1,0,0,0,28.2132546,"\int \frac{\exp \left(-\frac{-10+25 x+e^x (-2+5 x)}{60-50 x+50 x^2+e^x \left(-10 x+10 x^2\right)}\right) \left(720-1400 x+1500 x^2-750 x^3+500 x^4+e^{2 x} \left(4 x+12 x^2-30 x^3+20 x^4\right)+e^x \left(-236 x+300 x^2-300 x^3+200 x^4\right)\right)}{180-300 x+425 x^2-250 x^3+125 x^4+e^{2 x} \left(5 x^2-10 x^3+5 x^4\right)+e^x \left(-60 x+110 x^2-100 x^3+50 x^4\right)} \, dx","Int[(720 - 1400*x + 1500*x^2 - 750*x^3 + 500*x^4 + E^(2*x)*(4*x + 12*x^2 - 30*x^3 + 20*x^4) + E^x*(-236*x + 300*x^2 - 300*x^3 + 200*x^4))/(E^((-10 + 25*x + E^x*(-2 + 5*x))/(60 - 50*x + 50*x^2 + E^x*(-10*x + 10*x^2)))*(180 - 300*x + 425*x^2 - 250*x^3 + 125*x^4 + E^(2*x)*(5*x^2 - 10*x^3 + 5*x^4) + E^x*(-60*x + 110*x^2 - 100*x^3 + 50*x^4))),x]","\int \frac{\exp \left(-\frac{-10+25 x+e^x (-2+5 x)}{60-50 x+50 x^2+e^x \left(-10 x+10 x^2\right)}\right) \left(720-1400 x+1500 x^2-750 x^3+500 x^4+e^{2 x} \left(4 x+12 x^2-30 x^3+20 x^4\right)+e^x \left(-236 x+300 x^2-300 x^3+200 x^4\right)\right)}{180-300 x+425 x^2-250 x^3+125 x^4+e^{2 x} \left(5 x^2-10 x^3+5 x^4\right)+e^x \left(-60 x+110 x^2-100 x^3+50 x^4\right)} \, dx","4 e^{-\frac{x-\frac{2}{5}}{x (2 x-2)+\frac{12}{e^x+5}}} x+4",1,"4*Defer[Int][E^(-1/10*((5 + E^x)*(-2 + 5*x))/(6 - (5 + E^x)*x + (5 + E^x)*x^2)), x] + (6*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)^2), x])/5 + (6*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)), x])/5 + (4*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*x), x])/5 + 72*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x] + (216*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)^2*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x])/5 + (792*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x])/5 + (144*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*x*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x])/5 - 24*Defer[Int][x/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x] + 60*Defer[Int][x^2/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)^2), x] - 12*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)), x] - (72*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)^2*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)), x])/5 - (168*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*(-1 + x)*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)), x])/5 - (48*Defer[Int][1/(E^(((5 + E^x)*(-2 + 5*x))/(10*(6 - (5 + E^x)*x + (5 + E^x)*x^2)))*x*(6 - 5*x - E^x*x + 5*x^2 + E^x*x^2)), x])/5","F",0,0,0,0,-1,"{}"
2,1,26,0,2.1648283,"\int \frac{32+60 x+110 x^2+32 x^3+6 x^4+\left(5 x+5 x^2+5 x^3\right) \log \left(x^2+2 x^3+3 x^4+2 x^5+x^6\right)}{-64 x-96 x^2-100 x^3-36 x^4-4 x^5+\left(16 x+24 x^2+25 x^3+9 x^4+x^5\right) \log \left(x^2+2 x^3+3 x^4+2 x^5+x^6\right)} \, dx","Int[(32 + 60*x + 110*x^2 + 32*x^3 + 6*x^4 + (5*x + 5*x^2 + 5*x^3)*Log[x^2 + 2*x^3 + 3*x^4 + 2*x^5 + x^6])/(-64*x - 96*x^2 - 100*x^3 - 36*x^4 - 4*x^5 + (16*x + 24*x^2 + 25*x^3 + 9*x^4 + x^5)*Log[x^2 + 2*x^3 + 3*x^4 + 2*x^5 + x^6]),x]","\log \left(4-\log \left(x^2 \left(x^2+x+1\right)^2\right)\right)-\frac{5}{x+4}","\log \left(4-\log \left(x^2 \left(x^2+x+1\right)^2\right)\right)-\frac{5}{x+4}+3",1,"-5/(4 + x) + Log[4 - Log[x^2*(1 + x + x^2)^2]]","A",4,3,131,0.02290,1,"{6688, 6728, 6684}"
3,1,28,0,0.4799675,"\int \frac{-36 e^x x^3+\left(-1500-1500 x+e^x (500+500 x)\right) \log \left(3-e^x\right)+\left(900+e^x (-300-300 x)+900 x\right) \log \left(3-e^x\right) \log \left(\log \left(3-e^x\right)\right)+\left(-180-180 x+e^x (60+60 x)\right) \log \left(3-e^x\right) \log ^2\left(\log \left(3-e^x\right)\right)+\left(12+e^x (-4-4 x)+12 x\right) \log \left(3-e^x\right) \log ^3\left(\log \left(3-e^x\right)\right)}{\left(375 x^3-125 e^x x^3\right) \log \left(3-e^x\right)+\left(-225 x^3+75 e^x x^3\right) \log \left(3-e^x\right) \log \left(\log \left(3-e^x\right)\right)+\left(45 x^3-15 e^x x^3\right) \log \left(3-e^x\right) \log ^2\left(\log \left(3-e^x\right)\right)+\left(-3 x^3+e^x x^3\right) \log \left(3-e^x\right) \log ^3\left(\log \left(3-e^x\right)\right)} \, dx","Int[(-36*E^x*x^3 + (-1500 - 1500*x + E^x*(500 + 500*x))*Log[3 - E^x] + (900 + E^x*(-300 - 300*x) + 900*x)*Log[3 - E^x]*Log[Log[3 - E^x]] + (-180 - 180*x + E^x*(60 + 60*x))*Log[3 - E^x]*Log[Log[3 - E^x]]^2 + (12 + E^x*(-4 - 4*x) + 12*x)*Log[3 - E^x]*Log[Log[3 - E^x]]^3)/((375*x^3 - 125*E^x*x^3)*Log[3 - E^x] + (-225*x^3 + 75*E^x*x^3)*Log[3 - E^x]*Log[Log[3 - E^x]] + (45*x^3 - 15*E^x*x^3)*Log[3 - E^x]*Log[Log[3 - E^x]]^2 + (-3*x^3 + E^x*x^3)*Log[3 - E^x]*Log[Log[3 - E^x]]^3),x]","\frac{2 (x+1)^2}{x^2}+\frac{18}{\left(5-\log \left(\log \left(3-e^x\right)\right)\right)^2}","\frac{1}{2} \left(\left(\frac{2}{x}+2\right)^2+\frac{36}{\left(5-\log \left(\log \left(3-e^x\right)\right)\right)^2}\right)+3",1,"(2*(1 + x)^2)/x^2 + 18/(5 - Log[Log[3 - E^x]])^2","A",5,4,258,0.01550,1,"{6688, 37, 2282, 6686}"
4,1,30,0,0.0124406,"\int \frac{-30+30 x+\left(8-4 x+12 x^2\right) \log (3)}{\log (3)} \, dx","Int[(-30 + 30*x + (8 - 4*x + 12*x^2)*Log[3])/Log[3],x]","4 x^3-2 x^2+\frac{15 x^2}{\log (3)}+8 x-\frac{30 x}{\log (3)}","2-\left(-x^2+2 x-5\right) \left(x+3 \left(x+2+\frac{5}{\log (3)}\right)\right)",1,"8*x - 2*x^2 + 4*x^3 - (30*x)/Log[3] + (15*x^2)/Log[3]","A",3,1,23,0.04348,1,"{12}"
5,1,42,0,0.2565052,"\int e^{-x} \left(36+e^x (-1-6 x)+72 x-36 x^2+(36-36 x) \log (x)\right) \, dx","Int[(36 + E^x*(-1 - 6*x) + 72*x - 36*x^2 + (36 - 36*x)*Log[x])/E^x,x]","36 e^{-x} x^2-3 x^2-x+36 e^{-x} \log (x)-36 e^{-x} (1-x) \log (x)","-x+x \left(x-4 \left(x-9 e^{-x} (x+\log (x))\right)\right)-4",1,"-x - 3*x^2 + (36*x^2)/E^x + (36*Log[x])/E^x - (36*(1 - x)*Log[x])/E^x","A",10,4,33,0.1212,1,"{6742, 2194, 2176, 2554}"
6,1,13,0,0.013677,"\int \frac{5-4 x-5 e^x x}{5 x} \, dx","Int[(5 - 4*x - 5*E^x*x)/(5*x),x]","-\frac{4 x}{5}-e^x+\log (x)","\frac{4}{5} \left(\frac{e^3}{3}-x\right)-e^x+\log (2 x)-1",1,"-E^x - (4*x)/5 + Log[x]","A",6,4,18,0.2222,1,"{12, 14, 2194, 43}"
7,0,0,0,8.5694671,"\int \frac{e^{\frac{2 x^2}{10+7 x+x^2+e^{5+x} (10+2 x)}} \left(40 x+14 x^2+e^{5+x} \left(40 x-16 x^2-4 x^3\right)\right)}{100+140 x+69 x^2+14 x^3+x^4+e^{10+2 x} \left(100+40 x+4 x^2\right)+e^{5+x} \left(200+180 x+48 x^2+4 x^3\right)} \, dx","Int[(E^((2*x^2)/(10 + 7*x + x^2 + E^(5 + x)*(10 + 2*x)))*(40*x + 14*x^2 + E^(5 + x)*(40*x - 16*x^2 - 4*x^3)))/(100 + 140*x + 69*x^2 + 14*x^3 + x^4 + E^(10 + 2*x)*(100 + 40*x + 4*x^2) + E^(5 + x)*(200 + 180*x + 48*x^2 + 4*x^3)),x]","\int \frac{e^{\frac{2 x^2}{10+7 x+x^2+e^{5+x} (10+2 x)}} \left(40 x+14 x^2+e^{5+x} \left(40 x-16 x^2-4 x^3\right)\right)}{100+140 x+69 x^2+14 x^3+x^4+e^{10+2 x} \left(100+40 x+4 x^2\right)+e^{5+x} \left(200+180 x+48 x^2+4 x^3\right)} \, dx","e^{\frac{2 x^2}{(x+5) \left(x+2 e^{x+5}+2\right)}}",1,"40*Defer[Int][E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))/(2 + 2*E^(5 + x) + x)^2, x] - 8*Defer[Int][(E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))*x)/(2 + 2*E^(5 + x) + x)^2, x] + 2*Defer[Int][(E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))*x^2)/(2 + 2*E^(5 + x) + x)^2, x] - 200*Defer[Int][E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))/((5 + x)*(2 + 2*E^(5 + x) + x)^2), x] + 12*Defer[Int][E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))/(2 + 2*E^(5 + x) + x), x] - 2*Defer[Int][(E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))*x)/(2 + 2*E^(5 + x) + x), x] - 50*Defer[Int][E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))/((5 + x)^2*(2 + 2*E^(5 + x) + x)), x] - 50*Defer[Int][E^((2*x^2)/((5 + x)*(2 + 2*E^(5 + x) + x)))/((5 + x)*(2 + 2*E^(5 + x) + x)), x]","F",0,0,0,0,-1,"{}"
8,0,0,0,41.1257146,"\int \frac{(-8-3 x) \log ^2(x)+(-4-x) \log ^2(x) \log \left(4 x^2+x^3\right)+\left(-8-2 x+(-8-2 x) \log (x)+\left(20 x^2+5 x^3\right) \log ^2(x)\right) \log ^2\left(4 x^2+x^3\right)}{\left(4 x+x^2\right) \log ^2(x) \log \left(4 x^2+x^3\right)+\left(\left(8 x+2 x^2\right) \log (x)+\left(8 x^2+22 x^3+5 x^4\right) \log ^2(x)\right) \log ^2\left(4 x^2+x^3\right)} \, dx","Int[((-8 - 3*x)*Log[x]^2 + (-4 - x)*Log[x]^2*Log[4*x^2 + x^3] + (-8 - 2*x + (-8 - 2*x)*Log[x] + (20*x^2 + 5*x^3)*Log[x]^2)*Log[4*x^2 + x^3]^2)/((4*x + x^2)*Log[x]^2*Log[4*x^2 + x^3] + ((8*x + 2*x^2)*Log[x] + (8*x^2 + 22*x^3 + 5*x^4)*Log[x]^2)*Log[4*x^2 + x^3]^2),x]","\int \frac{(-8-3 x) \log ^2(x)+(-4-x) \log ^2(x) \log \left(4 x^2+x^3\right)+\left(-8-2 x+(-8-2 x) \log (x)+\left(20 x^2+5 x^3\right) \log ^2(x)\right) \log ^2\left(4 x^2+x^3\right)}{\left(4 x+x^2\right) \log ^2(x) \log \left(4 x^2+x^3\right)+\left(\left(8 x+2 x^2\right) \log (x)+\left(8 x^2+22 x^3+5 x^4\right) \log ^2(x)\right) \log ^2\left(4 x^2+x^3\right)} \, dx","\log \left(\frac{\frac{\frac{\log (x)}{\log \left(x^2 (x+4)\right)}+2}{\log (x)}+2 x}{x}+5 x\right)",1,"Log[2 + 5*x] - Log[Log[x]] + 2*Defer[Int][(2 + 2*x*Log[x] + 5*x^2*Log[x])^(-1), x] - 2*Defer[Int][1/(x*(2 + 2*x*Log[x] + 5*x^2*Log[x])), x] + 5*Defer[Int][x/(2 + 2*x*Log[x] + 5*x^2*Log[x]), x] - 10*Defer[Int][1/((2 + 5*x)*(2 + 2*x*Log[x] + 5*x^2*Log[x])), x] - Defer[Int][(8 + 3*x)/(x*(4 + x)*Log[x^2*(4 + x)]), x] + 2*Defer[Int][1/(x*(2 + 2*x*Log[x] + 5*x^2*Log[x])*(Log[x] + 2*Log[x^2*(4 + x)] + 2*x*Log[x]*Log[x^2*(4 + x)] + 5*x^2*Log[x]*Log[x^2*(4 + x)])), x] + 2*Defer[Int][Log[x]/(x*(2 + 2*x*Log[x] + 5*x^2*Log[x])*(Log[x] + 2*Log[x^2*(4 + x)] + 2*x*Log[x]*Log[x^2*(4 + x)] + 5*x^2*Log[x]*Log[x^2*(4 + x)])), x] - 5*Defer[Int][(x*Log[x]^2)/((2 + 2*x*Log[x] + 5*x^2*Log[x])*(Log[x] + 2*Log[x^2*(4 + x)] + 2*x*Log[x]*Log[x^2*(4 + x)] + 5*x^2*Log[x]*Log[x^2*(4 + x)])), x] + 4*Defer[Int][1/(x*(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)])), x] + 2*Defer[Int][1/((4 + x)*(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)])), x] - 14*Defer[Int][Log[x]/(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)]), x] - Defer[Int][Log[x]/(x*(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)])), x] + 15*Defer[Int][(x*Log[x])/(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)]), x] + 72*Defer[Int][Log[x]/((4 + x)*(Log[x] + 2*Log[x^2*(4 + x)] + x*(2 + 5*x)*Log[x]*Log[x^2*(4 + x)])), x]","F",0,0,0,0,-1,"{}"
9,1,23,0,0.2762389,"\int \frac{2400+1176 x+102 x^2-6 x^3+\left(800+392 x+34 x^2-2 x^3\right) \log \left(\frac{x+x^2+(-100-25 x) \log (x)}{100+25 x}\right)}{-4 x^2-5 x^3-x^4+\left(400 x+200 x^2+25 x^3\right) \log (x)} \, dx","Int[(2400 + 1176*x + 102*x^2 - 6*x^3 + (800 + 392*x + 34*x^2 - 2*x^3)*Log[(x + x^2 + (-100 - 25*x)*Log[x])/(100 + 25*x)])/(-4*x^2 - 5*x^3 - x^4 + (400*x + 200*x^2 + 25*x^3)*Log[x]),x]","\left(\log \left(\frac{x (x+1)}{25 (x+4)}-\log (x)\right)+3\right)^2","\left(\log \left(\frac{x^2+x}{25 (x+4)}-\log (x)\right)+3\right)^2",1,"(3 + Log[(x*(1 + x))/(25*(4 + x)) - Log[x]])^2","A",3,3,89,0.03371,1,"{6688, 12, 6686}"
10,0,0,0,0.4508337,"\int \frac{e^2 (-4+x)+2 e^2 \log ^2(x)}{8 x^2+\left(-32 x+8 x^2\right) \log (x)+\left(32-32 x+2 x^2\right) \log ^2(x)+(32-8 x) \log ^3(x)+8 \log ^4(x)} \, dx","Int[(E^2*(-4 + x) + 2*E^2*Log[x]^2)/(8*x^2 + (-32*x + 8*x^2)*Log[x] + (32 - 32*x + 2*x^2)*Log[x]^2 + (32 - 8*x)*Log[x]^3 + 8*Log[x]^4),x]","\int \frac{e^2 (-4+x)+2 e^2 \log ^2(x)}{8 x^2+\left(-32 x+8 x^2\right) \log (x)+\left(32-32 x+2 x^2\right) \log ^2(x)+(32-8 x) \log ^3(x)+8 \log ^4(x)} \, dx","\frac{e^2 x}{2 (\log (x)+2) (2 \log (x)-x)}",1,"E^2*Defer[Int][(x - 2*Log[x])^(-2), x] - 6*E^2*Defer[Int][1/((4 + x)*(x - 2*Log[x])^2), x] - 4*E^2*Defer[Int][1/((4 + x)^2*(x - 2*Log[x])), x] + (E^2*Defer[Int][1/((4 + x)*(2 + Log[x])^2), x])/2 - 2*E^2*Defer[Int][1/((4 + x)^2*(2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
11,0,0,0,116.868315,"\int \frac{24 x+48 x^2+8 x^3+e^x \left(-4 x-44 x^2-28 x^3-4 x^4\right)+e^{2 x} \left(-4 x+10 x^2+12 x^3+2 x^4\right)+\left(-40-68 x-12 x^2+e^{2 x} \left(-15 x-13 x^2-2 x^3\right)+e^x \left(20+64 x+32 x^2+4 x^3\right)\right) \log (5+x)+\log ^2\left(x^2\right) \left(-4 x+\left(-5 x-x^2\right) \log (5+x)\right)+\log \left(x^2\right) \left(4 x+24 x^2+4 x^3+e^x \left(8 x-10 x^2-12 x^3-2 x^4\right)+\left(-20-44 x-8 x^2+e^x \left(20 x+14 x^2+2 x^3\right)\right) \log (5+x)\right)}{5 x^3+x^4+\left(-10 x^2-2 x^3\right) \log (5+x)+\left(5 x+x^2\right) \log ^2(5+x)} \, dx","Int[(24*x + 48*x^2 + 8*x^3 + E^x*(-4*x - 44*x^2 - 28*x^3 - 4*x^4) + E^(2*x)*(-4*x + 10*x^2 + 12*x^3 + 2*x^4) + (-40 - 68*x - 12*x^2 + E^(2*x)*(-15*x - 13*x^2 - 2*x^3) + E^x*(20 + 64*x + 32*x^2 + 4*x^3))*Log[5 + x] + Log[x^2]^2*(-4*x + (-5*x - x^2)*Log[5 + x]) + Log[x^2]*(4*x + 24*x^2 + 4*x^3 + E^x*(8*x - 10*x^2 - 12*x^3 - 2*x^4) + (-20 - 44*x - 8*x^2 + E^x*(20*x + 14*x^2 + 2*x^3))*Log[5 + x]))/(5*x^3 + x^4 + (-10*x^2 - 2*x^3)*Log[5 + x] + (5*x + x^2)*Log[5 + x]^2),x]","\int \frac{24 x+48 x^2+8 x^3+e^x \left(-4 x-44 x^2-28 x^3-4 x^4\right)+e^{2 x} \left(-4 x+10 x^2+12 x^3+2 x^4\right)+\left(-40-68 x-12 x^2+e^{2 x} \left(-15 x-13 x^2-2 x^3\right)+e^x \left(20+64 x+32 x^2+4 x^3\right)\right) \log (5+x)+\log ^2\left(x^2\right) \left(-4 x+\left(-5 x-x^2\right) \log (5+x)\right)+\log \left(x^2\right) \left(4 x+24 x^2+4 x^3+e^x \left(8 x-10 x^2-12 x^3-2 x^4\right)+\left(-20-44 x-8 x^2+e^x \left(20 x+14 x^2+2 x^3\right)\right) \log (5+x)\right)}{5 x^3+x^4+\left(-10 x^2-2 x^3\right) \log (5+x)+\left(5 x+x^2\right) \log ^2(5+x)} \, dx","\frac{(x+1) \left(-\log \left(x^2\right)+e^x-2\right)^2}{x-\log (x+5)}+2",1,"-4*Defer[Int][x/(x - Log[5 + x])^2, x] + 4*Defer[Int][(E^x*x)/(x - Log[5 + x])^2, x] - Defer[Int][(E^(2*x)*x)/(x - Log[5 + x])^2, x] - 16*Defer[Int][1/((5 + x)*(x - Log[5 + x])^2), x] + 16*Defer[Int][E^x/((5 + x)*(x - Log[5 + x])^2), x] - 4*Defer[Int][E^(2*x)/((5 + x)*(x - Log[5 + x])^2), x] - 4*Defer[Int][(x*Log[x^2])/(x - Log[5 + x])^2, x] + 2*Defer[Int][(E^x*x*Log[x^2])/(x - Log[5 + x])^2, x] - 16*Defer[Int][Log[x^2]/((5 + x)*(x - Log[5 + x])^2), x] + 8*Defer[Int][(E^x*Log[x^2])/((5 + x)*(x - Log[5 + x])^2), x] - Defer[Int][(x*Log[x^2]^2)/(x - Log[5 + x])^2, x] - 4*Defer[Int][Log[x^2]^2/((5 + x)*(x - Log[5 + x])^2), x] - 12*Defer[Int][E^x/(x - Log[5 + x]), x] + 3*Defer[Int][E^(2*x)/(x - Log[5 + x]), x] + 8*Defer[Int][1/(x*(x - Log[5 + x])), x] - 4*Defer[Int][E^x/(x*(x - Log[5 + x])), x] - 4*Defer[Int][(E^x*x)/(x - Log[5 + x]), x] + 2*Defer[Int][(E^(2*x)*x)/(x - Log[5 + x]), x] + 8*Defer[Int][Log[x^2]/(x - Log[5 + x]), x] - 4*Defer[Int][(E^x*Log[x^2])/(x - Log[5 + x]), x] + 4*Defer[Int][Log[x^2]/(x*(x - Log[5 + x])), x] - 2*Defer[Int][(E^x*x*Log[x^2])/(x - Log[5 + x]), x] + Defer[Int][Log[x^2]^2/(x - Log[5 + x]), x] - 12*Defer[Int][(-x + Log[5 + x])^(-1), x]","F",0,0,0,0,-1,"{}"
12,1,13,0,0.3054119,"\int \frac{-3 x \log (x)+(-2+3 x) \log (-2+3 x)}{\left(-2 x+3 x^2\right) \log (x) \log (-2+3 x)} \, dx","Int[(-3*x*Log[x] + (-2 + 3*x)*Log[-2 + 3*x])/((-2*x + 3*x^2)*Log[x]*Log[-2 + 3*x]),x]","\log (\log (x))-\log (\log (3 x-2))","\log \left(\frac{4 \left(e^2 x+x\right) \log (x)}{x \log (3 x-2)}\right)",1,"Log[Log[x]] - Log[Log[-2 + 3*x]]","A",8,5,42,0.1190,1,"{1593, 6688, 2302, 29, 2390}"
13,0,0,0,12.2649103,"\int \frac{\left(320 x^2+1280 x^5\right) \log (x)+\left(-192 x-64 x^2-64 x^5+\left(-480 x-160 x^2-160 x^5\right) \log (x)\right) \log \left(3+x+x^4\right)+\left(-2000 x^2-8000 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(1200 x+400 x^2+400 x^5+\left(6000 x+2000 x^2+2000 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(-18750 x-6250 x^2-6250 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)+\left(\left(-64 x^2-256 x^5\right) \log (x)+\left(96 x+32 x^2+32 x^5\right) \log (x) \log \left(3+x+x^4\right)+\left(1200 x^2+4800 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(-480 x-160 x^2-160 x^5+\left(-3600 x-1200 x^2-1200 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(18750 x+6250 x^2+6250 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log (\log (x))+\left(\left(-240 x^2-960 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(48 x+16 x^2+16 x^5+\left(720 x+240 x^2+240 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(-7500 x-2500 x^2-2500 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log ^2(\log (x))+\left(\left(16 x^2+64 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(-48 x-16 x^2-16 x^5\right) \log (x) \log ^3\left(3+x+x^4\right)+\left(1500 x+500 x^2+500 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log ^3(\log (x))+\left(-150 x-50 x^2-50 x^5\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^4(\log (x))+\left(6 x+2 x^2+2 x^5\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^5(\log (x))}{\left(-9375-3125 x-3125 x^4\right) \log (x) \log ^5\left(3+x+x^4\right)+\left(9375+3125 x+3125 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log (\log (x))+\left(-3750-1250 x-1250 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^2(\log (x))+\left(750+250 x+250 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^3(\log (x))+\left(-75-25 x-25 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^4(\log (x))+\left(3+x+x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^5(\log (x))} \, dx","Int[((320*x^2 + 1280*x^5)*Log[x] + (-192*x - 64*x^2 - 64*x^5 + (-480*x - 160*x^2 - 160*x^5)*Log[x])*Log[3 + x + x^4] + (-2000*x^2 - 8000*x^5)*Log[x]*Log[3 + x + x^4]^2 + (1200*x + 400*x^2 + 400*x^5 + (6000*x + 2000*x^2 + 2000*x^5)*Log[x])*Log[3 + x + x^4]^3 + (-18750*x - 6250*x^2 - 6250*x^5)*Log[x]*Log[3 + x + x^4]^5 + ((-64*x^2 - 256*x^5)*Log[x] + (96*x + 32*x^2 + 32*x^5)*Log[x]*Log[3 + x + x^4] + (1200*x^2 + 4800*x^5)*Log[x]*Log[3 + x + x^4]^2 + (-480*x - 160*x^2 - 160*x^5 + (-3600*x - 1200*x^2 - 1200*x^5)*Log[x])*Log[3 + x + x^4]^3 + (18750*x + 6250*x^2 + 6250*x^5)*Log[x]*Log[3 + x + x^4]^5)*Log[Log[x]] + ((-240*x^2 - 960*x^5)*Log[x]*Log[3 + x + x^4]^2 + (48*x + 16*x^2 + 16*x^5 + (720*x + 240*x^2 + 240*x^5)*Log[x])*Log[3 + x + x^4]^3 + (-7500*x - 2500*x^2 - 2500*x^5)*Log[x]*Log[3 + x + x^4]^5)*Log[Log[x]]^2 + ((16*x^2 + 64*x^5)*Log[x]*Log[3 + x + x^4]^2 + (-48*x - 16*x^2 - 16*x^5)*Log[x]*Log[3 + x + x^4]^3 + (1500*x + 500*x^2 + 500*x^5)*Log[x]*Log[3 + x + x^4]^5)*Log[Log[x]]^3 + (-150*x - 50*x^2 - 50*x^5)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^4 + (6*x + 2*x^2 + 2*x^5)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^5)/((-9375 - 3125*x - 3125*x^4)*Log[x]*Log[3 + x + x^4]^5 + (9375 + 3125*x + 3125*x^4)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]] + (-3750 - 1250*x - 1250*x^4)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^2 + (750 + 250*x + 250*x^4)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^3 + (-75 - 25*x - 25*x^4)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^4 + (3 + x + x^4)*Log[x]*Log[3 + x + x^4]^5*Log[Log[x]]^5),x]","\int \frac{\left(320 x^2+1280 x^5\right) \log (x)+\left(-192 x-64 x^2-64 x^5+\left(-480 x-160 x^2-160 x^5\right) \log (x)\right) \log \left(3+x+x^4\right)+\left(-2000 x^2-8000 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(1200 x+400 x^2+400 x^5+\left(6000 x+2000 x^2+2000 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(-18750 x-6250 x^2-6250 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)+\left(\left(-64 x^2-256 x^5\right) \log (x)+\left(96 x+32 x^2+32 x^5\right) \log (x) \log \left(3+x+x^4\right)+\left(1200 x^2+4800 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(-480 x-160 x^2-160 x^5+\left(-3600 x-1200 x^2-1200 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(18750 x+6250 x^2+6250 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log (\log (x))+\left(\left(-240 x^2-960 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(48 x+16 x^2+16 x^5+\left(720 x+240 x^2+240 x^5\right) \log (x)\right) \log ^3\left(3+x+x^4\right)+\left(-7500 x-2500 x^2-2500 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log ^2(\log (x))+\left(\left(16 x^2+64 x^5\right) \log (x) \log ^2\left(3+x+x^4\right)+\left(-48 x-16 x^2-16 x^5\right) \log (x) \log ^3\left(3+x+x^4\right)+\left(1500 x+500 x^2+500 x^5\right) \log (x) \log ^5\left(3+x+x^4\right)\right) \log ^3(\log (x))+\left(-150 x-50 x^2-50 x^5\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^4(\log (x))+\left(6 x+2 x^2+2 x^5\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^5(\log (x))}{\left(-9375-3125 x-3125 x^4\right) \log (x) \log ^5\left(3+x+x^4\right)+\left(9375+3125 x+3125 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log (\log (x))+\left(-3750-1250 x-1250 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^2(\log (x))+\left(750+250 x+250 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^3(\log (x))+\left(-75-25 x-25 x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^4(\log (x))+\left(3+x+x^4\right) \log (x) \log ^5\left(3+x+x^4\right) \log ^5(\log (x))} \, dx","\left(x-\frac{4 x}{\log ^2\left(x^4+x+3\right) (5-\log (\log (x)))^2}\right)^2",1,"x^2 - 64*Defer[Int][x/(Log[x]*Log[3 + x + x^4]^4*(-5 + Log[Log[x]])^5), x] - 256*Defer[Int][x/(Log[3 + x + x^4]^5*(-5 + Log[Log[x]])^4), x] + 768*Defer[Int][x/((3 + x + x^4)*Log[3 + x + x^4]^5*(-5 + Log[Log[x]])^4), x] + 192*Defer[Int][x^2/((3 + x + x^4)*Log[3 + x + x^4]^5*(-5 + Log[Log[x]])^4), x] + 32*Defer[Int][x/(Log[3 + x + x^4]^4*(-5 + Log[Log[x]])^4), x] + 16*Defer[Int][x/(Log[x]*Log[3 + x + x^4]^2*(-5 + Log[Log[x]])^3), x] + 64*Defer[Int][x/(Log[3 + x + x^4]^3*(-5 + Log[Log[x]])^2), x] - 192*Defer[Int][x/((3 + x + x^4)*Log[3 + x + x^4]^3*(-5 + Log[Log[x]])^2), x] - 48*Defer[Int][x^2/((3 + x + x^4)*Log[3 + x + x^4]^3*(-5 + Log[Log[x]])^2), x] - 16*Defer[Int][x/(Log[3 + x + x^4]^2*(-5 + Log[Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
14,0,0,0,2.389359,"\int \frac{8 x+15 x^3+2 x^5+e^{5 x} \left(-2 x^2-2 x^3-4 x^4-4 x^5\right)+e^{4 x} \left(-6 x^3-6 x^4-12 x^5-12 x^6\right)+e^x \left(8 x-3 x^2+16 x^3+10 x^4+8 x^6\right)+e^{3 x} \left(-1+4 x+2 x^2+8 x^3-6 x^4-6 x^5-12 x^6-12 x^7\right)+e^{2 x} \left(-3 x+4 x^2+10 x^3+8 x^4+6 x^5-2 x^6-4 x^7-4 x^8\right)}{x^4+2 x^6+e^{3 x} \left(x+2 x^3\right)+e^{2 x} \left(3 x^2+6 x^4\right)+e^x \left(3 x^3+6 x^5\right)} \, dx","Int[(8*x + 15*x^3 + 2*x^5 + E^(5*x)*(-2*x^2 - 2*x^3 - 4*x^4 - 4*x^5) + E^(4*x)*(-6*x^3 - 6*x^4 - 12*x^5 - 12*x^6) + E^x*(8*x - 3*x^2 + 16*x^3 + 10*x^4 + 8*x^6) + E^(3*x)*(-1 + 4*x + 2*x^2 + 8*x^3 - 6*x^4 - 6*x^5 - 12*x^6 - 12*x^7) + E^(2*x)*(-3*x + 4*x^2 + 10*x^3 + 8*x^4 + 6*x^5 - 2*x^6 - 4*x^7 - 4*x^8))/(x^4 + 2*x^6 + E^(3*x)*(x + 2*x^3) + E^(2*x)*(3*x^2 + 6*x^4) + E^x*(3*x^3 + 6*x^5)),x]","\int \frac{8 x+15 x^3+2 x^5+e^{5 x} \left(-2 x^2-2 x^3-4 x^4-4 x^5\right)+e^{4 x} \left(-6 x^3-6 x^4-12 x^5-12 x^6\right)+e^x \left(8 x-3 x^2+16 x^3+10 x^4+8 x^6\right)+e^{3 x} \left(-1+4 x+2 x^2+8 x^3-6 x^4-6 x^5-12 x^6-12 x^7\right)+e^{2 x} \left(-3 x+4 x^2+10 x^3+8 x^4+6 x^5-2 x^6-4 x^7-4 x^8\right)}{x^4+2 x^6+e^{3 x} \left(x+2 x^3\right)+e^{2 x} \left(3 x^2+6 x^4\right)+e^x \left(3 x^3+6 x^5\right)} \, dx","\log \left(\frac{1}{5} \left(x-\frac{2}{x}\right)-x\right)-\left(e^x x-\frac{2}{x+e^x}\right)^2",1,"4*x - E^(2*x)*x^2 - 4/(E^x + x)^2 - Log[x] + Log[1 + 2*x^2] + 4*Defer[Int][x^2/(E^x + x)^2, x] - 4*Defer[Int][x^3/(E^x + x)^2, x] - 8*Defer[Int][x/(E^x + x), x] + 4*Defer[Int][x^2/(E^x + x), x]","F",0,0,0,0,-1,"{}"
15,0,0,0,12.7002,"\int \frac{40+15 x-7 x^2+e^{4+x^2} \left(-24+12 x^2-12 x^3-4 x^5-6 x^6-2 x^7\right)}{1024+3840 x+7040 x^2+8160 x^3+6580 x^4+3843 x^5+1645 x^6+510 x^7+110 x^8+15 x^9+x^{10}} \, dx","Int[(40 + 15*x - 7*x^2 + E^(4 + x^2)*(-24 + 12*x^2 - 12*x^3 - 4*x^5 - 6*x^6 - 2*x^7))/(1024 + 3840*x + 7040*x^2 + 8160*x^3 + 6580*x^4 + 3843*x^5 + 1645*x^6 + 510*x^7 + 110*x^8 + 15*x^9 + x^10),x]","\int \frac{40+15 x-7 x^2+e^{4+x^2} \left(-24+12 x^2-12 x^3-4 x^5-6 x^6-2 x^7\right)}{1024+3840 x+7040 x^2+8160 x^3+6580 x^4+3843 x^5+1645 x^6+510 x^7+110 x^8+15 x^9+x^{10}} \, dx","\frac{-e^{x^2+4} \left(x^4-2\right)+x-3}{\left(x-(x+2)^2\right)^4}",1,"(((-96*I)/7)*E^(4 + x^2))/(Sqrt[7]*(3 - I*Sqrt[7] + 2*x)^4) + (40*(7 + (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^4) + (32*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^3) + (344*(3 - I*Sqrt[7])*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)^3) - (80*(5 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^3) - (40*(21 + I*Sqrt[7])*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)^3) + (16*(7 + (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^3) + (((612*I)/49)*E^(4 + x^2))/(Sqrt[7]*(3 - I*Sqrt[7] + 2*x)^2) + (160*(1 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^2) - (8*(3 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^2) - (8*(21 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^2) - (24*(7 + (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)^2) + (172*(7 + (6*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)^2) - (100*(7 + (9*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)^2) + (86*(3*I + Sqrt[7])^2*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)^2) - (5*(3*I + Sqrt[7])^3*E^(4 + x^2))/(21*Sqrt[7]*(3 - I*Sqrt[7] + 2*x)^2) - (1004*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) + (214*(3 - I*Sqrt[7])*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)) + (43*(3 - I*Sqrt[7])^3*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)) - (40*(5 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)) + (34*(9 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)) - (172*(15 - I*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) + (100*(21 - I*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) + (320*(1 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)) + (52*(21 + I*Sqrt[7])*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)) - (250*(7 + (3*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) + (200*(21 + (5*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) + (8*(35 - (9*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)) - (86*(63 + (11*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 - I*Sqrt[7] + 2*x)) - (20*(21 - (31*I)*Sqrt[7])*E^(4 + x^2))/(147*(3 - I*Sqrt[7] + 2*x)) - (4*(3*I + Sqrt[7])^2*E^(4 + x^2))/(49*(3 - I*Sqrt[7] + 2*x)) + (((96*I)/7)*E^(4 + x^2))/(Sqrt[7]*(3 + I*Sqrt[7] + 2*x)^4) + (40*(7 - (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^4) + (32*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^3) - (40*(21 - I*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)^3) + (344*(3 + I*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)^3) - (80*(5 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^3) + (16*(7 - (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^3) - (((612*I)/49)*E^(4 + x^2))/(Sqrt[7]*(3 + I*Sqrt[7] + 2*x)^2) + (86*(3*I - Sqrt[7])^2*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)^2) - (8*(21 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^2) + (160*(1 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^2) - (8*(3 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^2) - (24*(7 - (3*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)^2) + (172*(7 - (6*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)^2) - (100*(7 - (9*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)^2) + (20*(35 + (9*I)*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)^2) - (1004*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) - (4*(3*I - Sqrt[7])^2*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)) + (320*(1 - I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)) + (52*(21 - I*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)) + (214*(3 + I*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)) - (40*(5 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)) + (34*(9 + I*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)) - (172*(15 + I*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) + (100*(21 + I*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) - (250*(7 - (3*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) - (172*(9 - (5*I)*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)) + (200*(21 - (5*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) + (8*(35 + (9*I)*Sqrt[7])*E^(4 + x^2))/(49*(3 + I*Sqrt[7] + 2*x)) - (86*(63 - (11*I)*Sqrt[7])*E^(4 + x^2))/(343*(3 + I*Sqrt[7] + 2*x)) - (20*(21 + (31*I)*Sqrt[7])*E^(4 + x^2))/(147*(3 + I*Sqrt[7] + 2*x)) + (10*(3 + 2*x))/(7*(4 + 3*x + x^2)^4) - (15*(8 + 3*x))/(28*(4 + 3*x + x^2)^4) + (x*(8 + 3*x))/(4*(4 + 3*x + x^2)^4) + (5*(3 + 2*x))/(12*(4 + 3*x + x^2)^3) - (12 + 5*x)/(6*(4 + 3*x + x^2)^3) - (43*(11*I - 9*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 + (4*(9*I - 5*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/7 + (332*(I - 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/147 + (100*(5*I - 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 - (10*(31*I - 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/21 - (125*(3*I - Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 + (125*(3*I + Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 - (332*(I + 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/147 - (100*(5*I + 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 + (10*(31*I + 3*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/21 - (4*(9*I + 5*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/7 + (43*(11*I + 9*Sqrt[7])*E^4*Sqrt[Pi/7]*Erfi[x])/49 + (1004*E^4*Sqrt[Pi]*Erfi[x])/343 + (2*(3*I - Sqrt[7])^2*E^4*Sqrt[Pi]*Erfi[x])/49 - (160*(1 - I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 - (107*(3 - I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/147 - (43*(3 - I*Sqrt[7])^3*E^4*Sqrt[Pi]*Erfi[x])/294 + (20*(5 - I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 - (17*(9 - I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 + (86*(15 - I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/343 - (107*(3 + I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/147 + (20*(5 + I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 - (17*(9 + I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 + (86*(15 + I*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/343 + (86*(9 - (5*I)*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/147 + (2*(3*I + Sqrt[7])^2*E^4*Sqrt[Pi]*Erfi[x])/49 - (10*(5*I + Sqrt[7])*(I + 3*Sqrt[7])*E^4*Sqrt[Pi]*Erfi[x])/49 + (((852*I)/49)*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/Sqrt[7] + (480*(1 - I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 + (948*(3 - I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (640*(5 + I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 + (444*(21 + I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (136*(5 - (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 - (800*(7 - (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (400*(49 - (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (24*(7 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 + (344*(31 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/147 + (16*(9 + (5*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 + (172*(7 + (6*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 + (344*(19 - (9*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (100*(7 + (9*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 + (172*(133 - (15*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/343 - (16*(21 - (31*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 - (40*(77 + (57*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/147 + (100*(3*I + Sqrt[7])^2*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/49 + ((3*I + Sqrt[7])^3*Defer[Int][E^(4 + x^2)/(-3 + I*Sqrt[7] - 2*x), x])/Sqrt[7] + (((852*I)/49)*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/Sqrt[7] + (640*(5 - I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 - (444*(21 - I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 - (480*(1 + I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 - (948*(3 + I*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 + (24*(7 - (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 - (344*(31 - (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/147 + (200*(1 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 + (136*(5 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 + (800*(7 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 + (400*(49 + (3*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 - (16*(9 - (5*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 - (172*(7 - (6*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 + (100*(7 - (9*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 - (344*(19 + (9*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 + (4*(35 + (9*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/7 - (172*(133 + (15*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/343 + (16*(21 + (31*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/49 + (40*(77 - (57*I)*Sqrt[7])*Defer[Int][E^(4 + x^2)/(3 + I*Sqrt[7] + 2*x), x])/147","F",0,0,0,0,-1,"{}"
16,1,14,0,0.0605858,"\int \frac{648+8 e^8-8 x^2}{6561+e^{16}+4 e^{12} x+162 x^2+x^4+e^8 \left(162+6 x^2\right)+e^4 \left(324 x+4 x^3\right)} \, dx","Int[(648 + 8*E^8 - 8*x^2)/(6561 + E^16 + 4*E^12*x + 162*x^2 + x^4 + E^8*(162 + 6*x^2) + E^4*(324*x + 4*x^3)),x]","\frac{8 x}{\left(x+e^4\right)^2+81}","\frac{8 x}{\left(x+e^4\right)^2+81}",1,"(8*x)/(81 + (E^4 + x)^2)","A",4,4,58,0.06897,1,"{1680, 12, 1814, 8}"
17,1,33,0,0.0219325,"\int \left(6+2 x+e^{2-x} (1-x) \log (2)\right) \, dx","Int[6 + 2*x + E^(2 - x)*(1 - x)*Log[2],x]","x^2+6 x+e^{2-x} \log (2)-e^{2-x} (1-x) \log (2)","x \left(x+e^{2-x} \log (2)+6\right)",1,"6*x + x^2 + E^(2 - x)*Log[2] - E^(2 - x)*(1 - x)*Log[2]","B",3,2,20,0.1000,1,"{2176, 2194}"
18,1,105,0,1.114009,"\int \left(-1119744+(-1119744-1306368 x) \log (x)+\left(-1306368 x-653184 x^2\right) \log ^2(x)+\left(-653184 x^2-181440 x^3\right) \log ^3(x)+\left(-181440 x^3-30240 x^4\right) \log ^4(x)+\left(-30240 x^4-3024 x^5\right) \log ^5(x)+\left(-3024 x^5-168 x^6\right) \log ^6(x)+\left(-168 x^6-4 x^7\right) \log ^7(x)-4 x^7 \log ^8(x)\right) \, dx","Int[-1119744 + (-1119744 - 1306368*x)*Log[x] + (-1306368*x - 653184*x^2)*Log[x]^2 + (-653184*x^2 - 181440*x^3)*Log[x]^3 + (-181440*x^3 - 30240*x^4)*Log[x]^4 + (-30240*x^4 - 3024*x^5)*Log[x]^5 + (-3024*x^5 - 168*x^6)*Log[x]^6 + (-168*x^6 - 4*x^7)*Log[x]^7 - 4*x^7*Log[x]^8,x]","-\frac{1}{2} x^8 \log ^8(x)-24 x^7 \log ^7(x)-504 x^6 \log ^6(x)-6048 x^5 \log ^5(x)-45360 x^4 \log ^4(x)-217728 x^3 \log ^3(x)-326592 x^2-653184 x^2 \log ^2(x)+653184 x^2 \log (x)-93312 \left(7 x^2+12 x\right) \log (x)+\frac{46656}{7} (7 x+12)^2-1119744 x","-\frac{1}{2} (-x \log (x)-6)^8",1,"-1119744*x - 326592*x^2 + (46656*(12 + 7*x)^2)/7 + 653184*x^2*Log[x] - 93312*(12*x + 7*x^2)*Log[x] - 653184*x^2*Log[x]^2 - 217728*x^3*Log[x]^3 - 45360*x^4*Log[x]^4 - 6048*x^5*Log[x]^5 - 504*x^6*Log[x]^6 - 24*x^7*Log[x]^7 - (x^8*Log[x]^8)/2","B",83,6,113,0.05310,1,"{2313, 9, 1593, 2353, 2305, 2304}"
19,0,0,0,14.297984,"\int \frac{e^{3 x} \left(12-80 x+72 x^2-16 x^3+(12-8 x) \log (4)\right)+e^{2 x} \left(24-328 x+440 x^2-160 x^3+16 x^4+\left(52-80 x+16 x^2\right) \log (4)+4 \log ^2(4)\right)+e^x \left(-288 x+576 x^2-256 x^3+32 x^4+\left(48-128 x+32 x^2\right) \log (4)+8 \log ^2(4)\right)}{-1728 x^3+1728 x^4-576 x^5+64 x^6+\left(864 x^2-576 x^3+96 x^4\right) \log (4)+\left(-144 x+48 x^2\right) \log ^2(4)+8 \log ^3(4)+e^{3 x} \left(-216 x^3+216 x^4-72 x^5+8 x^6+\left(108 x^2-72 x^3+12 x^4\right) \log (4)+\left(-18 x+6 x^2\right) \log ^2(4)+\log ^3(4)\right)+e^{2 x} \left(-1296 x^3+1296 x^4-432 x^5+48 x^6+\left(648 x^2-432 x^3+72 x^4\right) \log (4)+\left(-108 x+36 x^2\right) \log ^2(4)+6 \log ^3(4)\right)+e^x \left(-2592 x^3+2592 x^4-864 x^5+96 x^6+\left(1296 x^2-864 x^3+144 x^4\right) \log (4)+\left(-216 x+72 x^2\right) \log ^2(4)+12 \log ^3(4)\right)} \, dx","Int[(E^(3*x)*(12 - 80*x + 72*x^2 - 16*x^3 + (12 - 8*x)*Log[4]) + E^(2*x)*(24 - 328*x + 440*x^2 - 160*x^3 + 16*x^4 + (52 - 80*x + 16*x^2)*Log[4] + 4*Log[4]^2) + E^x*(-288*x + 576*x^2 - 256*x^3 + 32*x^4 + (48 - 128*x + 32*x^2)*Log[4] + 8*Log[4]^2))/(-1728*x^3 + 1728*x^4 - 576*x^5 + 64*x^6 + (864*x^2 - 576*x^3 + 96*x^4)*Log[4] + (-144*x + 48*x^2)*Log[4]^2 + 8*Log[4]^3 + E^(3*x)*(-216*x^3 + 216*x^4 - 72*x^5 + 8*x^6 + (108*x^2 - 72*x^3 + 12*x^4)*Log[4] + (-18*x + 6*x^2)*Log[4]^2 + Log[4]^3) + E^(2*x)*(-1296*x^3 + 1296*x^4 - 432*x^5 + 48*x^6 + (648*x^2 - 432*x^3 + 72*x^4)*Log[4] + (-108*x + 36*x^2)*Log[4]^2 + 6*Log[4]^3) + E^x*(-2592*x^3 + 2592*x^4 - 864*x^5 + 96*x^6 + (1296*x^2 - 864*x^3 + 144*x^4)*Log[4] + (-216*x + 72*x^2)*Log[4]^2 + 12*Log[4]^3)),x]","\int \frac{e^{3 x} \left(12-80 x+72 x^2-16 x^3+(12-8 x) \log (4)\right)+e^{2 x} \left(24-328 x+440 x^2-160 x^3+16 x^4+\left(52-80 x+16 x^2\right) \log (4)+4 \log ^2(4)\right)+e^x \left(-288 x+576 x^2-256 x^3+32 x^4+\left(48-128 x+32 x^2\right) \log (4)+8 \log ^2(4)\right)}{-1728 x^3+1728 x^4-576 x^5+64 x^6+\left(864 x^2-576 x^3+96 x^4\right) \log (4)+\left(-144 x+48 x^2\right) \log ^2(4)+8 \log ^3(4)+e^{3 x} \left(-216 x^3+216 x^4-72 x^5+8 x^6+\left(108 x^2-72 x^3+12 x^4\right) \log (4)+\left(-18 x+6 x^2\right) \log ^2(4)+\log ^3(4)\right)+e^{2 x} \left(-1296 x^3+1296 x^4-432 x^5+48 x^6+\left(648 x^2-432 x^3+72 x^4\right) \log (4)+\left(-108 x+36 x^2\right) \log ^2(4)+6 \log ^3(4)\right)+e^x \left(-2592 x^3+2592 x^4-864 x^5+96 x^6+\left(1296 x^2-864 x^3+144 x^4\right) \log (4)+\left(-216 x+72 x^2\right) \log ^2(4)+12 \log ^3(4)\right)} \, dx","\left(\frac{e^x}{\left(e^x+2\right) (\log (4)-2 (3-x) x)}+1\right)^2",1,"-4/((2 + E^x)*(3 - 2*x - Sqrt[9 - 2*Log[4]])*Sqrt[9 - 2*Log[4]]) + 4/((2 + E^x)*(3 - 2*x + Sqrt[9 - 2*Log[4]])*Sqrt[9 - 2*Log[4]]) - (32*Defer[Int][1/((2 + E^x)*(6 - 4*x + 2*Sqrt[9 - 2*Log[4]])^2), x])/Sqrt[9 - 2*Log[4]] + (32*Defer[Int][1/((2 + E^x)*(-6 + 4*x + 2*Sqrt[9 - 2*Log[4]])^2), x])/Sqrt[9 - 2*Log[4]] - 24*Defer[Int][E^x/((2 + E^x)^2*(-6*x + 2*x^2 + Log[4])^3), x] + 12*Defer[Int][E^x/((2 + E^x)*(-6*x + 2*x^2 + Log[4])^3), x] + 16*Defer[Int][(E^x*x)/((2 + E^x)^2*(-6*x + 2*x^2 + Log[4])^3), x] - 8*Defer[Int][(E^x*x)/((2 + E^x)*(-6*x + 2*x^2 + Log[4])^3), x] + 4*Defer[Int][E^x/((2 + E^x)^2*(-6*x + 2*x^2 + Log[4])^2), x] + 12*Defer[Int][E^x/((2 + E^x)*(-6*x + 2*x^2 + Log[4])^2), x] - 8*Defer[Int][(E^x*x)/((2 + E^x)*(-6*x + 2*x^2 + Log[4])^2), x] - 32*Defer[Int][E^x/((2 + E^x)^3*(-12*x + 4*x^2 + Log[16])^2), x]","F",0,0,0,0,-1,"{}"
20,0,0,0,4.2015956,"\int \frac{e^{2 e^x-x} \left(2-6 x+6 x^2-6 x^3+3 x^4-x^5+e^x \left(-4+12 x-12 x^2+4 x^3-2 x^4+2 x^5\right)\right)}{-6+18 x-18 x^2+6 x^3} \, dx","Int[(E^(2*E^x - x)*(2 - 6*x + 6*x^2 - 6*x^3 + 3*x^4 - x^5 + E^x*(-4 + 12*x - 12*x^2 + 4*x^3 - 2*x^4 + 2*x^5)))/(-6 + 18*x - 18*x^2 + 6*x^3),x]","\int \frac{e^{2 e^x-x} \left(2-6 x+6 x^2-6 x^3+3 x^4-x^5+e^x \left(-4+12 x-12 x^2+4 x^3-2 x^4+2 x^5\right)\right)}{-6+18 x-18 x^2+6 x^3} \, dx","\frac{1}{3} \left(\frac{1}{2} e^{2 e^x-x} \left(\frac{x^4}{(x-1)^2}+2\right)-2\right)",1,"E^(2*E^x - x)/2 + (2*ExpIntegralEi[2*E^x])/3 - Defer[Int][E^(2*E^x - x)/(-1 + x)^3, x]/3 + Defer[Int][E^(2*E^x)/(-1 + x)^2, x]/3 - (5*Defer[Int][E^(2*E^x - x)/(-1 + x)^2, x])/6 + (4*Defer[Int][E^(2*E^x)/(-1 + x), x])/3 - (2*Defer[Int][E^(2*E^x - x)/(-1 + x), x])/3 + (2*Defer[Int][E^(2*E^x)*x, x])/3 + Defer[Int][E^(2*E^x)*x^2, x]/3 - Defer[Int][E^(2*E^x - x)*x^2, x]/6","F",0,0,0,0,-1,"{}"
21,0,0,0,15.621557,"\int \frac{e^2 \left(100+40 x+4 x^2\right)+e^2 \left(100+40 x+4 x^2\right) \log (x)+\left(20 x^3-4 e^5 x^3\right) \log ^3(x)}{e^2 \left(-25 x-10 x^2-x^3\right) \log (x)+\left(10 x^4+2 x^5+e^5 \left(10 x^3+2 x^4\right)\right) \log ^3(x)} \, dx","Int[(E^2*(100 + 40*x + 4*x^2) + E^2*(100 + 40*x + 4*x^2)*Log[x] + (20*x^3 - 4*E^5*x^3)*Log[x]^3)/(E^2*(-25*x - 10*x^2 - x^3)*Log[x] + (10*x^4 + 2*x^5 + E^5*(10*x^3 + 2*x^4))*Log[x]^3),x]","\int \frac{e^2 \left(100+40 x+4 x^2\right)+e^2 \left(100+40 x+4 x^2\right) \log (x)+\left(20 x^3-4 e^5 x^3\right) \log ^3(x)}{e^2 \left(-25 x-10 x^2-x^3\right) \log (x)+\left(10 x^4+2 x^5+e^5 \left(10 x^3+2 x^4\right)\right) \log ^3(x)} \, dx","\log \left(\left(\frac{2 \left(x+e^5\right)}{x+5}-\frac{e^2}{x^2 \log ^2(x)}\right)^2\right)",1,"-2*Log[5 + x] + 2*Log[E^5 + x] - 4*Log[Log[x]] - 20*E^2*Defer[Int][1/((E^5 + x)*(-5*E^2 - E^2*x + 2*E^5*x^2*Log[x]^2 + 2*x^3*Log[x]^2)), x] - 4*E^7*Defer[Int][1/((E^5 + x)*(-5*E^2 - E^2*x + 2*E^5*x^2*Log[x]^2 + 2*x^3*Log[x]^2)), x] + 2*E^2*(15 + E^5)*Defer[Int][1/((E^5 + x)*(-5*E^2 - E^2*x + 2*E^5*x^2*Log[x]^2 + 2*x^3*Log[x]^2)), x] + 4*E^2*Defer[Int][(-(E^2*(5 + x)) + 2*x^2*(E^5 + x)*Log[x]^2)^(-1), x] + 8*E^5*Defer[Int][(x*Log[x])/(-(E^2*(5 + x)) + 2*x^2*(E^5 + x)*Log[x]^2), x] + 8*Defer[Int][(x^2*Log[x])/(-(E^2*(5 + x)) + 2*x^2*(E^5 + x)*Log[x]^2), x] + 20*E^2*Defer[Int][(-(E^2*x*(5 + x)) + 2*x^3*(E^5 + x)*Log[x]^2)^(-1), x]","F",0,0,0,0,-1,"{}"
22,1,17,0,0.0047445,"\int \left(1+5 e^x+6 x-3 x^2\right) \, dx","Int[1 + 5*E^x + 6*x - 3*x^2,x]","-x^3+3 x^2+x+5 e^x","-\left((x-3) x^2\right)+x+5 e^x-2",1,"5*E^x + x + 3*x^2 - x^3","A",2,1,15,0.06667,1,"{2194}"
23,1,21,0,55.408915,"\int \frac{-20 e^{2+\frac{5}{-2+e^2 x^4}} x^4+\left(-4+4 e^2 x^4-e^4 x^8+e^{\frac{5}{-2+e^2 x^4}} \left(4-4 e^2 x^4+e^4 x^8\right)\right) \log \left(-1+e^{\frac{5}{-2+e^2 x^4}}\right)}{-4+4 e^2 x^4-e^4 x^8+e^{\frac{5}{-2+e^2 x^4}} \left(4-4 e^2 x^4+e^4 x^8\right)} \, dx","Int[(-20*E^(2 + 5/(-2 + E^2*x^4))*x^4 + (-4 + 4*E^2*x^4 - E^4*x^8 + E^(5/(-2 + E^2*x^4))*(4 - 4*E^2*x^4 + E^4*x^8))*Log[-1 + E^(5/(-2 + E^2*x^4))])/(-4 + 4*E^2*x^4 - E^4*x^8 + E^(5/(-2 + E^2*x^4))*(4 - 4*E^2*x^4 + E^4*x^8)),x]","x \log \left(e^{-\frac{5}{2-e^2 x^4}}-1\right)","x \log \left(e^{\frac{5 x}{e^2 x^5-2 x}}-1\right)",1,"x*Log[-1 + E^(-5/(2 - E^2*x^4))]","A",84,5,147,0.03401,1,"{6688, 6742, 6725, 2548, 12}"
24,0,0,0,13.9431153,"\int \frac{e^{\frac{2 x^2-x^6+x^2 \log (x)}{2+5 x+2 x^2}} \left(10 x+15 x^2+2 x^3-12 x^5-25 x^6-8 x^7+\left(4 x+5 x^2\right) \log (x)\right)}{4+20 x+33 x^2+20 x^3+4 x^4} \, dx","Int[(E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*(10*x + 15*x^2 + 2*x^3 - 12*x^5 - 25*x^6 - 8*x^7 + (4*x + 5*x^2)*Log[x]))/(4 + 20*x + 33*x^2 + 20*x^3 + 4*x^4),x]","\int \frac{e^{\frac{2 x^2-x^6+x^2 \log (x)}{2+5 x+2 x^2}} \left(10 x+15 x^2+2 x^3-12 x^5-25 x^6-8 x^7+\left(4 x+5 x^2\right) \log (x)\right)}{4+20 x+33 x^2+20 x^3+4 x^4} \, dx","e^{\frac{x \left(-x^4+\log (x)+2\right)}{2 x+\frac{x+2}{x}+4}}",1,"(85*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2)), x])/16 - (21*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*x, x])/4 + (15*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*x^2, x])/4 - 2*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*x^3, x] - (56*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))/(2 + x)^2, x])/3 + (2*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))/(2 + x), x])/3 - (31*Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))/(1 + 2*x)^2, x])/48 - Defer[Int][E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))/(1 + 2*x), x]/3 + (4*Defer[Int][(E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*Log[x])/(2 + x)^2, x])/3 - Defer[Int][(E^((2*x^2 - x^6 + x^2*Log[x])/(2 + 5*x + 2*x^2))*Log[x])/(1 + 2*x)^2, x]/3","F",0,0,0,0,-1,"{}"
25,1,21,0,0.0352049,"\int \frac{108}{\left(-160-68 x+11 x^2\right) \log \left(\frac{e^{e^4} (80-10 x)}{20+11 x}\right)} \, dx","Int[108/((-160 - 68*x + 11*x^2)*Log[(E^E^4*(80 - 10*x))/(20 + 11*x)]),x]","\log \left(\log \left(\frac{10 e^{e^4} (8-x)}{11 x+20}\right)\right)","\log \left(\log \left(\frac{e^{e^4} (8-x)}{\frac{11 x}{10}+2}\right)\right)",1,"Log[Log[(10*E^E^4*(8 - x))/(20 + 11*x)]]","A",2,2,35,0.05714,1,"{12, 2504}"
26,1,15,0,0.0040592,"\int -\frac{50 x^4}{-10-e+e^2} \, dx","Int[(-50*x^4)/(-10 - E + E^2),x]","\frac{10 x^5}{10+e-e^2}","\frac{2 x^5}{2+\frac{1}{5} \left(e-e^2\right)}",1,"(10*x^5)/(10 + E - E^2)","A",2,2,15,0.1333,1,"{12, 30}"
27,1,67,0,0.3124395,"\int \left(12+e^{2 \left(x-4 x^2\right)} (2-16 x)+50 x+12 x^2+16 x^3+e^{x-4 x^2} \left(14-86 x-12 x^2-32 x^3\right)\right) \, dx","Int[12 + E^(2*(x - 4*x^2))*(2 - 16*x) + 50*x + 12*x^2 + 16*x^3 + E^(x - 4*x^2)*(14 - 86*x - 12*x^2 - 32*x^3),x]","4 x^4+4 x^3+4 e^{x-4 x^2} x^2+25 x^2+2 e^{x-4 x^2} x+e^{2 x-8 x^2}+12 e^{x-4 x^2}+12 x","\left(e^{x-4 x^2}+2 \left(x^2+3\right)+x\right)^2",1,"E^(2*x - 8*x^2) + 12*E^(x - 4*x^2) + 12*x + 2*E^(x - 4*x^2)*x + 25*x^2 + 4*E^(x - 4*x^2)*x^2 + 4*x^3 + 4*x^4","B",26,7,57,0.1228,1,"{2244, 2236, 6742, 2234, 2205, 2240, 2241}"
28,1,11,0,0.0052034,"\int \frac{5-x+x^2}{x^2} \, dx","Int[(5 - x + x^2)/x^2,x]","x-\frac{5}{x}-\log (x)","x-\frac{5}{x}-\log (x)+3",1,"-5/x + x - Log[x]","A",2,1,12,0.08333,1,"{14}"
29,1,14,0,0.2371723,"\int \frac{3+x+5 x^2+\left(30 x+10 x^2\right) \log (6+2 x)}{3 x+x^2+\left(15 x^2+5 x^3\right) \log (6+2 x)} \, dx","Int[(3 + x + 5*x^2 + (30*x + 10*x^2)*Log[6 + 2*x])/(3*x + x^2 + (15*x^2 + 5*x^3)*Log[6 + 2*x]),x]","\log (x (5 x \log (2 (x+3))+1))","\log \left(-15 x^2 \log (2 (x+3))-3 x\right)",1,"Log[x*(1 + 5*x*Log[2*(3 + x)])]","A",2,2,52,0.03846,1,"{6741, 6685}"
30,0,0,0,0.625921,"\int \frac{1+2 x+\left(1+x+2 x^2+2 x^3\right) \log \left(\left(x+x^2\right) \log (4)\right)}{\left(x+x^2\right) \log \left(\left(x+x^2\right) \log (4)\right)} \, dx","Int[(1 + 2*x + (1 + x + 2*x^2 + 2*x^3)*Log[(x + x^2)*Log[4]])/((x + x^2)*Log[(x + x^2)*Log[4]]),x]","\int \frac{1+2 x+\left(1+x+2 x^2+2 x^3\right) \log \left(\left(x+x^2\right) \log (4)\right)}{\left(x+x^2\right) \log \left(\left(x+x^2\right) \log (4)\right)} \, dx","\log \left(\frac{1}{40} e^{x^2} x \log (x (x+1) \log (4))\right)",1,"x^2 + Log[x] + Defer[Int][(1 + 2*x)/(x*(1 + x)*Log[x*(1 + x)*Log[4]]), x]","F",0,0,0,0,-1,"{}"
31,1,19,0,0.0655092,"\int \frac{-18+3 x^3+2 e^x x^2 \log (5 x)+e^x x^3 \log ^2(5 x)}{x^3} \, dx","Int[(-18 + 3*x^3 + 2*E^x*x^2*Log[5*x] + E^x*x^3*Log[5*x]^2)/x^3,x]","\frac{9}{x^2}+3 x+e^x \log ^2(5 x)","\frac{9}{x^2}+3 x+e^x \log ^2(5 x)",1,"9/x^2 + 3*x + E^x*Log[5*x]^2","A",5,2,36,0.05556,1,"{14, 2202}"
32,1,21,0,0.1738736,"\int e^{10 x^2+x^3-e^{x^2} x^4} \left(20 x+3 x^2+e^{x^2} \left(-4 x^3-2 x^5\right)\right) \, dx","Int[E^(10*x^2 + x^3 - E^x^2*x^4)*(20*x + 3*x^2 + E^x^2*(-4*x^3 - 2*x^5)),x]","e^{x^3+10 x^2-e^{x^2} x^4}","e^{x^2 \left(-e^{x^2} x^2+x+10\right)}",1,"E^(10*x^2 + x^3 - E^x^2*x^4)","A",1,1,48,0.02083,1,"{6706}"
33,0,0,0,4.1013252,"\int \frac{\exp \left(\frac{-x^2+6 x^3+6 x^4+x^5}{-9+6 x+6 x^2+x^3}\right) \left(18 x-168 x^2-144 x^3+100 x^4+96 x^5+24 x^6+2 x^7\right)}{81-108 x-72 x^2+54 x^3+48 x^4+12 x^5+x^6} \, dx","Int[(E^((-x^2 + 6*x^3 + 6*x^4 + x^5)/(-9 + 6*x + 6*x^2 + x^3))*(18*x - 168*x^2 - 144*x^3 + 100*x^4 + 96*x^5 + 24*x^6 + 2*x^7))/(81 - 108*x - 72*x^2 + 54*x^3 + 48*x^4 + 12*x^5 + x^6),x]","\int \frac{\exp \left(\frac{-x^2+6 x^3+6 x^4+x^5}{-9+6 x+6 x^2+x^3}\right) \left(18 x-168 x^2-144 x^3+100 x^4+96 x^5+24 x^6+2 x^7\right)}{81-108 x-72 x^2+54 x^3+48 x^4+12 x^5+x^6} \, dx","e^{x \left(x+\frac{8}{(x+3)^2-\frac{9}{x}-3}\right)}",1,"(-160*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))/(-3 + Sqrt[21] - 2*x)^2, x])/7 - (96*(3 - Sqrt[21])*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))/(-3 + Sqrt[21] - 2*x)^2, x])/7 + 2*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))*x, x] + 24*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))/(3 + x)^2, x] - (160*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))/(3 + Sqrt[21] + 2*x)^2, x])/7 - (96*(3 + Sqrt[21])*Defer[Int][E^((x^2*(-1 + 6*x + 6*x^2 + x^3))/(-9 + 6*x + 6*x^2 + x^3))/(3 + Sqrt[21] + 2*x)^2, x])/7","F",0,0,0,0,-1,"{}"
34,0,0,0,1.056264,"\int \frac{e^{e^{-\frac{2 x^2}{-2+6 x}}-\frac{2 x^2}{-2+6 x}} \left(-2 x+3 x^2\right)}{1-6 x+9 x^2} \, dx","Int[(E^(E^((-2*x^2)/(-2 + 6*x)) - (2*x^2)/(-2 + 6*x))*(-2*x + 3*x^2))/(1 - 6*x + 9*x^2),x]","\int \frac{e^{e^{-\frac{2 x^2}{-2+6 x}}-\frac{2 x^2}{-2+6 x}} \left(-2 x+3 x^2\right)}{1-6 x+9 x^2} \, dx","3-e^{e^{\frac{2 x}{\frac{2}{x}-6}}}",1,"Defer[Int][E^(E^((-2*x^2)/(-2 + 6*x)) - (2*x^2)/(-2 + 6*x)), x]/3 - Defer[Int][E^(E^((-2*x^2)/(-2 + 6*x)) - (2*x^2)/(-2 + 6*x))/(-1 + 3*x)^2, x]/3","F",0,0,0,0,-1,"{}"
35,1,18,0,0.0583505,"\int \left(2 x+e^x \left(-91-95 x-2 x^2\right)\right) \, dx","Int[2*x + E^x*(-91 - 95*x - 2*x^2),x]","-2 e^x x^2+x^2-91 e^x x","x \left(x-e^x (2 (x+5)+81)\right)+e",1,"-91*E^x*x + x^2 - 2*E^x*x^2","A",9,3,18,0.1667,1,"{2196, 2194, 2176}"
36,1,79,0,0.2136846,"\int 9765625 e^{22 x-64 x^2+48 x^3-16 x^4+2 x^5} x^9 \left(5+11 x-64 x^2+72 x^3-32 x^4+5 x^5\right) \, dx","Int[9765625*E^(22*x - 64*x^2 + 48*x^3 - 16*x^4 + 2*x^5)*x^9*(5 + 11*x - 64*x^2 + 72*x^3 - 32*x^4 + 5*x^5),x]","\frac{9765625 e^{2 x^5-16 x^4+48 x^3-64 x^2+22 x} x^9 \left(5 x^5-32 x^4+72 x^3-64 x^2+11 x\right)}{2 \left(5 x^4-32 x^3+72 x^2-64 x+11\right)}","\frac{1}{2} e^{2 x (x-2)^4+10 (\log (5 x)-x)}",1,"(9765625*E^(22*x - 64*x^2 + 48*x^3 - 16*x^4 + 2*x^5)*x^9*(11*x - 64*x^2 + 72*x^3 - 32*x^4 + 5*x^5))/(2*(11 - 64*x + 72*x^2 - 32*x^3 + 5*x^4))","B",2,2,56,0.03571,1,"{12, 2288}"
37,1,58,0,1.5274946,"\int \frac{-20 x+364 x^2-288 x^4+72 x^6-6 x^8+\left(-20-20 x-576 x^3+288 x^5-36 x^7\right) \log (x)+\left(-288 x^2+432 x^4-90 x^6\right) \log ^2(x)+\left(288 x^3-120 x^5\right) \log ^3(x)+\left(72 x^2-90 x^4\right) \log ^4(x)-36 x^3 \log ^5(x)-6 x^2 \log ^6(x)}{-192 x+144 x^3-36 x^5+3 x^7+\left(288 x^2-144 x^4+18 x^6\right) \log (x)+\left(144 x-216 x^3+45 x^5\right) \log ^2(x)+\left(-144 x^2+60 x^4\right) \log ^3(x)+\left(-36 x+45 x^3\right) \log ^4(x)+18 x^2 \log ^5(x)+3 x \log ^6(x)} \, dx","Int[(-20*x + 364*x^2 - 288*x^4 + 72*x^6 - 6*x^8 + (-20 - 20*x - 576*x^3 + 288*x^5 - 36*x^7)*Log[x] + (-288*x^2 + 432*x^4 - 90*x^6)*Log[x]^2 + (288*x^3 - 120*x^5)*Log[x]^3 + (72*x^2 - 90*x^4)*Log[x]^4 - 36*x^3*Log[x]^5 - 6*x^2*Log[x]^6)/(-192*x + 144*x^3 - 36*x^5 + 3*x^7 + (288*x^2 - 144*x^4 + 18*x^6)*Log[x] + (144*x - 216*x^3 + 45*x^5)*Log[x]^2 + (-144*x^2 + 60*x^4)*Log[x]^3 + (-36*x + 45*x^3)*Log[x]^4 + 18*x^2*Log[x]^5 + 3*x*Log[x]^6),x]","-x^2+\frac{5}{96 (-x-\log (x)+2)}+\frac{5}{96 (x+\log (x)+2)}+\frac{5}{48 (-x-\log (x)+2)^2}+\frac{5}{48 (x+\log (x)+2)^2}","-x^2+\frac{5}{3 \left((x+\log (x))^2-4\right)^2}+2",1,"-x^2 + 5/(48*(2 - x - Log[x])^2) + 5/(96*(2 - x - Log[x])) + 5/(48*(2 + x + Log[x])^2) + 5/(96*(2 + x + Log[x]))","B",8,4,224,0.01786,1,"{6688, 12, 6742, 6686}"
38,0,0,0,46.3432516,"\int \frac{-x^3 \log (x)+8 e^{e^x+x} x^3 \log (x)+8 e^{2 e^x+x} x^3 \log (x)+\left(x^2-x^3+\left(-2 x^2+2 x^3\right) \log (x)+e^{e^x} \left(8 x^2-16 x^2 \log (x)\right)+e^{2 e^x} \left(4 x^2-8 x^2 \log (x)\right)\right) \log \left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)+\left(2+16 e^{e^x}+8 e^{2 e^x}-2 x\right) \log ^2\left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)}{x^5+8 e^{e^x} x^5+4 e^{2 e^x} x^5-x^6+\left(4 x^3+32 e^{e^x} x^3+16 e^{2 e^x} x^3-4 x^4\right) \log \left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)+\left(4 x+32 e^{e^x} x+16 e^{2 e^x} x-4 x^2\right) \log ^2\left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)} \, dx","Int[(-(x^3*Log[x]) + 8*E^(E^x + x)*x^3*Log[x] + 8*E^(2*E^x + x)*x^3*Log[x] + (x^2 - x^3 + (-2*x^2 + 2*x^3)*Log[x] + E^E^x*(8*x^2 - 16*x^2*Log[x]) + E^(2*E^x)*(4*x^2 - 8*x^2*Log[x]))*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4] + (2 + 16*E^E^x + 8*E^(2*E^x) - 2*x)*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4]^2)/(x^5 + 8*E^E^x*x^5 + 4*E^(2*E^x)*x^5 - x^6 + (4*x^3 + 32*E^E^x*x^3 + 16*E^(2*E^x)*x^3 - 4*x^4)*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4] + (4*x + 32*E^E^x*x + 16*E^(2*E^x)*x - 4*x^2)*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4]^2),x]","\int \frac{-x^3 \log (x)+8 e^{e^x+x} x^3 \log (x)+8 e^{2 e^x+x} x^3 \log (x)+\left(x^2-x^3+\left(-2 x^2+2 x^3\right) \log (x)+e^{e^x} \left(8 x^2-16 x^2 \log (x)\right)+e^{2 e^x} \left(4 x^2-8 x^2 \log (x)\right)\right) \log \left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)+\left(2+16 e^{e^x}+8 e^{2 e^x}-2 x\right) \log ^2\left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)}{x^5+8 e^{e^x} x^5+4 e^{2 e^x} x^5-x^6+\left(4 x^3+32 e^{e^x} x^3+16 e^{2 e^x} x^3-4 x^4\right) \log \left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)+\left(4 x+32 e^{e^x} x+16 e^{2 e^x} x-4 x^2\right) \log ^2\left(\frac{1}{4} \left(-1-8 e^{e^x}-4 e^{2 e^x}+x\right)\right)} \, dx","\frac{\log (x)}{\frac{x^2}{\log \left(\frac{x+3}{4}-\left(e^{e^x}+1\right)^2\right)}+2}",1,"Log[x]/2 + Log[16]*Defer[Int][(x*Log[x])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x] - Defer[Int][(x^2*Log[x])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x] + 8*Defer[Int][(E^(E^x + x)*x^2*Log[x])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x] + 8*Defer[Int][(E^(2*E^x + x)*x^2*Log[x])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x] + Defer[Int][(x^3*Log[x])/(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2, x] + 2*Defer[Int][(x*Log[x]*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x] - Defer[Int][x/(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4]), x]/2 - Defer[Int][(x*Log[x])/(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4]), x] - 2*Defer[Int][(x*Log[x]*Log[-1 - 8*E^E^x - 4*E^(2*E^x) + x])/((1 + 8*E^E^x + 4*E^(2*E^x) - x)*(x^2 + 2*Log[(-1 - 8*E^E^x - 4*E^(2*E^x) + x)/4])^2), x]","F",0,0,0,0,-1,"{}"
39,0,0,0,18.0700937,"\int \frac{25 x-1249 x^2-99 x^3-102 x^4-4 x^5-2 x^6+e^{3 x} \left(625 x+50 x^2+51 x^3+2 x^4+x^5\right)+e^{2 x} \left(-1250-100 x+1148 x^2+96 x^3+100 x^4+4 x^5+2 x^6\right)+e^x \left(25-2499 x-199 x^2+421 x^3+42 x^4+47 x^5+2 x^6+x^7\right)+\left(-25 x-2 x^2-3 x^3+e^x \left(-26 x-3 x^2-x^3\right)\right) \log (x)}{625 x^3+50 x^4+51 x^5+2 x^6+x^7+e^{2 x} \left(625 x+50 x^2+51 x^3+2 x^4+x^5\right)+e^x \left(1250 x^2+100 x^3+102 x^4+4 x^5+2 x^6\right)} \, dx","Int[(25*x - 1249*x^2 - 99*x^3 - 102*x^4 - 4*x^5 - 2*x^6 + E^(3*x)*(625*x + 50*x^2 + 51*x^3 + 2*x^4 + x^5) + E^(2*x)*(-1250 - 100*x + 1148*x^2 + 96*x^3 + 100*x^4 + 4*x^5 + 2*x^6) + E^x*(25 - 2499*x - 199*x^2 + 421*x^3 + 42*x^4 + 47*x^5 + 2*x^6 + x^7) + (-25*x - 2*x^2 - 3*x^3 + E^x*(-26*x - 3*x^2 - x^3))*Log[x])/(625*x^3 + 50*x^4 + 51*x^5 + 2*x^6 + x^7 + E^(2*x)*(625*x + 50*x^2 + 51*x^3 + 2*x^4 + x^5) + E^x*(1250*x^2 + 100*x^3 + 102*x^4 + 4*x^5 + 2*x^6)),x]","\int \frac{25 x-1249 x^2-99 x^3-102 x^4-4 x^5-2 x^6+e^{3 x} \left(625 x+50 x^2+51 x^3+2 x^4+x^5\right)+e^{2 x} \left(-1250-100 x+1148 x^2+96 x^3+100 x^4+4 x^5+2 x^6\right)+e^x \left(25-2499 x-199 x^2+421 x^3+42 x^4+47 x^5+2 x^6+x^7\right)+\left(-25 x-2 x^2-3 x^3+e^x \left(-26 x-3 x^2-x^3\right)\right) \log (x)}{625 x^3+50 x^4+51 x^5+2 x^6+x^7+e^{2 x} \left(625 x+50 x^2+51 x^3+2 x^4+x^5\right)+e^x \left(1250 x^2+100 x^3+102 x^4+4 x^5+2 x^6\right)} \, dx","\frac{\log (x)}{\left(x+e^x\right) \left(x^2+x+25\right)}-\log \left(x^2\right)+e^x+5",1,"E^x - 2*Log[x] - (((2*I)/3)*Log[x]*Defer[Int][1/((-1 + (3*I)*Sqrt[11] - 2*x)*(E^x + x)^2), x])/Sqrt[11] - (((2*I)/75)*Defer[Int][1/((-1 + (3*I)*Sqrt[11] - 2*x)*(E^x + x)), x])/Sqrt[11] - (((2*I)/3)*Log[x]*Defer[Int][1/((-1 + (3*I)*Sqrt[11] - 2*x)*(E^x + x)), x])/Sqrt[11] + Defer[Int][1/(x*(E^x + x)), x]/25 + ((33 + I*Sqrt[11])*Log[x]*Defer[Int][1/((E^x + x)^2*(1 - (3*I)*Sqrt[11] + 2*x)), x])/33 - ((33 + I*Sqrt[11])*Defer[Int][1/((E^x + x)*(1 - (3*I)*Sqrt[11] + 2*x)), x])/825 - (((2*I)/3)*Log[x]*Defer[Int][1/((E^x + x)^2*(1 + (3*I)*Sqrt[11] + 2*x)), x])/Sqrt[11] + ((33 - I*Sqrt[11])*Log[x]*Defer[Int][1/((E^x + x)^2*(1 + (3*I)*Sqrt[11] + 2*x)), x])/33 - (((2*I)/75)*Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x])/Sqrt[11] - ((33 - I*Sqrt[11])*Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x])/825 - (((2*I)/3)*Log[x]*Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x])/Sqrt[11] - Log[x]*Defer[Int][1/((E^x + x)*(25 + x + x^2)^2), x] - 2*Log[x]*Defer[Int][x/((E^x + x)*(25 + x + x^2)^2), x] + (((2*I)/3)*Defer[Int][Defer[Int][1/((-1 + (3*I)*Sqrt[11] - 2*x)*(E^x + x)^2), x]/x, x])/Sqrt[11] + (((2*I)/3)*Defer[Int][Defer[Int][1/((-1 + (3*I)*Sqrt[11] - 2*x)*(E^x + x)), x]/x, x])/Sqrt[11] - ((33 + I*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)^2*(1 - (3*I)*Sqrt[11] + 2*x)), x]/x, x])/33 - ((11 - I*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)^2*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/11 - (((58*I)/75)*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/Sqrt[11] - (4*(11 - I*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/275 - (26*(33 - I*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/20625 + (2*(11 + (16*I)*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/275 + (8*(396 - (37*I)*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/20625 + (29*(33 + (49*I)*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/20625 - ((1617 + (1151*I)*Sqrt[11])*Defer[Int][Defer[Int][1/((E^x + x)*(1 + (3*I)*Sqrt[11] + 2*x)), x]/x, x])/20625 + Defer[Int][Defer[Int][1/((E^x + x)*(25 + x + x^2)^2), x]/x, x] + 2*Defer[Int][Defer[Int][x/((E^x + x)*(25 + x + x^2)^2), x]/x, x]","F",0,0,0,0,-1,"{}"
40,0,0,0,0.9027089,"\int \frac{-92 x^2-92 x \log (x)+(575+92 x+(-575-92 x) \log (x)) \log (25+4 x)}{\left(100 x^2+16 x^3\right) \log ^2(25+4 x)} \, dx","Int[(-92*x^2 - 92*x*Log[x] + (575 + 92*x + (-575 - 92*x)*Log[x])*Log[25 + 4*x])/((100*x^2 + 16*x^3)*Log[25 + 4*x]^2),x]","\int \frac{-92 x^2-92 x \log (x)+(575+92 x+(-575-92 x) \log (x)) \log (25+4 x)}{\left(100 x^2+16 x^3\right) \log ^2(25+4 x)} \, dx","\frac{23 (x+\log (x))}{4 x \log (4 (x+5)+5)}",1,"23/(4*Log[25 + 4*x]) - (23*Defer[Int][Log[x]/(x*Log[25 + 4*x]^2), x])/25 - (23*Defer[Int][(-1 + Log[x])/(x^2*Log[25 + 4*x]), x])/4 + (23*Defer[Subst][Defer[Int][Log[-25/4 + x/4]/(x*Log[x]^2), x], x, 25 + 4*x])/25","F",0,0,0,0,-1,"{}"
41,1,25,0,1.2687795,"\int \frac{e^{-e^2-e^3-\frac{1}{4} e^{-e^2-e^3} x} \left(4 e^{e^2+e^3}+\left(-4 e^{e^2+e^3}-x\right) \log (5 x)\right)}{4 x^2} \, dx","Int[(E^(-E^2 - E^3 - (E^(-E^2 - E^3)*x)/4)*(4*E^(E^2 + E^3) + (-4*E^(E^2 + E^3) - x)*Log[5*x]))/(4*x^2),x]","\frac{e^{-\frac{1}{4} e^{-e^2 (1+e)} x} \log (5 x)}{x}","\frac{e^{-\frac{1}{4} e^{-e^2-e^3} x} \log (5 x)}{x}",1,"Log[5*x]/(E^(x/(4*E^(E^2*(1 + E))))*x)","A",9,6,70,0.08571,1,"{12, 6742, 2177, 2178, 2197, 2554}"
42,0,0,0,1.3280991,"\int \exp \left(-17+e^{\frac{6 x+e^{17} \left(-5+4 x+x^2\right)}{e^{17}}}+\frac{6 x+e^{17} \left(-5+4 x+x^2\right)}{e^{17}}\right) \left(6+e^{17} (4+2 x)\right) \, dx","Int[E^(-17 + E^((6*x + E^17*(-5 + 4*x + x^2))/E^17) + (6*x + E^17*(-5 + 4*x + x^2))/E^17)*(6 + E^17*(4 + 2*x)),x]","\int \exp \left(-17+e^{\frac{6 x+e^{17} \left(-5+4 x+x^2\right)}{e^{17}}}+\frac{6 x+e^{17} \left(-5+4 x+x^2\right)}{e^{17}}\right) \left(6+e^{17} (4+2 x)\right) \, dx","e^{e^{x \left(x+\frac{6}{e^{17}}+4\right)-5}}+5",1,"2*(3 + 2*E^17)*Defer[Int][E^(-22 + E^(-5 + 4*x + (6*x)/E^17 + x^2) + 4*(1 + 3/(2*E^17))*x + x^2), x] + 2*Defer[Int][E^(-5 + E^(-5 + 4*x + (6*x)/E^17 + x^2) + 4*(1 + 3/(2*E^17))*x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
43,1,9,0,0.0114796,"\int 90 e^{9 e^{10 x}+10 x} \, dx","Int[90*E^(9*E^(10*x) + 10*x),x]","e^{9 e^{10 x}}","e^{9 e^{10 x}}",1,"E^(9*E^(10*x))","A",3,3,15,0.2000,1,"{12, 2282, 2194}"
44,1,21,0,0.1928769,"\int \frac{-5+7 x+8 x^2-4 x^3+\left(-6-2 x+8 x^2-8 x^3\right) \log (x)}{1-4 x+4 x^2} \, dx","Int[(-5 + 7*x + 8*x^2 - 4*x^3 + (-6 - 2*x + 8*x^2 - 8*x^3)*Log[x])/(1 - 4*x + 4*x^2),x]","x^2 (-\log (x))+x-\frac{6 x \log (x)}{1-2 x}","x+\left(\frac{2}{\frac{1}{3} (-x-1)+x}-x\right) x \log (x)+2",1,"x - (6*x*Log[x])/(1 - 2*x) - x^2*Log[x]","A",14,7,46,0.1522,1,"{27, 6742, 43, 2357, 2304, 2314, 31}"
45,1,25,0,0.3743164,"\int \frac{-6 x^2-2 x^3+\left(-12-10 x+8 x^2\right) \log (2-x)}{\left(-6 x^2+x^3+x^4\right) \log (2-x)} \, dx","Int[(-6*x^2 - 2*x^3 + (-12 - 10*x + 8*x^2)*Log[2 - x])/((-6*x^2 + x^3 + x^4)*Log[2 - x]),x]","-\frac{2}{x}+2 \log (x)-2 \log (x+3)-2 \log (\log (2-x))","3-\log \left(\frac{e^{2/x} (x+3)^2 \log ^2(2-x)}{4 x^2}\right)",1,"-2/x + 2*Log[x] - 2*Log[3 + x] - 2*Log[Log[2 - x]]","A",8,6,51,0.1176,1,"{1594, 6728, 77, 2390, 2302, 29}"
46,1,20,0,0.0080407,"\int \frac{34-2 e^{4/3}+2 \log (2)}{1+4 x+4 x^2} \, dx","Int[(34 - 2*E^(4/3) + 2*Log[2])/(1 + 4*x + 4*x^2),x]","-\frac{17-e^{4/3}+\log (2)}{2 x+1}","\frac{-17+e^{4/3}-\log (2)}{2 x+1}",1,"-((17 - E^(4/3) + Log[2])/(1 + 2*x))","A",3,3,26,0.1154,1,"{12, 27, 32}"
47,1,20,0,0.4414723,"\int \frac{20-4 x-27 x^2+8 x^3+\left(4-7 x^2+2 x^3\right) \log (x)}{16 x-16 x^2+4 x^3+\left(4 x-4 x^2+x^3\right) \log (x)} \, dx","Int[(20 - 4*x - 27*x^2 + 8*x^3 + (4 - 7*x^2 + 2*x^3)*Log[x])/(16*x - 16*x^2 + 4*x^3 + (4*x - 4*x^2 + x^3)*Log[x]),x]","2 x-\frac{4}{2-x}+\log (x)+\log (\log (x)+4)","2 x+\frac{4}{x-2}+\log (2 (x-x (\log (x)+5)))",1,"-4/(2 - x) + 2*x + Log[x] + Log[4 + Log[x]]","A",7,5,62,0.08065,1,"{6688, 6742, 1620, 2302, 29}"
48,1,46,0,0.1120232,"\int \frac{15-15 e^4-20 e x+e^{x^2} \left(-3-6 x^2+e^4 \left(3+6 x^2\right)+e \left(4 x+4 x^3\right)\right)}{e} \, dx","Int[(15 - 15*E^4 - 20*E*x + E^x^2*(-3 - 6*x^2 + E^4*(3 + 6*x^2) + E*(4*x + 4*x^3)))/E,x]","2 e^{x^2} x^2-10 x^2-3 \left(1-e^4\right) e^{x^2-1} x+\frac{15 \left(1-e^4\right) x}{e}","\left(5-e^{x^2}\right) x \left(x-3 \left(x+e^3-\frac{1}{e}\right)\right)",1,"(15*(1 - E^4)*x)/E - 3*E^(-1 + x^2)*(1 - E^4)*x - 10*x^2 + 2*E^x^2*x^2","A",10,5,50,0.1000,1,"{12, 2226, 2204, 2209, 2212}"
49,1,38,0,1.7490081,"\int \frac{-2 e^{e^{x-x^2}}+e^{x-x^2} \left(-5 x+10 x^2\right)+e^{e^{x-x^2}} \log \left(\frac{2 e^{-5 e^{-e^{x-x^2}}} x^2}{\log (\log (2))}\right)}{e^{e^{x-x^2}} x^2+2 e^{e^{x-x^2}} x \log \left(\frac{2 e^{-5 e^{-e^{x-x^2}}} x^2}{\log (\log (2))}\right)+e^{e^{x-x^2}} \log ^2\left(\frac{2 e^{-5 e^{-e^{x-x^2}}} x^2}{\log (\log (2))}\right)} \, dx","Int[(-2*E^E^(x - x^2) + E^(x - x^2)*(-5*x + 10*x^2) + E^E^(x - x^2)*Log[(2*x^2)/(E^(5/E^E^(x - x^2))*Log[Log[2]])])/(E^E^(x - x^2)*x^2 + 2*E^E^(x - x^2)*x*Log[(2*x^2)/(E^(5/E^E^(x - x^2))*Log[Log[2]])] + E^E^(x - x^2)*Log[(2*x^2)/(E^(5/E^E^(x - x^2))*Log[Log[2]])]^2),x]","-\frac{1}{\frac{x}{\log \left(\frac{2 e^{-5 e^{-e^{x-x^2}}} x^2}{\log (\log (2))}\right)}+1}","\frac{x}{\log \left(\frac{2 e^{-5 e^{-e^{x-x^2}}} x^2}{\log (\log (2))}\right)+x}",1,"-(1 + x/Log[(2*x^2)/(E^(5/E^E^(x - x^2))*Log[Log[2]])])^(-1)","A",3,3,176,0.01705,1,"{6688, 6711, 32}"
50,1,42,0,0.0149521,"\int \left(36+720 x^4+405 e^6 x^4-432 x^5+63 x^6+e^3 \left(-1080 x^4+324 x^5\right)\right) \, dx","Int[36 + 720*x^4 + 405*E^6*x^4 - 432*x^5 + 63*x^6 + E^3*(-1080*x^4 + 324*x^5),x]","9 x^7+54 e^3 x^6-72 x^6+9 \left(16+9 e^6\right) x^5-216 e^3 x^5+36 x","9 x \left(\left(x+3 e^3-4\right)^2 x^4+4\right)",1,"36*x - 216*E^3*x^5 + 9*(16 + 9*E^6)*x^5 - 72*x^6 + 54*E^3*x^6 + 9*x^7","B",3,1,40,0.02500,1,"{6}"
51,0,0,0,1.3753279,"\int \frac{e^{-1+x} (15625-15625 x)+\left(-31250 e^{-1+x}-31250 x\right) \log \left(\frac{x}{e^{-1+x}+x}\right)}{e^{-1+x} x^3+x^4} \, dx","Int[(E^(-1 + x)*(15625 - 15625*x) + (-31250*E^(-1 + x) - 31250*x)*Log[x/(E^(-1 + x) + x)])/(E^(-1 + x)*x^3 + x^4),x]","\int \frac{e^{-1+x} (15625-15625 x)+\left(-31250 e^{-1+x}-31250 x\right) \log \left(\frac{x}{e^{-1+x}+x}\right)}{e^{-1+x} x^3+x^4} \, dx","\frac{15625 \log \left(\frac{x}{x+e^{x-1}}\right)}{x^2}",1,"(15625*(1 + x)^2)/(2*x^2) + (15625*Log[x/(E^x + E*x)])/x^2 - 15625*Defer[Int][E^x/(x^3*(E^x + E*x)), x] - 15625*E*Defer[Int][1/(x^2*(E^x + E*x)), x] + 15625*Defer[Int][E^x/(x^2*(E^x + E*x)), x] + 15625*E*Defer[Int][1/(x*(E^x + E*x)), x]","F",0,0,0,0,-1,"{}"
52,1,28,0,0.0147977,"\int \frac{-160 x^2-240 x^3 \log (5)+\left(2-80 x^4\right) \log ^2(5)}{x \log ^2(5)} \, dx","Int[(-160*x^2 - 240*x^3*Log[5] + (2 - 80*x^4)*Log[5]^2)/(x*Log[5]^2),x]","-20 x^4-\frac{80 x^3}{\log (5)}-\frac{80 x^2}{\log ^2(5)}+2 \log (x)","\log \left(x^2 e^{-20 x^2 \left(x+\frac{2}{\log (5)}\right)^2}\right)",1,"-20*x^4 - (80*x^2)/Log[5]^2 - (80*x^3)/Log[5] + 2*Log[x]","A",3,2,33,0.06061,1,"{12, 14}"
53,1,20,0,0.3991647,"\int \frac{e^3 (-16-4 x)+\left(-4 e^3 x+35 \log (3)\right) \log \left(\frac{-4 e^3 x+35 \log (3)}{\log (3)}\right) \log \left(\log \left(\frac{-4 e^3 x+35 \log (3)}{\log (3)}\right)\right)}{\left(e^3 \left(-16 x-4 x^2\right)+(140+35 x) \log (3)\right) \log \left(\frac{-4 e^3 x+35 \log (3)}{\log (3)}\right) \log \left(\log \left(\frac{-4 e^3 x+35 \log (3)}{\log (3)}\right)\right)} \, dx","Int[(E^3*(-16 - 4*x) + (-4*E^3*x + 35*Log[3])*Log[(-4*E^3*x + 35*Log[3])/Log[3]]*Log[Log[(-4*E^3*x + 35*Log[3])/Log[3]]])/((E^3*(-16*x - 4*x^2) + (140 + 35*x)*Log[3])*Log[(-4*E^3*x + 35*Log[3])/Log[3]]*Log[Log[(-4*E^3*x + 35*Log[3])/Log[3]]]),x]","\log (x+4)+\log \left(\log \left(\log \left(35-\frac{4 e^3 x}{\log (3)}\right)\right)\right)","\log (x+4)+\log \left(\log \left(\log \left(25-2 \left(\frac{2 e^3 x}{\log (3)}-5\right)\right)\right)\right)",1,"Log[4 + x] + Log[Log[Log[35 - (4*E^3*x)/Log[3]]]]","A",3,2,121,0.01653,1,"{6688, 6684}"
54,1,34,0,0.4247682,"\int \frac{5+e^{2 e^{2 x} \left(1-e^3\right)+2 x-2 e^3 x} \left(2-2 e^3+e^{2 x} \left(4-4 e^3\right)\right)}{-9+e^{2 e^{2 x} \left(1-e^3\right)+2 x-2 e^3 x}+5 x} \, dx","Int[(5 + E^(2*E^(2*x)*(1 - E^3) + 2*x - 2*E^3*x)*(2 - 2*E^3 + E^(2*x)*(4 - 4*E^3)))/(-9 + E^(2*E^(2*x)*(1 - E^3) + 2*x - 2*E^3*x) + 5*x),x]","\log \left(-5 x-e^{-2 e^3 x+2 x+2 \left(1-e^3\right) e^{2 x}}+9\right)","\log \left(5 (1-x)-e^{2 \left(1-e^3\right) \left(x+e^{2 x}\right)}+4\right)",1,"Log[9 - E^(2*E^(2*x)*(1 - E^3) + 2*x - 2*E^3*x) - 5*x]","A",1,1,83,0.01205,1,"{6684}"
55,1,43,0,0.2750048,"\int \frac{90-60 e^3+10 e^6-10 x+(-2+10 x) \log \left(\frac{1}{5} (-1+5 x)\right)+(-1+5 x) \log ^2\left(\frac{1}{5} (-1+5 x)\right)}{(-1+5 x) \log ^2\left(\frac{1}{5} (-1+5 x)\right)} \, dx","Int[(90 - 60*E^3 + 10*E^6 - 10*x + (-2 + 10*x)*Log[(-1 + 5*x)/5] + (-1 + 5*x)*Log[(-1 + 5*x)/5]^2)/((-1 + 5*x)*Log[(-1 + 5*x)/5]^2),x]","x-\frac{2 (1-5 x)}{5 \log \left(x-\frac{1}{5}\right)}-\frac{2 \left(44-30 e^3+5 e^6\right)}{5 \log \left(x-\frac{1}{5}\right)}","x+\frac{2 \left(x-\left(e^3-3\right)^2-2\right)+4}{\log \left(x-\frac{1}{5}\right)}",1,"x - (2*(44 - 30*E^3 + 5*E^6))/(5*Log[-1/5 + x]) - (2*(1 - 5*x))/(5*Log[-1/5 + x])","A",12,9,69,0.1304,1,"{6688, 2411, 12, 2353, 2297, 2298, 2302, 30, 2389}"
56,1,21,0,0.1040547,"\int \frac{e^x \left(1+4 \log (2)+6 \log ^2(2)+4 \log ^3(2)+\log ^4(2)\right)+128 x^7 \log ^8(4)}{e^x \left(1+4 \log (2)+6 \log ^2(2)+4 \log ^3(2)+\log ^4(2)\right)+16 x^8 \log ^8(4)} \, dx","Int[(E^x*(1 + 4*Log[2] + 6*Log[2]^2 + 4*Log[2]^3 + Log[2]^4) + 128*x^7*Log[4]^8)/(E^x*(1 + 4*Log[2] + 6*Log[2]^2 + 4*Log[2]^3 + Log[2]^4) + 16*x^8*Log[4]^8),x]","\log \left(16 x^8 \log ^8(4)+e^x (1+\log (2))^4\right)","\log \left(\frac{16 x^8 \log ^8(4)}{(1+\log (2))^4}+e^x\right)",1,"Log[E^x*(1 + Log[2])^4 + 16*x^8*Log[4]^8]","A",1,1,75,0.01333,1,"{6684}"
57,1,267,0,1.0171356,"\int \frac{-3 x^2-6 x^3-3 x^4-2 x^3 \log (2)+\left(-3+6 x+13 x^2+6 x^3+4 x^2 \log (2)\right) \log (4)+\left(-3-8 x-3 x^2-2 x \log (2)\right) \log ^2(4)+e^x \left(3 x^2+2 x^3+x^4+\left(-6 x-4 x^2-2 x^3\right) \log (4)+\left(3+2 x+x^2\right) \log ^2(4)\right)}{x^2-2 x \log (4)+\log ^2(4)} \, dx","Int[(-3*x^2 - 6*x^3 - 3*x^4 - 2*x^3*Log[2] + (-3 + 6*x + 13*x^2 + 6*x^3 + 4*x^2*Log[2])*Log[4] + (-3 - 8*x - 3*x^2 - 2*x*Log[2])*Log[4]^2 + E^x*(3*x^2 + 2*x^3 + x^4 + (-6*x - 4*x^2 - 2*x^3)*Log[4] + (3 + 2*x + x^2)*Log[4]^2))/(x^2 - 2*x*Log[4] + Log[4]^2),x]","-x^3+e^x x^2-\frac{3}{2} x^2 \log (16)+3 x^2 \log (4)-x^2 (3+\log (2))-3 x+3 e^x+\frac{3 \log ^4(4)}{x-\log (4)}-12 \log ^3(4) \log (x-\log (4))+\frac{2 (3+\log (2)) \log ^3(4)}{x-\log (4)}-12 x \log ^2(4)+2 \log (4) \left(3+9 \log ^2(4)+\log (4) (13+\log (16))\right) \log (x-\log (4))-\log ^2(4) (8+7 \log (4)) \log (x-\log (4))-6 (3+\log (2)) \log ^2(4) \log (x-\log (4))+\frac{\log ^2(4) \left(3+4 \log ^2(4)+8 \log (4)\right)}{x-\log (4)}+\frac{3 \log ^2(4)}{x-\log (4)}+\frac{\log (4) \left(3-6 \log ^3(4)-\log ^2(4) (13+\log (16))-6 \log (4)\right)}{x-\log (4)}+13 x \log (4) \left(1+\log \left(4\ 2^{2/13}\right)\right)-2 x (3+\log (2)) \log (16)-3 \log (16) \log (x-\log (4))","\left(x^2+3\right) \left(-x+e^x+\frac{x}{x-\log (4)}-4-\log (2)\right)",1,"3*E^x - 3*x + E^x*x^2 - x^3 - x^2*(3 + Log[2]) + 3*x^2*Log[4] - 12*x*Log[4]^2 + (3*Log[4]^2)/(x - Log[4]) + (2*(3 + Log[2])*Log[4]^3)/(x - Log[4]) + (3*Log[4]^4)/(x - Log[4]) + (Log[4]^2*(3 + 8*Log[4] + 4*Log[4]^2))/(x - Log[4]) - (3*x^2*Log[16])/2 - 2*x*(3 + Log[2])*Log[16] + (Log[4]*(3 - 6*Log[4] - 6*Log[4]^3 - Log[4]^2*(13 + Log[16])))/(x - Log[4]) + 13*x*Log[4]*(1 + Log[4*2^(2/13)]) - 6*(3 + Log[2])*Log[4]^2*Log[x - Log[4]] - 12*Log[4]^3*Log[x - Log[4]] - Log[4]^2*(8 + 7*Log[4])*Log[x - Log[4]] - 3*Log[16]*Log[x - Log[4]] + 2*Log[4]*(3 + 9*Log[4]^2 + Log[4]*(13 + Log[16]))*Log[x - Log[4]]","B",22,9,132,0.06818,0,"{6, 27, 6742, 2196, 2194, 2176, 43, 698, 1850}"
58,0,0,0,1.7029801,"\int \frac{-270 x^2-54 e^x x^2+\left(405 x^2+e^x \left(81 x^2-27 x^3\right)\right) \log (x)+\left(25+10 e^x+e^{2 x}\right) \log ^3(x)}{\left(25+10 e^x+e^{2 x}\right) \log ^3(x)} \, dx","Int[(-270*x^2 - 54*E^x*x^2 + (405*x^2 + E^x*(81*x^2 - 27*x^3))*Log[x] + (25 + 10*E^x + E^(2*x))*Log[x]^3)/((25 + 10*E^x + E^(2*x))*Log[x]^3),x]","\int \frac{-270 x^2-54 e^x x^2+\left(405 x^2+e^x \left(81 x^2-27 x^3\right)\right) \log (x)+\left(25+10 e^x+e^{2 x}\right) \log ^3(x)}{\left(25+10 e^x+e^{2 x}\right) \log ^3(x)} \, dx","\frac{27 x^3}{\left(e^x+5\right) \log ^2(x)}+x-1",1,"x - 54*Defer[Int][x^2/((5 + E^x)*Log[x]^3), x] + 81*Defer[Int][x^2/((5 + E^x)*Log[x]^2), x] + 135*Defer[Int][x^3/((5 + E^x)^2*Log[x]^2), x] - 27*Defer[Int][x^3/((5 + E^x)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
59,1,29,0,0.1134303,"\int \frac{-48-40 x^2+96 x^4-40 x^6+14 x^8}{24 x+x^2-20 x^3+16 x^5-4 x^7+x^9} \, dx","Int[(-48 - 40*x^2 + 96*x^4 - 40*x^6 + 14*x^8)/(24*x + x^2 - 20*x^3 + 16*x^5 - 4*x^7 + x^9),x]","2 \log \left(x^8-4 x^6+16 x^4-20 x^2+x+24\right)-2 \log (x)","\log \left(\frac{\left(4 x^2+\left(\left(x^2-1\right)^2+5\right)^2+x-12\right)^2}{x^2}\right)",1,"-2*Log[x] + 2*Log[24 + x - 20*x^2 + 16*x^4 - 4*x^6 + x^8]","A",3,2,50,0.04000,1,"{2074, 1587}"
60,1,18,0,0.5399405,"\int \frac{2 x-12 e x^2-12 x^3+(-3 e-3 x) \log \left(e^2+2 e x+x^2\right)}{12 e x^3+12 x^4+\left(e x+x^2\right) \log \left(e^2+2 e x+x^2\right)} \, dx","Int[(2*x - 12*E*x^2 - 12*x^3 + (-3*E - 3*x)*Log[E^2 + 2*E*x + x^2])/(12*E*x^3 + 12*x^4 + (E*x + x^2)*Log[E^2 + 2*E*x + x^2]),x]","\log \left(12 x^2+\log \left((x+e)^2\right)\right)-3 \log (x)","\log \left(\frac{\log (5) \left(\frac{\log \left((x+e)^2\right)}{4 x^2}+3\right)}{x}\right)-4",1,"-3*Log[x] + Log[12*x^2 + Log[(E + x)^2]]","A",4,3,70,0.04286,1,"{6688, 6742, 6684}"
61,1,47,0,0.016804,"\int \frac{1}{81} \left(-9720-81 e^x+e (3240-900 x)+e^5 (3240-900 x)+15660 x-5400 x^2+500 x^3\right) \, dx","Int[(-9720 - 81*E^x + E*(3240 - 900*x) + E^5*(3240 - 900*x) + 15660*x - 5400*x^2 + 500*x^3)/81,x]","\frac{125 x^4}{81}-\frac{200 x^3}{9}+\frac{290 x^2}{3}-120 x-e^x-\frac{2}{9} e \left(1+e^4\right) (18-5 x)^2","5 \left(5 \left(\frac{x^2}{9}-x\right)+x-e^5-e+3\right)^2-e^x+1",1,"-E^x - (2*E*(1 + E^4)*(18 - 5*x)^2)/9 - 120*x + (290*x^2)/3 - (200*x^3)/9 + (125*x^4)/81","A",4,3,40,0.07500,1,"{6, 12, 2194}"
62,1,18,0,0.0031056,"\int \frac{1}{3} \left(-2+2 e^{5/3}+2 x\right) \, dx","Int[(-2 + 2*E^(5/3) + 2*x)/3,x]","\frac{1}{3} \left(-x-e^{5/3}+1\right)^2","\frac{1}{3} \left(-x-e^{5/3}+1\right)^2",1,"(1 - E^(5/3) - x)^2/3","A",1,1,16,0.06250,1,"{9}"
63,0,0,0,1.3338066,"\int \frac{(-5-2 x) \log (4)+(-7-4 x) \log (4) \log (x)-\log (4) \log ^2(x)}{\left(25 x^2+20 x^3+4 x^4\right) \log ^2(x)+\left(10 x^2+4 x^3\right) \log ^3(x)+x^2 \log ^4(x)} \, dx","Int[((-5 - 2*x)*Log[4] + (-7 - 4*x)*Log[4]*Log[x] - Log[4]*Log[x]^2)/((25*x^2 + 20*x^3 + 4*x^4)*Log[x]^2 + (10*x^2 + 4*x^3)*Log[x]^3 + x^2*Log[x]^4),x]","\int \frac{(-5-2 x) \log (4)+(-7-4 x) \log (4) \log (x)-\log (4) \log ^2(x)}{\left(25 x^2+20 x^3+4 x^4\right) \log ^2(x)+\left(10 x^2+4 x^3\right) \log ^3(x)+x^2 \log ^4(x)} \, dx","\frac{\log (4)}{x \log (x) (2 x+\log (x)+5)}+28",1,"-(Log[4]*Defer[Int][1/(x^2*(5 + 2*x)*Log[x]^2), x]) + Log[4]*Defer[Int][(-5 - 4*x)/(x^2*(5 + 2*x)^2*Log[x]), x] + (Log[4]*Defer[Int][1/(x^2*(5 + 2*x + Log[x])^2), x])/5 + (8*Log[4]*Defer[Int][1/(x*(5 + 2*x + Log[x])^2), x])/25 - (16*Log[4]*Defer[Int][1/((5 + 2*x)*(5 + 2*x + Log[x])^2), x])/25 + (Log[4]*Defer[Int][1/(x^2*(5 + 2*x + Log[x])), x])/5 - (4*Log[4]*Defer[Int][1/((5 + 2*x)^2*(5 + 2*x + Log[x])), x])/5","F",0,0,0,0,-1,"{}"
64,0,0,0,0.3388495,"\int \frac{50+25 x-50 x \log (x) \log (\log (x))}{\left(32 x+48 x^2+24 x^3+4 x^4\right) \log (25) \log (x)} \, dx","Int[(50 + 25*x - 50*x*Log[x]*Log[Log[x]])/((32*x + 48*x^2 + 24*x^3 + 4*x^4)*Log[25]*Log[x]),x]","\int \frac{50+25 x-50 x \log (x) \log (\log (x))}{\left(32 x+48 x^2+24 x^3+4 x^4\right) \log (25) \log (x)} \, dx","\frac{25 \log (\log (x))}{4 (x+2)^2 \log (25)}+\log (4)",1,"(25*Defer[Int][1/(x*(2 + x)^2*Log[x]), x])/(4*Log[25]) - (25*Defer[Int][Log[Log[x]]/(2 + x)^3, x])/(2*Log[25])","F",0,0,0,0,-1,"{}"
65,1,26,0,0.2662315,"\int \frac{4 e^x x^3-8 e^{\frac{1}{x^2}} \log ^2(2)}{\left(-15 e^x x^3-15 e^{\frac{1}{x^2}} x^3 \log ^2(2)+\left(e^x x^3+e^{\frac{1}{x^2}} x^3 \log ^2(2)\right) \log \left(\frac{e^x+e^{\frac{1}{x^2}} \log ^2(2)}{\log ^2(2)}\right)\right) \log \left(-15+\log \left(\frac{e^x+e^{\frac{1}{x^2}} \log ^2(2)}{\log ^2(2)}\right)\right)} \, dx","Int[(4*E^x*x^3 - 8*E^x^(-2)*Log[2]^2)/((-15*E^x*x^3 - 15*E^x^(-2)*x^3*Log[2]^2 + (E^x*x^3 + E^x^(-2)*x^3*Log[2]^2)*Log[(E^x + E^x^(-2)*Log[2]^2)/Log[2]^2])*Log[-15 + Log[(E^x + E^x^(-2)*Log[2]^2)/Log[2]^2]]),x]","4 \log \left(\log \left(\log \left(\frac{e^{\frac{1}{x^2}} \log ^2(2)+e^x}{\log ^2(2)}\right)-15\right)\right)","4 \log \left(\log \left(\log \left(e^{\frac{1}{x^2}}+\frac{e^x}{\log ^2(2)}\right)-15\right)\right)",1,"4*Log[Log[-15 + Log[(E^x + E^x^(-2)*Log[2]^2)/Log[2]^2]]]","A",1,1,113,0.008850,1,"{6684}"
66,1,28,0,0.2827516,"\int \frac{-2-8 x-6 x^8+2 \log \left(x^2\right)}{-8 x^2+4 x^3+x^9+x \log \left(x^2\right)} \, dx","Int[(-2 - 8*x - 6*x^8 + 2*Log[x^2])/(-8*x^2 + 4*x^3 + x^9 + x*Log[x^2]),x]","2 \log (x)-\log \left(-x^8-4 x^2-\log \left(x^2\right)+8 x\right)","\log \left(\frac{x}{\frac{\frac{1}{4} \left(x^8+\log \left(x^2\right)\right)+x}{x}+x-3}\right)",1,"2*Log[x] - Log[8*x - 4*x^2 - x^8 - Log[x^2]]","A",5,4,39,0.1026,1,"{6741, 12, 6742, 6684}"
67,0,0,0,13.0013104,"\int \frac{-78 x^3+36 x^4-3 x^5+e^{\frac{2 \left(5+3 x^2\right)}{3 x}} \left(-45 x+30 x^2-3 x^3\right)+e^{\frac{5+3 x^2}{3 x}} \left(-50-30 x-90 x^2+66 x^3-6 x^4\right)}{768 x^3-672 x^4+243 x^5-42 x^6+3 x^7+e^{\frac{2 \left(5+3 x^2\right)}{3 x}} \left(675 x-540 x^2+198 x^3-36 x^4+3 x^5\right)+e^{\frac{5+3 x^2}{3 x}} \left(1440 x^2-1206 x^3+438 x^4-78 x^5+6 x^6\right)} \, dx","Int[(-78*x^3 + 36*x^4 - 3*x^5 + E^((2*(5 + 3*x^2))/(3*x))*(-45*x + 30*x^2 - 3*x^3) + E^((5 + 3*x^2)/(3*x))*(-50 - 30*x - 90*x^2 + 66*x^3 - 6*x^4))/(768*x^3 - 672*x^4 + 243*x^5 - 42*x^6 + 3*x^7 + E^((2*(5 + 3*x^2))/(3*x))*(675*x - 540*x^2 + 198*x^3 - 36*x^4 + 3*x^5) + E^((5 + 3*x^2)/(3*x))*(1440*x^2 - 1206*x^3 + 438*x^4 - 78*x^5 + 6*x^6)),x]","\int \frac{-78 x^3+36 x^4-3 x^5+e^{\frac{2 \left(5+3 x^2\right)}{3 x}} \left(-45 x+30 x^2-3 x^3\right)+e^{\frac{5+3 x^2}{3 x}} \left(-50-30 x-90 x^2+66 x^3-6 x^4\right)}{768 x^3-672 x^4+243 x^5-42 x^6+3 x^7+e^{\frac{2 \left(5+3 x^2\right)}{3 x}} \left(675 x-540 x^2+198 x^3-36 x^4+3 x^5\right)+e^{\frac{5+3 x^2}{3 x}} \left(1440 x^2-1206 x^3+438 x^4-78 x^5+6 x^6\right)} \, dx","\frac{x}{x^2+\frac{10 x}{-\frac{x}{x+e^{x+\frac{5}{3 x}}}+x-5}-x}",1,"-((5 - x)/(15 - 6*x + x^2)) + (200*Defer[Int][(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^(-2), x])/3 - ((1100*I)/3)*Sqrt[2/3]*Defer[Int][1/((6 + (2*I)*Sqrt[6] - 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2), x] + 20*Defer[Int][x/(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2, x] - 10*Defer[Int][x^2/(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2, x] + (275*(2 - I*Sqrt[6])*Defer[Int][1/((-6 - (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2), x])/3 - ((1100*I)/3)*Sqrt[2/3]*Defer[Int][1/((-6 + (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2), x] + (275*(2 + I*Sqrt[6])*Defer[Int][1/((-6 + (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2), x])/3 - 600*Defer[Int][x/((15 - 6*x + x^2)^2*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))^2), x] + ((35*I)/3)*Sqrt[2/3]*Defer[Int][1/((6 + (2*I)*Sqrt[6] - 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x] - (10*Defer[Int][1/(x*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x])/9 + (50*(2 - I*Sqrt[6])*Defer[Int][1/((-6 - (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x])/9 + ((35*I)/3)*Sqrt[2/3]*Defer[Int][1/((-6 + (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x] + (50*(2 + I*Sqrt[6])*Defer[Int][1/((-6 + (2*I)*Sqrt[6] + 2*x)*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x])/9 - 600*Defer[Int][1/((15 - 6*x + x^2)^2*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x] + 120*Defer[Int][x/((15 - 6*x + x^2)^2*(x*(16 - 7*x + x^2) + E^(5/(3*x) + x)*(15 - 6*x + x^2))), x]","F",0,0,0,0,-1,"{}"
68,1,73,0,0.1403407,"\int \frac{-30 x-2 x^3+e \left(10 x+x^3\right)+(6+e (-2-10 x)+30 x) \log (x)+(-6+2 e) \log ^2(x)}{8 x^3} \, dx","Int[(-30*x - 2*x^3 + E*(10*x + x^3) + (6 + E*(-2 - 10*x) + 30*x)*Log[x] + (-6 + 2*E)*Log[x]^2)/(8*x^3),x]","\frac{(3-e) \log ^2(x)}{8 x^2}-\frac{(3-e) (5 x+1)^2 \log (x)}{8 x^2}+\frac{(3-e) \log (x)}{8 x^2}-\frac{1}{8} (2-e) x+\frac{25}{8} (3-e) \log (x)","\frac{1}{8} \left(x-(3-e) \left(x-\left(\frac{\log (x)}{x}-5\right)^2\right)\right)",1,"-1/8*((2 - E)*x) + (25*(3 - E)*Log[x])/8 + ((3 - E)*Log[x])/(8*x^2) - ((3 - E)*(1 + 5*x)^2*Log[x])/(8*x^2) + ((3 - E)*Log[x]^2)/(8*x^2)","B",11,7,50,0.1400,1,"{12, 14, 37, 2334, 43, 2305, 2304}"
69,1,15,0,0.0138652,"\int \frac{-43+40 x-10 x^2}{12-12 x+3 x^2} \, dx","Int[(-43 + 40*x - 10*x^2)/(12 - 12*x + 3*x^2),x]","-\frac{10 x}{3}-\frac{1}{2-x}","\frac{5 x}{3}-5 (x+5)-\frac{1}{2-x}-5 e^3+5",1,"-(2 - x)^(-1) - (10*x)/3","A",4,3,23,0.1304,1,"{27, 12, 683}"
70,1,18,0,0.3536845,"\int \frac{e^{-125/x} \left(2 x-e^{125/x} x+\left(250+2 x-e^{125/x} x\right) \log (x)\right)}{x} \, dx","Int[(2*x - E^(125/x)*x + (250 + 2*x - E^(125/x)*x)*Log[x])/(E^(125/x)*x),x]","2 e^{-125/x} x \log (x)-x \log (x)","-\left(\left(x-2 e^{-125/x} x\right) \log (x)\right)-3+5 \log (3)",1,"-(x*Log[x]) + (2*x*Log[x])/E^(125/x)","A",8,5,43,0.1163,1,"{6688, 2206, 2210, 2288, 2554}"
71,1,35,0,0.1415612,"\int \frac{1}{6} \left(-24+e^{\frac{1}{6} \left(-14 x^2+7 x^3\right)} \left(-28 x+21 x^2\right) (i \pi +\log (2-\log (2)))\right) \, dx","Int[(-24 + E^((-14*x^2 + 7*x^3)/6)*(-28*x + 21*x^2)*(I*Pi + Log[2 - Log[2]]))/6,x]","-4 x+e^{-\frac{7}{6} \left(2 x^2-x^3\right)} (\log (2-\log (2))+i \pi )","-4 x+e^{\frac{7}{6} (x-2) x^2} (\log (2-\log (2))+i \pi )",1,"-4*x + (I*Pi + Log[2 - Log[2]])/E^((7*(2*x^2 - x^3))/6)","A",4,3,46,0.06522,1,"{12, 1593, 6706}"
72,0,0,0,1.8733965,"\int \frac{-147+7308 x-10311 x^2+5733 x^3-1470 x^4+147 x^5+\left(-105 x+42 x^2\right) \log \left(\frac{x}{3}\right)}{2160900 x-3231060 x^2+1928101 x^3-559090 x^4+75411 x^5-3430 x^6+49 x^7+\left(2940 x-2198 x^2+490 x^3-14 x^4\right) \log \left(\frac{x}{3}\right)+x \log ^2\left(\frac{x}{3}\right)} \, dx","Int[(-147 + 7308*x - 10311*x^2 + 5733*x^3 - 1470*x^4 + 147*x^5 + (-105*x + 42*x^2)*Log[x/3])/(2160900*x - 3231060*x^2 + 1928101*x^3 - 559090*x^4 + 75411*x^5 - 3430*x^6 + 49*x^7 + (2940*x - 2198*x^2 + 490*x^3 - 14*x^4)*Log[x/3] + x*Log[x/3]^2),x]","\int \frac{-147+7308 x-10311 x^2+5733 x^3-1470 x^4+147 x^5+\left(-105 x+42 x^2\right) \log \left(\frac{x}{3}\right)}{2160900 x-3231060 x^2+1928101 x^3-559090 x^4+75411 x^5-3430 x^6+49 x^7+\left(2940 x-2198 x^2+490 x^3-14 x^4\right) \log \left(\frac{x}{3}\right)+x \log ^2\left(\frac{x}{3}\right)} \, dx","\frac{1}{-\frac{x}{3}-\frac{\log \left(\frac{x}{3}\right)}{21 ((5-x) x-7)}+10}",1,"105*Defer[Int][(-1470 + 1099*x - 245*x^2 + 7*x^3 - Log[x/3])^(-1), x] - 42*Defer[Int][x/(-1470 + 1099*x - 245*x^2 + 7*x^3 - Log[x/3]), x] + 161658*Defer[Int][(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^(-2), x] - 147*Defer[Int][1/(x*(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^2), x] - 187446*Defer[Int][x/(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^2, x] + 77616*Defer[Int][x^2/(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^2, x] - 12495*Defer[Int][x^3/(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^2, x] + 441*Defer[Int][x^4/(1099*x - 245*x^2 + 7*x^3 - 1470*(1 - Log[3]/1470) - Log[x])^2, x]","F",0,0,0,0,-1,"{}"
73,1,60,0,0.1260743,"\int \frac{e \left(-12+72 x-144 x^2+240 x^3+144 x^4\right)+e \left(-16+84 x-192 x^2+128 x^3+96 x^4\right) \log (2)+e \left(-5+28 x-48 x^2+16 x^3+16 x^4\right) \log ^2(2)}{8+24 x+24 x^2+8 x^3} \, dx","Int[(E*(-12 + 72*x - 144*x^2 + 240*x^3 + 144*x^4) + E*(-16 + 84*x - 192*x^2 + 128*x^3 + 96*x^4)*Log[2] + E*(-5 + 28*x - 48*x^2 + 16*x^3 + 16*x^4)*Log[2]^2)/(8 + 24*x + 24*x^2 + 8*x^3),x]","e x^2 (3+\log (2))^2-4 e x \left(6+\log ^2(2)+\log (32)\right)-\frac{9 e \left(14+3 \log ^2(2)+\log (8192)\right)}{2 (x+1)}+\frac{81 e (2+\log (2))^2}{16 (x+1)^2}","e \left(x+\frac{(2 x-1)^2 (2+\log (2))}{4 (x+1)}\right)^2",1,"(81*E*(2 + Log[2])^2)/(16*(1 + x)^2) + E*x^2*(3 + Log[2])^2 - 4*E*x*(6 + Log[2]^2 + Log[32]) - (9*E*(14 + 3*Log[2]^2 + Log[8192]))/(2*(1 + x))","B",2,1,91,0.01099,1,"{2074}"
74,0,0,0,177.8999371,"\int \frac{\exp \left(\frac{x^3}{8 e^3 x^2+e^5 x^3+e^x \left(8 e^3+e^5 x\right)}\right) \left(128 e^6 x^4+16 e^3 x^5+32 e^8 x^5+2 e^{10} x^6+e^{2 x} \left(128 e^6+32 e^8 x+2 e^{10} x^2\right)+e^x \left(256 e^6 x^2+4 e^{10} x^4+e^3 \left(48 x^3-16 x^4\right)+e^5 \left(64 e^3 x^3+4 x^4-2 x^5\right)\right)\right)}{64 e^6 x^4+16 e^8 x^5+e^{10} x^6+e^{2 x} \left(64 e^6+16 e^8 x+e^{10} x^2\right)+e^x \left(128 e^6 x^2+32 e^8 x^3+2 e^{10} x^4\right)} \, dx","Int[(E^(x^3/(8*E^3*x^2 + E^5*x^3 + E^x*(8*E^3 + E^5*x)))*(128*E^6*x^4 + 16*E^3*x^5 + 32*E^8*x^5 + 2*E^10*x^6 + E^(2*x)*(128*E^6 + 32*E^8*x + 2*E^10*x^2) + E^x*(256*E^6*x^2 + 4*E^10*x^4 + E^3*(48*x^3 - 16*x^4) + E^5*(64*E^3*x^3 + 4*x^4 - 2*x^5))))/(64*E^6*x^4 + 16*E^8*x^5 + E^10*x^6 + E^(2*x)*(64*E^6 + 16*E^8*x + E^10*x^2) + E^x*(128*E^6*x^2 + 32*E^8*x^3 + 2*E^10*x^4)),x]","\int \frac{\exp \left(\frac{x^3}{8 e^3 x^2+e^5 x^3+e^x \left(8 e^3+e^5 x\right)}\right) \left(128 e^6 x^4+16 e^3 x^5+32 e^8 x^5+2 e^{10} x^6+e^{2 x} \left(128 e^6+32 e^8 x+2 e^{10} x^2\right)+e^x \left(256 e^6 x^2+4 e^{10} x^4+e^3 \left(48 x^3-16 x^4\right)+e^5 \left(64 e^3 x^3+4 x^4-2 x^5\right)\right)\right)}{64 e^6 x^4+16 e^8 x^5+e^{10} x^6+e^{2 x} \left(64 e^6+16 e^8 x+e^{10} x^2\right)+e^x \left(128 e^6 x^2+32 e^8 x^3+2 e^{10} x^4\right)} \, dx","2 e^{\frac{x^2}{\left(\frac{8 e^3}{x}+e^5\right) \left(x^2+e^x\right)}} x",1,"2*Defer[Int][E^(x^3/(E^3*(8 + E^2*x)*(E^x + x^2))), x] - 16384*(4 + E^2)*Defer[Int][E^(-15 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))/(E^x + x^2)^2, x] + 2048*(4 + E^2)*Defer[Int][(E^(-13 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x)/(E^x + x^2)^2, x] - 256*(4 + E^2)*Defer[Int][(E^(-11 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^2)/(E^x + x^2)^2, x] + 32*(4 + E^2)*Defer[Int][(E^(-9 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^3)/(E^x + x^2)^2, x] - 4*(4 + E^2)*Defer[Int][(E^(-7 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^4)/(E^x + x^2)^2, x] + 2*Defer[Int][(E^(-5 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^5)/(E^x + x^2)^2, x] + 131072*(4 + E^2)*Defer[Int][E^(-15 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))/((8 + E^2*x)*(E^x + x^2)^2), x] + 1024*Defer[Int][E^(-11 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))/(E^x + x^2), x] - 16*(8 + E^2)*Defer[Int][(E^(-9 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x)/(E^x + x^2), x] + 4*(4 + E^2)*Defer[Int][(E^(-7 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^2)/(E^x + x^2), x] - 2*Defer[Int][(E^(-5 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))*x^3)/(E^x + x^2), x] - 8192*Defer[Int][E^(-9 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))/((8 + E^2*x)^2*(E^x + x^2)), x] - 1024*(8 - E^2)*Defer[Int][E^(-11 + x^3/(E^3*(8 + E^2*x)*(E^x + x^2)))/((8 + E^2*x)*(E^x + x^2)), x]","F",0,0,0,0,-1,"{}"
75,1,7,0,0.0034271,"\int \frac{-3+x^2}{x^2} \, dx","Int[(-3 + x^2)/x^2,x]","x+\frac{3}{x}","x+\frac{3-5 (x+4 x (\log (2)+i \pi ))}{x}",1,"3/x + x","A",2,1,9,0.1111,1,"{14}"
76,1,27,0,0.096635,"\int \frac{e^5 \left(-432 e x^2-64 e^2 x^6\right)+288 e^6 x^2 \log (2)-48 e^6 x^2 \log ^2(2)}{81-72 e x^4+16 e^2 x^8+\left(-108+48 e x^4\right) \log (2)+\left(54-8 e x^4\right) \log ^2(2)-12 \log ^3(2)+\log ^4(2)} \, dx","Int[(E^5*(-432*E*x^2 - 64*E^2*x^6) + 288*E^6*x^2*Log[2] - 48*E^6*x^2*Log[2]^2)/(81 - 72*E*x^4 + 16*E^2*x^8 + (-108 + 48*E*x^4)*Log[2] + (54 - 8*E*x^4)*Log[2]^2 - 12*Log[2]^3 + Log[2]^4),x]","\frac{16 e^6 x^3}{4 e x^4-(3-\log (2))^2}","\frac{4 e^5}{x-\frac{(\log (2)-3)^2}{4 e x^3}}",1,"(16*E^6*x^3)/(4*E*x^4 - (3 - Log[2])^2)","A",4,4,95,0.04211,1,"{6, 1994, 28, 1588}"
77,0,0,0,14.4225026,"\int \frac{-2 x+e^x \left(-10 x+10 x^2\right)+e^{2 x} \left(25-25 x+50 x^2\right)}{x-10 e^x x^2+e^{2 x} \left(50 x-25 x^2+25 x^3+25 x \log (4)\right)+25 e^{2 x} x \log (2 x)} \, dx","Int[(-2*x + E^x*(-10*x + 10*x^2) + E^(2*x)*(25 - 25*x + 50*x^2))/(x - 10*E^x*x^2 + E^(2*x)*(50*x - 25*x^2 + 25*x^3 + 25*x*Log[4]) + 25*E^(2*x)*x*Log[2*x]),x]","\int \frac{-2 x+e^x \left(-10 x+10 x^2\right)+e^{2 x} \left(25-25 x+50 x^2\right)}{x-10 e^x x^2+e^{2 x} \left(50 x-25 x^2+25 x^3+25 x \log (4)\right)+25 e^{2 x} x \log (2 x)} \, dx","\log \left(-\left(x-\frac{e^{-x}}{5}\right)^2+x-\log (2 x)-2-\log (4)\right)",1,"Log[2 - x + x^2 + Log[8*x]] + Defer[Int][1/(x*(-1 + 10*E^x*x + 25*E^(2*x)*x - 25*E^(2*x)*x^2 - 50*E^(2*x)*(1 + Log[2]) - 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 2*Defer[Int][x^2/((-1 + 10*E^x*x + 25*E^(2*x)*x - 25*E^(2*x)*x^2 - 50*E^(2*x)*(1 + Log[2]) - 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 2*Defer[Int][Log[2*x]/((-1 + 10*E^x*x + 25*E^(2*x)*x - 25*E^(2*x)*x^2 - 50*E^(2*x)*(1 + Log[2]) - 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 10*Defer[Int][(E^x*Log[2*x])/((-1 + 10*E^x*x + 25*E^(2*x)*x - 25*E^(2*x)*x^2 - 50*E^(2*x)*(1 + Log[2]) - 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] - (3 + Log[16])*Defer[Int][1/((1 - 10*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 + 50*E^(2*x)*(1 + Log[2]) + 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] - 10*(1 + Log[4])*Defer[Int][E^x/((1 - 10*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 + 50*E^(2*x)*(1 + Log[2]) + 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 20*(1 + Log[2])*Defer[Int][(E^x*x)/((1 - 10*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 + 50*E^(2*x)*(1 + Log[2]) + 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 10*Defer[Int][(E^x*x^3)/((1 - 10*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 + 50*E^(2*x)*(1 + Log[2]) + 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x] + 10*Defer[Int][(E^x*x*Log[2*x])/((1 - 10*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 + 50*E^(2*x)*(1 + Log[2]) + 25*E^(2*x)*Log[2*x])*(2 - x + x^2 + Log[8*x])), x]","F",0,0,0,0,-1,"{}"
78,1,14,0,0.0126418,"\int \frac{-4 x-\log (x)}{6 x} \, dx","Int[(-4*x - Log[x])/(6*x),x]","-\frac{2 x}{3}-\frac{1}{12} \log ^2(x)","\frac{1}{3} \left(-2 x-\frac{1}{4} \log ^2(x)+5\right)",1,"(-2*x)/3 - Log[x]^2/12","A",4,3,15,0.2000,1,"{12, 14, 2301}"
79,1,32,0,0.0221488,"\int \frac{1}{3} \left(-5-e^3-7 x^2+\left(-3-3 x^2\right) \log (x)\right) \, dx","Int[(-5 - E^3 - 7*x^2 + (-3 - 3*x^2)*Log[x])/3,x]","-\frac{2 x^3}{3}-\frac{1}{3} \left(x^3+3 x\right) \log (x)-\frac{1}{3} \left(5+e^3\right) x+x","-\frac{1}{3} x \left(x^2+x (x+x \log (x))+e^3+5\right)+x+x (-\log (x))",1,"x - ((5 + E^3)*x)/3 - (2*x^3)/3 - ((3*x + x^3)*Log[x])/3","A",4,2,26,0.07692,1,"{12, 2313}"
80,1,148,0,4.084357,"\int \frac{69 x-141 x^2-135 x^3-315 x^4+135 x^5+\left(300-75 x-1800 x^3+450 x^4\right) \log (4-x)+\left(-38 x+2 x^2+(-160+40 x) \log (4-x)\right) \log (x)+(5 x+(20-5 x) \log (4-x)) \log ^2(x)}{-180 x^2+45 x^3} \, dx","Int[(69*x - 141*x^2 - 135*x^3 - 315*x^4 + 135*x^5 + (300 - 75*x - 1800*x^3 + 450*x^4)*Log[4 - x] + (-38*x + 2*x^2 + (-160 + 40*x)*Log[4 - x])*Log[x] + (5*x + (20 - 5*x)*Log[4 - x])*Log[x]^2)/(-180*x^2 + 45*x^3),x]","\frac{2}{9} \text{Li}_2\left(1-\frac{x}{4}\right)+\frac{2 \text{Li}_2\left(\frac{x}{4}\right)}{9}+x^3+5 x^2 \log (4-x)-3 x+\frac{\log ^2(x)}{45}+\frac{\log (4-x) \log ^2(x)}{9 x}-\frac{1}{18} \log (4) \log (4-x)-15 \log (4-x)-\frac{1}{6} \log (4) \log (x-4)+\frac{2}{9} \log (4-x) \log (x)-\frac{2}{9} \log (4) \log (x)-\frac{2 \log (x)}{15}+\frac{\log (4-x)}{x}-\frac{2 \log (4-x) \log (x)}{3 x}","(x+5 \log (4-x)) \left(x^2+\frac{\left(\frac{\log (x)}{3}-1\right)^2}{5 x}-3\right)",1,"-3*x + x^3 - 15*Log[4 - x] + Log[4 - x]/x + 5*x^2*Log[4 - x] - (Log[4]*Log[4 - x])/18 - (Log[4]*Log[-4 + x])/6 - (2*Log[x])/15 - (2*Log[4]*Log[x])/9 + (2*Log[4 - x]*Log[x])/9 - (2*Log[4 - x]*Log[x])/(3*x) + Log[x]^2/45 + (Log[4 - x]*Log[x]^2)/(9*x) + (2*PolyLog[2, 1 - x/4])/9 + (2*PolyLog[2, x/4])/9","C",148,39,105,0.3714,1,"{1593, 6742, 1620, 14, 2414, 6688, 72, 2395, 36, 31, 29, 77, 2389, 2295, 43, 2351, 2316, 2315, 2304, 2370, 2411, 2314, 2301, 2376, 2392, 2391, 2375, 2317, 2374, 6589, 2353, 2296, 2371, 2302, 30, 2305, 2378, 2344, 2383}"
81,0,0,0,6.9544628,"\int \frac{e^{3 x} \left(2 x-x^2\right)+e^{2 x} \left(-x+625 x^2\right)+e^x \left(x^2+x^3\right)+2 e^{2 x} x \log (x)}{e^{4 x}+1250 e^{3 x} x+x^2+1250 e^x x^2+e^{2 x} \left(2 x+390625 x^2\right)+\left(2 e^{3 x}+2 e^x x+1250 e^{2 x} x\right) \log (x)+e^{2 x} \log ^2(x)} \, dx","Int[(E^(3*x)*(2*x - x^2) + E^(2*x)*(-x + 625*x^2) + E^x*(x^2 + x^3) + 2*E^(2*x)*x*Log[x])/(E^(4*x) + 1250*E^(3*x)*x + x^2 + 1250*E^x*x^2 + E^(2*x)*(2*x + 390625*x^2) + (2*E^(3*x) + 2*E^x*x + 1250*E^(2*x)*x)*Log[x] + E^(2*x)*Log[x]^2),x]","\int \frac{e^{3 x} \left(2 x-x^2\right)+e^{2 x} \left(-x+625 x^2\right)+e^x \left(x^2+x^3\right)+2 e^{2 x} x \log (x)}{e^{4 x}+1250 e^{3 x} x+x^2+1250 e^x x^2+e^{2 x} \left(2 x+390625 x^2\right)+\left(2 e^{3 x}+2 e^x x+1250 e^{2 x} x\right) \log (x)+e^{2 x} \log ^2(x)} \, dx","\frac{x^2}{e^{-x} x+625 x+e^x+\log (x)}",1,"-Defer[Int][(E^(2*x)*x)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] - Defer[Int][(E^x*x^2)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] - 625*Defer[Int][(E^(2*x)*x^2)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] + 2*Defer[Int][(E^x*x^3)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] + 625*Defer[Int][(E^(2*x)*x^3)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] + Defer[Int][(E^(2*x)*x^2*Log[x])/(E^(2*x) + x + 625*E^x*x + E^x*Log[x])^2, x] + 2*Defer[Int][(E^x*x)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x]), x] - Defer[Int][(E^x*x^2)/(E^(2*x) + x + 625*E^x*x + E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
82,-1,0,0,180.0014709,"\int \frac{\exp \left(\frac{e^x (-1+x)+x-x^2-x \log \left(\frac{x^2}{3}\right)+x \log \left(1-x^2\right)}{\log \left(\frac{x^2}{3}\right)-\log \left(1-x^2\right)}\right) \left(2 e^x-2 x+\left(-1-2 x-x^2\right) \log ^2\left(\frac{x^2}{3}\right)+\left(-x+x^2+2 x^3+e^x \left(-x^2-x^3\right)\right) \log \left(1-x^2\right)+\left(-1-2 x-x^2\right) \log ^2\left(1-x^2\right)+\log \left(\frac{x^2}{3}\right) \left(x-x^2-2 x^3+e^x \left(x^2+x^3\right)+\left(2+4 x+2 x^2\right) \log \left(1-x^2\right)\right)\right)}{\left(x^2+x^3\right) \log ^2\left(\frac{x^2}{3}\right)+\left(-2 x^2-2 x^3\right) \log \left(\frac{x^2}{3}\right) \log \left(1-x^2\right)+\left(x^2+x^3\right) \log ^2\left(1-x^2\right)} \, dx","Int[(E^((E^x*(-1 + x) + x - x^2 - x*Log[x^2/3] + x*Log[1 - x^2])/(Log[x^2/3] - Log[1 - x^2]))*(2*E^x - 2*x + (-1 - 2*x - x^2)*Log[x^2/3]^2 + (-x + x^2 + 2*x^3 + E^x*(-x^2 - x^3))*Log[1 - x^2] + (-1 - 2*x - x^2)*Log[1 - x^2]^2 + Log[x^2/3]*(x - x^2 - 2*x^3 + E^x*(x^2 + x^3) + (2 + 4*x + 2*x^2)*Log[1 - x^2])))/((x^2 + x^3)*Log[x^2/3]^2 + (-2*x^2 - 2*x^3)*Log[x^2/3]*Log[1 - x^2] + (x^2 + x^3)*Log[1 - x^2]^2),x]","\text{\$Aborted}","\frac{\exp \left(\frac{(1-x) \left(x-e^x\right)}{\log \left(\frac{x^2}{3}\right)-\log \left(1-x^2\right)}-x\right)}{x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
83,1,21,0,0.0619406,"\int \frac{5 x-15 x^2+x^3+e^2 \left(-5+10 x-x^2\right)}{5 e^2 x^2-5 x^3} \, dx","Int[(5*x - 15*x^2 + x^3 + E^2*(-5 + 10*x - x^2))/(5*E^2*x^2 - 5*x^3),x]","-\frac{x}{5}+\frac{1}{x}+\log \left(e^2-x\right)+2 \log (x)","\log \left(\left(e^2-x\right) x^2\right)-\frac{x}{5}+\frac{1}{x}-e^2+1",1,"x^(-1) - x/5 + Log[E^2 - x] + 2*Log[x]","A",3,2,43,0.04651,1,"{1593, 1620}"
84,1,28,0,0.2668993,"\int \frac{e^x x^2-4 x^3+e^{\frac{x^2+x^3-2 x \log (3)+\log ^2(3)}{x}} \left(-x^2-2 x^3+\log ^2(3)\right)}{x^2} \, dx","Int[(E^x*x^2 - 4*x^3 + E^((x^2 + x^3 - 2*x*Log[3] + Log[3]^2)/x)*(-x^2 - 2*x^3 + Log[3]^2))/x^2,x]","-2 x^2-\frac{1}{9} e^{x^2+x+\frac{\log ^2(3)}{x}}+e^x","-e^{x \left(\frac{(\log (3)-x)^2}{x^2}+x\right)}+(1-2 x) x-x+e^x",1,"E^x - E^(x + x^2 + Log[3]^2/x)/9 - 2*x^2","A",4,3,55,0.05455,1,"{14, 2194, 6706}"
85,1,22,0,0.1929144,"\int \frac{20 x+\left(3+x^2\right) \log \left(3+x^2\right)}{\left(-96+3 x-32 x^2+x^3-\left(-30-10 x^2\right) \log \left(\frac{4}{3}\right)\right) \log \left(3+x^2\right)+\left(30+10 x^2\right) \log \left(3+x^2\right) \log \left(\log \left(3+x^2\right)\right)} \, dx","Int[(20*x + (3 + x^2)*Log[3 + x^2])/((-96 + 3*x - 32*x^2 + x^3 - (-30 - 10*x^2)*Log[4/3])*Log[3 + x^2] + (30 + 10*x^2)*Log[3 + x^2]*Log[Log[3 + x^2]]),x]","\log \left(10 \log \left(\log \left(x^2+3\right)\right)+x-2 \left(16-5 \log \left(\frac{4}{3}\right)\right)\right)","\log \left(-10 \left(-\log \left(\log \left(x^2+3\right)\right)+3-\log \left(\frac{4}{3}\right)\right)+x-2\right)",1,"Log[x - 2*(16 - 5*Log[4/3]) + 10*Log[Log[3 + x^2]]]","A",2,2,74,0.02703,1,"{6688, 6684}"
86,0,0,0,0.9957887,"\int \frac{e^{\frac{18}{2 x^2+x^2 \log (x)}} \left(-90+4 x^2+\left(-36+4 x^2\right) \log (x)+x^2 \log ^2(x)\right)}{4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^(18/(2*x^2 + x^2*Log[x]))*(-90 + 4*x^2 + (-36 + 4*x^2)*Log[x] + x^2*Log[x]^2))/(4*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2),x]","\int \frac{e^{\frac{18}{2 x^2+x^2 \log (x)}} \left(-90+4 x^2+\left(-36+4 x^2\right) \log (x)+x^2 \log ^2(x)\right)}{4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","x e^{\frac{9}{x \left(\frac{x}{2}+\frac{x}{\log (x)}\right) \log (x)}}",1,"Defer[Int][E^(18/(x^2*(2 + Log[x]))), x] - 18*Defer[Int][E^(18/(x^2*(2 + Log[x])))/(x^2*(2 + Log[x])^2), x] - 36*Defer[Int][E^(18/(x^2*(2 + Log[x])))/(x^2*(2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
87,1,72,0,0.1488086,"\int \left(308+44 e^{4/3}+968 x+e^x \left(14+102 x+44 x^2+e^{4/3} (2+2 x)\right) \log (5)+e^{2 x} \left(2 x+2 x^2\right) \log ^2(5)\right) \, dx","Int[308 + 44*E^(4/3) + 968*x + E^x*(14 + 102*x + 44*x^2 + E^(4/3)*(2 + 2*x))*Log[5] + E^(2*x)*(2*x + 2*x^2)*Log[5]^2,x]","484 x^2+e^{2 x} x^2 \log ^2(5)+44 e^x x^2 \log (5)+44 \left(7+e^{4/3}\right) x+14 e^x x \log (5)-2 e^{x+\frac{4}{3}} \log (5)+2 e^{x+\frac{4}{3}} (x+1) \log (5)","\left(22 x+e^x x \log (5)+e^{4/3}+7\right)^2",1,"44*(7 + E^(4/3))*x + 484*x^2 - 2*E^(4/3 + x)*Log[5] + 14*E^x*x*Log[5] + 44*E^x*x^2*Log[5] + 2*E^(4/3 + x)*(1 + x)*Log[5] + E^(2*x)*x^2*Log[5]^2","B",19,4,58,0.06897,1,"{2196, 2194, 2176, 1593}"
88,1,23,0,0.0092948,"\int \frac{12+71 e^{25/4}+\log (2)}{e^{25/2}-2 e^{25/4} x+x^2} \, dx","Int[(12 + 71*E^(25/4) + Log[2])/(E^(25/2) - 2*E^(25/4)*x + x^2),x]","\frac{12+71 e^{25/4}+\log (2)}{e^{25/4}-x}","\frac{-x+3 (24 x+4)+\log (2)}{e^{25/4}-x}",1,"(12 + 71*E^(25/4) + Log[2])/(E^(25/4) - x)","A",3,3,31,0.09677,1,"{12, 27, 32}"
89,0,0,0,4.6409908,"\int \frac{e^{14 x/5} \left(-360-165 x-15 x^2\right)+\left(45 x+15 x^2+e^{14 x/5} \left(888 x+447 x^2+42 x^3\right)\right) \log (x)+\left(-360-165 x-15 x^2+\left(-120 x-15 x^2\right) \log (x)\right) \log (8+x)}{\left(360 x+285 x^2+70 x^3+5 x^4\right) \log ^2(x)} \, dx","Int[(E^((14*x)/5)*(-360 - 165*x - 15*x^2) + (45*x + 15*x^2 + E^((14*x)/5)*(888*x + 447*x^2 + 42*x^3))*Log[x] + (-360 - 165*x - 15*x^2 + (-120*x - 15*x^2)*Log[x])*Log[8 + x])/((360*x + 285*x^2 + 70*x^3 + 5*x^4)*Log[x]^2),x]","\int \frac{e^{14 x/5} \left(-360-165 x-15 x^2\right)+\left(45 x+15 x^2+e^{14 x/5} \left(888 x+447 x^2+42 x^3\right)\right) \log (x)+\left(-360-165 x-15 x^2+\left(-120 x-15 x^2\right) \log (x)\right) \log (8+x)}{\left(360 x+285 x^2+70 x^3+5 x^4\right) \log ^2(x)} \, dx","\frac{3 \left(e^{14 x/5}+\log (x+8)\right)}{(x+3) \log (x)}",1,"-Defer[Int][E^((14*x)/5)/(x*Log[x]^2), x] + Defer[Int][E^((14*x)/5)/((3 + x)*Log[x]^2), x] - 3*Defer[Int][E^((14*x)/5)/((3 + x)^2*Log[x]), x] + (42*Defer[Int][E^((14*x)/5)/((3 + x)*Log[x]), x])/5 + 9*Defer[Int][1/((3 + x)^2*(8 + x)*Log[x]), x] + 3*Defer[Int][x/((3 + x)^2*(8 + x)*Log[x]), x] - Defer[Int][Log[8 + x]/(x*Log[x]^2), x] + Defer[Int][Log[8 + x]/((3 + x)*Log[x]^2), x] - 3*Defer[Int][Log[8 + x]/((3 + x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
90,1,29,0,0.0101551,"\int \frac{1}{2} \left(-e^{e^4}+2 e^{8+4 x}+2 x\right) \, dx","Int[(-E^E^4 + 2*E^(8 + 4*x) + 2*x)/2,x]","\frac{x^2}{2}-\frac{e^{e^4} x}{2}+\frac{1}{4} e^{4 x+8}","\frac{1}{4} \left(x^2+\left(e^{e^4}-x\right)^2+e^{4 (x+2)}\right)",1,"E^(8 + 4*x)/4 - (E^E^4*x)/2 + x^2/2","A",3,2,24,0.08333,1,"{12, 2194}"
91,0,0,0,1.172747,"\int \frac{9-21 x+6 x^2+(3-6 x) \log (4)+(-9+9 x+(-3+3 x) \log (4)) \log \left(-x+x^2\right)+\left(-9+15 x-7 x^2+x^3+\left(-6+8 x-2 x^2\right) \log (4)+(-1+x) \log ^2(4)\right) \log ^2\left(-x+x^2\right)}{\left(-9+15 x-7 x^2+x^3+\left(-6+8 x-2 x^2\right) \log (4)+(-1+x) \log ^2(4)\right) \log ^2\left(-x+x^2\right)} \, dx","Int[(9 - 21*x + 6*x^2 + (3 - 6*x)*Log[4] + (-9 + 9*x + (-3 + 3*x)*Log[4])*Log[-x + x^2] + (-9 + 15*x - 7*x^2 + x^3 + (-6 + 8*x - 2*x^2)*Log[4] + (-1 + x)*Log[4]^2)*Log[-x + x^2]^2)/((-9 + 15*x - 7*x^2 + x^3 + (-6 + 8*x - 2*x^2)*Log[4] + (-1 + x)*Log[4]^2)*Log[-x + x^2]^2),x]","\int \frac{9-21 x+6 x^2+(3-6 x) \log (4)+(-9+9 x+(-3+3 x) \log (4)) \log \left(-x+x^2\right)+\left(-9+15 x-7 x^2+x^3+\left(-6+8 x-2 x^2\right) \log (4)+(-1+x) \log ^2(4)\right) \log ^2\left(-x+x^2\right)}{\left(-9+15 x-7 x^2+x^3+\left(-6+8 x-2 x^2\right) \log (4)+(-1+x) \log ^2(4)\right) \log ^2\left(-x+x^2\right)} \, dx","\frac{3 x}{(-x+3+\log (4)) \log \left(x^2-x\right)}+x-1",1,"x + Defer[Int][(-3 + 6*x)/((1 - x)*(3 - x + Log[4])*Log[(-1 + x)*x]^2), x] + (9 + Log[64])*Defer[Int][1/((3 - x + Log[4])^2*Log[(-1 + x)*x]), x]","F",0,0,0,0,-1,"{}"
92,1,21,0,0.2736409,"\int \frac{-75 x^3-75 x^4+\left(300 e^5 x^3-300 x^4-300 x^3 \log (x)\right) \log \left(-e^5+x+\log (x)\right)}{-9 e^5+9 x+9 \log (x)+\left(-30 e^5 x^4+30 x^5+30 x^4 \log (x)\right) \log \left(-e^5+x+\log (x)\right)+\left(-25 e^5 x^8+25 x^9+25 x^8 \log (x)\right) \log ^2\left(-e^5+x+\log (x)\right)} \, dx","Int[(-75*x^3 - 75*x^4 + (300*E^5*x^3 - 300*x^4 - 300*x^3*Log[x])*Log[-E^5 + x + Log[x]])/(-9*E^5 + 9*x + 9*Log[x] + (-30*E^5*x^4 + 30*x^5 + 30*x^4*Log[x])*Log[-E^5 + x + Log[x]] + (-25*E^5*x^8 + 25*x^9 + 25*x^8*Log[x])*Log[-E^5 + x + Log[x]]^2),x]","\frac{15}{5 x^4 \log \left(x+\log (x)-e^5\right)+3}","\frac{15}{5 x^4 \log \left(x+\log (x)-e^5\right)+3}+3 e",1,"15/(3 + 5*x^4*Log[-E^5 + x + Log[x]])","A",3,3,125,0.02400,1,"{6688, 12, 6686}"
93,1,21,0,0.0204209,"\int \frac{-5+2 x^2-5 e^{1+5 x} x^2+2 x^3}{x^2} \, dx","Int[(-5 + 2*x^2 - 5*E^(1 + 5*x)*x^2 + 2*x^3)/x^2,x]","x^2+2 x-e^{5 x+1}+\frac{5}{x}","(x+2)^2-e^{5 x+1}-2 x+\frac{5-x}{x}+2",1,"-E^(1 + 5*x) + 5/x + 2*x + x^2","A",5,2,28,0.07143,1,"{14, 2194}"
94,0,0,0,7.3825557,"\int \frac{72 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2+\left(\left(-288 x^2-18 x^3\right) \left(i \pi +\log \left(-4+4 e^5\right)\right)+144 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2 \log (x)\right) \log (\log (x))+\left(-864 x^2-36 x^3\right) \left(i \pi +\log \left(-4+4 e^5\right)\right) \log (x) \log ^2(\log (x))+\left(1152 x^3+72 x^4\right) \log (x) \log ^3(\log (x))}{-\left(i \pi +\log \left(-4+4 e^5\right)\right)^3 \log (x)+12 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2 \log (x) \log (\log (x))-48 x^2 \left(i \pi +\log \left(-4+4 e^5\right)\right) \log (x) \log ^2(\log (x))+64 x^3 \log (x) \log ^3(\log (x))} \, dx","Int[(72*x*(I*Pi + Log[-4 + 4*E^5])^2 + ((-288*x^2 - 18*x^3)*(I*Pi + Log[-4 + 4*E^5]) + 144*x*(I*Pi + Log[-4 + 4*E^5])^2*Log[x])*Log[Log[x]] + (-864*x^2 - 36*x^3)*(I*Pi + Log[-4 + 4*E^5])*Log[x]*Log[Log[x]]^2 + (1152*x^3 + 72*x^4)*Log[x]*Log[Log[x]]^3)/(-((I*Pi + Log[-4 + 4*E^5])^3*Log[x]) + 12*x*(I*Pi + Log[-4 + 4*E^5])^2*Log[x]*Log[Log[x]] - 48*x^2*(I*Pi + Log[-4 + 4*E^5])*Log[x]*Log[Log[x]]^2 + 64*x^3*Log[x]*Log[Log[x]]^3),x]","\int \frac{72 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2+\left(\left(-288 x^2-18 x^3\right) \left(i \pi +\log \left(-4+4 e^5\right)\right)+144 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2 \log (x)\right) \log (\log (x))+\left(-864 x^2-36 x^3\right) \left(i \pi +\log \left(-4+4 e^5\right)\right) \log (x) \log ^2(\log (x))+\left(1152 x^3+72 x^4\right) \log (x) \log ^3(\log (x))}{-\left(i \pi +\log \left(-4+4 e^5\right)\right)^3 \log (x)+12 x \left(i \pi +\log \left(-4+4 e^5\right)\right)^2 \log (x) \log (\log (x))-48 x^2 \left(i \pi +\log \left(-4+4 e^5\right)\right) \log (x) \log ^2(\log (x))+64 x^3 \log (x) \log ^3(\log (x))} \, dx","9 \left(-4+\frac{x}{-4+\frac{\log \left(4 e^5-4\right)+i \pi }{x \log (\log (x))}}\right)^2",1,"(9*(16 + x)^2)/16 + (9*(I*Pi + Log[-4*(1 - E^5)])^3*Defer[Int][x/(I*Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) - 4*x*Log[Log[x]])^3, x])/8 - (9*(I*Pi + Log[-4*(1 - E^5)])*Defer[Int][x/(I*Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) - 4*x*Log[Log[x]]), x])/8 - 18*(Pi - I*Log[-4*(1 - E^5)])^2*Defer[Int][(Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) + (4*I)*x*Log[Log[x]])^(-2), x] - (9*(Pi - I*Log[-4*(1 - E^5)])^2*Defer[Int][x/(Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) + (4*I)*x*Log[Log[x]])^2, x])/8 + 72*(I*Pi + Log[-4*(1 - E^5)])*Defer[Int][x/(Log[x]*(Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) + (4*I)*x*Log[Log[x]])^2), x] + (9*(I*Pi + Log[-4*(1 - E^5)])*Defer[Int][x^2/(Log[x]*(Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) + (4*I)*x*Log[Log[x]])^2), x])/2 + (9*(Pi - I*Log[-4*(1 - E^5)])^2*Defer[Int][x^2/(Log[x]*((-I)*Pi*(1 - (I*Log[4*(-1 + E^5)])/Pi) + 4*x*Log[Log[x]])^3), x])/2","F",0,0,0,0,-1,"{}"
95,1,22,0,1.3566033,"\int \frac{\exp \left(\frac{-x+\left(5+x^3\right) \log \left(e^{e^{6 x}} x\right)}{\log \left(e^{e^{6 x}} x\right)}\right) \left(1+6 e^{6 x} x-\log \left(e^{e^{6 x}} x\right)+3 x^2 \log ^2\left(e^{e^{6 x}} x\right)\right)}{\log ^2\left(e^{e^{6 x}} x\right)} \, dx","Int[(E^((-x + (5 + x^3)*Log[E^E^(6*x)*x])/Log[E^E^(6*x)*x])*(1 + 6*E^(6*x)*x - Log[E^E^(6*x)*x] + 3*x^2*Log[E^E^(6*x)*x]^2))/Log[E^E^(6*x)*x]^2,x]","e^{x^3-\frac{x}{\log \left(e^{e^{6 x}} x\right)}+5}","e^{x^3-\frac{x}{\log \left(e^{e^{6 x}} x\right)}+5}",1,"E^(5 + x^3 - x/Log[E^E^(6*x)*x])","A",2,2,87,0.02299,1,"{6688, 6706}"
96,0,0,0,7.653549,"\int \frac{\exp \left(-e^x+e^{-e^x+2 x} x \left(-2 x+x^2\right) \log ^4(2)\right) \left(-2 x+x^2\right) \left(e^{3 x} \left(2 x-x^2\right) \log ^4(2)+e^{2 x} \left(-4-x+2 x^2\right) \log ^4(2)\right)}{-2+x} \, dx","Int[(E^(-E^x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*(-2*x + x^2)*(E^(3*x)*(2*x - x^2)*Log[2]^4 + E^(2*x)*(-4 - x + 2*x^2)*Log[2]^4))/(-2 + x),x]","\int \frac{\exp \left(-e^x+e^{-e^x+2 x} x \left(-2 x+x^2\right) \log ^4(2)\right) \left(-2 x+x^2\right) \left(e^{3 x} \left(2 x-x^2\right) \log ^4(2)+e^{2 x} \left(-4-x+2 x^2\right) \log ^4(2)\right)}{-2+x} \, dx","e^{e^{2 x-e^x} (x-2) x^2 \log ^4(2)}",1,"-4*Log[2]^4*Defer[Int][E^(-E^x + 2*x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*x, x] - Log[2]^4*Defer[Int][E^(-E^x + 2*x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*x^2, x] + 2*Log[2]^4*Defer[Int][E^(-E^x + 3*x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*x^2, x] + 2*Log[2]^4*Defer[Int][E^(-E^x + 2*x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*x^3, x] - Log[2]^4*Defer[Int][E^(-E^x + 3*x + E^(-E^x + 2*x)*x*(-2*x + x^2)*Log[2]^4)*x^3, x]","F",0,0,0,0,-1,"{}"
97,1,13,0,0.141955,"\int \frac{-1+3 x-x \log (x)}{-3 x+x \log (x)} \, dx","Int[(-1 + 3*x - x*Log[x])/(-3*x + x*Log[x]),x]","-x-\log (3-\log (x))","-x-\log (25 (3-\log (x)))-5+16 \log ^2(3)",1,"-x - Log[3 - Log[x]]","A",5,4,21,0.1905,1,"{2561, 6742, 2302, 29}"
98,0,0,0,0.6909104,"\int \frac{e^{\frac{-e^5-720 x^3+160 x^4+160 x^3 \log (x)}{16 x^3}} \left(3 e^5+160 x^3+160 x^4\right)}{16 x^4} \, dx","Int[(E^((-E^5 - 720*x^3 + 160*x^4 + 160*x^3*Log[x])/(16*x^3))*(3*E^5 + 160*x^3 + 160*x^4))/(16*x^4),x]","\int \frac{e^{\frac{-e^5-720 x^3+160 x^4+160 x^3 \log (x)}{16 x^3}} \left(3 e^5+160 x^3+160 x^4\right)}{16 x^4} \, dx","e^{5 (2 (x+\log (x)-5)+1)-\frac{e^5}{16 x^3}}",1,"(3*Defer[Int][E^(-40 - E^5/(16*x^3) + 10*x)*x^6, x])/16 + 10*Defer[Int][E^(-45 - E^5/(16*x^3) + 10*x)*x^9, x] + 10*Defer[Int][E^(-45 - E^5/(16*x^3) + 10*x)*x^10, x]","F",0,0,0,0,-1,"{}"
99,0,0,0,23.2694377,"\int \frac{100-105 x+31 x^2+3 e^{2 x} x^2+e^x \left(-30 x+24 x^2-x^3\right)+\left(30 x-19 x^2-6 e^x x^2\right) \log (x)+3 x^2 \log ^2(x)}{75+10 x-83 x^2+30 x^3+e^{2 x} \left(3 x^2+3 x^3\right)+e^x \left(-30 x-17 x^2+19 x^3\right)+\left(30 x+17 x^2-19 x^3+e^x \left(-6 x^2-6 x^3\right)\right) \log (x)+\left(3 x^2+3 x^3\right) \log ^2(x)} \, dx","Int[(100 - 105*x + 31*x^2 + 3*E^(2*x)*x^2 + E^x*(-30*x + 24*x^2 - x^3) + (30*x - 19*x^2 - 6*E^x*x^2)*Log[x] + 3*x^2*Log[x]^2)/(75 + 10*x - 83*x^2 + 30*x^3 + E^(2*x)*(3*x^2 + 3*x^3) + E^x*(-30*x - 17*x^2 + 19*x^3) + (30*x + 17*x^2 - 19*x^3 + E^x*(-6*x^2 - 6*x^3))*Log[x] + (3*x^2 + 3*x^3)*Log[x]^2),x]","\int \frac{100-105 x+31 x^2+3 e^{2 x} x^2+e^x \left(-30 x+24 x^2-x^3\right)+\left(30 x-19 x^2-6 e^x x^2\right) \log (x)+3 x^2 \log ^2(x)}{75+10 x-83 x^2+30 x^3+e^{2 x} \left(3 x^2+3 x^3\right)+e^x \left(-30 x-17 x^2+19 x^3\right)+\left(30 x+17 x^2-19 x^3+e^x \left(-6 x^2-6 x^3\right)\right) \log (x)+\left(3 x^2+3 x^3\right) \log ^2(x)} \, dx","\log \left(x+\frac{1}{3} \left(3-\frac{x-5}{-e^x+\frac{5}{x}+\log (x)-3}\right)\right)",1,"Log[1 + x] - 4*Defer[Int][(-5 + 3*x + E^x*x - x*Log[x])^(-1), x] - 5*Defer[Int][1/(x*(-5 + 3*x + E^x*x - x*Log[x])), x] + 3*Defer[Int][x/(-5 + 3*x + E^x*x - x*Log[x]), x] + Defer[Int][(x*Log[x])/(5 - 3*x - E^x*x + x*Log[x]), x] + 33*Defer[Int][(-15 - 11*x + 3*E^x*x + 10*x^2 + 3*E^x*x^2 - 3*x*Log[x] - 3*x^2*Log[x])^(-1), x] + 15*Defer[Int][1/(x*(-15 - 11*x + 3*E^x*x + 10*x^2 + 3*E^x*x^2 - 3*x*Log[x] - 3*x^2*Log[x])), x] + 8*Defer[Int][x/(-15 - 11*x + 3*E^x*x + 10*x^2 + 3*E^x*x^2 - 3*x*Log[x] - 3*x^2*Log[x]), x] - 10*Defer[Int][x^2/(-15 - 11*x + 3*E^x*x + 10*x^2 + 3*E^x*x^2 - 3*x*Log[x] - 3*x^2*Log[x]), x] - 6*Defer[Int][1/((1 + x)*(-15 - 11*x + 3*E^x*x + 10*x^2 + 3*E^x*x^2 - 3*x*Log[x] - 3*x^2*Log[x])), x] - 3*Defer[Int][(x*Log[x])/(15 + 11*x - 3*E^x*x - 10*x^2 - 3*E^x*x^2 + 3*x*Log[x] + 3*x^2*Log[x]), x] - 3*Defer[Int][(x^2*Log[x])/(15 + 11*x - 3*E^x*x - 10*x^2 - 3*E^x*x^2 + 3*x*Log[x] + 3*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
100,1,24,0,0.790895,"\int \frac{e-9 e^{6562-2 x}+\left(-e+e^{6562-2 x} (9-18 x)\right) \log (x)+\log ^2(x)}{\log ^2(x)} \, dx","Int[(E - 9*E^(6562 - 2*x) + (-E + E^(6562 - 2*x)*(9 - 18*x))*Log[x] + Log[x]^2)/Log[x]^2,x]","x+\frac{9 e^{6562-2 x} x}{\log (x)}-\frac{e x}{\log (x)}","x+\frac{e \left(9 e^{6561-2 x} x-x\right)}{\log (x)}",1,"x - (E*x)/Log[x] + (9*E^(6562 - 2*x)*x)/Log[x]","A",8,4,40,0.1000,1,"{6742, 2288, 2297, 2298}"
101,1,60,0,0.0374252,"\int \frac{6 e^4 x+24 e^3 x \log (3)+\left(64+36 e^2 x\right) \log ^2(3)+24 e x \log ^3(3)+6 x \log ^4(3)}{e^4+4 e^3 \log (3)+6 e^2 \log ^2(3)+4 e \log ^3(3)+\log ^4(3)} \, dx","Int[(6*E^4*x + 24*E^3*x*Log[3] + (64 + 36*E^2*x)*Log[3]^2 + 24*E*x*Log[3]^3 + 6*x*Log[3]^4)/(E^4 + 4*E^3*Log[3] + 6*E^2*Log[3]^2 + 4*E*Log[3]^3 + Log[3]^4),x]","\frac{3 x^2 \left(e^4+\log ^4(3)+4 e \log ^3(3)+e^3 \log (81)\right)}{(e+\log (3))^4}+\frac{2 \left(9 e^2 x+16\right)^2 \log ^2(3)}{9 e^2 (e+\log (3))^4}","x \left(3 x+\frac{64 \log ^2(3)}{(e+\log (3))^4}\right)",1,"(2*(16 + 9*E^2*x)^2*Log[3]^2)/(9*E^2*(E + Log[3])^4) + (3*x^2*(E^4 + 4*E*Log[3]^3 + Log[3]^4 + E^3*Log[81]))/(E + Log[3])^4","B",5,2,77,0.02597,1,"{6, 12}"
102,1,24,0,0.1599642,"\int \left(3 x^2+e^{2 x} \left(3 x^2+2 x^3+e^2 \left(2 x+2 x^2\right)\right)\right) \, dx","Int[3*x^2 + E^(2*x)*(3*x^2 + 2*x^3 + E^2*(2*x + 2*x^2)),x]","e^{2 x} x^3+x^3+e^{2 x+2} x^2","x^2 \left(x+e^{2 x} \left(x+e^2\right)\right)",1,"E^(2 + 2*x)*x^2 + x^3 + E^(2*x)*x^3","A",17,3,36,0.08333,1,"{2196, 2176, 2194}"
103,1,29,0,0.5526276,"\int \frac{-x^2+e^{\frac{729-9 x+2 x^2+x^3}{x}} \left(729-2 x^2-2 x^3\right)}{3 e^{\frac{2 \left(729-9 x+2 x^2+x^3\right)}{x}} x^2+6 e^{\frac{729-9 x+2 x^2+x^3}{x}} x^3+3 x^4} \, dx","Int[(-x^2 + E^((729 - 9*x + 2*x^2 + x^3)/x)*(729 - 2*x^2 - 2*x^3))/(3*E^((2*(729 - 9*x + 2*x^2 + x^3))/x)*x^2 + 6*E^((729 - 9*x + 2*x^2 + x^3)/x)*x^3 + 3*x^4),x]","\frac{e^9}{3 \left(e^{x^2+2 x+\frac{729}{x}}+e^9 x\right)}","\frac{1}{3 \left(e^{x^2+2 x-\frac{9 (x-81)}{x}}+x\right)}",1,"E^9/(3*(E^(729/x + 2*x + x^2) + E^9*x))","A",3,3,96,0.03125,1,"{6688, 12, 6686}"
104,1,167,0,1.5042577,"\int \frac{-9+7 x+27 x^2+e^{-x} \left(5 x-3 x^2\right)+\left(-6-2 x+18 x^2+e^{-x} \left(2 x-x^2\right)\right) \log (x)+\left(-1-2 x+3 x^2\right) \log ^2(x)}{9+6 \log (x)+\log ^2(x)} \, dx","Int[(-9 + 7*x + 27*x^2 + (5*x - 3*x^2)/E^x + (-6 - 2*x + 18*x^2 + (2*x - x^2)/E^x)*Log[x] + (-1 - 2*x + 3*x^2)*Log[x]^2)/(9 + 6*Log[x] + Log[x]^2),x]","-\frac{12 \text{Ei}(2 (\log (x)+3))}{e^6}+\frac{162 \text{Ei}(3 (\log (x)+3))}{e^9}-\frac{4 \log (x) \text{Ei}(2 (\log (x)+3))}{e^6}+\frac{54 \log (x) \text{Ei}(3 (\log (x)+3))}{e^9}+\frac{4 (\log (x)+3) \text{Ei}(2 (\log (x)+3))}{e^6}-\frac{54 (\log (x)+3) \text{Ei}(3 (\log (x)+3))}{e^9}+19 x^3-\frac{18 x^3 \log (x)}{\log (x)+3}-\frac{54 x^3}{\log (x)+3}-3 x^2+\frac{2 x^2 \log (x)}{\log (x)+3}+\frac{11 x^2}{\log (x)+3}-x+\frac{e^{-x} x (3 x+x \log (x))}{(\log (x)+3)^2}","x \left(x^2-x+\frac{\left(e^{-x}+5\right) x}{\log (x)+3}-1\right)",1,"-x - 3*x^2 + 19*x^3 - (12*ExpIntegralEi[2*(3 + Log[x])])/E^6 + (162*ExpIntegralEi[3*(3 + Log[x])])/E^9 - (4*ExpIntegralEi[2*(3 + Log[x])]*Log[x])/E^6 + (54*ExpIntegralEi[3*(3 + Log[x])]*Log[x])/E^9 + (11*x^2)/(3 + Log[x]) - (54*x^3)/(3 + Log[x]) + (2*x^2*Log[x])/(3 + Log[x]) - (18*x^3*Log[x])/(3 + Log[x]) + (4*ExpIntegralEi[2*(3 + Log[x])]*(3 + Log[x]))/E^6 - (54*ExpIntegralEi[3*(3 + Log[x])]*(3 + Log[x]))/E^9 + (x*(3*x + x*Log[x]))/(E^x*(3 + Log[x])^2)","C",57,13,81,0.1605,1,"{6741, 6742, 2297, 2299, 2178, 2306, 2309, 2360, 2366, 6482, 43, 2356, 2288}"
105,1,44,0,0.0244525,"\int \left(3 e^{4+3 x} \left(5+4 e^2+2 e^4\right)+e^{2 x} (1+2 x)\right) \, dx","Int[3*E^(4 + 3*x)*(5 + 4*E^2 + 2*E^4) + E^(2*x)*(1 + 2*x),x]","\frac{1}{2} e^{2 x} (2 x+1)-\frac{e^{2 x}}{2}+\left(5+4 e^2+2 e^4\right) e^{3 x+4}","e^{2 x} \left(x+\left(3+2 \left(1+e^2\right)^2\right) e^{x+4}\right)",1,"-1/2*E^(2*x) + E^(4 + 3*x)*(5 + 4*E^2 + 2*E^4) + (E^(2*x)*(1 + 2*x))/2","A",4,2,33,0.06061,1,"{2194, 2176}"
106,1,33,0,0.1602977,"\int \frac{1}{2} e^{3+x} \left(-12 x^2+x^4+e^4 \left(40 x+20 x^2\right)\right) \, dx","Int[(E^(3 + x)*(-12*x^2 + x^4 + E^4*(40*x + 20*x^2)))/2,x]","\frac{1}{2} e^{x+3} x^4-2 e^{x+3} x^3+10 e^{x+7} x^2","10 e^{x+3} \left(\frac{1}{5} \left(\frac{x^2}{4}-x\right)+e^4\right) x^2+e^3",1,"10*E^(7 + x)*x^2 - 2*E^(3 + x)*x^3 + (E^(3 + x)*x^4)/2","A",18,4,31,0.1290,1,"{12, 2196, 2176, 2194}"
107,0,0,0,1.2816024,"\int \frac{e^6 \left(-162+198 x-90 x^2-18 x^3-6 x^4-10 x^5-18 x^6-4 x^7\right)+e^3 \left(18 x-18 x^2+6 x^4+4 x^5\right) \log (2)+\left(e^6 \left(-36+90 x+72 x^2+18 x^3+30 x^4+54 x^5+12 x^6\right)+e^3 \left(-18+18 x-18 x^3-12 x^4\right) \log (2)\right) \log (x)+\left(e^6 \left(-54 x-30 x^3-54 x^4-12 x^5\right)+e^3 \left(18 x^2+12 x^3\right) \log (2)\right) \log ^2(x)+\left(e^6 \left(-12 x+10 x^2+18 x^3+4 x^4\right)+e^3 \left(-6 x-4 x^2\right) \log (2)\right) \log ^3(x)}{-x^4+3 x^3 \log (x)-3 x^2 \log ^2(x)+x \log ^3(x)} \, dx","Int[(E^6*(-162 + 198*x - 90*x^2 - 18*x^3 - 6*x^4 - 10*x^5 - 18*x^6 - 4*x^7) + E^3*(18*x - 18*x^2 + 6*x^4 + 4*x^5)*Log[2] + (E^6*(-36 + 90*x + 72*x^2 + 18*x^3 + 30*x^4 + 54*x^5 + 12*x^6) + E^3*(-18 + 18*x - 18*x^3 - 12*x^4)*Log[2])*Log[x] + (E^6*(-54*x - 30*x^3 - 54*x^4 - 12*x^5) + E^3*(18*x^2 + 12*x^3)*Log[2])*Log[x]^2 + (E^6*(-12*x + 10*x^2 + 18*x^3 + 4*x^4) + E^3*(-6*x - 4*x^2)*Log[2])*Log[x]^3)/(-x^4 + 3*x^3*Log[x] - 3*x^2*Log[x]^2 + x*Log[x]^3),x]","\int \frac{e^6 \left(-162+198 x-90 x^2-18 x^3-6 x^4-10 x^5-18 x^6-4 x^7\right)+e^3 \left(18 x-18 x^2+6 x^4+4 x^5\right) \log (2)+\left(e^6 \left(-36+90 x+72 x^2+18 x^3+30 x^4+54 x^5+12 x^6\right)+e^3 \left(-18+18 x-18 x^3-12 x^4\right) \log (2)\right) \log (x)+\left(e^6 \left(-54 x-30 x^3-54 x^4-12 x^5\right)+e^3 \left(18 x^2+12 x^3\right) \log (2)\right) \log ^2(x)+\left(e^6 \left(-12 x+10 x^2+18 x^3+4 x^4\right)+e^3 \left(-6 x-4 x^2\right) \log (2)\right) \log ^3(x)}{-x^4+3 x^3 \log (x)-3 x^2 \log ^2(x)+x \log ^3(x)} \, dx","\left(e^3 \left(-x^2-3 x-\frac{9}{x-\log (x)}+2\right)+\log (2)\right)^2+1",1,"(2*E^3 - 3*E^3*x - E^3*x^2 + Log[2])^2 + (81*E^6)/(x - Log[x])^2 + 18*E^3*(5*E^3 + Log[2])*Defer[Int][(x - Log[x])^(-2), x] - 18*E^3*(2*E^3 + Log[2])*Defer[Int][1/(x*(x - Log[x])^2), x] - 36*E^6*Defer[Int][x/(x - Log[x])^2, x] - 18*E^6*Defer[Int][x^2/(x - Log[x])^2, x] + 54*E^6*Defer[Int][(x - Log[x])^(-1), x] + 36*E^6*Defer[Int][x/(x - Log[x]), x]","F",0,0,0,0,-1,"{}"
108,1,34,0,0.8047407,"\int \frac{-x+x^2+e^5 (-2+2 x)+\left(-x+x^2+e^5 (-2+2 x)\right) \log \left(x^2-2 x^3+x^4\right)+e^5 (-4+8 x) \log \left(\frac{1}{3} \left(1+\log \left(x^2-2 x^3+x^4\right)\right)\right)}{-x+x^2+\left(-x+x^2\right) \log \left(x^2-2 x^3+x^4\right)} \, dx","Int[(-x + x^2 + E^5*(-2 + 2*x) + (-x + x^2 + E^5*(-2 + 2*x))*Log[x^2 - 2*x^3 + x^4] + E^5*(-4 + 8*x)*Log[(1 + Log[x^2 - 2*x^3 + x^4])/3])/(-x + x^2 + (-x + x^2)*Log[x^2 - 2*x^3 + x^4]),x]","e^5 \log ^2\left(\frac{1}{3} \left(\log \left((1-x)^2 x^2\right)+1\right)\right)+x+2 e^5 \log (x)","e^5 \left(\log ^2\left(\frac{1}{3} \left(\log \left(\left(x^2-x\right)^2\right)+1\right)\right)+\log \left(x^2\right)\right)+x",1,"x + 2*E^5*Log[x] + E^5*Log[(1 + Log[(1 - x)^2*x^2])/3]^2","A",6,5,106,0.04717,1,"{6741, 6742, 43, 6684, 6686}"
109,1,23,0,0.005858,"\int \left(7+e^3-2 x-180 x^3+45 x^4\right) \, dx","Int[7 + E^3 - 2*x - 180*x^3 + 45*x^4,x]","9 x^5-45 x^4-x^2+\left(7+e^3\right) x","(x-5) \left(9 x^4-x+e^3+2\right)",1,"(7 + E^3)*x - x^2 - 45*x^4 + 9*x^5","A",1,0,18,0,1,"{}"
110,1,76,0,0.641696,"\int \frac{-1062882+1023516 x+38880 x^2+484 x^3+2 x^4+e^{2 x} \left(-324+316 x+4 x^2\right)+\left(2125764+78732 x+972 x^2+4 x^3\right) \log (x)}{531441 x^3+19683 x^4+243 x^5+x^6} \, dx","Int[(-1062882 + 1023516*x + 38880*x^2 + 484*x^3 + 2*x^4 + E^(2*x)*(-324 + 316*x + 4*x^2) + (2125764 + 78732*x + 972*x^2 + 4*x^3)*Log[x])/(531441*x^3 + 19683*x^4 + 243*x^5 + x^6),x]","\frac{(1-x)^2}{x^2}+\frac{2 e^{2 x}}{6561 x^2}-\frac{1}{x^2}-\frac{2 \log (x)}{x^2}-\frac{4 e^{2 x}}{531441 x}+\frac{4 e^{2 x}}{531441 (x+81)}+\frac{2 e^{2 x}}{6561 (x+81)^2}","\frac{2 \left(-x+\frac{e^{2 x}}{(x+81)^2}-\log (x)\right)}{x^2}",1,"-x^(-2) + (2*E^(2*x))/(6561*x^2) + (1 - x)^2/x^2 - (4*E^(2*x))/(531441*x) + (2*E^(2*x))/(6561*(81 + x)^2) + (4*E^(2*x))/(531441*(81 + x)) - (2*Log[x])/x^2","B",22,8,76,0.1053,1,"{6688, 12, 14, 6742, 2177, 2178, 37, 2304}"
111,0,0,0,4.1738106,"\int \frac{\exp \left(\frac{4+x^2+e^4 \left(3 x-2 x^2\right)}{e^4 \left(4+x^2\right)}\right) \left(40-20 x-14 x^2-3 x^3+x^4\right)}{16+8 x^2+x^4} \, dx","Int[(E^((4 + x^2 + E^4*(3*x - 2*x^2))/(E^4*(4 + x^2)))*(40 - 20*x - 14*x^2 - 3*x^3 + x^4))/(16 + 8*x^2 + x^4),x]","\int \frac{\exp \left(\frac{4+x^2+e^4 \left(3 x-2 x^2\right)}{e^4 \left(4+x^2\right)}\right) \left(40-20 x-14 x^2-3 x^3+x^4\right)}{16+8 x^2+x^4} \, dx","e^{\frac{1}{e^4}-\frac{2 x-3}{x+\frac{4}{x}}} (x+2)",1,"Defer[Int][E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2))), x] - 7*Defer[Int][E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2)))/(2*I - x)^2, x] + (3/2 - 2*I)*Defer[Int][E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2)))/(2*I - x), x] - 7*Defer[Int][E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2)))/(2*I + x)^2, x] - (3/2 + 2*I)*Defer[Int][E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2)))/(2*I + x), x] - 8*Defer[Int][(E^((4 + 3*E^4*x + (1 - 2*E^4)*x^2)/(E^4*(4 + x^2)))*x)/(4 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
112,1,10,0,0.0049404,"\int \frac{2 x+5 \log (4)}{x^2+5 x \log (4)} \, dx","Int[(2*x + 5*Log[4])/(x^2 + 5*x*Log[4]),x]","\log \left(x^2+5 x \log (4)\right)","\log \left(\frac{x^2}{\log (4)}+5 x\right)+\log (\log (27))",1,"Log[x^2 + 5*x*Log[4]]","A",1,1,20,0.05000,1,"{628}"
113,0,0,0,0.6821337,"\int \frac{2+50 e^6 x^2+600 e^3 x^4+1350 x^6}{3 x+25 e^6 x^3+150 e^3 x^5+225 x^7+2 x \log (x)} \, dx","Int[(2 + 50*E^6*x^2 + 600*E^3*x^4 + 1350*x^6)/(3*x + 25*E^6*x^3 + 150*E^3*x^5 + 225*x^7 + 2*x*Log[x]),x]","\int \frac{2+50 e^6 x^2+600 e^3 x^4+1350 x^6}{3 x+25 e^6 x^3+150 e^3 x^5+225 x^7+2 x \log (x)} \, dx","\log \left(25 x^2 \left(3 x^2+e^3\right)^2+2 \log (x)+3\right)",1,"2*Defer[Int][1/(x*(3 + 25*E^6*x^2 + 150*E^3*x^4 + 225*x^6 + 2*Log[x])), x] + 50*E^6*Defer[Int][x/(3 + 25*E^6*x^2 + 150*E^3*x^4 + 225*x^6 + 2*Log[x]), x] + 600*E^3*Defer[Int][x^3/(3 + 25*E^6*x^2 + 150*E^3*x^4 + 225*x^6 + 2*Log[x]), x] + 1350*Defer[Int][x^5/(3 + 25*E^6*x^2 + 150*E^3*x^4 + 225*x^6 + 2*Log[x]), x]","F",0,0,0,0,-1,"{}"
114,1,38,0,1.22235,"\int \frac{\left(-5632-12288 x-6144 x^2\right) \log ^2(4)+e^{2 x} \left(-384 x^2-256 x^3\right) \log ^2(4)+e^x \left(3072 x+4608 x^2+1024 x^3\right) \log ^2(4)}{64000+211200 x+462720 x^2+668864 x^3+724224 x^4+581376 x^5+344064 x^6+144384 x^7+36864 x^8+4096 x^9+e^{6 x} x^9+e^x \left(-57600 x^2-165120 x^3-292416 x^4-336768 x^5-265728 x^6-144384 x^7-46080 x^8-6144 x^9\right)+e^{3 x} \left(-2880 x^5-6816 x^6-9024 x^7-5760 x^8-1280 x^9\right)+e^{5 x} \left(-36 x^8-24 x^9\right)+e^{4 x} \left(120 x^6+564 x^7+720 x^8+240 x^9\right)+e^{2 x} \left(4800 x^3+27840 x^4+59376 x^5+70272 x^6+54144 x^7+23040 x^8+3840 x^9\right)} \, dx","Int[((-5632 - 12288*x - 6144*x^2)*Log[4]^2 + E^(2*x)*(-384*x^2 - 256*x^3)*Log[4]^2 + E^x*(3072*x + 4608*x^2 + 1024*x^3)*Log[4]^2)/(64000 + 211200*x + 462720*x^2 + 668864*x^3 + 724224*x^4 + 581376*x^5 + 344064*x^6 + 144384*x^7 + 36864*x^8 + 4096*x^9 + E^(6*x)*x^9 + E^x*(-57600*x^2 - 165120*x^3 - 292416*x^4 - 336768*x^5 - 265728*x^6 - 144384*x^7 - 46080*x^8 - 6144*x^9) + E^(3*x)*(-2880*x^5 - 6816*x^6 - 9024*x^7 - 5760*x^8 - 1280*x^9) + E^(5*x)*(-36*x^8 - 24*x^9) + E^(4*x)*(120*x^6 + 564*x^7 + 720*x^8 + 240*x^9) + E^(2*x)*(4800*x^3 + 27840*x^4 + 59376*x^5 + 70272*x^6 + 54144*x^7 + 23040*x^8 + 3840*x^9)),x]","\frac{64 \log ^2(4)}{\left(\left(4-e^x\right)^2 x^3+12 \left(4-e^x\right) x^2+44 x+40\right)^2}","\frac{\log ^2(4)}{\left(\frac{1}{2} x \left(-\frac{e^x x}{2}+2 x+3\right)^2+x+5\right)^2}",1,"(64*Log[4]^2)/(40 + 44*x + 12*(4 - E^x)*x^2 + (4 - E^x)^2*x^3)^2","A",3,3,279,0.01075,1,"{6688, 12, 6686}"
115,1,26,0,0.2119655,"\int e^{-x} \left(-144 x^3+36 x^4+e^x \left(15+24 x^2-6 x \log (7)\right)\right) \, dx","Int[(-144*x^3 + 36*x^4 + E^x*(15 + 24*x^2 - 6*x*Log[7]))/E^x,x]","-36 e^{-x} x^4+8 x^3-3 x^2 \log (7)+15 x","x \left(4 \left(2-9 e^{-x} x\right) x^2+3 (5-x \log (7))\right)",1,"15*x + 8*x^3 - (36*x^4)/E^x - 3*x^2*Log[7]","A",12,3,33,0.09091,1,"{6742, 2176, 2194}"
116,1,15,0,0.12767,"\int \frac{1-12 x-24 x^2}{\left(10 x-12 x^2-12 x^3+x \log (x)\right) \log \left(10-12 x-12 x^2+\log (x)\right) \log \left(\log \left(10-12 x-12 x^2+\log (x)\right)\right)} \, dx","Int[(1 - 12*x - 24*x^2)/((10*x - 12*x^2 - 12*x^3 + x*Log[x])*Log[10 - 12*x - 12*x^2 + Log[x]]*Log[Log[10 - 12*x - 12*x^2 + Log[x]]]),x]","\log \left(\log \left(\log \left(-12 x^2-12 x+\log (x)+10\right)\right)\right)","\log (\log (\log (-12 x (x+1)+\log (x)+10)))",1,"Log[Log[Log[10 - 12*x - 12*x^2 + Log[x]]]]","A",1,1,62,0.01613,1,"{6684}"
117,0,0,0,20.9133787,"\int \frac{\exp \left(\frac{-x+\left(-2 x-x^3\right) \log (4)+\left(1+x^2 \log (4)\right) \log (2 x)}{\left(-5 x^2-x^3\right) \log (4)+\left(5 x+x^2\right) \log (4) \log (2 x)}\right) \left(-5 x^2-2 x^3+\left(10 x-8 x^2-4 x^3+5 x^4\right) \log (4)+\left(10 x+4 x^2+\left(2 x^2-10 x^3\right) \log (4)\right) \log (2 x)+\left(-5-2 x+5 x^2 \log (4)\right) \log ^2(2 x)\right)}{\left(25 x^4+10 x^5+x^6\right) \log (4)+\left(-50 x^3-20 x^4-2 x^5\right) \log (4) \log (2 x)+\left(25 x^2+10 x^3+x^4\right) \log (4) \log ^2(2 x)} \, dx","Int[(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/((-5*x^2 - x^3)*Log[4] + (5*x + x^2)*Log[4]*Log[2*x]))*(-5*x^2 - 2*x^3 + (10*x - 8*x^2 - 4*x^3 + 5*x^4)*Log[4] + (10*x + 4*x^2 + (2*x^2 - 10*x^3)*Log[4])*Log[2*x] + (-5 - 2*x + 5*x^2*Log[4])*Log[2*x]^2))/((25*x^4 + 10*x^5 + x^6)*Log[4] + (-50*x^3 - 20*x^4 - 2*x^5)*Log[4]*Log[2*x] + (25*x^2 + 10*x^3 + x^4)*Log[4]*Log[2*x]^2),x]","\int \frac{\exp \left(\frac{-x+\left(-2 x-x^3\right) \log (4)+\left(1+x^2 \log (4)\right) \log (2 x)}{\left(-5 x^2-x^3\right) \log (4)+\left(5 x+x^2\right) \log (4) \log (2 x)}\right) \left(-5 x^2-2 x^3+\left(10 x-8 x^2-4 x^3+5 x^4\right) \log (4)+\left(10 x+4 x^2+\left(2 x^2-10 x^3\right) \log (4)\right) \log (2 x)+\left(-5-2 x+5 x^2 \log (4)\right) \log ^2(2 x)\right)}{\left(25 x^4+10 x^5+x^6\right) \log (4)+\left(-50 x^3-20 x^4-2 x^5\right) \log (4) \log (2 x)+\left(25 x^2+10 x^3+x^4\right) \log (4) \log ^2(2 x)} \, dx","e^{\frac{x+\frac{2}{x-\log (2 x)}+\frac{1}{x \log (4)}}{x+5}}",1,"-1/5*Defer[Int][1/(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/(x*(5 + x)*Log[4]*(x - Log[2*x])))*x^2), x]/Log[4] + ((1 + 25*Log[4])*Defer[Int][1/(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/(x*(5 + x)*Log[4]*(x - Log[2*x])))*(5 + x)^2), x])/(5*Log[4]) + (2*Defer[Int][1/(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/(x*(5 + x)*Log[4]*(x - Log[2*x])))*x*(x - Log[2*x])^2), x])/5 - (12*Defer[Int][1/(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/(x*(5 + x)*Log[4]*(x - Log[2*x])))*(5 + x)*(x - Log[2*x])^2), x])/5 - 2*Defer[Int][1/(E^((-x + (-2*x - x^3)*Log[4] + (1 + x^2*Log[4])*Log[2*x])/(x*(5 + x)*Log[4]*(x - Log[2*x])))*(5 + x)^2*(x - Log[2*x])), x]","F",0,0,0,0,-1,"{}"
118,1,28,0,0.3263818,"\int \frac{e^{-x} \left(-45-45 x+e^{-\frac{e^5 x}{5}} \left(5+5 x+e^5 x\right)\right)}{5 x^2} \, dx","Int[(-45 - 45*x + (5 + 5*x + E^5*x)/E^((E^5*x)/5))/(5*E^x*x^2),x]","\frac{9 e^{-x}}{x}-\frac{e^{-\frac{1}{5} \left(5+e^5\right) x}}{x}","\frac{e^{-x} \left(9-e^{\frac{1}{5} \left(x-\left(1+e^5\right) x\right)}\right)}{x}",1,"9/(E^x*x) - 1/(E^(((5 + E^5)*x)/5)*x)","A",5,3,38,0.07895,1,"{12, 6742, 2197}"
119,1,22,0,0.1160956,"\int \frac{-4+40 x \log (x)-2 x \log ^2(x)-x \log ^3(x)}{64 x \log (x)} \, dx","Int[(-4 + 40*x*Log[x] - 2*x*Log[x]^2 - x*Log[x]^3)/(64*x*Log[x]),x]","\frac{5 x}{8}-\frac{1}{64} x \log ^2(x)-\frac{1}{16} \log (\log (x))","\frac{1}{16} \left(x \left(10-\frac{\log ^2(x)}{4}\right)-\log (\log (x))\right)",1,"(5*x)/8 - (x*Log[x]^2)/64 - Log[Log[x]]/16","A",8,6,32,0.1875,1,"{12, 6688, 2302, 29, 2295, 2296}"
120,1,22,0,0.1432416,"\int \frac{324-432 e^x}{4624+144 e^8+144 e^{2 x}+e^x \left(-1632-288 e^4-216 x\right)+1224 x+81 x^2+e^4 (1632+216 x)} \, dx","Int[(324 - 432*E^x)/(4624 + 144*E^8 + 144*E^(2*x) + E^x*(-1632 - 288*E^4 - 216*x) + 1224*x + 81*x^2 + E^4*(1632 + 216*x)),x]","\frac{36}{-9 x+12 e^x-4 \left(17+3 e^4\right)}","\frac{3}{\frac{1}{4} \left(x-\frac{68}{3}\right)+e^x-x-e^4}-1",1,"36/(12*E^x - 4*(17 + 3*E^4) - 9*x)","A",3,3,55,0.05455,1,"{6688, 12, 6686}"
121,1,50,0,0.0623957,"\int \frac{1}{3} \left(120+e^{5+\frac{x}{3}} (10-10 x)-60 x+e^x \left(-120-60 x+30 x^2\right)\right) \, dx","Int[(120 + E^(5 + x/3)*(10 - 10*x) - 60*x + E^x*(-120 - 60*x + 30*x^2))/3,x]","10 e^x x^2-10 x^2-40 e^x x+40 x+30 e^{\frac{x}{3}+5}+10 e^{\frac{x}{3}+5} (1-x)","10 (4-x) \left(-e^x x+x+e^{\frac{x}{3}+5}\right)",1,"30*E^(5 + x/3) + 10*E^(5 + x/3)*(1 - x) + 40*x - 40*E^x*x - 10*x^2 + 10*E^x*x^2","B",12,4,38,0.1053,1,"{12, 2176, 2194, 2196}"
122,1,23,0,0.217752,"\int \frac{e^{\frac{4+x^2-2 x^3-6 x^5}{x}} \left(-20+5 x^2-20 x^3-120 x^5\right)}{x^2} \, dx","Int[(E^((4 + x^2 - 2*x^3 - 6*x^5)/x)*(-20 + 5*x^2 - 20*x^3 - 120*x^5))/x^2,x]","5 e^{\frac{-6 x^5-2 x^3+x^2+4}{x}}","5 e^{-2 \left(3 x+\frac{1}{x}\right) x^3+x+\frac{4}{x}}",1,"5*E^((4 + x^2 - 2*x^3 - 6*x^5)/x)","A",1,1,42,0.02381,1,"{6706}"
123,0,0,0,0.5857438,"\int \frac{\exp \left(6+\frac{1}{80} e^{6-\frac{2 \left(3-x^2\right)}{x}}-\frac{2 \left(3-x^2\right)}{x}\right) \left(3+x^2\right)}{40 x^2} \, dx","Int[(E^(6 + E^(6 - (2*(3 - x^2))/x)/80 - (2*(3 - x^2))/x)*(3 + x^2))/(40*x^2),x]","\int \frac{\exp \left(6+\frac{1}{80} e^{6-\frac{2 \left(3-x^2\right)}{x}}-\frac{2 \left(3-x^2\right)}{x}\right) \left(3+x^2\right)}{40 x^2} \, dx","e^{\frac{1}{80} e^{2 x-\frac{6}{x}+6}}-5",1,"Defer[Int][E^(6 + E^(6 - (2*(3 - x^2))/x)/80 - (2*(3 - x^2))/x), x]/40 + (3*Defer[Int][E^(6 + E^(6 - (2*(3 - x^2))/x)/80 - (2*(3 - x^2))/x)/x^2, x])/40","F",0,0,0,0,-1,"{}"
124,1,22,0,0.426649,"\int \frac{-900+e^x (18000-900 x)}{-2500+e^x (2500-125 x)+125 x+(2500-125 x) \log (20-x)+\left(1500-75 x+e^x (-1500+75 x)+(-1500+75 x) \log (20-x)\right) \log \left(1-2 e^x+e^{2 x}+\left(-2+2 e^x\right) \log (20-x)+\log ^2(20-x)\right)+\left(-300+e^x (300-15 x)+15 x+(300-15 x) \log (20-x)\right) \log ^2\left(1-2 e^x+e^{2 x}+\left(-2+2 e^x\right) \log (20-x)+\log ^2(20-x)\right)+\left(20+e^x (-20+x)-x+(-20+x) \log (20-x)\right) \log ^3\left(1-2 e^x+e^{2 x}+\left(-2+2 e^x\right) \log (20-x)+\log ^2(20-x)\right)} \, dx","Int[(-900 + E^x*(18000 - 900*x))/(-2500 + E^x*(2500 - 125*x) + 125*x + (2500 - 125*x)*Log[20 - x] + (1500 - 75*x + E^x*(-1500 + 75*x) + (-1500 + 75*x)*Log[20 - x])*Log[1 - 2*E^x + E^(2*x) + (-2 + 2*E^x)*Log[20 - x] + Log[20 - x]^2] + (-300 + E^x*(300 - 15*x) + 15*x + (300 - 15*x)*Log[20 - x])*Log[1 - 2*E^x + E^(2*x) + (-2 + 2*E^x)*Log[20 - x] + Log[20 - x]^2]^2 + (20 + E^x*(-20 + x) - x + (-20 + x)*Log[20 - x])*Log[1 - 2*E^x + E^(2*x) + (-2 + 2*E^x)*Log[20 - x] + Log[20 - x]^2]^3),x]","\frac{225}{\left(5-\log \left(\left(e^x+\log (20-x)-1\right)^2\right)\right)^2}","\frac{25}{\left(\frac{1}{3} \left(\log \left(\left(-e^x-\log (20-x)+1\right)^2\right)+1\right)-2\right)^2}",1,"225/(5 - Log[(-1 + E^x + Log[20 - x])^2])^2","A",3,3,226,0.01327,1,"{6688, 12, 6686}"
125,1,22,0,0.0105895,"\int \frac{-32400000000+10800000000 x^2+60 e^{16} x^4}{e^{16} x^7} \, dx","Int[(-32400000000 + 10800000000*x^2 + 60*E^16*x^4)/(E^16*x^7),x]","\frac{5400000000}{e^{16} x^6}-\frac{2700000000}{e^{16} x^4}-\frac{30}{x^2}","\frac{3 \left(5-\frac{900000000}{e^{16} x^4}\right) \left(x-\frac{2}{x}\right)}{x}",1,"5400000000/(E^16*x^6) - 2700000000/(E^16*x^4) - 30/x^2","A",3,2,22,0.09091,1,"{12, 14}"
126,1,21,0,0.0144446,"\int \frac{-e^e x^2+8 x^3-4 \log ^2(\log (2))}{4 x^2} \, dx","Int[(-(E^E*x^2) + 8*x^3 - 4*Log[Log[2]]^2)/(4*x^2),x]","x^2-\frac{e^e x}{4}+\frac{\log ^2(\log (2))}{x}","x \left(x-\frac{e^e}{4}\right)+\frac{\log ^2(\log (2))-x}{x}-2",1,"-1/4*(E^E*x) + x^2 + Log[Log[2]]^2/x","A",3,2,28,0.07143,1,"{12, 14}"
127,1,36,0,0.3713563,"\int \frac{(-16+4 x+(4+4 x) \log (5+5 x)) \log (\log (3))}{e^5 \left(-100-75 x+25 x^2\right) \log (5+5 x)+e^5 \left(-40-30 x+10 x^2\right) \log (5+5 x) \log \left(\frac{2}{(-4+x) \log (5+5 x)}\right)+e^5 \left(-4-3 x+x^2\right) \log (5+5 x) \log ^2\left(\frac{2}{(-4+x) \log (5+5 x)}\right)} \, dx","Int[((-16 + 4*x + (4 + 4*x)*Log[5 + 5*x])*Log[Log[3]])/(E^5*(-100 - 75*x + 25*x^2)*Log[5 + 5*x] + E^5*(-40 - 30*x + 10*x^2)*Log[5 + 5*x]*Log[2/((-4 + x)*Log[5 + 5*x])] + E^5*(-4 - 3*x + x^2)*Log[5 + 5*x]*Log[2/((-4 + x)*Log[5 + 5*x])]^2),x]","-\frac{4 \log (\log (3))}{5 e^5 \left(\frac{5}{\log \left(-\frac{2}{(4-x) \log (5 (x+1))}\right)}+1\right)}","\frac{4 \log (\log (3))}{e^5 \left(\log \left(\frac{2}{(x-4) \log (5 (x+1))}\right)+5\right)}",1,"(-4*Log[Log[3]])/(5*E^5*(1 + 5/Log[-2/((4 - x)*Log[5*(1 + x)])]))","A",5,4,116,0.03448,1,"{12, 6688, 6711, 32}"
128,1,28,0,0.1451674,"\int \frac{497-139 x^2+10 x^4+e^x \left(245+245 x-70 x^2-70 x^3+5 x^4+5 x^5\right)}{49-14 x^2+x^4} \, dx","Int[(497 - 139*x^2 + 10*x^4 + E^x*(245 + 245*x - 70*x^2 - 70*x^3 + 5*x^4 + 5*x^5))/(49 - 14*x^2 + x^4),x]","\frac{x}{7-x^2}+10 x-5 e^x+5 e^x (x+1)","\frac{x}{7-x^2}+\frac{5}{4} \left(4 \left(e^x+2\right) x+4\right)",1,"-5*E^x + 10*x + 5*E^x*(1 + x) + x/(7 - x^2)","A",8,7,54,0.1296,1,"{28, 6742, 2176, 2194, 1157, 21, 8}"
129,1,33,0,0.701063,"\int \frac{4-4 x^2+6 x^3-8 x^5+e^x \left(-x^3+x^4+x^5-x^6\right)+\left(-x^3+x^5\right) \log \left(-x+x^3\right)}{-x^5+x^7} \, dx","Int[(4 - 4*x^2 + 6*x^3 - 8*x^5 + E^x*(-x^3 + x^4 + x^5 - x^6) + (-x^3 + x^5)*Log[-x + x^3])/(-x^5 + x^7),x]","\frac{1}{x^4}-\frac{\log \left(-x \left(1-x^2\right)\right)}{x}-\frac{e^x}{x}+\frac{5}{x}","\frac{1}{x^4}+\frac{-\log \left(x^3-x\right)-x-e^x+5}{x}",1,"x^(-4) + 5/x - E^x/x - Log[-(x*(1 - x^2))]/x","A",16,9,68,0.1324,1,"{1593, 6725, 2197, 207, 266, 44, 325, 2525, 453}"
130,1,16,0,0.3434677,"\int \frac{e^x (4+x)+\left(3 e^x+e^x (12+3 x) \log (4+x)\right) \log (2 \log (5))}{4+x} \, dx","Int[(E^x*(4 + x) + (3*E^x + E^x*(12 + 3*x)*Log[4 + x])*Log[2*Log[5]])/(4 + x),x]","e^x+3 e^x \log (\log (25)) \log (x+4)","e^x (3 \log (2 \log (5)) \log (x+4)+1)",1,"E^x + 3*E^x*Log[4 + x]*Log[Log[25]]","A",9,6,39,0.1538,1,"{6741, 6742, 2194, 2554, 2178, 2199}"
131,1,31,0,0.3068621,"\int e^{-e^4 x-e^4 \log (2)} \left(4+e^{e^4 x+e^4 \log (2)} \left(-3+e^{-2+x} (-1-x)\right)-4 e^4 x\right) \, dx","Int[E^(-(E^4*x) - E^4*Log[2])*(4 + E^(E^4*x + E^4*Log[2])*(-3 + E^(-2 + x)*(-1 - x)) - 4*E^4*x),x]","-e^{x-2} x+2^{2-e^4} e^{-e^4 x} x-3 x","x \left(-e^{x-2}+\frac{5}{x}+4 e^{-e^4 (x+\log (2))}-3\right)",1,"-3*x - E^(-2 + x)*x + (2^(2 - E^4)*x)/E^(E^4*x)","A",11,5,53,0.09434,1,"{2274, 12, 6742, 2194, 2176}"
132,0,0,0,0.7148235,"\int \frac{e^{-2 x} \left(-14 x+16 x^2-2 x^3+8 x \log (7-x)+\left(-28+60 x-8 x^2\right) \log ^2(7-x)\right)}{81 (-7+x)} \, dx","Int[(-14*x + 16*x^2 - 2*x^3 + 8*x*Log[7 - x] + (-28 + 60*x - 8*x^2)*Log[7 - x]^2)/(81*E^(2*x)*(-7 + x)),x]","\int \frac{e^{-2 x} \left(-14 x+16 x^2-2 x^3+8 x \log (7-x)+\left(-28+60 x-8 x^2\right) \log ^2(7-x)\right)}{81 (-7+x)} \, dx","\frac{1}{81} e^{-2 x} x \left(x+4 \log ^2(7-x)\right)",1,"x^2/(81*E^(2*x)) + (4*ExpIntegralEi[2*(7 - x)])/(81*E^14) - (4*Log[7 - x])/(81*E^(2*x)) + (56*ExpIntegralEi[2*(7 - x)]*Log[7 - x])/(81*E^14) - (56*Defer[Int][ExpIntegralEi[14 - 2*x]/(-7 + x), x])/(81*E^14) - (52*Defer[Int][Log[7 - x]^2/E^(2*x), x])/81 + (8*Defer[Int][((7 - x)*Log[7 - x]^2)/E^(2*x), x])/81","F",0,0,0,0,-1,"{}"
133,0,0,0,0.1477568,"\int \frac{10 e^x x^2+e^{\frac{-1-e+2 e^5 x+2 x^2}{2 x}} \left(1+e+2 x^2\right)}{10 x^2} \, dx","Int[(10*E^x*x^2 + E^((-1 - E + 2*E^5*x + 2*x^2)/(2*x))*(1 + E + 2*x^2))/(10*x^2),x]","\int \frac{10 e^x x^2+e^{\frac{-1-e+2 e^5 x+2 x^2}{2 x}} \left(1+e+2 x^2\right)}{10 x^2} \, dx","\frac{1}{5} \left(e^{x-\frac{1+e}{2 x}+e^5}+e^4\right)+e^x+5",1,"E^x + Defer[Int][E^(E^5 - (1 + E)/(2*x) + x), x]/5 + ((1 + E)*Defer[Int][E^(E^5 - (1 + E)/(2*x) + x)/x^2, x])/10","F",0,0,0,0,-1,"{}"
134,0,0,0,0.7963481,"\int \frac{-27-27 x-9 x^2-x^3+e^{\frac{35+27 x+5 x^2+x^3}{9+6 x+x^2}} \left(11+3 x+9 x^2+x^3\right)}{27+27 x+9 x^2+x^3} \, dx","Int[(-27 - 27*x - 9*x^2 - x^3 + E^((35 + 27*x + 5*x^2 + x^3)/(9 + 6*x + x^2))*(11 + 3*x + 9*x^2 + x^3))/(27 + 27*x + 9*x^2 + x^3),x]","\int \frac{-27-27 x-9 x^2-x^3+e^{\frac{35+27 x+5 x^2+x^3}{9+6 x+x^2}} \left(11+3 x+9 x^2+x^3\right)}{27+27 x+9 x^2+x^3} \, dx","e^{-\frac{4 \left(x^2-2\right)}{(x+3)^2}+x+3}-x+5 \log (5)",1,"-x + 81/(2*(3 + x)^2) - (9*x^2)/(2*(3 + x)^2) - 27/(3 + x) + Defer[Int][E^((35 + 27*x + 5*x^2 + x^3)/(3 + x)^2), x] + 56*Defer[Int][E^((35 + 27*x + 5*x^2 + x^3)/(3 + x)^2)/(3 + x)^3, x] - 24*Defer[Int][E^((35 + 27*x + 5*x^2 + x^3)/(3 + x)^2)/(3 + x)^2, x]","F",0,0,0,0,-1,"{}"
135,1,31,0,0.1395281,"\int \frac{-10+x^2+e^{5 x} (-1+5 x)+e^x \left(4-4 x+x^2\right)-5 \log (4)}{x^2} \, dx","Int[(-10 + x^2 + E^(5*x)*(-1 + 5*x) + E^x*(4 - 4*x + x^2) - 5*Log[4])/x^2,x]","x+e^x-\frac{4 e^x}{x}+\frac{e^{5 x}}{x}+\frac{5 (2+\log (4))}{x}","\frac{e^x+e^{5 x}-\left((5-x) \left(x+e^x-2-\log (4)\right)\right)}{x}",1,"E^x - (4*E^x)/x + E^(5*x)/x + x + (5*(2 + Log[4]))/x","A",11,6,36,0.1667,1,"{14, 2199, 2194, 2177, 2178, 2197}"
136,0,0,0,19.9951188,"\int \frac{450 x-360 x^2+9 x^3-24 x^4-2 x^5+e^x \left(-450+360 x+15 x^3+2 x^4\right)+\left(-225 x^2+360 x^3-114 x^4-24 x^5-x^6+e^x \left(225 x-360 x^2+114 x^3+24 x^4+x^5\right)+\left(-9 e^x x^3+9 x^4\right) \log \left(-e^x+x\right)\right) \log ^2\left(\frac{225-360 x+114 x^2+24 x^3+x^4-9 x^2 \log \left(-e^x+x\right)}{9 x^2}\right)}{\left(225 x^2-360 x^3+114 x^4+24 x^5+x^6+e^x \left(-225 x+360 x^2-114 x^3-24 x^4-x^5\right)+\left(9 e^x x^3-9 x^4\right) \log \left(-e^x+x\right)\right) \log ^2\left(\frac{225-360 x+114 x^2+24 x^3+x^4-9 x^2 \log \left(-e^x+x\right)}{9 x^2}\right)} \, dx","Int[(450*x - 360*x^2 + 9*x^3 - 24*x^4 - 2*x^5 + E^x*(-450 + 360*x + 15*x^3 + 2*x^4) + (-225*x^2 + 360*x^3 - 114*x^4 - 24*x^5 - x^6 + E^x*(225*x - 360*x^2 + 114*x^3 + 24*x^4 + x^5) + (-9*E^x*x^3 + 9*x^4)*Log[-E^x + x])*Log[(225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])/(9*x^2)]^2)/((225*x^2 - 360*x^3 + 114*x^4 + 24*x^5 + x^6 + E^x*(-225*x + 360*x^2 - 114*x^3 - 24*x^4 - x^5) + (9*E^x*x^3 - 9*x^4)*Log[-E^x + x])*Log[(225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])/(9*x^2)]^2),x]","\int \frac{450 x-360 x^2+9 x^3-24 x^4-2 x^5+e^x \left(-450+360 x+15 x^3+2 x^4\right)+\left(-225 x^2+360 x^3-114 x^4-24 x^5-x^6+e^x \left(225 x-360 x^2+114 x^3+24 x^4+x^5\right)+\left(-9 e^x x^3+9 x^4\right) \log \left(-e^x+x\right)\right) \log ^2\left(\frac{225-360 x+114 x^2+24 x^3+x^4-9 x^2 \log \left(-e^x+x\right)}{9 x^2}\right)}{\left(225 x^2-360 x^3+114 x^4+24 x^5+x^6+e^x \left(-225 x+360 x^2-114 x^3-24 x^4-x^5\right)+\left(9 e^x x^3-9 x^4\right) \log \left(-e^x+x\right)\right) \log ^2\left(\frac{225-360 x+114 x^2+24 x^3+x^4-9 x^2 \log \left(-e^x+x\right)}{9 x^2}\right)} \, dx","\frac{1}{\log \left(\left(2-\frac{5-\left(\frac{x}{3}+2\right) x}{x}\right)^2-\log \left(x-e^x\right)\right)}-x",1,"-x - 360*Defer[Int][1/((225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x] + 450*Defer[Int][1/(x*(225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x] - 15*Defer[Int][x^2/((225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x] - 9*Defer[Int][x^2/((E^x - x)*(225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x] - 2*Defer[Int][x^3/((225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x] + 9*Defer[Int][x^3/((E^x - x)*(225 - 360*x + 114*x^2 + 24*x^3 + x^4 - 9*x^2*Log[-E^x + x])*Log[(-15 + 12*x + x^2)^2/(9*x^2) - Log[-E^x + x]]^2), x]","F",0,0,0,0,-1,"{}"
137,1,28,0,0.4563426,"\int \frac{\left(e^{\frac{x^3}{2+x}} \left(48 x^2+16 x^3\right) \log (\log (2))+\left(-128-128 x-32 x^2\right) \log ^2(\log (2))\right) \log (\log (4))}{e^{\frac{2 x^3}{2+x}} \left(4+4 x+x^2\right)+e^{\frac{x^3}{2+x}} \left(-32 x-32 x^2-8 x^3\right) \log (\log (2))+\left(64 x^2+64 x^3+16 x^4\right) \log ^2(\log (2))} \, dx","Int[((E^(x^3/(2 + x))*(48*x^2 + 16*x^3)*Log[Log[2]] + (-128 - 128*x - 32*x^2)*Log[Log[2]]^2)*Log[Log[4]])/(E^((2*x^3)/(2 + x))*(4 + 4*x + x^2) + E^(x^3/(2 + x))*(-32*x - 32*x^2 - 8*x^3)*Log[Log[2]] + (64*x^2 + 64*x^3 + 16*x^4)*Log[Log[2]]^2),x]","-\frac{8 \log (\log (2)) \log (\log (4))}{e^{\frac{x^3}{x+2}}-4 x \log (\log (2))}","\frac{2 \log (\log (4))}{x-\frac{e^{\frac{x^3}{x+2}}}{4 \log (\log (2))}}",1,"(-8*Log[Log[2]]*Log[Log[4]])/(E^(x^3/(2 + x)) - 4*x*Log[Log[2]])","A",4,3,122,0.02459,1,"{12, 6688, 6686}"
138,0,0,0,0.2552102,"\int \frac{-1+4 x+\left(1+x-2 x^2\right) \log (5 x)}{-2+x \log (5 x)} \, dx","Int[(-1 + 4*x + (1 + x - 2*x^2)*Log[5*x])/(-2 + x*Log[5*x]),x]","\int \frac{-1+4 x+\left(1+x-2 x^2\right) \log (5 x)}{-2+x \log (5 x)} \, dx","-x^2+x+\log (2-x \log (5 x))+4",1,"x - x^2 + Log[x] + Defer[Int][(-2 + x*Log[5*x])^(-1), x] + 2*Defer[Int][1/(x*(-2 + x*Log[5*x])), x]","F",0,0,0,0,-1,"{}"
139,1,35,0,0.2778083,"\int \frac{-2-2 x-6 x^3-16 x^4-10 x^5+e^x \left(-1-3 x^3-8 x^4-5 x^5\right)+\left(-2 x-e^x x\right) \log \left(\frac{16 x}{25}\right)}{2 x+e^x x} \, dx","Int[(-2 - 2*x - 6*x^3 - 16*x^4 - 10*x^5 + E^x*(-1 - 3*x^3 - 8*x^4 - 5*x^5) + (-2*x - E^x*x)*Log[(16*x)/25])/(2*x + E^x*x),x]","-x^5-2 x^4-x^3-x \log \left(\frac{16 x}{25}\right)+\log \left(e^x+2\right)-\log (x)","\log \left(\frac{e^x+2}{x}\right)-x \left(\left(x^2+x\right)^2+\log \left(\frac{16 x}{25}\right)\right)",1,"-x^3 - 2*x^4 - x^5 + Log[2 + E^x] - x*Log[(16*x)/25] - Log[x]","A",11,7,70,0.1000,1,"{6742, 2282, 36, 29, 31, 14, 2295}"
140,0,0,0,11.5757082,"\int \frac{\exp \left(\frac{1}{9} \left(144-96 x+160 x^2-96 x^3+16 x^4+\left(72-24 x+72 x^2-24 x^3\right) \log \left(7-x^2\right)+\left(9+9 x^2\right) \log ^2\left(7-x^2\right)\right)\right) \left(672-2096 x+1872 x^2+16 x^3-336 x^4+64 x^5+\left(168-972 x+480 x^2+180 x^3-72 x^4\right) \log \left(7-x^2\right)+\left(-126 x+18 x^3\right) \log ^2\left(7-x^2\right)\right)}{-63+9 x^2} \, dx","Int[(E^((144 - 96*x + 160*x^2 - 96*x^3 + 16*x^4 + (72 - 24*x + 72*x^2 - 24*x^3)*Log[7 - x^2] + (9 + 9*x^2)*Log[7 - x^2]^2)/9)*(672 - 2096*x + 1872*x^2 + 16*x^3 - 336*x^4 + 64*x^5 + (168 - 972*x + 480*x^2 + 180*x^3 - 72*x^4)*Log[7 - x^2] + (-126*x + 18*x^3)*Log[7 - x^2]^2))/(-63 + 9*x^2),x]","\int \frac{\exp \left(\frac{1}{9} \left(144-96 x+160 x^2-96 x^3+16 x^4+\left(72-24 x+72 x^2-24 x^3\right) \log \left(7-x^2\right)+\left(9+9 x^2\right) \log ^2\left(7-x^2\right)\right)\right) \left(672-2096 x+1872 x^2+16 x^3-336 x^4+64 x^5+\left(168-972 x+480 x^2+180 x^3-72 x^4\right) \log \left(7-x^2\right)+\left(-126 x+18 x^3\right) \log ^2\left(7-x^2\right)\right)}{-63+9 x^2} \, dx","e^{\left(x^2+1\right) \left(\log \left(7-x^2\right)-\frac{4 x}{3}+4\right)^2}",1,"(-160*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9), x])/3 - (64*(3 - Sqrt[7])*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)/(Sqrt[7] - x), x])/3 + (464*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x, x])/9 - (112*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x^2, x])/3 + (64*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x^3, x])/9 + (64*(3 + Sqrt[7])*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)/(Sqrt[7] + x), x])/3 - (8*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*Log[7 - x^2], x])/3 - 16*Defer[Int][(E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*Log[7 - x^2])/(Sqrt[7] - x), x] + 20*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x*Log[7 - x^2], x] - 8*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x^2*Log[7 - x^2], x] + 16*Defer[Int][(E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*Log[7 - x^2])/(Sqrt[7] + x), x] + 2*Defer[Int][E^(((1 + x^2)*(-12 + 4*x - 3*Log[7 - x^2])^2)/9)*x*Log[7 - x^2]^2, x]","F",0,0,0,0,-1,"{}"
141,1,29,0,0.09391,"\int \frac{1}{2} \left(-1+e^{e+\frac{1}{2} e^e \left(10 x+5 x^2\right)} (5+5 x)\right) \, dx","Int[(-1 + E^(E + (E^E*(10*x + 5*x^2))/2)*(5 + 5*x))/2,x]","\frac{1}{2} e^{\frac{5 e^e x^2}{2}+5 e^e x}-\frac{x}{2}","\frac{1}{2} \left(e^{5 e^e \left(\frac{x}{2}+1\right) x}-x\right)",1,"E^(5*E^E*x + (5*E^E*x^2)/2)/2 - x/2","A",4,3,32,0.09375,1,"{12, 2244, 2236}"
142,0,0,0,17.8839538,"\int \frac{8 x+4 x \log \left(\frac{5}{x^2}\right)+\left(-8+e^{x/4} x\right) \log ^2\left(\frac{5}{x^2}\right)+8 \log ^2\left(\frac{5}{x^2}\right) \log \left(\frac{x}{3}\right)}{4 x^2 \log \left(\frac{5}{x^2}\right)+\left(4 x+4 e^{x/4} x\right) \log ^2\left(\frac{5}{x^2}\right)-8 x \log ^2\left(\frac{5}{x^2}\right) \log \left(\frac{x}{3}\right)+4 x \log ^2\left(\frac{5}{x^2}\right) \log ^2\left(\frac{x}{3}\right)} \, dx","Int[(8*x + 4*x*Log[5/x^2] + (-8 + E^(x/4)*x)*Log[5/x^2]^2 + 8*Log[5/x^2]^2*Log[x/3])/(4*x^2*Log[5/x^2] + (4*x + 4*E^(x/4)*x)*Log[5/x^2]^2 - 8*x*Log[5/x^2]^2*Log[x/3] + 4*x*Log[5/x^2]^2*Log[x/3]^2),x]","\int \frac{8 x+4 x \log \left(\frac{5}{x^2}\right)+\left(-8+e^{x/4} x\right) \log ^2\left(\frac{5}{x^2}\right)+8 \log ^2\left(\frac{5}{x^2}\right) \log \left(\frac{x}{3}\right)}{4 x^2 \log \left(\frac{5}{x^2}\right)+\left(4 x+4 e^{x/4} x\right) \log ^2\left(\frac{5}{x^2}\right)-8 x \log ^2\left(\frac{5}{x^2}\right) \log \left(\frac{x}{3}\right)+4 x \log ^2\left(\frac{5}{x^2}\right) \log ^2\left(\frac{x}{3}\right)} \, dx","\log \left(\frac{x}{\log \left(\frac{5}{x^2}\right)}+e^{x/4}+\left(\log \left(\frac{x}{3}\right)-1\right)^2\right)",1,"x/4 + Defer[Int][x/(-x - Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x])), x]/4 + ((1 + Log[9])*Defer[Int][Log[5/x^2]/(-x - Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x])), x])/4 + 2*Defer[Int][Log[5/x^2]/(x*(-x - Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x]))), x] + Defer[Int][(Log[5/x^2]*Log[x/3]^2)/(-x - Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x])), x]/4 + Defer[Int][(x + Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x]))^(-1), x] + 2*Defer[Int][1/(Log[5/x^2]*(x + Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x]))), x] + 2*Defer[Int][(Log[5/x^2]*Log[x/3])/(x*(x + Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x]))), x] + Defer[Int][(Log[5/x^2]*Log[x])/(x + Log[5/x^2]*(1 + E^(x/4) + Log[9] + Log[x/3]^2 - 2*Log[x])), x]/2","F",0,0,0,0,-1,"{}"
143,0,0,0,2.6543356,"\int \frac{-2 x^2+\left(-4 x-2 x^2+2 x^3\right) \log (2-x)+\left(\left(-8 x^2+4 x^3\right) \log (2-x)+\left(-8 x+4 x^2\right) \log (2-x) \log \left(\frac{x}{\log (2-x)}\right)\right) \log \left(x+\log \left(\frac{x}{\log (2-x)}\right)\right)}{\left(-2 x+x^2\right) \log (2-x)+(-2+x) \log (2-x) \log \left(\frac{x}{\log (2-x)}\right)} \, dx","Int[(-2*x^2 + (-4*x - 2*x^2 + 2*x^3)*Log[2 - x] + ((-8*x^2 + 4*x^3)*Log[2 - x] + (-8*x + 4*x^2)*Log[2 - x]*Log[x/Log[2 - x]])*Log[x + Log[x/Log[2 - x]]])/((-2*x + x^2)*Log[2 - x] + (-2 + x)*Log[2 - x]*Log[x/Log[2 - x]]),x]","\int \frac{-2 x^2+\left(-4 x-2 x^2+2 x^3\right) \log (2-x)+\left(\left(-8 x^2+4 x^3\right) \log (2-x)+\left(-8 x+4 x^2\right) \log (2-x) \log \left(\frac{x}{\log (2-x)}\right)\right) \log \left(x+\log \left(\frac{x}{\log (2-x)}\right)\right)}{\left(-2 x+x^2\right) \log (2-x)+(-2+x) \log (2-x) \log \left(\frac{x}{\log (2-x)}\right)} \, dx","2 x^2 \log \left(x+\log \left(\frac{x}{\log (2-x)}\right)\right)",1,"2*Defer[Int][x/(x + Log[x/Log[2 - x]]), x] + 2*Defer[Int][x^2/(x + Log[x/Log[2 - x]]), x] - 4*Defer[Int][1/(Log[2 - x]*(x + Log[x/Log[2 - x]])), x] - 8*Defer[Int][1/((-2 + x)*Log[2 - x]*(x + Log[x/Log[2 - x]])), x] - 2*Defer[Int][x/(Log[2 - x]*(x + Log[x/Log[2 - x]])), x] + 4*Defer[Int][x*Log[x + Log[x/Log[2 - x]]], x]","F",0,0,0,0,-1,"{}"
144,1,11,0,0.0213595,"\int \frac{12 e^{-\frac{12}{-2+x}}}{4-4 x+x^2} \, dx","Int[12/(E^(12/(-2 + x))*(4 - 4*x + x^2)),x]","e^{\frac{12}{2-x}}","e^{\frac{6}{\frac{x+2}{2}-x}}",1,"E^(12/(2 - x))","A",3,3,21,0.1429,1,"{12, 27, 2209}"
145,1,21,0,0.1731717,"\int \left(2+2^{2 e^x x} e^x (2+2 x) \log (2)+2^{e^x x} e^x (8+8 x) \log (2)\right) \, dx","Int[2 + 2^(2*E^x*x)*E^x*(2 + 2*x)*Log[2] + 2^(E^x*x)*E^x*(8 + 8*x)*Log[2],x]","2 x+2^{2 e^x x}+2^{e^x x+3}","\left(2^{e^x x}+4\right)^2+2 x+1-4 \log (5)",1,"2^(2*E^x*x) + 2^(3 + E^x*x) + 2*x","A",3,1,39,0.02564,1,"{6706}"
146,1,18,0,0.061969,"\int -\frac{e^{\frac{5+\left(5-\log ^2(9)\right) \log (x)}{-5+\log ^2(9)}}}{x} \, dx","Int[-(E^((5 + (5 - Log[9]^2)*Log[x])/(-5 + Log[9]^2))/x),x]","\frac{e^{-\frac{5}{5-\log ^2(9)}}}{x}","\frac{e^{\frac{5}{\log ^2(9)-5}}}{x}",1,"1/(E^(5/(5 - Log[9]^2))*x)","A",4,4,29,0.1379,1,"{2274, 7, 12, 30}"
147,1,25,0,0.5163421,"\int \frac{18+9 x-4 x^2+4 x^3-x^4+\left(9 x-3 x^2\right) \log \left(\frac{e^x (-9+3 x)}{x^2}\right)}{-3 x-5 x^2-x^3+x^4} \, dx","Int[(18 + 9*x - 4*x^2 + 4*x^3 - x^4 + (9*x - 3*x^2)*Log[(E^x*(-9 + 3*x))/x^2])/(-3*x - 5*x^2 - x^3 + x^4),x]","\frac{3 \log \left(-\frac{3 e^x (3-x)}{x^2}\right)}{x+1}-x","\frac{3 \log \left(\frac{3 e^x (x-3)}{x^2}\right)}{x+1}-x+2",1,"-x + (3*Log[(-3*E^x*(3 - x))/x^2])/(1 + x)","A",16,8,63,0.1270,1,"{6741, 6742, 44, 72, 77, 88, 2551, 1612}"
148,1,377,0,1.4652996,"\int \frac{-\frac{22500 e^8}{x}-22500 e^{20} x^3+22500 e^{20} x^3 \log (x)-900 e^{10} x \log ^2(x)+900 e^{10} x \log ^3(x)+\log ^5(x)+\frac{e^6 \left(-90000 e^5 x^3+22500 e^5 x^3 \log (x)\right)}{x^3}+\frac{e^4 \left(-135000 e^{10} x^3+67500 e^{10} x^3 \log (x)-900 x \log ^2(x)\right)}{x^2}+\frac{e^2 \left(-90000 e^{15} x^3+67500 e^{15} x^3 \log (x)-1800 e^5 x \log ^2(x)+900 e^5 x \log ^3(x)\right)}{x}}{\log ^5(x)} \, dx","Int[((-22500*E^8)/x - 22500*E^20*x^3 + 22500*E^20*x^3*Log[x] - 900*E^10*x*Log[x]^2 + 900*E^10*x*Log[x]^3 + Log[x]^5 + (E^6*(-90000*E^5*x^3 + 22500*E^5*x^3*Log[x]))/x^3 + (E^4*(-135000*E^10*x^3 + 67500*E^10*x^3*Log[x] - 900*x*Log[x]^2))/x^2 + (E^2*(-90000*E^15*x^3 + 67500*E^15*x^3*Log[x] - 1800*E^5*x*Log[x]^2 + 900*E^5*x*Log[x]^3))/x)/Log[x]^5,x]","\frac{5625 e^{20} x^4}{\log ^4(x)}+\frac{7500 e^{20} x^4}{\log ^3(x)}+\frac{15000 e^{20} x^4}{\log ^2(x)}+\frac{60000 e^{20} x^4}{\log (x)}+\frac{22500 e^{17} x^3}{\log ^4(x)}+\frac{22500 e^{17} x^3}{\log ^3(x)}+\frac{33750 e^{17} x^3}{\log ^2(x)}+\frac{101250 e^{17} x^3}{\log (x)}+\frac{33750 e^{14} x^2}{\log ^4(x)}+\frac{22500 e^{14} x^2}{\log ^3(x)}+\frac{22500 e^{14} x^2}{\log ^2(x)}+\frac{450 e^{10} x^2}{\log ^2(x)}+\frac{45000 e^{14} x^2}{\log (x)}+\frac{900 e^{10} x^2}{\log (x)}+x+\frac{22500 e^{11} x}{\log ^4(x)}+\frac{5625 e^8}{\log ^4(x)}-\frac{7500 e^{11} \left(e^3 x+1\right)^3 x}{\log ^3(x)}+\frac{7500 e^{11} x}{\log ^3(x)}-\frac{15000 e^{11} \left(e^3 x+1\right)^3 x}{\log ^2(x)}+\frac{11250 e^{11} \left(e^3 x+1\right)^2 x}{\log ^2(x)}+\frac{3750 e^{11} x}{\log ^2(x)}+\frac{900 e^7 x}{\log ^2(x)}+\frac{450 e^4}{\log ^2(x)}-\frac{60000 e^{11} \left(e^3 x+1\right)^3 x}{\log (x)}+\frac{78750 e^{11} \left(e^3 x+1\right)^2 x}{\log (x)}-\frac{22500 e^{11} \left(e^3 x+1\right) x}{\log (x)}-\frac{900 e^7 \left(e^3 x+1\right) x}{\log (x)}+\frac{3750 e^{11} x}{\log (x)}+\frac{900 e^7 x}{\log (x)}","9 \left(\frac{25 \left(\frac{e^2}{x}+e^5\right)^2 x^2}{\log ^2(x)}+1\right)^2+x",1,"x + (5625*E^8)/Log[x]^4 + (22500*E^11*x)/Log[x]^4 + (33750*E^14*x^2)/Log[x]^4 + (22500*E^17*x^3)/Log[x]^4 + (5625*E^20*x^4)/Log[x]^4 + (7500*E^11*x)/Log[x]^3 + (22500*E^14*x^2)/Log[x]^3 + (22500*E^17*x^3)/Log[x]^3 + (7500*E^20*x^4)/Log[x]^3 - (7500*E^11*x*(1 + E^3*x)^3)/Log[x]^3 + (450*E^4)/Log[x]^2 + (900*E^7*x)/Log[x]^2 + (3750*E^11*x)/Log[x]^2 + (450*E^10*x^2)/Log[x]^2 + (22500*E^14*x^2)/Log[x]^2 + (33750*E^17*x^3)/Log[x]^2 + (15000*E^20*x^4)/Log[x]^2 + (11250*E^11*x*(1 + E^3*x)^2)/Log[x]^2 - (15000*E^11*x*(1 + E^3*x)^3)/Log[x]^2 + (900*E^7*x)/Log[x] + (3750*E^11*x)/Log[x] + (900*E^10*x^2)/Log[x] + (45000*E^14*x^2)/Log[x] + (101250*E^17*x^3)/Log[x] + (60000*E^20*x^4)/Log[x] - (900*E^7*x*(1 + E^3*x))/Log[x] - (22500*E^11*x*(1 + E^3*x))/Log[x] + (78750*E^11*x*(1 + E^3*x)^2)/Log[x] - (60000*E^11*x*(1 + E^3*x)^3)/Log[x]","B",101,12,161,0.07453,1,"{6688, 6742, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2320, 2330}"
149,1,20,0,0.1890408,"\int \frac{e^{\frac{9}{e^{10} \log ^2\left(e^5+x\right)}} (-18-18 \log (3))}{\left(e^{15}+e^{10} x\right) \log ^3\left(e^5+x\right)} \, dx","Int[(E^(9/(E^10*Log[E^5 + x]^2))*(-18 - 18*Log[3]))/((E^15 + E^10*x)*Log[E^5 + x]^3),x]","(1+\log (3)) e^{\frac{9}{e^{10} \log ^2\left(x+e^5\right)}}","(1+\log (3)) e^{\frac{9}{e^{10} \log ^2\left(x+e^5\right)}}",1,"E^(9/(E^10*Log[E^5 + x]^2))*(1 + Log[3])","A",2,2,41,0.04878,1,"{12, 6706}"
150,0,0,0,1.4352775,"\int \frac{\exp \left(-\frac{2 x^2}{36+4 e^2+e (24-8 x)-24 x+4 x^2}\right) \left(1350+50 e^3+e^2 (450-150 x)-1350 x+300 x^2-50 x^3+e \left(1350-900 x+100 x^2\right)\right)}{27+e^3+e^2 (9-3 x)-27 x+9 x^2-x^3+e \left(27-18 x+3 x^2\right)} \, dx","Int[(1350 + 50*E^3 + E^2*(450 - 150*x) - 1350*x + 300*x^2 - 50*x^3 + E*(1350 - 900*x + 100*x^2))/(E^((2*x^2)/(36 + 4*E^2 + E*(24 - 8*x) - 24*x + 4*x^2))*(27 + E^3 + E^2*(9 - 3*x) - 27*x + 9*x^2 - x^3 + E*(27 - 18*x + 3*x^2))),x]","\int \frac{\exp \left(-\frac{2 x^2}{36+4 e^2+e (24-8 x)-24 x+4 x^2}\right) \left(1350+50 e^3+e^2 (450-150 x)-1350 x+300 x^2-50 x^3+e \left(1350-900 x+100 x^2\right)\right)}{27+e^3+e^2 (9-3 x)-27 x+9 x^2-x^3+e \left(27-18 x+3 x^2\right)} \, dx","50 e^{-\frac{x^2}{2 (-x+e+3)^2}} x",1,"50*Defer[Int][E^(-1/2*x^2/(3 + E - x)^2), x] - 50*(3 + E)^3*Defer[Int][1/(E^(x^2/(2*(3 + E - x)^2))*(3 + E - x)^3), x] + 100*(3 + E)^2*Defer[Int][1/(E^(x^2/(2*(3 + E - x)^2))*(3 + E - x)^2), x] - 50*(3 + E)*Defer[Int][1/(E^(x^2/(2*(3 + E - x)^2))*(3 + E - x)), x]","F",0,0,0,0,-1,"{}"
151,1,35,0,0.0384087,"\int \frac{e^{-\log ^2(x)} \left(25-48 x+42 x^2-16 x^3+5 x^4+\left(-50+48 x-28 x^2+8 x^3-2 x^4\right) \log (x)\right)}{4 \log (3)} \, dx","Int[(25 - 48*x + 42*x^2 - 16*x^3 + 5*x^4 + (-50 + 48*x - 28*x^2 + 8*x^3 - 2*x^4)*Log[x])/(4*E^Log[x]^2*Log[3]),x]","\frac{x \left(x^4-4 x^3+14 x^2-24 x+25\right) e^{-\log ^2(x)}}{4 \log (3)}","\frac{x \left(\left(\frac{1}{2} \left(-x^2-5\right)+x\right)^2-x\right) e^{-\log ^2(x)}}{\log (3)}",1,"(x*(25 - 24*x + 14*x^2 - 4*x^3 + x^4))/(4*E^Log[x]^2*Log[3])","A",2,2,59,0.03390,1,"{12, 2288}"
152,1,26,0,1.3627941,"\int \frac{e^{\frac{4 x^3}{11 x-2 e^2 x-2 x^2+2 \log (x)}} \left(-8 x^2+88 x^3-16 e^2 x^3-8 x^4+24 x^2 \log (x)\right)}{121 x^2+4 e^4 x^2-44 x^3+4 x^4+e^2 \left(-44 x^2+8 x^3\right)+\left(44 x-8 e^2 x-8 x^2\right) \log (x)+4 \log ^2(x)} \, dx","Int[(E^((4*x^3)/(11*x - 2*E^2*x - 2*x^2 + 2*Log[x]))*(-8*x^2 + 88*x^3 - 16*E^2*x^3 - 8*x^4 + 24*x^2*Log[x]))/(121*x^2 + 4*E^4*x^2 - 44*x^3 + 4*x^4 + E^2*(-44*x^2 + 8*x^3) + (44*x - 8*E^2*x - 8*x^2)*Log[x] + 4*Log[x]^2),x]","\exp \left(\frac{4 x^3}{\left(-2 x-2 e^2+11\right) x+2 \log (x)}\right)","e^{\frac{2 x^2}{-x+\frac{\log (x)}{x}-e^2+\frac{11}{2}}}-\frac{4}{e^2}",1,"E^((4*x^3)/((11 - 2*E^2 - 2*x)*x + 2*Log[x]))","A",5,4,125,0.03200,1,"{6, 6688, 12, 6706}"
153,1,24,0,0.2201102,"\int \frac{-40 x^3+8 x^4+\left(-60 x^2-120 x^3+12 x^4+e \left(-20 x^6+4 x^7\right)\right) \log \left(5+10 x-x^2\right)+e \left(-30 x^5-60 x^6+6 x^7\right) \log ^2\left(5+10 x-x^2\right)}{e \left(-5-10 x+x^2\right)} \, dx","Int[(-40*x^3 + 8*x^4 + (-60*x^2 - 120*x^3 + 12*x^4 + E*(-20*x^6 + 4*x^7))*Log[5 + 10*x - x^2] + E*(-30*x^5 - 60*x^6 + 6*x^7)*Log[5 + 10*x - x^2]^2)/(E*(-5 - 10*x + x^2)),x]","\frac{\left(e x^3 \log \left(-x^2+10 x+5\right)+2\right)^2}{e^2}","\left(x^3 \log ((10-x) x+5)+\frac{2}{e}\right)^2",1,"(2 + E*x^3*Log[5 + 10*x - x^2])^2/E^2","A",4,3,97,0.03093,1,"{12, 6688, 6686}"
154,1,109,0,1.8481483,"\int \frac{e^{x+x^2} \left(4 x+2 x^3-4 x^4+e^x \left(-2 x-x^2+2 x^4\right)+\left(-1-x-x^2+2 x^3\right) \log (4)\right)}{1-2 x+x^2} \, dx","Int[(E^(x + x^2)*(4*x + 2*x^3 - 4*x^4 + E^x*(-2*x - x^2 + 2*x^4) + (-1 - x - x^2 + 2*x^3)*Log[4]))/(1 - 2*x + x^2),x]","-2 e^{x^2+x} x+e^{x^2+2 x} x-2 e^{x^2+x}+e^{x^2+2 x}+\frac{2 e^{x^2+x}}{1-x}-\frac{e^{x^2+2 x}}{1-x}-\frac{e^{x^2+x} \left(-2 x^3+x^2+x\right) \log (4)}{(1-x)^2 (2 x+1)}","\frac{e^{x^2+x} x \left(e^x x-2 x+\log (4)\right)}{x-1}",1,"-2*E^(x + x^2) + E^(2*x + x^2) + (2*E^(x + x^2))/(1 - x) - E^(2*x + x^2)/(1 - x) - 2*E^(x + x^2)*x + E^(2*x + x^2)*x - (E^(x + x^2)*(x + x^2 - 2*x^3)*Log[4])/((1 - x)^2*(1 + 2*x))","B",51,8,68,0.1176,1,"{27, 6742, 2242, 2234, 2204, 2240, 2241, 2288}"
155,0,0,0,0.7028543,"\int \frac{1+e^x (1-x)+e^{5+x} (-2+x)}{5 e^{10+2 x}-10 e^{5+x} x+5 x^2} \, dx","Int[(1 + E^x*(1 - x) + E^(5 + x)*(-2 + x))/(5*E^(10 + 2*x) - 10*E^(5 + x)*x + 5*x^2),x]","\int \frac{1+e^x (1-x)+e^{5+x} (-2+x)}{5 e^{10+2 x}-10 e^{5+x} x+5 x^2} \, dx","\frac{-x+e^x+1}{5 \left(e^{x+5}-x\right)}+8",1,"Defer[Int][(E^(5 + x) - x)^(-2), x]/5 - ((2 - E^(-5))*Defer[Int][(E^(5 + x) - x)^(-1), x])/5 - ((2 - E^(-5))*Defer[Int][x/(E^(5 + x) - x)^2, x])/5 + ((1 - E^(-5))*Defer[Int][x/(E^(5 + x) - x), x])/5 + ((1 - E^(-5))*Defer[Int][x^2/(E^(5 + x) - x)^2, x])/5","F",0,0,0,0,-1,"{}"
156,1,34,0,0.1271376,"\int \frac{10602576-29160 x-2916 x^2+23328 \log (\log (12))+2916 \log ^2(\log (12))}{1-1454 x+528531 x^2-1454 x^3+x^4+\left(-4+2904 x+2904 x^2-4 x^3\right) \log (\log (12))+\left(6-1446 x+6 x^2\right) \log ^2(\log (12))+(-4-4 x) \log ^3(\log (12))+\log ^4(\log (12))} \, dx","Int[(10602576 - 29160*x - 2916*x^2 + 23328*Log[Log[12]] + 2916*Log[Log[12]]^2)/(1 - 1454*x + 528531*x^2 - 1454*x^3 + x^4 + (-4 + 2904*x + 2904*x^2 - 4*x^3)*Log[Log[12]] + (6 - 1446*x + 6*x^2)*Log[Log[12]]^2 + (-4 - 4*x)*Log[Log[12]]^3 + Log[Log[12]]^4),x]","\frac{11664 (x+5)}{4 \left(x+\frac{1}{4} (-1454-4 \log (\log (12)))\right)^2-729 (725+4 \log (\log (12)))}","\frac{4 (x+5)}{\frac{1}{729} (x+1-\log (\log (12)))^2-x}",1,"(11664*(5 + x))/(4*(x + (-1454 - 4*Log[Log[12]])/4)^2 - 729*(725 + 4*Log[Log[12]]))","A",4,4,94,0.04255,1,"{1680, 12, 1814, 8}"
157,0,0,0,13.6194631,"\int \frac{\left(-20+14 x-2 x^2+25 x^4-5 x^5+e^{2 x} \left(15 x^2+7 x^3-2 x^4\right)+e^x \left(40 x^3+2 x^4-2 x^5\right)+(-5+x) \log (4)\right) \log (x)+\left(-4+x+e^{2 x} x^2+2 e^x x^3+x^4-\log (4)+\left(4 x-x^2-e^{2 x} x^3-2 e^x x^4-x^5+x \log (4)\right) \log (x)\right) \log \left(-4 x+x^2+e^{2 x} x^3+2 e^x x^4+x^5-x \log (4)\right)+\left(-4+2 x+5 x^4+e^{2 x} \left(3 x^2+2 x^3\right)+e^x \left(8 x^3+2 x^4\right)-\log (4)\right) \log (x) \log (\log (x))}{\left(-4 x+x^2+e^{2 x} x^3+2 e^x x^4+x^5-x \log (4)\right) \log (x)} \, dx","Int[((-20 + 14*x - 2*x^2 + 25*x^4 - 5*x^5 + E^(2*x)*(15*x^2 + 7*x^3 - 2*x^4) + E^x*(40*x^3 + 2*x^4 - 2*x^5) + (-5 + x)*Log[4])*Log[x] + (-4 + x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - Log[4] + (4*x - x^2 - E^(2*x)*x^3 - 2*E^x*x^4 - x^5 + x*Log[4])*Log[x])*Log[-4*x + x^2 + E^(2*x)*x^3 + 2*E^x*x^4 + x^5 - x*Log[4]] + (-4 + 2*x + 5*x^4 + E^(2*x)*(3*x^2 + 2*x^3) + E^x*(8*x^3 + 2*x^4) - Log[4])*Log[x]*Log[Log[x]])/((-4*x + x^2 + E^(2*x)*x^3 + 2*E^x*x^4 + x^5 - x*Log[4])*Log[x]),x]","\int \frac{\left(-20+14 x-2 x^2+25 x^4-5 x^5+e^{2 x} \left(15 x^2+7 x^3-2 x^4\right)+e^x \left(40 x^3+2 x^4-2 x^5\right)+(-5+x) \log (4)\right) \log (x)+\left(-4+x+e^{2 x} x^2+2 e^x x^3+x^4-\log (4)+\left(4 x-x^2-e^{2 x} x^3-2 e^x x^4-x^5+x \log (4)\right) \log (x)\right) \log \left(-4 x+x^2+e^{2 x} x^3+2 e^x x^4+x^5-x \log (4)\right)+\left(-4+2 x+5 x^4+e^{2 x} \left(3 x^2+2 x^3\right)+e^x \left(8 x^3+2 x^4\right)-\log (4)\right) \log (x) \log (\log (x))}{\left(-4 x+x^2+e^{2 x} x^3+2 e^x x^4+x^5-x \log (4)\right) \log (x)} \, dx","\log \left(x \left(x^2 \left(x+e^x\right)^2+x-4-\log (4)\right)\right) (-x+\log (\log (x))+5)",1,"10*x + 12*Log[x] - x*Log[x^2 + E^(2*x)*x^3 + 2*E^x*x^4 + x^5 - 2*x*(2 + Log[2])] + 2*x*Log[Log[x]] + 3*Log[x]*Log[Log[x]] - 2*LogIntegral[x] + 4*(2 + Log[2])*Defer[Int][(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2))^(-1), x] + (4*(2 + Log[2])*(27 + 4*Log[16])*Defer[Int][(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2))^(-1), x])/(8 + Log[16]) + 20*(2 + Log[2])*Defer[Int][1/(x*(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2))), x] + (7 + Log[16])*Defer[Int][x/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][x^2/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 10*Defer[Int][(E^x*x^2)/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 10*Defer[Int][x^3/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(E^x*x^3)/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][x^4/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(E^x*x^4)/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][x^5/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + (17 + Log[16])*Defer[Int][x/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 2*Defer[Int][x^2/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 12*Defer[Int][(E^x*x^3)/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 12*Defer[Int][x^4/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(E^x*x^4)/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 2*Defer[Int][x^5/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + Defer[Int][Log[x^2 + E^(2*x)*x^3 + 2*E^x*x^4 + x^5 - 4*x*(1 + Log[2]/2)]/(x*Log[x]), x] + (7 + Log[16])*Defer[Int][Log[Log[x]]/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 4*(2 + Log[2])*Defer[Int][Log[Log[x]]/(x*(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2))), x] + 2*Defer[Int][(E^x*x^2*Log[Log[x]])/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(x^3*Log[Log[x]])/(x + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 - 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(x*Log[Log[x]])/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(E^x*x^3*Log[Log[x]])/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x] + 2*Defer[Int][(x^4*Log[Log[x]])/(-x - E^(2*x)*x^2 - 2*E^x*x^3 - x^4 + 4*(1 + Log[2]/2)), x]","F",0,0,0,0,-1,"{}"
158,1,27,0,0.1061534,"\int \frac{-12+2 x^3+e^x \left(-8 x+8 x^2+2 x^3+e^4 \left(-2 x+2 x^2\right)\right)}{x^3} \, dx","Int[(-12 + 2*x^3 + E^x*(-8*x + 8*x^2 + 2*x^3 + E^4*(-2*x + 2*x^2)))/x^3,x]","\frac{6}{x^2}+2 x+2 e^x+\frac{2 \left(4+e^4\right) e^x}{x}","\frac{2 \left(x \left(x+e^4+4\right) \left(x+e^x\right)+3\right)}{x^2}",1,"2*E^x + 6/x^2 + (2*E^x*(4 + E^4))/x + 2*x","A",10,5,42,0.1190,1,"{14, 2199, 2194, 2177, 2178}"
159,1,52,0,0.2286222,"\int \frac{\left(-120 x^2+240 x^3-40 x^4+e \left(24-24 x^2-16 x^3\right)\right) \log (2)}{225 x^2-150 x^3+25 x^4+e^2 \left(1+2 x+x^2\right)+e \left(-30 x-20 x^2+10 x^3\right)} \, dx","Int[((-120*x^2 + 240*x^3 - 40*x^4 + E*(24 - 24*x^2 - 16*x^3))*Log[2])/(225*x^2 - 150*x^3 + 25*x^4 + E^2*(1 + 2*x + x^2) + E*(-30*x - 20*x^2 + 10*x^3)),x]","\frac{8 ((15-e) e-(5-e) (30-e) x) \log (2)}{25 \left(5 x^2-(15-e) x+e\right)}-\frac{8}{5} x \log (2)","\frac{8 x \left(3-x^2\right) \log (2)}{e-(5 (3-x)-e) x}",1,"(-8*x*Log[2])/5 + (8*((15 - E)*E - (5 - E)*(30 - E)*x)*Log[2])/(25*(E - (15 - E)*x + 5*x^2))","A",6,5,79,0.06329,1,"{12, 1680, 1814, 21, 8}"
160,0,0,0,6.685246,"\int \frac{\exp \left(\frac{2 \left(3 x-3 x^3+\left(x-x^3\right) \log (4) \log \left(x^2\right)\right)}{8+3 x+x \log (4) \log \left(x^2\right)}\right) \left(48-144 x^2-36 x^3+\left(32-32 x^2\right) \log (4)+\left(16-48 x^2-24 x^3\right) \log (4) \log \left(x^2\right)-4 x^3 \log ^2(4) \log ^2\left(x^2\right)\right)}{64+48 x+9 x^2+\left(16 x+6 x^2\right) \log (4) \log \left(x^2\right)+x^2 \log ^2(4) \log ^2\left(x^2\right)} \, dx","Int[(E^((2*(3*x - 3*x^3 + (x - x^3)*Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*(48 - 144*x^2 - 36*x^3 + (32 - 32*x^2)*Log[4] + (16 - 48*x^2 - 24*x^3)*Log[4]*Log[x^2] - 4*x^3*Log[4]^2*Log[x^2]^2))/(64 + 48*x + 9*x^2 + (16*x + 6*x^2)*Log[4]*Log[x^2] + x^2*Log[4]^2*Log[x^2]^2),x]","\int \frac{\exp \left(\frac{2 \left(3 x-3 x^3+\left(x-x^3\right) \log (4) \log \left(x^2\right)\right)}{8+3 x+x \log (4) \log \left(x^2\right)}\right) \left(48-144 x^2-36 x^3+\left(32-32 x^2\right) \log (4)+\left(16-48 x^2-24 x^3\right) \log (4) \log \left(x^2\right)-4 x^3 \log ^2(4) \log ^2\left(x^2\right)\right)}{64+48 x+9 x^2+\left(16 x+6 x^2\right) \log (4) \log \left(x^2\right)+x^2 \log ^2(4) \log ^2\left(x^2\right)} \, dx","e^{\frac{2 \left(x-x^3\right)}{\frac{8}{\log (4) \log \left(x^2\right)+3}+x}}",1,"-4*Defer[Int][x/E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2])), x] + 32*Log[4]*Defer[Int][1/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*(8 + 3*x + x*Log[4]*Log[x^2])^2), x] - 128*Defer[Int][1/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*x*(8 + 3*x + x*Log[4]*Log[x^2])^2), x] + 128*Defer[Int][x/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*(8 + 3*x + x*Log[4]*Log[x^2])^2), x] - 32*Log[4]*Defer[Int][x^2/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*(8 + 3*x + x*Log[4]*Log[x^2])^2), x] + 16*Defer[Int][1/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*x*(8 + 3*x + x*Log[4]*Log[x^2])), x] + 16*Defer[Int][x/(E^((2*x*(-1 + x^2)*(3 + Log[4]*Log[x^2]))/(8 + 3*x + x*Log[4]*Log[x^2]))*(8 + 3*x + x*Log[4]*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
161,0,0,0,2.7039707,"\int \frac{e^{e^{2 x^2}} \left(16+8 x-7 x^2-2 x^3+x^4\right)^{e^{e^{2 x^2}}} \left(-2+4 x+e^{2 x^2} \left(-16 x-4 x^2+4 x^3\right) \log \left(16+8 x-7 x^2-2 x^3+x^4\right)\right)}{-4-x+x^2} \, dx","Int[(E^E^(2*x^2)*(16 + 8*x - 7*x^2 - 2*x^3 + x^4)^E^E^(2*x^2)*(-2 + 4*x + E^(2*x^2)*(-16*x - 4*x^2 + 4*x^3)*Log[16 + 8*x - 7*x^2 - 2*x^3 + x^4]))/(-4 - x + x^2),x]","\int \frac{e^{e^{2 x^2}} \left(16+8 x-7 x^2-2 x^3+x^4\right)^{e^{e^{2 x^2}}} \left(-2+4 x+e^{2 x^2} \left(-16 x-4 x^2+4 x^3\right) \log \left(16+8 x-7 x^2-2 x^3+x^4\right)\right)}{-4-x+x^2} \, dx","\left(\left(-x^2+x+4\right)^2\right)^{e^{e^{2 x^2}}}",1,"4*Log[(4 + x - x^2)^2]*Defer[Int][E^(E^(2*x^2) + 2*x^2)*x*((4 + x - x^2)^2)^E^E^(2*x^2), x] + 4*Defer[Int][(E^E^(2*x^2)*((4 + x - x^2)^2)^E^E^(2*x^2))/(-1 - Sqrt[17] + 2*x), x] + 4*Defer[Int][(E^E^(2*x^2)*((4 + x - x^2)^2)^E^E^(2*x^2))/(-1 + Sqrt[17] + 2*x), x] - (16*Defer[Int][Defer[Int][E^(E^(2*x^2) + 2*x^2)*x*((4 + x - x^2)^2)^E^E^(2*x^2), x]/(1 + Sqrt[17] - 2*x), x])/Sqrt[17] - (16*(17 + Sqrt[17])*Defer[Int][Defer[Int][E^(E^(2*x^2) + 2*x^2)*x*((4 + x - x^2)^2)^E^E^(2*x^2), x]/(-1 - Sqrt[17] + 2*x), x])/17 - (16*Defer[Int][Defer[Int][E^(E^(2*x^2) + 2*x^2)*x*((4 + x - x^2)^2)^E^E^(2*x^2), x]/(-1 + Sqrt[17] + 2*x), x])/Sqrt[17] - (16*(17 - Sqrt[17])*Defer[Int][Defer[Int][E^(E^(2*x^2) + 2*x^2)*x*((4 + x - x^2)^2)^E^E^(2*x^2), x]/(-1 + Sqrt[17] + 2*x), x])/17","F",0,0,0,0,-1,"{}"
162,1,24,0,0.0594622,"\int \left(1+e^x \left(4800 x+2400 x^2\right) \log (5)+\left(3+7200 x^2\right) \log (5)\right) \, dx","Int[1 + E^x*(4800*x + 2400*x^2)*Log[5] + (3 + 7200*x^2)*Log[5],x]","2400 x^3 \log (5)+2400 e^x x^2 \log (5)+x+3 x \log (5)","3 \left(800 \left(x+e^x\right) x^2+x\right) \log (5)+x-3",1,"x + 3*x*Log[5] + 2400*E^x*x^2*Log[5] + 2400*x^3*Log[5]","A",10,4,27,0.1481,1,"{1593, 2196, 2176, 2194}"
163,1,23,0,0.3304773,"\int \frac{e^{-2 x} \left(-100-240 x-40 x^2\right)}{25 x^2+10 x^3+x^4} \, dx","Int[(-100 - 240*x - 40*x^2)/(E^(2*x)*(25*x^2 + 10*x^3 + x^4)),x]","\frac{4 e^{-2 x}}{x}-\frac{4 e^{-2 x}}{x+5}","\frac{20 e^{-2 x}}{x (x+5)}",1,"4/(E^(2*x)*x) - 4/(E^(2*x)*(5 + x))","A",10,5,32,0.1562,1,"{1594, 27, 6742, 2177, 2178}"
164,0,0,0,1.0668416,"\int \frac{-18 x^4-24 x^5-8 x^6+e^{10} \left(-18-24 x-8 x^2\right)+e^5 \left(36 x^2+48 x^3+16 x^4\right)+\left(e^{10} (-18-12 x)+108 x^4+156 x^5+56 x^6+e^5 \left(-90 x^2-144 x^3-56 x^4\right)\right) \log (x)+\left(-180 x^4-360 x^5-160 x^6+e^5 \left(120 x^3+80 x^4\right)\right) \log ^2(x)+\left(450 x^4+900 x^5+400 x^6\right) \log ^3(x)}{25 x^3 \log ^3(x)} \, dx","Int[(-18*x^4 - 24*x^5 - 8*x^6 + E^10*(-18 - 24*x - 8*x^2) + E^5*(36*x^2 + 48*x^3 + 16*x^4) + (E^10*(-18 - 12*x) + 108*x^4 + 156*x^5 + 56*x^6 + E^5*(-90*x^2 - 144*x^3 - 56*x^4))*Log[x] + (-180*x^4 - 360*x^5 - 160*x^6 + E^5*(120*x^3 + 80*x^4))*Log[x]^2 + (450*x^4 + 900*x^5 + 400*x^6)*Log[x]^3)/(25*x^3*Log[x]^3),x]","\int \frac{-18 x^4-24 x^5-8 x^6+e^{10} \left(-18-24 x-8 x^2\right)+e^5 \left(36 x^2+48 x^3+16 x^4\right)+\left(e^{10} (-18-12 x)+108 x^4+156 x^5+56 x^6+e^5 \left(-90 x^2-144 x^3-56 x^4\right)\right) \log (x)+\left(-180 x^4-360 x^5-160 x^6+e^5 \left(120 x^3+80 x^4\right)\right) \log ^2(x)+\left(450 x^4+900 x^5+400 x^6\right) \log ^3(x)}{25 x^3 \log ^3(x)} \, dx","(2 x+3)^2 \left(\frac{x-\frac{e^5}{x}}{5 \log (x)}-x\right)^2",1,"x^2*(3 + 2*x)^2 - (4*(9 - 4*E^5)*ExpIntegralEi[2*Log[x]])/5 - (72*ExpIntegralEi[3*Log[x]])/5 - (32*ExpIntegralEi[4*Log[x]])/5 + (24*E^5*LogIntegral[x])/5 - (2*Defer[Int][((3 + 2*x)^2*(-E^5 + x^2)^2)/(x^3*Log[x]^3), x])/25 + (2*Defer[Int][((3 + 2*x)*(-E^5 + x^2)*(3*E^5 + 18*x^2 + 14*x^3))/(x^3*Log[x]^2), x])/25","F",0,0,0,0,-1,"{}"
165,1,32,0,0.0652559,"\int \frac{7+10 x+2 e^x x+6 x^2+\left(10 x+12 x^2+e^x \left(2 x+2 x^2\right)\right) \log (x)}{12 x} \, dx","Int[(7 + 10*x + 2*E^x*x + 6*x^2 + (10*x + 12*x^2 + E^x*(2*x + 2*x^2))*Log[x])/(12*x),x]","\frac{1}{6} \left(3 x^2+5 x\right) \log (x)+\frac{1}{6} e^x x \log (x)+\frac{7 \log (x)}{12}","\frac{1}{2} x \left(\frac{1}{3} \left(e^x+\frac{7}{2 x}-4\right)+x+3\right) \log (x)",1,"(7*Log[x])/12 + (E^x*x*Log[x])/6 + ((5*x + 3*x^2)*Log[x])/6","A",10,4,48,0.08333,1,"{12, 14, 2288, 2313}"
166,1,28,0,0.1825893,"\int \frac{-15-258 x-79 x^2+40 x^3+12 x^4+e^x \left(-45-30 x-5 x^2\right)}{45+30 x+5 x^2} \, dx","Int[(-15 - 258*x - 79*x^2 + 40*x^3 + 12*x^4 + E^x*(-45 - 30*x - 5*x^2))/(45 + 30*x + 5*x^2),x]","\frac{4 x^3}{5}-\frac{16 x^2}{5}+x-e^x+\frac{12}{x+3}","4 \left(\frac{3}{x+3}-\frac{1}{5} (4-x) x^2\right)+x-e^x-2+\log (6)",1,"-E^x + x - (16*x^2)/5 + (4*x^3)/5 + 12/(3 + x)","A",13,5,47,0.1064,1,"{27, 12, 6742, 2194, 43}"
167,0,0,0,16.8003439,"\int \frac{-1024+13760 x^2-75025 x^4+193500 x^6-202500 x^8+e^{x+\frac{25 e^x x^2}{32-215 x^2+450 x^4}} \left(1600 x+800 x^2-5375 x^4-22500 x^5+11250 x^6\right)}{1024-13760 x^2+75025 x^4-193500 x^6+202500 x^8} \, dx","Int[(-1024 + 13760*x^2 - 75025*x^4 + 193500*x^6 - 202500*x^8 + E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))*(1600*x + 800*x^2 - 5375*x^4 - 22500*x^5 + 11250*x^6))/(1024 - 13760*x^2 + 75025*x^4 - 193500*x^6 + 202500*x^8),x]","\int \frac{-1024+13760 x^2-75025 x^4+193500 x^6-202500 x^8+e^{x+\frac{25 e^x x^2}{32-215 x^2+450 x^4}} \left(1600 x+800 x^2-5375 x^4-22500 x^5+11250 x^6\right)}{1024-13760 x^2+75025 x^4-193500 x^6+202500 x^8} \, dx","e^{\frac{5 e^x}{10 \left(\frac{4}{5 x}-3 x\right)^2+5}}-x",1,"-x - ((43*I + Sqrt[455])*Defer[Int][E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))/(Sqrt[43 - I*Sqrt[455]] - 6*Sqrt[5]*x), x])/(2*Sqrt[(91*(43 - I*Sqrt[455]))/5]) + ((43*I - Sqrt[455])*Defer[Int][E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))/(Sqrt[43 + I*Sqrt[455]] - 6*Sqrt[5]*x), x])/(2*Sqrt[(91*(43 + I*Sqrt[455]))/5]) - ((43*I + Sqrt[455])*Defer[Int][E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))/(Sqrt[43 - I*Sqrt[455]] + 6*Sqrt[5]*x), x])/(2*Sqrt[(91*(43 - I*Sqrt[455]))/5]) + ((43*I - Sqrt[455])*Defer[Int][E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))/(Sqrt[43 + I*Sqrt[455]] + 6*Sqrt[5]*x), x])/(2*Sqrt[(91*(43 + I*Sqrt[455]))/5]) - (20736000*Defer[Int][(E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))*x)/(215 + (5*I)*Sqrt[455] - 900*x^2)^2, x])/91 + (387000*(43 + I*Sqrt[455])*Defer[Int][(E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))*x)/(215 + (5*I)*Sqrt[455] - 900*x^2)^2, x])/91 - (20736000*Defer[Int][(E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))*x)/(-215 + (5*I)*Sqrt[455] + 900*x^2)^2, x])/91 + (387000*(43 - I*Sqrt[455])*Defer[Int][(E^(x + (25*E^x*x^2)/(32 - 215*x^2 + 450*x^4))*x)/(-215 + (5*I)*Sqrt[455] + 900*x^2)^2, x])/91","F",0,0,0,0,-1,"{}"
168,0,0,0,1.9657452,"\int \frac{\left(-2+(4+2 x) \log (4 x)+2 x \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right) \log \left(-2+x-\log \left(\log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right)\right)}{\left(2 x-x^2\right) \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)+x \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right) \log \left(\log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right)} \, dx","Int[((-2 + (4 + 2*x)*Log[4*x] + 2*x*Log[4*x]*Log[Log[4*x]/(E^x*x^2)])*Log[-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]])/((2*x - x^2)*Log[4*x]*Log[Log[4*x]/(E^x*x^2)] + x*Log[4*x]*Log[Log[4*x]/(E^x*x^2)]*Log[Log[Log[4*x]/(E^x*x^2)]]),x]","\int \frac{\left(-2+(4+2 x) \log (4 x)+2 x \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right) \log \left(-2+x-\log \left(\log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right)\right)}{\left(2 x-x^2\right) \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)+x \log (4 x) \log \left(\frac{e^{-x} \log (4 x)}{x^2}\right) \log \left(\log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right)} \, dx","5-\log ^2\left(-\log \left(\log \left(\frac{e^{-x} \log (4 x)}{x^2}\right)\right)+x-2\right)",1,"-2*Defer[Int][Log[-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]]/(-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]), x] - 2*Defer[Int][Log[-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]]/(Log[Log[4*x]/(E^x*x^2)]*(-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]])), x] - 4*Defer[Int][Log[-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]]/(x*Log[Log[4*x]/(E^x*x^2)]*(-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]])), x] + 2*Defer[Int][Log[-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]]]/(x*Log[4*x]*Log[Log[4*x]/(E^x*x^2)]*(-2 + x - Log[Log[Log[4*x]/(E^x*x^2)]])), x]","F",0,0,0,0,-1,"{}"
169,1,80,0,0.1247985,"\int \frac{384 x^2+288 x^3+112 x^4-84 x^5+40 x^6+10 x^7}{128+96 x+24 x^2+2 x^3+\left(64+48 x+12 x^2+x^3\right) \log (3)} \, dx","Int[(384*x^2 + 288*x^3 + 112*x^4 - 84*x^5 + 40*x^6 + 10*x^7)/(128 + 96*x + 24*x^2 + 2*x^3 + (64 + 48*x + 12*x^2 + x^3)*Log[3]),x]","\frac{2 x^5}{2+\log (3)}-\frac{20 x^4}{2+\log (3)}+\frac{132 x^3}{2+\log (3)}-\frac{720 x^2}{2+\log (3)}+\frac{3680 x}{2+\log (3)}+\frac{84480}{(x+4) (2+\log (3))}-\frac{51200}{(x+4)^2 (2+\log (3))}","\frac{2 x^2 \left(\frac{x \left(x^2-x\right)^2}{(x+4)^2}+x\right)}{2+\log (3)}",1,"(3680*x)/(2 + Log[3]) - (720*x^2)/(2 + Log[3]) + (132*x^3)/(2 + Log[3]) - (20*x^4)/(2 + Log[3]) + (2*x^5)/(2 + Log[3]) - 51200/((4 + x)^2*(2 + Log[3])) + 84480/((4 + x)*(2 + Log[3]))","B",2,1,65,0.01538,1,"{2074}"
170,1,142,0,0.5702067,"\int \frac{57460436295776367187500 x^{15}+148439460430755615234375 x^{15} \log \left(\frac{x^2}{4}\right)+167592939196014404296875 x^{15} \log ^2\left(\frac{x^2}{4}\right)+108004338592987060546875 x^{15} \log ^3\left(\frac{x^2}{4}\right)+43450021273040771484375 x^{15} \log ^4\left(\frac{x^2}{4}\right)+11172862613067626953125 x^{15} \log ^5\left(\frac{x^2}{4}\right)+1793175481109619140625 x^{15} \log ^6\left(\frac{x^2}{4}\right)+164210208892822265625 x^{15} \log ^7\left(\frac{x^2}{4}\right)+6568408355712890625 x^{15} \log ^8\left(\frac{x^2}{4}\right)}{295147905179352825856} \, dx","Int[(57460436295776367187500*x^15 + 148439460430755615234375*x^15*Log[x^2/4] + 167592939196014404296875*x^15*Log[x^2/4]^2 + 108004338592987060546875*x^15*Log[x^2/4]^3 + 43450021273040771484375*x^15*Log[x^2/4]^4 + 11172862613067626953125*x^15*Log[x^2/4]^5 + 1793175481109619140625*x^15*Log[x^2/4]^6 + 164210208892822265625*x^15*Log[x^2/4]^7 + 6568408355712890625*x^15*Log[x^2/4]^8)/295147905179352825856,x]","\frac{43095327221832275390625 x^{16}}{4722366482869645213696}+\frac{6568408355712890625 x^{16} \log ^8\left(\frac{x^2}{4}\right)}{4722366482869645213696}+\frac{19705225067138671875 x^{16} \log ^7\left(\frac{x^2}{4}\right)}{590295810358705651712}+\frac{413809726409912109375 x^{16} \log ^6\left(\frac{x^2}{4}\right)}{1180591620717411303424}+\frac{1241429179229736328125 x^{16} \log ^5\left(\frac{x^2}{4}\right)}{590295810358705651712}+\frac{18621437688446044921875 x^{16} \log ^4\left(\frac{x^2}{4}\right)}{2361183241434822606848}+\frac{11172862613067626953125 x^{16} \log ^3\left(\frac{x^2}{4}\right)}{590295810358705651712}+\frac{33518587839202880859375 x^{16} \log ^2\left(\frac{x^2}{4}\right)}{1180591620717411303424}+\frac{14365109073944091796875 x^{16} \log \left(\frac{x^2}{4}\right)}{590295810358705651712}","\frac{6568408355712890625 x^{16} \left(\log \left(\frac{x^2}{4}\right)+3\right)^8}{4722366482869645213696}",1,"(43095327221832275390625*x^16)/4722366482869645213696 + (14365109073944091796875*x^16*Log[x^2/4])/590295810358705651712 + (33518587839202880859375*x^16*Log[x^2/4]^2)/1180591620717411303424 + (11172862613067626953125*x^16*Log[x^2/4]^3)/590295810358705651712 + (18621437688446044921875*x^16*Log[x^2/4]^4)/2361183241434822606848 + (1241429179229736328125*x^16*Log[x^2/4]^5)/590295810358705651712 + (413809726409912109375*x^16*Log[x^2/4]^6)/1180591620717411303424 + (19705225067138671875*x^16*Log[x^2/4]^7)/590295810358705651712 + (6568408355712890625*x^16*Log[x^2/4]^8)/4722366482869645213696","B",38,3,128,0.02344,1,"{12, 2304, 2305}"
171,1,18,0,0.0254767,"\int \frac{-30+384 e^4-165 x-80 x^2}{-25+384 e^4-5 x-80 x^2} \, dx","Int[(-30 + 384*E^4 - 165*x - 80*x^2)/(-25 + 384*E^4 - 5*x - 80*x^2),x]","\log \left(80 x^2+5 x-384 e^4+25\right)+x","\log \left(4 \left(x^2-\frac{24 e^4}{5}\right)+\frac{x+1}{4}+1\right)+x",1,"x + Log[25 - 384*E^4 + 5*x + 80*x^2]","A",3,2,33,0.06061,1,"{1657, 628}"
172,1,9,0,0.0409225,"\int -\frac{2400 e^{\frac{400-20 x^6}{x^6}}}{x^7} \, dx","Int[(-2400*E^((400 - 20*x^6)/x^6))/x^7,x]","e^{\frac{400}{x^6}-20}","e^{\frac{400}{x^6}-20}+\log (25)",1,"E^(-20 + 400/x^6)","A",3,3,18,0.1667,1,"{12, 2225, 2209}"
173,0,0,0,0.6898356,"\int \frac{-8+e^{2+\frac{4-8 x+4 x^2}{4-4 x+x^2}} (8-8 x)+12 x-6 x^2+x^3}{-8+12 x-6 x^2+x^3} \, dx","Int[(-8 + E^(2 + (4 - 8*x + 4*x^2)/(4 - 4*x + x^2))*(8 - 8*x) + 12*x - 6*x^2 + x^3)/(-8 + 12*x - 6*x^2 + x^3),x]","\int \frac{-8+e^{2+\frac{4-8 x+4 x^2}{4-4 x+x^2}} (8-8 x)+12 x-6 x^2+x^3}{-8+12 x-6 x^2+x^3} \, dx","e^2 \left(e^{\left(1-\frac{x}{2-x}\right)^2}-4\right)+x",1,"12/(2 - x)^2 - 12/(2 - x) + x - (3*x^2)/(2 - x)^2 - 8*Defer[Int][E^((2*(6 - 8*x + 3*x^2))/(-2 + x)^2)/(-2 + x)^3, x] - 8*Defer[Int][E^((2*(6 - 8*x + 3*x^2))/(-2 + x)^2)/(-2 + x)^2, x]","F",0,0,0,0,-1,"{}"
174,1,30,0,2.5004516,"\int \frac{e^{\frac{e^{e^x}-e^x-2 x-x^2+x^2 \log (\log (x))}{x}} \left(x^2+e^{e^x} \left(-1+e^x x\right) \log (x)+\left(e^x (1-x)-x^2\right) \log (x)+x^2 \log (x) \log (\log (x))\right)}{x^2 \log (x)} \, dx","Int[(E^((E^E^x - E^x - 2*x - x^2 + x^2*Log[Log[x]])/x)*(x^2 + E^E^x*(-1 + E^x*x)*Log[x] + (E^x*(1 - x) - x^2)*Log[x] + x^2*Log[x]*Log[Log[x]]))/(x^2*Log[x]),x]","e^{\frac{-x^2-2 x+e^{e^x}-e^x}{x}} \log ^x(x)","e^{\frac{-2 x+e^{e^x}-e^x}{x}-x+x \log (\log (x))}",1,"E^((E^E^x - E^x - 2*x - x^2)/x)*Log[x]^x","A",1,1,86,0.01163,1,"{6706}"
175,1,24,0,0.2804812,"\int \frac{e^{-e^3+4 e^4-4 x} \left(-e^{e^3-4 e^4+4 x}-60 e^{3+x} x\right)}{x} \, dx","Int[(E^(-E^3 + 4*E^4 - 4*x)*(-E^(E^3 - 4*E^4 + 4*x) - 60*E^(3 + x)*x))/x,x]","20 e^{-3 x+4 e^4-e^3+3}-\log (x)","20 e^{x-4 \left(x-e^4\right)-e^3+3}-\log (x)",1,"20*E^(3 - E^3 + 4*E^4 - 3*x) - Log[x]","A",3,2,45,0.04444,1,"{6688, 2194}"
176,-1,0,0,180.0013007,"\int \frac{\exp \left(3-\exp \left(e^{-\frac{4}{\log (x)}} \left(x+e^{\frac{4}{\log (x)}} \left(65536+512 x+x^2\right)\right)\right)+e^{-\frac{4}{\log (x)}} \left(x+e^{\frac{4}{\log (x)}} \left(65536+512 x+x^2\right)\right)-\frac{4}{\log (x)}\right) \left(-4-\log ^2(x)+e^{\frac{4}{\log (x)}} (-512-2 x) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^(3 - E^((x + E^(4/Log[x])*(65536 + 512*x + x^2))/E^(4/Log[x])) + (x + E^(4/Log[x])*(65536 + 512*x + x^2))/E^(4/Log[x]) - 4/Log[x])*(-4 - Log[x]^2 + E^(4/Log[x])*(-512 - 2*x)*Log[x]^2))/Log[x]^2,x]","\text{\$Aborted}","e^{3-e^{(x+256)^2+x e^{-\frac{4}{\log (x)}}}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
177,1,54,0,8.4906785,"\int \left(\exp \left(32 x^4-64 e^{-2+x} x^4+48 e^{-4+2 x} x^4-16 e^{-6+3 x} x^4+2 e^{-8+4 x} x^4\right) \left(128 x^3+e^{-2+x} \left(-256 x^3-64 x^4\right)+e^{-6+3 x} \left(-64 x^3-48 x^4\right)+e^{-8+4 x} \left(8 x^3+8 x^4\right)+e^{-4+2 x} \left(192 x^3+96 x^4\right)\right)+\exp \left(16 x^4-32 e^{-2+x} x^4+24 e^{-4+2 x} x^4-8 e^{-6+3 x} x^4+e^{-8+4 x} x^4\right) \left(2048 x^3-128 x^3 \log (2)+e^{-4+2 x} \left(3072 x^3+1536 x^4+\left(-192 x^3-96 x^4\right) \log (2)\right)+e^{-8+4 x} \left(128 x^3+128 x^4+\left(-8 x^3-8 x^4\right) \log (2)\right)+e^{-6+3 x} \left(-1024 x^3-768 x^4+\left(64 x^3+48 x^4\right) \log (2)\right)+e^{-2+x} \left(-4096 x^3-1024 x^4+\left(256 x^3+64 x^4\right) \log (2)\right)\right)\right) \, dx","Int[E^(32*x^4 - 64*E^(-2 + x)*x^4 + 48*E^(-4 + 2*x)*x^4 - 16*E^(-6 + 3*x)*x^4 + 2*E^(-8 + 4*x)*x^4)*(128*x^3 + E^(-2 + x)*(-256*x^3 - 64*x^4) + E^(-6 + 3*x)*(-64*x^3 - 48*x^4) + E^(-8 + 4*x)*(8*x^3 + 8*x^4) + E^(-4 + 2*x)*(192*x^3 + 96*x^4)) + E^(16*x^4 - 32*E^(-2 + x)*x^4 + 24*E^(-4 + 2*x)*x^4 - 8*E^(-6 + 3*x)*x^4 + E^(-8 + 4*x)*x^4)*(2048*x^3 - 128*x^3*Log[2] + E^(-4 + 2*x)*(3072*x^3 + 1536*x^4 + (-192*x^3 - 96*x^4)*Log[2]) + E^(-8 + 4*x)*(128*x^3 + 128*x^4 + (-8*x^3 - 8*x^4)*Log[2]) + E^(-6 + 3*x)*(-1024*x^3 - 768*x^4 + (64*x^3 + 48*x^4)*Log[2]) + E^(-2 + x)*(-4096*x^3 - 1024*x^4 + (256*x^3 + 64*x^4)*Log[2])),x]","e^{\frac{2 \left(2 e^2-e^x\right)^4 x^4}{e^8}}+2 e^{\frac{\left(2 e^2-e^x\right)^4 x^4}{e^8}} (16-\log (2))","\left(e^{\left(\left(5-e^{x-2}\right) x-3 x\right)^4}+16-\log (2)\right)^2",1,"E^((2*(2*E^2 - E^x)^4*x^4)/E^8) + 2*E^(((2*E^2 - E^x)^4*x^4)/E^8)*(16 - Log[2])","A",8,4,333,0.01201,1,"{6688, 12, 6706, 6}"
178,1,39,0,1.0300687,"\int \frac{1}{2} e^{e^{\frac{2-x}{2}}-e^{2 x^3+2 e^x x^3+2 x^3 \log (x)}} \left(-e^{\frac{2-x}{2}}+e^{2 x^3+2 e^x x^3+2 x^3 \log (x)} \left(-16 x^2+e^x \left(-12 x^2-4 x^3\right)-12 x^2 \log (x)\right)\right) \, dx","Int[(E^(E^((2 - x)/2) - E^(2*x^3 + 2*E^x*x^3 + 2*x^3*Log[x]))*(-E^((2 - x)/2) + E^(2*x^3 + 2*E^x*x^3 + 2*x^3*Log[x])*(-16*x^2 + E^x*(-12*x^2 - 4*x^3) - 12*x^2*Log[x])))/2,x]","e^{e^{\frac{2-x}{2}}-e^{2 e^x x^3+2 x^3} x^{2 x^3}}","e^{e^{1-\frac{x}{2}}-e^{2 x^3 \left(e^x+\log (x)+1\right)}}",1,"E^(E^((2 - x)/2) - E^(2*x^3 + 2*E^x*x^3)*x^(2*x^3))","A",2,2,109,0.01835,1,"{12, 6706}"
179,1,21,0,0.320188,"\int \frac{2 x^2-4 x^5+\left(-2 x^2+4 x^4\right) \log (x)+\left(2-4 x^3+\left(-2+4 x^2\right) \log (x)\right) \log \left(\frac{-3 e^5 x+3 e^5 \log (x)}{2 x}\right)}{-x^2+x \log (x)} \, dx","Int[(2*x^2 - 4*x^5 + (-2*x^2 + 4*x^4)*Log[x] + (2 - 4*x^3 + (-2 + 4*x^2)*Log[x])*Log[(-3*E^5*x + 3*E^5*Log[x])/(2*x)])/(-x^2 + x*Log[x]),x]","\left(x^2+\log \left(-\frac{3}{2} \left(1-\frac{\log (x)}{x}\right)\right)+5\right)^2","\left(x^2+\log \left(\frac{3 e^5 (\log (x)-x)}{2 x}\right)\right)^2",1,"(5 + x^2 + Log[(-3*(1 - Log[x]/x))/2])^2","A",4,4,78,0.05128,1,"{2561, 6688, 12, 6686}"
180,1,5,0,0.0010107,"\int 4 x \, dx","Int[4*x,x]","2 x^2","2 x^2+22 e+2",1,"2*x^2","A",2,2,3,0.6667,1,"{12, 30}"
181,1,8,0,0.0153372,"\int -\frac{1}{e^{253} x \log ^2(x)} \, dx","Int[-(1/(E^253*x*Log[x]^2)),x]","\frac{1}{e^{253} \log (x)}","\frac{1}{e^{253} \log (x)}",1,"1/(E^253*Log[x])","A",3,3,12,0.2500,1,"{12, 2302, 30}"
182,1,6701,0,129.2731541,"\int \frac{-32 x^7-12 x^8+16 x^9+e^2 \left(144 x^3+576 x^5+576 x^7\right)+e \left(240 x^4+72 x^5+192 x^6+96 x^7-192 x^8\right)}{x^6+e^2 \left(9+36 x^2+36 x^4\right)+e \left(-6 x^3-12 x^5\right)} \, dx","Int[(-32*x^7 - 12*x^8 + 16*x^9 + E^2*(144*x^3 + 576*x^5 + 576*x^7) + E*(240*x^4 + 72*x^5 + 192*x^6 + 96*x^7 - 192*x^8))/(x^6 + E^2*(9 + 36*x^2 + 36*x^4) + E*(-6*x^3 - 12*x^5)),x]","4 x^4-4 x^3-8 (2+3 e) x^2-48 e (2+3 e) x-\frac{768 e^{7/3} \left(3+32 e^2\right) \sqrt{-\frac{6}{16 e^2-32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}-\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}}} \left(442368 \sqrt[3]{2} e^{26/3}+663552 \sqrt[3]{2} e^{29/3}+180 \sqrt[3]{2} e^{2/3} \left(3+\sqrt{9+96 e^2}\right)+378 \sqrt[3]{2} e^{5/3} \left(3+\sqrt{9+96 e^2}\right)+221184 e^8 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+331776 e^9 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}-64 e^4 \left(69-17 \sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}-192 e^5 \left(24-11 \sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}-9 \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}-27 e \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+4608 e^6 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(23+5 \sqrt{9+96 e^2}\right)+18432 \sqrt[3]{2} e^{20/3} \left(49+5 \sqrt{9+96 e^2}\right)-72 e^2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(23+7 \sqrt{9+96 e^2}\right)-108 e^3 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(25+7 \sqrt{9+96 e^2}\right)+2304 e^7 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(71+15 \sqrt{9+96 e^2}\right)+9216 \sqrt[3]{2} e^{23/3} \left(148+15 \sqrt{9+96 e^2}\right)+432 \sqrt[3]{2} e^{11/3} \left(95+27 \sqrt{9+96 e^2}\right)+144 \sqrt[3]{2} e^{8/3} \left(167+49 \sqrt{9+96 e^2}\right)+128 \sqrt[3]{2} e^{14/3} \left(2121+433 \sqrt{9+96 e^2}\right)+192 \sqrt[3]{2} e^{17/3} \left(2217+443 \sqrt{9+96 e^2}\right)\right) \tan ^{-1}\left(\frac{\sqrt[3]{2} \left(\frac{8 e^{5/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+\sqrt[3]{2 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right)-4 (2 e-x)}{\sqrt{6 \left(-16 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)}}\right)}{\left(3+16 e^2+\sqrt{9+96 e^2}\right)^{4/3} \left(3 \left(3+\sqrt{9+96 e^2}\right)+16 e^2 \left(6+\sqrt{9+96 e^2}\right)\right) \left(8 e^{4/3}-\sqrt[3]{2} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}\right) \left(8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)^2}-\frac{16\ 2^{5/6} e \sqrt{-\frac{3}{16 e^2-32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}-\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}}} \left(3456 e^{14/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}+5184 e^{17/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}-72 e^{8/3} \left(1+\sqrt{9+96 e^2}\right) \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}-3 e^{5/3} \left(3+\sqrt{9+96 e^2}\right) \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}+6912 e^{16/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)}+10368 e^{19/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)}+20 e^{4/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)}+42 e^{7/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)}-\left(3+\sqrt{9+96 e^2}\right) \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}+288 e^{10/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)} \left(7+2 \sqrt{9+96 e^2}\right)-36 e^{11/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3} \left(1+3 \sqrt{9+96 e^2}\right)+288 e^{13/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)} \left(11+3 \sqrt{9+96 e^2}\right)\right) \tan ^{-1}\left(\frac{\sqrt[3]{2} \left(\frac{8 e^{5/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+\sqrt[3]{2 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right)-4 (2 e-x)}{\sqrt{6 \left(-16 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)}}\right)}{\left(3+16 e^2+\sqrt{9+96 e^2}\right) \left(8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)}-\frac{768 e^{10/3} \left(4718592 e^{26/3}+7077888 e^{29/3}+360 e^{2/3} \left(3+\sqrt{9+96 e^2}\right)+756 e^{5/3} \left(3+\sqrt{9+96 e^2}\right)+2359296 e^{28/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+3538944 e^{31/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+72 e^{4/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+216 e^{7/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+4718592 e^{10} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+7077888 e^{11} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+77568 e^4 \left(3+\sqrt{9+96 e^2}\right) \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+123840 e^5 \left(3+\sqrt{9+96 e^2}\right) \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+9\ 2^{2/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+27\ 2^{2/3} e \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+576 e^{10/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(35+11 \sqrt{9+96 e^2}\right)+72\ 2^{2/3} e^2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(35+11 \sqrt{9+96 e^2}\right)+864 e^{13/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(43+13 \sqrt{9+96 e^2}\right)+108\ 2^{2/3} e^3 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(43+13 \sqrt{9+96 e^2}\right)+1152 e^{8/3} \left(47+14 \sqrt{9+96 e^2}\right)+1728 e^{11/3} \left(55+16 \sqrt{9+96 e^2}\right)+8192 e^{22/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(247+36 \sqrt{9+96 e^2}\right)+12288 e^{25/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(251+36 \sqrt{9+96 e^2}\right)+16384 e^{20/3} \left(253+36 \sqrt{9+96 e^2}\right)+24576 e^{23/3} \left(257+36 \sqrt{9+96 e^2}\right)+16384 e^8 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(517+54 \sqrt{9+96 e^2}\right)+24576 e^9 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(521+54 \sqrt{9+96 e^2}\right)+1024 e^{16/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(351+85 \sqrt{9+96 e^2}\right)+1536 e^{19/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(378+89 \sqrt{9+96 e^2}\right)+3072 e^6 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(929+175 \sqrt{9+96 e^2}\right)+4608 e^7 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(967+179 \sqrt{9+96 e^2}\right)+1024 e^{14/3} \left(783+182 \sqrt{9+96 e^2}\right)+1536 e^{17/3} \left(837+190 \sqrt{9+96 e^2}\right)\right) \log \left(\sqrt[3]{e} \left(8 \sqrt[3]{2} e^{4/3}+4 e^{2/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+\left(2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)-2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} x\right)}{\left(3+16 e^2+\sqrt{9+96 e^2}\right) \left(\frac{32\ 2^{2/3} e^{10/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+8 e^2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+\sqrt[3]{2} e^{2/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right) \left(32\ 2^{2/3} e^{10/3}-16 e^2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}+\sqrt[3]{2} e^{2/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{4/3}\right) \left(8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)^2}+\frac{16 e \left(40 e+84 e^2+1152 e^3+1728 e^4+8 e^{5/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+24 e^{8/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+576 e^{11/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+864 e^{14/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+3\ 2^{2/3} e^{4/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+72\ 2^{2/3} e^{7/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+108\ 2^{2/3} e^{10/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+2^{2/3} \sqrt[3]{e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right) \log \left(\sqrt[3]{e} \left(8 \sqrt[3]{2} e^{4/3}+4 e^{2/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+\left(2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)-2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} x\right)}{8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}}+\frac{384 e^{10/3} \left(4718592 e^{26/3}+7077888 e^{29/3}+360 e^{2/3} \left(3+\sqrt{9+96 e^2}\right)+756 e^{5/3} \left(3+\sqrt{9+96 e^2}\right)+2359296 e^{28/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+3538944 e^{31/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+72 e^{4/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+216 e^{7/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+4718592 e^{10} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+7077888 e^{11} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+8856 e^3 \left(3+\sqrt{9+96 e^2}\right) \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+77568 e^4 \left(3+\sqrt{9+96 e^2}\right) \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+9\ 2^{2/3} \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+27\ 2^{2/3} e \left(3+\sqrt{9+96 e^2}\right) \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+576 e^{10/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(35+11 \sqrt{9+96 e^2}\right)+72\ 2^{2/3} e^2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}} \left(35+11 \sqrt{9+96 e^2}\right)+864 e^{13/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(43+13 \sqrt{9+96 e^2}\right)+1152 e^{8/3} \left(47+14 \sqrt{9+96 e^2}\right)+1728 e^{11/3} \left(55+16 \sqrt{9+96 e^2}\right)+8192 e^{22/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(247+36 \sqrt{9+96 e^2}\right)+12288 e^{25/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(251+36 \sqrt{9+96 e^2}\right)+16384 e^{20/3} \left(253+36 \sqrt{9+96 e^2}\right)+24576 e^{23/3} \left(257+36 \sqrt{9+96 e^2}\right)+16384 e^8 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(517+54 \sqrt{9+96 e^2}\right)+24576 e^9 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(521+54 \sqrt{9+96 e^2}\right)+1024 e^{16/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(351+85 \sqrt{9+96 e^2}\right)+1536 e^{19/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}} \left(378+89 \sqrt{9+96 e^2}\right)+1152 e^5 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(504+127 \sqrt{9+96 e^2}\right)+3072 e^6 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(929+175 \sqrt{9+96 e^2}\right)+4608 e^7 \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3} \left(967+179 \sqrt{9+96 e^2}\right)+1024 e^{14/3} \left(783+182 \sqrt{9+96 e^2}\right)+1536 e^{17/3} \left(837+190 \sqrt{9+96 e^2}\right)\right) \log \left(-2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3} x^2-8 e^{5/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)} x+8 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3} x-2^{2/3} \sqrt[3]{e} \sqrt{3 \left(3+32 e^2\right)} x-16\ 2^{2/3} e^{7/3} x-3\ 2^{2/3} \sqrt[3]{e} x+\sqrt[3]{2} e^{2/3} \left(3+\sqrt{9+96 e^2}\right) \left(2 \sqrt[3]{2} e^{2/3}-\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}\right)\right)}{\left(3+16 e^2+\sqrt{9+96 e^2}\right) \left(\frac{32\ 2^{2/3} e^{10/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+8 e^2 \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+\sqrt[3]{2} e^{2/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right) \left(32\ 2^{2/3} e^{10/3}-16 e^2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}+\sqrt[3]{2} e^{2/3} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{4/3}\right) \left(8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)^2}-\frac{8 e \left(40 e+84 e^2+1152 e^3+1728 e^4+8 e^{5/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+24 e^{8/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+576 e^{11/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+864 e^{14/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+1728 e^{16/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+108 e^{10/3} \left(3+\sqrt{9+96 e^2}\right) \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+3\ 2^{2/3} e^{4/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+72\ 2^{2/3} e^{7/3} \sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}+2^{2/3} \sqrt[3]{e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right) \log \left(-2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3} x^2-8 e^{5/3} \sqrt[3]{2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)} x+8 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3} x-2^{2/3} \sqrt[3]{e} \sqrt{3 \left(3+32 e^2\right)} x-16\ 2^{2/3} e^{7/3} x-3\ 2^{2/3} \sqrt[3]{e} x+\sqrt[3]{2} e^{2/3} \left(3+\sqrt{9+96 e^2}\right) \left(2 \sqrt[3]{2} e^{2/3}-\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}\right)\right)}{8 e^2+32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}}+\frac{96 e \left(1+3 e+72 e^2+108 e^3\right)}{2 (2 e-x)+\sqrt[3]{2} \left(\frac{8 e^{5/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+\sqrt[3]{2 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right)}-\frac{144\ 2^{2/3} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{4/3} \left(2 \sqrt[3]{e} \left(3+32 e^2\right) \left(1+3 e+72 e^2+108 e^3\right)-\frac{\left(\sqrt[3]{2} \left(1+3 e+104 e^2+180 e^3+1152 e^4+1728 e^5\right) \left(3+16 e^2+\sqrt{9+96 e^2}+32 e^{8/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}\right)-e^{2/3} \left(10+21 e+352 e^2+576 e^3+2304 e^4+3456 e^5\right) \left(8 \sqrt[3]{2} e^{4/3}+\left(2 \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}\right)\right) (2 e-x)}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}\right)}{\left(3 \left(3+\sqrt{9+96 e^2}\right)+16 e^2 \left(6+\sqrt{9+96 e^2}\right)\right) \left(8 e^{4/3}-\sqrt[3]{2} \left(3+16 e^2+\sqrt{9+96 e^2}\right)^{2/3}\right) \left(-2 (2 e-x)^2+\sqrt[3]{2} \left(\frac{8 e^{5/3}}{\sqrt[3]{3+16 e^2+\sqrt{9+96 e^2}}}+\sqrt[3]{2 e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}\right) (2 e-x)-\sqrt[3]{2} \left(e \left(3+16 e^2+\sqrt{9+96 e^2}\right)\right)^{2/3}-32 e^{10/3} \left(\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}\right)^{2/3}+8 e^2\right) \left(-x+\sqrt[3]{\frac{1}{2} e \left(3+16 e^2+\sqrt{9+96 e^2}\right)}+4 e^{5/3} \sqrt[3]{\frac{2}{3+16 e^2+\sqrt{9+96 e^2}}}+2 e\right)}+\frac{36 e^2 \left(1+80 e+144 e^2+1152 e^3+1728 e^4\right)}{-x^3+6 e x^2+3 e}","4 x^3 \left(x-\frac{x+4}{x-e \left(\frac{3}{x^2}+6\right)}\right)",1,"(96*E*(1 + 3*E + 72*E^2 + 108*E^3))/(2^(1/3)*((8*E^(5/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)) + 2*(2*E - x)) - (144*2^(2/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(4/3)*(2*E^(1/3)*(3 + 32*E^2)*(1 + 3*E + 72*E^2 + 108*E^3) - ((2^(1/3)*(1 + 3*E + 104*E^2 + 180*E^3 + 1152*E^4 + 1728*E^5)*(3 + 16*E^2 + Sqrt[9 + 96*E^2] + 32*E^(8/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)) - E^(2/3)*(10 + 21*E + 352*E^2 + 576*E^3 + 2304*E^4 + 3456*E^5)*(8*2^(1/3)*E^(4/3) + (2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)))*(2*E - x))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)))/((3*(3 + Sqrt[9 + 96*E^2]) + 16*E^2*(6 + Sqrt[9 + 96*E^2]))*(8*E^(4/3) - 2^(1/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3))*(8*E^2 - 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) - 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*((8*E^(5/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3))*(2*E - x) - 2*(2*E - x)^2)*(2*E + 4*E^(5/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + ((E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))/2)^(1/3) - x)) - 48*E*(2 + 3*E)*x - 8*(2 + 3*E)*x^2 - 4*x^3 + 4*x^4 + (36*E^2*(1 + 80*E + 144*E^2 + 1152*E^3 + 1728*E^4))/(3*E + 6*E*x^2 - x^3) - (16*2^(5/6)*E*Sqrt[-3/(16*E^2 - 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) - 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))]*(3456*E^(14/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) + 5184*E^(17/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) - 72*E^(8/3)*(1 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) - 3*E^(5/3)*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) + 6912*E^(16/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 10368*E^(19/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 20*E^(4/3)*(3 + Sqrt[9 + 96*E^2])*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 42*E^(7/3)*(3 + Sqrt[9 + 96*E^2])*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) - (3 + Sqrt[9 + 96*E^2])*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 288*E^(10/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(7 + 2*Sqrt[9 + 96*E^2]) - 36*E^(11/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3)*(1 + 3*Sqrt[9 + 96*E^2]) + 288*E^(13/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(11 + 3*Sqrt[9 + 96*E^2]))*ArcTan[(2^(1/3)*((8*E^(5/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)) - 4*(2*E - x))/Sqrt[6*(-16*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))]])/((3 + 16*E^2 + Sqrt[9 + 96*E^2])*(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))) - (768*E^(7/3)*(3 + 32*E^2)*Sqrt[-6/(16*E^2 - 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) - 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))]*(442368*2^(1/3)*E^(26/3) + 663552*2^(1/3)*E^(29/3) + 180*2^(1/3)*E^(2/3)*(3 + Sqrt[9 + 96*E^2]) + 378*2^(1/3)*E^(5/3)*(3 + Sqrt[9 + 96*E^2]) + 221184*E^8*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 331776*E^9*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) - 64*E^4*(69 - 17*Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) - 192*E^5*(24 - 11*Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) - 9*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) - 27*E*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 4608*E^6*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(23 + 5*Sqrt[9 + 96*E^2]) + 18432*2^(1/3)*E^(20/3)*(49 + 5*Sqrt[9 + 96*E^2]) - 72*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(23 + 7*Sqrt[9 + 96*E^2]) - 108*E^3*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(25 + 7*Sqrt[9 + 96*E^2]) + 2304*E^7*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(71 + 15*Sqrt[9 + 96*E^2]) + 9216*2^(1/3)*E^(23/3)*(148 + 15*Sqrt[9 + 96*E^2]) + 432*2^(1/3)*E^(11/3)*(95 + 27*Sqrt[9 + 96*E^2]) + 144*2^(1/3)*E^(8/3)*(167 + 49*Sqrt[9 + 96*E^2]) + 128*2^(1/3)*E^(14/3)*(2121 + 433*Sqrt[9 + 96*E^2]) + 192*2^(1/3)*E^(17/3)*(2217 + 443*Sqrt[9 + 96*E^2]))*ArcTan[(2^(1/3)*((8*E^(5/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)) - 4*(2*E - x))/Sqrt[6*(-16*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))]])/((3 + 16*E^2 + Sqrt[9 + 96*E^2])^(4/3)*(3*(3 + Sqrt[9 + 96*E^2]) + 16*E^2*(6 + Sqrt[9 + 96*E^2]))*(8*E^(4/3) - 2^(1/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3))*(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))^2) + (16*E*(40*E + 84*E^2 + 1152*E^3 + 1728*E^4 + 8*E^(5/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 24*E^(8/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 576*E^(11/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 864*E^(14/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 3*2^(2/3)*E^(4/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 72*2^(2/3)*E^(7/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 108*2^(2/3)*E^(10/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 2^(2/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3))*Log[E^(1/3)*(8*2^(1/3)*E^(4/3) + 4*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)) - 2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*x])/(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)) - (768*E^(10/3)*(4718592*E^(26/3) + 7077888*E^(29/3) + 360*E^(2/3)*(3 + Sqrt[9 + 96*E^2]) + 756*E^(5/3)*(3 + Sqrt[9 + 96*E^2]) + 2359296*E^(28/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 3538944*E^(31/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 72*E^(4/3)*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 216*E^(7/3)*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 4718592*E^10*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 7077888*E^11*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 77568*E^4*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 123840*E^5*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 9*2^(2/3)*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 27*2^(2/3)*E*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 576*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(35 + 11*Sqrt[9 + 96*E^2]) + 72*2^(2/3)*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(35 + 11*Sqrt[9 + 96*E^2]) + 864*E^(13/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(43 + 13*Sqrt[9 + 96*E^2]) + 108*2^(2/3)*E^3*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(43 + 13*Sqrt[9 + 96*E^2]) + 1152*E^(8/3)*(47 + 14*Sqrt[9 + 96*E^2]) + 1728*E^(11/3)*(55 + 16*Sqrt[9 + 96*E^2]) + 8192*E^(22/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(247 + 36*Sqrt[9 + 96*E^2]) + 12288*E^(25/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(251 + 36*Sqrt[9 + 96*E^2]) + 16384*E^(20/3)*(253 + 36*Sqrt[9 + 96*E^2]) + 24576*E^(23/3)*(257 + 36*Sqrt[9 + 96*E^2]) + 16384*E^8*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(517 + 54*Sqrt[9 + 96*E^2]) + 24576*E^9*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(521 + 54*Sqrt[9 + 96*E^2]) + 1024*E^(16/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(351 + 85*Sqrt[9 + 96*E^2]) + 1536*E^(19/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(378 + 89*Sqrt[9 + 96*E^2]) + 3072*E^6*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(929 + 175*Sqrt[9 + 96*E^2]) + 4608*E^7*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(967 + 179*Sqrt[9 + 96*E^2]) + 1024*E^(14/3)*(783 + 182*Sqrt[9 + 96*E^2]) + 1536*E^(17/3)*(837 + 190*Sqrt[9 + 96*E^2]))*Log[E^(1/3)*(8*2^(1/3)*E^(4/3) + 4*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + (2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)) - 2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*x])/((3 + 16*E^2 + Sqrt[9 + 96*E^2])*((32*2^(2/3)*E^(10/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 8*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 2^(1/3)*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))*(32*2^(2/3)*E^(10/3) - 16*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) + 2^(1/3)*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(4/3))*(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))^2) - (8*E*(40*E + 84*E^2 + 1152*E^3 + 1728*E^4 + 8*E^(5/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 24*E^(8/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 576*E^(11/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 864*E^(14/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 1728*E^(16/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 108*E^(10/3)*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 3*2^(2/3)*E^(4/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 72*2^(2/3)*E^(7/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 2^(2/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3))*Log[2^(1/3)*E^(2/3)*(3 + Sqrt[9 + 96*E^2])*(2*2^(1/3)*E^(2/3) - (3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)) - 3*2^(2/3)*E^(1/3)*x - 16*2^(2/3)*E^(7/3)*x - 2^(2/3)*E^(1/3)*Sqrt[3*(3 + 32*E^2)]*x + 8*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3)*x - 8*E^(5/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*x - 2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3)*x^2])/(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)) + (384*E^(10/3)*(4718592*E^(26/3) + 7077888*E^(29/3) + 360*E^(2/3)*(3 + Sqrt[9 + 96*E^2]) + 756*E^(5/3)*(3 + Sqrt[9 + 96*E^2]) + 2359296*E^(28/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 3538944*E^(31/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 72*E^(4/3)*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 216*E^(7/3)*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3) + 4718592*E^10*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 7077888*E^11*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 8856*E^3*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 77568*E^4*(3 + Sqrt[9 + 96*E^2])*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 9*2^(2/3)*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 27*2^(2/3)*E*(3 + Sqrt[9 + 96*E^2])*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 576*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(35 + 11*Sqrt[9 + 96*E^2]) + 72*2^(2/3)*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)*(35 + 11*Sqrt[9 + 96*E^2]) + 864*E^(13/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(43 + 13*Sqrt[9 + 96*E^2]) + 1152*E^(8/3)*(47 + 14*Sqrt[9 + 96*E^2]) + 1728*E^(11/3)*(55 + 16*Sqrt[9 + 96*E^2]) + 8192*E^(22/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(247 + 36*Sqrt[9 + 96*E^2]) + 12288*E^(25/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(251 + 36*Sqrt[9 + 96*E^2]) + 16384*E^(20/3)*(253 + 36*Sqrt[9 + 96*E^2]) + 24576*E^(23/3)*(257 + 36*Sqrt[9 + 96*E^2]) + 16384*E^8*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(517 + 54*Sqrt[9 + 96*E^2]) + 24576*E^9*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(521 + 54*Sqrt[9 + 96*E^2]) + 1024*E^(16/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(351 + 85*Sqrt[9 + 96*E^2]) + 1536*E^(19/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*(378 + 89*Sqrt[9 + 96*E^2]) + 1152*E^5*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(504 + 127*Sqrt[9 + 96*E^2]) + 3072*E^6*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(929 + 175*Sqrt[9 + 96*E^2]) + 4608*E^7*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3)*(967 + 179*Sqrt[9 + 96*E^2]) + 1024*E^(14/3)*(783 + 182*Sqrt[9 + 96*E^2]) + 1536*E^(17/3)*(837 + 190*Sqrt[9 + 96*E^2]))*Log[2^(1/3)*E^(2/3)*(3 + Sqrt[9 + 96*E^2])*(2*2^(1/3)*E^(2/3) - (3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3)) - 3*2^(2/3)*E^(1/3)*x - 16*2^(2/3)*E^(7/3)*x - 2^(2/3)*E^(1/3)*Sqrt[3*(3 + 32*E^2)]*x + 8*E*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3)*x - 8*E^(5/3)*(2*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(1/3)*x - 2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3)*x^2])/((3 + 16*E^2 + Sqrt[9 + 96*E^2])*((32*2^(2/3)*E^(10/3))/(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 8*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(1/3) + 2^(1/3)*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))*(32*2^(2/3)*E^(10/3) - 16*E^2*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(2/3) + 2^(1/3)*E^(2/3)*(3 + 16*E^2 + Sqrt[9 + 96*E^2])^(4/3))*(8*E^2 + 32*E^(10/3)*(2/(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3) + 2^(1/3)*(E*(3 + 16*E^2 + Sqrt[9 + 96*E^2]))^(2/3))^2)","C",20,10,100,0.1000,0,"{2074, 2101, 2081, 2079, 822, 800, 634, 618, 204, 628}"
183,0,0,0,11.7117749,"\int \frac{\exp \left(\frac{16-8 x+7 x^3+x^6+\left(8 x+2 x^4\right) \log \left(\frac{16 x}{3}\right)+x^2 \log ^2\left(\frac{16 x}{3}\right)}{x^2}\right) \left(-32+16 x+7 x^3+2 x^4+4 x^6+\left(-8 x+2 x^2+4 x^4\right) \log \left(\frac{16 x}{3}\right)\right)}{x^3} \, dx","Int[(E^((16 - 8*x + 7*x^3 + x^6 + (8*x + 2*x^4)*Log[(16*x)/3] + x^2*Log[(16*x)/3]^2)/x^2)*(-32 + 16*x + 7*x^3 + 2*x^4 + 4*x^6 + (-8*x + 2*x^2 + 4*x^4)*Log[(16*x)/3]))/x^3,x]","\int \frac{\exp \left(\frac{16-8 x+7 x^3+x^6+\left(8 x+2 x^4\right) \log \left(\frac{16 x}{3}\right)+x^2 \log ^2\left(\frac{16 x}{3}\right)}{x^2}\right) \left(-32+16 x+7 x^3+2 x^4+4 x^6+\left(-8 x+2 x^2+4 x^4\right) \log \left(\frac{16 x}{3}\right)\right)}{x^3} \, dx","e^{\left(x^2+\frac{4}{x}+\log \left(\frac{16 x}{3}\right)\right)^2-x-\frac{8}{x}}",1,"7*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2), x] - 32*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)/x^3, x] + 16*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)/x^2, x] + 2*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)*x, x] + 4*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)*x^3, x] - 8*Defer[Int][(E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)*Log[(16*x)/3])/x^2, x] + 2*Defer[Int][(E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)*Log[(16*x)/3])/x, x] + 4*Defer[Int][E^(16/x^2 - 8/x + 7*x + x^4 + ((8*x + 2*x^4)*Log[(16*x)/3])/x^2 + Log[(16*x)/3]^2)*x*Log[(16*x)/3], x]","F",0,0,0,0,-1,"{}"
184,0,0,0,2.1262296,"\int \frac{-60+90 x-x^3+2 e^{2 x} x^3+2 x^4+e^x \left(-2 x^3-2 x^4\right)+\left(-30 x+2 x^2-4 e^{2 x} x^2-4 x^3+e^x \left(4 x^2+4 x^3\right)\right) \log (x)+\left(-x+2 e^{2 x} x+2 x^2+e^x \left(-2 x-2 x^2\right)\right) \log ^2(x)}{x^3-2 x^2 \log (x)+x \log ^2(x)} \, dx","Int[(-60 + 90*x - x^3 + 2*E^(2*x)*x^3 + 2*x^4 + E^x*(-2*x^3 - 2*x^4) + (-30*x + 2*x^2 - 4*E^(2*x)*x^2 - 4*x^3 + E^x*(4*x^2 + 4*x^3))*Log[x] + (-x + 2*E^(2*x)*x + 2*x^2 + E^x*(-2*x - 2*x^2))*Log[x]^2)/(x^3 - 2*x^2*Log[x] + x*Log[x]^2),x]","\int \frac{-60+90 x-x^3+2 e^{2 x} x^3+2 x^4+e^x \left(-2 x^3-2 x^4\right)+\left(-30 x+2 x^2-4 e^{2 x} x^2-4 x^3+e^x \left(4 x^2+4 x^3\right)\right) \log (x)+\left(-x+2 e^{2 x} x+2 x^2+e^x \left(-2 x-2 x^2\right)\right) \log ^2(x)}{x^3-2 x^2 \log (x)+x \log ^2(x)} \, dx","\left(e^x-x\right)^2-x-\frac{15 (4-2 x)}{x-\log (x)}-2",1,"2*E^x + E^(2*x) - x + x^2 - 2*E^x*(1 + x) + 90*Defer[Int][(x - Log[x])^(-2), x] - 60*Defer[Int][1/(x*(x - Log[x])^2), x] - 30*Defer[Int][x/(x - Log[x])^2, x] - 30*Defer[Int][(-x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
185,1,54,0,0.8176649,"\int \frac{-90-60 x-10 x^2+\left(-405-270 x-120 x^2\right) \log (4)+e^x \left(-225+75 x+75 x^2\right) \log (4)}{54 x^2+36 x^3+6 x^4} \, dx","Int[(-90 - 60*x - 10*x^2 + (-405 - 270*x - 120*x^2)*Log[4] + E^x*(-225 + 75*x + 75*x^2)*Log[4])/(54*x^2 + 36*x^3 + 6*x^4),x]","\frac{5}{3 x}-\frac{25 e^x \log (4)}{6 (x+3)}+\frac{25 \log (4)}{2 (x+3)}+\frac{25 e^x \log (4)}{6 x}+\frac{15 \log (4)}{2 x}","\frac{5 \left(\frac{1}{2} \left(\frac{5 \left(x+e^x\right)}{x+3}+3\right) \log (4)+\frac{1}{3}\right)}{x}",1,"5/(3*x) + (15*Log[4])/(2*x) + (25*E^x*Log[4])/(6*x) + (25*Log[4])/(2*(3 + x)) - (25*E^x*Log[4])/(6*(3 + x))","A",19,8,58,0.1379,1,"{1594, 27, 12, 6742, 44, 2177, 2178, 893}"
186,0,0,0,62.3835967,"\int \frac{-16 x^7+8 x^8-4 x^{11}+\left(112 x^6-56 x^7+40 x^{10}\right) \log \left(x^2 \log (3)\right)+\left(-336 x^5+168 x^6-180 x^9\right) \log ^2\left(x^2 \log (3)\right)+\left(560 x^4-280 x^5+480 x^8\right) \log ^3\left(x^2 \log (3)\right)+\left(-560 x^3+280 x^4-840 x^7\right) \log ^4\left(x^2 \log (3)\right)+\left(336 x^2-168 x^3+1008 x^6\right) \log ^5\left(x^2 \log (3)\right)+\left(-112 x+56 x^2-840 x^5\right) \log ^6\left(x^2 \log (3)\right)+\left(16-8 x+480 x^4\right) \log ^7\left(x^2 \log (3)\right)-180 x^3 \log ^8\left(x^2 \log (3)\right)+40 x^2 \log ^9\left(x^2 \log (3)\right)-4 x \log ^{10}\left(x^2 \log (3)\right)}{x+5 x^4+10 x^7+10 x^{10}+5 x^{13}+x^{16}+\left(-10 x^3-40 x^6-60 x^9-40 x^{12}-10 x^{15}\right) \log \left(x^2 \log (3)\right)+\left(5 x^2+60 x^5+150 x^8+140 x^{11}+45 x^{14}\right) \log ^2\left(x^2 \log (3)\right)+\left(-40 x^4-200 x^7-280 x^{10}-120 x^{13}\right) \log ^3\left(x^2 \log (3)\right)+\left(10 x^3+150 x^6+350 x^9+210 x^{12}\right) \log ^4\left(x^2 \log (3)\right)+\left(-60 x^5-280 x^8-252 x^{11}\right) \log ^5\left(x^2 \log (3)\right)+\left(10 x^4+140 x^7+210 x^{10}\right) \log ^6\left(x^2 \log (3)\right)+\left(-40 x^6-120 x^9\right) \log ^7\left(x^2 \log (3)\right)+\left(5 x^5+45 x^8\right) \log ^8\left(x^2 \log (3)\right)-10 x^7 \log ^9\left(x^2 \log (3)\right)+x^6 \log ^{10}\left(x^2 \log (3)\right)} \, dx","Int[(-16*x^7 + 8*x^8 - 4*x^11 + (112*x^6 - 56*x^7 + 40*x^10)*Log[x^2*Log[3]] + (-336*x^5 + 168*x^6 - 180*x^9)*Log[x^2*Log[3]]^2 + (560*x^4 - 280*x^5 + 480*x^8)*Log[x^2*Log[3]]^3 + (-560*x^3 + 280*x^4 - 840*x^7)*Log[x^2*Log[3]]^4 + (336*x^2 - 168*x^3 + 1008*x^6)*Log[x^2*Log[3]]^5 + (-112*x + 56*x^2 - 840*x^5)*Log[x^2*Log[3]]^6 + (16 - 8*x + 480*x^4)*Log[x^2*Log[3]]^7 - 180*x^3*Log[x^2*Log[3]]^8 + 40*x^2*Log[x^2*Log[3]]^9 - 4*x*Log[x^2*Log[3]]^10)/(x + 5*x^4 + 10*x^7 + 10*x^10 + 5*x^13 + x^16 + (-10*x^3 - 40*x^6 - 60*x^9 - 40*x^12 - 10*x^15)*Log[x^2*Log[3]] + (5*x^2 + 60*x^5 + 150*x^8 + 140*x^11 + 45*x^14)*Log[x^2*Log[3]]^2 + (-40*x^4 - 200*x^7 - 280*x^10 - 120*x^13)*Log[x^2*Log[3]]^3 + (10*x^3 + 150*x^6 + 350*x^9 + 210*x^12)*Log[x^2*Log[3]]^4 + (-60*x^5 - 280*x^8 - 252*x^11)*Log[x^2*Log[3]]^5 + (10*x^4 + 140*x^7 + 210*x^10)*Log[x^2*Log[3]]^6 + (-40*x^6 - 120*x^9)*Log[x^2*Log[3]]^7 + (5*x^5 + 45*x^8)*Log[x^2*Log[3]]^8 - 10*x^7*Log[x^2*Log[3]]^9 + x^6*Log[x^2*Log[3]]^10),x]","\int \frac{-16 x^7+8 x^8-4 x^{11}+\left(112 x^6-56 x^7+40 x^{10}\right) \log \left(x^2 \log (3)\right)+\left(-336 x^5+168 x^6-180 x^9\right) \log ^2\left(x^2 \log (3)\right)+\left(560 x^4-280 x^5+480 x^8\right) \log ^3\left(x^2 \log (3)\right)+\left(-560 x^3+280 x^4-840 x^7\right) \log ^4\left(x^2 \log (3)\right)+\left(336 x^2-168 x^3+1008 x^6\right) \log ^5\left(x^2 \log (3)\right)+\left(-112 x+56 x^2-840 x^5\right) \log ^6\left(x^2 \log (3)\right)+\left(16-8 x+480 x^4\right) \log ^7\left(x^2 \log (3)\right)-180 x^3 \log ^8\left(x^2 \log (3)\right)+40 x^2 \log ^9\left(x^2 \log (3)\right)-4 x \log ^{10}\left(x^2 \log (3)\right)}{x+5 x^4+10 x^7+10 x^{10}+5 x^{13}+x^{16}+\left(-10 x^3-40 x^6-60 x^9-40 x^{12}-10 x^{15}\right) \log \left(x^2 \log (3)\right)+\left(5 x^2+60 x^5+150 x^8+140 x^{11}+45 x^{14}\right) \log ^2\left(x^2 \log (3)\right)+\left(-40 x^4-200 x^7-280 x^{10}-120 x^{13}\right) \log ^3\left(x^2 \log (3)\right)+\left(10 x^3+150 x^6+350 x^9+210 x^{12}\right) \log ^4\left(x^2 \log (3)\right)+\left(-60 x^5-280 x^8-252 x^{11}\right) \log ^5\left(x^2 \log (3)\right)+\left(10 x^4+140 x^7+210 x^{10}\right) \log ^6\left(x^2 \log (3)\right)+\left(-40 x^6-120 x^9\right) \log ^7\left(x^2 \log (3)\right)+\left(5 x^5+45 x^8\right) \log ^8\left(x^2 \log (3)\right)-10 x^7 \log ^9\left(x^2 \log (3)\right)+x^6 \log ^{10}\left(x^2 \log (3)\right)} \, dx","\frac{1}{\left(\frac{1}{\left(\log \left(x^2 \log (3)\right)-x\right)^2}+x\right)^4}",1,"x^(-4) + 4*Defer[Int][1/(x^5*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^5), x] + 16*Defer[Int][1/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^5), x] - 8*Defer[Int][1/(x^2*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^5), x] - 16*Defer[Int][Log[x^2*Log[3]]/(x^4*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^5), x] + 8*Defer[Int][Log[x^2*Log[3]]/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^5), x] - 20*Defer[Int][1/(x^5*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^4), x] - 48*Defer[Int][1/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^4), x] + 24*Defer[Int][1/(x^2*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^4), x] + 48*Defer[Int][Log[x^2*Log[3]]/(x^4*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^4), x] - 24*Defer[Int][Log[x^2*Log[3]]/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^4), x] + 40*Defer[Int][1/(x^5*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^3), x] + 48*Defer[Int][1/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^3), x] - 24*Defer[Int][1/(x^2*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^3), x] - 48*Defer[Int][Log[x^2*Log[3]]/(x^4*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^3), x] + 24*Defer[Int][Log[x^2*Log[3]]/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^3), x] - 40*Defer[Int][1/(x^5*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^2), x] - 16*Defer[Int][1/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^2), x] + 8*Defer[Int][1/(x^2*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^2), x] + 16*Defer[Int][Log[x^2*Log[3]]/(x^4*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^2), x] - 8*Defer[Int][Log[x^2*Log[3]]/(x^3*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)^2), x] + 20*Defer[Int][1/(x^5*(1 + x^3 - 2*x^2*Log[x^2*Log[3]] + x*Log[x^2*Log[3]]^2)), x]","F",0,0,0,0,-1,"{}"
187,0,0,0,2.4466887,"\int \frac{9-15 x-6 x^2+e^{x-(3+x)^x} (1-2 x) \left(6+14 x+4 x^2+(3+x)^x \left(2 x-4 x^2+\left(6-10 x-4 x^2\right) \log (3+x)\right)\right)}{-3+5 x+2 x^2} \, dx","Int[(9 - 15*x - 6*x^2 + E^(x - (3 + x)^x)*(1 - 2*x)*(6 + 14*x + 4*x^2 + (3 + x)^x*(2*x - 4*x^2 + (6 - 10*x - 4*x^2)*Log[3 + x])))/(-3 + 5*x + 2*x^2),x]","\int \frac{9-15 x-6 x^2+e^{x-(3+x)^x} (1-2 x) \left(6+14 x+4 x^2+(3+x)^x \left(2 x-4 x^2+\left(6-10 x-4 x^2\right) \log (3+x)\right)\right)}{-3+5 x+2 x^2} \, dx","2 e^{x-(x+3)^x} (1-2 x)-3 x",1,"-3*x - 2*Defer[Int][E^(x - (3 + x)^x), x] - 4*Defer[Int][E^(x - (3 + x)^x)*x, x] - 2*Defer[Int][E^(x - (3 + x)^x)*x*(3 + x)^(-1 + x), x] + 4*Defer[Int][E^(x - (3 + x)^x)*x^2*(3 + x)^(-1 + x), x] - 2*Log[3 + x]*Defer[Int][E^(x - (3 + x)^x)*(3 + x)^x, x] + 4*Log[3 + x]*Defer[Int][E^(x - (3 + x)^x)*x*(3 + x)^x, x] + 2*Defer[Int][Defer[Int][E^(x - (3 + x)^x)*(3 + x)^x, x]/(3 + x), x] - 4*Defer[Int][Defer[Int][E^(x - (3 + x)^x)*x*(3 + x)^x, x]/(3 + x), x]","F",0,0,0,0,-1,"{}"
188,1,52,0,0.3304084,"\int \frac{2 e^{-x} (2-x) \sqrt{e^{2+x} x^2}}{x} \, dx","Int[(2*(2 - x)*Sqrt[E^(2 + x)*x^2])/(E^x*x),x]","\frac{8 e^{-x} \sqrt{e^{x+2} x^2}}{x}-\frac{4 e^{-x} (2-x) \sqrt{e^{x+2} x^2}}{x}","4 e^{-x} \sqrt{e^{x+2} x^2}",1,"(8*Sqrt[E^(2 + x)*x^2])/(E^x*x) - (4*(2 - x)*Sqrt[E^(2 + x)*x^2])/(E^x*x)","B",6,6,28,0.2143,1,"{12, 6719, 2281, 2187, 2176, 2194}"
189,1,42,0,0.0712267,"\int \frac{12 x-18 x^2+e^2 \left(3-6 x+3 x^2\right)}{e^2 \left(25 x^4-50 x^5+25 x^6\right)} \, dx","Int[(12*x - 18*x^2 + E^2*(3 - 6*x + 3*x^2))/(E^2*(25*x^4 - 50*x^5 + 25*x^6)),x]","-\frac{1}{25 x^3}-\frac{6}{25 e^2 x^2}-\frac{6}{25 e^2 x}-\frac{6}{25 e^2 (1-x)}","\frac{\frac{6}{x-1}-\frac{e^2}{x}}{25 e^2 x^2}",1,"-6/(25*E^2*(1 - x)) - 1/(25*x^3) - 6/(25*E^2*x^2) - 6/(25*E^2*x)","A",6,4,45,0.08889,1,"{12, 1594, 27, 1820}"
190,1,25,0,0.8009074,"\int \frac{\exp \left(-\frac{2500+e^6 x^2-500 x^3+25 x^6+e^3 \left(100 x-10 x^4\right)}{25 x^3}\right) \left(15000+2 e^6 x^2-150 x^6+e^3 \left(400 x+20 x^4\right)\right)}{25 x^4} \, dx","Int[(15000 + 2*E^6*x^2 - 150*x^6 + E^3*(400*x + 20*x^4))/(25*E^((2500 + E^6*x^2 - 500*x^3 + 25*x^6 + E^3*(100*x - 10*x^4))/(25*x^3))*x^4),x]","2 e^{-\frac{\left(-5 x^3+e^3 x+50\right)^2}{25 x^3}}","2 e^{-\frac{\left(-x^2+\frac{10}{x}+\frac{e^3}{5}\right)^2}{x}}",1,"2/E^((50 + E^3*x - 5*x^3)^2/(25*x^3))","A",4,3,76,0.03947,1,"{12, 6688, 6706}"
191,1,9,0,0.0058843,"\int \frac{e^{e^x+x}}{16} \, dx","Int[E^(E^x + x)/16,x]","\frac{e^{e^x}}{16}","\frac{1}{16} \left(e^{e^x}-1\right)",1,"E^E^x/16","A",3,3,11,0.2727,1,"{12, 2282, 2194}"
192,1,20,0,0.054797,"\int \left(1+e^{e^x+e^{\frac{1}{4} (1+8 x)}} \left(e^x+2 e^{\frac{1}{4} (1+8 x)}\right)+\log (x)\right) \, dx","Int[1 + E^(E^x + E^((1 + 8*x)/4))*(E^x + 2*E^((1 + 8*x)/4)) + Log[x],x]","e^{e^x+e^{2 x+\frac{1}{4}}}+x \log (x)","e^{e^x+e^{2 x+\frac{1}{4}}}+x \log (x)",1,"E^(E^x + E^(1/4 + 2*x)) + x*Log[x]","A",4,3,39,0.07692,1,"{2282, 2236, 2295}"
193,1,15,0,0.0292211,"\int \left(1-e^{29+e^{e^{25+x}}+e^{25+x}+x}\right) \, dx","Int[1 - E^(29 + E^E^(25 + x) + E^(25 + x) + x),x]","x-e^{e^{e^{x+25}}+4}","x-e^{e^{e^{x+25}}+4}-e^4-\log (5)",1,"-E^(4 + E^E^(25 + x)) + x","A",4,2,21,0.09524,1,"{2282, 2194}"
194,1,15,0,0.0277039,"\int \frac{2 e^{\frac{x^2}{\log (2)}} x^2-4 \log (2)}{x \log (2)} \, dx","Int[(2*E^(x^2/Log[2])*x^2 - 4*Log[2])/(x*Log[2]),x]","e^{\frac{x^2}{\log (2)}}-4 \log (x)","-\log \left(x^4\right)+e^{\frac{x^2}{\log (2)}}+1",1,"E^(x^2/Log[2]) - 4*Log[x]","A",4,3,28,0.1071,1,"{12, 14, 2209}"
195,1,21,0,0.2467479,"\int \frac{-20+6 x+6 \log (3)}{\left(-20 x+4 x^2+6 x \log (3)\right) \log \left(\frac{1}{2} \left(10 x^2-2 x^3-3 x^2 \log (3)\right)\right)+\left(-10 x+2 x^2+3 x \log (3)\right) \log \left(\frac{1}{2} \left(10 x^2-2 x^3-3 x^2 \log (3)\right)\right) \log \left(\log \left(\frac{1}{2} \left(10 x^2-2 x^3-3 x^2 \log (3)\right)\right)\right)} \, dx","Int[(-20 + 6*x + 6*Log[3])/((-20*x + 4*x^2 + 6*x*Log[3])*Log[(10*x^2 - 2*x^3 - 3*x^2*Log[3])/2] + (-10*x + 2*x^2 + 3*x*Log[3])*Log[(10*x^2 - 2*x^3 - 3*x^2*Log[3])/2]*Log[Log[(10*x^2 - 2*x^3 - 3*x^2*Log[3])/2]]),x]","\log \left(\log \left(\log \left(\frac{1}{2} x^2 (-2 x+10-\log (27))\right)\right)+2\right)","\log \left(\log \left(\log \left(x^2 \left(-x+5-\frac{3 \log (3)}{2}\right)\right)\right)+2\right)",1,"Log[2 + Log[Log[(x^2*(10 - 2*x - Log[27]))/2]]]","A",2,2,113,0.01770,1,"{6688, 6684}"
196,0,0,0,25.2828355,"\int \frac{5^{e^{-3+x}} \exp \left(-11+2\ 5^{e^{-3+x}} e^x \left(\frac{1}{12 x+4 x^2}\right)^{e^{-3+x}}\right) \left(\frac{1}{12 x+4 x^2}\right)^{e^{-3+x}} \left(e^{2 x} (-6-4 x)+e^{3+x} \left(6 x+2 x^2\right)+e^{2 x} \left(6 x+2 x^2\right) \log \left(\frac{5}{12 x+4 x^2}\right)\right)}{3 x+x^2} \, dx","Int[(5^E^(-3 + x)*E^(-11 + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*((12*x + 4*x^2)^(-1))^E^(-3 + x)*(E^(2*x)*(-6 - 4*x) + E^(3 + x)*(6*x + 2*x^2) + E^(2*x)*(6*x + 2*x^2)*Log[5/(12*x + 4*x^2)]))/(3*x + x^2),x]","\int \frac{5^{e^{-3+x}} \exp \left(-11+2\ 5^{e^{-3+x}} e^x \left(\frac{1}{12 x+4 x^2}\right)^{e^{-3+x}}\right) \left(\frac{1}{12 x+4 x^2}\right)^{e^{-3+x}} \left(e^{2 x} (-6-4 x)+e^{3+x} \left(6 x+2 x^2\right)+e^{2 x} \left(6 x+2 x^2\right) \log \left(\frac{5}{12 x+4 x^2}\right)\right)}{3 x+x^2} \, dx","\exp \left(2^{1-2 e^{x-3}} 5^{e^{x-3}} e^x \left(\frac{1}{x (x+3)}\right)^{e^{x-3}}-8\right)",1,"2*Defer[Int][5^E^(-3 + x)*E^(-8 + x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(12 + 4*x)))^E^(-3 + x), x] + 2*Log[5/(4*x*(3 + x))]*Defer[Int][5^E^(-3 + x)*E^(-11 + 2*x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(12 + 4*x)))^E^(-3 + x), x] + 2*Defer[Int][(5^E^(-3 + x)*E^(-11 + 2*x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(12 + 4*x)))^E^(-3 + x))/(-3 - x), x] - 2*Defer[Int][(5^E^(-3 + x)*E^(-11 + 2*x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(12 + 4*x)))^E^(-3 + x))/x, x] - 2*Defer[Int][Defer[Int][(5/4)^E^(-3 + x)*E^(-11 + 2*x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(3 + x)))^E^(-3 + x), x]/(-3 - x), x] + 2*Defer[Int][Defer[Int][(5/4)^E^(-3 + x)*E^(-11 + 2*x + 2*5^E^(-3 + x)*E^x*((12*x + 4*x^2)^(-1))^E^(-3 + x))*(1/(x*(3 + x)))^E^(-3 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
197,1,87,0,1.1406775,"\int \frac{108+54 x-2 x^3+e^x \left(-60+22 x-2 x^2\right)+(-12+2 x) \log (-6+x)+\left(37 x+6 x^2-2 x^3+e^x \left(-24 x+10 x^2-x^3\right)\right) \log \left(x^2\right)}{-6 x+x^2} \, dx","Int[(108 + 54*x - 2*x^3 + E^x*(-60 + 22*x - 2*x^2) + (-12 + 2*x)*Log[-6 + x] + (37*x + 6*x^2 - 2*x^3 + E^x*(-24*x + 10*x^2 - x^3))*Log[x^2])/(-6*x + x^2),x]","2 \text{Li}_2\left(1-\frac{x}{6}\right)+2 \text{Li}_2\left(\frac{x}{6}\right)+x^2 \left(-\log \left(x^2\right)\right)-6 x \log \left(x^2\right)+e^x \log \left(x^2\right)+e^x (4-x) \log \left(x^2\right)+\log \left(1-\frac{x}{6}\right) \log \left(x^2\right)+2 \log (x-6) \log \left(\frac{x}{6}\right)-18 \log (x)","5-\left((x+3)^2+e^x (x-5)-\log (x-6)\right) \log \left(x^2\right)",1,"2*Log[-6 + x]*Log[x/6] - 18*Log[x] + E^x*Log[x^2] + E^x*(4 - x)*Log[x^2] - 6*x*Log[x^2] - x^2*Log[x^2] + Log[1 - x/6]*Log[x^2] + 2*PolyLog[2, 1 - x/6] + 2*PolyLog[2, x/6]","C",35,19,81,0.2346,1,"{1593, 6742, 36, 31, 29, 43, 2394, 2315, 2317, 2391, 2351, 2295, 2304, 2199, 2194, 2178, 2176, 2554, 12}"
198,1,26,0,0.1177921,"\int \frac{e^{2 x} \left(-275+3050 x+700 x^2\right)}{25+140 x+196 x^2} \, dx","Int[(E^(2*x)*(-275 + 3050*x + 700*x^2))/(25 + 140*x + 196*x^2),x]","\frac{25 e^{2 x}}{14}+\frac{1275 e^{2 x}}{14 (14 x+5)}","25-\frac{5 e^{2 x} (x+4)}{-\frac{14 x}{5}-1}",1,"(25*E^(2*x))/14 + (1275*E^(2*x))/(14*(5 + 14*x))","A",7,5,28,0.1786,1,"{27, 2199, 2194, 2177, 2178}"
199,1,25,0,0.1402766,"\int e^{2 e^{6+x} x+e^6 \left(4 x^2-4 x^3\right)} \left(e^{6+x} (2+2 x)+e^6 \left(8 x-12 x^2\right)\right) \, dx","Int[E^(2*E^(6 + x)*x + E^6*(4*x^2 - 4*x^3))*(E^(6 + x)*(2 + 2*x) + E^6*(8*x - 12*x^2)),x]","e^{4 e^6 \left(x^2-x^3\right)+2 e^{x+6} x}","e^{4 e^6 x \left(-x^2+x+\frac{e^x}{2}\right)}",1,"E^(2*E^(6 + x)*x + 4*E^6*(x^2 - x^3))","A",1,1,52,0.01923,1,"{6706}"
200,1,16,0,0.8745422,"\int \frac{e^{1+x} (10+2 x) \log (5)+e^{1+x} \left(8 x+2 x^2\right) \log (5) \log (x)}{e^{20} \left(25 x+10 x^2+x^3\right)} \, dx","Int[(E^(1 + x)*(10 + 2*x)*Log[5] + E^(1 + x)*(8*x + 2*x^2)*Log[5]*Log[x])/(E^20*(25*x + 10*x^2 + x^3)),x]","\frac{2 e^{x-19} \log (5) \log (x)}{x+5}","\frac{2 e^{x-19} \log (5) \log (x)}{x+5}",1,"(2*E^(-19 + x)*Log[5]*Log[x])/(5 + x)","A",16,8,51,0.1569,1,"{12, 1594, 27, 6688, 6742, 2178, 2197, 2554}"
201,1,7,0,0.0023803,"\int \left(-1+e^x\right) \, dx","Int[-1 + E^x,x]","e^x-x","-x+e^x-3-20 \log (\log (5))",1,"E^x - x","A",2,1,5,0.2000,1,"{2194}"
202,1,24,0,0.461532,"\int \frac{-100-320 x+2 x^3+e^x \left(25 x+160 x^2+256 x^3+x^4\right)}{25 x+160 x^2+256 x^3+x^4} \, dx","Int[(-100 - 320*x + 2*x^3 + E^x*(25*x + 160*x^2 + 256*x^3 + x^4))/(25*x + 160*x^2 + 256*x^3 + x^4),x]","2 \log \left(x^3+256 x^2+160 x+25\right)+e^x-4 \log (x)","e^x+\log \left(\left(\left(\frac{5}{x}+16\right)^2+x\right)^2\right)+11",1,"E^x - 4*Log[x] + 2*Log[25 + 160*x + 256*x^2 + x^3]","A",7,4,51,0.07843,1,"{6741, 6742, 2194, 1587}"
203,0,0,0,0.9603099,"\int \frac{-4-3 x+(7+7 x) \log (x)+(-4-4 x) \log ^2(x)}{5 e^x x^2-10 e^x x^2 \log (x)+5 e^x x^2 \log ^2(x)} \, dx","Int[(-4 - 3*x + (7 + 7*x)*Log[x] + (-4 - 4*x)*Log[x]^2)/(5*E^x*x^2 - 10*E^x*x^2*Log[x] + 5*E^x*x^2*Log[x]^2),x]","\int \frac{-4-3 x+(7+7 x) \log (x)+(-4-4 x) \log ^2(x)}{5 e^x x^2-10 e^x x^2 \log (x)+5 e^x x^2 \log ^2(x)} \, dx","\frac{3 e^{-x} \left(x+\frac{x}{3-\frac{3}{\log (x)}}\right)}{5 x^2}",1,"4/(5*E^x*x) - Defer[Int][1/(E^x*x^2*(-1 + Log[x])^2), x]/5 - Defer[Int][1/(E^x*x^2*(-1 + Log[x])), x]/5 - Defer[Int][1/(E^x*x*(-1 + Log[x])), x]/5","F",0,0,0,0,-1,"{}"
204,1,37,0,0.0977133,"\int \frac{3 x^2+x^3+e^5 \left(4+4 x-2 x^2+2 x^3+3 x^4-x^5\right)}{-4 x^2-x^3+e^5 \left(-4 x-2 x^3+x^5\right)} \, dx","Int[(3*x^2 + x^3 + E^5*(4 + 4*x - 2*x^2 + 2*x^3 + 3*x^4 - x^5))/(-4*x^2 - x^3 + E^5*(-4*x - 2*x^3 + x^5)),x]","\log \left(-e^5 x^4+\left(1+2 e^5\right) x^2+4 x+4 e^5\right)-x-\log (x)","\log \left(\frac{e^5 \left(\left(1-x^2\right)^2-5\right)}{x}-x-4\right)-x",1,"-x - Log[x] + Log[4*E^5 + 4*x + (1 + 2*E^5)*x^2 - E^5*x^4]","A",3,2,68,0.02941,1,"{2074, 1587}"
205,1,58,0,0.4313334,"\int \frac{-33750 x^2-101250 x^3+379586250 x^4-33750 x^5+\left(6+30 x-67440 x^2-134940 x^3-67470 x^4+6 x^5\right) \log (x)}{x+5 x^2+10 x^3+10 x^4+5 x^5+x^6} \, dx","Int[(-33750*x^2 - 101250*x^3 + 379586250*x^4 - 33750*x^5 + (6 + 30*x - 67440*x^2 - 134940*x^3 - 67470*x^4 + 6*x^5)*Log[x])/(x + 5*x^2 + 10*x^3 + 10*x^4 + 5*x^5 + x^6),x]","-\frac{379687500}{x+1}+\frac{569531250}{(x+1)^2}-\frac{379687500}{(x+1)^3}+\frac{94921875}{(x+1)^4}+3 \log ^2(x)-\frac{67500 x \log (x)}{x+1}-\frac{33750 \log (x)}{(x+1)^2}+33750 \log (x)","3 \left(\frac{5625 x^2}{(x+1)^2}-\log (x)\right)^2",1,"94921875/(1 + x)^4 - 379687500/(1 + x)^3 + 569531250/(1 + x)^2 - 379687500/(1 + x) + 33750*Log[x] - (33750*Log[x])/(1 + x)^2 - (67500*x*Log[x])/(1 + x) + 3*Log[x]^2","B",14,10,77,0.1299,1,"{6688, 12, 6742, 1620, 2357, 2301, 2319, 44, 2314, 31}"
206,1,13,0,0.0057522,"\int -\frac{15 e^2}{1550-620 e x+62 e^2 x^2} \, dx","Int[(-15*E^2)/(1550 - 620*E*x + 62*E^2*x^2),x]","-\frac{15 e}{62 (5-e x)}","\frac{15}{62 \left(x-\frac{5}{e}\right)}",1,"(-15*E)/(62*(5 - E*x))","A",4,3,21,0.1429,1,"{12, 27, 32}"
207,1,180,0,1.0033377,"\int \frac{-663552 x-921600 x^2-467456 x^3-102400 x^4-8192 x^5+\left(664704 x+1383200 x^2+935040 x^3+256000 x^4+24576 x^5+\left(1152+800 x+128 x^2\right) \log (5)\right) \log (x)+\left(-2304 x-2400 x^2-512 x^3+\left(-1152-1600 x-384 x^2\right) \log (5)\right) \log ^2(x)+(2 x+2 \log (5)) \log ^3(x)}{\log ^3(x)} \, dx","Int[(-663552*x - 921600*x^2 - 467456*x^3 - 102400*x^4 - 8192*x^5 + (664704*x + 1383200*x^2 + 935040*x^3 + 256000*x^4 + 24576*x^5 + (1152 + 800*x + 128*x^2)*Log[5])*Log[x] + (-2304*x - 2400*x^2 - 512*x^3 + (-1152 - 1600*x - 384*x^2)*Log[5])*Log[x]^2 + (2*x + 2*Log[5])*Log[x]^3)/Log[x]^3,x]","-1327104 \text{Ei}(2 \log (x))-4147200 \text{Ei}(3 \log (x))+96 (43225+\log (625)) \text{Ei}(3 \log (x))-96 (25+\log (625)) \text{Ei}(3 \log (x))+64 (20772+25 \log (5)) \text{Ei}(2 \log (x))-64 (36+25 \log (5)) \text{Ei}(2 \log (x))+\frac{4096 x^6}{\log ^2(x)}+\frac{51200 x^5}{\log ^2(x)}+\frac{233728 x^4}{\log ^2(x)}-\frac{128 x^4}{\log (x)}+\frac{460800 x^3}{\log ^2(x)}-\frac{32 x^3 (43225+\log (625))}{\log (x)}+\frac{1382400 x^3}{\log (x)}+x^2+\frac{331776 x^2}{\log ^2(x)}-\frac{32 x^2 (20772+25 \log (5))}{\log (x)}+\frac{663552 x^2}{\log (x)}-\frac{1152 x \log (5)}{\log (x)}+2 x \log (5)","\left(x-\frac{16 \left((2 x+6)^2+x\right) x}{\log (x)}+\log (5)\right)^2",1,"x^2 - 1327104*ExpIntegralEi[2*Log[x]] - 4147200*ExpIntegralEi[3*Log[x]] + 2*x*Log[5] - 64*ExpIntegralEi[2*Log[x]]*(36 + 25*Log[5]) + 64*ExpIntegralEi[2*Log[x]]*(20772 + 25*Log[5]) - 96*ExpIntegralEi[3*Log[x]]*(25 + Log[625]) + 96*ExpIntegralEi[3*Log[x]]*(43225 + Log[625]) + (331776*x^2)/Log[x]^2 + (460800*x^3)/Log[x]^2 + (233728*x^4)/Log[x]^2 + (51200*x^5)/Log[x]^2 + (4096*x^6)/Log[x]^2 + (663552*x^2)/Log[x] + (1382400*x^3)/Log[x] - (128*x^4)/Log[x] - (1152*x*Log[5])/Log[x] - (32*x^2*(20772 + 25*Log[5]))/Log[x] - (32*x^3*(43225 + Log[625]))/Log[x]","C",54,9,114,0.07895,1,"{6688, 12, 6742, 2356, 2306, 2309, 2178, 2297, 2298}"
208,1,18,0,0.0177245,"\int \frac{-128+6 x^2-2 x^3}{4-4 x+x^2} \, dx","Int[(-128 + 6*x^2 - 2*x^3)/(4 - 4*x + x^2),x]","-x^2-2 x-\frac{120}{2-x}","-\left(\left(x+\frac{60}{2-x}\right) x\right)-2 x+e^5+2",1,"-120/(2 - x) - 2*x - x^2","A",3,2,23,0.08696,1,"{27, 1850}"
209,1,26,0,0.3810971,"\int \frac{-2 e^3 x^2+e^{3+\frac{1}{4} \left(4 e+x^2\right)} \left(-882-84 x+439 x^2+42 x^3+x^4\right)}{882 x^2+84 x^3+2 x^4} \, dx","Int[(-2*E^3*x^2 + E^(3 + (4*E + x^2)/4)*(-882 - 84*x + 439*x^2 + 42*x^3 + x^4))/(882*x^2 + 84*x^3 + 2*x^4),x]","\frac{e^{\frac{x^2}{4}+e+3}}{x}+\frac{e^3}{x+21}","\frac{e^3 \left(e^{\frac{x^2}{4}+e}+\frac{x}{x+21}\right)}{x}+1",1,"E^(3 + E + x^2/4)/x + E^3/(21 + x)","A",6,5,62,0.08065,1,"{1594, 27, 12, 6688, 2288}"
210,1,23,0,0.0459177,"\int \frac{15-6 x^2}{350+155 x+297 x^2+62 x^3+56 x^4} \, dx","Int[(15 - 6*x^2)/(350 + 155*x + 297*x^2 + 62*x^3 + 56*x^4),x]","\log \left(28 x^2+17 x+70\right)-\log \left(2 x^2+x+5\right)","\log \left(\frac{3}{\frac{x^2+x+5}{x}+x}+14\right)",1,"-Log[5 + x + 2*x^2] + Log[70 + 17*x + 28*x^2]","A",4,2,30,0.06667,1,"{2074, 628}"
211,1,34,0,2.1998306,"\int \frac{3-3 x+(-12+3 x-3 \log (x)) \log (4-x+\log (x))+\left(64+e^2 (32-8 x)+e^4 (4-x)-16 x+\left(16+8 e^2+e^4\right) \log (x)\right) \log ^2(4-x+\log (x))}{\left(-12 x+3 x^2-3 x \log (x)\right) \log (4-x+\log (x))+\left(64 x-16 x^2+e^2 \left(32 x-8 x^2\right)+e^4 \left(4 x-x^2\right)+\left(16 x+8 e^2 x+e^4 x\right) \log (x)\right) \log ^2(4-x+\log (x))} \, dx","Int[(3 - 3*x + (-12 + 3*x - 3*Log[x])*Log[4 - x + Log[x]] + (64 + E^2*(32 - 8*x) + E^4*(4 - x) - 16*x + (16 + 8*E^2 + E^4)*Log[x])*Log[4 - x + Log[x]]^2)/((-12*x + 3*x^2 - 3*x*Log[x])*Log[4 - x + Log[x]] + (64*x - 16*x^2 + E^2*(32*x - 8*x^2) + E^4*(4*x - x^2) + (16*x + 8*E^2*x + E^4*x)*Log[x])*Log[4 - x + Log[x]]^2),x]","\log (x)-\log (\log (-x+\log (x)+4))+\log \left(3-\left(4+e^2\right)^2 \log (-x+\log (x)+4)\right)","\log \left(\frac{1}{3} x \left(\left(4+e^2\right)^2-\frac{3}{\log (-x+\log (x)+4)}\right)\right)",1,"Log[x] - Log[Log[4 - x + Log[x]]] + Log[3 - (4 + E^2)^2*Log[4 - x + Log[x]]]","A",5,3,161,0.01863,1,"{6688, 6742, 6684}"
212,0,0,0,0.593072,"\int \frac{10+e^2 (2-2 x)-10 x+x^2-x^3-2 x^4+2 x^3 \log (x)}{-5 x-e^2 x-x^4+x^3 \log (x)} \, dx","Int[(10 + E^2*(2 - 2*x) - 10*x + x^2 - x^3 - 2*x^4 + 2*x^3*Log[x])/(-5*x - E^2*x - x^4 + x^3*Log[x]),x]","\int \frac{10+e^2 (2-2 x)-10 x+x^2-x^3-2 x^4+2 x^3 \log (x)}{-5 x-e^2 x-x^4+x^3 \log (x)} \, dx","\log \left(\frac{5+e^2}{x^2}+x-\log (x)\right)+2 x-5",1,"2*x - 2*(5 + E^2)*Defer[Int][1/(x*(5*(1 + E^2/5) + x^3 - x^2*Log[x])), x] + Defer[Int][x^2/(5*(1 + E^2/5) + x^3 - x^2*Log[x]), x] + Defer[Int][x/(-5*(1 + E^2/5) - x^3 + x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
213,1,29,0,0.4206555,"\int \frac{e^x (-117-9 x)+e^x \left(-117+117 x+9 x^2\right) \log (x)-9 x \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(E^x*(-117 - 9*x) + E^x*(-117 + 117*x + 9*x^2)*Log[x] - 9*x*Log[x]^2)/(x^2*Log[x]^2),x]","\frac{9 e^x \left(x^2 \log (x)+13 x \log (x)\right)}{x^2 \log ^2(x)}-9 \log (x)","9 \left(\frac{e^x (x+13)}{x \log (x)}-\log (x)\right)",1,"-9*Log[x] + (9*E^x*(13*x*Log[x] + x^2*Log[x]))/(x^2*Log[x]^2)","A",3,2,41,0.04878,1,"{6742, 2288}"
214,1,36,0,2.6863625,"\int \frac{\exp \left(\frac{2}{3} \left(5 e^{9+6 x+x^2}-3 x-3 x^2 \log \left(e^2+2 x\right)\right)\right) \left(-6 e^2-12 x-12 x^2+e^{9+6 x+x^2} \left(120 x+40 x^2+e^2 (60+20 x)\right)+\left(-12 e^2 x-24 x^2\right) \log \left(e^2+2 x\right)\right)}{3 e^2+6 x} \, dx","Int[(E^((2*(5*E^(9 + 6*x + x^2) - 3*x - 3*x^2*Log[E^2 + 2*x]))/3)*(-6*E^2 - 12*x - 12*x^2 + E^(9 + 6*x + x^2)*(120*x + 40*x^2 + E^2*(60 + 20*x)) + (-12*E^2*x - 24*x^2)*Log[E^2 + 2*x]))/(3*E^2 + 6*x),x]","e^{\frac{2}{3} \left(5 e^{x^2+6 x+9}-3 x\right)} \left(2 x+e^2\right)^{-2 x^2}","\exp \left(-2 x^2 \log \left(2 x+e^2\right)-2 x+\frac{10}{3} e^{(x+3)^2}\right)",1,"E^((2*(5*E^(9 + 6*x + x^2) - 3*x))/3)/(E^2 + 2*x)^(2*x^2)","A",1,1,111,0.009009,1,"{6706}"
215,0,0,0,1.6984984,"\int \frac{e^{\frac{30 e^3-30 x+x^2 \log (x)}{2 \log (x)}} \left(-15 e^3+15 x-15 x \log (x)+x^2 \log ^2(x)\right)}{x \log ^2(x)} \, dx","Int[(E^((30*E^3 - 30*x + x^2*Log[x])/(2*Log[x]))*(-15*E^3 + 15*x - 15*x*Log[x] + x^2*Log[x]^2))/(x*Log[x]^2),x]","\int \frac{e^{\frac{30 e^3-30 x+x^2 \log (x)}{2 \log (x)}} \left(-15 e^3+15 x-15 x \log (x)+x^2 \log ^2(x)\right)}{x \log ^2(x)} \, dx","e^{\frac{x^2}{2}+\frac{15 \left(e^3-x\right)}{\log (x)}}+5",1,"Defer[Int][E^((30*E^3 - 30*x + x^2*Log[x])/(2*Log[x]))*x, x] + 15*Defer[Int][E^((30*E^3 - 30*x + x^2*Log[x])/(2*Log[x]))/Log[x]^2, x] - 15*Defer[Int][E^((30*E^3 - 30*x + 6*Log[x] + x^2*Log[x])/(2*Log[x]))/(x*Log[x]^2), x] - 15*Defer[Int][E^((30*E^3 - 30*x + x^2*Log[x])/(2*Log[x]))/Log[x], x]","F",0,0,0,0,-1,"{}"
216,1,11,0,0.0041011,"\int -\frac{4}{-4 x+3 x^2} \, dx","Int[-4/(-4*x + 3*x^2),x]","\log (x)-\log (4-3 x)","1-\log \left(\frac{3 x-4}{x}\right)",1,"-Log[4 - 3*x] + Log[x]","A",2,2,13,0.1538,1,"{12, 615}"
217,1,12,0,0.0078803,"\int \left(-1+2 e^{2 x}+4 \log \left(4 e^9\right)\right) \, dx","Int[-1 + 2*E^(2*x) + 4*Log[4*E^9],x]","e^{2 x}+x (35+\log (256))","-x+x \left(\frac{e^{2 x}}{x}+4 \log \left(4 e^9\right)\right)-e^9",1,"E^(2*x) + x*(35 + Log[256])","A",2,1,17,0.05882,1,"{2194}"
218,0,0,0,1.7387094,"\int \frac{5+e (-1-2 x)+10 x+e^{e^x} \left(1+2 x+e^x \left(3-x-x^2\right)\right)}{25-10 e+e^2+(10-2 e) e^{e^x}+e^{2 e^x}} \, dx","Int[(5 + E*(-1 - 2*x) + 10*x + E^E^x*(1 + 2*x + E^x*(3 - x - x^2)))/(25 - 10*E + E^2 + (10 - 2*E)*E^E^x + E^(2*E^x)),x]","\int \frac{5+e (-1-2 x)+10 x+e^{e^x} \left(1+2 x+e^x \left(3-x-x^2\right)\right)}{25-10 e+e^2+(10-2 e) e^{e^x}+e^{2 e^x}} \, dx","1-\frac{-x^2-x+3}{e^{e^x}+5-e}",1,"-3/(5 - E + E^E^x) - 1/(E^x*(5 - E + E^E^x)) + 10*Defer[Int][x/(5*(1 - E/5) + E^E^x)^2, x] - 2*E*Defer[Int][x/(5*(1 - E/5) + E^E^x)^2, x] + 2*Defer[Int][(E^E^x*x)/(5*(1 - E/5) + E^E^x)^2, x] - Defer[Int][(E^(E^x + x)*x)/(5*(1 - E/5) + E^E^x)^2, x] - Defer[Int][(E^(E^x + x)*x^2)/(5*(1 - E/5) + E^E^x)^2, x] - Defer[Subst][Defer[Int][1/((5*(1 - E/5) + E^x)*x^2), x], x, E^x] + 5*Defer[Subst][Defer[Int][1/((5*(1 - E/5) + E^x)^2*x), x], x, E^x] - E*Defer[Subst][Defer[Int][1/((5*(1 - E/5) + E^x)^2*x), x], x, E^x]","F",0,0,0,0,-1,"{}"
219,1,25,0,0.0136242,"\int \frac{-5-5 e^2-x^2-12 x^3}{10 x^2} \, dx","Int[(-5 - 5*E^2 - x^2 - 12*x^3)/(10*x^2),x]","-\frac{3 x^2}{5}-\frac{x}{10}+\frac{1+e^2}{2 x}","\frac{-\frac{1}{5} x \left(3 \left(2 x^2-2\right)+x\right)+e^2+1}{2 x}",1,"(1 + E^2)/(2*x) - x/10 - (3*x^2)/5","A",3,2,24,0.08333,1,"{12, 14}"
220,0,0,0,18.0347018,"\int \frac{\exp \left(e^{8 e^x}+2 e^{4 e^x} \log \left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)+\log ^2\left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)\right) x \left(e^{4 e^x} \left(8+2 e^x x^2\right)+\left(-4+2 x+e^x x+e^{8 e^x} \left(8 e^{2 x} x^2+e^x \left(-32 x+16 x^2\right)\right)\right) \log \left(\frac{4-2 x-e^x x}{x}\right)+\left(8+2 e^x x^2+e^{4 e^x} \left(8 e^{2 x} x^2+e^x \left(-32 x+16 x^2\right)\right) \log \left(\frac{4-2 x-e^x x}{x}\right)\right) \log \left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)\right)}{\left(-4 x+2 x^2+e^x x^2\right) \log \left(\frac{4-2 x-e^x x}{x}\right)} \, dx","Int[(E^(E^(8*E^x) + 2*E^(4*E^x)*Log[Log[(4 - 2*x - E^x*x)/x]] + Log[Log[(4 - 2*x - E^x*x)/x]]^2)*x*(E^(4*E^x)*(8 + 2*E^x*x^2) + (-4 + 2*x + E^x*x + E^(8*E^x)*(8*E^(2*x)*x^2 + E^x*(-32*x + 16*x^2)))*Log[(4 - 2*x - E^x*x)/x] + (8 + 2*E^x*x^2 + E^(4*E^x)*(8*E^(2*x)*x^2 + E^x*(-32*x + 16*x^2))*Log[(4 - 2*x - E^x*x)/x])*Log[Log[(4 - 2*x - E^x*x)/x]]))/((-4*x + 2*x^2 + E^x*x^2)*Log[(4 - 2*x - E^x*x)/x]),x]","\int \frac{\exp \left(e^{8 e^x}+2 e^{4 e^x} \log \left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)+\log ^2\left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)\right) x \left(e^{4 e^x} \left(8+2 e^x x^2\right)+\left(-4+2 x+e^x x+e^{8 e^x} \left(8 e^{2 x} x^2+e^x \left(-32 x+16 x^2\right)\right)\right) \log \left(\frac{4-2 x-e^x x}{x}\right)+\left(8+2 e^x x^2+e^{4 e^x} \left(8 e^{2 x} x^2+e^x \left(-32 x+16 x^2\right)\right) \log \left(\frac{4-2 x-e^x x}{x}\right)\right) \log \left(\log \left(\frac{4-2 x-e^x x}{x}\right)\right)\right)}{\left(-4 x+2 x^2+e^x x^2\right) \log \left(\frac{4-2 x-e^x x}{x}\right)} \, dx","x e^{\left(e^{4 e^x}+\log \left(\log \left(-e^x+\frac{4}{x}-2\right)\right)\right)^2}",1,"Defer[Int][E^(E^(8*E^x) + Log[Log[-2 - E^x + 4/x]]^2)*Log[-2 - E^x + 4/x]^(2*E^(4*E^x)), x] + 8*Defer[Int][E^(E^(8*E^x) + 8*E^x + x + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(2*E^(4*E^x)), x] + 2*Defer[Int][E^(E^(8*E^x) + 4*E^x + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x)), x] + 8*Defer[Int][(E^(E^(8*E^x) + 4*E^x + Log[Log[-2 - E^x + 4/x]]^2)*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x)))/(-4 + 2*x + E^x*x), x] + 8*Defer[Int][(E^(E^(8*E^x) + 4*E^x + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x)))/(-4 + 2*x + E^x*x), x] - 4*Defer[Int][(E^(E^(8*E^x) + 4*E^x + Log[Log[-2 - E^x + 4/x]]^2)*x^2*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x)))/(-4 + 2*x + E^x*x), x] + 8*Defer[Int][E^(E^(8*E^x) + 4*E^x + x + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(2*E^(4*E^x))*Log[Log[-2 - E^x + 4/x]], x] + 2*Defer[Int][E^(E^(8*E^x) + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x))*Log[Log[-2 - E^x + 4/x]], x] + 8*Defer[Int][(E^(E^(8*E^x) + Log[Log[-2 - E^x + 4/x]]^2)*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x))*Log[Log[-2 - E^x + 4/x]])/(-4 + 2*x + E^x*x), x] + 8*Defer[Int][(E^(E^(8*E^x) + Log[Log[-2 - E^x + 4/x]]^2)*x*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x))*Log[Log[-2 - E^x + 4/x]])/(-4 + 2*x + E^x*x), x] - 4*Defer[Int][(E^(E^(8*E^x) + Log[Log[-2 - E^x + 4/x]]^2)*x^2*Log[-2 - E^x + 4/x]^(-1 + 2*E^(4*E^x))*Log[Log[-2 - E^x + 4/x]])/(-4 + 2*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
221,0,0,0,25.2199887,"\int \frac{\exp \left(2 e^8+2 x+8 e^4 x+8 x^2+2 \left(2 e^4+4 x\right) \log \left(1-x+x^2\right)+2 \log ^2\left(1-x+x^2\right)\right) \left(-18+36 x+36 x^2+18 x^3+144 x^4+e^4 \left(36 x+72 x^3\right)+\left(36 x+72 x^3\right) \log \left(1-x+x^2\right)\right)}{x^3-x^4+x^5} \, dx","Int[(E^(2*E^8 + 2*x + 8*E^4*x + 8*x^2 + 2*(2*E^4 + 4*x)*Log[1 - x + x^2] + 2*Log[1 - x + x^2]^2)*(-18 + 36*x + 36*x^2 + 18*x^3 + 144*x^4 + E^4*(36*x + 72*x^3) + (36*x + 72*x^3)*Log[1 - x + x^2]))/(x^3 - x^4 + x^5),x]","\int \frac{\exp \left(2 e^8+2 x+8 e^4 x+8 x^2+2 \left(2 e^4+4 x\right) \log \left(1-x+x^2\right)+2 \log ^2\left(1-x+x^2\right)\right) \left(-18+36 x+36 x^2+18 x^3+144 x^4+e^4 \left(36 x+72 x^3\right)+\left(36 x+72 x^3\right) \log \left(1-x+x^2\right)\right)}{x^3-x^4+x^5} \, dx","\frac{9 \exp \left(2 x+2 \left(2 x+\log ((x-1) x+1)+e^4\right)^2\right)}{x^2}",1,"36*Defer[Int][(E^(2*(2*(1 + E^8/2) + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(4*E^4))/x^2, x] + 36*Defer[Int][(E^(2*(2*(1 + E^8/2) + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(4*E^4))/x, x] + 18*Defer[Int][E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4), x] + 72*Defer[Int][E^(2*(2*(1 + E^8/2) + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4), x] - 18*Defer[Int][(E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4))/x^3, x] + 36*Defer[Int][(E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4))/x^2, x] + 36*Defer[Int][(E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4))/x, x] + 144*Defer[Int][E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*x*(1 - x + x^2)^(-1 + 4*E^4), x] - 36*Defer[Int][E^(2*(2*(1 + E^8/2) + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*x*(1 - x + x^2)^(-1 + 4*E^4), x] + 72*Defer[Int][E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4)*Log[1 - x + x^2], x] + 36*Defer[Int][(E^(2*(E^8 + (1 + 4*E^4)*x + 4*x^2 + 4*x*Log[1 - x + x^2] + Log[1 - x + x^2]^2))*(1 - x + x^2)^(-1 + 4*E^4)*Log[1 - x + x^2])/x^2, x]","F",0,0,0,0,-1,"{}"
222,0,0,0,1.2089443,"\int \frac{-2 x+2 \log (x)+(x-\log (x)) \log \left(2 x^2\right)+(1-x) \log \left(2 x^2\right) \log \left(\frac{x}{\log \left(2 x^2\right)}\right)}{\left(x^3-2 x^2 \log (x)+x \log ^2(x)\right) \log \left(2 x^2\right)} \, dx","Int[(-2*x + 2*Log[x] + (x - Log[x])*Log[2*x^2] + (1 - x)*Log[2*x^2]*Log[x/Log[2*x^2]])/((x^3 - 2*x^2*Log[x] + x*Log[x]^2)*Log[2*x^2]),x]","\int \frac{-2 x+2 \log (x)+(x-\log (x)) \log \left(2 x^2\right)+(1-x) \log \left(2 x^2\right) \log \left(\frac{x}{\log \left(2 x^2\right)}\right)}{\left(x^3-2 x^2 \log (x)+x \log ^2(x)\right) \log \left(2 x^2\right)} \, dx","\frac{\log \left(\frac{x}{\log \left(2 x^2\right)}\right)}{x-\log (x)}+1",1,"Defer[Int][1/(x*(x - Log[x])), x] - 2*Defer[Int][1/(x*(x - Log[x])*Log[2*x^2]), x] - Defer[Int][Log[x/Log[2*x^2]]/(x - Log[x])^2, x] + Defer[Int][Log[x/Log[2*x^2]]/(x*(x - Log[x])^2), x]","F",0,0,0,0,-1,"{}"
223,1,37,0,0.1409254,"\int \frac{80-14552 x^2-1280 x^3-5691 x^4-160 x^5-672 x^6+e^4 \left(768 x^2+384 x^4+48 x^6\right)}{80+40 x^2+5 x^4} \, dx","Int[(80 - 14552*x^2 - 1280*x^3 - 5691*x^4 - 160*x^5 - 672*x^6 + E^4*(768*x^2 + 384*x^4 + 48*x^6))/(80 + 40*x^2 + 5*x^4),x]","-\frac{16}{5} \left(14-e^4\right) x^3-16 x^2-\frac{256 (1-x)}{x^2+4}-63 x","x-16 x^3 \left(\frac{1}{5} \left(\frac{5 (x+4)}{x^2+4}-e^4-1\right)+3\right)",1,"-63*x - 16*x^2 - (16*(14 - E^4)*x^3)/5 - (256*(1 - x))/(4 + x^2)","A",4,3,62,0.04839,1,"{28, 1814, 1586}"
224,1,12,0,0.3770157,"\int \frac{-1-2 x^2-x^5-2 x^3 \log (x)-x \log ^2(x)}{x^5+2 x^3 \log (x)+x \log ^2(x)} \, dx","Int[(-1 - 2*x^2 - x^5 - 2*x^3*Log[x] - x*Log[x]^2)/(x^5 + 2*x^3*Log[x] + x*Log[x]^2),x]","\frac{1}{x^2+\log (x)}-x","\frac{1}{x^2+\log (x)}-x-\frac{4}{3}",1,"-x + (x^2 + Log[x])^(-1)","A",4,3,46,0.06522,1,"{6688, 6742, 6686}"
225,1,20,0,0.0417673,"\int \frac{e^x (2-x)+8 x^2-7 x^3}{4 x^3} \, dx","Int[(E^x*(2 - x) + 8*x^2 - 7*x^3)/(4*x^3),x]","-\frac{e^x}{4 x^2}-\frac{7 x}{4}+2 \log (x)","\frac{1}{4} \left(2 \left(\log \left(x^4\right)-1\right)-\frac{e^x}{x^2}+x\right)-2 x+1",1,"-1/4*E^x/x^2 - (7*x)/4 + 2*Log[x]","A",6,4,27,0.1481,1,"{12, 14, 2197, 43}"
226,0,0,0,1.9405031,"\int \frac{1088-8 x-48 x^2-194 x^3+48 x^4-3 x^5}{-544 x+4 x^2-1064 x^3+6 x^4+48 x^5-4 x^6+\left(816 x^3-6 x^4-36 x^5+3 x^6\right) \log \left(\frac{-32+4 x}{-34-4 x+x^2}\right)} \, dx","Int[(1088 - 8*x - 48*x^2 - 194*x^3 + 48*x^4 - 3*x^5)/(-544*x + 4*x^2 - 1064*x^3 + 6*x^4 + 48*x^5 - 4*x^6 + (816*x^3 - 6*x^4 - 36*x^5 + 3*x^6)*Log[(-32 + 4*x)/(-34 - 4*x + x^2)]),x]","\int \frac{1088-8 x-48 x^2-194 x^3+48 x^4-3 x^5}{-544 x+4 x^2-1064 x^3+6 x^4+48 x^5-4 x^6+\left(816 x^3-6 x^4-36 x^5+3 x^6\right) \log \left(\frac{-32+4 x}{-34-4 x+x^2}\right)} \, dx","\log \left(-\frac{2}{x^2}+3 \log \left(\frac{4}{x+\frac{2}{8-x}+4}\right)-4\right)",1,"12*Defer[Int][(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])^(-1), x] + 204*Sqrt[2/19]*Defer[Int][1/((4 + 2*Sqrt[38] - 2*x)*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x] + 192*Defer[Int][1/((-8 + x)*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x] + 4*Defer[Int][1/(x*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x] - 3*Defer[Int][x/(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)]), x] - (252*(19 + Sqrt[38])*Defer[Int][1/((-4 - 2*Sqrt[38] + 2*x)*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x])/19 + 204*Sqrt[2/19]*Defer[Int][1/((-4 + 2*Sqrt[38] + 2*x)*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x] - (252*(19 - Sqrt[38])*Defer[Int][1/((-4 + 2*Sqrt[38] + 2*x)*(-2 - 4*x^2 + 3*x^2*Log[(4*(-8 + x))/(-34 - 4*x + x^2)])), x])/19","F",0,0,0,0,-1,"{}"
227,1,6,0,0.000821,"\int \frac{1}{4 x} \, dx","Int[1/(4*x),x]","\frac{\log (x)}{4}","\frac{\log (x)}{4}+i \pi +e^2-5+\log (20)",1,"Log[x]/4","A",2,2,7,0.2857,1,"{12, 29}"
228,1,22,0,0.052991,"\int \frac{e^{2 e^x-2 i \pi } \left(-4+8 e^x x\right)}{x^2 \log ^2(5)} \, dx","Int[(E^(2*E^x - (2*I)*Pi)*(-4 + 8*E^x*x))/(x^2*Log[5]^2),x]","\frac{4 e^{2 e^x-2 i \pi }}{x \log ^2(5)}","6+\frac{4 e^{2 e^x-2 i \pi }}{x \log ^2(5)}",1,"(4*E^(2*E^x - (2*I)*Pi))/(x*Log[5]^2)","A",2,2,29,0.06897,1,"{12, 2288}"
229,1,10,0,0.0130967,"\int -\frac{5}{5+\frac{e^x}{5}} \, dx","Int[-5/(5 + E^x/5),x]","\log \left(e^x+25\right)-x","\log \left(25 e^{-x}+1\right)+3",1,"-x + Log[25 + E^x]","A",6,5,13,0.3846,1,"{12, 2282, 36, 29, 31}"
230,1,35,0,0.067067,"\int \frac{-100+210 x-30 x^2+e^2 \left(20 x^2-24 x^3+4 x^4\right)}{e^2 \left(5 x-6 x^2+x^3\right)} \, dx","Int[(-100 + 210*x - 30*x^2 + E^2*(20*x^2 - 24*x^3 + 4*x^4))/(E^2*(5*x - 6*x^2 + x^3)),x]","2 x^2-\frac{20 \log (1-x)}{e^2}+\frac{10 \log (5-x)}{e^2}-\frac{20 \log (x)}{e^2}","2 \left(x^2+\frac{5 \log \left(\frac{x-5}{(x-1)^2 x^2}\right)}{e^2}+1\right)",1,"2*x^2 - (20*Log[1 - x])/E^2 + (10*Log[5 - x])/E^2 - (20*Log[x])/E^2","A",4,3,48,0.06250,1,"{12, 1594, 1628}"
231,1,193,0,1.1335942,"\int \frac{-9-63 x+x^2+7 x^3+\left(84 x^3-28 x^4\right) \log (1+7 x)+\left(6 x^2+38 x^3-28 x^4\right) \log ^2(1+7 x)+28 x^5 \log ^3(1+7 x)+\left(3 x^4+21 x^5\right) \log ^4(1+7 x)}{x^2+7 x^3} \, dx","Int[(-9 - 63*x + x^2 + 7*x^3 + (84*x^3 - 28*x^4)*Log[1 + 7*x] + (6*x^2 + 38*x^3 - 28*x^4)*Log[1 + 7*x]^2 + 28*x^5*Log[1 + 7*x]^3 + (3*x^4 + 21*x^5)*Log[1 + 7*x]^4)/(x^2 + 7*x^3),x]","x^2-2 x^2 \log (7 x+1)-\frac{1}{49} (7 x+1)^2+\frac{9 x}{7}+\frac{9}{x}+\frac{1}{343} (7 x+1)^3 \log ^4(7 x+1)-\frac{3}{343} (7 x+1)^2 \log ^4(7 x+1)+\frac{3}{343} (7 x+1) \log ^4(7 x+1)-\frac{1}{343} \log ^4(7 x+1)-\frac{2}{49} (7 x+1)^2 \log ^2(7 x+1)+\frac{46}{49} (7 x+1) \log ^2(7 x+1)-\frac{44}{49} \log ^2(7 x+1)+\frac{2}{49} (7 x+1)^2 \log (7 x+1)-\frac{4}{49} (7 x+1) \log (7 x+1)+\frac{2}{49} \log (7 x+1)","\frac{\left(x-(x-x (1-\log (7 x+1)))^2-3\right)^2}{x}",1,"9/x + (9*x)/7 + x^2 - (1 + 7*x)^2/49 + (2*Log[1 + 7*x])/49 - 2*x^2*Log[1 + 7*x] - (4*(1 + 7*x)*Log[1 + 7*x])/49 + (2*(1 + 7*x)^2*Log[1 + 7*x])/49 - (44*Log[1 + 7*x]^2)/49 + (46*(1 + 7*x)*Log[1 + 7*x]^2)/49 - (2*(1 + 7*x)^2*Log[1 + 7*x]^2)/49 - Log[1 + 7*x]^4/343 + (3*(1 + 7*x)*Log[1 + 7*x]^4)/343 - (3*(1 + 7*x)^2*Log[1 + 7*x]^4)/343 + ((1 + 7*x)^3*Log[1 + 7*x]^4)/343","B",67,19,101,0.1881,1,"{1593, 6742, 14, 2418, 2389, 2295, 2395, 43, 2390, 2301, 2401, 2296, 2305, 2304, 2411, 2346, 2302, 30, 2330}"
232,0,0,0,2.1173687,"\int \frac{e^{5+e^x+x} \left(2-\log \left(\frac{\log ^2(-2+x)}{x^2}\right)\right) \left(2 x+\left(8-2 x^2+e^x \left(4 x-2 x^2\right)\right) \log (-2+x)+\left(-2-x+x^2+e^x \left(-2 x+x^2\right)\right) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{x^2}\right)\right)}{(4-2 x) \log (-2+x)+(-2+x) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{x^2}\right)} \, dx","Int[(E^(5 + E^x + x)*(2 - Log[Log[-2 + x]^2/x^2])*(2*x + (8 - 2*x^2 + E^x*(4*x - 2*x^2))*Log[-2 + x] + (-2 - x + x^2 + E^x*(-2*x + x^2))*Log[-2 + x]*Log[Log[-2 + x]^2/x^2]))/((4 - 2*x)*Log[-2 + x] + (-2 + x)*Log[-2 + x]*Log[Log[-2 + x]^2/x^2]),x]","\int \frac{e^{5+e^x+x} \left(2-\log \left(\frac{\log ^2(-2+x)}{x^2}\right)\right) \left(2 x+\left(8-2 x^2+e^x \left(4 x-2 x^2\right)\right) \log (-2+x)+\left(-2-x+x^2+e^x \left(-2 x+x^2\right)\right) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{x^2}\right)\right)}{(4-2 x) \log (-2+x)+(-2+x) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{x^2}\right)} \, dx","e^{x+e^x+5} x \left(2-\log \left(\frac{\log ^2(x-2)}{x^2}\right)\right)",1,"2*E^(5 + E^x) - (E^(5 + E^x + x)*(x + E^x*x)*Log[Log[-2 + x]^2/x^2])/(1 + E^x) + 2*Defer[Int][E^(5 + E^x + x)*x, x] + 2*Defer[Int][E^(5 + E^x + 2*x)*x, x]","F",0,0,0,0,-1,"{}"
233,1,22,0,0.0902011,"\int \frac{-10+x^2+e^x \left(2-2 x+x^2\right)-2 \log (3)}{x^2} \, dx","Int[(-10 + x^2 + E^x*(2 - 2*x + x^2) - 2*Log[3])/x^2,x]","x+e^x-\frac{2 e^x}{x}+\frac{2 (5+\log (3))}{x}","x+\frac{(2-x) \left(-e^x+5+\log (3)\right)}{x}-e^3",1,"E^x - (2*E^x)/x + x + (2*(5 + Log[3]))/x","A",10,5,25,0.2000,1,"{14, 2199, 2194, 2177, 2178}"
234,1,11,0,0.0039511,"\int \frac{1}{9} \left(17-9 e^x\right) \, dx","Int[(17 - 9*E^x)/9,x]","\frac{17 x}{9}-e^x","\frac{1}{9} (-x-3)-e^x+2 x",1,"-E^x + (17*x)/9","A",3,2,11,0.1818,1,"{12, 2194}"
235,0,0,0,0.6089232,"\int \frac{10 x^5-e^x x^5+e^{e^x} \left(\frac{1}{x}\right)^{\frac{e^{e^x}}{x^4}} \left(1+\left(4-e^x x\right) \log \left(\frac{1}{x}\right)\right)}{x^5} \, dx","Int[(10*x^5 - E^x*x^5 + E^E^x*(x^(-1))^(E^E^x/x^4)*(1 + (4 - E^x*x)*Log[x^(-1)]))/x^5,x]","\int \frac{10 x^5-e^x x^5+e^{e^x} \left(\frac{1}{x}\right)^{\frac{e^{e^x}}{x^4}} \left(1+\left(4-e^x x\right) \log \left(\frac{1}{x}\right)\right)}{x^5} \, dx","-\left(\frac{1}{x}\right)^{\frac{e^{e^x}}{x^4}}-e^x+10 x-1",1,"-E^x + 10*x - Log[x^(-1)]*Defer[Int][E^(E^x + x)*(x^(-1))^(4 + E^E^x/x^4), x] + Defer[Int][E^E^x*(x^(-1))^(5 + E^E^x/x^4), x] + 4*Log[x^(-1)]*Defer[Int][E^E^x*(x^(-1))^(5 + E^E^x/x^4), x] - Defer[Int][Defer[Int][E^(E^x + x)*(x^(-1))^(4 + E^E^x/x^4), x]/x, x] + 4*Defer[Int][Defer[Int][E^E^x*(x^(-1))^(5 + E^E^x/x^4), x]/x, x]","F",0,0,0,0,-1,"{}"
236,1,25,0,1.6146597,"\int \frac{2 \log (x)+\log ^2(x)+e^{-2-x} \log (x) (-2+(-1+2 x) \log (x))}{-x \log ^2(x)+e^{-2-x} x \log ^2(x)} \, dx","Int[(2*Log[x] + Log[x]^2 + E^(-2 - x)*Log[x]*(-2 + (-1 + 2*x)*Log[x]))/(-(x*Log[x]^2) + E^(-2 - x)*x*Log[x]^2),x]","2 x-2 \log \left(1-e^{x+2}\right)-\log (x)-2 \log (\log (x))","-\log \left(2 x \left(\log (x)-e^{-x-2} \log (x)\right)^2\right)",1,"2*x - 2*Log[1 - E^(2 + x)] - Log[x] - 2*Log[Log[x]]","A",11,9,53,0.1698,1,"{6741, 6688, 6742, 2282, 36, 31, 29, 2365, 43}"
237,1,5,0,0.0080462,"\int 2 e^{x^2} x \, dx","Int[2*E^x^2*x,x]","e^{x^2}","e^{x^2}+10",1,"E^x^2","A",2,2,8,0.2500,1,"{12, 2209}"
238,1,76,0,0.0269474,"\int \frac{1568 x-5040 x^2+4048 x^3-600 x^4+24 x^5+e^4 (2+2 x)+e^2 \left(-56+8 x+168 x^2-16 x^3\right)}{e^4} \, dx","Int[(1568*x - 5040*x^2 + 4048*x^3 - 600*x^4 + 24*x^5 + E^4*(2 + 2*x) + E^2*(-56 + 8*x + 168*x^2 - 16*x^3))/E^4,x]","\frac{4 x^6}{e^4}-\frac{120 x^5}{e^4}-\frac{4 x^4}{e^2}+\frac{1012 x^4}{e^4}+\frac{56 x^3}{e^2}-\frac{1680 x^3}{e^4}+\frac{4 x^2}{e^2}+\frac{784 x^2}{e^4}-\frac{56 x}{e^2}+(x+1)^2","\left(\frac{2 (x-14) \left(x^2-x\right)}{e^2}-x-1\right)^2",1,"(-56*x)/E^2 + (784*x^2)/E^4 + (4*x^2)/E^2 - (1680*x^3)/E^4 + (56*x^3)/E^2 + (1012*x^4)/E^4 - (4*x^4)/E^2 - (120*x^5)/E^4 + (4*x^6)/E^4 + (1 + x)^2","B",3,1,56,0.01786,1,"{12}"
239,0,0,0,0.6236927,"\int \frac{10+8 x-2 x^2-2 x \log (5)+\left(16 x-2 x^2-4 x \log (5)\right) \log (x)}{-20+5 x+5 \log (5)+\left(-4 x^2+x^3+x^2 \log (5)\right) \log (x)} \, dx","Int[(10 + 8*x - 2*x^2 - 2*x*Log[5] + (16*x - 2*x^2 - 4*x*Log[5])*Log[x])/(-20 + 5*x + 5*Log[5] + (-4*x^2 + x^3 + x^2*Log[5])*Log[x]),x]","\int \frac{10+8 x-2 x^2-2 x \log (5)+\left(16 x-2 x^2-4 x \log (5)\right) \log (x)}{-20+5 x+5 \log (5)+\left(-4 x^2+x^3+x^2 \log (5)\right) \log (x)} \, dx","\log \left(\frac{2 (x-4+\log (5))^2}{\left(x^2 \log (x)+5\right)^2}\right)",1,"(-2*(8 - Log[25])*Log[x])/(4 - Log[5]) + 2*Log[4 - x - Log[5]] + 20*Defer[Int][1/(x*(5 + x^2*Log[x])), x] - 2*Defer[Int][x/(5 + x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
240,1,223,0,10.1004304,"\int \frac{\exp \left(5 \exp \left(9-6 x+x^2+(6-2 x) \log ^2(-2+x)+\log ^4(-2+x)\right)+5 x^2\right) \left(2-x-20 x^2+10 x^3+\exp \left(9-6 x+x^2+(6-2 x) \log ^2(-2+x)+\log ^4(-2+x)\right) \left(60 x-50 x^2+10 x^3+\left(60 x-20 x^2\right) \log (-2+x)+\left(20 x-10 x^2\right) \log ^2(-2+x)+20 x \log ^3(-2+x)\right)\right)}{-2 x^2+x^3} \, dx","Int[(E^(5*E^(9 - 6*x + x^2 + (6 - 2*x)*Log[-2 + x]^2 + Log[-2 + x]^4) + 5*x^2)*(2 - x - 20*x^2 + 10*x^3 + E^(9 - 6*x + x^2 + (6 - 2*x)*Log[-2 + x]^2 + Log[-2 + x]^4)*(60*x - 50*x^2 + 10*x^3 + (60*x - 20*x^2)*Log[-2 + x] + (20*x - 10*x^2)*Log[-2 + x]^2 + 20*x*Log[-2 + x]^3)))/(-2*x^2 + x^3),x]","\frac{\exp \left(5 \exp \left(x^2-6 x+\log ^4(x-2)+2 (3-x) \log ^2(x-2)+9\right)+5 x^2\right) \left(-\left(x^3-5 x^2+\left(2 x-x^2\right) \log ^2(x-2)+2 \left(3 x-x^2\right) \log (x-2)+6 x+2 x \log ^3(x-2)\right) \exp \left(x^2-6 x+\log ^4(x-2)+2 (3-x) \log ^2(x-2)+9\right)-x^3+2 x^2\right)}{(2-x) x^2 \left(x-\left(-x+\frac{2 \log ^3(x-2)}{2-x}+\log ^2(x-2)+\frac{2 (3-x) \log (x-2)}{2-x}+3\right) \exp \left(x^2-6 x+\log ^4(x-2)+2 (3-x) \log ^2(x-2)+9\right)\right)}","\frac{e^{5 \left(x^2+e^{\left(-x+\log ^2(x-2)+3\right)^2}\right)}}{x}+\log (4)",1,"(E^(5*E^(9 - 6*x + x^2 + 2*(3 - x)*Log[-2 + x]^2 + Log[-2 + x]^4) + 5*x^2)*(2*x^2 - x^3 - E^(9 - 6*x + x^2 + 2*(3 - x)*Log[-2 + x]^2 + Log[-2 + x]^4)*(6*x - 5*x^2 + x^3 + 2*(3*x - x^2)*Log[-2 + x] + (2*x - x^2)*Log[-2 + x]^2 + 2*x*Log[-2 + x]^3)))/((2 - x)*x^2*(x - E^(9 - 6*x + x^2 + 2*(3 - x)*Log[-2 + x]^2 + Log[-2 + x]^4)*(3 - x + (2*(3 - x)*Log[-2 + x])/(2 - x) + Log[-2 + x]^2 + (2*Log[-2 + x]^3)/(2 - x))))","B",2,2,147,0.01361,1,"{1593, 2288}"
241,0,0,0,0.9733334,"\int \frac{e^{-x} \left(-x-x^2-5 x \log ^2(3)+\left(2 x+2 x^2-x^3+\left(10 x-5 x^2\right) \log ^2(3)\right) \log (x)+\left(1-x-x^2+(-5-5 x) \log ^2(3)\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(-x - x^2 - 5*x*Log[3]^2 + (2*x + 2*x^2 - x^3 + (10*x - 5*x^2)*Log[3]^2)*Log[x] + (1 - x - x^2 + (-5 - 5*x)*Log[3]^2)*Log[x]^2)/(E^x*Log[x]^2),x]","\int \frac{e^{-x} \left(-x-x^2-5 x \log ^2(3)+\left(2 x+2 x^2-x^3+\left(10 x-5 x^2\right) \log ^2(3)\right) \log (x)+\left(1-x-x^2+(-5-5 x) \log ^2(3)\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","5 e^{-x} \left(\frac{x+1}{5}+\log ^2(3)\right) \left(\frac{x^2}{\log (x)}+x+2\right)",1,"2/E^x + (2*x)/E^x + x^2/E^x - (1 - 5*Log[3]^2)/E^x + (1 + 5*Log[3]^2)/E^x + (x*(1 + 5*Log[3]^2))/E^x - (1 + 5*Log[3]^2)*Defer[Int][x/(E^x*Log[x]^2), x] - Defer[Int][x^2/(E^x*Log[x]^2), x] + 2*(1 + 5*Log[3]^2)*Defer[Int][x/(E^x*Log[x]), x] + (2 - 5*Log[3]^2)*Defer[Int][x^2/(E^x*Log[x]), x] - Defer[Int][x^3/(E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
242,0,0,0,21.1739819,"\int \frac{\left(37500-15036 x-2484 x^2+4 x^3+\left(30000-15048 x+24 x^2\right) \log (625-x)\right) \log \left(\frac{-30 x^2+10 x^3}{5+x+4 \log (625-x)}\right)}{9375 x-1265 x^2-623 x^3+x^4+\left(7500 x-2512 x^2+4 x^3\right) \log (625-x)} \, dx","Int[((37500 - 15036*x - 2484*x^2 + 4*x^3 + (30000 - 15048*x + 24*x^2)*Log[625 - x])*Log[(-30*x^2 + 10*x^3)/(5 + x + 4*Log[625 - x])])/(9375*x - 1265*x^2 - 623*x^3 + x^4 + (7500*x - 2512*x^2 + 4*x^3)*Log[625 - x]),x]","\int \frac{\left(37500-15036 x-2484 x^2+4 x^3+\left(30000-15048 x+24 x^2\right) \log (625-x)\right) \log \left(\frac{-30 x^2+10 x^3}{5+x+4 \log (625-x)}\right)}{9375 x-1265 x^2-623 x^3+x^4+\left(7500 x-2512 x^2+4 x^3\right) \log (625-x)} \, dx","\log ^2\left(\frac{10 (x-3) x^2}{x+4 \log (625-x)+5}\right)",1,"4*Defer[Int][Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])]/(5 + x + 4*Log[625 - x]), x] - 8*Defer[Int][Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])]/((-625 + x)*(5 + x + 4*Log[625 - x])), x] + 16*Defer[Int][Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])]/((-3 + x)*(5 + x + 4*Log[625 - x])), x] + 20*Defer[Int][Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])]/(x*(5 + x + 4*Log[625 - x])), x] + 8*Defer[Int][(Log[625 - x]*Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])])/((-3 + x)*(5 + x + 4*Log[625 - x])), x] + 16*Defer[Int][(Log[625 - x]*Log[(10*(-3 + x)*x^2)/(5 + x + 4*Log[625 - x])])/(x*(5 + x + 4*Log[625 - x])), x]","F",0,0,0,0,-1,"{}"
243,1,21,0,0.0059268,"\int \left(-e^e+e^5 (-1-2 x)\right) \, dx","Int[-E^E + E^5*(-1 - 2*x),x]","-\frac{1}{4} e^5 (2 x+1)^2-e^e x","e^5 \left(-\left(\left(x+e^{e-5}\right) x\right)-x+16 \log (4)\right)",1,"-(E^E*x) - (E^5*(1 + 2*x)^2)/4","A",1,0,15,0,1,"{}"
244,1,17,0,0.2046563,"\int \frac{-3 \log (3)-3 \log (3) \log (x)+\left(-x+x^2\right) \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(-3*Log[3] - 3*Log[3]*Log[x] + (-x + x^2)*Log[x]^2)/(x^2*Log[x]^2),x]","x-\log (x)+\frac{3 \log (3)}{x \log (x)}","x-\log (x)+\frac{3 \log (3)}{x \log (x)}+e^3",1,"x + (3*Log[3])/(x*Log[x]) - Log[x]","A",9,5,31,0.1613,1,"{6742, 43, 2306, 2309, 2178}"
245,1,511,0,1.9741697,"\int \frac{-192+56 x-64 (i \pi +\log (3))+(-96+30 x-32 (i \pi +\log (3))) \log (3+i \pi -x+\log (3))+(-12+4 x-4 (i \pi +\log (3))) \log ^2(3+i \pi -x+\log (3))}{3 x^5-x^6+x^5 (i \pi +\log (3))} \, dx","Int[(-192 + 56*x - 64*(I*Pi + Log[3]) + (-96 + 30*x - 32*(I*Pi + Log[3]))*Log[3 + I*Pi - x + Log[3]] + (-12 + 4*x - 4*(I*Pi + Log[3]))*Log[3 + I*Pi - x + Log[3]]^2)/(3*x^5 - x^6 + x^5*(I*Pi + Log[3])),x]","-\frac{2 \text{Li}_2\left(1-\frac{x}{3+i \pi +\log (3)}\right)}{(\pi -i (3+\log (3)))^4}+\frac{2 \text{Li}_2\left(1-\frac{x}{3+i \pi +\log (3)}\right)}{(3+i \pi +\log (3))^4}+\frac{16}{x^4}+\frac{\log ^2(-x+i \pi +3+\log (3))}{x^4}+\frac{8 \log (-x+i \pi +3+\log (3))}{x^4}-\frac{\log (-x+i \pi +3+\log (3))}{x^2 (\pi -i (3+\log (3)))^2}-\frac{\log (-x+i \pi +3+\log (3))}{x^2 (3+i \pi +\log (3))^2}+\frac{1}{3 x^2 (\pi -i (3+\log (3)))^2}+\frac{1}{3 x^2 (3+i \pi +\log (3))^2}+\frac{\log ^2(-x+i \pi +3+\log (3))}{(\pi -i (3+\log (3)))^4}-\frac{\log ^2(-x+i \pi +3+\log (3))}{(3+i \pi +\log (3))^4}-\frac{2 (-x+i \pi +3+\log (3)) \log (-x+i \pi +3+\log (3))}{x (3+i \pi +\log (3))^4}-\frac{2 \log \left(\frac{x}{3+i \pi +\log (3)}\right) \log (-x+i \pi +3+\log (3))}{(\pi -i (3+\log (3)))^4}+\frac{2 \log \left(\frac{x}{3+i \pi +\log (3)}\right) \log (-x+i \pi +3+\log (3))}{(3+i \pi +\log (3))^4}+\frac{2 \log (-x+i \pi +3+\log (3))}{x (3+i \pi +\log (3))^3}+\frac{11 \log (x)}{3 (\pi -i (3+\log (3)))^4}-\frac{11 \log (x)}{3 (3+i \pi +\log (3))^4}-\frac{11 \log (-i x-\pi +i (3+\log (3)))}{3 (\pi -i (3+\log (3)))^4}+\frac{5 \log (-i x-\pi +i (3+\log (3)))}{3 (3+i \pi +\log (3))^4}","\frac{(-4-\log (-x+i \pi +3+\log (3)))^2}{x^4}",1,"16/x^4 + 1/(3*x^2*(3 + I*Pi + Log[3])^2) + 1/(3*x^2*(Pi - I*(3 + Log[3]))^2) - (11*Log[x])/(3*(3 + I*Pi + Log[3])^4) + (11*Log[x])/(3*(Pi - I*(3 + Log[3]))^4) + (8*Log[3 + I*Pi - x + Log[3]])/x^4 + (2*Log[3 + I*Pi - x + Log[3]])/(x*(3 + I*Pi + Log[3])^3) - Log[3 + I*Pi - x + Log[3]]/(x^2*(3 + I*Pi + Log[3])^2) - (2*(3 + I*Pi - x + Log[3])*Log[3 + I*Pi - x + Log[3]])/(x*(3 + I*Pi + Log[3])^4) - Log[3 + I*Pi - x + Log[3]]/(x^2*(Pi - I*(3 + Log[3]))^2) + (2*Log[x/(3 + I*Pi + Log[3])]*Log[3 + I*Pi - x + Log[3]])/(3 + I*Pi + Log[3])^4 - (2*Log[x/(3 + I*Pi + Log[3])]*Log[3 + I*Pi - x + Log[3]])/(Pi - I*(3 + Log[3]))^4 + Log[3 + I*Pi - x + Log[3]]^2/x^4 - Log[3 + I*Pi - x + Log[3]]^2/(3 + I*Pi + Log[3])^4 + Log[3 + I*Pi - x + Log[3]]^2/(Pi - I*(3 + Log[3]))^4 + (5*Log[-Pi - I*x + I*(3 + Log[3])])/(3*(3 + I*Pi + Log[3])^4) - (11*Log[-Pi - I*x + I*(3 + Log[3])])/(3*(Pi - I*(3 + Log[3]))^4) + (2*PolyLog[2, 1 - x/(3 + I*Pi + Log[3])])/(3 + I*Pi + Log[3])^4 - (2*PolyLog[2, 1 - x/(3 + I*Pi + Log[3])])/(Pi - I*(3 + Log[3]))^4","C",44,24,101,0.2376,1,"{6, 1593, 6741, 6742, 77, 2418, 2395, 44, 2394, 2315, 2390, 12, 2301, 36, 29, 31, 2398, 2411, 2347, 2344, 2317, 2391, 2314, 2319}"
246,1,31,0,0.1696806,"\int \frac{1}{3} \exp \left(\frac{1}{3} \left(15-52 x+9 x^2-5 x^3+e^3 (-21+15 x)\right)\right) \left(-52+15 e^3+18 x-15 x^2\right) \, dx","Int[(E^((15 - 52*x + 9*x^2 - 5*x^3 + E^3*(-21 + 15*x))/3)*(-52 + 15*E^3 + 18*x - 15*x^2))/3,x]","\exp \left(\frac{1}{3} \left(-5 x^3+9 x^2-52 x-3 e^3 (7-5 x)+15\right)\right)","\exp \left((7-5 x) \left(\frac{1}{3} \left(x^2-x\right)-e^3+2\right)-(x+3)^2+x\right)",1,"E^((15 - 3*E^3*(7 - 5*x) - 52*x + 9*x^2 - 5*x^3)/3)","A",2,2,49,0.04082,1,"{12, 6706}"
247,1,31,0,0.3369692,"\int \frac{e^{\frac{1089+132 x+e x-194 x^2-12 x^3+9 x^4}{x}} \left(-39204-6984 x^2-864 x^3+972 x^4\right)}{x^2} \, dx","Int[(E^((1089 + 132*x + E*x - 194*x^2 - 12*x^3 + 9*x^4)/x)*(-39204 - 6984*x^2 - 864*x^3 + 972*x^4))/x^2,x]","36 e^{\frac{9 x^4-12 x^3-194 x^2+e x+132 x+1089}{x}}","36 e^{\frac{(4-3 (5-x))^2 (x+3)^2}{x}+e}",1,"36*E^((1089 + 132*x + E*x - 194*x^2 - 12*x^3 + 9*x^4)/x)","A",1,1,50,0.02000,1,"{6706}"
248,1,20,0,0.3942329,"\int \frac{-45-80 x^4+e^{2 x} \left(-9-16 x^4+32 x^5\right)}{80 x^5+16 e^{2 x} x^5} \, dx","Int[(-45 - 80*x^4 + E^(2*x)*(-9 - 16*x^4 + 32*x^5))/(80*x^5 + 16*E^(2*x)*x^5),x]","\frac{9}{64 x^4}+\log \left(e^{2 x}+5\right)-\log (x)","\frac{9}{64 x^4}-\log \left(\frac{4 x}{e^{2 x}+5}\right)+1",1,"9/(64*x^4) + Log[5 + E^(2*x)] - Log[x]","A",10,8,44,0.1818,1,"{6741, 12, 6742, 2282, 36, 29, 31, 14}"
249,1,17,0,0.1426892,"\int \frac{-15 x^2 \log (4)+45 x^2 \log (4) \log (x)+4 \log ^2(x)}{5 \log ^2(x)} \, dx","Int[(-15*x^2*Log[4] + 45*x^2*Log[4]*Log[x] + 4*Log[x]^2)/(5*Log[x]^2),x]","\frac{3 x^3 \log (4)}{\log (x)}+\frac{4 x}{5}","\frac{3 x^3 \log (4)}{\log (x)}+x+\frac{1}{5} (-x-2)-6",1,"(4*x)/5 + (3*x^3*Log[4])/Log[x]","A",8,5,31,0.1613,1,"{12, 6742, 2306, 2309, 2178}"
250,1,28,0,0.1100568,"\int \frac{4 x+e^x \left(3-4 x+3 x^2\right)+e^x \left(3 x+6 x^2+3 x^3\right) \log (x)}{4 x} \, dx","Int[(4*x + E^x*(3 - 4*x + 3*x^2) + E^x*(3*x + 6*x^2 + 3*x^3)*Log[x])/(4*x),x]","x-\frac{e^x \left(-3 x^3 \log (x)+4 x-3 x \log (x)\right)}{4 x}","\frac{1}{4} e^x \left(3 \left(x^2 \log (x)+\log (x)\right)-4\right)+x+\frac{1}{10}",1,"x - (E^x*(4*x - 3*x*Log[x] - 3*x^3*Log[x]))/(4*x)","A",4,3,45,0.06667,1,"{12, 14, 2288}"
251,1,33,0,0.0125729,"\int \frac{-3-x+21 x^2+84 x^3+63 x^4}{5 x^2} \, dx","Int[(-3 - x + 21*x^2 + 84*x^3 + 63*x^4)/(5*x^2),x]","\frac{21 x^3}{5}+\frac{42 x^2}{5}+\frac{21 x}{5}+\frac{3}{5 x}-\frac{\log (x)}{5}","\frac{21 \left(-x^2-x\right)^2+x-x \log (x)+3}{5 x}",1,"3/(5*x) + (21*x)/5 + (42*x^2)/5 + (21*x^3)/5 - Log[x]/5","A",3,2,27,0.07407,1,"{12, 14}"
252,1,17,0,0.2055481,"\int \frac{20+4 x}{6 x^2+e^x x^2+x^3+\left(-12 x-2 e^x x-2 x^2\right) \log \left(30+5 e^x+5 x\right)+\left(6+e^x+x\right) \log ^2\left(30+5 e^x+5 x\right)} \, dx","Int[(20 + 4*x)/(6*x^2 + E^x*x^2 + x^3 + (-12*x - 2*E^x*x - 2*x^2)*Log[30 + 5*E^x + 5*x] + (6 + E^x + x)*Log[30 + 5*E^x + 5*x]^2),x]","-\frac{4}{x-\log \left(5 \left(x+e^x+6\right)\right)}","\frac{4}{\log \left(5 \left(x+e^x+6\right)\right)-x}",1,"-4/(x - Log[5*(6 + E^x + x)])","A",3,3,71,0.04225,1,"{6688, 12, 6686}"
253,-1,0,0,180.0128327,"\int \frac{409600+e^x (-384000-15360 x)+16384 x+e^{3 x} \left(-12500-16500 x-640 x^2\right)+e^{2 x} \left(120000+56000 x+49152 x^2+2048 x^3\right)+\left(2457600+e^x (-1536000-61440 x)+98304 x+e^{2 x} \left(240000+112000 x+100352 x^2+4096 x^3\right)\right) \log \left(\frac{25+x}{5}\right)+\left(6758400+e^x (-2688000-107520 x)+270336 x+e^{2 x} \left(180000+84000 x+76800 x^2+3072 x^3\right)\right) \log ^2\left(\frac{25+x}{5}\right)+\left(11264000+e^x (-2688000-107520 x)+450560 x+e^{2 x} \left(60000+28000 x+26112 x^2+1024 x^3\right)\right) \log ^3\left(\frac{25+x}{5}\right)+\left(12672000+e^x (-1680000-67200 x)+506880 x+e^{2 x} \left(7500+3500 x+3328 x^2+128 x^3\right)\right) \log ^4\left(\frac{25+x}{5}\right)+\left(10137600+e^x (-672000-26880 x)+405504 x\right) \log ^5\left(\frac{25+x}{5}\right)+\left(5913600+e^x (-168000-6720 x)+236544 x\right) \log ^6\left(\frac{25+x}{5}\right)+\left(2534400+e^x (-24000-960 x)+101376 x\right) \log ^7\left(\frac{25+x}{5}\right)+\left(792000+e^x (-1500-60 x)+31680 x\right) \log ^8\left(\frac{25+x}{5}\right)+(176000+7040 x) \log ^9\left(\frac{25+x}{5}\right)+(26400+1056 x) \log ^{10}\left(\frac{25+x}{5}\right)+(2400+96 x) \log ^{11}\left(\frac{25+x}{5}\right)+(100+4 x) \log ^{12}\left(\frac{25+x}{5}\right)}{102400+e^x (-96000-3840 x)+e^{3 x} (-3125-125 x)+4096 x+e^{2 x} (30000+1200 x)+\left(614400+e^x (-384000-15360 x)+24576 x+e^{2 x} (60000+2400 x)\right) \log \left(\frac{25+x}{5}\right)+\left(1689600+e^x (-672000-26880 x)+67584 x+e^{2 x} (45000+1800 x)\right) \log ^2\left(\frac{25+x}{5}\right)+\left(2816000+e^x (-672000-26880 x)+112640 x+e^{2 x} (15000+600 x)\right) \log ^3\left(\frac{25+x}{5}\right)+\left(3168000+e^x (-420000-16800 x)+126720 x+e^{2 x} (1875+75 x)\right) \log ^4\left(\frac{25+x}{5}\right)+\left(2534400+e^x (-168000-6720 x)+101376 x\right) \log ^5\left(\frac{25+x}{5}\right)+\left(1478400+e^x (-42000-1680 x)+59136 x\right) \log ^6\left(\frac{25+x}{5}\right)+\left(633600+e^x (-6000-240 x)+25344 x\right) \log ^7\left(\frac{25+x}{5}\right)+\left(198000+e^x (-375-15 x)+7920 x\right) \log ^8\left(\frac{25+x}{5}\right)+(44000+1760 x) \log ^9\left(\frac{25+x}{5}\right)+(6600+264 x) \log ^{10}\left(\frac{25+x}{5}\right)+(600+24 x) \log ^{11}\left(\frac{25+x}{5}\right)+(25+x) \log ^{12}\left(\frac{25+x}{5}\right)} \, dx","Int[(409600 + E^x*(-384000 - 15360*x) + 16384*x + E^(3*x)*(-12500 - 16500*x - 640*x^2) + E^(2*x)*(120000 + 56000*x + 49152*x^2 + 2048*x^3) + (2457600 + E^x*(-1536000 - 61440*x) + 98304*x + E^(2*x)*(240000 + 112000*x + 100352*x^2 + 4096*x^3))*Log[(25 + x)/5] + (6758400 + E^x*(-2688000 - 107520*x) + 270336*x + E^(2*x)*(180000 + 84000*x + 76800*x^2 + 3072*x^3))*Log[(25 + x)/5]^2 + (11264000 + E^x*(-2688000 - 107520*x) + 450560*x + E^(2*x)*(60000 + 28000*x + 26112*x^2 + 1024*x^3))*Log[(25 + x)/5]^3 + (12672000 + E^x*(-1680000 - 67200*x) + 506880*x + E^(2*x)*(7500 + 3500*x + 3328*x^2 + 128*x^3))*Log[(25 + x)/5]^4 + (10137600 + E^x*(-672000 - 26880*x) + 405504*x)*Log[(25 + x)/5]^5 + (5913600 + E^x*(-168000 - 6720*x) + 236544*x)*Log[(25 + x)/5]^6 + (2534400 + E^x*(-24000 - 960*x) + 101376*x)*Log[(25 + x)/5]^7 + (792000 + E^x*(-1500 - 60*x) + 31680*x)*Log[(25 + x)/5]^8 + (176000 + 7040*x)*Log[(25 + x)/5]^9 + (26400 + 1056*x)*Log[(25 + x)/5]^10 + (2400 + 96*x)*Log[(25 + x)/5]^11 + (100 + 4*x)*Log[(25 + x)/5]^12)/(102400 + E^x*(-96000 - 3840*x) + E^(3*x)*(-3125 - 125*x) + 4096*x + E^(2*x)*(30000 + 1200*x) + (614400 + E^x*(-384000 - 15360*x) + 24576*x + E^(2*x)*(60000 + 2400*x))*Log[(25 + x)/5] + (1689600 + E^x*(-672000 - 26880*x) + 67584*x + E^(2*x)*(45000 + 1800*x))*Log[(25 + x)/5]^2 + (2816000 + E^x*(-672000 - 26880*x) + 112640*x + E^(2*x)*(15000 + 600*x))*Log[(25 + x)/5]^3 + (3168000 + E^x*(-420000 - 16800*x) + 126720*x + E^(2*x)*(1875 + 75*x))*Log[(25 + x)/5]^4 + (2534400 + E^x*(-168000 - 6720*x) + 101376*x)*Log[(25 + x)/5]^5 + (1478400 + E^x*(-42000 - 1680*x) + 59136*x)*Log[(25 + x)/5]^6 + (633600 + E^x*(-6000 - 240*x) + 25344*x)*Log[(25 + x)/5]^7 + (198000 + E^x*(-375 - 15*x) + 7920*x)*Log[(25 + x)/5]^8 + (44000 + 1760*x)*Log[(25 + x)/5]^9 + (6600 + 264*x)*Log[(25 + x)/5]^10 + (600 + 24*x)*Log[(25 + x)/5]^11 + (25 + x)*Log[(25 + x)/5]^12),x]","\text{\$Aborted}","4 \left(\frac{16 x^2}{\left(e^{-x} \left(\log \left(\frac{x}{5}+5\right)+2\right)^4-5\right)^2}+x\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
254,1,63,0,0.5923241,"\int \left(e^{2 e^x+8 x+2 e^x x-2 x \log \left(x^2 \log (2)\right)} \left(4+e^x (4+2 x)-2 \log \left(x^2 \log (2)\right)\right)+e^{e^x+4 x+e^x x-x \log \left(x^2 \log (2)\right)} \left(-4 \log (3)+e^x (-4-2 x) \log (3)+2 \log (3) \log \left(x^2 \log (2)\right)\right)\right) \, dx","Int[E^(2*E^x + 8*x + 2*E^x*x - 2*x*Log[x^2*Log[2]])*(4 + E^x*(4 + 2*x) - 2*Log[x^2*Log[2]]) + E^(E^x + 4*x + E^x*x - x*Log[x^2*Log[2]])*(-4*Log[3] + E^x*(-4 - 2*x)*Log[3] + 2*Log[3]*Log[x^2*Log[2]]),x]","e^{2 e^x x+8 x+2 e^x} \left(x^2\right)^{-2 x} \log ^{-2 x}(2)-e^{e^x x+4 x+e^x} \left(x^2\right)^{-x} \log (9) \log ^{-x}(2)","\left(e^{x \left(-\log \left(x^2 \log (2)\right)+e^x+4\right)+e^x}-\log (3)\right)^2",1,"E^(2*E^x + 8*x + 2*E^x*x)/((x^2)^(2*x)*Log[2]^(2*x)) - (E^(E^x + 4*x + E^x*x)*Log[9])/((x^2)^x*Log[2]^x)","B",3,1,101,0.009901,1,"{6706}"
255,1,32,0,8.6182658,"\int \frac{3750 x+300 x^2+6 x^3+\left(4000 x^2+300 x^3+6 x^4\right) \log (x)+\left(\left(4000 x^2+310 x^3+6 x^4\right) \log (x)+\left(3750 x+300 x^2+6 x^3\right) \log (x) \log (\log (x))\right) \log \left(\frac{6400 x^2+480 x^3+9 x^4+\left(12000 x+930 x^2+18 x^3\right) \log (\log (x))+\left(5625+450 x+9 x^2\right) \log ^2(\log (x))}{5625+450 x+9 x^2}\right)}{\left(2000 x+155 x^2+3 x^3\right) \log (x)+\left(1875+150 x+3 x^2\right) \log (x) \log (\log (x))} \, dx","Int[(3750*x + 300*x^2 + 6*x^3 + (4000*x^2 + 300*x^3 + 6*x^4)*Log[x] + ((4000*x^2 + 310*x^3 + 6*x^4)*Log[x] + (3750*x + 300*x^2 + 6*x^3)*Log[x]*Log[Log[x]])*Log[(6400*x^2 + 480*x^3 + 9*x^4 + (12000*x + 930*x^2 + 18*x^3)*Log[Log[x]] + (5625 + 450*x + 9*x^2)*Log[Log[x]]^2)/(5625 + 450*x + 9*x^2)])/((2000*x + 155*x^2 + 3*x^3)*Log[x] + (1875 + 150*x + 3*x^2)*Log[x]*Log[Log[x]]),x]","x^2 \log \left(\frac{(x (3 x+80)+3 (x+25) \log (\log (x)))^2}{9 (x+25)^2}\right)","x^2 \log \left(\left(\frac{5 x}{3 (x+25)}+x+\log (\log (x))\right)^2\right)",1,"x^2*Log[(x*(80 + 3*x) + 3*(25 + x)*Log[Log[x]])^2/(9*(25 + x)^2)]","A",29,5,175,0.02857,1,"{6688, 12, 6742, 30, 2555}"
256,0,0,0,5.7795144,"\int \frac{x^3 \log (2)+\left(18 x^2-3 x^3\right) \log (2) \log (6-x)+\left(12 x-2 x^2+(-12+2 x) \log (2)\right) \log ^2(6-x)}{\left(6 x^3-x^4\right) \log (2) \log (6-x)+\left(6 x^2-x^3+\left(6-13 x+2 x^2\right) \log (2)\right) \log ^2(6-x)} \, dx","Int[(x^3*Log[2] + (18*x^2 - 3*x^3)*Log[2]*Log[6 - x] + (12*x - 2*x^2 + (-12 + 2*x)*Log[2])*Log[6 - x]^2)/((6*x^3 - x^4)*Log[2]*Log[6 - x] + (6*x^2 - x^3 + (6 - 13*x + 2*x^2)*Log[2])*Log[6 - x]^2),x]","\int \frac{x^3 \log (2)+\left(18 x^2-3 x^3\right) \log (2) \log (6-x)+\left(12 x-2 x^2+(-12+2 x) \log (2)\right) \log ^2(6-x)}{\left(6 x^3-x^4\right) \log (2) \log (6-x)+\left(6 x^2-x^3+\left(6-13 x+2 x^2\right) \log (2)\right) \log ^2(6-x)} \, dx","\log \left(x^2-x \log (2) \left(-\frac{x^2}{\log (6-x)}-\frac{1}{x}+2\right)\right)",1,"(2*Log[2]*Log[x^2 + Log[2] - x*Log[4]])/Log[4] - Log[Log[6 - x]] + 2*(3 - Log[2])*Defer[Int][(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])^(-1), x] + Log[2]*(1 - Log[4])*Log[4]*Defer[Int][(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])^(-1), x] + (36 + Log[2] - 6*Log[4])*Defer[Int][1/((-6 + x)*(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])), x] + Defer[Int][x/(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x]), x] - Log[2]*Log[4]*Defer[Int][x/(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x]), x] + Log[2]*Defer[Int][x^2/(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x]), x] - Log[2]*Log[4]*(Log[4]^2 - Log[8])*(1 - (I*Log[4])/Sqrt[-Log[4]^2 + Log[16]])*Defer[Int][1/((2*x - Log[4] - I*Sqrt[4*Log[2] - Log[4]^2])*(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])), x] - ((2*I)*Log[2]^2*(1 - Log[4])*Log[4]*Defer[Int][1/((2*x - Log[4] + I*Sqrt[4*Log[2] - Log[4]^2])*(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])), x])/Sqrt[-Log[4]^2 + Log[16]] - Log[2]*Log[4]*(Log[4]^2 - Log[8])*(1 + (I*Log[4])/Sqrt[-Log[4]^2 + Log[16]])*Defer[Int][1/((2*x - Log[4] + I*Sqrt[4*Log[2] - Log[4]^2])*(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])), x] - ((2*I)*Log[2]^2*(1 - Log[4])*Log[4]*Defer[Int][1/((-2*x + Log[4] + I*Sqrt[4*Log[2] - Log[4]^2])*(x^3*Log[2] + (x^2 + Log[2] - x*Log[4])*Log[6 - x])), x])/Sqrt[-Log[4]^2 + Log[16]]","F",0,0,0,0,-1,"{}"
257,1,92,0,0.4590442,"\int \frac{1}{9} e^{-2 x} \left(e^{2 x} (1024+256 x)+e^{2+x} \left(1024-320 x^2-64 x^3\right)+e^4 \left(256 x-64 x^2-96 x^3-16 x^4\right)\right) \, dx","Int[(E^(2*x)*(1024 + 256*x) + E^(2 + x)*(1024 - 320*x^2 - 64*x^3) + E^4*(256*x - 64*x^2 - 96*x^3 - 16*x^4))/(9*E^(2*x)),x]","\frac{8}{9} e^{4-2 x} x^4+\frac{64}{9} e^{4-2 x} x^3+\frac{64}{9} e^{2-x} x^3+\frac{128}{9} e^{4-2 x} x^2+\frac{512}{9} e^{2-x} x^2+\frac{1024}{9} e^{2-x} x+\frac{128}{9} (x+4)^2","\frac{8}{9} (x+4)^2 \left(e^{2-x} x+4\right)^2",1,"(1024*E^(2 - x)*x)/9 + (128*E^(4 - 2*x)*x^2)/9 + (512*E^(2 - x)*x^2)/9 + (64*E^(4 - 2*x)*x^3)/9 + (64*E^(2 - x)*x^3)/9 + (8*E^(4 - 2*x)*x^4)/9 + (128*(4 + x)^2)/9","B",29,5,62,0.08065,1,"{12, 6742, 2196, 2194, 2176}"
258,1,22,0,0.5577154,"\int \frac{e^{\frac{1}{x+10 \log (25)+\log \left(\frac{\log (4)}{-16+x}\right)}} (17-x)}{-16 x^2+x^3+\left(-320 x+20 x^2\right) \log (25)+(-1600+100 x) \log ^2(25)+\left(-32 x+2 x^2+(-320+20 x) \log (25)\right) \log \left(\frac{\log (4)}{-16+x}\right)+(-16+x) \log ^2\left(\frac{\log (4)}{-16+x}\right)} \, dx","Int[(E^(x + 10*Log[25] + Log[Log[4]/(-16 + x)])^(-1)*(17 - x))/(-16*x^2 + x^3 + (-320*x + 20*x^2)*Log[25] + (-1600 + 100*x)*Log[25]^2 + (-32*x + 2*x^2 + (-320 + 20*x)*Log[25])*Log[Log[4]/(-16 + x)] + (-16 + x)*Log[Log[4]/(-16 + x)]^2),x]","e^{\frac{1}{x+\log \left(-\frac{\log (4)}{16-x}\right)+10 \log (25)}}","e^{\frac{1}{x+\log \left(\frac{\log (4)}{x-16}\right)+10 \log (25)}}",1,"E^(x + 10*Log[25] + Log[-(Log[4]/(16 - x))])^(-1)","A",2,2,100,0.02000,1,"{6688, 6706}"
259,1,31,0,0.0239632,"\int \frac{x^2 \log (8+e)-\log (8+e) \log \left(\frac{\log (4)}{x}\right)}{x^2} \, dx","Int[(x^2*Log[8 + E] - Log[8 + E]*Log[Log[4]/x])/x^2,x]","x \log (8+e)+\frac{\log (8+e) \log \left(\frac{\log (4)}{x}\right)}{x}-\frac{\log (8+e)}{x}","\log (8+e) \left(x+\frac{x+\log \left(\frac{\log (4)}{x}\right)-1}{x}+1\right)",1,"-(Log[8 + E]/x) + x*Log[8 + E] + (Log[8 + E]*Log[Log[4]/x])/x","A",3,2,26,0.07692,1,"{14, 2304}"
260,0,0,0,44.2068078,"\int \frac{-20-275 x^2+120 x^3-638 x^4+500 x^5-150 x^6+20 x^7-x^8+e^{4 x} \left(-625+500 x-150 x^2+20 x^3-x^4\right)+e^{3 x} \left(2500 x-2000 x^2+600 x^3-80 x^4+4 x^5\right)+e^{2 x} \left(-225+50 x-3741 x^2+2998 x^3-900 x^4+120 x^5-6 x^6\right)+e^x \left(500 x-170 x^2+2504 x^3-1998 x^4+600 x^5-80 x^6+4 x^7\right)}{25+250 x^2-100 x^3+635 x^4-500 x^5+150 x^6-20 x^7+x^8+e^{4 x} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^{3 x} \left(-2500 x+2000 x^2-600 x^3+80 x^4-4 x^5\right)+e^{2 x} \left(250-100 x+3760 x^2-3000 x^3+900 x^4-120 x^5+6 x^6\right)+e^x \left(-500 x+200 x^2-2520 x^3+2000 x^4-600 x^5+80 x^6-4 x^7\right)} \, dx","Int[(-20 - 275*x^2 + 120*x^3 - 638*x^4 + 500*x^5 - 150*x^6 + 20*x^7 - x^8 + E^(4*x)*(-625 + 500*x - 150*x^2 + 20*x^3 - x^4) + E^(3*x)*(2500*x - 2000*x^2 + 600*x^3 - 80*x^4 + 4*x^5) + E^(2*x)*(-225 + 50*x - 3741*x^2 + 2998*x^3 - 900*x^4 + 120*x^5 - 6*x^6) + E^x*(500*x - 170*x^2 + 2504*x^3 - 1998*x^4 + 600*x^5 - 80*x^6 + 4*x^7))/(25 + 250*x^2 - 100*x^3 + 635*x^4 - 500*x^5 + 150*x^6 - 20*x^7 + x^8 + E^(4*x)*(625 - 500*x + 150*x^2 - 20*x^3 + x^4) + E^(3*x)*(-2500*x + 2000*x^2 - 600*x^3 + 80*x^4 - 4*x^5) + E^(2*x)*(250 - 100*x + 3760*x^2 - 3000*x^3 + 900*x^4 - 120*x^5 + 6*x^6) + E^x*(-500*x + 200*x^2 - 2520*x^3 + 2000*x^4 - 600*x^5 + 80*x^6 - 4*x^7)),x]","\int \frac{-20-275 x^2+120 x^3-638 x^4+500 x^5-150 x^6+20 x^7-x^8+e^{4 x} \left(-625+500 x-150 x^2+20 x^3-x^4\right)+e^{3 x} \left(2500 x-2000 x^2+600 x^3-80 x^4+4 x^5\right)+e^{2 x} \left(-225+50 x-3741 x^2+2998 x^3-900 x^4+120 x^5-6 x^6\right)+e^x \left(500 x-170 x^2+2504 x^3-1998 x^4+600 x^5-80 x^6+4 x^7\right)}{25+250 x^2-100 x^3+635 x^4-500 x^5+150 x^6-20 x^7+x^8+e^{4 x} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^{3 x} \left(-2500 x+2000 x^2-600 x^3+80 x^4-4 x^5\right)+e^{2 x} \left(250-100 x+3760 x^2-3000 x^3+900 x^4-120 x^5+6 x^6\right)+e^x \left(-500 x+200 x^2-2520 x^3+2000 x^4-600 x^5+80 x^6-4 x^7\right)} \, dx","\frac{x}{\left(e^x-x\right)^2 (x-5)^2+5}-x-79",1,"-x + 10*Defer[Int][(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^(-2), x] + 50*Defer[Int][1/((-5 + x)*(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2), x] + 10*Defer[Int][x/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] + 50*Defer[Int][(E^x*x)/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] - 50*Defer[Int][x^2/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] - 70*Defer[Int][(E^x*x^2)/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] + 70*Defer[Int][x^3/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] + 22*Defer[Int][(E^x*x^3)/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] - 22*Defer[Int][x^4/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] - 2*Defer[Int][(E^x*x^4)/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] + 2*Defer[Int][x^5/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^2, x] - Defer[Int][(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)^(-1), x] - 10*Defer[Int][1/((-5 + x)*(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4)), x] - 2*Defer[Int][x/(5 + E^(2*x)*(-5 + x)^2 - 2*E^x*(-5 + x)^2*x + 25*x^2 - 10*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
261,0,0,0,13.6280139,"\int \frac{\left(2 x-x^2-x^3\right) \log (-2-x) \log (1-x)+\frac{e^{-x} \log (-2-x) \left(\left(-2 x-x^2\right) \log (-2-x)+\left(-x+x^2+\left(2+x-2 x^2-x^3\right) \log (-2-x)\right) \log (1-x)\right)}{x \log (1-x)}}{\left(-2 x+x^2+x^3\right) \log (-2-x) \log (1-x)} \, dx","Int[((2*x - x^2 - x^3)*Log[-2 - x]*Log[1 - x] + (Log[-2 - x]*((-2*x - x^2)*Log[-2 - x] + (-x + x^2 + (2 + x - 2*x^2 - x^3)*Log[-2 - x])*Log[1 - x]))/(E^x*x*Log[1 - x]))/((-2*x + x^2 + x^3)*Log[-2 - x]*Log[1 - x]),x]","\int \frac{\left(2 x-x^2-x^3\right) \log (-2-x) \log (1-x)+\frac{e^{-x} \log (-2-x) \left(\left(-2 x-x^2\right) \log (-2-x)+\left(-x+x^2+\left(2+x-2 x^2-x^3\right) \log (-2-x)\right) \log (1-x)\right)}{x \log (1-x)}}{\left(-2 x+x^2+x^3\right) \log (-2-x) \log (1-x)} \, dx","-x+\frac{e^{-x} \log (-x-2)}{x \log (1-x)}+3",1,"-x - Defer[Int][Log[-2 - x]/(E^x*(-1 + x)*Log[1 - x]^2), x] + Defer[Int][Log[-2 - x]/(E^x*x*Log[1 - x]^2), x] + Defer[Int][1/(E^x*x*Log[1 - x]), x]/2 - Defer[Int][1/(E^x*(2 + x)*Log[1 - x]), x]/2 - Defer[Int][Log[-2 - x]/(E^x*x^2*Log[1 - x]), x] - Defer[Int][Log[-2 - x]/(E^x*x*Log[1 - x]), x]","F",0,0,0,0,-1,"{}"
262,1,15,0,0.020203,"\int \frac{-1080 e^4+\left(25+10 x+x^2\right) \log (2)}{25+10 x+x^2} \, dx","Int[(-1080*E^4 + (25 + 10*x + x^2)*Log[2])/(25 + 10*x + x^2),x]","\frac{1080 e^4}{x+5}+x \log (2)","\frac{120 e^4 (4-x)}{x+5}+x \log (2)",1,"(1080*E^4)/(5 + x) + x*Log[2]","A",3,2,28,0.07143,1,"{27, 1850}"
263,1,25,0,0.5663186,"\int \frac{325 x^2+\left(8-75 x^2\right) \log (x)+3 \log ^2(x)-\log ^3(x)}{-100 x^3+25 x^3 \log (x)-4 x \log ^2(x)+x \log ^3(x)} \, dx","Int[(325*x^2 + (8 - 75*x^2)*Log[x] + 3*Log[x]^2 - Log[x]^3)/(-100*x^3 + 25*x^3*Log[x] - 4*x*Log[x]^2 + x*Log[x]^3),x]","-\log \left(25 x^2+\log ^2(x)\right)-\log (x)+\log (4-\log (x))","\log \left(\frac{\log (x)-4}{x \left(-25 x^2-\log ^2(x)\right)}\right)",1,"-Log[x] + Log[4 - Log[x]] - Log[25*x^2 + Log[x]^2]","A",6,5,57,0.08772,1,"{6741, 6742, 2302, 29, 2541}"
264,0,0,0,14.5253373,"\int \frac{3 x+4 x^2+x^3+\left(64 x+32 x^2\right) \log ^2(x) \log ^3\left(3+4 x+x^2\right)+\left(24+32 x+8 x^2\right) \log (x) \log ^4\left(3+4 x+x^2\right)}{3 x+4 x^2+x^3} \, dx","Int[(3*x + 4*x^2 + x^3 + (64*x + 32*x^2)*Log[x]^2*Log[3 + 4*x + x^2]^3 + (24 + 32*x + 8*x^2)*Log[x]*Log[3 + 4*x + x^2]^4)/(3*x + 4*x^2 + x^3),x]","\int \frac{3 x+4 x^2+x^3+\left(64 x+32 x^2\right) \log ^2(x) \log ^3\left(3+4 x+x^2\right)+\left(24+32 x+8 x^2\right) \log (x) \log ^4\left(3+4 x+x^2\right)}{3 x+4 x^2+x^3} \, dx","x+4 \log ^2(x) \log ^4((x+1) (x+3))",1,"x + 16*Defer[Int][(Log[x]^2*Log[3 + 4*x + x^2]^3)/(1 + x), x] + 16*Defer[Int][(Log[x]^2*Log[3 + 4*x + x^2]^3)/(3 + x), x] + 8*Defer[Int][(Log[x]*Log[3 + 4*x + x^2]^4)/x, x]","F",0,0,0,0,-1,"{}"
265,1,24,0,0.0661435,"\int \frac{x^2+e^{e^2} \left(e^{-2+x} (-1+x)+5 x^2\right)}{x^2} \, dx","Int[(x^2 + E^E^2*(E^(-2 + x)*(-1 + x) + 5*x^2))/x^2,x]","\left(1+5 e^{e^2}\right) x+\frac{e^{x+e^2-2}}{x}","x+e^{e^2} \left(5 x+\frac{e^{x-2}}{x}+1-\log (5)\right)+3",1,"E^(-2 + E^2 + x)/x + (1 + 5*E^E^2)*x","A",3,2,29,0.06897,1,"{14, 2197}"
266,1,19,0,0.0199669,"\int \frac{e^5-15 x-\log (5)+x \log (x)}{x} \, dx","Int[(E^5 - 15*x - Log[5] + x*Log[x])/x,x]","-16 x+x \log (x)+\left(e^5-\log (5)\right) \log (x)","x+\left(x+e^5-\log (5)\right) (\log (x)-17)+3",1,"-16*x + x*Log[x] + (E^5 - Log[5])*Log[x]","A",5,3,19,0.1579,1,"{14, 43, 2295}"
267,1,38,0,0.5830474,"\int \frac{4-2 \log (5)+e^{2 x} (4+4 x+(1-2 x) \log (5))}{216+288 x+96 x^2+\left(-144 x-96 x^2\right) \log (5)+24 x^2 \log ^2(5)} \, dx","Int[(4 - 2*Log[5] + E^(2*x)*(4 + 4*x + (1 - 2*x)*Log[5]))/(216 + 288*x + 96*x^2 + (-144*x - 96*x^2)*Log[5] + 24*x^2*Log[5]^2),x]","\frac{e^{2 x}}{24 (x (2-\log (5))+3)}-\frac{1}{12 (x (2-\log (5))+3)}","\frac{2-e^{2 x}}{24 x \left(-\frac{3}{x}-2+\log (5)\right)}",1,"-1/12*1/(3 + x*(2 - Log[5])) + E^(2*x)/(24*(3 + x*(2 - Log[5])))","A",8,6,59,0.1017,1,"{6, 6741, 27, 12, 6742, 2197}"
268,0,0,0,0.6206031,"\int \frac{-x+8 e^x x-16 e^{2 x} x+\left(x-8 e^x x+16 e^{2 x} x\right) \log (x)+\left(e^x-4 e^{2 x}\right) \log ^2(x)+e^x x \log ^3(x)}{\left(x-8 e^x x+16 e^{2 x} x\right) \log ^2(x)} \, dx","Int[(-x + 8*E^x*x - 16*E^(2*x)*x + (x - 8*E^x*x + 16*E^(2*x)*x)*Log[x] + (E^x - 4*E^(2*x))*Log[x]^2 + E^x*x*Log[x]^3)/((x - 8*E^x*x + 16*E^(2*x)*x)*Log[x]^2),x]","\int \frac{-x+8 e^x x-16 e^{2 x} x+\left(x-8 e^x x+16 e^{2 x} x\right) \log (x)+\left(e^x-4 e^{2 x}\right) \log ^2(x)+e^x x \log ^3(x)}{\left(x-8 e^x x+16 e^{2 x} x\right) \log ^2(x)} \, dx","\frac{x+\frac{\log ^2(x)}{e^{-x}-4}}{\log (x)}",1,"x/Log[x] + Log[x]/(4*(1 - 4*E^x)) - Defer[Int][1/((1 - 4*E^x)*x), x]/4 + Defer[Int][E^x/(x - 4*E^x*x), x]","F",0,0,0,0,-1,"{}"
269,1,21,0,0.2067685,"\int \frac{-2+2 x+x^2+e^{10+5 x} \left(-5-10 x-5 x^2\right)+e^x \left(1+2 x+x^2\right)}{1+2 x+x^2} \, dx","Int[(-2 + 2*x + x^2 + E^(10 + 5*x)*(-5 - 10*x - 5*x^2) + E^x*(1 + 2*x + x^2))/(1 + 2*x + x^2),x]","x+e^x-e^{5 x+10}+\frac{3}{x+1}","x+e^x-e^{5 (x+2)}+\frac{3}{x+1}+\frac{4}{\log (2)-3}",1,"E^x - E^(10 + 5*x) + x + 3/(1 + x)","A",7,4,49,0.08163,1,"{27, 6742, 2194, 683}"
270,1,246,0,1.0228777,"\int \frac{e^{10} (6-3 x)-3 x+7 x^2-3 x^3+e^5 \left(-3+16 x-7 x^2\right)+\left(3 x-x^2\right) \log (x)}{-3 x^3+x^4+e^{10} \left(-3 x+x^2\right)+e^5 \left(-6 x^2+2 x^3\right)} \, dx","Int[(E^10*(6 - 3*x) - 3*x + 7*x^2 - 3*x^3 + E^5*(-3 + 16*x - 7*x^2) + (3*x - x^2)*Log[x])/(-3*x^3 + x^4 + E^10*(-3*x + x^2) + E^5*(-6*x^2 + 2*x^3)),x]","\frac{3+16 e^5+7 e^{10}}{\left(3+e^5\right) \left(x+e^5\right)}-\frac{3+7 e^5+3 e^{10}}{\left(3+e^5\right) \left(x+e^5\right)}-\frac{3 e^5 \left(2+e^5\right)}{\left(3+e^5\right) \left(x+e^5\right)}-\frac{e^{10} \log (3-x)}{\left(3+e^5\right)^2}-\frac{6 e^5 \log (3-x)}{\left(3+e^5\right)^2}-\frac{9 \log (3-x)}{\left(3+e^5\right)^2}-\frac{x \log (x)}{e^5 \left(x+e^5\right)}+\frac{\log (x)}{e^5}-2 \log (x)-\frac{3 \left(6+6 e^5+e^{10}\right) \log \left(x+e^5\right)}{\left(3+e^5\right)^2}+\frac{3 \left(6+4 e^5+e^{10}\right) \log \left(x+e^5\right)}{\left(3+e^5\right)^2}-\frac{\left(9+6 e^5-5 e^{10}\right) \log \left(x+e^5\right)}{e^5 \left(3+e^5\right)^2}+\frac{\log \left(x+e^5\right)}{e^5}","-\log \left((x-3) x^2\right)+\frac{\log (x)-x}{x+e^5}-2+\log (2)",1,"(-3*E^5*(2 + E^5))/((3 + E^5)*(E^5 + x)) - (3 + 7*E^5 + 3*E^10)/((3 + E^5)*(E^5 + x)) + (3 + 16*E^5 + 7*E^10)/((3 + E^5)*(E^5 + x)) - (9*Log[3 - x])/(3 + E^5)^2 - (6*E^5*Log[3 - x])/(3 + E^5)^2 - (E^10*Log[3 - x])/(3 + E^5)^2 - 2*Log[x] + Log[x]/E^5 - (x*Log[x])/(E^5*(E^5 + x)) + Log[E^5 + x]/E^5 - ((9 + 6*E^5 - 5*E^10)*Log[E^5 + x])/(E^5*(3 + E^5)^2) + (3*(6 + 4*E^5 + E^10)*Log[E^5 + x])/(3 + E^5)^2 - (3*(6 + 6*E^5 + E^10)*Log[E^5 + x])/(3 + E^5)^2","B",11,7,87,0.08046,1,"{6688, 6742, 148, 893, 1612, 2314, 31}"
271,0,0,0,1.9447482,"\int \frac{-e^2+\left(-5 e^2-20 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)+\left(e^2+4 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log \left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)}{\left(25 e^2+100 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)+\left(-10 e^2-40 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log \left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)+\left(e^2+4 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log ^2\left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)} \, dx","Int[(-E^2 + (-5*E^2 - 20*x)*Log[(-E^2 - 4*x)/x]*Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]] + (E^2 + 4*x)*Log[(-E^2 - 4*x)/x]*Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]*Log[Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]])/((25*E^2 + 100*x)*Log[(-E^2 - 4*x)/x]*Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]] + (-10*E^2 - 40*x)*Log[(-E^2 - 4*x)/x]*Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]*Log[Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]] + (E^2 + 4*x)*Log[(-E^2 - 4*x)/x]*Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]*Log[Log[E^(2 - E^4)/Log[(-E^2 - 4*x)/x]]]^2),x]","\int \frac{-e^2+\left(-5 e^2-20 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)+\left(e^2+4 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log \left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)}{\left(25 e^2+100 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)+\left(-10 e^2-40 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log \left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)+\left(e^2+4 x\right) \log \left(\frac{-e^2-4 x}{x}\right) \log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right) \log ^2\left(\log \left(\frac{e^{2-e^4}}{\log \left(\frac{-e^2-4 x}{x}\right)}\right)\right)} \, dx","\frac{x}{\log \left(\log \left(\frac{e^{2-e^4}}{\log \left(-\frac{e^2}{x}-4\right)}\right)\right)-5}",1,"E^2*Defer[Int][1/((-E^2 - 4*x)*Log[-4 - E^2/x]*(2*(1 - E^4/2) + Log[Log[-4 - E^2/x]^(-1)])*(5 - Log[2 - E^4 + Log[Log[-4 - E^2/x]^(-1)]])^2), x] + Defer[Int][(-5 + Log[2 - E^4 + Log[Log[-4 - E^2/x]^(-1)]])^(-1), x]","F",0,0,0,0,-1,"{}"
272,0,0,0,3.8766379,"\int \frac{-300-480 x+e^{2 x} \left(50 x^2+100 x^3\right)+\left(60+120 x+e^{2 x} \left(-20 x^2-40 x^3\right)\right) \log (2+4 x)+e^{2 x} \left(2 x^2+4 x^3\right) \log ^2(2+4 x)}{25 x^2+50 x^3+\left(-10 x^2-20 x^3\right) \log (2+4 x)+\left(x^2+2 x^3\right) \log ^2(2+4 x)} \, dx","Int[(-300 - 480*x + E^(2*x)*(50*x^2 + 100*x^3) + (60 + 120*x + E^(2*x)*(-20*x^2 - 40*x^3))*Log[2 + 4*x] + E^(2*x)*(2*x^2 + 4*x^3)*Log[2 + 4*x]^2)/(25*x^2 + 50*x^3 + (-10*x^2 - 20*x^3)*Log[2 + 4*x] + (x^2 + 2*x^3)*Log[2 + 4*x]^2),x]","\int \frac{-300-480 x+e^{2 x} \left(50 x^2+100 x^3\right)+\left(60+120 x+e^{2 x} \left(-20 x^2-40 x^3\right)\right) \log (2+4 x)+e^{2 x} \left(2 x^2+4 x^3\right) \log ^2(2+4 x)}{25 x^2+50 x^3+\left(-10 x^2-20 x^3\right) \log (2+4 x)+\left(x^2+2 x^3\right) \log ^2(2+4 x)} \, dx","e^{2 x}-\frac{60}{x (\log (4 x+2)-5)}",1,"E^(2*x) - 120/(5 - Log[2 + 4*x]) + 120*Defer[Int][1/(x*(-5 + Log[2 + 4*x])^2), x] + 60*Defer[Int][1/(x^2*(-5 + Log[2 + 4*x])), x]","F",0,0,0,0,-1,"{}"
273,1,10,0,0.0554991,"\int e^{2+2 x+x^5} \left(2+5 x^4\right) \, dx","Int[E^(2 + 2*x + x^5)*(2 + 5*x^4),x]","e^{x^5+2 x+2}","e^{\left(x^4+3\right) x-x+2}",1,"E^(2 + 2*x + x^5)","A",1,1,18,0.05556,1,"{6706}"
274,0,0,0,8.5115888,"\int \frac{-60 x+30 x^3+e^x \left(-20 x^3+10 x^5\right) \log (2)+\left(-120 x+40 e^x x^2 \log (2)\right) \log \left(\frac{3-e^x x \log (2)}{x \log (2)}\right)}{\left(-12+12 x^2-3 x^4+e^x \left(4 x-4 x^3+x^5\right) \log (2)\right) \log ^2\left(\frac{3-e^x x \log (2)}{x \log (2)}\right)} \, dx","Int[(-60*x + 30*x^3 + E^x*(-20*x^3 + 10*x^5)*Log[2] + (-120*x + 40*E^x*x^2*Log[2])*Log[(3 - E^x*x*Log[2])/(x*Log[2])])/((-12 + 12*x^2 - 3*x^4 + E^x*(4*x - 4*x^3 + x^5)*Log[2])*Log[(3 - E^x*x*Log[2])/(x*Log[2])]^2),x]","\int \frac{-60 x+30 x^3+e^x \left(-20 x^3+10 x^5\right) \log (2)+\left(-120 x+40 e^x x^2 \log (2)\right) \log \left(\frac{3-e^x x \log (2)}{x \log (2)}\right)}{\left(-12+12 x^2-3 x^4+e^x \left(4 x-4 x^3+x^5\right) \log (2)\right) \log ^2\left(\frac{3-e^x x \log (2)}{x \log (2)}\right)} \, dx","\frac{5 x}{\left(\frac{1}{x}-\frac{x}{2}\right) \log \left(\frac{3}{x \log (2)}-e^x\right)}",1,"10*Defer[Int][Log[-E^x + 3/(x*Log[2])]^(-2), x] - 5*Sqrt[2]*Defer[Int][1/((Sqrt[2] - x)*Log[-E^x + 3/(x*Log[2])]^2), x] - 5*Sqrt[2]*Defer[Int][1/((Sqrt[2] + x)*Log[-E^x + 3/(x*Log[2])]^2), x] + 30*Defer[Int][1/((-3 + E^x*x*Log[2])*Log[-E^x + 3/(x*Log[2])]^2), x] - 15*Defer[Int][1/((Sqrt[2] - x)*(-3 + E^x*x*Log[2])*Log[-E^x + 3/(x*Log[2])]^2), x] - 15*Sqrt[2]*Defer[Int][1/((Sqrt[2] - x)*(-3 + E^x*x*Log[2])*Log[-E^x + 3/(x*Log[2])]^2), x] + 15*Defer[Int][1/((Sqrt[2] + x)*(-3 + E^x*x*Log[2])*Log[-E^x + 3/(x*Log[2])]^2), x] - 15*Sqrt[2]*Defer[Int][1/((Sqrt[2] + x)*(-3 + E^x*x*Log[2])*Log[-E^x + 3/(x*Log[2])]^2), x] + 40*Defer[Int][x/((-2 + x^2)^2*Log[-E^x + 3/(x*Log[2])]), x]","F",0,0,0,0,-1,"{}"
275,0,0,0,3.8817921,"\int \frac{e^x \left(e^{1+\frac{1}{4} (-2+x)} \left(36-27 x+3 x^2\right)+e \left(144-144 x+16 x^2\right)\right)}{192 x^2+96 e^{\frac{1}{4} (-2+x)} x^2+12 e^{\frac{1}{2} (-2+x)} x^2} \, dx","Int[(E^x*(E^(1 + (-2 + x)/4)*(36 - 27*x + 3*x^2) + E*(144 - 144*x + 16*x^2)))/(192*x^2 + 96*E^((-2 + x)/4)*x^2 + 12*E^((-2 + x)/2)*x^2),x]","\int \frac{e^x \left(e^{1+\frac{1}{4} (-2+x)} \left(36-27 x+3 x^2\right)+e \left(144-144 x+16 x^2\right)\right)}{192 x^2+96 e^{\frac{1}{4} (-2+x)} x^2+12 e^{\frac{1}{2} (-2+x)} x^2} \, dx","\frac{e^{x+1} (x-9)}{3 \left(e^{\frac{x-2}{4}}+4\right) x}",1,"(16*E^(5/2 + x/4))/3 - (4*E^(2 + x/2))/3 + E^(3/2 + (3*x)/4)/3 + (256*E^(7/2))/(3*(4*Sqrt[E] + E^(x/4))) + 3*Defer[Int][E^(3/2 + x)/((4*Sqrt[E] + E^(x/4))*x^2), x] - 3*Defer[Int][E^(2 + x)/((4*Sqrt[E] + E^(x/4))^2*x), x] - (9*Defer[Int][E^(3/2 + x)/((4*Sqrt[E] + E^(x/4))*x), x])/4","F",0,0,0,0,-1,"{}"
276,1,17,0,0.0163125,"\int \left(-1+e^x (9+3 x)\right) \, dx","Int[-1 + E^x*(9 + 3*x),x]","-x-3 e^x+3 e^x (x+3)","3 e^x (x+2)-x",1,"-3*E^x - x + 3*E^x*(3 + x)","A",3,2,11,0.1818,1,"{2176, 2194}"
277,0,0,0,0.1522918,"\int \left(3+\left(-8+4 x^2\right) \log ^3\left(\frac{e^{\frac{x^2}{2}}}{x^2}\right)+\log ^4\left(\frac{e^{\frac{x^2}{2}}}{x^2}\right)\right) \, dx","Int[3 + (-8 + 4*x^2)*Log[E^(x^2/2)/x^2]^3 + Log[E^(x^2/2)/x^2]^4,x]","\int \left(3+\left(-8+4 x^2\right) \log ^3\left(\frac{e^{\frac{x^2}{2}}}{x^2}\right)+\log ^4\left(\frac{e^{\frac{x^2}{2}}}{x^2}\right)\right) \, dx","\log \left(2 e^{x \left(\log ^4\left(\frac{e^{\frac{x^2}{2}}}{x^2}\right)+3\right)}\right)",1,"3*x - 8*Defer[Int][Log[E^(x^2/2)/x^2]^3, x] + 4*Defer[Int][x^2*Log[E^(x^2/2)/x^2]^3, x] + Defer[Int][Log[E^(x^2/2)/x^2]^4, x]","F",0,0,0,0,-1,"{}"
278,1,13,0,0.1958721,"\int \frac{1}{2} e^{x^3-\frac{49 x^6}{4}} \left(6 x^2-147 x^5\right) \, dx","Int[(E^(x^3 - (49*x^6)/4)*(6*x^2 - 147*x^5))/2,x]","e^{x^3-\frac{49 x^6}{4}}","e^{x^3-\frac{49 x^6}{4}}",1,"E^(x^3 - (49*x^6)/4)","A",3,3,28,0.1071,1,"{12, 1593, 6706}"
279,1,103,0,0.9855913,"\int \frac{e^6 \left(-5+x+3 x^2\right)-16 e^3 \log (2)+\left(e^6 (5-2 x)+16 e^3 \log (2)\right) \log (x)}{e^6 \left(25 x^2-10 x^3+x^4\right)+e^3 \left(160 x^2-32 x^3\right) \log (2)+256 x^2 \log ^2(2)} \, dx","Int[(E^6*(-5 + x + 3*x^2) - 16*E^3*Log[2] + (E^6*(5 - 2*x) + 16*E^3*Log[2])*Log[x])/(E^6*(25*x^2 - 10*x^3 + x^4) + E^3*(160*x^2 - 32*x^3)*Log[2] + 256*x^2*Log[2]^2),x]","-\frac{e^9 x \log (x)}{\left(5 e^3+16 \log (2)\right)^2 \left(-e^3 x+5 e^3+16 \log (2)\right)}-\frac{e^3 \log (x)}{x \left(5 e^3+16 \log (2)\right)}-\frac{e^6 \log (x)}{\left(5 e^3+16 \log (2)\right)^2}+\frac{3 e^3}{-e^3 x+5 e^3+16 \log (2)}","\frac{3-\frac{\log (x)}{x}}{-x+5+\frac{16 \log (2)}{e^3}}",1,"(3*E^3)/(5*E^3 - E^3*x + 16*Log[2]) - (E^6*Log[x])/(5*E^3 + 16*Log[2])^2 - (E^3*Log[x])/(x*(5*E^3 + 16*Log[2])) - (E^9*x*Log[x])/((5*E^3 + 16*Log[2])^2*(5*E^3 - E^3*x + 16*Log[2]))","B",11,8,88,0.09091,1,"{6688, 12, 6742, 893, 2357, 2304, 2314, 31}"
280,0,0,0,45.1313148,"\int \frac{4 x+\left(-4 x+x^3\right) \log (x)+\left(-4 x+3 x^2\right) \log (x) \log \left(\frac{\log (x)}{x}\right)+3 x \log (x) \log ^2\left(\frac{\log (x)}{x}\right)+\log (x) \log ^3\left(\frac{\log (x)}{x}\right)}{\left(-7 x^3+x^4\right) \log (x)+\left(-17 x^2+3 x^3\right) \log (x) \log \left(\frac{\log (x)}{x}\right)+\left(-15 x+3 x^2\right) \log (x) \log ^2\left(\frac{\log (x)}{x}\right)+(-5+x) \log (x) \log ^3\left(\frac{\log (x)}{x}\right)} \, dx","Int[(4*x + (-4*x + x^3)*Log[x] + (-4*x + 3*x^2)*Log[x]*Log[Log[x]/x] + 3*x*Log[x]*Log[Log[x]/x]^2 + Log[x]*Log[Log[x]/x]^3)/((-7*x^3 + x^4)*Log[x] + (-17*x^2 + 3*x^3)*Log[x]*Log[Log[x]/x] + (-15*x + 3*x^2)*Log[x]*Log[Log[x]/x]^2 + (-5 + x)*Log[x]*Log[Log[x]/x]^3),x]","\int \frac{4 x+\left(-4 x+x^3\right) \log (x)+\left(-4 x+3 x^2\right) \log (x) \log \left(\frac{\log (x)}{x}\right)+3 x \log (x) \log ^2\left(\frac{\log (x)}{x}\right)+\log (x) \log ^3\left(\frac{\log (x)}{x}\right)}{\left(-7 x^3+x^4\right) \log (x)+\left(-17 x^2+3 x^3\right) \log (x) \log \left(\frac{\log (x)}{x}\right)+\left(-15 x+3 x^2\right) \log (x) \log ^2\left(\frac{\log (x)}{x}\right)+(-5+x) \log (x) \log ^3\left(\frac{\log (x)}{x}\right)} \, dx","\log \left(\frac{2 x^2}{\left(x+\log \left(\frac{\log (x)}{x}\right)\right)^2}-x+5\right)",1,"Log[5 - x] - 2*Log[x + Log[Log[x]/x]] + 20*Defer[Int][((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)^(-1), x] + 50*Defer[Int][1/((-5 + x)*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x] - 14*Defer[Int][x/((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2), x] + 2*Defer[Int][x^2/((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2), x] - 10*Defer[Int][1/(Log[x]*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x] + 2*Defer[Int][x/(Log[x]*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x] - 12*Defer[Int][Log[Log[x]/x]/((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2), x] + 10*Defer[Int][Log[Log[x]/x]/(x*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x] + 2*Defer[Int][(x*Log[Log[x]/x])/((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2), x] + 2*Defer[Int][Log[Log[x]/x]/(Log[x]*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x] - 10*Defer[Int][Log[Log[x]/x]/(x*Log[x]*((-7 + x)*x^2 + 2*(-5 + x)*x*Log[Log[x]/x] + (-5 + x)*Log[Log[x]/x]^2)), x]","F",0,0,0,0,-1,"{}"
281,1,61,0,0.0268914,"\int \frac{2 e^{2 x}+e^x (-2-2 x)+2 x+e (1+2 x)}{2+e} \, dx","Int[(2*E^(2*x) + E^x*(-2 - 2*x) + 2*x + E*(1 + 2*x))/(2 + E),x]","\frac{x^2}{2+e}+\frac{e (2 x+1)^2}{4 (2+e)}-\frac{2 e^x (x+1)}{2+e}+\frac{2 e^x}{2+e}+\frac{e^{2 x}}{2+e}","\frac{\left(x-e^x\right)^2+e x (x+1)}{2+e}",1,"(2*E^x)/(2 + E) + E^(2*x)/(2 + E) + x^2/(2 + E) - (2*E^x*(1 + x))/(2 + E) + (E*(1 + 2*x)^2)/(4*(2 + E))","B",5,3,33,0.09091,1,"{12, 2194, 2176}"
282,1,16,0,5.9008605,"\int \frac{-1296 x^3+\frac{5}{4} e^x \left(324 x^3-324 x^4\right)}{-25600+40000 e^x-25000 e^{2 x}+\frac{15625 e^{3 x}}{2}-\frac{78125 e^{4 x}}{64}+\frac{78125 e^{5 x}}{1024}} \, dx","Int[(-1296*x^3 + (5*E^x*(324*x^3 - 324*x^4))/4)/(-25600 + 40000*E^x - 25000*E^(2*x) + (15625*E^(3*x))/2 - (78125*E^(4*x))/64 + (78125*E^(5*x))/1024),x]","\frac{20736 x^4}{25 \left(16-5 e^x\right)^4}","\frac{81 x^4}{25 \left(\frac{5 e^x}{4}-4\right)^4}",1,"(20736*x^4)/(25*(16 - 5*E^x)^4)","A",226,16,68,0.2353,1,"{6688, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2279, 2391, 36, 29, 31}"
283,0,0,0,52.6555488,"\int \frac{260 x+62 x^2+2 x^3+\left(e^x \left(125 x+30 x^2+x^3\right)+e^x \left(125+30 x+x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(125 x+30 x^2+x^3+\left(125+30 x+x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)+\left(\left(e^x \left(-25 x-x^2\right)+e^x (-25-x) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(-25 x^2-x^3+\left(-25 x-x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)\right) \log \left(e^x+x \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)\right)}{\left(e^x \left(625 x+275 x^2+35 x^3+x^4\right)+e^x \left(625+275 x+35 x^2+x^3\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(625 x^2+275 x^3+35 x^4+x^5+\left(625 x+275 x^2+35 x^3+x^4\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)} \, dx","Int[(260*x + 62*x^2 + 2*x^3 + (E^x*(125*x + 30*x^2 + x^3) + E^x*(125 + 30*x + x^2)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2] + (125*x + 30*x^2 + x^3 + (125 + 30*x + x^2)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]*Log[Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]] + ((E^x*(-25*x - x^2) + E^x*(-25 - x)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2] + (-25*x^2 - x^3 + (-25*x - x^2)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]*Log[Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]])*Log[E^x + x*Log[Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]]])/((E^x*(625*x + 275*x^2 + 35*x^3 + x^4) + E^x*(625 + 275*x + 35*x^2 + x^3)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2] + (625*x^2 + 275*x^3 + 35*x^4 + x^5 + (625*x + 275*x^2 + 35*x^3 + x^4)*Log[25 + x])*Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]*Log[Log[x^2 + 2*x*Log[25 + x] + Log[25 + x]^2]]),x]","\int \frac{260 x+62 x^2+2 x^3+\left(e^x \left(125 x+30 x^2+x^3\right)+e^x \left(125+30 x+x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(125 x+30 x^2+x^3+\left(125+30 x+x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)+\left(\left(e^x \left(-25 x-x^2\right)+e^x (-25-x) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(-25 x^2-x^3+\left(-25 x-x^2\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)\right) \log \left(e^x+x \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)\right)}{\left(e^x \left(625 x+275 x^2+35 x^3+x^4\right)+e^x \left(625+275 x+35 x^2+x^3\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)+\left(625 x^2+275 x^3+35 x^4+x^5+\left(625 x+275 x^2+35 x^3+x^4\right) \log (25+x)\right) \log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right) \log \left(\log \left(x^2+2 x \log (25+x)+\log ^2(25+x)\right)\right)} \, dx","\frac{\log \left(e^x+x \log \left(\log \left((x+\log (x+25))^2\right)\right)\right)}{x+5}",1,"Log[5 + x] + 2*Defer[Int][1/((x + Log[25 + x])*Log[(x + Log[25 + x])^2]*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] - (21*Defer[Int][1/((5 + x)*(x + Log[25 + x])*Log[(x + Log[25 + x])^2]*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x])/2 + (5*Defer[Int][1/((25 + x)*(x + Log[25 + x])*Log[(x + Log[25 + x])^2]*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x])/2 + 6*Defer[Int][Log[Log[(x + Log[25 + x])^2]]/((x + Log[25 + x])*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] - Defer[Int][(x*Log[Log[(x + Log[25 + x])^2]])/((x + Log[25 + x])*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] - 30*Defer[Int][Log[Log[(x + Log[25 + x])^2]]/((5 + x)*(x + Log[25 + x])*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] - Defer[Int][(Log[25 + x]*Log[Log[(x + Log[25 + x])^2]])/((x + Log[25 + x])*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] + 6*Defer[Int][(Log[25 + x]*Log[Log[(x + Log[25 + x])^2]])/((5 + x)*(x + Log[25 + x])*(E^x + x*Log[Log[(x + Log[25 + x])^2]])), x] - Defer[Int][Log[E^x + x*Log[Log[(x + Log[25 + x])^2]]]/(5 + x)^2, x]","F",0,0,0,0,-1,"{}"
284,0,0,0,4.7484111,"\int \frac{e^{\frac{x}{4+2 x+2 \log \left(x^2\right)}} \left(-16+8 x+20 x^2+6 x^3+\left(-16+17 x+11 x^2\right) \log \left(x^2\right)+(-4+6 x) \log ^2\left(x^2\right)\right)}{8 x^3-8 x^4-6 x^5+4 x^6+2 x^7+\left(8 x^3-12 x^4+4 x^6\right) \log \left(x^2\right)+\left(2 x^3-4 x^4+2 x^5\right) \log ^2\left(x^2\right)} \, dx","Int[(E^(x/(4 + 2*x + 2*Log[x^2]))*(-16 + 8*x + 20*x^2 + 6*x^3 + (-16 + 17*x + 11*x^2)*Log[x^2] + (-4 + 6*x)*Log[x^2]^2))/(8*x^3 - 8*x^4 - 6*x^5 + 4*x^6 + 2*x^7 + (8*x^3 - 12*x^4 + 4*x^6)*Log[x^2] + (2*x^3 - 4*x^4 + 2*x^5)*Log[x^2]^2),x]","\int \frac{e^{\frac{x}{4+2 x+2 \log \left(x^2\right)}} \left(-16+8 x+20 x^2+6 x^3+\left(-16+17 x+11 x^2\right) \log \left(x^2\right)+(-4+6 x) \log ^2\left(x^2\right)\right)}{8 x^3-8 x^4-6 x^5+4 x^6+2 x^7+\left(8 x^3-12 x^4+4 x^6\right) \log \left(x^2\right)+\left(2 x^3-4 x^4+2 x^5\right) \log ^2\left(x^2\right)} \, dx","\frac{e^{\frac{x}{2 \left(\log \left(x^2\right)+x+2\right)}}}{x \left(x-x^2\right)}",1,"Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/(-1 + x)^2, x] - 2*Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/x^3, x] - Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/x^2, x] + (3*Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/((-1 + x)*(2 + x + Log[x^2])^2), x])/2 - Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/(x^2*(2 + x + Log[x^2])^2), x] - (3*Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/(x*(2 + x + Log[x^2])^2), x])/2 - Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/((-1 + x)*(2 + x + Log[x^2])), x]/2 + Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/(x^2*(2 + x + Log[x^2])), x]/2 + Defer[Int][E^(x/(2*(2 + x + Log[x^2])))/(x*(2 + x + Log[x^2])), x]/2","F",0,0,0,0,-1,"{}"
285,0,0,0,0.9601516,"\int \frac{\left(2 x^2+8 x^5\right) \log (x)+\left(6-26 x+8 x^2-2 x^4+8 x^5\right) \log ^3(x)+\left(6 x-2 x^2-2 x^5+\left(-6 x+2 x^2+2 x^5\right) \log (x)\right) \log \left(9-6 x+x^2-6 x^4+2 x^5+x^8\right)}{\left(-3+x+x^4\right) \log ^3(x)} \, dx","Int[((2*x^2 + 8*x^5)*Log[x] + (6 - 26*x + 8*x^2 - 2*x^4 + 8*x^5)*Log[x]^3 + (6*x - 2*x^2 - 2*x^5 + (-6*x + 2*x^2 + 2*x^5)*Log[x])*Log[9 - 6*x + x^2 - 6*x^4 + 2*x^5 + x^8])/((-3 + x + x^4)*Log[x]^3),x]","\int \frac{\left(2 x^2+8 x^5\right) \log (x)+\left(6-26 x+8 x^2-2 x^4+8 x^5\right) \log ^3(x)+\left(6 x-2 x^2-2 x^5+\left(-6 x+2 x^2+2 x^5\right) \log (x)\right) \log \left(9-6 x+x^2-6 x^4+2 x^5+x^8\right)}{\left(-3+x+x^4\right) \log ^3(x)} \, dx","\frac{x^2 \log \left(\left(x^4+x-3\right)^2\right)}{\log ^2(x)}+(4 x-2) x",1,"-2*x + 4*x^2 + 2*Defer[Int][(x^2*(1 + 4*x^3))/((-3 + x + x^4)*Log[x]^2), x] - 2*Defer[Int][(x*Log[(-3 + x + x^4)^2])/Log[x]^3, x] + 2*Defer[Int][(x*Log[(-3 + x + x^4)^2])/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
286,1,49,0,6.5925611,"\int \frac{\exp \left(\frac{5+\left(-2-36 x^2-e^{2 x} x^2-24 x^3-4 x^4+e^x \left(12 x^2+4 x^3\right)\right) \log \left(\frac{1}{2} \left(4+e^x\right)\right)}{\log \left(\frac{1}{2} \left(4+e^x\right)\right)}\right) \left(-5 e^x+\left(-288 x-288 x^2-64 x^3+e^{3 x} \left(-2 x-2 x^2\right)+e^x \left(24 x+24 x^2\right)+e^{2 x} \left(16 x+16 x^2+4 x^3\right)\right) \log ^2\left(\frac{1}{2} \left(4+e^x\right)\right)\right)}{\left(4+e^x\right) \log ^2\left(\frac{1}{2} \left(4+e^x\right)\right)} \, dx","Int[(E^((5 + (-2 - 36*x^2 - E^(2*x)*x^2 - 24*x^3 - 4*x^4 + E^x*(12*x^2 + 4*x^3))*Log[(4 + E^x)/2])/Log[(4 + E^x)/2])*(-5*E^x + (-288*x - 288*x^2 - 64*x^3 + E^(3*x)*(-2*x - 2*x^2) + E^x*(24*x + 24*x^2) + E^(2*x)*(16*x + 16*x^2 + 4*x^3))*Log[(4 + E^x)/2]^2))/((4 + E^x)*Log[(4 + E^x)/2]^2),x]","\exp \left(-4 x^4-4 \left(6-e^x\right) x^3-\left(6-e^x\right)^2 x^2+\frac{5}{\log \left(\frac{1}{2} \left(e^x+4\right)\right)}-2\right)","\exp \left(-x^2 \left(2 x-e^x+6\right)^2+\frac{5}{\log \left(\frac{1}{2} \left(e^x+4\right)\right)}-2\right)",1,"E^(-2 - (6 - E^x)^2*x^2 - 4*(6 - E^x)*x^3 - 4*x^4 + 5/Log[(4 + E^x)/2])","A",2,2,171,0.01170,1,"{6688, 6706}"
287,0,0,0,25.3734395,"\int \frac{15 x^2-15 x^3+e^{4+4 e^{3/x} x+e^{6/x} x^2} \left(3 x^2-3 x^3+e^{3/x} \left(12 x^2-4 x^3\right)+e^{6/x} \left(6 x^3-2 x^4\right)\right)}{25 e^{3 x}+10 e^{4+3 x+4 e^{3/x} x+e^{6/x} x^2}+e^{8+3 x+8 e^{3/x} x+2 e^{6/x} x^2}} \, dx","Int[(15*x^2 - 15*x^3 + E^(4 + 4*E^(3/x)*x + E^(6/x)*x^2)*(3*x^2 - 3*x^3 + E^(3/x)*(12*x^2 - 4*x^3) + E^(6/x)*(6*x^3 - 2*x^4)))/(25*E^(3*x) + 10*E^(4 + 3*x + 4*E^(3/x)*x + E^(6/x)*x^2) + E^(8 + 3*x + 8*E^(3/x)*x + 2*E^(6/x)*x^2)),x]","\int \frac{15 x^2-15 x^3+e^{4+4 e^{3/x} x+e^{6/x} x^2} \left(3 x^2-3 x^3+e^{3/x} \left(12 x^2-4 x^3\right)+e^{6/x} \left(6 x^3-2 x^4\right)\right)}{25 e^{3 x}+10 e^{4+3 x+4 e^{3/x} x+e^{6/x} x^2}+e^{8+3 x+8 e^{3/x} x+2 e^{6/x} x^2}} \, dx","\frac{e^{-3 x} x^3}{e^{\left(e^{3/x} x+2\right)^2}+5}",1,"-60*Defer[Int][x^2/(E^((3*(-1 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)^2), x] + 3*Defer[Int][x^2/(E^(3*x)*(5 + E^(2 + E^(3/x)*x)^2)), x] + 12*Defer[Int][x^2/(E^((3*(-1 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)), x] - 30*Defer[Int][x^3/(E^((3*(-2 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)^2), x] + 20*Defer[Int][x^3/(E^((3*(-1 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)^2), x] - 3*Defer[Int][x^3/(E^(3*x)*(5 + E^(2 + E^(3/x)*x)^2)), x] + 6*Defer[Int][x^3/(E^((3*(-2 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)), x] - 4*Defer[Int][x^3/(E^((3*(-1 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)), x] + 10*Defer[Int][x^4/(E^((3*(-2 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)^2), x] - 2*Defer[Int][x^4/(E^((3*(-2 + x^2))/x)*(5 + E^(2 + E^(3/x)*x)^2)), x]","F",0,0,0,0,-1,"{}"
288,1,21,0,0.0567324,"\int \frac{-2-12 x+4 x^3}{x+12 x^2+36 x^3+4 x^4} \, dx","Int[(-2 - 12*x + 4*x^3)/(x + 12*x^2 + 36*x^3 + 4*x^4),x]","\log \left(4 x^3+36 x^2+12 x+1\right)-2 \log (x)","\log \left(\left(\frac{1}{2 x}+3\right)^2+x\right)+2 \left(1+e^4\right)+81",1,"-2*Log[x] + Log[1 + 12*x + 36*x^2 + 4*x^3]","A",3,2,30,0.06667,1,"{2074, 1587}"
289,1,30,0,0.0554084,"\int \frac{100+20 x+\left(-50-6 x^2\right) \log (x)}{5 x^2} \, dx","Int[(100 + 20*x + (-50 - 6*x^2)*Log[x])/(5*x^2),x]","\frac{6 x}{5}-\frac{10}{x}+\frac{2}{5} \left(\frac{25}{x}-3 x\right) \log (x)+4 \log (x)","\frac{2 \left(\frac{5}{x}+3\right) (x-5) (x-x \log (x))}{5 x}",1,"-10/x + (6*x)/5 + 4*Log[x] + (2*(25/x - 3*x)*Log[x])/5","A",7,4,22,0.1818,1,"{12, 14, 43, 2334}"
290,1,54,0,0.228541,"\int \frac{16 x+x^4+5 x^5+e^{2 x} \left(1+x+2 x^2\right)+e^x \left(-2 x^2-6 x^3-2 x^4\right)+\left(2 e^{2 x} x+4 x^4+e^x \left(-4 x^2-2 x^3\right)\right) \log (x)}{16 x} \, dx","Int[(16*x + x^4 + 5*x^5 + E^(2*x)*(1 + x + 2*x^2) + E^x*(-2*x^2 - 6*x^3 - 2*x^4) + (2*E^(2*x)*x + 4*x^4 + E^x*(-4*x^2 - 2*x^3))*Log[x])/(16*x),x]","\frac{x^5}{16}+\frac{1}{16} x^4 \log (x)-\frac{1}{8} e^x x \left(x^2+x \log (x)\right)+\frac{e^{2 x} \left(x^2+x \log (x)\right)}{16 x}+x","\frac{1}{16} \left(e^x-x^2\right)^2 (x+\log (x))+x-4",1,"x + x^5/16 + (x^4*Log[x])/16 + (E^(2*x)*(x^2 + x*Log[x]))/(16*x) - (E^x*x*(x^2 + x*Log[x]))/8","B",6,4,85,0.04706,1,"{12, 14, 2304, 2288}"
291,0,0,0,25.9583103,"\int \frac{\left(-10 x^4-2 x^5\right) \log (\log (4))+(5+x)^{\frac{2}{\log (\log (4))}} \left(4 x^4+\left(-20 x^3-4 x^4\right) \log (\log (4))\right)+(5+x)^{\frac{1}{\log (\log (4))}} \left(4 x^5+\left(-20 x^4-4 x^5\right) \log (\log (4))\right)}{(5+x)^{1+\frac{6}{\log (\log (4))}} \log (\log (4))+(5+x)^{\frac{5}{\log (\log (4))}} \left(30 x+6 x^2\right) \log (\log (4))+(5+x)^{\frac{4}{\log (\log (4))}} \left(15 x+78 x^2+15 x^3\right) \log (\log (4))+(5+x)^{\frac{3}{\log (\log (4))}} \left(60 x^2+112 x^3+20 x^4\right) \log (\log (4))+(5+x)^{\frac{2}{\log (\log (4))}} \left(15 x^2+93 x^3+93 x^4+15 x^5\right) \log (\log (4))+(5+x)^{\frac{1}{\log (\log (4))}} \left(30 x^3+66 x^4+42 x^5+6 x^6\right) \log (\log (4))+\left(5 x^3+16 x^4+18 x^5+8 x^6+x^7\right) \log (\log (4))} \, dx","Int[((-10*x^4 - 2*x^5)*Log[Log[4]] + (5 + x)^(2/Log[Log[4]])*(4*x^4 + (-20*x^3 - 4*x^4)*Log[Log[4]]) + (5 + x)^Log[Log[4]]^(-1)*(4*x^5 + (-20*x^4 - 4*x^5)*Log[Log[4]]))/((5 + x)^(1 + 6/Log[Log[4]])*Log[Log[4]] + (5 + x)^(5/Log[Log[4]])*(30*x + 6*x^2)*Log[Log[4]] + (5 + x)^(4/Log[Log[4]])*(15*x + 78*x^2 + 15*x^3)*Log[Log[4]] + (5 + x)^(3/Log[Log[4]])*(60*x^2 + 112*x^3 + 20*x^4)*Log[Log[4]] + (5 + x)^(2/Log[Log[4]])*(15*x^2 + 93*x^3 + 93*x^4 + 15*x^5)*Log[Log[4]] + (5 + x)^Log[Log[4]]^(-1)*(30*x^3 + 66*x^4 + 42*x^5 + 6*x^6)*Log[Log[4]] + (5*x^3 + 16*x^4 + 18*x^5 + 8*x^6 + x^7)*Log[Log[4]]),x]","\int \frac{\left(-10 x^4-2 x^5\right) \log (\log (4))+(5+x)^{\frac{2}{\log (\log (4))}} \left(4 x^4+\left(-20 x^3-4 x^4\right) \log (\log (4))\right)+(5+x)^{\frac{1}{\log (\log (4))}} \left(4 x^5+\left(-20 x^4-4 x^5\right) \log (\log (4))\right)}{(5+x)^{1+\frac{6}{\log (\log (4))}} \log (\log (4))+(5+x)^{\frac{5}{\log (\log (4))}} \left(30 x+6 x^2\right) \log (\log (4))+(5+x)^{\frac{4}{\log (\log (4))}} \left(15 x+78 x^2+15 x^3\right) \log (\log (4))+(5+x)^{\frac{3}{\log (\log (4))}} \left(60 x^2+112 x^3+20 x^4\right) \log (\log (4))+(5+x)^{\frac{2}{\log (\log (4))}} \left(15 x^2+93 x^3+93 x^4+15 x^5\right) \log (\log (4))+(5+x)^{\frac{1}{\log (\log (4))}} \left(30 x^3+66 x^4+42 x^5+6 x^6\right) \log (\log (4))+\left(5 x^3+16 x^4+18 x^5+8 x^6+x^7\right) \log (\log (4))} \, dx","2-\frac{x^4}{\left(x+\left(x+(x+5)^{\frac{1}{\log (\log (4))}}\right)^2\right)^2}",1,"-1250*Defer[Int][(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^(-3), x] - 12500*(1 - Log[Log[4]]^(-1))*Defer[Int][(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^(-3), x] - (1250*(2 - 11*Log[Log[4]])*Defer[Int][(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^(-3), x])/Log[Log[4]] + 250*Defer[Int][x/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 2500*(1 - Log[Log[4]]^(-1))*Defer[Int][x/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + (250*(2 - 11*Log[Log[4]])*Defer[Int][x/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x])/Log[Log[4]] - 50*Defer[Int][x^2/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - 500*(1 - Log[Log[4]]^(-1))*Defer[Int][x^2/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - (50*(2 - 11*Log[Log[4]])*Defer[Int][x^2/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x])/Log[Log[4]] + 10*Defer[Int][x^3/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 100*(1 - Log[Log[4]]^(-1))*Defer[Int][x^3/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + (10*(2 - 11*Log[Log[4]])*Defer[Int][x^3/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x])/Log[Log[4]] - 20*(1 - Log[Log[4]]^(-1))*Defer[Int][x^4/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - (2*(2 - 11*Log[Log[4]])*Defer[Int][x^4/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x])/Log[Log[4]] + 4*(1 - Log[Log[4]]^(-1))*Defer[Int][x^5/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 6250*Defer[Int][1/((5 + x)*(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3), x] + 62500*(1 - Log[Log[4]]^(-1))*Defer[Int][1/((5 + x)*(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3), x] + (6250*(2 - 11*Log[Log[4]])*Defer[Int][1/((5 + x)*(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3), x])/Log[Log[4]] + 12500*Defer[Int][(5 + x)^(-1 + Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 2500*(1 - Log[Log[4]]^(-1))*Defer[Int][(x*(5 + x)^(-1 + Log[Log[4]]^(-1)))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - 2500*Defer[Int][(5 + x)^Log[Log[4]]^(-1)/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 500*Defer[Int][(x*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - 500*(1 - Log[Log[4]]^(-1))*Defer[Int][(x*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - 100*Defer[Int][(x^2*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 100*(1 - Log[Log[4]]^(-1))*Defer[Int][(x^2*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 20*Defer[Int][(x^3*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - 20*(1 - Log[Log[4]]^(-1))*Defer[Int][(x^3*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] + 4*(1 - Log[Log[4]]^(-1))*Defer[Int][(x^4*(5 + x)^Log[Log[4]]^(-1))/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^3, x] - (500*Defer[Int][(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^(-2), x])/Log[Log[4]] + (100*Defer[Int][x/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^2, x])/Log[Log[4]] - (20*Defer[Int][x^2/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^2, x])/Log[Log[4]] - 4*(1 - Log[Log[4]]^(-1))*Defer[Int][x^3/(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^2, x] + (2500*Defer[Int][1/((5 + x)*(x + x^2 + 2*x*(5 + x)^Log[Log[4]]^(-1) + (5 + x)^(2/Log[Log[4]]))^2), x])/Log[Log[4]]","F",0,0,0,0,-1,"{}"
292,1,17,0,0.0247244,"\int \frac{1}{4} e^{e^x} \left(-9 e+e^x (54+e (-18-9 x))\right) \, dx","Int[(E^E^x*(-9*E + E^x*(54 + E*(-18 - 9*x))))/4,x]","\frac{9}{4} e^{e^x} (6-e (x+2))","\frac{9}{4} e^{e^x} (6-e (x+2))",1,"(9*E^E^x*(6 - E*(2 + x)))/4","A",2,2,26,0.07692,1,"{12, 2288}"
293,0,0,0,0.7306007,"\int \frac{-5+5 x+(-5-10 x) \log (x)+5 \log \left(e^{-1+x} x\right)}{6 x-12 x^2+6 x^3+\left(-12 x+12 x^2\right) \log \left(e^{-1+x} x\right)+6 x \log ^2\left(e^{-1+x} x\right)} \, dx","Int[(-5 + 5*x + (-5 - 10*x)*Log[x] + 5*Log[E^(-1 + x)*x])/(6*x - 12*x^2 + 6*x^3 + (-12*x + 12*x^2)*Log[E^(-1 + x)*x] + 6*x*Log[E^(-1 + x)*x]^2),x]","\int \frac{-5+5 x+(-5-10 x) \log (x)+5 \log \left(e^{-1+x} x\right)}{6 x-12 x^2+6 x^3+\left(-12 x+12 x^2\right) \log \left(e^{-1+x} x\right)+6 x \log ^2\left(e^{-1+x} x\right)} \, dx","\frac{5 \log (x)}{6 \left(x+\log \left(e^{x-1} x\right)-1\right)}-5",1,"(-5*Defer[Int][Log[x]/(-1 + x + Log[E^(-1 + x)*x])^2, x])/3 - (5*Defer[Int][Log[x]/(x*(-1 + x + Log[E^(-1 + x)*x])^2), x])/6 + (5*Defer[Int][1/(x*(-1 + x + Log[E^(-1 + x)*x])), x])/6","F",0,0,0,0,-1,"{}"
294,1,75,0,2.7036775,"\int \frac{2 e^x x-4 x^3+\left(-4 x+4 x^2\right) \log (16)+\left(-4 x^2+e^x (2 x-2 \log (16))+4 x \log (16)\right) \log \left(\frac{e^{-x} \left(e^x-2 x\right)}{-2 x+2 \log (16)}\right)}{2 x^4-2 x^3 \log (16)+e^x \left(-x^3+x^2 \log (16)\right)} \, dx","Int[(2*E^x*x - 4*x^3 + (-4*x + 4*x^2)*Log[16] + (-4*x^2 + E^x*(2*x - 2*Log[16]) + 4*x*Log[16])*Log[(E^x - 2*x)/(E^x*(-2*x + 2*Log[16]))])/(2*x^4 - 2*x^3*Log[16] + E^x*(-x^3 + x^2*Log[16])),x]","-\frac{4 \log (x)}{\log (256)}+\frac{2 \log (x)}{\log (16)}-\frac{2 \log (x-\log (16))}{\log (16)}+\frac{2 \log \left(-\frac{e^{-x} \left(e^x-2 x\right)}{2 x-\log (256)}\right)}{x}+\frac{4 \log (2 x-\log (256))}{\log (256)}","\frac{2 \log \left(\frac{e^{-x} \left(\frac{e^x}{2}-x\right)}{\log (16)-x}\right)}{x}",1,"(2*Log[x])/Log[16] - (4*Log[x])/Log[256] - (2*Log[x - Log[16]])/Log[16] + (2*Log[-((E^x - 2*x)/(E^x*(2*x - Log[256])))])/x + (4*Log[2*x - Log[256]])/Log[256]","B",20,9,104,0.08654,1,"{6741, 6742, 6688, 14, 36, 29, 31, 2551, 12}"
295,0,0,0,1.3683317,"\int \frac{768+384 x+\left(-768+64 x+64 x^2\right) \log \left(\frac{1}{3} (-3+x)\right)+\left(768-64 x-64 x^2\right) \log (x)}{\left(3 x^3-x^4\right) \log ^3\left(\frac{1}{3} (-3+x)\right)+\left(-9 x^3+3 x^4\right) \log ^2\left(\frac{1}{3} (-3+x)\right) \log (x)+\left(9 x^3-3 x^4\right) \log \left(\frac{1}{3} (-3+x)\right) \log ^2(x)+\left(-3 x^3+x^4\right) \log ^3(x)} \, dx","Int[(768 + 384*x + (-768 + 64*x + 64*x^2)*Log[(-3 + x)/3] + (768 - 64*x - 64*x^2)*Log[x])/((3*x^3 - x^4)*Log[(-3 + x)/3]^3 + (-9*x^3 + 3*x^4)*Log[(-3 + x)/3]^2*Log[x] + (9*x^3 - 3*x^4)*Log[(-3 + x)/3]*Log[x]^2 + (-3*x^3 + x^4)*Log[x]^3),x]","\int \frac{768+384 x+\left(-768+64 x+64 x^2\right) \log \left(\frac{1}{3} (-3+x)\right)+\left(768-64 x-64 x^2\right) \log (x)}{\left(3 x^3-x^4\right) \log ^3\left(\frac{1}{3} (-3+x)\right)+\left(-9 x^3+3 x^4\right) \log ^2\left(\frac{1}{3} (-3+x)\right) \log (x)+\left(9 x^3-3 x^4\right) \log \left(\frac{1}{3} (-3+x)\right) \log ^2(x)+\left(-3 x^3+x^4\right) \log ^3(x)} \, dx","\frac{64 (x+2)}{x^2 \left(\log \left(\frac{x-3}{3}\right)-\log (x)\right)^2}",1,"-256*Defer[Int][1/(x^3*(Log[(-3 + x)/3] - Log[x])^2), x] - 64*Defer[Int][1/(x^2*(Log[(-3 + x)/3] - Log[x])^2), x] - (640*Defer[Int][1/((-3 + x)*(Log[-3 + x] - Log[3*x])^3), x])/9 + 256*Defer[Int][1/(x^3*(Log[-3 + x] - Log[3*x])^3), x] + (640*Defer[Int][1/(x^2*(Log[-3 + x] - Log[3*x])^3), x])/3 + (640*Defer[Int][1/(x*(Log[-3 + x] - Log[3*x])^3), x])/9","F",0,0,0,0,-1,"{}"
296,1,6,0,0.0009517,"\int \frac{1}{-10+x} \, dx","Int[(-10 + x)^(-1),x]","\log (10-x)","\log \left(\frac{\frac{1}{2} (10-2 x)+5}{\log (2)}\right)",1,"Log[10 - x]","A",1,1,5,0.2000,1,"{31}"
297,1,33,0,0.9061582,"\int \frac{-4-2 e^{\frac{1}{2} (-x+2 \log (3))}+e^{\frac{1}{2} (-x+2 \log (3))} (1-x) \log (1-x)}{\left(-12+12 x+e^{\frac{1}{2} (-x+2 \log (3))} (-6+6 x)\right) \log (1-x)} \, dx","Int[(-4 - 2*E^((-x + 2*Log[3])/2) + E^((-x + 2*Log[3])/2)*(1 - x)*Log[1 - x])/((-12 + 12*x + E^((-x + 2*Log[3])/2)*(-6 + 6*x))*Log[1 - x]),x]","-\frac{x}{6}+\frac{1}{3} \log \left(2 e^{x/2}+3\right)-\frac{1}{3} \log (\log (1-x))","\frac{1}{3} \log \left(\frac{2 \left(3 e^{-x/2}+2\right)}{\log (1-x)}\right)",1,"-1/6*x + Log[3 + 2*E^(x/2)]/3 - Log[Log[1 - x]]/3","A",11,9,80,0.1125,1,"{6688, 12, 6742, 2282, 36, 29, 31, 2390, 2302}"
298,1,87,0,2.182604,"\int \frac{-64+2^{-x^2} \left(-16-288 x^2 \log (2)\right)+2^{-2 x^2} \left(-1-36 x^2 \log (2)\right)+\left(-2^{2-2 x^2} x^2 \log (2)-2^{5-x^2} x^2 \log (2)\right) \log (x)}{81 x+18 x \log (x)+x \log ^2(x)} \, dx","Int[(-64 + (-16 - 288*x^2*Log[2])/2^x^2 + (-1 - 36*x^2*Log[2])/2^(2*x^2) + (-(2^(2 - 2*x^2)*x^2*Log[2]) - 2^(5 - x^2)*x^2*Log[2])*Log[x])/(81*x + 18*x*Log[x] + x*Log[x]^2),x]","\frac{2^{-2 x^2-1} \left(x^2 \log (16) \log (x)+36 x^2 \log (2)\right)}{x^2 \log (4) (\log (x)+9)^2}+\frac{2^{2-x^2} \left(x^2 \log (16) \log (x)+36 x^2 \log (2)\right)}{x^2 \log (2) (\log (x)+9)^2}+\frac{64}{\log (x)+9}","\frac{\left(2^{-x^2}+8\right)^2}{\log (x)+9}",1,"64/(9 + Log[x]) + (2^(2 - x^2)*(36*x^2*Log[2] + x^2*Log[16]*Log[x]))/(x^2*Log[2]*(9 + Log[x])^2) + (2^(-1 - 2*x^2)*(36*x^2*Log[2] + x^2*Log[16]*Log[x]))/(x^2*Log[4]*(9 + Log[x])^2)","B",7,5,90,0.05556,1,"{6688, 6742, 2302, 30, 2288}"
299,0,0,0,10.3380627,"\int \frac{-4 e^x x \log (x)+e^x \left(8 x+2 x^2\right) \log ^2(x)+e^x \left(-8 x-4 x^2\right) \log ^3(x)+e^x \left(-2+2 x+2 x^2\right) \log ^4(x)}{5 e^{2 x} x^4-20 e^{2 x} x^4 \log (x)+\left(10 e^x x^2+e^{2 x} \left(-10 x^3+30 x^4\right)\right) \log ^2(x)+\left(-20 e^x x^2+e^{2 x} \left(20 x^3-20 x^4\right)\right) \log ^3(x)+\left(5+e^x \left(-10 x+10 x^2\right)+e^{2 x} \left(5 x^2-10 x^3+5 x^4\right)\right) \log ^4(x)} \, dx","Int[(-4*E^x*x*Log[x] + E^x*(8*x + 2*x^2)*Log[x]^2 + E^x*(-8*x - 4*x^2)*Log[x]^3 + E^x*(-2 + 2*x + 2*x^2)*Log[x]^4)/(5*E^(2*x)*x^4 - 20*E^(2*x)*x^4*Log[x] + (10*E^x*x^2 + E^(2*x)*(-10*x^3 + 30*x^4))*Log[x]^2 + (-20*E^x*x^2 + E^(2*x)*(20*x^3 - 20*x^4))*Log[x]^3 + (5 + E^x*(-10*x + 10*x^2) + E^(2*x)*(5*x^2 - 10*x^3 + 5*x^4))*Log[x]^4),x]","\int \frac{-4 e^x x \log (x)+e^x \left(8 x+2 x^2\right) \log ^2(x)+e^x \left(-8 x-4 x^2\right) \log ^3(x)+e^x \left(-2+2 x+2 x^2\right) \log ^4(x)}{5 e^{2 x} x^4-20 e^{2 x} x^4 \log (x)+\left(10 e^x x^2+e^{2 x} \left(-10 x^3+30 x^4\right)\right) \log ^2(x)+\left(-20 e^x x^2+e^{2 x} \left(20 x^3-20 x^4\right)\right) \log ^3(x)+\left(5+e^x \left(-10 x+10 x^2\right)+e^{2 x} \left(5 x^2-10 x^3+5 x^4\right)\right) \log ^4(x)} \, dx","\frac{2 x}{5 \left(e^x x \left(x-\left(\frac{x}{\log (x)}-x\right)^2\right)-x\right)}",1,"(-4*Defer[Int][(E^x*x*Log[x])/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 + (8*Defer[Int][(E^x*x*Log[x]^2)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 + (2*Defer[Int][(E^x*x^2*Log[x]^2)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 - (8*Defer[Int][(E^x*x*Log[x]^3)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 - (4*Defer[Int][(E^x*x^2*Log[x]^3)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 - (2*Defer[Int][(E^x*Log[x]^4)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 + (2*Defer[Int][(E^x*x*Log[x]^4)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5 + (2*Defer[Int][(E^x*x^2*Log[x]^4)/(E^x*x^2 - 2*E^x*x^2*Log[x] + Log[x]^2 - E^x*x*Log[x]^2 + E^x*x^2*Log[x]^2)^2, x])/5","F",0,0,0,0,-1,"{}"
300,0,0,0,26.5030947,"\int \frac{-x^3+e^{-2+x+\frac{e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} \left((2-x) \log (2)+e^{5/x} \left(5 x-x^3\right) \log (2)\right)}{25 x^3+10 x^4+x^5+e^{\frac{e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} \left(10 x^3+2 x^4\right) \log (2)+e^{\frac{2 e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} x^3 \log ^2(2)} \, dx","Int[(-x^3 + E^(-2 + x + (E^(-2 + x)*(1 + E^(5/x)*x^2))/x^2)*((2 - x)*Log[2] + E^(5/x)*(5*x - x^3)*Log[2]))/(25*x^3 + 10*x^4 + x^5 + E^((E^(-2 + x)*(1 + E^(5/x)*x^2))/x^2)*(10*x^3 + 2*x^4)*Log[2] + E^((2*E^(-2 + x)*(1 + E^(5/x)*x^2))/x^2)*x^3*Log[2]^2),x]","\int \frac{-x^3+e^{-2+x+\frac{e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} \left((2-x) \log (2)+e^{5/x} \left(5 x-x^3\right) \log (2)\right)}{25 x^3+10 x^4+x^5+e^{\frac{e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} \left(10 x^3+2 x^4\right) \log (2)+e^{\frac{2 e^{-2+x} \left(1+e^{5/x} x^2\right)}{x^2}} x^3 \log ^2(2)} \, dx","\frac{1}{e^{e^{x-2} \left(\frac{1}{x^2}+e^{5/x}\right)} \log (2)+x+5}",1,"-Defer[Int][(5 + x + E^(E^(-2 + x)*(E^(5/x) + x^(-2)))*Log[2])^(-2), x] - Log[2]*Defer[Int][E^(-2 + E^(-2 + x)*(E^(5/x) + x^(-2)) + 5/x + x)/(5 + x + E^(E^(-2 + x)*(E^(5/x) + x^(-2)))*Log[2])^2, x] + 2*Log[2]*Defer[Int][E^(-2 + E^(-2 + x)*(E^(5/x) + x^(-2)) + x)/(x^3*(5 + x + E^(E^(-2 + x)*(E^(5/x) + x^(-2)))*Log[2])^2), x] - Log[2]*Defer[Int][E^(-2 + E^(-2 + x)*(E^(5/x) + x^(-2)) + x)/(x^2*(5 + x + E^(E^(-2 + x)*(E^(5/x) + x^(-2)))*Log[2])^2), x] + 5*Log[2]*Defer[Int][E^(-2 + E^(-2 + x)*(E^(5/x) + x^(-2)) + 5/x + x)/(x^2*(5 + x + E^(E^(-2 + x)*(E^(5/x) + x^(-2)))*Log[2])^2), x]","F",0,0,0,0,-1,"{}"
301,1,23,0,0.4995327,"\int \frac{-10-10 x+10 \log (2 x)+\left(2-2 x-2 x^2-2 x^3+2 x^2 \log (2 x)\right) \log (4 x)}{\left(-x-x^2+x \log (2 x)\right) \log (4 x)} \, dx","Int[(-10 - 10*x + 10*Log[2*x] + (2 - 2*x - 2*x^2 - 2*x^3 + 2*x^2*Log[2*x])*Log[4*x])/((-x - x^2 + x*Log[2*x])*Log[4*x]),x]","x^2+2 \log (x-\log (2 x)+1)+10 \log (\log (4 x))","x^2+5 \log \left(\log ^2(4 x)\right)+\log \left((x-\log (2 x)+1)^2\right)",1,"x^2 + 2*Log[1 + x - Log[2*x]] + 10*Log[Log[4*x]]","A",7,4,64,0.06250,1,"{6742, 6684, 2302, 29}"
302,1,43,0,0.0264574,"\int \left(-16-6 x+(-16-8 x) \log \left(4 e^x\right)-4 \log ^2\left(4 e^x\right)\right) \, dx","Int[-16 - 6*x + (-16 - 8*x)*Log[4*E^x] - 4*Log[4*E^x]^2,x]","-3 x^2+\frac{4}{3} (x+2)^3-16 x-\frac{4}{3} \log ^3\left(4 e^x\right)-4 (x+2)^2 \log \left(4 e^x\right)","5 x^2-4 x \left(\log \left(4 e^x\right)+2\right)^2+1",1,"-16*x - 3*x^2 + (4*(2 + x)^3)/3 - 4*(2 + x)^2*Log[4*E^x] - (4*Log[4*E^x]^3)/3","B",6,5,27,0.1852,1,"{2551, 12, 32, 2157, 30}"
303,0,0,0,28.0103748,"\int \frac{-25 e^5+25 e^{\frac{2}{25} \left(625-50 x+x^2\right)}+e^{5+\frac{1}{25} \left(625-50 x+x^2\right)} \left(50 x-2 x^2\right)-50 e^{\frac{1}{25} \left(625-50 x+x^2\right)} \log \left(\frac{2}{x}\right)+25 \log ^2\left(\frac{2}{x}\right)}{25 e^{5+\frac{1}{25} \left(625-50 x+x^2\right)} x-25 e^5 x \log \left(\frac{2}{x}\right)+\left(25 e^{\frac{2}{25} \left(625-50 x+x^2\right)} x-50 e^{\frac{1}{25} \left(625-50 x+x^2\right)} x \log \left(\frac{2}{x}\right)+25 x \log ^2\left(\frac{2}{x}\right)\right) \log (x)} \, dx","Int[(-25*E^5 + 25*E^((2*(625 - 50*x + x^2))/25) + E^(5 + (625 - 50*x + x^2)/25)*(50*x - 2*x^2) - 50*E^((625 - 50*x + x^2)/25)*Log[2/x] + 25*Log[2/x]^2)/(25*E^(5 + (625 - 50*x + x^2)/25)*x - 25*E^5*x*Log[2/x] + (25*E^((2*(625 - 50*x + x^2))/25)*x - 50*E^((625 - 50*x + x^2)/25)*x*Log[2/x] + 25*x*Log[2/x]^2)*Log[x]),x]","\int \frac{-25 e^5+25 e^{\frac{2}{25} \left(625-50 x+x^2\right)}+e^{5+\frac{1}{25} \left(625-50 x+x^2\right)} \left(50 x-2 x^2\right)-50 e^{\frac{1}{25} \left(625-50 x+x^2\right)} \log \left(\frac{2}{x}\right)+25 \log ^2\left(\frac{2}{x}\right)}{25 e^{5+\frac{1}{25} \left(625-50 x+x^2\right)} x-25 e^5 x \log \left(\frac{2}{x}\right)+\left(25 e^{\frac{2}{25} \left(625-50 x+x^2\right)} x-50 e^{\frac{1}{25} \left(625-50 x+x^2\right)} x \log \left(\frac{2}{x}\right)+25 x \log ^2\left(\frac{2}{x}\right)\right) \log (x)} \, dx","\log \left(\frac{e^5}{\log \left(\frac{2}{x}\right)-e^{\left(5-\frac{x}{5}\right)^2}}-\log (x)\right)",1,"Log[Log[x]] - Defer[Int][E^(4*x)/(x*(E^((25 + x)^2/25) - E^(4*x)*Log[2/x])), x] - 2*Defer[Int][(E^(4*x)*Log[2/x])/(-E^((25 + x)^2/25) + E^(4*x)*Log[2/x]), x] + (2*Defer[Int][(E^(4*x)*x*Log[2/x])/(-E^((25 + x)^2/25) + E^(4*x)*Log[2/x]), x])/25 + 2*Defer[Int][E^(5 + 2*x)/(E^(5 + 2*x) + E^(25 + x^2/25)*Log[x] - E^(2*x)*Log[2/x]*Log[x]), x] - (2*Defer[Int][(E^(5 + 2*x)*x)/(E^(5 + 2*x) + E^(25 + x^2/25)*Log[x] - E^(2*x)*Log[2/x]*Log[x]), x])/25 - Defer[Int][E^(5 + 2*x)/(x*Log[x]*(E^(5 + 2*x) + E^(25 + x^2/25)*Log[x] - E^(2*x)*Log[2/x]*Log[x])), x] - Defer[Int][(E^(2*x)*Log[x])/(x*(-E^(5 + 2*x) - E^(25 + x^2/25)*Log[x] + E^(2*x)*Log[2/x]*Log[x])), x] + 2*Defer[Int][(E^(2*x)*Log[2/x]*Log[x])/(-E^(5 + 2*x) - E^(25 + x^2/25)*Log[x] + E^(2*x)*Log[2/x]*Log[x]), x] - (2*Defer[Int][(E^(2*x)*x*Log[2/x]*Log[x])/(-E^(5 + 2*x) - E^(25 + x^2/25)*Log[x] + E^(2*x)*Log[2/x]*Log[x]), x])/25","F",0,0,0,0,-1,"{}"
304,0,0,0,2.5661586,"\int \frac{e^{-16/x} \left(x-x^2+\left(16+16 e^5-16 x-x^2\right) \log \left(\frac{1}{5 x}\right)+\left(-16+16 x+x^2\right) \log \left(\frac{1}{5 x}\right) \log \left(\log \left(\frac{1}{5 x}\right)\right)\right)}{x^2 \log \left(\frac{1}{5 x}\right)} \, dx","Int[(x - x^2 + (16 + 16*E^5 - 16*x - x^2)*Log[1/(5*x)] + (-16 + 16*x + x^2)*Log[1/(5*x)]*Log[Log[1/(5*x)]])/(E^(16/x)*x^2*Log[1/(5*x)]),x]","\int \frac{e^{-16/x} \left(x-x^2+\left(16+16 e^5-16 x-x^2\right) \log \left(\frac{1}{5 x}\right)+\left(-16+16 x+x^2\right) \log \left(\frac{1}{5 x}\right) \log \left(\log \left(\frac{1}{5 x}\right)\right)\right)}{x^2 \log \left(\frac{1}{5 x}\right)} \, dx","e^{-16/x} \left(-x+(x-1) \log \left(\log \left(\frac{1}{5 x}\right)\right)+e^5+1\right)",1,"(1 + E^5 - x)/E^(16/x) + Defer[Int][1/(E^(16/x)*(Log[5] - Log[x^(-1)])), x] + Defer[Int][Log[Log[1/(5*x)]]/E^(16/x), x] - Defer[Subst][Defer[Int][1/(E^(16*x)*x*Log[x/5]), x], x, x^(-1)] - 16*Defer[Subst][Defer[Int][Log[Log[x/5]]/(E^(16*x)*x), x], x, x^(-1)] + 80*Defer[Subst][Defer[Int][Log[Log[x]]/E^(80*x), x], x, 1/(5*x)]","F",0,0,0,0,-1,"{}"
305,-1,0,0,180.0018543,"\int \frac{\exp \left(e^{\frac{-5 x^2-x^3}{32-8 x^2+8 x^3}} (-1+x)+x-x^2\right) \left(64-128 x-32 x^2+96 x^3-60 x^4-16 x^5+20 x^6-8 x^7+e^{\frac{-5 x^2-x^3}{32-8 x^2+8 x^3}} \left(64+20 x-46 x^2+26 x^3+x^4-5 x^5+4 x^6\right)\right)}{64-32 x^2+32 x^3+4 x^4-8 x^5+4 x^6} \, dx","Int[(E^(E^((-5*x^2 - x^3)/(32 - 8*x^2 + 8*x^3))*(-1 + x) + x - x^2)*(64 - 128*x - 32*x^2 + 96*x^3 - 60*x^4 - 16*x^5 + 20*x^6 - 8*x^7 + E^((-5*x^2 - x^3)/(32 - 8*x^2 + 8*x^3))*(64 + 20*x - 46*x^2 + 26*x^3 + x^4 - 5*x^5 + 4*x^6)))/(64 - 32*x^2 + 32*x^3 + 4*x^4 - 8*x^5 + 4*x^6),x]","\text{\$Aborted}","\exp \left((1-x) \left(x-e^{\frac{x+5}{8 \left(-\frac{4}{x^2}-x+1\right)}}\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
306,1,17,0,0.1042639,"\int \frac{20480000 e^{e^5-4 x}}{-27+e^{3 e^5-12 x}-9 e^{2 e^5-8 x}+27 e^{e^5-4 x}} \, dx","Int[(20480000*E^(E^5 - 4*x))/(-27 + E^(3*E^5 - 12*x) - 9*E^(2*E^5 - 8*x) + 27*E^(E^5 - 4*x)),x]","\frac{2560000}{\left(3-e^{e^5-4 x}\right)^2}","\frac{2560000}{\left(e^{e^5-4 x}-3\right)^2}",1,"2560000/(3 - E^(E^5 - 4*x))^2","A",3,3,50,0.06000,1,"{12, 2282, 32}"
307,0,0,0,12.0489299,"\int \frac{e^3 \left(-3+5 x-x^2\right)+e^6 \left(-12+20 x-4 x^2\right) \log (x)+\left(e^6 \left(-12 x+4 x^2\right)+e^6 (12-4 x) \log \left(3 x-x^2\right)\right) \log \left(-x+\log \left(3 x-x^2\right)\right)}{30 x^2-10 x^3+\left(-30 x+10 x^2\right) \log \left(3 x-x^2\right)+\log (x) \left(e^3 \left(240 x^2-80 x^3\right)+e^3 \left(-240 x+80 x^2\right) \log \left(3 x-x^2\right)\right)+\log ^2(x) \left(e^6 \left(480 x^2-160 x^3\right)+e^6 \left(-480 x+160 x^2\right) \log \left(3 x-x^2\right)\right)} \, dx","Int[(E^3*(-3 + 5*x - x^2) + E^6*(-12 + 20*x - 4*x^2)*Log[x] + (E^6*(-12*x + 4*x^2) + E^6*(12 - 4*x)*Log[3*x - x^2])*Log[-x + Log[3*x - x^2]])/(30*x^2 - 10*x^3 + (-30*x + 10*x^2)*Log[3*x - x^2] + Log[x]*(E^3*(240*x^2 - 80*x^3) + E^3*(-240*x + 80*x^2)*Log[3*x - x^2]) + Log[x]^2*(E^6*(480*x^2 - 160*x^3) + E^6*(-480*x + 160*x^2)*Log[3*x - x^2])),x]","\int \frac{e^3 \left(-3+5 x-x^2\right)+e^6 \left(-12+20 x-4 x^2\right) \log (x)+\left(e^6 \left(-12 x+4 x^2\right)+e^6 (12-4 x) \log \left(3 x-x^2\right)\right) \log \left(-x+\log \left(3 x-x^2\right)\right)}{30 x^2-10 x^3+\left(-30 x+10 x^2\right) \log \left(3 x-x^2\right)+\log (x) \left(e^3 \left(240 x^2-80 x^3\right)+e^3 \left(-240 x+80 x^2\right) \log \left(3 x-x^2\right)\right)+\log ^2(x) \left(e^6 \left(480 x^2-160 x^3\right)+e^6 \left(-480 x+160 x^2\right) \log \left(3 x-x^2\right)\right)} \, dx","\frac{\log (\log ((2-x) x+x)-x)}{10 \left(4 \log (x)+\frac{1}{e^3}\right)}",1,"(E^3*Defer[Int][1/((1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/10 - (E^3*Defer[Int][1/((-3 + x)*(1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/10 - (E^3*Defer[Int][1/(x*(1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/10 + (2*E^6*Defer[Int][Log[x]/((1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/5 - (2*E^6*Defer[Int][Log[x]/((-3 + x)*(1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/5 - (2*E^6*Defer[Int][Log[x]/(x*(1 + 4*E^3*Log[x])^2*(x - Log[-((-3 + x)*x)])), x])/5 - (2*E^6*Defer[Int][Log[-x + Log[-((-3 + x)*x)]]/(x*(1 + 4*E^3*Log[x])^2), x])/5","F",0,0,0,0,-1,"{}"
308,1,41,0,0.0668672,"\int \frac{1}{16} \left(48+32 e^{2 x}+48 x+x^3+e^x \left(-192-8 x-4 x^2\right)+16 \log (4)\right) \, dx","Int[(48 + 32*E^(2*x) + 48*x + x^3 + E^x*(-192 - 8*x - 4*x^2) + 16*Log[4])/16,x]","\frac{x^4}{64}-\frac{e^x x^2}{4}+\frac{3 x^2}{2}-12 e^x+e^{2 x}+x (3+\log (4))","\left(\frac{x^2}{8}-e^x+6\right)^2+3 x+x \log (4)-3",1,"-12*E^x + E^(2*x) + (3*x^2)/2 - (E^x*x^2)/4 + x^4/64 + x*(3 + Log[4])","A",11,4,37,0.1081,1,"{12, 2194, 2196, 2176}"
309,1,76,0,0.3271231,"\int \frac{x^3+e^x \left(-56 x+56 x^2-27 x^3-14 x^4\right)+e^{2 x} \left(32-40 x+16 x^2+12 x^3-6 x^4-2 x^5\right)}{2 x^3} \, dx","Int[(x^3 + E^x*(-56*x + 56*x^2 - 27*x^3 - 14*x^4) + E^(2*x)*(32 - 40*x + 16*x^2 + 12*x^3 - 6*x^4 - 2*x^5))/(2*x^3),x]","-\frac{1}{2} e^{2 x} x^2-\frac{8 e^{2 x}}{x^2}-7 e^x x-e^{2 x} x+\frac{x}{2}-\frac{13 e^x}{2}+\frac{7 e^{2 x}}{2}+\frac{28 e^x}{x}+\frac{4 e^{2 x}}{x}","\frac{1}{2} \left(-\left(7-e^x \left(-x+\frac{4}{x}-1\right)\right)^2+e^x+x\right)+\frac{1}{e^3}",1,"(-13*E^x)/2 + (7*E^(2*x))/2 - (8*E^(2*x))/x^2 + (28*E^x)/x + (4*E^(2*x))/x + x/2 - 7*E^x*x - E^(2*x)*x - (E^(2*x)*x^2)/2","B",25,7,65,0.1077,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
310,0,0,0,14.8427321,"\int \frac{\left(x+e^{1-x} x-2 x^2\right) \log (x)+\left(-2-2 e^{1-x}\right) \log ^2(x)+8 \log ^3(x)+\left(-x-e^{1-x} x+2 x^2+\left(-2 x^2-e^{1-x} x^2\right) \log (x)+\left(1+e^{1-x}-2 x\right) \log ^2(x)+\left(2 x+e^{1-x} x\right) \log ^3(x)\right) \log \left(-x+\log ^2(x)\right)}{\left(\left(x^2+e^{1-x} x^2-2 x^3\right) \log (x)-4 x^2 \log ^2(x)+\left(-x-e^{1-x} x+2 x^2\right) \log ^3(x)+4 x \log ^4(x)\right) \log \left(-x+\log ^2(x)\right)} \, dx","Int[((x + E^(1 - x)*x - 2*x^2)*Log[x] + (-2 - 2*E^(1 - x))*Log[x]^2 + 8*Log[x]^3 + (-x - E^(1 - x)*x + 2*x^2 + (-2*x^2 - E^(1 - x)*x^2)*Log[x] + (1 + E^(1 - x) - 2*x)*Log[x]^2 + (2*x + E^(1 - x)*x)*Log[x]^3)*Log[-x + Log[x]^2])/(((x^2 + E^(1 - x)*x^2 - 2*x^3)*Log[x] - 4*x^2*Log[x]^2 + (-x - E^(1 - x)*x + 2*x^2)*Log[x]^3 + 4*x*Log[x]^4)*Log[-x + Log[x]^2]),x]","\int \frac{\left(x+e^{1-x} x-2 x^2\right) \log (x)+\left(-2-2 e^{1-x}\right) \log ^2(x)+8 \log ^3(x)+\left(-x-e^{1-x} x+2 x^2+\left(-2 x^2-e^{1-x} x^2\right) \log (x)+\left(1+e^{1-x}-2 x\right) \log ^2(x)+\left(2 x+e^{1-x} x\right) \log ^3(x)\right) \log \left(-x+\log ^2(x)\right)}{\left(\left(x^2+e^{1-x} x^2-2 x^3\right) \log (x)-4 x^2 \log ^2(x)+\left(-x-e^{1-x} x+2 x^2\right) \log ^3(x)+4 x \log ^4(x)\right) \log \left(-x+\log ^2(x)\right)} \, dx","\log \left(\left(\frac{2 x-e^{1-x}-1}{\log (x)}+4\right) \log \left(\log ^2(x)-x\right)\right)",1,"-x - Log[Log[x]] + Log[Log[-x + Log[x]^2]] + Defer[Int][E^x/(-E - E^x + 2*E^x*x + 4*E^x*Log[x]), x] + 4*Defer[Int][E^x/(x*(-E - E^x + 2*E^x*x + 4*E^x*Log[x])), x] + 2*Defer[Int][(E^x*x)/(-E - E^x + 2*E^x*x + 4*E^x*Log[x]), x] + 4*Defer[Int][(E^x*Log[x])/(-E - E^x + 2*E^x*x + 4*E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
311,1,445,0,1.8370514,"\int \frac{40 x^4+96 x^5+32 x^6-40 x^7-6 x^8+4 x^9+e^{x/3} \left(18+22 x-17 x^2+x^3\right)}{8 x^4+16 x^5-8 x^7+2 x^8} \, dx","Int[(40*x^4 + 96*x^5 + 32*x^6 - 40*x^7 - 6*x^8 + 4*x^9 + E^(x/3)*(18 + 22*x - 17*x^2 + x^3))/(8*x^4 + 16*x^5 - 8*x^7 + 2*x^8),x]","\frac{5}{48} \left(1+\sqrt{3}\right) e^{\frac{1}{3}+\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x-\sqrt{3}-1\right)\right)+\frac{1}{48} \left(9-14 \sqrt{3}\right) e^{\frac{1}{3}+\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x-\sqrt{3}-1\right)\right)+\frac{3}{16} \sqrt{3} e^{\frac{1}{3}+\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x-\sqrt{3}-1\right)\right)-\frac{7}{24} e^{\frac{1}{3}+\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x-\sqrt{3}-1\right)\right)+\frac{1}{48} \left(9+14 \sqrt{3}\right) e^{\frac{1}{3}-\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x+\sqrt{3}-1\right)\right)+\frac{5}{48} \left(1-\sqrt{3}\right) e^{\frac{1}{3}-\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x+\sqrt{3}-1\right)\right)-\frac{3}{16} \sqrt{3} e^{\frac{1}{3}-\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x+\sqrt{3}-1\right)\right)-\frac{7}{24} e^{\frac{1}{3}-\frac{1}{\sqrt{3}}} \text{Ei}\left(\frac{1}{3} \left(x+\sqrt{3}-1\right)\right)-\frac{3 e^{x/3}}{4 x^3}+x^2+\frac{3 e^{x/3}}{4 x^2}+5 x+\frac{5 \left(1-\sqrt{3}\right) e^{x/3}}{16 \left(-x-\sqrt{3}+1\right)}-\frac{7 e^{x/3}}{8 \left(-x-\sqrt{3}+1\right)}+\frac{5 \left(1+\sqrt{3}\right) e^{x/3}}{16 \left(-x+\sqrt{3}+1\right)}-\frac{7 e^{x/3}}{8 \left(-x+\sqrt{3}+1\right)}-\frac{9 e^{x/3}}{8 x}","\frac{3 e^{x/3}}{2 x^3 ((x-2) x-2)}+x (x+5)",1,"(-7*E^(x/3))/(8*(1 - Sqrt[3] - x)) + (5*(1 - Sqrt[3])*E^(x/3))/(16*(1 - Sqrt[3] - x)) - (7*E^(x/3))/(8*(1 + Sqrt[3] - x)) + (5*(1 + Sqrt[3])*E^(x/3))/(16*(1 + Sqrt[3] - x)) - (3*E^(x/3))/(4*x^3) + (3*E^(x/3))/(4*x^2) - (9*E^(x/3))/(8*x) + 5*x + x^2 - (7*E^(1/3 + 1/Sqrt[3])*ExpIntegralEi[(-1 - Sqrt[3] + x)/3])/24 + (3*Sqrt[3]*E^(1/3 + 1/Sqrt[3])*ExpIntegralEi[(-1 - Sqrt[3] + x)/3])/16 + ((9 - 14*Sqrt[3])*E^(1/3 + 1/Sqrt[3])*ExpIntegralEi[(-1 - Sqrt[3] + x)/3])/48 + (5*(1 + Sqrt[3])*E^(1/3 + 1/Sqrt[3])*ExpIntegralEi[(-1 - Sqrt[3] + x)/3])/48 - (7*E^(1/3 - 1/Sqrt[3])*ExpIntegralEi[(-1 + Sqrt[3] + x)/3])/24 - (3*Sqrt[3]*E^(1/3 - 1/Sqrt[3])*ExpIntegralEi[(-1 + Sqrt[3] + x)/3])/16 + (5*(1 - Sqrt[3])*E^(1/3 - 1/Sqrt[3])*ExpIntegralEi[(-1 + Sqrt[3] + x)/3])/48 + ((9 + 14*Sqrt[3])*E^(1/3 - 1/Sqrt[3])*ExpIntegralEi[(-1 + Sqrt[3] + x)/3])/48","C",37,5,76,0.06579,1,"{6688, 6742, 2177, 2178, 6728}"
312,1,13,0,0.0032691,"\int \frac{5-\log (5)}{10 x^2} \, dx","Int[(5 - Log[5])/(10*x^2),x]","-\frac{5-\log (5)}{10 x}","\frac{2 x-5+\log (5)}{10 x}",1,"-1/10*(5 - Log[5])/x","A",2,2,13,0.1538,1,"{12, 30}"
313,1,33,0,0.0347041,"\int \frac{-14-4 x^2+4 \log (5)-\log (x)}{4 x^2} \, dx","Int[(-14 - 4*x^2 + 4*Log[5] - Log[x])/(4*x^2),x]","-x+\frac{1}{4 x}+\frac{\log (x)}{4 x}+\frac{7-\log (25)}{2 x}","-x+\frac{1}{x}+\frac{\log (x)+3-4 (\log (5)-2)}{4 x}",1,"1/(4*x) - x + (7 - Log[25])/(2*x) + Log[x]/(4*x)","A",6,3,22,0.1364,1,"{12, 14, 2304}"
314,1,19,0,0.0708514,"\int \frac{1}{8} e^{-x} \left(16+e^x (-21-16 x)-16 x\right) \, dx","Int[(16 + E^x*(-21 - 16*x) - 16*x)/(8*E^x),x]","-x^2+2 e^{-x} x-\frac{21 x}{8}","2 \left(\frac{1}{2} \left(-x^2-x\right)+e^{-x} x-\frac{13 x}{16}+6\right)",1,"(-21*x)/8 + (2*x)/E^x - x^2","A",6,4,23,0.1739,1,"{12, 6742, 2194, 2176}"
315,0,0,0,2.9787596,"\int \frac{\left(-7 x+\frac{1}{9} e^{5+2 x} x+e^5 \left(24 x-10 x^2+x^3\right)+\frac{1}{3} e^x \left(x+x^2+e^5 \left(11 x-2 x^2\right)\right)\right) \log ^2(x)+e^{\frac{4}{\log (x)}} \left(-\frac{4 e^{5+x}}{3}+e^5 (-20+4 x)+\left(e^5 x-\frac{1}{3} e^{5+x} x\right) \log ^2(x)\right)}{\left(\frac{1}{9} e^{5+2 x} x+\frac{1}{3} e^{5+x} \left(10 x-2 x^2\right)+e^5 \left(25 x-10 x^2+x^3\right)\right) \log ^2(x)} \, dx","Int[((-7*x + (E^(5 + 2*x)*x)/9 + E^5*(24*x - 10*x^2 + x^3) + (E^x*(x + x^2 + E^5*(11*x - 2*x^2)))/3)*Log[x]^2 + E^(4/Log[x])*((-4*E^(5 + x))/3 + E^5*(-20 + 4*x) + (E^5*x - (E^(5 + x)*x)/3)*Log[x]^2))/(((E^(5 + 2*x)*x)/9 + (E^(5 + x)*(10*x - 2*x^2))/3 + E^5*(25*x - 10*x^2 + x^3))*Log[x]^2),x]","\int \frac{\left(-7 x+\frac{1}{9} e^{5+2 x} x+e^5 \left(24 x-10 x^2+x^3\right)+\frac{1}{3} e^x \left(x+x^2+e^5 \left(11 x-2 x^2\right)\right)\right) \log ^2(x)+e^{\frac{4}{\log (x)}} \left(-\frac{4 e^{5+x}}{3}+e^5 (-20+4 x)+\left(e^5 x-\frac{1}{3} e^{5+x} x\right) \log ^2(x)\right)}{\left(\frac{1}{9} e^{5+2 x} x+\frac{1}{3} e^{5+x} \left(10 x-2 x^2\right)+e^5 \left(25 x-10 x^2+x^3\right)\right) \log ^2(x)} \, dx","x+\frac{-\frac{x+2}{e^5}+e^{\frac{4}{\log (x)}}-1}{-x+\frac{e^x}{3}+5}",1,"(3*E^(4/Log[x]))/(15 + E^x - 3*x) + 216*Defer[Int][(15 + E^x - 3*x)^(-2), x] - (63*Defer[Int][(15 + E^x - 3*x)^(-2), x])/E^5 + 3*Defer[Int][E^(-5 + x)/(15 + E^x - 3*x)^2, x] + 33*Defer[Int][E^x/(15 + E^x - 3*x)^2, x] + Defer[Int][E^(2*x)/(15 + E^x - 3*x)^2, x] - 90*Defer[Int][x/(15 + E^x - 3*x)^2, x] + 3*Defer[Int][(E^(-5 + x)*x)/(15 + E^x - 3*x)^2, x] - 6*Defer[Int][(E^x*x)/(15 + E^x - 3*x)^2, x] + 9*Defer[Int][x^2/(15 + E^x - 3*x)^2, x]","F",0,0,0,0,-1,"{}"
316,0,0,0,17.6759517,"\int \frac{1-x+e^x \left(2 x-2 x^2\right)+e^{2 x} \left(-2 x+2 x^3\right)+\left(-2 x+2 x^2+e^x \left(4 x-2 x^2-2 x^3\right)\right) \log (x)+\left(-2 x+2 x^2\right) \log ^2(x)+\left(x-e^{2 x} x^2+2 e^x x^2 \log (x)-x^2 \log ^2(x)\right) \log \left(-x+e^{2 x} x^2-2 e^x x^2 \log (x)+x^2 \log ^2(x)\right)}{-x+2 x^2-x^3+e^{2 x} \left(x^2-2 x^3+x^4\right)+e^x \left(-2 x^2+4 x^3-2 x^4\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","Int[(1 - x + E^x*(2*x - 2*x^2) + E^(2*x)*(-2*x + 2*x^3) + (-2*x + 2*x^2 + E^x*(4*x - 2*x^2 - 2*x^3))*Log[x] + (-2*x + 2*x^2)*Log[x]^2 + (x - E^(2*x)*x^2 + 2*E^x*x^2*Log[x] - x^2*Log[x]^2)*Log[-x + E^(2*x)*x^2 - 2*E^x*x^2*Log[x] + x^2*Log[x]^2])/(-x + 2*x^2 - x^3 + E^(2*x)*(x^2 - 2*x^3 + x^4) + E^x*(-2*x^2 + 4*x^3 - 2*x^4)*Log[x] + (x^2 - 2*x^3 + x^4)*Log[x]^2),x]","\int \frac{1-x+e^x \left(2 x-2 x^2\right)+e^{2 x} \left(-2 x+2 x^3\right)+\left(-2 x+2 x^2+e^x \left(4 x-2 x^2-2 x^3\right)\right) \log (x)+\left(-2 x+2 x^2\right) \log ^2(x)+\left(x-e^{2 x} x^2+2 e^x x^2 \log (x)-x^2 \log ^2(x)\right) \log \left(-x+e^{2 x} x^2-2 e^x x^2 \log (x)+x^2 \log ^2(x)\right)}{-x+2 x^2-x^3+e^{2 x} \left(x^2-2 x^3+x^4\right)+e^x \left(-2 x^2+4 x^3-2 x^4\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","\frac{\log \left(x^2 \left(e^x-\log (x)\right)^2-x\right)}{x-1}",1,"4*Log[1 - x] - 2*Log[x] + 3*Defer[Int][1/((-1 + x)*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] - 2*Defer[Int][E^x/((-1 + x)*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] - Defer[Int][1/(x*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] + 2*Defer[Int][(E^x*Log[x])/(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2), x] + 2*Defer[Int][Log[x]/((-1 + x)*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] + 2*Defer[Int][(E^x*Log[x])/((-1 + x)*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] - 2*Defer[Int][Log[x]^2/(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2), x] - 2*Defer[Int][Log[x]^2/((-1 + x)*(-1 + E^(2*x)*x - 2*E^x*x*Log[x] + x*Log[x]^2)), x] - Defer[Int][Log[-x + E^(2*x)*x^2 - 2*E^x*x^2*Log[x] + x^2*Log[x]^2]/(1 - x)^2, x]","F",0,0,0,0,-1,"{}"
317,0,0,0,8.8876599,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(-4 x^3 \log (3)+e^x \left(12+9 x^2\right) \log (3)-4 e^x x \log (3) \log \left(\frac{4}{x}\right)\right)}{3 x^2}\right) \left(e^x (-24+4 x) \log (3)+\left(-4 x^3+4 x^4\right) \log (3)+4 e^x x \log (3) \log \left(\frac{4}{x}\right)\right)}{3 x^3} \, dx","Int[(E^(-x + (-4*x^3*Log[3] + E^x*(12 + 9*x^2)*Log[3] - 4*E^x*x*Log[3]*Log[4/x])/(3*E^x*x^2))*(E^x*(-24 + 4*x)*Log[3] + (-4*x^3 + 4*x^4)*Log[3] + 4*E^x*x*Log[3]*Log[4/x]))/(3*x^3),x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(-4 x^3 \log (3)+e^x \left(12+9 x^2\right) \log (3)-4 e^x x \log (3) \log \left(\frac{4}{x}\right)\right)}{3 x^2}\right) \left(e^x (-24+4 x) \log (3)+\left(-4 x^3+4 x^4\right) \log (3)+4 e^x x \log (3) \log \left(\frac{4}{x}\right)\right)}{3 x^3} \, dx","3^{\frac{4 \left(-e^{-x} x^2+\frac{3}{x}-\log \left(\frac{4}{x}\right)\right)}{3 x}+3}",1,"(-4*Log[3]*Defer[Int][3^(3 + 4/x^2 - (4*x)/(3*E^x))*E^(-x - (4*Log[3]*Log[4/x])/(3*x)), x])/3 - (8*Log[3]*Defer[Int][3^(4 + 4/x^2 - (4*x)/(3*E^x))/(E^((4*Log[3]*Log[4/x])/(3*x))*x^3), x])/3 + (4*Log[3]*Defer[Int][3^(3 + 4/x^2 - (4*x)/(3*E^x))/(E^((4*Log[3]*Log[4/x])/(3*x))*x^2), x])/3 + (4*Log[3]*Defer[Int][3^(3 + 4/x^2 - (4*x)/(3*E^x))*E^(-x - (4*Log[3]*Log[4/x])/(3*x))*x, x])/3 + (4*Log[3]*Defer[Int][(3^(3 + 4/x^2 - (4*x)/(3*E^x))*Log[4/x])/(E^((4*Log[3]*Log[4/x])/(3*x))*x^2), x])/3","F",0,0,0,0,-1,"{}"
318,1,15,0,0.0942506,"\int e^{-x} \left(4 e^{4 e^{-x}}+3 e^x\right) \, dx","Int[(4*E^(4/E^x) + 3*E^x)/E^x,x]","3 x-e^{4 e^{-x}}","3 x-e^{4 e^{-x}}-3",1,"-E^(4/E^x) + 3*x","A",4,3,23,0.1304,1,"{2282, 14, 2209}"
319,1,9,0,0.0043519,"\int (-2-12 x) \, dx","Int[-2 - 12*x,x]","-6 x^2-2 x","2 (-3 x-1) x-\log (\log (5))",1,"-2*x - 6*x^2","A",1,0,5,0,1,"{}"
320,0,0,0,5.1891834,"\int \frac{274848547600-4294737920 x+25165376 x^2-65536 x^3+64 x^4+e^{\frac{131067 x-1024 x^2+2 x^3}{131065-1024 x+2 x^2}} \left(17178296355 x-268421120 x^2+1572832 x^3-4096 x^4+4 x^5\right)}{17178034225 x-268421120 x^2+1572836 x^3-4096 x^4+4 x^5} \, dx","Int[(274848547600 - 4294737920*x + 25165376*x^2 - 65536*x^3 + 64*x^4 + E^((131067*x - 1024*x^2 + 2*x^3)/(131065 - 1024*x + 2*x^2))*(17178296355*x - 268421120*x^2 + 1572832*x^3 - 4096*x^4 + 4*x^5))/(17178034225*x - 268421120*x^2 + 1572836*x^3 - 4096*x^4 + 4*x^5),x]","\int \frac{274848547600-4294737920 x+25165376 x^2-65536 x^3+64 x^4+e^{\frac{131067 x-1024 x^2+2 x^3}{131065-1024 x+2 x^2}} \left(17178296355 x-268421120 x^2+1572832 x^3-4096 x^4+4 x^5\right)}{17178034225 x-268421120 x^2+1572836 x^3-4096 x^4+4 x^5} \, dx","e^{\frac{x}{(256-x)^2-\frac{7}{2}}+x}+16 \log (x)",1,"(4096*x)/7 + (6291344*(131065 - 512*x))/(7*(131065 - 1024*x + 2*x^2)) + (1048520*(131079 - 512*x))/(7*(131065 - 1024*x + 2*x^2)) - (2147368960*(256 - x))/(7*(131065 - 1024*x + 2*x^2)) - (16384*(131065 - 512*x)*x)/(7*(131065 - 1024*x + 2*x^2)) + (16*(131065 - 512*x)*x^2)/(7*(131065 - 1024*x + 2*x^2)) + (536784896*Sqrt[2/7]*ArcTanh[Sqrt[2/7]*(256 - x)])/7 - (8*(49 - 16774528*Sqrt[14])*Log[512 - Sqrt[14] - 2*x])/49 + (8*(49 + 16774528*Sqrt[14])*Log[512 - Sqrt[14] - 2*x])/49 + (8*(49 - 16774528*Sqrt[14])*Log[512 + Sqrt[14] - 2*x])/49 - (8*(49 + 16774528*Sqrt[14])*Log[512 + Sqrt[14] - 2*x])/49 + 16*Log[x] + Defer[Int][E^((x*(131067 - 1024*x + 2*x^2))/(131065 - 1024*x + 2*x^2)), x] + (1048520*Defer[Int][E^((x*(131067 - 1024*x + 2*x^2))/(131065 - 1024*x + 2*x^2))/(1024 + 2*Sqrt[14] - 4*x)^2, x])/7 - (2048*(512 + Sqrt[14])*Defer[Int][E^((x*(131067 - 1024*x + 2*x^2))/(131065 - 1024*x + 2*x^2))/(1024 + 2*Sqrt[14] - 4*x)^2, x])/7 + (1048520*Defer[Int][E^((x*(131067 - 1024*x + 2*x^2))/(131065 - 1024*x + 2*x^2))/(-1024 + 2*Sqrt[14] + 4*x)^2, x])/7 - (2048*(512 - Sqrt[14])*Defer[Int][E^((x*(131067 - 1024*x + 2*x^2))/(131065 - 1024*x + 2*x^2))/(-1024 + 2*Sqrt[14] + 4*x)^2, x])/7","F",0,0,0,0,-1,"{}"
321,1,43,0,0.1586317,"\int \frac{-4-7 x-4 x^2-60 x^4-x^5+6 x^6+\left(2+x+16 x^4-5 x^5\right) \log (x)}{x} \, dx","Int[(-4 - 7*x - 4*x^2 - 60*x^4 - x^5 + 6*x^6 + (2 + x + 16*x^4 - 5*x^5)*Log[x])/x,x]","x^6-x^5 \log (x)-16 x^4+4 x^4 \log (x)-2 x^2-8 x+\log ^2(x)+x \log (x)-4 \log (x)","(-x+\log (x)-4) \left((4-x) x^4+2 x+\log (x)\right)",1,"-8*x - 2*x^2 - 16*x^4 + x^6 - 4*Log[x] + x*Log[x] + 4*x^4*Log[x] - x^5*Log[x] + Log[x]^2","A",10,5,45,0.1111,1,"{14, 2357, 2295, 2301, 2304}"
322,0,0,0,5.0634126,"\int \frac{112+49 x+e^{2 x} \left(-2960-1061 x+211 x^2+28 x^3\right)+e^{4 x} \left(30800+5360 x-4464 x^2+112 x^3+64 x^4\right)+e^{6 x} \left(-158000+9600 x+28720 x^2-6784 x^3+224 x^4+32 x^5\right)+e^{8 x} \left(400000-120000 x-64000 x^2+35200 x^3-5760 x^4+320 x^5\right)+e^{10 x} \left(-400000+200000 x+40000 x^2-48000 x^3+12800 x^4-1472 x^5+64 x^6\right)}{32+e^{2 x} (-800+160 x)+e^{4 x} \left(8000-3200 x+320 x^2\right)+e^{6 x} \left(-40000+24000 x-4800 x^2+320 x^3\right)+e^{8 x} \left(100000-80000 x+24000 x^2-3200 x^3+160 x^4\right)+e^{10 x} \left(-100000+100000 x-40000 x^2+8000 x^3-800 x^4+32 x^5\right)} \, dx","Int[(112 + 49*x + E^(2*x)*(-2960 - 1061*x + 211*x^2 + 28*x^3) + E^(4*x)*(30800 + 5360*x - 4464*x^2 + 112*x^3 + 64*x^4) + E^(6*x)*(-158000 + 9600*x + 28720*x^2 - 6784*x^3 + 224*x^4 + 32*x^5) + E^(8*x)*(400000 - 120000*x - 64000*x^2 + 35200*x^3 - 5760*x^4 + 320*x^5) + E^(10*x)*(-400000 + 200000*x + 40000*x^2 - 48000*x^3 + 12800*x^4 - 1472*x^5 + 64*x^6))/(32 + E^(2*x)*(-800 + 160*x) + E^(4*x)*(8000 - 3200*x + 320*x^2) + E^(6*x)*(-40000 + 24000*x - 4800*x^2 + 320*x^3) + E^(8*x)*(100000 - 80000*x + 24000*x^2 - 3200*x^3 + 160*x^4) + E^(10*x)*(-100000 + 100000*x - 40000*x^2 + 8000*x^3 - 800*x^4 + 32*x^5)),x]","\int \frac{112+49 x+e^{2 x} \left(-2960-1061 x+211 x^2+28 x^3\right)+e^{4 x} \left(30800+5360 x-4464 x^2+112 x^3+64 x^4\right)+e^{6 x} \left(-158000+9600 x+28720 x^2-6784 x^3+224 x^4+32 x^5\right)+e^{8 x} \left(400000-120000 x-64000 x^2+35200 x^3-5760 x^4+320 x^5\right)+e^{10 x} \left(-400000+200000 x+40000 x^2-48000 x^3+12800 x^4-1472 x^5+64 x^6\right)}{32+e^{2 x} (-800+160 x)+e^{4 x} \left(8000-3200 x+320 x^2\right)+e^{6 x} \left(-40000+24000 x-4800 x^2+320 x^3\right)+e^{8 x} \left(100000-80000 x+24000 x^2-3200 x^3+160 x^4\right)+e^{10 x} \left(-100000+100000 x-40000 x^2+8000 x^3-800 x^4+32 x^5\right)} \, dx","\left(\frac{x}{8 \left(1-e^{2 x} (5-x)\right)^2}-x-2\right)^2-5",1,"(2 + x)^2 + (5*Defer[Int][(1 + E^(2*x)*(-5 + x))^(-5), x])/16 - (5*Defer[Int][(1 + E^(2*x)*(-5 + x))^(-4), x])/16 - (7*Defer[Int][(1 + E^(2*x)*(-5 + x))^(-3), x])/2 + 3*Defer[Int][(1 + E^(2*x)*(-5 + x))^(-2), x] - (25*Defer[Int][1/((1 + E^(2*x)*(-5 + x))^4*(-5 + x)), x])/16 + (35*Defer[Int][1/((1 + E^(2*x)*(-5 + x))^2*(-5 + x)), x])/2 + Defer[Int][x/(1 + E^(2*x)*(-5 + x))^5, x]/16 - Defer[Int][x/(1 + E^(2*x)*(-5 + x))^4, x]/32 - (5*Defer[Int][x/(1 + E^(2*x)*(-5 + x))^3, x])/2 + 2*Defer[Int][x/(1 + E^(2*x)*(-5 + x))^2, x] + Defer[Int][x^2/(1 + E^(2*x)*(-5 + x))^5, x]/8 - Defer[Int][x^2/(1 + E^(2*x)*(-5 + x))^4, x]/8 - Defer[Int][x^2/(1 + E^(2*x)*(-5 + x))^3, x] + Defer[Int][x^2/(1 + E^(2*x)*(-5 + x))^2, x] + (25*Defer[Int][1/((-5 + x)*(1 - 5*E^(2*x) + E^(2*x)*x)^5), x])/16 - (35*Defer[Int][1/((-5 + x)*(1 - 5*E^(2*x) + E^(2*x)*x)^3), x])/2","F",0,0,0,0,-1,"{}"
323,1,16,0,0.0203324,"\int \left(2+4 x+2 \log \left(\frac{1}{4} e^{-8+2 x} x\right)\right) \, dx","Int[2 + 4*x + 2*Log[(E^(-8 + 2*x)*x)/4],x]","2 x \log \left(\frac{1}{4} e^{2 x-8} x\right)","2 x \log \left(\frac{1}{4} e^{2 x-8} x\right)-1",1,"2*x*Log[(E^(-8 + 2*x)*x)/4]","A",3,1,20,0.05000,1,"{2548}"
324,1,19,0,1.3812705,"\int \frac{e^{-x} \left(5 e^x \log (x)+e^{\frac{1}{5} e^{-x} \left(-20 \log (2)+e^x \log (\log (x))\right)} \left(e^x+20 x \log (2) \log (x)\right)\right)}{5 x \log (x)} \, dx","Int[(5*E^x*Log[x] + E^((-20*Log[2] + E^x*Log[Log[x]])/(5*E^x))*(E^x + 20*x*Log[2]*Log[x]))/(5*E^x*x*Log[x]),x]","\log (x)+2^{-4 e^{-x}} \sqrt[5]{\log (x)}","\log (x)+2^{-4 e^{-x}} \sqrt[5]{\log (x)}",1,"Log[x]^(1/5)/2^(4/E^x) + Log[x]","A",4,3,59,0.05085,1,"{12, 6742, 2288}"
325,1,20,0,0.0076069,"\int \left(750 x-750 x^2+350 x^6-150 x^2 \log (2)\right) \, dx","Int[750*x - 750*x^2 + 350*x^6 - 150*x^2*Log[2],x]","50 x^7-50 x^3 (5+\log (2))+375 x^2","25 x^2 \left(2 x \left(x^4-\log (2)\right)+5 (3-2 x)\right)",1,"375*x^2 + 50*x^7 - 50*x^3*(5 + Log[2])","A",2,1,21,0.04762,1,"{6}"
326,1,167,0,0.8066328,"\int \left(-1+9600 e^2 x+2000 e x^2+100 x^3+e^{2+2 x} \left(800 x+800 x^2\right)+\left(5600 e^2 x+600 e x^2\right) \log (5)+800 e^2 x \log ^2(5)+e^x \left(e^2 \left(5600 x+2400 x^2\right)+e \left(600 x^2+200 x^3\right)+e^2 \left(1600 x+800 x^2\right) \log (5)\right)+\left(5600 e^2 x+600 e x^2+e^{2+x} \left(1600 x+800 x^2\right)+1600 e^2 x \log (5)\right) \log (x)+800 e^2 x \log ^2(x)\right) \, dx","Int[-1 + 9600*E^2*x + 2000*E*x^2 + 100*x^3 + E^(2 + 2*x)*(800*x + 800*x^2) + (5600*E^2*x + 600*E*x^2)*Log[5] + 800*E^2*x*Log[5]^2 + E^x*(E^2*(5600*x + 2400*x^2) + E*(600*x^2 + 200*x^3) + E^2*(1600*x + 800*x^2)*Log[5]) + (5600*E^2*x + 600*E*x^2 + E^(2 + x)*(1600*x + 800*x^2) + 1600*E^2*x*Log[5])*Log[x] + 800*E^2*x*Log[x]^2,x]","25 x^4+200 e^{x+1} x^3+600 e x^3+200 e x^3 \log (x)+200 e x^3 \log (5)+2400 e^{x+2} x^2+400 e^{2 x+2} x^2+200 e^2 x^2+400 e^2 x^2 \log ^2(x)+400 e^2 x^2 \left(12+\log ^2(5)\right)+800 e^{x+2} x^2 \log (x)+400 e^2 x^2 (7+\log (25)) \log (x)-400 e^2 x^2 \log (x)-200 e^2 x^2 (7+\log (25))+800 e^{x+2} x^2 \log (5)+2800 e^2 x^2 \log (5)-x","25 x^2 \left(x+4 e \left(e^x+\log (x)+3+\log (5)\right)\right)^2-x",1,"-x + 200*E^2*x^2 + 2400*E^(2 + x)*x^2 + 400*E^(2 + 2*x)*x^2 + 600*E*x^3 + 200*E^(1 + x)*x^3 + 25*x^4 + 2800*E^2*x^2*Log[5] + 800*E^(2 + x)*x^2*Log[5] + 200*E*x^3*Log[5] + 400*E^2*x^2*(12 + Log[5]^2) - 200*E^2*x^2*(7 + Log[25]) - 400*E^2*x^2*Log[x] + 800*E^(2 + x)*x^2*Log[x] + 200*E*x^3*Log[x] + 400*E^2*x^2*(7 + Log[25])*Log[x] + 400*E^2*x^2*Log[x]^2","B",47,11,157,0.07006,1,"{6, 1593, 2196, 2176, 2194, 2554, 12, 14, 43, 2305, 2304}"
327,0,0,0,9.0615509,"\int \frac{16 e^{e^x}-16 e^{e^x} \log (x) \log (\log (x)) \log (\log (\log (x)))-16 e^{e^x+x} x \log (x) \log (\log (x)) \log (\log (\log (x))) \log \left(\frac{\log (\log (\log (x)))}{x}\right)}{x \log (x) \log (\log (x)) \log (\log (\log (x))) \log ^2\left(\frac{\log (\log (\log (x)))}{x}\right)} \, dx","Int[(16*E^E^x - 16*E^E^x*Log[x]*Log[Log[x]]*Log[Log[Log[x]]] - 16*E^(E^x + x)*x*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]*Log[Log[Log[Log[x]]]/x])/(x*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]*Log[Log[Log[Log[x]]]/x]^2),x]","\int \frac{16 e^{e^x}-16 e^{e^x} \log (x) \log (\log (x)) \log (\log (\log (x)))-16 e^{e^x+x} x \log (x) \log (\log (x)) \log (\log (\log (x))) \log \left(\frac{\log (\log (\log (x)))}{x}\right)}{x \log (x) \log (\log (x)) \log (\log (\log (x))) \log ^2\left(\frac{\log (\log (\log (x)))}{x}\right)} \, dx","-16 \left(\frac{e^{e^x}}{\log \left(\frac{\log (\log (\log (x)))}{x}\right)}+5\right)-2",1,"-16*Defer[Int][E^E^x/(x*Log[Log[Log[Log[x]]]/x]^2), x] + 16*Defer[Int][E^E^x/(x*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]*Log[Log[Log[Log[x]]]/x]^2), x] - 16*Defer[Int][E^(E^x + x)/Log[Log[Log[Log[x]]]/x], x]","F",0,0,0,0,-1,"{}"
328,1,27,0,0.2085879,"\int -\frac{55 e^{\frac{5}{2 \log \left(\frac{1}{4} (20-11 x)\right)}} (i \pi +\log (2))}{(-40+22 x) \log ^2\left(\frac{1}{4} (20-11 x)\right)} \, dx","Int[(-55*E^(5/(2*Log[(20 - 11*x)/4]))*(I*Pi + Log[2]))/((-40 + 22*x)*Log[(20 - 11*x)/4]^2),x]","(\log (2)+i \pi ) e^{\frac{5}{2 \log \left(\frac{1}{4} (20-11 x)\right)}}","(\log (2)+i \pi ) e^{\frac{5}{2 \log \left(5 \left(1-\frac{3 x}{4}\right)+x\right)}}",1,"E^(5/(2*Log[(20 - 11*x)/4]))*(I*Pi + Log[2])","A",2,2,47,0.04255,1,"{12, 6706}"
329,1,12,0,0.0052848,"\int (1+2 x-2 \log (9)) \, dx","Int[1 + 2*x - 2*Log[9],x]","x^2+x (1-2 \log (9))","x^2+x-2 x \log (9)-\frac{19}{4}",1,"x^2 + x*(1 - 2*Log[9])","A",1,0,9,0,1,"{}"
330,1,16,0,1.1335621,"\int \frac{e^{\frac{5}{-4 x^2+x^2 \log (\log (x))}} (-5+40 \log (x)-10 \log (x) \log (\log (x)))}{16 x^3 \log (x)-8 x^3 \log (x) \log (\log (x))+x^3 \log (x) \log ^2(\log (x))} \, dx","Int[(E^(5/(-4*x^2 + x^2*Log[Log[x]]))*(-5 + 40*Log[x] - 10*Log[x]*Log[Log[x]]))/(16*x^3*Log[x] - 8*x^3*Log[x]*Log[Log[x]] + x^3*Log[x]*Log[Log[x]]^2),x]","e^{-\frac{5}{x^2 (4-\log (\log (x)))}}","e^{\frac{5}{x^2 (\log (\log (x))-4)}}",1,"E^(-5/(x^2*(4 - Log[Log[x]])))","A",3,3,64,0.04688,1,"{6688, 12, 6706}"
331,1,88,0,0.5998799,"\int \frac{e^{-x} \left(-4-4 e^5 x+4 x \log (x)+\left(-9+x^2+e^5 \left(-10 x+x^2\right)+\left(10 x-x^2\right) \log (x)\right) \log (\log (2))\right)}{x \log (\log (2))} \, dx","Int[(-4 - 4*E^5*x + 4*x*Log[x] + (-9 + x^2 + E^5*(-10*x + x^2) + (10*x - x^2)*Log[x])*Log[Log[2]])/(E^x*x*Log[Log[2]]),x]","\left(1+e^5\right) \left(-e^{-x}\right) x+e^{-x}-\left(1+e^5\right) e^{-x}+e^{-x} \log (x)+\frac{e^{-x} \log (x) (x \log (\log (2))-2 (2+5 \log (\log (2))))}{\log (\log (2))}+\frac{2 e^{5-x} (2+5 \log (\log (2)))}{\log (\log (2))}","e^{-x} \left(\left(\log (x)-e^5\right) \left(x-9-\frac{4}{\log (\log (2))}\right)-x\right)",1,"E^(-x) - (1 + E^5)/E^x - ((1 + E^5)*x)/E^x + Log[x]/E^x + (2*E^(5 - x)*(2 + 5*Log[Log[2]]))/Log[Log[2]] + (Log[x]*(x*Log[Log[2]] - 2*(2 + 5*Log[Log[2]])))/(E^x*Log[Log[2]])","B",14,7,59,0.1186,1,"{12, 6742, 2176, 2194, 2554, 2199, 2178}"
332,1,29,0,1.3914332,"\int \frac{50+\exp \left(x+\frac{1}{25} e^x \left(e^6-10 e^3 \log (4)+25 \log ^2(4)\right)\right) \left(-2 e^6+20 e^3 \log (4)-50 \log ^2(4)\right)}{225 e^{\frac{3}{25} e^x \left(e^6-10 e^3 \log (4)+25 \log ^2(4)\right)}-675 e^{\frac{2}{25} e^x \left(e^6-10 e^3 \log (4)+25 \log ^2(4)\right)} x+675 e^{\frac{1}{25} e^x \left(e^6-10 e^3 \log (4)+25 \log ^2(4)\right)} x^2-225 x^3} \, dx","Int[(50 + E^(x + (E^x*(E^6 - 10*E^3*Log[4] + 25*Log[4]^2))/25)*(-2*E^6 + 20*E^3*Log[4] - 50*Log[4]^2))/(225*E^((3*E^x*(E^6 - 10*E^3*Log[4] + 25*Log[4]^2))/25) - 675*E^((2*E^x*(E^6 - 10*E^3*Log[4] + 25*Log[4]^2))/25)*x + 675*E^((E^x*(E^6 - 10*E^3*Log[4] + 25*Log[4]^2))/25)*x^2 - 225*x^3),x]","\frac{1}{9 \left(e^{\frac{1}{25} e^x \left(e^3-5 \log (4)\right)^2}-x\right)^2}","\frac{1}{9 \left(x-e^{e^x \left(\log (4)-\frac{e^3}{5}\right)^2}\right)^2}",1,"1/(9*(E^((E^x*(E^3 - 5*Log[4])^2)/25) - x)^2)","A",3,3,147,0.02041,1,"{6688, 12, 6686}"
333,1,108,0,0.2716977,"\int \frac{e^{2 \log ^2(x)} \left(64 x+32 x^2-96 x^3+\left(64 x+32 x^2-96 x^3\right) \log (15)+\left(16 x+8 x^2-24 x^3\right) \log ^2(15)+\left(128 x-64 x^2+64 x^3+\left(128 x-64 x^2+64 x^3\right) \log (15)+\left(32 x-16 x^2+16 x^3\right) \log ^2(15)\right) \log (x)\right)}{32-80 x+160 x^2-200 x^3+210 x^4-161 x^5+105 x^6-50 x^7+20 x^8-5 x^9+x^{10}} \, dx","Int[(E^(2*Log[x]^2)*(64*x + 32*x^2 - 96*x^3 + (64*x + 32*x^2 - 96*x^3)*Log[15] + (16*x + 8*x^2 - 24*x^3)*Log[15]^2 + (128*x - 64*x^2 + 64*x^3 + (128*x - 64*x^2 + 64*x^3)*Log[15] + (32*x - 16*x^2 + 16*x^3)*Log[15]^2)*Log[x]))/(32 - 80*x + 160*x^2 - 200*x^3 + 210*x^4 - 161*x^5 + 105*x^6 - 50*x^7 + 20*x^8 - 5*x^9 + x^10),x]","\frac{4 x e^{2 \log ^2(x)} \left(4 x^3-4 x^2+\left(x^3-x^2+2 x\right) \log ^2(15)+4 \left(x^3-x^2+2 x\right) \log (15)+8 x\right)}{x^{10}-5 x^9+20 x^8-50 x^7+105 x^6-161 x^5+210 x^4-200 x^3+160 x^2-80 x+32}","\frac{x^2 (4+2 \log (15))^2 e^{2 \log ^2(x)}}{\left(x^2-x+2\right)^4}",1,"(4*E^(2*Log[x]^2)*x*(8*x - 4*x^2 + 4*x^3 + 4*(2*x - x^2 + x^3)*Log[15] + (2*x - x^2 + x^3)*Log[15]^2))/(32 - 80*x + 160*x^2 - 200*x^3 + 210*x^4 - 161*x^5 + 105*x^6 - 50*x^7 + 20*x^8 - 5*x^9 + x^10)","B",1,1,162,0.006173,1,"{2288}"
334,1,25,0,0.0161366,"\int \frac{-1+6 x^2+x^2 \log \left(x^2\right)}{2 x} \, dx","Int[(-1 + 6*x^2 + x^2*Log[x^2])/(2*x),x]","\frac{5 x^2}{4}+\frac{1}{4} x^2 \log \left(x^2\right)-\frac{\log (x)}{2}","\frac{1}{4} \left(x^2-1\right) \left(\log \left(x^2\right)+5\right)-2",1,"(5*x^2)/4 - Log[x]/2 + (x^2*Log[x^2])/4","A",6,3,22,0.1364,1,"{12, 14, 2304}"
335,0,0,0,1.5941667,"\int \frac{e^6-4 x^2+e^x x^2+\log (3)}{e^{12}+x^2+16 e^6 x^2+e^{2 x} x^2-8 x^3+16 x^4+e^6 \left(-2 x-8 e^3 x+8 x^2\right)+e^3 \left(8 x^2-32 x^3\right)+\left(2 e^6-2 x-8 e^3 x+8 x^2\right) \log (3)+\log ^2(3)+e^x \left(-2 e^6 x+2 x^2+8 e^3 x^2-8 x^3-2 x \log (3)\right)} \, dx","Int[(E^6 - 4*x^2 + E^x*x^2 + Log[3])/(E^12 + x^2 + 16*E^6*x^2 + E^(2*x)*x^2 - 8*x^3 + 16*x^4 + E^6*(-2*x - 8*E^3*x + 8*x^2) + E^3*(8*x^2 - 32*x^3) + (2*E^6 - 2*x - 8*E^3*x + 8*x^2)*Log[3] + Log[3]^2 + E^x*(-2*E^6*x + 2*x^2 + 8*E^3*x^2 - 8*x^3 - 2*x*Log[3])),x]","\int \frac{e^6-4 x^2+e^x x^2+\log (3)}{e^{12}+x^2+16 e^6 x^2+e^{2 x} x^2-8 x^3+16 x^4+e^6 \left(-2 x-8 e^3 x+8 x^2\right)+e^3 \left(8 x^2-32 x^3\right)+\left(2 e^6-2 x-8 e^3 x+8 x^2\right) \log (3)+\log ^2(3)+e^x \left(-2 e^6 x+2 x^2+8 e^3 x^2-8 x^3-2 x \log (3)\right)} \, dx","\frac{x}{\left(4 \left(x-e^3\right)-e^x\right) x-x+e^6+\log (3)}",1,"(E^6 + Log[3])*Defer[Int][(E^x*x + (1 + 4*E^3)*x - 4*x^2 - E^6*(1 + Log[3]/E^6))^(-2), x] + (E^6 + Log[3])*Defer[Int][x/(E^x*x + (1 + 4*E^3)*x - 4*x^2 - E^6*(1 + Log[3]/E^6))^2, x] - (5 + 4*E^3)*Defer[Int][x^2/(E^x*x + (1 + 4*E^3)*x - 4*x^2 - E^6*(1 + Log[3]/E^6))^2, x] + 4*Defer[Int][x^3/(E^x*x + (1 + 4*E^3)*x - 4*x^2 - E^6*(1 + Log[3]/E^6))^2, x] + Defer[Int][x/(E^x*x + (1 + 4*E^3)*x - 4*x^2 - E^6*(1 + Log[3]/E^6)), x]","F",0,0,0,0,-1,"{}"
336,0,0,0,40.8529283,"\int \frac{1}{18} \left(\left(27 x-18 x^2+3 x^3+\left(36 x-24 x^2+4 x^3\right) \log \left(\frac{4}{x}\right)\right) \log (x)+\left(9 x-15 x^2+4 x^3+\left(36 x-36 x^2+8 x^3\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)+e^{2 e^x} \left(\left(3 x+4 x \log \left(\frac{4}{x}\right)\right) \log (x)+\left(x+3 e^x x^2+\left(4 x+4 e^x x^2\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)\right)+e^{e^x} \left(\left(18 x-6 x^2+\left(24 x-8 x^2\right) \log \left(\frac{4}{x}\right)\right) \log (x)+\left(6 x-5 x^2+e^x \left(9 x^2-3 x^3\right)+\left(24 x-12 x^2+e^x \left(12 x^2-4 x^3\right)\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)\right)\right) \, dx","Int[((27*x - 18*x^2 + 3*x^3 + (36*x - 24*x^2 + 4*x^3)*Log[4/x])*Log[x] + (9*x - 15*x^2 + 4*x^3 + (36*x - 36*x^2 + 8*x^3)*Log[4/x])*Log[x]^2 + E^(2*E^x)*((3*x + 4*x*Log[4/x])*Log[x] + (x + 3*E^x*x^2 + (4*x + 4*E^x*x^2)*Log[4/x])*Log[x]^2) + E^E^x*((18*x - 6*x^2 + (24*x - 8*x^2)*Log[4/x])*Log[x] + (6*x - 5*x^2 + E^x*(9*x^2 - 3*x^3) + (24*x - 12*x^2 + E^x*(12*x^2 - 4*x^3))*Log[4/x])*Log[x]^2))/18,x]","\int \frac{1}{18} \left(\left(27 x-18 x^2+3 x^3+\left(36 x-24 x^2+4 x^3\right) \log \left(\frac{4}{x}\right)\right) \log (x)+\left(9 x-15 x^2+4 x^3+\left(36 x-36 x^2+8 x^3\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)+e^{2 e^x} \left(\left(3 x+4 x \log \left(\frac{4}{x}\right)\right) \log (x)+\left(x+3 e^x x^2+\left(4 x+4 e^x x^2\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)\right)+e^{e^x} \left(\left(18 x-6 x^2+\left(24 x-8 x^2\right) \log \left(\frac{4}{x}\right)\right) \log (x)+\left(6 x-5 x^2+e^x \left(9 x^2-3 x^3\right)+\left(24 x-12 x^2+e^x \left(12 x^2-4 x^3\right)\right) \log \left(\frac{4}{x}\right)\right) \log ^2(x)\right)\right) \, dx","\frac{1}{9} \left(-x+e^{e^x}+3\right)^2 x^2 \left(\log \left(\frac{4}{x}\right)+\frac{3}{4}\right) \log ^2(x)",1,"(5*x^2)/8 - (13*x^3)/81 + x^4/72 + (x^2*Log[4/x])/2 - (4*x^3*Log[4/x])/27 + (x^4*Log[4/x])/72 - (x^4*(1 + Log[4/x]))/72 - (x^2*(5 + 4*Log[4/x]))/8 + (x^3*(13 + 12*Log[4/x]))/81 - (3*x^2*Log[x])/4 + (x^3*Log[x])/3 - (x^4*Log[x])/24 - x^2*Log[4/x]*Log[x] + (4*x^3*Log[4/x]*Log[x])/9 - (x^4*Log[4/x]*Log[x])/18 + (x^2*(3 + 4*Log[4/x])*Log[x])/4 - (x^3*(3 + 4*Log[4/x])*Log[x])/9 + (x^4*(3 + 4*Log[4/x])*Log[x])/72 + (3*x^2*Log[x]^2)/4 - (x^3*Log[x]^2)/2 + (x^4*Log[x]^2)/12 + x^2*Log[4/x]*Log[x]^2 - (2*x^3*Log[4/x]*Log[x]^2)/3 + (x^4*Log[4/x]*Log[x]^2)/9 + Log[x]*Defer[Int][E^E^x*x, x] + (4*Log[4/x]*Log[x]*Defer[Int][E^E^x*x, x])/3 + (Log[x]*Defer[Int][E^(2*E^x)*x, x])/6 + (2*Log[4/x]*Log[x]*Defer[Int][E^(2*E^x)*x, x])/9 - (Log[x]*Defer[Int][E^E^x*x^2, x])/3 - (4*Log[4/x]*Log[x]*Defer[Int][E^E^x*x^2, x])/9 + Defer[Int][E^E^x*x*Log[x]^2, x]/3 + Defer[Int][E^(2*E^x)*x*Log[x]^2, x]/18 - (5*Defer[Int][E^E^x*x^2*Log[x]^2, x])/18 + Defer[Int][E^(E^x + x)*x^2*Log[x]^2, x]/2 + Defer[Int][E^(2*E^x + x)*x^2*Log[x]^2, x]/6 - Defer[Int][E^(E^x + x)*x^3*Log[x]^2, x]/6 + (4*Defer[Int][E^E^x*x*Log[4/x]*Log[x]^2, x])/3 + (2*Defer[Int][E^(2*E^x)*x*Log[4/x]*Log[x]^2, x])/9 - (2*Defer[Int][E^E^x*x^2*Log[4/x]*Log[x]^2, x])/3 + (2*Defer[Int][E^(E^x + x)*x^2*Log[4/x]*Log[x]^2, x])/3 + (2*Defer[Int][E^(2*E^x + x)*x^2*Log[4/x]*Log[x]^2, x])/9 - (2*Defer[Int][E^(E^x + x)*x^3*Log[4/x]*Log[x]^2, x])/9 - Defer[Int][Defer[Int][E^E^x*x, x]/x, x] - (4*Log[4/x]*Defer[Int][Defer[Int][E^E^x*x, x]/x, x])/3 + (4*Log[x]*Defer[Int][Defer[Int][E^E^x*x, x]/x, x])/3 - Defer[Int][Defer[Int][E^(2*E^x)*x, x]/x, x]/6 - (2*Log[4/x]*Defer[Int][Defer[Int][E^(2*E^x)*x, x]/x, x])/9 + (2*Log[x]*Defer[Int][Defer[Int][E^(2*E^x)*x, x]/x, x])/9 + Defer[Int][Defer[Int][E^E^x*x^2, x]/x, x]/3 + (4*Log[4/x]*Defer[Int][Defer[Int][E^E^x*x^2, x]/x, x])/9 - (4*Log[x]*Defer[Int][Defer[Int][E^E^x*x^2, x]/x, x])/9 - (8*Defer[Int][Defer[Int][Defer[Int][E^E^x*x, x]/x, x]/x, x])/3 - (4*Defer[Int][Defer[Int][Defer[Int][E^(2*E^x)*x, x]/x, x]/x, x])/9 + (8*Defer[Int][Defer[Int][Defer[Int][E^E^x*x^2, x]/x, x]/x, x])/9","F",0,0,0,0,-1,"{}"
337,0,0,0,3.2715512,"\int \frac{88 x-21 x^2-10 x^3+2 x^4+\left(-96+19 x+11 x^2-2 x^3\right) \log (3+x)+\left(-12 x-x^2+x^3+\left(12+x-x^2\right) \log (3+x)\right) \log \left(\frac{x-\log (3+x)}{\left(-4 x+x^2\right) \log (5)}\right)}{60 x+5 x^2-5 x^3+\left(-60-5 x+5 x^2\right) \log (3+x)} \, dx","Int[(88*x - 21*x^2 - 10*x^3 + 2*x^4 + (-96 + 19*x + 11*x^2 - 2*x^3)*Log[3 + x] + (-12*x - x^2 + x^3 + (12 + x - x^2)*Log[3 + x])*Log[(x - Log[3 + x])/((-4*x + x^2)*Log[5])])/(60*x + 5*x^2 - 5*x^3 + (-60 - 5*x + 5*x^2)*Log[3 + x]),x]","\int \frac{88 x-21 x^2-10 x^3+2 x^4+\left(-96+19 x+11 x^2-2 x^3\right) \log (3+x)+\left(-12 x-x^2+x^3+\left(12+x-x^2\right) \log (3+x)\right) \log \left(\frac{x-\log (3+x)}{\left(-4 x+x^2\right) \log (5)}\right)}{60 x+5 x^2-5 x^3+\left(-60-5 x+5 x^2\right) \log (3+x)} \, dx","x-\frac{1}{5} x \left(x+\log \left(\frac{\log (x+3)-x}{(4-x) x \log (5)}\right)-2\right)-5",1,"(7*x)/5 - x^2/5 - (x*Log[-((x - Log[3 + x])/((4 - x)*x*Log[5]))])/5 + Defer[Int][(x - Log[3 + x])^(-1), x]/5 + Defer[Int][(-x + Log[3 + x])^(-1), x]/5","F",0,0,0,0,-1,"{}"
338,0,0,0,13.5424006,"\int \frac{-132 x-e^{6 e^6} x-1800 x^3-9375 x^5-15625 x^7+e^{4 e^6} \left(-15 x-75 x^3\right)+e^x \left(2+5 x-100 x^2+25 x^3\right)+e^{2 e^6} \left(-76 x+e^x x-750 x^3-1875 x^5\right)+\left(76 x+3 e^{4 e^6} x-e^x x+750 x^3+1875 x^5+e^{2 e^6} \left(30 x+150 x^3\right)\right) \log (x)+\left(-15 x-3 e^{2 e^6} x-75 x^3\right) \log ^2(x)+x \log ^3(x)}{-125 x-e^{6 e^6} x-1875 x^3-9375 x^5-15625 x^7+e^{4 e^6} \left(-15 x-75 x^3\right)+e^{2 e^6} \left(-75 x-750 x^3-1875 x^5\right)+\left(75 x+3 e^{4 e^6} x+750 x^3+1875 x^5+e^{2 e^6} \left(30 x+150 x^3\right)\right) \log (x)+\left(-15 x-3 e^{2 e^6} x-75 x^3\right) \log ^2(x)+x \log ^3(x)} \, dx","Int[(-132*x - E^(6*E^6)*x - 1800*x^3 - 9375*x^5 - 15625*x^7 + E^(4*E^6)*(-15*x - 75*x^3) + E^x*(2 + 5*x - 100*x^2 + 25*x^3) + E^(2*E^6)*(-76*x + E^x*x - 750*x^3 - 1875*x^5) + (76*x + 3*E^(4*E^6)*x - E^x*x + 750*x^3 + 1875*x^5 + E^(2*E^6)*(30*x + 150*x^3))*Log[x] + (-15*x - 3*E^(2*E^6)*x - 75*x^3)*Log[x]^2 + x*Log[x]^3)/(-125*x - E^(6*E^6)*x - 1875*x^3 - 9375*x^5 - 15625*x^7 + E^(4*E^6)*(-15*x - 75*x^3) + E^(2*E^6)*(-75*x - 750*x^3 - 1875*x^5) + (75*x + 3*E^(4*E^6)*x + 750*x^3 + 1875*x^5 + E^(2*E^6)*(30*x + 150*x^3))*Log[x] + (-15*x - 3*E^(2*E^6)*x - 75*x^3)*Log[x]^2 + x*Log[x]^3),x]","\int \frac{-132 x-e^{6 e^6} x-1800 x^3-9375 x^5-15625 x^7+e^{4 e^6} \left(-15 x-75 x^3\right)+e^x \left(2+5 x-100 x^2+25 x^3\right)+e^{2 e^6} \left(-76 x+e^x x-750 x^3-1875 x^5\right)+\left(76 x+3 e^{4 e^6} x-e^x x+750 x^3+1875 x^5+e^{2 e^6} \left(30 x+150 x^3\right)\right) \log (x)+\left(-15 x-3 e^{2 e^6} x-75 x^3\right) \log ^2(x)+x \log ^3(x)}{-125 x-e^{6 e^6} x-1875 x^3-9375 x^5-15625 x^7+e^{4 e^6} \left(-15 x-75 x^3\right)+e^{2 e^6} \left(-75 x-750 x^3-1875 x^5\right)+\left(75 x+3 e^{4 e^6} x+750 x^3+1875 x^5+e^{2 e^6} \left(30 x+150 x^3\right)\right) \log (x)+\left(-15 x-3 e^{2 e^6} x-75 x^3\right) \log ^2(x)+x \log ^3(x)} \, dx","\frac{x-e^x}{\left(25 x^2-\log (x)+e^{2 e^6}+5\right)^2}+x",1,"x - (E^x*((5 + E^(2*E^6))*x + 25*x^3 - x*Log[x]))/(x*(5 + E^(2*E^6) + 25*x^2 - Log[x])^3) + 132*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-3), x] + 76*E^(2*E^6)*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-3), x] + 15*E^(4*E^6)*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-3), x] + E^(6*E^6)*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-3), x] + 2*(5 + E^(2*E^6))^3*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-3), x] + 1800*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 750*E^(2*E^6)*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 75*E^(4*E^6)*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] - 750*(5 + E^(2*E^6))*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 225*(5 + E^(2*E^6))^2*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] - 150*E^(2*E^6)*(10 + E^(2*E^6))*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 9375*Defer[Int][x^4/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 1875*E^(2*E^6)*Defer[Int][x^4/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 1875*(5 + E^(2*E^6))*Defer[Int][x^4/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 62500*Defer[Int][x^6/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^3, x] + 30*E^(2*E^6)*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-2), x] - 3*(5 + E^(2*E^6))^2*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-2), x] + (76 + 3*E^(4*E^6))*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-2), x] + 750*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^2, x] + 150*E^(2*E^6)*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^2, x] - 150*(5 + E^(2*E^6))*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^2, x] + 3*(5 + E^(2*E^6))*Defer[Int][(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x])^(-1), x] + 75*Defer[Int][x^2/(5*(1 + E^(2*E^6)/5) + 25*x^2 - Log[x]), x] + 30*E^(2*E^6)*(5 + E^(2*E^6))*Defer[Int][(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^(-3), x] + (5 + E^(2*E^6))*(76 + 3*E^(4*E^6))*Defer[Int][(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^(-3), x] + 75*(5 + E^(2*E^6))^2*Defer[Int][x^2/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^3, x] + 25*(76 + 3*E^(4*E^6))*Defer[Int][x^2/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^3, x] + 18750*Defer[Int][x^4/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^3, x] + 3750*E^(2*E^6)*Defer[Int][x^4/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^3, x] + 62500*Defer[Int][x^6/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^3, x] + 3*(5 + E^(2*E^6))*Defer[Int][(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x])^(-1), x] + 75*Defer[Int][x^2/(-5*(1 + E^(2*E^6)/5) - 25*x^2 + Log[x]), x]","F",0,0,0,0,-1,"{}"
339,1,102,0,8.0686285,"\int \frac{e^{6-2 e^x x+2 x \log (25-x)} \left(\left(50-2 x+2 x^2\right) \log (2)+e^x \left(50 x+48 x^2-2 x^3\right) \log (2)+\left(-50 x+2 x^2\right) \log (2) \log (25-x)\right)}{-25 x^3+x^4} \, dx","Int[(E^(6 - 2*E^x*x + 2*x*Log[25 - x])*((50 - 2*x + 2*x^2)*Log[2] + E^x*(50*x + 48*x^2 - 2*x^3)*Log[2] + (-50*x + 2*x^2)*Log[2]*Log[25 - x]))/(-25*x^3 + x^4),x]","\frac{e^{2 \left(3-e^x x\right)} (25-x)^{2 x-1} \log (2) \left(-e^x x^3+24 e^x x^2+x^2+x^2 \log (25-x)+25 e^x x-25 x \log (25-x)\right)}{x^3 \left(e^x x+\frac{x}{25-x}+e^x-\log (25-x)\right)}","\frac{\log (2) e^{2 x^2+2 x \left(-x-e^x+\log (25-x)\right)+6}}{x^2}",1,"(E^(2*(3 - E^x*x))*(25 - x)^(-1 + 2*x)*Log[2]*(25*E^x*x + x^2 + 24*E^x*x^2 - E^x*x^3 - 25*x*Log[25 - x] + x^2*Log[25 - x]))/(x^3*(E^x + E^x*x + x/(25 - x) - Log[25 - x]))","B",4,4,83,0.04819,1,"{1593, 6741, 12, 2288}"
340,0,0,0,53.6134691,"\int \frac{\exp \left(\frac{-5 x-5 x^2-5 x^3+\left(-6+e^x (-2-x)-3 x\right) \log (\log (x))}{10 x^2+5 x^3}\right) \left(-12-12 x-3 x^2+e^x \left(-4-4 x-x^2\right)+\left(10 x+10 x^2-5 x^3\right) \log (x)+\left(24+24 x+6 x^2+e^x \left(8+4 x-2 x^2-x^3\right)\right) \log (x) \log (\log (x))\right)}{\left(20 x^3+20 x^4+5 x^5\right) \log (x)} \, dx","Int[(E^((-5*x - 5*x^2 - 5*x^3 + (-6 + E^x*(-2 - x) - 3*x)*Log[Log[x]])/(10*x^2 + 5*x^3))*(-12 - 12*x - 3*x^2 + E^x*(-4 - 4*x - x^2) + (10*x + 10*x^2 - 5*x^3)*Log[x] + (24 + 24*x + 6*x^2 + E^x*(8 + 4*x - 2*x^2 - x^3))*Log[x]*Log[Log[x]]))/((20*x^3 + 20*x^4 + 5*x^5)*Log[x]),x]","\int \frac{\exp \left(\frac{-5 x-5 x^2-5 x^3+\left(-6+e^x (-2-x)-3 x\right) \log (\log (x))}{10 x^2+5 x^3}\right) \left(-12-12 x-3 x^2+e^x \left(-4-4 x-x^2\right)+\left(10 x+10 x^2-5 x^3\right) \log (x)+\left(24+24 x+6 x^2+e^x \left(8+4 x-2 x^2-x^3\right)\right) \log (x) \log (\log (x))\right)}{\left(20 x^3+20 x^4+5 x^5\right) \log (x)} \, dx","e^{\frac{\frac{x-1}{x+2}-x-\frac{\left(e^x+3\right) \log (\log (x))}{5 x}}{x}}",1,"Defer[Int][1/(E^((1 + x + x^2)/(x*(2 + x)))*x^2*Log[x]^((3 + E^x)/(5*x^2))), x]/2 - (3*Defer[Int][1/(E^((1 + x + x^2)/(x*(2 + x)))*(2 + x)^2*Log[x]^((3 + E^x)/(5*x^2))), x])/2 - Defer[Int][E^(((-1 + x)*(1 + x)^2)/(x*(2 + x)))/(x^3*Log[x]^((3 + E^x + 5*x^2)/(5*x^2))), x]/5 - (3*Defer[Int][1/(E^((1 + x + x^2)/(x*(2 + x)))*x^3*Log[x]^((3 + E^x + 5*x^2)/(5*x^2))), x])/5 + (2*Defer[Int][(E^(((-1 + x)*(1 + x)^2)/(x*(2 + x)))*Log[Log[x]])/(x^3*Log[x]^((3 + E^x)/(5*x^2))), x])/5 + (6*Defer[Int][Log[Log[x]]/(E^((1 + x + x^2)/(x*(2 + x)))*x^3*Log[x]^((3 + E^x)/(5*x^2))), x])/5 - Defer[Int][(E^(((-1 + x)*(1 + x)^2)/(x*(2 + x)))*Log[Log[x]])/(x^2*Log[x]^((3 + E^x)/(5*x^2))), x]/5","F",0,0,0,0,-1,"{}"
341,0,0,0,8.0689974,"\int e^{-1-e^x-x+e^{3+\log ^x(12)} \left(16-8 x+x^2\right)} \left(-1-e^x+e^{3+\log ^x(12)} \left(-8+2 x+\left(16-8 x+x^2\right) \log ^x(12) \log (\log (12))\right)\right) \, dx","Int[E^(-1 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2))*(-1 - E^x + E^(3 + Log[12]^x)*(-8 + 2*x + (16 - 8*x + x^2)*Log[12]^x*Log[Log[12]])),x]","\int e^{-1-e^x-x+e^{3+\log ^x(12)} \left(16-8 x+x^2\right)} \left(-1-e^x+e^{3+\log ^x(12)} \left(-8+2 x+\left(16-8 x+x^2\right) \log ^x(12) \log (\log (12))\right)\right) \, dx","e^{-e^x-x+(x-4)^2 e^{\log ^x(12)+3}-1}",1,"-Defer[Int][E^(-1 - E^x + E^(3 + Log[12]^x)*(16 - 8*x + x^2)), x] - Defer[Int][E^(-1 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2)), x] - 8*Defer[Int][E^(2 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2) + Log[12]^x), x] + 2*Defer[Int][E^(2 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2) + Log[12]^x)*x, x] + 16*Log[Log[12]]*Defer[Int][E^(2 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2) + Log[12]^x)*Log[12]^x, x] - 8*Log[Log[12]]*Defer[Int][E^(2 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2) + Log[12]^x)*x*Log[12]^x, x] + Log[Log[12]]*Defer[Int][E^(2 - E^x - x + E^(3 + Log[12]^x)*(16 - 8*x + x^2) + Log[12]^x)*x^2*Log[12]^x, x]","F",0,0,0,0,-1,"{}"
342,1,51,0,1.5618887,"\int \frac{-40 x-10 e^{2 x} x+\left(-160 x-160 x^3\right) \log (4)+e^x \left(40 x+\left(-20+80 x-40 x^2+80 x^3-20 x^4\right) \log (4)\right)}{4-4 e^x+e^{2 x}} \, dx","Int[(-40*x - 10*E^(2*x)*x + (-160*x - 160*x^3)*Log[4] + E^x*(40*x + (-20 + 80*x - 40*x^2 + 80*x^3 - 20*x^4)*Log[4]))/(4 - 4*E^x + E^(2*x)),x]","-\frac{20 x^4 \log (4)}{2-e^x}-5 x^2-\frac{40 x^2 \log (4)}{2-e^x}-\frac{20 \log (4)}{2-e^x}","5 \left(-x^2+\frac{4 \left(x^2+1\right)^2 \log (4)}{e^x-2}+9\right)",1,"-5*x^2 - (20*Log[4])/(2 - E^x) - (40*x^2*Log[4])/(2 - E^x) - (20*x^4*Log[4])/(2 - E^x)","A",62,16,70,0.2286,1,"{6741, 6742, 2282, 44, 2185, 2184, 2190, 2531, 6589, 2191, 2279, 2391, 6609, 36, 31, 29}"
343,1,35,0,1.6000795,"\int \frac{\left(2 e^5 x+e^x \left(-e^5 x+x^3\right)\right) \log ^3(x)+\left(-4 x^2+2 e^x x^2\right) \log \left(2-e^x\right) \log ^3(x)+e^{\frac{4-16 \log (x)+16 \log ^2(x)}{\log ^2(x)}} \left(16-8 e^x+\left(-32+16 e^x\right) \log (x)\right)}{\left(-2 x+e^x x\right) \log ^3(x)} \, dx","Int[((2*E^5*x + E^x*(-(E^5*x) + x^3))*Log[x]^3 + (-4*x^2 + 2*E^x*x^2)*Log[2 - E^x]*Log[x]^3 + E^((4 - 16*Log[x] + 16*Log[x]^2)/Log[x]^2)*(16 - 8*E^x + (-32 + 16*E^x)*Log[x]))/((-2*x + E^x*x)*Log[x]^3),x]","x^2 \log \left(2-e^x\right)-e^5 x+e^{\frac{4 (1-2 \log (x))^2}{\log ^2(x)}}","x \left(x \log \left(2-e^x\right)+\frac{e^{4 \left(\frac{1}{\log (x)}-2\right)^2}}{x}-e^5\right)",1,"E^((4*(1 - 2*Log[x])^2)/Log[x]^2) - E^5*x + x^2*Log[2 - E^x]","A",16,10,107,0.09346,1,"{6688, 14, 6742, 2184, 2190, 2531, 2282, 6589, 2532, 6706}"
344,1,16,0,0.320241,"\int \frac{-6-3 x-6 \log (x)}{x^2 \log ^2(x)} \, dx","Int[(-6 - 3*x - 6*Log[x])/(x^2*Log[x]^2),x]","\frac{6}{x \log (x)}+\frac{3}{\log (x)}","\frac{3 \left(\frac{2}{x}+1\right)}{\log (x)}",1,"3/Log[x] + 6/(x*Log[x])","A",13,9,17,0.5294,1,"{6741, 12, 6742, 2353, 2306, 2309, 2178, 2302, 30}"
345,1,63,0,0.0842995,"\int e^{e^{5+e^x+x}} \left(e^{5+e^x+x} \left(e^{\frac{100-4 x^2 \log ^2(5)}{\log ^2(5)}} x+e^{x+\frac{100-4 x^2 \log ^2(5)}{\log ^2(5)}} x\right)+e^{\frac{100-4 x^2 \log ^2(5)}{\log ^2(5)}} \left(1-8 x^2\right)\right) \, dx","Int[E^E^(5 + E^x + x)*(E^(5 + E^x + x)*(E^((100 - 4*x^2*Log[5]^2)/Log[5]^2)*x + E^(x + (100 - 4*x^2*Log[5]^2)/Log[5]^2)*x) + E^((100 - 4*x^2*Log[5]^2)/Log[5]^2)*(1 - 8*x^2)),x]","\frac{e^{e^{x+e^x+5}} \left(x e^{\frac{4 \left(25-x^2 \log ^2(5)\right)}{\log ^2(5)}}+x e^{\frac{4 \left(25-x^2 \log ^2(5)\right)}{\log ^2(5)}+x}\right)}{e^x+1}","x e^{4 \left(\frac{25}{\log ^2(5)}-x^2\right)+e^{x+e^x+5}}",1,"(E^E^(5 + E^x + x)*(E^((4*(25 - x^2*Log[5]^2))/Log[5]^2)*x + E^(x + (4*(25 - x^2*Log[5]^2))/Log[5]^2)*x))/(1 + E^x)","B",1,1,90,0.01111,1,"{2288}"
346,1,8,0,0.0017403,"\int \frac{18 x}{e} \, dx","Int[(18*x)/E,x]","\frac{9 x^2}{e}","\frac{9 x^2}{e}",1,"(9*x^2)/E","A",2,2,6,0.3333,1,"{12, 30}"
347,0,0,0,5.1929949,"\int \frac{e^e \left(-432 x^2-576 x^3-180 x^4-256 x^6-512 x^7-384 x^8-128 x^9-16 x^{10}+e^{x^2} \left(288 x^2+384 x^3-72 x^4-192 x^5-48 x^6\right)+e^{2 x^2} \left(-48 x^2-64 x^3+44 x^4+64 x^5+16 x^6\right)\right)}{81-12 e^{3 x^2}+e^{4 x^2}-288 x^4-288 x^5-72 x^6+256 x^8+512 x^9+384 x^{10}+128 x^{11}+16 x^{12}+e^{2 x^2} \left(54-32 x^4-32 x^5-8 x^6\right)+e^{x^2} \left(-108+192 x^4+192 x^5+48 x^6\right)} \, dx","Int[(E^E*(-432*x^2 - 576*x^3 - 180*x^4 - 256*x^6 - 512*x^7 - 384*x^8 - 128*x^9 - 16*x^10 + E^x^2*(288*x^2 + 384*x^3 - 72*x^4 - 192*x^5 - 48*x^6) + E^(2*x^2)*(-48*x^2 - 64*x^3 + 44*x^4 + 64*x^5 + 16*x^6)))/(81 - 12*E^(3*x^2) + E^(4*x^2) - 288*x^4 - 288*x^5 - 72*x^6 + 256*x^8 + 512*x^9 + 384*x^10 + 128*x^11 + 16*x^12 + E^(2*x^2)*(54 - 32*x^4 - 32*x^5 - 8*x^6) + E^x^2*(-108 + 192*x^4 + 192*x^5 + 48*x^6)),x]","\int \frac{e^e \left(-432 x^2-576 x^3-180 x^4-256 x^6-512 x^7-384 x^8-128 x^9-16 x^{10}+e^{x^2} \left(288 x^2+384 x^3-72 x^4-192 x^5-48 x^6\right)+e^{2 x^2} \left(-48 x^2-64 x^3+44 x^4+64 x^5+16 x^6\right)\right)}{81-12 e^{3 x^2}+e^{4 x^2}-288 x^4-288 x^5-72 x^6+256 x^8+512 x^9+384 x^{10}+128 x^{11}+16 x^{12}+e^{2 x^2} \left(54-32 x^4-32 x^5-8 x^6\right)+e^{x^2} \left(-108+192 x^4+192 x^5+48 x^6\right)} \, dx","\frac{e^e}{x-\frac{\left(3-e^{x^2}\right)^2}{x^3 (2 x+4)^2}}",1,"-2*E^E*Defer[Int][(-3 + E^x^2 - 4*x^2 - 2*x^3)^(-1), x] - 4*E^E*Defer[Int][x^2/(3 - E^x^2 + 4*x^2 + 2*x^3)^2, x] - 14*E^E*Defer[Int][x^3/(3 - E^x^2 + 4*x^2 + 2*x^3)^2, x] + 10*E^E*Defer[Int][x^4/(3 - E^x^2 + 4*x^2 + 2*x^3)^2, x] + 16*E^E*Defer[Int][x^5/(3 - E^x^2 + 4*x^2 + 2*x^3)^2, x] + 4*E^E*Defer[Int][x^6/(3 - E^x^2 + 4*x^2 + 2*x^3)^2, x] + 2*E^E*Defer[Int][x/(3 - E^x^2 + 4*x^2 + 2*x^3), x] - 4*E^E*Defer[Int][x^2/(3 - E^x^2 + 4*x^2 + 2*x^3), x] - 2*E^E*Defer[Int][x^3/(3 - E^x^2 + 4*x^2 + 2*x^3), x] - 28*E^E*Defer[Int][x^2/(-3 + E^x^2 + 4*x^2 + 2*x^3)^2, x] - 26*E^E*Defer[Int][x^3/(-3 + E^x^2 + 4*x^2 + 2*x^3)^2, x] + 10*E^E*Defer[Int][x^4/(-3 + E^x^2 + 4*x^2 + 2*x^3)^2, x] + 16*E^E*Defer[Int][x^5/(-3 + E^x^2 + 4*x^2 + 2*x^3)^2, x] + 4*E^E*Defer[Int][x^6/(-3 + E^x^2 + 4*x^2 + 2*x^3)^2, x] + 2*E^E*Defer[Int][(-3 + E^x^2 + 4*x^2 + 2*x^3)^(-1), x] + 2*E^E*Defer[Int][x/(-3 + E^x^2 + 4*x^2 + 2*x^3), x] - 4*E^E*Defer[Int][x^2/(-3 + E^x^2 + 4*x^2 + 2*x^3), x] - 2*E^E*Defer[Int][x^3/(-3 + E^x^2 + 4*x^2 + 2*x^3), x]","F",0,0,0,0,-1,"{}"
348,0,0,0,4.7019298,"\int \frac{4^{\frac{1}{x}} \left(\frac{1}{1-4 x+6 x^2-4 x^3+x^4}\right)^{\frac{1}{x}} \left(-4 x-3 x^2-x^3+\left(1-x^2\right) \log \left(\frac{4}{1-4 x+6 x^2-4 x^3+x^4}\right)\right)}{-2 x^2-2 x^3+2 x^4+2 x^5} \, dx","Int[(4^x^(-1)*((1 - 4*x + 6*x^2 - 4*x^3 + x^4)^(-1))^x^(-1)*(-4*x - 3*x^2 - x^3 + (1 - x^2)*Log[4/(1 - 4*x + 6*x^2 - 4*x^3 + x^4)]))/(-2*x^2 - 2*x^3 + 2*x^4 + 2*x^5),x]","\int \frac{4^{\frac{1}{x}} \left(\frac{1}{1-4 x+6 x^2-4 x^3+x^4}\right)^{\frac{1}{x}} \left(-4 x-3 x^2-x^3+\left(1-x^2\right) \log \left(\frac{4}{1-4 x+6 x^2-4 x^3+x^4}\right)\right)}{-2 x^2-2 x^3+2 x^4+2 x^5} \, dx","\frac{2^{\frac{2}{x}-1} \left(\frac{1}{(1-x)^4}\right)^{\frac{1}{x}}}{x+1}",1,"-Defer[Int][(4^x^(-1)*((-1 + x)^(-4))^x^(-1))/(-1 + x), x] - Log[4/(1 - x)^4]*Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/x^2, x] + Log[4/(1 - x)^4]*Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/x, x] + Defer[Int][(2^(1 + 2/x)*((-1 + x)^(-4))^x^(-1))/x, x] - Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/(1 + x)^2, x] - Log[4/(1 - x)^4]*Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/(1 + x), x] - Defer[Int][(4^x^(-1)*((-1 + x)^(-4))^x^(-1))/(1 + x), x] - 4*Defer[Int][Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/x^2, x]/(-1 + x), x] + 4*Defer[Int][Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/x, x]/(-1 + x), x] - 4*Defer[Int][Defer[Int][(2^(-1 + 2/x)*((-1 + x)^(-4))^x^(-1))/(1 + x), x]/(-1 + x), x]","F",0,0,0,0,-1,"{}"
349,0,0,0,37.9257449,"\int \frac{\exp \left(\frac{15+15 e^{\frac{3+e^x x}{x}}-3 x}{x+e^{\frac{3+e^x x}{x}} x}\right) \left(-15+e^{\frac{2 \left(3+e^x x\right)}{x}} (-15-x)-x+e^{\frac{3+e^x x}{x}} \left(-39-2 x+3 e^x x^2\right)\right)}{x^3+2 e^{\frac{3+e^x x}{x}} x^3+e^{\frac{2 \left(3+e^x x\right)}{x}} x^3} \, dx","Int[(E^((15 + 15*E^((3 + E^x*x)/x) - 3*x)/(x + E^((3 + E^x*x)/x)*x))*(-15 + E^((2*(3 + E^x*x))/x)*(-15 - x) - x + E^((3 + E^x*x)/x)*(-39 - 2*x + 3*E^x*x^2)))/(x^3 + 2*E^((3 + E^x*x)/x)*x^3 + E^((2*(3 + E^x*x))/x)*x^3),x]","\int \frac{\exp \left(\frac{15+15 e^{\frac{3+e^x x}{x}}-3 x}{x+e^{\frac{3+e^x x}{x}} x}\right) \left(-15+e^{\frac{2 \left(3+e^x x\right)}{x}} (-15-x)-x+e^{\frac{3+e^x x}{x}} \left(-39-2 x+3 e^x x^2\right)\right)}{x^3+2 e^{\frac{3+e^x x}{x}} x^3+e^{\frac{2 \left(3+e^x x\right)}{x}} x^3} \, dx","\frac{e^{\frac{3 \left(5-\frac{x}{e^{\frac{e^x x+3}{x}}+1}\right)}{x}}-x}{x}",1,"-15*Defer[Int][E^((3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^3), x] - 39*Defer[Int][E^(E^x + 3/x + (3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^3), x] - 15*Defer[Int][E^((2*(3 + E^x*x))/x + (3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^3), x] - Defer[Int][E^((3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^2), x] - 2*Defer[Int][E^(E^x + 3/x + (3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^2), x] - Defer[Int][E^((2*(3 + E^x*x))/x + (3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x^2), x] + 3*Defer[Int][E^(E^x + 3/x + x + (3*(5 + 5*E^(E^x + 3/x) - x))/(x + E^((3 + E^x*x)/x)*x))/((1 + E^(E^x + 3/x))^2*x), x]","F",0,0,0,0,-1,"{}"
350,1,10,0,0.0084577,"\int \frac{1-4 e^{2 x} x}{x} \, dx","Int[(1 - 4*E^(2*x)*x)/x,x]","\log (x)-2 e^{2 x}","\log \left(\frac{1}{5} (1+e)^2 e^{-2 e^{2 x}-2} x\right)",1,"-2*E^(2*x) + Log[x]","A",3,2,14,0.1429,1,"{14, 2194}"
351,1,71,0,0.7094793,"\int \frac{625+9225 x+46950 x^2+78550 x^3+753 x^4+3798 x^5+6266 x^6+15 x^7+75 x^8+125 x^9+e^8 \left(x^4+15 x^5+75 x^6+125 x^7\right)+e^4 \left(-50 x^2-750 x^3-3783 x^4-6267 x^5-30 x^6-150 x^7-250 x^8\right)}{625+9375 x+46950 x^2+78550 x^3+750 x^4+3753 x^5+6266 x^6+15 x^7+75 x^8+125 x^9+e^8 \left(x^4+15 x^5+75 x^6+125 x^7\right)+e^4 \left(-50 x^2-750 x^3-3753 x^4-6267 x^5-30 x^6-150 x^7-250 x^8\right)} \, dx","Int[(625 + 9225*x + 46950*x^2 + 78550*x^3 + 753*x^4 + 3798*x^5 + 6266*x^6 + 15*x^7 + 75*x^8 + 125*x^9 + E^8*(x^4 + 15*x^5 + 75*x^6 + 125*x^7) + E^4*(-50*x^2 - 750*x^3 - 3783*x^4 - 6267*x^5 - 30*x^6 - 150*x^7 - 250*x^8))/(625 + 9375*x + 46950*x^2 + 78550*x^3 + 750*x^4 + 3753*x^5 + 6266*x^6 + 15*x^7 + 75*x^8 + 125*x^9 + E^8*(x^4 + 15*x^5 + 75*x^6 + 125*x^7) + E^4*(-50*x^2 - 750*x^3 - 3753*x^4 - 6267*x^5 - 30*x^6 - 150*x^7 - 250*x^8)),x]","\log \left(x^3-e^4 x^2+25\right)-\log \left(25 x^5+5 \left(2-5 e^4\right) x^4+\left(1-10 e^4\right) x^3+\left(628-e^4\right) x^2+250 x+25\right)+x+2 \log (5 x+1)","x-\log \left(\frac{3}{(5 x+1)^2 \left(\frac{25}{x^2}+x-e^4\right)}+1\right)",1,"x + 2*Log[1 + 5*x] + Log[25 - E^4*x^2 + x^3] - Log[25 + 250*x + (628 - E^4)*x^2 + (1 - 10*E^4)*x^3 + 5*(2 - 5*E^4)*x^4 + 25*x^5]","B",4,2,219,0.009132,1,"{2074, 1587}"
352,1,74,0,0.2480183,"\int \frac{e^{-\frac{20 e^{e^x}}{x}} \left(-20 x+x^3-3 x^5+e^{e^x} \left(400+20 x^2-20 x^4+e^x \left(-400 x-20 x^3+20 x^5\right)\right)\right)}{2 x^3} \, dx","Int[(-20*x + x^3 - 3*x^5 + E^E^x*(400 + 20*x^2 - 20*x^4 + E^x*(-400*x - 20*x^3 + 20*x^5)))/(2*E^((20*E^E^x)/x)*x^3),x]","\frac{e^{e^x-\frac{20 e^{e^x}}{x}} \left(-x^4+x^2-e^x \left(-x^5+x^3+20 x\right)+20\right)}{2 \left(\frac{e^{e^x}}{x^2}-\frac{e^{x+e^x}}{x}\right) x^3}","\frac{1}{2} e^{-\frac{20 e^{e^x}}{x}} \left(x+\frac{4}{x}\right) \left(5-x^2\right)",1,"(E^(E^x - (20*E^E^x)/x)*(20 + x^2 - x^4 - E^x*(20*x + x^3 - x^5)))/(2*(E^E^x/x^2 - E^(E^x + x)/x)*x^3)","B",2,2,67,0.02985,1,"{12, 2288}"
353,0,0,0,1.6208096,"\int \frac{-120+120 x+e^{e^{2 x}} \left(300-300 x+e^{2 x} \left(300-600 x+300 x^2\right)\right)}{4-20 e^{e^{2 x}}+25 e^{2 e^{2 x}}} \, dx","Int[(-120 + 120*x + E^E^(2*x)*(300 - 300*x + E^(2*x)*(300 - 600*x + 300*x^2)))/(4 - 20*E^E^(2*x) + 25*E^(2*E^(2*x))),x]","\int \frac{-120+120 x+e^{e^{2 x}} \left(300-300 x+e^{2 x} \left(300-600 x+300 x^2\right)\right)}{4-20 e^{e^{2 x}}+25 e^{2 e^{2 x}}} \, dx","\frac{6 (1-x)^2}{\frac{2}{5}-e^{e^{2 x}}}",1,"30/(2 - 5*E^E^(2*x)) + 30/(E^(2*x)*(2 - 5*E^E^(2*x))) + 120*Defer[Int][x/(-2 + 5*E^E^(2*x))^2, x] - 300*Defer[Int][(E^E^(2*x)*x)/(-2 + 5*E^E^(2*x))^2, x] - 600*Defer[Int][(E^(E^(2*x) + 2*x)*x)/(-2 + 5*E^E^(2*x))^2, x] + 300*Defer[Int][(E^(E^(2*x) + 2*x)*x^2)/(-2 + 5*E^E^(2*x))^2, x] - 30*Defer[Subst][Defer[Int][1/((-2 + 5*E^x)*x^2), x], x, E^(2*x)] - 60*Defer[Subst][Defer[Int][1/((-2 + 5*E^x)^2*x), x], x, E^(2*x)]","F",0,0,0,0,-1,"{}"
354,0,0,0,0.1220206,"\int \frac{-1+x^{-1+x} (2-x-x \log (x))}{x^2} \, dx","Int[(-1 + x^(-1 + x)*(2 - x - x*Log[x]))/x^2,x]","\int \frac{-1+x^{-1+x} (2-x-x \log (x))}{x^2} \, dx","-\frac{x^{x-1}-1}{x}+e^2-3",1,"x^(-1) + 2*Defer[Int][x^(-3 + x), x] - Defer[Int][x^(-2 + x), x] - Log[x]*Defer[Int][x^(-2 + x), x] + Defer[Int][Defer[Int][x^(-2 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
355,0,0,0,6.0800141,"\int \frac{\left(2000000 x-800000 x^2+80000 x^3+\left(-800000 x+160000 x^2\right) \log (x)+80000 x \log ^2(x)\right) \log \left(e^5+5 x\right)+\left(600000 x-720000 x^2+120000 x^3+e^5 \left(120000-144000 x+24000 x^2\right)+\left(-320000 x+160000 x^2+e^5 (-64000+32000 x)\right) \log (x)+\left(8000 e^5+40000 x\right) \log ^2(x)\right) \log ^2\left(e^5+5 x\right)}{e^5+5 x} \, dx","Int[((2000000*x - 800000*x^2 + 80000*x^3 + (-800000*x + 160000*x^2)*Log[x] + 80000*x*Log[x]^2)*Log[E^5 + 5*x] + (600000*x - 720000*x^2 + 120000*x^3 + E^5*(120000 - 144000*x + 24000*x^2) + (-320000*x + 160000*x^2 + E^5*(-64000 + 32000*x))*Log[x] + (8000*E^5 + 40000*x)*Log[x]^2)*Log[E^5 + 5*x]^2)/(E^5 + 5*x),x]","\int \frac{\left(2000000 x-800000 x^2+80000 x^3+\left(-800000 x+160000 x^2\right) \log (x)+80000 x \log ^2(x)\right) \log \left(e^5+5 x\right)+\left(600000 x-720000 x^2+120000 x^3+e^5 \left(120000-144000 x+24000 x^2\right)+\left(-320000 x+160000 x^2+e^5 (-64000+32000 x)\right) \log (x)+\left(8000 e^5+40000 x\right) \log ^2(x)\right) \log ^2\left(e^5+5 x\right)}{e^5+5 x} \, dx","8000 x (x+\log (x)-5)^2 \log ^2\left(5 x+e^5\right)",1,"-192000*x + 17600*E^5*x + (1280*E^10*x)/3 + 44000*x^2 + (1600*E^5*x^2)/3 - (16000*x^3)/9 - 1760*(E^5 + 5*x)^2 - 64*E^5*(E^5 + 5*x)^2 + (128*(E^5 + 5*x)^3)/9 + 32000*E^5*Log[x] - 320*E^10*Log[x] + 96000*x*Log[x] - 3200*E^5*x*Log[x] - 8000*x^2*Log[x] + 320*(E^5 + 5*x)^2*Log[x] - 16000*x*Log[x]^2 + 6400*E^5*Log[E^5 + 5*x] + 3520*E^10*Log[E^5 + 5*x] + (128*E^15*Log[E^5 + 5*x])/3 + 32000*x*Log[E^5 + 5*x] - 88000*x^2*Log[E^5 + 5*x] + (16000*x^3*Log[E^5 + 5*x])/3 + 12800*(E^5 + 5*x)*Log[E^5 + 5*x] - 7040*E^5*(E^5 + 5*x)*Log[E^5 + 5*x] + 3520*(E^5 + 5*x)^2*Log[E^5 + 5*x] - 640*E^10*Log[x]*Log[E^5 + 5*x] - 32000*x*Log[x]*Log[E^5 + 5*x] + 16000*x^2*Log[x]*Log[E^5 + 5*x] - 6400*(E^5 + 5*x)*Log[x]*Log[E^5 + 5*x] + 1280*E^5*(E^5 + 5*x)*Log[x]*Log[E^5 + 5*x] - 640*(E^5 + 5*x)^2*Log[x]*Log[E^5 + 5*x] + 16000*x*Log[x]^2*Log[E^5 + 5*x] - 40000*E^5*Log[E^5 + 5*x]^2 - 3200*E^10*Log[E^5 + 5*x]^2 + 8000*x^3*Log[E^5 + 5*x]^2 + 36800*(E^5 + 5*x)*Log[E^5 + 5*x]^2 + 6400*E^5*(E^5 + 5*x)*Log[E^5 + 5*x]^2 - 3200*(E^5 + 5*x)^2*Log[E^5 + 5*x]^2 + 16000*E^5*Log[x]*Log[E^5 + 5*x]^2 + 640*E^10*Log[x]*Log[E^5 + 5*x]^2 - 12800*(E^5 + 5*x)*Log[x]*Log[E^5 + 5*x]^2 - 1280*E^5*(E^5 + 5*x)*Log[x]*Log[E^5 + 5*x]^2 + 640*(E^5 + 5*x)^2*Log[x]*Log[E^5 + 5*x]^2 - 3200*E^5*Log[(-5*x)/E^5]*Log[E^5 + 5*x]^2 + 64*E^5*Log[E^5 + 5*x]*(4*E^5*(E^5 + 5*x) - (E^5 + 5*x)^2 - 2*E^10*Log[E^5 + 5*x]) - (64*Log[E^5 + 5*x]*(18*E^10*(E^5 + 5*x) - 9*E^5*(E^5 + 5*x)^2 + 2*(E^5 + 5*x)^3 - 6*E^15*Log[E^5 + 5*x]))/3 - 6400*E^5*Log[x]*Log[1 + (5*x)/E^5] + 3200*E^5*Log[x]^2*Log[1 + (5*x)/E^5] - 12800*E^5*PolyLog[2, (-5*x)/E^5] + 6400*E^5*Log[x]*PolyLog[2, (-5*x)/E^5] - 6400*E^5*Log[E^5 + 5*x]*PolyLog[2, 1 + (5*x)/E^5] - 6400*E^5*PolyLog[3, (-5*x)/E^5] + 6400*E^5*PolyLog[3, 1 + (5*x)/E^5] - 16000*E^5*Defer[Int][(Log[x]^2*Log[E^5 + 5*x])/(E^5 + 5*x), x] + 8000*Defer[Int][Log[x]^2*Log[E^5 + 5*x]^2, x]","F",0,0,0,0,-1,"{}"
356,0,0,0,7.7807036,"\int \frac{-200 x-1592 x^2+96 x^3+256 x^4+e^3 \left(-40 x-320 x^2\right)+\left(2000+400 e^3-80 x-320 x^2\right) \log (x)+\left(-40 x-320 x^2\right) \log ^2(x)+400 \log ^3(x)}{381924 x+625 e^{12} x-61800 x^2-243464 x^3+29788 x^4+58577 x^5-4784 x^6-6304 x^7+256 x^8+256 x^9+e^9 \left(12500 x-500 x^2-2000 x^3\right)+e^6 \left(93400 x-7500 x^2-29850 x^3+1200 x^4+2400 x^5\right)+e^3 \left(309000 x-37360 x^2-147940 x^3+11980 x^4+23760 x^5-960 x^6-1280 x^7\right)+\left(309000 x+2500 e^9 x-37360 x^2-147940 x^3+11980 x^4+23760 x^5-960 x^6-1280 x^7+e^6 \left(37500 x-1500 x^2-6000 x^3\right)+e^3 \left(186800 x-15000 x^2-59700 x^3+2400 x^4+4800 x^5\right)\right) \log ^2(x)+\left(93400 x+3750 e^6 x-7500 x^2-29850 x^3+1200 x^4+2400 x^5+e^3 \left(37500 x-1500 x^2-6000 x^3\right)\right) \log ^4(x)+\left(12500 x+2500 e^3 x-500 x^2-2000 x^3\right) \log ^6(x)+625 x \log ^8(x)} \, dx","Int[(-200*x - 1592*x^2 + 96*x^3 + 256*x^4 + E^3*(-40*x - 320*x^2) + (2000 + 400*E^3 - 80*x - 320*x^2)*Log[x] + (-40*x - 320*x^2)*Log[x]^2 + 400*Log[x]^3)/(381924*x + 625*E^12*x - 61800*x^2 - 243464*x^3 + 29788*x^4 + 58577*x^5 - 4784*x^6 - 6304*x^7 + 256*x^8 + 256*x^9 + E^9*(12500*x - 500*x^2 - 2000*x^3) + E^6*(93400*x - 7500*x^2 - 29850*x^3 + 1200*x^4 + 2400*x^5) + E^3*(309000*x - 37360*x^2 - 147940*x^3 + 11980*x^4 + 23760*x^5 - 960*x^6 - 1280*x^7) + (309000*x + 2500*E^9*x - 37360*x^2 - 147940*x^3 + 11980*x^4 + 23760*x^5 - 960*x^6 - 1280*x^7 + E^6*(37500*x - 1500*x^2 - 6000*x^3) + E^3*(186800*x - 15000*x^2 - 59700*x^3 + 2400*x^4 + 4800*x^5))*Log[x]^2 + (93400*x + 3750*E^6*x - 7500*x^2 - 29850*x^3 + 1200*x^4 + 2400*x^5 + E^3*(37500*x - 1500*x^2 - 6000*x^3))*Log[x]^4 + (12500*x + 2500*E^3*x - 500*x^2 - 2000*x^3)*Log[x]^6 + 625*x*Log[x]^8),x]","\int \frac{-200 x-1592 x^2+96 x^3+256 x^4+e^3 \left(-40 x-320 x^2\right)+\left(2000+400 e^3-80 x-320 x^2\right) \log (x)+\left(-40 x-320 x^2\right) \log ^2(x)+400 \log ^3(x)}{381924 x+625 e^{12} x-61800 x^2-243464 x^3+29788 x^4+58577 x^5-4784 x^6-6304 x^7+256 x^8+256 x^9+e^9 \left(12500 x-500 x^2-2000 x^3\right)+e^6 \left(93400 x-7500 x^2-29850 x^3+1200 x^4+2400 x^5\right)+e^3 \left(309000 x-37360 x^2-147940 x^3+11980 x^4+23760 x^5-960 x^6-1280 x^7\right)+\left(309000 x+2500 e^9 x-37360 x^2-147940 x^3+11980 x^4+23760 x^5-960 x^6-1280 x^7+e^6 \left(37500 x-1500 x^2-6000 x^3\right)+e^3 \left(186800 x-15000 x^2-59700 x^3+2400 x^4+4800 x^5\right)\right) \log ^2(x)+\left(93400 x+3750 e^6 x-7500 x^2-29850 x^3+1200 x^4+2400 x^5+e^3 \left(37500 x-1500 x^2-6000 x^3\right)\right) \log ^4(x)+\left(12500 x+2500 e^3 x-500 x^2-2000 x^3\right) \log ^6(x)+625 x \log ^8(x)} \, dx","\frac{4}{7-\left(4 x^2+x-5 \left(\log ^2(x)+e^3+5\right)\right)^2}",1,"-40*(5 + E^3)*Defer[Int][(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^(-2), x] - 8*(199 + 40*E^3)*Defer[Int][x/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] + 96*Defer[Int][x^2/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] + 256*Defer[Int][x^3/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] - 80*Defer[Int][Log[x]/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] + 400*(5 + E^3)*Defer[Int][Log[x]/(x*(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2), x] - 320*Defer[Int][(x*Log[x])/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] - 40*Defer[Int][Log[x]^2/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] - 320*Defer[Int][(x*Log[x]^2)/(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2, x] + 400*Defer[Int][Log[x]^3/(x*(618*(1 + (25*E^3*(10 + E^3))/618) - 50*(1 + E^3/5)*x - 199*(1 + (40*E^3)/199)*x^2 + 8*x^3 + 16*x^4 + 250*(1 + E^3/5)*Log[x]^2 - 10*x*Log[x]^2 - 40*x^2*Log[x]^2 + 25*Log[x]^4)^2), x]","F",0,0,0,0,-1,"{}"
357,1,17,0,0.0046262,"\int \left(-7+4 x-5 e^6 x^4\right) \, dx","Int[-7 + 4*x - 5*E^6*x^4,x]","-e^6 x^5+2 x^2-7 x","-e^6 x^5+2 (x-4) x+x+2",1,"-7*x + 2*x^2 - E^6*x^5","A",1,0,13,0,1,"{}"
358,0,0,0,13.5529362,"\int \frac{4 e^{e^5} x+2 x^2+\left(-10 x^2-2 x^3-5 x^4-x^5+\left(-2 x^2-x^4\right) \log (3)+e^{2 e^5} \left(-20 x^2-4 x^3-4 x^2 \log (3)\right)+e^{e^5} \left(-20 x^3-4 x^4-4 x^3 \log (3)\right)\right) \log (5+x+\log (3))+\left(10 x^3+2 x^4+2 x^3 \log (3)+e^{2 e^5} \left(40 x+8 x^2+8 x \log (3)\right)+e^{e^5} \left(-20-4 x+40 x^2+8 x^3+\left(-4+8 x^2\right) \log (3)\right)\right) \log (5+x+\log (3)) \log (\log (5+x+\log (3)))+\left(-5 x^2-x^3+e^{2 e^5} (-20-4 x-4 \log (3))-x^2 \log (3)+e^{e^5} \left(-20 x-4 x^2-4 x \log (3)\right)\right) \log (5+x+\log (3)) \log ^2(\log (5+x+\log (3)))}{\left(5 x^4+x^5+x^4 \log (3)+e^{2 e^5} \left(20 x^2+4 x^3+4 x^2 \log (3)\right)+e^{e^5} \left(20 x^3+4 x^4+4 x^3 \log (3)\right)\right) \log (5+x+\log (3))+\left(-10 x^3-2 x^4-2 x^3 \log (3)+e^{2 e^5} \left(-40 x-8 x^2-8 x \log (3)\right)+e^{e^5} \left(-40 x^2-8 x^3-8 x^2 \log (3)\right)\right) \log (5+x+\log (3)) \log (\log (5+x+\log (3)))+\left(5 x^2+x^3+x^2 \log (3)+e^{2 e^5} (20+4 x+4 \log (3))+e^{e^5} \left(20 x+4 x^2+4 x \log (3)\right)\right) \log (5+x+\log (3)) \log ^2(\log (5+x+\log (3)))} \, dx","Int[(4*E^E^5*x + 2*x^2 + (-10*x^2 - 2*x^3 - 5*x^4 - x^5 + (-2*x^2 - x^4)*Log[3] + E^(2*E^5)*(-20*x^2 - 4*x^3 - 4*x^2*Log[3]) + E^E^5*(-20*x^3 - 4*x^4 - 4*x^3*Log[3]))*Log[5 + x + Log[3]] + (10*x^3 + 2*x^4 + 2*x^3*Log[3] + E^(2*E^5)*(40*x + 8*x^2 + 8*x*Log[3]) + E^E^5*(-20 - 4*x + 40*x^2 + 8*x^3 + (-4 + 8*x^2)*Log[3]))*Log[5 + x + Log[3]]*Log[Log[5 + x + Log[3]]] + (-5*x^2 - x^3 + E^(2*E^5)*(-20 - 4*x - 4*Log[3]) - x^2*Log[3] + E^E^5*(-20*x - 4*x^2 - 4*x*Log[3]))*Log[5 + x + Log[3]]*Log[Log[5 + x + Log[3]]]^2)/((5*x^4 + x^5 + x^4*Log[3] + E^(2*E^5)*(20*x^2 + 4*x^3 + 4*x^2*Log[3]) + E^E^5*(20*x^3 + 4*x^4 + 4*x^3*Log[3]))*Log[5 + x + Log[3]] + (-10*x^3 - 2*x^4 - 2*x^3*Log[3] + E^(2*E^5)*(-40*x - 8*x^2 - 8*x*Log[3]) + E^E^5*(-40*x^2 - 8*x^3 - 8*x^2*Log[3]))*Log[5 + x + Log[3]]*Log[Log[5 + x + Log[3]]] + (5*x^2 + x^3 + x^2*Log[3] + E^(2*E^5)*(20 + 4*x + 4*Log[3]) + E^E^5*(20*x + 4*x^2 + 4*x*Log[3]))*Log[5 + x + Log[3]]*Log[Log[5 + x + Log[3]]]^2),x]","\int \frac{4 e^{e^5} x+2 x^2+\left(-10 x^2-2 x^3-5 x^4-x^5+\left(-2 x^2-x^4\right) \log (3)+e^{2 e^5} \left(-20 x^2-4 x^3-4 x^2 \log (3)\right)+e^{e^5} \left(-20 x^3-4 x^4-4 x^3 \log (3)\right)\right) \log (5+x+\log (3))+\left(10 x^3+2 x^4+2 x^3 \log (3)+e^{2 e^5} \left(40 x+8 x^2+8 x \log (3)\right)+e^{e^5} \left(-20-4 x+40 x^2+8 x^3+\left(-4+8 x^2\right) \log (3)\right)\right) \log (5+x+\log (3)) \log (\log (5+x+\log (3)))+\left(-5 x^2-x^3+e^{2 e^5} (-20-4 x-4 \log (3))-x^2 \log (3)+e^{e^5} \left(-20 x-4 x^2-4 x \log (3)\right)\right) \log (5+x+\log (3)) \log ^2(\log (5+x+\log (3)))}{\left(5 x^4+x^5+x^4 \log (3)+e^{2 e^5} \left(20 x^2+4 x^3+4 x^2 \log (3)\right)+e^{e^5} \left(20 x^3+4 x^4+4 x^3 \log (3)\right)\right) \log (5+x+\log (3))+\left(-10 x^3-2 x^4-2 x^3 \log (3)+e^{2 e^5} \left(-40 x-8 x^2-8 x \log (3)\right)+e^{e^5} \left(-40 x^2-8 x^3-8 x^2 \log (3)\right)\right) \log (5+x+\log (3)) \log (\log (5+x+\log (3)))+\left(5 x^2+x^3+x^2 \log (3)+e^{2 e^5} (20+4 x+4 \log (3))+e^{e^5} \left(20 x+4 x^2+4 x \log (3)\right)\right) \log (5+x+\log (3)) \log ^2(\log (5+x+\log (3)))} \, dx","-x+\frac{x}{\left(\frac{x}{2}+e^{e^5}\right) (x-\log (\log (x+5+\log (3))))}-1",1,"-x + (2*(5 + Log[3]))/((5 - 2*E^E^5 + Log[3])*(x - Log[Log[5 + x + Log[3]]])) + (4*E^E^5*Defer[Int][(x - Log[Log[5 + x + Log[3]]])^(-2), x])/(5 - 2*E^E^5 + Log[3]) - (8*E^(2*E^5)*Defer[Int][1/((2*E^E^5 + x)*(x - Log[Log[5 + x + Log[3]]])^2), x])/(5 - 2*E^E^5 + Log[3]) + (4*E^E^5*(5 + Log[3])*Defer[Int][1/((2*E^E^5 + x)*(x - Log[Log[5 + x + Log[3]]])^2), x])/(5 - 2*E^E^5 + Log[3]) - (4*E^E^5*Defer[Int][1/((2*E^E^5 + x)*Log[5 + x + Log[3]]*(x - Log[Log[5 + x + Log[3]]])^2), x])/(5 - 2*E^E^5 + Log[3]) + 4*E^E^5*Defer[Int][1/((2*E^E^5 + x)^2*(x - Log[Log[5 + x + Log[3]]])), x]","F",0,0,0,0,-1,"{}"
359,0,0,0,0.607055,"\int \frac{2 x^3+\left(e^{-2-2 x} x^4\right)^{\frac{1}{x^2}} \left(4-2 x+x^2-2 \log \left(e^{-2-2 x} x^4\right)\right)}{2 x^2} \, dx","Int[(2*x^3 + (E^(-2 - 2*x)*x^4)^x^(-2)*(4 - 2*x + x^2 - 2*Log[E^(-2 - 2*x)*x^4]))/(2*x^2),x]","\int \frac{2 x^3+\left(e^{-2-2 x} x^4\right)^{\frac{1}{x^2}} \left(4-2 x+x^2-2 \log \left(e^{-2-2 x} x^4\right)\right)}{2 x^2} \, dx","\frac{1}{2} x \left(\left(e^{-2 x-2} x^4\right)^{\frac{1}{x^2}}+x\right)",1,"x^2/2 + Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2), x]/2 + 2*Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2)/x^2, x] - Log[E^(-2 - 2*x)*x^4]*Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2)/x^2, x] - Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2)/x, x] - 2*Defer[Int][Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2)/x^2, x], x] + 4*Defer[Int][Defer[Int][(E^(-2 - 2*x)*x^4)^x^(-2)/x^2, x]/x, x]","F",0,0,0,0,-1,"{}"
360,1,63,0,0.0396895,"\int \frac{-21233664-27869184 x-14846976 x^2-3519936 x^3+219996 x^5+57996 x^6+6804 x^7+324 x^8}{e^8 x^5} \, dx","Int[(-21233664 - 27869184*x - 14846976*x^2 - 3519936*x^3 + 219996*x^5 + 57996*x^6 + 6804*x^7 + 324*x^8)/(E^8*x^5),x]","\frac{81 x^4}{e^8}+\frac{5308416}{e^8 x^4}+\frac{2268 x^3}{e^8}+\frac{9289728}{e^8 x^3}+\frac{28998 x^2}{e^8}+\frac{7423488}{e^8 x^2}+\frac{219996 x}{e^8}+\frac{3519936}{e^8 x}","\frac{81 \left((x+4)^2-x\right)^4}{e^8 x^4}",1,"5308416/(E^8*x^4) + 9289728/(E^8*x^3) + 7423488/(E^8*x^2) + 3519936/(E^8*x) + (219996*x)/E^8 + (28998*x^2)/E^8 + (2268*x^3)/E^8 + (81*x^4)/E^8","B",3,2,42,0.04762,1,"{12, 14}"
361,1,97,0,0.9474679,"\int \frac{64 x-144 x^2-1188 x^3+459 x^4+e^{4 x} \left(-128 x+32 x^2+360 x^3-378 x^4+108 x^5\right)+e^{2 x} \left(864 x^2-504 x^3-540 x^4+324 x^5\right)}{-64+144 x-108 x^2+27 x^3} \, dx","Int[(64*x - 144*x^2 - 1188*x^3 + 459*x^4 + E^(4*x)*(-128*x + 32*x^2 + 360*x^3 - 378*x^4 + 108*x^5) + E^(2*x)*(864*x^2 - 504*x^3 - 540*x^4 + 324*x^5))/(-64 + 144*x - 108*x^2 + 27*x^3),x]","6 e^{2 x} x^2+e^{4 x} x^2-\frac{8 x^2}{(4-3 x)^2}+\frac{17 x^2}{2}+8 e^{2 x} x+24 x+\frac{32 e^{2 x}}{3}-\frac{128 e^{2 x}}{3 (4-3 x)}-\frac{2368}{9 (4-3 x)}+\frac{2432}{9 (4-3 x)^2}","x^2 \left(\frac{9 x}{3 x-4}+e^{2 x}\right)^2-\frac{x^2}{2}",1,"(32*E^(2*x))/3 + 2432/(9*(4 - 3*x)^2) - 2368/(9*(4 - 3*x)) - (128*E^(2*x))/(3*(4 - 3*x)) + 24*x + 8*E^(2*x)*x + (17*x^2)/2 + 6*E^(2*x)*x^2 + E^(4*x)*x^2 - (8*x^2)/(4 - 3*x)^2","B",28,10,94,0.1064,1,"{6688, 6742, 2196, 2176, 2194, 37, 43, 2199, 2177, 2178}"
362,-1,0,0,180.0015903,"\int \frac{\exp \left(1-\exp \left(\frac{x+5 e x+e x \log (3+x)}{5 e+e \log (3+x)}\right)+x\right) \left(e (75+25 x)+e (30+10 x) \log (3+x)+e (3+x) \log ^2(3+x)+\exp \left(\frac{x+5 e x+e x \log (3+x)}{5 e+e \log (3+x)}\right) \left(-15+e (-75-25 x)-4 x+(-3+e (-30-10 x)-x) \log (3+x)+e (-3-x) \log ^2(3+x)\right)\right)}{e (150+50 x)+e (60+20 x) \log (3+x)+e (6+2 x) \log ^2(3+x)+\exp \left(1-\exp \left(\frac{x+5 e x+e x \log (3+x)}{5 e+e \log (3+x)}\right)+x\right) \left(e (75+25 x)+e (30+10 x) \log (3+x)+e (3+x) \log ^2(3+x)\right)} \, dx","Int[(E^(1 - E^((x + 5*E*x + E*x*Log[3 + x])/(5*E + E*Log[3 + x])) + x)*(E*(75 + 25*x) + E*(30 + 10*x)*Log[3 + x] + E*(3 + x)*Log[3 + x]^2 + E^((x + 5*E*x + E*x*Log[3 + x])/(5*E + E*Log[3 + x]))*(-15 + E*(-75 - 25*x) - 4*x + (-3 + E*(-30 - 10*x) - x)*Log[3 + x] + E*(-3 - x)*Log[3 + x]^2)))/(E*(150 + 50*x) + E*(60 + 20*x)*Log[3 + x] + E*(6 + 2*x)*Log[3 + x]^2 + E^(1 - E^((x + 5*E*x + E*x*Log[3 + x])/(5*E + E*Log[3 + x])) + x)*(E*(75 + 25*x) + E*(30 + 10*x)*Log[3 + x] + E*(3 + x)*Log[3 + x]^2)),x]","\text{\$Aborted}","\log \left(e^{x-e^{x+\frac{x}{e (\log (x+3)+5)}}+1}+2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
363,1,251,0,0.5665657,"\int \frac{-16-16 x+60 x^2+156 x^3-124 x^4-399 x^5+243 x^6+1050 x^7+912 x^8+333 x^9+45 x^{10}+\left(16+32 x+80 x^2-256 x^3-687 x^4+245 x^5+1650 x^6+1542 x^7+585 x^8+81 x^9\right) \log (3 x)+\left(16 x-72 x^2-276 x^3+2 x^4+600 x^5+630 x^6+252 x^7+36 x^8\right) \log ^2(3 x)}{8 x} \, dx","Int[(-16 - 16*x + 60*x^2 + 156*x^3 - 124*x^4 - 399*x^5 + 243*x^6 + 1050*x^7 + 912*x^8 + 333*x^9 + 45*x^10 + (16 + 32*x + 80*x^2 - 256*x^3 - 687*x^4 + 245*x^5 + 1650*x^6 + 1542*x^7 + 585*x^8 + 81*x^9)*Log[3*x] + (16*x - 72*x^2 - 276*x^3 + 2*x^4 + 600*x^5 + 630*x^6 + 252*x^7 + 36*x^8)*Log[3*x]^2)/(8*x),x]","\frac{9 x^{10}}{16}+\frac{9 x^9}{2}+\frac{9}{8} x^9 \log (3 x)+\frac{105 x^8}{8}+\frac{9}{16} x^8 \log ^2(3 x)+9 x^8 \log (3 x)+15 x^7+\frac{9}{2} x^7 \log ^2(3 x)+\frac{105}{4} x^7 \log (3 x)+\frac{x^6}{16}+\frac{105}{8} x^6 \log ^2(3 x)+30 x^6 \log (3 x)-10 x^5+15 x^5 \log ^2(3 x)+\frac{1}{8} x^5 \log (3 x)+\frac{3 x^4}{2}+\frac{1}{16} x^4 \log ^2(3 x)-\frac{43}{2} x^4 \log (3 x)+\frac{15 x^3}{2}-\frac{23}{2} x^3 \log ^2(3 x)-3 x^3 \log (3 x)-x^2-\frac{9}{2} x^2 \log ^2(3 x)+\frac{19}{2} x^2 \log (3 x)-2 x+2 x \log ^2(3 x)+\log ^2(3 x)-2 \log (x)","\left(\left(3-\frac{1}{x^2}\right) \left(\frac{x^2}{2}+x\right)^2 (x+\log (3 x))+1\right)^2",1,"-2*x - x^2 + (15*x^3)/2 + (3*x^4)/2 - 10*x^5 + x^6/16 + 15*x^7 + (105*x^8)/8 + (9*x^9)/2 + (9*x^10)/16 - 2*Log[x] + (19*x^2*Log[3*x])/2 - 3*x^3*Log[3*x] - (43*x^4*Log[3*x])/2 + (x^5*Log[3*x])/8 + 30*x^6*Log[3*x] + (105*x^7*Log[3*x])/4 + 9*x^8*Log[3*x] + (9*x^9*Log[3*x])/8 + Log[3*x]^2 + 2*x*Log[3*x]^2 - (9*x^2*Log[3*x]^2)/2 - (23*x^3*Log[3*x]^2)/2 + (x^4*Log[3*x]^2)/16 + 15*x^5*Log[3*x]^2 + (105*x^6*Log[3*x]^2)/8 + (9*x^7*Log[3*x]^2)/2 + (9*x^8*Log[3*x]^2)/16","B",35,9,153,0.05882,1,"{12, 14, 2357, 2295, 2301, 2304, 2356, 2296, 2305}"
364,1,209,0,0.8378377,"\int \frac{32 e^4 x^3+2 x^4+e^{32-16 x+2 x^2} \left(-16 x^3+4 x^4+e^8 \left(-512-4096 x+1024 x^2\right)+e^4 \left(-32 x-512 x^2+128 x^3\right)\right)+e^{16-8 x+x^2} \left(2 x^3-16 x^4+4 x^5+e^8 \left(-512 x-4096 x^2+1024 x^3\right)+e^4 \left(-512 x^3+128 x^4\right)\right)}{e^8 x^3} \, dx","Int[(32*E^4*x^3 + 2*x^4 + E^(32 - 16*x + 2*x^2)*(-16*x^3 + 4*x^4 + E^8*(-512 - 4096*x + 1024*x^2) + E^4*(-32*x - 512*x^2 + 128*x^3)) + E^(16 - 8*x + x^2)*(2*x^3 - 16*x^4 + 4*x^5 + E^8*(-512*x - 4096*x^2 + 1024*x^3) + E^4*(-512*x^3 + 128*x^4)))/(E^8*x^3),x]","-\frac{\left(1-256 e^4+512 e^8\right) \sqrt{\pi } \text{erfi}(4-x)}{e^8}+\frac{32 \left(1-8 e^4\right) \sqrt{\pi } \text{erfi}(4-x)}{e^8}-\frac{31 \sqrt{\pi } \text{erfi}(4-x)}{e^8}+512 \sqrt{\pi } \text{erfi}(4-x)+\frac{512 e^{x^2-8 x+16}}{x}+\frac{e^{2 (4-x)^2-8} \left(-x^3+4 \left(1-4 e^4\right) x^2+64 e^4 x\right) \left(x+16 e^4\right)}{(4-x) x^3}+\frac{\left(x+16 e^4\right)^2}{e^8}+16 e^{(x-4)^2-8}-2 e^{(x-4)^2-8} (4-x)-8 \left(1-8 e^4\right) e^{(x-4)^2-8}","\frac{\left(x+e^{(x-4)^2}\right)^2 \left(\frac{x}{e^4}+16\right)^2}{x^2}",1,"16*E^(-8 + (-4 + x)^2) - 8*E^(-8 + (-4 + x)^2)*(1 - 8*E^4) - 2*E^(-8 + (-4 + x)^2)*(4 - x) + (512*E^(16 - 8*x + x^2))/x + (16*E^4 + x)^2/E^8 + (E^(-8 + 2*(4 - x)^2)*(16*E^4 + x)*(64*E^4*x + 4*(1 - 4*E^4)*x^2 - x^3))/((4 - x)*x^3) + 512*Sqrt[Pi]*Erfi[4 - x] - (31*Sqrt[Pi]*Erfi[4 - x])/E^8 + (32*(1 - 8*E^4)*Sqrt[Pi]*Erfi[4 - x])/E^8 - ((1 - 256*E^4 + 512*E^8)*Sqrt[Pi]*Erfi[4 - x])/E^8","C",23,11,137,0.08029,1,"{12, 14, 2288, 6742, 2227, 2204, 2242, 2234, 2226, 2209, 2212}"
365,0,0,0,0.6423457,"\int \frac{-60-5 x+60 x^2}{60 x-49 x^2+6 x^3+\left(-45 x^2+30 x^3\right) \log \left(\left(3 x-2 x^2\right) \log (\log (2))\right)} \, dx","Int[(-60 - 5*x + 60*x^2)/(60*x - 49*x^2 + 6*x^3 + (-45*x^2 + 30*x^3)*Log[(3*x - 2*x^2)*Log[Log[2]]]),x]","\int \frac{-60-5 x+60 x^2}{60 x-49 x^2+6 x^3+\left(-45 x^2+30 x^3\right) \log \left(\left(3 x-2 x^2\right) \log (\log (2))\right)} \, dx","\log \left(-\frac{4}{3 x}+\log ((3-2 x) x \log (\log (2)))+\frac{1}{5}\right)",1,"30*Defer[Int][(-20 + 3*x + 15*x*Log[(3 - 2*x)*x*Log[Log[2]]])^(-1), x] + 20*Defer[Int][1/(x*(-20 + 3*x + 15*x*Log[(3 - 2*x)*x*Log[Log[2]]])), x] + 45*Defer[Int][1/((-3 + 2*x)*(-20 + 3*x + 15*x*Log[(3 - 2*x)*x*Log[Log[2]]])), x]","F",0,0,0,0,-1,"{}"
366,1,16,0,0.0437548,"\int \frac{-15 x^2+2 \log (x)-4 \log ^2(x)}{x^5} \, dx","Int[(-15*x^2 + 2*Log[x] - 4*Log[x]^2)/x^5,x]","\frac{\log ^2(x)}{x^4}+\frac{15}{2 x^2}","\frac{\frac{15 x^2}{2}+\log ^2(x)}{x^4}",1,"15/(2*x^2) + Log[x]^2/x^4","A",5,3,20,0.1500,1,"{14, 2304, 2305}"
367,1,41,0,0.0898945,"\int \frac{80-40 x+\left(480 e^{25}-40 x\right) \log \left(12 e^{25}-x\right)}{12 e^{25}-x} \, dx","Int[(80 - 40*x + (480*E^25 - 40*x)*Log[12*E^25 - x])/(12*E^25 - x),x]","-40 \left(12 e^{25}-x\right) \log \left(12 e^{25}-x\right)-80 \left(1-6 e^{25}\right) \log \left(12 e^{25}-x\right)","40 (x-2) \log \left(12 e^{25}-x\right)",1,"-80*(1 - 6*E^25)*Log[12*E^25 - x] - 40*(12*E^25 - x)*Log[12*E^25 - x]","B",6,4,37,0.1081,1,"{6742, 43, 2389, 2295}"
368,0,0,0,3.9487949,"\int \frac{-125-15 e^{2 x^2}-e^{3 x^2}+e^{x^2} \left(-75+e^8 \left(4 x^2-4 x^3\right)\right)+\left(-125+e^{3 x^2} (-1+x)+125 x+e^{2 x^2} (-15+15 x)+e^{x^2} (-75+75 x)\right) \log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right) \log \left(\log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right)\right)}{\left(-125+e^{3 x^2} (-1+x)+125 x+e^{2 x^2} (-15+15 x)+e^{x^2} (-75+75 x)\right) \log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right)} \, dx","Int[(-125 - 15*E^(2*x^2) - E^(3*x^2) + E^x^2*(-75 + E^8*(4*x^2 - 4*x^3)) + (-125 + E^(3*x^2)*(-1 + x) + 125*x + E^(2*x^2)*(-15 + 15*x) + E^x^2*(-75 + 75*x))*Log[(E^(E^8/(25 + 10*E^x^2 + E^(2*x^2)))*x)/(-4 + 4*x)]*Log[Log[(E^(E^8/(25 + 10*E^x^2 + E^(2*x^2)))*x)/(-4 + 4*x)]])/((-125 + E^(3*x^2)*(-1 + x) + 125*x + E^(2*x^2)*(-15 + 15*x) + E^x^2*(-75 + 75*x))*Log[(E^(E^8/(25 + 10*E^x^2 + E^(2*x^2)))*x)/(-4 + 4*x)]),x]","\int \frac{-125-15 e^{2 x^2}-e^{3 x^2}+e^{x^2} \left(-75+e^8 \left(4 x^2-4 x^3\right)\right)+\left(-125+e^{3 x^2} (-1+x)+125 x+e^{2 x^2} (-15+15 x)+e^{x^2} (-75+75 x)\right) \log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right) \log \left(\log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right)\right)}{\left(-125+e^{3 x^2} (-1+x)+125 x+e^{2 x^2} (-15+15 x)+e^{x^2} (-75+75 x)\right) \log \left(\frac{e^{\frac{e^8}{25+10 e^{x^2}+e^{2 x^2}}} x}{-4+4 x}\right)} \, dx","x \log \left(\log \left(\frac{e^{\frac{e^8}{\left(e^{x^2}+5\right)^2}} x}{4 (x-1)}\right)\right)",1,"-Defer[Int][1/((-1 + x)*Log[(E^(E^8/(5 + E^x^2)^2)*x)/(4*(-1 + x))]), x] + 20*E^8*Defer[Int][x^2/((5 + E^x^2)^3*Log[(E^(E^8/(5 + E^x^2)^2)*x)/(4*(-1 + x))]), x] - 4*E^8*Defer[Int][x^2/((5 + E^x^2)^2*Log[(E^(E^8/(5 + E^x^2)^2)*x)/(4*(-1 + x))]), x] + Defer[Int][Log[Log[(E^(E^8/(5 + E^x^2)^2)*x)/(4*(-1 + x))]], x]","F",0,0,0,0,-1,"{}"
369,1,222,0,0.4300579,"\int \frac{\exp \left(-\frac{-50 x+25 x^2}{-56 x+20 x^2+4 x^3+(7+x) \log (5)}\right) \left(3136 x^2-2240 x^3-48 x^4+160 x^5+16 x^6+\left(-784 x+168 x^2+96 x^3+8 x^4\right) \log (5)+\left(49+14 x+x^2\right) \log ^2(5)+\left(400 x^3-400 x^4+100 x^5+\left(350 x-350 x^2-25 x^3\right) \log (5)\right) \log (x)\right)}{3136 x^3-2240 x^4-48 x^5+160 x^6+16 x^7+\left(-784 x^2+168 x^3+96 x^4+8 x^5\right) \log (5)+\left(49 x+14 x^2+x^3\right) \log ^2(5)} \, dx","Int[(3136*x^2 - 2240*x^3 - 48*x^4 + 160*x^5 + 16*x^6 + (-784*x + 168*x^2 + 96*x^3 + 8*x^4)*Log[5] + (49 + 14*x + x^2)*Log[5]^2 + (400*x^3 - 400*x^4 + 100*x^5 + (350*x - 350*x^2 - 25*x^3)*Log[5])*Log[x])/(E^((-50*x + 25*x^2)/(-56*x + 20*x^2 + 4*x^3 + (7 + x)*Log[5]))*(3136*x^3 - 2240*x^4 - 48*x^5 + 160*x^6 + 16*x^7 + (-784*x^2 + 168*x^3 + 96*x^4 + 8*x^5)*Log[5] + (49*x + 14*x^2 + x^3)*Log[5]^2)),x]","\frac{\left(4 x^5-16 x^4+16 x^3+\left(-x^3-14 x^2+14 x\right) \log (5)\right) \log (x) \exp \left(-\frac{25 \left(2 x-x^2\right)}{-4 x^3-20 x^2+56 x-(x+7) \log (5)}\right)}{\left(16 x^7+160 x^6-48 x^5-2240 x^4+3136 x^3+\left(x^3+14 x^2+49 x\right) \log ^2(5)-8 \left(-x^5-12 x^4-21 x^3+98 x^2\right) \log (5)\right) \left(\frac{\left(2 x-x^2\right) \left(-12 x^2-40 x+56-\log (5)\right)}{\left(-4 x^3-20 x^2+56 x-(x+7) \log (5)\right)^2}-\frac{2 (1-x)}{-4 x^3-20 x^2+56 x-(x+7) \log (5)}\right)}","\log (x) \exp \left(-\frac{5 x}{4 \left(\frac{x+2}{5}+1\right) \left(x+\frac{\log (5)}{4 (x-2)}\right)}\right)",1,"((16*x^3 - 16*x^4 + 4*x^5 + (14*x - 14*x^2 - x^3)*Log[5])*Log[x])/(E^((25*(2*x - x^2))/(56*x - 20*x^2 - 4*x^3 - (7 + x)*Log[5]))*(3136*x^3 - 2240*x^4 - 48*x^5 + 160*x^6 + 16*x^7 - 8*(98*x^2 - 21*x^3 - 12*x^4 - x^5)*Log[5] + (49*x + 14*x^2 + x^3)*Log[5]^2)*(((2*x - x^2)*(56 - 40*x - 12*x^2 - Log[5]))/(56*x - 20*x^2 - 4*x^3 - (7 + x)*Log[5])^2 - (2*(1 - x))/(56*x - 20*x^2 - 4*x^3 - (7 + x)*Log[5])))","B",1,1,202,0.004950,1,"{2288}"
370,1,28,0,0.0369609,"\int \frac{1}{5} \left(-55+6 x+60 x^2+\left(-60+12 x-90 x^2\right) \log (x)\right) \, dx","Int[(-55 + 6*x + 60*x^2 + (-60 + 12*x - 90*x^2)*Log[x])/5,x]","6 x^3-6 x^3 \log (x)+\frac{6}{5} x^2 \log (x)+x-12 x \log (x)","x-6 x^2 \left(\left(x-\frac{\frac{x}{5}-2}{x}\right) \log (x)-x\right)",1,"x + 6*x^3 - 12*x*Log[x] + (6*x^2*Log[x])/5 - 6*x^3*Log[x]","A",7,4,27,0.1481,1,"{12, 2356, 2295, 2304}"
371,1,21,0,0.1054266,"\int \frac{1}{2} e^{-x} \left(e^x (30+e)-30 x+15 x^2\right) \, dx","Int[(E^x*(30 + E) - 30*x + 15*x^2)/(2*E^x),x]","\frac{1}{2} (30+e) x-\frac{15}{2} e^{-x} x^2","\frac{1}{2} \left(5 \left(6 x-3 \left(e^{-x} x^2+1\right)\right)+e x\right)",1,"((30 + E)*x)/2 - (15*x^2)/(2*E^x)","A",10,5,25,0.2000,1,"{12, 6688, 2196, 2176, 2194}"
372,1,20,0,0.0249284,"\int \left(4 e^3+e^{2 e^{2 x}} \left(e^3+4 e^{3+2 x} x\right)\right) \, dx","Int[4*E^3 + E^(2*E^(2*x))*(E^3 + 4*E^(3 + 2*x)*x),x]","e^{2 e^{2 x}+3} x+4 e^3 x","e^3 \left(e^{2 e^{2 x}}+4\right) x",1,"4*E^3*x + E^(3 + 2*E^(2*x))*x","A",2,1,30,0.03333,1,"{2288}"
373,1,232,0,1.2461141,"\int \frac{\left(1152 e^3+96 x-1152 \log (4)\right) \log \left(-\frac{12}{5+20 x}\right)+(12+48 x) \log ^2\left(-\frac{12}{5+20 x}\right)}{x^2+4 x^3+e^6 (144+576 x)+e^3 \left(24 x+96 x^2\right)+\left(e^3 (-288-1152 x)-24 x-96 x^2\right) \log (4)+(144+576 x) \log ^2(4)} \, dx","Int[((1152*E^3 + 96*x - 1152*Log[4])*Log[-12/(5 + 20*x)] + (12 + 48*x)*Log[-12/(5 + 20*x)]^2)/(x^2 + 4*x^3 + E^6*(144 + 576*x) + E^3*(24*x + 96*x^2) + (E^3*(-288 - 1152*x) - 24*x - 96*x^2)*Log[4] + (144 + 576*x)*Log[4]^2),x]","-\frac{96 \text{Li}_2\left(\frac{4 \left(x+12 \left(e^3-\log (4)\right)\right)}{4 x+1}\right)}{1-48 e^3+48 \log (4)}+\frac{96 \text{Li}_2\left(\frac{4 x+1}{1-48 e^3+48 \log (4)}\right)}{1-48 e^3+48 \log (4)}-\frac{12 (4 x+1) \log ^2\left(-\frac{12}{5 (4 x+1)}\right)}{\left(1-48 e^3+48 \log (4)\right) \left(x+12 \left(e^3-\log (4)\right)\right)}-\frac{96 \log \left(-\frac{4 \left(x+12 \left(e^3-\log (4)\right)\right)}{1-48 e^3+48 \log (4)}\right) \log \left(-\frac{12}{5 (4 x+1)}\right)}{1-48 e^3+48 \log (4)}+\frac{96 \log \left(-\frac{12}{5 \left(1-48 e^3+48 \log (4)\right)}\right) \log \left(\frac{x+12 \left(e^3-\log (4)\right)}{4 x+1}\right)}{1-48 e^3+48 \log (4)}","\frac{\log ^2\left(\frac{3}{5 \left(\frac{3}{4}-x\right)-5}\right)}{-\frac{x}{12}-e^3+\log (4)}",1,"(-12*(1 + 4*x)*Log[-12/(5*(1 + 4*x))]^2)/((x + 12*(E^3 - Log[4]))*(1 - 48*E^3 + 48*Log[4])) + (96*Log[(x + 12*(E^3 - Log[4]))/(1 + 4*x)]*Log[-12/(5*(1 - 48*E^3 + 48*Log[4]))])/(1 - 48*E^3 + 48*Log[4]) - (96*Log[-12/(5*(1 + 4*x))]*Log[(-4*(x + 12*(E^3 - Log[4])))/(1 - 48*E^3 + 48*Log[4])])/(1 - 48*E^3 + 48*Log[4]) - (96*PolyLog[2, (4*(x + 12*(E^3 - Log[4])))/(1 + 4*x)])/(1 - 48*E^3 + 48*Log[4]) + (96*PolyLog[2, (1 + 4*x)/(1 - 48*E^3 + 48*Log[4])])/(1 - 48*E^3 + 48*Log[4])","C",15,16,108,0.1481,1,"{6, 6688, 12, 6742, 36, 31, 2395, 2411, 2343, 2333, 2316, 2315, 2397, 2394, 2393, 2391}"
374,0,0,0,3.3832775,"\int \frac{e^{-x} \left(e^x \left(2 x^2+4 x^3+2 x^4\right)+e^{\frac{2 e^{-x} \left(e^{16}+\log (4)\right)}{x}} \left(e^x x^2+e^{16} \left(2+4 x+2 x^2\right)+\left(2+4 x+2 x^2\right) \log (4)\right)\right)}{2 x^2+4 x^3+2 x^4} \, dx","Int[(E^x*(2*x^2 + 4*x^3 + 2*x^4) + E^((2*(E^16 + Log[4]))/(E^x*x))*(E^x*x^2 + E^16*(2 + 4*x + 2*x^2) + (2 + 4*x + 2*x^2)*Log[4]))/(E^x*(2*x^2 + 4*x^3 + 2*x^4)),x]","\int \frac{e^{-x} \left(e^x \left(2 x^2+4 x^3+2 x^4\right)+e^{\frac{2 e^{-x} \left(e^{16}+\log (4)\right)}{x}} \left(e^x x^2+e^{16} \left(2+4 x+2 x^2\right)+\left(2+4 x+2 x^2\right) \log (4)\right)\right)}{2 x^2+4 x^3+2 x^4} \, dx","x-\frac{e^{\frac{2 e^{-x} \left(e^{16}+\log (4)\right)}{x}}}{2 x+2}",1,"x + (E^16 + Log[4])*Defer[Int][E^(-x + (2*(E^16 + Log[4]))/(E^x*x))/x^2, x] + Defer[Int][E^((2*(E^16 + Log[4]))/(E^x*x))/(1 + x)^2, x]/2","F",0,0,0,0,-1,"{}"
375,1,15,0,0.0547664,"\int \frac{-16-60 x-25 x^2-3 x^3}{16 x+8 x^2+x^3} \, dx","Int[(-16 - 60*x - 25*x^2 - 3*x^3)/(16*x + 8*x^2 + x^3),x]","-3 x+\frac{4}{x+4}-\log (x)","-\frac{x}{x+4}-3 x-\log (x)-4",1,"-3*x + 4/(4 + x) - Log[x]","A",4,3,30,0.1000,1,"{1594, 27, 1620}"
376,1,50,0,0.0466309,"\int \frac{-4 x^2-6 x^3-2 x^4+\left(10 x+16 x^2+6 x^3\right) \log (8)+\left(-6-10 x-4 x^2\right) \log ^2(8)}{x^7} \, dx","Int[(-4*x^2 - 6*x^3 - 2*x^4 + (10*x + 16*x^2 + 6*x^3)*Log[8] + (-6 - 10*x - 4*x^2)*Log[8]^2)/x^7,x]","\frac{\log ^2(8)}{x^6}-\frac{2 (1-\log (8)) \log (8)}{x^5}+\frac{1+\log ^2(8)-4 \log (8)}{x^4}+\frac{2 (1-\log (8))}{x^3}+\frac{1}{x^2}","\frac{\left(\frac{1}{x}+1\right)^2 (x-\log (8))^2}{x^4}",1,"x^(-2) + (2*(1 - Log[8]))/x^3 - (2*(1 - Log[8])*Log[8])/x^5 + Log[8]^2/x^6 + (1 - 4*Log[8] + Log[8]^2)/x^4","B",2,1,52,0.01923,1,"{14}"
377,1,29,0,1.2428663,"\int \frac{-40-40 x+110 x^2+120 x^3-98 x^4-112 x^5+16 x^6+36 x^7+8 x^8+e^{3 e^8} \left(-4-12 x-8 x^2\right)+e^3 \left(4+12 x+8 x^2\right)+e^2 \left(-26-60 x+60 x^3+24 x^4\right)+e \left(56+92 x-88 x^2-180 x^3+12 x^4+84 x^5+24 x^6\right)+e^{2 e^8} \left(-26-60 x+60 x^3+24 x^4+e \left(12+36 x+24 x^2\right)\right)+e^{e^8} \left(-56-92 x+88 x^2+180 x^3-12 x^4-84 x^5-24 x^6+e^2 \left(-12-36 x-24 x^2\right)+e \left(52+120 x-120 x^3-48 x^4\right)\right)+\left(10+20 x-20 x^3-8 x^4+e \left(-4-12 x-8 x^2\right)+e^{e^8} \left(4+12 x+8 x^2\right)\right) \log (1+x)}{1+x} \, dx","Int[(-40 - 40*x + 110*x^2 + 120*x^3 - 98*x^4 - 112*x^5 + 16*x^6 + 36*x^7 + 8*x^8 + E^(3*E^8)*(-4 - 12*x - 8*x^2) + E^3*(4 + 12*x + 8*x^2) + E^2*(-26 - 60*x + 60*x^3 + 24*x^4) + E*(56 + 92*x - 88*x^2 - 180*x^3 + 12*x^4 + 84*x^5 + 24*x^6) + E^(2*E^8)*(-26 - 60*x + 60*x^3 + 24*x^4 + E*(12 + 36*x + 24*x^2)) + E^E^8*(-56 - 92*x + 88*x^2 + 180*x^3 - 12*x^4 - 84*x^5 - 24*x^6 + E^2*(-12 - 36*x - 24*x^2) + E*(52 + 120*x - 120*x^3 - 48*x^4)) + (10 + 20*x - 20*x^3 - 8*x^4 + E*(-4 - 12*x - 8*x^2) + E^E^8*(4 + 12*x + 8*x^2))*Log[1 + x])/(1 + x),x]","\left(\left(-x^2-x+e^{e^8}-e+2\right)^2-\log (x+1)\right)^2","\left(\log (x+1)-\left(x^2+x-e^{e^8}+e-2\right)^2\right)^2",1,"((2 - E + E^E^8 - x - x^2)^2 - Log[1 + x])^2","A",3,3,279,0.01075,1,"{6688, 12, 6686}"
378,0,0,0,0.496685,"\int \frac{\left(1-9 \log \left(\frac{3}{x}\right)\right) \log (\log (3))+\log \left(\frac{3}{x}\right) \log (\log (3)) \log \left(\log \left(\frac{3}{x}\right)\right)}{\left(81-72 x+16 x^2\right) \log \left(\frac{3}{x}\right)+(-18+8 x) \log \left(\frac{3}{x}\right) \log \left(\log \left(\frac{3}{x}\right)\right)+\log \left(\frac{3}{x}\right) \log ^2\left(\log \left(\frac{3}{x}\right)\right)} \, dx","Int[((1 - 9*Log[3/x])*Log[Log[3]] + Log[3/x]*Log[Log[3]]*Log[Log[3/x]])/((81 - 72*x + 16*x^2)*Log[3/x] + (-18 + 8*x)*Log[3/x]*Log[Log[3/x]] + Log[3/x]*Log[Log[3/x]]^2),x]","\int \frac{\left(1-9 \log \left(\frac{3}{x}\right)\right) \log (\log (3))+\log \left(\frac{3}{x}\right) \log (\log (3)) \log \left(\log \left(\frac{3}{x}\right)\right)}{\left(81-72 x+16 x^2\right) \log \left(\frac{3}{x}\right)+(-18+8 x) \log \left(\frac{3}{x}\right) \log \left(\log \left(\frac{3}{x}\right)\right)+\log \left(\frac{3}{x}\right) \log ^2\left(\log \left(\frac{3}{x}\right)\right)} \, dx","\log (\log (3)) \left(\frac{x}{4 x+\log \left(\log \left(\frac{3}{x}\right)\right)-9}+16\right)",1,"-4*Log[Log[3]]*Defer[Int][x/(-9 + 4*x + Log[Log[3/x]])^2, x] + Log[Log[3]]*Defer[Int][1/(Log[3/x]*(-9 + 4*x + Log[Log[3/x]])^2), x] + Log[Log[3]]*Defer[Int][(-9 + 4*x + Log[Log[3/x]])^(-1), x]","F",0,0,0,0,-1,"{}"
379,-1,0,0,180.001296,"\int \frac{-4 x^6+2 x^6 \log (2)+e^{4 x^2} \left(-4 x^2+2 x^2 \log (2)\right)+e^{3 x^2} \left(-16 x^3+8 x^3 \log (2)\right)+\left(-4 x^3-3 x^2 \log (2)\right) \log (4)+e^{2 x^2} \left(-24 x^4+12 x^4 \log (2)+\left(-2 x-4 x^3+\left(-1-4 x^2\right) \log (2)\right) \log (4)\right)+e^{x^2} \left(-16 x^5+8 x^5 \log (2)+\left(-6 x^2-4 x^4+\left(-4 x-4 x^3\right) \log (2)\right) \log (4)\right)}{16 x^6+16 x^7+4 x^8+e^{4 x^2} \left(16 x^2+16 x^3+4 x^4\right)+e^{3 x^2} \left(64 x^3+64 x^4+16 x^5\right)+\left(8 x^3+4 x^4\right) \log (4)+\log ^2(4)+e^{2 x^2} \left(96 x^4+96 x^5+24 x^6+\left(8 x+4 x^2\right) \log (4)\right)+e^{x^2} \left(64 x^5+64 x^6+16 x^7+\left(16 x^2+8 x^3\right) \log (4)\right)} \, dx","Int[(-4*x^6 + 2*x^6*Log[2] + E^(4*x^2)*(-4*x^2 + 2*x^2*Log[2]) + E^(3*x^2)*(-16*x^3 + 8*x^3*Log[2]) + (-4*x^3 - 3*x^2*Log[2])*Log[4] + E^(2*x^2)*(-24*x^4 + 12*x^4*Log[2] + (-2*x - 4*x^3 + (-1 - 4*x^2)*Log[2])*Log[4]) + E^x^2*(-16*x^5 + 8*x^5*Log[2] + (-6*x^2 - 4*x^4 + (-4*x - 4*x^3)*Log[2])*Log[4]))/(16*x^6 + 16*x^7 + 4*x^8 + E^(4*x^2)*(16*x^2 + 16*x^3 + 4*x^4) + E^(3*x^2)*(64*x^3 + 64*x^4 + 16*x^5) + (8*x^3 + 4*x^4)*Log[4] + Log[4]^2 + E^(2*x^2)*(96*x^4 + 96*x^5 + 24*x^6 + (8*x + 4*x^2)*Log[4]) + E^x^2*(64*x^5 + 64*x^6 + 16*x^7 + (16*x^2 + 8*x^3)*Log[4])),x]","\text{\$Aborted}","\frac{-x-\log (2)}{\frac{\log (4)}{\left(e^{x^2}+x\right)^2 x}+2 x+4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
380,0,0,0,2.8348817,"\int \frac{-2-5 x+2 x^2+e^{e^x} \left(1+2 x-2 e^x x\right)+\left(6+e^{e^x} \left(-2+2 e^x\right)-2 x\right) \log \left(2-e^{e^x}-x\right)}{-2+e^{e^x}+x} \, dx","Int[(-2 - 5*x + 2*x^2 + E^E^x*(1 + 2*x - 2*E^x*x) + (6 + E^E^x*(-2 + 2*E^x) - 2*x)*Log[2 - E^E^x - x])/(-2 + E^E^x + x),x]","\int \frac{-2-5 x+2 x^2+e^{e^x} \left(1+2 x-2 e^x x\right)+\left(6+e^{e^x} \left(-2+2 e^x\right)-2 x\right) \log \left(2-e^{e^x}-x\right)}{-2+e^{e^x}+x} \, dx","x+\left(\log \left(-x-e^{e^x}+2\right)-x\right)^2-\frac{1}{3}",1,"-2*Defer[Int][(-2 + E^E^x + x)^(-1), x] + 6*Log[2 - E^E^x - x]*Defer[Int][(-2 + E^E^x + x)^(-1), x] + Defer[Int][E^E^x/(-2 + E^E^x + x), x] - 2*Log[2 - E^E^x - x]*Defer[Int][E^E^x/(-2 + E^E^x + x), x] + 2*Log[2 - E^E^x - x]*Defer[Int][E^(E^x + x)/(-2 + E^E^x + x), x] - 5*Defer[Int][x/(-2 + E^E^x + x), x] - 2*Log[2 - E^E^x - x]*Defer[Int][x/(-2 + E^E^x + x), x] + 2*Defer[Int][(E^E^x*x)/(-2 + E^E^x + x), x] - 2*Defer[Int][(E^(E^x + x)*x)/(-2 + E^E^x + x), x] + 2*Defer[Int][x^2/(-2 + E^E^x + x), x] - 6*Defer[Int][Defer[Int][(-2 + E^E^x + x)^(-1), x]/(-2 + E^E^x + x), x] - 6*Defer[Int][(E^(E^x + x)*Defer[Int][(-2 + E^E^x + x)^(-1), x])/(-2 + E^E^x + x), x] + 2*Defer[Int][Defer[Int][E^E^x/(-2 + E^E^x + x), x]/(-2 + E^E^x + x), x] + 2*Defer[Int][(E^(E^x + x)*Defer[Int][E^E^x/(-2 + E^E^x + x), x])/(-2 + E^E^x + x), x] - 2*Defer[Int][Defer[Int][E^(E^x + x)/(-2 + E^E^x + x), x]/(-2 + E^E^x + x), x] - 2*Defer[Int][(E^(E^x + x)*Defer[Int][E^(E^x + x)/(-2 + E^E^x + x), x])/(-2 + E^E^x + x), x] + 2*Defer[Int][Defer[Int][x/(-2 + E^E^x + x), x]/(-2 + E^E^x + x), x] + 2*Defer[Int][(E^(E^x + x)*Defer[Int][x/(-2 + E^E^x + x), x])/(-2 + E^E^x + x), x]","F",0,0,0,0,-1,"{}"
381,1,22,0,0.0894779,"\int \frac{1}{2} e^{-2 x} \left(-e^{e^{-2 x}}+e^{2 x} \left(36 x-6 x^2\right)\right) \, dx","Int[(-E^E^(-2*x) + E^(2*x)*(36*x - 6*x^2))/(2*E^(2*x)),x]","-x^3+9 x^2+\frac{1}{4} e^{e^{-2 x}}","(9-x) x^2+\frac{1}{4} e^{e^{-2 x}}-2",1,"E^E^(-2*x)/4 + 9*x^2 - x^3","A",7,5,34,0.1471,1,"{12, 6688, 2282, 2194, 43}"
382,1,76,0,0.4970385,"\int \frac{-x+\exp \left(192 x-48 x^3+3 x^5+\left(128-32 x^2+2 x^4\right) \log (x)\right) \left(128+192 x-32 x^2-144 x^3+2 x^4+15 x^5+\left(-64 x^2+8 x^4\right) \log (x)\right)}{x} \, dx","Int[(-x + E^(192*x - 48*x^3 + 3*x^5 + (128 - 32*x^2 + 2*x^4)*Log[x])*(128 + 192*x - 32*x^2 - 144*x^3 + 2*x^4 + 15*x^5 + (-64*x^2 + 8*x^4)*Log[x]))/x,x]","-\frac{e^{3 x \left(8-x^2\right)^2} \left(8-x^2\right) \left(8 x-5 x^3\right) x^{2 x^4-32 x^2+127}}{4 x^2 \left(8-x^2\right)-\left(8-x^2\right)^2}-x","e^{2 \left(x^2-8\right)^2 \left(\frac{3 x}{2}+\log (x)\right)}-x",1,"-x - (E^(3*x*(8 - x^2)^2)*x^(127 - 32*x^2 + 2*x^4)*(8 - x^2)*(8*x - 5*x^3))/(4*x^2*(8 - x^2) - (8 - x^2)^2)","B",3,2,79,0.02532,1,"{14, 2288}"
383,0,0,0,3.2905332,"\int \frac{\exp \left(e^{\frac{-6-e^5+7 x}{16-16 x+4 x^2}}+\frac{-6-e^5+7 x}{16-16 x+4 x^2}\right) \left(-2+2 e^5-7 x\right)}{-32+48 x-24 x^2+4 x^3} \, dx","Int[(E^(E^((-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2)) + (-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2))*(-2 + 2*E^5 - 7*x))/(-32 + 48*x - 24*x^2 + 4*x^3),x]","\int \frac{\exp \left(e^{\frac{-6-e^5+7 x}{16-16 x+4 x^2}}+\frac{-6-e^5+7 x}{16-16 x+4 x^2}\right) \left(-2+2 e^5-7 x\right)}{-32+48 x-24 x^2+4 x^3} \, dx","e^{e^{\frac{7 x-e^5-6}{(2 x-4)^2}}}",1,"-1/2*((8 - E^5)*Defer[Int][E^(E^((-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2)) + (-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2))/(-2 + x)^3, x]) - (7*Defer[Int][E^(E^((-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2)) + (-6 - E^5 + 7*x)/(16 - 16*x + 4*x^2))/(-2 + x)^2, x])/4","F",0,0,0,0,-1,"{}"
384,1,3,0,0.0014861,"\int 3 x^2 \, dx","Int[3*x^2,x]","x^3","x^3+e^5",1,"x^3","A",2,2,5,0.4000,1,"{12, 30}"
385,0,0,0,10.5564759,"\int \frac{8 x+25600 \log \left(\frac{1}{x}\right)+2560 \log ^2\left(\frac{1}{x}\right)+\left(-5120 \log \left(\frac{1}{x}\right)-256 \log ^2\left(\frac{1}{x}\right)\right) \log (x)+256 \log \left(\frac{1}{x}\right) \log ^2(x)+\left(-40+8 x-12800 \log ^2\left(\frac{1}{x}\right)+2560 \log ^2\left(\frac{1}{x}\right) \log (x)-128 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right) \log \left(5-x+1600 \log ^2\left(\frac{1}{x}\right)-320 \log ^2\left(\frac{1}{x}\right) \log (x)+16 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right)}{\left(5 x^3-x^4+1600 x^3 \log ^2\left(\frac{1}{x}\right)-320 x^3 \log ^2\left(\frac{1}{x}\right) \log (x)+16 x^3 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right) \log ^3\left(5-x+1600 \log ^2\left(\frac{1}{x}\right)-320 \log ^2\left(\frac{1}{x}\right) \log (x)+16 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right)} \, dx","Int[(8*x + 25600*Log[x^(-1)] + 2560*Log[x^(-1)]^2 + (-5120*Log[x^(-1)] - 256*Log[x^(-1)]^2)*Log[x] + 256*Log[x^(-1)]*Log[x]^2 + (-40 + 8*x - 12800*Log[x^(-1)]^2 + 2560*Log[x^(-1)]^2*Log[x] - 128*Log[x^(-1)]^2*Log[x]^2)*Log[5 - x + 1600*Log[x^(-1)]^2 - 320*Log[x^(-1)]^2*Log[x] + 16*Log[x^(-1)]^2*Log[x]^2])/((5*x^3 - x^4 + 1600*x^3*Log[x^(-1)]^2 - 320*x^3*Log[x^(-1)]^2*Log[x] + 16*x^3*Log[x^(-1)]^2*Log[x]^2)*Log[5 - x + 1600*Log[x^(-1)]^2 - 320*Log[x^(-1)]^2*Log[x] + 16*Log[x^(-1)]^2*Log[x]^2]^3),x]","\int \frac{8 x+25600 \log \left(\frac{1}{x}\right)+2560 \log ^2\left(\frac{1}{x}\right)+\left(-5120 \log \left(\frac{1}{x}\right)-256 \log ^2\left(\frac{1}{x}\right)\right) \log (x)+256 \log \left(\frac{1}{x}\right) \log ^2(x)+\left(-40+8 x-12800 \log ^2\left(\frac{1}{x}\right)+2560 \log ^2\left(\frac{1}{x}\right) \log (x)-128 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right) \log \left(5-x+1600 \log ^2\left(\frac{1}{x}\right)-320 \log ^2\left(\frac{1}{x}\right) \log (x)+16 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right)}{\left(5 x^3-x^4+1600 x^3 \log ^2\left(\frac{1}{x}\right)-320 x^3 \log ^2\left(\frac{1}{x}\right) \log (x)+16 x^3 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right) \log ^3\left(5-x+1600 \log ^2\left(\frac{1}{x}\right)-320 \log ^2\left(\frac{1}{x}\right) \log (x)+16 \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right)} \, dx","\frac{4}{x^2 \log ^2\left(-x+16 \log ^2\left(\frac{1}{x}\right) (\log (x)-10)^2+5\right)}",1,"-8*Defer[Int][1/(x^2*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] - 25600*Defer[Int][Log[x^(-1)]/(x^3*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] - 2560*Defer[Int][Log[x^(-1)]^2/(x^3*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] + 5120*Defer[Int][(Log[x^(-1)]*Log[x])/(x^3*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] + 256*Defer[Int][(Log[x^(-1)]^2*Log[x])/(x^3*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] - 256*Defer[Int][(Log[x^(-1)]*Log[x]^2)/(x^3*(-5 + x - 16*Log[x^(-1)]^2*(-10 + Log[x])^2)*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^3), x] - 8*Defer[Int][1/(x^3*Log[5 - x + 16*Log[x^(-1)]^2*(-10 + Log[x])^2]^2), x]","F",0,0,0,0,-1,"{}"
386,0,0,0,2.4640329,"\int \frac{e^{\frac{x}{2 e^x+x}} \left(-4 e^{2 x}-x^2+e^x \left(-2 x-2 x^2\right)\right)}{4 e^{2 x} x^2+4 e^x x^3+x^4} \, dx","Int[(E^(x/(2*E^x + x))*(-4*E^(2*x) - x^2 + E^x*(-2*x - 2*x^2)))/(4*E^(2*x)*x^2 + 4*E^x*x^3 + x^4),x]","\int \frac{e^{\frac{x}{2 e^x+x}} \left(-4 e^{2 x}-x^2+e^x \left(-2 x-2 x^2\right)\right)}{4 e^{2 x} x^2+4 e^x x^3+x^4} \, dx","\frac{e^{\frac{x}{x+2 e^x}}}{x}",1,"-Defer[Int][E^(x/(2*E^x + x))/x^2, x] - Defer[Int][E^(x/(2*E^x + x))/(2*E^x + x)^2, x] + Defer[Int][(E^(x/(2*E^x + x))*x)/(2*E^x + x)^2, x] - Defer[Int][E^(x/(2*E^x + x))/(2*E^x + x), x] + Defer[Int][E^(x/(2*E^x + x))/(x*(2*E^x + x)), x]","F",0,0,0,0,-1,"{}"
387,1,68,0,0.6624307,"\int \frac{e^{-2 x} \left(8+23 x-24 x^2-10 x^3+\left(2+4 x-5 x^2-2 x^3\right) \log (3 x)\right)}{5 x^2} \, dx","Int[(8 + 23*x - 24*x^2 - 10*x^3 + (2 + 4*x - 5*x^2 - 2*x^3)*Log[3*x])/(5*E^(2*x)*x^2),x]","e^{-2 x} x+3 e^{-2 x}-\frac{2 e^{-2 x}}{x}+\frac{1}{5} e^{-2 x} x \log (3 x)+\frac{3}{5} e^{-2 x} \log (3 x)-\frac{2 e^{-2 x} \log (3 x)}{5 x}","\frac{1}{5} e^{-2 x} \left(x-\frac{2}{x}+3\right) (\log (3 x)+5)",1,"3/E^(2*x) - 2/(E^(2*x)*x) + x/E^(2*x) + (3*Log[3*x])/(5*E^(2*x)) - (2*Log[3*x])/(5*E^(2*x)*x) + (x*Log[3*x])/(5*E^(2*x))","B",18,8,47,0.1702,1,"{12, 6742, 2199, 2194, 2177, 2178, 2176, 2554}"
388,1,525,0,2.5434796,"\int \frac{\left(18400 x+160 x^2+800 x^3\right) \log \left(x^4\right)+\left(4600 x+20 x^2\right) \log ^2\left(x^4\right)}{13225+230 x+1151 x^2+10 x^3+25 x^4} \, dx","Int[((18400*x + 160*x^2 + 800*x^3)*Log[x^4] + (4600*x + 20*x^2)*Log[x^4]^2)/(13225 + 230*x + 1151*x^2 + 10*x^3 + 25*x^4),x]","-\frac{147200 \text{Li}_2\left(-\frac{10 x}{1-11 i \sqrt{19}}\right)}{2299 \left(1-11 i \sqrt{19}\right)}+\frac{64}{209} \left(209+i \sqrt{19}\right) \text{Li}_2\left(-\frac{10 x}{1-11 i \sqrt{19}}\right)-\frac{147072 \text{Li}_2\left(-\frac{10 x}{1-11 i \sqrt{19}}\right)}{2299}-\frac{147200 \text{Li}_2\left(-\frac{10 x}{1+11 i \sqrt{19}}\right)}{2299 \left(1+11 i \sqrt{19}\right)}+\frac{64}{209} \left(209-i \sqrt{19}\right) \text{Li}_2\left(-\frac{10 x}{1+11 i \sqrt{19}}\right)-\frac{147072 \text{Li}_2\left(-\frac{10 x}{1+11 i \sqrt{19}}\right)}{2299}+\frac{46000 x \log ^2\left(x^4\right)}{2299 \left(1-11 i \sqrt{19}\right) \left(10 x-11 i \sqrt{19}+1\right)}+\frac{45960 x \log ^2\left(x^4\right)}{2299 \left(10 x-11 i \sqrt{19}+1\right)}+\frac{46000 x \log ^2\left(x^4\right)}{2299 \left(1+11 i \sqrt{19}\right) \left(10 x+11 i \sqrt{19}+1\right)}+\frac{45960 x \log ^2\left(x^4\right)}{2299 \left(10 x+11 i \sqrt{19}+1\right)}-\frac{36800 \log \left(1+\frac{10 x}{1-11 i \sqrt{19}}\right) \log \left(x^4\right)}{2299 \left(1-11 i \sqrt{19}\right)}+\frac{16}{209} \left(209+i \sqrt{19}\right) \log \left(1+\frac{10 x}{1-11 i \sqrt{19}}\right) \log \left(x^4\right)-\frac{36768 \log \left(1+\frac{10 x}{1-11 i \sqrt{19}}\right) \log \left(x^4\right)}{2299}-\frac{36800 \log \left(1+\frac{10 x}{1+11 i \sqrt{19}}\right) \log \left(x^4\right)}{2299 \left(1+11 i \sqrt{19}\right)}+\frac{16}{209} \left(209-i \sqrt{19}\right) \log \left(1+\frac{10 x}{1+11 i \sqrt{19}}\right) \log \left(x^4\right)-\frac{36768 \log \left(1+\frac{10 x}{1+11 i \sqrt{19}}\right) \log \left(x^4\right)}{2299}","\frac{4 x^2 \log ^2\left(x^4\right)}{x^2+\frac{x}{5}+23}",1,"(45960*x*Log[x^4]^2)/(2299*(1 - (11*I)*Sqrt[19] + 10*x)) + (46000*x*Log[x^4]^2)/(2299*(1 - (11*I)*Sqrt[19])*(1 - (11*I)*Sqrt[19] + 10*x)) + (45960*x*Log[x^4]^2)/(2299*(1 + (11*I)*Sqrt[19] + 10*x)) + (46000*x*Log[x^4]^2)/(2299*(1 + (11*I)*Sqrt[19])*(1 + (11*I)*Sqrt[19] + 10*x)) - (36768*Log[x^4]*Log[1 + (10*x)/(1 - (11*I)*Sqrt[19])])/2299 + (16*(209 + I*Sqrt[19])*Log[x^4]*Log[1 + (10*x)/(1 - (11*I)*Sqrt[19])])/209 - (36800*Log[x^4]*Log[1 + (10*x)/(1 - (11*I)*Sqrt[19])])/(2299*(1 - (11*I)*Sqrt[19])) - (36768*Log[x^4]*Log[1 + (10*x)/(1 + (11*I)*Sqrt[19])])/2299 + (16*(209 - I*Sqrt[19])*Log[x^4]*Log[1 + (10*x)/(1 + (11*I)*Sqrt[19])])/209 - (36800*Log[x^4]*Log[1 + (10*x)/(1 + (11*I)*Sqrt[19])])/(2299*(1 + (11*I)*Sqrt[19])) - (147072*PolyLog[2, (-10*x)/(1 - (11*I)*Sqrt[19])])/2299 + (64*(209 + I*Sqrt[19])*PolyLog[2, (-10*x)/(1 - (11*I)*Sqrt[19])])/209 - (147200*PolyLog[2, (-10*x)/(1 - (11*I)*Sqrt[19])])/(2299*(1 - (11*I)*Sqrt[19])) - (147072*PolyLog[2, (-10*x)/(1 + (11*I)*Sqrt[19])])/2299 + (64*(209 - I*Sqrt[19])*PolyLog[2, (-10*x)/(1 + (11*I)*Sqrt[19])])/209 - (147200*PolyLog[2, (-10*x)/(1 + (11*I)*Sqrt[19])])/(2299*(1 + (11*I)*Sqrt[19]))","C",50,15,59,0.2542,1,"{6688, 12, 6742, 634, 618, 204, 628, 2357, 2314, 31, 2317, 2391, 2318, 2374, 6589}"
389,1,18,0,0.0053261,"\int \frac{10+e (-1+2 x)}{e} \, dx","Int[(10 + E*(-1 + 2*x))/E,x]","\frac{1}{4} (1-2 x)^2+\frac{10 x}{e}","\left(x+\frac{5}{e}\right)^2-x+\frac{5}{e^3}-10",1,"(1 - 2*x)^2/4 + (10*x)/E","A",2,1,13,0.07692,1,"{12}"
390,1,17,0,0.0081415,"\int \frac{-1+x+e^5 \left(-4+e^5\right) x}{x} \, dx","Int[(-1 + x + E^5*(-4 + E^5)*x)/x,x]","\left(1-4 e^5+e^{10}\right) x-\log (x)","e^5 \left(e^5-4\right) x+x-\log \left(\frac{2 x}{4+\log (2)}\right)",1,"(1 - 4*E^5 + E^10)*x - Log[x]","A",3,2,17,0.1176,1,"{6, 43}"
391,0,0,0,0.1668514,"\int \frac{7+2 x^2+e^{7 x+7 x \log (x)} \left(14 x^2+7 x^2 \log (x)\right)}{x^2} \, dx","Int[(7 + 2*x^2 + E^(7*x + 7*x*Log[x])*(14*x^2 + 7*x^2*Log[x]))/x^2,x]","\int \frac{7+2 x^2+e^{7 x+7 x \log (x)} \left(14 x^2+7 x^2 \log (x)\right)}{x^2} \, dx","\frac{2 (x-4) (x+1)+1}{x}+e^{7 (x+x \log (x))}+3",1,"-7/x + 2*x + 14*Defer[Int][E^(7*x)*x^(7*x), x] + 7*Log[x]*Defer[Int][E^(7*x)*x^(7*x), x] - 7*Defer[Int][Defer[Int][E^(7*x)*x^(7*x), x]/x, x]","F",0,0,0,0,-1,"{}"
392,1,12,0,0.0266575,"\int \frac{4-\log (x)}{-3 x+x \log (x)} \, dx","Int[(4 - Log[x])/(-3*x + x*Log[x]),x]","\log (3-\log (x))-\log (x)","\log \left(\frac{16 (3-\log (x))}{x}\right)",1,"-Log[x] + Log[3 - Log[x]]","A",3,1,17,0.05882,1,"{43}"
393,1,10,0,0.0096717,"\int \frac{4}{4+e^x} \, dx","Int[4/(4 + E^x),x]","x-\log \left(e^x+4\right)","-\log \left(4 e^{-x}+1\right)-\frac{5}{256}+\log (3)",1,"x - Log[4 + E^x]","A",5,5,9,0.5556,1,"{12, 2282, 36, 29, 31}"
394,1,56,0,0.3708412,"\int \frac{-675+810 x^2+729 x^4+e^{18+2 x^2} \left(-75+300 x^2\right)+e^{9+x^2} \left(450-1170 x^2-540 x^4\right)}{25 x^2} \, dx","Int[(-675 + 810*x^2 + 729*x^4 + E^(18 + 2*x^2)*(-75 + 300*x^2) + E^(9 + x^2)*(450 - 1170*x^2 - 540*x^4))/(25*x^2),x]","\frac{243 x^3}{25}-\frac{54}{5} e^{x^2+9} x-\frac{18 e^{x^2+9}}{x}+\frac{3 e^{2 x^2+18}}{x}+\frac{162 x}{5}+\frac{27}{x}","\frac{3 \left(-\frac{9 x^2}{5}+e^{x^2+9}-3\right)^2}{x}",1,"27/x - (18*E^(9 + x^2))/x + (3*E^(18 + 2*x^2))/x + (162*x)/5 - (54*E^(9 + x^2)*x)/5 + (243*x^3)/25","B",13,7,56,0.1250,1,"{12, 14, 2289, 6742, 2204, 2214, 2212}"
395,0,0,0,3.3116193,"\int \frac{\exp \left(\frac{81+25 x^2+25 x^2 \log \left(1-2 x+x^2\right)-25 x^2 \log \left(\log \left(x^2\right)\right)}{25 x^2}\right) \left(50 x^2-50 x^3+\left(162-162 x+25 x^2+25 x^3\right) \log \left(x^2\right)\right)}{\left(-25 x^4+25 x^5\right) \log \left(x^2\right)} \, dx","Int[(E^((81 + 25*x^2 + 25*x^2*Log[1 - 2*x + x^2] - 25*x^2*Log[Log[x^2]])/(25*x^2))*(50*x^2 - 50*x^3 + (162 - 162*x + 25*x^2 + 25*x^3)*Log[x^2]))/((-25*x^4 + 25*x^5)*Log[x^2]),x]","\int \frac{\exp \left(\frac{81+25 x^2+25 x^2 \log \left(1-2 x+x^2\right)-25 x^2 \log \left(\log \left(x^2\right)\right)}{25 x^2}\right) \left(50 x^2-50 x^3+\left(162-162 x+25 x^2+25 x^3\right) \log \left(x^2\right)\right)}{\left(-25 x^4+25 x^5\right) \log \left(x^2\right)} \, dx","\frac{e^{\frac{81}{25 x^2}+1} (x-1)^2}{x \log \left(x^2\right)}",1,"-2*Defer[Int][E^(1 + 81/(25*x^2))/Log[x^2]^2, x] - 2*Defer[Int][E^(1 + 81/(25*x^2))/(x^2*Log[x^2]^2), x] + Defer[Int][E^(1 + 81/(25*x^2))/Log[x^2], x] - (162*Defer[Int][E^(1 + 81/(25*x^2))/(x^4*Log[x^2]), x])/25 - (187*Defer[Int][E^(1 + 81/(25*x^2))/(x^2*Log[x^2]), x])/25 + 2*Defer[Subst][Defer[Int][E^(1 + 81/(25*x))/(x*Log[x]^2), x], x, x^2] + (162*Defer[Subst][Defer[Int][E^(1 + 81/(25*x))/(x^2*Log[x]), x], x, x^2])/25","F",0,0,0,0,-1,"{}"
396,1,13,0,0.0418867,"\int \frac{x^2+2 \log (3 x)-2 \log ^2(3 x)}{x^3} \, dx","Int[(x^2 + 2*Log[3*x] - 2*Log[3*x]^2)/x^3,x]","\frac{\log ^2(3 x)}{x^2}+\log (x)","\log \left(5 x e^{\frac{\log ^2(3 x)}{x^2}}\right)",1,"Log[x] + Log[3*x]^2/x^2","A",5,3,22,0.1364,1,"{14, 2304, 2305}"
397,0,0,0,1.599258,"\int \frac{\left(100-200 x+40 x^3-80 x^4+40 x^5\right) \log ^2(4)}{4 x^2-8 x^3+4 x^4+\left(-40 x+60 x^2-40 x^3+28 x^4-16 x^5+8 x^6\right) \log (4)+\left(100-100 x+125 x^2-90 x^3+85 x^4-40 x^5+24 x^6-8 x^7+4 x^8\right) \log ^2(4)} \, dx","Int[((100 - 200*x + 40*x^3 - 80*x^4 + 40*x^5)*Log[4]^2)/(4*x^2 - 8*x^3 + 4*x^4 + (-40*x + 60*x^2 - 40*x^3 + 28*x^4 - 16*x^5 + 8*x^6)*Log[4] + (100 - 100*x + 125*x^2 - 90*x^3 + 85*x^4 - 40*x^5 + 24*x^6 - 8*x^7 + 4*x^8)*Log[4]^2),x]","\int \frac{\left(100-200 x+40 x^3-80 x^4+40 x^5\right) \log ^2(4)}{4 x^2-8 x^3+4 x^4+\left(-40 x+60 x^2-40 x^3+28 x^4-16 x^5+8 x^6\right) \log (4)+\left(100-100 x+125 x^2-90 x^3+85 x^4-40 x^5+24 x^6-8 x^7+4 x^8\right) \log ^2(4)} \, dx","\frac{2}{\frac{2}{5} \left(-x^2+\frac{5}{x-x^2}-\frac{1}{\log (4)}\right)-1}",1,"(5*Log[4]*(2 + 5*Log[4]))/(Log[16]*(10*Log[4] - 2*x^3*Log[4] - x*(2 + 5*Log[4]) + x^2*(2 + 5*Log[4]) + x^4*Log[16])) + 20*Log[4]*Defer[Int][(-10*Log[4] + x*(2 + 5*Log[4]) - x^2*(2 + 5*Log[4]) + x^3*Log[16] - x^4*Log[16])^(-1), x] - (5*Log[4]*(4 + 5*Log[4]*(4 + 5*Log[4] - 4*Log[4096]))*Defer[Int][(10*Log[4] - 2*x^3*Log[4] - x*(2 + 5*Log[4]) + x^2*(2 + 5*Log[4]) + x^4*Log[16])^(-2), x])/Log[16] + (10*Log[4]*(4 + 25*Log[4]^2 + Log[4]*(20 - 50*Log[16]) - 4*Log[16])*Defer[Int][x/(10*Log[4] - 2*x^3*Log[4] - x*(2 + 5*Log[4]) + x^2*(2 + 5*Log[4]) + x^4*Log[16])^2, x])/Log[16] + (10*Log[4]*(2 + 5*Log[4])*Log[1024]*Defer[Int][x^2/(10*Log[4] - 2*x^3*Log[4] - x*(2 + 5*Log[4]) + x^2*(2 + 5*Log[4]) + x^4*Log[16])^2, x])/Log[16] + 20*Log[4]*Defer[Int][x/(10*Log[4] - 2*x^3*Log[4] - x*(2 + 5*Log[4]) + x^2*(2 + 5*Log[4]) + x^4*Log[16]), x]","F",0,0,0,0,-1,"{}"
398,0,0,0,18.9309668,"\int \frac{-50 e^{e^{2 x}} x^2+10 e^{2 x} x \log (4)+(5+25 x) \log (4)+\left(-60 e^{e^{2 x}} x^3+30 x^2 \log (4)+\left(12 e^{e^{2 x}} x^2-6 x \log (4)\right) \log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right) \log \left(-5 x+\log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right)}{\left(-10 e^{e^{2 x}} x^3+5 x^2 \log (4)+\left(2 e^{e^{2 x}} x^2-x \log (4)\right) \log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right) \log \left(-5 x+\log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right)} \, dx","Int[(-50*E^E^(2*x)*x^2 + 10*E^(2*x)*x*Log[4] + (5 + 25*x)*Log[4] + (-60*E^E^(2*x)*x^3 + 30*x^2*Log[4] + (12*E^E^(2*x)*x^2 - 6*x*Log[4])*Log[(2*E^E^(2*x)*x - Log[4])/(E^E^(2*x)*x)])*Log[-5*x + Log[(2*E^E^(2*x)*x - Log[4])/(E^E^(2*x)*x)]])/((-10*E^E^(2*x)*x^3 + 5*x^2*Log[4] + (2*E^E^(2*x)*x^2 - x*Log[4])*Log[(2*E^E^(2*x)*x - Log[4])/(E^E^(2*x)*x)])*Log[-5*x + Log[(2*E^E^(2*x)*x - Log[4])/(E^E^(2*x)*x)]]),x]","\int \frac{-50 e^{e^{2 x}} x^2+10 e^{2 x} x \log (4)+(5+25 x) \log (4)+\left(-60 e^{e^{2 x}} x^3+30 x^2 \log (4)+\left(12 e^{e^{2 x}} x^2-6 x \log (4)\right) \log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right) \log \left(-5 x+\log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right)}{\left(-10 e^{e^{2 x}} x^3+5 x^2 \log (4)+\left(2 e^{e^{2 x}} x^2-x \log (4)\right) \log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right) \log \left(-5 x+\log \left(\frac{e^{-e^{2 x}} \left(2 e^{e^{2 x}} x-\log (4)\right)}{x}\right)\right)} \, dx","x+5 \left(x+\log \left(\log \left(\log \left(2-\frac{e^{-e^{2 x}} \log (4)}{x}\right)-5 x\right)\right)\right)",1,"6*x + 25*Defer[Int][1/((5*x - Log[2 - Log[4]/(E^E^(2*x)*x)])*Log[-5*x + Log[2 - Log[4]/(E^E^(2*x)*x)]]), x] - 10*Log[4]*Defer[Int][E^(2*x)/((2*E^E^(2*x)*x - Log[4])*(5*x - Log[2 - Log[4]/(E^E^(2*x)*x)])*Log[-5*x + Log[2 - Log[4]/(E^E^(2*x)*x)]]), x] - 5*Log[4]*Defer[Int][1/(x*(2*E^E^(2*x)*x - Log[4])*(5*x - Log[2 - Log[4]/(E^E^(2*x)*x)])*Log[-5*x + Log[2 - Log[4]/(E^E^(2*x)*x)]]), x]","F",0,0,0,0,-1,"{}"
399,1,11,0,0.0224422,"\int \left(-1+5000 e^{625 x^8} x^7\right) \, dx","Int[-1 + 5000*E^(625*x^8)*x^7,x]","e^{625 x^8}-x","e^{625 x^8}-x",1,"E^(625*x^8) - x","A",2,1,14,0.07143,1,"{2209}"
400,1,27,0,0.0190644,"\int \frac{1}{3} \left(-60 x+e^{3+x} (5+5 x)\right) \, dx","Int[(-60*x + E^(3 + x)*(5 + 5*x))/3,x]","-10 x^2-\frac{5 e^{x+3}}{3}+\frac{5}{3} e^{x+3} (x+1)","5 x \left(-\frac{x^2-2}{x}-x+\frac{e^{x+3}}{3}\right)",1,"(-5*E^(3 + x))/3 - 10*x^2 + (5*E^(3 + x)*(1 + x))/3","A",4,3,19,0.1579,1,"{12, 2176, 2194}"
401,1,20,0,0.0217612,"\int \frac{1}{625} \left(5625+33750 x+6 e^{2 x^3} x^2\right) \, dx","Int[(5625 + 33750*x + 6*E^(2*x^3)*x^2)/625,x]","\frac{e^{2 x^3}}{625}+27 x^2+9 x","\frac{e^{2 x^3}}{625}+27 x^2+9 x",1,"E^(2*x^3)/625 + 9*x + 27*x^2","A",3,2,21,0.09524,1,"{12, 2209}"
402,1,90,0,0.4162231,"\int \frac{e^{-\frac{2 (-5+3 x)}{x}} \left(-50+5 x+\left(-100 x+20 x^2\right) \log (3)\right)}{x} \, dx","Int[(-50 + 5*x + (-100*x + 20*x^2)*Log[3])/(E^((2*(-5 + 3*x))/x)*x),x]","\frac{50 \text{Ei}\left(\frac{10}{x}\right)}{e^6}-\frac{1000 \log (3) \text{Ei}\left(\frac{10}{x}\right)}{e^6}-\frac{50 (1-20 \log (3)) \text{Ei}\left(\frac{10}{x}\right)}{e^6}+10 e^{\frac{10}{x}-6} x^2 \log (3)+100 e^{\frac{10}{x}-6} x \log (3)+5 e^{\frac{10}{x}-6} x (1-20 \log (3))","e^{\frac{10}{x}-6} x (10 x \log (3)+5)",1,"(50*ExpIntegralEi[10/x])/E^6 + 5*E^(-6 + 10/x)*x*(1 - 20*Log[3]) - (50*ExpIntegralEi[10/x]*(1 - 20*Log[3]))/E^6 + 100*E^(-6 + 10/x)*x*Log[3] + 10*E^(-6 + 10/x)*x^2*Log[3] - (1000*ExpIntegralEi[10/x]*Log[3])/E^6","C",9,5,33,0.1515,1,"{6741, 6742, 2210, 2206, 2214}"
403,1,15,0,0.0224243,"\int \left(-4-4 e^{4+e^{4-x}-x}\right) \, dx","Int[-4 - 4*E^(4 + E^(4 - x) - x),x]","4 e^{e^{4-x}}-4 x","4 \left(e^{e^{4-x}}-5\right)-4 x",1,"4*E^E^(4 - x) - 4*x","A",3,2,18,0.1111,1,"{2282, 2194}"
404,1,110,0,0.0516581,"\int \frac{1}{16} \left(1383120-1839264 x+458643 x^2+\left(790272-1052352 x+262752 x^2\right) \log (5)+\left(169344-225696 x+56400 x^2\right) \log ^2(5)+\left(16128-21504 x+5376 x^2\right) \log ^3(5)+\left(576-768 x+192 x^2\right) \log ^4(5)\right) \, dx","Int[(1383120 - 1839264*x + 458643*x^2 + (790272 - 1052352*x + 262752*x^2)*Log[5] + (169344 - 225696*x + 56400*x^2)*Log[5]^2 + (16128 - 21504*x + 5376*x^2)*Log[5]^3 + (576 - 768*x + 192*x^2)*Log[5]^4)/16,x]","\frac{152881 x^3}{16}+4 x^3 \log ^4(5)+112 x^3 \log ^3(5)+1175 x^3 \log ^2(5)+5474 x^3 \log (5)-57477 x^2-24 x^2 \log ^4(5)-672 x^2 \log ^3(5)-7053 x^2 \log ^2(5)-32886 x^2 \log (5)+86445 x+36 x \log ^4(5)+1008 x \log ^3(5)+10584 x \log ^2(5)+49392 x \log (5)","x \left(\left(\frac{x}{4}+2 (3-x) (7+\log (5))^2\right)^2+9\right)+16",1,"86445*x - 57477*x^2 + (152881*x^3)/16 + 49392*x*Log[5] - 32886*x^2*Log[5] + 5474*x^3*Log[5] + 10584*x*Log[5]^2 - 7053*x^2*Log[5]^2 + 1175*x^3*Log[5]^2 + 1008*x*Log[5]^3 - 672*x^2*Log[5]^3 + 112*x^3*Log[5]^3 + 36*x*Log[5]^4 - 24*x^2*Log[5]^4 + 4*x^3*Log[5]^4","B",6,1,72,0.01389,1,"{12}"
405,1,12,0,0.0121979,"\int \frac{75 x^2+5 x^4}{25+10 x^2+x^4} \, dx","Int[(75*x^2 + 5*x^4)/(25 + 10*x^2 + x^4),x]","\frac{5 x^3}{x^2+5}","\frac{x^3}{\frac{x^2}{5}+1}+2",1,"(5*x^3)/(5 + x^2)","A",2,2,24,0.08333,1,"{28, 1588}"
406,0,0,0,3.9083278,"\int \frac{-3+x-4 x \log (x)+(6-x) \log (x) \log \left(\frac{5 \log (x)}{e^3}\right)}{\left(4 x^2-x^3\right) \log (x)+\left(-3 x+x^2\right) \log (x) \log \left(\frac{5 \log (x)}{e^3}\right)} \, dx","Int[(-3 + x - 4*x*Log[x] + (6 - x)*Log[x]*Log[(5*Log[x])/E^3])/((4*x^2 - x^3)*Log[x] + (-3*x + x^2)*Log[x]*Log[(5*Log[x])/E^3]),x]","\int \frac{-3+x-4 x \log (x)+(6-x) \log (x) \log \left(\frac{5 \log (x)}{e^3}\right)}{\left(4 x^2-x^3\right) \log (x)+\left(-3 x+x^2\right) \log (x) \log \left(\frac{5 \log (x)}{e^3}\right)} \, dx","\log \left(\frac{x-(x-3) \left(x-\log \left(\frac{5 \log (x)}{e^3}\right)\right)}{x^2}\right)",1,"-1/3*x - 2*Log[x] + 8*Defer[Int][(9 - x^2 + x*(1 + Log[5]) + x*Log[Log[x]] - 3*Log[5*Log[x]])^(-1), x] - (2*(2 - Log[5])*Defer[Int][x/(9 - x^2 + x*(1 + Log[5]) + x*Log[Log[x]] - 3*Log[5*Log[x]]), x])/3 + Defer[Int][x^2/(9 - x^2 + x*(1 + Log[5]) + x*Log[Log[x]] - 3*Log[5*Log[x]]), x]/3 + Defer[Int][1/(Log[x]*(9 - x^2 + x*(1 + Log[5]) + x*Log[Log[x]] - 3*Log[5*Log[x]])), x] + (2*Defer[Int][(x*Log[Log[x]])/(9 - x^2 + x*(1 + Log[5]) + x*Log[Log[x]] - 3*Log[5*Log[x]]), x])/3 + 4*Defer[Int][(-9 + x^2 - x*(1 + Log[5]) - x*Log[Log[x]] + 3*Log[5*Log[x]])^(-1), x] + ((1 + Log[5])*Defer[Int][x/(-9 + x^2 - x*(1 + Log[5]) - x*Log[Log[x]] + 3*Log[5*Log[x]]), x])/3 + (2*Defer[Int][x^2/(-9 + x^2 - x*(1 + Log[5]) - x*Log[Log[x]] + 3*Log[5*Log[x]]), x])/3 + 3*Defer[Int][1/(x*Log[x]*(-9 + x^2 - x*(1 + Log[5]) - x*Log[Log[x]] + 3*Log[5*Log[x]])), x] + Defer[Int][(x*Log[Log[x]])/(-9 + x^2 - x*(1 + Log[5]) - x*Log[Log[x]] + 3*Log[5*Log[x]]), x]/3","F",0,0,0,0,-1,"{}"
407,1,15,0,0.1478875,"\int \frac{2+e^x (-2-2 x)}{16+8 x+x^2+e^{2 x} x^2+e^x \left(-8 x-2 x^2\right)} \, dx","Int[(2 + E^x*(-2 - 2*x))/(16 + 8*x + x^2 + E^(2*x)*x^2 + E^x*(-8*x - 2*x^2)),x]","-\frac{2}{\left(1-e^x\right) x+4}","\frac{2}{e^x x-x-4}",1,"-2/(4 + (1 - E^x)*x)","A",3,3,44,0.06818,1,"{6688, 12, 6686}"
408,1,16,0,0.2729316,"\int \frac{-2-20 x-20 x \log (x)}{6480 x+3600 x^2+500 x^3+\left(6480 x+3600 x^2+500 x^3\right) \log (x)+\left(360 x+100 x^2+\left(360 x+100 x^2\right) \log (x)\right) \log (1+\log (x))+(5 x+5 x \log (x)) \log ^2(1+\log (x))} \, dx","Int[(-2 - 20*x - 20*x*Log[x])/(6480*x + 3600*x^2 + 500*x^3 + (6480*x + 3600*x^2 + 500*x^3)*Log[x] + (360*x + 100*x^2 + (360*x + 100*x^2)*Log[x])*Log[1 + Log[x]] + (5*x + 5*x*Log[x])*Log[1 + Log[x]]^2),x]","\frac{2}{5 (10 x+\log (\log (x)+1)+36)}","\frac{2}{5 (10 (x+4)+\log (\log (x)+1)-4)}",1,"2/(5*(36 + 10*x + Log[1 + Log[x]]))","A",3,3,88,0.03409,1,"{6688, 12, 6686}"
409,1,11,0,0.0229943,"\int e^{162+80 x} \left(400+e^{-162-80 x}\right) \, dx","Int[E^(162 + 80*x)*(400 + E^(-162 - 80*x)),x]","x+5 e^{80 x+162}","x+5 e^{81 (x+2)-x}+2",1,"5*E^(162 + 80*x) + x","A",3,2,17,0.1176,1,"{2248, 43}"
410,1,37,0,0.2274345,"\int \frac{-16-268 x-781 x^2-728 x^3-260 x^4+e^2 \left(24 x+26 x^2-8 x^3\right)}{-16 x-188 x^2-656 x^3-592 x^4-64 x^5+64 x^6} \, dx","Int[(-16 - 268*x - 781*x^2 - 728*x^3 - 260*x^4 + E^2*(24*x + 26*x^2 - 8*x^3))/(-16*x - 188*x^2 - 656*x^3 - 592*x^4 - 64*x^5 + 64*x^6),x]","-\frac{-x-e^2+3}{4 \left(4 x^2+6 x+1\right)}-\log (4-x)+\log (x)","\log \left(\frac{4 x}{4-x}\right)-\frac{-x-e^2+3}{(4 x+3)^2-5}",1,"-1/4*(3 - E^2 - x)/(1 + 6*x + 4*x^2) - Log[4 - x] + Log[x]","A",7,4,70,0.05714,1,"{2074, 638, 618, 206}"
411,0,0,0,36.626854,"\int \frac{-x-x^2+4 x^3+e^4 (-2+2 x)+\left(2-4 x+e^4 \left(-2 x+2 x^2\right)\right) \log (x)+e^8 \left(-x+x^2\right) \log ^2(x)+\left(2-2 x-4 x^2+2 x^3+2 x^4+\left(2 x-2 x^2+e^4 \left(-2 x^3+2 x^4\right)\right) \log (x)+e^4 \left(2 x-2 x^2\right) \log ^2(x)\right) \log \left(-x+x^2\right)+\left(-x^5+x^6+\left(2 x^3-2 x^4\right) \log (x)+\left(-x+x^2\right) \log ^2(x)\right) \log ^2\left(-x+x^2\right)}{-x+x^2+e^4 \left(-2 x+2 x^2\right) \log (x)+e^8 \left(-x+x^2\right) \log ^2(x)+\left(-2 x^3+2 x^4+\left(2 x-2 x^2+e^4 \left(-2 x^3+2 x^4\right)\right) \log (x)+e^4 \left(2 x-2 x^2\right) \log ^2(x)\right) \log \left(-x+x^2\right)+\left(-x^5+x^6+\left(2 x^3-2 x^4\right) \log (x)+\left(-x+x^2\right) \log ^2(x)\right) \log ^2\left(-x+x^2\right)} \, dx","Int[(-x - x^2 + 4*x^3 + E^4*(-2 + 2*x) + (2 - 4*x + E^4*(-2*x + 2*x^2))*Log[x] + E^8*(-x + x^2)*Log[x]^2 + (2 - 2*x - 4*x^2 + 2*x^3 + 2*x^4 + (2*x - 2*x^2 + E^4*(-2*x^3 + 2*x^4))*Log[x] + E^4*(2*x - 2*x^2)*Log[x]^2)*Log[-x + x^2] + (-x^5 + x^6 + (2*x^3 - 2*x^4)*Log[x] + (-x + x^2)*Log[x]^2)*Log[-x + x^2]^2)/(-x + x^2 + E^4*(-2*x + 2*x^2)*Log[x] + E^8*(-x + x^2)*Log[x]^2 + (-2*x^3 + 2*x^4 + (2*x - 2*x^2 + E^4*(-2*x^3 + 2*x^4))*Log[x] + E^4*(2*x - 2*x^2)*Log[x]^2)*Log[-x + x^2] + (-x^5 + x^6 + (2*x^3 - 2*x^4)*Log[x] + (-x + x^2)*Log[x]^2)*Log[-x + x^2]^2),x]","\int \frac{-x-x^2+4 x^3+e^4 (-2+2 x)+\left(2-4 x+e^4 \left(-2 x+2 x^2\right)\right) \log (x)+e^8 \left(-x+x^2\right) \log ^2(x)+\left(2-2 x-4 x^2+2 x^3+2 x^4+\left(2 x-2 x^2+e^4 \left(-2 x^3+2 x^4\right)\right) \log (x)+e^4 \left(2 x-2 x^2\right) \log ^2(x)\right) \log \left(-x+x^2\right)+\left(-x^5+x^6+\left(2 x^3-2 x^4\right) \log (x)+\left(-x+x^2\right) \log ^2(x)\right) \log ^2\left(-x+x^2\right)}{-x+x^2+e^4 \left(-2 x+2 x^2\right) \log (x)+e^8 \left(-x+x^2\right) \log ^2(x)+\left(-2 x^3+2 x^4+\left(2 x-2 x^2+e^4 \left(-2 x^3+2 x^4\right)\right) \log (x)+e^4 \left(2 x-2 x^2\right) \log ^2(x)\right) \log \left(-x+x^2\right)+\left(-x^5+x^6+\left(2 x^3-2 x^4\right) \log (x)+\left(-x+x^2\right) \log ^2(x)\right) \log ^2\left(-x+x^2\right)} \, dx","-\frac{2}{\left(x^2-\log (x)\right) \log \left(x^2-x\right)+e^4 \log (x)+1}+x-3",1,"x + 2*Defer[Int][1/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 2*Defer[Int][1/((-1 + x)*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 2*Defer[Int][1/(x*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 2*Defer[Int][x/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 2*(2 - E^4)*Defer[Int][x/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 2*Defer[Int][x^2/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 4*Defer[Int][x^3/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 4*(1 + E^4)*Defer[Int][Log[x]/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 4*(2 + E^4)*Defer[Int][Log[x]/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 4*(1 + E^4)*Defer[Int][Log[x]/((-1 + x)*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 4*(2 + E^4)*Defer[Int][Log[x]/((-1 + x)*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 4*(2 + E^4)*Defer[Int][(x*Log[x])/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] + 2*Defer[Int][Log[x]^2/((-1 + x)*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 2*Defer[Int][Log[x]^2/(x*(-x^2 + Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])^2), x] - 2*Defer[Int][1/(x*(x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])), x] + 4*Defer[Int][x/((x^2 - Log[x])*(1 + E^4*Log[x] + x^2*Log[(-1 + x)*x] - Log[x]*Log[(-1 + x)*x])), x]","F",0,0,0,0,-1,"{}"
412,0,0,0,66.6703823,"\int \frac{\exp \left(\frac{-1+\log (5)}{\log \left(-e^{\frac{75+28 x+x \log (x)}{3+\log (x)}}+x\right)}\right) \left(-9 x+9 x \log (5)+(-6 x+6 x \log (5)) \log (x)+(-x+x \log (5)) \log ^2(x)+e^{\frac{75+28 x+x \log (x)}{3+\log (x)}} \left(-75+59 x+(75-59 x) \log (5)+(31 x-31 x \log (5)) \log (x)+(x-x \log (5)) \log ^2(x)\right)\right)}{\left(-9 x^2-6 x^2 \log (x)-x^2 \log ^2(x)+e^{\frac{75+28 x+x \log (x)}{3+\log (x)}} \left(9 x+6 x \log (x)+x \log ^2(x)\right)\right) \log ^2\left(-e^{\frac{75+28 x+x \log (x)}{3+\log (x)}}+x\right)} \, dx","Int[(E^((-1 + Log[5])/Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x])*(-9*x + 9*x*Log[5] + (-6*x + 6*x*Log[5])*Log[x] + (-x + x*Log[5])*Log[x]^2 + E^((75 + 28*x + x*Log[x])/(3 + Log[x]))*(-75 + 59*x + (75 - 59*x)*Log[5] + (31*x - 31*x*Log[5])*Log[x] + (x - x*Log[5])*Log[x]^2)))/((-9*x^2 - 6*x^2*Log[x] - x^2*Log[x]^2 + E^((75 + 28*x + x*Log[x])/(3 + Log[x]))*(9*x + 6*x*Log[x] + x*Log[x]^2))*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2),x]","\int \frac{\exp \left(\frac{-1+\log (5)}{\log \left(-e^{\frac{75+28 x+x \log (x)}{3+\log (x)}}+x\right)}\right) \left(-9 x+9 x \log (5)+(-6 x+6 x \log (5)) \log (x)+(-x+x \log (5)) \log ^2(x)+e^{\frac{75+28 x+x \log (x)}{3+\log (x)}} \left(-75+59 x+(75-59 x) \log (5)+(31 x-31 x \log (5)) \log (x)+(x-x \log (5)) \log ^2(x)\right)\right)}{\left(-9 x^2-6 x^2 \log (x)-x^2 \log ^2(x)+e^{\frac{75+28 x+x \log (x)}{3+\log (x)}} \left(9 x+6 x \log (x)+x \log ^2(x)\right)\right) \log ^2\left(-e^{\frac{75+28 x+x \log (x)}{3+\log (x)}}+x\right)} \, dx","\exp \left(\frac{\log (5)-1}{\log \left(x-e^{x+\frac{25 (x+3)}{\log (x)+3}}\right)}\right)",1,"59*(1 - Log[5])*Defer[Int][(5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)/((3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] - 3*(1 - Log[5])*Defer[Int][5^(2 + Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1))/(E^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*x*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] - 84*(1 - Log[5])*Defer[Int][(5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] + 59*(1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*x)/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] + 31*(1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*Log[x])/((3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] - 6*(1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*Log[x])/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] + 31*(1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*x*Log[x])/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] + (1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*Log[x]^2)/((3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] - (1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*Log[x]^2)/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x] + (1 - Log[5])*Defer[Int][((5/E)^Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^(-1)*x*Log[x]^2)/((-x + E^(75/(3 + Log[x]) + (28*x)/(3 + Log[x]))*x^(x/(3 + Log[x])))*(3 + Log[x])^2*Log[-E^((75 + 28*x + x*Log[x])/(3 + Log[x])) + x]^2), x]","F",0,0,0,0,-1,"{}"
413,0,0,0,17.0286641,"\int \frac{e^{\frac{3 x-x^2+x^{-\frac{x}{-10+5 x}}+9 x^2 \log (x)}{x}} \left(160 x^2-160 x^3+40 x^4+\left(180 x^2-180 x^3+45 x^4\right) \log (x)+x^{-\frac{x}{-10+5 x}} \left(-20+22 x-6 x^2+2 x \log (x)\right)\right)}{20 x^2-20 x^3+5 x^4} \, dx","Int[(E^((3*x - x^2 + x^(-(x/(-10 + 5*x))) + 9*x^2*Log[x])/x)*(160*x^2 - 160*x^3 + 40*x^4 + (180*x^2 - 180*x^3 + 45*x^4)*Log[x] + (-20 + 22*x - 6*x^2 + 2*x*Log[x])/x^(x/(-10 + 5*x))))/(20*x^2 - 20*x^3 + 5*x^4),x]","\int \frac{e^{\frac{3 x-x^2+x^{-\frac{x}{-10+5 x}}+9 x^2 \log (x)}{x}} \left(160 x^2-160 x^3+40 x^4+\left(180 x^2-180 x^3+45 x^4\right) \log (x)+x^{-\frac{x}{-10+5 x}} \left(-20+22 x-6 x^2+2 x \log (x)\right)\right)}{20 x^2-20 x^3+5 x^4} \, dx","e^{x^{\frac{x}{5 (2-x)}-1}-x+9 x \log (x)+3}",1,"8*Defer[Int][E^(3 - x + x^(-1 - x/(-10 + 5*x)) + 9*x*Log[x]), x] - (6*Defer[Int][E^(3 - x + x^(-1 - x/(-10 + 5*x)) + 9*x*Log[x])*x^(-2 + x/(10 - 5*x)), x])/5 - (2*Defer[Int][(E^(3 - x + x^(-1 - x/(-10 + 5*x)) + 9*x*Log[x])*x^(-2 + x/(10 - 5*x)))/(-2 + x), x])/5 + 9*Defer[Int][E^(3 - x + x^(-1 - x/(-10 + 5*x)) + 9*x*Log[x])*Log[x], x] + (2*Defer[Int][(E^(3 - x + x^(-1 - x/(-10 + 5*x)) + 9*x*Log[x])*x^(-1 + x/(10 - 5*x))*Log[x])/(-2 + x)^2, x])/5","F",0,0,0,0,-1,"{}"
414,0,0,0,8.3093665,"\int \frac{e^{2 e^x} \left(6-3 e^4\right)+12 x^2-3 e^4 x^2-3 x^2 \log (2)+\left(-16 x+6 e^4 x+2 x \log (2)\right) \log (3)+\left(6-3 e^4\right) \log ^2(3)+e^{e^x} \left(-16 x+6 e^4 x+2 x \log (2)+e^x \left(-2 x^2+x^2 \log (2)\right)+\left(12-6 e^4\right) \log (3)\right)}{e^{2 e^x} x^4+x^6-2 x^5 \log (3)+x^4 \log ^2(3)+e^{e^x} \left(-2 x^5+2 x^4 \log (3)\right)} \, dx","Int[(E^(2*E^x)*(6 - 3*E^4) + 12*x^2 - 3*E^4*x^2 - 3*x^2*Log[2] + (-16*x + 6*E^4*x + 2*x*Log[2])*Log[3] + (6 - 3*E^4)*Log[3]^2 + E^E^x*(-16*x + 6*E^4*x + 2*x*Log[2] + E^x*(-2*x^2 + x^2*Log[2]) + (12 - 6*E^4)*Log[3]))/(E^(2*E^x)*x^4 + x^6 - 2*x^5*Log[3] + x^4*Log[3]^2 + E^E^x*(-2*x^5 + 2*x^4*Log[3])),x]","\int \frac{e^{2 e^x} \left(6-3 e^4\right)+12 x^2-3 e^4 x^2-3 x^2 \log (2)+\left(-16 x+6 e^4 x+2 x \log (2)\right) \log (3)+\left(6-3 e^4\right) \log ^2(3)+e^{e^x} \left(-16 x+6 e^4 x+2 x \log (2)+e^x \left(-2 x^2+x^2 \log (2)\right)+\left(12-6 e^4\right) \log (3)\right)}{e^{2 e^x} x^4+x^6-2 x^5 \log (3)+x^4 \log ^2(3)+e^{e^x} \left(-2 x^5+2 x^4 \log (3)\right)} \, dx","\frac{\frac{x (2-\log (2))}{-x+e^{e^x}+\log (3)}+e^4-2}{x^3}",1,"6*Log[3]^2*Defer[Int][1/(x^4*(-E^E^x + x - Log[3])^2), x] - 3*E^4*Log[3]^2*Defer[Int][1/(x^4*(-E^E^x + x - Log[3])^2), x] + 12*Log[3]*Defer[Int][E^E^x/(x^4*(-E^E^x + x - Log[3])^2), x] - 6*Log[3]*Defer[Int][E^(4 + E^x)/(x^4*(-E^E^x + x - Log[3])^2), x] - Log[3]*(16 - Log[4])*Defer[Int][1/(x^3*(-E^E^x + x - Log[3])^2), x] + 3*E^4*Log[9]*Defer[Int][1/(x^3*(-E^E^x + x - Log[3])^2), x] - (16 - Log[4])*Defer[Int][E^E^x/(x^3*(-E^E^x + x - Log[3])^2), x] + 6*Defer[Int][E^(4 + E^x)/(x^3*(-E^E^x + x - Log[3])^2), x] - 3*E^4*Defer[Int][1/(x^2*(-E^E^x + x - Log[3])^2), x] + (12 - Log[8])*Defer[Int][1/(x^2*(-E^E^x + x - Log[3])^2), x] + 3*(2 - E^4)*Defer[Int][E^(2*E^x)/(x^4*(E^E^x - x + Log[3])^2), x] - (2 - Log[2])*Defer[Int][E^(E^x + x)/(x^2*(E^E^x - x + Log[3])^2), x]","F",0,0,0,0,-1,"{}"
415,1,61,0,0.2775269,"\int \frac{-16 e^5-16 x+e^5 (-16+8 x) \log \left(-\frac{x}{-2+x}\right)}{e^{10} (-2+x)-2 x^2+x^3+e^5 \left(-4 x+2 x^2\right)} \, dx","Int[(-16*E^5 - 16*x + E^5*(-16 + 8*x)*Log[-(x/(-2 + x))])/(E^10*(-2 + x) - 2*x^2 + x^3 + E^5*(-4*x + 2*x^2)),x]","-\frac{16 \log (2-x)}{2+e^5}+\frac{16 \log (x)}{2+e^5}-\frac{8 e^5 (2-x) \log \left(\frac{x}{2-x}\right)}{\left(2+e^5\right) \left(x+e^5\right)}","\frac{8 x \log \left(\frac{x}{2-x}\right)}{x+e^5}+\frac{1}{3}",1,"(-16*Log[2 - x])/(2 + E^5) + (16*Log[x])/(2 + E^5) - (8*E^5*(2 - x)*Log[x/(2 - x)])/((2 + E^5)*(E^5 + x))","B",11,7,59,0.1186,1,"{6688, 12, 6742, 36, 31, 2490, 29}"
416,1,111,0,0.0593834,"\int \frac{-2500-3000 x+18800 x^2+11840 x^3+47360 x^5-300800 x^6-192000 x^7+640000 x^8}{81 x^5+432 e^5 x^5+864 e^{10} x^5+768 e^{15} x^5+256 e^{20} x^5} \, dx","Int[(-2500 - 3000*x + 18800*x^2 + 11840*x^3 + 47360*x^5 - 300800*x^6 - 192000*x^7 + 640000*x^8)/(81*x^5 + 432*E^5*x^5 + 864*E^10*x^5 + 768*E^15*x^5 + 256*E^20*x^5),x]","\frac{160000 x^4}{\left(3+4 e^5\right)^4}+\frac{625}{\left(3+4 e^5\right)^4 x^4}-\frac{64000 x^3}{\left(3+4 e^5\right)^4}+\frac{1000}{\left(3+4 e^5\right)^4 x^3}-\frac{150400 x^2}{\left(3+4 e^5\right)^4}-\frac{9400}{\left(3+4 e^5\right)^4 x^2}+\frac{47360 x}{\left(3+4 e^5\right)^4}-\frac{11840}{\left(3+4 e^5\right)^4 x}","\frac{\left(-20 x+\frac{5}{x}+2\right)^4}{\left(3+4 e^5\right)^4}",1,"625/((3 + 4*E^5)^4*x^4) + 1000/((3 + 4*E^5)^4*x^3) - 9400/((3 + 4*E^5)^4*x^2) - 11840/((3 + 4*E^5)^4*x) + (47360*x)/(3 + 4*E^5)^4 - (150400*x^2)/(3 + 4*E^5)^4 - (64000*x^3)/(3 + 4*E^5)^4 + (160000*x^4)/(3 + 4*E^5)^4","B",7,3,76,0.03947,1,"{6, 12, 14}"
417,1,207,0,0.4193751,"\int \frac{816+512 e+80 e^2+(128+40 e) \log (x)+5 \log ^2(x)+\left(168+104 e+16 e^2+(26+8 e) \log (x)+\log ^2(x)\right) \log (80 x)}{9+6 e+e^2} \, dx","Int[(816 + 512*E + 80*E^2 + (128 + 40*E)*Log[x] + 5*Log[x]^2 + (168 + 104*E + 16*E^2 + (26 + 8*E)*Log[x] + Log[x]^2)*Log[80*x])/(9 + 6*E + E^2),x]","\frac{16 (17+5 e) x}{3+e}-\frac{8 (16+5 e) x}{(3+e)^2}+\frac{4 (13+4 e) x}{(3+e)^2}-\frac{8 (7+2 e) x}{3+e}+\frac{4 x}{(3+e)^2}+\frac{4 x \log ^2(x)}{(3+e)^2}+\frac{x \log (80 x) \log ^2(x)}{(3+e)^2}+\frac{8 (16+5 e) x \log (x)}{(3+e)^2}-\frac{2 (13+4 e) x \log (x)}{(3+e)^2}-\frac{6 x \log (x)}{(3+e)^2}+\frac{2 (13+4 e) x \log (80 x) \log (x)}{(3+e)^2}-\frac{2 x \log (80 x) \log (x)}{(3+e)^2}-\frac{2 (13+4 e) x \log (80 x)}{(3+e)^2}+\frac{8 (7+2 e) x \log (80 x)}{3+e}+\frac{2 x \log (80 x)}{(3+e)^2}","x \left(4-\frac{\log (x)}{-3-e}\right)^2 (\log (80 x)+4)",1,"(4*x)/(3 + E)^2 - (8*(7 + 2*E)*x)/(3 + E) + (4*(13 + 4*E)*x)/(3 + E)^2 - (8*(16 + 5*E)*x)/(3 + E)^2 + (16*(17 + 5*E)*x)/(3 + E) - (6*x*Log[x])/(3 + E)^2 - (2*(13 + 4*E)*x*Log[x])/(3 + E)^2 + (8*(16 + 5*E)*x*Log[x])/(3 + E)^2 + (4*x*Log[x]^2)/(3 + E)^2 + (2*x*Log[80*x])/(3 + E)^2 + (8*(7 + 2*E)*x*Log[80*x])/(3 + E) - (2*(13 + 4*E)*x*Log[80*x])/(3 + E)^2 - (2*x*Log[x]*Log[80*x])/(3 + E)^2 + (2*(13 + 4*E)*x*Log[x]*Log[80*x])/(3 + E)^2 + (x*Log[x]^2*Log[80*x])/(3 + E)^2","B",17,6,62,0.09677,1,"{12, 2295, 2296, 6741, 6742, 2361}"
418,1,7,0,0.0033536,"\int -e^{-2-x} \, dx","Int[-E^(-2 - x),x]","e^{-x-2}","e^{-x-2}",1,"E^(-2 - x)","A",1,1,9,0.1111,1,"{2194}"
419,0,0,0,48.9809056,"\int \frac{-30+54 x+e^{2-x} \left(15-12 x-12 x^2-3 x^3\right)+\left(-120 x-12 x^2+e^{2-x} \left(60 x+36 x^2+6 x^3\right)\right) \log (5+x)+\left(60 x+12 x^2+e^{2-x} \left(-30 x-21 x^2-3 x^3\right)\right) \log ^2(5+x)}{20+e^{2-x} (-20-4 x)+4 x+e^{4-2 x} (5+x)} \, dx","Int[(-30 + 54*x + E^(2 - x)*(15 - 12*x - 12*x^2 - 3*x^3) + (-120*x - 12*x^2 + E^(2 - x)*(60*x + 36*x^2 + 6*x^3))*Log[5 + x] + (60*x + 12*x^2 + E^(2 - x)*(-30*x - 21*x^2 - 3*x^3))*Log[5 + x]^2)/(20 + E^(2 - x)*(-20 - 4*x) + 4*x + E^(4 - 2*x)*(5 + x)),x]","\int \frac{-30+54 x+e^{2-x} \left(15-12 x-12 x^2-3 x^3\right)+\left(-120 x-12 x^2+e^{2-x} \left(60 x+36 x^2+6 x^3\right)\right) \log (5+x)+\left(60 x+12 x^2+e^{2-x} \left(-30 x-21 x^2-3 x^3\right)\right) \log ^2(5+x)}{20+e^{2-x} (-20-4 x)+4 x+e^{4-2 x} (5+x)} \, dx","\frac{3 \left(x-(x-x \log (x+5))^2\right)}{e^{2-x}-2}",1,"33*E^(-2 + x) - (3*x)/2 + 3*E^(-2 + x)*x + (3*E^2*x)/(2*(E^2 - 2*E^x)) + (3*x^2)/2 - 3*E^(-2 + x)*x^2 - (3*E^2*x^2)/(2*(E^2 - 2*E^x)) - (66*ExpIntegralEi[5 + x])/E^7 - (3*x*Log[1 - 2*E^(-2 + x)])/2 - (3*x^2*Log[1 - 2*E^(-2 + x)])/2 + 15*Log[E^2 - 2*E^x] + 36*E^(-2 + x)*Log[5 + x] - 6*E^(-2 + x)*x*Log[5 + x] + 6*E^(-2 + x)*x^2*Log[5 + x] - (150*ExpIntegralEi[5 + x]*Log[5 + x])/E^7 - (3*PolyLog[2, 2*E^(-2 + x)])/2 - 3*x*PolyLog[2, 2*E^(-2 + x)] + 3*PolyLog[3, 2*E^(-2 + x)] - 6*Defer[Int][(E^(-2 + 2*x)*x)/(-E^2 + 2*E^x), x] - 12*Log[5 + x]*Defer[Int][(E^(-2 + 2*x)*x)/(-E^2 + 2*E^x), x] + 6*Defer[Int][(E^(-2 + 2*x)*x^2)/(-E^2 + 2*E^x), x] - 12*Log[5 + x]*Defer[Int][(E^(-2 + 2*x)*x^2)/(-E^2 + 2*E^x), x] - 300*Defer[Int][E^(-2 + 2*x)/((-E^2 + 2*E^x)*(5 + x)), x] + 300*Log[5 + x]*Defer[Int][E^(-2 + 2*x)/((-E^2 + 2*E^x)*(5 + x)), x] + (150*Defer[Int][ExpIntegralEi[5 + x]/(5 + x), x])/E^7 - 60*Defer[Int][(E^(-2 + 2*x)*Log[5 + x])/(-E^2 + 2*E^x), x] + 12*Defer[Int][(E^(2*x)*x^2*Log[5 + x])/(-E^2 + 2*E^x)^2, x] - 45*Defer[Int][E^(-2 + x)*Log[5 + x]^2, x] + 12*Defer[Int][(E^(-2 + 2*x)*x*Log[5 + x]^2)/(-E^2 + 2*E^x), x] - 6*Defer[Int][(E^(2*x)*x^2*Log[5 + x]^2)/(-E^2 + 2*E^x)^2, x] + 6*Defer[Int][(E^(-2 + 2*x)*x^2*Log[5 + x]^2)/(-E^2 + 2*E^x), x] + 24*Defer[Int][E^(-2 + x)*(5 + x)*Log[5 + x]^2, x] - 3*Defer[Int][E^(-2 + x)*(5 + x)^2*Log[5 + x]^2, x] + 12*Defer[Int][Defer[Int][(E^(-2 + 2*x)*x)/(-E^2 + 2*E^x), x]/(5 + x), x] + 12*Defer[Int][Defer[Int][(E^(-2 + 2*x)*x^2)/(-E^2 + 2*E^x), x]/(5 + x), x] - 300*Defer[Int][Defer[Int][E^(-2 + 2*x)/((-E^2 + 2*E^x)*(5 + x)), x]/(5 + x), x]","F",0,0,0,0,-1,"{}"
420,1,381,0,3.738545,"\int \frac{392+112 x+6 x^2+e^{e^{e^3}} \left(16 x+24 e^x x+12 e^{2 x} x+2 e^{3 x} x\right)+(112+16 x) \log (5)+8 \log ^2(5)+e^{3 x} \left(49+28 x+3 x^2+(14+4 x) \log (5)+\log ^2(5)\right)+e^{2 x} \left(294+140 x+26 x^2+2 x^3+\left(84+20 x+2 x^2\right) \log (5)+6 \log ^2(5)\right)+e^x \left(588+224 x+43 x^2+2 x^3+\left(168+32 x+4 x^2\right) \log (5)+12 \log ^2(5)\right)}{8+12 e^x+6 e^{2 x}+e^{3 x}} \, dx","Int[(392 + 112*x + 6*x^2 + E^E^E^3*(16*x + 24*E^x*x + 12*E^(2*x)*x + 2*E^(3*x)*x) + (112 + 16*x)*Log[5] + 8*Log[5]^2 + E^(3*x)*(49 + 28*x + 3*x^2 + (14 + 4*x)*Log[5] + Log[5]^2) + E^(2*x)*(294 + 140*x + 26*x^2 + 2*x^3 + (84 + 20*x + 2*x^2)*Log[5] + 6*Log[5]^2) + E^x*(588 + 224*x + 43*x^2 + 2*x^3 + (168 + 32*x + 4*x^2)*Log[5] + 12*Log[5]^2))/(8 + 12*E^x + 6*E^(2*x) + E^(3*x)),x]","-\frac{9}{2} x \text{Li}_2\left(-\frac{e^x}{2}\right)-\frac{3}{2} \text{Li}_2\left(-\frac{e^x}{2}\right)+\frac{9}{2} \text{Li}_3\left(-\frac{e^x}{2}\right)+\frac{1}{2} x (25+\log (625)) \text{Li}_2\left(-\frac{e^x}{2}\right)-2 x (4+\log (5)) \text{Li}_2\left(-\frac{e^x}{2}\right)-\frac{1}{2} (25+\log (625)) \text{Li}_2\left(-\frac{e^x}{2}\right)+2 (7+\log (5)) \text{Li}_2\left(-\frac{e^x}{2}\right)-\frac{1}{2} (25+\log (625)) \text{Li}_3\left(-\frac{e^x}{2}\right)+2 (4+\log (5)) \text{Li}_3\left(-\frac{e^x}{2}\right)-\frac{2 x^3}{e^x+2}+\frac{x^3}{\left(e^x+2\right)^2}+\frac{7 x^3}{4}-\frac{1}{12} x^3 (25+\log (625))+\frac{1}{3} x^3 (4+\log (5))-\frac{3 x^2}{2 \left(e^x+2\right)}+\frac{3 x^2}{4}+\frac{1}{4} x^2 (25+\log (625)) \log \left(\frac{e^x}{2}+1\right)-x^2 (4+\log (5)) \log \left(\frac{e^x}{2}+1\right)-\frac{9}{4} x^2 \log \left(\frac{e^x}{2}+1\right)-\frac{x^2 (25+\log (625))}{2 \left(e^x+2\right)}+\frac{1}{4} x^2 (25+\log (625))+x^2 \left(14+e^{e^{e^3}}+\log (25)\right)-x^2 (7+\log (5))-\frac{1}{2} x (25+\log (625)) \log \left(\frac{e^x}{2}+1\right)+2 x (7+\log (5)) \log \left(\frac{e^x}{2}+1\right)-\frac{3}{2} x \log \left(\frac{e^x}{2}+1\right)+x (7+\log (5))^2","x \left(e^{e^{e^3}} x+\left(\frac{x}{e^x+2}-x-7-\log (5)\right)^2\right)",1,"(3*x^2)/4 - (3*x^2)/(2*(2 + E^x)) + (7*x^3)/4 + x^3/(2 + E^x)^2 - (2*x^3)/(2 + E^x) + (x^3*(4 + Log[5]))/3 - x^2*(7 + Log[5]) + x*(7 + Log[5])^2 + x^2*(14 + E^E^E^3 + Log[25]) + (x^2*(25 + Log[625]))/4 - (x^2*(25 + Log[625]))/(2*(2 + E^x)) - (x^3*(25 + Log[625]))/12 - (3*x*Log[1 + E^x/2])/2 - (9*x^2*Log[1 + E^x/2])/4 - x^2*(4 + Log[5])*Log[1 + E^x/2] + 2*x*(7 + Log[5])*Log[1 + E^x/2] - (x*(25 + Log[625])*Log[1 + E^x/2])/2 + (x^2*(25 + Log[625])*Log[1 + E^x/2])/4 - (3*PolyLog[2, -1/2*E^x])/2 - (9*x*PolyLog[2, -1/2*E^x])/2 - 2*x*(4 + Log[5])*PolyLog[2, -1/2*E^x] + 2*(7 + Log[5])*PolyLog[2, -1/2*E^x] - ((25 + Log[625])*PolyLog[2, -1/2*E^x])/2 + (x*(25 + Log[625])*PolyLog[2, -1/2*E^x])/2 + (9*PolyLog[3, -1/2*E^x])/2 + 2*(4 + Log[5])*PolyLog[3, -1/2*E^x] - ((25 + Log[625])*PolyLog[3, -1/2*E^x])/2","C",72,12,186,0.06452,1,"{6741, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2279, 2391}"
421,1,21,0,0.0378587,"\int \frac{24+e^2 (24-x)-4 e^2 \log (3)}{x+e^2 x+\left(4+4 e^2\right) \log (3)} \, dx","Int[(24 + E^2*(24 - x) - 4*E^2*Log[3])/(x + E^2*x + (4 + 4*E^2)*Log[3]),x]","24 \log (x+\log (81))-\frac{e^2 x}{1+e^2}","\frac{x}{1+e^2}-x+24 \log \left(\frac{x}{4}+\log (3)\right)",1,"-((E^2*x)/(1 + E^2)) + 24*Log[x + Log[81]]","A",4,3,38,0.07895,1,"{6, 186, 43}"
422,0,0,0,28.7584782,"\int \frac{-131072 x^3-1024 e^{2 e^x} x^3-2 e^{4 e^x} x^3+e^{\frac{8}{256+e^{2 e^x}}} \left(262144+196608 x^2+e^{4 e^x} \left(4+3 x^2\right)+e^{2 e^x} \left(2048+1536 x^2+e^x \left(64 x+16 x^3\right)\right)\right)}{e^{\frac{16}{256+e^{2 e^x}}} \left(327680+2560 e^{2 e^x}+5 e^{4 e^x}\right)+327680 x^2+2560 e^{2 e^x} x^2+5 e^{4 e^x} x^2+e^{\frac{8}{256+e^{2 e^x}}} \left(-655360 x-5120 e^{2 e^x} x-10 e^{4 e^x} x\right)} \, dx","Int[(-131072*x^3 - 1024*E^(2*E^x)*x^3 - 2*E^(4*E^x)*x^3 + E^(8/(256 + E^(2*E^x)))*(262144 + 196608*x^2 + E^(4*E^x)*(4 + 3*x^2) + E^(2*E^x)*(2048 + 1536*x^2 + E^x*(64*x + 16*x^3))))/(E^(16/(256 + E^(2*E^x)))*(327680 + 2560*E^(2*E^x) + 5*E^(4*E^x)) + 327680*x^2 + 2560*E^(2*E^x)*x^2 + 5*E^(4*E^x)*x^2 + E^(8/(256 + E^(2*E^x)))*(-655360*x - 5120*E^(2*E^x)*x - 10*E^(4*E^x)*x)),x]","\int \frac{-131072 x^3-1024 e^{2 e^x} x^3-2 e^{4 e^x} x^3+e^{\frac{8}{256+e^{2 e^x}}} \left(262144+196608 x^2+e^{4 e^x} \left(4+3 x^2\right)+e^{2 e^x} \left(2048+1536 x^2+e^x \left(64 x+16 x^3\right)\right)\right)}{e^{\frac{16}{256+e^{2 e^x}}} \left(327680+2560 e^{2 e^x}+5 e^{4 e^x}\right)+327680 x^2+2560 e^{2 e^x} x^2+5 e^{4 e^x} x^2+e^{\frac{8}{256+e^{2 e^x}}} \left(-655360 x-5120 e^{2 e^x} x-10 e^{4 e^x} x\right)} \, dx","\frac{x \left(x^2+4\right)}{5 \left(e^{\frac{8}{e^{2 e^x}+256}}-x\right)}",1,"(262144*Defer[Int][E^(8/(256 + E^(2*E^x)))/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (2048*Defer[Int][E^(2*E^x + 8/(256 + E^(2*E^x)))/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (4*Defer[Int][E^(4*E^x + 8/(256 + E^(2*E^x)))/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (64*Defer[Int][(E^(2*E^x + 8/(256 + E^(2*E^x)) + x)*x)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (196608*Defer[Int][(E^(8/(256 + E^(2*E^x)))*x^2)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (1536*Defer[Int][(E^(2*E^x + 8/(256 + E^(2*E^x)))*x^2)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (3*Defer[Int][(E^(4*E^x + 8/(256 + E^(2*E^x)))*x^2)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 - (131072*Defer[Int][x^3/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 - (1024*Defer[Int][(E^(2*E^x)*x^3)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 - (2*Defer[Int][(E^(4*E^x)*x^3)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5 + (16*Defer[Int][(E^(2*E^x + 8/(256 + E^(2*E^x)) + x)*x^3)/((256 + E^(2*E^x))^2*(E^(8/(256 + E^(2*E^x))) - x)^2), x])/5","F",0,0,0,0,-1,"{}"
423,1,71,0,0.3913567,"\int \left(-99+40 x-3 x^2+e^{8 x-16 x^2} \left(-25-200 x+800 x^2\right)+e^{4 x-8 x^2} \left(100+380 x-1640 x^2+160 x^3\right)\right) \, dx","Int[-99 + 40*x - 3*x^2 + E^(8*x - 16*x^2)*(-25 - 200*x + 800*x^2) + E^(4*x - 8*x^2)*(100 + 380*x - 1640*x^2 + 160*x^3),x]","-x^3-10 e^{4 x-8 x^2} x^2+20 x^2+100 e^{4 x-8 x^2} x-\frac{25 e^{8 x-16 x^2} \left(x-4 x^2\right)}{1-4 x}-99 x","x-x \left(x-5 \left(2-e^{4 x-8 x^2}\right)\right)^2",1,"-99*x + 100*E^(4*x - 8*x^2)*x + 20*x^2 - 10*E^(4*x - 8*x^2)*x^2 - x^3 - (25*E^(8*x - 16*x^2)*(x - 4*x^2))/(1 - 4*x)","B",25,6,59,0.1017,1,"{2288, 6742, 2234, 2205, 2240, 2241}"
424,1,87,0,0.3660307,"\int \frac{-24 x^3+e^{2 x} (-5+10 x)+5 x^2 \log (2)+e^{2 x} \left(24 x^2+e^x (-5+15 x)+(5-10 x) \log (2)\right)+e^x \left(7 x^2-5 x^3+(5-5 x) \log (2)\right)}{x^2} \, dx","Int[(-24*x^3 + E^(2*x)*(-5 + 10*x) + 5*x^2*Log[2] + E^(2*x)*(24*x^2 + E^x*(-5 + 15*x) + (5 - 10*x)*Log[2]) + E^x*(7*x^2 - 5*x^3 + (5 - 5*x)*Log[2]))/x^2,x]","-2 (5-\log (32)) \text{Ei}(2 x)+10 (1-\log (2)) \text{Ei}(2 x)-12 x^2-5 e^x x+12 e^x+12 e^{2 x}+\frac{5 e^{3 x}}{x}+x \log (32)-\frac{e^x \log (32)}{x}+\frac{e^{2 x} (5-\log (32))}{x}","\left(-x^2+e^x+e^{2 x}\right) \left(\frac{5 \left(2 x+e^x-\log (2)\right)}{x}+2\right)",1,"12*E^x + 12*E^(2*x) + (5*E^(3*x))/x - 5*E^x*x - 12*x^2 + 10*ExpIntegralEi[2*x]*(1 - Log[2]) + (E^(2*x)*(5 - Log[32]))/x - 2*ExpIntegralEi[2*x]*(5 - Log[32]) - (E^x*Log[32])/x + x*Log[32]","C",17,7,80,0.08750,1,"{14, 2197, 2199, 2194, 2178, 2177, 2176}"
425,1,29,0,0.0379469,"\int \frac{-8+5 x^2-6 x^3+e^x \left(-12 x^2+3 x^3\right)}{x^2} \, dx","Int[(-8 + 5*x^2 - 6*x^3 + E^x*(-12*x^2 + 3*x^3))/x^2,x]","-3 x^2+5 x-3 e^x-3 e^x (4-x)+\frac{8}{x}","3 e^x (x-5)-x (3 x-5)+\frac{8}{x}",1,"-3*E^x - 3*E^x*(4 - x) + 8/x + 5*x - 3*x^2","A",6,3,31,0.09677,1,"{14, 2176, 2194}"
426,1,29,0,24.5311101,"\int \frac{-10 x^2-2 e^3 x^2+\exp \left(e^{\frac{5 x+25 x^4+5 e^3 x^4}{5+e^3}}+\frac{5 x+25 x^4+5 e^3 x^4}{5+e^3}\right) \left(5 x+100 x^4+20 e^3 x^4\right)+\left(e^{e^{\frac{5 x+25 x^4+5 e^3 x^4}{5+e^3}}} \left(-5-e^3\right)+5 x^2+e^3 x^2\right) \log \left(-e^{e^{\frac{5 x+25 x^4+5 e^3 x^4}{5+e^3}}}+x^2\right)}{-5 x^4-e^3 x^4+e^{e^{\frac{5 x+25 x^4+5 e^3 x^4}{5+e^3}}} \left(5 x^2+e^3 x^2\right)} \, dx","Int[(-10*x^2 - 2*E^3*x^2 + E^(E^((5*x + 25*x^4 + 5*E^3*x^4)/(5 + E^3)) + (5*x + 25*x^4 + 5*E^3*x^4)/(5 + E^3))*(5*x + 100*x^4 + 20*E^3*x^4) + (E^E^((5*x + 25*x^4 + 5*E^3*x^4)/(5 + E^3))*(-5 - E^3) + 5*x^2 + E^3*x^2)*Log[-E^E^((5*x + 25*x^4 + 5*E^3*x^4)/(5 + E^3)) + x^2])/(-5*x^4 - E^3*x^4 + E^E^((5*x + 25*x^4 + 5*E^3*x^4)/(5 + E^3))*(5*x^2 + E^3*x^2)),x]","\frac{\log \left(x^2-e^{e^{5 x \left(x^3+\frac{1}{5+e^3}\right)}}\right)}{x}","\frac{\log \left(x^2-e^{e^{5 \left(x^4+\frac{x}{5+e^3}\right)}}\right)}{x}",1,"Log[-E^E^(5*x*((5 + E^3)^(-1) + x^3)) + x^2]/x","A",11,4,234,0.01709,1,"{6, 6688, 6742, 2551}"
427,1,24,0,0.1303577,"\int \frac{1}{96} e^{\frac{1}{24} \left(96+720 x+48 x^2+x \log ^2(9)\right)} \left(720+96 x+\log ^2(9)\right) \, dx","Int[(E^((96 + 720*x + 48*x^2 + x*Log[9]^2)/24)*(720 + 96*x + Log[9]^2))/96,x]","\frac{1}{4} e^{2 x^2+\frac{1}{24} x \left(720+\log ^2(9)\right)+4}","\frac{1}{4} e^{2 x \left(x+\frac{2}{x}+3 \left(5+\frac{\log ^2(9)}{144}\right)\right)}",1,"E^(4 + 2*x^2 + (x*(720 + Log[9]^2))/24)/4","A",3,3,35,0.08571,1,"{12, 2244, 2236}"
428,1,33,0,0.0391283,"\int \frac{-1200+5280 x-5776 x^2-149 x^4+1440 x^5+300 x^6}{16 x^4} \, dx","Int[(-1200 + 5280*x - 5776*x^2 - 149*x^4 + 1440*x^5 + 300*x^6)/(16*x^4),x]","\frac{25 x^3}{4}+\frac{25}{x^3}+45 x^2-\frac{165}{x^2}-\frac{149 x}{16}+\frac{361}{x}","\log (4)-\frac{\left(\frac{x-2}{4}+x\right)^2 \left(5-4 \left(x-\frac{5}{x}+4\right)^2\right)}{x}",1,"25/x^3 - 165/x^2 + 361/x - (149*x)/16 + 45*x^2 + (25*x^3)/4","A",3,2,32,0.06250,1,"{12, 14}"
429,1,52,0,0.6252904,"\int \left(36+18 x+\frac{25 e^{-8-x+2 x^2} \left(-9 x^2+36 x^3\right)}{x^2}+e^{\frac{1}{2} \left(-8-x+2 x^2+2 \log \left(\frac{5}{x}\right)\right)} \left(63 x^2+36 x^3\right)\right) \, dx","Int[36 + 18*x + (25*E^(-8 - x + 2*x^2)*(-9*x^2 + 36*x^3))/x^2 + E^((-8 - x + 2*x^2 + 2*Log[5/x])/2)*(63*x^2 + 36*x^3),x]","9 x^2+90 e^{x^2-\frac{x}{2}-4} x+180 e^{x^2-\frac{x}{2}-4}+225 e^{2 x^2-x-8}+36 x","9 \left(x+5 e^{x \left(x-\frac{4}{x}\right)-\frac{x}{2}}+2\right)^2",1,"180*E^(-4 - x/2 + x^2) + 225*E^(-8 - x + 2*x^2) + 36*x + 90*E^(-4 - x/2 + x^2)*x + 9*x^2","A",19,11,69,0.1594,1,"{1584, 2236, 1593, 2274, 12, 6742, 2244, 2240, 2234, 2204, 2241}"
430,1,56,0,0.1199057,"\int \left(-432 x^2-1800 x^3+1080 x^4+1944 x^5+\left(-648 x+648 x^2+2592 x^3\right) \log (x)+648 x \log ^2(x)\right) \, dx","Int[-432*x^2 - 1800*x^3 + 1080*x^4 + 1944*x^5 + (-648*x + 648*x^2 + 2592*x^3)*Log[x] + 648*x*Log[x]^2,x]","324 x^6+216 x^5-612 x^4+648 x^4 \log (x)-216 x^3+216 x^3 \log (x)+324 x^2+324 x^2 \log ^2(x)-648 x^2 \log (x)","36 x^2 \left(3 \left(x^2+\log (x)\right)+x-3\right)^2",1,"324*x^2 - 216*x^3 - 612*x^4 + 216*x^5 + 324*x^6 - 648*x^2*Log[x] + 216*x^3*Log[x] + 648*x^4*Log[x] + 324*x^2*Log[x]^2","B",9,4,45,0.08889,1,"{1594, 2356, 2304, 2305}"
431,0,0,0,14.9189506,"\int \frac{\exp \left(\exp \left(\frac{-107+19 x+(-20+4 x) \log (x)}{19+4 \log (x)}\right)+\frac{-107+19 x+(-20+4 x) \log (x)}{19+4 \log (x)}\right) \left(48+361 x+152 x \log (x)+16 x \log ^2(x)\right)}{361 x+152 x \log (x)+16 x \log ^2(x)} \, dx","Int[(E^(E^((-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x])) + (-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x]))*(48 + 361*x + 152*x*Log[x] + 16*x*Log[x]^2))/(361*x + 152*x*Log[x] + 16*x*Log[x]^2),x]","\int \frac{\exp \left(\exp \left(\frac{-107+19 x+(-20+4 x) \log (x)}{19+4 \log (x)}\right)+\frac{-107+19 x+(-20+4 x) \log (x)}{19+4 \log (x)}\right) \left(48+361 x+152 x \log (x)+16 x \log ^2(x)\right)}{361 x+152 x \log (x)+16 x \log ^2(x)} \, dx","e^{e^{x+\frac{12}{\log (x)-5 (\log (x)+5)+6}-5}}",1,"Defer[Int][E^(E^((-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x])) + (-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x])), x] + 48*Defer[Int][E^(E^((-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x])) + (-107 + 19*x + (-20 + 4*x)*Log[x])/(19 + 4*Log[x]))/(x*(19 + 4*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
432,0,0,0,7.3316879,"\int \frac{e^3 \left(-64 x^2-16 x^3-x^4\right)+\exp \left(\frac{-96 x+12 x^2+3 x^3+e^3 \left(96-38 x^2+4 x^3+x^4\right)}{e^3 \left(8 x+x^2\right)}\right) \left(192 x^2+48 x^3+3 x^4+e^3 \left(-768-192 x-304 x^2+64 x^3+28 x^4+2 x^5\right)\right)}{e^3 \left(64 x^2+16 x^3+x^4\right)} \, dx","Int[(E^3*(-64*x^2 - 16*x^3 - x^4) + E^((-96*x + 12*x^2 + 3*x^3 + E^3*(96 - 38*x^2 + 4*x^3 + x^4))/(E^3*(8*x + x^2)))*(192*x^2 + 48*x^3 + 3*x^4 + E^3*(-768 - 192*x - 304*x^2 + 64*x^3 + 28*x^4 + 2*x^5)))/(E^3*(64*x^2 + 16*x^3 + x^4)),x]","\int \frac{e^3 \left(-64 x^2-16 x^3-x^4\right)+\exp \left(\frac{-96 x+12 x^2+3 x^3+e^3 \left(96-38 x^2+4 x^3+x^4\right)}{e^3 \left(8 x+x^2\right)}\right) \left(192 x^2+48 x^3+3 x^4+e^3 \left(-768-192 x-304 x^2+64 x^3+28 x^4+2 x^5\right)\right)}{e^3 \left(64 x^2+16 x^3+x^4\right)} \, dx","e^{(x-4) \left(x-\frac{3 \left(\frac{x}{x+8}-\frac{x}{e^3}+1\right)}{x}\right)}-x",1,"-x + ((3 - 4*E^3)*Defer[Int][E^(((-4 + x)*(-24*E^3 + 6*(4 - E^3)*x + (3 + 8*E^3)*x^2 + E^3*x^3))/(E^3*x*(8 + x))), x])/E^3 - (12*Defer[Int][E^(3 + ((-4 + x)*(-24*E^3 + 6*(4 - E^3)*x + (3 + 8*E^3)*x^2 + E^3*x^3))/(E^3*x*(8 + x)))/x^2, x])/E^3 + (2*Defer[Int][E^(3 + ((-4 + x)*(-24*E^3 + 6*(4 - E^3)*x + (3 + 8*E^3)*x^2 + E^3*x^3))/(E^3*x*(8 + x)))*x, x])/E^3 - (36*Defer[Int][E^(3 + ((-4 + x)*(-24*E^3 + 6*(4 - E^3)*x + (3 + 8*E^3)*x^2 + E^3*x^3))/(E^3*x*(8 + x)))/(8 + x)^2, x])/E^3","F",0,0,0,0,-1,"{}"
433,-1,0,0,0,"\int \frac{e^{-\frac{-3 x+(1-3 x) \log (x)}{x^2 \log (x)}} \left(-3 e^5 x-6 x^2+\left(-3 e^5 x-6 x^2\right) \log (x)-2 e^{\frac{-3 x+(1-3 x) \log (x)}{x^2 \log (x)}} x^3 \log ^2(x)+\left(e^5 (2-3 x)+4 x-6 x^2-2 x^3\right) \log ^2(x)\right)}{\left(e^{10} x^3+4 e^5 x^4+4 x^5\right) \log ^2(x)} \, dx","Int[(-3*E^5*x - 6*x^2 + (-3*E^5*x - 6*x^2)*Log[x] - 2*E^((-3*x + (1 - 3*x)*Log[x])/(x^2*Log[x]))*x^3*Log[x]^2 + (E^5*(2 - 3*x) + 4*x - 6*x^2 - 2*x^3)*Log[x]^2)/(E^((-3*x + (1 - 3*x)*Log[x])/(x^2*Log[x]))*(E^10*x^3 + 4*E^5*x^4 + 4*x^5)*Log[x]^2),x]","\text{\$Aborted}","\frac{x+x e^{-\frac{\frac{1}{x}-\frac{3}{\log (x)}-3}{x}}}{x \left(2 x+e^5\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
434,1,73,0,1.8769875,"\int \frac{e^{-x} \left(-4 e^x x+e^{x^3} \left(-81-18 x-x^2+e^x \left(-81 x-18 x^2+728 x^3-81 x^4-45 x^5-3 x^6\right)\right)+e^{x^3} \left(81 x+18 x^2-242 x^3-54 x^4-3 x^5\right) \log (x)\right)}{81 x+18 x^2+x^3} \, dx","Int[(-4*E^x*x + E^x^3*(-81 - 18*x - x^2 + E^x*(-81*x - 18*x^2 + 728*x^3 - 81*x^4 - 45*x^5 - 3*x^6)) + E^x^3*(81*x + 18*x^2 - 242*x^3 - 54*x^4 - 3*x^5)*Log[x])/(E^x*(81*x + 18*x^2 + x^3)),x]","3 e^{x^3}-e^{x^3-x} \log (x)+\frac{x \Gamma \left(\frac{1}{3},-x^3\right)}{3 \sqrt[3]{-x^3}}+\frac{x^4 \Gamma \left(\frac{4}{3},-x^3\right)}{\left(-x^3\right)^{4/3}}+\frac{4}{x+9}","e^{x^3} \left(-x-e^{-x} \log (x)+3\right)+\frac{4}{x+9}",1,"3*E^x^3 + 4/(9 + x) + (x*Gamma[1/3, -x^3])/(3*(-x^3)^(1/3)) + (x^4*Gamma[4/3, -x^3])/(-x^3)^(4/3) - E^(-x + x^3)*Log[x]","C",10,9,108,0.08333,1,"{1594, 27, 6688, 2226, 2208, 2209, 2218, 6706, 2554}"
435,1,62,0,3.5023533,"\int \frac{x^5-x^6+e^x \left(-x+x^2\right)+\left(6 x^5-3 x^6+e^x \left(-2 x+2 x^2\right)\right) \log (x)+\left(-e^x x+x^5+\left(-2 e^x x+2 x^5\right) \log (x)\right) \log \left(-e^x+x^4\right)}{e^x-x^4} \, dx","Int[(x^5 - x^6 + E^x*(-x + x^2) + (6*x^5 - 3*x^6 + E^x*(-2*x + 2*x^2))*Log[x] + (-(E^x*x) + x^5 + (-2*E^x*x + 2*x^5)*Log[x])*Log[-E^x + x^4])/(E^x - x^4),x]","-\frac{x^3}{3}+\frac{1}{3} x^3 \log (x)+\frac{x^2}{2}-x^2 \log (x) \log \left(x^4-e^x\right)-\frac{1}{6} \left(3 x^2-2 x^3\right) (2 \log (x)+1)","x^2 \log (x) \left(-\log \left(x^4-e^x\right)+x-1\right)+5",1,"x^2/2 - x^3/3 + (x^3*Log[x])/3 - ((3*x^2 - 2*x^3)*(1 + 2*Log[x]))/6 - x^2*Log[x]*Log[-E^x + x^4]","B",33,12,95,0.1263,1,"{6688, 14, 6742, 2554, 43, 2334, 12, 2303, 2551, 2304, 30, 2557}"
436,0,0,0,2.7200564,"\int \frac{13 e^3 x+52 x^2+e^x \left(24 x+12 e^3 x+24 x^2\right)+\left(e^x \left(-12 e^3-24 x\right)-13 e^3 x-26 x^2\right) \log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right) \log \left(\log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right)\right)}{\left(13 e^3 x^3+26 x^4+e^x \left(12 e^3 x^2+24 x^3\right)\right) \log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right)} \, dx","Int[(13*E^3*x + 52*x^2 + E^x*(24*x + 12*E^3*x + 24*x^2) + (E^x*(-12*E^3 - 24*x) - 13*E^3*x - 26*x^2)*Log[(13*E^3*x + 26*x^2 + E^x*(12*E^3 + 24*x))/3]*Log[Log[(13*E^3*x + 26*x^2 + E^x*(12*E^3 + 24*x))/3]])/((13*E^3*x^3 + 26*x^4 + E^x*(12*E^3*x^2 + 24*x^3))*Log[(13*E^3*x + 26*x^2 + E^x*(12*E^3 + 24*x))/3]),x]","\int \frac{13 e^3 x+52 x^2+e^x \left(24 x+12 e^3 x+24 x^2\right)+\left(e^x \left(-12 e^3-24 x\right)-13 e^3 x-26 x^2\right) \log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right) \log \left(\log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right)\right)}{\left(13 e^3 x^3+26 x^4+e^x \left(12 e^3 x^2+24 x^3\right)\right) \log \left(\frac{1}{3} \left(13 e^3 x+26 x^2+e^x \left(12 e^3+24 x\right)\right)\right)} \, dx","\frac{\log \left(\log \left(\left(2 x+e^3\right) \left(\frac{x}{3}+4 \left(x+e^x\right)\right)\right)\right)}{x}",1,"((2 + E^3)*Defer[Int][1/(x*Log[((E^3 + 2*x)*(12*E^x + 13*x))/3]), x])/E^3 - (4*Defer[Int][1/((E^3 + 2*x)*Log[((E^3 + 2*x)*(12*E^x + 13*x))/3]), x])/E^3 - 13*Defer[Int][1/((12*E^x + 13*x)*Log[((E^3 + 2*x)*(12*E^x + 13*x))/3]), x] + 13*Defer[Int][1/(x*(12*E^x + 13*x)*Log[((E^3 + 2*x)*(12*E^x + 13*x))/3]), x] - Defer[Int][Log[Log[((E^3 + 2*x)*(12*E^x + 13*x))/3]]/x^2, x]","F",0,0,0,0,-1,"{}"
437,0,0,0,1.0017139,"\int \frac{-10 x-40 x^2+\left(-30-110 x+30 x^2+40 x^3\right) \log \left(\frac{1}{2} \left(x+2 x^2\right)\right)+\left(30+60 x-30 x^2-60 x^3\right) \log ^2\left(\frac{1}{2} \left(x+2 x^2\right)\right)+\left(-60 x-120 x^2+20 x^3+40 x^4\right) \log ^3\left(\frac{1}{2} \left(x+2 x^2\right)\right)}{(1+2 x) \log ^3\left(\frac{1}{2} \left(x+2 x^2\right)\right)} \, dx","Int[(-10*x - 40*x^2 + (-30 - 110*x + 30*x^2 + 40*x^3)*Log[(x + 2*x^2)/2] + (30 + 60*x - 30*x^2 - 60*x^3)*Log[(x + 2*x^2)/2]^2 + (-60*x - 120*x^2 + 20*x^3 + 40*x^4)*Log[(x + 2*x^2)/2]^3)/((1 + 2*x)*Log[(x + 2*x^2)/2]^3),x]","\int \frac{-10 x-40 x^2+\left(-30-110 x+30 x^2+40 x^3\right) \log \left(\frac{1}{2} \left(x+2 x^2\right)\right)+\left(30+60 x-30 x^2-60 x^3\right) \log ^2\left(\frac{1}{2} \left(x+2 x^2\right)\right)+\left(-60 x-120 x^2+20 x^3+40 x^4\right) \log ^3\left(\frac{1}{2} \left(x+2 x^2\right)\right)}{(1+2 x) \log ^3\left(\frac{1}{2} \left(x+2 x^2\right)\right)} \, dx","5 \left(-x^2+\frac{x}{\log \left(x^2+\frac{x}{2}\right)}+3\right)^2",1,"-30*x^2 + 5*x^4 + 10*Defer[Int][((-1 - 4*x)*x)/((1 + 2*x)*Log[x*(1/2 + x)]^3), x] + 10*Defer[Int][(-3 - 11*x + 3*x^2 + 4*x^3)/((1 + 2*x)*Log[x*(1/2 + x)]^2), x] + 30*Defer[Int][(1 - x^2)/Log[x*(1/2 + x)], x]","F",0,0,0,0,-1,"{}"
438,0,0,0,6.8868522,"\int \frac{1}{16} \exp \left(x+\frac{1}{16} e^x \left(-75 x-55 x^2-13 x^3-x^4+e^{-4+x} \left(75 x+30 x^2+3 x^3\right)\right)\right) \left(-75-185 x-94 x^2-17 x^3-x^4+e^{-4+x} \left(75+210 x+69 x^2+6 x^3\right)\right) \, dx","Int[(E^(x + (E^x*(-75*x - 55*x^2 - 13*x^3 - x^4 + E^(-4 + x)*(75*x + 30*x^2 + 3*x^3)))/16)*(-75 - 185*x - 94*x^2 - 17*x^3 - x^4 + E^(-4 + x)*(75 + 210*x + 69*x^2 + 6*x^3)))/16,x]","\int \frac{1}{16} \exp \left(x+\frac{1}{16} e^x \left(-75 x-55 x^2-13 x^3-x^4+e^{-4+x} \left(75 x+30 x^2+3 x^3\right)\right)\right) \left(-75-185 x-94 x^2-17 x^3-x^4+e^{-4+x} \left(75+210 x+69 x^2+6 x^3\right)\right) \, dx","e^{\frac{1}{16} e^x \left(-x+3 e^{x-4}-3\right) x (x+5)^2}",1,"(-75*Defer[Int][E^((x*(16 + 3*E^(-4 + 2*x)*(5 + x)^2 - E^x*(3 + x)*(5 + x)^2))/16), x])/16 + (75*Defer[Int][E^(-4 + 2*x + (E^x*(-75*x - 55*x^2 - 13*x^3 - x^4 + E^(-4 + x)*(75*x + 30*x^2 + 3*x^3)))/16), x])/16 - (185*Defer[Int][E^((x*(16 + 3*E^(-4 + 2*x)*(5 + x)^2 - E^x*(3 + x)*(5 + x)^2))/16)*x, x])/16 + (105*Defer[Int][E^(-4 + 2*x + (E^x*(-75*x - 55*x^2 - 13*x^3 - x^4 + E^(-4 + x)*(75*x + 30*x^2 + 3*x^3)))/16)*x, x])/8 - (47*Defer[Int][E^((x*(16 + 3*E^(-4 + 2*x)*(5 + x)^2 - E^x*(3 + x)*(5 + x)^2))/16)*x^2, x])/8 + (69*Defer[Int][E^(-4 + 2*x + (E^x*(-75*x - 55*x^2 - 13*x^3 - x^4 + E^(-4 + x)*(75*x + 30*x^2 + 3*x^3)))/16)*x^2, x])/16 - (17*Defer[Int][E^((x*(16 + 3*E^(-4 + 2*x)*(5 + x)^2 - E^x*(3 + x)*(5 + x)^2))/16)*x^3, x])/16 + (3*Defer[Int][E^(-4 + 2*x + (E^x*(-75*x - 55*x^2 - 13*x^3 - x^4 + E^(-4 + x)*(75*x + 30*x^2 + 3*x^3)))/16)*x^3, x])/8 - Defer[Int][E^((x*(16 + 3*E^(-4 + 2*x)*(5 + x)^2 - E^x*(3 + x)*(5 + x)^2))/16)*x^4, x]/16","F",0,0,0,0,-1,"{}"
439,0,0,0,0.3762461,"\int \frac{-10-x+x \log (x)+\left(-1-2 x-x^2+\left(2 x+2 x^2\right) \log (x)\right) \log \left(\frac{\log (5)}{25}\right)}{2 x \log ^2(x)} \, dx","Int[(-10 - x + x*Log[x] + (-1 - 2*x - x^2 + (2*x + 2*x^2)*Log[x])*Log[Log[5]/25])/(2*x*Log[x]^2),x]","\int \frac{-10-x+x \log (x)+\left(-1-2 x-x^2+\left(2 x+2 x^2\right) \log (x)\right) \log \left(\frac{\log (5)}{25}\right)}{2 x \log ^2(x)} \, dx","\frac{\frac{1}{2} \left(x+(x+1)^2 \log \left(\frac{\log (5)}{25}\right)+\log (x)\right)+5}{\log (x)}",1,"ExpIntegralEi[2*Log[x]]*Log[Log[5]/25] + ((1 + 2*Log[Log[5]/25])*LogIntegral[x])/2 + Defer[Int][(-10 + Log[25/Log[5]] - x^2*Log[Log[5]/25] - x*(1 - Log[625] + 2*Log[Log[5]]))/(x*Log[x]^2), x]/2","F",0,0,0,0,-1,"{}"
440,0,0,0,1.9619017,"\int \frac{e^{-16 x+4 x \log (x)} \left(4-96 x-4 x^3-12 x^4+\left(-4+32 x+4 x^4\right) \log (x)\right)}{1-16 x+64 x^2-2 x^4+16 x^5+x^8} \, dx","Int[(E^(-16*x + 4*x*Log[x])*(4 - 96*x - 4*x^3 - 12*x^4 + (-4 + 32*x + 4*x^4)*Log[x]))/(1 - 16*x + 64*x^2 - 2*x^4 + 16*x^5 + x^8),x]","\int \frac{e^{-16 x+4 x \log (x)} \left(4-96 x-4 x^3-12 x^4+\left(-4+32 x+4 x^4\right) \log (x)\right)}{1-16 x+64 x^2-2 x^4+16 x^5+x^8} \, dx","\frac{e^{x (4 \log (x)-16)}}{x^4+8 x-1}",1,"-8*Defer[Int][E^(4*x*(-4 + Log[x]))/(-1 + 8*x + x^4)^2, x] - 4*Defer[Int][(E^(4*x*(-4 + Log[x]))*x^3)/(-1 + 8*x + x^4)^2, x] - 12*Defer[Int][E^(4*x*(-4 + Log[x]))/(-1 + 8*x + x^4), x] + 4*Defer[Int][(E^(4*x*(-4 + Log[x]))*Log[x])/(-1 + 8*x + x^4), x]","F",0,0,0,0,-1,"{}"
441,1,12,0,0.0271665,"\int -\frac{6}{9 x-6 x \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","Int[-6/(9*x - 6*x*Log[x^2] + x*Log[x^2]^2),x]","-\frac{3}{3-\log \left(x^2\right)}","\frac{3}{\log \left(x^2\right)-3}+88 \log (4)",1,"-3/(3 - Log[x^2])","A",3,2,23,0.08696,1,"{12, 32}"
442,0,0,0,1.2956628,"\int \frac{-162 x^2+270 x^3-18 x^4+e^{2 x} \left(-18+30 x-2 x^2\right)+e^x \left(108 x-180 x^2+3 x^3+9 x^4\right)}{e^{2 x} x^3-6 e^x x^4+9 x^5} \, dx","Int[(-162*x^2 + 270*x^3 - 18*x^4 + E^(2*x)*(-18 + 30*x - 2*x^2) + E^x*(108*x - 180*x^2 + 3*x^3 + 9*x^4))/(E^(2*x)*x^3 - 6*E^x*x^4 + 9*x^5),x]","\int \frac{-162 x^2+270 x^3-18 x^4+e^{2 x} \left(-18+30 x-2 x^2\right)+e^x \left(108 x-180 x^2+3 x^3+9 x^4\right)}{e^{2 x} x^3-6 e^x x^4+9 x^5} \, dx","-\log \left(x^2\right)+\left(\frac{3}{x}-5\right)^2+\frac{9}{3-\frac{e^x}{x}}",1,"9/x^2 - 30/x - 2*Log[x] - 9*Defer[Int][(E^x - 3*x)^(-1), x] - 27*Defer[Int][x/(E^x - 3*x)^2, x] + 9*Defer[Int][x/(E^x - 3*x), x] + 27*Defer[Int][x^2/(E^x - 3*x)^2, x]","F",0,0,0,0,-1,"{}"
443,1,13,0,0.0076795,"\int \left(-4+e^x+\log (16)\right) \, dx","Int[-4 + E^x + Log[16],x]","e^x-x (4-\log (16))","-x+e^x+x (\log (16)-3)-1",1,"E^x - x*(4 - Log[16])","A",2,1,7,0.1429,1,"{2194}"
444,1,15,0,0.0203717,"\int \frac{-1000-500 \log (x)}{x^2} \, dx","Int[(-1000 - 500*Log[x])/x^2,x]","\frac{500}{x}+\frac{500 (\log (x)+2)}{x}","\frac{500 (\log (x)+3)}{x}",1,"500/x + (500*(2 + Log[x]))/x","A",1,1,10,0.1000,1,"{2304}"
445,0,0,0,105.9279521,"\int \frac{\exp \left(\frac{-11 x-x^2+e^{x^2} (10+x)+e^{\frac{e^x}{2 x}} \left(-e^{x^2}+x\right)}{-10+e^{\frac{e^x}{2 x}}-x}\right) \left(220 x+40 x^2+2 x^3+e^{\frac{e^x}{x}} \left(2 x-4 e^{x^2} x^2\right)+e^{x^2} \left(-400 x^2-80 x^3-4 x^4\right)+e^{\frac{e^x}{2 x}} \left(e^x (-1+x)-42 x-4 x^2+e^{x^2} \left(80 x^2+8 x^3\right)\right)\right)}{200 x+2 e^{\frac{e^x}{x}} x+40 x^2+2 x^3+e^{\frac{e^x}{2 x}} \left(-40 x-4 x^2\right)} \, dx","Int[(E^((-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))*(220*x + 40*x^2 + 2*x^3 + E^(E^x/x)*(2*x - 4*E^x^2*x^2) + E^x^2*(-400*x^2 - 80*x^3 - 4*x^4) + E^(E^x/(2*x))*(E^x*(-1 + x) - 42*x - 4*x^2 + E^x^2*(80*x^2 + 8*x^3))))/(200*x + 2*E^(E^x/x)*x + 40*x^2 + 2*x^3 + E^(E^x/(2*x))*(-40*x - 4*x^2)),x]","\int \frac{\exp \left(\frac{-11 x-x^2+e^{x^2} (10+x)+e^{\frac{e^x}{2 x}} \left(-e^{x^2}+x\right)}{-10+e^{\frac{e^x}{2 x}}-x}\right) \left(220 x+40 x^2+2 x^3+e^{\frac{e^x}{x}} \left(2 x-4 e^{x^2} x^2\right)+e^{x^2} \left(-400 x^2-80 x^3-4 x^4\right)+e^{\frac{e^x}{2 x}} \left(e^x (-1+x)-42 x-4 x^2+e^{x^2} \left(80 x^2+8 x^3\right)\right)\right)}{200 x+2 e^{\frac{e^x}{x}} x+40 x^2+2 x^3+e^{\frac{e^x}{2 x}} \left(-40 x-4 x^2\right)} \, dx","e^{-e^{x^2}+\frac{x}{x-e^{\frac{e^x}{2 x}}+10}+x}",1,"110*Defer[Int][E^((-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))/(-10 + E^(E^x/(2*x)) - x)^2, x] - 21*Defer[Int][E^(E^x/(2*x) + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))/(-10 + E^(E^x/(2*x)) - x)^2, x] + Defer[Int][E^(E^x/x + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))/(-10 + E^(E^x/(2*x)) - x)^2, x] + Defer[Int][E^(E^x/(2*x) + x + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))/(-10 + E^(E^x/(2*x)) - x)^2, x]/2 - 2*Defer[Int][E^(x^2 + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))*x, x] + 20*Defer[Int][(E^((-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))*x)/(-10 + E^(E^x/(2*x)) - x)^2, x] - 2*Defer[Int][(E^(E^x/(2*x) + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))*x)/(-10 + E^(E^x/(2*x)) - x)^2, x] + Defer[Int][(E^((-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))*x^2)/(-10 + E^(E^x/(2*x)) - x)^2, x] - Defer[Int][E^(E^x/(2*x) + x + (-11*x - x^2 + E^x^2*(10 + x) + E^(E^x/(2*x))*(-E^x^2 + x))/(-10 + E^(E^x/(2*x)) - x))/(x*(10 - E^(E^x/(2*x)) + x)^2), x]/2","F",0,0,0,0,-1,"{}"
446,-1,0,0,0,"\int \frac{90 x^2+90 x \log (3)+(x+\log (3))^{\frac{2 x^2}{5}} \left(2 x^2+\left(4 x^2+4 x \log (3)\right) \log (x+\log (3))\right)+(x+\log (3))^{\frac{x^2}{5}} \left(-30 x-6 x^3-30 \log (3)+\left(-12 x^3-12 x^2 \log (3)\right) \log (x+\log (3))\right)}{5 x+5 \log (3)} \, dx","Int[(90*x^2 + 90*x*Log[3] + (x + Log[3])^((2*x^2)/5)*(2*x^2 + (4*x^2 + 4*x*Log[3])*Log[x + Log[3]]) + (x + Log[3])^(x^2/5)*(-30*x - 6*x^3 - 30*Log[3] + (-12*x^3 - 12*x^2*Log[3])*Log[x + Log[3]]))/(5*x + 5*Log[3]),x]","\text{\$Aborted}","\left(3 x-(x+\log (3))^{\frac{x^2}{5}}\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
447,1,50,0,0.4140318,"\int \frac{\frac{2 \left(4-4 e^x\right)}{e^8}+2 e^{-8+\frac{e^8 x}{2}} \left(1-e^x\right)+e^x \left(4+e^{\frac{e^8 x}{2}}\right) \left(\frac{8}{e^8}+\left(1+\frac{2}{e^8}\right) e^{\frac{e^8 x}{2}}\right)}{\frac{8}{e^8}+2 e^{-8+\frac{e^8 x}{2}}} \, dx","Int[((2*(4 - 4*E^x))/E^8 + 2*E^(-8 + (E^8*x)/2)*(1 - E^x) + E^x*(4 + E^((E^8*x)/2))*(8/E^8 + (1 + 2/E^8)*E^((E^8*x)/2)))/(8/E^8 + 2*E^(-8 + (E^8*x)/2)),x]","x+3 e^x+\frac{2 e^{\frac{1}{2} \left(2+e^8\right) x}}{2+e^8}+\frac{e^{\frac{1}{2} \left(2+e^8\right) x+8}}{2+e^8}","e^x \left(e^{\frac{e^8 x}{2}}+4\right)-e^x+x",1,"3*E^x + (2*E^(((2 + E^8)*x)/2))/(2 + E^8) + E^(8 + ((2 + E^8)*x)/2)/(2 + E^8) + x","B",5,2,97,0.02062,1,"{6688, 2194}"
448,1,410,0,0.6397046,"\int \frac{-3 x^2+4 x^3-2 x^4+\left(6 x-4 x^2\right) \log (2)-2 \log ^2(2)+\left(-x^2+2 x^3-x^4+\left(2 x-2 x^2\right) \log (2)-\log ^2(2)\right) \log \left(\frac{5}{x^2}\right)}{x^2-2 x^3+x^4+\left(-2 x+2 x^2\right) \log (2)+\log ^2(2)} \, dx","Int[(-3*x^2 + 4*x^3 - 2*x^4 + (6*x - 4*x^2)*Log[2] - 2*Log[2]^2 + (-x^2 + 2*x^3 - x^4 + (2*x - 2*x^2)*Log[2] - Log[2]^2)*Log[5/x^2])/(x^2 - 2*x^3 + x^4 + (-2*x + 2*x^2)*Log[2] + Log[2]^2),x]","\frac{2 (1-2 x) \log ^2(2)}{(1-\log (16)) \left(-x^2+x-\log (2)\right)}+\frac{4 x^2 (x-\log (4))}{(1-\log (16)) \left(-x^2+x-\log (2)\right)}-\frac{2 x^2}{1-\log (16)}-x \log \left(\frac{5}{x^2}\right)-\frac{x (3+\log (16)) (x-\log (4))}{(1-\log (16)) \left(-x^2+x-\log (2)\right)}-\frac{(2-\log (256)) \log \left(-x^2+x-\log (2)\right)}{1-\log (16)}+2 \log \left(-x^2+x-\log (2)\right)+\frac{\log (64) (x-\log (4))}{(1-\log (16)) \left(-x^2+x-\log (2)\right)}-\frac{2 x^3 (x-\log (4))}{(1-\log (16)) \left(-x^2+x-\log (2)\right)}-2 x-\frac{2 x (2-\log (64))}{1-\log (16)}+\frac{4 x}{1-\log (16)}+\frac{8 \log ^2(2) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{\log (16)-1}}\right)}{(\log (16)-1)^{3/2}}-\frac{2 (2+\log (4) \log (64)-\log (4096)) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{\log (16)-1}}\right)}{(\log (16)-1)^{3/2}}-\frac{2 \log (64) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{\log (16)-1}}\right)}{(\log (16)-1)^{3/2}}+\frac{4 (1-\log (64)) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{\log (16)-1}}\right)}{(\log (16)-1)^{3/2}}+\frac{4 \log (2) (3+\log (16)) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{\log (16)-1}}\right)}{(\log (16)-1)^{3/2}}","\frac{x^2}{x^2-x+\log (2)}-x \left(\log \left(\frac{5}{x^2}\right)+4\right)+e^3+3",1,"-2*x + (4*x)/(1 - Log[16]) - (2*x^2)/(1 - Log[16]) + (2*(1 - 2*x)*Log[2]^2)/((x - x^2 - Log[2])*(1 - Log[16])) + (4*x^2*(x - Log[4]))/((x - x^2 - Log[2])*(1 - Log[16])) - (2*x^3*(x - Log[4]))/((x - x^2 - Log[2])*(1 - Log[16])) + (8*ArcTan[(1 - 2*x)/Sqrt[-1 + Log[16]]]*Log[2]^2)/(-1 + Log[16])^(3/2) - (x*(x - Log[4])*(3 + Log[16]))/((x - x^2 - Log[2])*(1 - Log[16])) + (4*ArcTan[(1 - 2*x)/Sqrt[-1 + Log[16]]]*Log[2]*(3 + Log[16]))/(-1 + Log[16])^(3/2) + (4*ArcTan[(1 - 2*x)/Sqrt[-1 + Log[16]]]*(1 - Log[64]))/(-1 + Log[16])^(3/2) - (2*x*(2 - Log[64]))/(1 - Log[16]) + ((x - Log[4])*Log[64])/((x - x^2 - Log[2])*(1 - Log[16])) - (2*ArcTan[(1 - 2*x)/Sqrt[-1 + Log[16]]]*Log[64])/(-1 + Log[16])^(3/2) - (2*ArcTan[(1 - 2*x)/Sqrt[-1 + Log[16]]]*(2 + Log[4]*Log[64] - Log[4096]))/(-1 + Log[16])^(3/2) - x*Log[5/x^2] + 2*Log[x - x^2 - Log[2]] - ((2 - Log[256])*Log[x - x^2 - Log[2]])/(1 - Log[16])","B",26,13,106,0.1226,1,"{6688, 6742, 738, 773, 634, 618, 204, 628, 800, 614, 722, 638, 2295}"
449,1,241,0,0.2696331,"\int \frac{1}{625} e^{-x^2} \left(42050-1749712 x-99100 x^2+375150 x^3+10000 x^4-20000 x^5+\left(-336400-20000 x+792800 x^2+20000 x^3-80000 x^4\right) \log (5)+\left(-5000+456400 x+10000 x^2-120000 x^3\right) \log ^2(5)+\left(40000-80000 x^2\right) \log ^3(5)-20000 x \log ^4(5)\right) \, dx","Int[(42050 - 1749712*x - 99100*x^2 + 375150*x^3 + 10000*x^4 - 20000*x^5 + (-336400 - 20000*x + 792800*x^2 + 20000*x^3 - 80000*x^4)*Log[5] + (-5000 + 456400*x + 10000*x^2 - 120000*x^3)*Log[5]^2 + (40000 - 80000*x^2)*Log[5]^3 - 20000*x*Log[5]^4)/(625*E^x^2),x]","-\frac{1}{25} \sqrt{\pi } (1-8 \log (5)) \left(991-100 \log ^2(5)\right) \text{erf}(x)+\frac{1}{25} \sqrt{\pi } \left(841+800 \log ^3(5)-100 \log ^2(5)-6728 \log (5)\right) \text{erf}(x)+6 \sqrt{\pi } (1-8 \log (5)) \text{erf}(x)+32 e^{-x^2} x^2+32 e^{-x^2}-\frac{1}{25} e^{-x^2} x^2 \left(7503-2400 \log ^2(5)+400 \log (5)\right)+\frac{2}{25} e^{-x^2} x (1-8 \log (5)) \left(991-100 \log ^2(5)\right)-\frac{1}{25} e^{-x^2} \left(7503-2400 \log ^2(5)+400 \log (5)\right)+\frac{8}{625} e^{-x^2} \left(109357+1250 \log ^4(5)-28525 \log ^2(5)+1250 \log (5)\right)-12 e^{-x^2} x (1-8 \log (5))+16 e^{-x^2} x^4-8 e^{-x^2} x^3 (1-8 \log (5))","e^{-x^2} \left(x-4 (x+\log (5))^2+\frac{841}{25}\right)^2",1,"32/E^x^2 + (32*x^2)/E^x^2 + (16*x^4)/E^x^2 - (12*x*(1 - 8*Log[5]))/E^x^2 - (8*x^3*(1 - 8*Log[5]))/E^x^2 + 6*Sqrt[Pi]*Erf[x]*(1 - 8*Log[5]) - (7503 + 400*Log[5] - 2400*Log[5]^2)/(25*E^x^2) - (x^2*(7503 + 400*Log[5] - 2400*Log[5]^2))/(25*E^x^2) + (2*x*(1 - 8*Log[5])*(991 - 100*Log[5]^2))/(25*E^x^2) - (Sqrt[Pi]*Erf[x]*(1 - 8*Log[5])*(991 - 100*Log[5]^2))/25 + (Sqrt[Pi]*Erf[x]*(841 - 6728*Log[5] - 100*Log[5]^2 + 800*Log[5]^3))/25 + (8*(109357 + 1250*Log[5] - 28525*Log[5]^2 + 1250*Log[5]^4))/(625*E^x^2)","C",16,6,98,0.06122,1,"{6, 12, 2226, 2212, 2209, 2205}"
450,1,16,0,0.0050833,"\int \frac{1}{3} \left(6-\log \left(\frac{1+3 \log (4)}{\log (4)}\right)\right) \, dx","Int[(6 - Log[(1 + 3*Log[4])/Log[4]])/3,x]","\frac{1}{3} x \left(6-\log \left(3+\frac{1}{\log (4)}\right)\right)","2 x-\frac{1}{3} (x-5) \log \left(3+\frac{1}{\log (4)}\right)-3",1,"(x*(6 - Log[3 + Log[4]^(-1)]))/3","A",1,1,20,0.05000,1,"{8}"
451,1,16,0,0.0107172,"\int \left(2-18 e^{9 x^2} x+3 x^2\right) \, dx","Int[2 - 18*E^(9*x^2)*x + 3*x^2,x]","x^3-e^{9 x^2}+2 x","\frac{x^4-x}{x}-e^{9 x^2}+2 x",1,"-E^(9*x^2) + 2*x + x^3","A",2,1,17,0.05882,1,"{2209}"
452,0,0,0,3.2192061,"\int \frac{-192 x^2-64 x^3-12 e^2 x^4+e \left(-96 x^3-12 x^4\right)+e^x \left(48 x^2+16 x^3-x^4+3 e^2 x^4+e \left(24 x^3+3 x^4\right)\right)+\left(-96 x^2-16 x^3-24 e x^3+e^x \left(24 x^2+4 x^3+6 e x^3\right)\right) \log \left(4-e^x\right)+\left(-12 x^2+3 e^x x^2\right) \log ^2\left(4-e^x\right)}{-64-32 e x-4 e^2 x^2+e^x \left(16+8 e x+e^2 x^2\right)+\left(-32-8 e x+e^x (8+2 e x)\right) \log \left(4-e^x\right)+\left(-4+e^x\right) \log ^2\left(4-e^x\right)} \, dx","Int[(-192*x^2 - 64*x^3 - 12*E^2*x^4 + E*(-96*x^3 - 12*x^4) + E^x*(48*x^2 + 16*x^3 - x^4 + 3*E^2*x^4 + E*(24*x^3 + 3*x^4)) + (-96*x^2 - 16*x^3 - 24*E*x^3 + E^x*(24*x^2 + 4*x^3 + 6*E*x^3))*Log[4 - E^x] + (-12*x^2 + 3*E^x*x^2)*Log[4 - E^x]^2)/(-64 - 32*E*x - 4*E^2*x^2 + E^x*(16 + 8*E*x + E^2*x^2) + (-32 - 8*E*x + E^x*(8 + 2*E*x))*Log[4 - E^x] + (-4 + E^x)*Log[4 - E^x]^2),x]","\int \frac{-192 x^2-64 x^3-12 e^2 x^4+e \left(-96 x^3-12 x^4\right)+e^x \left(48 x^2+16 x^3-x^4+3 e^2 x^4+e \left(24 x^3+3 x^4\right)\right)+\left(-96 x^2-16 x^3-24 e x^3+e^x \left(24 x^2+4 x^3+6 e x^3\right)\right) \log \left(4-e^x\right)+\left(-12 x^2+3 e^x x^2\right) \log ^2\left(4-e^x\right)}{-64-32 e x-4 e^2 x^2+e^x \left(16+8 e x+e^2 x^2\right)+\left(-32-8 e x+e^x (8+2 e x)\right) \log \left(4-e^x\right)+\left(-4+e^x\right) \log ^2\left(4-e^x\right)} \, dx","\frac{x^4}{e x+\log \left(4-e^x\right)+4}+x^3",1,"x^3 - (1 + E)*Defer[Int][x^4/(4 + E*x + Log[4 - E^x])^2, x] - 4*Defer[Int][x^4/((-4 + E^x)*(4 + E*x + Log[4 - E^x])^2), x] + 4*Defer[Int][x^3/(4 + E*x + Log[4 - E^x]), x]","F",0,0,0,0,-1,"{}"
453,1,13,0,0.0082636,"\int e^{5+10 e^{18}+5 e^{36}} \, dx","Int[E^(5 + 10*E^18 + 5*E^36),x]","e^{5 \left(1+e^{18}\right)^2} x","e^{5 \left(1+e^{18}\right)^2} x",1,"E^(5*(1 + E^18)^2)*x","A",1,1,14,0.07143,1,"{8}"
454,1,61,0,0.0628693,"\int \frac{1}{2} e^{-4+e^{\frac{1}{2} (1-2 x+\log (x))}} \left(2+e^{\frac{1}{2} (1-2 x+\log (x))} (1-2 x)\right) \, dx","Int[(E^(-4 + E^((1 - 2*x + Log[x])/2))*(2 + E^((1 - 2*x + Log[x])/2)*(1 - 2*x)))/2,x]","-\frac{(1-2 x) \exp \left(e^{\frac{1}{2} (1-2 x)} \sqrt{x}+\frac{1}{2} (2 x-\log (x)-1)+\frac{1}{2} (-2 x+\log (x)+1)-4\right)}{2-\frac{1}{x}}","x e^{e^{\frac{1}{2} (\log (x)+1)-x}-4}",1,"-((E^(-4 + E^((1 - 2*x)/2)*Sqrt[x] + (-1 + 2*x - Log[x])/2 + (1 - 2*x + Log[x])/2)*(1 - 2*x))/(2 - x^(-1)))","B",2,2,42,0.04762,1,"{12, 2288}"
455,1,44,0,0.3619232,"\int \frac{7680+2974 x+66 x^2-11 x \log (x)+(-30-11 x) \log (30+11 x)}{270 x+99 x^2} \, dx","Int[(7680 + 2974*x + 66*x^2 - 11*x*Log[x] + (-30 - 11*x)*Log[30 + 11*x])/(270*x + 99*x^2),x]","\frac{2 x}{3}-\frac{1}{9} \log \left(\frac{11 x}{30}+1\right) \log (x)-\frac{1}{9} \log (30) \log (x)+\frac{256 \log (x)}{9}-\frac{2}{9} \log (11 x+30)","\frac{1}{3} \left(2 x+\frac{1}{3} (\log (x)+2) (256-\log (x+10 (x+3)))\right)",1,"(2*x)/3 + (256*Log[x])/9 - (Log[30]*Log[x])/9 - (Log[1 + (11*x)/30]*Log[x])/9 - (2*Log[30 + 11*x])/9","A",11,6,39,0.1538,1,"{1593, 6742, 893, 2317, 2391, 2392}"
456,1,11,0,0.0033102,"\int \frac{-31-2 x}{253+31 x+x^2} \, dx","Int[(-31 - 2*x)/(253 + 31*x + x^2),x]","-\log \left(x^2+31 x+253\right)","\log \left(\frac{1}{-(x+16)^2+x+3}\right)",1,"-Log[253 + 31*x + x^2]","A",1,1,16,0.06250,1,"{628}"
457,1,22,0,0.3284101,"\int \frac{\left(-56+2 x+56 x^3\right) \log \left(\frac{-28+3 x-14 x^3-x \log (x)}{x}\right)}{28 x-3 x^2+14 x^4+x^2 \log (x)} \, dx","Int[((-56 + 2*x + 56*x^3)*Log[(-28 + 3*x - 14*x^3 - x*Log[x])/x])/(28*x - 3*x^2 + 14*x^4 + x^2*Log[x]),x]","\log ^2\left(-\frac{14 x^3-3 x+x \log (x)+28}{x}\right)","\log ^2\left(-7 x \left(\frac{4}{x^2}+2 x\right)-\log (x)+3\right)",1,"Log[-((28 - 3*x + 14*x^3 + x*Log[x])/x)]^2","A",1,2,53,0.03774,1,"{6742, 6686}"
458,1,74,0,0.6218053,"\int \frac{e^{-1+e^{x^2}} \left(-10+e^{x^2} \left(40 x-20 x^2+e^x \left(8 x-4 x^2\right)\right)\right)+e^{-1+e^{x^2}+x^2} \left(10 x+2 e^x x\right) \log \left(25+10 e^x+e^{2 x}\right)}{5+e^x} \, dx","Int[(E^(-1 + E^x^2)*(-10 + E^x^2*(40*x - 20*x^2 + E^x*(8*x - 4*x^2))) + E^(-1 + E^x^2 + x^2)*(10*x + 2*E^x*x)*Log[25 + 10*E^x + E^(2*x)])/(5 + E^x),x]","\frac{e^{-x^2+e^{x^2}-1} \left(10 e^{x^2} (2-x) x+2 e^{x^2+x} (2-x) x+e^{x^2} \left(e^x+5\right) x \log \left(\left(e^x+5\right)^2\right)\right)}{\left(e^x+5\right) x}","e^{e^{x^2}-1} \left(-2 x+\log \left(\left(e^x+5\right)^2\right)+4\right)",1,"(E^(-1 + E^x^2 - x^2)*(10*E^x^2*(2 - x)*x + 2*E^(x + x^2)*(2 - x)*x + E^x^2*(5 + E^x)*x*Log[(5 + E^x)^2]))/((5 + E^x)*x)","B",3,3,85,0.03529,1,"{6688, 12, 2288}"
459,1,27,0,0.1282775,"\int \frac{4-4 x^2-8 x^2 \log (x)}{\left(x \log \left(\frac{3}{5 x}\right)-x^3 \log (x)+x \log \left(x^2\right)\right) \log \left(-\log \left(\frac{3}{5 x}\right)+x^2 \log (x)-\log \left(x^2\right)\right)} \, dx","Int[(4 - 4*x^2 - 8*x^2*Log[x])/((x*Log[3/(5*x)] - x^3*Log[x] + x*Log[x^2])*Log[-Log[3/(5*x)] + x^2*Log[x] - Log[x^2]]),x]","4 \log \left(\log \left(x^2 \log (x)-\log \left(x^2\right)-\log \left(\frac{3}{5 x}\right)\right)\right)","4 \log \left(3 \log \left(x^2 \log (x)-\log \left(x^2\right)-\log \left(\frac{3}{5 x}\right)\right)\right)",1,"4*Log[Log[-Log[3/(5*x)] + x^2*Log[x] - Log[x^2]]]","A",1,1,67,0.01493,1,"{6684}"
460,1,21,0,0.040662,"\int \frac{4 x^2+4 x \log (x)+2 x \log ^2(x)+2 \log ^3(x)}{x} \, dx","Int[(4*x^2 + 4*x*Log[x] + 2*x*Log[x]^2 + 2*Log[x]^3)/x,x]","2 x^2+\frac{\log ^4(x)}{2}+2 x \log ^2(x)","\frac{1}{2} \left(\left(2 x+\log ^2(x)\right)^2+\log (4)\right)",1,"2*x^2 + 2*x*Log[x]^2 + Log[x]^4/2","A",7,5,28,0.1786,1,"{14, 2295, 2296, 2302, 30}"
461,1,10,0,0.0019864,"\int -\frac{16}{25 e^2 x^2} \, dx","Int[-16/(25*E^2*x^2),x]","\frac{16}{25 e^2 x}","\frac{16}{25 e^2 x}",1,"16/(25*E^2*x)","A",2,2,10,0.2000,1,"{12, 30}"
462,1,13,0,0.0191025,"\int \frac{2 x+2 x^2+2 x^3+e (2+2 x)}{e+x^2} \, dx","Int[(2*x + 2*x^2 + 2*x^3 + E*(2 + 2*x))/(E + x^2),x]","x^2+\log \left(x^2+e\right)+2 x","x^2+\log \left(x^2+e\right)+2 x+3",1,"2*x + x^2 + Log[E + x^2]","A",3,2,29,0.06897,1,"{1810, 260}"
463,1,28,0,0.0736422,"\int \frac{e^{4 x} (-2+x)+1944 x^{14}+e^{2 x} \left(18 x^7-36 x^8\right)}{324 x^9} \, dx","Int[(E^(4*x)*(-2 + x) + 1944*x^14 + E^(2*x)*(18*x^7 - 36*x^8))/(324*x^9),x]","\frac{e^{4 x}}{1296 x^8}+x^6-\frac{e^{2 x}}{18 x}","\left(x^3-\frac{e^{2 x}}{36 x^4}\right)^2",1,"E^(4*x)/(1296*x^8) - E^(2*x)/(18*x) + x^6","A",5,3,39,0.07692,1,"{12, 14, 2197}"
464,-1,0,0,180.0000261,"\int \frac{34 x^2+15 x^3+e^{2 x} \left(-36+51 x+18 x^2\right)+e^x \left(18 x-66 x^2-18 x^3\right)+\left(-9 x^2-6 x^3+e^{2 x} \left(9-18 x-6 x^2\right)+e^x \left(24 x^2+6 x^3\right)\right) \log (x)}{-43 x^3-9 x^4+e^{2 x} \left(-27 x-9 x^2\right)+e^x \left(54 x^2+18 x^3\right)+\left(9 x^3+3 x^4+e^{2 x} \left(9 x+3 x^2\right)+e^x \left(-18 x^2-6 x^3\right)\right) \log (x)} \, dx","Int[(34*x^2 + 15*x^3 + E^(2*x)*(-36 + 51*x + 18*x^2) + E^x*(18*x - 66*x^2 - 18*x^3) + (-9*x^2 - 6*x^3 + E^(2*x)*(9 - 18*x - 6*x^2) + E^x*(24*x^2 + 6*x^3))*Log[x])/(-43*x^3 - 9*x^4 + E^(2*x)*(-27*x - 9*x^2) + E^x*(54*x^2 + 18*x^3) + (9*x^3 + 3*x^4 + E^(2*x)*(9*x + 3*x^2) + E^x*(-18*x^2 - 6*x^3))*Log[x]),x]","\text{\$Aborted}","\log \left(\frac{1}{x+\frac{3 (x+3) \left(e^x-x\right)^2 (3-\log (x))}{16 x}}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
465,1,22,0,0.0123588,"\int \frac{1}{2} e^{-5+x} (-3-3 x) \, dx","Int[(E^(-5 + x)*(-3 - 3*x))/2,x]","\frac{3 e^{x-5}}{2}-\frac{3}{2} e^{x-5} (x+1)","\frac{3}{2} \left(-e^{x-5} x-\frac{3}{16}\right)",1,"(3*E^(-5 + x))/2 - (3*E^(-5 + x)*(1 + x))/2","A",3,3,14,0.2143,1,"{12, 2176, 2194}"
466,1,28,0,0.1014955,"\int \frac{-3 e^{142/25}+e^{71/25} (-3-12 x)}{25+10 x+21 x^2+e^{142/25} x^2+4 x^3+4 x^4+e^{71/25} \left(10 x+2 x^2+4 x^3\right)+\left(10+2 x+2 e^{71/25} x+4 x^2\right) \log (\log (5))+\log ^2(\log (5))} \, dx","Int[(-3*E^(142/25) + E^(71/25)*(-3 - 12*x))/(25 + 10*x + 21*x^2 + E^(142/25)*x^2 + 4*x^3 + 4*x^4 + E^(71/25)*(10*x + 2*x^2 + 4*x^3) + (10 + 2*x + 2*E^(71/25)*x + 4*x^2)*Log[Log[5]] + Log[Log[5]]^2),x]","\frac{3 e^{71/25}}{2 x^2+\left(1+e^{71/25}\right) x+5+\log (\log (5))}","\frac{3}{\frac{2 x^2+x+5+\log (\log (5))}{e^{71/25}}+x}",1,"(3*E^(71/25))/(5 + (1 + E^(71/25))*x + 2*x^2 + Log[Log[5]])","A",4,4,98,0.04082,1,"{6, 1680, 12, 261}"
467,0,0,0,6.3377622,"\int \frac{e^{\frac{108-120 x-4 x^2+16 x^3}{-1-x^2+x \log (5)}} \left(120+224 x-168 x^2-16 x^4+\left(-108-4 x^2+32 x^3\right) \log (5)\right)}{1+2 x^2+x^4+\left(-2 x-2 x^3\right) \log (5)+x^2 \log ^2(5)} \, dx","Int[(E^((108 - 120*x - 4*x^2 + 16*x^3)/(-1 - x^2 + x*Log[5]))*(120 + 224*x - 168*x^2 - 16*x^4 + (-108 - 4*x^2 + 32*x^3)*Log[5]))/(1 + 2*x^2 + x^4 + (-2*x - 2*x^3)*Log[5] + x^2*Log[5]^2),x]","\int \frac{e^{\frac{108-120 x-4 x^2+16 x^3}{-1-x^2+x \log (5)}} \left(120+224 x-168 x^2-16 x^4+\left(-108-4 x^2+32 x^3\right) \log (5)\right)}{1+2 x^2+x^4+\left(-2 x-2 x^3\right) \log (5)+x^2 \log ^2(5)} \, dx","\exp \left(\frac{4 (x+3) \left(x-(3-2 x)^2\right)}{x \left(x+\frac{1}{x}-\log (5)\right)}\right)",1,"-16*Defer[Int][E^((108 - 120*x - 4*x^2 + 16*x^3)/(-1 - x^2 + x*Log[5])), x] - (8*(28 - 7*Log[5] - 4*Log[5]^2)*(Log[5] - I*Sqrt[4 - Log[5]^2])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(2*x - Log[5] + I*Sqrt[4 - Log[5]^2])^2), x])/(2 + Log[5]) - (32*(17 + Log[25])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(2*x - Log[5] + I*Sqrt[4 - Log[5]^2])^2), x])/(2 + Log[5]) + ((8*I)*Log[5]*(28 - 7*Log[5] - 4*Log[5]^2)*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(2*x - Log[5] + I*Sqrt[4 - Log[5]^2])), x])/((2 + Log[5])*Sqrt[4 - Log[5]^2]) - ((8*I)*(34 + Log[5] - 4*Log[5]^2)*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(2*x - Log[5] + I*Sqrt[4 - Log[5]^2])), x])/Sqrt[4 - Log[5]^2] + ((32*I)*(17 + Log[25])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(2*x - Log[5] + I*Sqrt[4 - Log[5]^2])), x])/((2 + Log[5])*Sqrt[4 - Log[5]^2]) - (8*(28 - 7*Log[5] - 4*Log[5]^2)*(Log[5] + I*Sqrt[4 - Log[5]^2])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(-2*x + Log[5] + I*Sqrt[4 - Log[5]^2])^2), x])/(2 + Log[5]) - (32*(17 + Log[25])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(-2*x + Log[5] + I*Sqrt[4 - Log[5]^2])^2), x])/(2 + Log[5]) + ((8*I)*Log[5]*(28 - 7*Log[5] - 4*Log[5]^2)*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(-2*x + Log[5] + I*Sqrt[4 - Log[5]^2])), x])/((2 + Log[5])*Sqrt[4 - Log[5]^2]) - ((8*I)*(34 + Log[5] - 4*Log[5]^2)*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(-2*x + Log[5] + I*Sqrt[4 - Log[5]^2])), x])/Sqrt[4 - Log[5]^2] + ((32*I)*(17 + Log[25])*Defer[Int][1/(E^((4*(27 - 30*x - x^2 + 4*x^3))/(1 + x^2 - x*Log[5]))*(-2*x + Log[5] + I*Sqrt[4 - Log[5]^2])), x])/((2 + Log[5])*Sqrt[4 - Log[5]^2])","F",0,0,0,0,-1,"{}"
468,1,11,0,0.0966178,"\int -\frac{1}{(2 x \log (x)+x \log (x) \log (\log (x))) \log (-2-\log (\log (x)))} \, dx","Int[-(1/((2*x*Log[x] + x*Log[x]*Log[Log[x]])*Log[-2 - Log[Log[x]]])),x]","-\log (\log (-\log (\log (x))-2))","e^2-\log (2 \log (-\log (\log (x))-2))",1,"-Log[Log[-2 - Log[Log[x]]]]","A",5,3,27,0.1111,1,"{2390, 2302, 29}"
469,1,8,0,0.0010332,"\int \frac{1}{4 e^{19}} \, dx","Int[1/(4*E^19),x]","\frac{x}{4 e^{19}}","\frac{x}{4 e^{19}}",1,"x/(4*E^19)","A",1,1,7,0.1429,1,"{8}"
470,0,0,0,0.7270527,"\int \frac{e^{-x} \left(e^{2 x} (-1+x)+e^{e^{-x} x} \left(4 x^2-4 x^3\right)\right)}{4 x^2} \, dx","Int[(E^(2*x)*(-1 + x) + E^(x/E^x)*(4*x^2 - 4*x^3))/(4*E^x*x^2),x]","\int \frac{e^{-x} \left(e^{2 x} (-1+x)+e^{e^{-x} x} \left(4 x^2-4 x^3\right)\right)}{4 x^2} \, dx","e^{e^{-x} x}+\frac{e^x}{4 x}+\log (3)",1,"E^x/(4*x) + Defer[Int][E^(-(((-1 + E^x)*x)/E^x)), x] - Defer[Int][x/E^(((-1 + E^x)*x)/E^x), x]","F",0,0,0,0,-1,"{}"
471,1,26,0,0.039321,"\int \frac{1+e^4 \left(3 x^3+2 x^4+3 x^5\right)+2 \log \left(\frac{5}{3 x}\right)}{e^4 x^3} \, dx","Int[(1 + E^4*(3*x^3 + 2*x^4 + 3*x^5) + 2*Log[5/(3*x)])/(E^4*x^3),x]","x^3+x^2-\frac{\log \left(\frac{5}{3 x}\right)}{e^4 x^2}+3 x","x \left(-\frac{\log \left(\frac{5}{3 x}\right)}{e^4 x^3}+x^2+x+3\right)",1,"3*x + x^2 + x^3 - Log[5/(3*x)]/(E^4*x^2)","A",6,3,39,0.07692,1,"{12, 14, 2304}"
472,1,19,0,0.0066299,"\int \left(4+2 x-6 x^2+3 e^5 x^2\right) \, dx","Int[4 + 2*x - 6*x^2 + 3*E^5*x^2,x]","-\left(\left(2-e^5\right) x^3\right)+x^2+4 x","x \left(-\left(\left(4-e^5\right) x^2\right)+2 x^2+x+4\right)",1,"4*x + x^2 - (2 - E^5)*x^3","A",2,1,18,0.05556,1,"{6}"
473,0,0,0,3.0637991,"\int \frac{4 x^3 \log (x) \log ^2(\log (x))+\exp \left(\frac{-8 x-5 e^3 x+x^2-10 \log (\log (x))}{\log (\log (x))}\right) \left(8+5 e^3-x+\left(-8-5 e^3+2 x\right) \log (x) \log (\log (x))\right)+\exp \left(\frac{-8 x-5 e^3 x+x^2-10 \log (\log (x))}{2 \log (\log (x))}\right) \left(8 x^2+5 e^3 x^2-x^3+\left(-8 x^2-5 e^3 x^2+2 x^3\right) \log (x) \log (\log (x))+4 x \log (x) \log ^2(\log (x))\right)}{\log (x) \log ^2(\log (x))} \, dx","Int[(4*x^3*Log[x]*Log[Log[x]]^2 + E^((-8*x - 5*E^3*x + x^2 - 10*Log[Log[x]])/Log[Log[x]])*(8 + 5*E^3 - x + (-8 - 5*E^3 + 2*x)*Log[x]*Log[Log[x]]) + E^((-8*x - 5*E^3*x + x^2 - 10*Log[Log[x]])/(2*Log[Log[x]]))*(8*x^2 + 5*E^3*x^2 - x^3 + (-8*x^2 - 5*E^3*x^2 + 2*x^3)*Log[x]*Log[Log[x]] + 4*x*Log[x]*Log[Log[x]]^2))/(Log[x]*Log[Log[x]]^2),x]","\int \frac{4 x^3 \log (x) \log ^2(\log (x))+\exp \left(\frac{-8 x-5 e^3 x+x^2-10 \log (\log (x))}{\log (\log (x))}\right) \left(8+5 e^3-x+\left(-8-5 e^3+2 x\right) \log (x) \log (\log (x))\right)+\exp \left(\frac{-8 x-5 e^3 x+x^2-10 \log (\log (x))}{2 \log (\log (x))}\right) \left(8 x^2+5 e^3 x^2-x^3+\left(-8 x^2-5 e^3 x^2+2 x^3\right) \log (x) \log (\log (x))+4 x \log (x) \log ^2(\log (x))\right)}{\log (x) \log ^2(\log (x))} \, dx","\left(x^2+e^{\frac{x \left(\frac{1}{2} \left(x-5 e^3\right)-4\right)}{\log (\log (x))}-5}\right)^2+3",1,"x^4 + (2*E^(-5 - ((8 + 5*E^3 - x)*x)/(2*Log[Log[x]]))*x*((8 + 5*E^3)*x - x^2 - (8 + 5*E^3)*x*Log[x]*Log[Log[x]] + 2*x^2*Log[x]*Log[Log[x]]))/(Log[x]*((8 + 5*E^3 - x)/(Log[x]*Log[Log[x]]^2) - (8 + 5*E^3 - x)/Log[Log[x]] + x/Log[Log[x]])*Log[Log[x]]^2) + (8 + 5*E^3)*Defer[Int][E^(-10 + (x*(-8 - 5*E^3 + x))/Log[Log[x]])/(Log[x]*Log[Log[x]]^2), x] - Defer[Int][(E^(-10 + (x*(-8 - 5*E^3 + x))/Log[Log[x]])*x)/(Log[x]*Log[Log[x]]^2), x] - (8 + 5*E^3)*Defer[Int][E^(-10 + (x*(-8 - 5*E^3 + x))/Log[Log[x]])/Log[Log[x]], x] + 2*Defer[Int][(E^(-10 + (x*(-8 - 5*E^3 + x))/Log[Log[x]])*x)/Log[Log[x]], x]","F",0,0,0,0,-1,"{}"
474,1,37,0,0.1754154,"\int \frac{192 x^2+12 x^4-x^6}{4096+1536 x^2+272 x^4+24 x^6+x^8} \, dx","Int[(192*x^2 + 12*x^4 - x^6)/(4096 + 1536*x^2 + 272*x^4 + 24*x^6 + x^8),x]","\frac{x+4}{2 \left(x^2+2 x+8\right)}-\frac{4-x}{2 \left(x^2-2 x+8\right)}","\frac{1}{x+\frac{4 \left(\frac{16 \log ^2(3)}{(x (1+\log (3))-x)^2}+3\right)}{x}}",1,"-1/2*(4 - x)/(8 - 2*x + x^2) + (4 + x)/(2*(8 + 2*x + x^2))","A",13,5,39,0.1282,1,"{1594, 2075, 638, 618, 204}"
475,1,13,0,0.0110469,"\int \frac{-5-4 x-4 x^2}{1+4 x+4 x^2} \, dx","Int[(-5 - 4*x - 4*x^2)/(1 + 4*x + 4*x^2),x]","\frac{2}{2 x+1}-x","-x+\log \left(e^{\frac{2}{2 x+1}-4}\right)+2",1,"-x + 2/(1 + 2*x)","A",3,2,23,0.08696,1,"{27, 683}"
476,0,0,0,1.4511325,"\int \frac{48+896 x-16 x^2+e^{2 x^2} \left(-12-864 x+48 x^2+192 x^3\right)}{144+9 e^{4 x^2}+96 x^2+16 x^4+e^{2 x^2} \left(-72-24 x^2\right)} \, dx","Int[(48 + 896*x - 16*x^2 + E^(2*x^2)*(-12 - 864*x + 48*x^2 + 192*x^3))/(144 + 9*E^(4*x^2) + 96*x^2 + 16*x^4 + E^(2*x^2)*(-72 - 24*x^2)),x]","\int \frac{48+896 x-16 x^2+e^{2 x^2} \left(-12-864 x+48 x^2+192 x^3\right)}{144+9 e^{4 x^2}+96 x^2+16 x^4+e^{2 x^2} \left(-72-24 x^2\right)} \, dx","\frac{4 \left(x^2-4\right)+x}{x^2+\frac{3}{4} \left(4-e^{2 x^2}\right)}",1,"160*Defer[Int][x^2/(-12 + 3*E^(2*x^2) - 4*x^2)^2, x] + 64*Defer[Int][x^4/(-12 + 3*E^(2*x^2) - 4*x^2)^2, x] - 4*Defer[Int][(-12 + 3*E^(2*x^2) - 4*x^2)^(-1), x] - 16*Defer[Int][x^2/(12 - 3*E^(2*x^2) + 4*x^2), x] - 640*Defer[Subst][Defer[Int][(12 - 3*E^x + 2*x)^(-2), x], x, 2*x^2] + 72*Defer[Subst][Defer[Int][(12 - 3*E^x + 2*x)^(-1), x], x, 2*x^2] - 32*Defer[Subst][Defer[Int][x/(12 - 3*E^(2*x) + 4*x), x], x, x^2] - 192*Defer[Subst][Defer[Int][x/(3*E^(2*x) - 4*(3 + x))^2, x], x, x^2] + 128*Defer[Subst][Defer[Int][x^2/(3*E^(2*x) - 4*(3 + x))^2, x], x, x^2]","F",0,0,0,0,-1,"{}"
477,1,70,0,0.4537715,"\int \frac{e^5 (5184-122688 x)+e^5 (-9120+431840 x) \log (2 x)+e^5 (-67800+684600 x) \log ^2(2 x)+e^5 (-31500+220500 x) \log ^3(2 x)}{8+60 \log (2 x)+150 \log ^2(2 x)+125 \log ^3(2 x)} \, dx","Int[(E^5*(5184 - 122688*x) + E^5*(-9120 + 431840*x)*Log[2*x] + E^5*(-67800 + 684600*x)*Log[2*x]^2 + E^5*(-31500 + 220500*x)*Log[2*x]^3)/(8 + 60*Log[2*x] + 150*Log[2*x]^2 + 125*Log[2*x]^3),x]","\frac{8000 e^5 x^2}{5 \log (2 x)+2}+\frac{20000 e^5 x^2}{(5 \log (2 x)+2)^2}+18 e^5 (1-7 x)^2-\frac{400 e^5 (3-x) x}{5 \log (2 x)+2}","2 e^5 \left(-x-20 \left(x+\frac{x}{\log (2 x)+\frac{2}{5}}\right)+3\right)^2",1,"18*E^5*(1 - 7*x)^2 + (20000*E^5*x^2)/(2 + 5*Log[2*x])^2 - (400*E^5*(3 - x)*x)/(2 + 5*Log[2*x]) + (8000*E^5*x^2)/(2 + 5*Log[2*x])","B",23,9,80,0.1125,1,"{6688, 12, 6742, 2306, 2309, 2178, 2320, 2330, 2299}"
478,0,0,0,152.4083812,"\int \frac{\exp \left(\frac{5 x-5 e^{2+x+25 x^2+50 x^3+25 x^4} x-5 x \log (\log (3 x))}{e^{2+x+25 x^2+50 x^3+25 x^4}+\log (\log (3 x))}\right) \left(-5+\left(-5 e^{4+2 x+50 x^2+100 x^3+50 x^4}+e^{2+x+25 x^2+50 x^3+25 x^4} \left(5-5 x-250 x^2-750 x^3-500 x^4\right)\right) \log (3 x)+\left(5-10 e^{2+x+25 x^2+50 x^3+25 x^4}\right) \log (3 x) \log (\log (3 x))-5 \log (3 x) \log ^2(\log (3 x))\right)}{e^{4+2 x+50 x^2+100 x^3+50 x^4} \log (3 x)+2 e^{2+x+25 x^2+50 x^3+25 x^4} \log (3 x) \log (\log (3 x))+\log (3 x) \log ^2(\log (3 x))} \, dx","Int[(E^((5*x - 5*E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4)*x - 5*x*Log[Log[3*x]])/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(-5 + (-5*E^(4 + 2*x + 50*x^2 + 100*x^3 + 50*x^4) + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4)*(5 - 5*x - 250*x^2 - 750*x^3 - 500*x^4))*Log[3*x] + (5 - 10*E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4))*Log[3*x]*Log[Log[3*x]] - 5*Log[3*x]*Log[Log[3*x]]^2))/(E^(4 + 2*x + 50*x^2 + 100*x^3 + 50*x^4)*Log[3*x] + 2*E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4)*Log[3*x]*Log[Log[3*x]] + Log[3*x]*Log[Log[3*x]]^2),x]","\int \frac{\exp \left(\frac{5 x-5 e^{2+x+25 x^2+50 x^3+25 x^4} x-5 x \log (\log (3 x))}{e^{2+x+25 x^2+50 x^3+25 x^4}+\log (\log (3 x))}\right) \left(-5+\left(-5 e^{4+2 x+50 x^2+100 x^3+50 x^4}+e^{2+x+25 x^2+50 x^3+25 x^4} \left(5-5 x-250 x^2-750 x^3-500 x^4\right)\right) \log (3 x)+\left(5-10 e^{2+x+25 x^2+50 x^3+25 x^4}\right) \log (3 x) \log (\log (3 x))-5 \log (3 x) \log ^2(\log (3 x))\right)}{e^{4+2 x+50 x^2+100 x^3+50 x^4} \log (3 x)+2 e^{2+x+25 x^2+50 x^3+25 x^4} \log (3 x) \log (\log (3 x))+\log (3 x) \log ^2(\log (3 x))} \, dx","\exp \left(5 \left(\frac{x}{e^{25 \left(x^2+x\right)^2+x+2}+\log (\log (3 x))}-x\right)\right)",1,"-5*Defer[Int][E^((-5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x] - 5*Defer[Int][1/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*Log[3*x]*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])^2), x] + 5*Defer[Int][(x*Log[Log[3*x]])/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])^2), x] + 250*Defer[Int][(x^2*Log[Log[3*x]])/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])^2), x] + 750*Defer[Int][(x^3*Log[Log[3*x]])/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])^2), x] + 500*Defer[Int][(x^4*Log[Log[3*x]])/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])^2), x] + 5*Defer[Int][1/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x] - 5*Defer[Int][x/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x] - 250*Defer[Int][x^2/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x] - 750*Defer[Int][x^3/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x] - 500*Defer[Int][x^4/(E^((5*x*(-1 + E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))/(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]]))*(E^(2 + x + 25*x^2 + 50*x^3 + 25*x^4) + Log[Log[3*x]])), x]","F",0,0,0,0,-1,"{}"
479,1,26,0,0.012554,"\int \frac{4 x+(96-16 x) \log (2)}{9 x^3 \log (2)} \, dx","Int[(4*x + (96 - 16*x)*Log[2])/(9*x^3*Log[2]),x]","-\frac{(x (1-4 \log (2))+24 \log (2))^2}{108 x^2 \log ^2(2)}","\frac{16 \left(x^2+x-\frac{x}{4 \log (2)}-3\right)}{9 x^2}",1,"-1/108*(x*(1 - 4*Log[2]) + 24*Log[2])^2/(x^2*Log[2]^2)","A",3,3,23,0.1304,1,"{12, 186, 37}"
480,0,0,0,5.271566,"\int \frac{32 x-10 x^2+e^x \left(16 x-5 x^2\right)+\left(30 x-10 x^2+e^x \left(15 x+10 x^2-5 x^3\right)+\left(-6+2 x+e^x \left(-3-2 x+x^2\right)\right) \log (-12+4 x)\right) \log (5 x-\log (-12+4 x))}{75 x-25 x^2+(-15+5 x) \log (-12+4 x)} \, dx","Int[(32*x - 10*x^2 + E^x*(16*x - 5*x^2) + (30*x - 10*x^2 + E^x*(15*x + 10*x^2 - 5*x^3) + (-6 + 2*x + E^x*(-3 - 2*x + x^2))*Log[-12 + 4*x])*Log[5*x - Log[-12 + 4*x]])/(75*x - 25*x^2 + (-15 + 5*x)*Log[-12 + 4*x]),x]","\int \frac{32 x-10 x^2+e^x \left(16 x-5 x^2\right)+\left(30 x-10 x^2+e^x \left(15 x+10 x^2-5 x^3\right)+\left(-6+2 x+e^x \left(-3-2 x+x^2\right)\right) \log (-12+4 x)\right) \log (5 x-\log (-12+4 x))}{75 x-25 x^2+(-15+5 x) \log (-12+4 x)} \, dx","\frac{1}{5} \left(e^x+2\right) x \log (5 x-\log (4 (x-3)))",1,"(-6*Defer[Int][1/((-3 + x)*(5*x - Log[4*(-3 + x)])), x])/5 - (3*Defer[Int][E^x/((-3 + x)*(5*x - Log[4*(-3 + x)])), x])/5 + 2*Defer[Int][x/(5*x - Log[4*(-3 + x)]), x] + Defer[Int][(E^x*x)/(5*x - Log[4*(-3 + x)]), x] + (2*Defer[Int][(-5*x + Log[4*(-3 + x)])^(-1), x])/5 + Defer[Int][E^x/(-5*x + Log[4*(-3 + x)]), x]/5 + (2*Defer[Int][Log[5*x - Log[4*(-3 + x)]], x])/5 + Defer[Int][E^x*Log[5*x - Log[4*(-3 + x)]], x]/5 + Defer[Int][E^x*x*Log[5*x - Log[4*(-3 + x)]], x]/5","F",0,0,0,0,-1,"{}"
481,0,0,0,3.8017484,"\int \left(1+\exp \left(e^x+e^{\frac{1}{3} e^{e^x} \left(2 x+2 x^2\right)}+\frac{1}{3} e^{e^x} \left(2 x+2 x^2\right)\right) \left(2+4 x+e^x \left(2 x+2 x^2\right)\right)\right) \, dx","Int[1 + E^(E^x + E^((E^E^x*(2*x + 2*x^2))/3) + (E^E^x*(2*x + 2*x^2))/3)*(2 + 4*x + E^x*(2*x + 2*x^2)),x]","\int \left(1+\exp \left(e^x+e^{\frac{1}{3} e^{e^x} \left(2 x+2 x^2\right)}+\frac{1}{3} e^{e^x} \left(2 x+2 x^2\right)\right) \left(2+4 x+e^x \left(2 x+2 x^2\right)\right)\right) \, dx","x+3 e^{e^{\frac{2}{3} e^{e^x} x (x+1)}}",1,"x + 2*Defer[Int][E^(E^x + E^((E^E^x*(2*x + 2*x^2))/3) + (E^E^x*(2*x + 2*x^2))/3), x] + 4*Defer[Int][E^(E^x + E^((E^E^x*(2*x + 2*x^2))/3) + (E^E^x*(2*x + 2*x^2))/3)*x, x] + 2*Defer[Int][E^(E^x + E^((E^E^x*(2*x + 2*x^2))/3) + x + (E^E^x*(2*x + 2*x^2))/3)*x, x] + 2*Defer[Int][E^(E^x + E^((E^E^x*(2*x + 2*x^2))/3) + x + (E^E^x*(2*x + 2*x^2))/3)*x^2, x]","F",0,0,0,0,-1,"{}"
482,0,0,0,0.8876157,"\int \frac{x-32 x^2+\left(4-x+16 x^2\right) \log \left(4-x+16 x^2\right)}{\left(4-x+16 x^2\right) \log ^2\left(4-x+16 x^2\right)} \, dx","Int[(x - 32*x^2 + (4 - x + 16*x^2)*Log[4 - x + 16*x^2])/((4 - x + 16*x^2)*Log[4 - x + 16*x^2]^2),x]","\int \frac{x-32 x^2+\left(4-x+16 x^2\right) \log \left(4-x+16 x^2\right)}{\left(4-x+16 x^2\right) \log ^2\left(4-x+16 x^2\right)} \, dx","\frac{x}{\log \left(16 x^2-x+4\right)}",1,"-2*Defer[Int][Log[4 - x + 16*x^2]^(-2), x] + ((256*I)*Defer[Int][1/((1 + I*Sqrt[255] - 32*x)*Log[4 - x + 16*x^2]^2), x])/Sqrt[255] - ((255 - I*Sqrt[255])*Defer[Int][1/((-1 - I*Sqrt[255] + 32*x)*Log[4 - x + 16*x^2]^2), x])/255 + ((256*I)*Defer[Int][1/((-1 + I*Sqrt[255] + 32*x)*Log[4 - x + 16*x^2]^2), x])/Sqrt[255] - ((255 + I*Sqrt[255])*Defer[Int][1/((-1 + I*Sqrt[255] + 32*x)*Log[4 - x + 16*x^2]^2), x])/255 + Defer[Int][Log[4 - x + 16*x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
483,1,47,0,0.5318831,"\int \frac{1+x+\left(1+2 x+x^2\right) \log (x)+(-2-4 x) \log (x) \log \left(x+x^2\right)}{\left(x+x^2\right) \log (x)} \, dx","Int[(1 + x + (1 + 2*x + x^2)*Log[x] + (-2 - 4*x)*Log[x]*Log[x + x^2])/((x + x^2)*Log[x]),x]","x+\log ^2(x)+\log ^2(x+1)+2 \log (x+1) \log (x)-2 \log (x (x+1)) \log (x)+\log (x)-2 \log (x+1) \log (x (x+1))+\log (\log (x))","\log \left(4 e^x x \log (x)\right)-\log ^2\left(x^2+x\right)",1,"x + Log[x] + Log[x]^2 + 2*Log[x]*Log[1 + x] + Log[1 + x]^2 - 2*Log[x]*Log[x*(1 + x)] - 2*Log[1 + x]*Log[x*(1 + x)] + Log[Log[x]]","B",19,11,40,0.2750,1,"{1593, 6742, 43, 2302, 29, 2514, 2494, 2301, 2317, 2391, 2390}"
484,1,16,0,0.0527786,"\int \frac{-2+e^{x^2}-x+2 e^{x^2} x^2 \log (x)}{x} \, dx","Int[(-2 + E^x^2 - x + 2*E^x^2*x^2*Log[x])/x,x]","e^{x^2} \log (x)-x-2 \log (x)","e^{x^2} \log (x)+x-2 (x+\log (x))",1,"-x - 2*Log[x] + E^x^2*Log[x]","A",5,3,26,0.1154,1,"{14, 43, 2288}"
485,1,61,0,0.0434797,"\int \left(5+i \pi +2 x^2+\left(-4-i \pi -6 x^2\right) \log \left(\frac{5}{x}\right)+\left(-1+\log \left(\frac{5}{x}\right)\right) \log (x)\right) \, dx","Int[5 + I*Pi + 2*x^2 + (-4 - I*Pi - 6*x^2)*Log[5/x] + (-1 + Log[5/x])*Log[x],x]","-\left(2 x^3+(4+i \pi ) x\right) \log \left(\frac{5}{x}\right)-i \pi  x+(5+i \pi ) x-5 x+x \left(-\log \left(\frac{5}{x}\right)\right)+x \log \left(\frac{5}{x}\right) \log (x)","x \log \left(\frac{5}{x}\right) \left(-2 x^2+\log (x)-i \pi -5\right)",1,"-5*x + (5 + I*Pi)*x - I*Pi*x - x*Log[5/x] - ((4 + I*Pi)*x + 2*x^3)*Log[5/x] + x*Log[5/x]*Log[x]","B",6,3,42,0.07143,1,"{2313, 2295, 2361}"
486,0,0,0,6.8785395,"\int \frac{192 x-48 x^2+e^{x/16} \left(48 x-16 x^2\right)+\left(48 x+e^{x/16} \left(13 x+x^2\right)\right) \log \left(-48+12 x+e^{x/16} (-12+4 x)\right)+\left(-96+24 x+e^{x/16} (-24+8 x)\right) \log ^2\left(-48+12 x+e^{x/16} (-12+4 x)\right)}{-96+24 x+e^{x/16} (-24+8 x)} \, dx","Int[(192*x - 48*x^2 + E^(x/16)*(48*x - 16*x^2) + (48*x + E^(x/16)*(13*x + x^2))*Log[-48 + 12*x + E^(x/16)*(-12 + 4*x)] + (-96 + 24*x + E^(x/16)*(-24 + 8*x))*Log[-48 + 12*x + E^(x/16)*(-12 + 4*x)]^2)/(-96 + 24*x + E^(x/16)*(-24 + 8*x)),x]","\int \frac{192 x-48 x^2+e^{x/16} \left(48 x-16 x^2\right)+\left(48 x+e^{x/16} \left(13 x+x^2\right)\right) \log \left(-48+12 x+e^{x/16} (-12+4 x)\right)+\left(-96+24 x+e^{x/16} (-24+8 x)\right) \log ^2\left(-48+12 x+e^{x/16} (-12+4 x)\right)}{-96+24 x+e^{x/16} (-24+8 x)} \, dx","x \left(\log ^2\left(4 \left(\left(e^{x/16}+4\right) (x-3)-x\right)\right)-x\right)",1,"(-35*x)/16 - (35*x^2)/32 - x^3/768 + 2*x*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)] + (x^2*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)])/16 - (105*Log[3 - x])/16 - (105*Defer[Int][(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)^(-1), x])/16 + 6*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)]*Defer[Int][(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)^(-1), x] - (315*Defer[Int][1/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x])/16 + 18*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)]*Defer[Int][1/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x] - (27*Defer[Int][x/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/16 + (3*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)]*Defer[Int][x/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/2 + (21*Defer[Int][x^2/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/64 - (3*Log[-4*E^(x/16)*(3 - x) - 12*(4 - x)]*Defer[Int][x^2/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/8 + (3*Defer[Int][x^3/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/256 + 6*Defer[Int][Log[12*(-4 + x) + 4*E^(x/16)*(-3 + x)]/(-3 + x), x] + Defer[Int][Log[12*(-4 + x) + 4*E^(x/16)*(-3 + x)]^2, x] - (3*Defer[Int][Defer[Int][(3*(-4 + x) + E^(x/16)*(-3 + x))^(-1), x], x])/8 - 6*Defer[Int][Defer[Int][(3*(-4 + x) + E^(x/16)*(-3 + x))^(-1), x]/(-3 + x), x] - (9*Defer[Int][Defer[Int][(3*(-4 + x) + E^(x/16)*(-3 + x))^(-1), x]/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/2 - 18*Defer[Int][Defer[Int][(3*(-4 + x) + E^(x/16)*(-3 + x))^(-1), x]/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x] + (9*Defer[Int][(x*Defer[Int][(3*(-4 + x) + E^(x/16)*(-3 + x))^(-1), x])/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/8 - (9*Defer[Int][Defer[Int][1/((3*(-4 + x) + E^(x/16)*(-3 + x))*(-3 + x)), x], x])/8 - 18*Defer[Int][Defer[Int][1/((3*(-4 + x) + E^(x/16)*(-3 + x))*(-3 + x)), x]/(-3 + x), x] - (27*Defer[Int][Defer[Int][1/((3*(-4 + x) + E^(x/16)*(-3 + x))*(-3 + x)), x]/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/2 - 54*Defer[Int][Defer[Int][1/((3*(-4 + x) + E^(x/16)*(-3 + x))*(-3 + x)), x]/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x] + (27*Defer[Int][(x*Defer[Int][1/((3*(-4 + x) + E^(x/16)*(-3 + x))*(-3 + x)), x])/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/8 - (3*Defer[Int][Defer[Int][x/(3*(-4 + x) + E^(x/16)*(-3 + x)), x], x])/32 - (3*Defer[Int][Defer[Int][x/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/(-3 + x), x])/2 - (9*Defer[Int][Defer[Int][x/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/8 - (9*Defer[Int][Defer[Int][x/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x])/2 + (9*Defer[Int][(x*Defer[Int][x/(3*(-4 + x) + E^(x/16)*(-3 + x)), x])/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/32 + (3*Defer[Int][Defer[Int][x^2/(3*(-4 + x) + E^(x/16)*(-3 + x)), x], x])/128 + (3*Defer[Int][Defer[Int][x^2/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/(-3 + x), x])/8 + (9*Defer[Int][Defer[Int][x^2/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/32 + (9*Defer[Int][Defer[Int][x^2/(3*(-4 + x) + E^(x/16)*(-3 + x)), x]/((-3 + x)*(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x)), x])/8 - (9*Defer[Int][(x*Defer[Int][x^2/(3*(-4 + x) + E^(x/16)*(-3 + x)), x])/(-12 - 3*E^(x/16) + 3*x + E^(x/16)*x), x])/128","F",0,0,0,0,-1,"{}"
487,1,18,0,0.1733208,"\int \frac{-1-3 x+3 x^2-21 x^7+3 x^8+x \log (2 x)}{3 x^2+3 x^8+x \log (2 x)} \, dx","Int[(-1 - 3*x + 3*x^2 - 21*x^7 + 3*x^8 + x*Log[2*x])/(3*x^2 + 3*x^8 + x*Log[2*x]),x]","x-\log \left(3 x^7+3 x+\log (2 x)\right)","-\log \left(x \left(x^6+1\right)+\frac{1}{3} \log (2 x)\right)+x+3",1,"x - Log[3*x + 3*x^7 + Log[2*x]]","A",3,2,46,0.04348,1,"{6742, 6684}"
488,0,0,0,1.3950051,"\int \frac{-2 x+e^{\frac{1}{2} \left(2+e^x\right)} \left(4 x-e^x x^2\right)+4 x \log (9 x)}{e^{2+e^x}+2 e^{\frac{1}{2} \left(2+e^x\right)} \log (9 x)+\log ^2(9 x)} \, dx","Int[(-2*x + E^((2 + E^x)/2)*(4*x - E^x*x^2) + 4*x*Log[9*x])/(E^(2 + E^x) + 2*E^((2 + E^x)/2)*Log[9*x] + Log[9*x]^2),x]","\int \frac{-2 x+e^{\frac{1}{2} \left(2+e^x\right)} \left(4 x-e^x x^2\right)+4 x \log (9 x)}{e^{2+e^x}+2 e^{\frac{1}{2} \left(2+e^x\right)} \log (9 x)+\log ^2(9 x)} \, dx","\frac{2 x^2}{e^{\frac{e^x}{2}+1}+\log (9 x)}+4",1,"-2*Defer[Int][x/(E^(1 + E^x/2) + Log[9*x])^2, x] - Defer[Int][(E^((2 + E^x + 2*x)/2)*x^2)/(E^(1 + E^x/2) + Log[9*x])^2, x] + 4*Defer[Int][x/(E^(1 + E^x/2) + Log[9*x]), x]","F",0,0,0,0,-1,"{}"
489,0,0,0,1.04903,"\int \frac{8 x^2-x^3+e^{\frac{e^5}{x}} \left(12 e^6+3 e x^2\right)-x^2 \log (5)}{4 x^2+3 e^{1+\frac{e^5}{x}} x^2-x^3-x^2 \log (5)} \, dx","Int[(8*x^2 - x^3 + E^(E^5/x)*(12*E^6 + 3*E*x^2) - x^2*Log[5])/(4*x^2 + 3*E^(1 + E^5/x)*x^2 - x^3 - x^2*Log[5]),x]","\int \frac{8 x^2-x^3+e^{\frac{e^5}{x}} \left(12 e^6+3 e x^2\right)-x^2 \log (5)}{4 x^2+3 e^{1+\frac{e^5}{x}} x^2-x^3-x^2 \log (5)} \, dx","x-4 \log \left(x-3 e^{\frac{e^5}{x}+1}-4+\log (5)\right)+5",1,"(-4*E^5)/x + x + 4*Defer[Int][(3*E^(1 + E^5/x) - x + 4*(1 - Log[5]/4))^(-1), x] - 4*E^5*(4 - Log[5])*Defer[Int][1/(x^2*(3*E^(1 + E^5/x) - x + 4*(1 - Log[5]/4))), x] + 4*E^5*Defer[Int][1/(x*(3*E^(1 + E^5/x) - x + 4*(1 - Log[5]/4))), x]","F",0,0,0,0,-1,"{}"
490,1,23,0,0.0149684,"\int \frac{2 x^2+\left(1-2 x+e^2 x\right) \log ^2(15+e)}{x \log ^2(15+e)} \, dx","Int[(2*x^2 + (1 - 2*x + E^2*x)*Log[15 + E]^2)/(x*Log[15 + E]^2),x]","\frac{x^2}{\log ^2(15+e)}-\left(2-e^2\right) x+\log (x)","\frac{x^2}{\log ^2(15+e)}+e^2 x-2 x+\log (x)",1,"-((2 - E^2)*x) + x^2/Log[15 + E]^2 + Log[x]","A",3,2,33,0.06061,1,"{12, 14}"
491,1,17,0,0.0349459,"\int \frac{1+x+18 e^{1-6 e^{1+3 x}+3 x} x}{x} \, dx","Int[(1 + x + 18*E^(1 - 6*E^(1 + 3*x) + 3*x)*x)/x,x]","x-e^{-6 e^{3 x+1}}+\log (x)","x-e^{-6 e^{3 x+1}}+\log (x)+1",1,"-E^(-6*E^(1 + 3*x)) + x + Log[x]","A",6,4,26,0.1538,1,"{14, 2282, 2194, 43}"
492,1,14,0,0.02717,"\int \frac{(-48-16 x) \log (3)}{80 x^4+40 x^5+5 x^6} \, dx","Int[((-48 - 16*x)*Log[3])/(80*x^4 + 40*x^5 + 5*x^6),x]","\frac{4 \log (3)}{5 x^3 (x+4)}","\frac{4 \log (3)}{5 x^3 (x+4)}",1,"(4*Log[3])/(5*x^3*(4 + x))","A",5,4,26,0.1538,1,"{12, 1594, 27, 74}"
493,1,13,0,0.004476,"\int \frac{-10+e^2}{e^2} \, dx","Int[(-10 + E^2)/E^2,x]","-\frac{\left(10-e^2\right) x}{e^2}","x-\frac{10 x-\log (3)}{e^2}",1,"-(((10 - E^2)*x)/E^2)","A",1,1,9,0.1111,1,"{8}"
494,0,0,0,8.2972863,"\int \frac{\exp \left(\frac{\log \left(-\frac{6}{e x-x^2}\right)-x \log (\log (1-x))}{\log (\log (1-x))}\right) \left(\left(-e x+x^2\right) \log \left(-\frac{6}{e x-x^2}\right)+\left(e (1-x)-2 x+2 x^2\right) \log (1-x) \log (\log (1-x))+\left(x-2 x^2+x^3+e \left(-1+2 x-x^2\right)\right) \log (1-x) \log ^2(\log (1-x))\right)}{\left(e (-1+x)+x-x^2\right) \log (1-x) \log ^2(\log (1-x))} \, dx","Int[(E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])*((-(E*x) + x^2)*Log[-6/(E*x - x^2)] + (E*(1 - x) - 2*x + 2*x^2)*Log[1 - x]*Log[Log[1 - x]] + (x - 2*x^2 + x^3 + E*(-1 + 2*x - x^2))*Log[1 - x]*Log[Log[1 - x]]^2))/((E*(-1 + x) + x - x^2)*Log[1 - x]*Log[Log[1 - x]]^2),x]","\int \frac{\exp \left(\frac{\log \left(-\frac{6}{e x-x^2}\right)-x \log (\log (1-x))}{\log (\log (1-x))}\right) \left(\left(-e x+x^2\right) \log \left(-\frac{6}{e x-x^2}\right)+\left(e (1-x)-2 x+2 x^2\right) \log (1-x) \log (\log (1-x))+\left(x-2 x^2+x^3+e \left(-1+2 x-x^2\right)\right) \log (1-x) \log ^2(\log (1-x))\right)}{\left(e (-1+x)+x-x^2\right) \log (1-x) \log ^2(\log (1-x))} \, dx","x e^{\frac{\log \left(\frac{6}{x (x-e)}\right)}{\log (\log (1-x))}-x}",1,"Defer[Int][E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]]), x] - Defer[Int][E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])*x, x] - Defer[Int][(E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])*Log[-6/((E - x)*x)])/(Log[1 - x]*Log[Log[1 - x]]^2), x] + Defer[Int][(E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])*Log[-6/((E - x)*x)])/((1 - x)*Log[1 - x]*Log[Log[1 - x]]^2), x] - 2*Defer[Int][E^((Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])/Log[Log[1 - x]], x] + Defer[Int][E^(1 + (Log[-6/(E*x - x^2)] - x*Log[Log[1 - x]])/Log[Log[1 - x]])/((E - x)*Log[Log[1 - x]]), x]","F",0,0,0,0,-1,"{}"
495,1,18,0,0.0123271,"\int \frac{-15 x^3+e x \left(-20+3 x^2\right)}{e x^7} \, dx","Int[(-15*x^3 + E*x*(-20 + 3*x^2))/(E*x^7),x]","\frac{4}{x^5}+\frac{5-e}{e x^3}","\frac{\frac{4}{x^2}+\frac{5}{e}-1}{x^3}",1,"4/x^5 + (5 - E)/(E*x^3)","A",3,2,23,0.08696,1,"{12, 14}"
496,1,39,0,0.3104133,"\int \frac{-2 e^{2 x}+e^{2 x} (-4+2 x) \log (2-x)}{(-2+x) \log ^3(2-x)} \, dx","Int[(-2*E^(2*x) + E^(2*x)*(-4 + 2*x)*Log[2 - x])/((-2 + x)*Log[2 - x]^3),x]","\frac{e^{2 x} (2 \log (2-x)-x \log (2-x))}{(2-x) \log ^3(2-x)}","\frac{e^{2 x}}{\log ^2(2-x)}",1,"(E^(2*x)*(2*Log[2 - x] - x*Log[2 - x]))/((2 - x)*Log[2 - x]^3)","B",3,3,39,0.07692,1,"{6741, 12, 2288}"
497,1,17,0,0.0143684,"\int \frac{-1+3 x-2 x^2+x \log (x)}{x} \, dx","Int[(-1 + 3*x - 2*x^2 + x*Log[x])/x,x]","-x^2+2 x+x \log (x)-\log (x)","x+(1-x) (x-\log (x))",1,"2*x - x^2 - Log[x] + x*Log[x]","A",5,2,18,0.1111,1,"{14, 2295}"
498,1,23,0,0.1361171,"\int \frac{18+54 x+75 x^2+144 x^3+104 x^4+96 x^5+48 x^6+e^5 \left(40 x+80 x^2+40 x^3\right)}{9+18 x+33 x^2+48 x^3+40 x^4+32 x^5+16 x^6} \, dx","Int[(18 + 54*x + 75*x^2 + 144*x^3 + 104*x^4 + 96*x^5 + 48*x^6 + E^5*(40*x + 80*x^2 + 40*x^3))/(9 + 18*x + 33*x^2 + 48*x^3 + 40*x^4 + 32*x^5 + 16*x^6),x]","-\frac{5 e^5}{4 x^2+3}+3 x+\frac{1}{x+1}","\frac{x^2}{x+1}-\frac{5 e^5}{4 x^2+3}+2 x+3",1,"3*x + (1 + x)^(-1) - (5*E^5)/(3 + 4*x^2)","A",3,2,81,0.02469,1,"{2074, 261}"
499,0,0,0,0.7863271,"\int \left(e^{x^2} \left(600+4090 x+1200 x^2+90 x^3\right)+e^{x^2} (400+60 x) \log (x)+e^{x^2} \left(200+60 x+400 x^2+60 x^3\right) \log ^2(x)+20 e^{x^2} x \log ^3(x)+e^{x^2} \left(10 x+10 x^3\right) \log ^4(x)\right) \, dx","Int[E^x^2*(600 + 4090*x + 1200*x^2 + 90*x^3) + E^x^2*(400 + 60*x)*Log[x] + E^x^2*(200 + 60*x + 400*x^2 + 60*x^3)*Log[x]^2 + 20*E^x^2*x*Log[x]^3 + E^x^2*(10*x + 10*x^3)*Log[x]^4,x]","\int \left(e^{x^2} \left(600+4090 x+1200 x^2+90 x^3\right)+e^{x^2} (400+60 x) \log (x)+e^{x^2} \left(200+60 x+400 x^2+60 x^3\right) \log ^2(x)+20 e^{x^2} x \log ^3(x)+e^{x^2} \left(10 x+10 x^3\right) \log ^4(x)\right) \, dx","5 e^{x^2} \left(x-\left(x \left(-\log ^2(x)-2\right)\right)+20\right)^2",1,"2000*E^x^2 + 600*E^x^2*x + 45*E^x^2*x^2 - 15*ExpIntegralEi[x^2] - 400*x*HypergeometricPFQ[{1/2, 1/2}, {3/2, 3/2}, x^2] + 30*E^x^2*Log[x] + 200*Sqrt[Pi]*Erfi[x]*Log[x] + 200*Defer[Int][E^x^2*Log[x]^2, x] + 60*Defer[Int][E^x^2*x*Log[x]^2, x] + 400*Defer[Int][E^x^2*x^2*Log[x]^2, x] + 60*Defer[Int][E^x^2*x^3*Log[x]^2, x] + 20*Defer[Int][E^x^2*x*Log[x]^3, x] + 10*Defer[Int][E^x^2*x*Log[x]^4, x] + 10*Defer[Int][E^x^2*x^3*Log[x]^4, x]","F",0,0,0,0,-1,"{}"
500,1,16,0,0.0062475,"\int \frac{-2 x^2+(-1+x) \log (4)+x \log (30)}{x} \, dx","Int[(-2*x^2 + (-1 + x)*Log[4] + x*Log[30])/x,x]","-x^2+x \log (120)-\log (4) \log (x)","x \left(-x-\frac{\log (4) (-x+\log (x)+7)}{x}+\log (30)\right)",1,"-x^2 + x*Log[120] - Log[4]*Log[x]","A",2,1,20,0.05000,1,"{14}"
501,1,30,0,0.0480204,"\int \frac{1}{4} \left(1+80 x+24 x^2+e^x \left(-20-28 x-4 x^2\right)\right) \, dx","Int[(1 + 80*x + 24*x^2 + E^x*(-20 - 28*x - 4*x^2))/4,x]","2 x^3-e^x x^2+10 x^2-5 e^x x+\frac{x}{4}","x (x+5) \left(2 x-e^x+\frac{1}{4 x}\right)",1,"x/4 - 5*E^x*x + 10*x^2 - E^x*x^2 + 2*x^3","A",10,4,28,0.1429,1,"{12, 2196, 2194, 2176}"
502,1,10,0,0.0050135,"\int \frac{6-x}{-5+x} \, dx","Int[(6 - x)/(-5 + x),x]","\log (5-x)-x","-x+\log (x-5)+e^4-8+\log (2)",1,"-x + Log[5 - x]","A",2,1,11,0.09091,1,"{43}"
503,0,0,0,5.689816,"\int \frac{\exp \left(-5+e^{e^{\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}}}+e^{\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}}+\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}\right) \left(x^2+e^5 \left(-4-2 x^2\right)\right)}{x^2} \, dx","Int[(E^(-5 + E^E^((x^2 + E^5*(4 - 3*x - 2*x^2))/(E^5*x)) + E^((x^2 + E^5*(4 - 3*x - 2*x^2))/(E^5*x)) + (x^2 + E^5*(4 - 3*x - 2*x^2))/(E^5*x))*(x^2 + E^5*(-4 - 2*x^2)))/x^2,x]","\int \frac{\exp \left(-5+e^{e^{\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}}}+e^{\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}}+\frac{x^2+e^5 \left(4-3 x-2 x^2\right)}{e^5 x}\right) \left(x^2+e^5 \left(-4-2 x^2\right)\right)}{x^2} \, dx","e^{e^{e^{-2 x+\frac{x-\frac{e^5}{x}}{e^5}+\frac{5}{x}-3}}}",1,"(1 - 2*E^5)*Defer[Int][E^(-8 + E^E^(-3 + 4/x + (-2 + E^(-5))*x) + E^(-3 + 4/x + (-2 + E^(-5))*x) + 4/x - 2*(1 - 1/(2*E^5))*x), x] - 4*Defer[Int][E^(-3 + E^E^(-3 + 4/x + (-2 + E^(-5))*x) + E^(-3 + 4/x + (-2 + E^(-5))*x) + 4/x - 2*(1 - 1/(2*E^5))*x)/x^2, x]","F",0,0,0,0,-1,"{}"
504,1,15,0,0.0064764,"\int \left(-2 e^{e^4-2 x}+4 \log (5)\right) \, dx","Int[-2*E^(E^4 - 2*x) + 4*Log[5],x]","e^{e^4-2 x}+4 x \log (5)","e^{e^4-2 x}+3 x \log (5)+(x+2) \log (5)+3",1,"E^(E^4 - 2*x) + 4*x*Log[5]","A",2,1,16,0.06250,1,"{2194}"
505,0,0,0,2.0004177,"\int \frac{e^{3 e^{\frac{3}{x^2}}} x^3+e^{2 e^{\frac{3}{x^2}}} \left(144 e^{\frac{3}{x^2}}-36 x^2\right)}{-1728+432 e^{e^{\frac{3}{x^2}}} x-36 e^{2 e^{\frac{3}{x^2}}} x^2+e^{3 e^{\frac{3}{x^2}}} x^3} \, dx","Int[(E^(3*E^(3/x^2))*x^3 + E^(2*E^(3/x^2))*(144*E^(3/x^2) - 36*x^2))/(-1728 + 432*E^E^(3/x^2)*x - 36*E^(2*E^(3/x^2))*x^2 + E^(3*E^(3/x^2))*x^3),x]","\int \frac{e^{3 e^{\frac{3}{x^2}}} x^3+e^{2 e^{\frac{3}{x^2}}} \left(144 e^{\frac{3}{x^2}}-36 x^2\right)}{-1728+432 e^{e^{\frac{3}{x^2}}} x-36 e^{2 e^{\frac{3}{x^2}}} x^2+e^{3 e^{\frac{3}{x^2}}} x^3} \, dx","\frac{x^3}{\left(12 e^{-e^{\frac{3}{x^2}}}-x\right)^2}",1,"144*Defer[Int][E^(2*E^(3/x^2) + 3/x^2)/(-12 + E^E^(3/x^2)*x)^3, x] - 24*Defer[Int][(E^(2*E^(3/x^2))*x^2)/(-12 + E^E^(3/x^2)*x)^3, x] + Defer[Int][(E^(2*E^(3/x^2))*x^2)/(-12 + E^E^(3/x^2)*x)^2, x]","F",0,0,0,0,-1,"{}"
506,0,0,0,4.2473791,"\int \frac{e^x (-60+20 x)+e^x \left(200 x-60 x^2\right) \log (x)+e^x \left(60 x-100 x^2+20 x^3\right) \log ^2(x)}{\left(9 x-6 x^2+x^3\right) \log ^2(x)+\left(-18 x^2+12 x^3-2 x^4\right) \log ^3(x)+\left(9 x^3-6 x^4+x^5\right) \log ^4(x)} \, dx","Int[(E^x*(-60 + 20*x) + E^x*(200*x - 60*x^2)*Log[x] + E^x*(60*x - 100*x^2 + 20*x^3)*Log[x]^2)/((9*x - 6*x^2 + x^3)*Log[x]^2 + (-18*x^2 + 12*x^3 - 2*x^4)*Log[x]^3 + (9*x^3 - 6*x^4 + x^5)*Log[x]^4),x]","\int \frac{e^x (-60+20 x)+e^x \left(200 x-60 x^2\right) \log (x)+e^x \left(60 x-100 x^2+20 x^3\right) \log ^2(x)}{\left(9 x-6 x^2+x^3\right) \log ^2(x)+\left(-18 x^2+12 x^3-2 x^4\right) \log ^3(x)+\left(9 x^3-6 x^4+x^5\right) \log ^4(x)} \, dx","\frac{20 e^x}{(x-3) \log (x) (x \log (x)-1)}",1,"(20*Defer[Int][E^x/((-3 + x)*Log[x]^2), x])/3 - (20*Defer[Int][E^x/(x*Log[x]^2), x])/3 + 20*Defer[Int][E^x/((-3 + x)^2*Log[x]), x] - 20*Defer[Int][E^x/((-3 + x)*Log[x]), x] - 20*Defer[Int][E^x/(-1 + x*Log[x])^2, x] - 80*Defer[Int][E^x/((-3 + x)*(-1 + x*Log[x])^2), x] + 20*Defer[Int][E^x/(-1 + x*Log[x]), x] - 60*Defer[Int][E^x/((-3 + x)^2*(-1 + x*Log[x])), x] + 40*Defer[Int][E^x/((-3 + x)*(-1 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
507,1,79,0,0.2575654,"\int \frac{e^{-x^2} \left(1+4 e^{4 x}+e^{2 x} (-2-4 x)+2 x+\left(-38 x-2 e^{4 x} x-2 x^2+4 e^{2 x} x^2-2 x^3\right) \log \left(19+e^{4 x}+x-2 e^{2 x} x+x^2\right)\right)}{19+e^{4 x}+x-2 e^{2 x} x+x^2} \, dx","Int[(1 + 4*E^(4*x) + E^(2*x)*(-2 - 4*x) + 2*x + (-38*x - 2*E^(4*x)*x - 2*x^2 + 4*E^(2*x)*x^2 - 2*x^3)*Log[19 + E^(4*x) + x - 2*E^(2*x)*x + x^2])/(E^x^2*(19 + E^(4*x) + x - 2*E^(2*x)*x + x^2)),x]","\frac{e^{-x^2} \left(x^3-2 e^{2 x} x^2+x^2+e^{4 x} x+19 x\right) \log \left(x^2-2 e^{2 x} x+x+e^{4 x}+19\right)}{x \left(x^2-2 e^{2 x} x+x+e^{4 x}+19\right)}","e^{-x^2} \log \left(\left(x-e^{2 x}\right)^2+x+19\right)",1,"((19*x + E^(4*x)*x + x^2 - 2*E^(2*x)*x^2 + x^3)*Log[19 + E^(4*x) + x - 2*E^(2*x)*x + x^2])/(E^x^2*x*(19 + E^(4*x) + x - 2*E^(2*x)*x + x^2))","B",1,1,105,0.009524,1,"{2288}"
508,1,17,0,0.029434,"\int \left(2 e^{x^2} x+e^{4 e^x} \left(6 x^5+4 e^x x^6\right)\right) \, dx","Int[2*E^x^2*x + E^(4*E^x)*(6*x^5 + 4*E^x*x^6),x]","e^{4 e^x} x^6+e^{x^2}","e^{4 e^x} x^6+e^{x^2}+\log (2)",1,"E^x^2 + E^(4*E^x)*x^6","A",3,2,31,0.06452,1,"{2209, 2288}"
509,1,22,0,0.1943329,"\int \frac{\left(-36 x+x^2\right) \log (\log (2))+\left(72-x+\left(-72 x+x^2\right) \log (\log (2))\right) \log (-1+x \log (\log (2)))}{\left(36 x-x^2+\left(-36 x^2+x^3\right) \log (\log (2))\right) \log (-1+x \log (\log (2)))} \, dx","Int[((-36*x + x^2)*Log[Log[2]] + (72 - x + (-72*x + x^2)*Log[Log[2]])*Log[-1 + x*Log[Log[2]]])/((36*x - x^2 + (-36*x^2 + x^3)*Log[Log[2]])*Log[-1 + x*Log[Log[2]]]),x]","-\log (36-x)+2 \log (x)+\log (\log (x \log (\log (2))-1))","\log \left(\frac{x^2 \log (x \log (\log (2))-1)}{3 \left(\frac{x}{4}-9\right)}\right)",1,"-Log[36 - x] + 2*Log[x] + Log[Log[-1 + x*Log[Log[2]]]]","A",7,5,72,0.06944,1,"{6688, 72, 2390, 2302, 29}"
510,1,18,0,0.1726918,"\int e^{-x} \left(4 e^x x+e^{-3+x+x^2} \left(8 x^3+4 x^5\right)\right) \, dx","Int[(4*E^x*x + E^(-3 + x + x^2)*(8*x^3 + 4*x^5))/E^x,x]","2 x^2+2 e^{x^2-3} x^4","2 e^{-x} x^2 \left(e^{x^2+x-3} x^2+e^x\right)",1,"2*x^2 + 2*E^(-3 + x^2)*x^4","A",9,4,33,0.1212,1,"{6688, 2226, 2212, 2209}"
511,1,45,0,0.2080602,"\int \frac{36-108 x+216 x^2-126 x^3-72 x^5-18 x^6}{\left(3 x-12 x^2+36 x^3-42 x^4+43 x^5+24 x^6+3 x^7+x^5 \log (2)\right) \log ^2\left(\frac{3-12 x+36 x^2-42 x^3+43 x^4+24 x^5+3 x^6+x^4 \log (2)}{x^4}\right)} \, dx","Int[(36 - 108*x + 216*x^2 - 126*x^3 - 72*x^5 - 18*x^6)/((3*x - 12*x^2 + 36*x^3 - 42*x^4 + 43*x^5 + 24*x^6 + 3*x^7 + x^5*Log[2])*Log[(3 - 12*x + 36*x^2 - 42*x^3 + 43*x^4 + 24*x^5 + 3*x^6 + x^4*Log[2])/x^4]^2),x]","\frac{3}{\log \left(\frac{3 x^6+24 x^5+43 x^4+x^4 \log (2)-42 x^3+36 x^2-12 x+3}{x^4}\right)}","\frac{3}{\log \left(3 \left(\left(\frac{(1-x)^2}{x^2}+x+3\right)^2+1\right)+4+\log (2)\right)}",1,"3/Log[(3 - 12*x + 36*x^2 - 42*x^3 + 43*x^4 + 24*x^5 + 3*x^6 + x^4*Log[2])/x^4]","A",2,2,111,0.01802,1,"{6, 6686}"
512,1,10,0,0.2055606,"\int \frac{e^{\frac{1-6 x+x^2}{x}} \left(-16+16 x^2\right)}{x^2} \, dx","Int[(E^((1 - 6*x + x^2)/x)*(-16 + 16*x^2))/x^2,x]","16 e^{x+\frac{1}{x}-6}","16 e^{x+\frac{1}{x}-6}",1,"16*E^(-6 + x^(-1) + x)","A",3,3,25,0.1200,1,"{6688, 12, 6706}"
513,0,0,0,9.4897711,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(-3 x^3+3 e^x x^4+e^x \left(x-x^2\right) \log (x)\right)}{\log (x)}\right) \left(3 x^2-3 e^x x^3+\left(-9 x^2+3 x^3+12 e^x x^3\right) \log (x)+e^x (1-2 x) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^(-x + (-3*x^3 + 3*E^x*x^4 + E^x*(x - x^2)*Log[x])/(E^x*Log[x]))*(3*x^2 - 3*E^x*x^3 + (-9*x^2 + 3*x^3 + 12*E^x*x^3)*Log[x] + E^x*(1 - 2*x)*Log[x]^2))/Log[x]^2,x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(-3 x^3+3 e^x x^4+e^x \left(x-x^2\right) \log (x)\right)}{\log (x)}\right) \left(3 x^2-3 e^x x^3+\left(-9 x^2+3 x^3+12 e^x x^3\right) \log (x)+e^x (1-2 x) \log ^2(x)\right)}{\log ^2(x)} \, dx","e^{-x^2+\frac{3 \left(x^2-e^{-x} x\right) x^2}{\log (x)}+x}",1,"Defer[Int][E^(x + (x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x])), x] - 2*Defer[Int][E^(x + (x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x, x] + 3*Defer[Int][(E^((x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x^2)/Log[x]^2, x] - 3*Defer[Int][(E^(x + (x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x^3)/Log[x]^2, x] - 9*Defer[Int][(E^((x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x^2)/Log[x], x] + 3*Defer[Int][(E^((x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x^3)/Log[x], x] + 12*Defer[Int][(E^(x + (x^2*(-3*x + 3*E^x*x^2 - E^x*Log[x]))/(E^x*Log[x]))*x^3)/Log[x], x]","F",0,0,0,0,-1,"{}"
514,0,0,0,5.4568574,"\int \frac{-18 x^3+9 x^4+2 x^5+e^{\frac{1+2 x \log (6+x)+x^2 \log ^2(6+x)}{x^2}} \left(-12-2 x+2 x^2+\left(-12 x-2 x^2+2 x^3\right) \log (6+x)\right)}{6 x^3+x^4} \, dx","Int[(-18*x^3 + 9*x^4 + 2*x^5 + E^((1 + 2*x*Log[6 + x] + x^2*Log[6 + x]^2)/x^2)*(-12 - 2*x + 2*x^2 + (-12*x - 2*x^2 + 2*x^3)*Log[6 + x]))/(6*x^3 + x^4),x]","\int \frac{-18 x^3+9 x^4+2 x^5+e^{\frac{1+2 x \log (6+x)+x^2 \log ^2(6+x)}{x^2}} \left(-12-2 x+2 x^2+\left(-12 x-2 x^2+2 x^3\right) \log (6+x)\right)}{6 x^3+x^4} \, dx","e^{\left(\frac{1}{x}+\log (x+6)\right)^2}-(3-x) x",1,"-3*x + x^2 - 12*Defer[Int][(E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x))/x^3, x] - 2*Defer[Int][(E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x))/x^2, x] + 2*Defer[Int][(E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x))/x, x] + 2*Defer[Int][E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x)*Log[6 + x], x] - 12*Defer[Int][(E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x)*Log[6 + x])/x^2, x] - 2*Defer[Int][(E^(x^(-2) + Log[6 + x]^2)*(6 + x)^(-1 + 2/x)*Log[6 + x])/x, x]","F",0,0,0,0,-1,"{}"
515,0,0,0,1.0674888,"\int \frac{4+8 e^{2 x}+e^x (12+4 x)-750 \log ^2(5)+\left(-2250 \log ^2(5)-3000 e^x \log ^2(5)\right) \log (x)+281250 \log ^4(5) \log ^2(x)}{4+8 e^x+4 e^{2 x}+\left(-1500 \log ^2(5)-1500 e^x \log ^2(5)\right) \log (x)+140625 \log ^4(5) \log ^2(x)} \, dx","Int[(4 + 8*E^(2*x) + E^x*(12 + 4*x) - 750*Log[5]^2 + (-2250*Log[5]^2 - 3000*E^x*Log[5]^2)*Log[x] + 281250*Log[5]^4*Log[x]^2)/(4 + 8*E^x + 4*E^(2*x) + (-1500*Log[5]^2 - 1500*E^x*Log[5]^2)*Log[x] + 140625*Log[5]^4*Log[x]^2),x]","\int \frac{4+8 e^{2 x}+e^x (12+4 x)-750 \log ^2(5)+\left(-2250 \log ^2(5)-3000 e^x \log ^2(5)\right) \log (x)+281250 \log ^4(5) \log ^2(x)}{4+8 e^x+4 e^{2 x}+\left(-1500 \log ^2(5)-1500 e^x \log ^2(5)\right) \log (x)+140625 \log ^4(5) \log ^2(x)} \, dx","2 x+\frac{x}{-e^x+\frac{375}{2} \log ^2(5) \log (x)-1}",1,"2*x - 4*Defer[Int][x/(2 + 2*E^x - 375*Log[5]^2*Log[x])^2, x] - 2*Defer[Int][(2 + 2*E^x - 375*Log[5]^2*Log[x])^(-1), x] + 2*Defer[Int][x/(2 + 2*E^x - 375*Log[5]^2*Log[x]), x] - 750*Log[5]^2*Defer[Int][(-2 - 2*E^x + 375*Log[5]^2*Log[x])^(-2), x] + 750*Log[5]^2*Defer[Int][(x*Log[x])/(-2 - 2*E^x + 375*Log[5]^2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
516,1,90,0,1.0841033,"\int \frac{16 x^5-8 x^6+e^{\frac{-16 x+\log ^2(-2+x)}{x}} \left(16 x-8 x^2+8 x \log (-2+x)+(8-4 x) \log ^2(-2+x)\right)}{-10 x^4+5 x^5} \, dx","Int[(16*x^5 - 8*x^6 + E^((-16*x + Log[-2 + x]^2)/x)*(16*x - 8*x^2 + 8*x*Log[-2 + x] + (8 - 4*x)*Log[-2 + x]^2))/(-10*x^4 + 5*x^5),x]","\frac{4 e^{\frac{\log ^2(x-2)}{x}-16} \left(-x \log ^2(x-2)+2 \log ^2(x-2)+2 x \log (x-2)\right)}{5 (2-x) x^4 \left(\frac{\log ^2(x-2)}{x^2}+\frac{2 \log (x-2)}{(2-x) x}\right)}-\frac{4 x^2}{5}","\frac{4}{5} \left(\frac{e^{\frac{\log ^2(x-2)}{x}-16}}{x^2}-x^2\right)",1,"(-4*x^2)/5 + (4*E^(-16 + Log[-2 + x]^2/x)*(2*x*Log[-2 + x] + 2*Log[-2 + x]^2 - x*Log[-2 + x]^2))/(5*(2 - x)*x^4*((2*Log[-2 + x])/((2 - x)*x) + Log[-2 + x]^2/x^2))","B",4,3,70,0.04286,1,"{1593, 6742, 2288}"
517,1,43,0,0.1126149,"\int \frac{-16-16 e^4-8 x^2}{400+1384 x+797 x^2-692 x^3+100 x^4+e^8 \left(400-200 x+25 x^2\right)+e^4 \left(800+1184 x-746 x^2+100 x^3\right)} \, dx","Int[(-16 - 16*E^4 - 8*x^2)/(400 + 1384*x + 797*x^2 - 692*x^3 + 100*x^4 + E^8*(400 - 200*x + 25*x^2) + E^4*(800 + 1184*x - 746*x^2 + 100*x^3)),x]","\log \left(-50 x^2+\left(171-25 e^4\right) x+100 \left(1+e^4\right)\right)-\log (4-x)-\log \left(2 x+e^4+1\right)","\log \left(\frac{4 x}{(x-4) \left(2 x+e^4+1\right)}+25\right)",1,"-Log[4 - x] - Log[1 + E^4 + 2*x] + Log[100*(1 + E^4) + (171 - 25*E^4)*x - 50*x^2]","B",3,2,68,0.02941,1,"{2074, 628}"
518,-1,0,0,180.0048636,"\int \frac{-495+2775 x-804 x^2-146 x^3+70 x^4-6 x^5+e \left(-125+825 x-465 x^2+91 x^3-6 x^4\right)+\left(-1485+522 x+45 x^2-33 x^3+3 x^4+e \left(-375+225 x-45 x^2+3 x^3\right)\right) \log \left(\frac{99-15 x-6 x^2+x^3+e \left(25-10 x+x^2\right)}{25-10 x+x^2}\right)}{-495+174 x+15 x^2-11 x^3+x^4+e \left(-125+75 x-15 x^2+x^3\right)} \, dx","Int[(-495 + 2775*x - 804*x^2 - 146*x^3 + 70*x^4 - 6*x^5 + E*(-125 + 825*x - 465*x^2 + 91*x^3 - 6*x^4) + (-1485 + 522*x + 45*x^2 - 33*x^3 + 3*x^4 + E*(-375 + 225*x - 45*x^2 + 3*x^3))*Log[(99 - 15*x - 6*x^2 + x^3 + E*(25 - 10*x + x^2))/(25 - 10*x + x^2)])/(-495 + 174*x + 15*x^2 - 11*x^3 + x^4 + E*(-125 + 75*x - 15*x^2 + x^3)),x]","\text{\$Aborted}","x \left(3 \left(-x-\frac{2}{x}+\log \left(x-\frac{1}{(5-x)^2}+e+4\right)\right)+1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
519,0,0,0,31.9515492,"\int \frac{e^{\frac{5+e^{\frac{15-5 x+5 x^2}{2+x}}+x-x^2}{x}} \left(-20-20 x-9 x^2-4 x^3-x^4+e^{\frac{15-5 x+5 x^2}{2+x}} \left(-4-29 x+19 x^2+5 x^3\right)\right)}{4 x^2+4 x^3+x^4} \, dx","Int[(E^((5 + E^((15 - 5*x + 5*x^2)/(2 + x)) + x - x^2)/x)*(-20 - 20*x - 9*x^2 - 4*x^3 - x^4 + E^((15 - 5*x + 5*x^2)/(2 + x))*(-4 - 29*x + 19*x^2 + 5*x^3)))/(4*x^2 + 4*x^3 + x^4),x]","\int \frac{e^{\frac{5+e^{\frac{15-5 x+5 x^2}{2+x}}+x-x^2}{x}} \left(-20-20 x-9 x^2-4 x^3-x^4+e^{\frac{15-5 x+5 x^2}{2+x}} \left(-4-29 x+19 x^2+5 x^3\right)\right)}{4 x^2+4 x^3+x^4} \, dx","e^{\frac{-x^2+e^{\frac{5 \left(x^2-x+3\right)}{x+2}}+x+5}{x}}",1,"-Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x), x] - 5*Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x)/x^2, x] - Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x + (5*(3 - x + x^2))/(2 + x))/x^2, x] - (25*Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x + (5*(3 - x + x^2))/(2 + x))/x, x])/4 + (45*Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x + (5*(3 - x + x^2))/(2 + x))/(2 + x)^2, x])/2 + (45*Defer[Int][E^(1 + 5/x + E^((15 - 5*x + 5*x^2)/(2 + x))/x - x + (5*(3 - x + x^2))/(2 + x))/(2 + x), x])/4","F",0,0,0,0,-1,"{}"
520,1,13,0,0.0149483,"\int \frac{-2+x-2 e^{10-2 x} x}{x} \, dx","Int[(-2 + x - 2*E^(10 - 2*x)*x)/x,x]","x+e^{10-2 x}-2 \log (x)","x+e^{10-2 x}-2 \log (x)+1",1,"E^(10 - 2*x) + x - 2*Log[x]","A",5,3,17,0.1765,1,"{14, 2194, 43}"
521,0,0,0,1.5972645,"\int \frac{-5-2 x+\log (8)-2 x \log (x) \log (\log (x))}{\left(25 x+20 x^2+4 x^3+\left(-10 x-4 x^2\right) \log (8)+x \log ^2(8)\right) \log (x) \log ^2(\log (x))} \, dx","Int[(-5 - 2*x + Log[8] - 2*x*Log[x]*Log[Log[x]])/((25*x + 20*x^2 + 4*x^3 + (-10*x - 4*x^2)*Log[8] + x*Log[8]^2)*Log[x]*Log[Log[x]]^2),x]","\int \frac{-5-2 x+\log (8)-2 x \log (x) \log (\log (x))}{\left(25 x+20 x^2+4 x^3+\left(-10 x-4 x^2\right) \log (8)+x \log ^2(8)\right) \log (x) \log ^2(\log (x))} \, dx","\frac{\frac{x}{(2 x+5-\log (8)) \log (\log (x))}-2 x}{x}",1,"1/((5 - Log[8])*Log[Log[x]]) + (2*Defer[Int][1/((5 + 2*x - Log[8])*Log[x]*Log[Log[x]]^2), x])/(5 - Log[8]) - 2*Defer[Int][1/((5 + 2*x - Log[8])^2*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
522,1,137,0,2.5133289,"\int \frac{e^x \left(-25+235 x+109 x^2+13 x^3+\left(-20 x-20 x^2-4 x^3\right) \log (2)\right)+e^x \left(-25 x-10 x^2-x^3\right) \log (x)}{125 x+50 x^2+5 x^3} \, dx","Int[(E^x*(-25 + 235*x + 109*x^2 + 13*x^3 + (-20*x - 20*x^2 - 4*x^3)*Log[2]) + E^x*(-25*x - 10*x^2 - x^3)*Log[x])/(125*x + 50*x^2 + 5*x^3),x]","\frac{6 \text{Ei}(x+5)}{5 e^5}+\frac{(47-\log (16)) \text{Ei}(x+5)}{e^5}+\frac{3 (13-\log (16)) \text{Ei}(x+5)}{e^5}-\frac{4 (109-20 \log (2)) \text{Ei}(x+5)}{5 e^5}-\frac{e^x}{x+5}-\frac{1}{5} e^x \log (x)-\frac{e^x (47-\log (16))}{x+5}+\frac{1}{5} e^x (13-\log (16))-\frac{5 e^x (13-\log (16))}{x+5}+\frac{e^x (109-20 \log (2))}{x+5}","\frac{1}{5} e^x \left(\frac{4 x (1-\log (2))}{x+5}-\log (x)+9\right)",1,"-(E^x/(5 + x)) + (6*ExpIntegralEi[5 + x])/(5*E^5) + (E^x*(109 - 20*Log[2]))/(5 + x) - (4*ExpIntegralEi[5 + x]*(109 - 20*Log[2]))/(5*E^5) + (E^x*(13 - Log[16]))/5 - (5*E^x*(13 - Log[16]))/(5 + x) + (3*ExpIntegralEi[5 + x]*(13 - Log[16]))/E^5 - (E^x*(47 - Log[16]))/(5 + x) + (ExpIntegralEi[5 + x]*(47 - Log[16]))/E^5 - (E^x*Log[x])/5","C",28,11,74,0.1486,1,"{1594, 27, 12, 6741, 6688, 6742, 2178, 2177, 2199, 2194, 2554}"
523,1,80,0,0.1072347,"\int \frac{-12 x+42 x^2-54 x^3+36 x^4+e^5 \left(-4+6 x-6 x^2\right)+\left(2 e^{10}+e^5 \left(6 x-12 x^2\right)\right) \log (x)}{x} \, dx","Int[(-12*x + 42*x^2 - 54*x^3 + 36*x^4 + E^5*(-4 + 6*x - 6*x^2) + (2*E^10 + E^5*(6*x - 12*x^2))*Log[x])/x,x]","9 x^4-18 x^3+3 \left(7-e^5\right) x^2+3 e^5 x^2-6 e^5 x^2 \log (x)-6 \left(2-e^5\right) x-6 e^5 x+e^{10} \log ^2(x)+6 e^5 x \log (x)-4 e^5 \log (x)","\left((3-3 x) x+e^5 \log (x)-2\right)^2+\log ^2(30)",1,"-6*E^5*x - 6*(2 - E^5)*x + 3*E^5*x^2 + 3*(7 - E^5)*x^2 - 18*x^3 + 9*x^4 - 4*E^5*Log[x] + 6*E^5*x*Log[x] - 6*E^5*x^2*Log[x] + E^10*Log[x]^2","B",9,5,59,0.08475,1,"{14, 2357, 2295, 2301, 2304}"
524,0,0,0,0.9501228,"\int \frac{e^{4-x} \left(-6+6 x-2 x^2-x^3+x^4\right)}{180+60 x-175 x^2+30 x^3+55 x^4-30 x^5+5 x^6} \, dx","Int[(E^(4 - x)*(-6 + 6*x - 2*x^2 - x^3 + x^4))/(180 + 60*x - 175*x^2 + 30*x^3 + 55*x^4 - 30*x^5 + 5*x^6),x]","\int \frac{e^{4-x} \left(-6+6 x-2 x^2-x^3+x^4\right)}{180+60 x-175 x^2+30 x^3+55 x^4-30 x^5+5 x^6} \, dx","-\frac{e^{4-x} x}{5 \left(-\left((3-x) x^2\right)+x+6\right)}",1,"(-18*Defer[Int][E^(4 - x)/(6 + x - 3*x^2 + x^3)^2, x])/5 - (2*Defer[Int][(E^(4 - x)*x)/(6 + x - 3*x^2 + x^3)^2, x])/5 + (3*Defer[Int][(E^(4 - x)*x^2)/(6 + x - 3*x^2 + x^3)^2, x])/5 + (2*Defer[Int][E^(4 - x)/(6 + x - 3*x^2 + x^3), x])/5 + Defer[Int][(E^(4 - x)*x)/(6 + x - 3*x^2 + x^3), x]/5","F",0,0,0,0,-1,"{}"
525,1,86,0,1.7809355,"\int \frac{e^{-4 x} \left(e^4 (-2430-1944 x)+e^{4+x} \left(1944 x^2+1944 x^3\right) \log (5)+e^{4+2 x} \left(-324 x^4-648 x^5\right) \log ^2(5)+e^{4+3 x} \left(-72 x^6+72 x^7\right) \log ^3(5)+18 e^{4+4 x} x^8 \log ^4(5)\right)}{x^6} \, dx","Int[(E^4*(-2430 - 1944*x) + E^(4 + x)*(1944*x^2 + 1944*x^3)*Log[5] + E^(4 + 2*x)*(-324*x^4 - 648*x^5)*Log[5]^2 + E^(4 + 3*x)*(-72*x^6 + 72*x^7)*Log[5]^3 + 18*E^(4 + 4*x)*x^8*Log[5]^4)/(E^(4*x)*x^6),x]","\frac{486 e^{4-4 x}}{x^5}+6 e^4 x^3 \log ^4(5)-\frac{648 e^{4-3 x} \log (5)}{x^3}-72 e^{4-x} \log ^3(5)+72 e^{4-x} (1-x) \log ^3(5)+\frac{324 e^{4-2 x} \log ^2(5)}{x}","6 e^4 x^3 \left(\log (5)-\frac{3 e^{-x}}{x^2}\right)^4",1,"(486*E^(4 - 4*x))/x^5 - (648*E^(4 - 3*x)*Log[5])/x^3 + (324*E^(4 - 2*x)*Log[5]^2)/x - 72*E^(4 - x)*Log[5]^3 + 72*E^(4 - x)*(1 - x)*Log[5]^3 + 6*E^4*x^3*Log[5]^4","B",9,6,100,0.06000,1,"{6688, 12, 6742, 2197, 2176, 2194}"
526,1,25,0,0.0878123,"\int \frac{1}{100} \left(-100+e^{\frac{1}{5} \left(e^{\frac{1}{20} (-20+3 x)}+10 x\right)} \left(200+3 e^{\frac{1}{20} (-20+3 x)}\right)\right) \, dx","Int[(-100 + E^((E^((-20 + 3*x)/20) + 10*x)/5)*(200 + 3*E^((-20 + 3*x)/20)))/100,x]","e^{\frac{1}{5} \left(10 x+e^{\frac{1}{20} (3 x-20)}\right)}-x","-x+e^{2 x+\frac{1}{5} e^{\frac{3 x}{20}-1}}+3",1,"E^((E^((-20 + 3*x)/20) + 10*x)/5) - x","A",3,2,43,0.04651,1,"{12, 6706}"
527,1,17,0,0.0110526,"\int \left(8752+e^x (-4-4 x)\right) \, dx","Int[8752 + E^x*(-4 - 4*x),x]","8752 x+4 e^x-4 e^x (x+1)","4 \left(2188 x-e^x x\right)",1,"4*E^x + 8752*x - 4*E^x*(1 + x)","A",3,2,11,0.1818,1,"{2176, 2194}"
528,0,0,0,1.3592943,"\int \frac{e^{-4 e^3+x} \left(-32 x+16 x^2-2 x^3\right)+\left(-16+20 x-4 x^2\right) \log \left(e^{-x} x\right)-2 x \log ^2\left(e^{-x} x\right)}{16 x-8 x^2+x^3} \, dx","Int[(E^(-4*E^3 + x)*(-32*x + 16*x^2 - 2*x^3) + (-16 + 20*x - 4*x^2)*Log[x/E^x] - 2*x*Log[x/E^x]^2)/(16*x - 8*x^2 + x^3),x]","\int \frac{e^{-4 e^3+x} \left(-32 x+16 x^2-2 x^3\right)+\left(-16+20 x-4 x^2\right) \log \left(e^{-x} x\right)-2 x \log ^2\left(e^{-x} x\right)}{16 x-8 x^2+x^3} \, dx","2 \left(\frac{\log ^2\left(e^{-x} x\right)}{x-4}-e^{x-4 e^3}\right)",1,"-2*E^(-4*E^3 + x) - 3*Defer[Int][Log[x/E^x]/(-4 + x), x] - Defer[Int][Log[x/E^x]/x, x] - 2*Defer[Int][Log[x/E^x]^2/(-4 + x)^2, x]","F",0,0,0,0,-1,"{}"
529,0,0,0,1.4603971,"\int \frac{e^{3-x-\frac{e^{3-x} \left(1+5 e^{-3+x} x\right)}{x}} \left(-1-x-e^{-3+x} x+6 e^{-3+x+\frac{e^{3-x} \left(1+5 e^{-3+x} x\right)}{x}} x\right)}{5 x} \, dx","Int[(E^(3 - x - (E^(3 - x)*(1 + 5*E^(-3 + x)*x))/x)*(-1 - x - E^(-3 + x)*x + 6*E^(-3 + x + (E^(3 - x)*(1 + 5*E^(-3 + x)*x))/x)*x))/(5*x),x]","\int \frac{e^{3-x-\frac{e^{3-x} \left(1+5 e^{-3+x} x\right)}{x}} \left(-1-x-e^{-3+x} x+6 e^{-3+x+\frac{e^{3-x} \left(1+5 e^{-3+x} x\right)}{x}} x\right)}{5 x} \, dx","x+\frac{1}{5} \left(x-e^{-\frac{e^{3-x}}{x}-5} x\right)-e^3-1",1,"(6*x)/5 - Defer[Int][E^(-5 - E^(3 - x)/x), x]/5 - Defer[Int][E^(-2 - E^(3 - x)/x - x), x]/5 - Defer[Int][E^(-2 - E^(3 - x)/x - x)/x, x]/5","F",0,0,0,0,-1,"{}"
530,1,19,0,0.1398745,"\int \frac{-32-68 x-66 x^2}{\left(16 x+17 x^2+11 x^3\right) \log ^2\left(-32 x-34 x^2-22 x^3\right)} \, dx","Int[(-32 - 68*x - 66*x^2)/((16*x + 17*x^2 + 11*x^3)*Log[-32*x - 34*x^2 - 22*x^3]^2),x]","\frac{2}{\log \left(-22 x^3-34 x^2-32 x\right)}","\frac{2}{\log \left(4 x \left((4-x) x+\frac{1}{2} \left(-(3 x+4)^2-x\right)\right)\right)}",1,"2/Log[-32*x - 34*x^2 - 22*x^3]","A",2,2,44,0.04545,1,"{1594, 6686}"
531,0,0,0,0.9308707,"\int \frac{-86+28 x-2 x^2+e^x \left(-56+22 x-2 x^2\right)+(-46+10 x) \log (x)}{92-40 x+4 x^2+e^x \left(23-10 x+x^2\right)+\left(23 x-10 x^2+x^3\right) \log (x)} \, dx","Int[(-86 + 28*x - 2*x^2 + E^x*(-56 + 22*x - 2*x^2) + (-46 + 10*x)*Log[x])/(92 - 40*x + 4*x^2 + E^x*(23 - 10*x + x^2) + (23*x - 10*x^2 + x^3)*Log[x]),x]","\int \frac{-86+28 x-2 x^2+e^x \left(-56+22 x-2 x^2\right)+(-46+10 x) \log (x)}{92-40 x+4 x^2+e^x \left(23-10 x+x^2\right)+\left(23 x-10 x^2+x^3\right) \log (x)} \, dx","\log \left(\frac{16 \left(2-(x-5)^2\right)}{\left(e^x+x \log (x)+4\right)^2}\right)",1,"-2*x + Log[23 - 10*x + x^2] + 6*Defer[Int][(4 + E^x + x*Log[x])^(-1), x] - 2*Defer[Int][Log[x]/(4 + E^x + x*Log[x]), x] + 2*Defer[Int][(x*Log[x])/(4 + E^x + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
532,1,12,0,0.0113639,"\int \frac{-1-\log (x)}{x^2} \, dx","Int[(-1 - Log[x])/x^2,x]","\frac{1}{x}+\frac{\log (x)+1}{x}","\frac{2 x+x \log (x)}{x^2}",1,"x^(-1) + (1 + Log[x])/x","A",1,1,10,0.1000,1,"{2304}"
533,0,0,0,1.897249,"\int \frac{x^2+2 x \log (3)+\log ^2(3)+e^x (-4+4 x+4 \log (3)) \log (\log (4))}{5 x^2+x^3+\left(10 x+2 x^2\right) \log (3)+(5+x) \log ^2(3)+\left(16 x^2+32 x \log (3)+16 \log ^2(3)+e^x (4 x+4 \log (3))\right) \log (\log (4))} \, dx","Int[(x^2 + 2*x*Log[3] + Log[3]^2 + E^x*(-4 + 4*x + 4*Log[3])*Log[Log[4]])/(5*x^2 + x^3 + (10*x + 2*x^2)*Log[3] + (5 + x)*Log[3]^2 + (16*x^2 + 32*x*Log[3] + 16*Log[3]^2 + E^x*(4*x + 4*Log[3]))*Log[Log[4]]),x]","\int \frac{x^2+2 x \log (3)+\log ^2(3)+e^x (-4+4 x+4 \log (3)) \log (\log (4))}{5 x^2+x^3+\left(10 x+2 x^2\right) \log (3)+(5+x) \log ^2(3)+\left(16 x^2+32 x \log (3)+16 \log ^2(3)+e^x (4 x+4 \log (3))\right) \log (\log (4))} \, dx","\log \left(\frac{x+5}{4 \log (\log (4))}+\frac{e^x}{x+\log (3)}+4\right)",1,"x - Log[x + Log[3]] - (5 - Log[81] + 16*(1 - Log[3])*Log[Log[4]])*Defer[Int][(-x^2 - 4*E^x*Log[Log[4]] - 5*Log[3]*(1 + (16*Log[Log[4]])/5) - 5*x*(1 + (Log[3] + 16*Log[Log[4]])/5))^(-1), x] + Defer[Int][x^2/(-x^2 - 4*E^x*Log[Log[4]] - 5*Log[3]*(1 + (16*Log[Log[4]])/5) - 5*x*(1 + (Log[3] + 16*Log[Log[4]])/5)), x] - (3 + Log[3] + 16*Log[Log[4]])*Defer[Int][x/(x^2 + 4*E^x*Log[Log[4]] + 5*Log[3]*(1 + (16*Log[Log[4]])/5) + 5*x*(1 + (Log[3] + 16*Log[Log[4]])/5)), x]","F",0,0,0,0,-1,"{}"
534,-1,0,0,179.9998875,"\int \frac{\left(-520+944 x-656 x^2+156 x^3+40 x^4-28 x^5+4 x^6+e^{2 x} \left(-128+320 x-320 x^2+160 x^3-40 x^4+4 x^5\right)+e^x \left(-576+1232 x-992 x^2+324 x^3-24 x^5+4 x^6\right)\right) \log \left(\frac{185-240 x+62 x^2+34 x^3-14 x^4-2 x^5+x^6+e^{2 x} \left(16-32 x+24 x^2-8 x^3+x^4\right)+e^x \left(104-168 x+82 x^2-10 x^4+2 x^5\right)}{16-32 x+24 x^2-8 x^3+x^4}\right)}{-370+665 x-364 x^2-6 x^3+62 x^4-10 x^5-4 x^6+x^7+e^{2 x} \left(-32+80 x-80 x^2+40 x^3-10 x^4+x^5\right)+e^x \left(-208+440 x-332 x^2+82 x^3+20 x^4-14 x^5+2 x^6\right)} \, dx","Int[((-520 + 944*x - 656*x^2 + 156*x^3 + 40*x^4 - 28*x^5 + 4*x^6 + E^(2*x)*(-128 + 320*x - 320*x^2 + 160*x^3 - 40*x^4 + 4*x^5) + E^x*(-576 + 1232*x - 992*x^2 + 324*x^3 - 24*x^5 + 4*x^6))*Log[(185 - 240*x + 62*x^2 + 34*x^3 - 14*x^4 - 2*x^5 + x^6 + E^(2*x)*(16 - 32*x + 24*x^2 - 8*x^3 + x^4) + E^x*(104 - 168*x + 82*x^2 - 10*x^4 + 2*x^5))/(16 - 32*x + 24*x^2 - 8*x^3 + x^4)])/(-370 + 665*x - 364*x^2 - 6*x^3 + 62*x^4 - 10*x^5 - 4*x^6 + x^7 + E^(2*x)*(-32 + 80*x - 80*x^2 + 40*x^3 - 10*x^4 + x^5) + E^x*(-208 + 440*x - 332*x^2 + 82*x^3 + 20*x^4 - 14*x^5 + 2*x^6)),x]","\text{\$Aborted}","\log ^2\left(\left(x+e^x+\frac{1}{(x-2)^2}+3\right)^2+1\right)-3",1,"$Aborted","F",0,0,0,0,-1,"{}"
535,1,37,0,0.5595636,"\int \frac{-16-16 x+5 x^2+\left(-20 x+5 x^2\right) \log (x)+\left(-16-12 x+10 x^2\right) \log (x) \log \left(\frac{1}{9} (-4-5 x) \log (x)\right)}{(36+45 x) \log (x)} \, dx","Int[(-16 - 16*x + 5*x^2 + (-20*x + 5*x^2)*Log[x] + (-16 - 12*x + 10*x^2)*Log[x]*Log[((-4 - 5*x)*Log[x])/9])/((36 + 45*x)*Log[x]),x]","\frac{1}{9} x^2 \log \left(-\frac{1}{9} (5 x+4) \log (x)\right)-\frac{4}{9} x \log \left(-\frac{1}{9} (5 x+4) \log (x)\right)","\frac{1}{9} (x-4) x \log \left(\left(\frac{1}{9} (4 x-4)-x\right) \log (x)\right)",1,"(-4*x*Log[-1/9*((4 + 5*x)*Log[x])])/9 + (x^2*Log[-1/9*((4 + 5*x)*Log[x])])/9","A",22,8,59,0.1356,1,"{6742, 77, 2330, 2298, 2309, 2178, 2555, 12}"
536,1,96,0,0.2410075,"\int \frac{e^x x^5+e^{-6 x+56 x^2} \left(-4-6 x+112 x^2\right)+e^{-6 x+29 x^2} \left(6 x+12 x^2-116 x^3\right)+e^{-6 x+2 x^2} \left(-2 x^2-6 x^3+4 x^4\right)}{x^5} \, dx","Int[(E^x*x^5 + E^(-6*x + 56*x^2)*(-4 - 6*x + 112*x^2) + E^(-6*x + 29*x^2)*(6*x + 12*x^2 - 116*x^3) + E^(-6*x + 2*x^2)*(-2*x^2 - 6*x^3 + 4*x^4))/x^5,x]","\frac{e^{-2 (3-28 x) x} \left(3 x-56 x^2\right)}{(3-56 x) x^5}-\frac{2 e^{29 x^2-6 x} \left(3 x-29 x^2\right)}{(3-29 x) x^4}+\frac{e^{-2 (3-x) x} \left(3 x-2 x^2\right)}{(3-2 x) x^3}+e^x","\frac{e^{2 (x-3) x} \left(x-e^{27 x^2}\right)^2}{x^4}+e^x",1,"E^x + (3*x - 56*x^2)/(E^(2*(3 - 28*x)*x)*(3 - 56*x)*x^5) - (2*E^(-6*x + 29*x^2)*(3*x - 29*x^2))/((3 - 29*x)*x^4) + (3*x - 2*x^2)/(E^(2*(3 - x)*x)*(3 - 2*x)*x^3)","B",6,3,88,0.03409,1,"{14, 2194, 2288}"
537,1,60,0,0.0888447,"\int \frac{1}{25} e^{-2+\frac{-50 e^2+25 e^{2+x}+x^4}{25 e^2}} \left(450 e^2 x+225 e^{2+x} x^2+36 x^5\right) \, dx","Int[(E^(-2 + (-50*E^2 + 25*E^(2 + x) + x^4)/(25*E^2))*(450*E^2*x + 225*E^(2 + x)*x^2 + 36*x^5))/25,x]","\frac{9 e^{-\frac{-x^4-25 e^{x+2}+50 e^2}{25 e^2}} \left(4 x^5+25 e^{x+2} x^2\right)}{4 x^3+25 e^{x+2}}","9 e^{\frac{x^4}{25 e^2}+e^x-2} x^2",1,"(9*(25*E^(2 + x)*x^2 + 4*x^5))/(E^((50*E^2 - 25*E^(2 + x) - x^4)/(25*E^2))*(25*E^(2 + x) + 4*x^3))","B",2,2,53,0.03774,1,"{12, 2288}"
538,1,25,0,0.1188027,"\int \frac{1}{4} \left(47 x+24 x^2+e^{5-x} \left(96 x^2-32 x^3\right)\right) \, dx","Int[(47*x + 24*x^2 + E^(5 - x)*(96*x^2 - 32*x^3))/4,x]","8 e^{5-x} x^3+2 x^3+\frac{47 x^2}{8}","2 x^2 \left(4 e^{5-x} x+x+\frac{47}{16}\right)",1,"(47*x^2)/8 + 2*x^3 + 8*E^(5 - x)*x^3","A",12,5,32,0.1562,1,"{12, 1593, 2196, 2176, 2194}"
539,1,53,0,0.2670373,"\int \frac{(2+4 x) \log \left(\frac{1}{16} \left(x+x^2\right)\right)}{x+x^2} \, dx","Int[((2 + 4*x)*Log[(x + x^2)/16])/(x + x^2),x]","2 \log \left(\frac{1}{16} \left(x^2+x\right)\right) \log (x)+2 \log (x+1) \log \left(\frac{1}{16} \left(x^2+x\right)\right)-\log ^2(x)-\log ^2(x+1)-2 \log (x+1) \log (x)","\log ^2\left(\frac{1}{16} x (x+1)\right)",1,"-Log[x]^2 - 2*Log[x]*Log[1 + x] - Log[1 + x]^2 + 2*Log[x]*Log[(x + x^2)/16] + 2*Log[1 + x]*Log[(x + x^2)/16]","B",17,9,23,0.3913,1,"{1593, 2528, 2524, 2357, 2301, 2317, 2391, 2418, 2390}"
540,0,0,0,0.3940219,"\int \frac{-1-3 x-x^2 \log (3)+\left(-18-3 x+\left(-12 x-2 x^2\right) \log (3)\right) \log (6+x) \log (\log (6+x))}{(30+5 x) \log (6+x)} \, dx","Int[(-1 - 3*x - x^2*Log[3] + (-18 - 3*x + (-12*x - 2*x^2)*Log[3])*Log[6 + x]*Log[Log[6 + x]])/((30 + 5*x)*Log[6 + x]),x]","\int \frac{-1-3 x-x^2 \log (3)+\left(-18-3 x+\left(-12 x-2 x^2\right) \log (3)\right) \log (6+x) \log (\log (6+x))}{(30+5 x) \log (6+x)} \, dx","\frac{1}{5} (-x-(x (x \log (3)+2))-1) \log (\log (x+6))",1,"-1/5*(ExpIntegralEi[2*Log[6 + x]]*Log[3]) - (3*(6 + x)*Log[Log[6 + x]])/5 + ((17 - 36*Log[3])*Log[Log[6 + x]])/5 + (3*LogIntegral[6 + x])/5 + (6*Log[3]*LogIntegral[6 + x])/5 - (3*(1 - Log[9])*LogIntegral[6 + x])/5 - (Log[9]*Defer[Int][x*Log[Log[6 + x]], x])/5","F",0,0,0,0,-1,"{}"
541,1,13,0,0.1523101,"\int \frac{e^x (-1-x)}{4+8 e^x x+4 e^{2 x} x^2} \, dx","Int[(E^x*(-1 - x))/(4 + 8*E^x*x + 4*E^(2*x)*x^2),x]","\frac{1}{4 \left(e^x x+1\right)}","\frac{1}{4 e^x x+4}",1,"1/(4*(1 + E^x*x))","A",3,3,29,0.1034,1,"{6688, 12, 6686}"
542,0,0,0,0.7779354,"\int \frac{1-4 x^3-x^4+e^{e^5} \left(2 x+x^2\right)+\left(-2 x-x^2\right) \log (x)}{-x-e^{e^5} x^2+x^4+x^2 \log (x)} \, dx","Int[(1 - 4*x^3 - x^4 + E^E^5*(2*x + x^2) + (-2*x - x^2)*Log[x])/(-x - E^E^5*x^2 + x^4 + x^2*Log[x]),x]","\int \frac{1-4 x^3-x^4+e^{e^5} \left(2 x+x^2\right)+\left(-2 x-x^2\right) \log (x)}{-x-e^{e^5} x^2+x^4+x^2 \log (x)} \, dx","-\log \left(x-x^2 \left(x^2+\log (x)-e^{e^5}\right)\right)-x+2",1,"-x - 2*Log[x] + Defer[Int][(1 + E^E^5*x - x^3 - x*Log[x])^(-1), x] - Defer[Int][1/(x*(-1 - E^E^5*x + x^3 + x*Log[x])), x] - 2*Defer[Int][x^2/(-1 - E^E^5*x + x^3 + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
543,1,20,0,0.2048472,"\int e^{-32+2 x^2+24 e^2 x^2 \log (x)} \left(4 x+24 e^2 x+48 e^2 x \log (x)\right) \, dx","Int[E^(-32 + 2*x^2 + 24*E^2*x^2*Log[x])*(4*x + 24*E^2*x + 48*E^2*x*Log[x]),x]","e^{2 x^2-32} x^{24 e^2 x^2}","e^{2 x^2-8 \left(4-3 e^2 x^2 \log (x)\right)}",1,"E^(-32 + 2*x^2)*x^(24*E^2*x^2)","A",3,3,38,0.07895,1,"{6, 2561, 6706}"
544,0,0,0,9.5510928,"\int \frac{80 x+80 x^2+e^x \left(120+180 x-25 x^2\right)+\left(20 x+20 x^2+e^x \left(40+35 x-5 x^2\right)\right) \log \left(\frac{e^x (8-x)+4 x}{x}\right)}{-64 e^x x^3+e^{2 x} \left(-128 x^2+16 x^3\right)+\left(-32 e^x x^3+e^{2 x} \left(-64 x^2+8 x^3\right)\right) \log \left(\frac{e^x (8-x)+4 x}{x}\right)+\left(-4 e^x x^3+e^{2 x} \left(-8 x^2+x^3\right)\right) \log ^2\left(\frac{e^x (8-x)+4 x}{x}\right)} \, dx","Int[(80*x + 80*x^2 + E^x*(120 + 180*x - 25*x^2) + (20*x + 20*x^2 + E^x*(40 + 35*x - 5*x^2))*Log[(E^x*(8 - x) + 4*x)/x])/(-64*E^x*x^3 + E^(2*x)*(-128*x^2 + 16*x^3) + (-32*E^x*x^3 + E^(2*x)*(-64*x^2 + 8*x^3))*Log[(E^x*(8 - x) + 4*x)/x] + (-4*E^x*x^3 + E^(2*x)*(-8*x^2 + x^3))*Log[(E^x*(8 - x) + 4*x)/x]^2),x]","\int \frac{80 x+80 x^2+e^x \left(120+180 x-25 x^2\right)+\left(20 x+20 x^2+e^x \left(40+35 x-5 x^2\right)\right) \log \left(\frac{e^x (8-x)+4 x}{x}\right)}{-64 e^x x^3+e^{2 x} \left(-128 x^2+16 x^3\right)+\left(-32 e^x x^3+e^{2 x} \left(-64 x^2+8 x^3\right)\right) \log \left(\frac{e^x (8-x)+4 x}{x}\right)+\left(-4 e^x x^3+e^{2 x} \left(-8 x^2+x^3\right)\right) \log ^2\left(\frac{e^x (8-x)+4 x}{x}\right)} \, dx","\frac{5 e^{-x}}{x \left(\log \left(4-\frac{e^x (x-8)}{x}\right)+4\right)}",1,"(-5*Defer[Int][1/(E^x*(-8 + x)*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x])/8 + 5*Defer[Int][1/(E^x*x^2*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x] - (35*Defer[Int][1/(E^x*x*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x])/8 - 20*Defer[Int][1/(E^x*(-8*E^x - 4*x + E^x*x)*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x] - 20*Defer[Int][1/(E^x*(-8 + x)*(-8*E^x - 4*x + E^x*x)*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x] + 20*Defer[Int][1/(E^x*x*(-8*E^x - 4*x + E^x*x)*(4 + Log[4 + E^x*(-1 + 8/x)])^2), x] - 5*Defer[Int][1/(E^x*x^2*(4 + Log[4 + E^x*(-1 + 8/x)])), x] - 5*Defer[Int][1/(E^x*x*(4 + Log[4 + E^x*(-1 + 8/x)])), x]","F",0,0,0,0,-1,"{}"
545,1,86,0,0.2886497,"\int \frac{76800-156160 x+36000 x^2+50200 x^3-31650 x^4+6750 x^5-500 x^6+e^{3 e} \left(512-896 x-384 x^2+256 x^3\right)+e^{2 e} \left(8192-15104 x-2784 x^2+5280 x^3-960 x^4\right)+e^e \left(43520-84352 x+2880 x^2+30200 x^3-11400 x^4+1200 x^5\right)}{8000+64 e^{3 e}+e^{2 e} (960-240 x)-6000 x+1500 x^2-125 x^3+e^e \left(4800-2400 x+300 x^2\right)} \, dx","Int[(76800 - 156160*x + 36000*x^2 + 50200*x^3 - 31650*x^4 + 6750*x^5 - 500*x^6 + E^(3*E)*(512 - 896*x - 384*x^2 + 256*x^3) + E^(2*E)*(8192 - 15104*x - 2784*x^2 + 5280*x^3 - 960*x^4) + E^E*(43520 - 84352*x + 2880*x^2 + 30200*x^3 - 11400*x^4 + 1200*x^5))/(8000 + 64*E^(3*E) + E^(2*E)*(960 - 240*x) - 6000*x + 1500*x^2 - 125*x^3 + E^E*(4800 - 2400*x + 300*x^2)),x]","x^4-2 x^3-\frac{27 x^2}{5}+\frac{32}{25} \left(10+e^e\right) x-\frac{128 \left(5+e^e\right) \left(55+35 e^e+4 e^{2 e}\right)}{125 \left(4 \left(5+e^e\right)-5 x\right)}+\frac{256 \left(5+e^e\right)^2}{25 \left(4 \left(5+e^e\right)-5 x\right)^2}","\left(-x^2+\frac{x}{-\frac{5 x}{4}+e^e+5}+x+4\right)^2",1,"(256*(5 + E^E)^2)/(25*(4*(5 + E^E) - 5*x)^2) - (128*(5 + E^E)*(55 + 35*E^E + 4*E^(2*E)))/(125*(4*(5 + E^E) - 5*x)) + (32*(10 + E^E)*x)/25 - (27*x^2)/5 - 2*x^3 + x^4","B",2,1,156,0.006410,1,"{2074}"
546,1,41,0,0.0650787,"\int \frac{5 x+5 x^2+10 x^3+15 x^4+e^{2 x} (-5+10 x)+e^x \left(20 x^2+10 x^3\right)}{x^2} \, dx","Int[(5*x + 5*x^2 + 10*x^3 + 15*x^4 + E^(2*x)*(-5 + 10*x) + E^x*(20*x^2 + 10*x^3))/x^2,x]","5 x^3+5 x^2+5 x-10 e^x+10 e^x (x+2)+\frac{5 e^{2 x}}{x}+5 \log (x)","5 x \left(\left(x+\frac{x+e^x}{x}\right)^2-x+\frac{\log (x)}{x}\right)",1,"-10*E^x + (5*E^(2*x))/x + 5*x + 5*x^2 + 5*x^3 + 10*E^x*(2 + x) + 5*Log[x]","A",7,4,49,0.08163,1,"{14, 2176, 2194, 2197}"
547,1,12,0,0.0138224,"\int e^{8-117 x+15 x^2} (-117+30 x) \, dx","Int[E^(8 - 117*x + 15*x^2)*(-117 + 30*x),x]","e^{15 x^2-117 x+8}","e^{x (-x+8 (2 x-15)+3)+8}",1,"E^(8 - 117*x + 15*x^2)","A",1,1,18,0.05556,1,"{2236}"
548,1,15,0,0.0036628,"\int \frac{-25-11 e^2}{5 e^2} \, dx","Int[(-25 - 11*E^2)/(5*E^2),x]","-\frac{\left(25+11 e^2\right) x}{5 e^2}","-\frac{11 x}{5}-5 \left(\frac{x}{e^2}-3\right)+8",1,"-1/5*((25 + 11*E^2)*x)/E^2","A",1,1,14,0.07143,1,"{8}"
549,1,35,0,0.1721817,"\int \frac{-156-87 x-6 x^2+2 x^3+e \left(-6 x-105 x^2-24 x^3+4 x^4\right)+e^2 \left(-18 x^4+2 x^5\right)}{-171-99 x-8 x^2+2 x^3+e \left(-117 x^2-28 x^3+4 x^4\right)+e^2 \left(-20 x^4+2 x^5\right)} \, dx","Int[(-156 - 87*x - 6*x^2 + 2*x^3 + E*(-6*x - 105*x^2 - 24*x^3 + 4*x^4) + E^2*(-18*x^4 + 2*x^5))/(-171 - 99*x - 8*x^2 + 2*x^3 + E*(-117*x^2 - 28*x^3 + 4*x^4) + E^2*(-20*x^4 + 2*x^5)),x]","-\log \left(e x^2+x+3\right)+\log \left(-2 e x^3-2 (1-10 e) x^2+14 x+57\right)+x","\log \left(\frac{1}{e x^2+x+3}+\frac{5 (x-4)}{3}-x\right)+x",1,"x - Log[3 + x + E*x^2] + Log[57 + 14*x - 2*(1 - 10*E)*x^2 - 2*E*x^3]","A",4,3,102,0.02941,1,"{2074, 628, 1587}"
550,1,119,0,0.5459033,"\int \frac{3888+e^{50} (432-2592 x)-23328 x-2 e^{2 x} x+e^x \left(-36+e^{25} (12-156 x)+468 x\right)+e^{25} (-2592+15552 x)}{11664-7776 e^{25}+1296 e^{50}+e^{2 x}+e^x \left(-216+72 e^{25}\right)} \, dx","Int[(3888 + E^50*(432 - 2592*x) - 23328*x - 2*E^(2*x)*x + E^x*(-36 + E^25*(12 - 156*x) + 468*x) + E^25*(-2592 + 15552*x))/(11664 - 7776*E^25 + 1296*E^50 + E^(2*x) + E^x*(-216 + 72*E^25)),x]","-\frac{5 x^2}{6}-\frac{1}{6} (1-x)^2-\frac{12 \left(3-e^{25}\right) x}{e^x-36 \left(3-e^{25}\right)}-\frac{x}{3}-\frac{1}{3} (1-x) \log \left(1-\frac{e^x}{36 \left(3-e^{25}\right)}\right)-\frac{1}{3} x \log \left(1-\frac{e^x}{36 \left(3-e^{25}\right)}\right)+\frac{1}{3} \log \left(e^x-36 \left(3-e^{25}\right)\right)","\left(\frac{3}{\frac{e^x}{4 \left(e^{25}-3\right)}+9}-x\right) x",1,"-1/6*(1 - x)^2 - x/3 - (12*(3 - E^25)*x)/(E^x - 36*(3 - E^25)) - (5*x^2)/6 - ((1 - x)*Log[1 - E^x/(36*(3 - E^25))])/3 - (x*Log[1 - E^x/(36*(3 - E^25))])/3 + Log[E^x - 36*(3 - E^25)]/3","B",17,12,80,0.1500,1,"{6741, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
551,1,35,0,5.9330477,"\int \frac{\exp \left(\frac{6}{-6561-11502 x-4717 x^2+1580 x^3+970 x^4-174 x^5-60 x^6+16 x^7-x^8+\log \left(\frac{3}{x}\right)}\right) \left(6+69012 x+56604 x^2-28440 x^3-23280 x^4+5220 x^5+2160 x^6-672 x^7+48 x^8\right)}{43046721 x+150929244 x^2+194192478 x^3+87777108 x^4-26824571 x^5-34936372 x^6-1864564 x^7+5877004 x^8+602158 x^9-655100 x^{10}-26130 x^{11}+48760 x^{12}-3908 x^{13}-1572 x^{14}+376 x^{15}-32 x^{16}+x^{17}+\left(-13122 x-23004 x^2-9434 x^3+3160 x^4+1940 x^5-348 x^6-120 x^7+32 x^8-2 x^9\right) \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)} \, dx","Int[(E^(6/(-6561 - 11502*x - 4717*x^2 + 1580*x^3 + 970*x^4 - 174*x^5 - 60*x^6 + 16*x^7 - x^8 + Log[3/x]))*(6 + 69012*x + 56604*x^2 - 28440*x^3 - 23280*x^4 + 5220*x^5 + 2160*x^6 - 672*x^7 + 48*x^8))/(43046721*x + 150929244*x^2 + 194192478*x^3 + 87777108*x^4 - 26824571*x^5 - 34936372*x^6 - 1864564*x^7 + 5877004*x^8 + 602158*x^9 - 655100*x^10 - 26130*x^11 + 48760*x^12 - 3908*x^13 - 1572*x^14 + 376*x^15 - 32*x^16 + x^17 + (-13122*x - 23004*x^2 - 9434*x^3 + 3160*x^4 + 1940*x^5 - 348*x^6 - 120*x^7 + 32*x^8 - 2*x^9)*Log[3/x] + x*Log[3/x]^2),x]","\exp \left(-\frac{6}{\left(x^4-8 x^3-2 x^2+71 x+81\right)^2-\log \left(\frac{3}{x}\right)}\right)","e^{\frac{6}{\log \left(\frac{3}{x}\right)-\left(((4-x) x+9)^2-x\right)^2}}",1,"E^(-6/((81 + 71*x - 2*x^2 - 8*x^3 + x^4)^2 - Log[3/x]))","A",3,3,238,0.01261,1,"{6688, 12, 6706}"
552,1,14,0,0.0029265,"\int \frac{-101+e^2}{3 x^2} \, dx","Int[(-101 + E^2)/(3*x^2),x]","\frac{101-e^2}{3 x}","\frac{\frac{1}{3} \left(24 (4-x)+x-e^2+5\right)-x}{x}",1,"(101 - E^2)/(3*x)","A",2,2,12,0.1667,1,"{12, 30}"
553,0,0,0,0.5219511,"\int \frac{16+2 x^2-6 \log (x)}{25-20 x-6 x^2+4 x^3+x^4+\left(10 x-4 x^2-2 x^3\right) \log (6)+x^2 \log ^2(6)+\left(-30+12 x+6 x^2-6 x \log (6)\right) \log (x)+9 \log ^2(x)} \, dx","Int[(16 + 2*x^2 - 6*Log[x])/(25 - 20*x - 6*x^2 + 4*x^3 + x^4 + (10*x - 4*x^2 - 2*x^3)*Log[6] + x^2*Log[6]^2 + (-30 + 12*x + 6*x^2 - 6*x*Log[6])*Log[x] + 9*Log[x]^2),x]","\int \frac{16+2 x^2-6 \log (x)}{25-20 x-6 x^2+4 x^3+x^4+\left(10 x-4 x^2-2 x^3\right) \log (6)+x^2 \log ^2(6)+\left(-30+12 x+6 x^2-6 x \log (6)\right) \log (x)+9 \log ^2(x)} \, dx","\frac{2}{-x+\frac{5}{x}-\frac{3 \log (x)}{x}-2+\log (6)}",1,"6*Defer[Int][(5 - x^2 - 2*x*(1 - Log[6]/2) - 3*Log[x])^(-2), x] + 2*(2 - Log[6])*Defer[Int][x/(5 - x^2 - 2*x*(1 - Log[6]/2) - 3*Log[x])^2, x] + 4*Defer[Int][x^2/(5 - x^2 - 2*x*(1 - Log[6]/2) - 3*Log[x])^2, x] + 2*Defer[Int][(5 - x^2 - 2*x*(1 - Log[6]/2) - 3*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
554,0,0,0,1.6032666,"\int \frac{1}{3} \left(3+2 x+\exp \left(-8+4 e^3+2 e^{-8+4 e^3+4 x^2-8 x^3+4 x^4}+4 x^2-8 x^3+4 x^4\right) \left(48 x-144 x^2+96 x^3\right)\right) \, dx","Int[(3 + 2*x + E^(-8 + 4*E^3 + 2*E^(-8 + 4*E^3 + 4*x^2 - 8*x^3 + 4*x^4) + 4*x^2 - 8*x^3 + 4*x^4)*(48*x - 144*x^2 + 96*x^3))/3,x]","\int \frac{1}{3} \left(3+2 x+\exp \left(-8+4 e^3+2 e^{-8+4 e^3+4 x^2-8 x^3+4 x^4}+4 x^2-8 x^3+4 x^4\right) \left(48 x-144 x^2+96 x^3\right)\right) \, dx","\frac{x^2}{3}+e^{2 e^{4 \left(\left(x^2-x\right)^2+e^3-2\right)}}+x",1,"x + x^2/3 + 16*Defer[Int][E^(2*E^(-8 + 4*E^3 + 4*x^2 - 8*x^3 + 4*x^4) - 8*(1 - E^3/2) + 4*x^2 - 8*x^3 + 4*x^4)*x, x] - 48*Defer[Int][E^(2*E^(-8 + 4*E^3 + 4*x^2 - 8*x^3 + 4*x^4) - 8*(1 - E^3/2) + 4*x^2 - 8*x^3 + 4*x^4)*x^2, x] + 32*Defer[Int][E^(2*E^(-8 + 4*E^3 + 4*x^2 - 8*x^3 + 4*x^4) - 8*(1 - E^3/2) + 4*x^2 - 8*x^3 + 4*x^4)*x^3, x]","F",0,0,0,0,-1,"{}"
555,1,26,0,0.2166648,"\int \frac{-36+16 x+5 x^2-2 x^3+(12-4 x) \log (-3+x)}{-3 x^2+x^3} \, dx","Int[(-36 + 16*x + 5*x^2 - 2*x^3 + (12 - 4*x)*Log[-3 + x])/(-3*x^2 + x^3),x]","-2 x-\frac{12}{x}-\log (3-x)+\frac{4 \log (x-3)}{x}","\frac{(x-4) (-2 x-\log (x-3)+3)-x}{x}",1,"-12/x - 2*x - Log[3 - x] + (4*Log[-3 + x])/x","A",9,7,37,0.1892,1,"{1593, 6742, 1620, 2395, 36, 31, 29}"
556,1,314,0,16.3230403,"\int \frac{\left(600+630 x+30 x^2\right) \log \left(\frac{20+x}{4}\right) \log ^2\left(\log \left(\frac{20+x}{4}\right)\right)+\exp \left(\frac{2 \left(e^5 x^2-3 x^3 \log \left(\log \left(\frac{20+x}{4}\right)\right)\right)}{15 \log \left(\log \left(\frac{20+x}{4}\right)\right)}\right) \left(-2 e^5 x^2+e^5 \left(80 x+4 x^2\right) \log \left(\frac{20+x}{4}\right) \log \left(\log \left(\frac{20+x}{4}\right)\right)+\left(-360 x^2-18 x^3\right) \log \left(\frac{20+x}{4}\right) \log ^2\left(\log \left(\frac{20+x}{4}\right)\right)\right)+\exp \left(\frac{e^5 x^2-3 x^3 \log \left(\log \left(\frac{20+x}{4}\right)\right)}{15 \log \left(\log \left(\frac{20+x}{4}\right)\right)}\right) \left(e^5 \left(-2 x^2-2 x^3\right)+e^5 \left(80 x+84 x^2+4 x^3\right) \log \left(\frac{20+x}{4}\right) \log \left(\log \left(\frac{20+x}{4}\right)\right)+\left(600+30 x-360 x^2-378 x^3-18 x^4\right) \log \left(\frac{20+x}{4}\right) \log ^2\left(\log \left(\frac{20+x}{4}\right)\right)\right)}{(300+15 x) \log \left(\frac{20+x}{4}\right) \log ^2\left(\log \left(\frac{20+x}{4}\right)\right)} \, dx","Int[((600 + 630*x + 30*x^2)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]]^2 + E^((2*(E^5*x^2 - 3*x^3*Log[Log[(20 + x)/4]]))/(15*Log[Log[(20 + x)/4]]))*(-2*E^5*x^2 + E^5*(80*x + 4*x^2)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]] + (-360*x^2 - 18*x^3)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]]^2) + E^((E^5*x^2 - 3*x^3*Log[Log[(20 + x)/4]])/(15*Log[Log[(20 + x)/4]]))*(E^5*(-2*x^2 - 2*x^3) + E^5*(80*x + 84*x^2 + 4*x^3)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]] + (600 + 30*x - 360*x^2 - 378*x^3 - 18*x^4)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]]^2))/((300 + 15*x)*Log[(20 + x)/4]*Log[Log[(20 + x)/4]]^2),x]","e^{-\frac{2}{15} x^2 \left(3 x-\frac{e^5}{\log \left(\log \left(\frac{x}{4}+5\right)\right)}\right)}+\frac{2 e^{-\frac{1}{15} x^2 \left(3 x-\frac{e^5}{\log \left(\log \left(\frac{x}{4}+5\right)\right)}\right)} \left(9 x^4 \log \left(\frac{x}{4}+5\right) \log ^2\left(\log \left(\frac{x}{4}+5\right)\right)+e^5 x^3+189 x^3 \log \left(\frac{x}{4}+5\right) \log ^2\left(\log \left(\frac{x}{4}+5\right)\right)-2 e^5 x^3 \log \left(\frac{x}{4}+5\right) \log \left(\log \left(\frac{x}{4}+5\right)\right)+e^5 x^2+180 x^2 \log \left(\frac{x}{4}+5\right) \log ^2\left(\log \left(\frac{x}{4}+5\right)\right)-42 e^5 x^2 \log \left(\frac{x}{4}+5\right) \log \left(\log \left(\frac{x}{4}+5\right)\right)-40 e^5 x \log \left(\frac{x}{4}+5\right) \log \left(\log \left(\frac{x}{4}+5\right)\right)\right)}{(x+20) \log \left(\frac{x}{4}+5\right) \left(x^2 \left(\frac{e^5}{(x+20) \log ^2\left(\log \left(\frac{x}{4}+5\right)\right) \log \left(\frac{x}{4}+5\right)}+3\right)+2 x \left(3 x-\frac{e^5}{\log \left(\log \left(\frac{x}{4}+5\right)\right)}\right)\right) \log ^2\left(\log \left(\frac{x}{4}+5\right)\right)}+(x+1)^2","\left(e^{\frac{1}{5} x^2 \left(\frac{e^5}{3 \log \left(\log \left(\frac{x}{4}+5\right)\right)}-x\right)}+x+1\right)^2",1,"E^((-2*x^2*(3*x - E^5/Log[Log[5 + x/4]]))/15) + (1 + x)^2 + (2*(E^5*x^2 + E^5*x^3 - 40*E^5*x*Log[5 + x/4]*Log[Log[5 + x/4]] - 42*E^5*x^2*Log[5 + x/4]*Log[Log[5 + x/4]] - 2*E^5*x^3*Log[5 + x/4]*Log[Log[5 + x/4]] + 180*x^2*Log[5 + x/4]*Log[Log[5 + x/4]]^2 + 189*x^3*Log[5 + x/4]*Log[Log[5 + x/4]]^2 + 9*x^4*Log[5 + x/4]*Log[Log[5 + x/4]]^2))/(E^((x^2*(3*x - E^5/Log[Log[5 + x/4]]))/15)*(20 + x)*Log[5 + x/4]*(x^2*(3 + E^5/((20 + x)*Log[5 + x/4]*Log[Log[5 + x/4]]^2)) + 2*x*(3*x - E^5/Log[Log[5 + x/4]]))*Log[Log[5 + x/4]]^2)","B",6,5,301,0.01661,1,"{6741, 6742, 6688, 6706, 2288}"
557,0,0,0,1.1843353,"\int \frac{e^{3 e} (8-2 x)+e^{6 e+x} \left(-8-2 x+2 x^2\right)}{x^3-2 e^{3 e+x} x^3+e^{6 e+2 x} x^3} \, dx","Int[(E^(3*E)*(8 - 2*x) + E^(6*E + x)*(-8 - 2*x + 2*x^2))/(x^3 - 2*E^(3*E + x)*x^3 + E^(6*E + 2*x)*x^3),x]","\int \frac{e^{3 e} (8-2 x)+e^{6 e+x} \left(-8-2 x+2 x^2\right)}{x^3-2 e^{3 e+x} x^3+e^{6 e+2 x} x^3} \, dx","\frac{2 (x-2)}{x \left(e^{-3 e} x-e^x x\right)}+e-3",1,"-8*E^(3*E)*Defer[Int][1/((-1 + E^(3*E + x))*x^3), x] - 4*E^(3*E)*Defer[Int][1/((-1 + E^(3*E + x))^2*x^2), x] - 2*E^(3*E)*Defer[Int][1/((-1 + E^(3*E + x))*x^2), x] + 2*E^(3*E)*Defer[Int][1/((-1 + E^(3*E + x))^2*x), x] + 2*E^(3*E)*Defer[Int][1/((-1 + E^(3*E + x))*x), x]","F",0,0,0,0,-1,"{}"
558,1,14,0,0.0039402,"\int \frac{4 e^2 x}{9-6 x^2+x^4} \, dx","Int[(4*E^2*x)/(9 - 6*x^2 + x^4),x]","\frac{2 e^2}{3-x^2}","4-2 \left(\log (4)-\frac{e^2}{3-x^2}\right)",1,"(2*E^2)/(3 - x^2)","A",3,3,18,0.1667,1,"{12, 28, 261}"
559,1,23,0,0.0590566,"\int \frac{e^{-2 e^2+2 e^{10}-2 x} (-54-18 x)}{x^7} \, dx","Int[(E^(-2*E^2 + 2*E^10 - 2*x)*(-54 - 18*x))/x^7,x]","\frac{9 e^{-2 x-2 e^2 \left(1-e^8\right)}}{x^6}","\frac{9 e^{-2 x+2 e^{10}-2 e^2}}{x^6}",1,"(9*E^(-2*E^2*(1 - E^8) - 2*x))/x^6","A",1,1,25,0.04000,1,"{2197}"
560,0,0,0,1.6821154,"\int \frac{-32 i \pi +8 e^{3 x} x+e^{3 x} \left(8 x+24 x^2\right) \log (x)+\left(-\pi ^2 \left(480 x+32 x^2\right)+i e^{3 x} \pi  \left(-240 x^2-16 x^3\right)+e^{6 x} \left(30 x^3+2 x^4\right)\right) \log ^2(x)}{\left(-16 \pi ^2 x-8 i e^{3 x} \pi  x^2+e^{6 x} x^3\right) \log ^2(x)} \, dx","Int[((-32*I)*Pi + 8*E^(3*x)*x + E^(3*x)*(8*x + 24*x^2)*Log[x] + (-(Pi^2*(480*x + 32*x^2)) + I*E^(3*x)*Pi*(-240*x^2 - 16*x^3) + E^(6*x)*(30*x^3 + 2*x^4))*Log[x]^2)/((-16*Pi^2*x - (8*I)*E^(3*x)*Pi*x^2 + E^(6*x)*x^3)*Log[x]^2),x]","\int \frac{-32 i \pi +8 e^{3 x} x+e^{3 x} \left(8 x+24 x^2\right) \log (x)+\left(-\pi ^2 \left(480 x+32 x^2\right)+i e^{3 x} \pi  \left(-240 x^2-16 x^3\right)+e^{6 x} \left(30 x^3+2 x^4\right)\right) \log ^2(x)}{\left(-16 \pi ^2 x-8 i e^{3 x} \pi  x^2+e^{6 x} x^3\right) \log ^2(x)} \, dx","(x+15)^2+\frac{2}{\left(-\frac{1}{4} e^{3 x} x+i \pi \right) \log (x)}",1,"30*x + x^2 + 8*Defer[Int][1/(x*((-4*I)*Pi + E^(3*x)*x)*Log[x]^2), x] - 8*Defer[Int][E^(3*x)/((4*Pi + I*E^(3*x)*x)^2*Log[x]), x] + 24*Defer[Int][(E^(3*x)*x)/(((-4*I)*Pi + E^(3*x)*x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
561,1,28,0,0.1296036,"\int \frac{(25+x) \log (x)+\log (x) \log (\log (x))+\frac{(25+x+\log (\log (x))) (12+(300+24 x) \log (x)+12 \log (x) \log (\log (x)))}{e^5}}{(25+x) \log (x)+\log (x) \log (\log (x))} \, dx","Int[((25 + x)*Log[x] + Log[x]*Log[Log[x]] + ((25 + x + Log[Log[x]])*(12 + (300 + 24*x)*Log[x] + 12*Log[x]*Log[Log[x]]))/E^5)/((25 + x)*Log[x] + Log[x]*Log[Log[x]]),x]","\frac{12 x^2}{e^5}+\frac{\left(300+e^5\right) x}{e^5}+\frac{12 x \log (\log (x))}{e^5}","x+\frac{12 x (x+\log (\log (x))+25)}{e^5}+\frac{17}{5}",1,"((300 + E^5)*x)/E^5 + (12*x^2)/E^5 + (12*x*Log[Log[x]])/E^5","A",9,5,56,0.08929,1,"{6688, 12, 6742, 2298, 2520}"
562,1,26,0,0.0147715,"\int \frac{5 x^3+\left(-50+2 x^4\right) \log (27)}{x^3 \log (27)} \, dx","Int[(5*x^3 + (-50 + 2*x^4)*Log[27])/(x^3*Log[27]),x]","\frac{25}{x^2}+\frac{x^2 \log (729)}{2 \log (27)}+\frac{5 x}{\log (27)}","\left(x-\frac{5}{x}\right)^2+\frac{5 x}{\log (27)}+2-4 \log (2)",1,"25/x^2 + (5*x)/Log[27] + (x^2*Log[729])/(2*Log[27])","A",3,2,24,0.08333,1,"{12, 14}"
563,1,26,0,0.0491198,"\int \frac{-721875+991375 x-129420 x^2-1857 x^3+x^4}{721875 x-135125 x^2-1855 x^3+x^4} \, dx","Int[(-721875 + 991375*x - 129420*x^2 - 1857*x^3 + x^4)/(721875*x - 135125*x^2 - 1855*x^3 + x^4),x]","x-\log (5-x)+\log (1925-x)-\log (x)-\log (x+75)","\log \left(\frac{e^x \left(\frac{80}{\frac{x}{25}+3}-1\right)}{(5-x) x}\right)",1,"x - Log[5 - x] + Log[1925 - x] - Log[x] - Log[75 + x]","A",2,1,38,0.02632,1,"{2074}"
564,1,11,0,0.0097416,"\int \frac{5+10 x+e^x x}{x} \, dx","Int[(5 + 10*x + E^x*x)/x,x]","10 x+e^x+5 \log (x)","5 x+e^x+5 \left(x+\log (x)+\frac{e^5}{3}+5\right)+5",1,"E^x + 10*x + 5*Log[x]","A",5,3,14,0.2143,1,"{14, 2194, 43}"
565,1,27,0,0.0277687,"\int \frac{-x^3-6 e^{8+x} x^3+e^8 (432+72 x)}{x^3} \, dx","Int[(-x^3 - 6*E^(8 + x)*x^3 + E^8*(432 + 72*x))/x^3,x]","-\frac{216 e^8}{x^2}-x-6 e^{x+8}-\frac{72 e^8}{x}","-6 e^8 \left(\frac{(x+6)^2}{x^2}+e^x\right)-x+e^2-4",1,"-6*E^(8 + x) - (216*E^8)/x^2 - (72*E^8)/x - x","A",5,2,29,0.06897,1,"{14, 2194}"
566,1,193,0,0.4069535,"\int \frac{26244 x^8+324 e^{20} x^8-43740 x^9-26244 x^{10}+54432 x^{11}+12312 x^{12}-23328 x^{13}-4860 x^{14}+3564 x^{15}+972 x^{16}+e^{-4+4 x} (-4+4 x)+e^{15} \left(-3888 x^8+1620 x^9+1944 x^{10}\right)+e^{10} \left(17496 x^8-14580 x^9-14580 x^{10}+6804 x^{11}+3888 x^{12}\right)+e^5 \left(-34992 x^8+43740 x^9+34992 x^{10}-38556 x^{11}-15552 x^{12}+8748 x^{13}+3240 x^{14}\right)+e^{-2+2 x} \left(216 x^5+36 e^{10} x^5-396 x^6-72 x^7+144 x^8+36 x^9+e^5 \left(-180 x^5+144 x^6+72 x^7\right)\right)}{x^5} \, dx","Int[(26244*x^8 + 324*E^20*x^8 - 43740*x^9 - 26244*x^10 + 54432*x^11 + 12312*x^12 - 23328*x^13 - 4860*x^14 + 3564*x^15 + 972*x^16 + E^(-4 + 4*x)*(-4 + 4*x) + E^15*(-3888*x^8 + 1620*x^9 + 1944*x^10) + E^10*(17496*x^8 - 14580*x^9 - 14580*x^10 + 6804*x^11 + 3888*x^12) + E^5*(-34992*x^8 + 43740*x^9 + 34992*x^10 - 38556*x^11 - 15552*x^12 + 8748*x^13 + 3240*x^14) + E^(-2 + 2*x)*(216*x^5 + 36*E^10*x^5 - 396*x^6 - 72*x^7 + 144*x^8 + 36*x^9 + E^5*(-180*x^5 + 144*x^6 + 72*x^7)))/x^5,x]","18 e^{2 x-2} x^4+\frac{e^{4 x-4}}{x^4}+36 e^{2 x-2} x^3-54 e^{2 x-2} x^2-36 \left(1-e^5\right) e^{2 x-2} x^2+81 \left(-x^2-x-e^5+3\right)^4 x^4+54 e^{2 x-2} x+36 \left(1-e^5\right) e^{2 x-2} x-18 \left(11-4 e^5\right) e^{2 x-2} x-27 e^{2 x-2}+18 \left(6-5 e^5+e^{10}\right) e^{2 x-2}-18 \left(1-e^5\right) e^{2 x-2}+9 \left(11-4 e^5\right) e^{2 x-2}","\left(9 x^2 \left(x^2+x+e^5-3\right)^2+\frac{e^{2 x-2}}{x^2}\right)^2",1,"-27*E^(-2 + 2*x) + 9*E^(-2 + 2*x)*(11 - 4*E^5) - 18*E^(-2 + 2*x)*(1 - E^5) + 18*E^(-2 + 2*x)*(6 - 5*E^5 + E^10) + E^(-4 + 4*x)/x^4 + 54*E^(-2 + 2*x)*x - 18*E^(-2 + 2*x)*(11 - 4*E^5)*x + 36*E^(-2 + 2*x)*(1 - E^5)*x - 54*E^(-2 + 2*x)*x^2 - 36*E^(-2 + 2*x)*(1 - E^5)*x^2 + 36*E^(-2 + 2*x)*x^3 + 18*E^(-2 + 2*x)*x^4 + 81*x^4*(3 - E^5 - x - x^2)^4","B",22,7,223,0.03139,1,"{6, 14, 2197, 2196, 2194, 2176, 1588}"
567,0,0,0,1.4195809,"\int \frac{-7+7 x-3 x^2+e^{-4-2 e^x-2 x} \left(-4+3 x+e^x (-4+3 x)\right)+e^{-2-e^x-x} \left(-4+7 x-3 x^2+e^x \left(4 x-3 x^2\right)\right)}{-4+3 x} \, dx","Int[(-7 + 7*x - 3*x^2 + E^(-4 - 2*E^x - 2*x)*(-4 + 3*x + E^x*(-4 + 3*x)) + E^(-2 - E^x - x)*(-4 + 7*x - 3*x^2 + E^x*(4*x - 3*x^2)))/(-4 + 3*x),x]","\int \frac{-7+7 x-3 x^2+e^{-4-2 e^x-2 x} \left(-4+3 x+e^x (-4+3 x)\right)+e^{-2-e^x-x} \left(-4+7 x-3 x^2+e^x \left(4 x-3 x^2\right)\right)}{-4+3 x} \, dx","-\frac{1}{2} \left(x-e^{-x-e^x-2}\right)^2+x-\log (3 x-4)",1,"-E^(-4 - 2*E^x - x) - E^(-2 - E^x - x) + x - x^2/2 - (2*ExpIntegralEi[-2*E^x])/E^4 - ExpIntegralEi[-E^x]/E^2 - Log[4 - 3*x] + Defer[Int][E^(-2*(2 + E^x + x)), x] - Defer[Int][E^(-2 - E^x)*x, x] - Defer[Int][E^(-2 - E^x - x)*x, x]","F",0,0,0,0,-1,"{}"
568,1,19,0,0.0060945,"\int \frac{-16-5 \log (5) \log (32)}{5 x^2 \log (5)} \, dx","Int[(-16 - 5*Log[5]*Log[32])/(5*x^2*Log[5]),x]","\frac{16+5 \log (5) \log (32)}{5 x \log (5)}","\frac{\log (32)}{x}+\frac{16}{5 x \log (5)}+5",1,"(16 + 5*Log[5]*Log[32])/(5*x*Log[5])","A",2,2,19,0.1053,1,"{12, 30}"
569,1,13,0,0.007386,"\int \frac{1+3 x+x \log (2)-x \log (5)}{x} \, dx","Int[(1 + 3*x + x*Log[2] - x*Log[5])/x,x]","x (3+\log (2)-\log (5))+\log (x)","x (3+\log (2)-\log (5))+\log (x)",1,"x*(3 + Log[2] - Log[5]) + Log[x]","A",4,2,18,0.1111,1,"{6, 43}"
570,1,54,0,0.1242985,"\int \frac{316 x^3+280 x^4+73 x^5+6 x^6+\left(320 x+128 x^2+14 x^3\right) \log (\log (3))+\left(-160-63 x-6 x^2\right) \log ^2(\log (3))}{75 x^3+30 x^4+3 x^5} \, dx","Int[(316*x^3 + 280*x^4 + 73*x^5 + 6*x^6 + (320*x + 128*x^2 + 14*x^3)*Log[Log[3]] + (-160 - 63*x - 6*x^2)*Log[Log[3]]^2)/(75*x^3 + 30*x^4 + 3*x^5),x]","x^2+\frac{16 \log ^2(\log (3))}{15 x^2}+\frac{13 x}{3}+\frac{(15-\log (\log (3)))^2}{75 (x+5)}-\frac{\log (\log (3)) (320+\log (\log (3)))}{75 x}","\frac{\left(\frac{x}{3 (x+5)}+x\right) \left(x-\frac{\log (\log (3))}{x}+2\right)^2}{x}+4",1,"(13*x)/3 + x^2 + (15 - Log[Log[3]])^2/(75*(5 + x)) + (16*Log[Log[3]]^2)/(15*x^2) - (Log[Log[3]]*(320 + Log[Log[3]]))/(75*x)","A",5,4,74,0.05405,1,"{1594, 27, 12, 1620}"
571,1,42,0,0.0782588,"\int \frac{-11 e x+e^{1+\frac{2+x \log \left(\frac{e^x}{x}\right)}{x}} \left(2+2 x-x^2\right)}{5 x^3} \, dx","Int[(-11*E*x + E^(1 + (2 + x*Log[E^x/x])/x)*(2 + 2*x - x^2))/(5*x^3),x]","\frac{e^{x+\frac{2}{x}+1} \left(2-x^2\right)}{5 \left(1-\frac{2}{x^2}\right) x^4}+\frac{11 e}{5 x}","\frac{e \left(11-\frac{e^{x+\frac{2}{x}}}{x}\right)}{5 x}",1,"(11*E)/(5*x) + (E^(1 + 2/x + x)*(2 - x^2))/(5*(1 - 2/x^2)*x^4)","A",4,3,43,0.06977,1,"{12, 14, 2288}"
572,1,15,0,0.1179272,"\int \frac{-3 x^3+12 x^3 \log (x)+220 \log ^2(x)}{4 \log ^2(x)} \, dx","Int[(-3*x^3 + 12*x^3*Log[x] + 220*Log[x]^2)/(4*Log[x]^2),x]","\frac{3 x^4}{4 \log (x)}+55 x","3 \left(\frac{x^4}{4 \log (x)}+18 x\right)+x",1,"55*x + (3*x^4)/(4*Log[x])","A",8,5,27,0.1852,1,"{12, 6742, 2306, 2309, 2178}"
573,0,0,0,1.4146675,"\int \frac{e^x \left(144-12 e-432 x+144 x^2\right)}{144 e^{2 x} \log (2)+e^x \left(-24 e-288 x+288 x^2\right) \log (2)+\left(e^2+144 x^2-288 x^3+144 x^4+e \left(24 x-24 x^2\right)\right) \log (2)} \, dx","Int[(E^x*(144 - 12*E - 432*x + 144*x^2))/(144*E^(2*x)*Log[2] + E^x*(-24*E - 288*x + 288*x^2)*Log[2] + (E^2 + 144*x^2 - 288*x^3 + 144*x^4 + E*(24*x - 24*x^2))*Log[2]),x]","\int \frac{e^x \left(144-12 e-432 x+144 x^2\right)}{144 e^{2 x} \log (2)+e^x \left(-24 e-288 x+288 x^2\right) \log (2)+\left(e^2+144 x^2-288 x^3+144 x^4+e \left(24 x-24 x^2\right)\right) \log (2)} \, dx","\frac{e^x}{\left(x^2-x+e^x-\frac{e}{12}\right) \log (2)}",1,"(12*(12 - E)*Defer[Int][E^(1 + x)/(E - 12*E^x + 12*x - 12*x^2)^2, x])/(E*Log[2]) - (432*Defer[Int][(E^x*x)/(-E + 12*E^x - 12*x + 12*x^2)^2, x])/Log[2] + (144*Defer[Int][(E^x*x^2)/(-E + 12*E^x - 12*x + 12*x^2)^2, x])/Log[2]","F",0,0,0,0,-1,"{}"
574,1,153,0,0.4144908,"\int \frac{-8 x-4 x^2+(8+4 x) \log (3)+(-8 x-4 x \log (3)) \log (x)+\left(-4 x-2 x^2+(4+2 x) \log (3)\right) \log \left(\frac{x^2-2 x \log (3)+\log ^2(3)}{4+4 x+x^2}\right)}{-2 x^2-x^3+\left(2 x+x^2\right) \log (3)} \, dx","Int[(-8*x - 4*x^2 + (8 + 4*x)*Log[3] + (-8*x - 4*x*Log[3])*Log[x] + (-4*x - 2*x^2 + (4 + 2*x)*Log[3])*Log[(x^2 - 2*x*Log[3] + Log[3]^2)/(4 + 4*x + x^2)])/(-2*x^2 - x^3 + (2*x + x^2)*Log[3]),x]","4 \text{Li}_2\left(-\frac{x}{2}\right)-\frac{(8+\log (81)) \text{Li}_2\left(-\frac{x}{2}\right)}{2+\log (3)}-\frac{(8+\log (81)) \text{Li}_2\left(1-\frac{x}{\log (3)}\right)}{2+\log (3)}+4 \text{Li}_2\left(1-\frac{x}{\log (3)}\right)-\frac{(8+\log (81)) \log \left(\frac{x}{2}+1\right) \log (x)}{2+\log (3)}+4 \log \left(\frac{x}{2}+1\right) \log (x)+2 \left(\log \left(\frac{(x-\log (3))^2}{(x+2)^2}\right)+2\right) \log (x)+\frac{(8+\log (81)) \log (\log (3)) \log (x-\log (3))}{2+\log (3)}-4 \log (\log (3)) \log (x-\log (3))","2 \left(-\left(\left(-\log \left(\frac{(x-\log (3))^2}{(x+2)^2}\right)-1\right) \log (x)\right)+\log (x)+1\right)",1,"4*Log[1 + x/2]*Log[x] - ((8 + Log[81])*Log[1 + x/2]*Log[x])/(2 + Log[3]) + 2*Log[x]*(2 + Log[(x - Log[3])^2/(2 + x)^2]) - 4*Log[x - Log[3]]*Log[Log[3]] + ((8 + Log[81])*Log[x - Log[3]]*Log[Log[3]])/(2 + Log[3]) + 4*PolyLog[2, -1/2*x] - ((8 + Log[81])*PolyLog[2, -1/2*x])/(2 + Log[3]) + 4*PolyLog[2, 1 - x/Log[3]] - ((8 + Log[81])*PolyLog[2, 1 - x/Log[3]])/(2 + Log[3])","C",15,7,96,0.07292,1,"{6688, 2357, 2317, 2391, 2316, 2315, 2524}"
575,0,0,0,4.4016764,"\int \frac{32+e^{-18 x-34 x^2-11 x^3-x^4} \left(576+2176 x+1056 x^2+128 x^3\right)}{e^{-54 x-102 x^2-33 x^3-3 x^4}-3 e^{-36 x-68 x^2-22 x^3-2 x^4} x+3 e^{-18 x-34 x^2-11 x^3-x^4} x^2-x^3} \, dx","Int[(32 + E^(-18*x - 34*x^2 - 11*x^3 - x^4)*(576 + 2176*x + 1056*x^2 + 128*x^3))/(E^(-54*x - 102*x^2 - 33*x^3 - 3*x^4) - 3*E^(-36*x - 68*x^2 - 22*x^3 - 2*x^4)*x + 3*E^(-18*x - 34*x^2 - 11*x^3 - x^4)*x^2 - x^3),x]","\int \frac{32+e^{-18 x-34 x^2-11 x^3-x^4} \left(576+2176 x+1056 x^2+128 x^3\right)}{e^{-54 x-102 x^2-33 x^3-3 x^4}-3 e^{-36 x-68 x^2-22 x^3-2 x^4} x+3 e^{-18 x-34 x^2-11 x^3-x^4} x^2-x^3} \, dx","\frac{16}{\left(e^{2 x-x (x+5) (x (x+6)+4)}-x\right)^2}",1,"-576*Defer[Int][E^(2*x*(18 + 34*x + 11*x^2 + x^3))/(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^3, x] - 32*Defer[Int][E^(2*x*(18 + 34*x + 11*x^2 + x^3))/(x*(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^3), x] - 2176*Defer[Int][(E^(2*x*(18 + 34*x + 11*x^2 + x^3))*x)/(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^3, x] - 1056*Defer[Int][(E^(2*x*(18 + 34*x + 11*x^2 + x^3))*x^2)/(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^3, x] - 128*Defer[Int][(E^(2*x*(18 + 34*x + 11*x^2 + x^3))*x^3)/(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^3, x] - 32*Defer[Int][E^(2*x*(18 + 34*x + 11*x^2 + x^3))/(x*(-1 + E^(x*(18 + 34*x + 11*x^2 + x^3))*x)^2), x]","F",0,0,0,0,-1,"{}"
576,0,0,0,1.259453,"\int \frac{e^{-2 e^x} \left(5+\left(-5+10 e^x x\right) \log (x)+e^{2 e^x} \left(9+2 x-1280 x^4\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(5 + (-5 + 10*E^x*x)*Log[x] + E^(2*E^x)*(9 + 2*x - 1280*x^4)*Log[x]^2)/(E^(2*E^x)*Log[x]^2),x]","\int \frac{e^{-2 e^x} \left(5+\left(-5+10 e^x x\right) \log (x)+e^{2 e^x} \left(9+2 x-1280 x^4\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","x \left(-256 x^4+x-\frac{5 e^{-2 e^x}}{\log (x)}+9\right)",1,"9*x + x^2 - 256*x^5 + 5*Defer[Int][1/(E^(2*E^x)*Log[x]^2), x] - 5*Defer[Int][1/(E^(2*E^x)*Log[x]), x] + 10*Defer[Int][(E^(-2*E^x + x)*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
577,1,132,0,1.0546008,"\int \frac{24 e^{4+2 x}+8 e^x x^2+\left(4 e^x x^2+e^{2 x} \left(12 e^4 x+21 x^2-3 e x^2\right)\right) \log \left(\frac{e^{-2 x} \left(16 x^2+e^x \left(96 e^4 x+168 x^2-24 e x^2\right)+e^{2 x} \left(144 e^8+441 x^2-126 e x^2+9 e^2 x^2+e^4 (504 x-72 e x)\right)\right)}{9 x^2}\right)}{\left(4 x^2+e^x \left(12 e^4 x+21 x^2-3 e x^2\right)\right) \log ^2\left(\frac{e^{-2 x} \left(16 x^2+e^x \left(96 e^4 x+168 x^2-24 e x^2\right)+e^{2 x} \left(144 e^8+441 x^2-126 e x^2+9 e^2 x^2+e^4 (504 x-72 e x)\right)\right)}{9 x^2}\right)} \, dx","Int[(24*E^(4 + 2*x) + 8*E^x*x^2 + (4*E^x*x^2 + E^(2*x)*(12*E^4*x + 21*x^2 - 3*E*x^2))*Log[(16*x^2 + E^x*(96*E^4*x + 168*x^2 - 24*E*x^2) + E^(2*x)*(144*E^8 + 441*x^2 - 126*E*x^2 + 9*E^2*x^2 + E^4*(504*x - 72*E*x)))/(9*E^(2*x)*x^2)])/((4*x^2 + E^x*(12*E^4*x + 21*x^2 - 3*E*x^2))*Log[(16*x^2 + E^x*(96*E^4*x + 168*x^2 - 24*E*x^2) + E^(2*x)*(144*E^8 + 441*x^2 - 126*E*x^2 + 9*E^2*x^2 + E^4*(504*x - 72*E*x)))/(9*E^(2*x)*x^2)]^2),x]","\frac{e^x \left(21 e^x x-3 e^{x+1} x+4 x+12 e^{x+4}\right) \log \left(\frac{e^{-2 x} \left(21 e^x x-3 e^{x+1} x+4 x+12 e^{x+4}\right)^2}{9 x^2}\right)}{\left(3 (7-e) e^x x+4 x+12 e^{x+4}\right) \log ^2\left(\frac{e^{-2 x} \left(3 (7-e) e^x x+4 x+12 e^{x+4}\right)^2}{9 x^2}\right)}","\frac{e^x}{\log \left(\left(\frac{4 \left(\frac{e^{-x} x}{3}+x+e^4\right)}{x}-e+3\right)^2\right)}",1,"(E^x*(12*E^(4 + x) + 4*x + 21*E^x*x - 3*E^(1 + x)*x)*Log[(12*E^(4 + x) + 4*x + 21*E^x*x - 3*E^(1 + x)*x)^2/(9*E^(2*x)*x^2)])/((12*E^(4 + x) + 4*x + 3*(7 - E)*E^x*x)*Log[(12*E^(4 + x) + 4*x + 3*(7 - E)*E^x*x)^2/(9*E^(2*x)*x^2)]^2)","B",2,2,253,0.007905,1,"{6688, 2288}"
578,0,0,0,33.4188234,"\int \frac{\left(\left(4 e x^3-8 x^4\right) \log (3)+\left(4 e x-8 x^2\right) \log ^2(3)\right) \log ^3(x)+\left(2 e x^3-4 x^4\right) \log ^2(-e+2 x)+\log ^2(x) \left(-4 x^5-4 x^3 \log (3)+\left(-2 e x^4+4 x^5+\left(-6 e x^2+12 x^3\right) \log (3)\right) \log (-e+2 x)\right)+\log (x) \left(\left(4 x^4-2 e x^4+4 x^5+\left(-2 e x^2+4 x^3\right) \log (3)\right) \log (-e+2 x)+\left(2 e x^3-4 x^4\right) \log ^2(-e+2 x)\right)}{(e-2 x) \log ^3(3) \log ^3(x)+\left(-3 e x+6 x^2\right) \log ^2(3) \log ^2(x) \log (-e+2 x)+\left(3 e x^2-6 x^3\right) \log (3) \log (x) \log ^2(-e+2 x)+\left(-e x^3+2 x^4\right) \log ^3(-e+2 x)} \, dx","Int[(((4*E*x^3 - 8*x^4)*Log[3] + (4*E*x - 8*x^2)*Log[3]^2)*Log[x]^3 + (2*E*x^3 - 4*x^4)*Log[-E + 2*x]^2 + Log[x]^2*(-4*x^5 - 4*x^3*Log[3] + (-2*E*x^4 + 4*x^5 + (-6*E*x^2 + 12*x^3)*Log[3])*Log[-E + 2*x]) + Log[x]*((4*x^4 - 2*E*x^4 + 4*x^5 + (-2*E*x^2 + 4*x^3)*Log[3])*Log[-E + 2*x] + (2*E*x^3 - 4*x^4)*Log[-E + 2*x]^2))/((E - 2*x)*Log[3]^3*Log[x]^3 + (-3*E*x + 6*x^2)*Log[3]^2*Log[x]^2*Log[-E + 2*x] + (3*E*x^2 - 6*x^3)*Log[3]*Log[x]*Log[-E + 2*x]^2 + (-(E*x^3) + 2*x^4)*Log[-E + 2*x]^3),x]","\int \frac{\left(\left(4 e x^3-8 x^4\right) \log (3)+\left(4 e x-8 x^2\right) \log ^2(3)\right) \log ^3(x)+\left(2 e x^3-4 x^4\right) \log ^2(-e+2 x)+\log ^2(x) \left(-4 x^5-4 x^3 \log (3)+\left(-2 e x^4+4 x^5+\left(-6 e x^2+12 x^3\right) \log (3)\right) \log (-e+2 x)\right)+\log (x) \left(\left(4 x^4-2 e x^4+4 x^5+\left(-2 e x^2+4 x^3\right) \log (3)\right) \log (-e+2 x)+\left(2 e x^3-4 x^4\right) \log ^2(-e+2 x)\right)}{(e-2 x) \log ^3(3) \log ^3(x)+\left(-3 e x+6 x^2\right) \log ^2(3) \log ^2(x) \log (-e+2 x)+\left(3 e x^2-6 x^3\right) \log (3) \log (x) \log ^2(-e+2 x)+\left(-e x^3+2 x^4\right) \log ^3(-e+2 x)} \, dx","\left(1-\frac{x}{\frac{\log (2 x-e)}{\log (x)}-\frac{\log (3)}{x}}\right)^2",1,"(E^4*Defer[Int][Log[x]^2/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/8 + (E^3*Log[3]*Defer[Int][Log[x]^2/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/4 - (E^3*Log[9]*Defer[Int][Log[x]^2/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/8 + (E^3*Defer[Int][(x*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/4 + (E^2*Log[3]*Defer[Int][(x*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/2 - (E^2*Log[9]*Defer[Int][(x*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/4 + (E^2*Defer[Int][(x^2*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/2 + E*Log[3]*Defer[Int][(x^2*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] - (E*Log[9]*Defer[Int][(x^2*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/2 + E*Defer[Int][(x^3*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] - Log[9]*Defer[Int][(x^3*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] + 2*Defer[Int][(x^4*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] - (E^3*Log[3]*Defer[Int][Log[x]^3/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/4 + (E^3*Log[9]*Defer[Int][Log[x]^3/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/8 - (E^2*Log[3]*Defer[Int][(x*Log[x]^3)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/2 + (E^2*Log[9]*Defer[Int][(x*Log[x]^3)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/4 - E*Log[3]*Defer[Int][(x^2*Log[x]^3)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] + (E*Log[9]*Defer[Int][(x^2*Log[x]^3)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x])/2 + Log[9]*Defer[Int][(x^3*Log[x]^3)/(Log[3]*Log[x] - x*Log[-E + 2*x])^3, x] + ((2 - E)*E^2*Defer[Int][Log[x]/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/4 + (E^3*Defer[Int][Log[x]/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/4 + E*Log[3]*Defer[Int][Log[x]/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] - (E*Log[9]*Defer[Int][Log[x]/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/2 + ((2 - E)*E*Defer[Int][(x*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/2 + (E^2*Defer[Int][(x*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/2 - Log[9]*Defer[Int][(x*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + (2 - E)*Defer[Int][(x^2*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + E*Defer[Int][(x^2*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + 2*Defer[Int][(x^3*Log[x])/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] - E*Log[3]*Defer[Int][Log[x]^2/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + (E*Log[9]*Defer[Int][Log[x]^2/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x])/2 + Log[9]*Defer[Int][(x*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + 2*Defer[Int][(x^3*Log[x]^2)/(Log[3]*Log[x] - x*Log[-E + 2*x])^2, x] + (E^5*Defer[Int][Log[x]^2/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^3), x])/8 + (E^4*Log[3]*Defer[Int][Log[x]^2/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^3), x])/4 - (E^4*Log[9]*Defer[Int][Log[x]^2/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^3), x])/8 - (E^4*Log[3]*Defer[Int][Log[x]^3/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^3), x])/4 + (E^4*Log[9]*Defer[Int][Log[x]^3/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^3), x])/8 - ((2 - E)*E^3*Defer[Int][Log[x]/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x])/4 - (E^4*Defer[Int][Log[x]/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x])/4 - E^2*Log[3]*Defer[Int][Log[x]/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x] + (E^2*Log[9]*Defer[Int][Log[x]/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x])/2 + E^2*Log[3]*Defer[Int][Log[x]^2/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x] - (E^2*Log[9]*Defer[Int][Log[x]^2/((E - 2*x)*(-(Log[3]*Log[x]) + x*Log[-E + 2*x])^2), x])/2 - 2*Defer[Int][x/(-(Log[3]*Log[x]) + x*Log[-E + 2*x]), x] - 2*Defer[Int][(x*Log[x])/(-(Log[3]*Log[x]) + x*Log[-E + 2*x]), x]","F",0,0,0,0,-1,"{}"
579,1,24,0,0.1608391,"\int \frac{-18 x^2+3 x^3-30 x^4-5 x^5+\left(24 x^3+4 x^4\right) \log \left(\frac{2 x}{6+x}\right)}{6+x} \, dx","Int[(-18*x^2 + 3*x^3 - 30*x^4 - 5*x^5 + (24*x^3 + 4*x^4)*Log[(2*x)/(6 + x)])/(6 + x),x]","-x^5+x^4 \log \left(\frac{2 x}{x+6}\right)-x^3","2-x^2 \left(x^2 \left(x-\log \left(\frac{2 x}{x+6}\right)\right)+x\right)",1,"-x^3 - x^5 + x^4*Log[(2*x)/(6 + x)]","A",7,4,48,0.08333,1,"{6742, 1620, 2492, 43}"
580,1,16,0,0.1809311,"\int \frac{e+2 e \log (x)+2 \log ^2(x)}{x^3 \log ^2(x)} \, dx","Int[(E + 2*E*Log[x] + 2*Log[x]^2)/(x^3*Log[x]^2),x]","-\frac{1}{x^2}-\frac{e}{x^2 \log (x)}","-\frac{\log (x)+e}{x^2 \log (x)}",1,"-x^(-2) - E/(x^2*Log[x])","A",7,4,21,0.1905,1,"{6742, 2306, 2309, 2178}"
581,1,20,0,0.2461174,"\int \frac{-2 e^3+e^x \left(e^3 x-x^2\right)}{2 e^3 x-2 x^2} \, dx","Int[(-2*E^3 + E^x*(E^3*x - x^2))/(2*E^3*x - 2*x^2),x]","\frac{e^x}{2}+\log \left(e^3-x\right)-\log (x)","\frac{e^x}{2}+\log \left(\frac{x-e^3}{x}\right)-1",1,"E^x/2 + Log[E^3 - x] - Log[x]","A",7,6,36,0.1667,1,"{1593, 6742, 2194, 36, 31, 29}"
582,1,48,0,0.2650206,"\int \frac{-2+3 x^2-2 e^x x^2+\left(-6 x+4 e^x x\right) \log (\log (2))+\left(2-2 e^x\right) \log ^2(\log (2))}{2 x^2-4 x \log (\log (2))+2 \log ^2(\log (2))} \, dx","Int[(-2 + 3*x^2 - 2*E^x*x^2 + (-6*x + 4*E^x*x)*Log[Log[2]] + (2 - 2*E^x)*Log[Log[2]]^2)/(2*x^2 - 4*x*Log[Log[2]] + 2*Log[Log[2]]^2),x]","\frac{3 x}{2}-e^x+\frac{1-\log ^2(\log (2))}{x-\log (\log (2))}+\frac{3 \log ^2(\log (2))}{2 (x-\log (\log (2)))}","-\frac{-x^2-2}{2 (x-\log (\log (2)))}+3 (x-5)-e^x-2 x",1,"-E^x + (3*x)/2 + (3*Log[Log[2]]^2)/(2*(x - Log[Log[2]])) + (1 - Log[Log[2]]^2)/(x - Log[Log[2]])","A",9,5,64,0.07812,1,"{27, 12, 6742, 2194, 43}"
583,1,99,0,0.9813447,"\int \frac{72-18 x^2+e^{16-32 x^2+24 x^4-8 x^6+x^8} \left(-4+x^2\right) \left(774 x^8-1344 x^{10}+864 x^{12}-240 x^{14}+24 x^{16}\right)}{-4 x^7+x^9} \, dx","Int[(72 - 18*x^2 + E^(16 - 32*x^2 + 24*x^4 - 8*x^6 + x^8)*(-4 + x^2)*(774*x^8 - 1344*x^10 + 864*x^12 - 240*x^14 + 24*x^16))/(-4*x^7 + x^9),x]","\frac{3}{x^6}-6 e^{\left(x^2-2\right)^4}+\frac{3 \left(2-x^2\right)^5 \Gamma \left(\frac{5}{4},-\left(2-x^2\right)^4\right)}{\left(-\left(2-x^2\right)^4\right)^{5/4}}+\frac{3 \left(2-x^2\right) \Gamma \left(\frac{1}{4},-\left(2-x^2\right)^4\right)}{4 \sqrt[4]{-\left(2-x^2\right)^4}}","3 \left(\frac{1}{x^6}+e^{\left(x^2-2\right)^4} \left(x^2-4\right)\right)",1,"-6*E^(-2 + x^2)^4 + 3/x^6 + (3*(2 - x^2)*Gamma[1/4, -(2 - x^2)^4])/(4*(-(2 - x^2)^4)^(1/4)) + (3*(2 - x^2)^5*Gamma[5/4, -(2 - x^2)^4])/(-(2 - x^2)^4)^(5/4)","C",9,7,73,0.09589,1,"{1593, 6688, 6715, 2226, 2208, 2209, 2218}"
584,1,19,0,0.6751879,"\int \frac{-1+\left(-x+x^2+x^3\right) \log (x)+x \log (x) \log \left(\frac{120}{\log (x)}\right)}{\left(-x^2+x^3\right) \log (x)+x \log (x) \log \left(\frac{120}{\log (x)}\right)} \, dx","Int[(-1 + (-x + x^2 + x^3)*Log[x] + x*Log[x]*Log[120/Log[x]])/((-x^2 + x^3)*Log[x] + x*Log[x]*Log[120/Log[x]]),x]","\log \left(-x^2+x-\log \left(\frac{120}{\log (x)}\right)\right)+x","\log \left(x^2-x+\log \left(\frac{120}{\log (x)}\right)\right)+x-4",1,"x + Log[x - x^2 - Log[120/Log[x]]]","A",5,4,53,0.07547,1,"{6741, 6688, 6742, 6684}"
585,0,0,0,10.8744732,"\int \frac{e^{x-\frac{e^4 (-5+x)}{x+x^2-x^3}} \left(-1-2 x+x^3+e^{-x+\frac{e^4 (-5+x)}{x+x^2-x^3}} \left(1+x-x^2\right)+\frac{e^4 \left(5+10 x-16 x^2+2 x^3\right)}{x+x^2-x^3}\right)}{-1-x+x^2} \, dx","Int[(E^(x - (E^4*(-5 + x))/(x + x^2 - x^3))*(-1 - 2*x + x^3 + E^(-x + (E^4*(-5 + x))/(x + x^2 - x^3))*(1 + x - x^2) + (E^4*(5 + 10*x - 16*x^2 + 2*x^3))/(x + x^2 - x^3)))/(-1 - x + x^2),x]","\int \frac{e^{x-\frac{e^4 (-5+x)}{x+x^2-x^3}} \left(-1-2 x+x^3+e^{-x+\frac{e^4 (-5+x)}{x+x^2-x^3}} \left(1+x-x^2\right)+\frac{e^4 \left(5+10 x-16 x^2+2 x^3\right)}{x+x^2-x^3}\right)}{-1-x+x^2} \, dx","e^{x-\frac{e^4 (x-5)}{x-(x-1) x^2}} x-x",1,"-x + Defer[Int][E^(x - (E^4*(-5 + x))/(x + x^2 - x^3)), x] - (28*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(1 + Sqrt[5] - 2*x)^2, x])/5 + (18*(1 + Sqrt[5])*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(1 + Sqrt[5] - 2*x)^2, x])/5 - (2*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(1 + Sqrt[5] - 2*x), x])/Sqrt[5] - 5*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/x, x] + Defer[Int][E^(x - (E^4*(-5 + x))/(x + x^2 - x^3))*x, x] + ((25 - 9*Sqrt[5])*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(-1 - Sqrt[5] + 2*x), x])/5 - (28*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(-1 + Sqrt[5] + 2*x)^2, x])/5 + (18*(1 - Sqrt[5])*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(-1 + Sqrt[5] + 2*x)^2, x])/5 - (2*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(-1 + Sqrt[5] + 2*x), x])/Sqrt[5] + ((25 + 9*Sqrt[5])*Defer[Int][E^(4 + x - (E^4*(-5 + x))/(x + x^2 - x^3))/(-1 + Sqrt[5] + 2*x), x])/5","F",0,0,0,0,-1,"{}"
586,1,38,0,4.3264051,"\int \frac{\exp \left(\frac{e^{4 e^{e^4}} \left(e^3 x+x^2\right)}{-e^3-x+3 e^{4 e^{e^4}} x}\right) \left(3 e^{8 e^{e^4}} x^2+e^{4 e^{e^4}} \left(-e^6-2 e^3 x-x^2\right)\right)}{e^6+2 e^3 x+x^2+9 e^{8 e^{e^4}} x^2+e^{4 e^{e^4}} \left(-6 e^3 x-6 x^2\right)} \, dx","Int[(E^((E^(4*E^E^4)*(E^3*x + x^2))/(-E^3 - x + 3*E^(4*E^E^4)*x))*(3*E^(8*E^E^4)*x^2 + E^(4*E^E^4)*(-E^6 - 2*E^3*x - x^2)))/(E^6 + 2*E^3*x + x^2 + 9*E^(8*E^E^4)*x^2 + E^(4*E^E^4)*(-6*E^3*x - 6*x^2)),x]","\exp \left(-\frac{e^{4 e^{e^4}} x \left(x+e^3\right)}{-3 e^{4 e^{e^4}} x+x+e^3}\right)","e^{\frac{x}{\frac{3 x}{x+e^3}-e^{-4 e^{e^4}}}}",1,"E^(-((E^(4*E^E^4)*x*(E^3 + x))/(E^3 + x - 3*E^(4*E^E^4)*x)))","A",3,3,138,0.02174,1,"{6, 6688, 6706}"
587,1,20,0,0.0578227,"\int \frac{1-2 e^3+6 x+3 x^2+(-6-6 x) \log (3)+3 \log ^2(3)}{1+2 x+x^2+(-2-2 x) \log (3)+\log ^2(3)} \, dx","Int[(1 - 2*E^3 + 6*x + 3*x^2 + (-6 - 6*x)*Log[3] + 3*Log[3]^2)/(1 + 2*x + x^2 + (-2 - 2*x)*Log[3] + Log[3]^2),x]","3 x+\frac{2 \left(1+e^3\right)}{x+1-\log (3)}","3 x+\frac{2 \left(1+e^3\right)}{x+1-\log (3)}+5+\log (4)",1,"3*x + (2*(1 + E^3))/(1 + x - Log[3])","A",4,3,52,0.05769,1,"{1984, 27, 683}"
588,0,0,0,16.8478551,"\int \frac{-24 e^5 x^4+\left(432-108 x-108 x^2+27 x^3+e^{10} \left(-32 x^3+8 x^4\right)\right) \log (4-x)+\left(72 x^4+e^5 \left(192 x^3-48 x^4\right) \log (4-x)\right) \log (\log (4-x))+\left(-288 x^3+72 x^4\right) \log (4-x) \log ^2(\log (4-x))}{\left(-432 x+108 x^2-108 x^3+27 x^4+e^{10} \left(-16 x^4+4 x^5\right)\right) \log (4-x)+e^5 \left(96 x^4-24 x^5\right) \log (4-x) \log (\log (4-x))+\left(-144 x^4+36 x^5\right) \log (4-x) \log ^2(\log (4-x))} \, dx","Int[(-24*E^5*x^4 + (432 - 108*x - 108*x^2 + 27*x^3 + E^10*(-32*x^3 + 8*x^4))*Log[4 - x] + (72*x^4 + E^5*(192*x^3 - 48*x^4)*Log[4 - x])*Log[Log[4 - x]] + (-288*x^3 + 72*x^4)*Log[4 - x]*Log[Log[4 - x]]^2)/((-432*x + 108*x^2 - 108*x^3 + 27*x^4 + E^10*(-16*x^4 + 4*x^5))*Log[4 - x] + E^5*(96*x^4 - 24*x^5)*Log[4 - x]*Log[Log[4 - x]] + (-144*x^4 + 36*x^5)*Log[4 - x]*Log[Log[4 - x]]^2),x]","\int \frac{-24 e^5 x^4+\left(432-108 x-108 x^2+27 x^3+e^{10} \left(-32 x^3+8 x^4\right)\right) \log (4-x)+\left(72 x^4+e^5 \left(192 x^3-48 x^4\right) \log (4-x)\right) \log (\log (4-x))+\left(-288 x^3+72 x^4\right) \log (4-x) \log ^2(\log (4-x))}{\left(-432 x+108 x^2-108 x^3+27 x^4+e^{10} \left(-16 x^4+4 x^5\right)\right) \log (4-x)+e^5 \left(96 x^4-24 x^5\right) \log (4-x) \log (\log (4-x))+\left(-144 x^4+36 x^5\right) \log (4-x) \log ^2(\log (4-x))} \, dx","\log \left(5 \left(4 \left(x^2 \left(\log (\log (4-x))-\frac{e^5}{3}\right)^2+x+\frac{3}{x}\right)-x\right)\right)",1,"2*Log[x] - 324*Defer[Int][1/(x*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] - 27*Defer[Int][x/(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2), x] - 384*E^5*Defer[Int][1/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] - 1536*E^5*Defer[Int][1/((-4 + x)*Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] - 96*E^5*Defer[Int][x/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] - 24*E^5*Defer[Int][x^2/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] + 1152*Defer[Int][Log[Log[4 - x]]/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] + 4608*Defer[Int][Log[Log[4 - x]]/((-4 + x)*Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] + 288*Defer[Int][(x*Log[Log[4 - x]])/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x] + 72*Defer[Int][(x^2*Log[Log[4 - x]])/(Log[4 - x]*(108 + 27*x^2 + 4*E^10*x^3 - 24*E^5*x^3*Log[Log[4 - x]] + 36*x^3*Log[Log[4 - x]]^2)), x]","F",0,0,0,0,-1,"{}"
589,1,21,0,0.18202,"\int \frac{-4-8 x-6 x^2-2 \log \left(\frac{16 x^2}{9}\right)}{4 x^4+4 x^5+x^6+\left(4 x^3+2 x^4\right) \log \left(\frac{16 x^2}{9}\right)+x^2 \log ^2\left(\frac{16 x^2}{9}\right)} \, dx","Int[(-4 - 8*x - 6*x^2 - 2*Log[(16*x^2)/9])/(4*x^4 + 4*x^5 + x^6 + (4*x^3 + 2*x^4)*Log[(16*x^2)/9] + x^2*Log[(16*x^2)/9]^2),x]","\frac{2}{x \left(\log \left(\frac{16 x^2}{9}\right)+x (x+2)\right)}","\frac{2}{x^2 \left(\frac{\log \left(\frac{16 x^2}{9}\right)}{x}+x+2\right)}+5",1,"2/(x*(x*(2 + x) + Log[(16*x^2)/9]))","A",3,3,71,0.04225,1,"{6688, 12, 6687}"
590,1,20,0,0.1469626,"\int e^{-\frac{1}{125} e^{14+e^x}+x \log (2) \log (3)} \left(-\frac{1}{125} e^{14+e^x+x}+\log (2) \log (3)\right) \, dx","Int[E^(-1/125*E^(14 + E^x) + x*Log[2]*Log[3])*(-1/125*E^(14 + E^x + x) + Log[2]*Log[3]),x]","e^{-\frac{1}{125} e^{e^x+14}} 2^{x \log (3)}","e^{x \log (2) \log (3)-e^{e^x-1+3 (5-\log (5))}}",1,"2^(x*Log[3])/E^(E^(14 + E^x)/125)","A",1,1,39,0.02564,1,"{6706}"
591,1,18,0,0.6233808,"\int \frac{\exp \left(\frac{1}{3} \left(3 x-4 \log ^2\left(\log \left(1+4 x+6 x^2+4 x^3+x^4\right)\right)\right)\right) \left(e (3+3 x) \log \left(1+4 x+6 x^2+4 x^3+x^4\right)-32 e \log \left(\log \left(1+4 x+6 x^2+4 x^3+x^4\right)\right)\right)}{(3+3 x) \log \left(1+4 x+6 x^2+4 x^3+x^4\right)} \, dx","Int[(E^((3*x - 4*Log[Log[1 + 4*x + 6*x^2 + 4*x^3 + x^4]]^2)/3)*(E*(3 + 3*x)*Log[1 + 4*x + 6*x^2 + 4*x^3 + x^4] - 32*E*Log[Log[1 + 4*x + 6*x^2 + 4*x^3 + x^4]]))/((3 + 3*x)*Log[1 + 4*x + 6*x^2 + 4*x^3 + x^4]),x]","e^{x-\frac{4}{3} \log ^2\left(\log \left((x+1)^4\right)\right)+1}","e^{x-\frac{4}{3} \log ^2\left(\log \left((x+1)^4\right)\right)+1}-2",1,"E^(1 + x - (4*Log[Log[(1 + x)^4]]^2)/3)","A",3,3,113,0.02655,1,"{6688, 12, 6706}"
592,1,65,0,0.329717,"\int \frac{100-100 x^2+e^{6-2 e^3-2 x} \left(50 x^2+50 x^3\right)+e^{3-e^3-x} \left(150 x+50 x^2-50 x^3-50 x^4\right)}{x^5} \, dx","Int[(100 - 100*x^2 + E^(6 - 2*E^3 - 2*x)*(50*x^2 + 50*x^3) + E^(3 - E^3 - x)*(150*x + 50*x^2 - 50*x^3 - 50*x^4))/x^5,x]","-\frac{25}{x^4}-\frac{50 e^{-x-e^3+3}}{x^3}-\frac{25 e^{2 \left(3-e^3\right)-2 x}}{x^2}+\frac{50}{x^2}+\frac{50 e^{-x-e^3+3}}{x}","-\frac{\left(5-5 \left(-\frac{1-x}{x}-e^{-x-e^3+3}+x\right)\right)^2}{x^2}",1,"-25/x^4 - (50*E^(3 - E^3 - x))/x^3 + 50/x^2 - (25*E^(2*(3 - E^3) - 2*x))/x^2 + (50*E^(3 - E^3 - x))/x","A",17,5,67,0.07463,1,"{14, 2197, 2199, 2177, 2178}"
593,0,0,0,2.7662856,"\int \frac{\exp \left(e^{\frac{-4 x^2+4 x^4+e^4 (1+x)}{4 x}}+\frac{-4 x^2+4 x^4+e^4 (1+x)}{4 x}\right) \left(-e^4-4 x^2+12 x^4\right)}{4 x^2} \, dx","Int[(E^(E^((-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x)) + (-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x))*(-E^4 - 4*x^2 + 12*x^4))/(4*x^2),x]","\int \frac{\exp \left(e^{\frac{-4 x^2+4 x^4+e^4 (1+x)}{4 x}}+\frac{-4 x^2+4 x^4+e^4 (1+x)}{4 x}\right) \left(-e^4-4 x^2+12 x^4\right)}{4 x^2} \, dx","e^{e^{\left(\frac{e^4}{4 x^2}+x-1\right) \left(x^2+x\right)}}",1,"-Defer[Int][E^(E^((-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x)) + (-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x)), x] - Defer[Int][E^(4 + E^((-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x)) + (-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x))/x^2, x]/4 + 3*Defer[Int][E^(E^((-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x)) + (-4*x^2 + 4*x^4 + E^4*(1 + x))/(4*x))*x^2, x]","F",0,0,0,0,-1,"{}"
594,0,0,0,0.4150974,"\int \frac{-x-6 x \log (3 x)+2 x \log (3 x) \log \left(\frac{1}{4} \log (3 x)\right)}{45 \log (3 x)-30 \log (3 x) \log \left(\frac{1}{4} \log (3 x)\right)+5 \log (3 x) \log ^2\left(\frac{1}{4} \log (3 x)\right)} \, dx","Int[(-x - 6*x*Log[3*x] + 2*x*Log[3*x]*Log[Log[3*x]/4])/(45*Log[3*x] - 30*Log[3*x]*Log[Log[3*x]/4] + 5*Log[3*x]*Log[Log[3*x]/4]^2),x]","\int \frac{-x-6 x \log (3 x)+2 x \log (3 x) \log \left(\frac{1}{4} \log (3 x)\right)}{45 \log (3 x)-30 \log (3 x) \log \left(\frac{1}{4} \log (3 x)\right)+5 \log (3 x) \log ^2\left(\frac{1}{4} \log (3 x)\right)} \, dx","\frac{x^2}{5 \left(\log \left(\frac{1}{4} \log (3 x)\right)-3\right)}",1,"-1/5*Defer[Int][x/(Log[3*x]*(-3 + Log[Log[3*x]/4])^2), x] + (2*Defer[Int][x/(-3 + Log[Log[3*x]/4]), x])/5","F",0,0,0,0,-1,"{}"
595,-1,0,0,180.0003909,"\int \frac{\exp \left(\frac{41958+104976 x+122472 x^2+81648 x^3+34020 x^4+9072 x^5+1512 x^6+144 x^7+6 x^8}{19683 x+52488 x^2+61236 x^3+40824 x^4+17010 x^5+4536 x^6+756 x^7+72 x^8+3 x^9+e^{2 x} \left(6561 x+17496 x^2+20412 x^3+13608 x^4+5670 x^5+1512 x^6+252 x^7+24 x^8+x^9\right)}\right) \left(-377622-1132866 x-1417176 x^2-1102248 x^3-551124 x^4-183708 x^5-40824 x^6-5832 x^7-486 x^8-18 x^9+e^{2 x} \left(-125874-629370 x-1186164 x^2-1312200 x^3-918540 x^4-428652 x^5-136080 x^6-29160 x^7-4050 x^8-330 x^9-12 x^{10}\right)\right)}{177147 x^2+531441 x^3+708588 x^4+551124 x^5+275562 x^6+91854 x^7+20412 x^8+2916 x^9+243 x^{10}+9 x^{11}+e^{4 x} \left(19683 x^2+59049 x^3+78732 x^4+61236 x^5+30618 x^6+10206 x^7+2268 x^8+324 x^9+27 x^{10}+x^{11}\right)+e^{2 x} \left(118098 x^2+354294 x^3+472392 x^4+367416 x^5+183708 x^6+61236 x^7+13608 x^8+1944 x^9+162 x^{10}+6 x^{11}\right)} \, dx","Int[(E^((41958 + 104976*x + 122472*x^2 + 81648*x^3 + 34020*x^4 + 9072*x^5 + 1512*x^6 + 144*x^7 + 6*x^8)/(19683*x + 52488*x^2 + 61236*x^3 + 40824*x^4 + 17010*x^5 + 4536*x^6 + 756*x^7 + 72*x^8 + 3*x^9 + E^(2*x)*(6561*x + 17496*x^2 + 20412*x^3 + 13608*x^4 + 5670*x^5 + 1512*x^6 + 252*x^7 + 24*x^8 + x^9)))*(-377622 - 1132866*x - 1417176*x^2 - 1102248*x^3 - 551124*x^4 - 183708*x^5 - 40824*x^6 - 5832*x^7 - 486*x^8 - 18*x^9 + E^(2*x)*(-125874 - 629370*x - 1186164*x^2 - 1312200*x^3 - 918540*x^4 - 428652*x^5 - 136080*x^6 - 29160*x^7 - 4050*x^8 - 330*x^9 - 12*x^10)))/(177147*x^2 + 531441*x^3 + 708588*x^4 + 551124*x^5 + 275562*x^6 + 91854*x^7 + 20412*x^8 + 2916*x^9 + 243*x^10 + 9*x^11 + E^(4*x)*(19683*x^2 + 59049*x^3 + 78732*x^4 + 61236*x^5 + 30618*x^6 + 10206*x^7 + 2268*x^8 + 324*x^9 + 27*x^10 + x^11) + E^(2*x)*(118098*x^2 + 354294*x^3 + 472392*x^4 + 367416*x^5 + 183708*x^6 + 61236*x^7 + 13608*x^8 + 1944*x^9 + 162*x^10 + 6*x^11)),x]","\text{\$Aborted}","e^{\frac{2 \left(\frac{1296}{(x+3)^8}+3\right)}{\left(e^{2 x}+3\right) x}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
596,1,29,0,0.419963,"\int \frac{-x+3 x^2+\left(-12+33 x+9 x^2\right) \log (4+x)+\left(-12 x-3 x^2\right) \log (4+x) \log \left(\frac{3}{5 x^3 \log (4+x)}\right)}{\left(4 x+x^2\right) \log (4+x)} \, dx","Int[(-x + 3*x^2 + (-12 + 33*x + 9*x^2)*Log[4 + x] + (-12*x - 3*x^2)*Log[4 + x]*Log[3/(5*x^3*Log[4 + x])])/((4*x + x^2)*Log[4 + x]),x]","-3 x \log \left(\frac{3}{5 x^3 \log (x+4)}\right)-3 \log (x)-\log (\log (x+4))","(1-3 x) \log \left(\frac{3}{5 x^3 \log (x+4)}\right)",1,"-3*Log[x] - 3*x*Log[3/(5*x^3*Log[4 + x])] - Log[Log[4 + x]]","A",17,8,68,0.1176,1,"{1593, 6688, 2411, 2353, 2298, 2302, 29, 2549}"
597,1,20,0,0.2782795,"\int \frac{4+6 x+4 \log \left(-\frac{x^2}{\log (5)}\right)}{x^2+x \log \left(-\frac{x^2}{\log (5)}\right)} \, dx","Int[(4 + 6*x + 4*Log[-(x^2/Log[5])])/(x^2 + x*Log[-(x^2/Log[5])]),x]","2 \log \left(\log \left(-\frac{x^2}{\log (5)}\right)+x\right)+4 \log (x)","\log \left(x^4 \left(\log \left(-\frac{x^2}{\log (5)}\right)+x\right)^2\right)",1,"4*Log[x] + 2*Log[x + Log[-(x^2/Log[5])]]","A",6,5,36,0.1389,1,"{2561, 6741, 12, 6742, 6684}"
598,1,21,0,0.7779039,"\int \frac{(12+6 x) \log ^2\left(\frac{x}{2+x}\right)+e^{\frac{5 x}{\log \left(\frac{x}{2+x}\right)}} \left(-20+(20+10 x) \log \left(\frac{x}{2+x}\right)\right)}{(2+x) \log ^2\left(\frac{x}{2+x}\right)} \, dx","Int[((12 + 6*x)*Log[x/(2 + x)]^2 + E^((5*x)/Log[x/(2 + x)])*(-20 + (20 + 10*x)*Log[x/(2 + x)]))/((2 + x)*Log[x/(2 + x)]^2),x]","6 x+2 e^{\frac{5 x}{\log \left(\frac{x}{x+2}\right)}}","2 \left(3 x+e^{\frac{5 x}{\log \left(\frac{x}{x+2}\right)}}\right)",1,"2*E^((5*x)/Log[x/(2 + x)]) + 6*x","A",4,3,65,0.04615,1,"{6742, 6688, 6706}"
599,0,0,0,2.7329285,"\int \frac{\exp \left(-\frac{e^3 \left(-3 x+x^3\right)}{1+e^3 \left(36 x-24 x^2+4 x^3\right)}\right) \left(e^3 \left(3-3 x^2\right)+e^6 \left(72 x^2-96 x^3+24 x^4\right)\right)}{1+e^3 \left(72 x-48 x^2+8 x^3\right)+e^6 \left(1296 x^2-1728 x^3+864 x^4-192 x^5+16 x^6\right)} \, dx","Int[(E^3*(3 - 3*x^2) + E^6*(72*x^2 - 96*x^3 + 24*x^4))/(E^((E^3*(-3*x + x^3))/(1 + E^3*(36*x - 24*x^2 + 4*x^3)))*(1 + E^3*(72*x - 48*x^2 + 8*x^3) + E^6*(1296*x^2 - 1728*x^3 + 864*x^4 - 192*x^5 + 16*x^6))),x]","\int \frac{\exp \left(-\frac{e^3 \left(-3 x+x^3\right)}{1+e^3 \left(36 x-24 x^2+4 x^3\right)}\right) \left(e^3 \left(3-3 x^2\right)+e^6 \left(72 x^2-96 x^3+24 x^4\right)\right)}{1+e^3 \left(72 x-48 x^2+8 x^3\right)+e^6 \left(1296 x^2-1728 x^3+864 x^4-192 x^5+16 x^6\right)} \, dx","e^{-\frac{x^2-3}{(6-2 x)^2+\frac{1}{e^3 x}}}+4",1,"-9*Defer[Int][E^(3 - (E^3*x*(-3 + x^2))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3)^2, x] - 6*(1 + 72*E^3)*Defer[Int][(E^(3 - (E^3*x*(-3 + x^2))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3))*x)/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3)^2, x] - 3*(1 - 48*E^3)*Defer[Int][(E^(3 - (E^3*x*(-3 + x^2))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3))*x^2)/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3)^2, x] + 12*Defer[Int][E^(3 - (E^3*x*(-3 + x^2))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3), x] + 6*Defer[Int][(E^(3 - (E^3*x*(-3 + x^2))/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3))*x)/(1 + 36*E^3*x - 24*E^3*x^2 + 4*E^3*x^3), x]","F",0,0,0,0,-1,"{}"
600,0,0,0,0.7263646,"\int \frac{-8 e+8 x^2+\left(-8 e+8 x^2\right) \log (x)+\left(32 x+16 x^2 \log (x)\right) \log (4+2 x \log (x))}{6+3 x \log (x)} \, dx","Int[(-8*E + 8*x^2 + (-8*E + 8*x^2)*Log[x] + (32*x + 16*x^2*Log[x])*Log[4 + 2*x*Log[x]])/(6 + 3*x*Log[x]),x]","\int \frac{-8 e+8 x^2+\left(-8 e+8 x^2\right) \log (x)+\left(32 x+16 x^2 \log (x)\right) \log (4+2 x \log (x))}{6+3 x \log (x)} \, dx","\frac{8}{3} x \left(x-\frac{e}{x}\right) \log (2 x \log (x)+4)",1,"(-8*E*Log[x])/3 + (8*x^2*Log[2*(2 + x*Log[x])])/3 - (8*E*Defer[Int][(2 + x*Log[x])^(-1), x])/3 + (16*E*Defer[Int][1/(x*(2 + x*Log[x])), x])/3","F",0,0,0,0,-1,"{}"
601,-1,0,0,180.0017841,"\int \frac{\exp \left(\frac{1}{9 x+6 x^2+x^3+\frac{e^{5+x} \left(-6 x-2 x^2\right) (1+x \log (x))}{\log (x)}+\frac{e^{10+2 x} x (1+x \log (x))^2}{\log ^2(x)}}\right) \left((3+3 x) \log (x)+\left(3 x+3 x^2\right) \log ^2(x)+\frac{e^{5+x} (1+x \log (x)) \left(2+(-1-2 x) \log (x)+\left(-3 x-2 x^2\right) \log ^2(x)\right)}{\log (x)}\right)}{\left(-27 x^2-27 x^3-9 x^4-x^5\right) \log (x)+\left(-27 x^3-27 x^4-9 x^5-x^6\right) \log ^2(x)+\frac{e^{15+3 x} (1+x \log (x))^3 \left(x^2 \log (x)+x^3 \log ^2(x)\right)}{\log ^3(x)}+\frac{e^{10+2 x} (1+x \log (x))^2 \left(\left(-9 x^2-3 x^3\right) \log (x)+\left(-9 x^3-3 x^4\right) \log ^2(x)\right)}{\log ^2(x)}+\frac{e^{5+x} (1+x \log (x)) \left(\left(27 x^2+18 x^3+3 x^4\right) \log (x)+\left(27 x^3+18 x^4+3 x^5\right) \log ^2(x)\right)}{\log (x)}} \, dx","Int[(E^(9*x + 6*x^2 + x^3 + (E^(5 + x)*(-6*x - 2*x^2)*(1 + x*Log[x]))/Log[x] + (E^(10 + 2*x)*x*(1 + x*Log[x])^2)/Log[x]^2)^(-1)*((3 + 3*x)*Log[x] + (3*x + 3*x^2)*Log[x]^2 + (E^(5 + x)*(1 + x*Log[x])*(2 + (-1 - 2*x)*Log[x] + (-3*x - 2*x^2)*Log[x]^2))/Log[x]))/((-27*x^2 - 27*x^3 - 9*x^4 - x^5)*Log[x] + (-27*x^3 - 27*x^4 - 9*x^5 - x^6)*Log[x]^2 + (E^(15 + 3*x)*(1 + x*Log[x])^3*(x^2*Log[x] + x^3*Log[x]^2))/Log[x]^3 + (E^(10 + 2*x)*(1 + x*Log[x])^2*((-9*x^2 - 3*x^3)*Log[x] + (-9*x^3 - 3*x^4)*Log[x]^2))/Log[x]^2 + (E^(5 + x)*(1 + x*Log[x])*((27*x^2 + 18*x^3 + 3*x^4)*Log[x] + (27*x^3 + 18*x^4 + 3*x^5)*Log[x]^2))/Log[x]),x]","\text{\$Aborted}","e^{\frac{1}{x \left(x-e^{x+5} \left(x+\frac{1}{\log (x)}\right)+3\right)^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
602,0,0,0,0.3894862,"\int \frac{4335+289 x+\left(-289 x+5 x^2\right) \log \left(\frac{-289+5 x}{x}\right) \log \left(\log \left(\frac{-289+5 x}{x}\right)\right)}{\left(-289 x+5 x^2\right) \log \left(\frac{-289+5 x}{x}\right)} \, dx","Int[(4335 + 289*x + (-289*x + 5*x^2)*Log[(-289 + 5*x)/x]*Log[Log[(-289 + 5*x)/x]])/((-289*x + 5*x^2)*Log[(-289 + 5*x)/x]),x]","\int \frac{4335+289 x+\left(-289 x+5 x^2\right) \log \left(\frac{-289+5 x}{x}\right) \log \left(\log \left(\frac{-289+5 x}{x}\right)\right)}{\left(-289 x+5 x^2\right) \log \left(\frac{-289+5 x}{x}\right)} \, dx","(x+15) \log \left(\log \left(5-\frac{289}{x}\right)\right)",1,"289*Defer[Int][(15 + x)/(x*(-289 + 5*x)*Log[(-289 + 5*x)/x]), x] + Defer[Int][Log[Log[5 - 289/x]], x]","F",0,0,0,0,-1,"{}"
603,0,0,0,0.6854699,"\int \frac{1+e^x (3-x)+e^{288-432 x+162 x^2} \left(6485+e^x (15-5 x)-7020 x+1620 x^2\right)}{-3+x+e^{288-432 x+162 x^2} (-15+5 x)} \, dx","Int[(1 + E^x*(3 - x) + E^(288 - 432*x + 162*x^2)*(6485 + E^x*(15 - 5*x) - 7020*x + 1620*x^2))/(-3 + x + E^(288 - 432*x + 162*x^2)*(-15 + 5*x)),x]","\int \frac{1+e^x (3-x)+e^{288-432 x+162 x^2} \left(6485+e^x (15-5 x)-7020 x+1620 x^2\right)}{-3+x+e^{288-432 x+162 x^2} (-15+5 x)} \, dx","\log \left(5 e^{18 (3 x-4)^2} (3-x)-x+3\right)-e^x",1,"-E^x - 432*x + 162*x^2 + Log[3 - x] + 432*Defer[Int][E^(432*x)/(E^(432*x) + 5*E^(288 + 162*x^2)), x] - 324*Defer[Int][(E^(432*x)*x)/(E^(432*x) + 5*E^(288 + 162*x^2)), x]","F",0,0,0,0,-1,"{}"
604,0,0,0,2.4358403,"\int \frac{e^{\frac{5}{3}+\frac{x-\log \left(x^2\right)}{x}} x+x \log (x)+\left(x \log \left(\frac{5}{x}\right)+e^{\frac{x-\log \left(x^2\right)}{x}} \left(-2 e^{5/3} \log \left(\frac{5}{x}\right)+e^{5/3} \log \left(\frac{5}{x}\right) \log \left(x^2\right)\right)\right) \log \left(\log \left(\frac{5}{x}\right)\right)}{x^2 \log \left(\frac{5}{x}\right) \log ^2\left(\log \left(\frac{5}{x}\right)\right)} \, dx","Int[(E^(5/3 + (x - Log[x^2])/x)*x + x*Log[x] + (x*Log[5/x] + E^((x - Log[x^2])/x)*(-2*E^(5/3)*Log[5/x] + E^(5/3)*Log[5/x]*Log[x^2]))*Log[Log[5/x]])/(x^2*Log[5/x]*Log[Log[5/x]]^2),x]","\int \frac{e^{\frac{5}{3}+\frac{x-\log \left(x^2\right)}{x}} x+x \log (x)+\left(x \log \left(\frac{5}{x}\right)+e^{\frac{x-\log \left(x^2\right)}{x}} \left(-2 e^{5/3} \log \left(\frac{5}{x}\right)+e^{5/3} \log \left(\frac{5}{x}\right) \log \left(x^2\right)\right)\right) \log \left(\log \left(\frac{5}{x}\right)\right)}{x^2 \log \left(\frac{5}{x}\right) \log ^2\left(\log \left(\frac{5}{x}\right)\right)} \, dx","\frac{e^{\frac{x-\log \left(x^2\right)}{x}+\frac{5}{3}}+\log (x)}{\log \left(\log \left(\frac{5}{x}\right)\right)}",1,"-LogIntegral[Log[5/x]] + E^(8/3)*Defer[Int][(x*(x^2)^(-1 - x^(-1)))/(Log[5/x]*Log[Log[5/x]]^2), x] + Defer[Int][Log[x]/(x*Log[5/x]*Log[Log[5/x]]^2), x] - 2*E^(8/3)*Defer[Int][(x^2)^(-1 - x^(-1))/Log[Log[5/x]], x] + E^(8/3)*Defer[Int][((x^2)^(-1 - x^(-1))*Log[x^2])/Log[Log[5/x]], x]","F",0,0,0,0,-1,"{}"
605,0,0,0,3.7093293,"\int \frac{\exp \left(\frac{-10+\left(2 x^4+\log (x)\right) \log (4 x \log (x))}{2 \log (4 x \log (x))}\right) \left(10+10 \log (x)+\left(1+8 x^4\right) \log (x) \log ^2(4 x \log (x))\right)}{2 x \log (x) \log ^2(4 x \log (x))} \, dx","Int[(E^((-10 + (2*x^4 + Log[x])*Log[4*x*Log[x]])/(2*Log[4*x*Log[x]]))*(10 + 10*Log[x] + (1 + 8*x^4)*Log[x]*Log[4*x*Log[x]]^2))/(2*x*Log[x]*Log[4*x*Log[x]]^2),x]","\int \frac{\exp \left(\frac{-10+\left(2 x^4+\log (x)\right) \log (4 x \log (x))}{2 \log (4 x \log (x))}\right) \left(10+10 \log (x)+\left(1+8 x^4\right) \log (x) \log ^2(4 x \log (x))\right)}{2 x \log (x) \log ^2(4 x \log (x))} \, dx","\sqrt{x} e^{x^4-\frac{5}{\log (4 x \log (x))}}",1,"Defer[Subst][Defer[Int][E^(x^8 - 5/Log[4*x^2*Log[x^2]]), x], x, Sqrt[x]] + 8*Defer[Subst][Defer[Int][E^(x^8 - 5/Log[4*x^2*Log[x^2]])*x^8, x], x, Sqrt[x]] + 10*Defer[Subst][Defer[Int][E^(x^8 - 5/Log[4*x^2*Log[x^2]])/Log[4*x^2*Log[x^2]]^2, x], x, Sqrt[x]] + 10*Defer[Subst][Defer[Int][E^(x^8 - 5/Log[4*x^2*Log[x^2]])/(Log[x^2]*Log[4*x^2*Log[x^2]]^2), x], x, Sqrt[x]]","F",0,0,0,0,-1,"{}"
606,0,0,0,6.7855663,"\int \frac{-4-x+2^x e^{-2+2^x x^{2+x}} x^x \left(6 x+5 x^2+x^3+\left(3 x^2+x^3\right) \log (2 x)\right)}{-3 x-x^2+e^{-2+2^x x^{2+x}} (3+x)+(-3-x) \log (3+x)} \, dx","Int[(-4 - x + 2^x*E^(-2 + 2^x*x^(2 + x))*x^x*(6*x + 5*x^2 + x^3 + (3*x^2 + x^3)*Log[2*x]))/(-3*x - x^2 + E^(-2 + 2^x*x^(2 + x))*(3 + x) + (-3 - x)*Log[3 + x]),x]","\int \frac{-4-x+2^x e^{-2+2^x x^{2+x}} x^x \left(6 x+5 x^2+x^3+\left(3 x^2+x^3\right) \log (2 x)\right)}{-3 x-x^2+e^{-2+2^x x^{2+x}} (3+x)+(-3-x) \log (3+x)} \, dx","\log \left(-e^{2^x x^{x+2}-2}+x+\log (x+3)\right)",1,"-(E^2*Defer[Int][(E^(2^x*x^(2 + x)) - E^2*x - E^2*Log[3 + x])^(-1), x]) + E^2*Defer[Int][(2^(1 + x)*E^(-2 + 2^x*x^(2 + x))*x^(1 + x))/(E^(2^x*x^(2 + x)) - E^2*x - E^2*Log[3 + x]), x] - E^2*Defer[Int][(2^x*E^(-2 + 2^x*x^(2 + x))*x^(2 + x))/(-E^(2^x*x^(2 + x)) + E^2*x + E^2*Log[3 + x]), x] + E^2*Defer[Int][1/((3 + x)*(-E^(2^x*x^(2 + x)) + E^2*x + E^2*Log[3 + x])), x] - E^2*Defer[Int][(2^x*E^(-2 + 2^x*x^(2 + x))*x^(2 + x)*Log[2*x])/(-E^(2^x*x^(2 + x)) + E^2*x + E^2*Log[3 + x]), x]","F",0,0,0,0,-1,"{}"
607,1,3,0,0.0137313,"\int \frac{1}{x \log (x)} \, dx","Int[1/(x*Log[x]),x]","\log (\log (x))","\log (-\log (x))",1,"Log[Log[x]]","A",2,2,8,0.2500,1,"{2302, 29}"
608,1,46,0,0.1565387,"\int \frac{630-172 x+65 x^2+5 x^4+e^x \left(405+90 x^2+5 x^4\right)}{405+90 x^2+5 x^4} \, dx","Int[(630 - 172*x + 65*x^2 + 5*x^4 + E^x*(405 + 90*x^2 + 5*x^4))/(405 + 90*x^2 + 5*x^4),x]","\frac{x}{2 \left(x^2+9\right)}+\frac{86}{5 \left(x^2+9\right)}-\frac{x^3}{2 \left(x^2+9\right)}+\frac{3 x}{2}+e^x","-\frac{2 x^2+(3-x)^2+x+\frac{4}{5}}{x^2+9}+x+e^x",1,"E^x + (3*x)/2 + 86/(5*(9 + x^2)) + x/(2*(9 + x^2)) - x^3/(2*(9 + x^2))","A",12,8,46,0.1739,1,"{28, 6742, 2194, 199, 203, 261, 288, 321}"
609,1,16,0,0.0470248,"\int 4\ 3^{-1-e^4+x} e^{3^{-1-e^4+x} \left(4+2\ 3^{1+e^4-x}\right)} \log (3) \, dx","Int[4*3^(-1 - E^4 + x)*E^(3^(-1 - E^4 + x)*(4 + 2*3^(1 + E^4 - x)))*Log[3],x]","e^{4\ 3^{x-e^4-1}+2}","e^{4\ 3^{x-e^4-1}+2}",1,"E^(2 + 4*3^(-1 - E^4 + x))","A",3,3,41,0.07317,1,"{12, 2282, 2194}"
610,1,22,0,0.2597468,"\int \frac{-9+x+7 x^2-2 x^3+e^x \left(3 x-x^2\right)}{-3 x+x^2} \, dx","Int[(-9 + x + 7*x^2 - 2*x^3 + E^x*(3*x - x^2))/(-3*x + x^2),x]","-x^2+x-e^x+\log (3-x)+3 \log (x)","\log \left(e^{-x^2} (x-3) x^3\right)+x-e^x",1,"-E^x + x - x^2 + Log[3 - x] + 3*Log[x]","A",6,4,36,0.1111,1,"{1593, 6742, 2194, 1620}"
611,0,0,0,6.3593749,"\int \frac{40+e^{-5+x} (-20-10 x)+20 x+\left(-40-40 x+e^{-5+x} \left(20+20 x+10 x^2+5 x^3\right)\right) \log (x)+\log \left(2-e^{-5+x}\right) \left(-20 x-10 x^2+e^{-5+x} \left(10 x+5 x^2\right)+\left(10 x^2-5 e^{-5+x} x^2\right) \log (x)\right)}{\left(-8+4 e^{-5+x}\right) \log ^2(x)+\left(8 x-4 e^{-5+x} x\right) \log \left(2-e^{-5+x}\right) \log ^2(x)+\left(-2 x^2+e^{-5+x} x^2\right) \log ^2\left(2-e^{-5+x}\right) \log ^2(x)} \, dx","Int[(40 + E^(-5 + x)*(-20 - 10*x) + 20*x + (-40 - 40*x + E^(-5 + x)*(20 + 20*x + 10*x^2 + 5*x^3))*Log[x] + Log[2 - E^(-5 + x)]*(-20*x - 10*x^2 + E^(-5 + x)*(10*x + 5*x^2) + (10*x^2 - 5*E^(-5 + x)*x^2)*Log[x]))/((-8 + 4*E^(-5 + x))*Log[x]^2 + (8*x - 4*E^(-5 + x)*x)*Log[2 - E^(-5 + x)]*Log[x]^2 + (-2*x^2 + E^(-5 + x)*x^2)*Log[2 - E^(-5 + x)]^2*Log[x]^2),x]","\int \frac{40+e^{-5+x} (-20-10 x)+20 x+\left(-40-40 x+e^{-5+x} \left(20+20 x+10 x^2+5 x^3\right)\right) \log (x)+\log \left(2-e^{-5+x}\right) \left(-20 x-10 x^2+e^{-5+x} \left(10 x+5 x^2\right)+\left(10 x^2-5 e^{-5+x} x^2\right) \log (x)\right)}{\left(-8+4 e^{-5+x}\right) \log ^2(x)+\left(8 x-4 e^{-5+x} x\right) \log \left(2-e^{-5+x}\right) \log ^2(x)+\left(-2 x^2+e^{-5+x} x^2\right) \log ^2\left(2-e^{-5+x}\right) \log ^2(x)} \, dx","\frac{5 (x+2)}{\left(\frac{2}{x}-\log \left(2-e^{x-5}\right)\right) \log (x)}+4",1,"10*Defer[Int][1/((-2 + x*Log[2 - E^(-5 + x)])*Log[x]^2), x] + 5*Defer[Int][x/((-2 + x*Log[2 - E^(-5 + x)])*Log[x]^2), x] + 20*Defer[Int][1/((-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] + 20*Defer[Int][x/((-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] + 10*Defer[Int][x^2/((-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] + 20*E^5*Defer[Int][x^2/((-2*E^5 + E^x)*(-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] + 5*Defer[Int][x^3/((-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] + 10*E^5*Defer[Int][x^3/((-2*E^5 + E^x)*(-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x] - 5*Defer[Int][(x^2*Log[2 - E^(-5 + x)])/((-2 + x*Log[2 - E^(-5 + x)])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
612,0,0,0,3.5611606,"\int \frac{-2 e^{8+\frac{2 \left(2+3 x-e^x x\right)}{x}} x^3+e^{\frac{2+3 x-e^x x}{x}} \left(-10 e^{4+x} x^2+e^4 (-20+10 x)\right)}{25 x+10 e^{4+\frac{2+3 x-e^x x}{x}} x^3+e^{8+\frac{2 \left(2+3 x-e^x x\right)}{x}} x^5} \, dx","Int[(-2*E^(8 + (2*(2 + 3*x - E^x*x))/x)*x^3 + E^((2 + 3*x - E^x*x)/x)*(-10*E^(4 + x)*x^2 + E^4*(-20 + 10*x)))/(25*x + 10*E^(4 + (2 + 3*x - E^x*x)/x)*x^3 + E^(8 + (2*(2 + 3*x - E^x*x))/x)*x^5),x]","\int \frac{-2 e^{8+\frac{2 \left(2+3 x-e^x x\right)}{x}} x^3+e^{\frac{2+3 x-e^x x}{x}} \left(-10 e^{4+x} x^2+e^4 (-20+10 x)\right)}{25 x+10 e^{4+\frac{2+3 x-e^x x}{x}} x^3+e^{8+\frac{2 \left(2+3 x-e^x x\right)}{x}} x^5} \, dx","\frac{2}{x+\frac{5 e^{-\frac{\left(2-e^x\right) x+x+2}{x}-4}}{x}}",1,"20*Defer[Int][E^(7 + E^x + 2/x)/(5*E^E^x + E^(7 + 2/x)*x^2)^2, x] - 20*Defer[Int][E^(7 + E^x + 2/x)/(x*(5*E^E^x + E^(7 + 2/x)*x^2)^2), x] - 10*Defer[Int][(E^(7 + E^x + 2/x + x)*x)/(5*E^E^x + E^(7 + 2/x)*x^2)^2, x] - 2*Defer[Int][E^(7 + 2/x)/(5*E^E^x + E^(7 + 2/x)*x^2), x]","F",0,0,0,0,-1,"{}"
613,1,13,0,0.0082727,"\int \frac{-3+e^5+x^2}{x^2} \, dx","Int[(-3 + E^5 + x^2)/x^2,x]","x+\frac{3-e^5}{x}","x+\frac{3-e^5}{x}",1,"(3 - E^5)/x + x","A",2,1,12,0.08333,1,"{14}"
614,1,33,0,0.1025505,"\int \frac{-30 e^3 x+e^6 x^4+\left(-15+2 e^3 x^3\right) \log (\log (2))+x^2 \log ^2(\log (2))}{e^6 x^4+2 e^3 x^3 \log (\log (2))+x^2 \log ^2(\log (2))} \, dx","Int[(-30*E^3*x + E^6*x^4 + (-15 + 2*E^3*x^3)*Log[Log[2]] + x^2*Log[Log[2]]^2)/(E^6*x^4 + 2*E^3*x^3*Log[Log[2]] + x^2*Log[Log[2]]^2),x]","x-\frac{15 e^3}{\log (\log (2)) \left(e^3 x+\log (\log (2))\right)}+\frac{15}{x \log (\log (2))}","x-\frac{15 \left(2 x-\frac{1}{e^3 x+\log (\log (2))}\right)}{x}",1,"x + 15/(x*Log[Log[2]]) - (15*E^3)/(Log[Log[2]]*(E^3*x + Log[Log[2]]))","A",4,3,68,0.04412,1,"{1594, 27, 1620}"
615,1,64,0,0.0138106,"\int \frac{-6-12 x-3 x^2+e^4 (6+10 x)}{-6+6 e^4} \, dx","Int[(-6 - 12*x - 3*x^2 + E^4*(6 + 10*x))/(-6 + 6*E^4),x]","\frac{x^3}{6 \left(1-e^4\right)}+\frac{x^2}{1-e^4}+\frac{x}{1-e^4}-\frac{e^4 (5 x+3)^2}{30 \left(1-e^4\right)}","\frac{1}{6} \left(\frac{1}{4} (4 x+4) \left(\frac{x}{1-e^4}+5\right) x+x\right)",1,"x/(1 - E^4) + x^2/(1 - E^4) + x^3/(6*(1 - E^4)) - (E^4*(3 + 5*x)^2)/(30*(1 - E^4))","B",2,1,29,0.03448,1,"{12}"
616,0,0,0,5.5437783,"\int \frac{\left(-1+e^x (1+x)\right) \log \left(e^{-x} \left(1+e^x (-1-x)\right)\right)+\left(\left(-x-e^x x\right) \log (x)+\left(-1+e^x (1+x)\right) \log \left(e^{-x} \left(1+e^x (-1-x)\right)\right) \log (x)\right) \log \left(\frac{3}{\log (x)}\right)}{\left(-1+e^x (1+x)\right) \log ^2\left(e^{-x} \left(1+e^x (-1-x)\right)\right) \log (x) \log ^2\left(\frac{3}{\log (x)}\right)} \, dx","Int[((-1 + E^x*(1 + x))*Log[(1 + E^x*(-1 - x))/E^x] + ((-x - E^x*x)*Log[x] + (-1 + E^x*(1 + x))*Log[(1 + E^x*(-1 - x))/E^x]*Log[x])*Log[3/Log[x]])/((-1 + E^x*(1 + x))*Log[(1 + E^x*(-1 - x))/E^x]^2*Log[x]*Log[3/Log[x]]^2),x]","\int \frac{\left(-1+e^x (1+x)\right) \log \left(e^{-x} \left(1+e^x (-1-x)\right)\right)+\left(\left(-x-e^x x\right) \log (x)+\left(-1+e^x (1+x)\right) \log \left(e^{-x} \left(1+e^x (-1-x)\right)\right) \log (x)\right) \log \left(\frac{3}{\log (x)}\right)}{\left(-1+e^x (1+x)\right) \log ^2\left(e^{-x} \left(1+e^x (-1-x)\right)\right) \log (x) \log ^2\left(\frac{3}{\log (x)}\right)} \, dx","\frac{x}{\log \left(-x+e^{-x}-1\right) \log \left(\frac{3}{\log (x)}\right)}-4",1,"Defer[Int][1/(Log[-1 + E^(-x) - x]*Log[x]*Log[3/Log[x]]^2), x] - Defer[Int][1/(Log[-1 + E^(-x) - x]^2*Log[3/Log[x]]), x] + Defer[Int][1/((1 + x)*Log[-1 + E^(-x) - x]^2*Log[3/Log[x]]), x] - Defer[Int][1/((-1 + E^x + E^x*x)*Log[-1 + E^(-x) - x]^2*Log[3/Log[x]]), x] - Defer[Int][x/((-1 + E^x + E^x*x)*Log[-1 + E^(-x) - x]^2*Log[3/Log[x]]), x] + Defer[Int][1/((1 + x)*(-1 + E^x + E^x*x)*Log[-1 + E^(-x) - x]^2*Log[3/Log[x]]), x] + Defer[Int][1/(Log[-1 + E^(-x) - x]*Log[3/Log[x]]), x]","F",0,0,0,0,-1,"{}"
617,1,27,0,7.0246172,"\int \frac{-12 x^2-4 x^3-2 x^4+e^3 \left(5+12 x+4 x^2+2 x^3\right)+\left(-6 x^2-2 x^3-x^4+e^3 \left(6 x+2 x^2+x^3\right)\right) \log \left(\frac{-e^3+x}{x}\right)+\left(4 x^2+4 x^3+e^3 \left(-4 x-4 x^2\right)+\left(2 x^2+2 x^3+e^3 \left(-2 x-2 x^2\right)\right) \log \left(\frac{-e^3+x}{x}\right)\right) \log \left(8+4 \log \left(\frac{-e^3+x}{x}\right)\right)+\left(2 e^3 x-2 x^2+\left(e^3 x-x^2\right) \log \left(\frac{-e^3+x}{x}\right)\right) \log ^2\left(8+4 \log \left(\frac{-e^3+x}{x}\right)\right)}{-2 x^2-4 x^3-2 x^4+e^3 \left(2 x+4 x^2+2 x^3\right)+\left(-x^2-2 x^3-x^4+e^3 \left(x+2 x^2+x^3\right)\right) \log \left(\frac{-e^3+x}{x}\right)+\left(4 x^2+4 x^3+e^3 \left(-4 x-4 x^2\right)+\left(2 x^2+2 x^3+e^3 \left(-2 x-2 x^2\right)\right) \log \left(\frac{-e^3+x}{x}\right)\right) \log \left(8+4 \log \left(\frac{-e^3+x}{x}\right)\right)+\left(2 e^3 x-2 x^2+\left(e^3 x-x^2\right) \log \left(\frac{-e^3+x}{x}\right)\right) \log ^2\left(8+4 \log \left(\frac{-e^3+x}{x}\right)\right)} \, dx","Int[(-12*x^2 - 4*x^3 - 2*x^4 + E^3*(5 + 12*x + 4*x^2 + 2*x^3) + (-6*x^2 - 2*x^3 - x^4 + E^3*(6*x + 2*x^2 + x^3))*Log[(-E^3 + x)/x] + (4*x^2 + 4*x^3 + E^3*(-4*x - 4*x^2) + (2*x^2 + 2*x^3 + E^3*(-2*x - 2*x^2))*Log[(-E^3 + x)/x])*Log[8 + 4*Log[(-E^3 + x)/x]] + (2*E^3*x - 2*x^2 + (E^3*x - x^2)*Log[(-E^3 + x)/x])*Log[8 + 4*Log[(-E^3 + x)/x]]^2)/(-2*x^2 - 4*x^3 - 2*x^4 + E^3*(2*x + 4*x^2 + 2*x^3) + (-x^2 - 2*x^3 - x^4 + E^3*(x + 2*x^2 + x^3))*Log[(-E^3 + x)/x] + (4*x^2 + 4*x^3 + E^3*(-4*x - 4*x^2) + (2*x^2 + 2*x^3 + E^3*(-2*x - 2*x^2))*Log[(-E^3 + x)/x])*Log[8 + 4*Log[(-E^3 + x)/x]] + (2*E^3*x - 2*x^2 + (E^3*x - x^2)*Log[(-E^3 + x)/x])*Log[8 + 4*Log[(-E^3 + x)/x]]^2),x]","x-\frac{5}{x-\log \left(4 \left(\log \left(1-\frac{e^3}{x}\right)+2\right)\right)+1}","x+\frac{5}{-x+\log \left(4 \left(\log \left(\frac{x-e^3}{x}\right)+2\right)\right)-1}-1",1,"x - 5/(1 + x - Log[4*(2 + Log[1 - E^3/x])])","A",4,3,430,0.006977,1,"{6688, 6742, 6686}"
618,0,0,0,4.5449201,"\int \frac{1-11 x+4 x^2+(-8-8 x) \log (2+2 x)+(-20-20 x) \log ^2(2+2 x)}{-15-4 x+9 x^2-2 x^3+\left(-60-28 x+28 x^2-4 x^3\right) \log (2+2 x)+\left(-60-40 x+20 x^2\right) \log ^2(2+2 x)} \, dx","Int[(1 - 11*x + 4*x^2 + (-8 - 8*x)*Log[2 + 2*x] + (-20 - 20*x)*Log[2 + 2*x]^2)/(-15 - 4*x + 9*x^2 - 2*x^3 + (-60 - 28*x + 28*x^2 - 4*x^3)*Log[2 + 2*x] + (-60 - 40*x + 20*x^2)*Log[2 + 2*x]^2),x]","\int \frac{1-11 x+4 x^2+(-8-8 x) \log (2+2 x)+(-20-20 x) \log ^2(2+2 x)}{-15-4 x+9 x^2-2 x^3+\left(-60-28 x+28 x^2-4 x^3\right) \log (2+2 x)+\left(-60-40 x+20 x^2\right) \log ^2(2+2 x)} \, dx","\log \left(\frac{\frac{x}{\log (2 x+2)+\frac{1}{2}}-5}{x-3}\right)",1,"-4*Defer[Int][1/((1 + Log[4] + 2*Log[1 + x])*(-5 + 2*x - 10*Log[2*(1 + x)])), x] - Defer[Int][1/((-3 + x)*(1 + Log[4] + 2*Log[1 + x])*(-5 + 2*x - 10*Log[2*(1 + x)])), x] + 4*Defer[Int][1/((1 + x)*(1 + Log[4] + 2*Log[1 + x])*(-5 + 2*x - 10*Log[2*(1 + x)])), x] + 8*Defer[Int][Log[2 + 2*x]/((3 - x)*(1 + Log[4] + 2*Log[1 + x])*(5 - 2*x + 10*Log[2*(1 + x)])), x] + 20*Defer[Int][Log[2 + 2*x]^2/((3 - x)*(1 + Log[4] + 2*Log[1 + x])*(5 - 2*x + 10*Log[2*(1 + x)])), x]","F",0,0,0,0,-1,"{}"
619,1,94,0,1.4526798,"\int \frac{588 x-294 x^2+44 x^3-2 x^4+e^{x/2} \left(-1176+854 x-217 x^2+24 x^3-x^4\right)}{-432 x^3+216 x^4-36 x^5+2 x^6} \, dx","Int[(588*x - 294*x^2 + 44*x^3 - 2*x^4 + E^(x/2)*(-1176 + 854*x - 217*x^2 + 24*x^3 - x^4))/(-432*x^3 + 216*x^4 - 36*x^5 + 2*x^6),x]","-\frac{49 e^{x/2}}{36 x^2}-\frac{7 e^{x/2}}{108 x}+\frac{49}{36 x}-\frac{7 e^{x/2}}{108 (6-x)}+\frac{13}{36 (6-x)}-\frac{e^{x/2}}{36 (6-x)^2}+\frac{1}{6 (6-x)^2}","\frac{x-e^{x/2}}{\left(\frac{x}{x-7}+x\right)^2}",1,"1/(6*(6 - x)^2) - E^(x/2)/(36*(6 - x)^2) + 13/(36*(6 - x)) - (7*E^(x/2))/(108*(6 - x)) - (49*E^(x/2))/(36*x^2) + 49/(36*x) - (7*E^(x/2))/(108*x)","B",20,6,71,0.08451,1,"{6688, 12, 6742, 1612, 2177, 2178}"
620,1,62,0,0.0519022,"\int \frac{51 x^5+98 x^6+\left(1920 x^2+2240 x^3+240 x^5+1120 x^6\right) \log (5)+\left(-102400+12800 x^3+3200 x^6\right) \log ^2(5)}{9 x^5} \, dx","Int[(51*x^5 + 98*x^6 + (1920*x^2 + 2240*x^3 + 240*x^5 + 1120*x^6)*Log[5] + (-102400 + 12800*x^3 + 3200*x^6)*Log[5]^2)/(9*x^5),x]","\frac{25600 \log ^2(5)}{9 x^4}+\frac{1}{9} x^2 (7+40 \log (5))^2-\frac{320 \log (5)}{3 x^2}+\frac{1}{3} x (17+80 \log (5))-\frac{320 \log (5) (7+40 \log (5))}{9 x}","\left(-\frac{10}{3} \left(4 \left(\frac{4}{x^2}-x\right) \log (5)-x\right)-x+1\right)^2+x",1,"(-320*Log[5])/(3*x^2) + (25600*Log[5]^2)/(9*x^4) - (320*Log[5]*(7 + 40*Log[5]))/(9*x) + (x^2*(7 + 40*Log[5])^2)/9 + (x*(17 + 80*Log[5]))/3","B",3,2,59,0.03390,1,"{12, 14}"
621,1,70,0,0.1881038,"\int \frac{e^4 x^2+e^{2 x} \left(-16+32 x-16 e^2 x^2+e^4 \left(1-2 x+3 x^2+2 x^3\right)\right) \log ^2(2)}{e^4 x^2} \, dx","Int[(E^4*x^2 + E^(2*x)*(-16 + 32*x - 16*E^2*x^2 + E^4*(1 - 2*x + 3*x^2 + 2*x^3))*Log[2]^2)/(E^4*x^2),x]","x+e^{2 x} x \log ^2(2)-\frac{1}{2} e^{2 x} \log ^2(2)-\frac{1}{2} \left(16-3 e^2\right) e^{2 x-2} \log ^2(2)+\frac{\left(16-e^4\right) e^{2 x-4} \log ^2(2)}{x}","x+\frac{e^{2 x} \left(\left(\frac{4}{e^2}-x\right)^2+x-1\right) \log ^2(2)}{x}",1,"x - (E^(2*x)*Log[2]^2)/2 - (E^(-2 + 2*x)*(16 - 3*E^2)*Log[2]^2)/2 + (E^(-4 + 2*x)*(16 - E^4)*Log[2]^2)/x + E^(2*x)*x*Log[2]^2","B",11,7,57,0.1228,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
622,1,11,0,0.2626294,"\int \frac{4+x^4+\left(4 x+4 x^4+x^5\right) \log (x)}{\left(4 x+x^5\right) \log (x)} \, dx","Int[(4 + x^4 + (4*x + 4*x^4 + x^5)*Log[x])/((4*x + x^5)*Log[x]),x]","\log \left(x^4+4\right)+x+\log (\log (x))","\log \left(\left(x^4+4\right) \log (x)\right)+x",1,"x + Log[4 + x^4] + Log[Log[x]]","A",8,6,34,0.1765,1,"{1593, 6725, 1885, 260, 2302, 29}"
623,0,0,0,1.250568,"\int \frac{-2880-1620 x-225 x^2+\left(-2880-1610 x-225 x^2\right) \log \left(\frac{32 x+9 x^2}{36+10 x}\right)}{\left(576 x^2+322 x^3+45 x^4\right) \log ^2\left(\frac{32 x+9 x^2}{36+10 x}\right)} \, dx","Int[(-2880 - 1620*x - 225*x^2 + (-2880 - 1610*x - 225*x^2)*Log[(32*x + 9*x^2)/(36 + 10*x)])/((576*x^2 + 322*x^3 + 45*x^4)*Log[(32*x + 9*x^2)/(36 + 10*x)]^2),x]","\int \frac{-2880-1620 x-225 x^2+\left(-2880-1610 x-225 x^2\right) \log \left(\frac{32 x+9 x^2}{36+10 x}\right)}{\left(576 x^2+322 x^3+45 x^4\right) \log ^2\left(\frac{32 x+9 x^2}{36+10 x}\right)} \, dx","\frac{5}{x \log \left(\frac{x}{-\frac{x}{x+4}-9}+x\right)}+4",1,"-5*Defer[Int][1/(x^2*Log[(x*(32 + 9*x))/(36 + 10*x)]^2), x] - (5*Defer[Int][1/(x*Log[(x*(32 + 9*x))/(36 + 10*x)]^2), x])/288 - (125*Defer[Int][1/((18 + 5*x)*Log[(x*(32 + 9*x))/(36 + 10*x)]^2), x])/18 + (405*Defer[Int][1/((32 + 9*x)*Log[(x*(32 + 9*x))/(36 + 10*x)]^2), x])/32 - 5*Defer[Int][1/(x^2*Log[(x*(32 + 9*x))/(36 + 10*x)]), x]","F",0,0,0,0,-1,"{}"
624,1,51,0,0.7273224,"\int \frac{4 x+30 x^2+16 x^3+2 x^4+e^x \left(-4+2 x+x^2\right)-x^2 \log (x)}{32 x^2+16 x^3+2 x^4} \, dx","Int[(4*x + 30*x^2 + 16*x^3 + 2*x^4 + E^x*(-4 + 2*x + x^2) - x^2*Log[x])/(32*x^2 + 16*x^3 + 2*x^4),x]","x-\frac{e^x}{8 (x+4)}+\frac{3}{2 (x+4)}+\frac{e^x}{8 x}-\frac{x \log (x)}{8 (x+4)}+\frac{\log (x)}{8}","x+\frac{\frac{e^x}{x}+\log (x)+3}{2 x+8}",1,"E^x/(8*x) + x + 3/(2*(4 + x)) - E^x/(8*(4 + x)) + Log[x]/8 - (x*Log[x])/(8*(4 + x))","B",21,10,57,0.1754,1,"{1594, 27, 12, 6742, 44, 43, 2177, 2178, 2314, 31}"
625,1,43,0,0.0740432,"\int \frac{-320+82 x+16 x^2-3 x^3+\left(128-52 x+8 x^2\right) \log (x)-4 x \log ^2(x)}{x} \, dx","Int[(-320 + 82*x + 16*x^2 - 3*x^3 + (128 - 52*x + 8*x^2)*Log[x] - 4*x*Log[x]^2)/x,x]","-x^3+6 x^2+4 x^2 \log (x)+126 x-4 x \log ^2(x)+64 \log ^2(x)-44 x \log (x)-320 \log (x)","(16-x) \left((x-2 \log (x)+5)^2+9\right)",1,"126*x + 6*x^2 - x^3 - 320*Log[x] - 44*x*Log[x] + 4*x^2*Log[x] + 64*Log[x]^2 - 4*x*Log[x]^2","B",11,6,39,0.1538,1,"{14, 2357, 2295, 2301, 2304, 2296}"
626,1,54,0,0.6066575,"\int \frac{1+2 x^2+2125764 x^3+393660 x^4+5340654 x^5+709344 x^6+4283612 x^7+394200 x^8+1506602 x^9+84636 x^{10}+237168 x^{11}+5832 x^{12}+13122 x^{13}}{x+531441 x^4+78732 x^5+712962 x^6+78840 x^7+357211 x^8+26280 x^9+79218 x^{10}+2916 x^{11}+6561 x^{12}} \, dx","Int[(1 + 2*x^2 + 2125764*x^3 + 393660*x^4 + 5340654*x^5 + 709344*x^6 + 4283612*x^7 + 394200*x^8 + 1506602*x^9 + 84636*x^10 + 237168*x^11 + 5832*x^12 + 13122*x^13)/(x + 531441*x^4 + 78732*x^5 + 712962*x^6 + 78840*x^7 + 357211*x^8 + 26280*x^9 + 79218*x^10 + 2916*x^11 + 6561*x^12),x]","x^2+\log \left(6561 x^{11}+2916 x^{10}+79218 x^9+26280 x^8+357211 x^7+78840 x^6+712962 x^5+78732 x^4+531441 x^3+1\right)+\log (x)","x^2+\log \left(x^4 \left(9 \left(x^2+3\right)+x\right)^4+x\right)",1,"x^2 + Log[x] + Log[1 + 531441*x^3 + 78732*x^4 + 712962*x^5 + 78840*x^6 + 357211*x^7 + 26280*x^8 + 79218*x^9 + 2916*x^10 + 6561*x^11]","B",3,2,112,0.01786,1,"{2074, 1587}"
627,1,20,0,0.0582052,"\int \frac{-1-e^3-6 x+3 x^2}{-x-2 x^2+3 x^3+e^3 \left(-x+x^2\right)} \, dx","Int[(-1 - E^3 - 6*x + 3*x^2)/(-x - 2*x^2 + 3*x^3 + E^3*(-x + x^2)),x]","-\log (1-x)+\log (x)+\log \left(3 x+e^3+1\right)","\log \left(5 e^5 \left(2 x-\left(\frac{4+e^3}{1-x}-1\right) x\right)\right)",1,"-Log[1 - x] + Log[x] + Log[1 + E^3 + 3*x]","A",2,1,43,0.02326,1,"{2074}"
628,0,0,0,5.6045691,"\int \frac{e^{\frac{-1+x^2 \log (2)}{x^2}} \left(8 x-2 x^2-8 x^3+3 x^4+e^{\frac{4}{\log ^2(3)}} \left(-8+2 x+4 x^2-2 x^3\right)\right)}{16 x^6-8 x^7+x^8+e^{\frac{8}{\log ^2(3)}} \left(16 x^4-8 x^5+x^6\right)+e^{\frac{4}{\log ^2(3)}} \left(-32 x^5+16 x^6-2 x^7\right)} \, dx","Int[(E^((-1 + x^2*Log[2])/x^2)*(8*x - 2*x^2 - 8*x^3 + 3*x^4 + E^(4/Log[3]^2)*(-8 + 2*x + 4*x^2 - 2*x^3)))/(16*x^6 - 8*x^7 + x^8 + E^(8/Log[3]^2)*(16*x^4 - 8*x^5 + x^6) + E^(4/Log[3]^2)*(-32*x^5 + 16*x^6 - 2*x^7)),x]","\int \frac{e^{\frac{-1+x^2 \log (2)}{x^2}} \left(8 x-2 x^2-8 x^3+3 x^4+e^{\frac{4}{\log ^2(3)}} \left(-8+2 x+4 x^2-2 x^3\right)\right)}{16 x^6-8 x^7+x^8+e^{\frac{8}{\log ^2(3)}} \left(16 x^4-8 x^5+x^6\right)+e^{\frac{4}{\log ^2(3)}} \left(-32 x^5+16 x^6-2 x^7\right)} \, dx","\frac{2 e^{-\frac{1}{x^2}}}{(x-4) x \left(e^{\frac{4}{\log ^2(3)}}-x\right)}",1,"-1/8*(E^(-x^(-2) - 8/Log[3]^2)*(4 + E^(4/Log[3]^2))) - E^(-x^(-2) - 4/Log[3]^2)/(2*x) + (Sqrt[Pi]*Erf[x^(-1)])/(4*E^(4/Log[3]^2)) + ((16 + 4*E^(4/Log[3]^2) - 7*E^(8/Log[3]^2))*Sqrt[Pi]*Erf[x^(-1)])/(32*E^(12/Log[3]^2)) + ((64 + 16*E^(4/Log[3]^2) + 4*E^(8/Log[3]^2) + E^(12/Log[3]^2))*ExpIntegralEi[-x^(-2)])/(128*E^(16/Log[3]^2)) - (2*Defer[Int][E^(-x^(-2) - 4/Log[3]^2)/(E^(4/Log[3]^2) - x)^2, x])/(4 - E^(4/Log[3]^2)) - (4*Defer[Int][E^(-x^(-2) - 16/Log[3]^2)/(E^(4/Log[3]^2) - x), x])/(4 - E^(4/Log[3]^2)) + Defer[Int][1/(E^x^(-2)*(-4 + x)^2), x]/(2*(4 - E^(4/Log[3]^2))) - Defer[Int][1/(E^x^(-2)*(-4 + x)), x]/(64*(4 - E^(4/Log[3]^2)))","F",0,0,0,0,-1,"{}"
629,-1,0,0,180.0024817,"\int \frac{\exp \left(\frac{1}{\log \left(\frac{4 x-4 e^{2+e^{e^x}+x} x+e^{2 e^{e^x}+2 x} \left(e^4 x-x^2\right)}{4-4 e^{2+e^{e^x}+x}+e^{4+2 e^{e^x}+2 x}}\right)}\right) \left(8-12 e^{2+e^{e^x}+x}+e^{3 e^{e^x}+3 x} \left(-e^6+2 e^2 x\right)+e^{2 e^{e^x}+2 x} \left(6 e^4-4 x-4 x^2-4 e^{e^x+x} x^2\right)\right)}{\left(-8 x+12 e^{2+e^{e^x}+x} x+e^{2 e^{e^x}+2 x} \left(-6 e^4 x+2 x^2\right)+e^{3 e^{e^x}+3 x} \left(e^6 x-e^2 x^2\right)\right) \log ^2\left(\frac{4 x-4 e^{2+e^{e^x}+x} x+e^{2 e^{e^x}+2 x} \left(e^4 x-x^2\right)}{4-4 e^{2+e^{e^x}+x}+e^{4+2 e^{e^x}+2 x}}\right)} \, dx","Int[(E^Log[(4*x - 4*E^(2 + E^E^x + x)*x + E^(2*E^E^x + 2*x)*(E^4*x - x^2))/(4 - 4*E^(2 + E^E^x + x) + E^(4 + 2*E^E^x + 2*x))]^(-1)*(8 - 12*E^(2 + E^E^x + x) + E^(3*E^E^x + 3*x)*(-E^6 + 2*E^2*x) + E^(2*E^E^x + 2*x)*(6*E^4 - 4*x - 4*x^2 - 4*E^(E^x + x)*x^2)))/((-8*x + 12*E^(2 + E^E^x + x)*x + E^(2*E^E^x + 2*x)*(-6*E^4*x + 2*x^2) + E^(3*E^E^x + 3*x)*(E^6*x - E^2*x^2))*Log[(4*x - 4*E^(2 + E^E^x + x)*x + E^(2*E^E^x + 2*x)*(E^4*x - x^2))/(4 - 4*E^(2 + E^E^x + x) + E^(4 + 2*E^E^x + 2*x))]^2),x]","\text{\$Aborted}","e^{\frac{1}{\log \left(x-\frac{x^2}{\left(2 e^{-x-e^{e^x}}-e^2\right)^2}\right)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
630,1,20,0,0.2968499,"\int \frac{4 x^3+8 x^4-8 x^5+e^{\frac{625}{x^2}} \left(-3750+15000 x-15000 x^2\right)}{3 x^3-12 x^4+12 x^5} \, dx","Int[(4*x^3 + 8*x^4 - 8*x^5 + E^(625/x^2)*(-3750 + 15000*x - 15000*x^2))/(3*x^3 - 12*x^4 + 12*x^5),x]","e^{\frac{625}{x^2}}-\frac{2 x}{3}+\frac{1}{1-2 x}","e^{\frac{625}{x^2}}+\frac{2 x}{1-2 x}-\frac{2 x}{3}",1,"E^(625/x^2) + (1 - 2*x)^(-1) - (2*x)/3","A",8,6,53,0.1132,1,"{1594, 27, 12, 6688, 2209, 683}"
631,1,37,0,0.1493349,"\int \frac{2 x^2+12 x^3-4 x^5-24 x^6+2 x^8+12 x^9+e^{e^8} \left(-1+2 x^2+4 x^3+4 x^5\right)}{x^2-2 x^5+x^8} \, dx","Int[(2*x^2 + 12*x^3 - 4*x^5 - 24*x^6 + 2*x^8 + 12*x^9 + E^E^8*(-1 + 2*x^2 + 4*x^3 + 4*x^5))/(x^2 - 2*x^5 + x^8),x]","\frac{e^{e^8} (x+2) x}{1-x^3}+6 x^2+2 x+\frac{e^{e^8}}{x}","\left(2 x^2+1\right) \left(3-\frac{e^{e^8}}{x^4-x}\right)+2 x",1,"E^E^8/x + 2*x + 6*x^2 + (E^E^8*x*(2 + x))/(1 - x^3)","A",6,5,69,0.07246,1,"{1594, 28, 1829, 1586, 14}"
632,0,0,0,0.3000998,"\int \frac{1}{3} \left(-6+3 e^{-e^{\frac{1}{3} \left(3 x-x^2\right)}+\frac{1}{3} \left(3 x-x^2\right)} (-3+2 x)\right) \, dx","Int[(-6 + 3*E^(-E^((3*x - x^2)/3) + (3*x - x^2)/3)*(-3 + 2*x))/3,x]","\int \frac{1}{3} \left(-6+3 e^{-e^{\frac{1}{3} \left(3 x-x^2\right)}+\frac{1}{3} \left(3 x-x^2\right)} (-3+2 x)\right) \, dx","3 e^{-e^{x-\frac{x^2}{3}}}-2 x",1,"-2*x - 3*Defer[Int][E^(-E^(x - x^2/3) + x - x^2/3), x] + 2*Defer[Int][E^(-E^(x - x^2/3) + x - x^2/3)*x, x]","F",0,0,0,0,-1,"{}"
633,1,25,0,0.2490237,"\int \frac{1-2 x+(1-x) \log (16)+(-1+x) \log \left(-\frac{\log (15)}{-1+x}\right)}{-3+4 x-x^2+\left(-3+4 x-x^2\right) \log (16)+\left(-x+x^2\right) \log \left(-\frac{\log (15)}{-1+x}\right)} \, dx","Int[(1 - 2*x + (1 - x)*Log[16] + (-1 + x)*Log[-(Log[15]/(-1 + x))])/(-3 + 4*x - x^2 + (-3 + 4*x - x^2)*Log[16] + (-x + x^2)*Log[-(Log[15]/(-1 + x))]),x]","\log \left(x \log \left(\frac{\log (15)}{1-x}\right)-x (1+\log (16))+3+\log (4096)\right)","\log \left(-x+\frac{x \log \left(\frac{\log (15)}{1-x}\right)}{1+\log (16)}+3\right)",1,"Log[3 - x*(1 + Log[16]) + Log[4096] + x*Log[Log[15]/(1 - x)]]","A",2,2,71,0.02817,1,"{6741, 6684}"
634,0,0,0,50.3162746,"\int \frac{e^{-\frac{x^2}{e^{2 e^x}-e^2 x+2 x^2}} \left(e^{4 e^x}+e^4 x^2-3 e^2 x^3+4 x^4+e^{2 e^x} \left(-2 e^2 x+2 x^2+2 e^x x^3\right)+e^{\frac{x^2}{e^{2 e^x}-e^2 x+2 x^2}} \left(-9 e^{4 e^x} x^2-9 e^4 x^4+36 e^2 x^5-36 x^6+e^{2 e^x} \left(18 e^2 x^3-36 x^4\right)\right)\right)}{e^{4 e^x}+e^4 x^2-4 e^2 x^3+4 x^4+e^{2 e^x} \left(-2 e^2 x+4 x^2\right)} \, dx","Int[(E^(4*E^x) + E^4*x^2 - 3*E^2*x^3 + 4*x^4 + E^(2*E^x)*(-2*E^2*x + 2*x^2 + 2*E^x*x^3) + E^(x^2/(E^(2*E^x) - E^2*x + 2*x^2))*(-9*E^(4*E^x)*x^2 - 9*E^4*x^4 + 36*E^2*x^5 - 36*x^6 + E^(2*E^x)*(18*E^2*x^3 - 36*x^4)))/(E^(x^2/(E^(2*E^x) - E^2*x + 2*x^2))*(E^(4*E^x) + E^4*x^2 - 4*E^2*x^3 + 4*x^4 + E^(2*E^x)*(-2*E^2*x + 4*x^2))),x]","\int \frac{e^{-\frac{x^2}{e^{2 e^x}-e^2 x+2 x^2}} \left(e^{4 e^x}+e^4 x^2-3 e^2 x^3+4 x^4+e^{2 e^x} \left(-2 e^2 x+2 x^2+2 e^x x^3\right)+e^{\frac{x^2}{e^{2 e^x}-e^2 x+2 x^2}} \left(-9 e^{4 e^x} x^2-9 e^4 x^4+36 e^2 x^5-36 x^6+e^{2 e^x} \left(18 e^2 x^3-36 x^4\right)\right)\right)}{e^{4 e^x}+e^4 x^2-4 e^2 x^3+4 x^4+e^{2 e^x} \left(-2 e^2 x+4 x^2\right)} \, dx","e^{-\frac{x}{2 x+\frac{e^{2 e^x}}{x}-e^2}} x-3 x^3",1,"-3*x^3 - 2*Defer[Int][(E^(2 + 2*E^x - x^2/(E^(2*E^x) - E^2*x + 2*x^2))*x)/(-E^(2*E^x) + E^2*x - 2*x^2)^2, x] + Defer[Int][(E^(4 - x^2/(E^(2*E^x) - E^2*x + 2*x^2))*x^2)/(-E^(2*E^x) + E^2*x - 2*x^2)^2, x] - 3*Defer[Int][(E^(2 - x^2/(E^(2*E^x) - E^2*x + 2*x^2))*x^3)/(-E^(2*E^x) + E^2*x - 2*x^2)^2, x] + Defer[Int][E^(4*E^x - x^2/(E^(2*E^x) - E^2*x + 2*x^2))/(E^(2*E^x) - E^2*x + 2*x^2)^2, x] + 2*Defer[Int][(E^(2*E^x - x^2/(E^(2*E^x) - E^2*x + 2*x^2))*x^2)/(E^(2*E^x) - E^2*x + 2*x^2)^2, x] + 2*Defer[Int][(E^(2*E^x + x - x^2/(E^(2*E^x) - E^2*x + 2*x^2))*x^3)/(E^(2*E^x) - E^2*x + 2*x^2)^2, x] + 4*Defer[Int][x^4/(E^(x^2/(E^(2*E^x) - E^2*x + 2*x^2))*(E^(2*E^x) - E^2*x + 2*x^2)^2), x]","F",0,0,0,0,-1,"{}"
635,0,0,0,8.0864992,"\int \frac{e^{-\frac{1+e^x (2-x)-2 x+x^2}{-2+x}} \left(-6+8 x-2 x^2+e^{\frac{1+e^x (2-x)-2 x+x^2}{-2+x}} \left(-4+4 x-x^2\right)+e^x \left(8-8 x+2 x^2\right)\right)}{4-4 x+x^2} \, dx","Int[(-6 + 8*x - 2*x^2 + E^((1 + E^x*(2 - x) - 2*x + x^2)/(-2 + x))*(-4 + 4*x - x^2) + E^x*(8 - 8*x + 2*x^2))/(E^((1 + E^x*(2 - x) - 2*x + x^2)/(-2 + x))*(4 - 4*x + x^2)),x]","\int \frac{e^{-\frac{1+e^x (2-x)-2 x+x^2}{-2+x}} \left(-6+8 x-2 x^2+e^{\frac{1+e^x (2-x)-2 x+x^2}{-2+x}} \left(-4+4 x-x^2\right)+e^x \left(8-8 x+2 x^2\right)\right)}{4-4 x+x^2} \, dx","2 e^{-x+e^x-\frac{5}{5 (x-3)+5}}-x",1,"-x + 2*Defer[Int][E^(E^x + (2 - x)^(-1)), x] - 2*Defer[Int][E^(E^x - (-1 + x)^2/(-2 + x)), x] + 2*Defer[Int][E^(E^x - (-1 + x)^2/(-2 + x))/(-2 + x)^2, x]","F",0,0,0,0,-1,"{}"
636,0,0,0,7.6132961,"\int \frac{e^{\frac{3}{50 x-25 x^3+e^x \left(-10+5 x^2\right)}} \left(-90+135 x^2+e^x \left(18-18 x-9 x^2\right)\right)}{500 x^2-500 x^4+125 x^6+e^{2 x} \left(20-20 x^2+5 x^4\right)+e^x \left(-200 x+200 x^3-50 x^5\right)} \, dx","Int[(E^(3/(50*x - 25*x^3 + E^x*(-10 + 5*x^2)))*(-90 + 135*x^2 + E^x*(18 - 18*x - 9*x^2)))/(500*x^2 - 500*x^4 + 125*x^6 + E^(2*x)*(20 - 20*x^2 + 5*x^4) + E^x*(-200*x + 200*x^3 - 50*x^5)),x]","\int \frac{e^{\frac{3}{50 x-25 x^3+e^x \left(-10+5 x^2\right)}} \left(-90+135 x^2+e^x \left(18-18 x-9 x^2\right)\right)}{500 x^2-500 x^4+125 x^6+e^{2 x} \left(20-20 x^2+5 x^4\right)+e^x \left(-200 x+200 x^3-50 x^5\right)} \, dx","3 e^{\frac{3}{5 \left(5 x-e^x\right) \left(2-x^2\right)}}-4",1,"(9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)^2*(Sqrt[2] - x)), x])/2 - (9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)^2*(Sqrt[2] - x)), x])/(2*Sqrt[2]) + (9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)*(Sqrt[2] - x)), x])/(10*Sqrt[2]) - (9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)^2*(Sqrt[2] + x)), x])/2 - (9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)^2*(Sqrt[2] + x)), x])/(2*Sqrt[2]) + (9*Defer[Int][E^(3/(5*(E^x - 5*x)*(-2 + x^2)))/((E^x - 5*x)*(Sqrt[2] + x)), x])/(10*Sqrt[2]) - (18*Defer[Int][(E^(3/(5*(E^x - 5*x)*(-2 + x^2)))*x)/((E^x - 5*x)*(-2 + x^2)^2), x])/5","F",0,0,0,0,-1,"{}"
637,0,0,0,0.4205524,"\int \frac{-25+140 x-176 x^2+64 x^3+e^{-\frac{x}{-5+4 x}} \left(-25+35 x-16 x^2\right)+\left(25-40 x+16 x^2\right) \log (5)}{25-40 x+16 x^2} \, dx","Int[(-25 + 140*x - 176*x^2 + 64*x^3 + (-25 + 35*x - 16*x^2)/E^(x/(-5 + 4*x)) + (25 - 40*x + 16*x^2)*Log[5])/(25 - 40*x + 16*x^2),x]","\int \frac{-25+140 x-176 x^2+64 x^3+e^{-\frac{x}{-5+4 x}} \left(-25+35 x-16 x^2\right)+\left(25-40 x+16 x^2\right) \log (5)}{25-40 x+16 x^2} \, dx","x \left(2 x-e^{\frac{1}{\frac{5}{x}-4}}-1+\log (5)\right)",1,"(-5*E^(-1/4 + 5/(4*(5 - 4*x))))/4 + 2*x^2 + (5*ExpIntegralEi[5/(4*(5 - 4*x))])/(16*E^(1/4)) - x*(1 - Log[5]) - Defer[Int][E^(x/(5 - 4*x)), x]","F",0,0,0,0,-1,"{}"
638,1,38,0,0.0474865,"\int \frac{-12 x^2-8 x^3+e \left(12 x-4 x^3\right)}{e \left(1+2 x+x^2\right)} \, dx","Int[(-12*x^2 - 8*x^3 + E*(12*x - 4*x^3))/(E*(1 + 2*x + x^2)),x]","-\frac{2 (2+e) x^2}{e}+\frac{4 (1+2 e) x}{e}+\frac{4 (1+2 e)}{e (x+1)}","2 x^2 \left(\frac{2 \left(-2-\frac{1}{e}\right) x}{x+1}+3\right)",1,"(4*(1 + 2*E)*x)/E - (2*(2 + E)*x^2)/E + (4*(1 + 2*E))/(E*(1 + x))","A",4,3,36,0.08333,1,"{12, 27, 1850}"
639,1,69,0,0.2127007,"\int \frac{-36+12 x-2 x^3-16 e^{2 \log ^2\left(\frac{16}{x^2}\right)} x^2 \log \left(\frac{16}{x^2}\right)+e^{\log ^2\left(\frac{16}{x^2}\right)} \left(12 x+\left(48 x-16 x^2\right) \log \left(\frac{16}{x^2}\right)\right)}{x^3} \, dx","Int[(-36 + 12*x - 2*x^3 - 16*E^(2*Log[16/x^2]^2)*x^2*Log[16/x^2] + E^Log[16/x^2]^2*(12*x + (48*x - 16*x^2)*Log[16/x^2]))/x^3,x]","\frac{18}{x^2}+2 e^{2 \log ^2\left(\frac{16}{x^2}\right)}-\frac{4 e^{\log ^2\left(\frac{16}{x^2}\right)} \left(3 \log \left(\frac{16}{x^2}\right)-x \log \left(\frac{16}{x^2}\right)\right)}{x \log \left(\frac{16}{x^2}\right)}-2 x-\frac{12}{x}","2 \left(\left(e^{\log ^2\left(\frac{16}{x^2}\right)}-\frac{3}{x}+1\right)^2-x-1\right)",1,"2*E^(2*Log[16/x^2]^2) + 18/x^2 - 12/x - 2*x - (4*E^Log[16/x^2]^2*(3*Log[16/x^2] - x*Log[16/x^2]))/(x*Log[16/x^2])","B",7,5,68,0.07353,1,"{14, 2276, 2204, 2209, 2288}"
640,0,0,0,10.0621776,"\int \frac{-3 x-2 e x^3+2 x^4+e^{2 x^2} \left(-27-18 e x^2+18 x^3\right)+\left(-8 x^4+16 x^6+e^{2 x^2} \left(36 e x^2-36 x^3\right)+e \left(8 x^3-16 x^5\right)\right) \log \left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(2 e x^3-4 x^4+e^{2 x^2} \left(18 e x^2-36 x^3\right)\right) \log ^2\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(36 e^{2 x^2} x^3+8 x^4-16 x^6\right) \log ^3\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(18 e^{2 x^2} x^3+2 x^4\right) \log ^4\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)}{9 e^{2 x^2} x^2+x^3} \, dx","Int[(-3*x - 2*E*x^3 + 2*x^4 + E^(2*x^2)*(-27 - 18*E*x^2 + 18*x^3) + (-8*x^4 + 16*x^6 + E^(2*x^2)*(36*E*x^2 - 36*x^3) + E*(8*x^3 - 16*x^5))*Log[(9*E^(2*x^2)*x + x^2)/(9*E^(2*x^2))] + (2*E*x^3 - 4*x^4 + E^(2*x^2)*(18*E*x^2 - 36*x^3))*Log[(9*E^(2*x^2)*x + x^2)/(9*E^(2*x^2))]^2 + (36*E^(2*x^2)*x^3 + 8*x^4 - 16*x^6)*Log[(9*E^(2*x^2)*x + x^2)/(9*E^(2*x^2))]^3 + (18*E^(2*x^2)*x^3 + 2*x^4)*Log[(9*E^(2*x^2)*x + x^2)/(9*E^(2*x^2))]^4)/(9*E^(2*x^2)*x^2 + x^3),x]","\int \frac{-3 x-2 e x^3+2 x^4+e^{2 x^2} \left(-27-18 e x^2+18 x^3\right)+\left(-8 x^4+16 x^6+e^{2 x^2} \left(36 e x^2-36 x^3\right)+e \left(8 x^3-16 x^5\right)\right) \log \left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(2 e x^3-4 x^4+e^{2 x^2} \left(18 e x^2-36 x^3\right)\right) \log ^2\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(36 e^{2 x^2} x^3+8 x^4-16 x^6\right) \log ^3\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)+\left(18 e^{2 x^2} x^3+2 x^4\right) \log ^4\left(\frac{1}{9} e^{-2 x^2} \left(9 e^{2 x^2} x+x^2\right)\right)}{9 e^{2 x^2} x^2+x^3} \, dx","\left(-x \log ^2\left(\frac{1}{9} e^{-2 x^2} x^2+x\right)+x-e\right)^2+\frac{3}{x}",1,"3/x - 6*E*x + 2*x^2 + 2*E^2*Log[x] - 2*(E - x)^2*Log[x + x^2/(9*E^(2*x^2))] + 2*E^2*Defer[Int][(9*E^(2*x^2) + x)^(-1), x] - 4*E*Defer[Int][x/(9*E^(2*x^2) + x), x] + 4*E*Log[x + x^2/(9*E^(2*x^2))]*Defer[Int][x/(9*E^(2*x^2) + x), x] + 2*(1 - 4*E^2)*Defer[Int][x^2/(9*E^(2*x^2) + x), x] - 4*Log[x + x^2/(9*E^(2*x^2))]*Defer[Int][x^2/(9*E^(2*x^2) + x), x] + 16*E*Defer[Int][x^3/(9*E^(2*x^2) + x), x] - 16*E*Log[x + x^2/(9*E^(2*x^2))]*Defer[Int][x^3/(9*E^(2*x^2) + x), x] - 8*Defer[Int][x^4/(9*E^(2*x^2) + x), x] + 16*Log[x + x^2/(9*E^(2*x^2))]*Defer[Int][x^4/(9*E^(2*x^2) + x), x] + 2*E*Defer[Int][Log[x + x^2/(9*E^(2*x^2))]^2, x] - 4*Defer[Int][x*Log[x + x^2/(9*E^(2*x^2))]^2, x] + 4*Defer[Int][x*Log[x + x^2/(9*E^(2*x^2))]^3, x] + 4*Defer[Int][(x^2*Log[x + x^2/(9*E^(2*x^2))]^3)/(9*E^(2*x^2) + x), x] - 16*Defer[Int][(x^4*Log[x + x^2/(9*E^(2*x^2))]^3)/(9*E^(2*x^2) + x), x] + 2*Defer[Int][x*Log[x + x^2/(9*E^(2*x^2))]^4, x] - 4*E*Defer[Int][Defer[Int][x/(9*E^(2*x^2) + x), x]/x, x] - 4*E*Defer[Int][Defer[Int][x/(9*E^(2*x^2) + x), x]/(9*E^(2*x^2) + x), x] + 16*E*Defer[Int][(x^2*Defer[Int][x/(9*E^(2*x^2) + x), x])/(9*E^(2*x^2) + x), x] + 4*Defer[Int][Defer[Int][x^2/(9*E^(2*x^2) + x), x]/x, x] + 4*Defer[Int][Defer[Int][x^2/(9*E^(2*x^2) + x), x]/(9*E^(2*x^2) + x), x] - 16*Defer[Int][(x^2*Defer[Int][x^2/(9*E^(2*x^2) + x), x])/(9*E^(2*x^2) + x), x] + 16*E*Defer[Int][Defer[Int][x^3/(9*E^(2*x^2) + x), x]/x, x] + 16*E*Defer[Int][Defer[Int][x^3/(9*E^(2*x^2) + x), x]/(9*E^(2*x^2) + x), x] - 64*E*Defer[Int][(x^2*Defer[Int][x^3/(9*E^(2*x^2) + x), x])/(9*E^(2*x^2) + x), x] - 16*Defer[Int][Defer[Int][x^4/(9*E^(2*x^2) + x), x]/x, x] - 16*Defer[Int][Defer[Int][x^4/(9*E^(2*x^2) + x), x]/(9*E^(2*x^2) + x), x] + 64*Defer[Int][(x^2*Defer[Int][x^4/(9*E^(2*x^2) + x), x])/(9*E^(2*x^2) + x), x]","F",0,0,0,0,-1,"{}"
641,0,0,0,1.3328338,"\int \frac{(4-12 x) \log (4)+x^{x^2} \left(\left(2-8 x^2\right) \log (4)-16 x^2 \log (4) \log (x)\right)}{32+160 x+320 x^2+320 x^3+160 x^4+32 x^5+x^{5 x^2}+x^{4 x^2} (10+10 x)+x^{3 x^2} \left(40+80 x+40 x^2\right)+x^{2 x^2} \left(80+240 x+240 x^2+80 x^3\right)+x^{x^2} \left(80+320 x+480 x^2+320 x^3+80 x^4\right)} \, dx","Int[((4 - 12*x)*Log[4] + x^x^2*((2 - 8*x^2)*Log[4] - 16*x^2*Log[4]*Log[x]))/(32 + 160*x + 320*x^2 + 320*x^3 + 160*x^4 + 32*x^5 + x^(5*x^2) + x^(4*x^2)*(10 + 10*x) + x^(3*x^2)*(40 + 80*x + 40*x^2) + x^(2*x^2)*(80 + 240*x + 240*x^2 + 80*x^3) + x^x^2*(80 + 320*x + 480*x^2 + 320*x^3 + 80*x^4)),x]","\int \frac{(4-12 x) \log (4)+x^{x^2} \left(\left(2-8 x^2\right) \log (4)-16 x^2 \log (4) \log (x)\right)}{32+160 x+320 x^2+320 x^3+160 x^4+32 x^5+x^{5 x^2}+x^{4 x^2} (10+10 x)+x^{3 x^2} \left(40+80 x+40 x^2\right)+x^{2 x^2} \left(80+240 x+240 x^2+80 x^3\right)+x^{x^2} \left(80+320 x+480 x^2+320 x^3+80 x^4\right)} \, dx","\frac{2 x \log (4)}{\left(x^{x^2}+2 x+2\right)^4}",1,"-16*Log[4]*Defer[Int][x/(2 + 2*x + x^x^2)^5, x] + 16*Log[4]*Defer[Int][x^2/(2 + 2*x + x^x^2)^5, x] + 32*Log[4]*Log[x]*Defer[Int][x^2/(2 + 2*x + x^x^2)^5, x] + 16*Log[4]*Defer[Int][x^3/(2 + 2*x + x^x^2)^5, x] + 32*Log[4]*Log[x]*Defer[Int][x^3/(2 + 2*x + x^x^2)^5, x] + 2*Log[4]*Defer[Int][(2 + 2*x + x^x^2)^(-4), x] - 8*Log[4]*Defer[Int][x^2/(2 + 2*x + x^x^2)^4, x] - 16*Log[4]*Log[x]*Defer[Int][x^2/(2 + 2*x + x^x^2)^4, x] - 32*Log[4]*Defer[Int][Defer[Int][x^2/(2 + 2*x + x^x^2)^5, x]/x, x] - 32*Log[4]*Defer[Int][Defer[Int][x^3/(2 + 2*x + x^x^2)^5, x]/x, x] + 16*Log[4]*Defer[Int][Defer[Int][x^2/(2 + 2*x + x^x^2)^4, x]/x, x]","F",0,0,0,0,-1,"{}"
642,1,21,0,0.010281,"\int \frac{1}{2} \left(-45+4 x-\log ^2(3)-2 \log (x)\right) \, dx","Int[(-45 + 4*x - Log[3]^2 - 2*Log[x])/2,x]","x^2+x-\frac{1}{2} x \left(45+\log ^2(3)\right)-x \log (x)","x \left(x-\log (x)-20+\frac{1}{2} \left(-3-\log ^2(3)\right)\right)",1,"x + x^2 - (x*(45 + Log[3]^2))/2 - x*Log[x]","A",3,2,19,0.1053,1,"{12, 2295}"
643,0,0,0,1.7991015,"\int \frac{4+4 x^2+x^4+e^x \left(-4-4 x+2 x^2-2 x^3\right)+e^{e^x} \left(e^{2 x} \left(4 x+2 x^3\right)+e^x \left(4+4 x-2 x^2+2 x^3\right)\right)}{4+4 x^2+x^4} \, dx","Int[(4 + 4*x^2 + x^4 + E^x*(-4 - 4*x + 2*x^2 - 2*x^3) + E^E^x*(E^(2*x)*(4*x + 2*x^3) + E^x*(4 + 4*x - 2*x^2 + 2*x^3)))/(4 + 4*x^2 + x^4),x]","\int \frac{4+4 x^2+x^4+e^x \left(-4-4 x+2 x^2-2 x^3\right)+e^{e^x} \left(e^{2 x} \left(4 x+2 x^3\right)+e^x \left(4+4 x-2 x^2+2 x^3\right)\right)}{4+4 x^2+x^4} \, dx","-\frac{2 e^x \left(1-e^{e^x}\right)}{x+\frac{2}{x}}+x-e^4",1,"x - (2*E^x*(2*x + x^3))/(2 + x^2)^2 - Defer[Int][E^(E^x + x)/(I*Sqrt[2] - x)^2, x] + (I*Defer[Int][E^(E^x + x)/(I*Sqrt[2] - x), x])/Sqrt[2] - ((2 + I*Sqrt[2])*Defer[Int][E^(E^x + x)/(I*Sqrt[2] - x), x])/2 - Defer[Int][E^(E^x + 2*x)/(I*Sqrt[2] - x), x] - Defer[Int][E^(E^x + x)/(I*Sqrt[2] + x)^2, x] + (I*Defer[Int][E^(E^x + x)/(I*Sqrt[2] + x), x])/Sqrt[2] + ((2 - I*Sqrt[2])*Defer[Int][E^(E^x + x)/(I*Sqrt[2] + x), x])/2 + Defer[Int][E^(E^x + 2*x)/(I*Sqrt[2] + x), x]","F",0,0,0,0,-1,"{}"
644,1,167,0,0.3007354,"\int \left(9378906250 x^9+e^{6+2 x^2} \left(7503125000 x^7+3751562500 x^9\right)+e^{3+x^2} \left(-16882031250 x^8-3751562500 x^{10}\right)\right) \, dx","Int[9378906250*x^9 + E^(6 + 2*x^2)*(7503125000*x^7 + 3751562500*x^9) + E^(3 + x^2)*(-16882031250*x^8 - 3751562500*x^10),x]","-\frac{886306640625}{16} e^3 \sqrt{\pi } \text{erfi}(x)+937890625 x^{10}+2813671875 e^{2 x^2+6} x^2+\frac{886306640625}{8} e^{x^2+3} x-\frac{2813671875}{2} e^{2 x^2+6}+\frac{937890625}{16} e^6 \Gamma \left(5,-2 x^2\right)+\frac{1875781250 e^3 x^{11} \Gamma \left(\frac{11}{2},-x^2\right)}{\left(-x^2\right)^{11/2}}-8441015625 e^{x^2+3} x^7+1875781250 e^{2 x^2+6} x^6+\frac{59087109375}{2} e^{x^2+3} x^5-2813671875 e^{2 x^2+6} x^4-\frac{295435546875}{4} e^{x^2+3} x^3","937890625 x^8 \left(x-e^{x^2+3}\right)^2",1,"(-2813671875*E^(6 + 2*x^2))/2 + (886306640625*E^(3 + x^2)*x)/8 + 2813671875*E^(6 + 2*x^2)*x^2 - (295435546875*E^(3 + x^2)*x^3)/4 - 2813671875*E^(6 + 2*x^2)*x^4 + (59087109375*E^(3 + x^2)*x^5)/2 + 1875781250*E^(6 + 2*x^2)*x^6 - 8441015625*E^(3 + x^2)*x^7 + 937890625*x^10 - (886306640625*E^3*Sqrt[Pi]*Erfi[x])/16 + (937890625*E^6*Gamma[5, -2*x^2])/16 + (1875781250*E^3*x^11*Gamma[11/2, -x^2])/(-x^2)^(11/2)","C",18,6,46,0.1304,1,"{1593, 2226, 2212, 2209, 2218, 2204}"
645,0,0,0,1.8923003,"\int \frac{(-24-12 x) \log ^2(5)+e^x \left(32+4 x-4 x^2\right) \log ^2(5)}{9 x^3+6 x^4+x^5+e^{2 x} \left(16 x^3-8 x^4+x^5\right)+e^x \left(-24 x^3-2 x^4+2 x^5\right)} \, dx","Int[((-24 - 12*x)*Log[5]^2 + E^x*(32 + 4*x - 4*x^2)*Log[5]^2)/(9*x^3 + 6*x^4 + x^5 + E^(2*x)*(16*x^3 - 8*x^4 + x^5) + E^x*(-24*x^3 - 2*x^4 + 2*x^5)),x]","\int \frac{(-24-12 x) \log ^2(5)+e^x \left(32+4 x-4 x^2\right) \log ^2(5)}{9 x^3+6 x^4+x^5+e^{2 x} \left(16 x^3-8 x^4+x^5\right)+e^x \left(-24 x^3-2 x^4+2 x^5\right)} \, dx","\frac{4 \log ^2(5)}{x^2 \left(-e^x (4-x)+x+3\right)}",1,"(7*Log[5]^2*Defer[Int][1/((-4 + x)*(3 - 4*E^x + x + E^x*x)^2), x])/4 + 5*Log[5]^2*Defer[Int][1/(x^2*(3 - 4*E^x + x + E^x*x)^2), x] + (9*Log[5]^2*Defer[Int][1/(x*(3 - 4*E^x + x + E^x*x)^2), x])/4 - (Log[5]^2*Defer[Int][1/((-4 + x)*(3 - 4*E^x + x + E^x*x)), x])/4 - 8*Log[5]^2*Defer[Int][1/(x^3*(3 - 4*E^x + x + E^x*x)), x] - 3*Log[5]^2*Defer[Int][1/(x^2*(3 - 4*E^x + x + E^x*x)), x] + (Log[5]^2*Defer[Int][1/(x*(3 - 4*E^x + x + E^x*x)), x])/4","F",0,0,0,0,-1,"{}"
646,1,20,0,0.195682,"\int \frac{1}{3} e^{22-2 e^{e^{\frac{1}{3} (-6-2 x)}}+x^2} \left(4 e^{e^{\frac{1}{3} (-6-2 x)}+\frac{1}{3} (-6-2 x)}+6 x\right) \, dx","Int[(E^(22 - 2*E^E^((-6 - 2*x)/3) + x^2)*(4*E^(E^((-6 - 2*x)/3) + (-6 - 2*x)/3) + 6*x))/3,x]","e^{x^2-2 e^{e^{-\frac{2}{3} (x+3)}}+22}","e^{x^2-2 e^{e^{-\frac{2}{3} (x+3)}}+22}",1,"E^(22 - 2*E^E^((-2*(3 + x))/3) + x^2)","A",2,2,55,0.03636,1,"{12, 6706}"
647,1,19,0,0.0119001,"\int \frac{-30-3 x^3+e \left(10+x^3\right)}{x^3} \, dx","Int[(-30 - 3*x^3 + E*(10 + x^3))/x^3,x]","\frac{5 (3-e)}{x^2}-(3-e) x","(e-3) \left(-\frac{5}{x^2}+x-5\right)",1,"(5*(3 - E))/x^2 - (3 - E)*x","A",2,1,18,0.05556,1,"{14}"
648,1,75,0,0.0812774,"\int \left(-12+e^x \left(-14+e^5 (-2-2 x)\right)-2 x-4 e^5 x+4 e^{x^4} x^3+\left(e^x (-2-2 x)-4 x\right) \log (x)\right) \, dx","Int[-12 + E^x*(-14 + E^5*(-2 - 2*x)) - 2*x - 4*E^5*x + 4*E^x^4*x^3 + (E^x*(-2 - 2*x) - 4*x)*Log[x],x]","e^{x^4}-\left(1+2 e^5\right) x^2+x^2-2 x^2 \log (x)-12 x+2 e^x+2 e^{x+5}-2 e^x \left(e^5 x+e^5+7\right)+2 e^x \log (x)-2 e^x (x+1) \log (x)","e^{x^4}-4 \left(x+e^x\right) \left(\frac{1}{2} x \left(\log (x)+e^5\right)+3\right)+4",1,"2*E^x + E^x^4 + 2*E^(5 + x) - 12*x + x^2 - (1 + 2*E^5)*x^2 - 2*E^x*(7 + E^5 + E^5*x) + 2*E^x*Log[x] - 2*x^2*Log[x] - 2*E^x*(1 + x)*Log[x]","B",10,7,52,0.1346,1,"{6, 2187, 2176, 2194, 2209, 2554, 12}"
649,0,0,0,15.5515977,"\int \frac{16+6 e^{6-x-x^2} x-e^{12-2 x-2 x^2} x^2+\left(10+4 x+e^{6-x-x^2} \left(7 x^2+10 x^3\right)\right) \log \left(x^2\right)-x^2 \log ^2\left(x^2\right)}{4+4 e^{6-x-x^2} x+e^{12-2 x-2 x^2} x^2+\left(-4 x-2 e^{6-x-x^2} x^2\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","Int[(16 + 6*E^(6 - x - x^2)*x - E^(12 - 2*x - 2*x^2)*x^2 + (10 + 4*x + E^(6 - x - x^2)*(7*x^2 + 10*x^3))*Log[x^2] - x^2*Log[x^2]^2)/(4 + 4*E^(6 - x - x^2)*x + E^(12 - 2*x - 2*x^2)*x^2 + (-4*x - 2*E^(6 - x - x^2)*x^2)*Log[x^2] + x^2*Log[x^2]^2),x]","\int \frac{16+6 e^{6-x-x^2} x-e^{12-2 x-2 x^2} x^2+\left(10+4 x+e^{6-x-x^2} \left(7 x^2+10 x^3\right)\right) \log \left(x^2\right)-x^2 \log ^2\left(x^2\right)}{4+4 e^{6-x-x^2} x+e^{12-2 x-2 x^2} x^2+\left(-4 x-2 e^{6-x-x^2} x^2\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","\frac{5 x}{\frac{e^{-x^2-x+6} x+2}{\log \left(x^2\right)}-x}-x",1,"-x - (5*E^(-6 - x - x^2 + 2*x*(1 + x))*(x*Log[x^2] + 2*x^2*Log[x^2]))/(x*(1 - 2*(1 + x))) + 10*Defer[Int][(E^(2*x*(1 + x))*Log[x^2])/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2])^2, x] - 20*Defer[Int][(E^(2*x*(1 + x))*x^2*Log[x^2])/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2])^2, x] + 5*Defer[Int][(E^(2*x*(1 + x))*x^2*Log[x^2]^2)/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2])^2, x] + 10*Defer[Int][(E^(2*x*(1 + x))*x^3*Log[x^2]^2)/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2])^2, x] + 20*Defer[Int][E^(-6 + 2*x + 2*x^2)/(x*(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2])), x] + 20*Defer[Int][(E^(-6 + 2*x + 2*x^2)*x*Log[x^2])/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2]), x] - 5*Defer[Int][(E^(-6 + 2*x + 2*x^2)*x*Log[x^2]^2)/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2]), x] - 10*Defer[Int][(E^(-6 + 2*x + 2*x^2)*x^2*Log[x^2]^2)/(-2*E^(x + x^2) - E^6*x + E^(x + x^2)*x*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
650,1,6,0,0.0009982,"\int 2 e^6 \, dx","Int[2*E^6,x]","2 e^6 x","e^6 \left(2 x-2 \log \left(\log \left(2+e^2\right)\right)\right)-\frac{7}{3}",1,"2*E^6*x","A",1,1,5,0.2000,1,"{8}"
651,1,21,0,0.29024,"\int \frac{e^{-x} \left(e^x (5+x)+\left(6+2 e^x\right) \log (x)-3 x \log ^2(x)\right)}{x} \, dx","Int[(E^x*(5 + x) + (6 + 2*E^x)*Log[x] - 3*x*Log[x]^2)/(E^x*x),x]","x+3 e^{-x} \log ^2(x)+\log ^2(x)+5 \log (x)","x+\left(3 e^{-x}+1\right) \log ^2(x)+5 \log (3 x)-5",1,"x + 5*Log[x] + Log[x]^2 + (3*Log[x]^2)/E^x","A",8,5,34,0.1471,1,"{6742, 14, 43, 2301, 2202}"
652,1,20,0,3.6454646,"\int \frac{-x-98 x^2+e^x \left(-28 x^2-14 x^3\right)+e^{2 x} \left(-2 x^2-2 x^3\right)+\left(3+x+49 x^2+14 e^x x^2+e^{2 x} x^2\right) \log \left(3+x+49 x^2+14 e^x x^2+e^{2 x} x^2\right)}{3 x^2+x^3+49 x^4+14 e^x x^4+e^{2 x} x^4} \, dx","Int[(-x - 98*x^2 + E^x*(-28*x^2 - 14*x^3) + E^(2*x)*(-2*x^2 - 2*x^3) + (3 + x + 49*x^2 + 14*E^x*x^2 + E^(2*x)*x^2)*Log[3 + x + 49*x^2 + 14*E^x*x^2 + E^(2*x)*x^2])/(3*x^2 + x^3 + 49*x^4 + 14*E^x*x^4 + E^(2*x)*x^4),x]","-\frac{\log \left(\left(e^x+7\right)^2 x^2+x+3\right)}{x}","\frac{x-\log \left(\left(e^x+7\right)^2 x^2+x+3\right)}{x}",1,"-(Log[3 + x + (7 + E^x)^2*x^2]/x)","A",28,5,127,0.03937,1,"{6688, 14, 6742, 43, 2551}"
653,1,25,0,0.036638,"\int 2 \exp \left(e^{\frac{1}{81} \left(812+162 x-36 \log (4)+162 \log ^2(4)\right)}+\frac{1}{81} \left(812+162 x-36 \log (4)+162 \log ^2(4)\right)\right) \, dx","Int[2*E^(E^((812 + 162*x - 36*Log[4] + 162*Log[4]^2)/81) + (812 + 162*x - 36*Log[4] + 162*Log[4]^2)/81),x]","e^{\frac{e^{\frac{2}{81} \left(81 x+406+81 \log ^2(4)\right)}}{2^{8/9}}}","e^{e^{-2 \left(-x-5-\left(\frac{1}{9}-\log (4)\right)^2\right)}}",1,"E^(E^((2*(406 + 81*x + 81*Log[4]^2))/81)/2^(8/9))","A",3,3,45,0.06667,1,"{12, 2282, 2194}"
654,1,21,0,0.6456007,"\int \frac{-2+e^{-4+x+x^2} \left(-2 x-4 x^2\right)}{-5 e^{-4+x+x^2} x-5 x \log (x)+\left(2 e^{-4+x+x^2} x+2 x \log (x)\right) \log \left(4 e^{-4+x+x^2}+4 \log (x)\right)} \, dx","Int[(-2 + E^(-4 + x + x^2)*(-2*x - 4*x^2))/(-5*E^(-4 + x + x^2)*x - 5*x*Log[x] + (2*E^(-4 + x + x^2)*x + 2*x*Log[x])*Log[4*E^(-4 + x + x^2) + 4*Log[x]]),x]","-\log \left(5-2 \log \left(4 \left(e^{x^2+x-4}+\log (x)\right)\right)\right)","5-\log \left(\log \left(4 \left(e^{x^2+x-4}+\log (x)\right)\right)-\frac{5}{2}\right)",1,"-Log[5 - 2*Log[4*(E^(-4 + x + x^2) + Log[x])]]","A",3,3,74,0.04054,1,"{6741, 12, 6684}"
655,1,14,0,0.1820281,"\int \frac{9}{4} e^{-2+e^4 x} \left(-\frac{16}{e^4}-4 x\right) x^3 \, dx","Int[(9*E^(-2 + E^4*x)*(-16/E^4 - 4*x)*x^3)/4,x]","-9 e^{e^4 x-6} x^4","2-9 e^{e^4 x-6} x^4",1,"-9*E^(-6 + E^4*x)*x^4","A",12,4,25,0.1600,1,"{12, 2196, 2176, 2194}"
656,1,156,0,0.5145982,"\int \frac{-312+72 x+\left(108 x-24 x^2\right) \log (5)+\left(-9 x^2+2 x^3\right) \log ^2(5)+e^x \left(6+6 x-x^2 \log (5)\right)}{36-12 x \log (5)+x^2 \log ^2(5)} \, dx","Int[(-312 + 72*x + (108*x - 24*x^2)*Log[5] + (-9*x^2 + 2*x^3)*Log[5]^2 + E^x*(6 + 6*x - x^2*Log[5]))/(36 - 12*x*Log[5] + x^2*Log[5]^2),x]","x^2-\frac{36 (8-\log (125)) \log (6-x \log (5))}{\log ^2(5)}+\frac{108 (2-\log (5)) \log (6-x \log (5))}{\log ^2(5)}+\frac{72 \log (6-x \log (5))}{\log ^2(5)}+\frac{432}{\log ^2(5) (6-x \log (5))}-\frac{108 (4-\log (125))}{\log ^2(5) (6-x \log (5))}+\frac{3 x (8-\log (125))}{\log (5)}-\frac{24 x}{\log (5)}+\frac{6 e^x}{\log (5) (6-x \log (5))}-\frac{312}{\log (5) (6-x \log (5))}-\frac{e^x}{\log (5)}","(x-10) x+x+\frac{e^x+2}{\frac{6}{x}-\log (5)}",1,"x^2 - E^x/Log[5] - (24*x)/Log[5] + 432/(Log[5]^2*(6 - x*Log[5])) - 312/(Log[5]*(6 - x*Log[5])) + (6*E^x)/(Log[5]*(6 - x*Log[5])) - (108*(4 - Log[125]))/(Log[5]^2*(6 - x*Log[5])) + (3*x*(8 - Log[125]))/Log[5] + (72*Log[6 - x*Log[5]])/Log[5]^2 + (108*(2 - Log[5])*Log[6 - x*Log[5]])/Log[5]^2 - (36*(8 - Log[125])*Log[6 - x*Log[5]])/Log[5]^2","B",15,8,67,0.1194,1,"{27, 6742, 43, 77, 2199, 2194, 2177, 2178}"
657,1,9,0,0.0028703,"\int \left(-10-2 e^x\right) \, dx","Int[-10 - 2*E^x,x]","-10 x-2 e^x","\frac{2 x-2 x \left(5 x+e^x\right)}{x}",1,"-2*E^x - 10*x","A",2,1,7,0.1429,1,"{2194}"
658,0,0,0,1.5224034,"\int \frac{e^{\frac{-2-4 x-x^2+4 x^3+x^4}{-1+x^2}} \left(4+6 x-8 x^2-4 x^3+4 x^4+2 x^5\right)}{1-2 x^2+x^4} \, dx","Int[(E^((-2 - 4*x - x^2 + 4*x^3 + x^4)/(-1 + x^2))*(4 + 6*x - 8*x^2 - 4*x^3 + 4*x^4 + 2*x^5))/(1 - 2*x^2 + x^4),x]","\int \frac{e^{\frac{-2-4 x-x^2+4 x^3+x^4}{-1+x^2}} \left(4+6 x-8 x^2-4 x^3+4 x^4+2 x^5\right)}{1-2 x^2+x^4} \, dx","e^{\frac{2}{1-x^2}+(x+2)^2-4}",1,"4*Defer[Int][E^((-2 - 4*x - x^2 + 4*x^3 + x^4)/(-1 + x^2)), x] + Defer[Int][E^((-2 - 4*x - x^2 + 4*x^3 + x^4)/(-1 + x^2))/(-1 + x)^2, x] + 2*Defer[Int][E^((-2 - 4*x - x^2 + 4*x^3 + x^4)/(-1 + x^2))*x, x] - Defer[Int][E^((-2 - 4*x - x^2 + 4*x^3 + x^4)/(-1 + x^2))/(1 + x)^2, x]","F",0,0,0,0,-1,"{}"
659,1,87,0,0.8823641,"\int \frac{\exp \left(-1-\log ^2(4)-(-2-2 \log (4)) \log \left(x^2\right)-\log ^2\left(x^2\right)\right) \left(15-21 x+3 x^2+\left(12-20 x+4 x^2\right) \log (4)+(4 x+4 x \log (4)) \log (x)+\left(-12+20 x-4 x^2-4 x \log (x)\right) \log \left(x^2\right)\right)}{16 \left(18-60 x+62 x^2-20 x^3+2 x^4+\left(12 x-20 x^2+4 x^3\right) \log (x)+2 x^2 \log ^2(x)\right)} \, dx","Int[(E^(-1 - Log[4]^2 - (-2 - 2*Log[4])*Log[x^2] - Log[x^2]^2)*(15 - 21*x + 3*x^2 + (12 - 20*x + 4*x^2)*Log[4] + (4*x + 4*x*Log[4])*Log[x] + (-12 + 20*x - 4*x^2 - 4*x*Log[x])*Log[x^2]))/(16*(18 - 60*x + 62*x^2 - 20*x^3 + 2*x^4 + (12*x - 20*x^2 + 4*x^3)*Log[x] + 2*x^2*Log[x]^2)),x]","\frac{x^5 e^{-\log ^2\left(x^2\right)-1-\log ^2(4)} \left(x^2\right)^{\log (16)} \left(x^2-5 x+x \log (x)+3\right)}{32 \left(x^4-10 x^3+31 x^2+x^2 \log ^2(x)+2 \left(x^3-5 x^2+3 x\right) \log (x)-30 x+9\right)}","\frac{e^{-\left(-\log \left(x^2\right)+1+\log (4)\right)^2}}{2 \left(x+\frac{3}{x}+\log (x)-5\right)}",1,"(E^(-1 - Log[4]^2 - Log[x^2]^2)*x^5*(x^2)^Log[16]*(3 - 5*x + x^2 + x*Log[x]))/(32*(9 - 30*x + 31*x^2 - 10*x^3 + x^4 + 2*(3*x - 5*x^2 + x^3)*Log[x] + x^2*Log[x]^2))","B",4,4,137,0.02920,1,"{12, 2274, 15, 2288}"
660,1,19,0,0.0069101,"\int \frac{1}{3} \left(11+3 e^{16+x}-6 x+9 x^2\right) \, dx","Int[(11 + 3*E^(16 + x) - 6*x + 9*x^2)/3,x]","x^3-x^2+\frac{11 x}{3}+e^{x+16}","\left(x^2-x+4\right) x-\frac{x}{3}+e^{x+16}",1,"E^(16 + x) + (11*x)/3 - x^2 + x^3","A",3,2,21,0.09524,1,"{12, 2194}"
661,0,0,0,0.3465112,"\int \frac{9+e^x (96-144 x)}{512 e^{2 x}+e^x (16-144 x)-3 x+9 x^2} \, dx","Int[(9 + E^x*(96 - 144*x))/(512*E^(2*x) + E^x*(16 - 144*x) - 3*x + 9*x^2),x]","\int \frac{9+e^x (96-144 x)}{512 e^{2 x}+e^x (16-144 x)-3 x+9 x^2} \, dx","3 \log \left(2-\frac{\frac{1}{x}+3}{3-\frac{16 e^x}{x}}\right)+3",1,"9*Defer[Int][(16*E^x - 3*x)^(-1), x] - 12*Defer[Int][(1 + 32*E^x - 3*x)^(-1), x] + 9*Defer[Int][x/(1 + 32*E^x - 3*x), x] + 9*Defer[Int][x/(-16*E^x + 3*x), x]","F",0,0,0,0,-1,"{}"
662,0,0,0,0.4070779,"\int \frac{e^{1+2 x} (1-2 x)+2 e^{2 x} \log (x)+e^{2 x} (-1+2 x) \log ^2(x)}{8 x^2} \, dx","Int[(E^(1 + 2*x)*(1 - 2*x) + 2*E^(2*x)*Log[x] + E^(2*x)*(-1 + 2*x)*Log[x]^2)/(8*x^2),x]","\int \frac{e^{1+2 x} (1-2 x)+2 e^{2 x} \log (x)+e^{2 x} (-1+2 x) \log ^2(x)}{8 x^2} \, dx","\frac{e^{2 x} \left(\log ^2(x)-e\right)}{8 x}",1,"-1/4*E^(2*x)/x - E^(1 + 2*x)/(8*x) + ExpIntegralEi[2*x]/2 - x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 2*x] - Log[-2*x]^2/4 - (EulerGamma*Log[x])/2 - (E^(2*x)*Log[x])/(4*x) + (ExpIntegralEi[2*x]*Log[x])/2 - ((ExpIntegralE[1, -2*x] + ExpIntegralEi[2*x])*Log[x])/2 - Defer[Int][(E^(2*x)*Log[x]^2)/x^2, x]/8 + Defer[Int][(E^(2*x)*Log[x]^2)/x, x]/4","F",0,0,0,0,-1,"{}"
663,1,25,0,0.0306725,"\int \frac{110+5 e^{20}+210 x-81 x^2+8 x^3}{100-40 x+4 x^2} \, dx","Int[(110 + 5*E^20 + 210*x - 81*x^2 + 8*x^3)/(100 - 40*x + 4*x^2),x]","x^2-\frac{x}{4}+\frac{5 \left(27+e^{20}\right)}{4 (5-x)}","x^2+\frac{\left(x+e^{20}+22\right) x}{4 (5-x)}",1,"(5*(27 + E^20))/(4*(5 - x)) - x/4 + x^2","A",4,3,33,0.09091,1,"{27, 12, 1850}"
664,0,0,0,7.1817361,"\int \frac{-2 x+4 x^2+e^5 \left(-4+12 x-8 x^2\right)+e^{10} \left(4-10 x+4 x^2\right)+\left(-2 x^2+e^{10} \left(-8+8 x-2 x^2\right)+e^5 \left(-8 x+4 x^2\right)+2 e^{10} \log (2)\right) \log \left(\frac{x^2+e^5 \left(4 x-2 x^2\right)+e^{10} \left(4-4 x+x^2\right)-e^{10} \log (2)}{e^{10}}\right)}{\left(-x^2+e^{10} \left(-4+4 x-x^2\right)+e^5 \left(-4 x+2 x^2\right)+e^{10} \log (2)\right) \log ^2\left(\frac{x^2+e^5 \left(4 x-2 x^2\right)+e^{10} \left(4-4 x+x^2\right)-e^{10} \log (2)}{e^{10}}\right)} \, dx","Int[(-2*x + 4*x^2 + E^5*(-4 + 12*x - 8*x^2) + E^10*(4 - 10*x + 4*x^2) + (-2*x^2 + E^10*(-8 + 8*x - 2*x^2) + E^5*(-8*x + 4*x^2) + 2*E^10*Log[2])*Log[(x^2 + E^5*(4*x - 2*x^2) + E^10*(4 - 4*x + x^2) - E^10*Log[2])/E^10])/((-x^2 + E^10*(-4 + 4*x - x^2) + E^5*(-4*x + 2*x^2) + E^10*Log[2])*Log[(x^2 + E^5*(4*x - 2*x^2) + E^10*(4 - 4*x + x^2) - E^10*Log[2])/E^10]^2),x]","\int \frac{-2 x+4 x^2+e^5 \left(-4+12 x-8 x^2\right)+e^{10} \left(4-10 x+4 x^2\right)+\left(-2 x^2+e^{10} \left(-8+8 x-2 x^2\right)+e^5 \left(-8 x+4 x^2\right)+2 e^{10} \log (2)\right) \log \left(\frac{x^2+e^5 \left(4 x-2 x^2\right)+e^{10} \left(4-4 x+x^2\right)-e^{10} \log (2)}{e^{10}}\right)}{\left(-x^2+e^{10} \left(-4+4 x-x^2\right)+e^5 \left(-4 x+2 x^2\right)+e^{10} \log (2)\right) \log ^2\left(\frac{x^2+e^5 \left(4 x-2 x^2\right)+e^{10} \left(4-4 x+x^2\right)-e^{10} \log (2)}{e^{10}}\right)} \, dx","\frac{2 x-1}{\log \left(\left(\frac{x}{e^5}-x+2\right)^2-\log (2)\right)}",1,"(-4*Defer[Int][Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^(-2), x])/(1 - E^5)^2 + (8*E^5*Defer[Int][Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^(-2), x])/(1 - E^5)^2 - (4*E^10*Defer[Int][Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^(-2), x])/(1 - E^5)^2 - (4*E^5*(4 - Log[2])*Defer[Int][1/((-4*E^5 + 4*E^10 - 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + (2*E^5*(2 - 4*E^5 - E^10*(6 - Log[4]))*Defer[Int][1/((-4*E^5 + 4*E^10 - 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) - (4*(1 - 2*E^5 - E^10*(7 - Log[4]))*Defer[Int][1/((-4*E^5 + 4*E^10 - 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) - (4*E^5*(4 - Log[2])*Defer[Int][1/((4*E^5 - 4*E^10 + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + (2*E^5*(2 - 4*E^5 - E^10*(6 - Log[4]))*Defer[Int][1/((4*E^5 - 4*E^10 + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) - (4*(1 - 2*E^5 - E^10*(7 - Log[4]))*Defer[Int][1/((4*E^5 - 4*E^10 + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + 2*(1 + 2/Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x] + (16*E^5*(1 + 2/Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/(1 - E^5) + (2*E^10*(5 + 3*E^5)*(2 + Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) - (4*E^5*(3 + 5*E^5)*(2 + Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x - 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + 2*(1 - 2/Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x + 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x] + (16*E^5*(1 - 2/Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x + 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/(1 - E^5) - (2*E^10*(5 + 3*E^5)*(2 - Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x + 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + (4*E^5*(3 + 5*E^5)*(2 - Sqrt[Log[2]])*Defer[Int][1/((4*E^5*(1 - E^5) + 2*(1 - E^5)^2*x + 2*E^5*(-1 + E^5)*Sqrt[Log[2]])*Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^2), x])/((1 - E^5)*Sqrt[Log[2]]) + 2*Defer[Int][Log[4 - 4*(1 - E^(-5))*x + ((1 - E^5)^2*x^2)/E^10 - Log[2]]^(-1), x]","F",0,0,0,0,-1,"{}"
665,1,24,0,2.750706,"\int \frac{e^x+\left(-4 x-2 e x+2 x^2+e^{2 x} \left(2 x+e x-x^2\right)+e^x \left(-3 x-e x+x^2\right)\right) \log (x)+\left(-2 x-e^x x+e^{2 x} x\right) \log (x) \log (\log (x))}{e^x \left(2 x+e x-x^2\right) \log (x)+e^x x \log (x) \log (\log (x))} \, dx","Int[(E^x + (-4*x - 2*E*x + 2*x^2 + E^(2*x)*(2*x + E*x - x^2) + E^x*(-3*x - E*x + x^2))*Log[x] + (-2*x - E^x*x + E^(2*x)*x)*Log[x]*Log[Log[x]])/(E^x*(2*x + E*x - x^2)*Log[x] + E^x*x*Log[x]*Log[Log[x]]),x]","-x+2 e^{-x}+e^x+\log (-x+\log (\log (x))+e+2)","-x+2 e^{-x}+e^x+\log (-x+\log (\log (x))+e+2)+1",1,"2/E^x + E^x - x + Log[2 + E - x + Log[Log[x]]]","A",9,5,108,0.04630,1,"{6741, 6742, 2194, 6688, 6684}"
666,1,9,0,0.0025797,"\int -\frac{2}{3} e^{2 x/3} \, dx","Int[(-2*E^((2*x)/3))/3,x]","-e^{2 x/3}","5-e^{2 x/3}",1,"-E^((2*x)/3)","A",2,2,11,0.1818,1,"{12, 2194}"
667,0,0,0,0.3437057,"\int \frac{e^{\frac{2 x}{-8+4 x}} \left(-4+5 x-x^2\right)+\left(60-60 x+15 x^2\right) \log (4)}{20-20 x+5 x^2} \, dx","Int[(E^((2*x)/(-8 + 4*x))*(-4 + 5*x - x^2) + (60 - 60*x + 15*x^2)*Log[4])/(20 - 20*x + 5*x^2),x]","\int \frac{e^{\frac{2 x}{-8+4 x}} \left(-4+5 x-x^2\right)+\left(60-60 x+15 x^2\right) \log (4)}{20-20 x+5 x^2} \, dx","3 x \log (4)-\frac{1}{5} e^{\frac{x}{2 (x-2)}} x",1,"(-2*E^(1/2 + (-2 + x)^(-1)))/5 - (Sqrt[E]*ExpIntegralEi[(-2 + x)^(-1)])/5 + 3*x*Log[4] - Defer[Int][E^(x/(2*(-2 + x))), x]/5","F",0,0,0,0,-1,"{}"
668,1,13,0,0.2173659,"\int \frac{2-2 x \log \left(x^2\right)+e^{\log (5) \log (x)} \log (5) \log \left(x^2\right)}{x \log \left(x^2\right)} \, dx","Int[(2 - 2*x*Log[x^2] + E^(Log[5]*Log[x])*Log[5]*Log[x^2])/(x*Log[x^2]),x]","x^{\log (5)}+\log \left(\log \left(x^2\right)\right)-2 x","\log \left(4 e^{-x+e^{\log (5) \log (x)}+20} \log \left(x^2\right)\right)-x",1,"-2*x + x^Log[5] + Log[Log[x^2]]","A",6,5,33,0.1515,1,"{6688, 2274, 30, 2302, 29}"
669,1,15,0,0.0235588,"\int \frac{2 \log \left(\frac{1}{3} \left(3 x-e^5 x\right)\right)}{x} \, dx","Int[(2*Log[(3*x - E^5*x)/3])/x,x]","\log ^2\left(\frac{1}{3} \left(3-e^5\right) x\right)","\log ^2\left(x-\frac{e^5 x}{3}\right)",1,"Log[((3 - E^5)*x)/3]^2","A",3,3,20,0.1500,1,"{12, 2421, 2301}"
670,1,26,0,3.9263333,"\int \frac{\exp \left(\frac{\frac{3 x}{e}+(100+25 x) \log (x)+(-4-x) \log ^3(x)}{(4+x) \log (x)}\right) \left(\frac{3 \left(-4 x-x^2\right)}{e}+\frac{12 x \log (x)}{e}+\left(-32-16 x-2 x^2\right) \log ^3(x)\right)}{\left(16 x+8 x^2+x^3\right) \log ^2(x)} \, dx","Int[(E^(((3*x)/E + (100 + 25*x)*Log[x] + (-4 - x)*Log[x]^3)/((4 + x)*Log[x]))*((3*(-4*x - x^2))/E + (12*x*Log[x])/E + (-32 - 16*x - 2*x^2)*Log[x]^3))/((16*x + 8*x^2 + x^3)*Log[x]^2),x]","\exp \left(-\log ^2(x)+\frac{3 x}{e x \log (x)+4 e \log (x)}+25\right)","e^{-\log ^2(x)+\frac{3 x}{e (x+4) \log (x)}+25}",1,"E^(25 - Log[x]^2 + (3*x)/(4*E*Log[x] + E*x*Log[x]))","A",4,4,94,0.04255,1,"{1594, 27, 6688, 6706}"
671,1,36,0,1.6811365,"\int \frac{e^{\frac{-i \pi -x-\log (2)}{4 x^3+8 x^4+4 x^5}} \left(2 x+4 x^2+(3+5 x) (i \pi +\log (2))\right)}{4 x^4+12 x^5+12 x^6+4 x^7} \, dx","Int[(E^(((-I)*Pi - x - Log[2])/(4*x^3 + 8*x^4 + 4*x^5))*(2*x + 4*x^2 + (3 + 5*x)*(I*Pi + Log[2])))/(4*x^4 + 12*x^5 + 12*x^6 + 4*x^7),x]","2^{-\frac{1}{4 x^3 (x+1)^2}} e^{-\frac{x+i \pi }{4 x^3 (x+1)^2}}","e^{\frac{-x+i \pi -\log (2)}{(-2 x-2)^2 x^3}}",1,"1/(2^(1/(4*x^3*(1 + x)^2))*E^((I*Pi + x)/(4*x^3*(1 + x)^2)))","A",3,3,81,0.03704,1,"{6741, 12, 6706}"
672,1,25,0,0.0163615,"\int \frac{-x^2-8 x^3+3 \log (x)}{3 x^2} \, dx","Int[(-x^2 - 8*x^3 + 3*Log[x])/(3*x^2),x]","-\frac{4 x^2}{3}-\frac{x}{3}-\frac{1}{x}-\frac{\log (x)}{x}","5-\frac{\frac{1}{3} \left(\frac{x+2}{x^2}+4\right) x^3+\log (x)+1}{x}",1,"-x^(-1) - x/3 - (4*x^2)/3 - Log[x]/x","A",4,3,22,0.1364,1,"{12, 14, 2304}"
673,1,19,0,0.0058807,"\int \frac{1+x-x^2}{4 x^2} \, dx","Int[(1 + x - x^2)/(4*x^2),x]","-\frac{x}{4}-\frac{1}{4 x}+\frac{\log (x)}{4}","\frac{1}{4} \left(-x-\frac{1}{x}+\log (x)-5\right)",1,"-1/4*1/x - x/4 + Log[x]/4","A",3,2,15,0.1333,1,"{12, 14}"
674,1,22,0,0.0531295,"\int \frac{5 e^{5/x}+x^2+96 e^{10+2 x^3} x^4}{x^2} \, dx","Int[(5*E^(5/x) + x^2 + 96*E^(10 + 2*x^3)*x^4)/x^2,x]","16 e^{2 x^3+10}+x-e^{5/x}","16 e^{2 x^3+10}+x-e^{5/x}+4",1,"-E^(5/x) + 16*E^(10 + 2*x^3) + x","A",6,2,31,0.06452,1,"{14, 2209}"
675,0,0,0,50.4127662,"\int \frac{\left(4-4 x^2\right) \log (5)+\left(-1+x^2\right) \log ^2(5) \log (-1+x)+\left(\left(-4+4 x^2+e^7 \left(-4-4 x+8 x^2\right)\right) \log (5)+e^7 \left(-x-x^2\right) \log ^2(5)+\left(1-x^2+e^7 \left(1+x-2 x^2\right)\right) \log ^2(5) \log (-1+x)\right) \log (x)+\left(\left(-4-4 x+8 x^2\right) \log (5)+\left(-x-x^2\right) \log ^2(5)+\left(1+x-2 x^2\right) \log ^2(5) \log (-1+x)\right) \log (x) \log \left(\frac{\log (x)}{x}\right)}{\left(-16 x^2-16 x^3+16 x^4+16 x^5+\left(8 x^2+8 x^3-8 x^4-8 x^5\right) \log (5) \log (-1+x)+\left(-x^2-x^3+x^4+x^5\right) \log ^2(5) \log ^2(-1+x)\right) \log (x)} \, dx","Int[((4 - 4*x^2)*Log[5] + (-1 + x^2)*Log[5]^2*Log[-1 + x] + ((-4 + 4*x^2 + E^7*(-4 - 4*x + 8*x^2))*Log[5] + E^7*(-x - x^2)*Log[5]^2 + (1 - x^2 + E^7*(1 + x - 2*x^2))*Log[5]^2*Log[-1 + x])*Log[x] + ((-4 - 4*x + 8*x^2)*Log[5] + (-x - x^2)*Log[5]^2 + (1 + x - 2*x^2)*Log[5]^2*Log[-1 + x])*Log[x]*Log[Log[x]/x])/((-16*x^2 - 16*x^3 + 16*x^4 + 16*x^5 + (8*x^2 + 8*x^3 - 8*x^4 - 8*x^5)*Log[5]*Log[-1 + x] + (-x^2 - x^3 + x^4 + x^5)*Log[5]^2*Log[-1 + x]^2)*Log[x]),x]","\int \frac{\left(4-4 x^2\right) \log (5)+\left(-1+x^2\right) \log ^2(5) \log (-1+x)+\left(\left(-4+4 x^2+e^7 \left(-4-4 x+8 x^2\right)\right) \log (5)+e^7 \left(-x-x^2\right) \log ^2(5)+\left(1-x^2+e^7 \left(1+x-2 x^2\right)\right) \log ^2(5) \log (-1+x)\right) \log (x)+\left(\left(-4-4 x+8 x^2\right) \log (5)+\left(-x-x^2\right) \log ^2(5)+\left(1+x-2 x^2\right) \log ^2(5) \log (-1+x)\right) \log (x) \log \left(\frac{\log (x)}{x}\right)}{\left(-16 x^2-16 x^3+16 x^4+16 x^5+\left(8 x^2+8 x^3-8 x^4-8 x^5\right) \log (5) \log (-1+x)+\left(-x^2-x^3+x^4+x^5\right) \log ^2(5) \log ^2(-1+x)\right) \log (x)} \, dx","\frac{\log \left(\frac{\log (x)}{x}\right)+e^7}{\left(x^2+x\right) \left(\log (x-1)-\frac{4}{\log (5)}\right)}",1,"-1/2*(E^7*Log[5])/(4 - Log[5]*Log[-1 + x]) + 4*E^7*Log[5]*Defer[Int][1/(x^2*(4 - Log[5]*Log[-1 + x])^2), x] + E^7*Log[5]^2*Defer[Int][1/(x*(4 - Log[5]*Log[-1 + x])^2), x] - 4*E^7*Log[5]*Defer[Int][1/((1 + x)^2*(4 - Log[5]*Log[-1 + x])^2), x] - (E^7*Log[5]^2*Defer[Int][1/((1 + x)*(4 - Log[5]*Log[-1 + x])^2), x])/2 - 4*(1 + 2*E^7)*Log[5]*Defer[Int][1/((-1 - x)*(-4 + Log[5]*Log[-1 + x])^2), x] + 4*Log[5]*Defer[Int][1/(x^2*(-4 + Log[5]*Log[-1 + x])^2), x] - 4*(1 + E^7)*Log[5]*Defer[Int][1/(x^2*(-4 + Log[5]*Log[-1 + x])^2), x] - 4*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])^2), x] + 8*(1 + E^7)*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])^2), x] - 4*(1 + 2*E^7)*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])^2), x] - 4*(1 + E^7)*Log[5]*Defer[Int][1/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x] + 4*(1 + 2*E^7)*Log[5]*Defer[Int][1/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x] + 4*Log[5]*Defer[Int][1/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x] - 8*(1 + E^7)*Log[5]*Defer[Int][1/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x] - (1 + 2*E^7)*Log[5]*Defer[Int][1/((-1 - x)*(-4 + Log[5]*Log[-1 + x])), x] - (1 + E^7)*Log[5]*Defer[Int][1/(x^2*(-4 + Log[5]*Log[-1 + x])), x] + 2*(1 + E^7)*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])), x] - (1 + 2*E^7)*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])), x] - (1 + E^7)*Log[5]*Defer[Int][1/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])), x] + (1 + 2*E^7)*Log[5]*Defer[Int][1/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])), x] - 2*(1 + E^7)*Log[5]*Defer[Int][1/((1 + x)*(-4 + Log[5]*Log[-1 + x])), x] - 4*Log[5]*Defer[Int][1/(x^2*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] + 4*Log[5]*Defer[Int][1/(x*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] - 4*Log[5]*Defer[Int][1/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] + Log[5]^2*Defer[Int][Log[-1 + x]/(x^2*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] - Log[5]^2*Defer[Int][Log[-1 + x]/(x*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] + Log[5]^2*Defer[Int][Log[-1 + x]/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2*Log[x]), x] - Log[5]*Defer[Int][Log[Log[x]/x]/((-1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x] + ((8 - Log[5])*Log[5]*Defer[Int][Log[Log[x]/x]/((-1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x])/4 - (Log[5]*(4 + Log[5])*Defer[Int][Log[Log[x]/x]/((-1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x])/4 + 4*Log[5]*Defer[Int][Log[Log[x]/x]/(x^2*(-4 + Log[5]*Log[-1 + x])^2), x] - 4*Log[5]*Defer[Int][Log[Log[x]/x]/(x*(-4 + Log[5]*Log[-1 + x])^2), x] + Log[5]*(4 + Log[5])*Defer[Int][Log[Log[x]/x]/(x*(-4 + Log[5]*Log[-1 + x])^2), x] + 2*Log[5]*Defer[Int][Log[Log[x]/x]/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x] - ((8 - Log[5])*Log[5]*Defer[Int][Log[Log[x]/x]/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x])/2 - (Log[5]*(4 + Log[5])*Defer[Int][Log[Log[x]/x]/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x])/2 + 5*Log[5]*Defer[Int][Log[Log[x]/x]/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x] - ((8 - Log[5])*Log[5]*Defer[Int][Log[Log[x]/x]/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x])/4 - (3*Log[5]*(4 + Log[5])*Defer[Int][Log[Log[x]/x]/((1 + x)*(-4 + Log[5]*Log[-1 + x])^2), x])/4 - Log[5]^2*Defer[Int][(Log[-1 + x]*Log[Log[x]/x])/(x^2*(-4 + Log[5]*Log[-1 + x])^2), x] + Log[5]^2*Defer[Int][(Log[-1 + x]*Log[Log[x]/x])/((1 + x)^2*(-4 + Log[5]*Log[-1 + x])^2), x]","F",0,0,0,0,-1,"{}"
676,0,0,0,6.7872224,"\int \frac{-e^{3 x}+e^{2 x} (-1-2 \log (4))-3 x \log (4)-\log ^2(4)+e^x \left(-3 x-2 \log (4)-\log ^2(4)\right)+\left(-e^{3 x} x-3 x \log (4)-2 e^{2 x} x \log (4)+e^x \left(-3 x+3 x^2-x \log ^2(4)\right)\right) \log (x)}{3 \left(e^{4 x} x+9 x^3+6 x^2 \log (4)+x \log ^2(4)+e^{3 x} (2 x+2 x \log (4))+e^{2 x} \left(x+6 x^2+4 x \log (4)+x \log ^2(4)\right)+e^x \left(6 x^2+\left(2 x+6 x^2\right) \log (4)+2 x \log ^2(4)\right)\right) \log ^2(x)} \, dx","Int[(-E^(3*x) + E^(2*x)*(-1 - 2*Log[4]) - 3*x*Log[4] - Log[4]^2 + E^x*(-3*x - 2*Log[4] - Log[4]^2) + (-(E^(3*x)*x) - 3*x*Log[4] - 2*E^(2*x)*x*Log[4] + E^x*(-3*x + 3*x^2 - x*Log[4]^2))*Log[x])/(3*(E^(4*x)*x + 9*x^3 + 6*x^2*Log[4] + x*Log[4]^2 + E^(3*x)*(2*x + 2*x*Log[4]) + E^(2*x)*(x + 6*x^2 + 4*x*Log[4] + x*Log[4]^2) + E^x*(6*x^2 + (2*x + 6*x^2)*Log[4] + 2*x*Log[4]^2))*Log[x]^2),x]","\int \frac{-e^{3 x}+e^{2 x} (-1-2 \log (4))-3 x \log (4)-\log ^2(4)+e^x \left(-3 x-2 \log (4)-\log ^2(4)\right)+\left(-e^{3 x} x-3 x \log (4)-2 e^{2 x} x \log (4)+e^x \left(-3 x+3 x^2-x \log ^2(4)\right)\right) \log (x)}{3 \left(e^{4 x} x+9 x^3+6 x^2 \log (4)+x \log ^2(4)+e^{3 x} (2 x+2 x \log (4))+e^{2 x} \left(x+6 x^2+4 x \log (4)+x \log ^2(4)\right)+e^x \left(6 x^2+\left(2 x+6 x^2\right) \log (4)+2 x \log ^2(4)\right)\right) \log ^2(x)} \, dx","\frac{1}{3 \left(e^x+\frac{3 x}{e^x+\log (4)}+1\right) \log (x)}",1,"(Log[4]*Defer[Int][1/(x*(-E^(2*x) - 3*x - Log[4] - E^x*(1 + Log[4]))*Log[x]^2), x])/3 + Defer[Int][E^x/(x*(-E^(2*x) - 3*x - Log[4] - E^x*(1 + Log[4]))*Log[x]^2), x]/3 + Defer[Int][E^x/((-E^(2*x) - 3*x - Log[4] - E^x*(1 + Log[4]))*Log[x]), x]/3 - ((Log[4]^2 - Log[4]*Log[16] + Log[256])*Defer[Int][1/((E^(2*x) + 3*x + Log[4] + E^x*(1 + Log[4]))^2*Log[x]), x])/3 - (2*(2 - Log[2])*Defer[Int][E^x/((E^(2*x) + 3*x + Log[4] + E^x*(1 + Log[4]))^2*Log[x]), x])/3 - (1 - Log[4])*Defer[Int][x/((E^(2*x) + 3*x + Log[4] + E^x*(1 + Log[4]))^2*Log[x]), x] + 2*Defer[Int][(E^x*x)/((E^(2*x) + 3*x + Log[4] + E^x*(1 + Log[4]))^2*Log[x]), x] + ((1 - Log[4])*Defer[Int][1/((E^(2*x) + 3*x + Log[4] + E^x*(1 + Log[4]))*Log[x]), x])/3","F",0,0,0,0,-1,"{}"
677,1,101,0,1.9225,"\int \frac{300 x^2-440 x^3-20 x^4+160 x^5+e^3 \left(-25 x-85 x^2+35 x^3+40 x^4\right)+\left(100-120 x-60 x^2+80 x^3+e^3 \left(-25+5 x+20 x^2\right)\right) \log \left(\frac{4-e^3-4 x}{-1+x}\right)}{4+e^3 (-1+x)-8 x+4 x^2} \, dx","Int[(300*x^2 - 440*x^3 - 20*x^4 + 160*x^5 + E^3*(-25*x - 85*x^2 + 35*x^3 + 40*x^4) + (100 - 120*x - 60*x^2 + 80*x^3 + E^3*(-25 + 5*x + 20*x^2))*Log[(4 - E^3 - 4*x)/(-1 + x)])/(4 + E^3*(-1 + x) - 8*x + 4*x^2),x]","10 x^4+25 x^3+\frac{5}{8} \left(56-18 e^3+e^6\right) \log \left(-4 x-e^3+4\right)-\frac{5}{8} \left(9-e^3\right)^2 \log \left(-4 x-e^3+4\right)+\frac{5}{8} (4 x+5)^2 \log \left(-\frac{-4 x-e^3+4}{1-x}\right)+\frac{125}{8} \log (1-x)","5 x (2 x+5) \left(x^2+\log \left(\frac{e^3}{1-x}-4\right)\right)",1,"25*x^3 + 10*x^4 - (5*(9 - E^3)^2*Log[4 - E^3 - 4*x])/8 + (5*(56 - 18*E^3 + E^6)*Log[4 - E^3 - 4*x])/8 + (5*(5 + 4*x)^2*Log[-((4 - E^3 - 4*x)/(1 - x))])/8 + (125*Log[1 - x])/8","B",9,6,111,0.05405,1,"{6688, 12, 6742, 1612, 2492, 72}"
678,1,87,0,0.4765459,"\int \frac{\left(-2+5 x+3 x^2\right) \log \left(\frac{19}{2+x}\right)+\log (x) \left(x-3 x^2+\left(6 x+3 x^2\right) \log \left(\frac{19}{2+x}\right)\right)}{8 x+4 x^2} \, dx","Int[((-2 + 5*x + 3*x^2)*Log[19/(2 + x)] + Log[x]*(x - 3*x^2 + (6*x + 3*x^2)*Log[19/(2 + x)]))/(8*x + 4*x^2),x]","\frac{1}{4} \text{Li}_2\left(\frac{x}{2}+1\right)+\frac{7 \text{Li}_2\left(-\frac{x}{2}\right)}{4}+\frac{3}{2} \text{Li}_2\left(\frac{x+2}{2}\right)+\frac{7}{4} \log \left(\frac{x}{2}+1\right) \log (x)+\frac{3}{4} (x+2) \log \left(\frac{19}{x+2}\right) \log (x)-\frac{7}{4} \log \left(-\frac{x}{2}\right) \log \left(\frac{19}{x+2}\right)","\frac{1}{4} (3 x-1) \log (x) \log \left(\frac{19}{x+2}\right)",1,"(7*Log[1 + x/2]*Log[x])/4 - (7*Log[-1/2*x]*Log[19/(2 + x)])/4 + (3*(2 + x)*Log[x]*Log[19/(2 + x)])/4 + PolyLog[2, 1 + x/2]/4 + (7*PolyLog[2, -1/2*x])/4 + (3*PolyLog[2, (2 + x)/2])/2","C",22,14,60,0.2333,1,"{1593, 6742, 2357, 2295, 2317, 2391, 14, 43, 2389, 2394, 2315, 2370, 2411, 2351}"
679,0,0,0,0.8815503,"\int \frac{e^{-x} \left(e^{-2+2 x} (5-5 x)+5 x^2+e^{-2+x} (-1+2 x)\right)}{e^{-4+2 x}+10 e^{-2+x} x+25 x^2} \, dx","Int[(E^(-2 + 2*x)*(5 - 5*x) + 5*x^2 + E^(-2 + x)*(-1 + 2*x))/(E^x*(E^(-4 + 2*x) + 10*E^(-2 + x)*x + 25*x^2)),x]","\int \frac{e^{-x} \left(e^{-2+2 x} (5-5 x)+5 x^2+e^{-2+x} (-1+2 x)\right)}{e^{-4+2 x}+10 e^{-2+x} x+25 x^2} \, dx","4-\frac{\frac{e^{-x} x}{5}-x}{x+\frac{e^{x-2}}{5}}",1,"-1/5*1/E^x - E^2*Defer[Int][(E^x + 5*E^2*x)^(-2), x] + E^2*(1 - 25*E^2)*Defer[Int][x/(E^x + 5*E^2*x)^2, x] + 25*E^4*Defer[Int][x^2/(E^x + 5*E^2*x)^2, x] - ((1 - 25*E^2)*Defer[Int][(E^x + 5*E^2*x)^(-1), x])/5 - 5*E^2*Defer[Int][x/(E^x + 5*E^2*x), x]","F",0,0,0,0,-1,"{}"
680,1,36,0,0.0500803,"\int \left(18+e^{e^x} \left(12 e^{5+3 x} x^5+e^{5+2 x} \left(60 x^4+24 x^5\right)\right)+e^{2 e^x} \left(4 e^{10+5 x} x^9+e^{10+4 x} \left(18 x^8+8 x^9\right)\right)\right) \, dx","Int[18 + E^E^x*(12*E^(5 + 3*x)*x^5 + E^(5 + 2*x)*(60*x^4 + 24*x^5)) + E^(2*E^x)*(4*E^(10 + 5*x)*x^9 + E^(10 + 4*x)*(18*x^8 + 8*x^9)),x]","2 e^{4 x+2 e^x+10} x^9+12 e^{2 x+e^x+5} x^5+18 x","2 x \left(e^{2 x+e^x+5} x^4+3\right)^2",1,"18*x + 12*E^(5 + E^x + 2*x)*x^5 + 2*E^(10 + 2*E^x + 4*x)*x^9","A",3,1,80,0.01250,1,"{2288}"
681,1,14,0,0.109146,"\int \frac{-45-15 e x+10 e \log (3+e x)}{3+e x} \, dx","Int[(-45 - 15*E*x + 10*E*Log[3 + E*x])/(3 + E*x),x]","5 \log ^2(e x+3)-15 x","5 \left(-3 x+\log ^2(e x+3)-20\right)",1,"-15*x + 5*Log[3 + E*x]^2","A",6,5,23,0.2174,1,"{6741, 12, 6742, 2390, 2301}"
682,1,133,0,0.0962068,"\int \left(e^3 \left(5+e^2\right)+e^{32+2 x} \left(-5+e^2 (-1-2 x)-8 x\right)+9 x+2 e^2 x+\left(e^3+e^{32+2 x} (-1-2 x)+2 x\right) \log (x)\right) \, dx","Int[E^3*(5 + E^2) + E^(32 + 2*x)*(-5 + E^2*(-1 - 2*x) - 8*x) + 9*x + 2*E^2*x + (E^3 + E^(32 + 2*x)*(-1 - 2*x) + 2*x)*Log[x],x]","\frac{1}{2} \left(9+2 e^2\right) x^2-\frac{x^2}{2}+x^2 \log (x)+e^3 \left(5+e^2\right) x-e^3 x+\frac{1}{2} e^{2 x+32}-\frac{1}{2} e^{2 x+32} \left(2 \left(4+e^2\right) x+e^2+5\right)+\frac{1}{2} \left(4+e^2\right) e^{2 x+32}+e^3 x \log (x)+\frac{1}{2} e^{2 x+32} \log (x)-\frac{1}{2} e^{2 x+32} (2 x+1) \log (x)","x \left(x-e^{2 (x+16)}+e^3\right) \left(\log (x)+e^2+4\right)",1,"E^(32 + 2*x)/2 + (E^(32 + 2*x)*(4 + E^2))/2 - E^3*x + E^3*(5 + E^2)*x - x^2/2 + ((9 + 2*E^2)*x^2)/2 - (E^(32 + 2*x)*(5 + E^2 + 2*(4 + E^2)*x))/2 + (E^(32 + 2*x)*Log[x])/2 + E^3*x*Log[x] + x^2*Log[x] - (E^(32 + 2*x)*(1 + 2*x)*Log[x])/2","B",8,5,64,0.07812,1,"{6, 2187, 2176, 2194, 2554}"
683,0,0,0,1.4044025,"\int \frac{-189-24 e^{-8+2 x}-114 x+e^{-4+x} \left(135+47 x+35 x^2-4 x^3\right)}{27+324 x+1296 x^2+1728 x^3+e^{-4+x} \left(-18-216 x-864 x^2-1152 x^3\right)+e^{-8+2 x} \left(3+36 x+144 x^2+192 x^3\right)} \, dx","Int[(-189 - 24*E^(-8 + 2*x) - 114*x + E^(-4 + x)*(135 + 47*x + 35*x^2 - 4*x^3))/(27 + 324*x + 1296*x^2 + 1728*x^3 + E^(-4 + x)*(-18 - 216*x - 864*x^2 - 1152*x^3) + E^(-8 + 2*x)*(3 + 36*x + 144*x^2 + 192*x^3)),x]","\int \frac{-189-24 e^{-8+2 x}-114 x+e^{-4+x} \left(135+47 x+35 x^2-4 x^3\right)}{27+324 x+1296 x^2+1728 x^3+e^{-4+x} \left(-18-216 x-864 x^2-1152 x^3\right)+e^{-8+2 x} \left(3+36 x+144 x^2+192 x^3\right)} \, dx","\frac{3-\frac{(x-9) x}{3-e^{x-4}}}{3 (4 x+1)^2}",1,"-1/48*E^4/(3*E^4 - E^x) + (1 + 4*x)^(-2) - (37*E^4*Defer[Int][1/((-3*E^4 + E^x)*(1 + 4*x)^3), x])/6 - (37*E^8*Defer[Int][1/((-3*E^4 + E^x)^2*(1 + 4*x)^2), x])/16 + (115*E^4*Defer[Int][1/((-3*E^4 + E^x)*(1 + 4*x)^2), x])/48 + (19*E^8*Defer[Int][1/((-3*E^4 + E^x)^2*(1 + 4*x)), x])/8 + (19*E^4*Defer[Int][1/((-3*E^4 + E^x)*(1 + 4*x)), x])/24","F",0,0,0,0,-1,"{}"
684,0,0,0,26.211425,"\int \frac{\left(-36 x^3-24 x^4-4 x^5\right) \log ^2(x)+e^{\frac{1}{\left(3 x^3+x^4\right) \log (x)}} \left(3+x+(9+4 x) \log (x)+\left(9 x^3+6 x^4+x^5\right) \log ^2(x)\right)}{e^{\frac{1}{\left(3 x^3+x^4\right) \log (x)}} \left(-72 x^3-48 x^4-8 x^5\right) \log ^2(x)+e^{\frac{2}{\left(3 x^3+x^4\right) \log (x)}} \left(9 x^3+6 x^4+x^5\right) \log ^2(x)+\left(144 x^3+96 x^4+16 x^5\right) \log ^2(x)} \, dx","Int[((-36*x^3 - 24*x^4 - 4*x^5)*Log[x]^2 + E^(1/((3*x^3 + x^4)*Log[x]))*(3 + x + (9 + 4*x)*Log[x] + (9*x^3 + 6*x^4 + x^5)*Log[x]^2))/(E^(1/((3*x^3 + x^4)*Log[x]))*(-72*x^3 - 48*x^4 - 8*x^5)*Log[x]^2 + E^(2/((3*x^3 + x^4)*Log[x]))*(9*x^3 + 6*x^4 + x^5)*Log[x]^2 + (144*x^3 + 96*x^4 + 16*x^5)*Log[x]^2),x]","\int \frac{\left(-36 x^3-24 x^4-4 x^5\right) \log ^2(x)+e^{\frac{1}{\left(3 x^3+x^4\right) \log (x)}} \left(3+x+(9+4 x) \log (x)+\left(9 x^3+6 x^4+x^5\right) \log ^2(x)\right)}{e^{\frac{1}{\left(3 x^3+x^4\right) \log (x)}} \left(-72 x^3-48 x^4-8 x^5\right) \log ^2(x)+e^{\frac{2}{\left(3 x^3+x^4\right) \log (x)}} \left(9 x^3+6 x^4+x^5\right) \log ^2(x)+\left(144 x^3+96 x^4+16 x^5\right) \log ^2(x)} \, dx","2-\frac{x}{4-e^{\frac{1}{x^3 (x+3) \log (x)}}}",1,"Defer[Int][(-4 + E^(1/(x^3*(3 + x)*Log[x])))^(-1), x] + (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x^3*Log[x]^2), x])/3 + Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x^3*Log[x]^2), x]/3 - (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x^2*Log[x]^2), x])/9 - Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x^2*Log[x]^2), x]/9 + (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x*Log[x]^2), x])/27 + Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x*Log[x]^2), x]/27 - (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*(3 + x)*Log[x]^2), x])/27 - Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*(3 + x)*Log[x]^2), x]/27 + 4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x^3*Log[x]), x] + Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x^3*Log[x]), x] - (8*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x^2*Log[x]), x])/9 - (2*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x^2*Log[x]), x])/9 + (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*x*Log[x]), x])/27 + Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*x*Log[x]), x]/27 + (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*(3 + x)^2*Log[x]), x])/9 + Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*(3 + x)^2*Log[x]), x]/9 - (4*Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))^2*(3 + x)*Log[x]), x])/27 - Defer[Int][1/((-4 + E^(1/(x^3*(3 + x)*Log[x])))*(3 + x)*Log[x]), x]/27","F",0,0,0,0,-1,"{}"
685,1,39,0,0.1308861,"\int e^{-1-e^x} \left(e^{1+e^x}-18 e^x+80 e^{2 x}-32 e^{3 x}\right) \, dx","Int[E^(-1 - E^x)*(E^(1 + E^x) - 18*E^x + 80*E^(2*x) - 32*E^(3*x)),x]","x+2 e^{-e^x-1}-16 e^{x-e^x-1}+32 e^{2 x-e^x-1}","2 e^{-e^x-1} \left(4 e^x-1\right)^2+x",1,"2*E^(-1 - E^x) - 16*E^(-1 - E^x + x) + 32*E^(-1 - E^x + 2*x) + x","A",11,5,37,0.1351,1,"{2282, 14, 2196, 2194, 2176}"
686,0,0,0,1.8769627,"\int \frac{-3 x^2-6 x^3-9 \log ^2\left(5 e^{x+x^2}\right)}{x^2+\left(6 x-6 x^2\right) \log \left(5 e^{x+x^2}\right)+\left(9-18 x+9 x^2\right) \log ^2\left(5 e^{x+x^2}\right)} \, dx","Int[(-3*x^2 - 6*x^3 - 9*Log[5*E^(x + x^2)]^2)/(x^2 + (6*x - 6*x^2)*Log[5*E^(x + x^2)] + (9 - 18*x + 9*x^2)*Log[5*E^(x + x^2)]^2),x]","\int \frac{-3 x^2-6 x^3-9 \log ^2\left(5 e^{x+x^2}\right)}{x^2+\left(6 x-6 x^2\right) \log \left(5 e^{x+x^2}\right)+\left(9-18 x+9 x^2\right) \log ^2\left(5 e^{x+x^2}\right)} \, dx","\frac{x}{-\frac{x}{3 \log \left(5 e^{x^2+x}\right)}+x-1}",1,"-(1 - x)^(-1) - Defer[Int][(x - 3*(-1 + x)*Log[5*E^(x + x^2)])^(-2), x] - Defer[Int][1/((1 - x)^2*(x - 3*(-1 + x)*Log[5*E^(x + x^2)])^2), x] - 2*Defer[Int][1/((-1 + x)*(x - 3*(-1 + x)*Log[5*E^(x + x^2)])^2), x] - 3*Defer[Int][x^2/(x - 3*(-1 + x)*Log[5*E^(x + x^2)])^2, x] - 6*Defer[Int][x^3/(x - 3*(-1 + x)*Log[5*E^(x + x^2)])^2, x] - 2*Defer[Int][1/((1 - x)*(x - 3*(-1 + x)*Log[5*E^(x + x^2)])), x] - 2*Defer[Int][1/((-1 + x)^2*(-x - 3*Log[5*E^(x + x^2)] + 3*x*Log[5*E^(x + x^2)])), x]","F",0,0,0,0,-1,"{}"
687,1,18,0,0.0257497,"\int \frac{-12+e^{3+2 x+x^2} \left(4 x^2+4 x^3\right)}{x^2} \, dx","Int[(-12 + E^(3 + 2*x + x^2)*(4*x^2 + 4*x^3))/x^2,x]","2 e^{x^2+2 x+3}+\frac{12}{x}","\frac{2 \left(\left(e^{x \left(x+\frac{3}{x}+2\right)}+\frac{2}{x}\right) x+4\right)}{x}",1,"2*E^(3 + 2*x + x^2) + 12/x","A",3,2,28,0.07143,1,"{14, 2236}"
688,1,17,0,0.0201517,"\int \frac{x^3+4 \log (3)+512 x^2 \log (x)}{x^3} \, dx","Int[(x^3 + 4*Log[3] + 512*x^2*Log[x])/x^3,x]","-\frac{\log (81)}{2 x^2}+x+256 \log ^2(x)","-\frac{2 \log (3)}{x^2}+x+256 \log ^2(x)+2+\log (5)",1,"x - Log[81]/(2*x^2) + 256*Log[x]^2","A",5,2,19,0.1053,1,"{14, 2301}"
689,0,0,0,1.6773452,"\int \frac{\exp \left(\frac{-8-8 x+3 x^2+x^3+\left(4+2 x-2 x^2\right) \log (2)}{-4-2 x+2 x^2}\right) \left(8+16 x-2 x^2-5 x^3+x^5\right)}{8+8 x-6 x^2-4 x^3+2 x^4} \, dx","Int[(E^((-8 - 8*x + 3*x^2 + x^3 + (4 + 2*x - 2*x^2)*Log[2])/(-4 - 2*x + 2*x^2))*(8 + 16*x - 2*x^2 - 5*x^3 + x^5))/(8 + 8*x - 6*x^2 - 4*x^3 + 2*x^4),x]","\int \frac{\exp \left(\frac{-8-8 x+3 x^2+x^3+\left(4+2 x-2 x^2\right) \log (2)}{-4-2 x+2 x^2}\right) \left(8+16 x-2 x^2-5 x^3+x^5\right)}{8+8 x-6 x^2-4 x^3+2 x^4} \, dx","\frac{1}{2} e^{\frac{x}{(2-x) (x+1)}+\frac{x+4}{2}} x+e",1,"Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2)), x]/2 + (2*Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2))/(-2 + x)^2, x])/3 + Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2))/(-2 + x), x]/3 + Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2))*x, x]/4 - Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2))/(1 + x)^2, x]/6 + Defer[Int][E^((8 + 8*x - 3*x^2 - x^3)/(4 + 2*x - 2*x^2))/(1 + x), x]/6","F",0,0,0,0,-1,"{}"
690,0,0,0,2.3138962,"\int \frac{-24-4 x-4 x \log \left(x^2\right)+\left(-12 x+4 x^2+(-12+4 x) \log \left(x^2\right)\right) \log \left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)+\left(12 x-4 x^2+(12-4 x) \log \left(x^2\right)\right) \log ^2\left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)}{\left(-3 x+x^2+(-3+x) \log \left(x^2\right)\right) \log ^2\left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)} \, dx","Int[(-24 - 4*x - 4*x*Log[x^2] + (-12*x + 4*x^2 + (-12 + 4*x)*Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])] + (12*x - 4*x^2 + (12 - 4*x)*Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2)/((-3*x + x^2 + (-3 + x)*Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2),x]","\int \frac{-24-4 x-4 x \log \left(x^2\right)+\left(-12 x+4 x^2+(-12+4 x) \log \left(x^2\right)\right) \log \left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)+\left(12 x-4 x^2+(12-4 x) \log \left(x^2\right)\right) \log ^2\left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)}{\left(-3 x+x^2+(-3+x) \log \left(x^2\right)\right) \log ^2\left(\frac{6-2 x}{x+\log \left(x^2\right)}\right)} \, dx","\frac{4 x}{\log \left(\frac{2 (3-x)}{\log \left(x^2\right)+x}\right)}-4 x",1,"-4*x - 4*Defer[Int][1/((x + Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2), x] - 36*Defer[Int][1/((-3 + x)*(x + Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2), x] - 4*Defer[Int][Log[x^2]/((x + Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2), x] - 12*Defer[Int][Log[x^2]/((-3 + x)*(x + Log[x^2])*Log[(6 - 2*x)/(x + Log[x^2])]^2), x] + 4*Defer[Int][Log[(6 - 2*x)/(x + Log[x^2])]^(-1), x]","F",0,0,0,0,-1,"{}"
691,1,10,0,0.0029867,"\int -\frac{18 x}{-1+9 x^2} \, dx","Int[(-18*x)/(-1 + 9*x^2),x]","-\log \left(1-9 x^2\right)","\log \left(\frac{2}{9 x^2-1}\right)+\frac{1}{4}",1,"-Log[1 - 9*x^2]","A",2,2,12,0.1667,1,"{12, 260}"
692,1,39,0,0.0215043,"\int \frac{\left(-14623232+5483712 x^2-1827904 x^3+171366 x^4\right) \log ^2(2)+x^2 \log (5)}{x^2} \, dx","Int[((-14623232 + 5483712*x^2 - 1827904*x^3 + 171366*x^4)*Log[2]^2 + x^2*Log[5])/x^2,x]","57122 x^3 \log ^2(2)-913952 x^2 \log ^2(2)+x \left(5483712 \log ^2(2)+\log (5)\right)+\frac{14623232 \log ^2(2)}{x}","x \left(\frac{57122 (4-x)^4 \log ^2(2)}{x^2}+\log (5)\right)",1,"(14623232*Log[2]^2)/x - 913952*x^2*Log[2]^2 + 57122*x^3*Log[2]^2 + x*(5483712*Log[2]^2 + Log[5])","A",2,1,33,0.03030,1,"{14}"
693,1,69,0,0.2670266,"\int \frac{\left(2 e^{9-5 x+x^2}+4 x-2 x^2\right) \log (x)+\left(-2 x+e^{9-5 x+x^2} \left(-2-5 x+2 x^2\right)\right) \log ^2(x)}{x^3} \, dx","Int[((2*E^(9 - 5*x + x^2) + 4*x - 2*x^2)*Log[x] + (-2*x + E^(9 - 5*x + x^2)*(-2 - 5*x + 2*x^2))*Log[x]^2)/x^3,x]","\frac{e^{x^2-5 x+9} \left(5 x \log (x)-2 x^2 \log (x)\right) \log (x)}{(5-2 x) x^3}+\frac{2 \log ^2(x)}{x}+\log ^2(x)-2 \left(\frac{2}{x}+\log (x)\right) \log (x)+\frac{4 \log (x)}{x}","\frac{\left(-x+\frac{e^{(x-3)^2+x}}{x}+2\right) \log ^2(x)}{x}",1,"(4*Log[x])/x + Log[x]^2 + (2*Log[x]^2)/x - 2*Log[x]*(2/x + Log[x]) + (E^(9 - 5*x + x^2)*Log[x]*(5*x*Log[x] - 2*x^2*Log[x]))/((5 - 2*x)*x^3)","B",11,8,59,0.1356,1,"{14, 43, 2304, 6742, 2334, 2301, 2305, 2288}"
694,0,0,0,1.3117375,"\int \frac{8+(80-20 x) \log \left(\frac{324}{16-8 x+x^2}\right)+\left(-4+21 x-5 x^2\right) \log ^2\left(\frac{324}{16-8 x+x^2}\right)}{(-80+20 x) \log \left(\frac{324}{16-8 x+x^2}\right)+\left(-20 x+5 x^2\right) \log ^2\left(\frac{324}{16-8 x+x^2}\right)} \, dx","Int[(8 + (80 - 20*x)*Log[324/(16 - 8*x + x^2)] + (-4 + 21*x - 5*x^2)*Log[324/(16 - 8*x + x^2)]^2)/((-80 + 20*x)*Log[324/(16 - 8*x + x^2)] + (-20*x + 5*x^2)*Log[324/(16 - 8*x + x^2)]^2),x]","\int \frac{8+(80-20 x) \log \left(\frac{324}{16-8 x+x^2}\right)+\left(-4+21 x-5 x^2\right) \log ^2\left(\frac{324}{16-8 x+x^2}\right)}{(-80+20 x) \log \left(\frac{324}{16-8 x+x^2}\right)+\left(-20 x+5 x^2\right) \log ^2\left(\frac{324}{16-8 x+x^2}\right)} \, dx","-x+\frac{1}{5} \log \left(x+\frac{4}{\log \left(\frac{324}{(x-4)^2}\right)}\right)+e^4",1,"-x + Log[x]/5 - Log[Log[324/(4 - x)^2]]/5 - (2*Defer[Int][(4 + x*Log[324/(-4 + x)^2])^(-1), x])/5 - (8*Defer[Int][1/((-4 + x)*(4 + x*Log[324/(-4 + x)^2])), x])/5 - (4*Defer[Int][1/(x*(4 + x*Log[324/(-4 + x)^2])), x])/5","F",0,0,0,0,-1,"{}"
695,1,45,0,1.6518728,"\int \frac{-36 x^2-60 x^3-37 x^4-10 x^5-x^6+e^x \left(-12-8 x+6 x^2+8 x^3+2 x^4+e^2 \left(-12-8 x+5 x^2+5 x^3+x^4\right)\right)}{36 x^2+60 x^3+37 x^4+10 x^5+x^6} \, dx","Int[(-36*x^2 - 60*x^3 - 37*x^4 - 10*x^5 - x^6 + E^x*(-12 - 8*x + 6*x^2 + 8*x^3 + 2*x^4 + E^2*(-12 - 8*x + 5*x^2 + 5*x^3 + x^4)))/(36*x^2 + 60*x^3 + 37*x^4 + 10*x^5 + x^6),x]","-x+\frac{e^x}{x+2}-\frac{\left(4+e^2\right) e^x}{3 (x+3)}+\frac{\left(1+e^2\right) e^x}{3 x}","-x+\frac{e^x \left(-\frac{4}{2 x+4}+e^2+2\right)}{(x+3) x}-2",1,"(E^x*(1 + E^2))/(3*x) - x + E^x/(2 + x) - (E^x*(4 + E^2))/(3*(3 + x))","A",14,4,99,0.04040,1,"{6688, 6742, 2177, 2178}"
696,1,78,0,0.3584725,"\int \frac{-25-10 \log (3)-\log ^2(3)+\left(2426-3040 x+969 x^2-120 x^3+5 x^4+(10-40 x) \log (3)+(1-4 x) \log ^2(3)\right) \log (x)+\left(-25-10 \log (3)-\log ^2(3)\right) \log (x) \log (\log (x))}{\left(25+10 \log (3)+\log ^2(3)\right) \log (x)} \, dx","Int[(-25 - 10*Log[3] - Log[3]^2 + (2426 - 3040*x + 969*x^2 - 120*x^3 + 5*x^4 + (10 - 40*x)*Log[3] + (1 - 4*x)*Log[3]^2)*Log[x] + (-25 - 10*Log[3] - Log[3]^2)*Log[x]*Log[Log[x]])/((25 + 10*Log[3] + Log[3]^2)*Log[x]),x]","\frac{x^5}{(5+\log (3))^2}-\frac{30 x^4}{(5+\log (3))^2}+\frac{323 x^3}{(5+\log (3))^2}-\frac{2 x^2 \left(760+\log ^2(3)+10 \log (3)\right)}{(5+\log (3))^2}+\frac{x \left(2426+\log ^2(3)+10 \log (3)\right)}{(5+\log (3))^2}-x \log (\log (x))","x \left(-2 x+\frac{\left(x-(7-x)^2\right)^2}{(5+\log (3))^2}-\log (\log (x))+1\right)",1,"(323*x^3)/(5 + Log[3])^2 - (30*x^4)/(5 + Log[3])^2 + x^5/(5 + Log[3])^2 - (2*x^2*(760 + 10*Log[3] + Log[3]^2))/(5 + Log[3])^2 + (x*(2426 + 10*Log[3] + Log[3]^2))/(5 + Log[3])^2 - x*Log[Log[x]]","B",9,6,88,0.06818,1,"{12, 6741, 6742, 6688, 2298, 2520}"
697,0,0,0,3.3009676,"\int \frac{-3 x+3 x^2-3 \log (x)+\left(-3 x^2-3 x \log (x)\right) \log (\log (x))+\left(3 x+(-3-3 x) \log (x)+3 \log ^2(x)+(-3 x+3 x \log (x)) \log (\log (x))\right) \log (-3 x+3 \log (x)+3 x \log (\log (x)))}{-x^3 \log ^2(x)+x^2 \log ^3(x)+x^3 \log ^2(x) \log (\log (x))+\left(-2 x^2 \log ^2(x)+2 x \log ^3(x)+2 x^2 \log ^2(x) \log (\log (x))\right) \log (-3 x+3 \log (x)+3 x \log (\log (x)))+\left(-x \log ^2(x)+\log ^3(x)+x \log ^2(x) \log (\log (x))\right) \log ^2(-3 x+3 \log (x)+3 x \log (\log (x)))} \, dx","Int[(-3*x + 3*x^2 - 3*Log[x] + (-3*x^2 - 3*x*Log[x])*Log[Log[x]] + (3*x + (-3 - 3*x)*Log[x] + 3*Log[x]^2 + (-3*x + 3*x*Log[x])*Log[Log[x]])*Log[-3*x + 3*Log[x] + 3*x*Log[Log[x]]])/(-(x^3*Log[x]^2) + x^2*Log[x]^3 + x^3*Log[x]^2*Log[Log[x]] + (-2*x^2*Log[x]^2 + 2*x*Log[x]^3 + 2*x^2*Log[x]^2*Log[Log[x]])*Log[-3*x + 3*Log[x] + 3*x*Log[Log[x]]] + (-(x*Log[x]^2) + Log[x]^3 + x*Log[x]^2*Log[Log[x]])*Log[-3*x + 3*Log[x] + 3*x*Log[Log[x]]]^2),x]","\int \frac{-3 x+3 x^2-3 \log (x)+\left(-3 x^2-3 x \log (x)\right) \log (\log (x))+\left(3 x+(-3-3 x) \log (x)+3 \log ^2(x)+(-3 x+3 x \log (x)) \log (\log (x))\right) \log (-3 x+3 \log (x)+3 x \log (\log (x)))}{-x^3 \log ^2(x)+x^2 \log ^3(x)+x^3 \log ^2(x) \log (\log (x))+\left(-2 x^2 \log ^2(x)+2 x \log ^3(x)+2 x^2 \log ^2(x) \log (\log (x))\right) \log (-3 x+3 \log (x)+3 x \log (\log (x)))+\left(-x \log ^2(x)+\log ^3(x)+x \log ^2(x) \log (\log (x))\right) \log ^2(-3 x+3 \log (x)+3 x \log (\log (x)))} \, dx","\frac{3 x}{\log (x) (x+\log (3 (\log (x)+x (\log (\log (x))-1))))}",1,"-3*Defer[Int][x/((-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] - 3*Defer[Int][x/(Log[x]^2*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] - 3*Defer[Int][1/(Log[x]*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] + 3*Defer[Int][x/(Log[x]*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] + 3*Defer[Int][x^2/(Log[x]*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] - 3*Defer[Int][(x*Log[Log[x]])/(Log[x]*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] - 3*Defer[Int][(x^2*Log[Log[x]])/(Log[x]*(-x + Log[x] + x*Log[Log[x]])*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])^2), x] - 3*Defer[Int][1/(Log[x]^2*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])), x] + 3*Defer[Int][1/(Log[x]*(x + Log[3*(Log[x] + x*(-1 + Log[Log[x]]))])), x]","F",0,0,0,0,-1,"{}"
698,0,0,0,174.2385451,"\int \frac{x^{\frac{x}{x^2+\left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \log (x)}} \left(5 x^2+x^3+x^4+\left(-5 x^2-x^3-x^4\right) \log (x)+\left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \left(\left(5-9 x-3 x^2-6 x^3\right) \log ^2(x)+\left(-5 x-x^2-x^3\right) \log ^2(x) \log \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)\right)\right)}{5 x^4+x^5+x^6+\left(10 x^2+2 x^3+2 x^4\right) \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \log (x)+\left(5+x+x^2\right) \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^{2 x} \log ^2(x)} \, dx","Int[(x^(x/(x^2 + (25*x^2 + 10*x^3 + 11*x^4 + 2*x^5 + x^6)^x*Log[x]))*(5*x^2 + x^3 + x^4 + (-5*x^2 - x^3 - x^4)*Log[x] + (25*x^2 + 10*x^3 + 11*x^4 + 2*x^5 + x^6)^x*((5 - 9*x - 3*x^2 - 6*x^3)*Log[x]^2 + (-5*x - x^2 - x^3)*Log[x]^2*Log[25*x^2 + 10*x^3 + 11*x^4 + 2*x^5 + x^6])))/(5*x^4 + x^5 + x^6 + (10*x^2 + 2*x^3 + 2*x^4)*(25*x^2 + 10*x^3 + 11*x^4 + 2*x^5 + x^6)^x*Log[x] + (5 + x + x^2)*(25*x^2 + 10*x^3 + 11*x^4 + 2*x^5 + x^6)^(2*x)*Log[x]^2),x]","\int \frac{x^{\frac{x}{x^2+\left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \log (x)}} \left(5 x^2+x^3+x^4+\left(-5 x^2-x^3-x^4\right) \log (x)+\left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \left(\left(5-9 x-3 x^2-6 x^3\right) \log ^2(x)+\left(-5 x-x^2-x^3\right) \log ^2(x) \log \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)\right)\right)}{5 x^4+x^5+x^6+\left(10 x^2+2 x^3+2 x^4\right) \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^x \log (x)+\left(5+x+x^2\right) \left(25 x^2+10 x^3+11 x^4+2 x^5+x^6\right)^{2 x} \log ^2(x)} \, dx","e^{\frac{x}{\left(\left(\left(x^2+x+4\right) x+x\right)^2\right)^x+\frac{x^2}{\log (x)}}}",1,"((10*I)*Defer[Int][x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((10*I)*Defer[Int][x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] - ((20*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((16*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((4*I)*Defer[Int][(x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((12*I)*Defer[Int][(x^(5 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] - ((20*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((16*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((4*I)*Defer[Int][(x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((12*I)*Defer[Int][(x^(5 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((10*I)*Defer[Int][(x^(x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((18*I)*Defer[Int][(x^(1 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((6*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((12*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] + ((10*I)*Defer[Int][(x^(x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((18*I)*Defer[Int][(x^(1 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((6*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((12*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] + ((10*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][(x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][(x^(5 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((10*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][(x^(4 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] + ((2*I)*Defer[Int][(x^(5 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])^2), x])/Sqrt[19] - ((10*I)*Defer[Int][(x^(1 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((2*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((2*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((-1 + I*Sqrt[19] - 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((10*I)*Defer[Int][(x^(1 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((2*I)*Defer[Int][(x^(2 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19] - ((2*I)*Defer[Int][(x^(3 + x/(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x]))*Log[x]*Log[x^2*(5 + x + x^2)^2])/((1 + I*Sqrt[19] + 2*x)*(x^2 + (x^2*(5 + x + x^2)^2)^x*Log[x])), x])/Sqrt[19]","F",0,0,0,0,-1,"{}"
699,1,112,0,0.4306464,"\int \left(4 x+24 x^2+26 x^3-30 x^4+6 x^5+e^{4-2 x} \left(2 x-2 x^2\right)+e^{2-x} \left(6 x+16 x^2-14 x^3+2 x^4\right)+\left(6 x+18 x^2-8 x^3+e^{2-x} \left(4 x-2 x^2\right)\right) \log (x)+2 x \log ^2(x)\right) \, dx","Int[4*x + 24*x^2 + 26*x^3 - 30*x^4 + 6*x^5 + E^(4 - 2*x)*(2*x - 2*x^2) + E^(2 - x)*(6*x + 16*x^2 - 14*x^3 + 2*x^4) + (6*x + 18*x^2 - 8*x^3 + E^(2 - x)*(4*x - 2*x^2))*Log[x] + 2*x*Log[x]^2,x]","x^6-6 x^5-2 e^{2-x} x^4+7 x^4-2 x^4 \log (x)+6 e^{2-x} x^3+6 x^3+6 x^3 \log (x)+e^{4-2 x} x^2+2 e^{2-x} x^2+x^2+x^2 \log ^2(x)+2 e^{2-x} x^2 \log (x)+2 x^2 \log (x)","x^2 \left(-((x-2) x)+x+e^{2-x}+\log (x)+1\right)^2",1,"x^2 + E^(4 - 2*x)*x^2 + 2*E^(2 - x)*x^2 + 6*x^3 + 6*E^(2 - x)*x^3 + 7*x^4 - 2*E^(2 - x)*x^4 - 6*x^5 + x^6 + 2*x^2*Log[x] + 2*E^(2 - x)*x^2*Log[x] + 6*x^3*Log[x] - 2*x^4*Log[x] + x^2*Log[x]^2","B",34,8,109,0.07339,1,"{1593, 2196, 2176, 2194, 2554, 14, 2305, 2304}"
700,0,0,0,8.4099183,"\int \frac{\left(-8 x^2+2 x^3-2 x^4\right) \log (5) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right)+\left(16-8 x+12 x^2+\left(-4 x^2+2 x^3-3 x^4\right) \log (5)\right) \log \left(-4+x^2 \log (5)\right)+\left(8 x^2-2 x^3+2 x^4\right) \log (5) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right) \log \left(\log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right)\right)}{\left(-16 x+4 x^2-4 x^3+\left(4 x^3-x^4+x^5\right) \log (5)\right) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right) \log ^2\left(-4+x^2 \log (5)\right)} \, dx","Int[((-8*x^2 + 2*x^3 - 2*x^4)*Log[5]*Log[(-4*x + x^2 - x^3)/4] + (16 - 8*x + 12*x^2 + (-4*x^2 + 2*x^3 - 3*x^4)*Log[5])*Log[-4 + x^2*Log[5]] + (8*x^2 - 2*x^3 + 2*x^4)*Log[5]*Log[(-4*x + x^2 - x^3)/4]*Log[Log[(-4*x + x^2 - x^3)/4]])/((-16*x + 4*x^2 - 4*x^3 + (4*x^3 - x^4 + x^5)*Log[5])*Log[(-4*x + x^2 - x^3)/4]*Log[-4 + x^2*Log[5]]^2),x]","\int \frac{\left(-8 x^2+2 x^3-2 x^4\right) \log (5) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right)+\left(16-8 x+12 x^2+\left(-4 x^2+2 x^3-3 x^4\right) \log (5)\right) \log \left(-4+x^2 \log (5)\right)+\left(8 x^2-2 x^3+2 x^4\right) \log (5) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right) \log \left(\log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right)\right)}{\left(-16 x+4 x^2-4 x^3+\left(4 x^3-x^4+x^5\right) \log (5)\right) \log \left(\frac{1}{4} \left(-4 x+x^2-x^3\right)\right) \log ^2\left(-4+x^2 \log (5)\right)} \, dx","\frac{1-\log \left(\log \left(\frac{1}{4} x \left(x-x^2\right)-x\right)\right)}{\log \left(x^2 \log (5)-4\right)}",1,"Log[-4 + x^2*Log[5]]^(-1) + ((2*I)*Defer[Int][1/((1 + I*Sqrt[15] - 2*x)*Log[-1/4*(x*(4 - x + x^2))]*Log[-4 + x^2*Log[5]]), x])/Sqrt[15] - Defer[Int][1/(x*Log[-1/4*(x*(4 - x + x^2))]*Log[-4 + x^2*Log[5]]), x] - ((15 - I*Sqrt[15])*Log[25]*Defer[Int][1/((-1 - I*Sqrt[15] + 2*x)*Log[-1/4*(x*(4 - x + x^2))]*Log[-4 + x^2*Log[5]]), x])/(15*Log[5]) + ((2*I)*Defer[Int][1/((-1 + I*Sqrt[15] + 2*x)*Log[-1/4*(x*(4 - x + x^2))]*Log[-4 + x^2*Log[5]]), x])/Sqrt[15] - ((15 + I*Sqrt[15])*Log[25]*Defer[Int][1/((-1 + I*Sqrt[15] + 2*x)*Log[-1/4*(x*(4 - x + x^2))]*Log[-4 + x^2*Log[5]]), x])/(15*Log[5]) - Sqrt[Log[5]]*Defer[Int][Log[Log[-1/4*(x*(4 - x + x^2))]]/((2 - x*Sqrt[Log[5]])*Log[-4 + x^2*Log[5]]^2), x] + Sqrt[Log[5]]*Defer[Int][Log[Log[-1/4*(x*(4 - x + x^2))]]/((2 + x*Sqrt[Log[5]])*Log[-4 + x^2*Log[5]]^2), x]","F",0,0,0,0,-1,"{}"
701,1,30,0,0.510151,"\int \left(150 x^5+e^{-12+10 x} \left(100 x^3+250 x^4\right)+e^{-6+5 x} \left(250 x^4+250 x^5\right)\right) \, dx","Int[150*x^5 + E^(-12 + 10*x)*(100*x^3 + 250*x^4) + E^(-6 + 5*x)*(250*x^4 + 250*x^5),x]","25 x^6+50 e^{5 x-6} x^5+25 e^{10 x-12} x^4","25 \left(x+e^{x-2 (3-2 x)}\right)^2 x^4+2-\log (4)",1,"25*E^(-12 + 10*x)*x^4 + 50*E^(-6 + 5*x)*x^5 + 25*x^6","A",27,4,44,0.09091,1,"{1593, 2196, 2176, 2194}"
702,0,0,0,12.4161421,"\int \frac{3+x^2+e^4 x^2+\left(2 x+2 e^4 x\right) \log (3)+\left(1+e^4\right) \log ^2(3)+e^{2 x} \left(x^4+e^4 x^4\right) \log ^2(3)+e^x \left(3 x^2+3 x^3+\left(-2 x^3-2 e^4 x^3\right) \log (3)+\left(-2 x^2-2 e^4 x^2\right) \log ^2(3)\right)}{-3 x-x^2+x^3+e^4 x^3+\left(-3-2 x+2 x^2+2 e^4 x^2\right) \log (3)+\left(-1+x+e^4 x\right) \log ^2(3)+e^x \left(3 x^3+\left(6 x^2+2 x^3-2 x^4-2 e^4 x^4\right) \log (3)+\left(2 x^2-2 x^3-2 e^4 x^3\right) \log ^2(3)\right)+e^{2 x} \left(-3 x^4 \log (3)+\left(-x^4+x^5+e^4 x^5\right) \log ^2(3)\right)} \, dx","Int[(3 + x^2 + E^4*x^2 + (2*x + 2*E^4*x)*Log[3] + (1 + E^4)*Log[3]^2 + E^(2*x)*(x^4 + E^4*x^4)*Log[3]^2 + E^x*(3*x^2 + 3*x^3 + (-2*x^3 - 2*E^4*x^3)*Log[3] + (-2*x^2 - 2*E^4*x^2)*Log[3]^2))/(-3*x - x^2 + x^3 + E^4*x^3 + (-3 - 2*x + 2*x^2 + 2*E^4*x^2)*Log[3] + (-1 + x + E^4*x)*Log[3]^2 + E^x*(3*x^3 + (6*x^2 + 2*x^3 - 2*x^4 - 2*E^4*x^4)*Log[3] + (2*x^2 - 2*x^3 - 2*E^4*x^3)*Log[3]^2) + E^(2*x)*(-3*x^4*Log[3] + (-x^4 + x^5 + E^4*x^5)*Log[3]^2)),x]","\int \frac{3+x^2+e^4 x^2+\left(2 x+2 e^4 x\right) \log (3)+\left(1+e^4\right) \log ^2(3)+e^{2 x} \left(x^4+e^4 x^4\right) \log ^2(3)+e^x \left(3 x^2+3 x^3+\left(-2 x^3-2 e^4 x^3\right) \log (3)+\left(-2 x^2-2 e^4 x^2\right) \log ^2(3)\right)}{-3 x-x^2+x^3+e^4 x^3+\left(-3-2 x+2 x^2+2 e^4 x^2\right) \log (3)+\left(-1+x+e^4 x\right) \log ^2(3)+e^x \left(3 x^3+\left(6 x^2+2 x^3-2 x^4-2 e^4 x^4\right) \log (3)+\left(2 x^2-2 x^3-2 e^4 x^3\right) \log ^2(3)\right)+e^{2 x} \left(-3 x^4 \log (3)+\left(-x^4+x^5+e^4 x^5\right) \log ^2(3)\right)} \, dx","\log \left(\frac{3}{\frac{x}{1-e^x x^2}+\log (3)}-e^4 x-x+1\right)+1",1,"Log[3 + Log[3] - (1 + E^4)*x*Log[3]] - (1 + Log[3])*Defer[Int][(-x - Log[3] + E^x*x^2*Log[3])^(-1), x] - Log[9]*Defer[Int][1/(x*(-x - Log[3] + E^x*x^2*Log[3])), x] - Defer[Int][x/(-x - Log[3] + E^x*x^2*Log[3]), x] - ((3 - 4*Log[3] + Log[3]^2 + 2*E^4*Log[3]^2)*Defer[Int][((1 + E^4)*x^2 - 3*(1 + Log[3]/3) + 3*E^x*x^2*(1 + Log[3]/3) - E^x*(1 + E^4)*x^3*Log[3] - x*(1 - (1 + E^4)*Log[3]))^(-1), x])/Log[3] + 2*(3 + Log[3])*Defer[Int][1/(x*((1 + E^4)*x^2 - 3*(1 + Log[3]/3) + 3*E^x*x^2*(1 + Log[3]/3) - E^x*(1 + E^4)*x^3*Log[3] - x*(1 - (1 + E^4)*Log[3]))), x] - (Log[3] + E^4*(1 + Log[3]))*Defer[Int][x/((1 + E^4)*x^2 - 3*(1 + Log[3]/3) + 3*E^x*x^2*(1 + Log[3]/3) - E^x*(1 + E^4)*x^3*Log[3] - x*(1 - (1 + E^4)*Log[3])), x] - (1 + E^4)*Defer[Int][x^2/((1 + E^4)*x^2 - 3*(1 + Log[3]/3) + 3*E^x*x^2*(1 + Log[3]/3) - E^x*(1 + E^4)*x^3*Log[3] - x*(1 - (1 + E^4)*Log[3])), x] + ((9 + 5*Log[3]^2 + Log[27] - Log[3]*Log[243])*Defer[Int][1/((3 + Log[3] - (1 + E^4)*x*Log[3])*((1 + E^4)*x^2 - 3*(1 + Log[3]/3) + 3*E^x*x^2*(1 + Log[3]/3) - E^x*(1 + E^4)*x^3*Log[3] - x*(1 - (1 + E^4)*Log[3]))), x])/Log[3]","F",0,0,0,0,-1,"{}"
703,1,6883,0,33.5712927,"\int \frac{-288 x+4416 x^2-28803 x^3+104206 x^4-229260 x^5+318269 x^6-283473 x^7+164104 x^8-61968 x^9+15115 x^{10}-2343 x^{11}+236 x^{12}-18 x^{13}+x^{14}+e^{20} \left(x^4-x^6\right)+e^{15} \left(3 x^3-22 x^4+48 x^5-29 x^6+2 x^8\right)+e^{10} \left(96 x^2-585 x^3+1047 x^4-315 x^5-435 x^6+171 x^7+45 x^8-18 x^9\right)+e^5 \left(288 x-3648 x^2+18729 x^3-49936 x^4+74007 x^5-61691 x^6+29295 x^7-8121 x^8+1494 x^9-253 x^{10}+36 x^{11}-2 x^{12}\right)+\left(864-13248 x+86427 x^2-312894 x^3+689580 x^4-961317 x^5+864729 x^6-512136 x^7+203472 x^8-55395 x^9+10719 x^{10}-1548 x^{11}+162 x^{12}-9 x^{13}+e^{15} \left(9 x^3-27 x^4+27 x^6-9 x^7\right)+e^{10} \left(27 x^2-270 x^3+999 x^4-1665 x^5+1215 x^6-333 x^7+9 x^9\right)+e^5 \left(288 x-2646 x^2+9027 x^3-13797 x^4+9081 x^5-3078 x^6+2934 x^7-2808 x^8+1143 x^9-189 x^{10}+9 x^{11}\right)\right) \log (x)+\left(-81 x+1242 x^2-8100 x^3+29295 x^4-64395 x^5+89208 x^6-79056 x^7+45225 x^8-16605 x^9+3780 x^{10}-486 x^{11}+27 x^{12}+e^{10} \left(27 x^2-162 x^3+270 x^4-270 x^6+162 x^7-27 x^8\right)+e^5 \left(81 x-1026 x^2+5265 x^3-14013 x^4+20655 x^5-16929 x^6+7614 x^7-1755 x^8+162 x^9\right)\right) \log ^2(x)+\left(81-1242 x+8100 x^2-29295 x^3+64395 x^4-89208 x^5+79056 x^6-45225 x^7+16605 x^8-3780 x^9+486 x^{10}-27 x^{11}+e^5 \left(27 x-243 x^2+783 x^3-972 x^4+972 x^6-783 x^7+243 x^8-27 x^9\right)\right) \log ^3(x)}{64 x-960 x^2+6080 x^3-21120 x^4+43840 x^5-55872 x^6+43840 x^7-21120 x^8+6080 x^9-960 x^{10}+64 x^{11}} \, dx","Int[(-288*x + 4416*x^2 - 28803*x^3 + 104206*x^4 - 229260*x^5 + 318269*x^6 - 283473*x^7 + 164104*x^8 - 61968*x^9 + 15115*x^10 - 2343*x^11 + 236*x^12 - 18*x^13 + x^14 + E^20*(x^4 - x^6) + E^15*(3*x^3 - 22*x^4 + 48*x^5 - 29*x^6 + 2*x^8) + E^10*(96*x^2 - 585*x^3 + 1047*x^4 - 315*x^5 - 435*x^6 + 171*x^7 + 45*x^8 - 18*x^9) + E^5*(288*x - 3648*x^2 + 18729*x^3 - 49936*x^4 + 74007*x^5 - 61691*x^6 + 29295*x^7 - 8121*x^8 + 1494*x^9 - 253*x^10 + 36*x^11 - 2*x^12) + (864 - 13248*x + 86427*x^2 - 312894*x^3 + 689580*x^4 - 961317*x^5 + 864729*x^6 - 512136*x^7 + 203472*x^8 - 55395*x^9 + 10719*x^10 - 1548*x^11 + 162*x^12 - 9*x^13 + E^15*(9*x^3 - 27*x^4 + 27*x^6 - 9*x^7) + E^10*(27*x^2 - 270*x^3 + 999*x^4 - 1665*x^5 + 1215*x^6 - 333*x^7 + 9*x^9) + E^5*(288*x - 2646*x^2 + 9027*x^3 - 13797*x^4 + 9081*x^5 - 3078*x^6 + 2934*x^7 - 2808*x^8 + 1143*x^9 - 189*x^10 + 9*x^11))*Log[x] + (-81*x + 1242*x^2 - 8100*x^3 + 29295*x^4 - 64395*x^5 + 89208*x^6 - 79056*x^7 + 45225*x^8 - 16605*x^9 + 3780*x^10 - 486*x^11 + 27*x^12 + E^10*(27*x^2 - 162*x^3 + 270*x^4 - 270*x^6 + 162*x^7 - 27*x^8) + E^5*(81*x - 1026*x^2 + 5265*x^3 - 14013*x^4 + 20655*x^5 - 16929*x^6 + 7614*x^7 - 1755*x^8 + 162*x^9))*Log[x]^2 + (81 - 1242*x + 8100*x^2 - 29295*x^3 + 64395*x^4 - 89208*x^5 + 79056*x^6 - 45225*x^7 + 16605*x^8 - 3780*x^9 + 486*x^10 - 27*x^11 + E^5*(27*x - 243*x^2 + 783*x^3 - 972*x^4 + 972*x^6 - 783*x^7 + 243*x^8 - 27*x^9))*Log[x]^3)/(64*x - 960*x^2 + 6080*x^3 - 21120*x^4 + 43840*x^5 - 55872*x^6 + 43840*x^7 - 21120*x^8 + 6080*x^9 - 960*x^10 + 64*x^11),x]","\frac{x^4}{256}-\frac{3}{64} \log (x) x^3+\frac{27}{128} \log ^2(x) x^2+\frac{1}{64} \left(48-e^5\right) x^2+\frac{27 e^5 \log ^3(x) x}{40 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{81 e^5 \log ^3(x) x}{160 \left(-2 x-\sqrt{5}+3\right)}+\frac{27 e^5 \log ^3(x) x}{40 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{81 e^5 \log ^3(x) x}{160 \left(-2 x+\sqrt{5}+3\right)}-\frac{27}{64} \log ^3(x) x-\frac{81 e^5 \left(1+e^5\right) \log ^2(x) x}{80 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{27 e^5 \left(7-e^5\right) \log ^2(x) x}{160 \left(-2 x-\sqrt{5}+3\right)}+\frac{189 \left(9-\sqrt{5}\right) e^{10} \log ^2(x) x}{800 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{243 e^{10} \log ^2(x) x}{400 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{81 e^5 \left(1+e^5\right) \log ^2(x) x}{80 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{27 e^5 \left(7-e^5\right) \log ^2(x) x}{160 \left(-2 x+\sqrt{5}+3\right)}+\frac{189 \left(9+\sqrt{5}\right) e^{10} \log ^2(x) x}{800 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{243 e^{10} \log ^2(x) x}{400 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log (x) x}{80 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{27 e^{10} \left(7+3 e^5\right) \log (x) x}{200 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{27 \left(9-\sqrt{5}\right) e^{10} \left(6-e^5\right) \log (x) x}{400 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{27 e^5 \left(19-2 e^5\right) \log (x) x}{80 \left(-2 x-\sqrt{5}+3\right)}-\frac{81 \left(15-\sqrt{5}\right) e^{15} \log (x) x}{1000 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{63 e^{15} \log (x) x}{200 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{189 e^{10} \log (x) x}{80 \sqrt{5} \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{81 e^{10} \log (x) x}{40 \sqrt{5} \left(3-\sqrt{5}\right)^2 \left(-2 x-\sqrt{5}+3\right)}+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log (x) x}{80 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{27 e^{10} \left(7+3 e^5\right) \log (x) x}{200 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{27 \left(9+\sqrt{5}\right) e^{10} \left(6-e^5\right) \log (x) x}{400 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{27 e^5 \left(19-2 e^5\right) \log (x) x}{80 \left(-2 x+\sqrt{5}+3\right)}-\frac{81 \left(15+\sqrt{5}\right) e^{15} \log (x) x}{1000 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{63 e^{15} \log (x) x}{200 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{189 e^{10} \log (x) x}{80 \sqrt{5} \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{81 e^{10} \log (x) x}{40 \sqrt{5} \left(3+\sqrt{5}\right)^2 \left(-2 x+\sqrt{5}+3\right)}-\frac{9}{64} \left(32-e^5\right) \log (x) x-\frac{3}{32} \left(48-e^5\right) x+\frac{9}{64} \left(32-e^5\right) x+\frac{81 \log ^4(x)}{256}+\frac{189 \left(5-3 \sqrt{5}\right) e^{10} \log ^2(x)}{1600 \left(-2 x-\sqrt{5}+3\right)^2}+\frac{81 e^{10} \log ^2(x)}{160 \sqrt{5} \left(-2 x-\sqrt{5}+3\right)^2}+\frac{189 \left(5+3 \sqrt{5}\right) e^{10} \log ^2(x)}{1600 \left(-2 x+\sqrt{5}+3\right)^2}-\frac{81 e^{10} \log ^2(x)}{160 \sqrt{5} \left(-2 x+\sqrt{5}+3\right)^2}-\frac{189 e^{10} \log ^2(x)}{320 \sqrt{5} \left(3+\sqrt{5}\right)}+\frac{81 e^{10} \log ^2(x)}{160 \sqrt{5} \left(3+\sqrt{5}\right)^2}+\frac{189 e^{10} \log ^2(x)}{320 \sqrt{5} \left(3-\sqrt{5}\right)}-\frac{81 e^{10} \log ^2(x)}{160 \sqrt{5} \left(3-\sqrt{5}\right)^2}+\frac{27 \log ^2(x)}{4}+\frac{3 e^5 \left(1125-\sqrt{5} \left(5325+60 e^5+22 e^{10}\right)\right) \log \left(-2 x-\sqrt{5}+3\right)}{16000}+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log \left(-2 x-\sqrt{5}+3\right)}{160 \left(3-\sqrt{5}\right)}+\frac{27 e^{10} \left(7+3 e^5\right) \log \left(-2 x-\sqrt{5}+3\right)}{400 \left(3-\sqrt{5}\right)}-\frac{27 \left(9-\sqrt{5}\right) e^{10} \left(6-e^5\right) \log \left(-2 x-\sqrt{5}+3\right)}{800 \left(3-\sqrt{5}\right)}-\frac{27}{160} e^5 \left(19-2 e^5\right) \log \left(-2 x-\sqrt{5}+3\right)-\frac{81 \left(15-\sqrt{5}\right) e^{15} \log \left(-2 x-\sqrt{5}+3\right)}{2000 \left(3-\sqrt{5}\right)}+\frac{63 e^{15} \log \left(-2 x-\sqrt{5}+3\right)}{400 \left(3-\sqrt{5}\right)}-\frac{27 e^{15} \log \left(-2 x-\sqrt{5}+3\right)}{200 \left(3-\sqrt{5}\right)^2}+\frac{21 e^{15} \log \left(-2 x-\sqrt{5}+3\right)}{200 \left(3-\sqrt{5}\right)^3}+\frac{189 e^{10} \log \left(-2 x-\sqrt{5}+3\right)}{160 \sqrt{5} \left(3-\sqrt{5}\right)}-\frac{81 e^{10} \log \left(-2 x-\sqrt{5}+3\right)}{80 \sqrt{5} \left(3-\sqrt{5}\right)^2}-\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{160 \sqrt{5}}-\frac{27 e^{10} \left(7+3 e^5\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{400 \sqrt{5}}-\frac{81 e^5 \left(1+e^5\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{80 \left(3+\sqrt{5}\right)}+\frac{27}{160} e^5 \left(7-e^5\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)+\frac{243 e^{10} \left(6-e^5\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{800 \sqrt{5}}+\frac{81 e^5 \left(19-2 e^5\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{160 \sqrt{5}}+\frac{9 e^{15} \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{20 \sqrt{5}}+\frac{189 \left(9+\sqrt{5}\right) e^{10} \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{800 \left(3+\sqrt{5}\right)}+\frac{189 e^{10} \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{160 \sqrt{5} \left(3+\sqrt{5}\right)}-\frac{243 e^{10} \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{400 \left(3+\sqrt{5}\right)}-\frac{81 e^{10} \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{80 \sqrt{5} \left(3+\sqrt{5}\right)^2}+\frac{3 e^5 \left(1125+\sqrt{5} \left(5325+60 e^5+22 e^{10}\right)\right) \log \left(-2 x+\sqrt{5}+3\right)}{16000}+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log \left(-2 x+\sqrt{5}+3\right)}{160 \left(3+\sqrt{5}\right)}+\frac{27 e^{10} \left(7+3 e^5\right) \log \left(-2 x+\sqrt{5}+3\right)}{400 \left(3+\sqrt{5}\right)}+\frac{9 e^{10} \left(7+3 e^5\right) \log \left(-2 x+\sqrt{5}+3\right)}{80 \sqrt{5} \left(3+\sqrt{5}\right)^2}-\frac{27 \left(9+\sqrt{5}\right) e^{10} \left(6-e^5\right) \log \left(-2 x+\sqrt{5}+3\right)}{800 \left(3+\sqrt{5}\right)}-\frac{27 e^{10} \left(6-e^5\right) \log \left(-2 x+\sqrt{5}+3\right)}{160 \sqrt{5} \left(3+\sqrt{5}\right)}-\frac{27}{160} e^5 \left(19-2 e^5\right) \log \left(-2 x+\sqrt{5}+3\right)-\frac{81 \left(5+6 \sqrt{5}\right) e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{2000 \left(3+\sqrt{5}\right)^2}-\frac{81 \left(15+\sqrt{5}\right) e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{2000 \left(3+\sqrt{5}\right)}+\frac{63 e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{400 \left(3+\sqrt{5}\right)}+\frac{63 e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{200 \sqrt{5} \left(3+\sqrt{5}\right)^2}-\frac{27 e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{200 \left(3+\sqrt{5}\right)^2}+\frac{21 e^{15} \log \left(-2 x+\sqrt{5}+3\right)}{200 \left(3+\sqrt{5}\right)^3}-\frac{189 e^{10} \log \left(-2 x+\sqrt{5}+3\right)}{160 \sqrt{5} \left(3+\sqrt{5}\right)}+\frac{81 e^{10} \log \left(-2 x+\sqrt{5}+3\right)}{80 \sqrt{5} \left(3+\sqrt{5}\right)^2}-\frac{9 e^{10} \left(7+3 e^5\right) \log (x)}{80 \sqrt{5} \left(-2 x-\sqrt{5}+3\right)^2}-\frac{27 \left(5-3 \sqrt{5}\right) e^{10} \left(6-e^5\right) \log (x)}{800 \left(-2 x-\sqrt{5}+3\right)^2}-\frac{81 \left(5-6 \sqrt{5}\right) e^{15} \log (x)}{2000 \left(-2 x-\sqrt{5}+3\right)^2}-\frac{63 e^{15} \log (x)}{200 \sqrt{5} \left(-2 x-\sqrt{5}+3\right)^2}+\frac{9 e^{10} \left(7+3 e^5\right) \log (x)}{80 \sqrt{5} \left(-2 x+\sqrt{5}+3\right)^2}-\frac{27 \left(5+3 \sqrt{5}\right) e^{10} \left(6-e^5\right) \log (x)}{800 \left(-2 x+\sqrt{5}+3\right)^2}-\frac{81 \left(5+6 \sqrt{5}\right) e^{15} \log (x)}{2000 \left(-2 x+\sqrt{5}+3\right)^2}+\frac{63 e^{15} \log (x)}{200 \sqrt{5} \left(-2 x+\sqrt{5}+3\right)^2}-\frac{27 \left(3-\sqrt{5}\right) e^{15} \log (x)}{200 \left(-2 x-\sqrt{5}+3\right)^3}+\frac{21 e^{15} \log (x)}{200 \left(-2 x-\sqrt{5}+3\right)^3}-\frac{27 \left(3+\sqrt{5}\right) e^{15} \log (x)}{200 \left(-2 x+\sqrt{5}+3\right)^3}+\frac{21 e^{15} \log (x)}{200 \left(-2 x+\sqrt{5}+3\right)^3}-\frac{9 e^{10} \left(7+3 e^5\right) \log (x)}{80 \sqrt{5} \left(3+\sqrt{5}\right)^2}+\frac{9 e^{10} \left(7+3 e^5\right) \log (x)}{80 \sqrt{5} \left(3-\sqrt{5}\right)^2}+\frac{27 e^{10} \left(6-e^5\right) \log (x)}{160 \sqrt{5} \left(3+\sqrt{5}\right)}-\frac{27 e^{10} \left(6-e^5\right) \log (x)}{160 \sqrt{5} \left(3-\sqrt{5}\right)}+\frac{81 \left(5+6 \sqrt{5}\right) e^{15} \log (x)}{2000 \left(3+\sqrt{5}\right)^2}-\frac{63 e^{15} \log (x)}{200 \sqrt{5} \left(3+\sqrt{5}\right)^2}+\frac{27 e^{15} \log (x)}{200 \left(3+\sqrt{5}\right)^2}-\frac{21 e^{15} \log (x)}{200 \left(3+\sqrt{5}\right)^3}+\frac{81 \left(5-6 \sqrt{5}\right) e^{15} \log (x)}{2000 \left(3-\sqrt{5}\right)^2}+\frac{63 e^{15} \log (x)}{200 \sqrt{5} \left(3-\sqrt{5}\right)^2}+\frac{27 e^{15} \log (x)}{200 \left(3-\sqrt{5}\right)^2}-\frac{21 e^{15} \log (x)}{200 \left(3-\sqrt{5}\right)^3}-\frac{9}{320} e^5 \left(15+\sqrt{5} \left(49-e^5\right)\right) \log \left(\frac{1}{2} \left(3+\sqrt{5}\right)\right) \log \left(2 x-\sqrt{5}-3\right)-\frac{9}{320} e^5 \left(15-\sqrt{5} \left(49-e^5\right)\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{160 \sqrt{5}}+\frac{27 e^{10} \left(7+3 e^5\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{400 \sqrt{5}}-\frac{81 e^5 \left(1+e^5\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{80 \left(3-\sqrt{5}\right)}+\frac{27}{160} e^5 \left(7-e^5\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)-\frac{243 e^{10} \left(6-e^5\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{800 \sqrt{5}}-\frac{81 e^5 \left(19-2 e^5\right) \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{160 \sqrt{5}}-\frac{9 e^{15} \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{20 \sqrt{5}}+\frac{189 \left(9-\sqrt{5}\right) e^{10} \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{800 \left(3-\sqrt{5}\right)}-\frac{189 e^{10} \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{160 \sqrt{5} \left(3-\sqrt{5}\right)}-\frac{243 e^{10} \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{400 \left(3-\sqrt{5}\right)}+\frac{81 e^{10} \log \left(\frac{1}{2} \left(3-\sqrt{5}\right)\right) \log \left(2 x+\sqrt{5}-3\right)}{80 \sqrt{5} \left(3-\sqrt{5}\right)^2}-\frac{9 e^{10} \left(7+3 e^5\right) \log \left(2 \left(9-4 \sqrt{5}\right)-\left(7-3 \sqrt{5}\right) x\right)}{160 \sqrt{5} \left(7-3 \sqrt{5}\right)}-\frac{27 \left(5-3 \sqrt{5}\right) e^{10} \left(6-e^5\right) \log \left(2 \left(9-4 \sqrt{5}\right)-\left(7-3 \sqrt{5}\right) x\right)}{1600 \left(7-3 \sqrt{5}\right)}-\frac{81 \left(5-6 \sqrt{5}\right) e^{15} \log \left(2 \left(9-4 \sqrt{5}\right)-\left(7-3 \sqrt{5}\right) x\right)}{4000 \left(7-3 \sqrt{5}\right)}-\frac{63 e^{15} \log \left(2 \left(9-4 \sqrt{5}\right)-\left(7-3 \sqrt{5}\right) x\right)}{400 \sqrt{5} \left(7-3 \sqrt{5}\right)}-\frac{81 e^5 \left(1+e^5\right) \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{81 e^5 \left(7-e^5\right) \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)}{320 \sqrt{5}}+\frac{243 e^{10} \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)}{320 \sqrt{5}}+\frac{81 e^5 \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)}{80 \left(3-\sqrt{5}\right)}-\frac{81 e^5 \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)}{32 \sqrt{5}}-\frac{243}{320} e^5 \log ^2(x) \log \left(1-\frac{2 x}{3-\sqrt{5}}\right)+\frac{81 e^5 \left(1+e^5\right) \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{81 e^5 \left(7-e^5\right) \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)}{320 \sqrt{5}}-\frac{243 e^{10} \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)}{320 \sqrt{5}}+\frac{81 e^5 \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)}{80 \left(3+\sqrt{5}\right)}+\frac{81 e^5 \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)}{32 \sqrt{5}}-\frac{243}{320} e^5 \log ^2(x) \log \left(1-\frac{2 x}{3+\sqrt{5}}\right)-\frac{81 e^5 \left(1+e^5\right) \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)}{80 \sqrt{5}}+\frac{81 e^5 \left(7-e^5\right) \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{243 e^{10} \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{81 e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)}{40 \left(3-\sqrt{5}\right)}-\frac{81 e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)}{16 \sqrt{5}}-\frac{243}{160} e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3-\sqrt{5}}\right)+\frac{81 e^5 \left(1+e^5\right) \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)}{80 \sqrt{5}}-\frac{81 e^5 \left(7-e^5\right) \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{243 e^{10} \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{81 e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)}{40 \left(3+\sqrt{5}\right)}+\frac{81 e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)}{16 \sqrt{5}}-\frac{243}{160} e^5 \log (x) \text{Li}_2\left(\frac{2 x}{3+\sqrt{5}}\right)+\frac{9}{320} e^5 \left(15-\sqrt{5} \left(49-e^5\right)\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)-\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{27 e^{10} \left(7+3 e^5\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{400 \sqrt{5}}+\frac{81 e^5 \left(1+e^5\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{80 \left(3-\sqrt{5}\right)}-\frac{27}{160} e^5 \left(7-e^5\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)+\frac{243 e^{10} \left(6-e^5\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{800 \sqrt{5}}+\frac{81 e^5 \left(19-2 e^5\right) \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{9 e^{15} \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{20 \sqrt{5}}-\frac{189 \left(9-\sqrt{5}\right) e^{10} \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{800 \left(3-\sqrt{5}\right)}+\frac{189 e^{10} \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5} \left(3-\sqrt{5}\right)}+\frac{243 e^{10} \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{400 \left(3-\sqrt{5}\right)}-\frac{81 e^{10} \text{Li}_2\left(1-\frac{2 x}{3-\sqrt{5}}\right)}{80 \sqrt{5} \left(3-\sqrt{5}\right)^2}+\frac{9}{320} e^5 \left(15+\sqrt{5} \left(49-e^5\right)\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)+\frac{9 e^5 \left(71+13 e^5-e^{10}\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{27 e^{10} \left(7+3 e^5\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{400 \sqrt{5}}+\frac{81 e^5 \left(1+e^5\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{80 \left(3+\sqrt{5}\right)}-\frac{27}{160} e^5 \left(7-e^5\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)-\frac{243 e^{10} \left(6-e^5\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{800 \sqrt{5}}-\frac{81 e^5 \left(19-2 e^5\right) \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{9 e^{15} \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{20 \sqrt{5}}-\frac{189 \left(9+\sqrt{5}\right) e^{10} \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{800 \left(3+\sqrt{5}\right)}-\frac{189 e^{10} \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5} \left(3+\sqrt{5}\right)}+\frac{243 e^{10} \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{400 \left(3+\sqrt{5}\right)}+\frac{81 e^{10} \text{Li}_2\left(1-\frac{2 x}{3+\sqrt{5}}\right)}{80 \sqrt{5} \left(3+\sqrt{5}\right)^2}+\frac{81 e^5 \left(1+e^5\right) \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)}{80 \sqrt{5}}-\frac{81 e^5 \left(7-e^5\right) \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{243 e^{10} \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{81 e^5 \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)}{40 \left(3-\sqrt{5}\right)}+\frac{81 e^5 \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)}{16 \sqrt{5}}+\frac{243}{160} e^5 \text{Li}_3\left(\frac{2 x}{3-\sqrt{5}}\right)-\frac{81 e^5 \left(1+e^5\right) \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)}{80 \sqrt{5}}+\frac{81 e^5 \left(7-e^5\right) \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}+\frac{243 e^{10} \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)}{160 \sqrt{5}}-\frac{81 e^5 \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)}{40 \left(3+\sqrt{5}\right)}-\frac{81 e^5 \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)}{16 \sqrt{5}}+\frac{243}{160} e^5 \text{Li}_3\left(\frac{2 x}{3+\sqrt{5}}\right)+\frac{9 e^{10} \left(7+3 e^5\right)}{80 \sqrt{5} \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{27 e^{10} \left(6-e^5\right)}{160 \sqrt{5} \left(-2 x-\sqrt{5}+3\right)}+\frac{81 \left(5-6 \sqrt{5}\right) e^{15}}{2000 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{63 e^{15}}{200 \sqrt{5} \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}+\frac{27 e^{15}}{200 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)}-\frac{21 e^{15}}{200 \left(3-\sqrt{5}\right)^2 \left(-2 x-\sqrt{5}+3\right)}-\frac{9 e^{10} \left(7+3 e^5\right)}{80 \sqrt{5} \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{27 e^{10} \left(6-e^5\right)}{160 \sqrt{5} \left(-2 x+\sqrt{5}+3\right)}+\frac{81 \left(5+6 \sqrt{5}\right) e^{15}}{2000 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{63 e^{15}}{200 \sqrt{5} \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}+\frac{27 e^{15}}{200 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)}-\frac{21 e^{15}}{200 \left(3+\sqrt{5}\right)^2 \left(-2 x+\sqrt{5}+3\right)}+\frac{e^5 \left(-6 \left(2575-180 e^5-11 e^{10}\right) x-149 e^{10}+2655 e^5+5200\right)}{3200 \left(x^2-3 x+1\right)}-\frac{21 e^{15}}{400 \left(3-\sqrt{5}\right) \left(-2 x-\sqrt{5}+3\right)^2}+\frac{27 e^{15}}{400 \left(-2 x-\sqrt{5}+3\right)^2}-\frac{21 e^{15}}{400 \left(3+\sqrt{5}\right) \left(-2 x+\sqrt{5}+3\right)^2}+\frac{27 e^{15}}{400 \left(-2 x+\sqrt{5}+3\right)^2}-\frac{e^{10} \left(-54 \left(65-3 e^5\right) x-5 e^{10}+122 e^5+1200\right)}{1280 \left(x^2-3 x+1\right)^2}+\frac{e^{15} \left(-6 \left(14-e^5\right) x+7 e^5+32\right)}{256 \left(x^2-3 x+1\right)^3}-\frac{e^{20} (8-21 x)}{256 \left(x^2-3 x+1\right)^4}","\left(\frac{1}{16} \left(-x+\frac{e^5}{x+\frac{1}{x}-3}+3 \log (x)\right)^2+6\right)^2",1,"(27*E^15)/(400*(3 - Sqrt[5] - 2*x)^2) - (21*E^15)/(400*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)^2) - (21*E^15)/(200*(3 - Sqrt[5])^2*(3 - Sqrt[5] - 2*x)) + (27*E^15)/(200*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (63*E^15)/(200*Sqrt[5]*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (81*(5 - 6*Sqrt[5])*E^15)/(2000*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) - (27*E^10*(6 - E^5))/(160*Sqrt[5]*(3 - Sqrt[5] - 2*x)) + (9*E^10*(7 + 3*E^5))/(80*Sqrt[5]*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (27*E^15)/(400*(3 + Sqrt[5] - 2*x)^2) - (21*E^15)/(400*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)^2) - (21*E^15)/(200*(3 + Sqrt[5])^2*(3 + Sqrt[5] - 2*x)) + (27*E^15)/(200*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) - (63*E^15)/(200*Sqrt[5]*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (81*(5 + 6*Sqrt[5])*E^15)/(2000*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (27*E^10*(6 - E^5))/(160*Sqrt[5]*(3 + Sqrt[5] - 2*x)) - (9*E^10*(7 + 3*E^5))/(80*Sqrt[5]*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (9*(32 - E^5)*x)/64 - (3*(48 - E^5)*x)/32 + ((48 - E^5)*x^2)/64 + x^4/256 - (E^20*(8 - 21*x))/(256*(1 - 3*x + x^2)^4) + (E^15*(32 + 7*E^5 - 6*(14 - E^5)*x))/(256*(1 - 3*x + x^2)^3) - (E^10*(1200 + 122*E^5 - 5*E^10 - 54*(65 - 3*E^5)*x))/(1280*(1 - 3*x + x^2)^2) + (E^5*(5200 + 2655*E^5 - 149*E^10 - 6*(2575 - 180*E^5 - 11*E^10)*x))/(3200*(1 - 3*x + x^2)) - (81*E^10*Log[3 - Sqrt[5] - 2*x])/(80*Sqrt[5]*(3 - Sqrt[5])^2) + (189*E^10*Log[3 - Sqrt[5] - 2*x])/(160*Sqrt[5]*(3 - Sqrt[5])) + (21*E^15*Log[3 - Sqrt[5] - 2*x])/(200*(3 - Sqrt[5])^3) - (27*E^15*Log[3 - Sqrt[5] - 2*x])/(200*(3 - Sqrt[5])^2) + (63*E^15*Log[3 - Sqrt[5] - 2*x])/(400*(3 - Sqrt[5])) - (81*(15 - Sqrt[5])*E^15*Log[3 - Sqrt[5] - 2*x])/(2000*(3 - Sqrt[5])) - (27*E^5*(19 - 2*E^5)*Log[3 - Sqrt[5] - 2*x])/160 - (27*(9 - Sqrt[5])*E^10*(6 - E^5)*Log[3 - Sqrt[5] - 2*x])/(800*(3 - Sqrt[5])) + (27*E^10*(7 + 3*E^5)*Log[3 - Sqrt[5] - 2*x])/(400*(3 - Sqrt[5])) + (9*E^5*(71 + 13*E^5 - E^10)*Log[3 - Sqrt[5] - 2*x])/(160*(3 - Sqrt[5])) + (3*E^5*(1125 - Sqrt[5]*(5325 + 60*E^5 + 22*E^10))*Log[3 - Sqrt[5] - 2*x])/16000 + (81*E^10*Log[3 + Sqrt[5] - 2*x])/(80*Sqrt[5]*(3 + Sqrt[5])^2) - (189*E^10*Log[3 + Sqrt[5] - 2*x])/(160*Sqrt[5]*(3 + Sqrt[5])) + (21*E^15*Log[3 + Sqrt[5] - 2*x])/(200*(3 + Sqrt[5])^3) - (27*E^15*Log[3 + Sqrt[5] - 2*x])/(200*(3 + Sqrt[5])^2) + (63*E^15*Log[3 + Sqrt[5] - 2*x])/(200*Sqrt[5]*(3 + Sqrt[5])^2) + (63*E^15*Log[3 + Sqrt[5] - 2*x])/(400*(3 + Sqrt[5])) - (81*(15 + Sqrt[5])*E^15*Log[3 + Sqrt[5] - 2*x])/(2000*(3 + Sqrt[5])) - (81*(5 + 6*Sqrt[5])*E^15*Log[3 + Sqrt[5] - 2*x])/(2000*(3 + Sqrt[5])^2) - (27*E^5*(19 - 2*E^5)*Log[3 + Sqrt[5] - 2*x])/160 - (27*E^10*(6 - E^5)*Log[3 + Sqrt[5] - 2*x])/(160*Sqrt[5]*(3 + Sqrt[5])) - (27*(9 + Sqrt[5])*E^10*(6 - E^5)*Log[3 + Sqrt[5] - 2*x])/(800*(3 + Sqrt[5])) + (9*E^10*(7 + 3*E^5)*Log[3 + Sqrt[5] - 2*x])/(80*Sqrt[5]*(3 + Sqrt[5])^2) + (27*E^10*(7 + 3*E^5)*Log[3 + Sqrt[5] - 2*x])/(400*(3 + Sqrt[5])) + (9*E^5*(71 + 13*E^5 - E^10)*Log[3 + Sqrt[5] - 2*x])/(160*(3 + Sqrt[5])) + (3*E^5*(1125 + Sqrt[5]*(5325 + 60*E^5 + 22*E^10))*Log[3 + Sqrt[5] - 2*x])/16000 - (81*E^10*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(80*Sqrt[5]*(3 + Sqrt[5])^2) - (243*E^10*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(400*(3 + Sqrt[5])) + (189*E^10*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(160*Sqrt[5]*(3 + Sqrt[5])) + (189*(9 + Sqrt[5])*E^10*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(800*(3 + Sqrt[5])) + (9*E^15*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(20*Sqrt[5]) + (81*E^5*(19 - 2*E^5)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(160*Sqrt[5]) + (243*E^10*(6 - E^5)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(800*Sqrt[5]) + (27*E^5*(7 - E^5)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/160 - (81*E^5*(1 + E^5)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(80*(3 + Sqrt[5])) - (27*E^10*(7 + 3*E^5)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(400*Sqrt[5]) - (9*E^5*(71 + 13*E^5 - E^10)*Log[(3 + Sqrt[5])/2]*Log[3 + Sqrt[5] - 2*x])/(160*Sqrt[5]) - (21*E^15*Log[x])/(200*(3 - Sqrt[5])^3) + (27*E^15*Log[x])/(200*(3 - Sqrt[5])^2) + (63*E^15*Log[x])/(200*Sqrt[5]*(3 - Sqrt[5])^2) + (81*(5 - 6*Sqrt[5])*E^15*Log[x])/(2000*(3 - Sqrt[5])^2) - (21*E^15*Log[x])/(200*(3 + Sqrt[5])^3) + (27*E^15*Log[x])/(200*(3 + Sqrt[5])^2) - (63*E^15*Log[x])/(200*Sqrt[5]*(3 + Sqrt[5])^2) + (81*(5 + 6*Sqrt[5])*E^15*Log[x])/(2000*(3 + Sqrt[5])^2) - (27*E^10*(6 - E^5)*Log[x])/(160*Sqrt[5]*(3 - Sqrt[5])) + (27*E^10*(6 - E^5)*Log[x])/(160*Sqrt[5]*(3 + Sqrt[5])) + (9*E^10*(7 + 3*E^5)*Log[x])/(80*Sqrt[5]*(3 - Sqrt[5])^2) - (9*E^10*(7 + 3*E^5)*Log[x])/(80*Sqrt[5]*(3 + Sqrt[5])^2) + (21*E^15*Log[x])/(200*(3 - Sqrt[5] - 2*x)^3) - (27*(3 - Sqrt[5])*E^15*Log[x])/(200*(3 - Sqrt[5] - 2*x)^3) - (63*E^15*Log[x])/(200*Sqrt[5]*(3 - Sqrt[5] - 2*x)^2) - (81*(5 - 6*Sqrt[5])*E^15*Log[x])/(2000*(3 - Sqrt[5] - 2*x)^2) - (27*(5 - 3*Sqrt[5])*E^10*(6 - E^5)*Log[x])/(800*(3 - Sqrt[5] - 2*x)^2) - (9*E^10*(7 + 3*E^5)*Log[x])/(80*Sqrt[5]*(3 - Sqrt[5] - 2*x)^2) + (21*E^15*Log[x])/(200*(3 + Sqrt[5] - 2*x)^3) - (27*(3 + Sqrt[5])*E^15*Log[x])/(200*(3 + Sqrt[5] - 2*x)^3) + (63*E^15*Log[x])/(200*Sqrt[5]*(3 + Sqrt[5] - 2*x)^2) - (81*(5 + 6*Sqrt[5])*E^15*Log[x])/(2000*(3 + Sqrt[5] - 2*x)^2) - (27*(5 + 3*Sqrt[5])*E^10*(6 - E^5)*Log[x])/(800*(3 + Sqrt[5] - 2*x)^2) + (9*E^10*(7 + 3*E^5)*Log[x])/(80*Sqrt[5]*(3 + Sqrt[5] - 2*x)^2) - (9*(32 - E^5)*x*Log[x])/64 - (81*E^10*x*Log[x])/(40*Sqrt[5]*(3 - Sqrt[5])^2*(3 - Sqrt[5] - 2*x)) + (189*E^10*x*Log[x])/(80*Sqrt[5]*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (63*E^15*x*Log[x])/(200*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) - (81*(15 - Sqrt[5])*E^15*x*Log[x])/(1000*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) - (27*E^5*(19 - 2*E^5)*x*Log[x])/(80*(3 - Sqrt[5] - 2*x)) - (27*(9 - Sqrt[5])*E^10*(6 - E^5)*x*Log[x])/(400*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (27*E^10*(7 + 3*E^5)*x*Log[x])/(200*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (9*E^5*(71 + 13*E^5 - E^10)*x*Log[x])/(80*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (81*E^10*x*Log[x])/(40*Sqrt[5]*(3 + Sqrt[5])^2*(3 + Sqrt[5] - 2*x)) - (189*E^10*x*Log[x])/(80*Sqrt[5]*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (63*E^15*x*Log[x])/(200*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) - (81*(15 + Sqrt[5])*E^15*x*Log[x])/(1000*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) - (27*E^5*(19 - 2*E^5)*x*Log[x])/(80*(3 + Sqrt[5] - 2*x)) - (27*(9 + Sqrt[5])*E^10*(6 - E^5)*x*Log[x])/(400*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (27*E^10*(7 + 3*E^5)*x*Log[x])/(200*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (9*E^5*(71 + 13*E^5 - E^10)*x*Log[x])/(80*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) - (3*x^3*Log[x])/64 + (27*Log[x]^2)/4 - (81*E^10*Log[x]^2)/(160*Sqrt[5]*(3 - Sqrt[5])^2) + (189*E^10*Log[x]^2)/(320*Sqrt[5]*(3 - Sqrt[5])) + (81*E^10*Log[x]^2)/(160*Sqrt[5]*(3 + Sqrt[5])^2) - (189*E^10*Log[x]^2)/(320*Sqrt[5]*(3 + Sqrt[5])) + (81*E^10*Log[x]^2)/(160*Sqrt[5]*(3 - Sqrt[5] - 2*x)^2) + (189*(5 - 3*Sqrt[5])*E^10*Log[x]^2)/(1600*(3 - Sqrt[5] - 2*x)^2) - (81*E^10*Log[x]^2)/(160*Sqrt[5]*(3 + Sqrt[5] - 2*x)^2) + (189*(5 + 3*Sqrt[5])*E^10*Log[x]^2)/(1600*(3 + Sqrt[5] - 2*x)^2) - (243*E^10*x*Log[x]^2)/(400*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (189*(9 - Sqrt[5])*E^10*x*Log[x]^2)/(800*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) + (27*E^5*(7 - E^5)*x*Log[x]^2)/(160*(3 - Sqrt[5] - 2*x)) - (81*E^5*(1 + E^5)*x*Log[x]^2)/(80*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) - (243*E^10*x*Log[x]^2)/(400*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (189*(9 + Sqrt[5])*E^10*x*Log[x]^2)/(800*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (27*E^5*(7 - E^5)*x*Log[x]^2)/(160*(3 + Sqrt[5] - 2*x)) - (81*E^5*(1 + E^5)*x*Log[x]^2)/(80*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (27*x^2*Log[x]^2)/128 - (27*x*Log[x]^3)/64 - (81*E^5*x*Log[x]^3)/(160*(3 - Sqrt[5] - 2*x)) + (27*E^5*x*Log[x]^3)/(40*(3 - Sqrt[5])*(3 - Sqrt[5] - 2*x)) - (81*E^5*x*Log[x]^3)/(160*(3 + Sqrt[5] - 2*x)) + (27*E^5*x*Log[x]^3)/(40*(3 + Sqrt[5])*(3 + Sqrt[5] - 2*x)) + (81*Log[x]^4)/256 - (9*E^5*(15 + Sqrt[5]*(49 - E^5))*Log[(3 + Sqrt[5])/2]*Log[-3 - Sqrt[5] + 2*x])/320 + (81*E^10*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(80*Sqrt[5]*(3 - Sqrt[5])^2) - (243*E^10*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(400*(3 - Sqrt[5])) - (189*E^10*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(160*Sqrt[5]*(3 - Sqrt[5])) + (189*(9 - Sqrt[5])*E^10*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(800*(3 - Sqrt[5])) - (9*E^15*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(20*Sqrt[5]) - (81*E^5*(19 - 2*E^5)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(160*Sqrt[5]) - (243*E^10*(6 - E^5)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(800*Sqrt[5]) + (27*E^5*(7 - E^5)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/160 - (81*E^5*(1 + E^5)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(80*(3 - Sqrt[5])) + (27*E^10*(7 + 3*E^5)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(400*Sqrt[5]) + (9*E^5*(71 + 13*E^5 - E^10)*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/(160*Sqrt[5]) - (9*E^5*(15 - Sqrt[5]*(49 - E^5))*Log[(3 - Sqrt[5])/2]*Log[-3 + Sqrt[5] + 2*x])/320 - (63*E^15*Log[2*(9 - 4*Sqrt[5]) - (7 - 3*Sqrt[5])*x])/(400*Sqrt[5]*(7 - 3*Sqrt[5])) - (81*(5 - 6*Sqrt[5])*E^15*Log[2*(9 - 4*Sqrt[5]) - (7 - 3*Sqrt[5])*x])/(4000*(7 - 3*Sqrt[5])) - (27*(5 - 3*Sqrt[5])*E^10*(6 - E^5)*Log[2*(9 - 4*Sqrt[5]) - (7 - 3*Sqrt[5])*x])/(1600*(7 - 3*Sqrt[5])) - (9*E^10*(7 + 3*E^5)*Log[2*(9 - 4*Sqrt[5]) - (7 - 3*Sqrt[5])*x])/(160*Sqrt[5]*(7 - 3*Sqrt[5])) - (243*E^5*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/320 - (81*E^5*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/(32*Sqrt[5]) + (81*E^5*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/(80*(3 - Sqrt[5])) + (243*E^10*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/(320*Sqrt[5]) + (81*E^5*(7 - E^5)*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/(320*Sqrt[5]) - (81*E^5*(1 + E^5)*Log[x]^2*Log[1 - (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) - (243*E^5*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/320 + (81*E^5*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/(32*Sqrt[5]) + (81*E^5*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/(80*(3 + Sqrt[5])) - (243*E^10*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/(320*Sqrt[5]) - (81*E^5*(7 - E^5)*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/(320*Sqrt[5]) + (81*E^5*(1 + E^5)*Log[x]^2*Log[1 - (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) - (243*E^5*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/160 - (81*E^5*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/(16*Sqrt[5]) + (81*E^5*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/(40*(3 - Sqrt[5])) + (243*E^10*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) + (81*E^5*(7 - E^5)*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) - (81*E^5*(1 + E^5)*Log[x]*PolyLog[2, (2*x)/(3 - Sqrt[5])])/(80*Sqrt[5]) - (243*E^5*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/160 + (81*E^5*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/(16*Sqrt[5]) + (81*E^5*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/(40*(3 + Sqrt[5])) - (243*E^10*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) - (81*E^5*(7 - E^5)*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) + (81*E^5*(1 + E^5)*Log[x]*PolyLog[2, (2*x)/(3 + Sqrt[5])])/(80*Sqrt[5]) - (81*E^10*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(80*Sqrt[5]*(3 - Sqrt[5])^2) + (243*E^10*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(400*(3 - Sqrt[5])) + (189*E^10*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]*(3 - Sqrt[5])) - (189*(9 - Sqrt[5])*E^10*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(800*(3 - Sqrt[5])) + (9*E^15*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(20*Sqrt[5]) + (81*E^5*(19 - 2*E^5)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) + (243*E^10*(6 - E^5)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(800*Sqrt[5]) - (27*E^5*(7 - E^5)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/160 + (81*E^5*(1 + E^5)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(80*(3 - Sqrt[5])) - (27*E^10*(7 + 3*E^5)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(400*Sqrt[5]) - (9*E^5*(71 + 13*E^5 - E^10)*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) + (9*E^5*(15 - Sqrt[5]*(49 - E^5))*PolyLog[2, 1 - (2*x)/(3 - Sqrt[5])])/320 + (81*E^10*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(80*Sqrt[5]*(3 + Sqrt[5])^2) + (243*E^10*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(400*(3 + Sqrt[5])) - (189*E^10*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]*(3 + Sqrt[5])) - (189*(9 + Sqrt[5])*E^10*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(800*(3 + Sqrt[5])) - (9*E^15*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(20*Sqrt[5]) - (81*E^5*(19 - 2*E^5)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) - (243*E^10*(6 - E^5)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(800*Sqrt[5]) - (27*E^5*(7 - E^5)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/160 + (81*E^5*(1 + E^5)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(80*(3 + Sqrt[5])) + (27*E^10*(7 + 3*E^5)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(400*Sqrt[5]) + (9*E^5*(71 + 13*E^5 - E^10)*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) + (9*E^5*(15 + Sqrt[5]*(49 - E^5))*PolyLog[2, 1 - (2*x)/(3 + Sqrt[5])])/320 + (243*E^5*PolyLog[3, (2*x)/(3 - Sqrt[5])])/160 + (81*E^5*PolyLog[3, (2*x)/(3 - Sqrt[5])])/(16*Sqrt[5]) - (81*E^5*PolyLog[3, (2*x)/(3 - Sqrt[5])])/(40*(3 - Sqrt[5])) - (243*E^10*PolyLog[3, (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) - (81*E^5*(7 - E^5)*PolyLog[3, (2*x)/(3 - Sqrt[5])])/(160*Sqrt[5]) + (81*E^5*(1 + E^5)*PolyLog[3, (2*x)/(3 - Sqrt[5])])/(80*Sqrt[5]) + (243*E^5*PolyLog[3, (2*x)/(3 + Sqrt[5])])/160 - (81*E^5*PolyLog[3, (2*x)/(3 + Sqrt[5])])/(16*Sqrt[5]) - (81*E^5*PolyLog[3, (2*x)/(3 + Sqrt[5])])/(40*(3 + Sqrt[5])) + (243*E^10*PolyLog[3, (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) + (81*E^5*(7 - E^5)*PolyLog[3, (2*x)/(3 + Sqrt[5])])/(160*Sqrt[5]) - (81*E^5*(1 + E^5)*PolyLog[3, (2*x)/(3 + Sqrt[5])])/(80*Sqrt[5])","C",288,27,716,0.03771,1,"{6688, 12, 6742, 1660, 1657, 632, 31, 2357, 2295, 2301, 2304, 2319, 44, 2314, 2316, 2315, 2296, 2305, 2347, 2344, 2318, 2317, 2374, 6589, 2302, 30, 2383}"
704,1,16,0,0.010982,"\int \frac{-9-3 e^5+6 x-x^2}{9-6 x+x^2} \, dx","Int[(-9 - 3*E^5 + 6*x - x^2)/(9 - 6*x + x^2),x]","-x-\frac{3 e^5}{3-x}","-x+\frac{3 e^5}{x-3}+6+\log (25)",1,"(-3*E^5)/(3 - x) - x","A",3,2,26,0.07692,1,"{27, 683}"
705,1,21,0,0.2050751,"\int \frac{9+6 e^4+6 x+(9+6 x) \log (x)}{-3-2 x+\left(3 x+2 x^2\right) \log (x)+e^4 (3+2 x) \log \left(\frac{1}{2} (3+2 x)\right)} \, dx","Int[(9 + 6*E^4 + 6*x + (9 + 6*x)*Log[x])/(-3 - 2*x + (3*x + 2*x^2)*Log[x] + E^4*(3 + 2*x)*Log[(3 + 2*x)/2]),x]","3 \log \left(-x \log (x)-e^4 \log \left(x+\frac{3}{2}\right)+1\right)","3 \left(\log \left(x \log (x)+e^4 \log \left(x+\frac{3}{2}\right)-1\right)+5\right)",1,"3*Log[1 - x*Log[x] - E^4*Log[3/2 + x]]","A",2,2,57,0.03509,1,"{6741, 6684}"
706,1,13,0,0.0031884,"\int \left(-5+4 x^3+3 x^2 \log (4)\right) \, dx","Int[-5 + 4*x^3 + 3*x^2*Log[4],x]","x^4+x^3 \log (4)-5 x","\left(x^3-5\right) (x+\log (4))",1,"-5*x + x^4 + x^3*Log[4]","A",1,0,14,0,1,"{}"
707,0,0,0,3.9213,"\int \frac{e^{\frac{-2+e^x}{15-18 x+3 x^2}} \left(-12+4 x+e^x \left(11-8 x+x^2\right)\right)}{75-180 x+138 x^2-36 x^3+3 x^4} \, dx","Int[(E^((-2 + E^x)/(15 - 18*x + 3*x^2))*(-12 + 4*x + E^x*(11 - 8*x + x^2)))/(75 - 180*x + 138*x^2 - 36*x^3 + 3*x^4),x]","\int \frac{e^{\frac{-2+e^x}{15-18 x+3 x^2}} \left(-12+4 x+e^x \left(11-8 x+x^2\right)\right)}{75-180 x+138 x^2-36 x^3+3 x^4} \, dx","e^{\frac{2-e^x}{(5-x) (3 x-3)}}",1,"Defer[Int][E^((-2 + E^x)/(15 - 18*x + 3*x^2))/(-5 + x)^2, x]/6 - Defer[Int][E^(x + (-2 + E^x)/(15 - 18*x + 3*x^2))/(-5 + x)^2, x]/12 + Defer[Int][E^(x + (-2 + E^x)/(15 - 18*x + 3*x^2))/(-5 + x), x]/12 - Defer[Int][E^((-2 + E^x)/(15 - 18*x + 3*x^2))/(-1 + x)^2, x]/6 + Defer[Int][E^(x + (-2 + E^x)/(15 - 18*x + 3*x^2))/(-1 + x)^2, x]/12 - Defer[Int][E^(x + (-2 + E^x)/(15 - 18*x + 3*x^2))/(-1 + x), x]/12","F",0,0,0,0,-1,"{}"
708,1,32,0,0.4291287,"\int \frac{16 x+16 x^5 \log (5)+4 x^9 \log ^2(5)+\left(-2+x^4 \log (5)-x^8 \log ^2(5)\right) \log (x)}{\left(8 x^2+8 x^6 \log (5)+2 x^{10} \log ^2(5)\right) \log (x)} \, dx","Int[(16*x + 16*x^5*Log[5] + 4*x^9*Log[5]^2 + (-2 + x^4*Log[5] - x^8*Log[5]^2)*Log[x])/((8*x^2 + 8*x^6*Log[5] + 2*x^10*Log[5]^2)*Log[x]),x]","\frac{x^3 \log (5)}{4 \left(x^4 \log (5)+2\right)}+\frac{1}{4 x}+2 \log (\log (x))","\frac{1}{2 \left(\frac{x}{x^4 \log (5)+1}+x\right)}+\log \left(\log ^2(x)\right)",1,"1/(4*x) + (x^3*Log[5])/(4*(2 + x^4*Log[5])) + 2*Log[Log[x]]","A",11,10,69,0.1449,1,"{1594, 28, 6688, 12, 14, 1484, 21, 30, 2302, 29}"
709,0,0,0,1.5934581,"\int \frac{250+10 e^{2 x}-100 x^2+10 x^4+e^2 \left(-75 x+45 x^2-15 x^3+9 x^4\right)+e^x \left(-100+20 x^2+e^2 \left(15 x-24 x^2+9 x^3\right)\right)}{-750 x+450 x^2+300 x^3-180 x^4-30 x^5+18 x^6+e^{2 x} \left(-30 x+18 x^2\right)+e^x \left(300 x-180 x^2-60 x^3+36 x^4\right)} \, dx","Int[(250 + 10*E^(2*x) - 100*x^2 + 10*x^4 + E^2*(-75*x + 45*x^2 - 15*x^3 + 9*x^4) + E^x*(-100 + 20*x^2 + E^2*(15*x - 24*x^2 + 9*x^3)))/(-750*x + 450*x^2 + 300*x^3 - 180*x^4 - 30*x^5 + 18*x^6 + E^(2*x)*(-30*x + 18*x^2) + E^x*(300*x - 180*x^2 - 60*x^3 + 36*x^4)),x]","\int \frac{250+10 e^{2 x}-100 x^2+10 x^4+e^2 \left(-75 x+45 x^2-15 x^3+9 x^4\right)+e^x \left(-100+20 x^2+e^2 \left(15 x-24 x^2+9 x^3\right)\right)}{-750 x+450 x^2+300 x^3-180 x^4-30 x^5+18 x^6+e^{2 x} \left(-30 x+18 x^2\right)+e^x \left(300 x-180 x^2-60 x^3+36 x^4\right)} \, dx","\frac{e^2 x}{2 \left(-x^2-e^x+5\right)}+\frac{1}{3} \log \left(\frac{5}{x}-3\right)",1,"Log[5 - 3*x]/3 - Log[x]/3 + (5*E^2*Defer[Int][x/(-5 + E^x + x^2)^2, x])/2 + E^2*Defer[Int][x^2/(-5 + E^x + x^2)^2, x] - (E^2*Defer[Int][x^3/(-5 + E^x + x^2)^2, x])/2 - (E^2*Defer[Int][(-5 + E^x + x^2)^(-1), x])/2 + (E^2*Defer[Int][x/(-5 + E^x + x^2), x])/2","F",0,0,0,0,-1,"{}"
710,1,1255,0,7.0076005,"\int \frac{-15+29 x+4 x^2-4 x^3+\left(-3+7 x-2 x^2\right) \log (5)+e^{2 x^2} \left(-25 x+55 x^2-128 x^3+12 x^4+8 x^5+\left(-5 x+12 x^2-28 x^3+8 x^4\right) \log (5)\right)+\left(25 x+5 x^2+5 x \log (5)\right) \log \left(5 x+x^2+x \log (5)\right)}{45 x-21 x^2-x^3+x^4+\left(9 x-6 x^2+x^3\right) \log (5)} \, dx","Int[(-15 + 29*x + 4*x^2 - 4*x^3 + (-3 + 7*x - 2*x^2)*Log[5] + E^(2*x^2)*(-25*x + 55*x^2 - 128*x^3 + 12*x^4 + 8*x^5 + (-5*x + 12*x^2 - 28*x^3 + 8*x^4)*Log[5]) + (25*x + 5*x^2 + 5*x*Log[5])*Log[5*x + x^2 + x*Log[5]])/(45*x - 21*x^2 - x^3 + x^4 + (9*x - 6*x^2 + x^3)*Log[5]),x]","\frac{e^{2 x^2} \left(2 x^3-7 x^2+3 x\right)}{(3-x)^2 x}+\frac{5 \log (3-x)}{8+\log (5)}+\frac{5}{3} \log (3-x)-\frac{5 \left(2 (1-\log (5))^3-243 (5+\log (5))+27 (1-\log (5)) (7+\log (25))\right)^2 \log (x)}{3 \left(320-3 \log ^2(5)+\log ^3(5)-12 \log (25)+12 \log (5) (14+\log (25))\right) (128-\log (25)+\log (5) (34+\log (25)))^2}-\frac{\log (5) \log (x)}{3 (5+\log (5))}-\frac{5 \log (x)}{3}-\frac{5 \log (x+\log (5)+5)}{8+\log (5)}+\frac{5 \log (x (x+\log (5)+5))}{3-x}-\frac{4 \left(320-3 \log ^2(5)+\log ^3(5)-12 \log (25)+12 \log (5) (14+\log (25))\right)^2 \log \left(\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right) x+12 \log (5) (14+\log (25))-12 \log (25)+\log ^3(5)-3 \log ^2(5)+320\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^3}-\frac{4 \left(320-3 \log ^2(5)+\log ^3(5)-12 \log (25)+12 \log (5) (14+\log (25))\right) \log \left(\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right) x+12 \log (5) (14+\log (25))-12 \log (25)+\log ^3(5)-3 \log ^2(5)+320\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^2}+\frac{15 \log \left(\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right) x+12 \log (5) (14+\log (25))-12 \log (25)+\log ^3(5)-3 \log ^2(5)+320\right)}{320-3 \log ^2(5)+\log ^3(5)-12 \log (25)+12 \log (5) (14+\log (25))}+\frac{29 \log \left(\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right) x+12 \log (5) (14+\log (25))-12 \log (25)+\log ^3(5)-3 \log ^2(5)+320\right)}{64-2 \log (5)+\log ^2(5)+9 \log (25)}-\frac{3 \left(212992-8192 \log (25)+51 \log ^2(25)+4 \log ^4(5) (34+\log (25))+\log (5) \left(155648+5684 \log (25)-102 \log ^2(25)\right)+3 \log ^2(5) \left(8260+840 \log (25)+17 \log ^2(25)\right)+8 \log ^3(5) (13-\log (625))\right) \log \left(-18 \log (25) x-2 \log ^2(5) x+4 \log (5) x-128 x+3 (128-\log (25)+\log (5) (34+\log (25)))\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^3}+\frac{20 \left(704-3 \log ^2(5)+\log ^3(5)-15 \log (25)+15 \log (5) (18+\log (25))\right) \log \left(-18 \log (25) x-2 \log ^2(5) x+4 \log (5) x-128 x+3 (128-\log (25)+\log (5) (34+\log (25)))\right)}{3 (128-\log (25)+\log (5) (34+\log (25)))^2}+\frac{4 \left(320-3 \log ^2(5)+\log ^3(5)-12 \log (25)+12 \log (5) (14+\log (25))\right) \log \left(-18 \log (25) x-2 \log ^2(5) x+4 \log (5) x-128 x+3 (128-\log (25)+\log (5) (34+\log (25)))\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^2}-\frac{29 \log \left(-18 \log (25) x-2 \log ^2(5) x+4 \log (5) x-128 x+3 (128-\log (25)+\log (5) (34+\log (25)))\right)}{64-2 \log (5)+\log ^2(5)+9 \log (25)}+\frac{\log (5) \log \left(-x^2-(2+\log (5)) x+\log (125)+15\right)}{6 (5+\log (5))}+\frac{9 (128-\log (25)+\log (5) (34+\log (25)))^2 \left(1024-6 \log ^2(5)+2 \log ^3(5)-27 \log (25)+3 \log (5) (146+9 \log (25))\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^3 \left(2 x \left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)-3 (128-\log (25)+\log (5) (34+\log (25)))\right)}-\frac{6 (128-\log (25)+\log (5) (34+\log (25))) \left(1024-6 \log ^2(5)+2 \log ^3(5)-27 \log (25)+3 \log (5) (146+9 \log (25))\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)^2 \left(2 x \left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)-3 (128-\log (25)+\log (5) (34+\log (25)))\right)}+\frac{10 \left(1024-6 \log ^2(5)+2 \log ^3(5)-27 \log (25)+3 \log (5) (146+9 \log (25))\right)}{(128-\log (25)+\log (5) (34+\log (25))) \left(2 x \left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)-3 (128-\log (25)+\log (5) (34+\log (25)))\right)}-\frac{29 \left(1024-6 \log ^2(5)+2 \log ^3(5)-27 \log (25)+3 \log (5) (146+9 \log (25))\right)}{\left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right) \left(2 x \left(64-2 \log (5)+\log ^2(5)+9 \log (25)\right)-3 (128-\log (25)+\log (5) (34+\log (25)))\right)}+\frac{\tanh ^{-1}\left(\frac{2 x+\log (5)+2}{\sqrt{64+\log ^2(5)+4 \log (125)+\log (625)}}\right) \log (5) (58+\log (48828125))}{3 (5+\log (5)) \sqrt{64+\log ^2(5)+4 \log (125)+\log (625)}}","\frac{(2 x-1) \left(\log (x (x+5+\log (5)))-e^{2 x^2}\right)}{3-x}",1,"(E^(2*x^2)*(3*x - 7*x^2 + 2*x^3))/((3 - x)^2*x) - (29*(1024 - 6*Log[5]^2 + 2*Log[5]^3 - 27*Log[25] + 3*Log[5]*(146 + 9*Log[25])))/((64 - 2*Log[5] + Log[5]^2 + 9*Log[25])*(2*x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) - 3*(128 - Log[25] + Log[5]*(34 + Log[25])))) + (10*(1024 - 6*Log[5]^2 + 2*Log[5]^3 - 27*Log[25] + 3*Log[5]*(146 + 9*Log[25])))/((128 - Log[25] + Log[5]*(34 + Log[25]))*(2*x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) - 3*(128 - Log[25] + Log[5]*(34 + Log[25])))) - (6*(128 - Log[25] + Log[5]*(34 + Log[25]))*(1024 - 6*Log[5]^2 + 2*Log[5]^3 - 27*Log[25] + 3*Log[5]*(146 + 9*Log[25])))/((64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^2*(2*x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) - 3*(128 - Log[25] + Log[5]*(34 + Log[25])))) + (9*(128 - Log[25] + Log[5]*(34 + Log[25]))^2*(1024 - 6*Log[5]^2 + 2*Log[5]^3 - 27*Log[25] + 3*Log[5]*(146 + 9*Log[25])))/((64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^3*(2*x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) - 3*(128 - Log[25] + Log[5]*(34 + Log[25])))) + (ArcTanh[(2 + 2*x + Log[5])/Sqrt[64 + Log[5]^2 + 4*Log[125] + Log[625]]]*Log[5]*(58 + Log[48828125]))/(3*(5 + Log[5])*Sqrt[64 + Log[5]^2 + 4*Log[125] + Log[625]]) + (5*Log[3 - x])/3 + (5*Log[3 - x])/(8 + Log[5]) - (5*Log[x])/3 - (Log[5]*Log[x])/(3*(5 + Log[5])) - (5*(2*(1 - Log[5])^3 - 243*(5 + Log[5]) + 27*(1 - Log[5])*(7 + Log[25]))^2*Log[x])/(3*(320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]))*(128 - Log[25] + Log[5]*(34 + Log[25]))^2) - (5*Log[5 + x + Log[5]])/(8 + Log[5]) + (5*Log[x*(5 + x + Log[5])])/(3 - x) + (29*Log[320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]) + x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) + (15*Log[320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]) + x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])])/(320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25])) - (4*(320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]))*Log[320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]) + x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^2 - (4*(320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]))^2*Log[320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]) + x*(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^3 - (29*Log[-128*x + 4*x*Log[5] - 2*x*Log[5]^2 - 18*x*Log[25] + 3*(128 - Log[25] + Log[5]*(34 + Log[25]))])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25]) + (4*(320 - 3*Log[5]^2 + Log[5]^3 - 12*Log[25] + 12*Log[5]*(14 + Log[25]))*Log[-128*x + 4*x*Log[5] - 2*x*Log[5]^2 - 18*x*Log[25] + 3*(128 - Log[25] + Log[5]*(34 + Log[25]))])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^2 + (20*(704 - 3*Log[5]^2 + Log[5]^3 - 15*Log[25] + 15*Log[5]*(18 + Log[25]))*Log[-128*x + 4*x*Log[5] - 2*x*Log[5]^2 - 18*x*Log[25] + 3*(128 - Log[25] + Log[5]*(34 + Log[25]))])/(3*(128 - Log[25] + Log[5]*(34 + Log[25]))^2) - (3*(212992 - 8192*Log[25] + 51*Log[25]^2 + 4*Log[5]^4*(34 + Log[25]) + Log[5]*(155648 + 5684*Log[25] - 102*Log[25]^2) + 3*Log[5]^2*(8260 + 840*Log[25] + 17*Log[25]^2) + 8*Log[5]^3*(13 - Log[625]))*Log[-128*x + 4*x*Log[5] - 2*x*Log[5]^2 - 18*x*Log[25] + 3*(128 - Log[25] + Log[5]*(34 + Log[25]))])/(64 - 2*Log[5] + Log[5]^2 + 9*Log[25])^3 + (Log[5]*Log[15 - x^2 - x*(2 + Log[5]) + Log[125]])/(6*(5 + Log[5]))","B",39,22,144,0.1528,1,"{6741, 6742, 2067, 2063, 44, 2081, 2076, 77, 1586, 27, 2288, 800, 634, 618, 206, 628, 72, 88, 2495, 36, 31, 29}"
711,1,34,0,0.4649863,"\int \frac{-75-30 e^{10+x}-10 e^{10+2 x}-90 x-15 x^2}{81 e^{20}+12 e^{20+3 x}+e^{20+4 x}+225 x^2+270 x^3+111 x^4+18 x^5+x^6+e^{10} \left(270 x+162 x^2+18 x^3\right)+e^{2 x} \left(54 e^{20}+e^{10} \left(30 x+18 x^2+2 x^3\right)\right)+e^x \left(108 e^{20}+e^{10} \left(180 x+108 x^2+12 x^3\right)\right)} \, dx","Int[(-75 - 30*E^(10 + x) - 10*E^(10 + 2*x) - 90*x - 15*x^2)/(81*E^20 + 12*E^(20 + 3*x) + E^(20 + 4*x) + 225*x^2 + 270*x^3 + 111*x^4 + 18*x^5 + x^6 + E^10*(270*x + 162*x^2 + 18*x^3) + E^(2*x)*(54*E^20 + E^10*(30*x + 18*x^2 + 2*x^3)) + E^x*(108*E^20 + E^10*(180*x + 108*x^2 + 12*x^3))),x]","\frac{5}{x \left(x^2+9 x+15\right)+e^{2 (x+5)}+6 e^{x+10}+9 e^{10}}","\frac{5}{e^{10} \left(e^x+3\right)^2-x+x \left((x+4)^2+x\right)}",1,"5/(9*E^10 + E^(2*(5 + x)) + 6*E^(10 + x) + x*(15 + 9*x + x^2))","A",3,3,150,0.02000,1,"{6688, 12, 6686}"
712,1,27,0,0.0101445,"\int \frac{e (7-2 x)-2 x+e \log (x)}{e} \, dx","Int[(E*(7 - 2*x) - 2*x + E*Log[x])/E,x]","-\frac{x^2}{e}-\frac{1}{4} (7-2 x)^2-x+x \log (x)","x \left(-\frac{x}{e}-x+\log (x)+6\right)",1,"-1/4*(7 - 2*x)^2 - x - x^2/E + x*Log[x]","A",3,2,19,0.1053,1,"{12, 2295}"
713,0,0,0,0.5463355,"\int \frac{e^{\frac{11-4 x^2 \log (x)}{22 \log (x)}} \left(-11-8 x^2 \log ^2(x)\right)}{22 x \log ^2(x)} \, dx","Int[(E^((11 - 4*x^2*Log[x])/(22*Log[x]))*(-11 - 8*x^2*Log[x]^2))/(22*x*Log[x]^2),x]","\int \frac{e^{\frac{11-4 x^2 \log (x)}{22 \log (x)}} \left(-11-8 x^2 \log ^2(x)\right)}{22 x \log ^2(x)} \, dx","e^{\frac{1}{2 \log (x)}-\frac{1}{22} \log ^2\left(e^{2 x}\right)}",1,"(-4*Defer[Int][E^((11 - 4*x^2*Log[x])/(22*Log[x]))*x, x])/11 - Defer[Int][E^((11 - 4*x^2*Log[x])/(22*Log[x]))/(x*Log[x]^2), x]/2","F",0,0,0,0,-1,"{}"
714,0,0,0,2.177086,"\int \frac{\exp \left(e^{\frac{4 x}{-17+4 e^4+4 x}}+\frac{4 x}{-17+4 e^4+4 x}\right) \left(-68 x^2+16 e^4 x^2\right)+e^x \left(289+e^8 (16-16 x)-425 x+152 x^2-16 x^3+e^4 \left(-136+168 x-32 x^2\right)\right)}{289 x^2+16 e^8 x^2-136 x^3+16 x^4+e^4 \left(-136 x^2+32 x^3\right)} \, dx","Int[(E^(E^((4*x)/(-17 + 4*E^4 + 4*x)) + (4*x)/(-17 + 4*E^4 + 4*x))*(-68*x^2 + 16*E^4*x^2) + E^x*(289 + E^8*(16 - 16*x) - 425*x + 152*x^2 - 16*x^3 + E^4*(-136 + 168*x - 32*x^2)))/(289*x^2 + 16*E^8*x^2 - 136*x^3 + 16*x^4 + E^4*(-136*x^2 + 32*x^3)),x]","\int \frac{\exp \left(e^{\frac{4 x}{-17+4 e^4+4 x}}+\frac{4 x}{-17+4 e^4+4 x}\right) \left(-68 x^2+16 e^4 x^2\right)+e^x \left(289+e^8 (16-16 x)-425 x+152 x^2-16 x^3+e^4 \left(-136+168 x-32 x^2\right)\right)}{289 x^2+16 e^8 x^2-136 x^3+16 x^4+e^4 \left(-136 x^2+32 x^3\right)} \, dx","e^{e^{\frac{x}{x+e^4-\frac{17}{4}}}}-\frac{e^x}{x}",1,"-(E^x/x) - 4*(17 - 4*E^4)*Defer[Int][E^(E^((4*x)/(-17 + 4*E^4 + 4*x)) + (4*x)/(-17 + 4*E^4 + 4*x))/(-17 + 4*E^4 + 4*x)^2, x]","F",0,0,0,0,-1,"{}"
715,0,0,0,2.6287051,"\int \frac{e^x (-72-36 x)+\left(e^x \left(-600+16 x+72 x^2\right)+e^x \left(-300+8 x+36 x^2\right) \log (25-9 x)\right) \log (2+\log (25-9 x)) \log (\log (2+\log (25-9 x)))}{(-50+18 x+(-25+9 x) \log (25-9 x)) \log (2+\log (25-9 x)) \log ^2(\log (2+\log (25-9 x)))} \, dx","Int[(E^x*(-72 - 36*x) + (E^x*(-600 + 16*x + 72*x^2) + E^x*(-300 + 8*x + 36*x^2)*Log[25 - 9*x])*Log[2 + Log[25 - 9*x]]*Log[Log[2 + Log[25 - 9*x]]])/((-50 + 18*x + (-25 + 9*x)*Log[25 - 9*x])*Log[2 + Log[25 - 9*x]]*Log[Log[2 + Log[25 - 9*x]]]^2),x]","\int \frac{e^x (-72-36 x)+\left(e^x \left(-600+16 x+72 x^2\right)+e^x \left(-300+8 x+36 x^2\right) \log (25-9 x)\right) \log (2+\log (25-9 x)) \log (\log (2+\log (25-9 x)))}{(-50+18 x+(-25+9 x) \log (25-9 x)) \log (2+\log (25-9 x)) \log ^2(\log (2+\log (25-9 x)))} \, dx","\frac{4 e^x (x+2)}{\log (\log (\log (25-9 x)+2))}",1,"-4*Defer[Int][E^x/((2 + Log[25 - 9*x])*Log[2 + Log[25 - 9*x]]*Log[Log[2 + Log[25 - 9*x]]]^2), x] - 172*Defer[Int][E^x/((-25 + 9*x)*(2 + Log[25 - 9*x])*Log[2 + Log[25 - 9*x]]*Log[Log[2 + Log[25 - 9*x]]]^2), x] + 12*Defer[Int][E^x/Log[Log[2 + Log[25 - 9*x]]], x] + 4*Defer[Int][(E^x*x)/Log[Log[2 + Log[25 - 9*x]]], x]","F",0,0,0,0,-1,"{}"
716,0,0,0,12.4605537,"\int \frac{e^{\frac{40 x+9 e^x x+9 x^2-20 \log (2)}{e^x x+x^2}} \left(-40 x^2+40 x \log (2)+e^x \left(-40 x^2+(20+20 x) \log (2)\right)\right)}{e^{2 x} x^2+2 e^x x^3+x^4} \, dx","Int[(E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))*(-40*x^2 + 40*x*Log[2] + E^x*(-40*x^2 + (20 + 20*x)*Log[2])))/(E^(2*x)*x^2 + 2*E^x*x^3 + x^4),x]","\int \frac{e^{\frac{40 x+9 e^x x+9 x^2-20 \log (2)}{e^x x+x^2}} \left(-40 x^2+40 x \log (2)+e^x \left(-40 x^2+(20+20 x) \log (2)\right)\right)}{e^{2 x} x^2+2 e^x x^3+x^4} \, dx","\exp \left(4 \left(\frac{5 (2 x-\log (2))}{x \left(x+e^x\right)}+2\right)+1\right)+e^2",1,"-20*(2 + Log[2])*Defer[Int][E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))/(E^x + x)^2, x] + 20*Log[2]*Defer[Int][E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))/(x*(E^x + x)^2), x] + 40*Defer[Int][(E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))*x)/(E^x + x)^2, x] - 40*Defer[Int][E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))/(E^x + x), x] + 20*Log[2]*Defer[Int][E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))/(x^2*(E^x + x)), x] + 20*Log[2]*Defer[Int][E^((40*x + 9*E^x*x + 9*x^2 - 20*Log[2])/(E^x*x + x^2))/(x*(E^x + x)), x]","F",0,0,0,0,-1,"{}"
717,0,0,0,1.7475607,"\int \frac{e^x (-1+2 x) \log (3)+e^x (-2+x) \log (3) \log \left(9 e^{-x}\right)+e^x (2-x) \log (3) \log (2 x)}{x^3+x^3 \log ^2\left(9 e^{-x}\right)-2 x^3 \log (2 x)+x^3 \log ^2(2 x)+\log \left(9 e^{-x}\right) \left(2 x^3-2 x^3 \log (2 x)\right)} \, dx","Int[(E^x*(-1 + 2*x)*Log[3] + E^x*(-2 + x)*Log[3]*Log[9/E^x] + E^x*(2 - x)*Log[3]*Log[2*x])/(x^3 + x^3*Log[9/E^x]^2 - 2*x^3*Log[2*x] + x^3*Log[2*x]^2 + Log[9/E^x]*(2*x^3 - 2*x^3*Log[2*x])),x]","\int \frac{e^x (-1+2 x) \log (3)+e^x (-2+x) \log (3) \log \left(9 e^{-x}\right)+e^x (2-x) \log (3) \log (2 x)}{x^3+x^3 \log ^2\left(9 e^{-x}\right)-2 x^3 \log (2 x)+x^3 \log ^2(2 x)+\log \left(9 e^{-x}\right) \left(2 x^3-2 x^3 \log (2 x)\right)} \, dx","\frac{e^x \log (3)}{x \left(x+x \log \left(9 e^{-x}\right)-x \log (2 x)\right)}",1,"Log[3]*Defer[Int][E^x/(x^3*(1 + Log[9/E^x] - Log[2*x])^2), x] + Log[3]*Defer[Int][E^x/(x^2*(1 + Log[9/E^x] - Log[2*x])^2), x] - 2*Log[3]*Defer[Int][E^x/(x^3*(1 + Log[9/E^x] - Log[2*x])), x] + Log[3]*Defer[Int][E^x/(x^2*(1 + Log[9/E^x] - Log[2*x])), x]","F",0,0,0,0,-1,"{}"
718,1,29,0,0.1337003,"\int \left(1-27 x^2+5 x^4+e^{x^2} \left(-9 x^2+4 x^3-6 x^4+2 x^5\right)\right) \, dx","Int[1 - 27*x^2 + 5*x^4 + E^x^2*(-9*x^2 + 4*x^3 - 6*x^4 + 2*x^5),x]","x^5-9 x^3+e^{x^2} x^4-3 e^{x^2} x^3+x","1-(3-x) \left(1-\left(-e^{x^2}-x-3\right) x^3\right)",1,"x - 9*x^3 - 3*E^x^2*x^3 + E^x^2*x^4 + x^5","A",13,4,39,0.1026,1,"{2226, 2212, 2204, 2209}"
719,1,105,0,0.3228189,"\int \frac{e^{e^{x+e^{-x} (1+x)} x} \left(1+x+e^{x+e^{-x} (1+x)} \left(x+2 x^2+x^3-e^{-x} x^3 (1+x)\right)\right)}{1+x} \, dx","Int[(E^(E^(x + (1 + x)/E^x)*x)*(1 + x + E^(x + (1 + x)/E^x)*(x + 2*x^2 + x^3 - (x^3*(1 + x))/E^x)))/(1 + x),x]","\frac{\left(-e^{-x} (x+1) x^3+x^3+2 x^2+x\right) \exp \left(e^{x+e^{-x} (x+1)} x+x+e^{-x} (x+1)\right)}{(x+1) \left(e^{x+e^{-x} (x+1)} x \left(-e^{-x} (x+1)+e^{-x}+1\right)+e^{x+e^{-x} (x+1)}\right)}","e^{e^{x+e^{-x} (x+1)} x} x",1,"(E^(x + E^(x + (1 + x)/E^x)*x + (1 + x)/E^x)*(x + 2*x^2 + x^3 - (x^3*(1 + x))/E^x))/((1 + x)*(E^(x + (1 + x)/E^x) + E^(x + (1 + x)/E^x)*x*(1 + E^(-x) - (1 + x)/E^x)))","B",1,1,63,0.01587,1,"{2288}"
720,1,21,0,0.071092,"\int \frac{-4-4 x+\left(-2 x^2+e^3 (1+x)\right) \log (400)}{-4 x+\left(e^3 x-2 x^2\right) \log (400)} \, dx","Int[(-4 - 4*x + (-2*x^2 + E^3*(1 + x))*Log[400])/(-4*x + (E^3*x - 2*x^2)*Log[400]),x]","x+\log (x)-\log \left(2 x \log (400)+4-e^3 \log (400)\right)","x+\log \left(\frac{x}{2 x-e^3+\frac{4}{\log (400)}}\right)-3",1,"x + Log[x] - Log[4 - E^3*Log[400] + 2*x*Log[400]]","A",4,3,42,0.07143,1,"{1984, 1593, 893}"
721,1,26,0,1.2528736,"\int \frac{1+\left(x+2 e^{x^2} x^2\right) \log (x)+(5+2 x) \log (x) \log \left(4 e^{e^{x^2}+x} \log (x)\right)+\log (x) \log \left(4 e^{e^{x^2}+x} \log (x)\right) \log \left(4 \log \left(4 e^{e^{x^2}+x} \log (x)\right)\right)}{\log (x) \log \left(4 e^{e^{x^2}+x} \log (x)\right)} \, dx","Int[(1 + (x + 2*E^x^2*x^2)*Log[x] + (5 + 2*x)*Log[x]*Log[4*E^(E^x^2 + x)*Log[x]] + Log[x]*Log[4*E^(E^x^2 + x)*Log[x]]*Log[4*Log[4*E^(E^x^2 + x)*Log[x]]])/(Log[x]*Log[4*E^(E^x^2 + x)*Log[x]]),x]","x^2+x \log \left(4 \log \left(4 e^{e^{x^2}+x} \log (x)\right)\right)+5 x","x \left(\log \left(4 \log \left(4 e^{e^{x^2}+x} \log (x)\right)\right)+x+5\right)",1,"5*x + x^2 + x*Log[4*Log[4*E^(E^x^2 + x)*Log[x]]]","A",11,3,94,0.03191,1,"{6742, 6688, 2549}"
722,0,0,0,4.1103283,"\int \frac{-8-33 x+17 x^2+e^x \left(-15+5 x+5 x^2\right)+\left(28+14 x-14 x^2+e^x \left(10+5 x-5 x^2\right)\right) \log \left(-2-x+x^2\right)+\left(-10-5 x+5 x^2\right) \log ^2\left(-2-x+x^2\right)}{-10-5 x+5 x^2+\left(20+10 x-10 x^2\right) \log \left(-2-x+x^2\right)+\left(-10-5 x+5 x^2\right) \log ^2\left(-2-x+x^2\right)} \, dx","Int[(-8 - 33*x + 17*x^2 + E^x*(-15 + 5*x + 5*x^2) + (28 + 14*x - 14*x^2 + E^x*(10 + 5*x - 5*x^2))*Log[-2 - x + x^2] + (-10 - 5*x + 5*x^2)*Log[-2 - x + x^2]^2)/(-10 - 5*x + 5*x^2 + (20 + 10*x - 10*x^2)*Log[-2 - x + x^2] + (-10 - 5*x + 5*x^2)*Log[-2 - x + x^2]^2),x]","\int \frac{-8-33 x+17 x^2+e^x \left(-15+5 x+5 x^2\right)+\left(28+14 x-14 x^2+e^x \left(10+5 x-5 x^2\right)\right) \log \left(-2-x+x^2\right)+\left(-10-5 x+5 x^2\right) \log ^2\left(-2-x+x^2\right)}{-10-5 x+5 x^2+\left(20+10 x-10 x^2\right) \log \left(-2-x+x^2\right)+\left(-10-5 x+5 x^2\right) \log ^2\left(-2-x+x^2\right)} \, dx","x-\frac{\frac{4 x}{5}+e^x-2}{\log \left(x^2-x-2\right)-1}",1,"x + (8*Defer[Int][(-1 + Log[-2 - x + x^2])^(-2), x])/5 - (2*Defer[Int][1/((-2 + x)*(-1 + Log[-2 - x + x^2])^2), x])/5 + Defer[Int][E^x/((-2 + x)*(-1 + Log[-2 - x + x^2])^2), x] - (14*Defer[Int][1/((1 + x)*(-1 + Log[-2 - x + x^2])^2), x])/5 + Defer[Int][E^x/((1 + x)*(-1 + Log[-2 - x + x^2])^2), x] - (4*Defer[Int][(-1 + Log[-2 - x + x^2])^(-1), x])/5 - Defer[Int][E^x/(-1 + Log[-2 - x + x^2]), x]","F",0,0,0,0,-1,"{}"
723,0,0,0,0.686967,"\int \frac{5+8 x-10 x^2-2 x^3-2 x \log (x)}{e^{27/2} \left(9 x+6 x^3+x^5\right)+e^{27/2} \left(-6 x-2 x^3\right) \log (x)+e^{27/2} x \log ^2(x)} \, dx","Int[(5 + 8*x - 10*x^2 - 2*x^3 - 2*x*Log[x])/(E^(27/2)*(9*x + 6*x^3 + x^5) + E^(27/2)*(-6*x - 2*x^3)*Log[x] + E^(27/2)*x*Log[x]^2),x]","\int \frac{5+8 x-10 x^2-2 x^3-2 x \log (x)}{e^{27/2} \left(9 x+6 x^3+x^5\right)+e^{27/2} \left(-6 x-2 x^3\right) \log (x)+e^{27/2} x \log ^2(x)} \, dx","\frac{2 x+5}{e^{27/2} \left(x^2-\log (x)+3\right)}",1,"(2*Defer[Int][(3 + x^2 - Log[x])^(-2), x])/E^(27/2) + (5*Defer[Int][1/(x*(3 + x^2 - Log[x])^2), x])/E^(27/2) - (10*Defer[Int][x/(3 + x^2 - Log[x])^2, x])/E^(27/2) - (4*Defer[Int][x^2/(3 + x^2 - Log[x])^2, x])/E^(27/2) + (2*Defer[Int][(3 + x^2 - Log[x])^(-1), x])/E^(27/2)","F",0,0,0,0,-1,"{}"
724,1,30,0,0.0498215,"\int e^{1-x+27 x^3} \left(2 x-x^2+81 x^4\right) \, dx","Int[E^(1 - x + 27*x^3)*(2*x - x^2 + 81*x^4),x]","\frac{e^{27 x^3-x+1} x \left(x-81 x^3\right)}{1-81 x^2}","e^{27 x^3-x+1} x^2",1,"(E^(1 - x + 27*x^3)*x*(x - 81*x^3))/(1 - 81*x^2)","A",2,2,27,0.07407,1,"{1594, 2288}"
725,1,10,0,0.0047747,"\int -\frac{80 \log (3)}{61+20 x} \, dx","Int[(-80*Log[3])/(61 + 20*x),x]","-4 \log (3) \log (20 x+61)","4 \log (3) \left(2-\log \left(x+\frac{61}{20}\right)\right)",1,"-4*Log[3]*Log[61 + 20*x]","A",2,2,11,0.1818,1,"{12, 31}"
726,1,18,0,0.2573322,"\int \frac{-16 x^2+16 x^3+\left(24 x^2-12 x^3\right) \log \left(\frac{25}{4 x^2-4 x^3+x^4}\right)}{-2+x} \, dx","Int[(-16*x^2 + 16*x^3 + (24*x^2 - 12*x^3)*Log[25/(4*x^2 - 4*x^3 + x^4)])/(-2 + x),x]","-4 x^3 \log \left(\frac{25}{(2-x)^2 x^2}\right)","4-4 x^3 \log \left(\frac{25}{(2-x)^2 x^2}\right)",1,"-4*x^3*Log[25/((2 - x)^2*x^2)]","A",10,7,48,0.1458,1,"{6688, 12, 6742, 77, 2495, 43, 30}"
727,1,24,0,1.2348116,"\int \frac{-10+2 x+\left(20 x+2 x^2-x^3\right) \log (x)+\left(-15-3 x+x^2\right) \log (x) \log \left(\log ^2(x)\right)}{\left(5 x^2-x^3\right) \log (x)+\left(-5 x+x^2\right) \log (x) \log \left(\log ^2(x)\right)} \, dx","Int[(-10 + 2*x + (20*x + 2*x^2 - x^3)*Log[x] + (-15 - 3*x + x^2)*Log[x]*Log[Log[x]^2])/((5*x^2 - x^3)*Log[x] + (-5*x + x^2)*Log[x]*Log[Log[x]^2]),x]","x+\log \left(x-\log \left(\log ^2(x)\right)\right)-\log (5-x)+3 \log (x)","\log \left(\frac{2 e^x x^3 \left(\log \left(\log ^2(x)\right)-x\right)}{x-5}\right)",1,"x - Log[5 - x] + 3*Log[x] + Log[x - Log[Log[x]^2]]","A",6,4,71,0.05634,1,"{6741, 6742, 893, 6684}"
728,1,14,0,0.056764,"\int \frac{2^{\frac{1}{x}} \left(-120 x^2+(24+120 x) \log (2)\right)}{x^2} \, dx","Int[(2^x^(-1)*(-120*x^2 + (24 + 120*x)*Log[2]))/x^2,x]","-3 2^{\frac{1}{x}+3} (5 x+1)","3-2^{\frac{1}{x}+3} (15 x+3)",1,"-3*2^(3 + x^(-1))*(1 + 5*x)","A",1,1,23,0.04348,1,"{2288}"
729,1,778,0,2.53453,"\int \frac{-40000-65000 x-5000 x^2-5000 x^3-16250 x^4-12500 x^5+3750 x^7+3750 x^8+1250 x^9+e^2 \left(-1250 x^2-2500 x^3\right)+e \left(-15000 x-26250 x^2-1250 x^3-1250 x^5-1250 x^6\right)+\left(-3200-5200 x-400 x^2-400 x^3-1300 x^4-1000 x^5+300 x^7+300 x^8+100 x^9+e^2 \left(-100 x^2-200 x^3\right)+e \left(-1200 x-2100 x^2-100 x^3-100 x^5-100 x^6\right)\right) \log (4)+\left(-64-104 x-8 x^2-8 x^3-26 x^4-20 x^5+6 x^7+6 x^8+2 x^9+e^2 \left(-2 x^2-4 x^3\right)+e \left(-24 x-42 x^2-2 x^3-2 x^5-2 x^6\right)\right) \log ^2(4)+\left(15000 x+26250 x^2+1250 x^3+1250 x^5+1250 x^6+e \left(2500 x^2+5000 x^3\right)+\left(1200 x+2100 x^2+100 x^3+100 x^5+100 x^6+e \left(200 x^2+400 x^3\right)\right) \log (4)+\left(24 x+42 x^2+2 x^3+2 x^5+2 x^6+e \left(4 x^2+8 x^3\right)\right) \log ^2(4)\right) \log (x)+\left(-1250 x^2-2500 x^3+\left(-100 x^2-200 x^3\right) \log (4)+\left(-2 x^2-4 x^3\right) \log ^2(4)\right) \log ^2(x)}{x^5+3 x^6+3 x^7+x^8} \, dx","Int[(-40000 - 65000*x - 5000*x^2 - 5000*x^3 - 16250*x^4 - 12500*x^5 + 3750*x^7 + 3750*x^8 + 1250*x^9 + E^2*(-1250*x^2 - 2500*x^3) + E*(-15000*x - 26250*x^2 - 1250*x^3 - 1250*x^5 - 1250*x^6) + (-3200 - 5200*x - 400*x^2 - 400*x^3 - 1300*x^4 - 1000*x^5 + 300*x^7 + 300*x^8 + 100*x^9 + E^2*(-100*x^2 - 200*x^3) + E*(-1200*x - 2100*x^2 - 100*x^3 - 100*x^5 - 100*x^6))*Log[4] + (-64 - 104*x - 8*x^2 - 8*x^3 - 26*x^4 - 20*x^5 + 6*x^7 + 6*x^8 + 2*x^9 + E^2*(-2*x^2 - 4*x^3) + E*(-24*x - 42*x^2 - 2*x^3 - 2*x^5 - 2*x^6))*Log[4]^2 + (15000*x + 26250*x^2 + 1250*x^3 + 1250*x^5 + 1250*x^6 + E*(2500*x^2 + 5000*x^3) + (1200*x + 2100*x^2 + 100*x^3 + 100*x^5 + 100*x^6 + E*(200*x^2 + 400*x^3))*Log[4] + (24*x + 42*x^2 + 2*x^3 + 2*x^5 + 2*x^6 + E*(4*x^2 + 8*x^3))*Log[4]^2)*Log[x] + (-1250*x^2 - 2500*x^3 + (-100*x^2 - 200*x^3)*Log[4] + (-2*x^2 - 4*x^3)*Log[4]^2)*Log[x]^2)/(x^5 + 3*x^6 + 3*x^7 + x^8),x]","\frac{16 (25+\log (4))^2}{x^4}-\frac{8 (25+\log (4))^2 \log (x)}{x^3}+\frac{8 (13+3 e) (25+\log (4))^2}{3 x^3}-\frac{200 (25+\log (4))^2}{3 x^3}+\frac{(25+\log (4))^2 \log ^2(x)}{x^2}-\frac{e x^2 (25+\log (4))^2}{(x+1)^2}+x^2 (25+\log (4))^2+\frac{(15-2 e) (25+\log (4))^2 \log (x)}{x^2}+\frac{(25+\log (4))^2 \log (x)}{x^2}+\frac{\left(4+21 e+e^2\right) (25+\log (4))^2}{x^2}-\frac{12 (13+3 e) (25+\log (4))^2}{x^2}+\frac{(15-2 e) (25+\log (4))^2}{2 x^2}+\frac{385 (25+\log (4))^2}{2 x^2}-\frac{2 x (25+\log (4))^2 \log ^2(x)}{x+1}+\frac{(25+\log (4))^2 \log ^2(x)}{(x+1)^2}+2 (25+\log (4))^2 \log ^2(x)-\frac{2 (25+\log (4))^2 \log ^2(x)}{x}-\frac{4 (6-e) x (25+\log (4))^2 \log (x)}{x+1}+\frac{2 x (25+\log (4))^2 \log (x)}{x+1}+\frac{2 (4-e) (25+\log (4))^2 \log (x)}{(x+1)^2}+6 \left(4+e+2 e^2\right) (25+\log (4))^2 \log (x)-12 \left(4+21 e+e^2\right) (25+\log (4))^2 \log (x)+80 (13+3 e) (25+\log (4))^2 \log (x)-2 (4-e) (25+\log (4))^2 \log (x)-986 (25+\log (4))^2 \log (x)-6 \left(4+e+2 e^2\right) (25+\log (4))^2 \log (x+1)+12 \left(4+21 e+e^2\right) (25+\log (4))^2 \log (x+1)-80 (13+3 e) (25+\log (4))^2 \log (x+1)+4 (6-e) (25+\log (4))^2 \log (x+1)+2 (4-e) (25+\log (4))^2 \log (x+1)+984 (25+\log (4))^2 \log (x+1)+\frac{4 \left(4+e+2 e^2\right) (25+\log (4))^2}{x+1}-\frac{6 \left(4+21 e+e^2\right) (25+\log (4))^2}{x+1}+\frac{32 (13+3 e) (25+\log (4))^2}{x+1}-\frac{2 (4-e) (25+\log (4))^2}{x+1}-\frac{344 (25+\log (4))^2}{x+1}+\frac{\left(4+e+2 e^2\right) (25+\log (4))^2}{(x+1)^2}-\frac{\left(4+21 e+e^2\right) (25+\log (4))^2}{(x+1)^2}+\frac{4 (13+3 e) (25+\log (4))^2}{(x+1)^2}+\frac{(10+e) (25+\log (4))^2}{(x+1)^2}-\frac{46 (25+\log (4))^2}{(x+1)^2}-\frac{4 (5-e) (25+\log (4))^2 \log (x)}{x}-\frac{4 (25+\log (4))^2 \log (x)}{x}+\frac{2 \left(4+e+2 e^2\right) (25+\log (4))^2}{x}-\frac{6 \left(4+21 e+e^2\right) (25+\log (4))^2}{x}+\frac{48 (13+3 e) (25+\log (4))^2}{x}-\frac{4 (5-e) (25+\log (4))^2}{x}-\frac{644 (25+\log (4))^2}{x}","(25+\log (4))^2 \left(x-\frac{-\frac{4}{x}+\log (x)-e}{x^2+x}\right)^2",1,"(16*(25 + Log[4])^2)/x^4 - (200*(25 + Log[4])^2)/(3*x^3) + (8*(13 + 3*E)*(25 + Log[4])^2)/(3*x^3) + (385*(25 + Log[4])^2)/(2*x^2) + ((15 - 2*E)*(25 + Log[4])^2)/(2*x^2) - (12*(13 + 3*E)*(25 + Log[4])^2)/x^2 + ((4 + 21*E + E^2)*(25 + Log[4])^2)/x^2 - (644*(25 + Log[4])^2)/x - (4*(5 - E)*(25 + Log[4])^2)/x + (48*(13 + 3*E)*(25 + Log[4])^2)/x - (6*(4 + 21*E + E^2)*(25 + Log[4])^2)/x + (2*(4 + E + 2*E^2)*(25 + Log[4])^2)/x + x^2*(25 + Log[4])^2 - (46*(25 + Log[4])^2)/(1 + x)^2 + ((10 + E)*(25 + Log[4])^2)/(1 + x)^2 + (4*(13 + 3*E)*(25 + Log[4])^2)/(1 + x)^2 - ((4 + 21*E + E^2)*(25 + Log[4])^2)/(1 + x)^2 + ((4 + E + 2*E^2)*(25 + Log[4])^2)/(1 + x)^2 - (E*x^2*(25 + Log[4])^2)/(1 + x)^2 - (344*(25 + Log[4])^2)/(1 + x) - (2*(4 - E)*(25 + Log[4])^2)/(1 + x) + (32*(13 + 3*E)*(25 + Log[4])^2)/(1 + x) - (6*(4 + 21*E + E^2)*(25 + Log[4])^2)/(1 + x) + (4*(4 + E + 2*E^2)*(25 + Log[4])^2)/(1 + x) - 986*(25 + Log[4])^2*Log[x] - 2*(4 - E)*(25 + Log[4])^2*Log[x] + 80*(13 + 3*E)*(25 + Log[4])^2*Log[x] - 12*(4 + 21*E + E^2)*(25 + Log[4])^2*Log[x] + 6*(4 + E + 2*E^2)*(25 + Log[4])^2*Log[x] - (8*(25 + Log[4])^2*Log[x])/x^3 + ((25 + Log[4])^2*Log[x])/x^2 + ((15 - 2*E)*(25 + Log[4])^2*Log[x])/x^2 - (4*(25 + Log[4])^2*Log[x])/x - (4*(5 - E)*(25 + Log[4])^2*Log[x])/x + (2*(4 - E)*(25 + Log[4])^2*Log[x])/(1 + x)^2 + (2*x*(25 + Log[4])^2*Log[x])/(1 + x) - (4*(6 - E)*x*(25 + Log[4])^2*Log[x])/(1 + x) + 2*(25 + Log[4])^2*Log[x]^2 + ((25 + Log[4])^2*Log[x]^2)/x^2 - (2*(25 + Log[4])^2*Log[x]^2)/x + ((25 + Log[4])^2*Log[x]^2)/(1 + x)^2 - (2*x*(25 + Log[4])^2*Log[x]^2)/(1 + x) + 984*(25 + Log[4])^2*Log[1 + x] + 2*(4 - E)*(25 + Log[4])^2*Log[1 + x] + 4*(6 - E)*(25 + Log[4])^2*Log[1 + x] - 80*(13 + 3*E)*(25 + Log[4])^2*Log[1 + x] + 12*(4 + 21*E + E^2)*(25 + Log[4])^2*Log[1 + x] - 6*(4 + E + 2*E^2)*(25 + Log[4])^2*Log[1 + x]","B",51,18,439,0.04100,1,"{6688, 12, 6742, 44, 37, 43, 2357, 2304, 2301, 2319, 2314, 31, 2317, 2391, 2305, 2347, 2344, 2318}"
730,1,633,0,13.0823157,"\int \frac{e^{5+x} \left(-80 x+\left(-960 x+384 x^2+48 x^3\right) \log (2)\right)+e^{5+x} \left(1280-1200 x-80 x^2+\left(-1024+1984 x-1152 x^2+176 x^3+16 x^4\right) \log (2)\right) \log \left(-80-5 x+\left(64-60 x+12 x^2+x^3\right) \log (2)\right)}{-80 x^2-5 x^3+\left(64 x^2-60 x^3+12 x^4+x^5\right) \log (2)} \, dx","Int[(E^(5 + x)*(-80*x + (-960*x + 384*x^2 + 48*x^3)*Log[2]) + E^(5 + x)*(1280 - 1200*x - 80*x^2 + (-1024 + 1984*x - 1152*x^2 + 176*x^3 + 16*x^4)*Log[2])*Log[-80 - 5*x + (64 - 60*x + 12*x^2 + x^3)*Log[2]])/(-80*x^2 - 5*x^3 + (64*x^2 - 60*x^3 + 12*x^4 + x^5)*Log[2]),x]","-\frac{8 e^{7+\frac{\sqrt{\log (32)}}{\log (2)}} \left(2400 \log ^3(2)+20 \log ^2(2) \left(155-27 \log (16)-60 \sqrt{\log (32)}\right)-\log (8) (5-\log (16))^2+4 \sqrt{\log (32)} (\log (32)-\log (16) \log (64))+\log (2) (25+8 \log (32)-\log (16) (5+8 \log (64)))\right) \text{Ei}\left(\frac{\log (2) x-\sqrt{\log (32)}-\log (4)}{\log (2)}\right)}{(5-\log (16)) (5-320 \log (2)-\log (16)) \sqrt{\log (32)}}+\frac{8 e^{7-\frac{\sqrt{\log (32)}}{\log (2)}} \left(2400 \log ^3(2)+20 \log ^2(2) \left(155-27 \log (16)+60 \sqrt{\log (32)}\right)-\log (8) (5-\log (16))^2-4 \sqrt{\log (32)} (\log (32)-\log (16) \log (64))+\log (2) (25+8 \log (32)-\log (16) (5+8 \log (64)))\right) \text{Ei}\left(\frac{2 \log (2) x+2 \sqrt{\log (32)}-\log (16)}{2 \log (2)}\right)}{(5-\log (16)) (5-320 \log (2)-\log (16)) \sqrt{\log (32)}}-\frac{8 e^{7-\frac{\sqrt{\log (32)}}{\log (2)}} \left(2560 \log ^3(2)+\log (2) \left(25+\log ^2(16)\right)+8 \log ^2(2) \left(390-79 \log (16)+160 \sqrt{\log (32)}\right)+\left(\log ^2(16)-4 \log (32)\right) \sqrt{\log (32)}-\log (8) (5-\log (16))^2\right) \text{Ei}\left(\frac{2 \log (2) x+2 \sqrt{\log (32)}-\log (16)}{2 \log (2)}\right)}{(5-\log (16)) (5-320 \log (2)-\log (16)) \sqrt{\log (32)}}+\frac{8 e^{7+\frac{\sqrt{\log (32)}}{\log (2)}} \left(4 \log ^{\frac{3}{2}}(32)+2560 \log ^3(2)+8 \log ^2(2) \left(390-79 \log (16)-160 \sqrt{\log (32)}\right)+\log (2) \left(25+\log ^2(16)-4 \log (16) \sqrt{\log (32)}\right)-\log (8) (5-\log (16))^2\right) \text{Ei}\left(\frac{\log (2) x-\sqrt{\log (32)}-\log (4)}{\log (2)}\right)}{(5-\log (16)) (5-320 \log (2)-\log (16)) \sqrt{\log (32)}}+\frac{5 e^5 (1+\log (4096)) \text{Ei}(x)}{5-\log (16)}-\frac{e^5 (5+64 \log (2)-\log (16)) \text{Ei}(x)}{5-\log (16)}+\frac{16 e^{x+5} \log \left(-\left((x+16) \left(x^2 (-\log (2))+4 x \log (2)+5-\log (16)\right)\right)\right)}{x}","\frac{16 e^{x+5} \log \left((x+16) \left((2-x)^2 \log (2)-5\right)\right)}{x}",1,"-((E^5*ExpIntegralEi[x]*(5 + 64*Log[2] - Log[16]))/(5 - Log[16])) - (8*E^(7 - Sqrt[Log[32]]/Log[2])*ExpIntegralEi[(2*x*Log[2] - Log[16] + 2*Sqrt[Log[32]])/(2*Log[2])]*(2560*Log[2]^3 - Log[8]*(5 - Log[16])^2 + Log[2]*(25 + Log[16]^2) + 8*Log[2]^2*(390 - 79*Log[16] + 160*Sqrt[Log[32]]) + (Log[16]^2 - 4*Log[32])*Sqrt[Log[32]]))/((5 - Log[16])*(5 - 320*Log[2] - Log[16])*Sqrt[Log[32]]) + (8*E^(7 + Sqrt[Log[32]]/Log[2])*ExpIntegralEi[(x*Log[2] - Log[4] - Sqrt[Log[32]])/Log[2]]*(2560*Log[2]^3 - Log[8]*(5 - Log[16])^2 + 8*Log[2]^2*(390 - 79*Log[16] - 160*Sqrt[Log[32]]) + Log[2]*(25 + Log[16]^2 - 4*Log[16]*Sqrt[Log[32]]) + 4*Log[32]^(3/2)))/((5 - Log[16])*(5 - 320*Log[2] - Log[16])*Sqrt[Log[32]]) + (8*E^(7 - Sqrt[Log[32]]/Log[2])*ExpIntegralEi[(2*x*Log[2] - Log[16] + 2*Sqrt[Log[32]])/(2*Log[2])]*(2400*Log[2]^3 - Log[8]*(5 - Log[16])^2 + 20*Log[2]^2*(155 - 27*Log[16] + 60*Sqrt[Log[32]]) - 4*Sqrt[Log[32]]*(Log[32] - Log[16]*Log[64]) + Log[2]*(25 + 8*Log[32] - Log[16]*(5 + 8*Log[64]))))/((5 - Log[16])*(5 - 320*Log[2] - Log[16])*Sqrt[Log[32]]) - (8*E^(7 + Sqrt[Log[32]]/Log[2])*ExpIntegralEi[(x*Log[2] - Log[4] - Sqrt[Log[32]])/Log[2]]*(2400*Log[2]^3 - Log[8]*(5 - Log[16])^2 + 20*Log[2]^2*(155 - 27*Log[16] - 60*Sqrt[Log[32]]) + 4*Sqrt[Log[32]]*(Log[32] - Log[16]*Log[64]) + Log[2]*(25 + 8*Log[32] - Log[16]*(5 + 8*Log[64]))))/((5 - Log[16])*(5 - 320*Log[2] - Log[16])*Sqrt[Log[32]]) + (5*E^5*ExpIntegralEi[x]*(1 + Log[4096]))/(5 - Log[16]) + (16*E^(5 + x)*Log[-((16 + x)*(5 + 4*x*Log[2] - x^2*Log[2] - Log[16]))])/x","C",21,7,125,0.05600,0,"{6741, 6688, 6728, 2178, 2270, 2197, 2554}"
731,1,28,0,0.0910103,"\int \frac{-4065+100 x-134 x^2+4 x^3-x^4}{-17875+5165 x-742 x^2+146 x^3-7 x^4+x^5} \, dx","Int[(-4065 + 100*x - 134*x^2 + 4*x^3 - x^4)/(-17875 + 5165*x - 742*x^2 + 146*x^3 - 7*x^4 + x^5),x]","\log \left(x^2-2 x+65\right)-\log \left(-x^3+5 x^2-71 x+275\right)","\log \left(\frac{2}{5 \left(-x+\frac{4}{4-\frac{1}{20} (5-x) (x+3)}+3\right)}\right)",1,"Log[65 - 2*x + x^2] - Log[275 - 71*x + 5*x^2 - x^3]","A",4,3,46,0.06522,1,"{2074, 628, 1587}"
732,1,38,0,0.0562166,"\int \frac{\left(200-75 x+3 x^3\right) \log ^2(5)}{64 x^3-32 x^4+4 x^5} \, dx","Int[((200 - 75*x + 3*x^3)*Log[5]^2)/(64*x^3 - 32*x^4 + 4*x^5),x]","-\frac{25 \log ^2(5)}{16 x^2}-\frac{25 \log ^2(5)}{64 x}+\frac{23 \log ^2(5)}{64 (4-x)}","\frac{5 \left(\frac{1}{5} (1-x) x+\frac{5}{x}\right) \log ^2(5)}{4 (x-4) x}+3",1,"(23*Log[5]^2)/(64*(4 - x)) - (25*Log[5]^2)/(16*x^2) - (25*Log[5]^2)/(64*x)","A",6,4,33,0.1212,1,"{12, 1594, 27, 1620}"
733,1,11,0,0.0055349,"\int \frac{-2 e^3+x}{x^2} \, dx","Int[(-2*E^3 + x)/x^2,x]","\frac{2 e^3}{x}+\log (x)","\frac{2 e^3}{x}-\log \left(-\frac{2}{x \log (2)}\right)",1,"(2*E^3)/x + Log[x]","A",2,1,11,0.09091,1,"{43}"
734,0,0,0,1.3374955,"\int \frac{896 x+2 e^{2 x} x+68 x^2-324 x^3+5 x^4+50 x^5+e^x \left(-88 x+7 x^2+23 x^3\right)}{768+3 e^{2 x}-96 x-477 x^2+30 x^3+75 x^4+e^x \left(-96+6 x+30 x^2\right)} \, dx","Int[(896*x + 2*E^(2*x)*x + 68*x^2 - 324*x^3 + 5*x^4 + 50*x^5 + E^x*(-88*x + 7*x^2 + 23*x^3))/(768 + 3*E^(2*x) - 96*x - 477*x^2 + 30*x^3 + 75*x^4 + E^x*(-96 + 6*x + 30*x^2)),x]","\int \frac{896 x+2 e^{2 x} x+68 x^2-324 x^3+5 x^4+50 x^5+e^x \left(-88 x+7 x^2+23 x^3\right)}{768+3 e^{2 x}-96 x-477 x^2+30 x^3+75 x^4+e^x \left(-96+6 x+30 x^2\right)} \, dx","\frac{1}{3} \left(\frac{3 (x+4) x^2}{-5 x^2-x-e^x+16}+x^2\right)",1,"x^2/3 + 68*Defer[Int][x^2/(-16 + E^x + x + 5*x^2)^2, x] + 53*Defer[Int][x^3/(-16 + E^x + x + 5*x^2)^2, x] - 11*Defer[Int][x^4/(-16 + E^x + x + 5*x^2)^2, x] - 5*Defer[Int][x^5/(-16 + E^x + x + 5*x^2)^2, x] - 8*Defer[Int][x/(-16 + E^x + x + 5*x^2), x] + Defer[Int][x^2/(-16 + E^x + x + 5*x^2), x] + Defer[Int][x^3/(-16 + E^x + x + 5*x^2), x]","F",0,0,0,0,-1,"{}"
735,0,0,0,0.4462352,"\int \frac{-522-261 e^{15+x}+18 e^{15+x} x \log \left(2+e^{15+x}\right)+\left(-18-9 e^{15+x}\right) \log ^2\left(2+e^{15+x}\right)}{16 x^2+8 e^{15+x} x^2} \, dx","Int[(-522 - 261*E^(15 + x) + 18*E^(15 + x)*x*Log[2 + E^(15 + x)] + (-18 - 9*E^(15 + x))*Log[2 + E^(15 + x)]^2)/(16*x^2 + 8*E^(15 + x)*x^2),x]","\int \frac{-522-261 e^{15+x}+18 e^{15+x} x \log \left(2+e^{15+x}\right)+\left(-18-9 e^{15+x}\right) \log ^2\left(2+e^{15+x}\right)}{16 x^2+8 e^{15+x} x^2} \, dx","\frac{18 \left(\frac{1}{16} \left(x+\log ^2\left(e^{x+15}+2\right)-3\right)+2\right)}{x}",1,"261/(8*x) - (9*Log[2 + E^(15 + x)]*Defer[Int][1/((2 + E^(15 + x))*x), x])/2 + (9*Defer[Int][Log[2 + E^(15 + x)]/x, x])/4 - (9*Defer[Int][Log[2 + E^(15 + x)]^2/x^2, x])/8 + (9*Defer[Int][(E^(15 + x)*Defer[Int][(2*x + E^(15 + x)*x)^(-1), x])/(2 + E^(15 + x)), x])/2","F",0,0,0,0,-1,"{}"
736,0,0,0,10.8139309,"\int \frac{-6 x-3 x^2+e^{5-e^{\frac{1}{6} \left(18-\log \left(4 x+2 x^2\right)\right)}-x} \left(-6 x-3 x^2+e^{\frac{1}{6} \left(18-\log \left(4 x+2 x^2\right)\right)} (1+x)\right)}{6 x+3 x^2} \, dx","Int[(-6*x - 3*x^2 + E^(5 - E^((18 - Log[4*x + 2*x^2])/6) - x)*(-6*x - 3*x^2 + E^((18 - Log[4*x + 2*x^2])/6)*(1 + x)))/(6*x + 3*x^2),x]","\int \frac{-6 x-3 x^2+e^{5-e^{\frac{1}{6} \left(18-\log \left(4 x+2 x^2\right)\right)}-x} \left(-6 x-3 x^2+e^{\frac{1}{6} \left(18-\log \left(4 x+2 x^2\right)\right)} (1+x)\right)}{6 x+3 x^2} \, dx","e^{-x-\frac{e^3}{\sqrt[6]{x (2 x+4)}}+5}-x",1,"-x - Defer[Int][E^(5 - x - E^3/(2^(1/6)*(x*(2 + x))^(1/6))), x] + (2^(5/6)*x^(1/6)*(2 + x)^(1/6)*Defer[Subst][Defer[Int][E^(8 - x^6 - E^3/(2^(1/6)*(x^6*(2 + x^6))^(1/6)))/(x^2*(2 + x^6)^(7/6)), x], x, x^(1/6)])/(2*x + x^2)^(1/6) + (2^(5/6)*x^(1/6)*(2 + x)^(1/6)*Defer[Subst][Defer[Int][(E^(8 - x^6 - E^3/(2^(1/6)*(x^6*(2 + x^6))^(1/6)))*x^4)/(2 + x^6)^(7/6), x], x, x^(1/6)])/(2*x + x^2)^(1/6)","F",0,0,0,0,-1,"{}"
737,0,0,0,2.1059121,"\int \frac{-x^2+x^3+x^4+9 x^6+e^{2 x} \left(2-3 x-9 x^3\right)+\left(-x^3-9 x^5\right) \log (x)}{e^{2 x} x-x^4+x^3 \log (x)} \, dx","Int[(-x^2 + x^3 + x^4 + 9*x^6 + E^(2*x)*(2 - 3*x - 9*x^3) + (-x^3 - 9*x^5)*Log[x])/(E^(2*x)*x - x^4 + x^3*Log[x]),x]","\int \frac{-x^2+x^3+x^4+9 x^6+e^{2 x} \left(2-3 x-9 x^3\right)+\left(-x^3-9 x^5\right) \log (x)}{e^{2 x} x-x^4+x^3 \log (x)} \, dx","\frac{3 \left(x-x^4\right)}{x}-\log \left(\frac{e^{2 x}}{x^2}-x+\log (x)\right)-x-4",1,"-3*x - 3*x^3 + 2*Log[x] + Defer[Int][x/(-E^(2*x) + x^3 - x^2*Log[x]), x] - 3*Defer[Int][x^2/(-E^(2*x) + x^3 - x^2*Log[x]), x] + 2*Defer[Int][x^3/(-E^(2*x) + x^3 - x^2*Log[x]), x] + 2*Defer[Int][(x*Log[x])/(-E^(2*x) + x^3 - x^2*Log[x]), x] - 2*Defer[Int][(x^2*Log[x])/(-E^(2*x) + x^3 - x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
738,0,0,0,4.1249925,"\int \frac{256 x-4 e^{4+4 x} x+\left(e^{4+4 x} (1-x)-256 x+256 x^2\right) \log \left(\frac{1}{256} \left(e^{4+4 x}-256 x\right)\right)}{\left(e^{4+5 x}-256 e^x x\right) \log ^2\left(\frac{1}{256} \left(e^{4+4 x}-256 x\right)\right)} \, dx","Int[(256*x - 4*E^(4 + 4*x)*x + (E^(4 + 4*x)*(1 - x) - 256*x + 256*x^2)*Log[(E^(4 + 4*x) - 256*x)/256])/((E^(4 + 5*x) - 256*E^x*x)*Log[(E^(4 + 4*x) - 256*x)/256]^2),x]","\int \frac{256 x-4 e^{4+4 x} x+\left(e^{4+4 x} (1-x)-256 x+256 x^2\right) \log \left(\frac{1}{256} \left(e^{4+4 x}-256 x\right)\right)}{\left(e^{4+5 x}-256 e^x x\right) \log ^2\left(\frac{1}{256} \left(e^{4+4 x}-256 x\right)\right)} \, dx","\frac{e^{-x} x}{\log \left(\frac{1}{256} e^{4 x+4}-x\right)}",1,"-4*Defer[Int][x/(E^x*Log[(E^(4 + 4*x) - 256*x)/256]^2), x] + 256*Defer[Int][x/(E^x*(E^(4 + 4*x) - 256*x)*Log[(E^(4 + 4*x) - 256*x)/256]^2), x] + 1024*Defer[Int][x^2/(E^x*(-E^(4 + 4*x) + 256*x)*Log[(E^(4 + 4*x) - 256*x)/256]^2), x] + Defer[Int][1/(E^x*Log[(E^(4 + 4*x) - 256*x)/256]), x] - Defer[Int][x/(E^x*Log[(E^(4 + 4*x) - 256*x)/256]), x]","F",0,0,0,0,-1,"{}"
739,0,0,0,0.7382254,"\int \frac{3+2 x^3+\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right)+\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right) \log \left(\log \left(\frac{3-x^3}{x}\right)\right)}{\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right)} \, dx","Int[(3 + 2*x^3 + (-3 + x^3)*Log[(3 - x^3)/x] + (-3 + x^3)*Log[(3 - x^3)/x]*Log[Log[(3 - x^3)/x]])/((-3 + x^3)*Log[(3 - x^3)/x]),x]","\int \frac{3+2 x^3+\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right)+\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right) \log \left(\log \left(\frac{3-x^3}{x}\right)\right)}{\left(-3+x^3\right) \log \left(\frac{3-x^3}{x}\right)} \, dx","x \log \left(\log \left(\frac{3}{x}-x^2\right)\right)+x",1,"x + 2*Defer[Int][Log[(3 - x^3)/x]^(-1), x] - 3^(1/3)*Defer[Int][1/((3^(1/3) - x)*Log[(3 - x^3)/x]), x] - 3^(1/3)*Defer[Int][1/((3^(1/3) + (-1)^(1/3)*x)*Log[(3 - x^3)/x]), x] - 3^(1/3)*Defer[Int][1/((3^(1/3) - (-1)^(2/3)*x)*Log[(3 - x^3)/x]), x] + Defer[Int][Log[Log[(3 - x^3)/x]], x]","F",0,0,0,0,-1,"{}"
740,1,5,0,0.0007029,"\int -\log (5) \, dx","Int[-Log[5],x]","-x \log (5)","x (-\log (5))+5-\frac{4}{5 \log (5 e)}",1,"-(x*Log[5])","A",1,1,4,0.2500,1,"{8}"
741,1,25,0,0.024549,"\int \left(-5+5 e^{-2+x}+e^{-59-16 x-x^2} (-960-120 x)\right) \, dx","Int[-5 + 5*E^(-2 + x) + E^(-59 - 16*x - x^2)*(-960 - 120*x),x]","60 e^{-x^2-16 x-59}-5 x+5 e^{x-2}","5 \left(-x+e^{x-2}+12 e^{5-(x+8)^2}\right)",1,"5*E^(-2 + x) + 60*E^(-59 - 16*x - x^2) - 5*x","A",3,2,27,0.07407,1,"{2194, 2236}"
742,1,32,0,0.3289174,"\int \frac{2 x+4 x^2-x \log (6)+\left(4 x+4 x^2-2 x \log (6)\right) \log (x)}{80+320 x+320 x^2+(-80-160 x) \log (6)+20 \log ^2(6)} \, dx","Int[(2*x + 4*x^2 - x*Log[6] + (4*x + 4*x^2 - 2*x*Log[6])*Log[x])/(80 + 320*x + 320*x^2 + (-80 - 160*x)*Log[6] + 20*Log[6]^2),x]","\frac{1}{80} x \log (x)-\frac{x (2-\log (6)) \log (x)}{80 (4 x+2-\log (6))}","\frac{x \log (x)}{5 \left(\frac{4 (3 x+2-\log (6))}{x}+4\right)}",1,"(x*Log[x])/80 - (x*(2 - Log[6])*Log[x])/(80*(2 + 4*x - Log[6]))","A",12,9,58,0.1552,1,"{6, 6688, 12, 6742, 43, 2357, 2295, 2314, 31}"
743,1,59,0,0.1674171,"\int \frac{e^{-\frac{x}{\log (2 x)}} \left(e^{-4+x} x^2-e^{-4+x} x^2 \log (2 x)+e^{-4+x} \left(2 x+x^2\right) \log ^2(2 x)\right)}{\log ^2(2 x)} \, dx","Int[(E^(-4 + x)*x^2 - E^(-4 + x)*x^2*Log[2*x] + E^(-4 + x)*(2*x + x^2)*Log[2*x]^2)/(E^(x/Log[2*x])*Log[2*x]^2),x]","\frac{e^{-\frac{x}{\log (2 x)}} \left(e^{x-4} x^2-e^{x-4} x^2 \log (2 x)\right)}{\left(\frac{1}{\log ^2(2 x)}-\frac{1}{\log (2 x)}\right) \log ^2(2 x)}","x^2 e^{x-\frac{x}{\log (2 x)}-4}",1,"(E^(-4 + x)*x^2 - E^(-4 + x)*x^2*Log[2*x])/(E^(x/Log[2*x])*(Log[2*x]^(-2) - Log[2*x]^(-1))*Log[2*x]^2)","B",1,1,61,0.01639,1,"{2288}"
744,1,9,0,0.0438415,"\int \frac{-6+2 \log (\log (x))}{x \log (x)} \, dx","Int[(-6 + 2*Log[Log[x]])/(x*Log[x]),x]","(3-\log (\log (x)))^2","\left(-\frac{2 x-x^2}{x}-x+\log (\log (x))-1\right)^2-5",1,"(3 - Log[Log[x]])^2","A",3,2,15,0.1333,1,"{12, 2301}"
745,1,20,0,0.3201604,"\int \frac{25+150 x+50 x^2+e^5 \left(-25 x-25 x^2\right)+25 x \log (x)}{4 x+2 x^2-e^5 x^2+x \log (x)} \, dx","Int[(25 + 150*x + 50*x^2 + E^5*(-25*x - 25*x^2) + 25*x*Log[x])/(4*x + 2*x^2 - E^5*x^2 + x*Log[x]),x]","25 x+25 \log \left(\left(2-e^5\right) x+\log (x)+4\right)","25 \left(x+\log \left(x+\frac{x+\log (x)+4}{1-e^5}\right)+4\right)",1,"25*x + 25*Log[4 + (2 - E^5)*x + Log[x]]","A",6,5,52,0.09615,1,"{6, 6741, 12, 6742, 6684}"
746,0,0,0,2.0173445,"\int \frac{8 x+40 e^{2 x^2} x+\left(8 x+e^{2 x^2} \left(40 x-80 x^3\right)\right) \log (x) \log \left(\log ^2(x)\right)}{\left(3+30 e^{2 x^2}+75 e^{4 x^2}\right) \log (x)} \, dx","Int[(8*x + 40*E^(2*x^2)*x + (8*x + E^(2*x^2)*(40*x - 80*x^3))*Log[x]*Log[Log[x]^2])/((3 + 30*E^(2*x^2) + 75*E^(4*x^2))*Log[x]),x]","\int \frac{8 x+40 e^{2 x^2} x+\left(8 x+e^{2 x^2} \left(40 x-80 x^3\right)\right) \log (x) \log \left(\log ^2(x)\right)}{\left(3+30 e^{2 x^2}+75 e^{4 x^2}\right) \log (x)} \, dx","\frac{4 x^2 \log \left(\log ^2(x)\right)}{3 \left(5 e^{2 x^2}+1\right)}",1,"(8*Defer[Int][x/((1 + 5*E^(2*x^2))*Log[x]), x])/3 + (8*Defer[Int][(x*Log[Log[x]^2])/(1 + 5*E^(2*x^2)), x])/3 + (16*Defer[Int][(x^3*Log[Log[x]^2])/(1 + 5*E^(2*x^2))^2, x])/3 - (16*Defer[Int][(x^3*Log[Log[x]^2])/(1 + 5*E^(2*x^2)), x])/3","F",0,0,0,0,-1,"{}"
747,0,0,0,125.1179043,"\int \frac{\exp \left(9+9 e^{8 x}-18 x-9 x^2+18 x^3+9 x^4+e^{4 x} \left(18-18 x-18 x^2\right)\right) \left(55+e^{8 x} \left(-216+72 e^x-72 x\right)+72 x-144 x^2-162 x^3-36 x^4+e^x \left(-19-18 x+54 x^2+36 x^3\right)+e^{4 x} \left(-162+270 x+324 x^2+72 x^3+e^x \left(54-108 x-72 x^2\right)\right)\right)+\exp \left(9+9 e^{8 x}-18 x-9 x^2+18 x^3+9 x^4+e^{4 x} \left(18-18 x-18 x^2\right)\right) \left(54+e^{8 x} \left(-216+72 e^x-72 x\right)+72 x-144 x^2-162 x^3-36 x^4+e^x \left(-18-18 x+54 x^2+36 x^3\right)+e^{4 x} \left(-162+270 x+324 x^2+72 x^3+e^x \left(54-108 x-72 x^2\right)\right)\right) \log \left(3-e^x+x\right)}{-3+e^x-x+\left(-6+2 e^x-2 x\right) \log \left(3-e^x+x\right)+\left(-3+e^x-x\right) \log ^2\left(3-e^x+x\right)} \, dx","Int[(E^(9 + 9*E^(8*x) - 18*x - 9*x^2 + 18*x^3 + 9*x^4 + E^(4*x)*(18 - 18*x - 18*x^2))*(55 + E^(8*x)*(-216 + 72*E^x - 72*x) + 72*x - 144*x^2 - 162*x^3 - 36*x^4 + E^x*(-19 - 18*x + 54*x^2 + 36*x^3) + E^(4*x)*(-162 + 270*x + 324*x^2 + 72*x^3 + E^x*(54 - 108*x - 72*x^2))) + E^(9 + 9*E^(8*x) - 18*x - 9*x^2 + 18*x^3 + 9*x^4 + E^(4*x)*(18 - 18*x - 18*x^2))*(54 + E^(8*x)*(-216 + 72*E^x - 72*x) + 72*x - 144*x^2 - 162*x^3 - 36*x^4 + E^x*(-18 - 18*x + 54*x^2 + 36*x^3) + E^(4*x)*(-162 + 270*x + 324*x^2 + 72*x^3 + E^x*(54 - 108*x - 72*x^2)))*Log[3 - E^x + x])/(-3 + E^x - x + (-6 + 2*E^x - 2*x)*Log[3 - E^x + x] + (-3 + E^x - x)*Log[3 - E^x + x]^2),x]","\int \frac{\exp \left(9+9 e^{8 x}-18 x-9 x^2+18 x^3+9 x^4+e^{4 x} \left(18-18 x-18 x^2\right)\right) \left(55+e^{8 x} \left(-216+72 e^x-72 x\right)+72 x-144 x^2-162 x^3-36 x^4+e^x \left(-19-18 x+54 x^2+36 x^3\right)+e^{4 x} \left(-162+270 x+324 x^2+72 x^3+e^x \left(54-108 x-72 x^2\right)\right)\right)+\exp \left(9+9 e^{8 x}-18 x-9 x^2+18 x^3+9 x^4+e^{4 x} \left(18-18 x-18 x^2\right)\right) \left(54+e^{8 x} \left(-216+72 e^x-72 x\right)+72 x-144 x^2-162 x^3-36 x^4+e^x \left(-18-18 x+54 x^2+36 x^3\right)+e^{4 x} \left(-162+270 x+324 x^2+72 x^3+e^x \left(54-108 x-72 x^2\right)\right)\right) \log \left(3-e^x+x\right)}{-3+e^x-x+\left(-6+2 e^x-2 x\right) \log \left(3-e^x+x\right)+\left(-3+e^x-x\right) \log ^2\left(3-e^x+x\right)} \, dx","\frac{e^{\left(3-3 \left(x^2+x-e^{4 x}\right)\right)^2}}{\log \left(x-e^x+3\right)+1}",1,"18*Defer[Int][E^(9*(-1 - E^(4*x) + x + x^2)^2)/(-1 - Log[3 - E^x + x]), x] - Defer[Int][E^(9*(-1 - E^(4*x) + x + x^2)^2)/(1 + Log[3 - E^x + x])^2, x] - 2*Defer[Int][E^(9*(-1 - E^(4*x) + x + x^2)^2)/((-3 + E^x - x)*(1 + Log[3 - E^x + x])^2), x] - Defer[Int][(E^(9*(-1 - E^(4*x) + x + x^2)^2)*x)/((-3 + E^x - x)*(1 + Log[3 - E^x + x])^2), x] + 54*Defer[Int][E^(4*x + 9*(-1 - E^(4*x) + x + x^2)^2)/(1 + Log[3 - E^x + x]), x] + 72*Defer[Int][E^(8*x + 9*(-1 - E^(4*x) + x + x^2)^2)/(1 + Log[3 - E^x + x]), x] - 18*Defer[Int][(E^(9*(-1 - E^(4*x) + x + x^2)^2)*x)/(1 + Log[3 - E^x + x]), x] - 108*Defer[Int][(E^(4*x + 9*(-1 - E^(4*x) + x + x^2)^2)*x)/(1 + Log[3 - E^x + x]), x] + 54*Defer[Int][(E^(9*(-1 - E^(4*x) + x + x^2)^2)*x^2)/(1 + Log[3 - E^x + x]), x] - 72*Defer[Int][(E^(4*x + 9*(-1 - E^(4*x) + x + x^2)^2)*x^2)/(1 + Log[3 - E^x + x]), x] + 36*Defer[Int][(E^(9*(-1 - E^(4*x) + x + x^2)^2)*x^3)/(1 + Log[3 - E^x + x]), x]","F",0,0,0,0,-1,"{}"
748,0,0,0,11.0778746,"\int \frac{5 x^3+10 e^{2 x} x^3+e^{x^2} \left(8+2 x-8 x^2-2 x^3+e^{2 x} \left(2-2 x^2\right)\right)}{e^{x^2} \left(-4 x-e^{2 x} x-x^2\right)+\left(20 x^3+5 e^{2 x} x^3+5 x^4\right) \log \left(4+e^{2 x}+x\right)} \, dx","Int[(5*x^3 + 10*E^(2*x)*x^3 + E^x^2*(8 + 2*x - 8*x^2 - 2*x^3 + E^(2*x)*(2 - 2*x^2)))/(E^x^2*(-4*x - E^(2*x)*x - x^2) + (20*x^3 + 5*E^(2*x)*x^3 + 5*x^4)*Log[4 + E^(2*x) + x]),x]","\int \frac{5 x^3+10 e^{2 x} x^3+e^{x^2} \left(8+2 x-8 x^2-2 x^3+e^{2 x} \left(2-2 x^2\right)\right)}{e^{x^2} \left(-4 x-e^{2 x} x-x^2\right)+\left(20 x^3+5 e^{2 x} x^3+5 x^4\right) \log \left(4+e^{2 x}+x\right)} \, dx","\log \left(\frac{e^{x^2}}{5 x^2}-\log \left(x+e^{2 x}+4\right)\right)",1,"x^2 - 2*Log[x] + 5*Defer[Int][x^2/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] + 10*Defer[Int][(E^(2*x)*x^2)/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] + 40*Defer[Int][(x*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] + 10*Defer[Int][(E^(2*x)*x*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] + 10*Defer[Int][(x^2*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] - 40*Defer[Int][(x^3*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] - 10*Defer[Int][(E^(2*x)*x^3*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x] - 10*Defer[Int][(x^4*Log[4 + E^(2*x) + x])/((4 + E^(2*x) + x)*(-E^x^2 + 5*x^2*Log[4 + E^(2*x) + x])), x]","F",0,0,0,0,-1,"{}"
749,1,17,0,0.0177281,"\int \frac{-3-3 x+2 x^2 \log (x)}{x^3} \, dx","Int[(-3 - 3*x + 2*x^2*Log[x])/x^3,x]","\frac{3 (x+1)^2}{2 x^2}+\log ^2(x)","\frac{-x^2+\frac{3}{2 x}+3}{x}+x+\log ^2(x)",1,"(3*(1 + x)^2)/(2*x^2) + Log[x]^2","A",4,3,16,0.1875,1,"{14, 37, 2301}"
750,0,0,0,0.129203,"\int \frac{25}{18} x^{2 x} \left(5+10 x-\frac{9 x^{-2 x}}{5}+10 x \log (x)\right) \, dx","Int[(25*x^(2*x)*(5 + 10*x - 9/(5*x^(2*x)) + 10*x*Log[x]))/18,x]","\int \frac{25}{18} x^{2 x} \left(5+10 x-\frac{9 x^{-2 x}}{5}+10 x \log (x)\right) \, dx","\frac{5 \left(\frac{25}{9} x^{2 x+2}-x^2\right)}{2 x}",1,"(-5*x)/2 + (125*Defer[Int][x^(2*x), x])/18 + (125*Defer[Int][x^(1 + 2*x), x])/9 + (125*Log[x]*Defer[Int][x^(1 + 2*x), x])/9 - (125*Defer[Int][Defer[Int][x^(1 + 2*x), x]/x, x])/9","F",0,0,0,0,-1,"{}"
751,1,61,0,0.1647741,"\int \frac{e^2 (-9600-7680 x)+7680 e x+1920 e^3 x+128 e^{2 x/3} x^3+e^{x/3} \left(512 x^3+128 e^2 x^3+e \left(1920 x-640 x^2-512 x^3\right)\right)}{3 x^3} \, dx","Int[(E^2*(-9600 - 7680*x) + 7680*E*x + 1920*E^3*x + 128*E^((2*x)/3)*x^3 + E^(x/3)*(512*x^3 + 128*E^2*x^3 + E*(1920*x - 640*x^2 - 512*x^3)))/(3*x^3),x]","\frac{64 \left(5 e-(2-e)^2 x\right)^2}{x^2}+128 (2-e)^2 e^{x/3}+64 e^{2 x/3}-\frac{640 e^{\frac{x}{3}+1}}{x}","64 \left(-e^{x/3}+\frac{5 e}{x}-(e-2)^2\right)^2+5",1,"128*(2 - E)^2*E^(x/3) + 64*E^((2*x)/3) - (640*E^(1 + x/3))/x + (64*(5*E - (2 - E)^2*x)^2)/x^2","B",12,8,77,0.1039,1,"{6, 12, 14, 2194, 37, 2199, 2177, 2178}"
752,1,45,0,0.0297014,"\int \frac{1}{4} \left(1+32 x^3-64 e^2 x^3+32 e^4 x^3+\left(-64 e^2 x^3+64 e^4 x^3\right) \log (3)+32 e^4 x^3 \log ^2(3)\right) \, dx","Int[(1 + 32*x^3 - 64*E^2*x^3 + 32*E^4*x^3 + (-64*E^2*x^3 + 64*E^4*x^3)*Log[3] + 32*E^4*x^3*Log[3]^2)/4,x]","2 x^4 \left(1-2 e^2+e^4 \left(1+\log ^2(3)\right)\right)-4 e^2 \left(1-e^2\right) x^4 \log (3)+\frac{x}{4}","2 \left(x^2 \left(x-e^2 x (1+\log (3))\right)^2+5\right)+\frac{x}{4}+4",1,"x/4 - 4*E^2*(1 - E^2)*x^4*Log[3] + 2*x^4*(1 - 2*E^2 + E^4*(1 + Log[3]^2))","A",8,3,59,0.05085,1,"{6, 12, 30}"
753,0,0,0,49.7082712,"\int \frac{156621970562+2 e^{8+16 x}+e^{7+14 x} (-368-16 x)+53292920040 x+7984703253 x^2+687869280 x^3+37265659 x^4+1300140 x^5+28529 x^6+360 x^7+2 x^8+e^{6+12 x} \left(29624+2568 x+56 x^2\right)+e^{5+10 x} \left(-1362704-176640 x-7680 x^2-112 x^3\right)+e^{4+8 x} \left(39177740+6750040 x+438853 x^2+12752 x^3+140 x^4\right)+e^{3+6 x} \left(-720870416-154764240 x-13374316 x^2-580936 x^3-12696 x^4-112 x^5\right)+e^{2+4 x} \left(8290009784+2129030328 x+229267542 x^2+13236768 x^3+432290 x^4+7584 x^5+56 x^6\right)+e^{1+2 x} \left(-54477207152-16271075104 x-2096082092 x^2-150849272 x^3-6550112 x^4-171720 x^5-2520 x^6-16 x^7\right)}{313243941124+4 e^{8+16 x}+e^{7+14 x} (-736-32 x)+106585840080 x+15967727460 x^2+1375548120 x^3+74525153 x^4+2600280 x^5+57060 x^6+720 x^7+4 x^8+e^{6+12 x} \left(59248+5136 x+112 x^2\right)+e^{5+10 x} \left(-2725408-353280 x-15360 x^2-224 x^3\right)+e^{4+8 x} \left(78355480+13500080 x+877700 x^2+25520 x^3+280 x^4\right)+e^{3+6 x} \left(-1441740832-309528480 x-26748080 x^2-1162960 x^3-25440 x^4-224 x^5\right)+e^{2+4 x} \left(16580019568+4258060656 x+458516040 x^2+26497832 x^3+866760 x^4+15216 x^5+112 x^6\right)+e^{1+2 x} \left(-108954414304-32542150208 x-4191872176 x^2-301868192 x^3-13124704 x^4-344528 x^5-5056 x^6-32 x^7\right)} \, dx","Int[(156621970562 + 2*E^(8 + 16*x) + E^(7 + 14*x)*(-368 - 16*x) + 53292920040*x + 7984703253*x^2 + 687869280*x^3 + 37265659*x^4 + 1300140*x^5 + 28529*x^6 + 360*x^7 + 2*x^8 + E^(6 + 12*x)*(29624 + 2568*x + 56*x^2) + E^(5 + 10*x)*(-1362704 - 176640*x - 7680*x^2 - 112*x^3) + E^(4 + 8*x)*(39177740 + 6750040*x + 438853*x^2 + 12752*x^3 + 140*x^4) + E^(3 + 6*x)*(-720870416 - 154764240*x - 13374316*x^2 - 580936*x^3 - 12696*x^4 - 112*x^5) + E^(2 + 4*x)*(8290009784 + 2129030328*x + 229267542*x^2 + 13236768*x^3 + 432290*x^4 + 7584*x^5 + 56*x^6) + E^(1 + 2*x)*(-54477207152 - 16271075104*x - 2096082092*x^2 - 150849272*x^3 - 6550112*x^4 - 171720*x^5 - 2520*x^6 - 16*x^7))/(313243941124 + 4*E^(8 + 16*x) + E^(7 + 14*x)*(-736 - 32*x) + 106585840080*x + 15967727460*x^2 + 1375548120*x^3 + 74525153*x^4 + 2600280*x^5 + 57060*x^6 + 720*x^7 + 4*x^8 + E^(6 + 12*x)*(59248 + 5136*x + 112*x^2) + E^(5 + 10*x)*(-2725408 - 353280*x - 15360*x^2 - 224*x^3) + E^(4 + 8*x)*(78355480 + 13500080*x + 877700*x^2 + 25520*x^3 + 280*x^4) + E^(3 + 6*x)*(-1441740832 - 309528480*x - 26748080*x^2 - 1162960*x^3 - 25440*x^4 - 224*x^5) + E^(2 + 4*x)*(16580019568 + 4258060656*x + 458516040*x^2 + 26497832*x^3 + 866760*x^4 + 15216*x^5 + 112*x^6) + E^(1 + 2*x)*(-108954414304 - 32542150208*x - 4191872176*x^2 - 301868192*x^3 - 13124704*x^4 - 344528*x^5 - 5056*x^6 - 32*x^7)),x]","\int \frac{156621970562+2 e^{8+16 x}+e^{7+14 x} (-368-16 x)+53292920040 x+7984703253 x^2+687869280 x^3+37265659 x^4+1300140 x^5+28529 x^6+360 x^7+2 x^8+e^{6+12 x} \left(29624+2568 x+56 x^2\right)+e^{5+10 x} \left(-1362704-176640 x-7680 x^2-112 x^3\right)+e^{4+8 x} \left(39177740+6750040 x+438853 x^2+12752 x^3+140 x^4\right)+e^{3+6 x} \left(-720870416-154764240 x-13374316 x^2-580936 x^3-12696 x^4-112 x^5\right)+e^{2+4 x} \left(8290009784+2129030328 x+229267542 x^2+13236768 x^3+432290 x^4+7584 x^5+56 x^6\right)+e^{1+2 x} \left(-54477207152-16271075104 x-2096082092 x^2-150849272 x^3-6550112 x^4-171720 x^5-2520 x^6-16 x^7\right)}{313243941124+4 e^{8+16 x}+e^{7+14 x} (-736-32 x)+106585840080 x+15967727460 x^2+1375548120 x^3+74525153 x^4+2600280 x^5+57060 x^6+720 x^7+4 x^8+e^{6+12 x} \left(59248+5136 x+112 x^2\right)+e^{5+10 x} \left(-2725408-353280 x-15360 x^2-224 x^3\right)+e^{4+8 x} \left(78355480+13500080 x+877700 x^2+25520 x^3+280 x^4\right)+e^{3+6 x} \left(-1441740832-309528480 x-26748080 x^2-1162960 x^3-25440 x^4-224 x^5\right)+e^{2+4 x} \left(16580019568+4258060656 x+458516040 x^2+26497832 x^3+866760 x^4+15216 x^5+112 x^6\right)+e^{1+2 x} \left(-108954414304-32542150208 x-4191872176 x^2-301868192 x^3-13124704 x^4-344528 x^5-5056 x^6-32 x^7\right)} \, dx","\frac{x}{2-\frac{x^2}{\left(x-\left(-x+e^{2 x+1}-23\right)^2\right)^2}}",1,"x/2 + 2191118*Defer[Int][x^3/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 285752*Defer[Int][(E^(1 + 2*x)*x^3)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 12422*Defer[Int][(E^(2 + 4*x)*x^3)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 180*Defer[Int][(E^(3 + 6*x)*x^3)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 374715*Defer[Int][x^4/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 36992*Defer[Int][(E^(1 + 2*x)*x^4)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 1084*Defer[Int][(E^(2 + 4*x)*x^4)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 8*Defer[Int][(E^(3 + 6*x)*x^4)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 24390*Defer[Int][x^5/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 1620*Defer[Int][(E^(1 + 2*x)*x^5)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 24*Defer[Int][(E^(2 + 4*x)*x^5)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 716*Defer[Int][x^6/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] - 24*Defer[Int][(E^(1 + 2*x)*x^6)/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + 8*Defer[Int][x^7/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3))^2, x] + (3*Defer[Int][x^2/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3)), x])/2 - 4*Defer[Int][x^3/(559682 + 2*E^(4 + 8*x) + 95220*x + 6165*x^2 + 180*x^3 + 2*x^4 - 8*E^(3 + 6*x)*(23 + x) + 4*E^(2 + 4*x)*(1587 + 137*x + 3*x^2) - 8*E^(1 + 2*x)*(12167 + 1564*x + 68*x^2 + x^3)), x]","F",0,0,0,0,-1,"{}"
754,0,0,0,8.1212607,"\int \frac{-5 e^4+5 x^2-5 x^3-5 x^4+\left(10 e^4-5 x^3-10 x^4\right) \log (x) \log (\log (x))+\left(e^4 (18-3 x)-8 x^3-18 x^4+x^5\right) \log (x) \log ^2(\log (x))}{25 x^3 \log (x)+\left(90 x^3-10 x^4\right) \log (x) \log (\log (x))+\left(81 x^3-18 x^4+x^5\right) \log (x) \log ^2(\log (x))} \, dx","Int[(-5*E^4 + 5*x^2 - 5*x^3 - 5*x^4 + (10*E^4 - 5*x^3 - 10*x^4)*Log[x]*Log[Log[x]] + (E^4*(18 - 3*x) - 8*x^3 - 18*x^4 + x^5)*Log[x]*Log[Log[x]]^2)/(25*x^3*Log[x] + (90*x^3 - 10*x^4)*Log[x]*Log[Log[x]] + (81*x^3 - 18*x^4 + x^5)*Log[x]*Log[Log[x]]^2),x]","\int \frac{-5 e^4+5 x^2-5 x^3-5 x^4+\left(10 e^4-5 x^3-10 x^4\right) \log (x) \log (\log (x))+\left(e^4 (18-3 x)-8 x^3-18 x^4+x^5\right) \log (x) \log ^2(\log (x))}{25 x^3 \log (x)+\left(90 x^3-10 x^4\right) \log (x) \log (\log (x))+\left(81 x^3-18 x^4+x^5\right) \log (x) \log ^2(\log (x))} \, dx","\frac{-x^2-\frac{e^4}{x^2}-x+1}{-x+\frac{5}{\log (\log (x))}+9}",1,"-1/81*(7209 + E^4)/(9 - x) - E^4/(9*x^2) - E^4/(81*x) + x + (25*(27 - E^4)*Defer[Int][(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^(-2), x])/2187 - (25*(2214 - E^4)*Defer[Int][(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^(-2), x])/2187 - (25*(7209 + E^4)*Defer[Int][1/((-9 + x)^2*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/81 - (25*(2214 - E^4)*Defer[Int][1/((-9 + x)*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/243 - (25*(7209 + E^4)*Defer[Int][1/((-9 + x)*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/729 - (25*E^4*Defer[Int][1/(x^2*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/81 - (50*E^4*Defer[Int][1/(x*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/729 - (10*E^4*Defer[Int][1/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/729 - (10*(27 - E^4)*Defer[Int][1/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/243 + (5*(2214 - E^4)*Defer[Int][1/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/243 - (5*(7209 + E^4)*Defer[Int][1/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/729 - 5*E^4*Defer[Int][1/(x^3*Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x] + (5*E^4*Defer[Int][1/(x*Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/27 + (5*(27 - E^4)*Defer[Int][1/(x*Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/27 + (5*(27 - E^4)*Defer[Int][x/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/2187 - (5*(2214 - E^4)*Defer[Int][x/(Log[x]*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])^2), x])/2187 - (10*(7209 + E^4)*Defer[Int][1/((-9 + x)^2*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])), x])/81 - (5*(13851 - 2*E^4)*Defer[Int][1/((-9 + x)*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])), x])/729 + (10*E^4*Defer[Int][1/(x^3*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])), x])/9 - (10*E^4*Defer[Int][1/(x*(-5 - 9*Log[Log[x]] + x*Log[Log[x]])), x])/729","F",0,0,0,0,-1,"{}"
755,0,0,0,0.4404565,"\int \frac{125+20 x-5 x^2+\left(-125-5 x^2\right) \log \left(e^6 x\right)+\left(150+6 x^2\right) \log ^2\left(e^6 x\right)}{25 x^2-60 x^2 \log \left(e^6 x\right)+36 x^2 \log ^2\left(e^6 x\right)} \, dx","Int[(125 + 20*x - 5*x^2 + (-125 - 5*x^2)*Log[E^6*x] + (150 + 6*x^2)*Log[E^6*x]^2)/(25*x^2 - 60*x^2*Log[E^6*x] + 36*x^2*Log[E^6*x]^2),x]","\int \frac{125+20 x-5 x^2+\left(-125-5 x^2\right) \log \left(e^6 x\right)+\left(150+6 x^2\right) \log ^2\left(e^6 x\right)}{25 x^2-60 x^2 \log \left(e^6 x\right)+36 x^2 \log ^2\left(e^6 x\right)} \, dx","\frac{-x+\frac{25}{x}+4}{\frac{5}{\log \left(e^6 x\right)}-6}",1,"-25/(6*x) + x/6 + (125*E^(31/6)*ExpIntegralEi[(-31 - 6*Log[x])/6])/36 + (5*ExpIntegralEi[(31 + 6*Log[x])/6])/(36*E^(31/6)) - 5*Defer[Int][(-25 - 4*x + x^2)/(x^2*(31 + 6*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
756,1,32,0,0.5515555,"\int \frac{e^{1+8 x+x^2+x \log \left(\frac{7-3 e^4+6 x}{3 x}\right)} \left(-49-62 x-12 x^2+e^4 (21+6 x)+\left(-7+3 e^4-6 x\right) \log \left(\frac{7-3 e^4+6 x}{3 x}\right)\right)}{-7+3 e^4-6 x} \, dx","Int[(E^(1 + 8*x + x^2 + x*Log[(7 - 3*E^4 + 6*x)/(3*x)])*(-49 - 62*x - 12*x^2 + E^4*(21 + 6*x) + (-7 + 3*E^4 - 6*x)*Log[(7 - 3*E^4 + 6*x)/(3*x)]))/(-7 + 3*E^4 - 6*x),x]","3^{-x} e^{x^2+8 x+1} \left(\frac{6 x-3 e^4+7}{x}\right)^x","e^{x \left(x+\log \left(\frac{\frac{7}{3}-e^4}{x}+2\right)+8\right)+1}",1,"(E^(1 + 8*x + x^2)*((7 - 3*E^4 + 6*x)/x)^x)/3^x","A",1,1,91,0.01099,1,"{6706}"
757,1,15,0,0.0060142,"\int \frac{1}{5} (5+(51-10 x) \log (4)) \, dx","Int[(5 + (51 - 10*x)*Log[4])/5,x]","x-\frac{1}{100} (51-10 x)^2 \log (4)","x+\left(-(5-x)^2+\frac{x}{5}+\left(2+e^3\right)^2\right) \log (4)-\log (3)",1,"x - ((51 - 10*x)^2*Log[4])/100","A",2,1,14,0.07143,1,"{12}"
758,0,0,0,0.5114847,"\int \frac{-8 e^3 x-32 x^3+8 e^3 x \log \left(-x^2\right)+\left(-e^6+48 x^2-16 x^4+e^3 \left(-12-8 x^2\right)\right) \log ^2\left(-x^2\right)}{\left(e^6+8 e^3 x^2+16 x^4\right) \log ^2\left(-x^2\right)} \, dx","Int[(-8*E^3*x - 32*x^3 + 8*E^3*x*Log[-x^2] + (-E^6 + 48*x^2 - 16*x^4 + E^3*(-12 - 8*x^2))*Log[-x^2]^2)/((E^6 + 8*E^3*x^2 + 16*x^4)*Log[-x^2]^2),x]","\int \frac{-8 e^3 x-32 x^3+8 e^3 x \log \left(-x^2\right)+\left(-e^6+48 x^2-16 x^4+e^3 \left(-12-8 x^2\right)\right) \log ^2\left(-x^2\right)}{\left(e^6+8 e^3 x^2+16 x^4\right) \log ^2\left(-x^2\right)} \, dx","\frac{\frac{x}{\log \left(-x^2\right)}-3}{x+\frac{e^3}{4 x}}-x",1,"-x - (12*x)/(E^3 + 4*x^2) - 4*Defer[Subst][Defer[Int][1/((E^3 + 4*x)*Log[-x]^2), x], x, x^2] + 4*E^3*Defer[Subst][Defer[Int][1/((E^3 + 4*x)^2*Log[-x]), x], x, x^2]","F",0,0,0,0,-1,"{}"
759,1,20,0,0.4397728,"\int \frac{1+100 \log (x)+5 \log ^2(x)-\log (x) \log (\log (x))}{\left(-105 x+5 x^2\right) \log (x)-5 x \log ^2(x)+x \log (x) \log (\log (x))} \, dx","Int[(1 + 100*Log[x] + 5*Log[x]^2 - Log[x]*Log[Log[x]])/((-105*x + 5*x^2)*Log[x] - 5*x*Log[x]^2 + x*Log[x]*Log[Log[x]]),x]","\log (-5 x+5 \log (x)-\log (\log (x))+105)-\log (x)","\log \left(\frac{x-\log (x)+\frac{1}{5} \log (\log (x))-21}{x}\right)",1,"-Log[x] + Log[105 - 5*x + 5*Log[x] - Log[Log[x]]]","A",4,3,49,0.06122,1,"{6741, 6742, 6684}"
760,0,0,0,174.9480926,"\int \frac{5-5 x+e^{\frac{-x^3+\log (50 x)}{x}} \left(-x^2+\left(1-x-2 x^3+2 x^4\right) \log (1-x)+(-1+x) \log (1-x) \log (50 x)\right)}{-25+25 x+e^{\frac{-x^3+\log (50 x)}{x}} \left(10 x-10 x^2\right) \log (1-x)+e^{\frac{2 \left(-x^3+\log (50 x)\right)}{x}} \left(-x^2+x^3\right) \log ^2(1-x)} \, dx","Int[(5 - 5*x + E^((-x^3 + Log[50*x])/x)*(-x^2 + (1 - x - 2*x^3 + 2*x^4)*Log[1 - x] + (-1 + x)*Log[1 - x]*Log[50*x]))/(-25 + 25*x + E^((-x^3 + Log[50*x])/x)*(10*x - 10*x^2)*Log[1 - x] + E^((2*(-x^3 + Log[50*x]))/x)*(-x^2 + x^3)*Log[1 - x]^2),x]","\int \frac{5-5 x+e^{\frac{-x^3+\log (50 x)}{x}} \left(-x^2+\left(1-x-2 x^3+2 x^4\right) \log (1-x)+(-1+x) \log (1-x) \log (50 x)\right)}{-25+25 x+e^{\frac{-x^3+\log (50 x)}{x}} \left(10 x-10 x^2\right) \log (1-x)+e^{\frac{2 \left(-x^3+\log (50 x)\right)}{x}} \left(-x^2+x^3\right) \log ^2(1-x)} \, dx","\frac{x}{x e^{\frac{\log (50 x)}{x}-x^2} \log (1-x)-5}",1,"-5*Defer[Int][E^(2*x^2)/(5*E^x^2 - 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2, x] - 5*Defer[Int][E^(2*x^2)/(x*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2), x] + 10*Defer[Int][(E^(2*x^2)*x^2)/(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2, x] - 5*Defer[Int][E^(2*x^2)/(Log[1 - x]*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2), x] - 5*Defer[Int][E^(2*x^2)/((-1 + x)*Log[1 - x]*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2), x] - Defer[Int][E^x^2/(x*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])), x] + 2*Defer[Int][(E^x^2*x^2)/(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x]), x] - Defer[Int][E^x^2/(Log[1 - x]*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])), x] - Defer[Int][E^x^2/((-1 + x)*Log[1 - x]*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])), x] + 5*Defer[Int][(E^(2*x^2)*Log[50*x])/(x*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])^2), x] + Defer[Int][(E^x^2*Log[50*x])/(x*(-5*E^x^2 + 50^x^(-1)*x^(1 + x^(-1))*Log[1 - x])), x]","F",0,0,0,0,-1,"{}"
761,1,15,0,0.0466006,"\int \frac{\log ^{\frac{5}{x}}(5) (-2 x-5 \log (\log (5)))}{30 x^4} \, dx","Int[(Log[5]^(5/x)*(-2*x - 5*Log[Log[5]]))/(30*x^4),x]","\frac{\log ^{\frac{5}{x}}(5)}{30 x^2}","\frac{\log ^{\frac{5}{x}}(5)}{30 x^2}",1,"Log[5]^(5/x)/(30*x^2)","A",2,2,24,0.08333,1,"{12, 2288}"
762,0,0,0,2.789807,"\int \frac{-8 x-2 x \log (4)+2 \log \left(\frac{3}{x}\right)+(4 x+x \log (4)) \log ^2\left(\frac{3}{x}\right)+\left(-2+\log ^2\left(\frac{3}{x}\right)\right) \log \left(\frac{1}{6} e^{-4 x-x \log (4)} \left(-2+\log ^2\left(\frac{3}{x}\right)\right)\right)}{\left(-2 x+x \log ^2\left(\frac{3}{x}\right)\right) \log \left(\frac{1}{6} e^{-4 x-x \log (4)} \left(-2+\log ^2\left(\frac{3}{x}\right)\right)\right)} \, dx","Int[(-8*x - 2*x*Log[4] + 2*Log[3/x] + (4*x + x*Log[4])*Log[3/x]^2 + (-2 + Log[3/x]^2)*Log[(E^(-4*x - x*Log[4])*(-2 + Log[3/x]^2))/6])/((-2*x + x*Log[3/x]^2)*Log[(E^(-4*x - x*Log[4])*(-2 + Log[3/x]^2))/6]),x]","\int \frac{-8 x-2 x \log (4)+2 \log \left(\frac{3}{x}\right)+(4 x+x \log (4)) \log ^2\left(\frac{3}{x}\right)+\left(-2+\log ^2\left(\frac{3}{x}\right)\right) \log \left(\frac{1}{6} e^{-4 x-x \log (4)} \left(-2+\log ^2\left(\frac{3}{x}\right)\right)\right)}{\left(-2 x+x \log ^2\left(\frac{3}{x}\right)\right) \log \left(\frac{1}{6} e^{-4 x-x \log (4)} \left(-2+\log ^2\left(\frac{3}{x}\right)\right)\right)} \, dx","\log \left(\frac{x}{\log \left(\frac{1}{6} e^{-x (4+\log (4))} \left(\log ^2\left(\frac{3}{x}\right)-2\right)\right)}\right)",1,"Log[x] - 4*(2 + Log[2])*Defer[Int][1/((-2 + Log[3/x]^2)*Log[(-2 + Log[3/x]^2)/(6*E^(x*(4 + Log[4])))]), x] + 2*Defer[Int][Log[3/x]/(x*(-2 + Log[3/x]^2)*Log[(-2 + Log[3/x]^2)/(6*E^(x*(4 + Log[4])))]), x] + 2*(2 + Log[2])*Defer[Int][Log[3/x]^2/((-2 + Log[3/x]^2)*Log[(-2 + Log[3/x]^2)/(6*E^(x*(4 + Log[4])))]), x]","F",0,0,0,0,-1,"{}"
763,0,0,0,11.3188748,"\int \frac{-2 x^2+\left(-2-4 x+e^x \left(-1-x+2 x^2\right)\right) \log (-3-6 x)}{\left(4-24 x+128 x^3+e^{2 x} (1+2 x)+e^x \left(4-8 x-32 x^2\right)\right) \log (-3-6 x)+\left(-4 x+8 x^2+32 x^3+e^x \left(-2 x-4 x^2\right)\right) \log (-3-6 x) \log (\log (-3-6 x))+\left(x^2+2 x^3\right) \log (-3-6 x) \log ^2(\log (-3-6 x))} \, dx","Int[(-2*x^2 + (-2 - 4*x + E^x*(-1 - x + 2*x^2))*Log[-3 - 6*x])/((4 - 24*x + 128*x^3 + E^(2*x)*(1 + 2*x) + E^x*(4 - 8*x - 32*x^2))*Log[-3 - 6*x] + (-4*x + 8*x^2 + 32*x^3 + E^x*(-2*x - 4*x^2))*Log[-3 - 6*x]*Log[Log[-3 - 6*x]] + (x^2 + 2*x^3)*Log[-3 - 6*x]*Log[Log[-3 - 6*x]]^2),x]","\int \frac{-2 x^2+\left(-2-4 x+e^x \left(-1-x+2 x^2\right)\right) \log (-3-6 x)}{\left(4-24 x+128 x^3+e^{2 x} (1+2 x)+e^x \left(4-8 x-32 x^2\right)\right) \log (-3-6 x)+\left(-4 x+8 x^2+32 x^3+e^x \left(-2 x-4 x^2\right)\right) \log (-3-6 x) \log (\log (-3-6 x))+\left(x^2+2 x^3\right) \log (-3-6 x) \log ^2(\log (-3-6 x))} \, dx","\frac{x}{-e^x+x (\log (\log (-3 (2 x+1)))+8)-2}",1,"Defer[Int][1/(Log[-3 - 6*x]*(2 + E^x - 8*x - x*Log[Log[-3 - 6*x]])^2), x]/2 - Defer[Int][(2 + E^x - 8*x - x*Log[Log[-3 - 6*x]])^(-1), x] - 10*Defer[Int][x/(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2, x] + 8*Defer[Int][x^2/(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2, x] - Defer[Int][x/(Log[-3 - 6*x]*(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2), x] - Defer[Int][1/((1 + 2*x)*Log[-3 - 6*x]*(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2), x]/2 - Defer[Int][(x*Log[Log[-3 - 6*x]])/(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2, x] + Defer[Int][(x^2*Log[Log[-3 - 6*x]])/(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]])^2, x] - Defer[Int][x/(-2 - E^x + 8*x + x*Log[Log[-3 - 6*x]]), x]","F",0,0,0,0,-1,"{}"
764,1,90,0,0.3276428,"\int \frac{360+600 x+262 x^2+48 x^3-34 x^4-30 x^5+e^4 \left(-900-900 x-15 x^2+360 x^3+114 x^4-36 x^5-15 x^6\right)}{36 x^2+60 x^3+25 x^4+e^4 \left(-360 x-600 x^2-178 x^3+120 x^4+50 x^5\right)+e^8 \left(900+1500 x+265 x^2-600 x^3-214 x^4+60 x^5+25 x^6\right)} \, dx","Int[(360 + 600*x + 262*x^2 + 48*x^3 - 34*x^4 - 30*x^5 + E^4*(-900 - 900*x - 15*x^2 + 360*x^3 + 114*x^4 - 36*x^5 - 15*x^6))/(36*x^2 + 60*x^3 + 25*x^4 + E^4*(-360*x - 600*x^2 - 178*x^3 + 120*x^4 + 50*x^5) + E^8*(900 + 1500*x + 265*x^2 - 600*x^3 - 214*x^4 + 60*x^5 + 25*x^6)),x]","-\frac{15 e^4 \left(6+13 e^4\right)-\left(18+99 e^4+118 e^8\right) x}{e^8 \left(30+89 e^4\right) \left(-e^4 x^2-x+5 e^4\right)}-\frac{3 x}{5 e^4}+\frac{6408}{25 \left(30+89 e^4\right) (5 x+6)}","\frac{\frac{2 x}{\frac{6}{x}+5}-x+2}{\frac{x}{x^2-5}+e^4}",1,"(-3*x)/(5*E^4) + 6408/(25*(30 + 89*E^4)*(6 + 5*x)) - (15*E^4*(6 + 13*E^4) - (18 + 99*E^4 + 118*E^8)*x)/(E^8*(30 + 89*E^4)*(5*E^4 - x - E^4*x^2))","B",7,4,140,0.02857,1,"{2074, 638, 618, 206}"
765,0,0,0,38.1305915,"\int \frac{162+54 x+4 x^2+2 x^3-2 x^4+\left(-18 x-2 x^2-2 x^3\right) \log (2 x)+\left(81+36 x-11 x^2-4 x^3+x^4+\left(-18 x-4 x^2+2 x^3\right) \log (2 x)+x^2 \log ^2(2 x)\right) \log \left(\frac{486+216 x-66 x^2-24 x^3+6 x^4+\left(-108 x-24 x^2+12 x^3\right) \log (2 x)+6 x^2 \log ^2(2 x)}{x^2}\right)}{\left(81+36 x-11 x^2-4 x^3+x^4+\left(-18 x-4 x^2+2 x^3\right) \log (2 x)+x^2 \log ^2(2 x)\right) \log ^2\left(\frac{486+216 x-66 x^2-24 x^3+6 x^4+\left(-108 x-24 x^2+12 x^3\right) \log (2 x)+6 x^2 \log ^2(2 x)}{x^2}\right)} \, dx","Int[(162 + 54*x + 4*x^2 + 2*x^3 - 2*x^4 + (-18*x - 2*x^2 - 2*x^3)*Log[2*x] + (81 + 36*x - 11*x^2 - 4*x^3 + x^4 + (-18*x - 4*x^2 + 2*x^3)*Log[2*x] + x^2*Log[2*x]^2)*Log[(486 + 216*x - 66*x^2 - 24*x^3 + 6*x^4 + (-108*x - 24*x^2 + 12*x^3)*Log[2*x] + 6*x^2*Log[2*x]^2)/x^2])/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 + (-18*x - 4*x^2 + 2*x^3)*Log[2*x] + x^2*Log[2*x]^2)*Log[(486 + 216*x - 66*x^2 - 24*x^3 + 6*x^4 + (-108*x - 24*x^2 + 12*x^3)*Log[2*x] + 6*x^2*Log[2*x]^2)/x^2]^2),x]","\int \frac{162+54 x+4 x^2+2 x^3-2 x^4+\left(-18 x-2 x^2-2 x^3\right) \log (2 x)+\left(81+36 x-11 x^2-4 x^3+x^4+\left(-18 x-4 x^2+2 x^3\right) \log (2 x)+x^2 \log ^2(2 x)\right) \log \left(\frac{486+216 x-66 x^2-24 x^3+6 x^4+\left(-108 x-24 x^2+12 x^3\right) \log (2 x)+6 x^2 \log ^2(2 x)}{x^2}\right)}{\left(81+36 x-11 x^2-4 x^3+x^4+\left(-18 x-4 x^2+2 x^3\right) \log (2 x)+x^2 \log ^2(2 x)\right) \log ^2\left(\frac{486+216 x-66 x^2-24 x^3+6 x^4+\left(-108 x-24 x^2+12 x^3\right) \log (2 x)+6 x^2 \log ^2(2 x)}{x^2}\right)} \, dx","\frac{x}{\log \left(6 \left(\left(-x+\frac{9}{x}-\log (2 x)+2\right)^2+3\right)\right)}",1,"162*Defer[Int][1/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] + 54*Defer[Int][x/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] + 4*Defer[Int][x^2/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] + 2*Defer[Int][x^3/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] - 2*Defer[Int][x^4/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] - 18*Defer[Int][(x*Log[2*x])/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] - 2*Defer[Int][(x^2*Log[2*x])/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] - 2*Defer[Int][(x^3*Log[2*x])/((81 + 36*x - 11*x^2 - 4*x^3 + x^4 - 18*x*Log[2*x] - 4*x^2*Log[2*x] + 2*x^3*Log[2*x] + x^2*Log[2*x]^2)*Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^2), x] + Defer[Int][Log[(6*(81 + 36*x - 11*x^2 - 4*x^3 + x^4 + 2*x*(-9 - 2*x + x^2)*Log[2*x] + x^2*Log[2*x]^2))/x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
766,1,15,0,0.089823,"\int \frac{15 x^2+6 x^3-3 x^2 \log (3)}{25+30 x+9 x^2+(-10-6 x) \log (3)+\log ^2(3)} \, dx","Int[(15*x^2 + 6*x^3 - 3*x^2*Log[3])/(25 + 30*x + 9*x^2 + (-10 - 6*x)*Log[3] + Log[3]^2),x]","\frac{x^3}{3 x+5-\log (3)}","\frac{x^3}{3 x+5-\log (3)}-36",1,"x^3/(5 + 3*x - Log[3])","A",5,5,43,0.1163,1,"{6, 1593, 1983, 27, 74}"
767,0,0,0,0.3664949,"\int \frac{-4 x+16 x^4+4 x^5-4 x^6+\left(-4-4 x+x^2+20 x^4+4 x^5-5 x^6\right) \log (x)}{8-8 x+2 x^2+\left(16-16 x+4 x^2\right) \log (x)+\left(8-8 x+2 x^2\right) \log ^2(x)} \, dx","Int[(-4*x + 16*x^4 + 4*x^5 - 4*x^6 + (-4 - 4*x + x^2 + 20*x^4 + 4*x^5 - 5*x^6)*Log[x])/(8 - 8*x + 2*x^2 + (16 - 16*x + 4*x^2)*Log[x] + (8 - 8*x + 2*x^2)*Log[x]^2),x]","\int \frac{-4 x+16 x^4+4 x^5-4 x^6+\left(-4-4 x+x^2+20 x^4+4 x^5-5 x^6\right) \log (x)}{8-8 x+2 x^2+\left(16-16 x+4 x^2\right) \log (x)+\left(8-8 x+2 x^2\right) \log ^2(x)} \, dx","\frac{x (x+2) \left(1-x^4\right)}{2 (x-2) (\log (x)+1)}",1,"Defer[Int][(-2 - x + 2*x^4 + x^5)/((-2 + x)*(1 + Log[x])^2), x]/2 + Defer[Int][(-4 - 4*x + x^2 + 20*x^4 + 4*x^5 - 5*x^6)/((-2 + x)^2*(1 + Log[x])), x]/2","F",0,0,0,0,-1,"{}"
768,1,39,0,1.4238273,"\int \frac{e^{\frac{5+20 x^2-5 \log \left(\frac{4+e^{2 x}}{5 x^2}\right)}{x}} \left(20+80 x^2+e^{2 x} \left(5-10 x+20 x^2\right)+\left(20+5 e^{2 x}\right) \log \left(\frac{4+e^{2 x}}{5 x^2}\right)\right)}{4 x^2+e^{2 x} x^2} \, dx","Int[(E^((5 + 20*x^2 - 5*Log[(4 + E^(2*x))/(5*x^2)])/x)*(20 + 80*x^2 + E^(2*x)*(5 - 10*x + 20*x^2) + (20 + 5*E^(2*x))*Log[(4 + E^(2*x))/(5*x^2)]))/(4*x^2 + E^(2*x)*x^2),x]","5^{5/x} e^{\frac{5 \left(4 x^2+1\right)}{x}} \left(\frac{e^{2 x}+4}{x^2}\right)^{-5/x}","e^{\frac{5 \left(4 x^2-\log \left(\frac{e^{2 x}+4}{5 x^2}\right)+1\right)}{x}}",1,"(5^(5/x)*E^((5*(1 + 4*x^2))/x))/((4 + E^(2*x))/x^2)^(5/x)","A",1,1,96,0.01042,1,"{6706}"
769,1,27,0,0.2798215,"\int \frac{e^{-15-x} \left(e^{16+x}-2 e^5 x^2+2 x^3-x^4\right)}{x^2} \, dx","Int[(E^(-15 - x)*(E^(16 + x) - 2*E^5*x^2 + 2*x^3 - x^4))/x^2,x]","e^{-x-15} x^2+2 e^{-x-10}-\frac{e}{x}","e^{-x-10} \left(\frac{x^2}{e^5}+2\right)-\frac{x+e}{x}",1,"2*E^(-10 - x) - E/x + E^(-15 - x)*x^2","A",8,3,35,0.08571,1,"{6742, 2194, 2176}"
770,0,0,0,3.3246511,"\int \frac{-10 x^2-11 x^3+120 x^6+120 x^7+\left(3 x^2+3 x^3-40 x^6-40 x^7\right) \log \left(x+x^2\right)}{e^{-20+10 x^4} (9+9 x)+e^{-20+10 x^4} (-6-6 x) \log \left(x+x^2\right)+e^{-20+10 x^4} (1+x) \log ^2\left(x+x^2\right)} \, dx","Int[(-10*x^2 - 11*x^3 + 120*x^6 + 120*x^7 + (3*x^2 + 3*x^3 - 40*x^6 - 40*x^7)*Log[x + x^2])/(E^(-20 + 10*x^4)*(9 + 9*x) + E^(-20 + 10*x^4)*(-6 - 6*x)*Log[x + x^2] + E^(-20 + 10*x^4)*(1 + x)*Log[x + x^2]^2),x]","\int \frac{-10 x^2-11 x^3+120 x^6+120 x^7+\left(3 x^2+3 x^3-40 x^6-40 x^7\right) \log \left(x+x^2\right)}{e^{-20+10 x^4} (9+9 x)+e^{-20+10 x^4} (-6-6 x) \log \left(x+x^2\right)+e^{-20+10 x^4} (1+x) \log ^2\left(x+x^2\right)} \, dx","\frac{e^{-10 \left(x^4-2\right)} x^3}{\log (x (x+1))-3}",1,"-Defer[Int][E^(20 - 10*x^4)/(-3 + Log[x*(1 + x)])^2, x] + Defer[Int][(E^(20 - 10*x^4)*x)/(-3 + Log[x*(1 + x)])^2, x] - 2*Defer[Int][(E^(20 - 10*x^4)*x^2)/(-3 + Log[x*(1 + x)])^2, x] + Defer[Int][E^(20 - 10*x^4)/((1 + x)*(-3 + Log[x*(1 + x)])^2), x] + 3*Defer[Int][(E^(20 - 10*x^4)*x^2)/(-3 + Log[x*(1 + x)]), x] - 40*Defer[Int][(E^(20 - 10*x^4)*x^6)/(-3 + Log[x*(1 + x)]), x]","F",0,0,0,0,-1,"{}"
771,0,0,0,1.954226,"\int \frac{16-4 e^x+\left(-8+e^x (2+4 x)\right) \log (x)+(2+3 x) \log ^2(x)}{\left(-8 x+2 e^x x\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)} \, dx","Int[(16 - 4*E^x + (-8 + E^x*(2 + 4*x))*Log[x] + (2 + 3*x)*Log[x]^2)/((-8*x + 2*E^x*x)*Log[x] + (2*x + x^2)*Log[x]^2),x]","\int \frac{16-4 e^x+\left(-8+e^x (2+4 x)\right) \log (x)+(2+3 x) \log ^2(x)}{\left(-8 x+2 e^x x\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)} \, dx","\log \left(\frac{\left(x^2+\frac{2 x \left(e^x+\log (x)-4\right)}{\log (x)}\right)^2}{x}\right)",1,"2*x + Log[x] - 2*Log[Log[x]] + 18*Defer[Int][(-8 + 2*E^x + 2*Log[x] + x*Log[x])^(-1), x] + 4*Defer[Int][1/(x*(-8 + 2*E^x + 2*Log[x] + x*Log[x])), x] - 2*Defer[Int][Log[x]/(-8 + 2*E^x + 2*Log[x] + x*Log[x]), x] - 2*Defer[Int][(x*Log[x])/(-8 + 2*E^x + 2*Log[x] + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
772,1,21,0,0.0054863,"\int e^5 \left(320 x^3+80 x^4\right) \log (5) \, dx","Int[E^5*(320*x^3 + 80*x^4)*Log[5],x]","16 e^5 x^5 \log (5)+80 e^5 x^4 \log (5)","16 e^5 x^4 (x+5) \log (5)",1,"80*E^5*x^4*Log[5] + 16*E^5*x^5*Log[5]","A",2,1,17,0.05882,1,"{12}"
773,1,35,0,0.0119393,"\int \frac{1}{4} \left(4-2 e x-16 x^3+e^2 \left(2 x+x^3\right)\right) \, dx","Int[(4 - 2*E*x - 16*x^3 + E^2*(2*x + x^3))/4,x]","\frac{e^2 x^4}{16}-x^4+\frac{e^2 x^2}{4}-\frac{e x^2}{4}+x","-x^4+\frac{1}{16} e^2 \left(x^2-\frac{2}{e}+2\right)^2+x-3",1,"x - (E*x^2)/4 + (E^2*x^2)/4 - x^4 + (E^2*x^4)/16","A",3,1,26,0.03846,1,"{12}"
774,1,30,0,0.1021433,"\int \left(8 x+6 x^2+8 x^3+e^{2 x} \left(-6 x^2-4 x^3\right)+6 x^2 \log (4)\right) \, dx","Int[8*x + 6*x^2 + 8*x^3 + E^(2*x)*(-6*x^2 - 4*x^3) + 6*x^2*Log[4],x]","2 x^4-2 e^{2 x} x^3+2 x^3 (1+\log (4))+4 x^2","2 x^2 \left(x+x \left(x-e^{2 x}+\log (4)\right)+2\right)",1,"4*x^2 - 2*E^(2*x)*x^3 + 2*x^4 + 2*x^3*(1 + Log[4])","A",12,5,38,0.1316,1,"{6, 1593, 2196, 2176, 2194}"
775,0,0,0,88.1236581,"\int \frac{\left(2 e^2+2 e^{8 x}+8 e^{6 x} x-4 e x^2+2 x^4+e^{4 x} \left(-4 e+12 x^2-8 \log (5)\right)-4 x \log (5)+e^{2 x} \left(-8 e x+8 x^3+(-4-8 x) \log (5)\right)\right) \log \left(\frac{e x-e^{4 x} x-2 e^{2 x} x^2-x^3-\log (5)}{e^{4 x} \log (5)+2 e^{2 x} x \log (5)+\left(-e+x^2\right) \log (5)}\right)}{e^2 x+e^{8 x} x+4 e^{6 x} x^2-2 e x^3+x^5+\left(-e+x^2\right) \log (5)+e^{4 x} \left(-2 e x+6 x^3+\log (5)\right)+e^{2 x} \left(-4 e x^2+4 x^4+2 x \log (5)\right)} \, dx","Int[((2*E^2 + 2*E^(8*x) + 8*E^(6*x)*x - 4*E*x^2 + 2*x^4 + E^(4*x)*(-4*E + 12*x^2 - 8*Log[5]) - 4*x*Log[5] + E^(2*x)*(-8*E*x + 8*x^3 + (-4 - 8*x)*Log[5]))*Log[(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/(E^(4*x)*Log[5] + 2*E^(2*x)*x*Log[5] + (-E + x^2)*Log[5])])/(E^2*x + E^(8*x)*x + 4*E^(6*x)*x^2 - 2*E*x^3 + x^5 + (-E + x^2)*Log[5] + E^(4*x)*(-2*E*x + 6*x^3 + Log[5]) + E^(2*x)*(-4*E*x^2 + 4*x^4 + 2*x*Log[5])),x]","\int \frac{\left(2 e^2+2 e^{8 x}+8 e^{6 x} x-4 e x^2+2 x^4+e^{4 x} \left(-4 e+12 x^2-8 \log (5)\right)-4 x \log (5)+e^{2 x} \left(-8 e x+8 x^3+(-4-8 x) \log (5)\right)\right) \log \left(\frac{e x-e^{4 x} x-2 e^{2 x} x^2-x^3-\log (5)}{e^{4 x} \log (5)+2 e^{2 x} x \log (5)+\left(-e+x^2\right) \log (5)}\right)}{e^2 x+e^{8 x} x+4 e^{6 x} x^2-2 e x^3+x^5+\left(-e+x^2\right) \log (5)+e^{4 x} \left(-2 e x+6 x^3+\log (5)\right)+e^{2 x} \left(-4 e x^2+4 x^4+2 x \log (5)\right)} \, dx","\log ^2\left(\frac{1}{e-\left(x+e^{2 x}\right)^2}-\frac{x}{\log (5)}\right)",1,"8*E*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][(E - E^(4*x) - 2*E^(2*x)*x - x^2)^(-1), x] - 4*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 4*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 8*E*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][x/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 8*Log[5]*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x] - 2*Log[5]*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 4*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[-((E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])/((E - E^(4*x) - 2*E^(2*x)*x - x^2)*Log[5]))]*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 2*Defer[Int][Log[-((-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])/((-E + E^(4*x) + 2*E^(2*x)*x + x^2)*Log[5]))]/x, x] - 8*E*Defer[Int][Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x]/x, x] - 32*E^2*Defer[Int][Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 16*E*Defer[Int][(x*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 32*E*Defer[Int][(x^2*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 16*Defer[Int][(E^(1 + 2*x)*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*Defer[Int][(E^(1 + 2*x)*x*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*E*Log[5]*Defer[Int][Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x]/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 8*E*Log[5]*Defer[Int][Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x]/(x*(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])), x] + 32*E^2*Defer[Int][(x*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 16*E*Defer[Int][(x^2*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 32*E*Defer[Int][(x^3*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 16*Defer[Int][(E^(1 + 2*x)*x*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 32*Defer[Int][(E^(1 + 2*x)*x^2*Defer[Int][-(-E + E^(4*x) + 2*E^(2*x)*x + x^2)^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Defer[Int][Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/x, x] + 16*E*Defer[Int][Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 8*Defer[Int][(E^(2*x)*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 8*Defer[Int][(x*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(E^(2*x)*x*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(x^2*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*E*Defer[Int][(x*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 16*Log[5]*Defer[Int][Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 4*Log[5]*Defer[Int][Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 8*Defer[Int][(E^(2*x)*x*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Defer[Int][(x^2*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(E^(2*x)*x^2*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(x^3*Defer[Int][E^(2*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Defer[Int][Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/x, x] + 16*E*Defer[Int][Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 8*Defer[Int][(E^(2*x)*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 8*Defer[Int][(x*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(E^(2*x)*x*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(x^2*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*E*Defer[Int][(x*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 16*Log[5]*Defer[Int][Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 4*Log[5]*Defer[Int][Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 8*Defer[Int][(E^(2*x)*x*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Defer[Int][(x^2*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(E^(2*x)*x^2*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(x^3*Defer[Int][x/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Defer[Int][Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/x, x] - 32*E*Defer[Int][Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 16*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(x*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*E*Defer[Int][(x*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 32*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] - 16*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 32*Defer[Int][(E^(2*x)*x^2*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 32*Defer[Int][(x^3*Defer[Int][(E^(2*x)*x)/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Defer[Int][Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/x, x] - 32*E*Defer[Int][Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 16*Defer[Int][(E^(2*x)*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*Defer[Int][(x*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*Defer[Int][(E^(2*x)*x*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*Defer[Int][(x^2*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*E*Defer[Int][(x*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 32*Log[5]*Defer[Int][Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Log[5]*Defer[Int][Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] - 16*Defer[Int][(E^(2*x)*x*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 16*Defer[Int][(x^2*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 32*Defer[Int][(E^(2*x)*x^2*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 32*Defer[Int][(x^3*Defer[Int][x^2/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Log[5]*Defer[Int][Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x]/x, x] + 32*E*Log[5]*Defer[Int][Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 16*Log[5]*Defer[Int][(E^(2*x)*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Log[5]*Defer[Int][(x*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Log[5]*Defer[Int][(E^(2*x)*x*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Log[5]*Defer[Int][(x^2*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*E*Log[5]*Defer[Int][(x*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 32*Log[5]^2*Defer[Int][Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[5]^2*Defer[Int][Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 16*Log[5]*Defer[Int][(E^(2*x)*x*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Log[5]*Defer[Int][(x^2*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Log[5]*Defer[Int][(E^(2*x)*x^2*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Log[5]*Defer[Int][(x^3*Defer[Int][(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])^(-1), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 2*Log[5]*Defer[Int][Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/x, x] + 8*E*Log[5]*Defer[Int][Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 4*Log[5]*Defer[Int][(E^(2*x)*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 4*Log[5]*Defer[Int][(x*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Log[5]*Defer[Int][(E^(2*x)*x*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Log[5]*Defer[Int][(x^2*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 8*E*Log[5]*Defer[Int][(x*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 8*Log[5]^2*Defer[Int][Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 2*Log[5]^2*Defer[Int][Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 4*Log[5]*Defer[Int][(E^(2*x)*x*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Log[5]*Defer[Int][(x^2*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[5]*Defer[Int][(E^(2*x)*x^2*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[5]*Defer[Int][(x^3*Defer[Int][1/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*E*Defer[Int][Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/x, x] + 32*E^2*Defer[Int][Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 16*E*Defer[Int][(x*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 32*E*Defer[Int][(x^2*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 16*Defer[Int][(E^(1 + 2*x)*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Defer[Int][(E^(1 + 2*x)*x*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*E*Log[5]*Defer[Int][Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 8*E*Log[5]*Defer[Int][Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x]/(x*(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5])), x] - 32*E^2*Defer[Int][(x*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 16*E*Defer[Int][(x^2*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 32*E*Defer[Int][(x^3*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 16*Defer[Int][(E^(1 + 2*x)*x*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Defer[Int][(E^(1 + 2*x)*x^2*Defer[Int][-(x/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 4*Defer[Int][Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/x, x] - 16*E*Defer[Int][Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 8*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Defer[Int][(x*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*E*Defer[Int][(x*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 16*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] - 8*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(E^(2*x)*x^2*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(x^3*Defer[Int][(E^(2*x)*x)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 4*Defer[Int][Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/x, x] - 16*E*Defer[Int][Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] + 8*Defer[Int][(E^(2*x)*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 8*Defer[Int][(x*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(E^(2*x)*x*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(x^2*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 16*E*Defer[Int][(x*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] + 16*Log[5]*Defer[Int][Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 4*Log[5]*Defer[Int][Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] - 8*Defer[Int][(E^(2*x)*x*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Defer[Int][(x^2*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(E^(2*x)*x^2*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(x^3*Defer[Int][x^2/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Defer[Int][Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/x, x] + 32*E*Defer[Int][Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 16*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(x*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*E*Defer[Int][(x*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 32*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[5]*Defer[Int][Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 16*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Defer[Int][(E^(2*x)*x^2*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Defer[Int][(x^3*Defer[Int][(E^(2*x)*x^2)/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 8*Defer[Int][Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/x, x] + 32*E*Defer[Int][Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(E - E^(4*x) - 2*E^(2*x)*x - x^2), x] - 16*Defer[Int][(E^(2*x)*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 16*Defer[Int][(x*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Defer[Int][(E^(2*x)*x*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] + 32*Defer[Int][(x^2*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-E + E^(4*x) + 2*E^(2*x)*x + x^2), x] - 32*E*Defer[Int][(x*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(E*x - E^(4*x)*x - 2*E^(2*x)*x^2 - x^3 - Log[5]), x] - 32*Log[5]*Defer[Int][Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 8*Log[5]*Defer[Int][Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]/(x*(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5])), x] + 16*Defer[Int][(E^(2*x)*x*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] + 16*Defer[Int][(x^2*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Defer[Int][(E^(2*x)*x^2*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x] - 32*Defer[Int][(x^3*Defer[Int][x^3/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x])/(-(E*x) + E^(4*x)*x + 2*E^(2*x)*x^2 + x^3 + Log[5]), x]","F",0,0,0,0,-1,"{}"
776,0,0,0,26.7981484,"\int \frac{\exp \left(e^{\frac{-5+x^2+x^3}{x}} \left(4 x-x^2\right)+8 e^{\frac{-5+x^2+x^3}{x}} x^3 \log (x)\right) \left(e^{\frac{-5+x^2+x^3}{x}} \left(20-x+2 x^2+15 x^3-2 x^4\right)+e^{\frac{-5+x^2+x^3}{x}} \left(40 x^2+24 x^3+8 x^4+16 x^5\right) \log (x)\right)}{x} \, dx","Int[(E^(E^((-5 + x^2 + x^3)/x)*(4*x - x^2) + 8*E^((-5 + x^2 + x^3)/x)*x^3*Log[x])*(E^((-5 + x^2 + x^3)/x)*(20 - x + 2*x^2 + 15*x^3 - 2*x^4) + E^((-5 + x^2 + x^3)/x)*(40*x^2 + 24*x^3 + 8*x^4 + 16*x^5)*Log[x]))/x,x]","\int \frac{\exp \left(e^{\frac{-5+x^2+x^3}{x}} \left(4 x-x^2\right)+8 e^{\frac{-5+x^2+x^3}{x}} x^3 \log (x)\right) \left(e^{\frac{-5+x^2+x^3}{x}} \left(20-x+2 x^2+15 x^3-2 x^4\right)+e^{\frac{-5+x^2+x^3}{x}} \left(40 x^2+24 x^3+8 x^4+16 x^5\right) \log (x)\right)}{x} \, dx","e^{e^{x^2+x-\frac{5}{x}} x \left(8 x^2 \log (x)-x+4\right)}",1,"-Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(8*E^(-5/x + x + x^2)*x^3), x] + 20*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(-1 + 8*E^(-5/x + x + x^2)*x^3), x] + 2*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(1 + 8*E^(-5/x + x + x^2)*x^3), x] + 40*Log[x]*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(1 + 8*E^(-5/x + x + x^2)*x^3), x] + 15*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(2 + 8*E^(-5/x + x + x^2)*x^3), x] + 24*Log[x]*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(2 + 8*E^(-5/x + x + x^2)*x^3), x] - 2*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(3 + 8*E^(-5/x + x + x^2)*x^3), x] + 8*Log[x]*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(3 + 8*E^(-5/x + x + x^2)*x^3), x] + 16*Log[x]*Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(4 + 8*E^(-5/x + x + x^2)*x^3), x] - 40*Defer[Int][Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(1 + 8*E^(-5/x + x + x^2)*x^3), x]/x, x] - 24*Defer[Int][Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(2 + 8*E^(-5/x + x + x^2)*x^3), x]/x, x] - 8*Defer[Int][Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(3 + 8*E^(-5/x + x + x^2)*x^3), x]/x, x] - 16*Defer[Int][Defer[Int][E^(-5/x + x - E^(-5/x + x + x^2)*(-4 + x)*x + x^2)*x^(4 + 8*E^(-5/x + x + x^2)*x^3), x]/x, x]","F",0,0,0,0,-1,"{}"
777,1,16,0,0.0045277,"\int \frac{1-6 x^2 \log (5)}{5 x} \, dx","Int[(1 - 6*x^2*Log[5])/(5*x),x]","\frac{\log (x)}{5}-\frac{3}{5} x^2 \log (5)","\frac{1}{5} \left(-3 x^2 \log (5)+\log (x)+3\right)",1,"(-3*x^2*Log[5])/5 + Log[x]/5","A",3,2,16,0.1250,1,"{12, 14}"
778,0,0,0,0.9589113,"\int \frac{-10+4 x+\left(-2+2 x-x^2\right) \log (x)+(2-x) \log \left(-\frac{x}{-2+x}\right)}{-2 x+x^2+\left(-4 x+2 x^2\right) \log (x)+\left(-2 x+x^2\right) \log ^2(x)} \, dx","Int[(-10 + 4*x + (-2 + 2*x - x^2)*Log[x] + (2 - x)*Log[-(x/(-2 + x))])/(-2*x + x^2 + (-4*x + 2*x^2)*Log[x] + (-2*x + x^2)*Log[x]^2),x]","\int \frac{-10+4 x+\left(-2+2 x-x^2\right) \log (x)+(2-x) \log \left(-\frac{x}{-2+x}\right)}{-2 x+x^2+\left(-4 x+2 x^2\right) \log (x)+\left(-2 x+x^2\right) \log ^2(x)} \, dx","\frac{-x+\log \left(\frac{x}{2-x}\right)-4}{\log (x)+1}",1,"4*Defer[Int][1/((-2 + x)*(1 + Log[x])^2), x] - 10*Defer[Int][1/((-2 + x)*x*(1 + Log[x])^2), x] - Defer[Int][(-2 + 2*x - x^2)/((-2 + x)*x*(1 + Log[x])^2), x] - Defer[Int][(2 - 2*x + x^2)/((-2 + x)*x*(1 + Log[x])), x] - Defer[Int][Log[-(x/(-2 + x))]/(x*(1 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
779,0,0,0,0.1934577,"\int \frac{e^{\frac{9-3 x^2-x^2 \log (16)}{x^2}} \left(-72+4 x^2\right)+e^{x+\frac{9-3 x^2-x^2 \log (16)}{x^2}} \left(-18+x^2+x^3\right)}{x^2} \, dx","Int[(E^((9 - 3*x^2 - x^2*Log[16])/x^2)*(-72 + 4*x^2) + E^(x + (9 - 3*x^2 - x^2*Log[16])/x^2)*(-18 + x^2 + x^3))/x^2,x]","\int \frac{e^{\frac{9-3 x^2-x^2 \log (16)}{x^2}} \left(-72+4 x^2\right)+e^{x+\frac{9-3 x^2-x^2 \log (16)}{x^2}} \left(-18+x^2+x^3\right)}{x^2} \, dx","\frac{1}{16} e^{\frac{9}{x^2}-3} \left(e^x+4\right) x",1,"(E^(-3 + 9/x^2)*x)/4 + Defer[Int][E^(-3 + 9/x^2 + x), x]/16 - (9*Defer[Int][E^(-3 + 9/x^2 + x)/x^2, x])/8 + Defer[Int][E^(-3 + 9/x^2 + x)*x, x]/16","F",0,0,0,0,-1,"{}"
780,0,0,0,0.5432504,"\int \frac{1}{10} e^{-\frac{e^{16+x}}{2}} \left(2+8 x+e^{e^x} \left(2+2 e^x x-e^{16+x} x\right)+e^{16+x} \left(-x-2 x^2\right)\right) \, dx","Int[(2 + 8*x + E^E^x*(2 + 2*E^x*x - E^(16 + x)*x) + E^(16 + x)*(-x - 2*x^2))/(10*E^(E^(16 + x)/2)),x]","\int \frac{1}{10} e^{-\frac{e^{16+x}}{2}} \left(2+8 x+e^{e^x} \left(2+2 e^x x-e^{16+x} x\right)+e^{16+x} \left(-x-2 x^2\right)\right) \, dx","\frac{1}{5} e^{-\frac{e^{x+16}}{2}} \left(\left(2 x+e^{e^x}\right) x+x\right)-3",1,"(E^(E^x - E^(16 + x)/2 + x)*(2 - E^16)*x)/(5*(2*E^x - E^(16 + x))) + ExpIntegralEi[-1/2*E^(16 + x)]/5 + (4*Defer[Int][x/E^(E^(16 + x)/2), x])/5 - Defer[Int][E^(16 - E^(16 + x)/2 + x)*x, x]/10 - Defer[Int][E^(16 - E^(16 + x)/2 + x)*x^2, x]/5","F",0,0,0,0,-1,"{}"
781,0,0,0,26.9061736,"\int \exp \left(5-36 x^2+60 x^3-13 x^4-10 x^5-x^6+e^{4 x} \left(-9 x^4+18 x^5-9 x^6\right)+e^{2 x} \left(36 x^3-66 x^4+24 x^5+6 x^6\right)\right) \left(-72 x+180 x^2-52 x^3-50 x^4-6 x^5+e^{4 x} \left(-36 x^3+54 x^4+18 x^5-36 x^6\right)+e^{2 x} \left(108 x^2-192 x^3-12 x^4+84 x^5+12 x^6\right)\right) \, dx","Int[E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*(-72*x + 180*x^2 - 52*x^3 - 50*x^4 - 6*x^5 + E^(4*x)*(-36*x^3 + 54*x^4 + 18*x^5 - 36*x^6) + E^(2*x)*(108*x^2 - 192*x^3 - 12*x^4 + 84*x^5 + 12*x^6)),x]","\int \exp \left(5-36 x^2+60 x^3-13 x^4-10 x^5-x^6+e^{4 x} \left(-9 x^4+18 x^5-9 x^6\right)+e^{2 x} \left(36 x^3-66 x^4+24 x^5+6 x^6\right)\right) \left(-72 x+180 x^2-52 x^3-50 x^4-6 x^5+e^{4 x} \left(-36 x^3+54 x^4+18 x^5-36 x^6\right)+e^{2 x} \left(108 x^2-192 x^3-12 x^4+84 x^5+12 x^6\right)\right) \, dx","\exp \left(5-\left(x-x^2\right)^2 \left(x+3 \left(2-e^{2 x} x\right)\right)^2\right)",1,"-72*Defer[Int][E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x, x] + 180*Defer[Int][E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^2, x] + 108*Defer[Int][E^(5 + 2*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^2, x] - 52*Defer[Int][E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^3, x] - 192*Defer[Int][E^(5 + 2*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^3, x] - 36*Defer[Int][E^(5 + 4*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^3, x] - 50*Defer[Int][E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^4, x] - 12*Defer[Int][E^(5 + 2*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^4, x] + 54*Defer[Int][E^(5 + 4*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^4, x] - 6*Defer[Int][E^(5 - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^5, x] + 84*Defer[Int][E^(5 + 2*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^5, x] + 18*Defer[Int][E^(5 + 4*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^5, x] + 12*Defer[Int][E^(5 + 2*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^6, x] - 36*Defer[Int][E^(5 + 4*x - 36*x^2 + 60*x^3 - 13*x^4 - 10*x^5 - x^6 + E^(4*x)*(-9*x^4 + 18*x^5 - 9*x^6) + E^(2*x)*(36*x^3 - 66*x^4 + 24*x^5 + 6*x^6))*x^6, x]","F",0,0,0,0,-1,"{}"
782,1,1214,0,3.0872635,"\int \frac{e^5 \left(54 e x+e^2 \left(36+6 x^3\right)\right)+\left(-18 e x+e^2 \left(-12-2 x^3\right)\right) \log \left(\frac{e x^2+x^3}{-3+x^3}\right)}{-3 x^2+x^5+e \left(-3 x+x^4\right)} \, dx","Int[(E^5*(54*E*x + E^2*(36 + 6*x^3)) + (-18*E*x + E^2*(-12 - 2*x^3))*Log[(E*x^2 + x^3)/(-3 + x^3)])/(-3*x^2 + x^5 + E*(-3*x + x^4)),x]","-e \log ^2\left(-x-\sqrt[3]{-3}\right)-2 e \log \left(\frac{\sqrt[3]{3}-x}{\sqrt[3]{-3}+\sqrt[3]{3}}\right) \log \left(-x-\sqrt[3]{-3}\right)-2 e \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{3}-x\right)}{\sqrt[3]{-3}+\sqrt[3]{3}}\right) \log \left(-x-\sqrt[3]{-3}\right)+4 e \log \left(\frac{(-1)^{2/3} x}{\sqrt[3]{3}}\right) \log \left(-x-\sqrt[3]{-3}\right)+2 e \log \left(-\frac{x+e}{\sqrt[3]{-3}-e}\right) \log \left(-x-\sqrt[3]{-3}\right)+2 e \left(3 e^5-\log \left(-\frac{x^2 (x+e)}{3-x^3}\right)\right) \log \left(-x-\sqrt[3]{-3}\right)-e \log ^2\left(\sqrt[3]{3}-x\right)-e \log ^2\left((-1)^{2/3} \sqrt[3]{3}-x\right)-4 e \log ^2(x)-e \log ^2(x+e)-2 e \log \left(\frac{\sqrt[3]{3}-x}{\sqrt[3]{3} \left(1-(-1)^{2/3}\right)}\right) \log \left((-1)^{2/3} \sqrt[3]{3}-x\right)+\frac{4}{3} e \log (3) \log (x)-4 e \log (x)+4 e \log \left((-1)^{2/3} \sqrt[3]{3}-x\right) \log \left(-\sqrt[3]{-\frac{1}{3}} x\right)-2 e \log \left((-1)^{2/3} \sqrt[3]{3}-x\right) \log \left(-\frac{i \left(x+\sqrt[3]{-3}\right)}{3^{5/6}}\right)-2 e \log \left(\sqrt[3]{3}-x\right) \log \left(\frac{x+\sqrt[3]{-3}}{\sqrt[3]{-3}+\sqrt[3]{3}}\right)+2 e \log \left(\frac{\sqrt[3]{3}-x}{\sqrt[3]{3}+e}\right) \log (x+e)+2 e \log \left(\frac{x+\sqrt[3]{-3}}{\sqrt[3]{-3}-e}\right) \log (x+e)+2 e \log \left(\sqrt[3]{3}-x\right) \log \left(\frac{x+e}{\sqrt[3]{3}+e}\right)+2 e \log \left((-1)^{2/3} \sqrt[3]{3}-x\right) \log \left(\frac{x+e}{(-1)^{2/3} \sqrt[3]{3}+e}\right)-2 e \log \left(\sqrt[3]{3}-x\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{3}\right)}{\sqrt[3]{3} \left(1-(-1)^{2/3}\right)}\right)+2 e \log (x+e) \log \left(\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{3}\right)}{(-1)^{2/3} \sqrt[3]{3}+e}\right)-4 e \log (x) \log \left(\frac{x}{e}+1\right)+2 e \log \left(\sqrt[3]{3}-x\right) \left(3 e^5-\log \left(-\frac{x^2 (x+e)}{3-x^3}\right)\right)+2 e \log \left((-1)^{2/3} \sqrt[3]{3}-x\right) \left(3 e^5-\log \left(-\frac{x^2 (x+e)}{3-x^3}\right)\right)-4 e \log (x) \left(3 e^5-\log \left(-\frac{x^2 (x+e)}{3-x^3}\right)\right)-2 e \log (x+e) \left(3 e^5-\log \left(-\frac{x^2 (x+e)}{3-x^3}\right)\right)+4 e \log (x) \log \left(1-\frac{x^3}{3}\right)-2 e \text{Li}_2\left(\frac{\sqrt[3]{3}-x}{\sqrt[3]{-3}+\sqrt[3]{3}}\right)-2 e \text{Li}_2\left(\frac{2 \left(\sqrt[3]{3}-x\right)}{\sqrt[3]{3} \left(3-i \sqrt{3}\right)}\right)+2 e \text{Li}_2\left(\frac{\sqrt[3]{3}-x}{\sqrt[3]{3}+e}\right)-2 e \text{Li}_2\left(\frac{i x+\sqrt[6]{-1} \sqrt[3]{3}}{3^{5/6}}\right)-2 e \text{Li}_2\left(\frac{2 i x+\sqrt[3]{3} \left(i+\sqrt{3}\right)}{\sqrt[3]{3} \left(3 i+\sqrt{3}\right)}\right)-4 e \text{Li}_2\left(\frac{x}{\sqrt[3]{3}}\right)+\frac{4}{3} e \text{Li}_2\left(\frac{x^3}{3}\right)-2 e \text{Li}_2\left(\frac{x+\sqrt[3]{-3}}{\sqrt[3]{-3}+\sqrt[3]{3}}\right)+2 e \text{Li}_2\left(\frac{x+\sqrt[3]{-3}}{\sqrt[3]{-3}-e}\right)+2 e \text{Li}_2\left(-\frac{x+e}{\sqrt[3]{-3}-e}\right)+2 e \text{Li}_2\left(\frac{x+e}{\sqrt[3]{3}+e}\right)+2 e \text{Li}_2\left(\frac{x+e}{(-1)^{2/3} \sqrt[3]{3}+e}\right)+2 e \text{Li}_2\left(\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{3}\right)}{(-1)^{2/3} \sqrt[3]{3}+e}\right)-2 e \text{Li}_2\left(\frac{\sqrt[3]{3}-(-1)^{2/3} x}{\sqrt[3]{-3}+\sqrt[3]{3}}\right)+4 e \text{Li}_2\left(\sqrt[3]{-\frac{1}{3}} x+1\right)+4 e \text{Li}_2\left(1-\frac{(-1)^{2/3} x}{\sqrt[3]{3}}\right)","e \left(3 e^5-\log \left(\frac{x+e}{x-\frac{3}{x^2}}\right)\right)^2",1,"-(E*Log[-(-3)^(1/3) - x]^2) - E*Log[3^(1/3) - x]^2 - 2*E*Log[-(-3)^(1/3) - x]*Log[(3^(1/3) - x)/((-3)^(1/3) + 3^(1/3))] - 2*E*Log[(3^(1/3) - x)/(3^(1/3)*(1 - (-1)^(2/3)))]*Log[(-1)^(2/3)*3^(1/3) - x] - E*Log[(-1)^(2/3)*3^(1/3) - x]^2 - 2*E*Log[-(-3)^(1/3) - x]*Log[-(((-1)^(2/3)*((-1)^(2/3)*3^(1/3) - x))/((-3)^(1/3) + 3^(1/3)))] - 4*E*Log[x] + (4*E*Log[3]*Log[x])/3 - 4*E*Log[x]^2 + 4*E*Log[(-1)^(2/3)*3^(1/3) - x]*Log[-((-1/3)^(1/3)*x)] + 4*E*Log[-(-3)^(1/3) - x]*Log[((-1)^(2/3)*x)/3^(1/3)] - 2*E*Log[(-1)^(2/3)*3^(1/3) - x]*Log[((-I)*((-3)^(1/3) + x))/3^(5/6)] - 2*E*Log[3^(1/3) - x]*Log[((-3)^(1/3) + x)/((-3)^(1/3) + 3^(1/3))] + 2*E*Log[(3^(1/3) - x)/(3^(1/3) + E)]*Log[E + x] + 2*E*Log[((-3)^(1/3) + x)/((-3)^(1/3) - E)]*Log[E + x] - E*Log[E + x]^2 + 2*E*Log[-(-3)^(1/3) - x]*Log[-((E + x)/((-3)^(1/3) - E))] + 2*E*Log[3^(1/3) - x]*Log[(E + x)/(3^(1/3) + E)] + 2*E*Log[(-1)^(2/3)*3^(1/3) - x]*Log[(E + x)/((-1)^(2/3)*3^(1/3) + E)] - 2*E*Log[3^(1/3) - x]*Log[-(((-1)^(2/3)*(3^(1/3) + (-1)^(1/3)*x))/(3^(1/3)*(1 - (-1)^(2/3))))] + 2*E*Log[E + x]*Log[((-1)^(2/3)*(3^(1/3) + (-1)^(1/3)*x))/((-1)^(2/3)*3^(1/3) + E)] - 4*E*Log[x]*Log[1 + x/E] + 2*E*Log[-(-3)^(1/3) - x]*(3*E^5 - Log[-((x^2*(E + x))/(3 - x^3))]) + 2*E*Log[3^(1/3) - x]*(3*E^5 - Log[-((x^2*(E + x))/(3 - x^3))]) + 2*E*Log[(-1)^(2/3)*3^(1/3) - x]*(3*E^5 - Log[-((x^2*(E + x))/(3 - x^3))]) - 4*E*Log[x]*(3*E^5 - Log[-((x^2*(E + x))/(3 - x^3))]) - 2*E*Log[E + x]*(3*E^5 - Log[-((x^2*(E + x))/(3 - x^3))]) + 4*E*Log[x]*Log[1 - x^3/3] - 2*E*PolyLog[2, (3^(1/3) - x)/((-3)^(1/3) + 3^(1/3))] - 2*E*PolyLog[2, (2*(3^(1/3) - x))/(3^(1/3)*(3 - I*Sqrt[3]))] + 2*E*PolyLog[2, (3^(1/3) - x)/(3^(1/3) + E)] - 2*E*PolyLog[2, ((-1)^(1/6)*3^(1/3) + I*x)/3^(5/6)] - 2*E*PolyLog[2, (3^(1/3)*(I + Sqrt[3]) + (2*I)*x)/(3^(1/3)*(3*I + Sqrt[3]))] - 4*E*PolyLog[2, x/3^(1/3)] + (4*E*PolyLog[2, x^3/3])/3 - 2*E*PolyLog[2, ((-3)^(1/3) + x)/((-3)^(1/3) + 3^(1/3))] + 2*E*PolyLog[2, ((-3)^(1/3) + x)/((-3)^(1/3) - E)] + 2*E*PolyLog[2, -((E + x)/((-3)^(1/3) - E))] + 2*E*PolyLog[2, (E + x)/(3^(1/3) + E)] + 2*E*PolyLog[2, (E + x)/((-1)^(2/3)*3^(1/3) + E)] + 2*E*PolyLog[2, ((-1)^(2/3)*(3^(1/3) + (-1)^(1/3)*x))/((-1)^(2/3)*3^(1/3) + E)] - 2*E*PolyLog[2, (3^(1/3) - (-1)^(2/3)*x)/((-3)^(1/3) + 3^(1/3))] + 4*E*PolyLog[2, 1 + (-1/3)^(1/3)*x] + 4*E*PolyLog[2, 1 - ((-1)^(2/3)*x)/3^(1/3)]","C",86,17,77,0.2208,0,"{6688, 12, 2528, 2524, 2357, 2301, 2317, 2391, 2337, 2418, 2392, 2390, 260, 2416, 2394, 2393, 2315}"
783,1,41,0,0.6862931,"\int \frac{-4 x+8 x^2-5 x^3+x^4+\left(-4 x^2+4 x^3-x^4\right) \log (x)+\left(-2 x+3 x^2\right) \log ^2(x)+(2-2 x) \log \left(\frac{e^x}{3}\right) \log ^2(x)}{\left(4 x^2-4 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-4*x + 8*x^2 - 5*x^3 + x^4 + (-4*x^2 + 4*x^3 - x^4)*Log[x] + (-2*x + 3*x^2)*Log[x]^2 + (2 - 2*x)*Log[E^x/3]*Log[x]^2)/((4*x^2 - 4*x^3 + x^4)*Log[x]^2),x]","\frac{2}{2-x}-\frac{x}{\log (x)}+\frac{1}{\log (x)}-\frac{\log \left(\frac{e^x}{3}\right)}{(2-x) x}","\frac{\log \left(\frac{e^x}{3}\right)-x^2}{(x-2) x}-\frac{x-1}{\log (x)}",1,"2/(2 - x) - Log[E^x/3]/((2 - x)*x) + Log[x]^(-1) - x/Log[x]","A",19,15,89,0.1685,1,"{1594, 27, 6688, 6742, 77, 74, 2554, 36, 31, 29, 2353, 2297, 2298, 2302, 30}"
784,0,0,0,2.3025216,"\int \frac{5^{e x} \left(\frac{x^4}{6+6 x^2}\right)^{e x} \left(1+x^2+e \left(4 x+2 x^3\right)+e \left(x+x^3\right) \log \left(\frac{5 x^4}{6+6 x^2}\right)\right)}{1+x^2} \, dx","Int[(5^(E*x)*(x^4/(6 + 6*x^2))^(E*x)*(1 + x^2 + E*(4*x + 2*x^3) + E*(x + x^3)*Log[(5*x^4)/(6 + 6*x^2)]))/(1 + x^2),x]","\int \frac{5^{e x} \left(\frac{x^4}{6+6 x^2}\right)^{e x} \left(1+x^2+e \left(4 x+2 x^3\right)+e \left(x+x^3\right) \log \left(\frac{5 x^4}{6+6 x^2}\right)\right)}{1+x^2} \, dx","\left(\frac{5}{3}\right)^{e x} x \left(\frac{x^4}{2 x^2+2}\right)^{e x}",1,"Defer[Int][5^(E*x)*(x^4/(6 + 6*x^2))^(E*x), x] - E*Defer[Int][(5^(E*x)*(x^4/(6 + 6*x^2))^(E*x))/(I - x), x] + 2*E*Defer[Int][5^(E*x)*x*(x^4/(6 + 6*x^2))^(E*x), x] + E*Log[(5*x^4)/(6*(1 + x^2))]*Defer[Int][5^(E*x)*x*(x^4/(6 + 6*x^2))^(E*x), x] + E*Defer[Int][(5^(E*x)*(x^4/(6 + 6*x^2))^(E*x))/(I + x), x] - E*Defer[Int][Defer[Int][5^(E*x)*x*(x^4/(6 + 6*x^2))^(E*x), x]/(I - x), x] - 4*E*Defer[Int][Defer[Int][5^(E*x)*x*(x^4/(6 + 6*x^2))^(E*x), x]/x, x] + E*Defer[Int][Defer[Int][5^(E*x)*x*(x^4/(6 + 6*x^2))^(E*x), x]/(I + x), x]","F",0,0,0,0,-1,"{}"
785,1,15,0,0.0056824,"\int \frac{10+17 x-10 x^2}{5 x} \, dx","Int[(10 + 17*x - 10*x^2)/(5*x),x]","-x^2+\frac{17 x}{5}+2 \log (x)","\log \left(x^2\right)+(4-x) x-\frac{3 x}{5}+7+\log (4)",1,"(17*x)/5 - x^2 + 2*Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
786,0,0,0,4.4582418,"\int \frac{243 \left(e^{5-x} \left(3 x+4 x^2\right)-3 \log (5)+e^{5-x} \left(-15 x-25 x^2+20 x^3\right) \log (x)\right)}{\left(e^{5-x} \left(3 x+4 x^2\right)-3 \log (5)\right)^5 \left(e^{5-x} \left(3 x^2+4 x^3\right)-3 x \log (5)\right)} \, dx","Int[(243*(E^(5 - x)*(3*x + 4*x^2) - 3*Log[5] + E^(5 - x)*(-15*x - 25*x^2 + 20*x^3)*Log[x]))/((E^(5 - x)*(3*x + 4*x^2) - 3*Log[5])^5*(E^(5 - x)*(3*x^2 + 4*x^3) - 3*x*Log[5])),x]","\int \frac{243 \left(e^{5-x} \left(3 x+4 x^2\right)-3 \log (5)+e^{5-x} \left(-15 x-25 x^2+20 x^3\right) \log (x)\right)}{\left(e^{5-x} \left(3 x+4 x^2\right)-3 \log (5)\right)^5 \left(e^{5-x} \left(3 x^2+4 x^3\right)-3 x \log (5)\right)} \, dx","\frac{\log (x)}{\left(e^{5-x} \left(\frac{4 x^2}{3}+x\right)-\log (5)\right)^5}",1,"-3645*Log[x]*Defer[Int][E^(5 + 5*x)/(3*E^5*x + 4*E^5*x^2 - 3*E^x*Log[5])^6, x] - 6075*Log[x]*Defer[Int][(E^(5 + 5*x)*x)/(3*E^5*x + 4*E^5*x^2 - 3*E^x*Log[5])^6, x] + 4860*Log[x]*Defer[Int][(E^(5 + 5*x)*x^2)/(3*E^5*x + 4*E^5*x^2 - 3*E^x*Log[5])^6, x] + 243*Defer[Int][E^(5*x)/(x*(3*E^5*x + 4*E^5*x^2 - 3*E^x*Log[5])^5), x] + 3645*Defer[Int][Defer[Int][E^(5 + 5*x)/(E^5*x*(3 + 4*x) - 3*E^x*Log[5])^6, x]/x, x] + 6075*Defer[Int][Defer[Int][(E^(5 + 5*x)*x)/(E^5*x*(3 + 4*x) - 3*E^x*Log[5])^6, x]/x, x] - 4860*Defer[Int][Defer[Int][(E^(5 + 5*x)*x^2)/(E^5*x*(3 + 4*x) - 3*E^x*Log[5])^6, x]/x, x]","F",0,0,0,0,-1,"{}"
787,1,30,0,2.7642025,"\int \frac{\exp \left(\frac{2 \left(4-x^3 \log \left(-e^x-x+\log (-15+5 x)\right)\right)}{\log \left(-e^x-x+\log (-15+5 x)\right)}\right) \left(-32+8 x+e^x (-24+8 x)+\left(-18 x^3+6 x^4+e^x \left(-18 x^2+6 x^3\right)+\left(18 x^2-6 x^3\right) \log (-15+5 x)\right) \log ^2\left(-e^x-x+\log (-15+5 x)\right)\right)}{\left(e^x (3-x)+3 x-x^2+(-3+x) \log (-15+5 x)\right) \log ^2\left(-e^x-x+\log (-15+5 x)\right)} \, dx","Int[(E^((2*(4 - x^3*Log[-E^x - x + Log[-15 + 5*x]]))/Log[-E^x - x + Log[-15 + 5*x]])*(-32 + 8*x + E^x*(-24 + 8*x) + (-18*x^3 + 6*x^4 + E^x*(-18*x^2 + 6*x^3) + (18*x^2 - 6*x^3)*Log[-15 + 5*x])*Log[-E^x - x + Log[-15 + 5*x]]^2))/((E^x*(3 - x) + 3*x - x^2 + (-3 + x)*Log[-15 + 5*x])*Log[-E^x - x + Log[-15 + 5*x]]^2),x]","\exp \left(\frac{8}{\log \left(-x-e^x+\log (-5 (3-x))\right)}-2 x^3\right)","e^{\frac{8}{\log \left(-x-e^x+\log (5 (x-3))\right)}-2 x^3}+2",1,"E^(-2*x^3 + 8/Log[-E^x - x + Log[-5*(3 - x)]])","A",3,3,171,0.01754,1,"{6688, 12, 6706}"
788,0,0,0,0.2222146,"\int \frac{x^2+e^{e^x+x} x^2+e^{3+e^x} \left(-5+5 e^x x\right)}{x^2} \, dx","Int[(x^2 + E^(E^x + x)*x^2 + E^(3 + E^x)*(-5 + 5*E^x*x))/x^2,x]","\int \frac{x^2+e^{e^x+x} x^2+e^{3+e^x} \left(-5+5 e^x x\right)}{x^2} \, dx","x+e^{e^x}+\frac{5 e^{e^x+3}}{x}-11",1,"E^E^x + x - 5*Defer[Int][E^(3 + E^x)/x^2, x] + 5*Defer[Int][E^(3 + E^x + x)/x, x]","F",0,0,0,0,-1,"{}"
789,1,13,0,0.0032435,"\int \frac{1}{16} \left(96 x-3 x^2\right) \, dx","Int[(96*x - 3*x^2)/16,x]","3 x^2-\frac{x^3}{16}","-\frac{x^3}{16}+3 x^2-e^{2 e^2}+3",1,"3*x^2 - x^3/16","A",2,1,13,0.07692,1,"{12}"
790,0,0,0,0.9077167,"\int \frac{19 x^3-3 x^4+e^8 \left(729 x-81 x^2\right)+e^4 \left(252 x^2-36 x^3\right)+\left(162 e^8 x+54 e^4 x^2+4 x^3\right) \log (x)}{25-10 x+x^2+(10-2 x) \log (x)+\log ^2(x)} \, dx","Int[(19*x^3 - 3*x^4 + E^8*(729*x - 81*x^2) + E^4*(252*x^2 - 36*x^3) + (162*E^8*x + 54*E^4*x^2 + 4*x^3)*Log[x])/(25 - 10*x + x^2 + (10 - 2*x)*Log[x] + Log[x]^2),x]","\int \frac{19 x^3-3 x^4+e^8 \left(729 x-81 x^2\right)+e^4 \left(252 x^2-36 x^3\right)+\left(162 e^8 x+54 e^4 x^2+4 x^3\right) \log (x)}{25-10 x+x^2+(10-2 x) \log (x)+\log ^2(x)} \, dx","\frac{x^2 \left(x+9 e^4\right)^2}{-x+\log (x)+5}",1,"-81*E^8*Defer[Int][x/(-5 + x - Log[x])^2, x] - 9*E^4*(2 - 9*E^4)*Defer[Int][x^2/(-5 + x - Log[x])^2, x] - (1 - 18*E^4)*Defer[Int][x^3/(-5 + x - Log[x])^2, x] + Defer[Int][x^4/(-5 + x - Log[x])^2, x] - 162*E^8*Defer[Int][x/(-5 + x - Log[x]), x] - 54*E^4*Defer[Int][x^2/(-5 + x - Log[x]), x] - 4*Defer[Int][x^3/(-5 + x - Log[x]), x]","F",0,0,0,0,-1,"{}"
791,0,0,0,25.1103443,"\int \frac{3468+2155 x+462 x^2+39 x^3+x^4+e^{-6-6 x} (27+x)+e^{-4-4 x} \left(414+93 x+3 x^2\right)+e^{-2-2 x} \left(2091+876 x+105 x^2+3 x^3\right)+\left(-510 x+180 e^{-4-4 x} x-90 x^2+e^{-2-2 x} \left(930 x+180 x^2\right)\right) \log (x)}{64 x+e^{-6-6 x} x+48 x^2+12 x^3+x^4+e^{-4-4 x} \left(12 x+3 x^2\right)+e^{-2-2 x} \left(48 x+24 x^2+3 x^3\right)} \, dx","Int[(3468 + 2155*x + 462*x^2 + 39*x^3 + x^4 + E^(-6 - 6*x)*(27 + x) + E^(-4 - 4*x)*(414 + 93*x + 3*x^2) + E^(-2 - 2*x)*(2091 + 876*x + 105*x^2 + 3*x^3) + (-510*x + 180*E^(-4 - 4*x)*x - 90*x^2 + E^(-2 - 2*x)*(930*x + 180*x^2))*Log[x])/(64*x + E^(-6 - 6*x)*x + 48*x^2 + 12*x^3 + x^4 + E^(-4 - 4*x)*(12*x + 3*x^2) + E^(-2 - 2*x)*(48*x + 24*x^2 + 3*x^3)),x]","\int \frac{3468+2155 x+462 x^2+39 x^3+x^4+e^{-6-6 x} (27+x)+e^{-4-4 x} \left(414+93 x+3 x^2\right)+e^{-2-2 x} \left(2091+876 x+105 x^2+3 x^3\right)+\left(-510 x+180 e^{-4-4 x} x-90 x^2+e^{-2-2 x} \left(930 x+180 x^2\right)\right) \log (x)}{64 x+e^{-6-6 x} x+48 x^2+12 x^3+x^4+e^{-4-4 x} \left(12 x+3 x^2\right)+e^{-2-2 x} \left(48 x+24 x^2+3 x^3\right)} \, dx","x+3 \left(\frac{5}{x+e^{-2 x-2}+4}+3\right)^2 \log (x)",1,"x - 924/(4 + x)^2 + (231*x^2)/(4*(4 + x)^2) + 462/(4 + x) + (99*Log[x])/2 + (75*Log[x])/(4 + x)^2 - (45*x*Log[x])/(2*(4 + x)) + 150*Log[x]*Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))^3), x] + 300*Log[x]*Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))^3), x] + (75*Defer[Int][1/(x*(1 + E^(2 + 2*x)*(4 + x))^2), x])/16 - 450*Log[x]*Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))^2), x] - (75*Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))^2), x])/4 - 690*Log[x]*Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))^2), x] - (75*Defer[Int][1/((4 + x)*(1 + E^(2 + 2*x)*(4 + x))^2), x])/16 - 180*Log[x]*Defer[Int][1/((4 + x)*(1 + E^(2 + 2*x)*(4 + x))^2), x] - 510*Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))), x] + 450*Log[x]*Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))), x] - 90*Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))), x] + 480*Log[x]*Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))), x] + 180*Log[x]*Defer[Int][1/((4 + x)*(1 + E^(2 + 2*x)*(4 + x))), x] - 2040*Defer[Int][1/((4 + x)^3*(x + E^(2 + 2*x)*x*(4 + x))), x] - 150*Defer[Int][Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))^3), x]/x, x] - 300*Defer[Int][Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))^3), x]/x, x] + 450*Defer[Int][Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))^2), x]/x, x] + 690*Defer[Int][Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))^2), x]/x, x] + 180*Defer[Int][Defer[Int][1/((4 + x)*(1 + E^(2 + 2*x)*(4 + x))^2), x]/x, x] - 450*Defer[Int][Defer[Int][1/((4 + x)^3*(1 + E^(2 + 2*x)*(4 + x))), x]/x, x] - 480*Defer[Int][Defer[Int][1/((4 + x)^2*(1 + E^(2 + 2*x)*(4 + x))), x]/x, x] - 180*Defer[Int][Defer[Int][1/((4 + x)*(1 + E^(2 + 2*x)*(4 + x))), x]/x, x]","F",0,0,0,0,-1,"{}"
792,1,31,0,21.1592573,"\int \frac{e^{\frac{4}{2 x+x^2}} (-8-8 x)+8 x^3+8 x^4+2 x^5+e^{\frac{2}{2 x+x^2}} \left(-8 x+8 x^3+2 x^4\right)+e^{e^4+2 e^{e^4+e^x-x}+e^x-x} \left(-8 x^2-8 x^3-2 x^4+e^x \left(8 x^2+8 x^3+2 x^4\right)\right)+e^{e^{e^4+e^x-x}} \left(e^{\frac{2}{2 x+x^2}} (-8-8 x)+8 x^2+8 x^3+2 x^4+e^{e^4+e^x-x} \left(-8 x^3-8 x^4-2 x^5+e^{\frac{2}{2 x+x^2}} \left(-8 x^2-8 x^3-2 x^4\right)+e^x \left(8 x^3+8 x^4+2 x^5+e^{\frac{2}{2 x+x^2}} \left(8 x^2+8 x^3+2 x^4\right)\right)\right)\right)}{4 x^2+4 x^3+x^4} \, dx","Int[(E^(4/(2*x + x^2))*(-8 - 8*x) + 8*x^3 + 8*x^4 + 2*x^5 + E^(2/(2*x + x^2))*(-8*x + 8*x^3 + 2*x^4) + E^(E^4 + 2*E^(E^4 + E^x - x) + E^x - x)*(-8*x^2 - 8*x^3 - 2*x^4 + E^x*(8*x^2 + 8*x^3 + 2*x^4)) + E^E^(E^4 + E^x - x)*(E^(2/(2*x + x^2))*(-8 - 8*x) + 8*x^2 + 8*x^3 + 2*x^4 + E^(E^4 + E^x - x)*(-8*x^3 - 8*x^4 - 2*x^5 + E^(2/(2*x + x^2))*(-8*x^2 - 8*x^3 - 2*x^4) + E^x*(8*x^3 + 8*x^4 + 2*x^5 + E^(2/(2*x + x^2))*(8*x^2 + 8*x^3 + 2*x^4)))))/(4*x^2 + 4*x^3 + x^4),x]","\left(e^{\frac{2}{x^2+2 x}}+x+e^{e^{-x+e^x+e^4}}\right)^2","\left(x+e^{e^{-x+e^x+e^4}}+e^{\frac{2}{x (x+2)}}\right)^2",1,"(E^E^(E^4 + E^x - x) + E^(2/(2*x + x^2)) + x)^2","A",5,5,302,0.01656,1,"{1594, 27, 6688, 12, 6686}"
793,0,0,0,0.6735911,"\int \frac{x^2-512 x^3+96 x^4-4 x^5+e^{2 x} \left(1-512 x+96 x^2-4 x^3\right)+e^x \left(1-3 x+1024 x^2-192 x^3+8 x^4\right)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(x^2 - 512*x^3 + 96*x^4 - 4*x^5 + E^(2*x)*(1 - 512*x + 96*x^2 - 4*x^3) + E^x*(1 - 3*x + 1024*x^2 - 192*x^3 + 8*x^4))/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{x^2-512 x^3+96 x^4-4 x^5+e^{2 x} \left(1-512 x+96 x^2-4 x^3\right)+e^x \left(1-3 x+1024 x^2-192 x^3+8 x^4\right)}{e^{2 x}-2 e^x x+x^2} \, dx","-(x-16)^2 x^2+\frac{x}{e^x-x}+x+4",1,"x - 256*x^2 + 32*x^3 - x^4 + Defer[Int][(E^x - x)^(-1), x] + Defer[Int][x/(E^x - x)^2, x] - Defer[Int][x^2/(E^x - x)^2, x] + Defer[Int][x/(-E^x + x), x]","F",0,0,0,0,-1,"{}"
794,1,33,0,0.0143572,"\int \frac{1}{3} (-64-30 x+(-8-4 x) \log (x)) \, dx","Int[(-64 - 30*x + (-8 - 4*x)*Log[x])/3,x]","-5 x^2-\frac{2}{3} \left(x^2+4 x\right) \log (x)-\frac{64 x}{3}+\frac{1}{3} (x+4)^2","\frac{2}{3} (-x-4) x (\log (x)+7)",1,"(-64*x)/3 - 5*x^2 + (4 + x)^2/3 - (2*(4*x + x^2)*Log[x])/3","B",4,3,17,0.1765,1,"{12, 2313, 9}"
795,0,0,0,1.3420558,"\int \frac{416+68 x-84 x^2+\left(-128-16 x+16 x^2\right) \log \left(8+x-x^2\right)}{-1352+247 x+189 x^2-56 x^3+4 x^4+\left(832-24 x-120 x^2+16 x^3\right) \log \left(8+x-x^2\right)+\left(-128-16 x+16 x^2\right) \log ^2\left(8+x-x^2\right)} \, dx","Int[(416 + 68*x - 84*x^2 + (-128 - 16*x + 16*x^2)*Log[8 + x - x^2])/(-1352 + 247*x + 189*x^2 - 56*x^3 + 4*x^4 + (832 - 24*x - 120*x^2 + 16*x^3)*Log[8 + x - x^2] + (-128 - 16*x + 16*x^2)*Log[8 + x - x^2]^2),x]","\int \frac{416+68 x-84 x^2+\left(-128-16 x+16 x^2\right) \log \left(8+x-x^2\right)}{-1352+247 x+189 x^2-56 x^3+4 x^4+\left(832-24 x-120 x^2+16 x^3\right) \log \left(8+x-x^2\right)+\left(-128-16 x+16 x^2\right) \log ^2\left(8+x-x^2\right)} \, dx","\frac{x}{\log \left(-x^2+x+8\right)+\frac{x+3}{2}-\frac{19}{4}}",1,"-32*Defer[Int][(-13 + 2*x + 4*Log[8 + x - x^2])^(-2), x] + (512*Defer[Int][1/((1 + Sqrt[33] - 2*x)*(-13 + 2*x + 4*Log[8 + x - x^2])^2), x])/Sqrt[33] - 8*Defer[Int][x/(-13 + 2*x + 4*Log[8 + x - x^2])^2, x] - (16*(33 + Sqrt[33])*Defer[Int][1/((-1 - Sqrt[33] + 2*x)*(-13 + 2*x + 4*Log[8 + x - x^2])^2), x])/33 + (512*Defer[Int][1/((-1 + Sqrt[33] + 2*x)*(-13 + 2*x + 4*Log[8 + x - x^2])^2), x])/Sqrt[33] - (16*(33 - Sqrt[33])*Defer[Int][1/((-1 + Sqrt[33] + 2*x)*(-13 + 2*x + 4*Log[8 + x - x^2])^2), x])/33 + 4*Defer[Int][(-13 + 2*x + 4*Log[8 + x - x^2])^(-1), x]","F",0,0,0,0,-1,"{}"
796,0,0,0,0.838867,"\int \frac{9-24 x-30 x^2+(5+9 x) \log (2 x)}{-x-10 x^2-6 x^3+\left(5 x+3 x^2\right) \log (2 x)} \, dx","Int[(9 - 24*x - 30*x^2 + (5 + 9*x)*Log[2*x])/(-x - 10*x^2 - 6*x^3 + (5*x + 3*x^2)*Log[2*x]),x]","\int \frac{9-24 x-30 x^2+(5+9 x) \log (2 x)}{-x-10 x^2-6 x^3+\left(5 x+3 x^2\right) \log (2 x)} \, dx","\log \left(x ((3 x+5) (2 x-\log (2 x))+1)^2\right)",1,"Log[x] + 2*Log[5 + 3*x] + 14*Defer[Int][(1 + 10*x + 6*x^2 - 5*Log[2*x] - 3*x*Log[2*x])^(-1), x] - 10*Defer[Int][1/(x*(1 + 10*x + 6*x^2 - 5*Log[2*x] - 3*x*Log[2*x])), x] + 12*Defer[Int][x/(1 + 10*x + 6*x^2 - 5*Log[2*x] - 3*x*Log[2*x]), x] - 6*Defer[Int][1/((5 + 3*x)*(1 + 10*x + 6*x^2 - 5*Log[2*x] - 3*x*Log[2*x])), x]","F",0,0,0,0,-1,"{}"
797,1,32,0,34.2455289,"\int \frac{\exp \left(\frac{4 x^4}{4 e^{\frac{6 x}{10+2 \log (x)}} x^2-4 e^{\frac{3 x}{10+2 \log (x)}} x \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)}\right) \left(-200 x^3-400 x^3 \log \left(\frac{1}{x}\right)+\left(-80 x^3-160 x^3 \log \left(\frac{1}{x}\right)\right) \log (x)+\left(-8 x^3-16 x^3 \log \left(\frac{1}{x}\right)\right) \log ^2(x)+e^{\frac{3 x}{10+2 \log (x)}} \left(400 x^4-96 x^5+\left(160 x^4-24 x^5\right) \log (x)+16 x^4 \log ^2(x)\right)\right)}{-25 \log ^3\left(\frac{1}{x}\right)-10 \log ^3\left(\frac{1}{x}\right) \log (x)-\log ^3\left(\frac{1}{x}\right) \log ^2(x)+e^{\frac{9 x}{10+2 \log (x)}} \left(200 x^3+80 x^3 \log (x)+8 x^3 \log ^2(x)\right)+e^{\frac{6 x}{10+2 \log (x)}} \left(-300 x^2 \log \left(\frac{1}{x}\right)-120 x^2 \log \left(\frac{1}{x}\right) \log (x)-12 x^2 \log \left(\frac{1}{x}\right) \log ^2(x)\right)+e^{\frac{3 x}{10+2 \log (x)}} \left(150 x \log ^2\left(\frac{1}{x}\right)+60 x \log ^2\left(\frac{1}{x}\right) \log (x)+6 x \log ^2\left(\frac{1}{x}\right) \log ^2(x)\right)} \, dx","Int[(E^((4*x^4)/(4*E^((6*x)/(10 + 2*Log[x]))*x^2 - 4*E^((3*x)/(10 + 2*Log[x]))*x*Log[x^(-1)] + Log[x^(-1)]^2))*(-200*x^3 - 400*x^3*Log[x^(-1)] + (-80*x^3 - 160*x^3*Log[x^(-1)])*Log[x] + (-8*x^3 - 16*x^3*Log[x^(-1)])*Log[x]^2 + E^((3*x)/(10 + 2*Log[x]))*(400*x^4 - 96*x^5 + (160*x^4 - 24*x^5)*Log[x] + 16*x^4*Log[x]^2)))/(-25*Log[x^(-1)]^3 - 10*Log[x^(-1)]^3*Log[x] - Log[x^(-1)]^3*Log[x]^2 + E^((9*x)/(10 + 2*Log[x]))*(200*x^3 + 80*x^3*Log[x] + 8*x^3*Log[x]^2) + E^((6*x)/(10 + 2*Log[x]))*(-300*x^2*Log[x^(-1)] - 120*x^2*Log[x^(-1)]*Log[x] - 12*x^2*Log[x^(-1)]*Log[x]^2) + E^((3*x)/(10 + 2*Log[x]))*(150*x*Log[x^(-1)]^2 + 60*x*Log[x^(-1)]^2*Log[x] + 6*x*Log[x^(-1)]^2*Log[x]^2)),x]","\exp \left(\frac{4 x^4}{\left(2 x e^{\frac{3 x}{2 (\log (x)+5)}}-\log \left(\frac{1}{x}\right)\right)^2}\right)","\exp \left(\frac{x^2}{\left(e^{\frac{3 x}{2 (\log (x)+5)}}-\frac{\log \left(\frac{1}{x}\right)}{2 x}\right)^2}\right)",1,"E^((4*x^4)/(2*E^((3*x)/(2*(5 + Log[x])))*x - Log[x^(-1)])^2)","A",3,3,321,0.009346,1,"{6688, 12, 6706}"
798,1,55,0,0.4350908,"\int \frac{40-10 x-10 x \log \left(\frac{i \pi +\log \left(-8+2 e^2\right)}{x}\right)+5 x \log ^2\left(\frac{i \pi +\log \left(-8+2 e^2\right)}{x}\right)}{x \log ^2\left(\frac{i \pi +\log \left(-8+2 e^2\right)}{x}\right)} \, dx","Int[(40 - 10*x - 10*x*Log[(I*Pi + Log[-8 + 2*E^2])/x] + 5*x*Log[(I*Pi + Log[-8 + 2*E^2])/x]^2)/(x*Log[(I*Pi + Log[-8 + 2*E^2])/x]^2),x]","5 x-\frac{10 x}{\log \left(\frac{\log \left(-2 \left(4-e^2\right)\right)+i \pi }{x}\right)}+\frac{40}{\log \left(\frac{\log \left(-2 \left(4-e^2\right)\right)+i \pi }{x}\right)}","20+5 \left(x+\frac{2 (4-x)}{\log \left(\frac{\log \left(-2 \left(4-e^2\right)\right)+i \pi }{x}\right)}\right)",1,"5*x + 40/Log[(I*Pi + Log[-2*(4 - E^2)])/x] - (10*x)/Log[(I*Pi + Log[-2*(4 - E^2)])/x]","A",13,9,76,0.1184,1,"{6741, 12, 6742, 2353, 2297, 2299, 2178, 2302, 30}"
799,0,0,0,7.4215064,"\int \frac{16 x-4 e^x x+e^{2 x} x+\left(-112-128 x-16 x^2+e^{2 x} \left(-6-7 x-x^2\right)+e^x \left(52+60 x+8 x^2\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}{\left(112 x^3+16 x^4+e^x \left(-52 x^3-8 x^4\right)+e^{2 x} \left(6 x^3+x^4\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)+\left(224 x^2+32 x^3+e^x \left(-104 x^2-16 x^3\right)+e^{2 x} \left(12 x^2+2 x^3\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right) \log \left(\frac{x}{\log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}\right)+\left(112 x+16 x^2+e^x \left(-52 x-8 x^2\right)+e^{2 x} \left(6 x+x^2\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right) \log ^2\left(\frac{x}{\log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}\right)} \, dx","Int[(16*x - 4*E^x*x + E^(2*x)*x + (-112 - 128*x - 16*x^2 + E^(2*x)*(-6 - 7*x - x^2) + E^x*(52 + 60*x + 8*x^2))*Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)])/((112*x^3 + 16*x^4 + E^x*(-52*x^3 - 8*x^4) + E^(2*x)*(6*x^3 + x^4))*Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)] + (224*x^2 + 32*x^3 + E^x*(-104*x^2 - 16*x^3) + E^(2*x)*(12*x^2 + 2*x^3))*Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)]*Log[x/Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)]] + (112*x + 16*x^2 + E^x*(-52*x - 8*x^2) + E^(2*x)*(6*x + x^2))*Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)]*Log[x/Log[(-28 - 4*x + E^x*(6 + x))/(-4 + E^x)]]^2),x]","\int \frac{16 x-4 e^x x+e^{2 x} x+\left(-112-128 x-16 x^2+e^{2 x} \left(-6-7 x-x^2\right)+e^x \left(52+60 x+8 x^2\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}{\left(112 x^3+16 x^4+e^x \left(-52 x^3-8 x^4\right)+e^{2 x} \left(6 x^3+x^4\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)+\left(224 x^2+32 x^3+e^x \left(-104 x^2-16 x^3\right)+e^{2 x} \left(12 x^2+2 x^3\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right) \log \left(\frac{x}{\log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}\right)+\left(112 x+16 x^2+e^x \left(-52 x-8 x^2\right)+e^{2 x} \left(6 x+x^2\right)\right) \log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right) \log ^2\left(\frac{x}{\log \left(\frac{-28-4 x+e^x (6+x)}{-4+e^x}\right)}\right)} \, dx","\frac{1}{x+\log \left(\frac{x}{\log \left(x+\frac{4}{4-e^x}+6\right)}\right)}",1,"-Defer[Int][(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^(-2), x] - Defer[Int][1/(x*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x] - 4*Defer[Int][1/((-4 + E^x)*Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x] + Defer[Int][1/((6 + x)*Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x] + 28*Defer[Int][1/((-28 + 6*E^x - 4*x + E^x*x)*Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x] + 4*Defer[Int][x/((-28 + 6*E^x - 4*x + E^x*x)*Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x] + 4*Defer[Int][1/((6 + x)*(-28 + 6*E^x - 4*x + E^x*x)*Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]*(x + Log[x/Log[(E^x*(6 + x) - 4*(7 + x))/(-4 + E^x)]])^2), x]","F",0,0,0,0,-1,"{}"
800,1,55,0,0.1031471,"\int \frac{100+250 x-37 x^2-3 x^3+e^x \left(-75 x+27 x^2+x^3\right)+\left(-25 x-2 x^2\right) \log (x)}{25 x} \, dx","Int[(100 + 250*x - 37*x^2 - 3*x^3 + E^x*(-75*x + 27*x^2 + x^3) + (-25*x - 2*x^2)*Log[x])/(25*x),x]","-\frac{x^3}{25}+\frac{e^x x^2}{25}-\frac{18 x^2}{25}-\frac{1}{25} \left(x^2+25 x\right) \log (x)+e^x x+11 x-4 e^x+4 \log (x)","\left(-\frac{x^2}{25}-x+4\right) \left(x-e^x+\log (x)-7\right)",1,"-4*E^x + 11*x + E^x*x - (18*x^2)/25 + (E^x*x^2)/25 - x^3/25 + 4*Log[x] - ((25*x + x^2)*Log[x])/25","B",17,6,50,0.1200,1,"{12, 14, 2196, 2194, 2176, 2313}"
801,1,16,0,0.0355644,"\int \frac{-8192+e^6+6144 x-1536 x^2+128 x^3}{-8192+6144 x-1536 x^2+128 x^3} \, dx","Int[(-8192 + E^6 + 6144*x - 1536*x^2 + 128*x^3)/(-8192 + 6144*x - 1536*x^2 + 128*x^3),x]","x-\frac{e^6}{256 (4-x)^2}","x-\frac{e^6}{256 (4-x)^2}-4",1,"-1/256*E^6/(4 - x)^2 + x","A",2,1,36,0.02778,1,"{2074}"
802,1,133,0,0.3506778,"\int \frac{-20 x^5+120 x^9-160 x^{11}+60 x^{13}+e^{25} \left(-320+480 x^4-320 x^6+60 x^8\right)+e^{20} \left(-1280 x+480 x^3+1680 x^5-1400 x^7+300 x^9\right)+e^{15} \left(-1600 x^2+960 x^4+2400 x^6-2440 x^8+600 x^{10}\right)+e^{10} \left(-880 x^3+600 x^5+1800 x^7-2120 x^9+600 x^{11}\right)+e^5 \left(-220 x^4+120 x^6+720 x^8-920 x^{10}+300 x^{12}\right)}{e^{25} x^3+5 e^{20} x^4+10 e^{15} x^5+10 e^{10} x^6+5 e^5 x^7+x^8} \, dx","Int[(-20*x^5 + 120*x^9 - 160*x^11 + 60*x^13 + E^25*(-320 + 480*x^4 - 320*x^6 + 60*x^8) + E^20*(-1280*x + 480*x^3 + 1680*x^5 - 1400*x^7 + 300*x^9) + E^15*(-1600*x^2 + 960*x^4 + 2400*x^6 - 2440*x^8 + 600*x^10) + E^10*(-880*x^3 + 600*x^5 + 1800*x^7 - 2120*x^9 + 600*x^11) + E^5*(-220*x^4 + 120*x^6 + 720*x^8 - 920*x^10 + 300*x^12))/(E^25*x^3 + 5*E^20*x^4 + 10*E^15*x^5 + 10*E^10*x^6 + 5*E^5*x^7 + x^8),x]","10 x^6-40 x^4-40 e^5 x^3+20 \left(3+2 e^{10}\right) x^2+\frac{160}{x^2}+40 e^5 \left(3-e^{10}\right) x+\frac{40 \left(8-3 e^{10}-e^{30}\right)}{e^5 \left(x+e^5\right)}+\frac{10 \left(17-12 e^{10}+6 e^{20}\right)}{\left(x+e^5\right)^2}+\frac{20 e^5 \left(3-2 e^{10}\right)}{\left(x+e^5\right)^3}+\frac{10 e^{10}}{\left(x+e^5\right)^4}-\frac{320}{e^5 x}","\frac{10 \left(x^2+\frac{x}{x+e^5}-2\right)^4}{x^2}+4",1,"160/x^2 - 320/(E^5*x) + 40*E^5*(3 - E^10)*x + 20*(3 + 2*E^10)*x^2 - 40*E^5*x^3 - 40*x^4 + 10*x^6 + (10*E^10)/(E^5 + x)^4 + (20*E^5*(3 - 2*E^10))/(E^5 + x)^3 + (10*(17 - 12*E^10 + 6*E^20))/(E^5 + x)^2 + (40*(8 - 3*E^10 - E^30))/(E^5*(E^5 + x))","B",2,1,206,0.004854,1,"{2074}"
803,1,13,0,0.0066027,"\int \frac{81-12920 x+16038 x^2}{81 x} \, dx","Int[(81 - 12920*x + 16038*x^2)/(81*x),x]","99 x^2-\frac{12920 x}{81}+\log (x)","-x^2+4 \left(5 x-\frac{323}{81}\right)^2+\log (x)",1,"(-12920*x)/81 + 99*x^2 + Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
804,1,25,0,0.2110654,"\int \frac{25+e^2 (1-5 x)-125 x+e (-10+50 x)+\left(-50 x+20 e x-2 e^2 x\right) \log (4 x)}{9 x^3-6 x^2 \log (x)+x \log ^2(x)+\left(12 x^3-4 x^2 \log (x)\right) \log (4 x)+4 x^3 \log ^2(4 x)} \, dx","Int[(25 + E^2*(1 - 5*x) - 125*x + E*(-10 + 50*x) + (-50*x + 20*E*x - 2*E^2*x)*Log[4*x])/(9*x^3 - 6*x^2*Log[x] + x*Log[x]^2 + (12*x^3 - 4*x^2*Log[x])*Log[4*x] + 4*x^3*Log[4*x]^2),x]","-\frac{(5-e)^2}{\log (x)-x (2 \log (4 x)+3)}","\frac{(5-e)^2}{3 x+2 x \log (4 x)-\log (x)}",1,"-((5 - E)^2/(Log[x] - x*(3 + 2*Log[4*x])))","A",3,3,91,0.03297,1,"{6688, 12, 6686}"
805,0,0,0,10.3440748,"\int \exp \left(-2 x+e^{-2 x} \left(25 x^2+e^x \left(-10 x^2-10 x^3-10 e^4 x^3\right)+e^{2 x} \left(x^2+2 x^3+x^4+e^8 x^4+e^4 \left(2 x^3+2 x^4\right)\right)\right)\right) \left(50 x-50 x^2+e^{2 x} \left(2 x+6 x^2+4 x^3+4 e^8 x^3+e^4 \left(6 x^2+8 x^3\right)\right)+e^x \left(-20 x-20 x^2+10 x^3+e^4 \left(-30 x^2+10 x^3\right)\right)\right) \, dx","Int[E^(-2*x + (25*x^2 + E^x*(-10*x^2 - 10*x^3 - 10*E^4*x^3) + E^(2*x)*(x^2 + 2*x^3 + x^4 + E^8*x^4 + E^4*(2*x^3 + 2*x^4)))/E^(2*x))*(50*x - 50*x^2 + E^(2*x)*(2*x + 6*x^2 + 4*x^3 + 4*E^8*x^3 + E^4*(6*x^2 + 8*x^3)) + E^x*(-20*x - 20*x^2 + 10*x^3 + E^4*(-30*x^2 + 10*x^3))),x]","\int \exp \left(-2 x+e^{-2 x} \left(25 x^2+e^x \left(-10 x^2-10 x^3-10 e^4 x^3\right)+e^{2 x} \left(x^2+2 x^3+x^4+e^8 x^4+e^4 \left(2 x^3+2 x^4\right)\right)\right)\right) \left(50 x-50 x^2+e^{2 x} \left(2 x+6 x^2+4 x^3+4 e^8 x^3+e^4 \left(6 x^2+8 x^3\right)\right)+e^x \left(-20 x-20 x^2+10 x^3+e^4 \left(-30 x^2+10 x^3\right)\right)\right) \, dx","e^{x^2 \left(e^4 x+x-5 e^{-x}+1\right)^2}",1,"50*Defer[Int][E^(-2*x + ((-5 + E^x)^2*x^2)/E^(2*x) + (2*(1 + E^4)*(-5 + E^x)*x^3)/E^x + (1 + E^4)^2*x^4)*x, x] - 20*Defer[Int][E^(-x + ((-5 + E^x)^2*x^2)/E^(2*x) + (2*(1 + E^4)*(-5 + E^x)*x^3)/E^x + (1 + E^4)^2*x^4)*x, x] + 2*Defer[Int][E^((x^2*(-5 + E^(4 + x)*x + E^x*(1 + x))^2)/E^(2*x))*x, x] - 50*Defer[Int][E^(-2*x + ((-5 + E^x)^2*x^2)/E^(2*x) + (2*(1 + E^4)*(-5 + E^x)*x^3)/E^x + (1 + E^4)^2*x^4)*x^2, x] - 10*(2 + 3*E^4)*Defer[Int][E^(-x + ((-5 + E^x)^2*x^2)/E^(2*x) + (2*(1 + E^4)*(-5 + E^x)*x^3)/E^x + (1 + E^4)^2*x^4)*x^2, x] + 6*(1 + E^4)*Defer[Int][E^((x^2*(-5 + E^(4 + x)*x + E^x*(1 + x))^2)/E^(2*x))*x^2, x] + 10*(1 + E^4)*Defer[Int][E^(-x + ((-5 + E^x)^2*x^2)/E^(2*x) + (2*(1 + E^4)*(-5 + E^x)*x^3)/E^x + (1 + E^4)^2*x^4)*x^3, x] + 4*(1 + E^4)^2*Defer[Int][E^((x^2*(-5 + E^(4 + x)*x + E^x*(1 + x))^2)/E^(2*x))*x^3, x]","F",0,0,0,0,-1,"{}"
806,0,0,0,85.4125135,"\int \frac{-1+2 e^{2 x}-e^{4 x}+\exp \left(\frac{-1-x+x^2-\log (3)-\log (4)+e^{2 x} \left(4+x-x^2+\log (4)\right)}{-1+e^{2 x}}\right) \left(x-2 x^2+e^{4 x} \left(x-2 x^2\right)+e^{2 x} \left(-8 x+4 x^2+2 x \log (3)\right)\right)}{x-2 e^{2 x} x+e^{4 x} x} \, dx","Int[(-1 + 2*E^(2*x) - E^(4*x) + E^((-1 - x + x^2 - Log[3] - Log[4] + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x)))*(x - 2*x^2 + E^(4*x)*(x - 2*x^2) + E^(2*x)*(-8*x + 4*x^2 + 2*x*Log[3])))/(x - 2*E^(2*x)*x + E^(4*x)*x),x]","\int \frac{-1+2 e^{2 x}-e^{4 x}+\exp \left(\frac{-1-x+x^2-\log (3)-\log (4)+e^{2 x} \left(4+x-x^2+\log (4)\right)}{-1+e^{2 x}}\right) \left(x-2 x^2+e^{4 x} \left(x-2 x^2\right)+e^{2 x} \left(-8 x+4 x^2+2 x \log (3)\right)\right)}{x-2 e^{2 x} x+e^{4 x} x} \, dx","4 e^{-x^2+x+\frac{3-\log (3)}{e^{2 x}-1}+4}-\log (x)",1,"1/((1 - E^(2*x))*x) - Log[x] + Defer[Int][12^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x))), x] - (3 - Log[3])*Defer[Int][(2^(-1 + 2/(1 - E^(2*x)))*3^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x))))/(-1 + E^x)^2, x] - (3 - Log[3])*Defer[Int][(2^(-1 + 2/(1 - E^(2*x)))*3^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x))))/(-1 + E^x), x] - (3 - Log[3])*Defer[Int][(2^(-1 + 2/(1 - E^(2*x)))*3^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x))))/(1 + E^x)^2, x] + (3 - Log[3])*Defer[Int][(2^(-1 + 2/(1 - E^(2*x)))*3^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x))))/(1 + E^x), x] - Defer[Int][1/((-1 + E^(2*x))*x^2), x] - 2*Defer[Int][1/((-1 + E^(2*x))^2*x), x] - 2*Defer[Int][1/((-1 + E^(2*x))*x), x] - Defer[Int][2^((-3 + E^(2*x))/(-1 + E^(2*x)))*3^(1 - E^(2*x))^(-1)*E^((-1 - x + x^2 + E^(2*x)*(4 + x - x^2 + Log[4]))/(-1 + E^(2*x)))*x, x]","F",0,0,0,0,-1,"{}"
807,1,148,0,1.6281487,"\int \frac{4 x^3+e^x \left(2 x^3-4 x^4\right)+e^{2 e^{e^4}+2 x^2} \left(4-8 x^2+e^x \left(2+2 x-4 x^2\right)\right)}{8 x^3+12 e^x x^3+6 e^{2 x} x^3+e^{3 x} x^3} \, dx","Int[(4*x^3 + E^x*(2*x^3 - 4*x^4) + E^(2*E^E^4 + 2*x^2)*(4 - 8*x^2 + E^x*(2 + 2*x - 4*x^2)))/(8*x^3 + 12*E^x*x^3 + 6*E^(2*x)*x^3 + E^(3*x)*x^3),x]","\frac{x^2}{2}-\frac{e^{2 x^2+2 e^{e^4}} \left(e^x x^2+2 x^2\right)}{\left(e^x+2\right)^3 x^4}-\frac{1}{8} (1-2 x)^2+\frac{1-2 x}{e^x+2}+\frac{2 x}{e^x+2}+\frac{2 x}{\left(e^x+2\right)^2}-\frac{x}{2}-\frac{1}{e^x+2}-\frac{1}{2} (1-2 x) \log \left(\frac{e^x}{2}+1\right)-x \log \left(\frac{e^x}{2}+1\right)+\frac{1}{2} \log \left(e^x+2\right)","\frac{2 x-\frac{e^{2 x^2+2 e^{e^4}}}{x^2}}{\left(e^x+2\right)^2}",1,"-(2 + E^x)^(-1) + (1 - 2*x)/(2 + E^x) - (1 - 2*x)^2/8 - x/2 + (2*x)/(2 + E^x)^2 + (2*x)/(2 + E^x) + x^2/2 - (E^(2*E^E^4 + 2*x^2)*(2*x^2 + E^x*x^2))/((2 + E^x)^3*x^4) - ((1 - 2*x)*Log[1 + E^x/2])/2 - x*Log[1 + E^x/2] + Log[2 + E^x]/2","B",31,14,94,0.1489,1,"{6741, 6742, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 29, 31, 44, 2288}"
808,1,34,0,0.1836427,"\int \frac{1+x \log (4)-8 x \log (4) \log \left(\frac{1+x \log (4)}{\log (4)}\right)+(-4-4 x \log (4)) \log ^2\left(\frac{1+x \log (4)}{\log (4)}\right)}{1+x \log (4)} \, dx","Int[(1 + x*Log[4] - 8*x*Log[4]*Log[(1 + x*Log[4])/Log[4]] + (-4 - 4*x*Log[4])*Log[(1 + x*Log[4])/Log[4]]^2)/(1 + x*Log[4]),x]","x-4 \left(x+\frac{1}{\log (4)}\right) \log ^2\left(x+\frac{1}{\log (4)}\right)+\frac{4 \log ^2\left(x+\frac{1}{\log (4)}\right)}{\log (4)}","x-4 x \log ^2\left(x+\frac{1}{\log (4)}\right)+4",1,"x - 4*(x + Log[4]^(-1))*Log[x + Log[4]^(-1)]^2 + (4*Log[x + Log[4]^(-1)]^2)/Log[4]","B",10,8,54,0.1481,1,"{6742, 2411, 12, 2346, 2301, 2295, 2389, 2296}"
809,1,117,0,0.6486235,"\int \frac{-156-65 x+e^{2 x/3} (-36+12 x)+e^{x/3} \left(-150-6 x+10 x^2\right)+\left(25+e^{x/3} (12-2 x)+5 x\right) \log (x)-\log ^2(x)}{2 x^3} \, dx","Int[(-156 - 65*x + E^((2*x)/3)*(-36 + 12*x) + E^(x/3)*(-150 - 6*x + 10*x^2) + (25 + E^(x/3)*(12 - 2*x) + 5*x)*Log[x] - Log[x]^2)/(2*x^3),x]","\frac{13 (5 x+12)^2}{48 x^2}+\frac{36 e^{x/3}}{x^2}+\frac{9 e^{2 x/3}}{x^2}-\frac{3}{x^2}+\frac{\log ^2(x)}{4 x^2}-\frac{(x+5)^2 \log (x)}{4 x^2}-\frac{3 e^{x/3} \log (x)}{x^2}+\frac{\log (x)}{4 x^2}+\frac{15 e^{x/3}}{x}-\frac{5}{2 x}+\frac{\log (x)}{4}","\frac{\left(6 \left(\frac{5 x}{6}+e^{x/3}+2\right)-\log (x)\right)^2}{4 x^2}",1,"-3/x^2 + (36*E^(x/3))/x^2 + (9*E^((2*x)/3))/x^2 - 5/(2*x) + (15*E^(x/3))/x + (13*(12 + 5*x)^2)/(48*x^2) + Log[x]/4 + Log[x]/(4*x^2) - (3*E^(x/3)*Log[x])/x^2 - ((5 + x)^2*Log[x])/(4*x^2) + Log[x]^2/(4*x^2)","B",28,13,70,0.1857,1,"{12, 14, 2197, 6742, 37, 2334, 43, 2305, 2304, 2199, 2177, 2178, 2554}"
810,1,91,0,1.2165161,"\int \frac{e^2 \left(16 x^6+4 x^7\right)+e^2 \left(28 x^6+6 x^7\right) \log (x)+e^2 \left(-32 x^6-12 x^7\right) \log ^2(x)+e^2 \left(-104 x^6-32 x^7\right) \log ^3(x)+e^2 \left(-80 x^6-24 x^7\right) \log ^4(x)+\left(-4+e^2 \left(-20 x^6-6 x^7\right)\right) \log ^5(x)}{e^2 x^2 \log ^5(x)} \, dx","Int[(E^2*(16*x^6 + 4*x^7) + E^2*(28*x^6 + 6*x^7)*Log[x] + E^2*(-32*x^6 - 12*x^7)*Log[x]^2 + E^2*(-104*x^6 - 32*x^7)*Log[x]^3 + E^2*(-80*x^6 - 24*x^7)*Log[x]^4 + (-4 + E^2*(-20*x^6 - 6*x^7))*Log[x]^5)/(E^2*x^2*Log[x]^5),x]","-x^6-\frac{x^6}{\log ^4(x)}-\frac{4 x^6}{\log ^3(x)}-\frac{6 x^6}{\log ^2(x)}-\frac{4 x^6}{\log (x)}-4 x^5-\frac{4 x^5}{\log ^4(x)}-\frac{16 x^5}{\log ^3(x)}-\frac{24 x^5}{\log ^2(x)}-\frac{16 x^5}{\log (x)}+\frac{4}{e^2 x}","\frac{(x+4) \left(\frac{1}{e^2}-x^2 \left(x+\frac{x}{\log (x)}\right)^4\right)}{x}",1,"4/(E^2*x) - 4*x^5 - x^6 - (4*x^5)/Log[x]^4 - x^6/Log[x]^4 - (16*x^5)/Log[x]^3 - (4*x^6)/Log[x]^3 - (24*x^5)/Log[x]^2 - (6*x^6)/Log[x]^2 - (16*x^5)/Log[x] - (4*x^6)/Log[x]","B",55,7,123,0.05691,1,"{12, 6742, 14, 2353, 2306, 2309, 2178}"
811,1,15,0,0.0067934,"\int e^{-32 x} \left(-64-16 \log \left(\frac{16}{9}\right)\right) \, dx","Int[(-64 - 16*Log[16/9])/E^(32*x),x]","\frac{1}{2} e^{-32 x} \left(4+\log \left(\frac{16}{9}\right)\right)","\frac{1}{2} e^{-32 x} \left(4+\log \left(\frac{16}{9}\right)\right)",1,"(4 + Log[16/9])/(2*E^(32*x))","A",2,2,14,0.1429,1,"{12, 2194}"
812,1,27,0,0.0571667,"\int \frac{16-24 x^3+\left(4-6 x^3\right) \log \left(\frac{3}{4} e^{-x^3} x^2\right)}{x} \, dx","Int[(16 - 24*x^3 + (4 - 6*x^3)*Log[(3*x^2)/(4*E^x^3)])/x,x]","-8 x^3+\log ^2\left(\frac{3}{4} e^{-x^3} x^2\right)+16 \log (x)","\left(\log \left(\frac{3}{4} e^{-x^3} x^2\right)+4\right)^2",1,"-8*x^3 + 16*Log[x] + Log[(3*x^2)/(4*E^x^3)]^2","A",5,2,34,0.05882,1,"{14, 6686}"
813,0,0,0,13.4322919,"\int \frac{\exp \left(\frac{2 \left(-x^2+(x+e x) \log (x)\right)}{1+e}+e^{\frac{2 \left(-x^2+(x+e x) \log (x)\right)}{1+e}} x \log ^2(\log (2))\right) \left(-1+e (-1-2 x)-2 x+4 x^2+(-2 x-2 e x) \log (x)\right) \log ^2(\log (2))}{1+e} \, dx","Int[(E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2)*(-1 + E*(-1 - 2*x) - 2*x + 4*x^2 + (-2*x - 2*E*x)*Log[x])*Log[Log[2]]^2)/(1 + E),x]","\int \frac{\exp \left(\frac{2 \left(-x^2+(x+e x) \log (x)\right)}{1+e}+e^{\frac{2 \left(-x^2+(x+e x) \log (x)\right)}{1+e}} x \log ^2(\log (2))\right) \left(-1+e (-1-2 x)-2 x+4 x^2+(-2 x-2 e x) \log (x)\right) \log ^2(\log (2))}{1+e} \, dx","-e^{x \log ^2(\log (2)) e^{2 x \left(\log (x)-\frac{x}{1+e}\right)}}",1,"-((Log[Log[2]]^2*Defer[Int][E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2), x])/(1 + E)) - (Log[Log[2]]^2*Defer[Int][E^(1 + (2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2), x])/(1 + E) - (2*Log[Log[2]]^2*Defer[Int][E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2)*x, x])/(1 + E) - (2*Log[Log[2]]^2*Defer[Int][E^(1 + (2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2)*x, x])/(1 + E) + (4*Log[Log[2]]^2*Defer[Int][E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2)*x^2, x])/(1 + E) - 2*Log[Log[2]]^2*Defer[Int][E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E) + E^((2*(-x^2 + (x + E*x)*Log[x]))/(1 + E))*x*Log[Log[2]]^2)*x*Log[x], x]","F",0,0,0,0,-1,"{}"
814,1,51,0,0.3384996,"\int \frac{-192+368 x-116 x^2-28 x^3+21 x^4-3 x^5+\left(336-160 x+28 x^2-4 x^3\right) \log (-3+x)}{-48+64 x-28 x^2+4 x^3} \, dx","Int[(-192 + 368*x - 116*x^2 - 28*x^3 + 21*x^4 - 3*x^5 + (336 - 160*x + 28*x^2 - 4*x^3)*Log[-3 + x])/(-48 + 64*x - 28*x^2 + 4*x^3),x]","-\frac{x^3}{4}+6 x-\frac{24}{2-x}-3 \log (3-x)+(3-x) \log (x-3)-\frac{24 \log (x-3)}{2-x}","\left(\frac{24}{x-2}-x\right) \left(\frac{x^2}{4}+\log (x-3)\right)",1,"-24/(2 - x) + 6*x - x^3/4 - 3*Log[3 - x] - (24*Log[-3 + x])/(2 - x) + (3 - x)*Log[-3 + x]","B",22,10,63,0.1587,1,"{6742, 44, 77, 88, 2418, 2389, 2295, 2395, 36, 31}"
815,1,25,0,0.1676478,"\int \frac{-9 e^{-15+3 x} x^2+e^{\frac{-e+x+x^2}{x}} \left(e+x^2\right)}{3 x^2} \, dx","Int[(-9*E^(-15 + 3*x)*x^2 + E^((-E + x + x^2)/x)*(E + x^2))/(3*x^2),x]","\frac{1}{3} e^{x-\frac{e}{x}+1}-e^{3 x-15}","\frac{1}{3} e^{\frac{x^2+x-e}{x}}-e^{3 (x-5)}-8",1,"E^(1 - E/x + x)/3 - E^(-15 + 3*x)","A",5,4,40,0.1000,1,"{12, 14, 2194, 6706}"
816,1,203,0,1.5817649,"\int \frac{\left(-780+320 x-32 x^2\right) \log \left(\frac{6400-2560 x+256 x^2}{e^3 \left(114075 x^2-46800 x^3+4800 x^4\right)}\right)}{195 x-79 x^2+8 x^3} \, dx","Int[((-780 + 320*x - 32*x^2)*Log[(6400 - 2560*x + 256*x^2)/(E^3*(114075*x^2 - 46800*x^3 + 4800*x^4))])/(195*x - 79*x^2 + 8*x^3),x]","4 \log \left(\frac{256 \left(x^2-10 x+25\right)}{75 e^3 \left(64 x^4-624 x^3+1521 x^2\right)}\right) \log (x-5)-4 \log (x) \log \left(\frac{256 \left(x^2-10 x+25\right)}{75 e^3 \left(64 x^4-624 x^3+1521 x^2\right)}\right)-4 \log (8 x-39) \log \left(\frac{256 \left(x^2-10 x+25\right)}{75 e^3 \left(64 x^4-624 x^3+1521 x^2\right)}\right)-4 \log ^2(x-5)-4 \log ^2(x)-4 \log ^2(8 x-39)+8 \log \left(\frac{x}{5}\right) \log (x-5)+8 \log (8 x-39) \log (x-5)+8 \log (5) \log (x-5)-8 \log \left(\frac{8 x}{39}\right) \log (8 x-39)-8 \log \left(\frac{39}{8}\right) \log (8 x-39)","\log ^2\left(\frac{4}{3 e^3 \left(5-\frac{5}{8 (5-x)}\right)^2 x^2}\right)",1,"8*Log[5]*Log[-5 + x] - 4*Log[-5 + x]^2 + 8*Log[-5 + x]*Log[x/5] - 4*Log[x]^2 - 8*Log[39/8]*Log[-39 + 8*x] + 8*Log[-5 + x]*Log[-39 + 8*x] - 8*Log[(8*x)/39]*Log[-39 + 8*x] - 4*Log[-39 + 8*x]^2 + 4*Log[-5 + x]*Log[(256*(25 - 10*x + x^2))/(75*E^3*(1521*x^2 - 624*x^3 + 64*x^4))] - 4*Log[x]*Log[(256*(25 - 10*x + x^2))/(75*E^3*(1521*x^2 - 624*x^3 + 64*x^4))] - 4*Log[-39 + 8*x]*Log[(256*(25 - 10*x + x^2))/(75*E^3*(1521*x^2 - 624*x^3 + 64*x^4))]","B",48,14,60,0.2333,1,"{1594, 2528, 2524, 12, 27, 2418, 2390, 2301, 2394, 2315, 2393, 2391, 2357, 2316}"
817,1,17,0,0.0657923,"\int \frac{-300+25 e^3-200 x}{144 x^2+e^6 x^2+96 x^3+16 x^4+e^3 \left(-24 x^2-8 x^3\right)} \, dx","Int[(-300 + 25*E^3 - 200*x)/(144*x^2 + E^6*x^2 + 96*x^3 + 16*x^4 + E^3*(-24*x^2 - 8*x^3)),x]","\frac{25}{x \left(4 x-e^3+12\right)}","\frac{25}{x \left(4 x-e^3+12\right)}",1,"25/(x*(12 - E^3 + 4*x))","A",4,4,51,0.07843,1,"{6, 1680, 12, 261}"
818,1,21,0,0.026613,"\int \frac{1}{2} \left(2+4 x+3 x^2+e^{-5 x+x^2} (-10+4 x)\right) \, dx","Int[(2 + 4*x + 3*x^2 + E^(-5*x + x^2)*(-10 + 4*x))/2,x]","\frac{x^3}{2}+x^2+e^{x^2-5 x}+x","\frac{1}{2} (x+2) x^2+x+e^{(2-x)^2-x-4}+1",1,"E^(-5*x + x^2) + x + x^2 + x^3/2","A",3,2,29,0.06897,1,"{12, 2236}"
819,0,0,0,25.7174623,"\int \frac{10 x-3 e^{2 x} x-6 e^x x^3-3 x^5+\left(e^{3 x} (6+12 x)+e^{2 x} \left(36 x^2+12 x^3\right)+e^x \left(-20+30 x^4\right)\right) \log \left(10 x-3 e^{2 x} x-6 e^x x^3-3 x^5\right)+\left(3 e^{3 x} x+6 e^{2 x} x^3+e^x \left(-10 x+3 x^5\right)\right) \log ^2\left(10 x-3 e^{2 x} x-6 e^x x^3-3 x^5\right)}{-10 x+3 e^{2 x} x+6 e^x x^3+3 x^5} \, dx","Int[(10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5 + (E^(3*x)*(6 + 12*x) + E^(2*x)*(36*x^2 + 12*x^3) + E^x*(-20 + 30*x^4))*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5] + (3*E^(3*x)*x + 6*E^(2*x)*x^3 + E^x*(-10*x + 3*x^5))*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]^2)/(-10*x + 3*E^(2*x)*x + 6*E^x*x^3 + 3*x^5),x]","\int \frac{10 x-3 e^{2 x} x-6 e^x x^3-3 x^5+\left(e^{3 x} (6+12 x)+e^{2 x} \left(36 x^2+12 x^3\right)+e^x \left(-20+30 x^4\right)\right) \log \left(10 x-3 e^{2 x} x-6 e^x x^3-3 x^5\right)+\left(3 e^{3 x} x+6 e^{2 x} x^3+e^x \left(-10 x+3 x^5\right)\right) \log ^2\left(10 x-3 e^{2 x} x-6 e^x x^3-3 x^5\right)}{-10 x+3 e^{2 x} x+6 e^x x^3+3 x^5} \, dx","e^x \log ^2\left(x-3 x \left(\left(x^2+e^x\right)^2-3\right)\right)-x",1,"-4*E^x - x - 2*x^2 - (20*x^3)/9 + (2*x^4)/3 - 4*ExpIntegralEi[x] - 4*x*ExpIntegralEi[x] - 2*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x] - Log[-x]^2 - 2*EulerGamma*Log[x] - 2*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x] + 4*E^x*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5] + 4*x^2*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5] - (4*x^3*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5])/3 + 2*ExpIntegralEi[x]*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5] - 80*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 40*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 80*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 48*Defer[Int][(E^(2*x)*x)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 80*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 40*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 24*Defer[Int][(E^(2*x)*x^2)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + (80*Defer[Int][x^3/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/3 - 96*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 64*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 12*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 48*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 8*Defer[Int][(E^x*x^5)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 40*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 12*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 8*Defer[Int][x^7/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 40*Defer[Int][ExpIntegralEi[x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Defer[Int][(E^x*x*ExpIntegralEi[x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 12*Defer[Int][(E^x*x^2*ExpIntegralEi[x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Defer[Int][(x^3*ExpIntegralEi[x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 12*Defer[Int][(x^4*ExpIntegralEi[x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + Defer[Int][E^x*Log[10*x - 3*E^(2*x)*x - 6*E^x*x^3 - 3*x^5]^2, x] - 80*Defer[Int][Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] - 40*Defer[Int][Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] - 800*Defer[Int][Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 480*Defer[Int][(E^x*x*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 240*Defer[Int][(E^x*x^2*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 480*Defer[Int][(x^3*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 240*Defer[Int][(x^4*Defer[Int][E^x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 160*Defer[Int][Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] - 80*Defer[Int][Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] - 1600*Defer[Int][Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 960*Defer[Int][(E^x*x*Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 480*Defer[Int][(E^x*x^2*Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 960*Defer[Int][(x^3*Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 480*Defer[Int][(x^4*Defer[Int][x/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 80*Defer[Int][Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] + 40*Defer[Int][Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] + 800*Defer[Int][Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 480*Defer[Int][(E^x*x*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 240*Defer[Int][(E^x*x^2*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 480*Defer[Int][(x^3*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 240*Defer[Int][(x^4*Defer[Int][x^2/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 48*Defer[Int][Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] + 24*Defer[Int][Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] + 480*Defer[Int][Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 288*Defer[Int][(E^x*x*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(E^x*x^2*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 288*Defer[Int][(x^3*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(x^4*Defer[Int][(E^x*x^3)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Defer[Int][Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] - 12*Defer[Int][Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] - 240*Defer[Int][Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(E^x*x*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 72*Defer[Int][(E^x*x^2*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(x^3*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 72*Defer[Int][(x^4*Defer[Int][(E^x*x^4)/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 48*Defer[Int][Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] + 24*Defer[Int][Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] + 480*Defer[Int][Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 288*Defer[Int][(E^x*x*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(E^x*x^2*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 288*Defer[Int][(x^3*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(x^4*Defer[Int][x^5/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 24*Defer[Int][Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x], x] - 12*Defer[Int][Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/x, x] - 240*Defer[Int][Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(E^x*x*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 72*Defer[Int][(E^x*x^2*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] - 144*Defer[Int][(x^3*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x] + 72*Defer[Int][(x^4*Defer[Int][x^6/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x])/(-10 + 3*E^(2*x) + 6*E^x*x^2 + 3*x^4), x]","F",0,0,0,0,-1,"{}"
820,1,22,0,0.864917,"\int \frac{347-273 x-59 x^2+x^3+\left(-63+64 x-x^2\right) \log (4-4 x)+\left(80-64 x-16 x^2+(-16+16 x) \log (4-4 x)\right) \log (-5-x+\log (4-4 x))}{320-261 x-60 x^2+x^3+\left(-64+65 x-x^2\right) \log (4-4 x)+\left(80-64 x-16 x^2+(-16+16 x) \log (4-4 x)\right) \log (-5-x+\log (4-4 x))} \, dx","Int[(347 - 273*x - 59*x^2 + x^3 + (-63 + 64*x - x^2)*Log[4 - 4*x] + (80 - 64*x - 16*x^2 + (-16 + 16*x)*Log[4 - 4*x])*Log[-5 - x + Log[4 - 4*x]])/(320 - 261*x - 60*x^2 + x^3 + (-64 + 65*x - x^2)*Log[4 - 4*x] + (80 - 64*x - 16*x^2 + (-16 + 16*x)*Log[4 - 4*x])*Log[-5 - x + Log[4 - 4*x]]),x]","x+\log (-x+16 \log (-x+\log (4-4 x)-5)+64)","\log \left(e^x (x-16 (\log (-x+\log (4 (1-x))-5)+4))\right)",1,"x + Log[64 - x + 16*Log[-5 - x + Log[4 - 4*x]]]","A",4,3,133,0.02256,1,"{6741, 6742, 6684}"
821,0,0,0,0.641181,"\int \frac{384-44 x+5 x^2+(96-15 x) \log (4)+\left(384-40 x+5 x^2+(96-10 x) \log (4)\right) \log (x)+(80+20 \log (4)) \log ^2(x)}{\left(256-128 x+16 x^2+(128-32 x) \log (4)+16 \log ^2(4)\right) \log (5)+\left(256-128 x+16 x^2+(128-32 x) \log (4)+16 \log ^2(4)\right) \log (5) \log (x)+\left(64-32 x+4 x^2+(32-8 x) \log (4)+4 \log ^2(4)\right) \log (5) \log ^2(x)} \, dx","Int[(384 - 44*x + 5*x^2 + (96 - 15*x)*Log[4] + (384 - 40*x + 5*x^2 + (96 - 10*x)*Log[4])*Log[x] + (80 + 20*Log[4])*Log[x]^2)/((256 - 128*x + 16*x^2 + (128 - 32*x)*Log[4] + 16*Log[4]^2)*Log[5] + (256 - 128*x + 16*x^2 + (128 - 32*x)*Log[4] + 16*Log[4]^2)*Log[5]*Log[x] + (64 - 32*x + 4*x^2 + (32 - 8*x)*Log[4] + 4*Log[4]^2)*Log[5]*Log[x]^2),x]","\int \frac{384-44 x+5 x^2+(96-15 x) \log (4)+\left(384-40 x+5 x^2+(96-10 x) \log (4)\right) \log (x)+(80+20 \log (4)) \log ^2(x)}{\left(256-128 x+16 x^2+(128-32 x) \log (4)+16 \log ^2(4)\right) \log (5)+\left(256-128 x+16 x^2+(128-32 x) \log (4)+16 \log ^2(4)\right) \log (5) \log (x)+\left(64-32 x+4 x^2+(32-8 x) \log (4)+4 \log ^2(4)\right) \log (5) \log ^2(x)} \, dx","\frac{\frac{4-\frac{5 x}{4}}{\log (x)+2}+5}{\frac{(4+\log (4)) \log (5)}{x}-\log (5)}",1,"(5*(4 + Log[4]))/((4 - x + Log[4])*Log[5]) + Defer[Int][(16 - 5*x)/((-4 + x - Log[4])*(2 + Log[x])^2), x]/(4*Log[5]) + Defer[Int][(5*x^2 + 16*(4 + Log[4]) - 10*x*(4 + Log[4]))/((4 - x + Log[4])^2*(2 + Log[x])), x]/(4*Log[5])","F",0,0,0,0,-1,"{}"
822,0,0,0,4.7461331,"\int e^{-e^{2 x}-x^2} \left(1+2 x+e^{e^{2 x}+x^2} x-2 x^3+e^5 \left(1-2 x^2\right)+e^{2 x} \left(-2 e^5 x-2 x^2\right)+\left(1-2 e^{2 x} x-2 x^2\right) \log (4 x)\right) \, dx","Int[E^(-E^(2*x) - x^2)*(1 + 2*x + E^(E^(2*x) + x^2)*x - 2*x^3 + E^5*(1 - 2*x^2) + E^(2*x)*(-2*E^5*x - 2*x^2) + (1 - 2*E^(2*x)*x - 2*x^2)*Log[4*x]),x]","\int e^{-e^{2 x}-x^2} \left(1+2 x+e^{e^{2 x}+x^2} x-2 x^3+e^5 \left(1-2 x^2\right)+e^{2 x} \left(-2 e^5 x-2 x^2\right)+\left(1-2 e^{2 x} x-2 x^2\right) \log (4 x)\right) \, dx","x \left(e^{-x^2-e^{2 x}} \left(x+\log (4 x)+e^5\right)+\frac{x}{2}\right)",1,"x^2/2 + (E^(-E^(2*x) - x^2)*(E^(2*x)*x + x^2)*Log[4*x])/(E^(2*x) + x) + Defer[Int][E^(5 - E^(2*x) - x^2), x] + 2*Defer[Int][E^(-E^(2*x) - x^2)*x, x] - 2*Defer[Int][E^(5 - E^(2*x) + 2*x - x^2)*x, x] - 2*Defer[Int][E^(5 - E^(2*x) - x^2)*x^2, x] - 2*Defer[Int][E^(-E^(2*x) + 2*x - x^2)*x^2, x] - 2*Defer[Int][E^(-E^(2*x) - x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
823,1,295,0,4.7038053,"\int \frac{1}{25} \exp \left(16 x^6-32 x^7+16 x^8+e^{10} \left(x^2-2 x^3+x^4\right)+e^{15/2} \left(-8 x^3+16 x^4-8 x^5\right)+e^5 \left(24 x^4-48 x^5+24 x^6\right)+e^{5/2} \left(-32 x^5+64 x^6-32 x^7\right)\right) \left(1+96 x^6-224 x^7+128 x^8+e^{10} \left(2 x^2-6 x^3+4 x^4\right)+e^{15/2} \left(-24 x^3+64 x^4-40 x^5\right)+e^5 \left(96 x^4-240 x^5+144 x^6\right)+e^{5/2} \left(-160 x^5+384 x^6-224 x^7\right)\right) \, dx","Int[(E^(16*x^6 - 32*x^7 + 16*x^8 + E^10*(x^2 - 2*x^3 + x^4) + E^(15/2)*(-8*x^3 + 16*x^4 - 8*x^5) + E^5*(24*x^4 - 48*x^5 + 24*x^6) + E^(5/2)*(-32*x^5 + 64*x^6 - 32*x^7))*(1 + 96*x^6 - 224*x^7 + 128*x^8 + E^10*(2*x^2 - 6*x^3 + 4*x^4) + E^(15/2)*(-24*x^3 + 64*x^4 - 40*x^5) + E^5*(96*x^4 - 240*x^5 + 144*x^6) + E^(5/2)*(-160*x^5 + 384*x^6 - 224*x^7)))/25,x]","\frac{\left(64 x^8-112 x^7+48 x^6-16 e^{5/2} \left(7 x^7-12 x^6+5 x^5\right)+24 e^5 \left(3 x^6-5 x^5+2 x^4\right)-4 e^{15/2} \left(5 x^5-8 x^4+3 x^3\right)+e^{10} \left(2 x^4-3 x^3+x^2\right)\right) \exp \left(16 x^8-32 x^7+16 x^6-32 e^{5/2} \left(x^7-2 x^6+x^5\right)+24 e^5 \left(x^6-2 x^5+x^4\right)-8 e^{15/2} \left(x^5-2 x^4+x^3\right)+e^{10} \left(x^4-2 x^3+x^2\right)\right)}{25 \left(64 x^7-112 x^6+48 x^5+e^{10} \left(2 x^3-3 x^2+x\right)-16 e^{5/2} \left(7 x^6-12 x^5+5 x^4\right)+24 e^5 \left(3 x^5-5 x^4+2 x^3\right)-4 e^{15/2} \left(5 x^4-8 x^3+3 x^2\right)\right)}","\frac{1}{25} e^{\left(e^{5/2}-2 x\right)^4 \left(x^2-x\right)^2} x",1,"(E^(16*x^6 - 32*x^7 + 16*x^8 + E^10*(x^2 - 2*x^3 + x^4) - 8*E^(15/2)*(x^3 - 2*x^4 + x^5) + 24*E^5*(x^4 - 2*x^5 + x^6) - 32*E^(5/2)*(x^5 - 2*x^6 + x^7))*(48*x^6 - 112*x^7 + 64*x^8 + E^10*(x^2 - 3*x^3 + 2*x^4) - 4*E^(15/2)*(3*x^3 - 8*x^4 + 5*x^5) + 24*E^5*(2*x^4 - 5*x^5 + 3*x^6) - 16*E^(5/2)*(5*x^5 - 12*x^6 + 7*x^7)))/(25*(48*x^5 - 112*x^6 + 64*x^7 + E^10*(x - 3*x^2 + 2*x^3) - 4*E^(15/2)*(3*x^2 - 8*x^3 + 5*x^4) + 24*E^5*(2*x^3 - 5*x^4 + 3*x^5) - 16*E^(5/2)*(5*x^4 - 12*x^5 + 7*x^6)))","B",2,2,203,0.009852,1,"{12, 2288}"
824,1,12,0,0.0043832,"\int \frac{40+5 x}{24 x} \, dx","Int[(40 + 5*x)/(24*x),x]","\frac{5 x}{24}+\frac{5 \log (x)}{3}","\frac{5 x}{24}+\frac{5}{3} \log \left(\frac{x}{3}\right)-2",1,"(5*x)/24 + (5*Log[x])/3","A",3,2,12,0.1667,1,"{12, 43}"
825,1,15,0,0.1586676,"\int \frac{-432-144 x-864 x^2}{x^3+6 x^4+9 x^5+\left(6 x^2+18 x^3\right) \log (x)+9 x \log ^2(x)} \, dx","Int[(-432 - 144*x - 864*x^2)/(x^3 + 6*x^4 + 9*x^5 + (6*x^2 + 18*x^3)*Log[x] + 9*x*Log[x]^2),x]","\frac{144}{3 x^2+x+3 \log (x)}","\frac{144}{x \left(3 \left(x+\frac{\log (x)}{x}\right)+1\right)}",1,"144/(x + 3*x^2 + 3*Log[x])","A",3,3,48,0.06250,1,"{6688, 12, 6686}"
826,1,35,0,0.0247463,"\int \left(e^{\frac{1}{2} (3+2 x)} (-3-3 x)+6 x\right) \, dx","Int[E^((3 + 2*x)/2)*(-3 - 3*x) + 6*x,x]","3 x^2+3 e^{\frac{1}{2} (2 x+3)}-3 e^{\frac{1}{2} (2 x+3)} (x+1)","3 x \left(x-e^{\frac{x \left(x+\frac{7}{2}\right)-2 x}{x}}\right)",1,"3*E^((3 + 2*x)/2) + 3*x^2 - 3*E^((3 + 2*x)/2)*(1 + x)","A",3,2,21,0.09524,1,"{2176, 2194}"
827,1,131,0,0.1970734,"\int \frac{e^{15} (250-1000 x)+e^{20} \left(-x+4 x^2\right)+\left(e^{10} (127500-10000 x)-500 e^{15} x\right) \log \left(x^2\right)+\left(1875000 e^5-2500 e^{10} x\right) \log ^2\left(x^2\right)+6250000 \log ^3\left(x^2\right)}{32 e^{20} x} \, dx","Int[(E^15*(250 - 1000*x) + E^20*(-x + 4*x^2) + (E^10*(127500 - 10000*x) - 500*E^15*x)*Log[x^2] + (1875000*E^5 - 2500*E^10*x)*Log[x^2]^2 + 6250000*Log[x^2]^3)/(32*E^20*x),x]","\frac{x^2}{16}+\frac{390625 \log ^4\left(x^2\right)}{16 e^{20}}+\frac{78125 \log ^3\left(x^2\right)}{8 e^{15}}-\frac{625 x \log ^2\left(x^2\right)}{8 e^{10}}+\frac{31875 \log ^2\left(x^2\right)}{32 e^{10}}-\frac{125 \left(20+e^5\right) x \log \left(x^2\right)}{8 e^{10}}+\frac{625 x \log \left(x^2\right)}{2 e^{10}}-\frac{\left(1000+e^5\right) x}{32 e^5}+\frac{125 \left(20+e^5\right) x}{4 e^{10}}-\frac{625 x}{e^{10}}+\frac{125 \log (x)}{16 e^5}","\frac{1}{16} \left(-\left(\frac{25 \log \left(x^2\right)}{e^5}+\frac{5}{2}\right)^2+x+6\right)^2",1,"(-625*x)/E^10 + (125*(20 + E^5)*x)/(4*E^10) - ((1000 + E^5)*x)/(32*E^5) + x^2/16 + (125*Log[x])/(16*E^5) + (625*x*Log[x^2])/(2*E^10) - (125*(20 + E^5)*x*Log[x^2])/(8*E^10) + (31875*Log[x^2]^2)/(32*E^10) - (625*x*Log[x^2]^2)/(8*E^10) + (78125*Log[x^2]^3)/(8*E^15) + (390625*Log[x^2]^4)/(16*E^20)","B",15,8,81,0.09877,1,"{12, 14, 2346, 2301, 2295, 2302, 30, 2296}"
828,1,468,0,5.0438339,"\int \frac{1}{16} \left(27 x^2+360 x^3+3045 x^4+14976 x^5+51520 x^6+114432 x^7+160992 x^8+143360 x^9+78848 x^{10}+24576 x^{11}+3328 x^{12}+e^{16 x} \left(5 x^4+16 x^5\right)+e^{14 x} \left(-80 x^4-320 x^5-224 x^6\right)+e^{12 x} \left(560 x^4+2688 x^5+3472 x^6+1344 x^7\right)+e^{10 x} \left(-2240 x^4-12544 x^5-22848 x^6-17024 x^7-4480 x^8\right)+e^{8 x} \left(24 x^3+5638 x^4+35824 x^5+82880 x^6+89600 x^7+45920 x^8+8960 x^9\right)+e^{6 x} \left(-192 x^3-9408 x^4-64608 x^5-179104 x^6-250880 x^7-188160 x^8-71680 x^9-10752 x^{10}\right)+e^{4 x} \left(576 x^3+10736 x^4+72928 x^5+231024 x^6+394048 x^7+385280 x^8+215040 x^9+62720 x^{10}+7168 x^{11}\right)+e^{2 x} \left(-768 x^3-8064 x^4-48384 x^5-165632 x^6-329216 x^7-394112 x^8-286720 x^9-121856 x^{10}-26624 x^{11}-2048 x^{12}\right)\right) \, dx","Int[(27*x^2 + 360*x^3 + 3045*x^4 + 14976*x^5 + 51520*x^6 + 114432*x^7 + 160992*x^8 + 143360*x^9 + 78848*x^10 + 24576*x^11 + 3328*x^12 + E^(16*x)*(5*x^4 + 16*x^5) + E^(14*x)*(-80*x^4 - 320*x^5 - 224*x^6) + E^(12*x)*(560*x^4 + 2688*x^5 + 3472*x^6 + 1344*x^7) + E^(10*x)*(-2240*x^4 - 12544*x^5 - 22848*x^6 - 17024*x^7 - 4480*x^8) + E^(8*x)*(24*x^3 + 5638*x^4 + 35824*x^5 + 82880*x^6 + 89600*x^7 + 45920*x^8 + 8960*x^9) + E^(6*x)*(-192*x^3 - 9408*x^4 - 64608*x^5 - 179104*x^6 - 250880*x^7 - 188160*x^8 - 71680*x^9 - 10752*x^10) + E^(4*x)*(576*x^3 + 10736*x^4 + 72928*x^5 + 231024*x^6 + 394048*x^7 + 385280*x^8 + 215040*x^9 + 62720*x^10 + 7168*x^11) + E^(2*x)*(-768*x^3 - 8064*x^4 - 48384*x^5 - 165632*x^6 - 329216*x^7 - 394112*x^8 - 286720*x^9 - 121856*x^10 - 26624*x^11 - 2048*x^12))/16,x]","16 x^{13}-64 e^{2 x} x^{12}+128 x^{12}-448 e^{2 x} x^{11}+112 e^{4 x} x^{11}+448 x^{11}-1344 e^{2 x} x^{10}+672 e^{4 x} x^{10}-112 e^{6 x} x^{10}+896 x^{10}-2240 e^{2 x} x^9+1680 e^{4 x} x^9-560 e^{6 x} x^9+70 e^{8 x} x^9+1118 x^9-2236 e^{2 x} x^8+2240 e^{4 x} x^8-1120 e^{6 x} x^8+280 e^{8 x} x^8-28 e^{10 x} x^8+894 x^8-1344 e^{2 x} x^7+1677 e^{4 x} x^7-1120 e^{6 x} x^7+420 e^{8 x} x^7-84 e^{10 x} x^7+7 e^{12 x} x^7+460 x^7-472 e^{2 x} x^6+675 e^{4 x} x^6-559 e^{6 x} x^6+280 e^{8 x} x^6-84 e^{10 x} x^6+14 e^{12 x} x^6-e^{14 x} x^6+156 x^6-96 e^{2 x} x^5+127 e^{4 x} x^5-114 e^{6 x} x^5+\frac{559}{8} e^{8 x} x^5-28 e^{10 x} x^5+7 e^{12 x} x^5-e^{14 x} x^5+\frac{1}{16} e^{16 x} x^5+\frac{609 x^5}{16}-12 e^{2 x} x^4+9 e^{4 x} x^4-3 e^{6 x} x^4+\frac{3}{8} e^{8 x} x^4+\frac{45 x^4}{8}+\frac{9 x^3}{16}","\frac{1}{16} x^3 \left(x \left(2 x-e^{2 x}+2\right)^4-x+3\right)^2",1,"(9*x^3)/16 + (45*x^4)/8 - 12*E^(2*x)*x^4 + 9*E^(4*x)*x^4 - 3*E^(6*x)*x^4 + (3*E^(8*x)*x^4)/8 + (609*x^5)/16 - 96*E^(2*x)*x^5 + 127*E^(4*x)*x^5 - 114*E^(6*x)*x^5 + (559*E^(8*x)*x^5)/8 - 28*E^(10*x)*x^5 + 7*E^(12*x)*x^5 - E^(14*x)*x^5 + (E^(16*x)*x^5)/16 + 156*x^6 - 472*E^(2*x)*x^6 + 675*E^(4*x)*x^6 - 559*E^(6*x)*x^6 + 280*E^(8*x)*x^6 - 84*E^(10*x)*x^6 + 14*E^(12*x)*x^6 - E^(14*x)*x^6 + 460*x^7 - 1344*E^(2*x)*x^7 + 1677*E^(4*x)*x^7 - 1120*E^(6*x)*x^7 + 420*E^(8*x)*x^7 - 84*E^(10*x)*x^7 + 7*E^(12*x)*x^7 + 894*x^8 - 2236*E^(2*x)*x^8 + 2240*E^(4*x)*x^8 - 1120*E^(6*x)*x^8 + 280*E^(8*x)*x^8 - 28*E^(10*x)*x^8 + 1118*x^9 - 2240*E^(2*x)*x^9 + 1680*E^(4*x)*x^9 - 560*E^(6*x)*x^9 + 70*E^(8*x)*x^9 + 896*x^10 - 1344*E^(2*x)*x^10 + 672*E^(4*x)*x^10 - 112*E^(6*x)*x^10 + 448*x^11 - 448*E^(2*x)*x^11 + 112*E^(4*x)*x^11 + 128*x^12 - 64*E^(2*x)*x^12 + 16*x^13","B",376,6,356,0.01685,1,"{12, 1593, 2196, 2176, 2194, 1594}"
829,1,19,0,0.2244299,"\int \frac{-906+1328 x-438 x^2+16 x^3+\left(144-150 x+6 x^2\right) \log (-24+x)+\left(-906+422 x-16 x^2+(144-6 x) \log (-24+x)\right) \log (-11+8 x+3 \log (-24+x))}{264-203 x+8 x^2+(-72+3 x) \log (-24+x)} \, dx","Int[(-906 + 1328*x - 438*x^2 + 16*x^3 + (144 - 150*x + 6*x^2)*Log[-24 + x] + (-906 + 422*x - 16*x^2 + (144 - 6*x)*Log[-24 + x])*Log[-11 + 8*x + 3*Log[-24 + x]])/(264 - 203*x + 8*x^2 + (-72 + 3*x)*Log[-24 + x]),x]","(-x+\log (8 x+3 \log (x-24)-11)+1)^2","(x-\log (-x+3 (3 x+\log (x-24)-3)-2)-1)^2",1,"(1 - x + Log[-11 + 8*x + 3*Log[-24 + x]])^2","A",3,3,86,0.03488,1,"{6688, 12, 6686}"
830,0,0,0,1.0005045,"\int \frac{6 x^2+2 x^3+e^{\frac{e^{9/4}}{x^3}} \left(3 e^{9/4}+x^3\right)}{3 x^3+2 x^4+e^{\frac{e^{9/4}}{x^3}} x^4} \, dx","Int[(6*x^2 + 2*x^3 + E^(E^(9/4)/x^3)*(3*E^(9/4) + x^3))/(3*x^3 + 2*x^4 + E^(E^(9/4)/x^3)*x^4),x]","\int \frac{6 x^2+2 x^3+e^{\frac{e^{9/4}}{x^3}} \left(3 e^{9/4}+x^3\right)}{3 x^3+2 x^4+e^{\frac{e^{9/4}}{x^3}} x^4} \, dx","\log \left(\frac{x^2}{e^{\frac{e^{9/4}}{x^3}} x+2 x+3}\right)",1,"-(E^(9/4)/x^3) + Log[x] - 9*E^(9/4)*Defer[Int][1/(x^4*(3 + 2*x + E^(E^(9/4)/x^3)*x)), x] - 6*E^(9/4)*Defer[Int][1/(x^3*(3 + 2*x + E^(E^(9/4)/x^3)*x)), x] + 3*Defer[Int][1/(x*(3 + 2*x + E^(E^(9/4)/x^3)*x)), x]","F",0,0,0,0,-1,"{}"
831,1,177,0,0.5755485,"\int \frac{-1280+960 x-240 x^2+20 x^3-20 e^{3 e^3} x^3+e^{2 e^3} \left(-240 x^2+60 x^3\right)+\left(10 x+60 x^2+75 x^3-10 x^4\right) \log ^2(4)+e^{e^3} \left(-960 x+480 x^2-60 x^3+\left(5 x^3+10 x^4\right) \log ^2(4)\right)}{256-192 x+48 x^2-4 x^3+4 e^{3 e^3} x^3+e^{2 e^3} \left(48 x^2-12 x^3\right)+e^{e^3} \left(192 x-96 x^2+12 x^3\right)} \, dx","Int[(-1280 + 960*x - 240*x^2 + 20*x^3 - 20*E^(3*E^3)*x^3 + E^(2*E^3)*(-240*x^2 + 60*x^3) + (10*x + 60*x^2 + 75*x^3 - 10*x^4)*Log[4]^2 + E^E^3*(-960*x + 480*x^2 - 60*x^3 + (5*x^3 + 10*x^4)*Log[4]^2))/(256 - 192*x + 48*x^2 - 4*x^3 + 4*E^(3*E^3)*x^3 + E^(2*E^3)*(48*x^2 - 12*x^3) + E^E^3*(192*x - 96*x^2 + 12*x^3)),x]","\frac{5 x^2 \log ^2(4)}{4 \left(1-e^{e^3}\right)^2}-\frac{5 x \left(4+12 e^{2 e^3}-4 e^{3 e^3}-9 \log ^2(4)-e^{e^3} \left(12-\log ^2(4)\right)\right)}{4 \left(1-e^{e^3}\right)^3}-\frac{5 \left(9-e^{e^3}\right) \left(17-e^{e^3}\right) \log ^2(4)}{2 \left(1-e^{e^3}\right)^4 \left(4-\left(1-e^{e^3}\right) x\right)}+\frac{5 \left(9-e^{e^3}\right)^2 \log ^2(4)}{\left(1-e^{e^3}\right)^4 \left(4-\left(1-e^{e^3}\right) x\right)^2}","5 \left(\frac{(2 x+1)^2 \log ^2(4)}{16 \left(\frac{4}{x}+e^{e^3}-1\right)^2}-x\right)-4",1,"(5*x^2*Log[4]^2)/(4*(1 - E^E^3)^2) + (5*(9 - E^E^3)^2*Log[4]^2)/((1 - E^E^3)^4*(4 - (1 - E^E^3)*x)^2) - (5*(9 - E^E^3)*(17 - E^E^3)*Log[4]^2)/(2*(1 - E^E^3)^4*(4 - (1 - E^E^3)*x)) - (5*x*(4 + 12*E^(2*E^3) - 4*E^(3*E^3) - 9*Log[4]^2 - E^E^3*(12 - Log[4]^2)))/(4*(1 - E^E^3)^3)","B",4,2,175,0.01143,1,"{6, 2074}"
832,1,36,0,0.0642721,"\int \frac{-27-18 x-3 x^2+e^3 \left(48 x+24 x^2\right)}{9 x^4+6 x^5+x^6} \, dx","Int[(-27 - 18*x - 3*x^2 + E^3*(48*x + 24*x^2))/(9*x^4 + 6*x^5 + x^6),x]","\frac{1}{x^3}-\frac{8 e^3}{3 x^2}-\frac{8 e^3}{9 (x+3)}+\frac{8 e^3}{9 x}","\frac{1}{x^3}-\frac{8 e^3}{x^2 (x+3)}-1",1,"x^(-3) - (8*E^3)/(3*x^2) + (8*E^3)/(9*x) - (8*E^3)/(9*(3 + x))","A",4,3,40,0.07500,1,"{1594, 27, 1820}"
833,1,26,0,2.7156408,"\int \frac{\left(e^x \log \left(\log \left(e^{x+x^2}-e^x x\right)\right)\right)^{2/9} \left(-4-4 x+e^{x^2} (4+8 x)+\left(4 e^{x^2}-4 x\right) \log \left(e^{x+x^2}-e^x x\right) \log \left(\log \left(e^{x+x^2}-e^x x\right)\right)\right)}{\left(9 e^{x^2}-9 x\right) \log \left(e^{x+x^2}-e^x x\right) \log \left(\log \left(e^{x+x^2}-e^x x\right)\right)} \, dx","Int[((E^x*Log[Log[E^(x + x^2) - E^x*x]])^(2/9)*(-4 - 4*x + E^x^2*(4 + 8*x) + (4*E^x^2 - 4*x)*Log[E^(x + x^2) - E^x*x]*Log[Log[E^(x + x^2) - E^x*x]]))/((9*E^x^2 - 9*x)*Log[E^(x + x^2) - E^x*x]*Log[Log[E^(x + x^2) - E^x*x]]),x]","2 \left(e^x \log \left(\log \left(e^{x^2+x}-e^x x\right)\right)\right)^{2/9}","2 \left(e^x \log \left(\log \left(e^x \left(e^{x^2}-x\right)\right)\right)\right)^{2/9}",1,"2*(E^x*Log[Log[E^(x + x^2) - E^x*x]])^(2/9)","A",3,3,132,0.02273,1,"{6719, 2281, 2288}"
834,0,0,0,44.2408454,"\int \frac{6 x^2+2 x^3+\left(48 x+4 x^2-4 x^3\right) \log (-4+x) \log (\log (-4+x))+\left(-2 x^2+\left(-40 x+2 x^2+2 x^3\right) \log (-4+x) \log (\log (-4+x))\right) \log \left(\frac{4}{x \log (\log (-4+x))}\right)+\left(8 x-2 x^2\right) \log (-4+x) \log (\log (-4+x)) \log ^2\left(\frac{4}{x \log (\log (-4+x))}\right)}{\left(-324-351 x-180 x^2-24 x^3+8 x^4+4 x^5\right) \log (-4+x) \log (\log (-4+x))+\left(432+324 x+84 x^2-16 x^3-8 x^4\right) \log (-4+x) \log (\log (-4+x)) \log \left(\frac{4}{x \log (\log (-4+x))}\right)+\left(-216-90 x+4 x^2+8 x^3\right) \log (-4+x) \log (\log (-4+x)) \log ^2\left(\frac{4}{x \log (\log (-4+x))}\right)+\left(48+4 x-4 x^2\right) \log (-4+x) \log (\log (-4+x)) \log ^3\left(\frac{4}{x \log (\log (-4+x))}\right)+(-4+x) \log (-4+x) \log (\log (-4+x)) \log ^4\left(\frac{4}{x \log (\log (-4+x))}\right)} \, dx","Int[(6*x^2 + 2*x^3 + (48*x + 4*x^2 - 4*x^3)*Log[-4 + x]*Log[Log[-4 + x]] + (-2*x^2 + (-40*x + 2*x^2 + 2*x^3)*Log[-4 + x]*Log[Log[-4 + x]])*Log[4/(x*Log[Log[-4 + x]])] + (8*x - 2*x^2)*Log[-4 + x]*Log[Log[-4 + x]]*Log[4/(x*Log[Log[-4 + x]])]^2)/((-324 - 351*x - 180*x^2 - 24*x^3 + 8*x^4 + 4*x^5)*Log[-4 + x]*Log[Log[-4 + x]] + (432 + 324*x + 84*x^2 - 16*x^3 - 8*x^4)*Log[-4 + x]*Log[Log[-4 + x]]*Log[4/(x*Log[Log[-4 + x]])] + (-216 - 90*x + 4*x^2 + 8*x^3)*Log[-4 + x]*Log[Log[-4 + x]]*Log[4/(x*Log[Log[-4 + x]])]^2 + (48 + 4*x - 4*x^2)*Log[-4 + x]*Log[Log[-4 + x]]*Log[4/(x*Log[Log[-4 + x]])]^3 + (-4 + x)*Log[-4 + x]*Log[Log[-4 + x]]*Log[4/(x*Log[Log[-4 + x]])]^4),x]","\int \frac{6 x^2+2 x^3+\left(48 x+4 x^2-4 x^3\right) \log (-4+x) \log (\log (-4+x))+\left(-2 x^2+\left(-40 x+2 x^2+2 x^3\right) \log (-4+x) \log (\log (-4+x))\right) \log \left(\frac{4}{x \log (\log (-4+x))}\right)+\left(8 x-2 x^2\right) \log (-4+x) \log (\log (-4+x)) \log ^2\left(\frac{4}{x \log (\log (-4+x))}\right)}{\left(-324-351 x-180 x^2-24 x^3+8 x^4+4 x^5\right) \log (-4+x) \log (\log (-4+x))+\left(432+324 x+84 x^2-16 x^3-8 x^4\right) \log (-4+x) \log (\log (-4+x)) \log \left(\frac{4}{x \log (\log (-4+x))}\right)+\left(-216-90 x+4 x^2+8 x^3\right) \log (-4+x) \log (\log (-4+x)) \log ^2\left(\frac{4}{x \log (\log (-4+x))}\right)+\left(48+4 x-4 x^2\right) \log (-4+x) \log (\log (-4+x)) \log ^3\left(\frac{4}{x \log (\log (-4+x))}\right)+(-4+x) \log (-4+x) \log (\log (-4+x)) \log ^4\left(\frac{4}{x \log (\log (-4+x))}\right)} \, dx","\frac{x^2}{-x^2-\left(x-\log \left(\frac{4}{x \log (\log (x-4))}\right)+3\right)^2}",1,"6*Defer[Int][x/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2, x] + 8*Defer[Int][x^2/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2, x] + 4*Defer[Int][x^3/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2, x] + 56*Defer[Int][1/(Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] + 224*Defer[Int][1/((-4 + x)*Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] + 14*Defer[Int][x/(Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] + 2*Defer[Int][x^2/(Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] - 2*Defer[Int][(x*Log[4/(x*Log[Log[-4 + x]])])/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2, x] - 2*Defer[Int][(x^2*Log[4/(x*Log[Log[-4 + x]])])/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2, x] - 8*Defer[Int][Log[4/(x*Log[Log[-4 + x]])]/(Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] - 32*Defer[Int][Log[4/(x*Log[Log[-4 + x]])]/((-4 + x)*Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] - 2*Defer[Int][(x*Log[4/(x*Log[Log[-4 + x]])])/(Log[-4 + x]*Log[Log[-4 + x]]*(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2)^2), x] - 2*Defer[Int][x/(9 + 6*x + 2*x^2 - 6*Log[4/(x*Log[Log[-4 + x]])] - 2*x*Log[4/(x*Log[Log[-4 + x]])] + Log[4/(x*Log[Log[-4 + x]])]^2), x]","F",0,0,0,0,-1,"{}"
835,0,0,0,21.4949037,"\int \frac{4^{\frac{-16-8 x-x^2}{-2-2 x+2 \log \left(\log \left(x^2\right)\right)}} \left(\left(32+48 x+18 x^2+2 x^3\right) \log (4)+\left(2+8 x+10 x^2+4 x^3+\left(-8 x-6 x^2+3 x^3+x^4\right) \log (4)\right) \log \left(x^2\right)+\left(-4-12 x-8 x^2+\left(-8 x-10 x^2-2 x^3\right) \log (4)\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+(2+4 x) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)\right)}{\left(2+4 x+2 x^2\right) \log \left(x^2\right)+(-4-4 x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+2 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","Int[(4^((-16 - 8*x - x^2)/(-2 - 2*x + 2*Log[Log[x^2]]))*((32 + 48*x + 18*x^2 + 2*x^3)*Log[4] + (2 + 8*x + 10*x^2 + 4*x^3 + (-8*x - 6*x^2 + 3*x^3 + x^4)*Log[4])*Log[x^2] + (-4 - 12*x - 8*x^2 + (-8*x - 10*x^2 - 2*x^3)*Log[4])*Log[x^2]*Log[Log[x^2]] + (2 + 4*x)*Log[x^2]*Log[Log[x^2]]^2))/((2 + 4*x + 2*x^2)*Log[x^2] + (-4 - 4*x)*Log[x^2]*Log[Log[x^2]] + 2*Log[x^2]*Log[Log[x^2]]^2),x]","\int \frac{4^{\frac{-16-8 x-x^2}{-2-2 x+2 \log \left(\log \left(x^2\right)\right)}} \left(\left(32+48 x+18 x^2+2 x^3\right) \log (4)+\left(2+8 x+10 x^2+4 x^3+\left(-8 x-6 x^2+3 x^3+x^4\right) \log (4)\right) \log \left(x^2\right)+\left(-4-12 x-8 x^2+\left(-8 x-10 x^2-2 x^3\right) \log (4)\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+(2+4 x) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)\right)}{\left(2+4 x+2 x^2\right) \log \left(x^2\right)+(-4-4 x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+2 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","\left(x^2+x\right) 2^{\frac{(x+4)^2}{-\log \left(\log \left(x^2\right)\right)+x+1}}",1,"Defer[Int][2^((4 + x)^2/(1 + x - Log[Log[x^2]])), x] + Defer[Int][2^(1 + (4 + x)^2/(1 + x - Log[Log[x^2]]))*x, x] - Log[4]*Defer[Int][(2^((19 + 11*x + x^2 - 3*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x)/(1 + x - Log[Log[x^2]])^2, x] - Log[4]*Defer[Int][(2^((19 + 11*x + x^2 - 3*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^2)/(1 + x - Log[Log[x^2]])^2, x] - Log[65536]*Defer[Int][(2^((15 + 7*x + x^2 + Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^2)/(1 + x - Log[Log[x^2]])^2, x] - Log[4]*Defer[Int][(2^((15 + 7*x + x^2 + Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^3)/(1 + x - Log[Log[x^2]])^2, x] - Log[65536]*Defer[Int][(2^((15 + 7*x + x^2 + Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^3)/(1 + x - Log[Log[x^2]])^2, x] - Log[4]*Defer[Int][(2^((15 + 7*x + x^2 + Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^4)/(1 + x - Log[Log[x^2]])^2, x] + Log[4]*Defer[Int][2^((20 + 12*x + x^2 - 4*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^((20 + 12*x + x^2 - 4*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x)/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^((19 + 11*x + x^2 - 3*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x)/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^((4 + x)^2/(1 + x - Log[Log[x^2]]))*x^2)/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^((19 + 11*x + x^2 - 3*Log[Log[x^2]])/(1 + x - Log[Log[x^2]]))*x^2)/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^((4 + x)^2/(1 + x - Log[Log[x^2]]))*x^3)/(Log[x^2]*(1 + x - Log[Log[x^2]])^2), x] + Log[4]*Defer[Int][(2^(2 + (4 + x)^2/(1 + x - Log[Log[x^2]]))*x)/(1 + x - Log[Log[x^2]]), x] + 5*Log[4]*Defer[Int][(2^((4 + x)^2/(1 + x - Log[Log[x^2]]))*x^2)/(1 + x - Log[Log[x^2]]), x] + Log[4]*Defer[Int][(2^((4 + x)^2/(1 + x - Log[Log[x^2]]))*x^3)/(1 + x - Log[Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
836,1,14,0,0.0687988,"\int \frac{-25-3 e^{3 e^x+x}}{e^{3 e^x}+25 x} \, dx","Int[(-25 - 3*E^(3*E^x + x))/(E^(3*E^x) + 25*x),x]","-\log \left(25 x+e^{3 e^x}\right)","-\log \left(25 x+e^{3 e^x}\right)+5-\log (2)",1,"-Log[E^(3*E^x) + 25*x]","A",1,1,27,0.03704,1,"{6684}"
837,1,40,0,5.3874938,"\int \frac{84+198 x+152 x^2+60 x^3+10 x^4+\left(72+132 x+96 x^2+32 x^3+4 x^4\right) \log \left(\frac{12+12 x+4 x^2}{12+16 x+7 x^2+x^3}\right)}{18-3 x-24 x^2-7 x^3+9 x^4+6 x^5+x^6} \, dx","Int[(84 + 198*x + 152*x^2 + 60*x^3 + 10*x^4 + (72 + 132*x + 96*x^2 + 32*x^3 + 4*x^4)*Log[(12 + 12*x + 4*x^2)/(12 + 16*x + 7*x^2 + x^3)])/(18 - 3*x - 24*x^2 - 7*x^3 + 9*x^4 + 6*x^5 + x^6),x]","\frac{4 \log \left(\frac{4 \left(x^2+3 x+3\right)}{(x+2)^2 (x+3)}\right)}{1-x}+\frac{6}{1-x}","\frac{4 \left(\log \left(\frac{\frac{x^2}{(x+2)^2}+3}{x+3}\right)+x\right)+2}{1-x}",1,"6/(1 - x) + (4*Log[(4*(3 + 3*x + x^2))/((2 + x)^2*(3 + x))])/(1 - x)","A",40,8,99,0.08081,1,"{6741, 6742, 6728, 634, 618, 204, 628, 2525}"
838,0,0,0,15.177928,"\int \frac{\exp \left(\frac{-16+32 x-2 x^4+(32-64 x) \log \left(x^2\right)+(-24+48 x) \log ^2\left(x^2\right)+(8-16 x) \log ^3\left(x^2\right)+(-1+2 x) \log ^4\left(x^2\right)}{32-64 \log \left(x^2\right)+48 \log ^2\left(x^2\right)-16 \log ^3\left(x^2\right)+2 \log ^4\left(x^2\right)}\right) \left(-32+16 x^3+\left(80-4 x^3\right) \log \left(x^2\right)-80 \log ^2\left(x^2\right)+40 \log ^3\left(x^2\right)-10 \log ^4\left(x^2\right)+\log ^5\left(x^2\right)\right)}{-32+80 \log \left(x^2\right)-80 \log ^2\left(x^2\right)+40 \log ^3\left(x^2\right)-10 \log ^4\left(x^2\right)+\log ^5\left(x^2\right)} \, dx","Int[(E^((-16 + 32*x - 2*x^4 + (32 - 64*x)*Log[x^2] + (-24 + 48*x)*Log[x^2]^2 + (8 - 16*x)*Log[x^2]^3 + (-1 + 2*x)*Log[x^2]^4)/(32 - 64*Log[x^2] + 48*Log[x^2]^2 - 16*Log[x^2]^3 + 2*Log[x^2]^4))*(-32 + 16*x^3 + (80 - 4*x^3)*Log[x^2] - 80*Log[x^2]^2 + 40*Log[x^2]^3 - 10*Log[x^2]^4 + Log[x^2]^5))/(-32 + 80*Log[x^2] - 80*Log[x^2]^2 + 40*Log[x^2]^3 - 10*Log[x^2]^4 + Log[x^2]^5),x]","\int \frac{\exp \left(\frac{-16+32 x-2 x^4+(32-64 x) \log \left(x^2\right)+(-24+48 x) \log ^2\left(x^2\right)+(8-16 x) \log ^3\left(x^2\right)+(-1+2 x) \log ^4\left(x^2\right)}{32-64 \log \left(x^2\right)+48 \log ^2\left(x^2\right)-16 \log ^3\left(x^2\right)+2 \log ^4\left(x^2\right)}\right) \left(-32+16 x^3+\left(80-4 x^3\right) \log \left(x^2\right)-80 \log ^2\left(x^2\right)+40 \log ^3\left(x^2\right)-10 \log ^4\left(x^2\right)+\log ^5\left(x^2\right)\right)}{-32+80 \log \left(x^2\right)-80 \log ^2\left(x^2\right)+40 \log ^3\left(x^2\right)-10 \log ^4\left(x^2\right)+\log ^5\left(x^2\right)} \, dx","e^{-\frac{x^4}{\left(\log \left(x^2\right)-2\right)^4}+x-\frac{1}{2}}",1,"Defer[Int][E^((-16 + 32*x - 2*x^4 + (32 - 64*x)*Log[x^2] + (-24 + 48*x)*Log[x^2]^2 + (8 - 16*x)*Log[x^2]^3 + (-1 + 2*x)*Log[x^2]^4)/(2*(-2 + Log[x^2])^4)), x] + 8*Defer[Int][(E^((-16 + 32*x - 2*x^4 + (32 - 64*x)*Log[x^2] + (-24 + 48*x)*Log[x^2]^2 + (8 - 16*x)*Log[x^2]^3 + (-1 + 2*x)*Log[x^2]^4)/(2*(-2 + Log[x^2])^4))*x^3)/(-2 + Log[x^2])^5, x] - 4*Defer[Int][(E^((-16 + 32*x - 2*x^4 + (32 - 64*x)*Log[x^2] + (-24 + 48*x)*Log[x^2]^2 + (8 - 16*x)*Log[x^2]^3 + (-1 + 2*x)*Log[x^2]^4)/(2*(-2 + Log[x^2])^4))*x^3)/(-2 + Log[x^2])^4, x]","F",0,0,0,0,-1,"{}"
839,0,0,0,7.5924689,"\int \frac{290 x+58 x^2-58 x \log (5)+58 x^2 \log (x)+e^{e^x} \left(290+58 x-58 \log (5)+\left(290+116 x-58 \log (5)+e^x \left(-290 x-58 x^2+58 x \log (5)\right)\right) \log (x)\right)}{\left(25 x^2+10 x^3+x^4+\left(-10 x^2-2 x^3\right) \log (5)+x^2 \log ^2(5)\right) \log ^2(x)} \, dx","Int[(290*x + 58*x^2 - 58*x*Log[5] + 58*x^2*Log[x] + E^E^x*(290 + 58*x - 58*Log[5] + (290 + 116*x - 58*Log[5] + E^x*(-290*x - 58*x^2 + 58*x*Log[5]))*Log[x]))/((25*x^2 + 10*x^3 + x^4 + (-10*x^2 - 2*x^3)*Log[5] + x^2*Log[5]^2)*Log[x]^2),x]","\int \frac{290 x+58 x^2-58 x \log (5)+58 x^2 \log (x)+e^{e^x} \left(290+58 x-58 \log (5)+\left(290+116 x-58 \log (5)+e^x \left(-290 x-58 x^2+58 x \log (5)\right)\right) \log (x)\right)}{\left(25 x^2+10 x^3+x^4+\left(-10 x^2-2 x^3\right) \log (5)+x^2 \log ^2(5)\right) \log ^2(x)} \, dx","\frac{58 \left(x+e^{e^x}\right)}{x (-x-5+\log (5)) \log (x)}",1,"(58*Defer[Int][E^E^x/(x^2*Log[x]^2), x])/(5 - Log[5]) - (58*Defer[Int][E^E^x/(x*Log[x]^2), x])/(5 - Log[5])^2 + (58*Defer[Int][E^E^x/((5 + x - Log[5])*Log[x]^2), x])/(5 - Log[5])^2 + 58*Defer[Int][1/(x*(5 + x - Log[5])*Log[x]^2), x] + (58*Defer[Int][E^E^x/(x^2*Log[x]), x])/(5 - Log[5]) - (58*Defer[Int][E^(E^x + x)/(x*Log[x]), x])/(5 - Log[5]) + 58*Defer[Int][1/((5 + x - Log[5])^2*Log[x]), x] - (58*Defer[Int][E^E^x/((5 + x - Log[5])^2*Log[x]), x])/(5 - Log[5]) + (58*Defer[Int][E^(E^x + x)/((5 + x - Log[5])*Log[x]), x])/(5 - Log[5])","F",0,0,0,0,-1,"{}"
840,0,0,0,20.3801562,"\int \frac{e^{1-x} \left(-64 x-32 x^2+4 x^3+2 x^4+\left(64+32 x-4 x^2-2 x^3\right) \log (2+x)+\left(\left(48 x+21 x^2-13 x^3-7 x^4-x^5\right) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)+\left(-32+2 x+21 x^2+8 x^3+x^4\right) \log (2+x) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right) \log \left(\log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right)\right)}{\left(32+30 x+9 x^2+x^3\right) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right) \log ^2\left(\log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right)} \, dx","Int[(E^(1 - x)*(-64*x - 32*x^2 + 4*x^3 + 2*x^4 + (64 + 32*x - 4*x^2 - 2*x^3)*Log[2 + x] + ((48*x + 21*x^2 - 13*x^3 - 7*x^4 - x^5)*Log[x^2/(256 + 224*x + 81*x^2 + 14*x^3 + x^4)] + (-32 + 2*x + 21*x^2 + 8*x^3 + x^4)*Log[2 + x]*Log[x^2/(256 + 224*x + 81*x^2 + 14*x^3 + x^4)])*Log[Log[x^2/(256 + 224*x + 81*x^2 + 14*x^3 + x^4)]]))/((32 + 30*x + 9*x^2 + x^3)*Log[x^2/(256 + 224*x + 81*x^2 + 14*x^3 + x^4)]*Log[Log[x^2/(256 + 224*x + 81*x^2 + 14*x^3 + x^4)]]^2),x]","\int \frac{e^{1-x} \left(-64 x-32 x^2+4 x^3+2 x^4+\left(64+32 x-4 x^2-2 x^3\right) \log (2+x)+\left(\left(48 x+21 x^2-13 x^3-7 x^4-x^5\right) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)+\left(-32+2 x+21 x^2+8 x^3+x^4\right) \log (2+x) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right) \log \left(\log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right)\right)}{\left(32+30 x+9 x^2+x^3\right) \log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right) \log ^2\left(\log \left(\frac{x^2}{256+224 x+81 x^2+14 x^3+x^4}\right)\right)} \, dx","\frac{e^{1-x} x (x-\log (x+2))}{\log \left(\log \left(\frac{x^2}{\left((x+4)^2-x\right)^2}\right)\right)}",1,"-14*Defer[Int][E^(1 - x)/(Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x] + ((448*I)*Defer[Int][E^(1 - x)/((-7 + I*Sqrt[15] - 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/Sqrt[15] + 2*Defer[Int][(E^(1 - x)*x)/(Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x] + (34*(15 + (7*I)*Sqrt[15])*Defer[Int][E^(1 - x)/((7 - I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/15 + ((448*I)*Defer[Int][E^(1 - x)/((7 + I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/Sqrt[15] + (34*(15 - (7*I)*Sqrt[15])*Defer[Int][E^(1 - x)/((7 + I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/15 - 2*Defer[Int][(E^(1 - x)*Log[2 + x])/(Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x] + ((128*I)*Defer[Int][(E^(1 - x)*Log[2 + x])/((-7 + I*Sqrt[15] - 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/Sqrt[15] + (14*(15 + (7*I)*Sqrt[15])*Defer[Int][(E^(1 - x)*Log[2 + x])/((7 - I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/15 + ((128*I)*Defer[Int][(E^(1 - x)*Log[2 + x])/((7 + I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/Sqrt[15] + (14*(15 - (7*I)*Sqrt[15])*Defer[Int][(E^(1 - x)*Log[2 + x])/((7 + I*Sqrt[15] + 2*x)*Log[x^2/(16 + 7*x + x^2)^2]*Log[Log[x^2/(16 + 7*x + x^2)^2]]^2), x])/15 - Defer[Int][E^(1 - x)/Log[Log[x^2/(16 + 7*x + x^2)^2]], x] + 2*Defer[Int][(E^(1 - x)*x)/Log[Log[x^2/(16 + 7*x + x^2)^2]], x] - Defer[Int][(E^(1 - x)*x^2)/Log[Log[x^2/(16 + 7*x + x^2)^2]], x] + 2*Defer[Int][E^(1 - x)/((2 + x)*Log[Log[x^2/(16 + 7*x + x^2)^2]]), x] - Defer[Int][(E^(1 - x)*Log[2 + x])/Log[Log[x^2/(16 + 7*x + x^2)^2]], x] + Defer[Int][(E^(1 - x)*x*Log[2 + x])/Log[Log[x^2/(16 + 7*x + x^2)^2]], x]","F",0,0,0,0,-1,"{}"
841,0,0,0,12.8744967,"\int \frac{4-17 x+3 e x+e^x \left(-9 x-3 x^2\right)+\left(-6 x+e x+e^x \left(-3 x-x^2\right)\right) \log (x)+(-3 x-x \log (x)) \log (3+\log (x))}{12 x+3 e^2 x+3 e^{2 x} x-12 x^2+3 x^3+e \left(-12 x+6 x^2\right)+e^x \left(-12 x+6 e x+6 x^2\right)+\left(4 x+e^2 x+e^{2 x} x-4 x^2+x^3+e \left(-4 x+2 x^2\right)+e^x \left(-4 x+2 e x+2 x^2\right)\right) \log (x)+\left(12 x-6 e x-6 e^x x-6 x^2+\left(4 x-2 e x-2 e^x x-2 x^2\right) \log (x)\right) \log (3+\log (x))+(3 x+x \log (x)) \log ^2(3+\log (x))} \, dx","Int[(4 - 17*x + 3*E*x + E^x*(-9*x - 3*x^2) + (-6*x + E*x + E^x*(-3*x - x^2))*Log[x] + (-3*x - x*Log[x])*Log[3 + Log[x]])/(12*x + 3*E^2*x + 3*E^(2*x)*x - 12*x^2 + 3*x^3 + E*(-12*x + 6*x^2) + E^x*(-12*x + 6*E*x + 6*x^2) + (4*x + E^2*x + E^(2*x)*x - 4*x^2 + x^3 + E*(-4*x + 2*x^2) + E^x*(-4*x + 2*E*x + 2*x^2))*Log[x] + (12*x - 6*E*x - 6*E^x*x - 6*x^2 + (4*x - 2*E*x - 2*E^x*x - 2*x^2)*Log[x])*Log[3 + Log[x]] + (3*x + x*Log[x])*Log[3 + Log[x]]^2),x]","\int \frac{4-17 x+3 e x+e^x \left(-9 x-3 x^2\right)+\left(-6 x+e x+e^x \left(-3 x-x^2\right)\right) \log (x)+(-3 x-x \log (x)) \log (3+\log (x))}{12 x+3 e^2 x+3 e^{2 x} x-12 x^2+3 x^3+e \left(-12 x+6 x^2\right)+e^x \left(-12 x+6 e x+6 x^2\right)+\left(4 x+e^2 x+e^{2 x} x-4 x^2+x^3+e \left(-4 x+2 x^2\right)+e^x \left(-4 x+2 e x+2 x^2\right)\right) \log (x)+\left(12 x-6 e x-6 e^x x-6 x^2+\left(4 x-2 e x-2 e^x x-2 x^2\right) \log (x)\right) \log (3+\log (x))+(3 x+x \log (x)) \log ^2(3+\log (x))} \, dx","\frac{x+4}{x+e^x-\log (\log (x)+3)+e-2}",1,"Defer[Int][1/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] - 12*(3 - E)*Defer[Int][1/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 4*Defer[Int][1/(x*(3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 12*Defer[Int][x/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] - 3*(3 - E)*Defer[Int][x/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 3*Defer[Int][x^2/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] - 4*(3 - E)*Defer[Int][Log[x]/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 4*Defer[Int][(x*Log[x])/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] - (3 - E)*Defer[Int][(x*Log[x])/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + Defer[Int][(x^2*Log[x])/((3 + Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 12*Defer[Int][Log[3 + Log[x]]/((-3 - Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 3*Defer[Int][(x*Log[3 + Log[x]])/((-3 - Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 4*Defer[Int][(Log[x]*Log[3 + Log[x]])/((-3 - Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + Defer[Int][(x*Log[x]*Log[3 + Log[x]])/((-3 - Log[x])*(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^2), x] + 3*Defer[Int][(2*(1 - E/2) - E^x - x + Log[3 + Log[x]])^(-1), x] + Defer[Int][x/(2*(1 - E/2) - E^x - x + Log[3 + Log[x]]), x]","F",0,0,0,0,-1,"{}"
842,0,0,0,3.0632983,"\int \frac{-175-120 x-1254 x^3-1001 x^4-300 x^5-40 x^6-2 x^7+\left(-60-40 x+8 x^2-1000 x^3-800 x^4-200 x^5-16 x^6\right) \log (x)+\left(-5+x^2-300 x^3-200 x^4-36 x^5\right) \log ^2(x)+\left(-40 x^3-16 x^4\right) \log ^3(x)-2 x^3 \log ^4(x)}{625 x^2+500 x^3+150 x^4+20 x^5+x^6+\left(500 x^2+400 x^3+100 x^4+8 x^5\right) \log (x)+\left(150 x^2+100 x^3+18 x^4\right) \log ^2(x)+\left(20 x^2+8 x^3\right) \log ^3(x)+x^2 \log ^4(x)} \, dx","Int[(-175 - 120*x - 1254*x^3 - 1001*x^4 - 300*x^5 - 40*x^6 - 2*x^7 + (-60 - 40*x + 8*x^2 - 1000*x^3 - 800*x^4 - 200*x^5 - 16*x^6)*Log[x] + (-5 + x^2 - 300*x^3 - 200*x^4 - 36*x^5)*Log[x]^2 + (-40*x^3 - 16*x^4)*Log[x]^3 - 2*x^3*Log[x]^4)/(625*x^2 + 500*x^3 + 150*x^4 + 20*x^5 + x^6 + (500*x^2 + 400*x^3 + 100*x^4 + 8*x^5)*Log[x] + (150*x^2 + 100*x^3 + 18*x^4)*Log[x]^2 + (20*x^2 + 8*x^3)*Log[x]^3 + x^2*Log[x]^4),x]","\int \frac{-175-120 x-1254 x^3-1001 x^4-300 x^5-40 x^6-2 x^7+\left(-60-40 x+8 x^2-1000 x^3-800 x^4-200 x^5-16 x^6\right) \log (x)+\left(-5+x^2-300 x^3-200 x^4-36 x^5\right) \log ^2(x)+\left(-40 x^3-16 x^4\right) \log ^3(x)-2 x^3 \log ^4(x)}{625 x^2+500 x^3+150 x^4+20 x^5+x^6+\left(500 x^2+400 x^3+100 x^4+8 x^5\right) \log (x)+\left(150 x^2+100 x^3+18 x^4\right) \log ^2(x)+\left(20 x^2+8 x^3\right) \log ^3(x)+x^2 \log ^4(x)} \, dx","\frac{\left(x^2+5\right) \left(\frac{1}{(x+\log (x)+5)^2+2 x \log (x)}-x\right)}{x}",1,"-x^2 - 20*Defer[Int][(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^(-2), x] - 50*Defer[Int][1/(x^2*(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2), x] - 70*Defer[Int][1/(x*(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2), x] - 14*Defer[Int][x/(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 2*Defer[Int][x^2/(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 2*Defer[Int][Log[x]/(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 10*Defer[Int][Log[x]/(x^2*(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2), x] - 20*Defer[Int][Log[x]/(x*(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2), x] - 4*Defer[Int][(x*Log[x])/(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] + Defer[Int][(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)^(-1), x] - 5*Defer[Int][1/(x^2*(25 + 10*x + x^2 + 10*Log[x] + 4*x*Log[x] + Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
843,0,0,0,0.4474419,"\int \frac{e^{-3-e^x} \left(-2+4 \log (2)-4 e^x x \log (2)+\left(-1+e^x x\right) \log \left(x^2\right)\right)}{\log (2)} \, dx","Int[(E^(-3 - E^x)*(-2 + 4*Log[2] - 4*E^x*x*Log[2] + (-1 + E^x*x)*Log[x^2]))/Log[2],x]","\int \frac{e^{-3-e^x} \left(-2+4 \log (2)-4 e^x x \log (2)+\left(-1+e^x x\right) \log \left(x^2\right)\right)}{\log (2)} \, dx","e^{-e^x-3} \left(4 x-\frac{x \log \left(x^2\right)}{\log (2)}\right)",1,"(2*ExpIntegralEi[-E^x])/(E^3*Log[2]) - (2*ExpIntegralEi[-E^x]*(1 - Log[4]))/(E^3*Log[2]) - (E^(-3 - E^x)*x*Log[x^2])/Log[2] - 4*Defer[Int][E^(-3 - E^x + x)*x, x]","F",0,0,0,0,-1,"{}"
844,1,38,0,0.0573078,"\int \frac{6 e^5+400 x^2+e^x \left(-x^2+x^3\right)-6 e^5 \log (x)}{6 e^5 x^2} \, dx","Int[(6*E^5 + 400*x^2 + E^x*(-x^2 + x^3) - 6*E^5*Log[x])/(6*E^5*x^2),x]","-\frac{1}{6} e^{x-5} (1-x)-\frac{e^{x-5}}{6}+\frac{200 x}{3 e^5}+\frac{\log (x)}{x}","\frac{\left(e^x+400\right) (x-2)}{6 e^5}+\frac{\log (x)}{x}",1,"-1/6*E^(-5 + x) - (E^(-5 + x)*(1 - x))/6 + (200*x)/(3*E^5) + Log[x]/x","A",10,5,41,0.1220,1,"{12, 14, 2176, 2194, 2304}"
845,0,0,0,4.0953211,"\int \frac{e^{-e^{\frac{1}{3} \left(5 x+x^2\right)}} \left(6 x^2+e^{e^{\frac{1}{3} \left(5 x+x^2\right)}} \left(3+3 x+3 e^x x\right)+e^{\frac{1}{3} \left(5 x+x^2\right)} \left(-5 x^3-2 x^4\right)\right)}{3 x} \, dx","Int[(6*x^2 + E^E^((5*x + x^2)/3)*(3 + 3*x + 3*E^x*x) + E^((5*x + x^2)/3)*(-5*x^3 - 2*x^4))/(3*E^E^((5*x + x^2)/3)*x),x]","\int \frac{e^{-e^{\frac{1}{3} \left(5 x+x^2\right)}} \left(6 x^2+e^{e^{\frac{1}{3} \left(5 x+x^2\right)}} \left(3+3 x+3 e^x x\right)+e^{\frac{1}{3} \left(5 x+x^2\right)} \left(-5 x^3-2 x^4\right)\right)}{3 x} \, dx","e^{-e^{\frac{1}{3} x (x+5)}} x^2+x+e^x+\log (x)-5",1,"E^x + x + Log[x] + 2*Defer[Int][x/E^E^((x*(5 + x))/3), x] - (5*Defer[Int][E^((-3*E^((x*(5 + x))/3) + 5*x + x^2)/3)*x^2, x])/3 - (2*Defer[Int][E^((-3*E^((x*(5 + x))/3) + 5*x + x^2)/3)*x^3, x])/3","F",0,0,0,0,-1,"{}"
846,1,1165,0,4.6040057,"\int \frac{900 x^3+1250 x^4-125 x^5+25 x^6+e^2 \left(450 x^2+850 x^3-75 x^4+25 x^5\right)+\left(40500 x+51750 x^2-11650 x^3+1900 x^4-200 x^5+e^2 \left(20250+36000 x-7400 x^2+1650 x^3-200 x^4\right)\right) \log \left(x^2+x^3+e^2 \left(x+x^2\right)\right)+\left(10125 x+5625 x^2-4125 x^3+375 x^4+e^2 \left(10125+5625 x-4125 x^2+375 x^3\right)\right) \log ^2\left(x^2+x^3+e^2 \left(x+x^2\right)\right)}{x+x^2+e^2 (1+x)} \, dx","Int[(900*x^3 + 1250*x^4 - 125*x^5 + 25*x^6 + E^2*(450*x^2 + 850*x^3 - 75*x^4 + 25*x^5) + (40500*x + 51750*x^2 - 11650*x^3 + 1900*x^4 - 200*x^5 + E^2*(20250 + 36000*x - 7400*x^2 + 1650*x^3 - 200*x^4))*Log[x^2 + x^3 + E^2*(x + x^2)] + (10125*x + 5625*x^2 - 4125*x^3 + 375*x^4 + E^2*(10125 + 5625*x - 4125*x^2 + 375*x^3))*Log[x^2 + x^3 + E^2*(x + x^2)]^2)/(x + x^2 + E^2*(1 + x)),x]","5 x^5-50 \log \left(x (x+1) \left(x+e^2\right)\right) x^4+125 \log ^2\left(x (x+1) \left(x+e^2\right)\right) x^3+450 \log \left(x (x+1) \left(x+e^2\right)\right) x^3+\frac{50}{3} \left(28+e^2\right) x^3-\frac{50}{3} \left(1+e^2\right) x^3-450 x^3-2250 \log ^2\left(x (x+1) \left(x+e^2\right)\right) x^2-125 \left(55+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right) x^2+125 \left(1+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right) x^2+6750 \log \left(x (x+1) \left(x+e^2\right)\right) x^2-25 \left(10+9 e^2+e^4\right) x^2+25 \left(1+e^4\right) x^2+\frac{375}{2} \left(55+e^2\right) x^2+\frac{75}{2} \left(1+e^2\right) x^2-10125 x^2+10125 \log ^2\left(x (x+1) \left(x+e^2\right)\right) x+250 \left(262+18 e^2+e^4\right) \log \left(x (x+1) \left(x+e^2\right)\right) x-250 \left(1+e^4\right) \log \left(x (x+1) \left(x+e^2\right)\right) x-4500 \left(1+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right) x-60750 \log \left(x (x+1) \left(x+e^2\right)\right) x+50 \left(10+9 e^4+e^6\right) x-50 \left(1+e^6\right) x-750 \left(262+18 e^2+e^4\right) x+300 \left(1+e^4\right) x-125 \left(1+e^2\right) \left(55+e^2\right) x+125 \left(1+e^2\right)^2 x+20250 \left(1+e^2\right) x+182250 x-10250 \log ^2(-x-1)+10250 \log ^2(x+1)+125 e^2 \left(9+e^2\right)^2 \log ^2\left(x+e^2\right)-125 e^6 \log ^2\left(x+e^2\right)-2250 e^4 \log ^2\left(x+e^2\right)-10125 e^2 \log ^2\left(x+e^2\right)-20500 \log (-x-1) \log (-x)+500 e^2 \left(9+e^2\right)^2 \log (x)-500 e^6 \log (x)-9000 e^4 \log (x)-40500 e^2 \log (x)+250 \left(262+18 e^2+e^4\right) \log (x+1)-250 \left(1+e^4\right) \log (x+1)+125 \left(55+e^2\right) \log (x+1)-4625 \left(1+e^2\right) \log (x+1)-67500 \log (x+1)+250 e^2 \left(9+e^2\right)^2 \log \left(\frac{x+1}{1-e^2}\right) \log \left(x+e^2\right)-250 e^6 \log \left(\frac{x+1}{1-e^2}\right) \log \left(x+e^2\right)-4500 e^4 \log \left(\frac{x+1}{1-e^2}\right) \log \left(x+e^2\right)-20250 e^2 \log \left(\frac{x+1}{1-e^2}\right) \log \left(x+e^2\right)+250 e^2 \left(262+18 e^2+e^4\right) \log \left(x+e^2\right)-250 e^2 \left(1+e^4\right) \log \left(x+e^2\right)+125 e^4 \left(55+e^2\right) \log \left(x+e^2\right)-50 e^6 \left(9+e^2\right) \log \left(x+e^2\right)-125 e^4 \left(1+e^2\right) \log \left(x+e^2\right)-4500 e^2 \left(1+e^2\right) \log \left(x+e^2\right)+50 e^8 \log \left(x+e^2\right)+450 e^6 \log \left(x+e^2\right)-6750 e^4 \log \left(x+e^2\right)-60750 e^2 \log \left(x+e^2\right)-20500 \log (-x-1) \log \left(-\frac{x+e^2}{1-e^2}\right)+20500 \log (x+1) \log \left(-\frac{x+e^2}{1-e^2}\right)+20500 \log (-x-1) \log \left(x (x+1) \left(x+e^2\right)\right)-20500 \log (x+1) \log \left(x (x+1) \left(x+e^2\right)\right)-250 e^2 \left(9+e^2\right)^2 \log \left(x+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right)+250 e^6 \log \left(x+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right)+4500 e^4 \log \left(x+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right)+20250 e^2 \log \left(x+e^2\right) \log \left(x (x+1) \left(x+e^2\right)\right)-20500 \text{Li}_2(-x)-250 e^2 \left(9+e^2\right)^2 \text{Li}_2\left(-\frac{x}{e^2}\right)+250 e^6 \text{Li}_2\left(-\frac{x}{e^2}\right)+4500 e^4 \text{Li}_2\left(-\frac{x}{e^2}\right)+20250 e^2 \text{Li}_2\left(-\frac{x}{e^2}\right)-20500 \text{Li}_2(x+1)+250 e^2 \left(9+e^2\right)^2 \text{Li}_2\left(-\frac{x+e^2}{1-e^2}\right)-250 e^6 \text{Li}_2\left(-\frac{x+e^2}{1-e^2}\right)-4500 e^4 \text{Li}_2\left(-\frac{x+e^2}{1-e^2}\right)-20250 e^2 \text{Li}_2\left(-\frac{x+e^2}{1-e^2}\right)","5 x \left(x^2+5 (9-x) \log \left(x (x+1) \left(x+e^2\right)\right)\right)^2",1,"182250*x + 20250*(1 + E^2)*x + 125*(1 + E^2)^2*x - 125*(1 + E^2)*(55 + E^2)*x + 300*(1 + E^4)*x - 750*(262 + 18*E^2 + E^4)*x - 50*(1 + E^6)*x + 50*(10 + 9*E^4 + E^6)*x - 10125*x^2 + (75*(1 + E^2)*x^2)/2 + (375*(55 + E^2)*x^2)/2 + 25*(1 + E^4)*x^2 - 25*(10 + 9*E^2 + E^4)*x^2 - 450*x^3 - (50*(1 + E^2)*x^3)/3 + (50*(28 + E^2)*x^3)/3 + 5*x^5 - 10250*Log[-1 - x]^2 - 20500*Log[-1 - x]*Log[-x] - 40500*E^2*Log[x] - 9000*E^4*Log[x] - 500*E^6*Log[x] + 500*E^2*(9 + E^2)^2*Log[x] - 67500*Log[1 + x] - 4625*(1 + E^2)*Log[1 + x] + 125*(55 + E^2)*Log[1 + x] - 250*(1 + E^4)*Log[1 + x] + 250*(262 + 18*E^2 + E^4)*Log[1 + x] + 10250*Log[1 + x]^2 - 60750*E^2*Log[E^2 + x] - 6750*E^4*Log[E^2 + x] + 450*E^6*Log[E^2 + x] + 50*E^8*Log[E^2 + x] - 4500*E^2*(1 + E^2)*Log[E^2 + x] - 125*E^4*(1 + E^2)*Log[E^2 + x] - 50*E^6*(9 + E^2)*Log[E^2 + x] + 125*E^4*(55 + E^2)*Log[E^2 + x] - 250*E^2*(1 + E^4)*Log[E^2 + x] + 250*E^2*(262 + 18*E^2 + E^4)*Log[E^2 + x] - 20250*E^2*Log[(1 + x)/(1 - E^2)]*Log[E^2 + x] - 4500*E^4*Log[(1 + x)/(1 - E^2)]*Log[E^2 + x] - 250*E^6*Log[(1 + x)/(1 - E^2)]*Log[E^2 + x] + 250*E^2*(9 + E^2)^2*Log[(1 + x)/(1 - E^2)]*Log[E^2 + x] - 10125*E^2*Log[E^2 + x]^2 - 2250*E^4*Log[E^2 + x]^2 - 125*E^6*Log[E^2 + x]^2 + 125*E^2*(9 + E^2)^2*Log[E^2 + x]^2 - 20500*Log[-1 - x]*Log[-((E^2 + x)/(1 - E^2))] + 20500*Log[1 + x]*Log[-((E^2 + x)/(1 - E^2))] - 60750*x*Log[x*(1 + x)*(E^2 + x)] - 4500*(1 + E^2)*x*Log[x*(1 + x)*(E^2 + x)] - 250*(1 + E^4)*x*Log[x*(1 + x)*(E^2 + x)] + 250*(262 + 18*E^2 + E^4)*x*Log[x*(1 + x)*(E^2 + x)] + 6750*x^2*Log[x*(1 + x)*(E^2 + x)] + 125*(1 + E^2)*x^2*Log[x*(1 + x)*(E^2 + x)] - 125*(55 + E^2)*x^2*Log[x*(1 + x)*(E^2 + x)] + 450*x^3*Log[x*(1 + x)*(E^2 + x)] - 50*x^4*Log[x*(1 + x)*(E^2 + x)] + 20500*Log[-1 - x]*Log[x*(1 + x)*(E^2 + x)] - 20500*Log[1 + x]*Log[x*(1 + x)*(E^2 + x)] + 20250*E^2*Log[E^2 + x]*Log[x*(1 + x)*(E^2 + x)] + 4500*E^4*Log[E^2 + x]*Log[x*(1 + x)*(E^2 + x)] + 250*E^6*Log[E^2 + x]*Log[x*(1 + x)*(E^2 + x)] - 250*E^2*(9 + E^2)^2*Log[E^2 + x]*Log[x*(1 + x)*(E^2 + x)] + 10125*x*Log[x*(1 + x)*(E^2 + x)]^2 - 2250*x^2*Log[x*(1 + x)*(E^2 + x)]^2 + 125*x^3*Log[x*(1 + x)*(E^2 + x)]^2 - 20500*PolyLog[2, -x] + 20250*E^2*PolyLog[2, -(x/E^2)] + 4500*E^4*PolyLog[2, -(x/E^2)] + 250*E^6*PolyLog[2, -(x/E^2)] - 250*E^2*(9 + E^2)^2*PolyLog[2, -(x/E^2)] - 20500*PolyLog[2, 1 + x] - 20250*E^2*PolyLog[2, -((E^2 + x)/(1 - E^2))] - 4500*E^4*PolyLog[2, -((E^2 + x)/(1 - E^2))] - 250*E^6*PolyLog[2, -((E^2 + x)/(1 - E^2))] + 250*E^2*(9 + E^2)^2*PolyLog[2, -((E^2 + x)/(1 - E^2))]","C",127,17,185,0.09189,1,"{6688, 12, 6742, 1612, 2528, 2523, 893, 2525, 2524, 2418, 2391, 2390, 2301, 2394, 2393, 2392, 2315}"
847,0,0,0,1.3086814,"\int \frac{45-8 x+10 x^2-4 x^3-3 x^4+e^{3+x} \left(9-x+2 x^2+x^3-x^4\right)}{-15 x+2 x^2-14 x^3+2 x^4+x^5+e^{3+x} \left(-3 x+x^2-3 x^3+x^4\right)} \, dx","Int[(45 - 8*x + 10*x^2 - 4*x^3 - 3*x^4 + E^(3 + x)*(9 - x + 2*x^2 + x^3 - x^4))/(-15*x + 2*x^2 - 14*x^3 + 2*x^4 + x^5 + E^(3 + x)*(-3*x + x^2 - 3*x^3 + x^4)),x]","\int \frac{45-8 x+10 x^2-4 x^3-3 x^4+e^{3+x} \left(9-x+2 x^2+x^3-x^4\right)}{-15 x+2 x^2-14 x^3+2 x^4+x^5+e^{3+x} \left(-3 x+x^2-3 x^3+x^4\right)} \, dx","\log \left(\frac{5 \left(x+\frac{1}{x}\right)}{(x-3) x^2 \left(x+e^{x+3}+5\right)}\right)",1,"-x - Log[3 - x] - 3*Log[x] + Log[1 + x^2] + 4*Defer[Int][(5 + E^(3 + x) + x)^(-1), x] + Defer[Int][x/(5 + E^(3 + x) + x), x]","F",0,0,0,0,-1,"{}"
848,1,29,0,0.8168418,"\int \frac{e^{e^{-4+4 x^2}} \left(-8+8 x-2 x^2+e^{-4+4 x^2} \left(64 x^2-64 x^3+16 x^4\right)\right)+x^2 \log (3)}{8 x^2-8 x^3+2 x^4} \, dx","Int[(E^E^(-4 + 4*x^2)*(-8 + 8*x - 2*x^2 + E^(-4 + 4*x^2)*(64*x^2 - 64*x^3 + 16*x^4)) + x^2*Log[3])/(8*x^2 - 8*x^3 + 2*x^4),x]","\frac{e^{e^{4 x^2-4}}}{x}+\frac{\log (3)}{2 (2-x)}","\frac{e^{e^{4 x^2-4}}}{x}+\frac{\log (3)}{4-2 x}",1,"E^E^(-4 + 4*x^2)/x + Log[3]/(2*(2 - x))","A",6,5,74,0.06757,1,"{1594, 27, 12, 6688, 2288}"
849,1,65,0,0.4422245,"\int \frac{2-4 x+2 x^2+e^{\frac{1}{2} \left(-12+e^2 (-5+x)+4 x^2\right)} \left(-2+e^2 (-1+x)-8 x+8 x^2\right)}{2-4 x+2 x^2} \, dx","Int[(2 - 4*x + 2*x^2 + E^((-12 + E^2*(-5 + x) + 4*x^2)/2)*(-2 + E^2*(-1 + x) - 8*x + 8*x^2))/(2 - 4*x + 2*x^2),x]","x-\frac{e^{2 x^2+\frac{e^2 x}{2}+\frac{1}{2} \left(-12-5 e^2\right)} \left(-8 x^2+\left(8-e^2\right) x+e^2\right)}{(1-x)^2 \left(8 x+e^2\right)}","\frac{e^{2 x^2+\frac{1}{2} e^2 (x-5)-6}}{x-1}+x",1,"x - (E^((-12 - 5*E^2)/2 + (E^2*x)/2 + 2*x^2)*(E^2 + (8 - E^2)*x - 8*x^2))/((1 - x)^2*(E^2 + 8*x))","B",5,4,61,0.06557,1,"{27, 12, 6742, 2288}"
850,1,21,0,0.0089007,"\int \frac{-3+2401 e^8}{e^4 \left(2401 e^8+4802 e^4 x+2401 x^2\right)} \, dx","Int[(-3 + 2401*E^8)/(E^4*(2401*E^8 + 4802*E^4*x + 2401*x^2)),x]","\frac{3-2401 e^8}{2401 e^4 \left(x+e^4\right)}","\frac{x+\frac{3}{2401 e^4}}{x+e^4}",1,"(3 - 2401*E^8)/(2401*E^4*(E^4 + x))","A",4,3,30,0.1000,1,"{12, 27, 32}"
851,0,0,0,0.6187382,"\int \frac{5+\left(-e^3+e^{3-x} \left(2 x-x^2\right)\right) \log (x) \log (3 \log (x))+5 \log (x) \log (3 \log (x)) \log (\log (3 \log (x)))}{\log (x) \log (3 \log (x))} \, dx","Int[(5 + (-E^3 + E^(3 - x)*(2*x - x^2))*Log[x]*Log[3*Log[x]] + 5*Log[x]*Log[3*Log[x]]*Log[Log[3*Log[x]]])/(Log[x]*Log[3*Log[x]]),x]","\int \frac{5+\left(-e^3+e^{3-x} \left(2 x-x^2\right)\right) \log (x) \log (3 \log (x))+5 \log (x) \log (3 \log (x)) \log (\log (3 \log (x)))}{\log (x) \log (3 \log (x))} \, dx","e^{3-x} x \left(x-e^x\right)+5 x \log (\log (3 \log (x)))",1,"-(E^3*x) + E^(3 - x)*x^2 + 5*Defer[Int][1/(Log[x]*Log[3*Log[x]]), x] + 5*Defer[Int][Log[Log[3*Log[x]]], x]","F",0,0,0,0,-1,"{}"
852,1,909,0,2.1021943,"\int \frac{e^{5/4} (-360+72 x) \log ^3(x)+e^{5/4} (-90+36 x) \log ^4(x)+(180-72 x) \log ^5(x)}{-e^{25/4}+10 e^5 \log (x)-40 e^{15/4} \log ^2(x)+80 e^{5/2} \log ^3(x)-80 e^{5/4} \log ^4(x)+32 \log ^5(x)} \, dx","Int[(E^(5/4)*(-360 + 72*x)*Log[x]^3 + E^(5/4)*(-90 + 36*x)*Log[x]^4 + (180 - 72*x)*Log[x]^5)/(-E^(25/4) + 10*E^5*Log[x] - 40*E^(15/4)*Log[x]^2 + 80*E^(5/2)*Log[x]^3 - 80*E^(5/4)*Log[x]^4 + 32*Log[x]^5),x]","-\frac{9}{32} (5-2 x)^2-\frac{15}{256} e^{\frac{15}{4}+\frac{e^{5/4}}{2}} \left(24-e^{5/4}\right) \text{Ei}\left(\frac{1}{2} \left(2 \log (x)-e^{5/4}\right)\right)-\frac{45}{32} e^{\frac{1}{2} \left(5+e^{5/4}\right)} \left(6-e^{5/4}\right) \text{Ei}\left(\frac{1}{2} \left(2 \log (x)-e^{5/4}\right)\right)-\frac{45}{16} e^{\frac{5}{4}+\frac{e^{5/4}}{2}} \left(4-3 e^{5/4}\right) \text{Ei}\left(\frac{1}{2} \left(2 \log (x)-e^{5/4}\right)\right)-\frac{15}{256} e^{5+\frac{e^{5/4}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 \log (x)-e^{5/4}\right)\right)+\frac{45}{4} e^{\frac{5}{4}+\frac{e^{5/4}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 \log (x)-e^{5/4}\right)\right)+\frac{3}{16} e^{\frac{15}{4}+e^{5/4}} \left(12-e^{5/4}\right) \text{Ei}\left(2 \log (x)-e^{5/4}\right)+\frac{9}{4} e^{\frac{5}{2}+e^{5/4}} \left(3-e^{5/4}\right) \text{Ei}\left(2 \log (x)-e^{5/4}\right)+\frac{9}{4} e^{\frac{5}{4}+e^{5/4}} \left(2-3 e^{5/4}\right) \text{Ei}\left(2 \log (x)-e^{5/4}\right)+\frac{3}{16} e^{5+e^{5/4}} \text{Ei}\left(2 \log (x)-e^{5/4}\right)-\frac{9}{2} e^{\frac{5}{4}+e^{5/4}} \text{Ei}\left(2 \log (x)-e^{5/4}\right)-\frac{3 e^5 (5-x) x}{16 \left(e^{5/4}-2 \log (x)\right)}+\frac{45 e^{15/4} \left(24-e^{5/4}\right) x}{128 \left(e^{5/4}-2 \log (x)\right)}+\frac{45 e^{5/2} \left(6-e^{5/4}\right) x}{16 \left(e^{5/4}-2 \log (x)\right)}+\frac{105 e^5 x}{128 \left(e^{5/4}-2 \log (x)\right)}-\frac{9 e^{5/4} x \left(5 \left(4-3 e^{5/4}\right)-2 \left(2-3 e^{5/4}\right) x\right)}{8 \left(e^{5/4}-2 \log (x)\right)}-\frac{9 e^{5/2} x \left(5 \left(6-e^{5/4}\right)-2 \left(3-e^{5/4}\right) x\right)}{8 \left(e^{5/4}-2 \log (x)\right)}-\frac{3 e^{15/4} x \left(5 \left(24-e^{5/4}\right)-2 \left(12-e^{5/4}\right) x\right)}{32 \left(e^{5/4}-2 \log (x)\right)}+\frac{3 e^5 (5-x) x}{16 \left(e^{5/4}-2 \log (x)\right)^2}-\frac{15 e^{15/4} \left(24-e^{5/4}\right) x}{64 \left(e^{5/4}-2 \log (x)\right)^2}-\frac{45 e^5 x}{64 \left(e^{5/4}-2 \log (x)\right)^2}+\frac{9 e^{5/2} x \left(5 \left(6-e^{5/4}\right)-2 \left(3-e^{5/4}\right) x\right)}{8 \left(e^{5/4}-2 \log (x)\right)^2}+\frac{3 e^{15/4} x \left(5 \left(24-e^{5/4}\right)-2 \left(12-e^{5/4}\right) x\right)}{32 \left(e^{5/4}-2 \log (x)\right)^2}-\frac{3 e^5 (5-x) x}{8 \left(e^{5/4}-2 \log (x)\right)^3}+\frac{15 e^5 x}{16 \left(e^{5/4}-2 \log (x)\right)^3}-\frac{3 e^{15/4} x \left(5 \left(24-e^{5/4}\right)-2 \left(12-e^{5/4}\right) x\right)}{16 \left(e^{5/4}-2 \log (x)\right)^3}+\frac{9 e^5 (5-x) x}{8 \left(e^{5/4}-2 \log (x)\right)^4}","\frac{18 (5-x) x}{\left(2-\frac{e^{5/4}}{\log (x)}\right)^4}",1,"(-9*(5 - 2*x)^2)/32 + (45*E^(5/4 + E^(5/4)/2)*ExpIntegralEi[(-E^(5/4) + 2*Log[x])/2])/4 - (15*E^(5 + E^(5/4)/2)*ExpIntegralEi[(-E^(5/4) + 2*Log[x])/2])/256 - (45*E^(5/4 + E^(5/4)/2)*(4 - 3*E^(5/4))*ExpIntegralEi[(-E^(5/4) + 2*Log[x])/2])/16 - (45*E^((5 + E^(5/4))/2)*(6 - E^(5/4))*ExpIntegralEi[(-E^(5/4) + 2*Log[x])/2])/32 - (15*E^(15/4 + E^(5/4)/2)*(24 - E^(5/4))*ExpIntegralEi[(-E^(5/4) + 2*Log[x])/2])/256 - (9*E^(5/4 + E^(5/4))*ExpIntegralEi[-E^(5/4) + 2*Log[x]])/2 + (3*E^(5 + E^(5/4))*ExpIntegralEi[-E^(5/4) + 2*Log[x]])/16 + (9*E^(5/4 + E^(5/4))*(2 - 3*E^(5/4))*ExpIntegralEi[-E^(5/4) + 2*Log[x]])/4 + (9*E^(5/2 + E^(5/4))*(3 - E^(5/4))*ExpIntegralEi[-E^(5/4) + 2*Log[x]])/4 + (3*E^(15/4 + E^(5/4))*(12 - E^(5/4))*ExpIntegralEi[-E^(5/4) + 2*Log[x]])/16 + (9*E^5*(5 - x)*x)/(8*(E^(5/4) - 2*Log[x])^4) + (15*E^5*x)/(16*(E^(5/4) - 2*Log[x])^3) - (3*E^5*(5 - x)*x)/(8*(E^(5/4) - 2*Log[x])^3) - (3*E^(15/4)*x*(5*(24 - E^(5/4)) - 2*(12 - E^(5/4))*x))/(16*(E^(5/4) - 2*Log[x])^3) - (45*E^5*x)/(64*(E^(5/4) - 2*Log[x])^2) - (15*E^(15/4)*(24 - E^(5/4))*x)/(64*(E^(5/4) - 2*Log[x])^2) + (3*E^5*(5 - x)*x)/(16*(E^(5/4) - 2*Log[x])^2) + (9*E^(5/2)*x*(5*(6 - E^(5/4)) - 2*(3 - E^(5/4))*x))/(8*(E^(5/4) - 2*Log[x])^2) + (3*E^(15/4)*x*(5*(24 - E^(5/4)) - 2*(12 - E^(5/4))*x))/(32*(E^(5/4) - 2*Log[x])^2) + (105*E^5*x)/(128*(E^(5/4) - 2*Log[x])) + (45*E^(5/2)*(6 - E^(5/4))*x)/(16*(E^(5/4) - 2*Log[x])) + (45*E^(15/4)*(24 - E^(5/4))*x)/(128*(E^(5/4) - 2*Log[x])) - (3*E^5*(5 - x)*x)/(16*(E^(5/4) - 2*Log[x])) - (9*E^(5/4)*x*(5*(4 - 3*E^(5/4)) - 2*(2 - 3*E^(5/4))*x))/(8*(E^(5/4) - 2*Log[x])) - (9*E^(5/2)*x*(5*(6 - E^(5/4)) - 2*(3 - E^(5/4))*x))/(8*(E^(5/4) - 2*Log[x])) - (3*E^(15/4)*x*(5*(24 - E^(5/4)) - 2*(12 - E^(5/4))*x))/(32*(E^(5/4) - 2*Log[x]))","C",74,9,98,0.09184,1,"{6688, 12, 6742, 2320, 2330, 2299, 2178, 2309, 2297}"
853,1,39,0,0.268919,"\int \frac{2-2 x-5 x^2+2 x^3+2 x^4+\left(x^2-x^3\right) \log \left(-4 x+4 x^2\right)}{-x^2+x^3} \, dx","Int[(2 - 2*x - 5*x^2 + 2*x^3 + 2*x^4 + (x^2 - x^3)*Log[-4*x + 4*x^2])/(-x^2 + x^3),x]","x^2+6 x+\frac{2}{x}-\log (1-x)-\log (x)+(1-x) \log (-4 (1-x) x)","-\left(x \left(\log \left(4 \left(x^2-x\right)\right)-x-7\right)\right)-x+\frac{2}{x}",1,"2/x + 6*x + x^2 - Log[1 - x] - Log[x] + (1 - x)*Log[-4*(1 - x)*x]","A",8,6,52,0.1154,1,"{1593, 6742, 1620, 2487, 29, 8}"
854,0,0,0,0.3306123,"\int \frac{5+x+\left(5 x^2+x^3\right) \log (4)+\left(20 x+8 x^2\right) \log (4) \log ^3\left(\frac{1}{2} \left(5 x+x^2\right)\right)}{\left(5 x^2+x^3\right) \log (4)} \, dx","Int[(5 + x + (5*x^2 + x^3)*Log[4] + (20*x + 8*x^2)*Log[4]*Log[(5*x + x^2)/2]^3)/((5*x^2 + x^3)*Log[4]),x]","\int \frac{5+x+\left(5 x^2+x^3\right) \log (4)+\left(20 x+8 x^2\right) \log (4) \log ^3\left(\frac{1}{2} \left(5 x+x^2\right)\right)}{\left(5 x^2+x^3\right) \log (4)} \, dx","x+\log ^4\left(\frac{1}{2} x (x+5)\right)+\frac{x-1}{x \log (4)}",1,"x - 1/(x*Log[4]) + 4*Defer[Int][Log[(x*(5 + x))/2]^3/x, x] + 4*Defer[Int][Log[(x*(5 + x))/2]^3/(5 + x), x]","F",0,0,0,0,-1,"{}"
855,0,0,0,3.2898614,"\int \frac{12 x+3 e^{e^{\frac{1}{3} (12-7 x)}} x \log (x)+\left(12 e^{e^{\frac{1}{3} (12-7 x)}}+112 e^{\frac{1}{3} (12-7 x)} x\right) \log \left(e^{-2 e^{\frac{1}{3} (12-7 x)}} \left(320+160 e^{e^{\frac{1}{3} (12-7 x)}} \log (x)+20 e^{2 e^{\frac{1}{3} (12-7 x)}} \log ^2(x)\right)\right)}{12 x+3 e^{e^{\frac{1}{3} (12-7 x)}} x \log (x)} \, dx","Int[(12*x + 3*E^E^((12 - 7*x)/3)*x*Log[x] + (12*E^E^((12 - 7*x)/3) + 112*E^((12 - 7*x)/3)*x)*Log[(320 + 160*E^E^((12 - 7*x)/3)*Log[x] + 20*E^(2*E^((12 - 7*x)/3))*Log[x]^2)/E^(2*E^((12 - 7*x)/3))])/(12*x + 3*E^E^((12 - 7*x)/3)*x*Log[x]),x]","\int \frac{12 x+3 e^{e^{\frac{1}{3} (12-7 x)}} x \log (x)+\left(12 e^{e^{\frac{1}{3} (12-7 x)}}+112 e^{\frac{1}{3} (12-7 x)} x\right) \log \left(e^{-2 e^{\frac{1}{3} (12-7 x)}} \left(320+160 e^{e^{\frac{1}{3} (12-7 x)}} \log (x)+20 e^{2 e^{\frac{1}{3} (12-7 x)}} \log ^2(x)\right)\right)}{12 x+3 e^{e^{\frac{1}{3} (12-7 x)}} x \log (x)} \, dx","x+\log ^2\left(20 \left(4 e^{-e^{4-\frac{7 x}{3}}}+\log (x)\right)^2\right)",1,"x + 4*Defer[Int][Log[(20*(4 + E^E^(4 - (7*x)/3)*Log[x])^2)/E^(2*E^(4 - (7*x)/3))]/(x*Log[x]), x] + (112*Defer[Int][(E^(4 - (7*x)/3)*Log[(20*(4 + E^E^(4 - (7*x)/3)*Log[x])^2)/E^(2*E^(4 - (7*x)/3))])/(4 + E^E^(4 - (7*x)/3)*Log[x]), x])/3 - 16*Defer[Int][Log[(20*(4 + E^E^(4 - (7*x)/3)*Log[x])^2)/E^(2*E^(4 - (7*x)/3))]/(x*Log[x]*(4 + E^E^(4 - (7*x)/3)*Log[x])), x]","F",0,0,0,0,-1,"{}"
856,0,0,0,18.4322016,"\int \frac{e^{\frac{-x^2+x \log \left(x^2\right)+\log \left(\frac{16-\log (3+x)}{e}\right)}{x}} \left(95 x-16 x^2-16 x^3+\left(-6 x+x^2+x^3\right) \log (3+x)+(-48-16 x+(3+x) \log (3+x)) \log \left(\frac{16-\log (3+x)}{e}\right)\right)}{-48 x^2-16 x^3+\left(3 x^2+x^3\right) \log (3+x)} \, dx","Int[(E^((-x^2 + x*Log[x^2] + Log[(16 - Log[3 + x])/E])/x)*(95*x - 16*x^2 - 16*x^3 + (-6*x + x^2 + x^3)*Log[3 + x] + (-48 - 16*x + (3 + x)*Log[3 + x])*Log[(16 - Log[3 + x])/E]))/(-48*x^2 - 16*x^3 + (3*x^2 + x^3)*Log[3 + x]),x]","\int \frac{e^{\frac{-x^2+x \log \left(x^2\right)+\log \left(\frac{16-\log (3+x)}{e}\right)}{x}} \left(95 x-16 x^2-16 x^3+\left(-6 x+x^2+x^3\right) \log (3+x)+(-48-16 x+(3+x) \log (3+x)) \log \left(\frac{16-\log (3+x)}{e}\right)\right)}{-48 x^2-16 x^3+\left(3 x^2+x^3\right) \log (3+x)} \, dx","x^2 \left(-e^{\frac{\log \left(\frac{16-\log (x+3)}{e}\right)}{x}-x}\right)",1,"-15*Defer[Int][E^(-x^(-1) - x)*(16 - Log[3 + x])^(-1 + x^(-1)), x] - 32*Defer[Int][E^(-x^(-1) - x)*x*(16 - Log[3 + x])^(-1 + x^(-1)), x] + 16*Defer[Int][E^(-x^(-1) - x)*x^2*(16 - Log[3 + x])^(-1 + x^(-1)), x] - 3*Defer[Int][(E^(-x^(-1) - x)*(16 - Log[3 + x])^(-1 + x^(-1)))/(3 + x), x] + Defer[Int][E^(-x^(-1) - x)*(16 - Log[3 + x])^(-1 + x^(-1))*Log[3 + x], x] + 2*Defer[Int][E^(-x^(-1) - x)*x*(16 - Log[3 + x])^(-1 + x^(-1))*Log[3 + x], x] - Defer[Int][E^(-x^(-1) - x)*x^2*(16 - Log[3 + x])^(-1 + x^(-1))*Log[3 + x], x] + 16*Defer[Int][E^(-x^(-1) - x)*(16 - Log[3 + x])^(-1 + x^(-1))*Log[16 - Log[3 + x]], x] - Defer[Int][E^(-x^(-1) - x)*(16 - Log[3 + x])^(-1 + x^(-1))*Log[3 + x]*Log[16 - Log[3 + x]], x]","F",0,0,0,0,-1,"{}"
857,1,42,0,0.1017287,"\int \frac{e^{-x} \left(1+(1-x) \log (5)-\log \left(-e^{12+4 e^3+x}\right)\right)}{\log (5)} \, dx","Int[(1 + (1 - x)*Log[5] - Log[-E^(12 + 4*E^3 + x)])/(E^x*Log[5]),x]","-e^{-x} (1-x)+e^{-x}+\frac{e^{-x} \log \left(-e^{x+4 \left(3+e^3\right)}\right)}{\log (5)}","e^{-x} \left(x+\frac{\log \left(-e^{x+4 \left(3+e^3\right)}\right)}{\log (5)}\right)",1,"E^(-x) - (1 - x)/E^x + Log[-E^(4*(3 + E^3) + x)]/(E^x*Log[5])","A",8,5,35,0.1429,1,"{12, 6742, 2194, 2176, 2554}"
858,1,13,0,0.0733433,"\int \frac{-1296+1296 \log (x)}{11664 x^2+216 x \log (x)+\log ^2(x)} \, dx","Int[(-1296 + 1296*Log[x])/(11664*x^2 + 216*x*Log[x] + Log[x]^2),x]","-\frac{12}{\frac{108 x}{\log (x)}+1}","\frac{3 \log (x)}{-27 x-\frac{\log (x)}{4}}",1,"-12/(1 + (108*x)/Log[x])","A",4,4,24,0.1667,1,"{6688, 12, 6711, 32}"
859,-1,0,0,180.0019109,"\int \frac{\exp \left(-e^{\frac{1}{16+e^{2 x}+e^x (-8-2 x)+8 x+x^2}} \log (x)+(2-x) \log (x)\right) \left(-128+e^{3 x} (2-x)-32 x+24 x^2+10 x^3+x^4+e^{2 x} \left(-24+6 x+3 x^2\right)+e^x \left(96-18 x^2-3 x^3\right)+\left(64 x-e^{3 x} x+48 x^2+12 x^3+x^4+e^{2 x} \left(12 x+3 x^2\right)+e^x \left(-48 x-24 x^2-3 x^3\right)\right) \log (x)+e^{\frac{1}{16+e^{2 x}+e^x (-8-2 x)+8 x+x^2}} \left(64-e^{3 x}+48 x+12 x^2+x^3+e^{2 x} (12+3 x)+e^x \left(-48-24 x-3 x^2\right)+\left(-2 x+2 e^x x\right) \log (x)\right)\right)}{-64 x+e^{3 x} x-48 x^2-12 x^3-x^4+e^{2 x} \left(-12 x-3 x^2\right)+e^x \left(48 x+24 x^2+3 x^3\right)} \, dx","Int[(E^(-(E^(16 + E^(2*x) + E^x*(-8 - 2*x) + 8*x + x^2)^(-1)*Log[x]) + (2 - x)*Log[x])*(-128 + E^(3*x)*(2 - x) - 32*x + 24*x^2 + 10*x^3 + x^4 + E^(2*x)*(-24 + 6*x + 3*x^2) + E^x*(96 - 18*x^2 - 3*x^3) + (64*x - E^(3*x)*x + 48*x^2 + 12*x^3 + x^4 + E^(2*x)*(12*x + 3*x^2) + E^x*(-48*x - 24*x^2 - 3*x^3))*Log[x] + E^(16 + E^(2*x) + E^x*(-8 - 2*x) + 8*x + x^2)^(-1)*(64 - E^(3*x) + 48*x + 12*x^2 + x^3 + E^(2*x)*(12 + 3*x) + E^x*(-48 - 24*x - 3*x^2) + (-2*x + 2*E^x*x)*Log[x])))/(-64*x + E^(3*x)*x - 48*x^2 - 12*x^3 - x^4 + E^(2*x)*(-12*x - 3*x^2) + E^x*(48*x + 24*x^2 + 3*x^3)),x]","\text{\$Aborted}","x^{-x-e^{\frac{1}{\left(-x+e^x-4\right)^2}}+2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
860,1,102,0,0.1182278,"\int \frac{2 x+e^4 \left(-8+24 x-18 x^2\right) \log \left(\frac{1}{2 x}\right)+e^4 \left(-12 x+18 x^2\right) \log ^2\left(\frac{1}{2 x}\right)}{x} \, dx","Int[(2*x + E^4*(-8 + 24*x - 18*x^2)*Log[1/(2*x)] + E^4*(-12*x + 18*x^2)*Log[1/(2*x)]^2)/x,x]","9 e^4 x^2 \log ^2\left(\frac{1}{2 x}\right)+9 e^4 x^2 \log \left(\frac{1}{2 x}\right)+e^4 \log \left(\frac{1}{2 x}\right) \left(-9 x^2+24 x-8 \log (x)\right)+2 x-12 e^4 x \log ^2\left(\frac{1}{2 x}\right)-4 e^4 \log ^2(x)-24 e^4 x \log \left(\frac{1}{2 x}\right)","2 x+e^4 (3 x-2)^2 \log ^2\left(\frac{1}{2 x}\right)",1,"2*x - 24*E^4*x*Log[1/(2*x)] + 9*E^4*x^2*Log[1/(2*x)] - 12*E^4*x*Log[1/(2*x)]^2 + 9*E^4*x^2*Log[1/(2*x)]^2 + E^4*Log[1/(2*x)]*(24*x - 9*x^2 - 8*Log[x]) - 4*E^4*Log[x]^2","B",11,9,53,0.1698,1,"{14, 43, 2334, 2301, 2330, 2296, 2295, 2305, 2304}"
861,1,20,0,0.0617082,"\int \frac{16-8 x+65 x^2-8 x^3-x \log (3)}{16 x-8 x^2+x^3} \, dx","Int[(16 - 8*x + 65*x^2 - 8*x^3 - x*Log[3])/(16*x - 8*x^2 + x^3),x]","-8 x+\log (x)+\frac{128-\log (3)}{4-x}","\log \left(\frac{5}{4} x e^{-\frac{\log (3)-8 x^2}{4-x}}\right)",1,"-8*x + (128 - Log[3])/(4 - x) + Log[x]","A",5,4,35,0.1143,1,"{6, 1594, 27, 1620}"
862,1,19,0,0.006488,"\int \frac{1}{16} \left(1-16 e^{4+x}+\log \left(-\frac{x}{20}\right)\right) \, dx","Int[(1 - 16*E^(4 + x) + Log[-1/20*x])/16,x]","\frac{1}{16} x \log \left(-\frac{x}{20}\right)-e^{x+4}","\frac{1}{16} x \log \left(-\frac{x}{20}\right)-e^{x+4}",1,"-E^(4 + x) + (x*Log[-1/20*x])/16","A",4,3,19,0.1579,1,"{12, 2194, 2295}"
863,0,0,0,49.6997887,"\int \frac{24 x^2-8 x^3+64 e^4 x \log (-3+x)+e^4 \left(96+16 x-16 x^2\right) \log ^2(-3+x)+e^8 (24-8 x) \log ^4(-3+x)}{-192 x^2-32 x^3+20 x^4+4 x^5+\left(48 x^2-4 x^3-4 x^4\right) \log (5)+\left(-3 x^2+x^3\right) \log ^2(5)+\left(e^4 \left(-96 x^2+8 x^3+8 x^4\right)+e^4 \left(48 x+8 x^2-8 x^3\right) \log (5)+e^4 \left(-6 x+2 x^2\right) \log ^2(5)\right) \log ^2(-3+x)+\left(e^8 \left(-12 x^2+4 x^3\right)+e^8 \left(12 x-4 x^2\right) \log (5)+e^8 (-3+x) \log ^2(5)\right) \log ^4(-3+x)} \, dx","Int[(24*x^2 - 8*x^3 + 64*E^4*x*Log[-3 + x] + E^4*(96 + 16*x - 16*x^2)*Log[-3 + x]^2 + E^8*(24 - 8*x)*Log[-3 + x]^4)/(-192*x^2 - 32*x^3 + 20*x^4 + 4*x^5 + (48*x^2 - 4*x^3 - 4*x^4)*Log[5] + (-3*x^2 + x^3)*Log[5]^2 + (E^4*(-96*x^2 + 8*x^3 + 8*x^4) + E^4*(48*x + 8*x^2 - 8*x^3)*Log[5] + E^4*(-6*x + 2*x^2)*Log[5]^2)*Log[-3 + x]^2 + (E^8*(-12*x^2 + 4*x^3) + E^8*(12*x - 4*x^2)*Log[5] + E^8*(-3 + x)*Log[5]^2)*Log[-3 + x]^4),x]","\int \frac{24 x^2-8 x^3+64 e^4 x \log (-3+x)+e^4 \left(96+16 x-16 x^2\right) \log ^2(-3+x)+e^8 (24-8 x) \log ^4(-3+x)}{-192 x^2-32 x^3+20 x^4+4 x^5+\left(48 x^2-4 x^3-4 x^4\right) \log (5)+\left(-3 x^2+x^3\right) \log ^2(5)+\left(e^4 \left(-96 x^2+8 x^3+8 x^4\right)+e^4 \left(48 x+8 x^2-8 x^3\right) \log (5)+e^4 \left(-6 x+2 x^2\right) \log ^2(5)\right) \log ^2(-3+x)+\left(e^8 \left(-12 x^2+4 x^3\right)+e^8 \left(12 x-4 x^2\right) \log (5)+e^8 (-3+x) \log ^2(5)\right) \log ^4(-3+x)} \, dx","\frac{4}{2 x+\frac{8 x}{x+e^4 \log ^2(x-3)}-\log (5)}",1,"4/(2*x - Log[5]) + (3456*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5])^2 - (96*Log[5]^2*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5])^2 - (32*Log[5]^2*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5]) - (1152*(3 + Log[5])*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5])^2 + (192*Log[5]*(3 + Log[5])*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5])^2 + (32*Log[5]*(3 + Log[5])*Defer[Int][(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^(-2), x])/(6 - Log[5]) - (288*(8 - Log[5])*Log[5]*Defer[Int][1/((3 - x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (3456*(3 + Log[5])*Defer[Int][1/((3 - x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (10368*Defer[Int][1/((-3 + x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (288*Log[5]*(4 + Log[5])*Defer[Int][1/((-3 + x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (1152*Defer[Int][x/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5])^2 - (192*Log[5]*Defer[Int][x/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5])^2 - (32*Log[5]*Defer[Int][x/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5]) - (96*(8 - Log[5])*Log[5]^2*Defer[Int][1/((2*x - Log[5])^2*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) - (16*Log[5]^4*Defer[Int][1/((2*x - Log[5])^2*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) + (32*Log[5]^3*(3 + Log[5])*Defer[Int][1/((2*x - Log[5])^2*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) - (16*Log[5]^3*(4 + Log[5])*Defer[Int][1/((2*x - Log[5])^2*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) - (576*(8 - Log[5])*Log[5]*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 - (48*Log[5]^3*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) + (192*Log[5]^2*(3 + Log[5])*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (64*Log[5]^2*(3 + Log[5])*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) - (96*Log[5]^2*(4 + Log[5])*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 - (16*Log[5]^2*(4 + Log[5])*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5]) + (96*Log[5]^3*Defer[Int][1/((-2*x + Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (2304*E^4*Defer[Int][Log[-3 + x]/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5])^2 - (384*E^4*Log[5]*Defer[Int][Log[-3 + x]/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5])^2 - (64*E^4*Log[5]*Defer[Int][Log[-3 + x]/(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2, x])/(6 - Log[5]) + (2304*E^4*Log[5]*Defer[Int][Log[-3 + x]/((3 - x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (6912*E^4*Defer[Int][Log[-3 + x]/((-3 + x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (192*E^4*Log[5]^2*Defer[Int][Log[-3 + x]/((-3 + x)*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (768*E^4*Log[5]^2*Defer[Int][Log[-3 + x]/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + (768*E^4*Log[5]^2*Defer[Int][Log[-3 + x]/((-2*x + Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)^2), x])/(6 - Log[5])^2 + 16*Log[625]*Defer[Int][1/((2*x - Log[5])^2*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)), x] + 32*Defer[Int][1/((2*x - Log[5])*(x*(8 + 2*x - Log[5]) + E^4*(2*x - Log[5])*Log[-3 + x]^2)), x]","F",0,0,0,0,-1,"{}"
864,1,16,0,0.1454191,"\int \frac{-6-2 x}{-36-16 x+x^2+(2+x) \log (-2-x)} \, dx","Int[(-6 - 2*x)/(-36 - 16*x + x^2 + (2 + x)*Log[-2 - x]),x]","-2 \log (-x-\log (-x-2)+18)","\log \left(\frac{16}{(x+\log (-x-2)-18)^2}\right)",1,"-2*Log[18 - x - Log[-2 - x]]","A",2,2,26,0.07692,1,"{6741, 6684}"
865,1,30,0,0.7790876,"\int \frac{-2 x^2+e^{4+x} \left(-24 x+12 x^2+e (-12+12 x)\right)}{e^2 x^2+2 e x^3+x^4} \, dx","Int[(-2*x^2 + E^(4 + x)*(-24*x + 12*x^2 + E*(-12 + 12*x)))/(E^2*x^2 + 2*E*x^3 + x^4),x]","-\frac{12 e^{x+3}}{x+e}+\frac{2}{x+e}+\frac{12 e^{x+3}}{x}","\frac{2 x+12 e^{x+4}}{x (x+e)}+\log (4)",1,"(12*E^(3 + x))/x + 2/(E + x) - (12*E^(3 + x))/(E + x)","A",12,5,48,0.1042,1,"{1594, 27, 6742, 2177, 2178}"
866,0,0,0,1.1343506,"\int \frac{5+x-135 x^2-12 x^3+3 x^4+e^{2 x} (5+x)^2 \left(36+6 x+45 x^2+9 x^3\right)}{-45-4 x+x^2+e^{2 x} (5+x)^2 (15+3 x)} \, dx","Int[(5 + x - 135*x^2 - 12*x^3 + 3*x^4 + E^(2*x)*(5 + x)^2*(36 + 6*x + 45*x^2 + 9*x^3))/(-45 - 4*x + x^2 + E^(2*x)*(5 + x)^2*(15 + 3*x)),x]","\int \frac{5+x-135 x^2-12 x^3+3 x^4+e^{2 x} (5+x)^2 \left(36+6 x+45 x^2+9 x^3\right)}{-45-4 x+x^2+e^{2 x} (5+x)^2 (15+3 x)} \, dx","x^3+\log \left(-\frac{x}{3}-e^{2 (x+\log (x+5))}+3\right)-9",1,"2*x + x^3 + 2*Log[5 + x] + 28*Defer[Int][1/((5 + x)*(-9 + 75*E^(2*x) + x + 30*E^(2*x)*x + 3*E^(2*x)*x^2)), x] + 17*Defer[Int][(-9 + x + 3*E^(2*x)*(5 + x)^2)^(-1), x] - 2*Defer[Int][x/(-9 + x + 3*E^(2*x)*(5 + x)^2), x]","F",0,0,0,0,-1,"{}"
867,1,195,0,0.0843423,"\int \frac{1}{9} \left(\left(-168 x+16 x^3\right) \log ^2(2)+\left(-5376+1536 x^2\right) \log ^2(2) \log (5)+\left(65024 x-6144 x^3\right) \log ^2(2) \log ^2(5)+\left(-359424 x^2+10240 x^4\right) \log ^2(2) \log ^3(5)+\left(1157120 x^3-6144 x^5\right) \log ^2(2) \log ^4(5)-2293760 x^4 \log ^2(2) \log ^5(5)+2752512 x^5 \log ^2(2) \log ^6(5)-1835008 x^6 \log ^2(2) \log ^7(5)+524288 x^7 \log ^2(2) \log ^8(5)\right) \, dx","Int[((-168*x + 16*x^3)*Log[2]^2 + (-5376 + 1536*x^2)*Log[2]^2*Log[5] + (65024*x - 6144*x^3)*Log[2]^2*Log[5]^2 + (-359424*x^2 + 10240*x^4)*Log[2]^2*Log[5]^3 + (1157120*x^3 - 6144*x^5)*Log[2]^2*Log[5]^4 - 2293760*x^4*Log[2]^2*Log[5]^5 + 2752512*x^5*Log[2]^2*Log[5]^6 - 1835008*x^6*Log[2]^2*Log[5]^7 + 524288*x^7*Log[2]^2*Log[5]^8)/9,x]","\frac{65536}{9} x^8 \log ^2(2) \log ^8(5)-\frac{262144}{9} x^7 \log ^2(2) \log ^7(5)+\frac{458752}{9} x^6 \log ^2(2) \log ^6(5)-\frac{1024}{9} x^6 \log ^2(2) \log ^4(5)-\frac{458752}{9} x^5 \log ^2(2) \log ^5(5)+\frac{2048}{9} x^5 \log ^2(2) \log ^3(5)-\frac{512}{3} x^4 \log ^2(2) \log ^2(5)+\frac{4}{9} x^4 \log ^2(2)+\frac{289280}{9} x^4 \log ^2(2) \log ^4(5)+\frac{512}{9} x^3 \log ^2(2) \log (5)-13312 x^3 \log ^2(2) \log ^3(5)+\frac{32512}{9} x^2 \log ^2(2) \log ^2(5)-\frac{28}{3} x^2 \log ^2(2)-\frac{1792}{3} x \log ^2(2) \log (5)","\frac{1}{9} \log ^2(2) \left(2 x^2-(2-4 x \log (5))^4-5\right)^2",1,"(-28*x^2*Log[2]^2)/3 + (4*x^4*Log[2]^2)/9 - (1792*x*Log[2]^2*Log[5])/3 + (512*x^3*Log[2]^2*Log[5])/9 + (32512*x^2*Log[2]^2*Log[5]^2)/9 - (512*x^4*Log[2]^2*Log[5]^2)/3 - 13312*x^3*Log[2]^2*Log[5]^3 + (2048*x^5*Log[2]^2*Log[5]^3)/9 + (289280*x^4*Log[2]^2*Log[5]^4)/9 - (1024*x^6*Log[2]^2*Log[5]^4)/9 - (458752*x^5*Log[2]^2*Log[5]^5)/9 + (458752*x^6*Log[2]^2*Log[5]^6)/9 - (262144*x^7*Log[2]^2*Log[5]^7)/9 + (65536*x^8*Log[2]^2*Log[5]^8)/9","B",7,1,143,0.006993,1,"{12}"
868,1,985,0,5.0052151,"\int \frac{720 x-3444 x^2+1748 x^3+152 x^4-76 x^5+4 x^6+\left(1440-2480 x+1200 x^2-160 x^3\right) \log \left(-2+3 x-x^2\right)}{7200-4320 x-5382 x^2+1809 x^3+873 x^4-189 x^5+9 x^6} \, dx","Int[(720*x - 3444*x^2 + 1748*x^3 + 152*x^4 - 76*x^5 + 4*x^6 + (1440 - 2480*x + 1200*x^2 - 160*x^3)*Log[-2 + 3*x - x^2])/(7200 - 4320*x - 5382*x^2 + 1809*x^3 + 873*x^4 - 189*x^5 + 9*x^6),x]","\frac{41 (60-113 x)}{1173 \left(-x^2+9 x+20\right)}+\frac{4 x}{9}+\frac{160 \tanh ^{-1}\left(\frac{9-2 x}{\sqrt{161}}\right)}{9 \sqrt{161}}-\frac{19 \left(21827+22229 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{3908436}-\frac{19 \left(29417+831 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{1019592}+\frac{41 \left(11385+271 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{1116696}-\frac{5 \left(2369-9 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{651406}-\frac{19 \left(1691213-357445 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{7816872}+\frac{\left(109154343-16160303 \sqrt{161}\right) \log \left(-2 x-\sqrt{161}+9\right)}{23450616}+\frac{\left(109154343+16160303 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{23450616}-\frac{19 \left(1691213+357445 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{7816872}-\frac{5 \left(2369+9 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{651406}+\frac{41 \left(11385-271 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{1116696}-\frac{19 \left(29417-831 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{1019592}-\frac{19 \left(21827-22229 \sqrt{161}\right) \log \left(-2 x+\sqrt{161}+9\right)}{3908436}+\frac{160 \left(9+\sqrt{161}\right) \log (1-x)}{1449 \left(7+\sqrt{161}\right)}-\frac{160 \log (1-x)}{161 \left(7+\sqrt{161}\right)}+\frac{160 \left(9-\sqrt{161}\right) \log (1-x)}{1449 \left(7-\sqrt{161}\right)}-\frac{160 \log (1-x)}{161 \left(7-\sqrt{161}\right)}+\frac{8}{63} \log (1-x)+\frac{160 \left(9+\sqrt{161}\right) \log (2-x)}{1449 \left(5+\sqrt{161}\right)}-\frac{160 \log (2-x)}{161 \left(5+\sqrt{161}\right)}+\frac{160 \left(9-\sqrt{161}\right) \log (2-x)}{1449 \left(5-\sqrt{161}\right)}-\frac{160 \log (2-x)}{161 \left(5-\sqrt{161}\right)}+\frac{28}{153} \log (2-x)+\frac{80 \left(6-\sqrt{161}\right) \log \left(\left(49-3 \sqrt{161}\right) x-2 \left(231-19 \sqrt{161}\right)\right)}{161 \left(49-3 \sqrt{161}\right)}-\frac{400 \left(43-3 \sqrt{161}\right) \log \left(\left(49-3 \sqrt{161}\right) x-2 \left(231-19 \sqrt{161}\right)\right)}{1449 \left(49-3 \sqrt{161}\right)}-\frac{400 \left(43+3 \sqrt{161}\right) \log \left(2 \left(231+19 \sqrt{161}\right)-\left(49+3 \sqrt{161}\right) x\right)}{1449 \left(49+3 \sqrt{161}\right)}+\frac{80 \left(6+\sqrt{161}\right) \log \left(2 \left(231+19 \sqrt{161}\right)-\left(49+3 \sqrt{161}\right) x\right)}{161 \left(49+3 \sqrt{161}\right)}-\frac{160 \left(9-\sqrt{161}\right) \log \left(-x^2+3 x-2\right)}{1449 \left(-2 x-\sqrt{161}+9\right)}+\frac{160 \log \left(-x^2+3 x-2\right)}{161 \left(-2 x-\sqrt{161}+9\right)}-\frac{160 \left(9+\sqrt{161}\right) \log \left(-x^2+3 x-2\right)}{1449 \left(-2 x+\sqrt{161}+9\right)}+\frac{160 \log \left(-x^2+3 x-2\right)}{161 \left(-2 x+\sqrt{161}+9\right)}+\frac{20 (140-3 x)}{2737 \left(-x^2+9 x+20\right)}+\frac{19 (957 x+2260)}{1071 \left(-x^2+9 x+20\right)}+\frac{38 (10873 x+19140)}{24633 \left(-x^2+9 x+20\right)}-\frac{19 (116997 x+217460)}{24633 \left(-x^2+9 x+20\right)}+\frac{1270433 x+2339940}{24633 \left(-x^2+9 x+20\right)}","\frac{x (x+\log ((1-x) (x-2)))}{9 \left(\frac{x}{4}+\frac{5}{9-x}\right)}",1,"(4*x)/9 + (41*(60 - 113*x))/(1173*(20 + 9*x - x^2)) + (20*(140 - 3*x))/(2737*(20 + 9*x - x^2)) + (19*(2260 + 957*x))/(1071*(20 + 9*x - x^2)) + (38*(19140 + 10873*x))/(24633*(20 + 9*x - x^2)) - (19*(217460 + 116997*x))/(24633*(20 + 9*x - x^2)) + (2339940 + 1270433*x)/(24633*(20 + 9*x - x^2)) + (160*ArcTanh[(9 - 2*x)/Sqrt[161]])/(9*Sqrt[161]) + ((109154343 - 16160303*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/23450616 - (19*(1691213 - 357445*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/7816872 - (5*(2369 - 9*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/651406 + (41*(11385 + 271*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/1116696 - (19*(29417 + 831*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/1019592 - (19*(21827 + 22229*Sqrt[161])*Log[9 - Sqrt[161] - 2*x])/3908436 - (19*(21827 - 22229*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/3908436 - (19*(29417 - 831*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/1019592 + (41*(11385 - 271*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/1116696 - (5*(2369 + 9*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/651406 - (19*(1691213 + 357445*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/7816872 + ((109154343 + 16160303*Sqrt[161])*Log[9 + Sqrt[161] - 2*x])/23450616 + (8*Log[1 - x])/63 - (160*Log[1 - x])/(161*(7 - Sqrt[161])) + (160*(9 - Sqrt[161])*Log[1 - x])/(1449*(7 - Sqrt[161])) - (160*Log[1 - x])/(161*(7 + Sqrt[161])) + (160*(9 + Sqrt[161])*Log[1 - x])/(1449*(7 + Sqrt[161])) + (28*Log[2 - x])/153 - (160*Log[2 - x])/(161*(5 - Sqrt[161])) + (160*(9 - Sqrt[161])*Log[2 - x])/(1449*(5 - Sqrt[161])) - (160*Log[2 - x])/(161*(5 + Sqrt[161])) + (160*(9 + Sqrt[161])*Log[2 - x])/(1449*(5 + Sqrt[161])) - (400*(43 - 3*Sqrt[161])*Log[-2*(231 - 19*Sqrt[161]) + (49 - 3*Sqrt[161])*x])/(1449*(49 - 3*Sqrt[161])) + (80*(6 - Sqrt[161])*Log[-2*(231 - 19*Sqrt[161]) + (49 - 3*Sqrt[161])*x])/(161*(49 - 3*Sqrt[161])) + (80*(6 + Sqrt[161])*Log[2*(231 + 19*Sqrt[161]) - (49 + 3*Sqrt[161])*x])/(161*(49 + 3*Sqrt[161])) - (400*(43 + 3*Sqrt[161])*Log[2*(231 + 19*Sqrt[161]) - (49 + 3*Sqrt[161])*x])/(1449*(49 + 3*Sqrt[161])) + (160*Log[-2 + 3*x - x^2])/(161*(9 - Sqrt[161] - 2*x)) - (160*(9 - Sqrt[161])*Log[-2 + 3*x - x^2])/(1449*(9 - Sqrt[161] - 2*x)) + (160*Log[-2 + 3*x - x^2])/(161*(9 + Sqrt[161] - 2*x)) - (160*(9 + Sqrt[161])*Log[-2 + 3*x - x^2])/(1449*(9 + Sqrt[161] - 2*x))","B",106,17,89,0.1910,1,"{6741, 12, 6728, 6742, 638, 618, 206, 632, 31, 2528, 2525, 800, 2524, 2418, 2394, 2393, 2391}"
869,1,59,0,0.5157958,"\int \left(-1+486 x^5+e^{7 x} \left(2430 x^4+4374 x^5+1134 x^6\right)+e^{14 x} \left(2916 x^3+12636 x^4+7290 x^5+1134 x^6\right)\right) \, dx","Int[-1 + 486*x^5 + E^(7*x)*(2430*x^4 + 4374*x^5 + 1134*x^6) + E^(14*x)*(2916*x^3 + 12636*x^4 + 7290*x^5 + 1134*x^6),x]","162 e^{7 x} x^6+81 e^{14 x} x^6+81 x^6+486 e^{7 x} x^5+486 e^{14 x} x^5+729 e^{14 x} x^4-x","81 \left(x-e^{7 x} (-x-3)\right)^2 x^4-x-1",1,"-x + 729*E^(14*x)*x^4 + 486*E^(7*x)*x^5 + 486*E^(14*x)*x^5 + 81*x^6 + 162*E^(7*x)*x^6 + 81*E^(14*x)*x^6","B",46,4,56,0.07143,1,"{1594, 2196, 2176, 2194}"
870,1,18,0,0.2863836,"\int \frac{e^{x+x^2-2 x \log (x)+\log ^2(x)} \left(x-2 x^2+(-2+2 x) \log (x)\right)}{x} \, dx","Int[(E^(x + x^2 - 2*x*Log[x] + Log[x]^2)*(x - 2*x^2 + (-2 + 2*x)*Log[x]))/x,x]","x^{-2 x} \left(-e^{x^2+x+\log ^2(x)}\right)","-e^{x+(x-\log (x))^2}",1,"-(E^(x + x^2 + Log[x]^2)/x^(2*x))","A",1,1,35,0.02857,1,"{6706}"
871,1,55,0,0.0747437,"\int \frac{x^2+(4-4 x) \log (2) \log (x)-2 \log (2) \log ^2(x)}{x^2} \, dx","Int[(x^2 + (4 - 4*x)*Log[2]*Log[x] - 2*Log[2]*Log[x]^2)/x^2,x]","x+\frac{\log (4) \log ^2(x)}{x}+2 \log (2) \log ^2(x)-4 \log (2) \left(\frac{1}{x}+\log (x)\right) \log (x)+\frac{2 \log (4) \log (x)}{x}+\frac{2 \log (4)}{x}-\frac{4 \log (2)}{x}","x-\frac{(2 x-2) \log (2) \log ^2(x)}{x}+\frac{\log (2)}{2}",1,"x - (4*Log[2])/x + (2*Log[4])/x + (2*Log[4]*Log[x])/x + 2*Log[2]*Log[x]^2 + (Log[4]*Log[x]^2)/x - 4*Log[2]*Log[x]*(x^(-1) + Log[x])","B",8,6,26,0.2308,1,"{14, 43, 2334, 2301, 2305, 2304}"
872,0,0,0,0.6049266,"\int \frac{36 x^4-36 x^5+\left(12 x^2-48 x^3+126 x^4\right) \log \left(\frac{e^x}{x}\right)+\left(36 x^2-144 x^3\right) \log ^2\left(\frac{e^x}{x}\right)+\left(2-24 x+54 x^2\right) \log ^3\left(\frac{e^x}{x}\right)}{81 \log ^3\left(\frac{e^x}{x}\right)} \, dx","Int[(36*x^4 - 36*x^5 + (12*x^2 - 48*x^3 + 126*x^4)*Log[E^x/x] + (36*x^2 - 144*x^3)*Log[E^x/x]^2 + (2 - 24*x + 54*x^2)*Log[E^x/x]^3)/(81*Log[E^x/x]^3),x]","\int \frac{36 x^4-36 x^5+\left(12 x^2-48 x^3+126 x^4\right) \log \left(\frac{e^x}{x}\right)+\left(36 x^2-144 x^3\right) \log ^2\left(\frac{e^x}{x}\right)+\left(2-24 x+54 x^2\right) \log ^3\left(\frac{e^x}{x}\right)}{81 \log ^3\left(\frac{e^x}{x}\right)} \, dx","\frac{2}{9} x \left(-\frac{x^2}{\log \left(\frac{e^x}{x}\right)}+x-\frac{1}{3}\right)^2",1,"(2*x)/81 - (4*x^2)/27 + (2*x^3)/9 + (4*Defer[Int][x^4/Log[E^x/x]^3, x])/9 - (4*Defer[Int][x^5/Log[E^x/x]^3, x])/9 + (4*Defer[Int][x^2/Log[E^x/x]^2, x])/27 - (16*Defer[Int][x^3/Log[E^x/x]^2, x])/27 + (14*Defer[Int][x^4/Log[E^x/x]^2, x])/9 + (4*Defer[Int][x^2/Log[E^x/x], x])/9 - (16*Defer[Int][x^3/Log[E^x/x], x])/9","F",0,0,0,0,-1,"{}"
873,1,20,0,0.019477,"\int \frac{28+e^4 (-27+x)-x}{e^4 (-27+x)} \, dx","Int[(28 + E^4*(-27 + x) - x)/(E^4*(-27 + x)),x]","\left(1-\frac{1}{e^4}\right) x+\frac{\log (27-x)}{e^4}","\frac{1}{2} (2 x-3)+\frac{\log (x-27)-x}{e^4}+4",1,"(1 - E^(-4))*x + Log[27 - x]/E^4","A",4,3,21,0.1429,1,"{12, 186, 43}"
874,1,39,0,0.1566973,"\int \frac{2 x^3+3 x^8 \log (5)+\left(8 x-36 x^6 \log (5)\right) \log (16)+144 x^4 \log (5) \log ^2(16)-192 x^2 \log (5) \log ^3(16)}{-x^6 \log (5)+12 x^4 \log (5) \log (16)-48 x^2 \log (5) \log ^2(16)+64 \log (5) \log ^3(16)} \, dx","Int[(2*x^3 + 3*x^8*Log[5] + (8*x - 36*x^6*Log[5])*Log[16] + 144*x^4*Log[5]*Log[16]^2 - 192*x^2*Log[5]*Log[16]^3)/(-(x^6*Log[5]) + 12*x^4*Log[5]*Log[16] - 48*x^2*Log[5]*Log[16]^2 + 64*Log[5]*Log[16]^3),x]","-x^3+\frac{1}{\log (5) \left(x^2-4 \log (16)\right)}+\frac{4 \log (16)}{\log (5) \left(x^2-4 \log (16)\right)^2}","x^2 \left(\frac{1}{x^2 \log (5) \left(x-\frac{4 \log (16)}{x}\right)^2}-x\right)",1,"-x^3 + 1/(Log[5]*(x^2 - 4*Log[16])) + (4*Log[16])/(Log[5]*(x^2 - 4*Log[16])^2)","A",4,2,88,0.02273,1,"{2073, 261}"
875,1,16,0,0.00597,"\int -\frac{5 e^{e^4}}{(2+5 x) (8+20 x)} \, dx","Int[(-5*E^E^4)/((2 + 5*x)*(8 + 20*x)),x]","\frac{e^{e^4}}{4 (5 x+2)}","\frac{e^{e^4}}{4 (5 x+2)}",1,"E^E^4/(4*(2 + 5*x))","A",3,3,21,0.1429,1,"{12, 21, 32}"
876,0,0,0,6.7780402,"\int \frac{490 x^2+35630 x^3+629520 x^4-665640 x^5+e^{2 x} \left(-56-4072 x-262148 x^2+266256 x^3\right)+\left(140 x^3+5020 x^4-5160 x^5+e^{2 x} \left(-16 x-2048 x^2+2064 x^3\right)\right) \log (1-x)+\left(10 x^4-10 x^5+e^{2 x} \left(-4 x^2+4 x^3\right)\right) \log ^2(1-x)}{e^{2 x} \left(-49 x^2-3563 x^3-62952 x^4+66564 x^5\right)+e^{2 x} \left(-14 x^3-502 x^4+516 x^5\right) \log (1-x)+e^{2 x} \left(-x^4+x^5\right) \log ^2(1-x)} \, dx","Int[(490*x^2 + 35630*x^3 + 629520*x^4 - 665640*x^5 + E^(2*x)*(-56 - 4072*x - 262148*x^2 + 266256*x^3) + (140*x^3 + 5020*x^4 - 5160*x^5 + E^(2*x)*(-16*x - 2048*x^2 + 2064*x^3))*Log[1 - x] + (10*x^4 - 10*x^5 + E^(2*x)*(-4*x^2 + 4*x^3))*Log[1 - x]^2)/(E^(2*x)*(-49*x^2 - 3563*x^3 - 62952*x^4 + 66564*x^5) + E^(2*x)*(-14*x^3 - 502*x^4 + 516*x^5)*Log[1 - x] + E^(2*x)*(-x^4 + x^5)*Log[1 - x]^2),x]","\int \frac{490 x^2+35630 x^3+629520 x^4-665640 x^5+e^{2 x} \left(-56-4072 x-262148 x^2+266256 x^3\right)+\left(140 x^3+5020 x^4-5160 x^5+e^{2 x} \left(-16 x-2048 x^2+2064 x^3\right)\right) \log (1-x)+\left(10 x^4-10 x^5+e^{2 x} \left(-4 x^2+4 x^3\right)\right) \log ^2(1-x)}{e^{2 x} \left(-49 x^2-3563 x^3-62952 x^4+66564 x^5\right)+e^{2 x} \left(-14 x^3-502 x^4+516 x^5\right) \log (1-x)+e^{2 x} \left(-x^4+x^5\right) \log ^2(1-x)} \, dx","5 e^{-2 x}-\frac{4}{x+\frac{5}{\frac{2}{x}+\log (1-x)+258}}",1,"5/E^(2*x) - 4/x - 20*Defer[Int][1/((-1 + x)*(7 + 258*x + x*Log[1 - x])^2), x] + 140*Defer[Int][1/(x^2*(7 + 258*x + x*Log[1 - x])^2), x] - 40*Defer[Int][1/(x^2*(7 + 258*x + x*Log[1 - x])), x]","F",0,0,0,0,-1,"{}"
877,0,0,0,4.9542937,"\int \frac{-14+12 x-6 x^2+x^3+\left(-8+12 x-6 x^2+x^3\right) \log (x)+e^{-3 e^x+3 x} (1+\log (x))+e^{-2 e^x+2 x} (-6+3 x+(-6+3 x) \log (x))+e^{-e^x+x} \left(6+6 e^x-12 x+3 x^2+\left(12-12 x+3 x^2\right) \log (x)\right)}{-8+e^{-3 e^x+3 x}+12 x-6 x^2+x^3+e^{-2 e^x+2 x} (-6+3 x)+e^{-e^x+x} \left(12-12 x+3 x^2\right)} \, dx","Int[(-14 + 12*x - 6*x^2 + x^3 + (-8 + 12*x - 6*x^2 + x^3)*Log[x] + E^(-3*E^x + 3*x)*(1 + Log[x]) + E^(-2*E^x + 2*x)*(-6 + 3*x + (-6 + 3*x)*Log[x]) + E^(-E^x + x)*(6 + 6*E^x - 12*x + 3*x^2 + (12 - 12*x + 3*x^2)*Log[x]))/(-8 + E^(-3*E^x + 3*x) + 12*x - 6*x^2 + x^3 + E^(-2*E^x + 2*x)*(-6 + 3*x) + E^(-E^x + x)*(12 - 12*x + 3*x^2)),x]","\int \frac{-14+12 x-6 x^2+x^3+\left(-8+12 x-6 x^2+x^3\right) \log (x)+e^{-3 e^x+3 x} (1+\log (x))+e^{-2 e^x+2 x} (-6+3 x+(-6+3 x) \log (x))+e^{-e^x+x} \left(6+6 e^x-12 x+3 x^2+\left(12-12 x+3 x^2\right) \log (x)\right)}{-8+e^{-3 e^x+3 x}+12 x-6 x^2+x^3+e^{-2 e^x+2 x} (-6+3 x)+e^{-e^x+x} \left(12-12 x+3 x^2\right)} \, dx","\frac{3}{\left(x+e^{x-e^x}-2\right)^2}+x \log (x)-3",1,"x*Log[x] - 18*Defer[Int][E^(3*E^x)/(-2*E^E^x + E^x + E^E^x*x)^3, x] + 24*Defer[Int][E^(4*E^x)/(-2*E^E^x + E^x + E^E^x*x)^3, x] + 6*Defer[Int][(E^(3*E^x)*x)/(-2*E^E^x + E^x + E^E^x*x)^3, x] - 24*Defer[Int][(E^(4*E^x)*x)/(-2*E^E^x + E^x + E^E^x*x)^3, x] + 6*Defer[Int][(E^(4*E^x)*x^2)/(-2*E^E^x + E^x + E^E^x*x)^3, x] - 6*Defer[Int][E^(2*E^x)/(-2*E^E^x + E^x + E^E^x*x)^2, x] + 24*Defer[Int][E^(3*E^x)/(-2*E^E^x + E^x + E^E^x*x)^2, x] - 12*Defer[Int][(E^(3*E^x)*x)/(-2*E^E^x + E^x + E^E^x*x)^2, x] + 6*Defer[Int][E^(2*E^x)/(-2*E^E^x + E^x + E^E^x*x), x]","F",0,0,0,0,-1,"{}"
878,0,0,0,0.644198,"\int e^{-x+e^{-x} \left(-x-x^2+e^x (1+2 x)\right)} \left(-1+2 e^x-x+x^2\right) \, dx","Int[E^(-x + (-x - x^2 + E^x*(1 + 2*x))/E^x)*(-1 + 2*E^x - x + x^2),x]","\int e^{-x+e^{-x} \left(-x-x^2+e^x (1+2 x)\right)} \left(-1+2 e^x-x+x^2\right) \, dx","e^{-e^{-x} (x+1) x+2 x+1}",1,"-Defer[Int][E^(((E^x - x)*(1 + x))/E^x), x] + 2*Defer[Int][E^(x + ((E^x - x)*(1 + x))/E^x), x] - Defer[Int][E^(((E^x - x)*(1 + x))/E^x)*x, x] + Defer[Int][E^(((E^x - x)*(1 + x))/E^x)*x^2, x]","F",0,0,0,0,-1,"{}"
879,1,27,0,0.0156951,"\int \frac{e+20 x+e^x (100+100 x)}{e} \, dx","Int[(E + 20*x + E^x*(100 + 100*x))/E,x]","\frac{10 x^2}{e}+x-100 e^{x-1}+100 e^{x-1} (x+1)","\frac{10 \left(x^2+10 e^x x\right)}{e}+x",1,"-100*E^(-1 + x) + x + (10*x^2)/E + 100*E^(-1 + x)*(1 + x)","A",4,3,18,0.1667,1,"{12, 2176, 2194}"
880,1,16,0,0.0075307,"\int \frac{1}{4} \left(-1-20 e^{-4+x}+4 e^x\right) \, dx","Int[(-1 - 20*E^(-4 + x) + 4*E^x)/4,x]","-\frac{x}{4}-5 e^{x-4}+e^x","\frac{1}{4} (-x-1)-5 e^{x-4}+e^x-3",1,"-5*E^(-4 + x) + E^x - x/4","A",4,2,18,0.1111,1,"{12, 2194}"
881,0,0,0,7.7452905,"\int \frac{e^{10} \left(8+6 x^2\right)+e^5 \left(-8 x^3-6 x^5\right)+\left(e^{10} (-4+6 x)+e^5 \left(4 x^3-6 x^4\right)\right) \log \left(\frac{4 x^2}{3}\right)+\left(-2 e^{10} x+e^5 \left(16 x^2+14 x^4\right)+\left(-2 e^{10}+e^5 \left(-8 x^2+14 x^3\right)\right) \log \left(\frac{4 x^2}{3}\right)\right) \log \left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(e^5 \left(-8 x-10 x^3\right)+e^5 \left(4 x-10 x^2\right) \log \left(\frac{4 x^2}{3}\right)\right) \log ^2\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(2 e^5 x^2+2 e^5 x \log \left(\frac{4 x^2}{3}\right)\right) \log ^3\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)}{-x^9-x^8 \log \left(\frac{4 x^2}{3}\right)+\left(5 x^8+5 x^7 \log \left(\frac{4 x^2}{3}\right)\right) \log \left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(-10 x^7-10 x^6 \log \left(\frac{4 x^2}{3}\right)\right) \log ^2\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(10 x^6+10 x^5 \log \left(\frac{4 x^2}{3}\right)\right) \log ^3\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(-5 x^5-5 x^4 \log \left(\frac{4 x^2}{3}\right)\right) \log ^4\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(x^4+x^3 \log \left(\frac{4 x^2}{3}\right)\right) \log ^5\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)} \, dx","Int[(E^10*(8 + 6*x^2) + E^5*(-8*x^3 - 6*x^5) + (E^10*(-4 + 6*x) + E^5*(4*x^3 - 6*x^4))*Log[(4*x^2)/3] + (-2*E^10*x + E^5*(16*x^2 + 14*x^4) + (-2*E^10 + E^5*(-8*x^2 + 14*x^3))*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])] + (E^5*(-8*x - 10*x^3) + E^5*(4*x - 10*x^2)*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^2 + (2*E^5*x^2 + 2*E^5*x*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^3)/(-x^9 - x^8*Log[(4*x^2)/3] + (5*x^8 + 5*x^7*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])] + (-10*x^7 - 10*x^6*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^2 + (10*x^6 + 10*x^5*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^3 + (-5*x^5 - 5*x^4*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^4 + (x^4 + x^3*Log[(4*x^2)/3])*Log[(2*x)/(x + Log[(4*x^2)/3])]^5),x]","\int \frac{e^{10} \left(8+6 x^2\right)+e^5 \left(-8 x^3-6 x^5\right)+\left(e^{10} (-4+6 x)+e^5 \left(4 x^3-6 x^4\right)\right) \log \left(\frac{4 x^2}{3}\right)+\left(-2 e^{10} x+e^5 \left(16 x^2+14 x^4\right)+\left(-2 e^{10}+e^5 \left(-8 x^2+14 x^3\right)\right) \log \left(\frac{4 x^2}{3}\right)\right) \log \left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(e^5 \left(-8 x-10 x^3\right)+e^5 \left(4 x-10 x^2\right) \log \left(\frac{4 x^2}{3}\right)\right) \log ^2\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(2 e^5 x^2+2 e^5 x \log \left(\frac{4 x^2}{3}\right)\right) \log ^3\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)}{-x^9-x^8 \log \left(\frac{4 x^2}{3}\right)+\left(5 x^8+5 x^7 \log \left(\frac{4 x^2}{3}\right)\right) \log \left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(-10 x^7-10 x^6 \log \left(\frac{4 x^2}{3}\right)\right) \log ^2\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(10 x^6+10 x^5 \log \left(\frac{4 x^2}{3}\right)\right) \log ^3\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(-5 x^5-5 x^4 \log \left(\frac{4 x^2}{3}\right)\right) \log ^4\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)+\left(x^4+x^3 \log \left(\frac{4 x^2}{3}\right)\right) \log ^5\left(\frac{2 x}{x+\log \left(\frac{4 x^2}{3}\right)}\right)} \, dx","\frac{\left(\frac{e^5}{\left(x-\log \left(\frac{2 x}{\log \left(\frac{4 x^2}{3}\right)+x}\right)\right)^2}-x\right)^2}{x^2}",1,"-8*E^10*Defer[Int][1/(x^3*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^5), x] - 4*E^10*Defer[Int][1/(x*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^5), x] + 4*E^10*Defer[Int][Log[(4*x^2)/3]/(x^3*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^5), x] - 4*E^10*Defer[Int][Log[(4*x^2)/3]/(x^2*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^5), x] - 2*E^10*Defer[Int][1/(x^3*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^4), x] + 4*E^5*Defer[Int][1/((x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^3), x] + 8*E^5*Defer[Int][1/(x^2*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^3), x] - 4*E^5*Defer[Int][Log[(4*x^2)/3]/(x^2*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^3), x] + 4*E^5*Defer[Int][Log[(4*x^2)/3]/(x*(x + Log[(4*x^2)/3])*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^3), x] + 2*E^5*Defer[Int][1/(x^2*(x - Log[(2*x)/(x + Log[(4*x^2)/3])])^2), x]","F",0,0,0,0,-1,"{}"
882,0,0,0,9.4367803,"\int \frac{150 x^2-500 x^4+100 e^x x^4+30 \log (x)+\left(-15-100 x^2+20 e^x x^2\right) \log ^2(x)+\left(-5+e^x\right) \log ^4(x)}{-150 x^3+500 x^4+100 e^x x^4-500 x^5+\left(-15 x+100 x^2+20 e^x x^2-100 x^3\right) \log ^2(x)+\left(5+e^x-5 x\right) \log ^4(x)} \, dx","Int[(150*x^2 - 500*x^4 + 100*E^x*x^4 + 30*Log[x] + (-15 - 100*x^2 + 20*E^x*x^2)*Log[x]^2 + (-5 + E^x)*Log[x]^4)/(-150*x^3 + 500*x^4 + 100*E^x*x^4 - 500*x^5 + (-15*x + 100*x^2 + 20*E^x*x^2 - 100*x^3)*Log[x]^2 + (5 + E^x - 5*x)*Log[x]^4),x]","\int \frac{150 x^2-500 x^4+100 e^x x^4+30 \log (x)+\left(-15-100 x^2+20 e^x x^2\right) \log ^2(x)+\left(-5+e^x\right) \log ^4(x)}{-150 x^3+500 x^4+100 e^x x^4-500 x^5+\left(-15 x+100 x^2+20 e^x x^2-100 x^3\right) \log ^2(x)+\left(5+e^x-5 x\right) \log ^4(x)} \, dx","\log \left(x+\frac{1}{5} \left(\frac{3}{2 x+\frac{\log ^2(x)}{5 x}}-e^x\right)-1\right)",1,"x - 150*Defer[Int][x^2/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 150*Defer[Int][x^3/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] + 1000*Defer[Int][x^4/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 500*Defer[Int][x^5/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 30*Defer[Int][Log[x]/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] + 15*Defer[Int][Log[x]^2/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 15*Defer[Int][(x*Log[x]^2)/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] + 200*Defer[Int][(x^2*Log[x]^2)/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 100*Defer[Int][(x^3*Log[x]^2)/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] + 10*Defer[Int][Log[x]^4/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x] - 5*Defer[Int][(x*Log[x]^4)/((10*x^2 + Log[x]^2)*(15*x - 50*x^2 - 10*E^x*x^2 + 50*x^3 - 5*Log[x]^2 - E^x*Log[x]^2 + 5*x*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
883,0,0,0,0.2614102,"\int \frac{10 \log \left(\frac{x^4}{18}\right)-5 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left(20 \log \left(x^2\right)+5 \log \left(x^2\right) \log \left(\frac{x^4}{18}\right)\right) \log \left(\log \left(x^2\right)\right) \log \left(\log \left(\log \left(x^2\right)\right)\right)}{\log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(10*Log[x^4/18] - 5*Log[x^2]*Log[Log[x^2]] + (20*Log[x^2] + 5*Log[x^2]*Log[x^4/18])*Log[Log[x^2]]*Log[Log[Log[x^2]]])/(Log[x^2]*Log[Log[x^2]]),x]","\int \frac{10 \log \left(\frac{x^4}{18}\right)-5 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left(20 \log \left(x^2\right)+5 \log \left(x^2\right) \log \left(\frac{x^4}{18}\right)\right) \log \left(\log \left(x^2\right)\right) \log \left(\log \left(\log \left(x^2\right)\right)\right)}{\log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","5 \left(x \log \left(\frac{x^4}{18}\right) \log \left(\log \left(\log \left(x^2\right)\right)\right)-x\right)",1,"-5*x + 10*Defer[Int][Log[x^4/18]/(Log[x^2]*Log[Log[x^2]]), x] + 20*Defer[Int][Log[Log[Log[x^2]]], x] + 5*Defer[Int][Log[x^4/18]*Log[Log[Log[x^2]]], x]","F",0,0,0,0,-1,"{}"
884,1,34,0,0.1000919,"\int \frac{684-102 x+45 x^2+6 x^3+e^2 \left(120-24 x+12 x^2\right)}{-114 x^2+17 x^3+x^4+e^2 \left(-20 x^2+4 x^3\right)} \, dx","Int[(684 - 102*x + 45*x^2 + 6*x^3 + E^2*(120 - 24*x + 12*x^2))/(-114*x^2 + 17*x^3 + x^4 + E^2*(-20*x^2 + 4*x^3)),x]","3 \log \left(-x^2-\left(17+4 e^2\right) x+2 \left(57+10 e^2\right)\right)+\frac{6}{x}","3 \left(\frac{2}{x}+\log \left(\left(2 \left(\frac{x}{4}+e^2+4\right)+3\right) (5-x)+2\right)\right)",1,"6/x + 3*Log[2*(57 + 10*E^2) - (17 + 4*E^2)*x - x^2]","A",3,2,61,0.03279,1,"{2074, 628}"
885,0,0,0,1.2749752,"\int \frac{-18+e^x (18-18 x)-18 x^2-18 \log (x)}{20+5 e^{2 x}-60 x+25 x^2+30 x^3+5 x^4+e^x \left(-20+30 x+10 x^2\right)+\left(20-10 e^x-30 x-10 x^2\right) \log (x)+5 \log ^2(x)} \, dx","Int[(-18 + E^x*(18 - 18*x) - 18*x^2 - 18*Log[x])/(20 + 5*E^(2*x) - 60*x + 25*x^2 + 30*x^3 + 5*x^4 + E^x*(-20 + 30*x + 10*x^2) + (20 - 10*E^x - 30*x - 10*x^2)*Log[x] + 5*Log[x]^2),x]","\int \frac{-18+e^x (18-18 x)-18 x^2-18 \log (x)}{20+5 e^{2 x}-60 x+25 x^2+30 x^3+5 x^4+e^x \left(-20+30 x+10 x^2\right)+\left(20-10 e^x-30 x-10 x^2\right) \log (x)+5 \log ^2(x)} \, dx","\frac{18 x}{5 \left(x (x+3)+e^x-\log (x)-2\right)}",1,"(18*Defer[Int][(-2 + E^x + 3*x + x^2 - Log[x])^(-2), x])/5 - 18*Defer[Int][x/(-2 + E^x + 3*x + x^2 - Log[x])^2, x] + (18*Defer[Int][x^2/(-2 + E^x + 3*x + x^2 - Log[x])^2, x])/5 + (18*Defer[Int][x^3/(-2 + E^x + 3*x + x^2 - Log[x])^2, x])/5 + (18*Defer[Int][(-2 + E^x + 3*x + x^2 - Log[x])^(-1), x])/5 - (18*Defer[Int][x/(-2 + E^x + 3*x + x^2 - Log[x]), x])/5 - (18*Defer[Int][(x*Log[x])/(-2 + E^x + 3*x + x^2 - Log[x])^2, x])/5","F",0,0,0,0,-1,"{}"
886,-1,0,0,180.0059254,"\int \frac{-64-768 x^2+256 x^3+x^5+20 x^7-5 x^8+160 x^9-80 x^{10}+650 x^{11}-480 x^{12}+1400 x^{13}-1290 x^{14}+1504 x^{15}-1360 x^{16}+645 x^{17}-160 x^{18}+20 x^{19}-x^{20}+e^8 \left(160 x^9-80 x^{10}+1930 x^{11}-1440 x^{12}+8040 x^{13}-7710 x^{14}+13120 x^{15}-13280 x^{16}+6430 x^{17}-1600 x^{18}+200 x^{19}-10 x^{20}\right)+e^{16} \left(1280 x^{13}-1280 x^{14}+5600 x^{15}-6480 x^{16}+3205 x^{17}-800 x^{18}+100 x^{19}-5 x^{20}\right)+e^{20} \left(-1024 x^{15}+1280 x^{16}-640 x^{17}+160 x^{18}-20 x^{19}+x^{20}\right)+e^4 \left(768 x^2-256 x^3-20 x^7+5 x^8-320 x^9+160 x^{10}-1940 x^{11}+1440 x^{12}-5480 x^{13}+5150 x^{14}-7040 x^{15}+6720 x^{16}-3220 x^{17}+800 x^{18}-100 x^{19}+5 x^{20}\right)+e^{12} \left(-640 x^{11}+480 x^{12}-5240 x^{13}+5130 x^{14}-12160 x^{15}+13120 x^{16}-6420 x^{17}+1600 x^{18}-200 x^{19}+10 x^{20}\right)}{x^5+20 x^7-5 x^8+160 x^9-80 x^{10}+650 x^{11}-480 x^{12}+1400 x^{13}-1290 x^{14}+1504 x^{15}-1360 x^{16}+645 x^{17}-160 x^{18}+20 x^{19}-x^{20}+e^8 \left(160 x^9-80 x^{10}+1930 x^{11}-1440 x^{12}+8040 x^{13}-7710 x^{14}+13120 x^{15}-13280 x^{16}+6430 x^{17}-1600 x^{18}+200 x^{19}-10 x^{20}\right)+e^{16} \left(1280 x^{13}-1280 x^{14}+5600 x^{15}-6480 x^{16}+3205 x^{17}-800 x^{18}+100 x^{19}-5 x^{20}\right)+e^{20} \left(-1024 x^{15}+1280 x^{16}-640 x^{17}+160 x^{18}-20 x^{19}+x^{20}\right)+e^4 \left(-20 x^7+5 x^8-320 x^9+160 x^{10}-1940 x^{11}+1440 x^{12}-5480 x^{13}+5150 x^{14}-7040 x^{15}+6720 x^{16}-3220 x^{17}+800 x^{18}-100 x^{19}+5 x^{20}\right)+e^{12} \left(-640 x^{11}+480 x^{12}-5240 x^{13}+5130 x^{14}-12160 x^{15}+13120 x^{16}-6420 x^{17}+1600 x^{18}-200 x^{19}+10 x^{20}\right)} \, dx","Int[(-64 - 768*x^2 + 256*x^3 + x^5 + 20*x^7 - 5*x^8 + 160*x^9 - 80*x^10 + 650*x^11 - 480*x^12 + 1400*x^13 - 1290*x^14 + 1504*x^15 - 1360*x^16 + 645*x^17 - 160*x^18 + 20*x^19 - x^20 + E^8*(160*x^9 - 80*x^10 + 1930*x^11 - 1440*x^12 + 8040*x^13 - 7710*x^14 + 13120*x^15 - 13280*x^16 + 6430*x^17 - 1600*x^18 + 200*x^19 - 10*x^20) + E^16*(1280*x^13 - 1280*x^14 + 5600*x^15 - 6480*x^16 + 3205*x^17 - 800*x^18 + 100*x^19 - 5*x^20) + E^20*(-1024*x^15 + 1280*x^16 - 640*x^17 + 160*x^18 - 20*x^19 + x^20) + E^4*(768*x^2 - 256*x^3 - 20*x^7 + 5*x^8 - 320*x^9 + 160*x^10 - 1940*x^11 + 1440*x^12 - 5480*x^13 + 5150*x^14 - 7040*x^15 + 6720*x^16 - 3220*x^17 + 800*x^18 - 100*x^19 + 5*x^20) + E^12*(-640*x^11 + 480*x^12 - 5240*x^13 + 5130*x^14 - 12160*x^15 + 13120*x^16 - 6420*x^17 + 1600*x^18 - 200*x^19 + 10*x^20))/(x^5 + 20*x^7 - 5*x^8 + 160*x^9 - 80*x^10 + 650*x^11 - 480*x^12 + 1400*x^13 - 1290*x^14 + 1504*x^15 - 1360*x^16 + 645*x^17 - 160*x^18 + 20*x^19 - x^20 + E^8*(160*x^9 - 80*x^10 + 1930*x^11 - 1440*x^12 + 8040*x^13 - 7710*x^14 + 13120*x^15 - 13280*x^16 + 6430*x^17 - 1600*x^18 + 200*x^19 - 10*x^20) + E^16*(1280*x^13 - 1280*x^14 + 5600*x^15 - 6480*x^16 + 3205*x^17 - 800*x^18 + 100*x^19 - 5*x^20) + E^20*(-1024*x^15 + 1280*x^16 - 640*x^17 + 160*x^18 - 20*x^19 + x^20) + E^4*(-20*x^7 + 5*x^8 - 320*x^9 + 160*x^10 - 1940*x^11 + 1440*x^12 - 5480*x^13 + 5150*x^14 - 7040*x^15 + 6720*x^16 - 3220*x^17 + 800*x^18 - 100*x^19 + 5*x^20) + E^12*(-640*x^11 + 480*x^12 - 5240*x^13 + 5130*x^14 - 12160*x^15 + 13120*x^16 - 6420*x^17 + 1600*x^18 - 200*x^19 + 10*x^20)),x]","\text{\$Aborted}","\frac{16}{\left((x-4) \left(e^4 x-x\right) x^2+x\right)^4}+x",1,"$Aborted","F",0,0,0,0,-1,"{}"
887,0,0,0,5.1498042,"\int \frac{e^{4+2 x+x^2} \left(-3-6 x-6 x^2\right)+e^{2 x} \left(6+24 x+12 x^2\right)}{\left(4+e^{4+2 x+x^2} x+e^{2 x} \left(-2 x-2 x^2\right)\right) \log ^2\left(4+e^{4+2 x+x^2} x+e^{2 x} \left(-2 x-2 x^2\right)\right)} \, dx","Int[(E^(4 + 2*x + x^2)*(-3 - 6*x - 6*x^2) + E^(2*x)*(6 + 24*x + 12*x^2))/((4 + E^(4 + 2*x + x^2)*x + E^(2*x)*(-2*x - 2*x^2))*Log[4 + E^(4 + 2*x + x^2)*x + E^(2*x)*(-2*x - 2*x^2)]^2),x]","\int \frac{e^{4+2 x+x^2} \left(-3-6 x-6 x^2\right)+e^{2 x} \left(6+24 x+12 x^2\right)}{\left(4+e^{4+2 x+x^2} x+e^{2 x} \left(-2 x-2 x^2\right)\right) \log ^2\left(4+e^{4+2 x+x^2} x+e^{2 x} \left(-2 x-2 x^2\right)\right)} \, dx","\frac{3}{\log \left(e^{2 x} x \left(e^{x^2+4}-2 (x+1)\right)+4\right)}",1,"-6*Defer[Int][Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^(-2), x] - 3*Defer[Int][1/(x*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] - 6*Defer[Int][x/Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2, x] - 24*Defer[Int][1/((-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] - 12*Defer[Int][1/(x*(-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] - 24*Defer[Int][x/((-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] - 6*Defer[Int][(E^(2*x)*x)/((-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] + 12*Defer[Int][(E^(2*x)*x^2)/((-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x] + 12*Defer[Int][(E^(2*x)*x^3)/((-4 + 2*E^(2*x)*x - E^(4 + 2*x + x^2)*x + 2*E^(2*x)*x^2)*Log[4 + E^(4 + 2*x + x^2)*x - 2*E^(2*x)*x*(1 + x)]^2), x]","F",0,0,0,0,-1,"{}"
888,1,33,0,0.3676209,"\int \frac{-3+\left(6+x+\log (2)+e^{2 x} (12+2 x+2 \log (2))+(-12-2 x-2 \log (2)) \log (25)\right) \log ^2(6+x+\log (2))}{(12+2 x+2 \log (2)) \log ^2(6+x+\log (2))} \, dx","Int[(-3 + (6 + x + Log[2] + E^(2*x)*(12 + 2*x + 2*Log[2]) + (-12 - 2*x - 2*Log[2])*Log[25])*Log[6 + x + Log[2]]^2)/((12 + 2*x + 2*Log[2])*Log[6 + x + Log[2]]^2),x]","\frac{e^{2 x}}{2}+\frac{1}{2} x (1-2 \log (25))+\frac{3}{2 \log (x+6+\log (2))}","\frac{1}{2} \left(x+e^{2 x}+\frac{3}{\log (x+6+\log (2))}\right)-x \log (25)",1,"E^(2*x)/2 + (x*(1 - 2*Log[25]))/2 + 3/(2*Log[6 + x + Log[2]])","A",6,5,63,0.07937,1,"{6688, 2194, 2390, 2302, 30}"
889,1,23,0,0.4111913,"\int \frac{x+\left(-x+x^2+200 x^3\right) \log (x)+\log ^2(x)+\left(-x-200 x^2\right) \log ^3(x)}{-x^2 \log (x)+x \log ^3(x)} \, dx","Int[(x + (-x + x^2 + 200*x^3)*Log[x] + Log[x]^2 + (-x - 200*x^2)*Log[x]^3)/(-(x^2*Log[x]) + x*Log[x]^3),x]","-100 x^2-x+\log \left(x-\log ^2(x)\right)-\log (\log (x))","-100 x^2-x+\log \left(\frac{x}{\log (x)}-\log (x)\right)-1",1,"-x - 100*x^2 - Log[Log[x]] + Log[x - Log[x]^2]","A",6,5,52,0.09615,1,"{6741, 6742, 2302, 29, 2541}"
890,0,0,0,29.9922207,"\int \frac{4+16 x-20 x^2-8 x^3+21 x^4+2 x^5-8 x^6+x^8+e^{16} \left(16-8 x^2+x^4\right)+e^{12} \left(-64 x+32 x^3-4 x^5\right)+e^8 \left(16+32 x+84 x^2-16 x^3-46 x^4+2 x^5+6 x^6\right)+e^4 \left(-32 x^2-56 x^3+16 x^4+30 x^5-2 x^6-4 x^7\right)+\left(32 x^2+56 x^3-16 x^4-30 x^5+2 x^6+4 x^7+e^{12} \left(-64+32 x^2-4 x^4\right)+e^8 \left(192 x-96 x^3+12 x^5\right)+e^4 \left(-32-64 x-168 x^2+32 x^3+92 x^4-4 x^5-12 x^6\right)\right) \log (x)+\left(16+32 x+84 x^2-16 x^3-46 x^4+2 x^5+6 x^6+e^8 \left(96-48 x^2+6 x^4\right)+e^4 \left(-192 x+96 x^3-12 x^5\right)\right) \log ^2(x)+\left(64 x-32 x^3+4 x^5+e^4 \left(-64+32 x^2-4 x^4\right)\right) \log ^3(x)+\left(16-8 x^2+x^4\right) \log ^4(x)}{4+12 x^2+5 x^4-6 x^6+x^8+e^{16} \left(16-8 x^2+x^4\right)+e^{12} \left(-64 x+32 x^3-4 x^5\right)+e^8 \left(16+84 x^2-46 x^4+6 x^6\right)+e^4 \left(-32 x-40 x^3+28 x^5-4 x^7\right)+\left(32 x+40 x^3-28 x^5+4 x^7+e^{12} \left(-64+32 x^2-4 x^4\right)+e^8 \left(192 x-96 x^3+12 x^5\right)+e^4 \left(-32-168 x^2+92 x^4-12 x^6\right)\right) \log (x)+\left(16+84 x^2-46 x^4+6 x^6+e^8 \left(96-48 x^2+6 x^4\right)+e^4 \left(-192 x+96 x^3-12 x^5\right)\right) \log ^2(x)+\left(64 x-32 x^3+4 x^5+e^4 \left(-64+32 x^2-4 x^4\right)\right) \log ^3(x)+\left(16-8 x^2+x^4\right) \log ^4(x)} \, dx","Int[(4 + 16*x - 20*x^2 - 8*x^3 + 21*x^4 + 2*x^5 - 8*x^6 + x^8 + E^16*(16 - 8*x^2 + x^4) + E^12*(-64*x + 32*x^3 - 4*x^5) + E^8*(16 + 32*x + 84*x^2 - 16*x^3 - 46*x^4 + 2*x^5 + 6*x^6) + E^4*(-32*x^2 - 56*x^3 + 16*x^4 + 30*x^5 - 2*x^6 - 4*x^7) + (32*x^2 + 56*x^3 - 16*x^4 - 30*x^5 + 2*x^6 + 4*x^7 + E^12*(-64 + 32*x^2 - 4*x^4) + E^8*(192*x - 96*x^3 + 12*x^5) + E^4*(-32 - 64*x - 168*x^2 + 32*x^3 + 92*x^4 - 4*x^5 - 12*x^6))*Log[x] + (16 + 32*x + 84*x^2 - 16*x^3 - 46*x^4 + 2*x^5 + 6*x^6 + E^8*(96 - 48*x^2 + 6*x^4) + E^4*(-192*x + 96*x^3 - 12*x^5))*Log[x]^2 + (64*x - 32*x^3 + 4*x^5 + E^4*(-64 + 32*x^2 - 4*x^4))*Log[x]^3 + (16 - 8*x^2 + x^4)*Log[x]^4)/(4 + 12*x^2 + 5*x^4 - 6*x^6 + x^8 + E^16*(16 - 8*x^2 + x^4) + E^12*(-64*x + 32*x^3 - 4*x^5) + E^8*(16 + 84*x^2 - 46*x^4 + 6*x^6) + E^4*(-32*x - 40*x^3 + 28*x^5 - 4*x^7) + (32*x + 40*x^3 - 28*x^5 + 4*x^7 + E^12*(-64 + 32*x^2 - 4*x^4) + E^8*(192*x - 96*x^3 + 12*x^5) + E^4*(-32 - 168*x^2 + 92*x^4 - 12*x^6))*Log[x] + (16 + 84*x^2 - 46*x^4 + 6*x^6 + E^8*(96 - 48*x^2 + 6*x^4) + E^4*(-192*x + 96*x^3 - 12*x^5))*Log[x]^2 + (64*x - 32*x^3 + 4*x^5 + E^4*(-64 + 32*x^2 - 4*x^4))*Log[x]^3 + (16 - 8*x^2 + x^4)*Log[x]^4),x]","\int \frac{4+16 x-20 x^2-8 x^3+21 x^4+2 x^5-8 x^6+x^8+e^{16} \left(16-8 x^2+x^4\right)+e^{12} \left(-64 x+32 x^3-4 x^5\right)+e^8 \left(16+32 x+84 x^2-16 x^3-46 x^4+2 x^5+6 x^6\right)+e^4 \left(-32 x^2-56 x^3+16 x^4+30 x^5-2 x^6-4 x^7\right)+\left(32 x^2+56 x^3-16 x^4-30 x^5+2 x^6+4 x^7+e^{12} \left(-64+32 x^2-4 x^4\right)+e^8 \left(192 x-96 x^3+12 x^5\right)+e^4 \left(-32-64 x-168 x^2+32 x^3+92 x^4-4 x^5-12 x^6\right)\right) \log (x)+\left(16+32 x+84 x^2-16 x^3-46 x^4+2 x^5+6 x^6+e^8 \left(96-48 x^2+6 x^4\right)+e^4 \left(-192 x+96 x^3-12 x^5\right)\right) \log ^2(x)+\left(64 x-32 x^3+4 x^5+e^4 \left(-64+32 x^2-4 x^4\right)\right) \log ^3(x)+\left(16-8 x^2+x^4\right) \log ^4(x)}{4+12 x^2+5 x^4-6 x^6+x^8+e^{16} \left(16-8 x^2+x^4\right)+e^{12} \left(-64 x+32 x^3-4 x^5\right)+e^8 \left(16+84 x^2-46 x^4+6 x^6\right)+e^4 \left(-32 x-40 x^3+28 x^5-4 x^7\right)+\left(32 x+40 x^3-28 x^5+4 x^7+e^{12} \left(-64+32 x^2-4 x^4\right)+e^8 \left(192 x-96 x^3+12 x^5\right)+e^4 \left(-32-168 x^2+92 x^4-12 x^6\right)\right) \log (x)+\left(16+84 x^2-46 x^4+6 x^6+e^8 \left(96-48 x^2+6 x^4\right)+e^4 \left(-192 x+96 x^3-12 x^5\right)\right) \log ^2(x)+\left(64 x-32 x^3+4 x^5+e^4 \left(-64+32 x^2-4 x^4\right)\right) \log ^3(x)+\left(16-8 x^2+x^4\right) \log ^4(x)} \, dx","\frac{x^2}{\frac{x \left(x-\frac{2}{x}\right)}{x^2-4}+\left(-x-\log (x)+e^4\right)^2}+x",1,"x + 32*E^4*Defer[Int][x/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 32*(1 - E^4)*Defer[Int][x^2/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 4*(7 + 4*E^4)*Defer[Int][x^3/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] + 16*(1 - E^4)*Defer[Int][x^4/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] + 2*(8 + E^4)*Defer[Int][x^5/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 2*(1 - E^4)*Defer[Int][x^6/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 2*Defer[Int][x^7/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 32*Defer[Int][(x*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 32*Defer[Int][(x^2*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] + 16*Defer[Int][(x^3*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] + 16*Defer[Int][(x^4*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 2*Defer[Int][(x^5*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] - 2*Defer[Int][(x^6*Log[x])/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2)^2, x] + 8*Defer[Int][x/(2 + 3*x^2 - x^4 - E^8*(-4 + x^2) + 2*E^4*x*(-4 + x^2) - 2*(-E^4 + x)*(-4 + x^2)*Log[x] - (-4 + x^2)*Log[x]^2), x] + 2*Defer[Int][x^3/(-2 - 3*x^2 + x^4 + E^8*(-4 + x^2) - 2*E^4*x*(-4 + x^2) + 2*(-E^4 + x)*(-4 + x^2)*Log[x] + (-4 + x^2)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
891,0,0,0,13.5692336,"\int \frac{e^{\frac{1}{4} (-1-4 x) \log ^2\left(\frac{x^2+\log ^2(x)}{x^2}\right)} \left(\left((-1-4 x) \log (x)+(1+4 x) \log ^2(x)\right) \log \left(\frac{x^2+\log ^2(x)}{x^2}\right)+\left(-x^3-x \log ^2(x)\right) \log ^2\left(\frac{x^2+\log ^2(x)}{x^2}\right)\right)}{x^3+x \log ^2(x)} \, dx","Int[(E^(((-1 - 4*x)*Log[(x^2 + Log[x]^2)/x^2]^2)/4)*(((-1 - 4*x)*Log[x] + (1 + 4*x)*Log[x]^2)*Log[(x^2 + Log[x]^2)/x^2] + (-x^3 - x*Log[x]^2)*Log[(x^2 + Log[x]^2)/x^2]^2))/(x^3 + x*Log[x]^2),x]","\int \frac{e^{\frac{1}{4} (-1-4 x) \log ^2\left(\frac{x^2+\log ^2(x)}{x^2}\right)} \left(\left((-1-4 x) \log (x)+(1+4 x) \log ^2(x)\right) \log \left(\frac{x^2+\log ^2(x)}{x^2}\right)+\left(-x^3-x \log ^2(x)\right) \log ^2\left(\frac{x^2+\log ^2(x)}{x^2}\right)\right)}{x^3+x \log ^2(x)} \, dx","e^{\left(-x-\frac{1}{4}\right) \log ^2\left(\frac{\log ^2(x)}{x^2}+1\right)}-5",1,"-4*Defer[Int][(E^(((-1 - 4*x)*Log[1 + Log[x]^2/x^2]^2)/4)*Log[x]*Log[1 + Log[x]^2/x^2])/(x^2 + Log[x]^2), x] - Defer[Int][(E^(((-1 - 4*x)*Log[1 + Log[x]^2/x^2]^2)/4)*Log[x]*Log[1 + Log[x]^2/x^2])/(x*(x^2 + Log[x]^2)), x] + 4*Defer[Int][(E^(((-1 - 4*x)*Log[1 + Log[x]^2/x^2]^2)/4)*Log[x]^2*Log[1 + Log[x]^2/x^2])/(x^2 + Log[x]^2), x] + Defer[Int][(E^(((-1 - 4*x)*Log[1 + Log[x]^2/x^2]^2)/4)*Log[x]^2*Log[1 + Log[x]^2/x^2])/(x*(x^2 + Log[x]^2)), x] - Defer[Int][E^(((-1 - 4*x)*Log[1 + Log[x]^2/x^2]^2)/4)*Log[1 + Log[x]^2/x^2]^2, x]","F",0,0,0,0,-1,"{}"
892,1,27,0,0.0518697,"\int \left(2 e^{2 x}+12 x+4 x^3+e^x \left(-6-4 x-2 x^2\right)\right) \, dx","Int[2*E^(2*x) + 12*x + 4*x^3 + E^x*(-6 - 4*x - 2*x^2),x]","x^4-2 e^x x^2+6 x^2-6 e^x+e^{2 x}","\left(x^2-e^x+3\right)^2",1,"-6*E^x + E^(2*x) + 6*x^2 - 2*E^x*x^2 + x^4","B",10,3,30,0.1000,1,"{2194, 2196, 2176}"
893,0,0,0,41.3549944,"\int \frac{24-4 x+100 x^2-117 x^3+12 x^4+12 x^5+e^{2 x} \left(12 x^2+3 x^3\right)+e^x \left(8+4 x+72 x^2-30 x^3-12 x^4\right)+\left(-36+31 x+10 x^2+e^x \left(-12-11 x-2 x^2\right)\right) \log \left(4 x+x^2\right)}{\left(108 x^3-117 x^4+12 x^5+12 x^6+e^{2 x} \left(12 x^3+3 x^4\right)+e^x \left(72 x^3-30 x^4-12 x^5\right)+\left(12 x-5 x^2-2 x^3+e^x \left(4 x+x^2\right)\right) \log \left(4 x+x^2\right)\right) \log \left(\frac{81 x^4+9 e^{2 x} x^4-108 x^5+36 x^6+e^x \left(54 x^4-36 x^5\right)+\left(18 x^2+6 e^x x^2-12 x^3\right) \log \left(4 x+x^2\right)+\log ^2\left(4 x+x^2\right)}{9 x^3+e^{2 x} x^3-12 x^4+4 x^5+e^x \left(6 x^3-4 x^4\right)}\right)} \, dx","Int[(24 - 4*x + 100*x^2 - 117*x^3 + 12*x^4 + 12*x^5 + E^(2*x)*(12*x^2 + 3*x^3) + E^x*(8 + 4*x + 72*x^2 - 30*x^3 - 12*x^4) + (-36 + 31*x + 10*x^2 + E^x*(-12 - 11*x - 2*x^2))*Log[4*x + x^2])/((108*x^3 - 117*x^4 + 12*x^5 + 12*x^6 + E^(2*x)*(12*x^3 + 3*x^4) + E^x*(72*x^3 - 30*x^4 - 12*x^5) + (12*x - 5*x^2 - 2*x^3 + E^x*(4*x + x^2))*Log[4*x + x^2])*Log[(81*x^4 + 9*E^(2*x)*x^4 - 108*x^5 + 36*x^6 + E^x*(54*x^4 - 36*x^5) + (18*x^2 + 6*E^x*x^2 - 12*x^3)*Log[4*x + x^2] + Log[4*x + x^2]^2)/(9*x^3 + E^(2*x)*x^3 - 12*x^4 + 4*x^5 + E^x*(6*x^3 - 4*x^4))]),x]","\int \frac{24-4 x+100 x^2-117 x^3+12 x^4+12 x^5+e^{2 x} \left(12 x^2+3 x^3\right)+e^x \left(8+4 x+72 x^2-30 x^3-12 x^4\right)+\left(-36+31 x+10 x^2+e^x \left(-12-11 x-2 x^2\right)\right) \log \left(4 x+x^2\right)}{\left(108 x^3-117 x^4+12 x^5+12 x^6+e^{2 x} \left(12 x^3+3 x^4\right)+e^x \left(72 x^3-30 x^4-12 x^5\right)+\left(12 x-5 x^2-2 x^3+e^x \left(4 x+x^2\right)\right) \log \left(4 x+x^2\right)\right) \log \left(\frac{81 x^4+9 e^{2 x} x^4-108 x^5+36 x^6+e^x \left(54 x^4-36 x^5\right)+\left(18 x^2+6 e^x x^2-12 x^3\right) \log \left(4 x+x^2\right)+\log ^2\left(4 x+x^2\right)}{9 x^3+e^{2 x} x^3-12 x^4+4 x^5+e^x \left(6 x^3-4 x^4\right)}\right)} \, dx","\log \left(\log \left(x \left(3-\frac{\log (x (x+4))}{x^2 \left(2 x-e^x-3\right)}\right)^2\right)\right)",1,"10*Defer[Int][1/((3 + E^x - 2*x)*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] + Defer[Int][1/(x*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] - 4*Defer[Int][x/((3 + E^x - 2*x)*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] - 2*Defer[Int][1/(x*(-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] + 30*Defer[Int][x^2/((-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] - 12*Defer[Int][x^3/((-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] - 2*Defer[Int][1/((4 + x)*(-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] + 2*Defer[Int][Log[x*(4 + x)]/((-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x] + 4*Defer[Int][Log[x*(4 + x)]/(x*(-9*x^2 - 3*E^x*x^2 + 6*x^3 - Log[x*(4 + x)])*Log[(-3*x^2*(-3 - E^x + 2*x) + Log[x*(4 + x)])^2/((3 + E^x - 2*x)^2*x^3)]), x]","F",0,0,0,0,-1,"{}"
894,1,23,0,0.1037786,"\int \frac{e^x \left(-x-3 x^2-x^3+\log (3)\right)+e^x x \log (3) \log (x)}{x} \, dx","Int[(E^x*(-x - 3*x^2 - x^3 + Log[3]) + E^x*x*Log[3]*Log[x])/x,x]","-e^x x^2-e^x x+e^x \log (3) \log (x)","e^x \left(-x^2-x+\log (3) \log (x)\right)",1,"-(E^x*x) - E^x*x^2 + E^x*Log[3]*Log[x]","A",11,5,34,0.1471,1,"{14, 2194, 2176, 2178, 2554}"
895,1,120,0,0.3935689,"\int \frac{1}{9} \left(-17+8 x+12 x^2+e^{2 x} (1+2 x)+e^{2 x^2} \left(1+4 x^2\right)+e^x \left(2+10 x+4 x^2\right)+e^{x^2} \left(-2-8 x-4 x^2-8 x^3+e^x \left(-2-2 x-4 x^2\right)\right)\right) \, dx","Int[(-17 + 8*x + 12*x^2 + E^(2*x)*(1 + 2*x) + E^(2*x^2)*(1 + 4*x^2) + E^x*(2 + 10*x + 4*x^2) + E^x^2*(-2 - 8*x - 4*x^2 - 8*x^3 + E^x*(-2 - 2*x - 4*x^2)))/9,x]","\frac{4 x^3}{9}-\frac{4}{9} e^{x^2} x^2+\frac{4 e^x x^2}{9}+\frac{4 x^2}{9}-\frac{2 e^{x^2} x}{9}+\frac{1}{9} e^{2 x^2} x-\frac{2 e^{x^2+x} \left(2 x^2+x\right)}{9 (2 x+1)}+\frac{2 e^x x}{9}-\frac{17 x}{9}-\frac{e^{2 x}}{18}+\frac{1}{18} e^{2 x} (2 x+1)","x \left(\frac{1}{9} \left(-e^{x^2}+2 x+e^x+1\right)^2-2\right)",1,"-1/18*E^(2*x) - (17*x)/9 + (2*E^x*x)/9 - (2*E^x^2*x)/9 + (E^(2*x^2)*x)/9 + (4*x^2)/9 + (4*E^x*x^2)/9 - (4*E^x^2*x^2)/9 + (4*x^3)/9 + (E^(2*x)*(1 + 2*x))/18 - (2*E^(x + x^2)*(x + 2*x^2))/(9*(1 + 2*x))","B",26,10,89,0.1124,1,"{12, 2176, 2194, 2226, 2204, 2212, 2196, 6742, 2209, 2288}"
896,1,19,0,0.068152,"\int -\frac{\exp \left(4+\frac{1}{3} \left(-9-e^4 \log (x)+3 \log ^2(\log (4))\right)\right)}{3 x} \, dx","Int[-1/3*E^(4 + (-9 - E^4*Log[x] + 3*Log[Log[4]]^2)/3)/x,x]","x^{-\frac{e^4}{3}} e^{\log ^2(\log (4))-3}","e^{-\frac{1}{3} e^4 \log (x)-3+\log ^2(\log (4))}",1,"E^(-3 + Log[Log[4]]^2)/x^(E^4/3)","A",3,2,31,0.06452,1,"{12, 2203}"
897,0,0,0,2.9863184,"\int \frac{\exp \left(e^{\frac{6+x^4+5 x^5 \log (x)}{x^3}}+\frac{6+x^4+5 x^5 \log (x)}{x^3}\right) \left(-18+x^4+5 x^5+10 x^5 \log (x)\right)}{x^4} \, dx","Int[(E^(E^((6 + x^4 + 5*x^5*Log[x])/x^3) + (6 + x^4 + 5*x^5*Log[x])/x^3)*(-18 + x^4 + 5*x^5 + 10*x^5*Log[x]))/x^4,x]","\int \frac{\exp \left(e^{\frac{6+x^4+5 x^5 \log (x)}{x^3}}+\frac{6+x^4+5 x^5 \log (x)}{x^3}\right) \left(-18+x^4+5 x^5+10 x^5 \log (x)\right)}{x^4} \, dx","e^{e^{\frac{6}{x^3}+5 x^2 \log (x)+x}}",1,"Defer[Int][E^(E^((6 + x^4 + 5*x^5*Log[x])/x^3) + (6 + x^4 + 5*x^5*Log[x])/x^3), x] - 18*Defer[Int][E^(E^((6 + x^4 + 5*x^5*Log[x])/x^3) + (6 + x^4 + 5*x^5*Log[x])/x^3)/x^4, x] + 5*Defer[Int][E^(E^((6 + x^4 + 5*x^5*Log[x])/x^3) + (6 + x^4 + 5*x^5*Log[x])/x^3)*x, x] + 10*Defer[Int][E^(E^((6 + x^4 + 5*x^5*Log[x])/x^3) + (6 + x^4 + 5*x^5*Log[x])/x^3)*x*Log[x], x]","F",0,0,0,0,-1,"{}"
898,1,20,0,0.2456378,"\int \frac{(-3-8 x) \log (2)-5 \log (2) \log (x)}{-72 x+144 x^2+180 x \log (x)+\left(-24 x+48 x^2+60 x \log (x)\right) \log \left(50 x-100 x^2-125 x \log (x)\right)+\left(-2 x+4 x^2+5 x \log (x)\right) \log ^2\left(50 x-100 x^2-125 x \log (x)\right)} \, dx","Int[((-3 - 8*x)*Log[2] - 5*Log[2]*Log[x])/(-72*x + 144*x^2 + 180*x*Log[x] + (-24*x + 48*x^2 + 60*x*Log[x])*Log[50*x - 100*x^2 - 125*x*Log[x]] + (-2*x + 4*x^2 + 5*x*Log[x])*Log[50*x - 100*x^2 - 125*x*Log[x]]^2),x]","\frac{\log (2)}{\log (25 x (-4 x-5 \log (x)+2))+6}","\frac{\log (2)}{\log (25 x (-4 x-5 \log (x)+2))+6}",1,"Log[2]/(6 + Log[25*x*(2 - 4*x - 5*Log[x])])","A",3,3,94,0.03191,1,"{6688, 12, 6686}"
899,-1,0,0,180.0005177,"\int \frac{\left(50-10 e^x-10 x\right) \log ^2\left(-5+e^x+x\right)+e^{\frac{2 x-2 x^2}{\log \left(-5+e^x+x\right)}} \left(-4 x^3+8 x^4-4 x^5+e^x \left(-4 x^3+8 x^4-4 x^5\right)+\left(-20 x^2+64 x^3-52 x^4+8 x^5+e^x \left(4 x^2-12 x^3+8 x^4\right)\right) \log \left(-5+e^x+x\right)+\left(-20 x+34 x^2-6 x^3+e^x \left(4 x-6 x^2\right)\right) \log ^2\left(-5+e^x+x\right)\right)}{\left(-125 x^2+25 e^x x^2+25 x^3\right) \log ^2\left(-5+e^x+x\right)+e^{\frac{2 x-2 x^2}{\log \left(-5+e^x+x\right)}} \left(50 x^3-60 x^4+10 x^5+e^x \left(-10 x^3+10 x^4\right)\right) \log ^2\left(-5+e^x+x\right)+e^{\frac{2 \left(2 x-2 x^2\right)}{\log \left(-5+e^x+x\right)}} \left(-5 x^4+11 x^5-7 x^6+x^7+e^x \left(x^4-2 x^5+x^6\right)\right) \log ^2\left(-5+e^x+x\right)} \, dx","Int[((50 - 10*E^x - 10*x)*Log[-5 + E^x + x]^2 + E^((2*x - 2*x^2)/Log[-5 + E^x + x])*(-4*x^3 + 8*x^4 - 4*x^5 + E^x*(-4*x^3 + 8*x^4 - 4*x^5) + (-20*x^2 + 64*x^3 - 52*x^4 + 8*x^5 + E^x*(4*x^2 - 12*x^3 + 8*x^4))*Log[-5 + E^x + x] + (-20*x + 34*x^2 - 6*x^3 + E^x*(4*x - 6*x^2))*Log[-5 + E^x + x]^2))/((-125*x^2 + 25*E^x*x^2 + 25*x^3)*Log[-5 + E^x + x]^2 + E^((2*x - 2*x^2)/Log[-5 + E^x + x])*(50*x^3 - 60*x^4 + 10*x^5 + E^x*(-10*x^3 + 10*x^4))*Log[-5 + E^x + x]^2 + E^((2*(2*x - 2*x^2))/Log[-5 + E^x + x])*(-5*x^4 + 11*x^5 - 7*x^6 + x^7 + E^x*(x^4 - 2*x^5 + x^6))*Log[-5 + E^x + x]^2),x]","\text{\$Aborted}","\frac{2}{x \left(5-\left(x-x^2\right) e^{\frac{2 (1-x) x}{\log \left(x+e^x-5\right)}}\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
900,1,26,0,0.0884886,"\int \frac{3 x+e^{\frac{1}{3} \left(x-e^x \log (x)\right)} \left(e^x-x+e^x x \log (x)\right)}{3 x} \, dx","Int[(3*x + E^((x - E^x*Log[x])/3)*(E^x - x + E^x*x*Log[x]))/(3*x),x]","x-e^{x/3} x^{\frac{1}{3} \left(-e^x-3\right)+1}","x-e^{x+\frac{1}{3} \left(-2 x-e^x \log (x)\right)}+5",1,"x - E^(x/3)*x^(1 + (-3 - E^x)/3)","A",4,3,41,0.07317,1,"{12, 14, 2288}"
901,1,173,0,0.1154237,"\int \log ^{-1+2251799813685248 e^{125+5 \log ^2(2)}}(x) \left(9007199254740992 e^{125+5 \log ^2(2)}+4 \log (x)\right) \, dx","Int[Log[x]^(-1 + 2251799813685248*E^(125 + 5*Log[2]^2))*(9007199254740992*E^(125 + 5*Log[2]^2) + 4*Log[x]),x]","4 (-\log (x))^{-2251799813685248 e^{5 \left(25+\log ^2(2)\right)}} \log ^{1+2251799813685248 e^{5 \left(25+\log ^2(2)\right)}}(x) \Gamma \left(2251799813685248 e^{5 \left(25+\log ^2(2)\right)},-\log (x)\right)+4 (-\log (x))^{-2251799813685248 e^{5 \left(25+\log ^2(2)\right)}} \log ^{2251799813685248 e^{5 \left(25+\log ^2(2)\right)}}(x) \Gamma \left(1+2251799813685248 e^{5 \left(25+\log ^2(2)\right)},-\log (x)\right)-4 (-\log (x))^{-2251799813685248 e^{5 \left(25+\log ^2(2)\right)}} \left(\log (x)+2251799813685248 e^{5 \left(25+\log ^2(2)\right)}\right) \log ^{2251799813685248 e^{5 \left(25+\log ^2(2)\right)}}(x) \Gamma \left(2251799813685248 e^{5 \left(25+\log ^2(2)\right)},-\log (x)\right)","4 x \log ^{2 e^{5 (5+\log (2))^2}}(x)",1,"(4*Gamma[1 + 2251799813685248*E^(5*(25 + Log[2]^2)), -Log[x]]*Log[x]^(2251799813685248*E^(5*(25 + Log[2]^2))))/(-Log[x])^(2251799813685248*E^(5*(25 + Log[2]^2))) + (4*Gamma[2251799813685248*E^(5*(25 + Log[2]^2)), -Log[x]]*Log[x]^(1 + 2251799813685248*E^(5*(25 + Log[2]^2))))/(-Log[x])^(2251799813685248*E^(5*(25 + Log[2]^2))) - (4*Gamma[2251799813685248*E^(5*(25 + Log[2]^2)), -Log[x]]*Log[x]^(2251799813685248*E^(5*(25 + Log[2]^2)))*(2251799813685248*E^(5*(25 + Log[2]^2)) + Log[x]))/(-Log[x])^(2251799813685248*E^(5*(25 + Log[2]^2)))","C",4,5,35,0.1429,1,"{2299, 2181, 2361, 19, 6557}"
902,0,0,0,19.5012456,"\int \frac{\left(e^{-3+x} \left(-2 e^5-2 x\right)-10 e^5 x-10 x^2+\left(10 e^5 x+e^{-3+x} \left(-2 x+2 e^5 x+2 x^2\right)\right) \log (x)\right) \log \left(\frac{e^{-3+x}+5 x}{\left(e^5+x\right) \log (x)}\right)}{\left(5 e^5 x^2+5 x^3+e^{-3+x} \left(e^5 x+x^2\right)\right) \log (x)} \, dx","Int[((E^(-3 + x)*(-2*E^5 - 2*x) - 10*E^5*x - 10*x^2 + (10*E^5*x + E^(-3 + x)*(-2*x + 2*E^5*x + 2*x^2))*Log[x])*Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])])/((5*E^5*x^2 + 5*x^3 + E^(-3 + x)*(E^5*x + x^2))*Log[x]),x]","\int \frac{\left(e^{-3+x} \left(-2 e^5-2 x\right)-10 e^5 x-10 x^2+\left(10 e^5 x+e^{-3+x} \left(-2 x+2 e^5 x+2 x^2\right)\right) \log (x)\right) \log \left(\frac{e^{-3+x}+5 x}{\left(e^5+x\right) \log (x)}\right)}{\left(5 e^5 x^2+5 x^3+e^{-3+x} \left(e^5 x+x^2\right)\right) \log (x)} \, dx","\log ^2\left(\frac{5 x+e^{x-3}}{\left(x+e^5\right) \log (x)}\right)",1,"2*x - x^2 - 2*E^5*Log[E^5 + x] + 2*x*Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])] + 2*LogIntegral[x] + 10*E^3*Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])]*Defer[Int][(E^x + 5*E^3*x)^(-1), x] - 10*E^3*Defer[Int][x/(E^x + 5*E^3*x), x] - 10*E^3*Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])]*Defer[Int][x/(E^x + 5*E^3*x), x] + 10*E^3*Defer[Int][x^2/(E^x + 5*E^3*x), x] - 2*E^5*Defer[Int][Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])]/(E^5 + x), x] - 2*(1 - E^5)*Defer[Int][Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])]/(E^5 + x), x] - 2*Defer[Int][Log[(E^(-3 + x) + 5*x)/((E^5 + x)*Log[x])]/(x*Log[x]), x] - 10*E^3*Defer[Int][Defer[Int][(E^x + 5*E^3*x)^(-1), x], x] + 10*E^8*Defer[Int][Defer[Int][(E^x + 5*E^3*x)^(-1), x]/(E^5 + x), x] + 10*E^3*(1 - E^5)*Defer[Int][Defer[Int][(E^x + 5*E^3*x)^(-1), x]/(E^5 + x), x] - 50*E^6*Defer[Int][Defer[Int][(E^x + 5*E^3*x)^(-1), x]/(E^x + 5*E^3*x), x] + 50*E^6*Defer[Int][(x*Defer[Int][(E^x + 5*E^3*x)^(-1), x])/(E^x + 5*E^3*x), x] + 10*E^3*Defer[Int][Defer[Int][(E^x + 5*E^3*x)^(-1), x]/(x*Log[x]), x] + 10*E^3*Defer[Int][Defer[Int][x/(E^x + 5*E^3*x), x], x] - 10*E^8*Defer[Int][Defer[Int][x/(E^x + 5*E^3*x), x]/(E^5 + x), x] - 10*E^3*(1 - E^5)*Defer[Int][Defer[Int][x/(E^x + 5*E^3*x), x]/(E^5 + x), x] + 50*E^6*Defer[Int][Defer[Int][x/(E^x + 5*E^3*x), x]/(E^x + 5*E^3*x), x] - 50*E^6*Defer[Int][(x*Defer[Int][x/(E^x + 5*E^3*x), x])/(E^x + 5*E^3*x), x] - 10*E^3*Defer[Int][Defer[Int][x/(E^x + 5*E^3*x), x]/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
903,1,7,0,0.0017151,"\int \left(3+e^2\right) \, dx","Int[3 + E^2,x]","\left(3+e^2\right) x","3 (x-5)+\log \left(\frac{3 e^{e^2 x}}{4}\right)",1,"(3 + E^2)*x","A",1,1,5,0.2000,1,"{8}"
904,-1,0,0,180.0201363,"\int \frac{1985-2010 x+575 x^2-30 x^3-5 x^4+e^6 \left(125+5 x^2\right)+e^3 \left(1000-500 x+70 x^2\right)}{1-32 x+272 x^2+e^{12} x^2-258 x^3+96 x^4-16 x^5+x^6+e^9 \left(16 x^2-4 x^3\right)+e^6 \left(-2 x+96 x^2-48 x^3+6 x^4\right)+e^3 \left(-16 x+260 x^2-192 x^3+48 x^4-4 x^5\right)} \, dx","Int[(1985 - 2010*x + 575*x^2 - 30*x^3 - 5*x^4 + E^6*(125 + 5*x^2) + E^3*(1000 - 500*x + 70*x^2))/(1 - 32*x + 272*x^2 + E^12*x^2 - 258*x^3 + 96*x^4 - 16*x^5 + x^6 + E^9*(16*x^2 - 4*x^3) + E^6*(-2*x + 96*x^2 - 48*x^3 + 6*x^4) + E^3*(-16*x + 260*x^2 - 192*x^3 + 48*x^4 - 4*x^5)),x]","\text{\$Aborted}","\frac{25 \left(5-\frac{1}{5} x (x+3)\right)}{1-\left(-x+e^3+4\right)^2 x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
905,0,0,0,4.2567203,"\int \frac{36 x+12 x^2+3 x^5-3 x^6+e^{3 \log ^2(x)} \left(-3 x^2+3 x^3\right)+e^{2 \log ^2(x)} \left(9 x^3-9 x^4\right)+e^{\log ^2(x)} \left(-12-12 x-9 x^4+9 x^5-48 \log (x)\right)}{8 x^2+2 e^{3 \log ^2(x)} x^3-6 e^{2 \log ^2(x)} x^4-2 x^6+e^{\log ^2(x)} \left(-8 x+6 x^5\right)} \, dx","Int[(36*x + 12*x^2 + 3*x^5 - 3*x^6 + E^(3*Log[x]^2)*(-3*x^2 + 3*x^3) + E^(2*Log[x]^2)*(9*x^3 - 9*x^4) + E^Log[x]^2*(-12 - 12*x - 9*x^4 + 9*x^5 - 48*Log[x]))/(8*x^2 + 2*E^(3*Log[x]^2)*x^3 - 6*E^(2*Log[x]^2)*x^4 - 2*x^6 + E^Log[x]^2*(-8*x + 6*x^5)),x]","\int \frac{36 x+12 x^2+3 x^5-3 x^6+e^{3 \log ^2(x)} \left(-3 x^2+3 x^3\right)+e^{2 \log ^2(x)} \left(9 x^3-9 x^4\right)+e^{\log ^2(x)} \left(-12-12 x-9 x^4+9 x^5-48 \log (x)\right)}{8 x^2+2 e^{3 \log ^2(x)} x^3-6 e^{2 \log ^2(x)} x^4-2 x^6+e^{\log ^2(x)} \left(-8 x+6 x^5\right)} \, dx","\frac{3}{2} \left(x-\log \left(x \left(\frac{4}{x^2 \left(x-e^{\log ^2(x)}\right)^2}-1\right)\right)\right)",1,"(3*x)/2 - (3*Log[x])/2 - 3*Defer[Int][(E^Log[x]^2 - x)^(-1), x] - 3*Defer[Int][1/(x*(-2 - E^Log[x]^2*x + x^2)), x] - (3*Defer[Int][x/(-2 - E^Log[x]^2*x + x^2), x])/2 + 3*Defer[Int][1/(x*(2 - E^Log[x]^2*x + x^2)), x] - (3*Defer[Int][x/(2 - E^Log[x]^2*x + x^2), x])/2 + 6*Defer[Int][Log[x]/(E^Log[x]^2 - x), x] - 6*Defer[Int][Log[x]/(x*(-2 - E^Log[x]^2*x + x^2)), x] + 3*Defer[Int][(x*Log[x])/(-2 - E^Log[x]^2*x + x^2), x] + 6*Defer[Int][Log[x]/(x*(2 - E^Log[x]^2*x + x^2)), x] + 3*Defer[Int][(x*Log[x])/(2 - E^Log[x]^2*x + x^2), x]","F",0,0,0,0,-1,"{}"
906,1,35,0,0.0175164,"\int \frac{-392-112 x+1944 e^4 x^8+e^2 \left(-1008 x^4-432 x^5\right)}{x^3} \, dx","Int[(-392 - 112*x + 1944*E^4*x^8 + E^2*(-1008*x^4 - 432*x^5))/x^3,x]","324 e^4 x^6-144 e^2 x^3-504 e^2 x^2+\frac{196}{x^2}+\frac{112}{x}","\frac{4 \left(9 e^2 x^4-2 x-7\right)^2}{x^2}",1,"196/x^2 + 112/x - 504*E^2*x^2 - 144*E^2*x^3 + 324*E^4*x^6","A",2,1,32,0.03125,1,"{14}"
907,1,24,0,0.0170848,"\int \left(-12 e x^2+e^{1+x} (4+4 x)\right) \, dx","Int[-12*E*x^2 + E^(1 + x)*(4 + 4*x),x]","-4 e x^3-4 e^{x+1}+4 e^{x+1} (x+1)","e \left(4 \left(\frac{\frac{e^x}{x}-2 x}{x}+1\right) x^3-4\right)",1,"-4*E^(1 + x) - 4*E*x^3 + 4*E^(1 + x)*(1 + x)","A",3,2,18,0.1111,1,"{2176, 2194}"
908,1,84,0,0.2209865,"\int \frac{-125+x+4000 x^2-32000 e^4 x^2+4000 x^3-32000 x^4-64000 x^5-32000 x^6+e^2 \left(-4000 x+64000 x^3+64000 x^4\right)+\left(8000 x^2-64000 e^4 x^2+12000 x^3-128000 x^4-320000 x^5-192000 x^6+e^2 \left(-4000 x+192000 x^3+256000 x^4\right)\right) \log (x)}{x} \, dx","Int[(-125 + x + 4000*x^2 - 32000*E^4*x^2 + 4000*x^3 - 32000*x^4 - 64000*x^5 - 32000*x^6 + E^2*(-4000*x + 64000*x^3 + 64000*x^4) + (8000*x^2 - 64000*E^4*x^2 + 12000*x^3 - 128000*x^4 - 320000*x^5 - 192000*x^6 + E^2*(-4000*x + 192000*x^3 + 256000*x^4))*Log[x])/x,x]","-32000 x^6 \log (x)-64000 x^5 \log (x)-32000 \left(1-2 e^2\right) x^4 \log (x)+4000 \left(1+16 e^2\right) x^3 \log (x)+4000 \left(1-8 e^4\right) x^2 \log (x)+\left(1-4000 e^2\right) x+4000 e^2 x-4000 e^2 x \log (x)-125 \log (x)","x-5 \left(80 x \left(-x^2-x+e^2\right)+5\right)^2 \log (x)",1,"4000*E^2*x + (1 - 4000*E^2)*x - 125*Log[x] - 4000*E^2*x*Log[x] + 4000*(1 - 8*E^4)*x^2*Log[x] + 4000*(1 + 16*E^2)*x^3*Log[x] - 32000*(1 - 2*E^2)*x^4*Log[x] - 64000*x^5*Log[x] - 32000*x^6*Log[x]","B",13,5,113,0.04425,1,"{6, 14, 2356, 2295, 2304}"
909,1,70,0,0.5120986,"\int \frac{-12+3 e^5+6 x-x^2+e^{2 x} \left(-64+104 x-52 x^2+8 x^3+e^5 \left(64-104 x+52 x^2-8 x^3\right)\right)}{9-6 x+x^2} \, dx","Int[(-12 + 3*E^5 + 6*x - x^2 + E^(2*x)*(-64 + 104*x - 52*x^2 + 8*x^3 + E^5*(64 - 104*x + 52*x^2 - 8*x^3)))/(9 - 6*x + x^2),x]","4 \left(1-e^5\right) e^{2 x} x-x-\frac{4 \left(1-e^5\right) e^{2 x}}{3-x}-\frac{3 \left(1-e^5\right)}{3-x}-4 \left(1-e^5\right) e^{2 x}","-x+\frac{\left(e^5-1\right) \left(e^{2 x} (4-2 x)^2+x\right)}{3-x}-4",1,"-4*E^(2*x)*(1 - E^5) - (3*(1 - E^5))/(3 - x) - (4*E^(2*x)*(1 - E^5))/(3 - x) - x + 4*E^(2*x)*(1 - E^5)*x","B",14,9,66,0.1364,1,"{27, 6741, 6742, 683, 2199, 2194, 2177, 2178, 2176}"
910,0,0,0,1.0802018,"\int \frac{-2 e^2 x-2 e^{2 x} x-6 x^2-50 x^3+40 x^4-8 x^5+e^x \left(3-3 x+4 e x+20 x^2-8 x^3\right)+e \left(-3-20 x^2+8 x^3\right)}{e^2+e^{2 x}+25 x^2-20 x^3+4 x^4+e \left(10 x-4 x^2\right)+e^x \left(-2 e-10 x+4 x^2\right)} \, dx","Int[(-2*E^2*x - 2*E^(2*x)*x - 6*x^2 - 50*x^3 + 40*x^4 - 8*x^5 + E^x*(3 - 3*x + 4*E*x + 20*x^2 - 8*x^3) + E*(-3 - 20*x^2 + 8*x^3))/(E^2 + E^(2*x) + 25*x^2 - 20*x^3 + 4*x^4 + E*(10*x - 4*x^2) + E^x*(-2*E - 10*x + 4*x^2)),x]","\int \frac{-2 e^2 x-2 e^{2 x} x-6 x^2-50 x^3+40 x^4-8 x^5+e^x \left(3-3 x+4 e x+20 x^2-8 x^3\right)+e \left(-3-20 x^2+8 x^3\right)}{e^2+e^{2 x}+25 x^2-20 x^3+4 x^4+e \left(10 x-4 x^2\right)+e^x \left(-2 e-10 x+4 x^2\right)} \, dx","4-x \left(\frac{3}{x^2+(4-3 x) x+x-e^x+e}+x\right)",1,"-x^2 + 3*(5 - E)*Defer[Int][x/(E - E^x + 5*x - 2*x^2)^2, x] - 27*Defer[Int][x^2/(-E + E^x - 5*x + 2*x^2)^2, x] + 6*Defer[Int][x^3/(-E + E^x - 5*x + 2*x^2)^2, x] + 3*Defer[Int][(-E + E^x - 5*x + 2*x^2)^(-1), x] - 3*Defer[Int][x/(-E + E^x - 5*x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
911,0,0,0,0.1688864,"\int \frac{-2+\log (x)}{1-2 x+x^2+(-2+2 x) \log (x)+\log ^2(x)} \, dx","Int[(-2 + Log[x])/(1 - 2*x + x^2 + (-2 + 2*x)*Log[x] + Log[x]^2),x]","\int \frac{-2+\log (x)}{1-2 x+x^2+(-2+2 x) \log (x)+\log ^2(x)} \, dx","\frac{x}{x+\log (x)-1}+\frac{3}{4} \left(5 e^3-1\right)^2",1,"-Defer[Int][(-1 + x + Log[x])^(-2), x] - Defer[Int][x/(-1 + x + Log[x])^2, x] + Defer[Int][(-1 + x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
912,1,26,0,0.2640242,"\int \frac{3920 x-x^2+(-19600+5 x) \log (-3920+x)+\left(3925 x-x^2\right) \log (x)}{-19600 x+5 x^2} \, dx","Int[(3920*x - x^2 + (-19600 + 5*x)*Log[-3920 + x] + (3925*x - x^2)*Log[x])/(-19600*x + 5*x^2),x]","\log \left(\frac{x}{3920}\right) \log (x-3920)+\log (3920) \log (x-3920)-\frac{1}{5} x \log (x)","\left(\log (x-3920)-\frac{x}{5}\right) \log (x)",1,"Log[3920]*Log[-3920 + x] + Log[-3920 + x]*Log[x/3920] - (x*Log[x])/5","A",12,8,43,0.1860,1,"{1593, 6688, 2394, 2315, 6742, 2357, 2295, 2316}"
913,0,0,0,8.7675844,"\int \frac{12 x^3+45 x^6+225 e^x x^6+\left(-48 x^3+30 x^5+e^x \left(-120 x^3+150 x^5\right)\right) \log (x)+\left(-12 x^2+5 x^4+e^x \left(16-40 x^2+25 x^4\right)\right) \log ^2(x)}{225 x^6+\left(-120 x^3+150 x^5\right) \log (x)+\left(16-40 x^2+25 x^4\right) \log ^2(x)} \, dx","Int[(12*x^3 + 45*x^6 + 225*E^x*x^6 + (-48*x^3 + 30*x^5 + E^x*(-120*x^3 + 150*x^5))*Log[x] + (-12*x^2 + 5*x^4 + E^x*(16 - 40*x^2 + 25*x^4))*Log[x]^2)/(225*x^6 + (-120*x^3 + 150*x^5)*Log[x] + (16 - 40*x^2 + 25*x^4)*Log[x]^2),x]","\int \frac{12 x^3+45 x^6+225 e^x x^6+\left(-48 x^3+30 x^5+e^x \left(-120 x^3+150 x^5\right)\right) \log (x)+\left(-12 x^2+5 x^4+e^x \left(16-40 x^2+25 x^4\right)\right) \log ^2(x)}{225 x^6+\left(-120 x^3+150 x^5\right) \log (x)+\left(16-40 x^2+25 x^4\right) \log ^2(x)} \, dx","\frac{x}{5-\frac{4}{x \left(\frac{3 x^2}{\log (x)}+x\right)}}+e^x",1,"E^x + (3*x)/10 - (6*x)/(5*(4 - 5*x^2)) + x^3/(2*(4 - 5*x^2)) - (1728*Defer[Int][(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^(-2), x])/25 - (144*Defer[Int][x^2/(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2, x])/5 + 12*Defer[Int][x^3/(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2, x] + 36*Defer[Int][x^4/(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2, x] + (576*Defer[Int][1/((2 - Sqrt[5]*x)*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2), x])/5 + (576*Defer[Int][1/((2 + Sqrt[5]*x)*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2), x])/5 - (18432*Defer[Int][1/((-4 + 5*x^2)^2*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])^2), x])/25 - (96*Defer[Int][1/((2 - Sqrt[5]*x)*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])), x])/(5*Sqrt[5]) + (96*Defer[Int][1/((2 + Sqrt[5]*x)*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])), x])/(5*Sqrt[5]) + (768*Defer[Int][x/((-4 + 5*x^2)^2*(15*x^3 - 4*Log[x] + 5*x^2*Log[x])), x])/5","F",0,0,0,0,-1,"{}"
914,1,66,0,0.5743981,"\int \frac{x-x^2+\left(e^4 (5-5 x)+x^3\right) \log (x)}{e^4 \left(2 x^2-2 x^3+e^2 \left(-x^2+x^3\right)\right) \log (x)} \, dx","Int[(x - x^2 + (E^4*(5 - 5*x) + x^3)*Log[x])/(E^4*(2*x^2 - 2*x^3 + E^2*(-x^2 + x^3))*Log[x]),x]","-\frac{x}{e^4 \left(2-e^2\right)}-\frac{5}{\left(2-e^2\right) x}-\frac{\log (1-x)}{e^4 \left(2-e^2\right)}+\frac{\log (\log (x))}{e^4 \left(2-e^2\right)}","\frac{\frac{5}{x}-\frac{\log \left(\frac{\log (x)}{1-x}\right)-x}{e^4}-3}{e^2-2}",1,"-5/((2 - E^2)*x) - x/(E^4*(2 - E^2)) - Log[1 - x]/(E^4*(2 - E^2)) + Log[Log[x]]/(E^4*(2 - E^2))","A",8,6,57,0.1053,1,"{12, 6741, 6742, 1620, 2302, 29}"
915,0,0,0,2.4526933,"\int \frac{-32+2 e^4+4 x-8 e^2 x+6 x^2+\left(16-e^4-x+2 e^2 x-x^2\right) \log \left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right) \log \left(\log ^2\left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right)\right)}{\left(-16 x^2+e^4 x^2+x^3-2 e^2 x^3+x^4\right) \log \left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right)} \, dx","Int[(-32 + 2*E^4 + 4*x - 8*E^2*x + 6*x^2 + (16 - E^4 - x + 2*E^2*x - x^2)*Log[-16*x + E^4*x + x^2 - 2*E^2*x^2 + x^3]*Log[Log[-16*x + E^4*x + x^2 - 2*E^2*x^2 + x^3]^2])/((-16*x^2 + E^4*x^2 + x^3 - 2*E^2*x^3 + x^4)*Log[-16*x + E^4*x + x^2 - 2*E^2*x^2 + x^3]),x]","\int \frac{-32+2 e^4+4 x-8 e^2 x+6 x^2+\left(16-e^4-x+2 e^2 x-x^2\right) \log \left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right) \log \left(\log ^2\left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right)\right)}{\left(-16 x^2+e^4 x^2+x^3-2 e^2 x^3+x^4\right) \log \left(-16 x+e^4 x+x^2-2 e^2 x^2+x^3\right)} \, dx","\frac{\log \left(\log ^2\left(x \left(\left(e^2-x\right)^2+x-16\right)\right)\right)}{x}",1,"(-2*(1 - 2*E^2)*(1 + (1 - 2*E^2)/Sqrt[65 - 4*E^2])*Defer[Int][1/((-1 + 2*E^2 - Sqrt[65 - 4*E^2] - 2*x)*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x])/(16 - E^4) - (4*(33 - 4*E^2 + 2*E^4)*Defer[Int][1/((-1 + 2*E^2 + Sqrt[65 - 4*E^2] - 2*x)*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x])/(Sqrt[65 - 4*E^2]*(16 - E^4)) - (2*(1 - 2*E^2)*(1 - (1 - 2*E^2)/Sqrt[65 - 4*E^2])*Defer[Int][1/((-1 + 2*E^2 + Sqrt[65 - 4*E^2] - 2*x)*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x])/(16 - E^4) + 2*Defer[Int][1/(x^2*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x] - (2*(1 - 2*E^2)*Defer[Int][1/(x*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x])/(16 - E^4) - (4*(33 - 4*E^2 + 2*E^4)*Defer[Int][1/((1 - 2*E^2 + Sqrt[65 - 4*E^2] + 2*x)*Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]), x])/(Sqrt[65 - 4*E^2]*(16 - E^4)) - Defer[Int][Log[Log[x*(-16 + E^4 + (1 - 2*E^2)*x + x^2)]^2]/x^2, x]","F",0,0,0,0,-1,"{}"
916,1,34,0,1.5215029,"\int \frac{38+8 e^{2 x}+29 x+8 x^2+e^x (35+10 x)+\left(38+8 e^{2 x}+35 x+8 x^2+e^x (35+16 x)\right) \log \left(\frac{361 x^4+64 e^{2 x} x^4+304 x^5+64 x^6+e^x \left(304 x^4+128 x^5\right)}{16+4 e^{2 x}+16 x+4 x^2+e^x (16+8 x)}\right)}{38+8 e^{2 x}+35 x+8 x^2+e^x (35+16 x)} \, dx","Int[(38 + 8*E^(2*x) + 29*x + 8*x^2 + E^x*(35 + 10*x) + (38 + 8*E^(2*x) + 35*x + 8*x^2 + E^x*(35 + 16*x))*Log[(361*x^4 + 64*E^(2*x)*x^4 + 304*x^5 + 64*x^6 + E^x*(304*x^4 + 128*x^5))/(16 + 4*E^(2*x) + 16*x + 4*x^2 + E^x*(16 + 8*x))])/(38 + 8*E^(2*x) + 35*x + 8*x^2 + E^x*(35 + 16*x)),x]","x \log \left(\frac{x^4 \left(8 x+8 e^x+19\right)^2}{4 \left(x+e^x+2\right)^2}\right)-3 x","x \left(\log \left(x^4 \left(-\frac{3}{2 \left(x+e^x+2\right)}-4\right)^2\right)-3\right)",1,"-3*x + x*Log[(x^4*(19 + 8*E^x + 8*x)^2)/(4*(2 + E^x + x)^2)]","A",15,4,153,0.02614,1,"{6688, 6742, 2548, 12}"
917,0,0,0,1.7943562,"\int \frac{-8-2 x+\left(7+9 x-15 x^2-2 x^3\right) \log (x)+\left(-x-2 x^2\right) \log ^2(x)+(1+2 x) \log (x) \log (\log (x))}{\left(64 x+32 x^2+4 x^3\right) \log (x)+\left(16 x+4 x^2\right) \log ^2(x)+x \log ^3(x)} \, dx","Int[(-8 - 2*x + (7 + 9*x - 15*x^2 - 2*x^3)*Log[x] + (-x - 2*x^2)*Log[x]^2 + (1 + 2*x)*Log[x]*Log[Log[x]])/((64*x + 32*x^2 + 4*x^3)*Log[x] + (16*x + 4*x^2)*Log[x]^2 + x*Log[x]^3),x]","\int \frac{-8-2 x+\left(7+9 x-15 x^2-2 x^3\right) \log (x)+\left(-x-2 x^2\right) \log ^2(x)+(1+2 x) \log (x) \log (\log (x))}{\left(64 x+32 x^2+4 x^3\right) \log (x)+\left(16 x+4 x^2\right) \log ^2(x)+x \log ^3(x)} \, dx","\frac{-x^2+x+\log (x)-\log (\log (x))}{2 x+\log (x)+8}",1,"-1/2*Defer[Int][1/(x*(4 + x)*Log[x]), x] + 17*Defer[Int][(8 + 2*x + Log[x])^(-2), x] + 8*Defer[Int][1/(x*(8 + 2*x + Log[x])^2), x] + 3*Defer[Int][x/(8 + 2*x + Log[x])^2, x] + 2*Defer[Int][x^2/(8 + 2*x + Log[x])^2, x] - Defer[Int][(8 + 2*x + Log[x])^(-1), x] + Defer[Int][1/(x*(8 + 2*x + Log[x])), x]/8 - 2*Defer[Int][x/(8 + 2*x + Log[x]), x] - Defer[Int][1/((4 + x)*(8 + 2*x + Log[x])), x]/8 + 2*Defer[Int][Log[Log[x]]/(8 + 2*x + Log[x])^2, x] + Defer[Int][Log[Log[x]]/(x*(8 + 2*x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
918,1,24,0,0.0545841,"\int \frac{32-4 x^3-2 x^4+2 x^4 \log (4 x)+2 x^4 \log ^2(4 x)}{x^3} \, dx","Int[(32 - 4*x^3 - 2*x^4 + 2*x^4*Log[4*x] + 2*x^4*Log[4*x]^2)/x^3,x]","-x^2-\frac{16}{x^2}+x^2 \log ^2(4 x)-4 x","-x^2-\frac{16}{x^2}+x^2 \log ^2(4 x)-4 x+\frac{7}{2}",1,"-16/x^2 - 4*x - x^2 + x^2*Log[4*x]^2","A",7,3,36,0.08333,1,"{14, 2304, 2305}"
919,1,19,0,0.0132969,"\int -\frac{50 x}{-64-25 x^2-16 e^5 \log \left(\frac{5}{4}\right)} \, dx","Int[(-50*x)/(-64 - 25*x^2 - 16*E^5*Log[5/4]),x]","\log \left(25 x^2+16 \left(4+e^5 \log \left(\frac{5}{4}\right)\right)\right)","\log \left(\frac{25 x^2}{16}+4+e^5 \log \left(\frac{5}{4}\right)\right)",1,"Log[25*x^2 + 16*(4 + E^5*Log[5/4])]","A",2,2,21,0.09524,1,"{12, 260}"
920,1,15,0,0.007779,"\int \left(e^x+2 x+(628+2 x) \log (4)\right) \, dx","Int[E^x + 2*x + (628 + 2*x)*Log[4],x]","x^2+e^x+(x+314)^2 \log (4)","x^2+e^x+(x+314)^2 \log (4)",1,"E^x + x^2 + (314 + x)^2*Log[4]","A",2,1,15,0.06667,1,"{2194}"
921,1,118,0,3.5586233,"\int e^{-e^{x^4}-x^2} \left(e^{e^{x^4}} \left(16-16 x-29 x^2+16 x^3-2 x^4\right)+e^{-3+e^x} \left(-8-30 x+16 x^2-2 x^3+e^x \left(16-8 x+x^2\right)+e^{x^4} \left(-64 x^3+32 x^4-4 x^5\right)\right)\right) \, dx","Int[E^(-E^x^4 - x^2)*(E^E^x^4*(16 - 16*x - 29*x^2 + 16*x^3 - 2*x^4) + E^(-3 + E^x)*(-8 - 30*x + 16*x^2 - 2*x^3 + E^x*(16 - 8*x + x^2) + E^x^4*(-64*x^3 + 32*x^4 - 4*x^5))),x]","-8 e^{-x^2} x^2+16 e^{-x^2} x+e^{-x^2} x^3+\frac{e^{-e^{x^4}-x^2+e^x-3} (4-x) \left(4 e^{x^4} x^4+2 x^2-16 e^{x^4} x^3-e^x x-8 x+4 e^x\right)}{-4 e^{x^4} x^3-2 x+e^x}","e^{-x^2} (x-4)^2 \left(e^{-e^{x^4}+e^x-3}+x\right)",1,"(16*x)/E^x^2 - (8*x^2)/E^x^2 + x^3/E^x^2 + (E^(-3 + E^x - E^x^4 - x^2)*(4 - x)*(4*E^x - 8*x - E^x*x + 2*x^2 - 16*E^x^4*x^3 + 4*E^x^4*x^4))/(E^x - 2*x - 4*E^x^4*x^3)","B",14,6,102,0.05882,1,"{6742, 2226, 2205, 2209, 2212, 2288}"
922,1,47,0,0.385742,"\int \frac{-63+70 x-6 x^2-x^3+\left(63-140 x+18 x^2+4 x^3\right) \log (9 x)}{7 \log ^2(9 x)} \, dx","Int[(-63 + 70*x - 6*x^2 - x^3 + (63 - 140*x + 18*x^2 + 4*x^3)*Log[9*x])/(7*Log[9*x]^2),x]","\frac{x^4}{7 \log (9 x)}+\frac{6 x^3}{7 \log (9 x)}-\frac{10 x^2}{\log (9 x)}+\frac{9 x}{\log (9 x)}","\frac{(x-1) x \left(\frac{x^2}{7}+x-9\right)}{\log (9 x)}",1,"(9*x)/Log[9*x] - (10*x^2)/Log[9*x] + (6*x^3)/(7*Log[9*x]) + x^4/(7*Log[9*x])","B",25,8,45,0.1778,1,"{12, 6742, 2356, 2297, 2298, 2306, 2309, 2178}"
923,1,36,0,0.5373602,"\int \frac{25-20 x-20 x^2+4 x^4+\left(-25+10 x+20 x^2-4 x^3-4 x^4\right) \log \left(\frac{-10 x+4 x^2+4 x^3}{-5+2 x^2}\right)}{1125 x^2-450 x^3-900 x^4+180 x^5+180 x^6+\left(-750 x+300 x^2+600 x^3-120 x^4-120 x^5\right) \log \left(\frac{-10 x+4 x^2+4 x^3}{-5+2 x^2}\right)+\left(125-50 x-100 x^2+20 x^3+20 x^4\right) \log ^2\left(\frac{-10 x+4 x^2+4 x^3}{-5+2 x^2}\right)} \, dx","Int[(25 - 20*x - 20*x^2 + 4*x^4 + (-25 + 10*x + 20*x^2 - 4*x^3 - 4*x^4)*Log[(-10*x + 4*x^2 + 4*x^3)/(-5 + 2*x^2)])/(1125*x^2 - 450*x^3 - 900*x^4 + 180*x^5 + 180*x^6 + (-750*x + 300*x^2 + 600*x^3 - 120*x^4 - 120*x^5)*Log[(-10*x + 4*x^2 + 4*x^3)/(-5 + 2*x^2)] + (125 - 50*x - 100*x^2 + 20*x^3 + 20*x^4)*Log[(-10*x + 4*x^2 + 4*x^3)/(-5 + 2*x^2)]^2),x]","-\frac{1}{15 \left(1-\frac{3 x}{\log \left(\frac{2 x \left(-2 x^2-2 x+5\right)}{5-2 x^2}\right)}\right)}","\frac{x}{5 \left(3 x-\log \left(\frac{2 x^2}{x^2-\frac{5}{2}}+2 x\right)\right)}",1,"-1/15*1/(1 - (3*x)/Log[(2*x*(5 - 2*x - 2*x^2))/(5 - 2*x^2)])","A",4,4,188,0.02128,1,"{6688, 12, 6711, 32}"
924,1,24,0,0.1562357,"\int \frac{1}{4} \left(-4+e^{3 x} \left(16+48 x+4 x^3+3 x^4\right)\right) \, dx","Int[(-4 + E^(3*x)*(16 + 48*x + 4*x^3 + 3*x^4))/4,x]","\frac{1}{4} e^{3 x} x^4+4 e^{3 x} x-x","e^{3 x} x \left(\frac{x^3}{4}+4\right)-x",1,"-x + 4*E^(3*x)*x + (E^(3*x)*x^4)/4","A",16,4,27,0.1481,1,"{12, 2196, 2194, 2176}"
925,1,35,0,0.0542563,"\int \frac{e^4 (16-5 x)-e^4 x \log \left(e^{16/x} x\right)+e^4 x \log (\log (4))}{x} \, dx","Int[(E^4*(16 - 5*x) - E^4*x*Log[E^(16/x)*x] + E^4*x*Log[Log[4]])/x,x]","e^4 x-e^4 x \log \left(e^{16/x} x\right)-e^4 x (5-\log (\log (4)))","e^4 x \left(-\log \left(e^{16/x} x\right)-4+\log (\log (4))\right)",1,"E^4*x - E^4*x*Log[E^(16/x)*x] - E^4*x*(5 - Log[Log[4]])","A",7,3,38,0.07895,1,"{14, 2548, 43}"
926,1,15,0,0.00852,"\int \frac{e^{-\frac{2 (-4-4 e+e \log (100))}{e}}}{x} \, dx","Int[1/(E^((2*(-4 - 4*E + E*Log[100]))/E)*x),x]","\frac{e^{8+\frac{8}{e}} \log (x)}{10000}","\frac{e^{8+\frac{8}{e}} \log (x)}{10000}",1,"(E^(8 + 8/E)*Log[x])/10000","A",2,2,20,0.1000,1,"{12, 29}"
927,1,73,0,0.1271076,"\int \frac{e^3+45 x+252 x^3+\left(-60 x-192 x^3\right) \log (x)+\left(15 x+36 x^3\right) \log ^2(x)}{e^3 x} \, dx","Int[(E^3 + 45*x + 252*x^3 + (-60*x - 192*x^3)*Log[x] + (15*x + 36*x^3)*Log[x]^2)/(E^3*x),x]","\frac{108 x^3}{e^3}+\frac{12 x^3 \log ^2(x)}{e^3}-\frac{8 x^3 \log (x)}{e^3}-\frac{4 \left(16 x^3+15 x\right) \log (x)}{e^3}+\frac{135 x}{e^3}+\frac{15 x \log ^2(x)}{e^3}-\frac{30 x \log (x)}{e^3}+\log (x)","\frac{3 x^2 \left(5 \left(x+\frac{1}{x}\right)-x\right) (3-\log (x))^2}{e^3}+\log (x)+4",1,"(135*x)/E^3 + (108*x^3)/E^3 + Log[x] - (30*x*Log[x])/E^3 - (8*x^3*Log[x])/E^3 - (4*(15*x + 16*x^3)*Log[x])/E^3 + (15*x*Log[x]^2)/E^3 + (12*x^3*Log[x]^2)/E^3","B",13,8,45,0.1778,1,"{12, 14, 2313, 2330, 2296, 2295, 2305, 2304}"
928,-1,0,0,180.0016207,"\int \frac{800+50 e^{-4 x+2 x^2}+400 x+50 x^2+e^{-2 x+x^2} (400+100 x)+\exp \left(\frac{1+4 x+e^{-2 x+x^2} x+x^2}{4+e^{-2 x+x^2}+x}\right) \left(-75 x^2-50 e^{-2 x+x^2} x^2-5 e^{-4 x+2 x^2} x^2-40 x^3-5 x^4\right)}{1600+100 e^{-4 x+2 x^2}+800 x+100 x^2+e^{-2 x+x^2} (800+200 x)+\exp \left(\frac{1+4 x+e^{-2 x+x^2} x+x^2}{4+e^{-2 x+x^2}+x}\right) \left(320 x+20 e^{-4 x+2 x^2} x+160 x^2+20 x^3+e^{-2 x+x^2} \left(160 x+40 x^2\right)\right)+\exp \left(\frac{2 \left(1+4 x+e^{-2 x+x^2} x+x^2\right)}{4+e^{-2 x+x^2}+x}\right) \left(16 x^2+e^{-4 x+2 x^2} x^2+8 x^3+x^4+e^{-2 x+x^2} \left(8 x^2+2 x^3\right)\right)} \, dx","Int[(800 + 50*E^(-4*x + 2*x^2) + 400*x + 50*x^2 + E^(-2*x + x^2)*(400 + 100*x) + E^((1 + 4*x + E^(-2*x + x^2)*x + x^2)/(4 + E^(-2*x + x^2) + x))*(-75*x^2 - 50*E^(-2*x + x^2)*x^2 - 5*E^(-4*x + 2*x^2)*x^2 - 40*x^3 - 5*x^4))/(1600 + 100*E^(-4*x + 2*x^2) + 800*x + 100*x^2 + E^(-2*x + x^2)*(800 + 200*x) + E^((1 + 4*x + E^(-2*x + x^2)*x + x^2)/(4 + E^(-2*x + x^2) + x))*(320*x + 20*E^(-4*x + 2*x^2)*x + 160*x^2 + 20*x^3 + E^(-2*x + x^2)*(160*x + 40*x^2)) + E^((2*(1 + 4*x + E^(-2*x + x^2)*x + x^2))/(4 + E^(-2*x + x^2) + x))*(16*x^2 + E^(-4*x + 2*x^2)*x^2 + 8*x^3 + x^4 + E^(-2*x + x^2)*(8*x^2 + 2*x^3))),x]","\text{\$Aborted}","\frac{x}{\frac{1}{5} e^{x+\frac{1}{x+e^{(x-2) x}+4}} x+2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
929,1,21,0,0.3244299,"\int \frac{2 x+\left(5-6 x+x^2\right) \log (-5+x)}{\left(-20 x+4 x^2\right) \log (-5+x)} \, dx","Int[(2*x + (5 - 6*x + x^2)*Log[-5 + x])/((-20*x + 4*x^2)*Log[-5 + x]),x]","\frac{x}{4}-\frac{\log (x)}{4}+\frac{1}{2} \log (\log (x-5))","\frac{1}{4} \left(x+\log \left(\log ^2(x-5)\right)-\log (x)+86-\log ^2(5)\right)",1,"x/4 - Log[x]/4 + Log[Log[-5 + x]]/2","A",8,6,35,0.1714,1,"{1593, 6742, 43, 2390, 2302, 29}"
930,1,18,0,0.1593949,"\int \frac{-4 \log ^2(4)+(2+4 x) \log ^3(x)}{x \log ^3(x)} \, dx","Int[(-4*Log[4]^2 + (2 + 4*x)*Log[x]^3)/(x*Log[x]^3),x]","4 x+\frac{2 \log ^2(4)}{\log ^2(x)}+2 \log (x)","2 \left(2 x+\frac{\log ^2(4)}{\log ^2(x)}+\log (x)+4\right)+2",1,"4*x + (2*Log[4]^2)/Log[x]^2 + 2*Log[x]","A",6,4,25,0.1600,1,"{6742, 43, 2302, 30}"
931,1,43,0,0.2764571,"\int \frac{-e^5+\exp \left(\frac{4+e^5 (12-3 x)-13 x+3 x^2+(4-x) \log (3)}{e^5}\right) \left(-13-3 e^5+6 x-\log (3)\right)}{e^5} \, dx","Int[(-E^5 + E^((4 + E^5*(12 - 3*x) - 13*x + 3*x^2 + (4 - x)*Log[3])/E^5)*(-13 - 3*E^5 + 6*x - Log[3]))/E^5,x]","\exp \left(\frac{3 x^2}{e^5}-\frac{x \left(13+3 e^5+\log (3)\right)}{e^5}+\frac{4+12 e^5+\log (81)}{e^5}\right)-x","e^{\frac{(x-4) \left(3 \left(x-e^5\right)-1-\log (3)\right)}{e^5}}-x",1,"E^((3*x^2)/E^5 - (x*(13 + 3*E^5 + Log[3]))/E^5 + (4 + 12*E^5 + Log[81])/E^5) - x","A",4,3,58,0.05172,1,"{12, 2244, 2236}"
932,1,31,0,3.0858232,"\int \frac{-32 x^2+e^x \left(18+9 x+(-12-6 x) \log (4)+(2+x) \log ^2(4)\right)+\left(8 x^2+e^x \left(-9+6 \log (4)-\log ^2(4)\right)\right) \log \left(\frac{1}{2} \left(-8 x^4+e^x \left(9 x^2-6 x^2 \log (4)+x^2 \log ^2(4)\right)\right)\right)}{-8 x^4+e^x \left(9 x^2-6 x^2 \log (4)+x^2 \log ^2(4)\right)} \, dx","Int[(-32*x^2 + E^x*(18 + 9*x + (-12 - 6*x)*Log[4] + (2 + x)*Log[4]^2) + (8*x^2 + E^x*(-9 + 6*Log[4] - Log[4]^2))*Log[(-8*x^4 + E^x*(9*x^2 - 6*x^2*Log[4] + x^2*Log[4]^2))/2])/(-8*x^4 + E^x*(9*x^2 - 6*x^2*Log[4] + x^2*Log[4]^2)),x]","\frac{\log \left(-\frac{1}{2} x^2 \left(8 x^2-e^x (3-\log (4))^2\right)\right)}{x}","\frac{\log \left(x^2 \left(\frac{1}{2} e^x (\log (4)-3)^2-4 x^2\right)\right)}{x}",1,"Log[-1/2*(x^2*(8*x^2 - E^x*(3 - Log[4])^2))]/x","A",18,5,124,0.04032,1,"{6688, 6742, 14, 43, 2551}"
933,1,58,0,3.4378913,"\int \frac{1}{256} e^{-x} \left(256 e^x-16384 x^3+4096 x^4-12288 x^5+2048 x^6-3072 x^7+384 x^8-320 x^9+32 x^{10}-12 x^{11}+x^{12}\right) \, dx","Int[(256*E^x - 16384*x^3 + 4096*x^4 - 12288*x^5 + 2048*x^6 - 3072*x^7 + 384*x^8 - 320*x^9 + 32*x^10 - 12*x^11 + x^12)/(256*E^x),x]","-\frac{1}{256} e^{-x} x^{12}-\frac{1}{8} e^{-x} x^{10}-\frac{3}{2} e^{-x} x^8-8 e^{-x} x^6-16 e^{-x} x^4+x","-e^{-x} \left(\frac{x^3}{4}+2 x\right)^4+x+3+\log (4)",1,"x - (16*x^4)/E^x - (8*x^6)/E^x - (3*x^8)/(2*E^x) - x^10/(8*E^x) - x^12/(256*E^x)","B",90,5,63,0.07937,1,"{12, 6688, 2196, 2176, 2194}"
934,1,18,0,0.1668767,"\int e^{e^{-2 x+2 e^{16} x}+8 x} \left(8+e^{-2 x+2 e^{16} x} \left(-2+2 e^{16}\right)\right) \, dx","Int[E^(E^(-2*x + 2*E^16*x) + 8*x)*(8 + E^(-2*x + 2*E^16*x)*(-2 + 2*E^16)),x]","e^{8 x+e^{-2 \left(1-e^{16}\right) x}}","e^{8 x+e^{2 \left(e^{16} x-x\right)}}",1,"E^(E^(-2*(1 - E^16)*x) + 8*x)","A",1,1,41,0.02439,1,"{6706}"
935,1,43,0,0.3958908,"\int \frac{-59049+59049 x^2+118102 x^4-288680 x^6+275562 x^8-153090 x^{10}+54432 x^{12}-12636 x^{14}+1863 x^{16}-159 x^{18}+6 x^{20}}{-59049 x+177147 x^3-236196 x^5+183708 x^7-91854 x^9+30618 x^{11}-6804 x^{13}+972 x^{15}-81 x^{17}+3 x^{19}} \, dx","Int[(-59049 + 59049*x^2 + 118102*x^4 - 288680*x^6 + 275562*x^8 - 153090*x^10 + 54432*x^12 - 12636*x^14 + 1863*x^16 - 159*x^18 + 6*x^20)/(-59049*x + 177147*x^3 - 236196*x^5 + 183708*x^7 - 91854*x^9 + 30618*x^11 - 6804*x^13 + 972*x^15 - 81*x^17 + 3*x^19),x]","x^2-\frac{1}{9 \left(3-x^2\right)^6}+\frac{2}{3 \left(3-x^2\right)^7}-\frac{1}{\left(3-x^2\right)^8}+\log (x)","x \left(\frac{\log (x)-\frac{x^4}{9 \left(x^2-3\right)^8}}{x}+x\right)",1,"x^2 - (3 - x^2)^(-8) + 2/(3*(3 - x^2)^7) - 1/(9*(3 - x^2)^6) + Log[x]","A",5,2,104,0.01923,1,"{2074, 261}"
936,1,19,0,0.7446586,"\int \frac{\exp \left(\frac{4+4 x^2+4 e^{78} x^2+x^4+e^{39} \left(8 x+4 x^3\right)}{x^2}\right) \left(-8+2 x^4+e^{39} \left(-8 x+4 x^3\right)\right)}{x^3} \, dx","Int[(E^((4 + 4*x^2 + 4*E^78*x^2 + x^4 + E^39*(8*x + 4*x^3))/x^2)*(-8 + 2*x^4 + E^39*(-8*x + 4*x^3)))/x^3,x]","e^{\frac{\left(x^2+2 e^{39} x+2\right)^2}{x^2}}","e^{\left(x+\frac{2}{x}+2 e^{39}\right)^2}-1",1,"E^((2 + 2*E^39*x + x^2)^2/x^2)","A",3,3,61,0.04918,1,"{6688, 12, 6706}"
937,0,0,0,129.8760783,"\int \frac{\left(-12 x^4-x^5+x^6+e^x \left(6 x^4+2 x^5\right)\right) \log ^2(3+x)+\log \left(e^{2 x}+e^x (-5+x)\right) \left(\left(-10 x^4+2 e^x x^4+2 x^5\right) \log (3+x)+\left(-60 x^3-8 x^4+4 x^5+e^x \left(12 x^3+4 x^4\right)\right) \log ^2(3+x)\right)}{-75-10 x+5 x^2+e^x (15+5 x)} \, dx","Int[((-12*x^4 - x^5 + x^6 + E^x*(6*x^4 + 2*x^5))*Log[3 + x]^2 + Log[E^(2*x) + E^x*(-5 + x)]*((-10*x^4 + 2*E^x*x^4 + 2*x^5)*Log[3 + x] + (-60*x^3 - 8*x^4 + 4*x^5 + E^x*(12*x^3 + 4*x^4))*Log[3 + x]^2))/(-75 - 10*x + 5*x^2 + E^x*(15 + 5*x)),x]","\int \frac{\left(-12 x^4-x^5+x^6+e^x \left(6 x^4+2 x^5\right)\right) \log ^2(3+x)+\log \left(e^{2 x}+e^x (-5+x)\right) \left(\left(-10 x^4+2 e^x x^4+2 x^5\right) \log (3+x)+\left(-60 x^3-8 x^4+4 x^5+e^x \left(12 x^3+4 x^4\right)\right) \log ^2(3+x)\right)}{-75-10 x+5 x^2+e^x (15+5 x)} \, dx","\frac{1}{5} x^4 \log ^2(x+3) \log \left(e^x \left(x+e^x-5\right)\right)",1,"(2916*x)/25 - (1557*x^2)/50 + (101*x^3)/50 - (59*x^4)/300 + (9*x^5)/500 - (54*(3 + x)^2)/5 + (8*(3 + x)^3)/5 - (3*(3 + x)^4)/20 + (4*(3 + x)^5)/625 + (45*x*Log[-(E^x*(5 - E^x - x))])/2 - (39*x^2*Log[-(E^x*(5 - E^x - x))])/20 + (7*x^3*Log[-(E^x*(5 - E^x - x))])/30 - (x^4*Log[-(E^x*(5 - E^x - x))])/40 - (3888*Log[3 + x])/25 + (54*x^2*Log[3 + x])/5 - (6*x^3*Log[3 + x])/5 + (x^4*Log[3 + x])/5 - (x^5*Log[3 + x])/25 - (54*x*Log[-(E^x*(5 - E^x - x))]*Log[3 + x])/5 + (9*x^2*Log[-(E^x*(5 - E^x - x))]*Log[3 + x])/5 - (2*x^3*Log[-(E^x*(5 - E^x - x))]*Log[3 + x])/5 + (x^4*Log[-(E^x*(5 - E^x - x))]*Log[3 + x])/10 - ((8100*(3 + x) - 2700*(3 + x)^2 + 600*(3 + x)^3 - 75*(3 + x)^4 + 4*(3 + x)^5 - 4860*Log[3 + x])*Log[3 + x])/125 - (486*Log[3 + x]^2)/25 + (2*x^5*Log[3 + x]^2)/25 - 135*Defer[Int][x/(-5 + E^x + x), x] + (324*Log[3 + x]*Defer[Int][x/(-5 + E^x + x), x])/5 + (171*Defer[Int][x^2/(-5 + E^x + x), x])/5 - (108*Log[3 + x]*Defer[Int][x^2/(-5 + E^x + x), x])/5 - (67*Defer[Int][x^3/(-5 + E^x + x), x])/20 + (21*Log[3 + x]*Defer[Int][x^3/(-5 + E^x + x), x])/5 + (23*Defer[Int][x^4/(-5 + E^x + x), x])/60 - Log[3 + x]*Defer[Int][x^4/(-5 + E^x + x), x] - Defer[Int][x^5/(-5 + E^x + x), x]/40 + (Log[3 + x]*Defer[Int][x^5/(-5 + E^x + x), x])/10 + (6*Defer[Int][(x^4*Log[3 + x]^2)/(-5 + E^x + x), x])/5 - Defer[Int][(x^5*Log[3 + x]^2)/(-5 + E^x + x), x]/5 - (135*Defer[Int][Log[E^x*(-5 + E^x + x)]/(3 + x), x])/2 + (162*Defer[Int][(Log[3 + x]*Log[E^x*(-5 + E^x + x)])/(3 + x), x])/5 + (4*Defer[Int][x^3*Log[3 + x]^2*Log[E^x*(-5 + E^x + x)], x])/5 - (324*Defer[Int][Defer[Int][x/(-5 + E^x + x), x]/(3 + x), x])/5 + (108*Defer[Int][Defer[Int][x^2/(-5 + E^x + x), x]/(3 + x), x])/5 - (21*Defer[Int][Defer[Int][x^3/(-5 + E^x + x), x]/(3 + x), x])/5 + Defer[Int][Defer[Int][x^4/(-5 + E^x + x), x]/(3 + x), x] - Defer[Int][Defer[Int][x^5/(-5 + E^x + x), x]/(3 + x), x]/10","F",0,0,0,0,-1,"{}"
938,0,0,0,0.4852822,"\int \frac{8+2 x+\left(4+18 x+8 x^2\right) \log \left(\frac{1+8 x+16 x^2}{x^2}\right)+\left(3+12 x+400 x^3+1725 x^4+500 x^5\right) \log ^2\left(\frac{1+8 x+16 x^2}{x^2}\right)}{(1+4 x) \log ^2\left(\frac{1+8 x+16 x^2}{x^2}\right)} \, dx","Int[(8 + 2*x + (4 + 18*x + 8*x^2)*Log[(1 + 8*x + 16*x^2)/x^2] + (3 + 12*x + 400*x^3 + 1725*x^4 + 500*x^5)*Log[(1 + 8*x + 16*x^2)/x^2]^2)/((1 + 4*x)*Log[(1 + 8*x + 16*x^2)/x^2]^2),x]","\int \frac{8+2 x+\left(4+18 x+8 x^2\right) \log \left(\frac{1+8 x+16 x^2}{x^2}\right)+\left(3+12 x+400 x^3+1725 x^4+500 x^5\right) \log ^2\left(\frac{1+8 x+16 x^2}{x^2}\right)}{(1+4 x) \log ^2\left(\frac{1+8 x+16 x^2}{x^2}\right)} \, dx","(x+4) \left(25 x^4+\frac{x}{\log \left(\frac{\left(4 x^2+x\right)^2}{x^4}\right)}+3\right)",1,"3*x + 100*x^4 + 25*x^5 + 2*Defer[Int][(4 + x)/((1 + 4*x)*Log[(1 + 4*x)^2/x^2]^2), x] + 2*Defer[Int][(2 + x)/Log[(1 + 4*x)^2/x^2], x]","F",0,0,0,0,-1,"{}"
939,1,14,0,0.0379978,"\int \frac{1-2 x+2 x^2}{-x+x^2} \, dx","Int[(1 - 2*x + 2*x^2)/(-x + x^2),x]","2 x+\log (1-x)-\log (x)","x-\log \left(\left(3+e^5\right) e^{-x}\right)+\log \left(\frac{2 x-2}{x}\right)",1,"2*x + Log[1 - x] - Log[x]","A",3,2,20,0.1000,1,"{1593, 893}"
940,0,0,0,40.6970906,"\int \frac{e^{3 x} (8-72 x)+e^{4 x} \left(36 x-108 x^2+36 x^3\right)+\left(24 e^{3 x} x+e^{4 x} \left(-24 x+72 x^2-24 x^3\right)\right) \log (x)+e^{4 x} \left(4 x-12 x^2+4 x^3\right) \log ^2(x)}{16 x+e^x \left(48 x^2-24 x^3\right)+e^{2 x} \left(36 x^3-36 x^4+9 x^5\right)+\left(e^x \left(-16 x^2+8 x^3\right)+e^{2 x} \left(-24 x^3+24 x^4-6 x^5\right)\right) \log (x)+e^{2 x} \left(4 x^3-4 x^4+x^5\right) \log ^2(x)} \, dx","Int[(E^(3*x)*(8 - 72*x) + E^(4*x)*(36*x - 108*x^2 + 36*x^3) + (24*E^(3*x)*x + E^(4*x)*(-24*x + 72*x^2 - 24*x^3))*Log[x] + E^(4*x)*(4*x - 12*x^2 + 4*x^3)*Log[x]^2)/(16*x + E^x*(48*x^2 - 24*x^3) + E^(2*x)*(36*x^3 - 36*x^4 + 9*x^5) + (E^x*(-16*x^2 + 8*x^3) + E^(2*x)*(-24*x^3 + 24*x^4 - 6*x^5))*Log[x] + E^(2*x)*(4*x^3 - 4*x^4 + x^5)*Log[x]^2),x]","\int \frac{e^{3 x} (8-72 x)+e^{4 x} \left(36 x-108 x^2+36 x^3\right)+\left(24 e^{3 x} x+e^{4 x} \left(-24 x+72 x^2-24 x^3\right)\right) \log (x)+e^{4 x} \left(4 x-12 x^2+4 x^3\right) \log ^2(x)}{16 x+e^x \left(48 x^2-24 x^3\right)+e^{2 x} \left(36 x^3-36 x^4+9 x^5\right)+\left(e^x \left(-16 x^2+8 x^3\right)+e^{2 x} \left(-24 x^3+24 x^4-6 x^5\right)\right) \log (x)+e^{2 x} \left(4 x^3-4 x^4+x^5\right) \log ^2(x)} \, dx","\frac{2 e^{2 x}}{x \left(x+\frac{4 e^{-x}}{x (\log (x)-3)}-2\right)}",1,"-24*Defer[Int][E^(3*x)/(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2, x] - 24*Defer[Int][E^(3*x)/((-2 + x)*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2), x] - 16*Defer[Int][E^(3*x)/(x*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2), x] + 8*Defer[Int][(E^(3*x)*Log[x])/(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2, x] + 8*Defer[Int][(E^(3*x)*Log[x])/((-2 + x)*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2), x] + 8*Defer[Int][(E^(3*x)*Log[x])/(x*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])^2), x] - 12*Defer[Int][E^(3*x)/(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x]), x] + 6*Defer[Int][E^(3*x)/((-2 + x)*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])), x] + 6*Defer[Int][E^(3*x)/(x*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])), x] + 4*Defer[Int][(E^(3*x)*Log[x])/(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x]), x] - 2*Defer[Int][(E^(3*x)*Log[x])/((-2 + x)*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])), x] - 2*Defer[Int][(E^(3*x)*Log[x])/(x*(4 - 3*E^x*(-2 + x)*x + E^x*(-2 + x)*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
941,0,0,0,5.948358,"\int \frac{e^{\frac{x^3+\left(-20-15 x+5 x^2\right) \log \left(14+e^x\right)}{x^2}} \left(14 x^3+e^x \left(-20 x-15 x^2+6 x^3\right)+\left(560+210 x+e^x (40+15 x)\right) \log \left(14+e^x\right)\right)}{14 x^3+e^x x^3} \, dx","Int[(E^((x^3 + (-20 - 15*x + 5*x^2)*Log[14 + E^x])/x^2)*(14*x^3 + E^x*(-20*x - 15*x^2 + 6*x^3) + (560 + 210*x + E^x*(40 + 15*x))*Log[14 + E^x]))/(14*x^3 + E^x*x^3),x]","\int \frac{e^{\frac{x^3+\left(-20-15 x+5 x^2\right) \log \left(14+e^x\right)}{x^2}} \left(14 x^3+e^x \left(-20 x-15 x^2+6 x^3\right)+\left(560+210 x+e^x (40+15 x)\right) \log \left(14+e^x\right)\right)}{14 x^3+e^x x^3} \, dx","e^{x+\frac{5 \left(x-\frac{4}{x}-3\right) \log \left(e^x+14\right)}{x}}",1,"14*Defer[Int][E^x*(14 + E^x)^(4 - 20/x^2 - 15/x), x] + 6*Defer[Int][E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x), x] + 560*Log[14 + E^x]*Defer[Int][(E^x*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^3, x] + 40*Log[14 + E^x]*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^3, x] + 210*Log[14 + E^x]*Defer[Int][(E^x*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^2, x] - 20*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^2, x] + 15*Log[14 + E^x]*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^2, x] - 15*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x, x] - 560*Defer[Int][(E^x*Defer[Int][(E^x*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^3, x])/(14 + E^x), x] - 40*Defer[Int][(E^x*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^3, x])/(14 + E^x), x] - 210*Defer[Int][(E^x*Defer[Int][(E^x*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^2, x])/(14 + E^x), x] - 15*Defer[Int][(E^x*Defer[Int][(E^(2*x)*(14 + E^x)^(4 - 20/x^2 - 15/x))/x^2, x])/(14 + E^x), x]","F",0,0,0,0,-1,"{}"
942,0,0,0,22.2232167,"\int \frac{2^{\frac{5}{4 x+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} x}} \left(\left(20-60 x+60 x^2-20 x^3\right) \log (2)+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} \left(5+75 x+75 x^2-5 x^3+20 x^4-10 x^5\right) \log (2)\right)}{-16 x^2+48 x^3-48 x^4+16 x^5+e^{\frac{2 \left(9+6 x^2+x^4\right)}{1-2 x+x^2}} \left(-x^2+3 x^3-3 x^4+x^5\right)+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} \left(-8 x^2+24 x^3-24 x^4+8 x^5\right)} \, dx","Int[(2^(5/(4*x + E^((9 + 6*x^2 + x^4)/(1 - 2*x + x^2))*x))*((20 - 60*x + 60*x^2 - 20*x^3)*Log[2] + E^((9 + 6*x^2 + x^4)/(1 - 2*x + x^2))*(5 + 75*x + 75*x^2 - 5*x^3 + 20*x^4 - 10*x^5)*Log[2]))/(-16*x^2 + 48*x^3 - 48*x^4 + 16*x^5 + E^((2*(9 + 6*x^2 + x^4))/(1 - 2*x + x^2))*(-x^2 + 3*x^3 - 3*x^4 + x^5) + E^((9 + 6*x^2 + x^4)/(1 - 2*x + x^2))*(-8*x^2 + 24*x^3 - 24*x^4 + 8*x^5)),x]","\int \frac{2^{\frac{5}{4 x+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} x}} \left(\left(20-60 x+60 x^2-20 x^3\right) \log (2)+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} \left(5+75 x+75 x^2-5 x^3+20 x^4-10 x^5\right) \log (2)\right)}{-16 x^2+48 x^3-48 x^4+16 x^5+e^{\frac{2 \left(9+6 x^2+x^4\right)}{1-2 x+x^2}} \left(-x^2+3 x^3-3 x^4+x^5\right)+e^{\frac{9+6 x^2+x^4}{1-2 x+x^2}} \left(-8 x^2+24 x^3-24 x^4+8 x^5\right)} \, dx","2^{\frac{5}{\left(e^{\left(-\frac{4 x}{x-1}-x+3\right)^2}+4\right) x}}",1,"5*Log[2]*Defer[Int][2^(3 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/(4 + E^((3 + x^2)^2/(-1 + x)^2))^2, x] - 5*Log[2]*Defer[Int][2^(1 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/(4 + E^((3 + x^2)^2/(-1 + x)^2)), x] - 5*Log[2]*Defer[Int][2^(7 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))^2*(-1 + x)^3), x] + 5*Log[2]*Defer[Int][2^(5 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))*(-1 + x)^3), x] + 5*Log[2]*Defer[Int][2^(6 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))^2*(-1 + x)^2), x] - 5*Log[2]*Defer[Int][2^(4 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))*(-1 + x)^2), x] - 5*Log[2]*Defer[Int][2^(6 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))^2*(-1 + x)), x] + 5*Log[2]*Defer[Int][2^(4 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))*(-1 + x)), x] - 5*Log[2]*Defer[Int][2^(5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x^2), x] + 45*Log[2]*Defer[Int][2^(3 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))^2*x), x] - 45*Log[2]*Defer[Int][2^(1 + 5/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x))/((4 + E^((3 + x^2)^2/(-1 + x)^2))*x), x]","F",0,0,0,0,-1,"{}"
943,0,0,0,1.4463251,"\int \frac{18+2 x-4 x^2+e^{x+x^3+2 x^4+x^5} \left(-10 x+45 x^2+120 x^3+75 x^4\right)}{-12+15 e^{x+x^3+2 x^4+x^5}+6 x} \, dx","Int[(18 + 2*x - 4*x^2 + E^(x + x^3 + 2*x^4 + x^5)*(-10*x + 45*x^2 + 120*x^3 + 75*x^4))/(-12 + 15*E^(x + x^3 + 2*x^4 + x^5) + 6*x),x]","\int \frac{18+2 x-4 x^2+e^{x+x^3+2 x^4+x^5} \left(-10 x+45 x^2+120 x^3+75 x^4\right)}{-12+15 e^{x+x^3+2 x^4+x^5}+6 x} \, dx","-\frac{x^2}{3}+\log \left(5 e^{x \left(x^2+x\right)^2+x}+2 x-4\right)-x",1,"-1/3*x^2 + x^3 + 2*x^4 + x^5 + 6*Defer[Int][(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x)^(-1), x] - 2*Defer[Int][x/(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x), x] + 12*Defer[Int][x^2/(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x), x] + 26*Defer[Int][x^3/(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x), x] + 4*Defer[Int][x^4/(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x), x] - 10*Defer[Int][x^5/(-4 + 5*E^(x + x^3 + 2*x^4 + x^5) + 2*x), x]","F",0,0,0,0,-1,"{}"
944,1,37,0,0.081992,"\int \frac{-16 e^{\frac{2}{x^8}}+20 x^9+8 x^{10}+e^{\frac{1}{x^8}} \left(-80-32 x+4 x^9\right)}{25 x^9} \, dx","Int[(-16*E^(2/x^8) + 20*x^9 + 8*x^10 + E^x^(-8)*(-80 - 32*x + 4*x^9))/(25*x^9),x]","\frac{2}{25} e^{\frac{1}{x^8}} (2 x+5)+\frac{e^{\frac{2}{x^8}}}{25}+\frac{1}{25} (2 x+5)^2","\frac{1}{25} \left(-e^{\frac{1}{x^8}}-2 x-5\right)^2",1,"E^(2/x^8)/25 + (2*E^x^(-8)*(5 + 2*x))/25 + (5 + 2*x)^2/25","B",5,4,43,0.09302,1,"{12, 14, 2209, 2288}"
945,1,2,0,0.0003017,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)+3",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
946,1,24,0,0.8582896,"\int \frac{1-x-2 x^2+e^x \left(1-x^2\right)+\left(-2 x-2 e^x x\right) \log (1+x)}{-4 x-6 x^2-2 x^3+e^x \left(-4 x-6 x^2-2 x^3\right)+\left(x+x^2+e^x \left(x+x^2\right)\right) \log \left(1+e^x\right)+\left(x+x^2+e^x \left(x+x^2\right)\right) \log (x)+\left(-x-x^2+e^x \left(-x-x^2\right)\right) \log ^2(1+x)} \, dx","Int[(1 - x - 2*x^2 + E^x*(1 - x^2) + (-2*x - 2*E^x*x)*Log[1 + x])/(-4*x - 6*x^2 - 2*x^3 + E^x*(-4*x - 6*x^2 - 2*x^3) + (x + x^2 + E^x*(x + x^2))*Log[1 + E^x] + (x + x^2 + E^x*(x + x^2))*Log[x] + (-x - x^2 + E^x*(-x - x^2))*Log[1 + x]^2),x]","\log \left(2 x+\log ^2(x+1)-\log \left(e^x+1\right)-\log (x)+4\right)","\log \left(x+\frac{1}{2} \left(\log ^2(x+1)-\log \left(e^x+1\right)-\log (x)\right)+2\right)",1,"Log[4 + 2*x - Log[1 + E^x] - Log[x] + Log[1 + x]^2]","A",2,2,138,0.01449,1,"{6688, 6684}"
947,1,59,0,0.0740072,"\int \frac{2112 x^2-1664 x^3+320 x^4+\left(1280 x^2-512 x^3\right) \log (x)+192 x^2 \log ^2(x)}{1875} \, dx","Int[(2112*x^2 - 1664*x^3 + 320*x^4 + (1280*x^2 - 512*x^3)*Log[x] + 192*x^2*Log[x]^2)/1875,x]","\frac{64 x^5}{1875}-\frac{128 x^4}{625}+\frac{192 x^3}{625}+\frac{64 x^3 \log ^2(x)}{1875}-\frac{128 x^3 \log (x)}{5625}+\frac{128 \left(10 x^3-3 x^4\right) \log (x)}{5625}","\frac{16}{625} \left(\frac{4}{3} x^3 (-x+\log (x)+3)^2+2\right)",1,"(192*x^3)/625 - (128*x^4)/625 + (64*x^5)/1875 - (128*x^3*Log[x])/5625 + (128*(10*x^3 - 3*x^4)*Log[x])/5625 + (64*x^3*Log[x]^2)/1875","B",9,6,43,0.1395,1,"{12, 1593, 43, 2334, 2305, 2304}"
948,1,9,0,0.0025923,"\int 4 e^{4+x} \log (2) \, dx","Int[4*E^(4 + x)*Log[2],x]","4 e^{x+4} \log (2)","4 \left(1-\left(\frac{43}{6}-e^{x+4}\right) \log (2)\right)",1,"4*E^(4 + x)*Log[2]","A",2,2,9,0.2222,1,"{12, 2194}"
949,0,0,0,1.2477882,"\int \frac{e^{-e^{x^2}+x} \left(4 e^{e^{x^2}-x}+4 x^2 \log (3)-8 e^{x^2} x^3 \log (3)\right)}{x^2 \log (3)} \, dx","Int[(E^(-E^x^2 + x)*(4*E^(E^x^2 - x) + 4*x^2*Log[3] - 8*E^x^2*x^3*Log[3]))/(x^2*Log[3]),x]","\int \frac{e^{-e^{x^2}+x} \left(4 e^{e^{x^2}-x}+4 x^2 \log (3)-8 e^{x^2} x^3 \log (3)\right)}{x^2 \log (3)} \, dx","\frac{4 e^{x-e^{x^2}} x+2 x-\frac{x+4}{\log (3)}}{x}",1,"-4/(x*Log[3]) + 4*Defer[Int][E^(-E^x^2 + x), x] - 8*Defer[Int][E^(-E^x^2 + x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
950,1,28,0,0.1914263,"\int \frac{12-12 x-13 x^2+20 x^3+12 x^4+e^x \left(18+24 x+8 x^2\right)}{18+24 x+8 x^2} \, dx","Int[(12 - 12*x - 13*x^2 + 20*x^3 + 12*x^4 + E^x*(18 + 24*x + 8*x^2))/(18 + 24*x + 8*x^2),x]","\frac{x^3}{2}-x^2+x+e^x+\frac{3}{2 (2 x+3)}","-\frac{1}{4} (4-2 x) x^2-\frac{x}{2 x+3}+x+e^x+4",1,"E^x + x - x^2 + x^3/2 + 3/(2*(3 + 2*x))","A",13,5,47,0.1064,1,"{27, 12, 6742, 2194, 43}"
951,1,17,0,0.1319459,"\int \frac{e^{-2 x} \left(-e^2+e^2 (-2 e-2 x) \log (e+x)\right)}{(2 e+2 x) \log ^2(e+x)} \, dx","Int[(-E^2 + E^2*(-2*E - 2*x)*Log[E + x])/(E^(2*x)*(2*E + 2*x)*Log[E + x]^2),x]","\frac{e^{2-2 x}}{2 \log (x+e)}","\frac{e^{2-2 x}}{2 \log (x+e)}",1,"E^(2 - 2*x)/(2*Log[E + x])","A",1,1,42,0.02381,1,"{2288}"
952,1,22,0,0.0237735,"\int \frac{-100+e^4+320 x-61 x^2+3 x^3}{100-20 x+x^2} \, dx","Int[(-100 + E^4 + 320*x - 61*x^2 + 3*x^3)/(100 - 20*x + x^2),x]","\frac{3 x^2}{2}-x+\frac{e^4}{10-x}","\frac{3 x^2}{2}-x-\frac{e^4}{x-10}",1,"E^4/(10 - x) - x + (3*x^2)/2","A",3,2,29,0.06897,1,"{27, 1850}"
953,0,0,0,0.2564962,"\int \frac{(1+x) \log (x)}{-1+x \log (x)} \, dx","Int[((1 + x)*Log[x])/(-1 + x*Log[x]),x]","\int \frac{(1+x) \log (x)}{-1+x \log (x)} \, dx","\log \left(-x^2+x (x+\log (x))-1\right)+x",1,"x + Log[x] + Defer[Int][(-1 + x*Log[x])^(-1), x] + Defer[Int][1/(x*(-1 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
954,0,0,0,2.5496637,"\int \frac{-6 e+18 x+(-2 e+30 x) \log (x)+14 x \log ^2(x)+2 x \log ^3(x)+\left(4 e+9 x+(e+6 x) \log (x)+x \log ^2(x)\right) \log \left(x^2\right)}{9 x^2+6 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(-6*E + 18*x + (-2*E + 30*x)*Log[x] + 14*x*Log[x]^2 + 2*x*Log[x]^3 + (4*E + 9*x + (E + 6*x)*Log[x] + x*Log[x]^2)*Log[x^2])/(9*x^2 + 6*x^2*Log[x] + x^2*Log[x]^2),x]","\int \frac{-6 e+18 x+(-2 e+30 x) \log (x)+14 x \log ^2(x)+2 x \log ^3(x)+\left(4 e+9 x+(e+6 x) \log (x)+x \log ^2(x)\right) \log \left(x^2\right)}{9 x^2+6 x^2 \log (x)+x^2 \log ^2(x)} \, dx","\left(\log (x)-\frac{e}{x (\log (x)+3)}+1\right) \log \left(x^2\right)",1,"(8*E)/x + 6*E^4*ExpIntegralEi[-3 - Log[x]] + 2*Log[x] + Log[x]^2 + 8*E^4*ExpIntegralEi[-3 - Log[x]]*(3 + Log[x]) - 4*E^4*ExpIntegralEi[-3 - Log[x]]*Log[x^2] - (9*Log[x^2])/(3 + Log[x]) - (4*E*Log[x^2])/(x*(3 + Log[x])) + 18*Log[3 + Log[x]] + E*Defer[Int][(Log[x]*Log[x^2])/(x^2*(3 + Log[x])^2), x] + 6*Defer[Int][(Log[x]*Log[x^2])/(x*(3 + Log[x])^2), x] + Defer[Int][(Log[x]^2*Log[x^2])/(x*(3 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
955,1,62,0,0.16283,"\int 5 e^{-5+e^{1+x+e^5 x}-2 x} \left(1-2 x+e^{1+x+e^5 x} \left(x+e^5 x\right)\right) \, dx","Int[5*E^(-5 + E^(1 + x + E^5*x) - 2*x)*(1 - 2*x + E^(1 + x + E^5*x)*(x + E^5*x)),x]","\frac{5 e^{-2 x+e^{e^5 x+x+1}-5} \left(2 x-\left(1+e^5\right) e^{e^5 x+x+1} x\right)}{2-\left(1+e^5\right) e^{e^5 x+x+1}}","5 e^{-2 x+e^{e^5 x+x+1}-5} x",1,"(5*E^(-5 + E^(1 + x + E^5*x) - 2*x)*(2*x - E^(1 + x + E^5*x)*(1 + E^5)*x))/(2 - E^(1 + x + E^5*x)*(1 + E^5))","B",2,2,42,0.04762,1,"{12, 2288}"
956,0,0,0,1.7341992,"\int \frac{-2 e+45 x^3+6 x^4+\left(e-9 x^3-x^4\right) \log \left(\frac{-e x^2+9 x^5+x^6}{e}\right) \log \left(\log \left(\frac{-e x^2+9 x^5+x^6}{e}\right)\right)}{\left(e-9 x^3-x^4\right) \log \left(\frac{-e x^2+9 x^5+x^6}{e}\right) \log ^2\left(\log \left(\frac{-e x^2+9 x^5+x^6}{e}\right)\right)} \, dx","Int[(-2*E + 45*x^3 + 6*x^4 + (E - 9*x^3 - x^4)*Log[(-(E*x^2) + 9*x^5 + x^6)/E]*Log[Log[(-(E*x^2) + 9*x^5 + x^6)/E]])/((E - 9*x^3 - x^4)*Log[(-(E*x^2) + 9*x^5 + x^6)/E]*Log[Log[(-(E*x^2) + 9*x^5 + x^6)/E]]^2),x]","\int \frac{-2 e+45 x^3+6 x^4+\left(e-9 x^3-x^4\right) \log \left(\frac{-e x^2+9 x^5+x^6}{e}\right) \log \left(\log \left(\frac{-e x^2+9 x^5+x^6}{e}\right)\right)}{\left(e-9 x^3-x^4\right) \log \left(\frac{-e x^2+9 x^5+x^6}{e}\right) \log ^2\left(\log \left(\frac{-e x^2+9 x^5+x^6}{e}\right)\right)} \, dx","\frac{x}{\log \left(\log \left(\frac{x^5 (x+9)}{e}-x^2\right)\right)}+2",1,"-6*Defer[Int][1/(Log[-x^2 + (x^5*(9 + x))/E]*Log[Log[-x^2 + (x^5*(9 + x))/E]]^2), x] + 4*E*Defer[Int][1/((E - 9*x^3 - x^4)*Log[-x^2 + (x^5*(9 + x))/E]*Log[Log[-x^2 + (x^5*(9 + x))/E]]^2), x] - 9*Defer[Int][x^3/((E - 9*x^3 - x^4)*Log[-x^2 + (x^5*(9 + x))/E]*Log[Log[-x^2 + (x^5*(9 + x))/E]]^2), x] + Defer[Int][Log[Log[-x^2 + (x^5*(9 + x))/E]]^(-1), x]","F",0,0,0,0,-1,"{}"
957,1,15,0,0.005926,"\int (-12+32 x+4 \log (4 e)) \, dx","Int[-12 + 32*x + 4*Log[4*E],x]","16 x^2-4 x (2-\log (4))","4 x (4 x-3+\log (4 e))+2",1,"16*x^2 - 4*x*(2 - Log[4])","A",1,0,11,0,1,"{}"
958,0,0,0,3.0155516,"\int \frac{-6 e^{5+\frac{1}{x^2}}+45 e^5 x+e^x \left(e^5 \left(45 x-45 x^2\right)+e^{5+\frac{1}{x^2}} \left(-6+3 x^3\right)\right)}{225 x-30 e^{\frac{1}{x^2}} x^2+e^{\frac{2}{x^2}} x^3+e^{2 x} \left(225 x-30 e^{\frac{1}{x^2}} x^2+e^{\frac{2}{x^2}} x^3\right)+e^x \left(450 x-60 e^{\frac{1}{x^2}} x^2+2 e^{\frac{2}{x^2}} x^3\right)} \, dx","Int[(-6*E^(5 + x^(-2)) + 45*E^5*x + E^x*(E^5*(45*x - 45*x^2) + E^(5 + x^(-2))*(-6 + 3*x^3)))/(225*x - 30*E^x^(-2)*x^2 + E^(2/x^2)*x^3 + E^(2*x)*(225*x - 30*E^x^(-2)*x^2 + E^(2/x^2)*x^3) + E^x*(450*x - 60*E^x^(-2)*x^2 + 2*E^(2/x^2)*x^3)),x]","\int \frac{-6 e^{5+\frac{1}{x^2}}+45 e^5 x+e^x \left(e^5 \left(45 x-45 x^2\right)+e^{5+\frac{1}{x^2}} \left(-6+3 x^3\right)\right)}{225 x-30 e^{\frac{1}{x^2}} x^2+e^{\frac{2}{x^2}} x^3+e^{2 x} \left(225 x-30 e^{\frac{1}{x^2}} x^2+e^{\frac{2}{x^2}} x^3\right)+e^x \left(450 x-60 e^{\frac{1}{x^2}} x^2+2 e^{\frac{2}{x^2}} x^3\right)} \, dx","\frac{e^5 x}{\left(e^x+1\right) \left(\frac{1}{3} \left(3-e^{\frac{1}{x^2}}\right) x-x+5\right)}",1,"45*E^5*Defer[Int][1/((1 + E^x)*(-15 + E^x^(-2)*x)^2), x] - 6*E^5*Defer[Int][E^x^(-2)/((1 + E^x)*x*(-15 + E^x^(-2)*x)^2), x] - 45*E^5*Defer[Int][x/((1 + E^x)*(-15 + E^x^(-2)*x)^2), x] + 3*E^5*Defer[Int][(E^x^(-2)*x^2)/((1 + E^x)*(-15 + E^x^(-2)*x)^2), x] - 3*E^5*Defer[Int][x/((1 + E^x)^2*(-15 + E^x^(-2)*x)), x]","F",0,0,0,0,-1,"{}"
959,1,36,0,0.1187698,"\int \frac{e^4-18 x+\left(5 e^4+10 x\right) \log \left(\frac{1}{e^8+4 e^4 x+4 x^2}\right)}{e^4+2 x} \, dx","Int[(E^4 - 18*x + (5*E^4 + 10*x)*Log[(E^8 + 4*E^4*x + 4*x^2)^(-1)])/(E^4 + 2*x),x]","x+\frac{5}{2} \left(2 x+e^4\right) \log \left(\frac{1}{\left(2 x+e^4\right)^2}\right)+5 e^4 \log \left(2 x+e^4\right)","2 x+x \left(5 \log \left(\frac{1}{\left(2 x+e^4\right)^2}\right)-1\right)+1",1,"x + (5*(E^4 + 2*x)*Log[(E^4 + 2*x)^(-2)])/2 + 5*E^4*Log[E^4 + 2*x]","A",7,5,45,0.1111,1,"{6688, 6742, 43, 2389, 2295}"
960,0,0,0,2.2504815,"\int \frac{-16 x^2-8 x^3-17 x^4-8 x^5-x^6+\left(-100-10 x-140 x^2-10 x^3+10 x^4\right) \log ^2(2)+\left(-25-25 x^2\right) \log ^4(2)+\left(-8 x^2-2 x^3-8 x^4-2 x^5+\left(-25+10 x-25 x^2+10 x^3\right) \log ^2(2)\right) \log \left(1+x^2\right)+\left(-x^2-x^4\right) \log ^2\left(1+x^2\right)}{16 x^2+8 x^3+17 x^4+8 x^5+x^6+\left(-40 x-10 x^2-40 x^3-10 x^4\right) \log ^2(2)+\left(25+25 x^2\right) \log ^4(2)+\left(8 x^2+2 x^3+8 x^4+2 x^5+\left(-10 x-10 x^3\right) \log ^2(2)\right) \log \left(1+x^2\right)+\left(x^2+x^4\right) \log ^2\left(1+x^2\right)} \, dx","Int[(-16*x^2 - 8*x^3 - 17*x^4 - 8*x^5 - x^6 + (-100 - 10*x - 140*x^2 - 10*x^3 + 10*x^4)*Log[2]^2 + (-25 - 25*x^2)*Log[2]^4 + (-8*x^2 - 2*x^3 - 8*x^4 - 2*x^5 + (-25 + 10*x - 25*x^2 + 10*x^3)*Log[2]^2)*Log[1 + x^2] + (-x^2 - x^4)*Log[1 + x^2]^2)/(16*x^2 + 8*x^3 + 17*x^4 + 8*x^5 + x^6 + (-40*x - 10*x^2 - 40*x^3 - 10*x^4)*Log[2]^2 + (25 + 25*x^2)*Log[2]^4 + (8*x^2 + 2*x^3 + 8*x^4 + 2*x^5 + (-10*x - 10*x^3)*Log[2]^2)*Log[1 + x^2] + (x^2 + x^4)*Log[1 + x^2]^2),x]","\int \frac{-16 x^2-8 x^3-17 x^4-8 x^5-x^6+\left(-100-10 x-140 x^2-10 x^3+10 x^4\right) \log ^2(2)+\left(-25-25 x^2\right) \log ^4(2)+\left(-8 x^2-2 x^3-8 x^4-2 x^5+\left(-25+10 x-25 x^2+10 x^3\right) \log ^2(2)\right) \log \left(1+x^2\right)+\left(-x^2-x^4\right) \log ^2\left(1+x^2\right)}{16 x^2+8 x^3+17 x^4+8 x^5+x^6+\left(-40 x-10 x^2-40 x^3-10 x^4\right) \log ^2(2)+\left(25+25 x^2\right) \log ^4(2)+\left(8 x^2+2 x^3+8 x^4+2 x^5+\left(-10 x-10 x^3\right) \log ^2(2)\right) \log \left(1+x^2\right)+\left(x^2+x^4\right) \log ^2\left(1+x^2\right)} \, dx","\frac{x}{\frac{\log ^2(2)}{-\log \left(x^2+1\right)-x-4}+\frac{x}{5}}-x",1,"-x - 50*Log[2]^2*Defer[Int][(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])^(-2), x] + (25*I)*Log[2]^2*Defer[Int][1/((I - x)*(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])^2), x] - 125*Log[2]^4*Defer[Int][1/(x*(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])^2), x] - 25*Log[2]^2*Defer[Int][x/(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])^2, x] + (25*I)*Log[2]^2*Defer[Int][1/((I + x)*(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])^2), x] - 25*Log[2]^2*Defer[Int][1/(x*(4*x + x^2 - 5*Log[2]^2 + x*Log[1 + x^2])), x]","F",0,0,0,0,-1,"{}"
961,1,64,0,0.1415611,"\int \frac{1-4 x+5 x^2-2 x^3+2 x^4+\left(-10 x+3 x^2\right) \log (6)}{x^2-4 x^3+4 x^4+\left(-2 x+4 x^2\right) \log (6)+\log ^2(6)} \, dx","Int[(1 - 4*x + 5*x^2 - 2*x^3 + 2*x^4 + (-10*x + 3*x^2)*Log[6])/(x^2 - 4*x^3 + 4*x^4 + (-2*x + 4*x^2)*Log[6] + Log[6]^2),x]","\frac{x}{2}-\frac{(1-8 \log (6)) (7+34 \log (6))-4 \left(x-\frac{1}{4}\right) \left(9-16 \log ^2(6)-70 \log (6)\right)}{16 (1-8 \log (6)) \left(-2 x^2+x-\log (6)\right)}","\frac{1-(5-x) x^2}{2 x^2-x+\log (6)}",1,"x/2 - ((1 - 8*Log[6])*(7 + 34*Log[6]) - 4*(-1/4 + x)*(9 - 70*Log[6] - 16*Log[6]^2))/(16*(1 - 8*Log[6])*(x - 2*x^2 - Log[6]))","B",5,5,65,0.07692,1,"{1680, 12, 1814, 21, 8}"
962,1,37,0,0.0431435,"\int \frac{12+16 x^3+e^6 \left(2-24 x^2\right)-8 \log (2)}{e^{12}-2 e^6 x+x^2} \, dx","Int[(12 + 16*x^3 + E^6*(2 - 24*x^2) - 8*Log[2])/(E^12 - 2*E^6*x + x^2),x]","8 x^2+8 e^6 x+\frac{2 \left(6+e^6-4 e^{18}-\log (16)\right)}{e^6-x}","\frac{2 \left(4 \left(x^3-2+\log (2)\right)-x+2\right)}{x-e^6}",1,"8*E^6*x + 8*x^2 + (2*(6 + E^6 - 4*E^18 - Log[16]))/(E^6 - x)","A",3,2,38,0.05263,1,"{27, 1850}"
963,1,17,0,0.1565701,"\int e^{e^{e^x+2 x}+8 x \log (6)} \left(e^{e^x+2 x} \left(2+e^x\right)+8 \log (6)\right) \, dx","Int[E^(E^(E^x + 2*x) + 8*x*Log[6])*(E^(E^x + 2*x)*(2 + E^x) + 8*Log[6]),x]","6^{8 x} e^{e^{2 x+e^x}}","e^{e^{2 x+e^x}+8 x \log (6)}",1,"6^(8*x)*E^E^(E^x + 2*x)","A",1,1,38,0.02632,1,"{6706}"
964,1,19,0,0.4625228,"\int \frac{150 x^2+150 x^3+\left(2 x-75 x^4+\left(2-75 x^3\right) \log (x)\right) \log (x+\log (x))}{\left(75 x^4+75 x^3 \log (x)\right) \log (x+\log (x))} \, dx","Int[(150*x^2 + 150*x^3 + (2*x - 75*x^4 + (2 - 75*x^3)*Log[x])*Log[x + Log[x]])/((75*x^4 + 75*x^3*Log[x])*Log[x + Log[x]]),x]","-\frac{1}{75 x^2}-x+2 \log (\log (x+\log (x)))","-\frac{1}{75 x^2}-x+\log \left(\log ^2(x+\log (x))\right)+2",1,"-1/75*1/x^2 - x + 2*Log[Log[x + Log[x]]]","A",4,3,59,0.05085,1,"{2561, 6688, 6684}"
965,0,0,0,0.3087995,"\int \frac{1+x-2 x^2+4 x^4}{-84 x+x^2-x^3+x^5+x \log (x)} \, dx","Int[(1 + x - 2*x^2 + 4*x^4)/(-84*x + x^2 - x^3 + x^5 + x*Log[x]),x]","\int \frac{1+x-2 x^2+4 x^4}{-84 x+x^2-x^3+x^5+x \log (x)} \, dx","\log \left(x^4-x^2+x+\log (x)-84\right)",1,"Defer[Int][(-84 + x - x^2 + x^4 + Log[x])^(-1), x] + Defer[Int][1/(x*(-84 + x - x^2 + x^4 + Log[x])), x] - 2*Defer[Int][x/(-84 + x - x^2 + x^4 + Log[x]), x] + 4*Defer[Int][x^3/(-84 + x - x^2 + x^4 + Log[x]), x]","F",0,0,0,0,-1,"{}"
966,0,0,0,1.1169788,"\int \frac{-600000-588000 x-232860 x^2-46572 x^3-4704 x^4-192 x^5+\left(300000+441000 x+265560 x^2+82968 x^3+14244 x^4+1284 x^5+48 x^6\right) \log (x)+\left(-147000 x-146400 x^2-58920 x^3-11904 x^4-1200 x^5-48 x^6\right) \log ^2(x)+\left(75000 x+112500 x^2+67500 x^3+21000 x^4+3600 x^5+324 x^6+12 x^7\right) \log ^3(x)}{\left(3125 x+3125 x^2+1250 x^3+250 x^4+25 x^5+x^6\right) \log ^3(x)} \, dx","Int[(-600000 - 588000*x - 232860*x^2 - 46572*x^3 - 4704*x^4 - 192*x^5 + (300000 + 441000*x + 265560*x^2 + 82968*x^3 + 14244*x^4 + 1284*x^5 + 48*x^6)*Log[x] + (-147000*x - 146400*x^2 - 58920*x^3 - 11904*x^4 - 1200*x^5 - 48*x^6)*Log[x]^2 + (75000*x + 112500*x^2 + 67500*x^3 + 21000*x^4 + 3600*x^5 + 324*x^6 + 12*x^7)*Log[x]^3)/((3125*x + 3125*x^2 + 1250*x^3 + 250*x^4 + 25*x^5 + x^6)*Log[x]^3),x]","\int \frac{-600000-588000 x-232860 x^2-46572 x^3-4704 x^4-192 x^5+\left(300000+441000 x+265560 x^2+82968 x^3+14244 x^4+1284 x^5+48 x^6\right) \log (x)+\left(-147000 x-146400 x^2-58920 x^3-11904 x^4-1200 x^5-48 x^6\right) \log ^2(x)+\left(75000 x+112500 x^2+67500 x^3+21000 x^4+3600 x^5+324 x^6+12 x^7\right) \log ^3(x)}{\left(3125 x+3125 x^2+1250 x^3+250 x^4+25 x^5+x^6\right) \log ^3(x)} \, dx","6 \left(x-\frac{4-\frac{x}{(x+5)^2}}{\log (x)}+2\right)^2",1,"24*x + 6*x^2 - 12*Defer[Int][(100 + 39*x + 4*x^2)^2/(x*(5 + x)^4*Log[x]^3), x] + 12*Defer[Int][((100 + 39*x + 4*x^2)*(250 + 270*x + 106*x^2 + 17*x^3 + x^4))/(x*(5 + x)^5*Log[x]^2), x] - 24*Defer[Int][(245 + 146*x + 30*x^2 + 2*x^3)/((5 + x)^3*Log[x]), x]","F",0,0,0,0,-1,"{}"
967,1,13,0,0.0050231,"\int \frac{8-4 e}{e^4 x^2} \, dx","Int[(8 - 4*E)/(E^4*x^2),x]","-\frac{4 (2-e)}{e^4 x}","-\frac{8 \left(1-\frac{e}{2}\right)}{e^4 x}",1,"(-4*(2 - E))/(E^4*x)","A",2,2,12,0.1667,1,"{12, 30}"
968,0,0,0,3.1390317,"\int \frac{5+e^{e^5 x-x^2} \left(1+e^5 (-1-x)+2 x+2 x^2\right)}{25+e^{2 e^5 x-2 x^2}+10 e^{e^5 x-x^2}} \, dx","Int[(5 + E^(E^5*x - x^2)*(1 + E^5*(-1 - x) + 2*x + 2*x^2))/(25 + E^(2*E^5*x - 2*x^2) + 10*E^(E^5*x - x^2)),x]","\int \frac{5+e^{e^5 x-x^2} \left(1+e^5 (-1-x)+2 x+2 x^2\right)}{25+e^{2 e^5 x-2 x^2}+10 e^{e^5 x-x^2}} \, dx","\frac{x+1}{e^{\left(e^5-x\right) x}+5}+2",1,"(E^(-(E^5*x) + x^2)*(E^5 - (2 - E^5)*x - 2*x^2))/(E^5 - 2*x) + 5*Defer[Int][E^(5 + 2*x^2)/(E^(E^5*x) + 5*E^x^2)^2, x] - 5*(1 - E^5)*Defer[Int][E^(2*x^2)/(E^(2*E^5*x) + 5*E^(x*(E^5 + x))), x] - 5*(2 - E^5)*Defer[Int][(E^(2*x^2)*x)/(E^(E^5*x) + 5*E^x^2)^2, x] - 5*(2 - E^5)*Defer[Int][(E^(2*x^2)*x)/(E^(2*E^5*x) + 5*E^(x*(E^5 + x))), x] - 10*Defer[Int][(E^(2*x^2)*x^2)/(E^(E^5*x) + 5*E^x^2)^2, x] - 10*Defer[Int][(E^(2*x^2)*x^2)/(E^(2*E^5*x) + 5*E^(x*(E^5 + x))), x]","F",0,0,0,0,-1,"{}"
969,1,24,0,0.014108,"\int \frac{-2+x^2+3 x^4-4 x^3 \log (3)+x^2 \log ^2(3)}{x^2} \, dx","Int[(-2 + x^2 + 3*x^4 - 4*x^3*Log[3] + x^2*Log[3]^2)/x^2,x]","x^3-2 x^2 \log (3)+\frac{2}{x}+x \left(1+\log ^2(3)\right)","x+\frac{2 (x+1)}{x}+x (\log (3)-x)^2+6",1,"2/x + x^3 - 2*x^2*Log[3] + x*(1 + Log[3]^2)","A",3,2,29,0.06897,1,"{6, 14}"
970,1,14,0,0.0131831,"\int \frac{-1-8 e^2 x+8 x^2}{e^2-x} \, dx","Int[(-1 - 8*E^2*x + 8*x^2)/(E^2 - x),x]","\log \left(e^2-x\right)-4 x^2","\log \left(-\frac{1}{2} e^{-4 x^2} \left(1-\frac{e^2}{x}\right) x\right)",1,"-4*x^2 + Log[E^2 - x]","A",2,1,23,0.04348,1,"{698}"
971,0,0,0,50.5275899,"\int \frac{48 x^2-28 x^3+4 x^4+\left(96 x^2+104 x^3-40 x^4\right) \log (x)+e^{2 e^{x/2}} \left(63700992-249495552 x+452984832 x^2-505331712 x^3+386967552 x^4-215183872 x^5+89609472 x^6-28389312 x^7+6876012 x^8-1267047 x^9+174861 x^{10}-17526 x^{11}+1206 x^{12}-51 x^{13}+x^{14}+e^{x/2} \left(63700992 x-249495552 x^2+452984832 x^3-505331712 x^4+386967552 x^5-215183872 x^6+89609472 x^7-28389312 x^8+6876012 x^9-1267047 x^{10}+174861 x^{11}-17526 x^{12}+1206 x^{13}-51 x^{14}+x^{15}\right) \log (x)\right)+e^{e^{x/2}} \left(110592 x-248832 x^2+244224 x^3-136576 x^4+47600 x^5-10588 x^6+1468 x^7-116 x^8+4 x^9+\left(110592 x-64512 x^2-118272 x^3+168064 x^4-94224 x^5+28916 x^6-5116 x^7+492 x^8-20 x^9+e^{x/2} \left(55296 x^2-124416 x^3+122112 x^4-68288 x^5+23800 x^6-5294 x^7+734 x^8-58 x^9+2 x^{10}\right)\right) \log (x)\right)}{63700992 x-249495552 x^2+452984832 x^3-505331712 x^4+386967552 x^5-215183872 x^6+89609472 x^7-28389312 x^8+6876012 x^9-1267047 x^{10}+174861 x^{11}-17526 x^{12}+1206 x^{13}-51 x^{14}+x^{15}} \, dx","Int[(48*x^2 - 28*x^3 + 4*x^4 + (96*x^2 + 104*x^3 - 40*x^4)*Log[x] + E^(2*E^(x/2))*(63700992 - 249495552*x + 452984832*x^2 - 505331712*x^3 + 386967552*x^4 - 215183872*x^5 + 89609472*x^6 - 28389312*x^7 + 6876012*x^8 - 1267047*x^9 + 174861*x^10 - 17526*x^11 + 1206*x^12 - 51*x^13 + x^14 + E^(x/2)*(63700992*x - 249495552*x^2 + 452984832*x^3 - 505331712*x^4 + 386967552*x^5 - 215183872*x^6 + 89609472*x^7 - 28389312*x^8 + 6876012*x^9 - 1267047*x^10 + 174861*x^11 - 17526*x^12 + 1206*x^13 - 51*x^14 + x^15)*Log[x]) + E^E^(x/2)*(110592*x - 248832*x^2 + 244224*x^3 - 136576*x^4 + 47600*x^5 - 10588*x^6 + 1468*x^7 - 116*x^8 + 4*x^9 + (110592*x - 64512*x^2 - 118272*x^3 + 168064*x^4 - 94224*x^5 + 28916*x^6 - 5116*x^7 + 492*x^8 - 20*x^9 + E^(x/2)*(55296*x^2 - 124416*x^3 + 122112*x^4 - 68288*x^5 + 23800*x^6 - 5294*x^7 + 734*x^8 - 58*x^9 + 2*x^10))*Log[x]))/(63700992*x - 249495552*x^2 + 452984832*x^3 - 505331712*x^4 + 386967552*x^5 - 215183872*x^6 + 89609472*x^7 - 28389312*x^8 + 6876012*x^9 - 1267047*x^10 + 174861*x^11 - 17526*x^12 + 1206*x^13 - 51*x^14 + x^15),x]","\int \frac{48 x^2-28 x^3+4 x^4+\left(96 x^2+104 x^3-40 x^4\right) \log (x)+e^{2 e^{x/2}} \left(63700992-249495552 x+452984832 x^2-505331712 x^3+386967552 x^4-215183872 x^5+89609472 x^6-28389312 x^7+6876012 x^8-1267047 x^9+174861 x^{10}-17526 x^{11}+1206 x^{12}-51 x^{13}+x^{14}+e^{x/2} \left(63700992 x-249495552 x^2+452984832 x^3-505331712 x^4+386967552 x^5-215183872 x^6+89609472 x^7-28389312 x^8+6876012 x^9-1267047 x^{10}+174861 x^{11}-17526 x^{12}+1206 x^{13}-51 x^{14}+x^{15}\right) \log (x)\right)+e^{e^{x/2}} \left(110592 x-248832 x^2+244224 x^3-136576 x^4+47600 x^5-10588 x^6+1468 x^7-116 x^8+4 x^9+\left(110592 x-64512 x^2-118272 x^3+168064 x^4-94224 x^5+28916 x^6-5116 x^7+492 x^8-20 x^9+e^{x/2} \left(55296 x^2-124416 x^3+122112 x^4-68288 x^5+23800 x^6-5294 x^7+734 x^8-58 x^9+2 x^{10}\right)\right) \log (x)\right)}{63700992 x-249495552 x^2+452984832 x^3-505331712 x^4+386967552 x^5-215183872 x^6+89609472 x^7-28389312 x^8+6876012 x^9-1267047 x^{10}+174861 x^{11}-17526 x^{12}+1206 x^{13}-51 x^{14}+x^{15}} \, dx","\left(\frac{2 x}{(3-x)^2 (4-x)^4}+e^{e^{x/2}}\right)^2 \log (x)",1,"(-1304*Log[x])/3 + E^(2*E^(x/2))*Log[x] + (36*Log[x])/(3 - x)^4 - (312*Log[x])/(3 - x)^3 + (1492*Log[x])/(3 - x)^2 + (64*Log[x])/(4 - x)^8 + (224*Log[x])/(4 - x)^7 + (516*Log[x])/(4 - x)^6 + (976*Log[x])/(4 - x)^5 + (1640*Log[x])/(4 - x)^4 + (2544*Log[x])/(4 - x)^3 + (3724*Log[x])/(4 - x)^2 - (5216*x*Log[x])/(3*(3 - x)) + (1304*x*Log[x])/(4 - x) - 64*Log[x]*Defer[Int][E^E^(x/2)/(-4 + x)^5, x] + 4*Defer[Int][E^E^(x/2)/(-4 + x)^4, x] + 84*Log[x]*Defer[Int][E^E^(x/2)/(-4 + x)^4, x] + 8*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^4, x] - 8*Defer[Int][E^E^(x/2)/(-4 + x)^3, x] - 80*Log[x]*Defer[Int][E^E^(x/2)/(-4 + x)^3, x] - 14*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^3, x] + 12*Defer[Int][E^E^(x/2)/(-4 + x)^2, x] + 52*Log[x]*Defer[Int][E^E^(x/2)/(-4 + x)^2, x] + 20*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^2, x] - 16*Defer[Int][E^E^(x/2)/(-4 + x), x] - 26*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x), x] - 24*Log[x]*Defer[Int][E^E^(x/2)/(-3 + x)^3, x] + 4*Defer[Int][E^E^(x/2)/(-3 + x)^2, x] - 52*Log[x]*Defer[Int][E^E^(x/2)/(-3 + x)^2, x] + 6*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-3 + x)^2, x] + 16*Defer[Int][E^E^(x/2)/(-3 + x), x] + 26*Log[x]*Defer[Int][E^((2*E^(x/2) + x)/2)/(-3 + x), x] + 64*Defer[Int][Defer[Int][E^E^(x/2)/(-4 + x)^5, x]/x, x] - 84*Defer[Int][Defer[Int][E^E^(x/2)/(-4 + x)^4, x]/x, x] - 8*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^4, x]/x, x] + 80*Defer[Int][Defer[Int][E^E^(x/2)/(-4 + x)^3, x]/x, x] + 14*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^3, x]/x, x] - 52*Defer[Int][Defer[Int][E^E^(x/2)/(-4 + x)^2, x]/x, x] - 20*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x)^2, x]/x, x] + 26*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-4 + x), x]/x, x] + 24*Defer[Int][Defer[Int][E^E^(x/2)/(-3 + x)^3, x]/x, x] + 52*Defer[Int][Defer[Int][E^E^(x/2)/(-3 + x)^2, x]/x, x] - 6*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-3 + x)^2, x]/x, x] - 26*Defer[Int][Defer[Int][E^((2*E^(x/2) + x)/2)/(-3 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
972,0,0,0,6.1471998,"\int \frac{78+24 x+6 e^5 x \log (x)+\left(-12+24 x+e^5 (-3+6 x)+e^5 (-3+6 x) \log (x)\right) \log ((-1+2 x) \log (2))}{\left(-169+234 x+192 x^2+32 x^3+e^5 \left(-26 x+44 x^2+16 x^3\right) \log (x)+e^{10} \left(-x^2+2 x^3\right) \log ^2(x)\right) \log ^2((-1+2 x) \log (2))} \, dx","Int[(78 + 24*x + 6*E^5*x*Log[x] + (-12 + 24*x + E^5*(-3 + 6*x) + E^5*(-3 + 6*x)*Log[x])*Log[(-1 + 2*x)*Log[2]])/((-169 + 234*x + 192*x^2 + 32*x^3 + E^5*(-26*x + 44*x^2 + 16*x^3)*Log[x] + E^10*(-x^2 + 2*x^3)*Log[x]^2)*Log[(-1 + 2*x)*Log[2]]^2),x]","\int \frac{78+24 x+6 e^5 x \log (x)+\left(-12+24 x+e^5 (-3+6 x)+e^5 (-3+6 x) \log (x)\right) \log ((-1+2 x) \log (2))}{\left(-169+234 x+192 x^2+32 x^3+e^5 \left(-26 x+44 x^2+16 x^3\right) \log (x)+e^{10} \left(-x^2+2 x^3\right) \log ^2(x)\right) \log ^2((-1+2 x) \log (2))} \, dx","\frac{3}{\left(-x \left(e^5 \log (x)+4\right)-13\right) \log ((2 x-1) \log (2))}",1,"12*Defer[Int][1/((13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]^2), x] + 90*Defer[Int][1/((-1 + 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]^2), x] + 3*E^5*Defer[Int][Log[x]/((13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]^2), x] + 3*E^5*Defer[Int][Log[x]/((-1 + 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]^2), x] + 3*(4 + E^5)*Defer[Int][1/((13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x] + 3*(4 + E^5)*Defer[Int][1/((1 - 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x] + 3*(4 + E^5)*Defer[Int][1/((-1 + 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x] + 3*E^5*Defer[Int][Log[x]/((13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x] + 3*E^5*Defer[Int][Log[x]/((1 - 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x] + 3*E^5*Defer[Int][Log[x]/((-1 + 2*x)*(13 + 4*x + E^5*x*Log[x])^2*Log[-Log[2] + 2*x*Log[2]]), x]","F",0,0,0,0,-1,"{}"
973,1,8,0,0.0061805,"\int \frac{2+11 x}{2 x} \, dx","Int[(2 + 11*x)/(2*x),x]","\frac{11 x}{2}+\log (x)","-\frac{x}{2}+6 (x+3)+\log (x)",1,"(11*x)/2 + Log[x]","A",3,2,12,0.1667,1,"{12, 43}"
974,1,22,0,0.330722,"\int \frac{10 e+2 x^2-5 x^3+\left(-2 e+x^3\right) \log \left(\frac{e^2}{3 x^2}\right)}{-5 x^3+x^3 \log \left(\frac{e^2}{3 x^2}\right)} \, dx","Int[(10*E + 2*x^2 - 5*x^3 + (-2*E + x^3)*Log[E^2/(3*x^2)])/(-5*x^3 + x^3*Log[E^2/(3*x^2)]),x]","\frac{e}{x^2}-\log \left(3-\log \left(\frac{1}{3 x^2}\right)\right)+x","\frac{e}{x^2}-\log \left(5-\log \left(\frac{e^2}{3 x^2}\right)\right)+x+3",1,"E/x^2 + x - Log[3 - Log[1/(3*x^2)]]","A",7,5,57,0.08772,1,"{2561, 6742, 14, 2302, 29}"
975,1,25,0,0.8039166,"\int \frac{-6-3 e^x+e^{\frac{1}{3} \left(3 x+\log \left(2+e^x-\log \left(\frac{5}{2}\right)\right)\right)} \left(6+4 e^x-3 \log \left(\frac{5}{2}\right)\right)+3 \log \left(\frac{5}{2}\right)+\left(-6-3 e^x+3 \log \left(\frac{5}{2}\right)\right) \log (x)}{6+3 e^x-3 \log \left(\frac{5}{2}\right)} \, dx","Int[(-6 - 3*E^x + E^((3*x + Log[2 + E^x - Log[5/2]])/3)*(6 + 4*E^x - 3*Log[5/2]) + 3*Log[5/2] + (-6 - 3*E^x + 3*Log[5/2])*Log[x])/(6 + 3*E^x - 3*Log[5/2]),x]","e^x \sqrt[3]{e^x+2-\log \left(\frac{5}{2}\right)}-x \log (x)","-x \log (x)+e^x \sqrt[3]{e^x+2-\log \left(\frac{5}{2}\right)}+5",1,"E^x*(2 + E^x - Log[5/2])^(1/3) - x*Log[x]","A",8,6,81,0.07407,1,"{6741, 12, 6742, 2282, 34, 2295}"
976,1,100,0,0.890928,"\int \frac{\left(5-26 x+10 x^2-x^3+\left(-3 x+30 x^2-6 x^3\right) \log (2)-9 x^3 \log ^2(2)\right) \log (3)+(x+3 x \log (2)) \log (3) \log (20 x)}{25 x-10 x^2+x^3+\left(-30 x^2+6 x^3\right) \log (2)+9 x^3 \log ^2(2)} \, dx","Int[((5 - 26*x + 10*x^2 - x^3 + (-3*x + 30*x^2 - 6*x^3)*Log[2] - 9*x^3*Log[2]^2)*Log[3] + (x + 3*x*Log[2])*Log[3]*Log[20*x])/(25*x - 10*x^2 + x^3 + (-30*x^2 + 6*x^3)*Log[2] + 9*x^3*Log[2]^2),x]","\frac{x \log (3) (1+\log (8)) \log (20 x)}{5 (5-x (1+\log (8)))}-x \log (3)+\frac{1}{5} \log (3) \log (x)-\frac{\log (3) (26+\log (8))}{(1+\log (8)) (5-x (1+\log (8)))}+\frac{25 \log (3)}{(1+\log (8)) (5-x (1+\log (8)))}+\frac{\log (3)}{5-x (1+\log (8))}","\log (3) \left(-x+\frac{\log (20 x)}{-x-3 x \log (2)+5}+1\right)+2",1,"-(x*Log[3]) + Log[3]/(5 - x*(1 + Log[8])) + (25*Log[3])/((1 + Log[8])*(5 - x*(1 + Log[8]))) - (Log[3]*(26 + Log[8]))/((1 + Log[8])*(5 - x*(1 + Log[8]))) + (Log[3]*Log[x])/5 + (x*Log[3]*(1 + Log[8])*Log[20*x])/(5*(5 - x*(1 + Log[8])))","B",13,8,97,0.08247,1,"{6, 6688, 12, 6742, 44, 43, 2314, 31}"
977,0,0,0,1.4852414,"\int \frac{3+2 x^3+e^{x+17 x^2} \left(-1+x+34 x^2\right)}{9+e^{2 x+34 x^2}-18 x+9 x^2-6 x^3+6 x^4+x^6+e^{x+17 x^2} \left(-6+6 x+2 x^3\right)} \, dx","Int[(3 + 2*x^3 + E^(x + 17*x^2)*(-1 + x + 34*x^2))/(9 + E^(2*x + 34*x^2) - 18*x + 9*x^2 - 6*x^3 + 6*x^4 + x^6 + E^(x + 17*x^2)*(-6 + 6*x + 2*x^3)),x]","\int \frac{3+2 x^3+e^{x+17 x^2} \left(-1+x+34 x^2\right)}{9+e^{2 x+34 x^2}-18 x+9 x^2-6 x^3+6 x^4+x^6+e^{x+17 x^2} \left(-6+6 x+2 x^3\right)} \, dx","\frac{x}{3-x \left(\frac{x^3+e^{17 x^2+x}}{x}+3\right)}",1,"6*Defer[Int][x/(-3 + E^(x + 17*x^2) + 3*x + x^3)^2, x] + 99*Defer[Int][x^2/(-3 + E^(x + 17*x^2) + 3*x + x^3)^2, x] - 99*Defer[Int][x^3/(-3 + E^(x + 17*x^2) + 3*x + x^3)^2, x] - Defer[Int][x^4/(-3 + E^(x + 17*x^2) + 3*x + x^3)^2, x] - 34*Defer[Int][x^5/(-3 + E^(x + 17*x^2) + 3*x + x^3)^2, x] - Defer[Int][(-3 + E^(x + 17*x^2) + 3*x + x^3)^(-1), x] + Defer[Int][x/(-3 + E^(x + 17*x^2) + 3*x + x^3), x] + 34*Defer[Int][x^2/(-3 + E^(x + 17*x^2) + 3*x + x^3), x]","F",0,0,0,0,-1,"{}"
978,0,0,0,4.7883393,"\int \frac{-364+406 x+189 x^2+e^{2 x} \left(405+162 x^2\right)+e^x \left(270+594 x-108 x^2+162 x^3\right)}{4800+19683 e^{4 x}-25920 x+54432 x^2-52488 x^3+19683 x^4+e^{3 x} (-52488+78732 x)+e^{2 x} \left(54432-157464 x+118098 x^2\right)+e^x \left(-25920+108864 x-157464 x^2+78732 x^3\right)} \, dx","Int[(-364 + 406*x + 189*x^2 + E^(2*x)*(405 + 162*x^2) + E^x*(270 + 594*x - 108*x^2 + 162*x^3))/(4800 + 19683*E^(4*x) - 25920*x + 54432*x^2 - 52488*x^3 + 19683*x^4 + E^(3*x)*(-52488 + 78732*x) + E^(2*x)*(54432 - 157464*x + 118098*x^2) + E^x*(-25920 + 108864*x - 157464*x^2 + 78732*x^3)),x]","\int \frac{-364+406 x+189 x^2+e^{2 x} \left(405+162 x^2\right)+e^x \left(270+594 x-108 x^2+162 x^3\right)}{4800+19683 e^{4 x}-25920 x+54432 x^2-52488 x^3+19683 x^4+e^{3 x} (-52488+78732 x)+e^{2 x} \left(54432-157464 x+118098 x^2\right)+e^x \left(-25920+108864 x-157464 x^2+78732 x^3\right)} \, dx","\frac{-x^2-x-3}{3 \left(9 \left(2-3 \left(x+e^x\right)\right)^2+4\right)}",1,"-188*Defer[Int][(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^(-2), x] + 270*Defer[Int][E^x/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] + (946*Defer[Int][x/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x])/3 - 72*Defer[Int][(E^x*x)/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] - (296*Defer[Int][x^2/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x])/3 + 36*Defer[Int][(E^x*x^2)/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] + 72*Defer[Int][x^3/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] - 54*Defer[Int][(E^x*x^3)/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] - 54*Defer[Int][x^4/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^2, x] + (5*Defer[Int][(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2)^(-1), x])/3 + (2*Defer[Int][x^2/(40 - 108*E^x + 81*E^(2*x) - 108*x + 162*E^x*x + 81*x^2), x])/3","F",0,0,0,0,-1,"{}"
979,0,0,0,0.8317608,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(1+128 e^x x^6 \log ^2(5)\right)}{64 x^6 \log ^2(5)}\right) (-6-x)}{64 x^7 \log ^2(5)} \, dx","Int[(E^(-x + (1 + 128*E^x*x^6*Log[5]^2)/(64*E^x*x^6*Log[5]^2))*(-6 - x))/(64*x^7*Log[5]^2),x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(1+128 e^x x^6 \log ^2(5)\right)}{64 x^6 \log ^2(5)}\right) (-6-x)}{64 x^7 \log ^2(5)} \, dx","e^{\frac{e^{-x}}{64 x^6 \log ^2(5)}+2}",1,"(-3*Defer[Int][E^(2 - x + 1/(64*E^x*x^6*Log[5]^2))/x^7, x])/(32*Log[5]^2) - Defer[Int][E^(2 - x + 1/(64*E^x*x^6*Log[5]^2))/x^6, x]/(64*Log[5]^2)","F",0,0,0,0,-1,"{}"
980,1,34,0,0.1254405,"\int \frac{-10 e^4-5 x+6 x^3+e^x \left(10-5 x+5 x^3\right)-5 x \log (2)}{x^3} \, dx","Int[(-10*E^4 - 5*x + 6*x^3 + E^x*(10 - 5*x + 5*x^3) - 5*x*Log[2])/x^3,x]","-\frac{5 e^x}{x^2}+\frac{5 e^4}{x^2}+6 x+5 e^x+\frac{5 (1+\log (2))}{x}","5 \left(-\frac{-x^2+\frac{e^x-e^4}{x}-1-\log (2)}{x}+e^x+1\right)+x",1,"5*E^x + (5*E^4)/x^2 - (5*E^x)/x^2 + 6*x + (5*(1 + Log[2]))/x","A",13,6,37,0.1622,1,"{6, 14, 2199, 2194, 2177, 2178}"
981,1,36,0,0.2763667,"\int \frac{e^{4/x} (-144-27 x)+e^{4/x} (36+9 x) \log \left(\frac{\log (4)}{x}\right)}{8 x^3} \, dx","Int[(E^(4/x)*(-144 - 27*x) + E^(4/x)*(36 + 9*x)*Log[Log[4]/x])/(8*x^3),x]","\frac{9 e^{4/x}}{2 x}-\frac{9 e^{4/x} \log \left(\frac{\log (4)}{x}\right)}{8 x}","\frac{9 e^{4/x} \left(4-\log \left(\frac{\log (4)}{x}\right)\right)}{8 x}",1,"(9*E^(4/x))/(2*x) - (9*E^(4/x)*Log[Log[4]/x])/(8*x)","A",15,7,41,0.1707,1,"{12, 14, 2212, 2209, 2554, 6742, 2210}"
982,1,9,0,0.0045331,"\int \left(-20+10 \log \left(\frac{24}{x^2}\right)\right) \, dx","Int[-20 + 10*Log[24/x^2],x]","10 x \log \left(\frac{24}{x^2}\right)","10 x \log \left(\frac{24}{x^2}\right)",1,"10*x*Log[24/x^2]","A",2,1,10,0.1000,1,"{2295}"
983,1,19,0,0.0077028,"\int \frac{2 x}{\log \left(2 e^{-4+\log ^2(2)}\right)} \, dx","Int[(2*x)/Log[2*E^(-4 + Log[2]^2)],x]","-\frac{x^2}{4-\log ^2(2)-\log (2)}","\frac{x^2+1}{\log \left(2 e^{\log ^2(2)-4}\right)}+2",1,"-(x^2/(4 - Log[2] - Log[2]^2))","A",2,2,16,0.1250,1,"{12, 30}"
984,0,0,0,13.6721666,"\int \frac{-10 x-5 x^2+\left(40 x+40 x^2\right) \log (x)+(70+35 x) \log ^2(x)+20 x \log ^3(x)+\left(\left(-10 x-10 x^2\right) \log (x)+(-20-10 x) \log ^2(x)-5 x \log ^3(x)\right) \log (\log (x))}{\left(64 x^3+64 x^4+16 x^5\right) \log (x)+\left(128 x^2+128 x^3+32 x^4\right) \log ^3(x)+\left(64 x+64 x^2+16 x^3\right) \log ^5(x)+\left(\left(-32 x^3-32 x^4-8 x^5\right) \log (x)+\left(-64 x^2-64 x^3-16 x^4\right) \log ^3(x)+\left(-32 x-32 x^2-8 x^3\right) \log ^5(x)\right) \log (\log (x))+\left(\left(4 x^3+4 x^4+x^5\right) \log (x)+\left(8 x^2+8 x^3+2 x^4\right) \log ^3(x)+\left(4 x+4 x^2+x^3\right) \log ^5(x)\right) \log ^2(\log (x))} \, dx","Int[(-10*x - 5*x^2 + (40*x + 40*x^2)*Log[x] + (70 + 35*x)*Log[x]^2 + 20*x*Log[x]^3 + ((-10*x - 10*x^2)*Log[x] + (-20 - 10*x)*Log[x]^2 - 5*x*Log[x]^3)*Log[Log[x]])/((64*x^3 + 64*x^4 + 16*x^5)*Log[x] + (128*x^2 + 128*x^3 + 32*x^4)*Log[x]^3 + (64*x + 64*x^2 + 16*x^3)*Log[x]^5 + ((-32*x^3 - 32*x^4 - 8*x^5)*Log[x] + (-64*x^2 - 64*x^3 - 16*x^4)*Log[x]^3 + (-32*x - 32*x^2 - 8*x^3)*Log[x]^5)*Log[Log[x]] + ((4*x^3 + 4*x^4 + x^5)*Log[x] + (8*x^2 + 8*x^3 + 2*x^4)*Log[x]^3 + (4*x + 4*x^2 + x^3)*Log[x]^5)*Log[Log[x]]^2),x]","\int \frac{-10 x-5 x^2+\left(40 x+40 x^2\right) \log (x)+(70+35 x) \log ^2(x)+20 x \log ^3(x)+\left(\left(-10 x-10 x^2\right) \log (x)+(-20-10 x) \log ^2(x)-5 x \log ^3(x)\right) \log (\log (x))}{\left(64 x^3+64 x^4+16 x^5\right) \log (x)+\left(128 x^2+128 x^3+32 x^4\right) \log ^3(x)+\left(64 x+64 x^2+16 x^3\right) \log ^5(x)+\left(\left(-32 x^3-32 x^4-8 x^5\right) \log (x)+\left(-64 x^2-64 x^3-16 x^4\right) \log ^3(x)+\left(-32 x-32 x^2-8 x^3\right) \log ^5(x)\right) \log (\log (x))+\left(\left(4 x^3+4 x^4+x^5\right) \log (x)+\left(8 x^2+8 x^3+2 x^4\right) \log ^3(x)+\left(4 x+4 x^2+x^3\right) \log ^5(x)\right) \log ^2(\log (x))} \, dx","\frac{5}{2 \left(\frac{x}{2}+1\right) \left(x+\log ^2(x)\right) (\log (\log (x))-4)}",1,"(-5*Defer[Int][1/(x*Log[x]*(x + Log[x]^2)*(-4 + Log[Log[x]])^2), x])/2 + (5*Defer[Int][1/((2 + x)*Log[x]*(x + Log[x]^2)*(-4 + Log[Log[x]])^2), x])/2 + 10*Defer[Int][1/((2 + x)^2*(x + Log[x]^2)^2*(-4 + Log[Log[x]])), x] - 10*Defer[Int][1/((2 + x)*(x + Log[x]^2)^2*(-4 + Log[Log[x]])), x] - 5*Defer[Int][Log[x]/(x*(x + Log[x]^2)^2*(-4 + Log[Log[x]])), x] + 5*Defer[Int][Log[x]/((2 + x)*(x + Log[x]^2)^2*(-4 + Log[Log[x]])), x] - 5*Defer[Int][Log[x]^2/((2 + x)^2*(x + Log[x]^2)^2*(-4 + Log[Log[x]])), x]","F",0,0,0,0,-1,"{}"
985,1,22,0,0.0292316,"\int \frac{16 e^{4/x}+2 x^2+e^4 x^2+8 x^3}{x^2} \, dx","Int[(16*E^(4/x) + 2*x^2 + E^4*x^2 + 8*x^3)/x^2,x]","4 x^2+\left(2+e^4\right) x-4 e^{4/x}","-4 \left(e^{4/x}-x^2\right)+2 x+e^4 \left(x+e^{4/3}\right)",1,"-4*E^(4/x) + (2 + E^4)*x + 4*x^2","A",4,3,31,0.09677,1,"{6, 14, 2209}"
986,1,14,0,0.0093971,"\int \left(450 e^5 x+900 e^5 x \log \left(\frac{x}{2}\right)\right) \, dx","Int[450*E^5*x + 900*E^5*x*Log[x/2],x]","450 e^5 x^2 \log \left(\frac{x}{2}\right)","450 e^5 x^2 \log \left(\frac{x}{2}\right)",1,"450*E^5*x^2*Log[x/2]","A",2,1,19,0.05263,1,"{2304}"
987,-1,0,0,180.0001792,"\int \frac{32 x^4-16 x^5+2 x^6+\left(-16 x^3+4 x^4\right) \log (x)+2 x^2 \log ^2(x)+\exp \left(\frac{-5 x+4 x^3-x^3 \log (x)}{-4 x+x^2+\log (x)}\right) \left(10 x^2+2 x^4-56 x^5+6 x^6+\left(-10 x^2+24 x^4+16 x^5-2 x^6\right) \log (x)-6 x^4 \log ^2(x)\right)+\exp \left(\frac{2 \left(-5 x+4 x^3-x^3 \log (x)\right)}{-4 x+x^2+\log (x)}\right) \left(10 x-16 x^2+10 x^3-57 x^4+6 x^5+\left(-2 x-2 x^2+24 x^3+16 x^4-2 x^5\right) \log (x)+\left(-1-6 x^3\right) \log ^2(x)\right)}{16 x^4-8 x^5+x^6+\left(-8 x^3+2 x^4\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(32*x^4 - 16*x^5 + 2*x^6 + (-16*x^3 + 4*x^4)*Log[x] + 2*x^2*Log[x]^2 + E^((-5*x + 4*x^3 - x^3*Log[x])/(-4*x + x^2 + Log[x]))*(10*x^2 + 2*x^4 - 56*x^5 + 6*x^6 + (-10*x^2 + 24*x^4 + 16*x^5 - 2*x^6)*Log[x] - 6*x^4*Log[x]^2) + E^((2*(-5*x + 4*x^3 - x^3*Log[x]))/(-4*x + x^2 + Log[x]))*(10*x - 16*x^2 + 10*x^3 - 57*x^4 + 6*x^5 + (-2*x - 2*x^2 + 24*x^3 + 16*x^4 - 2*x^5)*Log[x] + (-1 - 6*x^3)*Log[x]^2))/(16*x^4 - 8*x^5 + x^6 + (-8*x^3 + 2*x^4)*Log[x] + x^2*Log[x]^2),x]","\text{\$Aborted}","\frac{\left(e^{\frac{x^2 (4-\log (x))-5}{x+\frac{\log (x)}{x}-4}}+x\right)^2}{x}+x",1,"$Aborted","F",0,0,0,0,-1,"{}"
988,1,18,0,0.0979591,"\int \frac{e (15+15 x)+e (45+15 x) \log (3+x)}{3+x} \, dx","Int[(E*(15 + 15*x) + E*(45 + 15*x)*Log[3 + x])/(3 + x),x]","15 e (x+3) \log (x+3)-30 e \log (x+3)","5 e (3 x+3) \log (x+3)",1,"-30*E*Log[3 + x] + 15*E*(3 + x)*Log[3 + x]","A",8,6,25,0.2400,1,"{6688, 12, 6742, 43, 2389, 2295}"
989,1,11,0,0.0056349,"\int -\frac{3}{4} e^{\frac{1}{4} (4-3 x)} \, dx","Int[(-3*E^((4 - 3*x)/4))/4,x]","e^{\frac{1}{4} (4-3 x)}","e^{1-\frac{3 x}{4}}",1,"E^((4 - 3*x)/4)","A",2,2,15,0.1333,1,"{12, 2194}"
990,0,0,0,2.4200258,"\int \frac{e^{-x} \left(-4 e^x x+\left(48+e^x (48-12 x)+36 x-12 x^2+e^x (-8+2 x) \log (x)\right) \log \left(16-8 x+x^2\right)+e^x (-8+2 x) \log \left(16-8 x+x^2\right) \log \left(\log \left(16-8 x+x^2\right)\right)\right)}{\left(-4 x^2+x^3\right) \log \left(16-8 x+x^2\right)} \, dx","Int[(-4*E^x*x + (48 + E^x*(48 - 12*x) + 36*x - 12*x^2 + E^x*(-8 + 2*x)*Log[x])*Log[16 - 8*x + x^2] + E^x*(-8 + 2*x)*Log[16 - 8*x + x^2]*Log[Log[16 - 8*x + x^2]])/(E^x*(-4*x^2 + x^3)*Log[16 - 8*x + x^2]),x]","\int \frac{e^{-x} \left(-4 e^x x+\left(48+e^x (48-12 x)+36 x-12 x^2+e^x (-8+2 x) \log (x)\right) \log \left(16-8 x+x^2\right)+e^x (-8+2 x) \log \left(16-8 x+x^2\right) \log \left(\log \left(16-8 x+x^2\right)\right)\right)}{\left(-4 x^2+x^3\right) \log \left(16-8 x+x^2\right)} \, dx","\frac{4 \left(2 x+3 e^{-x}+\frac{1}{2} \left(-\log (x)-\log \left(\log \left((4-x)^2\right)\right)+5\right)\right)}{x}",1,"10/x + 12/(E^x*x) - (2*Log[x])/x - Log[Log[(-4 + x)^2]]/2 + Defer[Int][1/(x*Log[(-4 + x)^2]), x] + 2*Defer[Int][Log[Log[(-4 + x)^2]]/x^2, x]","F",0,0,0,0,-1,"{}"
991,0,0,0,0.1008487,"\int \frac{-3+3 x+e^{e^x} \left(2 x^2+e^x x^3\right)}{3 x} \, dx","Int[(-3 + 3*x + E^E^x*(2*x^2 + E^x*x^3))/(3*x),x]","\int \frac{-3+3 x+e^{e^x} \left(2 x^2+e^x x^3\right)}{3 x} \, dx","\frac{1}{3} e^{e^x} x^2+x-\log (2 x)+\log (5)",1,"x - Log[x] + (2*Defer[Int][E^E^x*x, x])/3 + Defer[Int][E^(E^x + x)*x^2, x]/3","F",0,0,0,0,-1,"{}"
992,0,0,0,11.6134345,"\int \frac{\exp \left(e^{\frac{11 x-x^3+x^4-2 x^2 \log (x)+\log ^2(x)}{x}}+\frac{11 x-x^3+x^4-2 x^2 \log (x)+\log ^2(x)}{x}\right) \left(-2 x^2-2 x^3+3 x^4+\left(2-2 x^2\right) \log (x)-\log ^2(x)\right)}{x^2} \, dx","Int[(E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*(-2*x^2 - 2*x^3 + 3*x^4 + (2 - 2*x^2)*Log[x] - Log[x]^2))/x^2,x]","\int \frac{\exp \left(e^{\frac{11 x-x^3+x^4-2 x^2 \log (x)+\log ^2(x)}{x}}+\frac{11 x-x^3+x^4-2 x^2 \log (x)+\log ^2(x)}{x}\right) \left(-2 x^2-2 x^3+3 x^4+\left(2-2 x^2\right) \log (x)-\log ^2(x)\right)}{x^2} \, dx","e^{e^{11-x \left(x-\left(\frac{\log (x)}{x}-x\right)^2\right)}}",1,"-2*Defer[Int][E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x), x] - 2*Defer[Int][E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*x, x] + 3*Defer[Int][E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*x^2, x] - 2*Defer[Int][E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*Log[x], x] + 2*Defer[Int][(E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*Log[x])/x^2, x] - Defer[Int][(E^(E^((11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x) + (11*x - x^3 + x^4 - 2*x^2*Log[x] + Log[x]^2)/x)*Log[x]^2)/x^2, x]","F",0,0,0,0,-1,"{}"
993,1,24,0,0.0175615,"\int \frac{1}{2} \left(-1-30 x-60 x^2-75 x^2 \log (2)\right) \, dx","Int[(-1 - 30*x - 60*x^2 - 75*x^2*Log[2])/2,x]","-\frac{5}{2} x^3 (4+\log (32))-\frac{15 x^2}{2}-\frac{x}{2}","\frac{1}{2} \left(-5 x^2 (-x+5 x (1+\log (2))+3)-x+3\right)",1,"-1/2*x - (15*x^2)/2 - (5*x^3*(4 + Log[32]))/2","A",3,2,21,0.09524,1,"{6, 12}"
994,1,10,0,0.005061,"\int \frac{e+4 x^2}{x^2} \, dx","Int[(E + 4*x^2)/x^2,x]","4 x-\frac{e}{x}","\frac{-4 x^2+3 x-e}{x}+8 x",1,"-(E/x) + 4*x","A",2,1,11,0.09091,1,"{14}"
995,1,43,0,0.0178323,"\int \left(6-6 x-3 x^2+e^2 (3+2 x)+(-3-2 x) \log ^2(5)\right) \, dx","Int[6 - 6*x - 3*x^2 + E^2*(3 + 2*x) + (-3 - 2*x)*Log[5]^2,x]","-x^3-3 x^2+6 x+\frac{1}{4} e^2 (2 x+3)^2-\frac{1}{4} (2 x+3)^2 \log ^2(5)","x+x \left(5-(x+3) \left(x-e^2+\log ^2(5)\right)\right)",1,"6*x - 3*x^2 - x^3 + (E^2*(3 + 2*x)^2)/4 - ((3 + 2*x)^2*Log[5]^2)/4","A",1,0,29,0,1,"{}"
996,0,0,0,2.1252812,"\int \frac{50+60 x+12 x^2+e^{2 x} \left(72-108 x+27 x^2\right)+e^x \left(-120+18 x+63 x^2\right)}{25+20 x+4 x^2+e^{2 x} \left(36-36 x+9 x^2\right)+e^x \left(-60+6 x+12 x^2\right)} \, dx","Int[(50 + 60*x + 12*x^2 + E^(2*x)*(72 - 108*x + 27*x^2) + E^x*(-120 + 18*x + 63*x^2))/(25 + 20*x + 4*x^2 + E^(2*x)*(36 - 36*x + 9*x^2) + E^x*(-60 + 6*x + 12*x^2)),x]","\int \frac{50+60 x+12 x^2+e^{2 x} \left(72-108 x+27 x^2\right)+e^x \left(-120+18 x+63 x^2\right)}{25+20 x+4 x^2+e^{2 x} \left(36-36 x+9 x^2\right)+e^x \left(-60+6 x+12 x^2\right)} \, dx","x \left(\frac{x}{x+\frac{3}{e^x+\frac{2}{3}}-2}+2\right)",1,"-4/(2 - x) + 3*x - 243*Defer[Int][(5 - 6*E^x + 2*x + 3*E^x*x)^(-2), x] - 324*Defer[Int][1/((-2 + x)^2*(5 - 6*E^x + 2*x + 3*E^x*x)^2), x] - 648*Defer[Int][1/((-2 + x)*(5 - 6*E^x + 2*x + 3*E^x*x)^2), x] - 81*Defer[Int][x/(5 - 6*E^x + 2*x + 3*E^x*x)^2, x] - 18*Defer[Int][x^2/(5 - 6*E^x + 2*x + 3*E^x*x)^2, x] + 18*Defer[Int][(5 - 6*E^x + 2*x + 3*E^x*x)^(-1), x] + 72*Defer[Int][1/((-2 + x)^2*(5 - 6*E^x + 2*x + 3*E^x*x)), x] + 72*Defer[Int][1/((-2 + x)*(5 - 6*E^x + 2*x + 3*E^x*x)), x] + 9*Defer[Int][x/(5 - 6*E^x + 2*x + 3*E^x*x), x]","F",0,0,0,0,-1,"{}"
997,0,0,0,0.7961577,"\int \frac{6 e^{3 x}+3 e^{4 x}+e^{2 x} (4-32 x)+e^x (1-31 x)+75 x^2}{6 e^{3 x} x+3 e^{4 x} x-5 x^2+75 x^3+e^x \left(x-30 x^2\right)+e^{2 x} \left(4 x-30 x^2\right)} \, dx","Int[(6*E^(3*x) + 3*E^(4*x) + E^(2*x)*(4 - 32*x) + E^x*(1 - 31*x) + 75*x^2)/(6*E^(3*x)*x + 3*E^(4*x)*x - 5*x^2 + 75*x^3 + E^x*(x - 30*x^2) + E^(2*x)*(4*x - 30*x^2)),x]","\int \frac{6 e^{3 x}+3 e^{4 x}+e^{2 x} (4-32 x)+e^x (1-31 x)+75 x^2}{6 e^{3 x} x+3 e^{4 x} x-5 x^2+75 x^3+e^x \left(x-30 x^2\right)+e^{2 x} \left(4 x-30 x^2\right)} \, dx","\log \left(\frac{x}{3 \left(5 x-e^x-e^{2 x}\right)}-x\right)",1,"Log[x] - 17*Defer[Int][(1 + 3*E^x + 3*E^(2*x) - 15*x)^(-1), x] - 3*Defer[Int][E^x/(1 + 3*E^x + 3*E^(2*x) - 15*x), x] + 5*Defer[Int][(E^x + E^(2*x) - 5*x)^(-1), x] + Defer[Int][E^x/(E^x + E^(2*x) - 5*x), x] + 30*Defer[Int][x/(1 + 3*E^x + 3*E^(2*x) - 15*x), x] - 10*Defer[Int][x/(E^x + E^(2*x) - 5*x), x]","F",0,0,0,0,-1,"{}"
998,0,0,0,1.654705,"\int \frac{-\log \left(\frac{x}{2}\right) \log (x)+\log \left(\frac{x}{2}\right) \left(1+\log \left(\frac{x}{e^4}\right)\right)+\log (x) \left(1+\log \left(\frac{x}{e^4}\right)\right) \log \left(\frac{-4-4 \log \left(\frac{x}{e^4}\right)}{\log (x)}\right)}{\log (x) \left(x+x \log \left(\frac{x}{e^4}\right)\right) \log ^2\left(\frac{-4-4 \log \left(\frac{x}{e^4}\right)}{\log (x)}\right)} \, dx","Int[(-(Log[x/2]*Log[x]) + Log[x/2]*(1 + Log[x/E^4]) + Log[x]*(1 + Log[x/E^4])*Log[(-4 - 4*Log[x/E^4])/Log[x]])/(Log[x]*(x + x*Log[x/E^4])*Log[(-4 - 4*Log[x/E^4])/Log[x]]^2),x]","\int \frac{-\log \left(\frac{x}{2}\right) \log (x)+\log \left(\frac{x}{2}\right) \left(1+\log \left(\frac{x}{e^4}\right)\right)+\log (x) \left(1+\log \left(\frac{x}{e^4}\right)\right) \log \left(\frac{-4-4 \log \left(\frac{x}{e^4}\right)}{\log (x)}\right)}{\log (x) \left(x+x \log \left(\frac{x}{e^4}\right)\right) \log ^2\left(\frac{-4-4 \log \left(\frac{x}{e^4}\right)}{\log (x)}\right)} \, dx","\frac{\log \left(\frac{x}{2}\right)}{\log \left(\frac{4 \left(-\log \left(\frac{x}{e^4}\right)-1\right)}{\log (x)}\right)}",1,"Defer[Subst][Defer[Int][Log[-4 + 12/x]^(-1), x], x, Log[x]] + Defer[Subst][Defer[Int][(-3*x + Log[8])/((-3 + x)*x*Log[(12 - 4*x)/x]^2), x], x, Log[x]]","F",0,0,0,0,-1,"{}"
999,1,19,0,0.1799669,"\int e^{e^4-e^{e^x}+x-x^2} \left(1-e^{e^x+x}-2 x\right) \, dx","Int[E^(E^4 - E^E^x + x - x^2)*(1 - E^(E^x + x) - 2*x),x]","e^{-x^2+x-e^{e^x}+e^4}","e^{-x^2+x-e^{e^x}+e^4}",1,"E^(E^4 - E^E^x + x - x^2)","A",1,1,34,0.02941,1,"{6706}"
1000,0,0,0,2.0441791,"\int \frac{8 e^4+4 e^2 x+\left(-8 e^4+e^2 \left(-4 x+4 x^2\right)\right) \log (x \log (2))+\left(e^4 (4-8 x)+e^2 \left(x-2 x^2+x^3\right)\right) \log ^2(x \log (2))}{4 e^2 x^2+e^2 \left(-4 x^2+4 x^3\right) \log (x \log (2))+e^2 \left(x^2-2 x^3+x^4\right) \log ^2(x \log (2))} \, dx","Int[(8*E^4 + 4*E^2*x + (-8*E^4 + E^2*(-4*x + 4*x^2))*Log[x*Log[2]] + (E^4*(4 - 8*x) + E^2*(x - 2*x^2 + x^3))*Log[x*Log[2]]^2)/(4*E^2*x^2 + E^2*(-4*x^2 + 4*x^3)*Log[x*Log[2]] + E^2*(x^2 - 2*x^3 + x^4)*Log[x*Log[2]]^2),x]","\int \frac{8 e^4+4 e^2 x+\left(-8 e^4+e^2 \left(-4 x+4 x^2\right)\right) \log (x \log (2))+\left(e^4 (4-8 x)+e^2 \left(x-2 x^2+x^3\right)\right) \log ^2(x \log (2))}{4 e^2 x^2+e^2 \left(-4 x^2+4 x^3\right) \log (x \log (2))+e^2 \left(x^2-2 x^3+x^4\right) \log ^2(x \log (2))} \, dx","\log (x)+\frac{4 e^2}{x \left(x+\frac{2}{\log (x \log (2))}-1\right)}",1,"(-4*E^2)/(1 - x) - (4*E^2)/x + Log[x] + 16*E^2*Defer[Int][1/((-1 + x)*(2 + (-1 + x)*Log[x*Log[2]])^2), x] + 8*E^2*Defer[Int][1/(x^2*(2 + (-1 + x)*Log[x*Log[2]])^2), x] - 16*E^2*Defer[Int][1/(x*(2 + (-1 + x)*Log[x*Log[2]])^2), x] - 8*E^2*Defer[Int][1/((-1 + x)*(2 + (-1 + x)*Log[x*Log[2]])), x] - 8*E^2*Defer[Int][1/(x^2*(2 + (-1 + x)*Log[x*Log[2]])), x] + 8*E^2*Defer[Int][1/(x*(2 + (-1 + x)*Log[x*Log[2]])), x] - 16*E^2*Defer[Int][1/((-1 + x)^2*(2 - Log[x*Log[2]] + x*Log[x*Log[2]])^2), x] + 16*E^2*Defer[Int][1/((-1 + x)^2*(2 - Log[x*Log[2]] + x*Log[x*Log[2]])), x]","F",0,0,0,0,-1,"{}"
1001,0,0,0,31.3072861,"\int \frac{2 x^2+4 x^3+\left(2 x+2 x^2+2 x^3\right) \log \left(1+x+x^2\right)+\left(e^3 \left(-1-x-x^2\right)+\left(-2 x-2 x^2-2 x^3\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right)+\left(e^3 \left(-1-x-x^2\right)+\left(-2 x-2 x^2-2 x^3\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right) \log \left(\log \left(e^3+2 x \log \left(1+x+x^2\right)\right)\right)}{\left(e^3 \left(x^2+x^3+x^4\right)+\left(2 x^3+2 x^4+2 x^5\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right)} \, dx","Int[(2*x^2 + 4*x^3 + (2*x + 2*x^2 + 2*x^3)*Log[1 + x + x^2] + (E^3*(-1 - x - x^2) + (-2*x - 2*x^2 - 2*x^3)*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]] + (E^3*(-1 - x - x^2) + (-2*x - 2*x^2 - 2*x^3)*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]*Log[Log[E^3 + 2*x*Log[1 + x + x^2]]])/((E^3*(x^2 + x^3 + x^4) + (2*x^3 + 2*x^4 + 2*x^5)*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]),x]","\int \frac{2 x^2+4 x^3+\left(2 x+2 x^2+2 x^3\right) \log \left(1+x+x^2\right)+\left(e^3 \left(-1-x-x^2\right)+\left(-2 x-2 x^2-2 x^3\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right)+\left(e^3 \left(-1-x-x^2\right)+\left(-2 x-2 x^2-2 x^3\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right) \log \left(\log \left(e^3+2 x \log \left(1+x+x^2\right)\right)\right)}{\left(e^3 \left(x^2+x^3+x^4\right)+\left(2 x^3+2 x^4+2 x^5\right) \log \left(1+x+x^2\right)\right) \log \left(e^3+2 x \log \left(1+x+x^2\right)\right)} \, dx","\frac{\log \left(\log \left(2 x \log \left(x^2+x+1\right)+e^3\right)\right)+1}{x}",1,"x^(-1) - ((8*I)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x])/Sqrt[3] + (4*I)*Sqrt[3]*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x] + (4*(3 + I*Sqrt[3])*Defer[Int][1/((1 - I*Sqrt[3] + 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x])/3 - ((8*I)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x])/Sqrt[3] + (4*I)*Sqrt[3]*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x] + (4*(3 - I*Sqrt[3])*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x])/3 + 2*Defer[Int][Log[1 + x + x^2]/(x*(E^3 + 2*x*Log[1 + x + x^2])*Log[E^3 + 2*x*Log[1 + x + x^2]]), x] - Defer[Int][Log[Log[E^3 + 2*x*Log[1 + x + x^2]]]/x^2, x]","F",0,0,0,0,-1,"{}"
1002,0,0,0,1.6093812,"\int \frac{125-125 \log \left(\frac{x}{e}\right)+(-175+250 x) \log ^2\left(\frac{x}{e}\right)}{150 x^2+\left(420 x^2-300 x^3\right) \log \left(\frac{x}{e}\right)+\left(294 x^2-420 x^3+150 x^4\right) \log ^2\left(\frac{x}{e}\right)} \, dx","Int[(125 - 125*Log[x/E] + (-175 + 250*x)*Log[x/E]^2)/(150*x^2 + (420*x^2 - 300*x^3)*Log[x/E] + (294*x^2 - 420*x^3 + 150*x^4)*Log[x/E]^2),x]","\int \frac{125-125 \log \left(\frac{x}{e}\right)+(-175+250 x) \log ^2\left(\frac{x}{e}\right)}{150 x^2+\left(420 x^2-300 x^3\right) \log \left(\frac{x}{e}\right)+\left(294 x^2-420 x^3+150 x^4\right) \log ^2\left(\frac{x}{e}\right)} \, dx","\frac{5}{2 x \left(-3 x+\frac{3}{\log \left(\frac{x}{e}\right)}+\frac{21}{5}\right)}",1,"25/(6*(7 - 5*x)*x) + (125*Defer[Int][1/(x^2*(2 - 5*x - 7*Log[x] + 5*x*Log[x])^2), x])/6 + (3125*Defer[Int][1/(x*(2 - 5*x - 7*Log[x] + 5*x*Log[x])^2), x])/294 + (15625*Defer[Int][1/((-7 + 5*x)^2*(2 - 5*x - 7*Log[x] + 5*x*Log[x])^2), x])/42 - (15625*Defer[Int][1/((-7 + 5*x)*(2 - 5*x - 7*Log[x] + 5*x*Log[x])^2), x])/294 - (125*Defer[Int][1/(x^2*(2 - 5*x - 7*Log[x] + 5*x*Log[x])), x])/42 + (625*Defer[Int][1/(x*(2 - 5*x - 7*Log[x] + 5*x*Log[x])), x])/294 + (3125*Defer[Int][1/((-7 + 5*x)^2*(2 - 5*x - 7*Log[x] + 5*x*Log[x])), x])/21 - (3125*Defer[Int][1/((-7 + 5*x)*(2 - 5*x - 7*Log[x] + 5*x*Log[x])), x])/294","F",0,0,0,0,-1,"{}"
1003,0,0,0,2.8990433,"\int \frac{e^4 \left(-1+17 x-4 x^2-12 x^3+3 x^4\right)+e^4 \left(4 x-3 x^3\right) \log (x)+\left(e^4 \left(20-5 x-12 x^2+3 x^3\right)+e^4 \left(5-3 x^2\right) \log (x)\right) \log (-4+x-\log (x))+\left(e^4 \left(-4 x+x^2\right)-e^4 x \log (x)+\left(e^4 (-4+x)-e^4 \log (x)\right) \log (-4+x-\log (x))\right) \log (x+\log (-4+x-\log (x)))}{4 x-x^2+x \log (x)+(4-x+\log (x)) \log (-4+x-\log (x))} \, dx","Int[(E^4*(-1 + 17*x - 4*x^2 - 12*x^3 + 3*x^4) + E^4*(4*x - 3*x^3)*Log[x] + (E^4*(20 - 5*x - 12*x^2 + 3*x^3) + E^4*(5 - 3*x^2)*Log[x])*Log[-4 + x - Log[x]] + (E^4*(-4*x + x^2) - E^4*x*Log[x] + (E^4*(-4 + x) - E^4*Log[x])*Log[-4 + x - Log[x]])*Log[x + Log[-4 + x - Log[x]]])/(4*x - x^2 + x*Log[x] + (4 - x + Log[x])*Log[-4 + x - Log[x]]),x]","\int \frac{e^4 \left(-1+17 x-4 x^2-12 x^3+3 x^4\right)+e^4 \left(4 x-3 x^3\right) \log (x)+\left(e^4 \left(20-5 x-12 x^2+3 x^3\right)+e^4 \left(5-3 x^2\right) \log (x)\right) \log (-4+x-\log (x))+\left(e^4 \left(-4 x+x^2\right)-e^4 x \log (x)+\left(e^4 (-4+x)-e^4 \log (x)\right) \log (-4+x-\log (x))\right) \log (x+\log (-4+x-\log (x)))}{4 x-x^2+x \log (x)+(4-x+\log (x)) \log (-4+x-\log (x))} \, dx","e^4 \left(x \left(-x^2-\log (x+\log (x-\log (x)-4))+5\right)+9\right)",1,"5*E^4*x - E^4*x^3 - 5*E^4*Defer[Int][x/(x + Log[-4 + x - Log[x]]), x] + 3*E^4*Defer[Int][x^3/(x + Log[-4 + x - Log[x]]), x] + E^4*Defer[Int][1/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] - 17*E^4*Defer[Int][x/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] + 4*E^4*Defer[Int][x^2/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] + 12*E^4*Defer[Int][x^3/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] - 3*E^4*Defer[Int][x^4/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] - 4*E^4*Defer[Int][(x*Log[x])/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] + 3*E^4*Defer[Int][(x^3*Log[x])/((-4 + x - Log[x])*(x + Log[-4 + x - Log[x]])), x] - E^4*Defer[Int][Log[x + Log[-4 + x - Log[x]]], x]","F",0,0,0,0,-1,"{}"
1004,1,21,0,0.4139282,"\int \frac{-5+\left(-1+e^{4+x} x-8 x^2\right) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(-5 + (-1 + E^(4 + x)*x - 8*x^2)*Log[x]^2)/(x*Log[x]^2),x]","-4 x^2+e^{x+4}-\log (x)+\frac{5}{\log (x)}","-4 x^2+e^{x+4}-\log (x)+\frac{5}{\log (x)}-\frac{\log (10)}{3}",1,"E^(4 + x) - 4*x^2 + 5/Log[x] - Log[x]","A",10,6,29,0.2069,1,"{6742, 2194, 6688, 14, 2302, 30}"
1005,1,90,0,0.0594818,"\int \frac{1}{3} \left(-3-64 e^{\frac{4}{3} \left(x+(i \pi +\log (2))^2\right)}+192 e^{x+(i \pi +\log (2))^2} \log (4)-192 e^{\frac{2}{3} \left(x+(i \pi +\log (2))^2\right)} \log ^2(4)+64 e^{\frac{1}{3} \left(x+(i \pi +\log (2))^2\right)} \log ^3(4)\right) \, dx","Int[(-3 - 64*E^((4*(x + (I*Pi + Log[2])^2))/3) + 192*E^(x + (I*Pi + Log[2])^2)*Log[4] - 192*E^((2*(x + (I*Pi + Log[2])^2))/3)*Log[4]^2 + 64*E^((x + (I*Pi + Log[2])^2)/3)*Log[4]^3)/3,x]","-x+64 \log ^3(4) e^{\frac{1}{3} \left(x+(\log (2)+i \pi )^2\right)}-96 \log ^2(4) e^{\frac{2}{3} \left(x+(\log (2)+i \pi )^2\right)}-16 e^{\frac{4}{3} \left(x+(\log (2)+i \pi )^2\right)}+64 \log (4) e^{x+(\log (2)+i \pi )^2}","-x-16 \left(\log (4)-e^{\frac{1}{3} \left(x+(\log (2)+i \pi )^2\right)}\right)^4+4",1,"-16*E^((4*(x + (I*Pi + Log[2])^2))/3) - x + 64*E^(x + (I*Pi + Log[2])^2)*Log[4] - 96*E^((2*(x + (I*Pi + Log[2])^2))/3)*Log[4]^2 + 64*E^((x + (I*Pi + Log[2])^2)/3)*Log[4]^3","B",6,2,92,0.02174,1,"{12, 2194}"
1006,0,0,0,1.3219337,"\int \frac{4-6 e+e^4+x^2+e^x x^2}{-4 x-e^4 x+x^2+e^x x^2+x^3+e \left(6 x+x^2\right)} \, dx","Int[(4 - 6*E + E^4 + x^2 + E^x*x^2)/(-4*x - E^4*x + x^2 + E^x*x^2 + x^3 + E*(6*x + x^2)),x]","\int \frac{4-6 e+e^4+x^2+e^x x^2}{-4 x-e^4 x+x^2+e^x x^2+x^3+e \left(6 x+x^2\right)} \, dx","\log \left(e^x-\frac{-x^2-x-e (x+6)+e^4+4}{x}\right)",1,"x - (4 - 6*E + E^4)*Defer[Int][(4*(1 + (E*(-6 + E^3))/4) - E^x*x - (1 + E)*x - x^2)^(-1), x] - (4 - 6*E + E^4)*Defer[Int][1/(x*(4*(1 + (E*(-6 + E^3))/4) - E^x*x - (1 + E)*x - x^2)), x] + E*Defer[Int][x/(4*(1 + (E*(-6 + E^3))/4) - E^x*x - (1 + E)*x - x^2), x] + Defer[Int][x^2/(4*(1 + (E*(-6 + E^3))/4) - E^x*x - (1 + E)*x - x^2), x]","F",0,0,0,0,-1,"{}"
1007,1,24,0,0.007859,"\int \frac{1-6 x^2+27 x^3+3 x \log (3)}{3 x} \, dx","Int[(1 - 6*x^2 + 27*x^3 + 3*x*Log[3])/(3*x),x]","3 x^3-x^2+\frac{1}{3} x \log (27)+\frac{\log (x)}{3}","-\left(\left(x-3 \left(x^2+\frac{e^{5/3}}{x}\right)\right) x\right)+x \log (3)+\frac{\log (x)}{3}",1,"-x^2 + 3*x^3 + (x*Log[27])/3 + Log[x]/3","A",3,2,24,0.08333,1,"{12, 14}"
1008,0,0,0,4.1026855,"\int \frac{140-184 x-64 x^2+e^x \left(28-20 x-16 x^2\right)+e^{e^x} \left(8575-11270 x+2863 x^2+1172 x^3-304 x^4-64 x^5+e^{3 x} \left(-343 x+588 x^2-336 x^3+64 x^4\right)+e^{2 x} \left(343-4018 x+5530 x^2-2248 x^3-32 x^4+128 x^5\right)+e^x \left(3430-13769 x+13454 x^2-2831 x^3-1300 x^4+304 x^5+64 x^6\right)\right)}{-8575 x^2+11270 x^3-2863 x^4-1172 x^5+304 x^6+64 x^7+e^{2 x} \left(-343 x^2+588 x^3-336 x^4+64 x^5\right)+e^x \left(-3430 x^2+5194 x^3-2184 x^4-32 x^5+128 x^6\right)} \, dx","Int[(140 - 184*x - 64*x^2 + E^x*(28 - 20*x - 16*x^2) + E^E^x*(8575 - 11270*x + 2863*x^2 + 1172*x^3 - 304*x^4 - 64*x^5 + E^(3*x)*(-343*x + 588*x^2 - 336*x^3 + 64*x^4) + E^(2*x)*(343 - 4018*x + 5530*x^2 - 2248*x^3 - 32*x^4 + 128*x^5) + E^x*(3430 - 13769*x + 13454*x^2 - 2831*x^3 - 1300*x^4 + 304*x^5 + 64*x^6)))/(-8575*x^2 + 11270*x^3 - 2863*x^4 - 1172*x^5 + 304*x^6 + 64*x^7 + E^(2*x)*(-343*x^2 + 588*x^3 - 336*x^4 + 64*x^5) + E^x*(-3430*x^2 + 5194*x^3 - 2184*x^4 - 32*x^5 + 128*x^6)),x]","\int \frac{140-184 x-64 x^2+e^x \left(28-20 x-16 x^2\right)+e^{e^x} \left(8575-11270 x+2863 x^2+1172 x^3-304 x^4-64 x^5+e^{3 x} \left(-343 x+588 x^2-336 x^3+64 x^4\right)+e^{2 x} \left(343-4018 x+5530 x^2-2248 x^3-32 x^4+128 x^5\right)+e^x \left(3430-13769 x+13454 x^2-2831 x^3-1300 x^4+304 x^5+64 x^6\right)\right)}{-8575 x^2+11270 x^3-2863 x^4-1172 x^5+304 x^6+64 x^7+e^{2 x} \left(-343 x^2+588 x^3-336 x^4+64 x^5\right)+e^x \left(-3430 x^2+5194 x^3-2184 x^4-32 x^5+128 x^6\right)} \, dx","\frac{e^{e^x}+\frac{4}{(7-4 x)^2 \left(x+e^x+5\right)}}{x}",1,"-Defer[Int][E^E^x/x^2, x] + Defer[Int][E^(E^x + x)/x, x] + (16*Defer[Int][1/(x*(5 + E^x + x)^2), x])/49 - (4*Defer[Int][1/(x^2*(5 + E^x + x)), x])/49 - (4*Defer[Int][1/(x*(5 + E^x + x)), x])/49 - (128*Defer[Int][1/((5 + E^x + x)*(-7 + 4*x)^3), x])/7 + (92*Defer[Int][1/((5 + E^x + x)^2*(-7 + 4*x)^2), x])/7 - (48*Defer[Int][1/((5 + E^x + x)*(-7 + 4*x)^2), x])/49 - (64*Defer[Int][1/((5 + E^x + x)^2*(-7 + 4*x)), x])/49 + (16*Defer[Int][1/((5 + E^x + x)*(-7 + 4*x)), x])/49","F",0,0,0,0,-1,"{}"
1009,1,17,0,0.2883958,"\int \frac{4-5 x+4 \log (x)+x^2 \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(4 - 5*x + 4*Log[x] + x^2*Log[x]^2)/(x^2*Log[x]^2),x]","x+\frac{5}{\log (x)}-\frac{4}{x \log (x)}","x+\frac{5}{\log (x)}-\frac{4}{x \log (x)}",1,"x + 5/Log[x] - 4/(x*Log[x])","A",11,7,25,0.2800,1,"{6742, 2353, 2306, 2309, 2178, 2302, 30}"
1010,1,28,0,0.2018286,"\int \frac{2 x^3-6 x^4+e^{\frac{16-8 x-9 x^2}{x^2}} (-96+24 x)}{x^3} \, dx","Int[(2*x^3 - 6*x^4 + E^((16 - 8*x - 9*x^2)/x^2)*(-96 + 24*x))/x^3,x]","3 e^{\frac{16}{x^2}-\frac{8}{x}-9}-\frac{1}{3} (1-3 x)^2","3 \left(-x^2+x+e^{\left(1-\frac{4}{x}\right)^2-10}\right)-x",1,"3*E^(-9 + 16/x^2 - 8/x) - (1 - 3*x)^2/3","A",3,2,37,0.05405,1,"{14, 6706}"
1011,0,0,0,20.8778783,"\int \frac{e^x \left(-625 x+625 x^2\right)+e^{\frac{e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} \left(2500+2500 x+625 e^x x^2\right)}{e^{x+\frac{2 e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} x^2+e^x \left(4 x^2+4 x^3+x^4\right)+e^x \left(-4 x^2-2 x^3\right) \log (5 x)+e^x x^2 \log ^2(5 x)+e^{\frac{e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} \left(e^x \left(4 x^2+2 x^3\right)-2 e^x x^2 \log (5 x)\right)} \, dx","Int[(E^x*(-625*x + 625*x^2) + E^((-4 + E^x*(2*x + x^2))/(E^x*x))*(2500 + 2500*x + 625*E^x*x^2))/(E^(x + (2*(-4 + E^x*(2*x + x^2)))/(E^x*x))*x^2 + E^x*(4*x^2 + 4*x^3 + x^4) + E^x*(-4*x^2 - 2*x^3)*Log[5*x] + E^x*x^2*Log[5*x]^2 + E^((-4 + E^x*(2*x + x^2))/(E^x*x))*(E^x*(4*x^2 + 2*x^3) - 2*E^x*x^2*Log[5*x])),x]","\int \frac{e^x \left(-625 x+625 x^2\right)+e^{\frac{e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} \left(2500+2500 x+625 e^x x^2\right)}{e^{x+\frac{2 e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} x^2+e^x \left(4 x^2+4 x^3+x^4\right)+e^x \left(-4 x^2-2 x^3\right) \log (5 x)+e^x x^2 \log ^2(5 x)+e^{\frac{e^{-x} \left(-4+e^x \left(2 x+x^2\right)\right)}{x}} \left(e^x \left(4 x^2+2 x^3\right)-2 e^x x^2 \log (5 x)\right)} \, dx","\frac{625}{-x-e^{x-\frac{4 e^{-x}}{x}+2}+\log (5 x)-2}",1,"-625*Defer[Int][E^(8/(E^x*x))/(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x])^2, x] + 2500*Defer[Int][E^(2 + 4/(E^x*x))/(x^2*(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x])^2), x] + 2500*Defer[Int][E^(2 + 4/(E^x*x))/(x*(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x])^2), x] - 625*Defer[Int][E^(8/(E^x*x))/(x*(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x])^2), x] - 625*Defer[Int][(E^(8/(E^x*x))*x)/(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x])^2, x] + 625*Defer[Int][E^(4/(E^x*x))/(2*E^(4/(E^x*x)) + E^(2 + x) + E^(4/(E^x*x))*x - E^(4/(E^x*x))*Log[5*x]), x] + 625*Defer[Int][(E^(8/(E^x*x))*Log[5*x])/(-2*E^(4/(E^x*x)) - E^(2 + x) - E^(4/(E^x*x))*x + E^(4/(E^x*x))*Log[5*x])^2, x]","F",0,0,0,0,-1,"{}"
1012,1,60,0,0.1707052,"\int \frac{1}{4} \left(8-10 x-18 x^2-24 x^3-5 x^4+e^{2 x^2} \left(10 x+3 x^2+20 x^3+4 x^4\right)\right) \, dx","Int[(8 - 10*x - 18*x^2 - 24*x^3 - 5*x^4 + E^(2*x^2)*(10*x + 3*x^2 + 20*x^3 + 4*x^4))/4,x]","-\frac{x^5}{4}-\frac{3 x^4}{2}-\frac{3 x^3}{2}+\frac{5}{4} e^{2 x^2} x^2-\frac{5 x^2}{4}+\frac{1}{4} e^{2 x^2} x^3+2 x","x \left(\frac{1}{4} x (x+5) \left(-x^2+e^{2 x^2}-x-1\right)+2\right)",1,"2*x - (5*x^2)/4 + (5*E^(2*x^2)*x^2)/4 - (3*x^3)/2 + (E^(2*x^2)*x^3)/4 - (3*x^4)/2 - x^5/4","B",12,5,51,0.09804,1,"{12, 2226, 2209, 2212, 2204}"
1013,1,19,0,0.0359509,"\int \frac{200 e^{\frac{50-30 x}{3 x}}+19 x^2}{3 x^2} \, dx","Int[(200*E^((50 - 30*x)/(3*x)) + 19*x^2)/(3*x^2),x]","\frac{19 x}{3}-4 e^{\frac{50}{3 x}-10}","x-4 \left(e^{\frac{5 \left(\frac{10}{3}-2 x\right)}{x}}-\frac{4}{3} \left(x-e^3\right)\right)",1,"-4*E^(-10 + 50/(3*x)) + (19*x)/3","A",4,3,29,0.1034,1,"{12, 14, 2209}"
1014,1,190,0,0.5058626,"\int \frac{e^{\frac{4 \left(e^4 x+x^2\right)}{e^3}} \left(4 e^4+8 x\right)+e^{\frac{3 \left(e^4 x+x^2\right)}{e^3}} \left(-4 e^3+e^4 (-12-12 x)-24 x-24 x^2\right)+e^3 \left(4+12 x+12 x^2+4 x^3\right)+e^{\frac{2 \left(e^4 x+x^2\right)}{e^3}} \left(24 x+48 x^2+24 x^3+e^3 (12+12 x)+e^4 \left(12+24 x+12 x^2\right)\right)+e^{\frac{e^4 x+x^2}{e^3}} \left(-8 x-24 x^2-24 x^3-8 x^4+e^3 \left(-12-24 x-12 x^2\right)+e^4 \left(-4-12 x-12 x^2-4 x^3\right)\right)}{e^3} \, dx","Int[(E^((4*(E^4*x + x^2))/E^3)*(4*E^4 + 8*x) + E^((3*(E^4*x + x^2))/E^3)*(-4*E^3 + E^4*(-12 - 12*x) - 24*x - 24*x^2) + E^3*(4 + 12*x + 12*x^2 + 4*x^3) + E^((2*(E^4*x + x^2))/E^3)*(24*x + 48*x^2 + 24*x^3 + E^3*(12 + 12*x) + E^4*(12 + 24*x + 12*x^2)) + E^((E^4*x + x^2)/E^3)*(-8*x - 24*x^2 - 24*x^3 - 8*x^4 + E^3*(-12 - 24*x - 12*x^2) + E^4*(-4 - 12*x - 12*x^2 - 4*x^3)))/E^3,x]","x^4+4 x^3+6 x^2+e^{\frac{4 x^2}{e^3}+4 e x}-\frac{4 e^{\frac{3 \left(x^2+e^4 x\right)}{e^3}} \left(2 x^2+2 x+e^4 (x+1)\right)}{2 x+e^4}+\frac{6 e^{\frac{2 \left(x^2+e^4 x\right)}{e^3}} \left(2 x^3+4 x^2+e^4 \left(x^2+2 x+1\right)+2 x\right)}{2 x+e^4}-\frac{4 e^{\frac{x^2+e^4 x}{e^3}} \left(2 x^4+6 x^3+6 x^2+e^4 \left(x^3+3 x^2+3 x+1\right)+2 x\right)}{2 x+e^4}+4 x","\left(x-e^{\frac{x \left(x+e^4\right)}{e^3}}+1\right)^4",1,"E^(4*E*x + (4*x^2)/E^3) + 4*x + 6*x^2 + 4*x^3 + x^4 - (4*E^((3*(E^4*x + x^2))/E^3)*(2*x + 2*x^2 + E^4*(1 + x)))/(E^4 + 2*x) + (6*E^((2*(E^4*x + x^2))/E^3)*(2*x + 4*x^2 + 2*x^3 + E^4*(1 + 2*x + x^2)))/(E^4 + 2*x) - (4*E^((E^4*x + x^2)/E^3)*(2*x + 6*x^2 + 6*x^3 + 2*x^4 + E^4*(1 + 3*x + 3*x^2 + x^3)))/(E^4 + 2*x)","B",8,4,212,0.01887,1,"{12, 2244, 2236, 2288}"
1015,0,0,0,4.2443651,"\int \frac{4 x^2+e^4 (-8+2 x)+e^x \left(2 e^4-x^2+x^3\right)}{\left(4 x^3-e^x x^3-x^4+2 e^{\frac{e^4}{x^2}} x^4\right) \log ^2\left(\frac{e^{-\frac{e^4}{x^2}} \left(-4+e^x+x-2 e^{\frac{e^4}{x^2}} x\right)}{x}\right)} \, dx","Int[(4*x^2 + E^4*(-8 + 2*x) + E^x*(2*E^4 - x^2 + x^3))/((4*x^3 - E^x*x^3 - x^4 + 2*E^(E^4/x^2)*x^4)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2),x]","\int \frac{4 x^2+e^4 (-8+2 x)+e^x \left(2 e^4-x^2+x^3\right)}{\left(4 x^3-e^x x^3-x^4+2 e^{\frac{e^4}{x^2}} x^4\right) \log ^2\left(\frac{e^{-\frac{e^4}{x^2}} \left(-4+e^x+x-2 e^{\frac{e^4}{x^2}} x\right)}{x}\right)} \, dx","\frac{1}{\log \left(\frac{e^{-\frac{e^4}{x^2}} \left(x+e^x-4\right)}{x}-2\right)}",1,"-Defer[Int][Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^(-2), x] - 2*E^4*Defer[Int][1/(x^3*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] + Defer[Int][1/(x*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] - 5*Defer[Int][1/((-4 + E^x + x - 2*E^(E^4/x^2)*x)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] - 2*Defer[Int][E^(E^4/x^2)/((4 - E^x - x + 2*E^(E^4/x^2)*x)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] + 4*Defer[Int][E^(4 + E^4/x^2)/(x^2*(4 - E^x - x + 2*E^(E^4/x^2)*x)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] - Defer[Int][x/((4 - E^x - x + 2*E^(E^4/x^2)*x)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x] + 2*Defer[Int][(E^(E^4/x^2)*x)/((4 - E^x - x + 2*E^(E^4/x^2)*x)*Log[(-4 + E^x + x - 2*E^(E^4/x^2)*x)/(E^(E^4/x^2)*x)]^2), x]","F",0,0,0,0,-1,"{}"
1016,1,296,0,0.6412859,"\int \frac{e^6 \left(450+360 x+72 x^3-18 x^4+e \left(-150 x+90 x^3-60 x^4\right)+e^2 \left(-50 x^3-50 x^4\right)\right)+e^{6+x} \left(450 x-450 x^2-108 x^3+126 x^4-18 x^5+e \left(540 x^3+120 x^4-60 x^5\right)+e^2 \left(-50 x^3-150 x^4-50 x^5\right)\right)+e^{6+2 x} \left(-360 x^3+162 x^4-18 x^5+e \left(150 x^3+240 x^4-60 x^5\right)+e^2 \left(-50 x^4-50 x^5\right)\right)}{25 x^3} \, dx","Int[(E^6*(450 + 360*x + 72*x^3 - 18*x^4 + E*(-150*x + 90*x^3 - 60*x^4) + E^2*(-50*x^3 - 50*x^4)) + E^(6 + x)*(450*x - 450*x^2 - 108*x^3 + 126*x^4 - 18*x^5 + E*(540*x^3 + 120*x^4 - 60*x^5) + E^2*(-50*x^3 - 150*x^4 - 50*x^5)) + E^(6 + 2*x)*(-360*x^3 + 162*x^4 - 18*x^5 + E*(150*x^3 + 240*x^4 - 60*x^5) + E^2*(-50*x^4 - 50*x^5)))/(25*x^3),x]","-\frac{2}{25} (3+5 e)^2 e^{x+6} x^2-\frac{1}{25} (3+5 e)^2 e^{2 x+6} x^2-\frac{1}{25} e^6 (3+5 e)^2 x^2-\frac{9 e^6}{x^2}+\frac{1}{25} \left(81+120 e-25 e^2\right) e^{2 x+6} x+\frac{6}{25} \left(21+20 e-25 e^2\right) e^{x+6} x+\frac{2}{25} e^6 (36+5 (9-5 e) e) x+\frac{4}{25} (3+5 e)^2 e^{x+6} x+\frac{1}{25} (3+5 e)^2 e^{2 x+6} x-\frac{3}{5} (12-5 e) e^{2 x+6}-\frac{1}{50} \left(81+120 e-25 e^2\right) e^{2 x+6}-\frac{6}{25} \left(21+20 e-25 e^2\right) e^{x+6}-\frac{2}{25} (54-5 (54-5 e) e) e^{x+6}-\frac{4}{25} (3+5 e)^2 e^{x+6}-\frac{1}{50} (3+5 e)^2 e^{2 x+6}-\frac{18 e^{x+6}}{x}-\frac{6 (12-5 e) e^6}{5 x}","e^4-e^6 \left(\frac{3}{x}-e-\frac{3}{5}\right)^2 \left(\left(e^x+1\right) x+1\right)^2",1,"(-3*(12 - 5*E)*E^(6 + 2*x))/5 - (4*E^(6 + x)*(3 + 5*E)^2)/25 - (E^(6 + 2*x)*(3 + 5*E)^2)/50 - (2*E^(6 + x)*(54 - 5*(54 - 5*E)*E))/25 - (6*E^(6 + x)*(21 + 20*E - 25*E^2))/25 - (E^(6 + 2*x)*(81 + 120*E - 25*E^2))/50 - (9*E^6)/x^2 - (6*(12 - 5*E)*E^6)/(5*x) - (18*E^(6 + x))/x + (4*E^(6 + x)*(3 + 5*E)^2*x)/25 + (E^(6 + 2*x)*(3 + 5*E)^2*x)/25 + (2*E^6*(36 + 5*(9 - 5*E)*E)*x)/25 + (6*E^(6 + x)*(21 + 20*E - 25*E^2)*x)/25 + (E^(6 + 2*x)*(81 + 120*E - 25*E^2)*x)/25 - (E^6*(3 + 5*E)^2*x^2)/25 - (2*E^(6 + x)*(3 + 5*E)^2*x^2)/25 - (E^(6 + 2*x)*(3 + 5*E)^2*x^2)/25","B",24,9,183,0.04918,1,"{12, 14, 2196, 2194, 2176, 1612, 2199, 2177, 2178}"
1017,0,0,0,2.6456037,"\int \frac{-4 x+e^x x+\left(-12 x-4 x^2+e^x \left(3 x+3 x^2\right)\right) \log (x)+\left(-8 x+2 e^x x\right) \log (x) \log \left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)}{\left(-12 x^2+3 e^x x^2\right) \log (x)+\left(-24 x+6 e^x x\right) \log (x) \log \left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)+\left(-12+3 e^x\right) \log (x) \log ^2\left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)} \, dx","Int[(-4*x + E^x*x + (-12*x - 4*x^2 + E^x*(3*x + 3*x^2))*Log[x] + (-8*x + 2*E^x*x)*Log[x]*Log[3/((16*x^3 - 8*E^x*x^3 + E^(2*x)*x^3)*Log[x])])/((-12*x^2 + 3*E^x*x^2)*Log[x] + (-24*x + 6*E^x*x)*Log[x]*Log[3/((16*x^3 - 8*E^x*x^3 + E^(2*x)*x^3)*Log[x])] + (-12 + 3*E^x)*Log[x]*Log[3/((16*x^3 - 8*E^x*x^3 + E^(2*x)*x^3)*Log[x])]^2),x]","\int \frac{-4 x+e^x x+\left(-12 x-4 x^2+e^x \left(3 x+3 x^2\right)\right) \log (x)+\left(-8 x+2 e^x x\right) \log (x) \log \left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)}{\left(-12 x^2+3 e^x x^2\right) \log (x)+\left(-24 x+6 e^x x\right) \log (x) \log \left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)+\left(-12+3 e^x\right) \log (x) \log ^2\left(\frac{3}{\left(16 x^3-8 e^x x^3+e^{2 x} x^3\right) \log (x)}\right)} \, dx","\frac{x^2}{3 \left(\log \left(\frac{3}{\left(4-e^x\right)^2 x^3 \log (x)}\right)+x\right)}",1,"Defer[Int][x/(x + Log[3/((-4 + E^x)^2*x^3*Log[x])])^2, x] + Defer[Int][x^2/(x + Log[3/((-4 + E^x)^2*x^3*Log[x])])^2, x]/3 + (8*Defer[Int][x^2/((-4 + E^x)*(x + Log[3/((-4 + E^x)^2*x^3*Log[x])])^2), x])/3 + Defer[Int][x/(Log[x]*(x + Log[3/((-4 + E^x)^2*x^3*Log[x])])^2), x]/3 + (2*Defer[Int][x/(x + Log[3/((-4 + E^x)^2*x^3*Log[x])]), x])/3","F",0,0,0,0,-1,"{}"
1018,1,25,0,0.042936,"\int \frac{2+72 e^4+18 e^4 \log (3+x)}{e^4 (27+9 x)} \, dx","Int[(2 + 72*E^4 + 18*E^4*Log[3 + x])/(E^4*(27 + 9*x)),x]","\frac{\left(9 e^4 \log (x+3)+36 e^4+1\right)^2}{81 e^8}","\left(\log (x+3)+\frac{1}{9 e^4}+4\right)^2-e^2",1,"(1 + 36*E^4 + 9*E^4*Log[3 + x])^2/(81*E^8)","A",4,3,27,0.1111,1,"{12, 2390, 2301}"
1019,0,0,0,2.9752721,"\int \frac{-2 x^2+e^6 \left(-x+x^2\right)+e^3 \left(-2 x^2+x^3\right)+\left(x+e^3 x+x^2-3 x^3+x^4\right) \log (x)+2 x^2 \log ^2(x)+\left(e^6+x+e^3 x+\left(-e^6-x-e^3 x+x^2\right) \log (x)-x^2 \log ^2(x)\right) \log \left(e^6+x+e^3 x+x^2 \log (x)\right)}{e^6 x^2+x^3+e^3 x^3+x^4 \log (x)} \, dx","Int[(-2*x^2 + E^6*(-x + x^2) + E^3*(-2*x^2 + x^3) + (x + E^3*x + x^2 - 3*x^3 + x^4)*Log[x] + 2*x^2*Log[x]^2 + (E^6 + x + E^3*x + (-E^6 - x - E^3*x + x^2)*Log[x] - x^2*Log[x]^2)*Log[E^6 + x + E^3*x + x^2*Log[x]])/(E^6*x^2 + x^3 + E^3*x^3 + x^4*Log[x]),x]","\int \frac{-2 x^2+e^6 \left(-x+x^2\right)+e^3 \left(-2 x^2+x^3\right)+\left(x+e^3 x+x^2-3 x^3+x^4\right) \log (x)+2 x^2 \log ^2(x)+\left(e^6+x+e^3 x+\left(-e^6-x-e^3 x+x^2\right) \log (x)-x^2 \log ^2(x)\right) \log \left(e^6+x+e^3 x+x^2 \log (x)\right)}{e^6 x^2+x^3+e^3 x^3+x^4 \log (x)} \, dx","\frac{(\log (x)-x) \left(\log \left(x+x \left(x \log (x)+e^3\right)+e^6\right)-x\right)}{x}",1,"(2*E^6)/(3*x^3) + (1 + E^3)/(2*x^2) - 3/x + x - 3*Log[x] - (2*Log[x])/x + 2*Defer[Int][(-E^6 - (1 + E^3)*x - x^2*Log[x])^(-1), x] + 2*E^3*Defer[Int][(-E^6 - (1 + E^3)*x - x^2*Log[x])^(-1), x] - (3 + 3*E^3 - E^6)*Defer[Int][(-E^6 - (1 + E^3)*x - x^2*Log[x])^(-1), x] + E^6*Defer[Int][1/(x*(-E^6 - (1 + E^3)*x - x^2*Log[x])), x] + E^6*Defer[Int][(E^6 + (1 + E^3)*x + x^2*Log[x])^(-1), x] + 2*E^12*Defer[Int][1/(x^4*(E^6 + (1 + E^3)*x + x^2*Log[x])), x] + 3*E^6*(1 + E^3)*Defer[Int][1/(x^3*(E^6 + (1 + E^3)*x + x^2*Log[x])), x] + 2*(1 + E^3)^2*Defer[Int][1/(x^2*(E^6 + (1 + E^3)*x + x^2*Log[x])), x] - (1 + 2*E^3 + 2*E^6)*Defer[Int][1/(x^2*(E^6 + (1 + E^3)*x + x^2*Log[x])), x] - (1 + E^3 - 3*E^6)*Defer[Int][1/(x*(E^6 + (1 + E^3)*x + x^2*Log[x])), x] + E^3*Defer[Int][x/(E^6 + (1 + E^3)*x + x^2*Log[x]), x] - (1 + E^3)*Defer[Int][x/(E^6 + (1 + E^3)*x + x^2*Log[x]), x] + Defer[Int][Log[E^6 + (1 + E^3)*x + x^2*Log[x]]/x^2, x] - Defer[Int][(Log[x]*Log[E^6 + (1 + E^3)*x + x^2*Log[x]])/x^2, x]","F",0,0,0,0,-1,"{}"
1020,0,0,0,39.3118314,"\int \frac{e^{\frac{x}{1+x}} \left(x^2+\left(-5-5 x-6 x^2\right) \log (2)\right)+e^{\frac{2 x}{1+x}} \left(-2-4 x-2 x^2-243 x^4-486 x^5-243 x^6+\left(2+4 x+2 x^2-1620 x^3-2997 x^4-1134 x^5+243 x^6\right) \log (2)\right)}{\left(x^2+2 x^3+x^4\right) \log (2)+e^{\frac{x}{1+x}} \left(-4 x-8 x^2-4 x^3+162 x^5+324 x^6+162 x^7\right) \log (2)+e^{\frac{2 x}{1+x}} \left(4+8 x+4 x^2-324 x^4-648 x^5-324 x^6+6561 x^8+13122 x^9+6561 x^{10}\right) \log (2)} \, dx","Int[(E^(x/(1 + x))*(x^2 + (-5 - 5*x - 6*x^2)*Log[2]) + E^((2*x)/(1 + x))*(-2 - 4*x - 2*x^2 - 243*x^4 - 486*x^5 - 243*x^6 + (2 + 4*x + 2*x^2 - 1620*x^3 - 2997*x^4 - 1134*x^5 + 243*x^6)*Log[2]))/((x^2 + 2*x^3 + x^4)*Log[2] + E^(x/(1 + x))*(-4*x - 8*x^2 - 4*x^3 + 162*x^5 + 324*x^6 + 162*x^7)*Log[2] + E^((2*x)/(1 + x))*(4 + 8*x + 4*x^2 - 324*x^4 - 648*x^5 - 324*x^6 + 6561*x^8 + 13122*x^9 + 6561*x^10)*Log[2]),x]","\int \frac{e^{\frac{x}{1+x}} \left(x^2+\left(-5-5 x-6 x^2\right) \log (2)\right)+e^{\frac{2 x}{1+x}} \left(-2-4 x-2 x^2-243 x^4-486 x^5-243 x^6+\left(2+4 x+2 x^2-1620 x^3-2997 x^4-1134 x^5+243 x^6\right) \log (2)\right)}{\left(x^2+2 x^3+x^4\right) \log (2)+e^{\frac{x}{1+x}} \left(-4 x-8 x^2-4 x^3+162 x^5+324 x^6+162 x^7\right) \log (2)+e^{\frac{2 x}{1+x}} \left(4+8 x+4 x^2-324 x^4-648 x^5-324 x^6+6561 x^8+13122 x^9+6561 x^{10}\right) \log (2)} \, dx","\frac{-x+\frac{x}{\log (2)}+5}{81 x^4+e^{-\frac{x}{x+1}} x-2}",1,"((1 + 14*Log[2])*Defer[Int][E^(x/(1 + x))/(x + E^(x/(1 + x))*(-2 + 81*x^4))^2, x])/Log[2] - (5*I)*2^(1/4)*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x] + ((24964 + 16670*Log[2] + 6399*Log[16] - 6723*Log[1024])*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(37446*Sqrt[2]*Log[2]) - 5*2^(1/4)*Defer[Int][E^(x/(1 + x))/((2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x] - ((24964 + 16670*Log[2] + 6399*Log[16] - 6723*Log[1024])*Defer[Int][E^(x/(1 + x))/((2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(37446*Sqrt[2]*Log[2]) + (3*(1 - Log[2])*Defer[Int][(E^(x/(1 + x))*x)/(x + E^(x/(1 + x))*(-2 + 81*x^4))^2, x])/Log[2] + ((79 - 484*Log[2] + Log[1024])*Defer[Int][E^(x/(1 + x))/((1 + x)^2*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(79*Log[2]) - ((12482 - 41079*Log[2] + 158*Log[16] - 324*Log[1024])*Defer[Int][E^(x/(1 + x))/((1 + x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(6241*Log[2]) - (5*I)*2^(1/4)*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x] - ((24964 + 16670*Log[2] + 6399*Log[16] - 6723*Log[1024])*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(37446*Sqrt[2]*Log[2]) - 5*2^(1/4)*Defer[Int][E^(x/(1 + x))/((2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x] + ((24964 + 16670*Log[2] + 6399*Log[16] - 6723*Log[1024])*Defer[Int][E^(x/(1 + x))/((2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))^2), x])/(37446*Sqrt[2]*Log[2]) - ((3 - Log[8])*Defer[Int][E^(x/(1 + x))/(x + E^(x/(1 + x))*(-2 + 81*x^4)), x])/Log[2] + (I*2^(1/4)*(1 + 566*Log[2] - 81*Log[128])*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/Log[2] + (3*Log[1024]*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/(2*Log[2]) + (2^(1/4)*(1 + 566*Log[2] - 81*Log[128])*Defer[Int][E^(x/(1 + x))/((2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/Log[2] + (3*Log[1024]*Defer[Int][E^(x/(1 + x))/((2^(1/4) - 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/(2*Log[2]) + (I*2^(1/4)*(1 + 566*Log[2] - 81*Log[128])*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/Log[2] - (3*Log[1024]*Defer[Int][E^(x/(1 + x))/((I*2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/(2*Log[2]) + (2^(1/4)*(1 + 566*Log[2] - 81*Log[128])*Defer[Int][E^(x/(1 + x))/((2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/Log[2] - (3*Log[1024]*Defer[Int][E^(x/(1 + x))/((2^(1/4) + 3*x)*(x + E^(x/(1 + x))*(-2 + 81*x^4))), x])/(2*Log[2])","F",0,0,0,0,-1,"{}"
1021,1,11,0,0.0039606,"\int \frac{3}{800} e^{2 x/25} \, dx","Int[(3*E^((2*x)/25))/800,x]","\frac{3}{64} e^{2 x/25}","\frac{3}{64} e^{2 x/25}",1,"(3*E^((2*x)/25))/64","A",2,2,11,0.1818,1,"{12, 2194}"
1022,1,2487,0,37.3947324,"\int \frac{e^{2 x} \left(-4 x^3-2 x^4-2 x^5+2 x^6\right)+e^x \left(-188 x+282 x^2+282 x^3-470 x^5-376 x^6+94 x^7+94 x^8\right)}{-1+5 x-5 x^2-10 x^3+15 x^4+11 x^5-15 x^6-10 x^7+5 x^8+5 x^9+x^{10}} \, dx","Int[(E^(2*x)*(-4*x^3 - 2*x^4 - 2*x^5 + 2*x^6) + E^x*(-188*x + 282*x^2 + 282*x^3 - 470*x^5 - 376*x^6 + 94*x^7 + 94*x^8))/(-1 + 5*x - 5*x^2 - 10*x^3 + 15*x^4 + 11*x^5 - 15*x^6 - 10*x^7 + 5*x^8 + 5*x^9 + x^10),x]","-\frac{141}{25} \left(5-\sqrt{5}\right) e^{\frac{1}{2} \left(-1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}+1\right)\right)-\frac{282}{25} \left(3-\sqrt{5}\right) e^{\frac{1}{2} \left(-1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}+1\right)\right)+\frac{141}{5} \left(1-\sqrt{5}\right) e^{\frac{1}{2} \left(-1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}+1\right)\right)+\frac{282 e^{\frac{1}{2} \left(-1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}+1\right)\right)}{5 \sqrt{5}}+\frac{846}{25} e^{\frac{1}{2} \left(-1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}+1\right)\right)-\frac{28}{125} \left(7-\sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)+\frac{32}{375} \left(5-\sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)-\frac{8}{25} \left(3-\sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)+\frac{4}{5} \left(1-\sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)+\frac{12}{25} \left(5-2 \sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)-\frac{28}{75} \left(5-3 \sqrt{5}\right) e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)+\frac{68 e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)}{75 \sqrt{5}}+\frac{96}{125} e^{-1+\sqrt{5}} \text{Ei}\left(2 x-\sqrt{5}+1\right)-\frac{141}{25} \left(5+\sqrt{5}\right) e^{-\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}+1\right)\right)-\frac{282}{25} \left(3+\sqrt{5}\right) e^{-\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}+1\right)\right)+\frac{141}{5} \left(1+\sqrt{5}\right) e^{-\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}+1\right)\right)-\frac{282 e^{-\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}+1\right)\right)}{5 \sqrt{5}}+\frac{846}{25} e^{-\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}+1\right)\right)-\frac{28}{75} \left(5+3 \sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)+\frac{12}{25} \left(5+2 \sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)-\frac{28}{125} \left(7+\sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)+\frac{32}{375} \left(5+\sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)-\frac{8}{25} \left(3+\sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)+\frac{4}{5} \left(1+\sqrt{5}\right) e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)-\frac{68 e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)}{75 \sqrt{5}}+\frac{96}{125} e^{-1-\sqrt{5}} \text{Ei}\left(2 x+\sqrt{5}+1\right)+\frac{282 \left(5-\sqrt{5}\right) e^x}{25 \left(2 x-\sqrt{5}+1\right)}+\frac{564 \left(3-\sqrt{5}\right) e^x}{25 \left(2 x-\sqrt{5}+1\right)}-\frac{282 \left(1-\sqrt{5}\right) e^x}{5 \left(2 x-\sqrt{5}+1\right)}-\frac{188 e^x}{5 \sqrt{5} \left(2 x-\sqrt{5}+1\right)}-\frac{1692 e^x}{25 \left(2 x-\sqrt{5}+1\right)}+\frac{28 \left(7-\sqrt{5}\right) e^{2 x}}{125 \left(2 x-\sqrt{5}+1\right)}-\frac{32 \left(5-\sqrt{5}\right) e^{2 x}}{375 \left(2 x-\sqrt{5}+1\right)}+\frac{8 \left(3-\sqrt{5}\right) e^{2 x}}{25 \left(2 x-\sqrt{5}+1\right)}-\frac{4 \left(1-\sqrt{5}\right) e^{2 x}}{5 \left(2 x-\sqrt{5}+1\right)}-\frac{12 \left(5-2 \sqrt{5}\right) e^{2 x}}{25 \left(2 x-\sqrt{5}+1\right)}+\frac{28 \left(5-3 \sqrt{5}\right) e^{2 x}}{75 \left(2 x-\sqrt{5}+1\right)}-\frac{68 e^{2 x}}{75 \sqrt{5} \left(2 x-\sqrt{5}+1\right)}-\frac{96 e^{2 x}}{125 \left(2 x-\sqrt{5}+1\right)}+\frac{282 \left(5+\sqrt{5}\right) e^x}{25 \left(2 x+\sqrt{5}+1\right)}+\frac{564 \left(3+\sqrt{5}\right) e^x}{25 \left(2 x+\sqrt{5}+1\right)}-\frac{282 \left(1+\sqrt{5}\right) e^x}{5 \left(2 x+\sqrt{5}+1\right)}+\frac{188 e^x}{5 \sqrt{5} \left(2 x+\sqrt{5}+1\right)}-\frac{1692 e^x}{25 \left(2 x+\sqrt{5}+1\right)}+\frac{28 \left(5+3 \sqrt{5}\right) e^{2 x}}{75 \left(2 x+\sqrt{5}+1\right)}-\frac{12 \left(5+2 \sqrt{5}\right) e^{2 x}}{25 \left(2 x+\sqrt{5}+1\right)}+\frac{28 \left(7+\sqrt{5}\right) e^{2 x}}{125 \left(2 x+\sqrt{5}+1\right)}-\frac{32 \left(5+\sqrt{5}\right) e^{2 x}}{375 \left(2 x+\sqrt{5}+1\right)}+\frac{8 \left(3+\sqrt{5}\right) e^{2 x}}{25 \left(2 x+\sqrt{5}+1\right)}-\frac{4 \left(1+\sqrt{5}\right) e^{2 x}}{5 \left(2 x+\sqrt{5}+1\right)}+\frac{68 e^{2 x}}{75 \sqrt{5} \left(2 x+\sqrt{5}+1\right)}-\frac{96 e^{2 x}}{125 \left(2 x+\sqrt{5}+1\right)}+\frac{564 \left(5-\sqrt{5}\right) e^x}{25 \left(2 x-\sqrt{5}+1\right)^2}-\frac{376 e^x}{5 \sqrt{5} \left(2 x-\sqrt{5}+1\right)^2}+\frac{148 \left(5-\sqrt{5}\right) e^{2 x}}{375 \left(2 x-\sqrt{5}+1\right)^2}-\frac{4 \left(1-\sqrt{5}\right) e^{2 x}}{5 \left(2 x-\sqrt{5}+1\right)^2}-\frac{12 \left(5-2 \sqrt{5}\right) e^{2 x}}{25 \left(2 x-\sqrt{5}+1\right)^2}+\frac{28 \left(5-3 \sqrt{5}\right) e^{2 x}}{75 \left(2 x-\sqrt{5}+1\right)^2}-\frac{68 e^{2 x}}{75 \sqrt{5} \left(2 x-\sqrt{5}+1\right)^2}-\frac{16 e^{2 x}}{25 \left(2 x-\sqrt{5}+1\right)^2}+\frac{564 \left(5+\sqrt{5}\right) e^x}{25 \left(2 x+\sqrt{5}+1\right)^2}+\frac{376 e^x}{5 \sqrt{5} \left(2 x+\sqrt{5}+1\right)^2}+\frac{28 \left(5+3 \sqrt{5}\right) e^{2 x}}{75 \left(2 x+\sqrt{5}+1\right)^2}-\frac{12 \left(5+2 \sqrt{5}\right) e^{2 x}}{25 \left(2 x+\sqrt{5}+1\right)^2}+\frac{148 \left(5+\sqrt{5}\right) e^{2 x}}{375 \left(2 x+\sqrt{5}+1\right)^2}-\frac{4 \left(1+\sqrt{5}\right) e^{2 x}}{5 \left(2 x+\sqrt{5}+1\right)^2}+\frac{68 e^{2 x}}{75 \sqrt{5} \left(2 x+\sqrt{5}+1\right)^2}-\frac{16 e^{2 x}}{25 \left(2 x+\sqrt{5}+1\right)^2}+\frac{56 \left(5-\sqrt{5}\right) e^{2 x}}{375 \left(2 x-\sqrt{5}+1\right)^3}-\frac{8 \left(1-\sqrt{5}\right) e^{2 x}}{5 \left(2 x-\sqrt{5}+1\right)^3}+\frac{112 \left(5-3 \sqrt{5}\right) e^{2 x}}{375 \left(2 x-\sqrt{5}+1\right)^3}-\frac{64 e^{2 x}}{75 \sqrt{5} \left(2 x-\sqrt{5}+1\right)^3}-\frac{32 e^{2 x}}{25 \left(2 x-\sqrt{5}+1\right)^3}+\frac{112 \left(5+3 \sqrt{5}\right) e^{2 x}}{375 \left(2 x+\sqrt{5}+1\right)^3}+\frac{56 \left(5+\sqrt{5}\right) e^{2 x}}{375 \left(2 x+\sqrt{5}+1\right)^3}-\frac{8 \left(1+\sqrt{5}\right) e^{2 x}}{5 \left(2 x+\sqrt{5}+1\right)^3}+\frac{64 e^{2 x}}{75 \sqrt{5} \left(2 x+\sqrt{5}+1\right)^3}-\frac{32 e^{2 x}}{25 \left(2 x+\sqrt{5}+1\right)^3}+\frac{56 \left(5-\sqrt{5}\right) e^{2 x}}{125 \left(2 x-\sqrt{5}+1\right)^4}-\frac{64 e^{2 x}}{25 \sqrt{5} \left(2 x-\sqrt{5}+1\right)^4}+\frac{56 \left(5+\sqrt{5}\right) e^{2 x}}{125 \left(2 x+\sqrt{5}+1\right)^4}+\frac{64 e^{2 x}}{25 \sqrt{5} \left(2 x+\sqrt{5}+1\right)^4}","\left(\frac{e^x}{\left(x-\frac{1}{x}+1\right)^2}+47\right)^2",1,"(-64*E^(2*x))/(25*Sqrt[5]*(1 - Sqrt[5] + 2*x)^4) + (56*(5 - Sqrt[5])*E^(2*x))/(125*(1 - Sqrt[5] + 2*x)^4) - (32*E^(2*x))/(25*(1 - Sqrt[5] + 2*x)^3) - (64*E^(2*x))/(75*Sqrt[5]*(1 - Sqrt[5] + 2*x)^3) + (112*(5 - 3*Sqrt[5])*E^(2*x))/(375*(1 - Sqrt[5] + 2*x)^3) - (8*(1 - Sqrt[5])*E^(2*x))/(5*(1 - Sqrt[5] + 2*x)^3) + (56*(5 - Sqrt[5])*E^(2*x))/(375*(1 - Sqrt[5] + 2*x)^3) - (376*E^x)/(5*Sqrt[5]*(1 - Sqrt[5] + 2*x)^2) + (564*(5 - Sqrt[5])*E^x)/(25*(1 - Sqrt[5] + 2*x)^2) - (16*E^(2*x))/(25*(1 - Sqrt[5] + 2*x)^2) - (68*E^(2*x))/(75*Sqrt[5]*(1 - Sqrt[5] + 2*x)^2) + (28*(5 - 3*Sqrt[5])*E^(2*x))/(75*(1 - Sqrt[5] + 2*x)^2) - (12*(5 - 2*Sqrt[5])*E^(2*x))/(25*(1 - Sqrt[5] + 2*x)^2) - (4*(1 - Sqrt[5])*E^(2*x))/(5*(1 - Sqrt[5] + 2*x)^2) + (148*(5 - Sqrt[5])*E^(2*x))/(375*(1 - Sqrt[5] + 2*x)^2) - (1692*E^x)/(25*(1 - Sqrt[5] + 2*x)) - (188*E^x)/(5*Sqrt[5]*(1 - Sqrt[5] + 2*x)) - (282*(1 - Sqrt[5])*E^x)/(5*(1 - Sqrt[5] + 2*x)) + (564*(3 - Sqrt[5])*E^x)/(25*(1 - Sqrt[5] + 2*x)) + (282*(5 - Sqrt[5])*E^x)/(25*(1 - Sqrt[5] + 2*x)) - (96*E^(2*x))/(125*(1 - Sqrt[5] + 2*x)) - (68*E^(2*x))/(75*Sqrt[5]*(1 - Sqrt[5] + 2*x)) + (28*(5 - 3*Sqrt[5])*E^(2*x))/(75*(1 - Sqrt[5] + 2*x)) - (12*(5 - 2*Sqrt[5])*E^(2*x))/(25*(1 - Sqrt[5] + 2*x)) - (4*(1 - Sqrt[5])*E^(2*x))/(5*(1 - Sqrt[5] + 2*x)) + (8*(3 - Sqrt[5])*E^(2*x))/(25*(1 - Sqrt[5] + 2*x)) - (32*(5 - Sqrt[5])*E^(2*x))/(375*(1 - Sqrt[5] + 2*x)) + (28*(7 - Sqrt[5])*E^(2*x))/(125*(1 - Sqrt[5] + 2*x)) + (64*E^(2*x))/(25*Sqrt[5]*(1 + Sqrt[5] + 2*x)^4) + (56*(5 + Sqrt[5])*E^(2*x))/(125*(1 + Sqrt[5] + 2*x)^4) - (32*E^(2*x))/(25*(1 + Sqrt[5] + 2*x)^3) + (64*E^(2*x))/(75*Sqrt[5]*(1 + Sqrt[5] + 2*x)^3) - (8*(1 + Sqrt[5])*E^(2*x))/(5*(1 + Sqrt[5] + 2*x)^3) + (56*(5 + Sqrt[5])*E^(2*x))/(375*(1 + Sqrt[5] + 2*x)^3) + (112*(5 + 3*Sqrt[5])*E^(2*x))/(375*(1 + Sqrt[5] + 2*x)^3) + (376*E^x)/(5*Sqrt[5]*(1 + Sqrt[5] + 2*x)^2) + (564*(5 + Sqrt[5])*E^x)/(25*(1 + Sqrt[5] + 2*x)^2) - (16*E^(2*x))/(25*(1 + Sqrt[5] + 2*x)^2) + (68*E^(2*x))/(75*Sqrt[5]*(1 + Sqrt[5] + 2*x)^2) - (4*(1 + Sqrt[5])*E^(2*x))/(5*(1 + Sqrt[5] + 2*x)^2) + (148*(5 + Sqrt[5])*E^(2*x))/(375*(1 + Sqrt[5] + 2*x)^2) - (12*(5 + 2*Sqrt[5])*E^(2*x))/(25*(1 + Sqrt[5] + 2*x)^2) + (28*(5 + 3*Sqrt[5])*E^(2*x))/(75*(1 + Sqrt[5] + 2*x)^2) - (1692*E^x)/(25*(1 + Sqrt[5] + 2*x)) + (188*E^x)/(5*Sqrt[5]*(1 + Sqrt[5] + 2*x)) - (282*(1 + Sqrt[5])*E^x)/(5*(1 + Sqrt[5] + 2*x)) + (564*(3 + Sqrt[5])*E^x)/(25*(1 + Sqrt[5] + 2*x)) + (282*(5 + Sqrt[5])*E^x)/(25*(1 + Sqrt[5] + 2*x)) - (96*E^(2*x))/(125*(1 + Sqrt[5] + 2*x)) + (68*E^(2*x))/(75*Sqrt[5]*(1 + Sqrt[5] + 2*x)) - (4*(1 + Sqrt[5])*E^(2*x))/(5*(1 + Sqrt[5] + 2*x)) + (8*(3 + Sqrt[5])*E^(2*x))/(25*(1 + Sqrt[5] + 2*x)) - (32*(5 + Sqrt[5])*E^(2*x))/(375*(1 + Sqrt[5] + 2*x)) + (28*(7 + Sqrt[5])*E^(2*x))/(125*(1 + Sqrt[5] + 2*x)) - (12*(5 + 2*Sqrt[5])*E^(2*x))/(25*(1 + Sqrt[5] + 2*x)) + (28*(5 + 3*Sqrt[5])*E^(2*x))/(75*(1 + Sqrt[5] + 2*x)) + (846*E^((-1 + Sqrt[5])/2)*ExpIntegralEi[(1 - Sqrt[5] + 2*x)/2])/25 + (282*E^((-1 + Sqrt[5])/2)*ExpIntegralEi[(1 - Sqrt[5] + 2*x)/2])/(5*Sqrt[5]) + (141*(1 - Sqrt[5])*E^((-1 + Sqrt[5])/2)*ExpIntegralEi[(1 - Sqrt[5] + 2*x)/2])/5 - (282*(3 - Sqrt[5])*E^((-1 + Sqrt[5])/2)*ExpIntegralEi[(1 - Sqrt[5] + 2*x)/2])/25 - (141*(5 - Sqrt[5])*E^((-1 + Sqrt[5])/2)*ExpIntegralEi[(1 - Sqrt[5] + 2*x)/2])/25 + (96*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/125 + (68*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/(75*Sqrt[5]) - (28*(5 - 3*Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/75 + (12*(5 - 2*Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/25 + (4*(1 - Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/5 - (8*(3 - Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/25 + (32*(5 - Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/375 - (28*(7 - Sqrt[5])*E^(-1 + Sqrt[5])*ExpIntegralEi[1 - Sqrt[5] + 2*x])/125 + (846*E^(-1/2 - Sqrt[5]/2)*ExpIntegralEi[(1 + Sqrt[5] + 2*x)/2])/25 - (282*E^(-1/2 - Sqrt[5]/2)*ExpIntegralEi[(1 + Sqrt[5] + 2*x)/2])/(5*Sqrt[5]) + (141*(1 + Sqrt[5])*E^(-1/2 - Sqrt[5]/2)*ExpIntegralEi[(1 + Sqrt[5] + 2*x)/2])/5 - (282*(3 + Sqrt[5])*E^(-1/2 - Sqrt[5]/2)*ExpIntegralEi[(1 + Sqrt[5] + 2*x)/2])/25 - (141*(5 + Sqrt[5])*E^(-1/2 - Sqrt[5]/2)*ExpIntegralEi[(1 + Sqrt[5] + 2*x)/2])/25 + (96*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/125 - (68*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/(75*Sqrt[5]) + (4*(1 + Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/5 - (8*(3 + Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/25 + (32*(5 + Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/375 - (28*(7 + Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/125 + (12*(5 + 2*Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/25 - (28*(5 + 3*Sqrt[5])*E^(-1 - Sqrt[5])*ExpIntegralEi[1 + Sqrt[5] + 2*x])/75","C",908,6,117,0.05128,1,"{6688, 12, 6742, 2177, 2178, 2268}"
1023,1,53,0,0.1933433,"\int \frac{e^2 \left(31250 x-25000 x^2+7500 x^3-950 x^4+40 x^5\right)}{31250-25000 x-2375 x^2+6700 x^3-1518 x^4-230 x^5+138 x^6-20 x^7+x^8} \, dx","Int[(E^2*(31250*x - 25000*x^2 + 7500*x^3 - 950*x^4 + 40*x^5))/(31250 - 25000*x - 2375*x^2 + 6700*x^3 - 1518*x^4 - 230*x^5 + 138*x^6 - 20*x^7 + x^8),x]","5 e^2 \log \left(-x^4+10 x^3-17 x^2-100 x+250\right)-5 e^2 \log \left(-x^4+10 x^3-21 x^2-50 x+125\right)","5 e^2 \log \left(\frac{x}{x-\frac{5-\frac{x^2}{(x-5)^2}}{x}}-2\right)",1,"-5*E^2*Log[125 - 50*x - 21*x^2 + 10*x^3 - x^4] + 5*E^2*Log[250 - 100*x - 17*x^2 + 10*x^3 - x^4]","A",5,3,68,0.04412,1,"{12, 2074, 1587}"
1024,1,32,0,0.0172909,"\int \frac{-45000-2400 x^3+3528 x^4-2016 x^5+256 x^6}{625 x^3} \, dx","Int[(-45000 - 2400*x^3 + 3528*x^4 - 2016*x^5 + 256*x^6)/(625*x^3),x]","\frac{64 x^4}{625}-\frac{672 x^3}{625}+\frac{1764 x^2}{625}+\frac{36}{x^2}-\frac{96 x}{25}","4 \left(\left(-\frac{4}{25} \left(x^2+x\right)+x+\frac{3}{x}\right)^2+3\right)+\log (2)",1,"36/x^2 - (96*x)/25 + (1764*x^2)/625 - (672*x^3)/625 + (64*x^4)/625","A",3,2,29,0.06897,1,"{12, 14}"
1025,1,45,0,0.0267321,"\int \left(20-8 e^{2 x}-8 x-8 \log \left(\frac{4}{3}\right)+e^x \left(-4+8 x+8 \log \left(\frac{4}{3}\right)\right)\right) \, dx","Int[20 - 8*E^(2*x) - 8*x - 8*Log[4/3] + E^x*(-4 + 8*x + 8*Log[4/3]),x]","-4 x^2-8 e^x-4 e^{2 x}+4 x \left(5-2 \log \left(\frac{4}{3}\right)\right)-4 e^x \left(-2 x+1-2 \log \left(\frac{4}{3}\right)\right)","4 \left(e^x+x-\left(-x+e^x+2-\log \left(\frac{4}{3}\right)\right)^2\right)",1,"-8*E^x - 4*E^(2*x) - 4*x^2 + 4*x*(5 - 2*Log[4/3]) - 4*E^x*(1 - 2*x - 2*Log[4/3])","A",4,2,33,0.06061,1,"{2194, 2176}"
1026,0,0,0,1.5367764,"\int \frac{960 x^2+656 x^3+12 x^4+e^x \left(160 x^3-77 x^4-x^5\right)}{64+128 x+64 x^2+4 e^{2 x} x^2+e^x \left(32 x+32 x^2\right)} \, dx","Int[(960*x^2 + 656*x^3 + 12*x^4 + E^x*(160*x^3 - 77*x^4 - x^5))/(64 + 128*x + 64*x^2 + 4*E^(2*x)*x^2 + E^x*(32*x + 32*x^2)),x]","\int \frac{960 x^2+656 x^3+12 x^4+e^x \left(160 x^3-77 x^4-x^5\right)}{64+128 x+64 x^2+4 e^{2 x} x^2+e^x \left(32 x+32 x^2\right)} \, dx","\frac{4 x \left(\frac{x^2}{16}+5 x\right)}{e^x+\frac{4}{x}+4}",1,"80*Defer[Int][x^2/(4 + 4*x + E^x*x)^2, x] + 81*Defer[Int][x^3/(4 + 4*x + E^x*x)^2, x] + 81*Defer[Int][x^4/(4 + 4*x + E^x*x)^2, x] + Defer[Int][x^5/(4 + 4*x + E^x*x)^2, x] + 40*Defer[Int][x^2/(4 + 4*x + E^x*x), x] - (77*Defer[Int][x^3/(4 + 4*x + E^x*x), x])/4 - Defer[Int][x^4/(4 + 4*x + E^x*x), x]/4","F",0,0,0,0,-1,"{}"
1027,1,34,0,1.1146161,"\int \frac{72 x^3+48 x^4+8 x^5+e^{2 x} \left(27-36 x-33 x^2-6 x^3\right)+e^{\frac{x-x^2}{3+x}} \left(-6 x^2+12 x^3+2 x^4\right)}{36 x^2+24 x^3+4 x^4} \, dx","Int[(72*x^3 + 48*x^4 + 8*x^5 + E^(2*x)*(27 - 36*x - 33*x^2 - 6*x^3) + E^((x - x^2)/(3 + x))*(-6*x^2 + 12*x^3 + 2*x^4))/(36*x^2 + 24*x^3 + 4*x^4),x]","x^2-\frac{1}{2} e^{\frac{(1-x) x}{x+3}}-\frac{3 e^{2 x}}{4 x}","x^2-\frac{1}{2} e^{\frac{x-x^2}{x+3}}-\frac{3 e^{2 x}}{4 x}-2",1,"-1/2*E^(((1 - x)*x)/(3 + x)) - (3*E^(2*x))/(4*x) + x^2","A",7,6,88,0.06818,1,"{1594, 27, 12, 6688, 2197, 6706}"
1028,0,0,0,0.9247868,"\int \frac{-2 e^{2 x} x^5+\left(-5 x^5+5 x^4 \log \left(4 e^{e^{2 x}+x}\right)\right) \log \left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)+\left(-x-x \log (x)+\log \left(4 e^{e^{2 x}+x}\right) (1+\log (x))\right) \log ^2\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)}{\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right) \log ^2\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)} \, dx","Int[(-2*E^(2*x)*x^5 + (-5*x^5 + 5*x^4*Log[4*E^(E^(2*x) + x)])*Log[-x + Log[4*E^(E^(2*x) + x)]] + (-x - x*Log[x] + Log[4*E^(E^(2*x) + x)]*(1 + Log[x]))*Log[-x + Log[4*E^(E^(2*x) + x)]]^2)/((-x + Log[4*E^(E^(2*x) + x)])*Log[-x + Log[4*E^(E^(2*x) + x)]]^2),x]","\int \frac{-2 e^{2 x} x^5+\left(-5 x^5+5 x^4 \log \left(4 e^{e^{2 x}+x}\right)\right) \log \left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)+\left(-x-x \log (x)+\log \left(4 e^{e^{2 x}+x}\right) (1+\log (x))\right) \log ^2\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)}{\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right) \log ^2\left(-x+\log \left(4 e^{e^{2 x}+x}\right)\right)} \, dx","x \left(\frac{x^4}{\log \left(\log \left(4 e^{x+e^{2 x}}\right)-x\right)}+\log (x)\right)",1,"x*Log[x] + 2*Defer[Int][(E^(2*x)*x^5)/((x - Log[4*E^(E^(2*x) + x)])*Log[-x + Log[4*E^(E^(2*x) + x)]]^2), x] + 5*Defer[Int][x^4/Log[-x + Log[4*E^(E^(2*x) + x)]], x]","F",0,0,0,0,-1,"{}"
1029,0,0,0,0.4746285,"\int \frac{518 x+256 x^2-16 x^4-2 x^5}{67081+132608 x+112674 x^2+54880 x^3+16991 x^4+3424 x^5+438 x^6+32 x^7+x^8} \, dx","Int[(518*x + 256*x^2 - 16*x^4 - 2*x^5)/(67081 + 132608*x + 112674*x^2 + 54880*x^3 + 16991*x^4 + 3424*x^5 + 438*x^6 + 32*x^7 + x^8),x]","\int \frac{518 x+256 x^2-16 x^4-2 x^5}{67081+132608 x+112674 x^2+54880 x^3+16991 x^4+3424 x^5+438 x^6+32 x^7+x^8} \, dx","\frac{x}{\frac{(x+4)^4+3}{x}-5 x}+e^3",1,"37/(2*(259 + 256*x + 91*x^2 + 16*x^3 + x^4)) + 592*Defer[Int][(259 + 256*x + 91*x^2 + 16*x^3 + x^4)^(-2), x] + 307*Defer[Int][x/(259 + 256*x + 91*x^2 + 16*x^3 + x^4)^2, x] + 200*Defer[Int][x^2/(259 + 256*x + 91*x^2 + 16*x^3 + x^4)^2, x] + 16*Defer[Int][(259 + 256*x + 91*x^2 + 16*x^3 + x^4)^(-1), x] - 2*Defer[Int][x/(259 + 256*x + 91*x^2 + 16*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
1030,0,0,0,21.9613226,"\int \frac{10485760 x+18874368 x^2+14155776 x^3+5914624 x^4+1545728 x^5+267520 x^6+31232 x^7+2384 x^8+106 x^9+2 x^{10}+e^{16} \left(655360 x+1310720 x^2+1146880 x^3+573440 x^4+179200 x^5+35840 x^6+4480 x^7+320 x^8+10 x^9\right)+e^{12} \left(5242880 x+10158080 x^2+8519680 x^3+4034560 x^4+1177600 x^5+216320 x^6+24320 x^7+1520 x^8+40 x^9\right)+e^8 \left(15728640 x+29622272 x^2+23855104 x^3+10735616 x^4+2956288 x^5+512000 x^6+55168 x^7+3536 x^8+124 x^9+2 x^{10}\right)+e^4 \left(20971520 x+38535168 x^2+29884416 x^3+12881920 x^4+3414016 x^5+581120 x^6+64512 x^7+4624 x^8+200 x^9+4 x^{10}\right)}{2097152000+2516582400 x+1515192320 x^2+626524160 x^3+201646080 x^4+52879360 x^5+11408640 x^6+2030720 x^7+297885 x^8+35140 x^9+3110 x^{10}+180 x^{11}+5 x^{12}+e^{32} \left(8192000+16384000 x+14336000 x^2+7168000 x^3+2240000 x^4+448000 x^5+56000 x^6+4000 x^7+125 x^8\right)+e^{28} \left(131072000+245760000 x+200704000 x^2+93184000 x^3+26880000 x^4+4928000 x^5+560000 x^6+36000 x^7+1000 x^8\right)+e^{24} \left(917504000+1612185600 x+1231667200 x^2+534732800 x^3+144614400 x^4+25088000 x^5+2766400 x^6+184800 x^7+6700 x^8+100 x^9\right)+e^{20} \left(3670016000+6042419200 x+4333568000 x^2+1776230400 x^3+459110400 x^4+77952000 x^5+8780800 x^6+644000 x^7+28600 x^8+600 x^9\right)+e^{16} \left(9175040000+14155776000 x+9581035520 x^2+3757015040 x^3+951324160 x^4+164334080 x^5+19918400 x^6+1702880 x^7+100110 x^8+3740 x^9+70 x^{10}\right)+e^{12} \left(14680064000+21233664000 x+13668188160 x^2+5221580800 x^3+1335685120 x^4+244779520 x^5+33366400 x^6+3407840 x^7+251800 x^8+12080 x^9+280 x^{10}\right)+e^8 \left(14680064000+19922944000 x+12332564480 x^2+4699586560 x^3+1257328640 x^4+253757440 x^5+39852480 x^6+4837920 x^7+436140 x^8+27260 x^9+1060 x^{10}+20 x^{11}\right)+e^4 \left(8388608000+10695475200 x+6464471040 x^2+2527723520 x^3+731463680 x^4+166676480 x^5+30293760 x^6+4308960 x^7+462280 x^8+35320 x^9+1720 x^{10}+40 x^{11}\right)} \, dx","Int[(10485760*x + 18874368*x^2 + 14155776*x^3 + 5914624*x^4 + 1545728*x^5 + 267520*x^6 + 31232*x^7 + 2384*x^8 + 106*x^9 + 2*x^10 + E^16*(655360*x + 1310720*x^2 + 1146880*x^3 + 573440*x^4 + 179200*x^5 + 35840*x^6 + 4480*x^7 + 320*x^8 + 10*x^9) + E^12*(5242880*x + 10158080*x^2 + 8519680*x^3 + 4034560*x^4 + 1177600*x^5 + 216320*x^6 + 24320*x^7 + 1520*x^8 + 40*x^9) + E^8*(15728640*x + 29622272*x^2 + 23855104*x^3 + 10735616*x^4 + 2956288*x^5 + 512000*x^6 + 55168*x^7 + 3536*x^8 + 124*x^9 + 2*x^10) + E^4*(20971520*x + 38535168*x^2 + 29884416*x^3 + 12881920*x^4 + 3414016*x^5 + 581120*x^6 + 64512*x^7 + 4624*x^8 + 200*x^9 + 4*x^10))/(2097152000 + 2516582400*x + 1515192320*x^2 + 626524160*x^3 + 201646080*x^4 + 52879360*x^5 + 11408640*x^6 + 2030720*x^7 + 297885*x^8 + 35140*x^9 + 3110*x^10 + 180*x^11 + 5*x^12 + E^32*(8192000 + 16384000*x + 14336000*x^2 + 7168000*x^3 + 2240000*x^4 + 448000*x^5 + 56000*x^6 + 4000*x^7 + 125*x^8) + E^28*(131072000 + 245760000*x + 200704000*x^2 + 93184000*x^3 + 26880000*x^4 + 4928000*x^5 + 560000*x^6 + 36000*x^7 + 1000*x^8) + E^24*(917504000 + 1612185600*x + 1231667200*x^2 + 534732800*x^3 + 144614400*x^4 + 25088000*x^5 + 2766400*x^6 + 184800*x^7 + 6700*x^8 + 100*x^9) + E^20*(3670016000 + 6042419200*x + 4333568000*x^2 + 1776230400*x^3 + 459110400*x^4 + 77952000*x^5 + 8780800*x^6 + 644000*x^7 + 28600*x^8 + 600*x^9) + E^16*(9175040000 + 14155776000*x + 9581035520*x^2 + 3757015040*x^3 + 951324160*x^4 + 164334080*x^5 + 19918400*x^6 + 1702880*x^7 + 100110*x^8 + 3740*x^9 + 70*x^10) + E^12*(14680064000 + 21233664000*x + 13668188160*x^2 + 5221580800*x^3 + 1335685120*x^4 + 244779520*x^5 + 33366400*x^6 + 3407840*x^7 + 251800*x^8 + 12080*x^9 + 280*x^10) + E^8*(14680064000 + 19922944000*x + 12332564480*x^2 + 4699586560*x^3 + 1257328640*x^4 + 253757440*x^5 + 39852480*x^6 + 4837920*x^7 + 436140*x^8 + 27260*x^9 + 1060*x^10 + 20*x^11) + E^4*(8388608000 + 10695475200*x + 6464471040*x^2 + 2527723520*x^3 + 731463680*x^4 + 166676480*x^5 + 30293760*x^6 + 4308960*x^7 + 462280*x^8 + 35320*x^9 + 1720*x^10 + 40*x^11)),x]","\int \frac{10485760 x+18874368 x^2+14155776 x^3+5914624 x^4+1545728 x^5+267520 x^6+31232 x^7+2384 x^8+106 x^9+2 x^{10}+e^{16} \left(655360 x+1310720 x^2+1146880 x^3+573440 x^4+179200 x^5+35840 x^6+4480 x^7+320 x^8+10 x^9\right)+e^{12} \left(5242880 x+10158080 x^2+8519680 x^3+4034560 x^4+1177600 x^5+216320 x^6+24320 x^7+1520 x^8+40 x^9\right)+e^8 \left(15728640 x+29622272 x^2+23855104 x^3+10735616 x^4+2956288 x^5+512000 x^6+55168 x^7+3536 x^8+124 x^9+2 x^{10}\right)+e^4 \left(20971520 x+38535168 x^2+29884416 x^3+12881920 x^4+3414016 x^5+581120 x^6+64512 x^7+4624 x^8+200 x^9+4 x^{10}\right)}{2097152000+2516582400 x+1515192320 x^2+626524160 x^3+201646080 x^4+52879360 x^5+11408640 x^6+2030720 x^7+297885 x^8+35140 x^9+3110 x^{10}+180 x^{11}+5 x^{12}+e^{32} \left(8192000+16384000 x+14336000 x^2+7168000 x^3+2240000 x^4+448000 x^5+56000 x^6+4000 x^7+125 x^8\right)+e^{28} \left(131072000+245760000 x+200704000 x^2+93184000 x^3+26880000 x^4+4928000 x^5+560000 x^6+36000 x^7+1000 x^8\right)+e^{24} \left(917504000+1612185600 x+1231667200 x^2+534732800 x^3+144614400 x^4+25088000 x^5+2766400 x^6+184800 x^7+6700 x^8+100 x^9\right)+e^{20} \left(3670016000+6042419200 x+4333568000 x^2+1776230400 x^3+459110400 x^4+77952000 x^5+8780800 x^6+644000 x^7+28600 x^8+600 x^9\right)+e^{16} \left(9175040000+14155776000 x+9581035520 x^2+3757015040 x^3+951324160 x^4+164334080 x^5+19918400 x^6+1702880 x^7+100110 x^8+3740 x^9+70 x^{10}\right)+e^{12} \left(14680064000+21233664000 x+13668188160 x^2+5221580800 x^3+1335685120 x^4+244779520 x^5+33366400 x^6+3407840 x^7+251800 x^8+12080 x^9+280 x^{10}\right)+e^8 \left(14680064000+19922944000 x+12332564480 x^2+4699586560 x^3+1257328640 x^4+253757440 x^5+39852480 x^6+4837920 x^7+436140 x^8+27260 x^9+1060 x^{10}+20 x^{11}\right)+e^4 \left(8388608000+10695475200 x+6464471040 x^2+2527723520 x^3+731463680 x^4+166676480 x^5+30293760 x^6+4308960 x^7+462280 x^8+35320 x^9+1720 x^{10}+40 x^{11}\right)} \, dx","\frac{1}{\frac{\left(5 \left(\frac{\frac{4 x}{x+4}+x}{x}+e^4\right)^2+x\right)^2}{x^2}+4}",1,"(48373 + 181420*E^4 + 170170*E^8 - 127988*E^12 - 415141*E^16 - 421352*E^20 - 237620*E^24 - 65416*E^28 + 10011*E^32 + 17212*E^36 + 7066*E^40 + 1404*E^44 + 117*E^48)/(15*(1280*(2 + E^4)^4 + 256*(2 + E^4)^2*(12 + 15*E^4 + 5*E^8)*x + 32*(116 + 236*E^4 + 211*E^8 + 90*E^12 + 15*E^16)*x^2 + 16*(52 + 71*E^4 + 57*E^8 + 25*E^12 + 5*E^16)*x^3 + (149 + 100*E^4 + 62*E^8 + 20*E^12 + 5*E^16)*x^4 + 2*(9 + 2*E^4 + E^8)*x^5 + x^6)) - (2*(961 - 19038*E^4 - 53715*E^8 - 50688*E^12 - 12582*E^16 + 12276*E^20 + 12650*E^24 + 6096*E^28 + 1957*E^32 + 410*E^36 + 41*E^40)*Defer[Int][(-20480 - 12288*x - 3712*x^2 - 832*x^3 - 149*x^4 - 18*x^5 - x^6 - 5*E^16*(4 + x)^4 - 20*E^12*(4 + x)^3*(8 + x) - 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) - 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^(-1), x])/5 + (256*(2 + E^4)^2*(465156 + 5071875*E^4 + 13706735*E^8 + 15023294*E^12 + 3153188*E^16 - 10365919*E^20 - 13861085*E^24 - 9073852*E^28 - 3395068*E^32 - 437291*E^36 + 280197*E^40 + 191678*E^44 + 56564*E^48 + 8775*E^52 + 585*E^56)*Defer[Int][(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^(-2), x])/15 + (64*(896516 + 39172012*E^4 + 167537831*E^8 + 310023782*E^12 + 280249981*E^16 + 52163080*E^20 - 174186249*E^24 - 235333478*E^28 - 162228091*E^32 - 68339060*E^36 - 14603699*E^40 + 1981530*E^44 + 2864479*E^48 + 1134336*E^52 + 252117*E^56 + 31590*E^60 + 1755*E^64)*Defer[Int][x/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^2, x])/15 - (16*(1087500 - 7522067*E^4 - 47648589*E^8 - 102244143*E^12 - 108736455*E^16 - 44623535*E^20 + 33347931*E^24 + 64766901*E^28 + 49681809*E^32 + 22667655*E^36 + 5759489*E^40 - 7149*E^44 - 688141*E^48 - 311685*E^52 - 74639*E^56 - 9945*E^60 - 585*E^64)*Defer[Int][x^2/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^2, x])/5 - (4*(3950215 - 2314152*E^4 - 56784080*E^8 - 142604224*E^12 - 169871900*E^16 - 95270872*E^20 + 13065616*E^24 + 67891184*E^28 + 58660442*E^32 + 28324904*E^36 + 8010384*E^40 + 750944*E^44 - 448252*E^48 - 252328*E^52 - 65744*E^56 - 9360*E^60 - 585*E^64)*Defer[Int][x^3/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^2, x])/15 - (4*(330327 + 349174*E^4 - 2220687*E^8 - 6767424*E^12 - 8697237*E^16 - 5687498*E^20 - 720019*E^24 + 2127408*E^28 + 2110309*E^32 + 1033474*E^36 + 298003*E^40 + 49680*E^44 + 4313*E^48 + 210*E^52 + 15*E^56)*Defer[Int][x^4/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5))^2, x])/15 + (2*(2135 + 2872*E^4 - 1100*E^8 - 4728*E^12 - 3622*E^16 - 1016*E^20 + 20*E^24 + 56*E^28 + 7*E^32)*Defer[Int][x/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5)), x])/5 + (2*(413 + 694*E^4 + 435*E^8 + 44*E^12 - 117*E^16 - 66*E^20 - 11*E^24)*Defer[Int][x^2/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5)), x])/5 + (2*(35 + 60*E^4 + 34*E^8 + 12*E^12 + 3*E^16)*Defer[Int][x^3/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5)), x])/5 + (2*(1 + E^4)^2*Defer[Int][x^4/(20480 + 12288*x + 3712*x^2 + 832*x^3 + 149*x^4 + 18*x^5 + x^6 + 5*E^16*(4 + x)^4 + 20*E^12*(4 + x)^3*(8 + x) + 2*E^8*(4 + x)^2*(960 + 256*x + 23*x^2 + x^3) + 4*E^4*(10240 + 6912*x + 1888*x^2 + 284*x^3 + 25*x^4 + x^5)), x])/5","F",0,0,0,0,-1,"{}"
1031,0,0,0,0.6249749,"\int \frac{-6-12 x-11 x^2+2 x^3+2 x^2 \log (x)}{25 x-20 x^2+4 x^3+\left(-10 x+4 x^2\right) \log (x)+x \log ^2(x)} \, dx","Int[(-6 - 12*x - 11*x^2 + 2*x^3 + 2*x^2*Log[x])/(25*x - 20*x^2 + 4*x^3 + (-10*x + 4*x^2)*Log[x] + x*Log[x]^2),x]","\int \frac{-6-12 x-11 x^2+2 x^3+2 x^2 \log (x)}{25 x-20 x^2+4 x^3+\left(-10 x+4 x^2\right) \log (x)+x \log ^2(x)} \, dx","\frac{x^2+6}{2 x+\log (x)-5}",1,"-12*Defer[Int][(-5 + 2*x + Log[x])^(-2), x] - 6*Defer[Int][1/(x*(-5 + 2*x + Log[x])^2), x] - Defer[Int][x/(-5 + 2*x + Log[x])^2, x] - 2*Defer[Int][x^2/(-5 + 2*x + Log[x])^2, x] + 2*Defer[Int][x/(-5 + 2*x + Log[x]), x]","F",0,0,0,0,-1,"{}"
1032,0,0,0,1.1696158,"\int \frac{e^x \left(-150-265 x-136 x^2-16 x^3\right)+e^{\frac{-8 x+4 e^4 x^2}{5+4 x}} \left(-175+16 x^2+e^4 \left(200 x+120 x^2+16 x^3\right)\right)}{25+40 x+16 x^2} \, dx","Int[(E^x*(-150 - 265*x - 136*x^2 - 16*x^3) + E^((-8*x + 4*E^4*x^2)/(5 + 4*x))*(-175 + 16*x^2 + E^4*(200*x + 120*x^2 + 16*x^3)))/(25 + 40*x + 16*x^2),x]","\int \frac{e^x \left(-150-265 x-136 x^2-16 x^3\right)+e^{\frac{-8 x+4 e^4 x^2}{5+4 x}} \left(-175+16 x^2+e^4 \left(200 x+120 x^2+16 x^3\right)\right)}{25+40 x+16 x^2} \, dx","\left(e^{\frac{x \left(e^4 x-2\right)}{x+\frac{5}{4}}}-e^x\right) (x+5)",1,"E^x - E^x*(6 + x) + (1 + 5*E^4)*Defer[Int][E^((4*x*(-2 + E^4*x))/(5 + 4*x)), x] + Defer[Int][E^((4*(5 + 2*x + E^4*x^2))/(5 + 4*x))*x, x] - (75*(8 + 5*E^4)*Defer[Int][E^((4*x*(-2 + E^4*x))/(5 + 4*x))/(5 + 4*x)^2, x])/4 - (5*(8 + 5*E^4)*Defer[Int][E^((4*x*(-2 + E^4*x))/(5 + 4*x))/(5 + 4*x), x])/4","F",0,0,0,0,-1,"{}"
1033,1,11,0,0.0053565,"\int \left(4-8 e^{2 x}\right) \, dx","Int[4 - 8*E^(2*x),x]","4 x-4 e^{2 x}","4 \left(x-e^{2 x}+2\right)",1,"-4*E^(2*x) + 4*x","A",2,1,9,0.1111,1,"{2194}"
1034,1,20,0,0.9976728,"\int \frac{12 e^x+15 e^{6 x}+\left(3 e^{6 x}+e^x (48+12 x)\right) \log \left(\frac{1}{4} \left(16+e^{5 x}+4 x\right)\right)}{16+e^{5 x}+4 x} \, dx","Int[(12*E^x + 15*E^(6*x) + (3*E^(6*x) + E^x*(48 + 12*x))*Log[(16 + E^(5*x) + 4*x)/4])/(16 + E^(5*x) + 4*x),x]","3 e^x \log \left(\frac{1}{4} \left(4 x+e^{5 x}+16\right)\right)","3 e^x \log \left(x+\frac{e^{5 x}}{4}+4\right)",1,"3*E^x*Log[(16 + E^(5*x) + 4*x)/4]","A",13,3,59,0.05085,1,"{6742, 2194, 2554}"
1035,0,0,0,4.5733056,"\int \frac{-4 x \log (5)+x \log (5) \log (x)-4 \log ^2(x)+\log ^3(x)+\left(x \log (5)-8 \log (x)+7 \log ^2(x)-\log ^3(x)\right) \log \left(4 x+e^5 x\right)}{\left(-4 x^2 \log (5)+x^2 \log (5) \log (x)-4 x \log ^2(x)+x \log ^3(x)\right) \log \left(4 x+e^5 x\right)} \, dx","Int[(-4*x*Log[5] + x*Log[5]*Log[x] - 4*Log[x]^2 + Log[x]^3 + (x*Log[5] - 8*Log[x] + 7*Log[x]^2 - Log[x]^3)*Log[4*x + E^5*x])/((-4*x^2*Log[5] + x^2*Log[5]*Log[x] - 4*x*Log[x]^2 + x*Log[x]^3)*Log[4*x + E^5*x]),x]","\int \frac{-4 x \log (5)+x \log (5) \log (x)-4 \log ^2(x)+\log ^3(x)+\left(x \log (5)-8 \log (x)+7 \log ^2(x)-\log ^3(x)\right) \log \left(4 x+e^5 x\right)}{\left(-4 x^2 \log (5)+x^2 \log (5) \log (x)-4 x \log ^2(x)+x \log ^3(x)\right) \log \left(4 x+e^5 x\right)} \, dx","\log \left((\log (x)-4) \left(\frac{\log ^2(x)}{x}+\log (5)\right) \log \left(\left(4+e^5\right) x\right)\right)",1,"-Log[x] + Log[4 - Log[x]] + Log[x*Log[5] + Log[x]^2] - 4*Log[5]*Defer[Int][1/((-4 + Log[x])*(x*Log[5] + Log[x]^2)*Log[(4 + E^5)*x]), x] + Log[5]*Defer[Int][Log[x]/((-4 + Log[x])*(x*Log[5] + Log[x]^2)*Log[(4 + E^5)*x]), x] - 4*Defer[Int][Log[x]^2/(x*(-4 + Log[x])*(x*Log[5] + Log[x]^2)*Log[(4 + E^5)*x]), x] + Defer[Int][Log[x]^3/(x*(-4 + Log[x])*(x*Log[5] + Log[x]^2)*Log[(4 + E^5)*x]), x]","F",0,0,0,0,-1,"{}"
1036,-1,0,0,179.999933,"\int \frac{e^x \left(54+9 x-9 x^2\right)+e^{3 x} \left(-108 x^2-36 x^3+33 x^4+6 x^5-3 x^6\right)+e^{2 x} \left(108 x^2+36 x^3-33 x^4-6 x^5+3 x^6\right)+e^x \left(-54-72 x+18 x^2+9 x^3\right) \log (x)}{e^{4 x} \left(36 x^2+12 x^3-11 x^4-2 x^5+x^6\right)+e^{3 x} \left(-72 x^3-24 x^4+22 x^5+4 x^6-2 x^7\right)+e^{2 x} \left(36 x^4+12 x^5-11 x^6-2 x^7+x^8\right)+\left(e^{2 x} \left(-36 x-6 x^2+6 x^3\right)+e^x \left(36 x^2+6 x^3-6 x^4\right)\right) \log (x)+9 \log ^2(x)} \, dx","Int[(E^x*(54 + 9*x - 9*x^2) + E^(3*x)*(-108*x^2 - 36*x^3 + 33*x^4 + 6*x^5 - 3*x^6) + E^(2*x)*(108*x^2 + 36*x^3 - 33*x^4 - 6*x^5 + 3*x^6) + E^x*(-54 - 72*x + 18*x^2 + 9*x^3)*Log[x])/(E^(4*x)*(36*x^2 + 12*x^3 - 11*x^4 - 2*x^5 + x^6) + E^(3*x)*(-72*x^3 - 24*x^4 + 22*x^5 + 4*x^6 - 2*x^7) + E^(2*x)*(36*x^4 + 12*x^5 - 11*x^6 - 2*x^7 + x^8) + (E^(2*x)*(-36*x - 6*x^2 + 6*x^3) + E^x*(36*x^2 + 6*x^3 - 6*x^4))*Log[x] + 9*Log[x]^2),x]","\text{\$Aborted}","\frac{3}{-\frac{e^{-x} \log (x)}{(x+2) \left(x-\frac{x^2}{3}\right)}-x+e^x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1037,1,20,0,0.0654579,"\int \left(-1+e^{\frac{1}{2} \left(-3-2 x+3 x^2\right)} (-1+3 x)\right) \, dx","Int[-1 + E^((-3 - 2*x + 3*x^2)/2)*(-1 + 3*x),x]","e^{\frac{3 x^2}{2}-x-\frac{3}{2}}-x","e^{x^2+\frac{1}{2} \left(x^2-3\right)-x}-x",1,"E^(-3/2 - x + (3*x^2)/2) - x","A",3,2,24,0.08333,1,"{2244, 2236}"
1038,1,38,0,3.1181815,"\int \frac{\exp \left(\frac{-2+x^3+x \log (x)-2 x^2 \log (6+5 x)+x \log ^2(6+5 x)}{x^2}\right) \left(24+26 x+5 x^2-4 x^3+5 x^4+\left(-6 x-5 x^2\right) \log (x)+10 x^2 \log (6+5 x)+\left(-6 x-5 x^2\right) \log ^2(6+5 x)\right)}{6 x^3+5 x^4} \, dx","Int[(E^((-2 + x^3 + x*Log[x] - 2*x^2*Log[6 + 5*x] + x*Log[6 + 5*x]^2)/x^2)*(24 + 26*x + 5*x^2 - 4*x^3 + 5*x^4 + (-6*x - 5*x^2)*Log[x] + 10*x^2*Log[6 + 5*x] + (-6*x - 5*x^2)*Log[6 + 5*x]^2))/(6*x^3 + 5*x^4),x]","\frac{x^{\frac{1}{x}} e^{-\frac{-x^3-x \log ^2(5 x+6)+2}{x^2}}}{(5 x+6)^2}","\exp \left(\frac{-\frac{2}{x}+(\log (3 (2 x+2)-x)-x)^2+\log (x)}{x}\right)",1,"x^x^(-1)/(E^((2 - x^3 - x*Log[6 + 5*x]^2)/x^2)*(6 + 5*x)^2)","A",2,2,111,0.01802,1,"{1593, 6706}"
1039,0,0,0,0.8595252,"\int \frac{-15-5 e-8 x+e^2 (3+e+2 x)+e^x \left(-5-5 x+e^2 (1+x)\right)}{-15 x-5 e x-4 x^2+e^x \left(-5 x+e^2 x\right)+e^2 \left(3 x+e x+x^2\right)} \, dx","Int[(-15 - 5*E - 8*x + E^2*(3 + E + 2*x) + E^x*(-5 - 5*x + E^2*(1 + x)))/(-15*x - 5*E*x - 4*x^2 + E^x*(-5*x + E^2*x) + E^2*(3*x + E*x + x^2)),x]","\int \frac{-15-5 e-8 x+e^2 (3+e+2 x)+e^x \left(-5-5 x+e^2 (1+x)\right)}{-15 x-5 e x-4 x^2+e^x \left(-5 x+e^2 x\right)+e^2 \left(3 x+e x+x^2\right)} \, dx","\log (x)+\log \left(-\frac{x}{5-e^2}+x+e^x+e+3\right)+e^3",1,"x + Log[x] + (11 + E*(5 - 2*E - E^2))*Defer[Int][(-5*E^x*(1 - E^2/5) - 15*(1 - (E*(-5 + 3*E + E^2))/15) - 4*(1 - E^2/4)*x)^(-1), x] - (2 - E)*(2 + E)*Defer[Int][x/(5*E^x*(1 - E^2/5) + 15*(1 - (E*(-5 + 3*E + E^2))/15) + 4*(1 - E^2/4)*x), x]","F",0,0,0,0,-1,"{}"
1040,-1,0,0,180.0019282,"\int \frac{\exp \left(\frac{12+e^{e^{2 x}-2 e^x \log \left(\frac{13}{4}\right)+\log ^2\left(\frac{13}{4}\right)} (3-3 x)-11 x}{-4+e^{e^{2 x}-2 e^x \log \left(\frac{13}{4}\right)+\log ^2\left(\frac{13}{4}\right)} (-1+x)+4 x}\right) \left(-4+e^{e^{2 x}-2 e^x \log \left(\frac{13}{4}\right)+\log ^2\left(\frac{13}{4}\right)} \left(-1+e^{2 x} \left(2 x-2 x^2\right)+e^x \left(-2 x+2 x^2\right) \log \left(\frac{13}{4}\right)\right)\right)}{16-32 x+16 x^2+e^{2 e^{2 x}-4 e^x \log \left(\frac{13}{4}\right)+2 \log ^2\left(\frac{13}{4}\right)} \left(1-2 x+x^2\right)+e^{e^{2 x}-2 e^x \log \left(\frac{13}{4}\right)+\log ^2\left(\frac{13}{4}\right)} \left(8-16 x+8 x^2\right)} \, dx","Int[(E^((12 + E^(E^(2*x) - 2*E^x*Log[13/4] + Log[13/4]^2)*(3 - 3*x) - 11*x)/(-4 + E^(E^(2*x) - 2*E^x*Log[13/4] + Log[13/4]^2)*(-1 + x) + 4*x))*(-4 + E^(E^(2*x) - 2*E^x*Log[13/4] + Log[13/4]^2)*(-1 + E^(2*x)*(2*x - 2*x^2) + E^x*(-2*x + 2*x^2)*Log[13/4])))/(16 - 32*x + 16*x^2 + E^(2*E^(2*x) - 4*E^x*Log[13/4] + 2*Log[13/4]^2)*(1 - 2*x + x^2) + E^(E^(2*x) - 2*E^x*Log[13/4] + Log[13/4]^2)*(8 - 16*x + 8*x^2)),x]","\text{\$Aborted}","e^{\frac{x}{(x-1) \left(e^{\left(e^x-\log \left(\frac{13}{4}\right)\right)^2}+4\right)}-3}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1041,0,0,0,2.4204488,"\int \frac{24+224 x+4 x^2+\sqrt[4]{e} (-16+4 x)+\left(-16 x+44 \sqrt[4]{e} x+48 x^2\right) \log (x)+\left(-2 x+2 \sqrt{e} x+4 \sqrt[4]{e} x^2+2 x^3\right) \log ^2(x)}{144 x+\left(24 \sqrt[4]{e} x+24 x^2\right) \log (x)+\left(\sqrt{e} x+2 \sqrt[4]{e} x^2+x^3\right) \log ^2(x)} \, dx","Int[(24 + 224*x + 4*x^2 + E^(1/4)*(-16 + 4*x) + (-16*x + 44*E^(1/4)*x + 48*x^2)*Log[x] + (-2*x + 2*Sqrt[E]*x + 4*E^(1/4)*x^2 + 2*x^3)*Log[x]^2)/(144*x + (24*E^(1/4)*x + 24*x^2)*Log[x] + (Sqrt[E]*x + 2*E^(1/4)*x^2 + x^3)*Log[x]^2),x]","\int \frac{24+224 x+4 x^2+\sqrt[4]{e} (-16+4 x)+\left(-16 x+44 \sqrt[4]{e} x+48 x^2\right) \log (x)+\left(-2 x+2 \sqrt{e} x+4 \sqrt[4]{e} x^2+2 x^3\right) \log ^2(x)}{144 x+\left(24 \sqrt[4]{e} x+24 x^2\right) \log (x)+\left(\sqrt{e} x+2 \sqrt[4]{e} x^2+x^3\right) \log ^2(x)} \, dx","2 \left(x+\frac{-2 x+\log (x)+8}{\left(x+\sqrt[4]{e}\right) \log (x)+12}\right)",1,"2*x + 2/(E^(1/4) + x) - 4*(16 - E^(1/4))*Defer[Int][(12 + E^(1/4)*Log[x] + x*Log[x])^(-2), x] + 8*(3 - 2*E^(1/4))*Defer[Int][1/(x*(12 + E^(1/4)*Log[x] + x*Log[x])^2), x] + 4*Defer[Int][x/(12 + E^(1/4)*Log[x] + x*Log[x])^2, x] - 288*Defer[Int][1/((E^(1/4) + x)^2*(12 + E^(1/4)*Log[x] + x*Log[x])^2), x] + 48*(4 + E^(1/4))*Defer[Int][1/((E^(1/4) + x)*(12 + E^(1/4)*Log[x] + x*Log[x])^2), x] + 48*Defer[Int][1/((E^(1/4) + x)^2*(12 + E^(1/4)*Log[x] + x*Log[x])), x] - 4*(4 + E^(1/4))*Defer[Int][1/((E^(1/4) + x)*(12 + E^(1/4)*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
1042,1,18,0,0.0715391,"\int \frac{50 x^5+e^{6-4 x} (3+4 x)}{25 x^4} \, dx","Int[(50*x^5 + E^(6 - 4*x)*(3 + 4*x))/(25*x^4),x]","x^2-\frac{e^{6-4 x}}{25 x^3}","x \left(x-\frac{e^{6-4 x}}{25 x^4}\right)-\log \left(\frac{4}{\log (4)}\right)",1,"-1/25*E^(6 - 4*x)/x^3 + x^2","A",4,3,26,0.1154,1,"{12, 14, 2197}"
1043,1,48,0,2.5618118,"\int \exp \left(x+e^{90+10 e^2} x+2 e^{45+5 e^2} x \log \left(e^{-x} x\right)+x \log ^2\left(e^{-x} x\right)\right) \left(1+e^{90+10 e^2}+e^{45+5 e^2} (2-2 x)+\left(2+2 e^{45+5 e^2}-2 x\right) \log \left(e^{-x} x\right)+\log ^2\left(e^{-x} x\right)\right) \, dx","Int[E^(x + E^(90 + 10*E^2)*x + 2*E^(45 + 5*E^2)*x*Log[x/E^x] + x*Log[x/E^x]^2)*(1 + E^(90 + 10*E^2) + E^(45 + 5*E^2)*(2 - 2*x) + (2 + 2*E^(45 + 5*E^2) - 2*x)*Log[x/E^x] + Log[x/E^x]^2),x]","\left(e^{-x} x\right)^{2 e^{45+5 e^2} x} e^{e^{10 \left(9+e^2\right)} x+x+x \log ^2\left(e^{-x} x\right)}","e^{x+x \left(\log \left(e^{-x} x\right)+e^{5 \left(9+e^2\right)}\right)^2}",1,"E^(x + E^(10*(9 + E^2))*x + x*Log[x/E^x]^2)*(x/E^x)^(2*E^(45 + 5*E^2)*x)","A",1,1,109,0.009174,1,"{6706}"
1044,1,28,0,0.046806,"\int \frac{2+2044 x-1920 x^2-48 x^3-32 x^4-x \log (x)}{x} \, dx","Int[(2 + 2044*x - 1920*x^2 - 48*x^3 - 32*x^4 - x*Log[x])/x,x]","-8 x^4-16 x^3-960 x^2+2045 x-x \log (x)+2 \log (x)","(2-x) (4 x (2 x (x+4)+256)+\log (x)+3)",1,"2045*x - 960*x^2 - 16*x^3 - 8*x^4 + 2*Log[x] - x*Log[x]","A",5,2,29,0.06897,1,"{14, 2295}"
1045,1,20,0,0.0830285,"\int \frac{-x-x^2+e^{25 x^2} \left(-5+250 x^2\right)}{x^2} \, dx","Int[(-x - x^2 + E^(25*x^2)*(-5 + 250*x^2))/x^2,x]","\frac{5 e^{25 x^2}}{x}-x-\log (x)","\frac{5 e^{25 x^2}}{x}-x-\log (x)+1-\log (2)",1,"(5*E^(25*x^2))/x - x - Log[x]","A",5,3,28,0.1071,1,"{14, 43, 2288}"
1046,1,9,0,0.0028152,"\int \frac{-1-e}{e} \, dx","Int[(-1 - E)/E,x]","-\frac{(1+e) x}{e}","-x-\frac{x+\left(4+\frac{5 e^3}{3}\right)^2-2}{e}+1",1,"-(((1 + E)*x)/E)","A",1,1,9,0.1111,1,"{8}"
1047,0,0,0,1.2988162,"\int \frac{8 e^{6+2 e^3} x^4-48 e^{6+2 e^3} x^3 \log (x)+8 e^{6+2 e^3} x^4 \log (x) \log \left(\frac{3}{\log (x)}\right)}{-27 \log (x)+27 x \log (x) \log \left(\frac{3}{\log (x)}\right)-9 x^2 \log (x) \log ^2\left(\frac{3}{\log (x)}\right)+x^3 \log (x) \log ^3\left(\frac{3}{\log (x)}\right)} \, dx","Int[(8*E^(6 + 2*E^3)*x^4 - 48*E^(6 + 2*E^3)*x^3*Log[x] + 8*E^(6 + 2*E^3)*x^4*Log[x]*Log[3/Log[x]])/(-27*Log[x] + 27*x*Log[x]*Log[3/Log[x]] - 9*x^2*Log[x]*Log[3/Log[x]]^2 + x^3*Log[x]*Log[3/Log[x]]^3),x]","\int \frac{8 e^{6+2 e^3} x^4-48 e^{6+2 e^3} x^3 \log (x)+8 e^{6+2 e^3} x^4 \log (x) \log \left(\frac{3}{\log (x)}\right)}{-27 \log (x)+27 x \log (x) \log \left(\frac{3}{\log (x)}\right)-9 x^2 \log (x) \log ^2\left(\frac{3}{\log (x)}\right)+x^3 \log (x) \log ^3\left(\frac{3}{\log (x)}\right)} \, dx","\frac{4 e^{6+2 e^3} x^2}{\left(\log \left(\frac{3}{\log (x)}\right)-\frac{3}{x}\right)^2}+4",1,"-24*E^(6 + 2*E^3)*Defer[Int][x^3/(-3 + x*Log[3/Log[x]])^3, x] + 8*E^(6 + 2*E^3)*Defer[Int][x^4/(Log[x]*(-3 + x*Log[3/Log[x]])^3), x] + 8*E^(6 + 2*E^3)*Defer[Int][x^3/(-3 + x*Log[3/Log[x]])^2, x]","F",0,0,0,0,-1,"{}"
1048,1,3,0,0.000522,"\int e \, dx","Int[E,x]","e x","e x",1,"E*x","A",1,1,1,1.000,1,"{8}"
1049,0,0,0,6.4361699,"\int \frac{\left(\frac{x+4 \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}{\log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}\right)^{\frac{1}{\log \left(x^2\right)}} \left(-x \log \left(x^2\right)+\left(-x+x^2\right) \log \left(x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+\left(\left(2 x-2 x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+(8-8 x) \log ^2\left(\frac{(-4+4 x) \log (4)}{5 x}\right)\right) \log \left(\frac{x+4 \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}{\log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}\right)\right)}{\left(-x^2+x^3\right) \log ^2\left(x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+\left(-4 x+4 x^2\right) \log ^2\left(x^2\right) \log ^2\left(\frac{(-4+4 x) \log (4)}{5 x}\right)} \, dx","Int[(((x + 4*Log[((-4 + 4*x)*Log[4])/(5*x)])/Log[((-4 + 4*x)*Log[4])/(5*x)])^Log[x^2]^(-1)*(-(x*Log[x^2]) + (-x + x^2)*Log[x^2]*Log[((-4 + 4*x)*Log[4])/(5*x)] + ((2*x - 2*x^2)*Log[((-4 + 4*x)*Log[4])/(5*x)] + (8 - 8*x)*Log[((-4 + 4*x)*Log[4])/(5*x)]^2)*Log[(x + 4*Log[((-4 + 4*x)*Log[4])/(5*x)])/Log[((-4 + 4*x)*Log[4])/(5*x)]]))/((-x^2 + x^3)*Log[x^2]^2*Log[((-4 + 4*x)*Log[4])/(5*x)] + (-4*x + 4*x^2)*Log[x^2]^2*Log[((-4 + 4*x)*Log[4])/(5*x)]^2),x]","\int \frac{\left(\frac{x+4 \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}{\log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}\right)^{\frac{1}{\log \left(x^2\right)}} \left(-x \log \left(x^2\right)+\left(-x+x^2\right) \log \left(x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+\left(\left(2 x-2 x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+(8-8 x) \log ^2\left(\frac{(-4+4 x) \log (4)}{5 x}\right)\right) \log \left(\frac{x+4 \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}{\log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)}\right)\right)}{\left(-x^2+x^3\right) \log ^2\left(x^2\right) \log \left(\frac{(-4+4 x) \log (4)}{5 x}\right)+\left(-4 x+4 x^2\right) \log ^2\left(x^2\right) \log ^2\left(\frac{(-4+4 x) \log (4)}{5 x}\right)} \, dx","\left(\frac{x}{\log \left(\frac{4 (x-1) \log (4)}{5 x}\right)}+4\right)^{\frac{1}{\log \left(x^2\right)}}",1,"Defer[Int][(4 + x/Log[(4*(-1 + x)*Log[4])/(5*x)])^Log[x^2]^(-1)/(Log[x^2]*(x + 4*Log[(4*(-1 + x)*Log[4])/(5*x)])), x] + Defer[Int][(4 + x/Log[(4*(-1 + x)*Log[4])/(5*x)])^Log[x^2]^(-1)/((1 - x)*Log[x^2]*(x + 4*Log[(4*(-1 + x)*Log[4])/(5*x)])*Log[(4*Log[4])/5 - (4*Log[4])/(5*x)]), x] - 2*Defer[Int][((4 + x/Log[(4*(-1 + x)*Log[4])/(5*x)])^Log[x^2]^(-1)*Log[4 + x/Log[(4*(-1 + x)*Log[4])/(5*x)]])/(x*Log[x^2]^2), x]","F",0,0,0,0,-1,"{}"
1050,1,89,0,3.9096261,"\int \frac{e^{-\frac{-2 e+x}{x}} \left(-32 e x^2+32 x^3+e^{2-2 x} \left(-32 e-32 x^2\right)+e^{\frac{-2 e+x}{2 x}} \left(32 e x-32 x^2\right)+e^{1-x} \left(-64 e x+32 x^2-32 x^3+e^{\frac{-2 e+x}{2 x}} \left(32 e+32 x^2\right)\right)\right)}{x^2} \, dx","Int[(-32*E*x^2 + 32*x^3 + E^(2 - 2*x)*(-32*E - 32*x^2) + E^((-2*E + x)/(2*x))*(32*E*x - 32*x^2) + E^(1 - x)*(-64*E*x + 32*x^2 - 32*x^3 + E^((-2*E + x)/(2*x))*(32*E + 32*x^2)))/(E^((-2*E + x)/x)*x^2),x]","\frac{32 e^{\frac{2 e}{x}-x} \left(x^2+2 e\right)}{\left(\frac{2 e}{x^2}+1\right) x}+\frac{16 \left(\sqrt{e}-e^{e/x} x\right)^2}{e}+16 e^{-2 x+\frac{2 e}{x}+1}-32 e^{-x+\frac{e}{x}+\frac{1}{2}}","\left(4 e^{-\frac{\frac{x}{2}-e}{x}} \left(x+e^{1-x}\right)-4\right)^2+2",1,"16*E^(1 + (2*E)/x - 2*x) - 32*E^(1/2 + E/x - x) + (16*(Sqrt[E] - E^(E/x)*x)^2)/E + (32*E^((2*E)/x - x)*(2*E + x^2))/((1 + (2*E)/x^2)*x)","B",10,6,117,0.05128,1,"{6688, 12, 6742, 6686, 6706, 2288}"
1051,1,35,0,0.0684009,"\int \frac{e^x (-4-8 x)-12 x+8 x^2+3 x^3+\left(-4 x-4 e^x x\right) \log (x)}{4 x} \, dx","Int[(E^x*(-4 - 8*x) - 12*x + 8*x^2 + 3*x^3 + (-4*x - 4*E^x*x)*Log[x])/(4*x),x]","\frac{x^3}{4}+x^2-2 x-x \log (x)-\frac{e^x (2 x+x \log (x))}{x}","x \left(\frac{x^2}{4}+x\right)-\left(x+e^x\right) (\log (x)+2)-1",1,"-2*x + x^2 + x^3/4 - x*Log[x] - (E^x*(2*x + x*Log[x]))/x","A",5,4,43,0.09302,1,"{12, 14, 2295, 2288}"
1052,1,23,0,1.6278431,"\int \frac{e^{\frac{x}{\log \left(e^x-5 x^2\right)}} \left(-e^x x+10 x^2+\left(e^x-5 x^2\right) \log \left(e^x-5 x^2\right)\right)}{e^{\frac{x}{\log \left(e^x-5 x^2\right)}} \left(e^x-5 x^2\right) \log ^2\left(e^x-5 x^2\right)+\left(-e^{4+x}+5 e^4 x^2\right) \log ^2\left(e^x-5 x^2\right)} \, dx","Int[(E^(x/Log[E^x - 5*x^2])*(-(E^x*x) + 10*x^2 + (E^x - 5*x^2)*Log[E^x - 5*x^2]))/(E^(x/Log[E^x - 5*x^2])*(E^x - 5*x^2)*Log[E^x - 5*x^2]^2 + (-E^(4 + x) + 5*E^4*x^2)*Log[E^x - 5*x^2]^2),x]","\log \left(e^4-e^{\frac{x}{\log \left(e^x-5 x^2\right)}}\right)","\log \left(e^{\frac{x}{\log \left(e^x-5 x^2\right)}}-e^4\right)+1",1,"Log[E^4 - E^(x/Log[E^x - 5*x^2])]","A",2,2,119,0.01681,1,"{6741, 6684}"
1053,1,15,0,0.0139675,"\int \frac{116-78 x+4 x^2}{-3+2 x} \, dx","Int[(116 - 78*x + 4*x^2)/(-3 + 2*x),x]","x^2-36 x+4 \log (3-2 x)","4 \left(4 \left(\frac{x}{16}-2\right) x-x+\log (3 (2 x-3))+6\right)",1,"-36*x + x^2 + 4*Log[3 - 2*x]","A",2,1,18,0.05556,1,"{698}"
1054,1,19,0,0.0927261,"\int \frac{-16+32 x-8 x^2+16 x^3-x^4+2 x^5+e \left(48 x-12 x^3\right)}{16 x+8 x^3+x^5} \, dx","Int[(-16 + 32*x - 8*x^2 + 16*x^3 - x^4 + 2*x^5 + E*(48*x - 12*x^3))/(16*x + 8*x^3 + x^5),x]","\frac{12 e x}{x^2+4}+2 x-\log (x)","-3 e \left(1-\frac{4 x}{x^2+4}\right)+2 x-\log (x)",1,"2*x + (12*E*x)/(4 + x^2) - Log[x]","A",6,5,51,0.09804,1,"{1594, 28, 1805, 1586, 43}"
1055,1,14,0,1.026889,"\int e^{16-6 e^x+20 x} \left(-20+6 e^x\right) \, dx","Int[E^(16 - 6*E^x + 20*x)*(-20 + 6*E^x),x]","-e^{20 x-6 e^x+16}","1-e^{-x^2+(x+4)^2-3 \left(2 e^x-4 x\right)}",1,"-E^(16 - 6*E^x + 20*x)","A",44,4,20,0.2000,1,"{2282, 2196, 2176, 2194}"
1056,0,0,0,2.4586778,"\int \frac{-1+6 e^x+e^x \log \left(\frac{5 e^x}{-e^5+\log (5)}\right)}{5 e^x-x+e^x \log \left(\frac{5 e^x}{-e^5+\log (5)}\right)} \, dx","Int[(-1 + 6*E^x + E^x*Log[(5*E^x)/(-E^5 + Log[5])])/(5*E^x - x + E^x*Log[(5*E^x)/(-E^5 + Log[5])]),x]","\int \frac{-1+6 e^x+e^x \log \left(\frac{5 e^x}{-e^5+\log (5)}\right)}{5 e^x-x+e^x \log \left(\frac{5 e^x}{-e^5+\log (5)}\right)} \, dx","\log \left(e^x \left(\log \left(\frac{5 e^x}{\log (5)-e^5}\right)+5\right)-x\right)",1,"x + Log[5 + Log[(-5*E^x)/(E^5 - Log[5])]] - 6*Defer[Int][x/((5 + Log[(5*E^x)/(-E^5 + Log[5])])*(-5*E^x + x - E^x*Log[(5*E^x)/(-E^5 + Log[5])])), x] - Defer[Int][(x*Log[(5*E^x)/(-E^5 + Log[5])])/((5 + Log[(5*E^x)/(-E^5 + Log[5])])*(-5*E^x + x - E^x*Log[(5*E^x)/(-E^5 + Log[5])])), x] - 5*Defer[Int][1/((5 + Log[(5*E^x)/(-E^5 + Log[5])])*(5*E^x - x + E^x*Log[(5*E^x)/(-E^5 + Log[5])])), x] - Defer[Int][Log[(5*E^x)/(-E^5 + Log[5])]/((5 + Log[(5*E^x)/(-E^5 + Log[5])])*(5*E^x - x + E^x*Log[(5*E^x)/(-E^5 + Log[5])])), x]","F",0,0,0,0,-1,"{}"
1057,1,16,0,0.1354572,"\int \frac{2-x}{4 x-4 x^2+e^2 (-4+4 x)+(-4+4 x) \log (-1+x)} \, dx","Int[(2 - x)/(4*x - 4*x^2 + E^2*(-4 + 4*x) + (-4 + 4*x)*Log[-1 + x]),x]","\frac{1}{4} \log \left(-x+\log (x-1)+e^2\right)","\frac{1}{4} \log \left(x-\log (x-1)-e^2\right)",1,"Log[E^2 - x + Log[-1 + x]]/4","A",3,3,36,0.08333,1,"{6741, 12, 6684}"
1058,1,34,0,0.0926448,"\int \frac{-40 x+60 x^2-10 x^4+e (-6+8 x)}{5 x^2-10 x^3+5 x^5+e \left(x-2 x^2+x^4\right)} \, dx","Int[(-40*x + 60*x^2 - 10*x^4 + E*(-6 + 8*x))/(5*x^2 - 10*x^3 + 5*x^5 + E*(x - 2*x^2 + x^4)),x]","2 \log \left(-x^2-x+1\right)+2 \log (1-x)-6 \log (x)-2 \log (5 x+e)","2 \log \left(\frac{3 \left(x-\frac{2-\frac{1}{x}}{x}\right)}{x (5 x+e)}\right)",1,"2*Log[1 - x] - 6*Log[x] - 2*Log[E + 5*x] + 2*Log[1 - x - x^2]","A",3,2,52,0.03846,1,"{2074, 628}"
1059,1,8,0,0.0236387,"\int \frac{e^x (3-3 x)}{x^2} \, dx","Int[(E^x*(3 - 3*x))/x^2,x]","-\frac{3 e^x}{x}","130 \left(5+e^3+\log (2)\right)-\frac{3 e^x}{x}",1,"(-3*E^x)/x","A",1,1,12,0.08333,1,"{2197}"
1060,1,19,0,0.0088367,"\int \frac{10 x-2 e x-2 x \log (25)}{e+\log (25)} \, dx","Int[(10*x - 2*E*x - 2*x*Log[25])/(E + Log[25]),x]","\frac{x^2 (5-e-\log (25))}{e+\log (25)}","-x^2+\frac{5 x^2}{e+\log (25)}-1",1,"(x^2*(5 - E - Log[25]))/(E + Log[25])","A",4,3,20,0.1500,1,"{6, 12, 30}"
1061,1,15,0,0.0147245,"\int -12 e^{4+12 e^x+x} \log \left(\frac{4}{3}\right) \, dx","Int[-12*E^(4 + 12*E^x + x)*Log[4/3],x]","-e^{12 e^x+4} \log \left(\frac{4}{3}\right)","-e^{12 e^x+4} \log \left(\frac{4}{3}\right)",1,"-(E^(4 + 12*E^x)*Log[4/3])","A",3,3,16,0.1875,1,"{12, 2282, 2194}"
1062,0,0,0,2.6367778,"\int \frac{1}{2} e^{-e^{x^2}-2 x} \left(20 x-14 x^2-8 x^3+2 x^4+e \left(10-16 x-7 x^2+2 x^3\right)+e^{x^2} \left(-20 x^3-4 x^4+2 x^5+e \left(-20 x^2-4 x^3+2 x^4\right)\right)\right) \, dx","Int[(E^(-E^x^2 - 2*x)*(20*x - 14*x^2 - 8*x^3 + 2*x^4 + E*(10 - 16*x - 7*x^2 + 2*x^3) + E^x^2*(-20*x^3 - 4*x^4 + 2*x^5 + E*(-20*x^2 - 4*x^3 + 2*x^4))))/2,x]","\int \frac{1}{2} e^{-e^{x^2}-2 x} \left(20 x-14 x^2-8 x^3+2 x^4+e \left(10-16 x-7 x^2+2 x^3\right)+e^{x^2} \left(-20 x^3-4 x^4+2 x^5+e \left(-20 x^2-4 x^3+2 x^4\right)\right)\right) \, dx","e^{-e^{x^2}-2 x} x (x+e) \left(\frac{1}{2} (2-x) x+5\right)",1,"5*Defer[Int][E^(1 - E^x^2 - 2*x), x] + 10*Defer[Int][E^(-E^x^2 - 2*x)*x, x] - 8*Defer[Int][E^(1 - E^x^2 - 2*x)*x, x] - 7*Defer[Int][E^(-E^x^2 - 2*x)*x^2, x] - (7*Defer[Int][E^(1 - E^x^2 - 2*x)*x^2, x])/2 - 10*Defer[Int][E^(1 - E^x^2 - 2*x + x^2)*x^2, x] - 4*Defer[Int][E^(-E^x^2 - 2*x)*x^3, x] + Defer[Int][E^(1 - E^x^2 - 2*x)*x^3, x] - 2*(5 + E)*Defer[Int][E^(-E^x^2 - 2*x + x^2)*x^3, x] + Defer[Int][E^(-E^x^2 - 2*x)*x^4, x] - (2 - E)*Defer[Int][E^(-E^x^2 - 2*x + x^2)*x^4, x] + Defer[Int][E^(-E^x^2 - 2*x + x^2)*x^5, x]","F",0,0,0,0,-1,"{}"
1063,1,19,0,0.2369332,"\int \frac{-30+x^2+\frac{x^2 \left(-60-2 x^2\right)}{e^2 \left(30-x^2\right)^2}}{-30 x+x^3} \, dx","Int[(-30 + x^2 + (x^2*(-60 - 2*x^2))/(E^2*(30 - x^2)^2))/(-30*x + x^3),x]","\frac{x^2}{e^2 \left(30-x^2\right)^2}+\log (x)","e^{2 \left(-\log \left(30-x^2\right)+\log (x)-1\right)}+\log (x)",1,"x^2/(E^2*(30 - x^2)^2) + Log[x]","A",5,4,38,0.1053,1,"{1593, 6688, 444, 34}"
1064,0,0,0,1.7374044,"\int \exp \left(9+e^{2 x}+e^x (-6-6 x)+19 x+8 x^2+x^4\right) \left(19+2 e^{2 x}+e^x (-12-6 x)+16 x+4 x^3\right) \, dx","Int[E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 19*x + 8*x^2 + x^4)*(19 + 2*E^(2*x) + E^x*(-12 - 6*x) + 16*x + 4*x^3),x]","\int \exp \left(9+e^{2 x}+e^x (-6-6 x)+19 x+8 x^2+x^4\right) \left(19+2 e^{2 x}+e^x (-12-6 x)+16 x+4 x^3\right) \, dx","e^{x^4-x^2+x+\left(3 x-e^x+3\right)^2}",1,"19*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 19*x + 8*x^2 + x^4), x] - 12*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 20*x + 8*x^2 + x^4), x] + 2*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 21*x + 8*x^2 + x^4), x] + 16*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 19*x + 8*x^2 + x^4)*x, x] - 6*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 20*x + 8*x^2 + x^4)*x, x] + 4*Defer[Int][E^(9 + E^(2*x) + E^x*(-6 - 6*x) + 19*x + 8*x^2 + x^4)*x^3, x]","F",0,0,0,0,-1,"{}"
1065,0,0,0,1.2381721,"\int \frac{-2 x-5 x^4-60 x^6+e^{2 x} \left(-5 x^2-60 x^4\right)+e^x \left(-1-x-10 x^3-120 x^5\right)+\left(5 e^{2 x} x^2+10 e^x x^3+5 x^4\right) \log (\log (5))}{5 e^{2 x} x^2+10 e^x x^3+5 x^4} \, dx","Int[(-2*x - 5*x^4 - 60*x^6 + E^(2*x)*(-5*x^2 - 60*x^4) + E^x*(-1 - x - 10*x^3 - 120*x^5) + (5*E^(2*x)*x^2 + 10*E^x*x^3 + 5*x^4)*Log[Log[5]])/(5*E^(2*x)*x^2 + 10*E^x*x^3 + 5*x^4),x]","\int \frac{-2 x-5 x^4-60 x^6+e^{2 x} \left(-5 x^2-60 x^4\right)+e^x \left(-1-x-10 x^3-120 x^5\right)+\left(5 e^{2 x} x^2+10 e^x x^3+5 x^4\right) \log (\log (5))}{5 e^{2 x} x^2+10 e^x x^3+5 x^4} \, dx","x \left(-4 x^2+\frac{1}{5 \left(x+e^x\right) x^2}-1+\log (\log (5))\right)",1,"-4*x^3 - x*(1 - Log[Log[5]]) + Defer[Int][(E^x + x)^(-2), x]/5 - Defer[Int][1/(x*(E^x + x)^2), x]/5 - Defer[Int][1/(x^2*(E^x + x)), x]/5 - Defer[Int][1/(x*(E^x + x)), x]/5","F",0,0,0,0,-1,"{}"
1066,1,48,0,0.09099,"\int \frac{20+4 x+\left(5-6 x+x^2\right) \log \left(\frac{-5+x}{(-1+x) (i \pi +\log (3))}\right)}{5-6 x+x^2} \, dx","Int[(20 + 4*x + (5 - 6*x + x^2)*Log[(-5 + x)/((-1 + x)*(I*Pi + Log[3]))])/(5 - 6*x + x^2),x]","-10 \log (1-x)+10 \log (5-x)-(5-x) \log \left(\frac{5-x}{(1-x) (\log (3)+i \pi )}\right)","(x+5) \log \left(\frac{\frac{4}{1-x}+1}{\log (3)+i \pi }\right)",1,"-10*Log[1 - x] + 10*Log[5 - x] - (5 - x)*Log[(5 - x)/((1 - x)*(I*Pi + Log[3]))]","A",7,4,45,0.08889,1,"{6728, 632, 31, 2486}"
1067,1,84,0,0.1968279,"\int e^{e^{23 x^2+5 e^{e^4} x^2+e^x x^2}} \left(1+e^{23 x^2+5 e^{e^4} x^2+e^x x^2} \left(46 x^2+10 e^{e^4} x^2+e^x \left(2 x^2+x^3\right)\right)\right) \, dx","Int[E^E^(23*x^2 + 5*E^E^4*x^2 + E^x*x^2)*(1 + E^(23*x^2 + 5*E^E^4*x^2 + E^x*x^2)*(46*x^2 + 10*E^E^4*x^2 + E^x*(2*x^2 + x^3))),x]","\frac{e^{e^{e^x x^2+5 e^{e^4} x^2+23 x^2}} \left(10 e^{e^4} x^2+46 x^2+e^x \left(x^3+2 x^2\right)\right)}{e^x x^2+2 e^x x+10 e^{e^4} x+46 x}","e^{e^{x \left(e^x x+\left(23+5 e^{e^4}\right) x\right)}} x",1,"(E^E^(23*x^2 + 5*E^E^4*x^2 + E^x*x^2)*(46*x^2 + 10*E^E^4*x^2 + E^x*(2*x^2 + x^3)))/(46*x + 10*E^E^4*x + 2*E^x*x + E^x*x^2)","B",1,1,85,0.01176,1,"{2288}"
1068,1,19,0,0.0199473,"\int \frac{9+3 \log (4)}{\left(144+24 x+x^2\right) \log (2)+(120+10 x) \log (2) \log (4)+25 \log (2) \log ^2(4)} \, dx","Int[(9 + 3*Log[4])/((144 + 24*x + x^2)*Log[2] + (120 + 10*x)*Log[2]*Log[4] + 25*Log[2]*Log[4]^2),x]","-\frac{3 (3+\log (4))}{\log (2) (x+12+5 \log (4))}","1-\frac{15}{\log (2) \left(25-\frac{5 (3-x)}{3+\log (4)}\right)}",1,"(-3*(3 + Log[4]))/(Log[2]*(12 + x + 5*Log[4]))","A",5,4,39,0.1026,1,"{12, 1981, 27, 32}"
1069,1,132,0,0.3193973,"\int \frac{6 e^{\frac{30+e (10-5 x)-15 x}{\log (4)}} \log (4)+e^{\frac{30+e (10-5 x)-15 x}{\log (4)}} (-45 x-15 e x+3 \log (4)) \log \left(x^2\right)}{2 \log (4)} \, dx","Int[(6*E^((30 + E*(10 - 5*x) - 15*x)/Log[4])*Log[4] + E^((30 + E*(10 - 5*x) - 15*x)/Log[4])*(-45*x - 15*E*x + 3*Log[4])*Log[x^2])/(2*Log[4]),x]","\frac{e^{\frac{5 (3+e) (2-x)}{\log (4)}} (15 (3+e) x-\log (64)) \log \left(x^2\right)}{10 (3+e)}+\frac{3 \log (4) e^{\frac{5 (3+e) (2-x)}{\log (4)}} \log \left(x^2\right)}{10 (3+e)}+\frac{3 \log (4) e^{\frac{10 (3+e)}{\log (4)}-\frac{5 (3+e) x}{\log (4)}}}{5 (3+e)}-\frac{3 \log (4) e^{\frac{5 (3+e) (2-x)}{\log (4)}}}{5 (3+e)}","\frac{3}{2} x e^{\frac{5 (3+e) (2-x)}{\log (4)}} \log \left(x^2\right)",1,"(3*E^((10*(3 + E))/Log[4] - (5*(3 + E)*x)/Log[4])*Log[4])/(5*(3 + E)) - (3*E^((5*(3 + E)*(2 - x))/Log[4])*Log[4])/(5*(3 + E)) + (3*E^((5*(3 + E)*(2 - x))/Log[4])*Log[4]*Log[x^2])/(10*(3 + E)) + (E^((5*(3 + E)*(2 - x))/Log[4])*(15*(3 + E)*x - Log[64])*Log[x^2])/(10*(3 + E))","B",8,7,68,0.1029,1,"{12, 2227, 2194, 6, 2187, 2176, 2554}"
1070,0,0,0,0.9541731,"\int \frac{e^{\frac{(10-5 x) x^2}{-4+x^2 (-8+4 x)}} x^2 (-20+15 x)}{4 x+x^2 \left(16 x-8 x^2\right)+x^4 \left(16 x-16 x^2+4 x^3\right)} \, dx","Int[(E^(((10 - 5*x)*x^2)/(-4 + x^2*(-8 + 4*x)))*x^2*(-20 + 15*x))/(4*x + x^2*(16*x - 8*x^2) + x^4*(16*x - 16*x^2 + 4*x^3)),x]","\int \frac{e^{\frac{(10-5 x) x^2}{-4+x^2 (-8+4 x)}} x^2 (-20+15 x)}{4 x+x^2 \left(16 x-8 x^2\right)+x^4 \left(16 x-16 x^2+4 x^3\right)} \, dx","e^{\frac{5}{\frac{4}{(x-2) x^2}-4}}",1,"-5*Defer[Int][(E^(((10 - 5*x)*x^2)/(-4 - 8*x^2 + 4*x^3))*x)/(-1 - 2*x^2 + x^3)^2, x] + (15*Defer[Int][(E^(((10 - 5*x)*x^2)/(-4 - 8*x^2 + 4*x^3))*x^2)/(-1 - 2*x^2 + x^3)^2, x])/4","F",0,0,0,0,-1,"{}"
1071,0,0,0,1.8547913,"\int \frac{e^{2-x} \left(-141+e^x (-48-x)-3 x+\left(-3-e^x\right) \log \left(3+e^x\right)\right)}{\left(46+x+\log \left(3+e^x\right)\right) \left(138+3 x+e^x (46+x)+\left(3+e^x\right) \log \left(3+e^x\right)\right)} \, dx","Int[(E^(2 - x)*(-141 + E^x*(-48 - x) - 3*x + (-3 - E^x)*Log[3 + E^x]))/((46 + x + Log[3 + E^x])*(138 + 3*x + E^x*(46 + x) + (3 + E^x)*Log[3 + E^x])),x]","\int \frac{e^{2-x} \left(-141+e^x (-48-x)-3 x+\left(-3-e^x\right) \log \left(3+e^x\right)\right)}{\left(46+x+\log \left(3+e^x\right)\right) \left(138+3 x+e^x (46+x)+\left(3+e^x\right) \log \left(3+e^x\right)\right)} \, dx","\frac{e^{2-x}}{x+\log \left(e^x+3\right)+46}",1,"Defer[Int][E^(2 - x)/(-46 - x - Log[3 + E^x]), x] - 2*Defer[Int][E^(2 - x)/(46 + x + Log[3 + E^x])^2, x] + 3*Defer[Int][E^(2 - x)/((3 + E^x)*(46 + x + Log[3 + E^x])^2), x]","F",0,0,0,0,-1,"{}"
1072,0,0,0,5.8542811,"\int \frac{-2 x^2-2 x \log (x)+\left(-2 x-4 x^2-2 x \log (x)\right) \log (25 x)+\left(2 x^2+2 x \log (x)\right) \log (25 x) \log (x+\log (x))+\left(2 x^2+2 x \log (x)\right) \log (25 x) \log (\log (25 x))}{\left(-x-3 x^2-3 x^3-x^4+\left(-1-3 x-3 x^2-x^3\right) \log (x)\right) \log (25 x)+\left(3 x+6 x^2+3 x^3+\left(3+6 x+3 x^2\right) \log (x)\right) \log (25 x) \log (x+\log (x))+\left(-3 x-3 x^2+(-3-3 x) \log (x)\right) \log (25 x) \log ^2(x+\log (x))+(x+\log (x)) \log (25 x) \log ^3(x+\log (x))+\left(\left(3 x+6 x^2+3 x^3+\left(3+6 x+3 x^2\right) \log (x)\right) \log (25 x)+\left(-6 x-6 x^2+(-6-6 x) \log (x)\right) \log (25 x) \log (x+\log (x))+(3 x+3 \log (x)) \log (25 x) \log ^2(x+\log (x))\right) \log (\log (25 x))+\left(\left(-3 x-3 x^2+(-3-3 x) \log (x)\right) \log (25 x)+(3 x+3 \log (x)) \log (25 x) \log (x+\log (x))\right) \log ^2(\log (25 x))+(x+\log (x)) \log (25 x) \log ^3(\log (25 x))} \, dx","Int[(-2*x^2 - 2*x*Log[x] + (-2*x - 4*x^2 - 2*x*Log[x])*Log[25*x] + (2*x^2 + 2*x*Log[x])*Log[25*x]*Log[x + Log[x]] + (2*x^2 + 2*x*Log[x])*Log[25*x]*Log[Log[25*x]])/((-x - 3*x^2 - 3*x^3 - x^4 + (-1 - 3*x - 3*x^2 - x^3)*Log[x])*Log[25*x] + (3*x + 6*x^2 + 3*x^3 + (3 + 6*x + 3*x^2)*Log[x])*Log[25*x]*Log[x + Log[x]] + (-3*x - 3*x^2 + (-3 - 3*x)*Log[x])*Log[25*x]*Log[x + Log[x]]^2 + (x + Log[x])*Log[25*x]*Log[x + Log[x]]^3 + ((3*x + 6*x^2 + 3*x^3 + (3 + 6*x + 3*x^2)*Log[x])*Log[25*x] + (-6*x - 6*x^2 + (-6 - 6*x)*Log[x])*Log[25*x]*Log[x + Log[x]] + (3*x + 3*Log[x])*Log[25*x]*Log[x + Log[x]]^2)*Log[Log[25*x]] + ((-3*x - 3*x^2 + (-3 - 3*x)*Log[x])*Log[25*x] + (3*x + 3*Log[x])*Log[25*x]*Log[x + Log[x]])*Log[Log[25*x]]^2 + (x + Log[x])*Log[25*x]*Log[Log[25*x]]^3),x]","\int \frac{-2 x^2-2 x \log (x)+\left(-2 x-4 x^2-2 x \log (x)\right) \log (25 x)+\left(2 x^2+2 x \log (x)\right) \log (25 x) \log (x+\log (x))+\left(2 x^2+2 x \log (x)\right) \log (25 x) \log (\log (25 x))}{\left(-x-3 x^2-3 x^3-x^4+\left(-1-3 x-3 x^2-x^3\right) \log (x)\right) \log (25 x)+\left(3 x+6 x^2+3 x^3+\left(3+6 x+3 x^2\right) \log (x)\right) \log (25 x) \log (x+\log (x))+\left(-3 x-3 x^2+(-3-3 x) \log (x)\right) \log (25 x) \log ^2(x+\log (x))+(x+\log (x)) \log (25 x) \log ^3(x+\log (x))+\left(\left(3 x+6 x^2+3 x^3+\left(3+6 x+3 x^2\right) \log (x)\right) \log (25 x)+\left(-6 x-6 x^2+(-6-6 x) \log (x)\right) \log (25 x) \log (x+\log (x))+(3 x+3 \log (x)) \log (25 x) \log ^2(x+\log (x))\right) \log (\log (25 x))+\left(\left(-3 x-3 x^2+(-3-3 x) \log (x)\right) \log (25 x)+(3 x+3 \log (x)) \log (25 x) \log (x+\log (x))\right) \log ^2(\log (25 x))+(x+\log (x)) \log (25 x) \log ^3(\log (25 x))} \, dx","\frac{x^2}{(-x+\log (x+\log (x))+\log (\log (25 x))-1)^2}",1,"2*Defer[Int][x/((x + Log[x])*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] + 2*Defer[Int][x^2/((x + Log[x])*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] - 2*Defer[Int][x^3/((x + Log[x])*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] - 2*Defer[Int][(x^2*Log[x])/((x + Log[x])*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] + 2*Defer[Int][x^2/((x + Log[x])*Log[25*x]*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] + 2*Defer[Int][(x*Log[x])/((x + Log[x])*Log[25*x]*(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^3), x] + 2*Defer[Int][x/(1 + x - Log[x + Log[x]] - Log[Log[25*x]])^2, x]","F",0,0,0,0,-1,"{}"
1073,1,32,0,0.7298139,"\int \frac{e^x \left(3+90 x-15 x^3+5 x^5\right)+e^x (-12+3 x) \log (x)}{5 x^5} \, dx","Int[(E^x*(3 + 90*x - 15*x^3 + 5*x^5) + E^x*(-12 + 3*x)*Log[x])/(5*x^5),x]","\frac{3 e^x \log (x)}{5 x^4}-\frac{6 e^x}{x^3}-\frac{3 e^x}{x^2}+e^x","e^x-\frac{3 e^x \left(x-\frac{\log (x)}{5 x}+2\right)}{x^3}",1,"E^x - (6*E^x)/x^3 - (3*E^x)/x^2 + (3*E^x*Log[x])/(5*x^4)","A",54,9,38,0.2368,1,"{12, 14, 2194, 2177, 2178, 2554, 2199, 6483, 6475}"
1074,0,0,0,27.3583299,"\int \frac{\exp \left(-4+x^2+4 x^5+4 x^3 \log (2)+x \log ^2(2)+\left(-4 x^4-2 x^2 \log (2)\right) \log \left(-25+\log \left(x^2\right)\right)+x^3 \log ^2\left(-25+\log \left(x^2\right)\right)\right) \left(-50 x-8 x^3-500 x^4+\left(-4 x-300 x^2\right) \log (2)-25 \log ^2(2)+\left(2 x+20 x^4+12 x^2 \log (2)+\log ^2(2)\right) \log \left(x^2\right)+\left(4 x^2+400 x^3+100 x \log (2)+\left(-16 x^3-4 x \log (2)\right) \log \left(x^2\right)\right) \log \left(-25+\log \left(x^2\right)\right)+\left(-75 x^2+3 x^2 \log \left(x^2\right)\right) \log ^2\left(-25+\log \left(x^2\right)\right)\right)}{-25+\log \left(x^2\right)} \, dx","Int[(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*(-50*x - 8*x^3 - 500*x^4 + (-4*x - 300*x^2)*Log[2] - 25*Log[2]^2 + (2*x + 20*x^4 + 12*x^2*Log[2] + Log[2]^2)*Log[x^2] + (4*x^2 + 400*x^3 + 100*x*Log[2] + (-16*x^3 - 4*x*Log[2])*Log[x^2])*Log[-25 + Log[x^2]] + (-75*x^2 + 3*x^2*Log[x^2])*Log[-25 + Log[x^2]]^2))/(-25 + Log[x^2]),x]","\int \frac{\exp \left(-4+x^2+4 x^5+4 x^3 \log (2)+x \log ^2(2)+\left(-4 x^4-2 x^2 \log (2)\right) \log \left(-25+\log \left(x^2\right)\right)+x^3 \log ^2\left(-25+\log \left(x^2\right)\right)\right) \left(-50 x-8 x^3-500 x^4+\left(-4 x-300 x^2\right) \log (2)-25 \log ^2(2)+\left(2 x+20 x^4+12 x^2 \log (2)+\log ^2(2)\right) \log \left(x^2\right)+\left(4 x^2+400 x^3+100 x \log (2)+\left(-16 x^3-4 x \log (2)\right) \log \left(x^2\right)\right) \log \left(-25+\log \left(x^2\right)\right)+\left(-75 x^2+3 x^2 \log \left(x^2\right)\right) \log ^2\left(-25+\log \left(x^2\right)\right)\right)}{-25+\log \left(x^2\right)} \, dx","\exp \left(x \left(\left(x \left(2 x-\log \left(\log \left(x^2\right)-25\right)\right)+\log (2)\right)^2+x\right)-4\right)",1,"Log[2]^2*Defer[Int][E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2), x] + 2*Defer[Int][E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x, x] + 12*Log[2]*Defer[Int][E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^2, x] + 20*Defer[Int][E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^4, x] - 4*Log[2]*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x)/(-25 + Log[x^2]), x] - 8*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^3)/(-25 + Log[x^2]), x] + 100*Log[2]*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x*Log[-25 + Log[x^2]])/(-25 + Log[x^2]), x] + 4*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^2*Log[-25 + Log[x^2]])/(-25 + Log[x^2]), x] + 400*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^3*Log[-25 + Log[x^2]])/(-25 + Log[x^2]), x] - 4*Log[2]*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x*Log[x^2]*Log[-25 + Log[x^2]])/(-25 + Log[x^2]), x] - 16*Defer[Int][(E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^3*Log[x^2]*Log[-25 + Log[x^2]])/(-25 + Log[x^2]), x] + 3*Defer[Int][E^(-4 + x^2 + 4*x^5 + 4*x^3*Log[2] + x*Log[2]^2 + (-4*x^4 - 2*x^2*Log[2])*Log[-25 + Log[x^2]] + x^3*Log[-25 + Log[x^2]]^2)*x^2*Log[-25 + Log[x^2]]^2, x]","F",0,0,0,0,-1,"{}"
1075,1,354,0,1.6055377,"\int \frac{525+225 x+375 x^2+686 x^3+294 x^4+336 x^5+86 x^6+48 x^7+6 x^8+2 x^9+e^x \left(343 x^2+147 x^3+168 x^4+43 x^5+24 x^6+3 x^7+x^8\right)}{343 x^2+147 x^3+168 x^4+43 x^5+24 x^6+3 x^7+x^8} \, dx","Int[(525 + 225*x + 375*x^2 + 686*x^3 + 294*x^4 + 336*x^5 + 86*x^6 + 48*x^7 + 6*x^8 + 2*x^9 + E^x*(343*x^2 + 147*x^3 + 168*x^4 + 43*x^5 + 24*x^6 + 3*x^7 + x^8))/(343*x^2 + 147*x^3 + 168*x^4 + 43*x^5 + 24*x^6 + 3*x^7 + x^8),x]","\frac{50 x^3}{243}-\frac{8 (23 x+259) x^2}{81 \left(x^2+x+7\right)}+\frac{818 x^2}{243}-\frac{434 (x+14) x}{243 \left(x^2+x+7\right)}-\frac{49 (x+14) x}{9 \left(x^2+x+7\right)^2}+\frac{25 (227-32 x)}{2646 \left(x^2+x+7\right)}+\frac{32 (2 x+1)}{243 \left(x^2+x+7\right)}+\frac{98 (5 x+7)}{81 \left(x^2+x+7\right)}+\frac{25 (13-x)}{42 \left(x^2+x+7\right)^2}-\frac{343 (x+14)}{27 \left(x^2+x+7\right)^2}+\frac{125 (2 x+1)}{18 \left(x^2+x+7\right)^2}+\frac{25 (281-41 x)}{1134 \left(x^2+x+7\right) x}+\frac{25 (13-x)}{18 \left(x^2+x+7\right)^2 x}-\frac{(x+14) x^6}{27 \left(x^2+x+7\right)^2}-\frac{(x+14) x^5}{9 \left(x^2+x+7\right)^2}-\frac{(41 x+385) x^4}{243 \left(x^2+x+7\right)}-\frac{8 (x+14) x^4}{9 \left(x^2+x+7\right)^2}-\frac{2 (16 x+161) x^3}{81 \left(x^2+x+7\right)}-\frac{43 (x+14) x^3}{27 \left(x^2+x+7\right)^2}+\frac{56 (2 x+1) x^3}{9 \left(x^2+x+7\right)^2}+\frac{980 x}{243}+e^x-\frac{11050}{3969 x}","x^2-\frac{75}{\left(-x^2-x-7\right)^2 x}+e^x",1,"E^x - 11050/(3969*x) + (980*x)/243 + (818*x^2)/243 + (50*x^3)/243 + (25*(13 - x))/(42*(7 + x + x^2)^2) + (25*(13 - x))/(18*x*(7 + x + x^2)^2) - (343*(14 + x))/(27*(7 + x + x^2)^2) - (49*x*(14 + x))/(9*(7 + x + x^2)^2) - (43*x^3*(14 + x))/(27*(7 + x + x^2)^2) - (8*x^4*(14 + x))/(9*(7 + x + x^2)^2) - (x^5*(14 + x))/(9*(7 + x + x^2)^2) - (x^6*(14 + x))/(27*(7 + x + x^2)^2) + (125*(1 + 2*x))/(18*(7 + x + x^2)^2) + (56*x^3*(1 + 2*x))/(9*(7 + x + x^2)^2) + (25*(227 - 32*x))/(2646*(7 + x + x^2)) + (25*(281 - 41*x))/(1134*x*(7 + x + x^2)) - (434*x*(14 + x))/(243*(7 + x + x^2)) + (32*(1 + 2*x))/(243*(7 + x + x^2)) + (98*(7 + 5*x))/(81*(7 + x + x^2)) - (2*x^3*(161 + 16*x))/(81*(7 + x + x^2)) - (8*x^2*(259 + 23*x))/(81*(7 + x + x^2)) - (x^4*(385 + 41*x))/(243*(7 + x + x^2))","B",63,17,120,0.1417,1,"{6741, 6742, 2194, 614, 618, 204, 740, 822, 800, 634, 628, 638, 738, 728, 722, 818, 773}"
1076,1,43,0,0.6176906,"\int \frac{4+11 x+5 x^2+x^3+\left(20+55 x+25 x^2+5 x^3\right) \log (3)+\left(-4-7 x-2 x^2+\left(-20-35 x-10 x^2\right) \log (3)\right) \log (x)+(1+x+(5+5 x) \log (3)) \log ^2(x)}{12 x^2+10 x^3+2 x^4+\left(8 x-2 x^2-2 x^3\right) \log (x)+\left(-8 x-2 x^2\right) \log ^2(x)+2 x \log ^3(x)} \, dx","Int[(4 + 11*x + 5*x^2 + x^3 + (20 + 55*x + 25*x^2 + 5*x^3)*Log[3] + (-4 - 7*x - 2*x^2 + (-20 - 35*x - 10*x^2)*Log[3])*Log[x] + (1 + x + (5 + 5*x)*Log[3])*Log[x]^2)/(12*x^2 + 10*x^3 + 2*x^4 + (8*x - 2*x^2 - 2*x^3)*Log[x] + (-8*x - 2*x^2)*Log[x]^2 + 2*x*Log[x]^3),x]","\frac{1}{2} (1+\log (243)) \log \left(x^2+3 x-\log ^2(x)+2 \log (x)\right)-\frac{1}{2} (1+\log (243)) \log (x-\log (x)+2)","\frac{(x+5 x \log (3)) \log \left(x+\frac{x}{x-\log (x)+2}+\log (x)\right)}{2 x}",1,"-1/2*((1 + Log[243])*Log[2 + x - Log[x]]) + ((1 + Log[243])*Log[3*x + x^2 + 2*Log[x] - Log[x]^2])/2","A",6,4,130,0.03077,1,"{6688, 12, 6742, 6684}"
1077,1,19,0,0.4096354,"\int \frac{e^{\frac{x+\log ^2\left(-\log \left(5 x^2\right)\right)}{x}} \left(4 \log \left(-\log \left(5 x^2\right)\right)-\log \left(5 x^2\right) \log ^2\left(-\log \left(5 x^2\right)\right)\right)}{x^2 \log \left(5 x^2\right)} \, dx","Int[(E^((x + Log[-Log[5*x^2]]^2)/x)*(4*Log[-Log[5*x^2]] - Log[5*x^2]*Log[-Log[5*x^2]]^2))/(x^2*Log[5*x^2]),x]","e^{\frac{\log ^2\left(-\log \left(5 x^2\right)\right)+x}{x}}","e^{\frac{\log ^2\left(-\log \left(5 x^2\right)\right)+x}{x}}",1,"E^((x + Log[-Log[5*x^2]]^2)/x)","A",1,1,62,0.01613,1,"{6706}"
1078,0,0,0,0.8874063,"\int \frac{-9 x+14 x^2-3 x^3+e^x \left(-6-2 x+x^2\right)}{-3 x^2+4 x^3-x^4+e^x \left(-3 x+x^2\right)} \, dx","Int[(-9*x + 14*x^2 - 3*x^3 + E^x*(-6 - 2*x + x^2))/(-3*x^2 + 4*x^3 - x^4 + E^x*(-3*x + x^2)),x]","\int \frac{-9 x+14 x^2-3 x^3+e^x \left(-6-2 x+x^2\right)}{-3 x^2+4 x^3-x^4+e^x \left(-3 x+x^2\right)} \, dx","\log \left(\frac{x^2 \left(-x^2+x+e^x\right)}{500 (x-3)}\right)",1,"x - Log[3 - x] + 2*Log[x] + Defer[Int][(E^x + x - x^2)^(-1), x] + 3*Defer[Int][x/(-E^x - x + x^2), x] - Defer[Int][x^2/(-E^x - x + x^2), x]","F",0,0,0,0,-1,"{}"
1079,1,52,0,0.0445245,"\int \frac{-378535936+187392 x^2-1152 x^3+3 x^4+\left(179306496-27648 x^2+128 x^3\right) \log (5)+\left(-31195136+1536 x^2\right) \log ^2(5)+2359296 \log ^3(5)-65536 \log ^4(5)}{65536 x^2} \, dx","Int[(-378535936 + 187392*x^2 - 1152*x^3 + 3*x^4 + (179306496 - 27648*x^2 + 128*x^3)*Log[5] + (-31195136 + 1536*x^2)*Log[5]^2 + 2359296*Log[5]^3 - 65536*Log[5]^4)/(65536*x^2),x]","\frac{x^3}{65536}-\frac{x^2 (9-\log (5))}{1024}+\frac{3}{128} x \left(122+\log ^2(5)-18 \log (5)\right)+\frac{\left(76+\log ^2(5)-18 \log (5)\right)^2}{x}","x \left(\frac{\left(\left(-\frac{x}{16}+9-\log (5)\right)^2-5\right)^2}{x^2}+1\right)",1,"x^3/65536 - (x^2*(9 - Log[5]))/1024 + (76 - 18*Log[5] + Log[5]^2)^2/x + (3*x*(122 - 18*Log[5] + Log[5]^2))/128","B",3,2,63,0.03175,1,"{12, 14}"
1080,1,35,0,0.2660902,"\int \frac{\left(324-162 e^4\right) \log (4) \log (x)+\left(162-81 e^4\right) \log (4) \log ^2(x)}{164025+(4050 x-810 x \log (4)) \log ^2(x)+\left(25 x^2-10 x^2 \log (4)+x^2 \log ^2(4)\right) \log ^4(x)} \, dx","Int[((324 - 162*E^4)*Log[4]*Log[x] + (162 - 81*E^4)*Log[4]*Log[x]^2)/(164025 + (4050*x - 810*x*Log[4])*Log[x]^2 + (25*x^2 - 10*x^2*Log[4] + x^2*Log[4]^2)*Log[x]^4),x]","-\frac{81 \left(2-e^4\right) \log (4)}{(5-\log (4)) \left(x (5-\log (4)) \log ^2(x)+405\right)}","\frac{e^4-2}{\frac{x \log (4)}{x+\frac{81}{\log ^2(x)}}-5}",1,"(-81*(2 - E^4)*Log[4])/((5 - Log[4])*(405 + x*(5 - Log[4])*Log[x]^2))","A",3,4,72,0.05556,1,"{6688, 12, 6742, 6686}"
1081,1,23,0,0.440503,"\int \frac{-24 e^{5 x}+e^{2+e^{2-5 x} x^3} \left(-24 x^2+40 x^3\right)}{e^{5 x+2 e^{2-5 x} x^3}+e^{5 x+e^{2-5 x} x^3} (6 x+6 \log (2))+e^{5 x} \left(9 x^2+18 x \log (2)+9 \log ^2(2)\right)} \, dx","Int[(-24*E^(5*x) + E^(2 + E^(2 - 5*x)*x^3)*(-24*x^2 + 40*x^3))/(E^(5*x + 2*E^(2 - 5*x)*x^3) + E^(5*x + E^(2 - 5*x)*x^3)*(6*x + 6*Log[2]) + E^(5*x)*(9*x^2 + 18*x*Log[2] + 9*Log[2]^2)),x]","\frac{8}{e^{e^{2-5 x} x^3}+3 x+\log (8)}","\frac{8}{e^{e^{2-5 x} x^3}+3 (x+\log (2))}",1,"8/(E^(E^(2 - 5*x)*x^3) + 3*x + Log[8])","A",2,2,106,0.01887,1,"{6688, 6686}"
1082,-1,0,0,180.0006556,"\int \frac{-1+e^{1+e^x-x+e^2 \left(2 x-x^2\right)} \left(-x+e^x x+e^2 \left(2 x-2 x^2\right)\right)}{e^{2+2 e^x-2 x+2 e^2 \left(2 x-x^2\right)} x+x \log ^2(2)-2 x \log (2) \log (x)+x \log ^2(x)+e^{1+e^x-x+e^2 \left(2 x-x^2\right)} (2 x \log (2)-2 x \log (x))} \, dx","Int[(-1 + E^(1 + E^x - x + E^2*(2*x - x^2))*(-x + E^x*x + E^2*(2*x - 2*x^2)))/(E^(2 + 2*E^x - 2*x + 2*E^2*(2*x - x^2))*x + x*Log[2]^2 - 2*x*Log[2]*Log[x] + x*Log[x]^2 + E^(1 + E^x - x + E^2*(2*x - x^2))*(2*x*Log[2] - 2*x*Log[x])),x]","\text{\$Aborted}","\frac{1}{-e^{-\left((x-2) \left(e^2 x+1\right)\right)+e^x-1}+\log (x)-\log (2)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1083,1,59,0,0.5981425,"\int \frac{x-x^2+3 x^3+e^x x \left(1-x+3 x^2\right) \left(4-6 x+34 x^2+x^3-3 x^4+e^5 \left(1-x+8 x^2+3 x^3\right)\right)}{x-x^2+3 x^3} \, dx","Int[(x - x^2 + 3*x^3 + E^x*x*(1 - x + 3*x^2)*(4 - 6*x + 34*x^2 + x^3 - 3*x^4 + E^5*(1 - x + 8*x^2 + 3*x^3)))/(x - x^2 + 3*x^3),x]","-3 e^x x^4+13 e^x x^3+3 e^{x+5} x^3-5 e^x x^2-e^{x+5} x^2+4 e^x x+e^{x+5} x+x","e^x \left(-x+e^5+4\right) \left(3 x^2-x+1\right) x+x-3",1,"x + 4*E^x*x + E^(5 + x)*x - 5*E^x*x^2 - E^(5 + x)*x^2 + 13*E^x*x^3 + 3*E^(5 + x)*x^3 - 3*E^x*x^4","B",32,5,79,0.06329,1,"{1594, 6688, 2196, 2194, 2176}"
1084,1,19,0,0.2188123,"\int \frac{-3300 x+(26400 x-6600 x \log (x)) \log (4-\log (x)) \log (\log (4-\log (x)))}{(-576+144 \log (x)) \log (4-\log (x))+\left(-26400 x^2+6600 x^2 \log (x)\right) \log (4-\log (x)) \log (\log (4-\log (x)))+\left(-302500 x^4+75625 x^4 \log (x)\right) \log (4-\log (x)) \log ^2(\log (4-\log (x)))} \, dx","Int[(-3300*x + (26400*x - 6600*x*Log[x])*Log[4 - Log[x]]*Log[Log[4 - Log[x]]])/((-576 + 144*Log[x])*Log[4 - Log[x]] + (-26400*x^2 + 6600*x^2*Log[x])*Log[4 - Log[x]]*Log[Log[4 - Log[x]]] + (-302500*x^4 + 75625*x^4*Log[x])*Log[4 - Log[x]]*Log[Log[4 - Log[x]]]^2),x]","\frac{12}{275 x^2 \log (\log (4-\log (x)))+12}","\frac{1}{\frac{275}{12} x^2 \log (\log (4-\log (x)))+1}",1,"12/(12 + 275*x^2*Log[Log[4 - Log[x]]])","A",3,3,107,0.02804,1,"{6688, 12, 6686}"
1085,0,0,0,5.3859377,"\int \frac{\exp \left(\frac{\left(-16 x+4 x^2\right) \log ^2(4)-8 \log ^2(4) \log (\log (4-x))}{-4 x+x^2}\right) \left(-8 x \log ^2(4)+(-32+16 x) \log ^2(4) \log (4-x) \log (\log (4-x))\right)}{\left(16 x^2-8 x^3+x^4\right) \log (4-x)} \, dx","Int[(E^(((-16*x + 4*x^2)*Log[4]^2 - 8*Log[4]^2*Log[Log[4 - x]])/(-4*x + x^2))*(-8*x*Log[4]^2 + (-32 + 16*x)*Log[4]^2*Log[4 - x]*Log[Log[4 - x]]))/((16*x^2 - 8*x^3 + x^4)*Log[4 - x]),x]","\int \frac{\exp \left(\frac{\left(-16 x+4 x^2\right) \log ^2(4)-8 \log ^2(4) \log (\log (4-x))}{-4 x+x^2}\right) \left(-8 x \log ^2(4)+(-32+16 x) \log ^2(4) \log (4-x) \log (\log (4-x))\right)}{\left(16 x^2-8 x^3+x^4\right) \log (4-x)} \, dx","e^{\frac{4 \log ^2(4) \left(x+\frac{2 \log (\log (4-x))}{4-x}\right)}{x}}",1,"-2*Log[4]^2*Defer[Int][E^((4*Log[4]^2*(-4*x + x^2 - 2*Log[Log[4 - x]]))/((-4 + x)*x))/((-4 + x)^2*Log[4 - x]), x] + (Log[4]^2*Defer[Int][E^((4*Log[4]^2*(-4*x + x^2 - 2*Log[Log[4 - x]]))/((-4 + x)*x))/((-4 + x)*Log[4 - x]), x])/2 - (Log[4]^2*Defer[Int][E^((4*Log[4]^2*(-4*x + x^2 - 2*Log[Log[4 - x]]))/((-4 + x)*x))/(x*Log[4 - x]), x])/2 + 2*Log[4]^2*Defer[Int][(E^((4*Log[4]^2*(-4*x + x^2 - 2*Log[Log[4 - x]]))/((-4 + x)*x))*Log[Log[4 - x]])/(-4 + x)^2, x] - 2*Log[4]^2*Defer[Int][(E^((4*Log[4]^2*(-4*x + x^2 - 2*Log[Log[4 - x]]))/((-4 + x)*x))*Log[Log[4 - x]])/x^2, x]","F",0,0,0,0,-1,"{}"
1086,0,0,0,3.1687078,"\int \frac{\left(3 \log (3)+\log \left(\frac{4+4 x}{x}\right)\right)^{500+200 x+20 x^2} \left(-500-200 x-20 x^2+\left(\left(600 x+720 x^2+120 x^3\right) \log (3)+\left(200 x+240 x^2+40 x^3\right) \log \left(\frac{4+4 x}{x}\right)\right) \log \left(3 \log (3)+\log \left(\frac{4+4 x}{x}\right)\right)\right)}{\left(3 x+3 x^2\right) \log (3)+\left(x+x^2\right) \log \left(\frac{4+4 x}{x}\right)} \, dx","Int[((3*Log[3] + Log[(4 + 4*x)/x])^(500 + 200*x + 20*x^2)*(-500 - 200*x - 20*x^2 + ((600*x + 720*x^2 + 120*x^3)*Log[3] + (200*x + 240*x^2 + 40*x^3)*Log[(4 + 4*x)/x])*Log[3*Log[3] + Log[(4 + 4*x)/x]]))/((3*x + 3*x^2)*Log[3] + (x + x^2)*Log[(4 + 4*x)/x]),x]","\int \frac{\left(3 \log (3)+\log \left(\frac{4+4 x}{x}\right)\right)^{500+200 x+20 x^2} \left(-500-200 x-20 x^2+\left(\left(600 x+720 x^2+120 x^3\right) \log (3)+\left(200 x+240 x^2+40 x^3\right) \log \left(\frac{4+4 x}{x}\right)\right) \log \left(3 \log (3)+\log \left(\frac{4+4 x}{x}\right)\right)\right)}{\left(3 x+3 x^2\right) \log (3)+\left(x+x^2\right) \log \left(\frac{4+4 x}{x}\right)} \, dx","\left(\log \left(\frac{4}{x}+4\right)+3 \log (3)\right)^{5 (2 x+10)^2}",1,"-20*Defer[Int][Log[108 + 108/x]^(499 + 200*x + 20*x^2), x] - 500*Defer[Int][Log[108 + 108/x]^(499 + 200*x + 20*x^2)/x, x] + 320*Defer[Int][Log[108 + 108/x]^(499 + 200*x + 20*x^2)/(1 + x), x] + 200*Defer[Int][Log[108 + 108/x]^(500 + 200*x + 20*x^2)*Log[Log[108 + 108/x]], x] + 40*Defer[Int][x*Log[108 + 108/x]^(500 + 200*x + 20*x^2)*Log[Log[108 + 108/x]], x]","F",0,0,0,0,-1,"{}"
1087,1,30,0,0.2906414,"\int \frac{-3+e^x \left(-3-e^3\right)+e^3 (-1+x)+3 x}{x+e^x x} \, dx","Int[(-3 + E^x*(-3 - E^3) + E^3*(-1 + x) + 3*x)/(x + E^x*x),x]","\left(3+e^3\right) x-\left(3+e^3\right) \log \left(e^x+1\right)-\left(3+e^3\right) \log (x)","\left(-3-e^3\right) \left(\log \left(e^{-x} x+x\right)+\frac{4}{3}\right)",1,"(3 + E^3)*x - (3 + E^3)*Log[1 + E^x] - (3 + E^3)*Log[x]","A",8,7,33,0.2121,1,"{6688, 12, 6742, 2282, 36, 29, 31}"
1088,0,0,0,5.5122117,"\int \frac{\left(-12+3 e^{\frac{x}{3+x^2+x^3}}+2 x\right) \left(36+24 x^2+24 x^3+4 x^4+8 x^5+4 x^6+e^{\frac{x}{3+x^2+x^3}} \left(-9+3 x-6 x^2-7 x^3-3 x^4-2 x^5-x^6\right)\right)}{\left(-4+e^{\frac{x}{3+x^2+x^3}}+x\right) \left(432-180 x+306 x^2+168 x^3-60 x^4+88 x^5+10 x^6-16 x^7+2 x^8+e^{\frac{2 x}{3+x^2+x^3}} \left(27+18 x^2+18 x^3+3 x^4+6 x^5+3 x^6\right)+e^{\frac{x}{3+x^2+x^3}} \left(-216+45 x-144 x^2-114 x^3+6 x^4-43 x^5-14 x^6+5 x^7\right)\right)} \, dx","Int[((-12 + 3*E^(x/(3 + x^2 + x^3)) + 2*x)*(36 + 24*x^2 + 24*x^3 + 4*x^4 + 8*x^5 + 4*x^6 + E^(x/(3 + x^2 + x^3))*(-9 + 3*x - 6*x^2 - 7*x^3 - 3*x^4 - 2*x^5 - x^6)))/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(432 - 180*x + 306*x^2 + 168*x^3 - 60*x^4 + 88*x^5 + 10*x^6 - 16*x^7 + 2*x^8 + E^((2*x)/(3 + x^2 + x^3))*(27 + 18*x^2 + 18*x^3 + 3*x^4 + 6*x^5 + 3*x^6) + E^(x/(3 + x^2 + x^3))*(-216 + 45*x - 144*x^2 - 114*x^3 + 6*x^4 - 43*x^5 - 14*x^6 + 5*x^7))),x]","\int \frac{\left(-12+3 e^{\frac{x}{3+x^2+x^3}}+2 x\right) \left(36+24 x^2+24 x^3+4 x^4+8 x^5+4 x^6+e^{\frac{x}{3+x^2+x^3}} \left(-9+3 x-6 x^2-7 x^3-3 x^4-2 x^5-x^6\right)\right)}{\left(-4+e^{\frac{x}{3+x^2+x^3}}+x\right) \left(432-180 x+306 x^2+168 x^3-60 x^4+88 x^5+10 x^6-16 x^7+2 x^8+e^{\frac{2 x}{3+x^2+x^3}} \left(27+18 x^2+18 x^3+3 x^4+6 x^5+3 x^6\right)+e^{\frac{x}{3+x^2+x^3}} \left(-216+45 x-144 x^2-114 x^3+6 x^4-43 x^5-14 x^6+5 x^7\right)\right)} \, dx","3-\frac{x}{e^{\frac{x}{(x+1) x^2+3}}+x-4}",1,"Defer[Int][x/(-4 + E^(x/(3 + x^2 + x^3)) + x)^2, x] - Defer[Int][(-4 + E^(x/(3 + x^2 + x^3)) + x)^(-1), x] - 15*Defer[Int][1/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)^2), x] + 39*Defer[Int][x/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)^2), x] - 14*Defer[Int][x^2/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)^2), x] - 3*Defer[Int][1/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(3 + x^2 + x^3)^2), x] + 9*Defer[Int][x/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(3 + x^2 + x^3)^2), x] - Defer[Int][x^2/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(3 + x^2 + x^3)^2), x] + 5*Defer[Int][1/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)), x] - 9*Defer[Int][x/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)), x] + 2*Defer[Int][x^2/((-4 + E^(x/(3 + x^2 + x^3)) + x)^2*(3 + x^2 + x^3)), x] + Defer[Int][1/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(3 + x^2 + x^3)), x] - 2*Defer[Int][x/((-4 + E^(x/(3 + x^2 + x^3)) + x)*(3 + x^2 + x^3)), x]","F",0,0,0,0,-1,"{}"
1089,0,0,0,0.7151633,"\int e^{-x} \left(e^x \left(4+4 e^2+e^4\right)+e^{e^{-x} \left(-x+e^x (2+x)\right)} \left(-4 x+4 x^2+e^4 \left(-x+x^2\right)+e^2 \left(-4 x+4 x^2\right)+e^x \left(4+4 x+e^4 (1+x)+e^2 (4+4 x)\right)\right)\right) \, dx","Int[(E^x*(4 + 4*E^2 + E^4) + E^((-x + E^x*(2 + x))/E^x)*(-4*x + 4*x^2 + E^4*(-x + x^2) + E^2*(-4*x + 4*x^2) + E^x*(4 + 4*x + E^4*(1 + x) + E^2*(4 + 4*x))))/E^x,x]","\int e^{-x} \left(e^x \left(4+4 e^2+e^4\right)+e^{e^{-x} \left(-x+e^x (2+x)\right)} \left(-4 x+4 x^2+e^4 \left(-x+x^2\right)+e^2 \left(-4 x+4 x^2\right)+e^x \left(4+4 x+e^4 (1+x)+e^2 (4+4 x)\right)\right)\right) \, dx","\left(2+e^2\right)^2 \left(e^{-e^{-x} x+x+2} x+x-3\right)",1,"(2 + E^2)^2*x + (2 + E^2)^2*Defer[Int][E^(2 + x - x/E^x), x] - (2 + E^2)^2*Defer[Int][E^(2 - x/E^x)*x, x] + (2 + E^2)^2*Defer[Int][E^(2 + x - x/E^x)*x, x] + (2 + E^2)^2*Defer[Int][E^(2 - x/E^x)*x^2, x]","F",0,0,0,0,-1,"{}"
1090,0,0,0,0.3786267,"\int \frac{(x \log (x))^{x^2} (x+x \log (x)+2 x \log (x) \log (x \log (x)))}{4 \log (x)} \, dx","Int[((x*Log[x])^x^2*(x + x*Log[x] + 2*x*Log[x]*Log[x*Log[x]]))/(4*Log[x]),x]","\int \frac{(x \log (x))^{x^2} (x+x \log (x)+2 x \log (x) \log (x \log (x)))}{4 \log (x)} \, dx","\frac{1}{4} (x \log (x))^{x^2}+e^{\sqrt[3]{2}}",1,"Defer[Int][x*(x*Log[x])^x^2, x]/4 + Defer[Int][(x*(x*Log[x])^x^2)/Log[x], x]/4 + Defer[Int][x*(x*Log[x])^x^2*Log[x*Log[x]], x]/2","F",0,0,0,0,-1,"{}"
1091,1,26,0,1.5129153,"\int \frac{e^{-8+4 x} \left(4 x^3-4 x^4\right)}{e^{-16+8 x}+x^8-2 x^8 \log (3)+x^8 \log ^2(3)+e^{-8+4 x} \left(2 x^4-2 x^4 \log (3)\right)} \, dx","Int[(E^(-8 + 4*x)*(4*x^3 - 4*x^4))/(E^(-16 + 8*x) + x^8 - 2*x^8*Log[3] + x^8*Log[3]^2 + E^(-8 + 4*x)*(2*x^4 - 2*x^4*Log[3])),x]","\frac{e^8}{\frac{e^{4 x}}{x^4}+e^8 (1-\log (3))}","\frac{1}{\frac{e^{4 x-8}}{x^4}+1-\log (3)}",1,"E^8/(E^(4*x)/x^4 + E^8*(1 - Log[3]))","A",7,6,68,0.08824,1,"{6, 1593, 6688, 12, 6711, 32}"
1092,-1,0,0,180.0004514,"\int \frac{\exp \left(\frac{25 x^2-40 x^3+6 x^4+8 x^5+x^6+\left(-110 x+278 x^2-90 x^3-70 x^4-8 x^5\right) \log ^2(x)+\left(121-418 x+273 x^2+152 x^3+16 x^4\right) \log ^4(x)}{x^2-2 x^3+x^4+\left(-2 x+10 x^2-8 x^3\right) \log ^2(x)+\left(1-8 x+16 x^2\right) \log ^4(x)}\right) \left(10 x^3-28 x^4+24 x^5-4 x^6-2 x^7+\left(-120 x+216 x^2-72 x^3-24 x^4\right) \log (x)+\left(60 x-210 x^2+282 x^3-222 x^4+66 x^5+24 x^6\right) \log ^2(x)+\left(264-720 x+360 x^2+96 x^3\right) \log ^3(x)+\left(-132+786 x-984 x^2+618 x^3-336 x^4-96 x^5\right) \log ^4(x)+\left(-550+1126 x-456 x^2+544 x^3+128 x^4\right) \log ^6(x)\right)}{x^3-3 x^4+3 x^5-x^6+\left(-3 x^2+18 x^3-27 x^4+12 x^5\right) \log ^2(x)+\left(3 x-27 x^2+72 x^3-48 x^4\right) \log ^4(x)+\left(-1+12 x-48 x^2+64 x^3\right) \log ^6(x)} \, dx","Int[(E^((25*x^2 - 40*x^3 + 6*x^4 + 8*x^5 + x^6 + (-110*x + 278*x^2 - 90*x^3 - 70*x^4 - 8*x^5)*Log[x]^2 + (121 - 418*x + 273*x^2 + 152*x^3 + 16*x^4)*Log[x]^4)/(x^2 - 2*x^3 + x^4 + (-2*x + 10*x^2 - 8*x^3)*Log[x]^2 + (1 - 8*x + 16*x^2)*Log[x]^4))*(10*x^3 - 28*x^4 + 24*x^5 - 4*x^6 - 2*x^7 + (-120*x + 216*x^2 - 72*x^3 - 24*x^4)*Log[x] + (60*x - 210*x^2 + 282*x^3 - 222*x^4 + 66*x^5 + 24*x^6)*Log[x]^2 + (264 - 720*x + 360*x^2 + 96*x^3)*Log[x]^3 + (-132 + 786*x - 984*x^2 + 618*x^3 - 336*x^4 - 96*x^5)*Log[x]^4 + (-550 + 1126*x - 456*x^2 + 544*x^3 + 128*x^4)*Log[x]^6))/(x^3 - 3*x^4 + 3*x^5 - x^6 + (-3*x^2 + 18*x^3 - 27*x^4 + 12*x^5)*Log[x]^2 + (3*x - 27*x^2 + 72*x^3 - 48*x^4)*Log[x]^4 + (-1 + 12*x - 48*x^2 + 64*x^3)*Log[x]^6),x]","\text{\$Aborted}","e^{\left(\frac{6}{\frac{x^2-x}{\log ^2(x)}-4 x+1}+x+5\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1093,1,16,0,0.2288038,"\int e^{158-1000080 x+1562750010 x^2} \left(2000160+e^{-158+1000080 x-1562750010 x^2}-6251000040 x\right) \, dx","Int[E^(158 - 1000080*x + 1562750010*x^2)*(2000160 + E^(-158 + 1000080*x - 1562750010*x^2) - 6251000040*x),x]","x-2 e^{1562750010 x^2-1000080 x+158}","x-2 e^{10 (4-12501 x)^2-2}",1,"-2*E^(158 - 1000080*x + 1562750010*x^2) + x","A",7,4,30,0.1333,1,"{6742, 2234, 2204, 2240}"
1094,1,9,0,0.0028496,"\int -\frac{388129 \log (5)}{32 x^2} \, dx","Int[(-388129*Log[5])/(32*x^2),x]","\frac{388129 \log (5)}{32 x}","\frac{x+\frac{388129 \log (5)}{32}}{x}+2",1,"(388129*Log[5])/(32*x)","A",2,2,9,0.2222,1,"{12, 30}"
1095,1,7,0,0.005235,"\int 60 e^{-84+60 x} \, dx","Int[60*E^(-84 + 60*x),x]","e^{60 x-84}","e^{4 (5 (3 x-4)-1)}",1,"E^(-84 + 60*x)","A",2,2,9,0.2222,1,"{12, 2194}"
1096,0,0,0,0.5351418,"\int \frac{2-5 x+40 \log ^7(2-5 x)}{2 x-5 x^2+(-2+5 x) \log ^8(2-5 x)} \, dx","Int[(2 - 5*x + 40*Log[2 - 5*x]^7)/(2*x - 5*x^2 + (-2 + 5*x)*Log[2 - 5*x]^8),x]","\int \frac{2-5 x+40 \log ^7(2-5 x)}{2 x-5 x^2+(-2+5 x) \log ^8(2-5 x)} \, dx","\log \left(\log ^8(2-5 x)-x\right)",1,"Defer[Int][(x - Log[2 - 5*x]^8)^(-1), x] - 40*Defer[Int][Log[2 - 5*x]^7/((-2 + 5*x)*(x - Log[2 - 5*x]^8)), x]","F",0,0,0,0,-1,"{}"
1097,0,0,0,2.6306125,"\int \frac{e^{-x^2} \left(e^{e^{e^{-x^2} x}} \left(e^{x^2} \left(-15+12 x+3 x^2\right)+e^{e^{-x^2} x} \left(-15 x+12 x^2+33 x^3-24 x^4-6 x^5\right)\right)+\left(\frac{-5+4 x+x^2}{x}\right)^{5 x/3} \left(e^{x^2} \left(25+5 x^2\right)+e^{x^2} \left(-25+20 x+5 x^2\right) \log \left(\frac{-5+4 x+x^2}{x}\right)\right)\right)}{-15+12 x+3 x^2} \, dx","Int[(E^E^(x/E^x^2)*(E^x^2*(-15 + 12*x + 3*x^2) + E^(x/E^x^2)*(-15*x + 12*x^2 + 33*x^3 - 24*x^4 - 6*x^5)) + ((-5 + 4*x + x^2)/x)^((5*x)/3)*(E^x^2*(25 + 5*x^2) + E^x^2*(-25 + 20*x + 5*x^2)*Log[(-5 + 4*x + x^2)/x]))/(E^x^2*(-15 + 12*x + 3*x^2)),x]","\int \frac{e^{-x^2} \left(e^{e^{e^{-x^2} x}} \left(e^{x^2} \left(-15+12 x+3 x^2\right)+e^{e^{-x^2} x} \left(-15 x+12 x^2+33 x^3-24 x^4-6 x^5\right)\right)+\left(\frac{-5+4 x+x^2}{x}\right)^{5 x/3} \left(e^{x^2} \left(25+5 x^2\right)+e^{x^2} \left(-25+20 x+5 x^2\right) \log \left(\frac{-5+4 x+x^2}{x}\right)\right)\right)}{-15+12 x+3 x^2} \, dx","e^{e^{e^{-x^2} x}} x+\left(x-\frac{5}{x}+4\right)^{5 x/3}",1,"(4 - 5/x + x)^((5*x)/3) + Defer[Int][E^E^(x/E^x^2), x] + Defer[Int][E^(E^(x/E^x^2) + x/E^x^2 - x^2)*x, x] - 2*Defer[Int][E^(E^(x/E^x^2) + x/E^x^2 - x^2)*x^3, x] + (5*Defer[Int][(4 - 5/x + x)^((5*x)/3), x])/3 + (5*Defer[Int][(4 - 5/x + x)^((5*x)/3)/(-1 + x), x])/3 - (25*Defer[Int][(4 - 5/x + x)^((5*x)/3)/(5 + x), x])/3 - (25*Defer[Int][(4 - 5/x + x)^(-1 + (5*x)/3)/x, x])/3 - (5*Defer[Int][x*(4 - 5/x + x)^(-1 + (5*x)/3), x])/3","F",0,0,0,0,-1,"{}"
1098,0,0,0,2.8869496,"\int \frac{e^x \left(-12+12 x+512 x^3-128 x^4\right)+e^{\frac{1}{4} (20+3 x)} \left(-12+9 x+512 x^3-96 x^4\right)}{8 e^{2 x}+8 e^{\frac{1}{2} (20+3 x)}+16 e^{x+\frac{1}{4} (20+3 x)}} \, dx","Int[(E^x*(-12 + 12*x + 512*x^3 - 128*x^4) + E^((20 + 3*x)/4)*(-12 + 9*x + 512*x^3 - 96*x^4))/(8*E^(2*x) + 8*E^((20 + 3*x)/2) + 16*E^(x + (20 + 3*x)/4)),x]","\int \frac{e^x \left(-12+12 x+512 x^3-128 x^4\right)+e^{\frac{1}{4} (20+3 x)} \left(-12+9 x+512 x^3-96 x^4\right)}{8 e^{2 x}+8 e^{\frac{1}{2} (20+3 x)}+16 e^{x+\frac{1}{4} (20+3 x)}} \, dx","\frac{16 x^4-\frac{3 x}{2}}{e^{\frac{3 x}{4}+5}+e^x}",1,"-E^(10 - (3*x)/2) + (6*E^(5 - (5*x)/4))/5 + 2*E^(-5 - (3*x)/4) - 3*E^(-10 - x/2) + 6*E^(-15 - x/4) - 3/(2*E^x) + (3*x)/(2*E^20) - (3*E^(10 - (3*x)/2)*x)/2 + (3*E^(5 - (5*x)/4)*x)/2 - (3*x)/(2*E^x) + 16*E^(10 - (3*x)/2)*x^4 - 16*E^(5 - (5*x)/4)*x^4 + (16*x^4)/E^x - (6*Log[E^5 + E^(x/4)])/E^20 + (3*Defer[Int][(E^(20 - (3*x)/2)*x)/(E^5 + E^(x/4))^2, x])/8 - (21*Defer[Int][(E^(15 - (3*x)/2)*x)/(E^5 + E^(x/4)), x])/8 - 64*Defer[Int][(E^(15 - (3*x)/2)*x^3)/(E^5 + E^(x/4)), x] - 4*Defer[Int][(E^(20 - (3*x)/2)*x^4)/(E^5 + E^(x/4))^2, x] + 28*Defer[Int][(E^(15 - (3*x)/2)*x^4)/(E^5 + E^(x/4)), x]","F",0,0,0,0,-1,"{}"
1099,0,0,0,1.3257125,"\int \frac{\left(-16+32 x-16 x^2+e^x \left(-26-24 x+25 x^2\right)\right) \log (x)+e^x \left(-1-x+x^2\right) \log ^2(x)+(-8+8 x) \log (\log (x))-4 \log (x) \log ^2(\log (x))}{\left(8-16 x+8 x^2\right) \log (x)} \, dx","Int[((-16 + 32*x - 16*x^2 + E^x*(-26 - 24*x + 25*x^2))*Log[x] + E^x*(-1 - x + x^2)*Log[x]^2 + (-8 + 8*x)*Log[Log[x]] - 4*Log[x]*Log[Log[x]]^2)/((8 - 16*x + 8*x^2)*Log[x]),x]","\int \frac{\left(-16+32 x-16 x^2+e^x \left(-26-24 x+25 x^2\right)\right) \log (x)+e^x \left(-1-x+x^2\right) \log ^2(x)+(-8+8 x) \log (\log (x))-4 \log (x) \log ^2(\log (x))}{\left(8-16 x+8 x^2\right) \log (x)} \, dx","x \left(\frac{\log ^2(\log (x))+\frac{1}{4} e^x (\log (x)+25)}{2 x-2}-2\right)",1,"(25*E^x)/8 - (25*E^x)/(8*(1 - x)) - 2*x + (E^x*Log[x])/8 - (E^x*Log[x])/(8*(1 - x)) + Defer[Int][Log[Log[x]]/((-1 + x)*Log[x]), x] - Defer[Int][Log[Log[x]]^2/(-1 + x)^2, x]/2","F",0,0,0,0,-1,"{}"
1100,1,21,0,0.2054212,"\int \frac{72-18 x-10 x^3+3 x^4+\left(-72+4 x^2+12 x^3\right) \log (x)}{-4 x^3+x^4+4 x^3 \log (x)} \, dx","Int[(72 - 18*x - 10*x^3 + 3*x^4 + (-72 + 4*x^2 + 12*x^3)*Log[x])/(-4*x^3 + x^4 + 4*x^3*Log[x]),x]","\frac{9}{x^2}+3 x+\log (x)+\log (-x-4 \log (x)+4)","\frac{9}{x^2}+3 x+\log (x)+\log (x-4 (1-\log (x)))",1,"9/x^2 + 3*x + Log[x] + Log[4 - x - 4*Log[x]]","A",5,3,49,0.06122,1,"{6742, 14, 6684}"
1101,1,190,0,0.8950177,"\int \frac{6+e^{2 x}-125 e^9 \log ^2(4)+625 e^{18} \log ^4(4)+e^x \left(-5-x+50 e^9 \log ^2(4)\right)}{9+e^{2 x}-150 e^9 \log ^2(4)+625 e^{18} \log ^4(4)+e^x \left(-6+50 e^9 \log ^2(4)\right)} \, dx","Int[(6 + E^(2*x) - 125*E^9*Log[4]^2 + 625*E^18*Log[4]^4 + E^x*(-5 - x + 50*E^9*Log[4]^2))/(9 + E^(2*x) - 150*E^9*Log[4]^2 + 625*E^18*Log[4]^4 + E^x*(-6 + 50*E^9*Log[4]^2)),x]","-\frac{x^2}{2 \left(3-25 e^9 \log ^2(4)\right)}+x+\frac{(1-x)^2}{2 \left(3-25 e^9 \log ^2(4)\right)}+\frac{(1-x) \log \left(1-\frac{e^x}{3-25 e^9 \log ^2(4)}\right)}{3-25 e^9 \log ^2(4)}-\frac{\log \left(-e^x+3-25 e^9 \log ^2(4)\right)}{3-25 e^9 \log ^2(4)}+\frac{x \log \left(1-\frac{e^x}{3-25 e^9 \log ^2(4)}\right)}{3-25 e^9 \log ^2(4)}-\frac{x}{-e^x+3-25 e^9 \log ^2(4)}+\frac{x}{3-25 e^9 \log ^2(4)}","x-\frac{x}{-e^x+3-25 e^9 \log ^2(4)}",1,"x + (1 - x)^2/(2*(3 - 25*E^9*Log[4]^2)) + x/(3 - 25*E^9*Log[4]^2) - x^2/(2*(3 - 25*E^9*Log[4]^2)) - x/(3 - E^x - 25*E^9*Log[4]^2) - Log[3 - E^x - 25*E^9*Log[4]^2]/(3 - 25*E^9*Log[4]^2) + ((1 - x)*Log[1 - E^x/(3 - 25*E^9*Log[4]^2)])/(3 - 25*E^9*Log[4]^2) + (x*Log[1 - E^x/(3 - 25*E^9*Log[4]^2)])/(3 - 25*E^9*Log[4]^2)","B",17,12,86,0.1395,1,"{6741, 6742, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 29, 31}"
1102,1,15,0,0.0127994,"\int \frac{1+e^3+e^{5+e^2 x}}{e^3} \, dx","Int[(1 + E^3 + E^(5 + E^2*x))/E^3,x]","\left(1+\frac{1}{e^3}\right) x+e^{e^2 x}","\frac{x}{e^3}+x+e^{e^2 x}+17",1,"E^(E^2*x) + (1 + E^(-3))*x","A",3,2,18,0.1111,1,"{12, 2194}"
1103,1,19,0,0.075301,"\int \frac{-4-48 x-2 x^2-13 x^3-12 x^4}{x^3+12 x^4} \, dx","Int[(-4 - 48*x - 2*x^2 - 13*x^3 - 12*x^4)/(x^3 + 12*x^4),x]","\frac{2}{x^2}-x-2 \log (x)+\log (12 x+1)","\frac{2}{x^2}-2 x-\log \left(\frac{e^{-x} x}{\frac{1}{3 x}+4}\right)-3",1,"2/x^2 - x - 2*Log[x] + Log[1 + 12*x]","A",3,2,32,0.06250,1,"{1593, 1620}"
1104,1,23,0,0.0071388,"\int \frac{12600 e^2+504 e^5+168 x-504 e^2 \log (5)}{e^4} \, dx","Int[(12600*E^2 + 504*E^5 + 168*x - 504*E^2*Log[5])/E^4,x]","\frac{84 \left(x+3 e^2 \left(25+e^3-\log (5)\right)\right)^2}{e^4}","84 \left(\frac{x}{e^2}-3 \left(-25-e^3+\log (5)\right)\right)^2",1,"(84*(x + 3*E^2*(25 + E^3 - Log[5]))^2)/E^4","A",1,1,25,0.04000,1,"{9}"
1105,1,26,0,0.0217106,"\int \left(-1+e^x \left(14-4 x-8 \log (2)+\log ^2(2)\right)\right) \, dx","Int[-1 + E^x*(14 - 4*x - 8*Log[2] + Log[2]^2),x]","-x+4 e^x+e^x \left(-4 x+14+\log ^2(2)-8 \log (2)\right)","e^x \left(-x^2+(2-x)^2-2+(4-\log (2))^2\right)-x+e^4-3",1,"4*E^x - x + E^x*(14 - 4*x - 8*Log[2] + Log[2]^2)","A",3,2,19,0.1053,1,"{2176, 2194}"
1106,1,19,0,0.0469376,"\int \frac{18-12 x+29 x^2}{54 x^2-36 x^3+6 x^4} \, dx","Int[(18 - 12*x + 29*x^2)/(54*x^2 - 36*x^3 + 6*x^4),x]","\frac{9}{2 (3-x)}-\frac{1}{3 x}","\frac{3 x}{2 (3-x)}-\frac{1}{3 x}-\log (3)",1,"9/(2*(3 - x)) - 1/(3*x)","A",5,4,29,0.1379,1,"{1594, 27, 12, 893}"
1107,1,17,0,0.1460804,"\int \frac{6-12 x^3}{\left(x+3 x^2+x^4\right) \log \left(\frac{5 x}{1+3 x+x^3}\right)} \, dx","Int[(6 - 12*x^3)/((x + 3*x^2 + x^4)*Log[(5*x)/(1 + 3*x + x^3)]),x]","6 \log \left(\log \left(\frac{5 x}{x^3+3 x+1}\right)\right)","6 \log \left(\log \left(\frac{5}{x^2+\frac{1-x}{x}+4}\right)\right)",1,"6*Log[Log[(5*x)/(1 + 3*x + x^3)]]","A",2,2,36,0.05556,1,"{1594, 6684}"
1108,1,34,0,0.2301765,"\int \frac{400+480 x-48 x^2+e^x \left(-80-80 x+16 x^2\right)}{125-50 x+5 x^2} \, dx","Int[(400 + 480*x - 48*x^2 + E^x*(-80 - 80*x + 16*x^2))/(125 - 50*x + 5*x^2),x]","-\frac{48 x}{5}+\frac{16 e^x}{5}-\frac{16 e^x}{5-x}+\frac{320}{5-x}","\frac{16 \left(\frac{5-e^x}{x}+3\right) x^2}{5 (5-x)}",1,"(16*E^x)/5 + 320/(5 - x) - (16*E^x)/(5 - x) - (48*x)/5","A",12,8,37,0.2162,1,"{27, 12, 6742, 2199, 2194, 2177, 2178, 683}"
1109,1,33,0,0.2466916,"\int \frac{-288-152 x+65 x^2+20 x^3-5 x^4+e^{x-x^2} \left(-64+96 x+76 x^2-20 x^3-9 x^4+2 x^5\right)}{64+32 x-12 x^2-4 x^3+x^4} \, dx","Int[(-288 - 152*x + 65*x^2 + 20*x^3 - 5*x^4 + E^(x - x^2)*(-64 + 96*x + 76*x^2 - 20*x^3 - 9*x^4 + 2*x^5))/(64 + 32*x - 12*x^2 - 4*x^3 + x^4),x]","-e^{x-x^2}+\frac{5 x+4}{-x^2+2 x+8}-5 x","-e^{x-x^2}+\frac{x}{2 (x+2)}-5 x-\frac{4}{x-4}",1,"-E^(x - x^2) - 5*x + (4 + 5*x)/(8 + 2*x - x^2)","A",6,5,76,0.06579,1,"{6688, 2236, 1660, 967, 8}"
1110,1,15,0,0.3335147,"\int \frac{e^x (-1-x)+5 x+10 x \log (x)}{e^{2 x} x^2-10 e^x x^3 \log (x)+25 x^4 \log ^2(x)} \, dx","Int[(E^x*(-1 - x) + 5*x + 10*x*Log[x])/(E^(2*x)*x^2 - 10*E^x*x^3*Log[x] + 25*x^4*Log[x]^2),x]","\frac{1}{x \left(e^x-5 x \log (x)\right)}","\frac{1}{x \left(e^x-5 x \log (x)\right)}",1,"1/(x*(E^x - 5*x*Log[x]))","A",2,2,50,0.04000,1,"{6688, 6687}"
1111,1,32,0,0.3287053,"\int \frac{e^{1+x+x^2} \left(-1-x-x^2-2 x^3\right)+e^{1+x+x^2} \left(-x-2 x^2\right) \log (x)}{x \log (5)} \, dx","Int[(E^(1 + x + x^2)*(-1 - x - x^2 - 2*x^3) + E^(1 + x + x^2)*(-x - 2*x^2)*Log[x])/(x*Log[5]),x]","-\frac{e^{x^2+x+1} x}{\log (5)}-\frac{e^{x^2+x+1} \log (x)}{\log (5)}","6-\frac{e^{x^2+x+1} (x+\log (x))}{\log (5)}",1,"-((E^(1 + x + x^2)*x)/Log[5]) - (E^(1 + x + x^2)*Log[x])/Log[5]","A",20,7,53,0.1321,1,"{12, 14, 2234, 2204, 2240, 2241, 2554}"
1112,1,34,0,0.3749118,"\int \frac{450+4608 x+(-100-2688 x) \log \left(x^3\right)+(5+584 x) \log ^2\left(x^3\right)-56 x \log ^3\left(x^3\right)+2 x \log ^4\left(x^3\right)}{2304-1344 \log \left(x^3\right)+292 \log ^2\left(x^3\right)-28 \log ^3\left(x^3\right)+\log ^4\left(x^3\right)} \, dx","Int[(450 + 4608*x + (-100 - 2688*x)*Log[x^3] + (5 + 584*x)*Log[x^3]^2 - 56*x*Log[x^3]^3 + 2*x*Log[x^3]^4)/(2304 - 1344*Log[x^3] + 292*Log[x^3]^2 - 28*Log[x^3]^3 + Log[x^3]^4),x]","\frac{5 x}{2 \left(6-\log \left(x^3\right)\right)}-\frac{5 x}{2 \left(8-\log \left(x^3\right)\right)}+x^2","x \left(\frac{5}{\left(7-\log \left(x^3\right)\right)^2-1}+x\right)",1,"x^2 + (5*x)/(2*(6 - Log[x^3])) - (5*x)/(2*(8 - Log[x^3]))","A",13,5,78,0.06410,1,"{6741, 6742, 2297, 2300, 2178}"
1113,0,0,0,0.8157507,"\int \frac{e^{2 x} (-1+x)-x^2+x^3+e^x \left(-3 x+3 x^2\right)}{e^{2 x} x+2 e^x x^2+x^3} \, dx","Int[(E^(2*x)*(-1 + x) - x^2 + x^3 + E^x*(-3*x + 3*x^2))/(E^(2*x)*x + 2*E^x*x^2 + x^3),x]","\int \frac{e^{2 x} (-1+x)-x^2+x^3+e^x \left(-3 x+3 x^2\right)}{e^{2 x} x+2 e^x x^2+x^3} \, dx","-\frac{x}{x+e^x}+x-\log (x)+\frac{31}{2}",1,"x + (E^x + x)^(-1) - Log[x] + Defer[Int][(E^x + x)^(-2), x] - Defer[Int][x^2/(E^x + x)^2, x] + Defer[Int][x/(E^x + x), x]","F",0,0,0,0,-1,"{}"
1114,1,25,0,0.0176108,"\int \frac{e^{-4 e^5} \left(-2 e^{4 e^5} x^2-\log (3)\right)}{x^2 \log (5)} \, dx","Int[(-2*E^(4*E^5)*x^2 - Log[3])/(E^(4*E^5)*x^2*Log[5]),x]","\frac{e^{-4 e^5} \log (3)}{x \log (5)}-\frac{2 x}{\log (5)}","\frac{\frac{e^{-4 e^5} \log (3)}{x}-2 x}{\log (5)}",1,"(-2*x)/Log[5] + Log[3]/(E^(4*E^5)*x*Log[5])","A",3,2,32,0.06250,1,"{12, 14}"
1115,1,105,0,1.3615502,"\int \frac{e^2 \left(5 x^2+4 x^3\right)+e^{e^6 x^2-2 e^3 x^3+x^4} \left(e^8 \left(50 x^2+80 x^3+32 x^4\right)+e^5 \left(-150 x^3-240 x^4-96 x^5\right)+e^2 \left(25+40 x+16 x^2+100 x^4+160 x^5+64 x^6\right)\right)+e^2 \left(15 x^2+8 x^3\right) \log (x)}{25+40 x+16 x^2} \, dx","Int[(E^2*(5*x^2 + 4*x^3) + E^(E^6*x^2 - 2*E^3*x^3 + x^4)*(E^8*(50*x^2 + 80*x^3 + 32*x^4) + E^5*(-150*x^3 - 240*x^4 - 96*x^5) + E^2*(25 + 40*x + 16*x^2 + 100*x^4 + 160*x^5 + 64*x^6)) + E^2*(15*x^2 + 8*x^3)*Log[x])/(25 + 40*x + 16*x^2),x]","\frac{1}{4} e^2 x^2 \log (x)+\frac{e^{\left(e^3-x\right)^2 x^2+2} \left(2 x^4-3 e^3 x^3+e^6 x^2\right)}{\left(e^3-x\right)^2 x-\left(e^3-x\right) x^2}+\frac{25 e^2 x \log (x)}{16 (4 x+5)}-\frac{5}{16} e^2 x \log (x)","e^2 x \left(e^{\left(e^3-x\right)^2 x^2}+\frac{x^2 \log (x)}{4 x+5}\right)",1,"(E^(2 + (E^3 - x)^2*x^2)*(E^6*x^2 - 3*E^3*x^3 + 2*x^4))/((E^3 - x)^2*x - (E^3 - x)*x^2) - (5*E^2*x*Log[x])/16 + (E^2*x^2*Log[x])/4 + (25*E^2*x*Log[x])/(16*(5 + 4*x))","B",16,11,138,0.07971,1,"{27, 6688, 12, 6742, 2288, 43, 2357, 2295, 2304, 2314, 31}"
1116,1,26,0,0.5163679,"\int \frac{4+4 \log \left(\frac{5 \log (3)}{e^2 x}\right)+(-4-8 x) \log ^2\left(\frac{5 \log (3)}{e^2 x}\right)+\left(-2-2 \log \left(\frac{5 \log (3)}{e^2 x}\right)+(2+4 x) \log ^2\left(\frac{5 \log (3)}{e^2 x}\right)\right) \log \left(\frac{x+\left(-x-x^2\right) \log \left(\frac{5 \log (3)}{e^2 x}\right)}{\log \left(\frac{5 \log (3)}{e^2 x}\right)}\right)}{-x \log \left(\frac{5 \log (3)}{e^2 x}\right)+\left(x+x^2\right) \log ^2\left(\frac{5 \log (3)}{e^2 x}\right)} \, dx","Int[(4 + 4*Log[(5*Log[3])/(E^2*x)] + (-4 - 8*x)*Log[(5*Log[3])/(E^2*x)]^2 + (-2 - 2*Log[(5*Log[3])/(E^2*x)] + (2 + 4*x)*Log[(5*Log[3])/(E^2*x)]^2)*Log[(x + (-x - x^2)*Log[(5*Log[3])/(E^2*x)])/Log[(5*Log[3])/(E^2*x)]])/(-(x*Log[(5*Log[3])/(E^2*x)]) + (x + x^2)*Log[(5*Log[3])/(E^2*x)]^2),x]","\left(2-\log \left(-x \left(x+\frac{1}{2-\log \left(\frac{\log (243)}{x}\right)}+1\right)\right)\right)^2","\left(2-\log \left(-x^2-x+\frac{x}{\log \left(\frac{5 \log (3)}{e^2 x}\right)}\right)\right)^2",1,"(2 - Log[-(x*(1 + x + (2 - Log[Log[243]/x])^(-1)))])^2","A",3,3,144,0.02083,1,"{6688, 12, 6686}"
1117,1,22,0,0.1167746,"\int \frac{4 x-6 x^2+24 x^3+(-1+4 x) \log \left(\frac{1}{2} \left(-x+4 x^2\right)\right)}{-1+4 x} \, dx","Int[(4*x - 6*x^2 + 24*x^3 + (-1 + 4*x)*Log[(-x + 4*x^2)/2])/(-1 + 4*x),x]","2 x^3-x+x \log \left(-\frac{1}{2} (1-4 x) x\right)","x \left(2 x^2+\log \left(\frac{1}{2} x (4 x-1)\right)\right)-x",1,"-x + 2*x^3 + x*Log[-1/2*((1 - 4*x)*x)]","A",7,5,42,0.1190,1,"{6742, 771, 2487, 31, 8}"
1118,1,27,0,0.0293058,"\int \frac{-12-3 x-9 x^3-2 (i \pi +\log (4))}{9 x^3} \, dx","Int[(-12 - 3*x - 9*x^3 - 2*(I*Pi + Log[4]))/(9*x^3),x]","\frac{12+2 i \pi +\log (16)}{18 x^2}-x+\frac{1}{3 x}","-x+\frac{3 (x+2)+i \pi +\log (4)}{9 x^2}",1,"1/(3*x) - x + (12 + (2*I)*Pi + Log[16])/(18*x^2)","A",3,2,27,0.07407,1,"{12, 14}"
1119,0,0,0,6.9857835,"\int \frac{-\frac{16 e^{2 x}}{x}-\frac{4 e^{e^x+2 x}}{x}+\left(32 e^{2 x} \log (x)+\frac{e^{e^x+2 x} \left(8 x^2+4 e^x x^2\right) \log (x)}{x^2}\right) \log (\log (x))+\left(\frac{e^{2 x} \left(4 x^2+8 x^3\right) \log (x)}{x^2}+\frac{e^{e^x+2 x} \left(x^2+2 x^3+e^x x^3\right) \log (x)}{x^2}\right) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","Int[((-16*E^(2*x))/x - (4*E^(E^x + 2*x))/x + (32*E^(2*x)*Log[x] + (E^(E^x + 2*x)*(8*x^2 + 4*E^x*x^2)*Log[x])/x^2)*Log[Log[x]] + ((E^(2*x)*(4*x^2 + 8*x^3)*Log[x])/x^2 + (E^(E^x + 2*x)*(x^2 + 2*x^3 + E^x*x^3)*Log[x])/x^2)*Log[Log[x]]^2)/(Log[x]*Log[Log[x]]^2),x]","\int \frac{-\frac{16 e^{2 x}}{x}-\frac{4 e^{e^x+2 x}}{x}+\left(32 e^{2 x} \log (x)+\frac{e^{e^x+2 x} \left(8 x^2+4 e^x x^2\right) \log (x)}{x^2}\right) \log (\log (x))+\left(\frac{e^{2 x} \left(4 x^2+8 x^3\right) \log (x)}{x^2}+\frac{e^{e^x+2 x} \left(x^2+2 x^3+e^x x^3\right) \log (x)}{x^2}\right) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","e^{2 x} \left(e^{e^x}+4\right) \left(x+\frac{4}{\log (\log (x))}\right)+5",1,"-E^E^x + E^(E^x + x) + (4*E^(2*x)*(4*x*Log[x]*Log[Log[x]] + x^2*Log[x]*Log[Log[x]]^2))/(x*Log[x]*Log[Log[x]]^2) + 2*Defer[Int][E^(E^x + 2*x)*x, x] + Defer[Int][E^(E^x + 3*x)*x, x] - 4*Defer[Int][E^(E^x + 2*x)/(x*Log[x]*Log[Log[x]]^2), x] + 8*Defer[Int][E^(E^x + 2*x)/Log[Log[x]], x] + 4*Defer[Int][E^(E^x + 3*x)/Log[Log[x]], x]","F",0,0,0,0,-1,"{}"
1120,1,19,0,0.0126107,"\int \frac{25}{4} e^{\frac{1}{4} \left(-36-100 e^3+25 x\right)} \, dx","Int[(25*E^((-36 - 100*E^3 + 25*x)/4))/4,x]","e^{\frac{1}{4} \left(25 x-4 \left(9+25 e^3\right)\right)}","e^{-25 \left(e^3-\frac{x}{4}\right)-9}",1,"E^((-4*(9 + 25*E^3) + 25*x)/4)","A",2,2,20,0.1000,1,"{12, 2194}"
1121,1,1873,0,9.3665032,"\int \frac{e^x \left(\left(-6 x^3+21 x^4-12 x^5-12 x^6+e^8 \left(-6 x-3 x^2\right)+e^4 \left(12 x^2-18 x^3-12 x^4\right)\right) \log (4)+\left(2 x^4-2 e^4 x^4-6 x^5-4 x^6\right) \log ^2(4)\right)}{9 e^8+9 x^2-36 x^3+36 x^4+e^4 \left(-18 x+36 x^2\right)+\left(12 e^4 x^2-12 x^3+24 x^4\right) \log (4)+4 x^4 \log ^2(4)} \, dx","Int[(E^x*((-6*x^3 + 21*x^4 - 12*x^5 - 12*x^6 + E^8*(-6*x - 3*x^2) + E^4*(12*x^2 - 18*x^3 - 12*x^4))*Log[4] + (2*x^4 - 2*E^4*x^4 - 6*x^5 - 4*x^6)*Log[4]^2))/(9*E^8 + 9*x^2 - 36*x^3 + 36*x^4 + E^4*(-18*x + 36*x^2) + (12*E^4*x^2 - 12*x^3 + 24*x^4)*Log[4] + 4*x^4*Log[4]^2),x]","-\frac{e^x \log (4) x^2}{3+\log (4)}-\frac{3 e^x \log (4) (4+\log (4)) x}{2 (3+\log (4))^2}+\frac{2 e^x \log (4) x}{3+\log (4)}-\frac{3 e^{\frac{3+i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(4 \log ^2(4)+4 e^4 \log (4) (3+\log (4))-\log ^2(16)-\log (64)+\frac{i \left(8 e^8 \log (4) (3+\log (4))^2+4 e^4 (3+\log (4)) \left(8 \log ^2(4)-\log ^2(16)+\log (4096)\right)-3 \left(4 \log ^2(4)+\log (262144)\right)\right)}{\sqrt{-9+24 e^4 (3+\log (4))}}\right)}{16 (3+\log (4))^4}-\frac{3 e^{\frac{3-i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(4 \log ^2(4)+4 e^4 \log (4) (3+\log (4))-\log ^2(16)-\log (64)-\frac{i \left(8 e^8 \log (4) (3+\log (4))^2+4 e^4 (3+\log (4)) \left(8 \log ^2(4)-\log ^2(16)+\log (4096)\right)-3 \left(4 \log ^2(4)+\log (262144)\right)\right)}{\sqrt{-9+24 e^4 (3+\log (4))}}\right)}{16 (3+\log (4))^4}+\frac{3 e^{x+4} \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{2 (3+\log (4))^2 \left(3-8 e^4 (3+\log (4))\right) \left(-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3\right)}+\frac{3 e^{x+4} \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{2 (3+\log (4))^2 \left(3-8 e^4 (3+\log (4))\right) \left(-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3\right)}+\frac{i \sqrt{3} e^{\frac{51+16 \log (4)-i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{2 (3+\log (4))^2 \left(-3+8 e^4 (3+\log (4))\right)^{3/2}}-\frac{i \sqrt{3} e^{\frac{51+16 \log (4)+i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{2 (3+\log (4))^2 \left(-3+8 e^4 (3+\log (4))\right)^{3/2}}+\frac{3 e^{\frac{51+16 \log (4)-i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{8 (3+\log (4))^3 \left(3-8 e^4 (3+\log (4))\right)}+\frac{3 e^{\frac{51+16 \log (4)+i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(1-2 e^4 (3+\log (4))\right) \log (4096)}{8 (3+\log (4))^3 \left(3-8 e^4 (3+\log (4))\right)}-\frac{e^x \log (4) \left(3-i \sqrt{-9+24 e^4 (3+\log (4))}\right) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{8 (3+\log (4))^3 \left(3-8 e^4 (3+\log (4))\right) \left(-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3\right)}-\frac{e^x \log (4) \left(3+i \sqrt{-9+24 e^4 (3+\log (4))}\right) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{8 (3+\log (4))^3 \left(3-8 e^4 (3+\log (4))\right) \left(-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3\right)}-\frac{e^{\frac{3+i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(3+i \sqrt{-9+24 e^4 (3+\log (4))}\right) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{32 (3+\log (4))^4 \left(3-8 e^4 (3+\log (4))\right)}-\frac{e^{\frac{3-i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(3-i \sqrt{-9+24 e^4 (3+\log (4))}\right) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{32 (3+\log (4))^4 \left(3-8 e^4 (3+\log (4))\right)}-\frac{i \sqrt{3} e^{\frac{3-i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x-i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{8 (3+\log (4))^3 \left(-3+8 e^4 (3+\log (4))\right)^{3/2}}+\frac{i \sqrt{3} e^{\frac{3+i \sqrt{-9+24 e^4 (3+\log (4))}}{4 (3+\log (4))}} \text{Ei}\left(-\frac{-4 (3+\log (4)) x+i \sqrt{-9+24 e^4 (3+\log (4))}+3}{4 (3+\log (4))}\right) \log (4) \left(16 e^8 \log (4) (3+\log (4))^2+9 \log (16)-12 e^4 (3+\log (4)) \log (256)\right)}{8 (3+\log (4))^3 \left(-3+8 e^4 (3+\log (4))\right)^{3/2}}+\frac{e^x \log ^2(4) \left(9-2 e^4 (3+\log (4))+\log (16)\right)}{4 (3+\log (4))^3}+\frac{3 e^x \log (4) (4+\log (4))}{2 (3+\log (4))^2}-\frac{2 e^x \log (4)}{3+\log (4)}","\frac{e^x x^2}{\frac{2}{\frac{x-e^4}{x^2}-2}-\frac{3}{\log (4)}}",1,"(-2*E^x*Log[4])/(3 + Log[4]) + (2*E^x*x*Log[4])/(3 + Log[4]) - (E^x*x^2*Log[4])/(3 + Log[4]) + (3*E^x*Log[4]*(4 + Log[4]))/(2*(3 + Log[4])^2) - (3*E^x*x*Log[4]*(4 + Log[4]))/(2*(3 + Log[4])^2) + (E^x*Log[4]^2*(9 - 2*E^4*(3 + Log[4]) + Log[16]))/(4*(3 + Log[4])^3) - ((I/8)*Sqrt[3]*E^((3 - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/((3 + Log[4])^3*(-3 + 8*E^4*(3 + Log[4]))^(3/2)) + ((I/8)*Sqrt[3]*E^((3 + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/((3 + Log[4])^3*(-3 + 8*E^4*(3 + Log[4]))^(3/2)) - (E^((3 - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(3 - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/(32*(3 + Log[4])^4*(3 - 8*E^4*(3 + Log[4]))) - (E^x*Log[4]*(3 - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/(8*(3 + Log[4])^3*(3 - 8*E^4*(3 + Log[4]))*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])) - (E^((3 + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(3 + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/(32*(3 + Log[4])^4*(3 - 8*E^4*(3 + Log[4]))) - (E^x*Log[4]*(3 + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])*(16*E^8*Log[4]*(3 + Log[4])^2 + 9*Log[16] - 12*E^4*(3 + Log[4])*Log[256]))/(8*(3 + Log[4])^3*(3 - 8*E^4*(3 + Log[4]))*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])) + (3*E^((51 + 16*Log[4] - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/(8*(3 + Log[4])^3*(3 - 8*E^4*(3 + Log[4]))) + (3*E^((51 + 16*Log[4] + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/(8*(3 + Log[4])^3*(3 - 8*E^4*(3 + Log[4]))) + ((I/2)*Sqrt[3]*E^((51 + 16*Log[4] - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/((3 + Log[4])^2*(-3 + 8*E^4*(3 + Log[4]))^(3/2)) - ((I/2)*Sqrt[3]*E^((51 + 16*Log[4] + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/((3 + Log[4])^2*(-3 + 8*E^4*(3 + Log[4]))^(3/2)) + (3*E^(4 + x)*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/(2*(3 + Log[4])^2*(3 - 8*E^4*(3 + Log[4]))*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])) + (3*E^(4 + x)*Log[4]*(1 - 2*E^4*(3 + Log[4]))*Log[4096])/(2*(3 + Log[4])^2*(3 - 8*E^4*(3 + Log[4]))*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])) - (3*E^((3 - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) - I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(4*Log[4]^2 + 4*E^4*Log[4]*(3 + Log[4]) - Log[16]^2 - Log[64] - (I*(8*E^8*Log[4]*(3 + Log[4])^2 + 4*E^4*(3 + Log[4])*(8*Log[4]^2 - Log[16]^2 + Log[4096]) - 3*(4*Log[4]^2 + Log[262144])))/Sqrt[-9 + 24*E^4*(3 + Log[4])]))/(16*(3 + Log[4])^4) - (3*E^((3 + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(4*(3 + Log[4])))*ExpIntegralEi[-1/4*(3 - 4*x*(3 + Log[4]) + I*Sqrt[-9 + 24*E^4*(3 + Log[4])])/(3 + Log[4])]*Log[4]*(4*Log[4]^2 + 4*E^4*Log[4]*(3 + Log[4]) - Log[16]^2 - Log[64] + (I*(8*E^8*Log[4]*(3 + Log[4])^2 + 4*E^4*(3 + Log[4])*(8*Log[4]^2 - Log[16]^2 + Log[4096]) - 3*(4*Log[4]^2 + Log[262144])))/Sqrt[-9 + 24*E^4*(3 + Log[4])]))/(16*(3 + Log[4])^4)","C",33,9,158,0.05696,0,"{6, 6688, 12, 6742, 2176, 2194, 2270, 2178, 2177}"
1122,1,34,0,1.3589515,"\int \frac{e^{\frac{49+1134 x^7+6561 e^x x^{12}+6561 x^{13}+6561 x^{14}}{6561 x^{12}}} \left(-196-1890 x^7+2187 x^{13}+2187 e^x x^{13}+4374 x^{14}\right)}{2187 x^{13}} \, dx","Int[(E^((49 + 1134*x^7 + 6561*E^x*x^12 + 6561*x^13 + 6561*x^14)/(6561*x^12))*(-196 - 1890*x^7 + 2187*x^13 + 2187*E^x*x^13 + 4374*x^14))/(2187*x^13),x]","e^{\frac{6561 x^{14}+6561 x^{13}+6561 e^x x^{12}+1134 x^7+49}{6561 x^{12}}}","e^{\left(\frac{7}{81 x^6}+x\right)^2+e^x+x}",1,"E^((49 + 1134*x^7 + 6561*E^x*x^12 + 6561*x^13 + 6561*x^14)/(6561*x^12))","A",2,2,66,0.03030,1,"{12, 6706}"
1123,0,0,0,3.4227713,"\int \frac{4+\left(-4 x+2 e^5 x^3-6 e^8 x^5\right) \log (x)+\left(-2 e^5 x^2+6 e^8 x^4\right) \log (x) \log (\log (x))+(2 x \log (x)-2 \log (x) \log (\log (x))) \log \left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)}{\left(-e^{10} x^5+2 e^{13} x^7-e^{16} x^9\right) \log (x)+\left(e^{10} x^4-2 e^{13} x^6+e^{16} x^8\right) \log (x) \log (\log (x))+\left(\left(2 e^5 x^3-2 e^8 x^5\right) \log (x)+\left(-2 e^5 x^2+2 e^8 x^4\right) \log (x) \log (\log (x))\right) \log \left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)+(-x \log (x)+\log (x) \log (\log (x))) \log ^2\left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)} \, dx","Int[(4 + (-4*x + 2*E^5*x^3 - 6*E^8*x^5)*Log[x] + (-2*E^5*x^2 + 6*E^8*x^4)*Log[x]*Log[Log[x]] + (2*x*Log[x] - 2*Log[x]*Log[Log[x]])*Log[x^2 - 2*x*Log[Log[x]] + Log[Log[x]]^2])/((-(E^10*x^5) + 2*E^13*x^7 - E^16*x^9)*Log[x] + (E^10*x^4 - 2*E^13*x^6 + E^16*x^8)*Log[x]*Log[Log[x]] + ((2*E^5*x^3 - 2*E^8*x^5)*Log[x] + (-2*E^5*x^2 + 2*E^8*x^4)*Log[x]*Log[Log[x]])*Log[x^2 - 2*x*Log[Log[x]] + Log[Log[x]]^2] + (-(x*Log[x]) + Log[x]*Log[Log[x]])*Log[x^2 - 2*x*Log[Log[x]] + Log[Log[x]]^2]^2),x]","\int \frac{4+\left(-4 x+2 e^5 x^3-6 e^8 x^5\right) \log (x)+\left(-2 e^5 x^2+6 e^8 x^4\right) \log (x) \log (\log (x))+(2 x \log (x)-2 \log (x) \log (\log (x))) \log \left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)}{\left(-e^{10} x^5+2 e^{13} x^7-e^{16} x^9\right) \log (x)+\left(e^{10} x^4-2 e^{13} x^6+e^{16} x^8\right) \log (x) \log (\log (x))+\left(\left(2 e^5 x^3-2 e^8 x^5\right) \log (x)+\left(-2 e^5 x^2+2 e^8 x^4\right) \log (x) \log (\log (x))\right) \log \left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)+(-x \log (x)+\log (x) \log (\log (x))) \log ^2\left(x^2-2 x \log (\log (x))+\log ^2(\log (x))\right)} \, dx","\frac{2 x}{x^2 \left(e^5-e^8 x^2\right)-\log \left((x-\log (\log (x)))^2\right)}",1,"4*Defer[Int][x/((x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] - 4*E^5*Defer[Int][x^3/((x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] + 8*E^8*Defer[Int][x^5/((x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] - 4*Defer[Int][1/(Log[x]*(x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] + 4*E^5*Defer[Int][(x^2*Log[Log[x]])/((x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] - 8*E^8*Defer[Int][(x^4*Log[Log[x]])/((x - Log[Log[x]])*(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^2), x] - 2*Defer[Int][(-(E^5*x^2) + E^8*x^4 + Log[(x - Log[Log[x]])^2])^(-1), x]","F",0,0,0,0,-1,"{}"
1124,0,0,0,101.9492278,"\int \frac{\exp \left(2 e^6-4 e^3 x+2 x^2+2 \left(-2 e^3+2 x\right) \log \left(-2+x^2+\log \left(2-e^x\right)\right)+2 \log ^2\left(-2+x^2+\log \left(2-e^x\right)\right)\right) \left(16 x-16 x^2-8 x^3+e^3 \left(-16+16 x+8 x^2\right)+e^x \left(-4 x+8 x^2+4 x^3+e^3 \left(4-8 x-4 x^2\right)\right)+\left(8 e^3-8 x+e^x \left(-4 e^3+4 x\right)\right) \log \left(2-e^x\right)+\left(16-16 x-8 x^2+e^x \left(-4+8 x+4 x^2\right)+\left(-8+4 e^x\right) \log \left(2-e^x\right)\right) \log \left(-2+x^2+\log \left(2-e^x\right)\right)\right)}{4-2 x^2+e^x \left(-2+x^2\right)+\left(-2+e^x\right) \log \left(2-e^x\right)} \, dx","Int[(E^(2*E^6 - 4*E^3*x + 2*x^2 + 2*(-2*E^3 + 2*x)*Log[-2 + x^2 + Log[2 - E^x]] + 2*Log[-2 + x^2 + Log[2 - E^x]]^2)*(16*x - 16*x^2 - 8*x^3 + E^3*(-16 + 16*x + 8*x^2) + E^x*(-4*x + 8*x^2 + 4*x^3 + E^3*(4 - 8*x - 4*x^2)) + (8*E^3 - 8*x + E^x*(-4*E^3 + 4*x))*Log[2 - E^x] + (16 - 16*x - 8*x^2 + E^x*(-4 + 8*x + 4*x^2) + (-8 + 4*E^x)*Log[2 - E^x])*Log[-2 + x^2 + Log[2 - E^x]]))/(4 - 2*x^2 + E^x*(-2 + x^2) + (-2 + E^x)*Log[2 - E^x]),x]","\int \frac{\exp \left(2 e^6-4 e^3 x+2 x^2+2 \left(-2 e^3+2 x\right) \log \left(-2+x^2+\log \left(2-e^x\right)\right)+2 \log ^2\left(-2+x^2+\log \left(2-e^x\right)\right)\right) \left(16 x-16 x^2-8 x^3+e^3 \left(-16+16 x+8 x^2\right)+e^x \left(-4 x+8 x^2+4 x^3+e^3 \left(4-8 x-4 x^2\right)\right)+\left(8 e^3-8 x+e^x \left(-4 e^3+4 x\right)\right) \log \left(2-e^x\right)+\left(16-16 x-8 x^2+e^x \left(-4+8 x+4 x^2\right)+\left(-8+4 e^x\right) \log \left(2-e^x\right)\right) \log \left(-2+x^2+\log \left(2-e^x\right)\right)\right)}{4-2 x^2+e^x \left(-2+x^2\right)+\left(-2+e^x\right) \log \left(2-e^x\right)} \, dx","e^{2 \left(\log \left(x^2+\log \left(2-e^x\right)-2\right)+x-e^3\right)^2}",1,"4*Defer[Int][E^(3 + 2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] - 8*Defer[Int][(E^(3 + 2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x))/(-2 + E^x), x] - 4*(1 + 2*E^3)*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] + 8*Defer[Int][(E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x))/(-2 + E^x), x] + 4*(2 - E^3)*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x^2*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] + 4*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x^3*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] - 4*Defer[Int][E^(3 + 2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*Log[2 - E^x]*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] + 4*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x*Log[2 - E^x]*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x), x] - 4*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x)*Log[-2 + x^2 + Log[2 - E^x]], x] + 8*Defer[Int][(E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x)*Log[-2 + x^2 + Log[2 - E^x]])/(-2 + E^x), x] + 8*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x)*Log[-2 + x^2 + Log[2 - E^x]], x] + 4*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*x^2*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x)*Log[-2 + x^2 + Log[2 - E^x]], x] + 4*Defer[Int][E^(2*((E^3 - x)^2 + Log[-2 + x^2 + Log[2 - E^x]]^2))*Log[2 - E^x]*(-2 + x^2 + Log[2 - E^x])^(-1 - 4*E^3 + 4*x)*Log[-2 + x^2 + Log[2 - E^x]], x]","F",0,0,0,0,-1,"{}"
1125,-1,0,0,180.0014207,"\int \frac{\exp \left(\frac{8-6 x+5 x^2-x^3-x^4+e^{4 e^{x^2} x} \left(4-5 x+x^2+x^3\right)}{e^{4 e^{x^2} x} (-4+x)+4 x-x^2}\right) \left(-32+16 x+14 x^2-8 x^3-11 x^4+2 x^5+e^{8 e^{x^2} x} \left(16-8 x-11 x^2+2 x^3\right)+e^{4 e^{x^2} x} \left(-32 x+16 x^2+22 x^3-4 x^4+e^{x^2} \left(128-64 x+264 x^2-128 x^3+16 x^4\right)\right)\right)}{16 x^2-8 x^3+x^4+e^{8 e^{x^2} x} \left(16-8 x+x^2\right)+e^{4 e^{x^2} x} \left(-32 x+16 x^2-2 x^3\right)} \, dx","Int[(E^((8 - 6*x + 5*x^2 - x^3 - x^4 + E^(4*E^x^2*x)*(4 - 5*x + x^2 + x^3))/(E^(4*E^x^2*x)*(-4 + x) + 4*x - x^2))*(-32 + 16*x + 14*x^2 - 8*x^3 - 11*x^4 + 2*x^5 + E^(8*E^x^2*x)*(16 - 8*x - 11*x^2 + 2*x^3) + E^(4*E^x^2*x)*(-32*x + 16*x^2 + 22*x^3 - 4*x^4 + E^x^2*(128 - 64*x + 264*x^2 - 128*x^3 + 16*x^4))))/(16*x^2 - 8*x^3 + x^4 + E^(8*E^x^2*x)*(16 - 8*x + x^2) + E^(4*E^x^2*x)*(-32*x + 16*x^2 - 2*x^3)),x]","\text{\$Aborted}","e^{\frac{x^3}{x-4}-\frac{2}{e^{4 e^{x^2} x}-x}+x-1}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1126,1,12,0,0.008494,"\int \frac{2+6 x+3 e^3 (1+3 x)}{3+9 x} \, dx","Int[(2 + 6*x + 3*E^3*(1 + 3*x))/(3 + 9*x),x]","\frac{1}{3} \left(2+3 e^3\right) x","\frac{2 x}{3}+e^3 \left(x+\frac{1}{3}\right)",1,"((2 + 3*E^3)*x)/3","A",3,3,23,0.1304,1,"{186, 21, 8}"
1127,1,28,0,0.2962062,"\int \frac{5160 x-7380 x^2+2200 x^3+100 x^4+e^{2 x} (20000+800 x)+e^x \left(10320+400 x-5000 x^2-200 x^3\right)+\left(2064-1920 x-80 x^2+e^x (4000+160 x)\right) \log \left(625+50 x+x^2\right)}{625+25 x} \, dx","Int[(5160*x - 7380*x^2 + 2200*x^3 + 100*x^4 + E^(2*x)*(20000 + 800*x) + E^x*(10320 + 400*x - 5000*x^2 - 200*x^3) + (2064 - 1920*x - 80*x^2 + E^x*(4000 + 160*x))*Log[625 + 50*x + x^2])/(625 + 25*x),x]","\frac{1}{25} \left(5 (2-x) x+20 e^x+4 \log \left((x+25)^2\right)\right)^2","16 \left(\frac{1}{4} (x-2) x-e^x-\frac{1}{5} \log \left((x+25)^2\right)\right)^2",1,"(20*E^x + 5*(2 - x)*x + 4*Log[(25 + x)^2])^2/25","A",3,3,86,0.03488,1,"{6688, 12, 6686}"
1128,1,12,0,0.0049934,"\int -\frac{180}{3+e^{5/4}} \, dx","Int[-180/(3 + E^(5/4)),x]","-\frac{180 x}{3+e^{5/4}}","9 \left(\frac{20 (81-x)}{3+e^{5/4}}-2\right)",1,"(-180*x)/(3 + E^(5/4))","A",1,1,11,0.09091,1,"{8}"
1129,1,26,0,0.3343794,"\int \frac{-2 x+x \log (x)+\left(2 e^x+8 x\right) \log ^3(x)+\left(2 x+2 e^x x\right) \log ^3(x) \log (10 x)}{x \log ^3(x)} \, dx","Int[(-2*x + x*Log[x] + (2*E^x + 8*x)*Log[x]^3 + (2*x + 2*E^x*x)*Log[x]^3*Log[10*x])/(x*Log[x]^3),x]","6 x+\frac{x}{\log ^2(x)}+2 x \log (10 x)+2 e^x \log (10 x)","6 (x-4)+\frac{x}{\log ^2(x)}+2 \left(x+e^x\right) \log (10 x)",1,"6*x + x/Log[x]^2 + 2*E^x*Log[10*x] + 2*x*Log[10*x]","A",12,7,49,0.1429,1,"{6688, 2178, 2297, 2298, 2194, 2554, 14}"
1130,1,24,0,0.5119207,"\int \frac{\left(-40+50 x+15 x^2+(4+x) \log \left(\frac{5}{2}\right)\right) \log (4+x)+\left(-10 x+5 x^2+x \log \left(\frac{5}{2}\right)\right) \log \left(\frac{1}{25} \left(100 x-100 x^2+25 x^3+\left(-20 x+10 x^2\right) \log \left(\frac{5}{2}\right)+x \log ^2\left(\frac{5}{2}\right)\right)\right)}{-40 x+10 x^2+5 x^3+\left(4 x+x^2\right) \log \left(\frac{5}{2}\right)} \, dx","Int[((-40 + 50*x + 15*x^2 + (4 + x)*Log[5/2])*Log[4 + x] + (-10*x + 5*x^2 + x*Log[5/2])*Log[(100*x - 100*x^2 + 25*x^3 + (-20*x + 10*x^2)*Log[5/2] + x*Log[5/2]^2)/25])/(-40*x + 10*x^2 + 5*x^3 + (4*x + x^2)*Log[5/2]),x]","\log (x+4) \log \left(\frac{1}{25} x \left(-5 x+10-\log \left(\frac{5}{2}\right)\right)^2\right)","\log (x+4) \log \left(x \left(-x+2-\frac{1}{5} \log \left(\frac{5}{2}\right)\right)^2\right)",1,"Log[4 + x]*Log[(x*(10 - 5*x - Log[5/2])^2)/25]","A",15,7,110,0.06364,1,"{6688, 2418, 2392, 2391, 2394, 2393, 2494}"
1131,1,31,0,0.0459824,"\int \left(e^x (8+4 x)+e^x (-2-2 x) \log (x)\right) \, dx","Int[E^x*(8 + 4*x) + E^x*(-2 - 2*x)*Log[x],x]","4 e^x (x+2)-2 e^x+2 e^x \log (x)-2 e^x (x+1) \log (x)","2 e^x \left(5-x \left(\frac{2 \left(x-x^2\right)}{x^2}+\log (x)\right)\right)",1,"-2*E^x + 4*E^x*(2 + x) + 2*E^x*Log[x] - 2*E^x*(1 + x)*Log[x]","A",6,4,21,0.1905,1,"{2176, 2194, 2554, 12}"
1132,1,18,0,0.0749827,"\int \frac{-2 x-10 x^2+2 e^{\log ^2(x)} \log (x)}{x} \, dx","Int[(-2*x - 10*x^2 + 2*E^Log[x]^2*Log[x])/x,x]","e^{\log ^2(x)}-\frac{1}{5} (5 x+1)^2","-5 x^2-2 x+e^{\log ^2(x)}+3",1,"E^Log[x]^2 - (1 + 5*x)^2/5","A",4,4,23,0.1739,1,"{14, 2276, 2204, 2209}"
1133,0,0,0,11.8926727,"\int \frac{-41 x^2+40 x^3+e^x \left(41 x-32 x^2-8 x^3\right)+\left(50 x-58 x^2+e^x \left(-50+40 x+18 x^2\right)\right) \log (x)+\left(10 x-10 e^x x\right) \log ^2(x)+\left(-18 x^2+18 x^3+e^x \left(18 x-16 x^2-2 x^3\right)+\left(20 x-22 x^2+e^x \left(-20+18 x+4 x^2\right)\right) \log (x)+\left(2 x-2 e^x x\right) \log ^2(x)\right) \log \left(-e^x+x\right)+\left(-2 x^2+2 x^3+e^x \left(2 x-2 x^2\right)+\left(2 x-2 x^2+e^x (-2+2 x)\right) \log (x)\right) \log ^2\left(-e^x+x\right)}{e^x x-x^2} \, dx","Int[(-41*x^2 + 40*x^3 + E^x*(41*x - 32*x^2 - 8*x^3) + (50*x - 58*x^2 + E^x*(-50 + 40*x + 18*x^2))*Log[x] + (10*x - 10*E^x*x)*Log[x]^2 + (-18*x^2 + 18*x^3 + E^x*(18*x - 16*x^2 - 2*x^3) + (20*x - 22*x^2 + E^x*(-20 + 18*x + 4*x^2))*Log[x] + (2*x - 2*E^x*x)*Log[x]^2)*Log[-E^x + x] + (-2*x^2 + 2*x^3 + E^x*(2*x - 2*x^2) + (2*x - 2*x^2 + E^x*(-2 + 2*x))*Log[x])*Log[-E^x + x]^2)/(E^x*x - x^2),x]","\int \frac{-41 x^2+40 x^3+e^x \left(41 x-32 x^2-8 x^3\right)+\left(50 x-58 x^2+e^x \left(-50+40 x+18 x^2\right)\right) \log (x)+\left(10 x-10 e^x x\right) \log ^2(x)+\left(-18 x^2+18 x^3+e^x \left(18 x-16 x^2-2 x^3\right)+\left(20 x-22 x^2+e^x \left(-20+18 x+4 x^2\right)\right) \log (x)+\left(2 x-2 e^x x\right) \log ^2(x)\right) \log \left(-e^x+x\right)+\left(-2 x^2+2 x^3+e^x \left(2 x-2 x^2\right)+\left(2 x-2 x^2+e^x (-2+2 x)\right) \log (x)\right) \log ^2\left(-e^x+x\right)}{e^x x-x^2} \, dx","x-\left(x+(\log (x)-x) \left(\log \left(x-e^x\right)+5\right)\right)^2+1",1,"-19*x - 16*x^2 + (5*x^3)/9 + x^4/6 + 60*x*Log[x] - (2*x^3*Log[x])/3 - 25*Log[x]^2 - 10*x*Log[x]^2 - 9*x^2*Log[-E^x + x] - (2*x^3*Log[-E^x + x])/3 + 18*x*Log[x]*Log[-E^x + x] + 2*x^2*Log[x]*Log[-E^x + x] - 4*Log[x]*Log[-E^x + x]*Defer[Int][x/(E^x - x), x] - Defer[Int][x^2/(E^x - x), x] + 2*Log[x]*Defer[Int][x^2/(E^x - x), x] + 2*Log[-E^x + x]*Defer[Int][x^2/(E^x - x), x] + 4*Log[x]*Log[-E^x + x]*Defer[Int][x^2/(E^x - x), x] + Defer[Int][x^3/(E^x - x), x]/3 - 2*Log[x]*Defer[Int][x^3/(E^x - x), x] - 2*Log[-E^x + x]*Defer[Int][x^3/(E^x - x), x] + (2*Defer[Int][x^4/(E^x - x), x])/3 + 10*Defer[Int][Log[x]^2/(E^x - x), x] - 10*Defer[Int][(x*Log[x]^2)/(E^x - x), x] - 20*Defer[Int][(Log[x]*Log[-E^x + x])/x, x] - 2*Defer[Int][Log[x]^2*Log[-E^x + x], x] + 2*Defer[Int][(Log[x]^2*Log[-E^x + x])/(E^x - x), x] - 2*Defer[Int][(x*Log[x]^2*Log[-E^x + x])/(E^x - x), x] + 2*Defer[Int][Log[-E^x + x]^2, x] - 2*Defer[Int][x*Log[-E^x + x]^2, x] + 2*Defer[Int][Log[x]*Log[-E^x + x]^2, x] - 2*Defer[Int][(Log[x]*Log[-E^x + x]^2)/x, x] + 4*Log[x]*Defer[Int][Defer[Int][x/(E^x - x), x], x] - 4*Log[x]*Defer[Int][Defer[Int][x/(E^x - x), x]/(E^x - x), x] + 4*Log[-E^x + x]*Defer[Int][Defer[Int][x/(E^x - x), x]/x, x] + 4*Log[x]*Defer[Int][(x*Defer[Int][x/(E^x - x), x])/(E^x - x), x] - 2*Defer[Int][Defer[Int][x^2/(E^x - x), x], x] - 4*Log[x]*Defer[Int][Defer[Int][x^2/(E^x - x), x], x] + 2*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(E^x - x), x] + 4*Log[x]*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(E^x - x), x] - 2*Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x] - 4*Log[-E^x + x]*Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x] - 2*Defer[Int][(x*Defer[Int][x^2/(E^x - x), x])/(E^x - x), x] - 4*Log[x]*Defer[Int][(x*Defer[Int][x^2/(E^x - x), x])/(E^x - x), x] + 2*Defer[Int][Defer[Int][x^3/(E^x - x), x], x] - 2*Defer[Int][Defer[Int][x^3/(E^x - x), x]/(E^x - x), x] + 2*Defer[Int][Defer[Int][x^3/(E^x - x), x]/x, x] + 2*Defer[Int][(x*Defer[Int][x^3/(E^x - x), x])/(E^x - x), x] - 4*Defer[Int][Defer[Int][Defer[Int][x/(E^x - x), x], x]/x, x] + 4*Defer[Int][Defer[Int][Defer[Int][x/(E^x - x), x]/(E^x - x), x]/x, x] - 4*Defer[Int][Defer[Int][Defer[Int][x/(E^x - x), x]/x, x], x] + 4*Defer[Int][Defer[Int][Defer[Int][x/(E^x - x), x]/x, x]/(E^x - x), x] - 4*Defer[Int][(x*Defer[Int][Defer[Int][x/(E^x - x), x]/x, x])/(E^x - x), x] - 4*Defer[Int][Defer[Int][(x*Defer[Int][x/(E^x - x), x])/(E^x - x), x]/x, x] + 4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x - x), x], x]/x, x] - 4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x - x), x]/(E^x - x), x]/x, x] + 4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x], x] - 4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x]/(E^x - x), x] + 4*Defer[Int][(x*Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x])/(E^x - x), x] + 4*Defer[Int][Defer[Int][(x*Defer[Int][x^2/(E^x - x), x])/(E^x - x), x]/x, x]","F",0,0,0,0,-1,"{}"
1134,1,27,0,0.0176985,"\int \frac{297+e^3+297 \log (2 x)}{e^3} \, dx","Int[(297 + E^3 + 297*Log[2*x])/E^3,x]","\frac{\left(297+e^3\right) x}{e^3}-\frac{297 x}{e^3}+\frac{297 x \log (2 x)}{e^3}","x+\frac{297 x \log (2 x)}{e^3}",1,"(-297*x)/E^3 + ((297 + E^3)*x)/E^3 + (297*x*Log[2*x])/E^3","B",3,2,15,0.1333,1,"{12, 2295}"
1135,1,15,0,0.02238,"\int \frac{64 \log ^2(1+e-\log (16))}{x \log (x)} \, dx","Int[(64*Log[1 + E - Log[16]]^2)/(x*Log[x]),x]","64 \log ^2(1+e-\log (16)) \log (\log (x))","64 \log ^2(1+e-\log (16)) \log (\log (x))",1,"64*Log[1 + E - Log[16]]^2*Log[Log[x]]","A",3,3,19,0.1579,1,"{12, 2302, 29}"
1136,1,32,0,0.0880297,"\int \frac{-1-2 x \log (2 x)+\log (2 x) \log \left(\frac{5}{\log (4) \log (2 x)}\right)}{192 e^6 \log (2 x)} \, dx","Int[(-1 - 2*x*Log[2*x] + Log[2*x]*Log[5/(Log[4]*Log[2*x])])/(192*E^6*Log[2*x]),x]","\frac{x \log \left(\frac{5}{\log (4) \log (2 x)}\right)}{192 e^6}-\frac{x^2}{192 e^6}","\frac{x \left(\log \left(\frac{5}{\log (4) \log (2 x)}\right)-x\right)}{192 e^6}",1,"-1/192*x^2/E^6 + (x*Log[5/(Log[4]*Log[2*x])])/(192*E^6)","A",6,4,40,0.1000,1,"{12, 6688, 2298, 2520}"
1137,0,0,0,6.0457815,"\int \frac{\exp \left(\frac{5 x-\log \left(\frac{1}{9} (-100+9 \log (\log (-2+x)))\right)}{x}\right) \left(-9 e^4 x+\left(e^4 (200-100 x) \log (-2+x)+e^4 (-18+9 x) \log (-2+x) \log (\log (-2+x))\right) \log \left(\frac{1}{9} (-100+9 \log (\log (-2+x)))\right)\right)}{\left(200 x^2-100 x^3\right) \log (-2+x)+\left(-18 x^2+9 x^3\right) \log (-2+x) \log (\log (-2+x))} \, dx","Int[(E^((5*x - Log[(-100 + 9*Log[Log[-2 + x]])/9])/x)*(-9*E^4*x + (E^4*(200 - 100*x)*Log[-2 + x] + E^4*(-18 + 9*x)*Log[-2 + x]*Log[Log[-2 + x]])*Log[(-100 + 9*Log[Log[-2 + x]])/9]))/((200*x^2 - 100*x^3)*Log[-2 + x] + (-18*x^2 + 9*x^3)*Log[-2 + x]*Log[Log[-2 + x]]),x]","\int \frac{\exp \left(\frac{5 x-\log \left(\frac{1}{9} (-100+9 \log (\log (-2+x)))\right)}{x}\right) \left(-9 e^4 x+\left(e^4 (200-100 x) \log (-2+x)+e^4 (-18+9 x) \log (-2+x) \log (\log (-2+x))\right) \log \left(\frac{1}{9} (-100+9 \log (\log (-2+x)))\right)\right)}{\left(200 x^2-100 x^3\right) \log (-2+x)+\left(-18 x^2+9 x^3\right) \log (-2+x) \log (\log (-2+x))} \, dx","e^{9-\frac{\log \left(\log (\log (x-2))-\frac{100}{9}\right)}{x}}",1,"-1/2*(E^9*Defer[Int][(-100/9 + Log[Log[-2 + x]])^(-1 - x^(-1))/((-2 + x)*Log[-2 + x]), x]) + (E^9*Defer[Int][(-100/9 + Log[Log[-2 + x]])^(-1 - x^(-1))/(x*Log[-2 + x]), x])/2 + E^9*Defer[Int][Log[-100/9 + Log[Log[-2 + x]]]/(x^2*(-100/9 + Log[Log[-2 + x]])^x^(-1)), x]","F",0,0,0,0,-1,"{}"
1138,1,19,0,0.0244711,"\int \frac{3 e^{e^{3 x}+3 x}+e^5 (-24+24 x)}{e^5} \, dx","Int[(3*E^(E^(3*x) + 3*x) + E^5*(-24 + 24*x))/E^5,x]","12 (1-x)^2+e^{e^{3 x}-5}","3 \left((2 x-2)^2+e^4\right)+e^{e^{3 x}-5}",1,"E^(-5 + E^(3*x)) + 12*(1 - x)^2","A",4,3,27,0.1111,1,"{12, 2282, 2194}"
1139,1,16,0,0.0825035,"\int \frac{6+x+3 \log \left(4 x^2\right)}{180+60 x+5 x^2} \, dx","Int[(6 + x + 3*Log[4*x^2])/(180 + 60*x + 5*x^2),x]","\frac{x \log \left(4 x^2\right)}{10 (x+6)}","\frac{x \log \left(4 x^2\right)}{5 (2 x+12)}",1,"(x*Log[4*x^2])/(10*(6 + x))","A",6,5,24,0.2083,1,"{27, 12, 6742, 2314, 31}"
1140,1,25,0,0.454907,"\int \frac{e^{4+9 x+x^2-x \log (4)-x \log (2-x)} \left(-18+4 x+2 x^2+(2-x) \log (4)+(2-x) \log (2-x)\right)}{-2+x} \, dx","Int[(E^(4 + 9*x + x^2 - x*Log[4] - x*Log[2 - x])*(-18 + 4*x + 2*x^2 + (2 - x)*Log[4] + (2 - x)*Log[2 - x]))/(-2 + x),x]","4^{-x} e^{x^2+9 x+4} (2-x)^{-x}","e^{x+x \left(\frac{(x+2)^2}{x}-\log (2-x)+4-\log (4)\right)}",1,"E^(4 + 9*x + x^2)/(4^x*(2 - x)^x)","A",1,1,60,0.01667,1,"{6706}"
1141,0,0,0,15.4345654,"\int \frac{\left(120+10 e^x-2 x+10 x^2+\left(2 x-10 e^x x-20 x^2\right) \log (x)+40 x \log ^2(x)\right) \log \left(\frac{-60-5 e^x+x-5 x^2+(120+20 x) \log (x)}{20 \log (x)}\right)}{\left(-60 x-5 e^x x+x^2-5 x^3\right) \log (x)+\left(120 x+20 x^2\right) \log ^2(x)} \, dx","Int[((120 + 10*E^x - 2*x + 10*x^2 + (2*x - 10*E^x*x - 20*x^2)*Log[x] + 40*x*Log[x]^2)*Log[(-60 - 5*E^x + x - 5*x^2 + (120 + 20*x)*Log[x])/(20*Log[x])])/((-60*x - 5*E^x*x + x^2 - 5*x^3)*Log[x] + (120*x + 20*x^2)*Log[x]^2),x]","\int \frac{\left(120+10 e^x-2 x+10 x^2+\left(2 x-10 e^x x-20 x^2\right) \log (x)+40 x \log ^2(x)\right) \log \left(\frac{-60-5 e^x+x-5 x^2+(120+20 x) \log (x)}{20 \log (x)}\right)}{\left(-60 x-5 e^x x+x^2-5 x^3\right) \log (x)+\left(120 x+20 x^2\right) \log ^2(x)} \, dx","\log ^2\left(-\frac{\frac{1}{4} \left(x^2-\frac{x}{5}+e^x\right)+3}{\log (x)}+x+6\right)-1",1,"-x^2 + 2*x*Log[-1/20*(60 + 5*E^x - x + 5*x^2 - 20*(6 + x)*Log[x])/Log[x]] + 2*LogIntegral[x] + 240*Defer[Int][(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x])^(-1), x] + 162*Defer[Int][x/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 22*Defer[Int][x^2/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] + 10*Defer[Int][x^3/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 200*Defer[Int][(x*Log[x])/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 40*Defer[Int][(x^2*Log[x])/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 2*Defer[Int][Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])]/(x*Log[x]), x] - 162*Defer[Int][Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])]/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 240*Defer[Int][Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])]/(x*(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x])), x] + 22*Defer[Int][(x*Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])])/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 10*Defer[Int][(x^2*Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])])/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] + 40*Defer[Int][(x*Log[x]*Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])])/(60 + 5*E^x - x + 5*x^2 - 120*Log[x] - 20*x*Log[x]), x] - 200*Defer[Int][(Log[x]*Log[(-60 - 5*E^x + x - 5*x^2 + 20*(6 + x)*Log[x])/(20*Log[x])])/(-60 - 5*E^x + x - 5*x^2 + 120*Log[x] + 20*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
1142,1,517,0,1.9494451,"\int \frac{50625+54000 x+20990 x^2+3560 x^3+225 x^4+e^4 \left(81+54 x+12 x^2\right)+e^2 \left(-4050-3510 x-1106 x^2-120 x^3\right)+\left(-16875-18000 x-7050 x^2-1200 x^3-75 x^4+e^4 \left(-27-18 x-3 x^2\right)+e^2 \left(1350+1170 x+330 x^2+30 x^3\right)\right) \log (x)}{16875 x^2+18000 x^3+7050 x^4+1200 x^5+75 x^6+e^4 \left(27 x^2+18 x^3+3 x^4\right)+e^2 \left(-1350 x^2-1170 x^3-330 x^4-30 x^5\right)} \, dx","Int[(50625 + 54000*x + 20990*x^2 + 3560*x^3 + 225*x^4 + E^4*(81 + 54*x + 12*x^2) + E^2*(-4050 - 3510*x - 1106*x^2 - 120*x^3) + (-16875 - 18000*x - 7050*x^2 - 1200*x^3 - 75*x^4 + E^4*(-27 - 18*x - 3*x^2) + E^2*(1350 + 1170*x + 330*x^2 + 30*x^3))*Log[x])/(16875*x^2 + 18000*x^3 + 7050*x^4 + 1200*x^5 + 75*x^6 + E^4*(27*x^2 + 18*x^3 + 3*x^4) + E^2*(-1350*x^2 - 1170*x^3 - 330*x^4 - 30*x^5)),x]","-\frac{3 e^4}{\left(25-e^2\right)^2 x}+\frac{150 e^2}{\left(25-e^2\right)^2 x}-\frac{1875}{\left(25-e^2\right)^2 x}+\frac{1}{x}-\frac{e^4}{\left(10-e^2\right)^2 (x+3)}+\frac{26 e^2}{3 \left(10-e^2\right)^2 (x+3)}+\frac{40}{3 \left(10-e^2\right)^2 (x+3)}-\frac{5 \left(25000-7000 e^2+1340 e^4-188 e^6+9 e^8\right)}{3 \left(250-35 e^2+e^4\right)^2 \left(5 x-e^2+25\right)}-\frac{10 e^2 \left(10625-3625 e^2+347 e^4-12 e^6\right)}{3 \left(250-35 e^2+e^4\right)^2 \left(5 x-e^2+25\right)}-\frac{5 e^4 \left(925-110 e^2+4 e^4\right)}{\left(250-35 e^2+e^4\right)^2 \left(5 x-e^2+25\right)}+\frac{\log (x)}{x}+\frac{30 e^2 \left(25+e^2\right) \log (x)}{\left(25-e^2\right)^3}-\frac{30 e^4 \log (x)}{\left(25-e^2\right)^3}-\frac{750 e^2 \log (x)}{\left(25-e^2\right)^3}-\frac{10 e^2 \left(4-3 e^2\right) \log (x+3)}{3 \left(10-e^2\right)^3}-\frac{10 e^4 \log (x+3)}{\left(10-e^2\right)^3}+\frac{40 e^2 \log (x+3)}{3 \left(10-e^2\right)^3}-\frac{10 e^2 \left(162500-4125 e^2-1875 e^4+274 e^6-12 e^8\right) \log \left(5 x-e^2+25\right)}{3 \left(250-35 e^2+e^4\right)^3}+\frac{10 e^4 \left(18625-2775 e^2+165 e^4-4 e^6\right) \log \left(5 x-e^2+25\right)}{\left(250-35 e^2+e^4\right)^3}+\frac{10 e^2 \left(162500-60000 e^2+6450 e^4-221 e^6\right) \log \left(5 x-e^2+25\right)}{3 \left(250-35 e^2+e^4\right)^3}","\frac{\frac{\left(\frac{4}{3}+e^2\right) x}{(x+3) \left(5 (x+5)-e^2\right)}+\log (x)-2}{x}",1,"x^(-1) - 1875/((25 - E^2)^2*x) + (150*E^2)/((25 - E^2)^2*x) - (3*E^4)/((25 - E^2)^2*x) + 40/(3*(10 - E^2)^2*(3 + x)) + (26*E^2)/(3*(10 - E^2)^2*(3 + x)) - E^4/((10 - E^2)^2*(3 + x)) - (5*E^4*(925 - 110*E^2 + 4*E^4))/((250 - 35*E^2 + E^4)^2*(25 - E^2 + 5*x)) - (10*E^2*(10625 - 3625*E^2 + 347*E^4 - 12*E^6))/(3*(250 - 35*E^2 + E^4)^2*(25 - E^2 + 5*x)) - (5*(25000 - 7000*E^2 + 1340*E^4 - 188*E^6 + 9*E^8))/(3*(250 - 35*E^2 + E^4)^2*(25 - E^2 + 5*x)) - (750*E^2*Log[x])/(25 - E^2)^3 - (30*E^4*Log[x])/(25 - E^2)^3 + (30*E^2*(25 + E^2)*Log[x])/(25 - E^2)^3 + Log[x]/x + (40*E^2*Log[3 + x])/(3*(10 - E^2)^3) - (10*E^4*Log[3 + x])/(10 - E^2)^3 - (10*E^2*(4 - 3*E^2)*Log[3 + x])/(3*(10 - E^2)^3) + (10*E^2*(162500 - 60000*E^2 + 6450*E^4 - 221*E^6)*Log[25 - E^2 + 5*x])/(3*(250 - 35*E^2 + E^4)^3) + (10*E^4*(18625 - 2775*E^2 + 165*E^4 - 4*E^6)*Log[25 - E^2 + 5*x])/(250 - 35*E^2 + E^4)^3 - (10*E^2*(162500 - 4125*E^2 - 1875*E^4 + 274*E^6 - 12*E^8)*Log[25 - E^2 + 5*x])/(3*(250 - 35*E^2 + E^4)^3)","B",11,5,183,0.02732,1,"{6688, 12, 6742, 1612, 2304}"
1143,1,26,0,0.1618713,"\int \frac{2-10 x^2+e^5 \left(1-5 x^2\right)}{\left(4 x-8 x^2+20 x^3\right) \log ^2\left(\frac{1-2 x+5 x^2}{x}\right)} \, dx","Int[(2 - 10*x^2 + E^5*(1 - 5*x^2))/((4*x - 8*x^2 + 20*x^3)*Log[(1 - 2*x + 5*x^2)/x]^2),x]","\frac{2+e^5}{4 \log \left(\frac{5 x^2-2 x+1}{x}\right)}","\frac{2+e^5}{4 \log \left(5 x+\frac{1}{x}-2\right)}",1,"(2 + E^5)/(4*Log[(1 - 2*x + 5*x^2)/x])","A",2,2,52,0.03846,1,"{1594, 6686}"
1144,1,21,0,0.0047156,"\int -\frac{1}{e^{e^2} \left(-1+e^4\right)+x-e^4 x} \, dx","Int[-(E^E^2*(-1 + E^4) + x - E^4*x)^(-1),x]","-\frac{\log \left(e^{e^2}-x\right)}{1-e^4}","\frac{\log \left(e^{e^2}-x\right)}{e^4-1}",1,"-(Log[E^E^2 - x]/(1 - E^4))","A",2,2,23,0.08696,1,"{6, 31}"
1145,1,32,0,0.0165457,"\int \frac{1}{2} \left(2+\left(2 e^2 x+e \left(-4 x+3 x^2\right)\right) \log (625)\right) \, dx","Int[(2 + (2*E^2*x + E*(-4*x + 3*x^2))*Log[625])/2,x]","\frac{1}{2} e x^3 \log (625)+\frac{1}{2} e^2 x^2 \log (625)-e x^2 \log (625)+x","\frac{1}{2} e (x+e-2) x^2 \log (625)+x",1,"x - E*x^2*Log[625] + (E^2*x^2*Log[625])/2 + (E*x^3*Log[625])/2","A",4,1,27,0.03704,1,"{12}"
1146,0,0,0,2.0551148,"\int \frac{-32+32 x-16 x^2-8 e^{3 x} x^2-e^{4 x} x^2+e^x \left(-16+16 x-32 x^2\right)+e^{2 x} \left(-4-24 x^2\right)}{16-32 x+16 x^2+8 e^{3 x} x^2+e^{4 x} x^2+e^{2 x} \left(-8 x+24 x^2\right)+e^x \left(-32 x+32 x^2\right)} \, dx","Int[(-32 + 32*x - 16*x^2 - 8*E^(3*x)*x^2 - E^(4*x)*x^2 + E^x*(-16 + 16*x - 32*x^2) + E^(2*x)*(-4 - 24*x^2))/(16 - 32*x + 16*x^2 + 8*E^(3*x)*x^2 + E^(4*x)*x^2 + E^(2*x)*(-8*x + 24*x^2) + E^x*(-32*x + 32*x^2)),x]","\int \frac{-32+32 x-16 x^2-8 e^{3 x} x^2-e^{4 x} x^2+e^x \left(-16+16 x-32 x^2\right)+e^{2 x} \left(-4-24 x^2\right)}{16-32 x+16 x^2+8 e^{3 x} x^2+e^{4 x} x^2+e^{2 x} \left(-8 x+24 x^2\right)+e^x \left(-32 x+32 x^2\right)} \, dx","\frac{x}{\left(\frac{e^x x}{2}+x\right)^2-x}-x+2",1,"-x - 32*Defer[Int][(4 - (2 + E^x)^2*x)^(-2), x] - 16*Defer[Int][1/(x*(4 - (2 + E^x)^2*x)^2), x] + 32*Defer[Int][x/(4 - (2 + E^x)^2*x)^2, x] + 16*Defer[Int][(E^x*x)/(4 - (2 + E^x)^2*x)^2, x] - 8*Defer[Int][(-4 + (2 + E^x)^2*x)^(-1), x] - 4*Defer[Int][1/(x*(-4 + (2 + E^x)^2*x)), x]","F",0,0,0,0,-1,"{}"
1147,1,203,0,2.2411919,"\int \frac{\left(-x+2 x \log (x)+\left(1+e^x+2 x\right) \log ^2(x)\right) \sqrt{\frac{x^4+\left(2 x^2+2 e^x x^2+2 x^3+2 x^4\right) \log (x)+\left(1+e^{2 x}+2 x+3 x^2+2 x^3+x^4+e^x \left(2+2 x+2 x^2\right)\right) \log ^2(x)}{\log ^2(x)}}}{x^2 \log (x)+\left(1+e^x+x+x^2\right) \log ^2(x)} \, dx","Int[((-x + 2*x*Log[x] + (1 + E^x + 2*x)*Log[x]^2)*Sqrt[(x^4 + (2*x^2 + 2*E^x*x^2 + 2*x^3 + 2*x^4)*Log[x] + (1 + E^(2*x) + 2*x + 3*x^2 + 2*x^3 + x^4 + E^x*(2 + 2*x + 2*x^2))*Log[x]^2)/Log[x]^2])/(x^2*Log[x] + (1 + E^x + x + x^2)*Log[x]^2),x]","\frac{x^2 \left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)}{\log (x) \sqrt{\frac{\left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)^2}{\log ^2(x)}}}+\frac{x^2 \left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)}{\log ^2(x) \sqrt{\frac{\left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)^2}{\log ^2(x)}}}+\frac{x \left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)}{\log (x) \sqrt{\frac{\left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)^2}{\log ^2(x)}}}+\frac{e^x \left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)}{\log (x) \sqrt{\frac{\left(x^2+\left(x^2+x+e^x+1\right) \log (x)\right)^2}{\log ^2(x)}}}","\sqrt{\left(-x^2-\frac{x^2}{\log (x)}-x-e^x-1\right)^2}",1,"(x^2*(x^2 + (1 + E^x + x + x^2)*Log[x]))/(Log[x]^2*Sqrt[(x^2 + (1 + E^x + x + x^2)*Log[x])^2/Log[x]^2]) + (E^x*(x^2 + (1 + E^x + x + x^2)*Log[x]))/(Log[x]*Sqrt[(x^2 + (1 + E^x + x + x^2)*Log[x])^2/Log[x]^2]) + (x*(x^2 + (1 + E^x + x + x^2)*Log[x]))/(Log[x]*Sqrt[(x^2 + (1 + E^x + x + x^2)*Log[x])^2/Log[x]^2]) + (x^2*(x^2 + (1 + E^x + x + x^2)*Log[x]))/(Log[x]*Sqrt[(x^2 + (1 + E^x + x + x^2)*Log[x])^2/Log[x]^2])","B",12,7,128,0.05469,1,"{6688, 6719, 6742, 2194, 2306, 2309, 2178}"
1148,-1,0,0,180.2670873,"\int \frac{\left(-4 x+8 x^3\right) \log ^2(2)+\left(-32 x^3-16 x^4\right) \log ^3(2)}{-8-12 x-54 x^2-49 x^3-108 x^4-48 x^5-64 x^6+\left(192 x+384 x^2+1056 x^3+1248 x^4+1356 x^5+864 x^6+192 x^7\right) \log (2)+\left(-1536 x^2-3840 x^3-6912 x^4-8064 x^5-5088 x^6-1584 x^7-192 x^8\right) \log ^2(2)+\left(4096 x^3+12288 x^4+15360 x^5+10240 x^6+3840 x^7+768 x^8+64 x^9\right) \log ^3(2)} \, dx","Int[((-4*x + 8*x^3)*Log[2]^2 + (-32*x^3 - 16*x^4)*Log[2]^3)/(-8 - 12*x - 54*x^2 - 49*x^3 - 108*x^4 - 48*x^5 - 64*x^6 + (192*x + 384*x^2 + 1056*x^3 + 1248*x^4 + 1356*x^5 + 864*x^6 + 192*x^7)*Log[2] + (-1536*x^2 - 3840*x^3 - 6912*x^4 - 8064*x^5 - 5088*x^6 - 1584*x^7 - 192*x^8)*Log[2]^2 + (4096*x^3 + 12288*x^4 + 15360*x^5 + 10240*x^6 + 3840*x^7 + 768*x^8 + 64*x^9)*Log[2]^3),x]","\text{\$Aborted}","\frac{x^2}{\left(\frac{4 x^2+x+2}{\log (2)}-x (2 x+4)^2\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1149,1,145,0,1.8570513,"\int \frac{e^{-2 x} \left(-18 x-12 x^2+12 x^3-2 x^4+e^{2 x} \left(-18 x^4+6 x^5\right)+\left(-27-6 x+11 x^2-2 x^3\right) \log (3 e)\right)}{x^4} \, dx","Int[(-18*x - 12*x^2 + 12*x^3 - 2*x^4 + E^(2*x)*(-18*x^4 + 6*x^5) + (-27 - 6*x + 11*x^2 - 2*x^3)*Log[3*E])/(E^(2*x)*x^4),x]","2 (1-\log (177147)) \text{Ei}(-2 x)-2 (24+\log (729)) \text{Ei}(-2 x)+(10-\log (9)) \text{Ei}(-2 x)+36 (1+\log (3)) \text{Ei}(-2 x)+\frac{9 e^{-2 x} (1+\log (3))}{x^3}+\frac{e^{-2 x} (24+\log (729))}{2 x^2}-\frac{9 e^{-2 x} (1+\log (3))}{x^2}+3 (3-x)^2+e^{-2 x}+\frac{e^{-2 x} (1-\log (177147))}{x}-\frac{e^{-2 x} (24+\log (729))}{x}+\frac{18 e^{-2 x} (1+\log (3))}{x}","(x-3)^2 \left(\frac{e^{-2 x} (x+\log (3 e))}{x^3}+3\right)",1,"E^(-2*x) + 3*(3 - x)^2 + (9*(1 + Log[3]))/(E^(2*x)*x^3) - (9*(1 + Log[3]))/(E^(2*x)*x^2) + (18*(1 + Log[3]))/(E^(2*x)*x) + 36*ExpIntegralEi[-2*x]*(1 + Log[3]) + ExpIntegralEi[-2*x]*(10 - Log[9]) + (24 + Log[729])/(2*E^(2*x)*x^2) - (24 + Log[729])/(E^(2*x)*x) - 2*ExpIntegralEi[-2*x]*(24 + Log[729]) + (1 - Log[177147])/(E^(2*x)*x) + 2*ExpIntegralEi[-2*x]*(1 - Log[177147])","C",16,6,65,0.09231,1,"{6741, 6742, 2199, 2194, 2177, 2178}"
1150,-1,0,0,180.0026616,"\int \frac{\exp \left(\exp \left(\frac{900+3960 x+1476 x^2+144 x^3+e^x \left(480 x^3+216 x^4+24 x^5\right)+e^{2 x} \left(16 x^5+8 x^6+x^7\right)}{225+90 x+9 x^2}\right)+\frac{900+3960 x+1476 x^2+144 x^3+e^x \left(480 x^3+216 x^4+24 x^5\right)+e^{2 x} \left(16 x^5+8 x^6+x^7\right)}{225+90 x+9 x^2}\right) \left(18000+10800 x+2160 x^2+144 x^3+e^x \left(7200 x^2+7200 x^3+2592 x^4+408 x^5+24 x^6\right)+e^{2 x} \left(400 x^4+448 x^5+179 x^6+31 x^7+2 x^8\right)\right)}{1125+675 x+135 x^2+9 x^3} \, dx","Int[(E^(E^((900 + 3960*x + 1476*x^2 + 144*x^3 + E^x*(480*x^3 + 216*x^4 + 24*x^5) + E^(2*x)*(16*x^5 + 8*x^6 + x^7))/(225 + 90*x + 9*x^2)) + (900 + 3960*x + 1476*x^2 + 144*x^3 + E^x*(480*x^3 + 216*x^4 + 24*x^5) + E^(2*x)*(16*x^5 + 8*x^6 + x^7))/(225 + 90*x + 9*x^2))*(18000 + 10800*x + 2160*x^2 + 144*x^3 + E^x*(7200*x^2 + 7200*x^3 + 2592*x^4 + 408*x^5 + 24*x^6) + E^(2*x)*(400*x^4 + 448*x^5 + 179*x^6 + 31*x^7 + 2*x^8)))/(1125 + 675*x + 135*x^2 + 9*x^3),x]","\text{\$Aborted}","e^{e^{x \left(\frac{e^x x^2}{\frac{3}{x+4}+3}+4\right)^2+4}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1151,0,0,0,4.9259175,"\int \frac{-2 x+2 x^2+e^{2+2 (x-\log (2)) \log \left(\frac{2-2 x}{x}\right)} \left(2 x-2 \log (2)+\left(-2 x+2 x^2\right) \log \left(\frac{2-2 x}{x}\right)\right)}{-x+x^2} \, dx","Int[(-2*x + 2*x^2 + E^(2 + 2*(x - Log[2])*Log[(2 - 2*x)/x])*(2*x - 2*Log[2] + (-2*x + 2*x^2)*Log[(2 - 2*x)/x]))/(-x + x^2),x]","\int \frac{-2 x+2 x^2+e^{2+2 (x-\log (2)) \log \left(\frac{2-2 x}{x}\right)} \left(2 x-2 \log (2)+\left(-2 x+2 x^2\right) \log \left(\frac{2-2 x}{x}\right)\right)}{-x+x^2} \, dx","2 x+e^{2-2 (\log (2)-x) \log \left(\frac{2}{x}-2\right)}-5",1,"2*x + 2*E^2*Log[-2 + 2/x]*Defer[Int][(-2 + 2/x)^(2*x - Log[4]), x] + 2*E^2*(1 - Log[2])*Defer[Int][(-2 + 2/x)^(2*x - Log[4])/(-1 + x), x] + 2*E^2*Log[2]*Defer[Int][(-2 + 2/x)^(2*x - Log[4])/x, x] - 2*E^2*Defer[Int][Defer[Int][(-2 + 2/x)^(2*x - Log[4]), x]/(-1 + x), x] + 2*E^2*Defer[Int][Defer[Int][(-2 + 2/x)^(2*x - Log[4]), x]/x, x]","F",0,0,0,0,-1,"{}"
1152,1,78,0,0.3929873,"\int \frac{e^5 x^2-2 e^{10} x^3+\left(3 e^5 x^2-4 e^{10} x^3\right) \log \left(\frac{3 x}{e}\right)}{1-4 e^5 x+4 e^{10} x^2} \, dx","Int[(E^5*x^2 - 2*E^10*x^3 + (3*E^5*x^2 - 4*E^10*x^3)*Log[(3*x)/E])/(1 - 4*E^5*x + 4*E^10*x^2),x]","\frac{x^2}{2}-\frac{1}{2} x^2 \log (3 x)+\frac{x}{4 e^5}-\frac{1}{8 e^{10} \left(1-2 e^5 x\right)}+\frac{x \log (3 x)}{4 e^5 \left(1-2 e^5 x\right)}-\frac{x \log (3 x)}{4 e^5}","\frac{x^3 \log \left(\frac{3 x}{e}\right)}{\frac{1}{e^5}-2 x}",1,"x/(4*E^5) + x^2/2 - 1/(8*E^10*(1 - 2*E^5*x)) - (x*Log[3*x])/(4*E^5) - (x^2*Log[3*x])/2 + (x*Log[3*x])/(4*E^5*(1 - 2*E^5*x))","B",13,10,60,0.1667,1,"{27, 6688, 12, 6742, 77, 2357, 2295, 2304, 2314, 31}"
1153,1,29,0,0.0421674,"\int \frac{-176-12 x+9 x^2-2 x^3+e^4 \left(-22+4 x-x^2\right)}{4-4 x+x^2} \, dx","Int[(-176 - 12*x + 9*x^2 - 2*x^3 + E^4*(-22 + 4*x - x^2))/(4 - 4*x + x^2),x]","-x^2+\left(1-e^4\right) x-\frac{18 \left(10+e^4\right)}{2-x}","\frac{(x-11) x \left(x+e^4+8\right)}{2-x}",1,"(-18*(10 + E^4))/(2 - x) + (1 - E^4)*x - x^2","A",3,2,40,0.05000,1,"{27, 1850}"
1154,0,0,0,10.7601613,"\int \frac{3 e^{x-\frac{e^{e^x}}{4+x}} \left(\left(-80-120 x-45 x^2-5 x^3\right) \log (2)+e^{e^x} \left(-5 x \log (2)+e^x \left(20 x+5 x^2\right) \log (2)\right)\right)}{16+8 x+x^2} \, dx","Int[(3*E^(x - E^E^x/(4 + x))*((-80 - 120*x - 45*x^2 - 5*x^3)*Log[2] + E^E^x*(-5*x*Log[2] + E^x*(20*x + 5*x^2)*Log[2])))/(16 + 8*x + x^2),x]","\int \frac{3 e^{x-\frac{e^{e^x}}{4+x}} \left(\left(-80-120 x-45 x^2-5 x^3\right) \log (2)+e^{e^x} \left(-5 x \log (2)+e^x \left(20 x+5 x^2\right) \log (2)\right)\right)}{16+8 x+x^2} \, dx","-15 e^{x-\frac{e^{e^x}}{x+4}} x \log (2)",1,"-15*Log[2]*Defer[Int][E^(x - E^E^x/(4 + x)), x] + 15*Log[2]*Defer[Int][E^(E^x + 2*x - E^E^x/(4 + x)), x] - 15*Log[2]*Defer[Int][E^(x - E^E^x/(4 + x))*x, x] + 60*Log[2]*Defer[Int][E^(E^x + x - E^E^x/(4 + x))/(4 + x)^2, x] - 15*Log[2]*Defer[Int][E^(E^x + x - E^E^x/(4 + x))/(4 + x), x] - 60*Log[2]*Defer[Int][E^(E^x + 2*x - E^E^x/(4 + x))/(4 + x), x]","F",0,0,0,0,-1,"{}"
1155,0,0,0,2.6661486,"\int \frac{e^{x/3} \left(-18 x^3-36 x^5+16 x^6+x^7\right)+e^{x/3} \left(54+108 x^2-42 x^3-6 x^4\right) \log (2-x)+e^{x/3} (-18+9 x) \log ^2(2-x)}{-270+135 x} \, dx","Int[(E^(x/3)*(-18*x^3 - 36*x^5 + 16*x^6 + x^7) + E^(x/3)*(54 + 108*x^2 - 42*x^3 - 6*x^4)*Log[2 - x] + E^(x/3)*(-18 + 9*x)*Log[2 - x]^2)/(-270 + 135*x),x]","\int \frac{e^{x/3} \left(-18 x^3-36 x^5+16 x^6+x^7\right)+e^{x/3} \left(54+108 x^2-42 x^3-6 x^4\right) \log (2-x)+e^{x/3} (-18+9 x) \log ^2(2-x)}{-270+135 x} \, dx","\frac{1}{5} e^{x/3} \left(\log (2-x)-\frac{x^3}{3}\right)^2",1,"(E^(x/3)*x^6)/45 - (2*E^(x/3)*x^3*Log[2 - x])/15 + (2*E^(2/3)*ExpIntegralEi[(-2 + x)/3]*Log[2 - x])/5 - (2*E^(2/3)*Defer[Int][ExpIntegralEi[-2/3 + x/3]/(-2 + x), x])/5 + Defer[Int][E^(x/3)*Log[2 - x]^2, x]/15","F",0,0,0,0,-1,"{}"
1156,-1,0,0,180.0031757,"\int \frac{\exp \left(\exp \left(\frac{e^{-2 x} \left(e^4 (25+75 x)+e^x \left(e^4 \left(10 x^2+30 x^3\right)+e^4 \left(-10 x-30 x^2\right) \log (2)\right)+e^{2 x} \left(e^4 \left(x^4+3 x^5\right)+e^4 \left(-2 x^3-6 x^4\right) \log (2)+e^4 \left(x^2+3 x^3\right) \log ^2(2)\right)\right)}{x^2}\right)-2 x+\frac{e^{-2 x} \left(e^4 (25+75 x)+e^x \left(e^4 \left(10 x^2+30 x^3\right)+e^4 \left(-10 x-30 x^2\right) \log (2)\right)+e^{2 x} \left(e^4 \left(x^4+3 x^5\right)+e^4 \left(-2 x^3-6 x^4\right) \log (2)+e^4 \left(x^2+3 x^3\right) \log ^2(2)\right)\right)}{x^2}\right) \left(e^4 \left(-50-125 x-150 x^2\right)+e^x \left(e^4 \left(20 x^3-30 x^4\right)+e^4 \left(10 x+10 x^2+30 x^3\right) \log (2)\right)+e^{2 x} \left(e^4 \left(2 x^4+9 x^5\right)+e^4 \left(-2 x^3-12 x^4\right) \log (2)+3 e^4 x^3 \log ^2(2)\right)\right)}{x^3} \, dx","Int[(E^(E^((E^4*(25 + 75*x) + E^x*(E^4*(10*x^2 + 30*x^3) + E^4*(-10*x - 30*x^2)*Log[2]) + E^(2*x)*(E^4*(x^4 + 3*x^5) + E^4*(-2*x^3 - 6*x^4)*Log[2] + E^4*(x^2 + 3*x^3)*Log[2]^2))/(E^(2*x)*x^2)) - 2*x + (E^4*(25 + 75*x) + E^x*(E^4*(10*x^2 + 30*x^3) + E^4*(-10*x - 30*x^2)*Log[2]) + E^(2*x)*(E^4*(x^4 + 3*x^5) + E^4*(-2*x^3 - 6*x^4)*Log[2] + E^4*(x^2 + 3*x^3)*Log[2]^2))/(E^(2*x)*x^2))*(E^4*(-50 - 125*x - 150*x^2) + E^x*(E^4*(20*x^3 - 30*x^4) + E^4*(10*x + 10*x^2 + 30*x^3)*Log[2]) + E^(2*x)*(E^4*(2*x^4 + 9*x^5) + E^4*(-2*x^3 - 12*x^4)*Log[2] + 3*E^4*x^3*Log[2]^2)))/x^3,x]","\text{\$Aborted}","\exp \left(e^{e^4 (3 x+1) \left(x+\frac{5 e^{-x}}{x}-\log (2)\right)^2}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
1157,0,0,0,9.5597048,"\int \frac{\exp \left(\frac{\log ^2\left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)}{x^2}\right) \left(\left(2 x^3+\left(80 x^2-4 x^3\right) \log (-20+x)\right) \log \left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)+\left(\left(-40 x^2+2 x^3\right) \log (-20+x)+(80-4 x) \log ^2(-20+x)\right) \log ^2\left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)\right)}{\left(20 x^5-x^6\right) \log (-20+x)+\left(-40 x^3+2 x^4\right) \log ^2(-20+x)} \, dx","Int[(E^(Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]]^2/x^2)*((2*x^3 + (80*x^2 - 4*x^3)*Log[-20 + x])*Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]] + ((-40*x^2 + 2*x^3)*Log[-20 + x] + (80 - 4*x)*Log[-20 + x]^2)*Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]]^2))/((20*x^5 - x^6)*Log[-20 + x] + (-40*x^3 + 2*x^4)*Log[-20 + x]^2),x]","\int \frac{\exp \left(\frac{\log ^2\left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)}{x^2}\right) \left(\left(2 x^3+\left(80 x^2-4 x^3\right) \log (-20+x)\right) \log \left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)+\left(\left(-40 x^2+2 x^3\right) \log (-20+x)+(80-4 x) \log ^2(-20+x)\right) \log ^2\left(\frac{-x^2+2 \log (-20+x)}{\log (-20+x)}\right)\right)}{\left(20 x^5-x^6\right) \log (-20+x)+\left(-40 x^3+2 x^4\right) \log ^2(-20+x)} \, dx","e^{\frac{\log ^2\left(2-\frac{x^2}{\log (x-20)}\right)}{x^2}}",1,"4*Defer[Int][(E^(Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]]^2/x^2)*Log[2 - x^2/Log[-20 + x]])/(x*(x^2 - 2*Log[-20 + x])), x] - 2*Defer[Int][(E^(Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]]^2/x^2)*Log[2 - x^2/Log[-20 + x]])/((-20 + x)*(x^2 - 2*Log[-20 + x])*Log[-20 + x]), x] - 2*Defer[Int][(E^(Log[(-x^2 + 2*Log[-20 + x])/Log[-20 + x]]^2/x^2)*Log[2 - x^2/Log[-20 + x]]^2)/x^3, x]","F",0,0,0,0,-1,"{}"
1158,0,0,0,75.4180998,"\int \frac{\exp \left(\frac{1+x \log (x)}{\left(-25 x+5 e^x x-5 x^2\right) \log (x)}\right) \left(5-e^x+x+\left(5+e^x (-1-x)+2 x\right) \log (x)+\left(x^2-e^x x^2\right) \log ^2(x)\right)}{\exp \left(\frac{1+x \log (x)}{\left(-25 x+5 e^x x-5 x^2\right) \log (x)}\right) \left(125 x^2+5 e^{2 x} x^2+50 x^3+5 x^4+e^x \left(-50 x^2-10 x^3\right)\right) \log ^2(x)+\left(-250 x^2-10 e^{2 x} x^2-100 x^3-10 x^4+e^x \left(100 x^2+20 x^3\right)\right) \log ^2(x)} \, dx","Int[(E^((1 + x*Log[x])/((-25*x + 5*E^x*x - 5*x^2)*Log[x]))*(5 - E^x + x + (5 + E^x*(-1 - x) + 2*x)*Log[x] + (x^2 - E^x*x^2)*Log[x]^2))/(E^((1 + x*Log[x])/((-25*x + 5*E^x*x - 5*x^2)*Log[x]))*(125*x^2 + 5*E^(2*x)*x^2 + 50*x^3 + 5*x^4 + E^x*(-50*x^2 - 10*x^3))*Log[x]^2 + (-250*x^2 - 10*E^(2*x)*x^2 - 100*x^3 - 10*x^4 + E^x*(100*x^2 + 20*x^3))*Log[x]^2),x]","\int \frac{\exp \left(\frac{1+x \log (x)}{\left(-25 x+5 e^x x-5 x^2\right) \log (x)}\right) \left(5-e^x+x+\left(5+e^x (-1-x)+2 x\right) \log (x)+\left(x^2-e^x x^2\right) \log ^2(x)\right)}{\exp \left(\frac{1+x \log (x)}{\left(-25 x+5 e^x x-5 x^2\right) \log (x)}\right) \left(125 x^2+5 e^{2 x} x^2+50 x^3+5 x^4+e^x \left(-50 x^2-10 x^3\right)\right) \log ^2(x)+\left(-250 x^2-10 e^{2 x} x^2-100 x^3-10 x^4+e^x \left(100 x^2+20 x^3\right)\right) \log ^2(x)} \, dx","\log \left(4 \left(e^{\frac{x+\frac{1}{\log (x)}}{5 \left(-x+e^x-5\right) x}}-2\right)\right)",1,"-1/5*Defer[Int][1/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*(-5 + E^x - x)^2), x] + Defer[Int][E^x/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*(-5 + E^x - x)^2), x]/5 + Defer[Int][E^x/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*(-5 + E^x - x)^2*x^2*Log[x]^2), x]/5 - Defer[Int][1/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*x^2*(5 - E^x + x)^2*Log[x]^2), x] - Defer[Int][1/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*x*(5 - E^x + x)^2*Log[x]^2), x]/5 + Defer[Int][E^x/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*(-5 + E^x - x)^2*x^2*Log[x]), x]/5 + Defer[Int][E^x/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*(-5 + E^x - x)^2*x*Log[x]), x]/5 - Defer[Int][1/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*x^2*(5 - E^x + x)^2*Log[x]), x] - (2*Defer[Int][1/((-1 + 2*E^(1/(5*(5 - E^x + x)) + 1/(5*x*(5 - E^x + x)*Log[x])))*x*(5 - E^x + x)^2*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
1159,0,0,0,0.1998004,"\int \frac{-e^5 \log \left(\frac{5}{2}\right)+e^5 \log \left(\frac{5}{2}\right) \log (x) \log (\log (x))+\left(1+e^5 (1+2 x)\right) \log \left(\frac{5}{2}\right) \log (x) \log ^2(\log (x))}{2 e^5 \log (x) \log ^2(\log (x))} \, dx","Int[(-(E^5*Log[5/2]) + E^5*Log[5/2]*Log[x]*Log[Log[x]] + (1 + E^5*(1 + 2*x))*Log[5/2]*Log[x]*Log[Log[x]]^2)/(2*E^5*Log[x]*Log[Log[x]]^2),x]","\int \frac{-e^5 \log \left(\frac{5}{2}\right)+e^5 \log \left(\frac{5}{2}\right) \log (x) \log (\log (x))+\left(1+e^5 (1+2 x)\right) \log \left(\frac{5}{2}\right) \log (x) \log ^2(\log (x))}{2 e^5 \log (x) \log ^2(\log (x))} \, dx","\log \left(\frac{5}{2}\right) \left(\frac{1}{2} \left(x^2+\frac{x}{e^5}+x+\frac{x}{\log (\log (x))}-3\right)-2\right)",1,"((1 + E^5 + 2*E^5*x)^2*Log[5/2])/(8*E^10) - (Log[5/2]*Defer[Int][1/(Log[x]*Log[Log[x]]^2), x])/2 + (Log[5/2]*Defer[Int][Log[Log[x]]^(-1), x])/2","F",0,0,0,0,-1,"{}"
1160,1,66,0,0.4921157,"\int \frac{e^{2 x} (-2+8 x)+4 \log (5)+e^x (-4+8 x+(2-4 x) \log (5))}{\left(e^{2 x} x-2 x \log (5)+e^x (2 x-x \log (5))\right) \log \left(\frac{e^{4 x}+e^{3 x} (4-2 \log (5))+4 \log ^2(5)+e^{2 x} \left(4-8 \log (5)+\log ^2(5)\right)+e^x \left(-8 \log (5)+4 \log ^2(5)\right)}{2 x}\right) \log \left(\log ^2\left(\frac{e^{4 x}+e^{3 x} (4-2 \log (5))+4 \log ^2(5)+e^{2 x} \left(4-8 \log (5)+\log ^2(5)\right)+e^x \left(-8 \log (5)+4 \log ^2(5)\right)}{2 x}\right)\right)} \, dx","Int[(E^(2*x)*(-2 + 8*x) + 4*Log[5] + E^x*(-4 + 8*x + (2 - 4*x)*Log[5]))/((E^(2*x)*x - 2*x*Log[5] + E^x*(2*x - x*Log[5]))*Log[(E^(4*x) + E^(3*x)*(4 - 2*Log[5]) + 4*Log[5]^2 + E^(2*x)*(4 - 8*Log[5] + Log[5]^2) + E^x*(-8*Log[5] + 4*Log[5]^2))/(2*x)]*Log[Log[(E^(4*x) + E^(3*x)*(4 - 2*Log[5]) + 4*Log[5]^2 + E^(2*x)*(4 - 8*Log[5] + Log[5]^2) + E^x*(-8*Log[5] + 4*Log[5]^2))/(2*x)]^2]),x]","\log \left(\log \left(\log ^2\left(\frac{e^{4 x}+e^{2 x} \left(4+\log ^2(5)-8 \log (5)\right)+2 e^{3 x} (2-\log (5))-4 e^x (2-\log (5)) \log (5)+4 \log ^2(5)}{2 x}\right)\right)\right)","\log \left(\log \left(\log ^2\left(\frac{\left(e^x+2\right)^2 \left(e^x-\log (5)\right)^2}{2 x}\right)\right)\right)",1,"Log[Log[Log[(E^(4*x) + 2*E^(3*x)*(2 - Log[5]) - 4*E^x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + E^(2*x)*(4 - 8*Log[5] + Log[5]^2))/(2*x)]^2]]","B",1,1,195,0.005128,1,"{6684}"
1161,1,22,0,0.2157207,"\int \frac{x^2+e^{\frac{2 \left(x \log (5)+e \log (5) \log \left(x^2\right)\right)}{e x}} \left(-4 \log (5)+2 \log (5) \log \left(x^2\right)\right)}{x^2} \, dx","Int[(x^2 + E^((2*(x*Log[5] + E*Log[5]*Log[x^2]))/(E*x))*(-4*Log[5] + 2*Log[5]*Log[x^2]))/x^2,x]","x-5^{\frac{2 \left(e \log \left(x^2\right)+x\right)}{e x}}","x-5^{\frac{2 \left(\log \left(x^2\right)+\frac{x}{e}\right)}{x}}",1,"-5^((2*(x + E*Log[x^2]))/(E*x)) + x","A",3,2,45,0.04444,1,"{14, 6706}"
1162,1,49,0,0.0259749,"\int \left(-968 x+e^{4-e^3+2 x} (1+2 x)-88 x \log (2)-2 x \log ^2(2)\right) \, dx","Int[-968*x + E^(4 - E^3 + 2*x)*(1 + 2*x) - 88*x*Log[2] - 2*x*Log[2]^2,x]","x^2 \left(-(22+\log (2))^2\right)-\frac{1}{2} e^{2 x-e^3+4}+\frac{1}{2} e^{2 x-e^3+4} (2 x+1)","5-x \left(x (22+\log (2))^2-e^{2 x-e^3+4}\right)",1,"-1/2*E^(4 - E^3 + 2*x) + (E^(4 - E^3 + 2*x)*(1 + 2*x))/2 - x^2*(22 + Log[2])^2","A",5,3,34,0.08824,1,"{6, 2176, 2194}"
1163,0,0,0,10.559647,"\int \frac{\exp \left(\frac{4096 x^2-x^3+8192 x \log (4)+4096 \log ^2(4)+(-8192 x-8192 \log (4)) \log (x)+4096 \log ^2(x)}{x^2}\right) \left(-24576 x-3 x^3+(-24576-24576 x) \log (4)-24576 \log ^2(4)+(24576+24576 x+49152 \log (4)) \log (x)-24576 \log ^2(x)\right)}{x^3} \, dx","Int[(E^((4096*x^2 - x^3 + 8192*x*Log[4] + 4096*Log[4]^2 + (-8192*x - 8192*Log[4])*Log[x] + 4096*Log[x]^2)/x^2)*(-24576*x - 3*x^3 + (-24576 - 24576*x)*Log[4] - 24576*Log[4]^2 + (24576 + 24576*x + 49152*Log[4])*Log[x] - 24576*Log[x]^2))/x^3,x]","\int \frac{\exp \left(\frac{4096 x^2-x^3+8192 x \log (4)+4096 \log ^2(4)+(-8192 x-8192 \log (4)) \log (x)+4096 \log ^2(x)}{x^2}\right) \left(-24576 x-3 x^3+(-24576-24576 x) \log (4)-24576 \log ^2(4)+(24576+24576 x+49152 \log (4)) \log (x)-24576 \log ^2(x)\right)}{x^3} \, dx","3 e^{\frac{4096 (x-\log (x)+\log (4))^2}{x^2}-x}",1,"-3*Defer[Int][E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2), x] - 24576*Log[4]*(1 + Log[4])*Defer[Int][E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2)/x^3, x] - 24576*(1 + Log[4])*Defer[Int][E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2)/x^2, x] + 24576*(1 + Log[16])*Defer[Int][(E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2)*Log[x])/x^3, x] + 24576*Defer[Int][(E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2)*Log[x])/x^2, x] - 24576*Defer[Int][(E^(4096 - x + (8192*Log[4])/x + (4096*Log[4]^2)/x^2 + ((-8192*x - 8192*Log[4])*Log[x])/x^2 + (4096*Log[x]^2)/x^2)*Log[x]^2)/x^3, x]","F",0,0,0,0,-1,"{}"
1164,-1,0,0,182.5598776,"\int \frac{8 e^4 x+e^5 \left(4-16 x^3\right)}{-x^{10}+e \left(-5 x^9+5 x^{12}\right)+e^2 \left(-10 x^8+20 x^{11}-10 x^{14}\right)+e^3 \left(-10 x^7+30 x^{10}-30 x^{13}+10 x^{16}\right)+e^4 \left(-5 x^6+20 x^9-30 x^{12}+20 x^{15}-5 x^{18}\right)+e^5 \left(-x^5+5 x^8-10 x^{11}+10 x^{14}-5 x^{17}+x^{20}\right)} \, dx","Int[(8*E^4*x + E^5*(4 - 16*x^3))/(-x^10 + E*(-5*x^9 + 5*x^12) + E^2*(-10*x^8 + 20*x^11 - 10*x^14) + E^3*(-10*x^7 + 30*x^10 - 30*x^13 + 10*x^16) + E^4*(-5*x^6 + 20*x^9 - 30*x^12 + 20*x^15 - 5*x^18) + E^5*(-x^5 + 5*x^8 - 10*x^11 + 10*x^14 - 5*x^17 + x^20)),x]","\text{\$Aborted}","\frac{1}{\left(\left(\frac{1}{e}-x^2\right) x^2+x\right)^4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1165,1,15,0,0.0256243,"\int e^{e^x} \left(10 x^4+6 x^5+e^x \left(2 x^5+x^6\right)\right) \, dx","Int[E^E^x*(10*x^4 + 6*x^5 + E^x*(2*x^5 + x^6)),x]","e^{e^x} \left(x^6+2 x^5\right)","e^{e^x} x^5 (x+2)",1,"E^E^x*(2*x^5 + x^6)","A",1,1,30,0.03333,1,"{2288}"
1166,0,0,0,1.3777277,"\int \frac{300 x^3+\left(1000 x^5+375 x^6-125 x^8\right) \log (2)}{9+\left(120 x^2+90 x^3-150 x^4+30 x^5\right) \log (2)+\left(400 x^4+600 x^5-775 x^6-550 x^7+775 x^8-250 x^9+25 x^{10}\right) \log ^2(2)} \, dx","Int[(300*x^3 + (1000*x^5 + 375*x^6 - 125*x^8)*Log[2])/(9 + (120*x^2 + 90*x^3 - 150*x^4 + 30*x^5)*Log[2] + (400*x^4 + 600*x^5 - 775*x^6 - 550*x^7 + 775*x^8 - 250*x^9 + 25*x^10)*Log[2]^2),x]","\int \frac{300 x^3+\left(1000 x^5+375 x^6-125 x^8\right) \log (2)}{9+\left(120 x^2+90 x^3-150 x^4+30 x^5\right) \log (2)+\left(400 x^4+600 x^5-775 x^6-550 x^7+775 x^8-250 x^9+25 x^{10}\right) \log ^2(2)} \, dx","\frac{5 x^2}{\frac{3}{5 x^2}-(x-4) \left(-x^2+x+1\right) \log (2)}",1,"(6575*Log[2])/(Log[32]*(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])) + 5100*Defer[Int][(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])^(-2), x] + 25*(57 + (10520*Log[2]^2)/Log[32])*Defer[Int][x/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])^2, x] + 125*(3 + 272*Log[2] + (2367*Log[2]^2)/Log[32])*Defer[Int][x^2/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])^2, x] + 125*(3 + 280*Log[2] - (5260*Log[2]^2)/Log[32])*Defer[Int][x^3/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])^2, x] - 1700*Defer[Int][(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32])^(-1), x] - 475*Defer[Int][x/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32]), x] - 125*Defer[Int][x^2/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32]), x] - 25*Defer[Int][x^3/(3 + 20*x^2*Log[2] + 15*x^3*Log[2] - 25*x^4*Log[2] + x^5*Log[32]), x]","F",0,0,0,0,-1,"{}"
1167,1,23,0,0.1273697,"\int \frac{-5+\log (3)+e^{\frac{e^{e^x}}{-5+\log (3)}} \left(-5+\log (3)+e^{e^x+x} x \log (x)+(-5+\log (3)) \log (x)\right)}{-5+\log (3)} \, dx","Int[(-5 + Log[3] + E^(E^E^x/(-5 + Log[3]))*(-5 + Log[3] + E^(E^x + x)*x*Log[x] + (-5 + Log[3])*Log[x]))/(-5 + Log[3]),x]","x+x e^{-\frac{e^{e^x}}{5-\log (3)}} \log (x)","x+x e^{-\frac{e^{e^x}}{5-\log (3)}} \log (x)",1,"x + (x*Log[x])/E^(E^E^x/(5 - Log[3]))","A",3,2,48,0.04167,1,"{12, 2288}"
1168,0,0,0,41.1281723,"\int \frac{\left(80-480 x+e^x \left(-40+216 x+120 x^2\right)+\left(-16+80 x+e^x \left(8-32 x-40 x^2\right)\right) \log \left(x^2-5 x^3\right)\right) \log \left(\frac{-3+\log \left(x^2-5 x^3\right)}{-2 x+e^x x}\right)+\left(48-240 x+e^x (-24+120 x)+\left(-16+e^x (8-40 x)+80 x\right) \log \left(x^2-5 x^3\right)\right) \log ^2\left(\frac{-3+\log \left(x^2-5 x^3\right)}{-2 x+e^x x}\right)}{-6 x^3+30 x^4+e^x \left(3 x^3-15 x^4\right)+\left(2 x^3-10 x^4+e^x \left(-x^3+5 x^4\right)\right) \log \left(x^2-5 x^3\right)} \, dx","Int[((80 - 480*x + E^x*(-40 + 216*x + 120*x^2) + (-16 + 80*x + E^x*(8 - 32*x - 40*x^2))*Log[x^2 - 5*x^3])*Log[(-3 + Log[x^2 - 5*x^3])/(-2*x + E^x*x)] + (48 - 240*x + E^x*(-24 + 120*x) + (-16 + E^x*(8 - 40*x) + 80*x)*Log[x^2 - 5*x^3])*Log[(-3 + Log[x^2 - 5*x^3])/(-2*x + E^x*x)]^2)/(-6*x^3 + 30*x^4 + E^x*(3*x^3 - 15*x^4) + (2*x^3 - 10*x^4 + E^x*(-x^3 + 5*x^4))*Log[x^2 - 5*x^3]),x]","\int \frac{\left(80-480 x+e^x \left(-40+216 x+120 x^2\right)+\left(-16+80 x+e^x \left(8-32 x-40 x^2\right)\right) \log \left(x^2-5 x^3\right)\right) \log \left(\frac{-3+\log \left(x^2-5 x^3\right)}{-2 x+e^x x}\right)+\left(48-240 x+e^x (-24+120 x)+\left(-16+e^x (8-40 x)+80 x\right) \log \left(x^2-5 x^3\right)\right) \log ^2\left(\frac{-3+\log \left(x^2-5 x^3\right)}{-2 x+e^x x}\right)}{-6 x^3+30 x^4+e^x \left(3 x^3-15 x^4\right)+\left(2 x^3-10 x^4+e^x \left(-x^3+5 x^4\right)\right) \log \left(x^2-5 x^3\right)} \, dx","\frac{4 \log ^2\left(\frac{3-\log \left(x \left(x-5 x^2\right)\right)}{\left(2-e^x\right) x}\right)}{x^2}",1,"-16*Log[(3 - Log[x^2 - 5*x^3])/((2 - E^x)*x)]*Defer[Int][1/((-2 + E^x)*x^2), x] + 8*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/(x^3*(3 - Log[x^2 - 5*x^3])), x] + 40*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/(x^2*(3 - Log[x^2 - 5*x^3])), x] + 200*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/(x*(3 - Log[x^2 - 5*x^3])), x] - 1000*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/((-1 + 5*x)*(3 - Log[x^2 - 5*x^3])), x] + 40*Defer[Int][Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)]/(x^3*(-3 + Log[x^2 - 5*x^3])), x] - 16*Defer[Int][Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)]/(x^2*(-3 + Log[x^2 - 5*x^3])), x] - 200*Defer[Int][Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)]/(x*(-3 + Log[x^2 - 5*x^3])), x] + 1000*Defer[Int][Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)]/((-1 + 5*x)*(-3 + Log[x^2 - 5*x^3])), x] + 32*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/(x^2*(-3 + Log[x^2 - 5*x^3])), x] + 200*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/(x*(-3 + Log[x^2 - 5*x^3])), x] - 1000*Defer[Int][(Log[(1 - 5*x)*x^2]*Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)])/((-1 + 5*x)*(-3 + Log[x^2 - 5*x^3])), x] - 8*Defer[Int][Log[(-3 + Log[x^2 - 5*x^3])/((-2 + E^x)*x)]^2/x^3, x] - 32*Defer[Int][Defer[Int][1/((-2 + E^x)*x^2), x]/(-2 + E^x), x] + 16*Defer[Int][(Log[(1 - 5*x)*x^2]*Defer[Int][1/((-2 + E^x)*x^2), x])/(x*(3 - Log[x^2 - 5*x^3])), x] - 80*Defer[Int][(Log[(1 - 5*x)*x^2]*Defer[Int][1/((-2 + E^x)*x^2), x])/((-1 + 5*x)*(3 - Log[x^2 - 5*x^3])), x] + 48*Defer[Int][Defer[Int][1/((-2 + E^x)*x^2), x]/(-3 + Log[x^2 - 5*x^3]), x] + 80*Defer[Int][Defer[Int][1/((-2 + E^x)*x^2), x]/(x*(-3 + Log[x^2 - 5*x^3])), x] + 80*Defer[Int][Defer[Int][1/((-2 + E^x)*x^2), x]/((-1 + 5*x)*(-3 + Log[x^2 - 5*x^3])), x] - 16*Defer[Int][(Log[(1 - 5*x)*x^2]*Defer[Int][1/((-2 + E^x)*x^2), x])/(-3 + Log[x^2 - 5*x^3]), x] - 80*Defer[Int][(Log[(1 - 5*x)*x^2]*Defer[Int][1/((-2 + E^x)*x^2), x])/((-1 + 5*x)*(-3 + Log[x^2 - 5*x^3])), x]","F",0,0,0,0,-1,"{}"
1169,1,17,0,0.1122796,"\int \frac{2-e^x+2 x}{\left(-1+e^x-2 x-x^2\right) \log \left(-1+e^x-2 x-x^2\right)} \, dx","Int[(2 - E^x + 2*x)/((-1 + E^x - 2*x - x^2)*Log[-1 + E^x - 2*x - x^2]),x]","-\log \left(\log \left(-x^2-2 x+e^x-1\right)\right)","-\log \left(\log \left(-x (x+2)+e^x-1\right)\right)-2",1,"-Log[Log[-1 + E^x - 2*x - x^2]]","A",1,1,42,0.02381,1,"{6684}"
1170,0,0,0,2.1596616,"\int \frac{x \log ^3(2 x)+e^{\frac{1-10 x+4 \log ^2(2 x)}{2 \log ^2(2 x)}} (1-10 x+5 x \log (2 x))}{x \log ^3(2 x)} \, dx","Int[(x*Log[2*x]^3 + E^((1 - 10*x + 4*Log[2*x]^2)/(2*Log[2*x]^2))*(1 - 10*x + 5*x*Log[2*x]))/(x*Log[2*x]^3),x]","\int \frac{x \log ^3(2 x)+e^{\frac{1-10 x+4 \log ^2(2 x)}{2 \log ^2(2 x)}} (1-10 x+5 x \log (2 x))}{x \log ^3(2 x)} \, dx","x-e^{\frac{\frac{1}{2}-5 x}{\log ^2(2 x)}+2}+4",1,"x - 10*Defer[Int][E^(2 + (1/2 - 5*x)/Log[2*x]^2)/Log[2*x]^3, x] + Defer[Int][E^(2 + (1/2 - 5*x)/Log[2*x]^2)/(x*Log[2*x]^3), x] + 5*Defer[Int][E^(2 + (1/2 - 5*x)/Log[2*x]^2)/Log[2*x]^2, x]","F",0,0,0,0,-1,"{}"
1171,1,18,0,0.2099913,"\int \frac{-45-105 x-24 x^2}{36 x^2+105 x^3+88 x^4+16 x^5+\left(72 x+114 x^2+24 x^3\right) \log (4+x)+(36+9 x) \log ^2(4+x)} \, dx","Int[(-45 - 105*x - 24*x^2)/(36*x^2 + 105*x^3 + 88*x^4 + 16*x^5 + (72*x + 114*x^2 + 24*x^3)*Log[4 + x] + (36 + 9*x)*Log[4 + x]^2),x]","\frac{3}{x (4 x+3)+3 \log (x+4)}","\frac{1}{\frac{4 x^2}{3}+x+\log (x+4)}",1,"3/(x*(3 + 4*x) + 3*Log[4 + x])","A",3,3,65,0.04615,1,"{6688, 12, 6686}"
1172,0,0,0,5.6497074,"\int \frac{-108 e^{x/5} x^4-1440 x \log (25)+e^{e^x} \left(e^{x/5} \left(-135 x^4+27 x^5\right)+540 x^2 \log (25)+e^x \left(-135 e^{x/5} x^5+180 x^3 \log (25)\right)\right)}{45 e^{2 x/5} x^4-120 e^{x/5} x^2 \log (25)+80 \log ^2(25)} \, dx","Int[(-108*E^(x/5)*x^4 - 1440*x*Log[25] + E^E^x*(E^(x/5)*(-135*x^4 + 27*x^5) + 540*x^2*Log[25] + E^x*(-135*E^(x/5)*x^5 + 180*x^3*Log[25])))/(45*E^((2*x)/5)*x^4 - 120*E^(x/5)*x^2*Log[25] + 80*Log[25]^2),x]","\int \frac{-108 e^{x/5} x^4-1440 x \log (25)+e^{e^x} \left(e^{x/5} \left(-135 x^4+27 x^5\right)+540 x^2 \log (25)+e^x \left(-135 e^{x/5} x^5+180 x^3 \log (25)\right)\right)}{45 e^{2 x/5} x^4-120 e^{x/5} x^2 \log (25)+80 \log ^2(25)} \, dx","\frac{3 \left(e^{e^x} x-4\right)}{\frac{4 \log (25)}{3 x^2}-e^{x/5}}",1,"(-256*Log[25]^4*Defer[Int][E^E^x/x^7, x])/27 - (64*Log[25]^3*Defer[Int][E^((5*E^x + x)/5)/x^5, x])/9 - (16*Log[25]^2*Defer[Int][E^(E^x + (2*x)/5)/x^3, x])/3 - 4*Log[25]*Defer[Int][E^(E^x + (3*x)/5)/x, x] - 3*Defer[Int][E^(E^x + (4*x)/5)*x, x] - 288*Log[25]*Defer[Int][x/(3*E^(x/5)*x^2 - 4*Log[25])^2, x] - (144*Log[25]*Defer[Int][x^2/(3*E^(x/5)*x^2 - 4*Log[25])^2, x])/5 + 72*Log[25]*Defer[Int][(E^E^x*x^2)/(3*E^(x/5)*x^2 - 4*Log[25])^2, x] + (36*Log[25]*Defer[Int][(E^E^x*x^3)/(3*E^(x/5)*x^2 - 4*Log[25])^2, x])/5 - (1024*Log[25]^5*Defer[Int][E^E^x/(x^7*(3*E^(x/5)*x^2 - 4*Log[25])), x])/27 - (36*Defer[Int][x^2/(3*E^(x/5)*x^2 - 4*Log[25]), x])/5 - 9*Defer[Int][(E^E^x*x^2)/(3*E^(x/5)*x^2 - 4*Log[25]), x] + (9*Defer[Int][(E^E^x*x^3)/(3*E^(x/5)*x^2 - 4*Log[25]), x])/5","F",0,0,0,0,-1,"{}"
1173,0,0,0,12.8346479,"\int \frac{-x+\left(32+64 x+32 x^2\right) \log (x)+\left(32 x+32 x^2\right) \log ^2(x)}{-x^2+\left(16 x+32 x^2+16 x^3\right) \log ^2(x)} \, dx","Int[(-x + (32 + 64*x + 32*x^2)*Log[x] + (32*x + 32*x^2)*Log[x]^2)/(-x^2 + (16*x + 32*x^2 + 16*x^3)*Log[x]^2),x]","\int \frac{-x+\left(32+64 x+32 x^2\right) \log (x)+\left(32 x+32 x^2\right) \log ^2(x)}{-x^2+\left(16 x+32 x^2+16 x^3\right) \log ^2(x)} \, dx","\log \left(x-16 (x+1)^2 \log ^2(x)\right)+4+\log ^2(3)",1,"2*Log[1 + x] - 2*Defer[Int][1/((-1 - x)*(x - 16*(1 + x)^2*Log[x]^2)), x] + Defer[Int][(-x + 16*(1 + x)^2*Log[x]^2)^(-1), x] + 64*Defer[Int][Log[x]/(-x + 16*(1 + x)^2*Log[x]^2), x] + 32*Defer[Int][Log[x]/(x*(-x + 16*(1 + x)^2*Log[x]^2)), x] + 32*Defer[Int][(x*Log[x])/(-x + 16*(1 + x)^2*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1174,1,95,0,0.447299,"\int \frac{-32-2592 e^8-630 x-10368 e^6 x-2340 x^2+5346 x^3-2592 x^4+e^4 \left(576+5670 x-15552 x^2\right)+e^2 \left(1152 x+11016 x^2-10368 x^3\right)}{64 x^3+5184 e^8 x^3+1296 x^4+20736 e^6 x^4+5409 x^5-11664 x^6+5184 x^7+e^4 \left(-1152 x^3-11664 x^4+31104 x^5\right)+e^2 \left(-2304 x^4-23328 x^5+20736 x^6\right)} \, dx","Int[(-32 - 2592*E^8 - 630*x - 10368*E^6*x - 2340*x^2 + 5346*x^3 - 2592*x^4 + E^4*(576 + 5670*x - 15552*x^2) + E^2*(1152*x + 11016*x^2 - 10368*x^3))/(64*x^3 + 5184*E^8*x^3 + 1296*x^4 + 20736*E^6*x^4 + 5409*x^5 - 11664*x^6 + 5184*x^7 + E^4*(-1152*x^3 - 11664*x^4 + 31104*x^5) + E^2*(-2304*x^4 - 23328*x^5 + 20736*x^6)),x]","\frac{81 \left(-8 \left(985-2592 e^2\right) x+41472 e^4-39088 e^2+8865\right)}{32 \left(985-2592 e^2\right) \left(1-9 e^4\right) \left(-72 x^2+9 \left(9-16 e^2\right) x+8 \left(1-9 e^4\right)\right)}+\frac{1}{4 x^2}-\frac{9}{32 \left(1-9 e^4\right) x}","\frac{2}{x^2 \left(\frac{x}{-\left(x+e^2\right)^2+x+\frac{1}{9}}+8\right)}",1,"1/(4*x^2) - 9/(32*(1 - 9*E^4)*x) + (81*(8865 - 39088*E^2 + 41472*E^4 - 8*(985 - 2592*E^2)*x))/(32*(985 - 2592*E^2)*(1 - 9*E^4)*(8*(1 - 9*E^4) + 9*(9 - 16*E^2)*x - 72*x^2))","B",10,5,148,0.03378,1,"{6, 2074, 638, 618, 204}"
1175,0,0,0,2.0956988,"\int \frac{e^{2 e^{x/3}} (720-90 x)+720 x^2-90 x^3+e^{e^{x/3}} \left(-3-1440 x+e^{x/3} x+180 x^2\right)}{3 e^{2 e^{x/3}}-6 e^{e^{x/3}} x+3 x^2} \, dx","Int[(E^(2*E^(x/3))*(720 - 90*x) + 720*x^2 - 90*x^3 + E^E^(x/3)*(-3 - 1440*x + E^(x/3)*x + 180*x^2))/(3*E^(2*E^(x/3)) - 6*E^E^(x/3)*x + 3*x^2),x]","\int \frac{e^{2 e^{x/3}} (720-90 x)+720 x^2-90 x^3+e^{e^{x/3}} \left(-3-1440 x+e^{x/3} x+180 x^2\right)}{3 e^{2 e^{x/3}}-6 e^{e^{x/3}} x+3 x^2} \, dx","15 (16-x) x+\frac{x}{x-e^{e^{x/3}}}",1,"-480*Defer[Int][(E^E^(x/3)*x)/(E^E^(x/3) - x)^2, x] - 30*Defer[Int][(E^(2*E^(x/3))*x)/(E^E^(x/3) - x)^2, x] + Defer[Int][(E^((3*E^(x/3) + x)/3)*x)/(E^E^(x/3) - x)^2, x]/3 + 240*Defer[Int][x^2/(E^E^(x/3) - x)^2, x] + 60*Defer[Int][(E^E^(x/3)*x^2)/(E^E^(x/3) - x)^2, x] - 30*Defer[Int][x^3/(E^E^(x/3) - x)^2, x] - 3*Defer[Subst][Defer[Int][E^E^x/(E^E^x - 3*x)^2, x], x, x/3] + 720*Defer[Subst][Defer[Int][E^(2*E^x)/(E^E^x - 3*x)^2, x], x, x/3]","F",0,0,0,0,-1,"{}"
1176,1,545,0,0.9959293,"\int \frac{15+60 x-146 x^2+355 x^4+\left(30 x^2-146 x^4\right) \log (3)+15 x^4 \log ^2(3)+\left(6 x^2-10 x^4+2 x^4 \log (3)\right) \log \left(x^2\right)}{15-150 x^2+375 x^4+\left(30 x^2-150 x^4\right) \log (3)+15 x^4 \log ^2(3)} \, dx","Int[(15 + 60*x - 146*x^2 + 355*x^4 + (30*x^2 - 146*x^4)*Log[3] + 15*x^4*Log[3]^2 + (6*x^2 - 10*x^4 + 2*x^4*Log[3])*Log[x^2])/(15 - 150*x^2 + 375*x^4 + (30*x^2 - 150*x^4)*Log[3] + 15*x^4*Log[3]^2),x]","\frac{\log (81) \text{Li}_2\left(-x \sqrt{5-\log (3)}\right)}{30 (5-\log (3))^{3/2} \log (3)}-\frac{\log (9) \text{Li}_2\left(-x \sqrt{5-\log (3)}\right)}{15 (5-\log (3))^{3/2} \log (3)}-\frac{\log (81) \text{Li}_2\left(x \sqrt{5-\log (3)}\right)}{30 (5-\log (3))^{3/2} \log (3)}+\frac{\log (9) \text{Li}_2\left(x \sqrt{5-\log (3)}\right)}{15 (5-\log (3))^{3/2} \log (3)}+\frac{x (20-\log (81)) \log \left(x^2\right)}{30 (5-\log (3))^2 \left(1-x^2 (5-\log (3))\right)}-\frac{x (10-\log (9)) \log \left(x^2\right)}{15 (5-\log (3))^2}+\frac{x}{2 \left(1-x^2 (5-\log (3))\right)}-\frac{x (73-15 \log (3))}{15 (5-\log (3)) \left(1-x^2 (5-\log (3))\right)}+\frac{2}{(5-\log (3)) \left(1-x^2 (5-\log (3))\right)}+\frac{\log (81) \log \left(x^2\right) \tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{30 (5-\log (3))^{3/2} \log (3)}-\frac{\log (9) \log \left(x^2\right) \tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{15 (5-\log (3))^{3/2} \log (3)}+\frac{x^3 (71-15 \log (3))}{30 \left(1-x^2 (5-\log (3))\right)}+\frac{2 x (10-\log (9))}{15 (5-\log (3))^2}+\frac{x (71-15 \log (3))}{10 (5-\log (3))}-\frac{\log (81) \tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{15 (5-\log (3))^{3/2} \log (3)}+\frac{\tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{2 \sqrt{5-\log (3)}}+\frac{(73-15 \log (3)) \tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{15 (5-\log (3))^{3/2}}-\frac{(71-15 \log (3)) \tanh ^{-1}\left(x \sqrt{5-\log (3)}\right)}{10 (5-\log (3))^{3/2}}","\frac{\frac{2}{15} x \log \left(x^2\right)+2}{\frac{1}{x^2}-5+\log (3)}+x",1,"x/(2*(1 - x^2*(5 - Log[3]))) + (x^3*(71 - 15*Log[3]))/(30*(1 - x^2*(5 - Log[3]))) - (ArcTanh[x*Sqrt[5 - Log[3]]]*(71 - 15*Log[3]))/(10*(5 - Log[3])^(3/2)) + (ArcTanh[x*Sqrt[5 - Log[3]]]*(73 - 15*Log[3]))/(15*(5 - Log[3])^(3/2)) + 2/((1 - x^2*(5 - Log[3]))*(5 - Log[3])) + (x*(71 - 15*Log[3]))/(10*(5 - Log[3])) - (x*(73 - 15*Log[3]))/(15*(1 - x^2*(5 - Log[3]))*(5 - Log[3])) + ArcTanh[x*Sqrt[5 - Log[3]]]/(2*Sqrt[5 - Log[3]]) + (2*x*(10 - Log[9]))/(15*(5 - Log[3])^2) - (ArcTanh[x*Sqrt[5 - Log[3]]]*Log[81])/(15*(5 - Log[3])^(3/2)*Log[3]) - (x*(10 - Log[9])*Log[x^2])/(15*(5 - Log[3])^2) - (ArcTanh[x*Sqrt[5 - Log[3]]]*Log[9]*Log[x^2])/(15*(5 - Log[3])^(3/2)*Log[3]) + (x*(20 - Log[81])*Log[x^2])/(30*(1 - x^2*(5 - Log[3]))*(5 - Log[3])^2) + (ArcTanh[x*Sqrt[5 - Log[3]]]*Log[81]*Log[x^2])/(30*(5 - Log[3])^(3/2)*Log[3]) - (Log[9]*PolyLog[2, -(x*Sqrt[5 - Log[3]])])/(15*(5 - Log[3])^(3/2)*Log[3]) + (Log[81]*PolyLog[2, -(x*Sqrt[5 - Log[3]])])/(30*(5 - Log[3])^(3/2)*Log[3]) + (Log[9]*PolyLog[2, x*Sqrt[5 - Log[3]]])/(15*(5 - Log[3])^(3/2)*Log[3]) - (Log[81]*PolyLog[2, x*Sqrt[5 - Log[3]]])/(30*(5 - Log[3])^(3/2)*Log[3])","C",25,14,99,0.1414,1,"{6, 6688, 12, 6742, 199, 206, 261, 288, 321, 2357, 2324, 5912, 2295, 2323}"
1177,0,0,0,0.7273209,"\int \frac{-80+15 x+(80-20 x) \log (4-x)}{e^{22} \left(-4 x^5+x^6\right)+e^{22} \left(8 x^5-2 x^6\right) \log (4-x)+e^{22} \left(-4 x^5+x^6\right) \log ^2(4-x)} \, dx","Int[(-80 + 15*x + (80 - 20*x)*Log[4 - x])/(E^22*(-4*x^5 + x^6) + E^22*(8*x^5 - 2*x^6)*Log[4 - x] + E^22*(-4*x^5 + x^6)*Log[4 - x]^2),x]","\int \frac{-80+15 x+(80-20 x) \log (4-x)}{e^{22} \left(-4 x^5+x^6\right)+e^{22} \left(8 x^5-2 x^6\right) \log (4-x)+e^{22} \left(-4 x^5+x^6\right) \log ^2(4-x)} \, dx","\frac{5}{e^{22} x^4 (\log (4-x)-1)}",1,"-5/(256*E^22*(1 - Log[4 - x])) + (5*Defer[Int][1/(x^4*(-1 + Log[4 - x])^2), x])/(4*E^22) + (5*Defer[Int][1/(x^3*(-1 + Log[4 - x])^2), x])/(16*E^22) + (5*Defer[Int][1/(x^2*(-1 + Log[4 - x])^2), x])/(64*E^22) + (5*Defer[Int][1/(x*(-1 + Log[4 - x])^2), x])/(256*E^22) - (20*Defer[Int][1/(x^5*(-1 + Log[4 - x])), x])/E^22","F",0,0,0,0,-1,"{}"
1178,1,20,0,0.1065525,"\int e^{-e-e^x+x+x^2} \left(1-e^x+2 x\right) \log ^2(25) \, dx","Int[E^(-E - E^x + x + x^2)*(1 - E^x + 2*x)*Log[25]^2,x]","e^{x^2+x-e^x-e} \log ^2(25)","e^{x^2+x-e^x-e} \log ^2(25)",1,"E^(-E - E^x + x + x^2)*Log[25]^2","A",2,2,30,0.06667,1,"{12, 6706}"
1179,1,10,0,0.0045361,"\int -\frac{2 e^{16}}{25+10 x+x^2} \, dx","Int[(-2*E^16)/(25 + 10*x + x^2),x]","\frac{2 e^{16}}{x+5}","\frac{2 e^{16}}{x+5}+3",1,"(2*E^16)/(5 + x)","A",3,3,15,0.2000,1,"{12, 27, 32}"
1180,0,0,0,0.4386967,"\int \frac{e^{\frac{2}{x}+\frac{-e^{2/x}+x}{x}} (-10-5 x)+x^3}{x^3} \, dx","Int[(E^(2/x + (-E^(2/x) + x)/x)*(-10 - 5*x) + x^3)/x^3,x]","\int \frac{e^{\frac{2}{x}+\frac{-e^{2/x}+x}{x}} (-10-5 x)+x^3}{x^3} \, dx","5 \left(-e^{\frac{x-e^{2/x}}{x}}+e^4-e^{5 e^5}\right)+x",1,"x - 10*Defer[Int][E^(1 + 2/x - E^(2/x)/x)/x^3, x] + 5*Defer[Subst][Defer[Int][E^(1 + 2*x - E^(2*x)*x), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
1181,1,15,0,0.1043525,"\int \frac{1+\left(20 x+18 x^2+3 x^3\right) \log (x)}{x \log (x)} \, dx","Int[(1 + (20*x + 18*x^2 + 3*x^3)*Log[x])/(x*Log[x]),x]","x^3+9 x^2+20 x+\log (\log (x))","x (x+4) (x+5)+\log (\log (x))-4",1,"20*x + 9*x^2 + x^3 + Log[Log[x]]","A",4,3,27,0.1111,1,"{6688, 2302, 29}"
1182,1,52,0,2.9976399,"\int \frac{e^5 \left(-65537-262144 x-344064 x^2-229376 x^3-89600 x^4-21504 x^5-3136 x^6-256 x^7-9 x^8\right)}{25-655370 x+4293787649 x^2+17178984448 x^3+32211910656 x^4+37580899328 x^5+30534533120 x^6+18320722560 x^7+8396997184 x^8+2998927414 x^9+843448322 x^{10}+187432960 x^{11}+32800768 x^{12}+4472832 x^{13}+465920 x^{14}+35840 x^{15}+1920 x^{16}+64 x^{17}+x^{18}} \, dx","Int[(E^5*(-65537 - 262144*x - 344064*x^2 - 229376*x^3 - 89600*x^4 - 21504*x^5 - 3136*x^6 - 256*x^7 - 9*x^8))/(25 - 655370*x + 4293787649*x^2 + 17178984448*x^3 + 32211910656*x^4 + 37580899328*x^5 + 30534533120*x^6 + 18320722560*x^7 + 8396997184*x^8 + 2998927414*x^9 + 843448322*x^10 + 187432960*x^11 + 32800768*x^12 + 4472832*x^13 + 465920*x^14 + 35840*x^15 + 1920*x^16 + 64*x^17 + x^18),x]","-\frac{e^5}{-x^9-32 x^8-448 x^7-3584 x^6-17920 x^5-57344 x^4-114688 x^3-131072 x^2-65537 x+5}","\frac{e^5}{x (x+4)^8+x-5}",1,"-(E^5/(5 - 65537*x - 131072*x^2 - 114688*x^3 - 57344*x^4 - 17920*x^5 - 3584*x^6 - 448*x^7 - 32*x^8 - x^9))","B",6,4,134,0.02985,1,"{12, 2074, 2101, 6742}"
1183,0,0,0,5.6276184,"\int \frac{16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))+\exp \left(\frac{-52+\frac{17 e^x}{3}+17 \log (2)+e^x \left(-4+\frac{e^x}{3}+\log (2)\right)}{-4+\frac{e^x}{3}+\log (2)}\right) \left(-\frac{16 e^x}{3}+e^x \left(16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))\right)\right)}{16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))} \, dx","Int[(16 + E^(2*x)/9 - 8*Log[2] + Log[2]^2 + (E^x*(-8 + 2*Log[2]))/3 + E^((-52 + (17*E^x)/3 + 17*Log[2] + E^x*(-4 + E^x/3 + Log[2]))/(-4 + E^x/3 + Log[2]))*((-16*E^x)/3 + E^x*(16 + E^(2*x)/9 - 8*Log[2] + Log[2]^2 + (E^x*(-8 + 2*Log[2]))/3)))/(16 + E^(2*x)/9 - 8*Log[2] + Log[2]^2 + (E^x*(-8 + 2*Log[2]))/3),x]","\int \frac{16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))+\exp \left(\frac{-52+\frac{17 e^x}{3}+17 \log (2)+e^x \left(-4+\frac{e^x}{3}+\log (2)\right)}{-4+\frac{e^x}{3}+\log (2)}\right) \left(-\frac{16 e^x}{3}+e^x \left(16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))\right)\right)}{16+\frac{e^{2 x}}{9}-8 \log (2)+\log ^2(2)+\frac{1}{3} e^x (-8+2 \log (2))} \, dx","x+e^{e^x+\frac{16}{\frac{e^x}{3}-4+\log (2)}+17}",1,"x + Defer[Subst][Defer[Int][2^(51/(-12 + x + Log[8]))*E^((-156 + x^2 + x*(5 + Log[8]))/(-12 + x + Log[8])), x], x, E^x] - (48 - 9*Log[2]^2 + 6*Log[2]*Log[8] - Log[8]^2)*Defer[Subst][Defer[Int][(2^(51/(-12 + x + Log[8]))*E^((-156 + x^2 + x*(5 + Log[8]))/(-12 + x + Log[8])))/(-12 + x + Log[8])^2, x], x, E^x]","F",0,0,0,0,-1,"{}"
1184,1,19,0,0.3243141,"\int \frac{-6 x+4 x^2+(-3+2 x) \log \left(\frac{1}{2} \left(3 x-2 x^2\right)\right)+\log (x) \left(-3+4 x+(-3+2 x) \log \left(\frac{1}{2} \left(3 x-2 x^2\right)\right)\right)}{-3+2 x} \, dx","Int[(-6*x + 4*x^2 + (-3 + 2*x)*Log[(3*x - 2*x^2)/2] + Log[x]*(-3 + 4*x + (-3 + 2*x)*Log[(3*x - 2*x^2)/2]))/(-3 + 2*x),x]","x^2+x \log (x) \log \left(\frac{1}{2} (3-2 x) x\right)","x \left(\log (x) \log \left(\frac{3 x}{2}-x^2\right)+x\right)",1,"x^2 + x*Log[x]*Log[((3 - 2*x)*x)/2]","A",21,11,65,0.1692,1,"{6688, 2487, 29, 8, 6742, 43, 2357, 2295, 2316, 2315, 2556}"
1185,1,1749,0,5.4149756,"\int \frac{-4096-9984 x-9600 x^2-4544 x^3-864 x^4+432 x^5+568 x^6+300 x^7+78 x^8+8 x^9+\left(1024+2560 x+2560 x^2+1280 x^3+256 x^4-128 x^5-160 x^6-80 x^7-20 x^8-2 x^9\right) \log (2)+\left(-6144 x-8832 x^2-6208 x^3-1664 x^4+832 x^5+776 x^6+276 x^7+48 x^8+\left(1536 x+2304 x^2+1664 x^3+448 x^4-224 x^5-208 x^6-72 x^7-12 x^8\right) \log (2)\right) \log (5)+\left(-3072-5440 x-7648 x^2-4128 x^3-528 x^4+444 x^5+402 x^6+120 x^7+\left(768+1408 x+1984 x^2+1120 x^3+144 x^4-120 x^5-108 x^6-30 x^7\right) \log (2)\right) \log ^2(5)+\left(-3072 x-2880 x^2-1728 x^3-352 x^4+344 x^5+160 x^6+\left(768 x+768 x^2+448 x^3+96 x^4-96 x^5-40 x^6\right) \log (2)\right) \log ^3(5)+\left(-768-848 x-1256 x^2-460 x^3+210 x^4+120 x^5+\left(192+224 x+320 x^2+128 x^3-60 x^4-30 x^5\right) \log (2)\right) \log ^4(5)+\left(-384 x-168 x^2+84 x^3+48 x^4+\left(96 x+48 x^2-24 x^3-12 x^4\right) \log (2)\right) \log ^5(5)+\left(-64-28 x+14 x^2+8 x^3+\left(16+8 x-4 x^2-2 x^3\right) \log (2)\right) \log ^6(5)}{2048+5120 x+6656 x^2+6400 x^3+4864 x^4+2944 x^5+1472 x^6+608 x^7+200 x^8+52 x^9+10 x^{10}+x^{11}+\left(3072 x+7680 x^2+9216 x^3+7680 x^4+4992 x^5+2496 x^6+960 x^7+288 x^8+60 x^9+6 x^{10}\right) \log (5)+\left(1536+3840 x+6144 x^2+7680 x^3+6720 x^4+4128 x^5+1920 x^6+672 x^7+150 x^8+15 x^9\right) \log ^2(5)+\left(1536 x+3840 x^2+4480 x^3+3520 x^4+2080 x^5+848 x^6+200 x^7+20 x^8\right) \log ^3(5)+\left(384+960 x+1440 x^2+1680 x^3+1320 x^4+612 x^5+150 x^6+15 x^7\right) \log ^4(5)+\left(192 x+480 x^2+480 x^3+240 x^4+60 x^5+6 x^6\right) \log ^5(5)+\left(32+80 x+80 x^2+40 x^3+10 x^4+x^5\right) \log ^6(5)} \, dx","Int[(-4096 - 9984*x - 9600*x^2 - 4544*x^3 - 864*x^4 + 432*x^5 + 568*x^6 + 300*x^7 + 78*x^8 + 8*x^9 + (1024 + 2560*x + 2560*x^2 + 1280*x^3 + 256*x^4 - 128*x^5 - 160*x^6 - 80*x^7 - 20*x^8 - 2*x^9)*Log[2] + (-6144*x - 8832*x^2 - 6208*x^3 - 1664*x^4 + 832*x^5 + 776*x^6 + 276*x^7 + 48*x^8 + (1536*x + 2304*x^2 + 1664*x^3 + 448*x^4 - 224*x^5 - 208*x^6 - 72*x^7 - 12*x^8)*Log[2])*Log[5] + (-3072 - 5440*x - 7648*x^2 - 4128*x^3 - 528*x^4 + 444*x^5 + 402*x^6 + 120*x^7 + (768 + 1408*x + 1984*x^2 + 1120*x^3 + 144*x^4 - 120*x^5 - 108*x^6 - 30*x^7)*Log[2])*Log[5]^2 + (-3072*x - 2880*x^2 - 1728*x^3 - 352*x^4 + 344*x^5 + 160*x^6 + (768*x + 768*x^2 + 448*x^3 + 96*x^4 - 96*x^5 - 40*x^6)*Log[2])*Log[5]^3 + (-768 - 848*x - 1256*x^2 - 460*x^3 + 210*x^4 + 120*x^5 + (192 + 224*x + 320*x^2 + 128*x^3 - 60*x^4 - 30*x^5)*Log[2])*Log[5]^4 + (-384*x - 168*x^2 + 84*x^3 + 48*x^4 + (96*x + 48*x^2 - 24*x^3 - 12*x^4)*Log[2])*Log[5]^5 + (-64 - 28*x + 14*x^2 + 8*x^3 + (16 + 8*x - 4*x^2 - 2*x^3)*Log[2])*Log[5]^6)/(2048 + 5120*x + 6656*x^2 + 6400*x^3 + 4864*x^4 + 2944*x^5 + 1472*x^6 + 608*x^7 + 200*x^8 + 52*x^9 + 10*x^10 + x^11 + (3072*x + 7680*x^2 + 9216*x^3 + 7680*x^4 + 4992*x^5 + 2496*x^6 + 960*x^7 + 288*x^8 + 60*x^9 + 6*x^10)*Log[5] + (1536 + 3840*x + 6144*x^2 + 7680*x^3 + 6720*x^4 + 4128*x^5 + 1920*x^6 + 672*x^7 + 150*x^8 + 15*x^9)*Log[5]^2 + (1536*x + 3840*x^2 + 4480*x^3 + 3520*x^4 + 2080*x^5 + 848*x^6 + 200*x^7 + 20*x^8)*Log[5]^3 + (384 + 960*x + 1440*x^2 + 1680*x^3 + 1320*x^4 + 612*x^5 + 150*x^6 + 15*x^7)*Log[5]^4 + (192*x + 480*x^2 + 480*x^3 + 240*x^4 + 60*x^5 + 6*x^6)*Log[5]^5 + (32 + 80*x + 80*x^2 + 40*x^3 + 10*x^4 + x^5)*Log[5]^6),x]","-\frac{32 \left(2 \left(131072-266240 \log (5)+322560 \log ^2(5)-272384 \log ^3(5)+175872 \log ^4(5)-89280 \log ^5(5)+35984 \log ^6(5)-11520 \log ^7(5)+2848 \log ^8(5)-516 \log ^9(5)+63 \log ^{10}(5)-4 \log ^{11}(5)-\log (2) \left(8-4 \log (5)+\log ^2(5)\right)^3 \left(64-32 \log (5)+32 \log ^2(5)-12 \log ^3(5)+4 \log ^4(5)-\log ^5(5)\right)\right)-\log (25) \left(4096+256 (303-80 \log (2)) \log ^3(5)-192 (293-76 \log (2)) \log ^4(5)+96 (295-76 \log (2)) \log ^5(5)-32 (324-83 \log (2)) \log ^6(5)+4 (689-176 \log (2)) \log ^7(5)+(63-16 \log (2)) \log ^9(5)-(4-\log (2)) \log ^{10}(5)-6144 \log ^2(5) (11-\log (8))+2048 \log (5) (13-\log (16))-12 \log ^8(5) (43-\log (2048))\right)\right) \tan ^{-1}\left(\frac{2 x+\log (25)}{\sqrt{16+4 \log ^2(5)-\log ^2(25)}}\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^5 \left(16+4 \log ^2(5)-\log ^2(25)\right)^{3/2}}+\frac{16 \left(32768-64512 \log (5)+68608 \log ^2(5)-46208 \log ^3(5)+21600 \log ^4(5)-7056 \log ^5(5)+1580 \log ^6(5)-228 \log ^7(5)+17 \log ^8(5)-4 \log (2) \left(8-4 \log (5)+\log ^2(5)\right)^3 \left(4-2 \log (5)+\log ^2(5)\right)\right) \tan ^{-1}\left(\frac{2 x+\log (25)}{\sqrt{16+4 \log ^2(5)-\log ^2(25)}}\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^5 \sqrt{16+4 \log ^2(5)-\log ^2(25)}}-\frac{384 \left(2 \log (5) \left(4+\log ^2(5)\right) \left(256-384 \log (5)+256 \log ^2(5)-128 \log ^3(5)+36 \log ^4(5)-8 \log ^5(5)+\log ^6(5)\right)+\left(32-4 \log ^2(5)+4 \log ^3(5)-\log ^4(5)\right) \left(32-32 \log (5)+20 \log ^2(5)-4 \log ^3(5)+\log ^4(5)\right) \log (25)\right) \tan ^{-1}\left(\frac{2 x+\log (25)}{\sqrt{16+4 \log ^2(5)-\log ^2(25)}}\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^4 \left(16+4 \log ^2(5)-\log ^2(25)\right)^{5/2}}-\frac{32 \left(\left(2 \log (5) \left(4+\log ^2(5)\right) \left(256-384 \log (5)+256 \log ^2(5)-128 \log ^3(5)+36 \log ^4(5)-8 \log ^5(5)+\log ^6(5)\right)+\left(32-4 \log ^2(5)+4 \log ^3(5)-\log ^4(5)\right) \left(32-32 \log (5)+20 \log ^2(5)-4 \log ^3(5)+\log ^4(5)\right) \log (25)\right) x+\left(4+\log ^2(5)\right) \left(2 \left(32-4 \log ^2(5)+4 \log ^3(5)-\log ^4(5)\right) \left(32-32 \log (5)+20 \log ^2(5)-4 \log ^3(5)+\log ^4(5)\right)+\log (5) \left(256-384 \log (5)+256 \log ^2(5)-128 \log ^3(5)+36 \log ^4(5)-8 \log ^5(5)+\log ^6(5)\right) \log (25)\right)\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^4 \left(x^2+\log (25) x+\log ^2(5)+4\right)^2 \left(16+4 \log ^2(5)-\log ^2(25)\right)}-\frac{16 \left(\left(2 \left(131072-266240 \log (5)+322560 \log ^2(5)-272384 \log ^3(5)+175872 \log ^4(5)-89280 \log ^5(5)+35984 \log ^6(5)-11520 \log ^7(5)+2848 \log ^8(5)-516 \log ^9(5)+63 \log ^{10}(5)-4 \log ^{11}(5)-\log (2) \left(8-4 \log (5)+\log ^2(5)\right)^3 \left(64-32 \log (5)+32 \log ^2(5)-12 \log ^3(5)+4 \log ^4(5)-\log ^5(5)\right)\right)-\log (25) \left(4096+256 (303-80 \log (2)) \log ^3(5)-192 (293-76 \log (2)) \log ^4(5)+96 (295-76 \log (2)) \log ^5(5)-32 (324-83 \log (2)) \log ^6(5)+4 (689-176 \log (2)) \log ^7(5)+(63-16 \log (2)) \log ^9(5)-(4-\log (2)) \log ^{10}(5)-6144 \log ^2(5) (11-\log (8))+2048 \log (5) (13-\log (16))-12 \log ^8(5) (43-\log (2048))\right)\right) x-2 \left(4+\log ^2(5)\right) \left(4096+256 (303-80 \log (2)) \log ^3(5)-192 (293-76 \log (2)) \log ^4(5)+96 (295-76 \log (2)) \log ^5(5)-32 (324-83 \log (2)) \log ^6(5)+4 (689-176 \log (2)) \log ^7(5)+(63-16 \log (2)) \log ^9(5)-(4-\log (2)) \log ^{10}(5)-6144 \log ^2(5) (11-\log (8))+2048 \log (5) (13-\log (16))-12 \log ^8(5) (43-\log (2048))\right)+\left(131072-266240 \log (5)+322560 \log ^2(5)-272384 \log ^3(5)+175872 \log ^4(5)-89280 \log ^5(5)+35984 \log ^6(5)-11520 \log ^7(5)+2848 \log ^8(5)-516 \log ^9(5)+63 \log ^{10}(5)-4 \log ^{11}(5)-\log (2) \left(8-4 \log (5)+\log ^2(5)\right)^3 \left(64-32 \log (5)+32 \log ^2(5)-12 \log ^3(5)+4 \log ^4(5)-\log ^5(5)\right)\right) \log (25)\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^5 \left(x^2+\log (25) x+\log ^2(5)+4\right) \left(16+4 \log ^2(5)-\log ^2(25)\right)}-\frac{96 (2 x+\log (25)) \left(2 \log (5) \left(4+\log ^2(5)\right) \left(256-384 \log (5)+256 \log ^2(5)-128 \log ^3(5)+36 \log ^4(5)-8 \log ^5(5)+\log ^6(5)\right)+\left(32-4 \log ^2(5)+4 \log ^3(5)-\log ^4(5)\right) \left(32-32 \log (5)+20 \log ^2(5)-4 \log ^3(5)+\log ^4(5)\right) \log (25)\right)}{\left(8-4 \log (5)+\log ^2(5)\right)^4 \left(x^2+\log (25) x+\log ^2(5)+4\right) \left(16+4 \log ^2(5)-\log ^2(25)\right)^2}-\frac{2 \log (5) \left(\log (2) \left(8-4 \log (5)+\log ^2(5)\right)^3 \left(32-16 \log (5)+8 \log ^2(5)-\log ^3(5)\right)-4 \left(17408-33792 \log (5)+35712 \log ^2(5)-24480 \log ^3(5)+11888 \log ^4(5)-4180 \log ^5(5)+1052 \log ^6(5)-183 \log ^7(5)+20 \log ^8(5)-\log ^9(5)\right)\right)}{(x+2) \left(8-4 \log (5)+\log ^2(5)\right)^5}-\frac{\log (5) \left(34816-59904 \log (5)+50688 \log ^2(5)-26432 \log ^3(5)+8960 \log ^4(5)-2000 \log ^5(5)+272 \log ^6(5)-17 \log ^7(5)-4 \log (2) (4-\log (5)) \left(8-4 \log (5)+\log ^2(5)\right)^3\right)}{(x+2)^2 \left(8-4 \log (5)+\log ^2(5)\right)^4}-\frac{4 (4-\log (5)) \log ^2(5) \left(32-16 \log (5)+8 \log ^2(5)-\log ^3(5)\right)}{(x+2)^3 \left(8-4 \log (5)+\log ^2(5)\right)^3}+\frac{4 (4-\log (5))^2 \log ^2(5)}{(x+2)^4 \left(8-4 \log (5)+\log ^2(5)\right)^2}","\left(\frac{\frac{4 x^2}{(x+\log (5))^2+4}+x}{(x+2)^2}-4+\log (2)\right)^2",1,"(4*(4 - Log[5])^2*Log[5]^2)/((2 + x)^4*(8 - 4*Log[5] + Log[5]^2)^2) - (4*(4 - Log[5])*Log[5]^2*(32 - 16*Log[5] + 8*Log[5]^2 - Log[5]^3))/((2 + x)^3*(8 - 4*Log[5] + Log[5]^2)^3) - (Log[5]*(34816 - 59904*Log[5] + 50688*Log[5]^2 - 26432*Log[5]^3 + 8960*Log[5]^4 - 2000*Log[5]^5 + 272*Log[5]^6 - 17*Log[5]^7 - 4*Log[2]*(4 - Log[5])*(8 - 4*Log[5] + Log[5]^2)^3))/((2 + x)^2*(8 - 4*Log[5] + Log[5]^2)^4) - (2*Log[5]*(Log[2]*(8 - 4*Log[5] + Log[5]^2)^3*(32 - 16*Log[5] + 8*Log[5]^2 - Log[5]^3) - 4*(17408 - 33792*Log[5] + 35712*Log[5]^2 - 24480*Log[5]^3 + 11888*Log[5]^4 - 4180*Log[5]^5 + 1052*Log[5]^6 - 183*Log[5]^7 + 20*Log[5]^8 - Log[5]^9)))/((2 + x)*(8 - 4*Log[5] + Log[5]^2)^5) - (384*ArcTan[(2*x + Log[25])/Sqrt[16 + 4*Log[5]^2 - Log[25]^2]]*(2*Log[5]*(4 + Log[5]^2)*(256 - 384*Log[5] + 256*Log[5]^2 - 128*Log[5]^3 + 36*Log[5]^4 - 8*Log[5]^5 + Log[5]^6) + (32 - 4*Log[5]^2 + 4*Log[5]^3 - Log[5]^4)*(32 - 32*Log[5] + 20*Log[5]^2 - 4*Log[5]^3 + Log[5]^4)*Log[25]))/((8 - 4*Log[5] + Log[5]^2)^4*(16 + 4*Log[5]^2 - Log[25]^2)^(5/2)) - (96*(2*x + Log[25])*(2*Log[5]*(4 + Log[5]^2)*(256 - 384*Log[5] + 256*Log[5]^2 - 128*Log[5]^3 + 36*Log[5]^4 - 8*Log[5]^5 + Log[5]^6) + (32 - 4*Log[5]^2 + 4*Log[5]^3 - Log[5]^4)*(32 - 32*Log[5] + 20*Log[5]^2 - 4*Log[5]^3 + Log[5]^4)*Log[25]))/((8 - 4*Log[5] + Log[5]^2)^4*(4 + x^2 + Log[5]^2 + x*Log[25])*(16 + 4*Log[5]^2 - Log[25]^2)^2) + (16*ArcTan[(2*x + Log[25])/Sqrt[16 + 4*Log[5]^2 - Log[25]^2]]*(32768 - 64512*Log[5] + 68608*Log[5]^2 - 46208*Log[5]^3 + 21600*Log[5]^4 - 7056*Log[5]^5 + 1580*Log[5]^6 - 228*Log[5]^7 + 17*Log[5]^8 - 4*Log[2]*(8 - 4*Log[5] + Log[5]^2)^3*(4 - 2*Log[5] + Log[5]^2)))/((8 - 4*Log[5] + Log[5]^2)^5*Sqrt[16 + 4*Log[5]^2 - Log[25]^2]) - (32*(x*(2*Log[5]*(4 + Log[5]^2)*(256 - 384*Log[5] + 256*Log[5]^2 - 128*Log[5]^3 + 36*Log[5]^4 - 8*Log[5]^5 + Log[5]^6) + (32 - 4*Log[5]^2 + 4*Log[5]^3 - Log[5]^4)*(32 - 32*Log[5] + 20*Log[5]^2 - 4*Log[5]^3 + Log[5]^4)*Log[25]) + (4 + Log[5]^2)*(2*(32 - 4*Log[5]^2 + 4*Log[5]^3 - Log[5]^4)*(32 - 32*Log[5] + 20*Log[5]^2 - 4*Log[5]^3 + Log[5]^4) + Log[5]*(256 - 384*Log[5] + 256*Log[5]^2 - 128*Log[5]^3 + 36*Log[5]^4 - 8*Log[5]^5 + Log[5]^6)*Log[25])))/((8 - 4*Log[5] + Log[5]^2)^4*(4 + x^2 + Log[5]^2 + x*Log[25])^2*(16 + 4*Log[5]^2 - Log[25]^2)) - (16*((131072 - 266240*Log[5] + 322560*Log[5]^2 - 272384*Log[5]^3 + 175872*Log[5]^4 - 89280*Log[5]^5 + 35984*Log[5]^6 - 11520*Log[5]^7 + 2848*Log[5]^8 - 516*Log[5]^9 + 63*Log[5]^10 - 4*Log[5]^11 - Log[2]*(8 - 4*Log[5] + Log[5]^2)^3*(64 - 32*Log[5] + 32*Log[5]^2 - 12*Log[5]^3 + 4*Log[5]^4 - Log[5]^5))*Log[25] + x*(2*(131072 - 266240*Log[5] + 322560*Log[5]^2 - 272384*Log[5]^3 + 175872*Log[5]^4 - 89280*Log[5]^5 + 35984*Log[5]^6 - 11520*Log[5]^7 + 2848*Log[5]^8 - 516*Log[5]^9 + 63*Log[5]^10 - 4*Log[5]^11 - Log[2]*(8 - 4*Log[5] + Log[5]^2)^3*(64 - 32*Log[5] + 32*Log[5]^2 - 12*Log[5]^3 + 4*Log[5]^4 - Log[5]^5)) - Log[25]*(4096 + 256*(303 - 80*Log[2])*Log[5]^3 - 192*(293 - 76*Log[2])*Log[5]^4 + 96*(295 - 76*Log[2])*Log[5]^5 - 32*(324 - 83*Log[2])*Log[5]^6 + 4*(689 - 176*Log[2])*Log[5]^7 + (63 - 16*Log[2])*Log[5]^9 - (4 - Log[2])*Log[5]^10 - 6144*Log[5]^2*(11 - Log[8]) + 2048*Log[5]*(13 - Log[16]) - 12*Log[5]^8*(43 - Log[2048]))) - 2*(4 + Log[5]^2)*(4096 + 256*(303 - 80*Log[2])*Log[5]^3 - 192*(293 - 76*Log[2])*Log[5]^4 + 96*(295 - 76*Log[2])*Log[5]^5 - 32*(324 - 83*Log[2])*Log[5]^6 + 4*(689 - 176*Log[2])*Log[5]^7 + (63 - 16*Log[2])*Log[5]^9 - (4 - Log[2])*Log[5]^10 - 6144*Log[5]^2*(11 - Log[8]) + 2048*Log[5]*(13 - Log[16]) - 12*Log[5]^8*(43 - Log[2048]))))/((8 - 4*Log[5] + Log[5]^2)^5*(4 + x^2 + Log[5]^2 + x*Log[25])*(16 + 4*Log[5]^2 - Log[25]^2)) - (32*ArcTan[(2*x + Log[25])/Sqrt[16 + 4*Log[5]^2 - Log[25]^2]]*(2*(131072 - 266240*Log[5] + 322560*Log[5]^2 - 272384*Log[5]^3 + 175872*Log[5]^4 - 89280*Log[5]^5 + 35984*Log[5]^6 - 11520*Log[5]^7 + 2848*Log[5]^8 - 516*Log[5]^9 + 63*Log[5]^10 - 4*Log[5]^11 - Log[2]*(8 - 4*Log[5] + Log[5]^2)^3*(64 - 32*Log[5] + 32*Log[5]^2 - 12*Log[5]^3 + 4*Log[5]^4 - Log[5]^5)) - Log[25]*(4096 + 256*(303 - 80*Log[2])*Log[5]^3 - 192*(293 - 76*Log[2])*Log[5]^4 + 96*(295 - 76*Log[2])*Log[5]^5 - 32*(324 - 83*Log[2])*Log[5]^6 + 4*(689 - 176*Log[2])*Log[5]^7 + (63 - 16*Log[2])*Log[5]^9 - (4 - Log[2])*Log[5]^10 - 6144*Log[5]^2*(11 - Log[8]) + 2048*Log[5]*(13 - Log[16]) - 12*Log[5]^8*(43 - Log[2048]))))/((8 - 4*Log[5] + Log[5]^2)^5*(16 + 4*Log[5]^2 - Log[25]^2)^(3/2))","B",11,5,767,0.006519,1,"{2074, 638, 614, 618, 204}"
1186,1,70,0,0.3509602,"\int \frac{\left(12 x^2-256 x^3+112 x^4\right) \log (\log (4))}{1-64 x+1080 x^2-1800 x^3+1040 x^4-224 x^5+16 x^6} \, dx","Int[((12*x^2 - 256*x^3 + 112*x^4)*Log[Log[4]])/(1 - 64*x + 1080*x^2 - 1800*x^3 + 1040*x^4 - 224*x^5 + 16*x^6),x]","\frac{28 x^2 \log (\log (4))}{-4 x^3+28 x^2-32 x+1}-\frac{32 x \log (\log (4))}{-4 x^3+28 x^2-32 x+1}+\frac{\log (\log (4))}{-4 x^3+28 x^2-32 x+1}","\frac{x^2 \log (\log (4))}{(2-x) (x-4)+x+\frac{1}{4 x}}",1,"Log[Log[4]]/(1 - 32*x + 28*x^2 - 4*x^3) - (32*x*Log[Log[4]])/(1 - 32*x + 28*x^2 - 4*x^3) + (28*x^2*Log[Log[4]])/(1 - 32*x + 28*x^2 - 4*x^3)","B",8,5,52,0.09615,1,"{12, 1594, 6688, 2102, 1588}"
1187,1,20,0,0.2605692,"\int \frac{24+12 x+(4-12 x) \log \left(\frac{3}{-1+3 x}\right)}{-9+27 x+\left(-12+30 x+18 x^2\right) \log \left(\frac{3}{-1+3 x}\right)+\left(-4+8 x+11 x^2+3 x^3\right) \log ^2\left(\frac{3}{-1+3 x}\right)} \, dx","Int[(24 + 12*x + (4 - 12*x)*Log[3/(-1 + 3*x)])/(-9 + 27*x + (-12 + 30*x + 18*x^2)*Log[3/(-1 + 3*x)] + (-4 + 8*x + 11*x^2 + 3*x^3)*Log[3/(-1 + 3*x)]^2),x]","\frac{4}{(x+2) \log \left(-\frac{3}{1-3 x}\right)+3}","\frac{4}{(x+2) \log \left(\frac{3}{3 x-1}\right)+3}+2",1,"4/(3 + (2 + x)*Log[-3/(1 - 3*x)])","A",4,4,78,0.05128,1,"{6688, 12, 6708, 32}"
1188,0,0,0,0.3867944,"\int \frac{-3 x+2 x^2+4 e^{-2 x+4 e^{-2 x} x^2} (2-2 x) x^2}{x} \, dx","Int[(-3*x + 2*x^2 + 4*E^(-2*x + (4*x^2)/E^(2*x))*(2 - 2*x)*x^2)/x,x]","\int \frac{-3 x+2 x^2+4 e^{-2 x+4 e^{-2 x} x^2} (2-2 x) x^2}{x} \, dx","x^2+e^{4 e^{-2 x} x^2}-3 x-3",1,"-3*x + x^2 + 8*Defer[Int][E^(2*x*(-1 + (2*x)/E^(2*x)))*x, x] - 8*Defer[Int][E^(2*x*(-1 + (2*x)/E^(2*x)))*x^2, x]","F",0,0,0,0,-1,"{}"
1189,0,0,0,1.0321756,"\int \frac{-2+\left(-4 x-2 x^2\right) \log (5)+\left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right) \log \left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right)}{\left(\left(-x+4 x^2+x^3\right) \log (5)+x \log \left(x^2\right)\right) \log \left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right)} \, dx","Int[(-2 + (-4*x - 2*x^2)*Log[5] + ((-1 + 4*x + x^2)*Log[5] + Log[x^2])*Log[(-1 + 4*x + x^2)*Log[5] + Log[x^2]])/(((-x + 4*x^2 + x^3)*Log[5] + x*Log[x^2])*Log[(-1 + 4*x + x^2)*Log[5] + Log[x^2]]),x]","\int \frac{-2+\left(-4 x-2 x^2\right) \log (5)+\left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right) \log \left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right)}{\left(\left(-x+4 x^2+x^3\right) \log (5)+x \log \left(x^2\right)\right) \log \left(\left(-1+4 x+x^2\right) \log (5)+\log \left(x^2\right)\right)} \, dx","\log \left(\frac{x}{\log \left(\left(x^2+4 x-1\right) \log (5)+\log \left(x^2\right)\right)}\right)",1,"Log[x] - 2*Log[25]*Defer[Int][1/((-Log[5] + 4*x*Log[5] + x^2*Log[5] + Log[x^2])*Log[(-1 + 4*x + x^2)*Log[5] + Log[x^2]]), x] - 2*Defer[Int][1/(x*(-Log[5] + 4*x*Log[5] + x^2*Log[5] + Log[x^2])*Log[(-1 + 4*x + x^2)*Log[5] + Log[x^2]]), x] - 2*Log[5]*Defer[Int][x/((-Log[5] + 4*x*Log[5] + x^2*Log[5] + Log[x^2])*Log[(-1 + 4*x + x^2)*Log[5] + Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
1190,1,10,0,0.0042359,"\int \frac{-3+5 x}{3 x} \, dx","Int[(-3 + 5*x)/(3*x),x]","\frac{5 x}{3}-\log (x)","\frac{5 x}{3}-\log (x)+e-2",1,"(5*x)/3 - Log[x]","A",3,2,12,0.1667,1,"{12, 43}"
1191,1,49,0,0.0266605,"\int \frac{72 x+108 x^2+36 x^3+\left(-36 x^2-24 x^3\right) \log (2)+4 x^3 \log ^2(2)}{\log ^2(2)} \, dx","Int[(72*x + 108*x^2 + 36*x^3 + (-36*x^2 - 24*x^3)*Log[2] + 4*x^3*Log[2]^2)/Log[2]^2,x]","x^4 \left(1+\frac{9}{\log ^2(2)}\right)-\frac{6 x^4}{\log (2)}+\frac{36 x^3}{\log ^2(2)}-\frac{12 x^3}{\log (2)}+\frac{36 x^2}{\log ^2(2)}","x^4 \left(\frac{3 (x+2)}{x \log (2)}-1\right)^2+\frac{5}{3}",1,"x^4*(1 + 9/Log[2]^2) + (36*x^2)/Log[2]^2 + (36*x^3)/Log[2]^2 - (12*x^3)/Log[2] - (6*x^4)/Log[2]","B",4,2,42,0.04762,1,"{6, 12}"
1192,1,119,0,0.0949089,"\int \left(-54-24 e-72 e^5-24 e^{10}+16 e^{4 x}+e^{3 x} \left(-72-48 e^5\right)+e^{2 x} \left(84+16 e+144 e^5+48 e^{10}-48 x\right)+72 x+e^x \left(18-24 e-72 e^{10}-16 e^{15}+72 x+e^5 (-60-16 e+48 x)\right)\right) \, dx","Int[-54 - 24*E - 72*E^5 - 24*E^10 + 16*E^(4*x) + E^(3*x)*(-72 - 48*E^5) + E^(2*x)*(84 + 16*E + 144*E^5 + 48*E^10 - 48*x) + 72*x + E^x*(18 - 24*E - 72*E^10 - 16*E^15 + 72*x + E^5*(-60 - 16*E + 48*x)),x]","36 x^2-6 \left(9+4 e+12 e^5+4 e^{10}\right) x+12 e^{2 x}+4 e^{4 x}+2 e^{2 x} \left(-12 x+12 e^{10}+36 e^5+4 e+21\right)+2 \left(3+2 e^5\right) e^x \left(12 x-4 e^{10}-12 e^5-4 e+3\right)-24 \left(3+2 e^5\right) e^x-8 \left(3+2 e^5\right) e^{3 x}","4 \left(-\left(-e^x+\frac{3}{2}+e^5\right)^2+3 x-e\right)^2",1,"12*E^(2*x) + 4*E^(4*x) - 24*E^x*(3 + 2*E^5) - 8*E^(3*x)*(3 + 2*E^5) + 2*E^(2*x)*(21 + 4*E + 36*E^5 + 12*E^10 - 12*x) - 6*(9 + 4*E + 12*E^5 + 4*E^10)*x + 36*x^2 + 2*E^x*(3 + 2*E^5)*(3 - 4*E - 12*E^5 - 4*E^10 + 12*x)","B",8,3,96,0.03125,1,"{2194, 2176, 2187}"
1193,0,0,0,0.3252613,"\int \frac{4 e^2+4 e^{1+x} x^2}{e^2-2 e^{1+x} x+e^{2 x} x^2} \, dx","Int[(4*E^2 + 4*E^(1 + x)*x^2)/(E^2 - 2*E^(1 + x)*x + E^(2*x)*x^2),x]","\int \frac{4 e^2+4 e^{1+x} x^2}{e^2-2 e^{1+x} x+e^{2 x} x^2} \, dx","\frac{4 x^2}{e^{1-x}-x}+4 x-2",1,"4*E^2*Defer[Int][(E - E^x*x)^(-2), x] + 4*E^2*Defer[Int][x/(-E + E^x*x)^2, x] + 4*E*Defer[Int][x/(-E + E^x*x), x]","F",0,0,0,0,-1,"{}"
1194,1,50,0,0.1598576,"\int \frac{6400 x+4800 x^2+2480 x^3+660 x^4+108 x^5+8 x^6+e^x \left(-1600-1200 x-300 x^2-25 x^3\right)}{1600+1200 x+300 x^2+25 x^3} \, dx","Int[(6400*x + 4800*x^2 + 2480*x^3 + 660*x^4 + 108*x^5 + 8*x^6 + E^x*(-1600 - 1200*x - 300*x^2 - 25*x^3))/(1600 + 1200*x + 300*x^2 + 25*x^3),x]","\frac{2 x^4}{25}+\frac{4 x^3}{25}+\frac{66 x^2}{25}-\frac{192 x}{25}-e^x-\frac{7168}{25 (x+4)}+\frac{8192}{25 (x+4)^2}","\frac{2}{25} x^2 \left(\frac{x^2}{x+4}+5\right)^2-e^x+1",1,"-E^x - (192*x)/25 + (66*x^2)/25 + (4*x^3)/25 + (2*x^4)/25 + 8192/(25*(4 + x)^2) - 7168/(25*(4 + x))","A",5,3,66,0.04545,1,"{6688, 2194, 1620}"
1195,0,0,0,2.0084425,"\int \frac{\left(20-22 x+6 x^2\right) \log (3)+\left(12 x-3 x^2\right) \log (3) \log \left(4 x-x^2\right) \log \left(\log \left(4 x-x^2\right)\right)+\left(8 x^2-2 x^3\right) \log (3) \log \left(4 x-x^2\right) \log ^2\left(\log \left(4 x-x^2\right)\right)}{\left(-4 x+x^2\right) \log \left(4 x-x^2\right) \log ^2\left(\log \left(4 x-x^2\right)\right)} \, dx","Int[((20 - 22*x + 6*x^2)*Log[3] + (12*x - 3*x^2)*Log[3]*Log[4*x - x^2]*Log[Log[4*x - x^2]] + (8*x^2 - 2*x^3)*Log[3]*Log[4*x - x^2]*Log[Log[4*x - x^2]]^2)/((-4*x + x^2)*Log[4*x - x^2]*Log[Log[4*x - x^2]]^2),x]","\int \frac{\left(20-22 x+6 x^2\right) \log (3)+\left(12 x-3 x^2\right) \log (3) \log \left(4 x-x^2\right) \log \left(\log \left(4 x-x^2\right)\right)+\left(8 x^2-2 x^3\right) \log (3) \log \left(4 x-x^2\right) \log ^2\left(\log \left(4 x-x^2\right)\right)}{\left(-4 x+x^2\right) \log \left(4 x-x^2\right) \log ^2\left(\log \left(4 x-x^2\right)\right)} \, dx","\log (3) \left(\frac{\left(\frac{5}{x}-3\right) x}{\log (\log ((4-x) x))}-x^2\right)",1,"-(x^2*Log[3]) + 6*Log[3]*Defer[Int][1/(Log[(4 - x)*x]*Log[Log[(4 - x)*x]]^2), x] + 7*Log[3]*Defer[Int][1/((-4 + x)*Log[(4 - x)*x]*Log[Log[(4 - x)*x]]^2), x] - 5*Log[3]*Defer[Int][1/(x*Log[(4 - x)*x]*Log[Log[(4 - x)*x]]^2), x] - 3*Log[3]*Defer[Int][Log[Log[(4 - x)*x]]^(-1), x]","F",0,0,0,0,-1,"{}"
1196,1,7,0,0.0016236,"\int \frac{2 e^{16}}{x} \, dx","Int[(2*E^16)/x,x]","2 e^{16} \log (x)","e^{16} \log \left(x^2\right)",1,"2*E^16*Log[x]","A",2,2,8,0.2500,1,"{12, 29}"
1197,0,0,0,5.3126489,"\int \frac{e^{\frac{-2 x+3 x^2+2 x^3+8 e^8 \log \left(x^2\right)}{2+x}} \left(-8 x+24 x^2+30 x^3+8 x^4+e^8 (64+32 x)-16 e^8 x \log \left(x^2\right)\right)}{4 x+4 x^2+x^3} \, dx","Int[(E^((-2*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x))*(-8*x + 24*x^2 + 30*x^3 + 8*x^4 + E^8*(64 + 32*x) - 16*E^8*x*Log[x^2]))/(4*x + 4*x^2 + x^3),x]","\int \frac{e^{\frac{-2 x+3 x^2+2 x^3+8 e^8 \log \left(x^2\right)}{2+x}} \left(-8 x+24 x^2+30 x^3+8 x^4+e^8 (64+32 x)-16 e^8 x \log \left(x^2\right)\right)}{4 x+4 x^2+x^3} \, dx","2 e^{2 x^2+\frac{8 e^8 \log \left(x^2\right)}{x+2}-x}",1,"-2*Defer[Int][E^((-2*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x)), x] + 16*Defer[Int][E^((16 + 6*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x))/x, x] + 8*Defer[Int][E^((-2*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x))*x, x] - 16*Defer[Int][E^((16 + 6*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x))/(2 + x), x] - 16*Defer[Int][(E^((16 + 6*x + 3*x^2 + 2*x^3 + 8*E^8*Log[x^2])/(2 + x))*Log[x^2])/(2 + x)^2, x]","F",0,0,0,0,-1,"{}"
1198,1,21,0,0.0226475,"\int \frac{-2+x^3-3 e^{-3 x} x^3-2 x^4 \log \left(4+e^3\right)}{x^3} \, dx","Int[(-2 + x^3 - (3*x^3)/E^(3*x) - 2*x^4*Log[4 + E^3])/x^3,x]","\frac{1}{x^2}+x^2 \left(-\log \left(4+e^3\right)\right)+x+e^{-3 x}","\frac{1}{x^2}+x^2 \left(-\log \left(4+e^3\right)\right)+x+e^{-3 x}",1,"E^(-3*x) + x^(-2) + x - x^2*Log[4 + E^3]","A",5,2,30,0.06667,1,"{14, 2194}"
1199,-1,0,0,180.0000842,"\int \frac{10 e^x x-10 x^2+\left(-25 x-10 x^2+e^x (25+10 x)\right) \log (5+2 x)+e^{-x^3+x^2 \log \left(-5 e^x+5 x\right)} \left(2 e^x-2 x+\left(-5 x^2+13 x^3+6 x^4+e^x \left(-10 x^2-4 x^3\right)\right) \log (5+2 x)+\left(-10 x^2-4 x^3+e^x \left(10 x+4 x^2\right)\right) \log (5+2 x) \log \left(-5 e^x+5 x\right)\right)}{-5 x-2 x^2+e^x (5+2 x)} \, dx","Int[(10*E^x*x - 10*x^2 + (-25*x - 10*x^2 + E^x*(25 + 10*x))*Log[5 + 2*x] + E^(-x^3 + x^2*Log[-5*E^x + 5*x])*(2*E^x - 2*x + (-5*x^2 + 13*x^3 + 6*x^4 + E^x*(-10*x^2 - 4*x^3))*Log[5 + 2*x] + (-10*x^2 - 4*x^3 + E^x*(10*x + 4*x^2))*Log[5 + 2*x]*Log[-5*E^x + 5*x]))/(-5*x - 2*x^2 + E^x*(5 + 2*x)),x]","\text{\$Aborted}","\left(e^{x^2 \left(\log \left(5 \left(x-e^x\right)\right)-x\right)}+5 x\right) \log (2 x+5)",1,"$Aborted","F",0,0,0,0,-1,"{}"
1200,1,47,0,0.093452,"\int \frac{x \left(-3 x^2+48 x^3-144 x^4+\left(-1+144 x^2\right) \log (2)\right)}{e^2 \left(-x^2-\log (2)\right) \left(36 x^5+36 x^3 \log (2)\right)} \, dx","Int[(x*(-3*x^2 + 48*x^3 - 144*x^4 + (-1 + 144*x^2)*Log[2]))/(E^2*(-x^2 - Log[2])*(36*x^5 + 36*x^3*Log[2])),x]","\frac{x (1-144 \log (2))+24 \log (2)}{36 e^2 \log (2) \left(x^2+\log (2)\right)}-\frac{1}{36 e^2 x \log (2)}","\frac{\left(4-\frac{1}{3 x}\right)^2}{4 e^2 \left(-x-\frac{\log (2)}{x}\right)}",1,"-1/36*1/(E^2*x*Log[2]) + (x*(1 - 144*Log[2]) + 24*Log[2])/(36*E^2*Log[2]*(x^2 + Log[2]))","A",6,5,58,0.08621,1,"{12, 1584, 21, 1805, 30}"
1201,1,27,0,0.1801734,"\int \frac{-2+e^{-50+2 e^x-2 x} \left(4 x-4 e^x x\right)}{x \log ^3\left(\frac{e^{4-e^{-50+2 e^x-2 x}}}{x}\right)} \, dx","Int[(-2 + E^(-50 + 2*E^x - 2*x)*(4*x - 4*E^x*x))/(x*Log[E^(4 - E^(-50 + 2*E^x - 2*x))/x]^3),x]","-\frac{1}{\log ^2\left(\frac{e^{4-e^{-2 x+2 e^x-50}}}{x}\right)}","1-\frac{1}{\log ^2\left(\frac{e^{4-e^{-2 x+2 e^x-50}}}{x}\right)}",1,"-Log[E^(4 - E^(-50 + 2*E^x - 2*x))/x]^(-2)","A",1,1,54,0.01852,1,"{6686}"
1202,1,46,0,0.9243783,"\int \frac{e^{2 x-x^2} \left(-174-e^5+141 x+78 x^2-18 x^3+e^5 \left(-4+2 x+2 x^2\right) \log (2+x)\right)}{2+x} \, dx","Int[(E^(2*x - x^2)*(-174 - E^5 + 141*x + 78*x^2 - 18*x^3 + E^5*(-4 + 2*x + 2*x^2)*Log[2 + x]))/(2 + x),x]","9 e^{2 x-x^2} x-48 e^{2 x-x^2}-e^{-x^2+2 x+5} \log (x+2)","8-e^{-((x-2) x)} \left(-9 (x-5)+e^5 \log (x+2)+3\right)",1,"-48*E^(2*x - x^2) + 9*E^(2*x - x^2)*x - E^(5 + 2*x - x^2)*Log[2 + x]","A",18,9,55,0.1636,1,"{6741, 6742, 2234, 2205, 2240, 2241, 2236, 2554, 12}"
1203,1,12,0,0.0063259,"\int \frac{-5-2 x}{3+2 x} \, dx","Int[(-5 - 2*x)/(3 + 2*x),x]","-x-\log (2 x+3)","\log \left(-\frac{e^{2-x}}{\left(2+e^5\right) (2 x+3)}\right)",1,"-x - Log[3 + 2*x]","A",2,1,13,0.07692,1,"{43}"
1204,0,0,0,1.1960261,"\int \frac{e^{4/3} \left(-x+3 x^2-2 x^3+x^4\right)+e^{4/3} \left(-2 x+4 x^2-2 x^3\right) \log (x)+e^{4/3} \left(-2 x+x^2\right) \log ^2(x)}{5-10 x+15 x^2-10 x^3+5 x^4+\left(10-20 x+20 x^2-10 x^3\right) \log (x)+\left(5-10 x+5 x^2\right) \log ^2(x)} \, dx","Int[(E^(4/3)*(-x + 3*x^2 - 2*x^3 + x^4) + E^(4/3)*(-2*x + 4*x^2 - 2*x^3)*Log[x] + E^(4/3)*(-2*x + x^2)*Log[x]^2)/(5 - 10*x + 15*x^2 - 10*x^3 + 5*x^4 + (10 - 20*x + 20*x^2 - 10*x^3)*Log[x] + (5 - 10*x + 5*x^2)*Log[x]^2),x]","\int \frac{e^{4/3} \left(-x+3 x^2-2 x^3+x^4\right)+e^{4/3} \left(-2 x+4 x^2-2 x^3\right) \log (x)+e^{4/3} \left(-2 x+x^2\right) \log ^2(x)}{5-10 x+15 x^2-10 x^3+5 x^4+\left(10-20 x+20 x^2-10 x^3\right) \log (x)+\left(5-10 x+5 x^2\right) \log ^2(x)} \, dx","\frac{e^{4/3} x^2}{5 \left(x+\frac{1}{x-\log (x)}-1\right)}",1,"-1/5*(E^(4/3)*x^2)/(1 - x) - (E^(4/3)*Defer[Int][(1 - x + x^2 + Log[x] - x*Log[x])^(-2), x])/5 - (E^(4/3)*Defer[Int][1/((-1 + x)^2*(1 - x + x^2 + Log[x] - x*Log[x])^2), x])/5 - (2*E^(4/3)*Defer[Int][1/((-1 + x)*(1 - x + x^2 + Log[x] - x*Log[x])^2), x])/5 - (E^(4/3)*Defer[Int][x/(1 - x + x^2 + Log[x] - x*Log[x])^2, x])/5 + (E^(4/3)*Defer[Int][x^2/(1 - x + x^2 + Log[x] - x*Log[x])^2, x])/5 + (2*E^(4/3)*Defer[Int][1/((-1 + x)^2*(1 - x + x^2 + Log[x] - x*Log[x])), x])/5 + (2*E^(4/3)*Defer[Int][1/((-1 + x)*(1 - x + x^2 + Log[x] - x*Log[x])), x])/5","F",0,0,0,0,-1,"{}"
1205,1,56,0,0.063151,"\int e^{8+2 e^{4+x} \left(x+x^2\right)} \left(8 x+e^{4+x} \left(8 x^2+24 x^3+8 x^4\right)\right) \, dx","Int[E^(8 + 2*E^(4 + x)*(x + x^2))*(8*x + E^(4 + x)*(8*x^2 + 24*x^3 + 8*x^4)),x]","\frac{4 e^{2 e^{x+4} \left(x^2+x\right)+x+12} \left(x^4+3 x^3+x^2\right)}{e^{x+4} \left(x^2+x\right)+e^{x+4} (2 x+1)}","4 e^{2 e^{x+4} x (x+1)+8} x^2",1,"(4*E^(12 + x + 2*E^(4 + x)*(x + x^2))*(x^2 + 3*x^3 + x^4))/(E^(4 + x)*(1 + 2*x) + E^(4 + x)*(x + x^2))","B",1,1,43,0.02326,1,"{2288}"
1206,1,38,0,0.128357,"\int \frac{e^{\log ^2\left(x^2 \log (x)\right)} \left((6-3 \log (3)) \log (x)+(-12+6 \log (3)+(-24+12 \log (3)) \log (x)) \log \left(x^2 \log (x)\right)\right)}{x^2 \log (x)} \, dx","Int[(E^Log[x^2*Log[x]]^2*((6 - 3*Log[3])*Log[x] + (-12 + 6*Log[3] + (-24 + 12*Log[3])*Log[x])*Log[x^2*Log[x]]))/(x^2*Log[x]),x]","-\frac{3 e^{\log ^2\left(x^2 \log (x)\right)} (2 (2-\log (3)) \log (x)+2-\log (3))}{x+2 x \log (x)}","\frac{3 (\log (3)-2) e^{\log ^2\left(x^2 \log (x)\right)}}{x}",1,"(-3*E^Log[x^2*Log[x]]^2*(2 - Log[3] + 2*(2 - Log[3])*Log[x]))/(x + 2*x*Log[x])","A",1,1,52,0.01923,1,"{2288}"
1207,0,0,0,5.622432,"\int \frac{e^{\frac{3-x^2+5 x^3}{-1+5 x}} \left(1-10 x+25 x^2+e^{16} \left(1-25 x+27 x^2-20 x^3+50 x^4\right)\right)+e^{\frac{3-x^2+5 x^3}{-1+5 x}} \left(1-25 x+27 x^2-20 x^3+50 x^4\right) \log (x)}{5-50 x+125 x^2} \, dx","Int[(E^((3 - x^2 + 5*x^3)/(-1 + 5*x))*(1 - 10*x + 25*x^2 + E^16*(1 - 25*x + 27*x^2 - 20*x^3 + 50*x^4)) + E^((3 - x^2 + 5*x^3)/(-1 + 5*x))*(1 - 25*x + 27*x^2 - 20*x^3 + 50*x^4)*Log[x])/(5 - 50*x + 125*x^2),x]","\int \frac{e^{\frac{3-x^2+5 x^3}{-1+5 x}} \left(1-10 x+25 x^2+e^{16} \left(1-25 x+27 x^2-20 x^3+50 x^4\right)\right)+e^{\frac{3-x^2+5 x^3}{-1+5 x}} \left(1-25 x+27 x^2-20 x^3+50 x^4\right) \log (x)}{5-50 x+125 x^2} \, dx","\frac{1}{5} e^{x \left(x-\frac{3}{x-5 x^2}\right)} x \left(\log (x)+e^{16}\right)",1,"((25 + 27*E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x)), x])/125 + (Log[x]*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x)), x])/5 - (2*Defer[Int][E^((-13 + 80*x - x^2 + 5*x^3)/(-1 + 5*x)), x])/125 + ((1 + E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(1 - 5*x)^2, x])/5 + (Log[x]*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(1 - 5*x)^2, x])/5 + (2*Log[x]*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))*x^2, x])/5 + (2*Defer[Int][E^((-13 + 80*x - x^2 + 5*x^3)/(-1 + 5*x))*x^2, x])/5 - ((2 + 5*E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x)^2, x])/5 + ((25 + 27*E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x)^2, x])/125 - (4*Log[x]*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x)^2, x])/5 - (2*Defer[Int][E^((-13 + 80*x - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x)^2, x])/125 - ((2 + 5*E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x), x])/5 + (2*(25 + 27*E^16)*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x), x])/125 - (3*Log[x]*Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x), x])/5 - (4*Defer[Int][E^((-13 + 80*x - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x), x])/125 - Defer[Int][Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x)), x]/x, x]/5 + (3*Defer[Int][Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(1 - 5*x)^2, x]/x, x])/5 - (2*Defer[Int][Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))*x^2, x]/x, x])/5 + (3*Defer[Int][Defer[Int][E^((3 - x^2 + 5*x^3)/(-1 + 5*x))/(-1 + 5*x), x]/x, x])/5","F",0,0,0,0,-1,"{}"
1208,1,14,0,0.2671084,"\int \frac{e^{12+\frac{2-x^2-x \log (x)}{x}} \left(2+x^2\right)}{x} \, dx","Int[(E^(12 + (2 - x^2 - x*Log[x])/x)*(2 + x^2))/x,x]","-e^{-x+\frac{2}{x}+12}","-e^{-x+\frac{2}{x}+12}",1,"-E^(12 + 2/x - x)","A",2,2,29,0.06897,1,"{6688, 6706}"
1209,1,24,0,0.0384707,"\int \frac{-3+770 e+5 e^4}{243-3 x+e^4 (-405+5 x)+e \left(3240-850 x+10 x^2\right)} \, dx","Int[(-3 + 770*E + 5*E^4)/(243 - 3*x + E^4*(-405 + 5*x) + E*(3240 - 850*x + 10*x^2)),x]","\log (81-x)-\log \left(-10 e x-5 e^4+40 e+3\right)","\log \left(\frac{x-81}{-x+\frac{\frac{3}{5}-e^4}{2 e}+4}\right)",1,"Log[81 - x] - Log[3 + 40*E - 5*E^4 - 10*E*x]","A",5,4,39,0.1026,1,"{12, 1981, 616, 31}"
1210,-1,0,0,180.0038934,"\int \frac{e^{40} \left(9216 x^2-6912 x^3+1728 x^4-144 x^5\right)+e^{40} \left(9216 x-6912 x^2+1728 x^3-144 x^4\right) \log (x)+\left(e^{40} \left(-9220-4 x+5760 x^2-2880 x^3+540 x^4-36 x^5\right)+e^{30} \left(27648 x^3-20736 x^4+5184 x^5-432 x^6\right)+e^{30} \left(55296 x^2-41472 x^3+10368 x^4-864 x^5\right) \log (x)+e^{30} \left(27648 x-20736 x^2+5184 x^3-432 x^4\right) \log ^2(x)\right) \log \left(2305-2304 x+864 x^2-144 x^3+9 x^4\right)+\left(e^{30} \left(-27660 x-12 x^2+17280 x^3-8640 x^4+1620 x^5-108 x^6\right)+e^{20} \left(27648 x^4-20736 x^5+5184 x^6-432 x^7\right)+\left(e^{30} \left(-27660-12 x+17280 x^2-8640 x^3+1620 x^4-108 x^5\right)+e^{20} \left(82944 x^3-62208 x^4+15552 x^5-1296 x^6\right)\right) \log (x)+e^{20} \left(82944 x^2-62208 x^3+15552 x^4-1296 x^5\right) \log ^2(x)+e^{20} \left(27648 x-20736 x^2+5184 x^3-432 x^4\right) \log ^3(x)\right) \log ^2\left(2305-2304 x+864 x^2-144 x^3+9 x^4\right)+\left(e^{20} \left(-27660 x^2-12 x^3+17280 x^4-8640 x^5+1620 x^6-108 x^7\right)+e^{10} \left(9216 x^5-6912 x^6+1728 x^7-144 x^8\right)+\left(e^{20} \left(-55320 x-24 x^2+34560 x^3-17280 x^4+3240 x^5-216 x^6\right)+e^{10} \left(36864 x^4-27648 x^5+6912 x^6-576 x^7\right)\right) \log (x)+\left(e^{20} \left(-27660-12 x+17280 x^2-8640 x^3+1620 x^4-108 x^5\right)+e^{10} \left(55296 x^3-41472 x^4+10368 x^5-864 x^6\right)\right) \log ^2(x)+e^{10} \left(36864 x^2-27648 x^3+6912 x^4-576 x^5\right) \log ^3(x)+e^{10} \left(9216 x-6912 x^2+1728 x^3-144 x^4\right) \log ^4(x)\right) \log ^3\left(2305-2304 x+864 x^2-144 x^3+9 x^4\right)+\left(e^{10} \left(-9220 x^3-4 x^4+5760 x^5-2880 x^6+540 x^7-36 x^8\right)+e^{10} \left(-27660 x^2-12 x^3+17280 x^4-8640 x^5+1620 x^6-108 x^7\right) \log (x)+e^{10} \left(-27660 x-12 x^2+17280 x^3-8640 x^4+1620 x^5-108 x^6\right) \log ^2(x)+e^{10} \left(-9220-4 x+5760 x^2-2880 x^3+540 x^4-36 x^5\right) \log ^3(x)\right) \log ^4\left(2305-2304 x+864 x^2-144 x^3+9 x^4\right)}{\left(2305 x^6-2304 x^7+864 x^8-144 x^9+9 x^{10}+\left(11525 x^5-11520 x^6+4320 x^7-720 x^8+45 x^9\right) \log (x)+\left(23050 x^4-23040 x^5+8640 x^6-1440 x^7+90 x^8\right) \log ^2(x)+\left(23050 x^3-23040 x^4+8640 x^5-1440 x^6+90 x^7\right) \log ^3(x)+\left(11525 x^2-11520 x^3+4320 x^4-720 x^5+45 x^6\right) \log ^4(x)+\left(2305 x-2304 x^2+864 x^3-144 x^4+9 x^5\right) \log ^5(x)\right) \log ^5\left(2305-2304 x+864 x^2-144 x^3+9 x^4\right)} \, dx","Int[(E^40*(9216*x^2 - 6912*x^3 + 1728*x^4 - 144*x^5) + E^40*(9216*x - 6912*x^2 + 1728*x^3 - 144*x^4)*Log[x] + (E^40*(-9220 - 4*x + 5760*x^2 - 2880*x^3 + 540*x^4 - 36*x^5) + E^30*(27648*x^3 - 20736*x^4 + 5184*x^5 - 432*x^6) + E^30*(55296*x^2 - 41472*x^3 + 10368*x^4 - 864*x^5)*Log[x] + E^30*(27648*x - 20736*x^2 + 5184*x^3 - 432*x^4)*Log[x]^2)*Log[2305 - 2304*x + 864*x^2 - 144*x^3 + 9*x^4] + (E^30*(-27660*x - 12*x^2 + 17280*x^3 - 8640*x^4 + 1620*x^5 - 108*x^6) + E^20*(27648*x^4 - 20736*x^5 + 5184*x^6 - 432*x^7) + (E^30*(-27660 - 12*x + 17280*x^2 - 8640*x^3 + 1620*x^4 - 108*x^5) + E^20*(82944*x^3 - 62208*x^4 + 15552*x^5 - 1296*x^6))*Log[x] + E^20*(82944*x^2 - 62208*x^3 + 15552*x^4 - 1296*x^5)*Log[x]^2 + E^20*(27648*x - 20736*x^2 + 5184*x^3 - 432*x^4)*Log[x]^3)*Log[2305 - 2304*x + 864*x^2 - 144*x^3 + 9*x^4]^2 + (E^20*(-27660*x^2 - 12*x^3 + 17280*x^4 - 8640*x^5 + 1620*x^6 - 108*x^7) + E^10*(9216*x^5 - 6912*x^6 + 1728*x^7 - 144*x^8) + (E^20*(-55320*x - 24*x^2 + 34560*x^3 - 17280*x^4 + 3240*x^5 - 216*x^6) + E^10*(36864*x^4 - 27648*x^5 + 6912*x^6 - 576*x^7))*Log[x] + (E^20*(-27660 - 12*x + 17280*x^2 - 8640*x^3 + 1620*x^4 - 108*x^5) + E^10*(55296*x^3 - 41472*x^4 + 10368*x^5 - 864*x^6))*Log[x]^2 + E^10*(36864*x^2 - 27648*x^3 + 6912*x^4 - 576*x^5)*Log[x]^3 + E^10*(9216*x - 6912*x^2 + 1728*x^3 - 144*x^4)*Log[x]^4)*Log[2305 - 2304*x + 864*x^2 - 144*x^3 + 9*x^4]^3 + (E^10*(-9220*x^3 - 4*x^4 + 5760*x^5 - 2880*x^6 + 540*x^7 - 36*x^8) + E^10*(-27660*x^2 - 12*x^3 + 17280*x^4 - 8640*x^5 + 1620*x^6 - 108*x^7)*Log[x] + E^10*(-27660*x - 12*x^2 + 17280*x^3 - 8640*x^4 + 1620*x^5 - 108*x^6)*Log[x]^2 + E^10*(-9220 - 4*x + 5760*x^2 - 2880*x^3 + 540*x^4 - 36*x^5)*Log[x]^3)*Log[2305 - 2304*x + 864*x^2 - 144*x^3 + 9*x^4]^4)/((2305*x^6 - 2304*x^7 + 864*x^8 - 144*x^9 + 9*x^10 + (11525*x^5 - 11520*x^6 + 4320*x^7 - 720*x^8 + 45*x^9)*Log[x] + (23050*x^4 - 23040*x^5 + 8640*x^6 - 1440*x^7 + 90*x^8)*Log[x]^2 + (23050*x^3 - 23040*x^4 + 8640*x^5 - 1440*x^6 + 90*x^7)*Log[x]^3 + (11525*x^2 - 11520*x^3 + 4320*x^4 - 720*x^5 + 45*x^6)*Log[x]^4 + (2305*x - 2304*x^2 + 864*x^3 - 144*x^4 + 9*x^5)*Log[x]^5)*Log[2305 - 2304*x + 864*x^2 - 144*x^3 + 9*x^4]^5),x]","\text{\$Aborted}","\left(\frac{e^{10}}{\log \left(9 (x-4)^4+1\right) (x+\log (x))}+1\right)^4",1,"$Aborted","F",0,0,0,0,-1,"{}"
1211,1,25,0,0.0765193,"\int \frac{1+e^x \left(4 x+4 x^2\right)+e^{2 x} \left(2 x^2+2 x^3\right)}{x} \, dx","Int[(1 + E^x*(4*x + 4*x^2) + E^(2*x)*(2*x^2 + 2*x^3))/x,x]","e^{2 x} x^2-4 e^x+4 e^x (x+1)+\log (x)","-x+\log \left(\frac{1}{3} e^{\left(e^x x+2\right)^2+x}\right)+\log \left(\frac{x}{5}\right)-2",1,"-4*E^x + E^(2*x)*x^2 + 4*E^x*(1 + x) + Log[x]","A",11,4,36,0.1111,1,"{14, 2176, 2194, 2196}"
1212,0,0,0,92.8771879,"\int \frac{390625+e^{10/x}-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{5/x} \left(1250-1000 x+300 x^2-40 x^3+2 x^4\right)+\exp \left(\frac{1250+2 e^{5/x}-1000 x+301 x^2-40 x^3+2 x^4}{625+e^{5/x}-500 x+150 x^2-20 x^3+x^4}\right) \left(e^{5/x} (-80-32 x)-20000 x+8000 x^2-320 x^4+32 x^5\right)+\exp \left(\frac{2 \left(1250+2 e^{5/x}-1000 x+301 x^2-40 x^3+2 x^4\right)}{625+e^{5/x}-500 x+150 x^2-20 x^3+x^4}\right) \left(10000 x-4000 x^2+160 x^4-16 x^5+e^{5/x} (40+16 x)\right)}{390625+e^{10/x}-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{5/x} \left(1250-1000 x+300 x^2-40 x^3+2 x^4\right)} \, dx","Int[(390625 + E^(10/x) - 625000*x + 437500*x^2 - 175000*x^3 + 43750*x^4 - 7000*x^5 + 700*x^6 - 40*x^7 + x^8 + E^(5/x)*(1250 - 1000*x + 300*x^2 - 40*x^3 + 2*x^4) + E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(625 + E^(5/x) - 500*x + 150*x^2 - 20*x^3 + x^4))*(E^(5/x)*(-80 - 32*x) - 20000*x + 8000*x^2 - 320*x^4 + 32*x^5) + E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(625 + E^(5/x) - 500*x + 150*x^2 - 20*x^3 + x^4))*(10000*x - 4000*x^2 + 160*x^4 - 16*x^5 + E^(5/x)*(40 + 16*x)))/(390625 + E^(10/x) - 625000*x + 437500*x^2 - 175000*x^3 + 43750*x^4 - 7000*x^5 + 700*x^6 - 40*x^7 + x^8 + E^(5/x)*(1250 - 1000*x + 300*x^2 - 40*x^3 + 2*x^4)),x]","\int \frac{390625+e^{10/x}-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{5/x} \left(1250-1000 x+300 x^2-40 x^3+2 x^4\right)+\exp \left(\frac{1250+2 e^{5/x}-1000 x+301 x^2-40 x^3+2 x^4}{625+e^{5/x}-500 x+150 x^2-20 x^3+x^4}\right) \left(e^{5/x} (-80-32 x)-20000 x+8000 x^2-320 x^4+32 x^5\right)+\exp \left(\frac{2 \left(1250+2 e^{5/x}-1000 x+301 x^2-40 x^3+2 x^4\right)}{625+e^{5/x}-500 x+150 x^2-20 x^3+x^4}\right) \left(10000 x-4000 x^2+160 x^4-16 x^5+e^{5/x} (40+16 x)\right)}{390625+e^{10/x}-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{5/x} \left(1250-1000 x+300 x^2-40 x^3+2 x^4\right)} \, dx","4 \left(2-e^{\frac{x^2}{(5-x)^4+e^{5/x}}+2}\right)^2+x-1",1,"390625*Defer[Int][(E^(5/x) + (-5 + x)^4)^(-2), x] + 1250*Defer[Int][E^(5/x)/(E^(5/x) + (-5 + x)^4)^2, x] + Defer[Int][E^(10/x)/(E^(5/x) + (-5 + x)^4)^2, x] + 50000*Defer[Int][E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))/(E^(5/x) + (-5 + x)^4)^2, x] - 25000*Defer[Int][E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))/(E^(5/x) + (-5 + x)^4)^2, x] - 80*Defer[Int][E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))/(E^(5/x) + (-5 + x)^4), x] + 40*Defer[Int][E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))/(E^(5/x) + (-5 + x)^4), x] - 625000*Defer[Int][x/(E^(5/x) + (-5 + x)^4)^2, x] - 1000*Defer[Int][(E^(5/x)*x)/(E^(5/x) + (-5 + x)^4)^2, x] - 40000*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x)/(E^(5/x) + (-5 + x)^4)^2, x] + 20000*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x)/(E^(5/x) + (-5 + x)^4)^2, x] - 32*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x)/(E^(5/x) + (-5 + x)^4), x] + 16*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x)/(E^(5/x) + (-5 + x)^4), x] + 437500*Defer[Int][x^2/(E^(5/x) + (-5 + x)^4)^2, x] + 300*Defer[Int][(E^(5/x)*x^2)/(E^(5/x) + (-5 + x)^4)^2, x] + 4000*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x^2)/(E^(5/x) + (-5 + x)^4)^2, x] - 2000*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x^2)/(E^(5/x) + (-5 + x)^4)^2, x] - 175000*Defer[Int][x^3/(E^(5/x) + (-5 + x)^4)^2, x] - 40*Defer[Int][(E^(5/x)*x^3)/(E^(5/x) + (-5 + x)^4)^2, x] + 3200*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x^3)/(E^(5/x) + (-5 + x)^4)^2, x] - 1600*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x^3)/(E^(5/x) + (-5 + x)^4)^2, x] + 43750*Defer[Int][x^4/(E^(5/x) + (-5 + x)^4)^2, x] + 2*Defer[Int][(E^(5/x)*x^4)/(E^(5/x) + (-5 + x)^4)^2, x] - 880*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x^4)/(E^(5/x) + (-5 + x)^4)^2, x] + 440*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x^4)/(E^(5/x) + (-5 + x)^4)^2, x] - 7000*Defer[Int][x^5/(E^(5/x) + (-5 + x)^4)^2, x] + 64*Defer[Int][(E^((1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4)/(E^(5/x) + (-5 + x)^4))*x^5)/(E^(5/x) + (-5 + x)^4)^2, x] - 32*Defer[Int][(E^((2*(1250 + 2*E^(5/x) - 1000*x + 301*x^2 - 40*x^3 + 2*x^4))/(E^(5/x) + (-5 + x)^4))*x^5)/(E^(5/x) + (-5 + x)^4)^2, x] + 700*Defer[Int][x^6/(E^(5/x) + (-5 + x)^4)^2, x] - 40*Defer[Int][x^7/(E^(5/x) + (-5 + x)^4)^2, x] + Defer[Int][x^8/(E^(5/x) + (-5 + x)^4)^2, x]","F",0,0,0,0,-1,"{}"
1213,1,1691,0,6.6723566,"\int \frac{-5+10 x-26 x^2+21 x^3-22 x^4+e^{4 x} \left(-1+x-2 x^2\right)+e^{2 x} \left(2 x-2 x^2+4 x^3\right)+\left(-5+10 x-28 x^2+22 x^3-22 x^4+e^{4 x} \left(-1-4 x+6 x^2-8 x^3\right)+e^{2 x} \left(4 x+2 x^2-4 x^3+8 x^4\right)\right) \log (x)}{5-10 x+25 x^2-20 x^3+20 x^4} \, dx","Int[(-5 + 10*x - 26*x^2 + 21*x^3 - 22*x^4 + E^(4*x)*(-1 + x - 2*x^2) + E^(2*x)*(2*x - 2*x^2 + 4*x^3) + (-5 + 10*x - 28*x^2 + 22*x^3 - 22*x^4 + E^(4*x)*(-1 - 4*x + 6*x^2 - 8*x^3) + E^(2*x)*(4*x + 2*x^2 - 4*x^3 + 8*x^4))*Log[x])/(5 - 10*x + 25*x^2 - 20*x^3 + 20*x^4),x]","\frac{22 (2-x) x^3}{35 \left(2 x^2-x+1\right)}-\frac{3 (2-x) x^2}{5 \left(2 x^2-x+1\right)}+\frac{11 x^2}{35}-\frac{12 \log (x) x}{35 \left(1-i \sqrt{7}\right) \left(-4 x-i \sqrt{7}+1\right)}+\frac{\log (x) x}{7 \left(-4 x-i \sqrt{7}+1\right)}-\frac{12 \log (x) x}{35 \left(1+i \sqrt{7}\right) \left(-4 x+i \sqrt{7}+1\right)}+\frac{\log (x) x}{7 \left(-4 x+i \sqrt{7}+1\right)}-\frac{11}{10} \log (x) x+\frac{26 (2-x) x}{35 \left(2 x^2-x+1\right)}-\frac{27 x}{35}-\frac{3 \tan ^{-1}\left(\frac{1-4 x}{\sqrt{7}}\right)}{20 \sqrt{7}}-\frac{3 \log \left(-4 x-i \sqrt{7}+1\right)}{35 \left(1-i \sqrt{7}\right)}+\frac{1}{28} \log \left(-4 x-i \sqrt{7}+1\right)-\frac{3 \log \left(-4 x+i \sqrt{7}+1\right)}{35 \left(1+i \sqrt{7}\right)}+\frac{1}{28} \log \left(-4 x+i \sqrt{7}+1\right)+\frac{1}{5} e^{2 x} \log (x)+\frac{1}{70} \left(7+5 i \sqrt{7}\right) e^{\frac{1}{2}+\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x-i \sqrt{7}-1\right)\right) \log (x)-\frac{3}{70} \left(1+i \sqrt{7}\right) e^{\frac{1}{2}+\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x-i \sqrt{7}-1\right)\right) \log (x)-\frac{i e^{\frac{1}{2}+\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x-i \sqrt{7}-1\right)\right) \log (x)}{5 \sqrt{7}}-\frac{2}{35} e^{\frac{1}{2}+\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x-i \sqrt{7}-1\right)\right) \log (x)-\frac{1}{35} \left(1+i \sqrt{7}\right) e^{1+i \sqrt{7}} \text{Ei}\left(4 x-i \sqrt{7}-1\right) \log (x)+\frac{i e^{1+i \sqrt{7}} \text{Ei}\left(4 x-i \sqrt{7}-1\right) \log (x)}{5 \sqrt{7}}+\frac{1}{35} e^{1+i \sqrt{7}} \text{Ei}\left(4 x-i \sqrt{7}-1\right) \log (x)+\frac{1}{70} \left(7-5 i \sqrt{7}\right) e^{\frac{1}{2}-\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x+i \sqrt{7}-1\right)\right) \log (x)-\frac{3}{70} \left(1-i \sqrt{7}\right) e^{\frac{1}{2}-\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x+i \sqrt{7}-1\right)\right) \log (x)+\frac{i e^{\frac{1}{2}-\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x+i \sqrt{7}-1\right)\right) \log (x)}{5 \sqrt{7}}-\frac{2}{35} e^{\frac{1}{2}-\frac{i \sqrt{7}}{2}} \text{Ei}\left(\frac{1}{2} \left(4 x+i \sqrt{7}-1\right)\right) \log (x)-\frac{1}{35} \left(1-i \sqrt{7}\right) e^{1-i \sqrt{7}} \text{Ei}\left(4 x+i \sqrt{7}-1\right) \log (x)-\frac{i e^{1-i \sqrt{7}} \text{Ei}\left(4 x+i \sqrt{7}-1\right) \log (x)}{5 \sqrt{7}}+\frac{1}{35} e^{1-i \sqrt{7}} \text{Ei}\left(4 x+i \sqrt{7}-1\right) \log (x)-\frac{3 \left(1-i \sqrt{7}\right) e^{2 x} \log (x)}{35 \left(-4 x-i \sqrt{7}+1\right)}-\frac{4 e^{2 x} \log (x)}{35 \left(-4 x-i \sqrt{7}+1\right)}-\frac{\left(1-i \sqrt{7}\right) e^{4 x} \log (x)}{35 \left(-4 x-i \sqrt{7}+1\right)}+\frac{8 e^{4 x} \log (x)}{35 \left(-4 x-i \sqrt{7}+1\right)}-\frac{3 \left(1+i \sqrt{7}\right) e^{2 x} \log (x)}{35 \left(-4 x+i \sqrt{7}+1\right)}-\frac{4 e^{2 x} \log (x)}{35 \left(-4 x+i \sqrt{7}+1\right)}-\frac{\left(1+i \sqrt{7}\right) e^{4 x} \log (x)}{35 \left(-4 x+i \sqrt{7}+1\right)}+\frac{8 e^{4 x} \log (x)}{35 \left(-4 x+i \sqrt{7}+1\right)}+\frac{11}{140} \left(7+3 i \sqrt{7}\right) \log (x) \log \left(1-\frac{4 x}{1-i \sqrt{7}}\right)-\frac{11}{140} \left(7-2 i \sqrt{7}\right) \log (x) \log \left(1-\frac{4 x}{1-i \sqrt{7}}\right)-\frac{11 i \log (x) \log \left(1-\frac{4 x}{1-i \sqrt{7}}\right)}{4 \sqrt{7}}+\frac{11}{140} \left(7-3 i \sqrt{7}\right) \log (x) \log \left(1-\frac{4 x}{1+i \sqrt{7}}\right)-\frac{11}{140} \left(7+2 i \sqrt{7}\right) \log (x) \log \left(1-\frac{4 x}{1+i \sqrt{7}}\right)+\frac{11 i \log (x) \log \left(1-\frac{4 x}{1+i \sqrt{7}}\right)}{4 \sqrt{7}}-\frac{1}{40} \log \left(2 x^2-x+1\right)+\frac{11}{140} \left(7+3 i \sqrt{7}\right) \text{Li}_2\left(\frac{4 x}{1-i \sqrt{7}}\right)-\frac{11}{140} \left(7-2 i \sqrt{7}\right) \text{Li}_2\left(\frac{4 x}{1-i \sqrt{7}}\right)-\frac{11 i \text{Li}_2\left(\frac{4 x}{1-i \sqrt{7}}\right)}{4 \sqrt{7}}+\frac{11}{140} \left(7-3 i \sqrt{7}\right) \text{Li}_2\left(\frac{4 x}{1+i \sqrt{7}}\right)-\frac{11}{140} \left(7+2 i \sqrt{7}\right) \text{Li}_2\left(\frac{4 x}{1+i \sqrt{7}}\right)+\frac{11 i \text{Li}_2\left(\frac{4 x}{1+i \sqrt{7}}\right)}{4 \sqrt{7}}+\frac{1-4 x}{7 \left(2 x^2-x+1\right)}-\frac{2 (2-x)}{7 \left(2 x^2-x+1\right)}","\frac{1}{5} x \left(\frac{\left(x-e^{2 x}\right)^2}{-2 x^2+x-1}-5\right) \log (x)",1,"(-27*x)/35 + (11*x^2)/35 + (1 - 4*x)/(7*(1 - x + 2*x^2)) - (2*(2 - x))/(7*(1 - x + 2*x^2)) + (26*(2 - x)*x)/(35*(1 - x + 2*x^2)) - (3*(2 - x)*x^2)/(5*(1 - x + 2*x^2)) + (22*(2 - x)*x^3)/(35*(1 - x + 2*x^2)) - (3*ArcTan[(1 - 4*x)/Sqrt[7]])/(20*Sqrt[7]) + Log[1 - I*Sqrt[7] - 4*x]/28 - (3*Log[1 - I*Sqrt[7] - 4*x])/(35*(1 - I*Sqrt[7])) + Log[1 + I*Sqrt[7] - 4*x]/28 - (3*Log[1 + I*Sqrt[7] - 4*x])/(35*(1 + I*Sqrt[7])) + (E^(2*x)*Log[x])/5 - (4*E^(2*x)*Log[x])/(35*(1 - I*Sqrt[7] - 4*x)) - (3*(1 - I*Sqrt[7])*E^(2*x)*Log[x])/(35*(1 - I*Sqrt[7] - 4*x)) + (8*E^(4*x)*Log[x])/(35*(1 - I*Sqrt[7] - 4*x)) - ((1 - I*Sqrt[7])*E^(4*x)*Log[x])/(35*(1 - I*Sqrt[7] - 4*x)) - (4*E^(2*x)*Log[x])/(35*(1 + I*Sqrt[7] - 4*x)) - (3*(1 + I*Sqrt[7])*E^(2*x)*Log[x])/(35*(1 + I*Sqrt[7] - 4*x)) + (8*E^(4*x)*Log[x])/(35*(1 + I*Sqrt[7] - 4*x)) - ((1 + I*Sqrt[7])*E^(4*x)*Log[x])/(35*(1 + I*Sqrt[7] - 4*x)) - (11*x*Log[x])/10 + (x*Log[x])/(7*(1 - I*Sqrt[7] - 4*x)) - (12*x*Log[x])/(35*(1 - I*Sqrt[7])*(1 - I*Sqrt[7] - 4*x)) + (x*Log[x])/(7*(1 + I*Sqrt[7] - 4*x)) - (12*x*Log[x])/(35*(1 + I*Sqrt[7])*(1 + I*Sqrt[7] - 4*x)) - (2*E^(1/2 + (I/2)*Sqrt[7])*ExpIntegralEi[(-1 - I*Sqrt[7] + 4*x)/2]*Log[x])/35 - ((I/5)*E^(1/2 + (I/2)*Sqrt[7])*ExpIntegralEi[(-1 - I*Sqrt[7] + 4*x)/2]*Log[x])/Sqrt[7] - (3*(1 + I*Sqrt[7])*E^(1/2 + (I/2)*Sqrt[7])*ExpIntegralEi[(-1 - I*Sqrt[7] + 4*x)/2]*Log[x])/70 + ((7 + (5*I)*Sqrt[7])*E^(1/2 + (I/2)*Sqrt[7])*ExpIntegralEi[(-1 - I*Sqrt[7] + 4*x)/2]*Log[x])/70 + (E^(1 + I*Sqrt[7])*ExpIntegralEi[-1 - I*Sqrt[7] + 4*x]*Log[x])/35 + ((I/5)*E^(1 + I*Sqrt[7])*ExpIntegralEi[-1 - I*Sqrt[7] + 4*x]*Log[x])/Sqrt[7] - ((1 + I*Sqrt[7])*E^(1 + I*Sqrt[7])*ExpIntegralEi[-1 - I*Sqrt[7] + 4*x]*Log[x])/35 - (2*E^(1/2 - (I/2)*Sqrt[7])*ExpIntegralEi[(-1 + I*Sqrt[7] + 4*x)/2]*Log[x])/35 + ((I/5)*E^(1/2 - (I/2)*Sqrt[7])*ExpIntegralEi[(-1 + I*Sqrt[7] + 4*x)/2]*Log[x])/Sqrt[7] - (3*(1 - I*Sqrt[7])*E^(1/2 - (I/2)*Sqrt[7])*ExpIntegralEi[(-1 + I*Sqrt[7] + 4*x)/2]*Log[x])/70 + ((7 - (5*I)*Sqrt[7])*E^(1/2 - (I/2)*Sqrt[7])*ExpIntegralEi[(-1 + I*Sqrt[7] + 4*x)/2]*Log[x])/70 + (E^(1 - I*Sqrt[7])*ExpIntegralEi[-1 + I*Sqrt[7] + 4*x]*Log[x])/35 - ((I/5)*E^(1 - I*Sqrt[7])*ExpIntegralEi[-1 + I*Sqrt[7] + 4*x]*Log[x])/Sqrt[7] - ((1 - I*Sqrt[7])*E^(1 - I*Sqrt[7])*ExpIntegralEi[-1 + I*Sqrt[7] + 4*x]*Log[x])/35 - (((11*I)/4)*Log[x]*Log[1 - (4*x)/(1 - I*Sqrt[7])])/Sqrt[7] - (11*(7 - (2*I)*Sqrt[7])*Log[x]*Log[1 - (4*x)/(1 - I*Sqrt[7])])/140 + (11*(7 + (3*I)*Sqrt[7])*Log[x]*Log[1 - (4*x)/(1 - I*Sqrt[7])])/140 + (((11*I)/4)*Log[x]*Log[1 - (4*x)/(1 + I*Sqrt[7])])/Sqrt[7] - (11*(7 + (2*I)*Sqrt[7])*Log[x]*Log[1 - (4*x)/(1 + I*Sqrt[7])])/140 + (11*(7 - (3*I)*Sqrt[7])*Log[x]*Log[1 - (4*x)/(1 + I*Sqrt[7])])/140 - Log[1 - x + 2*x^2]/40 - (((11*I)/4)*PolyLog[2, (4*x)/(1 - I*Sqrt[7])])/Sqrt[7] - (11*(7 - (2*I)*Sqrt[7])*PolyLog[2, (4*x)/(1 - I*Sqrt[7])])/140 + (11*(7 + (3*I)*Sqrt[7])*PolyLog[2, (4*x)/(1 - I*Sqrt[7])])/140 + (((11*I)/4)*PolyLog[2, (4*x)/(1 + I*Sqrt[7])])/Sqrt[7] - (11*(7 + (2*I)*Sqrt[7])*PolyLog[2, (4*x)/(1 + I*Sqrt[7])])/140 + (11*(7 - (3*I)*Sqrt[7])*PolyLog[2, (4*x)/(1 + I*Sqrt[7])])/140","C",157,23,146,0.1575,1,"{6742, 614, 618, 204, 638, 722, 738, 773, 634, 628, 800, 2357, 2314, 31, 2317, 2391, 2295, 2270, 2178, 2194, 2177, 2554, 2268}"
1214,0,0,0,4.0421654,"\int \frac{-12+4 x^2+e^{25-9 e^{2 x}+2 x} \left(216 x-72 x^3\right)+\left(e^{25-9 e^{2 x}} \left(6+2 x^2\right)+\left(6+2 x^2\right) \log (x)\right) \log \left(e^{50-18 e^{2 x}}+2 e^{25-9 e^{2 x}} \log (x)+\log ^2(x)\right)}{e^{25-9 e^{2 x}} x^2+x^2 \log (x)} \, dx","Int[(-12 + 4*x^2 + E^(25 - 9*E^(2*x) + 2*x)*(216*x - 72*x^3) + (E^(25 - 9*E^(2*x))*(6 + 2*x^2) + (6 + 2*x^2)*Log[x])*Log[E^(50 - 18*E^(2*x)) + 2*E^(25 - 9*E^(2*x))*Log[x] + Log[x]^2])/(E^(25 - 9*E^(2*x))*x^2 + x^2*Log[x]),x]","\int \frac{-12+4 x^2+e^{25-9 e^{2 x}+2 x} \left(216 x-72 x^3\right)+\left(e^{25-9 e^{2 x}} \left(6+2 x^2\right)+\left(6+2 x^2\right) \log (x)\right) \log \left(e^{50-18 e^{2 x}}+2 e^{25-9 e^{2 x}} \log (x)+\log ^2(x)\right)}{e^{25-9 e^{2 x}} x^2+x^2 \log (x)} \, dx","2 \left(x-\frac{3}{x}\right) \log \left(\left(e^{25-9 e^{2 x}}+\log (x)\right)^2\right)",1,"-12*ExpIntegralEi[-Log[x]] - (6*Log[(E^25 + E^(9*E^(2*x))*Log[x])^2/E^(18*E^(2*x))])/x + 2*x*Log[(E^25 + E^(9*E^(2*x))*Log[x])^2/E^(18*E^(2*x))] + 4*LogIntegral[x] - 4*Defer[Int][E^(9*E^(2*x))/(E^25 + E^(9*E^(2*x))*Log[x]), x] + 12*Defer[Int][E^(9*E^(2*x))/(x^2*(E^25 + E^(9*E^(2*x))*Log[x])), x] - 4*E^25*Defer[Int][1/(Log[x]*(E^25 + E^(9*E^(2*x))*Log[x])), x] + 12*E^25*Defer[Int][1/(x^2*Log[x]*(E^25 + E^(9*E^(2*x))*Log[x])), x]","F",0,0,0,0,-1,"{}"
1215,0,0,0,1.1081996,"\int \frac{-25 e^4 x^2+e^{\frac{-7-x+x^2}{x}} \left(-112-16 x^2+16 e^4 x^2\right)}{-25 x^2+16 e^{\frac{-7-x+x^2}{x}} x^2} \, dx","Int[(-25*E^4*x^2 + E^((-7 - x + x^2)/x)*(-112 - 16*x^2 + 16*E^4*x^2))/(-25*x^2 + 16*E^((-7 - x + x^2)/x)*x^2),x]","\int \frac{-25 e^4 x^2+e^{\frac{-7-x+x^2}{x}} \left(-112-16 x^2+16 e^4 x^2\right)}{-25 x^2+16 e^{\frac{-7-x+x^2}{x}} x^2} \, dx","e^4 x-\log \left(\frac{25}{16}-e^{\frac{x^2-x-7}{x}}\right)",1,"7/x - (1 - E^4)*x - 25*Defer[Int][E^(1 + 7/x)/(-25*E^(1 + 7/x) + 16*E^x), x] - 175*Defer[Int][E^(1 + 7/x)/((-25*E^(1 + 7/x) + 16*E^x)*x^2), x]","F",0,0,0,0,-1,"{}"
1216,1,17,0,0.2961351,"\int \frac{-2 x+e^{\log ^2(x)} (-1-2 \log (x))}{e^{4+2 \log ^2(x)} x^2+2 e^{4+\log ^2(x)} x^3+e^4 x^4} \, dx","Int[(-2*x + E^Log[x]^2*(-1 - 2*Log[x]))/(E^(4 + 2*Log[x]^2)*x^2 + 2*E^(4 + Log[x]^2)*x^3 + E^4*x^4),x]","\frac{1}{e^4 x \left(x+e^{\log ^2(x)}\right)}","\frac{x+\frac{4}{e^4 \left(x+e^{\log ^2(x)}\right)}}{4 x}",1,"1/(E^4*x*(E^Log[x]^2 + x))","A",3,3,55,0.05455,1,"{6688, 12, 6687}"
1217,1,114,0,0.4943971,"\int \left(-6+14 x+2 e^2 x+12 x^2-4 x^3+10 x^4+6 x^5+e \left(6-4 x+6 x^2+8 x^3\right)+e^{4 x} \left(4 x^3+4 x^4\right)+e^{2 x} \left(-12 x-6 x^2-4 x^3-14 x^4-4 x^5+e \left(-6 x^2-4 x^3\right)\right)\right) \, dx","Int[-6 + 14*x + 2*E^2*x + 12*x^2 - 4*x^3 + 10*x^4 + 6*x^5 + E*(6 - 4*x + 6*x^2 + 8*x^3) + E^(4*x)*(4*x^3 + 4*x^4) + E^(2*x)*(-12*x - 6*x^2 - 4*x^3 - 14*x^4 - 4*x^5 + E*(-6*x^2 - 4*x^3)),x]","x^6-2 e^{2 x} x^5+2 x^5-2 e^{2 x} x^4+e^{4 x} x^4+2 e x^4-x^4+2 e^{2 x} x^3-2 e^{2 x+1} x^3+2 e x^3+4 x^3-6 e^{2 x} x^2+\left(7+e^2\right) x^2-2 e x^2+6 e x-6 x","\left(-e^{2 x} x^2+\left(x^2+x+e\right) x-x+3\right)^2",1,"-6*x + 6*E*x - 2*E*x^2 - 6*E^(2*x)*x^2 + (7 + E^2)*x^2 + 4*x^3 + 2*E*x^3 + 2*E^(2*x)*x^3 - 2*E^(1 + 2*x)*x^3 - x^4 + 2*E*x^4 - 2*E^(2*x)*x^4 + E^(4*x)*x^4 + 2*x^5 - 2*E^(2*x)*x^5 + x^6","B",46,5,108,0.04630,1,"{6, 1593, 2196, 2176, 2194}"
1218,1,19,0,0.0192221,"\int \left(12+18 x+e^{25-11 x+x^2} (-11+2 x)\right) \, dx","Int[12 + 18*x + E^(25 - 11*x + x^2)*(-11 + 2*x),x]","9 x^2+e^{x^2-11 x+25}+12 x","9 \left(x^2+x\right)+3 x+e^{(x-5)^2-x}-e^3+4",1,"E^(25 - 11*x + x^2) + 12*x + 9*x^2","A",2,1,21,0.04762,1,"{2236}"
1219,0,0,0,5.4226218,"\int \frac{1-10 x \log (x)+e^{e^x} \left(1+e^x x\right) \log (x)+\log (x) \log (\log (x))+\left(-e^{e^x} \log (x)+5 x \log (x)-\log (x) \log (\log (x))\right) \log \left(e^{e^x}-5 x+\log (\log (x))\right)}{e^{e^x} x^2 \log (x)-5 x^3 \log (x)+x^2 \log (x) \log (\log (x))} \, dx","Int[(1 - 10*x*Log[x] + E^E^x*(1 + E^x*x)*Log[x] + Log[x]*Log[Log[x]] + (-(E^E^x*Log[x]) + 5*x*Log[x] - Log[x]*Log[Log[x]])*Log[E^E^x - 5*x + Log[Log[x]]])/(E^E^x*x^2*Log[x] - 5*x^3*Log[x] + x^2*Log[x]*Log[Log[x]]),x]","\int \frac{1-10 x \log (x)+e^{e^x} \left(1+e^x x\right) \log (x)+\log (x) \log (\log (x))+\left(-e^{e^x} \log (x)+5 x \log (x)-\log (x) \log (\log (x))\right) \log \left(e^{e^x}-5 x+\log (\log (x))\right)}{e^{e^x} x^2 \log (x)-5 x^3 \log (x)+x^2 \log (x) \log (\log (x))} \, dx","\frac{-x+\log \left(-5 x+e^{e^x}+\log (\log (x))\right)-1}{x}",1,"-x^(-1) + 5*Defer[Int][1/(x*(-E^E^x + 5*x - Log[Log[x]])), x] - Defer[Int][1/(x^2*Log[x]*(-E^E^x + 5*x - Log[Log[x]])), x] + Defer[Int][E^(E^x + x)/(x*(E^E^x - 5*x + Log[Log[x]])), x] - Defer[Int][Log[E^E^x - 5*x + Log[Log[x]]]/x^2, x]","F",0,0,0,0,-1,"{}"
1220,1,20,0,1.1436944,"\int \frac{x+\log (4)+2 x \log (x)+\left(3 x \log (4)+3 x^2 \log (x)\right) \log ^2\left(x \log (4)+x^2 \log (x)\right)}{\left(x \log (4)+x^2 \log (x)\right) \log ^2\left(x \log (4)+x^2 \log (x)\right)} \, dx","Int[(x + Log[4] + 2*x*Log[x] + (3*x*Log[4] + 3*x^2*Log[x])*Log[x*Log[4] + x^2*Log[x]]^2)/((x*Log[4] + x^2*Log[x])*Log[x*Log[4] + x^2*Log[x]]^2),x]","3 x-\frac{1}{\log \left(x^2 \log (x)+x \log (4)\right)}","3 x-\frac{1}{\log (x (x \log (x)+\log (4)))}+2",1,"3*x - Log[x*Log[4] + x^2*Log[x]]^(-1)","A",5,4,65,0.06154,1,"{2561, 6691, 6742, 6686}"
1221,1,16,0,0.0042934,"\int \left(-2 x-6 x^2-4 x^3\right) \, dx","Int[-2*x - 6*x^2 - 4*x^3,x]","-x^4-2 x^3-x^2","-\left(x^2+x\right)^2+1+4 \left(\frac{\log ^2(3)}{4}-4\right)",1,"-x^2 - 2*x^3 - x^4","A",1,0,14,0,1,"{}"
1222,0,0,0,69.3800643,"\int \frac{\exp \left(\frac{-30+6 x+(12-2 x) \log (5)}{5 e^x+15 x-3 x^2+\left(-6 x+x^2\right) \log (5)}\right) \left(450-180 x+18 x^2+\left(-360+132 x-12 x^2\right) \log (5)+\left(72-24 x+2 x^2\right) \log ^2(5)+e^x (180-30 x+(-70+10 x) \log (5))\right)}{25 e^{2 x}+225 x^2-90 x^3+9 x^4+\left(-180 x^2+66 x^3-6 x^4\right) \log (5)+\left(36 x^2-12 x^3+x^4\right) \log ^2(5)+e^x \left(150 x-30 x^2+\left(-60 x+10 x^2\right) \log (5)\right)} \, dx","Int[(E^((-30 + 6*x + (12 - 2*x)*Log[5])/(5*E^x + 15*x - 3*x^2 + (-6*x + x^2)*Log[5]))*(450 - 180*x + 18*x^2 + (-360 + 132*x - 12*x^2)*Log[5] + (72 - 24*x + 2*x^2)*Log[5]^2 + E^x*(180 - 30*x + (-70 + 10*x)*Log[5])))/(25*E^(2*x) + 225*x^2 - 90*x^3 + 9*x^4 + (-180*x^2 + 66*x^3 - 6*x^4)*Log[5] + (36*x^2 - 12*x^3 + x^4)*Log[5]^2 + E^x*(150*x - 30*x^2 + (-60*x + 10*x^2)*Log[5])),x]","\int \frac{\exp \left(\frac{-30+6 x+(12-2 x) \log (5)}{5 e^x+15 x-3 x^2+\left(-6 x+x^2\right) \log (5)}\right) \left(450-180 x+18 x^2+\left(-360+132 x-12 x^2\right) \log (5)+\left(72-24 x+2 x^2\right) \log ^2(5)+e^x (180-30 x+(-70+10 x) \log (5))\right)}{25 e^{2 x}+225 x^2-90 x^3+9 x^4+\left(-180 x^2+66 x^3-6 x^4\right) \log (5)+\left(36 x^2-12 x^3+x^4\right) \log ^2(5)+e^x \left(150 x-30 x^2+\left(-60 x+10 x^2\right) \log (5)\right)} \, dx","e^{\frac{2}{\frac{5 e^x}{3-(6-x) (3-\log (5))}-x}}",1,"18*(5 - Log[25])^2*Defer[Int][E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))^2), x] - 18*(5 - Log[25])*(8 - Log[125])*Defer[Int][(E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*x)/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))^2), x] + 4*(18 - 7*Log[5])*(3 - Log[5])*Defer[Int][(E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*x^2)/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))^2), x] - 2*(3 - Log[5])^2*Defer[Int][(E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*x^3)/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))^2), x] + 2*(18 - 7*Log[5])*Defer[Int][E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))), x] - 2*(3 - Log[5])*Defer[Int][(E^((6*(-5 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*x)/(5^((2*(-6 + x))/(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5])))*(5*E^x + x*(15 + x*(-3 + Log[5]) - 6*Log[5]))), x]","F",0,0,0,0,-1,"{}"
1223,0,0,0,9.6361273,"\int \frac{-3359384+1669324 x+556416 x^2-155808 x^3-54432 x^4-3888 x^5+\left(-20736+10336 x+576 x^2-288 x^3\right) \log (2-x)+(-32+16 x) \log ^2(2-x)}{-352670651858-293870933783 x-39176763264 x^2+45714497472 x^3+26665854480 x^4+6983855640 x^5+1058158080 x^6+95738112 x^7+4828896 x^8+104976 x^9+\left(-4353761664-2176749504 x+362824416 x^2+503887536 x^3+151165440 x^4+21835008 x^5+1586304 x^6+46656 x^7\right) \log (2-x)+\left(-20155696-3359080 x+3359232 x^2+1306368 x^3+171072 x^4+7776 x^5\right) \log ^2(2-x)+\left(-41472+6912 x+5760 x^2+576 x^3\right) \log ^3(2-x)+(-32+16 x) \log ^4(2-x)} \, dx","Int[(-3359384 + 1669324*x + 556416*x^2 - 155808*x^3 - 54432*x^4 - 3888*x^5 + (-20736 + 10336*x + 576*x^2 - 288*x^3)*Log[2 - x] + (-32 + 16*x)*Log[2 - x]^2)/(-352670651858 - 293870933783*x - 39176763264*x^2 + 45714497472*x^3 + 26665854480*x^4 + 6983855640*x^5 + 1058158080*x^6 + 95738112*x^7 + 4828896*x^8 + 104976*x^9 + (-4353761664 - 2176749504*x + 362824416*x^2 + 503887536*x^3 + 151165440*x^4 + 21835008*x^5 + 1586304*x^6 + 46656*x^7)*Log[2 - x] + (-20155696 - 3359080*x + 3359232*x^2 + 1306368*x^3 + 171072*x^4 + 7776*x^5)*Log[2 - x]^2 + (-41472 + 6912*x + 5760*x^2 + 576*x^3)*Log[2 - x]^3 + (-32 + 16*x)*Log[2 - x]^4),x]","\int \frac{-3359384+1669324 x+556416 x^2-155808 x^3-54432 x^4-3888 x^5+\left(-20736+10336 x+576 x^2-288 x^3\right) \log (2-x)+(-32+16 x) \log ^2(2-x)}{-352670651858-293870933783 x-39176763264 x^2+45714497472 x^3+26665854480 x^4+6983855640 x^5+1058158080 x^6+95738112 x^7+4828896 x^8+104976 x^9+\left(-4353761664-2176749504 x+362824416 x^2+503887536 x^3+151165440 x^4+21835008 x^5+1586304 x^6+46656 x^7\right) \log (2-x)+\left(-20155696-3359080 x+3359232 x^2+1306368 x^3+171072 x^4+7776 x^5\right) \log ^2(2-x)+\left(-41472+6912 x+5760 x^2+576 x^3\right) \log ^3(2-x)+(-32+16 x) \log ^4(2-x)} \, dx","\frac{x}{\left(9 (x+6)^2+\log (2-x)\right)^2+\frac{19}{4}}",1,"-18432*Defer[Int][(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^(-2), x] - 36864*Defer[Int][1/((-2 + x)*(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2), x] - 1123776*Defer[Int][x/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 560160*Defer[Int][x^2/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 93312*Defer[Int][x^3/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 5184*Defer[Int][x^4/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 32*Defer[Int][Log[2 - x]/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 64*Defer[Int][Log[2 - x]/((-2 + x)*(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2), x] - 3456*Defer[Int][(x*Log[2 - x])/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] - 576*Defer[Int][(x^2*Log[2 - x])/(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^2, x] + 4*Defer[Int][(419923 + 279936*x + 69984*x^2 + 7776*x^3 + 324*x^4 + 2592*Log[2 - x] + 864*x*Log[2 - x] + 72*x^2*Log[2 - x] + 4*Log[2 - x]^2)^(-1), x]","F",0,0,0,0,-1,"{}"
1224,1,13,0,0.0066218,"\int \frac{-1+74 x-250 x^2}{x} \, dx","Int[(-1 + 74*x - 250*x^2)/x,x]","-125 x^2+74 x-\log (x)","-x+5 \left(-\left(\frac{3}{2}-5 x\right)^2+1+\log (4)\right)-\log (x)",1,"74*x - 125*x^2 - Log[x]","A",2,1,14,0.07143,1,"{14}"
1225,1,343,0,30.916115,"\int \frac{\left(648 x^4+162 x^6+e^x \left(864 x^5+216 x^7\right)+e^{2 x} \left(432 x^6+108 x^8\right)+e^{3 x} \left(96 x^7+24 x^9\right)+e^{4 x} \left(8 x^8+2 x^{10}\right)\right) \log (x)+\left(-216 x^2+1242 x^4+162 x^6+e^x \left(-144 x^3+2124 x^5+432 x^6+324 x^7+108 x^8\right)+e^{2 x} \left(-24 x^4+1290 x^6+432 x^7+216 x^8+108 x^9\right)+e^{3 x} \left(336 x^7+144 x^8+60 x^9+36 x^{10}\right)+e^{4 x} \left(32 x^8+16 x^9+6 x^{10}+4 x^{11}\right)\right) \log ^2(x)+\left(16-140 x^2+e^x \left(-144 x^3-48 x^4-12 x^5-12 x^6\right)+e^{2 x} \left(-32 x^4-16 x^5-4 x^6-4 x^7\right)\right) \log ^3(x)-2 x^2 \log ^4(x)}{144 x+72 x^3+9 x^5} \, dx","Int[((648*x^4 + 162*x^6 + E^x*(864*x^5 + 216*x^7) + E^(2*x)*(432*x^6 + 108*x^8) + E^(3*x)*(96*x^7 + 24*x^9) + E^(4*x)*(8*x^8 + 2*x^10))*Log[x] + (-216*x^2 + 1242*x^4 + 162*x^6 + E^x*(-144*x^3 + 2124*x^5 + 432*x^6 + 324*x^7 + 108*x^8) + E^(2*x)*(-24*x^4 + 1290*x^6 + 432*x^7 + 216*x^8 + 108*x^9) + E^(3*x)*(336*x^7 + 144*x^8 + 60*x^9 + 36*x^10) + E^(4*x)*(32*x^8 + 16*x^9 + 6*x^10 + 4*x^11))*Log[x]^2 + (16 - 140*x^2 + E^x*(-144*x^3 - 48*x^4 - 12*x^5 - 12*x^6) + E^(2*x)*(-32*x^4 - 16*x^5 - 4*x^6 - 4*x^7))*Log[x]^3 - 2*x^2*Log[x]^4)/(144*x + 72*x^3 + 9*x^5),x]","-18 \text{Li}_2\left(-\frac{4}{x^2}\right)-18 \text{Li}_2\left(-\frac{x^2}{4}\right)-\frac{3}{2} \text{Li}_3\left(-\frac{4}{x^2}\right)+\frac{3}{2} \text{Li}_3\left(-\frac{x^2}{4}\right)-3 \text{Li}_2\left(-\frac{4}{x^2}\right) \log (x)-3 \text{Li}_2\left(-\frac{x^2}{4}\right) \log (x)+\frac{\log ^4(x)}{9 \left(x^2+4\right)}+\frac{8 \log ^3(x)}{x^2+4}+9 x^2 \log ^2(x)+3 \log \left(\frac{4}{x^2}+1\right) \log ^2(x)+\frac{144 \log ^2(x)}{x^2+4}-3 \log ^2(x) \log \left(\frac{x^2}{4}+1\right)+36 \log \left(\frac{4}{x^2}+1\right) \log (x)-36 \log (x) \log \left(\frac{x^2}{4}+1\right)+\frac{e^{4 x} x^7 \log (x) \left(x^3 \log (x)+4 x \log (x)\right)}{9 \left(x^2+4\right)^2}+\frac{4 e^{3 x} x^6 \log (x) \left(x^3 \log (x)+4 x \log (x)\right)}{3 \left(x^2+4\right)^2}+\frac{2 e^{2 x} x^3 \log (x) \left(27 x^5 \log (x)-x^3 \log ^2(x)+108 x^3 \log (x)-4 x \log ^2(x)\right)}{9 \left(x^2+4\right)^2}+\frac{4 e^x x^2 \log (x) \left(9 x^5 \log (x)-x^3 \log ^2(x)+36 x^3 \log (x)-4 x \log ^2(x)\right)}{3 \left(x^2+4\right)^2}","\frac{\log ^2(x) \left(\log (x)-x^2 \left(e^x x+3\right)^2\right)^2}{9 \left(x^2+4\right)}",1,"36*Log[1 + 4/x^2]*Log[x] + 9*x^2*Log[x]^2 + (144*Log[x]^2)/(4 + x^2) + 3*Log[1 + 4/x^2]*Log[x]^2 + (8*Log[x]^3)/(4 + x^2) + Log[x]^4/(9*(4 + x^2)) + (4*E^(3*x)*x^6*Log[x]*(4*x*Log[x] + x^3*Log[x]))/(3*(4 + x^2)^2) + (E^(4*x)*x^7*Log[x]*(4*x*Log[x] + x^3*Log[x]))/(9*(4 + x^2)^2) + (4*E^x*x^2*Log[x]*(36*x^3*Log[x] + 9*x^5*Log[x] - 4*x*Log[x]^2 - x^3*Log[x]^2))/(3*(4 + x^2)^2) + (2*E^(2*x)*x^3*Log[x]*(108*x^3*Log[x] + 27*x^5*Log[x] - 4*x*Log[x]^2 - x^3*Log[x]^2))/(9*(4 + x^2)^2) - 36*Log[x]*Log[1 + x^2/4] - 3*Log[x]^2*Log[1 + x^2/4] - 18*PolyLog[2, -4/x^2] - 3*Log[x]*PolyLog[2, -4/x^2] - 18*PolyLog[2, -1/4*x^2] - 3*Log[x]*PolyLog[2, -1/4*x^2] - (3*PolyLog[3, -4/x^2])/2 + (3*PolyLog[3, -1/4*x^2])/2","C",54,32,308,0.1039,1,"{1594, 28, 6688, 12, 6742, 266, 43, 2335, 260, 2351, 2337, 2391, 2304, 2349, 2345, 2374, 6589, 2338, 6725, 2176, 2194, 2178, 2288, 2554, 2271, 2269, 14, 2199, 2177, 2353, 2305, 2383}"
1226,0,0,0,4.6295607,"\int \frac{-21-15 e^{2 x}-6 x+e^x \left(36+3 x-3 x^2\right)+\left(36-30 e^x+3 x\right) \log (x)-15 \log ^2(x)+\left(e^x (-3-3 x)-3 \log (x)\right) \log \left(e^x x^2\right)}{x^2-2 e^x x^2+e^{2 x} x^2+\left(-2 x^2+2 e^x x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(-21 - 15*E^(2*x) - 6*x + E^x*(36 + 3*x - 3*x^2) + (36 - 30*E^x + 3*x)*Log[x] - 15*Log[x]^2 + (E^x*(-3 - 3*x) - 3*Log[x])*Log[E^x*x^2])/(x^2 - 2*E^x*x^2 + E^(2*x)*x^2 + (-2*x^2 + 2*E^x*x^2)*Log[x] + x^2*Log[x]^2),x]","\int \frac{-21-15 e^{2 x}-6 x+e^x \left(36+3 x-3 x^2\right)+\left(36-30 e^x+3 x\right) \log (x)-15 \log ^2(x)+\left(e^x (-3-3 x)-3 \log (x)\right) \log \left(e^x x^2\right)}{x^2-2 e^x x^2+e^{2 x} x^2+\left(-2 x^2+2 e^x x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","\frac{3 \left(5-\frac{\log \left(e^x x^2\right)+x}{-e^x-\log (x)+1}\right)}{x}",1,"15/x - 3*Defer[Int][(-1 + E^x + Log[x])^(-2), x] - 3*Defer[Int][1/(x*(-1 + E^x + Log[x])^2), x] + 3*Defer[Int][Log[x]/(-1 + E^x + Log[x])^2, x] - 3*Defer[Int][(-1 + E^x + Log[x])^(-1), x] + 6*Defer[Int][1/(x^2*(-1 + E^x + Log[x])), x] + 3*Defer[Int][1/(x*(-1 + E^x + Log[x])), x] - 3*Defer[Int][Log[E^x*x^2]/(x^2*(-1 + E^x + Log[x])^2), x] - 3*Defer[Int][Log[E^x*x^2]/(x*(-1 + E^x + Log[x])^2), x] + 3*Defer[Int][(Log[x]*Log[E^x*x^2])/(x*(-1 + E^x + Log[x])^2), x] - 3*Defer[Int][Log[E^x*x^2]/(x^2*(-1 + E^x + Log[x])), x] - 3*Defer[Int][Log[E^x*x^2]/(x*(-1 + E^x + Log[x])), x]","F",0,0,0,0,-1,"{}"
1227,0,0,0,0.0636721,"\int \left(-1+16 e^{2 e^{4 e^{2 x}}+4 e^{2 x}+2 x}\right) \, dx","Int[-1 + 16*E^(2*E^(4*E^(2*x)) + 4*E^(2*x) + 2*x),x]","\int \left(-1+16 e^{2 e^{4 e^{2 x}}+4 e^{2 x}+2 x}\right) \, dx","-x+e^{2 e^{4 e^{2 x}}}+e^5",1,"-x + 4*Defer[Subst][Defer[Int][E^(2*(E^(2*x) + x)), x], x, 2*E^(2*x)]","F",0,0,0,0,-1,"{}"
1228,0,0,0,6.8878231,"\int \frac{\exp \left(\frac{-2 e^{16} x+2 e^{16} \log (2)}{-100-5 x-19 x^2+(5+19 x) \log (2)}\right) \left(e^{16} \left(600-114 x^2\right)+228 e^{16} x \log (2)-114 e^{16} \log ^2(2)\right)}{10000+1000 x+3825 x^2+190 x^3+361 x^4+\left(-1000-3850 x-380 x^2-722 x^3\right) \log (2)+\left(25+190 x+361 x^2\right) \log ^2(2)} \, dx","Int[(E^((-2*E^16*x + 2*E^16*Log[2])/(-100 - 5*x - 19*x^2 + (5 + 19*x)*Log[2]))*(E^16*(600 - 114*x^2) + 228*E^16*x*Log[2] - 114*E^16*Log[2]^2))/(10000 + 1000*x + 3825*x^2 + 190*x^3 + 361*x^4 + (-1000 - 3850*x - 380*x^2 - 722*x^3)*Log[2] + (25 + 190*x + 361*x^2)*Log[2]^2),x]","\int \frac{\exp \left(\frac{-2 e^{16} x+2 e^{16} \log (2)}{-100-5 x-19 x^2+(5+19 x) \log (2)}\right) \left(e^{16} \left(600-114 x^2\right)+228 e^{16} x \log (2)-114 e^{16} \log ^2(2)\right)}{10000+1000 x+3825 x^2+190 x^3+361 x^4+\left(-1000-3850 x-380 x^2-722 x^3\right) \log (2)+\left(25+190 x+361 x^2\right) \log ^2(2)} \, dx","3 e^{\frac{2 e^{16}}{-x+20 \left(x+\frac{5}{x-\log (2)}\right)+5}}",1,"(228*(5 + 19*Log[2])*(5 - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(5 + 38*x - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])^2, x])/(7575 - 190*Log[2] - 361*Log[2]^2) - (8664*(200 - Log[32] - Log[2]*Log[524288])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(5 + 38*x - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])^2, x])/(7575 - 190*Log[2] - 361*Log[2]^2) - ((228*I)*(5 - 19*Log[2])*(5 + 19*Log[2])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(5 + 38*x - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/(7575 - 190*Log[2] - 361*Log[2]^2)^(3/2) - ((228*I)*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(5 + 38*x - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/Sqrt[7575 - 190*Log[2] - 361*Log[2]^2] + ((8664*I)*(200 - Log[2]*(5 + Log[524288]))*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(5 + 38*x - 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/(7575 - 190*Log[2] - 361*Log[2]^2)^(3/2) + (228*(5 + 19*Log[2])*(5 - 19*Log[2] - I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(-5 - 38*x + 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])^2, x])/(7575 - 190*Log[2] - 361*Log[2]^2) - (8664*(200 - Log[32] - Log[2]*Log[524288])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(-5 - 38*x + 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2])^2, x])/(7575 - 190*Log[2] - 361*Log[2]^2) - ((228*I)*(5 - 19*Log[2])*(5 + 19*Log[2])*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(-5 - 38*x + 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/(7575 - 190*Log[2] - 361*Log[2]^2)^(3/2) - ((228*I)*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(-5 - 38*x + 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/Sqrt[7575 - 190*Log[2] - 361*Log[2]^2] + ((8664*I)*(200 - Log[2]*(5 + Log[524288]))*Defer[Int][E^(16 + (-2*E^16*x + 2*E^16*Log[2])/(-100 - 19*x^2 - x*(5 - 19*Log[2]) + Log[32]))/(-5 - 38*x + 19*Log[2] + I*Sqrt[7575 - 190*Log[2] - 361*Log[2]^2]), x])/(7575 - 190*Log[2] - 361*Log[2]^2)^(3/2)","F",0,0,0,0,-1,"{}"
1229,1,51,0,0.1150983,"\int \frac{e^x (-24+24 x)-32 \log \left(\frac{5}{2 x}\right)-16 \log ^2\left(\frac{5}{2 x}\right)}{15 x^2} \, dx","Int[(E^x*(-24 + 24*x) - 32*Log[5/(2*x)] - 16*Log[5/(2*x)]^2)/(15*x^2),x]","\frac{8 e^x}{5 x}+\frac{16 \left(\log \left(\frac{5}{2 x}\right)+2\right) \log \left(\frac{5}{2 x}\right)}{15 x}-\frac{32 \log \left(\frac{5}{2 x}\right)}{15 x}","\frac{8 \left(e^x+\frac{2}{3} \log ^2\left(\frac{5}{2 x}\right)\right)}{5 x}",1,"(8*E^x)/(5*x) - (32*Log[5/(2*x)])/(15*x) + (16*Log[5/(2*x)]*(2 + Log[5/(2*x)]))/(15*x)","B",6,6,39,0.1538,1,"{12, 14, 2197, 2304, 2366, 2303}"
1230,1,18,0,0.287602,"\int \frac{-2+6 x^2+\left(1-x^2\right) \log \left(x^2-2 x^4+x^6\right)}{-x^2+x^4} \, dx","Int[(-2 + 6*x^2 + (1 - x^2)*Log[x^2 - 2*x^4 + x^6])/(-x^2 + x^4),x]","\frac{\log \left(x^2 \left(1-x^2\right)^2\right)}{x}","\frac{\log \left(\left(x^3-x\right)^2\right)}{x}-\frac{1}{4}",1,"Log[x^2*(1 - x^2)^2]/x","A",8,6,40,0.1500,1,"{1593, 6725, 453, 207, 2525, 206}"
1231,0,0,0,6.6520234,"\int \frac{-e^{7+8 x}+e^{7+4 x} \left(-3000+2300 x-660 x^2+84 x^3-4 x^4\right)}{390625-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{8 x} \left(4+4 x+x^2\right)+e^{4 x} \left(-2500+750 x+400 x^2-220 x^3+36 x^4-2 x^5\right)} \, dx","Int[(-E^(7 + 8*x) + E^(7 + 4*x)*(-3000 + 2300*x - 660*x^2 + 84*x^3 - 4*x^4))/(390625 - 625000*x + 437500*x^2 - 175000*x^3 + 43750*x^4 - 7000*x^5 + 700*x^6 - 40*x^7 + x^8 + E^(8*x)*(4 + 4*x + x^2) + E^(4*x)*(-2500 + 750*x + 400*x^2 - 220*x^3 + 36*x^4 - 2*x^5)),x]","\int \frac{-e^{7+8 x}+e^{7+4 x} \left(-3000+2300 x-660 x^2+84 x^3-4 x^4\right)}{390625-625000 x+437500 x^2-175000 x^3+43750 x^4-7000 x^5+700 x^6-40 x^7+x^8+e^{8 x} \left(4+4 x+x^2\right)+e^{4 x} \left(-2500+750 x+400 x^2-220 x^3+36 x^4-2 x^5\right)} \, dx","\frac{e^7}{-e^{-4 x} (x-5)^4+x+2}",1,"-2112*Defer[Int][E^(7 + 4*x)/((-5 + x)^4 - E^(4*x)*(2 + x))^2, x] + 2106*Defer[Int][(E^(7 + 4*x)*x)/((-5 + x)^4 - E^(4*x)*(2 + x))^2, x] - 638*Defer[Int][(E^(7 + 4*x)*x^2)/((-5 + x)^4 - E^(4*x)*(2 + x))^2, x] + 83*Defer[Int][(E^(7 + 4*x)*x^3)/((-5 + x)^4 - E^(4*x)*(2 + x))^2, x] - 4*Defer[Int][(E^(7 + 4*x)*x^4)/((-5 + x)^4 - E^(4*x)*(2 + x))^2, x] - 2401*Defer[Int][E^(7 + 4*x)/((2 + x)*((-5 + x)^4 - E^(4*x)*(2 + x))^2), x] + Defer[Int][E^(7 + 4*x)/((2 + x)*((-5 + x)^4 - E^(4*x)*(2 + x))), x]","F",0,0,0,0,-1,"{}"
1232,1,2,0,0.0005041,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
1233,1,26,0,0.1573972,"\int \frac{4 x+(18-6 x) \log \left(\frac{x^4}{\log ^2(3)}\right)+2 x \log \left(\frac{x^4}{\log ^2(3)}\right) \log \left(\log \left(\frac{x^4}{\log ^2(3)}\right)\right)}{3 \log \left(\frac{x^4}{\log ^2(3)}\right)} \, dx","Int[(4*x + (18 - 6*x)*Log[x^4/Log[3]^2] + 2*x*Log[x^4/Log[3]^2]*Log[Log[x^4/Log[3]^2]])/(3*Log[x^4/Log[3]^2]),x]","-x^2+\frac{1}{3} x^2 \log \left(\log \left(\frac{x^4}{\log ^2(3)}\right)\right)+6 x","x-x \left(-\frac{1}{3} x \log \left(\log \left(\frac{x^4}{\log ^2(3)}\right)\right)+x-5\right)",1,"6*x - x^2 + (x^2*Log[Log[x^4/Log[3]^2]])/3","A",8,5,56,0.08929,1,"{12, 6688, 2310, 2178, 2522}"
1234,-1,0,0,180.0005076,"\int \frac{-20 x^2+e^{5 x} \left(e^x (30-150 x)+5 x-125 x^2\right)+e^x \left(5 x-25 x^2\right)+\left(-5 x^2-5 e^x x^2+e^{5 x} \left(e^x (5-30 x)-25 x^2\right)\right) \log (x)}{4 e^{2 x} x^2+8 e^x x^3+4 x^4+e^{10 x} \left(4 e^{2 x}+8 e^x x+4 x^2\right)+e^{5 x} \left(8 e^{2 x} x+16 e^x x^2+8 x^3\right)} \, dx","Int[(-20*x^2 + E^(5*x)*(E^x*(30 - 150*x) + 5*x - 125*x^2) + E^x*(5*x - 25*x^2) + (-5*x^2 - 5*E^x*x^2 + E^(5*x)*(E^x*(5 - 30*x) - 25*x^2))*Log[x])/(4*E^(2*x)*x^2 + 8*E^x*x^3 + 4*x^4 + E^(10*x)*(4*E^(2*x) + 8*E^x*x + 4*x^2) + E^(5*x)*(8*E^(2*x)*x + 16*E^x*x^2 + 8*x^3)),x]","\text{\$Aborted}","\frac{5 x \left(\frac{1}{4} (\log (x)+1)+1\right)}{\left(x+e^x\right) \left(x+e^{5 x}\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1235,1,30,0,0.2546744,"\int \exp \left(\frac{-145-144 x-36 x^2+e^5 \left(145+144 x+36 x^2\right)-6 \log (2)}{-1+e^5}\right) (144+72 x) \, dx","Int[E^((-145 - 144*x - 36*x^2 + E^5*(145 + 144*x + 36*x^2) - 6*Log[2])/(-1 + E^5))*(144 + 72*x),x]","e^{36 x^2+144 x+\frac{145-145 e^5+\log (64)}{1-e^5}}","e^{9 (2 x+4)^2+1+\frac{6 \log (2)}{1-e^5}}+1",1,"E^(144*x + 36*x^2 + (145 - 145*E^5 + Log[64])/(1 - E^5))","A",2,2,44,0.04545,1,"{2244, 2236}"
1236,1,40,0,0.1116914,"\int \frac{8 e^2-768 x+288 x^2}{2304 x^4-1152 x^5+144 x^6+e^4 \left(16-8 x+x^2\right)+e^2 \left(384 x^2-192 x^3+24 x^4\right)} \, dx","Int[(8*E^2 - 768*x + 288*x^2)/(2304*x^4 - 1152*x^5 + 144*x^6 + E^4*(16 - 8*x + x^2) + E^2*(384*x^2 - 192*x^3 + 24*x^4)),x]","\frac{96 (x+4)}{\left(192+e^2\right) \left(12 x^2+e^2\right)}+\frac{8}{\left(192+e^2\right) (4-x)}","1-\frac{1}{(x-4) \left(x^2+\frac{1}{2} \left(x+\frac{e^2}{4 x}\right) x\right)}",1,"8/((192 + E^2)*(4 - x)) + (96*(4 + x))/((192 + E^2)*(E^2 + 12*x^2))","A",5,3,65,0.04615,1,"{2074, 639, 203}"
1237,0,0,0,38.9457096,"\int \frac{\left(160+160 x+40 x^2+e^x \left(-8 x^2-4 x^3\right)\right) \log (2 x) \log \left(x^2\right)+\left(40+40 x+10 x^2+e^x \left(-2 x^2-x^3\right)+e^x \left(-4 x^2-3 x^3-x^4\right) \log (2 x)\right) \log ^2\left(x^2\right)}{4 x+4 x^2+x^3} \, dx","Int[((160 + 160*x + 40*x^2 + E^x*(-8*x^2 - 4*x^3))*Log[2*x]*Log[x^2] + (40 + 40*x + 10*x^2 + E^x*(-2*x^2 - x^3) + E^x*(-4*x^2 - 3*x^3 - x^4)*Log[2*x])*Log[x^2]^2)/(4*x + 4*x^2 + x^3),x]","\int \frac{\left(160+160 x+40 x^2+e^x \left(-8 x^2-4 x^3\right)\right) \log (2 x) \log \left(x^2\right)+\left(40+40 x+10 x^2+e^x \left(-2 x^2-x^3\right)+e^x \left(-4 x^2-3 x^3-x^4\right) \log (2 x)\right) \log ^2\left(x^2\right)}{4 x+4 x^2+x^3} \, dx","\left(10-\frac{e^x x^2}{x+2}\right) \log (2 x) \log ^2\left(x^2\right)",1,"-16*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x] - 8*Log[-x]^2 - 16*EulerGamma*Log[x] - 16*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x] + 8*ExpIntegralEi[x]*Log[2*x] - (40*Log[2*x]^3)/3 + 4*ExpIntegralEi[x]*Log[x^2] - 4*E^x*Log[2*x]*Log[x^2] + (8*ExpIntegralEi[2 + x]*Log[2*x]*Log[x^2])/E^2 + 20*Log[2*x]^2*Log[x^2] + (5*Log[x^2]^3)/3 - (16*Log[2*x]*Defer[Int][ExpIntegralEi[2 + x]/x, x])/E^2 - (8*Log[x^2]*Defer[Int][ExpIntegralEi[2 + x]/x, x])/E^2 - Defer[Int][E^x*Log[x^2]^2, x] + 2*Defer[Int][(E^x*Log[x^2]^2)/(2 + x), x] + Defer[Int][E^x*Log[2*x]*Log[x^2]^2, x] - Defer[Int][E^x*x*Log[2*x]*Log[x^2]^2, x] + 4*Defer[Int][(E^x*Log[2*x]*Log[x^2]^2)/(2 + x)^2, x] - 4*Defer[Int][(E^x*Log[2*x]*Log[x^2]^2)/(2 + x), x] + (32*Defer[Int][Defer[Int][ExpIntegralEi[2 + x]/x, x]/x, x])/E^2","F",0,0,0,0,-1,"{}"
1238,1,36,0,0.029801,"\int \frac{1}{5} \left(-30+10 x-2 e^3 x+15 x^2+10 x \log \left(2 x^2\right)\right) \, dx","Int[(-30 + 10*x - 2*E^3*x + 15*x^2 + 10*x*Log[2*x^2])/5,x]","x^3+\frac{1}{5} \left(5-e^3\right) x^2-x^2+x^2 \log \left(2 x^2\right)-6 x","-x^2+x^2 \left(\log \left(2 x^2\right)+x-\frac{e^3}{5}\right)+(x-3)^2",1,"-6*x - x^2 + ((5 - E^3)*x^2)/5 + x^3 + x^2*Log[2*x^2]","A",4,3,29,0.1034,1,"{6, 12, 2304}"
1239,0,0,0,1.9769019,"\int \frac{-6 x+(2-12 x) \log \left(\frac{1}{3} (8-48 x)\right)+\left(x-6 x^2+e^{x^2} \left(-x+6 x^2+2 x^3-12 x^4\right)\right) \log ^2\left(\frac{1}{3} (8-48 x)\right)}{\left(-x^3+6 x^4\right) \log ^2\left(\frac{1}{3} (8-48 x)\right)} \, dx","Int[(-6*x + (2 - 12*x)*Log[(8 - 48*x)/3] + (x - 6*x^2 + E^x^2*(-x + 6*x^2 + 2*x^3 - 12*x^4))*Log[(8 - 48*x)/3]^2)/((-x^3 + 6*x^4)*Log[(8 - 48*x)/3]^2),x]","\int \frac{-6 x+(2-12 x) \log \left(\frac{1}{3} (8-48 x)\right)+\left(x-6 x^2+e^{x^2} \left(-x+6 x^2+2 x^3-12 x^4\right)\right) \log ^2\left(\frac{1}{3} (8-48 x)\right)}{\left(-x^3+6 x^4\right) \log ^2\left(\frac{1}{3} (8-48 x)\right)} \, dx","-\frac{e^{x^2}}{x}+\frac{1}{x^2 \log \left(\frac{8}{3}-16 x\right)}+\frac{1}{x}",1,"x^(-1) - E^x^2/x + 36/Log[8/3 - 16*x] + 6*Defer[Int][1/(x^2*Log[8/3 - 16*x]^2), x] + 36*Defer[Int][1/(x*Log[8/3 - 16*x]^2), x] - 2*Defer[Int][1/(x^3*Log[8/3 - 16*x]), x]","F",0,0,0,0,-1,"{}"
1240,1,34,0,1.0341005,"\int \frac{e^{2 e^5-2 x} \left(-3 x^2-2 x^3+(-1-2 x) \log (4)\right)}{40 x^6+80 x^4 \log (4)+40 x^2 \log ^2(4)} \, dx","Int[(E^(2*E^5 - 2*x)*(-3*x^2 - 2*x^3 + (-1 - 2*x)*Log[4]))/(40*x^6 + 80*x^4*Log[4] + 40*x^2*Log[4]^2),x]","\frac{e^{2 e^5-2 x} \left(x^3+x \log (4)\right)}{40 x^2 \left(x^2+\log (4)\right)^2}","\frac{e^{2 e^5-2 x}}{40 x \left(x^2+\log (4)\right)}",1,"(E^(2*E^5 - 2*x)*(x^3 + x*Log[4]))/(40*x^2*(x^2 + Log[4])^2)","A",4,4,55,0.07273,1,"{1594, 28, 6741, 2288}"
1241,0,0,0,29.7882232,"\int \frac{20 x^5+e^{15} \left(-800-640 x^2+2 x^5-20 x^6\right)+e^{30} \left(500 x+480 x^3+64 x^5+5 x^7\right)}{4 x^5-4 e^{15} x^6+e^{30} x^7} \, dx","Int[(20*x^5 + E^15*(-800 - 640*x^2 + 2*x^5 - 20*x^6) + E^30*(500*x + 480*x^3 + 64*x^5 + 5*x^7))/(4*x^5 - 4*E^15*x^6 + E^30*x^7),x]","\int \frac{20 x^5+e^{15} \left(-800-640 x^2+2 x^5-20 x^6\right)+e^{30} \left(500 x+480 x^3+64 x^5+5 x^7\right)}{4 x^5-4 e^{15} x^6+e^{30} x^7} \, dx","\frac{4 \left(\frac{5}{x^2}+4\right)^2+x}{\frac{2}{e^{15}}-x}+5 x",1,"Hold[Dist[1/Hold[If[Rubi`Private`CalculusQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[(((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]] === False, {x, (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[3]], Subst[Int[Hold[If[Rubi`Private`CalculusQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[(((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]] === False, {x, (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[1]], x], x, Log[Hold[If[Rubi`Private`CalculusQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[(((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]] === False, {x, (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ (((-800*E^15 + 500*E^30*x - 640*E^15*x^2 + 480*E^30*x^3 + 20*x^5 + 2*E^15*x^5 + 64*E^30*x^5 - 20*E^15*x^6 + 5*E^30*x^7)*Hold[x^(-4)])/(4 - 4*E^15*x + E^30*x^2)), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[2]]]], x]]","F",0,0,0,0,-1,"{}"
1242,0,0,0,0.7097989,"\int \frac{1-4 x-x^2+x^3+e^x \left(-x+2 x^2-x^3\right)+e^{e^x} \left(x+e^x \left(x-x^2\right)\right)}{x-2 x^2+x^3} \, dx","Int[(1 - 4*x - x^2 + x^3 + E^x*(-x + 2*x^2 - x^3) + E^E^x*(x + E^x*(x - x^2)))/(x - 2*x^2 + x^3),x]","\int \frac{1-4 x-x^2+x^3+e^x \left(-x+2 x^2-x^3\right)+e^{e^x} \left(x+e^x \left(x-x^2\right)\right)}{x-2 x^2+x^3} \, dx","-\frac{e^{e^x}-3}{x-1}-e^x+x+\log (x)-5",1,"-E^x - 3/(1 - x) + x + Log[x] + Defer[Int][E^E^x/(-1 + x)^2, x] - Defer[Int][E^(E^x + x)/(-1 + x), x]","F",0,0,0,0,-1,"{}"
1243,1,22,0,0.0102795,"\int \frac{1}{144} \left(225+1000 \log (x)+400 \log ^2(x)\right) \, dx","Int[(225 + 1000*Log[x] + 400*Log[x]^2)/144,x]","\frac{25 x}{144}+\frac{25}{9} x \log ^2(x)+\frac{25}{18} x \log (x)","\frac{25}{81} x \left(3 \log (x)+\frac{3}{4}\right)^2",1,"(25*x)/144 + (25*x*Log[x])/18 + (25*x*Log[x]^2)/9","A",5,3,16,0.1875,1,"{12, 2295, 2296}"
1244,1,20,0,0.2053394,"\int \frac{e^{12 x-3 x \log \left(\frac{-2+5 x}{x}\right)} \left(-30+60 x+(6-15 x) \log \left(\frac{-2+5 x}{x}\right)\right)}{-2+5 x} \, dx","Int[(E^(12*x - 3*x*Log[(-2 + 5*x)/x])*(-30 + 60*x + (6 - 15*x)*Log[(-2 + 5*x)/x]))/(-2 + 5*x),x]","e^{12 x} \left(-\frac{2-5 x}{x}\right)^{-3 x}","e^{3 x \left(4-\log \left(-\frac{x^2+2}{x}+x+5\right)\right)}",1,"E^(12*x)/(-((2 - 5*x)/x))^(3*x)","A",1,1,48,0.02083,1,"{6706}"
1245,1,6,0,0.0020615,"\int (2+\log (x)) \, dx","Int[2 + Log[x],x]","x+x \log (x)","x+x \log (x)+3-\log ^2(2)",1,"x + x*Log[x]","A",2,1,4,0.2500,1,"{2295}"
1246,0,0,0,122.6890298,"\int \frac{\left(2400000000 x^{15}-800000000 x^{16}\right) \log ^8(-3+x)+\left(800000000 x^{16} \log ^7(-3+x)+\left(-4800000000 x^{15}+10000000000 x^{16}-2800000000 x^{17}\right) \log ^8(-3+x)\right) \log (x)+\left(3200000000 x^{17} \log ^7(-3+x)+\left(-20400000000 x^{16}+19400000000 x^{17}-4200000000 x^{18}\right) \log ^8(-3+x)\right) \log ^2(x)+\left(5600000000 x^{18} \log ^7(-3+x)+\left(-37800000000 x^{17}+23100000000 x^{18}-3500000000 x^{19}\right) \log ^8(-3+x)\right) \log ^3(x)+\left(5600000000 x^{19} \log ^7(-3+x)+\left(-39900000000 x^{18}+18550000000 x^{19}-1750000000 x^{20}\right) \log ^8(-3+x)\right) \log ^4(x)+\left(3500000000 x^{20} \log ^7(-3+x)+\left(-26250000000 x^{19}+10325000000 x^{20}-525000000 x^{21}\right) \log ^8(-3+x)\right) \log ^5(x)+\left(1400000000 x^{21} \log ^7(-3+x)+\left(-11025000000 x^{20}+3937500000 x^{21}-87500000 x^{22}\right) \log ^8(-3+x)\right) \log ^6(x)+\left(350000000 x^{22} \log ^7(-3+x)+\left(-2887500000 x^{21}+981250000 x^{22}-6250000 x^{23}\right) \log ^8(-3+x)\right) \log ^7(x)+\left(50000000 x^{23} \log ^7(-3+x)+\left(-431250000 x^{22}+143750000 x^{23}\right) \log ^8(-3+x)\right) \log ^8(x)+\left(3125000 x^{24} \log ^7(-3+x)+\left(-28125000 x^{23}+9375000 x^{24}\right) \log ^8(-3+x)\right) \log ^9(x)}{(-3+x) \log ^9(x)} \, dx","Int[((2400000000*x^15 - 800000000*x^16)*Log[-3 + x]^8 + (800000000*x^16*Log[-3 + x]^7 + (-4800000000*x^15 + 10000000000*x^16 - 2800000000*x^17)*Log[-3 + x]^8)*Log[x] + (3200000000*x^17*Log[-3 + x]^7 + (-20400000000*x^16 + 19400000000*x^17 - 4200000000*x^18)*Log[-3 + x]^8)*Log[x]^2 + (5600000000*x^18*Log[-3 + x]^7 + (-37800000000*x^17 + 23100000000*x^18 - 3500000000*x^19)*Log[-3 + x]^8)*Log[x]^3 + (5600000000*x^19*Log[-3 + x]^7 + (-39900000000*x^18 + 18550000000*x^19 - 1750000000*x^20)*Log[-3 + x]^8)*Log[x]^4 + (3500000000*x^20*Log[-3 + x]^7 + (-26250000000*x^19 + 10325000000*x^20 - 525000000*x^21)*Log[-3 + x]^8)*Log[x]^5 + (1400000000*x^21*Log[-3 + x]^7 + (-11025000000*x^20 + 3937500000*x^21 - 87500000*x^22)*Log[-3 + x]^8)*Log[x]^6 + (350000000*x^22*Log[-3 + x]^7 + (-2887500000*x^21 + 981250000*x^22 - 6250000*x^23)*Log[-3 + x]^8)*Log[x]^7 + (50000000*x^23*Log[-3 + x]^7 + (-431250000*x^22 + 143750000*x^23)*Log[-3 + x]^8)*Log[x]^8 + (3125000*x^24*Log[-3 + x]^7 + (-28125000*x^23 + 9375000*x^24)*Log[-3 + x]^8)*Log[x]^9)/((-3 + x)*Log[x]^9),x]","\int \frac{\left(2400000000 x^{15}-800000000 x^{16}\right) \log ^8(-3+x)+\left(800000000 x^{16} \log ^7(-3+x)+\left(-4800000000 x^{15}+10000000000 x^{16}-2800000000 x^{17}\right) \log ^8(-3+x)\right) \log (x)+\left(3200000000 x^{17} \log ^7(-3+x)+\left(-20400000000 x^{16}+19400000000 x^{17}-4200000000 x^{18}\right) \log ^8(-3+x)\right) \log ^2(x)+\left(5600000000 x^{18} \log ^7(-3+x)+\left(-37800000000 x^{17}+23100000000 x^{18}-3500000000 x^{19}\right) \log ^8(-3+x)\right) \log ^3(x)+\left(5600000000 x^{19} \log ^7(-3+x)+\left(-39900000000 x^{18}+18550000000 x^{19}-1750000000 x^{20}\right) \log ^8(-3+x)\right) \log ^4(x)+\left(3500000000 x^{20} \log ^7(-3+x)+\left(-26250000000 x^{19}+10325000000 x^{20}-525000000 x^{21}\right) \log ^8(-3+x)\right) \log ^5(x)+\left(1400000000 x^{21} \log ^7(-3+x)+\left(-11025000000 x^{20}+3937500000 x^{21}-87500000 x^{22}\right) \log ^8(-3+x)\right) \log ^6(x)+\left(350000000 x^{22} \log ^7(-3+x)+\left(-2887500000 x^{21}+981250000 x^{22}-6250000 x^{23}\right) \log ^8(-3+x)\right) \log ^7(x)+\left(50000000 x^{23} \log ^7(-3+x)+\left(-431250000 x^{22}+143750000 x^{23}\right) \log ^8(-3+x)\right) \log ^8(x)+\left(3125000 x^{24} \log ^7(-3+x)+\left(-28125000 x^{23}+9375000 x^{24}\right) \log ^8(-3+x)\right) \log ^9(x)}{(-3+x) \log ^9(x)} \, dx","390625 x^{16} \log ^8(x-3) \left(x+\frac{2}{\log (x)}\right)^8",1,"110324037687890625*Log[-3 + x]^8 - 882592301503125000*(3 - x)*Log[-3 + x]^8 + 3383270489095312500*(3 - x)^2*Log[-3 + x]^8 - 8270216751121875000*(3 - x)^3*Log[-3 + x]^8 + 14472879314463281250*(3 - x)^4*Log[-3 + x]^8 - 19297172419284375000*(3 - x)^5*Log[-3 + x]^8 + 20369237553689062500*(3 - x)^6*Log[-3 + x]^8 - 17459346474590625000*(3 - x)^7*Log[-3 + x]^8 + 12367037086168359375*(3 - x)^8*Log[-3 + x]^8 - 7328614569581250000*(3 - x)^9*Log[-3 + x]^8 + 3664307284790625000*(3 - x)^10*Log[-3 + x]^8 - 1554554605668750000*(3 - x)^11*Log[-3 + x]^8 + 561366940935937500*(3 - x)^12*Log[-3 + x]^8 - 172728289518750000*(3 - x)^13*Log[-3 + x]^8 + 45238361540625000*(3 - x)^14*Log[-3 + x]^8 - 10052969231250000*(3 - x)^15*Log[-3 + x]^8 + 1884931730859375*(3 - x)^16*Log[-3 + x]^8 - 295675565625000*(3 - x)^17*Log[-3 + x]^8 + 38328314062500*(3 - x)^18*Log[-3 + x]^8 - 4034559375000*(3 - x)^19*Log[-3 + x]^8 + 336213281250*(3 - x)^20*Log[-3 + x]^8 - 21346875000*(3 - x)^21*Log[-3 + x]^8 + 970312500*(3 - x)^22*Log[-3 + x]^8 - 28125000*(3 - x)^23*Log[-3 + x]^8 + 390625*(3 - x)^24*Log[-3 + x]^8 - 800000000*Defer[Int][(x^15*Log[-3 + x]^8)/Log[x]^9, x] + 11479125600000000*Defer[Int][Log[-3 + x]^7/Log[x]^8, x] + 34437376800000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^8), x] + 3826375200000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^8, x] + 1275458400000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^8, x] + 425152800000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^8, x] + 141717600000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^8, x] + 47239200000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^8, x] + 15746400000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^8, x] + 5248800000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^8, x] + 1749600000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^8, x] + 583200000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^8, x] + 194400000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^8, x] + 64800000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^8, x] + 21600000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^8, x] + 7200000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^8, x] + 2400000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^8, x] + 800000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^8, x] + 1600000000*Defer[Int][(x^15*Log[-3 + x]^8)/Log[x]^8, x] - 2800000000*Defer[Int][(x^16*Log[-3 + x]^8)/Log[x]^8, x] + 137749507200000000*Defer[Int][Log[-3 + x]^7/Log[x]^7, x] + 413248521600000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^7), x] + 45916502400000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^7, x] + 15305500800000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^7, x] + 5101833600000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^7, x] + 1700611200000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^7, x] + 566870400000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^7, x] + 188956800000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^7, x] + 62985600000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^7, x] + 20995200000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^7, x] + 6998400000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^7, x] + 2332800000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^7, x] + 777600000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^7, x] + 259200000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^7, x] + 86400000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^7, x] + 28800000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^7, x] + 9600000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^7, x] + 3200000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^7, x] + 6800000000*Defer[Int][(x^16*Log[-3 + x]^8)/Log[x]^7, x] - 4200000000*Defer[Int][(x^17*Log[-3 + x]^8)/Log[x]^7, x] + 723184912800000000*Defer[Int][Log[-3 + x]^7/Log[x]^6, x] + 2169554738400000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^6), x] + 241061637600000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^6, x] + 80353879200000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^6, x] + 26784626400000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^6, x] + 8928208800000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^6, x] + 2976069600000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^6, x] + 992023200000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^6, x] + 330674400000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^6, x] + 110224800000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^6, x] + 36741600000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^6, x] + 12247200000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^6, x] + 4082400000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^6, x] + 1360800000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^6, x] + 453600000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^6, x] + 151200000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^6, x] + 50400000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^6, x] + 16800000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^6, x] + 5600000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x]^6, x] + 12600000000*Defer[Int][(x^17*Log[-3 + x]^8)/Log[x]^6, x] - 3500000000*Defer[Int][(x^18*Log[-3 + x]^8)/Log[x]^6, x] + 2169554738400000000*Defer[Int][Log[-3 + x]^7/Log[x]^5, x] + 6508664215200000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^5), x] + 723184912800000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^5, x] + 241061637600000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^5, x] + 80353879200000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^5, x] + 26784626400000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^5, x] + 8928208800000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^5, x] + 2976069600000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^5, x] + 992023200000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^5, x] + 330674400000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^5, x] + 110224800000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^5, x] + 36741600000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^5, x] + 12247200000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^5, x] + 4082400000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^5, x] + 1360800000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^5, x] + 453600000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^5, x] + 151200000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^5, x] + 50400000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^5, x] + 16800000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x]^5, x] + 5600000000*Defer[Int][(x^18*Log[-3 + x]^7)/Log[x]^5, x] + 13300000000*Defer[Int][(x^18*Log[-3 + x]^8)/Log[x]^5, x] - 1750000000*Defer[Int][(x^19*Log[-3 + x]^8)/Log[x]^5, x] + 4067915134500000000*Defer[Int][Log[-3 + x]^7/Log[x]^4, x] + 12203745403500000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^4), x] + 1355971711500000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^4, x] + 451990570500000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^4, x] + 150663523500000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^4, x] + 50221174500000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^4, x] + 16740391500000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^4, x] + 5580130500000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^4, x] + 1860043500000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^4, x] + 620014500000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^4, x] + 206671500000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^4, x] + 68890500000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^4, x] + 22963500000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^4, x] + 7654500000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^4, x] + 2551500000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^4, x] + 850500000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^4, x] + 283500000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^4, x] + 94500000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^4, x] + 31500000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x]^4, x] + 10500000000*Defer[Int][(x^18*Log[-3 + x]^7)/Log[x]^4, x] + 3500000000*Defer[Int][(x^19*Log[-3 + x]^7)/Log[x]^4, x] + 8750000000*Defer[Int][(x^19*Log[-3 + x]^8)/Log[x]^4, x] - 525000000*Defer[Int][(x^20*Log[-3 + x]^8)/Log[x]^4, x] + 4881498161400000000*Defer[Int][Log[-3 + x]^7/Log[x]^3, x] + 14644494484200000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^3), x] + 1627166053800000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^3, x] + 542388684600000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^3, x] + 180796228200000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^3, x] + 60265409400000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^3, x] + 20088469800000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^3, x] + 6696156600000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^3, x] + 2232052200000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^3, x] + 744017400000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^3, x] + 248005800000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^3, x] + 82668600000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^3, x] + 27556200000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^3, x] + 9185400000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^3, x] + 3061800000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^3, x] + 1020600000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^3, x] + 340200000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^3, x] + 113400000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^3, x] + 37800000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x]^3, x] + 12600000000*Defer[Int][(x^18*Log[-3 + x]^7)/Log[x]^3, x] + 4200000000*Defer[Int][(x^19*Log[-3 + x]^7)/Log[x]^3, x] + 1400000000*Defer[Int][(x^20*Log[-3 + x]^7)/Log[x]^3, x] + 3675000000*Defer[Int][(x^20*Log[-3 + x]^8)/Log[x]^3, x] - 87500000*Defer[Int][(x^21*Log[-3 + x]^8)/Log[x]^3, x] + 3661123621050000000*Defer[Int][Log[-3 + x]^7/Log[x]^2, x] + 10983370863150000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]^2), x] + 1220374540350000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x]^2, x] + 406791513450000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x]^2, x] + 135597171150000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x]^2, x] + 45199057050000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x]^2, x] + 15066352350000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x]^2, x] + 5022117450000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x]^2, x] + 1674039150000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x]^2, x] + 558013050000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x]^2, x] + 186004350000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x]^2, x] + 62001450000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x]^2, x] + 20667150000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x]^2, x] + 6889050000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x]^2, x] + 2296350000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x]^2, x] + 765450000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x]^2, x] + 255150000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x]^2, x] + 85050000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x]^2, x] + 28350000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x]^2, x] + 9450000000*Defer[Int][(x^18*Log[-3 + x]^7)/Log[x]^2, x] + 3150000000*Defer[Int][(x^19*Log[-3 + x]^7)/Log[x]^2, x] + 1050000000*Defer[Int][(x^20*Log[-3 + x]^7)/Log[x]^2, x] + 350000000*Defer[Int][(x^21*Log[-3 + x]^7)/Log[x]^2, x] + 962500000*Defer[Int][(x^21*Log[-3 + x]^8)/Log[x]^2, x] - 6250000*Defer[Int][(x^22*Log[-3 + x]^8)/Log[x]^2, x] + 1569052980450000000*Defer[Int][Log[-3 + x]^7/Log[x], x] + 4707158941350000000*Defer[Int][Log[-3 + x]^7/((-3 + x)*Log[x]), x] + 523017660150000000*Defer[Int][(x*Log[-3 + x]^7)/Log[x], x] + 174339220050000000*Defer[Int][(x^2*Log[-3 + x]^7)/Log[x], x] + 58113073350000000*Defer[Int][(x^3*Log[-3 + x]^7)/Log[x], x] + 19371024450000000*Defer[Int][(x^4*Log[-3 + x]^7)/Log[x], x] + 6457008150000000*Defer[Int][(x^5*Log[-3 + x]^7)/Log[x], x] + 2152336050000000*Defer[Int][(x^6*Log[-3 + x]^7)/Log[x], x] + 717445350000000*Defer[Int][(x^7*Log[-3 + x]^7)/Log[x], x] + 239148450000000*Defer[Int][(x^8*Log[-3 + x]^7)/Log[x], x] + 79716150000000*Defer[Int][(x^9*Log[-3 + x]^7)/Log[x], x] + 26572050000000*Defer[Int][(x^10*Log[-3 + x]^7)/Log[x], x] + 8857350000000*Defer[Int][(x^11*Log[-3 + x]^7)/Log[x], x] + 2952450000000*Defer[Int][(x^12*Log[-3 + x]^7)/Log[x], x] + 984150000000*Defer[Int][(x^13*Log[-3 + x]^7)/Log[x], x] + 328050000000*Defer[Int][(x^14*Log[-3 + x]^7)/Log[x], x] + 109350000000*Defer[Int][(x^15*Log[-3 + x]^7)/Log[x], x] + 36450000000*Defer[Int][(x^16*Log[-3 + x]^7)/Log[x], x] + 12150000000*Defer[Int][(x^17*Log[-3 + x]^7)/Log[x], x] + 4050000000*Defer[Int][(x^18*Log[-3 + x]^7)/Log[x], x] + 1350000000*Defer[Int][(x^19*Log[-3 + x]^7)/Log[x], x] + 450000000*Defer[Int][(x^20*Log[-3 + x]^7)/Log[x], x] + 150000000*Defer[Int][(x^21*Log[-3 + x]^7)/Log[x], x] + 50000000*Defer[Int][(x^22*Log[-3 + x]^7)/Log[x], x] + 143750000*Defer[Int][(x^22*Log[-3 + x]^8)/Log[x], x]","F",0,0,0,0,-1,"{}"
1247,1,17,0,0.006067,"\int \frac{1+e^4 (-11-10 x)}{e^4} \, dx","Int[(1 + E^4*(-11 - 10*x))/E^4,x]","\frac{x}{e^4}-\frac{1}{20} (10 x+11)^2","-4 x^2+\frac{x}{e^4}-x-(x+5)^2",1,"x/E^4 - (11 + 10*x)^2/20","A",2,1,15,0.06667,1,"{12}"
1248,1,34,0,0.0751626,"\int \left(e^x (-4-4 x)+2 x+20 e^{10 x^2} x+e^{5 x^2} \left(-2-20 x^2\right)\right) \, dx","Int[E^x*(-4 - 4*x) + 2*x + 20*E^(10*x^2)*x + E^(5*x^2)*(-2 - 20*x^2),x]","x^2-2 e^{5 x^2} x+e^{10 x^2}+4 e^x-4 e^x (x+1)","\left(x-e^{5 x^2}\right)^2-4 e^x x+3",1,"4*E^x + E^(10*x^2) - 2*E^(5*x^2)*x + x^2 - 4*E^x*(1 + x)","A",9,6,38,0.1579,1,"{2176, 2194, 2209, 2226, 2204, 2212}"
1249,1,28,0,0.6692423,"\int \frac{-14950+17450 x+32400 x^2+209952 x^3+\left(7475 x+88776 x^2-104976 x^3\right) \log \left(\frac{89401 x^2-193752 x^3+104976 x^4}{625+16200 x+104976 x^2}\right)}{14950 x+177552 x^2-209952 x^3+\left(-7475 x-88776 x^2+104976 x^3\right) \log \left(\frac{89401 x^2-193752 x^3+104976 x^4}{625+16200 x+104976 x^2}\right)} \, dx","Int[(-14950 + 17450*x + 32400*x^2 + 209952*x^3 + (7475*x + 88776*x^2 - 104976*x^3)*Log[(89401*x^2 - 193752*x^3 + 104976*x^4)/(625 + 16200*x + 104976*x^2)])/(14950*x + 177552*x^2 - 209952*x^3 + (-7475*x - 88776*x^2 + 104976*x^3)*Log[(89401*x^2 - 193752*x^3 + 104976*x^4)/(625 + 16200*x + 104976*x^2)]),x]","\log \left(2-\log \left(\frac{(299-324 x)^2 x^2}{(324 x+25)^2}\right)\right)-x","\log \left(\log \left(\left(\frac{x}{x+\frac{25}{324}}-x\right)^2\right)-2\right)-x",1,"-x + Log[2 - Log[((299 - 324*x)^2*x^2)/(25 + 324*x)^2]]","A",4,3,122,0.02459,1,"{6688, 6728, 6684}"
1250,0,0,0,31.3892787,"\int \frac{\exp \left(15-5 x+(-3+x+\log (3+x)) \log \left(\frac{1}{4} (8+\log (x))\right)\right) \left(-9-160 x-39 x^2+\left(-20 x-5 x^2\right) \log (x)+(3+x) \log (3+x)+\left(32 x+8 x^2+\left(4 x+x^2\right) \log (x)\right) \log \left(\frac{1}{4} (8+\log (x))\right)\right)}{(3+x)^5 \left(24 x+8 x^2+\left(3 x+x^2\right) \log (x)\right)} \, dx","Int[(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*(-9 - 160*x - 39*x^2 + (-20*x - 5*x^2)*Log[x] + (3 + x)*Log[3 + x] + (32*x + 8*x^2 + (4*x + x^2)*Log[x])*Log[(8 + Log[x])/4]))/((3 + x)^5*(24*x + 8*x^2 + (3*x + x^2)*Log[x])),x]","\int \frac{\exp \left(15-5 x+(-3+x+\log (3+x)) \log \left(\frac{1}{4} (8+\log (x))\right)\right) \left(-9-160 x-39 x^2+\left(-20 x-5 x^2\right) \log (x)+(3+x) \log (3+x)+\left(32 x+8 x^2+\left(4 x+x^2\right) \log (x)\right) \log \left(\frac{1}{4} (8+\log (x))\right)\right)}{(3+x)^5 \left(24 x+8 x^2+\left(3 x+x^2\right) \log (x)\right)} \, dx","\exp \left((-x-\log (x+3)+3) \left(5-\log \left(\frac{\log (x)}{4}+2\right)\right)\right)",1,"-5*Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/(3 + x)^6, x] - 5*Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/(3 + x)^5, x] - Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/(x*(8 + Log[x])), x]/81 + 2*Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/((3 + x)^5*(8 + Log[x])), x] + Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/((3 + x)^4*(8 + Log[x])), x]/3 + Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/((3 + x)^3*(8 + Log[x])), x]/9 + Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/((3 + x)^2*(8 + Log[x])), x]/27 + Defer[Int][E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])/((3 + x)*(8 + Log[x])), x]/81 + Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/(x*(8 + Log[x])), x]/243 - Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/((3 + x)^5*(8 + Log[x])), x]/3 - Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/((3 + x)^4*(8 + Log[x])), x]/9 - Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/((3 + x)^3*(8 + Log[x])), x]/27 - Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/((3 + x)^2*(8 + Log[x])), x]/81 - Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[3 + x])/((3 + x)*(8 + Log[x])), x]/243 + Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[(8 + Log[x])/4])/(3 + x)^6, x] + Defer[Int][(E^(15 - 5*x + (-3 + x + Log[3 + x])*Log[(8 + Log[x])/4])*Log[(8 + Log[x])/4])/(3 + x)^5, x]","F",0,0,0,0,-1,"{}"
1251,0,0,0,3.1333628,"\int \frac{-60 x-21 x^2+5 x^3+135 x^4+135 x^5+99 x^6+59 x^7+18 x^8+2 x^9+e^{2 x} \left(135 x^2+135 x^3+99 x^4+59 x^5+18 x^6+2 x^7\right)+e^x \left(45+34 x-2 x^2-271 x^3-270 x^4-198 x^5-118 x^6-36 x^7-4 x^8\right)}{54 x^6+54 x^7+18 x^8+2 x^9+e^{2 x} \left(54 x^4+54 x^5+18 x^6+2 x^7\right)+e^x \left(-108 x^5-108 x^6-36 x^7-4 x^8\right)} \, dx","Int[(-60*x - 21*x^2 + 5*x^3 + 135*x^4 + 135*x^5 + 99*x^6 + 59*x^7 + 18*x^8 + 2*x^9 + E^(2*x)*(135*x^2 + 135*x^3 + 99*x^4 + 59*x^5 + 18*x^6 + 2*x^7) + E^x*(45 + 34*x - 2*x^2 - 271*x^3 - 270*x^4 - 198*x^5 - 118*x^6 - 36*x^7 - 4*x^8))/(54*x^6 + 54*x^7 + 18*x^8 + 2*x^9 + E^(2*x)*(54*x^4 + 54*x^5 + 18*x^6 + 2*x^7) + E^x*(-108*x^5 - 108*x^6 - 36*x^7 - 4*x^8)),x]","\int \frac{-60 x-21 x^2+5 x^3+135 x^4+135 x^5+99 x^6+59 x^7+18 x^8+2 x^9+e^{2 x} \left(135 x^2+135 x^3+99 x^4+59 x^5+18 x^6+2 x^7\right)+e^x \left(45+34 x-2 x^2-271 x^3-270 x^4-198 x^5-118 x^6-36 x^7-4 x^8\right)}{54 x^6+54 x^7+18 x^8+2 x^9+e^{2 x} \left(54 x^4+54 x^5+18 x^6+2 x^7\right)+e^x \left(-108 x^5-108 x^6-36 x^7-4 x^8\right)} \, dx","\frac{(5-x) \left(\frac{1}{x (x+3)^2 \left(x-e^x\right)}-x\right)}{2 x^2}+x+4",1,"-5/(2*x) + x + (5*Defer[Int][1/((E^x - x)*x^4), x])/6 - (5*Defer[Int][1/((E^x - x)^2*x^3), x])/18 - (11*Defer[Int][1/((E^x - x)*x^3), x])/54 + (14*Defer[Int][1/((E^x - x)^2*x^2), x])/27 - Defer[Int][1/((E^x - x)*x^2), x]/9 - (10*Defer[Int][1/((E^x - x)^2*x), x])/27 + (7*Defer[Int][1/((E^x - x)*x), x])/54 - (8*Defer[Int][1/((E^x - x)*(3 + x)^3), x])/27 + (16*Defer[Int][1/((E^x - x)^2*(3 + x)^2), x])/27 - (5*Defer[Int][1/((E^x - x)*(3 + x)^2), x])/18 + (10*Defer[Int][1/((E^x - x)^2*(3 + x)), x])/27 - (7*Defer[Int][1/((E^x - x)*(3 + x)), x])/54","F",0,0,0,0,-1,"{}"
1252,0,0,0,7.9911925,"\int \frac{50 x-50 x^2+e^{4 x+x^2} \left(-200 x^2-100 x^3\right)+\left(x-x^3+e^{4 x+x^2} \left(1-x^2\right)+e^3 \left(-1+x^2\right)+\left(-1+x^2\right) \log (x)\right) \log ^3\left(-e^3+e^{4 x+x^2}+x-\log (x)\right)}{\left(e^3 x^2-e^{4 x+x^2} x^2-x^3+x^2 \log (x)\right) \log ^3\left(-e^3+e^{4 x+x^2}+x-\log (x)\right)} \, dx","Int[(50*x - 50*x^2 + E^(4*x + x^2)*(-200*x^2 - 100*x^3) + (x - x^3 + E^(4*x + x^2)*(1 - x^2) + E^3*(-1 + x^2) + (-1 + x^2)*Log[x])*Log[-E^3 + E^(4*x + x^2) + x - Log[x]]^3)/((E^3*x^2 - E^(4*x + x^2)*x^2 - x^3 + x^2*Log[x])*Log[-E^3 + E^(4*x + x^2) + x - Log[x]]^3),x]","\int \frac{50 x-50 x^2+e^{4 x+x^2} \left(-200 x^2-100 x^3\right)+\left(x-x^3+e^{4 x+x^2} \left(1-x^2\right)+e^3 \left(-1+x^2\right)+\left(-1+x^2\right) \log (x)\right) \log ^3\left(-e^3+e^{4 x+x^2}+x-\log (x)\right)}{\left(e^3 x^2-e^{4 x+x^2} x^2-x^3+x^2 \log (x)\right) \log ^3\left(-e^3+e^{4 x+x^2}+x-\log (x)\right)} \, dx","x+\frac{1}{x}-\frac{25}{\log ^2\left(x+e^{x (x+4)}-\log (x)-e^3\right)}",1,"x^(-1) + x + 200*Defer[Int][Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^(-3), x] + 100*Defer[Int][x/Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3, x] - 50*Defer[Int][1/(x*(-E^3 + E^(x*(4 + x)) + x - Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x] - 100*Defer[Int][x^2/((-E^3 + E^(x*(4 + x)) + x - Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x] + 100*Defer[Int][(x*Log[x])/((-E^3 + E^(x*(4 + x)) + x - Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x] - 50*(1 + 4*E^3)*Defer[Int][1/((E^3 - E^(x*(4 + x)) - x + Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x] + 100*(2 - E^3)*Defer[Int][x/((E^3 - E^(x*(4 + x)) - x + Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x] - 200*Defer[Int][Log[x]/((E^3 - E^(x*(4 + x)) - x + Log[x])*Log[-E^3 + E^(x*(4 + x)) + x - Log[x]]^3), x]","F",0,0,0,0,-1,"{}"
1253,1,75,0,0.1879931,"\int \frac{4-x^2+2 x^3+\log ^2(x)+\log (x) \left(4-2 \log \left(-\frac{x}{-1+\log (5)}\right)\right)-4 \log \left(-\frac{x}{-1+\log (5)}\right)+\log ^2\left(-\frac{x}{-1+\log (5)}\right)}{x^2} \, dx","Int[(4 - x^2 + 2*x^3 + Log[x]^2 + Log[x]*(4 - 2*Log[-(x/(-1 + Log[5]))]) - 4*Log[-(x/(-1 + Log[5]))] + Log[-(x/(-1 + Log[5]))]^2)/x^2,x]","x^2-x-\frac{10}{x}-\frac{\log ^2(x)}{x}-\frac{\log ^2\left(\frac{x}{1-\log (5)}\right)}{x}-\frac{6 \log (x)}{x}+\frac{2 (\log (x)+3)}{x}+\frac{2 (\log (x)+2) \log \left(\frac{x}{1-\log (5)}\right)}{x}","x \left(x-\frac{\left(-\log \left(\frac{x^2}{x-x \log (5)}\right)+x+\log (x)+2\right)^2}{x^2}\right)",1,"-10/x - x + x^2 - (6*Log[x])/x - Log[x]^2/x + (2*(3 + Log[x]))/x + (2*(2 + Log[x])*Log[x/(1 - Log[5])])/x - Log[x/(1 - Log[5])]^2/x","B",13,4,61,0.06557,1,"{14, 2304, 2305, 2366}"
1254,1,28,0,0.0930086,"\int \frac{28 e^4+e^{5+x^2} \left(2 x+e^4 \left(1-10 x+2 x^2\right)\right)}{e^4} \, dx","Int[(28*E^4 + E^(5 + x^2)*(2*x + E^4*(1 - 10*x + 2*x^2)))/E^4,x]","e^{x^2+5} x+\left(1-5 e^4\right) e^{x^2+1}+28 x","\left(e^{x^2+5}+28\right) \left(x+\frac{1}{e^4}-5\right)",1,"E^(1 + x^2)*(1 - 5*E^4) + 28*x + E^(5 + x^2)*x","A",8,5,36,0.1389,1,"{12, 2226, 2204, 2209, 2212}"
1255,1,31,0,0.3432739,"\int \frac{-6+4 e^3-2 e^6+\left(4+2 e^6\right) \log (x)-4 e^3 \log ^2(x)+2 \log ^3(x)+\left(6-4 e^3+2 e^6+\left(2-4 e^3\right) \log (x)+2 \log ^2(x)\right) \log \left(4+e^6+\left(-1-2 e^3\right) \log (x)+\log ^2(x)\right)}{4 x+e^6 x+\left(-x-2 e^3 x\right) \log (x)+x \log ^2(x)} \, dx","Int[(-6 + 4*E^3 - 2*E^6 + (4 + 2*E^6)*Log[x] - 4*E^3*Log[x]^2 + 2*Log[x]^3 + (6 - 4*E^3 + 2*E^6 + (2 - 4*E^3)*Log[x] + 2*Log[x]^2)*Log[4 + E^6 + (-1 - 2*E^3)*Log[x] + Log[x]^2])/(4*x + E^6*x + (-x - 2*E^3*x)*Log[x] + x*Log[x]^2),x]","\left(-\log \left(\log ^2(x)-2 e^3 \log (x)-\log (x)+e^6+4\right)-\log (x)+1\right)^2","\left(\log (x)+\log \left(\left(\log (x)-e^3\right)^2-\log (x)+4\right)-1\right)^2",1,"(1 - Log[x] - Log[4 + E^6 - Log[x] - 2*E^3*Log[x] + Log[x]^2])^2","A",10,4,117,0.03419,1,"{6, 12, 6688, 6686}"
1256,0,0,0,0.9566557,"\int \frac{e (-1-5 x)+x+x^2-4 x^3+\left(-4 e-4 x^2\right) \log (x)+(e x+e \log (x)) \log (x+\log (x))}{x^3+x^2 \log (x)} \, dx","Int[(E*(-1 - 5*x) + x + x^2 - 4*x^3 + (-4*E - 4*x^2)*Log[x] + (E*x + E*Log[x])*Log[x + Log[x]])/(x^3 + x^2*Log[x]),x]","\int \frac{e (-1-5 x)+x+x^2-4 x^3+\left(-4 e-4 x^2\right) \log (x)+(e x+e \log (x)) \log (x+\log (x))}{x^3+x^2 \log (x)} \, dx","\frac{(x-e) (\log (x+\log (x))-2 (2 x+2))}{x}",1,"(4*E)/x - 4*x - Defer[Int][(-x - Log[x])^(-1), x] - E*Defer[Int][1/(x^2*(x + Log[x])), x] + (1 - E)*Defer[Int][1/(x*(x + Log[x])), x] + E*Defer[Int][Log[x + Log[x]]/x^2, x]","F",0,0,0,0,-1,"{}"
1257,1,30,0,0.3052463,"\int \frac{1}{8} e^{\frac{1}{8} \left(8 e^x-8 x^3+e^{x^2} x^3-8 \log (4)\right)} \left(8 e^x-24 x^2+e^{x^2} \left(3 x^2+2 x^4\right)\right) \, dx","Int[(E^((8*E^x - 8*x^3 + E^x^2*x^3 - 8*Log[4])/8)*(8*E^x - 24*x^2 + E^x^2*(3*x^2 + 2*x^4)))/8,x]","\frac{1}{4} e^{\frac{1}{8} \left(-8 x^3+e^{x^2} x^3+8 e^x\right)}","\frac{1}{4} e^{-x^3+\frac{1}{8} e^{x^2} x^3+e^x}",1,"E^((8*E^x - 8*x^3 + E^x^2*x^3)/8)/4","A",4,3,62,0.04839,1,"{12, 2274, 6706}"
1258,1,21,0,0.0432066,"\int \frac{-2+3 e x^2+e (-2+6 x) \log (4)+3 e \log ^2(4)}{e x^2+2 e x \log (4)+e \log ^2(4)} \, dx","Int[(-2 + 3*E*x^2 + E*(-2 + 6*x)*Log[4] + 3*E*Log[4]^2)/(E*x^2 + 2*E*x*Log[4] + E*Log[4]^2),x]","3 x+\frac{2 (1+e \log (4))}{e (x+\log (4))}","x+2 \left(x+\frac{\frac{1}{e}-x}{x+\log (4)}\right)",1,"3*x + (2*(1 + E*Log[4]))/(E*(x + Log[4]))","A",4,3,45,0.06667,1,"{27, 12, 1850}"
1259,1,20,0,0.5318887,"\int \frac{e^{-\frac{x}{\log \left(\frac{48 x}{4+3 x}\right)}} \left(1036+(-1036-777 x) \log \left(\frac{48 x}{4+3 x}\right)\right)}{(4+3 x) \log ^2\left(\frac{48 x}{4+3 x}\right)} \, dx","Int[(1036 + (-1036 - 777*x)*Log[(48*x)/(4 + 3*x)])/(E^(x/Log[(48*x)/(4 + 3*x)])*(4 + 3*x)*Log[(48*x)/(4 + 3*x)]^2),x]","259 e^{-\frac{x}{\log \left(\frac{48 x}{3 x+4}\right)}}","259 e^{-\frac{x}{\log \left(\frac{16 x}{x+\frac{4}{3}}\right)}}",1,"259/E^(x/Log[(48*x)/(4 + 3*x)])","A",1,1,58,0.01724,1,"{6706}"
1260,1,55,0,0.2025969,"\int e^{-x^2} \left(8-62 x-13 x^2+50 x^3-2 x^4-6 x^5\right) \, dx","Int[(8 - 62*x - 13*x^2 + 50*x^3 - 2*x^4 - 6*x^5)/E^x^2,x]","-19 e^{-x^2} x^2+8 e^{-x^2} x+12 e^{-x^2}+3 e^{-x^2} x^4+e^{-x^2} x^3","e^{-x^2} \left(3 \left(\frac{4}{x}-x\right)-4\right) x \left(-x^2+x+1\right)",1,"12/E^x^2 + (8*x)/E^x^2 - (19*x^2)/E^x^2 + x^3/E^x^2 + (3*x^4)/E^x^2","A",14,4,33,0.1212,1,"{2226, 2205, 2209, 2212}"
1261,1,61,0,0.9510292,"\int \frac{-e^{-2 x} x+\left(-3 x^3-2 x^4+e^{e^9} \left(3 x^2+2 x^3\right)\right) \log \left(4 e^{e^9}-4 x\right)+\left(e^{e^9-2 x}-e^{-2 x} x\right) \log \left(4 e^{e^9}-4 x\right) \log \left(\log \left(4 e^{e^9}-4 x\right)\right)}{\left(2 e^{e^9-2 x}-2 e^{-2 x} x\right) \log \left(4 e^{e^9}-4 x\right)} \, dx","Int[(-(x/E^(2*x)) + (-3*x^3 - 2*x^4 + E^E^9*(3*x^2 + 2*x^3))*Log[4*E^E^9 - 4*x] + (E^(E^9 - 2*x) - x/E^(2*x))*Log[4*E^E^9 - 4*x]*Log[Log[4*E^E^9 - 4*x]])/((2*E^(E^9 - 2*x) - (2*x)/E^(2*x))*Log[4*E^E^9 - 4*x]),x]","\frac{1}{2} e^{2 x} x^3-\frac{1}{2} \left(e^{e^9}-x\right) \log \left(\log \left(4 \left(e^{e^9}-x\right)\right)\right)+\frac{1}{2} e^{e^9} \log \left(\log \left(4 \left(e^{e^9}-x\right)\right)\right)","\frac{1}{2} x \left(e^{2 x} x^2+\log \left(\log \left(4 \left(e^{e^9}-x\right)\right)\right)\right)",1,"(E^(2*x)*x^3)/2 + (E^E^9*Log[Log[4*(E^E^9 - x)]])/2 - ((E^E^9 - x)*Log[Log[4*(E^E^9 - x)]])/2","B",21,11,131,0.08397,1,"{6688, 12, 2196, 2176, 2194, 2411, 2353, 2298, 2302, 29, 2520}"
1262,1,33,0,1.52192,"\int \frac{e^{-x} \left(3840+1920 x-1622 x^2+194 x^3+10 x^4+e^x \left(16 x^2-8 x^3+x^4\right)\right)}{16 x^2-8 x^3+x^4} \, dx","Int[(3840 + 1920*x - 1622*x^2 + 194*x^3 + 10*x^4 + E^x*(16*x^2 - 8*x^3 + x^4))/(E^x*(16*x^2 - 8*x^3 + x^4)),x]","x-10 e^{-x}+\frac{34 e^{-x}}{4-x}-\frac{240 e^{-x}}{x}","x-\frac{e^{-x} \left(x+(x+30) \left(\frac{x}{x-4}+8\right)\right)}{x}-3",1,"-10/E^x + 34/(E^x*(4 - x)) - 240/(E^x*x) + x","A",31,7,60,0.1167,1,"{1594, 27, 6742, 2177, 2178, 2199, 2194}"
1263,1,61,0,0.0145206,"\int \frac{1}{25} \left(565+450 x+108 x^{7/5}-810 x^2+180 x^3+\sqrt[5]{x} \left(-216-594 x+288 x^2\right)\right) \, dx","Int[(565 + 450*x + 108*x^(7/5) - 810*x^2 + 180*x^3 + x^(1/5)*(-216 - 594*x + 288*x^2))/25,x]","\frac{18 x^{16/5}}{5}+\frac{9 x^{12/5}}{5}-\frac{54 x^{11/5}}{5}-\frac{36 x^{6/5}}{5}+\frac{9 x^4}{5}-\frac{54 x^3}{5}+9 x^2+\frac{113 x}{5}","\frac{1}{5} \left(6-3 x \left(x+\sqrt[5]{x}-3\right)\right)^2+x",1,"(113*x)/5 - (36*x^(6/5))/5 + 9*x^2 - (54*x^(11/5))/5 + (9*x^(12/5))/5 - (54*x^3)/5 + (18*x^(16/5))/5 + (9*x^4)/5","B",4,2,42,0.04762,1,"{12, 14}"
1264,1,21,0,0.0317501,"\int \frac{-20+e^2 \left(-16-56 x+31 x^2-4 x^3\right)}{e^2 \left(16-8 x+x^2\right)} \, dx","Int[(-20 + E^2*(-16 - 56*x + 31*x^2 - 4*x^3))/(E^2*(16 - 8*x + x^2)),x]","-2 x^2-x-\frac{20}{e^2 (4-x)}","\left(-2 x+\frac{5}{e^2 (x-4)}-\frac{27}{4 x}-1\right) x",1,"-20/(E^2*(4 - x)) - x - 2*x^2","A",4,3,35,0.08571,1,"{12, 27, 1850}"
1265,0,0,0,21.8312369,"\int \frac{-5083731656658 x^3-13122 e^{9 x} x^3+5083731656658 x^4-2259436291848 x^5+585779779368 x^6-97629963228 x^7+10847773692 x^8-803538792 x^9+38263752 x^{10}-1062882 x^{11}+13122 x^{12}+e^{24} (-36+20 x)+e^{8 x} \left(-1062882 x^3+118098 x^4\right)+e^{7 x} \left(-38263752 x^3+8503056 x^4-472392 x^5\right)+e^{6 x} \left(-803538792 x^3+267846264 x^4-29760696 x^5+1102248 x^6\right)+e^{5 x} \left(-10847773692 x^3+4821232752 x^4-803538792 x^5+59521392 x^6-1653372 x^7\right)+e^{4 x} \left(-97629963228 x^3+54238868460 x^4-12053081880 x^5+1339231320 x^6-74401740 x^7+1653372 x^8\right)+e^{3 x} \left(-585779779368 x^3+390519852912 x^4-108477736920 x^5+16070775840 x^6-1339231320 x^7+59521392 x^8-1102248 x^9\right)+e^{2 x} \left(-2259436291848 x^3+1757339338104 x^4-585779779368 x^5+108477736920 x^6-12053081880 x^7+803538792 x^8-29760696 x^9+472392 x^{10}\right)+e^x \left(e^{24} (-4-16 x)-5083731656658 x^3+4518872583696 x^4-1757339338104 x^5+390519852912 x^6-54238868460 x^7+4821232752 x^8-267846264 x^9+8503056 x^{10}-118098 x^{11}\right)}{2541865828329 x^3+6561 e^{9 x} x^3-2541865828329 x^4+1129718145924 x^5-292889889684 x^6+48814981614 x^7-5423886846 x^8+401769396 x^9-19131876 x^{10}+531441 x^{11}-6561 x^{12}+e^{8 x} \left(531441 x^3-59049 x^4\right)+e^{7 x} \left(19131876 x^3-4251528 x^4+236196 x^5\right)+e^{6 x} \left(401769396 x^3-133923132 x^4+14880348 x^5-551124 x^6\right)+e^{5 x} \left(5423886846 x^3-2410616376 x^4+401769396 x^5-29760696 x^6+826686 x^7\right)+e^{4 x} \left(48814981614 x^3-27119434230 x^4+6026540940 x^5-669615660 x^6+37200870 x^7-826686 x^8\right)+e^{3 x} \left(292889889684 x^3-195259926456 x^4+54238868460 x^5-8035387920 x^6+669615660 x^7-29760696 x^8+551124 x^9\right)+e^{2 x} \left(1129718145924 x^3-878669669052 x^4+292889889684 x^5-54238868460 x^6+6026540940 x^7-401769396 x^8+14880348 x^9-236196 x^{10}\right)+e^x \left(2541865828329 x^3-2259436291848 x^4+878669669052 x^5-195259926456 x^6+27119434230 x^7-2410616376 x^8+133923132 x^9-4251528 x^{10}+59049 x^{11}\right)} \, dx","Int[(-5083731656658*x^3 - 13122*E^(9*x)*x^3 + 5083731656658*x^4 - 2259436291848*x^5 + 585779779368*x^6 - 97629963228*x^7 + 10847773692*x^8 - 803538792*x^9 + 38263752*x^10 - 1062882*x^11 + 13122*x^12 + E^24*(-36 + 20*x) + E^(8*x)*(-1062882*x^3 + 118098*x^4) + E^(7*x)*(-38263752*x^3 + 8503056*x^4 - 472392*x^5) + E^(6*x)*(-803538792*x^3 + 267846264*x^4 - 29760696*x^5 + 1102248*x^6) + E^(5*x)*(-10847773692*x^3 + 4821232752*x^4 - 803538792*x^5 + 59521392*x^6 - 1653372*x^7) + E^(4*x)*(-97629963228*x^3 + 54238868460*x^4 - 12053081880*x^5 + 1339231320*x^6 - 74401740*x^7 + 1653372*x^8) + E^(3*x)*(-585779779368*x^3 + 390519852912*x^4 - 108477736920*x^5 + 16070775840*x^6 - 1339231320*x^7 + 59521392*x^8 - 1102248*x^9) + E^(2*x)*(-2259436291848*x^3 + 1757339338104*x^4 - 585779779368*x^5 + 108477736920*x^6 - 12053081880*x^7 + 803538792*x^8 - 29760696*x^9 + 472392*x^10) + E^x*(E^24*(-4 - 16*x) - 5083731656658*x^3 + 4518872583696*x^4 - 1757339338104*x^5 + 390519852912*x^6 - 54238868460*x^7 + 4821232752*x^8 - 267846264*x^9 + 8503056*x^10 - 118098*x^11))/(2541865828329*x^3 + 6561*E^(9*x)*x^3 - 2541865828329*x^4 + 1129718145924*x^5 - 292889889684*x^6 + 48814981614*x^7 - 5423886846*x^8 + 401769396*x^9 - 19131876*x^10 + 531441*x^11 - 6561*x^12 + E^(8*x)*(531441*x^3 - 59049*x^4) + E^(7*x)*(19131876*x^3 - 4251528*x^4 + 236196*x^5) + E^(6*x)*(401769396*x^3 - 133923132*x^4 + 14880348*x^5 - 551124*x^6) + E^(5*x)*(5423886846*x^3 - 2410616376*x^4 + 401769396*x^5 - 29760696*x^6 + 826686*x^7) + E^(4*x)*(48814981614*x^3 - 27119434230*x^4 + 6026540940*x^5 - 669615660*x^6 + 37200870*x^7 - 826686*x^8) + E^(3*x)*(292889889684*x^3 - 195259926456*x^4 + 54238868460*x^5 - 8035387920*x^6 + 669615660*x^7 - 29760696*x^8 + 551124*x^9) + E^(2*x)*(1129718145924*x^3 - 878669669052*x^4 + 292889889684*x^5 - 54238868460*x^6 + 6026540940*x^7 - 401769396*x^8 + 14880348*x^9 - 236196*x^10) + E^x*(2541865828329*x^3 - 2259436291848*x^4 + 878669669052*x^5 - 195259926456*x^6 + 27119434230*x^7 - 2410616376*x^8 + 133923132*x^9 - 4251528*x^10 + 59049*x^11)),x]","\int \frac{-5083731656658 x^3-13122 e^{9 x} x^3+5083731656658 x^4-2259436291848 x^5+585779779368 x^6-97629963228 x^7+10847773692 x^8-803538792 x^9+38263752 x^{10}-1062882 x^{11}+13122 x^{12}+e^{24} (-36+20 x)+e^{8 x} \left(-1062882 x^3+118098 x^4\right)+e^{7 x} \left(-38263752 x^3+8503056 x^4-472392 x^5\right)+e^{6 x} \left(-803538792 x^3+267846264 x^4-29760696 x^5+1102248 x^6\right)+e^{5 x} \left(-10847773692 x^3+4821232752 x^4-803538792 x^5+59521392 x^6-1653372 x^7\right)+e^{4 x} \left(-97629963228 x^3+54238868460 x^4-12053081880 x^5+1339231320 x^6-74401740 x^7+1653372 x^8\right)+e^{3 x} \left(-585779779368 x^3+390519852912 x^4-108477736920 x^5+16070775840 x^6-1339231320 x^7+59521392 x^8-1102248 x^9\right)+e^{2 x} \left(-2259436291848 x^3+1757339338104 x^4-585779779368 x^5+108477736920 x^6-12053081880 x^7+803538792 x^8-29760696 x^9+472392 x^{10}\right)+e^x \left(e^{24} (-4-16 x)-5083731656658 x^3+4518872583696 x^4-1757339338104 x^5+390519852912 x^6-54238868460 x^7+4821232752 x^8-267846264 x^9+8503056 x^{10}-118098 x^{11}\right)}{2541865828329 x^3+6561 e^{9 x} x^3-2541865828329 x^4+1129718145924 x^5-292889889684 x^6+48814981614 x^7-5423886846 x^8+401769396 x^9-19131876 x^{10}+531441 x^{11}-6561 x^{12}+e^{8 x} \left(531441 x^3-59049 x^4\right)+e^{7 x} \left(19131876 x^3-4251528 x^4+236196 x^5\right)+e^{6 x} \left(401769396 x^3-133923132 x^4+14880348 x^5-551124 x^6\right)+e^{5 x} \left(5423886846 x^3-2410616376 x^4+401769396 x^5-29760696 x^6+826686 x^7\right)+e^{4 x} \left(48814981614 x^3-27119434230 x^4+6026540940 x^5-669615660 x^6+37200870 x^7-826686 x^8\right)+e^{3 x} \left(292889889684 x^3-195259926456 x^4+54238868460 x^5-8035387920 x^6+669615660 x^7-29760696 x^8+551124 x^9\right)+e^{2 x} \left(1129718145924 x^3-878669669052 x^4+292889889684 x^5-54238868460 x^6+6026540940 x^7-401769396 x^8+14880348 x^9-236196 x^{10}\right)+e^x \left(2541865828329 x^3-2259436291848 x^4+878669669052 x^5-195259926456 x^6+27119434230 x^7-2410616376 x^8+133923132 x^9-4251528 x^{10}+59049 x^{11}\right)} \, dx","2 \left(\frac{e^{24}}{6561 \left(-x+e^x+9\right)^8 x^2}-x\right)",1,"-2*x - (4*E^24*Defer[Int][1/((9 + E^x - x)^8*x^3), x])/6561 + (160*E^24*Defer[Int][1/((9 + E^x - x)^9*x^2), x])/6561 - (16*E^24*Defer[Int][1/((9 + E^x - x)^8*x^2), x])/6561 - (16*E^24*Defer[Int][1/((9 + E^x - x)^9*x), x])/6561","F",0,0,0,0,-1,"{}"
1266,1,76,0,0.2406555,"\int \frac{-17860500-12026070 x-2452842 x^2-142884 x^3+\left(16074450+9406530 x+1468530 x^2+39690 x^3\right) \log (x)+\left(-3572100-1786050 x-198450 x^2\right) \log ^2(x)}{x^5} \, dx","Int[(-17860500 - 12026070*x - 2452842*x^2 - 142884*x^3 + (16074450 + 9406530*x + 1468530*x^2 + 39690*x^3)*Log[x] + (-3572100 - 1786050*x - 198450*x^2)*Log[x]^2)/x^5,x]","\frac{3572100}{x^4}+\frac{893025 \log ^2(x)}{x^4}-\frac{3572100 \log (x)}{x^4}+\frac{3095820}{x^3}+\frac{595350 \log ^2(x)}{x^3}-\frac{2738610 \log (x)}{x^3}+\frac{908901}{x^2}+\frac{99225 \log ^2(x)}{x^2}-\frac{635040 \log (x)}{x^2}+\frac{103194}{x}-\frac{39690 \log (x)}{x}","\frac{3969 (x+3)^2 (5 (\log (x)-2)-x)^2}{x^4}",1,"3572100/x^4 + 3095820/x^3 + 908901/x^2 + 103194/x - (3572100*Log[x])/x^4 - (2738610*Log[x])/x^3 - (635040*Log[x])/x^2 - (39690*Log[x])/x + (893025*Log[x]^2)/x^4 + (595350*Log[x]^2)/x^3 + (99225*Log[x]^2)/x^2","B",18,4,52,0.07692,1,"{14, 2357, 2304, 2305}"
1267,1,27,0,0.4566197,"\int \frac{4+8 x+x^2+2 x^3+\left(2 x^2+2 x^3\right) \log (-1-x)+\left(2 x^2+2 x^3\right) \log (x)}{x+x^2} \, dx","Int[(4 + 8*x + x^2 + 2*x^3 + (2*x^2 + 2*x^3)*Log[-1 - x] + (2*x^2 + 2*x^3)*Log[x])/(x + x^2),x]","x^2 \log (-x-1)+x^2 \log (x)+4 \log (x)+4 \log (x+1)","\left(x^2+4\right) (\log (-x-1)+\log (x))+3",1,"x^2*Log[-1 - x] + 4*Log[x] + x^2*Log[x] + 4*Log[1 + x]","A",11,6,53,0.1132,1,"{1593, 6742, 1620, 2395, 43, 2304}"
1268,1,322,0,2.0761973,"\int \frac{20+45 x+18 x^2+18 x^3+4 x^4+\left(-20-20 x-24 x^2-28 x^3-4 x^4\right) \log \left(x+x^2\right)}{125 x^2+125 x^3+100 x^4+100 x^5+20 x^6+20 x^7} \, dx","Int[(20 + 45*x + 18*x^2 + 18*x^3 + 4*x^4 + (-20 - 20*x - 24*x^2 - 28*x^3 - 4*x^4)*Log[x + x^2])/(125*x^2 + 125*x^3 + 100*x^4 + 100*x^5 + 20*x^6 + 20*x^7),x]","-\frac{2 x^2 \log (x)}{25 \left(2 x^2+5\right)}-\frac{8 x \log (x)}{25 \left(2 x^2+5\right)}+\frac{\log (x+1)}{5 \left(2 x^2+5\right)}-\frac{(5-8 x) (\log (x)+\log (x+1)-\log (x (x+1)))}{25 \left(2 x^2+5\right)}-\frac{4}{175} \log \left(2 x^2+5\right)+\frac{4 \log \left(\sqrt{10}+2 i x\right)}{25 \left(2+i \sqrt{10}\right)}+\frac{\log (x)}{25}+\frac{4 \log (x+1)}{25 \left(-2 x+i \sqrt{10}\right)}-\frac{4 \log (x+1)}{25 \left(2 x+i \sqrt{10}\right)}-\frac{4 \log (x+1)}{25 \left(2+i \sqrt{10}\right)}-\frac{4 \log (x+1)}{25 \left(2-i \sqrt{10}\right)}+\frac{8}{175} \log (x+1)+\frac{4 \log \left(2 x+i \sqrt{10}\right)}{25 \left(2-i \sqrt{10}\right)}+\frac{4 \log (x)}{25 x}+\frac{4 \log (x+1)}{25 x}-\frac{4 (\log (x)+\log (x+1)-\log (x (x+1)))}{25 x}-\frac{4}{35} \sqrt{\frac{2}{5}} \tan ^{-1}\left(\sqrt{\frac{2}{5}} x\right)","\frac{(x+4) \log \left(x^2+x\right)}{5 x \left(2 x^2+5\right)}",1,"(-4*Sqrt[2/5]*ArcTan[Sqrt[2/5]*x])/35 + (4*Log[Sqrt[10] + (2*I)*x])/(25*(2 + I*Sqrt[10])) + Log[x]/25 + (4*Log[x])/(25*x) - (8*x*Log[x])/(25*(5 + 2*x^2)) - (2*x^2*Log[x])/(25*(5 + 2*x^2)) + (8*Log[1 + x])/175 - (4*Log[1 + x])/(25*(2 - I*Sqrt[10])) - (4*Log[1 + x])/(25*(2 + I*Sqrt[10])) + (4*Log[1 + x])/(25*(I*Sqrt[10] - 2*x)) + (4*Log[1 + x])/(25*x) - (4*Log[1 + x])/(25*(I*Sqrt[10] + 2*x)) + Log[1 + x]/(5*(5 + 2*x^2)) - (4*(Log[x] + Log[1 + x] - Log[x*(1 + x)]))/(25*x) - ((5 - 8*x)*(Log[x] + Log[1 + x] - Log[x*(1 + x)]))/(25*(5 + 2*x^2)) + (4*Log[I*Sqrt[10] + 2*x])/(25*(2 - I*Sqrt[10])) - (4*Log[5 + 2*x^2])/175","C",99,33,81,0.4074,1,"{6741, 12, 6742, 741, 801, 635, 203, 260, 894, 639, 823, 1647, 2513, 2357, 2304, 2323, 2324, 4848, 2391, 2335, 2418, 2395, 36, 29, 31, 2409, 2394, 2393, 2413, 706, 1805, 21, 30}"
1269,1,38,0,0.0851294,"\int \frac{8 e^3 x}{64+192 x^2+144 x^4+e^2 \left(1+4 x^2+4 x^4\right)+e^{20} \left(1+4 x^2+4 x^4\right)+e \left(16+56 x^2+48 x^4\right)+e^{10} \left(-16-56 x^2-48 x^4+e \left(-2-8 x^2-8 x^4\right)\right)} \, dx","Int[(8*E^3*x)/(64 + 192*x^2 + 144*x^4 + E^2*(1 + 4*x^2 + 4*x^4) + E^20*(1 + 4*x^2 + 4*x^4) + E*(16 + 56*x^2 + 48*x^4) + E^10*(-16 - 56*x^2 - 48*x^4 + E*(-2 - 8*x^2 - 8*x^4))),x]","-\frac{2 e^3}{\left(6+e-e^{10}\right) \left(2 \left(6+e-e^{10}\right) x^2-e^{10}+e+8\right)}","\frac{e^3}{\frac{1}{x^2+\frac{1}{2}}-e^{10}+e+6}",1,"(-2*E^3)/((6 + E - E^10)*(8 + E - E^10 + 2*(6 + E - E^10)*x^2))","A",5,5,96,0.05208,1,"{6, 12, 1989, 28, 261}"
1270,0,0,0,21.7184844,"\int \frac{\left(-32 x-32 e^{-x} x-192 x^6\right) \log \left(1-e^{-x}+x+x^6\right)+\left(16-16 e^{-x}+16 x+16 x^6\right) \log ^2\left(1-e^{-x}+x+x^6\right)}{-x^2+e^{-x} x^2-x^3-x^8} \, dx","Int[((-32*x - (32*x)/E^x - 192*x^6)*Log[1 - E^(-x) + x + x^6] + (16 - 16/E^x + 16*x + 16*x^6)*Log[1 - E^(-x) + x + x^6]^2)/(-x^2 + x^2/E^x - x^3 - x^8),x]","\int \frac{\left(-32 x-32 e^{-x} x-192 x^6\right) \log \left(1-e^{-x}+x+x^6\right)+\left(16-16 e^{-x}+16 x+16 x^6\right) \log ^2\left(1-e^{-x}+x+x^6\right)}{-x^2+e^{-x} x^2-x^3-x^8} \, dx","\frac{16 \log ^2\left(x^6+x-e^{-x}+1\right)}{x}",1,"-32*Log[1 - E^(-x) + x + x^6]*Defer[Int][(1 + x + x^6)^(-1), x] + 192*Log[1 - E^(-x) + x + x^6]*Defer[Int][x^4/(1 + x + x^6), x] - 32*Log[1 - E^(-x) + x + x^6]*Defer[Int][1/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 192*Log[1 - E^(-x) + x + x^6]*Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 32*Log[1 - E^(-x) + x + x^6]*Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 64*Log[1 - E^(-x) + x + x^6]*Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x] + 32*Defer[Int][Log[1 - E^(-x) + x + x^6]/x, x] - 32*Defer[Int][(x^5*Log[1 - E^(-x) + x + x^6])/(1 + x + x^6), x] - 16*Defer[Int][Log[1 - E^(-x) + x + x^6]^2/x^2, x] + 32*Defer[Int][Defer[Int][(1 + x + x^6)^(-1), x]/(1 + x + x^6), x] + 192*Defer[Int][(x^5*Defer[Int][(1 + x + x^6)^(-1), x])/(1 + x + x^6), x] + 32*Defer[Int][Defer[Int][(1 + x + x^6)^(-1), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 192*Defer[Int][(x^5*Defer[Int][(1 + x + x^6)^(-1), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 32*Defer[Int][Defer[Int][(1 + x + x^6)^(-1), x]/(-1 + E^x*(1 + x + x^6)), x] - 192*Defer[Int][Defer[Int][x^4/(1 + x + x^6), x]/(1 + x + x^6), x] - 1152*Defer[Int][(x^5*Defer[Int][x^4/(1 + x + x^6), x])/(1 + x + x^6), x] - 192*Defer[Int][Defer[Int][x^4/(1 + x + x^6), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 1152*Defer[Int][(x^5*Defer[Int][x^4/(1 + x + x^6), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 192*Defer[Int][Defer[Int][x^4/(1 + x + x^6), x]/(-1 + E^x*(1 + x + x^6)), x] - 64*Defer[Int][Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x]/(1 + x + x^6), x] - 384*Defer[Int][(x^5*Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x])/(1 + x + x^6), x] - 64*Defer[Int][Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 384*Defer[Int][(x^5*Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 64*Defer[Int][Defer[Int][1/(x*(-1 + E^x*(1 + x + x^6))), x]/(-1 + E^x*(1 + x + x^6)), x] + 32*Defer[Int][Defer[Int][1/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(1 + x + x^6), x] + 192*Defer[Int][(x^5*Defer[Int][1/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/(1 + x + x^6), x] + 32*Defer[Int][Defer[Int][1/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 192*Defer[Int][(x^5*Defer[Int][1/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 32*Defer[Int][Defer[Int][1/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(-1 + E^x*(1 + x + x^6)), x] - 192*Defer[Int][Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(1 + x + x^6), x] - 1152*Defer[Int][(x^5*Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/(1 + x + x^6), x] - 192*Defer[Int][Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 1152*Defer[Int][(x^5*Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] - 192*Defer[Int][Defer[Int][x^4/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(-1 + E^x*(1 + x + x^6)), x] + 32*Defer[Int][Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(1 + x + x^6), x] + 192*Defer[Int][(x^5*Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/(1 + x + x^6), x] + 32*Defer[Int][Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 192*Defer[Int][(x^5*Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x])/((1 + x + x^6)*(-1 + E^x + E^x*x + E^x*x^6)), x] + 32*Defer[Int][Defer[Int][x^5/((1 + x + x^6)*(-1 + E^x*(1 + x + x^6))), x]/(-1 + E^x*(1 + x + x^6)), x]","F",0,0,0,0,-1,"{}"
1271,1,60,0,0.3964151,"\int \frac{-42-37 x-13 x^2-3 x^3+\left(24+9 x-2 x^2\right) \log (x)}{9 x^3+6 x^4+x^5} \, dx","Int[(-42 - 37*x - 13*x^2 - 3*x^3 + (24 + 9*x - 2*x^2)*Log[x])/(9*x^3 + 6*x^4 + x^5),x]","\frac{5}{3 x^2}-\frac{4 \log (x)}{3 x^2}+\frac{16}{9 x}+\frac{11}{9 (x+3)}+\frac{7 \log (x)}{9 x}+\frac{7 x \log (x)}{27 (x+3)}-\frac{7 \log (x)}{27}","\frac{3 (x+2)+\frac{x-4 \log (x)+5}{x}+\log (x)}{x (x+3)}",1,"5/(3*x^2) + 16/(9*x) + 11/(9*(3 + x)) - (7*Log[x])/27 - (4*Log[x])/(3*x^2) + (7*Log[x])/(9*x) + (7*x*Log[x])/(27*(3 + x))","B",16,8,45,0.1778,1,"{1594, 27, 6742, 44, 2357, 2304, 2314, 31}"
1272,0,0,0,0.3903645,"\int \frac{-8+10 \log (2 x)+(4-3 x+(20+10 x) \log (2 x)) \log \left(x^2\right)+(1+5 \log (2 x)) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{10 \log \left(x^2\right)} \, dx","Int[(-8 + 10*Log[2*x] + (4 - 3*x + (20 + 10*x)*Log[2*x])*Log[x^2] + (1 + 5*Log[2*x])*Log[x^2]*Log[Log[x^2]])/(10*Log[x^2]),x]","\int \frac{-8+10 \log (2 x)+(4-3 x+(20+10 x) \log (2 x)) \log \left(x^2\right)+(1+5 \log (2 x)) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{10 \log \left(x^2\right)} \, dx","\frac{1}{10} x (5 \log (2 x)-4) \left(\log \left(\log \left(x^2\right)\right)+x+4\right)",1,"(-11*x)/10 - (2*x^2)/5 - (x*ExpIntegralEi[Log[x^2]/2])/(10*Sqrt[x^2]) - (x*ExpIntegralEi[Log[x^2]/2]*(4 - 5*Log[2*x]))/(10*Sqrt[x^2]) + 2*x*Log[2*x] + (x^2*Log[2*x])/2 - (x*ExpIntegralEi[Log[x^2]/2]*Log[x^2])/(4*Sqrt[x^2]) + (x*Log[Log[x^2]])/10 + Defer[Int][Log[2*x]*Log[Log[x^2]], x]/2","F",0,0,0,0,-1,"{}"
1273,1,23,0,0.2264424,"\int \frac{e^{5 x^2} (2+4 x)+e^{5 x^2} \left(-30 x+10 x^2+10 x^3\right) \log \left(6561-4374 x-3645 x^2+1458 x^3+729 x^4\right)}{-3+x+x^2} \, dx","Int[(E^(5*x^2)*(2 + 4*x) + E^(5*x^2)*(-30*x + 10*x^2 + 10*x^3)*Log[6561 - 4374*x - 3645*x^2 + 1458*x^3 + 729*x^4])/(-3 + x + x^2),x]","e^{5 x^2} \log \left(729 \left(-x^2-x+3\right)^2\right)","e^{5 x^2} \log \left(729 \left(x^2+x-3\right)^2\right)",1,"E^(5*x^2)*Log[729*(3 - x - x^2)^2]","A",3,3,66,0.04545,1,"{6688, 12, 2288}"
1274,1,7,0,0.1055944,"\int \frac{1-x \log (x)}{x \log (x)} \, dx","Int[(1 - x*Log[x])/(x*Log[x]),x]","\log (\log (x))-x","\log (\log (x))-x",1,"-x + Log[Log[x]]","A",4,3,15,0.2000,1,"{6688, 2302, 29}"
1275,1,54,0,0.5638627,"\int \frac{2944+2336 x-1152 x^2+1016 x^3-264 x^4+90 x^5-11 x^6+2 x^7+e^{\frac{9}{e^{4/3}}} (8+16 x)+e^{\frac{6}{e^{4/3}}} \left(176+264 x-36 x^2+24 x^3\right)+e^{\frac{3}{e^{4/3}}} \left(1248+1408 x-408 x^2+312 x^3-42 x^4+12 x^5\right)}{1728+8 e^{\frac{9}{e^{4/3}}}-864 x+576 x^2-152 x^3+48 x^4-6 x^5+x^6+e^{\frac{6}{e^{4/3}}} \left(144-24 x+12 x^2\right)+e^{\frac{3}{e^{4/3}}} \left(864-288 x+168 x^2-24 x^3+6 x^4\right)} \, dx","Int[(2944 + 2336*x - 1152*x^2 + 1016*x^3 - 264*x^4 + 90*x^5 - 11*x^6 + 2*x^7 + E^(9/E^(4/3))*(8 + 16*x) + E^(6/E^(4/3))*(176 + 264*x - 36*x^2 + 24*x^3) + E^(3/E^(4/3))*(1248 + 1408*x - 408*x^2 + 312*x^3 - 42*x^4 + 12*x^5))/(1728 + 8*E^(9/E^(4/3)) - 864*x + 576*x^2 - 152*x^3 + 48*x^4 - 6*x^5 + x^6 + E^(6/E^(4/3))*(144 - 24*x + 12*x^2) + E^(3/E^(4/3))*(864 - 288*x + 168*x^2 - 24*x^3 + 6*x^4)),x]","x^2+\frac{8 x}{x^2-2 x+2 \left(6+e^{\frac{3}{e^{4/3}}}\right)}+\frac{16}{\left(x^2-2 x+2 \left(6+e^{\frac{3}{e^{4/3}}}\right)\right)^2}+x","\left(\frac{2}{\frac{x^2}{2}-x+e^{\frac{3}{e^{4/3}}}+6}+x\right)^2+x+2",1,"x + x^2 + 16/(2*(6 + E^(3/E^(4/3))) - 2*x + x^2)^2 + (8*x)/(2*(6 + E^(3/E^(4/3))) - 2*x + x^2)","A",8,5,202,0.02475,1,"{2074, 618, 204, 629, 638}"
1276,0,0,0,13.4690743,"\int \frac{\exp \left(\frac{3-x+3 \log \left(\frac{-20-5 x-2 x^2}{6 x}\right)}{\log \left(\frac{-20-5 x-2 x^2}{6 x}\right)}\right) \left(60-20 x-6 x^2+2 x^3+\left(-20 x-5 x^2-2 x^3\right) \log \left(\frac{-20-5 x-2 x^2}{6 x}\right)\right)}{\left(20 x+5 x^2+2 x^3\right) \log ^2\left(\frac{-20-5 x-2 x^2}{6 x}\right)} \, dx","Int[(E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])*(60 - 20*x - 6*x^2 + 2*x^3 + (-20*x - 5*x^2 - 2*x^3)*Log[(-20 - 5*x - 2*x^2)/(6*x)]))/((20*x + 5*x^2 + 2*x^3)*Log[(-20 - 5*x - 2*x^2)/(6*x)]^2),x]","\int \frac{\exp \left(\frac{3-x+3 \log \left(\frac{-20-5 x-2 x^2}{6 x}\right)}{\log \left(\frac{-20-5 x-2 x^2}{6 x}\right)}\right) \left(60-20 x-6 x^2+2 x^3+\left(-20 x-5 x^2-2 x^3\right) \log \left(\frac{-20-5 x-2 x^2}{6 x}\right)\right)}{\left(20 x+5 x^2+2 x^3\right) \log ^2\left(\frac{-20-5 x-2 x^2}{6 x}\right)} \, dx","e^{\frac{3-x}{\log \left(\frac{1}{3} \left(-x-\frac{10}{x}+2\right)-\frac{3}{2}\right)}+3}",1,"Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-5 - 20/x - 2*x)/6]^2, x] - ((44*I)/3)*Sqrt[5/3]*Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/((-5 + (3*I)*Sqrt[15] - 4*x)*Log[(-5 - 20/x - 2*x)/6]^2), x] + 3*Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/(x*Log[(-5 - 20/x - 2*x)/6]^2), x] - (17*(9 + I*Sqrt[15])*Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/((5 - (3*I)*Sqrt[15] + 4*x)*Log[(-5 - 20/x - 2*x)/6]^2), x])/9 - ((44*I)/3)*Sqrt[5/3]*Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/((5 + (3*I)*Sqrt[15] + 4*x)*Log[(-5 - 20/x - 2*x)/6]^2), x] - (17*(9 - I*Sqrt[15])*Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/((5 + (3*I)*Sqrt[15] + 4*x)*Log[(-5 - 20/x - 2*x)/6]^2), x])/9 - Defer[Int][E^((3 - x + 3*Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-20 - 5*x - 2*x^2)/(6*x)])/Log[(-5 - 20/x - 2*x)/6], x]","F",0,0,0,0,-1,"{}"
1277,1,17,0,0.4416781,"\int \frac{30+10 x-3 x^2+(-10+2 x) \log (5-x)}{15 x+2 x^2-x^3+\left(-5 x+x^2\right) \log (5-x)} \, dx","Int[(30 + 10*x - 3*x^2 + (-10 + 2*x)*Log[5 - x])/(15*x + 2*x^2 - x^3 + (-5*x + x^2)*Log[5 - x]),x]","2 \log (x)+\log (x-\log (5-x)+3)","\log \left(50 x^2 (-x+\log (5-x)-3)\right)",1,"2*Log[x] + Log[3 + x - Log[5 - x]]","A",4,3,53,0.05660,1,"{6741, 6742, 6684}"
1278,0,0,0,0.8664947,"\int \frac{-2-3 x^2+e^2 \left(-2+3 x^2\right)+\left(4+6 x^2+e^2 \left(-6-9 x^2\right)\right) \log \left(\frac{2+3 x^2}{x^3}\right)+\left(-2-3 x^2+e^2 \left(2+3 x^2\right)\right) \log ^2\left(\frac{2+3 x^2}{x^3}\right)}{2+3 x^2+\left(-4-6 x^2\right) \log \left(\frac{2+3 x^2}{x^3}\right)+\left(2+3 x^2\right) \log ^2\left(\frac{2+3 x^2}{x^3}\right)} \, dx","Int[(-2 - 3*x^2 + E^2*(-2 + 3*x^2) + (4 + 6*x^2 + E^2*(-6 - 9*x^2))*Log[(2 + 3*x^2)/x^3] + (-2 - 3*x^2 + E^2*(2 + 3*x^2))*Log[(2 + 3*x^2)/x^3]^2)/(2 + 3*x^2 + (-4 - 6*x^2)*Log[(2 + 3*x^2)/x^3] + (2 + 3*x^2)*Log[(2 + 3*x^2)/x^3]^2),x]","\int \frac{-2-3 x^2+e^2 \left(-2+3 x^2\right)+\left(4+6 x^2+e^2 \left(-6-9 x^2\right)\right) \log \left(\frac{2+3 x^2}{x^3}\right)+\left(-2-3 x^2+e^2 \left(2+3 x^2\right)\right) \log ^2\left(\frac{2+3 x^2}{x^3}\right)}{2+3 x^2+\left(-4-6 x^2\right) \log \left(\frac{2+3 x^2}{x^3}\right)+\left(2+3 x^2\right) \log ^2\left(\frac{2+3 x^2}{x^3}\right)} \, dx","-e^2 \left(\frac{x}{\log \left(\frac{\frac{2}{x^2}+3}{x}\right)-1}-x-2\right)-x+\log (4)",1,"-((1 - E^2)*x) - E^2*Defer[Int][(-1 + Log[(2 + 3*x^2)/x^3])^(-2), x] - I*Sqrt[2]*E^2*Defer[Int][1/((I*Sqrt[2] - Sqrt[3]*x)*(-1 + Log[(2 + 3*x^2)/x^3])^2), x] - I*Sqrt[2]*E^2*Defer[Int][1/((I*Sqrt[2] + Sqrt[3]*x)*(-1 + Log[(2 + 3*x^2)/x^3])^2), x] - E^2*Defer[Int][(-1 + Log[(2 + 3*x^2)/x^3])^(-1), x]","F",0,0,0,0,-1,"{}"
1279,1,27,0,0.0051359,"\int \frac{1}{8} e^{2 e^3} \left(-5+16 x^3\right) \, dx","Int[(E^(2*E^3)*(-5 + 16*x^3))/8,x]","\frac{1}{2} e^{2 e^3} x^4-\frac{5}{8} e^{2 e^3} x","\frac{1}{4} e^{2 e^3} x^3 \left(2 x-\frac{5}{2 x^2}\right)",1,"(-5*E^(2*E^3)*x)/8 + (E^(2*E^3)*x^4)/2","A",2,1,18,0.05556,1,"{12}"
1280,1,18,0,0.1324305,"\int -\frac{5000 e^{5+625 e^{4 x}+4 x}}{e^{10+1250 e^{4 x}}+2 e^{5+625 e^{4 x}} \log (2)+\log ^2(2)} \, dx","Int[(-5000*E^(5 + 625*E^(4*x) + 4*x))/(E^(10 + 1250*E^(4*x)) + 2*E^(5 + 625*E^(4*x))*Log[2] + Log[2]^2),x]","\frac{2}{e^{625 e^{4 x}+5}+\log (2)}","\frac{2}{e^{625 e^{4 x}+5}+\log (2)}-5",1,"2/(E^(5 + 625*E^(4*x)) + Log[2])","A",4,4,49,0.08163,1,"{12, 2282, 2246, 32}"
1281,1,10,0,0.0025525,"\int \left(-3+e^x+2 x\right) \, dx","Int[-3 + E^x + 2*x,x]","x^2-3 x+e^x","x^2-3 x+e^x-e^{16}+e^2-2",1,"E^x - 3*x + x^2","A",2,1,8,0.1250,1,"{2194}"
1282,1,59,0,2.1517053,"\int \frac{396 x^2+285 x^3+72 x^4+262 x^5+192 x^6+48 x^7+4 x^8+e^{2 x} \left(-192+240 x+252 x^2+197 x^3+230 x^4+120 x^5+26 x^6+2 x^7\right)+e^x \left(384 x^2+288 x^3+456 x^4+422 x^5+168 x^6+30 x^7+2 x^8\right)}{192 x^2+144 x^3+36 x^4+3 x^5} \, dx","Int[(396*x^2 + 285*x^3 + 72*x^4 + 262*x^5 + 192*x^6 + 48*x^7 + 4*x^8 + E^(2*x)*(-192 + 240*x + 252*x^2 + 197*x^3 + 230*x^4 + 120*x^5 + 26*x^6 + 2*x^7) + E^x*(384*x^2 + 288*x^3 + 456*x^4 + 422*x^5 + 168*x^6 + 30*x^7 + 2*x^8))/(192*x^2 + 144*x^3 + 36*x^4 + 3*x^5),x]","\frac{x^4}{3}+\frac{2 e^x x^3}{3}+\frac{1}{3} e^{2 x} x^2+2 x+2 e^x+\frac{1}{x+4}-\frac{4}{(x+4)^2}+\frac{e^{2 x}}{x}","\frac{1}{3} \left(x^2+\frac{3}{x}\right) \left(x+e^x\right)^2+x+\frac{x}{(x+4)^2}",1,"2*E^x + E^(2*x)/x + 2*x + (E^(2*x)*x^2)/3 + (2*E^x*x^3)/3 + x^4/3 - 4/(4 + x)^2 + (4 + x)^(-1)","B",25,9,141,0.06383,1,"{6688, 12, 2196, 2194, 2176, 2199, 2177, 2178, 1850}"
1283,1,16,0,0.348851,"\int \frac{x^2+2 x^2 \log (x)+\log \left(2500-100 \log (3)+\log ^2(3)\right)}{x^3 \log (x)+x \log (x) \log \left(2500-100 \log (3)+\log ^2(3)\right)} \, dx","Int[(x^2 + 2*x^2*Log[x] + Log[2500 - 100*Log[3] + Log[3]^2])/(x^3*Log[x] + x*Log[x]*Log[2500 - 100*Log[3] + Log[3]^2]),x]","\log \left(x^2+\log \left((\log (3)-50)^2\right)\right)+\log (\log (x))","\log \left(\log (x) \left(x^2+\log \left((\log (3)-50)^2\right)\right)\right)",1,"Log[Log[x]] + Log[x^2 + Log[(-50 + Log[3])^2]]","A",6,5,47,0.1064,1,"{6741, 6725, 2302, 29, 260}"
1284,1,30,0,0.1237702,"\int \frac{-18+24 x-12 x^2+e^x \left(1-x-x^2+x^3\right)}{6-12 x+6 x^2} \, dx","Int[(-18 + 24*x - 12*x^2 + E^x*(1 - x - x^2 + x^3))/(6 - 12*x + 6*x^2),x]","-2 x-\frac{e^x}{6}+\frac{1}{6} e^x (x+1)-\frac{1}{1-x}","\frac{1}{2} \left(\frac{e^x}{3}+\frac{2}{x-1}-2\right) x-x",1,"-1/6*E^x - (1 - x)^(-1) - 2*x + (E^x*(1 + x))/6","A",8,6,40,0.1500,1,"{27, 12, 6742, 2176, 2194, 683}"
1285,1,39,0,0.0766646,"\int \frac{2 x+2 x^2+\frac{e^{-8+2 x^2} \left(-2+4 x^2\right)}{x^2}+x \log \left(e^{2 x} x^2\right)}{x} \, dx","Int[(2*x + 2*x^2 + (E^(-8 + 2*x^2)*(-2 + 4*x^2))/x^2 + x*Log[E^(2*x)*x^2])/x,x]","x^2+\frac{e^{2 x^2-8}}{x^2}+x \log \left(e^{2 x} x^2\right)+2 x-(x+1)^2","\frac{e^{2 x^2-8}}{x^2}+x \log \left(e^{2 x} x^2\right)",1,"E^(-8 + 2*x^2)/x^2 + 2*x + x^2 - (1 + x)^2 + x*Log[E^(2*x)*x^2]","A",5,4,45,0.08889,1,"{14, 2288, 2548, 9}"
1286,1,71,0,0.3573395,"\int \frac{e^2 \left(-1+2 x-x^2\right)+e^2 \left(-x+x^2\right) \log (x)}{x \log ^3(x)} \, dx","Int[(E^2*(-1 + 2*x - x^2) + E^2*(-x + x^2)*Log[x])/(x*Log[x]^3),x]","\frac{e^2 x^2}{2 \log ^2(x)}+\frac{e^2 x^2}{\log (x)}-\frac{e^2 x}{\log ^2(x)}+\frac{e^2}{2 \log ^2(x)}+\frac{e^2 (1-x) x}{\log (x)}-\frac{e^2 x}{\log (x)}","\frac{e^2 (x-1)^2}{2 \log ^2(x)}",1,"E^2/(2*Log[x]^2) - (E^2*x)/Log[x]^2 + (E^2*x^2)/(2*Log[x]^2) - (E^2*x)/Log[x] + (E^2*(1 - x)*x)/Log[x] + (E^2*x^2)/Log[x]","B",22,13,36,0.3611,1,"{6688, 12, 6742, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2320, 2330}"
1287,1,24,0,0.1788892,"\int \frac{1-x-4 e^5 x^2+e^{5+x} \left(-10 x^5-2 x^6\right)}{x} \, dx","Int[(1 - x - 4*E^5*x^2 + E^(5 + x)*(-10*x^5 - 2*x^6))/x,x]","-2 e^{x+5} x^5-2 e^5 x^2-x+\log (x)","-2 e^5 \left(e^x x^3+1\right) x^2-x+\log (x)+\log (3)",1,"-x - 2*E^5*x^2 - 2*E^(5 + x)*x^5 + Log[x]","A",17,4,34,0.1176,1,"{14, 2196, 2176, 2194}"
1288,1,17,0,0.4829532,"\int \frac{4 x^2+e^x (-1+5 x)+\left(e^x+x\right) \log \left(e^x+x\right)}{e^x+x} \, dx","Int[(4*x^2 + E^x*(-1 + 5*x) + (E^x + x)*Log[E^x + x])/(E^x + x),x]","2 x^2-x+x \log \left(x+e^x\right)","x^2-x+x \left(x+\log \left(x+e^x\right)\right)+1",1,"-x + 2*x^2 + x*Log[E^x + x]","A",9,2,35,0.05714,1,"{6742, 2548}"
1289,0,0,0,2.6000207,"\int \frac{\exp \left(\frac{-60+12 e^4+120 x+3 x \log (x)}{-10 x+2 e^4 x+20 x^2}\right) \left(-300-12 e^8+e^4 (120-237 x)+1185 x-1170 x^2-30 x^2 \log (x)\right)}{50 x^2+2 e^8 x^2-200 x^3+200 x^4+e^4 \left(-20 x^2+40 x^3\right)} \, dx","Int[(E^((-60 + 12*E^4 + 120*x + 3*x*Log[x])/(-10*x + 2*E^4*x + 20*x^2))*(-300 - 12*E^8 + E^4*(120 - 237*x) + 1185*x - 1170*x^2 - 30*x^2*Log[x]))/(50*x^2 + 2*E^8*x^2 - 200*x^3 + 200*x^4 + E^4*(-20*x^2 + 40*x^3)),x]","\int \frac{\exp \left(\frac{-60+12 e^4+120 x+3 x \log (x)}{-10 x+2 e^4 x+20 x^2}\right) \left(-300-12 e^8+e^4 (120-237 x)+1185 x-1170 x^2-30 x^2 \log (x)\right)}{50 x^2+2 e^8 x^2-200 x^3+200 x^4+e^4 \left(-20 x^2+40 x^3\right)} \, dx","e^{\frac{3}{2} \left(\frac{4}{x}+\frac{\log (x)}{10 x+e^4-5}\right)}+1",1,"(-117*Defer[Int][E^(6/x)*x^(-2 + 3/(2*(-5 + E^4 + 10*x))), x])/20 - 15*Log[x]*Defer[Int][(E^(6/x)*x^(3/(2*(-5 + E^4 + 10*x))))/(-5 + E^4 + 10*x)^2, x] + (3*(5 - E^4)*Defer[Int][(E^(6/x)*x^(-2 + 3/(2*(-5 + E^4 + 10*x))))/(-5 + E^4 + 10*x), x])/20 + 15*Defer[Int][Defer[Int][(E^(6/x)*x^(3/(2*(-5 + E^4 + 10*x))))/(-5 + E^4 + 10*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
1290,1,20,0,0.0342216,"\int \frac{-264+192 x}{256+16 e^6-352 x+249 x^2-88 x^3+16 x^4+e^3 \left(-128+88 x-32 x^2\right)} \, dx","Int[(-264 + 192*x)/(256 + 16*E^6 - 352*x + 249*x^2 - 88*x^3 + 16*x^4 + E^3*(-128 + 88*x - 32*x^2)),x]","-\frac{384}{64 \left(x-\frac{11}{8}\right)^2-64 e^3+135}","\frac{6}{-x^2+\frac{11 x}{4}+e^3-4}",1,"-384/(135 - 64*E^3 + 64*(-11/8 + x)^2)","A",3,3,47,0.06383,1,"{1680, 12, 261}"
1291,1,39,0,0.0745554,"\int \frac{1+4 e^{2 x} x+e^x (4+x)+\left(4+4 e^x x\right) \log (x)}{18 x} \, dx","Int[(1 + 4*E^(2*x)*x + E^x*(4 + x) + (4 + 4*E^x*x)*Log[x])/(18*x),x]","\frac{e^{2 x}}{9}+\frac{1}{144} (4 \log (x)+1)^2+\frac{e^x (x+4 x \log (x))}{18 x}","\frac{1}{9} \left(-e^x-\log (x)-\frac{1}{4}\right)^2",1,"E^(2*x)/9 + (1 + 4*Log[x])^2/144 + (E^x*(x + 4*x*Log[x]))/(18*x)","B",6,5,35,0.1429,1,"{12, 14, 2194, 2301, 2288}"
1292,0,0,0,0.8853898,"\int \frac{15+3 e^{2 x}-12 x-20 x^2+6 x^3+3 x^4+e^x \left(14-7 x^2\right)}{9+e^{2 x}-6 x-5 x^2+2 x^3+x^4+e^x \left(6-2 x-2 x^2\right)} \, dx","Int[(15 + 3*E^(2*x) - 12*x - 20*x^2 + 6*x^3 + 3*x^4 + E^x*(14 - 7*x^2))/(9 + E^(2*x) - 6*x - 5*x^2 + 2*x^3 + x^4 + E^x*(6 - 2*x - 2*x^2)),x]","\int \frac{15+3 e^{2 x}-12 x-20 x^2+6 x^3+3 x^4+e^x \left(14-7 x^2\right)}{9+e^{2 x}-6 x-5 x^2+2 x^3+x^4+e^x \left(6-2 x-2 x^2\right)} \, dx","\frac{(4-x) x}{x^2+x-e^x-3}+3 x+e^{10}",1,"3*x - 4*Defer[Int][(3 + E^x - x - x^2)^(-1), x] - 16*Defer[Int][x/(-3 - E^x + x + x^2)^2, x] + 5*Defer[Int][x^3/(-3 - E^x + x + x^2)^2, x] - Defer[Int][x^4/(-3 - E^x + x + x^2)^2, x] - 6*Defer[Int][x/(-3 - E^x + x + x^2), x] + Defer[Int][x^2/(-3 - E^x + x + x^2), x]","F",0,0,0,0,-1,"{}"
1293,1,163,0,0.52986,"\int \frac{8 x^2-24 x^3-16 x^5+16 x^6+16 x^7-80 x^8+320 x^9-640 x^{10}+640 x^{11}-320 x^{12}+64 x^{13}+\left(6 x-14 x^2-16 x^5+32 x^6-40 x^7+120 x^8-240 x^9+240 x^{10}-120 x^{11}+24 x^{12}\right) \log (2)+\left(1-2 x+x^3-5 x^4+7 x^5-5 x^6+10 x^7-20 x^8+20 x^9-10 x^{10}+2 x^{11}\right) \log ^2(2)}{-4 x^5+20 x^6-40 x^7+40 x^8-20 x^9+4 x^{10}} \, dx","Int[(8*x^2 - 24*x^3 - 16*x^5 + 16*x^6 + 16*x^7 - 80*x^8 + 320*x^9 - 640*x^10 + 640*x^11 - 320*x^12 + 64*x^13 + (6*x - 14*x^2 - 16*x^5 + 32*x^6 - 40*x^7 + 120*x^8 - 240*x^9 + 240*x^10 - 120*x^11 + 24*x^12)*Log[2] + (1 - 2*x + x^3 - 5*x^4 + 7*x^5 - 5*x^6 + 10*x^7 - 20*x^8 + 20*x^9 - 10*x^10 + 2*x^11)*Log[2]^2)/(-4*x^5 + 20*x^6 - 40*x^7 + 40*x^8 - 20*x^9 + 4*x^10),x]","4 x^4+\frac{\log ^2(2)}{16 x^4}+\frac{\log ^2(2)+\log (4)}{4 x^3}+\frac{1}{3} x^3 \log (64)+\frac{1}{4} x^2 \log ^2(2)+\frac{8+5 \log ^2(2)+16 \log (2)}{8 x^2}+\frac{8+\log ^2(2)+\log (64)}{4 (1-x)^3}+\frac{56+7 \log ^2(2)+40 \log (2)}{8 (1-x)^2}+\frac{8+3 \log ^2(2)+\log (1024)}{2 x}+\frac{\log (2) (10+\log (8))}{2 (1-x)}+\frac{(4+\log (2))^2}{16 (1-x)^4}","\left(\frac{1}{\left(x-x^2\right)^2}+2 x\right)^2 \left(x+\frac{\log (2)}{4}\right)^2",1,"4*x^4 + Log[2]^2/(16*x^4) + (x^2*Log[2]^2)/4 + (4 + Log[2])^2/(16*(1 - x)^4) + (8 + 16*Log[2] + 5*Log[2]^2)/(8*x^2) + (56 + 40*Log[2] + 7*Log[2]^2)/(8*(1 - x)^2) + (Log[2]^2 + Log[4])/(4*x^3) + (Log[2]*(10 + Log[8]))/(2*(1 - x)) + (x^3*Log[64])/3 + (8 + Log[2]^2 + Log[64])/(4*(1 - x)^3) + (8 + 3*Log[2]^2 + Log[1024])/(2*x)","B",2,1,195,0.005128,1,"{2074}"
1294,1,29,0,0.0735397,"\int \frac{-3-6 x-108 x^2-27 x^4+e^x \left(-27 x^2+27 x^3\right)+9 \log (x)}{x^4} \, dx","Int[(-3 - 6*x - 108*x^2 - 27*x^4 + E^x*(-27*x^2 + 27*x^3) + 9*Log[x])/x^4,x]","-\frac{3 \log (x)}{x^3}+\frac{3}{x^2}-27 x+\frac{27 e^x}{x}+\frac{108}{x}","\frac{3 \left(9 \left(-x^2+e^x+4\right)+\frac{x-\log (x)}{x^2}\right)}{x}",1,"3/x^2 + 108/x + (27*E^x)/x - 27*x - (3*Log[x])/x^3","A",8,3,38,0.07895,1,"{14, 2197, 2304}"
1295,0,0,0,0.4854817,"\int \frac{-4 x-4 x^3+6 x^8+\left(4 x+18 x^6\right) \log (x)+18 x^4 \log ^2(x)+6 x^2 \log ^3(x)}{3 x^6+9 x^4 \log (x)+9 x^2 \log ^2(x)+3 \log ^3(x)} \, dx","Int[(-4*x - 4*x^3 + 6*x^8 + (4*x + 18*x^6)*Log[x] + 18*x^4*Log[x]^2 + 6*x^2*Log[x]^3)/(3*x^6 + 9*x^4*Log[x] + 9*x^2*Log[x]^2 + 3*Log[x]^3),x]","\int \frac{-4 x-4 x^3+6 x^8+\left(4 x+18 x^6\right) \log (x)+18 x^4 \log ^2(x)+6 x^2 \log ^3(x)}{3 x^6+9 x^4 \log (x)+9 x^2 \log ^2(x)+3 \log ^3(x)} \, dx","\frac{2}{3} x^2 \left(\frac{1}{\left(x^2+\log (x)\right)^2}+x\right)",1,"(2*x^3)/3 - (4*Defer[Int][x/(x^2 + Log[x])^3, x])/3 - (8*Defer[Int][x^3/(x^2 + Log[x])^3, x])/3 + (4*Defer[Int][x/(x^2 + Log[x])^2, x])/3","F",0,0,0,0,-1,"{}"
1296,0,0,0,40.0260921,"\int \frac{e^{2+2 x} (36-9 x)+4 x-x^2+e^{1+x} \left(8 x-6 x^2+x^3\right)+\left(-8 x+2 x^2+e^{1+x} (-72+18 x)\right) \log (x)+(36-9 x) \log ^2(x)+\left(e^{2+2 x} (-48-9 x)-e^{1+x} x^2+\left(x^2+e^{1+x} (96+18 x)\right) \log (x)+(-48-9 x) \log ^2(x)\right) \log \left(\frac{x^2+e^{1+x} (48+9 x)+(-48-9 x) \log (x)}{-12 e^{1+x}+12 \log (x)}\right)}{e^{1+x} x^2+e^{2+2 x} (48+9 x)+\left(e^{1+x} (-96-18 x)-x^2\right) \log (x)+(48+9 x) \log ^2(x)} \, dx","Int[(E^(2 + 2*x)*(36 - 9*x) + 4*x - x^2 + E^(1 + x)*(8*x - 6*x^2 + x^3) + (-8*x + 2*x^2 + E^(1 + x)*(-72 + 18*x))*Log[x] + (36 - 9*x)*Log[x]^2 + (E^(2 + 2*x)*(-48 - 9*x) - E^(1 + x)*x^2 + (x^2 + E^(1 + x)*(96 + 18*x))*Log[x] + (-48 - 9*x)*Log[x]^2)*Log[(x^2 + E^(1 + x)*(48 + 9*x) + (-48 - 9*x)*Log[x])/(-12*E^(1 + x) + 12*Log[x])])/(E^(1 + x)*x^2 + E^(2 + 2*x)*(48 + 9*x) + (E^(1 + x)*(-96 - 18*x) - x^2)*Log[x] + (48 + 9*x)*Log[x]^2),x]","\int \frac{e^{2+2 x} (36-9 x)+4 x-x^2+e^{1+x} \left(8 x-6 x^2+x^3\right)+\left(-8 x+2 x^2+e^{1+x} (-72+18 x)\right) \log (x)+(36-9 x) \log ^2(x)+\left(e^{2+2 x} (-48-9 x)-e^{1+x} x^2+\left(x^2+e^{1+x} (96+18 x)\right) \log (x)+(-48-9 x) \log ^2(x)\right) \log \left(\frac{x^2+e^{1+x} (48+9 x)+(-48-9 x) \log (x)}{-12 e^{1+x}+12 \log (x)}\right)}{e^{1+x} x^2+e^{2+2 x} (48+9 x)+\left(e^{1+x} (-96-18 x)-x^2\right) \log (x)+(48+9 x) \log ^2(x)} \, dx","(4-x) \log \left(\frac{1}{4} x \left(\frac{x}{3 \left(\log (x)-e^{x+1}\right)}-3\right)-4\right)",1,"4*Log[16 + 3*x] - x*Log[-1/12*(x^2 + 3*E^(1 + x)*(16 + 3*x) - 3*(16 + 3*x)*Log[x])/(E^(1 + x) - Log[x])] + 4*Defer[Int][1/(x*(E^(1 + x) - Log[x])), x] - 4*Defer[Int][Log[x]/(E^(1 + x) - Log[x]), x] - (44*Defer[Int][(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x])^(-1), x])/3 - 192*Defer[Int][1/(x*(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x])), x] + 4*Defer[Int][x/(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x]), x] - 4*Defer[Int][x^2/(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x]), x] - (1024*Defer[Int][1/((16 + 3*x)*(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x])), x])/3 + 36*Defer[Int][(x*Log[x])/(48*E^(1 + x) + 9*E^(1 + x)*x + x^2 - 48*Log[x] - 9*x*Log[x]), x] - 192*Defer[Int][Log[x]/(-48*E^(1 + x) - 9*E^(1 + x)*x - x^2 + 48*Log[x] + 9*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
1297,1,34,0,0.0167802,"\int \frac{-8 x-6 x^2+\left(-5-12 x-6 x^2\right) \log ^2(3)}{2 \log ^2(3)} \, dx","Int[(-8*x - 6*x^2 + (-5 - 12*x - 6*x^2)*Log[3]^2)/(2*Log[3]^2),x]","-x^3-\frac{x^3}{\log ^2(3)}-3 x^2-\frac{2 x^2}{\log ^2(3)}-\frac{5 x}{2}","\frac{3 x}{2}-(x+2) \left(x^2+\frac{x^2}{\log ^2(3)}+x+2\right)",1,"(-5*x)/2 - 3*x^2 - x^3 - (2*x^2)/Log[3]^2 - x^3/Log[3]^2","A",3,1,32,0.03125,1,"{12}"
1298,0,0,0,0.6274636,"\int \frac{-15+32 x^3+192 x^4+128 x^3 \log (5 x)}{225-480 x^3+1920 x^4+256 x^6-2048 x^7+4096 x^8+\left(1920 x^3-2048 x^6+8192 x^7\right) \log (5 x)+4096 x^6 \log ^2(5 x)} \, dx","Int[(-15 + 32*x^3 + 192*x^4 + 128*x^3*Log[5*x])/(225 - 480*x^3 + 1920*x^4 + 256*x^6 - 2048*x^7 + 4096*x^8 + (1920*x^3 - 2048*x^6 + 8192*x^7)*Log[5*x] + 4096*x^6*Log[5*x]^2),x]","\int \frac{-15+32 x^3+192 x^4+128 x^3 \log (5 x)}{225-480 x^3+1920 x^4+256 x^6-2048 x^7+4096 x^8+\left(1920 x^3-2048 x^6+8192 x^7\right) \log (5 x)+4096 x^6 \log ^2(5 x)} \, dx","\frac{x}{-16 x^2 (4 x (x+\log (5 x))-x)-15}",1,"-45*Defer[Int][(15 - 16*x^3 + 64*x^4 + 64*x^3*Log[5*x])^(-2), x] + 64*Defer[Int][x^3/(15 - 16*x^3 + 64*x^4 + 64*x^3*Log[5*x])^2, x] + 64*Defer[Int][x^4/(15 - 16*x^3 + 64*x^4 + 64*x^3*Log[5*x])^2, x] + 2*Defer[Int][(15 - 16*x^3 + 64*x^4 + 64*x^3*Log[5*x])^(-1), x]","F",0,0,0,0,-1,"{}"
1299,1,19,0,0.0164412,"\int \frac{2 e^{\frac{e^{39/16}+\log (3) \log \left(\frac{x^2}{9}\right)}{\log (3)}}}{x} \, dx","Int[(2*E^((E^(39/16) + Log[3]*Log[x^2/9])/Log[3]))/x,x]","\frac{1}{9} x^2 e^{\frac{e^{39/16}}{\log (3)}}","\frac{1}{9} x^2 e^{\frac{e^{39/16}}{\log (3)}}",1,"(E^(E^(39/16)/Log[3])*x^2)/9","A",4,3,29,0.1034,1,"{12, 1586, 30}"
1300,1,18,0,0.1299854,"\int \frac{12+12 x+3 x^2+e^{15+6 x} (44+24 x)}{12+12 x+3 x^2} \, dx","Int[(12 + 12*x + 3*x^2 + E^(15 + 6*x)*(44 + 24*x))/(12 + 12*x + 3*x^2),x]","x+\frac{4 e^{6 x+15}}{3 (x+2)}","x+\frac{4 e^{-5 (-x-2)+x+5}}{3 (x+2)}",1,"x + (4*E^(15 + 6*x))/(3*(2 + x))","A",5,4,36,0.1111,1,"{27, 12, 6688, 2197}"
1301,0,0,0,0.2692419,"\int \frac{2 x^3+e^{\frac{2 \left(3 x^2+(16+4 x) \log (x)\right)}{x^2}} \left(-32-8 x-x^2+(64+8 x) \log (x)\right)}{x^2} \, dx","Int[(2*x^3 + E^((2*(3*x^2 + (16 + 4*x)*Log[x]))/x^2)*(-32 - 8*x - x^2 + (64 + 8*x)*Log[x]))/x^2,x]","\int \frac{2 x^3+e^{\frac{2 \left(3 x^2+(16+4 x) \log (x)\right)}{x^2}} \left(-32-8 x-x^2+(64+8 x) \log (x)\right)}{x^2} \, dx","x^2-x e^{\frac{8 (x+4) \log (x)}{x^2}+6}",1,"x^2 - 32*E^6*Defer[Int][x^(-2 + 32/x^2 + 8/x), x] + 64*E^6*Log[x]*Defer[Int][x^(-2 + 32/x^2 + 8/x), x] - 8*E^6*Defer[Int][x^(-1 + 32/x^2 + 8/x), x] + 8*E^6*Log[x]*Defer[Int][x^(-1 + 32/x^2 + 8/x), x] - E^6*Defer[Int][x^((32 + 8*x)/x^2), x] - 64*E^6*Defer[Int][Defer[Int][x^(-2 + 32/x^2 + 8/x), x]/x, x] - 8*E^6*Defer[Int][Defer[Int][x^(-1 + 32/x^2 + 8/x), x]/x, x]","F",0,0,0,0,-1,"{}"
1302,0,0,0,3.0533969,"\int \frac{-12000-15601 x-12 e^{\frac{4}{5} (1+5 x)} x-3960 x^2-372 x^3-12 x^4+e^{\frac{3}{5} (1+5 x)} \left(-12-372 x-36 x^2\right)+e^{\frac{2}{5} (1+5 x)} \left(-360-3996 x-756 x^2-36 x^3\right)+e^{\frac{1}{5} (1+5 x)} \left(-3600-16320 x-4356 x^2-396 x^3-12 x^4\right)+\left(-3600-4320 x-36 e^{\frac{3}{5} (1+5 x)} x-756 x^2-36 x^3+e^{\frac{2}{5} (1+5 x)} \left(-36-756 x-72 x^2\right)+e^{\frac{1}{5} (1+5 x)} \left(-720-4392 x-792 x^2-36 x^3\right)\right) \log (x)+\left(-360-396 x-36 e^{\frac{2}{5} (1+5 x)} x-36 x^2+e^{\frac{1}{5} (1+5 x)} \left(-36-396 x-36 x^2\right)\right) \log ^2(x)+\left(-12-12 x-12 e^{\frac{1}{5} (1+5 x)} x\right) \log ^3(x)}{x} \, dx","Int[(-12000 - 15601*x - 12*E^((4*(1 + 5*x))/5)*x - 3960*x^2 - 372*x^3 - 12*x^4 + E^((3*(1 + 5*x))/5)*(-12 - 372*x - 36*x^2) + E^((2*(1 + 5*x))/5)*(-360 - 3996*x - 756*x^2 - 36*x^3) + E^((1 + 5*x)/5)*(-3600 - 16320*x - 4356*x^2 - 396*x^3 - 12*x^4) + (-3600 - 4320*x - 36*E^((3*(1 + 5*x))/5)*x - 756*x^2 - 36*x^3 + E^((2*(1 + 5*x))/5)*(-36 - 756*x - 72*x^2) + E^((1 + 5*x)/5)*(-720 - 4392*x - 792*x^2 - 36*x^3))*Log[x] + (-360 - 396*x - 36*E^((2*(1 + 5*x))/5)*x - 36*x^2 + E^((1 + 5*x)/5)*(-36 - 396*x - 36*x^2))*Log[x]^2 + (-12 - 12*x - 12*E^((1 + 5*x)/5)*x)*Log[x]^3)/x,x]","\int \frac{-12000-15601 x-12 e^{\frac{4}{5} (1+5 x)} x-3960 x^2-372 x^3-12 x^4+e^{\frac{3}{5} (1+5 x)} \left(-12-372 x-36 x^2\right)+e^{\frac{2}{5} (1+5 x)} \left(-360-3996 x-756 x^2-36 x^3\right)+e^{\frac{1}{5} (1+5 x)} \left(-3600-16320 x-4356 x^2-396 x^3-12 x^4\right)+\left(-3600-4320 x-36 e^{\frac{3}{5} (1+5 x)} x-756 x^2-36 x^3+e^{\frac{2}{5} (1+5 x)} \left(-36-756 x-72 x^2\right)+e^{\frac{1}{5} (1+5 x)} \left(-720-4392 x-792 x^2-36 x^3\right)\right) \log (x)+\left(-360-396 x-36 e^{\frac{2}{5} (1+5 x)} x-36 x^2+e^{\frac{1}{5} (1+5 x)} \left(-36-396 x-36 x^2\right)\right) \log ^2(x)+\left(-12-12 x-12 e^{\frac{1}{5} (1+5 x)} x\right) \log ^3(x)}{x} \, dx","1-x \left(\frac{3 \left(x+e^{x+\frac{1}{5}}+\log (x)+10\right)^4}{x}+1\right)",1,"-12000*E^(1/5 + x) - 1800*E^(2/5 + 2*x) - 120*E^(3/5 + 3*x) - 3*E^(4/5 + 4*x) - 12001*x - 3600*E^(1/5 + x)*x - 360*E^(2/5 + 2*x)*x - 12*E^(3/5 + 3*x)*x - 1800*x^2 - 360*E^(1/5 + x)*x^2 - 18*E^(2/5 + 2*x)*x^2 - 120*x^3 - 12*E^(1/5 + x)*x^3 - 3*x^4 + 72*E^(1/5)*ExpIntegralEi[x] + 720*E^(1/5)*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x] + 72*E^(2/5)*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 2*x] + 18*E^(2/5)*Log[-2*x]^2 + 360*E^(1/5)*Log[-x]^2 - 12000*Log[x] - 3672*E^(1/5 + x)*Log[x] - 360*E^(2/5 + 2*x)*Log[x] - 12*E^(3/5 + 3*x)*Log[x] + 720*E^(1/5)*EulerGamma*Log[x] + 36*E^(2/5)*EulerGamma*Log[x] - 3600*x*Log[x] - 720*E^(1/5 + x)*x*Log[x] - 36*E^(2/5 + 2*x)*x*Log[x] - 360*x^2*Log[x] - 36*E^(1/5 + x)*x^2*Log[x] - 12*x^3*Log[x] - 720*E^(1/5)*ExpIntegralEi[x]*Log[x] + 720*E^(1/5)*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x] - 36*E^(2/5)*ExpIntegralEi[2*x]*Log[x] + 36*E^(2/5)*(ExpIntegralE[1, -2*x] + ExpIntegralEi[2*x])*Log[x] - 1800*Log[x]^2 - 360*x*Log[x]^2 - 18*x^2*Log[x]^2 - 120*Log[x]^3 - 12*x*Log[x]^3 - 3*Log[x]^4 - 396*Defer[Int][E^(1/5 + x)*Log[x]^2, x] - 36*Defer[Int][E^(2/5 + 2*x)*Log[x]^2, x] - 36*Defer[Int][(E^(1/5 + x)*Log[x]^2)/x, x] - 36*Defer[Int][E^(1/5 + x)*x*Log[x]^2, x] - 12*Defer[Int][E^(1/5 + x)*Log[x]^3, x]","F",0,0,0,0,-1,"{}"
1303,1,4,0,0.001724,"\int \frac{1+x}{x} \, dx","Int[(1 + x)/x,x]","x+\log (x)","x+\log (2 x)+e^{15}+6",1,"x + Log[x]","A",2,1,7,0.1429,1,"{43}"
1304,1,129,0,0.6624808,"\int \frac{-10 x+15 x^2+10 x^4+28 x^5+7 x^6+2 x^8+14 x^9+\left(10 x+20 x^4+6 x^5+12 x^8\right) \log \left(\frac{1+2 x^3}{x^2}\right)}{1+2 x^3} \, dx","Int[(-10*x + 15*x^2 + 10*x^4 + 28*x^5 + 7*x^6 + 2*x^8 + 14*x^9 + (10*x + 20*x^4 + 6*x^5 + 12*x^8)*Log[(1 + 2*x^3)/x^2])/(1 + 2*x^3),x]","x^7+5 x^3+5 x^2 \log \left(\frac{2 x^3+1}{x^2}\right)+x^6 \log \left(\frac{2 x^3+1}{x^2}\right)-\frac{5 \sqrt{3} \tan ^{-1}\left(\frac{1-2 \sqrt[3]{2} x}{\sqrt{3}}\right)}{2^{2/3}}+\frac{5 \sqrt[3]{2} \tan ^{-1}\left(\frac{1-2 \sqrt[3]{2} x}{\sqrt{3}}\right)}{\sqrt{3}}+\frac{5 \tan ^{-1}\left(\frac{1-2 \sqrt[3]{2} x}{\sqrt{3}}\right)}{2^{2/3} \sqrt{3}}","x^2 \left(x^4+5\right) \left(\log \left(\frac{1}{x^2}+2 x\right)+x\right)",1,"5*x^3 + x^7 + (5*ArcTan[(1 - 2*2^(1/3)*x)/Sqrt[3]])/(2^(2/3)*Sqrt[3]) + (5*2^(1/3)*ArcTan[(1 - 2*2^(1/3)*x)/Sqrt[3]])/Sqrt[3] - (5*Sqrt[3]*ArcTan[(1 - 2*2^(1/3)*x)/Sqrt[3]])/2^(2/3) + 5*x^2*Log[(1 + 2*x^3)/x^2] + x^6*Log[(1 + 2*x^3)/x^2]","B",54,19,76,0.2500,1,"{6725, 292, 31, 634, 617, 204, 628, 260, 321, 266, 43, 302, 200, 2528, 2525, 12, 459, 446, 77}"
1305,0,0,0,1.2819517,"\int \frac{6 x^2+6 x^3+\left(-216+1296 x+54 x^2-396 x^3\right) \log (x)+\left(108-648 x-9 x^2+210 x^3\right) \log (x) \log (\log (x))+\left(-18+108 x-36 x^3\right) \log (x) \log ^2(\log (x))+\left(1-6 x+2 x^3\right) \log (x) \log ^3(\log (x))}{\left(-216-432 x-216 x^2\right) \log (x)+\left(108+216 x+108 x^2\right) \log (x) \log (\log (x))+\left(-18-36 x-18 x^2\right) \log (x) \log ^2(\log (x))+\left(1+2 x+x^2\right) \log (x) \log ^3(\log (x))} \, dx","Int[(6*x^2 + 6*x^3 + (-216 + 1296*x + 54*x^2 - 396*x^3)*Log[x] + (108 - 648*x - 9*x^2 + 210*x^3)*Log[x]*Log[Log[x]] + (-18 + 108*x - 36*x^3)*Log[x]*Log[Log[x]]^2 + (1 - 6*x + 2*x^3)*Log[x]*Log[Log[x]]^3)/((-216 - 432*x - 216*x^2)*Log[x] + (108 + 216*x + 108*x^2)*Log[x]*Log[Log[x]] + (-18 - 36*x - 18*x^2)*Log[x]*Log[Log[x]]^2 + (1 + 2*x + x^2)*Log[x]*Log[Log[x]]^3),x]","\int \frac{6 x^2+6 x^3+\left(-216+1296 x+54 x^2-396 x^3\right) \log (x)+\left(108-648 x-9 x^2+210 x^3\right) \log (x) \log (\log (x))+\left(-18+108 x-36 x^3\right) \log (x) \log ^2(\log (x))+\left(1-6 x+2 x^3\right) \log (x) \log ^3(\log (x))}{\left(-216-432 x-216 x^2\right) \log (x)+\left(108+216 x+108 x^2\right) \log (x) \log (\log (x))+\left(-18-36 x-18 x^2\right) \log (x) \log ^2(\log (x))+\left(1+2 x+x^2\right) \log (x) \log ^3(\log (x))} \, dx","x \left(-\frac{5-\frac{3 x^2}{(6-\log (\log (x)))^2}}{-x-1}+x-4\right)",1,"-4*x + x^2 - 5/(1 + x) - 6*Defer[Int][1/(Log[x]*(-6 + Log[Log[x]])^3), x] + 6*Defer[Int][x/(Log[x]*(-6 + Log[Log[x]])^3), x] + 6*Defer[Int][1/((1 + x)*Log[x]*(-6 + Log[Log[x]])^3), x] + 3*Defer[Int][(-6 + Log[Log[x]])^(-2), x] - 6*Defer[Int][x/(-6 + Log[Log[x]])^2, x] - 3*Defer[Int][1/((1 + x)^2*(-6 + Log[Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
1306,0,0,0,4.8935342,"\int e^{16-4 e^3-4 x} \left((2-2 x-2 x \log (x)) \log \left(x^{1-x}\right)+(1-4 x) \log ^2\left(x^{1-x}\right)\right) \, dx","Int[E^(16 - 4*E^3 - 4*x)*((2 - 2*x - 2*x*Log[x])*Log[x^(1 - x)] + (1 - 4*x)*Log[x^(1 - x)]^2),x]","\int e^{16-4 e^3-4 x} \left((2-2 x-2 x \log (x)) \log \left(x^{1-x}\right)+(1-4 x) \log ^2\left(x^{1-x}\right)\right) \, dx","e^{-4 x-4 e^3+16} x \log ^2\left(x^{1-x}\right)",1,"(3*E^(4*(4 - E^3) - 4*x))/32 - (E^(4*(4 - E^3) - 4*x)*x)/8 + (3*E^(16 - 4*E^3)*ExpIntegralEi[-4*x])/16 - E^(16 - 4*E^3)*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -4*x] + (3*E^(4*(4 - E^3) - 4*x)*Log[x])/32 + (E^(16 - 4*E^3)*EulerGamma*Log[x])/4 - (E^(4*(4 - E^3) - 4*x)*x*Log[x])/8 - (E^(4*(4 - E^3) - 4*x)*(1 + 4*x)*Log[x])/32 - (E^(16 - 4*E^3)*ExpIntegralEi[-4*x]*Log[x])/8 - (E^(16 - 4*E^3)*x*ExpIntegralEi[-4*x]*Log[x])/8 + (E^(16 - 4*E^3)*(ExpIntegralE[1, 4*x] + ExpIntegralEi[-4*x])*Log[x])/4 + (E^(16 - 4*E^3)*Log[4*x]^2)/8 - (E^(4*(4 - E^3) - 4*x)*Log[x^(1 - x)])/4 + (E^(4*(4 - E^3) - 4*x)*x*Log[x^(1 - x)])/2 - (E^(16 - 4*E^3)*ExpIntegralEi[-4*x]*Log[x^(1 - x)])/8 + (E^(4*(4 - E^3) - 4*x)*Log[x]*Log[x^(1 - x)])/8 + (E^(4*(4 - E^3) - 4*x)*x*Log[x]*Log[x^(1 - x)])/2 + Defer[Int][E^(4*(4 - E^3) - 4*x)*Log[x]^2, x]/8 + Defer[Int][E^(4*(4 - E^3) - 4*x)*x*Log[x]^2, x]/2 + Defer[Int][E^(16 - 4*E^3 - 4*x)*Log[x^(1 - x)]^2, x] - 4*Defer[Int][E^(16 - 4*E^3 - 4*x)*x*Log[x^(1 - x)]^2, x]","F",0,0,0,0,-1,"{}"
1307,1,30,0,0.0603835,"\int \frac{100-40 e^2+4 e^4-x^3+\left(10 x^4+2 x^5\right) \log (x)+x^5 \log ^2(x)}{x^5} \, dx","Int[(100 - 40*E^2 + 4*E^4 - x^3 + (10*x^4 + 2*x^5)*Log[x] + x^5*Log[x]^2)/x^5,x]","-\frac{\left(5-e^2\right)^2}{x^4}+\frac{1}{x}+x \log ^2(x)+5 \log ^2(x)","\frac{x-\frac{\left(5-e^2\right)^2}{x^2}}{x^2}+(x+5) \log ^2(x)",1,"-((5 - E^2)^2/x^4) + x^(-1) + 5*Log[x]^2 + x*Log[x]^2","A",9,5,43,0.1163,1,"{14, 2346, 2301, 2295, 2296}"
1308,0,0,0,1.6413059,"\int \frac{3 e^5+2 e^{5+2 x}+e^{5+x} (5-2 x)+e^{5+x} x \log (x)}{4 x+8 e^x x+4 e^{2 x} x+\left(-4 x-8 e^x x-4 e^{2 x} x\right) \log (x)+\left(x+2 e^x x+e^{2 x} x\right) \log ^2(x)} \, dx","Int[(3*E^5 + 2*E^(5 + 2*x) + E^(5 + x)*(5 - 2*x) + E^(5 + x)*x*Log[x])/(4*x + 8*E^x*x + 4*E^(2*x)*x + (-4*x - 8*E^x*x - 4*E^(2*x)*x)*Log[x] + (x + 2*E^x*x + E^(2*x)*x)*Log[x]^2),x]","\int \frac{3 e^5+2 e^{5+2 x}+e^{5+x} (5-2 x)+e^{5+x} x \log (x)}{4 x+8 e^x x+4 e^{2 x} x+\left(-4 x-8 e^x x-4 e^{2 x} x\right) \log (x)+\left(x+2 e^x x+e^{2 x} x\right) \log ^2(x)} \, dx","\frac{e^5 \left(\frac{x}{e^x x+x}+2\right)}{2-\log (x)}",1,"(2*E^5)/(2 - Log[x]) - 2*E^5*Defer[Int][1/((1 + E^x)*(-2 + Log[x])^2), x] + E^5*Defer[Int][1/((1 + E^x)*x*(-2 + Log[x])^2), x] - E^5*Defer[Int][1/((1 + E^x)^2*(-2 + Log[x])), x] + E^5*Defer[Int][Log[x]/((1 + E^x)*(-2 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
1309,1,22,0,0.0660737,"\int \frac{-x^3+2 e^{e^{2 x}+2 x} x^3-4 \log \left(x^2\right)+2 \log ^2\left(x^2\right)}{x^3} \, dx","Int[(-x^3 + 2*E^(E^(2*x) + 2*x)*x^3 - 4*Log[x^2] + 2*Log[x^2]^2)/x^3,x]","-\frac{\log ^2\left(x^2\right)}{x^2}+e^{e^{2 x}}-x","-\frac{\log ^2\left(x^2\right)}{x^2}+e^{e^{2 x}}-x",1,"E^E^(2*x) - x - Log[x^2]^2/x^2","A",9,5,40,0.1250,1,"{14, 2282, 2194, 2304, 2305}"
1310,0,0,0,0.9621145,"\int \frac{-1+x+e^x \left(2 x^2+x^3\right)+6 x \log \left(\frac{e^{x+e^x x^2}}{x}\right)}{x \log \left(\frac{e^{x+e^x x^2}}{x}\right)} \, dx","Int[(-1 + x + E^x*(2*x^2 + x^3) + 6*x*Log[E^(x + E^x*x^2)/x])/(x*Log[E^(x + E^x*x^2)/x]),x]","\int \frac{-1+x+e^x \left(2 x^2+x^3\right)+6 x \log \left(\frac{e^{x+e^x x^2}}{x}\right)}{x \log \left(\frac{e^{x+e^x x^2}}{x}\right)} \, dx","x \left(\frac{\log \left(\log \left(\frac{e^{e^x x^2+x}}{x}\right)\right)}{x}+5\right)+x+4",1,"6*x + Defer[Int][Log[E^(x + E^x*x^2)/x]^(-1), x] - Defer[Int][1/(x*Log[E^(x + E^x*x^2)/x]), x] + 2*Defer[Int][(E^x*x)/Log[E^(x + E^x*x^2)/x], x] + Defer[Int][(E^x*x^2)/Log[E^(x + E^x*x^2)/x], x]","F",0,0,0,0,-1,"{}"
1311,0,0,0,5.6983068,"\int \frac{e^{-1-3 x} \log ^2\left(-x+x^2\right) \left((-9+18 x) \log (x)+\left(-3+3 x+\left(9-9 x^2\right) \log (x)\right) \log \left(-x+x^2\right)\right)}{-x^4+x^5} \, dx","Int[(E^(-1 - 3*x)*Log[-x + x^2]^2*((-9 + 18*x)*Log[x] + (-3 + 3*x + (9 - 9*x^2)*Log[x])*Log[-x + x^2]))/(-x^4 + x^5),x]","\int \frac{e^{-1-3 x} \log ^2\left(-x+x^2\right) \left((-9+18 x) \log (x)+\left(-3+3 x+\left(9-9 x^2\right) \log (x)\right) \log \left(-x+x^2\right)\right)}{-x^4+x^5} \, dx","\frac{3 e^{3 \left(\log \left(\log \left(x^2-x\right)\right)-x\right)-1} \log (x)}{x^3}",1,"9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^2)/(-1 + x), x] + 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^2)/x^4, x] - 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^2)/x^3, x] - 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^2)/x^2, x] - 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^2)/x, x] + 3*Defer[Int][(E^(-1 - 3*x)*Log[(-1 + x)*x]^3)/x^4, x] - 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^3)/x^4, x] - 9*Defer[Int][(E^(-1 - 3*x)*Log[x]*Log[(-1 + x)*x]^3)/x^3, x]","F",0,0,0,0,-1,"{}"
1312,1,30,0,0.014791,"\int \left(8 e^4 x-12 x^2-\log \left(2 e^3\right)\right) \log (\log (5)) \, dx","Int[(8*E^4*x - 12*x^2 - Log[2*E^3])*Log[Log[5]],x]","-4 x^3 \log (\log (5))+4 e^4 x^2 \log (\log (5))-x (3+\log (2)) \log (\log (5))","\left(e^4-x\right) \log (\log (5)) \left(4 x^2+\log \left(2 e^3\right)\right)",1,"4*E^4*x^2*Log[Log[5]] - 4*x^3*Log[Log[5]] - x*(3 + Log[2])*Log[Log[5]]","A",2,1,24,0.04167,1,"{12}"
1313,0,0,0,3.6686858,"\int \frac{5+10 e^{x^2} x+e^{5+e^{36 x^4}} \left(1+2 e^{x^2} x+e^{36 x^4} \left(288 x^3-144 e^{x^2} x^3-144 x^4\right)\right)}{25+10 e^{5+e^{36 x^4}}+e^{10+2 e^{36 x^4}}} \, dx","Int[(5 + 10*E^x^2*x + E^(5 + E^(36*x^4))*(1 + 2*E^x^2*x + E^(36*x^4)*(288*x^3 - 144*E^x^2*x^3 - 144*x^4)))/(25 + 10*E^(5 + E^(36*x^4)) + E^(10 + 2*E^(36*x^4))),x]","\int \frac{5+10 e^{x^2} x+e^{5+e^{36 x^4}} \left(1+2 e^{x^2} x+e^{36 x^4} \left(288 x^3-144 e^{x^2} x^3-144 x^4\right)\right)}{25+10 e^{5+e^{36 x^4}}+e^{10+2 e^{36 x^4}}} \, dx","\frac{e^{x^2}+x-2}{e^{e^{36 x^4}+5}+5}",1,"-2/(5 + E^(5 + E^(36*x^4))) + Defer[Int][(5 + E^(5 + E^(36*x^4)))^(-1), x] - 144*Defer[Int][(E^(5 + E^(36*x^4) + 36*x^4)*x^4)/(5 + E^(5 + E^(36*x^4)))^2, x] + 5*Defer[Subst][Defer[Int][E^x/(5 + E^(5 + E^(36*x^2)))^2, x], x, x^2] + Defer[Subst][Defer[Int][E^(5 + E^(36*x^2) + x)/(5 + E^(5 + E^(36*x^2)))^2, x], x, x^2] - 72*Defer[Subst][Defer[Int][(E^(5 + E^(36*x^2) + x + 36*x^2)*x)/(5 + E^(5 + E^(36*x^2)))^2, x], x, x^2]","F",0,0,0,0,-1,"{}"
1314,-1,0,0,180.000531,"\int \frac{\exp \left(\frac{6400-220 x+4 x^2-1280 x^3+172 x^4-4 x^5+64 x^6-15 x^7+x^8+\left(6400-860 x+20 x^2-640 x^3+150 x^4-10 x^5\right) \log (2)+\left(1600-375 x+25 x^2\right) \log ^2(2)}{100-20 x^3+x^6+\left(100-10 x^3\right) \log (2)+25 \log ^2(2)}\right) \left(-2200+80 x+5780 x^3-184 x^4-706 x^6+76 x^7+15 x^9-2 x^{10}+\left(-9700+440 x+5140 x^3-520 x^4-225 x^6+30 x^7\right) \log (2)+\left(-8050+700 x+1125 x^3-150 x^4\right) \log ^2(2)+(-1875+250 x) \log ^3(2)\right)}{1000-300 x^3+30 x^6-x^9+\left(1500-300 x^3+15 x^6\right) \log (2)+\left(750-75 x^3\right) \log ^2(2)+125 \log ^3(2)} \, dx","Int[(E^((6400 - 220*x + 4*x^2 - 1280*x^3 + 172*x^4 - 4*x^5 + 64*x^6 - 15*x^7 + x^8 + (6400 - 860*x + 20*x^2 - 640*x^3 + 150*x^4 - 10*x^5)*Log[2] + (1600 - 375*x + 25*x^2)*Log[2]^2)/(100 - 20*x^3 + x^6 + (100 - 10*x^3)*Log[2] + 25*Log[2]^2))*(-2200 + 80*x + 5780*x^3 - 184*x^4 - 706*x^6 + 76*x^7 + 15*x^9 - 2*x^10 + (-9700 + 440*x + 5140*x^3 - 520*x^4 - 225*x^6 + 30*x^7)*Log[2] + (-8050 + 700*x + 1125*x^3 - 150*x^4)*Log[2]^2 + (-1875 + 250*x)*Log[2]^3))/(1000 - 300*x^3 + 30*x^6 - x^9 + (1500 - 300*x^3 + 15*x^6)*Log[2] + (750 - 75*x^3)*Log[2]^2 + 125*Log[2]^3),x]","\text{\$Aborted}","\exp \left(\left(x-2 \left(\frac{4}{\frac{5 (2+\log (2))}{x}-x^2}+4\right)\right)^2+x\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
1315,1,18,0,0.0206402,"\int \frac{1}{4} \left(e^{e^x} \left(-1+e^x (-64-x)\right)+80 x\right) \, dx","Int[(E^E^x*(-1 + E^x*(-64 - x)) + 80*x)/4,x]","10 x^2-\frac{1}{4} e^{e^x} (x+64)","10 x^2-e^{e^x} \left(\frac{x}{4}+16\right)",1,"10*x^2 - (E^E^x*(64 + x))/4","A",3,2,25,0.08000,1,"{12, 2288}"
1316,1,90,0,0.6356036,"\int \frac{20992-80852 x+116568 x^2-74529 x^3+17820 x^4+\left(-10512+35460 x-43308 x^2+22248 x^3-3888 x^4\right) \log (x)+\left(1296-3888 x+3888 x^2-1296 x^3\right) \log ^2(x)}{-8 x^3+24 x^4-24 x^5+8 x^6} \, dx","Int[(20992 - 80852*x + 116568*x^2 - 74529*x^3 + 17820*x^4 + (-10512 + 35460*x - 43308*x^2 + 22248*x^3 - 3888*x^4)*Log[x] + (1296 - 3888*x + 3888*x^2 - 1296*x^3)*Log[x]^2)/(-8*x^3 + 24*x^4 - 24*x^5 + 8*x^6),x]","-\frac{4455 x^2}{4 (1-x)^2}+\frac{1024}{x^2}+\frac{81 \log ^2(x)}{x^2}-\frac{576 \log (x)}{x^2}-\frac{2230}{1-x}+\frac{17821}{16 (1-x)^2}-\frac{1744}{x}+\frac{9 x \log (x)}{2 (1-x)}+\frac{9 \log (x)}{2}+\frac{981 \log (x)}{2 x}","\left(\frac{1}{4 (x-1)}+\frac{5}{x}+9 \left(\frac{3-\log (x)}{x}-3\right)\right)^2+5",1,"17821/(16*(1 - x)^2) - 2230/(1 - x) + 1024/x^2 - 1744/x - (4455*x^2)/(4*(1 - x)^2) + (9*Log[x])/2 - (576*Log[x])/x^2 + (981*Log[x])/(2*x) + (9*x*Log[x])/(2*(1 - x)) + (81*Log[x]^2)/x^2","B",19,10,87,0.1149,1,"{6741, 12, 6742, 44, 37, 2357, 2314, 31, 2304, 2305}"
1317,0,0,0,3.9739876,"\int \frac{50 \log ^2(3)+e^8 x \log \left(-\frac{x}{2}\right) \log ^3\left(5 \log \left(-\frac{x}{2}\right)\right)}{-25 x \log ^2(3) \log \left(-\frac{x}{2}\right) \log \left(5 \log \left(-\frac{x}{2}\right)\right)+e^8 x^2 \log \left(-\frac{x}{2}\right) \log ^3\left(5 \log \left(-\frac{x}{2}\right)\right)} \, dx","Int[(50*Log[3]^2 + E^8*x*Log[-1/2*x]*Log[5*Log[-1/2*x]]^3)/(-25*x*Log[3]^2*Log[-1/2*x]*Log[5*Log[-1/2*x]] + E^8*x^2*Log[-1/2*x]*Log[5*Log[-1/2*x]]^3),x]","\int \frac{50 \log ^2(3)+e^8 x \log \left(-\frac{x}{2}\right) \log ^3\left(5 \log \left(-\frac{x}{2}\right)\right)}{-25 x \log ^2(3) \log \left(-\frac{x}{2}\right) \log \left(5 \log \left(-\frac{x}{2}\right)\right)+e^8 x^2 \log \left(-\frac{x}{2}\right) \log ^3\left(5 \log \left(-\frac{x}{2}\right)\right)} \, dx","\log \left(\frac{25 \log ^2(3)}{e^8 \log ^2\left(5 \log \left(-\frac{x}{2}\right)\right)}-x\right)",1,"Log[x] - 2*Log[Log[5*Log[-1/2*x]]] - 2*E^8*Defer[Int][Log[5*Log[-1/2*x]]/(Log[-1/2*x]*(25*Log[3]^2 - E^8*x*Log[5*Log[-1/2*x]]^2)), x] + 25*Log[3]^2*Defer[Int][1/(x*(-25*Log[3]^2 + E^8*x*Log[5*Log[-1/2*x]]^2)), x]","F",0,0,0,0,-1,"{}"
1318,0,0,0,20.8154761,"\int \frac{e^{-x} \left(e^x x^2+e^{\frac{1-e^{e^{e^{-x} \left(-x+e^x x^6\right)}}+x^2}{x}} \left(e^x \left(-1+x^2\right)+e^{e^{e^{-x} \left(-x+e^x x^6\right)}} \left(e^x+e^{e^{-x} \left(-x+e^x x^6\right)} \left(x-x^2-6 e^x x^6\right)\right)\right)\right)}{x^2} \, dx","Int[(E^x*x^2 + E^((1 - E^E^((-x + E^x*x^6)/E^x) + x^2)/x)*(E^x*(-1 + x^2) + E^E^((-x + E^x*x^6)/E^x)*(E^x + E^((-x + E^x*x^6)/E^x)*(x - x^2 - 6*E^x*x^6))))/(E^x*x^2),x]","\int \frac{e^{-x} \left(e^x x^2+e^{\frac{1-e^{e^{e^{-x} \left(-x+e^x x^6\right)}}+x^2}{x}} \left(e^x \left(-1+x^2\right)+e^{e^{e^{-x} \left(-x+e^x x^6\right)}} \left(e^x+e^{e^{-x} \left(-x+e^x x^6\right)} \left(x-x^2-6 e^x x^6\right)\right)\right)\right)}{x^2} \, dx","e^{x-\frac{e^{e^{x^6-e^{-x} x}}-1}{x}}+x",1,"x + Defer[Int][E^(x^(-1) - E^E^(-(x/E^x) + x^6)/x + x), x] - Defer[Int][E^(E^(-(x/E^x) + x^6) + x^(-1) - E^E^(-(x/E^x) + x^6)/x - x/E^x + x^6), x] - Defer[Int][E^(x^(-1) - E^E^(-(x/E^x) + x^6)/x + x)/x^2, x] + Defer[Int][E^(E^(-(x/E^x) + x^6) + x^(-1) - E^E^(-(x/E^x) + x^6)/x + x)/x^2, x] + Defer[Int][E^(E^(-(x/E^x) + x^6) + x^(-1) - E^E^(-(x/E^x) + x^6)/x - x/E^x + x^6)/x, x] - 6*Defer[Int][E^(E^(-(x/E^x) + x^6) + x^(-1) - E^E^(-(x/E^x) + x^6)/x + x - x/E^x + x^6)*x^4, x]","F",0,0,0,0,-1,"{}"
1319,1,6,0,0.0024588,"\int \frac{256}{1+256 x} \, dx","Int[256/(1 + 256*x),x]","\log (256 x+1)","\log \left(e \left(x+\frac{1}{256}\right)\right)",1,"Log[1 + 256*x]","A",2,2,9,0.2222,1,"{12, 31}"
1320,0,0,0,2.4287081,"\int \frac{240 x+120 e^4 x+15 e^8 x-5 x^2+\left(-240-120 e^4-15 e^8+5 x\right) \log (5)+\left(5 x^2+\left(-240-120 e^4-15 e^8\right) \log (5)\right) \log (x) \log (\log (x))}{\left(2304 x^2+144 e^{12} x^2+9 e^{16} x^2-96 x^3+x^4+e^4 \left(2304 x^2-48 x^3\right)+e^8 \left(864 x^2-6 x^3\right)+\left(-4608 x-288 e^{12} x-18 e^{16} x+192 x^2-2 x^3+e^8 \left(-1728 x+12 x^2\right)+e^4 \left(-4608 x+96 x^2\right)\right) \log (5)+\left(2304+144 e^{12}+9 e^{16}+e^4 (2304-48 x)+e^8 (864-6 x)-96 x+x^2\right) \log ^2(5)\right) \log (x)} \, dx","Int[(240*x + 120*E^4*x + 15*E^8*x - 5*x^2 + (-240 - 120*E^4 - 15*E^8 + 5*x)*Log[5] + (5*x^2 + (-240 - 120*E^4 - 15*E^8)*Log[5])*Log[x]*Log[Log[x]])/((2304*x^2 + 144*E^12*x^2 + 9*E^16*x^2 - 96*x^3 + x^4 + E^4*(2304*x^2 - 48*x^3) + E^8*(864*x^2 - 6*x^3) + (-4608*x - 288*E^12*x - 18*E^16*x + 192*x^2 - 2*x^3 + E^8*(-1728*x + 12*x^2) + E^4*(-4608*x + 96*x^2))*Log[5] + (2304 + 144*E^12 + 9*E^16 + E^4*(2304 - 48*x) + E^8*(864 - 6*x) - 96*x + x^2)*Log[5]^2)*Log[x]),x]","\int \frac{240 x+120 e^4 x+15 e^8 x-5 x^2+\left(-240-120 e^4-15 e^8+5 x\right) \log (5)+\left(5 x^2+\left(-240-120 e^4-15 e^8\right) \log (5)\right) \log (x) \log (\log (x))}{\left(2304 x^2+144 e^{12} x^2+9 e^{16} x^2-96 x^3+x^4+e^4 \left(2304 x^2-48 x^3\right)+e^8 \left(864 x^2-6 x^3\right)+\left(-4608 x-288 e^{12} x-18 e^{16} x+192 x^2-2 x^3+e^8 \left(-1728 x+12 x^2\right)+e^4 \left(-4608 x+96 x^2\right)\right) \log (5)+\left(2304+144 e^{12}+9 e^{16}+e^4 (2304-48 x)+e^8 (864-6 x)-96 x+x^2\right) \log ^2(5)\right) \log (x)} \, dx","-\frac{5 x \log (\log (x))}{\left(3 \left(4+e^4\right)^2-x\right) (\log (5)-x)}",1,"5*Defer[Int][1/((48 + 24*E^4 + 3*E^8 - x)*(x - Log[5])*Log[x]), x] + (15*(4 + E^4)^2*Defer[Int][Log[Log[x]]/(48 + 24*E^4 + 3*E^8 - x)^2, x])/(48 + 24*E^4 + 3*E^8 - Log[5]) - (5*Log[5]*Defer[Int][Log[Log[x]]/(-x + Log[5])^2, x])/(48 + 24*E^4 + 3*E^8 - Log[5])","F",0,0,0,0,-1,"{}"
1321,0,0,0,0.9740087,"\int \frac{-3-x-x^2+\left(x+2 x^2\right) \log (x)-e^{1+e^4+e^{1+e^4-x}-x} x \log ^2(x)}{x \log ^2(x)} \, dx","Int[(-3 - x - x^2 + (x + 2*x^2)*Log[x] - E^(1 + E^4 + E^(1 + E^4 - x) - x)*x*Log[x]^2)/(x*Log[x]^2),x]","\int \frac{-3-x-x^2+\left(x+2 x^2\right) \log (x)-e^{1+e^4+e^{1+e^4-x}-x} x \log ^2(x)}{x \log ^2(x)} \, dx","\frac{x^2+x+3}{\log (x)}+e^{e^{-x+e^4+1}}+2",1,"E^E^(1 + E^4 - x) + 2*ExpIntegralEi[2*Log[x]] + LogIntegral[x] + Defer[Int][(-3 - x - x^2)/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1322,1,32,0,0.7652626,"\int \frac{-40-10 x-e^8 x+e^4 \left(-30 x-10 x^2\right)+\left(-30 x-2 e^4 x-10 x^2\right) \log (x)-x \log ^2(x)}{3 e^8 x+e^4 \left(120 x+30 x^2\right)+\left(120 x+6 e^4 x+30 x^2\right) \log (x)+3 x \log ^2(x)} \, dx","Int[(-40 - 10*x - E^8*x + E^4*(-30*x - 10*x^2) + (-30*x - 2*E^4*x - 10*x^2)*Log[x] - x*Log[x]^2)/(3*E^8*x + E^4*(120*x + 30*x^2) + (120*x + 6*E^4*x + 30*x^2)*Log[x] + 3*x*Log[x]^2),x]","-\frac{x}{3}-\frac{1}{3} \log \left(\log (x)+e^4\right)+\frac{1}{3} \log \left(10 x+\log (x)+e^4+40\right)","\frac{1}{3} \left(-x+\log \left(-\frac{4 (5 (x+3)+5)}{\log (x)+e^4}-2\right)-5\right)",1,"-1/3*x - Log[E^4 + Log[x]]/3 + Log[40 + E^4 + 10*x + Log[x]]/3","A",8,7,97,0.07216,1,"{6, 6688, 12, 6742, 2302, 29, 6684}"
1323,1,31,0,0.5717581,"\int \frac{-2 x-7 x^2-9 x^3+27 x^4-9 x^5+e^3 \left(6 x^2-6 x^3\right)+\left(-2+6 e^3 x+9 x^3\right) \log (x)}{9 x^4-9 x^5+9 x^3 \log (x)} \, dx","Int[(-2*x - 7*x^2 - 9*x^3 + 27*x^4 - 9*x^5 + E^3*(6*x^2 - 6*x^3) + (-2 + 6*E^3*x + 9*x^3)*Log[x])/(9*x^4 - 9*x^5 + 9*x^3*Log[x]),x]","\frac{1}{9 x^2}-\log \left(-x^2+x+\log (x)\right)+x-\frac{2 e^3}{3 x}","-\log \left(-x^2+x+\log (x)\right)+\left(e^3-\frac{1}{3 x}\right)^2+x+2",1,"1/(9*x^2) - (2*E^3)/(3*x) + x - Log[x - x^2 + Log[x]]","A",7,5,76,0.06579,1,"{6741, 12, 6742, 14, 6684}"
1324,0,0,0,0.82779,"\int \frac{15+15 x+2 x^2+6 x^3+x^7-5 x^8+3 x^9+\left(4 x^7-3 x^8\right) \log (x)}{-5 x-2 x^3-x^9+x^8 \log (x)} \, dx","Int[(15 + 15*x + 2*x^2 + 6*x^3 + x^7 - 5*x^8 + 3*x^9 + (4*x^7 - 3*x^8)*Log[x])/(-5*x - 2*x^3 - x^9 + x^8*Log[x]),x]","\int \frac{15+15 x+2 x^2+6 x^3+x^7-5 x^8+3 x^9+\left(4 x^7-3 x^8\right) \log (x)}{-5 x-2 x^3-x^9+x^8 \log (x)} \, dx","\log \left(\frac{-\left(x^5 (\log (x)-x)\right)+\frac{5}{x^2}+2}{x}\right)-3 x",1,"-3*x + 4*Log[x] - 35*Defer[Int][1/(x*(5 + 2*x^2 + x^8 - x^7*Log[x])), x] - 10*Defer[Int][x/(5 + 2*x^2 + x^8 - x^7*Log[x]), x] - Defer[Int][x^6/(5 + 2*x^2 + x^8 - x^7*Log[x]), x] + Defer[Int][x^7/(5 + 2*x^2 + x^8 - x^7*Log[x]), x]","F",0,0,0,0,-1,"{}"
1325,1,25,0,0.0806752,"\int \frac{e^{\frac{2 (1+i \pi +\log (-3+2 \log (5)))}{x}} (-2-2 (i \pi +\log (-3+2 \log (5))))}{x^2} \, dx","Int[(E^((2*(1 + I*Pi + Log[-3 + 2*Log[5]]))/x)*(-2 - 2*(I*Pi + Log[-3 + 2*Log[5]])))/x^2,x]","e^{\frac{2 (1+i \pi )}{x}} (\log (25)-3)^{2/x}","e^{\frac{2 (1+i \pi +\log (2 \log (5)-3))}{x}}",1,"E^((2*(1 + I*Pi))/x)*(-3 + Log[25])^(2/x)","A",2,2,42,0.04762,1,"{12, 2209}"
1326,-1,0,0,180.0037768,"\int \frac{2 e^x x+2 x^3+e^{\left(e^x+x^2\right)^{\frac{x+\log (x)}{x}}} \left(e^x+x^2\right)^{\frac{x+\log (x)}{x}} \left(e^x x^2+2 x^3+\left(e^x x+2 x^2\right) \log (x)+\left(e^x+x^2+\left(-e^x-x^2\right) \log (x)\right) \log \left(e^x+x^2\right)\right)}{-e^x x^2-x^4+e^{\left(e^x+x^2\right)^{\frac{x+\log (x)}{x}}} \left(e^x x^2+x^4\right)+\left(e^x x^2+x^4\right) \log \left(x^2\right)} \, dx","Int[(2*E^x*x + 2*x^3 + E^(E^x + x^2)^((x + Log[x])/x)*(E^x + x^2)^((x + Log[x])/x)*(E^x*x^2 + 2*x^3 + (E^x*x + 2*x^2)*Log[x] + (E^x + x^2 + (-E^x - x^2)*Log[x])*Log[E^x + x^2]))/(-(E^x*x^2) - x^4 + E^(E^x + x^2)^((x + Log[x])/x)*(E^x*x^2 + x^4) + (E^x*x^2 + x^4)*Log[x^2]),x]","\text{\$Aborted}","\log \left(\log \left(x^2\right)+e^{\left(x^2+e^x\right)^{\frac{x+\log (x)}{x}}}-1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
1327,1,173,0,0.7544051,"\int \left(e^{2 e^{2 x} \log ^2\left(\frac{2}{x}\right)} \left(-10 e^{10}+40 e^{10+2 x} \log \left(\frac{2}{x}\right)-40 e^{10+2 x} x \log ^2\left(\frac{2}{x}\right)\right)+e^{4 e^{2 x} \log ^2\left(\frac{2}{x}\right)} \left(2 e^{20} x-8 e^{20+2 x} x \log \left(\frac{2}{x}\right)+8 e^{20+2 x} x^2 \log ^2\left(\frac{2}{x}\right)\right)\right) \, dx","Int[E^(2*E^(2*x)*Log[2/x]^2)*(-10*E^10 + 40*E^(10 + 2*x)*Log[2/x] - 40*E^(10 + 2*x)*x*Log[2/x]^2) + E^(4*E^(2*x)*Log[2/x]^2)*(2*E^20*x - 8*E^(20 + 2*x)*x*Log[2/x] + 8*E^(20 + 2*x)*x^2*Log[2/x]^2),x]","\frac{e^{4 e^{2 x} \log ^2\left(\frac{2}{x}\right)} \left(e^{2 x+20} x \log \left(\frac{2}{x}\right)-e^{2 x+20} x^2 \log ^2\left(\frac{2}{x}\right)\right)}{\frac{e^{2 x} \log \left(\frac{2}{x}\right)}{x}-e^{2 x} \log ^2\left(\frac{2}{x}\right)}-\frac{10 e^{2 e^{2 x} \log ^2\left(\frac{2}{x}\right)} \left(e^{2 x+10} \log \left(\frac{2}{x}\right)-e^{2 x+10} x \log ^2\left(\frac{2}{x}\right)\right)}{\frac{e^{2 x} \log \left(\frac{2}{x}\right)}{x}-e^{2 x} \log ^2\left(\frac{2}{x}\right)}","\left(5-x e^{2 e^{2 x} \log ^2\left(\frac{2}{x}\right)+10}\right)^2",1,"(-10*E^(2*E^(2*x)*Log[2/x]^2)*(E^(10 + 2*x)*Log[2/x] - E^(10 + 2*x)*x*Log[2/x]^2))/((E^(2*x)*Log[2/x])/x - E^(2*x)*Log[2/x]^2) + (E^(4*E^(2*x)*Log[2/x]^2)*(E^(20 + 2*x)*x*Log[2/x] - E^(20 + 2*x)*x^2*Log[2/x]^2))/((E^(2*x)*Log[2/x])/x - E^(2*x)*Log[2/x]^2)","B",3,1,119,0.008403,1,"{2288}"
1328,1,15,0,0.4325393,"\int \frac{-20+360 x-270 x^2+15 x \log (x)}{-18 x^2+x \log (x)} \, dx","Int[(-20 + 360*x - 270*x^2 + 15*x*Log[x])/(-18*x^2 + x*Log[x]),x]","15 x-20 \log (18 x-\log (x))","5 \left(x-2 \left(-x+\log \left(\left(\frac{\log (x)}{4}-\frac{9 x}{2}\right)^2\right)+5\right)-4\right)",1,"15*x - 20*Log[18*x - Log[x]]","A",6,5,28,0.1786,1,"{2561, 6741, 12, 6742, 6684}"
1329,0,0,0,6.7846395,"\int \frac{e^{2+x} \left(1-2 x+x^2\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(1-2 x+x^2\right)+\left(e^{2+x} \left(x-2 x^2+x^3\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(x+2 x^2-4 x^3+2 x^4\right)\right) \log (x)}{\left(e^{2+x} \left(x-2 x^2+x^3\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(x-2 x^2+x^3\right)\right) \log (x)} \, dx","Int[(E^(2 + x)*(1 - 2*x + x^2) + E^((-5 + 4*x - x^2 + x^3)/(-1 + x))*(1 - 2*x + x^2) + (E^(2 + x)*(x - 2*x^2 + x^3) + E^((-5 + 4*x - x^2 + x^3)/(-1 + x))*(x + 2*x^2 - 4*x^3 + 2*x^4))*Log[x])/((E^(2 + x)*(x - 2*x^2 + x^3) + E^((-5 + 4*x - x^2 + x^3)/(-1 + x))*(x - 2*x^2 + x^3))*Log[x]),x]","\int \frac{e^{2+x} \left(1-2 x+x^2\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(1-2 x+x^2\right)+\left(e^{2+x} \left(x-2 x^2+x^3\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(x+2 x^2-4 x^3+2 x^4\right)\right) \log (x)}{\left(e^{2+x} \left(x-2 x^2+x^3\right)+e^{\frac{-5+4 x-x^2+x^3}{-1+x}} \left(x-2 x^2+x^3\right)\right) \log (x)} \, dx","\log \left(\left(e^{x^2+\frac{1}{1-x}+4}+e^{x+2}\right) \log (x)\right)",1,"(1 - x)^(-1) + x^2 + Log[Log[x]] + Defer[Int][E^((3 + x + 2*x^2)/(-1 + x))/(E^((x*(4 + x^2))/(-1 + x)) + E^(3/(-1 + x) + x/(-1 + x) + (2*x^2)/(-1 + x))), x] - Defer[Int][E^((3 + x + 2*x^2)/(-1 + x))/((E^((x*(4 + x^2))/(-1 + x)) + E^(3/(-1 + x) + x/(-1 + x) + (2*x^2)/(-1 + x)))*(-1 + x)^2), x] - 2*Defer[Int][(E^((3 + x + 2*x^2)/(-1 + x))*x)/(E^((x*(4 + x^2))/(-1 + x)) + E^(3/(-1 + x) + x/(-1 + x) + (2*x^2)/(-1 + x))), x]","F",0,0,0,0,-1,"{}"
1330,1,49,0,0.3028,"\int \frac{1}{16} e^{-16-8 x-x^2} \left(15 e^{16+8 x+x^2}+40 x-160 x^2-40 x^3\right) \, dx","Int[(E^(-16 - 8*x - x^2)*(15*E^(16 + 8*x + x^2) + 40*x - 160*x^2 - 40*x^3))/16,x]","\frac{5}{4} e^{-(x+4)^2} (x+4)^2-10 e^{-(x+4)^2} (x+4)+20 e^{-(x+4)^2}+\frac{15 x}{16}","\frac{5}{4} e^{-(x+4)^2} x^2+\frac{15 x}{16}",1,"20/E^(4 + x)^2 + (15*x)/16 - (10*(4 + x))/E^(4 + x)^2 + (5*(4 + x)^2)/(4*E^(4 + x)^2)","B",11,6,42,0.1429,1,"{12, 6688, 2226, 2205, 2209, 2212}"
1331,0,0,0,4.2557104,"\int \frac{100+40 x+4 x^2+\left(-50-40 x-6 x^2\right) \log (x)+\left(10 x+2 x^2\right) \log ^2(x)-4 x \log ^3(x)+(-4+2 x) \log ^4(x)+2 \log ^5(x)+\left((-100-20 x) \log (x)-20 \log ^3(x)\right) \log (-2+\log (x))+\left(-200-40 x+(100+40 x) \log (x)-10 x \log ^2(x)\right) \log ^2(-2+\log (x))+100 \log (x) \log ^3(-2+\log (x))+(100-50 \log (x)) \log ^4(-2+\log (x))}{-2 x \log ^3(x)+x \log ^4(x)} \, dx","Int[(100 + 40*x + 4*x^2 + (-50 - 40*x - 6*x^2)*Log[x] + (10*x + 2*x^2)*Log[x]^2 - 4*x*Log[x]^3 + (-4 + 2*x)*Log[x]^4 + 2*Log[x]^5 + ((-100 - 20*x)*Log[x] - 20*Log[x]^3)*Log[-2 + Log[x]] + (-200 - 40*x + (100 + 40*x)*Log[x] - 10*x*Log[x]^2)*Log[-2 + Log[x]]^2 + 100*Log[x]*Log[-2 + Log[x]]^3 + (100 - 50*Log[x])*Log[-2 + Log[x]]^4)/(-2*x*Log[x]^3 + x*Log[x]^4),x]","\int \frac{100+40 x+4 x^2+\left(-50-40 x-6 x^2\right) \log (x)+\left(10 x+2 x^2\right) \log ^2(x)-4 x \log ^3(x)+(-4+2 x) \log ^4(x)+2 \log ^5(x)+\left((-100-20 x) \log (x)-20 \log ^3(x)\right) \log (-2+\log (x))+\left(-200-40 x+(100+40 x) \log (x)-10 x \log ^2(x)\right) \log ^2(-2+\log (x))+100 \log (x) \log ^3(-2+\log (x))+(100-50 \log (x)) \log ^4(-2+\log (x))}{-2 x \log ^3(x)+x \log ^4(x)} \, dx","\left(\frac{x+\frac{5 \left(x-x \log ^2(\log (x)-2)\right)}{x}}{\log (x)}+\log (x)\right)^2",1,"2*x + E^4*ExpIntegralEi[-2*(2 - Log[x])] + 10*E^2*ExpIntegralEi[-2 + Log[x]] - ExpIntegralEi[2*Log[x]] + 25/Log[x]^2 + (10*x)/Log[x]^2 + 25/Log[x] + (20*x)/Log[x] + Log[x]^2 + (25*Log[2 - Log[x]])/2 - 10*Log[-2 + Log[x]]^2 - (50*Log[-2 + Log[x]]^2)/Log[x]^2 + (25*Log[-2 + Log[x]]^4)/Log[x]^2 - (25*Log[Log[x]])/2 - 30*LogIntegral[x] - Defer[Int][(25 + 20*x + 3*x^2)/(x*(-2 + Log[x])), x]/2 + 4*Defer[Int][x/((-2 + Log[x])*Log[x]^3), x] - Defer[Int][(-25 - 20*x - 3*x^2)/(x*Log[x]^2), x] - Defer[Int][(-25 - 20*x - 3*x^2)/(x*Log[x]), x]/2 - 20*Defer[Int][Log[-2 + Log[x]]/((-2 + Log[x])*Log[x]^2), x] + 20*Defer[Int][Log[-2 + Log[x]]^2/Log[x]^3, x] - 10*Defer[Int][Log[-2 + Log[x]]^2/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
1332,0,0,0,0.6485476,"\int \frac{16+8 x+2 x^4-2 x^5+\left(16+16 x^3-16 x^4\right) \log (x)+\left(32 x^2-32 x^3\right) \log ^2(x)}{x^4+8 x^3 \log (x)+16 x^2 \log ^2(x)} \, dx","Int[(16 + 8*x + 2*x^4 - 2*x^5 + (16 + 16*x^3 - 16*x^4)*Log[x] + (32*x^2 - 32*x^3)*Log[x]^2)/(x^4 + 8*x^3*Log[x] + 16*x^2*Log[x]^2),x]","\int \frac{16+8 x+2 x^4-2 x^5+\left(16+16 x^3-16 x^4\right) \log (x)+\left(32 x^2-32 x^3\right) \log ^2(x)}{x^4+8 x^3 \log (x)+16 x^2 \log ^2(x)} \, dx","-x^2+2 x-\frac{4}{x (x+4 \log (x))}+4-\log (4)",1,"-(1 - x)^2 + 16*Defer[Int][1/(x^2*(x + 4*Log[x])^2), x] + 4*Defer[Int][1/(x*(x + 4*Log[x])^2), x] + 4*Defer[Int][1/(x^2*(x + 4*Log[x])), x]","F",0,0,0,0,-1,"{}"
1333,1,1236,0,2.6582807,"\int \frac{729+27 x-972 x^3+270 x^6-28 x^9+x^{12}+e \left(81-2187 x^2+729 x^5-81 x^8+3 x^{11}\right)+\left(729-891 x^3+171 x^6-9 x^9+e \left(-2187 x^2+486 x^5-27 x^8\right)\right) \log \left(\frac{1}{3} (3 e+x)\right)+\left(243-270 x^3+27 x^6+e \left(-729 x^2+81 x^5\right)\right) \log ^2\left(\frac{1}{3} (3 e+x)\right)+\left(27-81 e x^2-27 x^3\right) \log ^3\left(\frac{1}{3} (3 e+x)\right)}{81 e+27 x} \, dx","Int[(729 + 27*x - 972*x^3 + 270*x^6 - 28*x^9 + x^12 + E*(81 - 2187*x^2 + 729*x^5 - 81*x^8 + 3*x^11) + (729 - 891*x^3 + 171*x^6 - 9*x^9 + E*(-2187*x^2 + 486*x^5 - 27*x^8))*Log[(3*E + x)/3] + (243 - 270*x^3 + 27*x^6 + E*(-729*x^2 + 81*x^5))*Log[(3*E + x)/3]^2 + (27 - 81*E*x^2 - 27*x^3)*Log[(3*E + x)/3]^3)/(81*E + 27*x),x]","\frac{x^{12}}{324}-\frac{1}{27} \log \left(\frac{x}{3}+e\right) x^9-\frac{x^9}{9}-\frac{3}{8} e \left(1+e^3\right) x^8+\frac{3 e^4 x^8}{8}+\frac{3 e x^8}{8}+\frac{9}{7} e^2 \left(1+e^3\right) x^7-\frac{9 e^5 x^7}{7}-\frac{9 e^2 x^7}{7}+\frac{1}{6} \log ^2\left(\frac{x}{3}+e\right) x^6+\frac{19}{18} \log \left(\frac{x}{3}+e\right) x^6-\frac{9}{2} e^3 \left(1+e^3\right) x^6+\frac{9 e^6 x^6}{2}+\frac{9 e^3 x^6}{2}+\frac{161 x^6}{108}-\frac{1}{5} e \log \left(\frac{x}{3}+e\right) x^5+\frac{27}{5} e \left(1+3 e^3+3 e^6\right) x^5-\frac{81 e^7 x^5}{5}-\frac{81 e^4 x^5}{5}-\frac{799 e x^5}{150}+\frac{3}{4} e^2 \log \left(\frac{x}{3}+e\right) x^4-\frac{81}{4} e^2 \left(1+3 e^3+3 e^6\right) x^4+\frac{243 e^8 x^4}{4}+\frac{243 e^5 x^4}{4}+\frac{1583 e^2 x^4}{80}-\frac{10}{3} \log ^2\left(\frac{x}{3}+e\right) x^3-\left(11+3 e^3\right) \log \left(\frac{x}{3}+e\right) x^3+81 e^3 \left(1+3 e^3+3 e^6\right) x^3+\frac{1}{3} \left(11+3 e^3\right) x^3-243 e^9 x^3-243 e^6 x^3-\frac{1583 e^3 x^3}{20}-12 x^3+\frac{9}{2} e \left(2+3 e^3\right) \log \left(\frac{x}{3}+e\right) x^2-\frac{3}{2} e \left(11+3 e^3\right) x^2-\frac{9}{4} e \left(2+3 e^3\right) x^2-\frac{81}{2} e \left(1+3 e^3\right)^3 x^2+\frac{2187 e^{10} x^2}{2}+\frac{2187 e^7 x^2}{2}+\frac{14247 e^4 x^2}{40}+54 e x^2+9 e^2 \left(11+3 e^3\right) x+\frac{81}{2} e^2 \left(2+3 e^3\right) x+243 e^2 \left(1+3 e^3\right)^3 x-6561 e^{11} x-6561 e^8 x-\frac{52461 e^5 x}{20}-486 e^2 x+x+\frac{1}{108} (x+3 e)^6-\frac{6}{25} e (x+3 e)^5+\frac{45}{16} e^2 (x+3 e)^4+\frac{1}{4} \log ^4\left(\frac{x}{3}+e\right)-20 e^3 (x+3 e)^3-\frac{2}{3} (x+3 e)^3-\frac{1}{3} (x+3 e)^3 \log ^3\left(\frac{x}{3}+e\right)+3 e (x+3 e)^2 \log ^3\left(\frac{x}{3}+e\right)-9 e^2 (x+3 e) \log ^3\left(\frac{x}{3}+e\right)+3 \left(1+3 e^3\right) \log ^3\left(\frac{x}{3}+e\right)+\frac{405}{4} e^4 (x+3 e)^2+\frac{27}{2} e (x+3 e)^2+\frac{1}{3} (x+3 e)^3 \log ^2\left(\frac{x}{3}+e\right)-3 e (x+3 e)^2 \log ^2\left(\frac{x}{3}+e\right)+9 e^2 (x+3 e) \log ^2\left(\frac{x}{3}+e\right)+\frac{27}{2} \left(1+3 e^3\right)^2 \log ^2\left(\frac{x}{3}+e\right)+\frac{243}{2} e^6 \log ^2\left(\frac{x}{3}+e\right)+90 e^3 \log ^2\left(\frac{x}{3}+e\right)-\frac{2}{9} (x+3 e)^3 \log \left(\frac{x}{3}+e\right)+3 e (x+3 e)^2 \log \left(\frac{x}{3}+e\right)-27 e^2 \left(2+3 e^3\right) (x+3 e) \log \left(\frac{x}{3}+e\right)-18 e^2 (x+3 e) \log \left(\frac{x}{3}+e\right)+\frac{10}{9} \log \left(\frac{x}{3}+e\right) \left(2 (x+3 e)^3-27 e (x+3 e)^2+162 e^2 (x+3 e)-162 e^3 \log \left(\frac{x}{3}+e\right)\right)+\frac{1}{180} \log \left(\frac{x}{3}+e\right) \left(-10 (x+3 e)^6+216 e (x+3 e)^5-2025 e^2 (x+3 e)^4+10800 e^3 (x+3 e)^3-36450 e^4 (x+3 e)^2+87480 e^5 (x+3 e)-43740 e^6 \log \left(\frac{x}{3}+e\right)\right)+3 e \left(1-243 e^2-2187 e^5-6561 e^8-6561 e^{11}\right) \log (x+3 e)-27 e^3 \left(11+3 e^3\right) \log (x+3 e)-\frac{81}{2} e^3 \left(2+3 e^3\right) \log (x+3 e)+19683 e^{12} \log (x+3 e)+19683 e^9 \log (x+3 e)+\frac{128223}{20} e^6 \log (x+3 e)+972 e^3 \log (x+3 e)-3 e \log (x+3 e)+27 \log (x+3 e)","\frac{1}{4} \left(\frac{x^3}{3}-\log \left(\frac{x}{3}+e\right)-3\right)^4+x",1,"x - 486*E^2*x - (52461*E^5*x)/20 - 6561*E^8*x - 6561*E^11*x + 243*E^2*(1 + 3*E^3)^3*x + (81*E^2*(2 + 3*E^3)*x)/2 + 9*E^2*(11 + 3*E^3)*x + 54*E*x^2 + (14247*E^4*x^2)/40 + (2187*E^7*x^2)/2 + (2187*E^10*x^2)/2 - (81*E*(1 + 3*E^3)^3*x^2)/2 - (9*E*(2 + 3*E^3)*x^2)/4 - (3*E*(11 + 3*E^3)*x^2)/2 - 12*x^3 - (1583*E^3*x^3)/20 - 243*E^6*x^3 - 243*E^9*x^3 + ((11 + 3*E^3)*x^3)/3 + 81*E^3*(1 + 3*E^3 + 3*E^6)*x^3 + (1583*E^2*x^4)/80 + (243*E^5*x^4)/4 + (243*E^8*x^4)/4 - (81*E^2*(1 + 3*E^3 + 3*E^6)*x^4)/4 - (799*E*x^5)/150 - (81*E^4*x^5)/5 - (81*E^7*x^5)/5 + (27*E*(1 + 3*E^3 + 3*E^6)*x^5)/5 + (161*x^6)/108 + (9*E^3*x^6)/2 + (9*E^6*x^6)/2 - (9*E^3*(1 + E^3)*x^6)/2 - (9*E^2*x^7)/7 - (9*E^5*x^7)/7 + (9*E^2*(1 + E^3)*x^7)/7 + (3*E*x^8)/8 + (3*E^4*x^8)/8 - (3*E*(1 + E^3)*x^8)/8 - x^9/9 + x^12/324 + (27*E*(3*E + x)^2)/2 + (405*E^4*(3*E + x)^2)/4 - (2*(3*E + x)^3)/3 - 20*E^3*(3*E + x)^3 + (45*E^2*(3*E + x)^4)/16 - (6*E*(3*E + x)^5)/25 + (3*E + x)^6/108 + (9*E*(2 + 3*E^3)*x^2*Log[E + x/3])/2 - (11 + 3*E^3)*x^3*Log[E + x/3] + (3*E^2*x^4*Log[E + x/3])/4 - (E*x^5*Log[E + x/3])/5 + (19*x^6*Log[E + x/3])/18 - (x^9*Log[E + x/3])/27 - 18*E^2*(3*E + x)*Log[E + x/3] - 27*E^2*(2 + 3*E^3)*(3*E + x)*Log[E + x/3] + 3*E*(3*E + x)^2*Log[E + x/3] - (2*(3*E + x)^3*Log[E + x/3])/9 + 90*E^3*Log[E + x/3]^2 + (243*E^6*Log[E + x/3]^2)/2 + (27*(1 + 3*E^3)^2*Log[E + x/3]^2)/2 - (10*x^3*Log[E + x/3]^2)/3 + (x^6*Log[E + x/3]^2)/6 + 9*E^2*(3*E + x)*Log[E + x/3]^2 - 3*E*(3*E + x)^2*Log[E + x/3]^2 + ((3*E + x)^3*Log[E + x/3]^2)/3 + 3*(1 + 3*E^3)*Log[E + x/3]^3 - 9*E^2*(3*E + x)*Log[E + x/3]^3 + 3*E*(3*E + x)^2*Log[E + x/3]^3 - ((3*E + x)^3*Log[E + x/3]^3)/3 + Log[E + x/3]^4/4 + (10*Log[E + x/3]*(162*E^2*(3*E + x) - 27*E*(3*E + x)^2 + 2*(3*E + x)^3 - 162*E^3*Log[E + x/3]))/9 + (Log[E + x/3]*(87480*E^5*(3*E + x) - 36450*E^4*(3*E + x)^2 + 10800*E^3*(3*E + x)^3 - 2025*E^2*(3*E + x)^4 + 216*E*(3*E + x)^5 - 10*(3*E + x)^6 - 43740*E^6*Log[E + x/3]))/180 + 27*Log[3*E + x] - 3*E*Log[3*E + x] + 972*E^3*Log[3*E + x] + (128223*E^6*Log[3*E + x])/20 + 19683*E^9*Log[3*E + x] + 19683*E^12*Log[3*E + x] - (81*E^3*(2 + 3*E^3)*Log[3*E + x])/2 - 27*E^3*(11 + 3*E^3)*Log[3*E + x] + 3*E*(1 - 243*E^2 - 2187*E^5 - 6561*E^8 - 6561*E^11)*Log[3*E + x]","B",87,19,167,0.1138,1,"{6742, 43, 1850, 2418, 2389, 2295, 2395, 2390, 12, 2301, 2296, 2401, 2305, 2304, 2398, 2411, 2334, 2302, 30}"
1334,0,0,0,1.0787115,"\int \frac{132-25 x^2+e^{-10+4 x} x^2+x^4+e^{-5+2 x} x \left(24+2 x-2 x^2\right)}{144-24 x^2+e^{-10+4 x} x^2+x^4+e^{-5+2 x} x \left(24-2 x^2\right)} \, dx","Int[(132 - 25*x^2 + E^(-10 + 4*x)*x^2 + x^4 + E^(-5 + 2*x)*x*(24 + 2*x - 2*x^2))/(144 - 24*x^2 + E^(-10 + 4*x)*x^2 + x^4 + E^(-5 + 2*x)*x*(24 - 2*x^2)),x]","\int \frac{132-25 x^2+e^{-10+4 x} x^2+x^4+e^{-5+2 x} x \left(24+2 x-2 x^2\right)}{144-24 x^2+e^{-10+4 x} x^2+x^4+e^{-5+2 x} x \left(24-2 x^2\right)} \, dx","-\frac{x}{-x^2+e^{2 x-5} x+12}+x+2",1,"x - 12*E^10*Defer[Int][(-12*E^5 - E^(2*x)*x + E^5*x^2)^(-2), x] - 24*E^10*Defer[Int][x/(-12*E^5 - E^(2*x)*x + E^5*x^2)^2, x] - E^10*Defer[Int][x^2/(-12*E^5 - E^(2*x)*x + E^5*x^2)^2, x] + 2*E^10*Defer[Int][x^3/(-12*E^5 - E^(2*x)*x + E^5*x^2)^2, x] - 2*E^5*Defer[Int][x/(-12*E^5 - E^(2*x)*x + E^5*x^2), x]","F",0,0,0,0,-1,"{}"
1335,0,0,0,0.5585115,"\int \frac{2 x^2-4 x^3+e \left(-8-2 x^2\right)+e^x \left(e (-4-x)+x^2-2 x^3\right)+\left(2 e+e^{1+x}\right) \log \left(2+e^x\right)}{2 x^2+e^x x^2} \, dx","Int[(2*x^2 - 4*x^3 + E*(-8 - 2*x^2) + E^x*(E*(-4 - x) + x^2 - 2*x^3) + (2*E + E^(1 + x))*Log[2 + E^x])/(2*x^2 + E^x*x^2),x]","\int \frac{2 x^2-4 x^3+e \left(-8-2 x^2\right)+e^x \left(e (-4-x)+x^2-2 x^3\right)+\left(2 e+e^{1+x}\right) \log \left(2+e^x\right)}{2 x^2+e^x x^2} \, dx","(x-1) \left(\frac{e \left(-x+\log \left(e^x+2\right)-4\right)}{x}-x\right)",1,"(4*E)/x + x - E*x - x^2 + E*Log[2 + E^x] - (E*Log[2 + E^x])/x - E*Log[x] + 2*E*Defer[Int][1/((2 + E^x)*x), x] + E*Defer[Int][E^x/((2 + E^x)*x), x]","F",0,0,0,0,-1,"{}"
1336,1,108,0,2.6436186,"\int e^{-2 x} \left(6 x^5-2 x^6+e^x \left(-6 x^2-6 x^3+2 x^4+10 e^{-2+x} x^4+12 x^5-2 x^6\right)+e^{2 x} \left(2+2 x-6 x^2-8 x^3+6 x^5+e^{-4+2 x} \left(4 x^3+2 x^4\right)+e^{-2+x} \left(-4 x-8 x^2-2 x^3+10 x^4+2 x^5\right)\right)\right) \, dx","Int[(6*x^5 - 2*x^6 + E^x*(-6*x^2 - 6*x^3 + 2*x^4 + 10*E^(-2 + x)*x^4 + 12*x^5 - 2*x^6) + E^(2*x)*(2 + 2*x - 6*x^2 - 8*x^3 + 6*x^5 + E^(-4 + 2*x)*(4*x^3 + 2*x^4) + E^(-2 + x)*(-4*x - 8*x^2 - 2*x^3 + 10*x^4 + 2*x^5)))/E^(2*x),x]","e^{-2 x} x^6+2 e^{-x} x^6+x^6+2 e^{x-2} x^5+\frac{2 x^5}{e^2}-2 e^{-x} x^4+e^{2 x-4} x^4-2 x^4-2 e^{x-2} x^3-2 e^{-x} x^3-2 x^3-2 e^{x-2} x^2+x^2+2 x","\left(-\left(\left(e^{-x} x+x+e^{x-2}\right) x^2\right)+x+1\right)^2",1,"2*x + x^2 - 2*E^(-2 + x)*x^2 - 2*x^3 - 2*E^(-2 + x)*x^3 - (2*x^3)/E^x - 2*x^4 - (2*x^4)/E^x + E^(-4 + 2*x)*x^4 + (2*x^5)/E^2 + 2*E^(-2 + x)*x^5 + x^6 + x^6/E^(2*x) + (2*x^6)/E^x","B",74,5,132,0.03788,1,"{6742, 2176, 2194, 6688, 2196}"
1337,0,0,0,2.0087803,"\int \frac{-14 x-16 x^2-4 x^3+\frac{e^{2 x} \left(-2 e^x-x\right)}{\left(2 e^x+x\right)^2}+e^x \left(-28-32 x-8 x^2\right)+\frac{e^x \left(1+7 x+4 x^2+e^x (16+8 x)\right)}{2 e^x+x}}{16 x+16 x^2+4 x^3+\frac{e^{2 x}}{2 e^x+x}+\frac{e^x \left(e^x (-16-8 x)-8 x-4 x^2\right)}{2 e^x+x}+e^x \left(32+32 x+8 x^2\right)} \, dx","Int[(-14*x - 16*x^2 - 4*x^3 + (E^(2*x)*(-2*E^x - x))/(2*E^x + x)^2 + E^x*(-28 - 32*x - 8*x^2) + (E^x*(1 + 7*x + 4*x^2 + E^x*(16 + 8*x)))/(2*E^x + x))/(16*x + 16*x^2 + 4*x^3 + E^(2*x)/(2*E^x + x) + (E^x*(E^x*(-16 - 8*x) - 8*x - 4*x^2))/(2*E^x + x) + E^x*(32 + 32*x + 8*x^2)),x]","\int \frac{-14 x-16 x^2-4 x^3+\frac{e^{2 x} \left(-2 e^x-x\right)}{\left(2 e^x+x\right)^2}+e^x \left(-28-32 x-8 x^2\right)+\frac{e^x \left(1+7 x+4 x^2+e^x (16+8 x)\right)}{2 e^x+x}}{16 x+16 x^2+4 x^3+\frac{e^{2 x}}{2 e^x+x}+\frac{e^x \left(e^x (-16-8 x)-8 x-4 x^2\right)}{2 e^x+x}+e^x \left(32+32 x+8 x^2\right)} \, dx","-x-\frac{1}{2 x-\frac{e^x}{x+2 e^x}+4}+40",1,"-x - 2/(7 + 4*x) - (7*Defer[Int][(7*E^x + 4*x + 4*E^x*x + 2*x^2)^(-2), x])/32 - (3*Defer[Int][x/(7*E^x + 4*x + 4*E^x*x + 2*x^2)^2, x])/8 + Defer[Int][x^2/(7*E^x + 4*x + 4*E^x*x + 2*x^2)^2, x]/2 + (49*Defer[Int][1/((7 + 4*x)^2*(7*E^x + 4*x + 4*E^x*x + 2*x^2)^2), x])/8 + (21*Defer[Int][1/((7 + 4*x)*(7*E^x + 4*x + 4*E^x*x + 2*x^2)^2), x])/32 - Defer[Int][(7*E^x + 4*x + 4*E^x*x + 2*x^2)^(-1), x]/4 + 14*Defer[Int][1/((7 + 4*x)^2*(7*E^x + 4*x + 4*E^x*x + 2*x^2)), x] + (3*Defer[Int][1/((7 + 4*x)*(7*E^x + 4*x + 4*E^x*x + 2*x^2)), x])/4","F",0,0,0,0,-1,"{}"
1338,1,69,0,0.0399248,"\int \frac{1}{72} \left(-288 x+432 x^2+e^{4 x} (1+4 x)+(288-576 x) \log (x)+144 \log ^2(x)\right) \, dx","Int[(-288*x + 432*x^2 + E^(4*x)*(1 + 4*x) + (288 - 576*x)*Log[x] + 144*Log[x]^2)/72,x]","2 x^3-2 x^2+4 \left(x-x^2\right) \log (x)+4 x-\frac{e^{4 x}}{288}+2 (1-x)^2+\frac{1}{288} e^{4 x} (4 x+1)+2 x \log ^2(x)-4 x \log (x)","2 x \left(\frac{e^{4 x}}{144}+(\log (x)-x)^2\right)",1,"-1/288*E^(4*x) + 2*(1 - x)^2 + 4*x - 2*x^2 + 2*x^3 + (E^(4*x)*(1 + 4*x))/288 - 4*x*Log[x] + 4*(x - x^2)*Log[x] + 2*x*Log[x]^2","B",8,7,38,0.1842,1,"{12, 2176, 2194, 2313, 9, 2296, 2295}"
1339,1,15,0,0.2818958,"\int \frac{-e^{-e+e^{-e+x}+x}-2 x}{e^{2 e^{-e+x}}+2 e^{e^{-e+x}} x^2+x^4} \, dx","Int[(-E^(-E + E^(-E + x) + x) - 2*x)/(E^(2*E^(-E + x)) + 2*E^E^(-E + x)*x^2 + x^4),x]","\frac{1}{x^2+e^{e^{x-e}}}","\frac{1}{x^2+e^{e^{x-e}}}",1,"(E^E^(-E + x) + x^2)^(-1)","A",2,2,52,0.03846,1,"{6741, 6686}"
1340,0,0,0,1.9303716,"\int \frac{162 x+e^{e \left(20 x-20 x^2+5 x^3\right)} \left(x^2+e \left(-20 x^3+40 x^4-15 x^5\right)\right)}{6561+162 e^{e \left(20 x-20 x^2+5 x^3\right)} x+e^{2 e \left(20 x-20 x^2+5 x^3\right)} x^2} \, dx","Int[(162*x + E^(E*(20*x - 20*x^2 + 5*x^3))*(x^2 + E*(-20*x^3 + 40*x^4 - 15*x^5)))/(6561 + 162*E^(E*(20*x - 20*x^2 + 5*x^3))*x + E^(2*E*(20*x - 20*x^2 + 5*x^3))*x^2),x]","\int \frac{162 x+e^{e \left(20 x-20 x^2+5 x^3\right)} \left(x^2+e \left(-20 x^3+40 x^4-15 x^5\right)\right)}{6561+162 e^{e \left(20 x-20 x^2+5 x^3\right)} x+e^{2 e \left(20 x-20 x^2+5 x^3\right)} x^2} \, dx","\frac{x}{e^{5 e (2-x)^2 x}+\frac{81}{x}}",1,"81*Defer[Int][x/(81 + E^(5*E*(-2 + x)^2*x)*x)^2, x] + 1620*E*Defer[Int][x^2/(81 + E^(5*E*(-2 + x)^2*x)*x)^2, x] - 3240*E*Defer[Int][x^3/(81 + E^(5*E*(-2 + x)^2*x)*x)^2, x] + 1215*E*Defer[Int][x^4/(81 + E^(5*E*(-2 + x)^2*x)*x)^2, x] + Defer[Int][x/(81 + E^(5*E*(-2 + x)^2*x)*x), x] - 20*E*Defer[Int][x^2/(81 + E^(5*E*(-2 + x)^2*x)*x), x] + 40*E*Defer[Int][x^3/(81 + E^(5*E*(-2 + x)^2*x)*x), x] - 15*E*Defer[Int][x^4/(81 + E^(5*E*(-2 + x)^2*x)*x), x]","F",0,0,0,0,-1,"{}"
1341,1,17,0,0.040487,"\int \frac{-e^{e^5}-x^2}{e^{e^5} x-x^3} \, dx","Int[(-E^E^5 - x^2)/(E^E^5*x - x^3),x]","\log \left(e^{e^5}-x^2\right)-\log (x)","\log \left(\frac{e^{e^5}}{x}-x\right)+e^{\frac{8}{\log (-\log (\log (2)))+i \pi }}",1,"-Log[x] + Log[E^E^5 - x^2]","A",4,3,29,0.1034,1,"{1593, 446, 72}"
1342,1,11,0,0.0091512,"\int \frac{1960+336 x+12 x^2}{196+28 x+x^2} \, dx","Int[(1960 + 336*x + 12*x^2)/(196 + 28*x + x^2),x]","12 x+\frac{392}{x+14}","2 x \left(\frac{x}{x+14}+5\right)+\frac{13}{2}-\log (2)",1,"12*x + 392/(14 + x)","A",3,2,21,0.09524,1,"{27, 683}"
1343,1,16,0,0.0730751,"\int \frac{1}{128} e^{-2 x} \left(x \log (x)+\left(x-x^2\right) \log ^2(x)\right) \, dx","Int[(x*Log[x] + (x - x^2)*Log[x]^2)/(128*E^(2*x)),x]","\frac{1}{256} e^{-2 x} x^2 \log ^2(x)","\frac{1}{256} e^{-2 x} x^2 \log ^2(x)",1,"(x^2*Log[x]^2)/(256*E^(2*x))","A",3,3,26,0.1154,1,"{12, 6741, 2288}"
1344,0,0,0,0.4496752,"\int \frac{1+3 x+x^2-x \log (x)}{-4 x+5 e^x x-x^2+x \log (x)} \, dx","Int[(1 + 3*x + x^2 - x*Log[x])/(-4*x + 5*E^x*x - x^2 + x*Log[x]),x]","\int \frac{1+3 x+x^2-x \log (x)}{-4 x+5 e^x x-x^2+x \log (x)} \, dx","\log \left(-x+5 e^x+\log (x)-4\right)-x",1,"-Defer[Int][1/(x*(4 - 5*E^x + x - Log[x])), x] - Defer[Int][x/(4 - 5*E^x + x - Log[x]), x] + 3*Defer[Int][(-4 + 5*E^x - x + Log[x])^(-1), x] - Defer[Int][Log[x]/(-4 + 5*E^x - x + Log[x]), x]","F",0,0,0,0,-1,"{}"
1345,1,34,0,0.4922999,"\int \frac{-2+2 x+2 x^2-6 x^3+4 x^2 \log (4)+\left(x-3 x^3+2 x^2 \log (4)\right) \log \left(x^2\right)+\left(4 x^2+2 x^2 \log \left(x^2\right)\right) \log \left(2+\log \left(x^2\right)\right)}{2 x^2-2 x^4+2 x^3 \log (4)+\left(x^2-x^4+x^3 \log (4)\right) \log \left(x^2\right)+\left(-2 x+2 x^3+\left(-x+x^3\right) \log \left(x^2\right)\right) \log \left(2+\log \left(x^2\right)\right)} \, dx","Int[(-2 + 2*x + 2*x^2 - 6*x^3 + 4*x^2*Log[4] + (x - 3*x^3 + 2*x^2*Log[4])*Log[x^2] + (4*x^2 + 2*x^2*Log[x^2])*Log[2 + Log[x^2]])/(2*x^2 - 2*x^4 + 2*x^3*Log[4] + (x^2 - x^4 + x^3*Log[4])*Log[x^2] + (-2*x + 2*x^3 + (-x + x^3)*Log[x^2])*Log[2 + Log[x^2]]),x]","\log \left(-x^3+x^2 \log \left(\log \left(x^2\right)+2\right)+x^2 \log (4)-\log \left(\log \left(x^2\right)+2\right)+x\right)","\log \left(x^2 \log (4)+\frac{\left(x-x^3\right) \left(x-\log \left(\log \left(x^2\right)+2\right)\right)}{x}\right)",1,"Log[x - x^3 + x^2*Log[4] - Log[2 + Log[x^2]] + x^2*Log[2 + Log[x^2]]]","A",3,3,134,0.02239,1,"{6, 6741, 6684}"
1346,1,28,0,0.0564875,"\int \frac{-15+12 e^{-5+x}-24 x}{-16+4 e^{-5+x}-5 x-4 x^2} \, dx","Int[(-15 + 12*E^(-5 + x) - 24*x)/(-16 + 4*E^(-5 + x) - 5*x - 4*x^2),x]","3 \log \left(4 e^5 x^2+5 e^5 x-4 e^x+16 e^5\right)","3 \log \left(\frac{2}{3} \left(-x^2-\frac{5 x}{4}+e^{x-5}-4\right)\right)",1,"3*Log[16*E^5 - 4*E^x + 5*E^5*x + 4*E^5*x^2]","A",1,1,32,0.03125,1,"{6684}"
1347,1,25,0,0.0583021,"\int \frac{1}{8} \left(-16+3 x^2+e^{2/x} (-8+8 x)\right) \, dx","Int[(-16 + 3*x^2 + E^(2/x)*(-8 + 8*x))/8,x]","\frac{x^3}{8}+\frac{1}{2} e^{2/x} x^2-2 x","\frac{1}{2} \left(\frac{1}{4} \left(x+4 e^{2/x}\right) x^2+3\right)-2 x",1,"-2*x + (E^(2/x)*x^2)/2 + x^3/8","A",9,5,24,0.2083,1,"{12, 2226, 2206, 2210, 2214}"
1348,0,0,0,83.8849593,"\int \frac{15 e^{4 e^x}+540 e^{4 x}+15 e^{\frac{2 e^{e^x}}{5}+4 x}+e^{2 e^x} \left(60 e^{2 x}+120 e^{3 x}\right)+e^{\frac{e^{e^x}}{5}} \left(-180 e^{4 x}-30 e^{2 e^x+2 x}-12 e^{e^x+5 x}\right)}{5 e^{4 e^x} x^2+5 e^{\frac{2 e^{e^x}}{5}+4 x} x^2+e^{2 e^x+2 x} \left(-40 x+60 x^2\right)+e^{4 x} \left(80-240 x+180 x^2\right)+e^{\frac{e^{e^x}}{5}} \left(-10 e^{2 e^x+2 x} x^2+e^{4 x} \left(40 x-60 x^2\right)\right)} \, dx","Int[(15*E^(4*E^x) + 540*E^(4*x) + 15*E^((2*E^E^x)/5 + 4*x) + E^(2*E^x)*(60*E^(2*x) + 120*E^(3*x)) + E^(E^E^x/5)*(-180*E^(4*x) - 30*E^(2*E^x + 2*x) - 12*E^(E^x + 5*x)))/(5*E^(4*E^x)*x^2 + 5*E^((2*E^E^x)/5 + 4*x)*x^2 + E^(2*E^x + 2*x)*(-40*x + 60*x^2) + E^(4*x)*(80 - 240*x + 180*x^2) + E^(E^E^x/5)*(-10*E^(2*E^x + 2*x)*x^2 + E^(4*x)*(40*x - 60*x^2))),x]","\int \frac{15 e^{4 e^x}+540 e^{4 x}+15 e^{\frac{2 e^{e^x}}{5}+4 x}+e^{2 e^x} \left(60 e^{2 x}+120 e^{3 x}\right)+e^{\frac{e^{e^x}}{5}} \left(-180 e^{4 x}-30 e^{2 e^x+2 x}-12 e^{e^x+5 x}\right)}{5 e^{4 e^x} x^2+5 e^{\frac{2 e^{e^x}}{5}+4 x} x^2+e^{2 e^x+2 x} \left(-40 x+60 x^2\right)+e^{4 x} \left(80-240 x+180 x^2\right)+e^{\frac{e^{e^x}}{5}} \left(-10 e^{2 e^x+2 x} x^2+e^{4 x} \left(40 x-60 x^2\right)\right)} \, dx","\frac{3}{\frac{4}{-e^{\frac{e^{e^x}}{5}}+e^{2 e^x-2 x}+6}-x}",1,"-3/x - (12*Defer[Int][E^(E^E^x/5 + E^x + x)/(4 - 6*x + E^(E^E^x/5)*x)^2, x])/5 + 48*Defer[Int][1/(x^2*(4 - 6*x + E^(E^E^x/5)*x)^2), x] - 24*Defer[Int][1/(x^2*(4 - 6*x + E^(E^E^x/5)*x)), x] + 48*Defer[Int][E^(4*E^x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] - 96*Defer[Int][(E^(4*E^x)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] + 96*Defer[Int][(E^(4*E^x + x)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] + 144*Defer[Int][(E^(4*E^x)*x^2)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] - 24*Defer[Int][(E^((E^E^x + 20*E^x)/5)*x^2)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] - 144*Defer[Int][(E^(4*E^x + x)*x^2)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] + 24*Defer[Int][(E^((E^E^x + 20*E^x + 5*x)/5)*x^2)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x] - (12*Defer[Int][(E^((E^E^x + 25*E^x + 5*x)/5)*x^2)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)^2), x])/5 + 48*Defer[Int][E^(2*E^x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] - 24*Defer[Int][E^((E^E^x + 10*E^x)/5)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] + 96*Defer[Int][E^(2*E^x + x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] + 144*Defer[Int][(E^(2*E^x)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] - 24*Defer[Int][(E^((E^E^x + 10*E^x)/5)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] - 144*Defer[Int][(E^(2*E^x + x)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] + 24*Defer[Int][(E^((E^E^x + 10*E^x + 5*x)/5)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x] - (24*Defer[Int][(E^((E^E^x + 15*E^x + 5*x)/5)*x)/((4 - 6*x + E^(E^E^x/5)*x)^2*(4*E^(2*x) - E^(2*E^x)*x - 6*E^(2*x)*x + E^(E^E^x/5 + 2*x)*x)), x])/5","F",0,0,0,0,-1,"{}"
1349,1,7,0,0.0032137,"\int -5 e^{-x} \, dx","Int[-5/E^x,x]","5 e^{-x}","5 e^{-x}-4",1,"5/E^x","A",2,2,7,0.2857,1,"{12, 2194}"
1350,1,1088,0,6.022524,"\int \frac{-1215000+1761750 x^2-972000 x^4+256320 x^6-32256 x^8+1536 x^{10}+e^{4 x} \left(-120 x^4-96 x^5-18 x^6+24 x^7\right)+\left(-1296000+1814400 x^2-977400 x^4+254112 x^6-31872 x^8+1536 x^{10}\right) \log (2)+\left(-518400+699840 x^2-367920 x^4+94356 x^6-11808 x^8+576 x^{10}\right) \log ^2(2)+\left(-92160+119808 x^2-61440 x^4+15552 x^6-1944 x^8+96 x^{10}\right) \log ^3(2)+\left(-6144+7680 x^2-3840 x^4+960 x^6-120 x^8+6 x^{10}\right) \log ^4(2)+e^{3 x} \left(5760 x^3+4320 x^4-864 x^5-2232 x^6-192 x^7+288 x^8+\left(1536 x^3+1152 x^4-192 x^5-576 x^6-48 x^7+72 x^8\right) \log (2)\right)+e^{2 x} \left(-97200 x^2-64800 x^3+45900 x^4+50760 x^5-3168 x^6-13248 x^7-576 x^8+1152 x^9+\left(-51840 x^2-34560 x^3+23040 x^4+26496 x^5-1368 x^6-6768 x^7-288 x^8+576 x^9\right) \log (2)+\left(-6912 x^2-4608 x^3+2880 x^4+3456 x^5-144 x^6-864 x^7-36 x^8+72 x^9\right) \log ^2(2)\right)+e^x \left(648000 x+324000 x^2-550800 x^3-340200 x^4+155520 x^5+133920 x^6-14592 x^7-23424 x^8+1536 x^{10}+\left(518400 x+259200 x^2-423360 x^3-267840 x^4+114912 x^5+103752 x^6-10368 x^7-17856 x^8+1152 x^{10}\right) \log (2)+\left(138240 x+69120 x^2-108288 x^3-70272 x^4+28224 x^5+26784 x^6-2448 x^7-4536 x^8+288 x^{10}\right) \log ^2(2)+\left(12288 x+6144 x^2-9216 x^3-6144 x^4+2304 x^5+2304 x^6-192 x^7-384 x^8+24 x^{10}\right) \log ^3(2)\right)}{-1024+1280 x^2-640 x^4+160 x^6-20 x^8+x^{10}} \, dx","Int[(-1215000 + 1761750*x^2 - 972000*x^4 + 256320*x^6 - 32256*x^8 + 1536*x^10 + E^(4*x)*(-120*x^4 - 96*x^5 - 18*x^6 + 24*x^7) + (-1296000 + 1814400*x^2 - 977400*x^4 + 254112*x^6 - 31872*x^8 + 1536*x^10)*Log[2] + (-518400 + 699840*x^2 - 367920*x^4 + 94356*x^6 - 11808*x^8 + 576*x^10)*Log[2]^2 + (-92160 + 119808*x^2 - 61440*x^4 + 15552*x^6 - 1944*x^8 + 96*x^10)*Log[2]^3 + (-6144 + 7680*x^2 - 3840*x^4 + 960*x^6 - 120*x^8 + 6*x^10)*Log[2]^4 + E^(3*x)*(5760*x^3 + 4320*x^4 - 864*x^5 - 2232*x^6 - 192*x^7 + 288*x^8 + (1536*x^3 + 1152*x^4 - 192*x^5 - 576*x^6 - 48*x^7 + 72*x^8)*Log[2]) + E^(2*x)*(-97200*x^2 - 64800*x^3 + 45900*x^4 + 50760*x^5 - 3168*x^6 - 13248*x^7 - 576*x^8 + 1152*x^9 + (-51840*x^2 - 34560*x^3 + 23040*x^4 + 26496*x^5 - 1368*x^6 - 6768*x^7 - 288*x^8 + 576*x^9)*Log[2] + (-6912*x^2 - 4608*x^3 + 2880*x^4 + 3456*x^5 - 144*x^6 - 864*x^7 - 36*x^8 + 72*x^9)*Log[2]^2) + E^x*(648000*x + 324000*x^2 - 550800*x^3 - 340200*x^4 + 155520*x^5 + 133920*x^6 - 14592*x^7 - 23424*x^8 + 1536*x^10 + (518400*x + 259200*x^2 - 423360*x^3 - 267840*x^4 + 114912*x^5 + 103752*x^6 - 10368*x^7 - 17856*x^8 + 1152*x^10)*Log[2] + (138240*x + 69120*x^2 - 108288*x^3 - 70272*x^4 + 28224*x^5 + 26784*x^6 - 2448*x^7 - 4536*x^8 + 288*x^10)*Log[2]^2 + (12288*x + 6144*x^2 - 9216*x^3 - 6144*x^4 + 2304*x^5 + 2304*x^6 - 192*x^7 - 384*x^8 + 24*x^10)*Log[2]^3))/(-1024 + 1280*x^2 - 640*x^4 + 160*x^6 - 20*x^8 + x^10),x]","-\frac{3 (4+\log (2))^4 x^9}{4 \left(4-x^2\right)^4}+\frac{9 (4+\log (2))^3 (15+\log (16)) (84+\log (1048576)) x^7}{4 \left(4-x^2\right)^4 (45+\log (4096))}+\frac{9 (4+\log (2))^4 x^7}{8 \left(4-x^2\right)^3}-\frac{21 (4+\log (2))^3 (15+\log (16)) (84+\log (1048576)) x^5}{8 \left(4-x^2\right)^3 (45+\log (4096))}-\frac{3 (4+\log (2))^3 (15+\log (16)) \left(1+\frac{3 (54+\log (4096))}{16+\log (16)}\right) x^5}{\left(4-x^2\right)^4}-\frac{63 (4+\log (2))^4 x^5}{32 \left(4-x^2\right)^2}+\frac{6 e^{4 x} \left(4 x-x^3\right) x^4}{\left(4-x^2\right)^5}-\frac{24 e^{3 x} \left((4+\log (2)) x^5-(31+\log (256)) x^3+4 (15+\log (16)) x\right) x^3}{\left(4-x^2\right)^5}+\frac{105 (4+\log (2))^3 (15+\log (16)) (84+\log (1048576)) x^3}{32 \left(4-x^2\right)^2 (45+\log (4096))}+\frac{5 (4+\log (2))^3 (15+\log (16)) \left(1+\frac{3 (54+\log (4096))}{16+\log (16)}\right) x^3}{2 \left(4-x^2\right)^3}+\frac{3 (4+\log (2)) (15+\log (16))^2 (180+\log (16)+3 \log (256)+\log (4096)) x^3}{4 \left(4-x^2\right)^4}+\frac{315 (4+\log (2))^4 x^3}{64 \left(4-x^2\right)}+\frac{36 e^{2 x} \left(-\left((4+\log (2)) x^2\right)+\log (16)+15\right) \left((4+\log (2)) x^5-(31+\log (256)) x^3+4 (15+\log (16)) x\right) x^2}{\left(4-x^2\right)^5}-\frac{24 e^x \left(-\left((4+\log (2)) x^2\right)+\log (16)+15\right)^2 \left((4+\log (2)) x^5-(31+\log (256)) x^3+4 (15+\log (16)) x\right) x}{\left(4-x^2\right)^5}+\frac{45 (4+\log (2)) (15+\log (16))^3 (87+\log (1048576)) x}{1024 \left(4-x^2\right) (48+\log (4096))}+\frac{15 (4+\log (2)) (15+\log (16))^3 (87+\log (1048576)) x}{128 \left(4-x^2\right)^2 (48+\log (4096))}+\frac{3 (4+\log (2)) (15+\log (16))^3 (87+\log (1048576)) x}{8 \left(4-x^2\right)^3 (48+\log (4096))}-\frac{9 (4+\log (2)) (15+\log (16))^3 (87+\log (1048576)) x}{\left(4-x^2\right)^4 (48+\log (4096))}-\frac{315 (4+\log (2))^3 (15+\log (16)) (84+\log (1048576)) x}{64 \left(4-x^2\right) (45+\log (4096))}+\frac{15 (4+\log (2))^3 (15+\log (16)) \left(1+\frac{3 (54+\log (4096))}{16+\log (16)}\right) x}{64 \left(4-x^2\right)}-\frac{15 (4+\log (2))^3 (15+\log (16)) \left(1+\frac{3 (54+\log (4096))}{16+\log (16)}\right) x}{8 \left(4-x^2\right)^2}+\frac{9 (4+\log (2)) (15+\log (16))^2 (180+\log (16)+3 \log (256)+\log (4096)) x}{1024 \left(4-x^2\right)}+\frac{3 (4+\log (2)) (15+\log (16))^2 (180+\log (16)+3 \log (256)+\log (4096)) x}{128 \left(4-x^2\right)^2}-\frac{3 (4+\log (2)) (15+\log (16))^2 (180+\log (16)+3 \log (256)+\log (4096)) x}{8 \left(4-x^2\right)^3}+\frac{105 (15+\log (16))^4 x}{4096 \left(4-x^2\right)}+\frac{35 (15+\log (16))^4 x}{512 \left(4-x^2\right)^2}+\frac{7 (15+\log (16))^4 x}{32 \left(4-x^2\right)^3}+\frac{3 (15+\log (16))^4 x}{4 \left(4-x^2\right)^4}+\frac{945}{64} (4+\log (2))^4 x+\frac{45 \tanh ^{-1}\left(\frac{x}{2}\right) (4+\log (2)) (15+\log (16))^3 (87+\log (1048576))}{2048 (48+\log (4096))}+\frac{315 \tanh ^{-1}\left(\frac{x}{2}\right) (4+\log (2))^3 (15+\log (16)) (84+\log (1048576))}{128 (45+\log (4096))}+\frac{15}{128} \tanh ^{-1}\left(\frac{x}{2}\right) (4+\log (2))^3 (15+\log (16)) \left(1+\frac{3 (54+\log (4096))}{16+\log (16)}\right)+\frac{9 \tanh ^{-1}\left(\frac{x}{2}\right) (4+\log (2)) (15+\log (16))^2 (180+\log (16)+3 \log (256)+\log (4096))}{2048}+\frac{105 \tanh ^{-1}\left(\frac{x}{2}\right) (15+\log (16))^4}{8192}-\frac{945}{32} \tanh ^{-1}\left(\frac{x}{2}\right) (4+\log (2))^4","6 x \left(-\frac{e^x x+1}{x^2-4}-4-\log (2)\right)^4",1,"(6*E^(4*x)*x^4*(4*x - x^3))/(4 - x^2)^5 + (945*x*(4 + Log[2])^4)/64 - (3*x^9*(4 + Log[2])^4)/(4*(4 - x^2)^4) + (9*x^7*(4 + Log[2])^4)/(8*(4 - x^2)^3) - (63*x^5*(4 + Log[2])^4)/(32*(4 - x^2)^2) + (315*x^3*(4 + Log[2])^4)/(64*(4 - x^2)) - (945*ArcTanh[x/2]*(4 + Log[2])^4)/32 + (3*x*(15 + Log[16])^4)/(4*(4 - x^2)^4) + (7*x*(15 + Log[16])^4)/(32*(4 - x^2)^3) + (35*x*(15 + Log[16])^4)/(512*(4 - x^2)^2) + (105*x*(15 + Log[16])^4)/(4096*(4 - x^2)) + (105*ArcTanh[x/2]*(15 + Log[16])^4)/8192 - (24*E^(3*x)*x^3*(x^5*(4 + Log[2]) + 4*x*(15 + Log[16]) - x^3*(31 + Log[256])))/(4 - x^2)^5 + (36*E^(2*x)*x^2*(15 - x^2*(4 + Log[2]) + Log[16])*(x^5*(4 + Log[2]) + 4*x*(15 + Log[16]) - x^3*(31 + Log[256])))/(4 - x^2)^5 - (24*E^x*x*(15 - x^2*(4 + Log[2]) + Log[16])^2*(x^5*(4 + Log[2]) + 4*x*(15 + Log[16]) - x^3*(31 + Log[256])))/(4 - x^2)^5 + (3*x^3*(4 + Log[2])*(15 + Log[16])^2*(180 + Log[16] + 3*Log[256] + Log[4096]))/(4*(4 - x^2)^4) - (3*x*(4 + Log[2])*(15 + Log[16])^2*(180 + Log[16] + 3*Log[256] + Log[4096]))/(8*(4 - x^2)^3) + (3*x*(4 + Log[2])*(15 + Log[16])^2*(180 + Log[16] + 3*Log[256] + Log[4096]))/(128*(4 - x^2)^2) + (9*x*(4 + Log[2])*(15 + Log[16])^2*(180 + Log[16] + 3*Log[256] + Log[4096]))/(1024*(4 - x^2)) + (9*ArcTanh[x/2]*(4 + Log[2])*(15 + Log[16])^2*(180 + Log[16] + 3*Log[256] + Log[4096]))/2048 - (3*x^5*(4 + Log[2])^3*(15 + Log[16])*(1 + (3*(54 + Log[4096]))/(16 + Log[16])))/(4 - x^2)^4 + (5*x^3*(4 + Log[2])^3*(15 + Log[16])*(1 + (3*(54 + Log[4096]))/(16 + Log[16])))/(2*(4 - x^2)^3) - (15*x*(4 + Log[2])^3*(15 + Log[16])*(1 + (3*(54 + Log[4096]))/(16 + Log[16])))/(8*(4 - x^2)^2) + (15*x*(4 + Log[2])^3*(15 + Log[16])*(1 + (3*(54 + Log[4096]))/(16 + Log[16])))/(64*(4 - x^2)) + (15*ArcTanh[x/2]*(4 + Log[2])^3*(15 + Log[16])*(1 + (3*(54 + Log[4096]))/(16 + Log[16])))/128 + (9*x^7*(4 + Log[2])^3*(15 + Log[16])*(84 + Log[1048576]))/(4*(4 - x^2)^4*(45 + Log[4096])) - (21*x^5*(4 + Log[2])^3*(15 + Log[16])*(84 + Log[1048576]))/(8*(4 - x^2)^3*(45 + Log[4096])) + (105*x^3*(4 + Log[2])^3*(15 + Log[16])*(84 + Log[1048576]))/(32*(4 - x^2)^2*(45 + Log[4096])) - (315*x*(4 + Log[2])^3*(15 + Log[16])*(84 + Log[1048576]))/(64*(4 - x^2)*(45 + Log[4096])) + (315*ArcTanh[x/2]*(4 + Log[2])^3*(15 + Log[16])*(84 + Log[1048576]))/(128*(45 + Log[4096])) - (9*x*(4 + Log[2])*(15 + Log[16])^3*(87 + Log[1048576]))/((4 - x^2)^4*(48 + Log[4096])) + (3*x*(4 + Log[2])*(15 + Log[16])^3*(87 + Log[1048576]))/(8*(4 - x^2)^3*(48 + Log[4096])) + (15*x*(4 + Log[2])*(15 + Log[16])^3*(87 + Log[1048576]))/(128*(4 - x^2)^2*(48 + Log[4096])) + (45*x*(4 + Log[2])*(15 + Log[16])^3*(87 + Log[1048576]))/(1024*(4 - x^2)*(48 + Log[4096])) + (45*ArcTanh[x/2]*(4 + Log[2])*(15 + Log[16])^3*(87 + Log[1048576]))/(2048*(48 + Log[4096]))","B",39,8,609,0.01314,1,"{6688, 12, 6742, 2288, 288, 321, 207, 199}"
1351,1,32,0,0.0140576,"\int \frac{e^4 (156-18 x)-8 x+e^2 (-104+24 x)}{e^4} \, dx","Int[(E^4*(156 - 18*x) - 8*x + E^2*(-104 + 24*x))/E^4,x]","-\frac{4 x^2}{e^4}+\frac{4 (13-3 x)^2}{3 e^2}-(26-3 x)^2","3-\left(4 (6-x)+x+\frac{2 \left(x+e^2\right)}{e^2}\right)^2",1,"(4*(13 - 3*x)^2)/(3*E^2) - (26 - 3*x)^2 - (4*x^2)/E^4","A",2,1,26,0.03846,1,"{12}"
1352,1,39,0,0.0198554,"\int \left((-2-x) \log (4)-\log (4) \log \left(e^x x^2\right)\right) \, dx","Int[(-2 - x)*Log[4] - Log[4]*Log[E^x*x^2],x]","\frac{1}{2} x^2 \log (4)-x \log (4) \log \left(e^x x^2\right)+2 x \log (4)-\frac{1}{2} (x+2)^2 \log (4)","-x \log (4) \log \left(e^x x^2\right)+e+5",1,"2*x*Log[4] + (x^2*Log[4])/2 - ((2 + x)^2*Log[4])/2 - x*Log[4]*Log[E^x*x^2]","B",3,1,21,0.04762,1,"{2548}"
1353,1,23,0,0.0914688,"\int \frac{2 x^3+e^{\left.\frac{3}{2}\right/x} (3+2 x) \log (2) \log ^2(\log (4))}{2 x^3} \, dx","Int[(2*x^3 + E^(3/(2*x))*(3 + 2*x)*Log[2]*Log[Log[4]]^2)/(2*x^3),x]","x-\frac{e^{\left.\frac{3}{2}\right/x} \log (2) \log ^2(\log (4))}{x}","x+\frac{\left(x-e^{\left.\frac{3}{2}\right/x}\right) \log (2) \log ^2(\log (4))}{x}-2",1,"x - (E^(3/(2*x))*Log[2]*Log[Log[4]]^2)/x","A",4,3,35,0.08571,1,"{12, 14, 2288}"
1354,0,0,0,19.4757859,"\int \frac{\left(e^5+x^2+20 x^6\right) \log (4)+e^{\frac{4 x}{\log (4)}} \left(16 x^3+4 x^2 \log (4)\right)+e^{\frac{3 x}{\log (4)}} \left(-48 x^4-32 x^3 \log (4)\right)+e^{\frac{2 x}{\log (4)}} \left(48 x^5+72 x^4 \log (4)\right)+e^{\frac{x}{\log (4)}} \left(-16 x^6-64 x^5 \log (4)\right)}{4 e^{\frac{4 x}{\log (4)}} x^3 \log (4)-16 e^{\frac{3 x}{\log (4)}} x^4 \log (4)+24 e^{\frac{2 x}{\log (4)}} x^5 \log (4)-16 e^{\frac{x}{\log (4)}} x^6 \log (4)+\left(-e^5 x+x^3+4 x^7\right) \log (4)} \, dx","Int[((E^5 + x^2 + 20*x^6)*Log[4] + E^((4*x)/Log[4])*(16*x^3 + 4*x^2*Log[4]) + E^((3*x)/Log[4])*(-48*x^4 - 32*x^3*Log[4]) + E^((2*x)/Log[4])*(48*x^5 + 72*x^4*Log[4]) + E^(x/Log[4])*(-16*x^6 - 64*x^5*Log[4]))/(4*E^((4*x)/Log[4])*x^3*Log[4] - 16*E^((3*x)/Log[4])*x^4*Log[4] + 24*E^((2*x)/Log[4])*x^5*Log[4] - 16*E^(x/Log[4])*x^6*Log[4] + (-(E^5*x) + x^3 + 4*x^7)*Log[4]),x]","\int \frac{\left(e^5+x^2+20 x^6\right) \log (4)+e^{\frac{4 x}{\log (4)}} \left(16 x^3+4 x^2 \log (4)\right)+e^{\frac{3 x}{\log (4)}} \left(-48 x^4-32 x^3 \log (4)\right)+e^{\frac{2 x}{\log (4)}} \left(48 x^5+72 x^4 \log (4)\right)+e^{\frac{x}{\log (4)}} \left(-16 x^6-64 x^5 \log (4)\right)}{4 e^{\frac{4 x}{\log (4)}} x^3 \log (4)-16 e^{\frac{3 x}{\log (4)}} x^4 \log (4)+24 e^{\frac{2 x}{\log (4)}} x^5 \log (4)-16 e^{\frac{x}{\log (4)}} x^6 \log (4)+\left(-e^5 x+x^3+4 x^7\right) \log (4)} \, dx","\log \left(x-\frac{e^5}{x}+4 x \left(x-e^{\frac{x}{\log (4)}}\right)^4\right)",1,"(4*x)/Log[4] + Log[x] - (4*E^5*Defer[Int][(E^5 - x^2 - 4*E^((4*x)/Log[4])*x^2 + 16*E^((3*x)/Log[4])*x^3 - 24*E^((2*x)/Log[4])*x^4 + 16*E^(x/Log[4])*x^5 - 4*x^6)^(-1), x])/Log[4] - 2*E^5*Defer[Int][1/(x*(E^5 - x^2 - 4*E^((4*x)/Log[4])*x^2 + 16*E^((3*x)/Log[4])*x^3 - 24*E^((2*x)/Log[4])*x^4 + 16*E^(x/Log[4])*x^5 - 4*x^6)), x] - (4*Defer[Int][x^2/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x])/Log[4] - 16*Defer[Int][(E^((3*x)/Log[4])*x^2)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x] + 48*Defer[Int][(E^((2*x)/Log[4])*x^3)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x] + (16*Defer[Int][(E^((3*x)/Log[4])*x^3)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x])/Log[4] - 48*Defer[Int][(E^(x/Log[4])*x^4)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x] - (48*Defer[Int][(E^((2*x)/Log[4])*x^4)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x])/Log[4] + 16*Defer[Int][x^5/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x] + (48*Defer[Int][(E^(x/Log[4])*x^5)/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x])/Log[4] - (16*Defer[Int][x^6/(-E^5 + x^2 + 4*E^((4*x)/Log[4])*x^2 - 16*E^((3*x)/Log[4])*x^3 + 24*E^((2*x)/Log[4])*x^4 - 16*E^(x/Log[4])*x^5 + 4*x^6), x])/Log[4]","F",0,0,0,0,-1,"{}"
1355,0,0,0,3.6273587,"\int \frac{\left(25165824-524288 x^2\right) \log ^4(4)-524288 x^2 \log ^4(4) \log (x)+\left(-452984832 x+18874368 x^3-196608 x^5\right) \log ^3(4) \log ^2(x)+\left(75497472 x+6291456 x^3-163840 x^5\right) \log ^3(4) \log ^3(x)+\left(2717908992 x^2-169869312 x^4+3538944 x^6-24576 x^8\right) \log ^2(4) \log ^4(x)+\left(-1358954496 x^2+28311552 x^4+589824 x^6-12288 x^8\right) \log ^2(4) \log ^5(x)+\left(-5435817984 x^3+452984832 x^5-14155776 x^7+196608 x^9-1024 x^{11}\right) \log (4) \log ^6(x)+\left(8153726976 x^3-566231040 x^5+14155776 x^7-147456 x^9+512 x^{11}\right) \log (4) \log ^7(x)+\left(-16307453952 x^4+1698693120 x^6-70778880 x^8+1474560 x^{10}-15360 x^{12}+64 x^{14}\right) \log ^9(x)}{\left(-254803968 x+26542080 x^3-1105920 x^5+23040 x^7-240 x^9+x^{11}\right) \log ^9(x)} \, dx","Int[((25165824 - 524288*x^2)*Log[4]^4 - 524288*x^2*Log[4]^4*Log[x] + (-452984832*x + 18874368*x^3 - 196608*x^5)*Log[4]^3*Log[x]^2 + (75497472*x + 6291456*x^3 - 163840*x^5)*Log[4]^3*Log[x]^3 + (2717908992*x^2 - 169869312*x^4 + 3538944*x^6 - 24576*x^8)*Log[4]^2*Log[x]^4 + (-1358954496*x^2 + 28311552*x^4 + 589824*x^6 - 12288*x^8)*Log[4]^2*Log[x]^5 + (-5435817984*x^3 + 452984832*x^5 - 14155776*x^7 + 196608*x^9 - 1024*x^11)*Log[4]*Log[x]^6 + (8153726976*x^3 - 566231040*x^5 + 14155776*x^7 - 147456*x^9 + 512*x^11)*Log[4]*Log[x]^7 + (-16307453952*x^4 + 1698693120*x^6 - 70778880*x^8 + 1474560*x^10 - 15360*x^12 + 64*x^14)*Log[x]^9)/((-254803968*x + 26542080*x^3 - 1105920*x^5 + 23040*x^7 - 240*x^9 + x^11)*Log[x]^9),x]","\int \frac{\left(25165824-524288 x^2\right) \log ^4(4)-524288 x^2 \log ^4(4) \log (x)+\left(-452984832 x+18874368 x^3-196608 x^5\right) \log ^3(4) \log ^2(x)+\left(75497472 x+6291456 x^3-163840 x^5\right) \log ^3(4) \log ^3(x)+\left(2717908992 x^2-169869312 x^4+3538944 x^6-24576 x^8\right) \log ^2(4) \log ^4(x)+\left(-1358954496 x^2+28311552 x^4+589824 x^6-12288 x^8\right) \log ^2(4) \log ^5(x)+\left(-5435817984 x^3+452984832 x^5-14155776 x^7+196608 x^9-1024 x^{11}\right) \log (4) \log ^6(x)+\left(8153726976 x^3-566231040 x^5+14155776 x^7-147456 x^9+512 x^{11}\right) \log (4) \log ^7(x)+\left(-16307453952 x^4+1698693120 x^6-70778880 x^8+1474560 x^{10}-15360 x^{12}+64 x^{14}\right) \log ^9(x)}{\left(-254803968 x+26542080 x^3-1105920 x^5+23040 x^7-240 x^9+x^{11}\right) \log ^9(x)} \, dx","\left(\frac{\log (4)}{\left(\frac{x^2}{16}-3\right) \log ^2(x)}+2 x\right)^4",1,"16*x^4 - 524288*Log[4]^4*Defer[Int][1/(x*(-48 + x^2)^4*Log[x]^9), x] - 524288*Log[4]^4*Defer[Int][x/((-48 + x^2)^5*Log[x]^8), x] - 196608*Log[4]^3*Defer[Int][1/((-48 + x^2)^3*Log[x]^7), x] - 32768*Log[4]^3*Defer[Int][(48 + 5*x^2)/((-48 + x^2)^4*Log[x]^6), x] - 24576*Log[4]^2*Defer[Int][x/((-48 + x^2)^2*Log[x]^5), x] - 12288*Log[4]^2*Defer[Int][(x*(48 + x^2))/((-48 + x^2)^3*Log[x]^4), x] - 1024*Log[4]*Defer[Int][x^2/((-48 + x^2)*Log[x]^3), x] + 512*Log[4]*Defer[Int][(x^2*(-144 + x^2))/((-48 + x^2)^2*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1356,1,13,0,0.1024775,"\int \frac{-15-12 x^3}{25 x^2+10 x^5+x^8+\left(10 x+2 x^4\right) \log (5)+\log ^2(5)} \, dx","Int[(-15 - 12*x^3)/(25*x^2 + 10*x^5 + x^8 + (10*x + 2*x^4)*Log[5] + Log[5]^2),x]","\frac{3}{x^4+5 x+\log (5)}","\frac{1}{\frac{1}{3} \left(x^4+2 x+\log (5)\right)+x}+1",1,"3/(5*x + x^4 + Log[5])","A",3,2,40,0.05000,1,"{2074, 2099}"
1357,0,0,0,115.6665152,"\int \frac{36-288 x-128 x^2+82 x^3+56 x^4+8 x^5+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(9-30 x+13 x^2+20 x^3+4 x^4\right)+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(18-51 x-4 x^2+53 x^3+28 x^4+4 x^5\right) \log (x)}{18 x-60 x^2+26 x^3+40 x^4+8 x^5+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(9 x-30 x^2+13 x^3+20 x^4+4 x^5\right) \log (x)} \, dx","Int[(36 - 288*x - 128*x^2 + 82*x^3 + 56*x^4 + 8*x^5 + E^((-15 - 6*x)/(-3 + 5*x + 2*x^2))*(9 - 30*x + 13*x^2 + 20*x^3 + 4*x^4) + E^((-15 - 6*x)/(-3 + 5*x + 2*x^2))*(18 - 51*x - 4*x^2 + 53*x^3 + 28*x^4 + 4*x^5)*Log[x])/(18*x - 60*x^2 + 26*x^3 + 40*x^4 + 8*x^5 + E^((-15 - 6*x)/(-3 + 5*x + 2*x^2))*(9*x - 30*x^2 + 13*x^3 + 20*x^4 + 4*x^5)*Log[x]),x]","\int \frac{36-288 x-128 x^2+82 x^3+56 x^4+8 x^5+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(9-30 x+13 x^2+20 x^3+4 x^4\right)+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(18-51 x-4 x^2+53 x^3+28 x^4+4 x^5\right) \log (x)}{18 x-60 x^2+26 x^3+40 x^4+8 x^5+e^{\frac{-15-6 x}{-3+5 x+2 x^2}} \left(9 x-30 x^2+13 x^3+20 x^4+4 x^5\right) \log (x)} \, dx","\log \left(x^2 \left(2 e^{-\frac{3}{\frac{3}{2 x+5}-x}}+\log (x)\right)\right)+x",1,"-36/(7*(1 - 2*x)) + x + 3/(7*(3 + x)) + 2*Log[x] + Defer[Int][1/(x*(2*E^((3*(5 + 2*x))/(-3 + 5*x + 2*x^2)) + Log[x])), x] + (3*Defer[Int][Log[x]/((3 + x)^2*(2*E^((3*(5 + 2*x))/(-3 + 5*x + 2*x^2)) + Log[x])), x])/7 + (72*Defer[Int][Log[x]/((-1 + 2*x)^2*(2*E^(15/(-3 + 5*x + 2*x^2) + (6*x)/(-3 + 5*x + 2*x^2)) + Log[x])), x])/7","F",0,0,0,0,-1,"{}"
1358,0,0,0,0.7725535,"\int \frac{24 e^{40-2 x}+x^2+e^{20-x} \left(-8 x+2 x^2\right)}{32 e^{40-2 x}-16 e^{20-x} x+2 x^2} \, dx","Int[(24*E^(40 - 2*x) + x^2 + E^(20 - x)*(-8*x + 2*x^2))/(32*E^(40 - 2*x) - 16*E^(20 - x)*x + 2*x^2),x]","\int \frac{24 e^{40-2 x}+x^2+e^{20-x} \left(-8 x+2 x^2\right)}{32 e^{40-2 x}-16 e^{20-x} x+2 x^2} \, dx","\frac{x}{4-e^{x-20} x}+\frac{x}{2}",1,"x/2 + 4*E^40*Defer[Int][(4*E^20 - E^x*x)^(-2), x] - E^20*Defer[Int][x/(4*E^20 - E^x*x), x] + 4*E^40*Defer[Int][x/(-4*E^20 + E^x*x)^2, x]","F",0,0,0,0,-1,"{}"
1359,0,0,0,3.9819989,"\int \frac{4^{-x} \left(\frac{4 x^2+x^2 \log (7)+\log (x)}{x^2}\right)^x \left(1-2 \log (x)+\left(4 x^2+x^2 \log (7)+\log (x)\right) \log \left(\frac{4 x^2+x^2 \log (7)+\log (x)}{4 x^2}\right)\right)}{4 x^2+x^2 \log (7)+\log (x)} \, dx","Int[(((4*x^2 + x^2*Log[7] + Log[x])/x^2)^x*(1 - 2*Log[x] + (4*x^2 + x^2*Log[7] + Log[x])*Log[(4*x^2 + x^2*Log[7] + Log[x])/(4*x^2)]))/(4^x*(4*x^2 + x^2*Log[7] + Log[x])),x]","\int \frac{4^{-x} \left(\frac{4 x^2+x^2 \log (7)+\log (x)}{x^2}\right)^x \left(1-2 \log (x)+\left(4 x^2+x^2 \log (7)+\log (x)\right) \log \left(\frac{4 x^2+x^2 \log (7)+\log (x)}{4 x^2}\right)\right)}{4 x^2+x^2 \log (7)+\log (x)} \, dx","4^{-x} \left(\frac{\log (x)}{x^2}+4+\log (7)\right)^x",1,"-Defer[Int][2^(1 - 2*x)*(4*(1 + Log[7]/4) + Log[x]/x^2)^x, x] + Defer[Int][(4*(1 + Log[7]/4) + Log[x]/x^2)^x/(4^x*(x^2*(4 + Log[7]) + Log[x])), x] + (4 + Log[7])*Defer[Int][(2^(1 - 2*x)*x^2*(4*(1 + Log[7]/4) + Log[x]/x^2)^x)/(x^2*(4 + Log[7]) + Log[x]), x] + Defer[Int][((4*(1 + Log[7]/4) + Log[x]/x^2)^x*Log[(4*(1 + Log[7]/4) + Log[x]/x^2)/4])/4^x, x]","F",0,0,0,0,-1,"{}"
1360,0,0,0,16.8594745,"\int \frac{27 x^2-27 x^3-45 x^4-17 x^5-2 x^6+e^6 \left(x^2-2 x^3\right)+e^4 \left(9 x^2-15 x^3-6 x^4\right)+e^2 \left(27 x^2-36 x^3-33 x^4-6 x^5\right)+\exp \left(\frac{-125-15 e^4+e^2 (-90-30 x)-90 x-15 x^2}{9 x+e^4 x+6 x^2+x^3+e^2 \left(6 x+2 x^2\right)}\right) \left(375+15 e^6+375 x+135 x^2+15 x^3+e^4 (135+45 x)+e^2 \left(395+270 x+45 x^2\right)\right)}{27 x^2+e^6 x^2+27 x^3+9 x^4+x^5+e^4 \left(9 x^2+3 x^3\right)+e^2 \left(27 x^2+18 x^3+3 x^4\right)} \, dx","Int[(27*x^2 - 27*x^3 - 45*x^4 - 17*x^5 - 2*x^6 + E^6*(x^2 - 2*x^3) + E^4*(9*x^2 - 15*x^3 - 6*x^4) + E^2*(27*x^2 - 36*x^3 - 33*x^4 - 6*x^5) + E^((-125 - 15*E^4 + E^2*(-90 - 30*x) - 90*x - 15*x^2)/(9*x + E^4*x + 6*x^2 + x^3 + E^2*(6*x + 2*x^2)))*(375 + 15*E^6 + 375*x + 135*x^2 + 15*x^3 + E^4*(135 + 45*x) + E^2*(395 + 270*x + 45*x^2)))/(27*x^2 + E^6*x^2 + 27*x^3 + 9*x^4 + x^5 + E^4*(9*x^2 + 3*x^3) + E^2*(27*x^2 + 18*x^3 + 3*x^4)),x]","\int \frac{27 x^2-27 x^3-45 x^4-17 x^5-2 x^6+e^6 \left(x^2-2 x^3\right)+e^4 \left(9 x^2-15 x^3-6 x^4\right)+e^2 \left(27 x^2-36 x^3-33 x^4-6 x^5\right)+\exp \left(\frac{-125-15 e^4+e^2 (-90-30 x)-90 x-15 x^2}{9 x+e^4 x+6 x^2+x^3+e^2 \left(6 x+2 x^2\right)}\right) \left(375+15 e^6+375 x+135 x^2+15 x^3+e^4 (135+45 x)+e^2 \left(395+270 x+45 x^2\right)\right)}{27 x^2+e^6 x^2+27 x^3+9 x^4+x^5+e^4 \left(9 x^2+3 x^3\right)+e^2 \left(27 x^2+18 x^3+3 x^4\right)} \, dx","-x^2+x+e^{\frac{5 \left(\frac{2}{\left(x+e^2+3\right)^2}-3\right)}{x}}+9",1,"-17*x - 6*E^2*x + 6*(3 + E^2)*x - x^2 - 27/(2*(3 + E^2 + x)^2) + (45*(3 + E^2)^2)/(2*(3 + E^2 + x)^2) - (17*(3 + E^2)^3)/(2*(3 + E^2 + x)^2) + (3 + E^2)^4/(3 + E^2 + x)^2 - (E^6*(1 - 2*x)^2)/(2*(7 + 2*E^2)*(3 + E^2 + x)^2) - (27*x^2)/(2*(3 + E^2)*(3 + E^2 + x)^2) - (90*(3 + E^2))/(3 + E^2 + x) + (51*(3 + E^2)^2)/(3 + E^2 + x) - (8*(3 + E^2)^3)/(3 + E^2 + x) + (6*E^4*(7 + 3*E^2))/(3 + E^2 + x) - (3*E^4*(7 + 4*E^2))/(3 + E^2 + x) - 45*Log[3 + E^2 + x] - 6*E^4*Log[3 + E^2 + x] + 51*(3 + E^2)*Log[3 + E^2 + x] - 12*(3 + E^2)^2*Log[3 + E^2 + x] + 3*E^2*(7 + 6*E^2)*Log[3 + E^2 + x] + (5*(25 + 18*E^2 + 3*E^4)*Defer[Int][1/(E^((5*(25 + 18*E^2 + 3*E^4 + 6*(3 + E^2)*x + 3*x^2))/(x*(3 + E^2 + x)^2))*x^2), x])/(3 + E^2)^2 + (20*Defer[Int][1/(E^((5*(25 + 18*E^2 + 3*E^4 + 6*(3 + E^2)*x + 3*x^2))/(x*(3 + E^2 + x)^2))*(3 + E^2 + x)^3), x])/(3 + E^2) + (10*Defer[Int][1/(E^((5*(25 + 18*E^2 + 3*E^4 + 6*(3 + E^2)*x + 3*x^2))/(x*(3 + E^2 + x)^2))*(3 + E^2 + x)^2), x])/(3 + E^2)^2","F",0,0,0,0,-1,"{}"
1361,1,333,0,1.0051181,"\int \frac{-8+8 x+6 x^2+7 x^3+x^4+\left(-8-10 x+16 x^2+2 x^3\right) \log \left(\frac{4+9 x+x^2}{15 x+5 e^5 x}\right)}{-4 x^2-5 x^3+8 x^4+x^5} \, dx","Int[(-8 + 8*x + 6*x^2 + 7*x^3 + x^4 + (-8 - 10*x + 16*x^2 + 2*x^3)*Log[(4 + 9*x + x^2)/(15*x + 5*E^5*x)])/(-4*x^2 - 5*x^3 + 8*x^4 + x^5),x]","-\frac{2 \log \left(\frac{x^2+9 x+4}{5 \left(3+e^5\right) x}\right)}{x}+\log (1-x)+\frac{\left(2795+347 \sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)}{1820}+\frac{1}{455} \left(325+41 \sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)-\frac{3}{910} \left(65+11 \sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)-\frac{1}{4} \left(9+\sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)-\frac{1}{260} \left(65-17 \sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)+\frac{\left(845-109 \sqrt{65}\right) \log \left(2 x-\sqrt{65}+9\right)}{1820}+\frac{\left(845+109 \sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)}{1820}-\frac{1}{260} \left(65+17 \sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)-\frac{1}{4} \left(9-\sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)-\frac{3}{910} \left(65-11 \sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)+\frac{1}{455} \left(325-41 \sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)+\frac{\left(2795-347 \sqrt{65}\right) \log \left(2 x+\sqrt{65}+9\right)}{1820}","\log (x-1)-\frac{2 \log \left(\frac{\frac{1}{5} (x+2)^2+x}{\left(3+e^5\right) x}\right)}{x}",1,"Log[1 - x] + ((845 - 109*Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/1820 - ((65 - 17*Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/260 - ((9 + Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/4 - (3*(65 + 11*Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/910 + ((325 + 41*Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/455 + ((2795 + 347*Sqrt[65])*Log[9 - Sqrt[65] + 2*x])/1820 + ((2795 - 347*Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/1820 + ((325 - 41*Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/455 - (3*(65 - 11*Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/910 - ((9 - Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/4 - ((65 + 17*Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/260 + ((845 + 109*Sqrt[65])*Log[9 + Sqrt[65] + 2*x])/1820 - (2*Log[(4 + 9*x + x^2)/(5*(3 + E^5)*x)])/x","B",34,9,78,0.1154,1,"{6741, 6742, 705, 31, 632, 893, 800, 1628, 2525}"
1362,0,0,0,1.2958592,"\int \frac{4 x+8 x^2+(8+8 x) \log (5 x)+\left(-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)\right) \log \left(\frac{1}{4} \left(-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)\right)\right)}{-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)} \, dx","Int[(4*x + 8*x^2 + (8 + 8*x)*Log[5*x] + (-4 - 4*x + 4*x^2 - Log[25] + 8*x*Log[5*x] + 4*Log[5*x]^2)*Log[(-4 - 4*x + 4*x^2 - Log[25] + 8*x*Log[5*x] + 4*Log[5*x]^2)/4])/(-4 - 4*x + 4*x^2 - Log[25] + 8*x*Log[5*x] + 4*Log[5*x]^2),x]","\int \frac{4 x+8 x^2+(8+8 x) \log (5 x)+\left(-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)\right) \log \left(\frac{1}{4} \left(-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)\right)\right)}{-4-4 x+4 x^2-\log (25)+8 x \log (5 x)+4 \log ^2(5 x)} \, dx","x \log \left(-x+(x+\log (5 x))^2-1-\frac{\log (25)}{4}\right)",1,"2*Defer[Int][x/(-2*x + 2*x^2 - 2*(1 + Log[5]/2) + 4*x*Log[5*x] + 2*Log[5*x]^2), x] + 4*Defer[Int][x^2/(-2*x + 2*x^2 - 2*(1 + Log[5]/2) + 4*x*Log[5*x] + 2*Log[5*x]^2), x] + 4*Defer[Int][Log[5*x]/(-2*x + 2*x^2 - 2*(1 + Log[5]/2) + 4*x*Log[5*x] + 2*Log[5*x]^2), x] + 4*Defer[Int][(x*Log[5*x])/(-2*x + 2*x^2 - 2*(1 + Log[5]/2) + 4*x*Log[5*x] + 2*Log[5*x]^2), x] + Defer[Int][Log[-1 + x^2 - ((1 - 2*Log[5])*Log[5])/2 + x*(-1 + Log[25]) + (2*x + Log[25])*Log[x] + Log[x]^2], x]","F",0,0,0,0,-1,"{}"
1363,1,48,0,0.0560408,"\int \left(1-64 e^{-8+8 e^2-32 e^{2 x}+2 x}+4 x^3+e^{-4+4 e^2-16 e^{2 x}} \left(-4 x+64 e^{2 x} x^2\right)\right) \, dx","Int[1 - 64*E^(-8 + 8*E^2 - 32*E^(2*x) + 2*x) + 4*x^3 + E^(-4 + 4*E^2 - 16*E^(2*x))*(-4*x + 64*E^(2*x)*x^2),x]","x^4-2 e^{-16 e^{2 x}-4 \left(1-e^2\right)} x^2+x+e^{-32 e^{2 x}-8 \left(1-e^2\right)}","\left(x^2-e^{4 \left(-4 e^{2 x}-1+e^2\right)}\right)^2+x",1,"E^(-32*E^(2*x) - 8*(1 - E^2)) + x - 2*E^(-16*E^(2*x) - 4*(1 - E^2))*x^2 + x^4","A",4,3,59,0.05085,1,"{2282, 2194, 2288}"
1364,1,27,0,0.319172,"\int \frac{1}{3} \exp \left(\frac{1}{3} \left(-3 x+24 x^2-4 e^{e^x} x^2+3 \log \left(\frac{5}{4}\right)\right)\right) \left(-12+192 x+e^{e^x} \left(-32 x-16 e^x x^2\right)\right) \, dx","Int[(E^((-3*x + 24*x^2 - 4*E^E^x*x^2 + 3*Log[5/4])/3)*(-12 + 192*x + E^E^x*(-32*x - 16*E^x*x^2)))/3,x]","5 e^{\frac{1}{3} \left(-4 e^{e^x} x^2+24 x^2-3 x\right)}","5 e^{-4 \left(\frac{e^{e^x}}{3}-2\right) x^2-x}",1,"5*E^((-3*x + 24*x^2 - 4*E^E^x*x^2)/3)","A",4,3,58,0.05172,1,"{12, 2274, 6706}"
1365,1,16,0,0.2419226,"\int \frac{-4+6 x+(-4+9 x) \log (x)}{\left(-2 x+3 x^2\right) \log (x)} \, dx","Int[(-4 + 6*x + (-4 + 9*x)*Log[x])/((-2*x + 3*x^2)*Log[x]),x]","\log (2-3 x)+2 \log (x)+2 \log (\log (x))","\log \left(\frac{1}{5} e^3 (2-3 x) x^2 \log ^2(x)\right)",1,"Log[2 - 3*x] + 2*Log[x] + 2*Log[Log[x]]","A",7,5,29,0.1724,1,"{1593, 6742, 72, 2302, 29}"
1366,1,41,0,0.0864604,"\int \frac{8 x^2+e^4 \left(64-32 x+4 x^2\right)}{4 x^4+e^8 \left(256-32 x^2+x^4\right)+e^4 \left(-64 x^2+4 x^4\right)} \, dx","Int[(8*x^2 + E^4*(64 - 32*x + 4*x^2))/(4*x^4 + E^8*(256 - 32*x^2 + x^4) + E^4*(-64*x^2 + 4*x^4)),x]","-\frac{4 \left(4 e^4-\left(2+e^4\right) x\right)}{\left(2+e^4\right) \left(16 e^4-\left(2+e^4\right) x^2\right)}","\frac{x}{e^4 (x+4)-\frac{2 x^2}{4-x}}",1,"(-4*(4*E^4 - (2 + E^4)*x))/((2 + E^4)*(16*E^4 - (2 + E^4)*x^2))","A",4,4,58,0.06897,1,"{1994, 28, 1814, 8}"
1367,0,0,0,7.2538448,"\int \frac{-96 x+24 x^2+e^{x^2} (-96+24 x)+\left(-32 x+16 x^2+e^{x^2} \left(8 x-64 x^2+16 x^3\right)\right) \log \left(\frac{1}{x^3}\right)}{16 x^3-8 x^4+x^5+e^{2 x^2} \left(16 x-8 x^2+x^3\right)+e^{x^2} \left(32 x^2-16 x^3+2 x^4\right)} \, dx","Int[(-96*x + 24*x^2 + E^x^2*(-96 + 24*x) + (-32*x + 16*x^2 + E^x^2*(8*x - 64*x^2 + 16*x^3))*Log[x^(-3)])/(16*x^3 - 8*x^4 + x^5 + E^(2*x^2)*(16*x - 8*x^2 + x^3) + E^x^2*(32*x^2 - 16*x^3 + 2*x^4)),x]","\int \frac{-96 x+24 x^2+e^{x^2} (-96+24 x)+\left(-32 x+16 x^2+e^{x^2} \left(8 x-64 x^2+16 x^3\right)\right) \log \left(\frac{1}{x^3}\right)}{16 x^3-8 x^4+x^5+e^{2 x^2} \left(16 x-8 x^2+x^3\right)+e^{x^2} \left(32 x^2-16 x^3+2 x^4\right)} \, dx","\frac{4 \log \left(\frac{1}{x^3}\right)}{\left(e^{x^2}+x\right) \left(\frac{x+4}{2}-x\right)}",1,"-64*Log[x^(-3)]*Defer[Int][(E^x^2 + x)^(-2), x] - 248*Log[x^(-3)]*Defer[Int][1/((-4 + x)*(E^x^2 + x)^2), x] - 16*Log[x^(-3)]*Defer[Int][x/(E^x^2 + x)^2, x] + 16*Log[x^(-3)]*Defer[Int][(E^x^2 + x)^(-1), x] + 8*Log[x^(-3)]*Defer[Int][1/((-4 + x)^2*(E^x^2 + x)), x] + 6*Defer[Int][1/((-4 + x)*(E^x^2 + x)), x] + 64*Log[x^(-3)]*Defer[Int][1/((-4 + x)*(E^x^2 + x)), x] - 6*Defer[Int][1/(x*(E^x^2 + x)), x] - 192*Defer[Int][Defer[Int][(E^x^2 + x)^(-2), x]/x, x] - 744*Defer[Int][Defer[Int][1/((-4 + x)*(E^x^2 + x)^2), x]/x, x] - 48*Defer[Int][Defer[Int][x/(E^x^2 + x)^2, x]/x, x] + 48*Defer[Int][Defer[Int][(E^x^2 + x)^(-1), x]/x, x] + 24*Defer[Int][Defer[Int][1/((-4 + x)^2*(E^x^2 + x)), x]/x, x] + 192*Defer[Int][Defer[Int][1/((-4 + x)*(E^x^2 + x)), x]/x, x]","F",0,0,0,0,-1,"{}"
1368,0,0,0,2.8800709,"\int \frac{1}{50} \exp \left(-e^2-x+\frac{1}{50} e^{-e^2-x} x^2 \left(5+\frac{50 e^{e^2+x} \log \left(\frac{\log (4)}{x}\right)}{x^2}\right)\right) \left(10-\frac{50 e^{e^2+x}}{x^2}-5 x\right) x \, dx","Int[(E^(-E^2 - x + (E^(-E^2 - x)*x^2*(5 + (50*E^(E^2 + x)*Log[Log[4]/x])/x^2))/50)*(10 - (50*E^(E^2 + x))/x^2 - 5*x)*x)/50,x]","\int \frac{1}{50} \exp \left(-e^2-x+\frac{1}{50} e^{-e^2-x} x^2 \left(5+\frac{50 e^{e^2+x} \log \left(\frac{\log (4)}{x}\right)}{x^2}\right)\right) \left(10-\frac{50 e^{e^2+x}}{x^2}-5 x\right) x \, dx","\frac{e^{\frac{1}{10} e^{-x-e^2} x^2} \log (4)}{x}",1,"(Log[4]*Defer[Int][E^(-E^2 - x + (E^(-E^2 - x)*x^2)/10), x])/5 - Log[4]*Defer[Int][E^((E^(-E^2 - x)*x^2)/10)/x^2, x] - (Log[4]*Defer[Int][E^(-E^2 - x + (E^(-E^2 - x)*x^2)/10)*x, x])/10","F",0,0,0,0,-1,"{}"
1369,1,81,0,3.4932542,"\int \frac{25000 e^{\frac{25+3 x}{5+x}}-315000 e^{\frac{25+3 x}{5+x}} \log \left(2+e^{\frac{25+3 x}{5+x}}\right)+1318000 e^{\frac{25+3 x}{5+x}} \log ^2\left(2+e^{\frac{25+3 x}{5+x}}\right)-1831200 e^{\frac{25+3 x}{5+x}} \log ^3\left(2+e^{\frac{25+3 x}{5+x}}\right)}{\left(50+20 x+2 x^2+e^{\frac{25+3 x}{5+x}} \left(25+10 x+x^2\right)\right) \log ^5\left(2+e^{\frac{25+3 x}{5+x}}\right)} \, dx","Int[(25000*E^((25 + 3*x)/(5 + x)) - 315000*E^((25 + 3*x)/(5 + x))*Log[2 + E^((25 + 3*x)/(5 + x))] + 1318000*E^((25 + 3*x)/(5 + x))*Log[2 + E^((25 + 3*x)/(5 + x))]^2 - 1831200*E^((25 + 3*x)/(5 + x))*Log[2 + E^((25 + 3*x)/(5 + x))]^3)/((50 + 20*x + 2*x^2 + E^((25 + 3*x)/(5 + x))*(25 + 10*x + x^2))*Log[2 + E^((25 + 3*x)/(5 + x))]^5),x]","\frac{625}{\log ^4\left(e^{\frac{3 x+25}{x+5}}+2\right)}-\frac{10500}{\log ^3\left(e^{\frac{3 x+25}{x+5}}+2\right)}+\frac{65900}{\log ^2\left(e^{\frac{3 x+25}{x+5}}+2\right)}-\frac{183120}{\log \left(e^{\frac{3 x+25}{x+5}}+2\right)}","\left(5-\left(21-\frac{5}{\log \left(e^{5-\frac{2 x}{x+5}}+2\right)}\right)^2\right)^2",1,"625/Log[2 + E^((25 + 3*x)/(5 + x))]^4 - 10500/Log[2 + E^((25 + 3*x)/(5 + x))]^3 + 65900/Log[2 + E^((25 + 3*x)/(5 + x))]^2 - 183120/Log[2 + E^((25 + 3*x)/(5 + x))]","B",8,4,166,0.02410,1,"{6688, 12, 6742, 6686}"
1370,0,0,0,41.0096646,"\int \frac{-56 x^2+62 x^4+28 x^5+10 x^6+4 x^7+e^5 \left(-14-28 x-2 x^2-4 x^3\right)+\left(-112 x^2-168 x^3-72 x^4-24 x^5-8 x^6\right) \log (5)+\left(56+112 x+106 x^2+44 x^3+14 x^4+4 x^5\right) \log ^2(5)+\left(56 x^2+48 x^3+22 x^4+18 x^5+6 x^6+e^5 \left(-14-2 x-6 x^2\right)+\left(-112 x-112 x^2-60 x^3-40 x^4-12 x^5\right) \log (5)+\left(56+64 x+38 x^2+22 x^3+6 x^4\right) \log ^2(5)\right) \log \left(-\frac{5 x}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)}\right)+\left(-2 e^5 x+8 x^3+8 x^4+2 x^5+\left(-16 x^2-16 x^3-4 x^4\right) \log (5)+\left(8 x+8 x^2+2 x^3\right) \log ^2(5)\right) \log ^2\left(-\frac{5 x}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)}\right)}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)} \, dx","Int[(-56*x^2 + 62*x^4 + 28*x^5 + 10*x^6 + 4*x^7 + E^5*(-14 - 28*x - 2*x^2 - 4*x^3) + (-112*x^2 - 168*x^3 - 72*x^4 - 24*x^5 - 8*x^6)*Log[5] + (56 + 112*x + 106*x^2 + 44*x^3 + 14*x^4 + 4*x^5)*Log[5]^2 + (56*x^2 + 48*x^3 + 22*x^4 + 18*x^5 + 6*x^6 + E^5*(-14 - 2*x - 6*x^2) + (-112*x - 112*x^2 - 60*x^3 - 40*x^4 - 12*x^5)*Log[5] + (56 + 64*x + 38*x^2 + 22*x^3 + 6*x^4)*Log[5]^2)*Log[(-5*x)/(-E^5 + 4*x^2 + 4*x^3 + x^4 + (-8*x - 8*x^2 - 2*x^3)*Log[5] + (4 + 4*x + x^2)*Log[5]^2)] + (-2*E^5*x + 8*x^3 + 8*x^4 + 2*x^5 + (-16*x^2 - 16*x^3 - 4*x^4)*Log[5] + (8*x + 8*x^2 + 2*x^3)*Log[5]^2)*Log[(-5*x)/(-E^5 + 4*x^2 + 4*x^3 + x^4 + (-8*x - 8*x^2 - 2*x^3)*Log[5] + (4 + 4*x + x^2)*Log[5]^2)]^2)/(-E^5 + 4*x^2 + 4*x^3 + x^4 + (-8*x - 8*x^2 - 2*x^3)*Log[5] + (4 + 4*x + x^2)*Log[5]^2),x]","\int \frac{-56 x^2+62 x^4+28 x^5+10 x^6+4 x^7+e^5 \left(-14-28 x-2 x^2-4 x^3\right)+\left(-112 x^2-168 x^3-72 x^4-24 x^5-8 x^6\right) \log (5)+\left(56+112 x+106 x^2+44 x^3+14 x^4+4 x^5\right) \log ^2(5)+\left(56 x^2+48 x^3+22 x^4+18 x^5+6 x^6+e^5 \left(-14-2 x-6 x^2\right)+\left(-112 x-112 x^2-60 x^3-40 x^4-12 x^5\right) \log (5)+\left(56+64 x+38 x^2+22 x^3+6 x^4\right) \log ^2(5)\right) \log \left(-\frac{5 x}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)}\right)+\left(-2 e^5 x+8 x^3+8 x^4+2 x^5+\left(-16 x^2-16 x^3-4 x^4\right) \log (5)+\left(8 x+8 x^2+2 x^3\right) \log ^2(5)\right) \log ^2\left(-\frac{5 x}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)}\right)}{-e^5+4 x^2+4 x^3+x^4+\left(-8 x-8 x^2-2 x^3\right) \log (5)+\left(4+4 x+x^2\right) \log ^2(5)} \, dx","\left(x \left(x+\log \left(\frac{5 x}{e^5-(x+2)^2 (x-\log (5))^2}\right)\right)+7\right)^2",1,"62*x + (x + (2 - Log[5])/2)^4 - 82*x*(2 - Log[5]) - (28*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(2 - Log[5]))/E^(5/2) + (7*(2 + 2*x - Log[5])^2)/2 - 5*(2 - Log[5])*(2 + 2*x - Log[5])^2 + (2*(2 + 2*x - Log[5])^3)/3 - (7*(2 - Log[5])*(2 + 2*x - Log[5])^3)/12 + 3*(1 - Log[5])*(2 + 2*x - Log[5])^2*Log[5] - ((2 + 2*x - Log[5])^3*Log[5])/3 + ((2 + 2*x - Log[5])^2*Log[5]^2)/2 + E^(5/2)*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(20 - 3*Log[5] + 2*Log[5]^2) - (7*x*(2 - Log[5])*(28 - 12*Log[5] + 7*Log[5]^2))/2 + (x*(60 - 28*Log[5] + 15*Log[5]^2))/2 + (5*x*(68 - 52*Log[5] + 17*Log[5]^2))/2 - 2*x*Log[5]*(44 - 22*Log[5] + 17*Log[5]^2) + ((2 + 2*x - Log[5])^2*(92 - 76*Log[5] + 23*Log[5]^2))/8 - (14*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(16 + E^5 - 8*Log[5] + 4*Log[5]^2 - 2*Log[5]^3 + Log[5]^4))/E^(5/2) + (28*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(4 - 2*E^(5/2) + Log[5]^2))/(E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) + 4*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(2 - Log[5])*Sqrt[4*E^(5/2) - (2 + Log[5])^2] + (28*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(4 + 2*E^(5/2) + Log[5]^2))/(E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) + 4*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(2 - Log[5])*Sqrt[4*E^(5/2) + (2 + Log[5])^2] - 2*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(4 + E^(5/2) - 2*Log[5] + Log[5]^2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2] - (5*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(4 - 2*E^(5/2) + Log[5]^2)*(16 + E^5 - 4*Log[5]^2 + Log[5]^4 - 4*E^(5/2)*(4 - 3*Log[5] + Log[5]^2)))/(E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) - (5*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(4 + 2*E^(5/2) + Log[5]^2)*(16 + E^5 - 4*Log[5]^2 + Log[5]^4 + 4*E^(5/2)*(4 - 3*Log[5] + Log[5]^2)))/(E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) - (2*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(64 - 32*Log[5] + 16*Log[5]^2 - 8*Log[5]^3 + 4*Log[5]^4 - 2*Log[5]^5 + Log[5]^6 + 6*E^5*(4 - 3*Log[5] + Log[5]^2)))/E^(5/2) - (31*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(16 + 2*E^5 + Log[5]^4 - 4*E^(5/2)*(4 - 2*Log[5] + Log[5]^2)))/(E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) - (31*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(16 + 2*E^5 + Log[5]^4 + 4*E^(5/2)*(4 - 2*Log[5] + Log[5]^2)))/(E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) - (4*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*Log[5]*(3*E^5*(1 - Log[5]) - Log[5]^2*(7 + 7*Log[5] + Log[5]^2 + Log[5]^3)))/E^(5/2) + (2*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(128 - 7*E^(15/2)*(2 - Log[5]) - Log[5]^7 + 14*E^5*(8 - 6*Log[5] + 3*Log[5]^2 - Log[5]^3) - 7*E^(5/2)*(32 - 16*Log[5] + 8*Log[5]^2 - 4*Log[5]^3 + 2*Log[5]^4 - Log[5]^5)))/(E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) + (2*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(128 + 7*E^(15/2)*(2 - Log[5]) - Log[5]^7 + 14*E^5*(8 - 6*Log[5] + 3*Log[5]^2 - Log[5]^3) + 7*E^(5/2)*(32 - 16*Log[5] + 8*Log[5]^2 - 4*Log[5]^3 + 2*Log[5]^4 - Log[5]^5)))/(E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) + 6*x*(11 - 3*Log[5]^2 - Log[5]*(2 - Log[125])) - 2*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*Sqrt[4*E^(5/2) - (2 + Log[5])^2]*(11 - 3*Log[5]^2 - Log[5]*(2 - Log[125])) - 2*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*Sqrt[4*E^(5/2) + (2 + Log[5])^2]*(11 - 3*Log[5]^2 - Log[5]*(2 - Log[125])) - (E^(5/2)*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(26 - 14*Log[5] - Log[5]^2 - 2*Log[5]^3 - 2*E^(5/2)*(5 - Log[125])))/Sqrt[4*E^(5/2) - (2 + Log[5])^2] - (E^(5/2)*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(26 - 14*Log[5] - Log[5]^2 - 2*Log[5]^3 + 2*E^(5/2)*(5 - Log[125])))/Sqrt[4*E^(5/2) + (2 + Log[5])^2] - (ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*Log[5]*(8*E^(15/2) - 12*E^5*(8 - 3*Log[5] + 3*Log[5]^2) - Log[5]*(2 + Log[5])*(25*Log[5] + 28*Log[5]^2 + 4*Log[5]^3 + 4*Log[5]^4 + Log[125]) + 4*E^(5/2)*(22 + 30*Log[5]^2 + 3*Log[5]^3 + 6*Log[5]^4 + Log[125])))/(E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) + (ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*Log[5]*(8*E^(15/2) + 12*E^5*(8 - 3*Log[5] + 3*Log[5]^2) + Log[5]*(2 + Log[5])*(25*Log[5] + 28*Log[5]^2 + 4*Log[5]^3 + 4*Log[5]^4 + Log[125]) + 4*E^(5/2)*(22 + 30*Log[5]^2 + 3*Log[5]^3 + 6*Log[5]^4 + Log[125])))/(E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) + (5*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(32 + 3*E^5*(2 - Log[5]) - 4*Log[5]^2 - 4*Log[5]^3 + 2*Log[5]^4 - Log[5]^5 - Log[5]*(16 - 3*Log[625])))/E^(5/2) + (2*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(16 + 4*E^5 + 8*Log[5] + 2*Log[5]^3 + Log[5]^4 - E^(5/2)*(20 + 5*Log[5]^2 - Log[625])))/Sqrt[4*E^(5/2) - (2 + Log[5])^2] + (7*ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*(20*E^5*(2 - Log[5]) + 20*Log[5]^3 - 4*Log[5]^5 + 4*(32 - 5*Log[625]) + 20*Log[5]*(4 - Log[625]) + 5*Log[5]^2*(16 - Log[625]) - 20*E^(5/2)*(8 + 2*Log[5]^2 - Log[5]^3 - Log[625])))/(2*E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) + (7*ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*(20*E^5*(2 - Log[5]) + 20*Log[5]^3 - 4*Log[5]^5 + 4*(32 - 5*Log[625]) + 20*Log[5]*(4 - Log[625]) + 5*Log[5]^2*(16 - Log[625]) + 20*E^(5/2)*(8 + 2*Log[5]^2 - Log[5]^3 - Log[625])))/(2*E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) + (31*ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(8 + 2*Log[5]^2 - Log[5]^3 - Log[625]))/E^(5/2) + (ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*(2 - Log[5])*(12*E^5 + 2*Log[5]^3 + Log[5]^2*(8 - Log[25]) - Log[25]*Log[625]))/(2*E^(5/2)) - (ArcTanh[(x^2 + x*(2 - Log[5]) - 2*Log[5])/E^(5/2)]*Log[5]^2*(8*E^5 + (7 + Log[5]^2)*(8 + 4*Log[5]^2 + 3*Log[625] + Log[5]*Log[625])))/(4*E^(5/2)) - (ArcTan[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) - (2 + Log[5])^2]]*Log[5]^2*(448 + 16*Log[5]^5 - 16*E^5*(6 - 6*Log[5] - Log[625]) + 112*Log[625] + 4*Log[625]^2 + Log[625]^3 + 4*Log[5]^4*(12 + Log[625]) + 32*Log[5]*(14 + 3*Log[625]) + 4*Log[5]^3*(44 + 3*Log[625]) + Log[5]^2*(400 + 28*Log[625] + Log[625]^2) - 4*E^(5/2)*(24 + 72*Log[5] + 20*Log[5]^3 + 32*Log[625] + Log[625]^2 + Log[5]^2*(16 + 5*Log[625]))))/(16*E^(5/2)*Sqrt[4*E^(5/2) - (2 + Log[5])^2]) - (ArcTanh[(2 + 2*x - Log[5])/Sqrt[4*E^(5/2) + (2 + Log[5])^2]]*Log[5]^2*(448 + 16*Log[5]^5 - 16*E^5*(6 - 6*Log[5] - Log[625]) + 112*Log[625] + 4*Log[625]^2 + Log[625]^3 + 4*Log[5]^4*(12 + Log[625]) + 32*Log[5]*(14 + 3*Log[625]) + 4*Log[5]^3*(44 + 3*Log[625]) + Log[5]^2*(400 + 28*Log[625] + Log[625]^2) + 4*E^(5/2)*(24 + 72*Log[5] + 20*Log[5]^3 + 32*Log[625] + Log[625]^2 + Log[5]^2*(16 + 5*Log[625]))))/(16*E^(5/2)*Sqrt[4*E^(5/2) + (2 + Log[5])^2]) - 2*x*Log[5]^2*(3 - Log[3125]) - E^5*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] - 31*(2 - Log[5])*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] + 2*(2 - Log[5])^2*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] - 10*(2 - Log[5])*(4 - Log[5] + Log[5]^2)*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] + 7*(12 - 8*Log[5] + 3*Log[5]^2)*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] + 2*Log[5]*(11 - 18*Log[5] + 3*Log[5]^2 - 4*Log[5]^3)*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] - (8 - Log[5]^3)*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] + (80 + E^5 - 64*Log[5] + 36*Log[5]^2 - 16*Log[5]^3 + 5*Log[5]^4)*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] - (2 - Log[5])*(11 - 3*Log[5]^2 - Log[25] + Log[5]*Log[125])*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2] + (Log[5]^2*(72 + 12*Log[5]^2 - 2*Log[625] + 3*Log[5]*Log[625])*Log[E^5 - 4*x^2 - 4*x^3 - x^4 + 8*x*Log[5] + 8*x^2*Log[5] + 2*x^3*Log[5] - 4*Log[5]^2 - 4*x*Log[5]^2 - x^2*Log[5]^2])/8 + 2*x^3*Log[(5*x)/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2))] - 4*x*(2 - Log[5])*Log[(5*x)/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2))] + 2*x*(11 - 3*Log[5]^2 - Log[5]*(2 - Log[125]))*Log[(5*x)/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2))] + x^2*Log[(5*x)/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2))]^2 + 4*(2 - Log[5])*(E^5 - 4*Log[5]^2)*Defer[Int][Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))]/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] - 2*(E^5 - 4*Log[5]^2)*(4 - 3*Log[5]^2 - Log[25] + Log[5]*Log[125])*Defer[Int][Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))]/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] - 8*(E^5 - 2*Log[5]*(4 - 2*Log[5] + Log[5]^2))*Defer[Int][(x*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] + 8*(E^5 - Log[5]*(8 + 3*Log[5]^3 + Log[25]*Log[125] - Log[5]^2*(4 + Log[125]) - Log[625]))*Defer[Int][(x*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] - 4*(2 - Log[5])*(4 - 2*Log[5] + Log[5]^2)*Defer[Int][(x^2*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] + 2*(16 - 3*Log[5]^4 - 4*Log[5]*(4 - Log[125]) + Log[5]^3*(22 + Log[125]) - 4*Log[5]^2*(1 + Log[15625]))*Defer[Int][(x^2*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] - 4*(4 + Log[5]^2)*Defer[Int][(x^3*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x] + 4*(4 + 3*Log[5]^3 + Log[25]*Log[125] - Log[5]^2*(5 + Log[125]))*Defer[Int][(x^3*Log[(-5*x)/(-E^5 + x^4 + 2*x^3*(2 - Log[5]) - 4*x*(2 - Log[5])*Log[5] + 4*Log[5]^2 + x^2*(4 - 8*Log[5] + Log[5]^2))])/(E^5 - x^4 - 2*x^3*(2 - Log[5]) + 4*x*(2 - Log[5])*Log[5] - 4*Log[5]^2 - x^2*(4 - 8*Log[5] + Log[5]^2)), x]","F",0,0,0,0,-1,"{}"
1371,1,31,0,0.2706784,"\int \frac{1}{125} e^{-x+x^2} \left(8-10 x+17 x^2-2 x^3\right) \, dx","Int[(E^(-x + x^2)*(8 - 10*x + 17*x^2 - 2*x^3))/125,x]","\frac{8}{125} e^{x^2-x} x-\frac{1}{125} e^{x^2-x} x^2","\frac{1}{125} e^{x^2-x} (8-x) x",1,"(8*E^(-x + x^2)*x)/125 - (E^(-x + x^2)*x^2)/125","A",24,6,28,0.2143,1,"{12, 6742, 2234, 2204, 2240, 2241}"
1372,1,54,0,0.1135186,"\int \frac{-8 x^2+2 x^3+3 x^4-x^5+(2-x) \log (5)+\left(-8 x^2+4 x^3+9 x^4-4 x^5-2 \log (5)\right) \log (x)}{x^2} \, dx","Int[(-8*x^2 + 2*x^3 + 3*x^4 - x^5 + (2 - x)*Log[5] + (-8*x^2 + 4*x^3 + 9*x^4 - 4*x^5 - 2*Log[5])*Log[x])/x^2,x]","x^4 (-\log (x))+3 x^3 \log (x)+2 x^2 \log (x)-8 x \log (x)-\log (5) \log (x)+\frac{\log (25) \log (x)}{x}+\frac{\log (25)}{x}-\frac{2 \log (5)}{x}","(x-2) x \left(-x^2-\frac{\log (5)}{x^2}+x+4\right) \log (x)",1,"(-2*Log[5])/x + Log[25]/x - 8*x*Log[x] + 2*x^2*Log[x] + 3*x^3*Log[x] - x^4*Log[x] - Log[5]*Log[x] + (Log[25]*Log[x])/x","B",11,5,61,0.08197,1,"{14, 1620, 2357, 2295, 2304}"
1373,1,36,0,1.7151492,"\int \frac{11+e^{2 x} x^2+e^x \left(-2 x+10 x^2\right)+\left(-11+12 e^x x-e^{2 x} x^2\right) \log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right) \log \left(\log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right)\right)}{\left(55 x^2-60 e^x x^3+5 e^{2 x} x^4\right) \log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right)+\left(-110 x+120 e^x x^2-10 e^{2 x} x^3\right) \log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right) \log \left(\log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right)\right)+\left(55-60 e^x x+5 e^{2 x} x^2\right) \log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right) \log ^2\left(\log \left(\frac{-44 x+4 e^x x^2}{-1+e^x x}\right)\right)} \, dx","Int[(11 + E^(2*x)*x^2 + E^x*(-2*x + 10*x^2) + (-11 + 12*E^x*x - E^(2*x)*x^2)*Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]*Log[Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]])/((55*x^2 - 60*E^x*x^3 + 5*E^(2*x)*x^4)*Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)] + (-110*x + 120*E^x*x^2 - 10*E^(2*x)*x^3)*Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]*Log[Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]] + (55 - 60*E^x*x + 5*E^(2*x)*x^2)*Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]*Log[Log[(-44*x + 4*E^x*x^2)/(-1 + E^x*x)]]^2),x]","-\frac{1}{5 \left(1-\frac{x}{\log \left(\log \left(\frac{4 x \left(11-e^x x\right)}{1-e^x x}\right)\right)}\right)}","\frac{x}{5 \left(x-\log \left(\log \left(4 x+\frac{40}{\frac{1}{x}-e^x}\right)\right)\right)}",1,"-1/5*1/(1 - x/Log[Log[(4*x*(11 - E^x*x))/(1 - E^x*x)]])","A",4,4,280,0.01429,1,"{6688, 12, 6711, 32}"
1374,0,0,0,2.1649858,"\int \frac{x^2+e^{5+x} \left(4+x^2\right)+\left(-4-4 e^{5+x}-x^3\right) \log (x)+\left(-e^{5+x} x^2+\left(x^2+e^{5+x} x^2\right) \log (x)\right) \log \left(e^{-5-x} \left(-e^{5+x}+\left(1+e^{5+x}\right) \log (x)\right)\right)}{-e^{5+x} x^2+\left(x^2+e^{5+x} x^2\right) \log (x)} \, dx","Int[(x^2 + E^(5 + x)*(4 + x^2) + (-4 - 4*E^(5 + x) - x^3)*Log[x] + (-(E^(5 + x)*x^2) + (x^2 + E^(5 + x)*x^2)*Log[x])*Log[E^(-5 - x)*(-E^(5 + x) + (1 + E^(5 + x))*Log[x])])/(-(E^(5 + x)*x^2) + (x^2 + E^(5 + x)*x^2)*Log[x]),x]","\int \frac{x^2+e^{5+x} \left(4+x^2\right)+\left(-4-4 e^{5+x}-x^3\right) \log (x)+\left(-e^{5+x} x^2+\left(x^2+e^{5+x} x^2\right) \log (x)\right) \log \left(e^{-5-x} \left(-e^{5+x}+\left(1+e^{5+x}\right) \log (x)\right)\right)}{-e^{5+x} x^2+\left(x^2+e^{5+x} x^2\right) \log (x)} \, dx","\frac{4}{x}+x \log \left(e^{-x-5} \log (x)+\log (x)-1\right)-1",1,"4/x + E*ExpIntegralEi[-1 + Log[x]] - Defer[Int][1/((-1 + Log[x])*(-E^(5 + x) + Log[x] + E^(5 + x)*Log[x])), x] + Defer[Int][(x*Log[x])/((-1 + Log[x])*(-E^(5 + x) + Log[x] + E^(5 + x)*Log[x])), x] - Defer[Int][(x*Log[x]^2)/((-1 + Log[x])*(-E^(5 + x) + Log[x] + E^(5 + x)*Log[x])), x] + Defer[Int][Log[-1 + (1 + E^(-5 - x))*Log[x]], x]","F",0,0,0,0,-1,"{}"
1375,0,0,0,102.9232326,"\int \frac{\exp \left(-8+\exp \left(\exp \left(\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right)\right)+\exp \left(\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right)+\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right) \left(-8 x^6+e^4 \left(-12500 x^3+400 x^6-36 x^7+4 x^9\right)+e^8 \left(-3125000+312500 x^3-45000 x^4-7500 x^6+900 x^7-100 x^9+36 x^{10}+4 x^{12}\right)\right)}{x^9} \, dx","Int[(E^(-8 + E^E^((4*x^6 + E^4*(2500*x^3 - 200*x^6 + 36*x^7 + 4*x^9) + E^8*(390625 - 62500*x^3 + 11250*x^4 + 3750*x^6 - 900*x^7 + 81*x^8 - 100*x^9 + 18*x^10 + x^12))/(E^8*x^8)) + E^((4*x^6 + E^4*(2500*x^3 - 200*x^6 + 36*x^7 + 4*x^9) + E^8*(390625 - 62500*x^3 + 11250*x^4 + 3750*x^6 - 900*x^7 + 81*x^8 - 100*x^9 + 18*x^10 + x^12))/(E^8*x^8)) + (4*x^6 + E^4*(2500*x^3 - 200*x^6 + 36*x^7 + 4*x^9) + E^8*(390625 - 62500*x^3 + 11250*x^4 + 3750*x^6 - 900*x^7 + 81*x^8 - 100*x^9 + 18*x^10 + x^12))/(E^8*x^8))*(-8*x^6 + E^4*(-12500*x^3 + 400*x^6 - 36*x^7 + 4*x^9) + E^8*(-3125000 + 312500*x^3 - 45000*x^4 - 7500*x^6 + 900*x^7 - 100*x^9 + 36*x^10 + 4*x^12)))/x^9,x]","\int \frac{\exp \left(-8+\exp \left(\exp \left(\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right)\right)+\exp \left(\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right)+\frac{4 x^6+e^4 \left(2500 x^3-200 x^6+36 x^7+4 x^9\right)+e^8 \left(390625-62500 x^3+11250 x^4+3750 x^6-900 x^7+81 x^8-100 x^9+18 x^{10}+x^{12}\right)}{e^8 x^8}\right) \left(-8 x^6+e^4 \left(-12500 x^3+400 x^6-36 x^7+4 x^9\right)+e^8 \left(-3125000+312500 x^3-45000 x^4-7500 x^6+900 x^7-100 x^9+36 x^{10}+4 x^{12}\right)\right)}{x^9} \, dx","e^{e^{e^{\left(\left(\frac{25}{x^2}-x\right)^2+\frac{2}{e^4 x}+9\right)^2}}}-2",1,"4*(1 - 25*E^4)*Defer[Int][E^(77 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5)), x] - 3125000*Defer[Int][E^(81 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))/x^9, x] - 12500*(1 - 25*E^4)*Defer[Int][E^(77 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))/x^6, x] - 45000*Defer[Int][E^(81 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))/x^5, x] - 4*(2 - 100*E^4 + 1875*E^8)*Defer[Int][E^(73 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))/x^3, x] - 36*(1 - 25*E^4)*Defer[Int][E^(77 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))/x^2, x] + 36*Defer[Int][E^(81 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))*x, x] + 4*Defer[Int][E^(81 + E^E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + E^((2*x^3 + E^4*(625 - 50*x^3 + 9*x^4 + x^6))^2/(E^8*x^8)) + 390625/x^8 - 62500/x^5 + 11250/x^4 + (3750*(1 + 2/(1875*E^8)))/x^2 - 900/x - 100*x + 18*x^2 + x^4 + (4*(625 - 50*x^3 + 9*x^4 + x^6))/(E^4*x^5))*x^3, x]","F",0,0,0,0,-1,"{}"
1376,1,12,0,0.0034881,"\int \frac{6 x^5}{\log ^2\left(-20+e^{24}\right)} \, dx","Int[(6*x^5)/Log[-20 + E^24]^2,x]","\frac{x^6}{\log ^2\left(e^{24}-20\right)}","\frac{x^6}{\log ^2\left(e^{24}-20\right)}",1,"x^6/Log[-20 + E^24]^2","A",2,2,13,0.1538,1,"{12, 30}"
1377,1,32,0,0.5064782,"\int \frac{x^2+\exp \left(\frac{-48+12 x^2-12 x^3+e^5 \left(36 x^2+12 x^3\right)}{x}\right) \left(48+12 x^2-24 x^3+e^5 \left(36 x^2+24 x^3\right)\right)}{x^2} \, dx","Int[(x^2 + E^((-48 + 12*x^2 - 12*x^3 + E^5*(36*x^2 + 12*x^3))/x)*(48 + 12*x^2 - 24*x^3 + E^5*(36*x^2 + 24*x^3)))/x^2,x]","\exp \left(-12 \left(1-e^5\right) x^2+12 \left(1+3 e^5\right) x-\frac{48}{x}\right)+x","e^{12 \left(-x^2+e^5 (x+3) x+x-\frac{4}{x}\right)}+x-1",1,"E^(-48/x + 12*(1 + 3*E^5)*x - 12*(1 - E^5)*x^2) + x","A",3,2,69,0.02899,1,"{14, 6706}"
1378,0,0,0,4.4761251,"\int \frac{-10+12 x-6 x^2+e^{20+x} \left(-6+12 x-6 x^2\right)+\left(-9+23 x-17 x^2+3 x^3+e^{20+x} \left(3-6 x+3 x^2\right)\right) \log \left(\frac{36-72 x+36 x^2}{81-252 x+250 x^2-84 x^3+9 x^4+e^{40+2 x} \left(9-18 x+9 x^2\right)+e^{20+x} \left(-54+138 x-102 x^2+18 x^3\right)}\right)}{\left(-9+23 x-17 x^2+3 x^3+e^{20+x} \left(3-6 x+3 x^2\right)\right) \log \left(\frac{36-72 x+36 x^2}{81-252 x+250 x^2-84 x^3+9 x^4+e^{40+2 x} \left(9-18 x+9 x^2\right)+e^{20+x} \left(-54+138 x-102 x^2+18 x^3\right)}\right)} \, dx","Int[(-10 + 12*x - 6*x^2 + E^(20 + x)*(-6 + 12*x - 6*x^2) + (-9 + 23*x - 17*x^2 + 3*x^3 + E^(20 + x)*(3 - 6*x + 3*x^2))*Log[(36 - 72*x + 36*x^2)/(81 - 252*x + 250*x^2 - 84*x^3 + 9*x^4 + E^(40 + 2*x)*(9 - 18*x + 9*x^2) + E^(20 + x)*(-54 + 138*x - 102*x^2 + 18*x^3))])/((-9 + 23*x - 17*x^2 + 3*x^3 + E^(20 + x)*(3 - 6*x + 3*x^2))*Log[(36 - 72*x + 36*x^2)/(81 - 252*x + 250*x^2 - 84*x^3 + 9*x^4 + E^(40 + 2*x)*(9 - 18*x + 9*x^2) + E^(20 + x)*(-54 + 138*x - 102*x^2 + 18*x^3))]),x]","\int \frac{-10+12 x-6 x^2+e^{20+x} \left(-6+12 x-6 x^2\right)+\left(-9+23 x-17 x^2+3 x^3+e^{20+x} \left(3-6 x+3 x^2\right)\right) \log \left(\frac{36-72 x+36 x^2}{81-252 x+250 x^2-84 x^3+9 x^4+e^{40+2 x} \left(9-18 x+9 x^2\right)+e^{20+x} \left(-54+138 x-102 x^2+18 x^3\right)}\right)}{\left(-9+23 x-17 x^2+3 x^3+e^{20+x} \left(3-6 x+3 x^2\right)\right) \log \left(\frac{36-72 x+36 x^2}{81-252 x+250 x^2-84 x^3+9 x^4+e^{40+2 x} \left(9-18 x+9 x^2\right)+e^{20+x} \left(-54+138 x-102 x^2+18 x^3\right)}\right)} \, dx","x+\log \left(\log \left(\frac{4}{\left(x+e^{x+20}+\frac{2}{\frac{3}{x}-3}-3\right)^2}\right)\right)",1,"x - 2*Defer[Int][Log[(36*(-1 + x)^2)/(9 + 3*E^(20 + x)*(-1 + x) - 14*x + 3*x^2)^2]^(-1), x] + 24*Defer[Int][1/((9 - 3*E^(20 + x) - 14*x + 3*E^(20 + x)*x + 3*x^2)*Log[(36*(-1 + x)^2)/(9 + 3*E^(20 + x)*(-1 + x) - 14*x + 3*x^2)^2]), x] - 4*Defer[Int][1/((-1 + x)*(9 - 3*E^(20 + x) - 14*x + 3*E^(20 + x)*x + 3*x^2)*Log[(36*(-1 + x)^2)/(9 + 3*E^(20 + x)*(-1 + x) - 14*x + 3*x^2)^2]), x] - 34*Defer[Int][x/((9 - 3*E^(20 + x) - 14*x + 3*E^(20 + x)*x + 3*x^2)*Log[(36*(-1 + x)^2)/(9 + 3*E^(20 + x)*(-1 + x) - 14*x + 3*x^2)^2]), x] + 6*Defer[Int][x^2/((9 - 3*E^(20 + x) - 14*x + 3*E^(20 + x)*x + 3*x^2)*Log[(36*(-1 + x)^2)/(9 + 3*E^(20 + x)*(-1 + x) - 14*x + 3*x^2)^2]), x]","F",0,0,0,0,-1,"{}"
1379,-1,0,0,180.0013346,"\int \frac{\exp \left(-\frac{1}{-x+\left(-15+9 x-3 \log (4)+e^x (5-3 x+\log (4))\right) \log (x)}\right) \left(-15+8 x-3 \log (4)+e^x (5-3 x+\log (4))+\left(9 x+e^x \left(2 x-3 x^2+x \log (4)\right)\right) \log (x)\right)}{x^3+\left(30 x^2-18 x^3+6 x^2 \log (4)+e^x \left(-10 x^2+6 x^3-2 x^2 \log (4)\right)\right) \log (x)+\left(225 x-270 x^2+81 x^3+\left(90 x-54 x^2\right) \log (4)+9 x \log ^2(4)+e^x \left(-150 x+180 x^2-54 x^3+\left(-60 x+36 x^2\right) \log (4)-6 x \log ^2(4)\right)+e^{2 x} \left(25 x-30 x^2+9 x^3+\left(10 x-6 x^2\right) \log (4)+x \log ^2(4)\right)\right) \log ^2(x)} \, dx","Int[(-15 + 8*x - 3*Log[4] + E^x*(5 - 3*x + Log[4]) + (9*x + E^x*(2*x - 3*x^2 + x*Log[4]))*Log[x])/(E^(-x + (-15 + 9*x - 3*Log[4] + E^x*(5 - 3*x + Log[4]))*Log[x])^(-1)*(x^3 + (30*x^2 - 18*x^3 + 6*x^2*Log[4] + E^x*(-10*x^2 + 6*x^3 - 2*x^2*Log[4]))*Log[x] + (225*x - 270*x^2 + 81*x^3 + (90*x - 54*x^2)*Log[4] + 9*x*Log[4]^2 + E^x*(-150*x + 180*x^2 - 54*x^3 + (-60*x + 36*x^2)*Log[4] - 6*x*Log[4]^2) + E^(2*x)*(25*x - 30*x^2 + 9*x^3 + (10*x - 6*x^2)*Log[4] + x*Log[4]^2))*Log[x]^2)),x]","\text{\$Aborted}","e^{\frac{1}{x-\left(3-e^x\right) (3 x-5-\log (4)) \log (x)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1380,0,0,0,1.8902149,"\int \frac{e^{-e^{e^{-x} \left(e^x (-3-x)+x\right)}-x} \left(e^{e^{-x} \left(e^x (-3-x)+x\right)} \left(4 x^2-4 e^x x^2-4 x^3\right)+e^{e^{e^{-x} \left(e^x (-3-x)+x\right)}} \left(e^{2 x} (-1+x)+e^x \left(4-x^2\right)\right)\right)}{x^2} \, dx","Int[(E^(-E^((E^x*(-3 - x) + x)/E^x) - x)*(E^((E^x*(-3 - x) + x)/E^x)*(4*x^2 - 4*E^x*x^2 - 4*x^3) + E^E^((E^x*(-3 - x) + x)/E^x)*(E^(2*x)*(-1 + x) + E^x*(4 - x^2))))/x^2,x]","\int \frac{e^{-e^{e^{-x} \left(e^x (-3-x)+x\right)}-x} \left(e^{e^{-x} \left(e^x (-3-x)+x\right)} \left(4 x^2-4 e^x x^2-4 x^3\right)+e^{e^{e^{-x} \left(e^x (-3-x)+x\right)}} \left(e^{2 x} (-1+x)+e^x \left(4-x^2\right)\right)\right)}{x^2} \, dx","-x-4 e^{-e^{e^{-x} x-x-3}}-\frac{x-e^x+4}{x}",1,"-4/x + E^x/x - x + 4*Defer[Int][E^(-3 - E^(-3 + (-1 + E^(-x))*x) - 2*x + x/E^x), x] - 4*Defer[Int][E^(-3 - E^(-3 + (-1 + E^(-x))*x) - x + x/E^x), x] - 4*Defer[Int][E^(-3 - E^(-3 + (-1 + E^(-x))*x) - 2*x + x/E^x)*x, x]","F",0,0,0,0,-1,"{}"
1381,1,9,0,0.0034483,"\int -12 e^{-10-x} \, dx","Int[-12*E^(-10 - x),x]","12 e^{-x-10}","\frac{4 \left(3 e^{-x}-2\right)}{e^{10}}",1,"12*E^(-10 - x)","A",2,2,9,0.2222,1,"{12, 2194}"
1382,0,0,0,12.3551063,"\int \frac{\exp \left(\frac{2 \left(189 x+198 x^2+111 x^3+30 x^4+3 x^5+e^8 \left(432 x+288 x^2+48 x^3\right)+e^4 \left(216 x+432 x^2+192 x^3+24 x^4\right)\right)}{9+6 x+x^2}\right) \left(1134+1998 x+1998 x^2+942 x^3+210 x^4+18 x^5+e^8 \left(2592+2592 x+864 x^2+96 x^3\right)+e^4 \left(1296+4752 x+3456 x^2+960 x^3+96 x^4\right)\right)}{27+27 x+9 x^2+x^3} \, dx","Int[(E^((2*(189*x + 198*x^2 + 111*x^3 + 30*x^4 + 3*x^5 + E^8*(432*x + 288*x^2 + 48*x^3) + E^4*(216*x + 432*x^2 + 192*x^3 + 24*x^4)))/(9 + 6*x + x^2))*(1134 + 1998*x + 1998*x^2 + 942*x^3 + 210*x^4 + 18*x^5 + E^8*(2592 + 2592*x + 864*x^2 + 96*x^3) + E^4*(1296 + 4752*x + 3456*x^2 + 960*x^3 + 96*x^4)))/(27 + 27*x + 9*x^2 + x^3),x]","\int \frac{\exp \left(\frac{2 \left(189 x+198 x^2+111 x^3+30 x^4+3 x^5+e^8 \left(432 x+288 x^2+48 x^3\right)+e^4 \left(216 x+432 x^2+192 x^3+24 x^4\right)\right)}{9+6 x+x^2}\right) \left(1134+1998 x+1998 x^2+942 x^3+210 x^4+18 x^5+e^8 \left(2592+2592 x+864 x^2+96 x^3\right)+e^4 \left(1296+4752 x+3456 x^2+960 x^3+96 x^4\right)\right)}{27+27 x+9 x^2+x^3} \, dx","e^{6 x \left(\left(\frac{x}{x+3}+x+4 e^4+1\right)^2+6\right)}",1,"24*(1 + 2*E^4)^2*Defer[Int][E^((6*x*(9*(7 + 8*E^4 + 16*E^8) + 6*(11 + 24*E^4 + 16*E^8)*x + (37 + 64*E^4 + 16*E^8)*x^2 + 2*(5 + 4*E^4)*x^3 + x^4))/(9 + 6*x + x^2)), x] + 48*(1 + 2*E^4)*Defer[Int][E^((6*x*(9*(7 + 8*E^4 + 16*E^8) + 6*(11 + 24*E^4 + 16*E^8)*x + (37 + 64*E^4 + 16*E^8)*x^2 + 2*(5 + 4*E^4)*x^3 + x^4))/(9 + 6*x + x^2))*x, x] + 18*Defer[Int][E^((6*x*(9*(7 + 8*E^4 + 16*E^8) + 6*(11 + 24*E^4 + 16*E^8)*x + (37 + 64*E^4 + 16*E^8)*x^2 + 2*(5 + 4*E^4)*x^3 + x^4))/(9 + 6*x + x^2))*x^2, x] + 324*Defer[Int][E^((6*x*(9*(7 + 8*E^4 + 16*E^8) + 6*(11 + 24*E^4 + 16*E^8)*x + (37 + 64*E^4 + 16*E^8)*x^2 + 2*(5 + 4*E^4)*x^3 + x^4))/(9 + 6*x + x^2))/(3 + x)^3, x] + 54*(1 - 8*E^4)*Defer[Int][E^((6*x*(9*(7 + 8*E^4 + 16*E^8) + 6*(11 + 24*E^4 + 16*E^8)*x + (37 + 64*E^4 + 16*E^8)*x^2 + 2*(5 + 4*E^4)*x^3 + x^4))/(9 + 6*x + x^2))/(3 + x)^2, x]","F",0,0,0,0,-1,"{}"
1383,1,973,0,7.8823936,"\int \frac{3-3 x-5 x^2+3 x^3+2 x^4+\left(-3+6 x+3 x^2+6 x^3+6 x^4\right) \log \left(\frac{4 x}{1+x^2}\right)}{54 x^2-108 x^3+36 x^4-36 x^5+6 x^6+72 x^7+24 x^8} \, dx","Int[(3 - 3*x - 5*x^2 + 3*x^3 + 2*x^4 + (-3 + 6*x + 3*x^2 + 6*x^3 + 6*x^4)*Log[(4*x)/(1 + x^2)])/(54*x^2 - 108*x^3 + 36*x^4 - 36*x^5 + 6*x^6 + 72*x^7 + 24*x^8),x]","\frac{2 x+29}{748 \left(-2 x^2-3 x+3\right)}+\frac{4 \left(3+\sqrt{33}\right) \tan ^{-1}(x)}{99 \left(29+3 \sqrt{33}\right)}-\frac{56 \tan ^{-1}(x)}{99 \left(29+3 \sqrt{33}\right)}+\frac{4 \left(3-\sqrt{33}\right) \tan ^{-1}(x)}{99 \left(29-3 \sqrt{33}\right)}-\frac{56 \tan ^{-1}(x)}{99 \left(29-3 \sqrt{33}\right)}+\frac{19}{306} \tan ^{-1}(x)+\frac{58 \tanh ^{-1}\left(\frac{4 x+3}{\sqrt{33}}\right)}{1683 \sqrt{33}}+\frac{14 \log (x)}{99 \left(3+\sqrt{33}\right)}+\frac{14 \log (x)}{99 \left(3-\sqrt{33}\right)}+\frac{7 \log (x)}{198}-\frac{\left(33693+5087 \sqrt{33}\right) \log \left(4 x-\sqrt{33}+3\right)}{686664}+\frac{5 \left(16335+4513 \sqrt{33}\right) \log \left(4 x-\sqrt{33}+3\right)}{7553304}+\frac{\left(2783+343 \sqrt{33}\right) \log \left(4 x-\sqrt{33}+3\right)}{114444}+\frac{\left(5445-37 \sqrt{33}\right) \log \left(4 x-\sqrt{33}+3\right)}{1258884}-\frac{\left(363-41 \sqrt{33}\right) \log \left(4 x-\sqrt{33}+3\right)}{104907}-\frac{\left(363+41 \sqrt{33}\right) \log \left(4 x+\sqrt{33}+3\right)}{104907}+\frac{\left(5445+37 \sqrt{33}\right) \log \left(4 x+\sqrt{33}+3\right)}{1258884}+\frac{\left(2783-343 \sqrt{33}\right) \log \left(4 x+\sqrt{33}+3\right)}{114444}+\frac{5 \left(16335-4513 \sqrt{33}\right) \log \left(4 x+\sqrt{33}+3\right)}{7553304}-\frac{\left(33693-5087 \sqrt{33}\right) \log \left(4 x+\sqrt{33}+3\right)}{686664}+\frac{7 \left(13-3 \sqrt{33}\right) \log \left(2 \left(93-19 \sqrt{33}\right) x+3 \left(151-25 \sqrt{33}\right)\right)}{99 \left(93-19 \sqrt{33}\right)}-\frac{\left(69-11 \sqrt{33}\right) \log \left(2 \left(93-19 \sqrt{33}\right) x+3 \left(151-25 \sqrt{33}\right)\right)}{99 \left(93-19 \sqrt{33}\right)}-\frac{\left(69+11 \sqrt{33}\right) \log \left(2 \left(93+19 \sqrt{33}\right) x+3 \left(151+25 \sqrt{33}\right)\right)}{99 \left(93+19 \sqrt{33}\right)}+\frac{7 \left(13+3 \sqrt{33}\right) \log \left(2 \left(93+19 \sqrt{33}\right) x+3 \left(151+25 \sqrt{33}\right)\right)}{99 \left(93+19 \sqrt{33}\right)}+\frac{\log \left(\frac{4 x}{x^2+1}\right)}{18 x}+\frac{\left(3-\sqrt{33}\right) \log \left(\frac{4 x}{x^2+1}\right)}{99 \left(4 x-\sqrt{33}+3\right)}-\frac{14 \log \left(\frac{4 x}{x^2+1}\right)}{99 \left(4 x-\sqrt{33}+3\right)}+\frac{\left(3+\sqrt{33}\right) \log \left(\frac{4 x}{x^2+1}\right)}{99 \left(4 x+\sqrt{33}+3\right)}-\frac{14 \log \left(\frac{4 x}{x^2+1}\right)}{99 \left(4 x+\sqrt{33}+3\right)}+\frac{\left(7+\sqrt{33}\right) \log \left(x^2+1\right)}{33 \left(29+3 \sqrt{33}\right)}-\frac{7 \left(3+\sqrt{33}\right) \log \left(x^2+1\right)}{99 \left(29+3 \sqrt{33}\right)}+\frac{\left(7-\sqrt{33}\right) \log \left(x^2+1\right)}{33 \left(29-3 \sqrt{33}\right)}-\frac{7 \left(3-\sqrt{33}\right) \log \left(x^2+1\right)}{99 \left(29-3 \sqrt{33}\right)}-\frac{1}{68} \log \left(x^2+1\right)+\frac{26 x+3}{1122 \left(-2 x^2-3 x+3\right)}-\frac{5 (58 x+93)}{6732 \left(-2 x^2-3 x+3\right)}-\frac{62 x+151}{2244 \left(-2 x^2-3 x+3\right)}+\frac{302 x+639}{6732 \left(-2 x^2-3 x+3\right)}","\frac{\log \left(\frac{4}{x+\frac{1}{x}}\right)}{6 x (-((2 x+4) x)+x+3)}",1,"(29 + 2*x)/(748*(3 - 3*x - 2*x^2)) + (3 + 26*x)/(1122*(3 - 3*x - 2*x^2)) - (5*(93 + 58*x))/(6732*(3 - 3*x - 2*x^2)) - (151 + 62*x)/(2244*(3 - 3*x - 2*x^2)) + (639 + 302*x)/(6732*(3 - 3*x - 2*x^2)) + (19*ArcTan[x])/306 - (56*ArcTan[x])/(99*(29 - 3*Sqrt[33])) + (4*(3 - Sqrt[33])*ArcTan[x])/(99*(29 - 3*Sqrt[33])) - (56*ArcTan[x])/(99*(29 + 3*Sqrt[33])) + (4*(3 + Sqrt[33])*ArcTan[x])/(99*(29 + 3*Sqrt[33])) + (58*ArcTanh[(3 + 4*x)/Sqrt[33]])/(1683*Sqrt[33]) + (7*Log[x])/198 + (14*Log[x])/(99*(3 - Sqrt[33])) + (14*Log[x])/(99*(3 + Sqrt[33])) - ((363 - 41*Sqrt[33])*Log[3 - Sqrt[33] + 4*x])/104907 + ((5445 - 37*Sqrt[33])*Log[3 - Sqrt[33] + 4*x])/1258884 + ((2783 + 343*Sqrt[33])*Log[3 - Sqrt[33] + 4*x])/114444 + (5*(16335 + 4513*Sqrt[33])*Log[3 - Sqrt[33] + 4*x])/7553304 - ((33693 + 5087*Sqrt[33])*Log[3 - Sqrt[33] + 4*x])/686664 - ((33693 - 5087*Sqrt[33])*Log[3 + Sqrt[33] + 4*x])/686664 + (5*(16335 - 4513*Sqrt[33])*Log[3 + Sqrt[33] + 4*x])/7553304 + ((2783 - 343*Sqrt[33])*Log[3 + Sqrt[33] + 4*x])/114444 + ((5445 + 37*Sqrt[33])*Log[3 + Sqrt[33] + 4*x])/1258884 - ((363 + 41*Sqrt[33])*Log[3 + Sqrt[33] + 4*x])/104907 - ((69 - 11*Sqrt[33])*Log[3*(151 - 25*Sqrt[33]) + 2*(93 - 19*Sqrt[33])*x])/(99*(93 - 19*Sqrt[33])) + (7*(13 - 3*Sqrt[33])*Log[3*(151 - 25*Sqrt[33]) + 2*(93 - 19*Sqrt[33])*x])/(99*(93 - 19*Sqrt[33])) + (7*(13 + 3*Sqrt[33])*Log[3*(151 + 25*Sqrt[33]) + 2*(93 + 19*Sqrt[33])*x])/(99*(93 + 19*Sqrt[33])) - ((69 + 11*Sqrt[33])*Log[3*(151 + 25*Sqrt[33]) + 2*(93 + 19*Sqrt[33])*x])/(99*(93 + 19*Sqrt[33])) + Log[(4*x)/(1 + x^2)]/(18*x) - (14*Log[(4*x)/(1 + x^2)])/(99*(3 - Sqrt[33] + 4*x)) + ((3 - Sqrt[33])*Log[(4*x)/(1 + x^2)])/(99*(3 - Sqrt[33] + 4*x)) - (14*Log[(4*x)/(1 + x^2)])/(99*(3 + Sqrt[33] + 4*x)) + ((3 + Sqrt[33])*Log[(4*x)/(1 + x^2)])/(99*(3 + Sqrt[33] + 4*x)) - Log[1 + x^2]/68 - (7*(3 - Sqrt[33])*Log[1 + x^2])/(99*(29 - 3*Sqrt[33])) + ((7 - Sqrt[33])*Log[1 + x^2])/(33*(29 - 3*Sqrt[33])) - (7*(3 + Sqrt[33])*Log[1 + x^2])/(99*(29 + 3*Sqrt[33])) + ((7 + Sqrt[33])*Log[1 + x^2])/(33*(29 + 3*Sqrt[33]))","B",171,25,91,0.2747,1,"{6741, 12, 6725, 975, 1074, 632, 31, 635, 203, 260, 638, 618, 206, 1018, 1065, 2528, 2525, 453, 2524, 2418, 2392, 2391, 2416, 2394, 2393}"
1384,0,0,0,2.220647,"\int \frac{e^{\frac{2}{9 x^2+6 x^3+x^4}} (-12-8 x)+54 x^4-108 x^5-36 x^6+56 x^7+30 x^8+4 x^9+e^{\frac{1}{9 x^2+6 x^3+x^4}} \left(12 x-4 x^2-62 x^3+54 x^4+90 x^5+34 x^6+4 x^7\right)}{27 x^3+27 x^4+9 x^5+x^6} \, dx","Int[(E^(2/(9*x^2 + 6*x^3 + x^4))*(-12 - 8*x) + 54*x^4 - 108*x^5 - 36*x^6 + 56*x^7 + 30*x^8 + 4*x^9 + E^(9*x^2 + 6*x^3 + x^4)^(-1)*(12*x - 4*x^2 - 62*x^3 + 54*x^4 + 90*x^5 + 34*x^6 + 4*x^7))/(27*x^3 + 27*x^4 + 9*x^5 + x^6),x]","\int \frac{e^{\frac{2}{9 x^2+6 x^3+x^4}} (-12-8 x)+54 x^4-108 x^5-36 x^6+56 x^7+30 x^8+4 x^9+e^{\frac{1}{9 x^2+6 x^3+x^4}} \left(12 x-4 x^2-62 x^3+54 x^4+90 x^5+34 x^6+4 x^7\right)}{27 x^3+27 x^4+9 x^5+x^6} \, dx","\left(-x^2-e^{\frac{1}{x^2 (x+3)^2}}+x\right)^2",1,"E^(2/(x^2*(3 + x)^2)) + (1 - x)^2*x^2 - 2*Defer[Int][E^(1/(x^2*(3 + x)^2)), x] + (4*Defer[Int][E^(1/(x^2*(3 + x)^2))/x^2, x])/9 - (16*Defer[Int][E^(1/(x^2*(3 + x)^2))/x, x])/27 + 4*Defer[Int][E^(1/(x^2*(3 + x)^2))*x, x] - (16*Defer[Int][E^(1/(x^2*(3 + x)^2))/(3 + x)^3, x])/3 + (4*Defer[Int][E^(1/(x^2*(3 + x)^2))/(3 + x)^2, x])/3 + (16*Defer[Int][E^(1/(x^2*(3 + x)^2))/(3 + x), x])/27","F",0,0,0,0,-1,"{}"
1385,1,38,0,0.4514514,"\int \frac{4+(4-x) \log (4-x)+\left(8 x+6 x^2-2 x^3\right) \log (x)+\left(4 x^2-x^3\right) \log ^2(x)}{-8 x^2+2 x^3} \, dx","Int[(4 + (4 - x)*Log[4 - x] + (8*x + 6*x^2 - 2*x^3)*Log[x] + (4*x^2 - x^3)*Log[x]^2)/(-8*x^2 + 2*x^3),x]","\frac{1}{2 x}-\frac{1}{2} x \log ^2(x)-\frac{\log ^2(x)}{2}+\frac{\log (4-x)}{2 x}","\frac{-\left(\left(x^2+x\right) \log ^2(x)\right)-x+\log (4-x)+1}{2 x}",1,"1/(2*x) + Log[4 - x]/(2*x) - Log[x]^2/2 - (x*Log[x]^2)/2","A",16,11,61,0.1803,1,"{1593, 6742, 44, 2395, 36, 31, 29, 2346, 2301, 2295, 2296}"
1386,0,0,0,0.5403858,"\int \frac{7 x^2+4 e^{e^{\frac{1+4 x-x^2}{x}}+\frac{1+4 x-x^2}{x}} \left(-2-2 x^2\right)}{x^2} \, dx","Int[(7*x^2 + 4*E^(E^((1 + 4*x - x^2)/x) + (1 + 4*x - x^2)/x)*(-2 - 2*x^2))/x^2,x]","\int \frac{7 x^2+4 e^{e^{\frac{1+4 x-x^2}{x}}+\frac{1+4 x-x^2}{x}} \left(-2-2 x^2\right)}{x^2} \, dx","5 x+2 \left(x+4 e^{e^{-x+\frac{1}{x}+4}}\right)+1",1,"7*x - 8*Defer[Int][E^(4 + E^(4 + x^(-1) - x) + x^(-1) - x), x] - 8*Defer[Int][E^(4 + E^(4 + x^(-1) - x) + x^(-1) - x)/x^2, x]","F",0,0,0,0,-1,"{}"
1387,0,0,0,8.3026306,"\int \frac{(64-16 x) \log (x)+\left(-64 x+16 x^2\right) \log (x) \log (2 x)+(64-16 x+(64-48 x) \log (x)) \log (2 x) \log \left(\frac{e^x}{\log (2 x)}\right)}{\left(-64 x^2+48 x^3-12 x^4+x^5\right) \log ^2(x) \log (2 x)} \, dx","Int[((64 - 16*x)*Log[x] + (-64*x + 16*x^2)*Log[x]*Log[2*x] + (64 - 16*x + (64 - 48*x)*Log[x])*Log[2*x]*Log[E^x/Log[2*x]])/((-64*x^2 + 48*x^3 - 12*x^4 + x^5)*Log[x]^2*Log[2*x]),x]","\int \frac{(64-16 x) \log (x)+\left(-64 x+16 x^2\right) \log (x) \log (2 x)+(64-16 x+(64-48 x) \log (x)) \log (2 x) \log \left(\frac{e^x}{\log (2 x)}\right)}{\left(-64 x^2+48 x^3-12 x^4+x^5\right) \log ^2(x) \log (2 x)} \, dx","\frac{16 \log \left(\frac{e^x}{\log (2 x)}\right)}{(4-x)^2 x \log (x)}",1,"16*Defer[Int][1/((-4 + x)^2*x*Log[x]), x] - Defer[Int][1/((-4 + x)^2*Log[x]*Log[2*x]), x] + Defer[Int][1/((-4 + x)*Log[x]*Log[2*x]), x]/2 - Defer[Int][1/(x^2*Log[x]*Log[2*x]), x] - Defer[Int][1/(x*Log[x]*Log[2*x]), x]/2 - Defer[Int][Log[E^x/Log[2*x]]/((-4 + x)^2*Log[x]^2), x] + Defer[Int][Log[E^x/Log[2*x]]/((-4 + x)*Log[x]^2), x]/2 - Defer[Int][Log[E^x/Log[2*x]]/(x^2*Log[x]^2), x] - Defer[Int][Log[E^x/Log[2*x]]/(x*Log[x]^2), x]/2 - 8*Defer[Int][Log[E^x/Log[2*x]]/((-4 + x)^3*Log[x]), x] + Defer[Int][Log[E^x/Log[2*x]]/((-4 + x)^2*Log[x]), x] - Defer[Int][Log[E^x/Log[2*x]]/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
1388,0,0,0,6.7148013,"\int \frac{-5 e^x+5 x^2-20 x^3+20 x^4+\left(8 x^2-16 x^3\right) \log (x)+3 x^2 \log ^2(x)}{-125-5 e^x+x^3-4 x^4+4 x^5+\left(2 x^3-4 x^4\right) \log (x)+x^3 \log ^2(x)} \, dx","Int[(-5*E^x + 5*x^2 - 20*x^3 + 20*x^4 + (8*x^2 - 16*x^3)*Log[x] + 3*x^2*Log[x]^2)/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + (2*x^3 - 4*x^4)*Log[x] + x^3*Log[x]^2),x]","\int \frac{-5 e^x+5 x^2-20 x^3+20 x^4+\left(8 x^2-16 x^3\right) \log (x)+3 x^2 \log ^2(x)}{-125-5 e^x+x^3-4 x^4+4 x^5+\left(2 x^3-4 x^4\right) \log (x)+x^3 \log ^2(x)} \, dx","\log \left(e^x-\frac{1}{5} x (x (2 x-\log (x))-x)^2+25\right)",1,"x - 125*Defer[Int][(125 + 5*E^x - x^3 + 4*x^4 - 4*x^5 - 2*x^3*Log[x] + 4*x^4*Log[x] - x^3*Log[x]^2)^(-1), x] + 5*Defer[Int][x^2/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] - 21*Defer[Int][x^3/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] + 24*Defer[Int][x^4/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] - 4*Defer[Int][x^5/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] + 8*Defer[Int][(x^2*Log[x])/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] - 18*Defer[Int][(x^3*Log[x])/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] + 4*Defer[Int][(x^4*Log[x])/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] + 3*Defer[Int][(x^2*Log[x]^2)/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x] - Defer[Int][(x^3*Log[x]^2)/(-125 - 5*E^x + x^3 - 4*x^4 + 4*x^5 + 2*x^3*Log[x] - 4*x^4*Log[x] + x^3*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1389,1,22,0,0.9046372,"\int \frac{e^x \left(25+10 x+21 x^2+4 x^3+4 x^4\right)+e^{\frac{e^3+5 x+x^2+2 x^3}{5+x+2 x^2}} \left(25+e^3 (-1-4 x)+10 x+21 x^2+4 x^3+4 x^4\right)}{25+10 x+21 x^2+4 x^3+4 x^4} \, dx","Int[(E^x*(25 + 10*x + 21*x^2 + 4*x^3 + 4*x^4) + E^((E^3 + 5*x + x^2 + 2*x^3)/(5 + x + 2*x^2))*(25 + E^3*(-1 - 4*x) + 10*x + 21*x^2 + 4*x^3 + 4*x^4))/(25 + 10*x + 21*x^2 + 4*x^3 + 4*x^4),x]","e^{\frac{e^3}{2 x^2+x+5}+x}+e^x","e^{\frac{e^3}{2 x^2+x+5}+x}+e^x-1-e^5",1,"E^x + E^(x + E^3/(5 + x + 2*x^2))","A",4,3,106,0.02830,1,"{6688, 2194, 6706}"
1390,1,36,0,0.2676985,"\int \frac{1875-3 e+e^{2 x} (1252-2 e-4 x)}{390625+e^2-2500 x+4 x^2+e (-1250+4 x)} \, dx","Int[(1875 - 3*E + E^(2*x)*(1252 - 2*E - 4*x))/(390625 + E^2 - 2500*x + 4*x^2 + E*(-1250 + 4*x)),x]","\frac{e^{2 x}}{-2 x-e+625}+\frac{3 (625-e)}{2 (-2 x-e+625)}","\frac{-3 x-e^{2 x}}{2 x+e-625}",1,"(3*(625 - E))/(2*(625 - E - 2*x)) + E^(2*x)/(625 - E - 2*x)","A",5,4,42,0.09524,1,"{6741, 27, 6742, 2197}"
1391,1,9,0,0.0031419,"\int \frac{1}{5} \left(1+15 x^2\right) \, dx","Int[(1 + 15*x^2)/5,x]","x^3+\frac{x}{5}","x^3+\frac{x}{5}-\frac{\log (3)}{5}",1,"x/5 + x^3","A",2,1,11,0.09091,1,"{12}"
1392,1,49,0,0.7587291,"\int \frac{e^{\frac{1}{4} \left(15-4 e^x+20 x-5 \log (3)\right)} \left(-e^x x \log (4)+(-1+5 x) \log (4)\right)}{x^2} \, dx","Int[(E^((15 - 4*E^x + 20*x - 5*Log[3])/4)*(-(E^x*x*Log[4]) + (-1 + 5*x)*Log[4]))/x^2,x]","\frac{e^{\frac{1}{4} \left(20 x-4 e^x+15\right)} \left(5 x-e^x x\right) \log (4)}{3 \sqrt[4]{3} \left(5-e^x\right) x^2}","\frac{\log (4) e^{5 \left(x+1+\frac{1}{4} (-1-\log (3))\right)-e^x}}{x}",1,"(E^((15 - 4*E^x + 20*x)/4)*(5*x - E^x*x)*Log[4])/(3*3^(1/4)*(5 - E^x)*x^2)","A",5,4,41,0.09756,1,"{2274, 12, 6741, 2288}"
1393,1,23,0,0.0289655,"\int \frac{-1-18 x+2 e^2 x-3 x^2}{1-x-9 x^2+e^2 x^2-x^3} \, dx","Int[(-1 - 18*x + 2*E^2*x - 3*x^2)/(1 - x - 9*x^2 + E^2*x^2 - x^3),x]","\log \left(-x^3-\left(9-e^2\right) x^2-x+1\right)","\log \left(\left(x-e^2+9\right) x^2+x-1\right)",1,"Log[1 - x - (9 - E^2)*x^2 - x^3]","A",3,2,41,0.04878,1,"{6, 1587}"
1394,1,76,0,0.3591697,"\int \frac{e^{-e^{9-x}} \left(-40+10 x+e^{9-x} \left(122-80 x+10 x^2\right)+e^{9-x} \left(61-40 x+5 x^2\right) \log \left(61-40 x+5 x^2\right)\right)}{61-40 x+5 x^2} \, dx","Int[(-40 + 10*x + E^(9 - x)*(122 - 80*x + 10*x^2) + E^(9 - x)*(61 - 40*x + 5*x^2)*Log[61 - 40*x + 5*x^2])/(E^E^(9 - x)*(61 - 40*x + 5*x^2)),x]","\frac{e^{x-e^{9-x}-9} \left(2 e^{9-x} \left(5 x^2-40 x+61\right)+e^{9-x} \left(5 x^2-40 x+61\right) \log \left(5 x^2-40 x+61\right)\right)}{5 x^2-40 x+61}","e^{-e^{9-x}} \left(\log \left(6-5 \left(5-(4-x)^2\right)\right)+2\right)",1,"(E^(-9 - E^(9 - x) + x)*(2*E^(9 - x)*(61 - 40*x + 5*x^2) + E^(9 - x)*(61 - 40*x + 5*x^2)*Log[61 - 40*x + 5*x^2]))/(61 - 40*x + 5*x^2)","B",1,1,76,0.01316,1,"{2288}"
1395,0,0,0,2.0387583,"\int \frac{100-20 x+20 x^2-84 x^3+76 x^4-12 x^5+\left(20+4 x^2-16 x^3+12 x^4\right) \log (x)+e^2 (-10+10 x) \log (5-x+\log (x))+\left(e^2 (25-5 x)+5 e^2 \log (x)\right) \log ^2(5-x+\log (x))}{20 x^2-4 x^3+4 x^2 \log (x)} \, dx","Int[(100 - 20*x + 20*x^2 - 84*x^3 + 76*x^4 - 12*x^5 + (20 + 4*x^2 - 16*x^3 + 12*x^4)*Log[x] + E^2*(-10 + 10*x)*Log[5 - x + Log[x]] + (E^2*(25 - 5*x) + 5*E^2*Log[x])*Log[5 - x + Log[x]]^2)/(20*x^2 - 4*x^3 + 4*x^2*Log[x]),x]","\int \frac{100-20 x+20 x^2-84 x^3+76 x^4-12 x^5+\left(20+4 x^2-16 x^3+12 x^4\right) \log (x)+e^2 (-10+10 x) \log (5-x+\log (x))+\left(e^2 (25-5 x)+5 e^2 \log (x)\right) \log ^2(5-x+\log (x))}{20 x^2-4 x^3+4 x^2 \log (x)} \, dx","\frac{\left(x-x^2\right)^2-\frac{5}{4} e^2 \log ^2(-x+\log (x)+5)-5}{x}",1,"-5/x + x - 2*x^2 + x^3 + (5*E^2*Defer[Int][Log[5 - x + Log[x]]/(x^2*(-5 + x - Log[x])), x])/2 - (5*E^2*Defer[Int][Log[5 - x + Log[x]]/(x*(-5 + x - Log[x])), x])/2 + (5*E^2*Defer[Int][Log[5 - x + Log[x]]^2/x^2, x])/4","F",0,0,0,0,-1,"{}"
1396,1,30,0,0.3424221,"\int \frac{-2-79 x-39 x^2+\left(2+7 x+6 x^2\right) \log (x)+\left(6 x+3 x^2\right) \log \left(2 x+x^2\right)}{8 x^2+4 x^3+\left(16 x+632 x^2+312 x^3\right) \log (x)+\left(8+628 x+12480 x^2+6084 x^3\right) \log ^2(x)+\left(\left(-48 x^2-24 x^3\right) \log (x)+\left(-48 x-1896 x^2-936 x^3\right) \log ^2(x)\right) \log \left(2 x+x^2\right)+\left(72 x^2+36 x^3\right) \log ^2(x) \log ^2\left(2 x+x^2\right)} \, dx","Int[(-2 - 79*x - 39*x^2 + (2 + 7*x + 6*x^2)*Log[x] + (6*x + 3*x^2)*Log[2*x + x^2])/(8*x^2 + 4*x^3 + (16*x + 632*x^2 + 312*x^3)*Log[x] + (8 + 628*x + 12480*x^2 + 6084*x^3)*Log[x]^2 + ((-48*x^2 - 24*x^3)*Log[x] + (-48*x - 1896*x^2 - 936*x^3)*Log[x]^2)*Log[2*x + x^2] + (72*x^2 + 36*x^3)*Log[x]^2*Log[2*x + x^2]^2),x]","-\frac{1}{4 \left(\frac{x}{\log (x) (39 x-3 x \log (x (x+2))+1)}+1\right)}","\frac{x}{4 (x-3 x \log (x) (\log (x (x+2))-13)+\log (x))}",1,"-1/4*1/(1 + x/(Log[x]*(1 + 39*x - 3*x*Log[x*(2 + x)])))","A",4,4,161,0.02484,1,"{6688, 12, 6711, 32}"
1397,0,0,0,71.9434569,"\int \frac{\exp \left(e^{-2 x} x^2 \left(9+\frac{e^x (-48-18 x)}{x}+\frac{e^{2 x} \left(61+48 x+9 x^2\right)}{x^2}\right)\right) \left(18-18 x+\frac{e^x \left(-48+12 x+18 x^2\right)}{x}+\frac{e^{2 x} \left(48 x+18 x^2\right)}{x^2}\right)}{-\frac{2 e^{2 x}}{x}+\frac{\exp \left(2 x+e^{-2 x} x^2 \left(9+\frac{e^x (-48-18 x)}{x}+\frac{e^{2 x} \left(61+48 x+9 x^2\right)}{x^2}\right)\right)}{x}} \, dx","Int[(E^((x^2*(9 + (E^x*(-48 - 18*x))/x + (E^(2*x)*(61 + 48*x + 9*x^2))/x^2))/E^(2*x))*(18 - 18*x + (E^x*(-48 + 12*x + 18*x^2))/x + (E^(2*x)*(48*x + 18*x^2))/x^2))/((-2*E^(2*x))/x + E^(2*x + (x^2*(9 + (E^x*(-48 - 18*x))/x + (E^(2*x)*(61 + 48*x + 9*x^2))/x^2))/E^(2*x))/x),x]","\int \frac{\exp \left(e^{-2 x} x^2 \left(9+\frac{e^x (-48-18 x)}{x}+\frac{e^{2 x} \left(61+48 x+9 x^2\right)}{x^2}\right)\right) \left(18-18 x+\frac{e^x \left(-48+12 x+18 x^2\right)}{x}+\frac{e^{2 x} \left(48 x+18 x^2\right)}{x^2}\right)}{-\frac{2 e^{2 x}}{x}+\frac{\exp \left(2 x+e^{-2 x} x^2 \left(9+\frac{e^x (-48-18 x)}{x}+\frac{e^{2 x} \left(61+48 x+9 x^2\right)}{x^2}\right)\right)}{x}} \, dx","\log \left(e^{\left(3 e^{-x} x-3 x-8\right)^2-3}-2\right)",1,"48*x - (48*x)/E^x + 9*x^2 + (9*x^2)/E^(2*x) - (18*x^2)/E^x - 96*Defer[Int][E^(48*(-1 + E^(-x))*x)/(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x))), x] + 96*Defer[Int][E^(-49*x + (48*x)/E^x)/(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x))), x] - 36*Defer[Int][(E^(48*(-1 + E^(-x))*x)*x)/(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x))), x] - 36*Defer[Int][x/(E^((2*(-24 + 25*E^x)*x)/E^x)*(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x)))), x] - 24*Defer[Int][(E^(-49*x + (48*x)/E^x)*x)/(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x))), x] + 36*Defer[Int][x^2/(E^((2*(-24 + 25*E^x)*x)/E^x)*(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x)))), x] - 36*Defer[Int][(E^(-49*x + (48*x)/E^x)*x^2)/(2*E^(48*(-1 + E^(-x))*x) - E^(61 + (9*(-1 + E^x)^2*x^2)/E^(2*x))), x]","F",0,0,0,0,-1,"{}"
1398,1,20,0,0.0321266,"\int \left(2 e^{x^2} x+2^{2 x-2 e^{50} x} \left(-2+2 e^{50}\right) \log (2)\right) \, dx","Int[2*E^x^2*x + 2^(2*x - 2*E^50*x)*(-2 + 2*E^50)*Log[2],x]","e^{x^2}-2^{2 \left(1-e^{50}\right) x}","e^{x^2}-2^{2 \left(1-e^{50}\right) x}",1,"-2^(2*(1 - E^50)*x) + E^x^2","A",4,3,31,0.09677,1,"{2209, 2227, 2194}"
1399,1,51,0,0.3564586,"\int \frac{e^{-16+10 x-2 x^2} (7-x) \left(-69+38 x-4 x^2\right)+e^x \left(-7-6 x+x^2\right)}{-63+9 x} \, dx","Int[(E^(-16 + 10*x - 2*x^2)*(7 - x)*(-69 + 38*x - 4*x^2) + E^x*(-7 - 6*x + x^2))/(-63 + 9*x),x]","-\frac{1}{9} e^{-2 x^2+10 x-16} x+\frac{7}{9} e^{-2 x^2+10 x-16}-\frac{e^x}{9}+\frac{1}{9} e^x (x+1)","\frac{1}{9} e^x \left(e^{-x^2-(4-x)^2+x} (7-x)+x\right)",1,"-1/9*E^x + (7*E^(-16 + 10*x - 2*x^2))/9 - (E^(-16 + 10*x - 2*x^2)*x)/9 + (E^x*(1 + x))/9","A",17,7,49,0.1429,1,"{6742, 2176, 2194, 2234, 2205, 2240, 2241}"
1400,0,0,0,16.408271,"\int \frac{68 x^4-68 x^5+17 x^6+e^{-2 x^2+2 x^3} \left(68-68 x+17 x^2\right)+e^{-\frac{x}{-2+x}} \left(-128 x+160 x^2-32 x^3\right)+e^{-x^2+x^3} \left(-136 x^2+136 x^3-34 x^4+e^{-\frac{x}{-2+x}} \left(-32-128 x+320 x^2-224 x^3+48 x^4\right)\right)}{64 x^4-64 x^5+16 x^6+e^{-2 x^2+2 x^3} \left(64-64 x+16 x^2\right)+e^{-x^2+x^3} \left(-128 x^2+128 x^3-32 x^4\right)} \, dx","Int[(68*x^4 - 68*x^5 + 17*x^6 + E^(-2*x^2 + 2*x^3)*(68 - 68*x + 17*x^2) + (-128*x + 160*x^2 - 32*x^3)/E^(x/(-2 + x)) + E^(-x^2 + x^3)*(-136*x^2 + 136*x^3 - 34*x^4 + (-32 - 128*x + 320*x^2 - 224*x^3 + 48*x^4)/E^(x/(-2 + x))))/(64*x^4 - 64*x^5 + 16*x^6 + E^(-2*x^2 + 2*x^3)*(64 - 64*x + 16*x^2) + E^(-x^2 + x^3)*(-128*x^2 + 128*x^3 - 32*x^4)),x]","\int \frac{68 x^4-68 x^5+17 x^6+e^{-2 x^2+2 x^3} \left(68-68 x+17 x^2\right)+e^{-\frac{x}{-2+x}} \left(-128 x+160 x^2-32 x^3\right)+e^{-x^2+x^3} \left(-136 x^2+136 x^3-34 x^4+e^{-\frac{x}{-2+x}} \left(-32-128 x+320 x^2-224 x^3+48 x^4\right)\right)}{64 x^4-64 x^5+16 x^6+e^{-2 x^2+2 x^3} \left(64-64 x+16 x^2\right)+e^{-x^2+x^3} \left(-128 x^2+128 x^3-32 x^4\right)} \, dx","\frac{e^{\frac{x}{2-x}}}{x^2-e^{(x-1) x^2}}+\frac{17 x}{16}-2",1,"(17*x)/16 - 2*Defer[Int][(E^(-(x/(-2 + x)) + 2*x^2)*x)/(-E^x^3 + E^x^2*x^2)^2, x] - 2*Defer[Int][(E^(-(x/(-2 + x)) + 2*x^2)*x^3)/(-E^x^3 + E^x^2*x^2)^2, x] + 3*Defer[Int][(E^(-(x/(-2 + x)) + 2*x^2)*x^4)/(-E^x^3 + E^x^2*x^2)^2, x] + 2*Defer[Int][E^((x*(-1 - 2*x + x^2))/(-2 + x))/((-2 + x)^2*(-E^x^3 + E^x^2*x^2)), x] + 2*Defer[Int][(E^((x*(-1 - 2*x + x^2))/(-2 + x))*x)/(-E^x^3 + E^x^2*x^2), x] - 3*Defer[Int][(E^((x*(-1 - 2*x + x^2))/(-2 + x))*x^2)/(-E^x^3 + E^x^2*x^2), x]","F",0,0,0,0,-1,"{}"
1401,1,34,0,0.0169788,"\int \frac{-2 e^5 x-384 x^2-48 x^3+36 x^2 \log (x)}{3 e^5} \, dx","Int[(-2*E^5*x - 384*x^2 - 48*x^3 + 36*x^2*Log[x])/(3*E^5),x]","-\frac{4 x^4}{e^5}-\frac{44 x^3}{e^5}+\frac{4 x^3 \log (x)}{e^5}-\frac{x^2}{3}","3-x \left(\frac{4 x^2 (x-\log (x)+11)}{e^5}+\frac{x}{3}\right)",1,"-1/3*x^2 - (44*x^3)/E^5 - (4*x^4)/E^5 + (4*x^3*Log[x])/E^5","A",3,2,31,0.06452,1,"{12, 2304}"
1402,0,0,0,27.3412543,"\int \exp \left(1-2 x+162 e^{2 x} x^2+\exp \left(-2 x+162 e^{2 x} x^2+36 e^{2 x} x^2 \log (x)+2 e^{2 x} x^2 \log ^2(x)\right) x^4+36 e^{2 x} x^2 \log (x)+2 e^{2 x} x^2 \log ^2(x)\right) \left(4 x^3-2 x^4+e^{2 x} \left(360 x^5+324 x^6\right)+e^{2 x} \left(76 x^5+72 x^6\right) \log (x)+e^{2 x} \left(4 x^5+4 x^6\right) \log ^2(x)\right) \, dx","Int[E^(1 - 2*x + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*(4*x^3 - 2*x^4 + E^(2*x)*(360*x^5 + 324*x^6) + E^(2*x)*(76*x^5 + 72*x^6)*Log[x] + E^(2*x)*(4*x^5 + 4*x^6)*Log[x]^2),x]","\int \exp \left(1-2 x+162 e^{2 x} x^2+\exp \left(-2 x+162 e^{2 x} x^2+36 e^{2 x} x^2 \log (x)+2 e^{2 x} x^2 \log ^2(x)\right) x^4+36 e^{2 x} x^2 \log (x)+2 e^{2 x} x^2 \log ^2(x)\right) \left(4 x^3-2 x^4+e^{2 x} \left(360 x^5+324 x^6\right)+e^{2 x} \left(76 x^5+72 x^6\right) \log (x)+e^{2 x} \left(4 x^5+4 x^6\right) \log ^2(x)\right) \, dx","\exp \left(x^4 e^{2 e^{2 x} x^2 (\log (x)+9)^2-2 x}+1\right)",1,"4*Defer[Int][E^(1 - 2*x + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^3, x] - 2*Defer[Int][E^(1 - 2*x + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4, x] + 360*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^5, x] + 324*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^6, x] + 76*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^5*Log[x], x] + 72*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^6*Log[x], x] + 4*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^5*Log[x]^2, x] + 4*Defer[Int][E^(1 + 162*E^(2*x)*x^2 + E^(-2*x + 162*E^(2*x)*x^2 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^4 + 36*E^(2*x)*x^2*Log[x] + 2*E^(2*x)*x^2*Log[x]^2)*x^6*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
1403,1,49,0,0.4402198,"\int \frac{315-105 x-140 x^2+\left(-420 x+140 x^2+140 x^3\right) \log \left(9-6 x+x^2\right)+\left(105 x^2-35 x^3\right) \log ^2\left(9-6 x+x^2\right)}{-3 x^4+x^5} \, dx","Int[(315 - 105*x - 140*x^2 + (-420*x + 140*x^2 + 140*x^3)*Log[9 - 6*x + x^2] + (105*x^2 - 35*x^3)*Log[9 - 6*x + x^2]^2)/(-3*x^4 + x^5),x]","\frac{35}{x^3}-\frac{70 \log \left((x-3)^2\right)}{x^2}+\frac{35 (3-x) \log ^2\left((x-3)^2\right)}{3 x}+\frac{35}{3} \log ^2\left((x-3)^2\right)","\frac{35 \left(\frac{1}{x}-\log \left((3-x)^2\right)\right)^2}{x}",1,"35/x^3 - (70*Log[(-3 + x)^2])/x^2 + (35*Log[(-3 + x)^2]^2)/3 + (35*(3 - x)*Log[(-3 + x)^2]^2)/(3*x)","B",17,11,69,0.1594,1,"{1593, 6742, 893, 2418, 2390, 2301, 2395, 44, 2394, 2315, 2397}"
1404,1,17,0,0.0254903,"\int \frac{-7+\left(-2 x-x^2\right) \log (2)+(1+x) \log (\log (375))}{-7-x^2 \log (2)+x \log (\log (375))} \, dx","Int[(-7 + (-2*x - x^2)*Log[2] + (1 + x)*Log[Log[375]])/(-7 - x^2*Log[2] + x*Log[Log[375]]),x]","\log \left(x^2 \log (2)-x \log (\log (375))+7\right)+x","x+\log (x (x \log (2)-\log (\log (375)))+7)",1,"x + Log[7 + x^2*Log[2] - x*Log[Log[375]]]","A",3,2,38,0.05263,1,"{1657, 628}"
1405,1,20,0,0.0343761,"\int \frac{-1-22 x-33 x^2-4 x^3}{x+11 x^2+11 x^3+x^4+\log (2)} \, dx","Int[(-1 - 22*x - 33*x^2 - 4*x^3)/(x + 11*x^2 + 11*x^3 + x^4 + Log[2]),x]","-\log \left(x^4+11 x^3+11 x^2+x+\log (2)\right)","\log \left(\frac{2}{x \left((x+10) \left(x^2+x\right)+x+\frac{\log (2)}{x}+1\right)}\right)",1,"-Log[x + 11*x^2 + 11*x^3 + x^4 + Log[2]]","A",1,1,35,0.02857,1,"{1587}"
1406,1,7,0,0.0038842,"\int \frac{1+x+2 x^2}{x} \, dx","Int[(1 + x + 2*x^2)/x,x]","x^2+x+\log (x)","x^2+x+\log (x)-1",1,"x + x^2 + Log[x]","A",2,1,12,0.08333,1,"{14}"
1407,0,0,0,9.3454298,"\int \frac{\exp \left(\frac{2 \left(4 x-36 x^2+(3-108 x) \log \left(\log \left(\frac{e^x}{x}\right)\right)\right)}{x+3 \log \left(\log \left(\frac{e^x}{x}\right)\right)}\right) \left(18 x^2-18 x^3+\left(2 x^3-72 x^4\right) \log \left(\frac{e^x}{x}\right)+\left(30 x^2-432 x^3\right) \log \left(\frac{e^x}{x}\right) \log \left(\log \left(\frac{e^x}{x}\right)\right)+\left(18 x-648 x^2\right) \log \left(\frac{e^x}{x}\right) \log ^2\left(\log \left(\frac{e^x}{x}\right)\right)\right)}{x^2 \log \left(\frac{e^x}{x}\right)+6 x \log \left(\frac{e^x}{x}\right) \log \left(\log \left(\frac{e^x}{x}\right)\right)+9 \log \left(\frac{e^x}{x}\right) \log ^2\left(\log \left(\frac{e^x}{x}\right)\right)} \, dx","Int[(E^((2*(4*x - 36*x^2 + (3 - 108*x)*Log[Log[E^x/x]]))/(x + 3*Log[Log[E^x/x]]))*(18*x^2 - 18*x^3 + (2*x^3 - 72*x^4)*Log[E^x/x] + (30*x^2 - 432*x^3)*Log[E^x/x]*Log[Log[E^x/x]] + (18*x - 648*x^2)*Log[E^x/x]*Log[Log[E^x/x]]^2))/(x^2*Log[E^x/x] + 6*x*Log[E^x/x]*Log[Log[E^x/x]] + 9*Log[E^x/x]*Log[Log[E^x/x]]^2),x]","\int \frac{\exp \left(\frac{2 \left(4 x-36 x^2+(3-108 x) \log \left(\log \left(\frac{e^x}{x}\right)\right)\right)}{x+3 \log \left(\log \left(\frac{e^x}{x}\right)\right)}\right) \left(18 x^2-18 x^3+\left(2 x^3-72 x^4\right) \log \left(\frac{e^x}{x}\right)+\left(30 x^2-432 x^3\right) \log \left(\frac{e^x}{x}\right) \log \left(\log \left(\frac{e^x}{x}\right)\right)+\left(18 x-648 x^2\right) \log \left(\frac{e^x}{x}\right) \log ^2\left(\log \left(\frac{e^x}{x}\right)\right)\right)}{x^2 \log \left(\frac{e^x}{x}\right)+6 x \log \left(\frac{e^x}{x}\right) \log \left(\log \left(\frac{e^x}{x}\right)\right)+9 \log \left(\frac{e^x}{x}\right) \log ^2\left(\log \left(\frac{e^x}{x}\right)\right)} \, dx","x^2 e^{2-2 x \left(36-\frac{3}{x+3 \log \left(\log \left(\frac{e^x}{x}\right)\right)}\right)}",1,"2*Defer[Int][E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x*Log[E^x/x]^((6 - 216*x)/(x + 3*Log[Log[E^x/x]])), x] - 72*Defer[Int][E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x^2*Log[E^x/x]^((6 - 216*x)/(x + 3*Log[Log[E^x/x]])), x] - 6*Defer[Int][(E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x^3*Log[E^x/x]^((6 - 216*x)/(x + 3*Log[Log[E^x/x]])))/(x + 3*Log[Log[E^x/x]])^2, x] + 18*Defer[Int][(E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x^2*Log[E^x/x]^(-1 + (6 - 216*x)/(x + 3*Log[Log[E^x/x]])))/(x + 3*Log[Log[E^x/x]])^2, x] - 18*Defer[Int][(E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x^3*Log[E^x/x]^(-1 + (6 - 216*x)/(x + 3*Log[Log[E^x/x]])))/(x + 3*Log[Log[E^x/x]])^2, x] + 6*Defer[Int][(E^((8*(1 - 9*x)*x)/(x + 3*Log[Log[E^x/x]]))*x^2*Log[E^x/x]^((6 - 216*x)/(x + 3*Log[Log[E^x/x]])))/(x + 3*Log[Log[E^x/x]]), x]","F",0,0,0,0,-1,"{}"
1408,1,23,0,0.3065608,"\int \frac{2-4 \log (x)+\left(4-2 x+4 x^2\right) \log (x) \log \left(\frac{\log (x)}{x^2}\right)}{x \log (x) \log \left(\frac{\log (x)}{x^2}\right)} \, dx","Int[(2 - 4*Log[x] + (4 - 2*x + 4*x^2)*Log[x]*Log[Log[x]/x^2])/(x*Log[x]*Log[Log[x]/x^2]),x]","2 x^2+2 \log \left(\log \left(\frac{\log (x)}{x^2}\right)\right)-2 x+4 \log (x)","\log \left(9 e^{2 x^2-2 x} x^4 \log ^2(5) \log ^2\left(\frac{\log (x)}{x^2}\right)\right)",1,"-2*x + 2*x^2 + 4*Log[x] + 2*Log[Log[Log[x]/x^2]]","A",5,3,43,0.06977,1,"{6742, 14, 6684}"
1409,1,15,0,0.1613002,"\int \frac{(744-48 x) \log (3)}{-256-240 x-48 x^2+4 x^3+\left(-128-56 x+4 x^2\right) \log (-16+x)+(-16+x) \log ^2(-16+x)} \, dx","Int[((744 - 48*x)*Log[3])/(-256 - 240*x - 48*x^2 + 4*x^3 + (-128 - 56*x + 4*x^2)*Log[-16 + x] + (-16 + x)*Log[-16 + x]^2),x]","\frac{24 \log (3)}{2 x+\log (x-16)+4}","\frac{24 \log (3)}{2 x+\log (x-16)+4}",1,"(24*Log[3])/(4 + 2*x + Log[-16 + x])","A",3,3,50,0.06000,1,"{12, 6688, 6686}"
1410,0,0,0,1.8260692,"\int \frac{-4-6 x-70 x^2+e^x x^2+23 x^3+3 x^4-x^5}{-4 x-37 x^2+15 x^3+2 x^4-x^5+e^x \left(4 x^2+x^3\right)} \, dx","Int[(-4 - 6*x - 70*x^2 + E^x*x^2 + 23*x^3 + 3*x^4 - x^5)/(-4*x - 37*x^2 + 15*x^3 + 2*x^4 - x^5 + E^x*(4*x^2 + x^3)),x]","\int \frac{-4-6 x-70 x^2+e^x x^2+23 x^3+3 x^4-x^5}{-4 x-37 x^2+15 x^3+2 x^4-x^5+e^x \left(4 x^2+x^3\right)} \, dx","x+\log \left(\frac{x+4}{-(3-x)^2+e^x-\frac{1}{x}}\right)+2",1,"Log[4 + x] + Defer[Int][(1 + 9*x - E^x*x - 6*x^2 + x^3)^(-1), x] + Defer[Int][1/(x*(1 + 9*x - E^x*x - 6*x^2 + x^3)), x] + 15*Defer[Int][x/(1 + 9*x - E^x*x - 6*x^2 + x^3), x] - 8*Defer[Int][x^2/(1 + 9*x - E^x*x - 6*x^2 + x^3), x] + Defer[Int][x^3/(1 + 9*x - E^x*x - 6*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
1411,1,31,0,0.2663921,"\int \frac{-18 e^4+36 (i \pi +\log (4))+e^{e^{\frac{x^2}{9}}+\frac{x^2}{9}} \left(-2 e^4 x+4 x (i \pi +\log (4))\right)}{9 e^{2 e^{\frac{x^2}{9}}}+36 e^{e^{\frac{x^2}{9}}} x+36 x^2} \, dx","Int[(-18*E^4 + 36*(I*Pi + Log[4]) + E^(E^(x^2/9) + x^2/9)*(-2*E^4*x + 4*x*(I*Pi + Log[4])))/(9*E^(2*E^(x^2/9)) + 36*E^E^(x^2/9)*x + 36*x^2),x]","\frac{e^4-2 i \pi -2 \log (4)}{e^{e^{\frac{x^2}{9}}}+2 x}","\frac{e^4-2 (\log (4)+i \pi )}{e^{e^{\frac{x^2}{9}}}+2 x}",1,"(E^4 - (2*I)*Pi - 2*Log[4])/(E^E^(x^2/9) + 2*x)","A",3,3,92,0.03261,1,"{6688, 12, 6686}"
1412,1,503,0,4.1427184,"\int \frac{-16 x^8+\left(-32 x^7+16 x^8\right) \log (-1+x)+\left(-32 x^4+64 x^5-32 x^6\right) \log ^2(-1+x)+\left(-64 x^3+160 x^4-128 x^5+32 x^6\right) \log ^3(-1+x)}{\left(-1+5 x-10 x^2+10 x^3-5 x^4+x^5\right) \log ^5(-1+x)} \, dx","Int[(-16*x^8 + (-32*x^7 + 16*x^8)*Log[-1 + x] + (-32*x^4 + 64*x^5 - 32*x^6)*Log[-1 + x]^2 + (-64*x^3 + 160*x^4 - 128*x^5 + 32*x^6)*Log[-1 + x]^3)/((-1 + 5*x - 10*x^2 + 10*x^3 - 5*x^4 + x^5)*Log[-1 + x]^5),x]","\frac{16 x^3 (1-x)}{3 \log ^3(x-1)}+\frac{32 x^3 (1-x)}{3 \log ^2(x-1)}+\frac{128 x^3 (1-x)}{3 \log (x-1)}+\frac{16 x^2 (1-x)}{\log ^3(x-1)}+\frac{16 x^2 (1-x)}{\log ^2(x-1)}+\frac{16 x^2 (1-x)}{\log (x-1)}+\frac{4 (1-x)^4}{\log ^4(x-1)}-\frac{32 (1-x)^3}{\log ^4(x-1)}+\frac{112 (1-x)^2}{\log ^4(x-1)}-\frac{224 (1-x)}{\log ^4(x-1)}+\frac{280}{\log ^4(x-1)}-\frac{224}{(1-x) \log ^4(x-1)}+\frac{112}{(1-x)^2 \log ^4(x-1)}-\frac{32}{(1-x)^3 \log ^4(x-1)}+\frac{4}{(1-x)^4 \log ^4(x-1)}+\frac{16 (1-x)^4}{3 \log ^3(x-1)}-\frac{32 (1-x)^3}{\log ^3(x-1)}+\frac{224 (1-x)^2}{3 \log ^3(x-1)}+\frac{80 x (1-x)}{3 \log ^3(x-1)}-\frac{48 (1-x)}{\log ^3(x-1)}+\frac{32 (1-x)^4}{3 \log ^2(x-1)}-\frac{48 (1-x)^3}{\log ^2(x-1)}+\frac{272 (1-x)^2}{3 \log ^2(x-1)}+\frac{32 x (1-x)}{3 \log ^2(x-1)}-\frac{304 (1-x)}{3 \log ^2(x-1)}+\frac{96}{\log ^2(x-1)}-\frac{64}{(1-x) \log ^2(x-1)}+\frac{16}{(1-x)^2 \log ^2(x-1)}+\frac{128 (1-x)^4}{3 \log (x-1)}-\frac{144 (1-x)^3}{\log (x-1)}+\frac{544 (1-x)^2}{3 \log (x-1)}+\frac{64 x (1-x)}{3 \log (x-1)}-\frac{80 (1-x)}{\log (x-1)}","\left(\log \left(e^{\frac{2 x^2}{\left(1-\frac{1}{x}\right)^2 \log ^2(x-1)}}\right)+4\right)^2",1,"280/Log[-1 + x]^4 + 4/((1 - x)^4*Log[-1 + x]^4) - 32/((1 - x)^3*Log[-1 + x]^4) + 112/((1 - x)^2*Log[-1 + x]^4) - 224/((1 - x)*Log[-1 + x]^4) - (224*(1 - x))/Log[-1 + x]^4 + (112*(1 - x)^2)/Log[-1 + x]^4 - (32*(1 - x)^3)/Log[-1 + x]^4 + (4*(1 - x)^4)/Log[-1 + x]^4 - (48*(1 - x))/Log[-1 + x]^3 + (224*(1 - x)^2)/(3*Log[-1 + x]^3) - (32*(1 - x)^3)/Log[-1 + x]^3 + (16*(1 - x)^4)/(3*Log[-1 + x]^3) + (80*(1 - x)*x)/(3*Log[-1 + x]^3) + (16*(1 - x)*x^2)/Log[-1 + x]^3 + (16*(1 - x)*x^3)/(3*Log[-1 + x]^3) + 96/Log[-1 + x]^2 + 16/((1 - x)^2*Log[-1 + x]^2) - 64/((1 - x)*Log[-1 + x]^2) - (304*(1 - x))/(3*Log[-1 + x]^2) + (272*(1 - x)^2)/(3*Log[-1 + x]^2) - (48*(1 - x)^3)/Log[-1 + x]^2 + (32*(1 - x)^4)/(3*Log[-1 + x]^2) + (32*(1 - x)*x)/(3*Log[-1 + x]^2) + (16*(1 - x)*x^2)/Log[-1 + x]^2 + (32*(1 - x)*x^3)/(3*Log[-1 + x]^2) - (80*(1 - x))/Log[-1 + x] + (544*(1 - x)^2)/(3*Log[-1 + x]) - (144*(1 - x)^3)/Log[-1 + x] + (128*(1 - x)^4)/(3*Log[-1 + x]) + (64*(1 - x)*x)/(3*Log[-1 + x]) + (16*(1 - x)*x^2)/Log[-1 + x] + (128*(1 - x)*x^3)/(3*Log[-1 + x])","B",266,17,105,0.1619,1,"{6688, 12, 6742, 2411, 2353, 2297, 2298, 2306, 2309, 2178, 2302, 30, 2418, 2389, 2390, 2400, 2399}"
1413,0,0,0,0.2025702,"\int \frac{\left(-72+120 x-56 x^2+8 x^3\right) \log \left(\frac{e^x}{x}\right)+\left(36-48 x+12 x^2\right) \log ^2\left(\frac{e^x}{x}\right)}{e^2} \, dx","Int[((-72 + 120*x - 56*x^2 + 8*x^3)*Log[E^x/x] + (36 - 48*x + 12*x^2)*Log[E^x/x]^2)/E^2,x]","\int \frac{\left(-72+120 x-56 x^2+8 x^3\right) \log \left(\frac{e^x}{x}\right)+\left(36-48 x+12 x^2\right) \log ^2\left(\frac{e^x}{x}\right)}{e^2} \, dx","\frac{4 (3-x)^2 x \log ^2\left(\frac{e^x}{x}\right)}{e^2}",1,"(-72*x)/E^2 + (66*x^2)/E^2 - (236*x^3)/(9*E^2) + (31*x^4)/(6*E^2) - (2*x^5)/(5*E^2) - (72*x*Log[E^x/x])/E^2 + (60*x^2*Log[E^x/x])/E^2 - (56*x^3*Log[E^x/x])/(3*E^2) + (2*x^4*Log[E^x/x])/E^2 + (36*Defer[Int][Log[E^x/x]^2, x])/E^2 - (48*Defer[Int][x*Log[E^x/x]^2, x])/E^2 + (12*Defer[Int][x^2*Log[E^x/x]^2, x])/E^2","F",0,0,0,0,-1,"{}"
1414,1,22,0,0.1442831,"\int \frac{-1+x+10 x^2}{\left(-x-x^2-5 x^3+x \log (2)+x \log (x)\right) \log \left(-\frac{4}{-1-x-5 x^2+\log (2)+\log (x)}\right)} \, dx","Int[(-1 + x + 10*x^2)/((-x - x^2 - 5*x^3 + x*Log[2] + x*Log[x])*Log[-4/(-1 - x - 5*x^2 + Log[2] + Log[x])]),x]","\log \left(\log \left(\frac{4}{5 x^2+x-\log (x)+1-\log (2)}\right)\right)","\log \left(\log \left(\frac{4}{5 \left(x^2+1\right)+x-\log (x)-4-\log (2)}\right)\right)",1,"Log[Log[4/(1 + x + 5*x^2 - Log[2] - Log[x])]]","A",2,2,54,0.03704,1,"{6, 6684}"
1415,0,0,0,1.3215877,"\int \frac{24 x+24 x^2+e^8 \left(x+x^2\right)+e^4 \left(10 x+10 x^2\right)+e^{\frac{5 x^2-\log (1+x)}{x}} \left(6 x^2+5 x^3+(1+x) \log (1+x)\right)}{x+x^2} \, dx","Int[(24*x + 24*x^2 + E^8*(x + x^2) + E^4*(10*x + 10*x^2) + E^((5*x^2 - Log[1 + x])/x)*(6*x^2 + 5*x^3 + (1 + x)*Log[1 + x]))/(x + x^2),x]","\int \frac{24 x+24 x^2+e^8 \left(x+x^2\right)+e^4 \left(10 x+10 x^2\right)+e^{\frac{5 x^2-\log (1+x)}{x}} \left(6 x^2+5 x^3+(1+x) \log (1+x)\right)}{x+x^2} \, dx","-x+x \left(e^{5 x-\frac{\log (x+1)}{x}}+\left(5+e^4\right)^2\right)+\log (2)",1,"(24 + 10*E^4 + E^8)*x + 6*Defer[Int][E^(5*x)*x*(1 + x)^(-1 - x^(-1)), x] + 5*Defer[Int][E^(5*x)*x^2*(1 + x)^(-1 - x^(-1)), x] + Log[1 + x]*Defer[Int][E^(5*x)/(x*(1 + x)^x^(-1)), x] - Defer[Int][Defer[Int][E^(5*x)/(x*(1 + x)^x^(-1)), x]/(1 + x), x]","F",0,0,0,0,-1,"{}"
1416,1,19,0,0.2251851,"\int \exp \left(-40+e^{-40+8 x} \left(16 e^5+4 e^{45-8 x}\right)+8 x\right) \left(e^{40-8 x}+128 e^5 x\right) \, dx","Int[E^(-40 + E^(-40 + 8*x)*(16*E^5 + 4*E^(45 - 8*x)) + 8*x)*(E^(40 - 8*x) + 128*E^5*x),x]","e^{16 e^{8 x-35}+4 e^5} x","e^{e^5 \left(16 e^{-8 (5-x)}+4\right)} x",1,"E^(4*E^5 + 16*E^(-35 + 8*x))*x","A",3,3,45,0.06667,1,"{6741, 6688, 2288}"
1417,1,46,0,0.0220902,"\int \frac{1}{9} \left(288 x+2688 x^3+4704 x^5+\left(-1800 x^2-7000 x^4\right) \log (2)+2500 x^3 \log ^2(2)\right) \, dx","Int[(288*x + 2688*x^3 + 4704*x^5 + (-1800*x^2 - 7000*x^4)*Log[2] + 2500*x^3*Log[2]^2)/9,x]","\frac{784 x^6}{9}-\frac{1400}{9} x^5 \log (2)+\frac{1}{9} x^4 \left(672+625 \log ^2(2)\right)-\frac{200}{3} x^3 \log (2)+16 x^2","\left(x^3-\frac{25}{3} x^2 (\log (2)-x)+4 x\right)^2",1,"16*x^2 + (784*x^6)/9 - (200*x^3*Log[2])/3 - (1400*x^5*Log[2])/9 + (x^4*(672 + 625*Log[2]^2))/9","B",4,2,41,0.04878,1,"{6, 12}"
1418,1,90,0,1.0080443,"\int \frac{e^{-x-e^{2 x} \left(1-x-x^2\right)^2} \left(e^x \left(2-2 x-2 x^2\right)+e^{3 x} \left(1-x-x^2\right)^2 \left(-6 x^2-2 x^3\right)\right)}{-3 x^3+3 x^4+3 x^5} \, dx","Int[(E^(-x - E^(2*x)*(1 - x - x^2)^2)*(E^x*(2 - 2*x - 2*x^2) + E^(3*x)*(1 - x - x^2)^2*(-6*x^2 - 2*x^3)))/(-3*x^3 + 3*x^4 + 3*x^5),x]","\frac{e^{2 x-e^{2 x} \left(-x^2-x+1\right)^2} \left(-x^3-4 x^2-2 x+3\right)}{3 x \left(e^{2 x} (2 x+1) \left(-x^2-x+1\right)-e^{2 x} \left(-x^2-x+1\right)^2\right)}","\frac{e^{-e^{2 x} \left(-x^2-x+1\right)^2}}{3 x^2}",1,"(E^(2*x - E^(2*x)*(1 - x - x^2)^2)*(3 - 2*x - 4*x^2 - x^3))/(3*x*(E^(2*x)*(1 + 2*x)*(1 - x - x^2) - E^(2*x)*(1 - x - x^2)^2))","B",4,4,88,0.04545,1,"{1594, 6688, 12, 2288}"
1419,1,26,0,0.2092567,"\int \frac{4 x^2+7 x^3+x^4-x \log (\log (2))+\log ^2(\log (2))}{4 x^3+4 x^4+x^5+\left(4 x^2+2 x^3\right) \log (\log (2))+x \log ^2(\log (2))} \, dx","Int[(4*x^2 + 7*x^3 + x^4 - x*Log[Log[2]] + Log[Log[2]]^2)/(4*x^3 + 4*x^4 + x^5 + (4*x^2 + 2*x^3)*Log[Log[2]] + x*Log[Log[2]]^2),x]","\log (x)-\frac{3 x-\log (\log (2))}{x^2+2 x+\log (\log (2))}","\log (x)-\frac{x+5}{x+\frac{\log (\log (2))-x}{x}+3}",1,"Log[x] - (3*x - Log[Log[2]])/(2*x + x^2 + Log[Log[2]])","A",7,4,64,0.06250,1,"{2074, 618, 206, 638}"
1420,1,46,0,0.3679443,"\int \frac{5 x^2+\left(10 x-10 x^2\right) \log (1-x)+(-5+5 x) \log ^2(1-x)}{(-1+x) \log ^2(1-x)} \, dx","Int[(5*x^2 + (10*x - 10*x^2)*Log[1 - x] + (-5 + 5*x)*Log[1 - x]^2)/((-1 + x)*Log[1 - x]^2),x]","5 x-\frac{5 (1-x)^2}{\log (1-x)}+\frac{10 (1-x)}{\log (1-x)}-\frac{5}{\log (1-x)}","5 \left(x-\frac{x^2}{\log (1-x)}\right)",1,"5*x - 5/Log[1 - x] + (10*(1 - x))/Log[1 - x] - (5*(1 - x)^2)/Log[1 - x]","B",19,13,50,0.2600,1,"{6688, 2411, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2399, 2389, 2390}"
1421,1,15,0,0.0116554,"\int \frac{(-16+4 x) \log (3)}{9+\left(32-16 x+2 x^2\right) \log (3)} \, dx","Int[((-16 + 4*x)*Log[3])/(9 + (32 - 16*x + 2*x^2)*Log[3]),x]","\log \left(2 \left(x^2-8 x+16\right) \log (3)+9\right)","\log \left(2 (x-4)^2 \log (3)+9\right)",1,"Log[9 + 2*(16 - 8*x + x^2)*Log[3]]","A",2,2,25,0.08000,1,"{12, 1587}"
1422,0,0,0,32.2772008,"\int \frac{-10 x^3 \log (x) \log ^2(3 x)+e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} \left(x^2 \log (x) \log ^2(3 x)+e^{\frac{25}{\log (3 x)}} \left(-25 \log (x)-\log (x) \log ^2(3 x)\right)\right)+\left(-e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} x \log ^2(3 x)+5 x^3 \log ^2(3 x)\right) \log \left(\frac{1}{5} \left(e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}}-5 x^2\right)\right)}{e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} x^2 \log ^2(x) \log ^2(3 x)-5 x^4 \log ^2(x) \log ^2(3 x)} \, dx","Int[(-10*x^3*Log[x]*Log[3*x]^2 + E^((E^(25/Log[3*x]) + x^2)/x)*(x^2*Log[x]*Log[3*x]^2 + E^(25/Log[3*x])*(-25*Log[x] - Log[x]*Log[3*x]^2)) + (-(E^((E^(25/Log[3*x]) + x^2)/x)*x*Log[3*x]^2) + 5*x^3*Log[3*x]^2)*Log[(E^((E^(25/Log[3*x]) + x^2)/x) - 5*x^2)/5])/(E^((E^(25/Log[3*x]) + x^2)/x)*x^2*Log[x]^2*Log[3*x]^2 - 5*x^4*Log[x]^2*Log[3*x]^2),x]","\int \frac{-10 x^3 \log (x) \log ^2(3 x)+e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} \left(x^2 \log (x) \log ^2(3 x)+e^{\frac{25}{\log (3 x)}} \left(-25 \log (x)-\log (x) \log ^2(3 x)\right)\right)+\left(-e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} x \log ^2(3 x)+5 x^3 \log ^2(3 x)\right) \log \left(\frac{1}{5} \left(e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}}-5 x^2\right)\right)}{e^{\frac{e^{\frac{25}{\log (3 x)}}+x^2}{x}} x^2 \log ^2(x) \log ^2(3 x)-5 x^4 \log ^2(x) \log ^2(3 x)} \, dx","\frac{\log \left(\frac{1}{5} e^{x+\frac{e^{\frac{25}{\log (3 x)}}}{x}}-x^2\right)}{\log (x)}",1,"LogIntegral[x] + Defer[Int][E^(E^(25/Log[3*x])/x + x + 25/Log[3*x])/(x^2*(-E^(E^(25/(Log[3] + Log[x]))/x + x) + 5*x^2)*Log[x]), x] + 10*Defer[Int][x/((-E^(E^(25/Log[3*x])/x + x) + 5*x^2)*Log[x]), x] - 5*Defer[Int][x^2/((-E^(E^(25/Log[3*x])/x + x) + 5*x^2)*Log[x]), x] + 25*Defer[Int][E^(E^(25/Log[3*x])/x + x + 25/Log[3*x])/(x^2*(-E^(E^(25/Log[3*x])/x + x) + 5*x^2)*Log[x]*Log[3*x]^2), x] - Defer[Int][Log[(E^(E^(25/Log[3*x])/x + x) - 5*x^2)/5]/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1423,1,17,0,0.0047009,"\int \frac{\left(1-2 x^2\right) \log (5)}{4 x^2} \, dx","Int[((1 - 2*x^2)*Log[5])/(4*x^2),x]","-\frac{1}{2} x \log (5)-\frac{\log (5)}{4 x}","\frac{1}{2} \log (5) \left(-\frac{10-4 x}{20 x}-x+\log (4)-\log (2)\right)",1,"-1/4*Log[5]/x - (x*Log[5])/2","A",3,2,16,0.1250,1,"{12, 14}"
1424,1,34,0,0.1151394,"\int \left(-1+e^x \left(8+e^2+x+4 x^3+x^4-\log (2)\right)\right) \, dx","Int[-1 + E^x*(8 + E^2 + x + 4*x^3 + x^4 - Log[2]),x]","e^x x^4+e^x x-x-e^x+e^x \left(8+e^2-\log (2)\right)","e^x \left(x^4+x+e^2+7-\log (2)\right)-x+2",1,"-E^x - x + E^x*x + E^x*x^4 + E^x*(8 + E^2 - Log[2])","A",15,3,24,0.1250,1,"{2196, 2176, 2194}"
1425,1,29,0,0.519012,"\int \frac{e^{\frac{e^{2 x}-6 x^2+5 e^{x+x^2} x^2}{x^2}} \left(e^{2 x} (-2+2 x)+e^{x+x^2} \left(5 x^3+10 x^4\right)\right)}{x^3} \, dx","Int[(E^((E^(2*x) - 6*x^2 + 5*E^(x + x^2)*x^2)/x^2)*(E^(2*x)*(-2 + 2*x) + E^(x + x^2)*(5*x^3 + 10*x^4)))/x^3,x]","e^{\frac{5 e^{x^2+x} x^2-6 x^2+e^{2 x}}{x^2}}","e^{5 e^{x^2+x}+\frac{e^{2 x}}{x^2}-6}+3",1,"E^((E^(2*x) - 6*x^2 + 5*E^(x + x^2)*x^2)/x^2)","A",1,1,64,0.01562,1,"{6706}"
1426,1,27,0,0.0122164,"\int (180+110 x+(30+20 x) \log (x)) \, dx","Int[180 + 110*x + (30 + 20*x)*Log[x],x]","55 x^2+10 \left(x^2+3 x\right) \log (x)+180 x-5 (x+3)^2","4 \left(\frac{5}{2} x (x+3) (\log (x)+5)-e^3\right)",1,"180*x + 55*x^2 - 5*(3 + x)^2 + 10*(3*x + x^2)*Log[x]","A",3,2,13,0.1538,1,"{2313, 9}"
1427,1,18,0,0.0086268,"\int \left(7+240 e^{3 x}+192 e^{6 x}\right) \, dx","Int[7 + 240*E^(3*x) + 192*E^(6*x),x]","7 x+80 e^{3 x}+32 e^{6 x}","x+2 \left(\left(4 e^{3 x}+5\right)^2+3 x+5\right)",1,"80*E^(3*x) + 32*E^(6*x) + 7*x","A",3,1,16,0.06250,1,"{2194}"
1428,0,0,0,7.245911,"\int \frac{-12 x^4-24 x^5+12 x^2 \log ^2(3)+e^{\frac{1}{3} (-16+x)} \left(-x^3+3 x^4+6 x^5+2 x^2 \log (3)+\left(-x-3 x^2\right) \log ^2(3)\right)+\left(-36 x^2-48 x^3+48 x \log (3)-12 \log ^2(3)+e^{\frac{1}{3} (-16+x)} \left(9 x^2+12 x^3-12 x \log (3)+3 \log ^2(3)\right)\right) \log \left(-4+e^{\frac{1}{3} (-16+x)}\right)+\left(-24 x+6 e^{\frac{1}{3} (-16+x)} x\right) \log ^2\left(-4+e^{\frac{1}{3} (-16+x)}\right)}{-12 x^4+3 e^{\frac{1}{3} (-16+x)} x^4+\left(-24 x^2+6 e^{\frac{1}{3} (-16+x)} x^2\right) \log \left(-4+e^{\frac{1}{3} (-16+x)}\right)+\left(-12+3 e^{\frac{1}{3} (-16+x)}\right) \log ^2\left(-4+e^{\frac{1}{3} (-16+x)}\right)} \, dx","Int[(-12*x^4 - 24*x^5 + 12*x^2*Log[3]^2 + E^((-16 + x)/3)*(-x^3 + 3*x^4 + 6*x^5 + 2*x^2*Log[3] + (-x - 3*x^2)*Log[3]^2) + (-36*x^2 - 48*x^3 + 48*x*Log[3] - 12*Log[3]^2 + E^((-16 + x)/3)*(9*x^2 + 12*x^3 - 12*x*Log[3] + 3*Log[3]^2))*Log[-4 + E^((-16 + x)/3)] + (-24*x + 6*E^((-16 + x)/3)*x)*Log[-4 + E^((-16 + x)/3)]^2)/(-12*x^4 + 3*E^((-16 + x)/3)*x^4 + (-24*x^2 + 6*E^((-16 + x)/3)*x^2)*Log[-4 + E^((-16 + x)/3)] + (-12 + 3*E^((-16 + x)/3))*Log[-4 + E^((-16 + x)/3)]^2),x]","\int \frac{-12 x^4-24 x^5+12 x^2 \log ^2(3)+e^{\frac{1}{3} (-16+x)} \left(-x^3+3 x^4+6 x^5+2 x^2 \log (3)+\left(-x-3 x^2\right) \log ^2(3)\right)+\left(-36 x^2-48 x^3+48 x \log (3)-12 \log ^2(3)+e^{\frac{1}{3} (-16+x)} \left(9 x^2+12 x^3-12 x \log (3)+3 \log ^2(3)\right)\right) \log \left(-4+e^{\frac{1}{3} (-16+x)}\right)+\left(-24 x+6 e^{\frac{1}{3} (-16+x)} x\right) \log ^2\left(-4+e^{\frac{1}{3} (-16+x)}\right)}{-12 x^4+3 e^{\frac{1}{3} (-16+x)} x^4+\left(-24 x^2+6 e^{\frac{1}{3} (-16+x)} x^2\right) \log \left(-4+e^{\frac{1}{3} (-16+x)}\right)+\left(-12+3 e^{\frac{1}{3} (-16+x)}\right) \log ^2\left(-4+e^{\frac{1}{3} (-16+x)}\right)} \, dx","x^2+\frac{(x-\log (3))^2}{x+\frac{\log \left(e^{\frac{x-16}{3}}-4\right)}{x}}",1,"x^2 - (Log[3]^2*Defer[Int][x/(x^2 + Log[-4 + E^((-16 + x)/3)])^2, x])/3 - (4*E^(16/3)*Log[3]^2*Defer[Int][x/((-4*E^(16/3) + E^(x/3))*(x^2 + Log[-4 + E^((-16 + x)/3)])^2), x])/3 - ((6*Log[3]^2 - Log[9])*Defer[Int][x^2/(x^2 + Log[-4 + E^((-16 + x)/3)])^2, x])/3 + (8*E^(16/3)*Log[3]*Defer[Int][x^2/((-4*E^(16/3) + E^(x/3))*(x^2 + Log[-4 + E^((-16 + x)/3)])^2), x])/3 - ((1 - 12*Log[3])*Defer[Int][x^3/(x^2 + Log[-4 + E^((-16 + x)/3)])^2, x])/3 - (4*E^(16/3)*Defer[Int][x^3/((-4*E^(16/3) + E^(x/3))*(x^2 + Log[-4 + E^((-16 + x)/3)])^2), x])/3 - 2*Defer[Int][x^4/(x^2 + Log[-4 + E^((-16 + x)/3)])^2, x] + Log[3]^2*Defer[Int][(x^2 + Log[-4 + E^((-16 + x)/3)])^(-1), x] - 4*Log[3]*Defer[Int][x/(x^2 + Log[-4 + E^((-16 + x)/3)]), x] + 3*Defer[Int][x^2/(x^2 + Log[-4 + E^((-16 + x)/3)]), x]","F",0,0,0,0,-1,"{}"
1429,1,19,0,0.3115672,"\int \frac{29+8 e^x x+\left(-4-e^x x\right) \log (x)}{-8 x+x \log (x)} \, dx","Int[(29 + 8*E^x*x + (-4 - E^x*x)*Log[x])/(-8*x + x*Log[x]),x]","-e^x-4 \log (x)-3 \log (8-\log (x))","-e^x-\log (x)+3 \log \left(\frac{1}{x \left(\frac{\log (x)}{2}-4\right)}\right)",1,"-E^x - 4*Log[x] - 3*Log[8 - Log[x]]","A",7,5,30,0.1667,1,"{2561, 6742, 2194, 2365, 43}"
1430,1,96,0,0.0215155,"\int \frac{e^{40} \left(841 x+348 x^2-432 x^3-80 x^4+48 x^5\right)}{32-128 e^{20}+128 e^{40}} \, dx","Int[(E^40*(841*x + 348*x^2 - 432*x^3 - 80*x^4 + 48*x^5))/(32 - 128*E^20 + 128*E^40),x]","\frac{e^{40} x^6}{4 \left(1-2 e^{20}\right)^2}-\frac{e^{40} x^5}{2 \left(1-2 e^{20}\right)^2}-\frac{27 e^{40} x^4}{8 \left(1-2 e^{20}\right)^2}+\frac{29 e^{40} x^3}{8 \left(1-2 e^{20}\right)^2}+\frac{841 e^{40} x^2}{64 \left(1-2 e^{20}\right)^2}","\frac{x^2 \left(-x^2+x+\frac{29}{4}\right)^2}{\left(\frac{2}{e^{20}}-4\right)^2}",1,"(841*E^40*x^2)/(64*(1 - 2*E^20)^2) + (29*E^40*x^3)/(8*(1 - 2*E^20)^2) - (27*E^40*x^4)/(8*(1 - 2*E^20)^2) - (E^40*x^5)/(2*(1 - 2*E^20)^2) + (E^40*x^6)/(4*(1 - 2*E^20)^2)","B",2,1,42,0.02381,1,"{12}"
1431,0,0,0,3.1694055,"\int \frac{9 x^2+2 e^3 x^2+e^{2 x} x^2+e^{\frac{2 (1-3 x+x \log (5))}{x}} x^2+6 x^3+x^4+e^x \left(-6 x^2-2 e^3 x^2-2 x^3\right)+e^{\frac{1-3 x+x \log (5)}{x}} \left(2 e^3-6 x^2+2 e^x x^2-2 x^3\right)}{9 x^2+e^{2 x} x^2+e^{\frac{2 (1-3 x+x \log (5))}{x}} x^2+6 x^3+x^4+e^x \left(-6 x^2-2 x^3\right)+e^{\frac{1-3 x+x \log (5)}{x}} \left(-6 x^2+2 e^x x^2-2 x^3\right)} \, dx","Int[(9*x^2 + 2*E^3*x^2 + E^(2*x)*x^2 + E^((2*(1 - 3*x + x*Log[5]))/x)*x^2 + 6*x^3 + x^4 + E^x*(-6*x^2 - 2*E^3*x^2 - 2*x^3) + E^((1 - 3*x + x*Log[5])/x)*(2*E^3 - 6*x^2 + 2*E^x*x^2 - 2*x^3))/(9*x^2 + E^(2*x)*x^2 + E^((2*(1 - 3*x + x*Log[5]))/x)*x^2 + 6*x^3 + x^4 + E^x*(-6*x^2 - 2*x^3) + E^((1 - 3*x + x*Log[5])/x)*(-6*x^2 + 2*E^x*x^2 - 2*x^3)),x]","\int \frac{9 x^2+2 e^3 x^2+e^{2 x} x^2+e^{\frac{2 (1-3 x+x \log (5))}{x}} x^2+6 x^3+x^4+e^x \left(-6 x^2-2 e^3 x^2-2 x^3\right)+e^{\frac{1-3 x+x \log (5)}{x}} \left(2 e^3-6 x^2+2 e^x x^2-2 x^3\right)}{9 x^2+e^{2 x} x^2+e^{\frac{2 (1-3 x+x \log (5))}{x}} x^2+6 x^3+x^4+e^x \left(-6 x^2-2 x^3\right)+e^{\frac{1-3 x+x \log (5)}{x}} \left(-6 x^2+2 e^x x^2-2 x^3\right)} \, dx","x-\frac{2 e^3}{x-5 e^{\frac{1}{x}-3}-e^x+3}",1,"x - 4*E^9*Defer[Int][(-3*E^3 + 5*E^x^(-1) + E^(3 + x) - E^3*x)^(-2), x] + 10*E^6*Defer[Int][E^x^(-1)/(-3*E^3 + 5*E^x^(-1) + E^(3 + x) - E^3*x)^2, x] + 10*E^6*Defer[Int][E^x^(-1)/(x^2*(-3*E^3 + 5*E^x^(-1) + E^(3 + x) - E^3*x)^2), x] - 2*E^6*Defer[Int][(-3*E^3 + 5*E^x^(-1) + E^(3 + x) - E^3*x)^(-1), x] - 2*E^9*Defer[Int][x/(3*E^3 - 5*E^x^(-1) - E^(3 + x) + E^3*x)^2, x]","F",0,0,0,0,-1,"{}"
1432,0,0,0,66.3971112,"\int \frac{\exp \left(\frac{30-36 x+7 x^2-x^3+e^{16 x} \left(-45 x+9 x^2\right)}{30-6 x+x^2}\right) \left(-900+360 x-96 x^2+12 x^3-x^4+e^{16 x} \left(-1350-21060 x+8631 x^2-1584 x^3+144 x^4\right)\right)}{900-360 x+96 x^2-12 x^3+x^4} \, dx","Int[(E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))*(-900 + 360*x - 96*x^2 + 12*x^3 - x^4 + E^(16*x)*(-1350 - 21060*x + 8631*x^2 - 1584*x^3 + 144*x^4)))/(900 - 360*x + 96*x^2 - 12*x^3 + x^4),x]","\int \frac{\exp \left(\frac{30-36 x+7 x^2-x^3+e^{16 x} \left(-45 x+9 x^2\right)}{30-6 x+x^2}\right) \left(-900+360 x-96 x^2+12 x^3-x^4+e^{16 x} \left(-1350-21060 x+8631 x^2-1584 x^3+144 x^4\right)\right)}{900-360 x+96 x^2-12 x^3+x^4} \, dx","e^{-\frac{3 e^{16 x} x}{\frac{x^2}{3 (5-x)}+2}-x+1}",1,"144*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2)), x] - Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2)), x] + (360*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(6 + (2*I)*Sqrt[21] - 2*x)^2, x])/7 - (162*(3 + I*Sqrt[21])*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(6 + (2*I)*Sqrt[21] - 2*x)^2, x])/7 + (3*I)*Sqrt[3/7]*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(6 + (2*I)*Sqrt[21] - 2*x), x] - (32*I)*Sqrt[3/7]*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(6 + (2*I)*Sqrt[21] - 2*x), x] + (3*(336 + (433*I)*Sqrt[21])*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(-6 - (2*I)*Sqrt[21] + 2*x), x])/7 - (4*(21 - I*Sqrt[21])*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(-6 - (2*I)*Sqrt[21] + 2*x), x])/7 + (12*(7 - (3*I)*Sqrt[21])*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(-6 - (2*I)*Sqrt[21] + 2*x), x])/7 + (360*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x)^2, x])/7 - (162*(3 - I*Sqrt[21])*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x)^2, x])/7 + (3*I)*Sqrt[3/7]*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x), x] + (3*(336 - (433*I)*Sqrt[21])*Defer[Int][E^((30 + 444*x - 45*E^(16*x)*x - 89*x^2 + 9*E^(16*x)*x^2 + 15*x^3)/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x), x])/7 - (32*I)*Sqrt[3/7]*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x), x] - (4*(21 + I*Sqrt[21])*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x), x])/7 + (12*(7 + (3*I)*Sqrt[21])*Defer[Int][E^((30 - 36*x + 7*x^2 - x^3 + E^(16*x)*(-45*x + 9*x^2))/(30 - 6*x + x^2))/(-6 + (2*I)*Sqrt[21] + 2*x), x])/7","F",0,0,0,0,-1,"{}"
1433,1,47,0,0.0591221,"\int e^{-1-20 x \log (2)-25 x^2 \log ^2(2)} \left(1-20 x \log (2)-50 x^2 \log ^2(2)\right) \, dx","Int[E^(-1 - 20*x*Log[2] - 25*x^2*Log[2]^2)*(1 - 20*x*Log[2] - 50*x^2*Log[2]^2),x]","\frac{2^{-20 x} e^{-25 x^2 \log ^2(2)-1} \left(5 x^2 \log ^2(2)+2 x \log (2)\right)}{\log (2) (5 x \log (2)+2)}","x e^{3-(5 x \log (2)+2)^2}",1,"(E^(-1 - 25*x^2*Log[2]^2)*(2*x*Log[2] + 5*x^2*Log[2]^2))/(2^(20*x)*Log[2]*(2 + 5*x*Log[2]))","B",1,1,35,0.02857,1,"{2288}"
1434,1,29,0,0.024533,"\int \left(41472 x^7-165888 x^7 \log (4)+248832 x^7 \log ^2(4)-165888 x^7 \log ^3(4)+41472 x^7 \log ^4(4)+\left(1152 x^3-2304 x^3 \log (4)+1152 x^3 \log ^2(4)\right) \log (5)\right) \, dx","Int[41472*x^7 - 165888*x^7*Log[4] + 248832*x^7*Log[4]^2 - 165888*x^7*Log[4]^3 + 41472*x^7*Log[4]^4 + (1152*x^3 - 2304*x^3*Log[4] + 1152*x^3*Log[4]^2)*Log[5],x]","5184 x^8 (1-\log (4))^4+288 x^4 (1-\log (4))^2 \log (5)","4 \left(36 x^2 (x \log (4)-x)^2+\log (5)\right)^2",1,"5184*x^8*(1 - Log[4])^4 + 288*x^4*(1 - Log[4])^2*Log[5]","A",9,3,65,0.04615,1,"{6, 12, 30}"
1435,1,13,0,0.0401822,"\int \frac{1}{4} e^{\frac{1}{4} \left(x+4 x^3\right)} \left(1+12 x^2\right) \, dx","Int[(E^((x + 4*x^3)/4)*(1 + 12*x^2))/4,x]","e^{\frac{1}{4} \left(4 x^3+x\right)}","e^{x \left(x^2+\frac{1}{4}\right)}+3",1,"E^((x + 4*x^3)/4)","A",2,2,24,0.08333,1,"{12, 6706}"
1436,0,0,0,4.0959874,"\int \frac{25 x+5 x^2+e^x \left(-25 x-5 x^2\right)+\left(100+15 x-10 x^2+e^x (25+10 x)+(25+10 x) \log ^2(5)\right) \log \left(4+e^x-x+\log ^2(5)\right)+\left(8-2 x+12 x^2-3 x^3+e^x \left(2+3 x^2\right)+\left(2+3 x^2\right) \log ^2(5)\right) \log ^2\left(4+e^x-x+\log ^2(5)\right)}{\left(4+e^x-x+\log ^2(5)\right) \log ^2\left(4+e^x-x+\log ^2(5)\right)} \, dx","Int[(25*x + 5*x^2 + E^x*(-25*x - 5*x^2) + (100 + 15*x - 10*x^2 + E^x*(25 + 10*x) + (25 + 10*x)*Log[5]^2)*Log[4 + E^x - x + Log[5]^2] + (8 - 2*x + 12*x^2 - 3*x^3 + E^x*(2 + 3*x^2) + (2 + 3*x^2)*Log[5]^2)*Log[4 + E^x - x + Log[5]^2]^2)/((4 + E^x - x + Log[5]^2)*Log[4 + E^x - x + Log[5]^2]^2),x]","\int \frac{25 x+5 x^2+e^x \left(-25 x-5 x^2\right)+\left(100+15 x-10 x^2+e^x (25+10 x)+(25+10 x) \log ^2(5)\right) \log \left(4+e^x-x+\log ^2(5)\right)+\left(8-2 x+12 x^2-3 x^3+e^x \left(2+3 x^2\right)+\left(2+3 x^2\right) \log ^2(5)\right) \log ^2\left(4+e^x-x+\log ^2(5)\right)}{\left(4+e^x-x+\log ^2(5)\right) \log ^2\left(4+e^x-x+\log ^2(5)\right)} \, dx","x \left(x^2+\frac{5 (x+5)}{\log \left(-x+e^x+4+\log ^2(5)\right)}+2\right)",1,"2*x + x^3 - 25*Defer[Int][x/Log[E^x - x + 4*(1 + Log[5]^2/4)]^2, x] - 5*Defer[Int][x^2/Log[E^x - x + 4*(1 + Log[5]^2/4)]^2, x] + 5*Defer[Int][x^3/((-E^x + x - 4*(1 + Log[5]^2/4))*Log[E^x - x + 4*(1 + Log[5]^2/4)]^2), x] + 25*(5 + Log[5]^2)*Defer[Int][x/((E^x - x + 4*(1 + Log[5]^2/4))*Log[E^x - x + 4*(1 + Log[5]^2/4)]^2), x] + 5*Log[5]^2*Defer[Int][x^2/((E^x - x + 4*(1 + Log[5]^2/4))*Log[E^x - x + 4*(1 + Log[5]^2/4)]^2), x] + 25*Defer[Int][Log[E^x - x + 4*(1 + Log[5]^2/4)]^(-1), x] + 10*Defer[Int][x/Log[E^x - x + 4*(1 + Log[5]^2/4)], x]","F",0,0,0,0,-1,"{}"
1437,1,10,0,0.0053498,"\int \frac{-4-4 x}{x^2} \, dx","Int[(-4 - 4*x)/x^2,x]","\frac{4}{x}-4 \log (x)","4 \left(\frac{1-x}{x}-\log (x)-1+\log (4)\right)",1,"4/x - 4*Log[x]","A",2,1,9,0.1111,1,"{43}"
1438,0,0,0,1.0802715,"\int e^{-3 x^2+x^3} \left(-1+e^{3 x^2-x^3} (1-2 x)-6 x+3 x^2+\left(-1+6 x^2-3 x^3\right) \log (x)\right) \, dx","Int[E^(-3*x^2 + x^3)*(-1 + E^(3*x^2 - x^3)*(1 - 2*x) - 6*x + 3*x^2 + (-1 + 6*x^2 - 3*x^3)*Log[x]),x]","\int e^{-3 x^2+x^3} \left(-1+e^{3 x^2-x^3} (1-2 x)-6 x+3 x^2+\left(-1+6 x^2-3 x^3\right) \log (x)\right) \, dx","-x^2+e^{-\left((3-x) x^2\right)} (1-x \log (x))+x",1,"x - x^2 - (E^(-3*x^2 + x^3)*(2*x^2 - x^3)*Log[x])/(2*x - x^2) - 6*Defer[Int][E^(-3*x^2 + x^3)*x, x] + 3*Defer[Int][E^(-3*x^2 + x^3)*x^2, x]","F",0,0,0,0,-1,"{}"
1439,1,18,0,0.0056488,"\int \frac{2+300 x}{-5+e^{625}+x+75 x^2} \, dx","Int[(2 + 300*x)/(-5 + E^625 + x + 75*x^2),x]","2 \log \left(-75 x^2-x-e^{625}+5\right)","\log \left(16 \left(-3 \left(1-25 x^2\right)+x+e^{625}-2\right)^2\right)",1,"2*Log[5 - E^625 - x - 75*x^2]","A",1,1,19,0.05263,1,"{628}"
1440,1,32,0,0.1277115,"\int \frac{e^{\frac{4 x+4 x^2}{\log (4)}} (-4-8 x)+\log (4)}{2 e^{\frac{4 x+4 x^2}{\log (4)}} \log (4)+(-2 x-2 \log (2)) \log (4)} \, dx","Int[(E^((4*x + 4*x^2)/Log[4])*(-4 - 8*x) + Log[4])/(2*E^((4*x + 4*x^2)/Log[4])*Log[4] + (-2*x - 2*Log[2])*Log[4]),x]","-\frac{1}{2} \log \left(e^{\frac{4 x^2}{\log (4)}+\frac{4 x}{\log (4)}}-x-\log (2)\right)","e^3-\frac{1}{2} \log \left(e^{\frac{4 \left(x^2+x\right)}{\log (4)}}-x-\log (2)\right)",1,"-1/2*Log[E^((4*x)/Log[4] + (4*x^2)/Log[4]) - x - Log[2]]","A",1,1,60,0.01667,1,"{6684}"
1441,1,28,0,0.1050099,"\int \frac{-288-192 x-26 x^2-616 x^3-99 x^4-4 x^5}{144 x+24 x^2+613 x^3+99 x^4+4 x^5} \, dx","Int[(-288 - 192*x - 26*x^2 - 616*x^3 - 99*x^4 - 4*x^5)/(144*x + 24*x^2 + 613*x^3 + 99*x^4 + 4*x^5),x]","\log \left(4 x^3+51 x^2+x+12\right)-x-2 \log (x)-\log (x+12)","\log \left(\frac{-\frac{x}{-\frac{x}{3}-4}+x+\frac{1}{x}}{x}+3\right)-x",1,"-x - 2*Log[x] - Log[12 + x] + Log[12 + x + 51*x^2 + 4*x^3]","A",3,2,52,0.03846,1,"{2074, 1587}"
1442,0,0,0,0.5957133,"\int \frac{e^{10+2 e^{4-x}+10 x} \left(10-2 e^{4-x}\right)+2 x \log ^2(4)+e^{5+e^{4-x}+5 x} \left(-2 e^{4-x} x \log (4)+(2+10 x) \log (4)\right)}{\log ^2(4)} \, dx","Int[(E^(10 + 2*E^(4 - x) + 10*x)*(10 - 2*E^(4 - x)) + 2*x*Log[4]^2 + E^(5 + E^(4 - x) + 5*x)*(-2*E^(4 - x)*x*Log[4] + (2 + 10*x)*Log[4]))/Log[4]^2,x]","\int \frac{e^{10+2 e^{4-x}+10 x} \left(10-2 e^{4-x}\right)+2 x \log ^2(4)+e^{5+e^{4-x}+5 x} \left(-2 e^{4-x} x \log (4)+(2+10 x) \log (4)\right)}{\log ^2(4)} \, dx","\left(x+\frac{e^{5 x+e^{4-x}+5}}{\log (4)}\right)^2",1,"x^2 + (10240*E^50*Gamma[-10, -2*E^(4 - x)])/Log[4]^2 + (1024*E^50*Gamma[-9, -2*E^(4 - x)])/Log[4]^2 - (2*E^25*Gamma[-5, -E^(4 - x)])/Log[4] - (2*Defer[Int][E^(9 + E^(4 - x) + 4*x)*x, x])/Log[4] + (10*Defer[Int][E^(5 + E^(4 - x) + 5*x)*x, x])/Log[4]","F",0,0,0,0,-1,"{}"
1443,1,21,0,0.5874642,"\int \frac{-192 x^2-48 x^3+\log (2 x) (x+(-8-2 x) \log (4+x))}{\left(576 x^3+144 x^4\right) \log (2 x)} \, dx","Int[(-192*x^2 - 48*x^3 + Log[2*x]*(x + (-8 - 2*x)*Log[4 + x]))/((576*x^3 + 144*x^4)*Log[2*x]),x]","\frac{\log (x+4)}{144 x^2}-\frac{1}{3} \log (\log (2 x))","\frac{1}{3} \left(\frac{\log (x+4)}{48 x^2}-\log \left(\frac{\log (2 x)}{\log (5)}\right)+4\right)",1,"Log[4 + x]/(144*x^2) - Log[Log[2*x]]/3","A",15,8,48,0.1667,1,"{1593, 6688, 12, 14, 44, 2302, 29, 2395}"
1444,0,0,0,22.9094784,"\int \frac{e^{-4-x+\frac{e^{-3-x-\log ^2(x)}}{2+\log \left(\frac{3}{x}\right)}-\log ^2(x)} \left(e (1-2 x)-e x \log \left(\frac{3}{x}\right)+\left(-4 e-2 e \log \left(\frac{3}{x}\right)\right) \log (x)\right)}{4 x+4 x \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)} \, dx","Int[(E^(-4 - x + E^(-3 - x - Log[x]^2)/(2 + Log[3/x]) - Log[x]^2)*(E*(1 - 2*x) - E*x*Log[3/x] + (-4*E - 2*E*Log[3/x])*Log[x]))/(4*x + 4*x*Log[3/x] + x*Log[3/x]^2),x]","\int \frac{e^{-4-x+\frac{e^{-3-x-\log ^2(x)}}{2+\log \left(\frac{3}{x}\right)}-\log ^2(x)} \left(e (1-2 x)-e x \log \left(\frac{3}{x}\right)+\left(-4 e-2 e \log \left(\frac{3}{x}\right)\right) \log (x)\right)}{4 x+4 x \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)} \, dx","e^{\frac{e^{-x-\log ^2(x)-3}}{\log \left(\frac{3}{x}\right)+2}}-4",1,"Defer[Int][E^(-3 - x + E^(-3 - x - Log[x]^2)/(2 + Log[3/x]) - Log[x]^2)/(-2 - Log[3/x]), x] + Defer[Int][E^(-3 - x + E^(-3 - x - Log[x]^2)/(2 + Log[3/x]) - Log[x]^2)/(x*(2 + Log[3/x])^2), x] - 2*Defer[Int][(E^(-3 - x + E^(-3 - x - Log[x]^2)/(2 + Log[3/x]) - Log[x]^2)*Log[x])/(x*(2 + Log[3/x])), x]","F",0,0,0,0,-1,"{}"
1445,1,62,0,0.1446688,"\int \frac{e^{\frac{-4205 x+e^{4 x} x}{4205}} \left(-4205-4205 x+e^{4 x} \left(x+4 x^2\right)\right)}{4205 x^2 \log (5)} \, dx","Int[(E^((-4205*x + E^(4*x)*x)/4205)*(-4205 - 4205*x + E^(4*x)*(x + 4*x^2)))/(4205*x^2*Log[5]),x]","\frac{e^{\frac{e^{4 x} x-4205 x}{4205}} \left(4205 x-e^{4 x} \left(4 x^2+x\right)\right)}{x^2 \left(-4 e^{4 x} x-e^{4 x}+4205\right) \log (5)}","\frac{e^{\frac{e^{4 x} x}{4205}-x}-x}{x \log (5)}",1,"(E^((-4205*x + E^(4*x)*x)/4205)*(4205*x - E^(4*x)*(x + 4*x^2)))/(x^2*(4205 - E^(4*x) - 4*E^(4*x)*x)*Log[5])","B",2,2,46,0.04348,1,"{12, 2288}"
1446,1,29,0,0.2746535,"\int e^{-e^{\frac{1}{5} \left(2-80 x^2-10 x^3+10 x^4\right)}+x} \left(1+e^{\frac{1}{5} \left(2-80 x^2-10 x^3+10 x^4\right)} \left(32 x+6 x^2-8 x^3\right)\right) \, dx","Int[E^(-E^((2 - 80*x^2 - 10*x^3 + 10*x^4)/5) + x)*(1 + E^((2 - 80*x^2 - 10*x^3 + 10*x^4)/5)*(32*x + 6*x^2 - 8*x^3)),x]","e^{x-e^{\frac{2}{5} \left(5 x^4-5 x^3-40 x^2+1\right)}}","e^{x-e^{2 (x+(x-4) (x+2)) x^2+\frac{2}{5}}}+1",1,"E^(-E^((2*(1 - 40*x^2 - 5*x^3 + 5*x^4))/5) + x)","A",1,1,70,0.01429,1,"{6706}"
1447,1,17,0,0.0828941,"\int e^x \left(-30 x-3 x^2+4 x^3\right) \, dx","Int[E^x*(-30*x - 3*x^2 + 4*x^3),x]","4 e^x x^3-15 e^x x^2","e^x x^2 (4 x-15)",1,"-15*E^x*x^2 + 4*E^x*x^3","A",12,4,18,0.2222,1,"{1594, 2196, 2176, 2194}"
1448,0,0,0,96.7888292,"\int \frac{2 e^{4 x} x+8 x^3+e^{2 x} \left(-2 x+12 x^2\right)+e^{x^2} \left(4 e^{4 x} x^2+16 e^{2 x} x^3+16 x^4\right)+\left(12 x^2+8 x^3+e^{4 x} (4+2 x)+e^{2 x} \left(14 x+8 x^2\right)+e^{x^2} \left(2 e^{4 x}+8 e^{2 x} x+8 x^2\right)\right) \log \left(\frac{3 x+2 x^2+e^{2 x} (2+x)+e^{x^2} \left(e^{2 x}+2 x\right)}{e^{2 x}+2 x}\right)}{30 x^2+20 x^3+e^{4 x} (10+5 x)+e^{2 x} \left(35 x+20 x^2\right)+e^{x^2} \left(5 e^{4 x}+20 e^{2 x} x+20 x^2\right)} \, dx","Int[(2*E^(4*x)*x + 8*x^3 + E^(2*x)*(-2*x + 12*x^2) + E^x^2*(4*E^(4*x)*x^2 + 16*E^(2*x)*x^3 + 16*x^4) + (12*x^2 + 8*x^3 + E^(4*x)*(4 + 2*x) + E^(2*x)*(14*x + 8*x^2) + E^x^2*(2*E^(4*x) + 8*E^(2*x)*x + 8*x^2))*Log[(3*x + 2*x^2 + E^(2*x)*(2 + x) + E^x^2*(E^(2*x) + 2*x))/(E^(2*x) + 2*x)])/(30*x^2 + 20*x^3 + E^(4*x)*(10 + 5*x) + E^(2*x)*(35*x + 20*x^2) + E^x^2*(5*E^(4*x) + 20*E^(2*x)*x + 20*x^2)),x]","\int \frac{2 e^{4 x} x+8 x^3+e^{2 x} \left(-2 x+12 x^2\right)+e^{x^2} \left(4 e^{4 x} x^2+16 e^{2 x} x^3+16 x^4\right)+\left(12 x^2+8 x^3+e^{4 x} (4+2 x)+e^{2 x} \left(14 x+8 x^2\right)+e^{x^2} \left(2 e^{4 x}+8 e^{2 x} x+8 x^2\right)\right) \log \left(\frac{3 x+2 x^2+e^{2 x} (2+x)+e^{x^2} \left(e^{2 x}+2 x\right)}{e^{2 x}+2 x}\right)}{30 x^2+20 x^3+e^{4 x} (10+5 x)+e^{2 x} \left(35 x+20 x^2\right)+e^{x^2} \left(5 e^{4 x}+20 e^{2 x} x+20 x^2\right)} \, dx","\frac{2}{5} x \log \left(e^{x^2}-\frac{x}{2 x+e^{2 x}}+x+2\right)",1,"(4*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (2*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (2*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (14*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (2*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (2*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (12*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][x^2/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (12*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (4*Defer[Int][(E^(4*x + x^2)*x^2)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Defer[Int][x^3/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Log[(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))/(E^(2*x) + 2*x)]*Defer[Int][x^3/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (16*Defer[Int][(E^(2*x + x^2)*x^3)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (16*Defer[Int][(E^x^2*x^4)/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (4*Defer[Int][(E^(2*x)*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (4*Defer[Int][(E^(4*x)*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (24*Defer[Int][(E^(2*x)*x*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(x^2*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(E^x^2*x^3*Defer[Int][E^(4*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (2*Defer[Int][(E^(2*x)*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((-E^(2*x) - 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (2*Defer[Int][(E^(4*x)*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (12*Defer[Int][(E^(2*x)*x*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (4*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(x^2*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^x^2*x^3*Defer[Int][E^(4*x + x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (14*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (14*Defer[Int][(E^(4*x)*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (84*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (28*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (56*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (112*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (112*Defer[Int][(E^x^2*x^3*Defer[Int][(E^(2*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (2*Defer[Int][(E^(2*x)*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (2*Defer[Int][(E^(4*x)*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (12*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (4*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(x^2*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^x^2*x^3*Defer[Int][(E^(4*x)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((-E^(2*x) - 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(4*x)*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (48*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(x^2*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^x^2*x^3*Defer[Int][(E^(2*x + x^2)*x)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (12*Defer[Int][(E^(2*x)*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (12*Defer[Int][(E^(4*x)*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (72*Defer[Int][(E^(2*x)*x*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (24*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (48*Defer[Int][(x^2*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (96*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (96*Defer[Int][(E^x^2*x^3*Defer[Int][x^2/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Defer[Int][(E^(2*x)*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(4*x)*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (48*Defer[Int][(E^(2*x)*x*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(x^2*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^x^2*x^3*Defer[Int][(E^(2*x)*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Defer[Int][(E^(2*x)*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(4*x)*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (48*Defer[Int][(E^(2*x)*x*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(x^2*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^x^2*x^3*Defer[Int][(E^x^2*x^2)/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 + (8*Defer[Int][(E^(2*x)*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (8*Defer[Int][(E^(4*x)*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (48*Defer[Int][(E^(2*x)*x*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (16*Defer[Int][(E^(4*x + x^2)*x*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (32*Defer[Int][(x^2*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^(2*x + x^2)*x^2*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5 - (64*Defer[Int][(E^x^2*x^3*Defer[Int][x^3/((E^(2*x) + 2*x)*(E^(x*(2 + x)) + 2*E^x^2*x + E^(2*x)*(2 + x) + x*(3 + 2*x))), x])/((E^(2*x) + 2*x)*(2*E^(2*x) + E^(x*(2 + x)) + 3*x + E^(2*x)*x + 2*E^x^2*x + 2*x^2)), x])/5","F",0,0,0,0,-1,"{}"
1449,1,51,0,0.5114568,"\int \frac{e^{-x^2} \left(-1+9 x-4 x^2-18 x^3-2 x^4+2 x^2 \log (x)\right)}{4 x} \, dx","Int[(-1 + 9*x - 4*x^2 - 18*x^3 - 2*x^4 + 2*x^2*Log[x])/(4*E^x^2*x),x]","\frac{1}{4} e^{-x^2} x^2+\frac{9}{4} e^{-x^2} x+\frac{3 e^{-x^2}}{4}-\frac{1}{4} e^{-x^2} \log (x)","e^{-x^2} \left(x+\frac{1}{4} (x (x+5)-\log (x)+3)\right)-1",1,"3/(4*E^x^2) + (9*x)/(4*E^x^2) + x^2/(4*E^x^2) - Log[x]/(4*E^x^2)","A",15,7,41,0.1707,1,"{12, 6742, 2205, 2210, 2209, 2212, 2554}"
1450,1,18,0,0.3718164,"\int \frac{e^{\frac{1-e^8 \log \left(e^2 \left(x+e x^2\right)\right)}{e^8}} (-1-2 e x)}{x+e x^2} \, dx","Int[(E^((1 - E^8*Log[E^2*(x + E*x^2)])/E^8)*(-1 - 2*E*x))/(x + E*x^2),x]","\frac{e^{\frac{1}{e^8}-2}}{x (e x+1)}","\frac{e^{\frac{1}{e^8}-2}}{e x^2+x}",1,"E^(-2 + E^(-8))/(x*(1 + E*x))","A",5,5,41,0.1220,1,"{1593, 2274, 12, 1584, 74}"
1451,0,0,0,1.0798223,"\int \frac{-80 e^{\frac{2}{5} (10-7 x)}+e^{\frac{2}{5} (10-7 x)} (-40-56 x) \log \left(x^2\right)}{5 x^3 \log ^3\left(x^2\right) \log (\log (5))} \, dx","Int[(-80*E^((2*(10 - 7*x))/5) + E^((2*(10 - 7*x))/5)*(-40 - 56*x)*Log[x^2])/(5*x^3*Log[x^2]^3*Log[Log[5]]),x]","\int \frac{-80 e^{\frac{2}{5} (10-7 x)}+e^{\frac{2}{5} (10-7 x)} (-40-56 x) \log \left(x^2\right)}{5 x^3 \log ^3\left(x^2\right) \log (\log (5))} \, dx","\frac{4 e^{4-\frac{14 x}{5}}}{x^2 \log (\log (5)) \log ^2\left(x^2\right)}",1,"(-16*Defer[Int][E^(4 - (14*x)/5)/(x^3*Log[x^2]^3), x])/Log[Log[5]] - (8*Defer[Int][E^(4 - (14*x)/5)/(x^3*Log[x^2]^2), x])/Log[Log[5]] - (56*Defer[Int][E^(4 - (14*x)/5)/(x^2*Log[x^2]^2), x])/(5*Log[Log[5]])","F",0,0,0,0,-1,"{}"
1452,1,17,0,0.0061158,"\int \left(-1-e^x+e^{4+e^5+x}\right) \, dx","Int[-1 - E^x + E^(4 + E^5 + x),x]","-x-e^x+e^{x+e^5+4}","-x-e^x+e^{x+e^5+4}+\frac{\sqrt[4]{2}}{e^3}-2",1,"-E^x + E^(4 + E^5 + x) - x","A",3,1,15,0.06667,1,"{2194}"
1453,0,0,0,0.5592226,"\int \frac{-540+36 x^2+24 x^3+108 \log (5)+(360 x-72 x \log (5)) \log \left(x^2\right)+\left(-60 x^2+12 x^2 \log (5)\right) \log ^2\left(x^2\right)}{9 x^2-6 x^3 \log \left(x^2\right)+x^4 \log ^2\left(x^2\right)} \, dx","Int[(-540 + 36*x^2 + 24*x^3 + 108*Log[5] + (360*x - 72*x*Log[5])*Log[x^2] + (-60*x^2 + 12*x^2*Log[5])*Log[x^2]^2)/(9*x^2 - 6*x^3*Log[x^2] + x^4*Log[x^2]^2),x]","\int \frac{-540+36 x^2+24 x^3+108 \log (5)+(360 x-72 x \log (5)) \log \left(x^2\right)+\left(-60 x^2+12 x^2 \log (5)\right) \log ^2\left(x^2\right)}{9 x^2-6 x^3 \log \left(x^2\right)+x^4 \log ^2\left(x^2\right)} \, dx","5-\frac{6 \left(2 \left(\frac{x}{\log \left(x^2\right)-\frac{3}{x}}+x-5+\log (5)\right)+x\right)}{x}",1,"(12*(5 - Log[5]))/x + 36*Defer[Int][(-3 + x*Log[x^2])^(-2), x] + 24*Defer[Int][x/(-3 + x*Log[x^2])^2, x]","F",0,0,0,0,-1,"{}"
1454,1,20,0,0.3145247,"\int \frac{1}{128} e^{-x} \left(e^{2 e^2} x+e^{2 e^2} \left(2 x-x^2\right) \log (x)\right) \, dx","Int[(E^(2*E^2)*x + E^(2*E^2)*(2*x - x^2)*Log[x])/(128*E^x),x]","\frac{1}{128} e^{2 e^2-x} x^2 \log (x)","\frac{1}{128} e^{2 e^2-x} x^2 \log (x)",1,"(E^(2*E^2 - x)*x^2*Log[x])/128","A",9,7,38,0.1842,1,"{12, 6688, 6742, 2176, 2194, 2196, 2554}"
1455,1,35,0,3.6621707,"\int \frac{-240 x-48 x^2+\left(240 x+48 x^2\right) \log (x)+\left(\left(240 x+96 x^2\right) \log (x)+(45+18 x) \log ^2(x)\right) \log \left(\frac{16 x+3 \log (x)}{\log (x)}\right) \log \left(2 \log \left(\frac{16 x+3 \log (x)}{\log (x)}\right)\right)}{\left(16 x \log (x)+3 \log ^2(x)\right) \log \left(\frac{16 x+3 \log (x)}{\log (x)}\right)} \, dx","Int[(-240*x - 48*x^2 + (240*x + 48*x^2)*Log[x] + ((240*x + 96*x^2)*Log[x] + (45 + 18*x)*Log[x]^2)*Log[(16*x + 3*Log[x])/Log[x]]*Log[2*Log[(16*x + 3*Log[x])/Log[x]]])/((16*x*Log[x] + 3*Log[x]^2)*Log[(16*x + 3*Log[x])/Log[x]]),x]","3 x^2 \log \left(2 \log \left(\frac{16 x}{\log (x)}+3\right)\right)+15 x \log \left(2 \log \left(\frac{16 x}{\log (x)}+3\right)\right)","3 x (x+5) \log \left(2 \log \left(\frac{16 x}{\log (x)}+3\right)\right)+\log (5)",1,"15*x*Log[2*Log[3 + (16*x)/Log[x]]] + 3*x^2*Log[2*Log[3 + (16*x)/Log[x]]]","A",17,4,107,0.03738,1,"{6741, 6742, 2555, 12}"
1456,0,0,0,7.142534,"\int \frac{\exp \left(\frac{-x+x \log (3)-4 x \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)}{4 \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)}\right) \left(4 x-4 x \log (3)+(x-x \log (3)) \log (x)+\left(-125-55 x-6 x^2+\left(125+55 x+6 x^2\right) \log (3)+(-50-11 x+(50+11 x) \log (3)) \log (x)+(-5+5 \log (3)) \log ^2(x)\right) \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)+\left(-500-220 x-24 x^2+(-200-44 x) \log (x)-20 \log ^2(x)\right) \log ^2\left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)\right)}{\left(500+220 x+24 x^2+(200+44 x) \log (x)+20 \log ^2(x)\right) \log ^2\left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)} \, dx","Int[(E^((-x + x*Log[3] - 4*x*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])])/(4*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]))*(4*x - 4*x*Log[3] + (x - x*Log[3])*Log[x] + (-125 - 55*x - 6*x^2 + (125 + 55*x + 6*x^2)*Log[3] + (-50 - 11*x + (50 + 11*x)*Log[3])*Log[x] + (-5 + 5*Log[3])*Log[x]^2)*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])] + (-500 - 220*x - 24*x^2 + (-200 - 44*x)*Log[x] - 20*Log[x]^2)*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]^2))/((500 + 220*x + 24*x^2 + (200 + 44*x)*Log[x] + 20*Log[x]^2)*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]^2),x]","\int \frac{\exp \left(\frac{-x+x \log (3)-4 x \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)}{4 \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)}\right) \left(4 x-4 x \log (3)+(x-x \log (3)) \log (x)+\left(-125-55 x-6 x^2+\left(125+55 x+6 x^2\right) \log (3)+(-50-11 x+(50+11 x) \log (3)) \log (x)+(-5+5 \log (3)) \log ^2(x)\right) \log \left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)+\left(-500-220 x-24 x^2+(-200-44 x) \log (x)-20 \log ^2(x)\right) \log ^2\left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)\right)}{\left(500+220 x+24 x^2+(200+44 x) \log (x)+20 \log ^2(x)\right) \log ^2\left(\frac{25+6 x+5 \log (x)}{5+x+\log (x)}\right)} \, dx","e^{\frac{x \log (3)-x}{4 \log \left(\frac{x}{x+\log (x)+5}+5\right)}-x}",1,"-Defer[Int][E^((x*(-4 + (-1 + Log[3])/Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]))/4), x] + (1 - Log[3])*Defer[Int][(E^((x*(-4 + (-1 + Log[3])/Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]))/4)*x)/((5 + x + Log[x])*(25 + 6*x + 5*Log[x])*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]^2), x] + ((1 - Log[3])*Defer[Int][(E^((x*(-4 + (-1 + Log[3])/Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]))/4)*x*Log[x])/((5 + x + Log[x])*(25 + 6*x + 5*Log[x])*Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]^2), x])/4 - ((1 - Log[3])*Defer[Int][E^((x*(-4 + (-1 + Log[3])/Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])]))/4)/Log[(25 + 6*x + 5*Log[x])/(5 + x + Log[x])], x])/4","F",0,0,0,0,-1,"{}"
1457,0,0,0,2.0658739,"\int \frac{16 x^2+6 x^3+e^x \left(75+90 x+27 x^2\right)}{-10 x^2-6 x^3+e^x \left(-75 x+310 x^2+453 x^3+144 x^4\right)} \, dx","Int[(16*x^2 + 6*x^3 + E^x*(75 + 90*x + 27*x^2))/(-10*x^2 - 6*x^3 + E^x*(-75*x + 310*x^2 + 453*x^3 + 144*x^4)),x]","\int \frac{16 x^2+6 x^3+e^x \left(75+90 x+27 x^2\right)}{-10 x^2-6 x^3+e^x \left(-75 x+310 x^2+453 x^3+144 x^4\right)} \, dx","\log \left(-\frac{3}{x}+\frac{2 e^{-x}}{-3 x-5}+16\right)",1,"Log[3 - 16*x] - Log[x] + 2*Defer[Int][(-15*E^x - 2*x + 71*E^x*x + 48*E^x*x^2)^(-1), x] + 2*Defer[Int][x/(-15*E^x - 2*x + 71*E^x*x + 48*E^x*x^2), x] - 10*Defer[Int][1/((5 + 3*x)*(-15*E^x - 2*x + 71*E^x*x + 48*E^x*x^2)), x] + 6*Defer[Int][1/((-3 + 16*x)*(-15*E^x - 2*x + 71*E^x*x + 48*E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
1458,1,12,0,0.0891964,"\int \left(1+e^{484+e^6+44 x+x^2+e^3 (44+2 x)} \left(44+2 e^3+2 x\right)\right) \, dx","Int[1 + E^(484 + E^6 + 44*x + x^2 + E^3*(44 + 2*x))*(44 + 2*E^3 + 2*x),x]","x+e^{\left(x+e^3+22\right)^2}","x+e^{\left(x+e^3+22\right)^2}",1,"E^(22 + E^3 + x)^2 + x","A",3,2,35,0.05714,1,"{2227, 2209}"
1459,1,40,0,0.3745044,"\int \frac{e^{-2 x} \left(e^{2 x}+6 e^{8 x} x^2+162 x^3-162 x^4+e^x \left(18 x^2-18 x^3\right)\right)}{x^2} \, dx","Int[(E^(2*x) + 6*E^(8*x)*x^2 + 162*x^3 - 162*x^4 + E^x*(18*x^2 - 18*x^3))/(E^(2*x)*x^2),x]","81 e^{-2 x} x^2+18 e^{-x}+e^{6 x}-18 e^{-x} (1-x)-\frac{1}{x}","\left(9 e^{-x} x+1\right)^2+e^{6 x}-\frac{1}{x}-7",1,"18/E^x + E^(6*x) - (18*(1 - x))/E^x - x^(-1) + (81*x^2)/E^(2*x)","A",12,4,50,0.08000,1,"{6688, 2194, 2176, 2196}"
1460,0,0,0,5.8266631,"\int \frac{\exp \left(-\frac{5}{x^2}+\frac{e^{-\frac{5}{x^2}} \left(-x^3+e^{\frac{5}{x^2}} \left(-e x^2+x^3+x^2 \log (5)\right)-e^{\frac{5}{x^2}} \log ^2(x)\right)}{x^2}\right) \left(-10 x-x^3+e^{\frac{5}{x^2}} x^3-2 e^{\frac{5}{x^2}} \log (x)+2 e^{\frac{5}{x^2}} \log ^2(x)\right)}{4 x^3} \, dx","Int[(E^(-5/x^2 + (-x^3 + E^(5/x^2)*(-(E*x^2) + x^3 + x^2*Log[5]) - E^(5/x^2)*Log[x]^2)/(E^(5/x^2)*x^2))*(-10*x - x^3 + E^(5/x^2)*x^3 - 2*E^(5/x^2)*Log[x] + 2*E^(5/x^2)*Log[x]^2))/(4*x^3),x]","\int \frac{\exp \left(-\frac{5}{x^2}+\frac{e^{-\frac{5}{x^2}} \left(-x^3+e^{\frac{5}{x^2}} \left(-e x^2+x^3+x^2 \log (5)\right)-e^{\frac{5}{x^2}} \log ^2(x)\right)}{x^2}\right) \left(-10 x-x^3+e^{\frac{5}{x^2}} x^3-2 e^{\frac{5}{x^2}} \log (x)+2 e^{\frac{5}{x^2}} \log ^2(x)\right)}{4 x^3} \, dx","\frac{5}{4} e^{-e^{-\frac{5}{x^2}} x-\frac{\log ^2(x)}{x^2}+x-e}",1,"(5*Defer[Int][E^(-E + x - x/E^(5/x^2) - Log[x]^2/x^2), x])/4 - (5*Defer[Int][E^(-E - 5/x^2 + x - x/E^(5/x^2) - Log[x]^2/x^2), x])/4 - (25*Defer[Int][E^(-E - 5/x^2 + x - x/E^(5/x^2) - Log[x]^2/x^2)/x^2, x])/2 - (5*Defer[Int][(E^(-E + x - x/E^(5/x^2) - Log[x]^2/x^2)*Log[x])/x^3, x])/2 + (5*Defer[Int][(E^(-E + x - x/E^(5/x^2) - Log[x]^2/x^2)*Log[x]^2)/x^3, x])/2","F",0,0,0,0,-1,"{}"
1461,-1,0,0,180.0026627,"\int \frac{\exp \left(\frac{x^2+2 e^3 x^4+e^{10-4 x} x^4+e^6 x^6+e^{2-2 x} \left(2 e^3 x^3+2 e^6 x^5\right)}{e^{4-4 x}+2 e^{2-2 x} x+x^2}\right) \left(4 e^{12-6 x} x^3+4 e^3 x^4+4 e^6 x^6+e^{4-4 x} \left(12 e^6 x^4+e^3 \left(6 x^2+4 x^3\right)\right)+e^{2-2 x} \left(2 x+4 x^2+12 e^6 x^5+e^3 \left(10 x^3+4 x^4\right)\right)\right)}{-4 e^{6-6 x}-12 e^{4-4 x} x-12 e^{2-2 x} x^2-4 x^3+\exp \left(\frac{x^2+2 e^3 x^4+e^{10-4 x} x^4+e^6 x^6+e^{2-2 x} \left(2 e^3 x^3+2 e^6 x^5\right)}{e^{4-4 x}+2 e^{2-2 x} x+x^2}\right) \left(e^{6-6 x}+3 e^{4-4 x} x+3 e^{2-2 x} x^2+x^3\right)} \, dx","Int[(E^((x^2 + 2*E^3*x^4 + E^(10 - 4*x)*x^4 + E^6*x^6 + E^(2 - 2*x)*(2*E^3*x^3 + 2*E^6*x^5))/(E^(4 - 4*x) + 2*E^(2 - 2*x)*x + x^2))*(4*E^(12 - 6*x)*x^3 + 4*E^3*x^4 + 4*E^6*x^6 + E^(4 - 4*x)*(12*E^6*x^4 + E^3*(6*x^2 + 4*x^3)) + E^(2 - 2*x)*(2*x + 4*x^2 + 12*E^6*x^5 + E^3*(10*x^3 + 4*x^4))))/(-4*E^(6 - 6*x) - 12*E^(4 - 4*x)*x - 12*E^(2 - 2*x)*x^2 - 4*x^3 + E^((x^2 + 2*E^3*x^4 + E^(10 - 4*x)*x^4 + E^6*x^6 + E^(2 - 2*x)*(2*E^3*x^3 + 2*E^6*x^5))/(E^(4 - 4*x) + 2*E^(2 - 2*x)*x + x^2))*(E^(6 - 6*x) + 3*E^(4 - 4*x)*x + 3*E^(2 - 2*x)*x^2 + x^3)),x]","\text{\$Aborted}","\log \left(\frac{3}{2} \left(e^{\left(e^3 x^2+\frac{x}{x+e^{2 (1-x)}}\right)^2}-4\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
1462,0,0,0,1.4943488,"\int \frac{e^{3+x-e^{\frac{1+(4+x) \log (x)}{\log (x)}} x} \left(\log ^2(x)+e^{\frac{1+(4+x) \log (x)}{\log (x)}} \left(1+(-1-x) \log ^2(x)\right)\right)}{\log (5) \log ^2(x)} \, dx","Int[(E^(3 + x - E^((1 + (4 + x)*Log[x])/Log[x])*x)*(Log[x]^2 + E^((1 + (4 + x)*Log[x])/Log[x])*(1 + (-1 - x)*Log[x]^2)))/(Log[5]*Log[x]^2),x]","\int \frac{e^{3+x-e^{\frac{1+(4+x) \log (x)}{\log (x)}} x} \left(\log ^2(x)+e^{\frac{1+(4+x) \log (x)}{\log (x)}} \left(1+(-1-x) \log ^2(x)\right)\right)}{\log (5) \log ^2(x)} \, dx","\frac{e^{x-x \left(e^{x+\frac{1}{\log (x)}+4}-\frac{3}{x}\right)}+5}{\log (5)}",1,"Defer[Int][E^(3 + x - E^(4 + x + Log[x]^(-1))*x), x]/Log[5] - Defer[Int][E^(7 + 2*x - E^((1 + (4 + x)*Log[x])/Log[x])*x + Log[x]^(-1)), x]/Log[5] - Defer[Int][E^(7 + 2*x - E^((1 + (4 + x)*Log[x])/Log[x])*x + Log[x]^(-1))*x, x]/Log[5] + Defer[Int][E^(7 + 2*x - E^((1 + (4 + x)*Log[x])/Log[x])*x + Log[x]^(-1))/Log[x]^2, x]/Log[5]","F",0,0,0,0,-1,"{}"
1463,1,19,0,0.0197912,"\int \frac{6 \log (x)+6 \log \left(-x^2\right)}{x} \, dx","Int[(6*Log[x] + 6*Log[-x^2])/x,x]","\frac{3}{2} \log ^2\left(-x^2\right)+3 \log ^2(x)","\left(\log \left(-x^2\right)+\log (x)\right)^2",1,"3*Log[x]^2 + (3*Log[-x^2]^2)/2","A",4,2,17,0.1176,1,"{14, 2301}"
1464,0,0,0,5.5926887,"\int \frac{25 x^2+20 x^3+e^{4 x} (25+20 x)+e^{2 x} \left(-50 x-40 x^2\right)+e^{e^{\frac{2}{e^{2 x}-x}}} \left(5 e^{4 x}-10 e^{2 x} x+5 x^2+e^{\frac{2}{e^{2 x}-x}} \left(10 x-20 e^{2 x} x\right)\right)+\left(5 e^{4 x}-10 e^{2 x} x+5 x^2\right) \log (x)}{e^{4 x}-2 e^{2 x} x+x^2} \, dx","Int[(25*x^2 + 20*x^3 + E^(4*x)*(25 + 20*x) + E^(2*x)*(-50*x - 40*x^2) + E^E^(2/(E^(2*x) - x))*(5*E^(4*x) - 10*E^(2*x)*x + 5*x^2 + E^(2/(E^(2*x) - x))*(10*x - 20*E^(2*x)*x)) + (5*E^(4*x) - 10*E^(2*x)*x + 5*x^2)*Log[x])/(E^(4*x) - 2*E^(2*x)*x + x^2),x]","\int \frac{25 x^2+20 x^3+e^{4 x} (25+20 x)+e^{2 x} \left(-50 x-40 x^2\right)+e^{e^{\frac{2}{e^{2 x}-x}}} \left(5 e^{4 x}-10 e^{2 x} x+5 x^2+e^{\frac{2}{e^{2 x}-x}} \left(10 x-20 e^{2 x} x\right)\right)+\left(5 e^{4 x}-10 e^{2 x} x+5 x^2\right) \log (x)}{e^{4 x}-2 e^{2 x} x+x^2} \, dx","5 \left(x \left(2 x+e^{e^{\frac{2}{e^{2 x}-x}}}+\log (x)+4\right)+3\right)",1,"20*x + 10*x^2 + 5*x*Log[x] + 5*Defer[Int][E^E^(2/(E^(2*x) - x)), x] + 10*Defer[Int][(E^(E^(2/(E^(2*x) - x)) + 2/(E^(2*x) - x))*x)/(E^(2*x) - x)^2, x] - 20*Defer[Int][(E^(E^(2/(E^(2*x) - x)) + 2/(E^(2*x) - x))*x)/(E^(2*x) - x), x] - 20*Defer[Int][(E^(E^(2/(E^(2*x) - x)) + 2/(E^(2*x) - x))*x^2)/(E^(2*x) - x)^2, x]","F",0,0,0,0,-1,"{}"
1465,0,0,0,0.8299685,"\int \frac{-\frac{3}{5} e^{2 x} \log (x)+\left(\frac{e^{2 x}}{5}+\frac{2}{5} e^{2 x} x \log (x)\right) \log \left(x^3\right)}{5 x \log ^2\left(x^3\right)} \, dx","Int[((-3*E^(2*x)*Log[x])/5 + (E^(2*x)/5 + (2*E^(2*x)*x*Log[x])/5)*Log[x^3])/(5*x*Log[x^3]^2),x]","\int \frac{-\frac{3}{5} e^{2 x} \log (x)+\left(\frac{e^{2 x}}{5}+\frac{2}{5} e^{2 x} x \log (x)\right) \log \left(x^3\right)}{5 x \log ^2\left(x^3\right)} \, dx","\frac{e^{2 x} \log (x)}{25 \log \left(x^3\right)}",1,"(-3*Defer[Int][(E^(2*x)*Log[x])/(x*Log[x^3]^2), x])/25 + Defer[Int][E^(2*x)/(x*Log[x^3]), x]/25 + (2*Defer[Int][(E^(2*x)*Log[x])/Log[x^3], x])/25","F",0,0,0,0,-1,"{}"
1466,1,28,0,0.0082949,"\int \frac{-25-5 e^4+2 x}{-135+5 e^{e^4}} \, dx","Int[(-25 - 5*E^4 + 2*x)/(-135 + 5*E^E^4),x]","-\frac{\left(5 \left(5+e^4\right)-2 x\right)^2}{20 \left(27-e^{e^4}\right)}","\frac{\left(\frac{x-5}{5}-e^4-4\right) x}{e^{e^4}-27}",1,"-1/20*(5*(5 + E^4) - 2*x)^2/(27 - E^E^4)","A",1,1,22,0.04545,1,"{9}"
1467,1,35,0,0.2411715,"\int \frac{e^{-3-x} \left(e^{2 x} \left(x^2+x^3\right)+e^{2+x} \left(3 e+2 e^{2 x} x^2 \log (5)\right)\right)}{x^2} \, dx","Int[(E^(-3 - x)*(E^(2*x)*(x^2 + x^3) + E^(2 + x)*(3*E + 2*E^(2*x)*x^2*Log[5])))/x^2,x]","e^{x-3} (x+1)-e^{x-3}-\frac{3}{x}+\frac{1}{2} e^{2 x-1} \log (25)","6-\frac{3-e^{2 x-1} x \left(e^{-x-2} x+\log (5)\right)}{x}",1,"-E^(-3 + x) - 3/x + E^(-3 + x)*(1 + x) + (E^(-1 + 2*x)*Log[25])/2","A",5,3,47,0.06383,1,"{6688, 2176, 2194}"
1468,1,31,0,0.0230941,"\int \frac{1}{5} \left(6-5 e^{-1+e^{-1-x}-x}-e^x-2 e^{2 x}\right) \, dx","Int[(6 - 5*E^(-1 + E^(-1 - x) - x) - E^x - 2*E^(2*x))/5,x]","\frac{6 x}{5}+e^{e^{-x-1}}-\frac{e^x}{5}-\frac{e^{2 x}}{5}","x+e^{e^{-x-1}}+\frac{1}{5} \left(x-e^x-e^{2 x}\right)+6",1,"E^E^(-1 - x) - E^x/5 - E^(2*x)/5 + (6*x)/5","A",6,3,34,0.08824,1,"{12, 2282, 2194}"
1469,1,38,0,2.2911389,"\int \frac{e^{x^2} \left(-4+2 x-e^x \log (3)+\left(-e^5+x\right) \log (3)\right) \left(-2+8 x-4 x^2+e^x (1+2 x) \log (3)+\left(-1+2 e^5 x-2 x^2\right) \log (3)\right)}{4-2 x+e^x \log (3)+\left(e^5-x\right) \log (3)} \, dx","Int[(E^x^2*(-4 + 2*x - E^x*Log[3] + (-E^5 + x)*Log[3])*(-2 + 8*x - 4*x^2 + E^x*(1 + 2*x)*Log[3] + (-1 + 2*E^5*x - 2*x^2)*Log[3]))/(4 - 2*x + E^x*Log[3] + (E^5 - x)*Log[3]),x]","\frac{e^{x^2} \left(x^2 (4+\log (9))-x \left(e^x \log (9)+8+e^5 \log (9)\right)\right)}{2 x}","e^{x^2} \left(2 x+\left(x-e^x-e^5\right) \log (3)-4\right)",1,"(E^x^2*(x^2*(4 + Log[9]) - x*(8 + E^5*Log[9] + E^x*Log[9])))/(2*x)","A",2,2,88,0.02273,1,"{6688, 2288}"
1470,1,265,0,0.5258447,"\int \frac{(-60-64 x) \log \left(\frac{9}{144+360 x+417 x^2+240 x^3+64 x^4}\right)}{12+15 x+8 x^2} \, dx","Int[((-60 - 64*x)*Log[9/(144 + 360*x + 417*x^2 + 240*x^3 + 64*x^4)])/(12 + 15*x + 8*x^2),x]","-8 \text{Li}_2\left(-\frac{16 i x-\sqrt{159}+15 i}{2 \sqrt{159}}\right)-8 \text{Li}_2\left(\frac{16 i x+\sqrt{159}+15 i}{2 \sqrt{159}}\right)-4 \log \left(\frac{9}{64 x^4+240 x^3+417 x^2+360 x+144}\right) \log \left(16 x-i \sqrt{159}+15\right)-4 \log \left(16 x+i \sqrt{159}+15\right) \log \left(\frac{9}{64 x^4+240 x^3+417 x^2+360 x+144}\right)-4 \log ^2\left(16 x-i \sqrt{159}+15\right)-4 \log ^2\left(16 x+i \sqrt{159}+15\right)-8 \log \left(-\frac{i \left(16 x+i \sqrt{159}+15\right)}{2 \sqrt{159}}\right) \log \left(16 x-i \sqrt{159}+15\right)-8 \log \left(\frac{i \left(16 x-i \sqrt{159}+15\right)}{2 \sqrt{159}}\right) \log \left(16 x+i \sqrt{159}+15\right)","\log ^2\left(\frac{1}{\left(\frac{5 x^2}{3}+(x+1) (x+4)\right)^2}\right)",1,"-4*Log[15 - I*Sqrt[159] + 16*x]^2 - 8*Log[((I/2)*(15 - I*Sqrt[159] + 16*x))/Sqrt[159]]*Log[15 + I*Sqrt[159] + 16*x] - 4*Log[15 + I*Sqrt[159] + 16*x]^2 - 8*Log[15 - I*Sqrt[159] + 16*x]*Log[((-1/2*I)*(15 + I*Sqrt[159] + 16*x))/Sqrt[159]] - 4*Log[15 - I*Sqrt[159] + 16*x]*Log[9/(144 + 360*x + 417*x^2 + 240*x^3 + 64*x^4)] - 4*Log[15 + I*Sqrt[159] + 16*x]*Log[9/(144 + 360*x + 417*x^2 + 240*x^3 + 64*x^4)] - 8*PolyLog[2, -1/2*(15*I - Sqrt[159] + (16*I)*x)/Sqrt[159]] - 8*PolyLog[2, (15*I + Sqrt[159] + (16*I)*x)/(2*Sqrt[159])]","C",20,9,43,0.2093,1,"{2528, 2524, 2055, 2418, 2390, 2301, 2394, 2393, 2391}"
1471,0,0,0,2.4728406,"\int \frac{16-76 x-52 x^2+22 x^4+8 x^5+\left(-40 x-26 x^2-4 x^3+10 x^4+4 x^5\right) \log \left(\frac{4+x-x^3}{x}\right)+\left(-8 x-2 x^2+2 x^4+\left(-4 x-x^2+x^4\right) \log \left(\frac{4+x-x^3}{x}\right)\right) \log \left(2+\log \left(\frac{4+x-x^3}{x}\right)\right)}{-8 x-2 x^2+2 x^4+\left(-4 x-x^2+x^4\right) \log \left(\frac{4+x-x^3}{x}\right)} \, dx","Int[(16 - 76*x - 52*x^2 + 22*x^4 + 8*x^5 + (-40*x - 26*x^2 - 4*x^3 + 10*x^4 + 4*x^5)*Log[(4 + x - x^3)/x] + (-8*x - 2*x^2 + 2*x^4 + (-4*x - x^2 + x^4)*Log[(4 + x - x^3)/x])*Log[2 + Log[(4 + x - x^3)/x]])/(-8*x - 2*x^2 + 2*x^4 + (-4*x - x^2 + x^4)*Log[(4 + x - x^3)/x]),x]","\int \frac{16-76 x-52 x^2+22 x^4+8 x^5+\left(-40 x-26 x^2-4 x^3+10 x^4+4 x^5\right) \log \left(\frac{4+x-x^3}{x}\right)+\left(-8 x-2 x^2+2 x^4+\left(-4 x-x^2+x^4\right) \log \left(\frac{4+x-x^3}{x}\right)\right) \log \left(2+\log \left(\frac{4+x-x^3}{x}\right)\right)}{-8 x-2 x^2+2 x^4+\left(-4 x-x^2+x^4\right) \log \left(\frac{4+x-x^3}{x}\right)} \, dx","(x+4) \left(\log \left(\log \left(\frac{-x^3+x+4}{x}\right)+2\right)+2 x+2\right)",1,"22*Defer[Int][(2 + Log[(4 + x - x^3)/x])^(-1), x] - 4*Defer[Int][1/(x*(2 + Log[(4 + x - x^3)/x])), x] + 8*Defer[Int][x/(2 + Log[(4 + x - x^3)/x]), x] + 8*Defer[Int][1/((-4 - x + x^3)*(2 + Log[(4 + x - x^3)/x])), x] + 2*Defer[Int][x/((-4 - x + x^3)*(2 + Log[(4 + x - x^3)/x])), x] + 12*Defer[Int][x^2/((-4 - x + x^3)*(2 + Log[(4 + x - x^3)/x])), x] + 10*Defer[Int][Log[1 + 4/x - x^2]/(2 + Log[(4 + x - x^3)/x]), x] + 4*Defer[Int][(x*Log[1 + 4/x - x^2])/(2 + Log[(4 + x - x^3)/x]), x] + Defer[Int][Log[2 + Log[(4 + x - x^3)/x]], x]","F",0,0,0,0,-1,"{}"
1472,0,0,0,0.9886751,"\int \frac{48-336 x-16 x^2+80 x^3-64 x^4+\left(288-64 x^2+128 x^3\right) \log (5 x)-64 x^2 \log ^2(5 x)}{225 x^9-450 x^8 \log (5 x)+225 x^7 \log ^2(5 x)} \, dx","Int[(48 - 336*x - 16*x^2 + 80*x^3 - 64*x^4 + (288 - 64*x^2 + 128*x^3)*Log[5*x] - 64*x^2*Log[5*x]^2)/(225*x^9 - 450*x^8*Log[5*x] + 225*x^7*Log[5*x]^2),x]","\int \frac{48-336 x-16 x^2+80 x^3-64 x^4+\left(288-64 x^2+128 x^3\right) \log (5 x)-64 x^2 \log ^2(5 x)}{225 x^9-450 x^8 \log (5 x)+225 x^7 \log ^2(5 x)} \, dx","\frac{16 \left(x^2+\frac{x^2-3}{\log (5 x)-x}\right)}{225 x^6}",1,"16/(225*x^4) + (16*Defer[Int][1/(x^7*(x - Log[5*x])^2), x])/75 - (16*Defer[Int][1/(x^6*(x - Log[5*x])^2), x])/75 - (16*Defer[Int][1/(x^5*(x - Log[5*x])^2), x])/225 + (16*Defer[Int][1/(x^4*(x - Log[5*x])^2), x])/225 - (32*Defer[Int][1/(x^7*(x - Log[5*x])), x])/25 + (64*Defer[Int][1/(x^5*(x - Log[5*x])), x])/225","F",0,0,0,0,-1,"{}"
1473,1,60,0,0.0587888,"\int \frac{225-30 x+x^2+\left(-30 x+2 x^2\right) \log (5)+\left(-30 x+2 x^2\right) \log (x)+5 \log \left(25-9 \log (5)+\log ^2(5)\right)}{x} \, dx","Int[(225 - 30*x + x^2 + (-30*x + 2*x^2)*Log[5] + (-30*x + 2*x^2)*Log[x] + 5*Log[25 - 9*Log[5] + Log[5]^2])/x,x]","-\left(30 x-x^2\right) \log (x)+\frac{1}{2} x^2 (1+\log (25))-\frac{1}{2} (30-x)^2+5 \left(45+\log \left(25+\log ^2(5)-9 \log (5)\right)\right) \log (x)-30 x (1+\log (5))","(\log (x)+\log (5)) \left((x-15)^2+5 \log \left((5-\log (5))^2+\log (5)\right)\right)",1,"-1/2*(30 - x)^2 - 30*x*(1 + Log[5]) + (x^2*(1 + Log[25]))/2 - (30*x - x^2)*Log[x] + 5*Log[x]*(45 + Log[25 - 9*Log[5] + Log[5]^2])","B",6,3,49,0.06122,1,"{14, 2313, 9}"
1474,1,26,0,0.1586091,"\int \frac{1}{5} \left(10+e^{e^{1+e^{\frac{e x^2}{5}}}-x} \left(5-2 e^{2+e^{\frac{e x^2}{5}}+\frac{e x^2}{5}} x\right)\right) \, dx","Int[(10 + E^(E^(1 + E^((E*x^2)/5)) - x)*(5 - 2*E^(2 + E^((E*x^2)/5) + (E*x^2)/5)*x))/5,x]","2 x-e^{e^{e^{\frac{e x^2}{5}}+1}-x}","2 x-e^{e^{e^{\frac{e x^2}{5}}+1}-x}",1,"-E^(E^(1 + E^((E*x^2)/5)) - x) + 2*x","A",3,2,54,0.03704,1,"{12, 6706}"
1475,0,0,0,44.2116152,"\int \frac{400+388 x+75 x^2+2 x^3+\left(-160-156 x-28 x^2\right) \log \left(\frac{4}{4+x}\right)+\left(16+16 x+3 x^2\right) \log ^2\left(\frac{4}{4+x}\right)}{\left(200 x+158 x^2+31 x^3+x^4+\left(-80 x-60 x^2-10 x^3\right) \log \left(\frac{4}{4+x}\right)+\left(8 x+6 x^2+x^3\right) \log ^2\left(\frac{4}{4+x}\right)\right) \log ^2\left(\frac{25+x-10 \log \left(\frac{4}{4+x}\right)+\log ^2\left(\frac{4}{4+x}\right)}{4 x^2+2 x^3}\right)} \, dx","Int[(400 + 388*x + 75*x^2 + 2*x^3 + (-160 - 156*x - 28*x^2)*Log[4/(4 + x)] + (16 + 16*x + 3*x^2)*Log[4/(4 + x)]^2)/((200*x + 158*x^2 + 31*x^3 + x^4 + (-80*x - 60*x^2 - 10*x^3)*Log[4/(4 + x)] + (8*x + 6*x^2 + x^3)*Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(4*x^2 + 2*x^3)]^2),x]","\int \frac{400+388 x+75 x^2+2 x^3+\left(-160-156 x-28 x^2\right) \log \left(\frac{4}{4+x}\right)+\left(16+16 x+3 x^2\right) \log ^2\left(\frac{4}{4+x}\right)}{\left(200 x+158 x^2+31 x^3+x^4+\left(-80 x-60 x^2-10 x^3\right) \log \left(\frac{4}{4+x}\right)+\left(8 x+6 x^2+x^3\right) \log ^2\left(\frac{4}{4+x}\right)\right) \log ^2\left(\frac{25+x-10 \log \left(\frac{4}{4+x}\right)+\log ^2\left(\frac{4}{4+x}\right)}{4 x^2+2 x^3}\right)} \, dx","\frac{1}{\log \left(\frac{x+\left(5-\log \left(\frac{4}{x+4}\right)\right)^2}{2 x^2 (x+2)}\right)}",1,"2*Defer[Int][1/((25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] + 50*Defer[Int][1/(x*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] + 23*Defer[Int][1/((2 + x)*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] - 10*Defer[Int][1/((4 + x)*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] - 20*Defer[Int][Log[4/(4 + x)]/(x*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] - 10*Defer[Int][Log[4/(4 + x)]/((2 + x)*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] + 2*Defer[Int][Log[4/(4 + x)]/((4 + x)*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] + 2*Defer[Int][Log[4/(4 + x)]^2/(x*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x] + Defer[Int][Log[4/(4 + x)]^2/((2 + x)*(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)*Log[(25 + x - 10*Log[4/(4 + x)] + Log[4/(4 + x)]^2)/(x^2*(4 + 2*x))]^2), x]","F",0,0,0,0,-1,"{}"
1476,1,1259,0,145.7064264,"\int e^{-8 x} \left(576 x^8-352 x^9-128 x^{10}+e^x \left(144 x^8-112 x^9\right)+e^{3 x} \left(-1792 x^6+1280 x^7+\left(448 x^6-320 x^7\right) \log (3)\right)+e^{2 x} \left(-7168 x^6+4096 x^7+1536 x^8+\left(1792 x^6-1024 x^7-384 x^8\right) \log (3)\right)+e^{5 x} \left(7680 x^4-4608 x^5+\left(-3840 x^4+2304 x^5\right) \log (3)+\left(480 x^4-288 x^5\right) \log ^2(3)\right)+e^{4 x} \left(30720 x^4-15360 x^5-6144 x^6+\left(-15360 x^4+7680 x^5+3072 x^6\right) \log (3)+\left(1920 x^4-960 x^5-384 x^6\right) \log ^2(3)\right)+e^{7 x} \left(-12288 x^2+4096 x^3+\left(9216 x^2-3072 x^3\right) \log (3)+\left(-2304 x^2+768 x^3\right) \log ^2(3)+\left(192 x^2-64 x^3\right) \log ^3(3)\right)+e^{6 x} \left(-49152 x^2+16384 x^3+8192 x^4+\left(36864 x^2-12288 x^3-6144 x^4\right) \log (3)+\left(-9216 x^2+3072 x^3+1536 x^4\right) \log ^2(3)+\left(768 x^2-256 x^3-128 x^4\right) \log ^3(3)\right)+e^{9 x} \left(4096+4096 x+(-4096-4096 x) \log (3)+(1536+1536 x) \log ^2(3)+(-256-256 x) \log ^3(3)+(16+16 x) \log ^4(3)\right)+e^{8 x} \left(16384+8192 x+(-16384-8192 x) \log (3)+(6144+3072 x) \log ^2(3)+(-1024-512 x) \log ^3(3)+(64+32 x) \log ^4(3)\right)\right) \, dx","Int[(576*x^8 - 352*x^9 - 128*x^10 + E^x*(144*x^8 - 112*x^9) + E^(3*x)*(-1792*x^6 + 1280*x^7 + (448*x^6 - 320*x^7)*Log[3]) + E^(2*x)*(-7168*x^6 + 4096*x^7 + 1536*x^8 + (1792*x^6 - 1024*x^7 - 384*x^8)*Log[3]) + E^(5*x)*(7680*x^4 - 4608*x^5 + (-3840*x^4 + 2304*x^5)*Log[3] + (480*x^4 - 288*x^5)*Log[3]^2) + E^(4*x)*(30720*x^4 - 15360*x^5 - 6144*x^6 + (-15360*x^4 + 7680*x^5 + 3072*x^6)*Log[3] + (1920*x^4 - 960*x^5 - 384*x^6)*Log[3]^2) + E^(7*x)*(-12288*x^2 + 4096*x^3 + (9216*x^2 - 3072*x^3)*Log[3] + (-2304*x^2 + 768*x^3)*Log[3]^2 + (192*x^2 - 64*x^3)*Log[3]^3) + E^(6*x)*(-49152*x^2 + 16384*x^3 + 8192*x^4 + (36864*x^2 - 12288*x^3 - 6144*x^4)*Log[3] + (-9216*x^2 + 3072*x^3 + 1536*x^4)*Log[3]^2 + (768*x^2 - 256*x^3 - 128*x^4)*Log[3]^3) + E^(9*x)*(4096 + 4096*x + (-4096 - 4096*x)*Log[3] + (1536 + 1536*x)*Log[3]^2 + (-256 - 256*x)*Log[3]^3 + (16 + 16*x)*Log[3]^4) + E^(8*x)*(16384 + 8192*x + (-16384 - 8192*x)*Log[3] + (6144 + 3072*x)*Log[3]^2 + (-1024 - 512*x)*Log[3]^3 + (64 + 32*x)*Log[3]^4))/E^(8*x),x]","16 e^{-8 x} x^{10}+64 e^{-8 x} x^9+16 e^{-7 x} x^9-64 e^{-6 x} (4-\log (3)) x^8-\frac{8}{3} e^{-6 x} (256-66 \log (3)+\log (9)) x^7-\frac{256}{3} e^{-6 x} (4-\log (3)) x^7-64 e^{-5 x} (4-\log (3)) x^7+\frac{8}{3} e^{-6 x} (448-108 \log (3)-\log (81)) x^6-\frac{28}{9} e^{-6 x} (256-66 \log (3)+\log (9)) x^6+96 e^{-4 x} (4-\log (3))^2 x^6-\frac{896}{9} e^{-6 x} (4-\log (3)) x^6+\frac{8}{3} e^{-6 x} (448-108 \log (3)-\log (81)) x^5+12 e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9)) x^5-\frac{28}{9} e^{-6 x} (256-66 \log (3)+\log (9)) x^5+144 e^{-4 x} (4-\log (3))^2 x^5+96 e^{-3 x} (4-\log (3))^2 x^5-\frac{896}{9} e^{-6 x} (4-\log (3)) x^5-12 e^{-4 x} (4-\log (3)) (160-36 \log (3)-\log (81)) x^4+\frac{20}{9} e^{-6 x} (448-108 \log (3)-\log (81)) x^4+15 e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9)) x^4-\frac{70}{27} e^{-6 x} (256-66 \log (3)+\log (9)) x^4-64 e^{-2 x} (4-\log (3))^3 x^4+180 e^{-4 x} (4-\log (3))^2 x^4-\frac{2240}{27} e^{-6 x} (4-\log (3)) x^4-8 e^{-2 x} (4-\log (3))^2 (64-\log (43046721)) x^3-12 e^{-4 x} (4-\log (3)) (160-36 \log (3)-\log (81)) x^3+\frac{40}{27} e^{-6 x} (448-108 \log (3)-\log (81)) x^3+15 e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9)) x^3-\frac{140}{81} e^{-6 x} (256-66 \log (3)+\log (9)) x^3-128 e^{-2 x} (4-\log (3))^3 x^3-64 e^{-x} (4-\log (3))^3 x^3+180 e^{-4 x} (4-\log (3))^2 x^3-\frac{4480}{81} e^{-6 x} (4-\log (3)) x^3-12 e^{-2 x} (4-\log (3))^2 (64-\log (43046721)) x^2+24 e^{-2 x} (4-\log (3))^2 (64-12 \log (3)-\log (81)) x^2-9 e^{-4 x} (4-\log (3)) (160-36 \log (3)-\log (81)) x^2+\frac{20}{27} e^{-6 x} (448-108 \log (3)-\log (81)) x^2+\frac{45}{4} e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9)) x^2-\frac{70}{81} e^{-6 x} (256-66 \log (3)+\log (9)) x^2-192 e^{-2 x} (4-\log (3))^3 x^2+135 e^{-4 x} (4-\log (3))^2 x^2-\frac{2240}{81} e^{-6 x} (4-\log (3)) x^2-12 e^{-2 x} (4-\log (3))^2 (64-\log (43046721)) x+24 e^{-2 x} (4-\log (3))^2 (64-12 \log (3)-\log (81)) x-\frac{9}{2} e^{-4 x} (4-\log (3)) (160-36 \log (3)-\log (81)) x+\frac{20}{81} e^{-6 x} (448-108 \log (3)-\log (81)) x+\frac{45}{8} e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9)) x-\frac{70}{243} e^{-6 x} (256-66 \log (3)+\log (9)) x-192 e^{-2 x} (4-\log (3))^3 x+\frac{135}{2} e^{-4 x} (4-\log (3))^2 x-\frac{2240}{243} e^{-6 x} (4-\log (3)) x+\frac{8 (4-\log (3))^3 (-\log (9) x+8 x-\log (81)+16)^2}{8-\log (9)}-6 e^{-2 x} (4-\log (3))^2 (64-\log (43046721))+12 e^{-2 x} (4-\log (3))^2 (64-12 \log (3)-\log (81))-\frac{9}{8} e^{-4 x} (4-\log (3)) (160-36 \log (3)-\log (81))+\frac{10}{243} e^{-6 x} (448-108 \log (3)-\log (81))+\frac{45}{32} e^{-4 x} (4-\log (3)) (80-22 \log (3)+\log (9))-\frac{35}{729} e^{-6 x} (256-66 \log (3)+\log (9))-16 e^x (4-\log (3))^4+16 e^x (x+1) (4-\log (3))^4-96 e^{-2 x} (4-\log (3))^3+\frac{135}{8} e^{-4 x} (4-\log (3))^2-\frac{1120}{729} e^{-6 x} (4-\log (3))","16 x \left(x+e^x+4\right) \left(e^{-2 x} x^2-4+\log (3)\right)^4",1,"(64*x^9)/E^(8*x) + (16*x^9)/E^(7*x) + (16*x^10)/E^(8*x) - (1120*(4 - Log[3]))/(729*E^(6*x)) - (2240*x*(4 - Log[3]))/(243*E^(6*x)) - (2240*x^2*(4 - Log[3]))/(81*E^(6*x)) - (4480*x^3*(4 - Log[3]))/(81*E^(6*x)) - (2240*x^4*(4 - Log[3]))/(27*E^(6*x)) - (896*x^5*(4 - Log[3]))/(9*E^(6*x)) - (896*x^6*(4 - Log[3]))/(9*E^(6*x)) - (256*x^7*(4 - Log[3]))/(3*E^(6*x)) - (64*x^7*(4 - Log[3]))/E^(5*x) - (64*x^8*(4 - Log[3]))/E^(6*x) + (135*(4 - Log[3])^2)/(8*E^(4*x)) + (135*x*(4 - Log[3])^2)/(2*E^(4*x)) + (135*x^2*(4 - Log[3])^2)/E^(4*x) + (180*x^3*(4 - Log[3])^2)/E^(4*x) + (180*x^4*(4 - Log[3])^2)/E^(4*x) + (144*x^5*(4 - Log[3])^2)/E^(4*x) + (96*x^5*(4 - Log[3])^2)/E^(3*x) + (96*x^6*(4 - Log[3])^2)/E^(4*x) - (96*(4 - Log[3])^3)/E^(2*x) - (192*x*(4 - Log[3])^3)/E^(2*x) - (192*x^2*(4 - Log[3])^3)/E^(2*x) - (128*x^3*(4 - Log[3])^3)/E^(2*x) - (64*x^3*(4 - Log[3])^3)/E^x - (64*x^4*(4 - Log[3])^3)/E^(2*x) - 16*E^x*(4 - Log[3])^4 + 16*E^x*(1 + x)*(4 - Log[3])^4 - (35*(256 - 66*Log[3] + Log[9]))/(729*E^(6*x)) - (70*x*(256 - 66*Log[3] + Log[9]))/(243*E^(6*x)) - (70*x^2*(256 - 66*Log[3] + Log[9]))/(81*E^(6*x)) - (140*x^3*(256 - 66*Log[3] + Log[9]))/(81*E^(6*x)) - (70*x^4*(256 - 66*Log[3] + Log[9]))/(27*E^(6*x)) - (28*x^5*(256 - 66*Log[3] + Log[9]))/(9*E^(6*x)) - (28*x^6*(256 - 66*Log[3] + Log[9]))/(9*E^(6*x)) - (8*x^7*(256 - 66*Log[3] + Log[9]))/(3*E^(6*x)) + (45*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/(32*E^(4*x)) + (45*x*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/(8*E^(4*x)) + (45*x^2*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/(4*E^(4*x)) + (15*x^3*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/E^(4*x) + (15*x^4*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/E^(4*x) + (12*x^5*(4 - Log[3])*(80 - 22*Log[3] + Log[9]))/E^(4*x) + (10*(448 - 108*Log[3] - Log[81]))/(243*E^(6*x)) + (20*x*(448 - 108*Log[3] - Log[81]))/(81*E^(6*x)) + (20*x^2*(448 - 108*Log[3] - Log[81]))/(27*E^(6*x)) + (40*x^3*(448 - 108*Log[3] - Log[81]))/(27*E^(6*x)) + (20*x^4*(448 - 108*Log[3] - Log[81]))/(9*E^(6*x)) + (8*x^5*(448 - 108*Log[3] - Log[81]))/(3*E^(6*x)) + (8*x^6*(448 - 108*Log[3] - Log[81]))/(3*E^(6*x)) - (9*(4 - Log[3])*(160 - 36*Log[3] - Log[81]))/(8*E^(4*x)) - (9*x*(4 - Log[3])*(160 - 36*Log[3] - Log[81]))/(2*E^(4*x)) - (9*x^2*(4 - Log[3])*(160 - 36*Log[3] - Log[81]))/E^(4*x) - (12*x^3*(4 - Log[3])*(160 - 36*Log[3] - Log[81]))/E^(4*x) - (12*x^4*(4 - Log[3])*(160 - 36*Log[3] - Log[81]))/E^(4*x) + (12*(4 - Log[3])^2*(64 - 12*Log[3] - Log[81]))/E^(2*x) + (24*x*(4 - Log[3])^2*(64 - 12*Log[3] - Log[81]))/E^(2*x) + (24*x^2*(4 - Log[3])^2*(64 - 12*Log[3] - Log[81]))/E^(2*x) + (8*(4 - Log[3])^3*(16 + 8*x - x*Log[9] - Log[81])^2)/(8 - Log[9]) - (6*(4 - Log[3])^2*(64 - Log[43046721]))/E^(2*x) - (12*x*(4 - Log[3])^2*(64 - Log[43046721]))/E^(2*x) - (12*x^2*(4 - Log[3])^2*(64 - Log[43046721]))/E^(2*x) - (8*x^3*(4 - Log[3])^2*(64 - Log[43046721]))/E^(2*x)","B",158,6,462,0.01299,1,"{6688, 12, 6742, 2196, 2176, 2194}"
1477,0,0,0,16.4158655,"\int \frac{x^3+\exp \left(\frac{4-e^{1+e^{2 e^5}+4 x+4 x^2+e^{e^5} (2+4 x)}+3 x^2+x^3}{x^2}\right) \left(-8+x^3+e^{1+e^{2 e^5}+4 x+4 x^2+e^{e^5} (2+4 x)} \left(2-4 x-4 e^{e^5} x-8 x^2\right)\right)}{x^3} \, dx","Int[(x^3 + E^((4 - E^(1 + E^(2*E^5) + 4*x + 4*x^2 + E^E^5*(2 + 4*x)) + 3*x^2 + x^3)/x^2)*(-8 + x^3 + E^(1 + E^(2*E^5) + 4*x + 4*x^2 + E^E^5*(2 + 4*x))*(2 - 4*x - 4*E^E^5*x - 8*x^2)))/x^3,x]","\int \frac{x^3+\exp \left(\frac{4-e^{1+e^{2 e^5}+4 x+4 x^2+e^{e^5} (2+4 x)}+3 x^2+x^3}{x^2}\right) \left(-8+x^3+e^{1+e^{2 e^5}+4 x+4 x^2+e^{e^5} (2+4 x)} \left(2-4 x-4 e^{e^5} x-8 x^2\right)\right)}{x^3} \, dx","e^{\frac{4-e^{\left(2 x+e^{e^5}+1\right)^2}}{x^2}+x+3}+x",1,"x + Defer[Int][E^(3 - (-4 + E^(1 + E^E^5 + 2*x)^2)/x^2 + x), x] - 8*Defer[Int][E^(3 - (-4 + E^(1 + E^E^5 + 2*x)^2)/x^2 + x)/x^3, x] + 2*Defer[Int][E^(4*(1 + E^(2*E^5)/4) + 4/x^2 - E^(1 + E^E^5 + 2*x)^2/x^2 + 5*x + 4*x^2 + E^E^5*(2 + 4*x))/x^3, x] - 4*(1 + E^E^5)*Defer[Int][E^(4*(1 + E^(2*E^5)/4) + 4/x^2 - E^(1 + E^E^5 + 2*x)^2/x^2 + 5*x + 4*x^2 + E^E^5*(2 + 4*x))/x^2, x] - 8*Defer[Int][E^(4*(1 + E^(2*E^5)/4) + 4/x^2 - E^(1 + E^E^5 + 2*x)^2/x^2 + 5*x + 4*x^2 + E^E^5*(2 + 4*x))/x, x]","F",0,0,0,0,-1,"{}"
1478,1,50,0,0.120386,"\int \frac{30 x-6 e^4 x+6 x^2+9 x^4+\left(-25+5 e^4-30 x^3\right) \log (4)+25 x^2 \log ^2(4)}{9 x^4-30 x^3 \log (4)+25 x^2 \log ^2(4)} \, dx","Int[(30*x - 6*E^4*x + 6*x^2 + 9*x^4 + (-25 + 5*E^4 - 30*x^3)*Log[4] + 25*x^2*Log[4]^2)/(9*x^4 - 30*x^3*Log[4] + 25*x^2*Log[4]^2),x]","x+\frac{3 e^4-5 (3+\log (16))}{5 \log (4) (3 x-5 \log (4))}+\frac{5-e^4}{5 x \log (4)}","\frac{x^2-2 x+\frac{2 x-e^4+5}{2 x+5 (\log (4)-x)}}{x}",1,"x + (5 - E^4)/(5*x*Log[4]) + (3*E^4 - 5*(3 + Log[16]))/(5*(3*x - 5*Log[4])*Log[4])","A",6,4,69,0.05797,1,"{6, 1594, 27, 1620}"
1479,1,20,0,0.0076526,"\int \frac{1}{4} e^{\frac{1}{4} \left(x-4 \log \left(\frac{-5+e^2}{e^2}\right)\right)} \, dx","Int[E^((x - 4*Log[(-5 + E^2)/E^2])/4)/4,x]","-\frac{e^{\frac{x}{4}+2}}{5-e^2}","\frac{e^{x/4}}{1-\frac{5}{e^2}}",1,"-(E^(2 + x/4)/(5 - E^2))","A",2,2,24,0.08333,1,"{12, 2194}"
1480,-1,0,0,180.0021502,"\int \frac{\exp \left(\frac{-20+4 e^4+e^{e^x} \left(4-e^x\right)+3 x-4 x^2+e^x \left(5-e^4-x+x^2\right)}{-5+e^4+e^{e^x}+x-x^2}\right) \left(5-e^4-e^{2 e^x+x}-x^2+e^x \left(-25-e^8+10 x-11 x^2+2 x^3-x^4+e^4 \left(10-2 x+2 x^2\right)\right)+e^{e^x} \left(-1+e^x \left(10-2 e^4-x+2 x^2\right)\right)\right)}{25+e^8+e^{2 e^x}-10 x+11 x^2-2 x^3+x^4+e^4 \left(-10+2 x-2 x^2\right)+e^{e^x} \left(-10+2 e^4+2 x-2 x^2\right)} \, dx","Int[(E^((-20 + 4*E^4 + E^E^x*(4 - E^x) + 3*x - 4*x^2 + E^x*(5 - E^4 - x + x^2))/(-5 + E^4 + E^E^x + x - x^2))*(5 - E^4 - E^(2*E^x + x) - x^2 + E^x*(-25 - E^8 + 10*x - 11*x^2 + 2*x^3 - x^4 + E^4*(10 - 2*x + 2*x^2)) + E^E^x*(-1 + E^x*(10 - 2*E^4 - x + 2*x^2))))/(25 + E^8 + E^(2*E^x) - 10*x + 11*x^2 - 2*x^3 + x^4 + E^4*(-10 + 2*x - 2*x^2) + E^E^x*(-10 + 2*E^4 + 2*x - 2*x^2)),x]","\text{\$Aborted}","e^{\frac{x}{x^2-x-e^{e^x}-e^4+5}-e^x+4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1481,0,0,0,10.1898661,"\int \left(2 x+\exp \left(4 x+4 x^2+4 e^x x^2+4 \left(x+e^x x\right) \log ^2(x)\right) \left(4+8 x+e^x \left(8 x+4 x^2\right)+\left(8+8 e^x\right) \log (x)+\left(4+e^x (4+4 x)\right) \log ^2(x)\right)+\exp \left(2 x+2 x^2+2 e^x x^2+2 \left(x+e^x x\right) \log ^2(x)\right) \left(-2-4 x-8 x^2+e^x \left(-8 x^2-4 x^3\right)+\left(-8 x-8 e^x x\right) \log (x)+\left(-4 x+e^x \left(-4 x-4 x^2\right)\right) \log ^2(x)\right)\right) \, dx","Int[2*x + E^(4*x + 4*x^2 + 4*E^x*x^2 + 4*(x + E^x*x)*Log[x]^2)*(4 + 8*x + E^x*(8*x + 4*x^2) + (8 + 8*E^x)*Log[x] + (4 + E^x*(4 + 4*x))*Log[x]^2) + E^(2*x + 2*x^2 + 2*E^x*x^2 + 2*(x + E^x*x)*Log[x]^2)*(-2 - 4*x - 8*x^2 + E^x*(-8*x^2 - 4*x^3) + (-8*x - 8*E^x*x)*Log[x] + (-4*x + E^x*(-4*x - 4*x^2))*Log[x]^2),x]","\int \left(2 x+\exp \left(4 x+4 x^2+4 e^x x^2+4 \left(x+e^x x\right) \log ^2(x)\right) \left(4+8 x+e^x \left(8 x+4 x^2\right)+\left(8+8 e^x\right) \log (x)+\left(4+e^x (4+4 x)\right) \log ^2(x)\right)+\exp \left(2 x+2 x^2+2 e^x x^2+2 \left(x+e^x x\right) \log ^2(x)\right) \left(-2-4 x-8 x^2+e^x \left(-8 x^2-4 x^3\right)+\left(-8 x-8 e^x x\right) \log (x)+\left(-4 x+e^x \left(-4 x-4 x^2\right)\right) \log ^2(x)\right)\right) \, dx","\left(e^{2 x-2 \left(-e^x-1\right) x \left(x+\log ^2(x)\right)}-x\right)^2",1,"x^2 - (2*E^(2*x + 2*x^2 + 2*E^x*x^2 + 2*(x + E^x*x)*Log[x]^2)*(x + 2*x^2 + E^x*(2*x^2 + x^3) + 2*(x + E^x*x)*Log[x] + (x + E^x*(x + x^2))*Log[x]^2))/(1 + 2*x + 2*E^x*x + E^x*x^2 + (2*(x + E^x*x)*Log[x])/x + (1 + E^x + E^x*x)*Log[x]^2) + 4*Defer[Int][E^(4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2)), x] + 8*Defer[Int][E^(4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*x, x] + 8*Defer[Int][E^(x + 4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*x, x] + 4*Defer[Int][E^(x + 4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*x^2, x] + 8*Defer[Int][E^(4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*Log[x], x] + 8*Defer[Int][E^(x + 4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*Log[x], x] + 4*Defer[Int][E^(4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*Log[x]^2, x] + 4*Defer[Int][E^(x + 4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*Log[x]^2, x] + 4*Defer[Int][E^(x + 4*x*(1 + x + E^x*x + Log[x]^2 + E^x*Log[x]^2))*x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
1482,1,31,0,0.575668,"\int \frac{-20-91 x+x^2+8 x^3+\left(5+18 x-6 x^2\right) \log (x)}{25 x+50 x^2-x^3-2 x^4+\left(-5 x-9 x^2+2 x^3\right) \log (x)} \, dx","Int[(-20 - 91*x + x^2 + 8*x^3 + (5 + 18*x - 6*x^2)*Log[x])/(25*x + 50*x^2 - x^3 - 2*x^4 + (-5*x - 9*x^2 + 2*x^3)*Log[x]),x]","-\log (5-x)-\log (x)-\log (2 x+1)-\log (x-\log (x)+5)","-\log \left((5-x) x \left(x+\frac{1}{2}\right) (-x+\log (x)-5)\right)+e^5+5",1,"-Log[5 - x] - Log[x] - Log[1 + 2*x] - Log[5 + x - Log[x]]","A",6,4,65,0.06154,1,"{6741, 6728, 1612, 6684}"
1483,1,27,0,3.8429842,"\int \frac{e^{1+x+e^x x+e^{\frac{2 x}{5+x}} x-3 x^2} \left(25-140 x-59 x^2-6 x^3+e^{\frac{2 x}{5+x}} \left(25+20 x+x^2\right)+e^x \left(25+35 x+11 x^2+x^3\right)\right)}{25+10 x+x^2} \, dx","Int[(E^(1 + x + E^x*x + E^((2*x)/(5 + x))*x - 3*x^2)*(25 - 140*x - 59*x^2 - 6*x^3 + E^((2*x)/(5 + x))*(25 + 20*x + x^2) + E^x*(25 + 35*x + 11*x^2 + x^3)))/(25 + 10*x + x^2),x]","e^{-3 x^2+e^x x+e^{\frac{2 x}{x+5}} x+x+1}","e^{\left(-3 x+e^x+e^{\frac{2 x}{x+5}}+1\right) x+1}",1,"E^(1 + x + E^x*x + E^((2*x)/(5 + x))*x - 3*x^2)","A",2,2,89,0.02247,1,"{27, 6706}"
1484,1,32,0,0.0121943,"\int \frac{e^x (5+x) \log (3)}{2 \log (\log (2))} \, dx","Int[(E^x*(5 + x)*Log[3])/(2*Log[Log[2]]),x]","\frac{e^x (x+5) \log (3)}{2 \log (\log (2))}-\frac{e^x \log (3)}{2 \log (\log (2))}","\frac{e^x (x+4) \log (3)}{2 \log (\log (2))}",1,"-1/2*(E^x*Log[3])/Log[Log[2]] + (E^x*(5 + x)*Log[3])/(2*Log[Log[2]])","A",3,3,17,0.1765,1,"{12, 2176, 2194}"
1485,1,22,0,0.0365101,"\int \frac{-64+10368 \log (4)-629856 \log ^2(4)+17006112 \log ^3(4)-172186884 \log ^4(4)}{x \log ^4(4)-4 x \log ^4(4) \log (x)+4 x \log ^4(4) \log ^2(x)} \, dx","Int[(-64 + 10368*Log[4] - 629856*Log[4]^2 + 17006112*Log[4]^3 - 172186884*Log[4]^4)/(x*Log[4]^4 - 4*x*Log[4]^4*Log[x] + 4*x*Log[4]^4*Log[x]^2),x]","-\frac{2 (2-81 \log (4))^4}{\log ^4(4) (1-2 \log (x))}","\left(\frac{2}{\log (4)}-81\right)^4 \left(1-\frac{4}{\frac{1}{\log (x)}-2}\right)",1,"(-2*(2 - 81*Log[4])^4)/(Log[4]^4*(1 - 2*Log[x]))","A",4,2,54,0.03704,1,"{12, 32}"
1486,0,0,0,10.9700556,"\int \frac{\exp \left(\frac{10-2 e^{e^{\frac{-2+5 x+4 x^2}{x}}}-\log \left(x^2\right)}{-5+e^{e^{\frac{-2+5 x+4 x^2}{x}}}}\right) \left(-15 x-e^{2 e^{\frac{-2+5 x+4 x^2}{x}}} x+e^{e^{\frac{-2+5 x+4 x^2}{x}}} \left(8 x+e^{\frac{-2+5 x+4 x^2}{x}} \left(2+4 x^2\right) \log \left(x^2\right)\right)\right)}{25 x^3-10 e^{e^{\frac{-2+5 x+4 x^2}{x}}} x^3+e^{2 e^{\frac{-2+5 x+4 x^2}{x}}} x^3} \, dx","Int[(E^((10 - 2*E^E^((-2 + 5*x + 4*x^2)/x) - Log[x^2])/(-5 + E^E^((-2 + 5*x + 4*x^2)/x)))*(-15*x - E^(2*E^((-2 + 5*x + 4*x^2)/x))*x + E^E^((-2 + 5*x + 4*x^2)/x)*(8*x + E^((-2 + 5*x + 4*x^2)/x)*(2 + 4*x^2)*Log[x^2])))/(25*x^3 - 10*E^E^((-2 + 5*x + 4*x^2)/x)*x^3 + E^(2*E^((-2 + 5*x + 4*x^2)/x))*x^3),x]","\int \frac{\exp \left(\frac{10-2 e^{e^{\frac{-2+5 x+4 x^2}{x}}}-\log \left(x^2\right)}{-5+e^{e^{\frac{-2+5 x+4 x^2}{x}}}}\right) \left(-15 x-e^{2 e^{\frac{-2+5 x+4 x^2}{x}}} x+e^{e^{\frac{-2+5 x+4 x^2}{x}}} \left(8 x+e^{\frac{-2+5 x+4 x^2}{x}} \left(2+4 x^2\right) \log \left(x^2\right)\right)\right)}{25 x^3-10 e^{e^{\frac{-2+5 x+4 x^2}{x}}} x^3+e^{2 e^{\frac{-2+5 x+4 x^2}{x}}} x^3} \, dx","\frac{e^{\frac{\log \left(x^2\right)}{5-e^{e^{\frac{(2 x+1)^2+x-3}{x}}}}-2}}{x}",1,"2*Log[x^2]*Defer[Int][(E^(3 + E^(5 - 2/x + 4*x) - 2/x + 4*x)*(x^2)^(5 - E^E^(5 - 2/x + 4*x))^(-1))/((-5 + E^E^(5 - 2/x + 4*x))^2*x^3), x] + 4*Log[x^2]*Defer[Int][(E^(3 + E^(5 - 2/x + 4*x) - 2/x + 4*x)*(x^2)^(5 - E^E^(5 - 2/x + 4*x))^(-1))/((-5 + E^E^(5 - 2/x + 4*x))^2*x), x] - Defer[Int][(x^2)^(-1 + (5 - E^E^(5 - 2/x + 4*x))^(-1)), x]/E^2 - (2*Defer[Int][(x^2)^(-1 + (5 - E^E^(5 - 2/x + 4*x))^(-1))/(-5 + E^E^(5 - 2/x + 4*x)), x])/E^2 - 4*Defer[Int][Defer[Int][(E^(3 + E^(5 - 2/x + 4*x) - 2/x + 4*x)*(x^2)^(5 - E^E^(5 - 2/x + 4*x))^(-1))/((-5 + E^E^(5 - 2/x + 4*x))^2*x^3), x]/x, x] - 8*Defer[Int][Defer[Int][(E^(3 + E^(5 - 2/x + 4*x) - 2/x + 4*x)*(x^2)^(5 - E^E^(5 - 2/x + 4*x))^(-1))/((-5 + E^E^(5 - 2/x + 4*x))^2*x), x]/x, x]","F",0,0,0,0,-1,"{}"
1487,1,43,0,0.197739,"\int \frac{-252+180 x+e^{2 x} \left(-50+150 x-150 x^2+50 x^3\right)+e^x \left(-270+630 x-510 x^2+150 x^3\right)}{-25+75 x-75 x^2+25 x^3} \, dx","Int[(-252 + 180*x + E^(2*x)*(-50 + 150*x - 150*x^2 + 50*x^3) + E^x*(-270 + 630*x - 510*x^2 + 150*x^3))/(-25 + 75*x - 75*x^2 + 25*x^3),x]","\frac{9 (7-5 x)^2}{25 (1-x)^2}+6 e^x+e^{2 x}+\frac{12 e^x}{5 (1-x)}","\left(x+e^x-\frac{(x-1)^2-x-\frac{x+5}{5 (1-x)}}{x}\right)^2",1,"6*E^x + E^(2*x) + (9*(7 - 5*x)^2)/(25*(1 - x)^2) + (12*E^x)/(5*(1 - x))","A",10,6,63,0.09524,1,"{6688, 2194, 37, 2199, 2177, 2178}"
1488,1,29,0,0.1493699,"\int \frac{e^{e^{\frac{2 e^2+(-4-x) \log (5)}{\log (5)}}} \left(-3-e^{\frac{2 e^2+(-4-x) \log (5)}{\log (5)}} x\right)}{x^4} \, dx","Int[(E^E^((2*E^2 + (-4 - x)*Log[5])/Log[5])*(-3 - E^((2*E^2 + (-4 - x)*Log[5])/Log[5])*x))/x^4,x]","\frac{e^{e^{\frac{2 e^2}{\log (5)}} 5^{-\frac{x+4}{\log (5)}}}}{x^3}","\frac{e^{e^{-x-4+\frac{2 e^2}{\log (5)}}}}{x^3}",1,"E^(E^((2*E^2)/Log[5])/5^((4 + x)/Log[5]))/x^3","A",1,1,53,0.01887,1,"{2288}"
1489,1,87,0,0.5074839,"\int \left(1-4 x^3+e^{4 x} \left(-18 x^2-48 x^3-54 x^4-24 x^5\right)+e^{8 x} \left(-18 x-126 x^2-252 x^3-306 x^4-198 x^5-72 x^6\right)\right) \, dx","Int[1 - 4*x^3 + E^(4*x)*(-18*x^2 - 48*x^3 - 54*x^4 - 24*x^5) + E^(8*x)*(-18*x - 126*x^2 - 252*x^3 - 306*x^4 - 198*x^5 - 72*x^6),x]","-9 e^{8 x} x^6-6 e^{4 x} x^5-18 e^{8 x} x^5-6 e^{4 x} x^4-27 e^{8 x} x^4-x^4-6 e^{4 x} x^3-18 e^{8 x} x^3-9 e^{8 x} x^2+x","-x^2 \left(3 e^{4 x} \left(x^2+x+1\right)+x\right)^2+x+3",1,"x - 9*E^(8*x)*x^2 - 6*E^(4*x)*x^3 - 18*E^(8*x)*x^3 - x^4 - 6*E^(4*x)*x^4 - 27*E^(8*x)*x^4 - 6*E^(4*x)*x^5 - 18*E^(8*x)*x^5 - 9*E^(8*x)*x^6","B",50,3,69,0.04348,1,"{2196, 2176, 2194}"
1490,1,41,0,0.4725143,"\int \frac{-9+250 x+54 x^2+3 x^3+e^x \left(8 x+x^2\right)+x \log (x)}{243 x+54 x^2+3 x^3} \, dx","Int[(-9 + 250*x + 54*x^2 + 3*x^3 + E^x*(8*x + x^2) + x*Log[x])/(243*x + 54*x^2 + 3*x^3),x]","x+\frac{e^x}{3 (x+9)}-\frac{8}{3 (x+9)}+\frac{x \log (x)}{27 (x+9)}-\frac{\log (x)}{27}","x+\frac{e^x-\log (x)-8}{3 (x+9)}",1,"x - 8/(3*(9 + x)) + E^x/(3*(9 + x)) - Log[x]/27 + (x*Log[x])/(27*(9 + x))","B",14,9,47,0.1915,1,"{1594, 27, 12, 6742, 44, 43, 2197, 2314, 31}"
1491,0,0,0,18.4478436,"\int \frac{48+12 x-48 x^2-9 x^3-9 x^4+e^{-4+x} \left(-24-24 x+6 x^2-12 x^3-6 x^4\right)+\left(-48+24 x+60 x^2+18 x^3+e^{-4+x} \left(24+48 x+30 x^2+6 x^3\right)\right) \log (x)}{64 x^2-32 x^3-44 x^4+12 x^5+9 x^6+e^{-8+2 x} \left(16 x^2+16 x^3+4 x^4\right)+e^{-4+x} \left(-64 x^2-16 x^3+32 x^4+12 x^5\right)} \, dx","Int[(48 + 12*x - 48*x^2 - 9*x^3 - 9*x^4 + E^(-4 + x)*(-24 - 24*x + 6*x^2 - 12*x^3 - 6*x^4) + (-48 + 24*x + 60*x^2 + 18*x^3 + E^(-4 + x)*(24 + 48*x + 30*x^2 + 6*x^3))*Log[x])/(64*x^2 - 32*x^3 - 44*x^4 + 12*x^5 + 9*x^6 + E^(-8 + 2*x)*(16*x^2 + 16*x^3 + 4*x^4) + E^(-4 + x)*(-64*x^2 - 16*x^3 + 32*x^4 + 12*x^5)),x]","\int \frac{48+12 x-48 x^2-9 x^3-9 x^4+e^{-4+x} \left(-24-24 x+6 x^2-12 x^3-6 x^4\right)+\left(-48+24 x+60 x^2+18 x^3+e^{-4+x} \left(24+48 x+30 x^2+6 x^3\right)\right) \log (x)}{64 x^2-32 x^3-44 x^4+12 x^5+9 x^6+e^{-8+2 x} \left(16 x^2+16 x^3+4 x^4\right)+e^{-4+x} \left(-64 x^2-16 x^3+32 x^4+12 x^5\right)} \, dx","\frac{3 \left(\frac{x^2}{x+2}-\log (x)\right)}{x \left(3 x+2 e^{x-4}-4\right)}",1,"-39*E^8*Defer[Int][(-4*E^4 + 2*E^x + 3*E^4*x)^(-2), x] - 9*E^8*Log[x]*Defer[Int][(-4*E^4 + 2*E^x + 3*E^4*x)^(-2), x] + 21*E^8*Log[x]*Defer[Int][1/(x*(-4*E^4 + 2*E^x + 3*E^4*x)^2), x] + 9*E^8*Defer[Int][x/(-4*E^4 + 2*E^x + 3*E^4*x)^2, x] + 78*E^8*Defer[Int][1/((2 + x)*(-4*E^4 + 2*E^x + 3*E^4*x)^2), x] - 3*E^4*Defer[Int][(-4*E^4 + 2*E^x + 3*E^4*x)^(-1), x] - 3*E^4*Defer[Int][1/(x^2*(-4*E^4 + 2*E^x + 3*E^4*x)), x] + 3*E^4*Log[x]*Defer[Int][1/(x^2*(-4*E^4 + 2*E^x + 3*E^4*x)), x] + 3*E^4*Log[x]*Defer[Int][1/(x*(-4*E^4 + 2*E^x + 3*E^4*x)), x] + 6*E^4*Defer[Int][1/((2 + x)^2*(-4*E^4 + 2*E^x + 3*E^4*x)), x] + 6*E^4*Defer[Int][1/((2 + x)*(-4*E^4 + 2*E^x + 3*E^4*x)), x] + 9*E^8*Defer[Int][Defer[Int][(2*E^x + E^4*(-4 + 3*x))^(-2), x]/x, x] - 21*E^8*Defer[Int][Defer[Int][1/(x*(2*E^x + E^4*(-4 + 3*x))^2), x]/x, x] - 3*E^4*Defer[Int][Defer[Int][1/(x^2*(2*E^x + E^4*(-4 + 3*x))), x]/x, x] - 3*E^4*Defer[Int][Defer[Int][1/(x*(2*E^x + E^4*(-4 + 3*x))), x]/x, x]","F",0,0,0,0,-1,"{}"
1492,1,109,0,0.1375723,"\int \frac{e^3 \left(160-40 x^4\right)+e^6 \left(-48 x+13 x^3+4 x^5+e^2 \left(-32+8 x^4\right)\right)}{25 x^3+e^3 \left(-10 e^2 x^3-10 x^4\right)+e^6 \left(e^4 x^3+2 e^2 x^4+x^5\right)} \, dx","Int[(E^3*(160 - 40*x^4) + E^6*(-48*x + 13*x^3 + 4*x^5 + E^2*(-32 + 8*x^4)))/(25*x^3 + E^3*(-10*E^2*x^3 - 10*x^4) + E^6*(E^4*x^3 + 2*E^2*x^4 + x^5)),x]","-\frac{16 e^3}{\left(5-e^5\right) x^2}+4 x-\frac{2500-2000 e^5-325 e^6+600 e^{10}+130 e^{11}+16 e^{12}-80 e^{15}-13 e^{16}+4 e^{20}}{e^3 \left(5-e^5\right)^2 \left(-e^3 x-e^5+5\right)}-\frac{16 e^6}{\left(5-e^5\right)^2 x}","\frac{\left(2 x-\frac{4}{x}\right)^2+3}{x+e^2-\frac{5}{e^3}}",1,"(-16*E^3)/((5 - E^5)*x^2) - (16*E^6)/((5 - E^5)^2*x) + 4*x - (2500 - 2000*E^5 - 325*E^6 + 600*E^10 + 130*E^11 + 16*E^12 - 80*E^15 - 13*E^16 + 4*E^20)/(E^3*(5 - E^5)^2*(5 - E^5 - E^3*x))","B",2,1,91,0.01099,1,"{2074}"
1493,1,16,0,0.2435749,"\int \frac{\left(30 x^2+60 x^3\right) \log \left(e^4+x+x^2\right)+\left(30 e^4 x+30 x^2+30 x^3\right) \log ^2\left(e^4+x+x^2\right)}{e^4+x+x^2} \, dx","Int[((30*x^2 + 60*x^3)*Log[E^4 + x + x^2] + (30*E^4*x + 30*x^2 + 30*x^3)*Log[E^4 + x + x^2]^2)/(E^4 + x + x^2),x]","15 x^2 \log ^2\left(x^2+x+e^4\right)","15 x^2 \log ^2\left(x^2+x+e^4\right)",1,"15*x^2*Log[E^4 + x + x^2]^2","A",3,10,62,0.1613,1,"{6688, 12, 14, 800, 634, 618, 204, 628, 2525, 6687}"
1494,1,15,0,0.0049126,"\int \frac{-3+24 x+4 x^2}{3 x} \, dx","Int[(-3 + 24*x + 4*x^2)/(3*x),x]","\frac{2 x^2}{3}+8 x-\log (x)","\left(\frac{2 x}{3}+11\right) x-3 x-\log (x)-2",1,"8*x + (2*x^2)/3 - Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
1495,1,107,0,0.0326079,"\int \frac{1}{8} \left(x+12 x^3-20 x^4+27 x^5-84 x^6+64 x^7+\left(8 x-12 x^2+48 x^3-140 x^4+96 x^5\right) \log (2)+\left(16 x-48 x^2+32 x^3\right) \log ^2(2)\right) \, dx","Int[(x + 12*x^3 - 20*x^4 + 27*x^5 - 84*x^6 + 64*x^7 + (8*x - 12*x^2 + 48*x^3 - 140*x^4 + 96*x^5)*Log[2] + (16*x - 48*x^2 + 32*x^3)*Log[2]^2)/8,x]","x^8-\frac{3 x^7}{2}+\frac{9 x^6}{16}+2 x^6 \log (2)-\frac{x^5}{2}-\frac{7}{2} x^5 \log (2)+\frac{3 x^4}{8}+x^4 \log ^2(2)+\frac{3}{2} x^4 \log (2)-2 x^3 \log ^2(2)-\frac{1}{2} x^3 \log (2)+\frac{x^2}{16}+x^2 \log ^2(2)+\frac{1}{2} x^2 \log (2)","(x-1)^2 x^4 \left(\frac{1}{4} \left(\frac{1}{x}+1\right)+x+\frac{\log (2)}{x}\right)^2",1,"x^2/16 + (3*x^4)/8 - x^5/2 + (9*x^6)/16 - (3*x^7)/2 + x^8 + (x^2*Log[2])/2 - (x^3*Log[2])/2 + (3*x^4*Log[2])/2 - (7*x^5*Log[2])/2 + 2*x^6*Log[2] + x^2*Log[2]^2 - 2*x^3*Log[2]^2 + x^4*Log[2]^2","B",4,1,77,0.01299,1,"{12}"
1496,0,0,0,0.6813671,"\int \frac{e^{-x} \left(4 e^x+e^{e^{e^{-1+x}}} \left(4 x+e^{e^{-1+x}} \left(-4 e^{-1+x} x+4 e^{-1+2 x} x\right)\right)\right)}{x} \, dx","Int[(4*E^x + E^E^E^(-1 + x)*(4*x + E^E^(-1 + x)*(-4*E^(-1 + x)*x + 4*E^(-1 + 2*x)*x)))/(E^x*x),x]","\int \frac{e^{-x} \left(4 e^x+e^{e^{e^{-1+x}}} \left(4 x+e^{e^{-1+x}} \left(-4 e^{-1+x} x+4 e^{-1+2 x} x\right)\right)\right)}{x} \, dx","\log \left(x^4\right)+e^{e^{e^{x-1}}} \left(4-4 e^{-x}\right)",1,"4*E^E^E^(-1 + x) + 4*Log[x] + 4*Defer[Subst][Defer[Int][E^E^(x/E)/x^2, x], x, E^x] - (4*Defer[Subst][Defer[Int][E^(E^x + x)/x, x], x, E^(-1 + x)])/E","F",0,0,0,0,-1,"{}"
1497,1,22,0,0.0136638,"\int \frac{1}{3} \left(-1+e^x (-12-12 x)+6 x\right) \, dx","Int[(-1 + E^x*(-12 - 12*x) + 6*x)/3,x]","x^2-\frac{x}{3}+4 e^x-4 e^x (x+1)","-4 e^x x+\left(x-\frac{2}{x}\right) x-\frac{x}{3}-5",1,"4*E^x - x/3 + x^2 - 4*E^x*(1 + x)","A",4,3,18,0.1667,1,"{12, 2176, 2194}"
1498,1,54,0,0.8462905,"\int \frac{-40 e^x+8 e^{2 x}+e^{\frac{x^2}{8}} x+e^{\frac{x^2}{16}} \left(e^x (-8-x)+5 x\right)}{100-40 e^x+4 e^{2 x}+4 e^{\frac{x^2}{8}}+e^{\frac{x^2}{16}} \left(40-8 e^x\right)+4 \log (4)} \, dx","Int[(-40*E^x + 8*E^(2*x) + E^(x^2/8)*x + E^(x^2/16)*(E^x*(-8 - x) + 5*x))/(100 - 40*E^x + 4*E^(2*x) + 4*E^(x^2/8) + E^(x^2/16)*(40 - 8*E^x) + 4*Log[4]),x]","\log \left(-10 e^{\frac{x^2}{16}}-e^{\frac{x^2}{8}}+2 e^{\frac{x^2}{16}+x}+10 e^x-e^{2 x}-25-\log (4)\right)","\log \left(\left(e^{\frac{x^2}{16}}-e^x+5\right)^2+\log (4)\right)",1,"Log[-25 + 10*E^x - E^(2*x) - 10*E^(x^2/16) - E^(x^2/8) + 2*E^(x + x^2/16) - Log[4]]","B",4,3,96,0.03125,1,"{6741, 12, 6684}"
1499,0,0,0,0.3665613,"\int \frac{e^{-\frac{3}{27+4 \log (x)}} \left(741+216 \log (x)+16 \log ^2(x)\right)}{729+216 \log (x)+16 \log ^2(x)} \, dx","Int[(741 + 216*Log[x] + 16*Log[x]^2)/(E^(3/(27 + 4*Log[x]))*(729 + 216*Log[x] + 16*Log[x]^2)),x]","\int \frac{e^{-\frac{3}{27+4 \log (x)}} \left(741+216 \log (x)+16 \log ^2(x)\right)}{729+216 \log (x)+16 \log ^2(x)} \, dx","x e^{-\frac{1}{\frac{4 \log (x)}{3}+9}}",1,"Defer[Int][E^(-3/(27 + 4*Log[x])), x] + 12*Defer[Int][1/(E^(3/(27 + 4*Log[x]))*(27 + 4*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
1500,1,18,0,0.0052573,"\int \frac{-1-25 x+18 x^2-3 x^3}{x} \, dx","Int[(-1 - 25*x + 18*x^2 - 3*x^3)/x,x]","-x^3+9 x^2-25 x-\log (x)","-x \left((x-5)^2+x\right)-\log (x \log (5))+6",1,"-25*x + 9*x^2 - x^3 - Log[x]","A",2,1,19,0.05263,1,"{14}"
1501,1,25,0,0.6590634,"\int \frac{-4+e^x \left(631-x-50 \log (4)+\log ^2(4)\right)}{-2520+4 x+200 \log (4)-4 \log ^2(4)+e^x \left(630-x-50 \log (4)+\log ^2(4)\right)} \, dx","Int[(-4 + E^x*(631 - x - 50*Log[4] + Log[4]^2))/(-2520 + 4*x + 200*Log[4] - 4*Log[4]^2 + E^x*(630 - x - 50*Log[4] + Log[4]^2)),x]","\log \left(4-e^x\right)-\log \left(-x+630+\log ^2(4)-50 \log (4)\right)","\log \left(\frac{e^x-4}{-x+5+(25-\log (4))^2}\right)",1,"Log[4 - E^x] - Log[630 - x - 50*Log[4] + Log[4]^2]","A",9,7,54,0.1296,1,"{6741, 6742, 2282, 36, 31, 29, 43}"
1502,1,31,0,0.1315266,"\int \frac{2 x+x^2-5 \log (3)+e^x \left(x^2-x \log (3)\right)+\log (3) \log \left(e^{e^x} x\right)}{x^2} \, dx","Int[(2*x + x^2 - 5*Log[3] + E^x*(x^2 - x*Log[3]) + Log[3]*Log[E^E^x*x])/x^2,x]","x+e^x+2 \log (x)-\frac{\log (3) \log \left(e^{e^x} x\right)}{x}+\frac{4 \log (3)}{x}","x+\log (x)+\frac{(x-\log (3)) \left(\log \left(e^{e^x} x\right)-4\right)}{x}+625",1,"E^x + x + (4*Log[3])/x + 2*Log[x] - (Log[3]*Log[E^E^x*x])/x","A",14,5,39,0.1282,1,"{14, 2199, 2194, 2178, 2551}"
1503,1,24,0,0.0310997,"\int \frac{-30 e^{2/5}+3 x+12 x^3+3 e^x x^3}{x^3} \, dx","Int[(-30*E^(2/5) + 3*x + 12*x^3 + 3*E^x*x^3)/x^3,x]","\frac{15 e^{2/5}}{x^2}+12 x+3 e^x-\frac{3}{x}","3 \left(-\left(\left(4-\frac{1}{x^2}\right) \left(5 e^{2/5}-x\right)\right)+e^x+4\right)",1,"3*E^x + (15*E^(2/5))/x^2 - 3/x + 12*x","A",5,2,28,0.07143,1,"{14, 2194}"
1504,1,143,0,0.9321397,"\int \frac{16-64 x-8 x^2+32 x^3+x^4-4 x^5+e^{\frac{-32+x+8 x^2+x^3}{-4+x^2}} \left(16-4 x-8 x^2-13 x^3+x^4+x^5\right)}{32-16 x^2+2 x^4} \, dx","Int[(16 - 64*x - 8*x^2 + 32*x^3 + x^4 - 4*x^5 + E^((-32 + x + 8*x^2 + x^3)/(-4 + x^2))*(16 - 4*x - 8*x^2 - 13*x^3 + x^4 + x^5))/(32 - 16*x^2 + 2*x^4),x]","-x^2-\frac{x}{4-x^2}+\frac{x^3}{4 \left(4-x^2\right)}+\frac{e^{\frac{-x^3-8 x^2-x+32}{4-x^2}} \left(-x^5+13 x^3+4 x\right)}{2 \left(4-x^2\right)^2 \left(\frac{3 x^2+16 x+1}{4-x^2}-\frac{2 x \left(-x^3-8 x^2-x+32\right)}{\left(4-x^2\right)^2}\right)}+\frac{3 x}{4}","\frac{1}{2} \left(e^{-\frac{5 x}{4-x^2}+x+8}-2 x+1\right) x",1,"(3*x)/4 - x^2 - x/(4 - x^2) + x^3/(4*(4 - x^2)) + (E^((32 - x - 8*x^2 - x^3)/(4 - x^2))*(4*x + 13*x^3 - x^5))/(2*(4 - x^2)^2*((1 + 16*x + 3*x^2)/(4 - x^2) - (2*x*(32 - x - 8*x^2 - x^3))/(4 - x^2)^2))","B",18,10,81,0.1235,1,"{28, 6742, 199, 207, 261, 288, 266, 43, 321, 2288}"
1505,0,0,0,18.7810725,"\int \frac{e^{\frac{2}{100 x+10 e^{1+e^{e^x}} x}} \left(-10-1500 x-15 e^{2+2 e^{e^x}} x+e^{1+e^{e^x}} \left(-1-300 x-e^{e^x+x} x\right)\right)}{500 x^5+100 e^{1+e^{e^x}} x^5+5 e^{2+2 e^{e^x}} x^5} \, dx","Int[(E^(2/(100*x + 10*E^(1 + E^E^x)*x))*(-10 - 1500*x - 15*E^(2 + 2*E^E^x)*x + E^(1 + E^E^x)*(-1 - 300*x - E^(E^x + x)*x)))/(500*x^5 + 100*E^(1 + E^E^x)*x^5 + 5*E^(2 + 2*E^E^x)*x^5),x]","\int \frac{e^{\frac{2}{100 x+10 e^{1+e^{e^x}} x}} \left(-10-1500 x-15 e^{2+2 e^{e^x}} x+e^{1+e^{e^x}} \left(-1-300 x-e^{e^x+x} x\right)\right)}{500 x^5+100 e^{1+e^{e^x}} x^5+5 e^{2+2 e^{e^x}} x^5} \, dx","\frac{e^{\frac{1}{5 \left(e^{e^{e^x}+1}+10\right) x}}}{x^3}",1,"-1/5*Defer[Int][E^(1 + E^E^x + 1/(5*(10 + E^(1 + E^E^x))*x))/((10 + E^(1 + E^E^x))^2*x^5), x] - 2*Defer[Int][E^(1/(5*(10 + E^(1 + E^E^x))*x))/((10 + E^(1 + E^E^x))^2*x^5), x] - 60*Defer[Int][E^(1 + E^E^x + 1/(5*(10 + E^(1 + E^E^x))*x))/((10 + E^(1 + E^E^x))^2*x^4), x] - 3*Defer[Int][E^(2*(1 + E^E^x) + 1/(5*(10 + E^(1 + E^E^x))*x))/((10 + E^(1 + E^E^x))^2*x^4), x] - 300*Defer[Int][E^(1/(5*(10 + E^(1 + E^E^x))*x))/((10 + E^(1 + E^E^x))^2*x^4), x] - Defer[Int][E^(1 + E^E^x + E^x + 1/(5*(10 + E^(1 + E^E^x))*x) + x)/((10 + E^(1 + E^E^x))^2*x^4), x]/5","F",0,0,0,0,-1,"{}"
1506,0,0,0,4.8184615,"\int \frac{-45+39 x-56 x^2+40 x^3-11 x^4+x^5+\left(-45+30 x-170 x^2+119 x^3-58 x^4+13 x^5-x^6\right) \log (x)+\left(9 x^2-6 x^3+13 x^4-11 x^5-x^6-4 x^7-5 x^8+x^9\right) \log ^2(x)}{\left(45 x-39 x^2+56 x^3-40 x^4+11 x^5-x^6\right) \log (x)+\left(9 x^3-6 x^4+19 x^5-12 x^6+11 x^7-6 x^8+x^9\right) \log ^2(x)} \, dx","Int[(-45 + 39*x - 56*x^2 + 40*x^3 - 11*x^4 + x^5 + (-45 + 30*x - 170*x^2 + 119*x^3 - 58*x^4 + 13*x^5 - x^6)*Log[x] + (9*x^2 - 6*x^3 + 13*x^4 - 11*x^5 - x^6 - 4*x^7 - 5*x^8 + x^9)*Log[x]^2)/((45*x - 39*x^2 + 56*x^3 - 40*x^4 + 11*x^5 - x^6)*Log[x] + (9*x^3 - 6*x^4 + 19*x^5 - 12*x^6 + 11*x^7 - 6*x^8 + x^9)*Log[x]^2),x]","\int \frac{-45+39 x-56 x^2+40 x^3-11 x^4+x^5+\left(-45+30 x-170 x^2+119 x^3-58 x^4+13 x^5-x^6\right) \log (x)+\left(9 x^2-6 x^3+13 x^4-11 x^5-x^6-4 x^7-5 x^8+x^9\right) \log ^2(x)}{\left(45 x-39 x^2+56 x^3-40 x^4+11 x^5-x^6\right) \log (x)+\left(9 x^3-6 x^4+19 x^5-12 x^6+11 x^7-6 x^8+x^9\right) \log ^2(x)} \, dx","\log \left(\frac{5-x}{\left(x^3+x\right) \log (x)}+x\right)-\frac{x^2}{3-x}",1,"-9/(3 - x) + x + Log[x] - Log[Log[x]] + 3*Defer[Int][(5 - x + x^2*Log[x] + x^4*Log[x])^(-1), x] + (5 - I)*Defer[Int][1/((I - x)*(5 - x + x^2*Log[x] + x^4*Log[x])), x] - 10*Defer[Int][1/(x*(5 - x + x^2*Log[x] + x^4*Log[x])), x] + Defer[Int][x/(5 - x + x^2*Log[x] + x^4*Log[x]), x] + Defer[Int][x^3/(5 - x + x^2*Log[x] + x^4*Log[x]), x] - (5 + I)*Defer[Int][1/((I + x)*(5 - x + x^2*Log[x] + x^4*Log[x])), x]","F",0,0,0,0,-1,"{}"
1507,0,0,0,4.8743061,"\int \frac{60+49 x-4 x^2-3 x^3+\left(-60-17 x+4 x^2+x^3+e^x \left(-45 x-9 x^2+5 x^3+x^4\right)\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right)+\left(-15 x-8 x^2-x^3\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right) \log \left(\frac{\log \left(\log \left(15 x+8 x^2+x^3\right)\right)}{x}\right)}{\left(15 x+8 x^2+x^3\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right)} \, dx","Int[(60 + 49*x - 4*x^2 - 3*x^3 + (-60 - 17*x + 4*x^2 + x^3 + E^x*(-45*x - 9*x^2 + 5*x^3 + x^4))*Log[15*x + 8*x^2 + x^3]*Log[Log[15*x + 8*x^2 + x^3]] + (-15*x - 8*x^2 - x^3)*Log[15*x + 8*x^2 + x^3]*Log[Log[15*x + 8*x^2 + x^3]]*Log[Log[Log[15*x + 8*x^2 + x^3]]/x])/((15*x + 8*x^2 + x^3)*Log[15*x + 8*x^2 + x^3]*Log[Log[15*x + 8*x^2 + x^3]]),x]","\int \frac{60+49 x-4 x^2-3 x^3+\left(-60-17 x+4 x^2+x^3+e^x \left(-45 x-9 x^2+5 x^3+x^4\right)\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right)+\left(-15 x-8 x^2-x^3\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right) \log \left(\frac{\log \left(\log \left(15 x+8 x^2+x^3\right)\right)}{x}\right)}{\left(15 x+8 x^2+x^3\right) \log \left(15 x+8 x^2+x^3\right) \log \left(\log \left(15 x+8 x^2+x^3\right)\right)} \, dx","(4-x) \left(\log \left(\frac{\log (\log (x (x+3) (x+5)))}{x}\right)-e^x\right)",1,"-E^x - E^x*(3 - x) - 4*Log[x] - x*Log[Log[Log[x*(15 + 8*x + x^2)]]/x] + 4*Defer[Int][1/(x*Log[x*(15 + 8*x + x^2)]*Log[Log[x*(15 + 8*x + x^2)]]), x] + 4*Defer[Int][1/((3 + x)*Log[x*(15 + 8*x + x^2)]*Log[Log[x*(15 + 8*x + x^2)]]), x] + 4*Defer[Int][1/((5 + x)*Log[x*(15 + 8*x + x^2)]*Log[Log[x*(15 + 8*x + x^2)]]), x]","F",0,0,0,0,-1,"{}"
1508,0,0,0,2.3199672,"\int \frac{-25 x+e^{\frac{1}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} \left(-250+250 x^2\right)}{25 e^{\frac{2}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} x+10 e^{\frac{1}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} x^2+x^3} \, dx","Int[(-25*x + E^((-26 - 5*x^2 + 5*Log[x^2])/5)*(-250 + 250*x^2))/(25*E^((2*(-26 - 5*x^2 + 5*Log[x^2]))/5)*x + 10*E^((-26 - 5*x^2 + 5*Log[x^2])/5)*x^2 + x^3),x]","\int \frac{-25 x+e^{\frac{1}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} \left(-250+250 x^2\right)}{25 e^{\frac{2}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} x+10 e^{\frac{1}{5} \left(-26-5 x^2+5 \log \left(x^2\right)\right)} x^2+x^3} \, dx","\frac{5}{e^{-x^2-\frac{26}{5}} x^2+\frac{x}{5}}",1,"-125*Defer[Int][E^(26/5 + x^2)/(x*(E^(26/5 + x^2) + 5*x)^2), x] + 250*Defer[Int][(E^(26/5 + x^2)*x)/(E^(26/5 + x^2) + 5*x)^2, x] - 25*Defer[Int][E^(26/5 + x^2)/(x^2*(E^(26/5 + x^2) + 5*x)), x]","F",0,0,0,0,-1,"{}"
1509,1,69,0,0.2695389,"\int \frac{1+e^5 (2-16 x)-6 x-16 x^2-32 x \log \left(1+2 e^5+2 x\right)+\left(-8-16 e^5-16 x\right) \log ^2\left(1+2 e^5+2 x\right)-32 \log ^3\left(1+2 e^5+2 x\right)}{1+2 e^5+2 x} \, dx","Int[(1 + E^5*(2 - 16*x) - 6*x - 16*x^2 - 32*x*Log[1 + 2*E^5 + 2*x] + (-8 - 16*E^5 - 16*x)*Log[1 + 2*E^5 + 2*x]^2 - 32*Log[1 + 2*E^5 + 2*x]^3)/(1 + 2*E^5 + 2*x),x]","-4 x^2+x-4 \log ^4\left(2 x+2 e^5+1\right)-4 \left(2 x+2 e^5+1\right) \log ^2\left(2 x+2 e^5+1\right)+4 \left(1+2 e^5\right) \log ^2\left(2 x+2 e^5+1\right)","x-4 \left(x+\log ^2\left(2 \left(x+e^5-1\right)+3\right)\right)^2",1,"x - 4*x^2 + 4*(1 + 2*E^5)*Log[1 + 2*E^5 + 2*x]^2 - 4*(1 + 2*E^5 + 2*x)*Log[1 + 2*E^5 + 2*x]^2 - 4*Log[1 + 2*E^5 + 2*x]^4","B",12,10,85,0.1176,1,"{6742, 2411, 2346, 2301, 2295, 2389, 2296, 2390, 2302, 30}"
1510,0,0,0,8.7714702,"\int \frac{e^{-8-4 x} \left(-64-32 x-4 x^2+\left(-224 x-120 x^2-16 x^3\right) \log (x)+\left(-96-48 x-6 x^2+\left(-224 x-120 x^2-16 x^3\right) \log (x)\right) \log (\log (x))+\left(-32-16 x-2 x^2+\left(-56 x-30 x^2-4 x^3\right) \log (x)\right) \log ^2(\log (x))\right)}{x \log ^3(x)} \, dx","Int[(E^(-8 - 4*x)*(-64 - 32*x - 4*x^2 + (-224*x - 120*x^2 - 16*x^3)*Log[x] + (-96 - 48*x - 6*x^2 + (-224*x - 120*x^2 - 16*x^3)*Log[x])*Log[Log[x]] + (-32 - 16*x - 2*x^2 + (-56*x - 30*x^2 - 4*x^3)*Log[x])*Log[Log[x]]^2))/(x*Log[x]^3),x]","\int \frac{e^{-8-4 x} \left(-64-32 x-4 x^2+\left(-224 x-120 x^2-16 x^3\right) \log (x)+\left(-96-48 x-6 x^2+\left(-224 x-120 x^2-16 x^3\right) \log (x)\right) \log (\log (x))+\left(-32-16 x-2 x^2+\left(-56 x-30 x^2-4 x^3\right) \log (x)\right) \log ^2(\log (x))\right)}{x \log ^3(x)} \, dx","\frac{e^{-4 x-8} (x+4)^2 (\log (\log (x))+2)^2}{\log ^2(x)}",1,"-32*Defer[Int][E^(-8 - 4*x)/Log[x]^3, x] - 64*Defer[Int][E^(-8 - 4*x)/(x*Log[x]^3), x] - 4*Defer[Int][(E^(-8 - 4*x)*x)/Log[x]^3, x] - 224*Defer[Int][E^(-8 - 4*x)/Log[x]^2, x] - 120*Defer[Int][(E^(-8 - 4*x)*x)/Log[x]^2, x] - 16*Defer[Int][(E^(-8 - 4*x)*x^2)/Log[x]^2, x] - 48*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]])/Log[x]^3, x] - 96*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]])/(x*Log[x]^3), x] - 6*Defer[Int][(E^(-8 - 4*x)*x*Log[Log[x]])/Log[x]^3, x] - 224*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]])/Log[x]^2, x] - 120*Defer[Int][(E^(-8 - 4*x)*x*Log[Log[x]])/Log[x]^2, x] - 16*Defer[Int][(E^(-8 - 4*x)*x^2*Log[Log[x]])/Log[x]^2, x] - 16*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]]^2)/Log[x]^3, x] - 32*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]]^2)/(x*Log[x]^3), x] - 2*Defer[Int][(E^(-8 - 4*x)*x*Log[Log[x]]^2)/Log[x]^3, x] - 56*Defer[Int][(E^(-8 - 4*x)*Log[Log[x]]^2)/Log[x]^2, x] - 30*Defer[Int][(E^(-8 - 4*x)*x*Log[Log[x]]^2)/Log[x]^2, x] - 4*Defer[Int][(E^(-8 - 4*x)*x^2*Log[Log[x]]^2)/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
1511,0,0,0,3.9245514,"\int \frac{\left(e^{x^2} (-2+4 x)+(-2+4 x) \log (4)\right) \log \left(x-x^2\right)+\left(e^{x^2} \left(-1+x-2 x^2+2 x^3\right)+(-1+x) \log (4)\right) \log ^2\left(x-x^2\right)}{-10+10 x+(-1+x) \log (3)} \, dx","Int[((E^x^2*(-2 + 4*x) + (-2 + 4*x)*Log[4])*Log[x - x^2] + (E^x^2*(-1 + x - 2*x^2 + 2*x^3) + (-1 + x)*Log[4])*Log[x - x^2]^2)/(-10 + 10*x + (-1 + x)*Log[3]),x]","\int \frac{\left(e^{x^2} (-2+4 x)+(-2+4 x) \log (4)\right) \log \left(x-x^2\right)+\left(e^{x^2} \left(-1+x-2 x^2+2 x^3\right)+(-1+x) \log (4)\right) \log ^2\left(x-x^2\right)}{-10+10 x+(-1+x) \log (3)} \, dx","\frac{x \left(e^{x^2}+\log (4)\right) \log ^2\left(x-x^2\right)}{10+\log (3)}",1,"(-4*x*HypergeometricPFQ[{1/2, 1/2}, {3/2, 3/2}, x^2])/(10 + Log[3]) - (4*(1 - x)*Log[4]*Log[1 - x])/(10 + Log[3]) + (Log[4]*Log[1 - x]^2)/(10 + Log[3]) - (4*Log[4]*Log[x])/(10 + Log[3]) + (4*x*Log[4]*Log[x])/(10 + Log[3]) - (Log[4]*Log[x]^2)/(10 + Log[3]) - (4*x*Log[4]*(Log[1 - x] + Log[x] - Log[(1 - x)*x]))/(10 + Log[3]) - (2*Log[4]*Log[1 - x]*(Log[1 - x] + Log[x] - Log[(1 - x)*x]))/(10 + Log[3]) + (2*Sqrt[Pi]*Erfi[x]*Log[(1 - x)*x])/(10 + Log[3]) + (4*(1 - x)*Log[4]*Log[(1 - x)*x])/(10 + Log[3]) + (2*Log[4]*Log[x]*Log[(1 - x)*x])/(10 + Log[3]) - ((1 - x)*Log[4]*Log[(1 - x)*x]^2)/(10 + Log[3]) + (2*Log[(1 - x)*x]*Defer[Int][E^x^2/(-1 + x), x])/(10 + Log[3]) - (2*Sqrt[Pi]*Defer[Int][Erfi[x]/(-1 + x), x])/(10 + Log[3]) + Defer[Int][E^x^2*Log[(1 - x)*x]^2, x]/(10 + Log[3]) + (2*Defer[Int][E^x^2*x^2*Log[(1 - x)*x]^2, x])/(10 + Log[3]) - (2*Defer[Int][Defer[Int][E^x^2/(-1 + x), x]/(-1 + x), x])/(10 + Log[3]) - (2*Defer[Int][Defer[Int][E^x^2/(-1 + x), x]/x, x])/(10 + Log[3])","F",0,0,0,0,-1,"{}"
1512,1,19,0,0.9293527,"\int \frac{x^4-2 x^3 \log (2)+x^2 \log ^2(2)+e^{\frac{10}{-x^2+x \log (2)}} (-20 x+10 \log (2))}{x^4-2 x^3 \log (2)+x^2 \log ^2(2)} \, dx","Int[(x^4 - 2*x^3*Log[2] + x^2*Log[2]^2 + E^(10/(-x^2 + x*Log[2]))*(-20*x + 10*Log[2]))/(x^4 - 2*x^3*Log[2] + x^2*Log[2]^2),x]","x-e^{-\frac{10}{x (x-\log (2))}}","x-e^{\frac{10}{x (\log (2)-x)}}-\log (5)",1,"-E^(-10/(x*(x - Log[2]))) + x","A",5,4,66,0.06061,1,"{1594, 27, 6688, 6706}"
1513,0,0,0,2.3477395,"\int \frac{e^{-5-x} \left(14876160-14876160 x-5963520 x^2-838656 x^3-75776 x^4-3584 x^5+256 x^6\right)}{3376772100+2382858660 x+744859249 x^2+142613992 x^3+19810676 x^4+1973216 x^5+118070 x^6+3128 x^7-160 x^8-36 x^9+x^{10}} \, dx","Int[(E^(-5 - x)*(14876160 - 14876160*x - 5963520*x^2 - 838656*x^3 - 75776*x^4 - 3584*x^5 + 256*x^6))/(3376772100 + 2382858660*x + 744859249*x^2 + 142613992*x^3 + 19810676*x^4 + 1973216*x^5 + 118070*x^6 + 3128*x^7 - 160*x^8 - 36*x^9 + x^10),x]","\int \frac{e^{-5-x} \left(14876160-14876160 x-5963520 x^2-838656 x^3-75776 x^4-3584 x^5+256 x^6\right)}{3376772100+2382858660 x+744859249 x^2+142613992 x^3+19810676 x^4+1973216 x^5+118070 x^6+3128 x^7-160 x^8-36 x^9+x^{10}} \, dx","\frac{e^{-x-5} x}{(30-x) \left(\left(\frac{1}{16} (x+3)^2+2\right)^2+x+1\right)}",1,"(7680*E^(-5 - x))/(1264577*(30 - x)) + (73502114816*Defer[Int][E^(-5 - x)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4)^2, x])/1264577 + (22762243072*Defer[Int][(E^(-5 - x)*x)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4)^2, x])/1264577 + (2689723392*Defer[Int][(E^(-5 - x)*x^2)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4)^2, x])/1264577 + (156535808*Defer[Int][(E^(-5 - x)*x^3)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4)^2, x])/1264577 - (26675968*Defer[Int][E^(-5 - x)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4), x])/1264577 - (11136000*Defer[Int][(E^(-5 - x)*x)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4), x])/1264577 - (330240*Defer[Int][(E^(-5 - x)*x^2)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4), x])/1264577 - (7680*Defer[Int][(E^(-5 - x)*x^3)/(1937 + 748*x + 118*x^2 + 12*x^3 + x^4), x])/1264577","F",0,0,0,0,-1,"{}"
1514,1,22,0,0.3287558,"\int \frac{-\log (x)+e^{10+2 x-x^2 \log \left(\log ^2(x)\right)} \left(-2 x+2 \log (x)-2 x \log (x) \log \left(\log ^2(x)\right)\right)}{\log (x)} \, dx","Int[(-Log[x] + E^(10 + 2*x - x^2*Log[Log[x]^2])*(-2*x + 2*Log[x] - 2*x*Log[x]*Log[Log[x]^2]))/Log[x],x]","e^{2 x+10} \log ^2(x)^{-x^2}-x","e^{x^2 \left(-\log \left(\log ^2(x)\right)\right)+2 x+10}-x+8",1,"-x + E^(10 + 2*x)/(Log[x]^2)^x^2","A",3,2,46,0.04348,1,"{6742, 2288}"
1515,1,33,0,0.0085696,"\int \left(8+\left(-27-12 x+15 x^2+4 x^3\right) \log (\log (3))\right) \, dx","Int[8 + (-27 - 12*x + 15*x^2 + 4*x^3)*Log[Log[3]],x]","x^4 \log (\log (3))+5 x^3 \log (\log (3))-6 x^2 \log (\log (3))+8 x-27 x \log (\log (3))","(x+5) \left(8-\left(x \left(-x^2+x+4\right)-(1-x)^2-2\right) \log (\log (3))\right)",1,"8*x - 27*x*Log[Log[3]] - 6*x^2*Log[Log[3]] + 5*x^3*Log[Log[3]] + x^4*Log[Log[3]]","A",2,0,21,0,1,"{}"
1516,1,30,0,0.2848089,"\int \frac{56+32 x-2 x^2+(20+12 x) \log \left(2 x+x^2\right)+(2+x) \log ^2\left(2 x+x^2\right)}{10+45 x+18 x^2-x^3+\left(16 x+8 x^2\right) \log \left(2 x+x^2\right)+\left(2 x+x^2\right) \log ^2\left(2 x+x^2\right)} \, dx","Int[(56 + 32*x - 2*x^2 + (20 + 12*x)*Log[2*x + x^2] + (2 + x)*Log[2*x + x^2]^2)/(10 + 45*x + 18*x^2 - x^3 + (16*x + 8*x^2)*Log[2*x + x^2] + (2*x + x^2)*Log[2*x + x^2]^2),x]","\log \left(-x^2+20 x+x \log ^2(x (x+2))+8 x \log (x (x+2))+5\right)","\log \left(\frac{x \left(x-(\log (x (x+2))+4)^2-4\right)-5}{e^3 \log (25)}\right)",1,"Log[5 + 20*x - x^2 + 8*x*Log[x*(2 + x)] + x*Log[x*(2 + x)]^2]","A",2,2,92,0.02174,1,"{6741, 6684}"
1517,0,0,0,2.783399,"\int \frac{e^4 \left(-e^3-2 x^2\right)+e^{60 x^2} \left(3 x+120 e^3 x-120 x^3\right)+\left(-e^4 x^2+e^{60 x^2} \left(2 x-120 x^3\right)\right) \log (x)}{e^{120 x^2}-2 e^{4+60 x^2} x+e^8 x^2} \, dx","Int[(E^4*(-E^3 - 2*x^2) + E^(60*x^2)*(3*x + 120*E^3*x - 120*x^3) + (-(E^4*x^2) + E^(60*x^2)*(2*x - 120*x^3))*Log[x])/(E^(120*x^2) - 2*E^(4 + 60*x^2)*x + E^8*x^2),x]","\int \frac{e^4 \left(-e^3-2 x^2\right)+e^{60 x^2} \left(3 x+120 e^3 x-120 x^3\right)+\left(-e^4 x^2+e^{60 x^2} \left(2 x-120 x^3\right)\right) \log (x)}{e^{120 x^2}-2 e^{4+60 x^2} x+e^8 x^2} \, dx","\frac{e^3-x^2 (\log (x)+1)}{e^4 x-e^{60 x^2}}",1,"-(E^7*Defer[Int][(-E^(60*x^2) + E^4*x)^(-2), x]) + E^4*Defer[Int][x^2/(-E^(60*x^2) + E^4*x)^2, x] + 120*E^7*Defer[Int][x^2/(-E^(60*x^2) + E^4*x)^2, x] + E^4*Log[x]*Defer[Int][x^2/(-E^(60*x^2) + E^4*x)^2, x] - 120*E^4*Defer[Int][x^4/(-E^(60*x^2) + E^4*x)^2, x] - 120*E^4*Log[x]*Defer[Int][x^4/(-E^(60*x^2) + E^4*x)^2, x] - 3*(1 + 40*E^3)*Defer[Int][x/(-E^(60*x^2) + E^4*x), x] - 2*Log[x]*Defer[Int][x/(-E^(60*x^2) + E^4*x), x] + 120*Defer[Int][x^3/(-E^(60*x^2) + E^4*x), x] + 120*Log[x]*Defer[Int][x^3/(-E^(60*x^2) + E^4*x), x] - E^4*Defer[Int][Defer[Int][x^2/(E^(60*x^2) - E^4*x)^2, x]/x, x] + 120*E^4*Defer[Int][Defer[Int][x^4/(E^(60*x^2) - E^4*x)^2, x]/x, x] + 2*Defer[Int][Defer[Int][x/(-E^(60*x^2) + E^4*x), x]/x, x] - 120*Defer[Int][Defer[Int][x^3/(-E^(60*x^2) + E^4*x), x]/x, x]","F",0,0,0,0,-1,"{}"
1518,0,0,0,1.2207498,"\int \frac{\left(6 x-6 x^2\right) \log (1-x)+(9-9 x) \log (2) \log ^2(1-x)+\left(3 x^2+\left(3 x-3 x^2\right) \log (1-x)+e^5 (-6+6 x) \log (2) \log ^2(1-x)\right) \log \left(x^2\right)+\left(-e^5 x^2+e^5 \left(-x+x^2\right) \log (1-x)+e^{10} (1-x) \log (2) \log ^2(1-x)\right) \log ^2\left(x^2\right)}{\left(-9 x+9 x^2\right) \log (2) \log ^2(1-x)+e^5 \left(6 x-6 x^2\right) \log (2) \log ^2(1-x) \log \left(x^2\right)+e^{10} \left(-x+x^2\right) \log (2) \log ^2(1-x) \log ^2\left(x^2\right)} \, dx","Int[((6*x - 6*x^2)*Log[1 - x] + (9 - 9*x)*Log[2]*Log[1 - x]^2 + (3*x^2 + (3*x - 3*x^2)*Log[1 - x] + E^5*(-6 + 6*x)*Log[2]*Log[1 - x]^2)*Log[x^2] + (-(E^5*x^2) + E^5*(-x + x^2)*Log[1 - x] + E^10*(1 - x)*Log[2]*Log[1 - x]^2)*Log[x^2]^2)/((-9*x + 9*x^2)*Log[2]*Log[1 - x]^2 + E^5*(6*x - 6*x^2)*Log[2]*Log[1 - x]^2*Log[x^2] + E^10*(-x + x^2)*Log[2]*Log[1 - x]^2*Log[x^2]^2),x]","\int \frac{\left(6 x-6 x^2\right) \log (1-x)+(9-9 x) \log (2) \log ^2(1-x)+\left(3 x^2+\left(3 x-3 x^2\right) \log (1-x)+e^5 (-6+6 x) \log (2) \log ^2(1-x)\right) \log \left(x^2\right)+\left(-e^5 x^2+e^5 \left(-x+x^2\right) \log (1-x)+e^{10} (1-x) \log (2) \log ^2(1-x)\right) \log ^2\left(x^2\right)}{\left(-9 x+9 x^2\right) \log (2) \log ^2(1-x)+e^5 \left(6 x-6 x^2\right) \log (2) \log ^2(1-x) \log \left(x^2\right)+e^{10} \left(-x+x^2\right) \log (2) \log ^2(1-x) \log ^2\left(x^2\right)} \, dx","\frac{x}{\log (2) \log (1-x) \left(e^5-\frac{3}{\log \left(x^2\right)}\right)}-\log (x)+1",1,"1/(E^5*Log[2]*Log[1 - x]) - (1 - x)/(E^5*Log[2]*Log[1 - x]) - Log[x] - (6*Defer[Int][1/(Log[1 - x]*(-3 + E^5*Log[x^2])^2), x])/Log[2] - (3*Defer[Int][1/(Log[1 - x]^2*(-3 + E^5*Log[x^2])), x])/(E^5*Log[2]) - (3*Defer[Int][1/((-1 + x)*Log[1 - x]^2*(-3 + E^5*Log[x^2])), x])/(E^5*Log[2]) + (3*Defer[Int][1/(Log[1 - x]*(-3 + E^5*Log[x^2])), x])/(E^5*Log[2])","F",0,0,0,0,-1,"{}"
1519,0,0,0,1.4343147,"\int \frac{-7 x+e^x \left(-x+x^2\right)-2 \log (x)+2 \log ^2(x)}{-7 x^2-e^x x^2+x \log ^2(x)} \, dx","Int[(-7*x + E^x*(-x + x^2) - 2*Log[x] + 2*Log[x]^2)/(-7*x^2 - E^x*x^2 + x*Log[x]^2),x]","\int \frac{-7 x+e^x \left(-x+x^2\right)-2 \log (x)+2 \log ^2(x)}{-7 x^2-e^x x^2+x \log ^2(x)} \, dx","\log \left(\frac{x}{e^x-\frac{\log ^2(x)}{x}+7}\right)",1,"-x + Log[x] + 7*Defer[Int][x/(7*x + E^x*x - Log[x]^2), x] + 2*Defer[Int][Log[x]/(x*(7*x + E^x*x - Log[x]^2)), x] - Defer[Int][Log[x]^2/(x*(7*x + E^x*x - Log[x]^2)), x] + Defer[Int][Log[x]^2/(-7*x - E^x*x + Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1520,1,21,0,1.2525945,"\int \frac{e^{\frac{-x^2+8 \log (4)}{x}} \left(5 x^2 \log (2)+40 \log (2) \log (4)\right)}{x^2+2 e^{\frac{-x^2+8 \log (4)}{x}} x^2+e^{\frac{2 \left(-x^2+8 \log (4)\right)}{x}} x^2} \, dx","Int[(E^((-x^2 + 8*Log[4])/x)*(5*x^2*Log[2] + 40*Log[2]*Log[4]))/(x^2 + 2*E^((-x^2 + 8*Log[4])/x)*x^2 + E^((2*(-x^2 + 8*Log[4]))/x)*x^2),x]","\frac{5 \log (2)}{4^{8/x} e^{-x}+1}","\frac{5 \log (2)}{e^{\frac{8 \log (4)}{x}-x}+1}",1,"(5*Log[2])/(1 + 4^(8/x)/E^x)","A",4,4,79,0.05063,1,"{6688, 12, 6711, 32}"
1521,0,0,0,0.9760609,"\int \frac{84 x+e^{x/21} (42+2 x)+e^x \left(7 e^{2 x/21} x^2+14 e^{x/21} x^3+7 x^4\right)}{7 e^{2 x/21} x^2+14 e^{x/21} x^3+7 x^4} \, dx","Int[(84*x + E^(x/21)*(42 + 2*x) + E^x*(7*E^((2*x)/21)*x^2 + 14*E^(x/21)*x^3 + 7*x^4))/(7*E^((2*x)/21)*x^2 + 14*E^(x/21)*x^3 + 7*x^4),x]","\int \frac{84 x+e^{x/21} (42+2 x)+e^x \left(7 e^{2 x/21} x^2+14 e^{x/21} x^3+7 x^4\right)}{7 e^{2 x/21} x^2+14 e^{x/21} x^3+7 x^4} \, dx","e^x-2 \left(\frac{3}{x \left(x+e^{x/21}\right)}+e^4\right)",1,"E^x + 6*Defer[Int][1/(x*(E^(x/21) + x)^2), x] + 6*Defer[Int][1/(x^2*(E^(x/21) + x)), x] + (2*Defer[Int][1/(x*(E^(x/21) + x)), x])/7 - 6*Defer[Subst][Defer[Int][(E^x + 21*x)^(-2), x], x, x/21]","F",0,0,0,0,-1,"{}"
1522,1,3777,0,7.8164231,"\int \frac{e^{2 x} \left(120-480 x+400 x^2-40 x^4+e^{2/3} \left(-8+24 x-24 x^2+8 x^3\right)\right)}{64000-72000 x+3000 x^2+14625 x^3-375 x^4-1125 x^5-125 x^6+e^2 \left(-1+3 x-3 x^2+x^3\right)+e^{4/3} \left(120-285 x+195 x^2-15 x^3-15 x^4\right)+e^{2/3} \left(-4800+8400 x-3075 x^2-975 x^3+375 x^4+75 x^5\right)} \, dx","Int[(E^(2*x)*(120 - 480*x + 400*x^2 - 40*x^4 + E^(2/3)*(-8 + 24*x - 24*x^2 + 8*x^3)))/(64000 - 72000*x + 3000*x^2 + 14625*x^3 - 375*x^4 - 1125*x^5 - 125*x^6 + E^2*(-1 + 3*x - 3*x^2 + x^3) + E^(4/3)*(120 - 285*x + 195*x^2 - 15*x^3 - 15*x^4) + E^(2/3)*(-4800 + 8400*x - 3075*x^2 - 975*x^3 + 375*x^4 + 75*x^5)),x]","\frac{8 \left(30-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(15-e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{25 \left(1025-50 e^{2/3}+e^{4/3}\right)}+\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{25 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \left(45-3 e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^2}+\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \sqrt{1025-50 e^{2/3}+e^{4/3}}}+\frac{16 \left(75-2 e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)}+\frac{16 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{8 \left(15-e^{2/3}\right) \left(30-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{16 \left(75-2 e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{48 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2}+\frac{24 \left(15-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{5/2}}+\frac{240 e^{\frac{1}{5} \left(-15+e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{5/2}}+\frac{8 \left(30-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(15-e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{25 \left(1025-50 e^{2/3}+e^{4/3}\right)}-\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{25 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \left(45-3 e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^2}-\frac{8 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \sqrt{1025-50 e^{2/3}+e^{4/3}}}+\frac{16 \left(75-2 e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)}-\frac{16 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}+\frac{8 \left(15-e^{2/3}\right) \left(30-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}+\frac{16 \left(75-2 e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2}}-\frac{48 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2}-\frac{24 \left(15-e^{2/3}\right) e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(825-50 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{5/2}}-\frac{240 e^{\frac{1}{5} \left(-15+e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)} \left(1325-70 e^{2/3}+e^{4/3}\right) \text{Ei}\left(\frac{1}{5} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{5/2}}-\frac{8 \left(30-e^{2/3}\right) e^{2 x} \left(15-e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right) \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}+\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(45-3 e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2 \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{16 \left(75-2 e^{2/3}\right) e^{2 x}}{\left(1025-50 e^{2/3}+e^{4/3}\right) \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}+\frac{16 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{240 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2 \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{8 \left(30-e^{2/3}\right) e^{2 x} \left(15-e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right) \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}+\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{5 \left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}+\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(45-3 e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2 \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{16 \left(75-2 e^{2/3}\right) e^{2 x}}{\left(1025-50 e^{2/3}+e^{4/3}\right) \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{16 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{240 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^2 \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)}-\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}-\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)^2}+\frac{80 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x-\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)^2}+\frac{8 e^{2 x} \left(825-50 e^{2/3}+e^{4/3}\right) \left(15-e^{2/3}+\sqrt{1025-50 e^{2/3}+e^{4/3}}\right)}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)^2}-\frac{80 \left(70-\frac{1325}{e^{2/3}}-e^{2/3}\right) e^{2 x+\frac{2}{3}}}{\left(1025-50 e^{2/3}+e^{4/3}\right)^{3/2} \left(10 x+\sqrt{1025-50 e^{2/3}+e^{4/3}}-e^{2/3}+15\right)^2}","\frac{4 e^{2 x}}{\left(e^{2/3}-5 \left(-\frac{5-x}{x-1}+x+3\right)\right)^2}",1,"(80*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)^2) - (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)^2) - (240*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^2*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) + (16*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (16*(75 - 2*E^(2/3))*E^(2*x))/((1025 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) + (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(45 - 3*E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/((1025 - 50*E^(2/3) + E^(4/3))^2*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (8*(30 - E^(2/3))*E^(2*x)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/(5*(1025 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (80*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)^2) + (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)^2) - (240*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^2*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (16*(70 - 1325/E^(2/3) - E^(2/3))*E^(2/3 + 2*x))/((1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (16*(75 - 2*E^(2/3))*E^(2*x))/((1025 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) + (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(45 - 3*E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/((1025 - 50*E^(2/3) + E^(4/3))^2*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) + (8*E^(2*x)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) - (8*(30 - E^(2/3))*E^(2*x)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)]))/(5*(1025 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)) + (240*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(5/2) + (24*(15 - E^(2/3))*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(5/2) - (48*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^2 - (16*(75 - 2*E^(2/3))*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(3/2) - (8*(15 - E^(2/3))*(30 - E^(2/3))*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) + (16*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) + (16*(75 - 2*E^(2/3))*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))) + (8*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*Sqrt[1025 - 50*E^(2/3) + E^(4/3)]) - (8*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*(45 - 3*E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^2) + (8*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(25*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) + (8*(30 - E^(2/3))*E^((-15 + E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(25*(1025 - 50*E^(2/3) + E^(4/3))) - (240*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(5/2) - (24*(15 - E^(2/3))*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(5/2) - (48*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^2 + (16*(75 - 2*E^(2/3))*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(1025 - 50*E^(2/3) + E^(4/3))^(3/2) + (8*(15 - E^(2/3))*(30 - E^(2/3))*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) - (16*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(1325 - 70*E^(2/3) + E^(4/3))*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) + (16*(75 - 2*E^(2/3))*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))) - (8*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*Sqrt[1025 - 50*E^(2/3) + E^(4/3)]) - (8*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*(45 - 3*E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(5*(1025 - 50*E^(2/3) + E^(4/3))^2) - (8*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(825 - 50*E^(2/3) + E^(4/3))*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(25*(1025 - 50*E^(2/3) + E^(4/3))^(3/2)) + (8*(30 - E^(2/3))*E^((-15 + E^(2/3) - Sqrt[1025 - 50*E^(2/3) + E^(4/3)])/5)*(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)])*ExpIntegralEi[(15 - E^(2/3) + Sqrt[1025 - 50*E^(2/3) + E^(4/3)] + 10*x)/5])/(25*(1025 - 50*E^(2/3) + E^(4/3)))","C",56,6,148,0.04054,1,"{6688, 12, 6742, 2177, 2178, 2268}"
1523,1,68,0,0.1799415,"\int \frac{-16 x^3+54 x^4-66 x^5+26 x^6+2 x^7}{-64+336 x-540 x^2+175 x^3+135 x^4+21 x^5+x^6} \, dx","Int[(-16*x^3 + 54*x^4 - 66*x^5 + 26*x^6 + 2*x^7)/(-64 + 336*x - 540*x^2 + 175*x^3 + 135*x^4 + 21*x^5 + x^6),x]","x^2-\frac{17424 (2 x+7)}{13 \left(-x^2-7 x+4\right)}+\frac{56 (1055 x+1112)}{13 \left(-x^2-7 x+4\right)}+\frac{16 (964-1815 x)}{\left(-x^2-7 x+4\right)^2}-16 x","\frac{x^2}{\left(\frac{4}{x}-\frac{x+3}{1-x}\right)^2}-\log ^2(2)",1,"-16*x + x^2 + (16*(964 - 1815*x))/(4 - 7*x - x^2)^2 - (17424*(7 + 2*x))/(13*(4 - 7*x - x^2)) + (56*(1112 + 1055*x))/(13*(4 - 7*x - x^2))","B",11,5,57,0.08772,1,"{2074, 638, 614, 618, 206}"
1524,1,51,0,0.0574224,"\int \frac{16 x-8 x^2+\left(16 x-8 x^2+4 x^3-3 x^4\right) \log (7)}{\left(4-8 x+4 x^2\right) \log (7)} \, dx","Int[(16*x - 8*x^2 + (16*x - 8*x^2 + 4*x^3 - 3*x^4)*Log[7])/((4 - 8*x + 4*x^2)*Log[7]),x]","-\frac{x^3}{4}-\frac{x^2}{4}-\frac{x (8+9 \log (7))}{4 \log (7)}+\frac{8+9 \log (7)}{4 (1-x) \log (7)}","\frac{2 x \left(\frac{x^3}{8}+x+\frac{x}{\log (7)}\right)}{1-x}",1,"-1/4*x^2 - x^3/4 + (8 + 9*Log[7])/(4*(1 - x)*Log[7]) - (x*(8 + 9*Log[7]))/(4*Log[7])","B",5,3,48,0.06250,1,"{12, 27, 1850}"
1525,0,0,0,1.2692322,"\int \frac{2 x-6 x^2+40 x^3-108 x^4+288 x^5-648 x^6+864 x^7-1296 x^8+864 x^9+e^{2 x} \left(72-864 x+432 x^2\right)+e^x \left(-12+12 x+12 x^2+576 x^4-432 x^5+432 x^6\right)}{1+18 x^2+108 x^4+216 x^6} \, dx","Int[(2*x - 6*x^2 + 40*x^3 - 108*x^4 + 288*x^5 - 648*x^6 + 864*x^7 - 1296*x^8 + 864*x^9 + E^(2*x)*(72 - 864*x + 432*x^2) + E^x*(-12 + 12*x + 12*x^2 + 576*x^4 - 432*x^5 + 432*x^6))/(1 + 18*x^2 + 108*x^4 + 216*x^6),x]","\int \frac{2 x-6 x^2+40 x^3-108 x^4+288 x^5-648 x^6+864 x^7-1296 x^8+864 x^9+e^{2 x} \left(72-864 x+432 x^2\right)+e^x \left(-12+12 x+12 x^2+576 x^4-432 x^5+432 x^6\right)}{1+18 x^2+108 x^4+216 x^6} \, dx","x^2 \left(\frac{\frac{e^x}{x^2+\frac{1}{6}}+x}{x}+x-2\right)^2",1,"2*E^x + (6*E^x)/(I*Sqrt[6] - 6*x) + (1 - x)^2*x^2 - (Sqrt[6]*E^x)/(I + Sqrt[6]*x) + (36*E^(2*x))/(1 + 6*x^2)^2 + E^(I/Sqrt[6])*ExpIntegralEi[-((I - Sqrt[6]*x)/Sqrt[6])] + I*Sqrt[6]*E^(I/Sqrt[6])*ExpIntegralEi[-((I - Sqrt[6]*x)/Sqrt[6])] - ((6 + (5*I)*Sqrt[6])*E^(I/Sqrt[6])*ExpIntegralEi[-((I - Sqrt[6]*x)/Sqrt[6])])/6 + ExpIntegralEi[(I + Sqrt[6]*x)/Sqrt[6]]/E^(I/Sqrt[6]) - (I*Sqrt[6]*ExpIntegralEi[(I + Sqrt[6]*x)/Sqrt[6]])/E^(I/Sqrt[6]) - ((6 - (5*I)*Sqrt[6])*ExpIntegralEi[(I + Sqrt[6]*x)/Sqrt[6]])/(6*E^(I/Sqrt[6])) + 24*Defer[Int][(E^x*x)/(1 + 6*x^2)^2, x]","F",0,0,0,0,-1,"{}"
1526,0,0,0,7.589676,"\int \frac{45 e^{-6+2 x} x+e^{-6+2 x} \left(90 x-90 x^2\right) \log (x) \log (\log (x))+\left(\left(-15 x+9 x^2\right) \log (x)+30 x \log ^2(x)\right) \log ^2(\log (x))}{225 e^{-12+4 x} \log (x)+\left(90 e^{-6+2 x} x \log (x)+150 e^{-6+2 x} \log ^2(x)\right) \log (\log (x))+\left(9 x^2 \log (x)+30 x \log ^2(x)+25 \log ^3(x)\right) \log ^2(\log (x))} \, dx","Int[(45*E^(-6 + 2*x)*x + E^(-6 + 2*x)*(90*x - 90*x^2)*Log[x]*Log[Log[x]] + ((-15*x + 9*x^2)*Log[x] + 30*x*Log[x]^2)*Log[Log[x]]^2)/(225*E^(-12 + 4*x)*Log[x] + (90*E^(-6 + 2*x)*x*Log[x] + 150*E^(-6 + 2*x)*Log[x]^2)*Log[Log[x]] + (9*x^2*Log[x] + 30*x*Log[x]^2 + 25*Log[x]^3)*Log[Log[x]]^2),x]","\int \frac{45 e^{-6+2 x} x+e^{-6+2 x} \left(90 x-90 x^2\right) \log (x) \log (\log (x))+\left(\left(-15 x+9 x^2\right) \log (x)+30 x \log ^2(x)\right) \log ^2(\log (x))}{225 e^{-12+4 x} \log (x)+\left(90 e^{-6+2 x} x \log (x)+150 e^{-6+2 x} \log ^2(x)\right) \log (\log (x))+\left(9 x^2 \log (x)+30 x \log ^2(x)+25 \log ^3(x)\right) \log ^2(\log (x))} \, dx","\frac{x}{5 \left(\frac{\frac{x}{5}+\frac{\log (x)}{3}}{x}+\frac{e^{2 x-6}}{x \log (\log (x))}\right)}",1,"-15*E^12*Defer[Int][(x*Log[Log[x]])/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2, x] - 9*E^12*Defer[Int][(x^2*Log[Log[x]])/(Log[x]*(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2), x] - 15*E^12*Defer[Int][(x*Log[Log[x]]^2)/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2, x] - 9*E^12*Defer[Int][(x^2*Log[Log[x]]^2)/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2, x] + 18*E^12*Defer[Int][(x^3*Log[Log[x]]^2)/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2, x] + 30*E^12*Defer[Int][(x^2*Log[x]*Log[Log[x]]^2)/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])^2, x] + 3*E^6*Defer[Int][x/(Log[x]*(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]])), x] + 6*E^6*Defer[Int][(x*Log[Log[x]])/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]]), x] - 6*E^6*Defer[Int][(x^2*Log[Log[x]])/(15*E^(2*x) + 3*E^6*x*Log[Log[x]] + 5*E^6*Log[x]*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
1527,1,15,0,0.0078913,"\int \frac{1}{25} (-180+81 x+162 x \log (x)) \, dx","Int[(-180 + 81*x + 162*x*Log[x])/25,x]","\frac{81}{25} x^2 \log (x)-\frac{36 x}{5}","9 \left(x+\frac{9}{25} x (x \log (x)-5)+3\right)",1,"(-36*x)/5 + (81*x^2*Log[x])/25","A",3,2,14,0.1429,1,"{12, 2304}"
1528,1,45,0,0.7255289,"\int \frac{-65536 x^2-163840 x^3-204800 x^4-163840 x^5-92160 x^6-37888 x^7-11520 x^8-2560 x^9-400 x^{10}-40 x^{11}-2 x^{12}+\left(32768+146440 x+265716 x^2+287097 x^3+210432 x^4+111344 x^5+43704 x^6+12806 x^7+2760 x^8+420 x^9+41 x^{10}+2 x^{11}\right) \log (5)}{\left(32768 x+81920 x^2+102400 x^3+81920 x^4+46080 x^5+18944 x^6+5760 x^7+1280 x^8+200 x^9+20 x^{10}+x^{11}\right) \log (5)} \, dx","Int[(-65536*x^2 - 163840*x^3 - 204800*x^4 - 163840*x^5 - 92160*x^6 - 37888*x^7 - 11520*x^8 - 2560*x^9 - 400*x^10 - 40*x^11 - 2*x^12 + (32768 + 146440*x + 265716*x^2 + 287097*x^3 + 210432*x^4 + 111344*x^5 + 43704*x^6 + 12806*x^7 + 2760*x^8 + 420*x^9 + 41*x^10 + 2*x^11)*Log[5])/((32768*x + 81920*x^2 + 102400*x^3 + 81920*x^4 + 46080*x^5 + 18944*x^6 + 5760*x^7 + 1280*x^8 + 200*x^9 + 20*x^10 + x^11)*Log[5]),x]","-\frac{2 x}{\left(x^2+4 x+8\right)^2}+\frac{x}{\left(x^2+4 x+8\right)^4}-\frac{x^2}{\log (5)}+\frac{x \log (25)}{\log (5)}+\log (x)","-\frac{x^2}{\log (5)}+\left(1-\frac{1}{\left((x+2)^2+4\right)^2}\right)^2 x+x+\log (x)",1,"x/(8 + 4*x + x^2)^4 - (2*x)/(8 + 4*x + x^2)^2 - x^2/Log[5] + (x*Log[25])/Log[5] + Log[x]","A",21,6,173,0.03468,1,"{12, 2074, 638, 614, 617, 204}"
1529,1,19,0,1.323089,"\int \frac{e^{3+3^{\frac{1}{25+x}}-e^x-2 x} \left(-1250-100 x-2 x^2+e^x \left(-625-50 x-x^2\right)-3^{\frac{1}{25+x}} \log (3)\right)}{625+50 x+x^2} \, dx","Int[(E^(3 + 3^(25 + x)^(-1) - E^x - 2*x)*(-1250 - 100*x - 2*x^2 + E^x*(-625 - 50*x - x^2) - 3^(25 + x)^(-1)*Log[3]))/(625 + 50*x + x^2),x]","e^{-2 x-e^x+3^{\frac{1}{x+25}}+3}","e^{-2 x-e^x+3^{\frac{1}{x+25}}+3}",1,"E^(3 + 3^(25 + x)^(-1) - E^x - 2*x)","A",2,2,65,0.03077,1,"{27, 6706}"
1530,0,0,0,1.8358005,"\int \frac{-\log \left(\frac{9}{x^2}\right)+\log ^{e^2 x}\left(\frac{9}{x^2}\right) \left(-2 e^2 x+e^2 x \log \left(\frac{9}{x^2}\right) \log \left(\log \left(\frac{9}{x^2}\right)\right)\right)}{x \log ^{1+e^2 x}\left(\frac{9}{x^2}\right)-x \log \left(\frac{9}{x^2}\right) \log (x)} \, dx","Int[(-Log[9/x^2] + Log[9/x^2]^(E^2*x)*(-2*E^2*x + E^2*x*Log[9/x^2]*Log[Log[9/x^2]]))/(x*Log[9/x^2]^(1 + E^2*x) - x*Log[9/x^2]*Log[x]),x]","\int \frac{-\log \left(\frac{9}{x^2}\right)+\log ^{e^2 x}\left(\frac{9}{x^2}\right) \left(-2 e^2 x+e^2 x \log \left(\frac{9}{x^2}\right) \log \left(\log \left(\frac{9}{x^2}\right)\right)\right)}{x \log ^{1+e^2 x}\left(\frac{9}{x^2}\right)-x \log \left(\frac{9}{x^2}\right) \log (x)} \, dx","\log \left(\frac{1}{3} \left(\log ^{e^2 x}\left(\frac{9}{x^2}\right)-\log (x)\right)\right)+3",1,"E^2*x*Log[Log[9/x^2]] - Defer[Int][1/(x*(Log[9/x^2]^(E^2*x) - Log[x])), x] - 2*E^2*Defer[Int][Log[x]/(Log[9/x^2]*(Log[9/x^2]^(E^2*x) - Log[x])), x] + E^2*Defer[Int][(Log[x]*Log[Log[9/x^2]])/(Log[9/x^2]^(E^2*x) - Log[x]), x]","F",0,0,0,0,-1,"{}"
1531,1,9,0,0.0044371,"\int e^x \left(1+e^5\right) \, dx","Int[E^x*(1 + E^5),x]","\left(1+e^5\right) e^x","\left(1+e^5\right) e^x",1,"E^x*(1 + E^5)","A",2,2,9,0.2222,1,"{12, 2194}"
1532,1,11,0,0.0052924,"\int \frac{1+4 e^9}{13 e^9 x} \, dx","Int[(1 + 4*E^9)/(13*E^9*x),x]","\frac{1}{13} \left(4+\frac{1}{e^9}\right) \log (x)","\frac{1}{13} \left(\left(4+\frac{1}{e^9}\right) \log (x)+4\right)",1,"((4 + E^(-9))*Log[x])/13","A",2,2,17,0.1176,1,"{12, 29}"
1533,1,19,0,0.8161749,"\int \frac{-100-50 x+\frac{(-4-2 x) x^2}{e^{10}}+\frac{x (40+20 x)}{e^5}+e^{\frac{1}{-5+\frac{x}{e^5}}} \left(25-\frac{11 x}{e^5}+\frac{x^2}{e^{10}}\right)}{-100 x-25 x^2+\frac{x^2 \left(-4 x-x^2\right)}{e^{10}}+\frac{x \left(40 x+10 x^2\right)}{e^5}+e^{\frac{1}{-5+\frac{x}{e^5}}} \left(25 x-\frac{10 x^2}{e^5}+\frac{x^3}{e^{10}}\right)} \, dx","Int[(-100 - 50*x + ((-4 - 2*x)*x^2)/E^10 + (x*(40 + 20*x))/E^5 + E^(-5 + x/E^5)^(-1)*(25 - (11*x)/E^5 + x^2/E^10))/(-100*x - 25*x^2 + (x^2*(-4*x - x^2))/E^10 + (x*(40*x + 10*x^2))/E^5 + E^(-5 + x/E^5)^(-1)*(25*x - (10*x^2)/E^5 + x^3/E^10)),x]","\log \left(x \left(x-e^{\frac{1}{\frac{x}{e^5}-5}}+4\right)\right)","\log \left(\left(-x+e^{\frac{1}{\frac{x}{e^5}-5}}-4\right) x\right)",1,"Log[x*(4 - E^(-5 + x/E^5)^(-1) + x)]","A",3,3,127,0.02362,1,"{6741, 12, 6685}"
1534,1,22,0,0.0197763,"\int \frac{1}{4} e^{-4+2 x} \left(128+40320 e^{2-x}\right) \, dx","Int[(E^(-4 + 2*x)*(128 + 40320*E^(2 - x)))/4,x]","16 e^{2 x-4} \left(315 e^{2-x}+1\right)^2","4 \left(2 e^{x-2}+630\right)^2",1,"16*E^(-4 + 2*x)*(1 + 315*E^(2 - x))^2","A",3,3,22,0.1364,1,"{12, 2248, 37}"
1535,1,83,0,0.0776094,"\int \frac{1}{4} \left(121-44 e^3+4 e^6+e^{-6+2 x} (1+2 x)+e^{-3+x} \left(22+e^3 (-4-4 x)+22 x\right)\right) \, dx","Int[(121 - 44*E^3 + 4*E^6 + E^(-6 + 2*x)*(1 + 2*x) + E^(-3 + x)*(22 + E^3*(-4 - 4*x) + 22*x))/4,x]","\frac{1}{4} \left(11-2 e^3\right)^2 x-\frac{1}{8} e^{2 x-6}+\frac{1}{8} e^{2 x-6} (2 x+1)+\frac{1}{2} e^{x-3} \left(\left(11-2 e^3\right) x-2 e^3+11\right)-\frac{1}{2} \left(11-2 e^3\right) e^{x-3}","x \left(\frac{1}{2} \left(2 (-x-5)-e^{x-3}+2 x-1\right)+e^3\right)^2",1,"-1/8*E^(-6 + 2*x) - (E^(-3 + x)*(11 - 2*E^3))/2 + ((11 - 2*E^3)^2*x)/4 + (E^(-6 + 2*x)*(1 + 2*x))/8 + (E^(-3 + x)*(11 - 2*E^3 + (11 - 2*E^3)*x))/2","B",7,4,49,0.08163,1,"{12, 2176, 2194, 2187}"
1536,1,28,0,1.0720818,"\int \frac{8+e^{\frac{3+x}{2}} (-4-36 x)+e^x \left(3 e^{\frac{3+x}{2}} x+6 x^2\right)+\left(-8-72 x+6 e^x x\right) \log \left(\frac{4+36 x-3 e^x x}{x}\right)}{-8-72 x+6 e^x x} \, dx","Int[(8 + E^((3 + x)/2)*(-4 - 36*x) + E^x*(3*E^((3 + x)/2)*x + 6*x^2) + (-8 - 72*x + 6*E^x*x)*Log[(4 + 36*x - 3*E^x*x)/x])/(-8 - 72*x + 6*E^x*x),x]","e^{\frac{x}{2}+\frac{3}{2}}+x \log \left(4 \left(\frac{1}{x}+9\right)-3 e^x\right)","e^{\frac{x+3}{2}}+x \log \left(-3 e^x+\frac{4}{x}+36\right)",1,"E^(3/2 + x/2) + x*Log[-3*E^x + 4*(9 + x^(-1))]","A",13,5,81,0.06173,1,"{6741, 12, 6742, 2194, 2548}"
1537,0,0,0,0.7705945,"\int \frac{-x+e^{e^{e^{\frac{1-x^2}{x}}}} \left(x+e^{e^{\frac{1-x^2}{x}}+\frac{1-x^2}{x}} \left(-1-x^2\right)\right)+x \log (2)}{x} \, dx","Int[(-x + E^E^E^((1 - x^2)/x)*(x + E^(E^((1 - x^2)/x) + (1 - x^2)/x)*(-1 - x^2)) + x*Log[2])/x,x]","\int \frac{-x+e^{e^{e^{\frac{1-x^2}{x}}}} \left(x+e^{e^{\frac{1-x^2}{x}}+\frac{1-x^2}{x}} \left(-1-x^2\right)\right)+x \log (2)}{x} \, dx","-x+x \left(e^{e^{e^{\frac{1}{x}-x}}}+\log (2)\right)+1",1,"-(x*(1 - Log[2])) + Defer[Int][E^E^E^(x^(-1) - x), x] - Defer[Int][E^(E^E^(x^(-1) - x) + E^(x^(-1) - x) + x^(-1) - x)/x, x] - Defer[Int][E^(E^E^(x^(-1) - x) + E^(x^(-1) - x) + x^(-1) - x)*x, x]","F",0,0,0,0,-1,"{}"
1538,1,41,0,0.0784377,"\int \frac{e^{-22-e^4+18 x-2 x^2} \left(-2+18 x-4 x^2\right) \log ^2(5)}{x^3} \, dx","Int[(E^(-22 - E^4 + 18*x - 2*x^2)*(-2 + 18*x - 4*x^2)*Log[5]^2)/x^3,x]","\frac{e^{-2 x^2+18 x-e^4-22} \left(9 x-2 x^2\right) \log ^2(5)}{(9-2 x) x^3}","\frac{e^{-2 (4-x)^2+2 x-e^4+10} \log ^2(5)}{x^2}",1,"(E^(-22 - E^4 + 18*x - 2*x^2)*(9*x - 2*x^2)*Log[5]^2)/((9 - 2*x)*x^3)","A",2,2,35,0.05714,1,"{12, 2288}"
1539,0,0,0,5.4567239,"\int \frac{-4 x^2+10 x^4+2 e^{\frac{2}{x^2}} x^4+2 x^5+\frac{x^4 \left(-8+8 e^{\frac{2}{x^2}}-2 x^3\right)}{\left(-2+5 x^2+e^{\frac{2}{x^2}} x^2+x^3\right)^2}+\frac{x^2 \left(-12 x+10 x^3+e^{\frac{2}{x^2}} \left(8 x+2 x^3\right)\right)}{-2+5 x^2+e^{\frac{2}{x^2}} x^2+x^3}}{-2 x+5 x^3+e^{\frac{2}{x^2}} x^3+x^4} \, dx","Int[(-4*x^2 + 10*x^4 + 2*E^(2/x^2)*x^4 + 2*x^5 + (x^4*(-8 + 8*E^(2/x^2) - 2*x^3))/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^2 + (x^2*(-12*x + 10*x^3 + E^(2/x^2)*(8*x + 2*x^3)))/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3))/(-2*x + 5*x^3 + E^(2/x^2)*x^3 + x^4),x]","\int \frac{-4 x^2+10 x^4+2 e^{\frac{2}{x^2}} x^4+2 x^5+\frac{x^4 \left(-8+8 e^{\frac{2}{x^2}}-2 x^3\right)}{\left(-2+5 x^2+e^{\frac{2}{x^2}} x^2+x^3\right)^2}+\frac{x^2 \left(-12 x+10 x^3+e^{\frac{2}{x^2}} \left(8 x+2 x^3\right)\right)}{-2+5 x^2+e^{\frac{2}{x^2}} x^2+x^3}}{-2 x+5 x^3+e^{\frac{2}{x^2}} x^3+x^4} \, dx","\left(\frac{1}{e^{\frac{2}{x^2}}-\frac{2}{x^2}+x+5}+x\right)^2+2",1,"x^2 + 16*Defer[Int][x/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^3, x] - 48*Defer[Int][x^3/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^3, x] - 8*Defer[Int][x^4/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^3, x] - 2*Defer[Int][x^6/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^3, x] + 16*Defer[Int][(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^(-2), x] + 8*Defer[Int][x/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^2, x] - 48*Defer[Int][x^2/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^2, x] - 8*Defer[Int][x^3/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^2, x] - 2*Defer[Int][x^5/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^2, x] + 8*Defer[Int][(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3)^(-1), x] + 2*Defer[Int][x^2/(-2 + 5*x^2 + E^(2/x^2)*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
1540,1,32,0,0.1321885,"\int e^{\frac{e^6+e^3 \left(6+16 x^4\right)+16 \log ^2(3)}{64 e^3}} x^3 \, dx","Int[E^((E^6 + E^3*(6 + 16*x^4) + 16*Log[3]^2)/(64*E^3))*x^3,x]","e^{\frac{x^4}{4}+\frac{6 e^3+e^6+16 \log ^2(3)}{64 e^3}}","e^{\frac{1}{4} \left(x^4+\frac{1}{16} \left(6+e^3\right)+\frac{\log ^2(3)}{e^3}\right)}",1,"E^(x^4/4 + (6*E^3 + E^6 + 16*Log[3]^2)/(64*E^3))","A",2,2,34,0.05882,1,"{2225, 2209}"
1541,1,18,0,0.0131841,"\int \frac{2 \log \left(\frac{625}{331776 e^2}\right)}{x-2 x \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","Int[(2*Log[625/(331776*E^2)])/(x - 2*x*Log[x^2] + x*Log[x^2]^2),x]","-\frac{2+\log \left(\frac{331776}{625}\right)}{1-\log \left(x^2\right)}","\frac{\log \left(\frac{625}{331776 e^2}\right)}{1-\log \left(x^2\right)}",1,"-((2 + Log[331776/625])/(1 - Log[x^2]))","A",3,2,29,0.06897,1,"{12, 32}"
1542,1,116,0,0.191982,"\int \frac{e^{-x} \left(4 x^2-8 x^3+2 x^4+e^2 \left(3+3 x+3 x^4-x^5\right)\right)}{x^2} \, dx","Int[(4*x^2 - 8*x^3 + 2*x^4 + E^2*(3 + 3*x + 3*x^4 - x^5))/(E^x*x^2),x]","e^{2-x} x^3+3 e^{2-x} x^2-\left(2+3 e^2\right) e^{-x} x^2+6 e^{2-x} x+8 e^{-x} x-2 \left(2+3 e^2\right) e^{-x} x+6 e^{2-x}+4 e^{-x}-2 \left(2+3 e^2\right) e^{-x}-\frac{3 e^{2-x}}{x}","e^{-x} \left(\frac{e^2 \left(x^4-3\right)}{x}-x (2 x-4)\right)",1,"6*E^(2 - x) + 4/E^x - (2*(2 + 3*E^2))/E^x - (3*E^(2 - x))/x + 6*E^(2 - x)*x + (8*x)/E^x - (2*(2 + 3*E^2)*x)/E^x + 3*E^(2 - x)*x^2 - ((2 + 3*E^2)*x^2)/E^x + E^(2 - x)*x^3","B",15,5,44,0.1136,1,"{2199, 2194, 2177, 2178, 2176}"
1543,1,28,0,0.2306539,"\int \frac{-2-2 x+2 x \log (3 x)+\left(1-3 x+64 x^2\right) \log ^2(3 x)}{x \log ^2(3 x)} \, dx","Int[(-2 - 2*x + 2*x*Log[3*x] + (1 - 3*x + 64*x^2)*Log[3*x]^2)/(x*Log[3*x]^2),x]","32 x^2-3 x+\frac{2 x}{\log (3 x)}+\log (x)+\frac{2}{\log (3 x)}","-2 \left(-16 x^2+x-2\right)-x+\log (x)+\frac{2 (x+1)}{\log (3 x)}",1,"-3*x + 32*x^2 + Log[x] + 2/Log[3*x] + (2*x)/Log[3*x]","A",11,7,39,0.1795,1,"{6742, 14, 2353, 2297, 2298, 2302, 30}"
1544,1,19,0,0.0401049,"\int \frac{-3+e^x (1-x) \log (8+4 \log (4))}{x^2} \, dx","Int[(-3 + E^x*(1 - x)*Log[8 + 4*Log[4]])/x^2,x]","\frac{3}{x}-\frac{e^x \log (8+\log (256))}{x}","\frac{x-e^x \log (4 (2+\log (4)))+3}{x}",1,"3/x - (E^x*Log[8 + Log[256]])/x","A",3,2,22,0.09091,1,"{14, 2197}"
1545,0,0,0,3.5177337,"\int \frac{-20000 e^{2 e^x} x+1600 x^2+288 x^3+\left(100000 x+5500 x^2\right) \log (3)-500000 x \log ^2(3)+e^{e^x} \left(20000 x+1100 x^2+e^x \left(-10000 x^2-2500 x^3\right)-200000 x \log (3)\right)}{625 e^{2 e^x}+16 x^2+1000 x \log (3)+15625 \log ^2(3)+e^{e^x} (200 x+6250 \log (3))} \, dx","Int[(-20000*E^(2*E^x)*x + 1600*x^2 + 288*x^3 + (100000*x + 5500*x^2)*Log[3] - 500000*x*Log[3]^2 + E^E^x*(20000*x + 1100*x^2 + E^x*(-10000*x^2 - 2500*x^3) - 200000*x*Log[3]))/(625*E^(2*E^x) + 16*x^2 + 1000*x*Log[3] + 15625*Log[3]^2 + E^E^x*(200*x + 6250*Log[3])),x]","\int \frac{-20000 e^{2 e^x} x+1600 x^2+288 x^3+\left(100000 x+5500 x^2\right) \log (3)-500000 x \log ^2(3)+e^{e^x} \left(20000 x+1100 x^2+e^x \left(-10000 x^2-2500 x^3\right)-200000 x \log (3)\right)}{625 e^{2 e^x}+16 x^2+1000 x \log (3)+15625 \log ^2(3)+e^{e^x} (200 x+6250 \log (3))} \, dx","4 x^2 \left(\frac{x+4}{\frac{4 x}{25}+e^{e^x}+5 \log (3)}-4\right)",1,"100000*Log[3]*(1 - Log[243])*Defer[Int][x/(25*E^E^x + 4*x + 125*Log[3])^2, x] + 20000*(1 - 10*Log[3])*Defer[Int][(E^E^x*x)/(25*E^E^x + 4*x + 125*Log[3])^2, x] - 20000*Defer[Int][(E^(2*E^x)*x)/(25*E^E^x + 4*x + 125*Log[3])^2, x] + 100*(16 + 55*Log[3])*Defer[Int][x^2/(25*E^E^x + 4*x + 125*Log[3])^2, x] + 1100*Defer[Int][(E^E^x*x^2)/(25*E^E^x + 4*x + 125*Log[3])^2, x] - 10000*Defer[Int][(E^(E^x + x)*x^2)/(25*E^E^x + 4*x + 125*Log[3])^2, x] + 288*Defer[Int][x^3/(25*E^E^x + 4*x + 125*Log[3])^2, x] - 2500*Defer[Int][(E^(E^x + x)*x^3)/(25*E^E^x + 4*x + 125*Log[3])^2, x]","F",0,0,0,0,-1,"{}"
1546,1,18,0,0.0119881,"\int \left(e^x+\log \left(\frac{1+4 e^{166}}{e^{166}}\right) \left(-1+\log \left(\frac{4}{x}\right)\right)\right) \, dx","Int[E^x + Log[(1 + 4*E^166)/E^166]*(-1 + Log[4/x]),x]","e^x+x \log \left(4+\frac{1}{e^{166}}\right) \log \left(\frac{4}{x}\right)","e^x+x \log \left(4+\frac{1}{e^{166}}\right) \log \left(\frac{4}{x}\right)",1,"E^x + x*Log[4 + E^(-166)]*Log[4/x]","A",4,2,25,0.08000,1,"{2194, 2295}"
1547,1,100,0,0.1897072,"\int \frac{64 x^6+480 x^7+1440 x^8+2160 x^9+1620 x^{10}+486 x^{11}+e^{16} (8+24 x)}{32 x^5+240 x^6+720 x^7+1080 x^8+810 x^9+243 x^{10}} \, dx","Int[(64*x^6 + 480*x^7 + 1440*x^8 + 2160*x^9 + 1620*x^10 + 486*x^11 + E^16*(8 + 24*x))/(32*x^5 + 240*x^6 + 720*x^7 + 1080*x^8 + 810*x^9 + 243*x^10),x]","-\frac{e^{16}}{16 x^4}+\frac{3 e^{16}}{8 x^3}+x^2-\frac{45 e^{16}}{32 x^2}-\frac{405 e^{16}}{32 (3 x+2)}-\frac{405 e^{16}}{32 (3 x+2)^2}-\frac{81 e^{16}}{8 (3 x+2)^3}-\frac{81 e^{16}}{16 (3 x+2)^4}+\frac{135 e^{16}}{32 x}","-\frac{e^{16}}{(-3 x-2)^4 x^4}+x^2-1",1,"-1/16*E^16/x^4 + (3*E^16)/(8*x^3) - (45*E^16)/(32*x^2) + (135*E^16)/(32*x) + x^2 - (81*E^16)/(16*(2 + 3*x)^4) - (81*E^16)/(8*(2 + 3*x)^3) - (405*E^16)/(32*(2 + 3*x)^2) - (405*E^16)/(32*(2 + 3*x))","B",2,1,74,0.01351,1,"{2074}"
1548,0,0,0,1.2543426,"\int \frac{-3+5 e^x-5 x+(-5+5 x) \log (x \log (2))}{-3-5 x-5 e^x x+5 x \log (x \log (2))} \, dx","Int[(-3 + 5*E^x - 5*x + (-5 + 5*x)*Log[x*Log[2]])/(-3 - 5*x - 5*E^x*x + 5*x*Log[x*Log[2]]),x]","\int \frac{-3+5 e^x-5 x+(-5+5 x) \log (x \log (2))}{-3-5 x-5 e^x x+5 x \log (x \log (2))} \, dx","x+\log \left(\frac{1}{5 \left(x-x \left(\log (x \log (2))-e^x\right)\right)+3}\right)-2",1,"-Log[x] + 8*Defer[Int][(3 + 5*x + 5*E^x*x - 5*x*Log[x*Log[2]])^(-1), x] + 3*Defer[Int][1/(x*(3 + 5*x + 5*E^x*x - 5*x*Log[x*Log[2]])), x] + 5*Defer[Int][x/(3 + 5*x + 5*E^x*x - 5*x*Log[x*Log[2]]), x] + 5*Defer[Int][(x*Log[x*Log[2]])/(-3 - 5*x - 5*E^x*x + 5*x*Log[x*Log[2]]), x]","F",0,0,0,0,-1,"{}"
1549,1,30,0,0.02363,"\int \left(78+3 e^{x^3} x^2-108 \log (3)+54 \log ^2(3)-12 \log ^3(3)+\log ^4(3)\right) \, dx","Int[78 + 3*E^x^3*x^2 - 108*Log[3] + 54*Log[3]^2 - 12*Log[3]^3 + Log[3]^4,x]","e^{x^3}+x \left(78+\log ^4(3)-12 \log ^3(3)+54 \log ^2(3)-108 \log (3)\right)","e^{x^3}+x \left((3-\log (3))^4-3\right)",1,"E^x^3 + x*(78 - 108*Log[3] + 54*Log[3]^2 - 12*Log[3]^3 + Log[3]^4)","A",2,1,32,0.03125,1,"{2209}"
1550,1,23,0,0.008632,"\int \left(-5+e^{-4+x}+4 x^2+\log \left(\frac{e^{2 x^2}}{16}\right)\right) \, dx","Int[-5 + E^(-4 + x) + 4*x^2 + Log[E^(2*x^2)/16],x]","x \log \left(\frac{e^{2 x^2}}{16}\right)-5 x+e^{x-4}","-\left(x \left(4-\log \left(\frac{e^{2 x^2}}{16}\right)\right)\right)-x+e^{x-4}-5",1,"E^(-4 + x) - 5*x + x*Log[E^(2*x^2)/16]","A",5,4,24,0.1667,1,"{2194, 2548, 12, 30}"
1551,1,15,0,0.0048147,"\int \left(-3-6 x-3 \log \left(\frac{x}{3}\right)\right) \, dx","Int[-3 - 6*x - 3*Log[x/3],x]","-3 x^2-3 x \log \left(\frac{x}{3}\right)","4-3 x \left(x+\log \left(\frac{x}{3}\right)\right)",1,"-3*x^2 - 3*x*Log[x/3]","A",2,1,13,0.07692,1,"{2295}"
1552,1,43,0,0.6393427,"\int \frac{e^x \left(-4 x+x^2+4 x \log \left(\frac{3+3 x}{x}\right)\right) \left(-8-6 x-x^2+x^3+\left(4+8 x+4 x^2\right) \log \left(\frac{3+3 x}{x}\right)\right)}{-4 x-3 x^2+x^3+\left(4 x+4 x^2\right) \log \left(\frac{3+3 x}{x}\right)} \, dx","Int[(E^x*(-4*x + x^2 + 4*x*Log[(3 + 3*x)/x])*(-8 - 6*x - x^2 + x^3 + (4 + 8*x + 4*x^2)*Log[(3 + 3*x)/x]))/(-4*x - 3*x^2 + x^3 + (4*x + 4*x^2)*Log[(3 + 3*x)/x]),x]","e^x x^2-4 e^x x-4 e^x \log \left(\frac{3}{x}+3\right)+4 e^x (x+1) \log \left(\frac{3}{x}+3\right)","e^x x \left(x-4 \left(\frac{5}{4}-\log \left(\frac{3}{x}+3\right)\right)+1\right)",1,"-4*E^x*x + E^x*x^2 - 4*E^x*Log[3 + 3/x] + 4*E^x*(1 + x)*Log[3 + 3/x]","A",14,7,92,0.07609,1,"{6688, 6742, 2199, 2194, 2176, 2178, 2554}"
1553,1,17,0,0.3311257,"\int \frac{-16+x^2+e^x \left(64 x+4 x^3\right) \log (3)}{16 x+x^3} \, dx","Int[(-16 + x^2 + E^x*(64*x + 4*x^3)*Log[3])/(16*x + x^3),x]","\log \left(x^2+16\right)-\log (x)+e^x \log (81)","\log \left(\frac{x^2+16}{x}\right)+4 e^x \log (3)+4",1,"E^x*Log[81] - Log[x] + Log[16 + x^2]","A",7,5,30,0.1667,1,"{1593, 6725, 446, 72, 2194}"
1554,0,0,0,1.4780181,"\int \frac{-1-x-x \log \left(\frac{2}{x}\right)}{\left(3 x+3 x^2\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{2+2 x}{\log \left(\frac{2}{x}\right)}\right)} \, dx","Int[(-1 - x - x*Log[2/x])/((3*x + 3*x^2)*Log[2/x]*Log[(2 + 2*x)/Log[2/x]]^2),x]","\int \frac{-1-x-x \log \left(\frac{2}{x}\right)}{\left(3 x+3 x^2\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{2+2 x}{\log \left(\frac{2}{x}\right)}\right)} \, dx","\frac{1}{3 \log \left(\frac{2 (x+1)}{\log \left(\frac{2}{x}\right)}\right)}",1,"-1/3*Defer[Int][1/((1 + x)*Log[(2*(1 + x))/Log[2/x]]^2), x] - Defer[Int][1/(x*Log[2/x]*Log[(2*(1 + x))/Log[2/x]]^2), x]/3","F",0,0,0,0,-1,"{}"
1555,1,24,0,0.0564071,"\int \frac{24 e^{x/2}-x-12 e^x x+6 e^{x/2} x \log \left(16 x^2\right)}{x} \, dx","Int[(24*E^(x/2) - x - 12*E^x*x + 6*E^(x/2)*x*Log[16*x^2])/x,x]","12 e^{x/2} \log \left(16 x^2\right)-x-12 e^x","-12 \left(e^x-e^{x/2} \log \left(16 x^2\right)\right)-x+15",1,"-12*E^x - x + 12*E^(x/2)*Log[16*x^2]","A",4,3,39,0.07692,1,"{14, 2194, 2288}"
1556,1,80,0,0.173039,"\int \frac{-x^2 \log (3)+\left(2 x+2 x^2\right) \log ^2(3)+\left(81 x^2+\left(-162 x-324 x^2\right) \log (3)+\left(81+324 x+324 x^2\right) \log ^2(3)\right) \log (5)}{\left(81 x^2+\left(-162 x-324 x^2\right) \log (3)+\left(81+324 x+324 x^2\right) \log ^2(3)\right) \log (5)} \, dx","Int[(-(x^2*Log[3]) + (2*x + 2*x^2)*Log[3]^2 + (81*x^2 + (-162*x - 324*x^2)*Log[3] + (81 + 324*x + 324*x^2)*Log[3]^2)*Log[5])/((81*x^2 + (-162*x - 324*x^2)*Log[3] + (81 + 324*x + 324*x^2)*Log[3]^2)*Log[5]),x]","\frac{\log ^2(3) (\log (3)+162 \log (3) \log (5)-81 \log (5) \log (9))}{81 \log (5) (1-\log (9))^2 (\log (3)-x (1-\log (9)))}-\frac{x (\log (3)-81 \log (5)+162 \log (3) \log (5))}{81 \log (5) (1-\log (9))}","\frac{x^2}{81 \log (5) \left(2 x-\frac{x}{\log (3)}+1\right)}+x",1,"-1/81*(x*(Log[3] - 81*Log[5] + 162*Log[3]*Log[5]))/(Log[5]*(1 - Log[9])) + (Log[3]^2*(Log[3] + 162*Log[3]*Log[5] - 81*Log[5]*Log[9]))/(81*Log[5]*(Log[3] - x*(1 - Log[9]))*(1 - Log[9])^2)","B",7,5,98,0.05102,1,"{12, 1984, 27, 6, 683}"
1557,1,8,0,0.0016062,"\int \frac{32 e^8}{x^3} \, dx","Int[(32*E^8)/x^3,x]","-\frac{16 e^8}{x^2}","1-\frac{16 e^8}{x^2}",1,"(-16*E^8)/x^2","A",2,2,8,0.2500,1,"{12, 30}"
1558,0,0,0,0.740426,"\int \frac{9-x+3 x^3-132 x^4+15 x^5+\left(-1+15 x^4\right) \log (2 x)+\left(-108 x^3+12 x^4+12 x^3 \log (2 x)\right) \log (-9+x+\log (2 x))}{-9+x+\log (2 x)} \, dx","Int[(9 - x + 3*x^3 - 132*x^4 + 15*x^5 + (-1 + 15*x^4)*Log[2*x] + (-108*x^3 + 12*x^4 + 12*x^3*Log[2*x])*Log[-9 + x + Log[2*x]])/(-9 + x + Log[2*x]),x]","\int \frac{9-x+3 x^3-132 x^4+15 x^5+\left(-1+15 x^4\right) \log (2 x)+\left(-108 x^3+12 x^4+12 x^3 \log (2 x)\right) \log (-9+x+\log (2 x))}{-9+x+\log (2 x)} \, dx","3 x^4 (x+\log (x+\log (2 x)-9))-x",1,"-x + 3*x^5 + 3*Defer[Int][x^3/(-9 + x + Log[2*x]), x] + 3*Defer[Int][x^4/(-9 + x + Log[2*x]), x] + 12*Defer[Int][x^3*Log[-9 + x + Log[2*x]], x]","F",0,0,0,0,-1,"{}"
1559,0,0,0,5.0242052,"\int \frac{4 x^3+2 e^6 x^3+e^{\frac{625+250 x-25 x^2-10 x^3+x^4}{x^2}} \left(10000+12000 x+4500 x^2+580 x^3+64 x^4+4 x^5-4 x^6+e^{12} \left(2500+500 x+20 x^3-4 x^4\right)+e^6 \left(10000+7000 x+1000 x^2+80 x^3+24 x^4-8 x^5\right)\right)}{-2 x^4-e^6 x^4-x^5+e^{\frac{625+250 x-25 x^2-10 x^3+x^4}{x^2}} \left(4 x^3+e^{12} x^3+4 x^4+x^5+e^6 \left(4 x^3+2 x^4\right)\right)} \, dx","Int[(4*x^3 + 2*E^6*x^3 + E^((625 + 250*x - 25*x^2 - 10*x^3 + x^4)/x^2)*(10000 + 12000*x + 4500*x^2 + 580*x^3 + 64*x^4 + 4*x^5 - 4*x^6 + E^12*(2500 + 500*x + 20*x^3 - 4*x^4) + E^6*(10000 + 7000*x + 1000*x^2 + 80*x^3 + 24*x^4 - 8*x^5)))/(-2*x^4 - E^6*x^4 - x^5 + E^((625 + 250*x - 25*x^2 - 10*x^3 + x^4)/x^2)*(4*x^3 + E^12*x^3 + 4*x^4 + x^5 + E^6*(4*x^3 + 2*x^4))),x]","\int \frac{4 x^3+2 e^6 x^3+e^{\frac{625+250 x-25 x^2-10 x^3+x^4}{x^2}} \left(10000+12000 x+4500 x^2+580 x^3+64 x^4+4 x^5-4 x^6+e^{12} \left(2500+500 x+20 x^3-4 x^4\right)+e^6 \left(10000+7000 x+1000 x^2+80 x^3+24 x^4-8 x^5\right)\right)}{-2 x^4-e^6 x^4-x^5+e^{\frac{625+250 x-25 x^2-10 x^3+x^4}{x^2}} \left(4 x^3+e^{12} x^3+4 x^4+x^5+e^6 \left(4 x^3+2 x^4\right)\right)} \, dx","\log \left(\frac{5}{\left(\frac{x}{x+e^6+2}-e^{\left(x-\frac{5 (x+5)}{x}\right)^2}\right)^2}\right)",1,"(-2*(25 + 5*x - x^2)^2)/x^2 + 4*Defer[Int][x^2/(-2*E^((-25 - 5*x + x^2)^2/x^2)*(1 + E^6/2) + x - E^((-25 - 5*x + x^2)^2/x^2)*x), x] + 2500*Defer[Int][1/(x^2*(2*E^((-25 - 5*x + x^2)^2/x^2)*(1 + E^6/2) - x + E^((-25 - 5*x + x^2)^2/x^2)*x)), x] + 500*Defer[Int][1/(x*(2*E^((-25 - 5*x + x^2)^2/x^2)*(1 + E^6/2) - x + E^((-25 - 5*x + x^2)^2/x^2)*x)), x] + 20*Defer[Int][x/(2*E^((-25 - 5*x + x^2)^2/x^2)*(1 + E^6/2) - x + E^((-25 - 5*x + x^2)^2/x^2)*x), x] + 2*(2 + E^6)*Defer[Int][1/((2 + E^6 + x)*(2*E^((-25 - 5*x + x^2)^2/x^2)*(1 + E^6/2) - x + E^((-25 - 5*x + x^2)^2/x^2)*x)), x]","F",0,0,0,0,-1,"{}"
1560,1,72,0,0.1027745,"\int \left(6 x-2 e^6 x+\left(3-e^6\right) \log (5)+e^{-4+10 e^{4 x}} \left(-2 x-\log (5)+e^{4 x} \left(-40 x^2-40 x \log (5)\right)\right)+e^{-2+5 e^{4 x}} \left(-4 e^3 x-2 e^3 \log (5)+e^{4 x} \left(-40 e^3 x^2-40 e^3 x \log (5)\right)\right)\right) \, dx","Int[6*x - 2*E^6*x + (3 - E^6)*Log[5] + E^(-4 + 10*E^(4*x))*(-2*x - Log[5] + E^(4*x)*(-40*x^2 - 40*x*Log[5])) + E^(-2 + 5*E^(4*x))*(-4*E^3*x - 2*E^3*Log[5] + E^(4*x)*(-40*E^3*x^2 - 40*E^3*x*Log[5])),x]","\left(3-e^6\right) x^2-e^{10 e^{4 x}-4} \left(x^2+x \log (5)\right)-2 e^{5 e^{4 x}-2} \left(e^3 x^2+e^3 x \log (5)\right)+\left(3-e^6\right) x \log (5)","\left(3-\left(e^{5 e^{4 x}-2}+e^3\right)^2\right) x (x+\log (5))",1,"(3 - E^6)*x^2 + (3 - E^6)*x*Log[5] - E^(-4 + 10*E^(4*x))*(x^2 + x*Log[5]) - 2*E^(-2 + 5*E^(4*x))*(E^3*x^2 + E^3*x*Log[5])","B",4,2,106,0.01887,1,"{6, 2288}"
1561,1,56,0,0.1884173,"\int \frac{1}{4} \left(4+e^x \left(3+5 x+x^2\right)+e^{2 x} \left(18 x+36 x^2+16 x^3+2 x^4\right)\right) \, dx","Int[(4 + E^x*(3 + 5*x + x^2) + E^(2*x)*(18*x + 36*x^2 + 16*x^3 + 2*x^4))/4,x]","\frac{1}{4} e^{2 x} x^4+\frac{3}{2} e^{2 x} x^3+\frac{e^x x^2}{4}+\frac{9}{4} e^{2 x} x^2+\frac{3 e^x x}{4}+x","\left(e^x \left(x-\frac{1}{2} x (x+5)\right)-\frac{1}{4}\right)^2+x",1,"x + (3*E^x*x)/4 + (E^x*x^2)/4 + (9*E^(2*x)*x^2)/4 + (3*E^(2*x)*x^3)/2 + (E^(2*x)*x^4)/4","B",26,4,43,0.09302,1,"{12, 2196, 2194, 2176}"
1562,0,0,0,3.3834079,"\int \exp \left(-e^x+2 e^{e^{-e^x} \left(e^{e^x} x^2-e^5 x^3\right)} x^2+e^{-e^x} \left(e^{e^x} x^2-e^5 x^3\right)\right) \left(-6 e^5 x^4+2 e^{5+x} x^5+e^{e^x} \left(4 x+4 x^3\right)\right) \, dx","Int[E^(-E^x + 2*E^((E^E^x*x^2 - E^5*x^3)/E^E^x)*x^2 + (E^E^x*x^2 - E^5*x^3)/E^E^x)*(-6*E^5*x^4 + 2*E^(5 + x)*x^5 + E^E^x*(4*x + 4*x^3)),x]","\int \exp \left(-e^x+2 e^{e^{-e^x} \left(e^{e^x} x^2-e^5 x^3\right)} x^2+e^{-e^x} \left(e^{e^x} x^2-e^5 x^3\right)\right) \left(-6 e^5 x^4+2 e^{5+x} x^5+e^{e^x} \left(4 x+4 x^3\right)\right) \, dx","e^{2 e^{x \left(x-e^{5-e^x} x^2\right)} x^2}",1,"4*Defer[Int][E^(x^2 + 2*E^(x^2 - E^(5 - E^x)*x^3)*x^2 - E^(5 - E^x)*x^3)*x, x] + 4*Defer[Int][E^(x^2 + 2*E^(x^2 - E^(5 - E^x)*x^3)*x^2 - E^(5 - E^x)*x^3)*x^3, x] - 6*Defer[Int][E^(5 - E^x + 2*E^((E^E^x*x^2 - E^5*x^3)/E^E^x)*x^2 + (E^E^x*x^2 - E^5*x^3)/E^E^x)*x^4, x] + 2*Defer[Int][E^(5 - E^x + x + 2*E^((E^E^x*x^2 - E^5*x^3)/E^E^x)*x^2 + (E^E^x*x^2 - E^5*x^3)/E^E^x)*x^5, x]","F",0,0,0,0,-1,"{}"
1563,1,17,0,0.2076027,"\int \frac{-90+e^x (-40-20 x) x}{243 x^2+108 e^x x^3+12 e^{2 x} x^4} \, dx","Int[(-90 + E^x*(-40 - 20*x)*x)/(243*x^2 + 108*E^x*x^3 + 12*E^(2*x)*x^4),x]","\frac{10}{3 x \left(2 e^x x+9\right)}","\frac{5}{3 x \left(e^x x+\frac{9}{2}\right)}",1,"10/(3*x*(9 + 2*E^x*x))","A",3,3,39,0.07692,1,"{6688, 12, 6687}"
1564,1,19,0,0.054708,"\int \frac{1}{4} e^{\frac{1}{4} \left(16+7 x-x^3+x^4\right)} \left(7-3 x^2+4 x^3\right) \, dx","Int[(E^((16 + 7*x - x^3 + x^4)/4)*(7 - 3*x^2 + 4*x^3))/4,x]","e^{\frac{1}{4} \left(x^4-x^3+7 x+16\right)}","e^{\frac{1}{4} \left(x^3-x^2+3\right) x+x+4}",1,"E^((16 + 7*x - x^3 + x^4)/4)","A",2,2,35,0.05714,1,"{12, 6706}"
1565,1,23,0,0.3609245,"\int \frac{-25+e^{e^x+x} (-4+x) \log ^2(20-5 x)+e^x (-8+2 x) \log ^2(20-5 x)}{(-4+x) \log ^2(20-5 x)} \, dx","Int[(-25 + E^(E^x + x)*(-4 + x)*Log[20 - 5*x]^2 + E^x*(-8 + 2*x)*Log[20 - 5*x]^2)/((-4 + x)*Log[20 - 5*x]^2),x]","e^{e^x}+2 e^x+\frac{25}{\log (5 (4-x))}","e^{e^x}+2 e^x+\frac{25}{\log (5 (4-x))}+3",1,"E^E^x + 2*E^x + 25/Log[5*(4 - x)]","A",9,7,52,0.1346,1,"{6688, 2282, 2194, 2390, 12, 2302, 30}"
1566,0,0,0,2.4950424,"\int \frac{6 x-2 e^x x+\left(e (1-x)+e^x (1-x)-3 x+3 x^2\right) \log \left(e+e^x-3 x\right)}{\left(e^{2 x}+e^x (e-3 x)\right) \log ^3\left(e+e^x-3 x\right)} \, dx","Int[(6*x - 2*E^x*x + (E*(1 - x) + E^x*(1 - x) - 3*x + 3*x^2)*Log[E + E^x - 3*x])/((E^(2*x) + E^x*(E - 3*x))*Log[E + E^x - 3*x]^3),x]","\int \frac{6 x-2 e^x x+\left(e (1-x)+e^x (1-x)-3 x+3 x^2\right) \log \left(e+e^x-3 x\right)}{\left(e^{2 x}+e^x (e-3 x)\right) \log ^3\left(e+e^x-3 x\right)} \, dx","\frac{e^{-x} x}{\log ^2\left(-3 x+e^x+e\right)}+1",1,"-2*Defer[Int][x/(E^x*Log[E + E^x - 3*x]^3), x] + 2*(3 + E)*Defer[Int][x/(E^x*(E + E^x - 3*x)*Log[E + E^x - 3*x]^3), x] - 6*Defer[Int][x^2/(E^x*(E + E^x - 3*x)*Log[E + E^x - 3*x]^3), x] + Defer[Int][1/(E^x*Log[E + E^x - 3*x]^2), x] - Defer[Int][x/(E^x*Log[E + E^x - 3*x]^2), x]","F",0,0,0,0,-1,"{}"
1567,0,0,0,1.5063837,"\int \frac{780-24 x-36 x^2+\left(442-24 x-18 x^2\right) \log (x)+\left(900+360 x+36 x^2+(120+360 x) \log (x)\right) \log (x \log (x))+\left(-450+18 x^2\right) \log (x) \log ^2(x \log (x))}{9 x^2 \log (x)} \, dx","Int[(780 - 24*x - 36*x^2 + (442 - 24*x - 18*x^2)*Log[x] + (900 + 360*x + 36*x^2 + (120 + 360*x)*Log[x])*Log[x*Log[x]] + (-450 + 18*x^2)*Log[x]*Log[x*Log[x]]^2)/(9*x^2*Log[x]),x]","\int \frac{780-24 x-36 x^2+\left(442-24 x-18 x^2\right) \log (x)+\left(900+360 x+36 x^2+(120+360 x) \log (x)\right) \log (x \log (x))+\left(-450+18 x^2\right) \log (x) \log ^2(x \log (x))}{9 x^2 \log (x)} \, dx","\frac{2 \left(-x+(x+5) \log (x \log (x))+\frac{13}{3}\right)^2}{x}",1,"-562/(9*x) + 2*x - (8*Log[x])/3 - (40*ExpIntegralEi[-Log[x]]*Log[x])/3 + (40*ExpIntegralEi[-Log[x]]*(1 + Log[x]))/3 - (40*Log[x*Log[x]])/(3*x) - 4*Log[x]*LogIntegral[x] + 4*Log[x*Log[x]]*LogIntegral[x] - (4*Defer[Int][((5 + x)*(-13 + 3*x))/(x^2*Log[x]), x])/3 + 40*Defer[Int][Log[x*Log[x]]/x, x] + 100*Defer[Int][Log[x*Log[x]]/(x^2*Log[x]), x] + 40*Defer[Int][Log[x*Log[x]]/(x*Log[x]), x] + 2*Defer[Int][Log[x*Log[x]]^2, x] - 50*Defer[Int][Log[x*Log[x]]^2/x^2, x] - 4*Defer[Int][LogIntegral[x]/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
1568,0,0,0,1.4790573,"\int \frac{-4-10 x-4 e^3 x+e^{2 e+2 x^2} \left(-1-3 x-e^3 x\right)+e^{e+x^2} \left(-4-11 x-4 e^3 x-10 x^2-2 x^3\right)}{12 x+4 e^3 x+e^{2 e+2 x^2} \left(3 x+e^3 x\right)+e^{e+x^2} \left(12 x+4 e^3 x\right)} \, dx","Int[(-4 - 10*x - 4*E^3*x + E^(2*E + 2*x^2)*(-1 - 3*x - E^3*x) + E^(E + x^2)*(-4 - 11*x - 4*E^3*x - 10*x^2 - 2*x^3))/(12*x + 4*E^3*x + E^(2*E + 2*x^2)*(3*x + E^3*x) + E^(E + x^2)*(12*x + 4*E^3*x)),x]","\int \frac{-4-10 x-4 e^3 x+e^{2 e+2 x^2} \left(-1-3 x-e^3 x\right)+e^{e+x^2} \left(-4-11 x-4 e^3 x-10 x^2-2 x^3\right)}{12 x+4 e^3 x+e^{2 e+2 x^2} \left(3 x+e^3 x\right)+e^{e+x^2} \left(12 x+4 e^3 x\right)} \, dx","\frac{\frac{x+5}{e^{x^2+e}+2}-\log (x)}{3+e^3}-x",1,"5/((3 + E^3)*(2 + E^(E + x^2))) - x - Log[x]/(3 + E^3) + Defer[Int][(2 + E^(E + x^2))^(-1), x]/(3 + E^3) + (4*Defer[Int][x^2/(2 + E^(E + x^2))^2, x])/(3 + E^3) - (2*Defer[Int][x^2/(2 + E^(E + x^2)), x])/(3 + E^3)","F",0,0,0,0,-1,"{}"
1569,0,0,0,4.6858206,"\int \frac{\exp \left(\frac{e^{9+2 x} \left(10+2 x^2\right)+e^{9+x} \left(100 x+20 x^3\right)+e^9 \left(250 x^2+50 x^4\right)}{x^2}\right) \left(100 e^9 x^4+e^{9+2 x} \left(-20+20 x+4 x^3\right)+e^{9+x} \left(-100 x+100 x^2+20 x^3+20 x^4\right)\right)}{x^3} \, dx","Int[(E^((E^(9 + 2*x)*(10 + 2*x^2) + E^(9 + x)*(100*x + 20*x^3) + E^9*(250*x^2 + 50*x^4))/x^2)*(100*E^9*x^4 + E^(9 + 2*x)*(-20 + 20*x + 4*x^3) + E^(9 + x)*(-100*x + 100*x^2 + 20*x^3 + 20*x^4)))/x^3,x]","\int \frac{\exp \left(\frac{e^{9+2 x} \left(10+2 x^2\right)+e^{9+x} \left(100 x+20 x^3\right)+e^9 \left(250 x^2+50 x^4\right)}{x^2}\right) \left(100 e^9 x^4+e^{9+2 x} \left(-20+20 x+4 x^3\right)+e^{9+x} \left(-100 x+100 x^2+20 x^3+20 x^4\right)\right)}{x^3} \, dx","e^{\frac{50 e^9 \left(x+\frac{e^x}{5}\right)^2 \left(x^2+5\right)}{x^2}}",1,"20*Defer[Int][E^(9 + x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2), x] + 4*Defer[Int][E^(9 + 2*x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2), x] - 20*Defer[Int][E^(9 + 2*x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)/x^3, x] - 100*Defer[Int][E^(9 + x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)/x^2, x] + 20*Defer[Int][E^(9 + 2*x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)/x^2, x] + 100*Defer[Int][E^(9 + x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)/x, x] + 100*Defer[Int][E^(9 + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)*x, x] + 20*Defer[Int][E^(9 + x + (2*E^9*(E^x + 5*x)^2*(5 + x^2))/x^2)*x, x]","F",0,0,0,0,-1,"{}"
1570,0,0,0,1.0513109,"\int \frac{\left(-10-2 e^{\frac{e^x}{2}}\right) \log \left(5+e^{\frac{e^x}{2}}\right)+\log ^{x^2}\left(5+e^{\frac{e^x}{2}}\right) \left(-\frac{1}{2} e^{\frac{e^x}{2}+x} x^2+\left(-10 x-2 e^{\frac{e^x}{2}} x\right) \log \left(5+e^{\frac{e^x}{2}}\right) \log \left(\log \left(5+e^{\frac{e^x}{2}}\right)\right)\right)}{\left(5+e^{\frac{e^x}{2}}\right) \log \left(5+e^{\frac{e^x}{2}}\right)} \, dx","Int[((-10 - 2*E^(E^x/2))*Log[5 + E^(E^x/2)] + Log[5 + E^(E^x/2)]^x^2*(-1/2*(E^(E^x/2 + x)*x^2) + (-10*x - 2*E^(E^x/2)*x)*Log[5 + E^(E^x/2)]*Log[Log[5 + E^(E^x/2)]]))/((5 + E^(E^x/2))*Log[5 + E^(E^x/2)]),x]","\int \frac{\left(-10-2 e^{\frac{e^x}{2}}\right) \log \left(5+e^{\frac{e^x}{2}}\right)+\log ^{x^2}\left(5+e^{\frac{e^x}{2}}\right) \left(-\frac{1}{2} e^{\frac{e^x}{2}+x} x^2+\left(-10 x-2 e^{\frac{e^x}{2}} x\right) \log \left(5+e^{\frac{e^x}{2}}\right) \log \left(\log \left(5+e^{\frac{e^x}{2}}\right)\right)\right)}{\left(5+e^{\frac{e^x}{2}}\right) \log \left(5+e^{\frac{e^x}{2}}\right)} \, dx","-\log ^{x^2}\left(e^{\frac{e^x}{2}}+5\right)-2 x+e^{10}",1,"-2*x - Defer[Int][(E^((E^x + 2*x)/2)*x^2*Log[5 + E^(E^x/2)]^(-1 + x^2))/(5 + E^(E^x/2)), x]/2 - 2*Defer[Int][x*Log[5 + E^(E^x/2)]^x^2*Log[Log[5 + E^(E^x/2)]], x]","F",0,0,0,0,-1,"{}"
1571,0,0,0,74.8369829,"\int \frac{\exp \left(\frac{-x^5+e^x \left(-2 x^3+x^4\right)}{-4-20 x^4-5 x^5+e^x \left(-40 x^2+10 x^3+5 x^4\right)}\right) \left(20 x^4+20 x^8+e^{2 x} \left(80 x^4-80 x^5+20 x^6\right)+e^x \left(24 x^2-8 x^3-4 x^4+80 x^6-40 x^7\right)\right)}{16+160 x^4+40 x^5+400 x^8+200 x^9+25 x^{10}+e^{2 x} \left(1600 x^4-800 x^5-300 x^6+100 x^7+25 x^8\right)+e^x \left(320 x^2-80 x^3-40 x^4+1600 x^6-300 x^8-50 x^9\right)} \, dx","Int[(E^((-x^5 + E^x*(-2*x^3 + x^4))/(-4 - 20*x^4 - 5*x^5 + E^x*(-40*x^2 + 10*x^3 + 5*x^4)))*(20*x^4 + 20*x^8 + E^(2*x)*(80*x^4 - 80*x^5 + 20*x^6) + E^x*(24*x^2 - 8*x^3 - 4*x^4 + 80*x^6 - 40*x^7)))/(16 + 160*x^4 + 40*x^5 + 400*x^8 + 200*x^9 + 25*x^10 + E^(2*x)*(1600*x^4 - 800*x^5 - 300*x^6 + 100*x^7 + 25*x^8) + E^x*(320*x^2 - 80*x^3 - 40*x^4 + 1600*x^6 - 300*x^8 - 50*x^9)),x]","\int \frac{\exp \left(\frac{-x^5+e^x \left(-2 x^3+x^4\right)}{-4-20 x^4-5 x^5+e^x \left(-40 x^2+10 x^3+5 x^4\right)}\right) \left(20 x^4+20 x^8+e^{2 x} \left(80 x^4-80 x^5+20 x^6\right)+e^x \left(24 x^2-8 x^3-4 x^4+80 x^6-40 x^7\right)\right)}{16+160 x^4+40 x^5+400 x^8+200 x^9+25 x^{10}+e^{2 x} \left(1600 x^4-800 x^5-300 x^6+100 x^7+25 x^8\right)+e^x \left(320 x^2-80 x^3-40 x^4+1600 x^6-300 x^8-50 x^9\right)} \, dx","\exp \left(\frac{x}{\frac{4}{\left(x^2+e^x (2-x)\right) x^2}+x+4 (x+5)}\right)",1,"(4*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + x)^2), x])/5 - (336*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(-4 - 40*E^x*x^2 + 10*E^x*x^3 - 20*x^4 + 5*E^x*x^4 - 5*x^5)^2), x])/5 - (4*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(-4 - 40*E^x*x^2 + 10*E^x*x^3 - 20*x^4 + 5*E^x*x^4 - 5*x^5)), x])/5 - (1936*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(-2 + x)*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x])/15 - 32*Defer[Int][x/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x] - 16*Defer[Int][x^2/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x] - 8*Defer[Int][x^3/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x] + 4*Defer[Int][x^4/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x] - 4*Defer[Int][x^5/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x] + (64*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + x)^2*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x])/5 + (16*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + x)*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)^2), x])/15 + (4*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(-2 + x)*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)), x])/15 - (32*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + x)^2*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)), x])/5 - (4*Defer[Int][1/(E^((E^x*(-2 + x)*x^3 - x^5)/(4 + 20*x^4 + 5*x^5 - 5*E^x*x^2*(-8 + 2*x + x^2)))*(4 + x)*(4 + 40*E^x*x^2 - 10*E^x*x^3 + 20*x^4 - 5*E^x*x^4 + 5*x^5)), x])/15","F",0,0,0,0,-1,"{}"
1572,1,38,0,0.0638435,"\int \frac{-160-832 x-1602 x^2+801 x^3+(32+136 x) \log \left(x^2\right)}{64 x^3} \, dx","Int[(-160 - 832*x - 1602*x^2 + 801*x^3 + (32 + 136*x)*Log[x^2])/(64*x^3),x]","\frac{1}{x^2}-\frac{(17 x+4)^2 \log \left(x^2\right)}{64 x^2}+\frac{801 x}{64}+\frac{35}{4 x}-16 \log (x)","4 \left(\left(\frac{x+4}{16 x}+1\right)^2+2\right) \left(-\log \left(x^2\right)+x+4\right)",1,"x^(-2) + 35/(4*x) + (801*x)/64 - 16*Log[x] - ((4 + 17*x)^2*Log[x^2])/(64*x^2)","A",9,5,32,0.1562,1,"{12, 14, 37, 2334, 43}"
1573,1,25,0,0.2016305,"\int \frac{12 e^2+6 e x}{\left(3 e^2 x+3 e x^2-x^3\right) \log ^3\left(\frac{3 e^2+3 e x-x^2}{3 x^2}\right)} \, dx","Int[(12*E^2 + 6*E*x)/((3*E^2*x + 3*E*x^2 - x^3)*Log[(3*E^2 + 3*E*x - x^2)/(3*x^2)]^3),x]","\frac{1}{\log ^2\left(\frac{-x^2+3 e x+3 e^2}{3 x^2}\right)}","\frac{1}{\log ^2\left(\frac{-\frac{x}{3}+\frac{e^2}{x}+e}{x}\right)}",1,"Log[(3*E^2 + 3*E*x - x^2)/(3*x^2)]^(-2)","A",2,2,56,0.03571,1,"{1594, 6686}"
1574,1,171,0,12.1618239,"\int \exp \left(77-e^{16/x}+e^{2 x}-108 x+54 x^2-12 x^3+x^4+e^x \left(19-12 x+2 x^2\right)\right) \left(16 e^{16/x}+2 x-108 x^2+2 e^{2 x} x^2+108 x^3-36 x^4+4 x^5+e^x \left(7 x^2-8 x^3+2 x^4\right)\right) \, dx","Int[E^(77 - E^(16/x) + E^(2*x) - 108*x + 54*x^2 - 12*x^3 + x^4 + E^x*(19 - 12*x + 2*x^2))*(16*E^(16/x) + 2*x - 108*x^2 + 2*E^(2*x)*x^2 + 108*x^3 - 36*x^4 + 4*x^5 + E^x*(7*x^2 - 8*x^3 + 2*x^4)),x]","-\frac{\left(4 x^5-36 x^4+108 x^3+2 e^{2 x} x^2-108 x^2+e^x \left(2 x^4-8 x^3+7 x^2\right)+16 e^{16/x}\right) \exp \left(x^4-12 x^3+54 x^2+e^x \left(2 x^2-12 x+19\right)-108 x-e^{16/x}+e^{2 x}+77\right)}{-4 x^3+36 x^2-e^x \left(2 x^2-12 x+19\right)-\frac{16 e^{16/x}}{x^2}-108 x-2 e^{2 x}+4 e^x (3-x)+108}","e^{\left((3-x)^2+e^x\right)^2-e^{16/x}+e^x-4} x^2",1,"-((E^(77 - E^(16/x) + E^(2*x) - 108*x + 54*x^2 - 12*x^3 + x^4 + E^x*(19 - 12*x + 2*x^2))*(16*E^(16/x) - 108*x^2 + 2*E^(2*x)*x^2 + 108*x^3 - 36*x^4 + 4*x^5 + E^x*(7*x^2 - 8*x^3 + 2*x^4)))/(108 - 2*E^(2*x) + 4*E^x*(3 - x) - (16*E^(16/x))/x^2 - 108*x + 36*x^2 - 4*x^3 - E^x*(19 - 12*x + 2*x^2)))","B",1,1,112,0.008929,1,"{2288}"
1575,1,16,0,0.0057218,"\int \left(576 x^7-1296 x^{15}+\log (\log (3))\right) \, dx","Int[576*x^7 - 1296*x^15 + Log[Log[3]],x]","-81 x^{16}+72 x^8+x \log (\log (3))","-\left(4-9 x^8\right)^2+x \log (\log (3))+2",1,"72*x^8 - 81*x^16 + x*Log[Log[3]]","A",1,0,14,0,1,"{}"
1576,1,84,0,0.1613859,"\int \frac{e^{-x+\frac{2-x-x^2+x^3-\log (x)}{x^2}} \left(-20+4 x+8 x^2+8 \log (x)\right)}{x} \, dx","Int[(E^(-x + (2 - x - x^2 + x^3 - Log[x])/x^2)*(-20 + 4*x + 8*x^2 + 8*Log[x]))/x,x]","\frac{4 e^{\frac{x^3-x^2-x-\log (x)+2}{x^2}-x} (-x-2 \log (x)+5)}{x \left(\frac{-3 x^2+2 x+\frac{1}{x}+1}{x^2}+\frac{2 \left(x^3-x^2-x-\log (x)+2\right)}{x^3}+1\right)}","4 x^2 e^{-\frac{x^2+x+\log (x)-2}{x^2}}",1,"(4*E^(-x + (2 - x - x^2 + x^3 - Log[x])/x^2)*(5 - x - 2*Log[x]))/(x*(1 + (1 + x^(-1) + 2*x - 3*x^2)/x^2 + (2*(2 - x - x^2 + x^3 - Log[x]))/x^3))","B",1,1,45,0.02222,1,"{2288}"
1577,1,21,0,0.1046076,"\int \frac{-1-x}{\left(x^2+x \log \left(e^x x^2\right)\right) \log ^2\left(2 x+2 \log \left(e^x x^2\right)\right)} \, dx","Int[(-1 - x)/((x^2 + x*Log[E^x*x^2])*Log[2*x + 2*Log[E^x*x^2]]^2),x]","\frac{1}{2 \log \left(2 \log \left(e^x x^2\right)+2 x\right)}","\frac{1}{2 \log \left(2 \left(\log \left(e^x x^2\right)+x\right)\right)}",1,"1/(2*Log[2*x + 2*Log[E^x*x^2]])","A",1,1,39,0.02564,1,"{6686}"
1578,0,0,0,1.2392384,"\int \frac{10000 e^{8+3 x}+125 e^8 x^3+e^{8+2 x} \left(8000 x-1000 x^2\right)+e^{8+x} \left(1875 x^2-250 x^3\right)}{500 e^{3 x}+300 e^{2 x} x+60 e^x x^2+4 x^3} \, dx","Int[(10000*E^(8 + 3*x) + 125*E^8*x^3 + E^(8 + 2*x)*(8000*x - 1000*x^2) + E^(8 + x)*(1875*x^2 - 250*x^3))/(500*E^(3*x) + 300*E^(2*x)*x + 60*E^x*x^2 + 4*x^3),x]","\int \frac{10000 e^{8+3 x}+125 e^8 x^3+e^{8+2 x} \left(8000 x-1000 x^2\right)+e^{8+x} \left(1875 x^2-250 x^3\right)}{500 e^{3 x}+300 e^{2 x} x+60 e^x x^2+4 x^3} \, dx","\frac{125 e^8 x}{\left(\frac{1}{\frac{e^{-x} x}{2}+2}+2\right)^2}",1,"20*E^8*x - (5*E^8*Defer[Int][x^3/(5*E^x + x)^3, x])/2 + (5*E^8*Defer[Int][x^4/(5*E^x + x)^3, x])/2 - (25*E^8*Defer[Int][x^2/(5*E^x + x)^2, x])/4 + (15*E^8*Defer[Int][x^3/(5*E^x + x)^2, x])/2 + 20*E^8*Defer[Int][x/(5*E^x + x), x] - 10*E^8*Defer[Int][x^2/(5*E^x + x), x]","F",0,0,0,0,-1,"{}"
1579,0,0,0,0.4573131,"\int \frac{4 x^2+\left(2+2 x^2\right) \log \left(\frac{1}{1+x^2}\right)}{\left(2+2 x^2+\left(1+x^2\right) \log (6)\right) \log ^2\left(\frac{1}{1+x^2}\right)} \, dx","Int[(4*x^2 + (2 + 2*x^2)*Log[(1 + x^2)^(-1)])/((2 + 2*x^2 + (1 + x^2)*Log[6])*Log[(1 + x^2)^(-1)]^2),x]","\int \frac{4 x^2+\left(2+2 x^2\right) \log \left(\frac{1}{1+x^2}\right)}{\left(2+2 x^2+\left(1+x^2\right) \log (6)\right) \log ^2\left(\frac{1}{1+x^2}\right)} \, dx","\frac{2 x}{(2+\log (6)) \log \left(\frac{1}{x^2+1}\right)}",1,"(4*Defer[Int][x^2/((1 + x^2)*Log[(1 + x^2)^(-1)]^2), x])/(2 + Log[6]) + (2*Defer[Int][Log[(1 + x^2)^(-1)]^(-1), x])/(2 + Log[6])","F",0,0,0,0,-1,"{}"
1580,0,0,0,9.0656863,"\int \frac{e^{\frac{4+3 x^2-x^3}{12 x^2+2 e^{2 x} x^2}} \left(-48-6 x^3+e^{2 x} \left(-8-8 x-7 x^3+2 x^4\right)\right)}{72 x^3+24 e^{2 x} x^3+2 e^{4 x} x^3} \, dx","Int[(E^((4 + 3*x^2 - x^3)/(12*x^2 + 2*E^(2*x)*x^2))*(-48 - 6*x^3 + E^(2*x)*(-8 - 8*x - 7*x^3 + 2*x^4)))/(72*x^3 + 24*E^(2*x)*x^3 + 2*E^(4*x)*x^3),x]","\int \frac{e^{\frac{4+3 x^2-x^3}{12 x^2+2 e^{2 x} x^2}} \left(-48-6 x^3+e^{2 x} \left(-8-8 x-7 x^3+2 x^4\right)\right)}{72 x^3+24 e^{2 x} x^3+2 e^{4 x} x^3} \, dx","e^{\frac{e^{-x} \left(\frac{4}{x^2}-x+3\right)}{12 e^{-x}+2 e^x}}",1,"18*Defer[Int][E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))/(6 + E^(2*x))^2, x] - (7*Defer[Int][E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))/(6 + E^(2*x)), x])/2 - 4*Defer[Int][E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))/((6 + E^(2*x))*x^3), x] + 24*Defer[Int][E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))/((6 + E^(2*x))^2*x^2), x] - 4*Defer[Int][E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))/((6 + E^(2*x))*x^2), x] - 6*Defer[Int][(E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))*x)/(6 + E^(2*x))^2, x] + Defer[Int][(E^((4 + 3*x^2 - x^3)/(2*(6 + E^(2*x))*x^2))*x)/(6 + E^(2*x)), x]","F",0,0,0,0,-1,"{}"
1581,0,0,0,2.82163,"\int \frac{-8 x^3-17 x^4+65 x^6+272 x^7+352 x^8+256 x^9+256 x^{10}+\left(2-x^2-32 x^3-83 x^4-32 x^5-128 x^6-256 x^7-256 x^8\right) \log (x)+\left(3 x^2+16 x^3+32 x^4\right) \log ^2(x)-\log ^3(x)}{x^2-2 x^4-16 x^5-31 x^6+16 x^7+96 x^8+256 x^9+256 x^{10}+\left(2 x^2-2 x^4-16 x^5-32 x^6\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(-8*x^3 - 17*x^4 + 65*x^6 + 272*x^7 + 352*x^8 + 256*x^9 + 256*x^10 + (2 - x^2 - 32*x^3 - 83*x^4 - 32*x^5 - 128*x^6 - 256*x^7 - 256*x^8)*Log[x] + (3*x^2 + 16*x^3 + 32*x^4)*Log[x]^2 - Log[x]^3)/(x^2 - 2*x^4 - 16*x^5 - 31*x^6 + 16*x^7 + 96*x^8 + 256*x^9 + 256*x^10 + (2*x^2 - 2*x^4 - 16*x^5 - 32*x^6)*Log[x] + x^2*Log[x]^2),x]","\int \frac{-8 x^3-17 x^4+65 x^6+272 x^7+352 x^8+256 x^9+256 x^{10}+\left(2-x^2-32 x^3-83 x^4-32 x^5-128 x^6-256 x^7-256 x^8\right) \log (x)+\left(3 x^2+16 x^3+32 x^4\right) \log ^2(x)-\log ^3(x)}{x^2-2 x^4-16 x^5-31 x^6+16 x^7+96 x^8+256 x^9+256 x^{10}+\left(2 x^2-2 x^4-16 x^5-32 x^6\right) \log (x)+x^2 \log ^2(x)} \, dx","\frac{\log (x)}{x-\frac{x}{\left(4 x^2+x\right)^2-\log (x)}}+x-16",1,"-x^(-1) + x + Log[x]/x + 3*Defer[Int][(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^(-2), x] - Defer[Int][1/(x^2*(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2), x] + 32*Defer[Int][x/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] + 78*Defer[Int][x^2/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] - 40*Defer[Int][x^3/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] - 288*Defer[Int][x^4/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] - 896*Defer[Int][x^5/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] - 1024*Defer[Int][x^6/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^2, x] + Defer[Int][(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])^(-1), x] + Defer[Int][1/(x^2*(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x])), x] + 16*Defer[Int][x/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x]), x] + 48*Defer[Int][x^2/(-1 + x^2 + 8*x^3 + 16*x^4 - Log[x]), x]","F",0,0,0,0,-1,"{}"
1582,1,60,0,0.3256952,"\int \frac{x^3+2 x^4-16 x^6+36 x^8-32 x^{10}+10 x^{12}+e^{2 x} \left(-2+2 x-2 x^3\right)+e^x \left(-2 x^3+8 x^4+4 x^5-8 x^6-2 x^7\right)}{x^3} \, dx","Int[(x^3 + 2*x^4 - 16*x^6 + 36*x^8 - 32*x^10 + 10*x^12 + E^(2*x)*(-2 + 2*x - 2*x^3) + E^x*(-2*x^3 + 8*x^4 + 4*x^5 - 8*x^6 - 2*x^7))/x^3,x]","x^{10}-4 x^8+6 x^6-2 e^x x^4-4 x^4+4 e^x x^2+x^2+\frac{e^{2 x}}{x^2}+x-2 e^x-e^{2 x}","\left(x \left(1-x^2\right)^2-\frac{e^x}{x}\right)^2-e^{2 x}+x-2",1,"-2*E^x - E^(2*x) + E^(2*x)/x^2 + x + x^2 + 4*E^x*x^2 - 4*x^4 - 2*E^x*x^4 + 6*x^6 - 4*x^8 + x^10","A",27,7,79,0.08861,1,"{14, 2196, 2194, 2176, 2199, 2177, 2178}"
1583,1,13,0,0.0085535,"\int \frac{1}{-1-e+\log (\log (5))} \, dx","Int[(-1 - E + Log[Log[5]])^(-1),x]","-\frac{x}{1+e-\log (\log (5))}","\frac{2-x}{1+e-\log (\log (5))}-3",1,"-(x/(1 + E - Log[Log[5]]))","A",1,1,10,0.1000,1,"{8}"
1584,0,0,0,9.1521506,"\int \frac{e^{10-6 e^{4/x}} \left(96 e^{4/x}+\exp \left(-4+6 e^{4/x}-2 x+2 x^2+4 x \log (x)+2 \log ^2(x)\right) \left(2 x^2+4 x^3+\left(4 x+4 x^2\right) \log (x)\right)+e^{-2+3 e^{4/x}-x+x^2+2 x \log (x)+\log ^2(x)} \left(48 e^{4/x}+4 x^2+8 x^3+\left(8 x+8 x^2\right) \log (x)\right)\right)}{x^2} \, dx","Int[(E^(10 - 6*E^(4/x))*(96*E^(4/x) + E^(-4 + 6*E^(4/x) - 2*x + 2*x^2 + 4*x*Log[x] + 2*Log[x]^2)*(2*x^2 + 4*x^3 + (4*x + 4*x^2)*Log[x]) + E^(-2 + 3*E^(4/x) - x + x^2 + 2*x*Log[x] + Log[x]^2)*(48*E^(4/x) + 4*x^2 + 8*x^3 + (8*x + 8*x^2)*Log[x])))/x^2,x]","\int \frac{e^{10-6 e^{4/x}} \left(96 e^{4/x}+\exp \left(-4+6 e^{4/x}-2 x+2 x^2+4 x \log (x)+2 \log ^2(x)\right) \left(2 x^2+4 x^3+\left(4 x+4 x^2\right) \log (x)\right)+e^{-2+3 e^{4/x}-x+x^2+2 x \log (x)+\log ^2(x)} \left(48 e^{4/x}+4 x^2+8 x^3+\left(8 x+8 x^2\right) \log (x)\right)\right)}{x^2} \, dx","\left(2 e^{5-3 e^{4/x}}+e^{-x+(x+\log (x))^2+3}\right)^2+3",1,"4*E^(10 - 6*E^(4/x)) + 4*Defer[Int][E^(8 - 3*E^(4/x) - x + x^2 + Log[x]^2)*x^(2*x), x] + 2*Defer[Int][E^(2*(3 - x + x^2 + Log[x]^2))*x^(4*x), x] + 48*Defer[Int][E^(8 - 3*E^(4/x) + 4/x - x + x^2 + Log[x]^2)*x^(-2 + 2*x), x] + 8*Defer[Int][E^(8 - 3*E^(4/x) - x + x^2 + Log[x]^2)*x^(1 + 2*x), x] + 4*Defer[Int][E^(2*(3 - x + x^2 + Log[x]^2))*x^(1 + 4*x), x] + 8*Defer[Int][E^(8 - 3*E^(4/x) - x + x^2 + Log[x]^2)*x^(2*x)*Log[x], x] + 4*Defer[Int][E^(2*(3 - x + x^2 + Log[x]^2))*x^(4*x)*Log[x], x] + 8*Defer[Int][E^(8 - 3*E^(4/x) - x + x^2 + Log[x]^2)*x^(-1 + 2*x)*Log[x], x] + 4*Defer[Int][E^(2*(3 - x + x^2 + Log[x]^2))*x^(-1 + 4*x)*Log[x], x]","F",0,0,0,0,-1,"{}"
1585,1,26,0,0.7272086,"\int \frac{-48+17 x^2+e^x \left(48+96 x+103 x^2+34 x^3\right)}{-48 x-60 x^2-17 x^3+e^x \left(48 x+60 x^2+17 x^3\right)} \, dx","Int[(-48 + 17*x^2 + E^x*(48 + 96*x + 103*x^2 + 34*x^3))/(-48*x - 60*x^2 - 17*x^3 + E^x*(48*x + 60*x^2 + 17*x^3)),x]","-\log \left(17 x^2+60 x+48\right)+2 \log \left(1-e^x\right)+\log (x)","\log \left(\frac{\left(2-2 e^x\right)^2}{\frac{\frac{x^2}{16}-\frac{x}{4}+3}{x}+x+4}\right)",1,"2*Log[1 - E^x] + Log[x] - Log[48 + 60*x + 17*x^2]","A",10,8,61,0.1311,1,"{6741, 6728, 2282, 36, 31, 29, 1628, 628}"
1586,1,4,0,0.0007361,"\int \frac{2}{x} \, dx","Int[2/x,x]","2 \log (x)","\log \left(\frac{55 x^2}{3}\right)",1,"2*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
1587,0,0,0,2.7935557,"\int \frac{x-21 x^2+20 x^3+e^5 \left(-20 x+20 x^2\right)+x \log (4 x)+\left(-2 x+2 x^2+e^5 (-2+2 x)+\left(-e^5-x\right) \log (4 x)\right) \log \left(e^5+x\right)}{20 x^3-40 x^4+20 x^5+e^5 \left(20 x^2-40 x^3+20 x^4\right)+\left(40 x^3-40 x^4+e^5 \left(40 x^2-40 x^3\right)\right) \log (4 x)+\left(20 e^5 x^2+20 x^3\right) \log ^2(4 x)} \, dx","Int[(x - 21*x^2 + 20*x^3 + E^5*(-20*x + 20*x^2) + x*Log[4*x] + (-2*x + 2*x^2 + E^5*(-2 + 2*x) + (-E^5 - x)*Log[4*x])*Log[E^5 + x])/(20*x^3 - 40*x^4 + 20*x^5 + E^5*(20*x^2 - 40*x^3 + 20*x^4) + (40*x^3 - 40*x^4 + E^5*(40*x^2 - 40*x^3))*Log[4*x] + (20*E^5*x^2 + 20*x^3)*Log[4*x]^2),x]","\int \frac{x-21 x^2+20 x^3+e^5 \left(-20 x+20 x^2\right)+x \log (4 x)+\left(-2 x+2 x^2+e^5 (-2+2 x)+\left(-e^5-x\right) \log (4 x)\right) \log \left(e^5+x\right)}{20 x^3-40 x^4+20 x^5+e^5 \left(20 x^2-40 x^3+20 x^4\right)+\left(40 x^3-40 x^4+e^5 \left(40 x^2-40 x^3\right)\right) \log (4 x)+\left(20 e^5 x^2+20 x^3\right) \log ^2(4 x)} \, dx","\frac{\frac{\log \left(x+e^5\right)}{20 x}+1}{-x+\log (4 x)+1}",1,"(1 - x + Log[4*x])^(-1) - Defer[Int][1/(x*(-1 + x - Log[4*x])), x]/(20*E^5) + Defer[Int][1/((E^5 + x)*(-1 + x - Log[4*x])), x]/(20*E^5) - Defer[Int][Log[E^5 + x]/(x^2*(-1 + x - Log[4*x])^2), x]/10 + Defer[Int][Log[E^5 + x]/(x*(-1 + x - Log[4*x])^2), x]/10 - Defer[Int][(Log[4*x]*Log[E^5 + x])/(x^2*(-1 + x - Log[4*x])^2), x]/20","F",0,0,0,0,-1,"{}"
1588,1,82,0,19.5123281,"\int \frac{\exp \left(\frac{1}{2} \left(-x+2 x^2-x^3-e^x \left(1-2 x+x^2\right)\right)\right) \left(-2+5 e^{\frac{1}{2} \left(x-2 x^2+x^3+e^x \left(1-2 x+x^2\right)\right)}-x+4 x^2-3 x^3+e^x \left(x-x^3\right)\right)}{x^2} \, dx","Int[(E^((-x + 2*x^2 - x^3 - E^x*(1 - 2*x + x^2))/2)*(-2 + 5*E^((x - 2*x^2 + x^3 + E^x*(1 - 2*x + x^2))/2) - x + 4*x^2 - 3*x^3 + E^x*(x - x^3)))/x^2,x]","\frac{2 e^{-\frac{1}{2} (1-x)^2 \left(x+e^x\right)} \left(e^x x^3+3 x^3-4 x^2-e^x x+x\right)}{x^2 \left(\left(e^x+1\right) (1-x)^2-2 (1-x) \left(x+e^x\right)\right)}-\frac{5}{x}","-\frac{x-2 e^{-\frac{1}{2} (x-1)^2 \left(x+e^x\right)}}{x}-\frac{5}{x}+e^4",1,"-5/x + (2*(x - E^x*x - 4*x^2 + 3*x^3 + E^x*x^3))/(E^(((1 - x)^2*(E^x + x))/2)*x^2*((1 + E^x)*(1 - x)^2 - 2*(1 - x)*(E^x + x)))","B",4,3,93,0.03226,1,"{6741, 6742, 2288}"
1589,1,29,0,0.7290932,"\int \frac{e^7 (-8-8 x)+e^{2 e^{-2+x}} \left(2 e^2+4 e^x x\right)}{\left(e^{2+2 e^{-2+x}} x+e^7 \left(-4 x-2 x^2\right)\right) \log \left(\frac{e^{4 e^{-2+x}} x^2+e^{5+2 e^{-2+x}} \left(-8 x^2-4 x^3\right)+e^{10} \left(16 x^2+16 x^3+4 x^4\right)}{e^{10}}\right)} \, dx","Int[(E^7*(-8 - 8*x) + E^(2*E^(-2 + x))*(2*E^2 + 4*E^x*x))/((E^(2 + 2*E^(-2 + x))*x + E^7*(-4*x - 2*x^2))*Log[(E^(4*E^(-2 + x))*x^2 + E^(5 + 2*E^(-2 + x))*(-8*x^2 - 4*x^3) + E^10*(16*x^2 + 16*x^3 + 4*x^4))/E^10]),x]","\log \left(\log \left(\frac{x^2 \left(e^{2 e^{x-2}}-2 e^5 (x+2)\right)^2}{e^{10}}\right)\right)","\log \left(\log \left(\left(\left(2 x-e^{2 e^{x-2}-5}+3\right) x+x\right)^2\right)\right)",1,"Log[Log[(x^2*(E^(2*E^(-2 + x)) - 2*E^5*(2 + x))^2)/E^10]]","A",3,3,126,0.02381,1,"{6688, 12, 6684}"
1590,1,44,0,0.0378914,"\int -\frac{24 e^{\frac{1}{5} \left(e^{32}-2 e^{32} \log (2)+e^{32} \log ^2(2)\right)}}{64+16 e^{\frac{1}{5} \left(e^{32}-2 e^{32} \log (2)+e^{32} \log ^2(2)\right)} x+e^{\frac{2}{5} \left(e^{32}-2 e^{32} \log (2)+e^{32} \log ^2(2)\right)} x^2} \, dx","Int[(-24*E^((E^32 - 2*E^32*Log[2] + E^32*Log[2]^2)/5))/(64 + 16*E^((E^32 - 2*E^32*Log[2] + E^32*Log[2]^2)/5)*x + E^((2*(E^32 - 2*E^32*Log[2] + E^32*Log[2]^2))/5)*x^2),x]","\frac{3\ 2^{3+\frac{2 e^{32}}{5}}}{x e^{\frac{1}{5} e^{32} \left(1+\log ^2(2)\right)}+2^{3+\frac{2 e^{32}}{5}}}","\frac{3}{\frac{1}{8} x e^{\frac{1}{5} e^{32} (1-\log (2))^2}+1}",1,"(3*2^(3 + (2*E^32)/5))/(2^(3 + (2*E^32)/5) + E^((E^32*(1 + Log[2]^2))/5)*x)","A",4,3,88,0.03409,1,"{12, 27, 32}"
1591,0,0,0,1.2346933,"\int e^{-2 x} \left(-e^{2 x} x+e^{e^{-2 x} \left(x^2+e^{2 x} (2+4 x)\right)} \left(2 x^3-2 x^4+e^{2 x} \left(2 x+4 x^2\right)\right)-2 e^{2 x} x \log (x)\right) \, dx","Int[(-(E^(2*x)*x) + E^((x^2 + E^(2*x)*(2 + 4*x))/E^(2*x))*(2*x^3 - 2*x^4 + E^(2*x)*(2*x + 4*x^2)) - 2*E^(2*x)*x*Log[x])/E^(2*x),x]","\int e^{-2 x} \left(-e^{2 x} x+e^{e^{-2 x} \left(x^2+e^{2 x} (2+4 x)\right)} \left(2 x^3-2 x^4+e^{2 x} \left(2 x+4 x^2\right)\right)-2 e^{2 x} x \log (x)\right) \, dx","x^2 \left(e^{e^{-2 x} x^2+4 x+2}-\log (x)\right)",1,"-(x^2*Log[x]) + 2*Defer[Int][E^(2 + 4*x + x^2/E^(2*x))*x, x] + 4*Defer[Int][E^(2 + 4*x + x^2/E^(2*x))*x^2, x] + 2*Defer[Int][E^(2 + 2*x + x^2/E^(2*x))*x^3, x] - 2*Defer[Int][E^(2 + 2*x + x^2/E^(2*x))*x^4, x]","F",0,0,0,0,-1,"{}"
1592,1,27,0,0.7039241,"\int \frac{48 x+4 x^3+4 x^2 \log \left(\frac{5}{2}\right)+\left(-48 x+4 x^3+\left(-24+2 x^2\right) \log \left(\frac{5}{2}\right)\right) \log \left(\frac{-12+x^2}{2 e^2 x+e^2 \log \left(\frac{5}{2}\right)}\right)}{-24 x+2 x^3+\left(-12+x^2\right) \log \left(\frac{5}{2}\right)} \, dx","Int[(48*x + 4*x^3 + 4*x^2*Log[5/2] + (-48*x + 4*x^3 + (-24 + 2*x^2)*Log[5/2])*Log[(-12 + x^2)/(2*E^2*x + E^2*Log[5/2])])/(-24*x + 2*x^3 + (-12 + x^2)*Log[5/2]),x]","2 x \log \left(-\frac{12-x^2}{2 x+\log \left(\frac{5}{2}\right)}\right)-4 x","2 x \log \left(\frac{4 \left(\frac{x^2}{4}-3\right)}{e^2 \left(2 x+\log \left(\frac{5}{2}\right)\right)}\right)",1,"-4*x + 2*x*Log[-((12 - x^2)/(2*x + Log[5/2]))]","A",13,7,86,0.08140,1,"{6741, 6688, 12, 6725, 1629, 207, 2523}"
1593,1,33,0,0.0234354,"\int \left(4 x-e^x x+e^{14+e+x} (1+x)\right) \, dx","Int[4*x - E^x*x + E^(14 + E + x)*(1 + x),x]","2 x^2-e^x x+e^x-e^{x+e+14}+e^{x+e+14} (x+1)","x^2+\left(x+e^{x+e+14}\right) x+e^x (1-x)",1,"E^x - E^(14 + E + x) - E^x*x + 2*x^2 + E^(14 + E + x)*(1 + x)","A",5,2,20,0.1000,1,"{2176, 2194}"
1594,1,26,0,0.206454,"\int e^{-5-4 x+6 x^2-x^3+(5-x) \log (\log (4))} \left(-4+12 x-3 x^2-\log (\log (4))\right) \, dx","Int[E^(-5 - 4*x + 6*x^2 - x^3 + (5 - x)*Log[Log[4]])*(-4 + 12*x - 3*x^2 - Log[Log[4]]),x]","e^{-x^3+6 x^2-4 x-5} \log ^{5-x}(4)","e^{(x-5) x \left(\frac{x+1-\log (\log (4))}{x}-x\right)}",1,"E^(-5 - 4*x + 6*x^2 - x^3)*Log[4]^(5 - x)","A",1,1,42,0.02381,1,"{6706}"
1595,1,8,0,0.0011489,"\int \frac{1}{3 e^{45}+x} \, dx","Int[(3*E^45 + x)^(-1),x]","\log \left(x+3 e^{45}\right)","\log \left(x+3 e^{45}\right)",1,"Log[3*E^45 + x]","A",1,1,9,0.1111,1,"{31}"
1596,1,40,0,3.0575168,"\int \frac{\exp \left(\frac{2}{5} \left(5 e^{\frac{-2 e^2+x \log ^2\left(\frac{2+3 x}{x}\right)}{x^2}}-x\right)\right) \left(-4 x^3-6 x^4+e^{\frac{-2 e^2+x \log ^2\left(\frac{2+3 x}{x}\right)}{x^2}} \left(e^2 (80+120 x)-40 x \log \left(\frac{2+3 x}{x}\right)+\left(-20 x-30 x^2\right) \log ^2\left(\frac{2+3 x}{x}\right)\right)\right)}{10 x^3+15 x^4} \, dx","Int[(E^((2*(5*E^((-2*E^2 + x*Log[(2 + 3*x)/x]^2)/x^2) - x))/5)*(-4*x^3 - 6*x^4 + E^((-2*E^2 + x*Log[(2 + 3*x)/x]^2)/x^2)*(E^2*(80 + 120*x) - 40*x*Log[(2 + 3*x)/x] + (-20*x - 30*x^2)*Log[(2 + 3*x)/x]^2)))/(10*x^3 + 15*x^4),x]","\exp \left(\frac{2}{5} \left(5 e^{-\frac{2 e^2-x \log ^2\left(\frac{3 x+2}{x}\right)}{x^2}}-x\right)\right)","e^{2 e^{\frac{\log ^2\left(4-\frac{x-2}{x}\right)-\frac{2 e^2}{x}}{x}}-\frac{2 x}{5}}",1,"E^((2*(5/E^((2*E^2 - x*Log[(2 + 3*x)/x]^2)/x^2) - x))/5)","A",2,2,135,0.01481,1,"{1593, 6706}"
1597,0,0,0,8.3035239,"\int \frac{1+5 x+8 x^2-7 x^3-14 x^4+20 x^5-4 x^6-4 x^7+2 x^8+\left(3 x+12 x^2-15 x^3-8 x^4+24 x^5-16 x^6+4 x^7\right) \log (x)}{-5 x-10 x^2+16 x^3+12 x^4-33 x^5+18 x^6+x^7-4 x^8+x^9+\left(x+5 x^2+6 x^3-11 x^4-8 x^5+24 x^6-16 x^7+4 x^8\right) \log (x)} \, dx","Int[(1 + 5*x + 8*x^2 - 7*x^3 - 14*x^4 + 20*x^5 - 4*x^6 - 4*x^7 + 2*x^8 + (3*x + 12*x^2 - 15*x^3 - 8*x^4 + 24*x^5 - 16*x^6 + 4*x^7)*Log[x])/(-5*x - 10*x^2 + 16*x^3 + 12*x^4 - 33*x^5 + 18*x^6 + x^7 - 4*x^8 + x^9 + (x + 5*x^2 + 6*x^3 - 11*x^4 - 8*x^5 + 24*x^6 - 16*x^7 + 4*x^8)*Log[x]),x]","\int \frac{1+5 x+8 x^2-7 x^3-14 x^4+20 x^5-4 x^6-4 x^7+2 x^8+\left(3 x+12 x^2-15 x^3-8 x^4+24 x^5-16 x^6+4 x^7\right) \log (x)}{-5 x-10 x^2+16 x^3+12 x^4-33 x^5+18 x^6+x^7-4 x^8+x^9+\left(x+5 x^2+6 x^3-11 x^4-8 x^5+24 x^6-16 x^7+4 x^8\right) \log (x)} \, dx","\log \left(\frac{x \log (x)}{\left(x^2-x\right)^2+x}+x (x+4 \log (x))-5\right)",1,"-Log[1 + x - 2*x^2 + x^3] + Log[1 + 4*x + 4*x^2 - 8*x^3 + 4*x^4] + 10*Defer[Int][(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])^(-1), x] + Defer[Int][1/(x*(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])), x] - 5*Defer[Int][x/(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x]), x] - 2*Defer[Int][x^2/(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x]), x] + 2*Defer[Int][x^3/(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x]), x] + Defer[Int][x^4/(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x]), x] + 9*Defer[Int][1/((1 + 4*x + 4*x^2 - 8*x^3 + 4*x^4)*(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])), x] + 47*Defer[Int][x/((1 + 4*x + 4*x^2 - 8*x^3 + 4*x^4)*(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])), x] - 62*Defer[Int][x^2/((1 + 4*x + 4*x^2 - 8*x^3 + 4*x^4)*(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])), x] + 22*Defer[Int][x^3/((1 + 4*x + 4*x^2 - 8*x^3 + 4*x^4)*(-5 - 5*x + 11*x^2 - 4*x^3 - 2*x^4 + x^5 + Log[x] + 4*x*Log[x] + 4*x^2*Log[x] - 8*x^3*Log[x] + 4*x^4*Log[x])), x]","F",0,0,0,0,-1,"{}"
1598,1,483,0,0.7150786,"\int \frac{e^8 \left(144 x^2-96 x^3+84 x^4-27 x^6\right)+e^{12} \left(64-96 x+192 x^2-152 x^3+144 x^4-54 x^5+27 x^6\right)}{-135 x^6+e^8 \left(-720 x^2+720 x^3-1260 x^4+540 x^5-405 x^6\right)+e^{12} \left(320-480 x+960 x^2-760 x^3+720 x^4-270 x^5+135 x^6\right)+e^4 \left(540 x^4-270 x^5+405 x^6\right)} \, dx","Int[(E^8*(144*x^2 - 96*x^3 + 84*x^4 - 27*x^6) + E^12*(64 - 96*x + 192*x^2 - 152*x^3 + 144*x^4 - 54*x^5 + 27*x^6))/(-135*x^6 + E^8*(-720*x^2 + 720*x^3 - 1260*x^4 + 540*x^5 - 405*x^6) + E^12*(320 - 480*x + 960*x^2 - 760*x^3 + 720*x^4 - 270*x^5 + 135*x^6) + E^4*(540*x^4 - 270*x^5 + 405*x^6)),x]","\frac{8 e^4 \left(9-9 e^4+e^8\right) \left(3 \left(1-e^4\right) x+e^4\right)}{15 \left(12-11 e^4\right) \left(1-e^4\right)^4 \left(-3 \left(1-e^4\right) x^2-2 e^4 x+4 e^4\right)}+\frac{4 e^4 \left(2 e^4 \left(45-27 e^4-86 e^8+66 e^{12}\right)-3 \left(54-24 e^4-149 e^8+163 e^{12}-44 e^{16}\right) x\right)}{45 \left(12-11 e^4\right) \left(1-e^4\right)^4 \left(-3 \left(1-e^4\right) x^2-2 e^4 x+4 e^4\right)}-\frac{16 e^8 \left(2 e^4 \left(72-126 e^4+55 e^8\right)-\left(108-207 e^4+111 e^8-11 e^{12}\right) x\right)}{45 \left(12-11 e^4\right) \left(1-e^4\right)^4 \left(-3 \left(1-e^4\right) x^2-2 e^4 x+4 e^4\right)^2}+\frac{e^8 x}{5 \left(1-e^4\right)^2}-\frac{4 e^2 \left(54+30 e^4-119 e^8+44 e^{12}\right) \tan ^{-1}\left(\frac{e^4 (1-3 x)+3 x}{e^2 \sqrt{11 e^4-12}}\right)}{15 \left(1-e^4\right)^3 \left(11 e^4-12\right)^{3/2}}+\frac{8 e^2 \left(9-9 e^4+e^8\right) \tan ^{-1}\left(\frac{e^4 (1-3 x)+3 x}{e^2 \sqrt{11 e^4-12}}\right)}{5 \left(1-e^4\right)^3 \left(11 e^4-12\right)^{3/2}}-\frac{4 e^6 \left(7-4 e^4\right) \tan ^{-1}\left(\frac{e^4 (1-3 x)+3 x}{e^2 \sqrt{11 e^4-12}}\right)}{15 \left(1-e^4\right)^3 \sqrt{11 e^4-12}}","\frac{x}{5 \left(\frac{x}{e^4 \left(\frac{1}{3} \left(\frac{4}{x}-2\right)+x\right)}-1\right)^2}",1,"(E^8*x)/(5*(1 - E^4)^2) - (16*E^8*(2*E^4*(72 - 126*E^4 + 55*E^8) - (108 - 207*E^4 + 111*E^8 - 11*E^12)*x))/(45*(12 - 11*E^4)*(1 - E^4)^4*(4*E^4 - 2*E^4*x - 3*(1 - E^4)*x^2)^2) + (8*E^4*(9 - 9*E^4 + E^8)*(E^4 + 3*(1 - E^4)*x))/(15*(12 - 11*E^4)*(1 - E^4)^4*(4*E^4 - 2*E^4*x - 3*(1 - E^4)*x^2)) + (4*E^4*(2*E^4*(45 - 27*E^4 - 86*E^8 + 66*E^12) - 3*(54 - 24*E^4 - 149*E^8 + 163*E^12 - 44*E^16)*x))/(45*(12 - 11*E^4)*(1 - E^4)^4*(4*E^4 - 2*E^4*x - 3*(1 - E^4)*x^2)) - (4*E^6*(7 - 4*E^4)*ArcTan[(E^4*(1 - 3*x) + 3*x)/(E^2*Sqrt[-12 + 11*E^4])])/(15*(1 - E^4)^3*Sqrt[-12 + 11*E^4]) + (8*E^2*(9 - 9*E^4 + E^8)*ArcTan[(E^4*(1 - 3*x) + 3*x)/(E^2*Sqrt[-12 + 11*E^4])])/(5*(1 - E^4)^3*(-12 + 11*E^4)^(3/2)) - (4*E^2*(54 + 30*E^4 - 119*E^8 + 44*E^12)*ArcTan[(E^4*(1 - 3*x) + 3*x)/(E^2*Sqrt[-12 + 11*E^4])])/(15*(1 - E^4)^3*(-12 + 11*E^4)^(3/2))","C",11,5,153,0.03268,1,"{2074, 638, 614, 618, 204}"
1599,1,27,0,0.0452728,"\int \frac{-143 x^2+e^{5 x+x^2} \left(180 x^2+72 x^3\right)-3 \log (x)}{x^2} \, dx","Int[(-143*x^2 + E^(5*x + x^2)*(180*x^2 + 72*x^3) - 3*Log[x])/x^2,x]","36 e^{x^2+5 x}-143 x+\frac{3}{x}+\frac{3 \log (x)}{x}","x+3 \left(12 \left(e^{x (x+5)}-4 x\right)+\frac{x+\log (x)+1}{x}\right)",1,"36*E^(5*x + x^2) + 3/x - 143*x + (3*Log[x])/x","A",6,3,35,0.08571,1,"{14, 2236, 2304}"
1600,1,187,0,0.3399229,"\int \left(6 x^5+e^{\frac{2 \left(e^2+x^3+2 x^2 \log (5)+x \log ^2(5)\right)}{x}} \left(-2 e^2+2 x+4 x^3+4 x^2 \log (5)\right)+e^{\frac{e^2+x^3+2 x^2 \log (5)+x \log ^2(5)}{x}} \left(-2 e^2 x^2+8 x^3+4 x^5+4 x^4 \log (5)\right)\right) \, dx","Int[6*x^5 + E^((2*(E^2 + x^3 + 2*x^2*Log[5] + x*Log[5]^2))/x)*(-2*E^2 + 2*x + 4*x^3 + 4*x^2*Log[5]) + E^((E^2 + x^3 + 2*x^2*Log[5] + x*Log[5]^2)/x)*(-2*E^2*x^2 + 8*x^3 + 4*x^5 + 4*x^4*Log[5]),x]","x^6-\frac{5^{4 x} e^{\frac{2 \left(x^3+x \log ^2(5)+e^2\right)}{x}} \left(-2 x^3-2 x^2 \log (5)+e^2\right)}{\frac{3 x^2+4 x \log (5)+\log ^2(5)}{x}-\frac{x^3+2 x^2 \log (5)+x \log ^2(5)+e^2}{x^2}}-\frac{2\ 5^{2 x} e^{\frac{x^3+x \log ^2(5)+e^2}{x}} \left(-2 x^5-2 x^4 \log (5)+e^2 x^2\right)}{\frac{3 x^2+4 x \log (5)+\log ^2(5)}{x}-\frac{x^3+2 x^2 \log (5)+x \log ^2(5)+e^2}{x^2}}","x^2 \left(\left(\frac{1}{x}+1\right) x^2-x+e^{\frac{e^2}{x}+(x+\log (5))^2}\right)^2",1,"x^6 - (5^(4*x)*E^((2*(E^2 + x^3 + x*Log[5]^2))/x)*(E^2 - 2*x^3 - 2*x^2*Log[5]))/((3*x^2 + 4*x*Log[5] + Log[5]^2)/x - (E^2 + x^3 + 2*x^2*Log[5] + x*Log[5]^2)/x^2) - (2*5^(2*x)*E^((E^2 + x^3 + x*Log[5]^2)/x)*(E^2*x^2 - 2*x^5 - 2*x^4*Log[5]))/((3*x^2 + 4*x*Log[5] + Log[5]^2)/x - (E^2 + x^3 + 2*x^2*Log[5] + x*Log[5]^2)/x^2)","B",3,1,108,0.009259,1,"{2288}"
1601,0,0,0,28.0729069,"\int \frac{\exp \left(5+e^{\frac{11 x-x^2+10 x^3-12 x^4+7 x^5-x^6}{-5+x}}+\frac{11 x-x^2+10 x^3-12 x^4+7 x^5-x^6}{-5+x}\right) \left(-55+10 x-151 x^2+260 x^3-211 x^4+58 x^5-5 x^6\right)}{25-10 x+x^2} \, dx","Int[(E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x))*(-55 + 10*x - 151*x^2 + 260*x^3 - 211*x^4 + 58*x^5 - 5*x^6))/(25 - 10*x + x^2),x]","\int \frac{\exp \left(5+e^{\frac{11 x-x^2+10 x^3-12 x^4+7 x^5-x^6}{-5+x}}+\frac{11 x-x^2+10 x^3-12 x^4+7 x^5-x^6}{-5+x}\right) \left(-55+10 x-151 x^2+260 x^3-211 x^4+58 x^5-5 x^6\right)}{25-10 x+x^2} \, dx","e^{e^{x \left(-x^2-\left(x^2-x\right)^2+\frac{6}{x-5}-1\right)}+5}",1,"-Defer[Int][E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)), x] - 30*Defer[Int][E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x))/(-5 + x)^2, x] - 6*Defer[Int][E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x))*x^2, x] + 8*Defer[Int][E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x))*x^3, x] - 5*Defer[Int][E^(5 + E^((11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x)) + (11*x - x^2 + 10*x^3 - 12*x^4 + 7*x^5 - x^6)/(-5 + x))*x^4, x]","F",0,0,0,0,-1,"{}"
1602,1,11,0,0.167758,"\int \frac{200+200 \log (x)+x^2 \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(200 + 200*Log[x] + x^2*Log[x]^2)/(x^2*Log[x]^2),x]","x-\frac{200}{x \log (x)}","x-\frac{200}{x \log (x)}+2",1,"x - 200/(x*Log[x])","A",7,4,22,0.1818,1,"{6742, 2306, 2309, 2178}"
1603,0,0,0,0.4512967,"\int \frac{-4 x+(3+x) \log (3+x) \log \left(\log ^4(3+x)\right)}{(9+3 x) \log (3+x) \log ^2\left(\log ^4(3+x)\right)} \, dx","Int[(-4*x + (3 + x)*Log[3 + x]*Log[Log[3 + x]^4])/((9 + 3*x)*Log[3 + x]*Log[Log[3 + x]^4]^2),x]","\int \frac{-4 x+(3+x) \log (3+x) \log \left(\log ^4(3+x)\right)}{(9+3 x) \log (3+x) \log ^2\left(\log ^4(3+x)\right)} \, dx","\frac{x}{3 \log \left(\log ^4(x+3)\right)}",1,"-Log[Log[3 + x]^4]^(-1) - (4*Defer[Subst][Defer[Int][1/(Log[x]*Log[Log[x]^4]^2), x], x, 3 + x])/3 + Defer[Subst][Defer[Int][Log[Log[x]^4]^(-1), x], x, 3 + x]/3","F",0,0,0,0,-1,"{}"
1604,1,24,0,0.0834866,"\int \frac{1024-448 x+8 x^2-208 x^3+9 x^4}{1024 x-192 x^2+8 x^3-16 x^4+x^5} \, dx","Int[(1024 - 448*x + 8*x^2 - 208*x^3 + 9*x^4)/(1024*x - 192*x^2 + 8*x^3 - 16*x^4 + x^5),x]","4 \log \left(-x^3-8 x+64\right)-4 \log (16-x)+\log (x)","\log \left(x \left(\frac{x \left(x^2+4\right)}{16-x}-4\right)^4\right)+e^5+2",1,"-4*Log[16 - x] + Log[x] + 4*Log[64 - 8*x - x^3]","A",3,2,45,0.04444,1,"{2074, 1587}"
1605,0,0,0,0.5258461,"\int \frac{-10 x-x^5+\left(15 x+2 x^4\right) \log \left(x^2\right)+\left(-10-x^3\right) \log ^2\left(x^2\right)}{2 x^5-4 x^4 \log \left(x^2\right)+2 x^3 \log ^2\left(x^2\right)} \, dx","Int[(-10*x - x^5 + (15*x + 2*x^4)*Log[x^2] + (-10 - x^3)*Log[x^2]^2)/(2*x^5 - 4*x^4*Log[x^2] + 2*x^3*Log[x^2]^2),x]","\int \frac{-10 x-x^5+\left(15 x+2 x^4\right) \log \left(x^2\right)+\left(-10-x^3\right) \log ^2\left(x^2\right)}{2 x^5-4 x^4 \log \left(x^2\right)+2 x^3 \log ^2\left(x^2\right)} \, dx","\frac{1}{2} \left(\frac{5 \left(x-\frac{x^2}{x-\log \left(x^2\right)}\right)}{x^3}-x\right)",1,"5/(2*x^2) - x/2 - 5*Defer[Int][1/(x^2*(x - Log[x^2])^2), x] + (5*Defer[Int][1/(x*(x - Log[x^2])^2), x])/2 + (5*Defer[Int][1/(x^2*(x - Log[x^2])), x])/2","F",0,0,0,0,-1,"{}"
1606,1,10,0,0.008925,"\int \frac{50 \log (6) \log (2 x)}{x} \, dx","Int[(50*Log[6]*Log[2*x])/x,x]","25 \log (6) \log ^2(2 x)","25 \log (6) \log ^2(2 x)",1,"25*Log[6]*Log[2*x]^2","A",2,2,11,0.1818,1,"{12, 2301}"
1607,1,11,0,0.0022592,"\int \left(36 x+9 x^2\right) \, dx","Int[36*x + 9*x^2,x]","3 x^3+18 x^2","3 x^2 (x+6)",1,"18*x^2 + 3*x^3","A",1,0,9,0,1,"{}"
1608,1,24,0,1.2975644,"\int \frac{e^{8 x} \left(48 x^3+96 x^4\right) \log \left(16-24 e^4+9 e^8+e^{16 x} x^8+e^{8 x} \left(8 x^4-6 e^4 x^4\right)\right)}{4-3 e^4+e^{8 x} x^4} \, dx","Int[(E^(8*x)*(48*x^3 + 96*x^4)*Log[16 - 24*E^4 + 9*E^8 + E^(16*x)*x^8 + E^(8*x)*(8*x^4 - 6*E^4*x^4)])/(4 - 3*E^4 + E^(8*x)*x^4),x]","3 \log ^2\left(\left(-e^{8 x} x^4+3 e^4-4\right)^2\right)","3 \log ^2\left(\left(e^{8 x} x^4-3 e^4+4\right)^2\right)",1,"3*Log[(-4 + 3*E^4 - E^(8*x)*x^4)^2]^2","A",3,4,77,0.05195,1,"{1593, 6684, 6741, 6686}"
1609,1,25,0,0.1871242,"\int \frac{e \left(32 x+8 x^2-50 x^5\right)}{768+768 x+960 x^2+384 x^3+2592 x^4+1200 x^5+1200 x^6+1875 x^8} \, dx","Int[(E*(32*x + 8*x^2 - 50*x^5))/(768 + 768*x + 960*x^2 + 384*x^3 + 2592*x^4 + 1200*x^5 + 1200*x^6 + 1875*x^8),x]","\frac{e x^2}{3 \left(25 x^4+8 x^2+8 x+16\right)}","\frac{e}{3 \left(25 x^2+\frac{(x+4)^2}{x^2}+7\right)}",1,"(E*x^2)/(3*(16 + 8*x + 8*x^2 + 25*x^4))","A",5,4,53,0.07547,1,"{12, 1594, 6688, 1588}"
1610,0,0,0,3.2400397,"\int \frac{-e^{e^2+\frac{e^{e^2}}{10 x^2}}-240 x^3+160 x^4+e^{3 x} \left(-80 x^3+220 x^4-120 x^5\right)+e^{6 x} \left(20 x^3-50 x^4+30 x^5\right)+e^{\frac{e^{e^2}}{20 x^2}} \left(e^{e^2} \left(6+e^{3 x} (-1+x)-4 x\right)+40 x^3+e^{3 x} \left(20 x^3-30 x^4\right)\right)}{5 x^3} \, dx","Int[(-E^(E^2 + E^E^2/(10*x^2)) - 240*x^3 + 160*x^4 + E^(3*x)*(-80*x^3 + 220*x^4 - 120*x^5) + E^(6*x)*(20*x^3 - 50*x^4 + 30*x^5) + E^(E^E^2/(20*x^2))*(E^E^2*(6 + E^(3*x)*(-1 + x) - 4*x) + 40*x^3 + E^(3*x)*(20*x^3 - 30*x^4)))/(5*x^3),x]","\int \frac{-e^{e^2+\frac{e^{e^2}}{10 x^2}}-240 x^3+160 x^4+e^{3 x} \left(-80 x^3+220 x^4-120 x^5\right)+e^{6 x} \left(20 x^3-50 x^4+30 x^5\right)+e^{\frac{e^{e^2}}{20 x^2}} \left(e^{e^2} \left(6+e^{3 x} (-1+x)-4 x\right)+40 x^3+e^{3 x} \left(20 x^3-30 x^4\right)\right)}{5 x^3} \, dx","\left(e^{\frac{e^{e^2}}{20 x^2}}+\left(4-e^{3 x}\right) (x-1)-2\right)^2",1,"-12*E^(3*x) + E^(6*x) + (6 - E^(E^E^2/(20*x^2)) - 4*x)^2 + 20*E^(3*x)*x - 2*E^(6*x)*x - 8*E^(3*x)*x^2 + E^(6*x)*x^2 + 4*Defer[Int][E^((E^E^2 + 60*x^3)/(20*x^2)), x] - Defer[Int][E^(E^2 + (E^E^2 + 60*x^3)/(20*x^2))/x^3, x]/5 + Defer[Int][E^(E^2 + (E^E^2 + 60*x^3)/(20*x^2))/x^2, x]/5 - 6*Defer[Int][E^((E^E^2 + 60*x^3)/(20*x^2))*x, x]","F",0,0,0,0,-1,"{}"
1611,0,0,0,2.5316593,"\int \frac{-2 x^2 \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)+e^{10} \log ^2\left(\frac{5 e^x \log (x)}{x}\right) \left(-32-16 x-2 x^2+\left(32-16 x-14 x^2-2 x^3\right) \log (x)+\left(-8 x-2 x^2\right) \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)\right)+e^5 \log \left(\frac{5 e^x \log (x)}{x}\right) \left(8 x+2 x^2+\left(-8 x+6 x^2+2 x^3\right) \log (x)+\left(8 x+4 x^2\right) \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)\right)}{x \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)} \, dx","Int[(-2*x^2*Log[x]*Log[(5*E^x*Log[x])/x] + E^10*Log[(5*E^x*Log[x])/x]^2*(-32 - 16*x - 2*x^2 + (32 - 16*x - 14*x^2 - 2*x^3)*Log[x] + (-8*x - 2*x^2)*Log[x]*Log[(5*E^x*Log[x])/x]) + E^5*Log[(5*E^x*Log[x])/x]*(8*x + 2*x^2 + (-8*x + 6*x^2 + 2*x^3)*Log[x] + (8*x + 4*x^2)*Log[x]*Log[(5*E^x*Log[x])/x]))/(x*Log[x]*Log[(5*E^x*Log[x])/x]),x]","\int \frac{-2 x^2 \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)+e^{10} \log ^2\left(\frac{5 e^x \log (x)}{x}\right) \left(-32-16 x-2 x^2+\left(32-16 x-14 x^2-2 x^3\right) \log (x)+\left(-8 x-2 x^2\right) \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)\right)+e^5 \log \left(\frac{5 e^x \log (x)}{x}\right) \left(8 x+2 x^2+\left(-8 x+6 x^2+2 x^3\right) \log (x)+\left(8 x+4 x^2\right) \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)\right)}{x \log (x) \log \left(\frac{5 e^x \log (x)}{x}\right)} \, dx","3-\left(e^5 (x+4) \log \left(\frac{5 e^x \log (x)}{x}\right)-x\right)^2",1,"-8*E^5*x + 16*E^10*x + 8*E^5*(1 - 2*E^5)*x - x^2 + 3*E^5*x^2 + (E^5*(2 - 7*E^5)*x^2)/2 - 4*E^5*(1 - 2*E^5)*x^2 + (2*E^5*x^3)/3 - (2*E^10*x^3)/9 - (E^5*(2 - 7*E^5)*x^3)/3 + (E^10*x^4)/6 + 2*E^5*ExpIntegralEi[2*Log[x]] - 16*E^10*ExpIntegralEi[2*Log[x]] - E^5*(2 - 7*E^5)*ExpIntegralEi[2*Log[x]] + (2*E^10*ExpIntegralEi[3*Log[x]])/3 + 8*E^5*(1 - 2*E^5)*x*Log[(5*E^x*Log[x])/x] + E^5*(2 - 7*E^5)*x^2*Log[(5*E^x*Log[x])/x] - (2*E^10*x^3*Log[(5*E^x*Log[x])/x])/3 + 8*E^5*LogIntegral[x] - 8*E^5*(1 - 2*E^5)*LogIntegral[x] + 16*E^10*x*LogIntegral[x] - 16*E^10*Log[x]*LogIntegral[x] - 16*E^10*Log[(5*E^x*Log[x])/x]*LogIntegral[x] + 32*E^10*Defer[Int][Log[(5*E^x*Log[x])/x]/x, x] - 32*E^10*Defer[Int][Log[(5*E^x*Log[x])/x]/(x*Log[x]), x] - 2*E^10*Defer[Int][(x*Log[(5*E^x*Log[x])/x])/Log[x], x] - 8*E^10*Defer[Int][Log[(5*E^x*Log[x])/x]^2, x] - 2*E^10*Defer[Int][x*Log[(5*E^x*Log[x])/x]^2, x] + 16*E^10*Defer[Int][LogIntegral[x]/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
1612,1,15,0,0.007842,"\int \frac{e^{\log ^2(2)}-16 x}{e^{\log ^2(2)} x-8 x^2} \, dx","Int[(E^Log[2]^2 - 16*x)/(E^Log[2]^2*x - 8*x^2),x]","\log \left(x e^{\log ^2(2)}-8 x^2\right)","\log \left(\frac{1}{5} x \left(x-\frac{1}{8} e^{\log ^2(2)}\right)\right)",1,"Log[E^Log[2]^2*x - 8*x^2]","A",1,1,27,0.03704,1,"{628}"
1613,0,0,0,0.3124326,"\int \frac{1}{4} e^{-e^{\frac{x^2}{8}}} \left(e^{e^{\frac{x^2}{8}}} (12-8 x)-8 x+e^{\frac{x^2}{8}} x^3\right) \, dx","Int[(E^E^(x^2/8)*(12 - 8*x) - 8*x + E^(x^2/8)*x^3)/(4*E^E^(x^2/8)),x]","\int \frac{1}{4} e^{-e^{\frac{x^2}{8}}} \left(e^{e^{\frac{x^2}{8}}} (12-8 x)-8 x+e^{\frac{x^2}{8}} x^3\right) \, dx","x \left(-e^{-e^{\frac{x^2}{8}}} x-x+3\right)",1,"-1/4*(3 - 2*x)^2 - 8*ExpIntegralEi[-E^(x^2/8)] + Defer[Subst][Defer[Int][E^((-8*E^(x/8) + x)/8)*x, x], x, x^2]/8","F",0,0,0,0,-1,"{}"
1614,1,30,0,0.2635828,"\int \frac{-3 e^{3/x}+e^{-16+e^x-3 x^2-x^4-x^5} \left(e^x x^2-6 x^3-4 x^5-5 x^6\right)}{x^2} \, dx","Int[(-3*E^(3/x) + E^(-16 + E^x - 3*x^2 - x^4 - x^5)*(E^x*x^2 - 6*x^3 - 4*x^5 - 5*x^6))/x^2,x]","e^{-x^5-x^4-3 x^2+e^x-16}+e^{3/x}","e^{-\left(\left((x+1) x^2+3\right) x^2\right)+e^x-16}+e^{3/x}",1,"E^(3/x) + E^(-16 + E^x - 3*x^2 - x^4 - x^5)","A",4,3,60,0.05000,1,"{14, 2209, 6706}"
1615,1,27,0,0.0800854,"\int \frac{5+10 x+2 x^2-375 x^3-75 x^4+250 x^5+50 x^6-35 x^7-7 x^8}{5 x+x^2} \, dx","Int[(5 + 10*x + 2*x^2 - 375*x^3 - 75*x^4 + 250*x^5 + 50*x^6 - 35*x^7 - 7*x^8)/(5*x + x^2),x]","-x^7+10 x^5-25 x^3+2 x+\log (x)-\log (x+5)","-x \left(5 x-x^3\right)^2+2 x+\log \left(\frac{2 x}{x+5}\right)-6",1,"2*x - 25*x^3 + 10*x^5 - x^7 + Log[x] - Log[5 + x]","A",3,2,50,0.04000,1,"{1593, 1620}"
1616,0,0,0,14.7454945,"\int \frac{-27000 x+5400 x^2+\left(216000-54000 x-27000 x^2\right) \log (4+x)+\left(9000 x-1800 x^2+\left(-72000+39600 x+14400 x^2\right) \log (4+x)\right) \log \left(\frac{x^2}{\log (4+x)}\right)+\left(-7200 x-1800 x^2\right) \log (4+x) \log ^2\left(\frac{x^2}{\log (4+x)}\right)}{\left(-500 x+175 x^2+15 x^3-11 x^4+x^5\right) \log (4+x)} \, dx","Int[(-27000*x + 5400*x^2 + (216000 - 54000*x - 27000*x^2)*Log[4 + x] + (9000*x - 1800*x^2 + (-72000 + 39600*x + 14400*x^2)*Log[4 + x])*Log[x^2/Log[4 + x]] + (-7200*x - 1800*x^2)*Log[4 + x]*Log[x^2/Log[4 + x]]^2)/((-500*x + 175*x^2 + 15*x^3 - 11*x^4 + x^5)*Log[4 + x]),x]","\int \frac{-27000 x+5400 x^2+\left(216000-54000 x-27000 x^2\right) \log (4+x)+\left(9000 x-1800 x^2+\left(-72000+39600 x+14400 x^2\right) \log (4+x)\right) \log \left(\frac{x^2}{\log (4+x)}\right)+\left(-7200 x-1800 x^2\right) \log (4+x) \log ^2\left(\frac{x^2}{\log (4+x)}\right)}{\left(-500 x+175 x^2+15 x^3-11 x^4+x^5\right) \log (4+x)} \, dx","\frac{900 \left(3-\log \left(\frac{x^2}{\log (x+4)}\right)\right)^2}{(x-5)^2}",1,"8100/(5 - x)^2 + 288*Log[5 - x] - 112*Log[x] - (3200*Log[x^2/Log[4 + x]])/(5 - x)^2 - (160*Log[x^2/Log[4 + x]])/(5 - x) - (88*x^2*Log[x^2/Log[4 + x]])/(5 - x)^2 - 8*Log[Log[4 + x]] - 80*Defer[Int][1/((-5 + x)*Log[4 + x]), x] - 144*Defer[Int][Log[x^2/Log[4 + x]]/(-5 + x), x] + 144*Defer[Int][Log[x^2/Log[4 + x]]/x, x] - 200*Defer[Int][Log[x^2/Log[4 + x]]/((-5 + x)^2*Log[4 + x]), x] + (200*Defer[Int][Log[x^2/Log[4 + x]]/((-5 + x)*Log[4 + x]), x])/9 - (200*Defer[Int][Log[x^2/Log[4 + x]]/((4 + x)*Log[4 + x]), x])/9 - 1800*Defer[Int][Log[x^2/Log[4 + x]]^2/(-5 + x)^3, x]","F",0,0,0,0,-1,"{}"
1617,1,26,0,0.0610731,"\int \frac{1}{2} \left(20+e^{\frac{1}{2} \left(-x+2 e^2 x-4 x^2\right)} \left(1-2 e^2+8 x\right)\right) \, dx","Int[(20 + E^((-x + 2*E^2*x - 4*x^2)/2)*(1 - 2*E^2 + 8*x))/2,x]","10 x-e^{-2 x^2-\frac{1}{2} \left(1-2 e^2\right) x}","10 x-e^{x \left(e^2-\left(2-\frac{1}{2 x}\right) x\right)-x}",1,"-E^(-1/2*((1 - 2*E^2)*x) - 2*x^2) + 10*x","A",4,3,38,0.07895,1,"{12, 2244, 2236}"
1618,1,11,0,0.0028842,"\int \frac{1}{3} (15-4 \log (176)) \, dx","Int[(15 - 4*Log[176])/3,x]","\frac{1}{3} x (15-4 \log (176))","5 x-\frac{4}{3} x \log (176)-1",1,"(x*(15 - 4*Log[176]))/3","A",1,1,10,0.1000,1,"{8}"
1619,1,26,0,0.0653322,"\int \frac{-5+x^2-e^{\frac{x^2}{2}} x^3+2 \log (x)-\log ^2(x)}{x^2} \, dx","Int[(-5 + x^2 - E^(x^2/2)*x^3 + 2*Log[x] - Log[x]^2)/x^2,x]","-e^{\frac{x^2}{2}}+x+\frac{5}{x}+\frac{\log ^2(x)}{x}","-e^{\frac{x^2}{2}}+x-\frac{x-\log ^2(x)-5}{x}+\log (2)",1,"-E^(x^2/2) + 5/x + x + Log[x]^2/x","A",10,4,33,0.1212,1,"{14, 2209, 2304, 2305}"
1620,-1,0,0,180.0015384,"\int \frac{\exp \left(-\frac{e^{4 x}-16 e^{3 x} \log (2 x)+e^{2 x} (96-2 x) \log ^2(2 x)+e^x (-256+16 x) \log ^3(2 x)+\left(256-32 x+x^2\right) \log ^4(2 x)}{\log ^4(2 x)}\right) \left(e^{4 x} \left(20 x-4 x^2\right)+\left(e^{3 x} \left(-240 x+48 x^2\right)+e^{4 x} \left(-20 x^2+4 x^3\right)\right) \log (2 x)+\left(e^{3 x} \left(240 x^2-48 x^3\right)+e^{2 x} \left(960 x-212 x^2+4 x^3\right)\right) \log ^2(2 x)+\left(e^x \left(-1280 x+336 x^2-16 x^3\right)+e^{2 x} \left(-950 x^2+210 x^3-4 x^4\right)\right) \log ^3(2 x)+e^x \left(1200 x^2-320 x^3+16 x^4\right) \log ^4(2 x)+\left(10 x+157 x^2-42 x^3+2 x^4\right) \log ^5(2 x)\right)}{\log ^5(2 x)} \, dx","Int[(E^(4*x)*(20*x - 4*x^2) + (E^(3*x)*(-240*x + 48*x^2) + E^(4*x)*(-20*x^2 + 4*x^3))*Log[2*x] + (E^(3*x)*(240*x^2 - 48*x^3) + E^(2*x)*(960*x - 212*x^2 + 4*x^3))*Log[2*x]^2 + (E^x*(-1280*x + 336*x^2 - 16*x^3) + E^(2*x)*(-950*x^2 + 210*x^3 - 4*x^4))*Log[2*x]^3 + E^x*(1200*x^2 - 320*x^3 + 16*x^4)*Log[2*x]^4 + (10*x + 157*x^2 - 42*x^3 + 2*x^4)*Log[2*x]^5)/(E^((E^(4*x) - 16*E^(3*x)*Log[2*x] + E^(2*x)*(96 - 2*x)*Log[2*x]^2 + E^x*(-256 + 16*x)*Log[2*x]^3 + (256 - 32*x + x^2)*Log[2*x]^4)/Log[2*x]^4)*Log[2*x]^5),x]","\text{\$Aborted}","(5-x) x^2 e^{-\left(x-\left(4-\frac{e^x}{\log (2 x)}\right)^2\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1621,-1,0,0,179.9998828,"\int \frac{\exp \left(\frac{-256 x+512 x^2+128 x^3-646 x^4-11 x^5+320 x^6+32 x^7-64 x^8-16 x^9}{512-1024 x-256 x^2+1280 x^3+22 x^4-640 x^5-64 x^6+128 x^7+32 x^8}\right) \left(-65536+262144 x-196608 x^2-464896 x^3+642560 x^4+340480 x^5-721920 x^6-161536 x^7+456711 x^8+80384 x^9-178368 x^{10}-41984 x^{11}+39584 x^{12}+14336 x^{13}-3072 x^{14}-2048 x^{15}-256 x^{16}\right)}{131072-524288 x+393216 x^2+917504 x^3-1266688 x^4-677888 x^5+1436160 x^6+323072 x^7-917262 x^8-161536 x^9+359040 x^{10}+84736 x^{11}-79168 x^{12}-28672 x^{13}+6144 x^{14}+4096 x^{15}+512 x^{16}} \, dx","Int[(E^((-256*x + 512*x^2 + 128*x^3 - 646*x^4 - 11*x^5 + 320*x^6 + 32*x^7 - 64*x^8 - 16*x^9)/(512 - 1024*x - 256*x^2 + 1280*x^3 + 22*x^4 - 640*x^5 - 64*x^6 + 128*x^7 + 32*x^8))*(-65536 + 262144*x - 196608*x^2 - 464896*x^3 + 642560*x^4 + 340480*x^5 - 721920*x^6 - 161536*x^7 + 456711*x^8 + 80384*x^9 - 178368*x^10 - 41984*x^11 + 39584*x^12 + 14336*x^13 - 3072*x^14 - 2048*x^15 - 256*x^16))/(131072 - 524288*x + 393216*x^2 + 917504*x^3 - 1266688*x^4 - 677888*x^5 + 1436160*x^6 + 323072*x^7 - 917262*x^8 - 161536*x^9 + 359040*x^10 + 84736*x^11 - 79168*x^12 - 28672*x^13 + 6144*x^14 + 4096*x^15 + 512*x^16),x]","\text{\$Aborted}","e^{\frac{1}{2} \left(\frac{6}{5-16 \left(\frac{2-x}{x}-x\right)^4}-x\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1622,1,28,0,0.0274521,"\int \frac{-12 x^2-1203 x^4+e^5 \left(12-6 x-3609 x^2\right)}{e^{10}+2 e^5 x^2+x^4} \, dx","Int[(-12*x^2 - 1203*x^4 + E^5*(12 - 6*x - 3609*x^2))/(E^10 + 2*E^5*x^2 + x^4),x]","\frac{3 \left(\left(4+401 e^5\right) x+e^5\right)}{x^2+e^5}-1203 x","\frac{3 x \left(-401 x^2-x+4\right)}{x^2+e^5}",1,"-1203*x + (3*(E^5 + (4 + 401*E^5)*x))/(E^5 + x^2)","A",4,4,43,0.09302,1,"{28, 1814, 21, 8}"
1623,1,25,0,0.2047201,"\int \frac{10-2 e^x+\left(-5+e^x (1+x)\right) \log \left(4 x^2\right)}{\log ^2\left(4 x^2\right)} \, dx","Int[(10 - 2*E^x + (-5 + E^x*(1 + x))*Log[4*x^2])/Log[4*x^2]^2,x]","\frac{e^x x}{\log \left(4 x^2\right)}-\frac{5 x}{\log \left(4 x^2\right)}","\frac{\left(e^x-5\right) x}{\log \left(4 x^2\right)}",1,"(-5*x)/Log[4*x^2] + (E^x*x)/Log[4*x^2]","A",10,6,32,0.1875,1,"{6742, 2360, 2297, 2300, 2178, 2288}"
1624,0,0,0,9.7483674,"\int \frac{3 e^{6 e^x x}+20 x-90 e^{5 e^x x} x^2+3 x^3+2000 x^4+225 x^6+5625 x^9+46875 x^{12}+e^{4 e^x x} \left(9 x+1125 x^4\right)+e^{3 e^x x} \left(-180 x^3-7500 x^6\right)+e^{2 e^x x} \left(9 x^2+1350 x^5+28125 x^8+e^x \left(40 x+40 x^2\right)\right)+e^{e^x x} \left(-400 x^2-90 x^4-4500 x^7-56250 x^{10}+e^x \left(-200 x^3-200 x^4\right)\right)}{3 e^{6 e^x x} x-90 e^{5 e^x x} x^3+3 x^4+225 x^7+5625 x^{10}+46875 x^{13}+e^{4 e^x x} \left(9 x^2+1125 x^5\right)+e^{3 e^x x} \left(-180 x^4-7500 x^7\right)+e^{2 e^x x} \left(9 x^3+1350 x^6+28125 x^9\right)+e^{e^x x} \left(-90 x^5-4500 x^8-56250 x^{11}\right)} \, dx","Int[(3*E^(6*E^x*x) + 20*x - 90*E^(5*E^x*x)*x^2 + 3*x^3 + 2000*x^4 + 225*x^6 + 5625*x^9 + 46875*x^12 + E^(4*E^x*x)*(9*x + 1125*x^4) + E^(3*E^x*x)*(-180*x^3 - 7500*x^6) + E^(2*E^x*x)*(9*x^2 + 1350*x^5 + 28125*x^8 + E^x*(40*x + 40*x^2)) + E^(E^x*x)*(-400*x^2 - 90*x^4 - 4500*x^7 - 56250*x^10 + E^x*(-200*x^3 - 200*x^4)))/(3*E^(6*E^x*x)*x - 90*E^(5*E^x*x)*x^3 + 3*x^4 + 225*x^7 + 5625*x^10 + 46875*x^13 + E^(4*E^x*x)*(9*x^2 + 1125*x^5) + E^(3*E^x*x)*(-180*x^4 - 7500*x^7) + E^(2*E^x*x)*(9*x^3 + 1350*x^6 + 28125*x^9) + E^(E^x*x)*(-90*x^5 - 4500*x^8 - 56250*x^11)),x]","\int \frac{3 e^{6 e^x x}+20 x-90 e^{5 e^x x} x^2+3 x^3+2000 x^4+225 x^6+5625 x^9+46875 x^{12}+e^{4 e^x x} \left(9 x+1125 x^4\right)+e^{3 e^x x} \left(-180 x^3-7500 x^6\right)+e^{2 e^x x} \left(9 x^2+1350 x^5+28125 x^8+e^x \left(40 x+40 x^2\right)\right)+e^{e^x x} \left(-400 x^2-90 x^4-4500 x^7-56250 x^{10}+e^x \left(-200 x^3-200 x^4\right)\right)}{3 e^{6 e^x x} x-90 e^{5 e^x x} x^3+3 x^4+225 x^7+5625 x^{10}+46875 x^{13}+e^{4 e^x x} \left(9 x^2+1125 x^5\right)+e^{3 e^x x} \left(-180 x^4-7500 x^7\right)+e^{2 e^x x} \left(9 x^3+1350 x^6+28125 x^9\right)+e^{e^x x} \left(-90 x^5-4500 x^8-56250 x^{11}\right)} \, dx","\log (x)-\frac{10}{3 \left(\left(e^{e^x x}-5 x^2\right)^2+x\right)^2}",1,"Log[x] + (20*Defer[Int][(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^(-3), x])/3 - (40*Defer[Int][(E^x*x)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 - (400*Defer[Int][(E^(E^x*x)*x)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 - (40*Defer[Int][(E^x*x^2)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 + (200*Defer[Int][(E^(x + E^x*x)*x^2)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 + (2000*Defer[Int][x^3/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 + (200*Defer[Int][(E^(x + E^x*x)*x^3)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 - (1000*Defer[Int][(E^x*x^4)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 - (1000*Defer[Int][(E^x*x^5)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^3, x])/3 + (40*Defer[Int][E^x/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^2, x])/3 + (40*Defer[Int][(E^x*x)/(E^(2*E^x*x) + x - 10*E^(E^x*x)*x^2 + 25*x^4)^2, x])/3","F",0,0,0,0,-1,"{}"
1625,1,15,0,0.0107866,"\int \frac{12+x^2+x^2 \log (3)}{4 x^2} \, dx","Int[(12 + x^2 + x^2*Log[3])/(4*x^2),x]","\frac{1}{4} x (1+\log (3))-\frac{3}{x}","\frac{x-3}{x}+\frac{1}{4} (x+x \log (3))-5",1,"-3/x + (x*(1 + Log[3]))/4","A",4,3,18,0.1667,1,"{6, 12, 14}"
1626,1,71,0,0.0459733,"\int \frac{1}{45} \left(1020+90 e^5+46 e^{\frac{2}{5} (5+23 x)}+90 x+e^{\frac{1}{5} (5+23 x)} \left(1594+138 e^5+138 x\right)\right) \, dx","Int[(1020 + 90*E^5 + 46*E^((2*(5 + 23*x))/5) + 90*x + E^((5 + 23*x)/5)*(1594 + 138*E^5 + 138*x))/45,x]","x^2+\frac{2}{3} \left(34+3 e^5\right) x-\frac{10}{69} e^{\frac{1}{5} (23 x+5)}+\frac{1}{9} e^{\frac{2}{5} (23 x+5)}+\frac{2}{207} e^{\frac{1}{5} (23 x+5)} \left(69 x+69 e^5+797\right)","\left(\frac{1}{3} \left(e^{\frac{23 x}{5}+1}+1\right)+x+e^5+11\right)^2",1,"(-10*E^((5 + 23*x)/5))/69 + E^((2*(5 + 23*x))/5)/9 + (2*(34 + 3*E^5)*x)/3 + x^2 + (2*E^((5 + 23*x)/5)*(797 + 69*E^5 + 69*x))/207","B",5,3,49,0.06122,1,"{12, 2194, 2176}"
1627,1,7,0,0.0027876,"\int -e^{9-x} \, dx","Int[-E^(9 - x),x]","e^{9-x}","e^{9-x}",1,"E^(9 - x)","A",1,1,9,0.1111,1,"{2194}"
1628,0,0,0,2.9802883,"\int \frac{-54 x-6 e^6 x+162 x^2-108 x^3+e^3 \left(-36 x+54 x^2\right)+2^{60/x} x^{60/x} \left(2 x-6 x^2+4 x^3\right)+2^{20/x} x^{20/x} \left(54 x-162 x^2+108 x^3+e^6 (-40+2 x)+e^3 \left(-120+144 x-36 x^2\right)+\left(40 e^6+e^3 (120-120 x)\right) \log (2 x)\right)+2^{40/x} x^{40/x} \left(-18 x+54 x^2-36 x^3+e^3 \left(40-44 x+6 x^2\right)+e^3 (-40+40 x) \log (2 x)\right)}{-27+27\ 2^{20/x} x^{20/x}-9\ 2^{40/x} x^{40/x}+2^{60/x} x^{60/x}} \, dx","Int[(-54*x - 6*E^6*x + 162*x^2 - 108*x^3 + E^3*(-36*x + 54*x^2) + 2^(60/x)*x^(60/x)*(2*x - 6*x^2 + 4*x^3) + 2^(20/x)*x^(20/x)*(54*x - 162*x^2 + 108*x^3 + E^6*(-40 + 2*x) + E^3*(-120 + 144*x - 36*x^2) + (40*E^6 + E^3*(120 - 120*x))*Log[2*x]) + 2^(40/x)*x^(40/x)*(-18*x + 54*x^2 - 36*x^3 + E^3*(40 - 44*x + 6*x^2) + E^3*(-40 + 40*x)*Log[2*x]))/(-27 + 27*2^(20/x)*x^(20/x) - 9*2^(40/x)*x^(40/x) + 2^(60/x)*x^(60/x)),x]","\int \frac{-54 x-6 e^6 x+162 x^2-108 x^3+e^3 \left(-36 x+54 x^2\right)+2^{60/x} x^{60/x} \left(2 x-6 x^2+4 x^3\right)+2^{20/x} x^{20/x} \left(54 x-162 x^2+108 x^3+e^6 (-40+2 x)+e^3 \left(-120+144 x-36 x^2\right)+\left(40 e^6+e^3 (120-120 x)\right) \log (2 x)\right)+2^{40/x} x^{40/x} \left(-18 x+54 x^2-36 x^3+e^3 \left(40-44 x+6 x^2\right)+e^3 (-40+40 x) \log (2 x)\right)}{-27+27\ 2^{20/x} x^{20/x}-9\ 2^{40/x} x^{40/x}+2^{60/x} x^{60/x}} \, dx","x^2 \left(\frac{e^3}{3-2^{20/x} x^{20/x}}-x+1\right)^2",1,"x^2 - 2*x^3 + x^4 - 120*E^6*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-3), x] + 120*E^6*Log[2*x]*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-3), x] + 40*E^3*(3 - E^3)*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-2), x] - 40*E^3*(3 - E^3)*Log[2*x]*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-2), x] - 2*E^3*(60 - E^3)*Defer[Int][x/(-3 + 2^(20/x)*x^(20/x))^2, x] + 120*E^3*Log[2*x]*Defer[Int][x/(-3 + 2^(20/x)*x^(20/x))^2, x] + 40*E^3*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-1), x] - 40*E^3*Log[2*x]*Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-1), x] - 44*E^3*Defer[Int][x/(-3 + 2^(20/x)*x^(20/x)), x] + 40*E^3*Log[2*x]*Defer[Int][x/(-3 + 2^(20/x)*x^(20/x)), x] + 6*E^3*Defer[Int][x^2/(-3 + 2^(20/x)*x^(20/x)), x] - 120*E^6*Defer[Int][Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-3), x]/x, x] + 40*E^3*(3 - E^3)*Defer[Int][Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-2), x]/x, x] - 120*E^3*Defer[Int][Defer[Int][x/(-3 + 2^(20/x)*x^(20/x))^2, x]/x, x] + 40*E^3*Defer[Int][Defer[Int][(-3 + 2^(20/x)*x^(20/x))^(-1), x]/x, x] - 40*E^3*Defer[Int][Defer[Int][x/(-3 + 2^(20/x)*x^(20/x)), x]/x, x]","F",0,0,0,0,-1,"{}"
1629,1,11,0,0.2047165,"\int \frac{e^x (1-x)}{e^{2 x}+2 e^x x+x^2} \, dx","Int[(E^x*(1 - x))/(E^(2*x) + 2*E^x*x + x^2),x]","\frac{1}{\frac{e^x}{x}+1}","\frac{x}{x+e^x}",1,"(1 + E^x/x)^(-1)","A",3,3,26,0.1154,1,"{6688, 6711, 32}"
1630,0,0,0,44.3622465,"\int \frac{-1+e^{e^{e^{4 x}}} \left(-20 x+4 e^x x+e^{e^{4 x}+4 x} \left(16 x-4 e^x x\right)\right)+5 x \log (x)}{e^{e^{e^{4 x}}} \left(-20 x+5 e^x x\right)+5 x \log (x)} \, dx","Int[(-1 + E^E^E^(4*x)*(-20*x + 4*E^x*x + E^(E^(4*x) + 4*x)*(16*x - 4*E^x*x)) + 5*x*Log[x])/(E^E^E^(4*x)*(-20*x + 5*E^x*x) + 5*x*Log[x]),x]","\int \frac{-1+e^{e^{e^{4 x}}} \left(-20 x+4 e^x x+e^{e^{4 x}+4 x} \left(16 x-4 e^x x\right)\right)+5 x \log (x)}{e^{e^{e^{4 x}}} \left(-20 x+5 e^x x\right)+5 x \log (x)} \, dx","x-\frac{1}{5} \log \left(\log (x)-e^{e^{e^{4 x}}} \left(4-e^x\right)\right)",1,"-1/5*E^E^(4*x) + (4*x)/5 - (192*Defer[Int][E^(-2*E^E^(4*x) + E^(4*x))*Log[x]^2, x])/5 - (32*Defer[Int][E^(-2*E^E^(4*x) + E^(4*x) + x)*Log[x]^2, x])/5 - (4*Defer[Int][E^(-2*E^E^(4*x) + E^(4*x) + 2*x)*Log[x]^2, x])/5 + (48*Defer[Int][E^(-3*E^E^(4*x) + E^(4*x))*Log[x]^3, x])/5 + (4*Defer[Int][E^(-3*E^E^(4*x) + E^(4*x) + x)*Log[x]^3, x])/5 - (4*Defer[Int][E^(-4*E^E^(4*x) + E^(4*x))*Log[x]^4, x])/5 - (4*Defer[Int][E^E^E^(4*x)/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 - Defer[Int][1/(x*(E^E^E^(4*x)*(-4 + E^x) + Log[x])), x]/5 + Defer[Int][Log[x]/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x]/5 + (1024*Defer[Int][(E^E^(4*x)*Log[x])/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 - (1024*Defer[Int][(E^(-E^E^(4*x) + E^(4*x))*Log[x]^2)/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 + (384*Defer[Int][(E^(-2*E^E^(4*x) + E^(4*x))*Log[x]^3)/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 - (64*Defer[Int][(E^(-3*E^E^(4*x) + E^(4*x))*Log[x]^4)/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 + (4*Defer[Int][(E^(-4*E^E^(4*x) + E^(4*x))*Log[x]^5)/(E^E^E^(4*x)*(-4 + E^x) + Log[x]), x])/5 - (8*Defer[Int][Defer[Subst][Defer[Int][E^(-E^x^2 + x^2), x], x, E^(2*x)]/x, x])/5 - (64*Defer[Int][Defer[Subst][Defer[Int][E^(-E^x^4 + x^4), x], x, E^x]/x, x])/5 - (64*Defer[Int][Defer[Subst][Defer[Int][E^(-E^x + x)/x, x], x, E^(4*x)]/x, x])/5 - (4*Defer[Int][Defer[Subst][Defer[Int][E^(-E^x^4 + x^4)*x^2, x], x, E^x]/x, x])/5 + (8*Log[x]*Defer[Subst][Defer[Int][E^(-E^x^2 + x^2), x], x, E^(2*x)])/5 + (64*Log[x]*Defer[Subst][Defer[Int][E^(-E^x^4 + x^4), x], x, E^x])/5 + (64*Log[x]*Defer[Subst][Defer[Int][E^(-E^x + x)/x, x], x, E^(4*x)])/5 + (4*Log[x]*Defer[Subst][Defer[Int][E^(-E^x^4 + x^4)*x^2, x], x, E^x])/5","F",0,0,0,0,-1,"{}"
1631,0,0,0,5.4168492,"\int \frac{512 x^5+768 x^6+256 x^7+e^x \left(-512 x^3+512 x^4+1152 x^5+384 x^6\right)+\left(-1024 x^4-1280 x^5-384 x^6+e^x \left(-1024 x^3-1280 x^4-384 x^5\right)\right) \log \left(\frac{e^x+x}{x}\right)}{-e^x x^3-x^4+\left(3 e^x x^2+3 x^3\right) \log \left(\frac{e^x+x}{x}\right)+\left(-3 e^x x-3 x^2\right) \log ^2\left(\frac{e^x+x}{x}\right)+\left(e^x+x\right) \log ^3\left(\frac{e^x+x}{x}\right)} \, dx","Int[(512*x^5 + 768*x^6 + 256*x^7 + E^x*(-512*x^3 + 512*x^4 + 1152*x^5 + 384*x^6) + (-1024*x^4 - 1280*x^5 - 384*x^6 + E^x*(-1024*x^3 - 1280*x^4 - 384*x^5))*Log[(E^x + x)/x])/(-(E^x*x^3) - x^4 + (3*E^x*x^2 + 3*x^3)*Log[(E^x + x)/x] + (-3*E^x*x - 3*x^2)*Log[(E^x + x)/x]^2 + (E^x + x)*Log[(E^x + x)/x]^3),x]","\int \frac{512 x^5+768 x^6+256 x^7+e^x \left(-512 x^3+512 x^4+1152 x^5+384 x^6\right)+\left(-1024 x^4-1280 x^5-384 x^6+e^x \left(-1024 x^3-1280 x^4-384 x^5\right)\right) \log \left(\frac{e^x+x}{x}\right)}{-e^x x^3-x^4+\left(3 e^x x^2+3 x^3\right) \log \left(\frac{e^x+x}{x}\right)+\left(-3 e^x x-3 x^2\right) \log ^2\left(\frac{e^x+x}{x}\right)+\left(e^x+x\right) \log ^3\left(\frac{e^x+x}{x}\right)} \, dx","-\frac{64 (x+2)^2 x^4}{\left(x-\log \left(\frac{x+e^x}{x}\right)\right)^2}+e-3",1,"512*Defer[Int][x^3/(x - Log[(E^x + x)/x])^3, x] + 512*Defer[Int][x^4/(x - Log[(E^x + x)/x])^3, x] + 128*Defer[Int][x^5/(x - Log[(E^x + x)/x])^3, x] - 512*Defer[Int][x^4/((E^x + x)*(x - Log[(E^x + x)/x])^3), x] + 384*Defer[Int][x^6/((E^x + x)*(x - Log[(E^x + x)/x])^3), x] + 128*Defer[Int][x^7/((E^x + x)*(x - Log[(E^x + x)/x])^3), x] - 1024*Defer[Int][x^3/(x - Log[(E^x + x)/x])^2, x] - 1280*Defer[Int][x^4/(x - Log[(E^x + x)/x])^2, x] - 384*Defer[Int][x^5/(x - Log[(E^x + x)/x])^2, x]","F",0,0,0,0,-1,"{}"
1632,1,1979,0,18.0398705,"\int \frac{3440-2592 x-872 x^2+1288 x^3-256 x^4-128 x^5+73 x^6-14 x^7+x^8+\left(80+96 x-84 x^2+16 x^3\right) \log (5)}{3600-2400 x-1040 x^2+1320 x^3-256 x^4-128 x^5+73 x^6-14 x^7+x^8} \, dx","Int[(3440 - 2592*x - 872*x^2 + 1288*x^3 - 256*x^4 - 128*x^5 + 73*x^6 - 14*x^7 + x^8 + (80 + 96*x - 84*x^2 + 16*x^3)*Log[5])/(3600 - 2400*x - 1040*x^2 + 1320*x^3 - 256*x^4 - 128*x^5 + 73*x^6 - 14*x^7 + x^8),x]","-\frac{18\ 2^{2/3} \left(103-3 \sqrt{1065}\right)^{5/3} (2-\log (5)) \left(\frac{\sqrt[3]{2} \left(1775-43 \sqrt{1065}+\left(355-7 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) (4-3 x)}{\left(103-3 \sqrt{1065}\right)^{2/3}}+1420\right)}{11 \left(329085-10097 \sqrt{1065}-4 \left(3195-103 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) \left(-3 x-\frac{8\ 2^{2/3}}{\sqrt[3]{103-3 \sqrt{1065}}}-\sqrt[3]{206-6 \sqrt{1065}}+4\right) \left(6 x^2-2 \left(8+\sqrt[3]{206-6 \sqrt{1065}}+\frac{8\ 2^{2/3}}{\sqrt[3]{103-3 \sqrt{1065}}}\right) x+\sqrt[3]{15 \left(45+\sqrt{1065}\right)} \left(4+\sqrt[3]{206-6 \sqrt{1065}}\right)\right)}+x-\frac{6 \sqrt[3]{2 \left(103-3 \sqrt{1065}\right)} \left(8 \sqrt[3]{2}-5\ 2^{2/3} \sqrt[3]{103-3 \sqrt{1065}}+\left(103-3 \sqrt{1065}\right)^{2/3}\right) (2-\log (5)) \log \left(\sqrt[3]{2} \left(8 \sqrt[3]{2}+\left(103-3 \sqrt{1065}\right)^{2/3}\right)-\sqrt[3]{103-3 \sqrt{1065}} (4-3 x)\right)}{11 \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)}+\frac{230040 \left(2^{2/3} \left(101818337-3119973 \sqrt{1065}\right)+8 \left(1013623-31059 \sqrt{1065}\right) \sqrt[3]{103-3 \sqrt{1065}}-5 \sqrt[3]{2} \left(1013623-31059 \sqrt{1065}\right) \left(103-3 \sqrt{1065}\right)^{2/3}\right) (2-\log (5)) \log \left(\sqrt[3]{2} \left(8 \sqrt[3]{2}+\left(103-3 \sqrt{1065}\right)^{2/3}\right)-\sqrt[3]{103-3 \sqrt{1065}} (4-3 x)\right)}{11 \sqrt[3]{10097-309 \sqrt{1065}} \left(329085-10097 \sqrt{1065}-4 \left(3195-103 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)^2}-\frac{3 \left(103-3 \sqrt{1065}\right)^{2/3} \left(10-\sqrt[3]{206-6 \sqrt{1065}}-\frac{8\ 2^{2/3}}{\sqrt[3]{103-3 \sqrt{1065}}}\right) (2-\log (5)) \log \left(3 \left(103-3 \sqrt{1065}\right)^{2/3} x^2-8 \left(103-3 \sqrt{1065}\right)^{2/3} x-8\ 2^{2/3} \sqrt[3]{103-3 \sqrt{1065}} x+3 \sqrt[3]{2} \sqrt{1065} x-103 \sqrt[3]{2} x+\sqrt[3]{2} \left(45-\sqrt{1065}\right) \left(4+\sqrt[3]{206-6 \sqrt{1065}}\right)\right)}{11 \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)}-\frac{115020 \left(101818337-3119973 \sqrt{1065}\right) \left(8 \sqrt[3]{2}-5\ 2^{2/3} \sqrt[3]{103-3 \sqrt{1065}}+\left(103-3 \sqrt{1065}\right)^{2/3}\right) (2-\log (5)) \log \left(3 \left(103-3 \sqrt{1065}\right)^{2/3} x^2-8 \left(103-3 \sqrt{1065}\right)^{2/3} x-8\ 2^{2/3} \sqrt[3]{103-3 \sqrt{1065}} x+3 \sqrt[3]{2} \sqrt{1065} x-103 \sqrt[3]{2} x+\sqrt[3]{2} \left(45-\sqrt{1065}\right) \left(4+\sqrt[3]{206-6 \sqrt{1065}}\right)\right)}{11 \sqrt[3]{103-3 \sqrt{1065}} \left(33077835-1013623 \sqrt{1065}-4 \left(329085-10097 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)^2}-\frac{18\ 2^{5/6} \left(\sqrt[3]{2} \left(4739-143 \sqrt{1065}\right)+\left(193-5 \sqrt{1065}\right) \left(103-3 \sqrt{1065}\right)^{2/3}\right) \sqrt{\frac{3}{2^{2/3} \left(10097-309 \sqrt{1065}\right)+64 \sqrt[3]{2} \left(103-3 \sqrt{1065}\right)^{2/3}-16 \left(103-3 \sqrt{1065}\right)^{4/3}}} \tan ^{-1}\left(\frac{2 \left(103-3 \sqrt{1065}\right)^{2/3} (4-3 x)+\sqrt[3]{2} \left(103-3 \sqrt{1065}+8 \sqrt[3]{206-6 \sqrt{1065}}\right)}{\sqrt{6 \left(2^{2/3} \left(10097-309 \sqrt{1065}\right)+64 \sqrt[3]{2} \left(103-3 \sqrt{1065}\right)^{2/3}-16 \left(103-3 \sqrt{1065}\right)^{4/3}\right)}}\right) (2-\log (5))}{11 \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)}+\frac{51120 \left(979149472182-30003654798 \sqrt{1065}-4 \sqrt[3]{203636674-6239946 \sqrt{1065}} \left(101818337-3119973 \sqrt{1065}\right)+\left(169616017219-5197469775 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) \sqrt{\frac{6}{2^{2/3} \left(10097-309 \sqrt{1065}\right)+64 \sqrt[3]{2} \left(103-3 \sqrt{1065}\right)^{2/3}-16 \left(103-3 \sqrt{1065}\right)^{4/3}}} \tan ^{-1}\left(\frac{2 \left(103-3 \sqrt{1065}\right)^{2/3} (4-3 x)+\sqrt[3]{2} \left(103-3 \sqrt{1065}+8 \sqrt[3]{206-6 \sqrt{1065}}\right)}{\sqrt{6 \left(2^{2/3} \left(10097-309 \sqrt{1065}\right)+64 \sqrt[3]{2} \left(103-3 \sqrt{1065}\right)^{2/3}-16 \left(103-3 \sqrt{1065}\right)^{4/3}\right)}}\right) (2-\log (5))}{11 \left(103-3 \sqrt{1065}\right) \left(329085-10097 \sqrt{1065}-4 \left(3195-103 \sqrt{1065}\right) \sqrt[3]{206-6 \sqrt{1065}}\right) \left(192 \sqrt[3]{2}+2^{2/3} \left(103-3 \sqrt{1065}\right)^{4/3}+\left(103-3 \sqrt{1065}\right)^{2/3} \left(24+\sqrt[3]{10097-309 \sqrt{1065}}\right)\right)^2}-\frac{230040 \left(1013623-31059 \sqrt{1065}\right) (2-\log (5))}{11 \left(264622680 \sqrt[3]{2}-8108984 \sqrt[3]{2} \sqrt{1065}-\left(2632680-80776 \sqrt{1065}\right) \sqrt[3]{1013623-31059 \sqrt{1065}}+\left(33077835-1013623 \sqrt{1065}\right) \sqrt[3]{20194-618 \sqrt{1065}}+63701910 \left(103-3 \sqrt{1065}\right)^{2/3}-1948142 \sqrt{1065} \left(103-3 \sqrt{1065}\right)^{2/3}\right) \left(\sqrt[3]{2} \left(8 \sqrt[3]{2}+\left(103-3 \sqrt{1065}\right)^{2/3}\right)-\sqrt[3]{103-3 \sqrt{1065}} (4-3 x)\right)}-\frac{4 (2-\log (5))}{11 (3-x)}-\frac{4 (2-\log (5))}{11 \left(x^3-4 x^2+20\right)}","x-\frac{2-\log (5)}{(3-x) \left(5-\frac{1}{4} x \left(4 x-x^2\right)\right)}",1,"x - (230040*(1013623 - 31059*Sqrt[1065])*(2 - Log[5]))/(11*(264622680*2^(1/3) - 8108984*2^(1/3)*Sqrt[1065] - (2632680 - 80776*Sqrt[1065])*(1013623 - 31059*Sqrt[1065])^(1/3) + (33077835 - 1013623*Sqrt[1065])*(20194 - 618*Sqrt[1065])^(1/3) + 63701910*(103 - 3*Sqrt[1065])^(2/3) - 1948142*Sqrt[1065]*(103 - 3*Sqrt[1065])^(2/3))*(2^(1/3)*(8*2^(1/3) + (103 - 3*Sqrt[1065])^(2/3)) - (103 - 3*Sqrt[1065])^(1/3)*(4 - 3*x))) - (4*(2 - Log[5]))/(11*(3 - x)) - (18*2^(2/3)*(103 - 3*Sqrt[1065])^(5/3)*(1420 + (2^(1/3)*(1775 - 43*Sqrt[1065] + (355 - 7*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*(4 - 3*x))/(103 - 3*Sqrt[1065])^(2/3))*(2 - Log[5]))/(11*(329085 - 10097*Sqrt[1065] - 4*(3195 - 103*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*(4 - (206 - 6*Sqrt[1065])^(1/3) - (8*2^(2/3))/(103 - 3*Sqrt[1065])^(1/3) - 3*x)*((15*(45 + Sqrt[1065]))^(1/3)*(4 + (206 - 6*Sqrt[1065])^(1/3)) - 2*(8 + (206 - 6*Sqrt[1065])^(1/3) + (8*2^(2/3))/(103 - 3*Sqrt[1065])^(1/3))*x + 6*x^2)) - (4*(2 - Log[5]))/(11*(20 - 4*x^2 + x^3)) + (51120*(979149472182 - 30003654798*Sqrt[1065] - 4*(203636674 - 6239946*Sqrt[1065])^(1/3)*(101818337 - 3119973*Sqrt[1065]) + (169616017219 - 5197469775*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*Sqrt[6/(2^(2/3)*(10097 - 309*Sqrt[1065]) + 64*2^(1/3)*(103 - 3*Sqrt[1065])^(2/3) - 16*(103 - 3*Sqrt[1065])^(4/3))]*ArcTan[(2^(1/3)*(103 - 3*Sqrt[1065] + 8*(206 - 6*Sqrt[1065])^(1/3)) + 2*(103 - 3*Sqrt[1065])^(2/3)*(4 - 3*x))/Sqrt[6*(2^(2/3)*(10097 - 309*Sqrt[1065]) + 64*2^(1/3)*(103 - 3*Sqrt[1065])^(2/3) - 16*(103 - 3*Sqrt[1065])^(4/3))]]*(2 - Log[5]))/(11*(103 - 3*Sqrt[1065])*(329085 - 10097*Sqrt[1065] - 4*(3195 - 103*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3)))^2) - (18*2^(5/6)*(2^(1/3)*(4739 - 143*Sqrt[1065]) + (193 - 5*Sqrt[1065])*(103 - 3*Sqrt[1065])^(2/3))*Sqrt[3/(2^(2/3)*(10097 - 309*Sqrt[1065]) + 64*2^(1/3)*(103 - 3*Sqrt[1065])^(2/3) - 16*(103 - 3*Sqrt[1065])^(4/3))]*ArcTan[(2^(1/3)*(103 - 3*Sqrt[1065] + 8*(206 - 6*Sqrt[1065])^(1/3)) + 2*(103 - 3*Sqrt[1065])^(2/3)*(4 - 3*x))/Sqrt[6*(2^(2/3)*(10097 - 309*Sqrt[1065]) + 64*2^(1/3)*(103 - 3*Sqrt[1065])^(2/3) - 16*(103 - 3*Sqrt[1065])^(4/3))]]*(2 - Log[5]))/(11*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3)))) + (230040*(2^(2/3)*(101818337 - 3119973*Sqrt[1065]) + 8*(1013623 - 31059*Sqrt[1065])*(103 - 3*Sqrt[1065])^(1/3) - 5*2^(1/3)*(1013623 - 31059*Sqrt[1065])*(103 - 3*Sqrt[1065])^(2/3))*(2 - Log[5])*Log[2^(1/3)*(8*2^(1/3) + (103 - 3*Sqrt[1065])^(2/3)) - (103 - 3*Sqrt[1065])^(1/3)*(4 - 3*x)])/(11*(10097 - 309*Sqrt[1065])^(1/3)*(329085 - 10097*Sqrt[1065] - 4*(3195 - 103*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3)))^2) - (6*(2*(103 - 3*Sqrt[1065]))^(1/3)*(8*2^(1/3) - 5*2^(2/3)*(103 - 3*Sqrt[1065])^(1/3) + (103 - 3*Sqrt[1065])^(2/3))*(2 - Log[5])*Log[2^(1/3)*(8*2^(1/3) + (103 - 3*Sqrt[1065])^(2/3)) - (103 - 3*Sqrt[1065])^(1/3)*(4 - 3*x)])/(11*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3)))) - (115020*(101818337 - 3119973*Sqrt[1065])*(8*2^(1/3) - 5*2^(2/3)*(103 - 3*Sqrt[1065])^(1/3) + (103 - 3*Sqrt[1065])^(2/3))*(2 - Log[5])*Log[2^(1/3)*(45 - Sqrt[1065])*(4 + (206 - 6*Sqrt[1065])^(1/3)) - 103*2^(1/3)*x + 3*2^(1/3)*Sqrt[1065]*x - 8*2^(2/3)*(103 - 3*Sqrt[1065])^(1/3)*x - 8*(103 - 3*Sqrt[1065])^(2/3)*x + 3*(103 - 3*Sqrt[1065])^(2/3)*x^2])/(11*(103 - 3*Sqrt[1065])^(1/3)*(33077835 - 1013623*Sqrt[1065] - 4*(329085 - 10097*Sqrt[1065])*(206 - 6*Sqrt[1065])^(1/3))*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3)))^2) - (3*(103 - 3*Sqrt[1065])^(2/3)*(10 - (206 - 6*Sqrt[1065])^(1/3) - (8*2^(2/3))/(103 - 3*Sqrt[1065])^(1/3))*(2 - Log[5])*Log[2^(1/3)*(45 - Sqrt[1065])*(4 + (206 - 6*Sqrt[1065])^(1/3)) - 103*2^(1/3)*x + 3*2^(1/3)*Sqrt[1065]*x - 8*2^(2/3)*(103 - 3*Sqrt[1065])^(1/3)*x - 8*(103 - 3*Sqrt[1065])^(2/3)*x + 3*(103 - 3*Sqrt[1065])^(2/3)*x^2])/(11*(192*2^(1/3) + 2^(2/3)*(103 - 3*Sqrt[1065])^(4/3) + (103 - 3*Sqrt[1065])^(2/3)*(24 + (10097 - 309*Sqrt[1065])^(1/3))))","B",20,10,97,0.1031,0,"{2074, 2101, 2081, 2079, 822, 800, 634, 618, 204, 628}"
1633,0,0,0,9.510443,"\int \frac{e^{12+4 x} (5+10 x)+e^{6+2 x} \left(-10 x+10 x^2\right)}{x^4+e^{6+2 x} \left(18 x^2-2 x^3-2 x^4\right)+e^{12+4 x} \left(81-18 x-17 x^2+2 x^3+x^4\right)} \, dx","Int[(E^(12 + 4*x)*(5 + 10*x) + E^(6 + 2*x)*(-10*x + 10*x^2))/(x^4 + E^(6 + 2*x)*(18*x^2 - 2*x^3 - 2*x^4) + E^(12 + 4*x)*(81 - 18*x - 17*x^2 + 2*x^3 + x^4)),x]","\int \frac{e^{12+4 x} (5+10 x)+e^{6+2 x} \left(-10 x+10 x^2\right)}{x^4+e^{6+2 x} \left(18 x^2-2 x^3-2 x^4\right)+e^{12+4 x} \left(81-18 x-17 x^2+2 x^3+x^4\right)} \, dx","\frac{5}{e^{-2 x-6} x^2-x^2-x+9}",1,"-5*Defer[Int][E^(6 + 2*x)/(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2, x] + (90*Defer[Int][E^(6 + 2*x)/((-1 + Sqrt[37] - 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2), x])/Sqrt[37] + 10*Defer[Int][(E^(6 + 2*x)*x^2)/(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2, x] + (95*(37 - Sqrt[37])*Defer[Int][E^(6 + 2*x)/((1 - Sqrt[37] + 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2), x])/37 + (90*Defer[Int][E^(6 + 2*x)/((1 + Sqrt[37] + 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2), x])/Sqrt[37] + (95*(37 + Sqrt[37])*Defer[Int][E^(6 + 2*x)/((1 + Sqrt[37] + 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))^2), x])/37 + (10*(37 + Sqrt[37])*Defer[Int][E^(6 + 2*x)/((-1 - Sqrt[37] - 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))), x])/37 + (10*Defer[Int][E^(6 + 2*x)/((-1 + Sqrt[37] - 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))), x])/Sqrt[37] + (10*(37 - Sqrt[37])*Defer[Int][E^(6 + 2*x)/((-1 + Sqrt[37] - 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))), x])/37 + (10*Defer[Int][E^(6 + 2*x)/((1 + Sqrt[37] + 2*x)*(x^2 - E^(6 + 2*x)*(-9 + x + x^2))), x])/Sqrt[37]","F",0,0,0,0,-1,"{}"
1634,1,20,0,0.348747,"\int \frac{160 e^{1+\frac{5 e}{4 x \log (3)}}}{-125 x^2 \log (3)+75 e^{\frac{5 e}{4 x \log (3)}} x^2 \log (3)-15 e^{\frac{5 e}{2 x \log (3)}} x^2 \log (3)+e^{\frac{15 e}{4 x \log (3)}} x^2 \log (3)} \, dx","Int[(160*E^(1 + (5*E)/(4*x*Log[3])))/(-125*x^2*Log[3] + 75*E^((5*E)/(4*x*Log[3]))*x^2*Log[3] - 15*E^((5*E)/(2*x*Log[3]))*x^2*Log[3] + E^((15*E)/(4*x*Log[3]))*x^2*Log[3]),x]","\frac{64}{\left(5-e^{\frac{5 e}{x \log (81)}}\right)^2}","\frac{64}{\left(e^{\frac{5 e}{4 x \log (3)}}-5\right)^2}",1,"64/(5 - E^((5*E)/(x*Log[81])))^2","A",4,3,90,0.03333,1,"{12, 6688, 6686}"
1635,0,0,0,3.760271,"\int \frac{e^{e^x} \left(5-6 x+x^2\right) \log (16)+\left(-5+6 x-x^2\right) \log \left(25-10 x+x^2\right)+\left(2 x+e^{e^x+x} \left(5 x-x^2\right) \log (16)\right) \log \left(e^{-x} x\right) \log \left(\log \left(e^{-x} x\right)\right)}{\left(-5 x+x^2\right) \log \left(e^{-x} x\right)} \, dx","Int[(E^E^x*(5 - 6*x + x^2)*Log[16] + (-5 + 6*x - x^2)*Log[25 - 10*x + x^2] + (2*x + E^(E^x + x)*(5*x - x^2)*Log[16])*Log[x/E^x]*Log[Log[x/E^x]])/((-5*x + x^2)*Log[x/E^x]),x]","\int \frac{e^{e^x} \left(5-6 x+x^2\right) \log (16)+\left(-5+6 x-x^2\right) \log \left(25-10 x+x^2\right)+\left(2 x+e^{e^x+x} \left(5 x-x^2\right) \log (16)\right) \log \left(e^{-x} x\right) \log \left(\log \left(e^{-x} x\right)\right)}{\left(-5 x+x^2\right) \log \left(e^{-x} x\right)} \, dx","\left(\log \left((x-5)^2\right)-e^{e^x} \log (16)\right) \log \left(\log \left(e^{-x} x\right)\right)",1,"Log[16]*Defer[Int][E^E^x/Log[x/E^x], x] - Log[16]*Defer[Int][E^E^x/(x*Log[x/E^x]), x] - Defer[Int][Log[(-5 + x)^2]/Log[x/E^x], x] + Defer[Int][Log[(-5 + x)^2]/(x*Log[x/E^x]), x] - Log[16]*Defer[Int][E^(E^x + x)*Log[Log[x/E^x]], x] + 2*Defer[Int][Log[Log[x/E^x]]/(-5 + x), x]","F",0,0,0,0,-1,"{}"
1636,1,50,0,0.2692996,"\int \frac{e^2 \left(-8-18 x-10 x^2-x^3\right)+e^2 (8+4 x) \log \left(\frac{4+2 x}{x}\right)}{32+32 x+10 x^2+x^3} \, dx","Int[(E^2*(-8 - 18*x - 10*x^2 - x^3) + E^2*(8 + 4*x)*Log[(4 + 2*x)/x])/(32 + 32*x + 10*x^2 + x^3),x]","-e^2 x-\frac{16 e^2}{x+4}-\frac{4 e^2 \log \left(\frac{4}{x}+2\right)}{x+4}-e^2 \log (x)+e^2 \log (x+2)","\frac{e^2 x \left(x-\log \left(3-\frac{x-4}{x}\right)\right)}{-x-4}",1,"-(E^2*x) - (16*E^2)/(4 + x) - (4*E^2*Log[2 + 4/x])/(4 + x) - E^2*Log[x] + E^2*Log[2 + x]","A",16,9,55,0.1636,1,"{6741, 12, 6742, 44, 77, 88, 2463, 514, 72}"
1637,0,0,0,4.4062094,"\int \frac{-64 x-16 x^2-8 x^3+e^{e^x+x} \left(-8 x^2-4 x^3\right)+(128+64 x) \log (2+x)}{32 x^2+48 x^3+24 x^4+4 x^5+e^{2 e^x} \left(2 x^2+x^3\right)+\left(256 x+256 x^2+64 x^3\right) \log (2+x)+(512+256 x) \log ^2(2+x)+e^{e^x} \left(16 x^2+16 x^3+4 x^4+\left(64 x+32 x^2\right) \log (2+x)\right)} \, dx","Int[(-64*x - 16*x^2 - 8*x^3 + E^(E^x + x)*(-8*x^2 - 4*x^3) + (128 + 64*x)*Log[2 + x])/(32*x^2 + 48*x^3 + 24*x^4 + 4*x^5 + E^(2*E^x)*(2*x^2 + x^3) + (256*x + 256*x^2 + 64*x^3)*Log[2 + x] + (512 + 256*x)*Log[2 + x]^2 + E^E^x*(16*x^2 + 16*x^3 + 4*x^4 + (64*x + 32*x^2)*Log[2 + x])),x]","\int \frac{-64 x-16 x^2-8 x^3+e^{e^x+x} \left(-8 x^2-4 x^3\right)+(128+64 x) \log (2+x)}{32 x^2+48 x^3+24 x^4+4 x^5+e^{2 e^x} \left(2 x^2+x^3\right)+\left(256 x+256 x^2+64 x^3\right) \log (2+x)+(512+256 x) \log ^2(2+x)+e^{e^x} \left(16 x^2+16 x^3+4 x^4+\left(64 x+32 x^2\right) \log (2+x)\right)} \, dx","\frac{4}{2 x+e^{e^x}+\frac{16 \log (x+2)}{x}+4}",1,"-64*Defer[Int][(4*x + E^E^x*x + 2*x^2 + 16*Log[2 + x])^(-2), x] - 8*Defer[Int][x^2/(4*x + E^E^x*x + 2*x^2 + 16*Log[2 + x])^2, x] - 4*Defer[Int][(E^(E^x + x)*x^2)/(4*x + E^E^x*x + 2*x^2 + 16*Log[2 + x])^2, x] + 128*Defer[Int][1/((2 + x)*(4*x + E^E^x*x + 2*x^2 + 16*Log[2 + x])^2), x] + 64*Defer[Int][Log[2 + x]/(4*x + E^E^x*x + 2*x^2 + 16*Log[2 + x])^2, x]","F",0,0,0,0,-1,"{}"
1638,0,0,0,0.822642,"\int \frac{-1-2 x^2-2 e^2 x^2}{\left(-x+2 x^3+2 e^2 x^3\right) \log \left(\frac{-1+2 x^2+2 e^2 x^2}{2 x+2 e^2 x}\right)} \, dx","Int[(-1 - 2*x^2 - 2*E^2*x^2)/((-x + 2*x^3 + 2*E^2*x^3)*Log[(-1 + 2*x^2 + 2*E^2*x^2)/(2*x + 2*E^2*x)]),x]","\int \frac{-1-2 x^2-2 e^2 x^2}{\left(-x+2 x^3+2 e^2 x^3\right) \log \left(\frac{-1+2 x^2+2 e^2 x^2}{2 x+2 e^2 x}\right)} \, dx","\log \left(\frac{6}{\log \left(x+\frac{1}{2 \left(-1-e^2\right) x}\right)}\right)",1,"Defer[Int][1/(x*Log[x - (2*x + 2*E^2*x)^(-1)]), x] + Sqrt[2*(1 + E^2)]*Defer[Int][1/((1 - Sqrt[2*(1 + E^2)]*x)*Log[x - (2*x + 2*E^2*x)^(-1)]), x] - Sqrt[2*(1 + E^2)]*Defer[Int][1/((1 + Sqrt[2*(1 + E^2)]*x)*Log[x - (2*x + 2*E^2*x)^(-1)]), x]","F",0,0,0,0,-1,"{}"
1639,0,0,0,3.3014204,"\int \frac{e^{3 e^{\frac{x}{1+x}}-x} \left(1+x+3 e^{\frac{x}{1+x}} x-x^2-x^3\right)}{1+2 x+x^2} \, dx","Int[(E^(3*E^(x/(1 + x)) - x)*(1 + x + 3*E^(x/(1 + x))*x - x^2 - x^3))/(1 + 2*x + x^2),x]","\int \frac{e^{3 e^{\frac{x}{1+x}}-x} \left(1+x+3 e^{\frac{x}{1+x}} x-x^2-x^3\right)}{1+2 x+x^2} \, dx","e^{3 \left(e^{\frac{x^2}{x^2+x}}+1\right)-x-3} x+3",1,"Defer[Int][E^(3*E^(x/(1 + x)) - x), x] - Defer[Int][E^(3*E^(x/(1 + x)) - x)*x, x] - 3*Defer[Int][E^(3*E^(x/(1 + x)) - x + x/(1 + x))/(1 + x)^2, x] + 3*Defer[Int][E^(3*E^(x/(1 + x)) - x + x/(1 + x))/(1 + x), x]","F",0,0,0,0,-1,"{}"
1640,0,0,0,1.6872609,"\int \frac{-875-350 x+100 x^2+68 x^3+13 x^4+\left(-25-10 x+5 x^2+2 x^3\right) \log \left(5-x^2\right)}{e^3 \left(-6125-2800 x+1255 x^2+640 x^3-11 x^4-16 x^5+x^6\right)+e^3 \left(-350-80 x+80 x^2+16 x^3-2 x^4\right) \log \left(5-x^2\right)+e^3 \left(-5+x^2\right) \log ^2\left(5-x^2\right)} \, dx","Int[(-875 - 350*x + 100*x^2 + 68*x^3 + 13*x^4 + (-25 - 10*x + 5*x^2 + 2*x^3)*Log[5 - x^2])/(E^3*(-6125 - 2800*x + 1255*x^2 + 640*x^3 - 11*x^4 - 16*x^5 + x^6) + E^3*(-350 - 80*x + 80*x^2 + 16*x^3 - 2*x^4)*Log[5 - x^2] + E^3*(-5 + x^2)*Log[5 - x^2]^2),x]","\int \frac{-875-350 x+100 x^2+68 x^3+13 x^4+\left(-25-10 x+5 x^2+2 x^3\right) \log \left(5-x^2\right)}{e^3 \left(-6125-2800 x+1255 x^2+640 x^3-11 x^4-16 x^5+x^6\right)+e^3 \left(-350-80 x+80 x^2+16 x^3-2 x^4\right) \log \left(5-x^2\right)+e^3 \left(-5+x^2\right) \log ^2\left(5-x^2\right)} \, dx","\frac{x}{e^3 \left(\frac{-x^2+\log \left(5-x^2\right)+x}{x+5}+7\right)}+1",1,"(-10*Defer[Int][(-35 - 8*x + x^2 - Log[5 - x^2])^(-2), x])/E^3 + (5*Defer[Int][1/((Sqrt[5] - x)*(-35 - 8*x + x^2 - Log[5 - x^2])^2), x])/E^3 + (5*Sqrt[5]*Defer[Int][1/((Sqrt[5] - x)*(-35 - 8*x + x^2 - Log[5 - x^2])^2), x])/E^3 - (42*Defer[Int][x/(-35 - 8*x + x^2 - Log[5 - x^2])^2, x])/E^3 + (2*Defer[Int][x^2/(-35 - 8*x + x^2 - Log[5 - x^2])^2, x])/E^3 + (2*Defer[Int][x^3/(-35 - 8*x + x^2 - Log[5 - x^2])^2, x])/E^3 - (5*Defer[Int][1/((Sqrt[5] + x)*(-35 - 8*x + x^2 - Log[5 - x^2])^2), x])/E^3 + (5*Sqrt[5]*Defer[Int][1/((Sqrt[5] + x)*(-35 - 8*x + x^2 - Log[5 - x^2])^2), x])/E^3 - (5*Defer[Int][(-35 - 8*x + x^2 - Log[5 - x^2])^(-1), x])/E^3 - (2*Defer[Int][x/(-35 - 8*x + x^2 - Log[5 - x^2]), x])/E^3","F",0,0,0,0,-1,"{}"
1641,0,0,0,4.4114587,"\int \frac{x^2+\exp \left(e^{e^{\frac{e^{-15-5 x+25 x^2}+x^2}{x}}}+e^{\frac{e^{-15-5 x+25 x^2}+x^2}{x}}+\frac{e^{-15-5 x+25 x^2}+x^2}{x}\right) \left(x^2+e^{-15-5 x+25 x^2} \left(-1-5 x+50 x^2\right)\right)}{x^2} \, dx","Int[(x^2 + E^(E^E^((E^(-15 - 5*x + 25*x^2) + x^2)/x) + E^((E^(-15 - 5*x + 25*x^2) + x^2)/x) + (E^(-15 - 5*x + 25*x^2) + x^2)/x)*(x^2 + E^(-15 - 5*x + 25*x^2)*(-1 - 5*x + 50*x^2)))/x^2,x]","\int \frac{x^2+\exp \left(e^{e^{\frac{e^{-15-5 x+25 x^2}+x^2}{x}}}+e^{\frac{e^{-15-5 x+25 x^2}+x^2}{x}}+\frac{e^{-15-5 x+25 x^2}+x^2}{x}\right) \left(x^2+e^{-15-5 x+25 x^2} \left(-1-5 x+50 x^2\right)\right)}{x^2} \, dx","e^{e^{e^{\frac{e^{5 \left(5 x^2-x-3\right)}}{x}+x}}}+x",1,"x + Defer[Int][E^(E^E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(-15 - 5*x + 25*x^2)/x + x), x] + 50*Defer[Int][E^(-15 + E^E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(-15 - 5*x + 25*x^2)/x - 4*x + 25*x^2), x] - Defer[Int][E^(-15 + E^E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(-15 - 5*x + 25*x^2)/x - 4*x + 25*x^2)/x^2, x] - 5*Defer[Int][E^(-15 + E^E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(E^(-15 - 5*x + 25*x^2)/x + x) + E^(-15 - 5*x + 25*x^2)/x - 4*x + 25*x^2)/x, x]","F",0,0,0,0,-1,"{}"
1642,0,0,0,1.5460283,"\int \frac{1}{24} e^{-1-\frac{x^2+x^3}{2 e}} \left(12 e+48 e^{1+\frac{x^2+x^3}{2 e}}-12 x^2-18 x^3+\left(2 x+3 x^2\right) \log (3)\right) \, dx","Int[(E^(-1 - (x^2 + x^3)/(2*E))*(12*E + 48*E^(1 + (x^2 + x^3)/(2*E)) - 12*x^2 - 18*x^3 + (2*x + 3*x^2)*Log[3]))/24,x]","\int \frac{1}{24} e^{-1-\frac{x^2+x^3}{2 e}} \left(12 e+48 e^{1+\frac{x^2+x^3}{2 e}}-12 x^2-18 x^3+\left(2 x+3 x^2\right) \log (3)\right) \, dx","2 x-\frac{1}{4} e^{-\frac{x \left(x^2+x\right)}{2 e}} \left(\frac{\log (3)}{3}-2 x\right)",1,"2*x - (E^(-1/2*x^2/E - x^3/(2*E))*Log[3])/12 + Defer[Int][E^(-1/2*(x^2*(1 + x))/E), x]/2 - Defer[Int][E^(-1 - x^2/(2*E) - x^3/(2*E))*x^2, x]/2 - (3*Defer[Int][E^(-1 - x^2/(2*E) - x^3/(2*E))*x^3, x])/4","F",0,0,0,0,-1,"{}"
1643,1,19,0,0.0505359,"\int \frac{1}{4} \left(-4+e^{\frac{1}{4} \left(e^x+4 x\right)} \left(4+e^x\right)-4 \log (x)\right) \, dx","Int[(-4 + E^((E^x + 4*x)/4)*(4 + E^x) - 4*Log[x])/4,x]","e^{\frac{1}{4} \left(4 x+e^x\right)}-x \log (x)","e^{\frac{1}{4} \left(4 x+e^x\right)}-x \log (x)",1,"E^((E^x + 4*x)/4) - x*Log[x]","A",4,3,29,0.1034,1,"{12, 6706, 2295}"
1644,0,0,0,3.7792873,"\int \frac{\exp \left(3+x \log \left(\frac{e+40 x+40 \log (2)+(5 x+5 \log (2)) \log (x)}{8+\log (x)}\right)\right) \left(-e+320 x+80 x \log (x)+5 x \log ^2(x)+\left(8 e+320 x+320 \log (2)+(e+80 x+80 \log (2)) \log (x)+(5 x+5 \log (2)) \log ^2(x)\right) \log \left(\frac{e+40 x+40 \log (2)+(5 x+5 \log (2)) \log (x)}{8+\log (x)}\right)\right)}{8 e+320 x+320 \log (2)+(e+80 x+80 \log (2)) \log (x)+(5 x+5 \log (2)) \log ^2(x)} \, dx","Int[(E^(3 + x*Log[(E + 40*x + 40*Log[2] + (5*x + 5*Log[2])*Log[x])/(8 + Log[x])])*(-E + 320*x + 80*x*Log[x] + 5*x*Log[x]^2 + (8*E + 320*x + 320*Log[2] + (E + 80*x + 80*Log[2])*Log[x] + (5*x + 5*Log[2])*Log[x]^2)*Log[(E + 40*x + 40*Log[2] + (5*x + 5*Log[2])*Log[x])/(8 + Log[x])]))/(8*E + 320*x + 320*Log[2] + (E + 80*x + 80*Log[2])*Log[x] + (5*x + 5*Log[2])*Log[x]^2),x]","\int \frac{\exp \left(3+x \log \left(\frac{e+40 x+40 \log (2)+(5 x+5 \log (2)) \log (x)}{8+\log (x)}\right)\right) \left(-e+320 x+80 x \log (x)+5 x \log ^2(x)+\left(8 e+320 x+320 \log (2)+(e+80 x+80 \log (2)) \log (x)+(5 x+5 \log (2)) \log ^2(x)\right) \log \left(\frac{e+40 x+40 \log (2)+(5 x+5 \log (2)) \log (x)}{8+\log (x)}\right)\right)}{8 e+320 x+320 \log (2)+(e+80 x+80 \log (2)) \log (x)+(5 x+5 \log (2)) \log ^2(x)} \, dx","e^{x \log \left(5 (x+\log (2))+\frac{e}{\log (x)+8}\right)+3}",1,"5*E^3*Defer[Int][x*((E + 40*(x + Log[2]) + 5*(x + Log[2])*Log[x])/(8 + Log[x]))^(-1 + x), x] - E^4*Defer[Int][((E + 40*(x + Log[2]) + 5*(x + Log[2])*Log[x])/(8 + Log[x]))^(-1 + x)/(8 + Log[x])^2, x] + E^3*Defer[Int][((E + 40*(x + Log[2]) + 5*(x + Log[2])*Log[x])/(8 + Log[x]))^x*Log[(E + 40*(x + Log[2]) + 5*(x + Log[2])*Log[x])/(8 + Log[x])], x]","F",0,0,0,0,-1,"{}"
1645,0,0,0,1.978189,"\int \frac{-4 x^3+x^{\frac{2 \left(-3+3 x^2\right)}{x}} \left(-6-x+6 x^2+\left(6+6 x^2\right) \log (x)\right)}{-4 x^4+x^{2+\frac{2 \left(-3+3 x^2\right)}{x}}} \, dx","Int[(-4*x^3 + x^((2*(-3 + 3*x^2))/x)*(-6 - x + 6*x^2 + (6 + 6*x^2)*Log[x]))/(-4*x^4 + x^(2 + (2*(-3 + 3*x^2))/x)),x]","\int \frac{-4 x^3+x^{\frac{2 \left(-3+3 x^2\right)}{x}} \left(-6-x+6 x^2+\left(6+6 x^2\right) \log (x)\right)}{-4 x^4+x^{2+\frac{2 \left(-3+3 x^2\right)}{x}}} \, dx","\log \left(\frac{1}{4} x^{6 \left(x-\frac{1}{x}\right)-1}-x\right)",1,"-Log[x] - 6*(x^(-1) - x)*Log[x] - 6*Defer[Int][x^(1 + 3/x)/(2*x^(1 + 3/x) - x^(3*x)), x] - 6*Log[x]*Defer[Int][x^(1 + 3/x)/(2*x^(1 + 3/x) - x^(3*x)), x] + 2*Defer[Int][x^(3/x)/(2*x^(1 + 3/x) - x^(3*x)), x] + 6*Defer[Int][x^(-1 + 3/x)/(2*x^(1 + 3/x) + x^(3*x)), x] - 6*Log[x]*Defer[Int][x^(-1 + 3/x)/(2*x^(1 + 3/x) + x^(3*x)), x] - 6*Defer[Int][x^(1 + 3/x)/(2*x^(1 + 3/x) + x^(3*x)), x] - 6*Log[x]*Defer[Int][x^(1 + 3/x)/(2*x^(1 + 3/x) + x^(3*x)), x] + 2*Defer[Int][x^(3/x)/(2*x^(1 + 3/x) + x^(3*x)), x] - 6*Defer[Int][1/(x*(-2*x + x^(-3/x + 3*x))), x] + 6*Log[x]*Defer[Int][1/(x*(-2*x + x^(-3/x + 3*x))), x] + 6*Defer[Int][Defer[Int][x^(1 + 3/x)/(-x^(3*x) + 2*x^((3 + x)/x)), x]/x, x] + 6*Defer[Int][Defer[Int][x^(-1 + 3/x)/(x^(3*x) + 2*x^((3 + x)/x)), x]/x, x] + 6*Defer[Int][Defer[Int][x^(1 + 3/x)/(x^(3*x) + 2*x^((3 + x)/x)), x]/x, x] - 6*Defer[Int][Defer[Int][1/(x*(-2*x + x^(-3/x + 3*x))), x]/x, x]","F",0,0,0,0,-1,"{}"
1646,0,0,0,2.7870095,"\int \frac{4 \log (x)+\left(-2 x+6 x^3+2 x \log (x)\right) \log \left(x^2\right)+(2-4 \log (x)) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{\left(3 x^4-x^2 \log (x)\right) \log \left(x^2\right)+x \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(4*Log[x] + (-2*x + 6*x^3 + 2*x*Log[x])*Log[x^2] + (2 - 4*Log[x])*Log[x^2]*Log[Log[x^2]])/((3*x^4 - x^2*Log[x])*Log[x^2] + x*Log[x]*Log[x^2]*Log[Log[x^2]]),x]","\int \frac{4 \log (x)+\left(-2 x+6 x^3+2 x \log (x)\right) \log \left(x^2\right)+(2-4 \log (x)) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{\left(3 x^4-x^2 \log (x)\right) \log \left(x^2\right)+x \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","\log \left(\left(\frac{\log (x) \left(x-\log \left(\log \left(x^2\right)\right)\right)}{x^2}-3 x\right)^2\right)+5",1,"-4*Log[x] + 2*Log[Log[x]] + 6*Defer[Int][x^2/(Log[x]*(-3*x^3 + x*Log[x] - Log[x]*Log[Log[x^2]])), x] + 2*Defer[Int][Log[x]/(-3*x^3 + x*Log[x] - Log[x]*Log[Log[x^2]]), x] + 18*Defer[Int][x^2/(3*x^3 - x*Log[x] + Log[x]*Log[Log[x^2]]), x] + 4*Defer[Int][Log[x]/(x*Log[x^2]*(3*x^3 - x*Log[x] + Log[x]*Log[Log[x^2]])), x]","F",0,0,0,0,-1,"{}"
1647,0,0,0,1.8038942,"\int \frac{-4 x^2 \log ^2(10)+4 x^2 \log (10) \log ^2(3 x) \log \left(\frac{5 e^3+x^2}{e^3}\right)+\left(-20 e^3-4 x^2\right) \log (10) \log (3 x) \log ^2\left(\frac{5 e^3+x^2}{e^3}\right)+\left(5 e^3+x^2\right) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)+\left(20 e^3+4 x^2\right) \log ^3(3 x) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)}{\left(5 e^3 x+x^3\right) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)} \, dx","Int[(-4*x^2*Log[10]^2 + 4*x^2*Log[10]*Log[3*x]^2*Log[(5*E^3 + x^2)/E^3] + (-20*E^3 - 4*x^2)*Log[10]*Log[3*x]*Log[(5*E^3 + x^2)/E^3]^2 + (5*E^3 + x^2)*Log[(5*E^3 + x^2)/E^3]^3 + (20*E^3 + 4*x^2)*Log[3*x]^3*Log[(5*E^3 + x^2)/E^3]^3)/((5*E^3*x + x^3)*Log[(5*E^3 + x^2)/E^3]^3),x]","\int \frac{-4 x^2 \log ^2(10)+4 x^2 \log (10) \log ^2(3 x) \log \left(\frac{5 e^3+x^2}{e^3}\right)+\left(-20 e^3-4 x^2\right) \log (10) \log (3 x) \log ^2\left(\frac{5 e^3+x^2}{e^3}\right)+\left(5 e^3+x^2\right) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)+\left(20 e^3+4 x^2\right) \log ^3(3 x) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)}{\left(5 e^3 x+x^3\right) \log ^3\left(\frac{5 e^3+x^2}{e^3}\right)} \, dx","\left(\frac{\log (10)}{\log \left(\frac{x^2}{e^3}+5\right)}-\log ^2(3 x)\right)^2+\log (x)",1,"Log[x] + Log[3*x]^4 + Log[10]^2/Log[5 + x^2/E^3]^2 - 2*Log[10]*Defer[Int][Log[3*x]^2/((I*Sqrt[5]*E^(3/2) - x)*Log[5 + x^2/E^3]^2), x] + 2*Log[10]*Defer[Int][Log[3*x]^2/((I*Sqrt[5]*E^(3/2) + x)*Log[5 + x^2/E^3]^2), x] - 4*Log[10]*Defer[Int][Log[3*x]/(x*Log[5 + x^2/E^3]), x]","F",0,0,0,0,-1,"{}"
1648,1,22,0,0.0063989,"\int \left(-4+2 x+\log \left(\frac{4}{9} e^{2 e^3} x\right)\right) \, dx","Int[-4 + 2*x + Log[(4*E^(2*E^3)*x)/9],x]","x^2-5 x+x \log \left(\frac{4}{9} e^{2 e^3} x\right)","x \left(x+\log \left(\frac{4}{9} e^{2 e^3} x\right)-5\right)",1,"-5*x + x^2 + x*Log[(4*E^(2*E^3)*x)/9]","A",2,1,18,0.05556,1,"{2295}"
1649,1,41,0,0.0564652,"\int \frac{e^{-\frac{-e^5+2 x}{x}} \left(e^5 (-3-x)-9 x-2 x^2\right)}{x^5} \, dx","Int[(E^5*(-3 - x) - 9*x - 2*x^2)/(E^((-E^5 + 2*x)/x)*x^5),x]","\frac{e^{\frac{e^5-2 x}{x}+5} (x+3)}{\left(\frac{e^5-2 x}{x^2}+\frac{2}{x}\right) x^5}","\frac{e^{\frac{e^5}{x}-2} (x+3)}{x^3}",1,"(E^(5 + (E^5 - 2*x)/x)*(3 + x))/(((E^5 - 2*x)/x^2 + 2/x)*x^5)","B",1,1,38,0.02632,1,"{2288}"
1650,0,0,0,0.4160598,"\int \frac{-2 \log (x)-\log \left(\frac{5 x}{4}\right)+(-x+x \log (x)) \log ^3\left(\frac{5 x}{4}\right)}{x \log ^2(x) \log ^3\left(\frac{5 x}{4}\right)} \, dx","Int[(-2*Log[x] - Log[(5*x)/4] + (-x + x*Log[x])*Log[(5*x)/4]^3)/(x*Log[x]^2*Log[(5*x)/4]^3),x]","\int \frac{-2 \log (x)-\log \left(\frac{5 x}{4}\right)+(-x+x \log (x)) \log ^3\left(\frac{5 x}{4}\right)}{x \log ^2(x) \log ^3\left(\frac{5 x}{4}\right)} \, dx","\frac{x+\frac{1}{\log ^2\left(\frac{5 x}{4}\right)}}{\log (x)}+2",1,"x/Log[x] - 2*Defer[Int][1/(x*Log[x]*Log[(5*x)/4]^3), x] - Defer[Int][1/(x*Log[x]^2*Log[(5*x)/4]^2), x]","F",0,0,0,0,-1,"{}"
1651,1,60,0,0.8235539,"\int \frac{-2+2 x+e^x \left(-x-3 x^2\right)+\left(1+e^x x^2\right) \log (x)}{9 x^2 \log (2)-6 x^2 \log (2) \log (x)+x^2 \log (2) \log ^2(x)} \, dx","Int[(-2 + 2*x + E^x*(-x - 3*x^2) + (1 + E^x*x^2)*Log[x])/(9*x^2*Log[2] - 6*x^2*Log[2]*Log[x] + x^2*Log[2]*Log[x]^2),x]","-\frac{e^x (3 x-x \log (x))}{x \log (2) (3-\log (x))^2}+\frac{1}{x \log (2) (3-\log (x))}+\frac{2}{\log (2) (3-\log (x))}","-\frac{\left(2-e^x\right) x+1}{x \log (2) (\log (x)-3)}",1,"2/(Log[2]*(3 - Log[x])) + 1/(x*Log[2]*(3 - Log[x])) - (E^x*(3*x - x*Log[x]))/(x*Log[2]*(3 - Log[x])^2)","B",16,10,60,0.1667,1,"{6741, 12, 6742, 2353, 2306, 2309, 2178, 2302, 30, 2288}"
1652,1,10,0,0.0022943,"\int \frac{5}{9+e^3} \, dx","Int[5/(9 + E^3),x]","\frac{5 x}{9+e^3}","\frac{5 x}{9+e^3}",1,"(5*x)/(9 + E^3)","A",1,1,9,0.1111,1,"{8}"
1653,1,41,0,0.0587631,"\int \frac{e^{\frac{256 e^x x}{\log ^4(2)}} \left(e^x \left(256 x-4096 x^2-4352 x^3\right)+(1-34 x) \log ^4(2)\right)}{5 \log ^4(2)} \, dx","Int[(E^((256*E^x*x)/Log[2]^4)*(E^x*(256*x - 4096*x^2 - 4352*x^3) + (1 - 34*x)*Log[2]^4))/(5*Log[2]^4),x]","\frac{\left(-17 x^3-16 x^2+x\right) e^{x+\frac{256 e^x x}{\log ^4(2)}}}{5 \left(e^x x+e^x\right)}","\frac{1}{5} \left(x-17 x^2\right) e^{\frac{256 e^x x}{\log ^4(2)}}",1,"(E^(x + (256*E^x*x)/Log[2]^4)*(x - 16*x^2 - 17*x^3))/(5*(E^x + E^x*x))","A",2,2,49,0.04082,1,"{12, 2288}"
1654,1,70,0,0.290738,"\int \frac{4 x+12 x^2+\left(4 x+8 x^2\right) \log (x)+3 x \log ^2(x)+(1+x) \log ^3(x)+\left(8 x+4 x \log (x)+3 \log ^2(x)\right) \log (3 x)}{4 x} \, dx","Int[(4*x + 12*x^2 + (4*x + 8*x^2)*Log[x] + 3*x*Log[x]^2 + (1 + x)*Log[x]^3 + (8*x + 4*x*Log[x] + 3*Log[x]^2)*Log[3*x])/(4*x),x]","-\frac{x^2}{2}+\left(x^2+x\right) \log (x)+\frac{1}{6} (3 x+1)^2-x+\frac{1}{4} x \log ^3(x)+\frac{1}{4} \log (3 x) \log ^3(x)-x \log (x)+x \log (3 x) \log (x)+x \log (3 x)","\left(x+\log (x) \left(x+\frac{\log ^2(x)}{4}\right)\right) (x+\log (3 x))",1,"-x - x^2/2 + (1 + 3*x)^2/6 - x*Log[x] + (x + x^2)*Log[x] + (x*Log[x]^3)/4 + x*Log[3*x] + x*Log[x]*Log[3*x] + (Log[x]^3*Log[3*x])/4","B",25,11,63,0.1746,1,"{12, 14, 2313, 2296, 2295, 2346, 2302, 30, 6742, 2361, 2366}"
1655,0,0,0,1.4663585,"\int \frac{125-3000 x+1275 x^2-600 x^3+500 x^4+125 x^5+50 x^6+25 x^7+\left(-125 x-50 x^2-75 x^3\right) \log (x)}{1250 x+1000 x^3+300 x^5+40 x^7+2 x^9+\left(100 x+40 x^3+4 x^5\right) \log (x)+2 x \log ^2(x)} \, dx","Int[(125 - 3000*x + 1275*x^2 - 600*x^3 + 500*x^4 + 125*x^5 + 50*x^6 + 25*x^7 + (-125*x - 50*x^2 - 75*x^3)*Log[x])/(1250*x + 1000*x^3 + 300*x^5 + 40*x^7 + 2*x^9 + (100*x + 40*x^3 + 4*x^5)*Log[x] + 2*x*Log[x]^2),x]","\int \frac{125-3000 x+1275 x^2-600 x^3+500 x^4+125 x^5+50 x^6+25 x^7+\left(-125 x-50 x^2-75 x^3\right) \log (x)}{1250 x+1000 x^3+300 x^5+40 x^7+2 x^9+\left(100 x+40 x^3+4 x^5\right) \log (x)+2 x \log ^2(x)} \, dx","\frac{25 (-x-1)}{2 \left(x^2+\frac{\log (x)}{x^2+5}+5\right)}",1,"(125*Defer[Int][(25 + 10*x^2 + x^4 + Log[x])^(-2), x])/2 + (125*Defer[Int][1/(x*(25 + 10*x^2 + x^4 + Log[x])^2), x])/2 + (2525*Defer[Int][x/(25 + 10*x^2 + x^4 + Log[x])^2, x])/2 + (2525*Defer[Int][x^2/(25 + 10*x^2 + x^4 + Log[x])^2, x])/2 + 500*Defer[Int][x^3/(25 + 10*x^2 + x^4 + Log[x])^2, x] + 500*Defer[Int][x^4/(25 + 10*x^2 + x^4 + Log[x])^2, x] + 50*Defer[Int][x^5/(25 + 10*x^2 + x^4 + Log[x])^2, x] + 50*Defer[Int][x^6/(25 + 10*x^2 + x^4 + Log[x])^2, x] - (125*Defer[Int][(25 + 10*x^2 + x^4 + Log[x])^(-1), x])/2 - 25*Defer[Int][x/(25 + 10*x^2 + x^4 + Log[x]), x] - (75*Defer[Int][x^2/(25 + 10*x^2 + x^4 + Log[x]), x])/2","F",0,0,0,0,-1,"{}"
1656,1,53,0,0.0776248,"\int \frac{4-4 e^3+2 x^2+e^{x^4} \left(-2+8 x^4\right)}{x^2+2 e^5 x^2} \, dx","Int[(4 - 4*E^3 + 2*x^2 + E^x^4*(-2 + 8*x^4))/(x^2 + 2*E^5*x^2),x]","\frac{2 e^{x^4}}{\left(1+2 e^5\right) x}+\frac{2 x}{1+2 e^5}-\frac{4 \left(1-e^3\right)}{\left(1+2 e^5\right) x}","\frac{2 \left(e^{x^4}+x^2+2 e^3-2\right)}{2 e^5 x+x}",1,"(2*E^x^4)/((1 + 2*E^5)*x) - (4*(1 - E^3))/((1 + 2*E^5)*x) + (2*x)/(1 + 2*E^5)","A",7,4,40,0.1000,1,"{6, 12, 14, 2288}"
1657,0,0,0,0.3095987,"\int \frac{\left(5 x+4 e^3 x\right) \log (x)+\left(-19+e^3 (8-4 x)-5 x\right) \log \left(\frac{1}{5} \left(38+10 x+e^3 (-16+8 x)\right)\right)}{\left(19 x+5 x^2+e^3 \left(-8 x+4 x^2\right)\right) \log ^2(x)} \, dx","Int[((5*x + 4*E^3*x)*Log[x] + (-19 + E^3*(8 - 4*x) - 5*x)*Log[(38 + 10*x + E^3*(-16 + 8*x))/5])/((19*x + 5*x^2 + E^3*(-8*x + 4*x^2))*Log[x]^2),x]","\int \frac{\left(5 x+4 e^3 x\right) \log (x)+\left(-19+e^3 (8-4 x)-5 x\right) \log \left(\frac{1}{5} \left(38+10 x+e^3 (-16+8 x)\right)\right)}{\left(19 x+5 x^2+e^3 \left(-8 x+4 x^2\right)\right) \log ^2(x)} \, dx","\frac{\log \left(2 \left(-\frac{4}{5} \left(e^3 (2-x)-1\right)+x+3\right)\right)}{\log (x)}",1,"(5 + 4*E^3)*Defer[Int][1/((19 - 8*E^3 + (5 + 4*E^3)*x)*Log[x]), x] - Defer[Int][Log[(2*(19 - 8*E^3))/5 + (2*(5 + 4*E^3)*x)/5]/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1658,0,0,0,1.7444839,"\int \frac{12+e^{e^x} \left(2-20 e^{2 x}+e^x (20-2 x)\right)+e^x (80+40 x)}{36+e^{2 e^x}+24 x+4 x^2+e^{e^x} (12+4 x)} \, dx","Int[(12 + E^E^x*(2 - 20*E^(2*x) + E^x*(20 - 2*x)) + E^x*(80 + 40*x))/(36 + E^(2*E^x) + 24*x + 4*x^2 + E^E^x*(12 + 4*x)),x]","\int \frac{12+e^{e^x} \left(2-20 e^{2 x}+e^x (20-2 x)\right)+e^x (80+40 x)}{36+e^{2 e^x}+24 x+4 x^2+e^{e^x} (12+4 x)} \, dx","\frac{2 x+20 e^x}{2 x+e^{e^x}+6}",1,"-40*Defer[Int][E^x/(6 + E^E^x + 2*x)^2, x] - 20*Defer[Int][E^(E^x + 2*x)/(6 + E^E^x + 2*x)^2, x] - 4*Defer[Int][x/(6 + E^E^x + 2*x)^2, x] + 12*Defer[Int][(E^x*x)/(6 + E^E^x + 2*x)^2, x] + 4*Defer[Int][(E^x*x^2)/(6 + E^E^x + 2*x)^2, x] + 2*Defer[Int][(6 + E^E^x + 2*x)^(-1), x] + 20*Defer[Int][E^x/(6 + E^E^x + 2*x), x] - 2*Defer[Int][(E^x*x)/(6 + E^E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
1659,-1,0,0,180.0017736,"\int \frac{e^{\frac{1}{-x-4 \log (3)+\log \left(x+e^x \log \left(x^2\right)\right)}} \left(e^x (-16-4 x)-8 x+6 x^2+2 x^3+2 x^4+16 x^3 \log (3)+32 x^2 \log ^2(3)+e^x \left(2 x^3+16 x^2 \log (3)+32 x \log ^2(3)\right) \log \left(x^2\right)+\left(-4 x^3-16 x^2 \log (3)+e^x \left(-4 x^2-16 x \log (3)\right) \log \left(x^2\right)\right) \log \left(x+e^x \log \left(x^2\right)\right)+\left(2 x^2+2 e^x x \log \left(x^2\right)\right) \log ^2\left(x+e^x \log \left(x^2\right)\right)\right)}{x^4+8 x^3 \log (3)+16 x^2 \log ^2(3)+e^x \left(x^3+8 x^2 \log (3)+16 x \log ^2(3)\right) \log \left(x^2\right)+\left(-2 x^3-8 x^2 \log (3)+e^x \left(-2 x^2-8 x \log (3)\right) \log \left(x^2\right)\right) \log \left(x+e^x \log \left(x^2\right)\right)+\left(x^2+e^x x \log \left(x^2\right)\right) \log ^2\left(x+e^x \log \left(x^2\right)\right)} \, dx","Int[(E^(-x - 4*Log[3] + Log[x + E^x*Log[x^2]])^(-1)*(E^x*(-16 - 4*x) - 8*x + 6*x^2 + 2*x^3 + 2*x^4 + 16*x^3*Log[3] + 32*x^2*Log[3]^2 + E^x*(2*x^3 + 16*x^2*Log[3] + 32*x*Log[3]^2)*Log[x^2] + (-4*x^3 - 16*x^2*Log[3] + E^x*(-4*x^2 - 16*x*Log[3])*Log[x^2])*Log[x + E^x*Log[x^2]] + (2*x^2 + 2*E^x*x*Log[x^2])*Log[x + E^x*Log[x^2]]^2))/(x^4 + 8*x^3*Log[3] + 16*x^2*Log[3]^2 + E^x*(x^3 + 8*x^2*Log[3] + 16*x*Log[3]^2)*Log[x^2] + (-2*x^3 - 8*x^2*Log[3] + E^x*(-2*x^2 - 8*x*Log[3])*Log[x^2])*Log[x + E^x*Log[x^2]] + (x^2 + E^x*x*Log[x^2])*Log[x + E^x*Log[x^2]]^2),x]","\text{\$Aborted}","2 (x+4) e^{\frac{1}{\log \left(e^x \log \left(x^2\right)+x\right)-x-4 \log (3)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1660,1,17,0,0.1382383,"\int \frac{4-x+x^2+e (-1+2 x)+\left(4-x+x^2\right) \log (x)}{e \left(4-x+x^2\right)} \, dx","Int[(4 - x + x^2 + E*(-1 + 2*x) + (4 - x + x^2)*Log[x])/(E*(4 - x + x^2)),x]","\log \left(x^2-x+4\right)+\frac{x \log (x)}{e}","\log \left(x^2-x+4\right)+\frac{x \log (x)-4}{e}",1,"(x*Log[x])/E + Log[4 - x + x^2]","A",7,5,40,0.1250,1,"{12, 6728, 1657, 628, 2295}"
1661,0,0,0,2.7141173,"\int \frac{\left(-8 x+4 x^2\right) \log (-2+x) \log \left(\frac{1}{2} (1+2 x)\right)+\left(-2 x-4 x^2+\left(2+3 x-2 x^2\right) \log (-2+x)\right) \log ^2\left(\frac{1}{2} (1+2 x)\right)}{\left(-2 x^2-3 x^3+2 x^4\right) \log ^3(-2+x)} \, dx","Int[((-8*x + 4*x^2)*Log[-2 + x]*Log[(1 + 2*x)/2] + (-2*x - 4*x^2 + (2 + 3*x - 2*x^2)*Log[-2 + x])*Log[(1 + 2*x)/2]^2)/((-2*x^2 - 3*x^3 + 2*x^4)*Log[-2 + x]^3),x]","\int \frac{\left(-8 x+4 x^2\right) \log (-2+x) \log \left(\frac{1}{2} (1+2 x)\right)+\left(-2 x-4 x^2+\left(2+3 x-2 x^2\right) \log (-2+x)\right) \log ^2\left(\frac{1}{2} (1+2 x)\right)}{\left(-2 x^2-3 x^3+2 x^4\right) \log ^3(-2+x)} \, dx","\frac{\log ^2\left(x+\frac{1}{2}\right)}{x \log ^2(x-2)}",1,"4*Defer[Int][Log[1/2 + x]/(x*Log[-2 + x]^2), x] - 8*Defer[Int][Log[1/2 + x]/((1 + 2*x)*Log[-2 + x]^2), x] - Defer[Int][Log[1/2 + x]^2/((-2 + x)*Log[-2 + x]^3), x] + Defer[Int][Log[1/2 + x]^2/(x*Log[-2 + x]^3), x] - Defer[Int][Log[1/2 + x]^2/(x^2*Log[-2 + x]^2), x]","F",0,0,0,0,-1,"{}"
1662,1,109,0,0.042159,"\int \frac{-260+2376 (20-9 x)^{22}+117 x}{-20+9 x} \, dx","Int[(-260 + 2376*(20 - 9*x)^22 + 117*x)/(-20 + 9*x),x]","11817250826203334794572 x^{22}-577732262614385256623520 x^{21}+13480419461002322654548800 x^{20}-199709917940775150437760000 x^{19}+2108049133819293254620800000 x^{18}-16864393070554346036966400000 x^{17}+106183215629416252825344000000 x^{16}-539343317482749220700160000000 x^{15}+2247263822844788419584000000000 x^{14}-7768319387611614289920000000000 x^{13}+22441811564211330170880000000000 x^{12}-54404391670815345868800000000000 x^{11}+110823760810920148992000000000000 x^{10}-189442326172513075200000000000000 x^9+270631894532161536000000000000000 x^8-320748912038117376000000000000000 x^7+311839220037058560000000000000000 x^6-244579780421222400000000000000000 x^5+150975173099520000000000000000000 x^4-70631659929600000000000000000000 x^3+23543886643200000000000000000000 x^2-4982833151999999999999999999987 x","x+12 \left((5 (4-2 x)+x)^{22}+x\right)-2",1,"-4982833151999999999999999999987*x + 23543886643200000000000000000000*x^2 - 70631659929600000000000000000000*x^3 + 150975173099520000000000000000000*x^4 - 244579780421222400000000000000000*x^5 + 311839220037058560000000000000000*x^6 - 320748912038117376000000000000000*x^7 + 270631894532161536000000000000000*x^8 - 189442326172513075200000000000000*x^9 + 110823760810920148992000000000000*x^10 - 54404391670815345868800000000000*x^11 + 22441811564211330170880000000000*x^12 - 7768319387611614289920000000000*x^13 + 2247263822844788419584000000000*x^14 - 539343317482749220700160000000*x^15 + 106183215629416252825344000000*x^16 - 16864393070554346036966400000*x^17 + 2108049133819293254620800000*x^18 - 199709917940775150437760000*x^19 + 13480419461002322654548800*x^20 - 577732262614385256623520*x^21 + 11817250826203334794572*x^22","B",2,1,22,0.04545,1,"{1586}"
1663,1,4,0,0.0003913,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","\log \left(\frac{1944}{e^5 x}\right)",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
1664,1,18,0,0.0134585,"\int \frac{-6+16 x-12 x^2}{-21+3 x-4 x^2+2 x^3} \, dx","Int[(-6 + 16*x - 12*x^2)/(-21 + 3*x - 4*x^2 + 2*x^3),x]","-2 \log \left(-2 x^3+4 x^2-3 x+21\right)","\log \left(\frac{1}{\left(2 \left(\frac{1}{3} (2-x) x^2+4\right)-x-1\right)^2}\right)",1,"-2*Log[21 - 3*x + 4*x^2 - 2*x^3]","A",1,1,28,0.03571,1,"{1587}"
1665,0,0,0,1.3540611,"\int \frac{24 x^3-18 e^{2 x} x^3-8 x^5+e^x \left(-27 x^2-9 x^3+24 x^4\right)}{9-12 x^2+9 e^{2 x} x^2+4 x^4+e^x \left(18 x-12 x^3\right)} \, dx","Int[(24*x^3 - 18*E^(2*x)*x^3 - 8*x^5 + E^x*(-27*x^2 - 9*x^3 + 24*x^4))/(9 - 12*x^2 + 9*E^(2*x)*x^2 + 4*x^4 + E^x*(18*x - 12*x^3)),x]","\int \frac{24 x^3-18 e^{2 x} x^3-8 x^5+e^x \left(-27 x^2-9 x^3+24 x^4\right)}{9-12 x^2+9 e^{2 x} x^2+4 x^4+e^x \left(18 x-12 x^3\right)} \, dx","\frac{x^2}{-\frac{1}{\left(e^x-\frac{2 x}{3}\right) x}-1}",1,"-x^2 + 9*Defer[Int][x/(-3 - 3*E^x*x + 2*x^2)^2, x] + 9*Defer[Int][x^2/(-3 - 3*E^x*x + 2*x^2)^2, x] + 6*Defer[Int][x^3/(-3 - 3*E^x*x + 2*x^2)^2, x] - 6*Defer[Int][x^4/(-3 - 3*E^x*x + 2*x^2)^2, x] - 3*Defer[Int][x/(-3 - 3*E^x*x + 2*x^2), x] + 3*Defer[Int][x^2/(-3 - 3*E^x*x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
1666,1,39,0,0.1092473,"\int \frac{135 x+40 x^6+15 x^7+e^4 \left(40 x^4+15 x^5\right)+e^2 \left(90+80 x^5+30 x^6\right)}{e^4 x^3+2 e^2 x^4+x^5} \, dx","Int[(135*x + 40*x^6 + 15*x^7 + E^4*(40*x^4 + 15*x^5) + E^2*(90 + 80*x^5 + 30*x^6))/(E^4*x^3 + 2*E^2*x^4 + x^5),x]","5 x^3+20 x^2-\frac{45}{e^2 x^2}-\frac{45}{e^4 \left(x+e^2\right)}+\frac{45}{e^4 x}","5 x^2 (x+4)-4 \left(\frac{45}{4 x^2 \left(x+e^2\right)}+5\right)",1,"-45/(E^2*x^2) + 45/(E^4*x) + 20*x^2 + 5*x^3 - 45/(E^4*(E^2 + x))","A",4,3,67,0.04478,1,"{1594, 27, 1620}"
1667,1,33,0,0.2881654,"\int \frac{-64-48 x-16 x^2-32 x \log (x)}{-64 x+48 x^2-12 x^3+x^4} \, dx","Int[(-64 - 48*x - 16*x^2 - 32*x*Log[x])/(-64*x + 48*x^2 - 12*x^3 + x^4),x]","\frac{2 x^2}{(4-x)^2}+\frac{32}{(4-x)^2}+\frac{16 \log (x)}{(4-x)^2}","\frac{x^2 (x+\log (x))}{\left(x-\frac{x^2}{4}\right)^2}+10",1,"32/(4 - x)^2 + (2*x^2)/(4 - x)^2 + (16*Log[x])/(4 - x)^2","A",10,6,35,0.1714,1,"{6688, 12, 6742, 44, 37, 2319}"
1668,1,19,0,0.1398304,"\int \frac{-4 e-8 e \log \left(\frac{1}{x}\right)}{144 x^2-24 x \log (5)+\log ^2(5)+\left(192 x^2-16 x \log (5)\right) \log \left(\frac{1}{x}\right)+64 x^2 \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(-4*E - 8*E*Log[x^(-1)])/(144*x^2 - 24*x*Log[5] + Log[5]^2 + (192*x^2 - 16*x*Log[5])*Log[x^(-1)] + 64*x^2*Log[x^(-1)]^2),x]","\frac{e}{12 x+8 x \log \left(\frac{1}{x}\right)-\log (5)}","\frac{e}{4 x \left(2 \left(\log \left(\frac{1}{x}\right)-1\right)+5\right)-\log (5)}",1,"E/(12*x - Log[5] + 8*x*Log[x^(-1)])","A",3,3,56,0.05357,1,"{6688, 12, 6686}"
1669,1,48,0,0.0648059,"\int \frac{1}{4} \left(16+e^{\frac{1}{4} \left(-100 x-4 x^2+x \log (4)\right)} \left(4-100 x-8 x^2+x \log (4)\right)\right) \, dx","Int[(16 + E^((-100*x - 4*x^2 + x*Log[4])/4)*(4 - 100*x - 8*x^2 + x*Log[4]))/4,x]","\frac{2^{x/2} e^{-x^2-25 x} \left(8 x^2+x (100-\log (4))\right)}{8 x+100-\log (4)}+4 x","8 x+x \left(e^{x \left(\frac{1}{4} (\log (4)-4 x)-25\right)}-4\right)",1,"4*x + (2^(x/2)*E^(-25*x - x^2)*(8*x^2 + x*(100 - Log[4])))/(100 + 8*x - Log[4])","A",4,3,40,0.07500,1,"{12, 6, 2288}"
1670,1,16,0,0.002186,"\int \frac{1}{25} (40-2 x-10 \log (2)) \, dx","Int[(40 - 2*x - 10*Log[2])/25,x]","-\frac{1}{25} (x-5 (4-\log (2)))^2","\frac{11}{3}-\left(\frac{x}{5}-4+\log (2)\right)^2",1,"-1/25*(x - 5*(4 - Log[2]))^2","A",1,1,13,0.07692,1,"{9}"
1671,1,12,0,0.3603104,"\int e^{-6+2 x} \left(-8 x^7-2 x^8\right) \, dx","Int[E^(-6 + 2*x)*(-8*x^7 - 2*x^8),x]","-e^{2 x-6} x^8","\frac{5}{2}-e^{2 x-6} x^8",1,"-(E^(-6 + 2*x)*x^8)","A",20,4,19,0.2105,1,"{1593, 2196, 2176, 2194}"
1672,1,21,0,0.0592943,"\int \frac{46+56 x+12 x^2-6 x^3-2 x^4+e^3 \left(-16-24 x-12 x^2-2 x^3\right)}{8+12 x+6 x^2+x^3} \, dx","Int[(46 + 56*x + 12*x^2 - 6*x^3 - 2*x^4 + E^3*(-16 - 24*x - 12*x^2 - 2*x^3))/(8 + 12*x + 6*x^2 + x^3),x]","-x^2+2 \left(3-e^3\right) x+\frac{1}{(x+2)^2}","\frac{1}{(x+2)^2}-\left(-x-e^3+3\right)^2",1,"2*(3 - E^3)*x - x^2 + (2 + x)^(-2)","A",2,1,55,0.01818,1,"{2074}"
1673,1,22,0,0.0084177,"\int \frac{-9+5 \log \left(\frac{1}{4} \left(6+e^4-\log (2)\right)\right)}{\log \left(\frac{1}{4} \left(6+e^4-\log (2)\right)\right)} \, dx","Int[(-9 + 5*Log[(6 + E^4 - Log[2])/4])/Log[(6 + E^4 - Log[2])/4],x]","x \left(5-\frac{9}{\log \left(\frac{1}{4} \left(6+e^4-\log (2)\right)\right)}\right)","x \left(5-\frac{9}{\log \left(\frac{1}{4} \left(6+e^4-\log (2)\right)\right)}\right)",1,"x*(5 - 9/Log[(6 + E^4 - Log[2])/4])","A",1,1,35,0.02857,1,"{8}"
1674,0,0,0,50.2560037,"\int \frac{300 x^3+300 x^4+\left(-3600 x^2-4500 x^3-900 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(14400 x+21600 x^2+8100 x^3+900 x^4\right) \log ^2\left(\frac{1+x}{3}\right)+\left(-19200-33600 x-18000 x^2-3900 x^3-300 x^4\right) \log ^3\left(\frac{1+x}{3}\right)+\log ^2\left(x^2\right) \left(-30 x^4+\left(120 x^3+30 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(120 x^2+120 x^3\right) \log ^2\left(\frac{1+x}{3}\right)+\left(-480 x-600 x^2-120 x^3\right) \log ^3\left(\frac{1+x}{3}\right)\right)+\log ^3\left(x^2\right) \left(-6 x^4 \log \left(\frac{1+x}{3}\right)+\left(24 x^2+24 x^3\right) \log ^3\left(\frac{1+x}{3}\right)\right)+\log \left(x^2\right) \left(\left(60 x^3+60 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(-480 x^2-600 x^3-120 x^4\right) \log ^2\left(\frac{1+x}{3}\right)+\left(960 x+1440 x^2+540 x^3+60 x^4\right) \log ^3\left(\frac{1+x}{3}\right)\right)}{\log ^3\left(x^2\right) \left(-5 x^4-5 x^5+\left(60 x^3+75 x^4+15 x^5\right) \log \left(\frac{1+x}{3}\right)+\left(-240 x^2-360 x^3-135 x^4-15 x^5\right) \log ^2\left(\frac{1+x}{3}\right)+\left(320 x+560 x^2+300 x^3+65 x^4+5 x^5\right) \log ^3\left(\frac{1+x}{3}\right)\right)} \, dx","Int[(300*x^3 + 300*x^4 + (-3600*x^2 - 4500*x^3 - 900*x^4)*Log[(1 + x)/3] + (14400*x + 21600*x^2 + 8100*x^3 + 900*x^4)*Log[(1 + x)/3]^2 + (-19200 - 33600*x - 18000*x^2 - 3900*x^3 - 300*x^4)*Log[(1 + x)/3]^3 + Log[x^2]^2*(-30*x^4 + (120*x^3 + 30*x^4)*Log[(1 + x)/3] + (120*x^2 + 120*x^3)*Log[(1 + x)/3]^2 + (-480*x - 600*x^2 - 120*x^3)*Log[(1 + x)/3]^3) + Log[x^2]^3*(-6*x^4*Log[(1 + x)/3] + (24*x^2 + 24*x^3)*Log[(1 + x)/3]^3) + Log[x^2]*((60*x^3 + 60*x^4)*Log[(1 + x)/3] + (-480*x^2 - 600*x^3 - 120*x^4)*Log[(1 + x)/3]^2 + (960*x + 1440*x^2 + 540*x^3 + 60*x^4)*Log[(1 + x)/3]^3))/(Log[x^2]^3*(-5*x^4 - 5*x^5 + (60*x^3 + 75*x^4 + 15*x^5)*Log[(1 + x)/3] + (-240*x^2 - 360*x^3 - 135*x^4 - 15*x^5)*Log[(1 + x)/3]^2 + (320*x + 560*x^2 + 300*x^3 + 65*x^4 + 5*x^5)*Log[(1 + x)/3]^3)),x]","\int \frac{300 x^3+300 x^4+\left(-3600 x^2-4500 x^3-900 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(14400 x+21600 x^2+8100 x^3+900 x^4\right) \log ^2\left(\frac{1+x}{3}\right)+\left(-19200-33600 x-18000 x^2-3900 x^3-300 x^4\right) \log ^3\left(\frac{1+x}{3}\right)+\log ^2\left(x^2\right) \left(-30 x^4+\left(120 x^3+30 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(120 x^2+120 x^3\right) \log ^2\left(\frac{1+x}{3}\right)+\left(-480 x-600 x^2-120 x^3\right) \log ^3\left(\frac{1+x}{3}\right)\right)+\log ^3\left(x^2\right) \left(-6 x^4 \log \left(\frac{1+x}{3}\right)+\left(24 x^2+24 x^3\right) \log ^3\left(\frac{1+x}{3}\right)\right)+\log \left(x^2\right) \left(\left(60 x^3+60 x^4\right) \log \left(\frac{1+x}{3}\right)+\left(-480 x^2-600 x^3-120 x^4\right) \log ^2\left(\frac{1+x}{3}\right)+\left(960 x+1440 x^2+540 x^3+60 x^4\right) \log ^3\left(\frac{1+x}{3}\right)\right)}{\log ^3\left(x^2\right) \left(-5 x^4-5 x^5+\left(60 x^3+75 x^4+15 x^5\right) \log \left(\frac{1+x}{3}\right)+\left(-240 x^2-360 x^3-135 x^4-15 x^5\right) \log ^2\left(\frac{1+x}{3}\right)+\left(320 x+560 x^2+300 x^3+65 x^4+5 x^5\right) \log ^3\left(\frac{1+x}{3}\right)\right)} \, dx","3 \left(\frac{1}{5} \left(\frac{5}{\log \left(x^2\right)}+\frac{x}{-x+\frac{x}{\log \left(\frac{x+1}{3}\right)}-4}\right)^2+1\right)",1,"(3*x^2)/(5*(4 + x)^2) + 15/Log[x^2]^2 + 12*Defer[Int][1/((4 + x)*Log[x^2]^2), x] - 24*Defer[Int][1/((4 + x)^2*Log[x^2]), x] - (2*Defer[Int][1/((1 + x)*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])^3), x])/5 + (6144*Defer[Int][1/((4 + x)^3*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])^3), x])/5 + (2816*Defer[Int][1/((4 + x)*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])^3), x])/5 + (1152*Defer[Int][1/((4 + x)^3*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])), x])/5 + (72*Defer[Int][1/((4 + x)*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])), x])/5 - 48*Defer[Int][1/((4 + x)*Log[x^2]^2*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])), x] - 48*Defer[Int][1/((4 + x)*Log[x^2]*(-x + 4*Log[(1 + x)/3] + x*Log[(1 + x)/3])), x] + (102*Defer[Int][(x - (4 + x)*Log[(1 + x)/3])^(-2), x])/5 - (6*Defer[Int][x/(x - (4 + x)*Log[(1 + x)/3])^2, x])/5 + (2*Defer[Int][1/((1 + x)*(x - (4 + x)*Log[(1 + x)/3])^2), x])/5 - (4608*Defer[Int][1/((4 + x)^3*(x - (4 + x)*Log[(1 + x)/3])^2), x])/5 + (3456*Defer[Int][1/((4 + x)^2*(x - (4 + x)*Log[(1 + x)/3])^2), x])/5 - (992*Defer[Int][1/((4 + x)*(x - (4 + x)*Log[(1 + x)/3])^2), x])/5 - 30*Defer[Int][1/(Log[x^2]*(x - (4 + x)*Log[(1 + x)/3])^2), x] + 6*Defer[Int][x/(Log[x^2]*(x - (4 + x)*Log[(1 + x)/3])^2), x] + 6*Defer[Int][1/((1 + x)*Log[x^2]*(x - (4 + x)*Log[(1 + x)/3])^2), x] - 384*Defer[Int][1/((4 + x)^2*Log[x^2]*(x - (4 + x)*Log[(1 + x)/3])^2), x] + 192*Defer[Int][1/((4 + x)*Log[x^2]*(x - (4 + x)*Log[(1 + x)/3])^2), x] - (414*Defer[Int][(-x + (4 + x)*Log[(1 + x)/3])^(-3), x])/5 + (54*Defer[Int][x/(-x + (4 + x)*Log[(1 + x)/3])^3, x])/5 - (6*Defer[Int][x^2/(-x + (4 + x)*Log[(1 + x)/3])^3, x])/5 - (6144*Defer[Int][1/((4 + x)^2*(-x + (4 + x)*Log[(1 + x)/3])^3), x])/5 - (576*Defer[Int][1/((4 + x)^2*(-x + (4 + x)*Log[(1 + x)/3])), x])/5 + 12*Defer[Int][1/(Log[x^2]^2*(-x + (4 + x)*Log[(1 + x)/3])), x] + 192*Defer[Int][1/((4 + x)^2*Log[x^2]*(-x + (4 + x)*Log[(1 + x)/3])), x]","F",0,0,0,0,-1,"{}"
1675,1,6,0,0.0008793,"\int -\frac{1}{3 x} \, dx","Int[-1/3*1/x,x]","-\frac{\log (x)}{3}","\frac{1}{3} (1-\log (x))",1,"-1/3*Log[x]","A",2,2,7,0.2857,1,"{12, 29}"
1676,0,0,0,1.2854936,"\int \frac{-e^8 x+\left(x^2\right)^{\frac{25 e^8-10 x^2}{e^8}} \left(50 e^8-20 x^2-20 x^2 \log \left(x^2\right)\right)}{e^8 x} \, dx","Int[(-(E^8*x) + (x^2)^((25*E^8 - 10*x^2)/E^8)*(50*E^8 - 20*x^2 - 20*x^2*Log[x^2]))/(E^8*x),x]","\int \frac{-e^8 x+\left(x^2\right)^{\frac{25 e^8-10 x^2}{e^8}} \left(50 e^8-20 x^2-20 x^2 \log \left(x^2\right)\right)}{e^8 x} \, dx","\left(x^2\right)^{5 \left(5-\frac{2 x^2}{e^8}\right)}-x",1,"-x + 25*Defer[Subst][Defer[Int][x^(24 - (10*x)/E^8), x], x, x^2] - (10*Defer[Subst][Defer[Int][x^(25 - (10*x)/E^8), x], x, x^2])/E^8 - (10*Log[x^2]*Defer[Subst][Defer[Int][x^(25 - (10*x)/E^8), x], x, x^2])/E^8 + (10*Defer[Subst][Defer[Int][Defer[Int][x^(25 - (10*x)/E^8), x]/x, x], x, x^2])/E^8","F",0,0,0,0,-1,"{}"
1677,0,0,0,2.8963952,"\int \frac{e^{\frac{1+2 x+x^2}{4 x^2}} \left(-1-x-4 x^2\right)+4 x^2 \log (2)+\left(-2 e^{\frac{1+2 x+x^2}{4 x^2}} x^2+2 x^2 \log (2)\right) \log \left(\frac{e^{e^2}}{e^{\frac{1+2 x+x^2}{4 x^2}}-\log (2)}\right)}{2 e^{\frac{1+2 x+x^2}{4 x^2}} x^2-2 x^2 \log (2)} \, dx","Int[(E^((1 + 2*x + x^2)/(4*x^2))*(-1 - x - 4*x^2) + 4*x^2*Log[2] + (-2*E^((1 + 2*x + x^2)/(4*x^2))*x^2 + 2*x^2*Log[2])*Log[E^E^2/(E^((1 + 2*x + x^2)/(4*x^2)) - Log[2])])/(2*E^((1 + 2*x + x^2)/(4*x^2))*x^2 - 2*x^2*Log[2]),x]","\int \frac{e^{\frac{1+2 x+x^2}{4 x^2}} \left(-1-x-4 x^2\right)+4 x^2 \log (2)+\left(-2 e^{\frac{1+2 x+x^2}{4 x^2}} x^2+2 x^2 \log (2)\right) \log \left(\frac{e^{e^2}}{e^{\frac{1+2 x+x^2}{4 x^2}}-\log (2)}\right)}{2 e^{\frac{1+2 x+x^2}{4 x^2}} x^2-2 x^2 \log (2)} \, dx","x \left(-\log \left(\frac{e^{e^2}}{e^{\frac{(x+1)^2}{4 x^2}}-\log (2)}\right)\right)-2 x+1",1,"1/(2*x) - 2*x - Log[x]/2 - x*Log[E^E^2/(E^((1 + x)^2/(4*x^2)) - Log[2])] - (Log[2]*Defer[Int][1/(x^2*(E^((1 + x)^2/(4*x^2)) - Log[2])), x])/2 + Defer[Int][E^((1 + x)^2/(4*x^2))/(x^2*(E^((1 + x)^2/(4*x^2)) - Log[2])), x]/2 - (Log[2]*Defer[Int][1/(x*(E^((1 + x)^2/(4*x^2)) - Log[2])), x])/2 + Defer[Int][E^((1 + x)^2/(4*x^2))/(x*(E^((1 + x)^2/(4*x^2)) - Log[2])), x]/2","F",0,0,0,0,-1,"{}"
1678,1,22,0,0.0073521,"\int \left(-4 e^x+2 e^{2 x}+\log \left(\frac{5 x}{2}\right)\right) \, dx","Int[-4*E^x + 2*E^(2*x) + Log[(5*x)/2],x]","-x-4 e^x+e^{2 x}+x \log \left(\frac{5 x}{2}\right)","\left(e^x-2\right)^2-x+x \log \left(\frac{5 x}{2}\right)+27",1,"-4*E^x + E^(2*x) - x + x*Log[(5*x)/2]","A",4,2,19,0.1053,1,"{2194, 2295}"
1679,1,17,0,0.0135654,"\int \frac{-1+e^2 x+\frac{2 \left(-1+e^2 x\right)^2}{e^4}}{-1+e^2 x} \, dx","Int[(-1 + E^2*x + (2*(-1 + E^2*x)^2)/E^4)/(-1 + E^2*x),x]","\frac{x^2}{e^2}+\left(1-\frac{2}{e^4}\right) x","x+e^{2 \left(\log \left(e^2 x-1\right)-3\right)}-e^5-1",1,"(1 - 2/E^4)*x + x^2/E^2","A",2,1,31,0.03226,1,"{1586}"
1680,1,74,0,0.184714,"\int \frac{-432-288 x-81 x^3+3 e^{12} x^3-81 x^4-27 x^5-3 x^6+e^8 \left(-27 x^3-9 x^4\right)+e^4 \left(144+81 x^3+54 x^4+9 x^5\right)}{-27 x^3+e^{12} x^3-27 x^4-9 x^5-x^6+e^8 \left(-9 x^3-3 x^4\right)+e^4 \left(27 x^3+18 x^4+3 x^5\right)} \, dx","Int[(-432 - 288*x - 81*x^3 + 3*E^12*x^3 - 81*x^4 - 27*x^5 - 3*x^6 + E^8*(-27*x^3 - 9*x^4) + E^4*(144 + 81*x^3 + 54*x^4 + 9*x^5))/(-27*x^3 + E^12*x^3 - 27*x^4 - 9*x^5 - x^6 + E^8*(-9*x^3 - 3*x^4) + E^4*(27*x^3 + 18*x^4 + 3*x^5)),x]","-\frac{72}{\left(3-e^4\right)^2 x^2}+3 x-\frac{144}{\left(3-e^4\right)^3 \left(x-e^4+3\right)}-\frac{72}{\left(3-e^4\right)^2 \left(x-e^4+3\right)^2}+\frac{144}{\left(3-e^4\right)^3 x}","3 x-\frac{8}{\left(\frac{1}{3} \left(x-e^4\right) x+x\right)^2}",1,"-72/((3 - E^4)^2*x^2) + 144/((3 - E^4)^3*x) + 3*x - 72/((3 - E^4)^2*(3 - E^4 + x)^2) - 144/((3 - E^4)^3*(3 - E^4 + x))","B",4,2,135,0.01481,1,"{6, 2074}"
1681,1,161,0,0.5082006,"\int \frac{-10546875 e^{x/6}-3125000 x^3+1875000 x^4-405000 x^5+37800 x^6-1296 x^7+e^{x/8} \left(-84375000+9703125 x+1265625 x^2\right)+e^{x/12} \left(-84375000 x+26859375 x^2-1586250 x^3-50625 x^4\right)+e^{x/24} \left(-28125000 x^2+13109375 x^3-1884375 x^4+80325 x^5+675 x^6\right)}{781250} \, dx","Int[(-10546875*E^(x/6) - 3125000*x^3 + 1875000*x^4 - 405000*x^5 + 37800*x^6 - 1296*x^7 + E^(x/8)*(-84375000 + 9703125*x + 1265625*x^2) + E^(x/12)*(-84375000*x + 26859375*x^2 - 1586250*x^3 - 50625*x^4) + E^(x/24)*(-28125000*x^2 + 13109375*x^3 - 1884375*x^4 + 80325*x^5 + 675*x^6))/781250,x]","-\frac{81 x^8}{390625}+\frac{108 x^7}{15625}+\frac{324 e^{x/24} x^6}{15625}-\frac{54 x^6}{625}-\frac{324}{625} e^{x/24} x^5+\frac{12 x^5}{25}+\frac{108}{25} e^{x/24} x^4-\frac{486}{625} e^{x/12} x^4-x^4-12 e^{x/24} x^3+\frac{324}{25} e^{x/12} x^3-54 e^{x/12} x^2+\frac{324}{25} e^{x/8} x^2-108 e^{x/8} x-81 e^{x/6}","3-\left(-\frac{3 x^2}{25}+x+3 e^{x/24}\right)^4",1,"-81*E^(x/6) - 108*E^(x/8)*x - 54*E^(x/12)*x^2 + (324*E^(x/8)*x^2)/25 - 12*E^(x/24)*x^3 + (324*E^(x/12)*x^3)/25 - x^4 + (108*E^(x/24)*x^4)/25 - (486*E^(x/12)*x^4)/625 + (12*x^5)/25 - (324*E^(x/24)*x^5)/625 - (54*x^6)/625 + (324*E^(x/24)*x^6)/15625 + (108*x^7)/15625 - (81*x^8)/390625","B",54,4,118,0.03390,1,"{12, 2194, 2196, 2176}"
1682,0,0,0,0.9370716,"\int \frac{48 x+48 x^2+\left(-24 x^2-24 x \log (x)\right) \log (x+\log (x)) \log \left(16 \log ^2(x+\log (x))\right)+(x+\log (x)) \log (x+\log (x)) \log ^3\left(16 \log ^2(x+\log (x))\right)}{(x+\log (x)) \log (x+\log (x)) \log ^3\left(16 \log ^2(x+\log (x))\right)} \, dx","Int[(48*x + 48*x^2 + (-24*x^2 - 24*x*Log[x])*Log[x + Log[x]]*Log[16*Log[x + Log[x]]^2] + (x + Log[x])*Log[x + Log[x]]*Log[16*Log[x + Log[x]]^2]^3)/((x + Log[x])*Log[x + Log[x]]*Log[16*Log[x + Log[x]]^2]^3),x]","\int \frac{48 x+48 x^2+\left(-24 x^2-24 x \log (x)\right) \log (x+\log (x)) \log \left(16 \log ^2(x+\log (x))\right)+(x+\log (x)) \log (x+\log (x)) \log ^3\left(16 \log ^2(x+\log (x))\right)}{(x+\log (x)) \log (x+\log (x)) \log ^3\left(16 \log ^2(x+\log (x))\right)} \, dx","x-\frac{12 x^2}{\log ^2\left(16 \log ^2(x+\log (x))\right)}",1,"x + 48*Defer[Int][x/((x + Log[x])*Log[x + Log[x]]*Log[16*Log[x + Log[x]]^2]^3), x] + 48*Defer[Int][x^2/((x + Log[x])*Log[x + Log[x]]*Log[16*Log[x + Log[x]]^2]^3), x] - 24*Defer[Int][x/Log[16*Log[x + Log[x]]^2]^2, x]","F",0,0,0,0,-1,"{}"
1683,1,25,0,0.0205061,"\int \frac{1}{5} \left(10+e^{5-e^{10}-x-x^2} (-2-4 x)\right) \, dx","Int[(10 + E^(5 - E^10 - x - x^2)*(-2 - 4*x))/5,x]","\frac{2}{5} e^{-x^2-x-e^{10}+5}+2 x","2 \left(\frac{1}{5} e^{-x^2-x-e^{10}+5}+x+2\right)",1,"(2*E^(5 - E^10 - x - x^2))/5 + 2*x","A",3,2,29,0.06897,1,"{12, 2236}"
1684,1,28,0,0.0097508,"\int \frac{1}{5} \left(8-160 e^x+40 e^{2 x}+20 x+30 x^2\right) \, dx","Int[(8 - 160*E^x + 40*E^(2*x) + 20*x + 30*x^2)/5,x]","2 x^3+2 x^2+\frac{8 x}{5}-32 e^x+4 e^{2 x}","4 \left(\frac{1}{2} x \left(x^2+x\right)+\left(e^x-4\right)^2+\frac{2 x}{5}-5\right)",1,"-32*E^x + 4*E^(2*x) + (8*x)/5 + 2*x^2 + 2*x^3","A",4,2,26,0.07692,1,"{12, 2194}"
1685,1,15,0,0.0152933,"\int \frac{3-8 x+x^2-2 x^3}{3+x^2} \, dx","Int[(3 - 8*x + x^2 - 2*x^3)/(3 + x^2),x]","-x^2-\log \left(x^2+3\right)+x","-\log \left(e^{x^2+4} \left(x^2+3\right)\right)+x+2",1,"x - x^2 - Log[3 + x^2]","A",3,2,21,0.09524,1,"{1810, 260}"
1686,1,33,0,2.6149767,"\int \frac{-12+84 x-40 x^2+5 x^3+\left(-160 x+80 x^2-10 x^3\right) \log (x)+\left(4-x+\left(80 x-40 x^2+5 x^3\right) \log (x)\right) \log \left(\frac{-1+\left(-20 x+5 x^2\right) \log (x)}{-12 x^2+3 x^3}\right)}{4-x+\left(80 x-40 x^2+5 x^3\right) \log (x)} \, dx","Int[(-12 + 84*x - 40*x^2 + 5*x^3 + (-160*x + 80*x^2 - 10*x^3)*Log[x] + (4 - x + (80*x - 40*x^2 + 5*x^3)*Log[x])*Log[(-1 + (-20*x + 5*x^2)*Log[x])/(-12*x^2 + 3*x^3)])/(4 - x + (80*x - 40*x^2 + 5*x^3)*Log[x]),x]","x \log \left(\frac{5 (4-x) x \log (x)+1}{3 (4-x) x^2}\right)-x","-x+x \log \left(\frac{5 \left(\frac{1}{5 (4-x) x}+\log (x)\right)}{3 x}\right)+e^5",1,"-x + x*Log[(1 + 5*(4 - x)*x*Log[x])/(3*(4 - x)*x^2)]","A",17,4,109,0.03670,1,"{6741, 6688, 6742, 2549}"
1687,0,0,0,3.3654788,"\int \exp \left(\exp \left(2 (-5-x) \log (x)+2 \log (x) \log \left(3 e^x \log ^2(x)\right)\right) x^2+2 (-5-x) \log (x)+2 \log (x) \log \left(3 e^x \log ^2(x)\right)\right) \left(-4 x-2 x^2+2 x \log \left(3 e^x \log ^2(x)\right)\right) \, dx","Int[E^(E^(2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*x^2 + 2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*(-4*x - 2*x^2 + 2*x*Log[3*E^x*Log[x]^2]),x]","\int \exp \left(\exp \left(2 (-5-x) \log (x)+2 \log (x) \log \left(3 e^x \log ^2(x)\right)\right) x^2+2 (-5-x) \log (x)+2 \log (x) \log \left(3 e^x \log ^2(x)\right)\right) \left(-4 x-2 x^2+2 x \log \left(3 e^x \log ^2(x)\right)\right) \, dx","e^{x^{-2 x+2 \log \left(3 e^x \log ^2(x)\right)-8}}",1,"-4*Defer[Int][E^(E^(2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*x^2 + 2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*x, x] - 2*Defer[Int][E^(x^(-8 - 2*x + 2*Log[3*E^x*Log[x]^2]) + 2*Log[x]*Log[3*E^x*Log[x]^2])*x^(-8 - 2*x), x] + 2*Defer[Int][E^(E^(2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*x^2 + 2*(-5 - x)*Log[x] + 2*Log[x]*Log[3*E^x*Log[x]^2])*x*Log[3*E^x*Log[x]^2], x]","F",0,0,0,0,-1,"{}"
1688,1,154,0,1.3438859,"\int \frac{x^6 \left(e^{4 x} \left(8 x+4 x^2\right)+\frac{16 e^{6+3 x} \left(24 x+40 x^2+12 x^3\right)}{x^2}+\frac{256 e^{12+2 x} \left(24 x+72 x^2+60 x^3+12 x^4\right)}{x^4}+\frac{65536 e^{24} \left(1+4 x^2+12 x^3+12 x^4+4 x^5\right)}{x^8}+\frac{4096 e^{18+x} \left(8 x+40 x^2+60 x^3+32 x^4+4 x^5\right)}{x^6}\right)}{65536 e^{24}} \, dx","Int[(x^6*(E^(4*x)*(8*x + 4*x^2) + (16*E^(6 + 3*x)*(24*x + 40*x^2 + 12*x^3))/x^2 + (256*E^(12 + 2*x)*(24*x + 72*x^2 + 60*x^3 + 12*x^4))/x^4 + (65536*E^24*(1 + 4*x^2 + 12*x^3 + 12*x^4 + 4*x^5))/x^8 + (4096*E^(18 + x)*(8*x + 40*x^2 + 60*x^3 + 32*x^4 + 4*x^5))/x^6))/(65536*E^24),x]","\frac{e^{4 x-24} x^8}{65536}+\frac{e^{3 x-18} x^7}{1024}+\frac{3}{128} e^{2 x-12} x^6+\frac{e^{3 x-18} x^6}{1024}+\frac{1}{4} e^{x-6} x^5+\frac{3}{64} e^{2 x-12} x^5+\frac{3}{4} e^{x-6} x^4+\frac{3}{128} e^{2 x-12} x^4+x^4+\frac{3}{4} e^{x-6} x^3+4 x^3+\frac{1}{4} e^{x-6} x^2+6 x^2+4 x-\frac{1}{x}","\left(\frac{1}{16} e^{x-6} x^2+x+1\right)^4-\frac{1}{x}+3",1,"-x^(-1) + 4*x + 6*x^2 + (E^(-6 + x)*x^2)/4 + 4*x^3 + (3*E^(-6 + x)*x^3)/4 + x^4 + (3*E^(-6 + x)*x^4)/4 + (3*E^(-12 + 2*x)*x^4)/128 + (E^(-6 + x)*x^5)/4 + (3*E^(-12 + 2*x)*x^5)/64 + (3*E^(-12 + 2*x)*x^6)/128 + (E^(-18 + 3*x)*x^6)/1024 + (E^(-18 + 3*x)*x^7)/1024 + (E^(-24 + 4*x)*x^8)/65536","B",93,5,147,0.03401,1,"{12, 14, 2196, 2176, 2194}"
1689,1,26,0,0.0196463,"\int \frac{17+60 x+(4+12 x) \log (4)}{20 e^4 x+4 e^4 x \log (4)} \, dx","Int[(17 + 60*x + (4 + 12*x)*Log[4])/(20*E^4*x + 4*E^4*x*Log[4]),x]","\frac{3 x}{e^4}+\frac{(17+\log (256)) \log (x)}{4 e^4 (5+\log (4))}","\frac{3 (x+4)-\frac{1}{4} \left(\frac{3}{5+\log (4)}-4\right) \log (x)}{e^4}",1,"(3*x)/E^4 + ((17 + Log[256])*Log[x])/(4*E^4*(5 + Log[4]))","A",5,4,31,0.1290,1,"{6, 12, 186, 43}"
1690,1,16,0,0.3501483,"\int \frac{e^{\frac{1}{2 \log (5 x)}}+2 x \log ^2(5 x)}{2 x \log ^2(5 x)} \, dx","Int[(E^(1/(2*Log[5*x])) + 2*x*Log[5*x]^2)/(2*x*Log[5*x]^2),x]","x-e^{\frac{1}{2 \log (5 x)}}","x-e^{\frac{1}{2 \log (5 x)}}-4",1,"-E^(1/(2*Log[5*x])) + x","A",5,3,35,0.08571,1,"{12, 6742, 2209}"
1691,1,89,0,0.0485268,"\int \left(-16+16 x+96 x^2-112 x^3-80 x^4+96 x^5+e^{32} \left(2 x-6 x^2+4 x^3\right)+e^{16} \left(4-24 x+12 x^2+48 x^3-40 x^4\right)\right) \, dx","Int[-16 + 16*x + 96*x^2 - 112*x^3 - 80*x^4 + 96*x^5 + E^32*(2*x - 6*x^2 + 4*x^3) + E^16*(4 - 24*x + 12*x^2 + 48*x^3 - 40*x^4),x]","16 x^6-8 e^{16} x^5-16 x^5+e^{32} x^4+12 e^{16} x^4-28 x^4-2 e^{32} x^3+4 e^{16} x^3+32 x^3+e^{32} x^2-12 e^{16} x^2+8 x^2+4 e^{16} x-16 x","\left(4 x-\frac{2}{x}-e^{16}+2\right)^2 \left(x-x^2\right)^2",1,"-16*x + 4*E^16*x + 8*x^2 - 12*E^16*x^2 + E^32*x^2 + 32*x^3 + 4*E^16*x^3 - 2*E^32*x^3 - 28*x^4 + 12*E^16*x^4 + E^32*x^4 - 16*x^5 - 8*E^16*x^5 + 16*x^6","B",3,0,67,0,1,"{}"
1692,1,14,0,0.0161031,"\int 4 e^{-3+3 x+25 x^2} (3+50 x) \, dx","Int[4*E^(-3 + 3*x + 25*x^2)*(3 + 50*x),x]","4 e^{25 x^2+3 x-3}","4 e^{25 x^2+3 x-3}",1,"4*E^(-3 + 3*x + 25*x^2)","A",2,2,19,0.1053,1,"{12, 2236}"
1693,0,0,0,26.2306758,"\int \exp \left(e^{-\frac{2+x+2 x^2-\log (4)}{x}} x-\frac{2+x+2 x^2-\log (4)}{x}\right) \left(2+3 x-x^2-2 x^3+e^{\frac{2+x+2 x^2-\log (4)}{x}} (1+2 x)+e^{e^4} \left(2+e^{\frac{2+x+2 x^2-\log (4)}{x}}+x-2 x^2-\log (4)\right)+(-1-x) \log (4)\right) \, dx","Int[E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x)*(2 + 3*x - x^2 - 2*x^3 + E^((2 + x + 2*x^2 - Log[4])/x)*(1 + 2*x) + E^E^4*(2 + E^((2 + x + 2*x^2 - Log[4])/x) + x - 2*x^2 - Log[4]) + (-1 - x)*Log[4]),x]","\int \exp \left(e^{-\frac{2+x+2 x^2-\log (4)}{x}} x-\frac{2+x+2 x^2-\log (4)}{x}\right) \left(2+3 x-x^2-2 x^3+e^{\frac{2+x+2 x^2-\log (4)}{x}} (1+2 x)+e^{e^4} \left(2+e^{\frac{2+x+2 x^2-\log (4)}{x}}+x-2 x^2-\log (4)\right)+(-1-x) \log (4)\right) \, dx","x \left(x+e^{e^4}+1\right) e^{x e^{-2 x-\frac{x+2-\log (4)}{x}}}",1,"Defer[Int][E^(4^x^(-1)*E^(-1 - 2/x - 2*x)*x), x] + Defer[Int][E^(E^4 + 4^x^(-1)*E^(-1 - 2/x - 2*x)*x), x] + (1 - Log[2])*Defer[Int][2^(1 + 2/x)*E^(-1 + E^4 - 2/x - 2*x + 4^x^(-1)*E^(-1 - 2/x - 2*x)*x), x] + 2*Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x), x] - Log[4]*Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x), x] + 2*Defer[Int][E^(4^x^(-1)*E^(-1 - 2/x - 2*x)*x)*x, x] + Defer[Int][4^x^(-1)*E^(-1 + E^4 - 2/x - 2*x + 4^x^(-1)*E^(-1 - 2/x - 2*x)*x)*x, x] + 3*Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x)*x, x] - Log[4]*Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x)*x, x] - Defer[Int][2^(1 + 2/x)*E^(-1 + E^4 - 2/x - 2*x + 4^x^(-1)*E^(-1 - 2/x - 2*x)*x)*x^2, x] - Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x)*x^2, x] - 2*Defer[Int][E^(x/E^((2 + x + 2*x^2 - Log[4])/x) - (2 + x + 2*x^2 - Log[4])/x)*x^3, x]","F",0,0,0,0,-1,"{}"
1694,0,0,0,0.4630761,"\int \frac{e^{729-\frac{e^{2 x}}{x^4}+2 x} (4-2 x)}{x^5} \, dx","Int[(E^(729 - E^(2*x)/x^4 + 2*x)*(4 - 2*x))/x^5,x]","\int \frac{e^{729-\frac{e^{2 x}}{x^4}+2 x} (4-2 x)}{x^5} \, dx","e^{729-\frac{e^{2 x}}{x^4}}",1,"4*Defer[Int][E^(729 - E^(2*x)/x^4 + 2*x)/x^5, x] - 2*Defer[Int][E^(729 - E^(2*x)/x^4 + 2*x)/x^4, x]","F",0,0,0,0,-1,"{}"
1695,0,0,0,16.1456066,"\int \frac{\exp \left(-4-2 e^{e^9-x^2-2 x \log (1-x)-\log ^2(1-x)}+2 x\right) \left(-3 x^2+x^3+2 x^4+e^{e^9-x^2-2 x \log (1-x)-\log ^2(1-x)} \left(4 x^5+4 x^4 \log (1-x)\right)\right)}{-1+x} \, dx","Int[(E^(-4 - 2*E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2) + 2*x)*(-3*x^2 + x^3 + 2*x^4 + E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2)*(4*x^5 + 4*x^4*Log[1 - x])))/(-1 + x),x]","\int \frac{\exp \left(-4-2 e^{e^9-x^2-2 x \log (1-x)-\log ^2(1-x)}+2 x\right) \left(-3 x^2+x^3+2 x^4+e^{e^9-x^2-2 x \log (1-x)-\log ^2(1-x)} \left(4 x^5+4 x^4 \log (1-x)\right)\right)}{-1+x} \, dx","x^3 e^{2 x-2 e^{e^9-(x+\log (1-x))^2}-4}",1,"3*Defer[Int][E^(-4 - 2*E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2) + 2*x)*x^2, x] + 2*Defer[Int][E^(-4 - 2*E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2) + 2*x)*x^3, x] - 4*Defer[Int][E^(-2*E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2) - 4*(1 - E^9/4) + 2*x - x^2 - Log[1 - x]^2)*(1 - x)^(-1 - 2*x)*x^5, x] - 4*Defer[Int][E^(-2*E^(E^9 - x^2 - 2*x*Log[1 - x] - Log[1 - x]^2) - 4*(1 - E^9/4) + 2*x - x^2 - Log[1 - x]^2)*(1 - x)^(-1 - 2*x)*x^4*Log[1 - x], x]","F",0,0,0,0,-1,"{}"
1696,1,58,0,0.3058415,"\int \frac{-4 x^2+2 x^4+\left(24 x+5 x^2-12 x^3-4 x^4\right) \log (4)+\left(-36-24 x+14 x^2+12 x^3+2 x^4\right) \log ^2(4)}{x^4+\left(-6 x^3-2 x^4\right) \log (4)+\left(9 x^2+6 x^3+x^4\right) \log ^2(4)} \, dx","Int[(-4*x^2 + 2*x^4 + (24*x + 5*x^2 - 12*x^3 - 4*x^4)*Log[4] + (-36 - 24*x + 14*x^2 + 12*x^3 + 2*x^4)*Log[4]^2)/(x^4 + (-6*x^3 - 2*x^4)*Log[4] + (9*x^2 + 6*x^3 + x^4)*Log[4]^2),x]","2 x-\frac{12 (1-\log (4)) \log (4)-x \left(4+4 \log ^2(4)-5 \log (4)\right)}{x (1-\log (4)) (x (1-\log (4))-3 \log (4))}","2 x+\frac{4}{x}-\frac{x}{(x+3) \log (4)-x}",1,"2*x - (12*(1 - Log[4])*Log[4] - x*(4 - 5*Log[4] + 4*Log[4]^2))/(x*(x*(1 - Log[4]) - 3*Log[4])*(1 - Log[4]))","B",5,5,98,0.05102,1,"{1680, 12, 1814, 21, 8}"
1697,1,23,0,0.1691641,"\int \frac{25-20 x+5 e x+4 x^2+e^8 x^4+e^4 \left(10 x^2-4 x^3-e x^3\right)}{e^9 x^5+e \left(25 x-20 x^2+4 x^3\right)+e^5 \left(10 x^3-4 x^4\right)} \, dx","Int[(25 - 20*x + 5*E*x + 4*x^2 + E^8*x^4 + E^4*(10*x^2 - 4*x^3 - E*x^3))/(E^9*x^5 + E*(25*x - 20*x^2 + 4*x^3) + E^5*(10*x^3 - 4*x^4)),x]","\frac{x}{e^4 x^2-2 x+5}+\frac{\log (x)}{e}","\frac{x}{e^4 x^2-2 x+5}+\frac{\log (x)}{e}+5",1,"x/(5 - 2*x + E^4*x^2) + Log[x]/E","A",8,5,84,0.05952,1,"{6, 2074, 618, 204, 638}"
1698,0,0,0,4.2834056,"\int \frac{10-10 x-5 x^2+e^x (5+5 x)+e^x \left(5+5 x+5 x^2\right) \log (x)}{4 x^2-4 x^3+x^4+e^x \left(4 x^2-2 x^3\right) \log (x)+e^{2 x} x^2 \log ^2(x)} \, dx","Int[(10 - 10*x - 5*x^2 + E^x*(5 + 5*x) + E^x*(5 + 5*x + 5*x^2)*Log[x])/(4*x^2 - 4*x^3 + x^4 + E^x*(4*x^2 - 2*x^3)*Log[x] + E^(2*x)*x^2*Log[x]^2),x]","\int \frac{10-10 x-5 x^2+e^x (5+5 x)+e^x \left(5+5 x+5 x^2\right) \log (x)}{4 x^2-4 x^3+x^4+e^x \left(4 x^2-2 x^3\right) \log (x)+e^{2 x} x^2 \log ^2(x)} \, dx","\frac{5 (x+1)}{x \left(x-e^x \log (x)-2\right)}",1,"-10*Defer[Int][(-2 + x - E^x*Log[x])^(-2), x] - 15*Defer[Int][1/(x*(-2 + x - E^x*Log[x])^2), x] + 5*Defer[Int][x/(-2 + x - E^x*Log[x])^2, x] - 10*Defer[Int][1/(x^2*Log[x]*(-2 + x - E^x*Log[x])^2), x] - 5*Defer[Int][1/(x*Log[x]*(-2 + x - E^x*Log[x])^2), x] - 5*Defer[Int][(-2 + x - E^x*Log[x])^(-1), x] - 5*Defer[Int][1/(x^2*(-2 + x - E^x*Log[x])), x] - 5*Defer[Int][1/(x*(-2 + x - E^x*Log[x])), x] - 5*Defer[Int][1/(x^2*Log[x]*(-2 + x - E^x*Log[x])), x] - 5*Defer[Int][1/(x*Log[x]*(-2 + x - E^x*Log[x])), x] + 5*Defer[Int][1/(Log[x]*(2 - x + E^x*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
1699,1,11,0,0.0143366,"\int \frac{1}{x \log \left(\frac{1}{5 x}\right)} \, dx","Int[1/(x*Log[1/(5*x)]),x]","-\log \left(\log \left(\frac{1}{5 x}\right)\right)","\frac{1}{25 e^4}-\log \left(\log \left(\frac{1}{5 x}\right)\right)",1,"-Log[Log[1/(5*x)]]","A",2,2,14,0.1429,1,"{2302, 29}"
1700,1,13,0,0.0078271,"\int \frac{5 x^2+30 \log (2)}{x^2 \log (2)} \, dx","Int[(5*x^2 + 30*Log[2])/(x^2*Log[2]),x]","\frac{5 x}{\log (2)}-\frac{30}{x}","\frac{5 \left(\frac{x^2}{\log (2)}-2 x-6\right)}{x}",1,"-30/x + (5*x)/Log[2]","A",3,2,18,0.1111,1,"{12, 14}"
1701,1,31,0,0.086296,"\int \frac{2 x-2 x^2+\frac{1}{27} e^{2 \log (3) \log \left(x^2\right)} (x+(-16+4 x) \log (3))}{x} \, dx","Int[(2*x - 2*x^2 + (E^(2*Log[3]*Log[x^2])*(x + (-16 + 4*x)*Log[3]))/27)/x,x]","\frac{1}{27} x \left(x^2\right)^{\log (9)}-\frac{4}{27} \left(x^2\right)^{\log (9)}-(1-x)^2","2-(4-x) \left(3^{2 \log \left(x^2\right)-3}-x-2\right)",1,"-(1 - x)^2 - (4*(x^2)^Log[9])/27 + (x*(x^2)^Log[9])/27","A",7,5,37,0.1351,1,"{14, 2274, 12, 15, 43}"
1702,-1,0,0,180.0021105,"\int \frac{-16-32 x-16 x^2+\exp \left(2 x+e^{2 x} \left(3 e^{\frac{2 x}{2+2 x}} x+6 e^{\frac{x}{2+2 x}} x^2+3 x^3\right)\right) \left(-108 x^2-288 x^3-252 x^4-72 x^5+e^{\frac{2 x}{2+2 x}} \left(-36-180 x-180 x^2-72 x^3\right)+e^{\frac{x}{2+2 x}} \left(-144 x-468 x^2-432 x^3-144 x^4\right)\right)}{16 x^2+32 x^3+16 x^4+\exp \left(2 e^{2 x} \left(3 e^{\frac{2 x}{2+2 x}} x+6 e^{\frac{x}{2+2 x}} x^2+3 x^3\right)\right) \left(9+18 x+9 x^2\right)+\exp \left(e^{2 x} \left(3 e^{\frac{2 x}{2+2 x}} x+6 e^{\frac{x}{2+2 x}} x^2+3 x^3\right)\right) \left(24 x+48 x^2+24 x^3\right)} \, dx","Int[(-16 - 32*x - 16*x^2 + E^(2*x + E^(2*x)*(3*E^((2*x)/(2 + 2*x))*x + 6*E^(x/(2 + 2*x))*x^2 + 3*x^3))*(-108*x^2 - 288*x^3 - 252*x^4 - 72*x^5 + E^((2*x)/(2 + 2*x))*(-36 - 180*x - 180*x^2 - 72*x^3) + E^(x/(2 + 2*x))*(-144*x - 468*x^2 - 432*x^3 - 144*x^4)))/(16*x^2 + 32*x^3 + 16*x^4 + E^(2*E^(2*x)*(3*E^((2*x)/(2 + 2*x))*x + 6*E^(x/(2 + 2*x))*x^2 + 3*x^3))*(9 + 18*x + 9*x^2) + E^(E^(2*x)*(3*E^((2*x)/(2 + 2*x))*x + 6*E^(x/(2 + 2*x))*x^2 + 3*x^3))*(24*x + 48*x^2 + 24*x^3)),x]","\text{\$Aborted}","\frac{4}{x+3 \left(x+e^{3 e^{2 x} x \left(x+e^{\frac{x}{2 x+2}}\right)^2}\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1703,1,11,0,0.1204128,"\int \frac{-x+(2+x) \log \left(\frac{2}{2+x}\right)}{\left(2 x+x^2\right) \log \left(\frac{2}{2+x}\right)} \, dx","Int[(-x + (2 + x)*Log[2/(2 + x)])/((2*x + x^2)*Log[2/(2 + x)]),x]","\log \left(x \log \left(\frac{2}{x+2}\right)\right)","\log \left(\frac{1}{4} x \log \left(\frac{2}{x+2}\right)\right)",1,"Log[x*Log[2/(2 + x)]]","A",2,2,36,0.05556,1,"{1593, 6685}"
1704,0,0,0,2.3031222,"\int \frac{128 x+e^x \left(-8 x+4 x^2\right)+e^{\frac{1}{4} \left(-x+4 x^3+4 \log (4)\right)} \left(16-192 x^2+e^x \left(-5+12 x^2\right)\right)}{1024-128 e^x+4 e^{2 x}} \, dx","Int[(128*x + E^x*(-8*x + 4*x^2) + E^((-x + 4*x^3 + 4*Log[4])/4)*(16 - 192*x^2 + E^x*(-5 + 12*x^2)))/(1024 - 128*E^x + 4*E^(2*x)),x]","\int \frac{128 x+e^x \left(-8 x+4 x^2\right)+e^{\frac{1}{4} \left(-x+4 x^3+4 \log (4)\right)} \left(16-192 x^2+e^x \left(-5+12 x^2\right)\right)}{1024-128 e^x+4 e^{2 x}} \, dx","\frac{x^2-4 e^{x^3-\frac{x}{4}}}{16-e^x}",1,"x^2/(16 - E^x) + 12*Defer[Int][(E^(-1/4*x + x^3)*x^2)/(-16 + E^x), x] - Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(-2 + E^x)^2, x], x, x/4]/4 - Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(-2 + E^x), x], x, x/4]/4 - Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(2 + E^x)^2, x], x, x/4]/4 + Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(2 + E^x), x], x, x/4]/4 - 4*Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(4 + E^(2*x))^2, x], x, x/4] + (3*Defer[Subst][Defer[Int][E^(-x + 64*x^3)/(4 + E^(2*x)), x], x, x/4])/2","F",0,0,0,0,-1,"{}"
1705,0,0,0,14.2662516,"\int \frac{4 x^5+x^3 \log (x)+\left(-32 x^3 \log \left(\frac{4}{x}\right)+64 x^3 \log \left(\frac{4}{x}\right) \log (x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)+\left(2 x^3 \log \left(\frac{4}{x}\right)-4 x^3 \log \left(\frac{4}{x}\right) \log (x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)\right)}{\left(64 x^6 \log \left(\frac{4}{x}\right)+48 x^4 \log \left(\frac{4}{x}\right) \log (x)+12 x^2 \log \left(\frac{4}{x}\right) \log ^2(x)+\log \left(\frac{4}{x}\right) \log ^3(x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)} \, dx","Int[(4*x^5 + x^3*Log[x] + (-32*x^3*Log[4/x] + 64*x^3*Log[4/x]*Log[x])*Log[Log[4/x]]*Log[Log[Log[4/x]]]*Log[Log[Log[Log[4/x]]]] + (2*x^3*Log[4/x] - 4*x^3*Log[4/x]*Log[x])*Log[Log[4/x]]*Log[Log[Log[4/x]]]*Log[Log[Log[Log[4/x]]]]*Log[Log[Log[Log[Log[4/x]]]]])/((64*x^6*Log[4/x] + 48*x^4*Log[4/x]*Log[x] + 12*x^2*Log[4/x]*Log[x]^2 + Log[4/x]*Log[x]^3)*Log[Log[4/x]]*Log[Log[Log[4/x]]]*Log[Log[Log[Log[4/x]]]]),x]","\int \frac{4 x^5+x^3 \log (x)+\left(-32 x^3 \log \left(\frac{4}{x}\right)+64 x^3 \log \left(\frac{4}{x}\right) \log (x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)+\left(2 x^3 \log \left(\frac{4}{x}\right)-4 x^3 \log \left(\frac{4}{x}\right) \log (x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)\right)}{\left(64 x^6 \log \left(\frac{4}{x}\right)+48 x^4 \log \left(\frac{4}{x}\right) \log (x)+12 x^2 \log \left(\frac{4}{x}\right) \log ^2(x)+\log \left(\frac{4}{x}\right) \log ^3(x)\right) \log \left(\log \left(\frac{4}{x}\right)\right) \log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)} \, dx","\frac{16-\log \left(\log \left(\log \left(\log \left(\log \left(\frac{4}{x}\right)\right)\right)\right)\right)}{\left(\frac{\log (x)}{x^2}+4\right)^2}",1,"-32*Defer[Int][x^3/(4*x^2 + Log[x])^3, x] - 256*Defer[Int][x^5/(4*x^2 + Log[x])^3, x] + 64*Defer[Int][x^3/(4*x^2 + Log[x])^2, x] + 4*Defer[Int][x^5/(Log[4/x]*(4*x^2 + Log[x])^3*Log[Log[4/x]]*Log[Log[Log[4/x]]]*Log[Log[Log[Log[4/x]]]]), x] + Defer[Int][(x^3*Log[x])/(Log[4/x]*(4*x^2 + Log[x])^3*Log[Log[4/x]]*Log[Log[Log[4/x]]]*Log[Log[Log[Log[4/x]]]]), x] + 2*Defer[Int][(x^3*Log[Log[Log[Log[Log[4/x]]]]])/(4*x^2 + Log[x])^3, x] - 4*Defer[Int][(x^3*Log[x]*Log[Log[Log[Log[Log[4/x]]]]])/(4*x^2 + Log[x])^3, x]","F",0,0,0,0,-1,"{}"
1706,1,21,0,0.0179,"\int \frac{-378+150 e}{-48+24 x-3 x^2+e \left(16-8 x+x^2\right)} \, dx","Int[(-378 + 150*E)/(-48 + 24*x - 3*x^2 + E*(16 - 8*x + x^2)),x]","\frac{6 (63-25 e)}{(3-e) (4-x)}","\frac{3 \left(3 x-4 \left(\frac{x+2}{3-e}-9\right)+2\right)}{4-x}",1,"(6*(63 - 25*E))/((3 - E)*(4 - x))","A",5,4,28,0.1429,1,"{12, 1981, 27, 32}"
1707,0,0,0,9.5273244,"\int \frac{\exp \left(\frac{1}{16} \left((1-2 x) \log (2)+(4-8 x) \log \left(\frac{-20+6 x-4 x^2+x^3}{-4+x}\right)\right)\right) \left(-8+80 x-160 x^2+68 x^3-8 x^4+\left(-80+44 x-22 x^2+8 x^3-x^4\right) \log (2)+\left(-320+176 x-88 x^2+32 x^3-4 x^4\right) \log \left(\frac{-20+6 x-4 x^2+x^3}{-4+x}\right)\right)}{640-352 x+176 x^2-64 x^3+8 x^4} \, dx","Int[(E^(((1 - 2*x)*Log[2] + (4 - 8*x)*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)])/16)*(-8 + 80*x - 160*x^2 + 68*x^3 - 8*x^4 + (-80 + 44*x - 22*x^2 + 8*x^3 - x^4)*Log[2] + (-320 + 176*x - 88*x^2 + 32*x^3 - 4*x^4)*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/(640 - 352*x + 176*x^2 - 64*x^3 + 8*x^4),x]","\int \frac{\exp \left(\frac{1}{16} \left((1-2 x) \log (2)+(4-8 x) \log \left(\frac{-20+6 x-4 x^2+x^3}{-4+x}\right)\right)\right) \left(-8+80 x-160 x^2+68 x^3-8 x^4+\left(-80+44 x-22 x^2+8 x^3-x^4\right) \log (2)+\left(-320+176 x-88 x^2+32 x^3-4 x^4\right) \log \left(\frac{-20+6 x-4 x^2+x^3}{-4+x}\right)\right)}{640-352 x+176 x^2-64 x^3+8 x^4} \, dx","\exp \left(\frac{1}{4} (1-2 x) \left(\log \left(x^2+\frac{x}{x-4}+5\right)+\frac{\log (2)}{4}\right)\right)",1,"-Defer[Int][E^(-1/16*((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))), x] - (Log[2]*Defer[Int][E^(-1/16*((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))), x])/8 + (7*Defer[Int][1/(E^(((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/16)*(-4 + x)), x])/4 - (57*Defer[Int][1/(E^(((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/16)*(-20 + 6*x - 4*x^2 + x^3)), x])/2 + 4*Defer[Int][x/(E^(((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/16)*(-20 + 6*x - 4*x^2 + x^3)), x] - (5*Defer[Int][x^2/(E^(((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/16)*(-20 + 6*x - 4*x^2 + x^3)), x])/4 - Defer[Int][Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]/E^(((-1 + 2*x)*(Log[2] + 4*Log[(-20 + 6*x - 4*x^2 + x^3)/(-4 + x)]))/16), x]/2","F",0,0,0,0,-1,"{}"
1708,-1,0,0,179.9996001,"\int \frac{-478590418467834594293840-47676770628055685775360 x+69931982822434036162560 x^2-42944775086917313740800 x^3+5269564078649052917760 x^4+5370248695124695449600 x^5-2540552850628977623040 x^6+581300746103480647680 x^7+35766029437092495360 x^8-60238123722237542400 x^9+18071437116671262720 x^{10}-3285715839394775040 x^{11}+273809653282897920 x^{12}+\left(-95718083693566918858768-21454546782625058598912 x+48952387975703825313792 x^2-40797536332571448053760 x^3+6323476894378863501312 x^4+7786860607930808401920 x^5-4318939846069261959168 x^6+1133536454901787262976 x^7+78685264761603489792 x^8-147583403119481978880 x^9+48792880215012409344 x^{10}-9692861726214586368 x^{11}+876190890505273344 x^{12}\right) \log (x)+\left(-2383838531402784288768 x+11363947208645530876416 x^2-14493861591834593387520 x^3+3029999345223205427712 x^4+4698967608234108518400 x^5-3143934152653359808512 x^6+966412490397036576768 x^7+76896963289748865024 x^8-162642934050041364480 x^9+59861635448973557760 x^{10}-13101791909586665472 x^{11}+1293750611761692672 x^{12}\right) \log ^2(x)+\left(874149785280425452032 x^2-2281441176492482292480 x^3+724565060814244776192 x^4+1510382445503820595200 x^5-1270276425314488811520 x^6+470490291377504649216 x^7+43813386060438306816 x^8-106169693060443668480 x^9+44049127971886202880 x^{10}-10729915788023562240 x^{11}+1167113647118352384 x^{12}\right) \log ^3(x)+\left(-134202422146616605440 x^3+86453785665336024432 x^4+272707941549300940800 x^5-307645071755852759040 x^6+143054480486403440640 x^7+16038828825696165888 x^8-45460958996626145280 x^9+21601014678521118720 x^{10}-5929690303907758080 x^{11}+717680770909470720 x^{12}\right) \log ^4(x)+\left(4116846936444572592 x^4+26221917456663552000 x^5-44658155577462497280 x^6+27816148983467335680 x^7+3911909469681991680 x^8-13341803183792455680 x^9+7412112879884697600 x^{10}-2329521190820904960 x^{11}+317661980566487040 x^{12}\right) \log ^5(x)+\left(1048876698266542080 x^5-3597462532628923392 x^6+3377675233706747904 x^7+635685288823323648 x^8-2717774722624389120 x^9+1815967655571750912 x^{10}-667090159189622784 x^{11}+104122538074570752 x^{12}\right) \log ^6(x)+\left(-124050432159618048 x^6+234166560320005632 x^7+66362749932105216 x^8-379429587898859520 x^9+317661980566487040 x^{10}-140300708083531776 x^{11}+25589437323411456 x^{12}\right) \log ^7(x)+\left(7095956373333504 x^7+4038522610999824 x^8-34744279124459520 x^9+38880502829752320 x^{10}-21508363267522560 x^{11}+4715295024033792 x^{12}\right) \log ^8(x)+\left(109149259756752 x^8-1884279687966720 x^9+3171104840724480 x^{10}-2343860099665920 x^{11}+643412576378880 x^{12}\right) \log ^9(x)+\left(-45958041169920 x^9+155108388948480 x^{10}-172342654387200 x^{11}+63192306608640 x^{12}\right) \log ^{10}(x)+\left(3446853087744 x^{10}-7677081877248 x^{11}+4230228789504 x^{12}\right) \log ^{11}(x)+\left(-156675140352 x^{11}+172995467472 x^{12}\right) \log ^{12}(x)+3264065424 x^{12} \log ^{13}(x)}{-1391569403904+23656679866368 x-189253438930944 x^2+946267194654720 x^3-3311935181291520 x^4+8611031471357952 x^5-17222062942715904 x^6+27063241767124992 x^7-33829052208906240 x^8+33829052208906240 x^9-27063241767124992 x^{10}+17222062942715904 x^{11}-8611031471357952 x^{12}+3311935181291520 x^{13}-946267194654720 x^{14}+189253438930944 x^{15}-23656679866368 x^{16}+1391569403904 x^{17}+\left(5914169966592 x-94626719465472 x^2+709700395991040 x^3-3311935181291520 x^4+10763789339197440 x^5-25833094414073856 x^6+47360673092468736 x^7-67658104417812480 x^8+76115367470039040 x^9-67658104417812480 x^{10}+47360673092468736 x^{11}-25833094414073856 x^{12}+10763789339197440 x^{13}-3311935181291520 x^{14}+709700395991040 x^{15}-94626719465472 x^{16}+5914169966592 x^{17}\right) \log (x)+\left(-11828339933184 x^2+177425098997760 x^3-1241975692984320 x^4+5381894669598720 x^5-16145684008796160 x^6+35520504819351552 x^7-59200841365585920 x^8+76115367470039040 x^9-76115367470039040 x^{10}+59200841365585920 x^{11}-35520504819351552 x^{12}+16145684008796160 x^{13}-5381894669598720 x^{14}+1241975692984320 x^{15}-177425098997760 x^{16}+11828339933184 x^{17}\right) \log ^2(x)+\left(14785424916480 x^3-206995948830720 x^4+1345473667399680 x^5-5381894669598720 x^6+14800210341396480 x^7-29600420682792960 x^8+44400631024189440 x^9-50743578313359360 x^{10}+44400631024189440 x^{11}-29600420682792960 x^{12}+14800210341396480 x^{13}-5381894669598720 x^{14}+1345473667399680 x^{15}-206995948830720 x^{16}+14785424916480 x^{17}\right) \log ^3(x)+\left(-12937246801920 x^4+168184208424960 x^5-1009105250549760 x^6+3700052585349120 x^7-9250131463372800 x^8+16650236634071040 x^9-22200315512094720 x^{10}+22200315512094720 x^{11}-16650236634071040 x^{12}+9250131463372800 x^{13}-3700052585349120 x^{14}+1009105250549760 x^{15}-168184208424960 x^{16}+12937246801920 x^{17}\right) \log ^4(x)+\left(8409210421248 x^5-100910525054976 x^6+555007887802368 x^7-1850026292674560 x^8+4162559158517760 x^9-6660094653628416 x^{10}+7770110429233152 x^{11}-6660094653628416 x^{12}+4162559158517760 x^{13}-1850026292674560 x^{14}+555007887802368 x^{15}-100910525054976 x^{16}+8409210421248 x^{17}\right) \log ^5(x)+\left(-4204605210624 x^6+46250657316864 x^7-231253286584320 x^8+693759859752960 x^9-1387519719505920 x^{10}+1942527607308288 x^{11}-1942527607308288 x^{12}+1387519719505920 x^{13}-693759859752960 x^{14}+231253286584320 x^{15}-46250657316864 x^{16}+4204605210624 x^{17}\right) \log ^6(x)+\left(1651809189888 x^7-16518091898880 x^8+74331413544960 x^9-198217102786560 x^{10}+346879929876480 x^{11}-416255915851776 x^{12}+346879929876480 x^{13}-198217102786560 x^{14}+74331413544960 x^{15}-16518091898880 x^{16}+1651809189888 x^{17}\right) \log ^7(x)+\left(-516190371840 x^8+4645713346560 x^9-18582853386240 x^{10}+43359991234560 x^{11}-65039986851840 x^{12}+65039986851840 x^{13}-43359991234560 x^{14}+18582853386240 x^{15}-4645713346560 x^{16}+516190371840 x^{17}\right) \log ^8(x)+\left(129047592960 x^9-1032380743680 x^{10}+3613332602880 x^{11}-7226665205760 x^{12}+9033331507200 x^{13}-7226665205760 x^{14}+3613332602880 x^{15}-1032380743680 x^{16}+129047592960 x^{17}\right) \log ^9(x)+\left(-25809518592 x^{10}+180666630144 x^{11}-541999890432 x^{12}+903333150720 x^{13}-903333150720 x^{14}+541999890432 x^{15}-180666630144 x^{16}+25809518592 x^{17}\right) \log ^{10}(x)+\left(4106059776 x^{11}-24636358656 x^{12}+61590896640 x^{13}-82121195520 x^{14}+61590896640 x^{15}-24636358656 x^{16}+4106059776 x^{17}\right) \log ^{11}(x)+\left(-513257472 x^{12}+2566287360 x^{13}-5132574720 x^{14}+5132574720 x^{15}-2566287360 x^{16}+513257472 x^{17}\right) \log ^{12}(x)+\left(49351680 x^{13}-197406720 x^{14}+296110080 x^{15}-197406720 x^{16}+49351680 x^{17}\right) \log ^{13}(x)+\left(-3525120 x^{14}+10575360 x^{15}-10575360 x^{16}+3525120 x^{17}\right) \log ^{14}(x)+\left(176256 x^{15}-352512 x^{16}+176256 x^{17}\right) \log ^{15}(x)+\left(-5508 x^{16}+5508 x^{17}\right) \log ^{16}(x)+81 x^{17} \log ^{17}(x)} \, dx","Int[(-478590418467834594293840 - 47676770628055685775360*x + 69931982822434036162560*x^2 - 42944775086917313740800*x^3 + 5269564078649052917760*x^4 + 5370248695124695449600*x^5 - 2540552850628977623040*x^6 + 581300746103480647680*x^7 + 35766029437092495360*x^8 - 60238123722237542400*x^9 + 18071437116671262720*x^10 - 3285715839394775040*x^11 + 273809653282897920*x^12 + (-95718083693566918858768 - 21454546782625058598912*x + 48952387975703825313792*x^2 - 40797536332571448053760*x^3 + 6323476894378863501312*x^4 + 7786860607930808401920*x^5 - 4318939846069261959168*x^6 + 1133536454901787262976*x^7 + 78685264761603489792*x^8 - 147583403119481978880*x^9 + 48792880215012409344*x^10 - 9692861726214586368*x^11 + 876190890505273344*x^12)*Log[x] + (-2383838531402784288768*x + 11363947208645530876416*x^2 - 14493861591834593387520*x^3 + 3029999345223205427712*x^4 + 4698967608234108518400*x^5 - 3143934152653359808512*x^6 + 966412490397036576768*x^7 + 76896963289748865024*x^8 - 162642934050041364480*x^9 + 59861635448973557760*x^10 - 13101791909586665472*x^11 + 1293750611761692672*x^12)*Log[x]^2 + (874149785280425452032*x^2 - 2281441176492482292480*x^3 + 724565060814244776192*x^4 + 1510382445503820595200*x^5 - 1270276425314488811520*x^6 + 470490291377504649216*x^7 + 43813386060438306816*x^8 - 106169693060443668480*x^9 + 44049127971886202880*x^10 - 10729915788023562240*x^11 + 1167113647118352384*x^12)*Log[x]^3 + (-134202422146616605440*x^3 + 86453785665336024432*x^4 + 272707941549300940800*x^5 - 307645071755852759040*x^6 + 143054480486403440640*x^7 + 16038828825696165888*x^8 - 45460958996626145280*x^9 + 21601014678521118720*x^10 - 5929690303907758080*x^11 + 717680770909470720*x^12)*Log[x]^4 + (4116846936444572592*x^4 + 26221917456663552000*x^5 - 44658155577462497280*x^6 + 27816148983467335680*x^7 + 3911909469681991680*x^8 - 13341803183792455680*x^9 + 7412112879884697600*x^10 - 2329521190820904960*x^11 + 317661980566487040*x^12)*Log[x]^5 + (1048876698266542080*x^5 - 3597462532628923392*x^6 + 3377675233706747904*x^7 + 635685288823323648*x^8 - 2717774722624389120*x^9 + 1815967655571750912*x^10 - 667090159189622784*x^11 + 104122538074570752*x^12)*Log[x]^6 + (-124050432159618048*x^6 + 234166560320005632*x^7 + 66362749932105216*x^8 - 379429587898859520*x^9 + 317661980566487040*x^10 - 140300708083531776*x^11 + 25589437323411456*x^12)*Log[x]^7 + (7095956373333504*x^7 + 4038522610999824*x^8 - 34744279124459520*x^9 + 38880502829752320*x^10 - 21508363267522560*x^11 + 4715295024033792*x^12)*Log[x]^8 + (109149259756752*x^8 - 1884279687966720*x^9 + 3171104840724480*x^10 - 2343860099665920*x^11 + 643412576378880*x^12)*Log[x]^9 + (-45958041169920*x^9 + 155108388948480*x^10 - 172342654387200*x^11 + 63192306608640*x^12)*Log[x]^10 + (3446853087744*x^10 - 7677081877248*x^11 + 4230228789504*x^12)*Log[x]^11 + (-156675140352*x^11 + 172995467472*x^12)*Log[x]^12 + 3264065424*x^12*Log[x]^13)/(-1391569403904 + 23656679866368*x - 189253438930944*x^2 + 946267194654720*x^3 - 3311935181291520*x^4 + 8611031471357952*x^5 - 17222062942715904*x^6 + 27063241767124992*x^7 - 33829052208906240*x^8 + 33829052208906240*x^9 - 27063241767124992*x^10 + 17222062942715904*x^11 - 8611031471357952*x^12 + 3311935181291520*x^13 - 946267194654720*x^14 + 189253438930944*x^15 - 23656679866368*x^16 + 1391569403904*x^17 + (5914169966592*x - 94626719465472*x^2 + 709700395991040*x^3 - 3311935181291520*x^4 + 10763789339197440*x^5 - 25833094414073856*x^6 + 47360673092468736*x^7 - 67658104417812480*x^8 + 76115367470039040*x^9 - 67658104417812480*x^10 + 47360673092468736*x^11 - 25833094414073856*x^12 + 10763789339197440*x^13 - 3311935181291520*x^14 + 709700395991040*x^15 - 94626719465472*x^16 + 5914169966592*x^17)*Log[x] + (-11828339933184*x^2 + 177425098997760*x^3 - 1241975692984320*x^4 + 5381894669598720*x^5 - 16145684008796160*x^6 + 35520504819351552*x^7 - 59200841365585920*x^8 + 76115367470039040*x^9 - 76115367470039040*x^10 + 59200841365585920*x^11 - 35520504819351552*x^12 + 16145684008796160*x^13 - 5381894669598720*x^14 + 1241975692984320*x^15 - 177425098997760*x^16 + 11828339933184*x^17)*Log[x]^2 + (14785424916480*x^3 - 206995948830720*x^4 + 1345473667399680*x^5 - 5381894669598720*x^6 + 14800210341396480*x^7 - 29600420682792960*x^8 + 44400631024189440*x^9 - 50743578313359360*x^10 + 44400631024189440*x^11 - 29600420682792960*x^12 + 14800210341396480*x^13 - 5381894669598720*x^14 + 1345473667399680*x^15 - 206995948830720*x^16 + 14785424916480*x^17)*Log[x]^3 + (-12937246801920*x^4 + 168184208424960*x^5 - 1009105250549760*x^6 + 3700052585349120*x^7 - 9250131463372800*x^8 + 16650236634071040*x^9 - 22200315512094720*x^10 + 22200315512094720*x^11 - 16650236634071040*x^12 + 9250131463372800*x^13 - 3700052585349120*x^14 + 1009105250549760*x^15 - 168184208424960*x^16 + 12937246801920*x^17)*Log[x]^4 + (8409210421248*x^5 - 100910525054976*x^6 + 555007887802368*x^7 - 1850026292674560*x^8 + 4162559158517760*x^9 - 6660094653628416*x^10 + 7770110429233152*x^11 - 6660094653628416*x^12 + 4162559158517760*x^13 - 1850026292674560*x^14 + 555007887802368*x^15 - 100910525054976*x^16 + 8409210421248*x^17)*Log[x]^5 + (-4204605210624*x^6 + 46250657316864*x^7 - 231253286584320*x^8 + 693759859752960*x^9 - 1387519719505920*x^10 + 1942527607308288*x^11 - 1942527607308288*x^12 + 1387519719505920*x^13 - 693759859752960*x^14 + 231253286584320*x^15 - 46250657316864*x^16 + 4204605210624*x^17)*Log[x]^6 + (1651809189888*x^7 - 16518091898880*x^8 + 74331413544960*x^9 - 198217102786560*x^10 + 346879929876480*x^11 - 416255915851776*x^12 + 346879929876480*x^13 - 198217102786560*x^14 + 74331413544960*x^15 - 16518091898880*x^16 + 1651809189888*x^17)*Log[x]^7 + (-516190371840*x^8 + 4645713346560*x^9 - 18582853386240*x^10 + 43359991234560*x^11 - 65039986851840*x^12 + 65039986851840*x^13 - 43359991234560*x^14 + 18582853386240*x^15 - 4645713346560*x^16 + 516190371840*x^17)*Log[x]^8 + (129047592960*x^9 - 1032380743680*x^10 + 3613332602880*x^11 - 7226665205760*x^12 + 9033331507200*x^13 - 7226665205760*x^14 + 3613332602880*x^15 - 1032380743680*x^16 + 129047592960*x^17)*Log[x]^9 + (-25809518592*x^10 + 180666630144*x^11 - 541999890432*x^12 + 903333150720*x^13 - 903333150720*x^14 + 541999890432*x^15 - 180666630144*x^16 + 25809518592*x^17)*Log[x]^10 + (4106059776*x^11 - 24636358656*x^12 + 61590896640*x^13 - 82121195520*x^14 + 61590896640*x^15 - 24636358656*x^16 + 4106059776*x^17)*Log[x]^11 + (-513257472*x^12 + 2566287360*x^13 - 5132574720*x^14 + 5132574720*x^15 - 2566287360*x^16 + 513257472*x^17)*Log[x]^12 + (49351680*x^13 - 197406720*x^14 + 296110080*x^15 - 197406720*x^16 + 49351680*x^17)*Log[x]^13 + (-3525120*x^14 + 10575360*x^15 - 10575360*x^16 + 3525120*x^17)*Log[x]^14 + (176256*x^15 - 352512*x^16 + 176256*x^17)*Log[x]^15 + (-5508*x^16 + 5508*x^17)*Log[x]^16 + 81*x^17*Log[x]^17),x]","\text{\$Aborted}","\frac{1}{81} \left(\frac{279841}{(x (\log (x)+4)-4)^4}-9\right)^4",1,"$Aborted","F",0,0,0,0,-1,"{}"
1709,0,0,0,7.0069036,"\int \frac{\exp \left(\frac{x^4-2 x^5+3 x^6-2 x^7+x^8}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(2 x^3-2 x^4+8 x^6-8 x^7+6 x^8+\left(-4 x^3+10 x^4-18 x^5+14 x^6-8 x^7\right) \log (x)\right)}{-x^3+3 x^2 \log (x)-3 x \log ^2(x)+\log ^3(x)} \, dx","Int[(E^((x^4 - 2*x^5 + 3*x^6 - 2*x^7 + x^8)/(x^2 - 2*x*Log[x] + Log[x]^2))*(2*x^3 - 2*x^4 + 8*x^6 - 8*x^7 + 6*x^8 + (-4*x^3 + 10*x^4 - 18*x^5 + 14*x^6 - 8*x^7)*Log[x]))/(-x^3 + 3*x^2*Log[x] - 3*x*Log[x]^2 + Log[x]^3),x]","\int \frac{\exp \left(\frac{x^4-2 x^5+3 x^6-2 x^7+x^8}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(2 x^3-2 x^4+8 x^6-8 x^7+6 x^8+\left(-4 x^3+10 x^4-18 x^5+14 x^6-8 x^7\right) \log (x)\right)}{-x^3+3 x^2 \log (x)-3 x \log ^2(x)+\log ^3(x)} \, dx","1-e^{\frac{x^4 \left(x \left(x+\frac{1}{x}\right)-x\right)^2}{(x-\log (x))^2}}",1,"-2*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^3)/(x - Log[x])^3, x] + 6*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^4)/(x - Log[x])^3, x] - 10*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^5)/(x - Log[x])^3, x] + 10*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^6)/(x - Log[x])^3, x] - 6*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^7)/(x - Log[x])^3, x] + 2*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^8)/(x - Log[x])^3, x] - 4*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^3)/(x - Log[x])^2, x] + 10*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^4)/(x - Log[x])^2, x] - 18*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^5)/(x - Log[x])^2, x] + 14*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^6)/(x - Log[x])^2, x] - 8*Defer[Int][(E^((x^4*(1 - x + x^2)^2)/(x - Log[x])^2)*x^7)/(x - Log[x])^2, x]","F",0,0,0,0,-1,"{}"
1710,0,0,0,1.5139062,"\int \frac{-2+4 x+(8-4 x) \log (-2+x)}{\left(10-25 x+10 x^2\right) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{1-4 x+4 x^2}\right)} \, dx","Int[(-2 + 4*x + (8 - 4*x)*Log[-2 + x])/((10 - 25*x + 10*x^2)*Log[-2 + x]*Log[Log[-2 + x]^2/(1 - 4*x + 4*x^2)]),x]","\int \frac{-2+4 x+(8-4 x) \log (-2+x)}{\left(10-25 x+10 x^2\right) \log (-2+x) \log \left(\frac{\log ^2(-2+x)}{1-4 x+4 x^2}\right)} \, dx","\frac{1}{5} \log \left(\log \left(\frac{\log ^2(x-2)}{(2 x-1)^2}\right)\right)",1,"(-4*Defer[Int][1/((-1 + 2*x)*Log[Log[-2 + x]^2/(-1 + 2*x)^2]), x])/5 + (2*Defer[Int][1/((-2 + x)*Log[-2 + x]*Log[Log[-2 + x]^2/(-1 + 2*x)^2]), x])/5","F",0,0,0,0,-1,"{}"
1711,0,0,0,0.3756475,"\int \frac{-e^{x^2}+2 e^{x^2} x^2 \log (x)+(-3 x+x \log (6)) \log ^2(x)}{(-3 x+x \log (6)) \log ^2(x)} \, dx","Int[(-E^x^2 + 2*E^x^2*x^2*Log[x] + (-3*x + x*Log[6])*Log[x]^2)/((-3*x + x*Log[6])*Log[x]^2),x]","\int \frac{-e^{x^2}+2 e^{x^2} x^2 \log (x)+(-3 x+x \log (6)) \log ^2(x)}{(-3 x+x \log (6)) \log ^2(x)} \, dx","x-\frac{e^{x^2}}{(3-\log (6)) \log (x)}",1,"x + Defer[Int][E^x^2/(x*Log[x]^2), x]/(3 - Log[6]) - (2*Defer[Int][(E^x^2*x)/Log[x], x])/(3 - Log[6])","F",0,0,0,0,-1,"{}"
1712,1,22,0,0.0820591,"\int \frac{54+84 x+25 x^2+2 x^3+\left(-15-26 x-4 x^2\right) \log (5)+(1+2 x) \log ^2(5)}{36+12 x+x^2+(-12-2 x) \log (5)+\log ^2(5)} \, dx","Int[(54 + 84*x + 25*x^2 + 2*x^3 + (-15 - 26*x - 4*x^2)*Log[5] + (1 + 2*x)*Log[5]^2)/(36 + 12*x + x^2 + (-12 - 2*x)*Log[5] + Log[5]^2),x]","x^2+x-\frac{3 (6-\log (5))}{x+6-\log (5)}","x^2+x+\frac{x}{\frac{1}{3} (x-\log (5))+2}+3+\log (4)",1,"x + x^2 - (3*(6 - Log[5]))/(6 + x - Log[5])","A",4,3,61,0.04918,1,"{1986, 27, 1850}"
1713,1,1593,0,6.9310243,"\int \frac{360+818 x-320 x^2-18 x^3+e^x \left(1800+980 x-560 x^2+70 x^3+10 x^4\right)+e^{2 x} \left(450 x+200 x^2-200 x^3+50 x^4\right)+\left(-1800+820 x-350 x^2+80 x^3+e^x \left(-900 x+50 x^2+150 x^3-50 x^4\right)\right) \log \left(\left(9-5 x+x^2\right) \log (5)\right)+\left(450 x-250 x^2+50 x^3\right) \log ^2\left(\left(9-5 x+x^2\right) \log (5)\right)}{9-5 x+x^2} \, dx","Int[(360 + 818*x - 320*x^2 - 18*x^3 + E^x*(1800 + 980*x - 560*x^2 + 70*x^3 + 10*x^4) + E^(2*x)*(450*x + 200*x^2 - 200*x^3 + 50*x^4) + (-1800 + 820*x - 350*x^2 + 80*x^3 + E^x*(-900*x + 50*x^2 + 150*x^3 - 50*x^4))*Log[(9 - 5*x + x^2)*Log[5]] + (450*x - 250*x^2 + 50*x^3)*Log[(9 - 5*x + x^2)*Log[5]]^2)/(9 - 5*x + x^2),x]","10 e^x x^2+25 e^{2 x} x^2+25 \log ^2\left(\left(x^2-5 x+9\right) \log (5)\right) x^2-50 e^x \log \left(\left(x^2-5 x+9\right) \log (5)\right) x^2-10 \log \left(\left(x^2-5 x+9\right) \log (5)\right) x^2+x^2+200 e^x x-200 \log \left(\left(x^2-5 x+9\right) \log (5)\right) x+40 x+\frac{3600 i \tan ^{-1}\left(\frac{5-2 x}{\sqrt{11}}\right)^2}{\sqrt{11}}+\frac{175}{22} \left(55-7 i \sqrt{11}\right) \log ^2\left(2 x-i \sqrt{11}-5\right)-\frac{40}{11} \left(88+5 i \sqrt{11}\right) \log ^2\left(2 x-i \sqrt{11}-5\right)+\frac{25}{2} \left(7+5 i \sqrt{11}\right) \log ^2\left(2 x-i \sqrt{11}-5\right)-\frac{205}{11} \left(11-5 i \sqrt{11}\right) \log ^2\left(2 x-i \sqrt{11}-5\right)+\frac{175}{22} \left(55+7 i \sqrt{11}\right) \log ^2\left(2 x+i \sqrt{11}-5\right)-\frac{205}{11} \left(11+5 i \sqrt{11}\right) \log ^2\left(2 x+i \sqrt{11}-5\right)-\frac{40}{11} \left(88-5 i \sqrt{11}\right) \log ^2\left(2 x+i \sqrt{11}-5\right)+\frac{25}{2} \left(7-5 i \sqrt{11}\right) \log ^2\left(2 x+i \sqrt{11}-5\right)+\frac{7200 \tan ^{-1}\left(\frac{5-2 x}{\sqrt{11}}\right) \log \left(\frac{2 \sqrt{11}}{i (5-2 x)+\sqrt{11}}\right)}{\sqrt{11}}+\frac{175}{11} \left(55-7 i \sqrt{11}\right) \log \left(\frac{i \left(-2 x-i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x-i \sqrt{11}-5\right)-\frac{80}{11} \left(88+5 i \sqrt{11}\right) \log \left(\frac{i \left(-2 x-i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x-i \sqrt{11}-5\right)+25 \left(7+5 i \sqrt{11}\right) \log \left(\frac{i \left(-2 x-i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x-i \sqrt{11}-5\right)-\frac{410}{11} \left(11-5 i \sqrt{11}\right) \log \left(\frac{i \left(-2 x-i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x-i \sqrt{11}-5\right)+\frac{175}{11} \left(55+7 i \sqrt{11}\right) \log \left(-\frac{i \left(-2 x+i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x+i \sqrt{11}-5\right)-\frac{410}{11} \left(11+5 i \sqrt{11}\right) \log \left(-\frac{i \left(-2 x+i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x+i \sqrt{11}-5\right)-\frac{80}{11} \left(88-5 i \sqrt{11}\right) \log \left(-\frac{i \left(-2 x+i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x+i \sqrt{11}-5\right)+25 \left(7-5 i \sqrt{11}\right) \log \left(-\frac{i \left(-2 x+i \sqrt{11}+5\right)}{2 \sqrt{11}}\right) \log \left(2 x+i \sqrt{11}-5\right)+\frac{3600 \tan ^{-1}\left(\frac{5-2 x}{\sqrt{11}}\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)}{\sqrt{11}}-\frac{175}{11} \left(55-7 i \sqrt{11}\right) \log \left(2 x-i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)+\frac{80}{11} \left(88+5 i \sqrt{11}\right) \log \left(2 x-i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)-25 \left(7+5 i \sqrt{11}\right) \log \left(2 x-i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)+\frac{410}{11} \left(11-5 i \sqrt{11}\right) \log \left(2 x-i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)-\frac{175}{11} \left(55+7 i \sqrt{11}\right) \log \left(2 x+i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)+\frac{410}{11} \left(11+5 i \sqrt{11}\right) \log \left(2 x+i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)+\frac{80}{11} \left(88-5 i \sqrt{11}\right) \log \left(2 x+i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)-25 \left(7-5 i \sqrt{11}\right) \log \left(2 x+i \sqrt{11}-5\right) \log \left(\left(x^2-5 x+9\right) \log (5)\right)+\frac{3600 i \text{Li}_2\left(1-\frac{2 \sqrt{11}}{i (5-2 x)+\sqrt{11}}\right)}{\sqrt{11}}+\frac{175}{11} \left(55-7 i \sqrt{11}\right) \text{Li}_2\left(-\frac{-2 i x-\sqrt{11}+5 i}{2 \sqrt{11}}\right)-\frac{80}{11} \left(88+5 i \sqrt{11}\right) \text{Li}_2\left(-\frac{-2 i x-\sqrt{11}+5 i}{2 \sqrt{11}}\right)+25 \left(7+5 i \sqrt{11}\right) \text{Li}_2\left(-\frac{-2 i x-\sqrt{11}+5 i}{2 \sqrt{11}}\right)-\frac{410}{11} \left(11-5 i \sqrt{11}\right) \text{Li}_2\left(-\frac{-2 i x-\sqrt{11}+5 i}{2 \sqrt{11}}\right)+\frac{175}{11} \left(55+7 i \sqrt{11}\right) \text{Li}_2\left(\frac{-2 i x+\sqrt{11}+5 i}{2 \sqrt{11}}\right)-\frac{410}{11} \left(11+5 i \sqrt{11}\right) \text{Li}_2\left(\frac{-2 i x+\sqrt{11}+5 i}{2 \sqrt{11}}\right)-\frac{80}{11} \left(88-5 i \sqrt{11}\right) \text{Li}_2\left(\frac{-2 i x+\sqrt{11}+5 i}{2 \sqrt{11}}\right)+25 \left(7-5 i \sqrt{11}\right) \text{Li}_2\left(\frac{-2 i x+\sqrt{11}+5 i}{2 \sqrt{11}}\right)","\left(x-5 \left(x \left(\log \left(\left((x-3)^2+x\right) \log (5)\right)-e^x\right)-4\right)\right)^2+2",1,"40*x + 200*E^x*x + x^2 + 10*E^x*x^2 + 25*E^(2*x)*x^2 + ((3600*I)*ArcTan[(5 - 2*x)/Sqrt[11]]^2)/Sqrt[11] + (7200*ArcTan[(5 - 2*x)/Sqrt[11]]*Log[(2*Sqrt[11])/(Sqrt[11] + I*(5 - 2*x))])/Sqrt[11] - (410*(11 - (5*I)*Sqrt[11])*Log[((I/2)*(5 - I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 - I*Sqrt[11] + 2*x])/11 + 25*(7 + (5*I)*Sqrt[11])*Log[((I/2)*(5 - I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 - I*Sqrt[11] + 2*x] - (80*(88 + (5*I)*Sqrt[11])*Log[((I/2)*(5 - I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 - I*Sqrt[11] + 2*x])/11 + (175*(55 - (7*I)*Sqrt[11])*Log[((I/2)*(5 - I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 - I*Sqrt[11] + 2*x])/11 - (205*(11 - (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]^2)/11 + (25*(7 + (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]^2)/2 - (40*(88 + (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]^2)/11 + (175*(55 - (7*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]^2)/22 + 25*(7 - (5*I)*Sqrt[11])*Log[((-1/2*I)*(5 + I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 + I*Sqrt[11] + 2*x] - (80*(88 - (5*I)*Sqrt[11])*Log[((-1/2*I)*(5 + I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 + I*Sqrt[11] + 2*x])/11 - (410*(11 + (5*I)*Sqrt[11])*Log[((-1/2*I)*(5 + I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 + I*Sqrt[11] + 2*x])/11 + (175*(55 + (7*I)*Sqrt[11])*Log[((-1/2*I)*(5 + I*Sqrt[11] - 2*x))/Sqrt[11]]*Log[-5 + I*Sqrt[11] + 2*x])/11 + (25*(7 - (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]^2)/2 - (40*(88 - (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]^2)/11 - (205*(11 + (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]^2)/11 + (175*(55 + (7*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]^2)/22 - 200*x*Log[(9 - 5*x + x^2)*Log[5]] - 10*x^2*Log[(9 - 5*x + x^2)*Log[5]] - 50*E^x*x^2*Log[(9 - 5*x + x^2)*Log[5]] + (3600*ArcTan[(5 - 2*x)/Sqrt[11]]*Log[(9 - 5*x + x^2)*Log[5]])/Sqrt[11] + (410*(11 - (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 - 25*(7 + (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]] + (80*(88 + (5*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 - (175*(55 - (7*I)*Sqrt[11])*Log[-5 - I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 - 25*(7 - (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]] + (80*(88 - (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 + (410*(11 + (5*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 - (175*(55 + (7*I)*Sqrt[11])*Log[-5 + I*Sqrt[11] + 2*x]*Log[(9 - 5*x + x^2)*Log[5]])/11 + 25*x^2*Log[(9 - 5*x + x^2)*Log[5]]^2 + ((3600*I)*PolyLog[2, 1 - (2*Sqrt[11])/(Sqrt[11] + I*(5 - 2*x))])/Sqrt[11] - (410*(11 - (5*I)*Sqrt[11])*PolyLog[2, -1/2*(5*I - Sqrt[11] - (2*I)*x)/Sqrt[11]])/11 + 25*(7 + (5*I)*Sqrt[11])*PolyLog[2, -1/2*(5*I - Sqrt[11] - (2*I)*x)/Sqrt[11]] - (80*(88 + (5*I)*Sqrt[11])*PolyLog[2, -1/2*(5*I - Sqrt[11] - (2*I)*x)/Sqrt[11]])/11 + (175*(55 - (7*I)*Sqrt[11])*PolyLog[2, -1/2*(5*I - Sqrt[11] - (2*I)*x)/Sqrt[11]])/11 + 25*(7 - (5*I)*Sqrt[11])*PolyLog[2, (5*I + Sqrt[11] - (2*I)*x)/(2*Sqrt[11])] - (80*(88 - (5*I)*Sqrt[11])*PolyLog[2, (5*I + Sqrt[11] - (2*I)*x)/(2*Sqrt[11])])/11 - (410*(11 + (5*I)*Sqrt[11])*PolyLog[2, (5*I + Sqrt[11] - (2*I)*x)/(2*Sqrt[11])])/11 + (175*(55 + (7*I)*Sqrt[11])*PolyLog[2, (5*I + Sqrt[11] - (2*I)*x)/(2*Sqrt[11])])/11","C",170,32,155,0.2065,1,"{6728, 2196, 2176, 2194, 618, 204, 634, 628, 703, 701, 2527, 12, 5057, 4920, 4854, 2402, 2315, 2528, 2524, 2418, 2390, 2301, 2394, 2393, 2391, 2523, 773, 2525, 800, 6688, 2178, 2554}"
1714,1,20,0,0.5511964,"\int \frac{e^{\frac{21-4 x \log (5) \log \left(2+x^2\right)}{4 x}} \left(-42-21 x^2-8 x^3 \log (5)\right)}{8 x^2+4 x^4} \, dx","Int[(E^((21 - 4*x*Log[5]*Log[2 + x^2])/(4*x))*(-42 - 21*x^2 - 8*x^3*Log[5]))/(8*x^2 + 4*x^4),x]","e^{\left.\frac{21}{4}\right/x} 5^{-\log \left(x^2+2\right)}","e^{\frac{21}{4 x}-\log (5) \log \left(x^2+2\right)}",1,"E^(21/(4*x))/5^Log[2 + x^2]","A",2,2,50,0.04000,1,"{1593, 6706}"
1715,0,0,0,8.1147582,"\int \frac{e^{\frac{36+12 \log \left(\frac{4}{x}\right)}{x \log \left(e^{-e^4 x} x\right)}} \left(-36+36 e^4 x+\left(-12+12 e^4 x\right) \log \left(\frac{4}{x}\right)+\left(-48-12 \log \left(\frac{4}{x}\right)\right) \log \left(e^{-e^4 x} x\right)\right)}{x^2 \log ^2\left(e^{-e^4 x} x\right)} \, dx","Int[(E^((36 + 12*Log[4/x])/(x*Log[x/E^(E^4*x)]))*(-36 + 36*E^4*x + (-12 + 12*E^4*x)*Log[4/x] + (-48 - 12*Log[4/x])*Log[x/E^(E^4*x)]))/(x^2*Log[x/E^(E^4*x)]^2),x]","\int \frac{e^{\frac{36+12 \log \left(\frac{4}{x}\right)}{x \log \left(e^{-e^4 x} x\right)}} \left(-36+36 e^4 x+\left(-12+12 e^4 x\right) \log \left(\frac{4}{x}\right)+\left(-48-12 \log \left(\frac{4}{x}\right)\right) \log \left(e^{-e^4 x} x\right)\right)}{x^2 \log ^2\left(e^{-e^4 x} x\right)} \, dx","e^{\frac{12 \left(\log \left(\frac{4}{x}\right)+3\right)}{x \log \left(e^{-e^4 x} x\right)}}",1,"-36*Defer[Int][E^((12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))/(x^2*Log[x/E^(E^4*x)]^2), x] + 36*Defer[Int][E^(4 + (12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))/(x*Log[x/E^(E^4*x)]^2), x] - 12*Defer[Int][(E^((12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))*Log[4/x])/(x^2*Log[x/E^(E^4*x)]^2), x] + 12*Defer[Int][(E^(4 + (12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))*Log[4/x])/(x*Log[x/E^(E^4*x)]^2), x] - 48*Defer[Int][E^((12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))/(x^2*Log[x/E^(E^4*x)]), x] - 12*Defer[Int][(E^((12*(3 + Log[4/x]))/(x*Log[x/E^(E^4*x)]))*Log[4/x])/(x^2*Log[x/E^(E^4*x)]), x]","F",0,0,0,0,-1,"{}"
1716,0,0,0,0.9587728,"\int \frac{495-648 x+6905 x^2-6540 x^3+16420 x^4-11712 x^5+2304 x^6+\left(-45+26 x-244 x^2+96 x^3\right) \log (x)+\log ^2(x)}{625-750 x+6325 x^2-6060 x^3+16324 x^4-11712 x^5+2304 x^6+\left(-50+30 x-244 x^2+96 x^3\right) \log (x)+\log ^2(x)} \, dx","Int[(495 - 648*x + 6905*x^2 - 6540*x^3 + 16420*x^4 - 11712*x^5 + 2304*x^6 + (-45 + 26*x - 244*x^2 + 96*x^3)*Log[x] + Log[x]^2)/(625 - 750*x + 6325*x^2 - 6060*x^3 + 16324*x^4 - 11712*x^5 + 2304*x^6 + (-50 + 30*x - 244*x^2 + 96*x^3)*Log[x] + Log[x]^2),x]","\int \frac{495-648 x+6905 x^2-6540 x^3+16420 x^4-11712 x^5+2304 x^6+\left(-45+26 x-244 x^2+96 x^3\right) \log (x)+\log ^2(x)}{625-750 x+6325 x^2-6060 x^3+16324 x^4-11712 x^5+2304 x^6+\left(-50+30 x-244 x^2+96 x^3\right) \log (x)+\log ^2(x)} \, dx","\frac{x}{-24 x^2+x+\frac{\log (x)}{5-2 x}-5}+x",1,"x - 5*Defer[Int][(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^(-2), x] - 73*Defer[Int][x/(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^2, x] + 1250*Defer[Int][x^2/(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^2, x] - 1208*Defer[Int][x^3/(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^2, x] + 288*Defer[Int][x^4/(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^2, x] + 5*Defer[Int][(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x])^(-1), x] - 4*Defer[Int][x/(-25 + 15*x - 122*x^2 + 48*x^3 + Log[x]), x]","F",0,0,0,0,-1,"{}"
1717,1,21,0,0.0205537,"\int \left(-1+8 x+2^{2 \log ^2(x)} \left(3 x^2+4 x^2 \log (2) \log (x)\right)\right) \, dx","Int[-1 + 8*x + 2^(2*Log[x]^2)*(3*x^2 + 4*x^2*Log[2]*Log[x]),x]","x^3 2^{2 \log ^2(x)}+4 x^2-x","x^2 \left(x 2^{2 \log ^2(x)}+4\right)-x+\log (3)",1,"-x + 4*x^2 + 2^(2*Log[x]^2)*x^3","A",2,1,29,0.03448,1,"{2288}"
1718,0,0,0,2.671947,"\int \frac{155 x+240 x^2+120 x^3+20 x^4+\left(31 x+48 x^2+24 x^3+4 x^4\right) \log (x)+\left(16+31 x+24 x^2+8 x^3+x^4\right) \log \left(-16-31 x-24 x^2-8 x^3-x^4\right) \log \left(\log \left(-16-31 x-24 x^2-8 x^3-x^4\right)\right)}{\left(16 x+31 x^2+24 x^3+8 x^4+x^5\right) \log \left(-16-31 x-24 x^2-8 x^3-x^4\right)} \, dx","Int[(155*x + 240*x^2 + 120*x^3 + 20*x^4 + (31*x + 48*x^2 + 24*x^3 + 4*x^4)*Log[x] + (16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]*Log[Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]])/((16*x + 31*x^2 + 24*x^3 + 8*x^4 + x^5)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]),x]","\int \frac{155 x+240 x^2+120 x^3+20 x^4+\left(31 x+48 x^2+24 x^3+4 x^4\right) \log (x)+\left(16+31 x+24 x^2+8 x^3+x^4\right) \log \left(-16-31 x-24 x^2-8 x^3-x^4\right) \log \left(\log \left(-16-31 x-24 x^2-8 x^3-x^4\right)\right)}{\left(16 x+31 x^2+24 x^3+8 x^4+x^5\right) \log \left(-16-31 x-24 x^2-8 x^3-x^4\right)} \, dx","(\log (x)+5) \log \left(\log \left(x-(x+2)^4\right)\right)",1,"155*Defer[Int][1/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 240*Defer[Int][x/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 120*Defer[Int][x^2/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 20*Defer[Int][x^3/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 31*Defer[Int][Log[x]/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 48*Defer[Int][(x*Log[x])/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 24*Defer[Int][(x^2*Log[x])/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + 4*Defer[Int][(x^3*Log[x])/((16 + 31*x + 24*x^2 + 8*x^3 + x^4)*Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]), x] + Defer[Int][Log[Log[-16 - 31*x - 24*x^2 - 8*x^3 - x^4]]/x, x]","F",0,0,0,0,-1,"{}"
1719,1,8,0,0.0021366,"\int -\frac{4}{x \log (2)} \, dx","Int[-4/(x*Log[2]),x]","-\frac{4 \log (x)}{\log (2)}","\frac{4 (5-\log (x))}{\log (2)}",1,"(-4*Log[x])/Log[2]","A",2,2,9,0.2222,1,"{12, 29}"
1720,1,46,0,0.143631,"\int \frac{1}{4} e^{-1-3 x} \left(-3 x^2+3 x^3+(4-12 x) \log (2)+(-4+12 x) \log (16)\right) \, dx","Int[(E^(-1 - 3*x)*(-3*x^2 + 3*x^3 + (4 - 12*x)*Log[2] + (-4 + 12*x)*Log[16]))/4,x]","-\frac{1}{4} e^{-3 x-1} x^3-\frac{1}{3} e^{-3 x-1} \log (8)+\frac{1}{3} e^{-3 x-1} (1-3 x) \log (8)","e^{-3 x-1} x \left(-\frac{x^2}{4}-\log (16)+\log (2)\right)",1,"-1/4*(E^(-1 - 3*x)*x^3) - (E^(-1 - 3*x)*Log[8])/3 + (E^(-1 - 3*x)*(1 - 3*x)*Log[8])/3","A",12,4,38,0.1053,1,"{12, 2196, 2176, 2194}"
1721,0,0,0,73.4050648,"\int \frac{12 x-12 x^2-6 x^4+4 x^5+2 x^6+\left(-8 x+4 x^2+16 x^3-8 x^4-4 x^5\right) \log (x)+\left(-24 x-14 x^2+4 x^3+2 x^4\right) \log ^2(x)+\left(-12+20 x-4 x^2-4 x^3+\left(48 x+16 x^2\right) \log (x)\right) \log (3+x)+\left(-24 x-8 x^2\right) \log ^2(3+x)+\left(\left(12 x^3-8 x^4-4 x^5\right) \log (x)+\left(-12 x^2+8 x^3+4 x^4\right) \log ^2(x)+\left(-12 x^3+8 x^4+4 x^5+\left(12 x^2-8 x^3-4 x^4\right) \log (x)\right) \log (3+x)\right) \log \left(1-2 x+x^2\right)+\left(\left(-6 x^2+4 x^3+2 x^4\right) \log ^2(x)+\left(12 x^2-8 x^3-4 x^4\right) \log (x) \log (3+x)+\left(-6 x^2+4 x^3+2 x^4\right) \log ^2(3+x)\right) \log ^2\left(1-2 x+x^2\right)}{-3 x^3+2 x^4+x^5+\left(6 x^2-4 x^3-2 x^4\right) \log (x)+\left(-3 x+2 x^2+x^3\right) \log ^2(x)+\left(\left(6 x^2-4 x^3-2 x^4\right) \log (x)+\left(-6 x+4 x^2+2 x^3\right) \log ^2(x)+\left(-6 x^2+4 x^3+2 x^4+\left(6 x-4 x^2-2 x^3\right) \log (x)\right) \log (3+x)\right) \log \left(1-2 x+x^2\right)+\left(\left(-3 x+2 x^2+x^3\right) \log ^2(x)+\left(6 x-4 x^2-2 x^3\right) \log (x) \log (3+x)+\left(-3 x+2 x^2+x^3\right) \log ^2(3+x)\right) \log ^2\left(1-2 x+x^2\right)} \, dx","Int[(12*x - 12*x^2 - 6*x^4 + 4*x^5 + 2*x^6 + (-8*x + 4*x^2 + 16*x^3 - 8*x^4 - 4*x^5)*Log[x] + (-24*x - 14*x^2 + 4*x^3 + 2*x^4)*Log[x]^2 + (-12 + 20*x - 4*x^2 - 4*x^3 + (48*x + 16*x^2)*Log[x])*Log[3 + x] + (-24*x - 8*x^2)*Log[3 + x]^2 + ((12*x^3 - 8*x^4 - 4*x^5)*Log[x] + (-12*x^2 + 8*x^3 + 4*x^4)*Log[x]^2 + (-12*x^3 + 8*x^4 + 4*x^5 + (12*x^2 - 8*x^3 - 4*x^4)*Log[x])*Log[3 + x])*Log[1 - 2*x + x^2] + ((-6*x^2 + 4*x^3 + 2*x^4)*Log[x]^2 + (12*x^2 - 8*x^3 - 4*x^4)*Log[x]*Log[3 + x] + (-6*x^2 + 4*x^3 + 2*x^4)*Log[3 + x]^2)*Log[1 - 2*x + x^2]^2)/(-3*x^3 + 2*x^4 + x^5 + (6*x^2 - 4*x^3 - 2*x^4)*Log[x] + (-3*x + 2*x^2 + x^3)*Log[x]^2 + ((6*x^2 - 4*x^3 - 2*x^4)*Log[x] + (-6*x + 4*x^2 + 2*x^3)*Log[x]^2 + (-6*x^2 + 4*x^3 + 2*x^4 + (6*x - 4*x^2 - 2*x^3)*Log[x])*Log[3 + x])*Log[1 - 2*x + x^2] + ((-3*x + 2*x^2 + x^3)*Log[x]^2 + (6*x - 4*x^2 - 2*x^3)*Log[x]*Log[3 + x] + (-3*x + 2*x^2 + x^3)*Log[3 + x]^2)*Log[1 - 2*x + x^2]^2),x]","\int \frac{12 x-12 x^2-6 x^4+4 x^5+2 x^6+\left(-8 x+4 x^2+16 x^3-8 x^4-4 x^5\right) \log (x)+\left(-24 x-14 x^2+4 x^3+2 x^4\right) \log ^2(x)+\left(-12+20 x-4 x^2-4 x^3+\left(48 x+16 x^2\right) \log (x)\right) \log (3+x)+\left(-24 x-8 x^2\right) \log ^2(3+x)+\left(\left(12 x^3-8 x^4-4 x^5\right) \log (x)+\left(-12 x^2+8 x^3+4 x^4\right) \log ^2(x)+\left(-12 x^3+8 x^4+4 x^5+\left(12 x^2-8 x^3-4 x^4\right) \log (x)\right) \log (3+x)\right) \log \left(1-2 x+x^2\right)+\left(\left(-6 x^2+4 x^3+2 x^4\right) \log ^2(x)+\left(12 x^2-8 x^3-4 x^4\right) \log (x) \log (3+x)+\left(-6 x^2+4 x^3+2 x^4\right) \log ^2(3+x)\right) \log ^2\left(1-2 x+x^2\right)}{-3 x^3+2 x^4+x^5+\left(6 x^2-4 x^3-2 x^4\right) \log (x)+\left(-3 x+2 x^2+x^3\right) \log ^2(x)+\left(\left(6 x^2-4 x^3-2 x^4\right) \log (x)+\left(-6 x+4 x^2+2 x^3\right) \log ^2(x)+\left(-6 x^2+4 x^3+2 x^4+\left(6 x-4 x^2-2 x^3\right) \log (x)\right) \log (3+x)\right) \log \left(1-2 x+x^2\right)+\left(\left(-3 x+2 x^2+x^3\right) \log ^2(x)+\left(6 x-4 x^2-2 x^3\right) \log (x) \log (3+x)+\left(-3 x+2 x^2+x^3\right) \log ^2(3+x)\right) \log ^2\left(1-2 x+x^2\right)} \, dx","x^2+\frac{4}{\log \left((x-1)^2\right)+\frac{\log (x)-x}{\log (x)-\log (x+3)}}",1,"x^2 + 4/Log[(-1 + x)^2] - 8*Defer[Int][1/(Log[(-1 + x)^2]^2*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] - 8*Defer[Int][x/(Log[(-1 + x)^2]^2*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] - 4*Defer[Int][1/(Log[(-1 + x)^2]*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] + 4*Defer[Int][x/(Log[(-1 + x)^2]*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] + 16*Defer[Int][Log[x]/(Log[(-1 + x)^2]^2*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] - 4*Defer[Int][Log[x]/(Log[(-1 + x)^2]*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])^2), x] - 16*Defer[Int][1/(Log[(-1 + x)^2]^2*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])), x] + 4*Defer[Int][1/(Log[(-1 + x)^2]*(-x + Log[x] + Log[(-1 + x)^2]*Log[x] - Log[(-1 + x)^2]*Log[3 + x])), x] - 12*Defer[Int][1/((3 + x)*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] - 8*Defer[Int][1/((-1 + x)*Log[(-1 + x)^2]^2*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] + 4*Defer[Int][Log[x]/(x*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] - 4*Defer[Int][Log[x]/((3 + x)*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] + 16*Defer[Int][Log[x]/((-1 + x)*Log[(-1 + x)^2]^2*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] + 4*Defer[Int][Log[x]/(x*Log[(-1 + x)^2]*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] - 8*Defer[Int][Log[x]^2/((-1 + x)*Log[(-1 + x)^2]^2*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])^2), x] + 16*Defer[Int][1/((-1 + x)*Log[(-1 + x)^2]^2*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])), x] + 4*Defer[Int][1/(x*Log[(-1 + x)^2]*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])), x] - 16*Defer[Int][Log[x]/((-1 + x)*Log[(-1 + x)^2]^2*(x - Log[x] - Log[(-1 + x)^2]*Log[x] + Log[(-1 + x)^2]*Log[3 + x])), x]","F",0,0,0,0,-1,"{}"
1722,0,0,0,2.0269716,"\int \frac{1}{12} e^{\frac{1}{12} \left(-3 x+6 e^x x+2 e^x x \log \left(x^2\right)\right)} \left(-3+e^x (10+6 x)+e^x (2+2 x) \log \left(x^2\right)\right) \, dx","Int[(E^((-3*x + 6*E^x*x + 2*E^x*x*Log[x^2])/12)*(-3 + E^x*(10 + 6*x) + E^x*(2 + 2*x)*Log[x^2]))/12,x]","\int \frac{1}{12} e^{\frac{1}{12} \left(-3 x+6 e^x x+2 e^x x \log \left(x^2\right)\right)} \left(-3+e^x (10+6 x)+e^x (2+2 x) \log \left(x^2\right)\right) \, dx","e^{x \left(\frac{1}{6} e^x \left(\log \left(x^2\right)+3\right)-\frac{1}{4}\right)}",1,"(5*Defer[Int][E^((x*(9 + 6*E^x + 2*E^x*Log[x^2]))/12), x])/6 - Defer[Int][E^((-3*x + 6*E^x*x + 2*E^x*x*Log[x^2])/12), x]/4 + Defer[Int][E^((x*(9 + 6*E^x + 2*E^x*Log[x^2]))/12)*x, x]/2 + Defer[Int][E^((x*(9 + 6*E^x + 2*E^x*Log[x^2]))/12)*Log[x^2], x]/6 + Defer[Int][E^((x*(9 + 6*E^x + 2*E^x*Log[x^2]))/12)*x*Log[x^2], x]/6","F",0,0,0,0,-1,"{}"
1723,1,20,0,0.0072186,"\int \left(-2+4 e^{1+4 x}+2 x+\log \left(x^3\right)\right) \, dx","Int[-2 + 4*E^(1 + 4*x) + 2*x + Log[x^3],x]","x \log \left(x^3\right)+x^2-5 x+e^{4 x+1}","x \left(\log \left(x^3\right)+x-5\right)+e^{4 x+1}",1,"E^(1 + 4*x) - 5*x + x^2 + x*Log[x^3]","A",3,2,18,0.1111,1,"{2194, 2295}"
1724,1,35,0,0.0598432,"\int \frac{9+6 x (i \pi +\log (25))+\left(-1+x^2\right) (i \pi +\log (25))^2}{36+24 x (i \pi +\log (25))+4 x^2 (i \pi +\log (25))^2} \, dx","Int[(9 + 6*x*(I*Pi + Log[25]) + (-1 + x^2)*(I*Pi + Log[25])^2)/(36 + 24*x*(I*Pi + Log[25]) + 4*x^2*(I*Pi + Log[25])^2),x]","\frac{x}{4}-\frac{\pi -i \log (25)}{4 (3 i-x (\pi -i \log (25)))}","\frac{1}{4} \left(x+\frac{1}{x+\frac{3}{\log (25)+i \pi }}-3\right)",1,"x/4 - (Pi - I*Log[25])/(4*(3*I - x*(Pi - I*Log[25])))","A",5,4,60,0.06667,1,"{27, 6, 12, 1850}"
1725,1,99,0,0.3334558,"\int \frac{\frac{e^4 x \left(2 x+3 x^3\right)}{2+x^2}+\left(4 x+2 x^3\right) \log ^2(2)}{\frac{e^8 x^2 \left(8+4 x^2\right)}{\left(2+x^2\right)^2}+\frac{e^4 x \left(16+8 x^2\right) \log ^2(2)}{2+x^2}+\left(8+4 x^2\right) \log ^4(2)} \, dx","Int[((E^4*x*(2*x + 3*x^3))/(2 + x^2) + (4*x + 2*x^3)*Log[2]^2)/((E^8*x^2*(8 + 4*x^2))/(2 + x^2)^2 + (E^4*x*(16 + 8*x^2)*Log[2]^2)/(2 + x^2) + (8 + 4*x^2)*Log[2]^4),x]","\frac{x^2}{4 \log ^2(2)}-\frac{e^4 x \left(e^4 x \left(8-\frac{e^8}{\log ^4(2)}\right)-\frac{2 \left(e^8-8 \log ^4(2)\right)}{\log ^2(2)}\right)}{4 \left(e^8-8 \log ^4(2)\right) \left(x^2 \log ^2(2)+e^4 x+2 \log ^2(2)\right)}-\frac{e^4 x}{4 \log ^4(2)}","\frac{x^2}{4 \left(\frac{e^4}{x+\frac{2}{x}}+\log ^2(2)\right)}",1,"-1/4*(E^4*x)/Log[2]^4 + x^2/(4*Log[2]^2) - (E^4*x*(E^4*x*(8 - E^8/Log[2]^4) - (2*(E^8 - 8*Log[2]^4))/Log[2]^2))/(4*(E^4*x + 2*Log[2]^2 + x^2*Log[2]^2)*(E^8 - 8*Log[2]^4))","B",5,4,96,0.04167,1,"{6688, 12, 1644, 1586}"
1726,1,15,0,0.102031,"\int -\frac{84 x}{\left(20 e^6+21 x^2\right) \log \left(20 e^6+21 x^2\right) \log ^3\left(\log \left(20 e^6+21 x^2\right)\right)} \, dx","Int[(-84*x)/((20*E^6 + 21*x^2)*Log[20*E^6 + 21*x^2]*Log[Log[20*E^6 + 21*x^2]]^3),x]","\frac{1}{\log ^2\left(\log \left(21 x^2+20 e^6\right)\right)}","\frac{1}{\log ^2\left(\log \left(x^2-20 \left(-x^2-e^6\right)\right)\right)}",1,"Log[Log[20*E^6 + 21*x^2]]^(-2)","A",2,2,45,0.04444,1,"{12, 6686}"
1727,0,0,0,2.6969071,"\int \frac{e^2 (7-6 x)-7 x+12 x^2+e^x \left(-7+6 x+6 x^2\right)+\left(e^2 (1-x)-x+2 x^2+e^x \left(-1+x+x^2\right)\right) \log (x)+\left(-6 x-6 e^x x+\left(-x-e^x x\right) \log (x)\right) \log \left(\frac{1}{4} (6 x+x \log (x))\right)}{6 x+x \log (x)} \, dx","Int[(E^2*(7 - 6*x) - 7*x + 12*x^2 + E^x*(-7 + 6*x + 6*x^2) + (E^2*(1 - x) - x + 2*x^2 + E^x*(-1 + x + x^2))*Log[x] + (-6*x - 6*E^x*x + (-x - E^x*x)*Log[x])*Log[(6*x + x*Log[x])/4])/(6*x + x*Log[x]),x]","\int \frac{e^2 (7-6 x)-7 x+12 x^2+e^x \left(-7+6 x+6 x^2\right)+\left(e^2 (1-x)-x+2 x^2+e^x \left(-1+x+x^2\right)\right) \log (x)+\left(-6 x-6 e^x x+\left(-x-e^x x\right) \log (x)\right) \log \left(\frac{1}{4} (6 x+x \log (x))\right)}{6 x+x \log (x)} \, dx","\left(x+e^x-e^2\right) \left(x-\log \left(x+\frac{1}{4} (2 x+x \log (x))\right)\right)",1,"-x - E^2*x + x^2 - ExpIntegralEi[6 + Log[x]]/E^6 + (12*ExpIntegralEi[2*(6 + Log[x])])/E^12 + E^2*Log[x] + (2*ExpIntegralEi[2*(6 + Log[x])]*Log[x])/E^12 - (2*ExpIntegralEi[2*(6 + Log[x])]*(6 + Log[x]))/E^12 + E^2*Log[6 + Log[x]] + (E^x*(6*x^2 + x^2*Log[x] - 6*x*Log[(x*(6 + Log[x]))/4] - x*Log[x]*Log[(x*(6 + Log[x]))/4]))/(x*(6 + Log[x])) - 6*Defer[Int][Log[(x*(6 + Log[x]))/4]/(6 + Log[x]), x] - Defer[Int][(Log[x]*Log[(x*(6 + Log[x]))/4])/(6 + Log[x]), x]","F",0,0,0,0,-1,"{}"
1728,1,33,0,0.2026274,"\int \frac{4 x^2+32 x^3+e^{\frac{2+5 x^2-4 x^3}{4 x}} \left(-2+5 x^2-8 x^3\right)}{4 x^2} \, dx","Int[(4*x^2 + 32*x^3 + E^((2 + 5*x^2 - 4*x^3)/(4*x))*(-2 + 5*x^2 - 8*x^3))/(4*x^2),x]","e^{\frac{-4 x^3+5 x^2+2}{4 x}}+\frac{1}{16} (8 x+1)^2","4 x^2+e^{\frac{5 x^2+2}{4 x}-x^2}+x+2",1,"E^((2 + 5*x^2 - 4*x^3)/(4*x)) + (1 + 8*x)^2/16","A",4,3,52,0.05769,1,"{12, 14, 6706}"
1729,1,208,0,2.7347387,"\int \left(2 x+\exp \left(-602 x-160 x^2 \log \left(e^{-x} x\right)-10 x^3 \log ^2\left(e^{-x} x\right)\right) \left(-602-160 x+160 x^2+\left(-320 x-20 x^2+20 x^3\right) \log \left(e^{-x} x\right)-30 x^2 \log ^2\left(e^{-x} x\right)\right)+\exp \left(-301 x-80 x^2 \log \left(e^{-x} x\right)-5 x^3 \log ^2\left(e^{-x} x\right)\right) \left(-2+602 x+160 x^2-160 x^3+\left(320 x^2+20 x^3-20 x^4\right) \log \left(e^{-x} x\right)+30 x^3 \log ^2\left(e^{-x} x\right)\right)\right) \, dx","Int[2*x + E^(-602*x - 160*x^2*Log[x/E^x] - 10*x^3*Log[x/E^x]^2)*(-602 - 160*x + 160*x^2 + (-320*x - 20*x^2 + 20*x^3)*Log[x/E^x] - 30*x^2*Log[x/E^x]^2) + E^(-301*x - 80*x^2*Log[x/E^x] - 5*x^3*Log[x/E^x]^2)*(-2 + 602*x + 160*x^2 - 160*x^3 + (320*x^2 + 20*x^3 - 20*x^4)*Log[x/E^x] + 30*x^3*Log[x/E^x]^2),x]","x^2+\left(e^{-x} x\right)^{-160 x^2} e^{-10 x^3 \log ^2\left(e^{-x} x\right)-602 x}-\frac{2 \left(e^{-x} x\right)^{-80 x^2} e^{-5 x^3 \log ^2\left(e^{-x} x\right)-301 x} \left(-80 x^3+15 x^3 \log ^2\left(e^{-x} x\right)+80 x^2+10 \left(-x^4+x^3+16 x^2\right) \log \left(e^{-x} x\right)+301 x\right)}{15 x^2 \log ^2\left(e^{-x} x\right)+10 e^x \left(e^{-x}-e^{-x} x\right) x^2 \log \left(e^{-x} x\right)+80 e^x \left(e^{-x}-e^{-x} x\right) x+160 x \log \left(e^{-x} x\right)+301}","\left(e^{5 x \left(4-\left(x \log \left(e^{-x} x\right)+8\right)^2\right)-x}-x\right)^2",1,"x^2 + E^(-602*x - 10*x^3*Log[x/E^x]^2)/(x/E^x)^(160*x^2) - (2*E^(-301*x - 5*x^3*Log[x/E^x]^2)*(301*x + 80*x^2 - 80*x^3 + 10*(16*x^2 + x^3 - x^4)*Log[x/E^x] + 15*x^3*Log[x/E^x]^2))/((x/E^x)^(80*x^2)*(301 + 80*E^x*x*(E^(-x) - x/E^x) + 160*x*Log[x/E^x] + 10*E^x*x^2*(E^(-x) - x/E^x)*Log[x/E^x] + 15*x^2*Log[x/E^x]^2))","B",3,2,177,0.01130,1,"{6706, 2288}"
1730,0,0,0,5.8055904,"\int \frac{3 x+e^{-5+x} \left(-e^{1-x} x+x^3\right) \log (x)+\left(e^{-5+x} \left(-e x^2-x^3+e^{1-x} (e+x)\right)+e^{-5+x} \left(-2 x^3-x^4+e \left(-2 x^2-x^3\right)\right) \log (x)\right) \log (e+x)}{\left(e x+x^2\right) \log ^2(e+x)} \, dx","Int[(3*x + E^(-5 + x)*(-(E^(1 - x)*x) + x^3)*Log[x] + (E^(-5 + x)*(-(E*x^2) - x^3 + E^(1 - x)*(E + x)) + E^(-5 + x)*(-2*x^3 - x^4 + E*(-2*x^2 - x^3))*Log[x])*Log[E + x])/((E*x + x^2)*Log[E + x]^2),x]","\int \frac{3 x+e^{-5+x} \left(-e^{1-x} x+x^3\right) \log (x)+\left(e^{-5+x} \left(-e x^2-x^3+e^{1-x} (e+x)\right)+e^{-5+x} \left(-2 x^3-x^4+e \left(-2 x^2-x^3\right)\right) \log (x)\right) \log (e+x)}{\left(e x+x^2\right) \log ^2(e+x)} \, dx","\frac{e^{x-5} \left(e^{1-x}-x^2\right) \log (x)-3}{\log (x+e)}",1,"-(Defer[Int][(E^(1 + x)*Log[x])/Log[E + x]^2, x]/E^5) + Defer[Int][(E^x*x*Log[x])/Log[E + x]^2, x]/E^5 + Defer[Int][(E^(2 + x)*Log[x])/((E + x)*Log[E + x]^2), x]/E^5 + Defer[Int][E^(1 + x)/Log[E + x], x]/E^5 + Defer[Int][1/(x*Log[E + x]), x]/E^4 - Defer[Int][(E^x*(E + x))/Log[E + x], x]/E^5 - (2*Defer[Int][(E^x*x*Log[x])/Log[E + x], x])/E^5 - Defer[Int][(E^x*x^2*Log[x])/Log[E + x], x]/E^5 + Defer[Subst][Defer[Int][(3*E^4 - Log[-E + x])/(x*Log[x]^2), x], x, E + x]/E^4","F",0,0,0,0,-1,"{}"
1731,-1,0,0,180.0006293,"\int \frac{e^{\frac{5 (12+3 x)}{3+x}} \left(90 x+60 x^2+10 x^3\right)+e^{\frac{4 (12+3 x)}{3+x}} \left(-108 x^3-186 x^4-84 x^5-10 x^6\right)+e^{\frac{4 (12+3 x)}{3+x}} \left(-144 x^2-168 x^3-64 x^4-8 x^5\right) \log (x)+e^{\frac{4 (12+3 x)}{3+x}} \left(-36 x^2-102 x^3-52 x^4-6 x^5\right) \log ^2(x)}{288 x^{10}+912 x^{11}+1232 x^{12}+920 x^{13}+410 x^{14}+109 x^{15}+16 x^{16}+x^{17}+e^{\frac{5 (12+3 x)}{3+x}} \left(28125+18750 x+3125 x^2\right)+e^{\frac{4 (12+3 x)}{3+x}} \left(56250 x^2+65625 x^3+25000 x^4+3125 x^5\right)+e^{\frac{3 (12+3 x)}{3+x}} \left(45000 x^4+75000 x^5+46250 x^6+12500 x^7+1250 x^8\right)+e^{\frac{2 (12+3 x)}{3+x}} \left(18000 x^6+39000 x^7+33500 x^8+14250 x^9+3000 x^{10}+250 x^{11}\right)+e^{\frac{12+3 x}{3+x}} \left(3600 x^8+9600 x^9+10600 x^{10}+6200 x^{11}+2025 x^{12}+350 x^{13}+25 x^{14}\right)+\left(1440 x^9+4560 x^{10}+6160 x^{11}+4600 x^{12}+2050 x^{13}+545 x^{14}+80 x^{15}+5 x^{16}+e^{\frac{4 (12+3 x)}{3+x}} \left(56250 x+65625 x^2+25000 x^3+3125 x^4\right)+e^{\frac{3 (12+3 x)}{3+x}} \left(90000 x^3+150000 x^4+92500 x^5+25000 x^6+2500 x^7\right)+e^{\frac{2 (12+3 x)}{3+x}} \left(54000 x^5+117000 x^6+100500 x^7+42750 x^8+9000 x^9+750 x^{10}\right)+e^{\frac{12+3 x}{3+x}} \left(14400 x^7+38400 x^8+42400 x^9+24800 x^{10}+8100 x^{11}+1400 x^{12}+100 x^{13}\right)\right) \log ^2(x)+\left(2880 x^8+9120 x^9+12320 x^{10}+9200 x^{11}+4100 x^{12}+1090 x^{13}+160 x^{14}+10 x^{15}+e^{\frac{3 (12+3 x)}{3+x}} \left(45000 x^2+75000 x^3+46250 x^4+12500 x^5+1250 x^6\right)+e^{\frac{2 (12+3 x)}{3+x}} \left(54000 x^4+117000 x^5+100500 x^6+42750 x^7+9000 x^8+750 x^9\right)+e^{\frac{12+3 x}{3+x}} \left(21600 x^6+57600 x^7+63600 x^8+37200 x^9+12150 x^{10}+2100 x^{11}+150 x^{12}\right)\right) \log ^4(x)+\left(2880 x^7+9120 x^8+12320 x^9+9200 x^{10}+4100 x^{11}+1090 x^{12}+160 x^{13}+10 x^{14}+e^{\frac{2 (12+3 x)}{3+x}} \left(18000 x^3+39000 x^4+33500 x^5+14250 x^6+3000 x^7+250 x^8\right)+e^{\frac{12+3 x}{3+x}} \left(14400 x^5+38400 x^6+42400 x^7+24800 x^8+8100 x^9+1400 x^{10}+100 x^{11}\right)\right) \log ^6(x)+\left(1440 x^6+4560 x^7+6160 x^8+4600 x^9+2050 x^{10}+545 x^{11}+80 x^{12}+5 x^{13}+e^{\frac{12+3 x}{3+x}} \left(3600 x^4+9600 x^5+10600 x^6+6200 x^7+2025 x^8+350 x^9+25 x^{10}\right)\right) \log ^8(x)+\left(288 x^5+912 x^6+1232 x^7+920 x^8+410 x^9+109 x^{10}+16 x^{11}+x^{12}\right) \log ^{10}(x)} \, dx","Int[(E^((5*(12 + 3*x))/(3 + x))*(90*x + 60*x^2 + 10*x^3) + E^((4*(12 + 3*x))/(3 + x))*(-108*x^3 - 186*x^4 - 84*x^5 - 10*x^6) + E^((4*(12 + 3*x))/(3 + x))*(-144*x^2 - 168*x^3 - 64*x^4 - 8*x^5)*Log[x] + E^((4*(12 + 3*x))/(3 + x))*(-36*x^2 - 102*x^3 - 52*x^4 - 6*x^5)*Log[x]^2)/(288*x^10 + 912*x^11 + 1232*x^12 + 920*x^13 + 410*x^14 + 109*x^15 + 16*x^16 + x^17 + E^((5*(12 + 3*x))/(3 + x))*(28125 + 18750*x + 3125*x^2) + E^((4*(12 + 3*x))/(3 + x))*(56250*x^2 + 65625*x^3 + 25000*x^4 + 3125*x^5) + E^((3*(12 + 3*x))/(3 + x))*(45000*x^4 + 75000*x^5 + 46250*x^6 + 12500*x^7 + 1250*x^8) + E^((2*(12 + 3*x))/(3 + x))*(18000*x^6 + 39000*x^7 + 33500*x^8 + 14250*x^9 + 3000*x^10 + 250*x^11) + E^((12 + 3*x)/(3 + x))*(3600*x^8 + 9600*x^9 + 10600*x^10 + 6200*x^11 + 2025*x^12 + 350*x^13 + 25*x^14) + (1440*x^9 + 4560*x^10 + 6160*x^11 + 4600*x^12 + 2050*x^13 + 545*x^14 + 80*x^15 + 5*x^16 + E^((4*(12 + 3*x))/(3 + x))*(56250*x + 65625*x^2 + 25000*x^3 + 3125*x^4) + E^((3*(12 + 3*x))/(3 + x))*(90000*x^3 + 150000*x^4 + 92500*x^5 + 25000*x^6 + 2500*x^7) + E^((2*(12 + 3*x))/(3 + x))*(54000*x^5 + 117000*x^6 + 100500*x^7 + 42750*x^8 + 9000*x^9 + 750*x^10) + E^((12 + 3*x)/(3 + x))*(14400*x^7 + 38400*x^8 + 42400*x^9 + 24800*x^10 + 8100*x^11 + 1400*x^12 + 100*x^13))*Log[x]^2 + (2880*x^8 + 9120*x^9 + 12320*x^10 + 9200*x^11 + 4100*x^12 + 1090*x^13 + 160*x^14 + 10*x^15 + E^((3*(12 + 3*x))/(3 + x))*(45000*x^2 + 75000*x^3 + 46250*x^4 + 12500*x^5 + 1250*x^6) + E^((2*(12 + 3*x))/(3 + x))*(54000*x^4 + 117000*x^5 + 100500*x^6 + 42750*x^7 + 9000*x^8 + 750*x^9) + E^((12 + 3*x)/(3 + x))*(21600*x^6 + 57600*x^7 + 63600*x^8 + 37200*x^9 + 12150*x^10 + 2100*x^11 + 150*x^12))*Log[x]^4 + (2880*x^7 + 9120*x^8 + 12320*x^9 + 9200*x^10 + 4100*x^11 + 1090*x^12 + 160*x^13 + 10*x^14 + E^((2*(12 + 3*x))/(3 + x))*(18000*x^3 + 39000*x^4 + 33500*x^5 + 14250*x^6 + 3000*x^7 + 250*x^8) + E^((12 + 3*x)/(3 + x))*(14400*x^5 + 38400*x^6 + 42400*x^7 + 24800*x^8 + 8100*x^9 + 1400*x^10 + 100*x^11))*Log[x]^6 + (1440*x^6 + 4560*x^7 + 6160*x^8 + 4600*x^9 + 2050*x^10 + 545*x^11 + 80*x^12 + 5*x^13 + E^((12 + 3*x)/(3 + x))*(3600*x^4 + 9600*x^5 + 10600*x^6 + 6200*x^7 + 2025*x^8 + 350*x^9 + 25*x^10))*Log[x]^8 + (288*x^5 + 912*x^6 + 1232*x^7 + 920*x^8 + 410*x^9 + 109*x^10 + 16*x^11 + x^12)*Log[x]^10),x]","\text{\$Aborted}","\frac{x^2}{\left(e^{-\frac{3}{x+3}-3} x (x+2) \left(x+\log ^2(x)\right)+5\right)^4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1732,1,23,0,0.0256644,"\int \frac{-3-2 x+3 x^2+\log \left(\frac{3}{\log (5)}\right)}{-3 x-x^2+x^3+x \log \left(\frac{3}{\log (5)}\right)} \, dx","Int[(-3 - 2*x + 3*x^2 + Log[3/Log[5]])/(-3*x - x^2 + x^3 + x*Log[3/Log[5]]),x]","\log \left(-x^3+x^2+x \left(3-\log \left(\frac{3}{\log (5)}\right)\right)\right)","\log \left(x \left(-((1-x) x)-3+\log \left(\frac{3}{\log (5)}\right)\right)\right)",1,"Log[x^2 - x^3 + x*(3 - Log[3/Log[5]])]","A",2,2,41,0.04878,1,"{6, 1587}"
1733,1,62,0,0.1552676,"\int \frac{50 x^3+150 x^4-300 x^5+100 x^6+e^{2 x/5} (-50+10 x)+e^{x/5} \left(-25 x+5 x^2-30 x^3-10 x^4\right)}{x^3} \, dx","Int[(50*x^3 + 150*x^4 - 300*x^5 + 100*x^6 + E^((2*x)/5)*(-50 + 10*x) + E^(x/5)*(-25*x + 5*x^2 - 30*x^3 - 10*x^4))/x^3,x]","25 x^4-100 x^3+75 x^2+\frac{25 e^{2 x/5}}{x^2}-50 e^{x/5} x+50 x+100 e^{x/5}+\frac{25 e^{x/5}}{x}","25 \left(x^2-2 x-\frac{e^{x/5}}{x}-\frac{1}{2}\right)^2",1,"100*E^(x/5) + (25*E^((2*x)/5))/x^2 + (25*E^(x/5))/x + 50*x - 50*E^(x/5)*x + 75*x^2 - 100*x^3 + 25*x^4","B",12,7,65,0.1077,1,"{14, 2197, 2199, 2194, 2177, 2178, 2176}"
1734,1,17,0,0.0525335,"\int \frac{36+9 e^{2+e^{2+x}+x}}{-24+e^{e^{2+x}}+4 x} \, dx","Int[(36 + 9*E^(2 + E^(2 + x) + x))/(-24 + E^E^(2 + x) + 4*x),x]","9 \log \left(-4 x-e^{e^{x+2}}+24\right)","9 \log \left(x+\frac{e^{e^{x+2}}}{4}-6\right)",1,"9*Log[24 - E^E^(2 + x) - 4*x]","A",1,1,29,0.03448,1,"{6684}"
1735,0,0,0,0.7319391,"\int \frac{6 e^x \log (5)+6 e^x x \log (5) \log (x)}{x+6 e^x x \log (5) \log (x)} \, dx","Int[(6*E^x*Log[5] + 6*E^x*x*Log[5]*Log[x])/(x + 6*E^x*x*Log[5]*Log[x]),x]","\int \frac{6 e^x \log (5)+6 e^x x \log (5) \log (x)}{x+6 e^x x \log (5) \log (x)} \, dx","\log \left(-6 e^x \log (5) \log (x)-1\right)+4",1,"(6*x*Log[5])/Log[15625] - Defer[Int][(1 + 6*E^x*Log[5]*Log[x])^(-1), x] + 6*Log[5]*Defer[Int][E^x/(x*(1 + 6*E^x*Log[5]*Log[x])), x]","F",0,0,0,0,-1,"{}"
1736,1,159,0,1.8661498,"\int \frac{e^{-2 x} x^2 \left(14 x^4+x^5-2 x^6+\frac{e^{2 x} (2+x)^2 \left(3174 x^2+1955 x^3+194 x^4+5 x^5\right)}{x^2}+\frac{e^x (2+x) \left(460 x^3+116 x^4-40 x^5-2 x^6\right)}{x}\right)}{(2+x)^3} \, dx","Int[(x^2*(14*x^4 + x^5 - 2*x^6 + (E^(2*x)*(2 + x)^2*(3174*x^2 + 1955*x^3 + 194*x^4 + 5*x^5))/x^2 + (E^x*(2 + x)*(460*x^3 + 116*x^4 - 40*x^5 - 2*x^6))/x))/(E^(2*x)*(2 + x)^3),x]","e^{-2 x} x^5+2 e^{-x} x^5+x^5-4 e^{-2 x} x^4+42 e^{-x} x^4+46 x^4+12 e^{-2 x} x^3-84 e^{-x} x^3+529 x^3-32 e^{-2 x} x^2+168 e^{-x} x^2+80 e^{-2 x} x-336 e^{-x} x-192 e^{-2 x}+672 e^{-x}+\frac{448 e^{-2 x}}{x+2}-\frac{1344 e^{-x}}{x+2}-\frac{128 e^{-2 x}}{(x+2)^2}","x^3 \left(-\frac{e^{-x} x^2}{x+2}-x-23\right)^2",1,"-192/E^(2*x) + 672/E^x + (80*x)/E^(2*x) - (336*x)/E^x - (32*x^2)/E^(2*x) + (168*x^2)/E^x + 529*x^3 + (12*x^3)/E^(2*x) - (84*x^3)/E^x + 46*x^4 - (4*x^4)/E^(2*x) + (42*x^4)/E^x + x^5 + x^5/E^(2*x) + (2*x^5)/E^x - 128/(E^(2*x)*(2 + x)^2) + 448/(E^(2*x)*(2 + x)) - 1344/(E^x*(2 + x))","B",60,7,94,0.07447,1,"{6688, 14, 2199, 2194, 2176, 2177, 2178}"
1737,1,12,0,0.002877,"\int \frac{3}{-1+3 e^2} \, dx","Int[3/(-1 + 3*E^2),x]","-\frac{3 x}{1-3 e^2}","\frac{x}{e^2-\frac{1}{3}}",1,"(-3*x)/(1 - 3*E^2)","A",1,1,11,0.09091,1,"{8}"
1738,1,36,0,0.3100551,"\int \frac{e^{-2 x} \left(4-12 x+9 x^2-2 x^3+e^{2 x} \left(4-8 x+2 x^2\right)\right)}{4-4 x+x^2} \, dx","Int[(4 - 12*x + 9*x^2 - 2*x^3 + E^(2*x)*(4 - 8*x + 2*x^2))/(E^(2*x)*(4 - 4*x + x^2)),x]","-\frac{1}{2} e^{-2 x} (1-2 x)+\frac{e^{-2 x}}{2}+2 x-\frac{4}{2-x}","-\frac{x^2}{2-x}+e^{-2 x} x+x-2",1,"1/(2*E^(2*x)) - (1 - 2*x)/(2*E^(2*x)) - 4/(2 - x) + 2*x","A",7,5,47,0.1064,1,"{27, 6688, 2176, 2194, 683}"
1739,1,36,0,0.1093846,"\int \frac{1-6 x+2 x^2+\left(-2+2 x^2\right) \log \left(-\frac{x}{-6+6 x}\right)}{-1+x} \, dx","Int[(1 - 6*x + 2*x^2 + (-2 + 2*x^2)*Log[-(x/(-6 + 6*x))])/(-1 + x),x]","x^2-3 x+\log (1-x)-\log (x)+(x+1)^2 \log \left(\frac{x}{6 (1-x)}\right)","(x+2) \left(x \left(\log \left(\frac{x}{6-6 x}\right)+1\right)-5\right)-1",1,"-3*x + x^2 + Log[1 - x] - Log[x] + (1 + x)^2*Log[x/(6*(1 - x))]","A",7,4,35,0.1143,1,"{6742, 698, 2492, 72}"
1740,1,26,0,0.2743808,"\int \frac{e^x (-128+128 x) \log ^2(5)}{\left(x^2+e^x x \log ^2(5)\right) \log ^3\left(\frac{x \log ^2(5)}{9 x+9 e^x \log ^2(5)}\right)} \, dx","Int[(E^x*(-128 + 128*x)*Log[5]^2)/((x^2 + E^x*x*Log[5]^2)*Log[(x*Log[5]^2)/(9*x + 9*E^x*Log[5]^2)]^3),x]","\frac{64}{\log ^2\left(\frac{x \log ^2(5)}{9 \left(x+e^x \log ^2(5)\right)}\right)}","\frac{64}{\log ^2\left(\frac{x}{9 \left(e^x+\frac{x}{\log ^2(5)}\right)}\right)}",1,"64/Log[(x*Log[5]^2)/(9*(x + E^x*Log[5]^2))]^2","A",2,2,52,0.03846,1,"{12, 6686}"
1741,1,31,0,1.0278206,"\int \frac{-x^2+\log (x) \left(8+x^2-4 \log \left(\frac{x^2}{\log ^2(5)}\right)\right)-4 \log \left(\frac{x^2}{\log ^2(5)}\right)}{e^5 x^2 \log ^2(x)} \, dx","Int[(-x^2 + Log[x]*(8 + x^2 - 4*Log[x^2/Log[5]^2]) - 4*Log[x^2/Log[5]^2])/(E^5*x^2*Log[x]^2),x]","\frac{4 \log \left(\frac{x^2}{\log ^2(5)}\right)}{e^5 x \log (x)}+\frac{x}{e^5 \log (x)}","\frac{x^2+4 \log \left(\frac{x^2}{\log ^2(5)}\right)}{e^5 x \log (x)}",1,"x/(E^5*Log[x]) + (4*Log[x^2/Log[5]^2])/(E^5*x*Log[x])","A",25,11,47,0.2340,1,"{12, 6742, 6688, 2297, 2298, 2353, 2309, 2178, 2306, 2366, 6482}"
1742,1,20,0,0.0301241,"\int \frac{1}{6} e^{-1+\frac{1}{16} \left(-5 x+x^2\right)} (-5+2 x) \, dx","Int[(E^(-1 + (-5*x + x^2)/16)*(-5 + 2*x))/6,x]","\frac{8}{3} e^{\frac{x^2}{16}-\frac{5 x}{16}-1}","\frac{8}{3} e^{\frac{1}{16} (x-5) x-1}",1,"(8*E^(-1 - (5*x)/16 + x^2/16))/3","A",3,3,24,0.1250,1,"{12, 2244, 2236}"
1743,1,41,0,0.0382338,"\int e^{x+\log ^2(5)} (-28-10 x+(6+6 x) \log (4)) \, dx","Int[E^(x + Log[5]^2)*(-28 - 10*x + (6 + 6*x)*Log[4]),x]","2 (5-\log (64)) e^{x+\log ^2(5)}-2 e^{x+\log ^2(5)} (x (5-\log (64))+14-3 \log (4))","2 x e^{x+\log ^2(5)} \left(3 \left(\log (4)-\frac{3}{x}\right)-5\right)+1",1,"-2*E^(x + Log[5]^2)*(14 - 3*Log[4] + x*(5 - Log[64])) + 2*E^(x + Log[5]^2)*(5 - Log[64])","A",3,3,22,0.1364,1,"{2187, 2176, 2194}"
1744,1,25,0,0.0532294,"\int \frac{1}{7} e^{\frac{1}{4} \left(-25+4 x+20 x^2-4 x^4\right)} \left(1+10 x-4 x^3\right) \, dx","Int[(E^((-25 + 4*x + 20*x^2 - 4*x^4)/4)*(1 + 10*x - 4*x^3))/7,x]","\frac{1}{7} e^{\frac{1}{4} \left(-4 x^4+20 x^2+4 x-25\right)}","\frac{1}{7} e^{x-\left(\frac{5}{2}-x^2\right)^2}",1,"E^((-25 + 4*x + 20*x^2 - 4*x^4)/4)/7","A",2,2,35,0.05714,1,"{12, 6706}"
1745,1,38,0,0.016561,"\int \frac{-3+2 x \log \left(4 \log ^2(5)\right)}{2 x \log \left(4 \log ^2(5)\right)} \, dx","Int[(-3 + 2*x*Log[4*Log[5]^2])/(2*x*Log[4*Log[5]^2]),x]","\frac{x (\log (16)+4 \log (\log (5)))}{2 \log \left(4 \log ^2(5)\right)}-\frac{3 \log (x)}{2 \log \left(4 \log ^2(5)\right)}","x-\frac{3 \log (x)}{2 \log \left(4 \log ^2(5)\right)}",1,"(-3*Log[x])/(2*Log[4*Log[5]^2]) + (x*(Log[16] + 4*Log[Log[5]]))/(2*Log[4*Log[5]^2])","B",3,2,28,0.07143,1,"{12, 43}"
1746,1,23,0,0.0064398,"\int \frac{1}{25} \left(175-80 x-24 x^2+50 \log (x)\right) \, dx","Int[(175 - 80*x - 24*x^2 + 50*Log[x])/25,x]","-\frac{8 x^3}{25}-\frac{8 x^2}{5}+5 x+2 x \log (x)","x \left(2 \left(-\frac{1}{25} (-2 x-5)^2+\log (x)+4\right)-1\right)",1,"5*x - (8*x^2)/5 - (8*x^3)/25 + 2*x*Log[x]","A",3,2,18,0.1111,1,"{12, 2295}"
1747,1,19,0,0.0142599,"\int \frac{2 e^2+e^{16} \left(-x^2+e^5 x^2\right)}{e^{16} x^2} \, dx","Int[(2*E^2 + E^16*(-x^2 + E^5*x^2))/(E^16*x^2),x]","-\left(\left(1-e^5\right) x\right)-\frac{2}{e^{14} x}","e^5 x-x-\frac{2}{e^{14} x}",1,"-2/(E^14*x) - (1 - E^5)*x","A",3,2,30,0.06667,1,"{12, 14}"
1748,1,2,0,0.0002382,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
1749,1,15,0,0.1650476,"\int \frac{-16-5 x \log (x) \log ^2(\log (x))}{32 x \log (x) \log ^2(\log (x))} \, dx","Int[(-16 - 5*x*Log[x]*Log[Log[x]]^2)/(32*x*Log[x]*Log[Log[x]]^2),x]","\frac{1}{2 \log (\log (x))}-\frac{5 x}{32}","\frac{1}{32} \left(\frac{16}{\log (\log (x))}-5 x\right)",1,"(-5*x)/32 + 1/(2*Log[Log[x]])","A",6,4,28,0.1429,1,"{12, 6688, 2302, 30}"
1750,1,43,0,0.146001,"\int \frac{-2880 x^2+1008 x^3-252 x^4+261 x^5-90 x^6+9 x^7+\left(-320+240 x-64 x^2+48 x^3\right) \log (5)}{-2880 x^2+2160 x^3-1116 x^4+477 x^5-108 x^6+9 x^7} \, dx","Int[(-2880*x^2 + 1008*x^3 - 252*x^4 + 261*x^5 - 90*x^6 + 9*x^7 + (-320 + 240*x - 64*x^2 + 48*x^3)*Log[5])/(-2880*x^2 + 2160*x^3 - 1116*x^4 + 477*x^5 - 108*x^6 + 9*x^7),x]","\log \left(x^2+5\right)+x-\frac{\log (5)}{9 (4-x)}-\frac{4 \log (5)}{9 (4-x)^2}-\frac{\log (5)}{9 x}","\log \left(x^2+5\right)+x-\frac{16 \log (5)}{9 (4-x)^2 x}",1,"x - (4*Log[5])/(9*(4 - x)^2) - Log[5]/(9*(4 - x)) - Log[5]/(9*x) + Log[5 + x^2]","A",3,2,83,0.02410,1,"{2074, 260}"
1751,-1,0,0,180.0022711,"\int \frac{-x^9-2 x^{10}+e^{\frac{2 \left(625-x^9\right)}{x^8}} \left(10000+4 e^4 x^8+2 x^9\right)+e^{\frac{625-x^9}{x^8}} \left(-10000 x+2 x^9-8 e^4 x^9-2 x^{10}\right)+e^4 \left(4 x^9+4 x^{10}\right)+\left(e^{\frac{2 \left(625-x^9\right)}{x^8}} x^8+x^9-2 e^{\frac{625-x^9}{x^8}} x^9+x^{10}\right) \log \left(e^{\frac{2 \left(625-x^9\right)}{x^8}}+x-2 e^{\frac{625-x^9}{x^8}} x+x^2\right)}{16 e^{8+\frac{2 \left(625-x^9\right)}{x^8}} x^8-32 e^{8+\frac{625-x^9}{x^8}} x^9+e^8 \left(16 x^9+16 x^{10}\right)+\left(8 e^{4+\frac{2 \left(625-x^9\right)}{x^8}} x^8-16 e^{4+\frac{625-x^9}{x^8}} x^9+e^4 \left(8 x^9+8 x^{10}\right)\right) \log \left(e^{\frac{2 \left(625-x^9\right)}{x^8}}+x-2 e^{\frac{625-x^9}{x^8}} x+x^2\right)+\left(e^{\frac{2 \left(625-x^9\right)}{x^8}} x^8+x^9-2 e^{\frac{625-x^9}{x^8}} x^9+x^{10}\right) \log ^2\left(e^{\frac{2 \left(625-x^9\right)}{x^8}}+x-2 e^{\frac{625-x^9}{x^8}} x+x^2\right)} \, dx","Int[(-x^9 - 2*x^10 + E^((2*(625 - x^9))/x^8)*(10000 + 4*E^4*x^8 + 2*x^9) + E^((625 - x^9)/x^8)*(-10000*x + 2*x^9 - 8*E^4*x^9 - 2*x^10) + E^4*(4*x^9 + 4*x^10) + (E^((2*(625 - x^9))/x^8)*x^8 + x^9 - 2*E^((625 - x^9)/x^8)*x^9 + x^10)*Log[E^((2*(625 - x^9))/x^8) + x - 2*E^((625 - x^9)/x^8)*x + x^2])/(16*E^(8 + (2*(625 - x^9))/x^8)*x^8 - 32*E^(8 + (625 - x^9)/x^8)*x^9 + E^8*(16*x^9 + 16*x^10) + (8*E^(4 + (2*(625 - x^9))/x^8)*x^8 - 16*E^(4 + (625 - x^9)/x^8)*x^9 + E^4*(8*x^9 + 8*x^10))*Log[E^((2*(625 - x^9))/x^8) + x - 2*E^((625 - x^9)/x^8)*x + x^2] + (E^((2*(625 - x^9))/x^8)*x^8 + x^9 - 2*E^((625 - x^9)/x^8)*x^9 + x^10)*Log[E^((2*(625 - x^9))/x^8) + x - 2*E^((625 - x^9)/x^8)*x + x^2]^2),x]","\text{\$Aborted}","\frac{x}{\log \left(\left(e^{\frac{625}{x^8}-x}-x\right)^2+x\right)+4 e^4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1752,0,0,0,0.619762,"\int \frac{-4+18 x^2+x^2 \log \left(x^2\right)}{4 x+16 x^2+16 x^3+8 x^2 \log (4)+x^3 \log \left(x^2\right)} \, dx","Int[(-4 + 18*x^2 + x^2*Log[x^2])/(4*x + 16*x^2 + 16*x^3 + 8*x^2*Log[4] + x^3*Log[x^2]),x]","\int \frac{-4+18 x^2+x^2 \log \left(x^2\right)}{4 x+16 x^2+16 x^3+8 x^2 \log (4)+x^3 \log \left(x^2\right)} \, dx","\log \left(\frac{1}{8} x \log \left(x^2\right)+2 x+\frac{1}{2 x}+2+\log (4)\right)",1,"Log[x] + 8*Defer[Int][1/(x*(-4 - 16*x^2 - 16*x*(1 + Log[2]) - x^2*Log[x^2])), x] - 8*(2 + Log[4])*Defer[Int][(4 + 16*x^2 + 16*x*(1 + Log[2]) + x^2*Log[x^2])^(-1), x] + 2*Defer[Int][x/(4 + 16*x^2 + 16*x*(1 + Log[2]) + x^2*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
1753,1,24,0,0.0668623,"\int \frac{2 x^2+e^4 \left(5+5 x-x^2\right)}{-2 x^2+e^4 \left(-5 x+x^2\right)} \, dx","Int[(2*x^2 + E^4*(5 + 5*x - x^2))/(-2*x^2 + E^4*(-5*x + x^2)),x]","-x-\log (x)+\log \left(\left(2-e^4\right) x+5 e^4\right)","\log \left(3 e^{-x} \left(\frac{1}{e^4}-\frac{x-5}{2 x}\right)\right)-\log ^2(4)",1,"-x - Log[x] + Log[5*E^4 + (2 - E^4)*x]","A",4,3,40,0.07500,1,"{1984, 1593, 893}"
1754,1,44,0,0.578891,"\int \frac{2 e^{-11+x-x^2}+e^{-11+x-x^2} \left(2 x-3 x^2-2 x^3\right) \log \left(\frac{x}{4+2 x}\right)}{e^2 \left(2 x+x^2\right)} \, dx","Int[(2*E^(-11 + x - x^2) + E^(-11 + x - x^2)*(2*x - 3*x^2 - 2*x^3)*Log[x/(4 + 2*x)])/(E^2*(2*x + x^2)),x]","\frac{e^{-x^2+x-13} \left(-2 x^2-3 x+2\right) \log \left(\frac{x}{2 (x+2)}\right)}{(1-2 x) (x+2)}","e^{-x^2+x-13} \log \left(\frac{x}{2 x+4}\right)",1,"(E^(-13 + x - x^2)*(2 - 3*x - 2*x^2)*Log[x/(2*(2 + x))])/((1 - 2*x)*(2 + x))","B",4,4,61,0.06557,1,"{12, 1593, 6688, 2288}"
1755,1,19,0,0.0396463,"\int \frac{-2+e^x (-1+x)+3 x^2+2 x^3}{x^2} \, dx","Int[(-2 + E^x*(-1 + x) + 3*x^2 + 2*x^3)/x^2,x]","x^2+3 x+\frac{e^x}{x}+\frac{2}{x}","-\frac{-e^x-2}{x}+x+x (x+2)+9",1,"2/x + E^x/x + 3*x + x^2","A",5,2,23,0.08696,1,"{14, 2197}"
1756,1,9,0,0.001032,"\int \frac{1}{5} (2+2 x) \, dx","Int[(2 + 2*x)/5,x]","\frac{1}{5} (x+1)^2","x+\frac{1}{5} \left(-((5-x) x)+2 x-e^5+5\right)",1,"(1 + x)^2/5","A",1,1,9,0.1111,1,"{9}"
1757,1,32,0,0.0143147,"\int \frac{-2 e^4+4 x^2-8000 x^3+4800 x^5-960 x^7+64 x^9}{x^2} \, dx","Int[(-2*E^4 + 4*x^2 - 8000*x^3 + 4800*x^5 - 960*x^7 + 64*x^9)/x^2,x]","8 x^8-160 x^6+1200 x^4-4000 x^2+4 x+\frac{2 e^4}{x}","4 \left(2 \left(5-x^2\right)^4+x+\frac{e^4}{2 x}+7\right)",1,"(2*E^4)/x + 4*x - 4000*x^2 + 1200*x^4 - 160*x^6 + 8*x^8","A",2,1,35,0.02857,1,"{14}"
1758,1,22,0,0.1002038,"\int \frac{1}{3} e^{\frac{6-x}{3}} \left(-3 e^{-7+\frac{1}{3} (-6+x)+x}+e^{e^x} \left(-5+15 e^x\right)\right) \, dx","Int[(E^((6 - x)/3)*(-3*E^(-7 + (-6 + x)/3 + x) + E^E^x*(-5 + 15*E^x)))/3,x]","5 e^{-\frac{x}{3}+e^x+2}-e^{x-7}","5 e^{-\frac{x}{3}+e^x+2}-e^{x-7}",1,"5*E^(2 + E^x - x/3) - E^(-7 + x)","A",5,4,43,0.09302,1,"{12, 2282, 14, 2288}"
1759,1,10,0,0.0037357,"\int -\frac{32 e^{-3+e}}{x^2} \, dx","Int[(-32*E^(-3 + E))/x^2,x]","\frac{32 e^{e-3}}{x}","\frac{32 e^{e-3}}{x}",1,"(32*E^(-3 + E))/x","A",2,2,10,0.2000,1,"{12, 30}"
1760,1,16,0,0.2828546,"\int \frac{-36+24 x-4 x^2+\left(36-48 x+12 x^2\right) \log (x)}{5 \log ^2(x)} \, dx","Int[(-36 + 24*x - 4*x^2 + (36 - 48*x + 12*x^2)*Log[x])/(5*Log[x]^2),x]","\frac{4 (3-x)^2 x}{5 \log (x)}","\frac{(6-2 x)^2 x}{5 \log (x)}-3",1,"(4*(3 - x)^2*x)/(5*Log[x])","A",25,9,31,0.2903,1,"{12, 6688, 6742, 2320, 2330, 2298, 2309, 2178, 2356}"
1761,0,0,0,3.4367693,"\int \frac{4+x-16 x^5-8 x^6-x^7+\left(1-8 x^5-2 x^6\right) \log (3)-x^5 \log ^2(3)+(-16-5 x-4 \log (3)) \log (x)}{-16 x^6-8 x^7-x^8+\left(-8 x^6-2 x^7\right) \log (3)-x^6 \log ^2(3)+\left(4 x+x^2+x \log (3)\right) \log (x)} \, dx","Int[(4 + x - 16*x^5 - 8*x^6 - x^7 + (1 - 8*x^5 - 2*x^6)*Log[3] - x^5*Log[3]^2 + (-16 - 5*x - 4*Log[3])*Log[x])/(-16*x^6 - 8*x^7 - x^8 + (-8*x^6 - 2*x^7)*Log[3] - x^6*Log[3]^2 + (4*x + x^2 + x*Log[3])*Log[x]),x]","\int \frac{4+x-16 x^5-8 x^6-x^7+\left(1-8 x^5-2 x^6\right) \log (3)-x^5 \log ^2(3)+(-16-5 x-4 \log (3)) \log (x)}{-16 x^6-8 x^7-x^8+\left(-8 x^6-2 x^7\right) \log (3)-x^6 \log ^2(3)+\left(4 x+x^2+x \log (3)\right) \log (x)} \, dx","\log \left(x-\frac{\log (x)}{x^4 (x+4+\log (3))}\right)+2",1,"-(((16 + Log[81])*Log[x])/(4 + Log[3])) - Log[4 + x + Log[3]] + 5*(4 + Log[3])*Defer[Int][x^4/(x^5*(4 + x + Log[3]) - Log[x]), x] + 6*Defer[Int][x^5/(x^5*(4 + x + Log[3]) - Log[x]), x] + Log[3]^4*Log[243]*(16 + Log[3] + (32*Log[6561])/Log[3]^3 - (1 + 480*Log[3]^4 + 80*Log[3]^5 + 5*Log[3]^6 + 32*Log[3]^3*(40 - Log[14348907]))/(Log[3]^4*Log[243]))*Defer[Int][(x^6*(4 + x + Log[3]) - x*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
1762,0,0,0,0.2843768,"\int \frac{(-3+\log (4)) \log (25)+e^{e^x-x} \left((-1-x) \log (25)+e^x x \log (25)\right)}{5 x^2} \, dx","Int[((-3 + Log[4])*Log[25] + E^(E^x - x)*((-1 - x)*Log[25] + E^x*x*Log[25]))/(5*x^2),x]","\int \frac{(-3+\log (4)) \log (25)+e^{e^x-x} \left((-1-x) \log (25)+e^x x \log (25)\right)}{5 x^2} \, dx","\frac{\log (25) \left(x+e^{e^x-x}+3-\log (4)\right)}{5 x}",1,"((3 - Log[4])*Log[25])/(5*x) - (Log[25]*Defer[Int][E^(E^x - x)/x^2, x])/5 + (Log[25]*Defer[Int][E^E^x/x, x])/5 - (Log[25]*Defer[Int][E^(E^x - x)/x, x])/5","F",0,0,0,0,-1,"{}"
1763,0,0,0,18.9978955,"\int \frac{\left(-2 x^2-8 e^x x^2\right) \log ^2(x)+\left(\left(-2 x^2+8 e^x x^3\right) \log (x)+\left(-2 x^2+8 e^x x^3\right) \log ^2(x)\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)+\left(\left(2 x+8 e^x x\right) \log ^2(x)+\left(\left(4 x-16 e^x x^2\right) \log (x)+\left(2 x-8 e^x x^2\right) \log ^2(x)\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right) \log \left(\log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right)+\left(-2+8 e^x x\right) \log (x) \log \left(e^{-x} \left(-2+8 e^x x\right)\right) \log ^2\left(\log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right)}{\left(-x+4 e^x x^2\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)} \, dx","Int[((-2*x^2 - 8*E^x*x^2)*Log[x]^2 + ((-2*x^2 + 8*E^x*x^3)*Log[x] + (-2*x^2 + 8*E^x*x^3)*Log[x]^2)*Log[(-2 + 8*E^x*x)/E^x] + ((2*x + 8*E^x*x)*Log[x]^2 + ((4*x - 16*E^x*x^2)*Log[x] + (2*x - 8*E^x*x^2)*Log[x]^2)*Log[(-2 + 8*E^x*x)/E^x])*Log[Log[(-2 + 8*E^x*x)/E^x]] + (-2 + 8*E^x*x)*Log[x]*Log[(-2 + 8*E^x*x)/E^x]*Log[Log[(-2 + 8*E^x*x)/E^x]]^2)/((-x + 4*E^x*x^2)*Log[(-2 + 8*E^x*x)/E^x]),x]","\int \frac{\left(-2 x^2-8 e^x x^2\right) \log ^2(x)+\left(\left(-2 x^2+8 e^x x^3\right) \log (x)+\left(-2 x^2+8 e^x x^3\right) \log ^2(x)\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)+\left(\left(2 x+8 e^x x\right) \log ^2(x)+\left(\left(4 x-16 e^x x^2\right) \log (x)+\left(2 x-8 e^x x^2\right) \log ^2(x)\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right) \log \left(\log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right)+\left(-2+8 e^x x\right) \log (x) \log \left(e^{-x} \left(-2+8 e^x x\right)\right) \log ^2\left(\log \left(e^{-x} \left(-2+8 e^x x\right)\right)\right)}{\left(-x+4 e^x x^2\right) \log \left(e^{-x} \left(-2+8 e^x x\right)\right)} \, dx","\log ^2(x) \left(x-\log \left(\log \left(2 \left(4 x-e^{-x}\right)\right)\right)\right)^2",1,"-(x^2*Log[x]) + x^2*Log[x]*(1 + Log[x]) - 2*Defer[Int][Log[x]^2/Log[-2/E^x + 8*x], x] - 2*Defer[Int][Log[x]^2/((-1 + 4*E^x*x)*Log[-2/E^x + 8*x]), x] - 2*Defer[Int][(x*Log[x]^2)/((-1 + 4*E^x*x)*Log[-2/E^x + 8*x]), x] - 4*Defer[Int][Log[x]*Log[Log[-2/E^x + 8*x]], x] - 2*Defer[Int][Log[x]^2*Log[Log[-2/E^x + 8*x]], x] + 2*Defer[Int][(Log[x]^2*Log[Log[-2/E^x + 8*x]])/(x*Log[-2/E^x + 8*x]), x] + 2*Defer[Int][(Log[x]^2*Log[Log[-2/E^x + 8*x]])/((-1 + 4*E^x*x)*Log[-2/E^x + 8*x]), x] + 2*Defer[Int][(Log[x]^2*Log[Log[-2/E^x + 8*x]])/(x*(-1 + 4*E^x*x)*Log[-2/E^x + 8*x]), x] + 2*Defer[Int][(Log[x]*Log[Log[-2/E^x + 8*x]]^2)/x, x]","F",0,0,0,0,-1,"{}"
1764,0,0,0,1.4879392,"\int \frac{4096-5632 x-1024 x^2+256 x^3-512 x^4+256 x^5+e^{2 x^2} \left(-4+x^3\right)+e^{x^2} \left(-192-128 x-320 x^2-32 x^3+32 x^4\right)}{256 x^3+e^{2 x^2} x^3-512 x^4+256 x^5+e^{x^2} \left(-32 x^3+32 x^4\right)} \, dx","Int[(4096 - 5632*x - 1024*x^2 + 256*x^3 - 512*x^4 + 256*x^5 + E^(2*x^2)*(-4 + x^3) + E^x^2*(-192 - 128*x - 320*x^2 - 32*x^3 + 32*x^4))/(256*x^3 + E^(2*x^2)*x^3 - 512*x^4 + 256*x^5 + E^x^2*(-32*x^3 + 32*x^4)),x]","\int \frac{4096-5632 x-1024 x^2+256 x^3-512 x^4+256 x^5+e^{2 x^2} \left(-4+x^3\right)+e^{x^2} \left(-192-128 x-320 x^2-32 x^3+32 x^4\right)}{256 x^3+e^{2 x^2} x^3-512 x^4+256 x^5+e^{x^2} \left(-32 x^3+32 x^4\right)} \, dx","\frac{\frac{10}{\frac{e^{x^2}}{16}+x-1}+2}{x^2}+x",1,"2/x^2 + x + 5120*Defer[Int][(-16 + E^x^2 + 16*x)^(-2), x] - 2560*Defer[Int][1/(x^2*(-16 + E^x^2 + 16*x)^2), x] - 5120*Defer[Int][1/(x*(-16 + E^x^2 + 16*x)^2), x] - 320*Defer[Int][1/(x^3*(-16 + E^x^2 + 16*x)), x] - 320*Defer[Int][1/(x*(-16 + E^x^2 + 16*x)), x]","F",0,0,0,0,-1,"{}"
1765,0,0,0,2.7561293,"\int \frac{e^{1-x+x^2} (1536-1024 x)+e^x \left(-512+448 x+32 x^2\right)}{256 e^{2-4 x+2 x^2}+256 x^2+32 x^3+x^4+e^{1-2 x+x^2} \left(512 x+32 x^2\right)} \, dx","Int[(E^(1 - x + x^2)*(1536 - 1024*x) + E^x*(-512 + 448*x + 32*x^2))/(256*E^(2 - 4*x + 2*x^2) + 256*x^2 + 32*x^3 + x^4 + E^(1 - 2*x + x^2)*(512*x + 32*x^2)),x]","\int \frac{e^{1-x+x^2} (1536-1024 x)+e^x \left(-512+448 x+32 x^2\right)}{256 e^{2-4 x+2 x^2}+256 x^2+32 x^3+x^4+e^{1-2 x+x^2} \left(512 x+32 x^2\right)} \, dx","\frac{2 e^x}{\frac{x^2}{16}+x+e^{(1-x)^2}}",1,"-512*Defer[Int][E^(5*x)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2)^2, x] - 1088*Defer[Int][(E^(5*x)*x)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2)^2, x] + 960*Defer[Int][(E^(5*x)*x^2)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2)^2, x] + 64*Defer[Int][(E^(5*x)*x^3)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2)^2, x] + 96*Defer[Int][E^(3*x)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2), x] - 64*Defer[Int][(E^(3*x)*x)/(16*E^(1 + x^2) + 16*E^(2*x)*x + E^(2*x)*x^2), x]","F",0,0,0,0,-1,"{}"
1766,1,44,0,0.5254736,"\int \frac{7 e^5+e^{e^3} (-1+x)+e^{e^3} (3-x) \log (-3+x)}{(-21+7 x) \log ^2(-3+x)} \, dx","Int[(7*E^5 + E^E^3*(-1 + x) + E^E^3*(3 - x)*Log[-3 + x])/((-21 + 7*x)*Log[-3 + x]^2),x]","\frac{e^{e^3} (3-x)}{7 \log (x-3)}-\frac{7 e^5+2 e^{e^3}}{7 \log (x-3)}","\frac{-\frac{1}{7} e^{e^3} (x-1)-e^5}{\log (x-3)}",1,"-1/7*(7*E^5 + 2*E^E^3)/Log[-3 + x] + (E^E^3*(3 - x))/(7*Log[-3 + x])","A",11,8,44,0.1818,1,"{6742, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
1767,1,10,0,0.0340587,"\int \frac{e^{x^2} \left(1-2 x^2\right)}{x^2} \, dx","Int[(E^x^2*(1 - 2*x^2))/x^2,x]","-\frac{e^{x^2}}{x}","-\frac{e^{x^2}}{x}+\frac{37}{3}-\log (3)",1,"-(E^x^2/x)","A",1,1,16,0.06250,1,"{2288}"
1768,0,0,0,57.4496453,"\int \frac{(-128+320 x) \log ^2(9)+e^{x^2} \left(-20 x \log (9)+\left(64 x^3-160 x^4\right) \log ^2(9)\right)+e^{x^2} \left(-8+20 x+16 x^2-40 x^3\right) \log (9) \log (2-5 x)}{(-512+1280 x) \log ^2(9)+e^{x^2} \left(-256 x+640 x^2\right) \log ^2(9)+e^{2 x^2} \left(-32 x^2+80 x^3\right) \log ^2(9)+\left(e^{x^2} (-64+160 x) \log (9)+e^{2 x^2} \left(-16 x+40 x^2\right) \log (9)\right) \log (2-5 x)+e^{2 x^2} (-2+5 x) \log ^2(2-5 x)} \, dx","Int[((-128 + 320*x)*Log[9]^2 + E^x^2*(-20*x*Log[9] + (64*x^3 - 160*x^4)*Log[9]^2) + E^x^2*(-8 + 20*x + 16*x^2 - 40*x^3)*Log[9]*Log[2 - 5*x])/((-512 + 1280*x)*Log[9]^2 + E^x^2*(-256*x + 640*x^2)*Log[9]^2 + E^(2*x^2)*(-32*x^2 + 80*x^3)*Log[9]^2 + (E^x^2*(-64 + 160*x)*Log[9] + E^(2*x^2)*(-16*x + 40*x^2)*Log[9])*Log[2 - 5*x] + E^(2*x^2)*(-2 + 5*x)*Log[2 - 5*x]^2),x]","\int \frac{(-128+320 x) \log ^2(9)+e^{x^2} \left(-20 x \log (9)+\left(64 x^3-160 x^4\right) \log ^2(9)\right)+e^{x^2} \left(-8+20 x+16 x^2-40 x^3\right) \log (9) \log (2-5 x)}{(-512+1280 x) \log ^2(9)+e^{x^2} \left(-256 x+640 x^2\right) \log ^2(9)+e^{2 x^2} \left(-32 x^2+80 x^3\right) \log ^2(9)+\left(e^{x^2} (-64+160 x) \log (9)+e^{2 x^2} \left(-16 x+40 x^2\right) \log (9)\right) \log (2-5 x)+e^{2 x^2} (-2+5 x) \log ^2(2-5 x)} \, dx","\frac{x}{e^{x^2} \left(x+\frac{\log (2-5 x)}{4 \log (9)}\right)+4}",1,"(64*(5 - 8*Log[9])*Log[9]^2*Defer[Int][1/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x])/5 + (512*Log[9]^3*Defer[Int][1/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x])/5 + 256*Log[9]^3*Defer[Int][x/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x] + 512*Log[9]^3*Defer[Int][x^3/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x] + (128*(5 - 8*Log[9])*Log[9]^2*Defer[Int][1/((-2 + 5*x)*(4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x])/5 + (1024*Log[9]^3*Defer[Int][1/((-2 + 5*x)*(4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x])/5 + 128*Log[9]^2*Defer[Int][(x^2*Log[2 - 5*x])/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])^2), x] - 4*Log[9]*Defer[Int][1/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])), x] - 32*Log[9]^2*Defer[Int][x^3/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])), x] - 8*Log[9]*Defer[Int][1/((-2 + 5*x)*(4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])), x] + 4*Log[9]*Defer[Int][Log[2 - 5*x]/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])), x] - 8*Log[9]*Defer[Int][(x^2*Log[2 - 5*x])/((4*x*Log[9] + Log[2 - 5*x])*(16*Log[9] + 4*E^x^2*x*Log[9] + E^x^2*Log[2 - 5*x])), x]","F",0,0,0,0,-1,"{}"
1769,1,32,0,0.9070839,"\int \frac{-16-56 x+55 x^2+146 x^3-28 x^4+x^5+e^3 \left(8 x^2+9 x^3\right)+\left(8 x^2+9 x^3\right) \log (x)}{112 x+488 x^2+439 x^3-199 x^4+25 x^5-x^6+e^3 \left(16 x+72 x^2+73 x^3-18 x^4+x^5\right)+\left(16 x+72 x^2+73 x^3-18 x^4+x^5\right) \log (x)} \, dx","Int[(-16 - 56*x + 55*x^2 + 146*x^3 - 28*x^4 + x^5 + E^3*(8*x^2 + 9*x^3) + (8*x^2 + 9*x^3)*Log[x])/(112*x + 488*x^2 + 439*x^3 - 199*x^4 + 25*x^5 - x^6 + E^3*(16*x + 72*x^2 + 73*x^3 - 18*x^4 + x^5) + (16*x + 72*x^2 + 73*x^3 - 18*x^4 + x^5)*Log[x]),x]","\frac{9 x+4}{-x^2+9 x+4}-\log \left(-x+\log (x)+e^3+7\right)","\frac{x}{-x+\frac{4}{x}+9}-\log \left(x-\log (x)-e^3-7\right)",1,"(4 + 9*x)/(4 + 9*x - x^2) - Log[7 + E^3 - x + Log[x]]","A",5,4,135,0.02963,1,"{6688, 6742, 775, 6684}"
1770,0,0,0,9.4387547,"\int \frac{-2 e^{2 e^x}+8 x^2+2 x^3+e^{e^x} \left(-25-16 x-3 x^2+e^x \left(25 x+10 x^2+x^3\right)\right)}{2 e^{2 e^x} x-25 x^2-8 x^3-x^4+e^{e^x} \left(25 x+6 x^2+x^3\right)} \, dx","Int[(-2*E^(2*E^x) + 8*x^2 + 2*x^3 + E^E^x*(-25 - 16*x - 3*x^2 + E^x*(25*x + 10*x^2 + x^3)))/(2*E^(2*E^x)*x - 25*x^2 - 8*x^3 - x^4 + E^E^x*(25*x + 6*x^2 + x^3)),x]","\int \frac{-2 e^{2 e^x}+8 x^2+2 x^3+e^{e^x} \left(-25-16 x-3 x^2+e^x \left(25 x+10 x^2+x^3\right)\right)}{2 e^{2 e^x} x-25 x^2-8 x^3-x^4+e^{e^x} \left(25 x+6 x^2+x^3\right)} \, dx","6-\log \left(x \left(\frac{(x+5)^2}{x-e^{e^x}}-2\right)\right)",1,"2*Defer[Int][(E^E^x - x)^(-1), x] + Defer[Int][E^(E^x + x)/(E^E^x - x), x] - Defer[Int][E^E^x/((E^E^x - x)*x), x] - (2*Defer[Int][E^(2*E^x)/((E^E^x - x)*x), x])/25 + 10*Defer[Int][1/((E^E^x - x)*(5 + x)^2), x] + 4*Defer[Int][E^E^x/((E^E^x - x)*(5 + x)^2), x] + (2*Defer[Int][E^(2*E^x)/((E^E^x - x)*(5 + x)^2), x])/5 - 12*Defer[Int][1/((E^E^x - x)*(5 + x)), x] - 2*Defer[Int][E^E^x/((E^E^x - x)*(5 + x)), x] + (2*Defer[Int][E^(2*E^x)/((E^E^x - x)*(5 + x)), x])/25 - 4*Defer[Int][(25 + 2*E^E^x + 8*x + x^2)^(-1), x] - 2*Defer[Int][E^(E^x + x)/(25 + 2*E^E^x + 8*x + x^2), x] + 2*Defer[Int][E^E^x/(x*(25 + 2*E^E^x + 8*x + x^2)), x] + (4*Defer[Int][E^(2*E^x)/(x*(25 + 2*E^E^x + 8*x + x^2)), x])/25 - 20*Defer[Int][1/((5 + x)^2*(25 + 2*E^E^x + 8*x + x^2)), x] - 8*Defer[Int][E^E^x/((5 + x)^2*(25 + 2*E^E^x + 8*x + x^2)), x] - (4*Defer[Int][E^(2*E^x)/((5 + x)^2*(25 + 2*E^E^x + 8*x + x^2)), x])/5 + 24*Defer[Int][1/((5 + x)*(25 + 2*E^E^x + 8*x + x^2)), x] + 4*Defer[Int][E^E^x/((5 + x)*(25 + 2*E^E^x + 8*x + x^2)), x] - (4*Defer[Int][E^(2*E^x)/((5 + x)*(25 + 2*E^E^x + 8*x + x^2)), x])/25","F",0,0,0,0,-1,"{}"
1771,0,0,0,1.4847544,"\int \frac{-32 x \log (x)+(1+32 x) \log \left(\frac{1}{9} e^5 (5+160 x)\right)}{\left(x+32 x^2\right) \log ^2\left(\frac{1}{9} e^5 (5+160 x)\right)} \, dx","Int[(-32*x*Log[x] + (1 + 32*x)*Log[(E^5*(5 + 160*x))/9])/((x + 32*x^2)*Log[(E^5*(5 + 160*x))/9]^2),x]","\int \frac{-32 x \log (x)+(1+32 x) \log \left(\frac{1}{9} e^5 (5+160 x)\right)}{\left(x+32 x^2\right) \log ^2\left(\frac{1}{9} e^5 (5+160 x)\right)} \, dx","\frac{\log (x)}{\log \left(\frac{5 e^5 \left(\log \left(e^{32 x^2}\right)+x\right)}{9 x}\right)}",1,"Defer[Int][1/(x*(5 + Log[5/9 + (160*x)/9])), x] - Defer[Subst][Defer[Int][Log[-1/32 + (9*x)/(160*E^5)]/(x*Log[x]^2), x], x, (5*E^5)/9 + (160*E^5*x)/9]","F",0,0,0,0,-1,"{}"
1772,-1,0,0,180.0020476,"\int \frac{-107584-314880 x-314496 x^2-138240 x^3-25920 x^4+e^{5 e^x} \left(16+24 x^2+5 x^4\right)+\left(-275520-770560 x-844416 x^2-414720 x^3-95040 x^4\right) \log (5)+\left(-386320-935040 x-1083552 x^2-564480 x^3-162000 x^4\right) \log ^2(5)+\left(-373760-739840 x-901632 x^2-455680 x^3-168960 x^4\right) \log ^3(5)+\left(-263040-404800 x-551040 x^2-238720 x^3-119360 x^4\right) \log ^4(5)+\left(-138624-151040 x-259296 x^2-83200 x^3-59680 x^4\right) \log ^5(5)+\left(-54560-36480 x-93288 x^2-18880 x^3-21400 x^4\right) \log ^6(5)+\left(-15360-5120 x-24576 x^2-2560 x^3-5440 x^4\right) \log ^7(5)+\left(-2880-320 x-4416 x^2-160 x^3-940 x^4\right) \log ^8(5)+\left(-320-480 x^2-100 x^4\right) \log ^9(5)+\left(-16-24 x^2-5 x^4\right) \log ^{10}(5)+e^{4 e^x} \left(-320-320 x-576 x^2-160 x^3-140 x^4+e^x \left(160 x^2+32 x^3+40 x^4+8 x^5\right)+\left(-320-480 x^2-100 x^4\right) \log (5)+\left(-80-120 x^2-25 x^4\right) \log ^2(5)\right)+e^{3 e^x} \left(3360+5760 x+7272 x^2+3520 x^3+1560 x^4+\left(5120+5120 x+9216 x^2+2560 x^3+2240 x^4\right) \log (5)+\left(3840+1280 x+6144 x^2+640 x^3+1360 x^4\right) \log ^2(5)+\left(1280+1920 x^2+400 x^4\right) \log ^3(5)+\left(160+240 x^2+50 x^4\right) \log ^4(5)+e^x \left(-1600 x-2560 x^2-1648 x^3-960 x^4-144 x^5+\left(-1920 x^2-384 x^3-480 x^4-96 x^5\right) \log (5)+\left(-480 x^2-96 x^3-120 x^4-24 x^5\right) \log ^2(5)\right)\right)+e^{2 e^x} \left(-19840-46400 x-54528 x^2-28800 x^3-8640 x^4+\left(-40320-69120 x-87264 x^2-42240 x^3-18720 x^4\right) \log (5)+\left(-40800-48000 x-77112 x^2-25920 x^3-18120 x^4\right) \log ^2(5)+\left(-25600-15360 x-43008 x^2-7680 x^3-9920 x^4\right) \log ^3(5)+\left(-9600-1920 x-14976 x^2-960 x^3-3240 x^4\right) \log ^4(5)+\left(-1920-2880 x^2-600 x^4\right) \log ^5(5)+\left(-160-240 x^2-50 x^4\right) \log ^6(5)+e^x \left(12800 x+24800 x^2+18848 x^3+7200 x^4+864 x^5+\left(12800 x+20480 x^2+13184 x^3+7680 x^4+1152 x^5\right) \log (5)+\left(3200 x+12800 x^2+4832 x^3+3840 x^4+672 x^5\right) \log ^2(5)+\left(3840 x^2+768 x^3+960 x^4+192 x^5\right) \log ^3(5)+\left(480 x^2+96 x^3+120 x^4+24 x^5\right) \log ^4(5)\right)\right)+e^{e^x} \left(68880+192640 x+211104 x^2+103680 x^3+23760 x^4+\left(158720+371200 x+436224 x^2+230400 x^3+69120 x^4\right) \log (5)+\left(200960+369280 x+458112 x^2+226560 x^3+92160 x^4\right) \log ^2(5)+\left(162560+220160 x+321984 x^2+125440 x^3+73280 x^4\right) \log ^3(5)+\left(92000+78720 x+163128 x^2+41280 x^3+37960 x^4\right) \log ^4(5)+\left(35840+15360 x+58368 x^2+7680 x^3+13120 x^4\right) \log ^5(5)+\left(8960+1280 x+13824 x^2+640 x^3+2960 x^4\right) \log ^6(5)+\left(1280+1920 x^2+400 x^4\right) \log ^7(5)+\left(80+120 x^2+25 x^4\right) \log ^8(5)+e^x \left(-65600 x-100480 x^2-60672 x^3-17280 x^4-1728 x^5+\left(-51200 x-99200 x^2-75392 x^3-28800 x^4-3456 x^5\right) \log (5)+\left(-38400 x-65760 x^2-45216 x^3-22560 x^4-3168 x^5\right) \log ^2(5)+\left(-12800 x-30720 x^2-15232 x^3-10240 x^4-1664 x^5\right) \log ^3(5)+\left(-1600 x-10240 x^2-3184 x^3-2880 x^4-528 x^5\right) \log ^4(5)+\left(-1920 x^2-384 x^3-480 x^4-96 x^5\right) \log ^5(5)+\left(-160 x^2-32 x^3-40 x^4-8 x^5\right) \log ^6(5)\right)\right)}{-1024+e^{5 e^x}-5120 \log (5)-11520 \log ^2(5)-15360 \log ^3(5)-13440 \log ^4(5)-8064 \log ^5(5)-3360 \log ^6(5)-960 \log ^7(5)-180 \log ^8(5)-20 \log ^9(5)-\log ^{10}(5)+e^{4 e^x} \left(-20-20 \log (5)-5 \log ^2(5)\right)+e^{3 e^x} \left(160+320 \log (5)+240 \log ^2(5)+80 \log ^3(5)+10 \log ^4(5)\right)+e^{2 e^x} \left(-640-1920 \log (5)-2400 \log ^2(5)-1600 \log ^3(5)-600 \log ^4(5)-120 \log ^5(5)-10 \log ^6(5)\right)+e^{e^x} \left(1280+5120 \log (5)+8960 \log ^2(5)+8960 \log ^3(5)+5600 \log ^4(5)+2240 \log ^5(5)+560 \log ^6(5)+80 \log ^7(5)+5 \log ^8(5)\right)} \, dx","Int[(-107584 - 314880*x - 314496*x^2 - 138240*x^3 - 25920*x^4 + E^(5*E^x)*(16 + 24*x^2 + 5*x^4) + (-275520 - 770560*x - 844416*x^2 - 414720*x^3 - 95040*x^4)*Log[5] + (-386320 - 935040*x - 1083552*x^2 - 564480*x^3 - 162000*x^4)*Log[5]^2 + (-373760 - 739840*x - 901632*x^2 - 455680*x^3 - 168960*x^4)*Log[5]^3 + (-263040 - 404800*x - 551040*x^2 - 238720*x^3 - 119360*x^4)*Log[5]^4 + (-138624 - 151040*x - 259296*x^2 - 83200*x^3 - 59680*x^4)*Log[5]^5 + (-54560 - 36480*x - 93288*x^2 - 18880*x^3 - 21400*x^4)*Log[5]^6 + (-15360 - 5120*x - 24576*x^2 - 2560*x^3 - 5440*x^4)*Log[5]^7 + (-2880 - 320*x - 4416*x^2 - 160*x^3 - 940*x^4)*Log[5]^8 + (-320 - 480*x^2 - 100*x^4)*Log[5]^9 + (-16 - 24*x^2 - 5*x^4)*Log[5]^10 + E^(4*E^x)*(-320 - 320*x - 576*x^2 - 160*x^3 - 140*x^4 + E^x*(160*x^2 + 32*x^3 + 40*x^4 + 8*x^5) + (-320 - 480*x^2 - 100*x^4)*Log[5] + (-80 - 120*x^2 - 25*x^4)*Log[5]^2) + E^(3*E^x)*(3360 + 5760*x + 7272*x^2 + 3520*x^3 + 1560*x^4 + (5120 + 5120*x + 9216*x^2 + 2560*x^3 + 2240*x^4)*Log[5] + (3840 + 1280*x + 6144*x^2 + 640*x^3 + 1360*x^4)*Log[5]^2 + (1280 + 1920*x^2 + 400*x^4)*Log[5]^3 + (160 + 240*x^2 + 50*x^4)*Log[5]^4 + E^x*(-1600*x - 2560*x^2 - 1648*x^3 - 960*x^4 - 144*x^5 + (-1920*x^2 - 384*x^3 - 480*x^4 - 96*x^5)*Log[5] + (-480*x^2 - 96*x^3 - 120*x^4 - 24*x^5)*Log[5]^2)) + E^(2*E^x)*(-19840 - 46400*x - 54528*x^2 - 28800*x^3 - 8640*x^4 + (-40320 - 69120*x - 87264*x^2 - 42240*x^3 - 18720*x^4)*Log[5] + (-40800 - 48000*x - 77112*x^2 - 25920*x^3 - 18120*x^4)*Log[5]^2 + (-25600 - 15360*x - 43008*x^2 - 7680*x^3 - 9920*x^4)*Log[5]^3 + (-9600 - 1920*x - 14976*x^2 - 960*x^3 - 3240*x^4)*Log[5]^4 + (-1920 - 2880*x^2 - 600*x^4)*Log[5]^5 + (-160 - 240*x^2 - 50*x^4)*Log[5]^6 + E^x*(12800*x + 24800*x^2 + 18848*x^3 + 7200*x^4 + 864*x^5 + (12800*x + 20480*x^2 + 13184*x^3 + 7680*x^4 + 1152*x^5)*Log[5] + (3200*x + 12800*x^2 + 4832*x^3 + 3840*x^4 + 672*x^5)*Log[5]^2 + (3840*x^2 + 768*x^3 + 960*x^4 + 192*x^5)*Log[5]^3 + (480*x^2 + 96*x^3 + 120*x^4 + 24*x^5)*Log[5]^4)) + E^E^x*(68880 + 192640*x + 211104*x^2 + 103680*x^3 + 23760*x^4 + (158720 + 371200*x + 436224*x^2 + 230400*x^3 + 69120*x^4)*Log[5] + (200960 + 369280*x + 458112*x^2 + 226560*x^3 + 92160*x^4)*Log[5]^2 + (162560 + 220160*x + 321984*x^2 + 125440*x^3 + 73280*x^4)*Log[5]^3 + (92000 + 78720*x + 163128*x^2 + 41280*x^3 + 37960*x^4)*Log[5]^4 + (35840 + 15360*x + 58368*x^2 + 7680*x^3 + 13120*x^4)*Log[5]^5 + (8960 + 1280*x + 13824*x^2 + 640*x^3 + 2960*x^4)*Log[5]^6 + (1280 + 1920*x^2 + 400*x^4)*Log[5]^7 + (80 + 120*x^2 + 25*x^4)*Log[5]^8 + E^x*(-65600*x - 100480*x^2 - 60672*x^3 - 17280*x^4 - 1728*x^5 + (-51200*x - 99200*x^2 - 75392*x^3 - 28800*x^4 - 3456*x^5)*Log[5] + (-38400*x - 65760*x^2 - 45216*x^3 - 22560*x^4 - 3168*x^5)*Log[5]^2 + (-12800*x - 30720*x^2 - 15232*x^3 - 10240*x^4 - 1664*x^5)*Log[5]^3 + (-1600*x - 10240*x^2 - 3184*x^3 - 2880*x^4 - 528*x^5)*Log[5]^4 + (-1920*x^2 - 384*x^3 - 480*x^4 - 96*x^5)*Log[5]^5 + (-160*x^2 - 32*x^3 - 40*x^4 - 8*x^5)*Log[5]^6)))/(-1024 + E^(5*E^x) - 5120*Log[5] - 11520*Log[5]^2 - 15360*Log[5]^3 - 13440*Log[5]^4 - 8064*Log[5]^5 - 3360*Log[5]^6 - 960*Log[5]^7 - 180*Log[5]^8 - 20*Log[5]^9 - Log[5]^10 + E^(4*E^x)*(-20 - 20*Log[5] - 5*Log[5]^2) + E^(3*E^x)*(160 + 320*Log[5] + 240*Log[5]^2 + 80*Log[5]^3 + 10*Log[5]^4) + E^(2*E^x)*(-640 - 1920*Log[5] - 2400*Log[5]^2 - 1600*Log[5]^3 - 600*Log[5]^4 - 120*Log[5]^5 - 10*Log[5]^6) + E^E^x*(1280 + 5120*Log[5] + 8960*Log[5]^2 + 8960*Log[5]^3 + 5600*Log[5]^4 + 2240*Log[5]^5 + 560*Log[5]^6 + 80*Log[5]^7 + 5*Log[5]^8)),x]","\text{\$Aborted}","x \left(\left(x-\frac{2 (x+5)}{e^{e^x}-(2+\log (5))^2}\right)^2+4\right)^2+3",1,"$Aborted","F",0,0,0,0,-1,"{}"
1773,1,20,0,0.045199,"\int \frac{-13+e^x (-3-3 x)}{9-9 e+13 x+3 e^x x} \, dx","Int[(-13 + E^x*(-3 - 3*x))/(9 - 9*E + 13*x + 3*E^x*x),x]","-\log \left(3 e^x x+13 x+9 (1-e)\right)","\log \left(\frac{1}{\frac{1}{3} \left(e^x+\frac{4}{3}\right) x+x-e+1}\right)",1,"-Log[9*(1 - E) + 13*x + 3*E^x*x]","A",1,1,28,0.03571,1,"{6684}"
1774,0,0,0,25.9724608,"\int \frac{-x^3 \log (x)+x^3 \log ^2(x)+\left(-3 x^2 \log (x)+3 x^2 \log ^2(x)\right) \log (\log (x))+\left(-3 x \log (x)+3 x \log ^2(x)\right) \log ^2(\log (x))+\left(-\log (x)+\log ^2(x)\right) \log ^3(\log (x))+\exp \left(\frac{x^2+2 x^3+x^4+\left(2 x^2+2 x^3\right) \log (\log (x))+x^2 \log ^2(\log (x))}{x^2+2 x \log (\log (x))+\log ^2(\log (x))}\right) \left(2 x^2+2 x^3+\left(x^3-2 x^4-2 x^5\right) \log (x)+\left(2 x^2+\left(x^2-6 x^3-6 x^4\right) \log (x)\right) \log (\log (x))+\left(3 x-4 x^2-6 x^3\right) \log (x) \log ^2(\log (x))+\left(1-2 x^2\right) \log (x) \log ^3(\log (x))\right)}{x^4 \log ^2(x)+3 x^3 \log ^2(x) \log (\log (x))+3 x^2 \log ^2(x) \log ^2(\log (x))+x \log ^2(x) \log ^3(\log (x))+\exp \left(\frac{x^2+2 x^3+x^4+\left(2 x^2+2 x^3\right) \log (\log (x))+x^2 \log ^2(\log (x))}{x^2+2 x \log (\log (x))+\log ^2(\log (x))}\right) \left(x^4 \log (x)+3 x^3 \log (x) \log (\log (x))+3 x^2 \log (x) \log ^2(\log (x))+x \log (x) \log ^3(\log (x))\right)} \, dx","Int[(-(x^3*Log[x]) + x^3*Log[x]^2 + (-3*x^2*Log[x] + 3*x^2*Log[x]^2)*Log[Log[x]] + (-3*x*Log[x] + 3*x*Log[x]^2)*Log[Log[x]]^2 + (-Log[x] + Log[x]^2)*Log[Log[x]]^3 + E^((x^2 + 2*x^3 + x^4 + (2*x^2 + 2*x^3)*Log[Log[x]] + x^2*Log[Log[x]]^2)/(x^2 + 2*x*Log[Log[x]] + Log[Log[x]]^2))*(2*x^2 + 2*x^3 + (x^3 - 2*x^4 - 2*x^5)*Log[x] + (2*x^2 + (x^2 - 6*x^3 - 6*x^4)*Log[x])*Log[Log[x]] + (3*x - 4*x^2 - 6*x^3)*Log[x]*Log[Log[x]]^2 + (1 - 2*x^2)*Log[x]*Log[Log[x]]^3))/(x^4*Log[x]^2 + 3*x^3*Log[x]^2*Log[Log[x]] + 3*x^2*Log[x]^2*Log[Log[x]]^2 + x*Log[x]^2*Log[Log[x]]^3 + E^((x^2 + 2*x^3 + x^4 + (2*x^2 + 2*x^3)*Log[Log[x]] + x^2*Log[Log[x]]^2)/(x^2 + 2*x*Log[Log[x]] + Log[Log[x]]^2))*(x^4*Log[x] + 3*x^3*Log[x]*Log[Log[x]] + 3*x^2*Log[x]*Log[Log[x]]^2 + x*Log[x]*Log[Log[x]]^3)),x]","\int \frac{-x^3 \log (x)+x^3 \log ^2(x)+\left(-3 x^2 \log (x)+3 x^2 \log ^2(x)\right) \log (\log (x))+\left(-3 x \log (x)+3 x \log ^2(x)\right) \log ^2(\log (x))+\left(-\log (x)+\log ^2(x)\right) \log ^3(\log (x))+\exp \left(\frac{x^2+2 x^3+x^4+\left(2 x^2+2 x^3\right) \log (\log (x))+x^2 \log ^2(\log (x))}{x^2+2 x \log (\log (x))+\log ^2(\log (x))}\right) \left(2 x^2+2 x^3+\left(x^3-2 x^4-2 x^5\right) \log (x)+\left(2 x^2+\left(x^2-6 x^3-6 x^4\right) \log (x)\right) \log (\log (x))+\left(3 x-4 x^2-6 x^3\right) \log (x) \log ^2(\log (x))+\left(1-2 x^2\right) \log (x) \log ^3(\log (x))\right)}{x^4 \log ^2(x)+3 x^3 \log ^2(x) \log (\log (x))+3 x^2 \log ^2(x) \log ^2(\log (x))+x \log ^2(x) \log ^3(\log (x))+\exp \left(\frac{x^2+2 x^3+x^4+\left(2 x^2+2 x^3\right) \log (\log (x))+x^2 \log ^2(\log (x))}{x^2+2 x \log (\log (x))+\log ^2(\log (x))}\right) \left(x^4 \log (x)+3 x^3 \log (x) \log (\log (x))+3 x^2 \log (x) \log ^2(\log (x))+x \log (x) \log ^3(\log (x))\right)} \, dx","\log \left(\frac{x}{\log (x)+e^{\left(x+\frac{x}{x+\log (\log (x))}\right)^2}}\right)",1,"-x^2 + Log[x] + 2*Defer[Int][x^2/(x + Log[Log[x]])^3, x] + 2*Defer[Int][x/(Log[x]*(x + Log[Log[x]])^3), x] - 2*Defer[Int][x/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] - 3*Defer[Int][x^2/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 2*Defer[Int][(x^3*Log[x])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 2*Defer[Int][(x^4*Log[x])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] - 5*Defer[Int][(x*Log[Log[x]])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 2*Defer[Int][(x*Log[x]*Log[Log[x]])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 6*Defer[Int][(x^2*Log[x]*Log[Log[x]])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 6*Defer[Int][(x^3*Log[x]*Log[Log[x]])/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] - 3*Defer[Int][Log[Log[x]]^2/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 4*Defer[Int][(x*Log[x]*Log[Log[x]]^2)/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 6*Defer[Int][(x^2*Log[x]*Log[Log[x]]^2)/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] - Defer[Int][Log[Log[x]]^3/(x*(E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] + 2*Defer[Int][(x*Log[x]*Log[Log[x]]^3)/((E^((x^2*(1 + x + Log[Log[x]])^2)/(x + Log[Log[x]])^2) + Log[x])*(x + Log[Log[x]])^3), x] - 2*Defer[Int][x/(x + Log[Log[x]])^2, x] + 2*Defer[Int][x^2/(x + Log[Log[x]])^2, x] + 2*Defer[Int][x/(Log[x]*(x + Log[Log[x]])^2), x] - 4*Defer[Int][x/(x + Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
1775,1,98,0,0.4341004,"\int \frac{-306000+e^{2 x/25} (3600-288 x)}{180625-4250 e^{2 x/25}+25 e^{4 x/25}} \, dx","Int[(-306000 + E^((2*x)/25)*(3600 - 288*x))/(180625 - 4250*E^((2*x)/25) + 25*E^((4*x)/25)),x]","-\frac{144 x^2}{2125}+\frac{36 (25-2 x)^2}{2125}-\frac{144 x}{85-e^{2 x/25}}+\frac{144 x}{85}+\frac{72}{85} (25-2 x) \log \left(1-\frac{1}{85} e^{2 x/25}\right)-\frac{360}{17} \log \left(85-e^{2 x/25}\right)+\frac{144}{85} x \log \left(1-\frac{1}{85} e^{2 x/25}\right)","\frac{9 x}{\frac{1}{16} \left(e^{2 x/25}-5\right)-5}",1,"(36*(25 - 2*x)^2)/2125 + (144*x)/85 - (144*x)/(85 - E^((2*x)/25)) - (144*x^2)/2125 - (360*Log[85 - E^((2*x)/25)])/17 + (72*(25 - 2*x)*Log[1 - E^((2*x)/25)/85])/85 + (144*x*Log[1 - E^((2*x)/25)/85])/85","B",18,13,38,0.3421,1,"{6741, 12, 6742, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 31, 29}"
1776,1,40,0,0.0846513,"\int \frac{-8 e^{3+x} x^2+2 e^3 x^2 \log (3)+e^{25+2 x} \left(e^{3+x} (2-6 x)+e^3 x^2 \log (3)\right)}{x^2} \, dx","Int[(-8*E^(3 + x)*x^2 + 2*E^3*x^2*Log[3] + E^(25 + 2*x)*(E^(3 + x)*(2 - 6*x) + E^3*x^2*Log[3]))/x^2,x]","-8 e^{x+3}-\frac{2 e^{3 x+28}}{x}+e^3 x \log (9)+\frac{1}{2} e^{2 x+28} \log (3)","e^3 \left(2 x+\frac{1}{2} e^{2 x+25}\right) \left(\log (3)-\frac{4 e^x}{x}\right)",1,"-8*E^(3 + x) - (2*E^(28 + 3*x))/x + (E^(28 + 2*x)*Log[3])/2 + E^3*x*Log[9]","A",5,3,54,0.05556,1,"{14, 2194, 2197}"
1777,0,0,0,18.4408461,"\int \frac{e^{-x} \left(3 e^{1+x}+x^{\frac{1}{3} e^{-x} \left(-2 x+2 e^x x\right)} \left(-6 x+e^x (3+6 x)+\left(-8 x+8 e^x x+6 x^2\right) \log (x)+\left(-2 x+2 e^x x+2 x^2\right) \log ^2(x)\right)\right)}{3 x} \, dx","Int[(3*E^(1 + x) + x^((-2*x + 2*E^x*x)/(3*E^x))*(-6*x + E^x*(3 + 6*x) + (-8*x + 8*E^x*x + 6*x^2)*Log[x] + (-2*x + 2*E^x*x + 2*x^2)*Log[x]^2))/(3*E^x*x),x]","\int \frac{e^{-x} \left(3 e^{1+x}+x^{\frac{1}{3} e^{-x} \left(-2 x+2 e^x x\right)} \left(-6 x+e^x (3+6 x)+\left(-8 x+8 e^x x+6 x^2\right) \log (x)+\left(-2 x+2 e^x x+2 x^2\right) \log ^2(x)\right)\right)}{3 x} \, dx","\left(x^{\frac{1}{3} \left(2 x-2 e^{-x} x\right)}+e\right) (\log (x)+3)",1,"(3*x^((2*(1 - E^(-x))*x)/3)*(1 + 2*x))/(3 + 2*(1 - E^(-x))*x) + E*Log[x] + (8*Log[x]*Defer[Int][x^((-2*(-1 + E^(-x))*x)/3), x])/3 - 2*Defer[Int][1/(E^x*x^((2*(-1 + E^(-x))*x)/3)), x] - (8*Log[x]*Defer[Int][1/(E^x*x^((2*(-1 + E^(-x))*x)/3)), x])/3 + (3*Defer[Int][x^(-1 - (2*(-1 + E^(-x))*x)/3), x])/(3 + 2*(1 - E^(-x))*x) + 2*Log[x]*Defer[Int][x^(1 - (2*(-1 + E^(-x))*x)/3)/E^x, x] + (2*Defer[Int][Log[x]^2/x^((2*(-1 + E^(-x))*x)/3), x])/3 - (2*Defer[Int][Log[x]^2/(E^x*x^((2*(-1 + E^(-x))*x)/3)), x])/3 + (2*Defer[Int][(x^(1 - (2*(-1 + E^(-x))*x)/3)*Log[x]^2)/E^x, x])/3 - (8*Defer[Int][Defer[Int][x^((-2*(-1 + E^(-x))*x)/3), x]/x, x])/3 + (8*Defer[Int][Defer[Int][1/(E^x*x^((2*(-1 + E^(-x))*x)/3)), x]/x, x])/3 - 2*Defer[Int][Defer[Int][x^(1 - (2*(-1 + E^(-x))*x)/3)/E^x, x]/x, x]","F",0,0,0,0,-1,"{}"
1778,1,8,0,0.0046215,"\int \frac{3+x}{1+x} \, dx","Int[(3 + x)/(1 + x),x]","x+2 \log (x+1)","\log \left(-\frac{25}{2} e^x (x+1)^2\right)",1,"x + 2*Log[1 + x]","A",2,1,9,0.1111,1,"{43}"
1779,1,35,0,0.0144924,"\int \frac{7+5 e^2-12 x^2+5 \log (x)}{e} \, dx","Int[(7 + 5*E^2 - 12*x^2 + 5*Log[x])/E,x]","-\frac{4 x^3}{e}+\frac{\left(7+5 e^2\right) x}{e}-\frac{5 x}{e}+\frac{5 x \log (x)}{e}","\frac{x \left(-4 x^2-\frac{3}{x}+5 \left(\log (x)+e^2\right)+2\right)}{e}",1,"(-5*x)/E + ((7 + 5*E^2)*x)/E - (4*x^3)/E + (5*x*Log[x])/E","A",3,2,20,0.1000,1,"{12, 2295}"
1780,1,27,0,0.1201311,"\int \frac{e^{-2+x-x^6} \left(-1+6 x^5\right)}{-1+e^{-2+x-x^6}} \, dx","Int[(E^(-2 + x - x^6)*(-1 + 6*x^5))/(-1 + E^(-2 + x - x^6)),x]","-\log \left(-e^{-x^6-2} \left(e^x-e^{x^6+2}\right)\right)","-\log \left(e^{-x^6+x-2}-1\right)",1,"-Log[-(E^(-2 - x^6)*(E^x - E^(2 + x^6)))]","A",1,1,32,0.03125,1,"{6684}"
1781,1,14,0,0.0037731,"\int -\frac{e^{2 e^5}}{480 x^2} \, dx","Int[-1/480*E^(2*E^5)/x^2,x]","\frac{e^{2 e^5}}{480 x}","\frac{e^{2 e^5}}{480 x}",1,"E^(2*E^5)/(480*x)","A",2,2,14,0.1429,1,"{12, 30}"
1782,1,91,0,0.4042641,"\int \frac{2 e^3 x-x \log (x)+\left(-1+2 x-x^2+e^3 (-2+2 x)\right) \log \left(-\frac{\log (3)}{1+2 e^3-x}\right)}{x+2 e^3 x-x^2} \, dx","Int[(2*E^3*x - x*Log[x] + (-1 + 2*x - x^2 + E^3*(-2 + 2*x))*Log[-(Log[3]/(1 + 2*E^3 - x))])/(x + 2*E^3*x - x^2),x]","x-\left(2 e^3-\log \left(1+2 e^3\right)\right) \log \left(-x+2 e^3+1\right)-\left(-x+2 e^3+1\right) \log \left(-\frac{\log (3)}{-x+2 e^3+1}\right)-\log \left(\frac{x}{1+2 e^3}\right) \log \left(-\frac{\log (3)}{-x+2 e^3+1}\right)","x-(-x+\log (x)+1) \log \left(\frac{\log (3)}{x-2 e^3-1}\right)+\log (2)",1,"x - (2*E^3 - Log[1 + 2*E^3])*Log[1 + 2*E^3 - x] - (1 + 2*E^3 - x)*Log[-(Log[3]/(1 + 2*E^3 - x))] - Log[x/(1 + 2*E^3)]*Log[-(Log[3]/(1 + 2*E^3 - x))]","B",12,10,65,0.1538,1,"{6, 1593, 6742, 2316, 2315, 43, 2416, 2389, 2295, 2394}"
1783,0,0,0,3.4659182,"\int \frac{500 x+200 x \log (3)+20 x \log ^2(3)+e^{e^x+x} \left(-500 x-200 x \log (3)-20 x \log ^2(3)\right)+\left(-1500+250 x+(-600+100 x) \log (3)+(-60+10 x) \log ^2(3)+e^{e^x} \left(-250-100 \log (3)-10 \log ^2(3)\right)\right) \log \left(6+e^{e^x}-x\right)}{\left(6 x^2+e^{e^x} x^2-x^3\right) \log ^3\left(6+e^{e^x}-x\right)} \, dx","Int[(500*x + 200*x*Log[3] + 20*x*Log[3]^2 + E^(E^x + x)*(-500*x - 200*x*Log[3] - 20*x*Log[3]^2) + (-1500 + 250*x + (-600 + 100*x)*Log[3] + (-60 + 10*x)*Log[3]^2 + E^E^x*(-250 - 100*Log[3] - 10*Log[3]^2))*Log[6 + E^E^x - x])/((6*x^2 + E^E^x*x^2 - x^3)*Log[6 + E^E^x - x]^3),x]","\int \frac{500 x+200 x \log (3)+20 x \log ^2(3)+e^{e^x+x} \left(-500 x-200 x \log (3)-20 x \log ^2(3)\right)+\left(-1500+250 x+(-600+100 x) \log (3)+(-60+10 x) \log ^2(3)+e^{e^x} \left(-250-100 \log (3)-10 \log ^2(3)\right)\right) \log \left(6+e^{e^x}-x\right)}{\left(6 x^2+e^{e^x} x^2-x^3\right) \log ^3\left(6+e^{e^x}-x\right)} \, dx","\frac{10 (5+\log (3))^2}{x \log ^2\left(-x+e^{e^x}+6\right)}",1,"20*(5 + Log[3])^2*Defer[Int][1/((6 + E^E^x - x)*x*Log[6 + E^E^x - x]^3), x] - 20*(5 + Log[3])^2*Defer[Int][E^(E^x + x)/((6 + E^E^x - x)*x*Log[6 + E^E^x - x]^3), x] - 10*(5 + Log[3])^2*Defer[Int][1/(x^2*Log[6 + E^E^x - x]^2), x]","F",0,0,0,0,-1,"{}"
1784,0,0,0,2.2163009,"\int e^{-4+\frac{2-4 e^{4+x}-\log (x)}{e^4}} \left(-x+2 e^4 x+\left(1-e^4\right) \log (20)+e^x \left(-4 e^4 x^2+4 e^4 x \log (20)\right)\right) \, dx","Int[E^(-4 + (2 - 4*E^(4 + x) - Log[x])/E^4)*(-x + 2*E^4*x + (1 - E^4)*Log[20] + E^x*(-4*E^4*x^2 + 4*E^4*x*Log[20])),x]","\int e^{-4+\frac{2-4 e^{4+x}-\log (x)}{e^4}} \left(-x+2 e^4 x+\left(1-e^4\right) \log (20)+e^x \left(-4 e^4 x^2+4 e^4 x \log (20)\right)\right) \, dx","x e^{\frac{2-\log (x)}{e^4}-4 e^x} (x-\log (20))",1,"-((1 - 2*E^4)*Defer[Int][x^(1 - E^(-4))/E^((2*(-1 + 2*E^4 + 2*E^(4 + x)))/E^4), x]) + 4*Log[20]*Defer[Int][E^(2/E^4 - 4*E^x + x)*x^(1 - E^(-4)), x] - 4*Defer[Int][E^(2/E^4 - 4*E^x + x)*x^(2 - E^(-4)), x] + (1 - E^4)*Log[20]*Defer[Int][1/(E^((2*(-1 + 2*E^4 + 2*E^(4 + x)))/E^4)*x^E^(-4)), x]","F",0,0,0,0,-1,"{}"
1785,1,29,0,0.0346401,"\int \frac{-5+2 x^2+\left(x+4 x^2\right) \log \left(\frac{-4 e x+5 x \log (3)}{e}\right)}{x} \, dx","Int[(-5 + 2*x^2 + (x + 4*x^2)*Log[(-4*E*x + 5*x*Log[3])/E])/x,x]","\left(2 x^2+x\right) \log \left(-x \left(4-\frac{5 \log (3)}{e}\right)\right)-x-5 \log (x)","-\left(-2 x^2-x+5\right) \log \left(x+5 \left(\frac{x \log (3)}{e}-x\right)\right)-x+3",1,"-x - 5*Log[x] + (x + 2*x^2)*Log[-(x*(4 - (5*Log[3])/E))]","A",6,2,34,0.05882,1,"{14, 2313}"
1786,1,42,0,0.0831697,"\int \frac{1}{9} \left(e^{2+\frac{x}{2}} (12+6 x)+e^{4+x} \left(2 x+x^2\right)\right) \, dx","Int[(E^(2 + x/2)*(12 + 6*x) + E^(4 + x)*(2*x + x^2))/9,x]","\frac{1}{9} e^{x+4} x^2-\frac{8}{3} e^{\frac{x}{2}+2}+\frac{4}{3} e^{\frac{x}{2}+2} (x+2)","\left(-\frac{1}{3} e^{\frac{x}{2}+2} x-2\right)^2-5",1,"(-8*E^(2 + x/2))/3 + (E^(4 + x)*x^2)/9 + (4*E^(2 + x/2)*(2 + x))/3","B",12,5,33,0.1515,1,"{12, 2176, 2194, 1593, 2196}"
1787,1,28,0,1.131691,"\int \frac{2 x+32 x^2+32 x^4+6 x^6+\left(5+e^2+2 x+16 x^2+8 x^4+x^6\right) \log \left(-5-e^2-2 x-16 x^2-8 x^4-x^6\right)}{5+e^2+2 x+16 x^2+8 x^4+x^6} \, dx","Int[(2*x + 32*x^2 + 32*x^4 + 6*x^6 + (5 + E^2 + 2*x + 16*x^2 + 8*x^4 + x^6)*Log[-5 - E^2 - 2*x - 16*x^2 - 8*x^4 - x^6])/(5 + E^2 + 2*x + 16*x^2 + 8*x^4 + x^6),x]","x \log \left(-x^6-8 x^4-16 x^2-2 x-e^2-5\right)","x \log \left(-x^2 \left(x^2+4\right)^2-2 x-e^2-5\right)",1,"x*Log[-5 - E^2 - 2*x - 16*x^2 - 8*x^4 - x^6]","A",13,4,91,0.04396,1,"{6741, 6742, 2523, 12}"
1788,0,0,0,13.2788107,"\int \frac{-160-8 x^3+\left(160+8 x^3\right) \log \left(\frac{1600-16000 x+40000 x^2-80 x^3+400 x^4+x^6}{400 x^2}\right)}{-40 x+200 x^2+x^4} \, dx","Int[(-160 - 8*x^3 + (160 + 8*x^3)*Log[(1600 - 16000*x + 40000*x^2 - 80*x^3 + 400*x^4 + x^6)/(400*x^2)])/(-40*x + 200*x^2 + x^4),x]","\int \frac{-160-8 x^3+\left(160+8 x^3\right) \log \left(\frac{1600-16000 x+40000 x^2-80 x^3+400 x^4+x^6}{400 x^2}\right)}{-40 x+200 x^2+x^4} \, dx","\left(\log \left(\left(\frac{x^2}{20}-\frac{2}{x}+10\right)^2\right)-1\right)^2",1,"(1200*15^(1/3)*(2/(9 + Sqrt[60081]))^(1/6)*(10*2^(2/3)*15^(1/3) - (9 + Sqrt[60081])^(2/3))*ArcTan[((2*(9 + Sqrt[60081]))^(1/6)*((10*30^(2/3))/(9 + Sqrt[60081])^(1/3) - (15*(9 + Sqrt[60081]))^(1/3) - 3*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*5^(2/3)*(3*Sqrt[3] + Sqrt[20027]) + 1000*2^(2/3)*(15/(9 + Sqrt[60081]))^(1/3) + 200*(9 + Sqrt[60081])^(1/3)])])/(Sqrt[2^(1/3)*3^(1/6)*5^(2/3)*(3*Sqrt[3] + Sqrt[20027]) + 1000*2^(2/3)*(15/(9 + Sqrt[60081]))^(1/3) + 200*(9 + Sqrt[60081])^(1/3)]*(300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3))) - (600*5^(1/3)*6^(5/6)*(20*(15/(9 + Sqrt[60081]))^(1/3) - (2*(9 + Sqrt[60081]))^(1/3))*ArcTan[(20*5^(2/3)*(3/(9 + Sqrt[60081]))^(1/3) - (10*(9 + Sqrt[60081]))^(1/3) - 6^(2/3)*x)/(6^(1/6)*Sqrt[600 + 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) + 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)])])/((300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3))*Sqrt[600 + 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) + 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)]) - 4*Log[x]^2 + (1200*Log[30^(1/3)*(20*(15/(9 + Sqrt[60081]))^(1/3) - (2*(9 + Sqrt[60081]))^(1/3)) + 3*x])/(300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)) - (4*(600 - 2^(1/3)*((3000*30^(1/3))/(9 + Sqrt[60081])^(2/3) + (15*(9 + Sqrt[60081]))^(2/3)))*Log[30^(1/3)*(20*(15/(9 + Sqrt[60081]))^(1/3) - (2*(9 + Sqrt[60081]))^(1/3)) + 3*x])/(300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)) - (600*Log[2*(300 + 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) + 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)) - 60*15^(2/3)*(2/(9 + Sqrt[60081]))^(1/3)*x + 3*2^(2/3)*(15*(9 + Sqrt[60081]))^(1/3)*x + 9*x^2])/(300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)) - (4*(150 - 2^(1/3)*((3000*30^(1/3))/(9 + Sqrt[60081])^(2/3) + (15*(9 + Sqrt[60081]))^(2/3)))*Log[2*(2^(1/3)*3^(1/6)*5^(2/3)*(3*Sqrt[3] + Sqrt[20027]) + 1000*2^(2/3)*(15/(9 + Sqrt[60081]))^(1/3) + 100*(9 + Sqrt[60081])^(1/3)) - 20*2^(1/3)*15^(2/3)*x + 15^(1/3)*(2*(9 + Sqrt[60081]))^(2/3)*x + 3*(9 + Sqrt[60081])^(1/3)*x^2])/(300 - 3000*15^(1/3)*(2/(9 + Sqrt[60081]))^(2/3) - 2^(1/3)*(15*(9 + Sqrt[60081]))^(2/3)) + 4*Log[x]*(1 - Log[(40 - 200*x - x^3)^2/(400*x^2)]) + 1600*Defer[Int][Log[x]/(-40 + 200*x + x^3), x] + 24*Defer[Int][(x^2*Log[x])/(-40 + 200*x + x^3), x] + 800*Defer[Int][Log[(-40 + 200*x + x^3)^2/(400*x^2)]/(-40 + 200*x + x^3), x] + 12*Defer[Int][(x^2*Log[(-40 + 200*x + x^3)^2/(400*x^2)])/(-40 + 200*x + x^3), x]","F",0,0,0,0,-1,"{}"
1789,0,0,0,3.5006301,"\int \frac{-625 x-1250 x^3+1875 x^4+e^x \left(625+1250 x^2-1875 x^3\right)+\left(-2+2 e^x\right) \log \left(e^x-x\right)+\left(1250 x^2-2500 x^3+e^x \left(-1250 x+2500 x^2\right)\right) \log (x)+\left(-625 e^x x+625 x^2\right) \log ^2(x)+\log ^2\left(e^x-x\right) \left(-2 x^2+3 x^3+e^x \left(2 x-3 x^2\right)+\left(2 x-4 x^2+e^x (-2+4 x)\right) \log (x)+\left(-e^x+x\right) \log ^2(x)\right)}{625 e^x x-625 x^2+\left(e^x-x\right) \log ^2\left(e^x-x\right)} \, dx","Int[(-625*x - 1250*x^3 + 1875*x^4 + E^x*(625 + 1250*x^2 - 1875*x^3) + (-2 + 2*E^x)*Log[E^x - x] + (1250*x^2 - 2500*x^3 + E^x*(-1250*x + 2500*x^2))*Log[x] + (-625*E^x*x + 625*x^2)*Log[x]^2 + Log[E^x - x]^2*(-2*x^2 + 3*x^3 + E^x*(2*x - 3*x^2) + (2*x - 4*x^2 + E^x*(-2 + 4*x))*Log[x] + (-E^x + x)*Log[x]^2))/(625*E^x*x - 625*x^2 + (E^x - x)*Log[E^x - x]^2),x]","\int \frac{-625 x-1250 x^3+1875 x^4+e^x \left(625+1250 x^2-1875 x^3\right)+\left(-2+2 e^x\right) \log \left(e^x-x\right)+\left(1250 x^2-2500 x^3+e^x \left(-1250 x+2500 x^2\right)\right) \log (x)+\left(-625 e^x x+625 x^2\right) \log ^2(x)+\log ^2\left(e^x-x\right) \left(-2 x^2+3 x^3+e^x \left(2 x-3 x^2\right)+\left(2 x-4 x^2+e^x (-2+4 x)\right) \log (x)+\left(-e^x+x\right) \log ^2(x)\right)}{625 e^x x-625 x^2+\left(e^x-x\right) \log ^2\left(e^x-x\right)} \, dx","\log \left(-x-\frac{1}{625} \log ^2\left(e^x-x\right)\right)-x (\log (x)-x)^2",1,"-x^3 + 2*x*Log[x] - 2*(x - x^2)*Log[x] - x*Log[x]^2 + 625*Defer[Int][(625*x + Log[E^x - x]^2)^(-1), x] + 2*Defer[Int][Log[E^x - x]/(625*x + Log[E^x - x]^2), x] - 2*Defer[Int][Log[E^x - x]/((E^x - x)*(625*x + Log[E^x - x]^2)), x] + 2*Defer[Int][(x*Log[E^x - x])/((E^x - x)*(625*x + Log[E^x - x]^2)), x]","F",0,0,0,0,-1,"{}"
1790,1,19,0,0.136145,"\int \frac{5-5 \log \left(\frac{1}{2} (5 x-e x)\right)}{x \log \left(\frac{1}{2} (5 x-e x)\right)} \, dx","Int[(5 - 5*Log[(5*x - E*x)/2])/(x*Log[(5*x - E*x)/2]),x]","5 \log \left(\log \left(\frac{1}{2} (5-e) x\right)\right)-5 \log (x)","5 \log \left(\frac{16 \log \left(\frac{1}{2} (5-e) x\right)}{x}\right)+5",1,"-5*Log[x] + 5*Log[Log[((5 - E)*x)/2]]","A",5,3,36,0.08333,1,"{2444, 2365, 43}"
1791,0,0,0,1.0123043,"\int \frac{-48+180 x+96 x^2+12 x^3+12 x \log \left(\frac{x}{5}\right)}{80 x^3+40 x^4+5 x^5+\left(-40 x^2-10 x^3\right) \log \left(\frac{x}{5}\right)+5 x \log ^2\left(\frac{x}{5}\right)} \, dx","Int[(-48 + 180*x + 96*x^2 + 12*x^3 + 12*x*Log[x/5])/(80*x^3 + 40*x^4 + 5*x^5 + (-40*x^2 - 10*x^3)*Log[x/5] + 5*x*Log[x/5]^2),x]","\int \frac{-48+180 x+96 x^2+12 x^3+12 x \log \left(\frac{x}{5}\right)}{80 x^3+40 x^4+5 x^5+\left(-40 x^2-10 x^3\right) \log \left(\frac{x}{5}\right)+5 x \log ^2\left(\frac{x}{5}\right)} \, dx","\frac{12}{5 \left(\frac{\log \left(\frac{x}{5}\right)}{x+4}-x\right)}",1,"36*Defer[Int][(4*x + x^2 + Log[5] - Log[x])^(-2), x] - (48*Defer[Int][1/(x*(4*x + x^2 + Log[5] - Log[x])^2), x])/5 + (96*Defer[Int][x/(4*x + x^2 + Log[5] - Log[x])^2, x])/5 + (12*Defer[Int][x^2/(4*x + x^2 + Log[5] - Log[x])^2, x])/5 + 12*Defer[Subst][Defer[Int][Log[x]/(20*x + 25*x^2 + Log[5] - Log[5*x])^2, x], x, x/5]","F",0,0,0,0,-1,"{}"
1792,1,43,0,0.2150806,"\int \frac{324 x^3+e^{4/x} (-324+162 x)+e^{2/x} \left(324 x-486 x^2\right)}{\sqrt[256]{e}} \, dx","Int[(324*x^3 + E^(4/x)*(-324 + 162*x) + E^(2/x)*(324*x - 486*x^2))/E^(1/256),x]","\frac{81 x^4}{\sqrt[256]{e}}-162 e^{\frac{2}{x}-\frac{1}{256}} x^3+81 e^{\frac{4}{x}-\frac{1}{256}} x^2","\frac{81 x^2 \left(x-e^{2/x}\right)^2}{\sqrt[256]{e}}+4 \log (4)",1,"81*E^(-1/256 + 4/x)*x^2 - 162*E^(-1/256 + 2/x)*x^3 + (81*x^4)/E^(1/256)","A",19,6,42,0.1429,1,"{12, 2226, 2206, 2210, 2214, 1593}"
1793,1,19,0,0.7432858,"\int \frac{e^{\frac{5 x^6}{5-x+5 x^4}} \left(150 x^5-25 x^6+50 x^9\right)}{25-10 x+x^2+50 x^4-10 x^5+25 x^8} \, dx","Int[(E^((5*x^6)/(5 - x + 5*x^4))*(150*x^5 - 25*x^6 + 50*x^9))/(25 - 10*x + x^2 + 50*x^4 - 10*x^5 + 25*x^8),x]","e^{\frac{5 x^6}{5 x^4-x+5}}","e^{\frac{5 x^2}{5-\frac{x-5}{x^4}}}",1,"E^((5*x^6)/(5 - x + 5*x^4))","A",4,4,61,0.06557,1,"{1594, 6688, 12, 6706}"
1794,0,0,0,2.6004357,"\int \frac{-1+\left(1+8 x^3\right) \log \left(\frac{1}{x}\right)+\left(2+16 x^3\right) \log ^2\left(\frac{1}{x}\right)+\left(\left(-1-8 x^2\right) \log \left(\frac{1}{x}\right)+\left(-2-16 x^2\right) \log ^2\left(\frac{1}{x}\right)\right) \log (x)+\left(2 x \log \left(\frac{1}{x}\right)+4 x \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)+\left(\left(1+8 x^2\right) \log \left(\frac{1}{x}\right)+\left(2+16 x^2\right) \log ^2\left(\frac{1}{x}\right)+\left(-4 x \log \left(\frac{1}{x}\right)-8 x \log ^2\left(\frac{1}{x}\right)\right) \log (x)\right) \log \left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)+\left(2 x \log \left(\frac{1}{x}\right)+4 x \log ^2\left(\frac{1}{x}\right)\right) \log ^2\left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)}{4 x^2 \log \left(\frac{1}{x}\right)+8 x^2 \log ^2\left(\frac{1}{x}\right)+\left(-4 x \log \left(\frac{1}{x}\right)-8 x \log ^2\left(\frac{1}{x}\right)\right) \log (x)+\left(\log \left(\frac{1}{x}\right)+2 \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)+\left(4 x \log \left(\frac{1}{x}\right)+8 x \log ^2\left(\frac{1}{x}\right)+\left(-2 \log \left(\frac{1}{x}\right)-4 \log ^2\left(\frac{1}{x}\right)\right) \log (x)\right) \log \left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)+\left(\log \left(\frac{1}{x}\right)+2 \log ^2\left(\frac{1}{x}\right)\right) \log ^2\left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)} \, dx","Int[(-1 + (1 + 8*x^3)*Log[x^(-1)] + (2 + 16*x^3)*Log[x^(-1)]^2 + ((-1 - 8*x^2)*Log[x^(-1)] + (-2 - 16*x^2)*Log[x^(-1)]^2)*Log[x] + (2*x*Log[x^(-1)] + 4*x*Log[x^(-1)]^2)*Log[x]^2 + ((1 + 8*x^2)*Log[x^(-1)] + (2 + 16*x^2)*Log[x^(-1)]^2 + (-4*x*Log[x^(-1)] - 8*x*Log[x^(-1)]^2)*Log[x])*Log[(1 + 2*Log[x^(-1)])/Log[x^(-1)]] + (2*x*Log[x^(-1)] + 4*x*Log[x^(-1)]^2)*Log[(1 + 2*Log[x^(-1)])/Log[x^(-1)]]^2)/(4*x^2*Log[x^(-1)] + 8*x^2*Log[x^(-1)]^2 + (-4*x*Log[x^(-1)] - 8*x*Log[x^(-1)]^2)*Log[x] + (Log[x^(-1)] + 2*Log[x^(-1)]^2)*Log[x]^2 + (4*x*Log[x^(-1)] + 8*x*Log[x^(-1)]^2 + (-2*Log[x^(-1)] - 4*Log[x^(-1)]^2)*Log[x])*Log[(1 + 2*Log[x^(-1)])/Log[x^(-1)]] + (Log[x^(-1)] + 2*Log[x^(-1)]^2)*Log[(1 + 2*Log[x^(-1)])/Log[x^(-1)]]^2),x]","\int \frac{-1+\left(1+8 x^3\right) \log \left(\frac{1}{x}\right)+\left(2+16 x^3\right) \log ^2\left(\frac{1}{x}\right)+\left(\left(-1-8 x^2\right) \log \left(\frac{1}{x}\right)+\left(-2-16 x^2\right) \log ^2\left(\frac{1}{x}\right)\right) \log (x)+\left(2 x \log \left(\frac{1}{x}\right)+4 x \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)+\left(\left(1+8 x^2\right) \log \left(\frac{1}{x}\right)+\left(2+16 x^2\right) \log ^2\left(\frac{1}{x}\right)+\left(-4 x \log \left(\frac{1}{x}\right)-8 x \log ^2\left(\frac{1}{x}\right)\right) \log (x)\right) \log \left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)+\left(2 x \log \left(\frac{1}{x}\right)+4 x \log ^2\left(\frac{1}{x}\right)\right) \log ^2\left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)}{4 x^2 \log \left(\frac{1}{x}\right)+8 x^2 \log ^2\left(\frac{1}{x}\right)+\left(-4 x \log \left(\frac{1}{x}\right)-8 x \log ^2\left(\frac{1}{x}\right)\right) \log (x)+\left(\log \left(\frac{1}{x}\right)+2 \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)+\left(4 x \log \left(\frac{1}{x}\right)+8 x \log ^2\left(\frac{1}{x}\right)+\left(-2 \log \left(\frac{1}{x}\right)-4 \log ^2\left(\frac{1}{x}\right)\right) \log (x)\right) \log \left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)+\left(\log \left(\frac{1}{x}\right)+2 \log ^2\left(\frac{1}{x}\right)\right) \log ^2\left(\frac{1+2 \log \left(\frac{1}{x}\right)}{\log \left(\frac{1}{x}\right)}\right)} \, dx","x^2+\frac{x}{2 x-\log (x)+\log \left(\frac{1}{\log \left(\frac{1}{x}\right)}+2\right)}+e^4",1,"x^2 + Defer[Int][1/((1 + 2*Log[x^(-1)])*(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^2), x] - 2*Defer[Int][x/((1 + 2*Log[x^(-1)])*(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^2), x] - Defer[Int][1/(Log[x^(-1)]*(1 + 2*Log[x^(-1)])*(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^2), x] + 2*Defer[Int][Log[x^(-1)]/((1 + 2*Log[x^(-1)])*(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^2), x] - 4*Defer[Int][(x*Log[x^(-1)])/((1 + 2*Log[x^(-1)])*(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^2), x] + Defer[Int][(2*x - Log[x] + Log[2 + Log[x^(-1)]^(-1)])^(-1), x]","F",0,0,0,0,-1,"{}"
1795,1,27,0,0.0590848,"\int \left(-2 e^x+e^{-20+e^{e^3} (-5+x)+5 x} \left(5+e^{e^3}\right)\right) \, dx","Int[-2*E^x + E^(-20 + E^E^3*(-5 + x) + 5*x)*(5 + E^E^3),x]","e^{\left(5+e^{e^3}\right) x-5 \left(4+e^{e^3}\right)}-2 e^x","-2 e^x+e^{\left(4+e^{e^3}\right) (x-5)+x}-2",1,"-2*E^x + E^(-5*(4 + E^E^3) + (5 + E^E^3)*x)","A",4,2,30,0.06667,1,"{2194, 2227}"
1796,1,24,0,0.2830127,"\int \frac{e^{\frac{1}{5} \left(x+x^2+5 e^8 x^8\right)} \left(1+2 x+40 e^8 x^7\right)}{2+e^{\frac{1}{5} \left(x+x^2+5 e^8 x^8\right)}} \, dx","Int[(E^((x + x^2 + 5*E^8*x^8)/5)*(1 + 2*x + 40*E^8*x^7))/(2 + E^((x + x^2 + 5*E^8*x^8)/5)),x]","5 \log \left(e^{\frac{1}{5} \left(5 e^8 x^8+x^2+x\right)}+2\right)","5 \log \left(e^{e^8 x^8+\frac{1}{5} \left(x^2+x\right)}+2\right)",1,"5*Log[2 + E^((x + x^2 + 5*E^8*x^8)/5)]","A",1,1,56,0.01786,1,"{6684}"
1797,1,42,0,0.1254794,"\int \frac{-1764-64 e^{\frac{32}{x^2}} x^2+210 x^3+50 x^6+e^{\frac{16}{x^2}} \left(-1344-84 x^2+320 x^3-10 x^5\right)}{x^5} \, dx","Int[(-1764 - 64*E^(32/x^2)*x^2 + 210*x^3 + 50*x^6 + E^(16/x^2)*(-1344 - 84*x^2 + 320*x^3 - 10*x^5))/x^5,x]","\frac{441}{x^4}+25 x^2+e^{\frac{32}{x^2}}+\frac{2 e^{\frac{16}{x^2}} \left(21-5 x^3\right)}{x^2}-\frac{210}{x}","\left(-e^{\frac{16}{x^2}}+4 \left(x-\frac{21}{4 x^2}\right)+x\right)^2",1,"E^(32/x^2) + 441/x^4 - 210/x + 25*x^2 + (2*E^(16/x^2)*(21 - 5*x^3))/x^2","A",6,3,53,0.05660,1,"{14, 2209, 2288}"
1798,0,0,0,13.7542734,"\int \frac{\left(96 x^2-3 x^3+e^x \left(-32 x^3+x^4\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)+\left(-1728 x+54 x^2+e^x \left(-576 x+18 x^2\right)+\left(54 x-18 e^x x^2\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)\right) \log \left(-\frac{16 \log \left(e^{-x} \left(-3+e^x x\right)\right)}{-32+x}\right)+\left(-864+27 x+e^x \left(288 x-9 x^2\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right) \log ^2\left(-\frac{16 \log \left(e^{-x} \left(-3+e^x x\right)\right)}{-32+x}\right)}{\left(96 x^2-3 x^3+e^x \left(-32 x^3+x^4\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)} \, dx","Int[((96*x^2 - 3*x^3 + E^x*(-32*x^3 + x^4))*Log[(-3 + E^x*x)/E^x] + (-1728*x + 54*x^2 + E^x*(-576*x + 18*x^2) + (54*x - 18*E^x*x^2)*Log[(-3 + E^x*x)/E^x])*Log[(-16*Log[(-3 + E^x*x)/E^x])/(-32 + x)] + (-864 + 27*x + E^x*(288*x - 9*x^2))*Log[(-3 + E^x*x)/E^x]*Log[(-16*Log[(-3 + E^x*x)/E^x])/(-32 + x)]^2)/((96*x^2 - 3*x^3 + E^x*(-32*x^3 + x^4))*Log[(-3 + E^x*x)/E^x]),x]","\int \frac{\left(96 x^2-3 x^3+e^x \left(-32 x^3+x^4\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)+\left(-1728 x+54 x^2+e^x \left(-576 x+18 x^2\right)+\left(54 x-18 e^x x^2\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)\right) \log \left(-\frac{16 \log \left(e^{-x} \left(-3+e^x x\right)\right)}{-32+x}\right)+\left(-864+27 x+e^x \left(288 x-9 x^2\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right) \log ^2\left(-\frac{16 \log \left(e^{-x} \left(-3+e^x x\right)\right)}{-32+x}\right)}{\left(96 x^2-3 x^3+e^x \left(-32 x^3+x^4\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)} \, dx","x+\frac{9 \log ^2\left(\frac{\log \left(x-3 e^{-x}\right)}{2-\frac{x}{16}}\right)}{x}",1,"x - (9*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]/(-32 + x), x])/16 + (9*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]/x, x])/16 + 18*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]/(x^2*Log[-3/E^x + x]), x] + 54*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]/(x^2*(-3 + E^x*x)*Log[-3/E^x + x]), x] + 54*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]/(x*(-3 + E^x*x)*Log[-3/E^x + x]), x] - 9*Defer[Int][Log[(-16*Log[-3/E^x + x])/(-32 + x)]^2/x^2, x]","F",0,0,0,0,-1,"{}"
1799,1,9,0,0.0052806,"\int \left(4-2 e^x\right) \, dx","Int[4 - 2*E^x,x]","4 x-2 e^x","1-2 \left(e^x-2 x\right)",1,"-2*E^x + 4*x","A",2,1,7,0.1429,1,"{2194}"
1800,1,23,0,0.0348884,"\int \frac{950-60 x-180 x^2+24 x^3}{725+475 x-15 x^2-30 x^3+3 x^4} \, dx","Int[(950 - 60*x - 180*x^2 + 24*x^3)/(725 + 475*x - 15*x^2 - 30*x^3 + 3*x^4),x]","2 \log \left(3 x^4-30 x^3-15 x^2+475 x+725\right)","2 \log \left(3 \left(\frac{x^2}{5}-x-3\right)^2+x+2\right)",1,"2*Log[725 + 475*x - 15*x^2 - 30*x^3 + 3*x^4]","A",1,1,38,0.02632,1,"{1587}"
1801,1,14,0,0.0018197,"\int \frac{1}{2} (17-3 e+12 x) \, dx","Int[(17 - 3*E + 12*x)/2,x]","\frac{1}{48} (12 x-3 e+17)^2","\frac{3}{2} (2 x-e+5) x+x",1,"(17 - 3*E + 12*x)^2/48","A",1,1,12,0.08333,1,"{9}"
1802,1,31,0,0.2203106,"\int \frac{-64+32 x+152 x^2+12 x^3+47 x^4-24 x^5+3 x^6}{\left(-64 x+48 x^3+8 x^4+15 x^5-8 x^6+x^7+\left(64+16 x^2-8 x^3+x^4\right) \log \left(\frac{1}{16} \left(320+80 x^2-40 x^3+5 x^4\right)\right)\right) \log \left(x-x^3-\log \left(\frac{1}{16} \left(320+80 x^2-40 x^3+5 x^4\right)\right)\right)} \, dx","Int[(-64 + 32*x + 152*x^2 + 12*x^3 + 47*x^4 - 24*x^5 + 3*x^6)/((-64*x + 48*x^3 + 8*x^4 + 15*x^5 - 8*x^6 + x^7 + (64 + 16*x^2 - 8*x^3 + x^4)*Log[(320 + 80*x^2 - 40*x^3 + 5*x^4)/16])*Log[x - x^3 - Log[(320 + 80*x^2 - 40*x^3 + 5*x^4)/16]]),x]","\log \left(\log \left(-x^3-\log \left(\frac{5}{16} \left(x^4-8 x^3+16 x^2+64\right)\right)+x\right)\right)","\log \left(\log \left(-x^3-\log \left(5 \left(\left(x-\frac{x^2}{4}\right)^2+4\right)\right)+x\right)\right)",1,"Log[Log[x - x^3 - Log[(5*(64 + 16*x^2 - 8*x^3 + x^4))/16]]]","A",1,1,132,0.007576,1,"{6684}"
1803,0,0,0,6.8064257,"\int \frac{\exp \left(\frac{-5+16 x^2+16 x^4+e^{\frac{8}{e^3}} \left(x^2+x^4\right)+e^{\frac{4}{e^3}} \left(8 x^2+8 x^4\right)}{1+x^2}\right) \left(-42 x-64 x^3-32 x^5+e^{\frac{4}{e^3}} \left(-16 x-32 x^3-16 x^5\right)+e^{\frac{8}{e^3}} \left(-2 x-4 x^3-2 x^5\right)\right)}{1+2 x^2+x^4} \, dx","Int[(E^((-5 + 16*x^2 + 16*x^4 + E^(8/E^3)*(x^2 + x^4) + E^(4/E^3)*(8*x^2 + 8*x^4))/(1 + x^2))*(-42*x - 64*x^3 - 32*x^5 + E^(4/E^3)*(-16*x - 32*x^3 - 16*x^5) + E^(8/E^3)*(-2*x - 4*x^3 - 2*x^5)))/(1 + 2*x^2 + x^4),x]","\int \frac{\exp \left(\frac{-5+16 x^2+16 x^4+e^{\frac{8}{e^3}} \left(x^2+x^4\right)+e^{\frac{4}{e^3}} \left(8 x^2+8 x^4\right)}{1+x^2}\right) \left(-42 x-64 x^3-32 x^5+e^{\frac{4}{e^3}} \left(-16 x-32 x^3-16 x^5\right)+e^{\frac{8}{e^3}} \left(-2 x-4 x^3-2 x^5\right)\right)}{1+2 x^2+x^4} \, dx","5-e^{\left(4+e^{\frac{4}{e^3}}\right)^2 x^2-\frac{5}{x^2+1}}",1,"-((4 + E^(4/E^3))^2*Defer[Subst][Defer[Int][E^((-5 + (4 + E^(4/E^3))^2*x + (4 + E^(4/E^3))^2*x^2)/(1 + x)), x], x, x^2]) - 5*Defer[Subst][Defer[Int][E^((-5 + (4 + E^(4/E^3))^2*x + (4 + E^(4/E^3))^2*x^2)/(1 + x))/(1 + x)^2, x], x, x^2]","F",0,0,0,0,-1,"{}"
1804,1,5,0,0.0144279,"\int -\frac{1}{x \log (x)} \, dx","Int[-(1/(x*Log[x])),x]","-\log (\log (x))","\log \left(\frac{\log (2)}{9 \log (x)}\right)",1,"-Log[Log[x]]","A",2,2,9,0.2222,1,"{2302, 29}"
1805,0,0,0,40.6832894,"\int \frac{\exp \left(\frac{-18 x+3 x^2+3 \log (3)+\left(-5 x+x^2\right) \log \left(e^{e^x x^2}-x\right)}{-5 x+x^2}\right) \left(-25 x^2+7 x^3-x^4+\left(-15 x+6 x^2\right) \log (3)+e^{e^x x^2} \left(3 x^2+e^x \left(50 x^3+5 x^4-8 x^5+x^6\right)+(15-6 x) \log (3)\right)\right)}{-25 x^3+10 x^4-x^5+e^{e^x x^2} \left(25 x^2-10 x^3+x^4\right)} \, dx","Int[(E^((-18*x + 3*x^2 + 3*Log[3] + (-5*x + x^2)*Log[E^(E^x*x^2) - x])/(-5*x + x^2))*(-25*x^2 + 7*x^3 - x^4 + (-15*x + 6*x^2)*Log[3] + E^(E^x*x^2)*(3*x^2 + E^x*(50*x^3 + 5*x^4 - 8*x^5 + x^6) + (15 - 6*x)*Log[3])))/(-25*x^3 + 10*x^4 - x^5 + E^(E^x*x^2)*(25*x^2 - 10*x^3 + x^4)),x]","\int \frac{\exp \left(\frac{-18 x+3 x^2+3 \log (3)+\left(-5 x+x^2\right) \log \left(e^{e^x x^2}-x\right)}{-5 x+x^2}\right) \left(-25 x^2+7 x^3-x^4+\left(-15 x+6 x^2\right) \log (3)+e^{e^x x^2} \left(3 x^2+e^x \left(50 x^3+5 x^4-8 x^5+x^6\right)+(15-6 x) \log (3)\right)\right)}{-25 x^3+10 x^4-x^5+e^{e^x x^2} \left(25 x^2-10 x^3+x^4\right)} \, dx","\left(e^{e^x x^2}-x\right) e^{\frac{3 (\log (3)-x)}{(x-5) x}+3}",1,"(E^((3*(6 - x))/(5 - x) + E^x*x^2)*(5 - 2*x))/(3^(3/((5 - x)*x))*(1/((5 - x)*x^2) - 1/((5 - x)^2*x))*(5 - x)^2*x^2) - Defer[Int][3^(3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)), x] + Log[3]*Defer[Int][(3^(1 + 3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)))/(-5 + x)^2, x] - 15*Defer[Int][(3^(3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)))/(-5 + x)^2, x] + (Log[3]*Defer[Int][(3^(1 + 3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)))/(-5 + x), x])/5 - 3*Defer[Int][(3^(3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)))/(-5 + x), x] - (Log[3]*Defer[Int][(3^(1 + 3/((-5 + x)*x))*E^((3*(-6 + x))/(-5 + x)))/x, x])/5","F",0,0,0,0,-1,"{}"
1806,0,0,0,3.5373181,"\int \frac{e^{-e-2 x+x^2+2 x \log ^2\left(\frac{x-\log (x)}{\log (x)}\right)} \left(\left(2 x-2 x^2\right) \log (x)+(-2+2 x) \log ^2(x)+(4 x-4 x \log (x)) \log \left(\frac{x-\log (x)}{\log (x)}\right)+\left(-2 x \log (x)+2 \log ^2(x)\right) \log ^2\left(\frac{x-\log (x)}{\log (x)}\right)\right)}{-x \log (x)+\log ^2(x)} \, dx","Int[(E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2)*((2*x - 2*x^2)*Log[x] + (-2 + 2*x)*Log[x]^2 + (4*x - 4*x*Log[x])*Log[(x - Log[x])/Log[x]] + (-2*x*Log[x] + 2*Log[x]^2)*Log[(x - Log[x])/Log[x]]^2))/(-(x*Log[x]) + Log[x]^2),x]","\int \frac{e^{-e-2 x+x^2+2 x \log ^2\left(\frac{x-\log (x)}{\log (x)}\right)} \left(\left(2 x-2 x^2\right) \log (x)+(-2+2 x) \log ^2(x)+(4 x-4 x \log (x)) \log \left(\frac{x-\log (x)}{\log (x)}\right)+\left(-2 x \log (x)+2 \log ^2(x)\right) \log ^2\left(\frac{x-\log (x)}{\log (x)}\right)\right)}{-x \log (x)+\log ^2(x)} \, dx","e^{x^2-2 x+2 x \log ^2\left(\frac{x}{\log (x)}-1\right)-e}",1,"-2*Defer[Int][E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2), x] + 2*Defer[Int][E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2)*x, x] + 4*Defer[Int][(E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2)*x*Log[-1 + x/Log[x]])/(x - Log[x]), x] - 4*Defer[Int][(E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2)*x*Log[-1 + x/Log[x]])/((x - Log[x])*Log[x]), x] + 2*Defer[Int][E^(-E - 2*x + x^2 + 2*x*Log[(x - Log[x])/Log[x]]^2)*Log[-1 + x/Log[x]]^2, x]","F",0,0,0,0,-1,"{}"
1807,1,17,0,0.0265888,"\int \frac{-144-289 x+e (1+2 x)}{-144 x+e x} \, dx","Int[(-144 - 289*x + E*(1 + 2*x))/(-144*x + E*x),x]","\frac{(289-2 e) x}{144-e}+\log (x)","2 x+\frac{x+1}{144-e}+\log \left(\frac{x}{4}\right)",1,"((289 - 2*E)*x)/(144 - E) + Log[x]","A",5,4,22,0.1818,1,"{6, 12, 186, 43}"
1808,0,0,0,1.6333387,"\int \frac{e^{4+3 x} \left(1280000 x-640000 x^2\right)+e^{4+2 x} \left(-2560000+5120000 x-4480000 x^2+1280000 x^3\right)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(E^(4 + 3*x)*(1280000*x - 640000*x^2) + E^(4 + 2*x)*(-2560000 + 5120000*x - 4480000*x^2 + 1280000*x^3))/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{e^{4+3 x} \left(1280000 x-640000 x^2\right)+e^{4+2 x} \left(-2560000+5120000 x-4480000 x^2+1280000 x^3\right)}{e^{2 x}-2 e^x x+x^2} \, dx","\frac{640000 e^{2 x+4} (x-2)^2}{x-e^x}",1,"-2560000*Defer[Int][E^(4 + 2*x)/(E^x - x)^2, x] + 5120000*Defer[Int][(E^(4 + 2*x)*x)/(E^x - x)^2, x] + 1280000*Defer[Int][(E^(4 + 2*x)*x)/(E^x - x), x] - 3200000*Defer[Int][(E^(4 + 2*x)*x^2)/(E^x - x)^2, x] - 640000*Defer[Int][(E^(4 + 2*x)*x^2)/(E^x - x), x] + 640000*Defer[Int][(E^(4 + 2*x)*x^3)/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
1809,1,29,0,0.1049639,"\int \frac{e^{-e^{-5+e^5-x}} \left(20 x-4 x^2-x^3\right) \left(-20+8 x+3 x^2+e^{-5+e^5-x} \left(-20 x+4 x^2+x^3\right)\right)}{-20 x+4 x^2+x^3} \, dx","Int[((20*x - 4*x^2 - x^3)*(-20 + 8*x + 3*x^2 + E^(-5 + E^5 - x)*(-20*x + 4*x^2 + x^3)))/(E^E^(-5 + E^5 - x)*(-20*x + 4*x^2 + x^3)),x]","e^{-e^{-x+e^5-5}} \left(-x^3-4 x^2+20 x\right)","e^{-e^{-x+e^5-5}} x \left(-x^2+4 (4-x)+4\right)",1,"(20*x - 4*x^2 - x^3)/E^E^(-5 + E^5 - x)","A",2,2,76,0.02632,1,"{1586, 2288}"
1810,1,18,0,0.3495304,"\int \frac{e^{-4 x} \left(2048-3072 x+1536 x^2-256 x^3+e^{4 x} \left(-6+12 x-6 x^2+x^3\right)\right)}{-8+12 x-6 x^2+x^3} \, dx","Int[(2048 - 3072*x + 1536*x^2 - 256*x^3 + E^(4*x)*(-6 + 12*x - 6*x^2 + x^3))/(E^(4*x)*(-8 + 12*x - 6*x^2 + x^3)),x]","x+64 e^{-4 x}-\frac{1}{(2-x)^2}","x+64 e^{-4 x}-\frac{1}{(2-x)^2}+4",1,"64/E^(4*x) - (2 - x)^(-2) + x","A",5,3,55,0.05455,1,"{6688, 2194, 1850}"
1811,1,58,0,0.0576951,"\int \frac{1}{9} \left(88+188 x+144 x^2+36 x^3+\left(22+108 x+54 x^2\right) \log \left(x^2\right)+18 x \log ^2\left(x^2\right)\right) \, dx","Int[(88 + 188*x + 144*x^2 + 36*x^3 + (22 + 108*x + 54*x^2)*Log[x^2] + 18*x*Log[x^2]^2)/9,x]","x^4+4 x^3+\frac{58 x^2}{9}+x^2 \log ^2\left(x^2\right)+4 x^2 \log \left(x^2\right)+\frac{22}{9} x \log \left(x^2\right)+2 x^3 \log \left(x^2\right)+\frac{44 x}{9}","\left(-x \left(\log \left(x^2\right)+x+2\right)-\frac{11}{9}\right)^2",1,"(44*x)/9 + (58*x^2)/9 + 4*x^3 + x^4 + (22*x*Log[x^2])/9 + 4*x^2*Log[x^2] + 2*x^3*Log[x^2] + x^2*Log[x^2]^2","B",9,5,43,0.1163,1,"{12, 2356, 2295, 2304, 2305}"
1812,0,0,0,1.0728476,"\int \frac{-x+2 x^2-8 e^{2 x} x^2-8 x^3+\left(2 x-8 e^{2 x} x-8 x^2\right) \log (x)+\left(-2 e^{2 x}-2 x\right) \log ^2(x)}{4 x^2+4 x \log (x)+\log ^2(x)} \, dx","Int[(-x + 2*x^2 - 8*E^(2*x)*x^2 - 8*x^3 + (2*x - 8*E^(2*x)*x - 8*x^2)*Log[x] + (-2*E^(2*x) - 2*x)*Log[x]^2)/(4*x^2 + 4*x*Log[x] + Log[x]^2),x]","\int \frac{-x+2 x^2-8 e^{2 x} x^2-8 x^3+\left(2 x-8 e^{2 x} x-8 x^2\right) \log (x)+\left(-2 e^{2 x}-2 x\right) \log ^2(x)}{4 x^2+4 x \log (x)+\log ^2(x)} \, dx","(1-x) x-x-e^{2 x}+\frac{x}{\frac{\log (x)}{x}+2}+\frac{11}{3}",1,"-E^(2*x) - x^2 - Defer[Int][x/(2*x + Log[x])^2, x] - 2*Defer[Int][x^2/(2*x + Log[x])^2, x] + 2*Defer[Int][x/(2*x + Log[x]), x]","F",0,0,0,0,-1,"{}"
1813,1,41,0,1.5358348,"\int \frac{68 x+32 x^2+4 x^3+e^{2 x} \left(-4-71 x-20 x^2\right)+e^{2 x} \left(-7 x-2 x^2\right) \log (-2 x)}{64 x+32 x^2+4 x^3} \, dx","Int[(68*x + 32*x^2 + 4*x^3 + E^(2*x)*(-4 - 71*x - 20*x^2) + E^(2*x)*(-7*x - 2*x^2)*Log[-2*x])/(64*x + 32*x^2 + 4*x^3),x]","x-\frac{5 e^{2 x}}{2 (x+4)}-\frac{1}{x+4}-\frac{e^{2 x} \log (-2 x)}{4 (x+4)}","x-\frac{e^{2 x} (\log (-2 x)+10)-x}{4 x+16}",1,"x - (4 + x)^(-1) - (5*E^(2*x))/(2*(4 + x)) - (E^(2*x)*Log[-2*x])/(4*(4 + x))","A",20,9,66,0.1364,1,"{1594, 27, 12, 6742, 683, 2178, 2177, 2197, 2554}"
1814,0,0,0,2.4694697,"\int \frac{-1216-64 x+(-1600-768 x) \log (x)+320 x^2 \log ^2(x)}{\left(-30+6 x+\left(25 x-11 x^2\right) \log (x)+5 x^3 \log ^2(x)\right) \log ^5\left(\frac{24-20 x \log (x)}{5-x+x^2 \log (x)}\right)} \, dx","Int[(-1216 - 64*x + (-1600 - 768*x)*Log[x] + 320*x^2*Log[x]^2)/((-30 + 6*x + (25*x - 11*x^2)*Log[x] + 5*x^3*Log[x]^2)*Log[(24 - 20*x*Log[x])/(5 - x + x^2*Log[x])]^5),x]","\int \frac{-1216-64 x+(-1600-768 x) \log (x)+320 x^2 \log ^2(x)}{\left(-30+6 x+\left(25 x-11 x^2\right) \log (x)+5 x^3 \log ^2(x)\right) \log ^5\left(\frac{24-20 x \log (x)}{5-x+x^2 \log (x)}\right)} \, dx","\frac{16}{\log ^4\left(\frac{4}{5-\frac{x+25}{\frac{1}{1-x \log (x)}+5}}\right)}",1,"1216*Defer[Int][1/((30 - 6*x - 25*x*Log[x] + 11*x^2*Log[x] - 5*x^3*Log[x]^2)*Log[(-4*(-6 + 5*x*Log[x]))/(5 - x + x^2*Log[x])]^5), x] + 64*Defer[Int][x/((30 - 6*x - 25*x*Log[x] + 11*x^2*Log[x] - 5*x^3*Log[x]^2)*Log[(-4*(-6 + 5*x*Log[x]))/(5 - x + x^2*Log[x])]^5), x] + 1600*Defer[Int][Log[x]/((30 - 6*x - 25*x*Log[x] + 11*x^2*Log[x] - 5*x^3*Log[x]^2)*Log[(-4*(-6 + 5*x*Log[x]))/(5 - x + x^2*Log[x])]^5), x] + 768*Defer[Int][(x*Log[x])/((30 - 6*x - 25*x*Log[x] + 11*x^2*Log[x] - 5*x^3*Log[x]^2)*Log[(-4*(-6 + 5*x*Log[x]))/(5 - x + x^2*Log[x])]^5), x] + 320*Defer[Int][(x^2*Log[x]^2)/((-30 + 6*x + 25*x*Log[x] - 11*x^2*Log[x] + 5*x^3*Log[x]^2)*Log[(-4*(-6 + 5*x*Log[x]))/(5 - x + x^2*Log[x])]^5), x]","F",0,0,0,0,-1,"{}"
1815,1,23,0,0.2362519,"\int \frac{1}{2} \left(6+e^{\frac{1}{2} \left(-4+2 e^{x^2}+2 x+3 x^3\right)} \left(-2-4 e^{x^2} x-9 x^2\right)\right) \, dx","Int[(6 + E^((-4 + 2*E^x^2 + 2*x + 3*x^3)/2)*(-2 - 4*E^x^2*x - 9*x^2))/2,x]","3 x-e^{\frac{3 x^3}{2}+e^{x^2}+x-2}","3 x-e^{\frac{3 x^3}{2}+e^{x^2}+x-2}",1,"-E^(-2 + E^x^2 + x + (3*x^3)/2) + 3*x","A",4,3,45,0.06667,1,"{12, 6688, 6706}"
1816,1,19,0,0.291823,"\int \frac{-100+250 x+e^{x^4} \left(50 x+100 x^5\right)}{16 x^2-40 x^3+25 x^4+e^{2 x^4} x^4+e^{x^4} \left(-8 x^3+10 x^4\right)} \, dx","Int[(-100 + 250*x + E^x^4*(50*x + 100*x^5))/(16*x^2 - 40*x^3 + 25*x^4 + E^(2*x^4)*x^4 + E^x^4*(-8*x^3 + 10*x^4)),x]","\frac{25}{x \left(4-\left(e^{x^4}+5\right) x\right)}","\frac{5}{x \left(\frac{1}{5} \left(-e^{x^4} x-1\right)-x+1\right)}",1,"25/(x*(4 - (5 + E^x^4)*x))","A",3,3,67,0.04478,1,"{6688, 12, 6687}"
1817,1,49,0,0.1080712,"\int \frac{-400 x^2-800 x^3+e^{x/400} \left(-1600+4 x-401 x^2-x^3\right)}{1200 x^2} \, dx","Int[(-400*x^2 - 800*x^3 + E^(x/400)*(-1600 + 4*x - 401*x^2 - x^3))/(1200*x^2),x]","-\frac{1}{12} (2 x+1)^2-\frac{e^{x/400}}{3}-\frac{1}{3} e^{x/400} x+\frac{4 e^{x/400}}{3 x}","\frac{\left(x+e^{x/400}\right) \left(-x^2-x+4\right)}{3 x}",1,"-1/3*E^(x/400) + (4*E^(x/400))/(3*x) - (E^(x/400)*x)/3 - (1 + 2*x)^2/12","A",11,7,41,0.1707,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
1818,1,132,0,0.2465702,"\int \frac{e^{e^{81+108 x+54 x^2+12 x^3+x^4} x} \left(8+5 x-2 x^2\right) \left(-5+4 x+e^{81+108 x+54 x^2+12 x^3+x^4} \left(-8-869 x-1402 x^2-612 x^3+4 x^4+52 x^5+8 x^6\right)\right)}{-8-5 x+2 x^2} \, dx","Int[(E^(E^(81 + 108*x + 54*x^2 + 12*x^3 + x^4)*x)*(8 + 5*x - 2*x^2)*(-5 + 4*x + E^(81 + 108*x + 54*x^2 + 12*x^3 + x^4)*(-8 - 869*x - 1402*x^2 - 612*x^3 + 4*x^4 + 52*x^5 + 8*x^6)))/(-8 - 5*x + 2*x^2),x]","\frac{\left(-8 x^6-52 x^5-4 x^4+612 x^3+1402 x^2+869 x+8\right) \exp \left(x^4+12 x^3+54 x^2+e^{x^4+12 x^3+54 x^2+108 x+81} x+108 x+81\right)}{4 e^{x^4+12 x^3+54 x^2+108 x+81} x \left(x^3+9 x^2+27 x+27\right)+e^{x^4+12 x^3+54 x^2+108 x+81}}","e^{e^{(x+3)^4} x} ((4-x) (2 x+2)-x)-\log (5)",1,"(E^(81 + 108*x + E^(81 + 108*x + 54*x^2 + 12*x^3 + x^4)*x + 54*x^2 + 12*x^3 + x^4)*(8 + 869*x + 1402*x^2 + 612*x^3 - 4*x^4 - 52*x^5 - 8*x^6))/(E^(81 + 108*x + 54*x^2 + 12*x^3 + x^4) + 4*E^(81 + 108*x + 54*x^2 + 12*x^3 + x^4)*x*(27 + 27*x + 9*x^2 + x^3))","B",2,2,103,0.01942,1,"{1586, 2288}"
1819,0,0,0,1.306514,"\int \frac{-4 x+x^3+e^x \left(4-x^2\right)+\left(-4+x^2\right) \log \left(\frac{1}{x}\right)+\left(2 x-2 x^2+2 e^x x^2\right) \log \left(e^x-x-\log \left(\frac{1}{x}\right)\right)}{-e^x x^2+x^3+x^2 \log \left(\frac{1}{x}\right)} \, dx","Int[(-4*x + x^3 + E^x*(4 - x^2) + (-4 + x^2)*Log[x^(-1)] + (2*x - 2*x^2 + 2*E^x*x^2)*Log[E^x - x - Log[x^(-1)]])/(-(E^x*x^2) + x^3 + x^2*Log[x^(-1)]),x]","\int \frac{-4 x+x^3+e^x \left(4-x^2\right)+\left(-4+x^2\right) \log \left(\frac{1}{x}\right)+\left(2 x-2 x^2+2 e^x x^2\right) \log \left(e^x-x-\log \left(\frac{1}{x}\right)\right)}{-e^x x^2+x^3+x^2 \log \left(\frac{1}{x}\right)} \, dx","x-\frac{x-4}{x}-\log ^2\left(-x+e^x-\log \left(\frac{1}{x}\right)\right)-2",1,"4/x + x - 2*Defer[Int][Log[E^x - x - Log[x^(-1)]], x] + 2*Defer[Int][Log[E^x - x - Log[x^(-1)]]/(E^x - x - Log[x^(-1)]), x] + 2*Defer[Int][Log[E^x - x - Log[x^(-1)]]/(x*(-E^x + x + Log[x^(-1)])), x] + 2*Defer[Int][(x*Log[E^x - x - Log[x^(-1)]])/(-E^x + x + Log[x^(-1)]), x] + 2*Defer[Int][(Log[x^(-1)]*Log[E^x - x - Log[x^(-1)]])/(-E^x + x + Log[x^(-1)]), x]","F",0,0,0,0,-1,"{}"
1820,1,14,0,0.6051401,"\int \frac{\log (x) \log ^2(\log (x))+e^{\frac{2 x^2}{\log (\log (x))}} (-2 x+4 x \log (x) \log (\log (x)))}{\log (x) \log ^2(\log (x))} \, dx","Int[(Log[x]*Log[Log[x]]^2 + E^((2*x^2)/Log[Log[x]])*(-2*x + 4*x*Log[x]*Log[Log[x]]))/(Log[x]*Log[Log[x]]^2),x]","e^{\frac{2 x^2}{\log (\log (x))}}+x","e^{\frac{2 x^2}{\log (\log (x))}}+x+e^5-41",1,"E^((2*x^2)/Log[Log[x]]) + x","A",3,2,44,0.04545,1,"{6742, 6706}"
1821,0,0,0,1.0506679,"\int \frac{-12-300 e^{5-x^2}-24 x^2}{-12 x+25 e^{5-x^2} (-12 x+\log (5))} \, dx","Int[(-12 - 300*E^(5 - x^2) - 24*x^2)/(-12*x + 25*E^(5 - x^2)*(-12*x + Log[5])),x]","\int \frac{-12-300 e^{5-x^2}-24 x^2}{-12 x+25 e^{5-x^2} (-12 x+\log (5))} \, dx","\log \left(\log (5)-4 \left(\frac{3 e^{x^2-5}}{25}+3\right) x\right)",1,"x^2 + Log[x] + 25*E^5*Log[5]*Defer[Int][1/(x*(300*E^5*x + 12*E^x^2*x - 25*E^5*Log[5])), x] + 50*E^5*Log[5]*Defer[Int][x/(300*E^5*x + 12*E^x^2*x - 25*E^5*Log[5]), x] - 600*E^5*Defer[Int][x^2/(300*E^5*x + 12*E^x^2*x - 25*E^5*Log[5]), x]","F",0,0,0,0,-1,"{}"
1822,0,0,0,12.2818246,"\int \frac{-x+2 x^2-x^3+e^x \left(-4+5 x-x^2\right)+e^x \left(7 x-5 x^2+x^3\right) \log \left(\frac{3}{x}\right)}{-x^2+2 x^3-x^4+e^x \left(4 x-5 x^2+x^3\right) \log \left(\frac{3}{x}\right)} \, dx","Int[(-x + 2*x^2 - x^3 + E^x*(-4 + 5*x - x^2) + E^x*(7*x - 5*x^2 + x^3)*Log[3/x])/(-x^2 + 2*x^3 - x^4 + E^x*(4*x - 5*x^2 + x^3)*Log[3/x]),x]","\int \frac{-x+2 x^2-x^3+e^x \left(-4+5 x-x^2\right)+e^x \left(7 x-5 x^2+x^3\right) \log \left(\frac{3}{x}\right)}{-x^2+2 x^3-x^4+e^x \left(4 x-5 x^2+x^3\right) \log \left(\frac{3}{x}\right)} \, dx","\log \left(\frac{e^x (4-x) x \log \left(\frac{3}{x}\right)}{x^2-x}+x\right)",1,"x - Log[1 - x] + Log[4 - x] + Log[Log[3/x]] - 4*Defer[Int][((-1 + x)*x - E^x*(-4 + x)*Log[3/x])^(-1), x] - 12*Defer[Int][1/((-4 + x)*((-1 + x)*x - E^x*(-4 + x)*Log[3/x])), x] + 2*Defer[Int][x/((-1 + x)*x - E^x*(-4 + x)*Log[3/x]), x] - Defer[Int][x^2/((-1 + x)*x - E^x*(-4 + x)*Log[3/x]), x] + Defer[Int][x/(Log[3/x]*((-1 + x)*x - E^x*(-4 + x)*Log[3/x])), x] + Defer[Int][1/(Log[3/x]*(-((-1 + x)*x) + E^x*(-4 + x)*Log[3/x])), x]","F",0,0,0,0,-1,"{}"
1823,0,0,0,1.6471288,"\int \frac{-875 x+25 e^x x^3+125 x \log (x)}{-54000-5400 e^x x-180 e^{2 x} x^2-2 e^{3 x} x^3+\left(27000+1800 e^x x+30 e^{2 x} x^2\right) \log (x)+\left(-4500-150 e^x x\right) \log ^2(x)+250 \log ^3(x)} \, dx","Int[(-875*x + 25*E^x*x^3 + 125*x*Log[x])/(-54000 - 5400*E^x*x - 180*E^(2*x)*x^2 - 2*E^(3*x)*x^3 + (27000 + 1800*E^x*x + 30*E^(2*x)*x^2)*Log[x] + (-4500 - 150*E^x*x)*Log[x]^2 + 250*Log[x]^3),x]","\int \frac{-875 x+25 e^x x^3+125 x \log (x)}{-54000-5400 e^x x-180 e^{2 x} x^2-2 e^{3 x} x^3+\left(27000+1800 e^x x+30 e^{2 x} x^2\right) \log (x)+\left(-4500-150 e^x x\right) \log ^2(x)+250 \log ^3(x)} \, dx","\frac{x^2}{4 \left(-\frac{e^x x}{5}+\log (x)-6\right)^2}",1,"(875*Defer[Int][x/(30 + E^x*x - 5*Log[x])^3, x])/2 + 375*Defer[Int][x^2/(30 + E^x*x - 5*Log[x])^3, x] - (25*Defer[Int][x^2/(30 + E^x*x - 5*Log[x])^2, x])/2 - (125*Defer[Int][(x*Log[x])/(30 + E^x*x - 5*Log[x])^3, x])/2 - (125*Defer[Int][(x^2*Log[x])/(30 + E^x*x - 5*Log[x])^3, x])/2","F",0,0,0,0,-1,"{}"
1824,0,0,0,7.6494154,"\int \frac{e^{16} \left(-36-12 x^2+6 x^3\right)+e^{16} \left(54+18 x^2\right) \log (x)+\left(e^{16} \left(-27+3 x^2-9 x^3\right)-18 e^{16} x^2 \log (x)\right) \log \left(x^2\right)}{36 x+24 x^3-12 x^4+4 x^5-4 x^6+x^7+\left(-108 x-72 x^3+18 x^4-12 x^5+6 x^6\right) \log (x)+\left(81 x+54 x^3+9 x^5\right) \log ^2(x)} \, dx","Int[(E^16*(-36 - 12*x^2 + 6*x^3) + E^16*(54 + 18*x^2)*Log[x] + (E^16*(-27 + 3*x^2 - 9*x^3) - 18*E^16*x^2*Log[x])*Log[x^2])/(36*x + 24*x^3 - 12*x^4 + 4*x^5 - 4*x^6 + x^7 + (-108*x - 72*x^3 + 18*x^4 - 12*x^5 + 6*x^6)*Log[x] + (81*x + 54*x^3 + 9*x^5)*Log[x]^2),x]","\int \frac{e^{16} \left(-36-12 x^2+6 x^3\right)+e^{16} \left(54+18 x^2\right) \log (x)+\left(e^{16} \left(-27+3 x^2-9 x^3\right)-18 e^{16} x^2 \log (x)\right) \log \left(x^2\right)}{36 x+24 x^3-12 x^4+4 x^5-4 x^6+x^7+\left(-108 x-72 x^3+18 x^4-12 x^5+6 x^6\right) \log (x)+\left(81 x+54 x^3+9 x^5\right) \log ^2(x)} \, dx","\frac{e^{16} \log \left(x^2\right)}{\left(x^2+3\right) \left(\frac{x-2}{3}+\log (x)\right)-x}",1,"6*E^16*Defer[Int][1/(x*(-6 - 2*x^2 + x^3 + 9*Log[x] + 3*x^2*Log[x])), x] - 27*E^16*Defer[Int][Log[x^2]/(x*(-6 - 2*x^2 + x^3 + 9*Log[x] + 3*x^2*Log[x])^2), x] + 3*E^16*Defer[Int][(x*Log[x^2])/(-6 - 2*x^2 + x^3 + 9*Log[x] + 3*x^2*Log[x])^2, x] - 9*E^16*Defer[Int][(x^2*Log[x^2])/(-6 - 2*x^2 + x^3 + 9*Log[x] + 3*x^2*Log[x])^2, x] - 18*E^16*Defer[Int][(x*Log[x]*Log[x^2])/(-6 - 2*x^2 + x^3 + 9*Log[x] + 3*x^2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
1825,0,0,0,1.6972179,"\int \frac{8 x-6 x^2-2 x^3+\sqrt[5]{e} \left(2 x-2 x^2\right)+\left(15+3 x-50 x^2-20 x^3-2 x^4+\sqrt[5]{e} \left(-10 x^2-2 x^3\right)+\left(-3+10 x^2+2 \sqrt[5]{e} x^2+2 x^3\right) \log (x)\right) \log (-5-x+\log (x))+\left(2 x-2 x^2+\left(-10 x^2-2 x^3+2 x^2 \log (x)\right) \log (-5-x+\log (x))\right) \log (\log (-5-x+\log (x)))}{\left(-5 x^2-x^3+x^2 \log (x)\right) \log (-5-x+\log (x))} \, dx","Int[(8*x - 6*x^2 - 2*x^3 + E^(1/5)*(2*x - 2*x^2) + (15 + 3*x - 50*x^2 - 20*x^3 - 2*x^4 + E^(1/5)*(-10*x^2 - 2*x^3) + (-3 + 10*x^2 + 2*E^(1/5)*x^2 + 2*x^3)*Log[x])*Log[-5 - x + Log[x]] + (2*x - 2*x^2 + (-10*x^2 - 2*x^3 + 2*x^2*Log[x])*Log[-5 - x + Log[x]])*Log[Log[-5 - x + Log[x]]])/((-5*x^2 - x^3 + x^2*Log[x])*Log[-5 - x + Log[x]]),x]","\int \frac{8 x-6 x^2-2 x^3+\sqrt[5]{e} \left(2 x-2 x^2\right)+\left(15+3 x-50 x^2-20 x^3-2 x^4+\sqrt[5]{e} \left(-10 x^2-2 x^3\right)+\left(-3+10 x^2+2 \sqrt[5]{e} x^2+2 x^3\right) \log (x)\right) \log (-5-x+\log (x))+\left(2 x-2 x^2+\left(-10 x^2-2 x^3+2 x^2 \log (x)\right) \log (-5-x+\log (x))\right) \log (\log (-5-x+\log (x)))}{\left(-5 x^2-x^3+x^2 \log (x)\right) \log (-5-x+\log (x))} \, dx","2 x+\frac{3}{x}+\left(x+\log (\log (-x+\log (x)-5))+\sqrt[5]{e}+4\right)^2",1,"3/x + 2*(5 + E^(1/5))*x + x^2 + Log[Log[-5 - x + Log[x]]]^2 + 2*(3 + E^(1/5))*Defer[Int][1/((5 + x - Log[x])*Log[-5 - x + Log[x]]), x] - 2*(4 + E^(1/5))*Defer[Int][1/(x*(5 + x - Log[x])*Log[-5 - x + Log[x]]), x] + 2*Defer[Int][x/((5 + x - Log[x])*Log[-5 - x + Log[x]]), x] + 2*Defer[Int][Log[Log[-5 - x + Log[x]]], x]","F",0,0,0,0,-1,"{}"
1826,1,108,0,1.5544045,"\int \frac{36+372 x-1075 x^2+1250 x^3-777 x^4+262 x^5-42 x^6+2 x^7+e^x \left(-32 x^2+32 x^3-8 x^5+2 x^6\right)+\left(-2-5 x+11 x^2-6 x^3+x^4\right) \log (x)-x \log ^2(x)}{-16 x+24 x^2-12 x^3+2 x^4} \, dx","Int[(36 + 372*x - 1075*x^2 + 1250*x^3 - 777*x^4 + 262*x^5 - 42*x^6 + 2*x^7 + E^x*(-32*x^2 + 32*x^3 - 8*x^5 + 2*x^6) + (-2 - 5*x + 11*x^2 - 6*x^3 + x^4)*Log[x] - x*Log[x]^2)/(-16*x + 24*x^2 - 12*x^3 + 2*x^4),x]","\frac{x^4}{4}-5 x^3+e^x x^2+\frac{1075 x^2}{8 (2-x)^2}+\frac{29 x^2}{2}-27 x+\frac{1075}{2 (2-x)}-\frac{1075}{2 (2-x)^2}+\frac{\log ^2(x)}{4 (2-x)^2}-\frac{x \log (x)}{4 (2-x)}+\frac{1}{2} x \log (x)-\frac{9 \log (x)}{4}","\left(-2 x+e^x+1\right) x^2+\frac{1}{4} \left(\frac{\log (x)}{2-x}-(3-x)^2\right)^2",1,"-1075/(2*(2 - x)^2) + 1075/(2*(2 - x)) - 27*x + (29*x^2)/2 + E^x*x^2 + (1075*x^2)/(8*(2 - x)^2) - 5*x^3 + x^4/4 - (9*Log[x])/4 + (x*Log[x])/2 - (x*Log[x])/(4*(2 - x)) + Log[x]^2/(4*(2 - x)^2)","B",39,18,110,0.1636,1,"{6741, 6742, 44, 37, 43, 2196, 2176, 2194, 2357, 2295, 2314, 31, 2316, 2315, 2301, 2319, 2347, 2344}"
1827,1,147,0,0.9135394,"\int \frac{1}{9} \exp \left(\frac{1}{3} \left(-12+15 x^2-80 e^{2 x/3} x^2-160 e^{x/3} x^3-80 x^4\right)\right) \left(9+90 x^2-960 x^4+e^{2 x/3} \left(-480 x^2-160 x^3\right)+e^{x/3} \left(-1440 x^3-160 x^4\right)\right) \, dx","Int[(E^((-12 + 15*x^2 - 80*E^((2*x)/3)*x^2 - 160*E^(x/3)*x^3 - 80*x^4)/3)*(9 + 90*x^2 - 960*x^4 + E^((2*x)/3)*(-480*x^2 - 160*x^3) + E^(x/3)*(-1440*x^3 - 160*x^4)))/9,x]","\frac{\left(-96 x^4+9 x^2-16 e^{x/3} \left(x^4+9 x^3\right)-16 e^{2 x/3} \left(x^3+3 x^2\right)\right) \exp \left(\frac{1}{3} \left(-80 x^4-160 e^{x/3} x^3-80 e^{2 x/3} x^2+15 x^2-12\right)\right)}{-16 e^{x/3} x^3-96 x^3-144 e^{x/3} x^2-16 e^{2 x/3} x^2-48 e^{2 x/3} x+9 x}","e^{\frac{5}{3} x^2 \left(3-16 \left(x+e^{x/3}\right)^2\right)-4} x",1,"(E^((-12 + 15*x^2 - 80*E^((2*x)/3)*x^2 - 160*E^(x/3)*x^3 - 80*x^4)/3)*(9*x^2 - 96*x^4 - 16*E^((2*x)/3)*(3*x^2 + x^3) - 16*E^(x/3)*(9*x^3 + x^4)))/(9*x - 48*E^((2*x)/3)*x - 144*E^(x/3)*x^2 - 16*E^((2*x)/3)*x^2 - 96*x^3 - 16*E^(x/3)*x^3)","B",2,2,96,0.02083,1,"{12, 2288}"
1828,1,25,0,0.0086209,"\int \frac{1}{4} \left(-20-2 e^x-20 e^{5+x}+x\right) \, dx","Int[(-20 - 2*E^x - 20*E^(5 + x) + x)/4,x]","\frac{x^2}{8}-5 x-\frac{e^x}{2}-5 e^{x+5}","\frac{1}{2} \left(\frac{x^2}{4}-e^x-10 \left(x+e^{x+5}\right)+3\right)",1,"-1/2*E^x - 5*E^(5 + x) - 5*x + x^2/8","A",4,2,19,0.1053,1,"{12, 2194}"
1829,0,0,0,6.7792668,"\int \frac{e \left(-75-27 x^2-4 x^3\right)+e^{e^x} \left(e \left(-3-x^2\right)+e^{1+x} \left(3 x-x^2-x^3\right)\right)}{5625-2850 x-3689 x^2+726 x^3+805 x^4+108 x^5+4 x^6+e^{2 e^x} \left(9-6 x-5 x^2+2 x^3+x^4\right)+e^{e^x} \left(450-264 x-274 x^2+80 x^3+58 x^4+4 x^5\right)} \, dx","Int[(E*(-75 - 27*x^2 - 4*x^3) + E^E^x*(E*(-3 - x^2) + E^(1 + x)*(3*x - x^2 - x^3)))/(5625 - 2850*x - 3689*x^2 + 726*x^3 + 805*x^4 + 108*x^5 + 4*x^6 + E^(2*E^x)*(9 - 6*x - 5*x^2 + 2*x^3 + x^4) + E^E^x*(450 - 264*x - 274*x^2 + 80*x^3 + 58*x^4 + 4*x^5)),x]","\int \frac{e \left(-75-27 x^2-4 x^3\right)+e^{e^x} \left(e \left(-3-x^2\right)+e^{1+x} \left(3 x-x^2-x^3\right)\right)}{5625-2850 x-3689 x^2+726 x^3+805 x^4+108 x^5+4 x^6+e^{2 e^x} \left(9-6 x-5 x^2+2 x^3+x^4\right)+e^{e^x} \left(450-264 x-274 x^2+80 x^3+58 x^4+4 x^5\right)} \, dx","\frac{e}{\left(2 x+e^{e^x}+25\right) \left(\frac{x^2-3}{x}+1\right)}",1,"(46*E*Defer[Int][1/((-1 + Sqrt[13] - 2*x)*(25 + E^E^x + 2*x)^2), x])/Sqrt[13] + (2*E*Defer[Int][E^E^x/((-1 + Sqrt[13] - 2*x)*(25 + E^E^x + 2*x)^2), x])/Sqrt[13] - (4*(13 - Sqrt[13])*E*Defer[Int][1/((1 - Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/13 - ((13 - Sqrt[13])*E*Defer[Int][E^(E^x + x)/((1 - Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/13 + (46*E*Defer[Int][1/((1 + Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/Sqrt[13] - (4*(13 + Sqrt[13])*E*Defer[Int][1/((1 + Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/13 + (2*E*Defer[Int][E^E^x/((1 + Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/Sqrt[13] - ((13 + Sqrt[13])*E*Defer[Int][E^(E^x + x)/((1 + Sqrt[13] + 2*x)*(25 + E^E^x + 2*x)^2), x])/13 - 144*E*Defer[Int][1/((25 + E^E^x + 2*x)^2*(-3 + x + x^2)^2), x] - 6*E*Defer[Int][E^E^x/((25 + E^E^x + 2*x)^2*(-3 + x + x^2)^2), x] + 11*E*Defer[Int][x/((25 + E^E^x + 2*x)^2*(-3 + x + x^2)^2), x] + E*Defer[Int][(E^E^x*x)/((25 + E^E^x + 2*x)^2*(-3 + x + x^2)^2), x]","F",0,0,0,0,-1,"{}"
1830,1,37,0,2.4905563,"\int \frac{e^3 x^2-5 e^8 x^3+e^5 \left(-e^6+10 e^{11} x-25 e^{16} x^2\right)+\left(-e^3 x^2+e^5 \left(-e^6+10 e^{11} x-25 e^{16} x^2\right)\right) \log (x)}{\left(-e^3 x^3+5 e^8 x^4+e^5 \left(e^6 x-10 e^{11} x^2+25 e^{16} x^3\right)\right) \log (x)} \, dx","Int[(E^3*x^2 - 5*E^8*x^3 + E^5*(-E^6 + 10*E^11*x - 25*E^16*x^2) + (-(E^3*x^2) + E^5*(-E^6 + 10*E^11*x - 25*E^16*x^2))*Log[x])/((-(E^3*x^3) + 5*E^8*x^4 + E^5*(E^6*x - 10*E^11*x^2 + 25*E^16*x^3))*Log[x]),x]","\log \left(-x^2-5 e^{13} x+e^8\right)-\log (x)-\log \left(1-5 e^5 x\right)-\log (\log (x))","\log \left(\frac{\frac{x}{5 e^8 x-e^3}+\frac{e^5}{x}}{\log (x)}\right)",1,"-Log[x] - Log[1 - 5*E^5*x] + Log[E^8 - 5*E^13*x - x^2] - Log[Log[x]]","A",10,7,126,0.05556,1,"{6741, 12, 6742, 6728, 628, 2302, 29}"
1831,1,58,0,2.0539178,"\int \frac{-x+18 e^{2 x} x+e^x \left(-54 x-18 e^4 x+18 x \log (5)\right)+\left(-80-54 e^4-9 e^8-9 e^{2 x}+x+e^x \left(54+18 e^4-18 \log (5)\right)+\left(54+18 e^4\right) \log (5)-9 \log ^2(5)\right) \log \left(-80-54 e^4-9 e^8-9 e^{2 x}+x+e^x \left(54+18 e^4-18 \log (5)\right)+\left(54+18 e^4\right) \log (5)-9 \log ^2(5)\right)}{80 x^2+54 e^4 x^2+9 e^8 x^2+9 e^{2 x} x^2-x^3+\left(-54 x^2-18 e^4 x^2\right) \log (5)+9 x^2 \log ^2(5)+e^x \left(-54 x^2-18 e^4 x^2+18 x^2 \log (5)\right)+\left(4000 x+2700 e^4 x+450 e^8 x+450 e^{2 x} x-50 x^2+\left(-2700 x-900 e^4 x\right) \log (5)+450 x \log ^2(5)+e^x \left(-2700 x-900 e^4 x+900 x \log (5)\right)\right) \log \left(-80-54 e^4-9 e^8-9 e^{2 x}+x+e^x \left(54+18 e^4-18 \log (5)\right)+\left(54+18 e^4\right) \log (5)-9 \log ^2(5)\right)+\left(50000+33750 e^4+5625 e^8+5625 e^{2 x}-625 x+\left(-33750-11250 e^4\right) \log (5)+5625 \log ^2(5)+e^x \left(-33750-11250 e^4+11250 \log (5)\right)\right) \log ^2\left(-80-54 e^4-9 e^8-9 e^{2 x}+x+e^x \left(54+18 e^4-18 \log (5)\right)+\left(54+18 e^4\right) \log (5)-9 \log ^2(5)\right)} \, dx","Int[(-x + 18*E^(2*x)*x + E^x*(-54*x - 18*E^4*x + 18*x*Log[5]) + (-80 - 54*E^4 - 9*E^8 - 9*E^(2*x) + x + E^x*(54 + 18*E^4 - 18*Log[5]) + (54 + 18*E^4)*Log[5] - 9*Log[5]^2)*Log[-80 - 54*E^4 - 9*E^8 - 9*E^(2*x) + x + E^x*(54 + 18*E^4 - 18*Log[5]) + (54 + 18*E^4)*Log[5] - 9*Log[5]^2])/(80*x^2 + 54*E^4*x^2 + 9*E^8*x^2 + 9*E^(2*x)*x^2 - x^3 + (-54*x^2 - 18*E^4*x^2)*Log[5] + 9*x^2*Log[5]^2 + E^x*(-54*x^2 - 18*E^4*x^2 + 18*x^2*Log[5]) + (4000*x + 2700*E^4*x + 450*E^8*x + 450*E^(2*x)*x - 50*x^2 + (-2700*x - 900*E^4*x)*Log[5] + 450*x*Log[5]^2 + E^x*(-2700*x - 900*E^4*x + 900*x*Log[5]))*Log[-80 - 54*E^4 - 9*E^8 - 9*E^(2*x) + x + E^x*(54 + 18*E^4 - 18*Log[5]) + (54 + 18*E^4)*Log[5] - 9*Log[5]^2] + (50000 + 33750*E^4 + 5625*E^8 + 5625*E^(2*x) - 625*x + (-33750 - 11250*E^4)*Log[5] + 5625*Log[5]^2 + E^x*(-33750 - 11250*E^4 + 11250*Log[5]))*Log[-80 - 54*E^4 - 9*E^8 - 9*E^(2*x) + x + E^x*(54 + 18*E^4 - 18*Log[5]) + (54 + 18*E^4)*Log[5] - 9*Log[5]^2]^2),x]","\frac{1}{\frac{x}{\log \left(x-9 e^{2 x}+18 e^x \left(3+e^4-\log (5)\right)-9 e^8-54 e^4-80-9 \log ^2(5)+18 \left(3+e^4\right) \log (5)\right)}+25}","\frac{1}{\frac{x}{\log \left(x-9 \left(e^x-3-e^4+\log (5)\right)^2+1\right)}+25}",1,"(25 + x/Log[-80 - 54*E^4 - 9*E^8 - 9*E^(2*x) + x + 18*E^x*(3 + E^4 - Log[5]) + 18*(3 + E^4)*Log[5] - 9*Log[5]^2])^(-1)","B",6,4,455,0.008791,1,"{6, 6688, 6711, 32}"
1832,0,0,0,1.2642619,"\int \frac{e^{\frac{4}{2+x}} \left(120+48 x-18 x^2-32 x^3-6 x^4\right)}{576+864 x+468 x^2+12 x^3-111 x^4-48 x^5-2 x^6+4 x^7+x^8} \, dx","Int[(E^(4/(2 + x))*(120 + 48*x - 18*x^2 - 32*x^3 - 6*x^4))/(576 + 864*x + 468*x^2 + 12*x^3 - 111*x^4 - 48*x^5 - 2*x^6 + 4*x^7 + x^8),x]","\int \frac{e^{\frac{4}{2+x}} \left(120+48 x-18 x^2-32 x^3-6 x^4\right)}{576+864 x+468 x^2+12 x^3-111 x^4-48 x^5-2 x^6+4 x^7+x^8} \, dx","\frac{2 e^{\frac{4}{x+2}}}{x \left(x^2-\frac{3 (x+4)}{x}\right)}",1,"-1/7*E^(4/(2 + x)) - (18*ExpIntegralEi[4/(2 + x)])/49 + 6*Defer[Int][E^(4/(2 + x))/(-12 - 3*x + x^3)^2, x] - 6*Defer[Int][(E^(4/(2 + x))*x^2)/(-12 - 3*x + x^3)^2, x] + (94*Defer[Int][E^(4/(2 + x))/(-12 - 3*x + x^3), x])/49 + (8*Defer[Int][(E^(4/(2 + x))*x)/(-12 - 3*x + x^3), x])/49 - (18*Defer[Int][(E^(4/(2 + x))*x^2)/(-12 - 3*x + x^3), x])/49","F",0,0,0,0,-1,"{}"
1833,1,32,0,31.4497642,"\int \frac{2 x-3 x^2+x^3-x^4+5 e^{-e^x-x} \left(1-x-e^x x+x^2\right)+\left(-5 e^{-e^x-x}-x+x^2\right) \log \left(-5 e^{-e^x-x} x-x^2+x^3\right)}{5 e^{-e^x-x} x^2+x^3-x^4} \, dx","Int[(2*x - 3*x^2 + x^3 - x^4 + 5*E^(-E^x - x)*(1 - x - E^x*x + x^2) + (-5*E^(-E^x - x) - x + x^2)*Log[-5*E^(-E^x - x)*x - x^2 + x^3])/(5*E^(-E^x - x)*x^2 + x^3 - x^4),x]","\frac{\log \left(-\left((1-x) x^2\right)-5 e^{-x-e^x} x\right)}{x}+x","x+\frac{\log \left(x \left((x-1) x-5 e^{-x-e^x}\right)\right)}{x}",1,"x + Log[-5*E^(-E^x - x)*x - (1 - x)*x^2]/x","A",76,5,117,0.04274,1,"{6742, 6688, 1620, 2551, 77}"
1834,1,33,0,0.0725098,"\int \frac{e^{-5-\frac{x^2}{e^5}} \left(e^5-2 x^2+2 x^3\right)}{4-8 x+4 x^2} \, dx","Int[(E^(-5 - x^2/E^5)*(E^5 - 2*x^2 + 2*x^3))/(4 - 8*x + 4*x^2),x]","\frac{e^{-\frac{x^2}{e^5}} \left(x^2-x^3\right)}{4 (1-x)^2 x}","\frac{e^{-\frac{x^2}{e^5}} x}{4 (1-x)}",1,"(x^2 - x^3)/(4*E^(x^2/E^5)*(1 - x)^2*x)","A",3,3,39,0.07692,1,"{27, 12, 2288}"
1835,0,0,0,2.6963085,"\int \frac{e^{-e^{2/x}+e^{-e^{2/x}} \left(4-2 e^{2 x}\right)} \left(480 e^{2/x}-60 e^{e^{2/x}} x+e^{2 x} \left(-240 e^{2/x}-240 x^2\right)\right)}{x^3} \, dx","Int[(E^(-E^(2/x) + (4 - 2*E^(2*x))/E^E^(2/x))*(480*E^(2/x) - 60*E^E^(2/x)*x + E^(2*x)*(-240*E^(2/x) - 240*x^2)))/x^3,x]","\int \frac{e^{-e^{2/x}+e^{-e^{2/x}} \left(4-2 e^{2 x}\right)} \left(480 e^{2/x}-60 e^{e^{2/x}} x+e^{2 x} \left(-240 e^{2/x}-240 x^2\right)\right)}{x^3} \, dx","\frac{60 e^{2 e^{-e^{2/x}} \left(2-e^{2 x}\right)}}{x}",1,"480*Defer[Int][E^(-E^(2/x) + (4 - 2*E^(2*x))/E^E^(2/x) + 2/x)/x^3, x] - 240*Defer[Int][E^(-E^(2/x) + (4 - 2*E^(2*x))/E^E^(2/x) + 2/x + 2*x)/x^3, x] - 60*Defer[Int][1/(E^((2*(-2 + E^(2*x)))/E^E^(2/x))*x^2), x] - 240*Defer[Int][E^(-E^(2/x) + (4 - 2*E^(2*x))/E^E^(2/x) + 2*x)/x, x]","F",0,0,0,0,-1,"{}"
1836,1,26,0,0.4886847,"\int \frac{\left(-32 x^2+64 x^4\right) \log (2 x)-12 e^{3 \log ^2\left(\log ^2(2 x)\right)} \log \left(\log ^2(2 x)\right)}{x \log (2 x)} \, dx","Int[((-32*x^2 + 64*x^4)*Log[2*x] - 12*E^(3*Log[Log[2*x]^2]^2)*Log[Log[2*x]^2])/(x*Log[2*x]),x]","16 x^4-16 x^2-e^{3 \log ^2\left(\log ^2(2 x)\right)}","\left(4 x^2-2\right)^2-e^{3 \log ^2\left(\log ^2(2 x)\right)}-2",1,"-E^(3*Log[Log[2*x]^2]^2) - 16*x^2 + 16*x^4","A",7,5,49,0.1020,1,"{6742, 14, 2276, 2204, 2209}"
1837,0,0,0,1.2425218,"\int \frac{x^2 \log ^2(x)+e^{\frac{12}{\log (x)}} \left(-12+(-1+x) \log ^2(x)\right)}{e^{\frac{12}{\log (x)}} x \log ^2(x)+x^2 \log ^2(x)} \, dx","Int[(x^2*Log[x]^2 + E^(12/Log[x])*(-12 + (-1 + x)*Log[x]^2))/(E^(12/Log[x])*x*Log[x]^2 + x^2*Log[x]^2),x]","\int \frac{x^2 \log ^2(x)+e^{\frac{12}{\log (x)}} \left(-12+(-1+x) \log ^2(x)\right)}{e^{\frac{12}{\log (x)}} x \log ^2(x)+x^2 \log ^2(x)} \, dx","x+\log \left(\frac{e^{\frac{12}{\log (x)}}}{x}+1\right)+1",1,"x + 12/Log[x] - Log[x] + Defer[Int][(E^(12/Log[x]) + x)^(-1), x] + 12*Defer[Int][1/((E^(12/Log[x]) + x)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
1838,1,39,0,0.0207351,"\int \left(-3+16 x-4 e x+e^5 (-1+8 x-2 e x)\right) \, dx","Int[-3 + 16*x - 4*E*x + E^5*(-1 + 8*x - 2*E*x),x]","2 (4-e) x^2-3 x+\frac{e^5 (2 e x-8 x+1)^2}{4 (4-e)}","\left(2+e^5\right) \left((4-e) x^2-x-5\right)-x",1,"-3*x + 2*(4 - E)*x^2 + (E^5*(1 - 8*x + 2*E*x)^2)/(4*(4 - E))","A",2,1,22,0.04545,1,"{6}"
1839,0,0,0,22.8668651,"\int \frac{e^{e^{-2+x}} \left(e^8 \left(25-10 x+x^2\right)+e^4 \left(5 x^2-x^3\right)\right)+e^{e^{-2+x}} \left(e^8 \left(-25+10 x-x^2\right)+e^4 \left(-15 x^2+2 x^3\right)+e^{-2+x} \left(e^8 \left(25 x-10 x^2+x^3\right)+e^4 \left(5 x^3-x^4\right)\right)\right) \log (x) \log (\log (x))}{\left(x^6+e^8 \left(25 x^2-10 x^3+x^4\right)+e^4 \left(10 x^4-2 x^5\right)\right) \log (x)} \, dx","Int[(E^E^(-2 + x)*(E^8*(25 - 10*x + x^2) + E^4*(5*x^2 - x^3)) + E^E^(-2 + x)*(E^8*(-25 + 10*x - x^2) + E^4*(-15*x^2 + 2*x^3) + E^(-2 + x)*(E^8*(25*x - 10*x^2 + x^3) + E^4*(5*x^3 - x^4)))*Log[x]*Log[Log[x]])/((x^6 + E^8*(25*x^2 - 10*x^3 + x^4) + E^4*(10*x^4 - 2*x^5))*Log[x]),x]","\int \frac{e^{e^{-2+x}} \left(e^8 \left(25-10 x+x^2\right)+e^4 \left(5 x^2-x^3\right)\right)+e^{e^{-2+x}} \left(e^8 \left(-25+10 x-x^2\right)+e^4 \left(-15 x^2+2 x^3\right)+e^{-2+x} \left(e^8 \left(25 x-10 x^2+x^3\right)+e^4 \left(5 x^3-x^4\right)\right)\right) \log (x) \log (\log (x))}{\left(x^6+e^8 \left(25 x^2-10 x^3+x^4\right)+e^4 \left(10 x^4-2 x^5\right)\right) \log (x)} \, dx","\frac{e^{e^{x-2}} \log (\log (x))}{x \left(\frac{x^2}{e^4 (5-x)}+1\right)}",1,"(-2*Defer[Int][E^(-2 + E^(-2 + x))/((E^4 - E^2*Sqrt[-20 + E^4] - 2*x)*Log[x]), x])/Sqrt[-20 + E^4] + (2*Defer[Int][E^(-2 + E^(-2 + x))/((E^4 + E^2*Sqrt[-20 + E^4] - 2*x)*Log[x]), x])/Sqrt[-20 + E^4] + Defer[Int][E^E^(-2 + x)/(x^2*Log[x]), x] + (2*Defer[Int][(E^(-2 + E^(-2 + x))*Log[Log[x]])/(E^4 - E^2*Sqrt[-20 + E^4] - 2*x), x])/Sqrt[-20 + E^4] + (1 - E^2/Sqrt[-20 + E^4])*Defer[Int][(E^(-2 + E^(-2 + x) + x)*Log[Log[x]])/(E^4 - E^2*Sqrt[-20 + E^4] - 2*x), x] - (2*Defer[Int][(E^(-2 + E^(-2 + x))*Log[Log[x]])/(E^4 + E^2*Sqrt[-20 + E^4] - 2*x), x])/Sqrt[-20 + E^4] + (1 + E^2/Sqrt[-20 + E^4])*Defer[Int][(E^(-2 + E^(-2 + x) + x)*Log[Log[x]])/(E^4 + E^2*Sqrt[-20 + E^4] - 2*x), x] - Defer[Int][(E^E^(-2 + x)*Log[Log[x]])/x^2, x] + Defer[Int][(E^(-2 + E^(-2 + x) + x)*Log[Log[x]])/x, x] - 10*Defer[Int][(E^(4 + E^(-2 + x))*Log[Log[x]])/(-5*E^4 + E^4*x - x^2)^2, x] + Defer[Int][(E^(4 + E^(-2 + x))*x*Log[Log[x]])/(-5*E^4 + E^4*x - x^2)^2, x]","F",0,0,0,0,-1,"{}"
1840,0,0,0,1.1251916,"\int \frac{-2 \log (5)+\left(-1-2 x^2\right) \log (5) \log \left(x^2\right)+\left(1-2 x^2\right) \log (5) \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)}{e^{x^2} \log \left(x^2\right)+2 e^{x^2} \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)+e^{x^2} \log \left(x^2\right) \log ^2\left(x^2 \log \left(x^2\right)\right)} \, dx","Int[(-2*Log[5] + (-1 - 2*x^2)*Log[5]*Log[x^2] + (1 - 2*x^2)*Log[5]*Log[x^2]*Log[x^2*Log[x^2]])/(E^x^2*Log[x^2] + 2*E^x^2*Log[x^2]*Log[x^2*Log[x^2]] + E^x^2*Log[x^2]*Log[x^2*Log[x^2]]^2),x]","\int \frac{-2 \log (5)+\left(-1-2 x^2\right) \log (5) \log \left(x^2\right)+\left(1-2 x^2\right) \log (5) \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)}{e^{x^2} \log \left(x^2\right)+2 e^{x^2} \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)+e^{x^2} \log \left(x^2\right) \log ^2\left(x^2 \log \left(x^2\right)\right)} \, dx","\frac{e^{-x^2} x^2 \log (5)}{x \log \left(x^2 \log \left(x^2\right)\right)+x}",1,"-2*Log[5]*Defer[Int][1/(E^x^2*(1 + Log[x^2*Log[x^2]])^2), x] - 2*Log[5]*Defer[Int][1/(E^x^2*Log[x^2]*(1 + Log[x^2*Log[x^2]])^2), x] + Log[5]*Defer[Int][1/(E^x^2*(1 + Log[x^2*Log[x^2]])), x] - 2*Log[5]*Defer[Int][x^2/(E^x^2*(1 + Log[x^2*Log[x^2]])), x]","F",0,0,0,0,-1,"{}"
1841,1,44,0,0.2538952,"\int \frac{1}{25} \left(200 x-375 x^2+100 x^3+e^{\frac{e^5 x}{25}} \left(200 x-300 x^2+e^5 \left(4 x^2-4 x^3\right)\right)\right) \, dx","Int[(200*x - 375*x^2 + 100*x^3 + E^((E^5*x)/25)*(200*x - 300*x^2 + E^5*(4*x^2 - 4*x^3)))/25,x]","x^4-4 e^{\frac{e^5 x}{25}} x^3-5 x^3+4 e^{\frac{e^5 x}{25}} x^2+4 x^2","x \left(-4 \left(e^{\frac{e^5 x}{25}}+2\right)+x+4\right) \left(x^2-x\right)",1,"4*x^2 + 4*E^((E^5*x)/25)*x^2 - 5*x^3 - 4*E^((E^5*x)/25)*x^3 + x^4","A",18,4,53,0.07547,1,"{12, 2196, 2176, 2194}"
1842,1,21,0,0.2199379,"\int \frac{2+2 \log (x)+2 \log ^2(x)}{256 x \log (x)+224 x \log ^2(x)-31 x \log ^3(x)+x \log ^4(x)+\left(32 x \log (x)+30 x \log ^2(x)-2 x \log ^3(x)\right) \log \left(\frac{3+3 \log (x)}{\log (x)}\right)+\left(x \log (x)+x \log ^2(x)\right) \log ^2\left(\frac{3+3 \log (x)}{\log (x)}\right)} \, dx","Int[(2 + 2*Log[x] + 2*Log[x]^2)/(256*x*Log[x] + 224*x*Log[x]^2 - 31*x*Log[x]^3 + x*Log[x]^4 + (32*x*Log[x] + 30*x*Log[x]^2 - 2*x*Log[x]^3)*Log[(3 + 3*Log[x])/Log[x]] + (x*Log[x] + x*Log[x]^2)*Log[(3 + 3*Log[x])/Log[x]]^2),x]","\frac{2}{-\log (x)+\log \left(\frac{3 (\log (x)+1)}{\log (x)}\right)+16}","\frac{2}{-\log (x)+\log \left(\frac{3}{\log (x)}+3\right)+16}",1,"2/(16 - Log[x] + Log[(3*(1 + Log[x]))/Log[x]])","A",4,3,100,0.03000,1,"{12, 1593, 6686}"
1843,1,36,0,0.0639828,"\int \frac{-x^2-4 x^3+16 x^4+e^x \left(4 x^3+4 x^4\right)-2 \log ^2(4)-4 x^3 \log (x)}{x^3} \, dx","Int[(-x^2 - 4*x^3 + 16*x^4 + E^x*(4*x^3 + 4*x^4) - 2*Log[4]^2 - 4*x^3*Log[x])/x^3,x]","8 x^2+\frac{\log ^2(4)}{x^2}-4 e^x+4 e^x (x+1)-4 x \log (x)-\log (x)","\frac{\log ^2(4)}{x^2}+4 x \left(2 x+e^x-\log (x)\right)-\log (x)",1,"-4*E^x + 8*x^2 + 4*E^x*(1 + x) + Log[4]^2/x^2 - Log[x] - 4*x*Log[x]","A",9,4,48,0.08333,1,"{14, 2176, 2194, 2295}"
1844,1,30,0,0.296765,"\int \frac{4+10 x-2 x^2-2 x^3+\left(-4 x+2 x^2\right) \log \left(e^{-4-2 e^3+4 x}\right)+\left(-4 x+2 x^2\right) \log (x)+\left(2+6 x+2 x^2-2 x \log \left(e^{-4-2 e^3+4 x}\right)-2 x \log (x)\right) \log \left(x-\log \left(e^{-4-2 e^3+4 x}\right)-\log (x)\right)}{-x^2+x \log \left(e^{-4-2 e^3+4 x}\right)+x \log (x)} \, dx","Int[(4 + 10*x - 2*x^2 - 2*x^3 + (-4*x + 2*x^2)*Log[E^(-4 - 2*E^3 + 4*x)] + (-4*x + 2*x^2)*Log[x] + (2 + 6*x + 2*x^2 - 2*x*Log[E^(-4 - 2*E^3 + 4*x)] - 2*x*Log[x])*Log[x - Log[E^(-4 - 2*E^3 + 4*x)] - Log[x]])/(-x^2 + x*Log[E^(-4 - 2*E^3 + 4*x)] + x*Log[x]),x]","\left(-x+\log \left(x-\log \left(e^{4 x-2 \left(2+e^3\right)}\right)-\log (x)\right)+2\right)^2","\left(-x+\log \left(x-\log \left(e^{4 x-2 e^3-4}\right)-\log (x)\right)+2\right)^2",1,"(2 - x + Log[x - Log[E^(-2*(2 + E^3) + 4*x)] - Log[x]])^2","A",3,3,132,0.02273,1,"{6688, 12, 6686}"
1845,0,0,0,2.1169956,"\int \frac{-6 e^4+8 x+e^x \left(10 x^3-5 x^4+e^8 \left(10 x-5 x^2\right)+e^4 \left(-20 x^2+10 x^3\right)\right)}{-2 e^4 x+2 x^2+e^x \left(5 e^8 x^2-10 e^4 x^3+5 x^4\right)} \, dx","Int[(-6*E^4 + 8*x + E^x*(10*x^3 - 5*x^4 + E^8*(10*x - 5*x^2) + E^4*(-20*x^2 + 10*x^3)))/(-2*E^4*x + 2*x^2 + E^x*(5*E^8*x^2 - 10*E^4*x^3 + 5*x^4)),x]","\int \frac{-6 e^4+8 x+e^x \left(10 x^3-5 x^4+e^8 \left(10 x-5 x^2\right)+e^4 \left(-20 x^2+10 x^3\right)\right)}{-2 e^4 x+2 x^2+e^x \left(5 e^8 x^2-10 e^4 x^3+5 x^4\right)} \, dx","\log \left(\frac{x^2 \log (5)}{5 e^x-\frac{2}{\left(e^4-x\right) x}}\right)",1,"-x + 2*Log[x] - 2*Defer[Int][(-2 + 5*E^(4 + x)*x - 5*E^x*x^2)^(-1), x] + 2*Defer[Int][1/((E^4 - x)*(-2 + 5*E^(4 + x)*x - 5*E^x*x^2)), x] + 2*Defer[Int][1/(x*(2 - 5*E^(4 + x)*x + 5*E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
1846,1,19,0,0.3731431,"\int \frac{e^{\frac{-26 x+15 x^2}{-26+13 x}} \left(52-60 x+15 x^2\right)}{52-52 x+13 x^2} \, dx","Int[(E^((-26*x + 15*x^2)/(-26 + 13*x))*(52 - 60*x + 15*x^2))/(52 - 52*x + 13*x^2),x]","e^{\frac{(26-15 x) x}{13 (2-x)}}","e^{\frac{\left(2-\frac{15 x}{13}\right) x}{2-x}}+\log (5)",1,"E^(((26 - 15*x)*x)/(13*(2 - x)))","A",4,4,42,0.09524,1,"{27, 12, 6741, 6706}"
1847,0,0,0,9.7074129,"\int \frac{e^{-\frac{5-e^x+x+\log (4)}{x}} \log ^{-1+e^{-\frac{5-e^x+x+\log (4)}{x}}}(x) \left(x+\left(5+e^x (-1+x)+\log (4)\right) \log (x) \log (\log (x))\right)}{x^2} \, dx","Int[(Log[x]^(-1 + E^(-((5 - E^x + x + Log[4])/x)))*(x + (5 + E^x*(-1 + x) + Log[4])*Log[x]*Log[Log[x]]))/(E^((5 - E^x + x + Log[4])/x)*x^2),x]","\int \frac{e^{-\frac{5-e^x+x+\log (4)}{x}} \log ^{-1+e^{-\frac{5-e^x+x+\log (4)}{x}}}(x) \left(x+\left(5+e^x (-1+x)+\log (4)\right) \log (x) \log (\log (x))\right)}{x^2} \, dx","\log ^{e^{-\frac{x-e^x+5+\log (4)}{x}}}(x)",1,"Defer[Int][(E^(-1 + E^x/x - (5*(1 + (2*Log[2])/5))/x)*Log[x]^(-1 + E^(-((5 - E^x + x + Log[4])/x))))/x, x] + (5 + Log[4])*Defer[Int][(E^(-1 + E^x/x - (5*(1 + (2*Log[2])/5))/x)*Log[x]^E^(-1 + E^x/x - (5*(1 + (2*Log[2])/5))/x)*Log[Log[x]])/x^2, x] - Defer[Int][(E^(-1 + E^x/x + x - (5*(1 + (2*Log[2])/5))/x)*Log[x]^E^(-1 + E^x/x - (5*(1 + (2*Log[2])/5))/x)*Log[Log[x]])/x^2, x] + Defer[Int][(E^(-1 + E^x/x + x - (5*(1 + (2*Log[2])/5))/x)*Log[x]^E^(-1 + E^x/x - (5*(1 + (2*Log[2])/5))/x)*Log[Log[x]])/x, x]","F",0,0,0,0,-1,"{}"
1848,1,16,0,0.3933073,"\int \frac{-2-80 x+8 x \log (3)+(-120 x+12 x \log (3)) \log (x)+(-60 x+6 x \log (3)) \log ^2(x)+(-10 x+x \log (3)) \log ^3(x)}{8 x+12 x \log (x)+6 x \log ^2(x)+x \log ^3(x)} \, dx","Int[(-2 - 80*x + 8*x*Log[3] + (-120*x + 12*x*Log[3])*Log[x] + (-60*x + 6*x*Log[3])*Log[x]^2 + (-10*x + x*Log[3])*Log[x]^3)/(8*x + 12*x*Log[x] + 6*x*Log[x]^2 + x*Log[x]^3),x]","\frac{1}{(\log (x)+2)^2}-x (10-\log (3))","-x+x (\log (3)-9)+\frac{1}{(\log (x)+2)^2}+4",1,"-(x*(10 - Log[3])) + (2 + Log[x])^(-2)","A",6,5,74,0.06757,1,"{6, 6688, 6742, 2302, 30}"
1849,1,25,0,0.1411224,"\int \frac{524288 x^9+\left(20-10485760 x^8-2621440 x^9\right) \log (3)}{-x^2+\left(20 x+5 x^2\right) \log (3)} \, dx","Int[(524288*x^9 + (20 - 10485760*x^8 - 2621440*x^9)*Log[3])/(-x^2 + (20*x + 5*x^2)*Log[3]),x]","-65536 x^8+\log (x)-\log (20 \log (3)-x (1-\log (243)))","-65536 x^8+\log (x)-\log \left(x-\frac{x}{5 \log (3)}+4\right)+2",1,"-65536*x^8 + Log[x] - Log[20*Log[3] - x*(1 - Log[243])]","A",4,3,42,0.07143,1,"{1986, 1593, 1620}"
1850,1,25,0,0.0821582,"\int \frac{-25 x^4+e^{2 x} (-20+8 x)+e^x \left(-60 x^2+20 x^3\right)}{4 x^6} \, dx","Int[(-25*x^4 + E^(2*x)*(-20 + 8*x) + E^x*(-60*x^2 + 20*x^3))/(4*x^6),x]","\frac{e^{2 x}}{x^5}+\frac{5 e^x}{x^3}+\frac{25}{4 x}","\frac{\left(\frac{5 x}{2}+\frac{e^x}{x}\right)^2}{x^3}",1,"E^(2*x)/x^5 + (5*E^x)/x^3 + 25/(4*x)","A",5,3,39,0.07692,1,"{12, 14, 2197}"
1851,1,11,0,0.0030083,"\int \frac{1}{8 \log (\log (\log (6)))} \, dx","Int[1/(8*Log[Log[Log[6]]]),x]","\frac{x}{8 \log (\log (\log (6)))}","\frac{x}{8 \log (\log (\log (6)))}+6",1,"x/(8*Log[Log[Log[6]]])","A",1,1,10,0.1000,1,"{8}"
1852,1,25,0,0.2932456,"\int \frac{e^{2+x} \left(-4 e^2-2 e^{2+x}\right)+\left(-25 e^x+e^{2+2 x}\right) \log \left(-25+e^{2+x}\right)}{\left(-100 e^2-50 e^{2+x}+e^{2+x} \left(4 e^2+2 e^{2+x}\right)\right) \log \left(-25+e^{2+x}\right)} \, dx","Int[(E^(2 + x)*(-4*E^2 - 2*E^(2 + x)) + (-25*E^x + E^(2 + 2*x))*Log[-25 + E^(2 + x)])/((-100*E^2 - 50*E^(2 + x) + E^(2 + x)*(4*E^2 + 2*E^(2 + x)))*Log[-25 + E^(2 + x)]),x]","\frac{\log \left(e^x+2\right)}{2 e^2}-\log \left(\log \left(e^{x+2}-25\right)\right)","\frac{\log \left(e^x+2\right)}{2 e^2}+\log \left(\frac{1}{\log \left(e^{x+2}-25\right)}\right)+3",1,"Log[2 + E^x]/(2*E^2) - Log[Log[-25 + E^(2 + x)]]","A",6,5,87,0.05747,1,"{2282, 12, 2390, 2302, 29}"
1853,1,11,0,0.0768015,"\int \frac{-1+3 x}{-3 x^2+x \log (x)} \, dx","Int[(-1 + 3*x)/(-3*x^2 + x*Log[x]),x]","-\log (3 x-\log (x))","\log \left(\frac{e^5}{x \left(3-\frac{\log (x)}{x}\right)}\right)+e",1,"-Log[3*x - Log[x]]","A",2,2,18,0.1111,1,"{2561, 6684}"
1854,1,31,0,0.166065,"\int \frac{-e^4+e^{4+x} (-3+x)}{32-32 x+8 x^2} \, dx","Int[(-E^4 + E^(4 + x)*(-3 + x))/(32 - 32*x + 8*x^2),x]","-\frac{e^{x+4}}{8 (2-x)}-\frac{e^4}{8 (2-x)}","\frac{e^4 \left(e^x+1\right)}{4 (2 x-4)}",1,"-1/8*E^4/(2 - x) - E^(4 + x)/(8*(2 - x))","A",7,5,28,0.1786,1,"{27, 12, 6741, 6742, 2197}"
1855,1,31,0,0.7689896,"\int \frac{e^{1+x} (1-x)-5 e x^2+\left(e^{1+x}-6 x+5 e x^2\right) \log \left(\frac{-e^{1+x}+6 x-5 e x^2}{3 x}\right)}{e^{1+x} x^2-6 x^3+5 e x^4+\left(2 e^{1+x} x-12 x^2+10 e x^3\right) \log \left(\frac{-e^{1+x}+6 x-5 e x^2}{3 x}\right)+\left(e^{1+x}-6 x+5 e x^2\right) \log ^2\left(\frac{-e^{1+x}+6 x-5 e x^2}{3 x}\right)} \, dx","Int[(E^(1 + x)*(1 - x) - 5*E*x^2 + (E^(1 + x) - 6*x + 5*E*x^2)*Log[(-E^(1 + x) + 6*x - 5*E*x^2)/(3*x)])/(E^(1 + x)*x^2 - 6*x^3 + 5*E*x^4 + (2*E^(1 + x)*x - 12*x^2 + 10*E*x^3)*Log[(-E^(1 + x) + 6*x - 5*E*x^2)/(3*x)] + (E^(1 + x) - 6*x + 5*E*x^2)*Log[(-E^(1 + x) + 6*x - 5*E*x^2)/(3*x)]^2),x]","-\frac{1}{\frac{x}{\log \left(-\frac{5 e x}{3}-\frac{e^{x+1}}{3 x}+2\right)}+1}","\frac{x}{\log \left(2-\frac{e \left(5 x^2+e^x\right)}{3 x}\right)+x}",1,"-(1 + x/Log[2 - E^(1 + x)/(3*x) - (5*E*x)/3])^(-1)","A",3,3,172,0.01744,1,"{6688, 6711, 32}"
1856,1,14,0,0.8114393,"\int \frac{e^{-x} \left(40+10 x+\left(-60 x-10 x^2\right) \log (x)\right)}{64 x+48 x^2+12 x^3+x^4} \, dx","Int[(40 + 10*x + (-60*x - 10*x^2)*Log[x])/(E^x*(64*x + 48*x^2 + 12*x^3 + x^4)),x]","\frac{10 e^{-x} \log (x)}{(x+4)^2}","\frac{10 e^{-x} \log (x)}{(x+4)^2}-e",1,"(10*Log[x])/(E^x*(4 + x)^2)","A",17,7,42,0.1667,1,"{6688, 12, 6742, 2178, 2177, 2197, 2554}"
1857,0,0,0,1.6628575,"\int \frac{6+2 e^x+2 x+e^x (-2+2 x) \log (x)+e^{3+e^e} \left(-3-e^x-x+e^x (1-x) \log (x)\right)}{9+\left(-6 e^x-6 x\right) \log (x)+\left(e^{2 x}+2 e^x x+x^2\right) \log ^2(x)} \, dx","Int[(6 + 2*E^x + 2*x + E^x*(-2 + 2*x)*Log[x] + E^(3 + E^E)*(-3 - E^x - x + E^x*(1 - x)*Log[x]))/(9 + (-6*E^x - 6*x)*Log[x] + (E^(2*x) + 2*E^x*x + x^2)*Log[x]^2),x]","\int \frac{6+2 e^x+2 x+e^x (-2+2 x) \log (x)+e^{3+e^e} \left(-3-e^x-x+e^x (1-x) \log (x)\right)}{9+\left(-6 e^x-6 x\right) \log (x)+\left(e^{2 x}+2 e^x x+x^2\right) \log ^2(x)} \, dx","\frac{\left(e^{3+e^e}-2\right) x}{\left(x+e^x\right) \log (x)-3}",1,"3*(2 - E^(3 + E^E))*Defer[Int][x/(-3 + E^x*Log[x] + x*Log[x])^2, x] + 3*(2 - E^(3 + E^E))*Defer[Int][1/(Log[x]*(-3 + E^x*Log[x] + x*Log[x])^2), x] + (2 - E^(3 + E^E))*Defer[Int][(x*Log[x])/(-3 + E^x*Log[x] + x*Log[x])^2, x] - (2 - E^(3 + E^E))*Defer[Int][(x^2*Log[x])/(-3 + E^x*Log[x] + x*Log[x])^2, x] - (2 - E^(3 + E^E))*Defer[Int][(-3 + E^x*Log[x] + x*Log[x])^(-1), x] + (2 - E^(3 + E^E))*Defer[Int][x/(-3 + E^x*Log[x] + x*Log[x]), x] + (2 - E^(3 + E^E))*Defer[Int][1/(Log[x]*(-3 + E^x*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
1858,1,66,0,0.443338,"\int \frac{1}{4} e^{-x} \left(-8+12 e^x-2 x-3 x^2+2 x^3+\left(-4 x-x^2+x^3\right) \log (3 x)\right) \, dx","Int[(-8 + 12*E^x - 2*x - 3*x^2 + 2*x^3 + (-4*x - x^2 + x^3)*Log[3*x])/(4*E^x),x]","-\frac{1}{2} e^{-x} x^3-\frac{1}{4} e^{-x} x^3 \log (3 x)-e^{-x} x^2-\frac{1}{2} e^{-x} x^2 \log (3 x)-2 e^{-x} x+3 x","3 x-e^{-x} \left(\frac{1}{4} \left(x^2+2 x\right) x (\log (3 x)+2)+2 x\right)",1,"3*x - (2*x)/E^x - x^2/E^x - x^3/(2*E^x) - (x^2*Log[3*x])/(2*E^x) - (x^3*Log[3*x])/(4*E^x)","A",21,6,46,0.1304,1,"{12, 6742, 2194, 2176, 2196, 2554}"
1859,1,39,0,0.202347,"\int \frac{5 x+22 x^2+13 x^3+2 x^4+\left(5+4 x+5 x^2+4 x^3\right) \log \left(e^x \left(1+2 x^2+x^4\right)\right)}{1+x^2} \, dx","Int[(5*x + 22*x^2 + 13*x^3 + 2*x^4 + (5 + 4*x + 5*x^2 + 4*x^3)*Log[E^x*(1 + 2*x^2 + x^4)])/(1 + x^2),x]","\frac{1}{8} (4 x+5)^2 \log \left(e^x \left(x^2+1\right)^2\right)-\frac{25}{4} \log \left(x^2+1\right)-\frac{25 x}{8}","x (2 x+5) \log \left(e^x \left(x^2+1\right)^2\right)",1,"(-25*x)/8 - (25*Log[1 + x^2])/4 + ((5 + 4*x)^2*Log[E^x*(1 + x^2)^2])/8","B",13,7,58,0.1207,1,"{6725, 1802, 635, 203, 260, 2551, 1629}"
1860,0,0,0,14.7978749,"\int \frac{\exp \left(\frac{e^9-x \log \left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)}{\log \left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)}\right) \left(-2 e^9 x+e^9 (-8+2 x) \log (-4+x)+\left(4 x-x^2\right) \log (-4+x) \log ^2\left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)\right)}{\left(-4 x+x^2\right) \log (-4+x) \log ^2\left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)} \, dx","Int[(E^((E^9 - x*Log[(E^E^2*Log[-4 + x]^2)/x^2])/Log[(E^E^2*Log[-4 + x]^2)/x^2])*(-2*E^9*x + E^9*(-8 + 2*x)*Log[-4 + x] + (4*x - x^2)*Log[-4 + x]*Log[(E^E^2*Log[-4 + x]^2)/x^2]^2))/((-4*x + x^2)*Log[-4 + x]*Log[(E^E^2*Log[-4 + x]^2)/x^2]^2),x]","\int \frac{\exp \left(\frac{e^9-x \log \left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)}{\log \left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)}\right) \left(-2 e^9 x+e^9 (-8+2 x) \log (-4+x)+\left(4 x-x^2\right) \log (-4+x) \log ^2\left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)\right)}{\left(-4 x+x^2\right) \log (-4+x) \log ^2\left(\frac{e^{e^2} \log ^2(-4+x)}{x^2}\right)} \, dx","e^{\frac{e^9}{\log \left(\frac{e^{e^2} \log ^2(x-4)}{x^2}\right)}-x}",1,"-Defer[Int][E^(-x + E^9/(E^2 + Log[Log[-4 + x]^2/x^2])), x] + 2*Defer[Int][E^(9 - x + E^9/(E^2 + Log[Log[-4 + x]^2/x^2]))/(x*(E^2 + Log[Log[-4 + x]^2/x^2])^2), x] - 2*Defer[Int][E^(9 - x + E^9/(E^2 + Log[Log[-4 + x]^2/x^2]))/((-4 + x)*Log[-4 + x]*(E^2 + Log[Log[-4 + x]^2/x^2])^2), x]","F",0,0,0,0,-1,"{}"
1861,1,25,0,0.7837328,"\int \frac{-2+\left(5 x-5 e^x x-40 x^2+\left(x-e^x x-8 x^2\right) \log \left(\frac{x^2}{16}\right)\right) \log ^2\left(5+\log \left(\frac{x^2}{16}\right)\right)}{\left(5 x+x \log \left(\frac{x^2}{16}\right)\right) \log ^2\left(5+\log \left(\frac{x^2}{16}\right)\right)} \, dx","Int[(-2 + (5*x - 5*E^x*x - 40*x^2 + (x - E^x*x - 8*x^2)*Log[x^2/16])*Log[5 + Log[x^2/16]]^2)/((5*x + x*Log[x^2/16])*Log[5 + Log[x^2/16]]^2),x]","-4 x^2+\frac{1}{\log \left(\log \left(\frac{x^2}{16}\right)+5\right)}+x-e^x","-4 x^2+\frac{1}{3} \left(\frac{3}{\log \left(\log \left(\frac{x^2}{16}\right)+5\right)}+1\right)+x-e^x",1,"-E^x + x - 4*x^2 + Log[5 + Log[x^2/16]]^(-1)","A",8,6,83,0.07229,1,"{2561, 6688, 2194, 2390, 2302, 30}"
1862,0,0,0,3.2683027,"\int \frac{320-432 x^2+204 x^4-41 x^6+3 x^8+e^{3 x} \left(5 x^3-30 x^4+57 x^5-22 x^6-36 x^7+24 x^8\right)+e^{2 x} \left(60 x^2-240 x^3+189 x^4+204 x^5-195 x^6-36 x^7+36 x^8\right)+\left(-4 x^2-3 x^4\right) \log (4)+e^x \left(240 x-480 x^2-264 x^3+528 x^4+87 x^5-174 x^6-9 x^7+18 x^8+\left(x^3-4 x^4-4 x^5\right) \log (4)\right)}{-64 x^2+48 x^4-12 x^6+x^8+e^x \left(-48 x^3+96 x^4+24 x^5-48 x^6-3 x^7+6 x^8\right)+e^{3 x} \left(-x^5+6 x^6-12 x^7+8 x^8\right)+e^{2 x} \left(-12 x^4+48 x^5-45 x^6-12 x^7+12 x^8\right)} \, dx","Int[(320 - 432*x^2 + 204*x^4 - 41*x^6 + 3*x^8 + E^(3*x)*(5*x^3 - 30*x^4 + 57*x^5 - 22*x^6 - 36*x^7 + 24*x^8) + E^(2*x)*(60*x^2 - 240*x^3 + 189*x^4 + 204*x^5 - 195*x^6 - 36*x^7 + 36*x^8) + (-4*x^2 - 3*x^4)*Log[4] + E^x*(240*x - 480*x^2 - 264*x^3 + 528*x^4 + 87*x^5 - 174*x^6 - 9*x^7 + 18*x^8 + (x^3 - 4*x^4 - 4*x^5)*Log[4]))/(-64*x^2 + 48*x^4 - 12*x^6 + x^8 + E^x*(-48*x^3 + 96*x^4 + 24*x^5 - 48*x^6 - 3*x^7 + 6*x^8) + E^(3*x)*(-x^5 + 6*x^6 - 12*x^7 + 8*x^8) + E^(2*x)*(-12*x^4 + 48*x^5 - 45*x^6 - 12*x^7 + 12*x^8)),x]","\int \frac{320-432 x^2+204 x^4-41 x^6+3 x^8+e^{3 x} \left(5 x^3-30 x^4+57 x^5-22 x^6-36 x^7+24 x^8\right)+e^{2 x} \left(60 x^2-240 x^3+189 x^4+204 x^5-195 x^6-36 x^7+36 x^8\right)+\left(-4 x^2-3 x^4\right) \log (4)+e^x \left(240 x-480 x^2-264 x^3+528 x^4+87 x^5-174 x^6-9 x^7+18 x^8+\left(x^3-4 x^4-4 x^5\right) \log (4)\right)}{-64 x^2+48 x^4-12 x^6+x^8+e^x \left(-48 x^3+96 x^4+24 x^5-48 x^6-3 x^7+6 x^8\right)+e^{3 x} \left(-x^5+6 x^6-12 x^7+8 x^8\right)+e^{2 x} \left(-12 x^4+48 x^5-45 x^6-12 x^7+12 x^8\right)} \, dx","\frac{3 x^2+\frac{\log (4)}{\left(e^x (1-2 x)-x+\frac{4}{x}\right)^2}+5}{x}",1,"5/x + 3*x - (31*Log[4]*Defer[Int][(-4 - E^x*x + x^2 + 2*E^x*x^2)^(-3), x])/2 - 7*Log[4]*Defer[Int][x/(-4 - E^x*x + x^2 + 2*E^x*x^2)^3, x] + 2*Log[4]*Defer[Int][x^3/(-4 - E^x*x + x^2 + 2*E^x*x^2)^3, x] - (15*Log[4]*Defer[Int][1/((-1 + 2*x)*(-4 - E^x*x + x^2 + 2*E^x*x^2)^3), x])/2 - 3*Log[4]*Defer[Int][(-4 - E^x*x + x^2 + 2*E^x*x^2)^(-2), x] - 2*Log[4]*Defer[Int][x/(-4 - E^x*x + x^2 + 2*E^x*x^2)^2, x] - 2*Log[4]*Defer[Int][1/((-1 + 2*x)*(-4 - E^x*x + x^2 + 2*E^x*x^2)^2), x]","F",0,0,0,0,-1,"{}"
1863,1,20,0,0.004478,"\int \frac{1}{40} \left(200+5 x^4-2 x^3 \log (4)\right) \, dx","Int[(200 + 5*x^4 - 2*x^3*Log[4])/40,x]","\frac{x^5}{40}-\frac{1}{80} x^4 \log (4)+5 x","5 x-\frac{1}{80} x^3 \left(x (\log (4)-x)-x^2\right)",1,"5*x + x^5/40 - (x^4*Log[4])/80","A",2,1,18,0.05556,1,"{12}"
1864,0,0,0,4.9557266,"\int \frac{16 x^2+\left(-4608+1440 x-72 x^2-54 x^3+18 x^4\right) \log (x)+\left(-1152 x+288 x^2-72 x^3\right) \log ^2(x)}{\left(2304 x-288 x^2-279 x^3+18 x^4+9 x^5\right) \log (x)+\left(1152 x^2-72 x^3-72 x^4\right) \log ^2(x)+144 x^3 \log ^3(x)+16 x^3 \log (x) \log (\log (x))} \, dx","Int[(16*x^2 + (-4608 + 1440*x - 72*x^2 - 54*x^3 + 18*x^4)*Log[x] + (-1152*x + 288*x^2 - 72*x^3)*Log[x]^2)/((2304*x - 288*x^2 - 279*x^3 + 18*x^4 + 9*x^5)*Log[x] + (1152*x^2 - 72*x^3 - 72*x^4)*Log[x]^2 + 144*x^3*Log[x]^3 + 16*x^3*Log[x]*Log[Log[x]]),x]","\int \frac{16 x^2+\left(-4608+1440 x-72 x^2-54 x^3+18 x^4\right) \log (x)+\left(-1152 x+288 x^2-72 x^3\right) \log ^2(x)}{\left(2304 x-288 x^2-279 x^3+18 x^4+9 x^5\right) \log (x)+\left(1152 x^2-72 x^3-72 x^4\right) \log ^2(x)+144 x^3 \log ^3(x)+16 x^3 \log (x) \log (\log (x))} \, dx","\log \left(9 \left(\frac{1}{4} (-x-1)+\frac{4}{x}+\log (x)\right)^2+\log (\log (x))\right)",1,"1440*Defer[Int][(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]])^(-1), x] - 4608*Defer[Int][1/(x*(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]])), x] - 72*Defer[Int][x/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x] - 54*Defer[Int][x^2/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x] + 18*Defer[Int][x^3/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x] + 16*Defer[Int][x/(Log[x]*(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]])), x] - 1152*Defer[Int][Log[x]/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x] + 288*Defer[Int][(x*Log[x])/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x] - 72*Defer[Int][(x^2*Log[x])/(9*(-16 + x + x^2)^2 - 72*x*(-16 + x + x^2)*Log[x] + 144*x^2*Log[x]^2 + 16*x^2*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
1865,1,79,0,0.3429369,"\int \frac{-18 x^3+8 x^3 \log (x)}{4-4 \log (x)+\log ^2(x)} \, dx","Int[(-18*x^3 + 8*x^3*Log[x])/(4 - 4*Log[x] + Log[x]^2),x]","8 e^8 \text{Ei}(-4 (2-\log (x)))-8 e^8 (9-4 \log (x)) \text{Ei}(-4 (2-\log (x)))+32 e^8 (2-\log (x)) \text{Ei}(-4 (2-\log (x)))+8 x^4-\frac{2 x^4 (9-4 \log (x))}{2-\log (x)}","\frac{2 x^3}{\frac{x+\log (x)}{x}-\frac{x+2}{x}}",1,"8*x^4 + 8*E^8*ExpIntegralEi[-4*(2 - Log[x])] - 8*E^8*ExpIntegralEi[-4*(2 - Log[x])]*(9 - 4*Log[x]) - (2*x^4*(9 - 4*Log[x]))/(2 - Log[x]) + 32*E^8*ExpIntegralEi[-4*(2 - Log[x])]*(2 - Log[x])","C",10,8,26,0.3077,1,"{2561, 6741, 12, 2306, 2309, 2178, 2366, 6482}"
1866,0,0,0,7.0701085,"\int \frac{64+208 x+33 x^2+2 x^3+\left(-16-50 x-4 x^2\right) \log (5)+(1+3 x) \log ^2(5)+e^x \left(-80-266 x-70 x^2-10 x^3-x^4+\left(26+82 x+10 x^2+x^3\right) \log (5)+(-2-6 x) \log ^2(5)\right)+e^{2 x} \left(25+85 x+31 x^2+3 x^3+\left(-10-32 x-6 x^2\right) \log (5)+(1+3 x) \log ^2(5)\right)}{64 x+16 x^2+x^3+\left(-16 x-2 x^2\right) \log (5)+x \log ^2(5)+e^x \left(-80 x-26 x^2-2 x^3+\left(26 x+4 x^2\right) \log (5)-2 x \log ^2(5)\right)+e^{2 x} \left(25 x+10 x^2+x^3+\left(-10 x-2 x^2\right) \log (5)+x \log ^2(5)\right)} \, dx","Int[(64 + 208*x + 33*x^2 + 2*x^3 + (-16 - 50*x - 4*x^2)*Log[5] + (1 + 3*x)*Log[5]^2 + E^x*(-80 - 266*x - 70*x^2 - 10*x^3 - x^4 + (26 + 82*x + 10*x^2 + x^3)*Log[5] + (-2 - 6*x)*Log[5]^2) + E^(2*x)*(25 + 85*x + 31*x^2 + 3*x^3 + (-10 - 32*x - 6*x^2)*Log[5] + (1 + 3*x)*Log[5]^2))/(64*x + 16*x^2 + x^3 + (-16*x - 2*x^2)*Log[5] + x*Log[5]^2 + E^x*(-80*x - 26*x^2 - 2*x^3 + (26*x + 4*x^2)*Log[5] - 2*x*Log[5]^2) + E^(2*x)*(25*x + 10*x^2 + x^3 + (-10*x - 2*x^2)*Log[5] + x*Log[5]^2)),x]","\int \frac{64+208 x+33 x^2+2 x^3+\left(-16-50 x-4 x^2\right) \log (5)+(1+3 x) \log ^2(5)+e^x \left(-80-266 x-70 x^2-10 x^3-x^4+\left(26+82 x+10 x^2+x^3\right) \log (5)+(-2-6 x) \log ^2(5)\right)+e^{2 x} \left(25+85 x+31 x^2+3 x^3+\left(-10-32 x-6 x^2\right) \log (5)+(1+3 x) \log ^2(5)\right)}{64 x+16 x^2+x^3+\left(-16 x-2 x^2\right) \log (5)+x \log ^2(5)+e^x \left(-80 x-26 x^2-2 x^3+\left(26 x+4 x^2\right) \log (5)-2 x \log ^2(5)\right)+e^{2 x} \left(25 x+10 x^2+x^3+\left(-10 x-2 x^2\right) \log (5)+x \log ^2(5)\right)} \, dx","3 x+\frac{x}{\frac{\left(e^x-1\right) (x+5-\log (5))}{x}-\frac{3}{x}}+\log (x)",1,"3*x + Log[x] + (5 - Log[5])*Defer[Int][(-x + E^x*x + 5*E^x*(1 - Log[5]/5) - 8*(1 - Log[5]/8))^(-1), x] + Defer[Int][x/(-x + E^x*x + 5*E^x*(1 - Log[5]/5) - 8*(1 - Log[5]/8)), x] + (5 - Log[5])*(3 + 2*Log[5]^2 - Log[5]*Log[25])*Defer[Int][(x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))^(-2), x] - (3 + 2*Log[5]^2 - Log[5]*Log[25])*Defer[Int][x/(x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))^2, x] - (8 - Log[5])*Defer[Int][x^2/(x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))^2, x] - Defer[Int][x^3/(x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))^2, x] + Defer[Int][x^2/(x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8)), x] - (5 - Log[5])^2*(3 + 2*Log[5]^2 - Log[5]*Log[25])*Defer[Int][1/((x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))^2*(5 + x - Log[5])), x] + (5 - Log[5])^2*Defer[Int][1/((x - E^x*x - 5*E^x*(1 - Log[5]/5) + 8*(1 - Log[5]/8))*(5 + x - Log[5])), x]","F",0,0,0,0,-1,"{}"
1867,0,0,0,2.6874579,"\int \frac{e^{-2+x} \left(32 e^{2-x} x^5+e^{\frac{2 e^{-2+x} (-8+2 x)}{x}} \left(256-256 x-32 e^{2-x} x+64 x^2\right)+e^{\frac{e^{-2+x} (-8+2 x)}{x}} \left(256 x^2-256 x^3+64 x^4\right)\right)}{x^4} \, dx","Int[(E^(-2 + x)*(32*E^(2 - x)*x^5 + E^((2*E^(-2 + x)*(-8 + 2*x))/x)*(256 - 256*x - 32*E^(2 - x)*x + 64*x^2) + E^((E^(-2 + x)*(-8 + 2*x))/x)*(256*x^2 - 256*x^3 + 64*x^4)))/x^4,x]","\int \frac{e^{-2+x} \left(32 e^{2-x} x^5+e^{\frac{2 e^{-2+x} (-8+2 x)}{x}} \left(256-256 x-32 e^{2-x} x+64 x^2\right)+e^{\frac{e^{-2+x} (-8+2 x)}{x}} \left(256 x^2-256 x^3+64 x^4\right)\right)}{x^4} \, dx","\frac{16 \left(x^2+e^{\frac{2 e^{x-2} (x-4)}{x}}\right)^2}{x^2}",1,"16*x^2 + (16*E^(-2 - (4*E^(-2 + x)*(4 - x))/x)*(4*E^x - 4*E^x*x + E^x*x^2))/(((E^(-2 + x)*(4 - x))/x^2 + E^(-2 + x)/x - (E^(-2 + x)*(4 - x))/x)*x^4) + 64*Defer[Int][E^(-2 + (2*E^(-2 + x)*(-4 + x))/x + x), x] + 256*Defer[Int][E^(-2 + (2*E^(-2 + x)*(-4 + x))/x + x)/x^2, x] - 256*Defer[Int][E^(-2 + (2*E^(-2 + x)*(-4 + x))/x + x)/x, x]","F",0,0,0,0,-1,"{}"
1868,0,0,0,1.1389383,"\int \frac{-70+85 x-25 x^2+(-10+10 x) \log (x)+(-5+5 x) \log (3 x)}{17 x-5 x^2+2 x \log (x)+x \log (3 x)} \, dx","Int[(-70 + 85*x - 25*x^2 + (-10 + 10*x)*Log[x] + (-5 + 5*x)*Log[3*x])/(17*x - 5*x^2 + 2*x*Log[x] + x*Log[3*x]),x]","\int \frac{-70+85 x-25 x^2+(-10+10 x) \log (x)+(-5+5 x) \log (3 x)}{17 x-5 x^2+2 x \log (x)+x \log (3 x)} \, dx","5 \left(x+\log \left(\frac{-2 (\log (x)+7)-\log (3 x)-3}{x}+5\right)\right)",1,"5*x - 5*Log[x] + 25*Defer[Int][(5*x - 17*(1 + Log[3]/17) - 3*Log[x])^(-1), x] + 5*(14 + Log[3])*Defer[Int][1/(x*(5*x - 17*(1 + Log[3]/17) - 3*Log[x])), x] - 5*(17 + Log[3])*Defer[Int][1/(x*(5*x - 17*(1 + Log[3]/17) - 3*Log[x])), x] + 25*Defer[Int][x/(5*x - 17*(1 + Log[3]/17) - 3*Log[x]), x] + 25*Defer[Int][x/(-5*x + 17*(1 + Log[3]/17) + 3*Log[x]), x]","F",0,0,0,0,-1,"{}"
1869,0,0,0,4.0461298,"\int \frac{1-6 x+11 x^2-6 x^3+x^4+\left(18-54 x+18 x^2\right) \log (3)+81 \log ^2(3)+e^{e^x-x} \left(\left(-1+x-2 x^2+x^3\right) \log (3)+(-9+9 x) \log ^2(3)+e^x \left(\left(-x+3 x^2-x^3\right) \log (3)-9 x \log ^2(3)\right)\right)}{1-6 x+11 x^2-6 x^3+x^4+\left(18-54 x+18 x^2\right) \log (3)+81 \log ^2(3)} \, dx","Int[(1 - 6*x + 11*x^2 - 6*x^3 + x^4 + (18 - 54*x + 18*x^2)*Log[3] + 81*Log[3]^2 + E^(E^x - x)*((-1 + x - 2*x^2 + x^3)*Log[3] + (-9 + 9*x)*Log[3]^2 + E^x*((-x + 3*x^2 - x^3)*Log[3] - 9*x*Log[3]^2)))/(1 - 6*x + 11*x^2 - 6*x^3 + x^4 + (18 - 54*x + 18*x^2)*Log[3] + 81*Log[3]^2),x]","\int \frac{1-6 x+11 x^2-6 x^3+x^4+\left(18-54 x+18 x^2\right) \log (3)+81 \log ^2(3)+e^{e^x-x} \left(\left(-1+x-2 x^2+x^3\right) \log (3)+(-9+9 x) \log ^2(3)+e^x \left(\left(-x+3 x^2-x^3\right) \log (3)-9 x \log ^2(3)\right)\right)}{1-6 x+11 x^2-6 x^3+x^4+\left(18-54 x+18 x^2\right) \log (3)+81 \log ^2(3)} \, dx","x+\frac{e^{e^x-x} x}{\frac{x-(1-x)^2}{\log (3)}-9}",1,"x - Log[3]*(1 - (3*I)/Sqrt[-5 + 36*Log[3]])*Defer[Int][E^E^x/(-3 + 2*x - I*Sqrt[-5 + 36*Log[3]]), x] + Log[3]*(1 - (5*I)/Sqrt[-5 + 36*Log[3]])*Defer[Int][E^(E^x - x)/(-3 + 2*x - I*Sqrt[-5 + 36*Log[3]]), x] - (8*Log[3]*(1 + 9*Log[3])*Defer[Int][E^(E^x - x)/(3 - 2*x + I*Sqrt[-5 + 36*Log[3]])^2, x])/(5 - 36*Log[3]) + (6*Log[3]*(3 + I*Sqrt[-5 + 36*Log[3]])*Defer[Int][E^(E^x - x)/(3 - 2*x + I*Sqrt[-5 + 36*Log[3]])^2, x])/(5 - 36*Log[3]) + ((18*I)*Log[3]*Defer[Int][E^(E^x - x)/(3 - 2*x + I*Sqrt[-5 + 36*Log[3]]), x])/(-5 + 36*Log[3])^(3/2) - ((8*I)*Log[3]*(1 + 9*Log[3])*Defer[Int][E^(E^x - x)/(3 - 2*x + I*Sqrt[-5 + 36*Log[3]]), x])/(-5 + 36*Log[3])^(3/2) - (8*Log[3]*(1 + 9*Log[3])*Defer[Int][E^(E^x - x)/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]])^2, x])/(5 - 36*Log[3]) + (6*Log[3]*(3 - I*Sqrt[-5 + 36*Log[3]])*Defer[Int][E^(E^x - x)/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]])^2, x])/(5 - 36*Log[3]) - Log[3]*(1 + (3*I)/Sqrt[-5 + 36*Log[3]])*Defer[Int][E^E^x/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]]), x] + ((18*I)*Log[3]*Defer[Int][E^(E^x - x)/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]]), x])/(-5 + 36*Log[3])^(3/2) - ((8*I)*Log[3]*(1 + 9*Log[3])*Defer[Int][E^(E^x - x)/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]]), x])/(-5 + 36*Log[3])^(3/2) + Log[3]*(1 + (5*I)/Sqrt[-5 + 36*Log[3]])*Defer[Int][E^(E^x - x)/(-3 + 2*x + I*Sqrt[-5 + 36*Log[3]]), x]","F",0,0,0,0,-1,"{}"
1870,1,38,0,0.4186096,"\int \frac{20-40 x+20 x^2+\left(20-20 x^2\right) \log (4 x)+(-40-x) \log ^2(4 x)}{x^2 \log ^2(4 x)} \, dx","Int[(20 - 40*x + 20*x^2 + (20 - 20*x^2)*Log[4*x] + (-40 - x)*Log[4*x]^2)/(x^2*Log[4*x]^2),x]","\frac{40}{x}-\frac{20 x}{\log (4 x)}-\log (x)+\frac{40}{\log (4 x)}-\frac{20}{x \log (4 x)}","\log \left(\frac{3}{x}\right)-\frac{20 \left(\frac{(1-x)^2}{\log (4 x)}-2\right)}{x}",1,"40/x - Log[x] + 40/Log[4*x] - 20/(x*Log[4*x]) - (20*x)/Log[4*x]","A",18,10,44,0.2273,1,"{6742, 43, 2353, 2297, 2298, 2306, 2309, 2178, 2302, 30}"
1871,1,166,0,0.2992592,"\int \frac{e^{-\frac{x}{\log (3)}} \left(-x^4+4 x^3 \log (3)+e^{\frac{x}{\log (3)}} (15+6 x) \log (3)\right)}{3 \log (3)} \, dx","Int[(-x^4 + 4*x^3*Log[3] + E^(x/Log[3])*(15 + 6*x)*Log[3])/(3*E^(x/Log[3])*Log[3]),x]","\frac{1}{3} x^4 e^{-\frac{x}{\log (3)}}-\frac{1}{3} x^3 \log (81) e^{-\frac{x}{\log (3)}}+\frac{4}{3} x^3 \log (3) e^{-\frac{x}{\log (3)}}+4 x^2 \log ^2(3) e^{-\frac{x}{\log (3)}}-x^2 \log (3) \log (81) e^{-\frac{x}{\log (3)}}+\frac{1}{4} (2 x+5)^2+8 \log ^4(3) e^{-\frac{x}{\log (3)}}+8 x \log ^3(3) e^{-\frac{x}{\log (3)}}-2 \log ^3(3) \log (81) e^{-\frac{x}{\log (3)}}-2 x \log ^2(3) \log (81) e^{-\frac{x}{\log (3)}}","x \left(\frac{1}{3} x^3 e^{-\frac{x}{\log (3)}}+x+5\right)",1,"x^4/(3*E^(x/Log[3])) + (5 + 2*x)^2/4 + (4*x^3*Log[3])/(3*E^(x/Log[3])) + (4*x^2*Log[3]^2)/E^(x/Log[3]) + (8*x*Log[3]^3)/E^(x/Log[3]) + (8*Log[3]^4)/E^(x/Log[3]) - (x^3*Log[81])/(3*E^(x/Log[3])) - (x^2*Log[3]*Log[81])/E^(x/Log[3]) - (2*x*Log[3]^2*Log[81])/E^(x/Log[3]) - (2*Log[3]^3*Log[81])/E^(x/Log[3])","B",12,4,46,0.08696,1,"{12, 6742, 2176, 2194}"
1872,0,0,0,0.3195267,"\int \frac{-2-6 x-18 x^2}{1+81 x^4-2 x \log \left(x^3\right)+x^2 \log ^2\left(x^3\right)+3 x^2 \left(-6+6 x \log \left(x^3\right)\right)} \, dx","Int[(-2 - 6*x - 18*x^2)/(1 + 81*x^4 - 2*x*Log[x^3] + x^2*Log[x^3]^2 + 3*x^2*(-6 + 6*x*Log[x^3])),x]","\int \frac{-2-6 x-18 x^2}{1+81 x^4-2 x \log \left(x^3\right)+x^2 \log ^2\left(x^3\right)+3 x^2 \left(-6+6 x \log \left(x^3\right)\right)} \, dx","\frac{2 x}{x \log \left(x^3\right)+9 x^2-1}",1,"-2*Defer[Int][(-1 + 9*x^2 + x*Log[x^3])^(-2), x] - 6*Defer[Int][x/(-1 + 9*x^2 + x*Log[x^3])^2, x] - 18*Defer[Int][x^2/(-1 + 9*x^2 + x*Log[x^3])^2, x]","F",0,0,0,0,-1,"{}"
1873,1,12,0,0.0039194,"\int \left(76-6 e^5 x\right) \, dx","Int[76 - 6*E^5*x,x]","76 x-3 e^5 x^2","3 \left(25-e^5 x\right) x+x",1,"76*x - 3*E^5*x^2","A",1,0,8,0,1,"{}"
1874,0,0,0,0.9184184,"\int \frac{-10-8 x+2 x^2+\left(15+17 x-4 x^2\right) \log ^2\left(-\frac{x}{-5+x}\right)+\left(-5-9 x+2 x^2\right) \log ^4\left(-\frac{x}{-5+x}\right)+\log (x) \left(-5+x-10 \log \left(-\frac{x}{-5+x}\right)+(5-x) \log ^2\left(-\frac{x}{-5+x}\right)\right)}{-5+x+(10-2 x) \log ^2\left(-\frac{x}{-5+x}\right)+(-5+x) \log ^4\left(-\frac{x}{-5+x}\right)} \, dx","Int[(-10 - 8*x + 2*x^2 + (15 + 17*x - 4*x^2)*Log[-(x/(-5 + x))]^2 + (-5 - 9*x + 2*x^2)*Log[-(x/(-5 + x))]^4 + Log[x]*(-5 + x - 10*Log[-(x/(-5 + x))] + (5 - x)*Log[-(x/(-5 + x))]^2))/(-5 + x + (10 - 2*x)*Log[-(x/(-5 + x))]^2 + (-5 + x)*Log[-(x/(-5 + x))]^4),x]","\int \frac{-10-8 x+2 x^2+\left(15+17 x-4 x^2\right) \log ^2\left(-\frac{x}{-5+x}\right)+\left(-5-9 x+2 x^2\right) \log ^4\left(-\frac{x}{-5+x}\right)+\log (x) \left(-5+x-10 \log \left(-\frac{x}{-5+x}\right)+(5-x) \log ^2\left(-\frac{x}{-5+x}\right)\right)}{-5+x+(10-2 x) \log ^2\left(-\frac{x}{-5+x}\right)+(-5+x) \log ^4\left(-\frac{x}{-5+x}\right)} \, dx","x^2+x-\frac{x \log (x)}{\log ^2\left(\frac{x}{5-x}\right)-1}",1,"x + x^2 + Defer[Int][(1 - Log[-(x/(-5 + x))])^(-1), x]/2 - (5*Defer[Int][Log[x]/((-5 + x)*(-1 + Log[-(x/(-5 + x))])^2), x])/2 - Defer[Int][Log[x]/(-1 + Log[-(x/(-5 + x))]), x]/2 + (5*Defer[Int][Log[x]/((-5 + x)*(1 + Log[-(x/(-5 + x))])^2), x])/2 + Defer[Int][(1 + Log[-(x/(-5 + x))])^(-1), x]/2 + Defer[Int][Log[x]/(1 + Log[-(x/(-5 + x))]), x]/2","F",0,0,0,0,-1,"{}"
1875,1,27,0,0.8286137,"\int \frac{e^{e^{\frac{-256+32 x^3-x^6+x^4 \log (5)}{x^3}}+x} \left(-x^4+e^{\frac{-256+32 x^3-x^6+x^4 \log (5)}{x^3}} \left(-768+3 x^6-x^4 \log (5)\right)\right)}{x^4} \, dx","Int[(E^(E^((-256 + 32*x^3 - x^6 + x^4*Log[5])/x^3) + x)*(-x^4 + E^((-256 + 32*x^3 - x^6 + x^4*Log[5])/x^3)*(-768 + 3*x^6 - x^4*Log[5])))/x^4,x]","-e^{5^x e^{-\frac{x^6-32 x^3+256}{x^3}}+x}","1-e^{e^{x \left(\log (5)-\left(\frac{16}{x^2}-x\right)^2\right)}+x}",1,"-E^(5^x/E^((256 - 32*x^3 + x^6)/x^3) + x)","A",1,1,77,0.01299,1,"{6706}"
1876,0,0,0,2.6693403,"\int \frac{-2 x+e^{-4-e^{x^4}+e^{-4-e^{x^4}+x}+x} \left(2 x-8 e^{x^4} x^4\right)}{x+e^{e^{-4-e^{x^4}+x}} x-x^2} \, dx","Int[(-2*x + E^(-4 - E^x^4 + E^(-4 - E^x^4 + x) + x)*(2*x - 8*E^x^4*x^4))/(x + E^E^(-4 - E^x^4 + x)*x - x^2),x]","\int \frac{-2 x+e^{-4-e^{x^4}+e^{-4-e^{x^4}+x}+x} \left(2 x-8 e^{x^4} x^4\right)}{x+e^{e^{-4-e^{x^4}+x}} x-x^2} \, dx","\log \left(\frac{1}{50} \left(-e^{e^{-e^{x^4}+x-4}}+x-1\right)^2\right)",1,"-2*Defer[Int][(1 + E^E^(-4 - E^x^4 + x) - x)^(-1), x] + 2*Defer[Int][E^(-4 - E^x^4 + E^(-4 - E^x^4 + x) + x)/(1 + E^E^(-4 - E^x^4 + x) - x), x] - 8*Defer[Int][(E^(-4 - E^x^4 + E^(-4 - E^x^4 + x) + x + x^4)*x^3)/(1 + E^E^(-4 - E^x^4 + x) - x), x]","F",0,0,0,0,-1,"{}"
1877,0,0,0,6.1912379,"\int \frac{\exp \left(\frac{2 x+12 x^3-3 x^4+\left(-3-12 x^2+3 x^3\right) \log \left(\frac{x}{\log (3)}\right)}{-3-12 x^2+3 x^3}\right) \left(3-2 x+24 x^2-34 x^3+56 x^4-72 x^5+27 x^6-3 x^7\right)}{3 x+24 x^3-6 x^4+48 x^5-24 x^6+3 x^7} \, dx","Int[(E^((2*x + 12*x^3 - 3*x^4 + (-3 - 12*x^2 + 3*x^3)*Log[x/Log[3]])/(-3 - 12*x^2 + 3*x^3))*(3 - 2*x + 24*x^2 - 34*x^3 + 56*x^4 - 72*x^5 + 27*x^6 - 3*x^7))/(3*x + 24*x^3 - 6*x^4 + 48*x^5 - 24*x^6 + 3*x^7),x]","\int \frac{\exp \left(\frac{2 x+12 x^3-3 x^4+\left(-3-12 x^2+3 x^3\right) \log \left(\frac{x}{\log (3)}\right)}{-3-12 x^2+3 x^3}\right) \left(3-2 x+24 x^2-34 x^3+56 x^4-72 x^5+27 x^6-3 x^7\right)}{3 x+24 x^3-6 x^4+48 x^5-24 x^6+3 x^7} \, dx","\frac{e^{\frac{x}{3 (4-x) x^2+3}-x} x}{\log (3)}",1,"Defer[Int][E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3))), x]/Log[3] - Defer[Int][E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))*x, x]/Log[3] + (4*Defer[Int][E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))/(-1 - 4*x^2 + x^3)^2, x])/(3*Log[3]) + Defer[Int][(E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))*x)/(-1 - 4*x^2 + x^3)^2, x]/Log[3] + (16*Defer[Int][(E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))*x^2)/(-1 - 4*x^2 + x^3)^2, x])/(3*Log[3]) + (4*Defer[Int][E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))/(-1 - 4*x^2 + x^3), x])/(3*Log[3]) + (2*Defer[Int][(E^((x*(2 + 12*x^2 - 3*x^3))/(3*(-1 - 4*x^2 + x^3)))*x)/(-1 - 4*x^2 + x^3), x])/(3*Log[3])","F",0,0,0,0,-1,"{}"
1878,0,0,0,2.1653071,"\int \frac{52-26 x+4 x^2+e^{1+2 x^2+x^4} \left(-4+2 x+16 x^2-4 x^3+16 x^4-4 x^5\right)}{169+e^{2+4 x^2+2 x^4}-26 x^2+x^4+e^{1+2 x^2+x^4} \left(-26+2 x^2\right)} \, dx","Int[(52 - 26*x + 4*x^2 + E^(1 + 2*x^2 + x^4)*(-4 + 2*x + 16*x^2 - 4*x^3 + 16*x^4 - 4*x^5))/(169 + E^(2 + 4*x^2 + 2*x^4) - 26*x^2 + x^4 + E^(1 + 2*x^2 + x^4)*(-26 + 2*x^2)),x]","\int \frac{52-26 x+4 x^2+e^{1+2 x^2+x^4} \left(-4+2 x+16 x^2-4 x^3+16 x^4-4 x^5\right)}{169+e^{2+4 x^2+2 x^4}-26 x^2+x^4+e^{1+2 x^2+x^4} \left(-26+2 x^2\right)} \, dx","\frac{(4-x) x}{-x^2-e^{\left(x^2+1\right)^2}+13}",1,"216*Defer[Int][x^2/(-13 + E^(1 + x^2)^2 + x^2)^2, x] + 192*Defer[Int][x^4/(-13 + E^(1 + x^2)^2 + x^2)^2, x] - 16*Defer[Int][x^6/(-13 + E^(1 + x^2)^2 + x^2)^2, x] - 4*Defer[Int][(-13 + E^(1 + x^2)^2 + x^2)^(-1), x] + 16*Defer[Int][x^2/(-13 + E^(1 + x^2)^2 + x^2), x] + 16*Defer[Int][x^4/(-13 + E^(1 + x^2)^2 + x^2), x] - 27*Defer[Subst][Defer[Int][x/(-13 + E^(1 + x)^2 + x)^2, x], x, x^2] - 24*Defer[Subst][Defer[Int][x^2/(-13 + E^(1 + x)^2 + x)^2, x], x, x^2] + 2*Defer[Subst][Defer[Int][x^3/(-13 + E^(1 + x)^2 + x)^2, x], x, x^2] + Defer[Subst][Defer[Int][(-13 + E^(1 + x)^2 + x)^(-1), x], x, x^2] - 2*Defer[Subst][Defer[Int][x/(-13 + E^(1 + x)^2 + x), x], x, x^2] - 2*Defer[Subst][Defer[Int][x^2/(-13 + E^(1 + x)^2 + x), x], x, x^2]","F",0,0,0,0,-1,"{}"
1879,1,28,0,0.0509886,"\int \left(2 x+e^x x+e^x (1+x) \log \left(-e^x\right)\right) \, dx","Int[2*x + E^x*x + E^x*(1 + x)*Log[-E^x],x]","x^2-e^x \log \left(-e^x\right)+e^x (x+1) \log \left(-e^x\right)","x^2+e^x x \log \left(-e^x\right)",1,"x^2 - E^x*Log[-E^x] + E^x*(1 + x)*Log[-E^x]","A",6,3,22,0.1364,1,"{2176, 2194, 2554}"
1880,1,1299,0,3.8616574,"\int \frac{\left(18+14 x^4+2 \log (3)\right) \log \left(\frac{x}{81-18 x^4+x^8+\left(18-2 x^4\right) \log (3)+\log ^2(3)}\right)}{9 x-x^5+x \log (3)} \, dx","Int[((18 + 14*x^4 + 2*Log[3])*Log[x/(81 - 18*x^4 + x^8 + (18 - 2*x^4)*Log[3] + Log[3]^2)])/(9*x - x^5 + x*Log[3]),x]","-\log ^2(x)+2 \log \left(\frac{x}{x^8-18 x^4+\log ^2(3)+2 \left(9-x^4\right) \log (3)+81}\right) \log (x)+4 \log \left(1-\frac{x^4}{9+\log (3)}\right) \log (x)+2 \log (9+\log (3)) \log (x)-4 \log ^2\left(i \sqrt[4]{9+\log (3)}-x\right)-4 \log ^2\left(x+i \sqrt[4]{9+\log (3)}\right)-4 \log ^2\left(\sqrt[4]{9+\log (3)}-x\right)-4 \log ^2\left(x+\sqrt[4]{9+\log (3)}\right)+4 \log \left(-\frac{i x}{\sqrt[4]{9+\log (3)}}\right) \log \left(i \sqrt[4]{9+\log (3)}-x\right)-4 \log \left(\frac{x}{x^8-18 x^4+\log ^2(3)+2 \left(9-x^4\right) \log (3)+81}\right) \log \left(i \sqrt[4]{9+\log (3)}-x\right)-8 \log \left(-\frac{\left(\frac{1}{2}+\frac{i}{2}\right) \left(x-\sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(i \sqrt[4]{9+\log (3)}-x\right)+4 \log \left(\frac{i x}{\sqrt[4]{9+\log (3)}}\right) \log \left(x+i \sqrt[4]{9+\log (3)}\right)-4 \log \left(\frac{x}{x^8-18 x^4+\log ^2(3)+2 \left(9-x^4\right) \log (3)+81}\right) \log \left(x+i \sqrt[4]{9+\log (3)}\right)-8 \log \left(-\frac{\left(\frac{1}{2}-\frac{i}{2}\right) \left(x-\sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(x+i \sqrt[4]{9+\log (3)}\right)-8 \log \left(\frac{i \left(x-i \sqrt[4]{9+\log (3)}\right)}{2 \sqrt[4]{9+\log (3)}}\right) \log \left(x+i \sqrt[4]{9+\log (3)}\right)-8 \log \left(i \sqrt[4]{9+\log (3)}-x\right) \log \left(-\frac{i \left(x+i \sqrt[4]{9+\log (3)}\right)}{2 \sqrt[4]{9+\log (3)}}\right)-4 \log \left(\frac{x}{x^8-18 x^4+\log ^2(3)+2 \left(9-x^4\right) \log (3)+81}\right) \log \left(\sqrt[4]{9+\log (3)}-x\right)-8 \log \left(\frac{\left(\frac{1}{2}+\frac{i}{2}\right) \left(x-i \sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(\sqrt[4]{9+\log (3)}-x\right)-8 \log \left(\frac{\left(\frac{1}{2}-\frac{i}{2}\right) \left(x+i \sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(\sqrt[4]{9+\log (3)}-x\right)-4 \log \left(\frac{x}{x^8-18 x^4+\log ^2(3)+2 \left(9-x^4\right) \log (3)+81}\right) \log \left(x+\sqrt[4]{9+\log (3)}\right)-8 \log \left(-\frac{x-\sqrt[4]{9+\log (3)}}{2 \sqrt[4]{9+\log (3)}}\right) \log \left(x+\sqrt[4]{9+\log (3)}\right)-8 \log \left(-\frac{\left(\frac{1}{2}-\frac{i}{2}\right) \left(x-i \sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(x+\sqrt[4]{9+\log (3)}\right)-8 \log \left(-\frac{\left(\frac{1}{2}+\frac{i}{2}\right) \left(x+i \sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right) \log \left(x+\sqrt[4]{9+\log (3)}\right)-8 \log \left(\sqrt[4]{9+\log (3)}-x\right) \log \left(\frac{x+\sqrt[4]{9+\log (3)}}{2 \sqrt[4]{9+\log (3)}}\right)-8 \log \left(i \sqrt[4]{9+\log (3)}-x\right) \log \left(\frac{\left(\frac{1}{2}-\frac{i}{2}\right) \left(x+\sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right)-8 \log \left(x+i \sqrt[4]{9+\log (3)}\right) \log \left(\frac{\left(\frac{1}{2}+\frac{i}{2}\right) \left(x+\sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right)+\text{Li}_2\left(\frac{x^4}{9+\log (3)}\right)-4 \text{Li}_2\left(-\frac{x}{\sqrt[4]{9+\log (3)}}\right)-4 \text{Li}_2\left(\frac{x}{\sqrt[4]{9+\log (3)}}\right)-8 \text{Li}_2\left(\left(-\frac{1}{2}-\frac{i}{2}\right) \left(i-\frac{x}{\sqrt[4]{9+\log (3)}}\right)\right)-8 \text{Li}_2\left(\frac{1}{2} \left(1-\frac{x}{\sqrt[4]{9+\log (3)}}\right)\right)-8 \text{Li}_2\left(\left(\frac{1}{2}-\frac{i}{2}\right) \left(1-\frac{x}{\sqrt[4]{9+\log (3)}}\right)\right)-8 \text{Li}_2\left(\left(\frac{1}{2}+\frac{i}{2}\right) \left(1-\frac{x}{\sqrt[4]{9+\log (3)}}\right)\right)-8 \text{Li}_2\left(\frac{1}{2} \left(1-\frac{i x}{\sqrt[4]{9+\log (3)}}\right)\right)-8 \text{Li}_2\left(\left(\frac{1}{2}+\frac{i}{2}\right) \left(1-\frac{i x}{\sqrt[4]{9+\log (3)}}\right)\right)+4 \text{Li}_2\left(1-\frac{i x}{\sqrt[4]{9+\log (3)}}\right)-8 \text{Li}_2\left(\frac{1}{2} \left(\frac{i x}{\sqrt[4]{9+\log (3)}}+1\right)\right)-8 \text{Li}_2\left(\left(\frac{1}{2}+\frac{i}{2}\right) \left(\frac{i x}{\sqrt[4]{9+\log (3)}}+1\right)\right)+4 \text{Li}_2\left(\frac{i x}{\sqrt[4]{9+\log (3)}}+1\right)-8 \text{Li}_2\left(\left(-\frac{1}{2}-\frac{i}{2}\right) \left(\frac{x}{\sqrt[4]{9+\log (3)}}+i\right)\right)-8 \text{Li}_2\left(\frac{1}{2} \left(\frac{x}{\sqrt[4]{9+\log (3)}}+1\right)\right)-8 \text{Li}_2\left(\left(\frac{1}{2}+\frac{i}{2}\right) \left(\frac{x}{\sqrt[4]{9+\log (3)}}+1\right)\right)-8 \text{Li}_2\left(\frac{\left(\frac{1}{2}-\frac{i}{2}\right) \left(x+\sqrt[4]{9+\log (3)}\right)}{\sqrt[4]{9+\log (3)}}\right)","\log ^2\left(\frac{x}{\left(x^4-9-\log (3)\right)^2}\right)+4",1,"-Log[x]^2 + 2*Log[x]*Log[9 + Log[3]] + 2*Log[x]*Log[x/(81 - 18*x^4 + x^8 + 2*(9 - x^4)*Log[3] + Log[3]^2)] + 4*Log[x]*Log[1 - x^4/(9 + Log[3])] + 4*Log[((-I)*x)/(9 + Log[3])^(1/4)]*Log[-x + I*(9 + Log[3])^(1/4)] - 4*Log[x/(81 - 18*x^4 + x^8 + 2*(9 - x^4)*Log[3] + Log[3]^2)]*Log[-x + I*(9 + Log[3])^(1/4)] - 8*Log[((-1/2 - I/2)*(x - (9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[-x + I*(9 + Log[3])^(1/4)] - 4*Log[-x + I*(9 + Log[3])^(1/4)]^2 + 4*Log[(I*x)/(9 + Log[3])^(1/4)]*Log[x + I*(9 + Log[3])^(1/4)] - 4*Log[x/(81 - 18*x^4 + x^8 + 2*(9 - x^4)*Log[3] + Log[3]^2)]*Log[x + I*(9 + Log[3])^(1/4)] - 8*Log[((-1/2 + I/2)*(x - (9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[x + I*(9 + Log[3])^(1/4)] - 8*Log[((I/2)*(x - I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[x + I*(9 + Log[3])^(1/4)] - 4*Log[x + I*(9 + Log[3])^(1/4)]^2 - 8*Log[-x + I*(9 + Log[3])^(1/4)]*Log[((-1/2*I)*(x + I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)] - 4*Log[x/(81 - 18*x^4 + x^8 + 2*(9 - x^4)*Log[3] + Log[3]^2)]*Log[-x + (9 + Log[3])^(1/4)] - 8*Log[((1/2 + I/2)*(x - I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[-x + (9 + Log[3])^(1/4)] - 8*Log[((1/2 - I/2)*(x + I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[-x + (9 + Log[3])^(1/4)] - 4*Log[-x + (9 + Log[3])^(1/4)]^2 - 4*Log[x/(81 - 18*x^4 + x^8 + 2*(9 - x^4)*Log[3] + Log[3]^2)]*Log[x + (9 + Log[3])^(1/4)] - 8*Log[-1/2*(x - (9 + Log[3])^(1/4))/(9 + Log[3])^(1/4)]*Log[x + (9 + Log[3])^(1/4)] - 8*Log[((-1/2 + I/2)*(x - I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[x + (9 + Log[3])^(1/4)] - 8*Log[((-1/2 - I/2)*(x + I*(9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]*Log[x + (9 + Log[3])^(1/4)] - 4*Log[x + (9 + Log[3])^(1/4)]^2 - 8*Log[-x + (9 + Log[3])^(1/4)]*Log[(x + (9 + Log[3])^(1/4))/(2*(9 + Log[3])^(1/4))] - 8*Log[-x + I*(9 + Log[3])^(1/4)]*Log[((1/2 - I/2)*(x + (9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)] - 8*Log[x + I*(9 + Log[3])^(1/4)]*Log[((1/2 + I/2)*(x + (9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)] + PolyLog[2, x^4/(9 + Log[3])] - 4*PolyLog[2, -(x/(9 + Log[3])^(1/4))] - 4*PolyLog[2, x/(9 + Log[3])^(1/4)] - 8*PolyLog[2, (-1/2 - I/2)*(I - x/(9 + Log[3])^(1/4))] - 8*PolyLog[2, (1 - x/(9 + Log[3])^(1/4))/2] - 8*PolyLog[2, (1/2 - I/2)*(1 - x/(9 + Log[3])^(1/4))] - 8*PolyLog[2, (1/2 + I/2)*(1 - x/(9 + Log[3])^(1/4))] - 8*PolyLog[2, (1 - (I*x)/(9 + Log[3])^(1/4))/2] - 8*PolyLog[2, (1/2 + I/2)*(1 - (I*x)/(9 + Log[3])^(1/4))] + 4*PolyLog[2, 1 - (I*x)/(9 + Log[3])^(1/4)] - 8*PolyLog[2, (1 + (I*x)/(9 + Log[3])^(1/4))/2] - 8*PolyLog[2, (1/2 + I/2)*(1 + (I*x)/(9 + Log[3])^(1/4))] + 4*PolyLog[2, 1 + (I*x)/(9 + Log[3])^(1/4)] - 8*PolyLog[2, (-1/2 - I/2)*(I + x/(9 + Log[3])^(1/4))] - 8*PolyLog[2, (1 + x/(9 + Log[3])^(1/4))/2] - 8*PolyLog[2, (1/2 + I/2)*(1 + x/(9 + Log[3])^(1/4))] - 8*PolyLog[2, ((1/2 - I/2)*(x + (9 + Log[3])^(1/4)))/(9 + Log[3])^(1/4)]","C",104,16,56,0.2857,1,"{6, 1593, 2528, 2524, 2357, 2301, 2337, 2391, 2418, 2392, 260, 2416, 2390, 2394, 2393, 2315}"
1881,1,23,0,0.034414,"\int \frac{-1528-320 x+(152+32 x) \log (3)}{6859+4332 x+912 x^2+64 x^3} \, dx","Int[(-1528 - 320*x + (152 + 32*x)*Log[3])/(6859 + 4332*x + 912*x^2 + 64*x^3),x]","\frac{1}{(4 x+19)^2}+\frac{2 (10-\log (3))}{4 x+19}","\left(\frac{1}{-x+5 (x+3)+4}+10-\log (3)\right)^2",1,"(19 + 4*x)^(-2) + (2*(10 - Log[3]))/(19 + 4*x)","A",2,1,31,0.03226,1,"{2074}"
1882,1,27,0,0.3760501,"\int e^{1-2 e^x x+e^{2 x+e^{4 x} x} x} \left(e^x (2+2 x)+e^{x+e^{4 x} x} \left(e^x (-1-2 x)+e^{5 x} \left(-x-4 x^2\right)\right)\right) \, dx","Int[E^(1 - 2*E^x*x + E^(2*x + E^(4*x)*x)*x)*(E^x*(2 + 2*x) + E^(x + E^(4*x)*x)*(E^x*(-1 - 2*x) + E^(5*x)*(-x - 4*x^2))),x]","-e^{-2 e^x x+e^{e^{4 x} x+2 x} x+1}","4-e^{1-e^x \left(2 x-e^{e^{4 x} x+x} x\right)}",1,"-E^(1 - 2*E^x*x + E^(2*x + E^(4*x)*x)*x)","A",1,1,73,0.01370,1,"{6706}"
1883,0,0,0,2.1516596,"\int \frac{144+72 x^2+27 x^4+e^{2 x} \left(16+12 x+8 x^2+3 x^4\right)+e^x \left(96+36 x+48 x^2+27 x^4\right)}{27 e^{\frac{2}{x^2}} x^4+18 e^{\frac{2}{x^2}+x} x^4+3 e^{\frac{2}{x^2}+2 x} x^4} \, dx","Int[(144 + 72*x^2 + 27*x^4 + E^(2*x)*(16 + 12*x + 8*x^2 + 3*x^4) + E^x*(96 + 36*x + 48*x^2 + 27*x^4))/(27*E^(2/x^2)*x^4 + 18*E^(2/x^2 + x)*x^4 + 3*E^(2/x^2 + 2*x)*x^4),x]","\int \frac{144+72 x^2+27 x^4+e^{2 x} \left(16+12 x+8 x^2+3 x^4\right)+e^x \left(96+36 x+48 x^2+27 x^4\right)}{27 e^{\frac{2}{x^2}} x^4+18 e^{\frac{2}{x^2}+x} x^4+3 e^{\frac{2}{x^2}+2 x} x^4} \, dx","4-e^{-\frac{2}{x^2}} \left(-x+\frac{3}{e^x+3}-\frac{4}{3 x}-1\right)",1,"E^(-2/x^2) + 4/(3*E^(2/x^2)*x) + x/E^(2/x^2) - 9*Defer[Int][1/(E^(2/x^2)*(3 + E^x)^2), x] + 3*Defer[Int][1/(E^(2/x^2)*(3 + E^x)), x] - 12*Defer[Int][1/(E^(2/x^2)*(3 + E^x)*x^3), x]","F",0,0,0,0,-1,"{}"
1884,0,0,0,1.8743451,"\int \frac{-30-62 x^2+56 x^3+4 x^4+e^{\frac{\log ^2(x)}{5}} \left(30 x^3-6 x \log (x)\right)}{-30 x+28 x^2+15 e^{\frac{\log ^2(x)}{5}} x^2+2 x^3} \, dx","Int[(-30 - 62*x^2 + 56*x^3 + 4*x^4 + E^(Log[x]^2/5)*(30*x^3 - 6*x*Log[x]))/(-30*x + 28*x^2 + 15*E^(Log[x]^2/5)*x^2 + 2*x^3),x]","\int \frac{-30-62 x^2+56 x^3+4 x^4+e^{\frac{\log ^2(x)}{5}} \left(30 x^3-6 x \log (x)\right)}{-30 x+28 x^2+15 e^{\frac{\log ^2(x)}{5}} x^2+2 x^3} \, dx","x^2-\log \left(\frac{\left(\frac{x}{5}+3\right) (2 x-2)}{3 x}+e^{\frac{\log ^2(x)}{5}}\right)",1,"x^2 - Log[x]^2/5 - 30*Defer[Int][1/(x*(-30 + 28*x + 15*E^(Log[x]^2/5)*x + 2*x^2)), x] - 2*Defer[Int][x/(-30 + 28*x + 15*E^(Log[x]^2/5)*x + 2*x^2), x] + (56*Defer[Int][Log[x]/(-30 + 28*x + 15*E^(Log[x]^2/5)*x + 2*x^2), x])/5 - 12*Defer[Int][Log[x]/(x*(-30 + 28*x + 15*E^(Log[x]^2/5)*x + 2*x^2)), x] + (4*Defer[Int][(x*Log[x])/(-30 + 28*x + 15*E^(Log[x]^2/5)*x + 2*x^2), x])/5","F",0,0,0,0,-1,"{}"
1885,1,3,0,0.0154404,"\int \frac{1}{x \log (x)} \, dx","Int[1/(x*Log[x]),x]","\log (\log (x))","\log (x)+\log \left(\frac{\log (x)}{x}\right)+3+\frac{1}{5} (-3-5 \log (\log (4)))",1,"Log[Log[x]]","A",2,2,8,0.2500,1,"{2302, 29}"
1886,1,26,0,0.0150616,"\int \frac{-x+25 x^2-8 x^3-\log (3)}{4 x^2} \, dx","Int[(-x + 25*x^2 - 8*x^3 - Log[3])/(4*x^2),x]","-x^2+\frac{25 x}{4}-\frac{\log (x)}{4}+\frac{\log (3)}{4 x}","x \left(-x+\frac{x-\log (x)+\frac{\log (3)}{x}+4}{4 x}+6\right)",1,"(25*x)/4 - x^2 + Log[3]/(4*x) - Log[x]/4","A",3,2,25,0.08000,1,"{12, 14}"
1887,-1,0,0,180.0009701,"\int \frac{-162 x+108 x^2+518 x^3-160 x^4-546 x^5-4 x^6+186 x^7+56 x^8+4 x^9+e^{2 x} \left(-2 x+6 x^3+2 x^4-6 x^5-4 x^6+2 x^7+2 x^8\right)+e^x \left(36 x-12 x^2-110 x^3+110 x^5+36 x^6-34 x^7-24 x^8-2 x^9\right)+\left(486 x^2-18 x^3-674 x^4-56 x^5+182 x^6+74 x^7+6 x^8+e^{2 x} \left(6 x^2+2 x^3-8 x^4-6 x^5+2 x^6+4 x^7\right)+e^x \left(-108 x^2-16 x^3+144 x^4+60 x^5-32 x^6-44 x^7-4 x^8\right)\right) \log (x)+\left(-324 x^3-90 x^4-6 x^5+18 x^6+2 x^7+e^{2 x} \left(-4 x^3-2 x^4+2 x^6\right)+e^x \left(72 x^3+28 x^4+2 x^5-20 x^6-2 x^7\right)\right) \log ^2(x)}{-1+3 x^2-3 x^4+x^6} \, dx","Int[(-162*x + 108*x^2 + 518*x^3 - 160*x^4 - 546*x^5 - 4*x^6 + 186*x^7 + 56*x^8 + 4*x^9 + E^(2*x)*(-2*x + 6*x^3 + 2*x^4 - 6*x^5 - 4*x^6 + 2*x^7 + 2*x^8) + E^x*(36*x - 12*x^2 - 110*x^3 + 110*x^5 + 36*x^6 - 34*x^7 - 24*x^8 - 2*x^9) + (486*x^2 - 18*x^3 - 674*x^4 - 56*x^5 + 182*x^6 + 74*x^7 + 6*x^8 + E^(2*x)*(6*x^2 + 2*x^3 - 8*x^4 - 6*x^5 + 2*x^6 + 4*x^7) + E^x*(-108*x^2 - 16*x^3 + 144*x^4 + 60*x^5 - 32*x^6 - 44*x^7 - 4*x^8))*Log[x] + (-324*x^3 - 90*x^4 - 6*x^5 + 18*x^6 + 2*x^7 + E^(2*x)*(-4*x^3 - 2*x^4 + 2*x^6) + E^x*(72*x^3 + 28*x^4 + 2*x^5 - 20*x^6 - 2*x^7))*Log[x]^2)/(-1 + 3*x^2 - 3*x^4 + x^6),x]","\text{\$Aborted}","\left(x-e^x+9\right)^2 \left(\frac{\log (x)}{1-x^2}-x-\log (x)\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
1888,1,188,0,0.471088,"\int \frac{-4 x^{12}+13 x^{12} \log (x)}{5 \log (3) \log ^5(x)} \, dx","Int[(-4*x^12 + 13*x^12*Log[x])/(5*Log[3]*Log[x]^5),x]","-\frac{28561 (4-13 \log (x)) \text{Ei}(13 \log (x))}{120 \log (3)}-\frac{371293 \log (x) \text{Ei}(13 \log (x))}{120 \log (3)}+\frac{28561 \text{Ei}(13 \log (x))}{30 \log (3)}+\frac{x^{13} (4-13 \log (x))}{20 \log (3) \log ^4(x)}+\frac{13 x^{13} (4-13 \log (x))}{60 \log (3) \log ^3(x)}-\frac{13 x^{13}}{60 \log (3) \log ^3(x)}+\frac{169 x^{13} (4-13 \log (x))}{120 \log (3) \log ^2(x)}-\frac{169 x^{13}}{60 \log (3) \log ^2(x)}+\frac{2197 x^{13} (4-13 \log (x))}{120 \log (3) \log (x)}-\frac{2197 x^{13}}{40 \log (3) \log (x)}+\frac{28561 x^{13}}{120 \log (3)}","\frac{\frac{x^{13}}{\log ^4(x)}+3+\log ^2(\log (4))}{5 \log (3)}",1,"(28561*x^13)/(120*Log[3]) + (28561*ExpIntegralEi[13*Log[x]])/(30*Log[3]) - (28561*ExpIntegralEi[13*Log[x]]*(4 - 13*Log[x]))/(120*Log[3]) + (x^13*(4 - 13*Log[x]))/(20*Log[3]*Log[x]^4) - (13*x^13)/(60*Log[3]*Log[x]^3) + (13*x^13*(4 - 13*Log[x]))/(60*Log[3]*Log[x]^3) - (169*x^13)/(60*Log[3]*Log[x]^2) + (169*x^13*(4 - 13*Log[x]))/(120*Log[3]*Log[x]^2) - (2197*x^13)/(40*Log[3]*Log[x]) + (2197*x^13*(4 - 13*Log[x]))/(120*Log[3]*Log[x]) - (371293*ExpIntegralEi[13*Log[x]]*Log[x])/(120*Log[3])","C",22,8,25,0.3200,1,"{12, 2561, 2306, 2309, 2178, 2366, 14, 6482}"
1889,1,25,0,0.1838112,"\int \frac{8 \log (5)+e^{\frac{e^{x/8}+16 \log (5)-3 e^x \log (5)}{\log (5)}} \left(-e^{x/8}+24 e^x \log (5)\right)}{8 \log (5)} \, dx","Int[(8*Log[5] + E^((E^(x/8) + 16*Log[5] - 3*E^x*Log[5])/Log[5])*(-E^(x/8) + 24*E^x*Log[5]))/(8*Log[5]),x]","x-e^{-3 e^x+\frac{e^{x/8}}{\log (5)}+16}","x-e^{3 \left(6-e^x\right)+\frac{e^{x/8}}{\log (5)}-2}-3",1,"-E^(16 - 3*E^x + E^(x/8)/Log[5]) + x","A",6,4,57,0.07018,1,"{12, 2274, 2282, 6706}"
1890,1,22,0,0.0325543,"\int \frac{-30-38 x+30 x^2+30 x^3}{15-30 x^2+15 x^4} \, dx","Int[(-30 - 38*x + 30*x^2 + 30*x^3)/(15 - 30*x^2 + 15*x^4),x]","2 \log (1-x)-\frac{4}{15 \left(1-x^2\right)}","\frac{4}{3 \left(5 x^2-5\right)}+\log \left(\frac{\left(x-x^2\right)^2}{x^2}\right)",1,"-4/(15*(1 - x^2)) + 2*Log[1 - x]","A",4,4,30,0.1333,1,"{28, 1814, 627, 31}"
1891,1,13,0,0.2736398,"\int \frac{e^{2 x+\frac{\log \left(x^3\right)}{e^3}} \left(\frac{3 \log \left(x^3\right)}{e^3}+2 x \log \left(x^3\right)\right)}{x \log \left(x^3\right)} \, dx","Int[(E^(2*x + Log[x^3]/E^3)*((3*Log[x^3])/E^3 + 2*x*Log[x^3]))/(x*Log[x^3]),x]","e^{2 x} \left(x^3\right)^{\frac{1}{e^3}}","e^{\frac{\log \left(x^3\right)}{e^3}+2 x}",1,"E^(2*x)*(x^3)^E^(-3)","A",3,3,41,0.07317,1,"{2274, 15, 2197}"
1892,1,14,0,0.3762938,"\int \frac{-8-7 x+(12+6 x) \log (x)}{-20 x-5 x^2+\left(12 x+3 x^2\right) \log (x)} \, dx","Int[(-8 - 7*x + (12 + 6*x)*Log[x])/(-20*x - 5*x^2 + (12*x + 3*x^2)*Log[x]),x]","\log (x)+\log (x+4)+\log (5-3 \log (x))","\log \left(20 x (x+4) \left(\frac{1}{3}-\frac{\log (x)}{5}\right)\right)",1,"Log[x] + Log[4 + x] + Log[5 - 3*Log[x]]","A",7,5,37,0.1351,1,"{6741, 6742, 72, 2302, 29}"
1893,0,0,0,2.7657423,"\int \frac{8-17 x+10 x^2-4 x^3+e^x \left(x-3 x^2+3 x^3-x^4\right)}{4 x-9 x^2+10 x^3-6 x^4+x^5+e^x \left(x^2-2 x^3+x^4\right)} \, dx","Int[(8 - 17*x + 10*x^2 - 4*x^3 + E^x*(x - 3*x^2 + 3*x^3 - x^4))/(4*x - 9*x^2 + 10*x^3 - 6*x^4 + x^5 + E^x*(x^2 - 2*x^3 + x^4)),x]","\int \frac{8-17 x+10 x^2-4 x^3+e^x \left(x-3 x^2+3 x^3-x^4\right)}{4 x-9 x^2+10 x^3-6 x^4+x^5+e^x \left(x^2-2 x^3+x^4\right)} \, dx","\log \left(\frac{x^2}{\frac{4-x}{x-1}+\left(-x-e^x+4\right) x}\right)",1,"-x + Log[x] - 3*Defer[Int][(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3)^(-1), x] - 3*Defer[Int][1/((-1 + x)*(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3)), x] - 4*Defer[Int][1/(x*(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3)), x] + 6*Defer[Int][x/(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3), x] - 6*Defer[Int][x^2/(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3), x] + Defer[Int][x^3/(-4 + 5*x - E^x*x - 5*x^2 + E^x*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
1894,0,0,0,0.3890712,"\int \frac{e^{-x} \left(e^x (1+x)+e^{5 e^{-x} x} \left(-5 x+5 x^2\right)\right)}{x} \, dx","Int[(E^x*(1 + x) + E^((5*x)/E^x)*(-5*x + 5*x^2))/(E^x*x),x]","\int \frac{e^{-x} \left(e^x (1+x)+e^{5 e^{-x} x} \left(-5 x+5 x^2\right)\right)}{x} \, dx","\log \left(e^x x\right)-e^{5 e^{-x} x}",1,"x + Log[x] - 5*Defer[Int][E^(-(((-5 + E^x)*x)/E^x)), x] + 5*Defer[Int][x/E^(((-5 + E^x)*x)/E^x), x]","F",0,0,0,0,-1,"{}"
1895,1,24,0,0.7660161,"\int \frac{-392+112 x-8 x^2+e^{\frac{-6 x+x^2}{-7+x}} \left(-42 x^3+14 x^4-x^5\right)}{49 x^3-14 x^4+x^5} \, dx","Int[(-392 + 112*x - 8*x^2 + E^((-6*x + x^2)/(-7 + x))*(-42*x^3 + 14*x^4 - x^5))/(49*x^3 - 14*x^4 + x^5),x]","\frac{4}{x^2}-e^{\frac{(6-x) x}{7-x}}","\frac{4}{x^2}-e^{x-\frac{x}{7-x}}-\log (18)",1,"-E^(((6 - x)*x)/(7 - x)) + 4/x^2","A",5,4,59,0.06780,1,"{1594, 27, 6742, 6706}"
1896,0,0,0,1.204309,"\int \frac{-64-32 \log \left(x^2\right)+e^{\frac{e^{x^2}}{x}+x^2} \left(-x+2 x^3\right) \log ^3\left(x^2\right)}{x^3 \log ^3\left(x^2\right)} \, dx","Int[(-64 - 32*Log[x^2] + E^(E^x^2/x + x^2)*(-x + 2*x^3)*Log[x^2]^3)/(x^3*Log[x^2]^3),x]","\int \frac{-64-32 \log \left(x^2\right)+e^{\frac{e^{x^2}}{x}+x^2} \left(-x+2 x^3\right) \log ^3\left(x^2\right)}{x^3 \log ^3\left(x^2\right)} \, dx","e^{\frac{e^{x^2}}{x}}+\frac{16}{x^2 \log ^2\left(x^2\right)}+3",1,"8/x^2 + 16*ExpIntegralEi[-Log[x^2]] + 8/(x^2*Log[x^2]) + 8*ExpIntegralEi[-Log[x^2]]*Log[x^2] - 8*ExpIntegralEi[-Log[x^2]]*(2 + Log[x^2]) + (8*(2 + Log[x^2]))/(x^2*Log[x^2]^2) - (8*(2 + Log[x^2]))/(x^2*Log[x^2]) + 2*Defer[Int][E^(E^x^2/x + x^2), x] - Defer[Int][E^(E^x^2/x + x^2)/x^2, x]","F",0,0,0,0,-1,"{}"
1897,-1,0,0,179.9997597,"\int \frac{e^{-e^x} \left(983040+819200 x-215040 x^2-460800 x^3-501760 x^4-384000 x^5-180480 x^6-53120 x^7-9600 x^8-960 x^9-40 x^{10}+e^{e^x} \left(-589824-491520 x+129024 x^2+276480 x^3+301056 x^4+230400 x^5+108288 x^6+31872 x^7+5760 x^8+576 x^9+24 x^{10}\right)+e^x \left(737280+1228800 x+1433600 x^2+1274880 x^3+921600 x^4+527360 x^5+245760 x^6+94080 x^7+26560 x^8+4800 x^9+480 x^{10}+20 x^{11}\right)\right)}{4096+12288 x+18432 x^2+17152 x^3+10752 x^4+4608 x^5+1328 x^6+240 x^7+24 x^8+x^9} \, dx","Int[(983040 + 819200*x - 215040*x^2 - 460800*x^3 - 501760*x^4 - 384000*x^5 - 180480*x^6 - 53120*x^7 - 9600*x^8 - 960*x^9 - 40*x^10 + E^E^x*(-589824 - 491520*x + 129024*x^2 + 276480*x^3 + 301056*x^4 + 230400*x^5 + 108288*x^6 + 31872*x^7 + 5760*x^8 + 576*x^9 + 24*x^10) + E^x*(737280 + 1228800*x + 1433600*x^2 + 1274880*x^3 + 921600*x^4 + 527360*x^5 + 245760*x^6 + 94080*x^7 + 26560*x^8 + 4800*x^9 + 480*x^10 + 20*x^11))/(E^E^x*(4096 + 12288*x + 18432*x^2 + 17152*x^3 + 10752*x^4 + 4608*x^5 + 1328*x^6 + 240*x^7 + 24*x^8 + x^9)),x]","\text{\$Aborted}","4 \left(3-5 e^{-e^x}\right) \left(\frac{3 x}{\left(\frac{x^2}{4}+x\right)^2+x}+x\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
1898,1,188,0,0.6328854,"\int e^{-x^4} \left(-78+48 x^3+300 x^4+e^{x^4} (4+51 x)+\left(-3+2 e^{x^4} x+12 x^4\right) \log (x)\right) \, dx","Int[(-78 + 48*x^3 + 300*x^4 + E^x^4*(4 + 51*x) + (-3 + 2*E^x^4*x + 12*x^4)*Log[x])/E^x^4,x]","3 x \, _2F_2\left(\frac{1}{4},\frac{1}{4};\frac{5}{4},\frac{5}{4};-x^4\right)-\frac{12}{25} x^5 \, _2F_2\left(\frac{5}{4},\frac{5}{4};\frac{9}{4},\frac{9}{4};-x^4\right)-12 e^{-x^4}+\frac{39 x \Gamma \left(\frac{1}{4},x^4\right)}{2 \sqrt[4]{x^4}}+\frac{3 x \Gamma \left(\frac{5}{4}\right) \log (x)}{\sqrt[4]{x^4}}-\frac{3 x \Gamma \left(\frac{1}{4}\right) \log (x)}{4 \sqrt[4]{x^4}}+\frac{3 x \log (x) \Gamma \left(\frac{1}{4},x^4\right)}{4 \sqrt[4]{x^4}}+25 x^2+x^2 \log (x)-\frac{75 x^5 \Gamma \left(\frac{5}{4},x^4\right)}{\left(x^4\right)^{5/4}}-\frac{3 x^5 \log (x) \Gamma \left(\frac{5}{4},x^4\right)}{\left(x^4\right)^{5/4}}+4 x","-\left(\left(3 e^{-x^4}-x\right) (x (\log (x)+25)+4)\right)",1,"-12/E^x^4 + 4*x + 25*x^2 + (39*x*Gamma[1/4, x^4])/(2*(x^4)^(1/4)) - (75*x^5*Gamma[5/4, x^4])/(x^4)^(5/4) + 3*x*HypergeometricPFQ[{1/4, 1/4}, {5/4, 5/4}, -x^4] - (12*x^5*HypergeometricPFQ[{5/4, 5/4}, {9/4, 9/4}, -x^4])/25 + x^2*Log[x] - (3*x*Gamma[1/4]*Log[x])/(4*(x^4)^(1/4)) + (3*x*Gamma[5/4]*Log[x])/(x^4)^(1/4) + (3*x*Gamma[1/4, x^4]*Log[x])/(4*(x^4)^(1/4)) - (3*x^5*Gamma[5/4, x^4]*Log[x])/(x^4)^(5/4)","C",13,7,49,0.1429,1,"{6742, 2208, 2209, 2218, 2554, 15, 6561}"
1899,1,23,0,2.4961937,"\int \frac{2 x^2 \log \left(\frac{2}{x}\right)+e^{\frac{1}{x+\log \left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)}} \left(-1-x \log \left(\frac{2}{x}\right)\right) \log (x)+4 x \log \left(\frac{2}{x}\right) \log \left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)+2 \log \left(\frac{2}{x}\right) \log ^2\left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)}{x^3 \log \left(\frac{2}{x}\right) \log (x)+2 x^2 \log \left(\frac{2}{x}\right) \log (x) \log \left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)+x \log \left(\frac{2}{x}\right) \log (x) \log ^2\left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)} \, dx","Int[(2*x^2*Log[2/x] + E^(x + Log[3/Log[2/x]])^(-1)*(-1 - x*Log[2/x])*Log[x] + 4*x*Log[2/x]*Log[3/Log[2/x]] + 2*Log[2/x]*Log[3/Log[2/x]]^2)/(x^3*Log[2/x]*Log[x] + 2*x^2*Log[2/x]*Log[x]*Log[3/Log[2/x]] + x*Log[2/x]*Log[x]*Log[3/Log[2/x]]^2),x]","2 \log (\log (x))+e^{\frac{1}{x+\log \left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)}}","\log \left(\log ^2(x)\right)+e^{\frac{1}{x+\log \left(\frac{3}{\log \left(\frac{2}{x}\right)}\right)}}",1,"E^(x + Log[3/Log[2/x]])^(-1) + 2*Log[Log[x]]","A",6,5,147,0.03401,1,"{6688, 6742, 2302, 29, 6706}"
1900,0,0,0,5.9259149,"\int \frac{e^{\frac{2 (-x+e \log (x))}{e}} \left(-2 x^2+e \left(4 x+x^2\right)\right)+e \left(8 x+4 x^2\right) \log (5)+\left(e^{\frac{2 (-x+e \log (x))}{e}} (-2 x+e (2+x))+4 e x \log (5)\right) \log \left(\frac{1}{4} \left(e^{\frac{2 (-x+e \log (x))}{e}}+4 \log (5)\right)\right)}{2 e^{1+\frac{2 (-x+e \log (x))}{e}} x+8 e x \log (5)} \, dx","Int[(E^((2*(-x + E*Log[x]))/E)*(-2*x^2 + E*(4*x + x^2)) + E*(8*x + 4*x^2)*Log[5] + (E^((2*(-x + E*Log[x]))/E)*(-2*x + E*(2 + x)) + 4*E*x*Log[5])*Log[(E^((2*(-x + E*Log[x]))/E) + 4*Log[5])/4])/(2*E^(1 + (2*(-x + E*Log[x]))/E)*x + 8*E*x*Log[5]),x]","\int \frac{e^{\frac{2 (-x+e \log (x))}{e}} \left(-2 x^2+e \left(4 x+x^2\right)\right)+e \left(8 x+4 x^2\right) \log (5)+\left(e^{\frac{2 (-x+e \log (x))}{e}} (-2 x+e (2+x))+4 e x \log (5)\right) \log \left(\frac{1}{4} \left(e^{\frac{2 (-x+e \log (x))}{e}}+4 \log (5)\right)\right)}{2 e^{1+\frac{2 (-x+e \log (x))}{e}} x+8 e x \log (5)} \, dx","\frac{1}{4} \left(\log \left(\frac{1}{4} e^{-\frac{2 x}{e}} x^2+\log (5)\right)+x\right)^2+x",1,"(4*x*Log[5])/Log[625] + (x^2*Log[5])/Log[625] + (2*x*Log[5]*Log[x^2/(4*E^((2*x)/E)) + Log[5]])/Log[625] - (4*Log[5]*Defer[Int][x^2/(x^2 + 4*E^((2*x)/E)*Log[5]), x])/Log[625] + (4*Log[5]*Defer[Int][x^3/(x^2 + 4*E^((2*x)/E)*Log[5]), x])/(E*Log[625]) - (Log[4]*Log[390625]*Defer[Int][x/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*Log[625]) + (Log[390625]*Log[x^2/E^((2*x)/E) + Log[625]]*Defer[Int][x/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*Log[625]) + (Log[390625]*Defer[Int][x^2/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*Log[625]) + (Log[4]*Log[390625]*Defer[Int][x^2/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*E*Log[625]) - (Log[390625]*Log[x^2/E^((2*x)/E) + Log[625]]*Defer[Int][x^2/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*E*Log[625]) - (Log[390625]*Defer[Int][x^3/(x^2 + E^((2*x)/E)*Log[625]), x])/(2*E*Log[625]) - (Log[390625]*Defer[Int][(x*Defer[Int][x/(x^2 + E^((2*x)/E)*Log[625]), x])/(x^2 + E^((2*x)/E)*Log[625]), x])/Log[625] + (Log[390625]*Defer[Int][(x^2*Defer[Int][x/(x^2 + E^((2*x)/E)*Log[625]), x])/(x^2 + E^((2*x)/E)*Log[625]), x])/(E*Log[625]) + (Log[390625]*Defer[Int][(x*Defer[Int][x^2/(x^2 + E^((2*x)/E)*Log[625]), x])/(x^2 + E^((2*x)/E)*Log[625]), x])/(E*Log[625]) - (Log[390625]*Defer[Int][(x^2*Defer[Int][x^2/(x^2 + E^((2*x)/E)*Log[625]), x])/(x^2 + E^((2*x)/E)*Log[625]), x])/(E^2*Log[625])","F",0,0,0,0,-1,"{}"
1901,1,33,0,0.0398584,"\int \frac{(2+2 x) \log (5)+e^x \left(x+x^2+x \log ^2(5)\right)}{2 x \log (5)} \, dx","Int[((2 + 2*x)*Log[5] + E^x*(x + x^2 + x*Log[5]^2))/(2*x*Log[5]),x]","x+\frac{e^x \left(x+1+\log ^2(5)\right)}{2 \log (5)}+\log (x)-\frac{e^x}{2 \log (5)}","x+\frac{1}{2} e^x \left(\frac{x}{\log (5)}+\log (5)\right)+\log (x)+3 e-\log (5)",1,"x - E^x/(2*Log[5]) + (E^x*(1 + x + Log[5]^2))/(2*Log[5]) + Log[x]","A",7,5,35,0.1429,1,"{12, 14, 43, 2176, 2194}"
1902,1,15,0,0.1452627,"\int \frac{9215-36864 x+27648 x^2+\left(9215-18432 x+9216 x^2\right) \log \left(9215 x-18432 x^2+9216 x^3\right)}{9215-18432 x+9216 x^2} \, dx","Int[(9215 - 36864*x + 27648*x^2 + (9215 - 18432*x + 9216*x^2)*Log[9215*x - 18432*x^2 + 9216*x^3])/(9215 - 18432*x + 9216*x^2),x]","x \log \left(x \left(9216 x^2-18432 x+9215\right)\right)","x \log \left(9216 (1-x)^2 x-x\right)",1,"x*Log[x*(9215 - 18432*x + 9216*x^2)]","A",10,6,49,0.1224,1,"{6728, 893, 2523, 1657, 632, 31}"
1903,1,15,0,0.0564927,"\int \frac{1}{5} \left(-1+e^{\frac{1}{x}} (-5+10 x)\right) \, dx","Int[(-1 + E^x^(-1)*(-5 + 10*x))/5,x]","e^{\frac{1}{x}} x^2-\frac{x}{5}","\left(e^{\frac{1}{x}}-\frac{1}{5 x}\right) x^2",1,"-1/5*x + E^x^(-1)*x^2","A",9,5,17,0.2941,1,"{12, 2226, 2206, 2210, 2214}"
1904,1,20,0,0.0571742,"\int \frac{562-280 x+35 x^2}{8+558 x-280 x^2+35 x^3} \, dx","Int[(562 - 280*x + 35*x^2)/(8 + 558*x - 280*x^2 + 35*x^3),x]","\log \left(-35 x^2+140 x+2\right)-\log (4-x)","\log \left(30 \left(7 x+\frac{2}{5 (4-x)}\right)\right)",1,"-Log[4 - x] + Log[2 + 140*x - 35*x^2]","A",3,2,28,0.07143,1,"{2074, 628}"
1905,1,24,0,0.4439346,"\int -\frac{e^{25+\frac{1}{5} \left(-1+\log ^{-\frac{e^{25} x}{5+2 x}}(5)\right)} \log ^{-\frac{e^{25} x}{5+2 x}}(5) \log (\log (5))}{25+20 x+4 x^2} \, dx","Int[-((E^(25 + (-1 + Log[5]^(-((E^25*x)/(5 + 2*x))))/5)*Log[Log[5]])/((25 + 20*x + 4*x^2)*Log[5]^((E^25*x)/(5 + 2*x)))),x]","e^{\frac{1}{5} \left(\log ^{-\frac{e^{25} x}{2 x+5}}(5)-1\right)}","e^{\frac{1}{5} \left(\log ^{\frac{e^{25} x}{-2 x-5}}(5)-1\right)}",1,"E^((-1 + Log[5]^(-((E^25*x)/(5 + 2*x))))/5)","A",3,3,59,0.05085,1,"{12, 27, 6706}"
1906,0,0,0,14.942769,"\int \frac{2 x+18 x^2+54 x^3+6 e^{2 x} x^3+54 x^4+e^x \left(2 x+12 x^2+24 x^3+18 x^4\right)+\left(6 x+42 x^2+90 x^3+54 x^4+e^{2 x} \left(2 x+2 x^2+2 x^3\right)+e^x \left(6 x+24 x^2+26 x^3+12 x^4\right)\right) \log (x)+\left(6 x+30 x^2+42 x^3+18 x^4+e^x \left(4 x+8 x^2+6 x^3+2 x^4\right)\right) \log ^2(x)+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log ^3(x)}{1+9 x+27 x^2+27 x^3+\left(3+21 x+45 x^2+27 x^3\right) \log (x)+\left(3+15 x+21 x^2+9 x^3\right) \log ^2(x)+\left(1+3 x+3 x^2+x^3\right) \log ^3(x)} \, dx","Int[(2*x + 18*x^2 + 54*x^3 + 6*E^(2*x)*x^3 + 54*x^4 + E^x*(2*x + 12*x^2 + 24*x^3 + 18*x^4) + (6*x + 42*x^2 + 90*x^3 + 54*x^4 + E^(2*x)*(2*x + 2*x^2 + 2*x^3) + E^x*(6*x + 24*x^2 + 26*x^3 + 12*x^4))*Log[x] + (6*x + 30*x^2 + 42*x^3 + 18*x^4 + E^x*(4*x + 8*x^2 + 6*x^3 + 2*x^4))*Log[x]^2 + (2*x + 6*x^2 + 6*x^3 + 2*x^4)*Log[x]^3)/(1 + 9*x + 27*x^2 + 27*x^3 + (3 + 21*x + 45*x^2 + 27*x^3)*Log[x] + (3 + 15*x + 21*x^2 + 9*x^3)*Log[x]^2 + (1 + 3*x + 3*x^2 + x^3)*Log[x]^3),x]","\int \frac{2 x+18 x^2+54 x^3+6 e^{2 x} x^3+54 x^4+e^x \left(2 x+12 x^2+24 x^3+18 x^4\right)+\left(6 x+42 x^2+90 x^3+54 x^4+e^{2 x} \left(2 x+2 x^2+2 x^3\right)+e^x \left(6 x+24 x^2+26 x^3+12 x^4\right)\right) \log (x)+\left(6 x+30 x^2+42 x^3+18 x^4+e^x \left(4 x+8 x^2+6 x^3+2 x^4\right)\right) \log ^2(x)+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log ^3(x)}{1+9 x+27 x^2+27 x^3+\left(3+21 x+45 x^2+27 x^3\right) \log (x)+\left(3+15 x+21 x^2+9 x^3\right) \log ^2(x)+\left(1+3 x+3 x^2+x^3\right) \log ^3(x)} \, dx","\left(x+\frac{e^x}{\log (x)-\frac{-3 (x+1)-\log (x)+2}{x}}\right)^2",1,"x^2 + 24*Defer[Int][(-1 - 3*x - Log[x] - x*Log[x])^(-1), x] + 4*Defer[Int][E^(2*x)/(1 + 3*x + Log[x] + x*Log[x])^3, x] - 6*Defer[Int][(E^(2*x)*x)/(1 + 3*x + Log[x] + x*Log[x])^3, x] - 2*Defer[Int][(E^(2*x)*x^2)/(1 + 3*x + Log[x] + x*Log[x])^3, x] - 4*Defer[Int][E^(2*x)/((1 + x)*(1 + 3*x + Log[x] + x*Log[x])^3), x] + 4*Defer[Int][E^x/(1 + 3*x + Log[x] + x*Log[x])^2, x] + 2*Defer[Int][E^(2*x)/(1 + 3*x + Log[x] + x*Log[x])^2, x] - 6*Defer[Int][(E^x*x)/(1 + 3*x + Log[x] + x*Log[x])^2, x] - 2*Defer[Int][(E^x*x^2)/(1 + 3*x + Log[x] + x*Log[x])^2, x] + 2*Defer[Int][(E^(2*x)*x^2)/(1 + 3*x + Log[x] + x*Log[x])^2, x] - 4*Defer[Int][E^x/((1 + x)*(1 + 3*x + Log[x] + x*Log[x])^2), x] - 2*Defer[Int][E^(2*x)/((1 + x)*(1 + 3*x + Log[x] + x*Log[x])^2), x] + 24*Defer[Int][(1 + 3*x + Log[x] + x*Log[x])^(-1), x] + 2*Defer[Int][E^x/(1 + 3*x + Log[x] + x*Log[x]), x] + 2*Defer[Int][(E^x*x)/(1 + 3*x + Log[x] + x*Log[x]), x] + 2*Defer[Int][(E^x*x^2)/(1 + 3*x + Log[x] + x*Log[x]), x] - 2*Defer[Int][E^x/((1 + x)*(1 + 3*x + Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
1907,1,582,0,8.3603483,"\int \frac{2 e^{5 x}-2 x+e^{4 x} (-6-8 \log (3))-8 \log (3)+e^{3-x} (-2+2 x+8 \log (3)) \log (5)+2 e^{6-2 x} \log ^2(5)+e^x \left(2+4 x-2 x^2+(24-8 x) \log (3)+e^{3-x} (4-6 x-24 \log (3)) \log (5)-6 e^{6-2 x} \log ^2(5)\right)+e^{3 x} \left(8+24 \log (3)-8 e^{3-x} \log (3) \log (5)-2 e^{6-2 x} \log ^2(5)\right)+e^{2 x} \left(-6-2 x+(-32+8 x) \log (3)+e^{3-x} (-2+4 x+24 \log (3)) \log (5)+6 e^{6-2 x} \log ^2(5)\right)}{-1+3 e^x-3 e^{2 x}+e^{3 x}} \, dx","Int[(2*E^(5*x) - 2*x + E^(4*x)*(-6 - 8*Log[3]) - 8*Log[3] + E^(3 - x)*(-2 + 2*x + 8*Log[3])*Log[5] + 2*E^(6 - 2*x)*Log[5]^2 + E^x*(2 + 4*x - 2*x^2 + (24 - 8*x)*Log[3] + E^(3 - x)*(4 - 6*x - 24*Log[3])*Log[5] - 6*E^(6 - 2*x)*Log[5]^2) + E^(3*x)*(8 + 24*Log[3] - 8*E^(3 - x)*Log[3]*Log[5] - 2*E^(6 - 2*x)*Log[5]^2) + E^(2*x)*(-6 - 2*x + (-32 + 8*x)*Log[3] + E^(3 - x)*(-2 + 4*x + 24*Log[3])*Log[5] + 6*E^(6 - 2*x)*Log[5]^2))/(-1 + 3*E^x - 3*E^(2*x) + E^(3*x)),x]","2 \text{Li}_2\left(e^x\right)-2 \left(1-e^3 \log (125)-\log (531441)\right) \text{Li}_2\left(e^x\right)-6 \left(e^3 \log (5)+\log (81)\right) \text{Li}_2\left(e^x\right)+\frac{x^2}{\left(1-e^x\right)^2}-x^2+x^2 \left(1-e^3 \log (125)-\log (531441)\right)+3 x^2 \left(e^3 \log (5)+\log (81)\right)-\frac{2 x}{1-e^x}+4 x+e^{2 x}-e^{-2 x} \left(1-e^6 \log ^2(5)-e^3 \log (5)-\log (81)\right)-2 x \left(1-e^3 \log (125)-\log (531441)\right) \log \left(1-e^x\right)-6 x \left(e^3 \log (5)+\log (81)\right) \log \left(1-e^x\right)+2 x \log \left(1-e^x\right)-e^{-2 x} x \left(1-e^3 \log (125)-\log (531441)\right)-2 e^{-x} x \left(1-e^3 \log (125)-\log (531441)\right)+e^{-2 x} x \left(1-e^3 \log (25)-\log (6561)\right)-e^{-2 x} x \left(e^3 \log (5)+\log (81)\right)-4 e^{-x} x \left(e^3 \log (5)+\log (81)\right)+\frac{2 x \left(e^3 \log (5)+\log (81)\right)}{1-e^x}-2 x \left(e^3 \log (5)+\log (81)\right)-2 x \left(1-e^3 \log (5)-\log (81)\right)-2 e^{-x} \left(-(x (1-\log (81)))+1-e^3 \log (5) \log (81)-\log (81)\right)+2 \left(e^3 \log (5)+\log (81)\right) \log \left(1-e^x\right)+2 \left(1-e^3 \log (5)-\log (81)\right) \log \left(1-e^x\right)-2 \log \left(1-e^x\right)-\frac{1}{2} e^{-2 x} \left(1-e^3 \log (125)-\log (531441)\right)-2 e^{-x} \left(1-e^3 \log (125)-\log (531441)\right)+\frac{1}{2} e^{-2 x} \left(1-e^3 \log (25)-\log (6561)\right)-\frac{1}{2} e^{-2 x} \left(e^3 \log (5)+\log (81)\right)-4 e^{-x} \left(e^3 \log (5)+\log (81)\right)-2 e^x \log (81)+e^{-2 x} \left(1-e^3 \log (5)-\log (81)\right)+2 e^{-x} \left(1-e^3 \log (5)-\log (81)\right)+2 e^{-x} (1-\log (81))","\left(\frac{x}{1-e^x}-e^x+e^{3-x} \log (5)+4 \log (3)\right)^2",1,"E^(2*x) + 4*x - (2*x)/(1 - E^x) - x^2 + x^2/(1 - E^x)^2 + (2*(1 - Log[81]))/E^x + (1 - E^3*Log[5] - Log[81])/E^(2*x) + (2*(1 - E^3*Log[5] - Log[81]))/E^x - 2*x*(1 - E^3*Log[5] - Log[81]) - (1 - E^3*Log[5] - E^6*Log[5]^2 - Log[81])/E^(2*x) - 2*E^x*Log[81] - (E^3*Log[5] + Log[81])/(2*E^(2*x)) - (4*(E^3*Log[5] + Log[81]))/E^x - 2*x*(E^3*Log[5] + Log[81]) - (x*(E^3*Log[5] + Log[81]))/E^(2*x) - (4*x*(E^3*Log[5] + Log[81]))/E^x + (2*x*(E^3*Log[5] + Log[81]))/(1 - E^x) + 3*x^2*(E^3*Log[5] + Log[81]) - (2*(1 - x*(1 - Log[81]) - Log[81] - E^3*Log[5]*Log[81]))/E^x + (1 - E^3*Log[25] - Log[6561])/(2*E^(2*x)) + (x*(1 - E^3*Log[25] - Log[6561]))/E^(2*x) - (1 - E^3*Log[125] - Log[531441])/(2*E^(2*x)) - (2*(1 - E^3*Log[125] - Log[531441]))/E^x - (x*(1 - E^3*Log[125] - Log[531441]))/E^(2*x) - (2*x*(1 - E^3*Log[125] - Log[531441]))/E^x + x^2*(1 - E^3*Log[125] - Log[531441]) - 2*Log[1 - E^x] + 2*x*Log[1 - E^x] + 2*(1 - E^3*Log[5] - Log[81])*Log[1 - E^x] + 2*(E^3*Log[5] + Log[81])*Log[1 - E^x] - 6*x*(E^3*Log[5] + Log[81])*Log[1 - E^x] - 2*x*(1 - E^3*Log[125] - Log[531441])*Log[1 - E^x] + 2*PolyLog[2, E^x] - 6*(E^3*Log[5] + Log[81])*PolyLog[2, E^x] - 2*(1 - E^3*Log[125] - Log[531441])*PolyLog[2, E^x]","C",135,20,224,0.08929,1,"{6688, 12, 6742, 2194, 2176, 2254, 2185, 2184, 2190, 2531, 2282, 6589, 2191, 2279, 2391, 36, 31, 29, 2248, 44}"
1908,1,61,0,0.1104646,"\int \left(6+e^{\frac{1}{4} \left(9-8 x-4 x^2+8 x^3+4 x^4\right)} \left(1-2 x-2 x^2+6 x^3+4 x^4\right)\right) \, dx","Int[6 + E^((9 - 8*x - 4*x^2 + 8*x^3 + 4*x^4)/4)*(1 - 2*x - 2*x^2 + 6*x^3 + 4*x^4),x]","\frac{e^{\frac{1}{4} \left(4 x^4+8 x^3-4 x^2-8 x+9\right)} \left(-2 x^4-3 x^3+x^2+x\right)}{-2 x^3-3 x^2+x+1}+6 x","\left(e^{\left(-x^2-x+1\right)^2+\frac{5}{4}}+6\right) x",1,"6*x + (E^((9 - 8*x - 4*x^2 + 8*x^3 + 4*x^4)/4)*(x + x^2 - 3*x^3 - 2*x^4))/(1 + x - 3*x^2 - 2*x^3)","B",2,1,49,0.02041,1,"{2288}"
1909,1,53,0,0.2065536,"\int \frac{-3600+480 x+164 x^2+e^4 \left(3600+3120 x+76 x^2-284 x^3+4 x^4\right)+e^8 \left(180 x^2+180 x^3+45 x^4\right)}{900 x^2-120 x^3+4 x^4+e^4 \left(-1800 x^2-660 x^3+112 x^4-4 x^5\right)+e^8 \left(900 x^2+780 x^3+109 x^4-26 x^5+x^6\right)} \, dx","Int[(-3600 + 480*x + 164*x^2 + E^4*(3600 + 3120*x + 76*x^2 - 284*x^3 + 4*x^4) + E^8*(180*x^2 + 180*x^3 + 45*x^4))/(900*x^2 - 120*x^3 + 4*x^4 + E^4*(-1800*x^2 - 660*x^3 + 112*x^4 - 4*x^5) + E^8*(900*x^2 + 780*x^3 + 109*x^4 - 26*x^5 + x^6)),x]","\frac{4}{\left(1-e^4\right) x}+\frac{4}{\left(1-e^4\right) \left(2 \left(1-e^4\right)-e^4 x\right)}+\frac{45}{15-x}","\frac{x}{5-\frac{x}{3}}+\frac{4}{\left(\frac{2}{x+2}-e^4\right) x}+\frac{2}{15}",1,"45/(15 - x) + 4/((1 - E^4)*x) + 4/((1 - E^4)*(2*(1 - E^4) - E^4*x))","A",2,1,126,0.007937,1,"{2074}"
1910,1,77,0,0.2356676,"\int \frac{-32+2 x^4+384 x^5-160 x^7+2048 x^{10}+\left(-8 x+6 x^3+896 x^4-480 x^6+6144 x^9\right) \log (4) \log (5)+\left(-8+6 x^2+512 x^3-480 x^5+6144 x^8\right) \log ^2(4) \log ^2(5)+\left(2 x-160 x^4+2048 x^7\right) \log ^3(4) \log ^3(5)}{x^3+3 x^2 \log (4) \log (5)+3 x \log ^2(4) \log ^2(5)+\log ^3(4) \log ^3(5)} \, dx","Int[(-32 + 2*x^4 + 384*x^5 - 160*x^7 + 2048*x^10 + (-8*x + 6*x^3 + 896*x^4 - 480*x^6 + 6144*x^9)*Log[4]*Log[5] + (-8 + 6*x^2 + 512*x^3 - 480*x^5 + 6144*x^8)*Log[4]^2*Log[5]^2 + (2*x - 160*x^4 + 2048*x^7)*Log[4]^3*Log[5]^3)/(x^3 + 3*x^2*Log[4]*Log[5] + 3*x*Log[4]^2*Log[5]^2 + Log[4]^3*Log[5]^3),x]","256 x^8-32 x^5+128 x^3+x^2 (1-128 \log (4) \log (5))+\frac{8 \log (4) \log (5) \left(1+16 \log ^3(4) \log ^3(5)\right)}{x+\log (4) \log (5)}+128 x \log ^2(4) \log ^2(5)+\frac{16}{(x+\log (4) \log (5))^2}","\left(-16 x^4+x-\frac{4}{x+\log (4) \log (5)}\right)^2",1,"128*x^3 - 32*x^5 + 256*x^8 + 128*x*Log[4]^2*Log[5]^2 + x^2*(1 - 128*Log[4]*Log[5]) + 16/(x + Log[4]*Log[5])^2 + (8*Log[4]*Log[5]*(1 + 16*Log[4]^3*Log[5]^3))/(x + Log[4]*Log[5])","B",2,1,141,0.007092,1,"{2074}"
1911,0,0,0,34.6912148,"\int \frac{2^{\frac{1}{4+e^{3-x}+i \pi +x+\log (5-\log (5))}} e^{2^{\frac{1}{4+e^{3-x}+i \pi +x+\log (5-\log (5))}}} \left(-\log (2)+e^{3-x} \log (2)\right)}{16+e^{6-2 x}+8 x+x^2+e^{3-x} (8+2 x)+\left(8+2 e^{3-x}+2 x\right) (i \pi +\log (5-\log (5)))+(i \pi +\log (5-\log (5)))^2} \, dx","Int[(2^(4 + E^(3 - x) + I*Pi + x + Log[5 - Log[5]])^(-1)*E^2^(4 + E^(3 - x) + I*Pi + x + Log[5 - Log[5]])^(-1)*(-Log[2] + E^(3 - x)*Log[2]))/(16 + E^(6 - 2*x) + 8*x + x^2 + E^(3 - x)*(8 + 2*x) + (8 + 2*E^(3 - x) + 2*x)*(I*Pi + Log[5 - Log[5]]) + (I*Pi + Log[5 - Log[5]])^2),x]","\int \frac{2^{\frac{1}{4+e^{3-x}+i \pi +x+\log (5-\log (5))}} e^{2^{\frac{1}{4+e^{3-x}+i \pi +x+\log (5-\log (5))}}} \left(-\log (2)+e^{3-x} \log (2)\right)}{16+e^{6-2 x}+8 x+x^2+e^{3-x} (8+2 x)+\left(8+2 e^{3-x}+2 x\right) (i \pi +\log (5-\log (5)))+(i \pi +\log (5-\log (5)))^2} \, dx","e^{2^{\frac{1}{x+e^{3-x}+i \pi +4+\log (5-\log (5))}}}",1,"Log[2]*Defer[Int][(2^(E^(3 - x) + x + 4*(1 + (I*Pi + Log[5 - Log[5]])/4))^(-1)*E^(3 + 2^(4 + E^(3 - x) + I*Pi + x + Log[5 - Log[5]])^(-1) + x))/((-4 - I*Pi - x - Log[5 - Log[5]])*(I*E^3 + I*E^x*x + (4*I)*E^x*(1 + (I*Pi + Log[5 - Log[5]])/4))^2), x] + Log[2]*Defer[Int][(2^(E^(3 - x) + x + 4*(1 + (I*Pi + Log[5 - Log[5]])/4))^(-1)*E^(2^(4 + E^(3 - x) + I*Pi + x + Log[5 - Log[5]])^(-1) + x))/((4*I - Pi + I*x + I*Log[5 - Log[5]])*(I*E^3 + I*E^x*x + (4*I)*E^x*(1 + (I*Pi + Log[5 - Log[5]])/4))), x] - Log[2]*Defer[Int][(2^(E^(3 - x) + x + 4*(1 + (I*Pi + Log[5 - Log[5]])/4))^(-1)*E^(3 + 2^(4 + E^(3 - x) + I*Pi + x + Log[5 - Log[5]])^(-1) + x))/(I*E^3 - E^x*(Pi - I*(4 + x + Log[5 - Log[5]])))^2, x]","F",0,0,0,0,-1,"{}"
1912,1,27,0,0.4096383,"\int \frac{-5 e^{2209}+e^{1+x} \left(-10 x-5 x^2\right)+\left(1-e^{2209} x-e^{1+x} x^2\right) \log ^2\left(1-e^{2209} x-e^{1+x} x^2\right)}{\left(-1+e^{2209} x+e^{1+x} x^2\right) \log ^2\left(1-e^{2209} x-e^{1+x} x^2\right)} \, dx","Int[(-5*E^2209 + E^(1 + x)*(-10*x - 5*x^2) + (1 - E^2209*x - E^(1 + x)*x^2)*Log[1 - E^2209*x - E^(1 + x)*x^2]^2)/((-1 + E^2209*x + E^(1 + x)*x^2)*Log[1 - E^2209*x - E^(1 + x)*x^2]^2),x]","\frac{5}{\log \left(-e^{x+1} x^2-e^{2209} x+1\right)}-x","\frac{5}{\log \left(1-x \left(e^{x+1} x+e^{2209}\right)\right)}-x",1,"-x + 5/Log[1 - E^2209*x - E^(1 + x)*x^2]","A",3,2,101,0.01980,1,"{6688, 6686}"
1913,1,66,0,0.9189234,"\int \frac{e^x \left(-60 x^2+24 x^3\right) \log ^2(x)+e^x \left(24 x^2-12 x^3\right) \log ^3(x)+e^{\frac{5-3 x^3 \log (x)}{3 x^2 \log (x)}} \left(20 e^x+40 e^x \log (x)+24 e^x x^2 \log ^2(x)\right)}{3 x^5 \log ^2(x)} \, dx","Int[(E^x*(-60*x^2 + 24*x^3)*Log[x]^2 + E^x*(24*x^2 - 12*x^3)*Log[x]^3 + E^((5 - 3*x^3*Log[x])/(3*x^2*Log[x]))*(20*E^x + 40*E^x*Log[x] + 24*E^x*x^2*Log[x]^2))/(3*x^5*Log[x]^2),x]","\frac{4 e^x (2 x-x \log (x))}{x^3}-\frac{4 e^{\frac{5}{3 x^2 \log (x)}} (2 \log (x)+1)}{x^5 \left(\frac{1}{x^3 \log ^2(x)}+\frac{2}{x^3 \log (x)}\right) \log ^2(x)}","\frac{4 e^x \left(-e^{\frac{5}{3 x^2 \log (x)}-x}-\log (x)+2\right)}{x^2}",1,"(-4*E^(5/(3*x^2*Log[x]))*(1 + 2*Log[x]))/(x^5*(1/(x^3*Log[x]^2) + 2/(x^3*Log[x]))*Log[x]^2) + (4*E^x*(2*x - x*Log[x]))/x^3","A",5,3,98,0.03061,1,"{12, 6742, 2288}"
1914,1,86,0,0.1084437,"\int \frac{\left(37500-5625 x-4375 x^2\right) \log (6)}{-25000 x^5+25000 x^6-10000 x^7+2000 x^8-200 x^9+8 x^{10}} \, dx","Int[((37500 - 5625*x - 4375*x^2)*Log[6])/(-25000*x^5 + 25000*x^6 - 10000*x^7 + 2000*x^8 - 200*x^9 + 8*x^10),x]","\frac{3 \log (6)}{8 x^4}+\frac{17 \log (6)}{40 x^3}+\frac{\log (6)}{4 x^2}+\frac{11 \log (6)}{100 x}+\frac{11 \log (6)}{100 (5-x)}+\frac{3 \log (6)}{10 (5-x)^2}+\frac{27 \log (6)}{40 (5-x)^3}+\frac{\log (6)}{(5-x)^4}","\frac{(x+3) \log (6)}{8 \left(\frac{x^2}{5}-x\right)^4}+2",1,"Log[6]/(5 - x)^4 + (27*Log[6])/(40*(5 - x)^3) + (3*Log[6])/(10*(5 - x)^2) + (11*Log[6])/(100*(5 - x)) + (3*Log[6])/(8*x^4) + (17*Log[6])/(40*x^3) + Log[6]/(4*x^2) + (11*Log[6])/(100*x)","B",3,2,46,0.04348,1,"{12, 2074}"
1915,1,30,0,0.7276095,"\int \frac{-8 x-8 x^2-2 x^3+\left(4 x+6 x^2+2 x^3\right) \log (x)}{\log ^5(x)} \, dx","Int[(-8*x - 8*x^2 - 2*x^3 + (4*x + 6*x^2 + 2*x^3)*Log[x])/Log[x]^5,x]","\frac{x^4}{2 \log ^4(x)}+\frac{2 x^3}{\log ^4(x)}+\frac{2 x^2}{\log ^4(x)}","\log \left(e^{\frac{x^2 (x+2)^2}{2 \log ^4(x)}}\right)",1,"(2*x^2)/Log[x]^4 + (2*x^3)/Log[x]^4 + x^4/(2*Log[x]^4)","A",41,8,36,0.2222,1,"{6688, 12, 6742, 2353, 2306, 2309, 2178, 2356}"
1916,1,24,0,0.0492013,"\int \frac{\sqrt[3]{7} \left(e^x (4-4 x)-12 x^2\right)}{3 x^2} \, dx","Int[(7^(1/3)*(E^x*(4 - 4*x) - 12*x^2))/(3*x^2),x]","-4 \sqrt[3]{7} x-\frac{4 \sqrt[3]{7} e^x}{3 x}","\frac{4}{3} \sqrt[3]{7} \left(-\frac{e^x}{x^2}+\frac{1}{x}-3\right) x",1,"(-4*7^(1/3)*E^x)/(3*x) - 4*7^(1/3)*x","A",4,3,27,0.1111,1,"{12, 14, 2197}"
1917,1,512,0,1.142332,"\int \frac{1}{625} \left(38416+724416 x+3677352 x^2+6497568 x^3+1502805 x^4-3480840 x^5+1094450 x^6-132000 x^7+5625 x^8+\left(362208+2451568 x+4873176 x^2+1202244 x^3-2900700 x^4+938100 x^5-115500 x^6+5000 x^7\right) \log (2)+e^{4 e^x x} \left(16+320 x+1800 x^2+4000 x^3+3125 x^4+\left(160+1200 x+3000 x^2+2500 x^3\right) \log (2)+e^x \left(64 x+704 x^2+3040 x^3+6400 x^4+6500 x^5+2500 x^6+\left(64+704 x+3040 x^2+6400 x^3+6500 x^4+2500 x^5\right) \log (2)\right)\right)+e^{3 e^x x} \left(-448-8832 x-48480 x^2-102400 x^3-67500 x^4+15000 x^5+\left(-4416-32320 x-76800 x^2-54000 x^3+12500 x^4\right) \log (2)+e^x \left(-1344 x-14592 x^2-61728 x^3-125280 x^4-117300 x^5-33000 x^6+7500 x^7+\left(-1344-14592 x-61728 x^2-125280 x^3-117300 x^4-33000 x^5+7500 x^6\right) \log (2)\right)\right)+e^{2 e^x x} \left(4704+91392 x+489168 x^2+978240 x^3+516750 x^4-279000 x^5+26250 x^6+\left(45696+326112 x+733680 x^2+413400 x^3-232500 x^4+22500 x^5\right) \log (2)+e^x \left(9408 x+100800 x^2+417504 x^3+815232 x^4+695820 x^5+113700 x^6-85500 x^7+7500 x^8+\left(9408+100800 x+417504 x^2+815232 x^3+695820 x^4+113700 x^5-85500 x^6+7500 x^7\right) \log (2)\right)\right)+e^{e^x x} \left(-21952-420224 x-2191392 x^2-4130304 x^3-1596300 x^4+1715400 x^5-339500 x^6+20000 x^7+\left(-210112-1460928 x-3097728 x^2-1277040 x^3+1429500 x^4-291000 x^5+17500 x^6\right) \log (2)+e^x \left(-21952 x-232064 x^2-940576 x^3-1763040 x^4-1351836 x^5-33360 x^6+237400 x^7-46000 x^8+2500 x^9+\left(-21952-232064 x-940576 x^2-1763040 x^3-1351836 x^4-33360 x^5+237400 x^6-46000 x^7+2500 x^8\right) \log (2)\right)\right)\right) \, dx","Int[(38416 + 724416*x + 3677352*x^2 + 6497568*x^3 + 1502805*x^4 - 3480840*x^5 + 1094450*x^6 - 132000*x^7 + 5625*x^8 + (362208 + 2451568*x + 4873176*x^2 + 1202244*x^3 - 2900700*x^4 + 938100*x^5 - 115500*x^6 + 5000*x^7)*Log[2] + E^(4*E^x*x)*(16 + 320*x + 1800*x^2 + 4000*x^3 + 3125*x^4 + (160 + 1200*x + 3000*x^2 + 2500*x^3)*Log[2] + E^x*(64*x + 704*x^2 + 3040*x^3 + 6400*x^4 + 6500*x^5 + 2500*x^6 + (64 + 704*x + 3040*x^2 + 6400*x^3 + 6500*x^4 + 2500*x^5)*Log[2])) + E^(3*E^x*x)*(-448 - 8832*x - 48480*x^2 - 102400*x^3 - 67500*x^4 + 15000*x^5 + (-4416 - 32320*x - 76800*x^2 - 54000*x^3 + 12500*x^4)*Log[2] + E^x*(-1344*x - 14592*x^2 - 61728*x^3 - 125280*x^4 - 117300*x^5 - 33000*x^6 + 7500*x^7 + (-1344 - 14592*x - 61728*x^2 - 125280*x^3 - 117300*x^4 - 33000*x^5 + 7500*x^6)*Log[2])) + E^(2*E^x*x)*(4704 + 91392*x + 489168*x^2 + 978240*x^3 + 516750*x^4 - 279000*x^5 + 26250*x^6 + (45696 + 326112*x + 733680*x^2 + 413400*x^3 - 232500*x^4 + 22500*x^5)*Log[2] + E^x*(9408*x + 100800*x^2 + 417504*x^3 + 815232*x^4 + 695820*x^5 + 113700*x^6 - 85500*x^7 + 7500*x^8 + (9408 + 100800*x + 417504*x^2 + 815232*x^3 + 695820*x^4 + 113700*x^5 - 85500*x^6 + 7500*x^7)*Log[2])) + E^(E^x*x)*(-21952 - 420224*x - 2191392*x^2 - 4130304*x^3 - 1596300*x^4 + 1715400*x^5 - 339500*x^6 + 20000*x^7 + (-210112 - 1460928*x - 3097728*x^2 - 1277040*x^3 + 1429500*x^4 - 291000*x^5 + 17500*x^6)*Log[2] + E^x*(-21952*x - 232064*x^2 - 940576*x^3 - 1763040*x^4 - 1351836*x^5 - 33360*x^6 + 237400*x^7 - 46000*x^8 + 2500*x^9 + (-21952 - 232064*x - 940576*x^2 - 1763040*x^3 - 1351836*x^4 - 33360*x^5 + 237400*x^6 - 46000*x^7 + 2500*x^8)*Log[2])))/625,x]","x^9-\frac{132 x^8}{5}+x^8 \log (2)+\frac{6254 x^7}{25}-\frac{132}{5} x^7 \log (2)-\frac{116028 x^6}{125}+\frac{6254}{25} x^6 \log (2)+\frac{300561 x^5}{625}-\frac{116028}{125} x^5 \log (2)+\frac{1624392 x^4}{625}+\frac{300561}{625} x^4 \log (2)+\frac{1225784 x^3}{625}+\frac{1624392}{625} x^3 \log (2)+\frac{362208 x^2}{625}+\frac{1225784}{625} x^2 \log (2)+\frac{e^{4 e^x x+x} \left(625 x^6+1625 x^5+1600 x^4+760 x^3+176 x^2+\left(625 x^5+1625 x^4+1600 x^3+760 x^2+176 x+16\right) \log (2)+16 x\right)}{625 \left(e^x x+e^x\right)}-\frac{4 e^{3 e^x x+x} \left(-625 x^7+2750 x^6+9775 x^5+10440 x^4+5144 x^3+1216 x^2+\left(-625 x^6+2750 x^5+9775 x^4+10440 x^3+5144 x^2+1216 x+112\right) \log (2)+112 x\right)}{625 \left(e^x x+e^x\right)}+\frac{6 e^{2 e^x x+x} \left(625 x^8-7125 x^7+9475 x^6+57985 x^5+67936 x^4+34792 x^3+8400 x^2+\left(625 x^7-7125 x^6+9475 x^5+57985 x^4+67936 x^3+34792 x^2+8400 x+784\right) \log (2)+784 x\right)}{625 \left(e^x x+e^x\right)}-\frac{4 e^{e^x x+x} \left(-625 x^9+11500 x^8-59350 x^7+8340 x^6+337959 x^5+440760 x^4+235144 x^3+58016 x^2+\left(-625 x^8+11500 x^7-59350 x^6+8340 x^5+337959 x^4+440760 x^3+235144 x^2+58016 x+5488\right) \log (2)+5488 x\right)}{625 \left(e^x x+e^x\right)}+\frac{38416 x}{625}+\frac{362208}{625} x \log (2)","\left(-x-e^{e^x x}+7\right)^4 \left(x+\frac{2}{5}\right)^4 (x+\log (2))",1,"(38416*x)/625 + (362208*x^2)/625 + (1225784*x^3)/625 + (1624392*x^4)/625 + (300561*x^5)/625 - (116028*x^6)/125 + (6254*x^7)/25 - (132*x^8)/5 + x^9 + (362208*x*Log[2])/625 + (1225784*x^2*Log[2])/625 + (1624392*x^3*Log[2])/625 + (300561*x^4*Log[2])/625 - (116028*x^5*Log[2])/125 + (6254*x^6*Log[2])/25 - (132*x^7*Log[2])/5 + x^8*Log[2] + (E^(x + 4*E^x*x)*(16*x + 176*x^2 + 760*x^3 + 1600*x^4 + 1625*x^5 + 625*x^6 + (16 + 176*x + 760*x^2 + 1600*x^3 + 1625*x^4 + 625*x^5)*Log[2]))/(625*(E^x + E^x*x)) - (4*E^(x + 3*E^x*x)*(112*x + 1216*x^2 + 5144*x^3 + 10440*x^4 + 9775*x^5 + 2750*x^6 - 625*x^7 + (112 + 1216*x + 5144*x^2 + 10440*x^3 + 9775*x^4 + 2750*x^5 - 625*x^6)*Log[2]))/(625*(E^x + E^x*x)) + (6*E^(x + 2*E^x*x)*(784*x + 8400*x^2 + 34792*x^3 + 67936*x^4 + 57985*x^5 + 9475*x^6 - 7125*x^7 + 625*x^8 + (784 + 8400*x + 34792*x^2 + 67936*x^3 + 57985*x^4 + 9475*x^5 - 7125*x^6 + 625*x^7)*Log[2]))/(625*(E^x + E^x*x)) - (4*E^(x + E^x*x)*(5488*x + 58016*x^2 + 235144*x^3 + 440760*x^4 + 337959*x^5 + 8340*x^6 - 59350*x^7 + 11500*x^8 - 625*x^9 + (5488 + 58016*x + 235144*x^2 + 440760*x^3 + 337959*x^4 + 8340*x^5 - 59350*x^6 + 11500*x^7 - 625*x^8)*Log[2]))/(625*(E^x + E^x*x))","B",7,2,633,0.003160,1,"{12, 2288}"
1918,1,599,0,0.9159883,"\int \frac{-78732+769826 x+1168020 x^2+707476 x^3+231100 x^4+44308 x^5+5000 x^6+308 x^7+8 x^8+\left(8748-89100 x-93804 x^2-37092 x^3-7092 x^4-660 x^5-24 x^6\right) \log \left(\frac{x}{3}\right)+\left(-324+3432 x+2088 x^2+396 x^3+24 x^4\right) \log ^2\left(\frac{x}{3}\right)+\left(4-44 x-8 x^2\right) \log ^3\left(\frac{x}{3}\right)+\left(-34992+356400 x+375216 x^2+148368 x^3+28368 x^4+2640 x^5+96 x^6+\left(2592-27456 x-16704 x^2-3168 x^3-192 x^4\right) \log \left(\frac{x}{3}\right)+\left(-48+528 x+96 x^2\right) \log ^2\left(\frac{x}{3}\right)\right) \log (\log (3))+\left(-5184+54912 x+33408 x^2+6336 x^3+384 x^4+\left(192-2112 x-384 x^2\right) \log \left(\frac{x}{3}\right)\right) \log ^2(\log (3))+\left(-256+2816 x+512 x^2\right) \log ^3(\log (3))}{x} \, dx","Int[(-78732 + 769826*x + 1168020*x^2 + 707476*x^3 + 231100*x^4 + 44308*x^5 + 5000*x^6 + 308*x^7 + 8*x^8 + (8748 - 89100*x - 93804*x^2 - 37092*x^3 - 7092*x^4 - 660*x^5 - 24*x^6)*Log[x/3] + (-324 + 3432*x + 2088*x^2 + 396*x^3 + 24*x^4)*Log[x/3]^2 + (4 - 44*x - 8*x^2)*Log[x/3]^3 + (-34992 + 356400*x + 375216*x^2 + 148368*x^3 + 28368*x^4 + 2640*x^5 + 96*x^6 + (2592 - 27456*x - 16704*x^2 - 3168*x^3 - 192*x^4)*Log[x/3] + (-48 + 528*x + 96*x^2)*Log[x/3]^2)*Log[Log[3]] + (-5184 + 54912*x + 33408*x^2 + 6336*x^3 + 384*x^4 + (192 - 2112*x - 384*x^2)*Log[x/3])*Log[Log[3]]^2 + (-256 + 2816*x + 512*x^2)*Log[Log[3]]^3)/x,x]","x^8+44 x^7+\frac{2 x^6}{3}-4 x^6 \log \left(\frac{x}{3}\right)+\frac{4}{3} x^6 (625+12 \log (\log (3)))+\frac{132 x^5}{5}-132 x^5 \log \left(\frac{x}{3}\right)+\frac{44}{5} x^5 (1007+60 \log (\log (3)))+\frac{3 x^4}{4}+6 x^4 \log ^2\left(\frac{x}{3}\right)+x^4 \left(57775+96 \log ^2(\log (3))+7092 \log (\log (3))\right)-3 x^4 \log \left(\frac{x}{3}\right)-3 x^4 (591+16 \log (\log (3))) \log \left(\frac{x}{3}\right)+\frac{3}{4} x^4 (591+16 \log (\log (3)))+\frac{88 x^3}{3}+132 x^3 \log ^2\left(\frac{x}{3}\right)+\frac{44}{3} x^3 \left(16079+144 \log ^2(\log (3))+3372 \log (\log (3))\right)-88 x^3 \log \left(\frac{x}{3}\right)-44 x^3 (281+24 \log (\log (3))) \log \left(\frac{x}{3}\right)+\frac{44}{3} x^3 (281+24 \log (\log (3)))+3 x^2-4 x^2 \log ^3\left(\frac{x}{3}\right)+6 x^2 \log ^2\left(\frac{x}{3}\right)-6 x^2 \left(7817+32 \log ^2(\log (3))+1392 \log (\log (3))\right) \log \left(\frac{x}{3}\right)+3 x^2 \left(7817+32 \log ^2(\log (3))+1392 \log (\log (3))\right)+12 x^2 (87+4 \log (\log (3))) \log ^2\left(\frac{x}{3}\right)+2 x^2 \left(292005+128 \log ^3(\log (3))+8352 \log ^2(\log (3))+93804 \log (\log (3))\right)-6 x^2 \log \left(\frac{x}{3}\right)-12 x^2 (87+4 \log (\log (3))) \log \left(\frac{x}{3}\right)+6 x^2 (87+4 \log (\log (3)))+264 x+\log ^4\left(\frac{x}{3}\right)-44 x \log ^3\left(\frac{x}{3}\right)-4 (27+4 \log (\log (3))) \log ^3\left(\frac{x}{3}\right)+132 x \log ^2\left(\frac{x}{3}\right)-132 x \left(675+16 \log ^2(\log (3))+208 \log (\log (3))\right) \log \left(\frac{x}{3}\right)+132 x \left(675+16 \log ^2(\log (3))+208 \log (\log (3))\right)+264 x (13+2 \log (\log (3))) \log ^2\left(\frac{x}{3}\right)+6 (27+4 \log (\log (3)))^2 \log ^2\left(\frac{x}{3}\right)+2 x \left(384913+1408 \log ^3(\log (3))+27456 \log ^2(\log (3))+178200 \log (\log (3))\right)-264 x \log \left(\frac{x}{3}\right)-528 x (13+2 \log (\log (3))) \log \left(\frac{x}{3}\right)+528 x (13+2 \log (\log (3)))-4 (27+4 \log (\log (3)))^3 \log (x)","2 x+\left(-(x+5)^2-x+\log \left(\frac{x}{3}\right)-2-4 \log (\log (3))\right)^4",1,"264*x + 3*x^2 + (88*x^3)/3 + (3*x^4)/4 + (132*x^5)/5 + (2*x^6)/3 + 44*x^7 + x^8 - 264*x*Log[x/3] - 6*x^2*Log[x/3] - 88*x^3*Log[x/3] - 3*x^4*Log[x/3] - 132*x^5*Log[x/3] - 4*x^6*Log[x/3] + 132*x*Log[x/3]^2 + 6*x^2*Log[x/3]^2 + 132*x^3*Log[x/3]^2 + 6*x^4*Log[x/3]^2 - 44*x*Log[x/3]^3 - 4*x^2*Log[x/3]^3 + Log[x/3]^4 + 528*x*(13 + 2*Log[Log[3]]) - 528*x*Log[x/3]*(13 + 2*Log[Log[3]]) + 264*x*Log[x/3]^2*(13 + 2*Log[Log[3]]) - 4*Log[x/3]^3*(27 + 4*Log[Log[3]]) + 6*Log[x/3]^2*(27 + 4*Log[Log[3]])^2 - 4*Log[x]*(27 + 4*Log[Log[3]])^3 + 6*x^2*(87 + 4*Log[Log[3]]) - 12*x^2*Log[x/3]*(87 + 4*Log[Log[3]]) + 12*x^2*Log[x/3]^2*(87 + 4*Log[Log[3]]) + (4*x^6*(625 + 12*Log[Log[3]]))/3 + (3*x^4*(591 + 16*Log[Log[3]]))/4 - 3*x^4*Log[x/3]*(591 + 16*Log[Log[3]]) + (44*x^3*(281 + 24*Log[Log[3]]))/3 - 44*x^3*Log[x/3]*(281 + 24*Log[Log[3]]) + (44*x^5*(1007 + 60*Log[Log[3]]))/5 + 132*x*(675 + 208*Log[Log[3]] + 16*Log[Log[3]]^2) - 132*x*Log[x/3]*(675 + 208*Log[Log[3]] + 16*Log[Log[3]]^2) + 3*x^2*(7817 + 1392*Log[Log[3]] + 32*Log[Log[3]]^2) - 6*x^2*Log[x/3]*(7817 + 1392*Log[Log[3]] + 32*Log[Log[3]]^2) + x^4*(57775 + 7092*Log[Log[3]] + 96*Log[Log[3]]^2) + (44*x^3*(16079 + 3372*Log[Log[3]] + 144*Log[Log[3]]^2))/3 + 2*x^2*(292005 + 93804*Log[Log[3]] + 8352*Log[Log[3]]^2 + 128*Log[Log[3]]^3) + 2*x*(384913 + 178200*Log[Log[3]] + 27456*Log[Log[3]]^2 + 1408*Log[Log[3]]^3)","B",35,9,268,0.03358,1,"{14, 2357, 2296, 2295, 2302, 30, 2305, 2304, 2301}"
1919,1,13,0,0.0084094,"\int \frac{-3+4 \log (4)}{2 x^2} \, dx","Int[(-3 + 4*Log[4])/(2*x^2),x]","\frac{3-4 \log (4)}{2 x}","\frac{3}{2 x}+2 \left(\frac{2}{\log ^2(2)}-\frac{\log (4)}{x}\right)",1,"(3 - 4*Log[4])/(2*x)","A",2,2,13,0.1538,1,"{12, 30}"
1920,1,273,0,0.7655117,"\int \frac{-540+e^2 (45-9 x)-81 x+81 x^2+(108-27 x) \log (5)}{-3375 x^3-2025 x^4-405 x^5-27 x^6+e^6 \left(1+3 x+3 x^2+x^3\right)+e^4 \left(-45 x-99 x^2-63 x^3-9 x^4\right)+e^2 \left(675 x^2+945 x^3+297 x^4+27 x^5\right)+\left(2025 x^3+810 x^4+81 x^5+e^4 \left(9 x+18 x^2+9 x^3\right)+e^2 \left(-270 x^2-324 x^3-54 x^4\right)\right) \log (5)+\left(-405 x^3-81 x^4+e^2 \left(27 x^2+27 x^3\right)\right) \log ^2(5)+27 x^3 \log ^3(5)} \, dx","Int[(-540 + E^2*(45 - 9*x) - 81*x + 81*x^2 + (108 - 27*x)*Log[5])/(-3375*x^3 - 2025*x^4 - 405*x^5 - 27*x^6 + E^6*(1 + 3*x + 3*x^2 + x^3) + E^4*(-45*x - 99*x^2 - 63*x^3 - 9*x^4) + E^2*(675*x^2 + 945*x^3 + 297*x^4 + 27*x^5) + (2025*x^3 + 810*x^4 + 81*x^5 + E^4*(9*x + 18*x^2 + 9*x^3) + E^2*(-270*x^2 - 324*x^3 - 54*x^4))*Log[5] + (-405*x^3 - 81*x^4 + E^2*(27*x^2 + 27*x^3))*Log[5]^2 + 27*x^3*Log[5]^3),x]","\frac{27 \left(e^4+9 \left(25+\log ^2(5)-14 \log (5)+\log (625)\right)-6 e^2 (3-\log (5))\right) \left(6 x-e^2+15-3 \log (5)\right)}{\left(e^4-6 e^2 (3-\log (5))+9 (5-\log (5))^2\right)^2 \left(-3 x^2-x \left(15-e^2-3 \log (5)\right)+e^2\right)}-\frac{9 \left(-\left(x \left(e^4+9 \left(25+\log ^2(5)-14 \log (5)+\log (625)\right)-6 e^2 (3-\log (5))\right)\right)+2 e^4-3 e^2 (12-\log (625))+9 (5-\log (5)) (10-\log (25))\right)}{\left(12 e^2+\left(e^2-3 (5-\log (5))\right)^2\right) \left(-3 x^2-x \left(15-e^2-3 \log (5)\right)+e^2\right)^2}-\frac{27 \left(6 x-e^2+15-3 \log (5)\right)}{\left(12 e^2+\left(e^2-3 (5-\log (5))\right)^2\right) \left(-3 x^2-x \left(15-e^2-3 \log (5)\right)+e^2\right)}","\frac{x-2}{x^2 \left(\frac{e^2 \left(\frac{2-x}{3}-1\right)}{x}+x+5-\log (5)\right)^2}",1,"(-27*(15 - E^2 + 6*x - 3*Log[5]))/((12*E^2 + (E^2 - 3*(5 - Log[5]))^2)*(E^2 - 3*x^2 - x*(15 - E^2 - 3*Log[5]))) + (27*(15 - E^2 + 6*x - 3*Log[5])*(E^4 - 6*E^2*(3 - Log[5]) + 9*(25 - 14*Log[5] + Log[5]^2 + Log[625])))/((E^2 - 3*x^2 - x*(15 - E^2 - 3*Log[5]))*(E^4 - 6*E^2*(3 - Log[5]) + 9*(5 - Log[5])^2)^2) - (9*(2*E^4 + 9*(5 - Log[5])*(10 - Log[25]) - 3*E^2*(12 - Log[625]) - x*(E^4 - 6*E^2*(3 - Log[5]) + 9*(25 - 14*Log[5] + Log[5]^2 + Log[625]))))/((12*E^2 + (E^2 - 3*(5 - Log[5]))^2)*(E^2 - 3*x^2 - x*(15 - E^2 - 3*Log[5]))^2)","B",10,6,213,0.02817,1,"{6, 2074, 614, 618, 206, 638}"
1921,0,0,0,0.8347131,"\int \exp \left(-3+e^{e^{-3+x^2} \left(3+e^{3-x^2} (5+x)\right)}+x^2+e^{-3+x^2} \left(3+e^{3-x^2} (5+x)\right)\right) \left(e^{3-x^2}+6 x\right) \, dx","Int[E^(-3 + E^(E^(-3 + x^2)*(3 + E^(3 - x^2)*(5 + x))) + x^2 + E^(-3 + x^2)*(3 + E^(3 - x^2)*(5 + x)))*(E^(3 - x^2) + 6*x),x]","\int \exp \left(-3+e^{e^{-3+x^2} \left(3+e^{3-x^2} (5+x)\right)}+x^2+e^{-3+x^2} \left(3+e^{3-x^2} (5+x)\right)\right) \left(e^{3-x^2}+6 x\right) \, dx","e^{e^{3 e^{x^2-3}+x+5}}-2",1,"Defer[Int][E^(5 + E^(5 + 3*E^(-3 + x^2) + x) + 3*E^(-3 + x^2) + x), x] + 6*Defer[Int][E^(2 + E^(5 + 3*E^(-3 + x^2) + x) + 3*E^(-3 + x^2) + x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
1922,1,37,0,0.0420895,"\int \frac{4 x^4+2 x^5+e^3 \left(-384 x-64 x^2\right)+(576+128 x) \log (2)}{x^4} \, dx","Int[(4*x^4 + 2*x^5 + E^3*(-384*x - 64*x^2) + (576 + 128*x)*Log[2])/x^4,x]","-\frac{192 \log (2)}{x^3}+x^2+\frac{64 \left(3 e^3-\log (2)\right)}{x^2}+4 x+\frac{64 e^3}{x}","(x+3) \left(\frac{64 \left(e^3-\frac{\log (2)}{x}\right)}{x^2}+x\right)+x",1,"(64*E^3)/x + 4*x + x^2 + (64*(3*E^3 - Log[2]))/x^2 - (192*Log[2])/x^3","A",2,1,36,0.02778,1,"{14}"
1923,1,24,0,0.9102514,"\int \frac{-6 x-2 x^2+x^3+e^{\frac{1}{x}} \left(2+7 x+2 x^2-x^3\right)}{-2 x^2-x^3+e^{\frac{1}{x}} \left(2 x^2+x^3\right)} \, dx","Int[(-6*x - 2*x^2 + x^3 + E^x^(-1)*(2 + 7*x + 2*x^2 - x^3))/(-2*x^2 - x^3 + E^x^(-1)*(2*x^2 + x^3)),x]","-x-\log \left(1-e^{\frac{1}{x}}\right)+3 \log (x)+\log (x+2)","\log \left(\frac{x^3 (x+2)}{162 \left(e^{\frac{1}{x}}-1\right)}\right)-x",1,"-x - Log[1 - E^x^(-1)] + 3*Log[x] + Log[2 + x]","A",10,8,62,0.1290,1,"{6741, 6742, 6715, 2282, 36, 31, 29, 1620}"
1924,1,38,0,0.0503672,"\int \frac{32+16 x+4 x^2+\left(32+32 x+12 x^2\right) \log (x)}{5 \log (5)} \, dx","Int[(32 + 16*x + 4*x^2 + (32 + 32*x + 12*x^2)*Log[x])/(5*Log[5]),x]","\frac{4 x^3 \log (x)}{5 \log (5)}+\frac{16 x^2 \log (x)}{5 \log (5)}+\frac{32 x \log (x)}{5 \log (5)}","\frac{4 x^2 \left(\frac{x^2+4}{x}+\frac{4}{x}+4\right) \log (x)}{5 \log (5)}",1,"(32*x*Log[x])/(5*Log[5]) + (16*x^2*Log[x])/(5*Log[5]) + (4*x^3*Log[x])/(5*Log[5])","A",7,4,31,0.1290,1,"{12, 2356, 2295, 2304}"
1925,1,18,0,0.3248169,"\int \frac{2 x+2 x^2+10 x^3+2 x^4+\left(-2 x+2 x^2\right) \log (x)+2 x^3 \log (4 x)+\left(2+2 x+10 x^2+2 x^3+(-2+2 x) \log (x)+2 x^2 \log (4 x)\right) \log \left(\frac{4 x+x^2+\log (x)+x \log (4 x)}{x}\right)}{4 x^2+x^3+x \log (x)+x^2 \log (4 x)} \, dx","Int[(2*x + 2*x^2 + 10*x^3 + 2*x^4 + (-2*x + 2*x^2)*Log[x] + 2*x^3*Log[4*x] + (2 + 2*x + 10*x^2 + 2*x^3 + (-2 + 2*x)*Log[x] + 2*x^2*Log[4*x])*Log[(4*x + x^2 + Log[x] + x*Log[4*x])/x])/(4*x^2 + x^3 + x*Log[x] + x^2*Log[4*x]),x]","\left(x+\log \left(x+\log (4 x)+\frac{\log (x)}{x}+4\right)\right)^2","\left(x+\log \left(x+\log (4 x)+\frac{\log (x)}{x}+4\right)\right)^2",1,"(x + Log[4 + x + Log[x]/x + Log[4*x]])^2","A",3,3,117,0.02564,1,"{6688, 12, 6686}"
1926,1,25,0,0.3787179,"\int \frac{8+12 x^2+e^{2+x} \left(2+2 x^2\right)+\left(-8 x-2 e^{2+x} x\right) \log \left(\frac{4+e^{2+x}}{e^2}\right)}{4+e^{2+x}} \, dx","Int[(8 + 12*x^2 + E^(2 + x)*(2 + 2*x^2) + (-8*x - 2*E^(2 + x)*x)*Log[(4 + E^(2 + x))/E^2])/(4 + E^(2 + x)),x]","x^3+2 x^2-x^2 \log \left(e^{x+2}+4\right)+2 x","x \left(x \left(x-\log \left(e^x+\frac{4}{e^2}\right)\right)+2\right)",1,"2*x + 2*x^2 + x^3 - x^2*Log[4 + E^(2 + x)]","A",12,7,55,0.1273,1,"{6742, 2184, 2190, 2531, 2282, 6589, 2532}"
1927,0,0,0,10.5911478,"\int \frac{e^{-3+e^{e^x}} \left(e^x \left(-4 x-4 x^2\right) \log (4)+e^{e^x} \left(8 e^x x \log (4)-4 e^{2 x} x^2 \log (4)\right)\right)+e^{-6+2 e^{e^x}} \left(-8 \log (4)+4 e^x x \log (4)+e^x \left(-4 x-4 x^2\right) \log (4) \log (x)\right)}{x+2 e^{-3+e^{e^x}} x \log (x)+e^{-6+2 e^{e^x}} x \log ^2(x)} \, dx","Int[(E^(-3 + E^E^x)*(E^x*(-4*x - 4*x^2)*Log[4] + E^E^x*(8*E^x*x*Log[4] - 4*E^(2*x)*x^2*Log[4])) + E^(-6 + 2*E^E^x)*(-8*Log[4] + 4*E^x*x*Log[4] + E^x*(-4*x - 4*x^2)*Log[4]*Log[x]))/(x + 2*E^(-3 + E^E^x)*x*Log[x] + E^(-6 + 2*E^E^x)*x*Log[x]^2),x]","\int \frac{e^{-3+e^{e^x}} \left(e^x \left(-4 x-4 x^2\right) \log (4)+e^{e^x} \left(8 e^x x \log (4)-4 e^{2 x} x^2 \log (4)\right)\right)+e^{-6+2 e^{e^x}} \left(-8 \log (4)+4 e^x x \log (4)+e^x \left(-4 x-4 x^2\right) \log (4) \log (x)\right)}{x+2 e^{-3+e^{e^x}} x \log (x)+e^{-6+2 e^{e^x}} x \log ^2(x)} \, dx","\frac{4 \left(2-e^x x\right) \log (4)}{e^{3-e^{e^x}}+\log (x)}",1,"8*E^6*Log[4]*Defer[Int][E^(-3 + E^E^x + E^x + x)/(E^3 + E^E^E^x*Log[x])^2, x] - 8*E^6*Log[4]*Defer[Int][E^(2*(-3 + E^E^x))/(x*(E^3 + E^E^E^x*Log[x])^2), x] - 4*E^6*Log[4]*Defer[Int][(E^(-3 + E^E^x + E^x + 2*x)*x)/(E^3 + E^E^E^x*Log[x])^2, x] - 4*E^6*Log[4]*Defer[Int][E^(-3 + E^E^x + x)/(Log[x]*(E^3 + E^E^E^x*Log[x])^2), x] - 4*E^6*Log[4]*Defer[Int][E^(-6 + E^E^x + x)/(E^3 + E^E^E^x*Log[x]), x] - 4*E^6*Log[4]*Defer[Int][(E^(-6 + E^E^x + x)*x)/(E^3 + E^E^E^x*Log[x]), x] + 4*E^6*Log[4]*Defer[Int][E^(-6 + E^E^x + x)/(Log[x]*(E^3 + E^E^E^x*Log[x])), x]","F",0,0,0,0,-1,"{}"
1928,1,40,0,0.072473,"\int \frac{e^{\frac{e+4 x^2}{x^2}} \left(-6 e+3 x^2\right)}{x^2} \, dx","Int[(E^((E + 4*x^2)/x^2)*(-6*E + 3*x^2))/x^2,x]","-\frac{3 e^{\frac{4 x^2+e}{x^2}+1}}{x^2 \left(\frac{4}{x}-\frac{4 x^2+e}{x^3}\right)}","3 e^{\frac{e}{x^2}+4} x",1,"(-3*E^(1 + (E + 4*x^2)/x^2))/(x^2*(4/x - (E + 4*x^2)/x^3))","B",1,1,26,0.03846,1,"{2288}"
1929,1,18,0,0.0617702,"\int \frac{e^{\frac{2 \left(-7+e^{10}-4 x\right)}{x}} \left(14-2 e^{10}\right)+x^2}{x^2} \, dx","Int[(E^((2*(-7 + E^10 - 4*x))/x)*(14 - 2*E^10) + x^2)/x^2,x]","x+e^{-\frac{2 \left(7-e^{10}\right)}{x}-8}","x+e^{-\frac{2 \left(7-e^{10}\right)}{x}-8}+5",1,"E^(-8 - (2*(7 - E^10))/x) + x","A",3,2,31,0.06452,1,"{14, 2209}"
1930,0,0,0,95.6385994,"\int \frac{9 x^2-6 x^3+x^4+\exp \left(\frac{\exp \left(\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right)}{x}+\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right) \left(-27+99 x-57 x^2+9 x^3+e^x \left(36 x-9 x^2\right)\right)}{9 x^3-6 x^4+x^5+\exp \left(\frac{\exp \left(\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right)}{x}\right) \left(27 x^2-18 x^3+3 x^4\right)} \, dx","Int[(9*x^2 - 6*x^3 + x^4 + E^(E^((-3*E^x + E^3*(9 - 3*x) - 9*x + 3*x^2)/(-3 + x))/x + (-3*E^x + E^3*(9 - 3*x) - 9*x + 3*x^2)/(-3 + x))*(-27 + 99*x - 57*x^2 + 9*x^3 + E^x*(36*x - 9*x^2)))/(9*x^3 - 6*x^4 + x^5 + E^(E^((-3*E^x + E^3*(9 - 3*x) - 9*x + 3*x^2)/(-3 + x))/x)*(27*x^2 - 18*x^3 + 3*x^4)),x]","\int \frac{9 x^2-6 x^3+x^4+\exp \left(\frac{\exp \left(\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right)}{x}+\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right) \left(-27+99 x-57 x^2+9 x^3+e^x \left(36 x-9 x^2\right)\right)}{9 x^3-6 x^4+x^5+\exp \left(\frac{\exp \left(\frac{-3 e^x+e^3 (9-3 x)-9 x+3 x^2}{-3+x}\right)}{x}\right) \left(27 x^2-18 x^3+3 x^4\right)} \, dx","\log \left(x+3 e^{\frac{e^{3 \left(x+\frac{e^x}{3-x}-e^3\right)}}{x}}\right)",1,"-Defer[Int][1/(E^(3*(E^3 + E^x/(-3 + x) - x))*x^2), x] + 3*Defer[Int][1/(E^(3*(E^3 + E^x/(-3 + x) - x))*x), x] + (4*Defer[Int][E^(-3*E^3 - (3*E^x)/(-3 + x) + 4*x)/x, x])/3 + Defer[Int][(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x)^(-1), x] - 3*Defer[Int][1/(E^(3*(E^3 + E^x/(-3 + x) - x))*(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x)), x] - (4*Defer[Int][E^(-3*E^3 - (3*E^x)/(-3 + x) + 4*x)/(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x), x])/3 + 3*Defer[Int][E^(-3*E^3 - (3*E^x)/(-3 + x) + E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x + 4*x)/((-3 + x)^2*(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x)), x] - 4*Defer[Int][E^(-3*E^3 - (3*E^x)/(-3 + x) + E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x + 4*x)/((-3 + x)*(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x)), x] + Defer[Int][1/(E^(3*(E^3 + E^x/(-3 + x) - x))*x*(3*E^(E^(-3*E^3 - (3*E^x)/(-3 + x) + 3*x)/x) + x)), x]","F",0,0,0,0,-1,"{}"
1931,1,288,0,5.941059,"\int \frac{\exp \left(\frac{1+2 e^{e^x} x+e^{2 e^e} x^2+e^{2 e^x} x^2+e^{e^e} \left(2 x+2 e^{e^x} x^2\right)}{x^2}\right) \left(-52+2 x-x^3+e^{2 e^x+x} \left(52 x^3-2 x^4\right)+e^{e^x} \left(-52 x+2 x^2+e^x \left(52 x^2-2 x^3\right)\right)+e^{e^e} \left(-52 x+2 x^2+e^{e^x+x} \left(52 x^3-2 x^4\right)\right)\right)}{x^3} \, dx","Int[(E^((1 + 2*E^E^x*x + E^(2*E^E)*x^2 + E^(2*E^x)*x^2 + E^E^E*(2*x + 2*E^E^x*x^2))/x^2)*(-52 + 2*x - x^3 + E^(2*E^x + x)*(52*x^3 - 2*x^4) + E^E^x*(-52*x + 2*x^2 + E^x*(52*x^2 - 2*x^3)) + E^E^E*(-52*x + 2*x^2 + E^(E^x + x)*(52*x^3 - 2*x^4))))/x^3,x]","\frac{\left(-e^{x+2 e^x} \left(26 x^3-x^4\right)+e^{e^x} \left(-x^2-e^x \left(26 x^2-x^3\right)+26 x\right)+e^{e^e} \left(-x^2-e^{x+e^x} \left(26 x^3-x^4\right)+26 x\right)-x+26\right) \exp \left(\frac{e^{2 e^x} x^2+e^{2 e^e} x^2+2 e^{e^e} \left(e^{e^x} x^2+x\right)+2 e^{e^x} x+1}{x^2}\right)}{x^3 \left(\frac{e^{2 e^x} x^2+e^{2 e^e} x^2+2 e^{e^e} \left(e^{e^x} x^2+x\right)+2 e^{e^x} x+1}{x^3}-\frac{e^{x+2 e^x} x^2+e^{e^e} \left(e^{x+e^x} x^2+2 e^{e^x} x+1\right)+e^{2 e^x} x+e^{x+e^x} x+e^{2 e^e} x+e^{e^x}}{x^2}\right)}","e^{\left(e^{e^x}+\frac{1}{x}+e^{e^e}\right)^2} (26-x)",1,"(E^((1 + 2*E^E^x*x + E^(2*E^E)*x^2 + E^(2*E^x)*x^2 + 2*E^E^E*(x + E^E^x*x^2))/x^2)*(26 - x - E^(2*E^x + x)*(26*x^3 - x^4) + E^E^x*(26*x - x^2 - E^x*(26*x^2 - x^3)) + E^E^E*(26*x - x^2 - E^(E^x + x)*(26*x^3 - x^4))))/(x^3*((1 + 2*E^E^x*x + E^(2*E^E)*x^2 + E^(2*E^x)*x^2 + 2*E^E^E*(x + E^E^x*x^2))/x^3 - (E^E^x + E^(2*E^E)*x + E^(2*E^x)*x + E^(E^x + x)*x + E^(2*E^x + x)*x^2 + E^E^E*(1 + 2*E^E^x*x + E^(E^x + x)*x^2))/x^2))","B",1,1,157,0.006369,1,"{2288}"
1932,1,30,0,0.0281395,"\int \frac{e^4 (225-150 x)+1125 e^2 x^2}{e^4-30 e^2 x+225 x^2} \, dx","Int[(E^4*(225 - 150*x) + 1125*E^2*x^2)/(E^4 - 30*E^2*x + 225*x^2),x]","5 e^2 x+\frac{e^4 \left(45-e^2\right)}{3 \left(e^2-15 x\right)}","\frac{5 (3-x) x}{\frac{1}{15}-\frac{x}{e^2}}",1,"(E^4*(45 - E^2))/(3*(E^2 - 15*x)) + 5*E^2*x","A",3,2,36,0.05556,1,"{27, 1850}"
1933,1,38,0,0.0298236,"\int \frac{-18+8 x-x^2+\left(8 x-2 x^2\right) \log (x)}{x} \, dx","Int[(-18 + 8*x - x^2 + (8*x - 2*x^2)*Log[x])/x,x]","-\frac{x^2}{2}+\left(8 x-x^2\right) \log (x)+\frac{1}{2} (8-x)^2+8 x-18 \log (x)","(-((x-4) x)+4 x-18) \log (x)",1,"(8 - x)^2/2 + 8*x - x^2/2 - 18*Log[x] + (8*x - x^2)*Log[x]","B",6,3,26,0.1154,1,"{14, 2313, 9}"
1934,1,839,0,12.9357613,"\int \frac{2^{-2 x} \left(-800-400 x+\left(-800 x-200 x^2\right) \log (2)+(-200-200 x \log (2)) \log (5)+2^x \left(10240+6400 x+960 x^2+\left(5120 x+2560 x^2+320 x^3\right) \log (2)+\left(5120+1600 x+\left(2560 x+640 x^2\right) \log (2)\right) \log (5)+(640+320 x \log (2)) \log ^2(5)\right)+2^{2 x} \left(-32768-24576 x-6144 x^2-512 x^3+\left(-24576-12288 x-1536 x^2\right) \log (5)+(-6144-1536 x) \log ^2(5)-512 \log ^3(5)\right)\right)}{64 x^3+48 x^4+12 x^5+x^6+\left(48 x^3+24 x^4+3 x^5\right) \log (5)+\left(12 x^3+3 x^4\right) \log ^2(5)+x^3 \log ^3(5)} \, dx","Int[(-800 - 400*x + (-800*x - 200*x^2)*Log[2] + (-200 - 200*x*Log[2])*Log[5] + 2^x*(10240 + 6400*x + 960*x^2 + (5120*x + 2560*x^2 + 320*x^3)*Log[2] + (5120 + 1600*x + (2560*x + 640*x^2)*Log[2])*Log[5] + (640 + 320*x*Log[2])*Log[5]^2) + 2^(2*x)*(-32768 - 24576*x - 6144*x^2 - 512*x^3 + (-24576 - 12288*x - 1536*x^2)*Log[5] + (-6144 - 1536*x)*Log[5]^2 - 512*Log[5]^3))/(2^(2*x)*(64*x^3 + 48*x^4 + 12*x^5 + x^6 + (48*x^3 + 24*x^4 + 3*x^5)*Log[5] + (12*x^3 + 3*x^4)*Log[5]^2 + x^3*Log[5]^3)),x]","\frac{400 \log (2) (2+\log (2) (4+\log (5))) \text{Ei}(-2 x \log (2))}{(4+\log (5))^3}+\frac{600 (2+\log (2) (4+\log (5))) \text{Ei}(-2 x \log (2))}{(4+\log (5))^4}-\frac{400 \log ^2(2) \text{Ei}(-2 x \log (2))}{(4+\log (5))^2}-\frac{1400 \log (2) \text{Ei}(-2 x \log (2))}{(4+\log (5))^3}-\frac{1200 \text{Ei}(-2 x \log (2))}{(4+\log (5))^4}+\frac{25\ 2^{3-2 x} \log ^2(2)}{(4+\log (5)) (x+\log (5)+4)}-\frac{5\ 2^{6-x}}{(4+\log (5))^2 (x+\log (5)+4)}-\frac{75\ 2^{3-2 x}}{(4+\log (5))^3 (x+\log (5)+4)}+\frac{256}{x^2}-\frac{25\ 2^{2-2 x} \log (2)}{(4+\log (5)) (x+\log (5)+4)^2}-\frac{25\ 2^{2-2 x}}{(4+\log (5))^2 (x+\log (5)+4)^2}+\frac{5\ 2^{6-x} \left(4-\log (2) \log ^2(5)-\log (16) \log (25)-\log \left(\frac{65536}{5}\right)\right)}{x (4+\log (5))^3}+\frac{320 \text{Ei}(-x \log (2)) \log (2) \left(4-\log (2) \log ^2(5)-\log (16) \log (25)-\log \left(\frac{65536}{5}\right)\right)}{(4+\log (5))^3}-\frac{320 \text{Ei}(-x \log (2)) \log (2) \left(16+\log ^2(5)+4 \log (25)\right)}{(4+\log (5))^4}+\frac{5\ 2^{10+\log (5)} \text{Ei}(-\log (2) (x+\log (5)+4)) \log (2) \left(16+\log ^2(5)+4 \log (25)\right)}{(4+\log (5))^4}-\frac{5\ 2^{5-x} (8+\log (25))}{x^2 (4+\log (5))^2}+\frac{160 \text{Ei}(-x \log (2)) \log ^2(2) (8+\log (25))}{(4+\log (5))^2}+\frac{5\ 2^{5-x} \log (2) (8+\log (25))}{x (4+\log (5))^2}-\frac{25\ 2^{3-2 x} \log (2) (2+\log (2) (4+\log (5)))}{(4+\log (5))^2 (x+\log (5)+4)}+\frac{25\ 2^{4-2 x} (2+\log (2) (4+\log (5)))}{(4+\log (5))^3 (x+\log (5)+4)}+\frac{25\ 2^{2-2 x} (2+\log (2) (4+\log (5)))}{(4+\log (5))^2 (x+\log (5)+4)^2}-\frac{25\ 2^{12+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) \log ^2(2) (2+\log (2) (4+\log (5)))}{(4+\log (5))^2}+\frac{25\ 2^{3-2 x} (2+\log (2) (4+\log (5)))}{x (4+\log (5))^3}+\frac{25\ 2^{13+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) \log (2) (2+\log (2) (4+\log (5)))}{(4+\log (5))^3}-\frac{75\ 2^{11+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) (2+\log (2) (4+\log (5)))}{(4+\log (5))^4}+\frac{25\ 2^{12+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) \log ^3(2)}{4+\log (5)}+\frac{25\ 2^{2-2 x}}{x^2 (4+\log (5))^2}-\frac{5\ 2^{10+\log (5)} \text{Ei}(-\log (2) (x+\log (5)+4)) \log (2)}{(4+\log (5))^2}-\frac{25\ 2^{3-2 x} \log (2)}{x (4+\log (5))^2}-\frac{75\ 2^{3-2 x}}{x (4+\log (5))^3}-\frac{75\ 2^{12+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) \log (2)}{(4+\log (5))^3}+\frac{25\ 2^{11+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4)) \log (2)}{(4+\log (5))^3}+\frac{75\ 2^{12+\log (25)} \text{Ei}(-2 \log (2) (x+\log (5)+4))}{(4+\log (5))^4}","\frac{\left(16-\frac{5\ 2^{1-x}}{x+4+\log (5)}\right)^2}{x^2}",1,"256/x^2 - (1200*ExpIntegralEi[-2*x*Log[2]])/(4 + Log[5])^4 + (75*2^(12 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])])/(4 + Log[5])^4 - (75*2^(3 - 2*x))/(x*(4 + Log[5])^3) - (1400*ExpIntegralEi[-2*x*Log[2]]*Log[2])/(4 + Log[5])^3 + (25*2^(11 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*Log[2])/(4 + Log[5])^3 - (75*2^(12 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*Log[2])/(4 + Log[5])^3 + (25*2^(2 - 2*x))/(x^2*(4 + Log[5])^2) - (25*2^(3 - 2*x)*Log[2])/(x*(4 + Log[5])^2) - (5*2^(10 + Log[5])*ExpIntegralEi[-(Log[2]*(4 + x + Log[5]))]*Log[2])/(4 + Log[5])^2 - (400*ExpIntegralEi[-2*x*Log[2]]*Log[2]^2)/(4 + Log[5])^2 + (25*2^(12 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*Log[2]^3)/(4 + Log[5]) - (25*2^(2 - 2*x))/((4 + Log[5])^2*(4 + x + Log[5])^2) - (25*2^(2 - 2*x)*Log[2])/((4 + Log[5])*(4 + x + Log[5])^2) - (75*2^(3 - 2*x))/((4 + Log[5])^3*(4 + x + Log[5])) - (5*2^(6 - x))/((4 + Log[5])^2*(4 + x + Log[5])) + (25*2^(3 - 2*x)*Log[2]^2)/((4 + Log[5])*(4 + x + Log[5])) + (600*ExpIntegralEi[-2*x*Log[2]]*(2 + Log[2]*(4 + Log[5])))/(4 + Log[5])^4 - (75*2^(11 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*(2 + Log[2]*(4 + Log[5])))/(4 + Log[5])^4 + (25*2^(3 - 2*x)*(2 + Log[2]*(4 + Log[5])))/(x*(4 + Log[5])^3) + (400*ExpIntegralEi[-2*x*Log[2]]*Log[2]*(2 + Log[2]*(4 + Log[5])))/(4 + Log[5])^3 + (25*2^(13 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*Log[2]*(2 + Log[2]*(4 + Log[5])))/(4 + Log[5])^3 - (25*2^(12 + Log[25])*ExpIntegralEi[-2*Log[2]*(4 + x + Log[5])]*Log[2]^2*(2 + Log[2]*(4 + Log[5])))/(4 + Log[5])^2 + (25*2^(2 - 2*x)*(2 + Log[2]*(4 + Log[5])))/((4 + Log[5])^2*(4 + x + Log[5])^2) + (25*2^(4 - 2*x)*(2 + Log[2]*(4 + Log[5])))/((4 + Log[5])^3*(4 + x + Log[5])) - (25*2^(3 - 2*x)*Log[2]*(2 + Log[2]*(4 + Log[5])))/((4 + Log[5])^2*(4 + x + Log[5])) - (5*2^(5 - x)*(8 + Log[25]))/(x^2*(4 + Log[5])^2) + (5*2^(5 - x)*Log[2]*(8 + Log[25]))/(x*(4 + Log[5])^2) + (160*ExpIntegralEi[-(x*Log[2])]*Log[2]^2*(8 + Log[25]))/(4 + Log[5])^2 - (320*ExpIntegralEi[-(x*Log[2])]*Log[2]*(16 + Log[5]^2 + 4*Log[25]))/(4 + Log[5])^4 + (5*2^(10 + Log[5])*ExpIntegralEi[-(Log[2]*(4 + x + Log[5]))]*Log[2]*(16 + Log[5]^2 + 4*Log[25]))/(4 + Log[5])^4 + (5*2^(6 - x)*(4 - Log[2]*Log[5]^2 - Log[16]*Log[25] - Log[65536/5]))/(x*(4 + Log[5])^3) + (320*ExpIntegralEi[-(x*Log[2])]*Log[2]*(4 - Log[2]*Log[5]^2 - Log[16]*Log[25] - Log[65536/5]))/(4 + Log[5])^3","C",49,5,210,0.02381,1,"{6, 6688, 6742, 2178, 2177}"
1935,1,16,0,0.0129013,"\int \frac{-1+48 x^2+16 e^x x^2}{48 x^2} \, dx","Int[(-1 + 48*x^2 + 16*E^x*x^2)/(48*x^2),x]","x+\frac{e^x}{3}+\frac{1}{48 x}","\frac{1}{3} \left(e^x+\frac{1}{16 x}\right)+x",1,"E^x/3 + 1/(48*x) + x","A",6,3,22,0.1364,1,"{12, 14, 2194}"
1936,1,28,0,0.5474916,"\int \frac{e^{-2 x^2} \left(40+160 x^2+2 e^{2 x^2} x^2-60 e x^3\right)}{x^2} \, dx","Int[(40 + 160*x^2 + 2*E^(2*x^2)*x^2 - 60*E*x^3)/(E^(2*x^2)*x^2),x]","2 x-\frac{5 e^{-2 x^2} \left(8 x^2-3 e x^3\right)}{x^3}","\frac{5 e^{-2 x^2} (3 e x-8)}{x}+2 x",1,"2*x - (5*(8*x^2 - 3*E*x^3))/(E^(2*x^2)*x^3)","A",5,4,36,0.1111,1,"{6741, 12, 6742, 2288}"
1937,1,10,0,0.0103243,"\int \frac{32+16 x^3}{8 x+x^4} \, dx","Int[(32 + 16*x^3)/(8*x + x^4),x]","4 \log \left(x^4+8 x\right)","\log \left(\frac{1}{25} \left(\frac{x^4}{4}+2 x\right)^4\right)",1,"4*Log[8*x + x^4]","A",1,1,17,0.05882,1,"{1587}"
1938,1,26,0,0.107224,"\int \frac{2 x^4+e^{\frac{5+e^{e^5}}{x}} \left(165+33 e^{e^5}+33 x\right)}{11 x^3} \, dx","Int[(2*x^4 + E^((5 + E^E^5)/x)*(165 + 33*E^E^5 + 33*x))/(11*x^3),x]","\frac{x^2}{11}-\frac{3 e^{\frac{5+e^{e^5}}{x}}}{x}","\frac{x^2}{11}+\frac{x-3 \left(x+e^{\frac{5+e^{e^5}}{x}}\right)}{x}",1,"(-3*E^((5 + E^E^5)/x))/x + x^2/11","A",4,3,39,0.07692,1,"{12, 14, 2288}"
1939,1,16,0,0.0052594,"\int -2 e^{\frac{2}{25} \left(695-e^4-25 x\right)} \, dx","Int[-2*E^((2*(695 - E^4 - 25*x))/25),x]","e^{\frac{2}{25} \left(-25 x-e^4+695\right)}","e^{-2 x-\frac{2 e^4}{25}+\frac{278}{5}}",1,"E^((2*(695 - E^4 - 25*x))/25)","A",2,2,18,0.1111,1,"{12, 2194}"
1940,1,18,0,0.0338669,"\int \frac{-6 x+2 x \log \left(\frac{2}{e^3}\right)}{9+6 x^2+x^4+\left(-6-2 x^2\right) \log \left(\frac{2}{e^3}\right)+\log ^2\left(\frac{2}{e^3}\right)} \, dx","Int[(-6*x + 2*x*Log[2/E^3])/(9 + 6*x^2 + x^4 + (-6 - 2*x^2)*Log[2/E^3] + Log[2/E^3]^2),x]","\frac{6-\log (2)}{x^2+6-\log (2)}","\frac{x^2}{-x^2-3+\log \left(\frac{2}{e^3}\right)}",1,"(6 - Log[2])/(6 + x^2 - Log[2])","A",5,5,48,0.1042,1,"{6, 12, 1989, 28, 261}"
1941,0,0,0,27.9464692,"\int \frac{\exp \left(-\frac{\log ^2(x)+2 e^x x \log (x) \log \left(x^2\right)+\left(e^{2 x} x^2+4 x^7\right) \log ^2\left(x^2\right)}{4 x^6 \log ^2\left(x^2\right)}\right) \left(2 \log ^2(x)+\left(\left(-1+2 e^x x\right) \log (x)+3 \log ^2(x)\right) \log \left(x^2\right)+\left(-e^x x+e^x \left(5 x-x^2\right) \log (x)\right) \log ^2\left(x^2\right)+\left(2 x^6-2 x^7+e^{2 x} \left(2 x^2-x^3\right)\right) \log ^3\left(x^2\right)\right)}{2 x^6 \log ^3\left(x^2\right)} \, dx","Int[(2*Log[x]^2 + ((-1 + 2*E^x*x)*Log[x] + 3*Log[x]^2)*Log[x^2] + (-(E^x*x) + E^x*(5*x - x^2)*Log[x])*Log[x^2]^2 + (2*x^6 - 2*x^7 + E^(2*x)*(2*x^2 - x^3))*Log[x^2]^3)/(2*E^((Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))*x^6*Log[x^2]^3),x]","\int \frac{\exp \left(-\frac{\log ^2(x)+2 e^x x \log (x) \log \left(x^2\right)+\left(e^{2 x} x^2+4 x^7\right) \log ^2\left(x^2\right)}{4 x^6 \log ^2\left(x^2\right)}\right) \left(2 \log ^2(x)+\left(\left(-1+2 e^x x\right) \log (x)+3 \log ^2(x)\right) \log \left(x^2\right)+\left(-e^x x+e^x \left(5 x-x^2\right) \log (x)\right) \log ^2\left(x^2\right)+\left(2 x^6-2 x^7+e^{2 x} \left(2 x^2-x^3\right)\right) \log ^3\left(x^2\right)\right)}{2 x^6 \log ^3\left(x^2\right)} \, dx","x e^{-\frac{\left(\frac{\log (x)}{x \log \left(x^2\right)}+e^x\right)^2}{4 x^4}-x}",1,"Defer[Int][E^(-1/4*(Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(x^6*Log[x^2]^2)), x] + Defer[Int][E^(2*x - (Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))/x^4, x] - Defer[Int][E^(2*x - (Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))/x^3, x]/2 - Defer[Int][x/E^((Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2)), x] + Defer[Int][Log[x]^2/(E^((Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))*x^6*Log[x^2]^3), x] - Defer[Int][Log[x]/(E^((Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))*x^6*Log[x^2]^2), x]/2 + Defer[Int][Log[x]/(E^((Log[x] + E^x*x*Log[x^2])^2/(4*x^6*Log[x^2]^2))*x^5*Log[x^2]^2), x] + (3*Defer[Int][Log[x]^2/(E^((Log[x]^2 + 2*E^x*x*Log[x]*Log[x^2] + (E^(2*x)*x^2 + 4*x^7)*Log[x^2]^2)/(4*x^6*Log[x^2]^2))*x^6*Log[x^2]^2), x])/2 - Defer[Int][1/(E^((Log[x] + E^x*x*Log[x^2])^2/(4*x^6*Log[x^2]^2))*x^5*Log[x^2]), x]/2 + (5*Defer[Int][Log[x]/(E^((Log[x] + E^x*x*Log[x^2])^2/(4*x^6*Log[x^2]^2))*x^5*Log[x^2]), x])/2 - Defer[Int][Log[x]/(E^((Log[x] + E^x*x*Log[x^2])^2/(4*x^6*Log[x^2]^2))*x^4*Log[x^2]), x]/2","F",0,0,0,0,-1,"{}"
1942,0,0,0,0.7986272,"\int \frac{-2600-1747 x+146 x^2-3 x^3+\left(-204-145 x+6 x^2\right) \log (4+3 x)+(-4-3 x) \log ^2(4+3 x)}{7500+5025 x-438 x^2+9 x^3+\left(600+426 x-18 x^2\right) \log (4+3 x)+(12+9 x) \log ^2(4+3 x)} \, dx","Int[(-2600 - 1747*x + 146*x^2 - 3*x^3 + (-204 - 145*x + 6*x^2)*Log[4 + 3*x] + (-4 - 3*x)*Log[4 + 3*x]^2)/(7500 + 5025*x - 438*x^2 + 9*x^3 + (600 + 426*x - 18*x^2)*Log[4 + 3*x] + (12 + 9*x)*Log[4 + 3*x]^2),x]","\int \frac{-2600-1747 x+146 x^2-3 x^3+\left(-204-145 x+6 x^2\right) \log (4+3 x)+(-4-3 x) \log ^2(4+3 x)}{7500+5025 x-438 x^2+9 x^3+\left(600+426 x-18 x^2\right) \log (4+3 x)+(12+9 x) \log ^2(4+3 x)} \, dx","\frac{1}{3} \left(-x+\frac{x}{x-\log (3 x+4)-25}+1\right)+\log (2)",1,"-1/3*x + Defer[Int][(-25 + x - Log[4 + 3*x])^(-2), x]/3 - Defer[Int][x/(-25 + x - Log[4 + 3*x])^2, x]/3 - (4*Defer[Int][1/((4 + 3*x)*(-25 + x - Log[4 + 3*x])^2), x])/3 + Defer[Int][(-25 + x - Log[4 + 3*x])^(-1), x]/3","F",0,0,0,0,-1,"{}"
1943,1,21,0,0.0291156,"\int \left(8 e^{5+8 x}-2 \log \left(\frac{3}{2 x}\right)+\left(2-2 \log \left(\frac{3}{2 x}\right)\right) \log (x)\right) \, dx","Int[8*E^(5 + 8*x) - 2*Log[3/(2*x)] + (2 - 2*Log[3/(2*x)])*Log[x],x]","e^{8 x+5}-2 x \log \left(\frac{3}{2 x}\right) \log (x)","e^{8 x+5}-2 x \log \left(\frac{3}{2 x}\right) \log (x)",1,"E^(5 + 8*x) - 2*x*Log[3/(2*x)]*Log[x]","A",6,4,35,0.1143,1,"{2194, 2295, 2361, 12}"
1944,-1,0,0,180.0026574,"\int \frac{\exp \left(\exp \left(\frac{2 e^{-2 x} \left(-100+40 x+76 x^2-16 x^3-16 x^4+e^{2+2 x} \left(x+4 x^2+4 x^3\right)\right)}{1+4 x+4 x^2}\right)-2 x+\frac{2 e^{-2 x} \left(-100+40 x+76 x^2-16 x^3-16 x^4+e^{2+2 x} \left(x+4 x^2+4 x^3\right)\right)}{1+4 x+4 x^2}\right) \left(1280+784 x-720 x^2-736 x^3+64 x^4+128 x^5+e^{2+2 x} \left(2+12 x+24 x^2+16 x^3\right)\right)}{1+6 x+12 x^2+8 x^3} \, dx","Int[(E^(E^((2*(-100 + 40*x + 76*x^2 - 16*x^3 - 16*x^4 + E^(2 + 2*x)*(x + 4*x^2 + 4*x^3)))/(E^(2*x)*(1 + 4*x + 4*x^2))) - 2*x + (2*(-100 + 40*x + 76*x^2 - 16*x^3 - 16*x^4 + E^(2 + 2*x)*(x + 4*x^2 + 4*x^3)))/(E^(2*x)*(1 + 4*x + 4*x^2)))*(1280 + 784*x - 720*x^2 - 736*x^3 + 64*x^4 + 128*x^5 + E^(2 + 2*x)*(2 + 12*x + 24*x^2 + 16*x^3)))/(1 + 6*x + 12*x^2 + 8*x^3),x]","\text{\$Aborted}","e^{e^{2 e^2 x-8 e^{-2 x} \left(x-\frac{5}{2 x+1}\right)^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
1945,0,0,0,3.6535225,"\int \frac{4+(1+x) \log \left(\frac{3}{x^2}\right) \log ^2\left(\log ^2\left(\frac{3}{x^2}\right)\right)}{x \log \left(\frac{3}{x^2}\right) \log \left(\log ^2\left(\frac{3}{x^2}\right)\right)+\left(\left(-x+x^2\right) \log \left(\frac{3}{x^2}\right)+x \log \left(\frac{3}{x^2}\right) \log (x)\right) \log ^2\left(\log ^2\left(\frac{3}{x^2}\right)\right)} \, dx","Int[(4 + (1 + x)*Log[3/x^2]*Log[Log[3/x^2]^2]^2)/(x*Log[3/x^2]*Log[Log[3/x^2]^2] + ((-x + x^2)*Log[3/x^2] + x*Log[3/x^2]*Log[x])*Log[Log[3/x^2]^2]^2),x]","\int \frac{4+(1+x) \log \left(\frac{3}{x^2}\right) \log ^2\left(\log ^2\left(\frac{3}{x^2}\right)\right)}{x \log \left(\frac{3}{x^2}\right) \log \left(\log ^2\left(\frac{3}{x^2}\right)\right)+\left(\left(-x+x^2\right) \log \left(\frac{3}{x^2}\right)+x \log \left(\frac{3}{x^2}\right) \log (x)\right) \log ^2\left(\log ^2\left(\frac{3}{x^2}\right)\right)} \, dx","\log \left(\frac{1}{\log \left(\log ^2\left(\frac{3}{x^2}\right)\right)}+x+\log (x)-1\right)",1,"Log[1 - x - Log[x]] - Log[Log[Log[3/x^2]^2]] - 4*Defer[Int][1/(Log[3/x^2]*(1 + (-1 + x + Log[x])*Log[Log[3/x^2]^2])), x] + 4*Defer[Int][1/(x*Log[3/x^2]*(1 + (-1 + x + Log[x])*Log[Log[3/x^2]^2])), x] - 4*Defer[Int][Log[x]/(x*Log[3/x^2]*(1 + (-1 + x + Log[x])*Log[Log[3/x^2]^2])), x] - Defer[Int][1/((-1 + x + Log[x])*(1 + (-1 + x + Log[x])*Log[Log[3/x^2]^2])), x] - Defer[Int][1/(x*(-1 + x + Log[x])*(1 + (-1 + x + Log[x])*Log[Log[3/x^2]^2])), x]","F",0,0,0,0,-1,"{}"
1946,1,258,0,2.8656659,"\int \frac{32-40 x-96 x^2+157 x^3-111 x^5-9 x^7+3 x^9+e^{2 x^2} \left(2-10 x^2+4 x^4\right)+e^{x^2} \left(16-10 x-64 x^2+60 x^3+16 x^4-70 x^5+20 x^7\right)}{-x^3+3 x^5-3 x^7+x^9} \, dx","Int[(32 - 40*x - 96*x^2 + 157*x^3 - 111*x^5 - 9*x^7 + 3*x^9 + E^(2*x^2)*(2 - 10*x^2 + 4*x^4) + E^x^2*(16 - 10*x - 64*x^2 + 60*x^3 + 16*x^4 - 70*x^5 + 20*x^7))/(-x^3 + 3*x^5 - 3*x^7 + x^9),x]","-\frac{609 x}{8 \left(1-x^2\right)}-\frac{23 x}{2 \left(1-x^2\right)^2}+\frac{e^{x^2}}{1-x}+\frac{11 e^{x^2}}{x+1}+\frac{e^{2 x^2}}{1-x^2}+\frac{16}{1-x^2}+\frac{2 e^{x^2}}{(1-x)^2}+\frac{2 e^{x^2}}{(x+1)^2}+\frac{e^{2 x^2}}{\left(1-x^2\right)^2}+\frac{16}{\left(1-x^2\right)^2}-\frac{10 e^{x^2}}{x}+\frac{25}{\left(1-x^2\right) x}+\frac{10}{\left(1-x^2\right)^2 x}+\frac{8 e^{x^2}}{x^2}+\frac{e^{2 x^2}}{x^2}+\frac{16}{x^2}-\frac{3 x^5}{4 \left(1-x^2\right)^2}+\frac{15 x^3}{8 \left(1-x^2\right)}+\frac{9 x^3}{4 \left(1-x^2\right)^2}+\frac{45 x}{8}-\frac{75}{x}","\left(\frac{e^{x^2}+4}{x^3-x}+5\right)^2+3 x",1,"(2*E^x^2)/(1 - x)^2 + E^x^2/(1 - x) + 16/x^2 + (8*E^x^2)/x^2 + E^(2*x^2)/x^2 - 75/x - (10*E^x^2)/x + (45*x)/8 + (2*E^x^2)/(1 + x)^2 + (11*E^x^2)/(1 + x) + 16/(1 - x^2)^2 + E^(2*x^2)/(1 - x^2)^2 + 10/(x*(1 - x^2)^2) - (23*x)/(2*(1 - x^2)^2) + (9*x^3)/(4*(1 - x^2)^2) - (3*x^5)/(4*(1 - x^2)^2) + 16/(1 - x^2) + E^(2*x^2)/(1 - x^2) + 25/(x*(1 - x^2)) - (609*x)/(8*(1 - x^2)) + (15*x^3)/(8*(1 - x^2))","B",55,16,108,0.1481,1,"{6741, 6742, 199, 207, 266, 44, 290, 325, 288, 321, 2177, 2178, 2220, 2204, 2214, 2210}"
1947,1,175,0,0.642312,"\int \frac{1}{3} e^{\frac{1}{3} (3+3 x-\log (x))} (3+(2+3 x) \log (x)) \, dx","Int[(E^((3 + 3*x - Log[x])/3)*(3 + (2 + 3*x)*Log[x]))/3,x]","-\frac{9}{25} e x^{5/3} \, _2F_2\left(\frac{5}{3},\frac{5}{3};\frac{8}{3},\frac{8}{3};x\right)-\frac{3}{2} e x^{2/3} \, _2F_2\left(\frac{2}{3},\frac{2}{3};\frac{5}{3},\frac{5}{3};x\right)-\frac{e x^{2/3} \Gamma \left(\frac{2}{3},-x\right)}{(-x)^{2/3}}-\frac{3 e x^{2/3} \Gamma \left(\frac{5}{3}\right) \log \left(\sqrt[3]{x}\right)}{(-x)^{2/3}}+\frac{2 e x^{2/3} \Gamma \left(\frac{2}{3}\right) \log \left(\sqrt[3]{x}\right)}{(-x)^{2/3}}-\frac{e x^{5/3} \log (x) \Gamma \left(\frac{5}{3},-x\right)}{(-x)^{5/3}}-\frac{2 e x^{2/3} \log (x) \Gamma \left(\frac{2}{3},-x\right)}{3 (-x)^{2/3}}","x e^{x+\frac{1}{3} (3-\log (x))} \log (x)",1,"-((E*x^(2/3)*Gamma[2/3, -x])/(-x)^(2/3)) - (3*E*x^(2/3)*HypergeometricPFQ[{2/3, 2/3}, {5/3, 5/3}, x])/2 - (9*E*x^(5/3)*HypergeometricPFQ[{5/3, 5/3}, {8/3, 8/3}, x])/25 + (2*E*x^(2/3)*Gamma[2/3]*Log[x^(1/3)])/(-x)^(2/3) - (3*E*x^(2/3)*Gamma[5/3]*Log[x^(1/3)])/(-x)^(2/3) - (2*E*x^(2/3)*Gamma[2/3, -x]*Log[x])/(3*(-x)^(2/3)) - (E*x^(5/3)*Gamma[5/3, -x]*Log[x])/(-x)^(5/3)","C",16,10,29,0.3448,1,"{12, 2274, 6688, 6742, 2218, 2226, 2554, 15, 14, 6561}"
1948,1,29,0,0.3945847,"\int \frac{e^{-x} \left(-2-2 x-x^2+e^5 x^2-2 e^x x^2\right)}{2 x^2} \, dx","Int[(-2 - 2*x - x^2 + E^5*x^2 - 2*E^x*x^2)/(2*E^x*x^2),x]","-x+\frac{1}{2} \left(1-e^5\right) e^{-x}+\frac{e^{-x}}{x}","-x+\frac{1}{2} e^{-x} \left(\frac{3 x+2}{x}-e^5-2\right)+4",1,"(1 - E^5)/(2*E^x) + 1/(E^x*x) - x","A",10,7,37,0.1892,1,"{6, 12, 6742, 2199, 2194, 2177, 2178}"
1949,0,0,0,0.467031,"\int \frac{-1+e^2+5 e^4+\left(e^2+5 e^4\right) \log (x)+\left(1+10 e^2+\left(1+10 e^2\right) \log (x)\right) \log (1+\log (x))+(5+5 \log (x)) \log ^2(1+\log (x))}{e^4+e^4 \log (x)+\left(2 e^2+2 e^2 \log (x)\right) \log (1+\log (x))+(1+\log (x)) \log ^2(1+\log (x))} \, dx","Int[(-1 + E^2 + 5*E^4 + (E^2 + 5*E^4)*Log[x] + (1 + 10*E^2 + (1 + 10*E^2)*Log[x])*Log[1 + Log[x]] + (5 + 5*Log[x])*Log[1 + Log[x]]^2)/(E^4 + E^4*Log[x] + (2*E^2 + 2*E^2*Log[x])*Log[1 + Log[x]] + (1 + Log[x])*Log[1 + Log[x]]^2),x]","\int \frac{-1+e^2+5 e^4+\left(e^2+5 e^4\right) \log (x)+\left(1+10 e^2+\left(1+10 e^2\right) \log (x)\right) \log (1+\log (x))+(5+5 \log (x)) \log ^2(1+\log (x))}{e^4+e^4 \log (x)+\left(2 e^2+2 e^2 \log (x)\right) \log (1+\log (x))+(1+\log (x)) \log ^2(1+\log (x))} \, dx","5 x+\frac{x}{\log (\log (x)+1)+e^2}",1,"5*x - Defer[Int][1/((1 + Log[x])*(E^2 + Log[1 + Log[x]])^2), x] + Defer[Int][(E^2 + Log[1 + Log[x]])^(-1), x]","F",0,0,0,0,-1,"{}"
1950,0,0,0,0.2048192,"\int \frac{-5 x+\left(10 x+4 x^2\right) \log \left(\frac{x}{5+2 x}\right)+\left(25-4 x^2\right) \log ^2\left(\frac{x}{5+2 x}\right)}{(5+2 x) \log ^2\left(\frac{x}{5+2 x}\right)} \, dx","Int[(-5*x + (10*x + 4*x^2)*Log[x/(5 + 2*x)] + (25 - 4*x^2)*Log[x/(5 + 2*x)]^2)/((5 + 2*x)*Log[x/(5 + 2*x)]^2),x]","\int \frac{-5 x+\left(10 x+4 x^2\right) \log \left(\frac{x}{5+2 x}\right)+\left(25-4 x^2\right) \log ^2\left(\frac{x}{5+2 x}\right)}{(5+2 x) \log ^2\left(\frac{x}{5+2 x}\right)} \, dx","\frac{x^2}{\log \left(\frac{x}{2 x+5}\right)}-(2-x)^2+x-4",1,"5*x - x^2 - 5*Defer[Int][x/((5 + 2*x)*Log[x/(5 + 2*x)]^2), x] + 2*Defer[Int][x/Log[x/(5 + 2*x)], x]","F",0,0,0,0,-1,"{}"
1951,0,0,0,15.0077059,"\int \frac{2 x^3-4 x^4+\left(6 x-12 x^2-4 x^3+3 x^4+x^5\right) \log \left(-x+x^2\right)+\left(-12 x+6 x^2+6 x^3\right) \log ^2\left(-x+x^2\right)+\left(-10+9 x+x^2\right) \log ^3\left(-x+x^2\right)}{\left(-x^4+x^5\right) \log \left(-x+x^2\right)+\left(-6 x^2+6 x^3\right) \log ^2\left(-x+x^2\right)+\left(-9+8 x+x^2\right) \log ^3\left(-x+x^2\right)} \, dx","Int[(2*x^3 - 4*x^4 + (6*x - 12*x^2 - 4*x^3 + 3*x^4 + x^5)*Log[-x + x^2] + (-12*x + 6*x^2 + 6*x^3)*Log[-x + x^2]^2 + (-10 + 9*x + x^2)*Log[-x + x^2]^3)/((-x^4 + x^5)*Log[-x + x^2] + (-6*x^2 + 6*x^3)*Log[-x + x^2]^2 + (-9 + 8*x + x^2)*Log[-x + x^2]^3),x]","\int \frac{2 x^3-4 x^4+\left(6 x-12 x^2-4 x^3+3 x^4+x^5\right) \log \left(-x+x^2\right)+\left(-12 x+6 x^2+6 x^3\right) \log ^2\left(-x+x^2\right)+\left(-10+9 x+x^2\right) \log ^3\left(-x+x^2\right)}{\left(-x^4+x^5\right) \log \left(-x+x^2\right)+\left(-6 x^2+6 x^3\right) \log ^2\left(-x+x^2\right)+\left(-9+8 x+x^2\right) \log ^3\left(-x+x^2\right)} \, dx","\log \left(4 \left(\left(\frac{x^2}{\log \left(x^2-x\right)}+3\right)^2+x\right)\right)+x",1,"x + Log[9 + x] - 2*Defer[Int][(-1 + 2*x)/((-1 + x)*x*Log[(-1 + x)*x]), x] + 735*Defer[Int][(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2)^(-1), x] + 6*Defer[Int][1/((-1 + x)*(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2)), x] - 69*Defer[Int][x/(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2), x] + 9*Defer[Int][x^2/(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2), x] + 3*Defer[Int][x^3/(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2), x] - 6561*Defer[Int][1/((9 + x)*(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2)), x] + 58*Defer[Int][Log[(-1 + x)*x]/(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2), x] + 20*Defer[Int][Log[(-1 + x)*x]/((-1 + x)*(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2)), x] + 6*Defer[Int][(x*Log[(-1 + x)*x])/(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2), x] - 486*Defer[Int][Log[(-1 + x)*x]/((9 + x)*(x^4 + 6*x^2*Log[(-1 + x)*x] + 9*Log[(-1 + x)*x]^2 + x*Log[(-1 + x)*x]^2)), x] + 18*Defer[Int][Log[(-1 + x)*x]/(x^5 + 6*x^3*Log[(-1 + x)*x] + x*(9 + x)*Log[(-1 + x)*x]^2), x]","F",0,0,0,0,-1,"{}"
1952,1,24,0,0.0590484,"\int \frac{32 x+16 e^3 x+2 e^6 x}{1+e^5-2 x^2+x^4+e^{5/2} \left(-2+2 x^2\right)} \, dx","Int[(32*x + 16*E^3*x + 2*E^6*x)/(1 + E^5 - 2*x^2 + x^4 + E^(5/2)*(-2 + 2*x^2)),x]","\frac{\left(4+e^3\right)^2}{-x^2-e^{5/2}+1}","\frac{\left(4+e^3\right)^2}{-x^2-e^{5/2}+1}",1,"(4 + E^3)^2/(1 - E^(5/2) - x^2)","A",6,5,45,0.1111,1,"{6, 12, 1989, 28, 261}"
1953,1,27,0,0.025087,"\int \frac{48 x^3+e^6 \left(4+12 x-36 x^2+48 x^3\right)}{e^6} \, dx","Int[(48*x^3 + E^6*(4 + 12*x - 36*x^2 + 48*x^3))/E^6,x]","\frac{12 x^4}{e^6}+12 x^4-12 x^3+6 x^2+4 x","x \left(6 \left(2 \left(x \left(\frac{x}{e^6}+x\right)-x\right) x+x\right)+4\right)",1,"4*x + 6*x^2 - 12*x^3 + 12*x^4 + (12*x^4)/E^6","A",3,1,29,0.03448,1,"{12}"
1954,1,17,0,0.3268972,"\int \frac{45-5 x+18 x^2-e (-9+x) x^2-2 x^3+e^x \left(9 x^2-x^3\right)}{-9 x^2+x^3} \, dx","Int[(45 - 5*x + 18*x^2 - E*(-9 + x)*x^2 - 2*x^3 + E^x*(9*x^2 - x^3))/(-9*x^2 + x^3),x]","-((2+e) x)-e^x+\frac{5}{x}","-e (x-9)-e^x-2 x+\frac{5}{x}+e^2",1,"-E^x + 5/x - (2 + E)*x","A",7,4,51,0.07843,1,"{1593, 6688, 14, 2194}"
1955,1,53,0,0.0293187,"\int \frac{-4+8 x+(-2+e (-1+2 x)) \log (4)}{4+e \log (4)} \, dx","Int[(-4 + 8*x + (-2 + E*(-1 + 2*x))*Log[4])/(4 + E*Log[4]),x]","\frac{4 x^2}{4+e \log (4)}+\frac{(e (1-2 x)+2)^2 \log (4)}{4 e (4+e \log (4))}-\frac{4 x}{4+e \log (4)}","x \left(x-\frac{2}{e+\frac{4}{\log (4)}}\right)-x",1,"(-4*x)/(4 + E*Log[4]) + (4*x^2)/(4 + E*Log[4]) + ((2 + E*(1 - 2*x))^2*Log[4])/(4*E*(4 + E*Log[4]))","B",2,1,26,0.03846,1,"{12}"
1956,1,79,0,0.3982261,"\int \frac{4-144 x^3-576 x^3 \log (4)+e^{2 x} \left(-72 x-72 x^2+\left(-288 x-288 x^2\right) \log (4)\right)+e^x \left(216 x^2+72 x^3+\left(864 x^2+288 x^3\right) \log (4)\right)}{1+4 \log (4)} \, dx","Int[(4 - 144*x^3 - 576*x^3*Log[4] + E^(2*x)*(-72*x - 72*x^2 + (-288*x - 288*x^2)*Log[4]) + E^x*(216*x^2 + 72*x^3 + (864*x^2 + 288*x^3)*Log[4]))/(1 + 4*Log[4]),x]","-36 x^4+\frac{72 e^x x^3}{1+\log (256)}+\frac{288 e^x x^3 \log (4)}{1+\log (256)}-\frac{36 e^{2 x} x^2}{1+\log (256)}-\frac{144 e^{2 x} x^2 \log (4)}{1+\log (256)}+\frac{4 x}{1+\log (256)}","\frac{x}{\frac{1}{4}+\log (4)}-36 x^2 \left(x-e^x\right)^2",1,"-36*x^4 + (4*x)/(1 + Log[256]) - (36*E^(2*x)*x^2)/(1 + Log[256]) + (72*E^x*x^3)/(1 + Log[256]) - (144*E^(2*x)*x^2*Log[4])/(1 + Log[256]) + (288*E^x*x^3*Log[4])/(1 + Log[256])","B",35,5,79,0.06329,1,"{6, 12, 2196, 2176, 2194}"
1957,1,27,0,0.0501725,"\int \frac{5-e^{\frac{5}{\log (3)}}+x^2+e^x x^2-2 x^3}{x^2} \, dx","Int[(5 - E^(5/Log[3]) + x^2 + E^x*x^2 - 2*x^3)/x^2,x]","-x^2+x+e^x-\frac{5-e^{\frac{5}{\log (3)}}}{x}","-x^2+\frac{2 x^2-5+e^{\frac{5}{\log (3)}}}{x}-x+e^x-2",1,"E^x - (5 - E^(5/Log[3]))/x + x - x^2","A",5,2,31,0.06452,1,"{14, 2194}"
1958,1,23,0,0.3281418,"\int \frac{4 e^{5+\frac{2}{\log (x)}}+\left(-x+36 x^2\right) \log ^2(x)}{2 x \log ^2(x)} \, dx","Int[(4*E^(5 + 2/Log[x]) + (-x + 36*x^2)*Log[x]^2)/(2*x*Log[x]^2),x]","9 x^2-\frac{x}{2}-e^{\frac{2}{\log (x)}+5}","9 x^2-\frac{x}{2}+e^5 \left(e^5-e^{\frac{2}{\log (x)}}\right)+2",1,"-E^(5 + 2/Log[x]) - x/2 + 9*x^2","A",5,3,38,0.07895,1,"{12, 6688, 2209}"
1959,1,64,0,0.2116837,"\int \frac{-179159040-414720 x+165888 x^2-165888 x^2 \log (3)}{-2015539200+820212480 x-86252688 x^2+572857 x^3-1306 x^4+x^5+\left(-806215680 x+166841856 x^2-1132704 x^3+2602 x^4-2 x^5\right) \log (3)+\left(-80621568 x^2+559872 x^3-1296 x^4+x^5\right) \log ^2(3)} \, dx","Int[(-179159040 - 414720*x + 165888*x^2 - 165888*x^2*Log[3])/(-2015539200 + 820212480*x - 86252688*x^2 + 572857*x^3 - 1306*x^4 + x^5 + (-806215680*x + 166841856*x^2 - 1132704*x^3 + 2602*x^4 - 2*x^5)*Log[3] + (-80621568*x^2 + 559872*x^3 - 1296*x^4 + x^5)*Log[3]^2),x]","\frac{414720 (1-\log (3))}{(427-432 \log (3))^2 (5-x (1-\log (3)))}-\frac{414720}{(432-x) (427-432 \log (3))^2}-\frac{35831808}{(432-x)^2 (427-432 \log (3))}","\frac{4 x}{\left(\frac{x}{144}-3\right)^2 (-x+x \log (3)+5)}+4",1,"-414720/((432 - x)*(427 - 432*Log[3])^2) - 35831808/((432 - x)^2*(427 - 432*Log[3])) + (414720*(1 - Log[3]))/((5 - x*(1 - Log[3]))*(427 - 432*Log[3])^2)","B",3,2,94,0.02128,1,"{6, 2074}"
1960,1,10,0,0.1118664,"\int \frac{4 e^{\log ^2\left(-3 x^2\right)} \log \left(-3 x^2\right)}{x} \, dx","Int[(4*E^Log[-3*x^2]^2*Log[-3*x^2])/x,x]","e^{\log ^2\left(-3 x^2\right)}","e^{\log ^2\left(-3 x^2\right)}",1,"E^Log[-3*x^2]^2","A",3,4,21,0.1905,1,"{12, 2276, 2204, 2209}"
1961,1,20,0,0.0293086,"\int \frac{-2+e^{e^4} \left(4-4 x+x^2\right)}{8-8 x+2 x^2} \, dx","Int[(-2 + E^E^4*(4 - 4*x + x^2))/(8 - 8*x + 2*x^2),x]","\frac{e^{e^4} x}{2}-\frac{1}{2-x}","\frac{1}{2} x \left(\frac{x}{x^2-2 x}+e^{e^4}\right)",1,"-(2 - x)^(-1) + (E^E^4*x)/2","A",4,3,29,0.1034,1,"{27, 12, 1850}"
1962,1,5,0,0.0082048,"\int e^{e^x+x} \, dx","Int[E^(E^x + x),x]","e^{e^x}","e^{e^x}",1,"E^E^x","A",2,2,7,0.2857,1,"{2282, 2194}"
1963,1,32,0,0.0310364,"\int \frac{e^{2 x} (-6-12 x)+6 x^2}{e} \, dx","Int[(E^(2*x)*(-6 - 12*x) + 6*x^2)/E,x]","\frac{2 x^3}{e}+3 e^{2 x-1}-3 e^{2 x-1} (2 x+1)","\frac{2 x^2 \left(x-\frac{3 e^{2 x}}{x}\right)}{e}",1,"3*E^(-1 + 2*x) + (2*x^3)/E - 3*E^(-1 + 2*x)*(1 + 2*x)","A",4,3,21,0.1429,1,"{12, 2176, 2194}"
1964,1,850,0,3.7291961,"\int \frac{79-4 x-3080 x^3+160 x^4-616 x^7+32 x^8+\left(-4660 x^2+240 x^3-2164 x^6+112 x^7\right) \log (79-4 x)+\left(-1580 x+80 x^2-2796 x^5+144 x^6\right) \log ^2(79-4 x)+\left(-1564 x^4+80 x^5\right) \log ^3(79-4 x)+\left(-316 x^3+16 x^4\right) \log ^4(79-4 x)}{-79+4 x} \, dx","Int[(79 - 4*x - 3080*x^3 + 160*x^4 - 616*x^7 + 32*x^8 + (-4660*x^2 + 240*x^3 - 2164*x^6 + 112*x^7)*Log[79 - 4*x] + (-1580*x + 80*x^2 - 2796*x^5 + 144*x^6)*Log[79 - 4*x]^2 + (-1564*x^4 + 80*x^5)*Log[79 - 4*x]^3 + (-316*x^3 + 16*x^4)*Log[79 - 4*x]^4)/(-79 + 4*x),x]","x^8+4 \log (79-4 x) x^7+6 \log ^2(79-4 x) x^6+2 \log (79-4 x) x^6-\frac{x^6}{3}+\frac{12}{5} \log ^2(79-4 x) x^5+\frac{237}{5} \log (79-4 x) x^5-\frac{869 x^5}{50}+\frac{237}{4} \log ^2(79-4 x) x^4+\frac{18723}{16} \log (79-4 x) x^4-\frac{227717 x^4}{320}+\frac{6241}{4} \log ^2(79-4 x) x^3+\frac{493359}{16} \log (79-4 x) x^3-\frac{9367741 x^3}{320}+\frac{116851523}{128} \log (79-4 x) x^2-\frac{3388669847 x^2}{2560}+\frac{655414019067 x}{5120}+\frac{(79-4 x)^6}{12288}-\frac{711 (79-4 x)^5}{12800}+\frac{280845 (79-4 x)^4}{16384}+\frac{1}{256} (79-4 x)^4 \log ^4(79-4 x)-\frac{79}{64} (79-4 x)^3 \log ^4(79-4 x)+\frac{18723}{128} (79-4 x)^2 \log ^4(79-4 x)-\frac{493039}{64} (79-4 x) \log ^4(79-4 x)+\frac{38950081}{256} \log ^4(79-4 x)-\frac{2465195}{768} (79-4 x)^3-\frac{1}{256} (79-4 x)^5 \log ^3(79-4 x)+\frac{395}{256} (79-4 x)^4 \log ^3(79-4 x)-\frac{31205}{128} (79-4 x)^3 \log ^3(79-4 x)+\frac{2465195}{128} (79-4 x)^2 \log ^3(79-4 x)-\frac{194750405}{256} (79-4 x) \log ^3(79-4 x)+\frac{3077056399}{256} \log ^3(79-4 x)+\frac{1752754925 (79-4 x)^2}{4096}+\frac{3 (79-4 x)^5 \log ^2(79-4 x)}{1280}-\frac{1185 (79-4 x)^4 \log ^2(79-4 x)}{1024}+\frac{31205}{128} (79-4 x)^3 \log ^2(79-4 x)-\frac{13311733}{512} (79-4 x)^2 \log ^2(79-4 x)+\frac{350525449}{256} (79-4 x) \log ^2(79-4 x)+\frac{236934590923}{320} \log ^2(79-4 x)-\frac{3 (79-4 x)^5 \log (79-4 x)}{3200}+\frac{1185 (79-4 x)^4 \log (79-4 x)}{2048}-\frac{31205}{192} (79-4 x)^3 \log (79-4 x)+\frac{13311733}{512} (79-4 x)^2 \log (79-4 x)-\frac{12035473909 (79-4 x) \log (79-4 x)}{1024}+\frac{\left(-10 (79-4 x)^6+5688 (79-4 x)^5-1404225 (79-4 x)^4+197215600 (79-4 x)^3-17527536450 (79-4 x)^2+1107740303640 (79-4 x)-14585247331260 \log (79-4 x)\right) \log (79-4 x)}{20480}+\frac{\left(12 (79-4 x)^5-5925 (79-4 x)^4+1248200 (79-4 x)^3-147911700 (79-4 x)^2+11685024300 (79-4 x)-184623383940 \log (79-4 x)\right) \log (79-4 x)}{12800}+\frac{79 \left(-3 (79-4 x)^4+1264 (79-4 x)^3-224676 (79-4 x)^2+23665872 (79-4 x)-467400972 \log (79-4 x)\right) \log (79-4 x)}{2048}+\frac{6241}{768} \left(2 (79-4 x)^3-711 (79-4 x)^2+112338 (79-4 x)-2958234 \log (79-4 x)\right) \log (79-4 x)-\frac{21148688515127 \log (79-4 x)}{20480}","\left(x^2 (x+\log (67-4 (x-3)))^2+5\right)^2-x-3",1,"(1752754925*(79 - 4*x)^2)/4096 - (2465195*(79 - 4*x)^3)/768 + (280845*(79 - 4*x)^4)/16384 - (711*(79 - 4*x)^5)/12800 + (79 - 4*x)^6/12288 + (655414019067*x)/5120 - (3388669847*x^2)/2560 - (9367741*x^3)/320 - (227717*x^4)/320 - (869*x^5)/50 - x^6/3 + x^8 - (21148688515127*Log[79 - 4*x])/20480 - (12035473909*(79 - 4*x)*Log[79 - 4*x])/1024 + (13311733*(79 - 4*x)^2*Log[79 - 4*x])/512 - (31205*(79 - 4*x)^3*Log[79 - 4*x])/192 + (1185*(79 - 4*x)^4*Log[79 - 4*x])/2048 - (3*(79 - 4*x)^5*Log[79 - 4*x])/3200 + (116851523*x^2*Log[79 - 4*x])/128 + (493359*x^3*Log[79 - 4*x])/16 + (18723*x^4*Log[79 - 4*x])/16 + (237*x^5*Log[79 - 4*x])/5 + 2*x^6*Log[79 - 4*x] + 4*x^7*Log[79 - 4*x] + ((1107740303640*(79 - 4*x) - 17527536450*(79 - 4*x)^2 + 197215600*(79 - 4*x)^3 - 1404225*(79 - 4*x)^4 + 5688*(79 - 4*x)^5 - 10*(79 - 4*x)^6 - 14585247331260*Log[79 - 4*x])*Log[79 - 4*x])/20480 + ((11685024300*(79 - 4*x) - 147911700*(79 - 4*x)^2 + 1248200*(79 - 4*x)^3 - 5925*(79 - 4*x)^4 + 12*(79 - 4*x)^5 - 184623383940*Log[79 - 4*x])*Log[79 - 4*x])/12800 + (79*(23665872*(79 - 4*x) - 224676*(79 - 4*x)^2 + 1264*(79 - 4*x)^3 - 3*(79 - 4*x)^4 - 467400972*Log[79 - 4*x])*Log[79 - 4*x])/2048 + (6241*(112338*(79 - 4*x) - 711*(79 - 4*x)^2 + 2*(79 - 4*x)^3 - 2958234*Log[79 - 4*x])*Log[79 - 4*x])/768 + (236934590923*Log[79 - 4*x]^2)/320 + (350525449*(79 - 4*x)*Log[79 - 4*x]^2)/256 - (13311733*(79 - 4*x)^2*Log[79 - 4*x]^2)/512 + (31205*(79 - 4*x)^3*Log[79 - 4*x]^2)/128 - (1185*(79 - 4*x)^4*Log[79 - 4*x]^2)/1024 + (3*(79 - 4*x)^5*Log[79 - 4*x]^2)/1280 + (6241*x^3*Log[79 - 4*x]^2)/4 + (237*x^4*Log[79 - 4*x]^2)/4 + (12*x^5*Log[79 - 4*x]^2)/5 + 6*x^6*Log[79 - 4*x]^2 + (3077056399*Log[79 - 4*x]^3)/256 - (194750405*(79 - 4*x)*Log[79 - 4*x]^3)/256 + (2465195*(79 - 4*x)^2*Log[79 - 4*x]^3)/128 - (31205*(79 - 4*x)^3*Log[79 - 4*x]^3)/128 + (395*(79 - 4*x)^4*Log[79 - 4*x]^3)/256 - ((79 - 4*x)^5*Log[79 - 4*x]^3)/256 + (38950081*Log[79 - 4*x]^4)/256 - (493039*(79 - 4*x)*Log[79 - 4*x]^4)/64 + (18723*(79 - 4*x)^2*Log[79 - 4*x]^4)/128 - (79*(79 - 4*x)^3*Log[79 - 4*x]^4)/64 + ((79 - 4*x)^4*Log[79 - 4*x]^4)/256","B",167,20,129,0.1550,1,"{6742, 1850, 2418, 2389, 2295, 2395, 43, 2390, 2301, 2296, 2401, 2305, 2304, 2398, 2411, 2334, 12, 14, 2302, 30}"
1965,0,0,0,36.0361373,"\int \frac{\exp \left(4+\exp \left(\frac{-3+e^x+e (-1-x)+e^{e^3} (-1-x)-3 x}{3+e+e^{e^3}}\right)+\frac{-3+e^x+e (-1-x)+e^{e^3} (-1-x)-3 x}{3+e+e^{e^3}}\right) \left(-3-e-e^{e^3}+e^x\right)}{3+e+e^{e^3}} \, dx","Int[(E^(4 + E^((-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3)) + (-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3))*(-3 - E - E^E^3 + E^x))/(3 + E + E^E^3),x]","\int \frac{\exp \left(4+\exp \left(\frac{-3+e^x+e (-1-x)+e^{e^3} (-1-x)-3 x}{3+e+e^{e^3}}\right)+\frac{-3+e^x+e (-1-x)+e^{e^3} (-1-x)-3 x}{3+e+e^{e^3}}\right) \left(-3-e-e^{e^3}+e^x\right)}{3+e+e^{e^3}} \, dx","e^{e^{\frac{\left(\frac{e^x}{3+e+e^{e^3}}-x\right) x-x}{x}}+4}",1,"-Defer[Int][E^(4 + E^((-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3)) + (-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3)), x] + Defer[Int][E^(4 + E^((-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3)) + (-3 + E^x + E*(-1 - x) + E^E^3*(-1 - x) - 3*x)/(3 + E + E^E^3) + x), x]/(3 + E + E^E^3)","F",0,0,0,0,-1,"{}"
1966,1,6,0,0.0021241,"\int \frac{15}{11+15 x} \, dx","Int[15/(11 + 15*x),x]","\log (15 x+11)","\log \left(2 x+4 \left(3 x+\frac{x+2}{4}+2\right)+1\right)+4",1,"Log[11 + 15*x]","A",2,2,9,0.2222,1,"{12, 31}"
1967,0,0,0,0.3329689,"\int \frac{-25 e^6-10 e^3 \log (-5 x)-\log ^2(-5 x)+\left(10 e^3+2 \log (-5 x)\right) \log (x)+2 e^6 x^2 \log ^2(x)}{e^6 x \log ^2(x)} \, dx","Int[(-25*E^6 - 10*E^3*Log[-5*x] - Log[-5*x]^2 + (10*E^3 + 2*Log[-5*x])*Log[x] + 2*E^6*x^2*Log[x]^2)/(E^6*x*Log[x]^2),x]","\int \frac{-25 e^6-10 e^3 \log (-5 x)-\log ^2(-5 x)+\left(10 e^3+2 \log (-5 x)\right) \log (x)+2 e^6 x^2 \log ^2(x)}{e^6 x \log ^2(x)} \, dx","x^2+\frac{\left(\frac{\log (-5 x)}{e^3}+5\right)^2}{\log (x)}",1,"x^2 + (2*Log[x])/E^6 + (2*(5*E^3 + Log[-5*x])*Log[Log[x]])/E^6 - (2*Log[x]*Log[Log[x]])/E^6 - Defer[Int][(5*E^3 + Log[-5*x])^2/(x*Log[x]^2), x]/E^6","F",0,0,0,0,-1,"{}"
1968,1,37,0,0.0727027,"\int \left(8+e^{\frac{5-4 x}{x}} \left(5 x^2-4 x^3\right)\right) \, dx","Int[8 + E^((5 - 4*x)/x)*(5*x^2 - 4*x^3),x]","8 x-\frac{5 e^{\frac{5-4 x}{x}} x^2}{\frac{5-4 x}{x^2}+\frac{4}{x}}","-e^{\frac{x+5}{x}-5} x^4+8 x-5",1,"8*x - (5*E^((5 - 4*x)/x)*x^2)/((5 - 4*x)/x^2 + 4/x)","A",3,2,25,0.08000,1,"{1593, 2288}"
1969,1,19,0,0.2031395,"\int \frac{-50-18 x-2 x^2}{-660-280 x-42 x^2-2 x^3+\left(30+10 x+x^2\right) \log \left(-30-10 x-x^2\right)} \, dx","Int[(-50 - 18*x - 2*x^2)/(-660 - 280*x - 42*x^2 - 2*x^3 + (30 + 10*x + x^2)*Log[-30 - 10*x - x^2]),x]","\log \left(-\log \left(-x^2-10 x-30\right)+2 x+22\right)","\log \left(-2 x+\log \left(-(x+5)^2-5\right)-22\right)",1,"Log[22 + 2*x - Log[-30 - 10*x - x^2]]","A",2,2,48,0.04167,1,"{6741, 6684}"
1970,1,32,0,0.0573057,"\int e^{e^4+x} \left(1-x^2\right) \, dx","Int[E^(E^4 + x)*(1 - x^2),x]","-e^{x+e^4} x^2+2 e^{x+e^4} x-e^{x+e^4}","\frac{e^{x+e^4} (1-x) (x-1) x+x}{x}",1,"-E^(E^4 + x) + 2*E^(E^4 + x)*x - E^(E^4 + x)*x^2","A",6,3,15,0.2000,1,"{2196, 2194, 2176}"
1971,0,0,0,3.832304,"\int \frac{x+e^x \left(-2 x+x^2\right) \log (5 x) \log (\log (5 x))+2 x \log (5 x) \log (\log (5 x)) \log \left(\frac{x^2}{\log (\log (5 x))}\right)}{\left(1-2 e^x+e^{2 x}\right) \log (5 x) \log (\log (5 x))+\left(2-2 e^x\right) \log (5 x) \log (\log (5 x)) \log \left(\frac{x^2}{\log (\log (5 x))}\right)+\log (5 x) \log (\log (5 x)) \log ^2\left(\frac{x^2}{\log (\log (5 x))}\right)} \, dx","Int[(x + E^x*(-2*x + x^2)*Log[5*x]*Log[Log[5*x]] + 2*x*Log[5*x]*Log[Log[5*x]]*Log[x^2/Log[Log[5*x]]])/((1 - 2*E^x + E^(2*x))*Log[5*x]*Log[Log[5*x]] + (2 - 2*E^x)*Log[5*x]*Log[Log[5*x]]*Log[x^2/Log[Log[5*x]]] + Log[5*x]*Log[Log[5*x]]*Log[x^2/Log[Log[5*x]]]^2),x]","\int \frac{x+e^x \left(-2 x+x^2\right) \log (5 x) \log (\log (5 x))+2 x \log (5 x) \log (\log (5 x)) \log \left(\frac{x^2}{\log (\log (5 x))}\right)}{\left(1-2 e^x+e^{2 x}\right) \log (5 x) \log (\log (5 x))+\left(2-2 e^x\right) \log (5 x) \log (\log (5 x)) \log \left(\frac{x^2}{\log (\log (5 x))}\right)+\log (5 x) \log (\log (5 x)) \log ^2\left(\frac{x^2}{\log (\log (5 x))}\right)} \, dx","\frac{x^2}{\log \left(\frac{x^2}{\log (\log (5 x))}\right)-e^x+1}",1,"-2*Defer[Int][x/(-1 + E^x - Log[x^2/Log[Log[5*x]]])^2, x] + Defer[Int][x^2/(-1 + E^x - Log[x^2/Log[Log[5*x]]])^2, x] + Defer[Int][x/(Log[5*x]*Log[Log[5*x]]*(-1 + E^x - Log[x^2/Log[Log[5*x]]])^2), x] - 2*Defer[Int][x/(-1 + E^x - Log[x^2/Log[Log[5*x]]]), x] + Defer[Int][x^2/(-1 + E^x - Log[x^2/Log[Log[5*x]]]), x] + Defer[Int][(x^2*Log[x^2/Log[Log[5*x]]])/(-1 + E^x - Log[x^2/Log[Log[5*x]]])^2, x]","F",0,0,0,0,-1,"{}"
1972,0,0,0,0.8574336,"\int \frac{\exp \left(-4+\frac{e^4 (12-12 x)+4 x^2}{e^4 (-1+2 x)}\right) \left(-12 e^4-8 x+8 x^2\right)}{1-4 x+4 x^2} \, dx","Int[(E^(-4 + (E^4*(12 - 12*x) + 4*x^2)/(E^4*(-1 + 2*x)))*(-12*E^4 - 8*x + 8*x^2))/(1 - 4*x + 4*x^2),x]","\int \frac{\exp \left(-4+\frac{e^4 (12-12 x)+4 x^2}{e^4 (-1+2 x)}\right) \left(-12 e^4-8 x+8 x^2\right)}{1-4 x+4 x^2} \, dx","e^{\frac{4 \left(\left(\frac{x}{e^4}-4\right) x+x+3\right)}{2 x-1}}",1,"2*Defer[Int][E^((-4*(-4*E^4 + 5*E^4*x - x^2))/(E^4*(-1 + 2*x))), x] - 2*(1 + 6*E^4)*Defer[Int][1/(E^((4*(-4*E^4 + 5*E^4*x - x^2))/(E^4*(-1 + 2*x)))*(-1 + 2*x)^2), x]","F",0,0,0,0,-1,"{}"
1973,1,20,0,0.0288847,"\int \frac{1}{2} \left(-6 e^2+9 e^{2+\frac{x^3}{2}} x^2\right) \, dx","Int[(-6*E^2 + 9*E^(2 + x^3/2)*x^2)/2,x]","3 e^{\frac{x^3}{2}+2}-3 e^2 x","\log (4)-3 e^2 \left(-e^{\frac{x^3}{2}}+x-2\right)",1,"3*E^(2 + x^3/2) - 3*E^2*x","A",3,2,26,0.07692,1,"{12, 2209}"
1974,1,23,0,0.733196,"\int \frac{4 e^{1+x}-4 e^{1+x} x \log (x)+\left(12 x-4 x \log \left(\frac{7}{4}\right)\right) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(4*E^(1 + x) - 4*E^(1 + x)*x*Log[x] + (12*x - 4*x*Log[7/4])*Log[x]^2)/(x*Log[x]^2),x]","4 x \left(3-\log \left(\frac{7}{4}\right)\right)-\frac{4 e^{x+1}}{\log (x)}","4 \left(x \left(3-\log \left(\frac{7}{4}\right)\right)-\frac{e^{x+1}}{\log (x)}\right)",1,"4*x*(3 - Log[7/4]) - (4*E^(1 + x))/Log[x]","A",5,4,42,0.09524,1,"{6741, 12, 6742, 2202}"
1975,1,35,0,0.1007,"\int \left(-2 x-8 x^7+e^{5/x} \left(5 x^6-8 x^7\right)-\log (\log (25))\right) \, dx","Int[-2*x - 8*x^7 + E^(5/x)*(5*x^6 - 8*x^7) - Log[Log[25]],x]","-x^8-x^2-x \log (\log (25))-3125000 \Gamma \left(-8,-\frac{5}{x}\right)-390625 \Gamma \left(-7,-\frac{5}{x}\right)","x \left(\left(-e^{5/x}-1\right) x^7-x-\log (\log (25))\right)",1,"-x^2 - x^8 - 3125000*Gamma[-8, -5/x] - 390625*Gamma[-7, -5/x] - x*Log[Log[25]]","C",6,3,33,0.09091,1,"{1593, 2226, 2218}"
1976,0,0,0,13.3076546,"\int \frac{-1600 x^2-3200 x^3+e^{2 x} \left(-400 x^2-800 x^3\right)+160 \log (4)+e^x \left(1600 x^2+3200 x^3+\left(-80-80 x+20 x^2\right) \log (4)\right)}{1600 x^4+3200 x^5+1600 x^6+e^{2 x} \left(400 x^4+800 x^5+400 x^6\right)+\left(320 x^2+240 x^3-80 x^4\right) \log (4)+\left(16-8 x+x^2\right) \log ^2(4)+e^x \left(-1600 x^4-3200 x^5-1600 x^6+\left(-160 x^2-120 x^3+40 x^4\right) \log (4)\right)} \, dx","Int[(-1600*x^2 - 3200*x^3 + E^(2*x)*(-400*x^2 - 800*x^3) + 160*Log[4] + E^x*(1600*x^2 + 3200*x^3 + (-80 - 80*x + 20*x^2)*Log[4]))/(1600*x^4 + 3200*x^5 + 1600*x^6 + E^(2*x)*(400*x^4 + 800*x^5 + 400*x^6) + (320*x^2 + 240*x^3 - 80*x^4)*Log[4] + (16 - 8*x + x^2)*Log[4]^2 + E^x*(-1600*x^4 - 3200*x^5 - 1600*x^6 + (-160*x^2 - 120*x^3 + 40*x^4)*Log[4])),x]","\int \frac{-1600 x^2-3200 x^3+e^{2 x} \left(-400 x^2-800 x^3\right)+160 \log (4)+e^x \left(1600 x^2+3200 x^3+\left(-80-80 x+20 x^2\right) \log (4)\right)}{1600 x^4+3200 x^5+1600 x^6+e^{2 x} \left(400 x^4+800 x^5+400 x^6\right)+\left(320 x^2+240 x^3-80 x^4\right) \log (4)+\left(16-8 x+x^2\right) \log ^2(4)+e^x \left(-1600 x^4-3200 x^5-1600 x^6+\left(-160 x^2-120 x^3+40 x^4\right) \log (4)\right)} \, dx","\frac{1}{x^2+x+\frac{(x-4) \log (4)}{20 \left(e^x-2\right) x}}",1,"1/(x*(1 + x)) - Log[4]^2*Defer[Int][(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^(-2), x] - 32*Log[4]^2*Defer[Int][1/(x^2*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2), x] + 12*Log[4]^2*Defer[Int][1/(x*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2), x] - 160*Log[4]*Defer[Int][x/(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2, x] + 40*Log[4]*Defer[Int][x^2/(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2, x] + 10*Log[4]*Log[32]*Defer[Int][1/((1 + x)^2*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2), x] - Log[4]*Log[1024]*Defer[Int][1/((1 + x)*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])^2), x] - 12*Log[4]*Defer[Int][1/(x^2*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])), x] + 2*Log[4]*Defer[Int][1/(x*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])), x] + 10*Log[4]*Defer[Int][1/((1 + x)^2*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])), x] - Log[4]*Defer[Int][1/((1 + x)*(-40*x^2 + 20*E^x*x^2 - 40*x^3 + 20*E^x*x^3 - 4*Log[4] + x*Log[4])), x]","F",0,0,0,0,-1,"{}"
1977,1,61,0,0.7110277,"\int \frac{1-8 x-4 e^5 x+24 x^2-32 x^3+16 x^4+e^{2 x} \left(-2 x+12 x^2-24 x^3+16 x^4\right)}{-x+6 x^2-12 x^3+8 x^4} \, dx","Int[(1 - 8*x - 4*E^5*x + 24*x^2 - 32*x^3 + 16*x^4 + E^(2*x)*(-2*x + 12*x^2 - 24*x^3 + 16*x^4))/(-x + 6*x^2 - 12*x^3 + 8*x^4),x]","-\frac{12 x^2}{(1-2 x)^2}+2 x+e^{2 x}-\frac{5}{1-2 x}+\frac{1}{2 x-1}+\frac{2+e^5}{(1-2 x)^2}+\frac{1}{(1-2 x)^2}-\log (x)","2 x+e^{2 x}+\frac{e^5}{(1-2 x)^2}-\log (x)+4",1,"E^(2*x) + (1 - 2*x)^(-2) + (2 + E^5)/(1 - 2*x)^2 - 5/(1 - 2*x) + 2*x - (12*x^2)/(1 - 2*x)^2 + (-1 + 2*x)^(-1) - Log[x]","B",12,7,73,0.09589,1,"{6, 6741, 6742, 2194, 44, 37, 43}"
1978,0,0,0,1.7974938,"\int \frac{-6561 x^2+e^{x^4} \left(-6561 x^2+4 x^4\right)+\left(-1+e^{x^4} (-1-162 x)-162 x\right) \log \left(1+e^{x^4}\right)+\left(-1-e^{x^4}\right) \log ^2\left(1+e^{x^4}\right)}{6561 x^2+6561 e^{x^4} x^2+\left(162 x+162 e^{x^4} x\right) \log \left(1+e^{x^4}\right)+\left(1+e^{x^4}\right) \log ^2\left(1+e^{x^4}\right)} \, dx","Int[(-6561*x^2 + E^x^4*(-6561*x^2 + 4*x^4) + (-1 + E^x^4*(-1 - 162*x) - 162*x)*Log[1 + E^x^4] + (-1 - E^x^4)*Log[1 + E^x^4]^2)/(6561*x^2 + 6561*E^x^4*x^2 + (162*x + 162*E^x^4*x)*Log[1 + E^x^4] + (1 + E^x^4)*Log[1 + E^x^4]^2),x]","\int \frac{-6561 x^2+e^{x^4} \left(-6561 x^2+4 x^4\right)+\left(-1+e^{x^4} (-1-162 x)-162 x\right) \log \left(1+e^{x^4}\right)+\left(-1-e^{x^4}\right) \log ^2\left(1+e^{x^4}\right)}{6561 x^2+6561 e^{x^4} x^2+\left(162 x+162 e^{x^4} x\right) \log \left(1+e^{x^4}\right)+\left(1+e^{x^4}\right) \log ^2\left(1+e^{x^4}\right)} \, dx","-\frac{1}{\frac{\log \left(e^{x^4}+1\right)}{x}+81}-x-13",1,"-x + Defer[Int][(-81*x - Log[1 + E^x^4])^(-1), x] + 81*Defer[Int][x/(81*x + Log[1 + E^x^4])^2, x] + 4*Defer[Int][x^4/(81*x + Log[1 + E^x^4])^2, x] - 4*Defer[Int][x^4/((1 + E^x^4)*(81*x + Log[1 + E^x^4])^2), x]","F",0,0,0,0,-1,"{}"
1979,0,0,0,24.7230511,"\int \frac{4 e^{2+2 x}+e^{-61+16 e^x-e^{2 x}+x} \left(-2-2 x-32 e^x x+4 e^{2 x} x\right)}{9+6 e^{2+2 x}+e^{4+4 x}+e^{-122+32 e^x-2 e^{2 x}+2 x} x^2+e^{-61+16 e^x-e^{2 x}+x} \left(-6 x-2 e^{2+2 x} x\right)} \, dx","Int[(4*E^(2 + 2*x) + E^(-61 + 16*E^x - E^(2*x) + x)*(-2 - 2*x - 32*E^x*x + 4*E^(2*x)*x))/(9 + 6*E^(2 + 2*x) + E^(4 + 4*x) + E^(-122 + 32*E^x - 2*E^(2*x) + 2*x)*x^2 + E^(-61 + 16*E^x - E^(2*x) + x)*(-6*x - 2*E^(2 + 2*x)*x)),x]","\int \frac{4 e^{2+2 x}+e^{-61+16 e^x-e^{2 x}+x} \left(-2-2 x-32 e^x x+4 e^{2 x} x\right)}{9+6 e^{2+2 x}+e^{4+4 x}+e^{-122+32 e^x-2 e^{2 x}+2 x} x^2+e^{-61+16 e^x-e^{2 x}+x} \left(-6 x-2 e^{2+2 x} x\right)} \, dx","\frac{2}{e^{-\left(e^x-8\right)^2+x+3} x-e^{2 x+2}-3}",1,"-12*Defer[Int][E^(2*(61 + E^(2*x)))/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] - 2*Defer[Int][E^(61 + 16*E^x + E^(2*x) + x)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] + 96*Defer[Int][(E^(59 + 16*E^x + E^(2*x))*x)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] - 2*(6 - E^2)*Defer[Int][(E^(59 + 16*E^x + E^(2*x) + x)*x)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] - 12*Defer[Int][(E^(4*(-1 + 8*E^x))*x^2)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] - 32*Defer[Int][(E^(-2 + 32*E^x + x)*x^2)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] + 4*Defer[Int][(E^(-65 + 48*E^x - E^(2*x) + x)*x^3)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x)^2, x] + 4*Defer[Int][E^(61 + E^(2*x))/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x), x] + 4*Defer[Int][(E^(-65 + 32*E^x - E^(2*x))*x^2)/(3*E^(61 + E^(2*x)) + E^(63 + E^(2*x) + 2*x) - E^(16*E^x + x)*x), x] + 32*Defer[Int][(E^(16*E^x)*x)/(-3*E^(63 + E^(2*x)) - E^(65 + E^(2*x) + 2*x) + E^(2 + 16*E^x + x)*x), x] - 4*Defer[Int][(E^(16*E^x + x)*x)/(-3*E^(63 + E^(2*x)) - E^(65 + E^(2*x) + 2*x) + E^(2 + 16*E^x + x)*x), x]","F",0,0,0,0,-1,"{}"
1980,0,0,0,0.7953649,"\int \frac{-6-3 x-x^3 \log \left(4 e^e\right)}{3 x-e^x x^3+x^3 \log \left(4 e^e\right)} \, dx","Int[(-6 - 3*x - x^3*Log[4*E^E])/(3*x - E^x*x^3 + x^3*Log[4*E^E]),x]","\int \frac{-6-3 x-x^3 \log \left(4 e^e\right)}{3 x-e^x x^3+x^3 \log \left(4 e^e\right)} \, dx","\log \left(\frac{3}{x^2}-e^x+\log \left(4 e^e\right)\right)-x",1,"6*Defer[Int][(-3*x - x^3*(E - E^x + Log[4]))^(-1), x] + 3*Defer[Int][(-3 + E^x*x^2 - E*x^2*(1 + Log[4]/E))^(-1), x] - (E + Log[4])*Defer[Int][x^2/(3 - E^x*x^2 + E*x^2*(1 + Log[4]/E)), x]","F",0,0,0,0,-1,"{}"
1981,1,78,0,0.0740697,"\int \frac{270+105 x+596 x^2+57 x^3+230 x^4-25 x^5+15 x^7+e^5 \left(600 x^2+60 x^3+480 x^4-50 x^5\right)+e^{10} \left(250 x^4-25 x^5\right)}{25 x^7} \, dx","Int[(270 + 105*x + 596*x^2 + 57*x^3 + 230*x^4 - 25*x^5 + 15*x^7 + E^5*(600*x^2 + 60*x^3 + 480*x^4 - 50*x^5) + E^10*(250*x^4 - 25*x^5))/(25*x^7),x]","-\frac{9}{5 x^6}-\frac{21}{25 x^5}-\frac{149+150 e^5}{25 x^4}-\frac{19+20 e^5}{25 x^3}-\frac{23+48 e^5+25 e^{10}}{5 x^2}+\frac{3 x}{5}+\frac{\left(1+e^5\right)^2}{x}","\frac{(x-5) \left(\frac{x+3}{5 x^2}+e^5+1\right)^2}{x^2}+\frac{3 x}{5}",1,"-9/(5*x^6) - 21/(25*x^5) - (149 + 150*E^5)/(25*x^4) - (19 + 20*E^5)/(25*x^3) - (23 + 48*E^5 + 25*E^10)/(5*x^2) + (1 + E^5)^2/x + (3*x)/5","B",3,2,77,0.02597,1,"{12, 14}"
1982,0,0,0,16.4987024,"\int \frac{18+9 x+8 x^3+e^{4 x-4 x^2} x^3+6 x^4+x^5+e^{2 x-2 x^2} \left(6+6 x-12 x^2+4 x^3+6 x^4\right)}{9 x^3+e^{4 x-4 x^2} x^3+6 x^4+x^5+e^{2 x-2 x^2} \left(6 x^3+2 x^4\right)} \, dx","Int[(18 + 9*x + 8*x^3 + E^(4*x - 4*x^2)*x^3 + 6*x^4 + x^5 + E^(2*x - 2*x^2)*(6 + 6*x - 12*x^2 + 4*x^3 + 6*x^4))/(9*x^3 + E^(4*x - 4*x^2)*x^3 + 6*x^4 + x^5 + E^(2*x - 2*x^2)*(6*x^3 + 2*x^4)),x]","\int \frac{18+9 x+8 x^3+e^{4 x-4 x^2} x^3+6 x^4+x^5+e^{2 x-2 x^2} \left(6+6 x-12 x^2+4 x^3+6 x^4\right)}{9 x^3+e^{4 x-4 x^2} x^3+6 x^4+x^5+e^{2 x-2 x^2} \left(6 x^3+2 x^4\right)} \, dx","x+\frac{x-\frac{3}{x}}{\left(x+e^{(2-2 x) x}+3\right) x}",1,"-x^(-2) + 1/(3*x) + x + 2/(3*(3 + x)) + 2*Defer[Int][E^(4*x)/(E^(2*x) + E^(2*x^2)*(3 + x))^2, x] + 4*Defer[Int][E^(2*x*(1 + x))/(E^(2*x) + E^(2*x^2)*(3 + x))^2, x] + 2*Defer[Int][E^(4*x)/(x^3*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x] + 6*Defer[Int][E^(2*x*(1 + x))/(x^3*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x] - Defer[Int][E^(4*x)/(x^2*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x]/3 + 6*Defer[Int][E^(2*x*(1 + x))/(x^2*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x] - 12*Defer[Int][E^(2*x*(1 + x))/(x*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x] + 6*Defer[Int][(E^(2*x*(1 + x))*x)/(E^(2*x) + E^(2*x^2)*(3 + x))^2, x] - (2*Defer[Int][E^(4*x)/((3 + x)^2*(E^(2*x) + E^(2*x^2)*(3 + x))^2), x])/3 - 2*Defer[Int][E^(2*x)/(E^(2*x) + E^(2*x^2)*(3 + x)), x] - 4*Defer[Int][E^(2*x)/(x^3*(E^(2*x) + E^(2*x^2)*(3 + x))), x] + (2*Defer[Int][E^(2*x)/(x^2*(E^(2*x) + E^(2*x^2)*(3 + x))), x])/3 + (4*Defer[Int][E^(2*x)/((3 + x)^2*(E^(2*x) + E^(2*x^2)*(3 + x))), x])/3","F",0,0,0,0,-1,"{}"
1983,0,0,0,9.8132721,"\int \frac{-2 x+2 e^{2 x} x+e^x \left(2-2 x^2\right)+\left(e^{2 x} \left(4 x+2 x^2\right)+e^x \left(-4 x^2-2 x^3\right)\right) \log (x)+\left(-2 x+e^x (1+x)+\left(-2 e^x x^2+e^{2 x} \left(x+x^2\right)\right) \log (x)\right) \log \left(\frac{2}{x^2+2 e^x x^3 \log (x)+e^{2 x} x^4 \log ^2(x)}\right)}{\left(1+e^x x \log (x)\right) \log ^2\left(\frac{2}{x^2+2 e^x x^3 \log (x)+e^{2 x} x^4 \log ^2(x)}\right)} \, dx","Int[(-2*x + 2*E^(2*x)*x + E^x*(2 - 2*x^2) + (E^(2*x)*(4*x + 2*x^2) + E^x*(-4*x^2 - 2*x^3))*Log[x] + (-2*x + E^x*(1 + x) + (-2*E^x*x^2 + E^(2*x)*(x + x^2))*Log[x])*Log[2/(x^2 + 2*E^x*x^3*Log[x] + E^(2*x)*x^4*Log[x]^2)])/((1 + E^x*x*Log[x])*Log[2/(x^2 + 2*E^x*x^3*Log[x] + E^(2*x)*x^4*Log[x]^2)]^2),x]","\int \frac{-2 x+2 e^{2 x} x+e^x \left(2-2 x^2\right)+\left(e^{2 x} \left(4 x+2 x^2\right)+e^x \left(-4 x^2-2 x^3\right)\right) \log (x)+\left(-2 x+e^x (1+x)+\left(-2 e^x x^2+e^{2 x} \left(x+x^2\right)\right) \log (x)\right) \log \left(\frac{2}{x^2+2 e^x x^3 \log (x)+e^{2 x} x^4 \log ^2(x)}\right)}{\left(1+e^x x \log (x)\right) \log ^2\left(\frac{2}{x^2+2 e^x x^3 \log (x)+e^{2 x} x^4 \log ^2(x)}\right)} \, dx","\frac{\left(e^x-x\right) x}{\log \left(\frac{2}{\left(e^x x^2 \log (x)+x\right)^2}\right)}",1,"4*Defer[Int][E^x/Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2, x] - 4*Defer[Int][x/Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2, x] + 2*Defer[Int][(E^x*x)/Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2, x] - 2*Defer[Int][x^2/Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2, x] - 2*Defer[Int][1/(x*Log[x]^2*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] - 2*Defer[Int][1/(Log[x]*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][E^x/(Log[x]*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] - 2*Defer[Int][1/(x*Log[x]*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] - 2*Defer[Int][x/(Log[x]*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][x/((1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][x^2/((1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][1/(x*Log[x]^2*(1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][1/(Log[x]*(1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][1/(x*Log[x]*(1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + 2*Defer[Int][x/(Log[x]*(1 + E^x*x*Log[x])*Log[2/(x^2*(1 + E^x*x*Log[x])^2)]^2), x] + Defer[Int][E^x/Log[2/(x^2*(1 + E^x*x*Log[x])^2)], x] - 2*Defer[Int][x/Log[2/(x^2*(1 + E^x*x*Log[x])^2)], x] + Defer[Int][(E^x*x)/Log[2/(x^2*(1 + E^x*x*Log[x])^2)], x]","F",0,0,0,0,-1,"{}"
1984,1,33,0,0.9293759,"\int \frac{\exp \left(-2 x-\log ^4(3)+2 x \log ^2(3) \log (\log (x))-x^2 \log ^2(\log (x))\right) \left(2 \log ^2(3)-2 \log (x)+\left(-2 x+2 \log ^2(3) \log (x)\right) \log (\log (x))-2 x \log (x) \log ^2(\log (x))\right)}{\log (x)} \, dx","Int[(E^(-2*x - Log[3]^4 + 2*x*Log[3]^2*Log[Log[x]] - x^2*Log[Log[x]]^2)*(2*Log[3]^2 - 2*Log[x] + (-2*x + 2*Log[3]^2*Log[x])*Log[Log[x]] - 2*x*Log[x]*Log[Log[x]]^2))/Log[x],x]","e^{-x^2 \log ^2(\log (x))-2 x-\log ^4(3)} \log ^{2 x \log ^2(3)}(x)","e^{-2 x-\left(x \log (\log (x))-\log ^2(3)\right)^2}",1,"E^(-2*x - Log[3]^4 - x^2*Log[Log[x]]^2)*Log[x]^(2*x*Log[3]^2)","A",1,1,74,0.01351,1,"{6706}"
1985,1,14,0,0.0082047,"\int \frac{e^5-2 x^3}{x^2} \, dx","Int[(E^5 - 2*x^3)/x^2,x]","-x^2-\frac{e^5}{x}","-x^2-\frac{e^5}{x}-2",1,"-(E^5/x) - x^2","A",2,1,13,0.07692,1,"{14}"
1986,-1,0,0,180.000876,"\int \frac{-8 x^2+2 x^3+e^{2 e^{2 x}+2 x} \left(-16 x+4 x^2\right)+e^x \left(-48 x-46 x^2+6 x^3+2 x^4\right)+e^{2 x} \left(-40-248 x-28 x^2+14 x^3+2 x^4\right)+\left(e^{2 x} \left(8+88 x-6 x^2-4 x^3\right)+e^x \left(8 x+6 x^2-2 x^3\right)\right) \log \left(\frac{-12+3 x}{x}\right)+e^{2 x} \left(-8 x+2 x^2\right) \log ^2\left(\frac{-12+3 x}{x}\right)+e^{e^{2 x}} \left(-8 x+2 x^2+e^x \left(-8-48 x+4 x^2+2 x^3\right)+e^{2 x} \left(-16 x^2+4 x^3\right)+e^{3 x} \left(-80 x+4 x^2+4 x^3\right)+\left(e^{3 x} \left(16 x-4 x^2\right)+e^x \left(8 x-2 x^2\right)\right) \log \left(\frac{-12+3 x}{x}\right)\right)}{-4 x+x^2} \, dx","Int[(-8*x^2 + 2*x^3 + E^(2*E^(2*x) + 2*x)*(-16*x + 4*x^2) + E^x*(-48*x - 46*x^2 + 6*x^3 + 2*x^4) + E^(2*x)*(-40 - 248*x - 28*x^2 + 14*x^3 + 2*x^4) + (E^(2*x)*(8 + 88*x - 6*x^2 - 4*x^3) + E^x*(8*x + 6*x^2 - 2*x^3))*Log[(-12 + 3*x)/x] + E^(2*x)*(-8*x + 2*x^2)*Log[(-12 + 3*x)/x]^2 + E^E^(2*x)*(-8*x + 2*x^2 + E^x*(-8 - 48*x + 4*x^2 + 2*x^3) + E^(2*x)*(-16*x^2 + 4*x^3) + E^(3*x)*(-80*x + 4*x^2 + 4*x^3) + (E^(3*x)*(16*x - 4*x^2) + E^x*(8*x - 2*x^2))*Log[(-12 + 3*x)/x]))/(-4*x + x^2),x]","\text{\$Aborted}","\left(x+e^{e^{2 x}}+e^x \left(x-\log \left(\frac{3 (x-4)}{x}\right)+5\right)\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
1987,1,98,0,0.2248164,"\int \frac{64 e^3+e^3 (384+192 x) \log (2)+e^3 \left(576+576 x+108 x^2\right) \log ^2(2)+e^x \left(-64-64 x+\left(-384-576 x-96 x^2\right) \log (2)+\left(-576-1152 x-396 x^2-36 x^3\right) \log ^2(2)\right)}{e^3 \log ^2(2)} \, dx","Int[(64*E^3 + E^3*(384 + 192*x)*Log[2] + E^3*(576 + 576*x + 108*x^2)*Log[2]^2 + E^x*(-64 - 64*x + (-384 - 576*x - 96*x^2)*Log[2] + (-576 - 1152*x - 396*x^2 - 36*x^3)*Log[2]^2))/(E^3*Log[2]^2),x]","-36 e^{x-3} x^3+36 x^3-288 e^{x-3} x^2+288 x^2-\frac{96 e^{x-3} x^2}{\log (2)}-576 e^{x-3} x+576 x-\frac{64 e^{x-3} x}{\log ^2(2)}+\frac{64 x}{\log ^2(2)}-\frac{384 e^{x-3} x}{\log (2)}+\frac{96 (x+2)^2}{\log (2)}","\left(x-e^{x-3} x\right) \left(6 (x+4)+\frac{8}{\log (2)}\right)^2",1,"576*x - 576*E^(-3 + x)*x + 288*x^2 - 288*E^(-3 + x)*x^2 + 36*x^3 - 36*E^(-3 + x)*x^3 + (64*x)/Log[2]^2 - (64*E^(-3 + x)*x)/Log[2]^2 - (384*E^(-3 + x)*x)/Log[2] - (96*E^(-3 + x)*x^2)/Log[2] + (96*(2 + x)^2)/Log[2]","B",28,4,85,0.04706,1,"{12, 2196, 2194, 2176}"
1988,1,95,0,0.1466164,"\int \frac{1}{2} \left(72+e^{\frac{1}{2} \left(8 e^{12}-3 x\right)} (2-3 x)+192 x+96 x^2+e^{\frac{1}{4} \left(8 e^{12}-3 x\right)} \left(-24-14 x+12 x^2\right)\right) \, dx","Int[(72 + E^((8*E^12 - 3*x)/2)*(2 - 3*x) + 192*x + 96*x^2 + E^((8*E^12 - 3*x)/4)*(-24 - 14*x + 12*x^2))/2,x]","16 x^3-8 e^{\frac{1}{4} \left(8 e^{12}-3 x\right)} x^2+48 x^2-12 e^{\frac{1}{4} \left(8 e^{12}-3 x\right)} x+36 x+\frac{2}{3} e^{\frac{1}{2} \left(8 e^{12}-3 x\right)}-\frac{1}{3} e^{\frac{1}{2} \left(8 e^{12}-3 x\right)} (2-3 x)","x \left(x-e^{2 e^{12}-\frac{3 x}{4}}+3 (x+2)\right)^2",1,"(2*E^((8*E^12 - 3*x)/2))/3 - (E^((8*E^12 - 3*x)/2)*(2 - 3*x))/3 + 36*x - 12*E^((8*E^12 - 3*x)/4)*x + 48*x^2 - 8*E^((8*E^12 - 3*x)/4)*x^2 + 16*x^3","B",12,4,61,0.06557,1,"{12, 2176, 2194, 2196}"
1989,1,22,0,0.0159593,"\int \frac{-1-\log \left(\frac{\log \left(\frac{1}{4} \log ^2\left(1+e^{16}\right)\right)}{x}\right)}{x^2} \, dx","Int[(-1 - Log[Log[Log[1 + E^16]^2/4]/x])/x^2,x]","\frac{\log \left(\frac{\log \left(\frac{1}{4} \log ^2\left(1+e^{16}\right)\right)}{x}\right)}{x}","\frac{\log \left(\frac{\log \left(\frac{1}{4} \log ^2\left(1+e^{16}\right)\right)}{x}\right)}{x}",1,"Log[Log[Log[1 + E^16]^2/4]/x]/x","A",1,1,26,0.03846,1,"{2303}"
1990,1,16,0,0.0093206,"\int \frac{1}{10} (-629+320 x-160 \log (x)) \, dx","Int[(-629 + 320*x - 160*Log[x])/10,x]","16 x^2-\frac{469 x}{10}-16 x \log (x)","\frac{11 x}{10}+16 x (x-\log (x)-3)-3",1,"(-469*x)/10 + 16*x^2 - 16*x*Log[x]","A",3,2,13,0.1538,1,"{12, 2295}"
1991,1,14,0,0.034195,"\int \frac{10 e^{-7+x}}{-3+e^{-7+x}} \, dx","Int[(10*E^(-7 + x))/(-3 + E^(-7 + x)),x]","10 \log \left(3 e^7-e^x\right)","5 \log \left(\left(3-e^{x-7}\right)^2 (\log (3-\log (5))+i \pi )^2\right)",1,"10*Log[3*E^7 - E^x]","A",3,3,16,0.1875,1,"{12, 2246, 31}"
1992,1,14,0,0.0046944,"\int \left(2-2 x+\log \left(\frac{13}{2}\right)\right) \, dx","Int[2 - 2*x + Log[13/2],x]","x \left(2+\log \left(\frac{13}{2}\right)\right)-x^2","x \left(-x+2+\log \left(\frac{13}{2}\right)\right)",1,"-x^2 + x*(2 + Log[13/2])","A",1,0,9,0,1,"{}"
1993,1,21,0,0.7794341,"\int -\frac{48 \exp \left(e^{\frac{3}{\log ^2\left(\frac{1}{4} \left(2+\log \left(x^2\right)\right)\right)}}+\frac{3}{\log ^2\left(\frac{1}{4} \left(2+\log \left(x^2\right)\right)\right)}\right)}{\left(2 x+x \log \left(x^2\right)\right) \log ^3\left(\frac{1}{4} \left(2+\log \left(x^2\right)\right)\right)} \, dx","Int[(-48*E^(E^(3/Log[(2 + Log[x^2])/4]^2) + 3/Log[(2 + Log[x^2])/4]^2))/((2*x + x*Log[x^2])*Log[(2 + Log[x^2])/4]^3),x]","4 e^{e^{\frac{3}{\log ^2\left(\frac{1}{4} \left(\log \left(x^2\right)+2\right)\right)}}}","4 e^{e^{\frac{3}{\log ^2\left(\frac{1}{4} \left(\log \left(x^2\right)+2\right)\right)}}}+1+\log (2)",1,"4*E^E^(3/Log[(2 + Log[x^2])/4]^2)","A",8,4,62,0.06452,1,"{12, 6715, 2282, 2194}"
1994,1,43,0,0.0196205,"\int \frac{-3840+e^5 (-3840-1280 x)-1280 x+e^{10} \left(11520+9600 x+2880 x^2+320 x^3\right)}{e^{10}} \, dx","Int[(-3840 + E^5*(-3840 - 1280*x) - 1280*x + E^10*(11520 + 9600*x + 2880*x^2 + 320*x^3))/E^10,x]","80 x^4+960 x^3-\frac{640 x^2}{e^{10}}+4800 x^2-\frac{3840 x}{e^{10}}+11520 x-\frac{640 (x+3)^2}{e^5}","80 \left(-(x+3)^2+\left(1+\frac{2}{e^5}\right)^2-4\right)^2",1,"11520*x - (3840*x)/E^10 + 4800*x^2 - (640*x^2)/E^10 + 960*x^3 + 80*x^4 - (640*(3 + x)^2)/E^5","A",3,1,37,0.02703,1,"{12}"
1995,1,13,0,0.0232272,"\int \frac{3145728 e^{\frac{65536}{x^{48}}}-4 x^{49}}{x^{49}} \, dx","Int[(3145728*E^(65536/x^48) - 4*x^49)/x^49,x]","-e^{\frac{65536}{x^{48}}}-4 x","-e^{\frac{65536}{x^{48}}}-4 x",1,"-E^(65536/x^48) - 4*x","A",3,2,19,0.1053,1,"{14, 2209}"
1996,-1,0,0,180.0013002,"\int \frac{-1500 e^{15-3 x} x^5+e^{20-4 x} \left(-2500 x^5+2500 x^6\right)+e^x \left(e^{20-4 x} \left(2500 x^3-2500 x^4\right)+e^{15-3 x} \left(-1500 x^3+1500 x^4\right)\right)+\left(-2700 e^{10-2 x} x^5+e^{15-3 x} \left(-6000 x^5+4500 x^6\right)+e^x \left(e^{15-3 x} \left(6000 x^3-4500 x^4\right)+e^{10-2 x} \left(-2700 x^3+2700 x^4\right)\right)\right) \log \left(\frac{-e^x+x^2}{2 x}\right)+\left(-1620 e^{5-x} x^5+e^{10-2 x} \left(-5400 x^5+2700 x^6\right)+e^x \left(e^{10-2 x} \left(5400 x^3-2700 x^4\right)+e^{5-x} \left(-1620 x^3+1620 x^4\right)\right)\right) \log ^2\left(\frac{-e^x+x^2}{2 x}\right)+\left(-324 x^5+e^{5-x} \left(-2160 x^5+540 x^6\right)+e^x \left(-324 x^3+324 x^4+e^{5-x} \left(2160 x^3-540 x^4\right)\right)\right) \log ^3\left(\frac{-e^x+x^2}{2 x}\right)+\left(324 e^x x^3-324 x^5\right) \log ^4\left(\frac{-e^x+x^2}{2 x}\right)}{81 e^x-81 x^2} \, dx","Int[(-1500*E^(15 - 3*x)*x^5 + E^(20 - 4*x)*(-2500*x^5 + 2500*x^6) + E^x*(E^(20 - 4*x)*(2500*x^3 - 2500*x^4) + E^(15 - 3*x)*(-1500*x^3 + 1500*x^4)) + (-2700*E^(10 - 2*x)*x^5 + E^(15 - 3*x)*(-6000*x^5 + 4500*x^6) + E^x*(E^(15 - 3*x)*(6000*x^3 - 4500*x^4) + E^(10 - 2*x)*(-2700*x^3 + 2700*x^4)))*Log[(-E^x + x^2)/(2*x)] + (-1620*E^(5 - x)*x^5 + E^(10 - 2*x)*(-5400*x^5 + 2700*x^6) + E^x*(E^(10 - 2*x)*(5400*x^3 - 2700*x^4) + E^(5 - x)*(-1620*x^3 + 1620*x^4)))*Log[(-E^x + x^2)/(2*x)]^2 + (-324*x^5 + E^(5 - x)*(-2160*x^5 + 540*x^6) + E^x*(-324*x^3 + 324*x^4 + E^(5 - x)*(2160*x^3 - 540*x^4)))*Log[(-E^x + x^2)/(2*x)]^3 + (324*E^x*x^3 - 324*x^5)*Log[(-E^x + x^2)/(2*x)]^4)/(81*E^x - 81*x^2),x]","\text{\$Aborted}","\left(\frac{5}{3} e^{5-x} x+x \log \left(\frac{1}{2} \left(x-\frac{e^x}{x}\right)\right)\right)^4",1,"$Aborted","F",0,0,0,0,-1,"{}"
1997,0,0,0,3.8710129,"\int \frac{\left(6 e^x-4 e^{2 x} x\right) \log (x)+\left(-3 e^x+2 e^{2 x} x+e^x (3+3 x) \log (x)\right) \log \left(x^2\right)}{\left(9-12 e^x x+4 e^{2 x} x^2\right) \log ^2(x)} \, dx","Int[((6*E^x - 4*E^(2*x)*x)*Log[x] + (-3*E^x + 2*E^(2*x)*x + E^x*(3 + 3*x)*Log[x])*Log[x^2])/((9 - 12*E^x*x + 4*E^(2*x)*x^2)*Log[x]^2),x]","\int \frac{\left(6 e^x-4 e^{2 x} x\right) \log (x)+\left(-3 e^x+2 e^{2 x} x+e^x (3+3 x) \log (x)\right) \log \left(x^2\right)}{\left(9-12 e^x x+4 e^{2 x} x^2\right) \log ^2(x)} \, dx","\frac{x \log \left(x^2\right)}{\left(x-3 \left(x-e^{-x}\right)\right) \log (x)}",1,"-2*Defer[Int][E^x/((-3 + 2*E^x*x)*Log[x]), x] + Defer[Int][(E^x*Log[x^2])/((-3 + 2*E^x*x)*Log[x]^2), x] + 3*Defer[Int][(E^x*Log[x^2])/((-3 + 2*E^x*x)^2*Log[x]), x] + 3*Defer[Int][(E^x*x*Log[x^2])/((-3 + 2*E^x*x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
1998,0,0,0,6.3654659,"\int \frac{e^{x \log (3) \log \left(x^2 \log \left(x^2\right)\right)} \left(\left(-4 x-2 x^2\right) \log (3)+\left(4+3 x+\left(-4 x-2 x^2\right) \log (3)\right) \log \left(x^2\right)+\left(-2 x-x^2\right) \log (3) \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)\right)}{\left(4 x^3+4 x^4+x^5\right) \log \left(x^2\right)} \, dx","Int[(E^(x*Log[3]*Log[x^2*Log[x^2]])*((-4*x - 2*x^2)*Log[3] + (4 + 3*x + (-4*x - 2*x^2)*Log[3])*Log[x^2] + (-2*x - x^2)*Log[3]*Log[x^2]*Log[x^2*Log[x^2]]))/((4*x^3 + 4*x^4 + x^5)*Log[x^2]),x]","\int \frac{e^{x \log (3) \log \left(x^2 \log \left(x^2\right)\right)} \left(\left(-4 x-2 x^2\right) \log (3)+\left(4+3 x+\left(-4 x-2 x^2\right) \log (3)\right) \log \left(x^2\right)+\left(-2 x-x^2\right) \log (3) \log \left(x^2\right) \log \left(x^2 \log \left(x^2\right)\right)\right)}{\left(4 x^3+4 x^4+x^5\right) \log \left(x^2\right)} \, dx","-\frac{e^{x \log (3) \log \left(x^2 \log \left(x^2\right)\right)}}{x^2 (x+2)}",1,"Defer[Int][3^(x*Log[x^2*Log[x^2]])/x^3, x] - ((1 + Log[81])*Defer[Int][3^(x*Log[x^2*Log[x^2]])/x^2, x])/4 + (Log[9]*Defer[Int][3^(x*Log[x^2*Log[x^2]])/x, x])/4 + Defer[Int][3^(x*Log[x^2*Log[x^2]])/(2 + x)^2, x]/4 - (Log[9]*Defer[Int][3^(x*Log[x^2*Log[x^2]])/(2 + x), x])/4 - (Log[9]^2*Defer[Int][3^(x*Log[x^2*Log[x^2]])/(x^2*Log[x^2]), x])/Log[81] + (Log[9]^3*Defer[Int][3^(x*Log[x^2*Log[x^2]])/(x*Log[x^2]), x])/Log[81]^2 - (Log[9]^4*Defer[Int][3^(x*Log[x^2*Log[x^2]])/((x*Log[9] + Log[81])*Log[x^2]), x])/Log[81]^2 - (Log[3]*Defer[Int][(E^(x*Log[3]*Log[x^2*Log[x^2]])*Log[x^2*Log[x^2]])/x^2, x])/2 + (Log[3]*Defer[Int][(E^(x*Log[3]*Log[x^2*Log[x^2]])*Log[x^2*Log[x^2]])/x, x])/4 - (Log[3]*Defer[Int][(E^(x*Log[3]*Log[x^2*Log[x^2]])*Log[x^2*Log[x^2]])/(2 + x), x])/4","F",0,0,0,0,-1,"{}"
1999,1,25,0,0.1693926,"\int \frac{8+30 x^3}{\left(-10 x-40 x^3+75 x^4\right) \log \left(\frac{-2-8 x^2+15 x^3}{2 x^2}\right)} \, dx","Int[(8 + 30*x^3)/((-10*x - 40*x^3 + 75*x^4)*Log[(-2 - 8*x^2 + 15*x^3)/(2*x^2)]),x]","\frac{2}{5} \log \left(\log \left(-\frac{-15 x^3+8 x^2+2}{2 x^2}\right)\right)","\frac{1}{5} \log \left(\log ^2\left(-\frac{1}{x^2}+\frac{15 x}{2}-4\right)\right)",1,"(2*Log[Log[-1/2*(2 + 8*x^2 - 15*x^3)/x^2]])/5","A",2,2,46,0.04348,1,"{1594, 6684}"
2000,0,0,0,7.9641284,"\int \frac{e^{6+2 e^x-2 x+2 x^2}-x^3+x^4+e^{3+e^x-x+x^2} \left(-x-3 x^2+e^x x^2+2 x^3\right)}{e^{6+2 e^x-2 x+2 x^2} x-2 e^{3+e^x-x+x^2} x^3+x^5} \, dx","Int[(E^(6 + 2*E^x - 2*x + 2*x^2) - x^3 + x^4 + E^(3 + E^x - x + x^2)*(-x - 3*x^2 + E^x*x^2 + 2*x^3))/(E^(6 + 2*E^x - 2*x + 2*x^2)*x - 2*E^(3 + E^x - x + x^2)*x^3 + x^5),x]","\int \frac{e^{6+2 e^x-2 x+2 x^2}-x^3+x^4+e^{3+e^x-x+x^2} \left(-x-3 x^2+e^x x^2+2 x^3\right)}{e^{6+2 e^x-2 x+2 x^2} x-2 e^{3+e^x-x+x^2} x^3+x^5} \, dx","\frac{x}{x^2-e^{x^2-x+e^x+3}}+\log (2 x)",1,"Log[x] - Defer[Int][E^x/(E^(3 + E^x + x^2) - E^x*x^2), x] - 2*Defer[Int][(E^(2*x)*x^2)/(-E^(3 + E^x + x^2) + E^x*x^2)^2, x] - Defer[Int][(E^(2*x)*x^3)/(-E^(3 + E^x + x^2) + E^x*x^2)^2, x] + Defer[Int][(E^(3*x)*x^3)/(-E^(3 + E^x + x^2) + E^x*x^2)^2, x] + 2*Defer[Int][(E^(2*x)*x^4)/(-E^(3 + E^x + x^2) + E^x*x^2)^2, x] + Defer[Int][(E^x*x)/(-E^(3 + E^x + x^2) + E^x*x^2), x] - Defer[Int][(E^(2*x)*x)/(-E^(3 + E^x + x^2) + E^x*x^2), x] - 2*Defer[Int][(E^x*x^2)/(-E^(3 + E^x + x^2) + E^x*x^2), x]","F",0,0,0,0,-1,"{}"
2001,0,0,0,1.9834132,"\int \frac{25-100 e^{-1+4 x}+e^{e^{-1+4 x}} \left(-6+2 x+x^2\right)}{25+e^{e^{-1+4 x}} \left(-6+x^2\right)} \, dx","Int[(25 - 100*E^(-1 + 4*x) + E^E^(-1 + 4*x)*(-6 + 2*x + x^2))/(25 + E^E^(-1 + 4*x)*(-6 + x^2)),x]","\int \frac{25-100 e^{-1+4 x}+e^{e^{-1+4 x}} \left(-6+2 x+x^2\right)}{25+e^{e^{-1+4 x}} \left(-6+x^2\right)} \, dx","\log \left(x^2+25 e^{-e^{4 x-1}}-6\right)+x",1,"x + Log[6 - x^2] - 100*Defer[Int][E^(-1 + 4*x)/(25 + E^E^(-1 + 4*x)*(-6 + x^2)), x] + 25*Defer[Int][1/((Sqrt[6] - x)*(25 + E^E^(-1 + 4*x)*(-6 + x^2))), x] - 25*Defer[Int][1/((Sqrt[6] + x)*(25 + E^E^(-1 + 4*x)*(-6 + x^2))), x]","F",0,0,0,0,-1,"{}"
2002,1,22,0,0.2402834,"\int \frac{20 e^2 x^2-20 e^2 x^2 \log (x \log (4))+\left(3+3 x^2\right) \log ^2(x \log (4))}{3 x^2 \log ^2(x \log (4))} \, dx","Int[(20*E^2*x^2 - 20*E^2*x^2*Log[x*Log[4]] + (3 + 3*x^2)*Log[x*Log[4]]^2)/(3*x^2*Log[x*Log[4]]^2),x]","x-\frac{1}{x}-\frac{20 e^2 x}{3 \log (x \log (4))}","x-\frac{1}{x}-\frac{20 e^2 x}{3 \log (x \log (4))}",1,"-x^(-1) + x - (20*E^2*x)/(3*Log[x*Log[4]])","A",6,4,51,0.07843,1,"{12, 6688, 2297, 2298}"
2003,1,16,0,0.0103688,"\int (3072+1536 x+21504 \log (\log (4))) \, dx","Int[3072 + 1536*x + 21504*Log[Log[4]],x]","768 x^2+3072 x (1+7 \log (\log (4)))","12 (8 (x+14 \log (\log (4)))+16)^2",1,"768*x^2 + 3072*x*(1 + 7*Log[Log[4]])","A",1,0,10,0,1,"{}"
2004,1,24,0,0.8174578,"\int \frac{e^{\frac{x}{\log (x)}} \log \left(\frac{1}{2} \left(4-e^5+2 e^{\frac{x}{\log (x)}}\right)\right) (-4+4 \log (x))}{2 e^{\frac{x}{\log (x)}} \log ^2(x)+\left(4-e^5\right) \log ^2(x)} \, dx","Int[(E^(x/Log[x])*Log[(4 - E^5 + 2*E^(x/Log[x]))/2]*(-4 + 4*Log[x]))/(2*E^(x/Log[x])*Log[x]^2 + (4 - E^5)*Log[x]^2),x]","\log ^2\left(\frac{1}{2} \left(2 e^{\frac{x}{\log (x)}}+4-e^5\right)\right)","\log ^2\left(e^{\frac{x}{\log (x)}}+\frac{1}{2} \left(4-e^5\right)\right)",1,"Log[(4 - E^5 + 2*E^(x/Log[x]))/2]^2","A",1,4,66,0.06061,1,"{6741, 12, 6684, 6686}"
2005,0,0,0,0.3681641,"\int \frac{90-3 e^{\frac{1}{2} (-10-3 x)} x^2}{-90 x+2 e^{\frac{1}{2} (-10-3 x)} x^2} \, dx","Int[(90 - 3*E^((-10 - 3*x)/2)*x^2)/(-90*x + 2*E^((-10 - 3*x)/2)*x^2),x]","\int \frac{90-3 e^{\frac{1}{2} (-10-3 x)} x^2}{-90 x+2 e^{\frac{1}{2} (-10-3 x)} x^2} \, dx","\log \left(e^{-\frac{3 x}{2}-5}-\frac{45}{x}\right)",1,"-Log[x] - Defer[Int][(45*E^(5 + (3*x)/2) - x)^(-1), x] + (3*Defer[Int][x/(45*E^(5 + (3*x)/2) - x), x])/2","F",0,0,0,0,-1,"{}"
2006,1,15,0,0.2950167,"\int \frac{-8+8 x}{e^{2 e^2} x+2 e^{e^2} x^2+x^3+\left(-2 e^{e^2} x-2 x^2\right) \log (x)+x \log ^2(x)} \, dx","Int[(-8 + 8*x)/(E^(2*E^2)*x + 2*E^E^2*x^2 + x^3 + (-2*E^E^2*x - 2*x^2)*Log[x] + x*Log[x]^2),x]","-\frac{8}{x-\log (x)+e^{e^2}}","\frac{8}{-x+\log (x)-e^{e^2}}",1,"-8/(E^E^2 + x - Log[x])","A",3,3,54,0.05556,1,"{6688, 12, 6686}"
2007,0,0,0,0.7023885,"\int \frac{-72 x+20 x^2-36 x^3+18 x \log \left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)}{-576+432 \log \left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)-108 \log ^2\left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)+9 \log ^3\left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)} \, dx","Int[(-72*x + 20*x^2 - 36*x^3 + 18*x*Log[15*E^((25 - 90*x + 81*x^2)/81)])/(-576 + 432*Log[15*E^((25 - 90*x + 81*x^2)/81)] - 108*Log[15*E^((25 - 90*x + 81*x^2)/81)]^2 + 9*Log[15*E^((25 - 90*x + 81*x^2)/81)]^3),x]","\int \frac{-72 x+20 x^2-36 x^3+18 x \log \left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)}{-576+432 \log \left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)-108 \log ^2\left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)+9 \log ^3\left(15 e^{\frac{1}{81} \left(25-90 x+81 x^2\right)}\right)} \, dx","\frac{x^2}{\left(4-\log \left(15 e^{\left(\frac{5}{9}-x\right)^2}\right)\right)^2}",1,"(20*Defer[Int][x^2/(-4 + Log[15*E^((5 - 9*x)^2/81)])^3, x])/9 - 4*Defer[Int][x^3/(-4 + Log[15*E^((5 - 9*x)^2/81)])^3, x] + 2*Defer[Int][x/(-4 + Log[15*E^((5 - 9*x)^2/81)])^2, x]","F",0,0,0,0,-1,"{}"
2008,1,19,0,0.1985914,"\int \frac{-16+8 x^2+e^{5/x} \left(-9+2 x^2\right)}{4 x^2+e^{5/x} x^2} \, dx","Int[(-16 + 8*x^2 + E^(5/x)*(-9 + 2*x^2))/(4*x^2 + E^(5/x)*x^2),x]","2 x+\frac{4}{x}+\log \left(e^{5/x}+4\right)","\frac{x^2+x+4}{x}+x+\log \left(e^{5/x}+4\right)",1,"4/x + 2*x + Log[4 + E^(5/x)]","A",9,7,42,0.1667,1,"{6742, 6715, 2282, 36, 29, 31, 14}"
2009,1,16,0,0.0435057,"\int \frac{7+4 e^x+4 x}{36+4 e^x+7 x+2 x^2} \, dx","Int[(7 + 4*E^x + 4*x)/(36 + 4*E^x + 7*x + 2*x^2),x]","\log \left(2 x^2+7 x+4 e^x+36\right)","\log \left(\frac{1}{3} \left(\frac{x^2}{2}+\frac{7 x}{4}+e^x\right)+3\right)",1,"Log[36 + 4*E^x + 7*x + 2*x^2]","A",1,1,28,0.03571,1,"{6684}"
2010,1,49,0,0.3235726,"\int \frac{-6368+6352 x+e^{10+2 x} x+16 x^2+e^{5+x} \left(4-1596 x-4 x^2\right)+\left(16-16 x+4 e^{5+x} x\right) \log (x)}{8 x} \, dx","Int[(-6368 + 6352*x + E^(10 + 2*x)*x + 16*x^2 + E^(5 + x)*(4 - 1596*x - 4*x^2) + (16 - 16*x + 4*E^(5 + x)*x)*Log[x])/(8*x),x]","-199 e^{x+5}+\frac{1}{16} e^{2 x+10}-\frac{1}{2} e^{x+5} x+(x-\log (x)+398)^2+\frac{1}{2} e^{x+5} \log (x)","\left(x-\frac{e^{x+5}}{4}-\log (x)+398\right)^2",1,"-199*E^(5 + x) + E^(10 + 2*x)/16 - (E^(5 + x)*x)/2 + (398 + x - Log[x])^2 + (E^(5 + x)*Log[x])/2","B",15,9,58,0.1552,1,"{12, 14, 2194, 6686, 6742, 2199, 2178, 2176, 2554}"
2011,0,0,0,7.4269658,"\int e^{-x} \left(e^{4 e^{-x} (4+e)} \left(16 e^x-256 x-64 e x\right)+e^x \left(4096+8192 x+4608 x^2+1024 x^3+80 x^4\right)+e^{3 e^{-x} (4+e)} \left(-3072 x-768 x^2+e^x (256+128 x)+e \left(-768 x-192 x^2\right)\right)+e^{2 e^{-x} (4+e)} \left(-12288 x-6144 x^2-768 x^3+e^x \left(1536+1536 x+288 x^2\right)+e \left(-3072 x-1536 x^2-192 x^3\right)\right)+e^{e^{-x} (4+e)} \left(-16384 x-12288 x^2-3072 x^3-256 x^4+e^x \left(4096+6144 x+2304 x^2+256 x^3\right)+e \left(-4096 x-3072 x^2-768 x^3-64 x^4\right)\right)\right) \, dx","Int[(E^((4*(4 + E))/E^x)*(16*E^x - 256*x - 64*E*x) + E^x*(4096 + 8192*x + 4608*x^2 + 1024*x^3 + 80*x^4) + E^((3*(4 + E))/E^x)*(-3072*x - 768*x^2 + E^x*(256 + 128*x) + E*(-768*x - 192*x^2)) + E^((2*(4 + E))/E^x)*(-12288*x - 6144*x^2 - 768*x^3 + E^x*(1536 + 1536*x + 288*x^2) + E*(-3072*x - 1536*x^2 - 192*x^3)) + E^((4 + E)/E^x)*(-16384*x - 12288*x^2 - 3072*x^3 - 256*x^4 + E^x*(4096 + 6144*x + 2304*x^2 + 256*x^3) + E*(-4096*x - 3072*x^2 - 768*x^3 - 64*x^4)))/E^x,x]","\int e^{-x} \left(e^{4 e^{-x} (4+e)} \left(16 e^x-256 x-64 e x\right)+e^x \left(4096+8192 x+4608 x^2+1024 x^3+80 x^4\right)+e^{3 e^{-x} (4+e)} \left(-3072 x-768 x^2+e^x (256+128 x)+e \left(-768 x-192 x^2\right)\right)+e^{2 e^{-x} (4+e)} \left(-12288 x-6144 x^2-768 x^3+e^x \left(1536+1536 x+288 x^2\right)+e \left(-3072 x-1536 x^2-192 x^3\right)\right)+e^{e^{-x} (4+e)} \left(-16384 x-12288 x^2-3072 x^3-256 x^4+e^x \left(4096+6144 x+2304 x^2+256 x^3\right)+e \left(-4096 x-3072 x^2-768 x^3-64 x^4\right)\right)\right) \, dx","16 x \left(x+e^{(4+e) e^{-x}}+4\right)^4",1,"16*x*(4 + x)^4 - 4096*ExpIntegralEi[(4 + E)/E^x] - 1536*ExpIntegralEi[(2*(4 + E))/E^x] - 256*ExpIntegralEi[(3*(4 + E))/E^x] - 16*ExpIntegralEi[(4*(4 + E))/E^x] + 6144*Defer[Int][E^((4 + E)/E^x)*x, x] + 1536*Defer[Int][E^((2*(4 + E))/E^x)*x, x] + 128*Defer[Int][E^((3*(4 + E))/E^x)*x, x] - 4096*(4 + E)*Defer[Int][E^((4 + E)/E^x - x)*x, x] - 3072*(4 + E)*Defer[Int][E^((2*(4 + E))/E^x - x)*x, x] - 768*(4 + E)*Defer[Int][E^((3*(4 + E))/E^x - x)*x, x] - 64*(4 + E)*Defer[Int][E^((4*(4 + E))/E^x - x)*x, x] + 2304*Defer[Int][E^((4 + E)/E^x)*x^2, x] + 288*Defer[Int][E^((2*(4 + E))/E^x)*x^2, x] - 3072*(4 + E)*Defer[Int][E^((4 + E)/E^x - x)*x^2, x] - 1536*(4 + E)*Defer[Int][E^((2*(4 + E))/E^x - x)*x^2, x] - 192*(4 + E)*Defer[Int][E^((3*(4 + E))/E^x - x)*x^2, x] + 256*Defer[Int][E^((4 + E)/E^x)*x^3, x] - 768*(4 + E)*Defer[Int][E^((4 + E)/E^x - x)*x^3, x] - 192*(4 + E)*Defer[Int][E^((2*(4 + E))/E^x - x)*x^3, x] - 64*(4 + E)*Defer[Int][E^((4 + E)/E^x - x)*x^4, x]","F",0,0,0,0,-1,"{}"
2012,0,0,0,0.735282,"\int \frac{18 e^{3+2 x}+8 e^3 x^2+e^{3+x} \left(-16 x-10 x^2\right)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(18*E^(3 + 2*x) + 8*E^3*x^2 + E^(3 + x)*(-16*x - 10*x^2))/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{18 e^{3+2 x}+8 e^3 x^2+e^{3+x} \left(-16 x-10 x^2\right)}{e^{2 x}-2 e^x x+x^2} \, dx","2 e^3 \left(\left(\frac{5 x}{e^x-x}+5\right) x+4 x\right)",1,"18*E^3*x + 20*E^3*Defer[Int][x/(E^x - x), x] + 10*E^3*Defer[Int][x^2/(E^x - x)^2, x] - 10*E^3*Defer[Int][x^2/(E^x - x), x] - 10*E^3*Defer[Int][x^3/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
2013,1,27,0,0.0116225,"\int \left(1+4 x+\sqrt{e} \left(-6 x-4 x^3\right)\right) \, dx","Int[1 + 4*x + Sqrt[E]*(-6*x - 4*x^3),x]","-\sqrt{e} x^4-3 \sqrt{e} x^2+2 x^2+x","x \left(-\sqrt{e} x \left(x+\frac{3}{2 x}\right)^2+2 x+1\right)",1,"x + 2*x^2 - 3*Sqrt[E]*x^2 - Sqrt[E]*x^4","A",2,0,20,0,1,"{}"
2014,0,0,0,1.2312132,"\int \frac{256+16 e-64 x+24 x^2-2 x^3}{\left(-4096+2944 x-704 x^2+52 x^3+x^4+e (-16+4 x)\right) \log ^2\left(\frac{1024+4 e-480 x+56 x^2+x^3}{64-32 x+4 x^2}\right)} \, dx","Int[(256 + 16*E - 64*x + 24*x^2 - 2*x^3)/((-4096 + 2944*x - 704*x^2 + 52*x^3 + x^4 + E*(-16 + 4*x))*Log[(1024 + 4*E - 480*x + 56*x^2 + x^3)/(64 - 32*x + 4*x^2)]^2),x]","\int \frac{256+16 e-64 x+24 x^2-2 x^3}{\left(-4096+2944 x-704 x^2+52 x^3+x^4+e (-16+4 x)\right) \log ^2\left(\frac{1024+4 e-480 x+56 x^2+x^3}{64-32 x+4 x^2}\right)} \, dx","\frac{2}{\log \left(\frac{x}{4}+\frac{4 x+e}{(4-x)^2}+16\right)}",1,"4*Defer[Int][1/((-4 + x)*Log[(4*(256 + E) - 480*x + 56*x^2 + x^3)/(4*(-4 + x)^2)]^2), x] + 224*Defer[Int][x/((-4*(256 + E) + 480*x - 56*x^2 - x^3)*Log[(4*(256 + E) - 480*x + 56*x^2 + x^3)/(4*(-4 + x)^2)]^2), x] + 6*Defer[Int][x^2/((-4*(256 + E) + 480*x - 56*x^2 - x^3)*Log[(4*(256 + E) - 480*x + 56*x^2 + x^3)/(4*(-4 + x)^2)]^2), x] + 960*Defer[Int][1/((4*(256 + E) - 480*x + 56*x^2 + x^3)*Log[(4*(256 + E) - 480*x + 56*x^2 + x^3)/(4*(-4 + x)^2)]^2), x]","F",0,0,0,0,-1,"{}"
2015,1,20,0,0.0173581,"\int \frac{-12+e^{\frac{1}{4} (40+\log (2 x))} x}{4 x^2} \, dx","Int[(-12 + E^((40 + Log[2*x])/4)*x)/(4*x^2),x]","\sqrt[4]{2} e^{10} \sqrt[4]{x}+\frac{3}{x}","\sqrt[4]{2} e^{10} \sqrt[4]{x}+\frac{3}{x}-e^8",1,"3/x + 2^(1/4)*E^10*x^(1/4)","A",3,2,23,0.08696,1,"{12, 14}"
2016,1,9,0,0.0274426,"\int 1125 e^{-2+225 x^5} x^4 \, dx","Int[1125*E^(-2 + 225*x^5)*x^4,x]","e^{225 x^5-2}","e^{225 x^5-2}",1,"E^(-2 + 225*x^5)","A",2,2,14,0.1429,1,"{12, 2209}"
2017,0,0,0,1.6908663,"\int \frac{18-9 \log \left(x^2\right)+\left(-x+e^{e^2} x-9 \log \left(x^2\right)\right) \log \left(\frac{x-e^{e^2} x+9 \log \left(x^2\right)}{x}\right)}{x^3-e^{e^2} x^3+9 x^2 \log \left(x^2\right)} \, dx","Int[(18 - 9*Log[x^2] + (-x + E^E^2*x - 9*Log[x^2])*Log[(x - E^E^2*x + 9*Log[x^2])/x])/(x^3 - E^E^2*x^3 + 9*x^2*Log[x^2]),x]","\int \frac{18-9 \log \left(x^2\right)+\left(-x+e^{e^2} x-9 \log \left(x^2\right)\right) \log \left(\frac{x-e^{e^2} x+9 \log \left(x^2\right)}{x}\right)}{x^3-e^{e^2} x^3+9 x^2 \log \left(x^2\right)} \, dx","\frac{\log \left(\frac{9 \log \left(x^2\right)}{x}-e^{e^2}+1\right)}{x}",1,"x^(-1) + 18*Defer[Int][1/(x^2*((1 - E^E^2)*x + 9*Log[x^2])), x] + (1 - E^E^2)*Defer[Int][1/(x*((1 - E^E^2)*x + 9*Log[x^2])), x] - Defer[Int][Log[1 - E^E^2 + (9*Log[x^2])/x]/x^2, x]","F",0,0,0,0,-1,"{}"
2018,1,19,0,0.1424004,"\int \frac{e^{e^{\frac{4+\log (4)}{x}}+\frac{4+\log (4)}{x}} (4+\log (4))}{4 x^2} \, dx","Int[(E^(E^((4 + Log[4])/x) + (4 + Log[4])/x)*(4 + Log[4]))/(4*x^2),x]","-\frac{1}{4} e^{4^{\frac{1}{x}} e^{4/x}}","\frac{1}{4} \left(-e^{e^{\frac{4+\log (4)}{x}}}+2+e^2\right)",1,"-1/4*E^(4^x^(-1)*E^(4/x))","A",4,4,32,0.1250,1,"{12, 6715, 2282, 2194}"
2019,0,0,0,10.9428474,"\int \frac{e^{\frac{-2-x}{\left(-x+2 x^3\right) \log (x)}} \left(-2-x+4 x^2+2 x^3+\left(-2+12 x^2+4 x^3\right) \log (x)\right)}{\left(x^2-4 x^4+4 x^6\right) \log ^2(x)} \, dx","Int[(E^((-2 - x)/((-x + 2*x^3)*Log[x]))*(-2 - x + 4*x^2 + 2*x^3 + (-2 + 12*x^2 + 4*x^3)*Log[x]))/((x^2 - 4*x^4 + 4*x^6)*Log[x]^2),x]","\int \frac{e^{\frac{-2-x}{\left(-x+2 x^3\right) \log (x)}} \left(-2-x+4 x^2+2 x^3+\left(-2+12 x^2+4 x^3\right) \log (x)\right)}{\left(x^2-4 x^4+4 x^6\right) \log ^2(x)} \, dx","e^{\frac{x+2}{\left(x-2 x^3\right) \log (x)}}",1,"-2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/(x^2*Log[x]^2), x] - Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/(x*Log[x]^2), x] - 2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 - Sqrt[2]*x)*Log[x]^2), x] - Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 - Sqrt[2]*x)*Log[x]^2), x]/Sqrt[2] - 2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 + Sqrt[2]*x)*Log[x]^2), x] + Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 + Sqrt[2]*x)*Log[x]^2), x]/Sqrt[2] - 2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/(x^2*Log[x]), x] - 2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 - Sqrt[2]*x)*Log[x]), x] - 2*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((1 + Sqrt[2]*x)*Log[x]), x] + 8*Defer[Int][E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))/((-1 + 2*x^2)^2*Log[x]), x] + 4*Defer[Int][(E^((-2 - x)/(x*(-1 + 2*x^2)*Log[x]))*x)/((-1 + 2*x^2)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2020,0,0,0,1.3335738,"\int e^{-e-x} \left(e^{7+x}+e^{e^{-x} x} \left(e^{2+x}+e^e (1-x)+e^2 \left(x-x^2\right)\right)\right) \, dx","Int[E^(-E - x)*(E^(7 + x) + E^(x/E^x)*(E^(2 + x) + E^E*(1 - x) + E^2*(x - x^2))),x]","\int e^{-e-x} \left(e^{7+x}+e^{e^{-x} x} \left(e^{2+x}+e^e (1-x)+e^2 \left(x-x^2\right)\right)\right) \, dx","\left(e^{e^{-x} x}+e^5\right) \left(e^{2-e} x+1\right)",1,"E^(7 - E)*x + Defer[Int][E^(-(((-1 + E^x)*x)/E^x)), x] + Defer[Int][E^(2*(1 - E/2) + x/E^x), x] - Defer[Int][x/E^(((-1 + E^x)*x)/E^x), x] + Defer[Int][E^(2*(1 - E/2) - x + x/E^x)*x, x] - Defer[Int][E^(2*(1 - E/2) - x + x/E^x)*x^2, x]","F",0,0,0,0,-1,"{}"
2021,0,0,0,0.5071434,"\int \frac{60+60 x+e^x \left(-16+24 x-9 x^2\right)+e^{x+e^x x} \left(16-8 x-15 x^2+9 x^3+e^x \left(16+8 x-23 x^2-6 x^3+9 x^4\right)\right)+e^x \left(-16+8 x+15 x^2-9 x^3\right) \log (1+x)}{16-8 x-15 x^2+9 x^3} \, dx","Int[(60 + 60*x + E^x*(-16 + 24*x - 9*x^2) + E^(x + E^x*x)*(16 - 8*x - 15*x^2 + 9*x^3 + E^x*(16 + 8*x - 23*x^2 - 6*x^3 + 9*x^4)) + E^x*(-16 + 8*x + 15*x^2 - 9*x^3)*Log[1 + x])/(16 - 8*x - 15*x^2 + 9*x^3),x]","\int \frac{60+60 x+e^x \left(-16+24 x-9 x^2\right)+e^{x+e^x x} \left(16-8 x-15 x^2+9 x^3+e^x \left(16+8 x-23 x^2-6 x^3+9 x^4\right)\right)+e^x \left(-16+8 x+15 x^2-9 x^3\right) \log (1+x)}{16-8 x-15 x^2+9 x^3} \, dx","e^{e^x x+x}+\frac{5}{\frac{x+4}{4}-x}-e^x \log (x+1)+4",1,"20/(4 - 3*x) - E^x*Log[1 + x] + Defer[Int][E^(x + E^x*x), x] + Defer[Int][E^(2*x + E^x*x), x] + Defer[Int][E^(2*x + E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
2022,1,936,0,3.8996466,"\int \frac{16+4 e^{2 x}+\left(-36-72 x-24 x^2\right) \log (3)+e^x \left(-16+\left(18+18 x-6 x^2-4 x^3\right) \log (3)-4 \log (4)\right)+\left(8+\left(-9-18 x-6 x^2\right) \log (3)\right) \log (4)+\log ^2(4)}{16+4 e^{2 x}+e^x (-16-4 \log (4))+8 \log (4)+\log ^2(4)} \, dx","Int[(16 + 4*E^(2*x) + (-36 - 72*x - 24*x^2)*Log[3] + E^x*(-16 + (18 + 18*x - 6*x^2 - 4*x^3)*Log[3] - 4*Log[4]) + (8 + (-9 - 18*x - 6*x^2)*Log[3])*Log[4] + Log[4]^2)/(16 + 4*E^(2*x) + E^x*(-16 - 4*Log[4]) + 8*Log[4] + Log[4]^2),x]","\frac{\log (9) x^4}{8 (2+\log (2))}-\frac{\log (3) (4+\log (4)) x^4}{8 (2+\log (2))^2}-\frac{\log (9) \log \left(1-\frac{e^x}{2+\log (2)}\right) x^3}{2 (2+\log (2))}+\frac{\log (3) (4+\log (4)) \log \left(1-\frac{e^x}{2+\log (2)}\right) x^3}{2 (2+\log (2))^2}+\frac{\log (27) x^3}{6 (2+\log (2))}-\frac{\log (3) (6+\log (8)) x^3}{2 (2+\log (2))^2}-\frac{\log (3) (4+\log (4)) x^3}{2 (2+\log (2)) \left(2-e^x+\log (2)\right)}+\frac{\log (3) (4+\log (4)) x^3}{2 (2+\log (2))^2}-\frac{\log (27) \log \left(1-\frac{e^x}{2+\log (2)}\right) x^2}{2 (2+\log (2))}+\frac{3 \log (3) (6+\log (8)) \log \left(1-\frac{e^x}{2+\log (2)}\right) x^2}{2 (2+\log (2))^2}-\frac{3 \log (3) (4+\log (4)) \log \left(1-\frac{e^x}{2+\log (2)}\right) x^2}{2 (2+\log (2))^2}-\frac{3 \log (9) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right) x^2}{2 (2+\log (2))}+\frac{3 \log (3) (4+\log (4)) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right) x^2}{2 (2+\log (2))^2}-\frac{\log (19683) x^2}{4 (2+\log (2))}-\frac{\log (3) (18+\log (512)) x^2}{4 (2+\log (2))^2}-\frac{3 \log (3) (6+\log (8)) x^2}{2 (2+\log (2)) \left(2-e^x+\log (2)\right)}+\frac{3 \log (3) (6+\log (8)) x^2}{2 (2+\log (2))^2}+\frac{\log (19683) \log \left(1-\frac{e^x}{2+\log (2)}\right) x}{2 (2+\log (2))}+\frac{\log (3) (18+\log (512)) \log \left(1-\frac{e^x}{2+\log (2)}\right) x}{2 (2+\log (2))^2}-\frac{3 \log (3) (6+\log (8)) \log \left(1-\frac{e^x}{2+\log (2)}\right) x}{(2+\log (2))^2}-\frac{\log (27) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right) x}{2+\log (2)}+\frac{3 \log (3) (6+\log (8)) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right) x}{(2+\log (2))^2}-\frac{3 \log (3) (4+\log (4)) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right) x}{(2+\log (2))^2}+\frac{3 \log (9) \text{Li}_3\left(\frac{e^x}{2+\log (2)}\right) x}{2+\log (2)}-\frac{3 \log (3) (4+\log (4)) \text{Li}_3\left(\frac{e^x}{2+\log (2)}\right) x}{(2+\log (2))^2}-\frac{\log (19683) x}{2 (2+\log (2))}-\frac{\log (3) (18+\log (512)) x}{2 (2+\log (2)) \left(2-e^x+\log (2)\right)}+\frac{\log (3) (18+\log (512)) x}{2 (2+\log (2))^2}+x+\frac{\log (19683) \log \left(2-e^x+\log (2)\right)}{2 (2+\log (2))}-\frac{\log (3) (18+\log (512)) \log \left(2-e^x+\log (2)\right)}{2 (2+\log (2))^2}+\frac{\log (19683) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right)}{2 (2+\log (2))}+\frac{\log (3) (18+\log (512)) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right)}{2 (2+\log (2))^2}-\frac{3 \log (3) (6+\log (8)) \text{Li}_2\left(\frac{e^x}{2+\log (2)}\right)}{(2+\log (2))^2}+\frac{\log (27) \text{Li}_3\left(\frac{e^x}{2+\log (2)}\right)}{2+\log (2)}-\frac{3 \log (3) (6+\log (8)) \text{Li}_3\left(\frac{e^x}{2+\log (2)}\right)}{(2+\log (2))^2}+\frac{3 \log (3) (4+\log (4)) \text{Li}_3\left(\frac{e^x}{2+\log (2)}\right)}{(2+\log (2))^2}-\frac{3 \log (9) \text{Li}_4\left(\frac{e^x}{2+\log (2)}\right)}{2+\log (2)}+\frac{3 \log (3) (4+\log (4)) \text{Li}_4\left(\frac{e^x}{2+\log (2)}\right)}{(2+\log (2))^2}","x+\frac{(x+3) (2 x+3) x \log (3)}{2 e^x-4-\log (4)}",1,"x + (x^3*Log[3]*(4 + Log[4]))/(2*(2 + Log[2])^2) - (x^4*Log[3]*(4 + Log[4]))/(8*(2 + Log[2])^2) - (x^3*Log[3]*(4 + Log[4]))/(2*(2 + Log[2])*(2 - E^x + Log[2])) + (3*x^2*Log[3]*(6 + Log[8]))/(2*(2 + Log[2])^2) - (x^3*Log[3]*(6 + Log[8]))/(2*(2 + Log[2])^2) - (3*x^2*Log[3]*(6 + Log[8]))/(2*(2 + Log[2])*(2 - E^x + Log[2])) + (x^4*Log[9])/(8*(2 + Log[2])) + (x^3*Log[27])/(6*(2 + Log[2])) + (x*Log[3]*(18 + Log[512]))/(2*(2 + Log[2])^2) - (x^2*Log[3]*(18 + Log[512]))/(4*(2 + Log[2])^2) - (x*Log[3]*(18 + Log[512]))/(2*(2 + Log[2])*(2 - E^x + Log[2])) - (x*Log[19683])/(2*(2 + Log[2])) - (x^2*Log[19683])/(4*(2 + Log[2])) - (Log[3]*(18 + Log[512])*Log[2 - E^x + Log[2]])/(2*(2 + Log[2])^2) + (Log[19683]*Log[2 - E^x + Log[2]])/(2*(2 + Log[2])) - (3*x^2*Log[3]*(4 + Log[4])*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) + (x^3*Log[3]*(4 + Log[4])*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) - (3*x*Log[3]*(6 + Log[8])*Log[1 - E^x/(2 + Log[2])])/(2 + Log[2])^2 + (3*x^2*Log[3]*(6 + Log[8])*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) - (x^3*Log[9]*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])) - (x^2*Log[27]*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])) + (x*Log[3]*(18 + Log[512])*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) + (x*Log[19683]*Log[1 - E^x/(2 + Log[2])])/(2*(2 + Log[2])) - (3*x*Log[3]*(4 + Log[4])*PolyLog[2, E^x/(2 + Log[2])])/(2 + Log[2])^2 + (3*x^2*Log[3]*(4 + Log[4])*PolyLog[2, E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) - (3*Log[3]*(6 + Log[8])*PolyLog[2, E^x/(2 + Log[2])])/(2 + Log[2])^2 + (3*x*Log[3]*(6 + Log[8])*PolyLog[2, E^x/(2 + Log[2])])/(2 + Log[2])^2 - (3*x^2*Log[9]*PolyLog[2, E^x/(2 + Log[2])])/(2*(2 + Log[2])) - (x*Log[27]*PolyLog[2, E^x/(2 + Log[2])])/(2 + Log[2]) + (Log[3]*(18 + Log[512])*PolyLog[2, E^x/(2 + Log[2])])/(2*(2 + Log[2])^2) + (Log[19683]*PolyLog[2, E^x/(2 + Log[2])])/(2*(2 + Log[2])) + (3*Log[3]*(4 + Log[4])*PolyLog[3, E^x/(2 + Log[2])])/(2 + Log[2])^2 - (3*x*Log[3]*(4 + Log[4])*PolyLog[3, E^x/(2 + Log[2])])/(2 + Log[2])^2 - (3*Log[3]*(6 + Log[8])*PolyLog[3, E^x/(2 + Log[2])])/(2 + Log[2])^2 + (3*x*Log[9]*PolyLog[3, E^x/(2 + Log[2])])/(2 + Log[2]) + (Log[27]*PolyLog[3, E^x/(2 + Log[2])])/(2 + Log[2]) + (3*Log[3]*(4 + Log[4])*PolyLog[4, E^x/(2 + Log[2])])/(2 + Log[2])^2 - (3*Log[9]*PolyLog[4, E^x/(2 + Log[2])])/(2 + Log[2])","C",62,16,102,0.1569,1,"{6741, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2279, 2391, 36, 29, 31}"
2023,0,0,0,9.3868551,"\int \frac{150-x+e^{4-3 x^2+x^4} \left(-150+x+900 x^2-600 x^4\right)+\left(-50+e^{4-3 x^2+x^4} \left(50-300 x^2+200 x^4\right)\right) \log \left(-x+e^{4-3 x^2+x^4} x\right)}{-x+e^{4-3 x^2+x^4} x} \, dx","Int[(150 - x + E^(4 - 3*x^2 + x^4)*(-150 + x + 900*x^2 - 600*x^4) + (-50 + E^(4 - 3*x^2 + x^4)*(50 - 300*x^2 + 200*x^4))*Log[-x + E^(4 - 3*x^2 + x^4)*x])/(-x + E^(4 - 3*x^2 + x^4)*x),x]","\int \frac{150-x+e^{4-3 x^2+x^4} \left(-150+x+900 x^2-600 x^4\right)+\left(-50+e^{4-3 x^2+x^4} \left(50-300 x^2+200 x^4\right)\right) \log \left(-x+e^{4-3 x^2+x^4} x\right)}{-x+e^{4-3 x^2+x^4} x} \, dx","25 \left(\log \left(e^{x^2+\left(2-x^2\right)^2} x-x\right)-3\right)^2+x",1,"x + 525*x^2 - (775*x^4)/2 + 150*x^6 - 25*x^8 - 150*Log[x] - 150*x^2*Log[-x + E^(4 - 3*x^2 + x^4)*x] + 50*x^4*Log[-x + E^(4 - 3*x^2 + x^4)*x] + 50*Defer[Int][Log[-x + E^(4 - 3*x^2 + x^4)*x]/x, x] - 150*Defer[Int][Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2]/x, x] + 900*Defer[Int][x*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2], x] - 900*Defer[Int][(E^(3*x^2)*x*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2])/(E^(3*x^2) - E^(4 + x^4)), x] - 600*Defer[Int][x^3*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2], x] + 600*Defer[Int][(E^(3*x^2)*x^3*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2])/(E^(3*x^2) - E^(4 + x^4)), x] + 100*Defer[Int][Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2]/x, x] - 600*Defer[Int][x*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2], x] + 600*Defer[Int][(E^(3*x^2)*x*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2])/(E^(3*x^2) - E^(4 + x^4)), x] + 400*Defer[Int][x^3*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2], x] - 400*Defer[Int][(E^(3*x^2)*x^3*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2])/(E^(3*x^2) - E^(4 + x^4)), x] - 450*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2] + 150*Log[-x + E^(4 - 3*x^2 + x^4)*x]*Defer[Subst][Defer[Int][E^(3*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2] + 750*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2] - 100*Log[-x + E^(4 - 3*x^2 + x^4)*x]*Defer[Subst][Defer[Int][(E^(3*x)*x)/(E^(3*x) - E^(4 + x^2)), x], x, x^2] - 450*Defer[Subst][Defer[Int][(E^(3*x)*x^2)/(E^(3*x) - E^(4 + x^2)), x], x, x^2] + 100*Defer[Subst][Defer[Int][(E^(3*x)*x^3)/(E^(3*x) - E^(4 + x^2)), x], x, x^2]","F",0,0,0,0,-1,"{}"
2024,1,54,0,0.4364549,"\int \frac{\exp \left(\frac{6 x+e^4 \left(6 x-24 x^2-x^4\right)+\left(x+e^4 \left(x-4 x^2\right)\right) \log (5)}{6+\log (5)}\right) \left(6+e^4 \left(6-48 x-4 x^3\right)+\left(1+e^4 (1-8 x)\right) \log (5)\right)}{6+\log (5)} \, dx","Int[(E^((6*x + E^4*(6*x - 24*x^2 - x^4) + (x + E^4*(x - 4*x^2))*Log[5])/(6 + Log[5]))*(6 + E^4*(6 - 48*x - 4*x^3) + (1 + E^4*(1 - 8*x))*Log[5]))/(6 + Log[5]),x]","5^{\frac{e^4 \left(x-4 x^2\right)+x}{6+\log (5)}} \exp \left(\frac{e^4 \left(-x^4-24 x^2+6 x\right)+6 x}{6+\log (5)}\right)","e^{e^4 \left(x-x^2 \left(\frac{x^2}{6+\log (5)}+4\right)\right)+x}",1,"5^((x + E^4*(x - 4*x^2))/(6 + Log[5]))*E^((6*x + E^4*(6*x - 24*x^2 - x^4))/(6 + Log[5]))","A",2,2,84,0.02381,1,"{12, 6706}"
2025,1,29,0,0.0209818,"\int \frac{-16 x+x^3+(16+x) \log \left(\frac{4}{\log (2)}\right)}{x^3} \, dx","Int[(-16*x + x^3 + (16 + x)*Log[4/Log[2]])/x^3,x]","-\frac{8 \log \left(\frac{4}{\log (2)}\right)}{x^2}+x+\frac{16-\log \left(\frac{4}{\log (2)}\right)}{x}","x-\frac{(x+8) \left(\log \left(\frac{4}{\log (2)}\right)-2 x\right)}{x^2}",1,"x + (16 - Log[4/Log[2]])/x - (8*Log[4/Log[2]])/x^2","A",2,1,22,0.04545,1,"{14}"
2026,1,20,0,0.0777827,"\int \left(2+e^{e^{e^{4+x}}+x} \left(1+e^{4+e^{4+x}+x}\right)-\log (4)\right) \, dx","Int[2 + E^(E^E^(4 + x) + x)*(1 + E^(4 + E^(4 + x) + x)) - Log[4],x]","e^{x+e^{e^{x+4}}}+x (2-\log (4))","e^{x+e^{e^{x+4}}}-(x (\log (4)-2))+5",1,"E^(E^E^(4 + x) + x) + x*(2 - Log[4])","A",3,2,30,0.06667,1,"{2282, 2288}"
2027,0,0,0,0.5436713,"\int \frac{-900+9 x+1209 x \log (x)-400 x^2 \log ^2(x)}{450 x-600 x^2 \log (x)+200 x^3 \log ^2(x)} \, dx","Int[(-900 + 9*x + 1209*x*Log[x] - 400*x^2*Log[x]^2)/(450*x - 600*x^2*Log[x] + 200*x^3*Log[x]^2),x]","\int \frac{-900+9 x+1209 x \log (x)-400 x^2 \log ^2(x)}{450 x-600 x^2 \log (x)+200 x^3 \log ^2(x)} \, dx","\log \left(\frac{1}{x^2}\right)-\frac{3}{25 \left(4-\frac{6}{x \log (x)}\right)}",1,"-2*Log[x] + (9*Defer[Int][(-3 + 2*x*Log[x])^(-2), x])/50 + (27*Defer[Int][1/(x*(-3 + 2*x*Log[x])^2), x])/100 + (9*Defer[Int][1/(x*(-3 + 2*x*Log[x])), x])/100","F",0,0,0,0,-1,"{}"
2028,1,9,0,0.0088286,"\int -\frac{2 \log (x)}{e^8 x} \, dx","Int[(-2*Log[x])/(E^8*x),x]","-\frac{\log ^2(x)}{e^8}","-\frac{\log ^2(x)}{e^8}-\frac{e^{10}}{9}+\log (3)",1,"-(Log[x]^2/E^8)","A",2,2,10,0.2000,1,"{12, 2301}"
2029,1,25,0,1.0632685,"\int \frac{15 e^{5+\frac{x}{3}}+e^5 (6+2 x)}{\left(-6 x+e^{x/3} \left(-15 x+3 x^2\right)\right) \log \left(\frac{e^{-x/3} \left(2+e^{x/3} (5-x)\right)}{x}\right)} \, dx","Int[(15*E^(5 + x/3) + E^5*(6 + 2*x))/((-6*x + E^(x/3)*(-15*x + 3*x^2))*Log[(2 + E^(x/3)*(5 - x))/(E^(x/3)*x)]),x]","e^5 \log \left(\log \left(\frac{2 e^{-x/3}}{x}+\frac{5}{x}-1\right)\right)","e^5 \log \left(\log \left(\frac{-x+2 e^{-x/3}+5}{x}\right)\right)",1,"E^5*Log[Log[-1 + 5/x + 2/(E^(x/3)*x)]]","A",4,4,74,0.05405,1,"{6741, 12, 6688, 6684}"
2030,1,24,0,1.2256751,"\int \frac{-\log (4)+\left(x \log (4)+e^{e^8+2 e^4 x+x^2} \left(2 e^4 x+2 x^2\right) \log (4)\right) \log (x)}{\left(16 x+e^{2 e^8+4 e^4 x+2 x^2} x-8 x^2+x^3+e^{e^8+2 e^4 x+x^2} \left(-8 x+2 x^2\right)\right) \log (x)+\left(8 x-2 e^{e^8+2 e^4 x+x^2} x-2 x^2\right) \log (x) \log (\log (x))+x \log (x) \log ^2(\log (x))} \, dx","Int[(-Log[4] + (x*Log[4] + E^(E^8 + 2*E^4*x + x^2)*(2*E^4*x + 2*x^2)*Log[4])*Log[x])/((16*x + E^(2*E^8 + 4*E^4*x + 2*x^2)*x - 8*x^2 + x^3 + E^(E^8 + 2*E^4*x + x^2)*(-8*x + 2*x^2))*Log[x] + (8*x - 2*E^(E^8 + 2*E^4*x + x^2)*x - 2*x^2)*Log[x]*Log[Log[x]] + x*Log[x]*Log[Log[x]]^2),x]","\frac{\log (4)}{-x-e^{\left(x+e^4\right)^2}+\log (\log (x))+4}","\frac{1}{e^2}-\frac{\log (4)}{x+e^{\left(x+e^4\right)^2}-\log (\log (x))-4}",1,"Log[4]/(4 - E^(E^4 + x)^2 - x + Log[Log[x]])","A",3,3,150,0.02000,1,"{6688, 12, 6686}"
2031,1,26,0,0.0605435,"\int \frac{-4 e^{4/x}-x^2-50 e^{2 e^x+x} x^2}{5 x^2} \, dx","Int[(-4*E^(4/x) - x^2 - 50*E^(2*E^x + x)*x^2)/(5*x^2),x]","-\frac{x}{5}-5 e^{2 e^x}+\frac{e^{4/x}}{5}","\frac{1}{5} \left(-x-25 e^{2 e^x}+e^{4/x}+3\right)",1,"-5*E^(2*E^x) + E^(4/x)/5 - x/5","A",8,5,36,0.1389,1,"{12, 14, 2282, 2194, 2209}"
2032,0,0,0,0.4915163,"\int \frac{1+4 x-16 x^2-16 x^3+\left(-8 x-12 x^2\right) \log (x)+\left(-x+4 x^2+4 x^3+\left(2 x+3 x^2\right) \log (x)\right) \log (2 x)+(-4+\log (2 x)) \log (-4+\log (2 x))}{-4+\log (2 x)} \, dx","Int[(1 + 4*x - 16*x^2 - 16*x^3 + (-8*x - 12*x^2)*Log[x] + (-x + 4*x^2 + 4*x^3 + (2*x + 3*x^2)*Log[x])*Log[2*x] + (-4 + Log[2*x])*Log[-4 + Log[2*x]])/(-4 + Log[2*x]),x]","\int \frac{1+4 x-16 x^2-16 x^3+\left(-8 x-12 x^2\right) \log (x)+\left(-x+4 x^2+4 x^3+\left(2 x+3 x^2\right) \log (x)\right) \log (2 x)+(-4+\log (2 x)) \log (-4+\log (2 x))}{-4+\log (2 x)} \, dx","x (-x+(x+1) x (x+\log (x))+\log (\log (2 x)-4))",1,"-x^2 + x^3 + x^4 + (E^4*ExpIntegralEi[-4 + Log[2*x]])/2 + (x^2 + x^3)*Log[x] + Defer[Subst][Defer[Int][Log[-4 + Log[x]], x], x, 2*x]/2","F",0,0,0,0,-1,"{}"
2033,1,22,0,0.3623004,"\int \frac{e^{\frac{15 x}{12+58 x+3 x^2+3 x^3}} \left(180-45 x^2-90 x^3\right)}{144+1392 x+3436 x^2+420 x^3+357 x^4+18 x^5+9 x^6} \, dx","Int[(E^((15*x)/(12 + 58*x + 3*x^2 + 3*x^3))*(180 - 45*x^2 - 90*x^3))/(144 + 1392*x + 3436*x^2 + 420*x^3 + 357*x^4 + 18*x^5 + 9*x^6),x]","e^{\frac{15 x}{3 x^3+3 x^2+58 x+12}}","e^{\frac{5}{x^2+x+4 \left(\frac{1}{x}+\frac{16}{3}\right)-2}}",1,"E^((15*x)/(12 + 58*x + 3*x^2 + 3*x^3))","A",3,3,67,0.04478,1,"{6688, 12, 6706}"
2034,1,214,0,0.9931091,"\int \frac{e^5 \left(-x-3 x^3\right)+3 e^5 x^2 \log (5)+\left(e^5 \left(-5+x-45 x^2+9 x^3\right)+e^5 \left(30 x-6 x^2\right) \log (5)\right) \log (5-x)}{(-15+3 x) \log ^2(5-x)} \, dx","Int[(E^5*(-x - 3*x^3) + 3*E^5*x^2*Log[5] + (E^5*(-5 + x - 45*x^2 + 9*x^3) + E^5*(30*x - 6*x^2)*Log[5])*Log[5 - x])/((-15 + 3*x)*Log[5 - x]^2),x]","-20 e^5 \text{Ei}(2 \log (5-x))+2 e^5 (15-\log (5)) \text{Ei}(2 \log (5-x))-2 e^5 (5-\log (5)) \text{Ei}(2 \log (5-x))+25 e^5 \text{li}(5-x)+5 e^5 (5-\log (5)) \text{li}(5-x)-\frac{2}{3} e^5 (113-15 \log (5)) \text{li}(5-x)+\frac{1}{3} e^5 (76-15 \log (5)) \text{li}(5-x)-\frac{e^5 (5-x) x^2}{\log (5-x)}-\frac{e^5 (5-x) x (5-\log (5))}{\log (5-x)}-\frac{e^5 (5-x) (76-15 \log (5))}{3 \log (5-x)}+\frac{5 e^5 (76-15 \log (5))}{3 \log (5-x)}","\frac{e^5 x \left(\frac{x^3+\frac{x}{3}}{x}-x \log (5)\right)}{\log (5-x)}-4",1,"-20*E^5*ExpIntegralEi[2*Log[5 - x]] - 2*E^5*ExpIntegralEi[2*Log[5 - x]]*(5 - Log[5]) + 2*E^5*ExpIntegralEi[2*Log[5 - x]]*(15 - Log[5]) - (E^5*(5 - x)*x^2)/Log[5 - x] + (5*E^5*(76 - 15*Log[5]))/(3*Log[5 - x]) - (E^5*(5 - x)*(76 - 15*Log[5]))/(3*Log[5 - x]) - (E^5*(5 - x)*x*(5 - Log[5]))/Log[5 - x] + 25*E^5*LogIntegral[5 - x] + (E^5*(76 - 15*Log[5])*LogIntegral[5 - x])/3 - (2*E^5*(113 - 15*Log[5])*LogIntegral[5 - x])/3 + 5*E^5*(5 - Log[5])*LogIntegral[5 - x]","C",50,15,80,0.1875,1,"{6688, 12, 6742, 2418, 2400, 2399, 2389, 2298, 2390, 2309, 2178, 2297, 2302, 30, 2417}"
2035,1,9,0,0.0033964,"\int \frac{1+e^{4+x}}{e^4} \, dx","Int[(1 + E^(4 + x))/E^4,x]","\frac{x}{e^4}+e^x","\frac{x}{e^4}+e^x-1",1,"E^x + x/E^4","A",3,2,11,0.1818,1,"{12, 2194}"
2036,0,0,0,1.414856,"\int \frac{-250 e^{3 x} x-150 e^{2 x} x^2-2 x^4+e^x \left(-30 x^3+e^{\frac{1+4 e^2}{e^2}} \left(250 x-250 x^2\right) \log (2)\right)}{125 e^{\frac{1+4 e^2}{e^2}+3 x}+75 e^{\frac{1+4 e^2}{e^2}+2 x} x+15 e^{\frac{1+4 e^2}{e^2}+x} x^2+e^{\frac{1+4 e^2}{e^2}} x^3} \, dx","Int[(-250*E^(3*x)*x - 150*E^(2*x)*x^2 - 2*x^4 + E^x*(-30*x^3 + E^((1 + 4*E^2)/E^2)*(250*x - 250*x^2)*Log[2]))/(125*E^((1 + 4*E^2)/E^2 + 3*x) + 75*E^((1 + 4*E^2)/E^2 + 2*x)*x + 15*E^((1 + 4*E^2)/E^2 + x)*x^2 + E^((1 + 4*E^2)/E^2)*x^3),x]","\int \frac{-250 e^{3 x} x-150 e^{2 x} x^2-2 x^4+e^x \left(-30 x^3+e^{\frac{1+4 e^2}{e^2}} \left(250 x-250 x^2\right) \log (2)\right)}{125 e^{\frac{1+4 e^2}{e^2}+3 x}+75 e^{\frac{1+4 e^2}{e^2}+2 x} x+15 e^{\frac{1+4 e^2}{e^2}+x} x^2+e^{\frac{1+4 e^2}{e^2}} x^3} \, dx","x \left(\frac{x \log (2)}{\left(\frac{x}{5}+e^x\right)^2}-e^{-4-\frac{1}{e^2}} x\right)",1,"-(E^(-4 - E^(-2))*x^2) - 50*Log[2]*Defer[Int][x^2/(5*E^x + x)^3, x] + 50*Log[2]*Defer[Int][x^3/(5*E^x + x)^3, x] + 50*Log[2]*Defer[Int][x/(5*E^x + x)^2, x] - 50*Log[2]*Defer[Int][x^2/(5*E^x + x)^2, x]","F",0,0,0,0,-1,"{}"
2037,1,23,0,0.06033,"\int \frac{-1-e^{4+x}}{e^{4+x}+x-e^4 (i \pi +\log (16))} \, dx","Int[(-1 - E^(4 + x))/(E^(4 + x) + x - E^4*(I*Pi + Log[16])),x]","-\log \left(x+e^{x+4}-e^4 (\log (16)+i \pi )\right)","\log \left(\frac{\log (5)}{\frac{x}{e^4}+e^x-i \pi -\log (16)}\right)",1,"-Log[E^(4 + x) + x - E^4*(I*Pi + Log[16])]","A",1,1,32,0.03125,1,"{6684}"
2038,1,52,0,0.5002629,"\int \frac{e^{-6-2 x} \left(-4-8 x+e^{3+x} \left(64+64 x-4 x^2\right)+e^{6+2 x} \left(-256-16 e^{25}+x^2\right)\right)}{16 x^2} \, dx","Int[(E^(-6 - 2*x)*(-4 - 8*x + E^(3 + x)*(64 + 64*x - 4*x^2) + E^(6 + 2*x)*(-256 - 16*E^25 + x^2)))/(16*x^2),x]","\frac{x}{16}+\frac{e^{-x-3}}{4}+\frac{e^{-2 x-6}}{4 x}-\frac{4 e^{-x-3}}{x}+\frac{16+e^{25}}{x}","\frac{\left(-\frac{x}{4}-\frac{e^{-x-3}}{2}+4\right)^2+e^{25}}{x}",1,"E^(-3 - x)/4 + E^(-6 - 2*x)/(4*x) - (4*E^(-3 - x))/x + (16 + E^25)/x + x/16","A",12,8,53,0.1509,1,"{12, 6742, 2197, 14, 2199, 2194, 2177, 2178}"
2039,0,0,0,5.7025154,"\int \frac{e^{-\frac{5}{-2-x+16 x^2+8 x^3+x^4}} \left(4-x+97 x^2+56 x^3+256 x^4+254 x^5+96 x^6+16 x^7+x^8\right)}{\left(4+4 x-63 x^2-64 x^3+236 x^4+254 x^5+96 x^6+16 x^7+x^8\right) \log (2)} \, dx","Int[(4 - x + 97*x^2 + 56*x^3 + 256*x^4 + 254*x^5 + 96*x^6 + 16*x^7 + x^8)/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(4 + 4*x - 63*x^2 - 64*x^3 + 236*x^4 + 254*x^5 + 96*x^6 + 16*x^7 + x^8)*Log[2]),x]","\int \frac{e^{-\frac{5}{-2-x+16 x^2+8 x^3+x^4}} \left(4-x+97 x^2+56 x^3+256 x^4+254 x^5+96 x^6+16 x^7+x^8\right)}{\left(4+4 x-63 x^2-64 x^3+236 x^4+254 x^5+96 x^6+16 x^7+x^8\right) \log (2)} \, dx","\frac{e^{-\frac{5}{x^2 (x+4)^2-x-2}} x}{\log (2)}",1,"Defer[Int][E^(-5/(-2 - x + 16*x^2 + 8*x^3 + x^4)), x]/Log[2] + (40*Defer[Int][1/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(-2 - x + 16*x^2 + 8*x^3 + x^4)^2), x])/Log[2] + (15*Defer[Int][x/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(-2 - x + 16*x^2 + 8*x^3 + x^4)^2), x])/Log[2] - (160*Defer[Int][x^2/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(-2 - x + 16*x^2 + 8*x^3 + x^4)^2), x])/Log[2] - (40*Defer[Int][x^3/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(-2 - x + 16*x^2 + 8*x^3 + x^4)^2), x])/Log[2] + (20*Defer[Int][1/(E^(5/(-2 - x + 16*x^2 + 8*x^3 + x^4))*(-2 - x + 16*x^2 + 8*x^3 + x^4)), x])/Log[2]","F",0,0,0,0,-1,"{}"
2040,1,23,0,0.1552281,"\int \frac{-400+100 x-200 x^2-121 x^3-37 x^4-48 x^5+3 x^6-6 x^7}{-400 x-200 x^3+48 x^4-25 x^5+24 x^6+3 x^8} \, dx","Int[(-400 + 100*x - 200*x^2 - 121*x^3 - 37*x^4 - 48*x^5 + 3*x^6 - 6*x^7)/(-400*x - 200*x^3 + 48*x^4 - 25*x^5 + 24*x^6 + 3*x^8),x]","-\log \left(25-3 x^3\right)-\frac{x}{x^2+4}+\log (x)","-\frac{x}{x^2+4}+\log \left(\frac{\log (2)}{x^2-\frac{25}{3 x}}\right)+4",1,"-(x/(4 + x^2)) + Log[x] - Log[25 - 3*x^3]","A",6,4,67,0.05970,1,"{2074, 199, 203, 260}"
2041,0,0,0,1.060912,"\int \frac{-60 x+15 x^2+e^{-e^4+x} \left(30 x^2+15 x^3-15 x^4\right)+e^x \left(-3+x+e^{-e^4+x} \left(2+x-x^2\right)\right)}{e^x (-2+x)-30 x^2+15 x^3} \, dx","Int[(-60*x + 15*x^2 + E^(-E^4 + x)*(30*x^2 + 15*x^3 - 15*x^4) + E^x*(-3 + x + E^(-E^4 + x)*(2 + x - x^2)))/(E^x*(-2 + x) - 30*x^2 + 15*x^3),x]","\int \frac{-60 x+15 x^2+e^{-e^4+x} \left(30 x^2+15 x^3-15 x^4\right)+e^x \left(-3+x+e^{-e^4+x} \left(2+x-x^2\right)\right)}{e^x (-2+x)-30 x^2+15 x^3} \, dx","-\log \left(\frac{x-2}{5 e^{-x} x^2+\frac{1}{3}}\right)-e^{x-e^4} x+x",1,"E^(-E^4 + x) + x - E^(-E^4 + x)*(1 + x) - Log[2 - x] + 30*Defer[Int][x/(E^x + 15*x^2), x] - 15*Defer[Int][x^2/(E^x + 15*x^2), x]","F",0,0,0,0,-1,"{}"
2042,1,21,0,0.3502942,"\int \frac{4+27 x^4-x^8+\left(108 x^4-8 x^8\right) \log (x)}{\left(-4 x-27 x^5+x^9\right) \log (x)} \, dx","Int[(4 + 27*x^4 - x^8 + (108*x^4 - 8*x^8)*Log[x])/((-4*x - 27*x^5 + x^9)*Log[x]),x]","-\log \left(-x^8+27 x^4+4\right)-\log (\log (x))","\log (3)-\log \left(\left(\left(27-x^4\right) x^4+4\right) \log (x)\right)",1,"-Log[4 + 27*x^4 - x^8] - Log[Log[x]]","A",7,6,45,0.1333,1,"{1594, 6728, 1468, 628, 2302, 29}"
2043,1,114,0,1.3476296,"\int \frac{-28512 x^2+4032 x^3-224 x^4+\left(-297432 x+77112 x^2-5256 x^3+104 x^4\right) \log (3-x)+\left(-708588+314928 x-29160 x^2+1008 x^3-12 x^4\right) \log ^2(3-x)}{59049 x^4-26244 x^5+2430 x^6-84 x^7+x^8} \, dx","Int[(-28512*x^2 + 4032*x^3 - 224*x^4 + (-297432*x + 77112*x^2 - 5256*x^3 + 104*x^4)*Log[3 - x] + (-708588 + 314928*x - 29160*x^2 + 1008*x^3 - 12*x^4)*Log[3 - x]^2)/(59049*x^4 - 26244*x^5 + 2430*x^6 - 84*x^7 + x^8),x]","\frac{4 \log ^2(3-x)}{x^3}+\frac{32 \log (3-x)}{27 x^2}+\frac{64}{729 (27-x)}+\frac{64}{729 x}+\frac{64}{27 (27-x)^2}+\frac{32 \log (3-x)}{729 (27-x)}-\frac{8 (3-x) \log (3-x)}{27 x}+\frac{680 \log (3-x)}{729 x}-\frac{8}{27} \log (3-x)","\frac{4 \left(\log (3-x)-\frac{4 x}{x-27}\right)^2}{x^3}",1,"64/(27*(27 - x)^2) + 64/(729*(27 - x)) + 64/(729*x) - (8*Log[3 - x])/27 + (32*Log[3 - x])/(729*(27 - x)) + (32*Log[3 - x])/(27*x^2) + (680*Log[3 - x])/(729*x) - (8*(3 - x)*Log[3 - x])/(27*x) + (4*Log[3 - x]^2)/x^3","B",39,22,98,0.2245,1,"{6741, 6742, 44, 88, 72, 2418, 2395, 36, 31, 2390, 2301, 29, 2392, 2391, 2398, 2411, 2347, 2344, 2316, 2315, 2314, 2319}"
2044,1,22,0,0.1537307,"\int \frac{4 x^2+e^{2 e^x-2 x-2 e^5 x} \left(-2 x-2 e^5 x+2 e^x x\right)}{x} \, dx","Int[(4*x^2 + E^(2*E^x - 2*x - 2*E^5*x)*(-2*x - 2*E^5*x + 2*E^x*x))/x,x]","2 x^2+e^{2 \left(e^x-\left(1+e^5\right) x\right)}","2 x^2+e^{-2 e^5 x-2 x+2 e^x}",1,"E^(2*(E^x - (1 + E^5)*x)) + 2*x^2","A",3,2,44,0.04545,1,"{14, 6706}"
2045,1,20,0,0.1783223,"\int \frac{20-4 x+225 x^2-90 x^3+9 x^4+20 \log (2 x)}{75-30 x+3 x^2} \, dx","Int[(20 - 4*x + 225*x^2 - 90*x^3 + 9*x^4 + 20*Log[2*x])/(75 - 30*x + 3*x^2),x]","x^3+\frac{4 x \log (2 x)}{3 (5-x)}","x^3-\frac{4 x \log (2 x)}{3 (x-5)}+1",1,"x^3 + (4*x*Log[2*x])/(3*(5 - x))","A",14,6,39,0.1538,1,"{27, 12, 6742, 43, 2314, 31}"
2046,1,24,0,0.0648467,"\int \frac{1+e^x (1+x)+\log \left(i \pi +\log \left(-2+e^8\right)\right)}{x+e^x x+x \log \left(i \pi +\log \left(-2+e^8\right)\right)} \, dx","Int[(1 + E^x*(1 + x) + Log[I*Pi + Log[-2 + E^8]])/(x + E^x*x + x*Log[I*Pi + Log[-2 + E^8]]),x]","\log \left(e^x x+x \left(1+\log \left(\log \left(e^8-2\right)+i \pi \right)\right)\right)","\log \left(x \left(e^x+1+\log \left(\log \left(e^8-2\right)+i \pi \right)\right)\right)",1,"Log[E^x*x + x*(1 + Log[I*Pi + Log[-2 + E^8]])]","A",2,2,47,0.04255,1,"{6, 6684}"
2047,0,0,0,3.1792205,"\int \frac{-8 x \log (9-x) \log (x)+\left(-36+4 x+(36-4 x) \log ^2(9-x)+\left(-36+4 x+(36-4 x) \log ^2(9-x)\right) \log (x)\right) \log \left(-1+\log ^2(9-x)\right)}{9-x+(-9+x) \log ^2(9-x)} \, dx","Int[(-8*x*Log[9 - x]*Log[x] + (-36 + 4*x + (36 - 4*x)*Log[9 - x]^2 + (-36 + 4*x + (36 - 4*x)*Log[9 - x]^2)*Log[x])*Log[-1 + Log[9 - x]^2])/(9 - x + (-9 + x)*Log[9 - x]^2),x]","\int \frac{-8 x \log (9-x) \log (x)+\left(-36+4 x+(36-4 x) \log ^2(9-x)+\left(-36+4 x+(36-4 x) \log ^2(9-x)\right) \log (x)\right) \log \left(-1+\log ^2(9-x)\right)}{9-x+(-9+x) \log ^2(9-x)} \, dx","-4 x \log (x) \log \left(\log ^2(9-x)-1\right)-5",1,"-8*Defer[Int][(Log[9 - x]*Log[x])/(-1 + Log[9 - x]^2), x] - 72*Defer[Int][(Log[9 - x]*Log[x])/((-9 + x)*(-1 + Log[9 - x]^2)), x] - 4*Defer[Int][Log[x]*Log[-1 + Log[9 - x]^2], x] + 4*Defer[Subst][Defer[Int][Log[-1 + Log[x]^2], x], x, 9 - x]","F",0,0,0,0,-1,"{}"
2048,0,0,0,1.0725378,"\int \frac{e^{-x} \left(48-48 x+\left(-48+48 x-48 x^2\right) \log (x)+\left(-32 x+32 x^2-16 x^3+e^2 \left(-16+16 x-16 x^2\right)\right) \log ^2(x)\right)}{\left(15-30 x+15 x^2\right) \log ^2(x)} \, dx","Int[(48 - 48*x + (-48 + 48*x - 48*x^2)*Log[x] + (-32*x + 32*x^2 - 16*x^3 + E^2*(-16 + 16*x - 16*x^2))*Log[x]^2)/(E^x*(15 - 30*x + 15*x^2)*Log[x]^2),x]","\int \frac{e^{-x} \left(48-48 x+\left(-48+48 x-48 x^2\right) \log (x)+\left(-32 x+32 x^2-16 x^3+e^2 \left(-16+16 x-16 x^2\right)\right) \log ^2(x)\right)}{\left(15-30 x+15 x^2\right) \log ^2(x)} \, dx","\frac{4 e^{-x} x \left(x+\frac{3}{\log (x)}+e^2\right)}{3 \left(x+\frac{x+3}{4}-2\right)}",1,"(16*E^(2 - x))/15 + 16/(15*E^x) - (16*(1 + E^2))/(15*E^x*(1 - x)) + (16*x)/(15*E^x) - (16*Defer[Int][1/(E^x*(-1 + x)*Log[x]^2), x])/5 - (16*Defer[Int][1/(E^x*Log[x]), x])/5 - (16*Defer[Int][1/(E^x*(-1 + x)^2*Log[x]), x])/5 - (16*Defer[Int][1/(E^x*(-1 + x)*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
2049,1,26,0,0.0092034,"\int \frac{1}{8} \left(1728 x^5-96 x^3 \log (\log (9))+x \log ^2(\log (9))\right) \, dx","Int[(1728*x^5 - 96*x^3*Log[Log[9]] + x*Log[Log[9]]^2)/8,x]","36 x^6-3 x^4 \log (\log (9))+\frac{1}{16} x^2 \log ^2(\log (9))","\frac{1}{16} x^2 \left(\log (\log (9))-24 x^2\right)^2-e^4",1,"36*x^6 - 3*x^4*Log[Log[9]] + (x^2*Log[Log[9]]^2)/16","A",2,1,25,0.04000,1,"{12}"
2050,1,22,0,0.031622,"\int \frac{e^2 (2+e)}{-e^2+6 e^{2 x+e x}} \, dx","Int[(E^2*(2 + E))/(-E^2 + 6*E^(2*x + E*x)),x]","-e x-2 x+\log \left(e^2-6 e^{(2+e) x}\right)","\log \left(\frac{1}{2} e^{2-(2+e) x}-3\right)+\frac{1}{3}",1,"-2*x - E*x + Log[E^2 - 6*E^((2 + E)*x)]","A",5,5,26,0.1923,1,"{12, 2282, 36, 29, 31}"
2051,0,0,0,22.5936919,"\int \frac{125 x-425 x^2+315 x^3+81 x^4+e^x \left(-25 x+90 x^2-81 x^3\right)+e^{3-e^x} \left(25-90 x+e^x \left(-5+48 x-54 x^2\right)+e^{2 x} \left(-5 x+9 x^2\right)\right)+e^x \left(-25 x^2+90 x^3-81 x^4\right) \log (x)}{25 x^2-90 x^3+81 x^4} \, dx","Int[(125*x - 425*x^2 + 315*x^3 + 81*x^4 + E^x*(-25*x + 90*x^2 - 81*x^3) + E^(3 - E^x)*(25 - 90*x + E^x*(-5 + 48*x - 54*x^2) + E^(2*x)*(-5*x + 9*x^2)) + E^x*(-25*x^2 + 90*x^3 - 81*x^4)*Log[x])/(25*x^2 - 90*x^3 + 81*x^4),x]","\int \frac{125 x-425 x^2+315 x^3+81 x^4+e^x \left(-25 x+90 x^2-81 x^3\right)+e^{3-e^x} \left(25-90 x+e^x \left(-5+48 x-54 x^2\right)+e^{2 x} \left(-5 x+9 x^2\right)\right)+e^x \left(-25 x^2+90 x^3-81 x^4\right) \log (x)}{25 x^2-90 x^3+81 x^4} \, dx","x+\left(5-e^x\right) \left(\frac{e^{3-e^x}}{x (9 x-5)}+\log (x)\right)-2",1,"x + 5*Log[x] - E^x*Log[x] + Defer[Int][E^(3 - E^x)/x^2, x] - Defer[Int][E^(3 - E^x + x)/x^2, x]/5 + (6*Defer[Int][E^(3 - E^x + x)/x, x])/5 - Defer[Int][E^(3 - E^x + 2*x)/x, x]/5 - 81*Defer[Int][E^(3 - E^x)/(-5 + 9*x)^2, x] + (81*Defer[Int][E^(3 - E^x + x)/(-5 + 9*x)^2, x])/5 - (54*Defer[Int][E^(3 - E^x + x)/(-5 + 9*x), x])/5 + (9*Defer[Int][E^(3 - E^x + 2*x)/(-5 + 9*x), x])/5","F",0,0,0,0,-1,"{}"
2052,0,0,0,18.6815758,"\int \frac{\left(-384 x-768 x^2-384 x^3\right) \log (x)+\left(-384 x-1664 x^2-2304 x^3-1536 x^4-512 x^5\right) \log ^2(x)+\left(512 x^2+1536 x^3+1536 x^4+512 x^5\right) \log (x) \log \left(2 x+e^5 x\right)}{-27+\left(108 x+108 x^2\right) \log \left(2 x+e^5 x\right)+\left(-144 x^2-288 x^3-144 x^4\right) \log ^2\left(2 x+e^5 x\right)+\left(64 x^3+192 x^4+192 x^5+64 x^6\right) \log ^3\left(2 x+e^5 x\right)} \, dx","Int[((-384*x - 768*x^2 - 384*x^3)*Log[x] + (-384*x - 1664*x^2 - 2304*x^3 - 1536*x^4 - 512*x^5)*Log[x]^2 + (512*x^2 + 1536*x^3 + 1536*x^4 + 512*x^5)*Log[x]*Log[2*x + E^5*x])/(-27 + (108*x + 108*x^2)*Log[2*x + E^5*x] + (-144*x^2 - 288*x^3 - 144*x^4)*Log[2*x + E^5*x]^2 + (64*x^3 + 192*x^4 + 192*x^5 + 64*x^6)*Log[2*x + E^5*x]^3),x]","\int \frac{\left(-384 x-768 x^2-384 x^3\right) \log (x)+\left(-384 x-1664 x^2-2304 x^3-1536 x^4-512 x^5\right) \log ^2(x)+\left(512 x^2+1536 x^3+1536 x^4+512 x^5\right) \log (x) \log \left(2 x+e^5 x\right)}{-27+\left(108 x+108 x^2\right) \log \left(2 x+e^5 x\right)+\left(-144 x^2-288 x^3-144 x^4\right) \log ^2\left(2 x+e^5 x\right)+\left(64 x^3+192 x^4+192 x^5+64 x^6\right) \log ^3\left(2 x+e^5 x\right)} \, dx","\frac{4 \log ^2(x)}{\left(\frac{3}{x (4 x+4)}-\log \left(\left(2+e^5\right) x\right)\right)^2}",1,"-384*Defer[Int][(x*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 384*Defer[Int][(x^2*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 128*(3 - 4*Log[2 + E^5])*Defer[Int][(x^2*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 128*(3 - 4*Log[2 + E^5])*Defer[Int][(x^3*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] + 1024*Log[2 + E^5]*Defer[Int][(x^3*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] + 1536*Log[2 + E^5]*Defer[Int][(x^4*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] + 512*Log[2 + E^5]*Defer[Int][(x^5*Log[x])/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 384*Defer[Int][(x*Log[x]^2)/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 1152*Defer[Int][(x^2*Log[x]^2)/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x] - 768*Defer[Int][(x^3*Log[x]^2)/(-3 + 4*x*(1 + x)*Log[(2 + E^5)*x])^3, x]","F",0,0,0,0,-1,"{}"
2053,1,32,0,0.3693722,"\int \frac{-x+x^3+\left(1-x^2+5 x^3-x^4\right) \log (x)+\left(1-x^2\right) \log ^2(x)}{\left(-x^2+x^4\right) \log (x)} \, dx","Int[(-x + x^3 + (1 - x^2 + 5*x^3 - x^4)*Log[x] + (1 - x^2)*Log[x]^2)/((-x^2 + x^4)*Log[x]),x]","-x+\frac{2}{x}+2 \log (1-x)+3 \log (x+1)+\log (\log (x))+\frac{\log (x)}{x}","\log \left(e^{-x} (x+1) \left(x^2-1\right)^2 \log (x)\right)+\frac{\log (x)+2}{x}",1,"2/x - x + 2*Log[1 - x] + Log[x]/x + 3*Log[1 + x] + Log[Log[x]]","A",9,7,55,0.1273,1,"{1593, 6688, 14, 1802, 2302, 29, 2304}"
2054,0,0,0,44.0630753,"\int \frac{-3 e^2 \log (5)+e^{e^x+\frac{1}{3} e^{e^x} (-3-x)} \left(e^2 \log (5)+e^{2+x} (3+x) \log (5)\right)}{75+3 e^{\frac{2}{3} e^{e^x} (-3-x)}+30 x+3 x^2+e^{\frac{1}{3} e^{e^x} (-3-x)} (30+6 x)} \, dx","Int[(-3*E^2*Log[5] + E^(E^x + (E^E^x*(-3 - x))/3)*(E^2*Log[5] + E^(2 + x)*(3 + x)*Log[5]))/(75 + 3*E^((2*E^E^x*(-3 - x))/3) + 30*x + 3*x^2 + E^((E^E^x*(-3 - x))/3)*(30 + 6*x)),x]","\int \frac{-3 e^2 \log (5)+e^{e^x+\frac{1}{3} e^{e^x} (-3-x)} \left(e^2 \log (5)+e^{2+x} (3+x) \log (5)\right)}{75+3 e^{\frac{2}{3} e^{e^x} (-3-x)}+30 x+3 x^2+e^{\frac{1}{3} e^{e^x} (-3-x)} (30+6 x)} \, dx","\frac{e^2 \log (5)}{x+e^{\frac{e^{e^x}}{\frac{x}{x+3}-1}}+5}",1,"(E^2*Log[5])/(5 + x) - (E^2*Log[5]*Defer[Int][E^(E^x + x)/(1 + E^((E^E^x*(3 + x))/3)*(5 + x))^2, x])/3 - E^2*Log[5]*Defer[Int][1/((5 + x)^2*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))^2), x] - (E^2*Log[5]*Defer[Int][E^E^x/((5 + x)*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))^2), x])/3 + (2*E^2*Log[5]*Defer[Int][E^(E^x + x)/((5 + x)*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))^2), x])/3 + (E^2*Log[5]*Defer[Int][E^(E^x + x)/(1 + E^((E^E^x*(3 + x))/3)*(5 + x)), x])/3 + 2*E^2*Log[5]*Defer[Int][1/((5 + x)^2*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))), x] + (E^2*Log[5]*Defer[Int][E^E^x/((5 + x)*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))), x])/3 - (2*E^2*Log[5]*Defer[Int][E^(E^x + x)/((5 + x)*(1 + E^((E^E^x*(3 + x))/3)*(5 + x))), x])/3","F",0,0,0,0,-1,"{}"
2055,1,31,0,0.775556,"\int \frac{\log ^{\frac{2 x}{e^4 \left(-8 x-2 x^2\right)+(5+2 x) \log (\log (6))}}(6) \left(4 e^4 x^2 \log (\log (6))+10 \log ^2(\log (6))\right)}{e^8 \left(64 x^2+32 x^3+4 x^4\right)+e^4 \left(-80 x-52 x^2-8 x^3\right) \log (\log (6))+\left(25+20 x+4 x^2\right) \log ^2(\log (6))} \, dx","Int[(Log[6]^((2*x)/(E^4*(-8*x - 2*x^2) + (5 + 2*x)*Log[Log[6]]))*(4*E^4*x^2*Log[Log[6]] + 10*Log[Log[6]]^2))/(E^8*(64*x^2 + 32*x^3 + 4*x^4) + E^4*(-80*x - 52*x^2 - 8*x^3)*Log[Log[6]] + (25 + 20*x + 4*x^2)*Log[Log[6]]^2),x]","\log ^{-\frac{2 x}{2 e^4 \left(x^2+4 x\right)-(2 x+5) \log (\log (6))}}(6)","e^{\frac{x}{x-\frac{e^4 (x+4) x}{\log (\log (6))}+\frac{5}{2}}}",1,"Log[6]^((-2*x)/(2*E^4*(4*x + x^2) - (5 + 2*x)*Log[Log[6]]))","A",1,1,111,0.009009,1,"{6706}"
2056,1,8,0,0.0028577,"\int \frac{2-3 x}{x} \, dx","Int[(2 - 3*x)/x,x]","2 \log (x)-3 x","\log \left(e^{16-3 x} x^2\right)",1,"-3*x + 2*Log[x]","A",2,1,9,0.1111,1,"{43}"
2057,1,15,0,0.3488713,"\int \frac{x+\left(4+5 x+x^2\right) \log \left(\frac{1}{8} (-4-x)\right)}{\left(4 x+x^2\right) \log \left(\frac{1}{8} (-4-x)\right)} \, dx","Int[(x + (4 + 5*x + x^2)*Log[(-4 - x)/8])/((4*x + x^2)*Log[(-4 - x)/8]),x]","x+\log (x)+\log \left(\log \left(\frac{1}{8} (-x-4)\right)\right)","x+\log \left(\frac{12}{25} x \log \left(\frac{1}{8} (-x-4)\right)\right)+1",1,"x + Log[x] + Log[Log[(-4 - x)/8]]","A",10,8,43,0.1860,1,"{1593, 6688, 6742, 43, 2390, 12, 2302, 29}"
2058,1,10556,0,175.7913531,"\int \frac{-16588800 x-30965760 x^3-24883200 x^5-10936320 x^7-2744320 x^9-368640 x^{11}-20480 x^{13}+e^4 \left(3110400 x+10414080 x^3+12960000 x^5+8542720 x^7+3310080 x^9+760320 x^{11}+96000 x^{13}+5120 x^{15}\right)}{19683+126846 x^2+331533 x^4+457552 x^6+369117 x^8+184710 x^{10}+58563 x^{12}+11532 x^{14}+1296 x^{16}+64 x^{18}} \, dx","Int[(-16588800*x - 30965760*x^3 - 24883200*x^5 - 10936320*x^7 - 2744320*x^9 - 368640*x^11 - 20480*x^13 + E^4*(3110400*x + 10414080*x^3 + 12960000*x^5 + 8542720*x^7 + 3310080*x^9 + 760320*x^11 + 96000*x^13 + 5120*x^15))/(19683 + 126846*x^2 + 331533*x^4 + 457552*x^6 + 369117*x^8 + 184710*x^10 + 58563*x^12 + 11532*x^14 + 1296*x^16 + 64*x^18),x]","-\frac{1046960640 \left(2 \left(1034451-2129 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right)\right)-9 \left(2129 \sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-43 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+86 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right) \left(4 x^2+9\right)\right)}{\left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right) \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)^2 \left(-9 \left(4 x^2+9\right)^2-3 \sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}+33\right)^2}-\frac{285120 \sqrt{\frac{3}{44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}} \left(24 \left(88 \sqrt[6]{3} 11^{2/3} \left(103359383 \sqrt{3}+30702312 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}+42 \sqrt[6]{3} 11^{2/3} \left(284498189 \sqrt{3}+84508032 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+54 \sqrt[3]{33} \left(52216399515+5170193984 \sqrt{102}\right)-\left(81+8 \sqrt{102}\right)^{2/3} \left(4120795107+408019480 \sqrt{102}-524532576\ 3^{5/6} \sqrt{34} \sqrt[3]{891-88 \sqrt{102}}-5297500954 \sqrt[3]{33 \left(81-8 \sqrt{102}\right)}\right)+\left(81-8 \sqrt{102}\right)^{2/3} \left(11108262155 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+1099881840\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}-94 \left(52439871339+5192320976 \sqrt{102}\right)\right)\right)-11 \left(6 \sqrt[6]{3} 11^{2/3} \left(951350221 \sqrt{3}+282593128 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}-24 \sqrt[6]{3} 11^{2/3} \left(187758093 \sqrt{3}+55772786 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+117504 \sqrt[3]{33} \left(8422987+834000 \sqrt{102}\right)-\left(81+8 \sqrt{102}\right)^{2/3} \left(2478352239+245393544 \sqrt{102}-435693184\ 3^{5/6} \sqrt{34} \sqrt[3]{891-88 \sqrt{102}}-4400279022 \sqrt[3]{33 \left(81-8 \sqrt{102}\right)}\right)+\left(81-8 \sqrt{102}\right)^{2/3} \left(6443039985 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+637956016\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}-66 \left(52439871339+5192320976 \sqrt{102}\right)\right)\right) e^4\right) \tan ^{-1}\left(\frac{6 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}{\sqrt{3 \left(44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)\right)}}\right)}{\left(81+8 \sqrt{102}\right)^{2/3} \left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right)^2 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right)}+\frac{160 \sqrt{\frac{3}{44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}} \left(48 \left(3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right)+\sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{5/3}\right)-\left(2 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(1447+144 \sqrt{102}\right)-\sqrt[6]{3} 11^{2/3} \left(10173 \sqrt{3}+3024 \sqrt{34}+2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)-\sqrt[3]{81+8 \sqrt{102}} \left(8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}-22 \left(81+8 \sqrt{102}\right)\right)\right) e^4\right) \tan ^{-1}\left(\frac{6 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}{\sqrt{3 \left(44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)\right)}}\right)}{33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)}+\frac{414596413440 \sqrt[3]{81+8 \sqrt{102}} \sqrt{\frac{3}{44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}} \left(318483252230764271564496\ 3^{5/6} \sqrt{34} \sqrt[3]{891-88 \sqrt{102}}-853252141290622554308472 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+3216523178690219046846285 \sqrt[3]{33 \left(81-8 \sqrt{102}\right)}-2872474738210886656356259 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}+11 \left(70467083683294018291648\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}-3627280010399622237432 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}-2 \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3} \left(85247389656959752974933+8440749341401385431048 \sqrt{102}\right)+6 \left(81-8 \sqrt{102}\right)^{2/3} \sqrt[3]{81+8 \sqrt{102}} \left(144397278229220444881209+14297461025118184803248 \sqrt{102}\right)+9 \left(79075851072377972147819 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}-1356804902883446036645 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}+129551477760 \left(53750368555299+5322079535912 \sqrt{102}\right)\right)\right)\right) \tan ^{-1}\left(\frac{6 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)}{\sqrt{3 \left(44 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3}-\sqrt[3]{81+8 \sqrt{102}} \left(3564+352 \sqrt{102}+8 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+27 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \left(13089 \sqrt{3}+3888 \sqrt{34}-2 \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right)\right)}}\right)}{\left(66 \sqrt[3]{33}-\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+165 \left(81+8 \sqrt{102}\right)^{2/3}+7 \left(81-8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)\right) \left(99 \sqrt[3]{33}+12 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-132 \left(81+8 \sqrt{102}\right)^{2/3}-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(484 \left(4363\ 3^{2/3}+1296 \sqrt[6]{3} \sqrt{34}\right) \sqrt[3]{47993-4752 \sqrt{102}}+17452 \sqrt[3]{33} \left(81-8 \sqrt{102}\right)^{2/3} \left(38071417+3769632 \sqrt{102}\right)+33 \left(9 \sqrt[6]{3} 11^{2/3} \left(76190827 \sqrt{3}+22632048 \sqrt{34}\right)+8957 \sqrt[3]{81+8 \sqrt{102}} \left(705915+69896 \sqrt{102}\right)+9 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(21225443+2101632 \sqrt{102}\right)\right)+4 \sqrt[3]{81-8 \sqrt{102}} \left(609911528 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}+27 \left(7538140566+746387136 \sqrt{102}+76046969 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right)\right)}+\frac{77760 \left(8 \left(1785420 \sqrt[6]{3} 11^{2/3} \left(4363 \sqrt{3}+1296 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}+96679 \left(81-8 \sqrt{102}\right)^{2/3} \left(81+8 \sqrt{102}\right)+11 \left(\sqrt[6]{3} 11^{2/3} \left(1164901 \sqrt{3}+347760 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-451008 \left(81+8 \sqrt{102}\right)^{5/3}+43470 \sqrt[3]{33} \left(4363+432 \sqrt{102}\right)\right)\right)-11 \left(210348 \sqrt[6]{3} 11^{2/3} \left(4363 \sqrt{3}+1296 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}+187 \sqrt[6]{3} 11^{2/3} \left(20615 \sqrt{3}+6144 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+22627 \left(81-8 \sqrt{102}\right)^{2/3} \left(81+8 \sqrt{102}\right)-590436 \left(81+8 \sqrt{102}\right)^{5/3}+143616 \sqrt[3]{33} \left(4363+432 \sqrt{102}\right)\right) e^4\right) \log \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)}{\sqrt[3]{81+8 \sqrt{102}} \left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right)^2 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right)}-\frac{160 \left(81+8 \sqrt{102}\right)^{2/3} \left(48-\left(36+\sqrt[3]{33 \left(81-8 \sqrt{102}\right)}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right) e^4\right) \log \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)}{33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)}+\frac{226143498240 \left(81+8 \sqrt{102}\right) \left(1738285920 \sqrt[3]{3} \left(47993-4752 \sqrt{102}\right)^{2/3} \left(384502464+38071417 \sqrt{102}\right)+11 \left(16 \sqrt[3]{81+8 \sqrt{102}} \left(4481016020965\ 33^{2/3}+1331060111766 \sqrt[6]{3} 11^{2/3} \sqrt{34}+153385263152100 \sqrt[6]{3} \sqrt{34} \left(4363-432 \sqrt{102}\right)^{2/3}+516371738823360 \left(3 \left(4363-432 \sqrt{102}\right)\right)^{2/3}\right)-57024 \sqrt[3]{33} \left(90845842010+8995088025 \sqrt{102}-1910562 \sqrt[3]{891-88 \sqrt{102}} \left(705915+69896 \sqrt{102}\right)^{2/3}\right)+\sqrt[6]{3} 11^{2/3} \sqrt[3]{81-8 \sqrt{102}} \left(4378135716635999 \sqrt{3}+1300500091878696 \sqrt{34}+10787482596 \sqrt{34} \left(3 \left(705915+69896 \sqrt{102}\right)\right)^{2/3}\right)+22 \left(81+8 \sqrt{102}\right)^{2/3} \left(76075611264\ 3^{5/6} \sqrt{34} \sqrt[3]{891-88 \sqrt{102}}+768922808392 \sqrt[3]{33 \left(81-8 \sqrt{102}\right)}-9 \left(16412724045845+1625103072198 \sqrt{102}\right)\right)-\left(81-8 \sqrt{102}\right)^{2/3} \left(1181284644860609 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+116964607354128\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+352 \left(50657344332912+5015823749251 \sqrt{102}\right)\right)\right)\right) \log \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)}{\left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right)^3 \left(3 \left(33 \sqrt[3]{33}+4 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-44 \left(81+8 \sqrt{102}\right)^{2/3}\right)-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2}-\frac{38880 \left(72399028608 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+243731450192 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}+88 \left(7755 \left(81-8 \sqrt{102}\right)^{2/3} \left(81+8 \sqrt{102}\right)^{4/3}-168649272 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+1165935 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-16698880\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+347760 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}+4003236 \left(4363+432 \sqrt{102}\right)-20 \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3} \left(10329831+1022792 \sqrt{102}\right)\right)-121 \left(2050679808+203046912 \sqrt{102}+192550608 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+648221942 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}+147015 \left(81-8 \sqrt{102}\right)^{2/3} \sqrt[3]{81+8 \sqrt{102}}+14520 \sqrt{102} \left(81-8 \sqrt{102}\right)^{2/3} \sqrt[3]{81+8 \sqrt{102}}-39969128 \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}-3957472 \sqrt{102} \sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}-35279470 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+350697 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-3493216\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+104448 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}\right) e^4\right) \log \left(3 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)^2+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-11 \left(81+8 \sqrt{102}\right)^{2/3}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+11 \sqrt[3]{33}\right)}{\left(81+8 \sqrt{102}\right)^{2/3} \left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right)^2 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right)}+\frac{80 \left(81+8 \sqrt{102}\right)^{2/3} \left(48-\left(36+\sqrt[3]{33 \left(81-8 \sqrt{102}\right)}+\sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right) e^4\right) \log \left(3 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)^2+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-11 \left(81+8 \sqrt{102}\right)^{2/3}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+11 \sqrt[3]{33}\right)}{33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)}+\frac{621894620160 \sqrt[3]{81+8 \sqrt{102}} \left(34560 \sqrt[6]{3} 11^{2/3} \left(1263162156398600025 \sqrt{3}+375215071661757424 \sqrt{34}\right)+440 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(1980867501946689645+196135109001451318 \sqrt{102}\right)+\sqrt[3]{33} \left(81-8 \sqrt{102}\right)^{2/3} \left(281786966869329896033223+27901067288851652293088 \sqrt{102}\right)-3 \sqrt[3]{81+8 \sqrt{102}} \left(5436518160565005182647+538295509903150854888 \sqrt{102}+178660586364808709344 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+601461158094016696512 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}\right)-\sqrt[3]{81-8 \sqrt{102}} \left(3570556233580657116312+353537748173990524848 \sqrt{102}-19453773044641851502 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-5778631674533398320 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}\right)\right) \log \left(3 \left(81+8 \sqrt{102}\right)^{2/3} \left(4 x^2+9\right)^2+\sqrt[3]{33} \left(81+8 \sqrt{102}+\sqrt[3]{81-8 \sqrt{102}} \left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-11 \left(81+8 \sqrt{102}\right)^{2/3}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+11 \sqrt[3]{33}\right)}{\left(66 \sqrt[3]{33}-\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+165 \left(81+8 \sqrt{102}\right)^{2/3}+7 \left(81-8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)\right) \left(99 \sqrt[3]{33}+12 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-132 \left(81+8 \sqrt{102}\right)^{2/3}-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(484 \left(4363\ 3^{2/3}+1296 \sqrt[6]{3} \sqrt{34}\right) \sqrt[3]{47993-4752 \sqrt{102}}+17452 \sqrt[3]{33} \left(81-8 \sqrt{102}\right)^{2/3} \left(38071417+3769632 \sqrt{102}\right)+33 \left(9 \sqrt[6]{3} 11^{2/3} \left(76190827 \sqrt{3}+22632048 \sqrt{34}\right)+8957 \sqrt[3]{81+8 \sqrt{102}} \left(705915+69896 \sqrt{102}\right)+9 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(21225443+2101632 \sqrt{102}\right)\right)+4 \sqrt[3]{81-8 \sqrt{102}} \left(609911528 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}+27 \left(7538140566+746387136 \sqrt{102}+76046969 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right)\right)}+\frac{10 \left(288-49 e^4\right)}{3 \left(4 x^6+27 x^4+58 x^2+27\right)}-\frac{155520 \left(72 \left(3807 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}-464 \left(81-8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)+464 \sqrt[3]{81+8 \sqrt{102}} \left(27\ 33^{2/3}+8 \sqrt[6]{3} 11^{2/3} \sqrt{34}-33 \sqrt[3]{81+8 \sqrt{102}}\right)\right)-11 \left(8019 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}-497 \left(81-8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)+497 \sqrt[3]{81+8 \sqrt{102}} \left(27\ 33^{2/3}+8 \sqrt[6]{3} 11^{2/3} \sqrt{34}-33 \sqrt[3]{81+8 \sqrt{102}}\right)\right) e^4\right)}{\left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right) \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right) \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)}-\frac{2035291484160 \sqrt[3]{81+8 \sqrt{102}} \left(501552 \sqrt[3]{3} \left(47993-4752 \sqrt{102}\right)^{2/3} \left(384502464+38071417 \sqrt{102}\right)-11 \left(4 \sqrt[6]{3} 11^{2/3} \left(9989518737005 \sqrt{3}+2967329230258 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}+11034144 \sqrt[3]{33} \left(44064+4363 \sqrt{102}\right)-\sqrt[3]{81+8 \sqrt{102}} \left(9824407526579\ 33^{2/3}+2918283938024 \sqrt[6]{3} 11^{2/3} \sqrt{34}+708106160160 \sqrt[6]{3} \sqrt{34} \left(4363-432 \sqrt{102}\right)^{2/3}+2383840544256 \left(3 \left(4363-432 \sqrt{102}\right)\right)^{2/3}\right)-\left(81+8 \sqrt{102}\right)^{2/3} \left(940336291345+93107164128 \sqrt{102}-956513005200\ 3^{5/6} \sqrt{34} \sqrt[3]{891-88 \sqrt{102}}-9660304030891 \sqrt[3]{33 \left(81-8 \sqrt{102}\right)}\right)+\left(81-8 \sqrt{102}\right)^{2/3} \left(26551002050056+2628940870952 \sqrt{102}+1150139003149 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+113880730752\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}\right)\right)\right)}{\left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right)^2 \left(3 \left(33 \sqrt[3]{33}+4 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-44 \left(81+8 \sqrt{102}\right)^{2/3}\right)-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)}+\frac{169607623680 \left(81+8 \sqrt{102}\right)^{4/3} \left(2 \left(549120 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right)+11 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(588417+58816 \sqrt{102}\right)-3 \sqrt[3]{81+8 \sqrt{102}} \left(1003104 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+3376962 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}+817069 \left(81+8 \sqrt{102}\right)\right)+33 \sqrt[3]{81-8 \sqrt{102}} \left(50845995+5034440 \sqrt{102}-505737 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-149848 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}\right)\right) \left(4 x^2+9\right)-11 \sqrt[3]{81-8 \sqrt{102}} \left(455908851+45152936 \sqrt{102}+1556928 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}+461312 \sqrt[6]{3} \sqrt{34} \left(891+88 \sqrt{102}\right)^{2/3}\right)-2 \sqrt[3]{81+8 \sqrt{102}} \left(255634488 \sqrt[6]{3} \sqrt{34} \left(891-88 \sqrt{102}\right)^{2/3}+860592324 \left(33 \left(81-8 \sqrt{102}\right)\right)^{2/3}+1030073 \left(81+8 \sqrt{102}\right)\right)+11 \sqrt[3]{33} \left(81+8 \sqrt{102}\right)^{2/3} \left(12182171+1226304 \sqrt{102}\right)+638550 \sqrt[3]{33} \left(81-8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)+7040 \sqrt[6]{3} 11^{2/3} \left(248117 \sqrt{3}+73728 \sqrt{34}\right)\right)}{\left(3 \left(33 \sqrt[3]{33}+4 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-44 \left(81+8 \sqrt{102}\right)^{2/3}\right)-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)^2 \left(-9 \left(4 x^2+9\right)^2-3 \sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}+33\right)}+\frac{25920 \left(9 \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right) \left(33408-5467 e^4\right)+\left(66-\frac{66 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-2 \left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(376-121 e^4\right)\right) \left(4 x^2+9\right)+9 \sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right) \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right) \left(376-121 e^4\right)+\frac{1}{6} \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(400896-65604 e^4\right)\right)}{\left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-2 \left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2\right) \left(\left(81-8 \sqrt{102}\right)^{2/3} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)^2+4 \left(33-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}\right)\right) \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right) \left(-9 \left(4 x^2+9\right)^2-3 \sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right) \left(4 x^2+9\right)-\left(33 \left(81+8 \sqrt{102}\right)\right)^{2/3}-\frac{33 \sqrt[3]{33}}{\left(81+8 \sqrt{102}\right)^{2/3}}+33\right)}+\frac{44005}{3 \left(4 x^6+27 x^4+58 x^2+27\right)^2}-\frac{1865683860480 \left(81+8 \sqrt{102}\right)^{2/3} \left(5 \sqrt[6]{3} 11^{2/3} \left(152080197 \sqrt{3}+45174544 \sqrt{34}\right) \sqrt[3]{81-8 \sqrt{102}}-6 \sqrt[6]{3} 11^{2/3} \left(2158158181 \sqrt{3}+640900564 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+349030 \left(81+8 \sqrt{102}\right)^{2/3} \left(4363+432 \sqrt{102}\right)+3840 \sqrt[3]{33} \left(153347567+15183672 \sqrt{102}\right)-3 \left(81-8 \sqrt{102}\right)^{2/3} \left(370863132822+36720944888 \sqrt{102}+2742209545 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}+271519200\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}\right)\right)}{\left(33 \sqrt[3]{33}+\sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}+33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(8726+864 \sqrt{102}\right)\right) \left(3 \left(33 \sqrt[3]{33}+4 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-44 \left(81+8 \sqrt{102}\right)^{2/3}\right)-\left(81-8 \sqrt{102}\right)^{2/3} \left(16\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+3 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(99 \sqrt[3]{33}+3 \sqrt[6]{3} 11^{2/3} \left(27 \sqrt{3}+8 \sqrt{34}\right) \sqrt[3]{81+8 \sqrt{102}}-33 \left(81+8 \sqrt{102}\right)^{2/3}+\left(81-8 \sqrt{102}\right)^{2/3} \left(32\ 3^{5/6} \sqrt{34} \sqrt[3]{891+88 \sqrt{102}}+6 \left(4363+432 \sqrt{102}+54 \sqrt[3]{33 \left(81+8 \sqrt{102}\right)}\right)\right)\right)^2 \left(\sqrt[3]{81-8 \sqrt{102}} \left(\sqrt[3]{33}+\left(81+8 \sqrt{102}\right)^{2/3}\right)-3 \left(4 x^2+9\right)\right)^2}","5 \left(\frac{4}{\frac{x^2}{\left(x^2+3\right)^2}+x^2+\frac{3}{4}}-e^4\right)^2",1,"44005/(3*(27 + 58*x^2 + 27*x^4 + 4*x^6)^2) + (10*(288 - 49*E^4))/(3*(27 + 58*x^2 + 27*x^4 + 4*x^6)) - (1865683860480*(81 + 8*Sqrt[102])^(2/3)*(5*3^(1/6)*11^(2/3)*(152080197*Sqrt[3] + 45174544*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) - 6*3^(1/6)*11^(2/3)*(2158158181*Sqrt[3] + 640900564*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 349030*(81 + 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]) + 3840*33^(1/3)*(153347567 + 15183672*Sqrt[102]) - 3*(81 - 8*Sqrt[102])^(2/3)*(370863132822 + 36720944888*Sqrt[102] + 2742209545*(33*(81 + 8*Sqrt[102]))^(1/3) + 271519200*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3))))/((33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))*(3*(33*33^(1/3) + 4*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 44*(81 + 8*Sqrt[102])^(2/3)) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))^2) - (2035291484160*(81 + 8*Sqrt[102])^(1/3)*(501552*3^(1/3)*(47993 - 4752*Sqrt[102])^(2/3)*(384502464 + 38071417*Sqrt[102]) - 11*(4*3^(1/6)*11^(2/3)*(9989518737005*Sqrt[3] + 2967329230258*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) + 11034144*33^(1/3)*(44064 + 4363*Sqrt[102]) - (81 + 8*Sqrt[102])^(1/3)*(9824407526579*33^(2/3) + 2918283938024*3^(1/6)*11^(2/3)*Sqrt[34] + 708106160160*3^(1/6)*Sqrt[34]*(4363 - 432*Sqrt[102])^(2/3) + 2383840544256*(3*(4363 - 432*Sqrt[102]))^(2/3)) - (81 + 8*Sqrt[102])^(2/3)*(940336291345 + 93107164128*Sqrt[102] - 956513005200*3^(5/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(1/3) - 9660304030891*(33*(81 - 8*Sqrt[102]))^(1/3)) + (81 - 8*Sqrt[102])^(2/3)*(26551002050056 + 2628940870952*Sqrt[102] + 1150139003149*(33*(81 + 8*Sqrt[102]))^(1/3) + 113880730752*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3)))))/((33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))^2*(3*(33*33^(1/3) + 4*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 44*(81 + 8*Sqrt[102])^(2/3)) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))) - (155520*(72*(3807*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) - 464*(81 - 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]) + 464*(81 + 8*Sqrt[102])^(1/3)*(27*33^(2/3) + 8*3^(1/6)*11^(2/3)*Sqrt[34] - 33*(81 + 8*Sqrt[102])^(1/3))) - 11*(8019*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) - 497*(81 - 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]) + 497*(81 + 8*Sqrt[102])^(1/3)*(27*33^(2/3) + 8*3^(1/6)*11^(2/3)*Sqrt[34] - 33*(81 + 8*Sqrt[102])^(1/3)))*E^4))/((33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))) - (1046960640*(2*(1034451 - 2129*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)) - 9*(2129*(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 43*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 86*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))*(9 + 4*x^2)))/((33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))^2*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 3*(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) - 9*(9 + 4*x^2)^2)^2) + (169607623680*(81 + 8*Sqrt[102])^(4/3)*(7040*3^(1/6)*11^(2/3)*(248117*Sqrt[3] + 73728*Sqrt[34]) + 638550*33^(1/3)*(81 - 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]) + 11*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(12182171 + 1226304*Sqrt[102]) - 2*(81 + 8*Sqrt[102])^(1/3)*(255634488*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 860592324*(33*(81 - 8*Sqrt[102]))^(2/3) + 1030073*(81 + 8*Sqrt[102])) - 11*(81 - 8*Sqrt[102])^(1/3)*(455908851 + 45152936*Sqrt[102] + 1556928*(33*(81 + 8*Sqrt[102]))^(2/3) + 461312*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3)) + 2*(549120*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34]) + 11*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(588417 + 58816*Sqrt[102]) - 3*(81 + 8*Sqrt[102])^(1/3)*(1003104*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 3376962*(33*(81 - 8*Sqrt[102]))^(2/3) + 817069*(81 + 8*Sqrt[102])) + 33*(81 - 8*Sqrt[102])^(1/3)*(50845995 + 5034440*Sqrt[102] - 505737*(33*(81 + 8*Sqrt[102]))^(2/3) - 149848*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3)))*(9 + 4*x^2)))/((3*(33*33^(1/3) + 4*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 44*(81 + 8*Sqrt[102])^(2/3)) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))^2*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 3*(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) - 9*(9 + 4*x^2)^2)) + (25920*(((33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*(400896 - 65604*E^4))/6 + 9*(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3))*(376 - 121*E^4) + 9*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))*(33408 - 5467*E^4) + (66 - (66*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - 2*(33*(81 + 8*Sqrt[102]))^(2/3) - (81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*(376 - 121*E^4))*(9 + 4*x^2)))/((33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))*((81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2))*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 3*(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) - 9*(9 + 4*x^2)^2)) + (414596413440*(81 + 8*Sqrt[102])^(1/3)*Sqrt[3/(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]*(318483252230764271564496*3^(5/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(1/3) - 853252141290622554308472*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 3216523178690219046846285*(33*(81 - 8*Sqrt[102]))^(1/3) - 2872474738210886656356259*(33*(81 - 8*Sqrt[102]))^(2/3) + 11*(70467083683294018291648*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) - 3627280010399622237432*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3) - 2*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(85247389656959752974933 + 8440749341401385431048*Sqrt[102]) + 6*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102])^(1/3)*(144397278229220444881209 + 14297461025118184803248*Sqrt[102]) + 9*(79075851072377972147819*(33*(81 + 8*Sqrt[102]))^(1/3) - 1356804902883446036645*(33*(81 + 8*Sqrt[102]))^(2/3) + 129551477760*(53750368555299 + 5322079535912*Sqrt[102]))))*ArcTan[(33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)) + 6*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2))/Sqrt[3*(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]])/((66*33^(1/3) - 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 165*(81 + 8*Sqrt[102])^(2/3) + 7*(81 - 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]))*(99*33^(1/3) + 12*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 132*(81 + 8*Sqrt[102])^(2/3) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(484*(4363*3^(2/3) + 1296*3^(1/6)*Sqrt[34])*(47993 - 4752*Sqrt[102])^(1/3) + 17452*33^(1/3)*(81 - 8*Sqrt[102])^(2/3)*(38071417 + 3769632*Sqrt[102]) + 33*(9*3^(1/6)*11^(2/3)*(76190827*Sqrt[3] + 22632048*Sqrt[34]) + 8957*(81 + 8*Sqrt[102])^(1/3)*(705915 + 69896*Sqrt[102]) + 9*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(21225443 + 2101632*Sqrt[102])) + 4*(81 - 8*Sqrt[102])^(1/3)*(609911528*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3) + 27*(7538140566 + 746387136*Sqrt[102] + 76046969*(33*(81 + 8*Sqrt[102]))^(2/3))))) + (160*Sqrt[3/(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]*(48*(3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34]) + 33^(1/3)*(81 + 8*Sqrt[102])^(5/3)) - (2*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(1447 + 144*Sqrt[102]) - 3^(1/6)*11^(2/3)*(10173*Sqrt[3] + 3024*Sqrt[34] + 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)) - (81 + 8*Sqrt[102])^(1/3)*(8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3) - 22*(81 + 8*Sqrt[102])))*E^4)*ArcTan[(33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)) + 6*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2))/Sqrt[3*(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]])/(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102])) - (285120*Sqrt[3/(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]*(24*(88*3^(1/6)*11^(2/3)*(103359383*Sqrt[3] + 30702312*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) + 42*3^(1/6)*11^(2/3)*(284498189*Sqrt[3] + 84508032*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 54*33^(1/3)*(52216399515 + 5170193984*Sqrt[102]) - (81 + 8*Sqrt[102])^(2/3)*(4120795107 + 408019480*Sqrt[102] - 524532576*3^(5/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(1/3) - 5297500954*(33*(81 - 8*Sqrt[102]))^(1/3)) + (81 - 8*Sqrt[102])^(2/3)*(11108262155*(33*(81 + 8*Sqrt[102]))^(1/3) + 1099881840*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) - 94*(52439871339 + 5192320976*Sqrt[102]))) - 11*(6*3^(1/6)*11^(2/3)*(951350221*Sqrt[3] + 282593128*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) - 24*3^(1/6)*11^(2/3)*(187758093*Sqrt[3] + 55772786*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 117504*33^(1/3)*(8422987 + 834000*Sqrt[102]) - (81 + 8*Sqrt[102])^(2/3)*(2478352239 + 245393544*Sqrt[102] - 435693184*3^(5/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(1/3) - 4400279022*(33*(81 - 8*Sqrt[102]))^(1/3)) + (81 - 8*Sqrt[102])^(2/3)*(6443039985*(33*(81 + 8*Sqrt[102]))^(1/3) + 637956016*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) - 66*(52439871339 + 5192320976*Sqrt[102])))*E^4)*ArcTan[(33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)) + 6*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2))/Sqrt[3*(44*33^(1/3)*(81 + 8*Sqrt[102])^(2/3) - (81 + 8*Sqrt[102])^(1/3)*(3564 + 352*Sqrt[102] + 8*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 27*(33*(81 - 8*Sqrt[102]))^(2/3)) + 3^(1/6)*11^(2/3)*(13089*Sqrt[3] + 3888*Sqrt[34] - 2*(27*Sqrt[3] + 8*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)))]])/((81 + 8*Sqrt[102])^(2/3)*(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))^2*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))) + (226143498240*(81 + 8*Sqrt[102])*(1738285920*3^(1/3)*(47993 - 4752*Sqrt[102])^(2/3)*(384502464 + 38071417*Sqrt[102]) + 11*(16*(81 + 8*Sqrt[102])^(1/3)*(4481016020965*33^(2/3) + 1331060111766*3^(1/6)*11^(2/3)*Sqrt[34] + 153385263152100*3^(1/6)*Sqrt[34]*(4363 - 432*Sqrt[102])^(2/3) + 516371738823360*(3*(4363 - 432*Sqrt[102]))^(2/3)) - 57024*33^(1/3)*(90845842010 + 8995088025*Sqrt[102] - 1910562*(891 - 88*Sqrt[102])^(1/3)*(705915 + 69896*Sqrt[102])^(2/3)) + 3^(1/6)*11^(2/3)*(81 - 8*Sqrt[102])^(1/3)*(4378135716635999*Sqrt[3] + 1300500091878696*Sqrt[34] + 10787482596*Sqrt[34]*(3*(705915 + 69896*Sqrt[102]))^(2/3)) + 22*(81 + 8*Sqrt[102])^(2/3)*(76075611264*3^(5/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(1/3) + 768922808392*(33*(81 - 8*Sqrt[102]))^(1/3) - 9*(16412724045845 + 1625103072198*Sqrt[102])) - (81 - 8*Sqrt[102])^(2/3)*(1181284644860609*(33*(81 + 8*Sqrt[102]))^(1/3) + 116964607354128*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 352*(50657344332912 + 5015823749251*Sqrt[102]))))*Log[(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2)])/((33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))^3*(3*(33*33^(1/3) + 4*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 44*(81 + 8*Sqrt[102])^(2/3)) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2) - (160*(81 + 8*Sqrt[102])^(2/3)*(48 - (36 + (33*(81 - 8*Sqrt[102]))^(1/3) + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3))*E^4)*Log[(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2)])/(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102])) + (77760*(8*(1785420*3^(1/6)*11^(2/3)*(4363*Sqrt[3] + 1296*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) + 96679*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102]) + 11*(3^(1/6)*11^(2/3)*(1164901*Sqrt[3] + 347760*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 451008*(81 + 8*Sqrt[102])^(5/3) + 43470*33^(1/3)*(4363 + 432*Sqrt[102]))) - 11*(210348*3^(1/6)*11^(2/3)*(4363*Sqrt[3] + 1296*Sqrt[34])*(81 - 8*Sqrt[102])^(1/3) + 187*3^(1/6)*11^(2/3)*(20615*Sqrt[3] + 6144*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 22627*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102]) - 590436*(81 + 8*Sqrt[102])^(5/3) + 143616*33^(1/3)*(4363 + 432*Sqrt[102]))*E^4)*Log[(81 - 8*Sqrt[102])^(1/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3)) - 3*(9 + 4*x^2)])/((81 + 8*Sqrt[102])^(1/3)*(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))^2*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3)))) + (621894620160*(81 + 8*Sqrt[102])^(1/3)*(34560*3^(1/6)*11^(2/3)*(1263162156398600025*Sqrt[3] + 375215071661757424*Sqrt[34]) + 440*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(1980867501946689645 + 196135109001451318*Sqrt[102]) + 33^(1/3)*(81 - 8*Sqrt[102])^(2/3)*(281786966869329896033223 + 27901067288851652293088*Sqrt[102]) - 3*(81 + 8*Sqrt[102])^(1/3)*(5436518160565005182647 + 538295509903150854888*Sqrt[102] + 178660586364808709344*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 601461158094016696512*(33*(81 - 8*Sqrt[102]))^(2/3)) - (81 - 8*Sqrt[102])^(1/3)*(3570556233580657116312 + 353537748173990524848*Sqrt[102] - 19453773044641851502*(33*(81 + 8*Sqrt[102]))^(2/3) - 5778631674533398320*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3)))*Log[11*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 11*(81 + 8*Sqrt[102])^(2/3) + 33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) + 3*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2)^2])/((66*33^(1/3) - 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 165*(81 + 8*Sqrt[102])^(2/3) + 7*(81 - 8*Sqrt[102])^(2/3)*(4363 + 432*Sqrt[102]))*(99*33^(1/3) + 12*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 132*(81 + 8*Sqrt[102])^(2/3) - (81 - 8*Sqrt[102])^(2/3)*(16*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 3*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(99*33^(1/3) + 3*3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(32*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 6*(4363 + 432*Sqrt[102] + 54*(33*(81 + 8*Sqrt[102]))^(1/3))))^2*(484*(4363*3^(2/3) + 1296*3^(1/6)*Sqrt[34])*(47993 - 4752*Sqrt[102])^(1/3) + 17452*33^(1/3)*(81 - 8*Sqrt[102])^(2/3)*(38071417 + 3769632*Sqrt[102]) + 33*(9*3^(1/6)*11^(2/3)*(76190827*Sqrt[3] + 22632048*Sqrt[34]) + 8957*(81 + 8*Sqrt[102])^(1/3)*(705915 + 69896*Sqrt[102]) + 9*33^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(21225443 + 2101632*Sqrt[102])) + 4*(81 - 8*Sqrt[102])^(1/3)*(609911528*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3) + 27*(7538140566 + 746387136*Sqrt[102] + 76046969*(33*(81 + 8*Sqrt[102]))^(2/3))))) + (80*(81 + 8*Sqrt[102])^(2/3)*(48 - (36 + (33*(81 - 8*Sqrt[102]))^(1/3) + (33*(81 + 8*Sqrt[102]))^(1/3))*E^4)*Log[11*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 11*(81 + 8*Sqrt[102])^(2/3) + 33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) + 3*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2)^2])/(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102])) - (38880*(72399028608*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 243731450192*(33*(81 - 8*Sqrt[102]))^(2/3) + 88*(7755*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102])^(4/3) - 168649272*(33*(81 + 8*Sqrt[102]))^(1/3) + 1165935*(33*(81 + 8*Sqrt[102]))^(2/3) - 16698880*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 347760*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3) + 4003236*(4363 + 432*Sqrt[102]) - 20*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3)*(10329831 + 1022792*Sqrt[102])) - 121*(2050679808 + 203046912*Sqrt[102] + 192550608*3^(1/6)*Sqrt[34]*(891 - 88*Sqrt[102])^(2/3) + 648221942*(33*(81 - 8*Sqrt[102]))^(2/3) + 147015*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102])^(1/3) + 14520*Sqrt[102]*(81 - 8*Sqrt[102])^(2/3)*(81 + 8*Sqrt[102])^(1/3) - 39969128*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3) - 3957472*Sqrt[102]*(81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3) - 35279470*(33*(81 + 8*Sqrt[102]))^(1/3) + 350697*(33*(81 + 8*Sqrt[102]))^(2/3) - 3493216*3^(5/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(1/3) + 104448*3^(1/6)*Sqrt[34]*(891 + 88*Sqrt[102])^(2/3))*E^4)*Log[11*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) - 11*(81 + 8*Sqrt[102])^(2/3) + 33^(1/3)*(81 + 8*Sqrt[102] + (81 - 8*Sqrt[102])^(1/3)*(81 + 8*Sqrt[102])^(2/3))*(9 + 4*x^2) + 3*(81 + 8*Sqrt[102])^(2/3)*(9 + 4*x^2)^2])/((81 + 8*Sqrt[102])^(2/3)*(33*33^(1/3) + 3^(1/6)*11^(2/3)*(27*Sqrt[3] + 8*Sqrt[34])*(81 + 8*Sqrt[102])^(1/3) + 33*(81 + 8*Sqrt[102])^(2/3) + (81 - 8*Sqrt[102])^(2/3)*(8726 + 864*Sqrt[102]))^2*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3) - 2*(81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2)*((81 - 8*Sqrt[102])^(2/3)*(33^(1/3) + (81 + 8*Sqrt[102])^(2/3))^2 + 4*(33 - (33*33^(1/3))/(81 + 8*Sqrt[102])^(2/3) - (33*(81 + 8*Sqrt[102]))^(2/3))))","C",36,12,127,0.09449,0,"{2073, 2101, 1593, 6715, 2081, 2079, 822, 800, 634, 618, 204, 628}"
2059,0,0,0,4.8824154,"\int \frac{4+e^5 (-9-8 x)+4 x+e^{5+x} \left(2+2 x-2 x^2\right)+e^5 (1+x) \log (2)+\left(-e^5 x-2 e^{5+x} x\right) \log (x)}{80 x+20 e^{10+2 x} x+e^5 \left(-360 x+40 x^2\right)+e^{10} \left(405 x-90 x^2+5 x^3\right)+\left(40 e^5 x+e^{10} \left(-90 x+10 x^2\right)\right) \log (2)+5 e^{10} x \log ^2(2)+e^x \left(80 e^5 x+e^{10} \left(-180 x+20 x^2\right)+20 e^{10} x \log (2)\right)} \, dx","Int[(4 + E^5*(-9 - 8*x) + 4*x + E^(5 + x)*(2 + 2*x - 2*x^2) + E^5*(1 + x)*Log[2] + (-(E^5*x) - 2*E^(5 + x)*x)*Log[x])/(80*x + 20*E^(10 + 2*x)*x + E^5*(-360*x + 40*x^2) + E^10*(405*x - 90*x^2 + 5*x^3) + (40*E^5*x + E^10*(-90*x + 10*x^2))*Log[2] + 5*E^10*x*Log[2]^2 + E^x*(80*E^5*x + E^10*(-180*x + 20*x^2) + 20*E^10*x*Log[2])),x]","\int \frac{4+e^5 (-9-8 x)+4 x+e^{5+x} \left(2+2 x-2 x^2\right)+e^5 (1+x) \log (2)+\left(-e^5 x-2 e^{5+x} x\right) \log (x)}{80 x+20 e^{10+2 x} x+e^5 \left(-360 x+40 x^2\right)+e^{10} \left(405 x-90 x^2+5 x^3\right)+\left(40 e^5 x+e^{10} \left(-90 x+10 x^2\right)\right) \log (2)+5 e^{10} x \log ^2(2)+e^x \left(80 e^5 x+e^{10} \left(-180 x+20 x^2\right)+20 e^{10} x \log (2)\right)} \, dx","\frac{x+\log (x)}{5 \left(e^5 \left(2 \left(e^x-2\right)+x-5+\log (2)\right)+4\right)}",1,"(Log[x]*Defer[Int][(-4 - 2*E^(5 + x) - E^5*(-9 + x + Log[2]))^(-1), x])/5 + Defer[Int][x/(-4 - 2*E^(5 + x) - E^5*(-9 + x + Log[2])), x]/5 + ((4 - E^5*(10 - Log[2]))*Log[x]*Defer[Int][(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^(-2), x])/5 + ((4 - E^5*(10 - Log[2]))*Defer[Int][x/(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^2, x])/5 + (E^5*Log[x]*Defer[Int][x/(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^2, x])/5 + (E^5*Defer[Int][x^2/(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^2, x])/5 + Defer[Int][(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^(-1), x]/5 + Defer[Int][1/(x*(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))), x]/5 - ((4 - E^5*(10 - Log[2]))*Defer[Int][Defer[Int][(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^(-2), x]/x, x])/5 - (E^5*Defer[Int][Defer[Int][x/(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^2, x]/x, x])/5 - Defer[Int][Defer[Int][-(4 + 2*E^(5 + x) + E^5*(-9 + x + Log[2]))^(-1), x]/x, x]/5","F",0,0,0,0,-1,"{}"
2060,1,51,0,0.128598,"\int \frac{1}{5} \left(e^{x/5} (20+14 x)+e^{x/5} \left(10 x+x^2\right) \log \left(2 x^2\right)\right) \, dx","Int[(E^(x/5)*(20 + 14*x) + E^(x/5)*(10*x + x^2)*Log[2*x^2])/5,x]","e^{x/5} x^2 \log \left(2 x^2\right)-10 e^{x/5} x-20 e^{x/5}+2 e^{x/5} (7 x+10)","e^{x/5} x \left(x \log \left(2 x^2\right)+4\right)",1,"-20*E^(x/5) - 10*E^(x/5)*x + 2*E^(x/5)*(10 + 7*x) + E^(x/5)*x^2*Log[2*x^2]","B",9,6,39,0.1538,1,"{12, 2176, 2194, 1593, 2196, 2554}"
2061,1,8,0,0.0010322,"\int \frac{4}{3 e^5} \, dx","Int[4/(3*E^5),x]","\frac{4 x}{3 e^5}","\frac{4 (x+133)}{3 e^5}",1,"(4*x)/(3*E^5)","A",1,1,7,0.1429,1,"{8}"
2062,1,19,0,1.057275,"\int \frac{5+e+e^{-2+2 x} (5+e)-120 x^2+e^{-1+x} \left(10+2 e-120 x^2+40 x^3\right)}{1+2 e^{-1+x}+e^{-2+2 x}} \, dx","Int[(5 + E + E^(-2 + 2*x)*(5 + E) - 120*x^2 + E^(-1 + x)*(10 + 2*E - 120*x^2 + 40*x^3))/(1 + 2*E^(-1 + x) + E^(-2 + 2*x)),x]","(5+e) x-\frac{40 e x^3}{e^x+e}","e x-5 \left(\frac{8 x^3}{e^{x-1}+1}-x\right)",1,"(5 + E)*x - (40*E*x^3)/(E + E^x)","A",30,11,59,0.1864,1,"{6741, 12, 6742, 2184, 2190, 2531, 2282, 6589, 6609, 2185, 2191}"
2063,1,174,0,0.6321189,"\int \frac{-6 x^3+2 x^7+\left(4 x^4+8 x^6+4 x^8\right) \log (5)+\left(6-8 x^4+2 x^8\right) \log (5) \log \left(3-x^4\right)}{-3 x^3+x^7} \, dx","Int[(-6*x^3 + 2*x^7 + (4*x^4 + 8*x^6 + 4*x^8)*Log[5] + (6 - 8*x^4 + 2*x^8)*Log[5]*Log[3 - x^4])/(-3*x^3 + x^7),x]","\frac{\left(\sqrt{3} \left(4 \log ^2(5)+3 \log ^2(25)\right)+12 \log (5) \log (25)\right) \log \left(\sqrt{3}-x^2\right)}{6 \log (25)}+\frac{\left(12 \log (5) \log (25)-\sqrt{3} \left(4 \log ^2(5)+3 \log ^2(25)\right)\right) \log \left(x^2+\sqrt{3}\right)}{6 \log (25)}+x^2 \log (25)-2 x^2 \log (5)+2 \sqrt{3} \log (5) \tanh ^{-1}\left(\frac{x^2}{\sqrt{3}}\right)+\frac{2 \log (5) \tanh ^{-1}\left(\frac{x^2}{\sqrt{3}}\right)}{\sqrt{3}}+x^2 \log (5) \log \left(3-x^4\right)+\frac{\log (5) \log \left(3-x^4\right)}{x^2}+2 x","\frac{\left(x^2+1\right)^2 \log (5) \log \left(3-x^4\right)}{x^2}+2 x",1,"2*x - 2*x^2*Log[5] + (2*ArcTanh[x^2/Sqrt[3]]*Log[5])/Sqrt[3] + 2*Sqrt[3]*ArcTanh[x^2/Sqrt[3]]*Log[5] + x^2*Log[25] + ((12*Log[5]*Log[25] + Sqrt[3]*(4*Log[5]^2 + 3*Log[25]^2))*Log[Sqrt[3] - x^2])/(6*Log[25]) + ((12*Log[5]*Log[25] - Sqrt[3]*(4*Log[5]^2 + 3*Log[25]^2))*Log[Sqrt[3] + x^2])/(6*Log[25]) + (Log[5]*Log[3 - x^4])/x^2 + x^2*Log[5]*Log[3 - x^4]","B",22,14,65,0.2154,1,"{1593, 6725, 1885, 28, 1248, 702, 633, 31, 517, 2528, 2455, 275, 206, 321}"
2064,0,0,0,2.7539057,"\int \frac{78-48 x+390 x^2+\left(-48 x+5004 x^2-3072 x^3+384 x^4\right) \log (x)+\left(16224 x^2-19968 x^3+8640 x^4-1536 x^5+96 x^6\right) \log ^2(x)}{4 x+\left(52 x-32 x^2+4 x^3\right) \log (x)+\left(169 x-208 x^2+90 x^3-16 x^4+x^5\right) \log ^2(x)} \, dx","Int[(78 - 48*x + 390*x^2 + (-48*x + 5004*x^2 - 3072*x^3 + 384*x^4)*Log[x] + (16224*x^2 - 19968*x^3 + 8640*x^4 - 1536*x^5 + 96*x^6)*Log[x]^2)/(4*x + (52*x - 32*x^2 + 4*x^3)*Log[x] + (169*x - 208*x^2 + 90*x^3 - 16*x^4 + x^5)*Log[x]^2),x]","\int \frac{78-48 x+390 x^2+\left(-48 x+5004 x^2-3072 x^3+384 x^4\right) \log (x)+\left(16224 x^2-19968 x^3+8640 x^4-1536 x^5+96 x^6\right) \log ^2(x)}{4 x+\left(52 x-32 x^2+4 x^3\right) \log (x)+\left(169 x-208 x^2+90 x^3-16 x^4+x^5\right) \log ^2(x)} \, dx","3 \left(16 x^2-\frac{2}{\left((x-4)^2-3\right) \log (x)+2}+e^4\right)",1,"48*x^2 - 48*Defer[Int][(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^(-2), x] - 32*Sqrt[3]*Defer[Int][1/((8 + 2*Sqrt[3] - 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2), x] + 78*Defer[Int][1/(x*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2), x] + 6*Defer[Int][x/(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2, x] - 8*(3 + 4*Sqrt[3])*Defer[Int][1/((-8 - 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2), x] - 32*Sqrt[3]*Defer[Int][1/((-8 + 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2), x] - 8*(3 - 4*Sqrt[3])*Defer[Int][1/((-8 + 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])^2), x] + 16*Sqrt[3]*Defer[Int][1/((8 + 2*Sqrt[3] - 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])), x] + 4*(3 + 4*Sqrt[3])*Defer[Int][1/((-8 - 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])), x] + 16*Sqrt[3]*Defer[Int][1/((-8 + 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])), x] + 4*(3 - 4*Sqrt[3])*Defer[Int][1/((-8 + 2*Sqrt[3] + 2*x)*(2 + 13*Log[x] - 8*x*Log[x] + x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
2065,1,21,0,0.101597,"\int \frac{x^2+e^{e^{12}+\frac{17+x}{x}} \left(425+170 x+7 x^2-2 x^3\right)}{x^2} \, dx","Int[(x^2 + E^(E^12 + (17 + x)/x)*(425 + 170*x + 7*x^2 - 2*x^3))/x^2,x]","x-e^{\frac{17}{x}+e^{12}+1} (x+5)^2","x-e^{\frac{x+17}{x}+e^{12}} (x+5)^2",1,"x - E^(1 + E^12 + 17/x)*(5 + x)^2","A",3,2,37,0.05405,1,"{14, 2288}"
2066,1,22,0,0.5026132,"\int \frac{75-5 x+18 x^2-5 x^3+\left(-15+3 x-4 x^2+x^3\right) \log (x)}{25 x^2-5 x^3+\left(-5 x^2+x^3\right) \log (x)} \, dx","Int[(75 - 5*x + 18*x^2 - 5*x^3 + (-15 + 3*x - 4*x^2 + x^3)*Log[x])/(25*x^2 - 5*x^3 + (-5*x^2 + x^3)*Log[x]),x]","x-\frac{3}{x}+\log (5-x)-2 \log (5-\log (x))","x-\frac{3}{x}+\log \left(\frac{5-x}{4 (\log (x)-5)^2}\right)+3",1,"-3/x + x + Log[5 - x] - 2*Log[5 - Log[x]]","A",7,5,57,0.08772,1,"{6741, 6742, 1620, 2302, 29}"
2067,0,0,0,13.5320569,"\int \frac{e^{5 e^{-\frac{-2-3 x+x^2}{-3+x}}} \left(-275+150 x-25 x^2\right)}{\exp \left(5 e^{-\frac{-2-3 x+x^2}{-3+x}}+\frac{-2-3 x+x^2}{-3+x}\right) \left(9-6 x+x^2\right)+e^{\frac{-2-3 x+x^2}{-3+x}} \left(63-42 x+7 x^2\right)} \, dx","Int[(E^(5/E^((-2 - 3*x + x^2)/(-3 + x)))*(-275 + 150*x - 25*x^2))/(E^(5/E^((-2 - 3*x + x^2)/(-3 + x)) + (-2 - 3*x + x^2)/(-3 + x))*(9 - 6*x + x^2) + E^((-2 - 3*x + x^2)/(-3 + x))*(63 - 42*x + 7*x^2)),x]","\int \frac{e^{5 e^{-\frac{-2-3 x+x^2}{-3+x}}} \left(-275+150 x-25 x^2\right)}{\exp \left(5 e^{-\frac{-2-3 x+x^2}{-3+x}}+\frac{-2-3 x+x^2}{-3+x}\right) \left(9-6 x+x^2\right)+e^{\frac{-2-3 x+x^2}{-3+x}} \left(63-42 x+7 x^2\right)} \, dx","5 \log \left(-e^{5 e^{-x-\frac{2}{3-x}}}-7\right)",1,"-25*Defer[Int][E^((2 + 3*x - x^2)/(-3 + x)), x] + 175*Defer[Int][E^((2 + 3*x - x^2)/(-3 + x))/(7 + E^(5*E^((2 + 3*x - x^2)/(-3 + x)))), x] - 50*Defer[Int][E^((2 + 3*x - x^2)/(-3 + x))/(-3 + x)^2, x] + 350*Defer[Int][E^((2 + 3*x - x^2)/(-3 + x))/((7 + E^(5*E^(2/(-3 + x) + (3*x)/(-3 + x) - x^2/(-3 + x))))*(-3 + x)^2), x]","F",0,0,0,0,-1,"{}"
2068,0,0,0,9.7512284,"\int \frac{-x+2 x^3+e^x \left(-1+2 x^2\right)+\left(e^x+x\right) \log (x)+\left(6 x^3+e^x \left(4 x^2+2 x^3\right)+\left(e^x (-2-x)-3 x\right) \log (x)\right) \log \left(\frac{x}{-10 x^2+5 \log (x)}\right)}{-6 e^{2 x} x^5-12 e^x x^6-6 x^7+\left(3 e^{2 x} x^3+6 e^x x^4+3 x^5\right) \log (x)} \, dx","Int[(-x + 2*x^3 + E^x*(-1 + 2*x^2) + (E^x + x)*Log[x] + (6*x^3 + E^x*(4*x^2 + 2*x^3) + (E^x*(-2 - x) - 3*x)*Log[x])*Log[x/(-10*x^2 + 5*Log[x])])/(-6*E^(2*x)*x^5 - 12*E^x*x^6 - 6*x^7 + (3*E^(2*x)*x^3 + 6*E^x*x^4 + 3*x^5)*Log[x]),x]","\int \frac{-x+2 x^3+e^x \left(-1+2 x^2\right)+\left(e^x+x\right) \log (x)+\left(6 x^3+e^x \left(4 x^2+2 x^3\right)+\left(e^x (-2-x)-3 x\right) \log (x)\right) \log \left(\frac{x}{-10 x^2+5 \log (x)}\right)}{-6 e^{2 x} x^5-12 e^x x^6-6 x^7+\left(3 e^{2 x} x^3+6 e^x x^4+3 x^5\right) \log (x)} \, dx","\frac{\log \left(\frac{x}{5 \left(\log (x)-2 x^2\right)}\right)}{3 x^2 \left(x+e^x\right)}",1,"-1/3*(Log[-1/5*x/(2*x^2 - Log[x])]*Defer[Int][1/(x^2*(E^x + x)^2), x]) + (Log[-1/5*x/(2*x^2 - Log[x])]*Defer[Int][1/(x*(E^x + x)^2), x])/3 + Defer[Int][1/(x^3*(E^x + x)*(2*x^2 - Log[x])), x]/3 - (2*Defer[Int][1/(x*(E^x + x)*(2*x^2 - Log[x])), x])/3 - Defer[Int][Log[x]/(x^3*(E^x + x)*(2*x^2 - Log[x])), x]/3 - (2*Defer[Int][Log[x/(5*(-2*x^2 + Log[x]))]/((E^x + x)*(2*x^2 - Log[x])), x])/3 - (4*Defer[Int][Log[x/(5*(-2*x^2 + Log[x]))]/(x*(E^x + x)*(2*x^2 - Log[x])), x])/3 + (2*Defer[Int][(Log[x]*Log[x/(5*(-2*x^2 + Log[x]))])/(x^3*(E^x + x)*(2*x^2 - Log[x])), x])/3 + Defer[Int][(Log[x]*Log[x/(5*(-2*x^2 + Log[x]))])/(x^2*(E^x + x)*(2*x^2 - Log[x])), x]/3 + Defer[Int][Defer[Int][1/(x^2*(E^x + x)^2), x]/(x*(2*x^2 - Log[x])), x]/3 - (2*Defer[Int][(x*Defer[Int][1/(x^2*(E^x + x)^2), x])/(2*x^2 - Log[x]), x])/3 + Defer[Int][(Log[x]*Defer[Int][1/(x^2*(E^x + x)^2), x])/(x*(-2*x^2 + Log[x])), x]/3 - Defer[Int][Defer[Int][1/(x*(E^x + x)^2), x]/(x*(2*x^2 - Log[x])), x]/3 + (2*Defer[Int][(x*Defer[Int][1/(x*(E^x + x)^2), x])/(2*x^2 - Log[x]), x])/3 - Defer[Int][(Log[x]*Defer[Int][1/(x*(E^x + x)^2), x])/(x*(-2*x^2 + Log[x])), x]/3","F",0,0,0,0,-1,"{}"
2069,0,0,0,3.9762165,"\int \frac{x^3-4 e x^3-4 x^4+e^{2 e^{-x^2+x \log (x)}} \left(4+e^{-x^2+x \log (x)} \left(-4 x+8 x^2-4 x \log (x)\right)\right)+e^{e^{-x^2+x \log (x)}} \left(4 e x+e^{-x^2+x \log (x)} \left(-4 x^3+8 x^4+e \left(-4 x^2+8 x^3\right)+\left(-4 e x^2-4 x^3\right) \log (x)\right)\right)}{2 x^3} \, dx","Int[(x^3 - 4*E*x^3 - 4*x^4 + E^(2*E^(-x^2 + x*Log[x]))*(4 + E^(-x^2 + x*Log[x])*(-4*x + 8*x^2 - 4*x*Log[x])) + E^E^(-x^2 + x*Log[x])*(4*E*x + E^(-x^2 + x*Log[x])*(-4*x^3 + 8*x^4 + E*(-4*x^2 + 8*x^3) + (-4*E*x^2 - 4*x^3)*Log[x])))/(2*x^3),x]","\int \frac{x^3-4 e x^3-4 x^4+e^{2 e^{-x^2+x \log (x)}} \left(4+e^{-x^2+x \log (x)} \left(-4 x+8 x^2-4 x \log (x)\right)\right)+e^{e^{-x^2+x \log (x)}} \left(4 e x+e^{-x^2+x \log (x)} \left(-4 x^3+8 x^4+e \left(-4 x^2+8 x^3\right)+\left(-4 e x^2-4 x^3\right) \log (x)\right)\right)}{2 x^3} \, dx","\frac{x}{2}-\left(x+\frac{e^{e^{x (\log (x)-x)}}}{x}+e\right)^2",1,"((1 - 4*E)*x)/2 - x^2 + 2*Defer[Int][E^((2*x^x)/E^x^2)/x^3, x] + 2*Defer[Int][E^(1 + x^x/E^x^2)/x^2, x] - 2*Defer[Int][E^(-x^2 + (2*x^x)/E^x^2)*x^(-2 + x), x] - 2*Log[x]*Defer[Int][E^(-x^2 + (2*x^x)/E^x^2)*x^(-2 + x), x] - 2*Defer[Int][E^(1 - x^2 + x^x/E^x^2)*x^(-1 + x), x] - 2*Log[x]*Defer[Int][E^(1 - x^2 + x^x/E^x^2)*x^(-1 + x), x] + 4*Defer[Int][E^(-x^2 + (2*x^x)/E^x^2)*x^(-1 + x), x] - 2*(1 - 2*E)*Defer[Int][E^(-x^2 + x^x/E^x^2)*x^x, x] - 2*Log[x]*Defer[Int][E^(-x^2 + x^x/E^x^2)*x^x, x] + 4*Defer[Int][E^(-x^2 + x^x/E^x^2)*x^(1 + x), x] + 2*Defer[Int][Defer[Int][E^(-x^2 + (2*x^x)/E^x^2)*x^(-2 + x), x]/x, x] + 2*Defer[Int][Defer[Int][E^(1 - x^2 + x^x/E^x^2)*x^(-1 + x), x]/x, x] + 2*Defer[Int][Defer[Int][E^(-x^2 + x^x/E^x^2)*x^x, x]/x, x]","F",0,0,0,0,-1,"{}"
2070,0,0,0,4.0110097,"\int \frac{\log ^{\frac{2}{x}}\left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \left(32-32 x+16 \log \left(e^{-x} x\right)-16 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \log \left(\log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)\right)\right)+\log ^{\frac{4}{x}}\left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \left(32-32 x+16 \log \left(e^{-x} x\right)-16 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \log \left(\log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)\right)\right)}{x^2 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)} \, dx","Int[(Log[(x*Log[x/E^x]^2)/9]^(2/x)*(32 - 32*x + 16*Log[x/E^x] - 16*Log[x/E^x]*Log[(x*Log[x/E^x]^2)/9]*Log[Log[(x*Log[x/E^x]^2)/9]]) + Log[(x*Log[x/E^x]^2)/9]^(4/x)*(32 - 32*x + 16*Log[x/E^x] - 16*Log[x/E^x]*Log[(x*Log[x/E^x]^2)/9]*Log[Log[(x*Log[x/E^x]^2)/9]]))/(x^2*Log[x/E^x]*Log[(x*Log[x/E^x]^2)/9]),x]","\int \frac{\log ^{\frac{2}{x}}\left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \left(32-32 x+16 \log \left(e^{-x} x\right)-16 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \log \left(\log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)\right)\right)+\log ^{\frac{4}{x}}\left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \left(32-32 x+16 \log \left(e^{-x} x\right)-16 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right) \log \left(\log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)\right)\right)}{x^2 \log \left(e^{-x} x\right) \log \left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)} \, dx","4 \left(\left(\log ^{\frac{2}{x}}\left(\frac{1}{9} x \log ^2\left(e^{-x} x\right)\right)+1\right)^2+4\right)",1,"16*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 2/x)/x^2, x] + 32*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 2/x)/(x^2*Log[x/E^x]), x] - 32*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 2/x)/(x*Log[x/E^x]), x] + 16*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 4/x)/x^2, x] + 32*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 4/x)/(x^2*Log[x/E^x]), x] - 32*Defer[Int][Log[(x*Log[x/E^x]^2)/9]^(-1 + 4/x)/(x*Log[x/E^x]), x] - 16*Defer[Int][(Log[(x*Log[x/E^x]^2)/9]^(2/x)*Log[Log[(x*Log[x/E^x]^2)/9]])/x^2, x] - 16*Defer[Int][(Log[(x*Log[x/E^x]^2)/9]^(4/x)*Log[Log[(x*Log[x/E^x]^2)/9]])/x^2, x]","F",0,0,0,0,-1,"{}"
2071,0,0,0,75.128383,"\int \frac{70+40 x-30 x^2+e^x \left(15 x-5 x^2\right)+e^x \left(30+30 x-5 x^2-5 x^3\right) \log (2+2 x)}{49 x^3+21 x^4-24 x^5+4 x^6+e^x \left(42 x^3+16 x^4-22 x^5+4 x^6\right) \log (2+2 x)+e^{2 x} \left(9 x^3+3 x^4-5 x^5+x^6\right) \log ^2(2+2 x)} \, dx","Int[(70 + 40*x - 30*x^2 + E^x*(15*x - 5*x^2) + E^x*(30 + 30*x - 5*x^2 - 5*x^3)*Log[2 + 2*x])/(49*x^3 + 21*x^4 - 24*x^5 + 4*x^6 + E^x*(42*x^3 + 16*x^4 - 22*x^5 + 4*x^6)*Log[2 + 2*x] + E^(2*x)*(9*x^3 + 3*x^4 - 5*x^5 + x^6)*Log[2 + 2*x]^2),x]","\int \frac{70+40 x-30 x^2+e^x \left(15 x-5 x^2\right)+e^x \left(30+30 x-5 x^2-5 x^3\right) \log (2+2 x)}{49 x^3+21 x^4-24 x^5+4 x^6+e^x \left(42 x^3+16 x^4-22 x^5+4 x^6\right) \log (2+2 x)+e^{2 x} \left(9 x^3+3 x^4-5 x^5+x^6\right) \log ^2(2+2 x)} \, dx","\frac{5}{x \left((x-3) x \left(e^x \log (2 x+2)+2\right)-x\right)}",1,"(-5*Defer[Int][1/((-3 + x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2), x])/9 - (100*Defer[Int][1/(x^2*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2), x])/3 + (95*Defer[Int][1/(x*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2), x])/9 - 10*Defer[Int][1/(x^3*(-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])), x] - (10*Defer[Int][1/(x^2*(-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])), x])/3 + (5*Defer[Int][1/(x*(-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])), x])/9 - (5*Defer[Int][1/((-3 + x)*(-7 + 2*x - 3*E^x*Log[2*(1 + x)] + E^x*x*Log[2*(1 + x)])), x])/9 + 45*Defer[Int][1/((-1 - x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2*Log[2 + 2*x]), x] + (65*Defer[Int][1/((3 - x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2*Log[2 + 2*x]), x])/12 + (65*Defer[Int][1/((-3 + x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2*Log[2 + 2*x]), x])/12 - 35*Defer[Int][1/(x^2*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2*Log[2 + 2*x]), x] + 45*Defer[Int][1/(x*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])^2*Log[2 + 2*x]), x] + (185*Defer[Int][1/((7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/36 + (5*Defer[Int][1/((3 - x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/12 + (5*Defer[Int][1/((-3 + x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/12 + 5*Defer[Int][1/(x^2*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x] + (35*Defer[Int][x/((7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/27 + 5*Defer[Int][1/((1 + x)*(7 - 2*x - E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x] + (185*Defer[Int][1/((-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/36 + 5*Defer[Int][1/(x*(-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x] + (35*Defer[Int][x/((-7 + 2*x + E^x*(-3 + x)*Log[2*(1 + x)])*Log[2 + 2*x]), x])/27","F",0,0,0,0,-1,"{}"
2072,1,37,0,0.0312608,"\int \frac{51 x+17 e^{2 e^2} x}{-8+12 x-6 x^2+x^3} \, dx","Int[(51*x + 17*E^(2*E^2)*x)/(-8 + 12*x - 6*x^2 + x^3),x]","\frac{17 \left(3+e^{2 e^2}\right)}{2-x}-\frac{17 \left(3+e^{2 e^2}\right)}{(2-x)^2}","4-\frac{\left(3+e^{2 e^2}\right) \left(4 x^2+x-1\right)}{(x-2)^2}",1,"(-17*(3 + E^(2*E^2)))/(2 - x)^2 + (17*(3 + E^(2*E^2)))/(2 - x)","A",4,3,30,0.1000,1,"{6, 12, 2074}"
2073,0,0,0,0.5793444,"\int \frac{1}{320} e^{-x} \left(-10000+10400 x+\left(400 x-204 x^2\right) \log \left(x^2\right)+\left(-3 x^2+x^3\right) \log ^2\left(x^2\right)\right) \, dx","Int[(-10000 + 10400*x + (400*x - 204*x^2)*Log[x^2] + (-3*x^2 + x^3)*Log[x^2]^2)/(320*E^x),x]","\int \frac{1}{320} e^{-x} \left(-10000+10400 x+\left(400 x-204 x^2\right) \log \left(x^2\right)+\left(-3 x^2+x^3\right) \log ^2\left(x^2\right)\right) \, dx","\frac{1}{4} \left(-\frac{1}{5} e^{-x} x \left(\frac{1}{4} x \log \left(x^2\right)-25\right)^2-4\right)+5",1,"3/(40*E^x) - (1249*x)/(40*E^x) - ExpIntegralEi[-x]/20 + Log[x^2]/(40*E^x) + (x*Log[x^2])/(40*E^x) + (51*x^2*Log[x^2])/(80*E^x) - (3*Defer[Int][(x^2*Log[x^2]^2)/E^x, x])/320 + Defer[Int][(x^3*Log[x^2]^2)/E^x, x]/320","F",0,0,0,0,-1,"{}"
2074,0,0,0,2.1320424,"\int \frac{-400-105 x+(-200-50 x) \log (-4-x)+(-80-20 x+(-40-10 x) \log (-4-x)) \log (2+\log (-4-x))}{200 x^3+50 x^4+\left(100 x^3+25 x^4\right) \log (-4-x)+\left(80 x^3+20 x^4+\left(40 x^3+10 x^4\right) \log (-4-x)\right) \log (2+\log (-4-x))+\left(8 x^3+2 x^4+\left(4 x^3+x^4\right) \log (-4-x)\right) \log ^2(2+\log (-4-x))} \, dx","Int[(-400 - 105*x + (-200 - 50*x)*Log[-4 - x] + (-80 - 20*x + (-40 - 10*x)*Log[-4 - x])*Log[2 + Log[-4 - x]])/(200*x^3 + 50*x^4 + (100*x^3 + 25*x^4)*Log[-4 - x] + (80*x^3 + 20*x^4 + (40*x^3 + 10*x^4)*Log[-4 - x])*Log[2 + Log[-4 - x]] + (8*x^3 + 2*x^4 + (4*x^3 + x^4)*Log[-4 - x])*Log[2 + Log[-4 - x]]^2),x]","\int \frac{-400-105 x+(-200-50 x) \log (-4-x)+(-80-20 x+(-40-10 x) \log (-4-x)) \log (2+\log (-4-x))}{200 x^3+50 x^4+\left(100 x^3+25 x^4\right) \log (-4-x)+\left(80 x^3+20 x^4+\left(40 x^3+10 x^4\right) \log (-4-x)\right) \log (2+\log (-4-x))+\left(8 x^3+2 x^4+\left(4 x^3+x^4\right) \log (-4-x)\right) \log ^2(2+\log (-4-x))} \, dx","\frac{5}{x^2 (\log (\log (-x-4)+2)+5)}",1,"5/(16*(5 + Log[2 + Log[-4 - x]])) - (5*Defer[Int][1/(x^2*(2 + Log[-4 - x])*(5 + Log[2 + Log[-4 - x]])^2), x])/4 + (5*Defer[Int][1/(x*(2 + Log[-4 - x])*(5 + Log[2 + Log[-4 - x]])^2), x])/16 - 10*Defer[Int][1/(x^3*(5 + Log[2 + Log[-4 - x]])), x]","F",0,0,0,0,-1,"{}"
2075,0,0,0,0.881777,"\int \left(2 e^{2 e^x+x}+e^{2 x} \left(4 x^3+2 x^4\right)-72 x^2 \log (4)+96 x^5 \log ^2(4)+e^x \left(12 x+6 x^2+\left(-40 x^4-8 x^5\right) \log (4)\right)+e^{e^x} \left(-2 e^{2 x} x^2+24 x^2 \log (4)+e^x \left(-6-4 x-2 x^2+8 x^3 \log (4)\right)\right)\right) \, dx","Int[2*E^(2*E^x + x) + E^(2*x)*(4*x^3 + 2*x^4) - 72*x^2*Log[4] + 96*x^5*Log[4]^2 + E^x*(12*x + 6*x^2 + (-40*x^4 - 8*x^5)*Log[4]) + E^E^x*(-2*E^(2*x)*x^2 + 24*x^2*Log[4] + E^x*(-6 - 4*x - 2*x^2 + 8*x^3*Log[4])),x]","\int \left(2 e^{2 e^x+x}+e^{2 x} \left(4 x^3+2 x^4\right)-72 x^2 \log (4)+96 x^5 \log ^2(4)+e^x \left(12 x+6 x^2+\left(-40 x^4-8 x^5\right) \log (4)\right)+e^{e^x} \left(-2 e^{2 x} x^2+24 x^2 \log (4)+e^x \left(-6-4 x-2 x^2+8 x^3 \log (4)\right)\right)\right) \, dx","\left(x^2 \left(4 x \log (4)-e^x\right)+e^{e^x}-3\right)^2",1,"-6*E^E^x + E^(2*E^x) + 6*E^x*x^2 + E^(2*x)*x^4 - 24*x^3*Log[4] - 8*E^x*x^5*Log[4] + 16*x^6*Log[4]^2 - 4*Defer[Int][E^(E^x + x)*x, x] + 24*Log[4]*Defer[Int][E^E^x*x^2, x] - 2*Defer[Int][E^(E^x + x)*x^2, x] - 2*Defer[Int][E^(E^x + 2*x)*x^2, x] + 8*Log[4]*Defer[Int][E^(E^x + x)*x^3, x]","F",0,0,0,0,-1,"{}"
2076,0,0,0,26.2187649,"\int \frac{\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) \left(-50+\left(-100-10 x^3\right) \log (x)-10 x^3 \log ^2(x)+2 x^6 \log ^3(x)\right)}{\left(-100 x^5 \log ^3(x)+20 \exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) x^5 \log ^3(x)+\log \left(5-\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right)\right) \left(-5 x^5 \log ^3(x)+\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) x^5 \log ^3(x)\right)\right) \log \left(20+\log \left(5-\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right)\right)\right)} \, dx","Int[(E^((25 + 10*x^3*Log[x] + (-5*x^4 + x^6)*Log[x]^2)/(x^4*Log[x]^2))*(-50 + (-100 - 10*x^3)*Log[x] - 10*x^3*Log[x]^2 + 2*x^6*Log[x]^3))/((-100*x^5*Log[x]^3 + 20*E^((25 + 10*x^3*Log[x] + (-5*x^4 + x^6)*Log[x]^2)/(x^4*Log[x]^2))*x^5*Log[x]^3 + Log[5 - E^((25 + 10*x^3*Log[x] + (-5*x^4 + x^6)*Log[x]^2)/(x^4*Log[x]^2))]*(-5*x^5*Log[x]^3 + E^((25 + 10*x^3*Log[x] + (-5*x^4 + x^6)*Log[x]^2)/(x^4*Log[x]^2))*x^5*Log[x]^3))*Log[20 + Log[5 - E^((25 + 10*x^3*Log[x] + (-5*x^4 + x^6)*Log[x]^2)/(x^4*Log[x]^2))]]),x]","\int \frac{\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) \left(-50+\left(-100-10 x^3\right) \log (x)-10 x^3 \log ^2(x)+2 x^6 \log ^3(x)\right)}{\left(-100 x^5 \log ^3(x)+20 \exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) x^5 \log ^3(x)+\log \left(5-\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right)\right) \left(-5 x^5 \log ^3(x)+\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right) x^5 \log ^3(x)\right)\right) \log \left(20+\log \left(5-\exp \left(\frac{25+10 x^3 \log (x)+\left(-5 x^4+x^6\right) \log ^2(x)}{x^4 \log ^2(x)}\right)\right)\right)} \, dx","\log \left(\log \left(\log \left(5-e^{\left(\frac{5}{x^2 \log (x)}+x\right)^2-5}\right)+20\right)\right)",1,"2*Defer[Int][(E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2))*x)/((-5*E^5 + E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2)))*(20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))])*Log[20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))]]), x] - 50*Defer[Int][E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2))/((-5*E^5 + E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2)))*x^5*(20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))])*Log[x]^3*Log[20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))]]), x] - 100*Defer[Int][E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2))/((-5*E^5 + E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2)))*x^5*(20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))])*Log[x]^2*Log[20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))]]), x] - 10*Defer[Int][E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2))/((-5*E^5 + E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2)))*x^2*(20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))])*Log[x]^2*Log[20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))]]), x] - 10*Defer[Int][E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2))/((-5*E^5 + E^((5 + x^3*Log[x])^2/(x^4*Log[x]^2)))*x^2*(20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))])*Log[x]*Log[20 + Log[5 - E^(-5 + (5 + x^3*Log[x])^2/(x^4*Log[x]^2))]]), x]","F",0,0,0,0,-1,"{}"
2077,0,0,0,1.6790843,"\int \frac{-3 e^{5+x}-3 x+\left(2 x+e^{5+x} (1+x)\right) \log \left(2 x^3\right)}{e^{10+2 x} x^2+2 e^{5+x} x^3+x^4} \, dx","Int[(-3*E^(5 + x) - 3*x + (2*x + E^(5 + x)*(1 + x))*Log[2*x^3])/(E^(10 + 2*x)*x^2 + 2*E^(5 + x)*x^3 + x^4),x]","\int \frac{-3 e^{5+x}-3 x+\left(2 x+e^{5+x} (1+x)\right) \log \left(2 x^3\right)}{e^{10+2 x} x^2+2 e^{5+x} x^3+x^4} \, dx","-\frac{\log \left(2 x^3\right)}{x \left(x+e^{x+5}\right)}",1,"-(Log[2*x^3]*Defer[Int][(E^(5 + x) + x)^(-2), x]) + Log[2*x^3]*Defer[Int][1/(x*(E^(5 + x) + x)^2), x] - 3*Defer[Int][1/(x^2*(E^(5 + x) + x)), x] + Log[2*x^3]*Defer[Int][1/(x^2*(E^(5 + x) + x)), x] + Log[2*x^3]*Defer[Int][1/(x*(E^(5 + x) + x)), x] + 3*Defer[Int][Defer[Int][(E^(5 + x) + x)^(-2), x]/x, x] - 3*Defer[Int][Defer[Int][1/(x*(E^(5 + x) + x)^2), x]/x, x] - 3*Defer[Int][Defer[Int][1/(x^2*(E^(5 + x) + x)), x]/x, x] - 3*Defer[Int][Defer[Int][(E^(5 + x)*x + x^2)^(-1), x]/x, x]","F",0,0,0,0,-1,"{}"
2078,1,176,0,0.7213163,"\int \frac{1}{4} \left(\left(-400 x-800 x^2-400 x^3\right) \log \left(-\frac{12}{x}\right)+\left(400 x+1200 x^2+800 x^3\right) \log ^2\left(-\frac{12}{x}\right)+\left(-x^3-4 x^4-6 x^5-4 x^6-x^7\right) \log ^3\left(-\frac{12}{x}\right)+\left(x^3+5 x^4+9 x^5+7 x^6+2 x^7\right) \log ^4\left(-\frac{12}{x}\right)\right) \, dx","Int[((-400*x - 800*x^2 - 400*x^3)*Log[-12/x] + (400*x + 1200*x^2 + 800*x^3)*Log[-12/x]^2 + (-x^3 - 4*x^4 - 6*x^5 - 4*x^6 - x^7)*Log[-12/x]^3 + (x^3 + 5*x^4 + 9*x^5 + 7*x^6 + 2*x^7)*Log[-12/x]^4)/4,x]","\frac{1}{16} x^8 \log ^4\left(-\frac{12}{x}\right)+\frac{1}{4} x^7 \log ^4\left(-\frac{12}{x}\right)+\frac{3}{8} x^6 \log ^4\left(-\frac{12}{x}\right)+\frac{1}{4} x^5 \log ^4\left(-\frac{12}{x}\right)+\frac{1}{16} x^4 \log ^4\left(-\frac{12}{x}\right)+50 x^4 \log ^2\left(-\frac{12}{x}\right)+25 x^4 \log \left(-\frac{12}{x}\right)+100 x^3 \log ^2\left(-\frac{12}{x}\right)+\frac{200}{3} x^3 \log \left(-\frac{12}{x}\right)+50 x^2 \log ^2\left(-\frac{12}{x}\right)+50 x^2 \log \left(-\frac{12}{x}\right)-\frac{25}{3} \left(3 x^4+8 x^3+6 x^2\right) \log \left(-\frac{12}{x}\right)","\left(\frac{1}{4} \left(x^2+x\right)^2 \log ^2\left(-\frac{12}{x}\right)+100\right)^2",1,"50*x^2*Log[-12/x] + (200*x^3*Log[-12/x])/3 + 25*x^4*Log[-12/x] - (25*(6*x^2 + 8*x^3 + 3*x^4)*Log[-12/x])/3 + 50*x^2*Log[-12/x]^2 + 100*x^3*Log[-12/x]^2 + 50*x^4*Log[-12/x]^2 + (x^4*Log[-12/x]^4)/16 + (x^5*Log[-12/x]^4)/4 + (3*x^6*Log[-12/x]^4)/8 + (x^7*Log[-12/x]^4)/4 + (x^8*Log[-12/x]^4)/16","B",57,9,117,0.07692,1,"{12, 1594, 27, 43, 2334, 14, 2356, 2305, 2304}"
2079,1,18,0,0.2339839,"\int \frac{92 e^{\frac{30 x^2}{23}}+e^{\frac{30 x^2}{23}} \left(-92+240 x^2\right) \log (4 x)}{23 x^2} \, dx","Int[(92*E^((30*x^2)/23) + E^((30*x^2)/23)*(-92 + 240*x^2)*Log[4*x])/(23*x^2),x]","\frac{4 e^{\frac{30 x^2}{23}} \log (4 x)}{x}","\frac{4 e^{\frac{30 x^2}{23}} \log (4 x)}{x}",1,"(4*E^((30*x^2)/23)*Log[4*x])/x","A",13,6,40,0.1500,1,"{12, 14, 2214, 2204, 2554, 6360}"
2080,0,0,0,5.6218281,"\int \frac{4+\left(320+60 x-5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)+\log ^2(2 x) \left(4+\left(-20 x-5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)\right)+\log (2 x) \left(-8+\left(40 x+10 x^2\right) \log ^2\left(\frac{4+x}{x}\right)\right)}{\left(20 x+5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)+\left(-40 x-10 x^2\right) \log (2 x) \log ^2\left(\frac{4+x}{x}\right)+\left(20 x+5 x^2\right) \log ^2(2 x) \log ^2\left(\frac{4+x}{x}\right)} \, dx","Int[(4 + (320 + 60*x - 5*x^2)*Log[(4 + x)/x]^2 + Log[2*x]^2*(4 + (-20*x - 5*x^2)*Log[(4 + x)/x]^2) + Log[2*x]*(-8 + (40*x + 10*x^2)*Log[(4 + x)/x]^2))/((20*x + 5*x^2)*Log[(4 + x)/x]^2 + (-40*x - 10*x^2)*Log[2*x]*Log[(4 + x)/x]^2 + (20*x + 5*x^2)*Log[2*x]^2*Log[(4 + x)/x]^2),x]","\int \frac{4+\left(320+60 x-5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)+\log ^2(2 x) \left(4+\left(-20 x-5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)\right)+\log (2 x) \left(-8+\left(40 x+10 x^2\right) \log ^2\left(\frac{4+x}{x}\right)\right)}{\left(20 x+5 x^2\right) \log ^2\left(\frac{4+x}{x}\right)+\left(-40 x-10 x^2\right) \log (2 x) \log ^2\left(\frac{4+x}{x}\right)+\left(20 x+5 x^2\right) \log ^2(2 x) \log ^2\left(\frac{4+x}{x}\right)} \, dx","-x+\frac{16}{1-\log (2 x)}+\frac{1}{5 \log \left(\frac{x+4}{x}\right)}+5",1,"-x + 16/(1 - Log[2*x]) + Defer[Int][1/(x*Log[1 + 4/x]^2), x]/5 - Defer[Int][1/((4 + x)*Log[1 + 4/x]^2), x]/5 + (2*Defer[Int][1/((-4 - x)*Log[1 + 4/x]^2*(1 - Log[2*x])^2), x])/5 + (2*Defer[Int][1/((4 + x)*Log[1 + 4/x]^2*(1 - Log[2*x])^2), x])/5 + (2*Defer[Int][1/((-4 - x)*Log[1 + 4/x]^2*(1 - Log[2*x])), x])/5 + (2*Defer[Int][1/(x*Log[1 + 4/x]^2*(1 - Log[2*x])), x])/5 + (2*Defer[Int][1/((4 + x)*Log[1 + 4/x]^2*(1 - Log[2*x])), x])/5 + (2*Defer[Int][1/(x*Log[1 + 4/x]^2*(-1 + Log[2*x])), x])/5","F",0,0,0,0,-1,"{}"
2081,1,26,0,1.1059171,"\int \frac{e^{\frac{1}{2} \left(-2 x-x^2\right)} \left(3 x^2+3 x^3+45 e^{1+\frac{1}{2} \left(2 x+x^2\right)} \log (3)\right)}{5 x^2} \, dx","Int[(E^((-2*x - x^2)/2)*(3*x^2 + 3*x^3 + 45*E^(1 + (2*x + x^2)/2)*Log[3]))/(5*x^2),x]","-\frac{3}{5} e^{-\frac{x^2}{2}-x}-\frac{9 e \log (3)}{x}","-\frac{3}{5} e^{-\frac{x^2}{2}-x}-3 e \left(\frac{3 \log (3)}{x}+1\right)",1,"(-3*E^(-x - x^2/2))/5 - (9*E*Log[3])/x","A",15,10,52,0.1923,1,"{12, 6741, 6742, 2235, 2234, 2205, 2244, 2240, 6688, 30}"
2082,0,0,0,2.0218095,"\int \frac{2-x-20 x^2+25 x^3+25 e^{2 x} x^3+e^x \left(5 x+20 x^2-50 x^3\right)+\left(5 x+e^x \left(-5 x-5 x^2\right)\right) \log (x)}{4 x-20 x^2+25 x^3+25 e^{2 x} x^3+e^x \left(20 x^2-50 x^3\right)} \, dx","Int[(2 - x - 20*x^2 + 25*x^3 + 25*E^(2*x)*x^3 + E^x*(5*x + 20*x^2 - 50*x^3) + (5*x + E^x*(-5*x - 5*x^2))*Log[x])/(4*x - 20*x^2 + 25*x^3 + 25*E^(2*x)*x^3 + E^x*(20*x^2 - 50*x^3)),x]","\int \frac{2-x-20 x^2+25 x^3+25 e^{2 x} x^3+e^x \left(5 x+20 x^2-50 x^3\right)+\left(5 x+e^x \left(-5 x-5 x^2\right)\right) \log (x)}{4 x-20 x^2+25 x^3+25 e^{2 x} x^3+e^x \left(20 x^2-50 x^3\right)} \, dx","x+\frac{\log (x)}{5 \left(e^x-1\right) x+2}+4",1,"x + 2*Log[x]*Defer[Int][(2 - 5*x + 5*E^x*x)^(-2), x] + 2*Log[x]*Defer[Int][1/(x*(2 - 5*x + 5*E^x*x)^2), x] - 5*Log[x]*Defer[Int][x/(2 - 5*x + 5*E^x*x)^2, x] - Log[x]*Defer[Int][(2 - 5*x + 5*E^x*x)^(-1), x] + Defer[Int][1/(x*(2 - 5*x + 5*E^x*x)), x] - Log[x]*Defer[Int][1/(x*(2 - 5*x + 5*E^x*x)), x] - 2*Defer[Int][Defer[Int][(2 + 5*(-1 + E^x)*x)^(-2), x]/x, x] - 2*Defer[Int][Defer[Int][1/(x*(2 + 5*(-1 + E^x)*x)^2), x]/x, x] + 5*Defer[Int][Defer[Int][x/(2 + 5*(-1 + E^x)*x)^2, x]/x, x] + Defer[Int][Defer[Int][(2 + 5*(-1 + E^x)*x)^(-1), x]/x, x] + Defer[Int][Defer[Int][1/(x*(2 + 5*(-1 + E^x)*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
2083,1,20,0,0.0095542,"\int \frac{240 x-24 x \log (4)}{16 x^4-24 x^2 \log (5)+9 \log ^2(5)} \, dx","Int[(240*x - 24*x*Log[4])/(16*x^4 - 24*x^2*Log[5] + 9*Log[5]^2),x]","-\frac{3 (10-\log (4))}{4 x^2-3 \log (5)}","\frac{\log (4)-10}{\frac{4 x^2}{3}-\log (5)}",1,"(-3*(10 - Log[4]))/(4*x^2 - 3*Log[5])","A",4,4,31,0.1290,1,"{6, 12, 28, 261}"
2084,1,20,0,1.6160401,"\int \frac{256-10000 x^5+\left(-256+10000 x^5\right) \log (x)+\left(-256-40000 x^5\right) \log (x) \log \left(\frac{5 x}{\log (x)}\right)}{\left(256-20000 x^5+390625 x^{10}\right) \log (x)} \, dx","Int[(256 - 10000*x^5 + (-256 + 10000*x^5)*Log[x] + (-256 - 40000*x^5)*Log[x]*Log[(5*x)/Log[x]])/((256 - 20000*x^5 + 390625*x^10)*Log[x]),x]","-\frac{16 x \log \left(\frac{5 x}{\log (x)}\right)}{16-625 x^5}","\frac{\log \left(\frac{5 x}{\log (x)}\right)}{\frac{625 x^4}{16}-\frac{1}{x}}",1,"(-16*x*Log[(5*x)/Log[x]])/(16 - 625*x^5)","A",21,12,54,0.2222,1,"{28, 6742, 6725, 202, 634, 618, 204, 628, 31, 383, 2555, 12}"
2085,1,14,0,0.2220103,"\int \frac{15-21 x+21 x \log (x)}{x \log ^2(x)} \, dx","Int[(15 - 21*x + 21*x*Log[x])/(x*Log[x]^2),x]","\frac{21 x}{\log (x)}-\frac{15}{\log (x)}","\frac{26 x-5 (x+3)}{\log (x)}",1,"-15/Log[x] + (21*x)/Log[x]","A",11,8,18,0.4444,1,"{6741, 12, 6742, 2353, 2297, 2298, 2302, 30}"
2086,1,38,0,0.3037205,"\int \frac{-270-232 x-24 x^2+4 x^3+1800 x^4+2520 x^5+1242 x^6+252 x^7+18 x^8}{90 x+53 x^2+2 x^3-x^4+1800 x^5+2520 x^6+1242 x^7+252 x^8+18 x^9} \, dx","Int[(-270 - 232*x - 24*x^2 + 4*x^3 + 1800*x^4 + 2520*x^5 + 1242*x^6 + 252*x^7 + 18*x^8)/(90*x + 53*x^2 + 2*x^3 - x^4 + 1800*x^5 + 2520*x^6 + 1242*x^7 + 252*x^8 + 18*x^9),x]","\log \left(18 x^6+126 x^5+180 x^4-x+9\right)-3 \log (x)-\log (x+2)-\log (x+5)","\log \left(\frac{x-\frac{x^2}{9}}{\left((x+3)^2+x+1\right) x^4}+2 x\right)",1,"-3*Log[x] - Log[2 + x] - Log[5 + x] + Log[9 - x + 180*x^4 + 126*x^5 + 18*x^6]","A",3,2,87,0.02299,1,"{2074, 1587}"
2087,1,34,0,0.0297768,"\int \frac{5+e^{5/4} \left(-240+15 x^2\right)}{e^{17/4} x^2 \log (5)} \, dx","Int[(5 + E^(5/4)*(-240 + 15*x^2))/(E^(17/4)*x^2*Log[5]),x]","\frac{15 x}{e^3 \log (5)}-\frac{5 \left(1-48 e^{5/4}\right)}{e^{17/4} x \log (5)}","\frac{5 \left(3 (4-x)^2-\frac{1}{e^{5/4}}\right)}{e^3 x \log (5)}-2",1,"(-5*(1 - 48*E^(5/4)))/(E^(17/4)*x*Log[5]) + (15*x)/(E^3*Log[5])","A",3,2,28,0.07143,1,"{12, 14}"
2088,1,20,0,0.0121365,"\int \left(-3-3 x+9 x^2+2 x \log (x)\right) \, dx","Int[-3 - 3*x + 9*x^2 + 2*x*Log[x],x]","3 x^3-2 x^2+x^2 \log (x)-3 x","x \left(3 x^2-2 x+x \log (x)-3\right)",1,"-3*x - 2*x^2 + 3*x^3 + x^2*Log[x]","A",2,1,15,0.06667,1,"{2304}"
2089,1,16,0,0.0367203,"\int \frac{1}{18} e^{\frac{1}{18} \left(-288+7 x+3 x^2\right)} (7+6 x) \, dx","Int[(E^((-288 + 7*x + 3*x^2)/18)*(7 + 6*x))/18,x]","e^{\frac{x^2}{6}+\frac{7 x}{18}-16}","e^{\frac{1}{12} \left(\frac{14}{3 x}+2\right) x^2-16}",1,"E^(-16 + (7*x)/18 + x^2/6)","A",3,3,25,0.1200,1,"{12, 2244, 2236}"
2090,1,22,0,0.1015189,"\int \frac{21+e^x \left(7 x+7 x^2+(4+4 x) \log (2)\right)}{7 x+4 \log (2)} \, dx","Int[(21 + E^x*(7*x + 7*x^2 + (4 + 4*x)*Log[2]))/(7*x + 4*Log[2]),x]","e^x (x+1)-e^x+3 \log (7 x+\log (16))","e^x x+3 \log (2 (x-4 (2 x+\log (2))))+3",1,"-E^x + E^x*(1 + x) + 3*Log[7*x + Log[16]]","A",4,3,34,0.08824,1,"{6688, 2176, 2194}"
2091,0,0,0,0.8012981,"\int \frac{5-20 x-20 x \log (x)+e^x x \left(2 x^2+5 x^3+4 x^3 \log (x)\right)}{-20 x+4 e^x x^4} \, dx","Int[(5 - 20*x - 20*x*Log[x] + E^x*x*(2*x^2 + 5*x^3 + 4*x^3*Log[x]))/(-20*x + 4*E^x*x^4),x]","\int \frac{5-20 x-20 x \log (x)+e^x x \left(2 x^2+5 x^3+4 x^3 \log (x)\right)}{-20 x+4 e^x x^4} \, dx","\frac{1}{4} \log \left(\frac{5}{x}-e^x x^2\right)+x \log (x)+5",1,"x/4 + Log[x]/2 + x*Log[x] + (5*Defer[Int][(-5 + E^x*x^3)^(-1), x])/4 + (15*Defer[Int][1/(x*(-5 + E^x*x^3)), x])/4","F",0,0,0,0,-1,"{}"
2092,1,205,0,0.7902383,"\int \frac{36-120 e^{2 x}+100 e^{4 x}+\left(9+e^{2 x} (-15+30 x)\right) \left(i \pi +\log \left(-5+5 e^3\right)\right)}{36-120 e^{2 x}+100 e^{4 x}} \, dx","Int[(36 - 120*E^(2*x) + 100*E^(4*x) + (9 + E^(2*x)*(-15 + 30*x))*(I*Pi + Log[-5 + 5*E^3]))/(36 - 120*E^(2*x) + 100*E^(4*x)),x]","\frac{1}{4} x^2 \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right)+x-\frac{1}{16} (1-2 x)^2 \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right)-\frac{1}{8} (1-2 x) \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right) \log \left(1-\frac{5 e^{2 x}}{3}\right)+\frac{1}{8} \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right) \log \left(3-5 e^{2 x}\right)-\frac{1}{4} x \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right) \log \left(1-\frac{5 e^{2 x}}{3}\right)+\frac{3 x \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right)}{4 \left(3-5 e^{2 x}\right)}-\frac{1}{4} x \left(\log \left(-5 \left(1-e^3\right)\right)+i \pi \right)","x+\frac{3 x \left(\log \left(5 e^3-5\right)+i \pi \right)}{20 \left(\frac{3}{5}-e^{2 x}\right)}",1,"x - ((1 - 2*x)^2*(I*Pi + Log[-5*(1 - E^3)]))/16 - (x*(I*Pi + Log[-5*(1 - E^3)]))/4 + (3*x*(I*Pi + Log[-5*(1 - E^3)]))/(4*(3 - 5*E^(2*x))) + (x^2*(I*Pi + Log[-5*(1 - E^3)]))/4 + ((I*Pi + Log[-5*(1 - E^3)])*Log[3 - 5*E^(2*x)])/8 - ((1 - 2*x)*(I*Pi + Log[-5*(1 - E^3)])*Log[1 - (5*E^(2*x))/3])/8 - (x*(I*Pi + Log[-5*(1 - E^3)])*Log[1 - (5*E^(2*x))/3])/4","B",18,13,63,0.2063,1,"{6741, 12, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 31, 29}"
2093,1,18,0,0.0591688,"\int \frac{-4 x^2+e^{2 x^2} \left(6-8 x^2\right)}{x^4} \, dx","Int[(-4*x^2 + E^(2*x^2)*(6 - 8*x^2))/x^4,x]","\frac{4}{x}-\frac{2 e^{2 x^2}}{x^3}","\frac{2 \left(2-\frac{e^{2 x^2}}{x^2}\right)}{x}",1,"(-2*E^(2*x^2))/x^3 + 4/x","A",3,2,25,0.08000,1,"{14, 2288}"
2094,1,341,0,0.9884063,"\int \frac{3735552+6291456 x-638976 x^2-5160960 x^3-815616 x^4+1257472 x^5+97216 x^6+232352 x^7+171568 x^8-233522 x^9-67735 x^{10}+68780 x^{11}+7886 x^{12}-10118 x^{13}+276 x^{14}+624 x^{15}-87 x^{16}+\left(2621440+4456448 x-458752 x^2-3784704 x^3-626176 x^4+1043456 x^5+130368 x^6+76992 x^7+91442 x^8-135460 x^9-40964 x^{10}+42400 x^{11}+4938 x^{12}-6396 x^{13}+176 x^{14}+400 x^{15}-56 x^{16}\right) \log (x)+\left(458752+786432 x-81920 x^2-688128 x^3-118272 x^4+207872 x^5+32704 x^6+11423 x^8-19248 x^9-6132 x^{10}+6496 x^{11}+770 x^{12}-1008 x^{13}+28 x^{14}+64 x^{15}-9 x^{16}\right) \log ^2(x)}{x^8} \, dx","Int[(3735552 + 6291456*x - 638976*x^2 - 5160960*x^3 - 815616*x^4 + 1257472*x^5 + 97216*x^6 + 232352*x^7 + 171568*x^8 - 233522*x^9 - 67735*x^10 + 68780*x^11 + 7886*x^12 - 10118*x^13 + 276*x^14 + 624*x^15 - 87*x^16 + (2621440 + 4456448*x - 458752*x^2 - 3784704*x^3 - 626176*x^4 + 1043456*x^5 + 130368*x^6 + 76992*x^7 + 91442*x^8 - 135460*x^9 - 40964*x^10 + 42400*x^11 + 4938*x^12 - 6396*x^13 + 176*x^14 + 400*x^15 - 56*x^16)*Log[x] + (458752 + 786432*x - 81920*x^2 - 688128*x^3 - 118272*x^4 + 207872*x^5 + 32704*x^6 + 11423*x^8 - 19248*x^9 - 6132*x^10 + 6496*x^11 + 770*x^12 - 1008*x^13 + 28*x^14 + 64*x^15 - 9*x^16)*Log[x]^2)/x^8,x]","-9 x^9+x^9 \left(-\log ^2(x)\right)-6 x^9 \log (x)+72 x^8+8 x^8 \log ^2(x)+48 x^8 \log (x)+36 x^7-\frac{589824}{x^7}+4 x^7 \log ^2(x)-\frac{65536 \log ^2(x)}{x^7}+24 x^7 \log (x)-\frac{393216 \log (x)}{x^7}-1518 x^6-\frac{1179648}{x^6}-168 x^6 \log ^2(x)-\frac{131072 \log ^2(x)}{x^6}-1010 x^6 \log (x)-\frac{786432 \log (x)}{x^6}+1392 x^5+\frac{147456}{x^5}+154 x^5 \log ^2(x)+\frac{16384 \log ^2(x)}{x^5}+926 x^5 \log (x)+\frac{98304 \log (x)}{x^5}+14748 x^4+\frac{1548288}{x^4}+1624 x^4 \log ^2(x)+\frac{172032 \log ^2(x)}{x^4}+9788 x^4 \log (x)+\frac{1032192 \log (x)}{x^4}-18481 x^3+\frac{350208}{x^3}-2044 x^3 \log ^2(x)+\frac{39424 \log ^2(x)}{x^3}-12292 x^3 \log (x)+\frac{235008 \log (x)}{x^3}-87708 x^2-\frac{941568}{x^2}-9624 x^2 \log ^2(x)-\frac{103936 \log ^2(x)}{x^2}-58106 x^2 \log (x)-\frac{625664 \log (x)}{x^2}+102972 x-\frac{292992}{x}+11423 x \log ^2(x)+38496 \log ^2(x)-\frac{32704 \log ^2(x)}{x}+68596 x \log (x)+232352 \log (x)-\frac{195776 \log (x)}{x}","1-x \left(\frac{\left(-x^2+x+4\right)^4 (\log (x)+3)}{x^4}+x+3\right)^2",1,"-589824/x^7 - 1179648/x^6 + 147456/x^5 + 1548288/x^4 + 350208/x^3 - 941568/x^2 - 292992/x + 102972*x - 87708*x^2 - 18481*x^3 + 14748*x^4 + 1392*x^5 - 1518*x^6 + 36*x^7 + 72*x^8 - 9*x^9 + 232352*Log[x] - (393216*Log[x])/x^7 - (786432*Log[x])/x^6 + (98304*Log[x])/x^5 + (1032192*Log[x])/x^4 + (235008*Log[x])/x^3 - (625664*Log[x])/x^2 - (195776*Log[x])/x + 68596*x*Log[x] - 58106*x^2*Log[x] - 12292*x^3*Log[x] + 9788*x^4*Log[x] + 926*x^5*Log[x] - 1010*x^6*Log[x] + 24*x^7*Log[x] + 48*x^8*Log[x] - 6*x^9*Log[x] + 38496*Log[x]^2 - (65536*Log[x]^2)/x^7 - (131072*Log[x]^2)/x^6 + (16384*Log[x]^2)/x^5 + (172032*Log[x]^2)/x^4 + (39424*Log[x]^2)/x^3 - (103936*Log[x]^2)/x^2 - (32704*Log[x]^2)/x + 11423*x*Log[x]^2 - 9624*x^2*Log[x]^2 - 2044*x^3*Log[x]^2 + 1624*x^4*Log[x]^2 + 154*x^5*Log[x]^2 - 168*x^6*Log[x]^2 + 4*x^7*Log[x]^2 + 8*x^8*Log[x]^2 - x^9*Log[x]^2","B",57,7,247,0.02834,1,"{14, 2357, 2295, 2304, 2301, 2296, 2305}"
2095,1,57,0,0.4814489,"\int \frac{188-95 x-96 x^2-72 x^3+9 x^4+16 x^5-3 x^6+(4-2 x) \log (x)}{16 x^2-8 x^3+x^4} \, dx","Int[(188 - 95*x - 96*x^2 - 72*x^3 + 9*x^4 + 16*x^5 - 3*x^6 + (4 - 2*x)*Log[x])/(16*x^2 - 8*x^3 + x^4),x]","-x^3-4 x^2-7 x+\frac{4}{4-x}-\frac{12}{x}-\frac{x \log (x)}{16 (4-x)}-\frac{\log (x)}{16}-\frac{\log (x)}{4 x}","\frac{x-\frac{\log (x)}{x}}{4-x}-\frac{(x+2)^2 \left(x^2+3\right)}{x}",1,"4/(4 - x) - 12/x - 7*x - 4*x^2 - x^3 - Log[x]/16 - Log[x]/(4*x) - (x*Log[x])/(16*(4 - x))","A",21,9,55,0.1636,1,"{1594, 27, 6742, 44, 43, 2357, 2314, 31, 2304}"
2096,0,0,0,4.7242623,"\int \frac{e^{50} (-8-4 x)-18 x-16 x^2-4 x^3+e^{25} \left(-16-24 x-8 x^2\right)+\left(e^{50} (-4-2 x)-8 x-8 x^2-2 x^3+e^{25} \left(-8-12 x-4 x^2\right)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)+\left(2 e^{50}+4 x+2 x^2+e^{25} (4+4 x)+\left(e^{50}+2 x+x^2+e^{25} (2+2 x)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)\right) \log \left(4 x+2 x \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)\right)}{2 e^{50}+4 x+2 x^2+e^{25} (4+4 x)+\left(e^{50}+2 x+x^2+e^{25} (2+2 x)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)} \, dx","Int[(E^50*(-8 - 4*x) - 18*x - 16*x^2 - 4*x^3 + E^25*(-16 - 24*x - 8*x^2) + (E^50*(-4 - 2*x) - 8*x - 8*x^2 - 2*x^3 + E^25*(-8 - 12*x - 4*x^2))*Log[(20 + 10*E^25 + 10*x)/(E^25 + x)] + (2*E^50 + 4*x + 2*x^2 + E^25*(4 + 4*x) + (E^50 + 2*x + x^2 + E^25*(2 + 2*x))*Log[(20 + 10*E^25 + 10*x)/(E^25 + x)])*Log[4*x + 2*x*Log[(20 + 10*E^25 + 10*x)/(E^25 + x)]])/(2*E^50 + 4*x + 2*x^2 + E^25*(4 + 4*x) + (E^50 + 2*x + x^2 + E^25*(2 + 2*x))*Log[(20 + 10*E^25 + 10*x)/(E^25 + x)]),x]","\int \frac{e^{50} (-8-4 x)-18 x-16 x^2-4 x^3+e^{25} \left(-16-24 x-8 x^2\right)+\left(e^{50} (-4-2 x)-8 x-8 x^2-2 x^3+e^{25} \left(-8-12 x-4 x^2\right)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)+\left(2 e^{50}+4 x+2 x^2+e^{25} (4+4 x)+\left(e^{50}+2 x+x^2+e^{25} (2+2 x)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)\right) \log \left(4 x+2 x \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)\right)}{2 e^{50}+4 x+2 x^2+e^{25} (4+4 x)+\left(e^{50}+2 x+x^2+e^{25} (2+2 x)\right) \log \left(\frac{20+10 e^{25}+10 x}{e^{25}+x}\right)} \, dx","x \left(-x+\log \left(2 x \left(\log \left(5 \left(\frac{4}{x+e^{25}}+2\right)\right)+2\right)\right)-5\right)",1,"-5*x - x^2 + x*Log[2*x*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])] - 8*Defer[Int][(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])^(-1), x] - 8*E^25*Defer[Int][(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])^(-1), x] + 8*(1 + E^25)*Defer[Int][(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])^(-1), x] + 8*E^25*Defer[Int][1/((E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 8*E^50*Defer[Int][1/((E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] + 2*E^75*Defer[Int][1/((E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 2*E^50*(2 - E^25)*Defer[Int][1/((E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 4*E^25*(2 - 3*E^25 + E^50)*Defer[Int][1/((E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 2*E^75*Defer[Int][1/((2 + E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] + 4*E^50*(1 + E^25)*Defer[Int][1/((2 + E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 8*(2 + E^25)*Defer[Int][1/((2 + E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] + 8*(2 + E^25)^2*Defer[Int][1/((2 + E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x] - 2*(2 + E^25)^3*Defer[Int][1/((2 + E^25 + x)*(2 + Log[(10*(2 + E^25 + x))/(E^25 + x)])), x]","F",0,0,0,0,-1,"{}"
2097,1,22,0,0.0069614,"\int \frac{-4 x^2+x^2 (i \pi +\log (3))}{60 \log ^2(5)} \, dx","Int[(-4*x^2 + x^2*(I*Pi + Log[3]))/(60*Log[5]^2),x]","-\frac{x^3 (4-i \pi -\log (3))}{180 \log ^2(5)}","\frac{x^3 (-4+i \pi +\log (3))}{180 \log ^2(5)}",1,"-1/180*(x^3*(4 - I*Pi - Log[3]))/Log[5]^2","A",3,3,26,0.1154,1,"{6, 12, 30}"
2098,0,0,0,1.6928914,"\int \frac{2000-2000 x+\left(-x+x^2\right)^{\frac{1}{400} \left(-400 x^2+x^3\right)} \left(400 x-801 x^2+2 x^3+\left(800 x-803 x^2+3 x^3\right) \log \left(-x+x^2\right)\right)}{-2000+2000 x} \, dx","Int[(2000 - 2000*x + (-x + x^2)^((-400*x^2 + x^3)/400)*(400*x - 801*x^2 + 2*x^3 + (800*x - 803*x^2 + 3*x^3)*Log[-x + x^2]))/(-2000 + 2000*x),x]","\int \frac{2000-2000 x+\left(-x+x^2\right)^{\frac{1}{400} \left(-400 x^2+x^3\right)} \left(400 x-801 x^2+2 x^3+\left(800 x-803 x^2+3 x^3\right) \log \left(-x+x^2\right)\right)}{-2000+2000 x} \, dx","\frac{1}{5} \left(x^2-x\right)^{x \left(\frac{x^2}{400}-x\right)}-x",1,"-x - (399*Defer[Int][((-1 + x)*x)^((-1 + x/400)*x^2), x])/2000 - (399*Defer[Int][((-1 + x)*x)^((-1 + x/400)*x^2)/(-1 + x), x])/2000 - (799*Defer[Int][x*((-1 + x)*x)^((-1 + x/400)*x^2), x])/2000 - (2*Log[-((1 - x)*x)]*Defer[Int][x*((-1 + x)*x)^((-1 + x/400)*x^2), x])/5 + Defer[Int][x^2*((-1 + x)*x)^((-1 + x/400)*x^2), x]/1000 + (3*Log[-((1 - x)*x)]*Defer[Int][x^2*((-1 + x)*x)^((-1 + x/400)*x^2), x])/2000 + (2*Defer[Int][Defer[Int][x*((-1 + x)*x)^((-1 + x/400)*x^2), x]/(-1 + x), x])/5 + (2*Defer[Int][Defer[Int][x*((-1 + x)*x)^((-1 + x/400)*x^2), x]/x, x])/5 - (3*Defer[Int][Defer[Int][x^2*((-1 + x)*x)^((-1 + x/400)*x^2), x]/(-1 + x), x])/2000 - (3*Defer[Int][Defer[Int][x^2*((-1 + x)*x)^((-1 + x/400)*x^2), x]/x, x])/2000","F",0,0,0,0,-1,"{}"
2099,1,18,0,0.010176,"\int -\frac{3 e^{e^2} \log (2) \log (5)}{9 e^{2 e^2} x^2+6 e^{e^2} x \log (2)+\log ^2(2)} \, dx","Int[(-3*E^E^2*Log[2]*Log[5])/(9*E^(2*E^2)*x^2 + 6*E^E^2*x*Log[2] + Log[2]^2),x]","\frac{\log (2) \log (5)}{3 e^{e^2} x+\log (2)}","\frac{\log (5)}{\frac{3 e^{e^2} x}{\log (2)}+1}",1,"(Log[2]*Log[5])/(3*E^E^2*x + Log[2])","A",3,3,40,0.07500,1,"{12, 27, 32}"
2100,0,0,0,4.4059085,"\int \frac{4+8 x+\left(8 x+4 x^2\right) \log (x)+(-2+(-2-2 x) \log (x)) \log \left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)}{5 x^4+\left(5 x^4+5 x^5\right) \log (x)+\left(-10 x^3+\left(-10 x^3-10 x^4\right) \log (x)\right) \log \left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)+\left(5 x^2+\left(5 x^2+5 x^3\right) \log (x)\right) \log ^2\left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)} \, dx","Int[(4 + 8*x + (8*x + 4*x^2)*Log[x] + (-2 + (-2 - 2*x)*Log[x])*Log[(1 + (2 + 2*x)*Log[x] + (1 + 2*x + x^2)*Log[x]^2)^(-1)])/(5*x^4 + (5*x^4 + 5*x^5)*Log[x] + (-10*x^3 + (-10*x^3 - 10*x^4)*Log[x])*Log[(1 + (2 + 2*x)*Log[x] + (1 + 2*x + x^2)*Log[x]^2)^(-1)] + (5*x^2 + (5*x^2 + 5*x^3)*Log[x])*Log[(1 + (2 + 2*x)*Log[x] + (1 + 2*x + x^2)*Log[x]^2)^(-1)]^2),x]","\int \frac{4+8 x+\left(8 x+4 x^2\right) \log (x)+(-2+(-2-2 x) \log (x)) \log \left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)}{5 x^4+\left(5 x^4+5 x^5\right) \log (x)+\left(-10 x^3+\left(-10 x^3-10 x^4\right) \log (x)\right) \log \left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)+\left(5 x^2+\left(5 x^2+5 x^3\right) \log (x)\right) \log ^2\left(\frac{1}{1+(2+2 x) \log (x)+\left(1+2 x+x^2\right) \log ^2(x)}\right)} \, dx","5-\frac{2}{5 x \left(x-\log \left(\frac{x^2}{(x+(x+1) x \log (x))^2}\right)\right)}",1,"(4*Defer[Int][1/(x^2*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])^2), x])/5 + (6*Defer[Int][1/(x*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])^2), x])/5 + (2*Defer[Int][Log[x]/((1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])^2), x])/5 + (6*Defer[Int][Log[x]/(x*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])^2), x])/5 + (2*Defer[Int][1/(x^2*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])), x])/5 + (2*Defer[Int][Log[x]/(x^2*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])), x])/5 + (2*Defer[Int][Log[x]/(x*(1 + Log[x] + x*Log[x])*(x - Log[(1 + (1 + x)*Log[x])^(-2)])), x])/5","F",0,0,0,0,-1,"{}"
2101,1,17,0,0.0119803,"\int \frac{12-e^2+e^5+3 x}{12 x-e^2 x+e^5 x+x^2} \, dx","Int[(12 - E^2 + E^5 + 3*x)/(12*x - E^2*x + E^5*x + x^2),x]","\log (x)+2 \log \left(x+e^5-e^2+12\right)","\log \left(x \left(x+e^5-e^2+12\right)^2\right)+3",1,"Log[x] + 2*Log[12 - E^2 + E^5 + x]","A",4,2,34,0.05882,1,"{6, 631}"
2102,0,0,0,8.4966805,"\int \frac{2 e^x+\left(-45-3 e^x\right) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+\left(-15-e^x\right) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)+\left(e^x (-3+3 x) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+e^x (-1+x) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)\right) \log \left(\frac{3+\log \left(\log \left(144 \log ^2(\log (x))\right)\right)}{x}\right)}{15 x^2 \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+5 x^2 \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)} \, dx","Int[(2*E^x + (-45 - 3*E^x)*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2] + (-15 - E^x)*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2]*Log[Log[144*Log[Log[x]]^2]] + (E^x*(-3 + 3*x)*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2] + E^x*(-1 + x)*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2]*Log[Log[144*Log[Log[x]]^2]])*Log[(3 + Log[Log[144*Log[Log[x]]^2]])/x])/(15*x^2*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2] + 5*x^2*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2]*Log[Log[144*Log[Log[x]]^2]]),x]","\int \frac{2 e^x+\left(-45-3 e^x\right) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+\left(-15-e^x\right) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)+\left(e^x (-3+3 x) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+e^x (-1+x) \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)\right) \log \left(\frac{3+\log \left(\log \left(144 \log ^2(\log (x))\right)\right)}{x}\right)}{15 x^2 \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right)+5 x^2 \log (x) \log (\log (x)) \log \left(144 \log ^2(\log (x))\right) \log \left(\log \left(144 \log ^2(\log (x))\right)\right)} \, dx","\frac{\frac{1}{5} e^x \log \left(\frac{\log \left(\log \left(144 \log ^2(\log (x))\right)\right)+3}{x}\right)+3}{x}",1,"3/x + E^x/(5*x) - ExpIntegralEi[x]/5 + (2*Defer[Int][E^x/(x^2*Log[x]*Log[Log[x]]*Log[144*Log[Log[x]]^2]*(3 + Log[Log[144*Log[Log[x]]^2]])), x])/5 - Defer[Int][(E^x*Log[3/x + Log[Log[144*Log[Log[x]]^2]]/x])/x^2, x]/5 + Defer[Int][(E^x*Log[3/x + Log[Log[144*Log[Log[x]]^2]]/x])/x, x]/5","F",0,0,0,0,-1,"{}"
2103,1,17,0,0.0575507,"\int \frac{e^x (1-x)+2 x^2+2 e^{x^2} x^3}{x^2} \, dx","Int[(E^x*(1 - x) + 2*x^2 + 2*E^x^2*x^3)/x^2,x]","e^{x^2}+2 x-\frac{e^x}{x}","e^{x^2}-x+3 \left(x+\frac{5}{9}\right)-\frac{3 x+e^x}{x}-e^4",1,"E^x^2 - E^x/x + 2*x","A",6,3,29,0.1034,1,"{14, 2209, 2197}"
2104,1,103,0,0.8174281,"\int \frac{720 x+144 x^2-288 x^3+\left(360-648 x-432 x^2\right) \log (x)+(-360-144 x) \log ^2(x)}{125 x^3+75 x^4+15 x^5+x^6} \, dx","Int[(720*x + 144*x^2 - 288*x^3 + (360 - 648*x - 432*x^2)*Log[x] + (-360 - 144*x)*Log[x]^2)/(125*x^3 + 75*x^4 + 15*x^5 + x^6),x]","\frac{36 \log ^2(x)}{25 x^2}+\frac{144}{(x+5)^2}-\frac{72 \log ^2(x)}{125 x}-\frac{72 x \log ^2(x)}{625 (x+5)}+\frac{36 \log ^2(x)}{25 (x+5)^2}+\frac{72 \log ^2(x)}{625}+\frac{144 \log (x)}{25 x}+\frac{144 x \log (x)}{125 (x+5)}-\frac{144 \log (x)}{5 (x+5)^2}-\frac{144 \log (x)}{125}","\frac{36 (-2 x-\log (x))^2}{x^2 (x+5)^2}",1,"144/(5 + x)^2 - (144*Log[x])/125 + (144*Log[x])/(25*x) - (144*Log[x])/(5*(5 + x)^2) + (144*x*Log[x])/(125*(5 + x)) + (72*Log[x]^2)/625 + (36*Log[x]^2)/(25*x^2) - (72*Log[x]^2)/(125*x) + (36*Log[x]^2)/(25*(5 + x)^2) - (72*x*Log[x]^2)/(625*(5 + x))","B",36,15,59,0.2542,1,"{6741, 6742, 44, 2357, 2304, 2301, 2319, 2314, 31, 2317, 2391, 2305, 2347, 2344, 2318}"
2105,1,33,0,0.0519146,"\int e^{-2+e^x-x} \left(-8 x+4 x^2-4 e^x x^2\right) \, dx","Int[E^(-2 + E^x - x)*(-8*x + 4*x^2 - 4*E^x*x^2),x]","-\frac{4 e^{-x+e^x-2} \left(x^2-e^x x^2\right)}{1-e^x}","e^5-4 e^{-x+e^x-2} x^2",1,"(-4*E^(-2 + E^x - x)*(x^2 - E^x*x^2))/(1 - E^x)","A",1,1,28,0.03571,1,"{2288}"
2106,1,15,0,0.0315767,"\int \frac{e^{8+x} (-2+2 x) \log ^2(\log (4))}{x^2} \, dx","Int[(E^(8 + x)*(-2 + 2*x)*Log[Log[4]]^2)/x^2,x]","\frac{2 e^{x+8} \log ^2(\log (4))}{x}","\frac{2 e^{x+8} \log ^2(\log (4))}{x}",1,"(2*E^(8 + x)*Log[Log[4]]^2)/x","A",2,2,19,0.1053,1,"{12, 2197}"
2107,0,0,0,0.416921,"\int \left(e^{2 x} \left(-200+40 e^5\right)+e^{2 x} \left(50+e^5 (-10-18 x)+90 x\right) \log (x)+e^{2 x} \left(-10 x-10 x^2+e^5 \left(2 x+2 x^2\right)\right) \log ^2(x)\right) \, dx","Int[E^(2*x)*(-200 + 40*E^5) + E^(2*x)*(50 + E^5*(-10 - 18*x) + 90*x)*Log[x] + E^(2*x)*(-10*x - 10*x^2 + E^5*(2*x + 2*x^2))*Log[x]^2,x]","\int \left(e^{2 x} \left(-200+40 e^5\right)+e^{2 x} \left(50+e^5 (-10-18 x)+90 x\right) \log (x)+e^{2 x} \left(-10 x-10 x^2+e^5 \left(2 x+2 x^2\right)\right) \log ^2(x)\right) \, dx","\left(e^5-5\right) e^{2 x} (x \log (x)-5)^2",1,"(-49*E^(2*x)*(5 - E^5))/2 - ((5 - E^5)*ExpIntegralEi[2*x])/2 - (9*E^(2*x)*(5 - E^5)*Log[x])/2 + E^(2*x)*(5*(5 - E^5) + 9*(5 - E^5)*x)*Log[x] - 2*(5 - E^5)*Defer[Int][E^(2*x)*x*Log[x]^2, x] - 2*(5 - E^5)*Defer[Int][E^(2*x)*x^2*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
2108,1,11,0,0.0152435,"\int e^{-x} \left(-3-e^x\right) \, dx","Int[(-3 - E^x)/E^x,x]","3 e^{-x}-x","-x+3 e^{-x}+4",1,"3/E^x - x","A",3,2,13,0.1538,1,"{2248, 43}"
2109,1,21,0,0.4084191,"\int \frac{-1+\left(1-15 x+2 x^2-8 e^{x^2} x^2\right) \log (x)}{x \log (x)} \, dx","Int[(-1 + (1 - 15*x + 2*x^2 - 8*E^x^2*x^2)*Log[x])/(x*Log[x]),x]","x^2-4 e^{x^2}-15 x+\log (x)-\log (\log (x))","-4 e^{x^2}+(x-7)^2-x-\log \left(\frac{\log (x)}{x}\right)+2",1,"-4*E^x^2 - 15*x + x^2 + Log[x] - Log[Log[x]]","A",7,5,33,0.1515,1,"{6742, 2209, 6688, 2302, 29}"
2110,0,0,0,3.1076894,"\int \frac{-100+50 x-4 x^2+e^{e^x} \left(-25+4 x^2+e^x \left(-25 x+20 x^2-4 x^3\right)\right)}{16 x^2+e^{2 e^x} x^2-8 x^3+x^4+e^{e^x} \left(8 x^2-2 x^3\right)} \, dx","Int[(-100 + 50*x - 4*x^2 + E^E^x*(-25 + 4*x^2 + E^x*(-25*x + 20*x^2 - 4*x^3)))/(16*x^2 + E^(2*E^x)*x^2 - 8*x^3 + x^4 + E^E^x*(8*x^2 - 2*x^3)),x]","\int \frac{-100+50 x-4 x^2+e^{e^x} \left(-25+4 x^2+e^x \left(-25 x+20 x^2-4 x^3\right)\right)}{16 x^2+e^{2 e^x} x^2-8 x^3+x^4+e^{e^x} \left(8 x^2-2 x^3\right)} \, dx","\frac{x \left(3-\frac{x+5}{x}\right)^2}{-x+e^{e^x}+4}",1,"-20*Defer[Int][(4 + E^E^x - x)^(-2), x] + 20*Defer[Int][E^(E^x + x)/(4 + E^E^x - x)^2, x] + 4*Defer[Int][(4 + E^E^x - x)^(-1), x] - 25*Defer[Int][1/((4 + E^E^x - x)*x^2), x] + 25*Defer[Int][1/((4 + E^E^x - x)^2*x), x] - 25*Defer[Int][E^(E^x + x)/((4 + E^E^x - x)^2*x), x] + 4*Defer[Int][x/(4 + E^E^x - x)^2, x] - 4*Defer[Int][(E^(E^x + x)*x)/(4 + E^E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
2111,1,12,0,0.107315,"\int -\frac{e^{-x \log (2)+9 \log (2) \log (9+x)} x \log (2)}{9+x} \, dx","Int[-((E^(-(x*Log[2]) + 9*Log[2]*Log[9 + x])*x*Log[2])/(9 + x)),x]","2^{-x} (x+9)^{\log (512)}","2^{9 \log (x+9)-x}",1,"(9 + x)^Log[512]/2^x","A",3,3,26,0.1154,1,"{12, 2274, 2197}"
2112,1,868,0,2.8726124,"\int \frac{40200250 x-120300 x^2-31823280 x^3-32496 x^4+576 x^5-192 x^6+128 x^7+e^{2 e^3+2 x} \left(250-300 x+720 x^2-496 x^3+576 x^4-192 x^5+128 x^6\right)+e^{e^3+x} \left(-100250-59950 x+79580 x^2-208224 x^3+127920 x^4-64384 x^5+64 x^6-128 x^7\right)}{125-150 x+360 x^2-248 x^3+288 x^4-96 x^5+64 x^6} \, dx","Int[(40200250*x - 120300*x^2 - 31823280*x^3 - 32496*x^4 + 576*x^5 - 192*x^6 + 128*x^7 + E^(2*E^3 + 2*x)*(250 - 300*x + 720*x^2 - 496*x^3 + 576*x^4 - 192*x^5 + 128*x^6) + E^(E^3 + x)*(-100250 - 59950*x + 79580*x^2 - 208224*x^3 + 127920*x^4 - 64384*x^5 + 64*x^6 - 128*x^7))/(125 - 150*x + 360*x^2 - 248*x^3 + 288*x^4 - 96*x^5 + 64*x^6),x]","-\frac{32 (5-x) x^6}{19 \left(4 x^2-2 x+5\right)^2}+\frac{48 (5-x) x^5}{19 \left(4 x^2-2 x+5\right)^2}-\frac{12 (195-58 x) x^4}{361 \left(4 x^2-2 x+5\right)}-\frac{144 (5-x) x^4}{19 \left(4 x^2-2 x+5\right)^2}+\frac{12 (245-68 x) x^3}{361 \left(4 x^2-2 x+5\right)}+\frac{7955820 (1-4 x) x^3}{19 \left(4 x^2-2 x+5\right)^2}+\frac{8124 (5-x) x^3}{19 \left(4 x^2-2 x+5\right)^2}-\frac{212 x^3}{361}-\frac{18 (395-98 x) x^2}{361 \left(4 x^2-2 x+5\right)}+\frac{1272 x^2}{361}-2 e^{x+e^3} x+\frac{11994660 (5-x) x}{361 \left(4 x^2-2 x+5\right)}+\frac{30075 (5-x) x}{19 \left(4 x^2-2 x+5\right)^2}-\frac{750 x}{361}+e^{2 x+2 e^3}-\frac{500}{19} \left(19+3 i \sqrt{19}\right) e^{\frac{1}{4}+\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x-i \sqrt{19}-1\right)\right)-\frac{500}{19} \left(1+i \sqrt{19}\right) e^{\frac{1}{4}+\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x-i \sqrt{19}-1\right)\right)+\frac{2000 i e^{\frac{1}{4}+\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x-i \sqrt{19}-1\right)\right)}{\sqrt{19}}+\frac{10000}{19} e^{\frac{1}{4}+\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x-i \sqrt{19}-1\right)\right)-\frac{500}{19} \left(19-3 i \sqrt{19}\right) e^{\frac{1}{4}-\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x+i \sqrt{19}-1\right)\right)-\frac{500}{19} \left(1-i \sqrt{19}\right) e^{\frac{1}{4}-\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x+i \sqrt{19}-1\right)\right)-\frac{2000 i e^{\frac{1}{4}-\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x+i \sqrt{19}-1\right)\right)}{\sqrt{19}}+\frac{10000}{19} e^{\frac{1}{4}-\frac{i \sqrt{19}}{4}+e^3} \text{Ei}\left(\frac{1}{4} \left(4 x+i \sqrt{19}-1\right)\right)-\frac{2000 \left(1-i \sqrt{19}\right) e^{x+e^3}}{19 \left(-4 x-i \sqrt{19}+1\right)}+\frac{40000 e^{x+e^3}}{19 \left(-4 x-i \sqrt{19}+1\right)}-\frac{2000 \left(1+i \sqrt{19}\right) e^{x+e^3}}{19 \left(-4 x+i \sqrt{19}+1\right)}+\frac{40000 e^{x+e^3}}{19 \left(-4 x+i \sqrt{19}+1\right)}+\frac{30075 (15-22 x)}{722 \left(4 x^2-2 x+5\right)}-\frac{60300375 (1-4 x)}{1444 \left(4 x^2-2 x+5\right)}-\frac{20100125 (5-x)}{38 \left(4 x^2-2 x+5\right)^2}","\left(-x+e^{x+e^3}-\frac{400}{\frac{1}{5} \left(-x+\frac{5}{x}-2\right)+x}\right)^2",1,"E^(2*E^3 + 2*x) + (40000*E^(E^3 + x))/(19*(1 - I*Sqrt[19] - 4*x)) - (2000*(1 - I*Sqrt[19])*E^(E^3 + x))/(19*(1 - I*Sqrt[19] - 4*x)) + (40000*E^(E^3 + x))/(19*(1 + I*Sqrt[19] - 4*x)) - (2000*(1 + I*Sqrt[19])*E^(E^3 + x))/(19*(1 + I*Sqrt[19] - 4*x)) - (750*x)/361 - 2*E^(E^3 + x)*x + (1272*x^2)/361 - (212*x^3)/361 - (20100125*(5 - x))/(38*(5 - 2*x + 4*x^2)^2) + (30075*(5 - x)*x)/(19*(5 - 2*x + 4*x^2)^2) + (7955820*(1 - 4*x)*x^3)/(19*(5 - 2*x + 4*x^2)^2) + (8124*(5 - x)*x^3)/(19*(5 - 2*x + 4*x^2)^2) - (144*(5 - x)*x^4)/(19*(5 - 2*x + 4*x^2)^2) + (48*(5 - x)*x^5)/(19*(5 - 2*x + 4*x^2)^2) - (32*(5 - x)*x^6)/(19*(5 - 2*x + 4*x^2)^2) + (30075*(15 - 22*x))/(722*(5 - 2*x + 4*x^2)) - (60300375*(1 - 4*x))/(1444*(5 - 2*x + 4*x^2)) + (11994660*(5 - x)*x)/(361*(5 - 2*x + 4*x^2)) - (18*(395 - 98*x)*x^2)/(361*(5 - 2*x + 4*x^2)) + (12*(245 - 68*x)*x^3)/(361*(5 - 2*x + 4*x^2)) - (12*(195 - 58*x)*x^4)/(361*(5 - 2*x + 4*x^2)) + (10000*E^(1/4 + (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 - I*Sqrt[19] + 4*x)/4])/19 + ((2000*I)*E^(1/4 + (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 - I*Sqrt[19] + 4*x)/4])/Sqrt[19] - (500*(1 + I*Sqrt[19])*E^(1/4 + (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 - I*Sqrt[19] + 4*x)/4])/19 - (500*(19 + (3*I)*Sqrt[19])*E^(1/4 + (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 - I*Sqrt[19] + 4*x)/4])/19 + (10000*E^(1/4 - (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 + I*Sqrt[19] + 4*x)/4])/19 - ((2000*I)*E^(1/4 - (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 + I*Sqrt[19] + 4*x)/4])/Sqrt[19] - (500*(1 - I*Sqrt[19])*E^(1/4 - (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 + I*Sqrt[19] + 4*x)/4])/19 - (500*(19 - (3*I)*Sqrt[19])*E^(1/4 - (I/4)*Sqrt[19] + E^3)*ExpIntegralEi[(-1 + I*Sqrt[19] + 4*x)/4])/19","C",70,19,152,0.1250,1,"{6741, 6742, 2194, 638, 614, 618, 204, 738, 728, 722, 818, 773, 634, 628, 800, 2176, 2177, 2178, 2270}"
2113,0,0,0,6.1748283,"\int \frac{e^{\frac{x}{5+\log \left(\frac{\log (3)}{x}\right)}} \left(e^{2 x} \left(-224 e+200 x+224 x^2\right)+e^{2 x} \left(-84 e+80 x+84 x^2\right) \log \left(\frac{\log (3)}{x}\right)+e^{2 x} \left(-8 e+8 x+8 x^2\right) \log ^2\left(\frac{\log (3)}{x}\right)\right)}{25+10 \log \left(\frac{\log (3)}{x}\right)+\log ^2\left(\frac{\log (3)}{x}\right)} \, dx","Int[(E^(x/(5 + Log[Log[3]/x]))*(E^(2*x)*(-224*E + 200*x + 224*x^2) + E^(2*x)*(-84*E + 80*x + 84*x^2)*Log[Log[3]/x] + E^(2*x)*(-8*E + 8*x + 8*x^2)*Log[Log[3]/x]^2))/(25 + 10*Log[Log[3]/x] + Log[Log[3]/x]^2),x]","\int \frac{e^{\frac{x}{5+\log \left(\frac{\log (3)}{x}\right)}} \left(e^{2 x} \left(-224 e+200 x+224 x^2\right)+e^{2 x} \left(-84 e+80 x+84 x^2\right) \log \left(\frac{\log (3)}{x}\right)+e^{2 x} \left(-8 e+8 x+8 x^2\right) \log ^2\left(\frac{\log (3)}{x}\right)\right)}{25+10 \log \left(\frac{\log (3)}{x}\right)+\log ^2\left(\frac{\log (3)}{x}\right)} \, dx","4 \left(x^2-e\right) e^{2 x+\frac{x}{\log \left(\frac{\log (3)}{x}\right)+5}}",1,"-8*Defer[Int][E^(1 + 2*x + x/(5 + Log[Log[3]/x])), x] + 8*Defer[Int][E^(2*x + x/(5 + Log[Log[3]/x]))*x, x] + 8*Defer[Int][E^(2*x + x/(5 + Log[Log[3]/x]))*x^2, x] - 4*Defer[Int][E^(1 + 2*x + x/(5 + Log[Log[3]/x]))/(5 + Log[Log[3]/x])^2, x] + 4*Defer[Int][(E^(2*x + x/(5 + Log[Log[3]/x]))*x^2)/(5 + Log[Log[3]/x])^2, x] - 4*Defer[Int][E^(1 + 2*x + x/(5 + Log[Log[3]/x]))/(5 + Log[Log[3]/x]), x] + 4*Defer[Int][(E^(2*x + x/(5 + Log[Log[3]/x]))*x^2)/(5 + Log[Log[3]/x]), x]","F",0,0,0,0,-1,"{}"
2114,1,31,0,0.3256827,"\int \frac{10 e^4 x^5+e^{4+\frac{-5625-150 x^3+4 x^5-x^6}{x^4}} \left(112500+750 x^3+20 x^5-10 x^6\right)}{x^5} \, dx","Int[(10*E^4*x^5 + E^(4 + (-5625 - 150*x^3 + 4*x^5 - x^6)/x^4)*(112500 + 750*x^3 + 20*x^5 - 10*x^6))/x^5,x]","5 e^{-\frac{5625}{x^4}-x^2+4 x-\frac{150}{x}+4}+10 e^4 x","5 e^4 \left(e^{4 x-\left(\frac{75}{x^2}+x\right)^2}+2 x\right)",1,"5*E^(4 - 5625/x^4 - 150/x + 4*x - x^2) + 10*E^4*x","A",3,2,56,0.03571,1,"{14, 6706}"
2115,1,23,0,0.0348577,"\int \frac{-9-16 e^4+46 x-33 x^2-72 x^3}{1-6 x+9 x^2} \, dx","Int[(-9 - 16*E^4 + 46*x - 33*x^2 - 72*x^3)/(1 - 6*x + 9*x^2),x]","-4 x^2-9 x-\frac{16 e^4}{3 (1-3 x)}","x \left(4 \left(-x+\frac{4 e^4}{3 x-1}-3\right)+3\right)+e^3",1,"(-16*E^4)/(3*(1 - 3*x)) - 9*x - 4*x^2","A",3,2,33,0.06061,1,"{27, 1850}"
2116,-1,0,0,180.0016346,"\int \frac{560 x^7-x^9+e^{3 x} \left(320 x^4-x^6\right)+e^{2 x} \left(-38400 x^3+38400 x^4+1320 x^5-120 x^6-3 x^7\right)+e^x \left(-67200 x^4+67200 x^5+1560 x^6-120 x^7-3 x^8\right)+e^{30+15 x} \left(e^{3 x} x^3-240 x^4+x^6+e^{2 x} \left(-360 x^2+120 x^3+3 x^4\right)+e^x \left(28800 x-28800 x^2-600 x^3+120 x^4+3 x^5\right)\right)+e^{20+10 x} \left(-38400 x^3+192000 x^4+1200 x^5-800 x^6-3 x^7+e^{3 x} \left(480 x^2-800 x^3-3 x^4\right)+e^{2 x} \left(-76800 x+230400 x^2+2520 x^3-2760 x^4-9 x^5\right)+e^x \left(-201600 x^2+508800 x^3+3240 x^4-2760 x^5-9 x^6\right)\right)+e^{10+5 x} \left(89600 x^4-448000 x^5-1520 x^6+800 x^7+3 x^8+e^{3 x} \left(51200 x-256000 x^2-800 x^3+800 x^4+3 x^5\right)+e^{2 x} \left(268800 x^2-1036800 x^3-3480 x^4+2760 x^5+9 x^6\right)+e^x \left(393600 x^3-1315200 x^4-4200 x^5+2760 x^6+9 x^7\right)\right)}{-1600 e^{3 x} x^3-4800 e^{2 x} x^4-4800 e^x x^5-1600 x^6+e^{30+15 x} \left(1600 e^{3 x}+4800 e^{2 x} x+4800 e^x x^2+1600 x^3\right)+e^{20+10 x} \left(-4800 e^{3 x} x-14400 e^{2 x} x^2-14400 e^x x^3-4800 x^4\right)+e^{10+5 x} \left(4800 e^{3 x} x^2+14400 e^{2 x} x^3+14400 e^x x^4+4800 x^5\right)} \, dx","Int[(560*x^7 - x^9 + E^(3*x)*(320*x^4 - x^6) + E^(2*x)*(-38400*x^3 + 38400*x^4 + 1320*x^5 - 120*x^6 - 3*x^7) + E^x*(-67200*x^4 + 67200*x^5 + 1560*x^6 - 120*x^7 - 3*x^8) + E^(30 + 15*x)*(E^(3*x)*x^3 - 240*x^4 + x^6 + E^(2*x)*(-360*x^2 + 120*x^3 + 3*x^4) + E^x*(28800*x - 28800*x^2 - 600*x^3 + 120*x^4 + 3*x^5)) + E^(20 + 10*x)*(-38400*x^3 + 192000*x^4 + 1200*x^5 - 800*x^6 - 3*x^7 + E^(3*x)*(480*x^2 - 800*x^3 - 3*x^4) + E^(2*x)*(-76800*x + 230400*x^2 + 2520*x^3 - 2760*x^4 - 9*x^5) + E^x*(-201600*x^2 + 508800*x^3 + 3240*x^4 - 2760*x^5 - 9*x^6)) + E^(10 + 5*x)*(89600*x^4 - 448000*x^5 - 1520*x^6 + 800*x^7 + 3*x^8 + E^(3*x)*(51200*x - 256000*x^2 - 800*x^3 + 800*x^4 + 3*x^5) + E^(2*x)*(268800*x^2 - 1036800*x^3 - 3480*x^4 + 2760*x^5 + 9*x^6) + E^x*(393600*x^3 - 1315200*x^4 - 4200*x^5 + 2760*x^6 + 9*x^7)))/(-1600*E^(3*x)*x^3 - 4800*E^(2*x)*x^4 - 4800*E^x*x^5 - 1600*x^6 + E^(30 + 15*x)*(1600*E^(3*x) + 4800*E^(2*x)*x + 4800*E^x*x^2 + 1600*x^3) + E^(20 + 10*x)*(-4800*E^(3*x)*x - 14400*E^(2*x)*x^2 - 14400*E^x*x^3 - 4800*x^4) + E^(10 + 5*x)*(4800*E^(3*x)*x^2 + 14400*E^(2*x)*x^3 + 14400*E^x*x^4 + 4800*x^5)),x]","\text{\$Aborted}","x^2 \left(-\frac{x}{80}+\frac{3}{x+e^x}+\frac{4}{x-e^{5 (x+2)}}\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
2117,0,0,0,1.9758203,"\int \frac{4 x^3+4 x^2 \log (5)+\left(x-8 x^4+\left(1-8 x^2-8 x^3\right) \log (5)\right) \log (x) \log (\log (x))+\left(4 x^2+4 x \log (5)+\left(-12 x^3+\left(-8 x-12 x^2\right) \log (5)\right) \log (x) \log (\log (x))\right) \log \left(\frac{x^2}{\left(x^2+2 x \log (5)+\log ^2(5)\right) \log (\log (x))}\right)+\left(-4 x^2-4 x \log (5)\right) \log (x) \log (\log (x)) \log ^2\left(\frac{x^2}{\left(x^2+2 x \log (5)+\log ^2(5)\right) \log (\log (x))}\right)}{(2 x+2 \log (5)) \log (x) \log (\log (x))} \, dx","Int[(4*x^3 + 4*x^2*Log[5] + (x - 8*x^4 + (1 - 8*x^2 - 8*x^3)*Log[5])*Log[x]*Log[Log[x]] + (4*x^2 + 4*x*Log[5] + (-12*x^3 + (-8*x - 12*x^2)*Log[5])*Log[x]*Log[Log[x]])*Log[x^2/((x^2 + 2*x*Log[5] + Log[5]^2)*Log[Log[x]])] + (-4*x^2 - 4*x*Log[5])*Log[x]*Log[Log[x]]*Log[x^2/((x^2 + 2*x*Log[5] + Log[5]^2)*Log[Log[x]])]^2)/((2*x + 2*Log[5])*Log[x]*Log[Log[x]]),x]","\int \frac{4 x^3+4 x^2 \log (5)+\left(x-8 x^4+\left(1-8 x^2-8 x^3\right) \log (5)\right) \log (x) \log (\log (x))+\left(4 x^2+4 x \log (5)+\left(-12 x^3+\left(-8 x-12 x^2\right) \log (5)\right) \log (x) \log (\log (x))\right) \log \left(\frac{x^2}{\left(x^2+2 x \log (5)+\log ^2(5)\right) \log (\log (x))}\right)+\left(-4 x^2-4 x \log (5)\right) \log (x) \log (\log (x)) \log ^2\left(\frac{x^2}{\left(x^2+2 x \log (5)+\log ^2(5)\right) \log (\log (x))}\right)}{(2 x+2 \log (5)) \log (x) \log (\log (x))} \, dx","\frac{x}{2}-x^2 \left(\log \left(\frac{x^2}{(x+\log (5))^2 \log (\log (x))}\right)+x\right)^2",1,"-x^4 - 2*x^2*Log[5] + (x*(1 + 8*Log[5]^2))/2 + x^2*Log[25] - 2*x*Log[5]*Log[25] - 4*Log[5]^3*Log[x + Log[5]] + 2*Log[5]^2*Log[25]*Log[x + Log[5]] + 2*Log[25]^2*Log[x + Log[5]] - 2*x^3*Log[x^2/((x + Log[5])^2*Log[Log[x]])] - 2*x*Log[25]*Log[x^2/((x + Log[5])^2*Log[Log[x]])] - 2*Log[25]*Defer[Int][1/(Log[x]*Log[Log[x]]), x] + 2*Log[5]*Log[25]*Defer[Int][Log[x^2/((x + Log[5])^2*Log[Log[x]])]/(x + Log[5]), x] + 2*Defer[Int][(x*Log[x^2/((x + Log[5])^2*Log[Log[x]])])/(Log[x]*Log[Log[x]]), x] - 2*Defer[Int][x*Log[x^2/((x + Log[5])^2*Log[Log[x]])]^2, x]","F",0,0,0,0,-1,"{}"
2118,0,0,0,0.3485891,"\int \frac{-10 e^8-e^4 x^2+x^6 \left(-250-100 x-10 x^2\right)+x^3 \left(-75 x-30 x^2-3 x^3+e^4 (100+20 x)\right)}{5 e^{12} x^2+e^8 x^3 \left(-50 x^2-10 x^3\right)+e^4 x^6 \left(125 x^2+50 x^3+5 x^4\right)} \, dx","Int[(-10*E^8 - E^4*x^2 + x^6*(-250 - 100*x - 10*x^2) + x^3*(-75*x - 30*x^2 - 3*x^3 + E^4*(100 + 20*x)))/(5*E^12*x^2 + E^8*x^3*(-50*x^2 - 10*x^3) + E^4*x^6*(125*x^2 + 50*x^3 + 5*x^4)),x]","\int \frac{-10 e^8-e^4 x^2+x^6 \left(-250-100 x-10 x^2\right)+x^3 \left(-75 x-30 x^2-3 x^3+e^4 (100+20 x)\right)}{5 e^{12} x^2+e^8 x^3 \left(-50 x^2-10 x^3\right)+e^4 x^6 \left(125 x^2+50 x^3+5 x^4\right)} \, dx","\frac{\frac{1}{5} \left(x-\frac{x}{\frac{e^4}{x+5}-x^3}\right)+2}{e^4 x}",1,"2/(E^4*x) - 3/(4*E^4*(E^4 - 5*x^3 - x^4)) - (4*Defer[Int][(E^4 - 5*x^3 - x^4)^(-2), x])/5 - (15*Defer[Int][x^2/(E^4 - 5*x^3 - x^4)^2, x])/(4*E^4) + (3*Defer[Int][(E^4 - 5*x^3 - x^4)^(-1), x])/(5*E^4)","F",0,0,0,0,-1,"{}"
2119,1,19,0,0.0077884,"\int -\frac{2 e^{14}}{144 x^2+216 e^5 x^2+81 e^{10} x^2} \, dx","Int[(-2*E^14)/(144*x^2 + 216*E^5*x^2 + 81*E^10*x^2),x]","\frac{2 e^{14}}{9 \left(4+3 e^5\right)^2 x}","\frac{2 e^4}{9 \left(3+\frac{4}{e^5}\right)^2 x}",1,"(2*E^14)/(9*(4 + 3*E^5)^2*x)","A",4,3,29,0.1034,1,"{6, 12, 30}"
2120,0,0,0,1.4654074,"\int \frac{-10+e^x \left(-2-x^2\right)+\left(5+e^x (1+x)\right) \log \left(5 x^2\right)}{100 x^2+40 e^x x^2+4 e^{2 x} x^2} \, dx","Int[(-10 + E^x*(-2 - x^2) + (5 + E^x*(1 + x))*Log[5*x^2])/(100*x^2 + 40*E^x*x^2 + 4*E^(2*x)*x^2),x]","\int \frac{-10+e^x \left(-2-x^2\right)+\left(5+e^x (1+x)\right) \log \left(5 x^2\right)}{100 x^2+40 e^x x^2+4 e^{2 x} x^2} \, dx","9-\frac{\log \left(5 x^2\right)-x}{4 \left(e^x+5\right) x}",1,"1/(4*(5 + E^x)) - Defer[Int][1/((5 + E^x)*x^2), x]/2 + (Log[5*x^2]*Defer[Int][1/((5 + E^x)*x^2), x])/4 - (5*Log[5*x^2]*Defer[Int][1/((5 + E^x)^2*x), x])/4 + (Log[5*x^2]*Defer[Int][1/((5 + E^x)*x), x])/4 - Defer[Int][Defer[Int][1/((5 + E^x)*x^2), x]/x, x]/2 + (5*Defer[Int][Defer[Int][1/((5 + E^x)^2*x), x]/x, x])/2 - Defer[Int][Defer[Int][(5*x + E^x*x)^(-1), x]/x, x]/2","F",0,0,0,0,-1,"{}"
2121,1,5,0,0.0014761,"\int e^{-1+x} \, dx","Int[E^(-1 + x),x]","e^{x-1}","e^{x-1}",1,"E^(-1 + x)","A",1,1,5,0.2000,1,"{2194}"
2122,1,19,0,0.078653,"\int \frac{e^5 \left(-6-12 x-6 x^2+\frac{7 x \left(2 x^2+2 x^3+x^4\right)}{e^5}\right)}{7 x \left(x^2+2 x^3+x^4\right)} \, dx","Int[(E^5*(-6 - 12*x - 6*x^2 + (7*x*(2*x^2 + 2*x^3 + x^4))/E^5))/(7*x*(x^2 + 2*x^3 + x^4)),x]","\frac{3 e^5}{7 x^2}+x-\frac{1}{x+1}","\frac{3 e^5}{7 x^2}+x-\frac{1}{x+1}-4",1,"(3*E^5)/(7*x^2) + x - (1 + x)^(-1)","A",5,4,54,0.07407,1,"{12, 1585, 27, 1620}"
2123,1,127,0,0.7894379,"\int \frac{432 x^2-492 x^3+552 x^4+168 x^5+\left(576 x^2-984 x^3-252 x^4\right) \log \left(x^2\right)+\left(432 x^2+84 x^3\right) \log ^2\left(x^2\right)}{576+336 x+49 x^2} \, dx","Int[(432*x^2 - 492*x^3 + 552*x^4 + 168*x^5 + (576*x^2 - 984*x^3 - 252*x^4)*Log[x^2] + (432*x^2 + 84*x^3)*Log[x^2]^2)/(576 + 336*x + 49*x^2),x]","\frac{6 x^4}{7}-\frac{144 x^3}{49}+\frac{3750 x^2}{343}+\frac{6}{7} x^2 \log ^2\left(x^2\right)+\frac{3456 x \log ^2\left(x^2\right)}{49 (7 x+24)}-\frac{144}{49} x \log ^2\left(x^2\right)+\frac{288}{49} x^2 \log \left(x^2\right)+\frac{165888 x \log \left(x^2\right)}{343 (7 x+24)}-\frac{6912}{343} x \log \left(x^2\right)-\frac{12}{7} x^3 \log \left(x^2\right)-\frac{90000 x}{2401}-\frac{51840000}{16807 (7 x+24)}","\frac{x^3 \left(-\left(\log \left(x^2\right)-x\right)^2-1\right)}{-\frac{7 x}{6}-4}",1,"(-90000*x)/2401 + (3750*x^2)/343 - (144*x^3)/49 + (6*x^4)/7 - 51840000/(16807*(24 + 7*x)) - (6912*x*Log[x^2])/343 + (288*x^2*Log[x^2])/49 - (12*x^3*Log[x^2])/7 + (165888*x*Log[x^2])/(343*(24 + 7*x)) - (144*x*Log[x^2]^2)/49 + (6*x^2*Log[x^2]^2)/7 + (3456*x*Log[x^2]^2)/(49*(24 + 7*x))","B",31,15,73,0.2055,1,"{27, 6741, 12, 6742, 43, 2357, 2295, 2304, 2314, 31, 2317, 2391, 2296, 2305, 2318}"
2124,0,0,0,1.7387505,"\int \frac{-3 x+3 x^2-3 x^2 \log \left(-\frac{3}{2 x}\right)+\left(3-6 x+18 x^2\right) \log ^2\left(-\frac{3}{2 x}\right)}{x^2+\left(2 x-12 x^2\right) \log \left(-\frac{3}{2 x}\right)+\left(1-12 x+36 x^2\right) \log ^2\left(-\frac{3}{2 x}\right)} \, dx","Int[(-3*x + 3*x^2 - 3*x^2*Log[-3/(2*x)] + (3 - 6*x + 18*x^2)*Log[-3/(2*x)]^2)/(x^2 + (2*x - 12*x^2)*Log[-3/(2*x)] + (1 - 12*x + 36*x^2)*Log[-3/(2*x)]^2),x]","\int \frac{-3 x+3 x^2-3 x^2 \log \left(-\frac{3}{2 x}\right)+\left(3-6 x+18 x^2\right) \log ^2\left(-\frac{3}{2 x}\right)}{x^2+\left(2 x-12 x^2\right) \log \left(-\frac{3}{2 x}\right)+\left(1-12 x+36 x^2\right) \log ^2\left(-\frac{3}{2 x}\right)} \, dx","\frac{3 (x-1)}{-\frac{1}{x}-\frac{1}{\log \left(-\frac{3}{2 x}\right)}+6}",1,"5/(12*(1 - 6*x)) + x/2 + Defer[Int][(x + (1 - 6*x)*Log[-3/(2*x)])^(-2), x]/18 + (5*Defer[Int][1/((1 - 6*x)^2*(x + (1 - 6*x)*Log[-3/(2*x)])^2), x])/72 - (37*Defer[Int][x/(x + (1 - 6*x)*Log[-3/(2*x)])^2, x])/12 + 3*Defer[Int][x^2/(x + (1 - 6*x)*Log[-3/(2*x)])^2, x] + Defer[Int][1/((-1 + 6*x)*(x + (1 - 6*x)*Log[-3/(2*x)])^2), x]/8 + (5*Defer[Int][1/((-1 + 6*x)^2*(-x - Log[-3/(2*x)] + 6*x*Log[-3/(2*x)])), x])/6 + (3*Defer[Int][1/((-1 + 6*x)*(-x - Log[-3/(2*x)] + 6*x*Log[-3/(2*x)])), x])/4 - Defer[Int][(-x + (-1 + 6*x)*Log[-3/(2*x)])^(-1), x]/12 + Defer[Int][x/(-x + (-1 + 6*x)*Log[-3/(2*x)]), x]/2","F",0,0,0,0,-1,"{}"
2125,0,0,0,0.7302403,"\int \frac{\frac{5+18 x}{e^4 \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)}+\left(-5 x-9 x^2\right) \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)}{\left(5 x+9 x^2\right) \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)} \, dx","Int[((5 + 18*x)/(E^4*Log[(5*x + 9*x^2)/5]) + (-5*x - 9*x^2)*Log[(5*x + 9*x^2)/5])/((5*x + 9*x^2)*Log[(5*x + 9*x^2)/5]),x]","\int \frac{\frac{5+18 x}{e^4 \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)}+\left(-5 x-9 x^2\right) \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)}{\left(5 x+9 x^2\right) \log \left(\frac{1}{5} \left(5 x+9 x^2\right)\right)} \, dx","-\frac{1}{e^4 \log \left(\frac{9 x^2}{5}+x\right)}-x+2",1,"-x + Defer[Int][(5 + 18*x)/(x*(5 + 9*x)*Log[x*(1 + (9*x)/5)]^2), x]/E^4","F",0,0,0,0,-1,"{}"
2126,1,20,0,0.0167942,"\int \frac{32-3 x-16 x^4-4 x \log (x)}{4 x} \, dx","Int[(32 - 3*x - 16*x^4 - 4*x*Log[x])/(4*x),x]","-x^4+\frac{x}{4}-x \log (x)+8 \log (x)","-x^4-4 \log \left(\frac{1}{x^2}\right)+x \left(\frac{1}{4}-\log (x)\right)",1,"x/4 - x^4 + 8*Log[x] - x*Log[x]","A",6,3,22,0.1364,1,"{12, 14, 2295}"
2127,1,18,0,0.2536337,"\int \frac{-3-6 x \log (84)}{x \log ^2(6)+x^2 \log ^2(6) \log (84)+\left(-2 x \log (6)-2 x^2 \log (6) \log (84)\right) \log \left(x+x^2 \log (84)\right)+\left(x+x^2 \log (84)\right) \log ^2\left(x+x^2 \log (84)\right)} \, dx","Int[(-3 - 6*x*Log[84])/(x*Log[6]^2 + x^2*Log[6]^2*Log[84] + (-2*x*Log[6] - 2*x^2*Log[6]*Log[84])*Log[x + x^2*Log[84]] + (x + x^2*Log[84])*Log[x + x^2*Log[84]]^2),x]","-\frac{3}{\log (6)-\log (x (x \log (84)+1))}","\frac{3}{\log \left(x^2 \log (84)+x\right)-\log (6)}",1,"-3/(Log[6] - Log[x*(1 + x*Log[84])])","A",3,3,72,0.04167,1,"{6688, 12, 6686}"
2128,1,27,0,0.0296089,"\int \frac{459-45 e^5-288 x+84 x^2-8 x^3}{36-24 x+4 x^2} \, dx","Int[(459 - 45*E^5 - 288*x + 84*x^2 - 8*x^3)/(36 - 24*x + 4*x^2),x]","-x^2+9 x+\frac{45 \left(3-e^5\right)}{4 (3-x)}","\left(\frac{45 \left(1-\frac{e^5}{x}\right)}{4 (3-x)}-x+9\right) x",1,"(45*(3 - E^5))/(4*(3 - x)) + 9*x - x^2","A",4,3,33,0.09091,1,"{27, 12, 1850}"
2129,0,0,0,1.7590885,"\int \frac{75 e^{2 x}+5 e^x x^2}{x^2+e^x \left(30 x+70 x^2\right)+e^{2 x} \left(225+1050 x+1225 x^2\right)} \, dx","Int[(75*E^(2*x) + 5*E^x*x^2)/(x^2 + E^x*(30*x + 70*x^2) + E^(2*x)*(225 + 1050*x + 1225*x^2)),x]","\int \frac{75 e^{2 x}+5 e^x x^2}{x^2+e^x \left(30 x+70 x^2\right)+e^{2 x} \left(225+1050 x+1225 x^2\right)} \, dx","\frac{1}{\frac{\frac{e^{-x} x}{5}+2 x+3}{x}+5}",1,"(-15*Defer[Int][E^x/(15*E^x + x + 35*E^x*x)^2, x])/7 + 5*Defer[Int][(E^x*x^2)/(15*E^x + x + 35*E^x*x)^2, x] + (45*Defer[Int][E^x/((3 + 7*x)*(15*E^x + x + 35*E^x*x)^2), x])/7 + 15*Defer[Int][E^x/((3 + 7*x)*(15*E^x + x + 35*E^x*x)), x]","F",0,0,0,0,-1,"{}"
2130,0,0,0,5.1687899,"\int \frac{e^{-\frac{1}{-2 \log \left(\frac{3}{2}\right)+2 e^{2 x} \log (2)}} \left(2 x \log ^2\left(\frac{3}{2}\right)+e^{2 x} \left(x^2-4 x \log \left(\frac{3}{2}\right)\right) \log (2)+2 e^{4 x} x \log ^2(2)\right)}{4 \log ^2\left(\frac{3}{2}\right)-8 e^{2 x} \log \left(\frac{3}{2}\right) \log (2)+4 e^{4 x} \log ^2(2)} \, dx","Int[(2*x*Log[3/2]^2 + E^(2*x)*(x^2 - 4*x*Log[3/2])*Log[2] + 2*E^(4*x)*x*Log[2]^2)/(E^(-2*Log[3/2] + 2*E^(2*x)*Log[2])^(-1)*(4*Log[3/2]^2 - 8*E^(2*x)*Log[3/2]*Log[2] + 4*E^(4*x)*Log[2]^2)),x]","\int \frac{e^{-\frac{1}{-2 \log \left(\frac{3}{2}\right)+2 e^{2 x} \log (2)}} \left(2 x \log ^2\left(\frac{3}{2}\right)+e^{2 x} \left(x^2-4 x \log \left(\frac{3}{2}\right)\right) \log (2)+2 e^{4 x} x \log ^2(2)\right)}{4 \log ^2\left(\frac{3}{2}\right)-8 e^{2 x} \log \left(\frac{3}{2}\right) \log (2)+4 e^{4 x} \log ^2(2)} \, dx","\frac{1}{4} x^2 e^{-\frac{1}{2 \left(e^{2 x} \log (2)-\log \left(\frac{3}{2}\right)\right)}}",1,"Defer[Int][x/E^(-2*Log[3/2] + 2*E^(2*x)*Log[2])^(-1), x]/2 + (Log[3/2]*Defer[Int][x^2/(E^(-2*Log[3/2] + 2*E^(2*x)*Log[2])^(-1)*(Log[3/2] - E^(2*x)*Log[2])^2), x])/4 - Defer[Int][x^2/(E^(-2*Log[3/2] + 2*E^(2*x)*Log[2])^(-1)*(Log[3/2] - E^(2*x)*Log[2])), x]/4","F",0,0,0,0,-1,"{}"
2131,0,0,0,4.1394372,"\int \frac{-e^x x+\log \left(\frac{1}{4} \left(8+e^x\right)\right) \left(8+e^x+\left(-16-2 e^x\right) \log (x)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)+\left(16+2 e^x\right) \log \left(\frac{1}{4} \left(8+e^x\right)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)\right)}{\left(80 x^3+10 e^x x^3\right) \log \left(\frac{1}{4} \left(8+e^x\right)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)} \, dx","Int[(-(E^x*x) + Log[(8 + E^x)/4]*(8 + E^x + (-16 - 2*E^x)*Log[x])*Log[Log[(8 + E^x)/4]]*Log[Log[Log[(8 + E^x)/4]]] + (16 + 2*E^x)*Log[(8 + E^x)/4]*Log[Log[(8 + E^x)/4]]*Log[Log[Log[(8 + E^x)/4]]]*Log[Log[Log[Log[(8 + E^x)/4]]]])/((80*x^3 + 10*E^x*x^3)*Log[(8 + E^x)/4]*Log[Log[(8 + E^x)/4]]*Log[Log[Log[(8 + E^x)/4]]]),x]","\int \frac{-e^x x+\log \left(\frac{1}{4} \left(8+e^x\right)\right) \left(8+e^x+\left(-16-2 e^x\right) \log (x)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)+\left(16+2 e^x\right) \log \left(\frac{1}{4} \left(8+e^x\right)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right) \log \left(\log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)\right)}{\left(80 x^3+10 e^x x^3\right) \log \left(\frac{1}{4} \left(8+e^x\right)\right) \log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(8+e^x\right)\right)\right)\right)} \, dx","\frac{\log (x)-\log \left(\log \left(\log \left(\log \left(\frac{e^x}{4}+2\right)\right)\right)\right)}{10 x^2}",1,"Log[x]/(10*x^2) - Defer[Int][1/(x^2*Log[(8 + E^x)/4]*Log[Log[(8 + E^x)/4]]*Log[Log[Log[(8 + E^x)/4]]]), x]/10 + (4*Defer[Int][1/((8 + E^x)*x^2*Log[(8 + E^x)/4]*Log[Log[(8 + E^x)/4]]*Log[Log[Log[(8 + E^x)/4]]]), x])/5 + Defer[Int][Log[Log[Log[Log[(8 + E^x)/4]]]]/x^3, x]/5","F",0,0,0,0,-1,"{}"
2132,1,47,0,0.3141943,"\int \frac{e^{\frac{-3-4 x^2-x^3+2 x \log (x)-x \log (2 x)}{x}} \left(3+x-4 x^2-2 x^3\right)}{x^2} \, dx","Int[(E^((-3 - 4*x^2 - x^3 + 2*x*Log[x] - x*Log[2*x])/x)*(3 + x - 4*x^2 - 2*x^3))/x^2,x]","-\frac{e^{-x^2-4 x-\frac{3}{x}} \left(-2 x^3-4 x^2+3\right)}{2 x \left(-\frac{3}{x^2}+2 x+4\right)}","\frac{1}{2} e^{-x^2-4 x-\frac{3}{x}} x",1,"-1/2*(E^(-3/x - 4*x - x^2)*(3 - 4*x^2 - 2*x^3))/(x*(4 - 3/x^2 + 2*x))","B",3,3,47,0.06383,1,"{6688, 12, 2288}"
2133,1,16,0,0.0443512,"\int \frac{4 e^{-2+i \pi +2 x} (2-2 x)-x}{x^3} \, dx","Int[(4*E^(-2 + I*Pi + 2*x)*(2 - 2*x) - x)/x^3,x]","\frac{4 e^{2 x-2}}{x^2}+\frac{1}{x}","\frac{x-4 e^{2 x+i \pi -2}}{x^2}",1,"(4*E^(-2 + 2*x))/x^2 + x^(-1)","A",3,2,27,0.07407,1,"{14, 2197}"
2134,1,75,0,0.1577333,"\int \left(12 x^3+3 e x^3-4 x^4+\left(-24 x^3-4 e x^3+5 x^4\right) \log (x)-4 x^3 \log ^2(x)+16 x^3 \log ^3(x)\right) \, dx","Int[12*x^3 + 3*E*x^3 - 4*x^4 + (-24*x^3 - 4*E*x^3 + 5*x^4)*Log[x] - 4*x^3*Log[x]^2 + 16*x^3*Log[x]^3,x]","-x^5+\frac{1}{4} (6+e) x^4+\frac{3}{4} (4+e) x^4-\frac{x^4}{2}+4 x^4 \log ^3(x)-4 x^4 \log ^2(x)+2 x^4 \log (x)-\left((6+e) x^4-x^5\right) \log (x)","x^4 (\log (x)-1) \left(x+4 \log ^2(x)-e-4\right)",1,"-1/2*x^4 + (3*(4 + E)*x^4)/4 + ((6 + E)*x^4)/4 - x^5 + 2*x^4*Log[x] - ((6 + E)*x^4 - x^5)*Log[x] - 4*x^4*Log[x]^2 + 4*x^4*Log[x]^3","B",12,6,55,0.1091,1,"{6, 1593, 43, 2334, 2305, 2304}"
2135,1,103,0,0.4257003,"\int \frac{2 x-2 x^2+e^{2+x} \left(-2 x-x^2+x^3+e^x \left(1-5 x+2 x^2\right)\right)+\left(-x+e^{2+x} \left(x+2 e^x x+x^2\right)\right) \log (x)}{4 x} \, dx","Int[(2*x - 2*x^2 + E^(2 + x)*(-2*x - x^2 + x^3 + E^x*(1 - 5*x + 2*x^2)) + (-x + E^(2 + x)*(x + 2*E^x*x + x^2))*Log[x])/(4*x),x]","\frac{1}{4} e^{x+2} x^2-\frac{x^2}{4}-\frac{3}{4} e^{x+2} x+\frac{1}{4} e^{2 x+2} x+\frac{3 x}{4}-\frac{3}{4} e^{2 x+2}-\frac{1}{4} x \log (x)-\frac{1}{4} e^{x+2} \log (x)+\frac{1}{4} e^{2 x+2} \log (x)+\frac{1}{4} e^{x+2} (x+1) \log (x)","\frac{1}{4} \left(x-e^{x+2} \left(x+e^x\right)\right) (-x-\log (x)+3)",1,"(-3*E^(2 + 2*x))/4 + (3*x)/4 - (3*E^(2 + x)*x)/4 + (E^(2 + 2*x)*x)/4 - x^2/4 + (E^(2 + x)*x^2)/4 - (E^(2 + x)*Log[x])/4 + (E^(2 + 2*x)*Log[x])/4 - (x*Log[x])/4 + (E^(2 + x)*(1 + x)*Log[x])/4","B",25,9,72,0.1250,1,"{12, 14, 2295, 6742, 2194, 2176, 2554, 2199, 2178}"
2136,1,31,0,0.0464642,"\int \frac{-1-2 x^3-2 x^2 \log (7)-2 e^x x^2 \log (7)}{2 x^2 \log (7)} \, dx","Int[(-1 - 2*x^3 - 2*x^2*Log[7] - 2*E^x*x^2*Log[7])/(2*x^2*Log[7]),x]","-\frac{x^2}{2 \log (7)}-x-e^x+\frac{1}{2 x \log (7)}","\frac{\left(\frac{1}{x^2}-x\right) x}{2 \log (7)}-x-e^x-7",1,"-E^x - x + 1/(2*x*Log[7]) - x^2/(2*Log[7])","A",6,3,35,0.08571,1,"{12, 14, 2194}"
2137,1,32,0,0.0776486,"\int \frac{-25-50 x-25 x^2+\left(124+100 x+25 x^2\right) \log (2)+\log ^2(2)}{\left(125+100 x+25 x^2\right) \log (2)+\log ^2(2)} \, dx","Int[(-25 - 50*x - 25*x^2 + (124 + 100*x + 25*x^2)*Log[2] + Log[2]^2)/((125 + 100*x + 25*x^2)*Log[2] + Log[2]^2),x]","\frac{\log \left(25 x^2+100 x+125+\log (2)\right)}{\log (2)}-\frac{x (1-\log (2))}{\log (2)}","x+\frac{\log \left((x+3) x+x+5+\frac{\log (2)}{25}\right)-x}{\log (2)}",1,"-((x*(1 - Log[2]))/Log[2]) + Log[125 + 100*x + 25*x^2 + Log[2]]/Log[2]","A",4,3,48,0.06250,1,"{1984, 1657, 628}"
2138,1,13,0,0.0074381,"\int \frac{1}{9} \left(9-2^{5-x} \log (2)\right) \, dx","Int[(9 - 2^(5 - x)*Log[2])/9,x]","x+\frac{2^{5-x}}{9}","x+\frac{2^{5-x}}{9}",1,"2^(5 - x)/9 + x","A",3,2,17,0.1176,1,"{12, 2194}"
2139,1,18,0,0.234685,"\int \frac{-12+300 x^3+\left(-4+100 x^3\right) \log \left(-\log (x)+\log \left(4+50 x^3\right)\right)}{\left(-2 x-25 x^4\right) \log (x)+\left(2 x+25 x^4\right) \log \left(4+50 x^3\right)} \, dx","Int[(-12 + 300*x^3 + (-4 + 100*x^3)*Log[-Log[x] + Log[4 + 50*x^3]])/((-2*x - 25*x^4)*Log[x] + (2*x + 25*x^4)*Log[4 + 50*x^3]),x]","\left(\log \left(\log \left(50 x^3+4\right)-\log (x)\right)+3\right)^2","\left(\log \left(\log \left(50 x^3+4\right)-\log (x)\right)+3\right)^2",1,"(3 + Log[-Log[x] + Log[4 + 50*x^3]])^2","A",3,3,63,0.04762,1,"{6741, 12, 6686}"
2140,0,0,0,1.1267983,"\int \frac{e^{-x+\frac{e^{-x} \left(e^x (5-x)+x^2\right)}{x}} \left(-5 e^x+x^2-x^3\right)}{x^2} \, dx","Int[(E^(-x + (E^x*(5 - x) + x^2)/(E^x*x))*(-5*E^x + x^2 - x^3))/x^2,x]","\int \frac{e^{-x+\frac{e^{-x} \left(e^x (5-x)+x^2\right)}{x}} \left(-5 e^x+x^2-x^3\right)}{x^2} \, dx","e^{\frac{e^{-x} x^2-x+5}{x}}-25",1,"Defer[Int][E^(-1 + 5/x + (-1 + E^(-x))*x), x] - 5*Defer[Int][E^(-1 + 5/x + x + (-1 + E^(-x))*x)/x^2, x] - Defer[Int][E^(-1 + 5/x + (-1 + E^(-x))*x)*x, x]","F",0,0,0,0,-1,"{}"
2141,1,24,0,0.441956,"\int \frac{-1+e^{64+e^8+16 x+x^2+e^4 (16+2 x)} \left(-64+120 x-48 x^2-8 x^3+e^4 \left(-8+16 x-8 x^2\right)\right)}{4-8 x+4 x^2} \, dx","Int[(-1 + E^(64 + E^8 + 16*x + x^2 + E^4*(16 + 2*x))*(-64 + 120*x - 48*x^2 - 8*x^3 + E^4*(-8 + 16*x - 8*x^2)))/(4 - 8*x + 4*x^2),x]","-e^{\left(x+e^4+8\right)^2}-\frac{1}{4 (1-x)}","\frac{1}{4} \left(\frac{x}{x^2-x}+4\right)-e^{\left(x+e^4+8\right)^2}+1",1,"-E^(8 + E^4 + x)^2 - 1/(4*(1 - x))","A",6,5,67,0.07463,1,"{27, 12, 6688, 2227, 2209}"
2142,1,16,0,0.019706,"\int \frac{-72 x^2+3 x^2 \log (4)}{-24 x^3+\left(5+x^3\right) \log (4)} \, dx","Int[(-72*x^2 + 3*x^2*Log[4])/(-24*x^3 + (5 + x^3)*Log[4]),x]","\log \left(24 x^3-\left(x^3+5\right) \log (4)\right)","\log \left(x^2 \left(x-\frac{24 x}{\log (4)}\right)+5\right)",1,"Log[24*x^3 - (5 + x^3)*Log[4]]","A",3,3,30,0.1000,1,"{6, 12, 1587}"
2143,1,18,0,0.1837031,"\int \frac{-8-38 x+21 x^2+\left(-8-19 x+7 x^2\right) \log \left(\frac{1}{2} \left(8 x+19 x^2-7 x^3\right)\right)}{-8-19 x+7 x^2} \, dx","Int[(-8 - 38*x + 21*x^2 + (-8 - 19*x + 7*x^2)*Log[(8*x + 19*x^2 - 7*x^3)/2])/(-8 - 19*x + 7*x^2),x]","x \log \left(\frac{1}{2} x \left(-7 x^2+19 x+8\right)\right)","x \log \left(\frac{9}{2} (3-x) x^2+x (x-2)^2\right)",1,"x*Log[(x*(8 + 19*x - 7*x^2))/2]","A",13,5,53,0.09434,1,"{6728, 1657, 632, 31, 2523}"
2144,0,0,0,0.9688954,"\int \frac{e^{\frac{-21+6 x+3 x^2-x^3}{4-4 x+x^2}} \left(30-18 x+6 x^2-x^3\right)}{-8+12 x-6 x^2+x^3} \, dx","Int[(E^((-21 + 6*x + 3*x^2 - x^3)/(4 - 4*x + x^2))*(30 - 18*x + 6*x^2 - x^3))/(-8 + 12*x - 6*x^2 + x^3),x]","\int \frac{e^{\frac{-21+6 x+3 x^2-x^3}{4-4 x+x^2}} \left(30-18 x+6 x^2-x^3\right)}{-8+12 x-6 x^2+x^3} \, dx","e^{\frac{(3-x) (x-7)}{(x-2)^2}-x}+5",1,"-Defer[Int][E^((-21 + 6*x + 3*x^2 - x^3)/(-2 + x)^2), x] + 10*Defer[Int][E^((-21 + 6*x + 3*x^2 - x^3)/(-2 + x)^2)/(-2 + x)^3, x] - 6*Defer[Int][E^((-21 + 6*x + 3*x^2 - x^3)/(-2 + x)^2)/(-2 + x)^2, x]","F",0,0,0,0,-1,"{}"
2145,1,43,0,0.1994393,"\int \frac{e^{x^2} \left(1+4 x-2 x^2\right)+\left(63-36 x+9 x^2\right) \log (4)}{\left(36-36 x+9 x^2\right) \log (4)} \, dx","Int[(E^x^2*(1 + 4*x - 2*x^2) + (63 - 36*x + 9*x^2)*Log[4])/((36 - 36*x + 9*x^2)*Log[4]),x]","\frac{e^{x^2} \left(2 x-x^2\right)}{9 (2-x)^2 x \log (4)}+x+\frac{3}{2-x}","-\frac{\frac{e^{x^2}}{9 \log (4)}+x+1}{x-2}+x+5",1,"3/(2 - x) + x + (E^x^2*(2*x - x^2))/(9*(2 - x)^2*x*Log[4])","A",8,5,47,0.1064,1,"{12, 27, 6742, 2288, 683}"
2146,1,16,0,0.0498866,"\int \frac{-x^2+e^{-x^5} \left(1+5 x^5\right)}{x^2} \, dx","Int[(-x^2 + (1 + 5*x^5)/E^x^5)/x^2,x]","-\frac{e^{-x^5}}{x}-x","\frac{x-e^{-x^5}}{x}-x",1,"-(1/(E^x^5*x)) - x","A",3,2,25,0.08000,1,"{14, 2288}"
2147,0,0,0,1.8300314,"\int \frac{e^x \left(25+25 x-25 x^2\right) \log (x)+50 x^2 \log (\log (x))-25 x \log (x) \log ^2(\log (x))}{-e^x x^2 \log (x)+x^3 \log (x) \log ^2(\log (x))} \, dx","Int[(E^x*(25 + 25*x - 25*x^2)*Log[x] + 50*x^2*Log[Log[x]] - 25*x*Log[x]*Log[Log[x]]^2)/(-(E^x*x^2*Log[x]) + x^3*Log[x]*Log[Log[x]]^2),x]","\int \frac{e^x \left(25+25 x-25 x^2\right) \log (x)+50 x^2 \log (\log (x))-25 x \log (x) \log ^2(\log (x))}{-e^x x^2 \log (x)+x^3 \log (x) \log ^2(\log (x))} \, dx","25 \left(\frac{1}{x}+\log \left(\log ^2(\log (x))-\frac{e^x}{x}\right)\right)-1",1,"25/x + 25*x - 25*Log[x] + 50*Defer[Int][Log[Log[x]]/(Log[x]*(-E^x + x*Log[Log[x]]^2)), x] + 25*Defer[Int][Log[Log[x]]^2/(-E^x + x*Log[Log[x]]^2), x] - 25*Defer[Int][(x*Log[Log[x]]^2)/(-E^x + x*Log[Log[x]]^2), x]","F",0,0,0,0,-1,"{}"
2148,1,75,0,0.1271683,"\int \frac{20 e^{4 x} \log (2)+e^{\frac{4 (x+(2+x) \log (2))}{\log (2)}} (20+20 \log (2))+e^{3 x+\frac{x+(2+x) \log (2)}{\log (2)}} (20+80 \log (2))+e^{x+\frac{3 (x+(2+x) \log (2))}{\log (2)}} (60+80 \log (2))+e^{2 x+\frac{2 (x+(2+x) \log (2))}{\log (2)}} (60+120 \log (2))}{\log (2)} \, dx","Int[(20*E^(4*x)*Log[2] + E^((4*(x + (2 + x)*Log[2]))/Log[2])*(20 + 20*Log[2]) + E^(3*x + (x + (2 + x)*Log[2])/Log[2])*(20 + 80*Log[2]) + E^(x + (3*(x + (2 + x)*Log[2]))/Log[2])*(60 + 80*Log[2]) + E^(2*x + (2*(x + (2 + x)*Log[2]))/Log[2])*(60 + 120*Log[2]))/Log[2],x]","5 e^{4 x}+5 e^{4 \left(\frac{x (1+\log (2))}{\log (2)}+2\right)}+30 e^{\frac{2 x (1+\log (4))}{\log (2)}+4}+20 e^{\frac{x (1+\log (16))}{\log (2)}+2}+20 e^{\frac{x (3+\log (16))}{\log (2)}+6}","5 \left(e^x+e^{x+\frac{x}{\log (2)}+2}\right)^4",1,"5*E^(4*x) + 5*E^(4*(2 + (x*(1 + Log[2]))/Log[2])) + 30*E^(4 + (2*x*(1 + Log[4]))/Log[2]) + 20*E^(2 + (x*(1 + Log[16]))/Log[2]) + 20*E^(6 + (x*(3 + Log[16]))/Log[2])","B",11,3,116,0.02586,1,"{12, 2194, 2227}"
2149,1,14,0,0.0141521,"\int \frac{-e+2 x^2-4 x \log (3)+2 \log ^2(3)}{x^2-2 x \log (3)+\log ^2(3)} \, dx","Int[(-E + 2*x^2 - 4*x*Log[3] + 2*Log[3]^2)/(x^2 - 2*x*Log[3] + Log[3]^2),x]","2 x+\frac{e}{x-\log (3)}","-x+3 (x+5)-\frac{e}{\log (3)-x}-e^3+9",1,"2*x + E/(x - Log[3])","A",3,2,36,0.05556,1,"{27, 683}"
2150,1,29,0,0.2701297,"\int \frac{e^{-\frac{2-x-98 x^2-76 x^3-16 x^4}{x^2}} \left(16-4 x+304 x^3+128 x^4\right)}{x^3} \, dx","Int[(16 - 4*x + 304*x^3 + 128*x^4)/(E^((2 - x - 98*x^2 - 76*x^3 - 16*x^4)/x^2)*x^3),x]","4 e^{-\frac{-16 x^4-76 x^3-98 x^2-x+2}{x^2}}","4 e^{-\frac{2-x}{x^2}+4 (2 x+5)^2-4 x-2}+3",1,"4/E^((2 - x - 98*x^2 - 76*x^3 - 16*x^4)/x^2)","A",1,1,46,0.02174,1,"{6706}"
2151,1,27,0,0.0786292,"\int \frac{8+5 x^3-24 x^4-12 x^5+e^x \left(-8 x^4-4 x^5\right)}{x^3} \, dx","Int[(8 + 5*x^3 - 24*x^4 - 12*x^5 + E^x*(-8*x^4 - 4*x^5))/x^3,x]","-4 x^3-4 e^x x^2-12 x^2-\frac{4}{x^2}+5 x","-4 \left(\left(x+e^x+3\right) x^2+\frac{1}{x^2}-x\right)+x+5",1,"-4/x^2 + 5*x - 12*x^2 - 4*E^x*x^2 - 4*x^3","A",11,4,36,0.1111,1,"{14, 2196, 2176, 2194}"
2152,1,45,0,0.1196565,"\int \frac{5030+2000 x+2096 x^2+e^4 \left(10240+25600 x+16000 x^2\right)}{10000+21800 x+7881 x^2-4360 x^3+400 x^4+e^4 \left(80000+174400 x+63048 x^2-34880 x^3+3200 x^4\right)} \, dx","Int[(5030 + 2000*x + 2096*x^2 + E^4*(10240 + 25600*x + 16000*x^2))/(10000 + 21800*x + 7881*x^2 - 4360*x^3 + 400*x^4 + E^4*(80000 + 174400*x + 63048*x^2 - 34880*x^3 + 3200*x^4)),x]","\frac{2 \left(2 \left(131+1000 e^4\right) x+25 \left(5+64 e^4\right)\right)}{5 \left(1+8 e^4\right) \left(-20 x^2+109 x+100\right)}","\frac{5}{\frac{25}{4}-x}+\frac{6}{\left(4+32 e^4\right) \left(\frac{4}{x}+5\right)}",1,"(2*(25*(5 + 64*E^4) + 2*(131 + 1000*E^4)*x))/(5*(1 + 8*E^4)*(100 + 109*x - 20*x^2))","A",4,4,71,0.05634,1,"{1680, 12, 1814, 8}"
2153,1,46,0,0.0474742,"\int \frac{-3 x^2+x^3-5 x^4+3 x^5}{e^4 \left(-1+3 x-3 x^2+x^3\right)} \, dx","Int[(-3*x^2 + x^3 - 5*x^4 + 3*x^5)/(E^4*(-1 + 3*x - 3*x^2 + x^3)),x]","\frac{x^3}{e^4}+\frac{2 x^2}{e^4}+\frac{4 x}{e^4}-\frac{8}{e^4 (1-x)}+\frac{2}{e^4 (1-x)^2}","\frac{x^4 \left(x^3+x\right)}{e^4 \left(x-x^2\right)^2}-5",1,"2/(E^4*(1 - x)^2) - 8/(E^4*(1 - x)) + (4*x)/E^4 + (2*x^2)/E^4 + x^3/E^4","A",3,2,38,0.05263,1,"{12, 2074}"
2154,1,54,0,0.4286483,"\int \frac{-4 x-15 x^3+\left(4+x+16 x^2\right) \log (2)+(-5 x+5 \log (2)) \log (5)+\left(-x^3+x^2 \log (2)\right) \log \left(-\frac{4 x}{-x+\log (2)}\right)}{-x^3+x^2 \log (2)} \, dx","Int[(-4*x - 15*x^3 + (4 + x + 16*x^2)*Log[2] + (-5*x + 5*Log[2])*Log[5] + (-x^3 + x^2*Log[2])*Log[(-4*x)/(-x + Log[2])])/(-x^3 + x^2*Log[2]),x]","15 x+x \log \left(\frac{4 x}{x-\log (2)}\right)+\log (x)-(1+\log (2)) \log (x-\log (2))+\log (2) \log (x-\log (2))-\frac{4+5 \log (5)}{x}","(x+1) \left(-\frac{5 (\log (5)-2 x)+4}{x}+\log \left(\frac{4 x}{x-\log (2)}\right)+5\right)",1,"15*x - (4 + 5*Log[5])/x + Log[x] + x*Log[(4*x)/(x - Log[2])] + Log[2]*Log[x - Log[2]] - (1 + Log[2])*Log[x - Log[2]]","A",7,5,71,0.07042,1,"{1593, 6742, 1620, 2486, 31}"
2155,1,18,0,0.0570312,"\int \left(2+e^{2-e^x-x} \left(1+e^x\right)\right) \, dx","Int[2 + E^(2 - E^x - x)*(1 + E^x),x]","2 x-e^{-x-e^x+2}","2 x-e^{-x-e^x+2}-2-e^{3+\log ^2\left(\frac{4}{e^4}\right)}",1,"-E^(2 - E^x - x) + 2*x","A",3,2,20,0.1000,1,"{2282, 2197}"
2156,1,30,0,0.3231809,"\int \frac{4+8 x+4 x^2}{5 x^2+4 x^3+x^4+e^6 \left(5+4 x+x^2\right)+e^3 \left(10 x+8 x^2+2 x^3\right)+\left(-10 x-8 x^2-2 x^3+e^3 \left(-10-8 x-2 x^2\right)\right) \log \left(50+40 x+10 x^2-\left(25+20 x+5 x^2\right) \log \left(\frac{25}{3}\right)\right)+\left(5+4 x+x^2\right) \log ^2\left(50+40 x+10 x^2-\left(25+20 x+5 x^2\right) \log \left(\frac{25}{3}\right)\right)} \, dx","Int[(4 + 8*x + 4*x^2)/(5*x^2 + 4*x^3 + x^4 + E^6*(5 + 4*x + x^2) + E^3*(10*x + 8*x^2 + 2*x^3) + (-10*x - 8*x^2 - 2*x^3 + E^3*(-10 - 8*x - 2*x^2))*Log[50 + 40*x + 10*x^2 - (25 + 20*x + 5*x^2)*Log[25/3]] + (5 + 4*x + x^2)*Log[50 + 40*x + 10*x^2 - (25 + 20*x + 5*x^2)*Log[25/3]]^2),x]","-\frac{4}{-\log \left(5 \left(x^2+4 x+5\right) \left(2-\log \left(\frac{25}{3}\right)\right)\right)+x+e^3}","\frac{4}{-x+\log \left(5 \left((x+2)^2+1\right) \left(2-\log \left(\frac{25}{3}\right)\right)\right)-e^3}",1,"-4/(E^3 + x - Log[5*(5 + 4*x + x^2)*(2 - Log[25/3])])","A",4,4,151,0.02649,1,"{27, 12, 6688, 6686}"
2157,1,31,0,0.8217704,"\int \frac{-5+10 x+20 x^2+e^{4 x} (1-2 x) \log (5)+\left(10 x-2 e^{4 x} x \log (5)\right) \log \left(\frac{e^{4 x} x^2}{-5+e^{4 x} \log (5)}\right)}{-5+e^{4 x} \log (5)} \, dx","Int[(-5 + 10*x + 20*x^2 + E^(4*x)*(1 - 2*x)*Log[5] + (10*x - 2*E^(4*x)*x*Log[5])*Log[(E^(4*x)*x^2)/(-5 + E^(4*x)*Log[5])])/(-5 + E^(4*x)*Log[5]),x]","x-x^2 \log \left(-\frac{e^{4 x} x^2}{5-e^{4 x} \log (5)}\right)","x-x^2 \log \left(\frac{x^2}{\log (5)-5 e^{-4 x}}\right)",1,"x - x^2*Log[-((E^(4*x)*x^2)/(5 - E^(4*x)*Log[5]))]","A",16,8,73,0.1096,1,"{6742, 2184, 2190, 2531, 2282, 6589, 2551, 12}"
2158,0,0,0,6.3862929,"\int \frac{e^{2 x} (-1-x)+e^x \left(-2 x-3 x^2\right)+\left(e^{2 x} (-1+x)+e^x \left(-x+x^3\right)\right) \log \left(3 e^x x+3 x^2+3 x^3\right)}{\left(e^x x^2+x^3+x^4\right) \log ^2\left(3 e^x x+3 x^2+3 x^3\right)} \, dx","Int[(E^(2*x)*(-1 - x) + E^x*(-2*x - 3*x^2) + (E^(2*x)*(-1 + x) + E^x*(-x + x^3))*Log[3*E^x*x + 3*x^2 + 3*x^3])/((E^x*x^2 + x^3 + x^4)*Log[3*E^x*x + 3*x^2 + 3*x^3]^2),x]","\int \frac{e^{2 x} (-1-x)+e^x \left(-2 x-3 x^2\right)+\left(e^{2 x} (-1+x)+e^x \left(-x+x^3\right)\right) \log \left(3 e^x x+3 x^2+3 x^3\right)}{\left(e^x x^2+x^3+x^4\right) \log ^2\left(3 e^x x+3 x^2+3 x^3\right)} \, dx","\frac{e^x}{x \log \left(3 x \left(x^2+x+e^x\right)\right)}",1,"-Defer[Int][E^x/(x^2*Log[3*x*(E^x + x + x^2)]^2), x] - Defer[Int][E^x/(x*Log[3*x*(E^x + x + x^2)]^2), x] - Defer[Int][E^x/((E^x + x + x^2)*Log[3*x*(E^x + x + x^2)]^2), x] - Defer[Int][E^x/(x*(E^x + x + x^2)*Log[3*x*(E^x + x + x^2)]^2), x] + Defer[Int][(E^x*x)/((E^x + x + x^2)*Log[3*x*(E^x + x + x^2)]^2), x] - Defer[Int][E^x/(x^2*Log[3*x*(E^x + x + x^2)]), x] + Defer[Int][E^x/(x*Log[3*x*(E^x + x + x^2)]), x]","F",0,0,0,0,-1,"{}"
2159,-1,0,0,180.001461,"\int \frac{2 e^{-4+x+\frac{2 \left(2+5 x^2\right)}{x}} x^2 \log \left(1+e^{-4+x}\right)+e^{\frac{2 \left(2+5 x^2\right)}{x}} \left(-4+10 x^2+e^{-4+x} \left(-4+10 x^2\right)\right) \log ^2\left(1+e^{-4+x}\right)}{e^{\frac{2 \left(2+5 x^2\right)}{x}} \left(x^2+e^{-4+x} x^2\right) \log ^2\left(1+e^{-4+x}\right)+\left(-2 x^2-2 e^{-4+x} x^2\right) \log (\log (4))} \, dx","Int[(2*E^(-4 + x + (2*(2 + 5*x^2))/x)*x^2*Log[1 + E^(-4 + x)] + E^((2*(2 + 5*x^2))/x)*(-4 + 10*x^2 + E^(-4 + x)*(-4 + 10*x^2))*Log[1 + E^(-4 + x)]^2)/(E^((2*(2 + 5*x^2))/x)*(x^2 + E^(-4 + x)*x^2)*Log[1 + E^(-4 + x)]^2 + (-2*x^2 - 2*E^(-4 + x)*x^2)*Log[Log[4]]),x]","\text{\$Aborted}","\log \left(\frac{1}{2} e^{10 x+\frac{4}{x}} \log ^2\left(e^{x-4}+1\right)-\log (\log (4))\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
2160,1,21,0,0.3223083,"\int \frac{9+e^4+2 x+\log (3)}{-27 x-3 e^4 x-3 x^2+\left(-27-3 e^4-3 x\right) \log (3)+\left(9 x+e^4 x+x^2+\left(9+e^4+x\right) \log (3)\right) \log \left(9+e^4+x\right)+\left(-9 x-e^4 x-x^2+\left(-9-e^4-x\right) \log (3)\right) \log \left(\frac{5}{x+\log (3)}\right)} \, dx","Int[(9 + E^4 + 2*x + Log[3])/(-27*x - 3*E^4*x - 3*x^2 + (-27 - 3*E^4 - 3*x)*Log[3] + (9*x + E^4*x + x^2 + (9 + E^4 + x)*Log[3])*Log[9 + E^4 + x] + (-9*x - E^4*x - x^2 + (-9 - E^4 - x)*Log[3])*Log[5/(x + Log[3])]),x]","\log \left(-\log \left(x+e^4+9\right)+\log \left(\frac{5}{x+\log (3)}\right)+3\right)","\log \left(-\log \left(x+e^4+9\right)+\log \left(\frac{5}{x+\log (3)}\right)+3\right)",1,"Log[3 - Log[9 + E^4 + x] + Log[5/(x + Log[3])]]","A",3,3,108,0.02778,1,"{6, 6688, 6684}"
2161,1,61,0,0.6066219,"\int \frac{e^x \left(-3 x^2-5 x^3-2 x^4+e^{10/x} \left(20-2 x^2\right)+e^{5/x} \left(-20 x+4 x^2+4 x^3\right)\right)}{x^2} \, dx","Int[(E^x*(-3*x^2 - 5*x^3 - 2*x^4 + E^(10/x)*(20 - 2*x^2) + E^(5/x)*(-20*x + 4*x^2 + 4*x^3)))/x^2,x]","-2 e^x x^2-\frac{4 e^{x+\frac{5}{x}} \left(5-x^2\right)}{\left(1-\frac{5}{x^2}\right) x}-e^x x-2 e^x-2 e^{x+\frac{10}{x}}","e^x \left(x-2 \left(\left(e^{5/x}-x\right)^2+x+1\right)\right)+1",1,"-2*E^x - 2*E^(10/x + x) - E^x*x - 2*E^x*x^2 - (4*E^(5/x + x)*(5 - x^2))/((1 - 5/x^2)*x)","B",10,5,60,0.08333,1,"{6742, 2194, 2176, 6706, 2288}"
2162,1,77,0,1.7475329,"\int \frac{3-3 x+\exp \left(\frac{2}{3} \left(-10+2 x-x^2+3 \log \left(\frac{1}{5} \left(x-x^2\right)\right)\right)\right) \left(3-5 x-8 x^2+4 x^3\right)}{-3 x^2+3 x^3} \, dx","Int[(3 - 3*x + E^((2*(-10 + 2*x - x^2 + 3*Log[(x - x^2)/5]))/3)*(3 - 5*x - 8*x^2 + 4*x^3))/(-3*x^2 + 3*x^3),x]","\frac{2}{25} e^{-\frac{2 x^2}{3}+\frac{4 x}{3}-\frac{20}{3}} x^2-\frac{1}{25} e^{-\frac{2 x^2}{3}+\frac{4 x}{3}-\frac{20}{3}} x-\frac{1}{25} e^{-\frac{2 x^2}{3}+\frac{4 x}{3}-\frac{20}{3}} x^3+\frac{1}{x}","\frac{1-\frac{1}{25} e^{\frac{2}{3} \left(-x^2+2 (x-4)-2\right)} (1-x)^2 x^2}{x}",1,"x^(-1) - (E^(-20/3 + (4*x)/3 - (2*x^2)/3)*x)/25 + (2*E^(-20/3 + (4*x)/3 - (2*x^2)/3)*x^2)/25 - (E^(-20/3 + (4*x)/3 - (2*x^2)/3)*x^3)/25","B",43,6,65,0.09231,1,"{1593, 6742, 2234, 2205, 2240, 2241}"
2163,1,20,0,0.58802,"\int \frac{e^{-20+5 x \log \left(-1-e+e^{e^x+x}\right)} \left(e^{e^x+x} \left(5 x+5 e^x x\right)+\left(-5-5 e+5 e^{e^x+x}\right) \log \left(-1-e+e^{e^x+x}\right)\right)}{-1-e+e^{e^x+x}} \, dx","Int[(E^(-20 + 5*x*Log[-1 - E + E^(E^x + x)])*(E^(E^x + x)*(5*x + 5*E^x*x) + (-5 - 5*E + 5*E^(E^x + x))*Log[-1 - E + E^(E^x + x)]))/(-1 - E + E^(E^x + x)),x]","\frac{\left(e^{x+e^x}-1-e\right)^{5 x}}{e^{20}}","e^{5 x \log \left(e^{x+e^x}-1-e\right)-20}",1,"(-1 - E + E^(E^x + x))^(5*x)/E^20","A",1,1,82,0.01220,1,"{6706}"
2164,0,0,0,8.1051187,"\int \frac{\left(320+1264 x+1740 x^2+925 x^3+125 x^4\right) \log \left(\frac{5+x}{5}\right)+\left(250 x+50 x^2+\left(250 x+50 x^2\right) \log (2)\right) \log ^2\left(\frac{5+x}{5}\right)+\log (x) \left(-64 x-240 x^2-300 x^3-125 x^4+\left(-250 x-50 x^2\right) \log \left(\frac{5+x}{5}\right)\right)}{\left(320 x+1264 x^2+1740 x^3+925 x^4+125 x^5\right) \log (x) \log \left(\frac{5+x}{5}\right)+\left(-320 x-1264 x^2-1740 x^3-925 x^4-125 x^5+\left(-320 x-1264 x^2-1740 x^3-925 x^4-125 x^5\right) \log (2)\right) \log ^2\left(\frac{5+x}{5}\right)} \, dx","Int[((320 + 1264*x + 1740*x^2 + 925*x^3 + 125*x^4)*Log[(5 + x)/5] + (250*x + 50*x^2 + (250*x + 50*x^2)*Log[2])*Log[(5 + x)/5]^2 + Log[x]*(-64*x - 240*x^2 - 300*x^3 - 125*x^4 + (-250*x - 50*x^2)*Log[(5 + x)/5]))/((320*x + 1264*x^2 + 1740*x^3 + 925*x^4 + 125*x^5)*Log[x]*Log[(5 + x)/5] + (-320*x - 1264*x^2 - 1740*x^3 - 925*x^4 - 125*x^5 + (-320*x - 1264*x^2 - 1740*x^3 - 925*x^4 - 125*x^5)*Log[2])*Log[(5 + x)/5]^2),x]","\int \frac{\left(320+1264 x+1740 x^2+925 x^3+125 x^4\right) \log \left(\frac{5+x}{5}\right)+\left(250 x+50 x^2+\left(250 x+50 x^2\right) \log (2)\right) \log ^2\left(\frac{5+x}{5}\right)+\log (x) \left(-64 x-240 x^2-300 x^3-125 x^4+\left(-250 x-50 x^2\right) \log \left(\frac{5+x}{5}\right)\right)}{\left(320 x+1264 x^2+1740 x^3+925 x^4+125 x^5\right) \log (x) \log \left(\frac{5+x}{5}\right)+\left(-320 x-1264 x^2-1740 x^3-925 x^4-125 x^5+\left(-320 x-1264 x^2-1740 x^3-925 x^4-125 x^5\right) \log (2)\right) \log ^2\left(\frac{5+x}{5}\right)} \, dx","\frac{5}{(5 x+4)^2}+\log \left(\frac{\log (x)}{\log \left(\frac{x}{5}+1\right)}-1-\log (2)\right)",1,"5/(4 + 5*x)^2 - Defer[Int][1/(x*Log[1 + x/5]), x]/(1 + Log[2]) + Defer[Int][Log[x]/(x*Log[1 + x/5]*(Log[x] - (1 + Log[2])*Log[(5 + x)/5])), x]/(1 + Log[2]) - Defer[Int][Log[x]/((5 + x)*Log[1 + x/5]*(Log[x] - (1 + Log[2])*Log[(5 + x)/5])), x]","F",0,0,0,0,-1,"{}"
2165,0,0,0,2.1980657,"\int \frac{18-12 x+2 x^2+x^2 \left(i \pi +\log \left(\frac{25}{4}\right)\right)+\left(-9+6 x-x^2\right) \log \left(x^2\right)}{\left(3 x^2-x^3\right) \left(i \pi +\log \left(\frac{25}{4}\right)\right)+\left(9 x-6 x^2+x^3\right) \log \left(x^2\right)} \, dx","Int[(18 - 12*x + 2*x^2 + x^2*(I*Pi + Log[25/4]) + (-9 + 6*x - x^2)*Log[x^2])/((3*x^2 - x^3)*(I*Pi + Log[25/4]) + (9*x - 6*x^2 + x^3)*Log[x^2]),x]","\int \frac{18-12 x+2 x^2+x^2 \left(i \pi +\log \left(\frac{25}{4}\right)\right)+\left(-9+6 x-x^2\right) \log \left(x^2\right)}{\left(3 x^2-x^3\right) \left(i \pi +\log \left(\frac{25}{4}\right)\right)+\left(9 x-6 x^2+x^3\right) \log \left(x^2\right)} \, dx","\log \left(\frac{1}{3} \left(\frac{\log \left(x^2\right)}{x}+\frac{\log \left(\frac{25}{4}\right)+i \pi }{3-x}\right)\right)",1,"-Log[x] + (6*I)*Defer[Int][1/(x*(-(x*(Pi - I*Log[25/4])) - I*(-3 + x)*Log[x^2])), x] + (2*I)*Defer[Int][(x*(Pi - I*Log[25/4]) + I*(-3 + x)*Log[x^2])^(-1), x] + 3*(Pi - I*Log[25/4])*Defer[Int][1/((3 - x)*(x*(Pi - I*Log[25/4]) + I*(-3 + x)*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
2166,1,47,0,6.3440245,"\int \frac{\exp \left(2-\exp \left(2 x+2 x^2+4 x \log \left(\frac{3}{2} x \log (x)\right)+2 \log ^2\left(\frac{3}{2} x \log (x)\right)\right)-x\right) \left(-x \log (x)+\exp \left(2 x+2 x^2+4 x \log \left(\frac{3}{2} x \log (x)\right)+2 \log ^2\left(\frac{3}{2} x \log (x)\right)\right) \left(-4 x+\left(-6 x-4 x^2\right) \log (x)+(-4+(-4-4 x) \log (x)) \log \left(\frac{3}{2} x \log (x)\right)\right)\right)}{x \log (x)} \, dx","Int[(E^(2 - E^(2*x + 2*x^2 + 4*x*Log[(3*x*Log[x])/2] + 2*Log[(3*x*Log[x])/2]^2) - x)*(-(x*Log[x]) + E^(2*x + 2*x^2 + 4*x*Log[(3*x*Log[x])/2] + 2*Log[(3*x*Log[x])/2]^2)*(-4*x + (-6*x - 4*x^2)*Log[x] + (-4 + (-4 - 4*x)*Log[x])*Log[(3*x*Log[x])/2])))/(x*Log[x]),x]","\exp \left(-\left(\frac{3}{2}\right)^{4 x} e^{2 x^2+2 x+2 \log ^2\left(\frac{3}{2} x \log (x)\right)} (x \log (x))^{4 x}-x+2\right)","\exp \left(-x-e^{2 \left(x+\left(x+\log \left(\frac{3}{2} x \log (x)\right)\right)^2\right)}+2\right)",1,"E^(2 - x - (3/2)^(4*x)*E^(2*x + 2*x^2 + 2*Log[(3*x*Log[x])/2]^2)*(x*Log[x])^(4*x))","A",1,1,127,0.007874,1,"{6706}"
2167,0,0,0,17.2901402,"\int \frac{9-6 x^2+x^4+e^{-\frac{3 x}{-3+x^2}} \left(9 x+3 x^3\right)}{e^{-\frac{3 x}{-3+x^2}} \left(9 x-6 x^3+x^5\right)+\left(9 x-6 x^3+x^5\right) \log (x)} \, dx","Int[(9 - 6*x^2 + x^4 + (9*x + 3*x^3)/E^((3*x)/(-3 + x^2)))/((9*x - 6*x^3 + x^5)/E^((3*x)/(-3 + x^2)) + (9*x - 6*x^3 + x^5)*Log[x]),x]","\int \frac{9-6 x^2+x^4+e^{-\frac{3 x}{-3+x^2}} \left(9 x+3 x^3\right)}{e^{-\frac{3 x}{-3+x^2}} \left(9 x-6 x^3+x^5\right)+\left(9 x-6 x^3+x^5\right) \log (x)} \, dx","\log \left(e^{\frac{3 x}{3-x^2}}+\log (x)\right)",1,"Log[Log[x]] - (Sqrt[3]*Defer[Int][1/((Sqrt[3] - x)*(1 + E^((3*x)/(-3 + x^2))*Log[x])), x])/2 - (Sqrt[3]*Defer[Int][1/((Sqrt[3] + x)*(1 + E^((3*x)/(-3 + x^2))*Log[x])), x])/2 + 18*Defer[Int][1/((-3 + x^2)^2*(1 + E^((3*x)/(-3 + x^2))*Log[x])), x] - Defer[Int][1/(x*Log[x]*(1 + E^((3*x)/(-3 + x^2))*Log[x])), x]","F",0,0,0,0,-1,"{}"
2168,1,36,0,1.178869,"\int \frac{e^{3-e^2+x-e^{x+\log ^2(3)} x+\log ^2(3)} (7+7 x)}{10 e^{6-2 e^2-2 e^{x+\log ^2(3)} x}+20 e^{3-e^2-e^{x+\log ^2(3)} x} \log (3)+10 \log ^2(3)} \, dx","Int[(E^(3 - E^2 + x - E^(x + Log[3]^2)*x + Log[3]^2)*(7 + 7*x))/(10*E^(6 - 2*E^2 - 2*E^(x + Log[3]^2)*x) + 20*E^(3 - E^2 - E^(x + Log[3]^2)*x)*Log[3] + 10*Log[3]^2),x]","-\frac{7 e^3}{10 \log (3) \left(\log (3) e^{x e^{x+\log ^2(3)}+e^2}+e^3\right)}","\frac{7}{10 \left(e^{x \left(-e^{x+\log ^2(3)}\right)-e^2+3}+\log (3)\right)}",1,"(-7*E^3)/(10*Log[3]*(E^3 + E^(E^2 + E^(x + Log[3]^2)*x)*Log[3]))","A",3,3,86,0.03488,1,"{6688, 12, 6686}"
2169,1,42,0,0.263247,"\int \frac{228-354 x+73 x^2+266 x^3-378 x^4+172 x^5+26 x^6-8 x^7-x^8}{-224+388 x-87 x^2-70 x^3+42 x^4-84 x^5+22 x^6+12 x^7+x^8} \, dx","Int[(228 - 354*x + 73*x^2 + 266*x^3 - 378*x^4 + 172*x^5 + 26*x^6 - 8*x^7 - x^8)/(-224 + 388*x - 87*x^2 - 70*x^3 + 42*x^4 - 84*x^5 + 22*x^6 + 12*x^7 + x^8),x]","\log \left(x^6+6 x^5-7 x^4-7 x^2-28 x+32\right)-x-\log (1-x)-\log (x+7)","\log \left(-x^4+\frac{2 x-\frac{3}{1-x}}{x+7}+5\right)-x-\frac{1}{4}",1,"-x - Log[1 - x] - Log[7 + x] + Log[32 - 28*x - 7*x^2 - 7*x^4 + 6*x^5 + x^6]","A",3,2,81,0.02469,1,"{2074, 1587}"
2170,1,43,0,0.416257,"\int \frac{-16 e^{x^2} \log (2)+e^{x^2} \left(-32 x+32 x^2\right) \log (2) \log (-1+x)}{(-9+9 x) \log ^2(-1+x)} \, dx","Int[(-16*E^x^2*Log[2] + E^x^2*(-32*x + 32*x^2)*Log[2]*Log[-1 + x])/((-9 + 9*x)*Log[-1 + x]^2),x]","\frac{16 e^{x^2} \log (2) \left(x \log (x-1)-x^2 \log (x-1)\right)}{9 (1-x) x \log ^2(x-1)}","\frac{16 e^{x^2} \log (2)}{9 \log (x-1)}",1,"(16*E^x^2*Log[2]*(x*Log[-1 + x] - x^2*Log[-1 + x]))/(9*(1 - x)*x*Log[-1 + x]^2)","B",3,3,45,0.06667,1,"{6741, 12, 2288}"
2171,1,25,0,0.0837853,"\int \frac{5-4 e^{4-x}+8 x}{-3+e^5+4 e^{4-x}+5 x+4 x^2} \, dx","Int[(5 - 4*E^(4 - x) + 8*x)/(-3 + E^5 + 4*E^(4 - x) + 5*x + 4*x^2),x]","\log \left(-4 x^2-5 x-4 e^{4-x}-e^5+3\right)","\log \left(-4 x^2-x-4 \left(x+e^{4-x}\right)-e^5+3\right)",1,"Log[3 - E^5 - 4*E^(4 - x) - 5*x - 4*x^2]","A",1,1,39,0.02564,1,"{6684}"
2172,1,19,0,0.005245,"\int \frac{448}{69} e^{\frac{1}{3} \left(-3 e^4+14 x\right)} \, dx","Int[(448*E^((-3*E^4 + 14*x)/3))/69,x]","\frac{32}{23} e^{\frac{1}{3} \left(14 x-3 e^4\right)}","2 \left(\frac{16}{23} e^{\frac{14 x}{3}-e^4}-3\right)",1,"(32*E^((-3*E^4 + 14*x)/3))/23","A",2,2,19,0.1053,1,"{12, 2194}"
2173,1,18,0,0.0062854,"\int \left(1-2 e^{2 e^2+2 x}+2 x\right) \, dx","Int[1 - 2*E^(2*E^2 + 2*x) + 2*x,x]","x^2+x-e^{2 x+2 e^2}","x^2+x-e^{2 x+2 e^2}",1,"-E^(2*E^2 + 2*x) + x + x^2","A",2,1,18,0.05556,1,"{2194}"
2174,0,0,0,3.4377272,"\int \frac{-5-6 x^2-2 x^3-x^4+\left(5-5 x-x^2-x^3\right) \log \left(\frac{x+x \log (\log (5))}{\log (\log (5))}\right)}{25 x^2+5 x^4+\left(25 x+5 x^3\right) \log \left(\frac{x+x \log (\log (5))}{\log (\log (5))}\right)} \, dx","Int[(-5 - 6*x^2 - 2*x^3 - x^4 + (5 - 5*x - x^2 - x^3)*Log[(x + x*Log[Log[5]])/Log[Log[5]]])/(25*x^2 + 5*x^4 + (25*x + 5*x^3)*Log[(x + x*Log[Log[5]])/Log[Log[5]]]),x]","\int \frac{-5-6 x^2-2 x^3-x^4+\left(5-5 x-x^2-x^3\right) \log \left(\frac{x+x \log (\log (5))}{\log (\log (5))}\right)}{25 x^2+5 x^4+\left(25 x+5 x^3\right) \log \left(\frac{x+x \log (\log (5))}{\log (\log (5))}\right)} \, dx","\frac{1}{5} \left(\log \left(\frac{20}{\left(x+\frac{5}{x}\right) \left(x+\log \left(x+\frac{x}{\log (\log (5))}\right)\right)}\right)-x\right)",1,"-1/5*x + Log[x]/5 - Log[5 + x^2]/5 - Defer[Int][(-x - Log[x*(1 + Log[Log[5]]^(-1))])^(-1), x]/5 - (2*Defer[Int][(x + Log[x*(1 + Log[Log[5]]^(-1))])^(-1), x])/5 - Defer[Int][1/(x*(x + Log[x + x/Log[Log[5]]])), x]/5","F",0,0,0,0,-1,"{}"
2175,1,24,0,0.0630748,"\int \frac{-5 x-e^x x \log (2)-4 x^2 \log (2)+8 \log (2) \log ^3(x)}{x \log (2)} \, dx","Int[(-5*x - E^x*x*Log[2] - 4*x^2*Log[2] + 8*Log[2]*Log[x]^3)/(x*Log[2]),x]","-2 x^2-e^x+2 \log ^4(x)-\frac{5 x}{\log (2)}","-2 x^2-e^x+2 \log ^4(x)-\frac{5 x}{\log (2)}+5",1,"-E^x - 2*x^2 - (5*x)/Log[2] + 2*Log[x]^4","A",8,5,35,0.1429,1,"{12, 14, 2194, 2302, 30}"
2176,1,27,0,0.0956249,"\int \frac{e^{12} \left(-e^5+e^{10} \left(-1-x^2\right)\right)}{1+e^5 \left(2+2 x-2 x^2\right)+e^{10} \left(1+2 x-x^2-2 x^3+x^4\right)} \, dx","Int[(E^12*(-E^5 + E^10*(-1 - x^2)))/(1 + E^5*(2 + 2*x - 2*x^2) + E^10*(1 + 2*x - x^2 - 2*x^3 + x^4)),x]","-\frac{4 e^{17} x}{-e^5 (1-2 x)^2+5 e^5+4}","\frac{e^{12}}{x-\frac{1+\frac{1}{e^5}}{x}-1}",1,"(-4*E^17*x)/(4 + 5*E^5 - E^5*(1 - 2*x)^2)","A",5,4,61,0.06557,1,"{12, 1680, 1814, 8}"
2177,0,0,0,1.6404978,"\int \frac{e (2-x)+48 x-32 x^2+(16-16 x) \log (4)+(-16+16 x) \log (-3+3 x)+e^{e^x} \left(-32+16 x+e^x \left(-16 x+16 x^2+(-16+16 x) \log (4)\right)+e^x (16-16 x) \log (-3+3 x)\right)}{-16+16 x} \, dx","Int[(E*(2 - x) + 48*x - 32*x^2 + (16 - 16*x)*Log[4] + (-16 + 16*x)*Log[-3 + 3*x] + E^E^x*(-32 + 16*x + E^x*(-16*x + 16*x^2 + (-16 + 16*x)*Log[4]) + E^x*(16 - 16*x)*Log[-3 + 3*x]))/(-16 + 16*x),x]","\int \frac{e (2-x)+48 x-32 x^2+(16-16 x) \log (4)+(-16+16 x) \log (-3+3 x)+e^{e^x} \left(-32+16 x+e^x \left(-16 x+16 x^2+(-16+16 x) \log (4)\right)+e^x (16-16 x) \log (-3+3 x)\right)}{-16+16 x} \, dx","\left(x-e^{e^x}+\frac{e}{16}\right) (-x+\log (3 (x-1))-\log (4))",1,"-x - x^2 + ExpIntegralEi[E^x] + (x*(16 - E - 16*Log[4]))/16 + E^E^x*Log[4] - (1 - x)*Log[-3*(1 - x)] + ((16 + E)*Log[1 - x])/16 - E^E^x*Log[-3 + 3*x] + Defer[Int][E^E^x/(1 - x), x] + Defer[Int][E^E^x/(-1 + x), x] + Defer[Int][E^(E^x + x)*x, x]","F",0,0,0,0,-1,"{}"
2178,1,8,0,0.0019253,"\int \frac{12058624 x^{22}}{e^6} \, dx","Int[(12058624*x^22)/E^6,x]","\frac{524288 x^{23}}{e^6}","\frac{524288 x^{23}}{e^6}",1,"(524288*x^23)/E^6","A",2,2,8,0.2500,1,"{12, 30}"
2179,1,31,0,0.1514733,"\int \frac{-x^2+3 x^2 \log (x)+\left(-1-9 x-3 x^2-2 x \log \left(\frac{1}{x}\right)\right) \log ^2(x)}{\log ^2(x)} \, dx","Int[(-x^2 + 3*x^2*Log[x] + (-1 - 9*x - 3*x^2 - 2*x*Log[x^(-1)])*Log[x]^2)/Log[x]^2,x]","-x^3+\frac{x^3}{\log (x)}-5 x^2-x^2 \log \left(\frac{1}{x}\right)-x","-x^2 \left(x+\frac{1}{x}-\frac{x}{\log (x)}+\log \left(\frac{1}{x}\right)+5\right)",1,"-x - 5*x^2 - x^3 - x^2*Log[x^(-1)] + x^3/Log[x]","A",8,5,40,0.1250,1,"{6742, 2304, 2306, 2309, 2178}"
2180,1,29,0,0.0106743,"\int \left(4+3 e+24 x+12 x^2+e^4 (12+8 x)\right) \, dx","Int[4 + 3*E + 24*x + 12*x^2 + E^4*(12 + 8*x),x]","4 x^3+12 x^2+(4+3 e) x+e^4 (2 x+3)^2","\left(x+e^4\right) \left(4 \left(x^2+3 x+e+1\right)-e\right)",1,"(4 + 3*E)*x + 12*x^2 + 4*x^3 + E^4*(3 + 2*x)^2","A",1,0,22,0,1,"{}"
2181,0,0,0,5.8887187,"\int \frac{-28 x+4 x^4+6 x^4 \log \left(7-x^3\right)+\left(-14 x+14 x^3+2 x^4-2 x^6\right) \log ^2\left(7-x^3\right)}{14-2 x^3+\left(-7 x^2+x^5\right) \log ^2\left(7-x^3\right)} \, dx","Int[(-28*x + 4*x^4 + 6*x^4*Log[7 - x^3] + (-14*x + 14*x^3 + 2*x^4 - 2*x^6)*Log[7 - x^3]^2)/(14 - 2*x^3 + (-7*x^2 + x^5)*Log[7 - x^3]^2),x]","\int \frac{-28 x+4 x^4+6 x^4 \log \left(7-x^3\right)+\left(-14 x+14 x^3+2 x^4-2 x^6\right) \log ^2\left(7-x^3\right)}{14-2 x^3+\left(-7 x^2+x^5\right) \log ^2\left(7-x^3\right)} \, dx","-x^2+\log \left(x^2 \log ^2\left(9-\frac{x^4+2 x}{x}\right)-2\right)-1",1,"-x^2 + 2*Log[x] + 4*Defer[Int][1/(x*(-2 + x^2*Log[7 - x^3]^2)), x] - 2*7^(2/3)*Defer[Int][Log[7 - x^3]/((7^(1/3) - x)*(-2 + x^2*Log[7 - x^3]^2)), x] + 6*Defer[Int][(x*Log[7 - x^3])/(-2 + x^2*Log[7 - x^3]^2), x] - 2*(-7)^(2/3)*Defer[Int][Log[7 - x^3]/((7^(1/3) + (-1)^(1/3)*x)*(-2 + x^2*Log[7 - x^3]^2)), x] + 2*(-1)^(1/3)*7^(2/3)*Defer[Int][Log[7 - x^3]/((7^(1/3) - (-1)^(2/3)*x)*(-2 + x^2*Log[7 - x^3]^2)), x]","F",0,0,0,0,-1,"{}"
2182,0,0,0,6.4420862,"\int \frac{5 x \log (x)+\log ^{e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)}}(x) \left(5 e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)}+e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)} \left(-16 x+8 x^2+12 x^3-4 x^4\right) \log (x) \log (\log (x))\right)}{5 x \log (x)} \, dx","Int[(5*x*Log[x] + Log[x]^E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*(5*E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5) + E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*(-16*x + 8*x^2 + 12*x^3 - 4*x^4)*Log[x]*Log[Log[x]]))/(5*x*Log[x]),x]","\int \frac{5 x \log (x)+\log ^{e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)}}(x) \left(5 e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)}+e^{\frac{1}{5} \left(-14-16 x+4 x^2+4 x^3-x^4\right)} \left(-16 x+8 x^2+12 x^3-4 x^4\right) \log (x) \log (\log (x))\right)}{5 x \log (x)} \, dx","\log ^{e^{\frac{1}{5} \left(2-\left(-x^2+2 x+4\right)^2\right)}}(x)+x+3",1,"x + Defer[Int][(E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[x]^(-1 + E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)))/x, x] - (16*Defer[Int][E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[x]^E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[Log[x]], x])/5 + (8*Defer[Int][E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*x*Log[x]^E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[Log[x]], x])/5 + (12*Defer[Int][E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*x^2*Log[x]^E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[Log[x]], x])/5 - (4*Defer[Int][E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*x^3*Log[x]^E^((-14 - 16*x + 4*x^2 + 4*x^3 - x^4)/5)*Log[Log[x]], x])/5","F",0,0,0,0,-1,"{}"
2183,0,0,0,0.787589,"\int \frac{-7+20 x+e^x (16+4 x)+4 \log (x)}{-2 x+4 e^x x+4 x^2+x \log (x)} \, dx","Int[(-7 + 20*x + E^x*(16 + 4*x) + 4*Log[x])/(-2*x + 4*E^x*x + 4*x^2 + x*Log[x]),x]","\int \frac{-7+20 x+e^x (16+4 x)+4 \log (x)}{-2 x+4 e^x x+4 x^2+x \log (x)} \, dx","\log \left(x^4 \left(x+e^x\right) \left(\frac{\log (x)-2}{x+e^x}+4\right)\right)",1,"x + 4*Log[x] + 6*Defer[Int][(-2 + 4*E^x + 4*x + Log[x])^(-1), x] + Defer[Int][1/(x*(-2 + 4*E^x + 4*x + Log[x])), x] - 4*Defer[Int][x/(-2 + 4*E^x + 4*x + Log[x]), x] - Defer[Int][Log[x]/(-2 + 4*E^x + 4*x + Log[x]), x]","F",0,0,0,0,-1,"{}"
2184,0,0,0,0.4967922,"\int \frac{480-240 x+(-480+480 x) \log (x)+576 \log ^2(x)}{100 x^2-100 x^3+25 x^4+\left(480 x-480 x^2+120 x^3\right) \log (x)+\left(576-576 x+144 x^2\right) \log ^2(x)} \, dx","Int[(480 - 240*x + (-480 + 480*x)*Log[x] + 576*Log[x]^2)/(100*x^2 - 100*x^3 + 25*x^4 + (480*x - 480*x^2 + 120*x^3)*Log[x] + (576 - 576*x + 144*x^2)*Log[x]^2),x]","\int \frac{480-240 x+(-480+480 x) \log (x)+576 \log ^2(x)}{100 x^2-100 x^3+25 x^4+\left(480 x-480 x^2+120 x^3\right) \log (x)+\left(576-576 x+144 x^2\right) \log ^2(x)} \, dx","\frac{12}{(2-x) \left(\frac{5 x}{4 \log (x)}+3\right)}",1,"4/(2 - x) - 100*Defer[Int][(5*x + 12*Log[x])^(-2), x] - 440*Defer[Int][1/((-2 + x)*(5*x + 12*Log[x])^2), x] - 40*Defer[Int][1/((-2 + x)^2*(5*x + 12*Log[x])), x]","F",0,0,0,0,-1,"{}"
2185,0,0,0,4.2650981,"\int \frac{x+7 x^2-4 x^4-7 x^5+\left(-8 x+8 x^4\right) \log \left(x-x^4\right)+\left(-2 x^2+2 x^5+\left(2 x-2 x^4\right) \log \left(x-x^4\right)\right) \log \left(-x+\log \left(x-x^4\right)\right)}{x-x^4+\left(-1+x^3\right) \log \left(x-x^4\right)} \, dx","Int[(x + 7*x^2 - 4*x^4 - 7*x^5 + (-8*x + 8*x^4)*Log[x - x^4] + (-2*x^2 + 2*x^5 + (2*x - 2*x^4)*Log[x - x^4])*Log[-x + Log[x - x^4]])/(x - x^4 + (-1 + x^3)*Log[x - x^4]),x]","\int \frac{x+7 x^2-4 x^4-7 x^5+\left(-8 x+8 x^4\right) \log \left(x-x^4\right)+\left(-2 x^2+2 x^5+\left(2 x-2 x^4\right) \log \left(x-x^4\right)\right) \log \left(-x+\log \left(x-x^4\right)\right)}{x-x^4+\left(-1+x^3\right) \log \left(x-x^4\right)} \, dx","x \left(4 x-x \log \left(\log \left(x-x^4\right)-x\right)\right)",1,"((2*I)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(x - Log[x - x^4])), x])/Sqrt[3] + Defer[Int][1/((-1 + x)*(x - Log[x - x^4])), x] + 4*Defer[Int][x/(x - Log[x - x^4]), x] + 7*Defer[Int][x^2/(x - Log[x - x^4]), x] - ((3 + I*Sqrt[3])*Defer[Int][1/((1 - I*Sqrt[3] + 2*x)*(x - Log[x - x^4])), x])/3 + ((2*I)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(x - Log[x - x^4])), x])/Sqrt[3] - ((3 - I*Sqrt[3])*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(x - Log[x - x^4])), x])/3 + 8*Defer[Int][(x*Log[x*(1 - x^3)])/(-x + Log[x - x^4]), x] - 2*Defer[Int][x*Log[-x + Log[x - x^4]], x]","F",0,0,0,0,-1,"{}"
2186,1,20,0,0.009785,"\int \frac{200-40 e^{32}+2 e^{64}-2 x^4}{x^3} \, dx","Int[(200 - 40*E^32 + 2*E^64 - 2*x^4)/x^3,x]","-x^2-\frac{\left(10-e^{32}\right)^2}{x^2}","3-\left(\frac{10-e^{32}}{x}-x\right)^2",1,"-((10 - E^32)^2/x^2) - x^2","A",2,1,21,0.04762,1,"{14}"
2187,1,12,0,0.0347186,"\int \frac{e^{6-2 x} (-80-160 x)}{x^2} \, dx","Int[(E^(6 - 2*x)*(-80 - 160*x))/x^2,x]","\frac{80 e^{6-2 x}}{x}","\frac{80 e^{6-2 x}}{x}+5",1,"(80*E^(6 - 2*x))/x","A",1,1,16,0.06250,1,"{2197}"
2188,1,52,0,0.1359214,"\int \frac{-x-3 x^4-4 x^2 \log \left(\frac{x}{2}\right)-2 x^2 \log ^2\left(\frac{x}{2}\right)-4 \log ^3\left(\frac{x}{2}\right)+\log ^4\left(\frac{x}{2}\right)}{x^2} \, dx","Int[(-x - 3*x^4 - 4*x^2*Log[x/2] - 2*x^2*Log[x/2]^2 - 4*Log[x/2]^3 + Log[x/2]^4)/x^2,x]","-x^3-\frac{\log ^4\left(\frac{x}{2}\right)}{x}-2 x \log ^2\left(\frac{x}{2}\right)+4 x \log \left(\frac{x}{2}\right)-4 x \log (x)-\log (x)+x \log (16)","-x \left(x+\frac{\log ^2\left(\frac{x}{2}\right)}{x}\right)^2-\log (x)-16",1,"-x^3 + x*Log[16] + 4*x*Log[x/2] - 2*x*Log[x/2]^2 - Log[x/2]^4/x - Log[x] - 4*x*Log[x]","B",14,5,55,0.09091,1,"{14, 2296, 2295, 2305, 2304}"
2189,0,0,0,34.4451009,"\int \frac{\exp \left(\frac{e^{3/x} x^2+e^{3/x} \log \left(\log \left(e^{e^x} x\right)\right)}{8+e^{3/x} x^2}\right) \left(8 e^{3/x} x+e^{6/x} x^3+e^x \left(8 e^{3/x} x^2+e^{6/x} x^4\right)+e^{3/x} \left(-24 x^2+16 x^3\right) \log \left(e^{e^x} x\right)+\left(-24 e^{3/x}-2 e^{6/x} x^3\right) \log \left(e^{e^x} x\right) \log \left(\log \left(e^{e^x} x\right)\right)\right)}{\left(64 x^2+16 e^{3/x} x^4+e^{6/x} x^6\right) \log \left(e^{e^x} x\right)} \, dx","Int[(E^((E^(3/x)*x^2 + E^(3/x)*Log[Log[E^E^x*x]])/(8 + E^(3/x)*x^2))*(8*E^(3/x)*x + E^(6/x)*x^3 + E^x*(8*E^(3/x)*x^2 + E^(6/x)*x^4) + E^(3/x)*(-24*x^2 + 16*x^3)*Log[E^E^x*x] + (-24*E^(3/x) - 2*E^(6/x)*x^3)*Log[E^E^x*x]*Log[Log[E^E^x*x]]))/((64*x^2 + 16*E^(3/x)*x^4 + E^(6/x)*x^6)*Log[E^E^x*x]),x]","\int \frac{\exp \left(\frac{e^{3/x} x^2+e^{3/x} \log \left(\log \left(e^{e^x} x\right)\right)}{8+e^{3/x} x^2}\right) \left(8 e^{3/x} x+e^{6/x} x^3+e^x \left(8 e^{3/x} x^2+e^{6/x} x^4\right)+e^{3/x} \left(-24 x^2+16 x^3\right) \log \left(e^{e^x} x\right)+\left(-24 e^{3/x}-2 e^{6/x} x^3\right) \log \left(e^{e^x} x\right) \log \left(\log \left(e^{e^x} x\right)\right)\right)}{\left(64 x^2+16 e^{3/x} x^4+e^{6/x} x^6\right) \log \left(e^{e^x} x\right)} \, dx","e^{\frac{x^2+\log \left(\log \left(e^{e^x} x\right)\right)}{x^2+8 e^{-3/x}}}",1,"-24*Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(E^(3/x)/(8 + E^(3/x)*x^2)))/(8 + E^(3/x)*x^2)^2, x] + 16*Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*x*Log[E^E^x*x]^(E^(3/x)/(8 + E^(3/x)*x^2)))/(8 + E^(3/x)*x^2)^2, x] + Defer[Int][(E^(3/x + x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(-1 + E^(3/x)/(8 + E^(3/x)*x^2)))/(8 + E^(3/x)*x^2), x] + Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(-1 + E^(3/x)/(8 + E^(3/x)*x^2)))/(x*(8 + E^(3/x)*x^2)), x] - 24*Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(E^(3/x)/(8 + E^(3/x)*x^2))*Log[Log[E^E^x*x]])/(x^2*(8 + E^(3/x)*x^2)^2), x] + 16*Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(E^(3/x)/(8 + E^(3/x)*x^2))*Log[Log[E^E^x*x]])/(x*(8 + E^(3/x)*x^2)^2), x] - 2*Defer[Int][(E^(3/x + (E^(3/x)*x^2)/(8 + E^(3/x)*x^2))*Log[E^E^x*x]^(E^(3/x)/(8 + E^(3/x)*x^2))*Log[Log[E^E^x*x]])/(x*(8 + E^(3/x)*x^2)), x]","F",0,0,0,0,-1,"{}"
2190,1,17,0,0.0085304,"\int \frac{-1+2 \log (4)}{2 x^2 \log (4)} \, dx","Int[(-1 + 2*Log[4])/(2*x^2*Log[4]),x]","\frac{1-\log (16)}{2 x \log (4)}","\frac{x-\frac{2 x-1}{\log (4)}-2}{2 x}",1,"(1 - Log[16])/(2*x*Log[4])","A",2,2,17,0.1176,1,"{12, 30}"
2191,1,48,0,0.1293381,"\int \frac{-59 x+e^{\frac{4 x^2+4 x \log (5)+\log ^2(5)}{x}} \left(3 x+12 x^2-3 \log ^2(5)\right)}{x} \, dx","Int[(-59*x + E^((4*x^2 + 4*x*Log[5] + Log[5]^2)/x)*(3*x + 12*x^2 - 3*Log[5]^2))/x,x]","\frac{1875 e^{4 x+\frac{\log ^2(5)}{x}} \left(4 x^2-\log ^2(5)\right)}{x \left(4-\frac{\log ^2(5)}{x^2}\right)}-59 x","x+3 x \left(e^{\frac{(2 x+\log (5))^2}{x}}-20\right)-4+\log (9)",1,"-59*x + (1875*E^(4*x + Log[5]^2/x)*(4*x^2 - Log[5]^2))/(x*(4 - Log[5]^2/x^2))","A",3,2,45,0.04444,1,"{14, 2288}"
2192,1,29,0,0.5543598,"\int \frac{e^{4 x-5 x^2-x^3+x \log (5)-x \log (3-x)} \left(-12+33 x-x^2-3 x^3+(-3+x) \log (5)+(3-x) \log (3-x)\right)}{-3+x} \, dx","Int[(E^(4*x - 5*x^2 - x^3 + x*Log[5] - x*Log[3 - x])*(-12 + 33*x - x^2 - 3*x^3 + (-3 + x)*Log[5] + (3 - x)*Log[3 - x]))/(-3 + x),x]","5^x e^{-x^3-5 x^2+4 x} (3-x)^{-x}","e^{x \left(-x \left(x+\frac{\log (3-x)}{x}+5\right)+4+\log (5)\right)}",1,"(5^x*E^(4*x - 5*x^2 - x^3))/(3 - x)^x","A",1,1,68,0.01471,1,"{6706}"
2193,0,0,0,47.4253584,"\int \frac{-4 x^2-x^3-2 x^4+e^{-x-x^2 \log (x)+x^2 \log \left(\frac{4+x+2 x^2}{x^2}\right)} \left(-4-9 x-16 x^2-6 x^3-2 x^4+\left(-8 x^2-2 x^3-4 x^4\right) \log (x)+\left(8 x^2+2 x^3+4 x^4\right) \log \left(\frac{4+x+2 x^2}{x^2}\right)\right)}{4 x^2+x^3+2 x^4+e^{-x-x^2 \log (x)+x^2 \log \left(\frac{4+x+2 x^2}{x^2}\right)} \left(4 x+x^2+2 x^3\right)} \, dx","Int[(-4*x^2 - x^3 - 2*x^4 + E^(-x - x^2*Log[x] + x^2*Log[(4 + x + 2*x^2)/x^2])*(-4 - 9*x - 16*x^2 - 6*x^3 - 2*x^4 + (-8*x^2 - 2*x^3 - 4*x^4)*Log[x] + (8*x^2 + 2*x^3 + 4*x^4)*Log[(4 + x + 2*x^2)/x^2]))/(4*x^2 + x^3 + 2*x^4 + E^(-x - x^2*Log[x] + x^2*Log[(4 + x + 2*x^2)/x^2])*(4*x + x^2 + 2*x^3)),x]","\int \frac{-4 x^2-x^3-2 x^4+e^{-x-x^2 \log (x)+x^2 \log \left(\frac{4+x+2 x^2}{x^2}\right)} \left(-4-9 x-16 x^2-6 x^3-2 x^4+\left(-8 x^2-2 x^3-4 x^4\right) \log (x)+\left(8 x^2+2 x^3+4 x^4\right) \log \left(\frac{4+x+2 x^2}{x^2}\right)\right)}{4 x^2+x^3+2 x^4+e^{-x-x^2 \log (x)+x^2 \log \left(\frac{4+x+2 x^2}{x^2}\right)} \left(4 x+x^2+2 x^3\right)} \, dx","\log \left(\frac{e^{x^2 \left(\log \left(\frac{x+4}{x^2}+2\right)-\log (x)\right)-x}+x}{x}\right)-x",1,"(-5*Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x])/2 + ((8*I)*Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((-1 + I*Sqrt[31] - 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x] + 2*Log[2 + 4/x^2 + x^(-1)]*Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x] - 2*Log[x]*Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x] - ((16*I)*Defer[Int][(E^x*x^(1 + x^2))/((-1 + I*Sqrt[31] - 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - ((4*I)*Defer[Int][(E^x*x^(2 + x^2))/((-1 + I*Sqrt[31] - 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - ((8*I)*Defer[Int][(E^x*x^(3 + x^2))/((-1 + I*Sqrt[31] - 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - (15*(31 + I*Sqrt[31])*Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 - I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/62 + ((8*I)*Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - (15*(31 - I*Sqrt[31])*Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/62 - ((16*I)*Defer[Int][(E^x*x^(1 + x^2))/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - ((4*I)*Defer[Int][(E^x*x^(2 + x^2))/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - ((8*I)*Defer[Int][(E^x*x^(3 + x^2))/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x])/Sqrt[31] - Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/(x*(E^x*x^(1 + x^2) + ((4 + x + 2*x^2)/x^2)^x^2)), x] - ((8*I)*Defer[Int][Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x]/(-1 + I*Sqrt[31] - 4*x), x])/Sqrt[31] + 6*Defer[Int][Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x]/x, x] - (8*(31 + I*Sqrt[31])*Defer[Int][Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x]/(1 - I*Sqrt[31] + 4*x), x])/31 - ((8*I)*Defer[Int][Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x]/(1 + I*Sqrt[31] + 4*x), x])/Sqrt[31] - (8*(31 - I*Sqrt[31])*Defer[Int][Defer[Int][((2 + 4/x^2 + x^(-1))^x^2*x)/((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2)), x]/(1 + I*Sqrt[31] + 4*x), x])/31 - (4*(15 - I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(-1 + I*Sqrt[31] - 4*x), x])/31 - (32*(1 + I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(-1 + I*Sqrt[31] - 4*x), x])/31 + (4*(23 + (7*I)*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(-1 + I*Sqrt[31] - 4*x), x])/31 + (24*(31 - I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/x, x])/31 - (3*(31 + (15*I)*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/x, x])/31 - (3*(217 - (23*I)*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/x, x])/31 - (1024*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 - I*Sqrt[31] + 4*x), x])/31 + (64*(15 - I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 - I*Sqrt[31] + 4*x), x])/31 + (64*(1 + I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 - I*Sqrt[31] + 4*x), x])/31 - (68*(15 - I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 + I*Sqrt[31] + 4*x), x])/31 - (32*(1 + I*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 + I*Sqrt[31] + 4*x), x])/31 + (12*(23 + (7*I)*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 + I*Sqrt[31] + 4*x), x])/31 + (8*(97 - (15*I)*Sqrt[31])*Defer[Int][Defer[Int][(2 + 4/x^2 + x^(-1))^x^2/((1 + I*Sqrt[31] + 4*x)*((2 + 4/x^2 + x^(-1))^x^2 + E^x*x^(1 + x^2))), x]/(1 + I*Sqrt[31] + 4*x), x])/31","F",0,0,0,0,-1,"{}"
2194,0,0,0,4.1749967,"\int \frac{\left(-4+4 x^2-x^4+\log ^2\left(\frac{x^3}{3}\right)+\left(4-2 x^2\right) \log (\log (x))-\log ^2(\log (x))\right)^x \left(-4+2 x^2+\left(-8 x^2+4 x^4\right) \log (x)-6 \log (x) \log \left(\frac{x^3}{3}\right)+\left(2+4 x^2 \log (x)\right) \log (\log (x))+\left(\left(4-4 x^2+x^4\right) \log (x)-\log (x) \log ^2\left(\frac{x^3}{3}\right)+\left(-4+2 x^2\right) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))\right) \log \left(-4+4 x^2-x^4+\log ^2\left(\frac{x^3}{3}\right)+\left(4-2 x^2\right) \log (\log (x))-\log ^2(\log (x))\right)\right)}{\left(4-4 x^2+x^4\right) \log (x)-\log (x) \log ^2\left(\frac{x^3}{3}\right)+\left(-4+2 x^2\right) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))} \, dx","Int[((-4 + 4*x^2 - x^4 + Log[x^3/3]^2 + (4 - 2*x^2)*Log[Log[x]] - Log[Log[x]]^2)^x*(-4 + 2*x^2 + (-8*x^2 + 4*x^4)*Log[x] - 6*Log[x]*Log[x^3/3] + (2 + 4*x^2*Log[x])*Log[Log[x]] + ((4 - 4*x^2 + x^4)*Log[x] - Log[x]*Log[x^3/3]^2 + (-4 + 2*x^2)*Log[x]*Log[Log[x]] + Log[x]*Log[Log[x]]^2)*Log[-4 + 4*x^2 - x^4 + Log[x^3/3]^2 + (4 - 2*x^2)*Log[Log[x]] - Log[Log[x]]^2]))/((4 - 4*x^2 + x^4)*Log[x] - Log[x]*Log[x^3/3]^2 + (-4 + 2*x^2)*Log[x]*Log[Log[x]] + Log[x]*Log[Log[x]]^2),x]","\int \frac{\left(-4+4 x^2-x^4+\log ^2\left(\frac{x^3}{3}\right)+\left(4-2 x^2\right) \log (\log (x))-\log ^2(\log (x))\right)^x \left(-4+2 x^2+\left(-8 x^2+4 x^4\right) \log (x)-6 \log (x) \log \left(\frac{x^3}{3}\right)+\left(2+4 x^2 \log (x)\right) \log (\log (x))+\left(\left(4-4 x^2+x^4\right) \log (x)-\log (x) \log ^2\left(\frac{x^3}{3}\right)+\left(-4+2 x^2\right) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))\right) \log \left(-4+4 x^2-x^4+\log ^2\left(\frac{x^3}{3}\right)+\left(4-2 x^2\right) \log (\log (x))-\log ^2(\log (x))\right)\right)}{\left(4-4 x^2+x^4\right) \log (x)-\log (x) \log ^2\left(\frac{x^3}{3}\right)+\left(-4+2 x^2\right) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))} \, dx","\left(\log ^2\left(\frac{x^3}{3}\right)-\left(x^2+\log (\log (x))-2\right)^2\right)^x",1,"-2*Log[27]*Defer[Int][(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x), x] + 8*Defer[Int][x^2*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x), x] - 4*Defer[Int][x^4*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x), x] + 4*Defer[Int][(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x)/Log[x], x] - 2*Defer[Int][(x^2*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x))/Log[x], x] + 6*Defer[Int][Log[x^3]*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x), x] - 4*Defer[Int][x^2*Log[Log[x]]*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x), x] - 2*Defer[Int][(Log[Log[x]]*(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^(-1 + x))/Log[x], x] + Defer[Int][(Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2)^x*Log[Log[x^3/3]^2 - (-2 + x^2 + Log[Log[x]])^2], x]","F",0,0,0,0,-1,"{}"
2195,1,26,0,0.0049585,"\int \frac{1}{4} \left(45-86 x+6 x^2\right) \log (3) \, dx","Int[((45 - 86*x + 6*x^2)*Log[3])/4,x]","\frac{1}{2} x^3 \log (3)-\frac{43}{4} x^2 \log (3)+\frac{45}{4} x \log (3)","\left(x+(1-x) \left(\frac{1}{4} (3 (12-x)+x+1) x+x\right)\right) \log (3)",1,"(45*x*Log[3])/4 - (43*x^2*Log[3])/4 + (x^3*Log[3])/2","A",2,1,16,0.06250,1,"{12}"
2196,0,0,0,2.6964799,"\int \frac{e^{2 x} \left(-200 x^7+50 e^4 x^7-25 x^8\right)+e^x \left(-120 x^2-80 x^3-10 x^4+e^4 \left(30 x^2+10 x^3\right)\right)}{4-20 e^x x^5+25 e^{2 x} x^{10}} \, dx","Int[(E^(2*x)*(-200*x^7 + 50*E^4*x^7 - 25*x^8) + E^x*(-120*x^2 - 80*x^3 - 10*x^4 + E^4*(30*x^2 + 10*x^3)))/(4 - 20*E^x*x^5 + 25*E^(2*x)*x^10),x]","\int \frac{e^{2 x} \left(-200 x^7+50 e^4 x^7-25 x^8\right)+e^x \left(-120 x^2-80 x^3-10 x^4+e^4 \left(30 x^2+10 x^3\right)\right)}{4-20 e^x x^5+25 e^{2 x} x^{10}} \, dx","\frac{x-e^4+4}{x^2-\frac{2 e^{-x}}{5 x^3}}",1,"-50*(4 - E^4)*Defer[Int][(E^x*x^2)/(-2 + 5*E^x*x^5)^2, x] - 10*(9 - E^4)*Defer[Int][(E^x*x^3)/(-2 + 5*E^x*x^5)^2, x] - 10*Defer[Int][(E^x*x^4)/(-2 + 5*E^x*x^5)^2, x] - 10*(4 - E^4)*Defer[Int][(E^x*x^2)/(-2 + 5*E^x*x^5), x] - 5*Defer[Int][(E^x*x^3)/(-2 + 5*E^x*x^5), x]","F",0,0,0,0,-1,"{}"
2197,0,0,0,59.4110147,"\int \frac{\exp \left(-\frac{e^{2 x+x^2}}{5+e^{x^2} (-1-\log (3))+e^{x^2} \log (x)}\right) \left(e^{2 x+x^2} \left(-40 x-40 x^2\right)+e^{2 x+2 x^2} (4+8 x+8 x \log (3))-8 e^{2 x+2 x^2} x \log (x)\right)}{25 x+e^{x^2} (-10 x-10 x \log (3))+e^{2 x^2} \left(x+2 x \log (3)+x \log ^2(3)\right)+\left(10 e^{x^2} x+e^{2 x^2} (-2 x-2 x \log (3))\right) \log (x)+e^{2 x^2} x \log ^2(x)} \, dx","Int[(E^(2*x + x^2)*(-40*x - 40*x^2) + E^(2*x + 2*x^2)*(4 + 8*x + 8*x*Log[3]) - 8*E^(2*x + 2*x^2)*x*Log[x])/(E^(E^(2*x + x^2)/(5 + E^x^2*(-1 - Log[3]) + E^x^2*Log[x]))*(25*x + E^x^2*(-10*x - 10*x*Log[3]) + E^(2*x^2)*(x + 2*x*Log[3] + x*Log[3]^2) + (10*E^x^2*x + E^(2*x^2)*(-2*x - 2*x*Log[3]))*Log[x] + E^(2*x^2)*x*Log[x]^2)),x]","\int \frac{\exp \left(-\frac{e^{2 x+x^2}}{5+e^{x^2} (-1-\log (3))+e^{x^2} \log (x)}\right) \left(e^{2 x+x^2} \left(-40 x-40 x^2\right)+e^{2 x+2 x^2} (4+8 x+8 x \log (3))-8 e^{2 x+2 x^2} x \log (x)\right)}{25 x+e^{x^2} (-10 x-10 x \log (3))+e^{2 x^2} \left(x+2 x \log (3)+x \log ^2(3)\right)+\left(10 e^{x^2} x+e^{2 x^2} (-2 x-2 x \log (3))\right) \log (x)+e^{2 x^2} x \log ^2(x)} \, dx","4 e^{\frac{e^{2 x}}{-5 e^{-x^2}-\log (x)+1+\log (3)}}",1,"20*Defer[Int][E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))/(x*(1 + Log[3] - Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])^2), x] - 40*(1 + Log[3])*Defer[Int][(E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))*x)/((1 + Log[3] - Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])^2), x] + 40*Defer[Int][(E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))*x*Log[x])/((1 + Log[3] - Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])^2), x] - 4*(2 + Log[9])*Defer[Int][E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))/((1 + Log[3] - Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])), x] + 8*Defer[Int][(E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))*Log[x])/((1 + Log[3] - Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])), x] + 4*Defer[Int][E^(2*x + x^2 + E^(x*(2 + x))/(-5 + E^x^2*(1 + Log[3]) - E^x^2*Log[x]))/(x*(-1 - Log[3] + Log[x])*(5 - E^x^2*(1 + Log[3]) + E^x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
2198,0,0,0,2.7541127,"\int \frac{e^x \left(9 e^3 x-9 x^2\right)+\left(e^x \left(-18 e^3+27 x\right)+\left(18 e^3-27 x\right) \log (\log (4))\right) \log \left(e^x-\log (\log (4))\right)}{e^x \left(-e^6 x^3+2 e^3 x^4-x^5\right)+\left(e^6 x^3-2 e^3 x^4+x^5\right) \log (\log (4))} \, dx","Int[(E^x*(9*E^3*x - 9*x^2) + (E^x*(-18*E^3 + 27*x) + (18*E^3 - 27*x)*Log[Log[4]])*Log[E^x - Log[Log[4]]])/(E^x*(-(E^6*x^3) + 2*E^3*x^4 - x^5) + (E^6*x^3 - 2*E^3*x^4 + x^5)*Log[Log[4]]),x]","\int \frac{e^x \left(9 e^3 x-9 x^2\right)+\left(e^x \left(-18 e^3+27 x\right)+\left(18 e^3-27 x\right) \log (\log (4))\right) \log \left(e^x-\log (\log (4))\right)}{e^x \left(-e^6 x^3+2 e^3 x^4-x^5\right)+\left(e^6 x^3-2 e^3 x^4+x^5\right) \log (\log (4))} \, dx","\frac{9 \log \left(e^x-\log (\log (4))\right)}{x^2 \left(x-e^3\right)}+2",1,"9/(E^3*x) + (9*Log[E^3 - x])/E^6 - (9*Log[x])/E^6 - (9*Log[E^x - Log[Log[4]]])/((E^3 - x)*x^2) - (9*Log[Log[4]]*Defer[Int][1/((E^3 - x)*(E^x - Log[Log[4]])), x])/E^6 + (9*Defer[Int][E^x/((E^3 - x)*(E^x - Log[Log[4]])), x])/E^6 - (9*Log[Log[4]]*Defer[Int][1/(x^2*(E^x - Log[Log[4]])), x])/E^3 + (9*Defer[Int][E^x/(x^2*(E^x - Log[Log[4]])), x])/E^3 - (9*Log[Log[4]]*Defer[Int][1/(x*(E^x - Log[Log[4]])), x])/E^6 + (9*Defer[Int][E^x/(x*(E^x - Log[Log[4]])), x])/E^6","F",0,0,0,0,-1,"{}"
2199,1,25,0,0.1733209,"\int \frac{1}{6} e^{-4 x^2} \left(2 x-8 x^3+e^{x+4 x^2} \left(2 x+x^2\right)\right) \, dx","Int[(2*x - 8*x^3 + E^(x + 4*x^2)*(2*x + x^2))/(6*E^(4*x^2)),x]","\frac{e^x x^2}{6}+\frac{1}{6} e^{-4 x^2} x^2","\frac{1}{6} \left(e^{-4 x^2}+e^x\right) x^2",1,"(E^x*x^2)/6 + x^2/(6*E^(4*x^2))","A",13,7,37,0.1892,1,"{12, 6742, 2209, 2212, 2196, 2176, 2194}"
2200,1,109,0,0.3809746,"\int e^{3 x} \left(3 e^4+2 x+9 x^2+10 x^3+3 x^4+e^3 (4+12 x)+e^2 \left(2+18 x+18 x^2\right)+e \left(8 x+24 x^2+12 x^3\right)\right) \, dx","Int[E^(3*x)*(3*E^4 + 2*x + 9*x^2 + 10*x^3 + 3*x^4 + E^3*(4 + 12*x) + E^2*(2 + 18*x + 18*x^2) + E*(8*x + 24*x^2 + 12*x^3)),x]","e^{3 x} x^4+2 e^{3 x} x^3+4 e^{3 x+1} x^3+e^{3 x} x^2+4 e^{3 x+1} x^2+6 e^{3 x+2} x^2+2 e^{3 x+2} x-\frac{4}{3} e^{3 x+3}+e^{3 x+4}+\frac{4}{3} e^{3 x+3} (3 x+1)","e^{3 x} \left((x+e)^2+x\right)^2",1,"(-4*E^(3 + 3*x))/3 + E^(4 + 3*x) + 2*E^(2 + 3*x)*x + E^(3*x)*x^2 + 4*E^(1 + 3*x)*x^2 + 6*E^(2 + 3*x)*x^2 + 2*E^(3*x)*x^3 + 4*E^(1 + 3*x)*x^3 + E^(3*x)*x^4 + (4*E^(3 + 3*x)*(1 + 3*x))/3","B",38,3,69,0.04348,1,"{2196, 2194, 2176}"
2201,0,0,0,23.5515289,"\int \frac{-e^{3 x}+3375 x^6-10125 x^7+10125 x^8-3375 x^9+\exp \left(\frac{16-2 e^{2 x}-450 x^4+900 x^5-450 x^6+e^x \left(60 x^2-60 x^3\right)}{e^{2 x}+225 x^4-450 x^5+225 x^6+e^x \left(-30 x^2+30 x^3\right)}\right) \left(32 e^x-960 x+1440 x^2\right)+e^{2 x} \left(45 x^2-45 x^3\right)+e^x \left(-675 x^4+1350 x^5-675 x^6\right)}{e^{3 x}-3375 x^6+10125 x^7-10125 x^8+3375 x^9+e^{2 x} \left(-45 x^2+45 x^3\right)+e^x \left(675 x^4-1350 x^5+675 x^6\right)} \, dx","Int[(-E^(3*x) + 3375*x^6 - 10125*x^7 + 10125*x^8 - 3375*x^9 + E^((16 - 2*E^(2*x) - 450*x^4 + 900*x^5 - 450*x^6 + E^x*(60*x^2 - 60*x^3))/(E^(2*x) + 225*x^4 - 450*x^5 + 225*x^6 + E^x*(-30*x^2 + 30*x^3)))*(32*E^x - 960*x + 1440*x^2) + E^(2*x)*(45*x^2 - 45*x^3) + E^x*(-675*x^4 + 1350*x^5 - 675*x^6))/(E^(3*x) - 3375*x^6 + 10125*x^7 - 10125*x^8 + 3375*x^9 + E^(2*x)*(-45*x^2 + 45*x^3) + E^x*(675*x^4 - 1350*x^5 + 675*x^6)),x]","\int \frac{-e^{3 x}+3375 x^6-10125 x^7+10125 x^8-3375 x^9+\exp \left(\frac{16-2 e^{2 x}-450 x^4+900 x^5-450 x^6+e^x \left(60 x^2-60 x^3\right)}{e^{2 x}+225 x^4-450 x^5+225 x^6+e^x \left(-30 x^2+30 x^3\right)}\right) \left(32 e^x-960 x+1440 x^2\right)+e^{2 x} \left(45 x^2-45 x^3\right)+e^x \left(-675 x^4+1350 x^5-675 x^6\right)}{e^{3 x}-3375 x^6+10125 x^7-10125 x^8+3375 x^9+e^{2 x} \left(-45 x^2+45 x^3\right)+e^x \left(675 x^4-1350 x^5+675 x^6\right)} \, dx","-e^{\frac{16}{\left(5 (3 x-3) x^2+e^x\right)^2}-2}-x",1,"-Defer[Int][E^(3*x)/(E^x - 15*x^2 + 15*x^3)^3, x] - 960*Defer[Int][x/(E^((2*(-8 + E^(2*x) - 30*E^x*x^2 + 30*E^x*x^3 + 225*x^4 - 450*x^5 + 225*x^6))/(E^x - 15*x^2 + 15*x^3)^2)*(E^x - 15*x^2 + 15*x^3)^3), x] + 45*Defer[Int][(E^(2*x)*x^2)/(E^x - 15*x^2 + 15*x^3)^3, x] + 1920*Defer[Int][x^2/(E^((2*(-8 + E^(2*x) - 30*E^x*x^2 + 30*E^x*x^3 + 225*x^4 - 450*x^5 + 225*x^6))/(E^x - 15*x^2 + 15*x^3)^2)*(E^x - 15*x^2 + 15*x^3)^3), x] - 45*Defer[Int][(E^(2*x)*x^3)/(E^x - 15*x^2 + 15*x^3)^3, x] - 480*Defer[Int][x^3/(E^((2*(-8 + E^(2*x) - 30*E^x*x^2 + 30*E^x*x^3 + 225*x^4 - 450*x^5 + 225*x^6))/(E^x - 15*x^2 + 15*x^3)^2)*(E^x - 15*x^2 + 15*x^3)^3), x] - 675*Defer[Int][(E^x*x^4)/(E^x - 15*x^2 + 15*x^3)^3, x] + 1350*Defer[Int][(E^x*x^5)/(E^x - 15*x^2 + 15*x^3)^3, x] + 3375*Defer[Int][x^6/(E^x - 15*x^2 + 15*x^3)^3, x] - 675*Defer[Int][(E^x*x^6)/(E^x - 15*x^2 + 15*x^3)^3, x] - 10125*Defer[Int][x^7/(E^x - 15*x^2 + 15*x^3)^3, x] + 10125*Defer[Int][x^8/(E^x - 15*x^2 + 15*x^3)^3, x] - 3375*Defer[Int][x^9/(E^x - 15*x^2 + 15*x^3)^3, x] + 32*Defer[Int][1/(E^((2*(-8 + E^(2*x) - 30*E^x*x^2 + 30*E^x*x^3 + 225*x^4 - 450*x^5 + 225*x^6))/(E^x - 15*x^2 + 15*x^3)^2)*(E^x - 15*x^2 + 15*x^3)^2), x]","F",0,0,0,0,-1,"{}"
2202,1,24,0,0.2688108,"\int \frac{-x^2+e^{\frac{x^3+x \log (3)-e^x \log (4)}{x^2}} \left(x^3-x \log (3)+e^x (2-x) \log (4)\right)}{x^3} \, dx","Int[(-x^2 + E^((x^3 + x*Log[3] - E^x*Log[4])/x^2)*(x^3 - x*Log[3] + E^x*(2 - x)*Log[4]))/x^3,x]","3^{\frac{1}{x}} 4^{-\frac{e^x}{x^2}} e^x-\log (x)","e^{x+\frac{\log (3)-\frac{e^x \log (4)}{x}}{x}}-\log (x)",1,"(3^x^(-1)*E^x)/4^(E^x/x^2) - Log[x]","A",3,2,52,0.03846,1,"{14, 2288}"
2203,0,0,0,1.449527,"\int \frac{7454200-2564100 x+1823674 x^2-532140 x^3+66501 x^4-3780 x^5+81 x^6+\left(-12220-4798 x^2+840 x^3-36 x^4\right) \log (x)+4 x^2 \log ^2(x)}{1493284 x^2-513240 x^3+66096 x^4-3780 x^5+81 x^6+\left(-4888 x^2+840 x^3-36 x^4\right) \log (x)+4 x^2 \log ^2(x)} \, dx","Int[(7454200 - 2564100*x + 1823674*x^2 - 532140*x^3 + 66501*x^4 - 3780*x^5 + 81*x^6 + (-12220 - 4798*x^2 + 840*x^3 - 36*x^4)*Log[x] + 4*x^2*Log[x]^2)/(1493284*x^2 - 513240*x^3 + 66096*x^4 - 3780*x^5 + 81*x^6 + (-4888*x^2 + 840*x^3 - 36*x^4)*Log[x] + 4*x^2*Log[x]^2),x]","\int \frac{7454200-2564100 x+1823674 x^2-532140 x^3+66501 x^4-3780 x^5+81 x^6+\left(-12220-4798 x^2+840 x^3-36 x^4\right) \log (x)+4 x^2 \log ^2(x)}{1493284 x^2-513240 x^3+66096 x^4-3780 x^5+81 x^6+\left(-4888 x^2+840 x^3-36 x^4\right) \log (x)+4 x^2 \log ^2(x)} \, dx","x+\frac{5}{x \left(\frac{2 \log (x)}{(3 (10-x)+5)^2-3}-1\right)}",1,"x + 330390*Defer[Int][(1222 - 210*x + 9*x^2 - 2*Log[x])^(-2), x] - 12220*Defer[Int][1/(x^2*(1222 - 210*x + 9*x^2 - 2*Log[x])^2), x] - 1281000*Defer[Int][1/(x*(1222 - 210*x + 9*x^2 - 2*Log[x])^2), x] - 28350*Defer[Int][x/(1222 - 210*x + 9*x^2 - 2*Log[x])^2, x] + 810*Defer[Int][x^2/(1222 - 210*x + 9*x^2 - 2*Log[x])^2, x] - 45*Defer[Int][(1222 - 210*x + 9*x^2 - 2*Log[x])^(-1), x] + 6110*Defer[Int][1/(x^2*(1222 - 210*x + 9*x^2 - 2*Log[x])), x]","F",0,0,0,0,-1,"{}"
2204,1,17,0,0.2338281,"\int \frac{1500+800 x-480 x^2-384 x^3-64 x^4+\left(3000+3600 x+1440 x^2+192 x^3\right) \log ^2(3)+\left(900+120 x-336 x^2-96 x^3+\left(1800+1440 x+288 x^2\right) \log ^2(3)\right) \log \left(-2+x-3 \log ^2(3)\right)+\left(180-48 x-48 x^2+(360+144 x) \log ^2(3)\right) \log ^2\left(-2+x-3 \log ^2(3)\right)+\left(12-8 x+24 \log ^2(3)\right) \log ^3\left(-2+x-3 \log ^2(3)\right)}{2-x+3 \log ^2(3)} \, dx","Int[(1500 + 800*x - 480*x^2 - 384*x^3 - 64*x^4 + (3000 + 3600*x + 1440*x^2 + 192*x^3)*Log[3]^2 + (900 + 120*x - 336*x^2 - 96*x^3 + (1800 + 1440*x + 288*x^2)*Log[3]^2)*Log[-2 + x - 3*Log[3]^2] + (180 - 48*x - 48*x^2 + (360 + 144*x)*Log[3]^2)*Log[-2 + x - 3*Log[3]^2]^2 + (12 - 8*x + 24*Log[3]^2)*Log[-2 + x - 3*Log[3]^2]^3)/(2 - x + 3*Log[3]^2),x]","\left(2 x+\log \left(x-2-3 \log ^2(3)\right)+5\right)^4","\left(2 x+\log \left(x-2-3 \log ^2(3)\right)+5\right)^4-1",1,"(5 + 2*x + Log[-2 + x - 3*Log[3]^2])^4","A",3,3,152,0.01974,1,"{6688, 12, 6686}"
2205,1,26,0,1.175871,"\int \frac{e^{\frac{4+x}{5+3 x}} \left(-138-111 x-27 x^2\right)+e^{\frac{4+x}{5+3 x}} \left(-46-37 x-9 x^2\right) \log ^2(\log (4))}{225+420 x+286 x^2+84 x^3+9 x^4} \, dx","Int[(E^((4 + x)/(5 + 3*x))*(-138 - 111*x - 27*x^2) + E^((4 + x)/(5 + 3*x))*(-46 - 37*x - 9*x^2)*Log[Log[4]]^2)/(225 + 420*x + 286*x^2 + 84*x^3 + 9*x^4),x]","\frac{e^{\frac{x+4}{3 x+5}} \left(3+\log ^2(\log (4))\right)}{x+3}","\frac{e^{\frac{x+4}{3 x+5}} \left(3+\log ^2(\log (4))\right)}{x+3}+3",1,"(E^((4 + x)/(5 + 3*x))*(3 + Log[Log[4]]^2))/(3 + x)","A",25,10,77,0.1299,1,"{6688, 12, 6742, 2232, 2231, 2230, 2210, 2233, 2178, 2209}"
2206,1,31,0,0.0946941,"\int \frac{-60-24 x+23 x^2+10 x^3+x^4+e^{e^2} \left(250 x^2+100 x^3+10 x^4\right)}{50 x^2+20 x^3+2 x^4} \, dx","Int[(-60 - 24*x + 23*x^2 + 10*x^3 + x^4 + E^E^2*(250*x^2 + 100*x^3 + 10*x^4))/(50*x^2 + 20*x^3 + 2*x^4),x]","\frac{1}{2} \left(1+10 e^{e^2}\right) x-\frac{1}{5 (x+5)}+\frac{6}{5 x}","\frac{x^2+2}{2 x}+5 e^{e^2} x+\frac{1}{(x+5) x}",1,"6/(5*x) + ((1 + 10*E^E^2)*x)/2 - 1/(5*(5 + x))","A",5,4,59,0.06780,1,"{1594, 27, 12, 1620}"
2207,1,38,0,0.641443,"\int \frac{e^{-\log ^2(x)} \left(e^{\log ^2(x)} \left(-2 x^2-4 e^{8+2 x^2} x^2+e^{4+x^2} \left(-2 x-4 x^3\right)\right)+\left(-20-4 e^{8+2 x^2}-8 e^{4+x^2} x-4 x^2\right) \log (x)\right)}{5 x+e^{8+2 x^2} x+2 e^{4+x^2} x^2+x^3} \, dx","Int[(E^Log[x]^2*(-2*x^2 - 4*E^(8 + 2*x^2)*x^2 + E^(4 + x^2)*(-2*x - 4*x^3)) + (-20 - 4*E^(8 + 2*x^2) - 8*E^(4 + x^2)*x - 4*x^2)*Log[x])/(E^Log[x]^2*(5*x + E^(8 + 2*x^2)*x + 2*E^(4 + x^2)*x^2 + x^3)),x]","2 e^{-\log ^2(x)}-\log \left(x^2+2 e^{x^2+4} x+e^{2 x^2+8}+5\right)","-\log \left(\left(e^{x^2+4}+x\right)^2+5\right)+2 e^{-\log ^2(x)}+4",1,"2/E^Log[x]^2 - Log[5 + E^(8 + 2*x^2) + 2*E^(4 + x^2)*x + x^2]","A",5,5,117,0.04274,1,"{6688, 6684, 2276, 2205, 2209}"
2208,0,0,0,4.2854094,"\int \frac{-1912 x+81 x^2-x^3+e^5 \left(-7680+324 x-4 x^2\right)+\left(-479 x+10 x^2+e^5 (-1920+40 x)\right) \log (x)+\left(-120 e^5-30 x\right) \log ^2(x)+\left(-89 x+2 x^2+e^5 (-356+8 x)+\left(-44 e^5-11 x\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 e^5+x\right)\right)+\left(-4 e^5-x\right) \log ^2\left(\frac{1}{4} \left(4 e^5+x\right)\right)}{1600 x-80 x^2+x^3+e^5 \left(6400-320 x+4 x^2\right)+\left(e^5 (1600-40 x)+400 x-10 x^2\right) \log (x)+\left(100 e^5+25 x\right) \log ^2(x)+\left(e^5 (320-8 x)+80 x-2 x^2+\left(40 e^5+10 x\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 e^5+x\right)\right)+\left(4 e^5+x\right) \log ^2\left(\frac{1}{4} \left(4 e^5+x\right)\right)} \, dx","Int[(-1912*x + 81*x^2 - x^3 + E^5*(-7680 + 324*x - 4*x^2) + (-479*x + 10*x^2 + E^5*(-1920 + 40*x))*Log[x] + (-120*E^5 - 30*x)*Log[x]^2 + (-89*x + 2*x^2 + E^5*(-356 + 8*x) + (-44*E^5 - 11*x)*Log[x])*Log[(4*E^5 + x)/4] + (-4*E^5 - x)*Log[(4*E^5 + x)/4]^2)/(1600*x - 80*x^2 + x^3 + E^5*(6400 - 320*x + 4*x^2) + (E^5*(1600 - 40*x) + 400*x - 10*x^2)*Log[x] + (100*E^5 + 25*x)*Log[x]^2 + (E^5*(320 - 8*x) + 80*x - 2*x^2 + (40*E^5 + 10*x)*Log[x])*Log[(4*E^5 + x)/4] + (4*E^5 + x)*Log[(4*E^5 + x)/4]^2),x]","\int \frac{-1912 x+81 x^2-x^3+e^5 \left(-7680+324 x-4 x^2\right)+\left(-479 x+10 x^2+e^5 (-1920+40 x)\right) \log (x)+\left(-120 e^5-30 x\right) \log ^2(x)+\left(-89 x+2 x^2+e^5 (-356+8 x)+\left(-44 e^5-11 x\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 e^5+x\right)\right)+\left(-4 e^5-x\right) \log ^2\left(\frac{1}{4} \left(4 e^5+x\right)\right)}{1600 x-80 x^2+x^3+e^5 \left(6400-320 x+4 x^2\right)+\left(e^5 (1600-40 x)+400 x-10 x^2\right) \log (x)+\left(100 e^5+25 x\right) \log ^2(x)+\left(e^5 (320-8 x)+80 x-2 x^2+\left(40 e^5+10 x\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 e^5+x\right)\right)+\left(4 e^5+x\right) \log ^2\left(\frac{1}{4} \left(4 e^5+x\right)\right)} \, dx","\frac{x}{\frac{\log \left(\frac{x}{4}+e^5\right)-x}{-\log (x)-8}-5}-x",1,"(-6*x)/5 - (4*E^5*Defer[Int][(-40 + x - Log[E^5 + x/4] - 5*Log[x])^(-2), x])/5 + (6*Defer[Int][x/(-40 + x - Log[E^5 + x/4] - 5*Log[x])^2, x])/5 - Defer[Int][x^2/(-40 + x - Log[E^5 + x/4] - 5*Log[x])^2, x]/5 + (16*E^10*Defer[Int][1/((4*E^5 + x)*(-40 + x - Log[E^5 + x/4] - 5*Log[x])^2), x])/5 + Defer[Int][(x*Log[E^5 + x/4])/(-40 + x - Log[E^5 + x/4] - 5*Log[x])^2, x]/5 + (4*E^5*Defer[Int][Log[E^5 + x/4]/((4*E^5 + x)*(-40 + x - Log[E^5 + x/4] - 5*Log[x])^2), x])/5 - (8*E^5*Defer[Int][(-40 + x - Log[E^5 + x/4] - 5*Log[x])^(-1), x])/5 - ((1 - 8*E^5)*Defer[Int][(-40 + x - Log[E^5 + x/4] - 5*Log[x])^(-1), x])/5 + (2*Defer[Int][x/(-40 + x - Log[E^5 + x/4] - 5*Log[x]), x])/5 + (32*E^10*Defer[Int][1/((4*E^5 + x)*(-40 + x - Log[E^5 + x/4] - 5*Log[x])), x])/5 + (4*E^5*(1 - 8*E^5)*Defer[Int][1/((4*E^5 + x)*(-40 + x - Log[E^5 + x/4] - 5*Log[x])), x])/5 - (6*Defer[Int][Log[E^5 + x/4]/(40 - x + Log[E^5 + x/4] + 5*Log[x])^2, x])/5 + Defer[Int][Log[E^5 + x/4]/(40 - x + Log[E^5 + x/4] + 5*Log[x]), x]/5","F",0,0,0,0,-1,"{}"
2209,1,18,0,0.2224002,"\int -\frac{20 e^{1+e^{e^{1+x}}+e^{1+x}+x}}{49+14 e^2+e^4+e^{2 e^{e^{1+x}}}+e^{e^{e^{1+x}}} \left(14+2 e^2\right)} \, dx","Int[(-20*E^(1 + E^E^(1 + x) + E^(1 + x) + x))/(49 + 14*E^2 + E^4 + E^(2*E^E^(1 + x)) + E^E^E^(1 + x)*(14 + 2*E^2)),x]","\frac{20}{e^{e^{e^{x+1}}}+7+e^2}","\frac{20}{e^{e^{e^{x+1}}}+7+e^2}",1,"20/(7 + E^2 + E^E^E^(1 + x))","A",6,5,59,0.08475,1,"{12, 2282, 2247, 2246, 32}"
2210,1,25,0,0.1026458,"\int \frac{2+2 x+e^5 (2+2 x)+(2+4 x) \log (x)}{x+2 x^2+e^5 \left(x+2 x^2\right)} \, dx","Int[(2 + 2*x + E^5*(2 + 2*x) + (2 + 4*x)*Log[x])/(x + 2*x^2 + E^5*(x + 2*x^2)),x]","\frac{\log ^2(x)}{1+e^5}+2 \log (x)-\log (2 x+1)","\frac{\log ^2(x)}{1+e^5}+\log (x)+\log \left(\frac{x}{5 (2 x+1)}\right)",1,"2*Log[x] + Log[x]^2/(1 + E^5) - Log[1 + 2*x]","A",7,5,43,0.1163,1,"{6688, 12, 14, 72, 2301}"
2211,1,14,0,0.0561437,"\int \frac{16 e^{24 e^{x^2}} \left(-32+768 e^{x^2} x^2\right)}{x^3} \, dx","Int[(16*E^(24*E^x^2)*(-32 + 768*E^x^2*x^2))/x^3,x]","\frac{256 e^{24 e^{x^2}}}{x^2}","\frac{256 e^{24 e^{x^2}}}{x^2}",1,"(256*E^(24*E^x^2))/x^2","A",2,2,26,0.07692,1,"{12, 2288}"
2212,0,0,0,0.9868063,"\int \frac{3 e^5 x^3+\exp \left(\frac{e^{\frac{3-x+25 e^5 x}{e^5 x}}}{3 x}+\frac{3-x+25 e^5 x}{e^5 x}\right) \left(3+e^5 x\right)}{3 e^5 x^3} \, dx","Int[(3*E^5*x^3 + E^(E^((3 - x + 25*E^5*x)/(E^5*x))/(3*x) + (3 - x + 25*E^5*x)/(E^5*x))*(3 + E^5*x))/(3*E^5*x^3),x]","\int \frac{3 e^5 x^3+\exp \left(\frac{e^{\frac{3-x+25 e^5 x}{e^5 x}}}{3 x}+\frac{3-x+25 e^5 x}{e^5 x}\right) \left(3+e^5 x\right)}{3 e^5 x^3} \, dx","x-e^{\frac{e^{25-\frac{x-3}{e^5 x}}}{3 x}}+9",1,"x + Defer[Int][E^(25*(1 - 1/(25*E^5)) + 3/(E^5*x) + E^(25 - E^(-5) + 3/(E^5*x))/(3*x))/x^3, x]/E^5 - Defer[Subst][Defer[Int][E^(5*(6 - 1/(5*E^5)) + (3*x)/E^5 + (E^(25 - E^(-5) + (3*x)/E^5)*x)/3), x], x, x^(-1)]/(3*E^5)","F",0,0,0,0,-1,"{}"
2213,1,25,0,0.0425285,"\int \frac{2+4 e^e+e^x (1-x)}{5 x^2} \, dx","Int[(2 + 4*E^E + E^x*(1 - x))/(5*x^2),x]","-\frac{e^x}{5 x}-\frac{2 \left(1+2 e^e\right)}{5 x}","\frac{1}{5} \left(\frac{-x-e^x-4 e^e-2}{x}+4\right)",1,"-1/5*E^x/x - (2*(1 + 2*E^E))/(5*x)","A",4,3,23,0.1304,1,"{12, 14, 2197}"
2214,0,0,0,7.5344429,"\int \frac{2 x^4+e^{16 x+4 x^2} \left(-2+16 x+8 x^2\right)+e^{12 x+3 x^2} \left(-4 x+48 x^2+24 x^3\right)+e^{8 x+2 x^2} \left(48 x^3+24 x^4\right)+e^{4 x+x^2} \left(4 x^3+16 x^4+8 x^5\right)}{e^{24 x+6 x^2}+6 e^{20 x+5 x^2} x+x^3+3 x^4+3 x^5+x^6+e^{16 x+4 x^2} \left(3 x+15 x^2\right)+e^{12 x+3 x^2} \left(12 x^2+20 x^3\right)+e^{8 x+2 x^2} \left(3 x^2+18 x^3+15 x^4\right)+e^{4 x+x^2} \left(6 x^3+12 x^4+6 x^5\right)} \, dx","Int[(2*x^4 + E^(16*x + 4*x^2)*(-2 + 16*x + 8*x^2) + E^(12*x + 3*x^2)*(-4*x + 48*x^2 + 24*x^3) + E^(8*x + 2*x^2)*(48*x^3 + 24*x^4) + E^(4*x + x^2)*(4*x^3 + 16*x^4 + 8*x^5))/(E^(24*x + 6*x^2) + 6*E^(20*x + 5*x^2)*x + x^3 + 3*x^4 + 3*x^5 + x^6 + E^(16*x + 4*x^2)*(3*x + 15*x^2) + E^(12*x + 3*x^2)*(12*x^2 + 20*x^3) + E^(8*x + 2*x^2)*(3*x^2 + 18*x^3 + 15*x^4) + E^(4*x + x^2)*(6*x^3 + 12*x^4 + 6*x^5)),x]","\int \frac{2 x^4+e^{16 x+4 x^2} \left(-2+16 x+8 x^2\right)+e^{12 x+3 x^2} \left(-4 x+48 x^2+24 x^3\right)+e^{8 x+2 x^2} \left(48 x^3+24 x^4\right)+e^{4 x+x^2} \left(4 x^3+16 x^4+8 x^5\right)}{e^{24 x+6 x^2}+6 e^{20 x+5 x^2} x+x^3+3 x^4+3 x^5+x^6+e^{16 x+4 x^2} \left(3 x+15 x^2\right)+e^{12 x+3 x^2} \left(12 x^2+20 x^3\right)+e^{8 x+2 x^2} \left(3 x^2+18 x^3+15 x^4\right)+e^{4 x+x^2} \left(6 x^3+12 x^4+6 x^5\right)} \, dx","\left(\frac{x}{\left(x+e^{x (x+4)}\right)^2+x}-1\right)^2",1,"4*Defer[Int][(E^(4*x + x^2)*x^2)/(-E^(2*x*(4 + x)) - x - 2*E^(x*(4 + x))*x - x^2)^3, x] - 2*Defer[Int][x^2/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 12*Defer[Int][x^3/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 16*Defer[Int][(E^(4*x + x^2)*x^3)/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 24*Defer[Int][x^4/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 8*Defer[Int][(E^(4*x + x^2)*x^4)/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 8*Defer[Int][x^5/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^3, x] + 4*Defer[Int][x/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] + 4*Defer[Int][(E^(4*x + x^2)*x)/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 28*Defer[Int][x^2/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 16*Defer[Int][(E^(4*x + x^2)*x^2)/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 32*Defer[Int][x^3/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 8*Defer[Int][(E^(4*x + x^2)*x^3)/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 8*Defer[Int][x^4/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^2, x] - 2*Defer[Int][(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2)^(-1), x] + 16*Defer[Int][x/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2), x] + 8*Defer[Int][x^2/(E^(2*x*(4 + x)) + x + 2*E^(x*(4 + x))*x + x^2), x]","F",0,0,0,0,-1,"{}"
2215,1,181,0,0.3528823,"\int \frac{-x^6+120 x^7+1112 x^8+3210 x^9+3504 x^{10}+1300 x^{11}+150 x^{12}+e^9 \left(-1+50 x^2+780 x^3+2904 x^4+1300 x^5+150 x^6\right)+e^6 \left(-3 x^2+90 x^3+1374 x^4+6390 x^5+9612 x^6+3900 x^7+450 x^8\right)+e^3 \left(33 x^4+570 x^5+3336 x^6+8820 x^7+10212 x^8+3900 x^9+450 x^{10}\right)}{e^9 x+3 e^6 x^3+3 e^3 x^5+x^7} \, dx","Int[(-x^6 + 120*x^7 + 1112*x^8 + 3210*x^9 + 3504*x^10 + 1300*x^11 + 150*x^12 + E^9*(-1 + 50*x^2 + 780*x^3 + 2904*x^4 + 1300*x^5 + 150*x^6) + E^6*(-3*x^2 + 90*x^3 + 1374*x^4 + 6390*x^5 + 9612*x^6 + 3900*x^7 + 450*x^8) + E^3*(33*x^4 + 570*x^5 + 3336*x^6 + 8820*x^7 + 10212*x^8 + 3900*x^9 + 450*x^10))/(E^9*x + 3*E^6*x^3 + 3*E^3*x^5 + x^7),x]","25 x^6+260 x^5+876 x^4+1070 x^3+2 \left(278-75 e^3\right) x^2+\frac{135 e^3 x}{x^2+e^3}-\frac{3 e^3 \left(5 \left(23-54 e^3\right) x+50 e^6-327 e^3+6\right)}{x^2+e^3}+\frac{9 e^6 \left(10 x-25 e^3+1\right)}{\left(x^2+e^3\right)^2}+30 \left(4-27 e^3\right) x-\log (x)+30 e^{3/2} \left(7-27 e^3\right) \tan ^{-1}\left(\frac{x}{e^{3/2}}\right)-15 e^{3/2} \left(23-54 e^3\right) \tan ^{-1}\left(\frac{x}{e^{3/2}}\right)+135 e^{3/2} \tan ^{-1}\left(\frac{x}{e^{3/2}}\right)","\left(5 x^2+x\right)^2 \left(x+\frac{3}{x+\frac{e^3}{x}}+5\right)^2-\log (-x)",1,"30*(4 - 27*E^3)*x + 2*(278 - 75*E^3)*x^2 + 1070*x^3 + 876*x^4 + 260*x^5 + 25*x^6 + (9*E^6*(1 - 25*E^3 + 10*x))/(E^3 + x^2)^2 + (135*E^3*x)/(E^3 + x^2) - (3*E^3*(6 - 327*E^3 + 50*E^6 + 5*(23 - 54*E^3)*x))/(E^3 + x^2) + 135*E^(3/2)*ArcTan[x/E^(3/2)] - 15*E^(3/2)*(23 - 54*E^3)*ArcTan[x/E^(3/2)] + 30*E^(3/2)*(7 - 27*E^3)*ArcTan[x/E^(3/2)] - Log[x]","B",8,4,175,0.02286,1,"{2074, 639, 199, 203}"
2216,1,27,0,2.5327561,"\int \frac{e^{5+3 x-e^{\frac{x}{2 e^4+2 x}} x+x^2} \left(6 x^2+4 x^3+e^8 (6+4 x)+e^{\frac{x}{2 e^4+2 x}} \left(-2 e^8-5 e^4 x-2 x^2\right)+e^4 \left(12 x+8 x^2\right)\right)}{2 e^8+4 e^4 x+2 x^2} \, dx","Int[(E^(5 + 3*x - E^(x/(2*E^4 + 2*x))*x + x^2)*(6*x^2 + 4*x^3 + E^8*(6 + 4*x) + E^(x/(2*E^4 + 2*x))*(-2*E^8 - 5*E^4*x - 2*x^2) + E^4*(12*x + 8*x^2)))/(2*E^8 + 4*E^4*x + 2*x^2),x]","e^{x^2-e^{\frac{x}{2 \left(x+e^4\right)}} x+3 x+5}","e^{x \left(x-e^{\frac{x}{2 \left(x+e^4\right)}}+\frac{5}{x}+3\right)}",1,"E^(5 + 3*x - E^(x/(2*(E^4 + x)))*x + x^2)","A",3,3,114,0.02632,1,"{27, 12, 6706}"
2217,1,17,0,0.0196382,"\int -\frac{5}{50 x+20 e^{25} x \log (x)+2 e^{50} x \log ^2(x)} \, dx","Int[-5/(50*x + 20*E^25*x*Log[x] + 2*E^50*x*Log[x]^2),x]","\frac{5}{2 e^{25} \left(e^{25} \log (x)+5\right)}","\frac{\log (x)}{2 \left(-e^{25} \log (x)-5\right)}",1,"5/(2*E^25*(5 + E^25*Log[x]))","A",4,2,26,0.07692,1,"{12, 32}"
2218,0,0,0,47.4489334,"\int \exp \left(-e^{4 x} x^2+4 e^{2 e^{4-e^{x^2}}+5 x} x^2-6 e^{4 e^{4-e^{x^2}}+6 x} x^2+4 e^{6 e^{4-e^{x^2}}+7 x} x^2-e^{8 e^{4-e^{x^2}}+8 x} x^2\right) \left(e^{4 x} \left(-6 x-12 x^2\right)+e^{8 e^{4-e^{x^2}}+8 x} \left(-6 x-24 x^2+48 e^{4-e^{x^2}+x^2} x^3\right)+e^{4 e^{4-e^{x^2}}+4 x} \left(144 e^{4-e^{x^2}+2 x+x^2} x^3+e^{2 x} \left(-36 x-108 x^2\right)\right)+e^{2 e^{4-e^{x^2}}+2 x} \left(-48 e^{4-e^{x^2}+3 x+x^2} x^3+e^{3 x} \left(24 x+60 x^2\right)\right)+e^{6 e^{4-e^{x^2}}+6 x} \left(-144 e^{4-e^{x^2}+x+x^2} x^3+e^x \left(24 x+84 x^2\right)\right)\right) \, dx","Int[E^(-(E^(4*x)*x^2) + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2 - E^(8*E^(4 - E^x^2) + 8*x)*x^2)*(E^(4*x)*(-6*x - 12*x^2) + E^(8*E^(4 - E^x^2) + 8*x)*(-6*x - 24*x^2 + 48*E^(4 - E^x^2 + x^2)*x^3) + E^(4*E^(4 - E^x^2) + 4*x)*(144*E^(4 - E^x^2 + 2*x + x^2)*x^3 + E^(2*x)*(-36*x - 108*x^2)) + E^(2*E^(4 - E^x^2) + 2*x)*(-48*E^(4 - E^x^2 + 3*x + x^2)*x^3 + E^(3*x)*(24*x + 60*x^2)) + E^(6*E^(4 - E^x^2) + 6*x)*(-144*E^(4 - E^x^2 + x + x^2)*x^3 + E^x*(24*x + 84*x^2))),x]","\int \exp \left(-e^{4 x} x^2+4 e^{2 e^{4-e^{x^2}}+5 x} x^2-6 e^{4 e^{4-e^{x^2}}+6 x} x^2+4 e^{6 e^{4-e^{x^2}}+7 x} x^2-e^{8 e^{4-e^{x^2}}+8 x} x^2\right) \left(e^{4 x} \left(-6 x-12 x^2\right)+e^{8 e^{4-e^{x^2}}+8 x} \left(-6 x-24 x^2+48 e^{4-e^{x^2}+x^2} x^3\right)+e^{4 e^{4-e^{x^2}}+4 x} \left(144 e^{4-e^{x^2}+2 x+x^2} x^3+e^{2 x} \left(-36 x-108 x^2\right)\right)+e^{2 e^{4-e^{x^2}}+2 x} \left(-48 e^{4-e^{x^2}+3 x+x^2} x^3+e^{3 x} \left(24 x+60 x^2\right)\right)+e^{6 e^{4-e^{x^2}}+6 x} \left(-144 e^{4-e^{x^2}+x+x^2} x^3+e^x \left(24 x+84 x^2\right)\right)\right) \, dx","3 e^{-\left(e^x-e^{2 \left(e^{4-e^{x^2}}+x\right)}\right)^4 x^2}",1,"-6*Defer[Int][E^(4*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x, x] + 24*Defer[Int][E^(2*E^(4 - E^x^2) + 5*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x, x] - 36*Defer[Int][E^(4*E^(4 - E^x^2) + 6*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x, x] + 24*Defer[Int][E^(6*E^(4 - E^x^2) + 7*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x, x] - 6*Defer[Int][E^(8*E^(4 - E^x^2) + 8*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x, x] - 12*Defer[Int][E^(4*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^2, x] + 60*Defer[Int][E^(2*E^(4 - E^x^2) + 5*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^2, x] - 108*Defer[Int][E^(4*E^(4 - E^x^2) + 6*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^2, x] + 84*Defer[Int][E^(6*E^(4 - E^x^2) + 7*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^2, x] - 24*Defer[Int][E^(8*E^(4 - E^x^2) + 8*x - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^2, x] - 48*Defer[Int][E^(4 + 2*E^(4 - E^x^2) - E^x^2 + 5*x + x^2 - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^3, x] + 144*Defer[Int][E^(4 + 4*E^(4 - E^x^2) - E^x^2 + 6*x + x^2 - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^3, x] - 144*Defer[Int][E^(4 + 6*E^(4 - E^x^2) - E^x^2 + 7*x + x^2 - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^3, x] + 48*Defer[Int][E^(4 + 8*E^(4 - E^x^2) - E^x^2 + 8*x + x^2 - E^(4*x)*x^2 - E^(8*(E^(4 - E^x^2) + x))*x^2 + 4*E^(2*E^(4 - E^x^2) + 5*x)*x^2 - 6*E^(4*E^(4 - E^x^2) + 6*x)*x^2 + 4*E^(6*E^(4 - E^x^2) + 7*x)*x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
2219,1,18,0,0.0518036,"\int \frac{-20-2 x-30 x^2}{-10 x+x^2+5 x^3} \, dx","Int[(-20 - 2*x - 30*x^2)/(-10*x + x^2 + 5*x^3),x]","2 \log (x)-4 \log \left(-5 x^2-x+10\right)","\log \left(\frac{x^2}{16 \left(-x^2-\frac{x}{5}+2\right)^4}\right)",1,"2*Log[x] - 4*Log[10 - x - 5*x^2]","A",4,3,25,0.1200,1,"{1594, 1628, 628}"
2220,1,12,0,0.2299989,"\int \frac{e^x (4+(-4+4 x) \log (5 x))}{x^2} \, dx","Int[(E^x*(4 + (-4 + 4*x)*Log[5*x]))/x^2,x]","\frac{4 e^x \log (5 x)}{x}","\frac{4 e^x \log (5 x)}{x}",1,"(4*E^x*Log[5*x])/x","A",7,5,19,0.2632,1,"{6742, 2177, 2178, 2197, 2554}"
2221,1,125,0,0.4012947,"\int \frac{-e^{24+6 x-24 x^2-6 x^3}+2 e^{12+3 x-12 x^2-3 x^3}+e^{24+6 x-24 x^2-6 x^3} \left(-6 x+48 x^2+18 x^3\right) \log (x)+\left(-2+2 e^{12+3 x-12 x^2-3 x^3}+e^{12+3 x-12 x^2-3 x^3} \left(6 x-48 x^2-18 x^3\right) \log (x)\right) \log (\log (x))-\log ^2(\log (x))}{x} \, dx","Int[(-E^(24 + 6*x - 24*x^2 - 6*x^3) + 2*E^(12 + 3*x - 12*x^2 - 3*x^3) + E^(24 + 6*x - 24*x^2 - 6*x^3)*(-6*x + 48*x^2 + 18*x^3)*Log[x] + (-2 + 2*E^(12 + 3*x - 12*x^2 - 3*x^3) + E^(12 + 3*x - 12*x^2 - 3*x^3)*(6*x - 48*x^2 - 18*x^3)*Log[x])*Log[Log[x]] - Log[Log[x]]^2)/x,x]","-\frac{e^{-6 x^3-24 x^2+6 x+24} \left(-3 x^3 \log (x)-8 x^2 \log (x)+x \log (x)\right)}{x \left(-3 x^2-8 x+1\right)}+\frac{2 e^{-3 x^3-12 x^2+3 x+12} \left(-3 x^3 \log (x) \log (\log (x))-8 x^2 \log (x) \log (\log (x))+x \log (x) \log (\log (x))\right)}{x \left(-3 x^2-8 x+1\right)}-\log (x) \log ^2(\log (x))","\frac{1}{4}-\log (x) \left(e^{3 (x+4) \left(1-x^2\right)}-\log (\log (x))\right)^2",1,"-((E^(24 + 6*x - 24*x^2 - 6*x^3)*(x*Log[x] - 8*x^2*Log[x] - 3*x^3*Log[x]))/(x*(1 - 8*x - 3*x^2))) - Log[x]*Log[Log[x]]^2 + (2*E^(12 + 3*x - 12*x^2 - 3*x^3)*(x*Log[x]*Log[Log[x]] - 8*x^2*Log[x]*Log[Log[x]] - 3*x^3*Log[x]*Log[Log[x]]))/(x*(1 - 8*x - 3*x^2))","B",10,5,143,0.03497,1,"{14, 2288, 2360, 2295, 2296}"
2222,0,0,0,5.1416641,"\int \frac{16 x^2+4 x^5+e^{1-x} \left(-12 x-4 x^2+2 x^5\right)+\left(8 x^2-4 x^5+e^{1-x} \left(-4 x+2 x^4\right)\right) \log \left(\frac{4 x-2 x^4+e^{1-x} \left(-2+x^3\right)}{x^3}\right)}{\left(e^{1-x} \left(-2+x^3\right) \log ^2(2)+\left(4 x-2 x^4\right) \log ^2(2)\right) \log ^3\left(\frac{4 x-2 x^4+e^{1-x} \left(-2+x^3\right)}{x^3}\right)} \, dx","Int[(16*x^2 + 4*x^5 + E^(1 - x)*(-12*x - 4*x^2 + 2*x^5) + (8*x^2 - 4*x^5 + E^(1 - x)*(-4*x + 2*x^4))*Log[(4*x - 2*x^4 + E^(1 - x)*(-2 + x^3))/x^3])/((E^(1 - x)*(-2 + x^3)*Log[2]^2 + (4*x - 2*x^4)*Log[2]^2)*Log[(4*x - 2*x^4 + E^(1 - x)*(-2 + x^3))/x^3]^3),x]","\int \frac{16 x^2+4 x^5+e^{1-x} \left(-12 x-4 x^2+2 x^5\right)+\left(8 x^2-4 x^5+e^{1-x} \left(-4 x+2 x^4\right)\right) \log \left(\frac{4 x-2 x^4+e^{1-x} \left(-2+x^3\right)}{x^3}\right)}{\left(e^{1-x} \left(-2+x^3\right) \log ^2(2)+\left(4 x-2 x^4\right) \log ^2(2)\right) \log ^3\left(\frac{4 x-2 x^4+e^{1-x} \left(-2+x^3\right)}{x^3}\right)} \, dx","\frac{x^2}{\log ^2(2) \log ^2\left(\frac{\left(2 x-e^{1-x}\right) \left(\frac{2}{x}-x^2\right)}{x^2}\right)}",1,"(2*2^(2/3)*Defer[Int][1/((2^(1/3) - x)*Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3), x])/Log[2]^2 - (2*Defer[Int][x/Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3, x])/Log[2]^2 + (2*(-2)^(2/3)*Defer[Int][1/((2^(1/3) + (-1)^(1/3)*x)*Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3), x])/Log[2]^2 - (2*(-1)^(1/3)*2^(2/3)*Defer[Int][1/((2^(1/3) - (-1)^(2/3)*x)*Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3), x])/Log[2]^2 - (2*E*Defer[Int][x/((-E + 2*E^x*x)*Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3), x])/Log[2]^2 - (2*E*Defer[Int][x^2/((-E + 2*E^x*x)*Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^3), x])/Log[2]^2 + (2*Defer[Int][x/Log[((E - 2*E^x*x)*(-2 + x^3))/(E^x*x^3)]^2, x])/Log[2]^2","F",0,0,0,0,-1,"{}"
2223,1,20,0,0.282241,"\int \frac{3 x^2+e^{\frac{625-450 x+131 x^2-18 x^3+x^4}{x}} \left(-625+131 x^2-36 x^3+3 x^4\right)}{x^2} \, dx","Int[(3*x^2 + E^((625 - 450*x + 131*x^2 - 18*x^3 + x^4)/x)*(-625 + 131*x^2 - 36*x^3 + 3*x^4))/x^2,x]","e^{\frac{\left(x^2-9 x+25\right)^2}{x}}+3 x","3 x+e^{\frac{\left((x-5)^2+x\right)^2}{x}}",1,"E^((25 - 9*x + x^2)^2/x) + 3*x","A",3,2,52,0.03846,1,"{14, 6706}"
2224,1,21,0,0.8408168,"\int \frac{e^{2-x} (-2-x)-\log (5)}{e^{2-x} (1+x)+(1+x) \log (5)} \, dx","Int[(E^(2 - x)*(-2 - x) - Log[5])/(E^(2 - x)*(1 + x) + (1 + x)*Log[5]),x]","-x-\log (x+1)+\log \left(e^x \log (5)+e^2\right)","\log \left(\frac{\left(4+e^4\right) \left(e^{2-x}+\log (5)\right)}{6 (x+1)}\right)",1,"-x - Log[1 + x] + Log[E^2 + E^x*Log[5]]","A",8,7,39,0.1795,1,"{6741, 6688, 6742, 2282, 36, 29, 31}"
2225,0,0,0,1.2659735,"\int \frac{-19-4 e^3+e^x \left(48+24 x+3 x^2\right)}{204+83 x+8 x^2+e^3 \left(-4 x-x^2\right)+e^x \left(48+24 x+3 x^2\right)} \, dx","Int[(-19 - 4*E^3 + E^x*(48 + 24*x + 3*x^2))/(204 + 83*x + 8*x^2 + E^3*(-4*x - x^2) + E^x*(48 + 24*x + 3*x^2)),x]","\int \frac{-19-4 e^3+e^x \left(48+24 x+3 x^2\right)}{204+83 x+8 x^2+e^3 \left(-4 x-x^2\right)+e^x \left(48+24 x+3 x^2\right)} \, dx","\log \left(\frac{\left(\frac{x-3}{x}+e^3+3\right) x}{x+4}-3 \left(e^x+4\right)\right)-4",1,"x + 51*Defer[Int][(-51 - 12*E^x - 3*E^x*x - 8*(1 - E^3/8)*x)^(-1), x] - (8 - E^3)*Defer[Int][x/(51 + 12*E^x + 3*E^x*x + 8*(1 - E^3/8)*x), x] - (19 + 4*E^3)*Defer[Int][1/((4 + x)*(51 + 12*E^x + 3*E^x*x + 8*(1 - E^3/8)*x)), x]","F",0,0,0,0,-1,"{}"
2226,1,18,0,0.055191,"\int \frac{2 x-e^{\frac{1}{x}} x+e^{\frac{1}{x}} (1-x) \log (x)}{4 x} \, dx","Int[(2*x - E^x^(-1)*x + E^x^(-1)*(1 - x)*Log[x])/(4*x),x]","\frac{x}{2}-\frac{1}{4} e^{\frac{1}{x}} x \log (x)","x+\frac{1}{2} \left(-x-\frac{1}{2} e^{\frac{1}{x}} x \log (x)-22\right)+1",1,"x/2 - (E^x^(-1)*x*Log[x])/4","A",4,3,32,0.09375,1,"{12, 14, 2288}"
2227,1,20,0,0.0812763,"\int \frac{e^4 (-x+\log (x)) \left(10-2 x+\log ^2(x)\right)}{2 \left(10 x-2 x^2+x \log ^2(x)\right)} \, dx","Int[(E^4*(-x + Log[x])*(10 - 2*x + Log[x]^2))/(2*(10*x - 2*x^2 + x*Log[x]^2)),x]","\frac{1}{4} e^4 \log ^2(x)-\frac{e^4 x}{2}","\frac{1}{2} e^4 \left(-x+\frac{\log ^2(x)}{2}+5\right)",1,"-1/2*(E^4*x) + (E^4*Log[x]^2)/4","A",4,3,39,0.07692,1,"{12, 6688, 2301}"
2228,0,0,0,0.2172218,"\int \frac{16-12 x+e x-4 x^2+\left(12 x-e x+8 x^2\right) \log (x)}{80 x \log ^2(x)} \, dx","Int[(16 - 12*x + E*x - 4*x^2 + (12*x - E*x + 8*x^2)*Log[x])/(80*x*Log[x]^2),x]","\int \frac{16-12 x+e x-4 x^2+\left(12 x-e x+8 x^2\right) \log (x)}{80 x \log ^2(x)} \, dx","\frac{x \left(\frac{x-4}{x}+x-\frac{e}{4}+2\right)}{20 \log (x)}",1,"ExpIntegralEi[2*Log[x]]/10 + ((12 - E)*LogIntegral[x])/80 + Defer[Int][(16 - (12 - E)*x - 4*x^2)/(x*Log[x]^2), x]/80","F",0,0,0,0,-1,"{}"
2229,0,0,0,5.9088323,"\int \frac{36+72 x+48 x^3-4 x^4+8 x^5+\left(-9 x-6 x^3-x^5+e^{4 x} \left(6 x^3-x^3 \log (4)\right)\right) \log ^2\left(\frac{e^{-4 x} \left(9+6 x^2+x^4+e^{4 x} \left(-6 x^2+x^2 \log (4)\right)\right)}{x^2}\right)}{\left(9 x+6 x^3+x^5+e^{4 x} \left(-6 x^3+x^3 \log (4)\right)\right) \log ^2\left(\frac{e^{-4 x} \left(9+6 x^2+x^4+e^{4 x} \left(-6 x^2+x^2 \log (4)\right)\right)}{x^2}\right)} \, dx","Int[(36 + 72*x + 48*x^3 - 4*x^4 + 8*x^5 + (-9*x - 6*x^3 - x^5 + E^(4*x)*(6*x^3 - x^3*Log[4]))*Log[(9 + 6*x^2 + x^4 + E^(4*x)*(-6*x^2 + x^2*Log[4]))/(E^(4*x)*x^2)]^2)/((9*x + 6*x^3 + x^5 + E^(4*x)*(-6*x^3 + x^3*Log[4]))*Log[(9 + 6*x^2 + x^4 + E^(4*x)*(-6*x^2 + x^2*Log[4]))/(E^(4*x)*x^2)]^2),x]","\int \frac{36+72 x+48 x^3-4 x^4+8 x^5+\left(-9 x-6 x^3-x^5+e^{4 x} \left(6 x^3-x^3 \log (4)\right)\right) \log ^2\left(\frac{e^{-4 x} \left(9+6 x^2+x^4+e^{4 x} \left(-6 x^2+x^2 \log (4)\right)\right)}{x^2}\right)}{\left(9 x+6 x^3+x^5+e^{4 x} \left(-6 x^3+x^3 \log (4)\right)\right) \log ^2\left(\frac{e^{-4 x} \left(9+6 x^2+x^4+e^{4 x} \left(-6 x^2+x^2 \log (4)\right)\right)}{x^2}\right)} \, dx","\frac{2}{\log \left(e^{-4 x} \left(x+\frac{3}{x}\right)^2-6+\log (4)\right)}-x",1,"-x + 72*Defer[Int][1/((9 + 6*x^2 + x^4 - 6*E^(4*x)*x^2*(1 - Log[2]/3))*Log[(9 + x^4 + x^2*(6 + E^(4*x)*(-6 + Log[4])))/(E^(4*x)*x^2)]^2), x] + 36*Defer[Int][1/(x*(9 + 6*x^2 + x^4 - 6*E^(4*x)*x^2*(1 - Log[2]/3))*Log[(9 + x^4 + x^2*(6 + E^(4*x)*(-6 + Log[4])))/(E^(4*x)*x^2)]^2), x] + 48*Defer[Int][x^2/((9 + 6*x^2 + x^4 - 6*E^(4*x)*x^2*(1 - Log[2]/3))*Log[(9 + x^4 + x^2*(6 + E^(4*x)*(-6 + Log[4])))/(E^(4*x)*x^2)]^2), x] + 8*Defer[Int][x^4/((9 + 6*x^2 + x^4 - 6*E^(4*x)*x^2*(1 - Log[2]/3))*Log[(9 + x^4 + x^2*(6 + E^(4*x)*(-6 + Log[4])))/(E^(4*x)*x^2)]^2), x] + 4*Defer[Int][x^3/((-9 - 6*x^2 - x^4 + 6*E^(4*x)*x^2*(1 - Log[2]/3))*Log[(9 + x^4 + x^2*(6 + E^(4*x)*(-6 + Log[4])))/(E^(4*x)*x^2)]^2), x]","F",0,0,0,0,-1,"{}"
2230,1,15,0,0.020885,"\int \frac{-4-4 e^6-2 x-4 x^2}{1+e^6+x^2} \, dx","Int[(-4 - 4*E^6 - 2*x - 4*x^2)/(1 + E^6 + x^2),x]","-\log \left(x^2+e^6+1\right)-4 x","-\log \left(e^x \left(-x^2-e^6-1\right)\right)-3 x+5",1,"-4*x - Log[1 + E^6 + x^2]","A",3,2,26,0.07692,1,"{1810, 260}"
2231,1,3,0,0.0006915,"\int -\frac{1}{x^2} \, dx","Int[-x^(-2),x]","\frac{1}{x}","\frac{1}{x}+\frac{2}{9} \left(2+\frac{e^2}{3}\right)-1",1,"x^(-1)","A",1,1,5,0.2000,1,"{30}"
2232,1,43,0,0.0656992,"\int \frac{32 e^8+128 x^4+e^4 \left(24+128 x^2\right)}{9 x^3+16 e^8 x^3+48 x^5+64 x^7+e^4 \left(24 x^3+64 x^5\right)} \, dx","Int[(32*E^8 + 128*x^4 + E^4*(24 + 128*x^2))/(9*x^3 + 16*E^8*x^3 + 48*x^5 + 64*x^7 + E^4*(24*x^3 + 64*x^5)),x]","-\frac{4 e^4}{\left(3+4 e^4\right) x^2}-\frac{24}{\left(3+4 e^4\right) \left(8 x^2+4 e^4+3\right)}","-\frac{4}{4 x^2+\frac{3 x}{2 x+\frac{e^4}{x}}}",1,"(-4*E^4)/((3 + 4*E^4)*x^2) - 24/((3 + 4*E^4)*(3 + 4*E^4 + 8*x^2))","A",4,3,64,0.04688,1,"{6, 2074, 261}"
2233,0,0,0,0.6935921,"\int \frac{-1+x+(-5+10 x) \log (x)+(1-2 x) \log (x) \log (\log (x))}{\left(x^2-2 x^3+x^4\right) \log (x)} \, dx","Int[(-1 + x + (-5 + 10*x)*Log[x] + (1 - 2*x)*Log[x]*Log[Log[x]])/((x^2 - 2*x^3 + x^4)*Log[x]),x]","\int \frac{-1+x+(-5+10 x) \log (x)+(1-2 x) \log (x) \log (\log (x))}{\left(x^2-2 x^3+x^4\right) \log (x)} \, dx","\frac{5-\log (\log (x))}{x-x^2}",1,"5/((1 - x)*x) + ExpIntegralEi[-Log[x]] - Log[Log[x]]/x + Defer[Int][1/((-1 + x)*x^2*Log[x]), x] - Defer[Int][Log[Log[x]]/(-1 + x)^2, x]","F",0,0,0,0,-1,"{}"
2234,0,0,0,1.4317869,"\int \frac{56 x^2-8 x^3+\left(-160 x-8 x^2-16 x^3-32 x \log (2)\right) \log (x)+\left(100+20 x+30 x^2+\left(40+4 x+6 x^2\right) \log (2)+4 \log ^2(2)\right) \log ^2(x)}{16 x^2+(-40 x-8 x \log (2)) \log (x)+\left(25+10 \log (2)+\log ^2(2)\right) \log ^2(x)} \, dx","Int[(56*x^2 - 8*x^3 + (-160*x - 8*x^2 - 16*x^3 - 32*x*Log[2])*Log[x] + (100 + 20*x + 30*x^2 + (40 + 4*x + 6*x^2)*Log[2] + 4*Log[2]^2)*Log[x]^2)/(16*x^2 + (-40*x - 8*x*Log[2])*Log[x] + (25 + 10*Log[2] + Log[2]^2)*Log[x]^2),x]","\int \frac{56 x^2-8 x^3+\left(-160 x-8 x^2-16 x^3-32 x \log (2)\right) \log (x)+\left(100+20 x+30 x^2+\left(40+4 x+6 x^2\right) \log (2)+4 \log ^2(2)\right) \log ^2(x)}{16 x^2+(-40 x-8 x \log (2)) \log (x)+\left(25+10 \log (2)+\log ^2(2)\right) \log ^2(x)} \, dx","4 \left(\frac{(x+1) x^2}{2 \left(-\frac{4 x}{\log (x)}+5+\log (2)\right)}+x\right)",1,"4*x + (x^2*(10 + Log[4]))/(5 + Log[2])^2 + (2*x^3*(15 + Log[8]))/(3*(5 + Log[2])^2) - (8*(25 - 15*Log[2]^2 + Log[16]^2 + Log[1024])*Defer[Int][x^2/(4*x - 5*(1 + Log[2]/5)*Log[x])^2, x])/(5 + Log[2])^2 - (8*(5 + Log[2]^2 + Log[64])*Defer[Int][x^3/(4*x - 5*(1 + Log[2]/5)*Log[x])^2, x])/(5 + Log[2])^2 + (32*Defer[Int][x^4/(4*x - 5*(1 + Log[2]/5)*Log[x])^2, x])/(5 + Log[2]) - (8*(15 + Log[8])*Defer[Int][x^2/(4*x - 5*(1 + Log[2]/5)*Log[x]), x])/(5 + Log[2])^2 - (8*(20 + Log[16])*Defer[Int][x^3/(4*x - 5*(1 + Log[2]/5)*Log[x]), x])/(5 + Log[2])^2","F",0,0,0,0,-1,"{}"
2235,0,0,0,1.0309332,"\int \frac{-2268-486 x+\left(270 x+162 x^2\right) \log (x)+\left(-756 x+162 x^2\right) \log ^2(x)+\left(576 x+306 x^2\right) \log ^3(x)+\left(252+306 x-54 x^2\right) \log ^4(x)-54 x \log ^5(x)}{\left(2744 x+1764 x^2+378 x^3+27 x^4\right) \log ^3(x)} \, dx","Int[(-2268 - 486*x + (270*x + 162*x^2)*Log[x] + (-756*x + 162*x^2)*Log[x]^2 + (576*x + 306*x^2)*Log[x]^3 + (252 + 306*x - 54*x^2)*Log[x]^4 - 54*x*Log[x]^5)/((2744*x + 1764*x^2 + 378*x^3 + 27*x^4)*Log[x]^3),x]","\int \frac{-2268-486 x+\left(270 x+162 x^2\right) \log (x)+\left(-756 x+162 x^2\right) \log ^2(x)+\left(576 x+306 x^2\right) \log ^3(x)+\left(252+306 x-54 x^2\right) \log ^4(x)-54 x \log ^5(x)}{\left(2744 x+1764 x^2+378 x^3+27 x^4\right) \log ^3(x)} \, dx","\frac{\left(x+\log (x)-\frac{3}{\log (x)}\right)^2}{\left(-x-\frac{14}{3}\right)^2}+5",1,"6/(14 + 3*x) + (9*(32 + 17*x)^2)/(142*(14 + 3*x)^2) + (3*Log[x])/7 - (84*Log[x])/(14 + 3*x)^2 - (9*x*Log[x])/(7*(14 + 3*x)) + (9*Log[x]^2)/(14 + 3*x)^2 - 162*Defer[Int][1/(x*(14 + 3*x)^2*Log[x]^3), x] + 54*Defer[Int][(5 + 3*x)/((14 + 3*x)^3*Log[x]^2), x] + 54*Defer[Int][(-14 + 3*x)/((14 + 3*x)^3*Log[x]), x]","F",0,0,0,0,-1,"{}"
2236,1,16,0,0.0492538,"\int \frac{-9-x+60 x^2+4 x^3}{-x+4 x^3} \, dx","Int[(-9 - x + 60*x^2 + 4*x^3)/(-x + 4*x^3),x]","3 \log \left(1-4 x^2\right)+x+9 \log (x)","3 \left(\log \left(2 x^3 \left(1-4 x^2\right)\right)+2\right)+x-5",1,"x + 9*Log[x] + 3*Log[1 - 4*x^2]","A",4,3,27,0.1111,1,"{1593, 1802, 260}"
2237,1,43,0,0.2428375,"\int \frac{32-12 x-2 x^2+e^x \left(-320-400 x-85 x^2-5 x^3\right)+16 \log \left(5 e^{-x} x^2\right)}{320+80 x+5 x^2} \, dx","Int[(32 - 12*x - 2*x^2 + E^x*(-320 - 400*x - 85*x^2 - 5*x^3) + 16*Log[(5*x^2)/E^x])/(320 + 80*x + 5*x^2),x]","-\frac{16 \log \left(5 e^{-x} x^2\right)}{5 (x+8)}-\frac{2 x}{5}+e^x-e^x (x+1)+\frac{4 \log (x)}{5}","\frac{4 x \log \left(5 e^{-x} x^2\right)}{5 (2 x+16)}-e^x x",1,"E^x - (2*x)/5 - E^x*(1 + x) + (4*Log[x])/5 - (16*Log[(5*x^2)/E^x])/(5*(8 + x))","A",13,8,55,0.1455,1,"{27, 12, 6742, 2176, 2194, 43, 2551, 72}"
2238,1,61,0,0.1938773,"\int \frac{-1200 x^5+300 x^6}{4096-4608 x+1728 x^2-216 x^3-200 x^6+75 x^7} \, dx","Int[(-1200*x^5 + 300*x^6)/(4096 - 4608*x + 1728*x^2 - 216*x^3 - 200*x^6 + 75*x^7),x]","\frac{3}{7} \log \left(-25 x^6+72 x^2-384 x+512\right)+\frac{4}{7} \log \left(75 x^7-200 x^6-216 x^3+1728 x^2-4608 x+4096\right)-\frac{18}{7} \log (8-3 x)","\log \left(2-\frac{25 x^6}{4 (3 x-8)^2}\right)",1,"(-18*Log[8 - 3*x])/7 + (3*Log[512 - 384*x + 72*x^2 - 25*x^6])/7 + (4*Log[4096 - 4608*x + 1728*x^2 - 216*x^3 - 200*x^6 + 75*x^7])/7","B",5,4,39,0.1026,1,"{1593, 2100, 2074, 1587}"
2239,0,0,0,1.3096764,"\int \frac{-3 x-x^2+e^{5+x} \left(-9 x-3 x^2\right)+\left(3 x+2 x^2+e^{5+x} (9+6 x)\right) \log \left(\frac{\log (5)}{3 e^{5+x}+x}\right)}{45 e^{5+x}+15 x} \, dx","Int[(-3*x - x^2 + E^(5 + x)*(-9*x - 3*x^2) + (3*x + 2*x^2 + E^(5 + x)*(9 + 6*x))*Log[Log[5]/(3*E^(5 + x) + x)])/(45*E^(5 + x) + 15*x),x]","\int \frac{-3 x-x^2+e^{5+x} \left(-9 x-3 x^2\right)+\left(3 x+2 x^2+e^{5+x} (9+6 x)\right) \log \left(\frac{\log (5)}{3 e^{5+x}+x}\right)}{45 e^{5+x}+15 x} \, dx","\frac{1}{15} x (x+3) \log \left(\frac{\log (5)}{3 \left(\frac{x}{3}+e^{x+5}\right)}\right)+2",1,"-1/10*x^2 - x^3/45 + (3 + 2*x)^3/360 + ((3 + 2*x)^2*Log[Log[5]/(3*E^(5 + x) + x)])/60 + (3*Defer[Int][(3*E^(5 + x) + x)^(-1), x])/20 - (3*Defer[Int][x/(3*E^(5 + x) + x), x])/20","F",0,0,0,0,-1,"{}"
2240,1,81,0,0.5825912,"\int \frac{e^{\frac{135 x}{-5 x^2+\log (x)}} \left(-270 x+1350 x^3+50 x^4+\left(270 x-20 x^2\right) \log (x)+2 \log ^2(x)\right)}{375 x^4-150 x^2 \log (x)+15 \log ^2(x)} \, dx","Int[(E^((135*x)/(-5*x^2 + Log[x]))*(-270*x + 1350*x^3 + 50*x^4 + (270*x - 20*x^2)*Log[x] + 2*Log[x]^2))/(375*x^4 - 150*x^2*Log[x] + 15*Log[x]^2),x]","\frac{2 e^{-\frac{135 x}{5 x^2-\log (x)}} \left(-5 x^3+x-x \log (x)\right)}{15 \left(\frac{\left(\frac{1}{x}-10 x\right) x}{\left(5 x^2-\log (x)\right)^2}+\frac{1}{5 x^2-\log (x)}\right) \left(5 x^2-\log (x)\right)^2}","\frac{2}{15} x e^{\frac{27}{\frac{\log (x)}{5 x}-x}}",1,"(2*(x - 5*x^3 - x*Log[x]))/(15*E^((135*x)/(5*x^2 - Log[x]))*(((x^(-1) - 10*x)*x)/(5*x^2 - Log[x])^2 + (5*x^2 - Log[x])^(-1))*(5*x^2 - Log[x])^2)","B",3,3,69,0.04348,1,"{6741, 12, 2288}"
2241,0,0,0,1.7567697,"\int \frac{\exp \left(\frac{e^{2+4 x}+\left(-x^2+x \log ^2(x)\right) \log (\log (5))}{\log (\log (5))}\right) \left(4 e^{2+4 x} x+\left(1-2 x^2+2 x \log (x)+x \log ^2(x)\right) \log (\log (5))\right)}{\log (\log (5))} \, dx","Int[(E^((E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]])*(4*E^(2 + 4*x)*x + (1 - 2*x^2 + 2*x*Log[x] + x*Log[x]^2)*Log[Log[5]]))/Log[Log[5]],x]","\int \frac{\exp \left(\frac{e^{2+4 x}+\left(-x^2+x \log ^2(x)\right) \log (\log (5))}{\log (\log (5))}\right) \left(4 e^{2+4 x} x+\left(1-2 x^2+2 x \log (x)+x \log ^2(x)\right) \log (\log (5))\right)}{\log (\log (5))} \, dx","x e^{x \left(\log ^2(x)-x\right)+\frac{e^{4 x+2}}{\log (\log (5))}}",1,"Defer[Int][E^((E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]]), x] + (4*Defer[Int][E^(2 + 4*x + (E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]])*x, x])/Log[Log[5]] - 2*Defer[Int][E^((E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]])*x^2, x] + 2*Defer[Int][E^((E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]])*x*Log[x], x] + Defer[Int][E^((E^(2 + 4*x) + (-x^2 + x*Log[x]^2)*Log[Log[5]])/Log[Log[5]])*x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
2242,1,24,0,0.0839716,"\int \frac{-20-8 x^2}{5 x-x^2-2 x^3+x^2 \log (4)} \, dx","Int[(-20 - 8*x^2)/(5*x - x^2 - 2*x^3 + x^2*Log[4]),x]","4 \log \left(-2 x^2-x (1-\log (4))+5\right)-4 \log (x)","\log \left(\left(2 x-\frac{x+x \log (4)+5}{x}+2\right)^4\right)",1,"-4*Log[x] + 4*Log[5 - 2*x^2 - x*(1 - Log[4])]","A",5,4,30,0.1333,1,"{6, 1594, 1628, 628}"
2243,1,40,0,0.105135,"\int \frac{15+5 x^2+e^{5+x-x^2} \left(-3+3 x-6 x^2\right)-15 \log (x)}{5 x^2} \, dx","Int[(15 + 5*x^2 + E^(5 + x - x^2)*(-3 + 3*x - 6*x^2) - 15*Log[x])/(5*x^2),x]","\frac{3 e^{-x^2+x+5} \left(x-2 x^2\right)}{5 (1-2 x) x^2}+x+\frac{3 \log (x)}{x}","\frac{3 \left(\frac{1}{5} e^{-x^2+x+5}+\log (x)\right)}{x}+x+\frac{77}{16}",1,"x + (3*E^(5 + x - x^2)*(x - 2*x^2))/(5*(1 - 2*x)*x^2) + (3*Log[x])/x","A",9,4,39,0.1026,1,"{12, 14, 2288, 2304}"
2244,1,25,0,0.0808902,"\int -\frac{2 e^3}{\left(-4 x+2 x^2+e^3 \left(2 x-x^2\right)+e^3 \left(-2 x+x^2\right) \log \left(\frac{2-x}{x}\right)\right) \log \left(\frac{1}{2-e^3+e^3 \log \left(\frac{2-x}{x}\right)}\right)} \, dx","Int[(-2*E^3)/((-4*x + 2*x^2 + E^3*(2*x - x^2) + E^3*(-2*x + x^2)*Log[(2 - x)/x])*Log[(2 - E^3 + E^3*Log[(2 - x)/x])^(-1)]),x]","\log \left(\log \left(\frac{1}{e^3 \log \left(\frac{2-x}{x}\right)-e^3+2}\right)\right)","\log \left(\log \left(\frac{1}{e^3 \log \left(\frac{2-x}{x}\right)-e^3+2}\right)\right)",1,"Log[Log[(2 - E^3 + E^3*Log[(2 - x)/x])^(-1)]]","A",2,2,76,0.02632,1,"{12, 6684}"
2245,1,17,0,0.019606,"\int \frac{-96+176 x-104 x^2}{16+4 x+13 x^2} \, dx","Int[(-96 + 176*x - 104*x^2)/(16 + 4*x + 13*x^2),x]","8 \log \left(13 x^2+4 x+16\right)-8 x","8 \left(\log \left(\frac{13 x^2}{4}+x+4\right)-x\right)",1,"-8*x + 8*Log[16 + 4*x + 13*x^2]","A",3,2,23,0.08696,1,"{1657, 628}"
2246,1,30,0,0.0586741,"\int \frac{4 x+10 x^2+12 x^3+4 x^4+\left(2+4 x+4 x^2\right) \log (x)}{x} \, dx","Int[(4*x + 10*x^2 + 12*x^3 + 4*x^4 + (2 + 4*x + 4*x^2)*Log[x])/x,x]","x^4+4 x^3+4 x^2+2 x^2 \log (x)+\log ^2(x)+4 x \log (x)","\left(x^2+2 x+\log (x)\right)^2",1,"4*x^2 + 4*x^3 + x^4 + 4*x*Log[x] + 2*x^2*Log[x] + Log[x]^2","B",8,5,36,0.1389,1,"{14, 2357, 2295, 2301, 2304}"
2247,0,0,0,0.3503295,"\int \frac{-9+6 x-x^2+e^{e^x} \left(-3+e^x \left(-3 x+x^2\right)\right)}{9-6 x+x^2} \, dx","Int[(-9 + 6*x - x^2 + E^E^x*(-3 + E^x*(-3*x + x^2)))/(9 - 6*x + x^2),x]","\int \frac{-9+6 x-x^2+e^{e^x} \left(-3+e^x \left(-3 x+x^2\right)\right)}{9-6 x+x^2} \, dx","\frac{e^{e^x} x}{x-3}-x+16",1,"E^E^x - x - 3*Defer[Int][E^E^x/(-3 + x)^2, x] + 3*Defer[Int][E^(E^x + x)/(-3 + x), x]","F",0,0,0,0,-1,"{}"
2248,1,18,0,0.0059645,"\int \frac{x (i \pi +\log (5))}{18 e^3} \, dx","Int[(x*(I*Pi + Log[5]))/(18*E^3),x]","\frac{x^2 (\log (5)+i \pi )}{36 e^3}","\frac{x^2 (\log (5)+i \pi )}{36 e^3}",1,"(x^2*(I*Pi + Log[5]))/(36*E^3)","A",2,2,16,0.1250,1,"{12, 30}"
2249,1,24,0,0.2611196,"\int \frac{e (1+x)-e \log ^2(9)}{1-x-x^2+x^3+\left(6-6 x^2\right) \log ^2(9)+(9+9 x) \log ^4(9)+\left(\left(2-2 x^2\right) \log ^2(9)+(6+6 x) \log ^4(9)\right) \log (1+x)+(1+x) \log ^4(9) \log ^2(1+x)} \, dx","Int[(E*(1 + x) - E*Log[9]^2)/(1 - x - x^2 + x^3 + (6 - 6*x^2)*Log[9]^2 + (9 + 9*x)*Log[9]^4 + ((2 - 2*x^2)*Log[9]^2 + (6 + 6*x)*Log[9]^4)*Log[1 + x] + (1 + x)*Log[9]^4*Log[1 + x]^2),x]","\frac{e}{-x+\log ^2(9) \log (x+1)+1+3 \log ^2(9)}","\frac{e}{-x+\log ^2(9) (\log (x+1)+3)+1}",1,"E/(1 - x + 3*Log[9]^2 + Log[9]^2*Log[1 + x])","A",3,3,93,0.03226,1,"{6688, 12, 6686}"
2250,1,40,0,0.2929881,"\int \frac{10 x-20 x \log (x)+\left(e^x (-2-2 x)-3 x-6 x^2+2 \log (3)\right) \log ^2(x)}{2 \log ^2(x)} \, dx","Int[(10*x - 20*x*Log[x] + (E^x*(-2 - 2*x) - 3*x - 6*x^2 + 2*Log[3])*Log[x]^2)/(2*Log[x]^2),x]","-x^3-\frac{3 x^2}{4}-\frac{5 x^2}{\log (x)}+e^x-e^x (x+1)+\frac{1}{2} x \log (9)","x \left(-x^2-\frac{3 x}{4}-e^x-\frac{5 x}{\log (x)}+\log (3)\right)",1,"E^x - (3*x^2)/4 - x^3 - E^x*(1 + x) + (x*Log[9])/2 - (5*x^2)/Log[x]","A",12,8,44,0.1818,1,"{12, 6742, 2176, 2194, 6688, 2306, 2309, 2178}"
2251,1,13,0,0.0191265,"\int \frac{4+x^2+x^4+3 x^4 \log (x)}{x^2} \, dx","Int[(4 + x^2 + x^4 + 3*x^4*Log[x])/x^2,x]","x^3 \log (x)+x-\frac{4}{x}","\frac{x^4 \log (x)+x^2+x-4}{x}",1,"-4/x + x + x^3*Log[x]","A",5,2,19,0.1053,1,"{14, 2304}"
2252,1,104,0,0.6633058,"\int \frac{6250-18500 x-22250 x^2+14924 x^3+16596 x^4+3546 x^5-506 x^6-300 x^7-42 x^8-2 x^9+\left(-6250+19850 x+18400 x^2-18904 x^3-12908 x^4-962 x^5+700 x^6+160 x^7+10 x^8\right) \log (4)+\left(2500-8470 x-5690 x^2+8774 x^3+3418 x^4-300 x^5-220 x^6-20 x^7\right) \log ^2(4)+\left(-500+1798 x+780 x^2-1918 x^3-300 x^4+120 x^5+20 x^6\right) \log ^3(4)+\left(50-190 x-40 x^2+200 x^3-10 x^4-10 x^5\right) \log ^4(4)+\left(-2+8 x-8 x^3+2 x^4\right) \log ^5(4)}{-3125 x^3-3125 x^4-1250 x^5-250 x^6-25 x^7-x^8+\left(3125 x^3+2500 x^4+750 x^5+100 x^6+5 x^7\right) \log (4)+\left(-1250 x^3-750 x^4-150 x^5-10 x^6\right) \log ^2(4)+\left(250 x^3+100 x^4+10 x^5\right) \log ^3(4)+\left(-25 x^3-5 x^4\right) \log ^4(4)+x^3 \log ^5(4)} \, dx","Int[(6250 - 18500*x - 22250*x^2 + 14924*x^3 + 16596*x^4 + 3546*x^5 - 506*x^6 - 300*x^7 - 42*x^8 - 2*x^9 + (-6250 + 19850*x + 18400*x^2 - 18904*x^3 - 12908*x^4 - 962*x^5 + 700*x^6 + 160*x^7 + 10*x^8)*Log[4] + (2500 - 8470*x - 5690*x^2 + 8774*x^3 + 3418*x^4 - 300*x^5 - 220*x^6 - 20*x^7)*Log[4]^2 + (-500 + 1798*x + 780*x^2 - 1918*x^3 - 300*x^4 + 120*x^5 + 20*x^6)*Log[4]^3 + (50 - 190*x - 40*x^2 + 200*x^3 - 10*x^4 - 10*x^5)*Log[4]^4 + (-2 + 8*x - 8*x^3 + 2*x^4)*Log[4]^5)/(-3125*x^3 - 3125*x^4 - 1250*x^5 - 250*x^6 - 25*x^7 - x^8 + (3125*x^3 + 2500*x^4 + 750*x^5 + 100*x^6 + 5*x^7)*Log[4] + (-1250*x^3 - 750*x^4 - 150*x^5 - 10*x^6)*Log[4]^2 + (250*x^3 + 100*x^4 + 10*x^5)*Log[4]^3 + (-25*x^3 - 5*x^4)*Log[4]^4 + x^3*Log[4]^5),x]","x^2+\frac{1}{x^2}-8 x-\frac{2 \left(46+\log ^2(4)-14 \log (4)\right)}{(5-\log (4)) (x+5-\log (4))^2}-\frac{2 \left(99+4 \log ^2(4)-40 \log (4)\right)}{x (5-\log (4))^2}+\frac{2 (4-\log (4)) (6-\log (4))}{(5-\log (4))^2 (x+5-\log (4))}+\frac{1}{(x+5-\log (4))^4}","\frac{\left((x-3) x-x+\frac{x}{(x+5-\log (4))^2}+1\right)^2}{x^2}",1,"x^(-2) - 8*x + x^2 + (5 + x - Log[4])^(-4) + (2*(4 - Log[4])*(6 - Log[4]))/((5 - Log[4])^2*(5 + x - Log[4])) - (2*(46 - 14*Log[4] + Log[4]^2))/((5 - Log[4])*(5 + x - Log[4])^2) - (2*(99 - 40*Log[4] + 4*Log[4]^2))/(x*(5 - Log[4])^2)","B",3,2,347,0.005764,1,"{6, 2074}"
2253,1,163,0,1.6163449,"\int \frac{4 x^4+\frac{e^{8 x} (-8+8 x)}{x^8}+e^{3 x^2} \left(-16 x^4-24 x^6\right)+e^{x^2} \left(-16 x^4-8 x^6\right)+e^{4 x^2} \left(4 x^4+8 x^6\right)+e^{2 x^2} \left(24 x^4+24 x^6\right)+\frac{e^{6 x} \left(20 x-24 x^2+e^{x^2} \left(-20 x+24 x^2+8 x^3\right)\right)}{x^6}+\frac{e^{4 x} \left(-12 x^2+24 x^3+e^{x^2} \left(24 x^2-48 x^3-24 x^4\right)+e^{2 x^2} \left(-12 x^2+24 x^3+24 x^4\right)\right)}{x^4}+\frac{e^{2 x} \left(-4 x^3-8 x^4+e^{2 x^2} \left(-12 x^3-24 x^4-48 x^5\right)+e^{3 x^2} \left(4 x^3+8 x^4+24 x^5\right)+e^{x^2} \left(12 x^3+24 x^4+24 x^5\right)\right)}{x^2}}{x} \, dx","Int[(4*x^4 + (E^(8*x)*(-8 + 8*x))/x^8 + E^(3*x^2)*(-16*x^4 - 24*x^6) + E^x^2*(-16*x^4 - 8*x^6) + E^(4*x^2)*(4*x^4 + 8*x^6) + E^(2*x^2)*(24*x^4 + 24*x^6) + (E^(6*x)*(20*x - 24*x^2 + E^x^2*(-20*x + 24*x^2 + 8*x^3)))/x^6 + (E^(4*x)*(-12*x^2 + 24*x^3 + E^x^2*(24*x^2 - 48*x^3 - 24*x^4) + E^(2*x^2)*(-12*x^2 + 24*x^3 + 24*x^4)))/x^4 + (E^(2*x)*(-4*x^3 - 8*x^4 + E^(2*x^2)*(-12*x^3 - 24*x^4 - 48*x^5) + E^(3*x^2)*(4*x^3 + 8*x^4 + 24*x^5) + E^x^2*(12*x^3 + 24*x^4 + 24*x^5)))/x^2)/x,x]","\frac{e^{8 x}}{x^8}-\frac{4 e^{6 x}}{x^5}+x^4+\frac{6 e^{4 x}}{x^2}+\frac{4 e^{3 x^2} \left(e^{2 x} x^2-x^5\right)}{x}+e^{4 x^2} x^4+\frac{6 e^{2 x^2} \left(x^8-2 e^{2 x} x^5+e^{4 x} x^2\right)}{x^4}+\frac{4 e^{x^2} \left(e^{2 x}-x^3\right)^2 \left(e^{2 x} x^2-x^5\right)}{x^7}+2 e^{2 x}-2 e^{2 x} (2 x+1)","\left(\frac{e^{2 x}}{x^2}-\left(1-e^{x^2}\right) x\right)^4",1,"2*E^(2*x) + E^(8*x)/x^8 - (4*E^(6*x))/x^5 + (6*E^(4*x))/x^2 + x^4 + E^(4*x^2)*x^4 - 2*E^(2*x)*(1 + 2*x) + (4*E^(3*x^2)*(E^(2*x)*x^2 - x^5))/x + (4*E^x^2*(E^(2*x) - x^3)^2*(E^(2*x)*x^2 - x^5))/x^7 + (6*E^(2*x^2)*(E^(4*x)*x^2 - 2*E^(2*x)*x^5 + x^8))/x^4","B",19,9,292,0.03082,1,"{14, 2226, 2212, 2209, 6742, 2197, 2176, 2194, 2288}"
2254,1,20,0,0.1434814,"\int e^{-3 e^{-2+2 x+x^2}+8 x} \left(16+e^{-2+2 x+x^2} (-12-12 x)\right) \, dx","Int[E^(-3*E^(-2 + 2*x + x^2) + 8*x)*(16 + E^(-2 + 2*x + x^2)*(-12 - 12*x)),x]","2 e^{8 x-3 e^{x^2+2 x-2}}","2 e^{8 x-3 e^{x^2+2 x-2}}",1,"2*E^(-3*E^(-2 + 2*x + x^2) + 8*x)","A",1,1,37,0.02703,1,"{6706}"
2255,1,71,0,0.150541,"\int \frac{-12150+22680 x-17550 x^2+7200 x^3-1650 x^4+200 x^5-10 x^6+e^5 \left(-768-768 x+2592 x^2-2016 x^3-735 x^4+1993 x^5-1350 x^6+450 x^7-75 x^8+5 x^9\right)}{-243+405 x-270 x^2+90 x^3-15 x^4+x^5} \, dx","Int[(-12150 + 22680*x - 17550*x^2 + 7200*x^3 - 1650*x^4 + 200*x^5 - 10*x^6 + E^5*(-768 - 768*x + 2592*x^2 - 2016*x^3 - 735*x^4 + 1993*x^5 - 1350*x^6 + 450*x^7 - 75*x^8 + 5*x^9))/(-243 + 405*x - 270*x^2 + 90*x^3 - 15*x^4 + x^5),x]","e^5 x^5-5 x^2+2 \left(25-16 e^5\right) x+\frac{864 e^5}{3-x}-\frac{864 e^5}{(3-x)^2}-\frac{256 e^5}{(3-x)^3}+\frac{768 e^5}{(3-x)^4}","e^5 x \left(x^2-\frac{16}{(3-x)^2}\right)^2-5 (x-5)^2",1,"(768*E^5)/(3 - x)^4 - (256*E^5)/(3 - x)^3 - (864*E^5)/(3 - x)^2 + (864*E^5)/(3 - x) + 2*(25 - 16*E^5)*x - 5*x^2 + E^5*x^5","B",2,1,105,0.009524,1,"{2074}"
2256,0,0,0,9.618539,"\int \frac{\left(-12-6 x-4 x^2+4 x^3+2 x^2 \log (x)\right) \log \left(\log \left(\frac{54-18 x-27 x^2+9 x^3+\left(-27 x+9 x^2\right) \log (x)}{x}\right)\right)}{\left(54 x-18 x^2-27 x^3+9 x^4+\left(-27 x^2+9 x^3\right) \log (x)\right) \log \left(\frac{54-18 x-27 x^2+9 x^3+\left(-27 x+9 x^2\right) \log (x)}{x}\right)} \, dx","Int[((-12 - 6*x - 4*x^2 + 4*x^3 + 2*x^2*Log[x])*Log[Log[(54 - 18*x - 27*x^2 + 9*x^3 + (-27*x + 9*x^2)*Log[x])/x]])/((54*x - 18*x^2 - 27*x^3 + 9*x^4 + (-27*x^2 + 9*x^3)*Log[x])*Log[(54 - 18*x - 27*x^2 + 9*x^3 + (-27*x + 9*x^2)*Log[x])/x]),x]","\int \frac{\left(-12-6 x-4 x^2+4 x^3+2 x^2 \log (x)\right) \log \left(\log \left(\frac{54-18 x-27 x^2+9 x^3+\left(-27 x+9 x^2\right) \log (x)}{x}\right)\right)}{\left(54 x-18 x^2-27 x^3+9 x^4+\left(-27 x^2+9 x^3\right) \log (x)\right) \log \left(\frac{54-18 x-27 x^2+9 x^3+\left(-27 x+9 x^2\right) \log (x)}{x}\right)} \, dx","\frac{1}{9} \log ^2\left(\log \left(\frac{9 (x-3) (x (x+\log (x))-2)}{x}\right)\right)",1,"(8*Defer[Int][Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]]/((-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/9 + (14*Defer[Int][Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]]/((-3 + x)*(-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/9 + (4*Defer[Int][Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]]/(x*(-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/9 + (4*Defer[Int][(x*Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]])/((-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/9 + (2*Defer[Int][(Log[x]*Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]])/((-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/9 + (2*Defer[Int][(Log[x]*Log[Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]])/((-3 + x)*(-2 + x^2 + x*Log[x])*Log[(9*(-3 + x)*(-2 + x^2 + x*Log[x]))/x]), x])/3","F",0,0,0,0,-1,"{}"
2257,1,31,0,0.1813074,"\int \frac{e^{-2 x} \left(-2 e^{2 x}-4 x^2+8 x^3\right)}{5 x^2} \, dx","Int[(-2*E^(2*x) - 4*x^2 + 8*x^3)/(5*E^(2*x)*x^2),x]","\frac{2}{5} e^{-2 x} (1-2 x)-\frac{2 e^{-2 x}}{5}+\frac{2}{5 x}","\frac{-4 e^{-2 x} x^2+x+2}{5 x}",1,"-2/(5*E^(2*x)) + (2*(1 - 2*x))/(5*E^(2*x)) + 2/(5*x)","A",5,4,30,0.1333,1,"{12, 6688, 2176, 2194}"
2258,0,0,0,9.1262586,"\int \frac{4 x^2+e^x \left(1-4 x+4 x^2\right)+\left(-6 x^2+12 x^3\right) \log \left(\frac{-5+10 x}{2 x}\right)}{e^{3 x} (-1+2 x)+e^{2 x} \left(-6 x^2+12 x^3\right) \log \left(\frac{-5+10 x}{2 x}\right)+e^x \left(-12 x^4+24 x^5\right) \log ^2\left(\frac{-5+10 x}{2 x}\right)+\left(-8 x^6+16 x^7\right) \log ^3\left(\frac{-5+10 x}{2 x}\right)} \, dx","Int[(4*x^2 + E^x*(1 - 4*x + 4*x^2) + (-6*x^2 + 12*x^3)*Log[(-5 + 10*x)/(2*x)])/(E^(3*x)*(-1 + 2*x) + E^(2*x)*(-6*x^2 + 12*x^3)*Log[(-5 + 10*x)/(2*x)] + E^x*(-12*x^4 + 24*x^5)*Log[(-5 + 10*x)/(2*x)]^2 + (-8*x^6 + 16*x^7)*Log[(-5 + 10*x)/(2*x)]^3),x]","\int \frac{4 x^2+e^x \left(1-4 x+4 x^2\right)+\left(-6 x^2+12 x^3\right) \log \left(\frac{-5+10 x}{2 x}\right)}{e^{3 x} (-1+2 x)+e^{2 x} \left(-6 x^2+12 x^3\right) \log \left(\frac{-5+10 x}{2 x}\right)+e^x \left(-12 x^4+24 x^5\right) \log ^2\left(\frac{-5+10 x}{2 x}\right)+\left(-8 x^6+16 x^7\right) \log ^3\left(\frac{-5+10 x}{2 x}\right)} \, dx","2-\frac{x}{\left(2 x^2 \log \left(5-\frac{5}{2 x}\right)+e^x\right)^2}",1,"Defer[Int][(E^x + 2*x^2*Log[5 - 5/(2*x)])^(-3), x] + 2*Defer[Int][x/(E^x + 2*x^2*Log[5 - 5/(2*x)])^3, x] + Defer[Int][1/((-1 + 2*x)*(E^x + 2*x^2*Log[5 - 5/(2*x)])^3), x] + 8*Defer[Int][(x^2*Log[5 - 5/(2*x)])/(E^x + 2*x^2*Log[5 - 5/(2*x)])^3, x] - 4*Defer[Int][(x^3*Log[5 - 5/(2*x)])/(E^x + 2*x^2*Log[5 - 5/(2*x)])^3, x] - Defer[Int][(E^x + 2*x^2*Log[5 - 5/(2*x)])^(-2), x] + 2*Defer[Int][x/(E^x + 2*x^2*Log[5 - 5/(2*x)])^2, x]","F",0,0,0,0,-1,"{}"
2259,1,18,0,0.085587,"\int \frac{25+e+30 e^{2 x}+5 e^{4 x}}{25+e+10 e^{2 x}+e^{4 x}} \, dx","Int[(25 + E + 30*E^(2*x) + 5*E^(4*x))/(25 + E + 10*E^(2*x) + E^(4*x)),x]","x+\log \left(10 e^{2 x}+e^{4 x}+25+e\right)","x+\log \left(-\left(e^{2 x}+5\right)^2-e\right)",1,"x + Log[25 + E + 10*E^(2*x) + E^(4*x)]","A",4,3,35,0.08571,1,"{2282, 1628, 628}"
2260,1,18,0,0.0108079,"\int \frac{25 x^4 \log ^4\left(\frac{4}{3}\right)}{-32 e^{50}+5 x^5 \log ^4\left(\frac{4}{3}\right)} \, dx","Int[(25*x^4*Log[4/3]^4)/(-32*E^50 + 5*x^5*Log[4/3]^4),x]","\log \left(32 e^{50}-5 x^5 \log ^4\left(\frac{4}{3}\right)\right)","\log \left(5 \left(\frac{5}{16} x^5 \log ^4\left(\frac{4}{3}\right)-2 e^{50}\right)\right)",1,"Log[32*E^50 - 5*x^5*Log[4/3]^4]","A",2,2,30,0.06667,1,"{12, 260}"
2261,1,18,0,0.3580453,"\int \frac{1+2 x+e^{2 x-x^2} \left(2 x-2 x^3\right)}{x+x^2} \, dx","Int[(1 + 2*x + E^(2*x - x^2)*(2*x - 2*x^3))/(x + x^2),x]","e^{2 x-x^2}+\log (x)+\log (x+1)","e^{2 x-x^2}+\log \left(x^2+x\right)+9",1,"E^(2*x - x^2) + Log[x] + Log[1 + x]","A",6,4,34,0.1176,1,"{1593, 6742, 2236, 72}"
2262,1,29,0,0.03658,"\int \left(50 e x+75 x^2+e^{-1+e^{2 x}} \left(e+2 x+e^{2 x} \left(2 e x+2 x^2\right)\right)\right) \, dx","Int[50*E*x + 75*x^2 + E^(-1 + E^(2*x))*(E + 2*x + E^(2*x)*(2*E*x + 2*x^2)),x]","25 x^3+25 e x^2+e^{e^{2 x}-1} \left(x^2+e x\right)","\left(\frac{e^{e^{2 x}-1}}{x}+25\right) x^2 (x+e)",1,"25*E*x^2 + 25*x^3 + E^(-1 + E^(2*x))*(E*x + x^2)","A",2,1,41,0.02439,1,"{2288}"
2263,0,0,0,3.9601181,"\int \frac{\left(-2 e x-2 e^{1+\frac{4}{x}} x\right) \log (x)+\left(e x+e^{1+\frac{4}{x}} x\right) \log ^2(x)+\left(-4 e x^2+e^{1+\frac{4}{x}} \left(16 x-4 x^2\right)+\left(e^{1+\frac{4}{x}} (-4+x)+e x\right) \log ^2(x)\right) \log \left(\frac{4 x-\log ^2(x)}{x}\right)}{\left(-8 x^2+2 x \log ^2(x)\right) \log ^2\left(\frac{4 x-\log ^2(x)}{x}\right)} \, dx","Int[((-2*E*x - 2*E^(1 + 4/x)*x)*Log[x] + (E*x + E^(1 + 4/x)*x)*Log[x]^2 + (-4*E*x^2 + E^(1 + 4/x)*(16*x - 4*x^2) + (E^(1 + 4/x)*(-4 + x) + E*x)*Log[x]^2)*Log[(4*x - Log[x]^2)/x])/((-8*x^2 + 2*x*Log[x]^2)*Log[(4*x - Log[x]^2)/x]^2),x]","\int \frac{\left(-2 e x-2 e^{1+\frac{4}{x}} x\right) \log (x)+\left(e x+e^{1+\frac{4}{x}} x\right) \log ^2(x)+\left(-4 e x^2+e^{1+\frac{4}{x}} \left(16 x-4 x^2\right)+\left(e^{1+\frac{4}{x}} (-4+x)+e x\right) \log ^2(x)\right) \log \left(\frac{4 x-\log ^2(x)}{x}\right)}{\left(-8 x^2+2 x \log ^2(x)\right) \log ^2\left(\frac{4 x-\log ^2(x)}{x}\right)} \, dx","\frac{e \left(e^{4/x} x+x\right)}{2 \log \left(4-\frac{\log ^2(x)}{x}\right)}",1,"(E^(1 + 4/x)*x*(4*x*Log[4 - Log[x]^2/x] - Log[x]^2*Log[4 - Log[x]^2/x]))/(2*(4*x - Log[x]^2)*Log[4 - Log[x]^2/x]^2) - E*Defer[Int][Log[x]/((-4*x + Log[x]^2)*Log[4 - Log[x]^2/x]^2), x] + (E*Defer[Int][Log[x]^2/((-4*x + Log[x]^2)*Log[4 - Log[x]^2/x]^2), x])/2 + (E*Defer[Int][Log[4 - Log[x]^2/x]^(-1), x])/2","F",0,0,0,0,-1,"{}"
2264,1,37,0,1.0651163,"\int \frac{25 x-25 x^2-44 x^3-12 x^4+\left(75+35 x+23 x^2+14 x^3+6 x^4\right) \log \left(3-x+x^2\right)}{375 x^2+175 x^3+85 x^4+80 x^5+20 x^6} \, dx","Int[(25*x - 25*x^2 - 44*x^3 - 12*x^4 + (75 + 35*x + 23*x^2 + 14*x^3 + 6*x^4)*Log[3 - x + x^2])/(375*x^2 + 175*x^3 + 85*x^4 + 80*x^5 + 20*x^6),x]","-\frac{\log \left(x^2-x+3\right)}{5 x}-\frac{\log \left(x^2-x+3\right)}{5 (2 x+5)}","\frac{\log \left(x^2-x+3\right)}{5 \left(\frac{x^2}{3 x+5}-x\right)}",1,"-1/5*Log[3 - x + x^2]/x - Log[3 - x + x^2]/(5*(5 + 2*x))","A",45,14,78,0.1795,1,"{6741, 12, 6728, 709, 800, 634, 618, 204, 628, 893, 1628, 2528, 2525, 2074}"
2265,1,50,0,0.0184052,"\int \left(12+4 x-6 x^2+\left(24 x^2-16 x^3\right) \log ^2(8)+\left(16 x^3-10 x^4\right) \log ^4(8)\right) \, dx","Int[12 + 4*x - 6*x^2 + (24*x^2 - 16*x^3)*Log[8]^2 + (16*x^3 - 10*x^4)*Log[8]^4,x]","-2 x^5 \log ^4(8)+4 x^4 \log ^4(8)-4 x^4 \log ^2(8)-2 x^3+8 x^3 \log ^2(8)+2 x^2+12 x","(4-2 x) \left(\left(x^2 \log ^2(8)+x\right)^2+x-4\right)+2",1,"12*x + 2*x^2 - 2*x^3 + 8*x^3*Log[8]^2 - 4*x^4*Log[8]^2 + 4*x^4*Log[8]^4 - 2*x^5*Log[8]^4","B",3,0,42,0,1,"{}"
2266,1,24,0,0.0247259,"\int \frac{3 x^2+\log (3) \left(-x^2-16 \log ^4\left(\frac{125}{3}\right)\right)}{x^2 \log (3)} \, dx","Int[(3*x^2 + Log[3]*(-x^2 - 16*Log[125/3]^4))/(x^2*Log[3]),x]","\frac{16 \log ^4\left(\frac{125}{3}\right)}{x}+\frac{x (3-\log (3))}{\log (3)}","-x+\frac{16 \log ^4\left(\frac{125}{3}\right)}{x}+\frac{3 x}{\log (3)}-3",1,"(x*(3 - Log[3]))/Log[3] + (16*Log[125/3]^4)/x","A",3,2,31,0.06452,1,"{12, 14}"
2267,1,172,0,0.7373243,"\int \frac{32 x+60 x^2-8 x^3+e^4 \left(16 x+32 x^2\right)+\left(34+34 x^2+e^4 \left(16+16 x^2\right)\right) \log \left(1+x^2\right)}{64-16 x+65 x^2-16 x^3+x^4+e^8 \left(16+16 x^2\right)+e^4 \left(64-8 x+64 x^2-8 x^3\right)} \, dx","Int[(32*x + 60*x^2 - 8*x^3 + E^4*(16*x + 32*x^2) + (34 + 34*x^2 + E^4*(16 + 16*x^2))*Log[1 + x^2])/(64 - 16*x + 65*x^2 - 16*x^3 + x^4 + E^8*(16 + 16*x^2) + E^4*(64 - 8*x + 64*x^2 - 8*x^3)),x]","\frac{2 \left(17+8 e^4\right) \log \left(x^2+1\right)}{4 \left(2+e^4\right)-x}-\frac{8 \left(2+e^4\right) \left(17+8 e^4\right) \log \left(x^2+1\right)}{65+64 e^4+16 e^8}+\frac{4 \left(3+2 e^4\right) \log \left(x^2+1\right)}{65+64 e^4+16 e^8}-\frac{16 \left(34+33 e^4+8 e^8\right) \log \left(4 \left(2+e^4\right)-x\right)}{65+64 e^4+16 e^8}+\frac{16 \left(2+e^4\right) \left(17+8 e^4\right) \log \left(4 \left(2+e^4\right)-x\right)}{65+64 e^4+16 e^8}","\frac{\left(\frac{2}{x}+4\right) x \log \left(x^2+1\right)}{4 \left(2+e^4\right)-x}",1,"(16*(2 + E^4)*(17 + 8*E^4)*Log[4*(2 + E^4) - x])/(65 + 64*E^4 + 16*E^8) - (16*(34 + 33*E^4 + 8*E^8)*Log[4*(2 + E^4) - x])/(65 + 64*E^4 + 16*E^8) + (4*(3 + 2*E^4)*Log[1 + x^2])/(65 + 64*E^4 + 16*E^8) - (8*(2 + E^4)*(17 + 8*E^4)*Log[1 + x^2])/(65 + 64*E^4 + 16*E^8) + (2*(17 + 8*E^4)*Log[1 + x^2])/(4*(2 + E^4) - x)","B",14,8,103,0.07767,1,"{6688, 6725, 1629, 635, 203, 260, 2463, 801}"
2268,1,37,0,0.5758477,"\int \frac{e^4 \left(30+10 e^3\right)+e^4 \left(-30-10 e^3\right) \log (x)-50 e^4 \log ^2(x)}{63 x^2+42 e^3 x^2+7 e^6 x^2+\left(210 x^2+70 e^3 x^2\right) \log (x)+175 x^2 \log ^2(x)} \, dx","Int[(E^4*(30 + 10*E^3) + E^4*(-30 - 10*E^3)*Log[x] - 50*E^4*Log[x]^2)/(63*x^2 + 42*E^3*x^2 + 7*E^6*x^2 + (210*x^2 + 70*E^3*x^2)*Log[x] + 175*x^2*Log[x]^2),x]","\frac{2 e^4}{7 x}-\frac{2 e^4 \left(3+e^3\right)}{7 x \left(5 \log (x)+e^3+3\right)}","\frac{2 e^4}{7 x \left(\frac{3+e^3}{5 \log (x)}+1\right)}",1,"(2*E^4)/(7*x) - (2*E^4*(3 + E^3))/(7*x*(3 + E^3 + 5*Log[x]))","A",11,7,85,0.08235,1,"{6, 6688, 12, 6742, 2306, 2309, 2178}"
2269,1,18,0,0.0100477,"\int \frac{x^3+(-24+3 x) \log (\log (2))}{x^3} \, dx","Int[(x^3 + (-24 + 3*x)*Log[Log[2]])/x^3,x]","\frac{12 \log (\log (2))}{x^2}+x-\frac{3 \log (\log (2))}{x}","-\frac{3 (x-4) \log (\log (2))}{x^2}+x+e-7",1,"x + (12*Log[Log[2]])/x^2 - (3*Log[Log[2]])/x","A",2,1,17,0.05882,1,"{14}"
2270,1,12,0,0.1139532,"\int \frac{6-2 x^2 \log ^3(x)}{x \log ^3(x)} \, dx","Int[(6 - 2*x^2*Log[x]^3)/(x*Log[x]^3),x]","-x^2-\frac{3}{\log ^2(x)}","-x^2-\frac{3}{\log ^2(x)}-\left(e^3-4\right)^2-9",1,"-x^2 - 3/Log[x]^2","A",4,3,19,0.1579,1,"{6688, 2302, 30}"
2271,1,16,0,0.0915828,"\int \frac{x^2+\left(6 x+2 x^2\right) \log (3+x)}{\left(30+10 x+\left(3 x^2+x^3\right) \log (3+x)\right) \log \left(\frac{1}{5} \left(10+x^2 \log (3+x)\right)\right)} \, dx","Int[(x^2 + (6*x + 2*x^2)*Log[3 + x])/((30 + 10*x + (3*x^2 + x^3)*Log[3 + x])*Log[(10 + x^2*Log[3 + x])/5]),x]","\log \left(\log \left(\frac{1}{5} \left(x^2 \log (x+3)+10\right)\right)\right)","\log \left(\log \left(\frac{1}{5} x^2 \log (x+3)+2\right)\right)+5",1,"Log[Log[(10 + x^2*Log[3 + x])/5]]","A",1,1,57,0.01754,1,"{6684}"
2272,0,0,0,1.0919522,"\int \frac{3-x-3 e^2 x-2 x^2-3 \log (x)}{4 x^4+\left(-12 x^2+4 x^3+12 e^2 x^3\right) \log (x)+\left(9-6 x+x^2+9 e^4 x^2+e^2 \left(-18 x+6 x^2\right)\right) \log ^2(x)} \, dx","Int[(3 - x - 3*E^2*x - 2*x^2 - 3*Log[x])/(4*x^4 + (-12*x^2 + 4*x^3 + 12*E^2*x^3)*Log[x] + (9 - 6*x + x^2 + 9*E^4*x^2 + E^2*(-18*x + 6*x^2))*Log[x]^2),x]","\int \frac{3-x-3 e^2 x-2 x^2-3 \log (x)}{4 x^4+\left(-12 x^2+4 x^3+12 e^2 x^3\right) \log (x)+\left(9-6 x+x^2+9 e^4 x^2+e^2 \left(-18 x+6 x^2\right)\right) \log ^2(x)} \, dx","\frac{1}{2 x-\frac{\left(-3 e^2 x-x+3\right) \log (x)}{x}}",1,"(3*(7 + 6*E^2 + 9*E^4)*Defer[Int][(2*x^2 - 3*Log[x] + (1 + 3*E^2)*x*Log[x])^(-2), x])/(1 + 3*E^2)^2 + ((5 - 6*E^2 - 9*E^4)*Defer[Int][x/(2*x^2 - 3*Log[x] + (1 + 3*E^2)*x*Log[x])^2, x])/(1 + 3*E^2) - 2*Defer[Int][x^2/(2*x^2 - 3*Log[x] + (1 + 3*E^2)*x*Log[x])^2, x] + (54*Defer[Int][1/((-3 + (1 + 3*E^2)*x)*(2*x^2 - 3*Log[x] + (1 + 3*E^2)*x*Log[x])^2), x])/(1 + 3*E^2)^2 + 3*Defer[Int][1/((3 - (1 + 3*E^2)*x)*(2*x^2 - 3*Log[x] + (1 + 3*E^2)*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
2273,1,39,0,0.1880282,"\int \frac{64-48 x-84 x^2+23 x^3+42 x^4-24 x^5-8 x^6}{64 x-112 x^2-36 x^3+143 x^4-8 x^5-60 x^6+4 x^7+8 x^8} \, dx","Int[(64 - 48*x - 84*x^2 + 23*x^3 + 42*x^4 - 24*x^5 - 8*x^6)/(64*x - 112*x^2 - 36*x^3 + 143*x^4 - 8*x^5 - 60*x^6 + 4*x^7 + 8*x^8),x]","2 \log \left(-2 x^2-x+4\right)-\log \left(-4 x^5+22 x^3-7 x^2-24 x+16\right)+\log (x)","4-\log \left(\frac{3 x^2}{\left(-2 x^2-x+4\right)^2}+\frac{1}{x}-1\right)",1,"Log[x] + 2*Log[4 - x - 2*x^2] - Log[16 - 24*x - 7*x^2 + 22*x^3 - 4*x^5]","A",4,3,72,0.04167,1,"{2074, 628, 1587}"
2274,1,21,0,0.1215998,"\int \frac{-512+1568 x+1630 x^2+622 x^3+110 x^4+8 x^5}{256 x+224 x^2+81 x^3+14 x^4+x^5} \, dx","Int[(-512 + 1568*x + 1630*x^2 + 622*x^3 + 110*x^4 + 8*x^5)/(256*x + 224*x^2 + 81*x^3 + 14*x^4 + x^5),x]","-\frac{2 x}{x^2+7 x+16}+8 x-2 \log (x)","2 \left(4 x+\log \left(\frac{e^{\frac{x}{x-(x+4)^2}}}{4 x}\right)\right)",1,"8*x - (2*x)/(16 + 7*x + x^2) - 2*Log[x]","A",7,4,50,0.08000,1,"{2074, 638, 618, 204}"
2275,0,0,0,7.6999047,"\int \frac{-384+(-384+3 x) \log \left(\frac{16 x}{-128+x}\right)+e^{16/x} (2048-16 x) \log ^2\left(\frac{16 x}{-128+x}\right)}{-1152+9 x+e^{16/x} \left(768 x-6 x^2\right) \log \left(\frac{16 x}{-128+x}\right)+e^{32/x} \left(-128 x^2+x^3\right) \log ^2\left(\frac{16 x}{-128+x}\right)} \, dx","Int[(-384 + (-384 + 3*x)*Log[(16*x)/(-128 + x)] + E^(16/x)*(2048 - 16*x)*Log[(16*x)/(-128 + x)]^2)/(-1152 + 9*x + E^(16/x)*(768*x - 6*x^2)*Log[(16*x)/(-128 + x)] + E^(32/x)*(-128*x^2 + x^3)*Log[(16*x)/(-128 + x)]^2),x]","\int \frac{-384+(-384+3 x) \log \left(\frac{16 x}{-128+x}\right)+e^{16/x} (2048-16 x) \log ^2\left(\frac{16 x}{-128+x}\right)}{-1152+9 x+e^{16/x} \left(768 x-6 x^2\right) \log \left(\frac{16 x}{-128+x}\right)+e^{32/x} \left(-128 x^2+x^3\right) \log ^2\left(\frac{16 x}{-128+x}\right)} \, dx","\frac{x}{\frac{3}{\log \left(\frac{x}{\frac{x}{16}-8}\right)}-e^{16/x} x}",1,"-384*Defer[Int][1/((-128 + x)*(-3 + E^(16/x)*x*Log[(16*x)/(-128 + x)])^2), x] + 3*Defer[Int][Log[(16*x)/(-128 + x)]/(-3 + E^(16/x)*x*Log[(16*x)/(-128 + x)])^2, x] - 48*Defer[Int][Log[(16*x)/(-128 + x)]/(x*(-3 + E^(16/x)*x*Log[(16*x)/(-128 + x)])^2), x] - 16*Defer[Int][Log[(16*x)/(-128 + x)]/(x*(-3 + E^(16/x)*x*Log[(16*x)/(-128 + x)])), x]","F",0,0,0,0,-1,"{}"
2276,0,0,0,0.7310168,"\int \frac{288 x^2+56 x^3+\left(-864 x^2-112 x^3\right) \log (x)+\left(-2592-1008 x-98 x^2\right) \log ^2(x)}{16 x^6+\left(288 x^4+56 x^5\right) \log (x)+\left(1296 x^2+504 x^3+49 x^4\right) \log ^2(x)} \, dx","Int[(288*x^2 + 56*x^3 + (-864*x^2 - 112*x^3)*Log[x] + (-2592 - 1008*x - 98*x^2)*Log[x]^2)/(16*x^6 + (288*x^4 + 56*x^5)*Log[x] + (1296*x^2 + 504*x^3 + 49*x^4)*Log[x]^2),x]","\int \frac{288 x^2+56 x^3+\left(-864 x^2-112 x^3\right) \log (x)+\left(-2592-1008 x-98 x^2\right) \log ^2(x)}{16 x^6+\left(288 x^4+56 x^5\right) \log (x)+\left(1296 x^2+504 x^3+49 x^4\right) \log ^2(x)} \, dx","\frac{2}{x \left(\frac{x^2}{\left(\frac{7 x}{4}+9\right) \log (x)}+1\right)}",1,"2/x - (27360*Defer[Int][(4*x^2 + 36*Log[x] + 7*x*Log[x])^(-2), x])/49 + (1544*Defer[Int][x/(4*x^2 + 36*Log[x] + 7*x*Log[x])^2, x])/7 + 32*Defer[Int][x^2/(4*x^2 + 36*Log[x] + 7*x*Log[x])^2, x] + (1492992*Defer[Int][1/((36 + 7*x)*(4*x^2 + 36*Log[x] + 7*x*Log[x])^2), x])/49 - 288*Defer[Int][1/((36 + 7*x)*(4*x^2 + 36*Log[x] + 7*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
2277,0,0,0,36.8995295,"\int \frac{8 x-16 x^3-16 x^4+e^8 \left(-48 x^3-48 x^4\right)+e^{12} \left(16 x^3+16 x^4\right)+e^4 \left(-8 x+48 x^3+48 x^4\right)+\left(-4+24 x^2+16 x^3-8 x^4+e^8 \left(24 x^2-24 x^4\right)+e^{12} \left(8 x^3+8 x^4\right)+e^4 \left(-48 x^2-24 x^3+24 x^4\right)\right) \log (x)+\left(-12 x+12 x^3+e^4 \left(12 x-12 x^2-24 x^3\right)+e^8 \left(12 x^2+12 x^3\right)\right) \log ^2(x)+\left(2-4 x-6 x^2+e^4 \left(6 x+6 x^2\right)\right) \log ^3(x)+(1+x) \log ^4(x)+\left(16-32 x+32 e^4 x+\left(8-16 x+16 e^4 x\right) \log (x)\right) \log (2+\log (x))}{-16 x^4+48 e^4 x^4-48 e^8 x^4+16 e^{12} x^4+\left(24 x^3-8 x^4+8 e^{12} x^4+e^8 \left(24 x^3-24 x^4\right)+e^4 \left(-48 x^3+24 x^4\right)\right) \log (x)+\left(-12 x^2+12 x^3+12 e^8 x^3+e^4 \left(12 x^2-24 x^3\right)\right) \log ^2(x)+\left(2 x-6 x^2+6 e^4 x^2\right) \log ^3(x)+x \log ^4(x)} \, dx","Int[(8*x - 16*x^3 - 16*x^4 + E^8*(-48*x^3 - 48*x^4) + E^12*(16*x^3 + 16*x^4) + E^4*(-8*x + 48*x^3 + 48*x^4) + (-4 + 24*x^2 + 16*x^3 - 8*x^4 + E^8*(24*x^2 - 24*x^4) + E^12*(8*x^3 + 8*x^4) + E^4*(-48*x^2 - 24*x^3 + 24*x^4))*Log[x] + (-12*x + 12*x^3 + E^4*(12*x - 12*x^2 - 24*x^3) + E^8*(12*x^2 + 12*x^3))*Log[x]^2 + (2 - 4*x - 6*x^2 + E^4*(6*x + 6*x^2))*Log[x]^3 + (1 + x)*Log[x]^4 + (16 - 32*x + 32*E^4*x + (8 - 16*x + 16*E^4*x)*Log[x])*Log[2 + Log[x]])/(-16*x^4 + 48*E^4*x^4 - 48*E^8*x^4 + 16*E^12*x^4 + (24*x^3 - 8*x^4 + 8*E^12*x^4 + E^8*(24*x^3 - 24*x^4) + E^4*(-48*x^3 + 24*x^4))*Log[x] + (-12*x^2 + 12*x^3 + 12*E^8*x^3 + E^4*(12*x^2 - 24*x^3))*Log[x]^2 + (2*x - 6*x^2 + 6*E^4*x^2)*Log[x]^3 + x*Log[x]^4),x]","\int \frac{8 x-16 x^3-16 x^4+e^8 \left(-48 x^3-48 x^4\right)+e^{12} \left(16 x^3+16 x^4\right)+e^4 \left(-8 x+48 x^3+48 x^4\right)+\left(-4+24 x^2+16 x^3-8 x^4+e^8 \left(24 x^2-24 x^4\right)+e^{12} \left(8 x^3+8 x^4\right)+e^4 \left(-48 x^2-24 x^3+24 x^4\right)\right) \log (x)+\left(-12 x+12 x^3+e^4 \left(12 x-12 x^2-24 x^3\right)+e^8 \left(12 x^2+12 x^3\right)\right) \log ^2(x)+\left(2-4 x-6 x^2+e^4 \left(6 x+6 x^2\right)\right) \log ^3(x)+(1+x) \log ^4(x)+\left(16-32 x+32 e^4 x+\left(8-16 x+16 e^4 x\right) \log (x)\right) \log (2+\log (x))}{-16 x^4+48 e^4 x^4-48 e^8 x^4+16 e^{12} x^4+\left(24 x^3-8 x^4+8 e^{12} x^4+e^8 \left(24 x^3-24 x^4\right)+e^4 \left(-48 x^3+24 x^4\right)\right) \log (x)+\left(-12 x^2+12 x^3+12 e^8 x^3+e^4 \left(12 x^2-24 x^3\right)\right) \log ^2(x)+\left(2 x-6 x^2+6 e^4 x^2\right) \log ^3(x)+x \log ^4(x)} \, dx","x+\log (x)-\frac{\log (\log (x)+2)}{\left(e^4 x-x+\frac{\log (x)}{2}\right)^2}",1,"x + Log[x] + 32*E^4*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-3), x] - 8*(2 + E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-3), x] + 8*(1 - E^4)*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^3, x] + 24*E^4*(1 - E^4)*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^3, x] - 24*(1 - E^4)^2*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^3, x] + 8*(1 - E^4)^2*Defer[Int][x^2/(2*(1 - E^4)*x - Log[x])^3, x] + 8*E^4*(1 - E^4)^2*Defer[Int][x^2/(2*(1 - E^4)*x - Log[x])^3, x] - 8*(1 - E^4)^2*(2 + E^4)*Defer[Int][x^2/(2*(1 - E^4)*x - Log[x])^3, x] - 8*(1 - E^4)^2*(1 + 3*E^4)*Defer[Int][x^2/(2*(1 - E^4)*x - Log[x])^3, x] + 24*(1 - E^4)*(1 - E^8)*Defer[Int][x^2/(2*(1 - E^4)*x - Log[x])^3, x] + 24*(1 - E^4)^3*Defer[Int][x^3/(2*(1 - E^4)*x - Log[x])^3, x] + 8*E^4*Defer[Int][1/((-1 - (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] + 8*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] - 16*E^4*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] - 20*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] - 4*(1 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] + 8*(2 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^3), x] + 8*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] + 4*(4 - 5*E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] - 4*(1 - 2*E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] - 12*(2 - E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] - 4*(1 + E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] + 4*(2 + E^4)*Defer[Int][(2*(1 - E^4)*x - Log[x])^(-2), x] - 2*Defer[Int][1/(x*(2*(1 - E^4)*x - Log[x])^2), x] - 12*E^4*(1 - E^4)*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^2, x] - 4*(1 - 6*E^4)*(1 - E^4)*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^2, x] + 4*(1 - 3*E^4)*(1 - E^4)*Defer[Int][x/(2*(1 - E^4)*x - Log[x])^2, x] + 8*(2 + E^4)*Defer[Int][1/((-1 - (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] + 4*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])^2), x] - 12*E^4*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])^2), x] - 10*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])^2), x] - 2*(1 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])^2), x] + 4*(2 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])^2), x] - 12*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] + 18*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] - 4*(4 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] + 12*(2 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] + 4*(1 + 2*E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])^2), x] + 2*E^4*Defer[Int][1/((-1 - (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] - 2*(2 + E^4)*Defer[Int][1/((-1 - (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] + 2*(1 - E^4)*Defer[Int][1/((-1 - (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])), x] - 2*(2 + E^4)*Defer[Int][1/((-1 - (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])), x] + 2*Defer[Int][1/((1 + (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] - 4*E^4*Defer[Int][1/((1 + (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] - 5*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] - (1 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^3*(2*(1 - E^4)*x - Log[x])), x] - 6*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])), x] + 9*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])), x] - 2*(4 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])), x] + 2*(2 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])), x] + 2*(1 + 2*E^4)*Defer[Int][1/((1 + (1 - E^4)*x)^2*(2*(1 - E^4)*x - Log[x])), x] + 3*(1 - E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])), x] - 2*(2 + E^4)*Defer[Int][1/((1 + (1 - E^4)*x)*(2*(1 - E^4)*x - Log[x])), x] + 2*Defer[Int][(-1 - x)/(x*(1 + (1 - E^4)*x)^3*(2 + Log[x])), x] + 6*(1 - E^4)^2*Defer[Int][x/((1 + (1 - E^4)*x)^3*(2 + Log[x])), x] + Defer[Int][1/(x*(-1 + (-1 + E^4)*x)^3*(2 + Log[x])), x] - 2*(1 - E^4)^2*(2 + E^4)*Defer[Int][x^2/((-1 + (-1 + E^4)*x)^3*(2 + Log[x])), x] + 2*(1 - E^4)^3*Defer[Int][x^3/((-1 + (-1 + E^4)*x)^3*(2 + Log[x])), x] + 2*Defer[Int][(1 - (2 - 3*E^4)*x - 3*(1 - E^4)*x^2)/(x*(1 + (1 - E^4)*x)^3*(2 + Log[x])), x] + 6*(1 - E^4)*Defer[Int][(1 + E^4*x - (1 - E^4)*x^2)/((1 + (1 - E^4)*x)^3*(2 + Log[x])), x] + (1 - E^4)*Defer[Int][(-1 + 2*(1 - E^4)^2*x^2 + 2*(1 - E^4)^2*x^3)/((1 + (1 - E^4)*x)^3*(2 + Log[x])), x] + 8*Defer[Int][(-2*(1 - E^4)*x + Log[x])^(-3), x] - 24*(1 - E^4)*Defer[Int][(-2*(1 - E^4)*x + Log[x])^(-3), x] + 56*E^4*(1 - E^4)*Defer[Int][x/(-2*(1 - E^4)*x + Log[x])^3, x] - 8*(1 - E^4)*(2 + E^4)*Defer[Int][x/(-2*(1 - E^4)*x + Log[x])^3, x] + 8*(1 - E^4)^2*Defer[Int][x^2/(-2*(1 - E^4)*x + Log[x])^3, x] + 24*(1 - E^4)^3*Defer[Int][x^3/(-2*(1 - E^4)*x + Log[x])^3, x] + Defer[Int][1/(x*(-2*(1 - E^4)*x + Log[x])), x] + 16*(1 - E^4)*Defer[Int][Log[2 + Log[x]]/(2*(1 - E^4)*x - Log[x])^3, x] + 8*Defer[Int][Log[2 + Log[x]]/(x*(-2*(1 - E^4)*x + Log[x])^3), x]","F",0,0,0,0,-1,"{}"
2278,1,23,0,0.3920445,"\int \frac{20 e^{2 x} x+4 x^2+\left(8+5 e^{2 x}+x^2\right) \log \left(\frac{1}{5} \left(8+5 e^{2 x}+x^2\right)\right)}{\left(8 x+5 e^{2 x} x+x^3\right) \log \left(\frac{1}{5} \left(8+5 e^{2 x}+x^2\right)\right)} \, dx","Int[(20*E^(2*x)*x + 4*x^2 + (8 + 5*E^(2*x) + x^2)*Log[(8 + 5*E^(2*x) + x^2)/5])/((8*x + 5*E^(2*x)*x + x^3)*Log[(8 + 5*E^(2*x) + x^2)/5]),x]","2 \log \left(\log \left(\frac{1}{5} \left(x^2+5 e^{2 x}+8\right)\right)\right)+\log (x)","\log \left(x \log ^2\left(\frac{1}{5} \left(x^2+8\right)+e^{2 x}\right)\right)",1,"Log[x] + 2*Log[Log[(8 + 5*E^(2*x) + x^2)/5]]","A",3,2,81,0.02469,1,"{6688, 6684}"
2279,0,0,0,1.237163,"\int e^{-405 e^{e^{e^{-4 x} x}}-3 x} \left(e^{4 x}+e^{e^{e^{-4 x} x}+e^{-4 x} x} (-405+1620 x)\right) \, dx","Int[E^(-405*E^E^(x/E^(4*x)) - 3*x)*(E^(4*x) + E^(E^(x/E^(4*x)) + x/E^(4*x))*(-405 + 1620*x)),x]","\int e^{-405 e^{e^{e^{-4 x} x}}-3 x} \left(e^{4 x}+e^{e^{e^{-4 x} x}+e^{-4 x} x} (-405+1620 x)\right) \, dx","e^{x-405 e^{e^{e^{-4 x} x}}}",1,"Defer[Int][E^(-405*E^E^(x/E^(4*x)) + x), x] - 405*Defer[Int][E^(E^(x/E^(4*x)) + x/E^(4*x) - 3*(135*E^E^(x/E^(4*x)) + x)), x] + 1620*Defer[Int][E^(E^(x/E^(4*x)) + x/E^(4*x) - 3*(135*E^E^(x/E^(4*x)) + x))*x, x]","F",0,0,0,0,-1,"{}"
2280,1,37,0,0.0445939,"\int \frac{97-25 x-18 x^2+50 x^3}{e \left(-54+1350 x-11250 x^2+31250 x^3\right)} \, dx","Int[(97 - 25*x - 18*x^2 + 50*x^3)/(E*(-54 + 1350*x - 11250*x^2 + 31250*x^3)),x]","\frac{x}{625 e}-\frac{679}{31250 e (3-25 x)}-\frac{29321}{31250 e (3-25 x)^2}","\frac{\frac{x-2}{2 x^2}+x}{e \left(\frac{3}{x}-25\right)^2}+3",1,"-29321/(31250*E*(3 - 25*x)^2) - 679/(31250*E*(3 - 25*x)) + x/(625*E)","A",3,2,36,0.05556,1,"{12, 2074}"
2281,1,19,0,0.0570611,"\int \frac{2 x^3+81 e^{1+25 \log ^2(x)} (-1+50 \log (x))}{x^2} \, dx","Int[(2*x^3 + 81*E^(1 + 25*Log[x]^2)*(-1 + 50*Log[x]))/x^2,x]","x^2+\frac{81 e^{25 \log ^2(x)+1}}{x}","x^2+\frac{81 e^{25 \log ^2(x)+1}}{x}",1,"(81*E^(1 + 25*Log[x]^2))/x + x^2","A",3,2,28,0.07143,1,"{14, 2288}"
2282,1,34,0,0.0214679,"\int \frac{-15 x^2+6 x^3+3 x^2 \log (3)+\left(-5+3 x^2+\log (3)\right) \log (5)+\log ^2(5)}{6 x^2} \, dx","Int[(-15*x^2 + 6*x^3 + 3*x^2*Log[3] + (-5 + 3*x^2 + Log[3])*Log[5] + Log[5]^2)/(6*x^2),x]","\frac{x^2}{2}-\frac{1}{2} x (5-\log (15))+\frac{\log (5) (5-\log (15))}{6 x}","\frac{\left(x-\frac{\log (5)}{3 x}\right) (x+x (x-6+\log (5)+\log (3)))}{2 x}",1,"x^2/2 - (x*(5 - Log[15]))/2 + (Log[5]*(5 - Log[15]))/(6*x)","A",4,3,41,0.07317,1,"{6, 12, 14}"
2283,1,56,0,1.0159426,"\int \frac{e^{-1/x} \left(18 e^x x+18 x^2+216 e^{\frac{1}{x}} x^2+\left(9 x+9 x^2+108 e^{\frac{1}{x}} x^2+e^x \left(9+9 x^2\right)\right) \log \left(x^2\right)\right)}{x^2} \, dx","Int[(18*E^x*x + 18*x^2 + 216*E^x^(-1)*x^2 + (9*x + 9*x^2 + 108*E^x^(-1)*x^2 + E^x*(9 + 9*x^2))*Log[x^2])/(E^x^(-1)*x^2),x]","9 e^{-1/x} x \log \left(x^2\right)+108 x \log \left(x^2\right)+\frac{9 e^{x-\frac{1}{x}} \left(x^2 \log \left(x^2\right)+\log \left(x^2\right)\right)}{\left(\frac{1}{x^2}+1\right) x^2}","36 \left(3 x+\frac{1}{4} e^{-1/x} \left(x+e^x\right)\right) \log \left(x^2\right)",1,"108*x*Log[x^2] + (9*x*Log[x^2])/E^x^(-1) + (9*E^(-x^(-1) + x)*(Log[x^2] + x^2*Log[x^2]))/((1 + x^(-2))*x^2)","B",8,3,68,0.04412,1,"{6742, 2295, 2288}"
2284,0,0,0,1.6618871,"\int \exp \left(-1+\frac{-4 e x+e^2 x^2+e^{2-x} \left(4 x^2+x^3\right)}{e}\right) \left(-4 e+2 e^2 x+e^{2-x} \left(8 x-x^2-x^3\right)\right) \, dx","Int[E^(-1 + (-4*E*x + E^2*x^2 + E^(2 - x)*(4*x^2 + x^3))/E)*(-4*E + 2*E^2*x + E^(2 - x)*(8*x - x^2 - x^3)),x]","\int \exp \left(-1+\frac{-4 e x+e^2 x^2+e^{2-x} \left(4 x^2+x^3\right)}{e}\right) \left(-4 e+2 e^2 x+e^{2-x} \left(8 x-x^2-x^3\right)\right) \, dx","e^{x \left(e^{1-x} x \left(x+e^x+4\right)-4\right)}",1,"-4*Defer[Int][E^(-4*x + E*x^2 + E^(1 - x)*x^2*(4 + x)), x] + 8*Defer[Int][E^(1 - 5*x + E*x^2 + E^(1 - x)*x^2*(4 + x))*x, x] + 2*Defer[Int][E^(1 - 4*x + E*x^2 + E^(1 - x)*x^2*(4 + x))*x, x] - Defer[Int][E^(1 - 5*x + E*x^2 + E^(1 - x)*x^2*(4 + x))*x^2, x] - Defer[Int][E^(1 - 5*x + E*x^2 + E^(1 - x)*x^2*(4 + x))*x^3, x]","F",0,0,0,0,-1,"{}"
2285,1,323,0,3.8513247,"\int \frac{3200000+157920000 x-8016000 x^2-50474400 x^3+3458500 x^4+5861095 x^5-382279 x^6-327075 x^7+16455 x^8+9020 x^9-250 x^{10}-100 x^{11}+\left(16000000+793600000 x+158320000 x^2-212152000 x^3-35721500 x^4+20295420 x^5+3157836 x^6-843100 x^7-128320 x^8+13000 x^9+2000 x^{10}\right) \log (2)+\left(36000000+1793600000 x+755020000 x^2-297522000 x^3-141278375 x^4+12506655 x^5+8945779 x^6+142825 x^7-200080 x^8-12750 x^9+500 x^{10}\right) \log ^2(2)+\left(48000000+2400800000 x+1473960000 x^2-87026000 x^3-189454000 x^4-19666000 x^5+6379600 x^6+1104800 x^7-20000 x^8-8000 x^9\right) \log ^3(2)+\left(42000000+2107700000 x+1641415000 x^2+218779750 x^3-110363750 x^4-31152250 x^5-132150 x^6+590100 x^7+37500 x^8-1000 x^9\right) \log ^4(2)+\left(25200000+1268120000 x+1161199000 x^2+303876600 x^3-12267000 x^4-16160200 x^5-1834080 x^6+46000 x^7+12000 x^8\right) \log ^5(2)+\left(10500000+529550000 x+542741250 x^2+190450250 x^3+20061750 x^4-2765350 x^5-724040 x^6-33500 x^7+1000 x^8\right) \log ^6(2)+\left(3000000+151550000 x+167710000 x^2+68994000 x^3+12198000 x^4+560000 x^5-84000 x^6-8000 x^7\right) \log ^7(2)+\left(562500+28446875 x+33026875 x^2+14815125 x^3+3162375 x^4+305000 x^5+6750 x^6-500 x^7\right) \log ^8(2)+\left(62500+3162500 x+3757500 x^2+1750500 x^3+400000 x^4+45000 x^5+2000 x^6\right) \log ^9(2)+\left(3125+158125 x+187875 x^2+87525 x^3+20000 x^4+2250 x^5+100 x^6\right) \log ^{10}(2)}{3200000-2080000 x-16000 x^2+245600 x^3-29500 x^4-9625 x^5+1625 x^6+125 x^7-25 x^8+\left(16000000-6400000 x-1680000 x^2+808000 x^3+54500 x^4-34500 x^5-500 x^6+500 x^7\right) \log (2)+\left(36000000-6400000 x-4980000 x^2+678000 x^3+241625 x^4-20625 x^5-4125 x^6+125 x^7\right) \log ^2(2)+\left(48000000+800000 x-6040000 x^2-226000 x^3+226000 x^4+10000 x^5-2000 x^6\right) \log ^3(2)+\left(42000000+7700000 x-3585000 x^2-670250 x^3+66250 x^4+11250 x^5-250 x^6\right) \log ^4(2)+\left(25200000+8120000 x-801000 x^2-413400 x^3-11000 x^4+3000 x^5\right) \log ^5(2)+\left(10500000+4550000 x+241250 x^2-107250 x^3-10250 x^4+250 x^5\right) \log ^6(2)+\left(3000000+1550000 x+210000 x^2-6000 x^3-2000 x^4\right) \log ^7(2)+\left(562500+321875 x+58125 x^2+2625 x^3-125 x^4\right) \log ^8(2)+\left(62500+37500 x+7500 x^2+500 x^3\right) \log ^9(2)+\left(3125+1875 x+375 x^2+25 x^3\right) \log ^{10}(2)} \, dx","Int[(3200000 + 157920000*x - 8016000*x^2 - 50474400*x^3 + 3458500*x^4 + 5861095*x^5 - 382279*x^6 - 327075*x^7 + 16455*x^8 + 9020*x^9 - 250*x^10 - 100*x^11 + (16000000 + 793600000*x + 158320000*x^2 - 212152000*x^3 - 35721500*x^4 + 20295420*x^5 + 3157836*x^6 - 843100*x^7 - 128320*x^8 + 13000*x^9 + 2000*x^10)*Log[2] + (36000000 + 1793600000*x + 755020000*x^2 - 297522000*x^3 - 141278375*x^4 + 12506655*x^5 + 8945779*x^6 + 142825*x^7 - 200080*x^8 - 12750*x^9 + 500*x^10)*Log[2]^2 + (48000000 + 2400800000*x + 1473960000*x^2 - 87026000*x^3 - 189454000*x^4 - 19666000*x^5 + 6379600*x^6 + 1104800*x^7 - 20000*x^8 - 8000*x^9)*Log[2]^3 + (42000000 + 2107700000*x + 1641415000*x^2 + 218779750*x^3 - 110363750*x^4 - 31152250*x^5 - 132150*x^6 + 590100*x^7 + 37500*x^8 - 1000*x^9)*Log[2]^4 + (25200000 + 1268120000*x + 1161199000*x^2 + 303876600*x^3 - 12267000*x^4 - 16160200*x^5 - 1834080*x^6 + 46000*x^7 + 12000*x^8)*Log[2]^5 + (10500000 + 529550000*x + 542741250*x^2 + 190450250*x^3 + 20061750*x^4 - 2765350*x^5 - 724040*x^6 - 33500*x^7 + 1000*x^8)*Log[2]^6 + (3000000 + 151550000*x + 167710000*x^2 + 68994000*x^3 + 12198000*x^4 + 560000*x^5 - 84000*x^6 - 8000*x^7)*Log[2]^7 + (562500 + 28446875*x + 33026875*x^2 + 14815125*x^3 + 3162375*x^4 + 305000*x^5 + 6750*x^6 - 500*x^7)*Log[2]^8 + (62500 + 3162500*x + 3757500*x^2 + 1750500*x^3 + 400000*x^4 + 45000*x^5 + 2000*x^6)*Log[2]^9 + (3125 + 158125*x + 187875*x^2 + 87525*x^3 + 20000*x^4 + 2250*x^5 + 100*x^6)*Log[2]^10)/(3200000 - 2080000*x - 16000*x^2 + 245600*x^3 - 29500*x^4 - 9625*x^5 + 1625*x^6 + 125*x^7 - 25*x^8 + (16000000 - 6400000*x - 1680000*x^2 + 808000*x^3 + 54500*x^4 - 34500*x^5 - 500*x^6 + 500*x^7)*Log[2] + (36000000 - 6400000*x - 4980000*x^2 + 678000*x^3 + 241625*x^4 - 20625*x^5 - 4125*x^6 + 125*x^7)*Log[2]^2 + (48000000 + 800000*x - 6040000*x^2 - 226000*x^3 + 226000*x^4 + 10000*x^5 - 2000*x^6)*Log[2]^3 + (42000000 + 7700000*x - 3585000*x^2 - 670250*x^3 + 66250*x^4 + 11250*x^5 - 250*x^6)*Log[2]^4 + (25200000 + 8120000*x - 801000*x^2 - 413400*x^3 - 11000*x^4 + 3000*x^5)*Log[2]^5 + (10500000 + 4550000*x + 241250*x^2 - 107250*x^3 - 10250*x^4 + 250*x^5)*Log[2]^6 + (3000000 + 1550000*x + 210000*x^2 - 6000*x^3 - 2000*x^4)*Log[2]^7 + (562500 + 321875*x + 58125*x^2 + 2625*x^3 - 125*x^4)*Log[2]^8 + (62500 + 37500*x + 7500*x^2 + 500*x^3)*Log[2]^9 + (3125 + 1875*x + 375*x^2 + 25*x^3)*Log[2]^10),x]","x^4+10 x^3+\frac{123 x^2}{5}-\frac{1}{5} x \left(11+4 \log ^2(2)+16 \log (2)\right)-\frac{250 \left(17+3 \log ^2(2)+\log (4096)\right)}{(x+5) \left(9+\log ^2(2)+\log (16)\right)^5}+\frac{2 (2+\log (2))^{10} \left(23+2 \log ^2(2)+\log (256)\right)}{25 \left(9+\log ^2(2)+\log (16)\right)^3 \left(x-(2+\log (2))^2\right)^3}+\frac{(2+\log (2))^{12}}{25 \left(9+\log ^2(2)+\log (16)\right)^2 \left(x-(2+\log (2))^2\right)^4}+\frac{625}{(x+5)^2 \left(9+\log ^2(2)+\log (16)\right)^4}-\frac{(2+\log (2))^8 \left(64779+10 \log ^8(2)+160 \log ^7(2)+1320 \log ^6(2)+6880 \log ^5(2)+24694 \log ^4(2)+61872 \log ^3(2)+106686 \log ^2(2)+116088 \log (2)\right)}{25 \left(9+\log ^2(2)+\log (16)\right)^4 \left(x-(2+\log (2))^2\right)^2}-\frac{2 (2+\log (2))^6 \left(1177382+20 \log ^{10}(2)+400 \log ^9(2)+4100 \log ^8(2)+27200 \log ^7(2)+128198 \log ^6(2)+445256 \log ^5(2)+1153635 \log ^4(2)+2202520 \log ^3(2)+2986965 \log ^2(2)+2621076 \log (2)\right)}{25 \left(9+\log ^2(2)+\log (16)\right)^5 \left(x-(2+\log (2))^2\right)}","\left(\frac{x^2}{5}+x\right)^2 \left(\frac{x^2}{(x+5)^2 \left(x-(2+\log (2))^2\right)^2}-5\right)^2+x",1,"(123*x^2)/5 + 10*x^3 + x^4 - (x*(11 + 16*Log[2] + 4*Log[2]^2))/5 - (2*(2 + Log[2])^6*(1177382 + 2621076*Log[2] + 2986965*Log[2]^2 + 2202520*Log[2]^3 + 1153635*Log[2]^4 + 445256*Log[2]^5 + 128198*Log[2]^6 + 27200*Log[2]^7 + 4100*Log[2]^8 + 400*Log[2]^9 + 20*Log[2]^10))/(25*(x - (2 + Log[2])^2)*(9 + Log[2]^2 + Log[16])^5) + 625/((5 + x)^2*(9 + Log[2]^2 + Log[16])^4) - ((2 + Log[2])^8*(64779 + 116088*Log[2] + 106686*Log[2]^2 + 61872*Log[2]^3 + 24694*Log[2]^4 + 6880*Log[2]^5 + 1320*Log[2]^6 + 160*Log[2]^7 + 10*Log[2]^8))/(25*(x - (2 + Log[2])^2)^2*(9 + Log[2]^2 + Log[16])^4) + (2 + Log[2])^12/(25*(x - (2 + Log[2])^2)^4*(9 + Log[2]^2 + Log[16])^2) + (2*(2 + Log[2])^10*(23 + 2*Log[2]^2 + Log[256]))/(25*(x - (2 + Log[2])^2)^3*(9 + Log[2]^2 + Log[16])^3) - (250*(17 + 3*Log[2]^2 + Log[4096]))/((5 + x)*(9 + Log[2]^2 + Log[16])^5)","B",2,1,844,0.001185,1,"{2074}"
2286,1,38,0,0.9096206,"\int \frac{24-39 x+46 x^2-27 x^3+\left(-3+5 x-5 x^2+3 x^3\right) \log \left(\frac{3-2 x+3 x^2}{-3 x+3 x^2}\right)}{-9 x^2+15 x^3-15 x^4+9 x^5} \, dx","Int[(24 - 39*x + 46*x^2 - 27*x^3 + (-3 + 5*x - 5*x^2 + 3*x^3)*Log[(3 - 2*x + 3*x^2)/(-3*x + 3*x^2)])/(-9*x^2 + 15*x^3 - 15*x^4 + 9*x^5),x]","\frac{3}{x}-\frac{\log \left(-\frac{3 x^2-2 x+3}{3 (1-x) x}\right)}{3 x}","\frac{3-\frac{1}{3} \log \left(1-\frac{x+3}{3 (1-x) x}\right)}{x}",1,"3/x - Log[-1/3*(3 - 2*x + 3*x^2)/((1 - x)*x)]/(3*x)","A",35,12,78,0.1538,1,"{6741, 12, 6742, 893, 634, 618, 204, 628, 2058, 2074, 2525, 6728}"
2287,0,0,0,3.9675059,"\int \frac{-4 x+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} \left(20-4 x-4 x^2+8 x^3\right)+\left(-4 x-4 e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} x\right) \log \left(1+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}}\right)}{x^3+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} x^3} \, dx","Int[(-4*x + E^((-20 - x - 4*x^2 + 4*x^3)/(4*x))*(20 - 4*x - 4*x^2 + 8*x^3) + (-4*x - 4*E^((-20 - x - 4*x^2 + 4*x^3)/(4*x))*x)*Log[1 + E^((-20 - x - 4*x^2 + 4*x^3)/(4*x))])/(x^3 + E^((-20 - x - 4*x^2 + 4*x^3)/(4*x))*x^3),x]","\int \frac{-4 x+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} \left(20-4 x-4 x^2+8 x^3\right)+\left(-4 x-4 e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} x\right) \log \left(1+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}}\right)}{x^3+e^{\frac{-20-x-4 x^2+4 x^3}{4 x}} x^3} \, dx","\frac{4 \log \left(e^{x^2-x-\frac{5}{x}-\frac{1}{4}}+1\right)-x+4}{x}",1,"-10/x^2 + 4/x + 8*x + (4*Log[1 + E^(-1/4 - 5/x - x + x^2)])/x - 4*Log[x] - 8*Defer[Int][E^x^2/(E^x^2 + E^(1/4 + 5/x + x)), x] - 8*Defer[Int][E^(1/4 + 5/x + x)/(E^x^2 + E^(1/4 + 5/x + x)), x] - 20*Defer[Int][E^x^2/((E^x^2 + E^(1/4 + 5/x + x))*x^3), x] - 20*Defer[Int][E^(1/4 + 5/x + x)/((E^x^2 + E^(1/4 + 5/x + x))*x^3), x] + 4*Defer[Int][E^x^2/((E^x^2 + E^(1/4 + 5/x + x))*x), x] + 4*Defer[Int][E^(1/4 + 5/x + x)/((E^x^2 + E^(1/4 + 5/x + x))*x), x]","F",0,0,0,0,-1,"{}"
2288,1,9,0,0.0208328,"\int \frac{544}{3} e^{\frac{136 x^4}{3}} x^3 \, dx","Int[(544*E^((136*x^4)/3)*x^3)/3,x]","e^{\frac{136 x^4}{3}}","e^{\frac{136 x^4}{3}}",1,"E^((136*x^4)/3)","A",2,2,16,0.1250,1,"{12, 2209}"
2289,1,32,0,0.0271407,"\int \frac{39-9 \log \left(4+e^2\right)}{169-78 e^2 x+9 e^4 x^2+\left(-78+18 e^2 x\right) \log \left(4+e^2\right)+9 \log ^2\left(4+e^2\right)} \, dx","Int[(39 - 9*Log[4 + E^2])/(169 - 78*E^2*x + 9*E^4*x^2 + (-78 + 18*E^2*x)*Log[4 + E^2] + 9*Log[4 + E^2]^2),x]","\frac{13-3 \log \left(4+e^2\right)}{e^2 \left(-3 e^2 x+13-3 \log \left(4+e^2\right)\right)}","\frac{x}{-e^2 x+\frac{13}{3}-\log \left(4+e^2\right)}",1,"(13 - 3*Log[4 + E^2])/(E^2*(13 - 3*E^2*x - 3*Log[4 + E^2]))","A",4,4,54,0.07407,1,"{12, 1981, 27, 32}"
2290,0,0,0,1.12113,"\int \frac{1}{2} \exp \left(6 x+e^{6 x} \left(e^{-6 x} (4-2 x)+x\right)\right) \left(-x-5 x^2+6 x^3+e^{-6 x} \left(-1+4 x-2 x^2\right)\right) \, dx","Int[(E^(6*x + E^(6*x)*((4 - 2*x)/E^(6*x) + x))*(-x - 5*x^2 + 6*x^3 + (-1 + 4*x - 2*x^2)/E^(6*x)))/2,x]","\int \frac{1}{2} \exp \left(6 x+e^{6 x} \left(e^{-6 x} (4-2 x)+x\right)\right) \left(-x-5 x^2+6 x^3+e^{-6 x} \left(-1+4 x-2 x^2\right)\right) \, dx","\frac{1}{2} e^{e^{6 x} x-2 x+4} (x-1) x",1,"-1/2*Defer[Int][E^(4 + (-2 + E^(6*x))*x), x] + 2*Defer[Int][E^(4 + (-2 + E^(6*x))*x)*x, x] - Defer[Int][E^(4 + (4 + E^(6*x))*x)*x, x]/2 - Defer[Int][E^(4 + (-2 + E^(6*x))*x)*x^2, x] - (5*Defer[Int][E^(4 + (4 + E^(6*x))*x)*x^2, x])/2 + 3*Defer[Int][E^(4 + (4 + E^(6*x))*x)*x^3, x]","F",0,0,0,0,-1,"{}"
2291,1,18,0,0.0171427,"\int \left(2+e^{-1+5 x-3 x^2} (-10+12 x)\right) \, dx","Int[2 + E^(-1 + 5*x - 3*x^2)*(-10 + 12*x),x]","2 x-2 e^{-3 x^2+5 x-1}","2 \left(x-e^{3 \left(x-x^2\right)+2 x-1}\right)",1,"-2*E^(-1 + 5*x - 3*x^2) + 2*x","A",2,1,20,0.05000,1,"{2236}"
2292,0,0,0,0.4121987,"\int \frac{-9+1048576 e^{5-5 e^x-5 x} \left(-1-5 x-5 e^x x\right)+\log (x)}{2 x^2} \, dx","Int[(-9 + 1048576*E^(5 - 5*E^x - 5*x)*(-1 - 5*x - 5*E^x*x) + Log[x])/(2*x^2),x]","\int \frac{-9+1048576 e^{5-5 e^x-5 x} \left(-1-5 x-5 e^x x\right)+\log (x)}{2 x^2} \, dx","\frac{4}{x}+\frac{x+e^{5 \left(-x-e^x+\log (16)\right)+5}-\log (x)}{2 x}",1,"-1/2*1/x + (9 - Log[x])/(2*x) - 524288*Defer[Int][1/(E^(5*(-1 + E^x + x))*x^2), x] - 2621440*Defer[Int][E^(5 - 5*E^x - 4*x)/x, x] - 2621440*Defer[Int][1/(E^(5*(-1 + E^x + x))*x), x]","F",0,0,0,0,-1,"{}"
2293,1,13,0,0.0207494,"\int \frac{17 e^{-2/x}+x^2}{x^2} \, dx","Int[(17/E^(2/x) + x^2)/x^2,x]","x+\frac{17 e^{-2/x}}{2}","x+\frac{17 e^{-2/x}}{2}",1,"17/(2*E^(2/x)) + x","A",3,2,17,0.1176,1,"{14, 2209}"
2294,0,0,0,3.0702772,"\int \frac{e^x \left(3 x^2-6 x^3+3 x^4+\left(9 x-3 x^2-6 x^3\right) \log (2)+\left(-12+9 x+3 x^2\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)+\log ^{\frac{x}{3}}\left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right) \left(-x^5+\left(-5 x^3+2 x^4\right) \log (2)-x^3 \log ^2(2)+\left(x^4-x^5+\left(3 x^3+2 x^4\right) \log (2)+\left(-4 x^2-x^3\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right) \log \left(\log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)\right)\right)}{\left(-3 x^4+3 x^5+\left(-9 x^3-6 x^4\right) \log (2)+\left(12 x^2+3 x^3\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)} \, dx","Int[(E^x*(3*x^2 - 6*x^3 + 3*x^4 + (9*x - 3*x^2 - 6*x^3)*Log[2] + (-12 + 9*x + 3*x^2)*Log[2]^2)*Log[(x - x^2 + (4 + x)*Log[2])/(-x + Log[2])] + Log[(x - x^2 + (4 + x)*Log[2])/(-x + Log[2])]^(x/3)*(-x^5 + (-5*x^3 + 2*x^4)*Log[2] - x^3*Log[2]^2 + (x^4 - x^5 + (3*x^3 + 2*x^4)*Log[2] + (-4*x^2 - x^3)*Log[2]^2)*Log[(x - x^2 + (4 + x)*Log[2])/(-x + Log[2])]*Log[Log[(x - x^2 + (4 + x)*Log[2])/(-x + Log[2])]]))/((-3*x^4 + 3*x^5 + (-9*x^3 - 6*x^4)*Log[2] + (12*x^2 + 3*x^3)*Log[2]^2)*Log[(x - x^2 + (4 + x)*Log[2])/(-x + Log[2])]),x]","\int \frac{e^x \left(3 x^2-6 x^3+3 x^4+\left(9 x-3 x^2-6 x^3\right) \log (2)+\left(-12+9 x+3 x^2\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)+\log ^{\frac{x}{3}}\left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right) \left(-x^5+\left(-5 x^3+2 x^4\right) \log (2)-x^3 \log ^2(2)+\left(x^4-x^5+\left(3 x^3+2 x^4\right) \log (2)+\left(-4 x^2-x^3\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right) \log \left(\log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)\right)\right)}{\left(-3 x^4+3 x^5+\left(-9 x^3-6 x^4\right) \log (2)+\left(12 x^2+3 x^3\right) \log ^2(2)\right) \log \left(\frac{x-x^2+(4+x) \log (2)}{-x+\log (2)}\right)} \, dx","\frac{e^x}{x}-\log ^{\frac{x}{3}}\left(x-\frac{5 x}{x-\log (2)}+4\right)",1,"E^x/x - Defer[Int][Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]^(-1 + x/3), x]/3 + (4*Log[2]^2*Defer[Int][Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]^(-1 + x/3)/(x^3 - x*(3 - Log[2])*Log[2] + 4*Log[2]^2 - x^2*(1 + Log[4])), x])/3 + (8*Log[2]*Defer[Int][(x*Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]^(-1 + x/3))/(-x^3 + x*(3 - Log[2])*Log[2] - 4*Log[2]^2 + x^2*(1 + Log[4])), x])/3 + Defer[Int][(x^2*Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]^(-1 + x/3))/(-x^3 + x*(3 - Log[2])*Log[2] - 4*Log[2]^2 + x^2*(1 + Log[4])), x]/3 - Defer[Int][Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]^(x/3)*Log[Log[(-x^2 + x*(1 + Log[2]) + Log[16])/(-x + Log[2])]], x]/3","F",0,0,0,0,-1,"{}"
2295,1,49,0,0.013685,"\int \frac{-360+8 x+e^4 \left(-1800-40 e^2+80 x\right)+e^8 \left(-200 e^2+200 x\right)}{75 e^8} \, dx","Int[(-360 + 8*x + E^4*(-1800 - 40*E^2 + 80*x) + E^8*(-200*E^2 + 200*x))/(75*E^8),x]","\frac{4 x^2}{75 e^8}+\frac{2 \left(-2 x+e^2+45\right)^2}{15 e^4}+\frac{4}{3} \left(e^2-x\right)^2-\frac{24 x}{5 e^8}","\frac{4}{3} \left(\frac{\frac{x}{5}-9}{e^4}+x-e^2\right)^2",1,"(2*(45 + E^2 - 2*x)^2)/(15*E^4) + (4*(E^2 - x)^2)/3 - (24*x)/(5*E^8) + (4*x^2)/(75*E^8)","B",2,1,39,0.02564,1,"{12}"
2296,1,22,0,0.1535559,"\int e^{-x} \left(-3+e^{\frac{1}{3} \left(59-42 x+15 x^2\right)} (-15+10 x)\right) \, dx","Int[(-3 + E^((59 - 42*x + 15*x^2)/3)*(-15 + 10*x))/E^x,x]","e^{5 x^2-15 x+\frac{59}{3}}+3 e^{-x}","e^{-x} \left(e^{x^2+4 (x-2)^2+2 x+\frac{11}{3}}+3\right)",1,"3/E^x + E^(59/3 - 15*x + 5*x^2)","A",4,3,30,0.1000,1,"{6742, 2194, 2236}"
2297,1,50,0,0.0329183,"\int \left(4+8 x+(18+8 x) \log (2)+(8+2 x) \log ^2(2)+(-4-2 \log (2)) \log (3)+(-4-2 \log (2)) \log (\log (3))\right) \, dx","Int[4 + 8*x + (18 + 8*x)*Log[2] + (8 + 2*x)*Log[2]^2 + (-4 - 2*Log[2])*Log[3] + (-4 - 2*Log[2])*Log[Log[3]],x]","4 x^2+(x+4)^2 \log ^2(2)+2 x (2-\log (9)-2 \log (\log (3))-\log (2) \log (\log (27)))+\frac{1}{4} (4 x+9)^2 \log (2)","(2 x+(x+4) \log (2)+1-\log (\log (3))-\log (3))^2",1,"4*x^2 + ((9 + 4*x)^2*Log[2])/4 + (4 + x)^2*Log[2]^2 + 2*x*(2 - Log[9] - 2*Log[Log[3]] - Log[2]*Log[Log[27]])","B",1,0,42,0,1,"{}"
2298,1,8,0,0.0335341,"\int -\frac{5}{(-4+x) \log ^2(-4+x)} \, dx","Int[-5/((-4 + x)*Log[-4 + x]^2),x]","\frac{5}{\log (x-4)}","\frac{5}{\log (x-4)}-3",1,"5/Log[-4 + x]","A",4,4,13,0.3077,1,"{12, 2390, 2302, 30}"
2299,1,18,0,0.0448248,"\int \frac{-32-8 x+8 x^2+\left(32+8 x^2\right) \log (x)}{x^2} \, dx","Int[(-32 - 8*x + 8*x^2 + (32 + 8*x^2)*Log[x])/x^2,x]","-8 \left(\frac{4}{x}-x\right) \log (x)-8 \log (x)","4 \left(-\frac{1}{2} \left(\frac{(x+4)^2}{x^2}+1\right) x+x+2 (x+1)\right) \log (x)",1,"-8*Log[x] - 8*(4/x - x)*Log[x]","A",6,2,24,0.08333,1,"{14, 2334}"
2300,1,30,0,0.4048445,"\int \frac{-2-3 e^3+e^x-4 x+\left(-8+2 e^x\right) \log \left(\frac{1}{3} \left(2+3 e^3-e^x+4 x\right)\right)}{12+e^3 (18-3 x)+e^x (-6+x)+22 x-4 x^2+\left(-2-3 e^3+e^x-4 x\right) \log ^2\left(\frac{1}{3} \left(2+3 e^3-e^x+4 x\right)\right)} \, dx","Int[(-2 - 3*E^3 + E^x - 4*x + (-8 + 2*E^x)*Log[(2 + 3*E^3 - E^x + 4*x)/3])/(12 + E^3*(18 - 3*x) + E^x*(-6 + x) + 22*x - 4*x^2 + (-2 - 3*E^3 + E^x - 4*x)*Log[(2 + 3*E^3 - E^x + 4*x)/3]^2),x]","\log \left(-x-\log ^2\left(\frac{1}{3} \left(4 x-e^x+3 e^3+2\right)\right)+6\right)","\log \left(x+\log ^2\left(x+\frac{1}{3} \left(x-e^x+2\right)+e^3\right)-6\right)",1,"Log[6 - x - Log[(2 + 3*E^3 - E^x + 4*x)/3]^2]","A",2,2,106,0.01887,1,"{6741, 6684}"
2301,1,37,0,0.3581626,"\int \frac{1}{25} e^{\frac{1}{25} \left(-150+125 x+64 x^2\right)} \left(125+575 x+515 x^2-128 x^3\right) \, dx","Int[(E^((-150 + 125*x + 64*x^2)/25)*(125 + 575*x + 515*x^2 - 128*x^3))/25,x]","5 e^{\frac{64 x^2}{25}+5 x-6} x-e^{\frac{64 x^2}{25}+5 x-6} x^2","e^{4 \left(\frac{16 x^2}{25}+x\right)+x-6} (5-x) x",1,"5*E^(-6 + 5*x + (64*x^2)/25)*x - E^(-6 + 5*x + (64*x^2)/25)*x^2","A",28,8,35,0.2286,1,"{12, 6742, 2235, 2234, 2204, 2244, 2240, 2241}"
2302,1,23,0,0.015973,"\int \frac{e^4 \left(2 x+3 x^2\right)}{1+6 x+9 x^2} \, dx","Int[(E^4*(2*x + 3*x^2))/(1 + 6*x + 9*x^2),x]","\frac{e^4 x}{3}+\frac{e^4}{9 (3 x+1)}","e \left(\frac{e^3 x}{\frac{1}{x}+3}+3\right)",1,"(E^4*x)/3 + E^4/(9*(1 + 3*x))","A",4,3,25,0.1200,1,"{12, 27, 683}"
2303,1,30,0,0.1529373,"\int \frac{-960 x+1152 x \log (150 x \log (5))+(592 x-960 x \log (150 x \log (5))) \log \left(\log ^2(150 x \log (5))\right)+(-120 x+296 x \log (150 x \log (5))) \log ^2\left(\log ^2(150 x \log (5))\right)+(8 x-40 x \log (150 x \log (5))) \log ^3\left(\log ^2(150 x \log (5))\right)+2 x \log (150 x \log (5)) \log ^4\left(\log ^2(150 x \log (5))\right)}{\log (150 x \log (5))} \, dx","Int[(-960*x + 1152*x*Log[150*x*Log[5]] + (592*x - 960*x*Log[150*x*Log[5]])*Log[Log[150*x*Log[5]]^2] + (-120*x + 296*x*Log[150*x*Log[5]])*Log[Log[150*x*Log[5]]^2]^2 + (8*x - 40*x*Log[150*x*Log[5]])*Log[Log[150*x*Log[5]]^2]^3 + 2*x*Log[150*x*Log[5]]*Log[Log[150*x*Log[5]]^2]^4)/Log[150*x*Log[5]],x]","x^2 \left(\log ^2\left(\log ^2(150 x \log (5))\right)-10 \log \left(\log ^2(150 x \log (5))\right)+24\right)^2","\left(x+x \left(\left(5-\log \left(\log ^2(150 x \log (5))\right)\right)^2-2\right)\right)^2",1,"x^2*(24 - 10*Log[Log[150*x*Log[5]]^2] + Log[Log[150*x*Log[5]]^2]^2)^2","A",3,3,115,0.02609,1,"{6688, 12, 6687}"
2304,0,0,0,1.0319486,"\int \frac{e^x (1-x)+\left(-e^{-1+2 x} x+e^{-1+x} x^2\right) \log \left(\frac{x}{e^x-x}\right)}{\left(e^x x-x^2\right) \log \left(\frac{x}{e^x-x}\right)} \, dx","Int[(E^x*(1 - x) + (-(E^(-1 + 2*x)*x) + E^(-1 + x)*x^2)*Log[x/(E^x - x)])/((E^x*x - x^2)*Log[x/(E^x - x)]),x]","\int \frac{e^x (1-x)+\left(-e^{-1+2 x} x+e^{-1+x} x^2\right) \log \left(\frac{x}{e^x-x}\right)}{\left(e^x x-x^2\right) \log \left(\frac{x}{e^x-x}\right)} \, dx","-e^{x-1}+\log \left(15 \log \left(\frac{x}{e^x-x}\right)\right)+2",1,"-E^(-1 + x) - Defer[Int][Log[x/(E^x - x)]^(-1), x] + Defer[Int][1/((E^x - x)*Log[x/(E^x - x)]), x] + Defer[Int][1/(x*Log[x/(E^x - x)]), x] - Defer[Int][x/((E^x - x)*Log[x/(E^x - x)]), x]","F",0,0,0,0,-1,"{}"
2305,0,0,0,54.023303,"\int \frac{\exp \left(\frac{2 \left(1-3 e^{-4+e^5-x}-3 x\right)}{e^{-4+e^5-x}+x}\right) \left(e^{-8+2 e^5-2 x} (-20-8 x)-40 x-28 x^2-8 e^{-4+e^5-x} x^2-8 x^3\right)}{25 x^4+10 x^5+x^6+e^{-8+2 e^5-2 x} \left(25 x^2+10 x^3+x^4\right)+e^{-4+e^5-x} \left(50 x^3+20 x^4+2 x^5\right)} \, dx","Int[(E^((2*(1 - 3*E^(-4 + E^5 - x) - 3*x))/(E^(-4 + E^5 - x) + x))*(E^(-8 + 2*E^5 - 2*x)*(-20 - 8*x) - 40*x - 28*x^2 - 8*E^(-4 + E^5 - x)*x^2 - 8*x^3))/(25*x^4 + 10*x^5 + x^6 + E^(-8 + 2*E^5 - 2*x)*(25*x^2 + 10*x^3 + x^4) + E^(-4 + E^5 - x)*(50*x^3 + 20*x^4 + 2*x^5)),x]","\int \frac{\exp \left(\frac{2 \left(1-3 e^{-4+e^5-x}-3 x\right)}{e^{-4+e^5-x}+x}\right) \left(e^{-8+2 e^5-2 x} (-20-8 x)-40 x-28 x^2-8 e^{-4+e^5-x} x^2-8 x^3\right)}{25 x^4+10 x^5+x^6+e^{-8+2 e^5-2 x} \left(25 x^2+10 x^3+x^4\right)+e^{-4+e^5-x} \left(50 x^3+20 x^4+2 x^5\right)} \, dx","\frac{4 e^{\frac{2}{x+e^{-x+e^5-4}}-6}}{x (x+5)}",1,"(-8*Defer[Int][E^((-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/x^3, x])/5 - (12*Defer[Int][E^((-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/x^2, x])/25 - (8*Defer[Int][E^((-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/x, x])/125 + (4*Defer[Int][E^((-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(5 + x)^2, x])/5 + (8*Defer[Int][E^((-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(5 + x), x])/125 - (8*Defer[Int][E^(2*E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x^3*(E^E^5 + E^(4 + x)*x)^2), x])/5 - (32*Defer[Int][E^(2*E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x^2*(E^E^5 + E^(4 + x)*x)^2), x])/25 + (32*Defer[Int][E^(2*E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x*(E^E^5 + E^(4 + x)*x)^2), x])/125 - (32*Defer[Int][E^(2*E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/((5 + x)*(E^E^5 + E^(4 + x)*x)^2), x])/125 + (16*Defer[Int][E^(E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x^3*(E^E^5 + E^(4 + x)*x)), x])/5 + (24*Defer[Int][E^(E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x^2*(E^E^5 + E^(4 + x)*x)), x])/25 - (24*Defer[Int][E^(E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/(x*(E^E^5 + E^(4 + x)*x)), x])/125 + (24*Defer[Int][E^(E^5 + (-6*E^E^5 + E^(4 + x)*(2 - 6*x))/(E^E^5 + E^(4 + x)*x))/((5 + x)*(E^E^5 + E^(4 + x)*x)), x])/125","F",0,0,0,0,-1,"{}"
2306,1,24,0,2.2424893,"\int \frac{e^{16 x^8} (-839808-209952 x)+e^{16 x^8} \left(10917504 x^7+6718464 x^8+839808 x^9\right) \log \left(13+8 x+x^2\right)+e^{12 x^8} (279936+69984 x) \log ^4\left(13+8 x+x^2\right)+e^{12 x^8} \left(-3639168 x^7-2239488 x^8-279936 x^9\right) \log ^5\left(13+8 x+x^2\right)+e^{8 x^8} (-31104-7776 x) \log ^8\left(13+8 x+x^2\right)+e^{8 x^8} \left(404352 x^7+248832 x^8+31104 x^9\right) \log ^9\left(13+8 x+x^2\right)+e^{4 x^8} (1152+288 x) \log ^{12}\left(13+8 x+x^2\right)+e^{4 x^8} \left(-14976 x^7-9216 x^8-1152 x^9\right) \log ^{13}\left(13+8 x+x^2\right)}{\left(13+8 x+x^2\right) \log ^{17}\left(13+8 x+x^2\right)} \, dx","Int[(E^(16*x^8)*(-839808 - 209952*x) + E^(16*x^8)*(10917504*x^7 + 6718464*x^8 + 839808*x^9)*Log[13 + 8*x + x^2] + E^(12*x^8)*(279936 + 69984*x)*Log[13 + 8*x + x^2]^4 + E^(12*x^8)*(-3639168*x^7 - 2239488*x^8 - 279936*x^9)*Log[13 + 8*x + x^2]^5 + E^(8*x^8)*(-31104 - 7776*x)*Log[13 + 8*x + x^2]^8 + E^(8*x^8)*(404352*x^7 + 248832*x^8 + 31104*x^9)*Log[13 + 8*x + x^2]^9 + E^(4*x^8)*(1152 + 288*x)*Log[13 + 8*x + x^2]^12 + E^(4*x^8)*(-14976*x^7 - 9216*x^8 - 1152*x^9)*Log[13 + 8*x + x^2]^13)/((13 + 8*x + x^2)*Log[13 + 8*x + x^2]^17),x]","\left(1-\frac{9 e^{4 x^8}}{\log ^4\left(x^2+8 x+13\right)}\right)^4","\left(\frac{9 e^{4 x^8}}{\log ^4\left((x+4)^2-3\right)}-1\right)^4",1,"(1 - (9*E^(4*x^8))/Log[13 + 8*x + x^2]^4)^4","A",4,4,246,0.01626,1,"{6688, 12, 6712, 32}"
2307,1,21,0,0.6258007,"\int \frac{-2 e^x \log (-x) \log (x)+2 \log (-x) \log (x) \log (\log (x))+\left(-4 \log (-x)+4 e^x x \log (-x) \log (x)\right) \log \left(-e^x+\log (\log (x))\right)+\left(2 e^x \log (x)-2 \log (x) \log (\log (x))\right) \log ^2\left(-e^x+\log (\log (x))\right)+\left(4-4 e^x x \log (x)\right) \log ^3\left(-e^x+\log (\log (x))\right)}{-e^x x \log (x)+x \log (x) \log (\log (x))} \, dx","Int[(-2*E^x*Log[-x]*Log[x] + 2*Log[-x]*Log[x]*Log[Log[x]] + (-4*Log[-x] + 4*E^x*x*Log[-x]*Log[x])*Log[-E^x + Log[Log[x]]] + (2*E^x*Log[x] - 2*Log[x]*Log[Log[x]])*Log[-E^x + Log[Log[x]]]^2 + (4 - 4*E^x*x*Log[x])*Log[-E^x + Log[Log[x]]]^3)/(-(E^x*x*Log[x]) + x*Log[x]*Log[Log[x]]),x]","\left(\log (-x)-\log ^2\left(\log (\log (x))-e^x\right)\right)^2","\left(\log ^2\left(\log (\log (x))-e^x\right)-\log (-x)\right)^2",1,"(Log[-x] - Log[-E^x + Log[Log[x]]]^2)^2","A",3,3,123,0.02439,1,"{6688, 12, 6686}"
2308,1,14,0,0.0894245,"\int \frac{1-7 x+2 x^2}{\left(16 x-7 x^2+x^3+x \log (8 x)\right) \log \left(16-7 x+x^2+\log (8 x)\right)} \, dx","Int[(1 - 7*x + 2*x^2)/((16*x - 7*x^2 + x^3 + x*Log[8*x])*Log[16 - 7*x + x^2 + Log[8*x]]),x]","\log \left(\log \left(x^2-7 x+\log (8 x)+16\right)\right)","\log \left(\log \left((x-4)^2+x+\log (8 x)\right)\right)",1,"Log[Log[16 - 7*x + x^2 + Log[8*x]]]","A",1,1,46,0.02174,1,"{6684}"
2309,1,85,0,0.6179478,"\int \frac{x+e^x \left(1-55 x-73 x^2-36 x^3-24 x^4-6 x^5+e^2 \left(4 x^2+2 x^3\right)\right)+e^x x \log (x)}{x} \, dx","Int[(x + E^x*(1 - 55*x - 73*x^2 - 36*x^3 - 24*x^4 - 6*x^5 + E^2*(4*x^2 + 2*x^3)) + E^x*x*Log[x])/x,x]","-6 e^x x^4-2 \left(18-e^2\right) e^x x^2+4 \left(18-e^2\right) e^x x-\left(73-4 e^2\right) e^x x+x-55 e^x-4 \left(18-e^2\right) e^x+\left(73-4 e^2\right) e^x+e^x \log (x)","e^x \left(2 \left(e^2-3 \left(x+\frac{3}{x}\right)^2\right) x^2-x+\log (x)\right)+x",1,"-55*E^x + E^x*(73 - 4*E^2) - 4*E^x*(18 - E^2) + x - E^x*(73 - 4*E^2)*x + 4*E^x*(18 - E^2)*x - 2*E^x*(18 - E^2)*x^2 - 6*E^x*x^4 + E^x*Log[x]","B",24,7,57,0.1228,1,"{14, 6742, 2199, 2194, 2178, 2176, 2554}"
2310,0,0,0,4.1309334,"\int \frac{40 x+4 x^3-32 e^{12+x^2} x^5-16 e^{24+2 x^2} x^5}{25+90 x^2+81 x^4+8 e^{36+3 x^2} x^4+e^{48+4 x^2} x^4+e^{24+2 x^2} \left(10 x^2+34 x^4\right)+e^{12+x^2} \left(40 x^2+72 x^4\right)+\left(-10 x^2-18 x^4-8 e^{12+x^2} x^4-2 e^{24+2 x^2} x^4\right) \log (x)+x^4 \log ^2(x)} \, dx","Int[(40*x + 4*x^3 - 32*E^(12 + x^2)*x^5 - 16*E^(24 + 2*x^2)*x^5)/(25 + 90*x^2 + 81*x^4 + 8*E^(36 + 3*x^2)*x^4 + E^(48 + 4*x^2)*x^4 + E^(24 + 2*x^2)*(10*x^2 + 34*x^4) + E^(12 + x^2)*(40*x^2 + 72*x^4) + (-10*x^2 - 18*x^4 - 8*E^(12 + x^2)*x^4 - 2*E^(24 + 2*x^2)*x^4)*Log[x] + x^4*Log[x]^2),x]","\int \frac{40 x+4 x^3-32 e^{12+x^2} x^5-16 e^{24+2 x^2} x^5}{25+90 x^2+81 x^4+8 e^{36+3 x^2} x^4+e^{48+4 x^2} x^4+e^{24+2 x^2} \left(10 x^2+34 x^4\right)+e^{12+x^2} \left(40 x^2+72 x^4\right)+\left(-10 x^2-18 x^4-8 e^{12+x^2} x^4-2 e^{24+2 x^2} x^4\right) \log (x)+x^4 \log ^2(x)} \, dx","\frac{4}{\left(e^{x^2+12}+2\right)^2+\frac{5}{x^2}-\log (x)+5}",1,"40*Defer[Int][x/(5 + 9*x^2 + 4*E^(12 + x^2)*x^2 + E^(24 + 2*x^2)*x^2 - x^2*Log[x])^2, x] + 84*Defer[Int][x^3/(5 + 9*x^2 + 4*E^(12 + x^2)*x^2 + E^(24 + 2*x^2)*x^2 - x^2*Log[x])^2, x] + 144*Defer[Int][x^5/(5 + 9*x^2 + 4*E^(12 + x^2)*x^2 + E^(24 + 2*x^2)*x^2 - x^2*Log[x])^2, x] + 32*Defer[Int][(E^(12 + x^2)*x^5)/(5 + 9*x^2 + 4*E^(12 + x^2)*x^2 + E^(24 + 2*x^2)*x^2 - x^2*Log[x])^2, x] - 16*Defer[Int][x^3/(5 + 9*x^2 + 4*E^(12 + x^2)*x^2 + E^(24 + 2*x^2)*x^2 - x^2*Log[x]), x] - 16*Defer[Int][(x^5*Log[x])/(-5 - 9*x^2 - 4*E^(12 + x^2)*x^2 - E^(24 + 2*x^2)*x^2 + x^2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
2311,0,0,0,5.4503786,"\int \frac{1}{4} \exp \left(\frac{1}{4} \left(20 x^2+4 x^3+16 x^4-16 x^3 \log ^2(3)+4 x^2 \log ^4(3)+\left(-5 x-x^2-4 x^3+4 x^2 \log ^2(3)-x \log ^4(3)\right) \log (x)\right)\right) \left(-5+39 x+8 x^2+64 x^3+\left(4 x-48 x^2\right) \log ^2(3)+(-1+8 x) \log ^4(3)+\left(-5-2 x-12 x^2+8 x \log ^2(3)-\log ^4(3)\right) \log (x)\right) \, dx","Int[(E^((20*x^2 + 4*x^3 + 16*x^4 - 16*x^3*Log[3]^2 + 4*x^2*Log[3]^4 + (-5*x - x^2 - 4*x^3 + 4*x^2*Log[3]^2 - x*Log[3]^4)*Log[x])/4)*(-5 + 39*x + 8*x^2 + 64*x^3 + (4*x - 48*x^2)*Log[3]^2 + (-1 + 8*x)*Log[3]^4 + (-5 - 2*x - 12*x^2 + 8*x*Log[3]^2 - Log[3]^4)*Log[x]))/4,x]","\int \frac{1}{4} \exp \left(\frac{1}{4} \left(20 x^2+4 x^3+16 x^4-16 x^3 \log ^2(3)+4 x^2 \log ^4(3)+\left(-5 x-x^2-4 x^3+4 x^2 \log ^2(3)-x \log ^4(3)\right) \log (x)\right)\right) \left(-5+39 x+8 x^2+64 x^3+\left(4 x-48 x^2\right) \log ^2(3)+(-1+8 x) \log ^4(3)+\left(-5-2 x-12 x^2+8 x \log ^2(3)-\log ^4(3)\right) \log (x)\right) \, dx","\exp \left(\frac{1}{4} \left(x+\left(2 x-\log ^2(3)\right)^2+5\right) \left(4 x^2-x \log (x)\right)\right)",1,"(-5*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4), x])/4 - (Log[3]^4*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4), x])/4 + (39*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x, x])/4 + Log[3]^2*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x, x] + 2*Log[3]^4*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x, x] + 2*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x^2, x] - 12*Log[3]^2*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x^2, x] + 16*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x^3, x] - ((5 + Log[3]^4)*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*Log[x], x])/4 - ((1 - 4*Log[3]^2)*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x*Log[x], x])/2 - 3*Defer[Int][E^((x*(5 + 4*x^2 + Log[3]^4 + x*(1 - 4*Log[3]^2))*(4*x - Log[x]))/4)*x^2*Log[x], x]","F",0,0,0,0,-1,"{}"
2312,1,14,0,0.1161586,"\int \frac{e^x (2-x)+x}{\left(e^x x+x^2\right) \log \left(\frac{20 e^x+20 x}{x^2}\right)} \, dx","Int[(E^x*(2 - x) + x)/((E^x*x + x^2)*Log[(20*E^x + 20*x)/x^2]),x]","-\log \left(\log \left(\frac{20 \left(x+e^x\right)}{x^2}\right)\right)","-\log \left(\log \left(\frac{20 \left(x+e^x\right)}{x^2}\right)\right)-1",1,"-Log[Log[(20*(E^x + x))/x^2]]","A",1,1,39,0.02564,1,"{6684}"
2313,0,0,0,28.3413756,"\int \frac{e^{(x-\log (x))^{\frac{1}{2+3 e^{x^2} x}}} (x-\log (x))^{\frac{1}{2+3 e^{x^2} x}} \left(2-2 x+e^{x^2} \left(3 x-3 x^2\right)+\left(e^{x^2} \left(3 x^2+6 x^4\right)+e^{x^2} \left(-3 x-6 x^3\right) \log (x)\right) \log (x-\log (x))\right)}{-4 x^2-12 e^{x^2} x^3-9 e^{2 x^2} x^4+\left(4 x+12 e^{x^2} x^2+9 e^{2 x^2} x^3\right) \log (x)} \, dx","Int[(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(2 - 2*x + E^x^2*(3*x - 3*x^2) + (E^x^2*(3*x^2 + 6*x^4) + E^x^2*(-3*x - 6*x^3)*Log[x])*Log[x - Log[x]]))/(-4*x^2 - 12*E^x^2*x^3 - 9*E^(2*x^2)*x^4 + (4*x + 12*E^x^2*x^2 + 9*E^(2*x^2)*x^3)*Log[x]),x]","\int \frac{e^{(x-\log (x))^{\frac{1}{2+3 e^{x^2} x}}} (x-\log (x))^{\frac{1}{2+3 e^{x^2} x}} \left(2-2 x+e^{x^2} \left(3 x-3 x^2\right)+\left(e^{x^2} \left(3 x^2+6 x^4\right)+e^{x^2} \left(-3 x-6 x^3\right) \log (x)\right) \log (x-\log (x))\right)}{-4 x^2-12 e^{x^2} x^3-9 e^{2 x^2} x^4+\left(4 x+12 e^{x^2} x^2+9 e^{2 x^2} x^3\right) \log (x)} \, dx","e^{(x-\log (x))^{\frac{1}{3 e^{x^2} x+2}}}",1,"Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1)))/(2 + 3*E^x^2*x), x] - Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1)))/(x*(2 + 3*E^x^2*x)), x] + 2*Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*Log[x - Log[x]])/(x*(2 + 3*E^x^2*x)^2), x] + 4*Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*x*(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*Log[x - Log[x]])/(2 + 3*E^x^2*x)^2, x] - Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1))*Log[x - Log[x]])/(2 + 3*E^x^2*x), x] - 2*Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*x^2*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1))*Log[x - Log[x]])/(2 + 3*E^x^2*x), x] + Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1))*Log[x]*Log[x - Log[x]])/(x*(2 + 3*E^x^2*x)), x] + 2*Defer[Int][(E^(x - Log[x])^(2 + 3*E^x^2*x)^(-1)*x*(x - Log[x])^(-1 + (2 + 3*E^x^2*x)^(-1))*Log[x]*Log[x - Log[x]])/(2 + 3*E^x^2*x), x]","F",0,0,0,0,-1,"{}"
2314,1,66,0,0.1700429,"\int \frac{1}{4} \left(1+e^{-1+x} \left(1-9 x-2 x^2+x^3+\left(-5-3 x+x^2\right) \log (2)\right)\right) \, dx","Int[(1 + E^(-1 + x)*(1 - 9*x - 2*x^2 + x^3 + (-5 - 3*x + x^2)*Log[2]))/4,x]","\frac{1}{4} e^{x-1} x^3-\frac{5}{4} e^{x-1} x^2+\frac{1}{4} e^{x-1} x^2 \log (2)+\frac{1}{4} e^{x-1} x+\frac{x}{4}-\frac{5}{4} e^{x-1} x \log (2)","\frac{1}{4} \left(x-e^{x-1} ((5-x) x (x+\log (2))-x)\right)",1,"x/4 + (E^(-1 + x)*x)/4 - (5*E^(-1 + x)*x^2)/4 + (E^(-1 + x)*x^3)/4 - (5*E^(-1 + x)*x*Log[2])/4 + (E^(-1 + x)*x^2*Log[2])/4","B",22,4,36,0.1111,1,"{12, 2196, 2194, 2176}"
2315,0,0,0,1.9323835,"\int \frac{1-e^x x+e^{-4+e^{2 x}} \left(e^x x-x \log (x)+\left(e^x x+2 e^{3 x} x^2+\left(-x-2 e^{2 x} x^2\right) \log (x)\right) \log (x \log (5))\right)}{-e^x x+x \log (x)} \, dx","Int[(1 - E^x*x + E^(-4 + E^(2*x))*(E^x*x - x*Log[x] + (E^x*x + 2*E^(3*x)*x^2 + (-x - 2*E^(2*x)*x^2)*Log[x])*Log[x*Log[5]]))/(-(E^x*x) + x*Log[x]),x]","\int \frac{1-e^x x+e^{-4+e^{2 x}} \left(e^x x-x \log (x)+\left(e^x x+2 e^{3 x} x^2+\left(-x-2 e^{2 x} x^2\right) \log (x)\right) \log (x \log (5))\right)}{-e^x x+x \log (x)} \, dx","\log \left(\log (x)-e^x\right)-e^{e^{2 x}-4} x \log (x \log (5))",1,"x - ExpIntegralEi[E^(2*x)]/(2*E^4) - (ExpIntegralEi[E^(2*x)]*Log[x*Log[5]])/(2*E^4) - 2*Log[x*Log[5]]*Defer[Int][E^(-4 + E^(2*x) + 2*x)*x, x] + Defer[Int][ExpIntegralEi[E^(2*x)]/x, x]/(2*E^4) - Defer[Int][1/(x*(E^x - Log[x])), x] + Defer[Int][Log[x]/(E^x - Log[x]), x] + 2*Defer[Int][Defer[Int][E^(-4 + E^(2*x) + 2*x)*x, x]/x, x]","F",0,0,0,0,-1,"{}"
2316,1,22,0,0.0740427,"\int \frac{52+20 x+2 x^2+(-4-x) \log (4+x)}{4+x} \, dx","Int[(52 + 20*x + 2*x^2 + (-4 - x)*Log[4 + x])/(4 + x),x]","x^2+13 x-(x+4) \log (x+4)+4 \log (x+4)","x^2+x-x (\log (x+4)-12)+\frac{244}{3}",1,"13*x + x^2 + 4*Log[4 + x] - (4 + x)*Log[4 + x]","A",6,4,26,0.1538,1,"{6742, 698, 2389, 2295}"
2317,1,17,0,0.1750219,"\int \frac{x+\frac{1}{5} e^{-3-x+\log ^2(x)} (-x+2 \log (x))}{x} \, dx","Int[(x + (E^(-3 - x + Log[x]^2)*(-x + 2*Log[x]))/5)/x,x]","x+\frac{1}{5} e^{-x+\log ^2(x)-3}","x+\frac{1}{5} e^{-x+\log ^2(x)-3}+e^{e^3}-3",1,"E^(-3 - x + Log[x]^2)/5 + x","A",3,2,29,0.06897,1,"{14, 6706}"
2318,0,0,0,11.3901706,"\int \frac{e^{e^{-\frac{2 e^{-x}}{\log (x)}}-x-\frac{2 e^{-x}}{\log (x)}} \left(10-2 e^x+2 x+\left(10 x-2 e^x x+2 x^2\right) \log (x)+e^{\frac{2 e^{-x}}{\log (x)}} \left(e^x x-e^{2 x} x\right) \log ^2(x)\right)}{x \log ^2(x)} \, dx","Int[(E^(E^(-2/(E^x*Log[x])) - x - 2/(E^x*Log[x]))*(10 - 2*E^x + 2*x + (10*x - 2*E^x*x + 2*x^2)*Log[x] + E^(2/(E^x*Log[x]))*(E^x*x - E^(2*x)*x)*Log[x]^2))/(x*Log[x]^2),x]","\int \frac{e^{e^{-\frac{2 e^{-x}}{\log (x)}}-x-\frac{2 e^{-x}}{\log (x)}} \left(10-2 e^x+2 x+\left(10 x-2 e^x x+2 x^2\right) \log (x)+e^{\frac{2 e^{-x}}{\log (x)}} \left(e^x x-e^{2 x} x\right) \log ^2(x)\right)}{x \log ^2(x)} \, dx","\left(x-e^x+5\right) e^{e^{-\frac{2 e^{-x}}{\log (x)}}}",1,"Defer[Int][E^E^(-2/(E^x*Log[x])), x] - Defer[Int][E^(E^(-2/(E^x*Log[x])) + x), x] + 2*Defer[Int][E^(E^(-2/(E^x*Log[x])) - x - 2/(E^x*Log[x]))/Log[x]^2, x] - 2*Defer[Int][E^(E^(-2/(E^x*Log[x])) - 2/(E^x*Log[x]))/(x*Log[x]^2), x] + 10*Defer[Int][E^(E^(-2/(E^x*Log[x])) - x - 2/(E^x*Log[x]))/(x*Log[x]^2), x] - 2*Defer[Int][E^(E^(-2/(E^x*Log[x])) - 2/(E^x*Log[x]))/Log[x], x] + 10*Defer[Int][E^(E^(-2/(E^x*Log[x])) - x - 2/(E^x*Log[x]))/Log[x], x] + 2*Defer[Int][(E^(E^(-2/(E^x*Log[x])) - x - 2/(E^x*Log[x]))*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
2319,0,0,0,18.8460362,"\int \frac{e^{-\frac{1}{4} e^x \left(16-8 x+x^2\right)} \left(128-192 x-160 x^3-200 x^4+100 x^5+e^{3 x} \left(200 x^3-350 x^4+175 x^5-25 x^6\right)+e^{2 x} \left(-320 x^2+260 x^3-480 x^4+740 x^5-350 x^6+50 x^7\right)+e^x \left(-32 x+256 x^2+472 x^3-376 x^4+280 x^5-390 x^6+175 x^7-25 x^8\right)\right)}{100 x^3-200 x^4+100 x^5} \, dx","Int[(128 - 192*x - 160*x^3 - 200*x^4 + 100*x^5 + E^(3*x)*(200*x^3 - 350*x^4 + 175*x^5 - 25*x^6) + E^(2*x)*(-320*x^2 + 260*x^3 - 480*x^4 + 740*x^5 - 350*x^6 + 50*x^7) + E^x*(-32*x + 256*x^2 + 472*x^3 - 376*x^4 + 280*x^5 - 390*x^6 + 175*x^7 - 25*x^8))/(E^((E^x*(16 - 8*x + x^2))/4)*(100*x^3 - 200*x^4 + 100*x^5)),x]","\int \frac{e^{-\frac{1}{4} e^x \left(16-8 x+x^2\right)} \left(128-192 x-160 x^3-200 x^4+100 x^5+e^{3 x} \left(200 x^3-350 x^4+175 x^5-25 x^6\right)+e^{2 x} \left(-320 x^2+260 x^3-480 x^4+740 x^5-350 x^6+50 x^7\right)+e^x \left(-32 x+256 x^2+472 x^3-376 x^4+280 x^5-390 x^6+175 x^7-25 x^8\right)\right)}{100 x^3-200 x^4+100 x^5} \, dx","\frac{e^{-\frac{1}{4} e^x (x-4)^2} \left(x-e^x+\frac{4}{5 x}\right)^2}{x-1}",1,"Defer[Int][E^(-1/4*(E^x*(16 - 8*x + x^2))), x] - (3*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4), x])/4 + (19*Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4), x])/10 + (5*Defer[Int][E^(3*x - (E^x*(16 - 8*x + x^2))/4), x])/4 - (81*Defer[Int][1/(E^((E^x*(16 - 8*x + x^2))/4)*(-1 + x)^2), x])/25 + (18*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)/(-1 + x)^2, x])/5 - Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4)/(-1 + x)^2, x] - (603*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)/(-1 + x), x])/100 + (47*Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4)/(-1 + x), x])/10 - (3*Defer[Int][E^(3*x - (E^x*(16 - 8*x + x^2))/4)/(-1 + x), x])/4 + (32*Defer[Int][1/(E^((E^x*(16 - 8*x + x^2))/4)*x^3), x])/25 + (16*Defer[Int][1/(E^((E^x*(16 - 8*x + x^2))/4)*x^2), x])/25 - (8*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)/x^2, x])/25 + (48*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)/x, x])/25 - (16*Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4)/x, x])/5 - (23*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)*x, x])/20 - (5*Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4)*x, x])/2 - Defer[Int][E^(3*x - (E^x*(16 - 8*x + x^2))/4)*x, x]/4 + (5*Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)*x^2, x])/4 + Defer[Int][E^(2*x - (E^x*(16 - 8*x + x^2))/4)*x^2, x]/2 - Defer[Int][E^(x - (E^x*(16 - 8*x + x^2))/4)*x^3, x]/4","F",0,0,0,0,-1,"{}"
2320,1,37,0,0.4340149,"\int \frac{240 x+2 x^3-x^4+4 x^6+\left(-240 x-120 x^2+1440 x^4\right) \log (x)+172800 x^2 \log ^2(x)+6912000 \log ^3(x)}{-x^4+4 x^6+\left(-120 x^2+1440 x^4\right) \log (x)+172800 x^2 \log ^2(x)+6912000 \log ^3(x)} \, dx","Int[(240*x + 2*x^3 - x^4 + 4*x^6 + (-240*x - 120*x^2 + 1440*x^4)*Log[x] + 172800*x^2*Log[x]^2 + 6912000*Log[x]^3)/(-x^4 + 4*x^6 + (-120*x^2 + 1440*x^4)*Log[x] + 172800*x^2*Log[x]^2 + 6912000*Log[x]^3),x]","\log \left(-2 x^2+x-240 \log (x)\right)-2 \log \left(x^2+120 \log (x)\right)+\log \left(2 x^2+x+240 \log (x)\right)+x","x+\log \left(4-\frac{1}{\left(x+\frac{120 \log (x)}{x}\right)^2}\right)",1,"x + Log[x - 2*x^2 - 240*Log[x]] - 2*Log[x^2 + 120*Log[x]] + Log[x + 2*x^2 + 240*Log[x]]","B",5,2,94,0.02128,1,"{6742, 6684}"
2321,0,0,0,0.2460242,"\int \frac{1-x^2-\log (x)}{e x^2 \log ^2\left(e^{-x} x^{\frac{1}{x}}\right)} \, dx","Int[(1 - x^2 - Log[x])/(E*x^2*Log[x^x^(-1)/E^x]^2),x]","\int \frac{1-x^2-\log (x)}{e x^2 \log ^2\left(e^{-x} x^{\frac{1}{x}}\right)} \, dx","1-\frac{1}{e \log \left(e^{-x} x^{\frac{1}{x}}\right)}",1,"-(Defer[Int][Log[x^x^(-1)/E^x]^(-2), x]/E) + Defer[Int][1/(x^2*Log[x^x^(-1)/E^x]^2), x]/E - Defer[Int][Log[x]/(x^2*Log[x^x^(-1)/E^x]^2), x]/E","F",0,0,0,0,-1,"{}"
2322,1,13,0,0.0052504,"\int \left(-3 e^2 x^2-3 e^{10} x^2\right) \, dx","Int[-3*E^2*x^2 - 3*E^10*x^2,x]","-e^2 \left(1+e^8\right) x^3","6-x^2 \left(e^{10} x+e^2 x\right)",1,"-(E^2*(1 + E^8)*x^3)","A",3,3,17,0.1765,1,"{6, 12, 30}"
2323,0,0,0,3.0033594,"\int \frac{25-46 x+6 x^2+\left(4-7 x-x^2\right) \log \left(\frac{-x+2 x \log (5)}{2 \log (5)}\right)+\log (x) \left(21-x-5 x^2+4 \log \left(\frac{-x+2 x \log (5)}{2 \log (5)}\right)\right)}{5 x^4-10 x^3 \log (x)+5 x^2 \log ^2(x)} \, dx","Int[(25 - 46*x + 6*x^2 + (4 - 7*x - x^2)*Log[(-x + 2*x*Log[5])/(2*Log[5])] + Log[x]*(21 - x - 5*x^2 + 4*Log[(-x + 2*x*Log[5])/(2*Log[5])]))/(5*x^4 - 10*x^3*Log[x] + 5*x^2*Log[x]^2),x]","\int \frac{25-46 x+6 x^2+\left(4-7 x-x^2\right) \log \left(\frac{-x+2 x \log (5)}{2 \log (5)}\right)+\log (x) \left(21-x-5 x^2+4 \log \left(\frac{-x+2 x \log (5)}{2 \log (5)}\right)\right)}{5 x^4-10 x^3 \log (x)+5 x^2 \log ^2(x)} \, dx","\frac{x^2+\frac{1}{5} (x+4) \log \left(x-\frac{x}{2 \log (5)}\right)+5}{x (x-\log (x))}",1,"Defer[Int][(x - Log[x])^(-2), x] + 5*Defer[Int][1/(x^2*(x - Log[x])^2), x] - 5*Defer[Int][1/(x*(x - Log[x])^2), x] - Defer[Int][x/(x - Log[x])^2, x] - (21*Defer[Int][1/(x^2*(x - Log[x])), x])/5 + Defer[Int][1/(x*(x - Log[x])), x]/5 - Defer[Int][(-x + Log[x])^(-1), x] - Defer[Int][Log[x*(1 - Log[25]^(-1))]/(x - Log[x])^2, x]/5 + (4*Defer[Int][Log[x*(1 - Log[25]^(-1))]/(x^2*(x - Log[x])^2), x])/5 - (7*Defer[Int][Log[x*(1 - Log[25]^(-1))]/(x*(x - Log[x])^2), x])/5 + (4*Defer[Int][(Log[x]*Log[x*(1 - Log[25]^(-1))])/(x^2*(x - Log[x])^2), x])/5","F",0,0,0,0,-1,"{}"
2324,0,0,0,0.6008794,"\int \frac{16 e^{2+4 x+4 x^2} \left(-8+\left(1+4 x+8 x^2\right) \log (x)\right)}{\log ^9(x)} \, dx","Int[(16*E^(2 + 4*x + 4*x^2)*(-8 + (1 + 4*x + 8*x^2)*Log[x]))/Log[x]^9,x]","\int \frac{16 e^{2+4 x+4 x^2} \left(-8+\left(1+4 x+8 x^2\right) \log (x)\right)}{\log ^9(x)} \, dx","\frac{16 e^{4 x^2+4 x+2} x}{\log ^8(x)}",1,"-128*Defer[Int][E^(2 + 4*x + 4*x^2)/Log[x]^9, x] + 16*Defer[Int][E^(2 + 4*x + 4*x^2)/Log[x]^8, x] + 64*Defer[Int][(E^(2 + 4*x + 4*x^2)*x)/Log[x]^8, x] + 128*Defer[Int][(E^(2 + 4*x + 4*x^2)*x^2)/Log[x]^8, x]","F",0,0,0,0,-1,"{}"
2325,1,37,0,0.0178046,"\int \left(-4+e^{2 x} (-25-50 x)-4 x-5 \log (5 x)\right) \, dx","Int[-4 + E^(2*x)*(-25 - 50*x) - 4*x - 5*Log[5*x],x]","-2 x^2+x+\frac{25 e^{2 x}}{2}-\frac{25}{2} e^{2 x} (2 x+1)-5 x \log (5 x)","x-\left(x \left(2 x+25 e^{2 x}+5 \log (5 x)\right)\right)-4",1,"(25*E^(2*x))/2 + x - 2*x^2 - (25*E^(2*x)*(1 + 2*x))/2 - 5*x*Log[5*x]","A",4,3,22,0.1364,1,"{2176, 2194, 2295}"
2326,1,15,0,0.0355576,"\int \frac{\frac{e^x (1-x)}{x}-x \log (\log (4))}{x} \, dx","Int[((E^x*(1 - x))/x - x*Log[Log[4]])/x,x]","x (-\log (\log (4)))-\frac{e^x}{x}","x (-\log (\log (4)))-\frac{e^x}{x}",1,"-(E^x/x) - x*Log[Log[4]]","A",3,2,23,0.08696,1,"{14, 2197}"
2327,1,12,0,0.030569,"\int e^{-x} \left(-4+e^x (1+2 x)\right) \, dx","Int[(-4 + E^x*(1 + 2*x))/E^x,x]","x^2+x+4 e^{-x}","x^2+x+4 e^{-x}+2+4 (1+\log (5))",1,"4/E^x + x + x^2","A",3,2,17,0.1176,1,"{6688, 2194}"
2328,1,14,0,0.006803,"\int \frac{-4 e^{22}+x^2}{2 e^{22} x^2} \, dx","Int[(-4*E^22 + x^2)/(2*E^22*x^2),x]","\frac{x}{2 e^{22}}+\frac{2}{x}","\frac{1}{2} \left(\frac{x}{e^{22}}+1\right)+\frac{2}{x}-2",1,"2/x + x/(2*E^22)","A",3,2,19,0.1053,1,"{12, 14}"
2329,1,23,0,0.5569996,"\int \frac{e^{\frac{3}{\log (1+\log (3 x))}} (12+3 x)+\left(x+12 x^3+3 x^4+\left(x+12 x^3+3 x^4\right) \log (3 x)\right) \log ^2(1+\log (3 x))}{\left(4 x+x^2+\left(4 x+x^2\right) \log (3 x)\right) \log ^2(1+\log (3 x))} \, dx","Int[(E^(3/Log[1 + Log[3*x]])*(12 + 3*x) + (x + 12*x^3 + 3*x^4 + (x + 12*x^3 + 3*x^4)*Log[3*x])*Log[1 + Log[3*x]]^2)/((4*x + x^2 + (4*x + x^2)*Log[3*x])*Log[1 + Log[3*x]]^2),x]","x^3-e^{\frac{3}{\log (\log (3 x)+1)}}+\log (x+4)","x^3-e^{\frac{3}{\log (\log (3 x)+1)}}+\log (x+4)",1,"-E^(3/Log[1 + Log[3*x]]) + x^3 + Log[4 + x]","A",7,4,90,0.04444,1,"{6688, 14, 1850, 6706}"
2330,1,17,0,0.0172377,"\int e^{-3-e^5-6 x+2 x^2} (-6+4 x) \, dx","Int[E^(-3 - E^5 - 6*x + 2*x^2)*(-6 + 4*x),x]","e^{2 x^2-6 x-e^5-3}","e^{2 x^2-6 x-e^5-3}",1,"E^(-3 - E^5 - 6*x + 2*x^2)","A",1,1,23,0.04348,1,"{2236}"
2331,-1,0,0,180.0002414,"\int \frac{32 x^4-16 x^5+2 x^6+\left(240 x^2-120 x^3-x^4+8 x^5-x^6\right) \log \left(\frac{1}{5} \left(-15+x^2\right)\right)+\left(-15 x^2+x^4+\left(-240+120 x+x^2-8 x^3+x^4\right) \log (3)\right) \log ^2\left(\frac{1}{5} \left(-15+x^2\right)\right)}{-960 x^4+480 x^5+4 x^6-32 x^7+4 x^8+\left(2400 x^3-1080 x^4-40 x^5+72 x^6-8 x^7+\left(-1920 x^2+960 x^3+8 x^4-64 x^5+8 x^6\right) \log (3)\right) \log \left(\frac{1}{5} \left(-15+x^2\right)\right)+\left(-1500 x^2+600 x^3+40 x^4-40 x^5+4 x^6+\left(2400 x-1080 x^2-40 x^3+72 x^4-8 x^5\right) \log (3)+\left(-960+480 x+4 x^2-32 x^3+4 x^4\right) \log ^2(3)\right) \log ^2\left(\frac{1}{5} \left(-15+x^2\right)\right)} \, dx","Int[(32*x^4 - 16*x^5 + 2*x^6 + (240*x^2 - 120*x^3 - x^4 + 8*x^5 - x^6)*Log[(-15 + x^2)/5] + (-15*x^2 + x^4 + (-240 + 120*x + x^2 - 8*x^3 + x^4)*Log[3])*Log[(-15 + x^2)/5]^2)/(-960*x^4 + 480*x^5 + 4*x^6 - 32*x^7 + 4*x^8 + (2400*x^3 - 1080*x^4 - 40*x^5 + 72*x^6 - 8*x^7 + (-1920*x^2 + 960*x^3 + 8*x^4 - 64*x^5 + 8*x^6)*Log[3])*Log[(-15 + x^2)/5] + (-1500*x^2 + 600*x^3 + 40*x^4 - 40*x^5 + 4*x^6 + (2400*x - 1080*x^2 - 40*x^3 + 72*x^4 - 8*x^5)*Log[3] + (-960 + 480*x + 4*x^2 - 32*x^3 + 4*x^4)*Log[3]^2)*Log[(-15 + x^2)/5]^2),x]","\text{\$Aborted}","\frac{1}{4 \left(\frac{x}{\log \left(\left(\frac{x}{5}-\frac{3}{x}\right) x\right)}+\frac{\frac{x}{x-4}-x+\log (3)}{x}\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
2332,1,47,0,0.1998158,"\int \frac{400-160 x-72 x^3+16 x^4+24 x^5-8 x^6}{-100 x+80 x^2+24 x^3-36 x^4+4 x^5+4 x^6-x^7+x^3 \log ^2(4)} \, dx","Int[(400 - 160*x - 72*x^3 + 16*x^4 + 24*x^5 - 8*x^6)/(-100*x + 80*x^2 + 24*x^3 - 36*x^4 + 4*x^5 + 4*x^6 - x^7 + x^3*Log[4]^2),x]","2 \log \left(x^3-2 x^2-x (4-\log (4))+10\right)+2 \log \left(x^3-2 x^2-x (4+\log (4))+10\right)-4 \log (x)","\log \left(\left(\log ^2(4)-\left(-x^2+2 x-\frac{10}{x}+4\right)^2\right)^2\right)",1,"-4*Log[x] + 2*Log[10 - 2*x^2 + x^3 - x*(4 - Log[4])] + 2*Log[10 - 2*x^2 + x^3 - x*(4 + Log[4])]","A",5,3,70,0.04286,1,"{6, 2074, 1587}"
2333,1,37,0,0.0131816,"\int \frac{-16 e x+24 x^2+(-4 e+8 x) \log (\log (2))}{3 \log (\log (2))} \, dx","Int[(-16*E*x + 24*x^2 + (-4*E + 8*x)*Log[Log[2]])/(3*Log[Log[2]]),x]","\frac{8 x^3}{3 \log (\log (2))}-\frac{8 e x^2}{3 \log (\log (2))}+\frac{1}{3} (e-2 x)^2","\frac{1}{3} x (x-e) \left(\frac{8 x}{\log (\log (2))}+4\right)",1,"(E - 2*x)^2/3 - (8*E*x^2)/(3*Log[Log[2]]) + (8*x^3)/(3*Log[Log[2]])","A",2,1,30,0.03333,1,"{12}"
2334,1,11,0,0.0011876,"\int \frac{1}{3} (-5+6 x) \, dx","Int[(-5 + 6*x)/3,x]","\frac{1}{36} (5-6 x)^2","x^2-\frac{5 x}{3}-\frac{1}{e}-1",1,"(5 - 6*x)^2/36","A",1,1,9,0.1111,1,"{9}"
2335,1,30,0,0.201036,"\int \frac{-x+(10+x) \log (10+x)+\left(20 x+2 x^2+100 x^4+10 x^5+80 x^7+8 x^8\right) \log ^2(10+x)}{(10+x) \log ^2(10+x)} \, dx","Int[(-x + (10 + x)*Log[10 + x] + (20*x + 2*x^2 + 100*x^4 + 10*x^5 + 80*x^7 + 8*x^8)*Log[10 + x]^2)/((10 + x)*Log[10 + x]^2),x]","x^8+2 x^5+x^2+\frac{x+10}{\log (x+10)}-\frac{10}{\log (x+10)}","\left(x^4+x\right)^2+\frac{x}{\log (x+10)}+1",1,"x^2 + 2*x^5 + x^8 - 10/Log[10 + x] + (10 + x)/Log[10 + x]","A",13,9,60,0.1500,1,"{6688, 14, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
2336,1,28,0,2.5522268,"\int \frac{-36 x+24 e^{3 e^x} x-4 e^{6 e^x} x+e^{-\frac{x^2}{-6+2 e^{3 e^x}}} \left(6 x+e^{3 e^x} \left(-2 x+3 e^x x^2\right)\right)}{18-12 e^{3 e^x}+2 e^{6 e^x}} \, dx","Int[(-36*x + 24*E^(3*E^x)*x - 4*E^(6*E^x)*x + (6*x + E^(3*E^x)*(-2*x + 3*E^x*x^2))/E^(x^2/(-6 + 2*E^(3*E^x))))/(18 - 12*E^(3*E^x) + 2*E^(6*E^x)),x]","e^{\frac{x^2}{2 \left(3-e^{3 e^x}\right)}}-x^2","e^{\frac{x^2}{2 \left(3-e^{3 e^x}\right)}}-x^2",1,"E^(x^2/(2*(3 - E^(3*E^x)))) - x^2","A",5,4,92,0.04348,1,"{6741, 12, 6742, 6706}"
2337,1,28,0,0.0412345,"\int \frac{4+4 x-8 x^2-8 x^2 \log \left(x+x^2\right)}{15 x} \, dx","Int[(4 + 4*x - 8*x^2 - 8*x^2*Log[x + x^2])/(15*x),x]","-\frac{4}{15} x^2 \log (x (x+1))+\frac{4 \log (x)}{15}+\frac{4}{15} \log (x+1)","7-\frac{4}{15} x \left(x-\frac{1}{x}\right) \log \left(x^2+x\right)",1,"(4*Log[x])/15 + (4*Log[1 + x])/15 - (4*x^2*Log[x*(1 + x)])/15","A",9,5,28,0.1786,1,"{12, 14, 2495, 30, 43}"
2338,0,0,0,2.6849957,"\int \frac{-3+e^x \left(3 x+6 x^2+3 x^3\right)}{\left(2 e^{e^x \left(1+x^2\right)}-x\right) \log \left(e^{-e^x \left(1+x^2\right)} \left(-12 e^{e^x \left(1+x^2\right)}+6 x\right)\right)} \, dx","Int[(-3 + E^x*(3*x + 6*x^2 + 3*x^3))/((2*E^(E^x*(1 + x^2)) - x)*Log[(-12*E^(E^x*(1 + x^2)) + 6*x)/E^(E^x*(1 + x^2))]),x]","\int \frac{-3+e^x \left(3 x+6 x^2+3 x^3\right)}{\left(2 e^{e^x \left(1+x^2\right)}-x\right) \log \left(e^{-e^x \left(1+x^2\right)} \left(-12 e^{e^x \left(1+x^2\right)}+6 x\right)\right)} \, dx","3 \log \left(\log \left(6 \left(e^{-e^x \left(x^2+1\right)} x-2\right)\right)\right)",1,"-3*Defer[Int][1/((2*E^(E^x*(1 + x^2)) - x)*Log[-12 + (6*x)/E^(E^x*(1 + x^2))]), x] + 3*Defer[Int][(E^x*x)/((2*E^(E^x*(1 + x^2)) - x)*Log[-12 + (6*x)/E^(E^x*(1 + x^2))]), x] + 6*Defer[Int][(E^x*x^2)/((2*E^(E^x*(1 + x^2)) - x)*Log[-12 + (6*x)/E^(E^x*(1 + x^2))]), x] + 3*Defer[Int][(E^x*x^3)/((2*E^(E^x*(1 + x^2)) - x)*Log[-12 + (6*x)/E^(E^x*(1 + x^2))]), x]","F",0,0,0,0,-1,"{}"
2339,1,81,0,0.8404704,"\int \frac{4-10 x+\left(5600-12400 x+7150 x^2-1600 x^3+125 x^4\right) \log (3)+\left(-750+800 x-150 x^2\right) \log (3) \log (4 x)+25 \log (3) \log ^2(4 x)}{4 x-5 x^2+\left(6400 x-6400 x^2+2400 x^3-400 x^4+25 x^5\right) \log (3)+\left(-800 x+400 x^2-50 x^3\right) \log (3) \log (4 x)+25 x \log (3) \log ^2(4 x)} \, dx","Int[(4 - 10*x + (5600 - 12400*x + 7150*x^2 - 1600*x^3 + 125*x^4)*Log[3] + (-750 + 800*x - 150*x^2)*Log[3]*Log[4*x] + 25*Log[3]*Log[4*x]^2)/(4*x - 5*x^2 + (6400*x - 6400*x^2 + 2400*x^3 - 400*x^4 + 25*x^5)*Log[3] + (-800*x + 400*x^2 - 50*x^3)*Log[3]*Log[4*x] + 25*x*Log[3]*Log[4*x]^2),x]","\log \left(25 x^4 \log (3)-400 x^3 \log (3)-50 x^2 \log (3) \log (4 x)+2400 x^2 \log (3)+25 \log (3) \log ^2(4 x)+400 x \log (3) \log (4 x)-5 x (1+1280 \log (3))-800 \log (3) \log (4 x)+4 (1+1600 \log (3))\right)+\log (x)","\log \left(x \left(4-5 \left(x-5 \log (3) \left(\log (4 x)-(4-x)^2\right)^2\right)\right)\right)",1,"Log[x] + Log[2400*x^2*Log[3] - 400*x^3*Log[3] + 25*x^4*Log[3] - 5*x*(1 + 1280*Log[3]) + 4*(1 + 1600*Log[3]) - 800*Log[3]*Log[4*x] + 400*x*Log[3]*Log[4*x] - 50*x^2*Log[3]*Log[4*x] + 25*Log[3]*Log[4*x]^2]","B",3,2,126,0.01587,1,"{6742, 6684}"
2340,0,0,0,0.7590634,"\int \frac{x^3+e^{e^x} \left(-2+e^x x\right)}{e^{e^x} x-5 x^3+x^4} \, dx","Int[(x^3 + E^E^x*(-2 + E^x*x))/(E^E^x*x - 5*x^3 + x^4),x]","\int \frac{x^3+e^{e^x} \left(-2+e^x x\right)}{e^{e^x} x-5 x^3+x^4} \, dx","\log \left(\frac{e^{e^x}}{x^2}+x-5\right)",1,"-2*Log[x] + Defer[Int][E^(E^x + x)/(E^E^x - 5*x^2 + x^3), x] - 10*Defer[Int][x/(E^E^x - 5*x^2 + x^3), x] + 3*Defer[Int][x^2/(E^E^x - 5*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
2341,1,6,0,0.002157,"\int \frac{1+2 x^2}{x} \, dx","Int[(1 + 2*x^2)/x,x]","x^2+\log (x)","x^2+\log (x)+e^3-8+\log (5)",1,"x^2 + Log[x]","A",2,1,11,0.09091,1,"{14}"
2342,1,72,0,3.1102261,"\int \frac{e^{-x} \left(8 e^{x+4 x^2} x^3+e^{x^2} \left(-5-5 x+10 x^2+e^x \left(1-2 x^2\right)+e^{2 x} \left(1-x-2 x^2\right)\right)\right)}{x^2} \, dx","Int[(8*E^(x + 4*x^2)*x^3 + E^x^2*(-5 - 5*x + 10*x^2 + E^x*(1 - 2*x^2) + E^(2*x)*(1 - x - 2*x^2)))/(E^x*x^2),x]","\frac{5 e^{x^2-x} \left(x-2 x^2\right)}{(1-2 x) x^2}+e^{4 x^2}-\frac{e^{x^2+x} \left(2 x^2+x\right)}{x^2 (2 x+1)}-\frac{e^{x^2}}{x}","\frac{e^{x^2} \left(5 e^{-x}-e^x-1\right)}{x}+e^{4 x^2}",1,"E^(4*x^2) - E^x^2/x + (5*E^(-x + x^2)*(x - 2*x^2))/((1 - 2*x)*x^2) - (E^(x + x^2)*(x + 2*x^2))/(x^2*(1 + 2*x))","B",8,3,67,0.04478,1,"{6742, 2209, 2288}"
2343,1,31,0,0.0106935,"\int \frac{1}{2} e^{-23-10 e^3-e^6} \left(1+e^{23+10 e^3+e^6} (-5+x)\right) \, dx","Int[(E^(-23 - 10*E^3 - E^6)*(1 + E^(23 + 10*E^3 + E^6)*(-5 + x)))/2,x]","\frac{1}{4} (5-x)^2+\frac{1}{2} e^{-23-10 e^3-e^6} x","\frac{1}{4} \left(x+e^{2-\left(5+e^3\right)^2}-5\right)^2",1,"(5 - x)^2/4 + (E^(-23 - 10*E^3 - E^6)*x)/2","A",2,1,36,0.02778,1,"{12}"
2344,0,0,0,5.2872514,"\int \frac{x^2+2 x \log (x)+\log ^2(x)+e^{\frac{2 \left(25+e x^2+e x \log (x)\right)}{x^2+x \log (x)}} \left(-25-50 x+x^3+\left(-25+2 x^2\right) \log (x)+x \log ^2(x)\right)}{x^2+2 x \log (x)+\log ^2(x)} \, dx","Int[(x^2 + 2*x*Log[x] + Log[x]^2 + E^((2*(25 + E*x^2 + E*x*Log[x]))/(x^2 + x*Log[x]))*(-25 - 50*x + x^3 + (-25 + 2*x^2)*Log[x] + x*Log[x]^2))/(x^2 + 2*x*Log[x] + Log[x]^2),x]","\int \frac{x^2+2 x \log (x)+\log ^2(x)+e^{\frac{2 \left(25+e x^2+e x \log (x)\right)}{x^2+x \log (x)}} \left(-25-50 x+x^3+\left(-25+2 x^2\right) \log (x)+x \log ^2(x)\right)}{x^2+2 x \log (x)+\log ^2(x)} \, dx","\frac{1}{2} x^2 e^{\frac{50}{x (x+\log (x))}+2 e}+x+4",1,"x + Defer[Int][E^((2*(25 + E*x^2))/(x*(x + Log[x])))*x^(1 + (2*E)/(x + Log[x])), x] - 25*Defer[Int][(E^((2*(25 + E*x^2))/(x*(x + Log[x])))*x^((2*E)/(x + Log[x])))/(x + Log[x])^2, x] - 25*Defer[Int][(E^((2*(25 + E*x^2))/(x*(x + Log[x])))*x^(1 + (2*E)/(x + Log[x])))/(x + Log[x])^2, x] - 25*Defer[Int][(E^((2*(25 + E*x^2))/(x*(x + Log[x])))*x^((2*E)/(x + Log[x])))/(x + Log[x]), x]","F",0,0,0,0,-1,"{}"
2345,0,0,0,0.9369884,"\int \frac{1200+360 x-1500 x^4+3000 x^5-1500 x^6+\left(360 x-6000 x^4+15000 x^5-9000 x^6\right) \log (x)}{\left(400 x+240 x^2+36 x^3-1000 x^5+1700 x^6-400 x^7-300 x^8+625 x^9-2500 x^{10}+3750 x^{11}-2500 x^{12}+625 x^{13}\right) \log ^2(x)} \, dx","Int[(1200 + 360*x - 1500*x^4 + 3000*x^5 - 1500*x^6 + (360*x - 6000*x^4 + 15000*x^5 - 9000*x^6)*Log[x])/((400*x + 240*x^2 + 36*x^3 - 1000*x^5 + 1700*x^6 - 400*x^7 - 300*x^8 + 625*x^9 - 2500*x^10 + 3750*x^11 - 2500*x^12 + 625*x^13)*Log[x]^2),x]","\int \frac{1200+360 x-1500 x^4+3000 x^5-1500 x^6+\left(360 x-6000 x^4+15000 x^5-9000 x^6\right) \log (x)}{\left(400 x+240 x^2+36 x^3-1000 x^5+1700 x^6-400 x^7-300 x^8+625 x^9-2500 x^{10}+3750 x^{11}-2500 x^{12}+625 x^{13}\right) \log ^2(x)} \, dx","\frac{12}{\left(\frac{1}{5} \left((5-5 x)^2 x^4-x\right)-x-4\right) \log (x)}",1,"-60*Defer[Int][1/(x*(-20 - 6*x + 25*x^4 - 50*x^5 + 25*x^6)*Log[x]^2), x] - 120*Defer[Int][(-3 + 50*x^3 - 125*x^4 + 75*x^5)/((-20 - 6*x + 25*x^4 - 50*x^5 + 25*x^6)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2346,1,20,0,0.0038333,"\int \frac{1}{25} \left(-9-12 x-3 x^2\right) \, dx","Int[(-9 - 12*x - 3*x^2)/25,x]","-\frac{x^3}{25}-\frac{6 x^2}{25}-\frac{9 x}{25}","-\frac{1}{25} x (x+3)^2+2+4 \log (2)",1,"(-9*x)/25 - (6*x^2)/25 - x^3/25","A",2,1,14,0.07143,1,"{12}"
2347,1,22,0,1.4597934,"\int \frac{-50 x+e^{e^x} \left(10 x+e^x \left(-2 x+5 x^2\right)\right)+\left(-10+e^{e^x} (2-5 x)+25 x\right) \log \left(20-100 x+125 x^2+e^{e^x} \left(-4+20 x-25 x^2\right)\right)}{10 x^2-25 x^3+e^{e^x} \left(-2 x^2+5 x^3\right)} \, dx","Int[(-50*x + E^E^x*(10*x + E^x*(-2*x + 5*x^2)) + (-10 + E^E^x*(2 - 5*x) + 25*x)*Log[20 - 100*x + 125*x^2 + E^E^x*(-4 + 20*x - 25*x^2)])/(10*x^2 - 25*x^3 + E^E^x*(-2*x^2 + 5*x^3)),x]","\frac{\log \left(\left(5-e^{e^x}\right) (2-5 x)^2\right)}{x}","\frac{\log \left(\left(5-e^{e^x}\right) (2-5 x)^2\right)}{x}+1",1,"Log[(5 - E^E^x)*(2 - 5*x)^2]/x","A",15,7,102,0.06863,1,"{6688, 14, 6742, 36, 29, 31, 2551}"
2348,0,0,0,2.2487561,"\int \frac{-8-18 x+40 x^2-8 x^4+\left(50+18 x-20 x^2+2 x^4+8 \log (4 x)\right) \log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log \left(\log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right)\right)}{\left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log ^2\left(\log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right)\right)} \, dx","Int[(-8 - 18*x + 40*x^2 - 8*x^4 + (50 + 18*x - 20*x^2 + 2*x^4 + 8*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]])/((25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^2),x]","\int \frac{-8-18 x+40 x^2-8 x^4+\left(50+18 x-20 x^2+2 x^4+8 \log (4 x)\right) \log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log \left(\log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right)\right)}{\left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right) \log ^2\left(\log \left(25+9 x-10 x^2+x^4+4 \log (4 x)\right)\right)} \, dx","\frac{2 x}{\log \left(\log \left(\left(x^2-5\right)^2+x+4 (2 x+\log (4 x))\right)\right)}",1,"-8*Defer[Int][1/((25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^2), x] - 18*Defer[Int][x/((25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^2), x] + 40*Defer[Int][x^2/((25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^2), x] - 8*Defer[Int][x^4/((25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x])*Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]*Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^2), x] + 2*Defer[Int][Log[Log[25 + 9*x - 10*x^2 + x^4 + 4*Log[4*x]]]^(-1), x]","F",0,0,0,0,-1,"{}"
2349,0,0,0,22.4216008,"\int \frac{-x^2+2 x^3+\exp \left(-x+2 e^{\frac{1}{2} (6+8 x+5 \log (x))} x+x^2+e^{6+8 x} x^5\right) \left(-1-x+2 x^2+e^{6+8 x} x^5 (5+8 x)+e^{\frac{1}{2} (6+8 x+5 \log (x))} \left(7 x+8 x^2\right)\right)}{x^2} \, dx","Int[(-x^2 + 2*x^3 + E^(-x + 2*E^((6 + 8*x + 5*Log[x])/2)*x + x^2 + E^(6 + 8*x)*x^5)*(-1 - x + 2*x^2 + E^(6 + 8*x)*x^5*(5 + 8*x) + E^((6 + 8*x + 5*Log[x])/2)*(7*x + 8*x^2)))/x^2,x]","\int \frac{-x^2+2 x^3+\exp \left(-x+2 e^{\frac{1}{2} (6+8 x+5 \log (x))} x+x^2+e^{6+8 x} x^5\right) \left(-1-x+2 x^2+e^{6+8 x} x^5 (5+8 x)+e^{\frac{1}{2} (6+8 x+5 \log (x))} \left(7 x+8 x^2\right)\right)}{x^2} \, dx","x^2-x+\frac{e^{\left(x+e^{-x+5 \left(x+\frac{\log (x)}{2}\right)+3}\right)^2-x}}{x}",1,"-x + x^2 - 2*Defer[Subst][Defer[Int][E^(-x^2 + (x^2 + E^(3 + 4*x^2)*x^5)^2)/x^3, x], x, Sqrt[x]] - 2*Defer[Subst][Defer[Int][E^(-x^2 + (x^2 + E^(3 + 4*x^2)*x^5)^2)/x, x], x, Sqrt[x]] + 4*Defer[Subst][Defer[Int][E^(-x^2 + (x^2 + E^(3 + 4*x^2)*x^5)^2)*x, x], x, Sqrt[x]] + 14*Defer[Subst][Defer[Int][E^(3 + 3*x^2 + x^4 + 2*E^(3 + 4*x^2)*x^7 + E^(6 + 8*x^2)*x^10)*x^4, x], x, Sqrt[x]] + 16*Defer[Subst][Defer[Int][E^(3 + 3*x^2 + x^4 + 2*E^(3 + 4*x^2)*x^7 + E^(6 + 8*x^2)*x^10)*x^6, x], x, Sqrt[x]] + 10*Defer[Subst][Defer[Int][E^(6 + 7*x^2 + x^4 + 2*E^(3 + 4*x^2)*x^7 + E^(6 + 8*x^2)*x^10)*x^7, x], x, Sqrt[x]] + 16*Defer[Subst][Defer[Int][E^(6 + 7*x^2 + x^4 + 2*E^(3 + 4*x^2)*x^7 + E^(6 + 8*x^2)*x^10)*x^9, x], x, Sqrt[x]]","F",0,0,0,0,-1,"{}"
2350,1,38,0,0.0672429,"\int \frac{-8-36 x+8 x \log (\log (2))}{80 x^2+360 x^3+405 x^4+\left(-80 x^3-180 x^4\right) \log (\log (2))+20 x^4 \log ^2(\log (2))} \, dx","Int[(-8 - 36*x + 8*x*Log[Log[2]])/(80*x^2 + 360*x^3 + 405*x^4 + (-80*x^3 - 180*x^4)*Log[Log[2]] + 20*x^4*Log[Log[2]]^2),x]","-\frac{2 (9-2 \log (\log (2)))}{5 \left(x^2 \left(-(9-2 \log (\log (2)))^2\right)-4 x (9-2 \log (\log (2)))\right)}","\frac{1}{5 x^2 \left(\frac{2}{x}+\frac{9}{2}-\log (\log (2))\right)}",1,"(-2*(9 - 2*Log[Log[2]]))/(5*(-4*x*(9 - 2*Log[Log[2]]) - x^2*(9 - 2*Log[Log[2]])^2))","A",5,4,55,0.07273,1,"{6, 1680, 12, 261}"
2351,1,9,0,0.0378763,"\int -\frac{16 e^{\frac{16-20 x}{x}}}{x^2} \, dx","Int[(-16*E^((16 - 20*x)/x))/x^2,x]","e^{\frac{16}{x}-20}","e^{\frac{4 (4-5 x)}{x}}",1,"E^(-20 + 16/x)","A",3,3,16,0.1875,1,"{12, 2225, 2209}"
2352,1,98,0,1.3982837,"\int \frac{-64 x^8+\left(384 x^6+144 x^8\right) \log (x)+\left(-768 x^4-16 e^x x^4-896 x^6\right) \log ^2(x)+\left(512 x^2+1920 x^4+e^x \left(32 x^2+40 x^4+8 x^5\right)\right) \log ^3(x)+\left(-1536 x^2+e^x \left(-96 x^2-32 x^3\right)\right) \log ^4(x)+\left(256+2 x+e^{2 x} (1+2 x)+e^x (32+32 x)\right) \log ^5(x)}{\log ^5(x)} \, dx","Int[(-64*x^8 + (384*x^6 + 144*x^8)*Log[x] + (-768*x^4 - 16*E^x*x^4 - 896*x^6)*Log[x]^2 + (512*x^2 + 1920*x^4 + E^x*(32*x^2 + 40*x^4 + 8*x^5))*Log[x]^3 + (-1536*x^2 + E^x*(-96*x^2 - 32*x^3))*Log[x]^4 + (256 + 2*x + E^(2*x)*(1 + 2*x) + E^x*(32 + 32*x))*Log[x]^5)/Log[x]^5,x]","\frac{16 x^9}{\log ^4(x)}-\frac{128 x^7}{\log ^3(x)}+\frac{384 x^5}{\log ^2(x)}-\frac{512 x^3}{\log (x)}+x^2+\frac{8 e^x \left(x^5 \log (x)-4 x^3 \log ^2(x)+4 x \log ^3(x)\right)}{\log ^3(x)}+256 x-\frac{e^{2 x}}{2}+\frac{1}{2} e^{2 x} (2 x+1)","x \left(\left(\left(4-\frac{2 x^2}{\log (x)}\right)^2+e^x\right)^2+x\right)",1,"-1/2*E^(2*x) + 256*x + x^2 + (E^(2*x)*(1 + 2*x))/2 + (16*x^9)/Log[x]^4 - (128*x^7)/Log[x]^3 + (384*x^5)/Log[x]^2 - (512*x^3)/Log[x] + (8*E^x*(x^5*Log[x] - 4*x^3*Log[x]^2 + 4*x*Log[x]^3))/Log[x]^3","B",45,8,141,0.05674,1,"{6742, 2176, 2194, 2288, 2306, 2309, 2178, 2353}"
2353,1,18,0,0.2375562,"\int \frac{-5+9 x-8 x^2+\left(5 x-4 x^2\right) \log \left(\frac{1}{4} \left(5 x-4 x^2\right)\right)}{\left(-5 x+4 x^2\right) \log (x)+\left(5 x^2-4 x^3\right) \log \left(\frac{1}{4} \left(5 x-4 x^2\right)\right)} \, dx","Int[(-5 + 9*x - 8*x^2 + (5*x - 4*x^2)*Log[(5*x - 4*x^2)/4])/((-5*x + 4*x^2)*Log[x] + (5*x^2 - 4*x^3)*Log[(5*x - 4*x^2)/4]),x]","\log \left(\log (x)-x \log \left(\frac{1}{4} (5-4 x) x\right)\right)","\log \left(\log (x)-x \log \left(\frac{5 x}{4}-x^2\right)\right)",1,"Log[Log[x] - x*Log[((5 - 4*x)*x)/4]]","A",2,2,76,0.02632,1,"{6741, 6684}"
2354,1,18,0,0.0060011,"\int \frac{1}{2} \left(-5+3 e^{-3 x/2}+4 x\right) \, dx","Int[(-5 + 3/E^((3*x)/2) + 4*x)/2,x]","x^2-\frac{5 x}{2}-e^{-3 x/2}","x^2-\frac{5 x}{2}-e^{-3 x/2}+1",1,"-E^((-3*x)/2) - (5*x)/2 + x^2","A",3,2,18,0.1111,1,"{12, 2194}"
2355,1,55,0,0.2834454,"\int \frac{-2 x-\log \left(\frac{e^x}{6}\right)}{x^2 \log ^3\left(\frac{e^x}{6}\right)} \, dx","Int[(-2*x - Log[E^x/6])/(x^2*Log[E^x/6]^3),x]","\frac{1}{\left(x-\log \left(\frac{e^x}{6}\right)\right) \log ^2\left(\frac{e^x}{6}\right)}-\frac{1}{x \left(x-\log \left(\frac{e^x}{6}\right)\right) \log \left(\frac{e^x}{6}\right)}","\frac{1}{x \log ^2\left(\frac{e^x}{6}\right)}+6",1,"1/((x - Log[E^x/6])*Log[E^x/6]^2) - 1/(x*(x - Log[E^x/6])*Log[E^x/6])","B",14,6,28,0.2143,1,"{6742, 2163, 2160, 2157, 29, 2171}"
2356,1,12,0,0.01203,"\int \frac{3 x+8 \log \left(x^2\right)}{2 x} \, dx","Int[(3*x + 8*Log[x^2])/(2*x),x]","\log ^2\left(x^2\right)+\frac{3 x}{2}","\log ^2\left(x^2\right)+\frac{3 x}{2}+1",1,"(3*x)/2 + Log[x^2]^2","A",4,3,17,0.1765,1,"{12, 14, 2301}"
2357,0,0,0,9.2454261,"\int \frac{e^{-5-e^{2 x}-e^{2 x^2}-2 e^{x+x^2}-x} \left(10+4 x-x^2+e^{2 x} \left(10 x-2 x^2\right)+e^{x+x^2} \left(10 x+18 x^2-4 x^3\right)+e^{2 x^2} \left(20 x^2-4 x^3\right)\right)}{3 x^3} \, dx","Int[(E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x)*(10 + 4*x - x^2 + E^(2*x)*(10*x - 2*x^2) + E^(x + x^2)*(10*x + 18*x^2 - 4*x^3) + E^(2*x^2)*(20*x^2 - 4*x^3)))/(3*x^3),x]","\int \frac{e^{-5-e^{2 x}-e^{2 x^2}-2 e^{x+x^2}-x} \left(10+4 x-x^2+e^{2 x} \left(10 x-2 x^2\right)+e^{x+x^2} \left(10 x+18 x^2-4 x^3\right)+e^{2 x^2} \left(20 x^2-4 x^3\right)\right)}{3 x^3} \, dx","\frac{e^{-\left(e^{x^2}+e^x\right)^2-x-5} (x-5)}{3 x^2}",1,"(-4*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) + x^2), x])/3 - (4*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x + 2*x^2), x])/3 + (10*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x)/x^3, x])/3 + (4*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x)/x^2, x])/3 + (10*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) + x)/x^2, x])/3 + (10*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) + x^2)/x^2, x])/3 - Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x)/x, x]/3 - (2*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) + x)/x, x])/3 + 6*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) + x^2)/x, x] + (20*Defer[Int][E^(-5 - E^(2*x) - E^(2*x^2) - 2*E^(x + x^2) - x + 2*x^2)/x, x])/3","F",0,0,0,0,-1,"{}"
2358,0,0,0,89.0835455,"\int \frac{e^{4 e^x+2 x^2} \left(6 x-24 e^x x^2+12 x^3\right)+e^{2 x^2} \left(6 x^3-12 x^5\right)-12 e^{2 x^2} x \log (x)+e^{2 x^2} \left(6 x+12 x^3\right) \log ^2(x)+e^{2 e^x} \left(12 e^{2 x^2} x+e^{2 x^2} \left(-12 x+24 e^x x^2-24 x^3\right) \log (x)\right)}{e^{12 e^x}-x^6-6 e^{10 e^x} \log (x)+3 x^4 \log ^2(x)-3 x^2 \log ^4(x)+\log ^6(x)+e^{8 e^x} \left(-3 x^2+15 \log ^2(x)\right)+e^{6 e^x} \left(12 x^2 \log (x)-20 \log ^3(x)\right)+e^{4 e^x} \left(3 x^4-18 x^2 \log ^2(x)+15 \log ^4(x)\right)+e^{2 e^x} \left(-6 x^4 \log (x)+12 x^2 \log ^3(x)-6 \log ^5(x)\right)} \, dx","Int[(E^(4*E^x + 2*x^2)*(6*x - 24*E^x*x^2 + 12*x^3) + E^(2*x^2)*(6*x^3 - 12*x^5) - 12*E^(2*x^2)*x*Log[x] + E^(2*x^2)*(6*x + 12*x^3)*Log[x]^2 + E^(2*E^x)*(12*E^(2*x^2)*x + E^(2*x^2)*(-12*x + 24*E^x*x^2 - 24*x^3)*Log[x]))/(E^(12*E^x) - x^6 - 6*E^(10*E^x)*Log[x] + 3*x^4*Log[x]^2 - 3*x^2*Log[x]^4 + Log[x]^6 + E^(8*E^x)*(-3*x^2 + 15*Log[x]^2) + E^(6*E^x)*(12*x^2*Log[x] - 20*Log[x]^3) + E^(4*E^x)*(3*x^4 - 18*x^2*Log[x]^2 + 15*Log[x]^4) + E^(2*E^x)*(-6*x^4*Log[x] + 12*x^2*Log[x]^3 - 6*Log[x]^5)),x]","\int \frac{e^{4 e^x+2 x^2} \left(6 x-24 e^x x^2+12 x^3\right)+e^{2 x^2} \left(6 x^3-12 x^5\right)-12 e^{2 x^2} x \log (x)+e^{2 x^2} \left(6 x+12 x^3\right) \log ^2(x)+e^{2 e^x} \left(12 e^{2 x^2} x+e^{2 x^2} \left(-12 x+24 e^x x^2-24 x^3\right) \log (x)\right)}{e^{12 e^x}-x^6-6 e^{10 e^x} \log (x)+3 x^4 \log ^2(x)-3 x^2 \log ^4(x)+\log ^6(x)+e^{8 e^x} \left(-3 x^2+15 \log ^2(x)\right)+e^{6 e^x} \left(12 x^2 \log (x)-20 \log ^3(x)\right)+e^{4 e^x} \left(3 x^4-18 x^2 \log ^2(x)+15 \log ^4(x)\right)+e^{2 e^x} \left(-6 x^4 \log (x)+12 x^2 \log ^3(x)-6 \log ^5(x)\right)} \, dx","\frac{3 e^{2 x^2}}{\left(\frac{\left(\log (x)-e^{2 e^x}\right)^2}{x}-x\right)^2}",1,"(3*Defer[Int][E^(2*x^2)/(E^(2*E^x) - x - Log[x])^3, x])/4 + (3*Defer[Int][E^(2*(2*E^x + x^2))/(E^(2*E^x) - x - Log[x])^3, x])/2 - 3*Defer[Int][E^(2*E^x + x + 2*x^2)/(E^(2*E^x) - x - Log[x])^3, x] - (9*Defer[Int][E^(2*x^2)/(E^(2*E^x) - x - Log[x]), x])/4 - (3*Defer[Int][E^(2*x^2)/(E^(2*E^x) + x - Log[x])^3, x])/4 - (3*Defer[Int][E^(2*(2*E^x + x^2))/(E^(2*E^x) + x - Log[x])^3, x])/2 - 3*Defer[Int][E^(2*E^x + x + 2*x^2)/(E^(2*E^x) + x - Log[x])^3, x] - (3*Defer[Int][E^(2*(E^x + x^2))/(x^2*(E^(2*E^x) + x - Log[x])^3), x])/2 - (3*Defer[Int][E^(2*(2*E^x + x^2))/(x^2*(E^(2*E^x) + x - Log[x])^3), x])/4 + (3*Defer[Int][(E^(2*x^2)*x^2)/(E^(2*E^x) + x - Log[x])^3, x])/2 - (9*Defer[Int][E^(2*(E^x + x^2))/(x^3*(E^(2*E^x) + x - Log[x])^2), x])/4 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^3*(E^(2*E^x) + x - Log[x])^2), x])/8 - (9*Defer[Int][E^(2*x^2)/(x*(E^(2*E^x) + x - Log[x])^2), x])/8 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x*(E^(2*E^x) + x - Log[x])^2), x])/4 - (3*Defer[Int][E^(2*E^x + x + 2*x^2)/(x*(E^(2*E^x) + x - Log[x])^2), x])/2 + (9*Defer[Int][(E^(2*x^2)*x)/(E^(2*E^x) + x - Log[x])^2, x])/4 + (9*Defer[Int][E^(2*x^2)/(E^(2*E^x) + x - Log[x]), x])/4 - (9*Defer[Int][E^(2*(E^x + x^2))/(x^4*(E^(2*E^x) + x - Log[x])), x])/4 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^4*(E^(2*E^x) + x - Log[x])), x])/8 - (9*Defer[Int][E^(2*x^2)/(x^2*(E^(2*E^x) + x - Log[x])), x])/8 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^2*(E^(2*E^x) + x - Log[x])), x])/4 + 3*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(E^(2*E^x) + x - Log[x])^3, x] + (3*Defer[Int][(E^(2*x^2)*Log[x])/(x^2*(E^(2*E^x) + x - Log[x])^3), x])/2 + (3*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^2*(E^(2*E^x) + x - Log[x])^3), x])/2 + (9*Defer[Int][(E^(2*x^2)*Log[x])/(x^3*(E^(2*E^x) + x - Log[x])^2), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^3*(E^(2*E^x) + x - Log[x])^2), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x*(E^(2*E^x) + x - Log[x])^2), x])/2 + (9*Defer[Int][(E^(2*x^2)*Log[x])/(x^4*(E^(2*E^x) + x - Log[x])), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^4*(E^(2*E^x) + x - Log[x])), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^2*(E^(2*E^x) + x - Log[x])), x])/2 - (3*Defer[Int][(E^(2*x^2)*Log[x]^2)/(E^(2*E^x) + x - Log[x])^3, x])/2 - (3*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^2*(E^(2*E^x) + x - Log[x])^3), x])/4 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^3*(E^(2*E^x) + x - Log[x])^2), x])/8 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x*(E^(2*E^x) + x - Log[x])^2), x])/4 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^4*(E^(2*E^x) + x - Log[x])), x])/8 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^2*(E^(2*E^x) + x - Log[x])), x])/4 - (3*Defer[Int][E^(2*(E^x + x^2))/(x^2*(-E^(2*E^x) + x + Log[x])^3), x])/2 - (3*Defer[Int][E^(2*(2*E^x + x^2))/(x^2*(-E^(2*E^x) + x + Log[x])^3), x])/4 + (3*Defer[Int][(E^(2*x^2)*x^2)/(-E^(2*E^x) + x + Log[x])^3, x])/2 + 3*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(-E^(2*E^x) + x + Log[x])^3, x] + (3*Defer[Int][(E^(2*x^2)*Log[x])/(x^2*(-E^(2*E^x) + x + Log[x])^3), x])/2 + (3*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^2*(-E^(2*E^x) + x + Log[x])^3), x])/2 - (3*Defer[Int][(E^(2*x^2)*Log[x]^2)/(-E^(2*E^x) + x + Log[x])^3, x])/2 - (3*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^2*(-E^(2*E^x) + x + Log[x])^3), x])/4 - (9*Defer[Int][E^(2*(E^x + x^2))/(x^3*(-E^(2*E^x) + x + Log[x])^2), x])/4 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^3*(-E^(2*E^x) + x + Log[x])^2), x])/8 - (9*Defer[Int][E^(2*x^2)/(x*(-E^(2*E^x) + x + Log[x])^2), x])/8 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x*(-E^(2*E^x) + x + Log[x])^2), x])/4 + (3*Defer[Int][E^(2*E^x + x + 2*x^2)/(x*(-E^(2*E^x) + x + Log[x])^2), x])/2 + (9*Defer[Int][(E^(2*x^2)*x)/(-E^(2*E^x) + x + Log[x])^2, x])/4 + (9*Defer[Int][(E^(2*x^2)*Log[x])/(x^3*(-E^(2*E^x) + x + Log[x])^2), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^3*(-E^(2*E^x) + x + Log[x])^2), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x*(-E^(2*E^x) + x + Log[x])^2), x])/2 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^3*(-E^(2*E^x) + x + Log[x])^2), x])/8 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x*(-E^(2*E^x) + x + Log[x])^2), x])/4 - (9*Defer[Int][E^(2*(E^x + x^2))/(x^4*(-E^(2*E^x) + x + Log[x])), x])/4 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^4*(-E^(2*E^x) + x + Log[x])), x])/8 - (9*Defer[Int][E^(2*x^2)/(x^2*(-E^(2*E^x) + x + Log[x])), x])/8 - (9*Defer[Int][E^(2*(2*E^x + x^2))/(x^2*(-E^(2*E^x) + x + Log[x])), x])/4 + (9*Defer[Int][(E^(2*x^2)*Log[x])/(x^4*(-E^(2*E^x) + x + Log[x])), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^4*(-E^(2*E^x) + x + Log[x])), x])/4 + (9*Defer[Int][(E^(2*(E^x + x^2))*Log[x])/(x^2*(-E^(2*E^x) + x + Log[x])), x])/2 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^4*(-E^(2*E^x) + x + Log[x])), x])/8 - (9*Defer[Int][(E^(2*x^2)*Log[x]^2)/(x^2*(-E^(2*E^x) + x + Log[x])), x])/4","F",0,0,0,0,-1,"{}"
2359,0,0,0,3.6171676,"\int \frac{-2 e^{4+2 x}-4 x^2+e^{2+x} \left(8 x-2 x^2\right)}{16 x^2+16 x^3+4 x^4+e^{4+2 x} \left(16+8 x+x^2\right)+e^{2+x} \left(-32 x-24 x^2-4 x^3\right)} \, dx","Int[(-2*E^(4 + 2*x) - 4*x^2 + E^(2 + x)*(8*x - 2*x^2))/(16*x^2 + 16*x^3 + 4*x^4 + E^(4 + 2*x)*(16 + 8*x + x^2) + E^(2 + x)*(-32*x - 24*x^2 - 4*x^3)),x]","\int \frac{-2 e^{4+2 x}-4 x^2+e^{2+x} \left(8 x-2 x^2\right)}{16 x^2+16 x^3+4 x^4+e^{4+2 x} \left(16+8 x+x^2\right)+e^{2+x} \left(-32 x-24 x^2-4 x^3\right)} \, dx","\frac{2}{-\frac{x^2}{e^{x+2}-x}+x+4}-e^4",1,"2/(4 + x) + 96*Defer[Int][(4*E^(2 + x) - 4*x + E^(2 + x)*x - 2*x^2)^(-2), x] - 32*Defer[Int][x/(2*x*(2 + x) - E^(2 + x)*(4 + x))^2, x] + 12*Defer[Int][x^2/(2*x*(2 + x) - E^(2 + x)*(4 + x))^2, x] - 4*Defer[Int][x^3/(2*x*(2 + x) - E^(2 + x)*(4 + x))^2, x] - 512*Defer[Int][1/((4 + x)^2*(2*x*(2 + x) - E^(2 + x)*(4 + x))^2), x] - 256*Defer[Int][1/((4 + x)*(2*x*(2 + x) - E^(2 + x)*(4 + x))^2), x] + 2*Defer[Int][x/(2*x*(2 + x) - E^(2 + x)*(4 + x)), x] + 64*Defer[Int][1/((4 + x)^2*(2*x*(2 + x) - E^(2 + x)*(4 + x))), x] + 16*Defer[Int][1/((4 + x)*(2*x*(2 + x) - E^(2 + x)*(4 + x))), x] + 8*Defer[Int][(-2*x*(2 + x) + E^(2 + x)*(4 + x))^(-1), x]","F",0,0,0,0,-1,"{}"
2360,1,27,0,2.0261963,"\int \frac{e^{e^x} \left(e^x \left(8+2 e^{x-x^2}\right)+e^{x-x^2} (-1+2 x)\right)+e^{e^x+x} \left(-4-e^{x-x^2}\right) \log \left(4+e^{x-x^2}\right)}{4+e^{x-x^2}} \, dx","Int[(E^E^x*(E^x*(8 + 2*E^(x - x^2)) + E^(x - x^2)*(-1 + 2*x)) + E^(E^x + x)*(-4 - E^(x - x^2))*Log[4 + E^(x - x^2)])/(4 + E^(x - x^2)),x]","2 e^{e^x}-e^{e^x} \log \left(e^{x-x^2}+4\right)","e^{e^x} \left(2-\log \left(e^{x-x^2}+4\right)\right)-\log \left(\frac{5}{2}\right)",1,"2*E^E^x - E^E^x*Log[4 + E^(x - x^2)]","A",10,5,87,0.05747,1,"{6688, 6742, 2282, 2194, 2554}"
2361,1,17,0,0.0250526,"\int \frac{-1+\log (x)}{\left(60-15 e^5+3 \log (5)\right) \log ^2(x)} \, dx","Int[(-1 + Log[x])/((60 - 15*E^5 + 3*Log[5])*Log[x]^2),x]","\frac{x}{\left(60-15 e^5+\log (125)\right) \log (x)}","\frac{x}{3 \left(\log (5)-5 \left(e^5-4\right)\right) \log (x)}",1,"x/((60 - 15*E^5 + Log[125])*Log[x])","A",6,4,22,0.1818,1,"{12, 2360, 2297, 2298}"
2362,1,124,0,2.2700189,"\int \frac{-10 x-44 x^2-55 x^3-31 x^4-13 x^5-5 x^6+e^{2 x} \left(-192 x-320 x^2-176 x^3-80 x^4-32 x^5\right)+e^x \left(96 x+256 x^2+216 x^3+96 x^4+48 x^5+8 x^6\right)+\left(-8 x-24 x^2-18 x^3-6 x^4-4 x^5+e^{2 x} \left(-128 x-128 x^2-32 x^3-32 x^4\right)+e^x \left(64 x+128 x^2+48 x^3+32 x^4+8 x^5\right)\right) \log (x)}{4+x^2} \, dx","Int[(-10*x - 44*x^2 - 55*x^3 - 31*x^4 - 13*x^5 - 5*x^6 + E^(2*x)*(-192*x - 320*x^2 - 176*x^3 - 80*x^4 - 32*x^5) + E^x*(96*x + 256*x^2 + 216*x^3 + 96*x^4 + 48*x^5 + 8*x^6) + (-8*x - 24*x^2 - 18*x^3 - 6*x^4 - 4*x^5 + E^(2*x)*(-128*x - 128*x^2 - 32*x^3 - 32*x^4) + E^x*(64*x + 128*x^2 + 48*x^3 + 32*x^4 + 8*x^5))*Log[x])/(4 + x^2),x]","-x^5+8 e^x x^4-3 x^4-x^4 \log (x)+16 e^x x^3-16 e^{2 x} x^3-3 x^3+8 e^x x^3 \log (x)-2 x^3 \log (x)+8 e^x x^2-16 e^{2 x} x^2-x^2+8 e^x x^2 \log (x)-16 e^{2 x} x^2 \log (x)-x^2 \log (x)+\log \left(x^2+4\right)","\log \left(x^2+4\right)-x \left(x-4 e^x+1\right)^2 (x+x (x+\log (x)))",1,"-x^2 + 8*E^x*x^2 - 16*E^(2*x)*x^2 - 3*x^3 + 16*E^x*x^3 - 16*E^(2*x)*x^3 - 3*x^4 + 8*E^x*x^4 - x^5 - x^2*Log[x] + 8*E^x*x^2*Log[x] - 16*E^(2*x)*x^2*Log[x] - 2*x^3*Log[x] + 8*E^x*x^3*Log[x] - x^4*Log[x] + Log[4 + x^2]","B",64,15,180,0.08333,1,"{6688, 6725, 260, 321, 203, 266, 43, 302, 2304, 6742, 2196, 2176, 2194, 2554, 12}"
2363,1,18,0,0.0240817,"\int \frac{-8+4 x-x^2+4 \log (x)}{4 x^2} \, dx","Int[(-8 + 4*x - x^2 + 4*Log[x])/(4*x^2),x]","-\frac{x}{4}+\frac{1}{x}+\log (x)-\frac{\log (x)}{x}","\frac{\frac{1}{4} \left(-x^2-x\right)-\log (x)+1}{x}+\log (x)",1,"x^(-1) - x/4 + Log[x] - Log[x]/x","A",6,3,21,0.1429,1,"{12, 14, 2304}"
2364,0,0,0,0.4145743,"\int \frac{-2 x^2+e^{2 x \log ^2(2)+2 (-5-x) \log ^2(2) \log (x)} \left(-10 e^2 \log ^2(2)-2 e^2 x \log ^2(2) \log (x)\right)}{x} \, dx","Int[(-2*x^2 + E^(2*x*Log[2]^2 + 2*(-5 - x)*Log[2]^2*Log[x])*(-10*E^2*Log[2]^2 - 2*E^2*x*Log[2]^2*Log[x]))/x,x]","\int \frac{-2 x^2+e^{2 x \log ^2(2)+2 (-5-x) \log ^2(2) \log (x)} \left(-10 e^2 \log ^2(2)-2 e^2 x \log ^2(2) \log (x)\right)}{x} \, dx","-x^2+e^{2 \log ^2(2) (x-(x+5) \log (x))+2}+2",1,"-x^2 - 10*Log[2]^2*Defer[Int][E^(2 + 2*x*Log[2]^2)*x^(-1 - 10*Log[2]^2 - 2*x*Log[2]^2), x] - 2*Log[2]^2*Log[x]*Defer[Int][E^(2 + 2*x*Log[2]^2)*x^(-10*Log[2]^2 - 2*x*Log[2]^2), x] + 2*Log[2]^2*Defer[Int][Defer[Int][E^(2 + 2*x*Log[2]^2)*x^(-10*Log[2]^2 - 2*x*Log[2]^2), x]/x, x]","F",0,0,0,0,-1,"{}"
2365,1,224,0,0.6617712,"\int \frac{\left(-4+26 x-30 x^2\right) \log \left(2 x^2-2 x^3\right)+\left(-1+11 x-10 x^2\right) \log ^2\left(2 x^2-2 x^3\right)}{-1+x} \, dx","Int[((-4 + 26*x - 30*x^2)*Log[2*x^2 - 2*x^3] + (-1 + 11*x - 10*x^2)*Log[2*x^2 - 2*x^3]^2)/(-1 + x),x]","\frac{5 x^2}{2}-\frac{1}{20} (1-10 x)^2 \log ^2\left(2 (1-x) x^2\right)-5 x^2 \log (x-1)-20 x^2 \log (x)-\frac{2}{5} \left(-50 x^2+20 x-\log (x)\right) \log (x)-\frac{1}{10} \log (1-x) \left(-\log \left(2 (1-x) x^2\right)+\log (x-1)+2 \log (x)\right)-\frac{1}{5} \log (x) \left(-\log \left(2 (1-x) x^2\right)+\log (x-1)+2 \log (x)\right)-\frac{5}{2} (1-x)^2-5 x-\frac{161}{20} \log ^2(x-1)-\frac{\log ^2(x)}{5}+8 (1-x) \log (x-1)+5 \log (1-x)-\frac{1}{10} \left(-50 (1-x)^2+180 (1-x)-81 \log (x-1)\right) \log (x-1)+8 x \log (x)+\frac{1}{5} \log (x-1) \log (x)","\left(x-5 x^2\right) \log ^2\left(\log \left(e^{2 (1-x) x^2}\right)\right)",1,"(-5*(1 - x)^2)/2 - 5*x + (5*x^2)/2 + 5*Log[1 - x] + 8*(1 - x)*Log[-1 + x] - 5*x^2*Log[-1 + x] - ((180*(1 - x) - 50*(1 - x)^2 - 81*Log[-1 + x])*Log[-1 + x])/10 - (161*Log[-1 + x]^2)/20 + 8*x*Log[x] - 20*x^2*Log[x] + (Log[-1 + x]*Log[x])/5 - (2*(20*x - 50*x^2 - Log[x])*Log[x])/5 - Log[x]^2/5 - (Log[1 - x]*(Log[-1 + x] + 2*Log[x] - Log[2*(1 - x)*x^2]))/10 - (Log[x]*(Log[-1 + x] + 2*Log[x] - Log[2*(1 - x)*x^2]))/5 - ((1 - 10*x)^2*Log[2*(1 - x)*x^2]^2)/20","B",47,18,55,0.3273,1,"{6742, 2513, 2418, 2389, 2295, 2390, 2301, 2395, 43, 2357, 2315, 2304, 77, 2498, 2411, 2334, 2416, 2394}"
2366,1,10,0,0.0045555,"\int \frac{2+9 x}{9 x^2} \, dx","Int[(2 + 9*x)/(9*x^2),x]","\log (x)-\frac{2}{9 x}","-\frac{2}{9 x}+\log (x)+5",1,"-2/(9*x) + Log[x]","A",3,2,12,0.1667,1,"{12, 43}"
2367,0,0,0,2.9412254,"\int \frac{-80 x^2-40 x^4-5 x^6+e^{\frac{6 x^2}{4+x^2}} \left(-80-40 x^2-5 x^4\right)+e^{\frac{3 x^2}{4+x^2}} \left(64-160 x-64 x^2-80 x^3+4 x^4-10 x^5+\left(-16+16 x^2-x^4\right) \log (4)\right)}{80 x^2+40 x^4+5 x^6+e^{\frac{6 x^2}{4+x^2}} \left(80+40 x^2+5 x^4\right)+e^{\frac{3 x^2}{4+x^2}} \left(160 x+80 x^3+10 x^5\right)} \, dx","Int[(-80*x^2 - 40*x^4 - 5*x^6 + E^((6*x^2)/(4 + x^2))*(-80 - 40*x^2 - 5*x^4) + E^((3*x^2)/(4 + x^2))*(64 - 160*x - 64*x^2 - 80*x^3 + 4*x^4 - 10*x^5 + (-16 + 16*x^2 - x^4)*Log[4]))/(80*x^2 + 40*x^4 + 5*x^6 + E^((6*x^2)/(4 + x^2))*(80 + 40*x^2 + 5*x^4) + E^((3*x^2)/(4 + x^2))*(160*x + 80*x^3 + 10*x^5)),x]","\int \frac{-80 x^2-40 x^4-5 x^6+e^{\frac{6 x^2}{4+x^2}} \left(-80-40 x^2-5 x^4\right)+e^{\frac{3 x^2}{4+x^2}} \left(64-160 x-64 x^2-80 x^3+4 x^4-10 x^5+\left(-16+16 x^2-x^4\right) \log (4)\right)}{80 x^2+40 x^4+5 x^6+e^{\frac{6 x^2}{4+x^2}} \left(80+40 x^2+5 x^4\right)+e^{\frac{3 x^2}{4+x^2}} \left(160 x+80 x^3+10 x^5\right)} \, dx","-x+\frac{4 \left(x-\frac{1}{4} x \log (4)\right)}{5 \left(x+e^{\frac{3 x}{x+\frac{4}{x}}}\right)}+4",1,"-x - (12*(4 - Log[4])*Defer[Int][1/((2*I - x)*(E^((3*x^2)/(4 + x^2)) + x)^2), x])/5 - ((4 - Log[4])*Defer[Int][x/(E^((3*x^2)/(4 + x^2)) + x)^2, x])/5 + (12*(4 - Log[4])*Defer[Int][1/((2*I + x)*(E^((3*x^2)/(4 + x^2)) + x)^2), x])/5 + ((4 - Log[4])*Defer[Int][(E^((3*x^2)/(4 + x^2)) + x)^(-1), x])/5 - ((6*I)/5)*(4 - Log[4])*Defer[Int][1/((2*I - x)*(E^((3*x^2)/(4 + x^2)) + x)), x] - ((6*I)/5)*(4 - Log[4])*Defer[Int][1/((2*I + x)*(E^((3*x^2)/(4 + x^2)) + x)), x] - (96*(4 - Log[4])*Defer[Int][x/((E^((3*x^2)/(4 + x^2)) + x)^2*(4 + x^2)^2), x])/5 + (96*(4 - Log[4])*Defer[Int][1/((E^((3*x^2)/(4 + x^2)) + x)*(4 + x^2)^2), x])/5","F",0,0,0,0,-1,"{}"
2368,0,0,0,3.0960238,"\int \frac{-4 x^2+2 x^5-4 x^3 \log (2)+2 x \log ^2(2)+\left(-4 x^2-4 x^5+\left(4+8 x^3\right) \log (2)-4 x \log ^2(2)\right) \log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right) \log \left(\log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right)\right)}{\left(x^3+x^6+\left(-x-2 x^4\right) \log (2)+x^2 \log ^2(2)\right) \log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right) \log \left(\log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right)\right)} \, dx","Int[(-4*x^2 + 2*x^5 - 4*x^3*Log[2] + 2*x*Log[2]^2 + (-4*x^2 - 4*x^5 + (4 + 8*x^3)*Log[2] - 4*x*Log[2]^2)*Log[(-1 - x^3 + x*Log[2])/(-x^2 + Log[2])]*Log[Log[(-1 - x^3 + x*Log[2])/(-x^2 + Log[2])]])/((x^3 + x^6 + (-x - 2*x^4)*Log[2] + x^2*Log[2]^2)*Log[(-1 - x^3 + x*Log[2])/(-x^2 + Log[2])]*Log[Log[(-1 - x^3 + x*Log[2])/(-x^2 + Log[2])]]),x]","\int \frac{-4 x^2+2 x^5-4 x^3 \log (2)+2 x \log ^2(2)+\left(-4 x^2-4 x^5+\left(4+8 x^3\right) \log (2)-4 x \log ^2(2)\right) \log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right) \log \left(\log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right)\right)}{\left(x^3+x^6+\left(-x-2 x^4\right) \log (2)+x^2 \log ^2(2)\right) \log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right) \log \left(\log \left(\frac{-1-x^3+x \log (2)}{-x^2+\log (2)}\right)\right)} \, dx","\log \left(\frac{48 \log ^2\left(\log \left(\frac{1}{x^2-\log (2)}+x\right)\right)}{x^4}\right)",1,"-4*Log[x] + 2*Defer[Int][1/((-x + Sqrt[Log[2]])*Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]*Log[Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]]), x] - 2*Defer[Int][1/((x + Sqrt[Log[2]])*Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]*Log[Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]]), x] + 6*Defer[Int][x^2/((1 + x^3 - x*Log[2])*Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]*Log[Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]]), x] + 2*Log[2]*Defer[Int][1/((-1 - x^3 + x*Log[2])*Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]*Log[Log[(1 + x^3 - x*Log[2])/(x^2 - Log[2])]]), x]","F",0,0,0,0,-1,"{}"
2369,1,10,0,0.0148108,"\int -\frac{2 \log (\log (4))}{x \log ^3(-x)} \, dx","Int[(-2*Log[Log[4]])/(x*Log[-x]^3),x]","\frac{\log (\log (4))}{\log ^2(-x)}","\frac{\log (\log (4))}{\log ^2(-x)}",1,"Log[Log[4]]/Log[-x]^2","A",3,3,14,0.2143,1,"{12, 2302, 30}"
2370,0,0,0,19.4370739,"\int \frac{\frac{1}{27} e^{3 x} x^2+\frac{1}{3} e^{2 x} x^3+e^x x^4+x^5+e^{x+\frac{100}{\frac{e^{2 x}}{9}+\frac{2 e^x x}{3}+x^2}} \left(\frac{1}{27} e^{3 x} (1-x)+200 x+x^3-x^4+\frac{1}{9} e^{2 x} \left(3 x-3 x^2\right)+\frac{1}{3} e^x \left(200 x+3 x^2-3 x^3\right)\right)}{\frac{1}{27} e^{3 x} x^2+\frac{1}{3} e^{2 x} x^3+e^x x^4+x^5} \, dx","Int[((E^(3*x)*x^2)/27 + (E^(2*x)*x^3)/3 + E^x*x^4 + x^5 + E^(x + 100/(E^(2*x)/9 + (2*E^x*x)/3 + x^2))*((E^(3*x)*(1 - x))/27 + 200*x + x^3 - x^4 + (E^(2*x)*(3*x - 3*x^2))/9 + (E^x*(200*x + 3*x^2 - 3*x^3))/3))/((E^(3*x)*x^2)/27 + (E^(2*x)*x^3)/3 + E^x*x^4 + x^5),x]","\int \frac{\frac{1}{27} e^{3 x} x^2+\frac{1}{3} e^{2 x} x^3+e^x x^4+x^5+e^{x+\frac{100}{\frac{e^{2 x}}{9}+\frac{2 e^x x}{3}+x^2}} \left(\frac{1}{27} e^{3 x} (1-x)+200 x+x^3-x^4+\frac{1}{9} e^{2 x} \left(3 x-3 x^2\right)+\frac{1}{3} e^x \left(200 x+3 x^2-3 x^3\right)\right)}{\frac{1}{27} e^{3 x} x^2+\frac{1}{3} e^{2 x} x^3+e^x x^4+x^5} \, dx","x-\frac{e^{x+\frac{100}{\left(x+\frac{e^x}{3}\right)^2}}}{x}",1,"(-27*x^2)/(2*(E^x + 3*x)^2) + (E^(x + 900/(E^x + 3*x)^2)*(5400*x + 1800*E^x*x - E^(3*x)*x - 9*E^(2*x)*x^2 - 27*E^x*x^3 - 27*x^4))/(x^2*(E^x + 3*x)^3*(1 - (1800*(3 + E^x))/(E^x + 3*x)^3)) + Defer[Int][E^(3*x)/(E^x + 3*x)^3, x] + 9*Defer[Int][(E^(2*x)*x)/(E^x + 3*x)^3, x] - 81*Defer[Int][x^2/(E^x + 3*x)^3, x] + 27*Defer[Int][x^3/(E^x + 3*x)^3, x] + 27*Defer[Int][x/(E^x + 3*x)^2, x]","F",0,0,0,0,-1,"{}"
2371,1,204,0,2.2158457,"\int \frac{\exp \left(-4-\frac{3-72 x+414 x^2+204 x^3+171 x^4+36 x^5+12 x^6}{e^4 \left(1-4 x+4 x^2\right)}\right) \left(-60 x+684 x^2+612 x^3+276 x^4-504 x^5-144 x^6-96 x^7+e^4 \left(1-6 x+12 x^2-8 x^3\right)\right)}{-x^2+6 x^3-12 x^4+8 x^5} \, dx","Int[(E^(-4 - (3 - 72*x + 414*x^2 + 204*x^3 + 171*x^4 + 36*x^5 + 12*x^6)/(E^4*(1 - 4*x + 4*x^2)))*(-60*x + 684*x^2 + 612*x^3 + 276*x^4 - 504*x^5 - 144*x^6 - 96*x^7 + E^4*(1 - 6*x + 12*x^2 - 8*x^3)))/(-x^2 + 6*x^3 - 12*x^4 + 8*x^5),x]","\frac{\left(8 x^7+12 x^6+42 x^5-23 x^4-51 x^3-57 x^2+5 x\right) \exp \left(-\frac{3 \left(4 x^6+12 x^5+57 x^4+68 x^3+138 x^2-24 x+1\right)}{e^4 \left(4 x^2-4 x+1\right)}-4\right)}{\left(-8 x^5+12 x^4-6 x^3+x^2\right) \left(\frac{3 \left(-2 x^5-5 x^4-19 x^3-17 x^2-23 x+2\right)}{e^4 \left(4 x^2-4 x+1\right)}-\frac{(1-2 x) \left(4 x^6+12 x^5+57 x^4+68 x^3+138 x^2-24 x+1\right)}{e^4 \left(4 x^2-4 x+1\right)^2}\right)}","\frac{e^{-\frac{3 \left((x+1)^2+\frac{24}{4-\frac{2}{x}}\right)^2}{e^4}}}{x}",1,"(E^(-4 - (3*(1 - 24*x + 138*x^2 + 68*x^3 + 57*x^4 + 12*x^5 + 4*x^6))/(E^4*(1 - 4*x + 4*x^2)))*(5*x - 57*x^2 - 51*x^3 - 23*x^4 + 42*x^5 + 12*x^6 + 8*x^7))/((x^2 - 6*x^3 + 12*x^4 - 8*x^5)*((3*(2 - 23*x - 17*x^2 - 19*x^3 - 5*x^4 - 2*x^5))/(E^4*(1 - 4*x + 4*x^2)) - ((1 - 2*x)*(1 - 24*x + 138*x^2 + 68*x^3 + 57*x^4 + 12*x^5 + 4*x^6))/(E^4*(1 - 4*x + 4*x^2)^2)))","B",1,1,128,0.007812,1,"{2288}"
2372,0,0,0,13.246037,"\int \frac{8-8 e^{12}+e^8 (24-16 x)-16 x+6 x^2+e^4 \left(-24+32 x-6 x^2\right)+e^{-15+3 x^2} \left(8+e^{2 x} (2+4 x)+e^x (8+8 x)\right)+e^{2 x} \left(2+e^4 (-6-12 x)+e^{12} (-2-4 x)+4 x+e^8 (6+12 x)\right)+e^x \left(8+e^{12} (-8-8 x)-4 x^2+e^8 \left(24+16 x-4 x^2\right)+e^4 \left(-24-8 x+8 x^2\right)\right)+e^{-10+2 x^2} \left(24-24 e^4-16 x+16 x^3+e^{2 x} \left(6+e^4 (-6-12 x)+12 x\right)+e^x \left(24+e^4 (-24-24 x)+16 x-4 x^2+8 x^3\right)\right)+e^{-5+x^2} \left(24+24 e^8-32 x+6 x^2+16 x^3-8 x^4+e^4 \left(-48+32 x-16 x^3\right)+e^{2 x} \left(6+e^4 (-12-24 x)+12 x+e^8 (6+12 x)\right)+e^x \left(24+8 x-8 x^2+8 x^3+e^8 (24+24 x)+e^4 \left(-48-32 x+8 x^2-8 x^3\right)\right)\right)}{1-3 e^4+3 e^8-e^{12}+e^{-15+3 x^2}+e^{-10+2 x^2} \left(3-3 e^4\right)+e^{-5+x^2} \left(3-6 e^4+3 e^8\right)} \, dx","Int[(8 - 8*E^12 + E^8*(24 - 16*x) - 16*x + 6*x^2 + E^4*(-24 + 32*x - 6*x^2) + E^(-15 + 3*x^2)*(8 + E^(2*x)*(2 + 4*x) + E^x*(8 + 8*x)) + E^(2*x)*(2 + E^4*(-6 - 12*x) + E^12*(-2 - 4*x) + 4*x + E^8*(6 + 12*x)) + E^x*(8 + E^12*(-8 - 8*x) - 4*x^2 + E^8*(24 + 16*x - 4*x^2) + E^4*(-24 - 8*x + 8*x^2)) + E^(-10 + 2*x^2)*(24 - 24*E^4 - 16*x + 16*x^3 + E^(2*x)*(6 + E^4*(-6 - 12*x) + 12*x) + E^x*(24 + E^4*(-24 - 24*x) + 16*x - 4*x^2 + 8*x^3)) + E^(-5 + x^2)*(24 + 24*E^8 - 32*x + 6*x^2 + 16*x^3 - 8*x^4 + E^4*(-48 + 32*x - 16*x^3) + E^(2*x)*(6 + E^4*(-12 - 24*x) + 12*x + E^8*(6 + 12*x)) + E^x*(24 + 8*x - 8*x^2 + 8*x^3 + E^8*(24 + 24*x) + E^4*(-48 - 32*x + 8*x^2 - 8*x^3))))/(1 - 3*E^4 + 3*E^8 - E^12 + E^(-15 + 3*x^2) + E^(-10 + 2*x^2)*(3 - 3*E^4) + E^(-5 + x^2)*(3 - 6*E^4 + 3*E^8)),x]","\int \frac{8-8 e^{12}+e^8 (24-16 x)-16 x+6 x^2+e^4 \left(-24+32 x-6 x^2\right)+e^{-15+3 x^2} \left(8+e^{2 x} (2+4 x)+e^x (8+8 x)\right)+e^{2 x} \left(2+e^4 (-6-12 x)+e^{12} (-2-4 x)+4 x+e^8 (6+12 x)\right)+e^x \left(8+e^{12} (-8-8 x)-4 x^2+e^8 \left(24+16 x-4 x^2\right)+e^4 \left(-24-8 x+8 x^2\right)\right)+e^{-10+2 x^2} \left(24-24 e^4-16 x+16 x^3+e^{2 x} \left(6+e^4 (-6-12 x)+12 x\right)+e^x \left(24+e^4 (-24-24 x)+16 x-4 x^2+8 x^3\right)\right)+e^{-5+x^2} \left(24+24 e^8-32 x+6 x^2+16 x^3-8 x^4+e^4 \left(-48+32 x-16 x^3\right)+e^{2 x} \left(6+e^4 (-12-24 x)+12 x+e^8 (6+12 x)\right)+e^x \left(24+8 x-8 x^2+8 x^3+e^8 (24+24 x)+e^4 \left(-48-32 x+8 x^2-8 x^3\right)\right)\right)}{1-3 e^4+3 e^8-e^{12}+e^{-15+3 x^2}+e^{-10+2 x^2} \left(3-3 e^4\right)+e^{-5+x^2} \left(3-6 e^4+3 e^8\right)} \, dx","2 x \left(\frac{x}{-e^{x^2-5}-1+e^4}+e^x+2\right)^2",1,"-8*E^x - E^(2*x) + 8*x - (8*E^5*x^2)/(E^x^2 + E^5*(1 - E^4)) + 8*E^x*(1 + x) + E^(2*x)*(1 + 2*x) + 8*E^5*Defer[Int][(E^x*x)/(-E^x^2 - E^5*(1 - E^4)), x] + 4*E^5*Defer[Int][(E^x*x^2)/(-E^x^2 - E^5*(1 - E^4)), x] + 6*E^10*Defer[Int][x^2/(E^x^2 + E^5*(1 - E^4))^2, x] - 8*E^10*(1 - E^4)*Defer[Int][(E^x*x^3)/(E^x^2 + E^5*(1 - E^4))^2, x] + 8*E^5*Defer[Int][(E^x*x^3)/(E^x^2 + E^5*(1 - E^4)), x] + 8*E^15*(1 - E^4)*Defer[Int][x^4/(E^x^2 + E^5*(1 - E^4))^3, x] - 8*E^10*Defer[Int][x^4/(E^x^2 + E^5*(1 - E^4))^2, x]","F",0,0,0,0,-1,"{}"
2373,1,2,0,0.0003204,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
2374,0,0,0,0.7900065,"\int \frac{64+32 x-12 x^2-4 x^3+(-32-16 x) \log (2)}{128+160 x+98 x^2+37 x^3+8 x^4+x^5+\left(-128-112 x-40 x^2-8 x^3\right) \log (2)+(32+16 x) \log ^2(2)+\left(32 x+28 x^2+10 x^3+2 x^4+\left(-16 x-8 x^2\right) \log (2)\right) \log (6+3 x)+\left(2 x^2+x^3\right) \log ^2(6+3 x)} \, dx","Int[(64 + 32*x - 12*x^2 - 4*x^3 + (-32 - 16*x)*Log[2])/(128 + 160*x + 98*x^2 + 37*x^3 + 8*x^4 + x^5 + (-128 - 112*x - 40*x^2 - 8*x^3)*Log[2] + (32 + 16*x)*Log[2]^2 + (32*x + 28*x^2 + 10*x^3 + 2*x^4 + (-16*x - 8*x^2)*Log[2])*Log[6 + 3*x] + (2*x^2 + x^3)*Log[6 + 3*x]^2),x]","\int \frac{64+32 x-12 x^2-4 x^3+(-32-16 x) \log (2)}{128+160 x+98 x^2+37 x^3+8 x^4+x^5+\left(-128-112 x-40 x^2-8 x^3\right) \log (2)+(32+16 x) \log ^2(2)+\left(32 x+28 x^2+10 x^3+2 x^4+\left(-16 x-8 x^2\right) \log (2)\right) \log (6+3 x)+\left(2 x^2+x^3\right) \log ^2(6+3 x)} \, dx","\frac{x}{\frac{1}{4} x (x+\log (3 (x+2))+3)+2-\log (2)}",1,"8*(5 - Log[4])*Defer[Int][(3*x + x^2 + 8*(1 - Log[2]/2) + x*Log[3*(2 + x)])^(-2), x] + 16*Defer[Int][1/((-2 - x)*(3*x + x^2 + 8*(1 - Log[2]/2) + x*Log[3*(2 + x)])^2), x] - 4*Defer[Int][x/(3*x + x^2 + 8*(1 - Log[2]/2) + x*Log[3*(2 + x)])^2, x] - 4*Defer[Int][x^2/(3*x + x^2 + 8*(1 - Log[2]/2) + x*Log[3*(2 + x)])^2, x]","F",0,0,0,0,-1,"{}"
2375,1,39,0,0.0272776,"\int \frac{9+6 x+x^2+\left(6 x+2 x^2\right) \log (2 x)}{9 x} \, dx","Int[(9 + 6*x + x^2 + (6*x + 2*x^2)*Log[2*x])/(9*x),x]","\frac{x^2}{18}+\frac{1}{9} \left(x^2+6 x\right) \log (2 x)+\frac{2 x}{3}-\frac{1}{18} (x+6)^2+\log (x)","\frac{1}{9} (x+3)^2 \log (2 x)",1,"(2*x)/3 + x^2/18 - (6 + x)^2/18 + Log[x] + ((6*x + x^2)*Log[2*x])/9","B",7,4,29,0.1379,1,"{12, 14, 2313, 9}"
2376,1,22,0,0.2164577,"\int 2 e^{-2-x} \left(e^x \left(-1+\frac{e^{2+x}}{2}\right)-5 x^4+x^5\right) \, dx","Int[2*E^(-2 - x)*(E^x*(-1 + E^(2 + x)/2) - 5*x^4 + x^5),x]","-2 e^{-x-2} x^5-\frac{2 x}{e^2}+e^x","-2 e^{-x-2} x \left(x^4+e^x\right)+e^x+5",1,"E^x - (2*x)/E^2 - 2*E^(-2 - x)*x^5","A",16,4,33,0.1212,1,"{12, 6742, 2194, 2176}"
2377,1,24,0,0.0463346,"\int \frac{337500+722400 x+4804 x^2+8 x^3+e^3 \left(5400000 x^2+36000 x^3+60 x^4\right)}{90000+600 x+x^2} \, dx","Int[(337500 + 722400*x + 4804*x^2 + 8*x^3 + E^3*(5400000*x^2 + 36000*x^3 + 60*x^4))/(90000 + 600*x + x^2),x]","20 e^3 x^3+4 x^2+4 x+\frac{22500}{x+300}","4 \left(\left(5 e^3 x+1\right) x^2+x\right)-\frac{x}{\frac{x}{75}+4}",1,"4*x + 4*x^2 + 20*E^3*x^3 + 22500/(300 + x)","A",3,2,46,0.04348,1,"{27, 1850}"
2378,1,20,0,0.3570492,"\int \frac{-1+e^x (-5+x)-x^3+\left(-4 x^3+e^x x^4\right) \log (x)}{e^{2 x} (-5+x)+e^{2 x} x^4 \log (x)+\left(e^x (10-2 x)-2 e^x x^4 \log (x)\right) \log \left(-5+x+x^4 \log (x)\right)+\left(-5+x+x^4 \log (x)\right) \log ^2\left(-5+x+x^4 \log (x)\right)} \, dx","Int[(-1 + E^x*(-5 + x) - x^3 + (-4*x^3 + E^x*x^4)*Log[x])/(E^(2*x)*(-5 + x) + E^(2*x)*x^4*Log[x] + (E^x*(10 - 2*x) - 2*E^x*x^4*Log[x])*Log[-5 + x + x^4*Log[x]] + (-5 + x + x^4*Log[x])*Log[-5 + x + x^4*Log[x]]^2),x]","-\frac{1}{e^x-\log \left(x^4 \log (x)+x-5\right)}","\frac{1}{\log \left(x^4 \log (x)+x-5\right)-e^x}+2",1,"-(E^x - Log[-5 + x + x^4*Log[x]])^(-1)","A",2,2,107,0.01869,1,"{6688, 6686}"
2379,0,0,0,0.4384319,"\int \frac{e^{\frac{1-110 x-17 x^2+x^3}{-22+x}} \left(2419+748 x-83 x^2+2 x^3\right)}{484-44 x+x^2} \, dx","Int[(E^((1 - 110*x - 17*x^2 + x^3)/(-22 + x))*(2419 + 748*x - 83*x^2 + 2*x^3))/(484 - 44*x + x^2),x]","\int \frac{e^{\frac{1-110 x-17 x^2+x^3}{-22+x}} \left(2419+748 x-83 x^2+2 x^3\right)}{484-44 x+x^2} \, dx","e^{x \left(x-\frac{1}{(22-x) x}+5\right)}",1,"5*Defer[Int][E^((1 - 110*x - 17*x^2 + x^3)/(-22 + x)), x] - Defer[Int][E^((1 - 110*x - 17*x^2 + x^3)/(-22 + x))/(-22 + x)^2, x] + 2*Defer[Int][E^((1 - 110*x - 17*x^2 + x^3)/(-22 + x))*x, x]","F",0,0,0,0,-1,"{}"
2380,0,0,0,1.001896,"\int \frac{-3 e^4 x^2+2 x^4-x^4 \log \left(\frac{64}{25 x}\right)}{e^8+9 x^4+6 x^5+x^6+e^4 \left(-6 x^2-2 x^3\right)+\left(2 e^4 x^2-6 x^4-2 x^5\right) \log \left(\frac{64}{25 x}\right)+x^4 \log ^2\left(\frac{64}{25 x}\right)} \, dx","Int[(-3*E^4*x^2 + 2*x^4 - x^4*Log[64/(25*x)])/(E^8 + 9*x^4 + 6*x^5 + x^6 + E^4*(-6*x^2 - 2*x^3) + (2*E^4*x^2 - 6*x^4 - 2*x^5)*Log[64/(25*x)] + x^4*Log[64/(25*x)]^2),x]","\int \frac{-3 e^4 x^2+2 x^4-x^4 \log \left(\frac{64}{25 x}\right)}{e^8+9 x^4+6 x^5+x^6+e^4 \left(-6 x^2-2 x^3\right)+\left(2 e^4 x^2-6 x^4-2 x^5\right) \log \left(\frac{64}{25 x}\right)+x^4 \log ^2\left(\frac{64}{25 x}\right)} \, dx","\frac{x}{-\frac{e^4}{x^2}+x-\log \left(\frac{64}{25 x}\right)+3}",1,"Defer[Int][x^2/(-E^4 + 3*x^2 + x^3 - x^2*Log[64/(25*x)]), x] - 2*E^4*Defer[Int][x^2/(E^4 - 3*x^2 - x^3 + x^2*Log[64/(25*x)])^2, x] - Defer[Int][x^4/(E^4 - 3*x^2 - x^3 + x^2*Log[64/(25*x)])^2, x] - Defer[Int][x^5/(E^4 - 3*x^2 - x^3 + x^2*Log[64/(25*x)])^2, x]","F",0,0,0,0,-1,"{}"
2381,0,0,0,0.9988725,"\int \frac{9765625 x^{15} \left(30-35 x+5 x \log \left(x^2\right)\right)}{\left(2 x-3 x^2+x^2 \log \left(x^2\right)\right) \left(4-12 x+9 x^2+\left(4 x-6 x^2\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)\right)^5} \, dx","Int[(9765625*x^15*(30 - 35*x + 5*x*Log[x^2]))/((2*x - 3*x^2 + x^2*Log[x^2])*(4 - 12*x + 9*x^2 + (4*x - 6*x^2)*Log[x^2] + x^2*Log[x^2]^2)^5),x]","\int \frac{9765625 x^{15} \left(30-35 x+5 x \log \left(x^2\right)\right)}{\left(2 x-3 x^2+x^2 \log \left(x^2\right)\right) \left(4-12 x+9 x^2+\left(4 x-6 x^2\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)\right)^5} \, dx","\frac{9765625 x^5}{\left(\log \left(x^2\right)+\frac{2}{x}-3\right)^{10}}",1,"195312500*Defer[Int][x^14/(2 - 3*x + x*Log[x^2])^11, x] - 195312500*Defer[Int][x^15/(2 - 3*x + x*Log[x^2])^11, x] + 48828125*Defer[Int][x^14/(2 - 3*x + x*Log[x^2])^10, x]","F",0,0,0,0,-1,"{}"
2382,1,39,0,0.8473167,"\int \frac{-4608-768 x+120 x^2+18 x^3+(-1536-320 x) \log (4+x)+(-128-32 x) \log ^2(4+x)}{2304 x+1156 x^2+181 x^3+9 x^4+\left(768 x+288 x^2+24 x^3\right) \log (4+x)+\left(64 x+16 x^2\right) \log ^2(4+x)} \, dx","Int[(-4608 - 768*x + 120*x^2 + 18*x^3 + (-1536 - 320*x)*Log[4 + x] + (-128 - 32*x)*Log[4 + x]^2)/(2304*x + 1156*x^2 + 181*x^3 + 9*x^4 + (768*x + 288*x^2 + 24*x^3)*Log[4 + x] + (64*x + 16*x^2)*Log[4 + x]^2),x]","2 \log \left(9 x^2+145 x+16 \log ^2(x+4)+24 x \log (x+4)+192 \log (x+4)+576\right)-2 \log (x)","\log \left(\frac{\left(x+(x-4 (x+\log (x+4)+6))^2\right)^2}{x^2}\right)",1,"-2*Log[x] + 2*Log[576 + 145*x + 9*x^2 + 192*Log[4 + x] + 24*x*Log[4 + x] + 16*Log[4 + x]^2]","A",4,3,94,0.03191,1,"{6741, 6742, 6684}"
2383,0,0,0,7.9268821,"\int \frac{2 e^{16}+2 e^{2 e^x}+8 e^{12} x+2 x^2+4 x^3+2 x^4+e^{e^x} \left(-4 e^8-4 x-8 e^4 x-4 x^2\right)+e^8 \left(4 x+12 x^2\right)+e^4 \left(8 x^2+8 x^3\right)+\left(2 e^{2 e^x+x} x \log \left(16 x^2\right)+e^{e^x} \left(-2 x-4 e^4 x-4 x^2+e^x \left(-2 e^8 x-2 x^2-4 e^4 x^2-2 x^3\right)\right) \log \left(16 x^2\right)+\left(4 e^{12} x+2 x^2+6 x^3+4 x^4+e^8 \left(2 x+12 x^2\right)+e^4 \left(8 x^2+12 x^3\right)\right) \log \left(16 x^2\right)\right) \log \left(\frac{1}{4} \log \left(16 x^2\right)\right)}{x \log \left(16 x^2\right)} \, dx","Int[(2*E^16 + 2*E^(2*E^x) + 8*E^12*x + 2*x^2 + 4*x^3 + 2*x^4 + E^E^x*(-4*E^8 - 4*x - 8*E^4*x - 4*x^2) + E^8*(4*x + 12*x^2) + E^4*(8*x^2 + 8*x^3) + (2*E^(2*E^x + x)*x*Log[16*x^2] + E^E^x*(-2*x - 4*E^4*x - 4*x^2 + E^x*(-2*E^8*x - 2*x^2 - 4*E^4*x^2 - 2*x^3))*Log[16*x^2] + (4*E^12*x + 2*x^2 + 6*x^3 + 4*x^4 + E^8*(2*x + 12*x^2) + E^4*(8*x^2 + 12*x^3))*Log[16*x^2])*Log[Log[16*x^2]/4])/(x*Log[16*x^2]),x]","\int \frac{2 e^{16}+2 e^{2 e^x}+8 e^{12} x+2 x^2+4 x^3+2 x^4+e^{e^x} \left(-4 e^8-4 x-8 e^4 x-4 x^2\right)+e^8 \left(4 x+12 x^2\right)+e^4 \left(8 x^2+8 x^3\right)+\left(2 e^{2 e^x+x} x \log \left(16 x^2\right)+e^{e^x} \left(-2 x-4 e^4 x-4 x^2+e^x \left(-2 e^8 x-2 x^2-4 e^4 x^2-2 x^3\right)\right) \log \left(16 x^2\right)+\left(4 e^{12} x+2 x^2+6 x^3+4 x^4+e^8 \left(2 x+12 x^2\right)+e^4 \left(8 x^2+12 x^3\right)\right) \log \left(16 x^2\right)\right) \log \left(\frac{1}{4} \log \left(16 x^2\right)\right)}{x \log \left(16 x^2\right)} \, dx","\left(\left(x+e^4\right)^2-e^{e^x}+x\right)^2 \log \left(\frac{1}{4} \log \left(16 x^2\right)\right)",1,"E^(2*E^x)*Log[Log[16*x^2]/4] - 2*E^(8 + E^x)*Log[Log[16*x^2]/4] + (E^8 + (1 + 2*E^4)*x + x^2)^2*Log[Log[16*x^2]/4] - 2*(1 + 2*E^4)*ExpIntegralEi[E^x]*Log[Log[16*x^2]/4] - 4*Log[Log[16*x^2]/4]*Defer[Int][E^E^x*x, x] - 2*(1 + 2*E^4)*Log[Log[16*x^2]/4]*Defer[Int][E^(E^x + x)*x, x] - 2*Log[Log[16*x^2]/4]*Defer[Int][E^(E^x + x)*x^2, x] - 4*(1 + 2*E^4)*Defer[Int][E^E^x/Log[16*x^2], x] - 4*Defer[Int][(E^E^x*x)/Log[16*x^2], x] + 4*(1 + 2*E^4)*Defer[Int][ExpIntegralEi[E^x]/(x*Log[16*x^2]), x] + 8*Defer[Int][Defer[Int][E^E^x*x, x]/(x*Log[16*x^2]), x] + 4*(1 + 2*E^4)*Defer[Int][Defer[Int][E^(E^x + x)*x, x]/(x*Log[16*x^2]), x] + 4*Defer[Int][Defer[Int][E^(E^x + x)*x^2, x]/(x*Log[16*x^2]), x]","F",0,0,0,0,-1,"{}"
2384,1,110,0,0.4609025,"\int \frac{3840-8960 x+2560 x^2+\left(3840 x-1280 x^2\right) \log (-3+x)+\left(-7680 x+1280 x^2+\left(3840 x-1280 x^2\right) \log (-3+x)\right) \log (x)+\left(-480+640 x-160 x^2+\left(480 x-160 x^2\right) \log (x)\right) \log (\log (3))+(15-5 x) \log ^2(\log (3))}{-768 x+256 x^2} \, dx","Int[(3840 - 8960*x + 2560*x^2 + (3840*x - 1280*x^2)*Log[-3 + x] + (-7680*x + 1280*x^2 + (3840*x - 1280*x^2)*Log[-3 + x])*Log[x] + (-480 + 640*x - 160*x^2 + (480*x - 160*x^2)*Log[x])*Log[Log[3]] + (15 - 5*x)*Log[Log[3]]^2)/(-768*x + 256*x^2),x]","-10 x+5 x (\log (x)+1)+\frac{5}{8} x (16-\log (\log (3)))+\frac{5}{8} x (8-\log (\log (3))) \log (x)-\frac{5}{8} x (8-\log (\log (3)))-5 (3-x) \log (x-3)-15 \log (3) \log (x-3)-15 \log (x-3) \log \left(\frac{x}{3}\right)+5 (3-x) \log (x-3) (\log (x)+1)-\frac{5}{256} (16-\log (\log (3)))^2 \log (x)","5 \log (x) \left(x (x-\log (x-3))-\left(x-1+\frac{1}{16} \log (\log (3))\right)^2\right)",1,"-10*x - 5*(3 - x)*Log[-3 + x] - 15*Log[3]*Log[-3 + x] - 15*Log[-3 + x]*Log[x/3] + 5*x*(1 + Log[x]) + 5*(3 - x)*Log[-3 + x]*(1 + Log[x]) - (5*x*(8 - Log[Log[3]]))/8 + (5*x*Log[x]*(8 - Log[Log[3]]))/8 + (5*x*(16 - Log[Log[3]]))/8 - (5*Log[x]*(16 - Log[Log[3]])^2)/256","B",18,13,99,0.1313,1,"{1593, 6688, 2389, 2295, 2370, 2411, 43, 2351, 2317, 2391, 2357, 2316, 2315}"
2385,0,0,0,12.9628355,"\int \frac{\exp \left(\exp \left(\frac{2-2 x+2 x^2+\left(-5+2 e+2 x^2\right) \log (x)}{2 \log (x)}\right)+\frac{2-2 x+2 x^2+\left(-5+2 e+2 x^2\right) \log (x)}{2 \log (x)}\right) \left(-1+x-x^2+\left(-x+2 x^2\right) \log (x)+2 x^2 \log ^2(x)\right)}{x \log ^2(x)} \, dx","Int[(E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))*(-1 + x - x^2 + (-x + 2*x^2)*Log[x] + 2*x^2*Log[x]^2))/(x*Log[x]^2),x]","\int \frac{\exp \left(\exp \left(\frac{2-2 x+2 x^2+\left(-5+2 e+2 x^2\right) \log (x)}{2 \log (x)}\right)+\frac{2-2 x+2 x^2+\left(-5+2 e+2 x^2\right) \log (x)}{2 \log (x)}\right) \left(-1+x-x^2+\left(-x+2 x^2\right) \log (x)+2 x^2 \log ^2(x)\right)}{x \log ^2(x)} \, dx","e^{e^{x^2+\frac{(1-x)^2+x}{\log (x)}+e-\frac{5}{2}}}",1,"2*Defer[Int][E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))*x, x] + Defer[Int][E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))/Log[x]^2, x] - Defer[Int][E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))/(x*Log[x]^2), x] - Defer[Int][(E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))*x)/Log[x]^2, x] - Defer[Int][E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))/Log[x], x] + 2*Defer[Int][(E^(E^((2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x])) + (2 - 2*x + 2*x^2 + (-5 + 2*E + 2*x^2)*Log[x])/(2*Log[x]))*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
2386,1,23,0,0.2146231,"\int \frac{2+(2+4 x) \log (x)}{\left(81 x-36 x^2+4 x^3+\left(108 x-24 x^2\right) \log ^2(4)+\left(54 x-4 x^2\right) \log ^4(4)+12 x \log ^6(4)+x \log ^8(4)\right) \log (x)+\left(-18 x+4 x^2-12 x \log ^2(4)-2 x \log ^4(4)\right) \log (x) \log (x \log (x))+x \log (x) \log ^2(x \log (x))} \, dx","Int[(2 + (2 + 4*x)*Log[x])/((81*x - 36*x^2 + 4*x^3 + (108*x - 24*x^2)*Log[4]^2 + (54*x - 4*x^2)*Log[4]^4 + 12*x*Log[4]^6 + x*Log[4]^8)*Log[x] + (-18*x + 4*x^2 - 12*x*Log[4]^2 - 2*x*Log[4]^4)*Log[x]*Log[x*Log[x]] + x*Log[x]*Log[x*Log[x]]^2),x]","-\frac{2}{2 x+\log (x \log (x))-\left(3+\log ^2(4)\right)^2}","\frac{2}{-2 x-\log (x \log (x))+\left(3+\log ^2(4)\right)^2}",1,"-2/(2*x - (3 + Log[4]^2)^2 + Log[x*Log[x]])","A",3,3,114,0.02632,1,"{6688, 12, 6686}"
2387,0,0,0,4.3688164,"\int \frac{-4 \log ^2(2 x)+e^{-e^{\frac{6 x^2}{\log (2 x)}}+2 x} \left((1+2 x) \log ^2(2 x)+e^{\frac{6 x^2}{\log (2 x)}} \left(6 x^2-12 x^2 \log (2 x)\right)\right)}{\log ^2(2 x)} \, dx","Int[(-4*Log[2*x]^2 + E^(-E^((6*x^2)/Log[2*x]) + 2*x)*((1 + 2*x)*Log[2*x]^2 + E^((6*x^2)/Log[2*x])*(6*x^2 - 12*x^2*Log[2*x])))/Log[2*x]^2,x]","\int \frac{-4 \log ^2(2 x)+e^{-e^{\frac{6 x^2}{\log (2 x)}}+2 x} \left((1+2 x) \log ^2(2 x)+e^{\frac{6 x^2}{\log (2 x)}} \left(6 x^2-12 x^2 \log (2 x)\right)\right)}{\log ^2(2 x)} \, dx","x \left(e^{2 x-e^{\frac{6 x^2}{\log (2 x)}}}-4\right)",1,"-4*x + Defer[Int][E^(-E^((6*x^2)/Log[2*x]) + 2*x), x] + 2*Defer[Int][E^(-E^((6*x^2)/Log[2*x]) + 2*x)*x, x] + 6*Defer[Int][(E^(-E^((6*x^2)/Log[2*x]) + 2*x + (6*x^2)/Log[2*x])*x^2)/Log[2*x]^2, x] - 12*Defer[Int][(E^(-E^((6*x^2)/Log[2*x]) + 2*x + (6*x^2)/Log[2*x])*x^2)/Log[2*x], x]","F",0,0,0,0,-1,"{}"
2388,0,0,0,7.029581,"\int \frac{e^{-4 x/9} \left(e^{4 x/9} \left(e^{25} x-5 e^{20} x^2+10 e^{15} x^3-10 e^{10} x^4+5 e^5 x^5-x^6\right) \log (x)+\left(324 e^5-324 x\right) \log ^3(\log (x))+\left(324 x-36 e^5 x+36 x^2\right) \log (x) \log ^4(\log (x))\right)}{\left(e^{25} x-5 e^{20} x^2+10 e^{15} x^3-10 e^{10} x^4+5 e^5 x^5-x^6\right) \log (x)} \, dx","Int[(E^((4*x)/9)*(E^25*x - 5*E^20*x^2 + 10*E^15*x^3 - 10*E^10*x^4 + 5*E^5*x^5 - x^6)*Log[x] + (324*E^5 - 324*x)*Log[Log[x]]^3 + (324*x - 36*E^5*x + 36*x^2)*Log[x]*Log[Log[x]]^4)/(E^((4*x)/9)*(E^25*x - 5*E^20*x^2 + 10*E^15*x^3 - 10*E^10*x^4 + 5*E^5*x^5 - x^6)*Log[x]),x]","\int \frac{e^{-4 x/9} \left(e^{4 x/9} \left(e^{25} x-5 e^{20} x^2+10 e^{15} x^3-10 e^{10} x^4+5 e^5 x^5-x^6\right) \log (x)+\left(324 e^5-324 x\right) \log ^3(\log (x))+\left(324 x-36 e^5 x+36 x^2\right) \log (x) \log ^4(\log (x))\right)}{\left(e^{25} x-5 e^{20} x^2+10 e^{15} x^3-10 e^{10} x^4+5 e^5 x^5-x^6\right) \log (x)} \, dx","x+\frac{81 e^{-4 x/9} \log ^4(\log (x))}{\left(x-e^5\right)^4}+3",1,"x + 324*Defer[Int][(E^(-5 - (4*x)/9)*Log[Log[x]]^3)/((E^5 - x)^4*Log[x]), x] + 324*Defer[Int][(E^(-10 - (4*x)/9)*Log[Log[x]]^3)/((E^5 - x)^3*Log[x]), x] + 324*Defer[Int][(E^(-15 - (4*x)/9)*Log[Log[x]]^3)/((E^5 - x)^2*Log[x]), x] + 324*Defer[Int][(E^(-20 - (4*x)/9)*Log[Log[x]]^3)/((E^5 - x)*Log[x]), x] + 324*Defer[Int][(E^(-20 - (4*x)/9)*Log[Log[x]]^3)/(x*Log[x]), x] + 324*Defer[Int][Log[Log[x]]^4/(E^((4*x)/9)*(E^5 - x)^5), x] - 36*Defer[Int][Log[Log[x]]^4/(E^((4*x)/9)*(E^5 - x)^4), x]","F",0,0,0,0,-1,"{}"
2389,1,36,0,0.1761556,"\int \left(-240 x+840 x^2-320 x^3+e^{-4+x} \left(360 x^2-40 x^3-40 x^4\right)\right) \, dx","Int[-240*x + 840*x^2 - 320*x^3 + E^(-4 + x)*(360*x^2 - 40*x^3 - 40*x^4),x]","-40 e^{x-4} x^4-80 x^4+120 e^{x-4} x^3+280 x^3-120 x^2","40 (3-x) x^2 \left(\left(e^{x-4}+2\right) x-1\right)",1,"-120*x^2 + 280*x^3 + 120*E^(-4 + x)*x^3 - 80*x^4 - 40*E^(-4 + x)*x^4","A",16,4,36,0.1111,1,"{1594, 2196, 2176, 2194}"
2390,1,59,0,0.487932,"\int \log ^{1-x}(2) \left(-10+66 x-120 x^2+64 x^3+\left(-1+10 x-33 x^2+40 x^3-16 x^4\right) \log (\log (2))\right) \, dx","Int[Log[2]^(1 - x)*(-10 + 66*x - 120*x^2 + 64*x^3 + (-1 + 10*x - 33*x^2 + 40*x^3 - 16*x^4)*Log[Log[2]]),x]","16 x^4 \log ^{1-x}(2)-40 x^3 \log ^{1-x}(2)+33 x^2 \log ^{1-x}(2)-10 x \log ^{1-x}(2)+\log ^{1-x}(2)","\left((1-2 x)^2-x\right)^2 \log ^{1-x}(2)+1",1,"Log[2]^(1 - x) - 10*x*Log[2]^(1 - x) + 33*x^2*Log[2]^(1 - x) - 40*x^3*Log[2]^(1 - x) + 16*x^4*Log[2]^(1 - x)","B",29,3,48,0.06250,1,"{2196, 2194, 2176}"
2391,0,0,0,2.3923274,"\int \frac{e^x \left(6+24 x-6 x^2-6 x \log (3)\right)+6 e^x x \log (x)}{-5 x+e^x \left(10 x-2 x^2-2 x \log (3)\right)+2 e^x x \log (x)} \, dx","Int[(E^x*(6 + 24*x - 6*x^2 - 6*x*Log[3]) + 6*E^x*x*Log[x])/(-5*x + E^x*(10*x - 2*x^2 - 2*x*Log[3]) + 2*E^x*x*Log[x]),x]","\int \frac{e^x \left(6+24 x-6 x^2-6 x \log (3)\right)+6 e^x x \log (x)}{-5 x+e^x \left(10 x-2 x^2-2 x \log (3)\right)+2 e^x x \log (x)} \, dx","3 \log \left(2 e^x (-x+\log (x)+5-\log (3))-5\right)+1",1,"-6*(4 - Log[3])*Defer[Int][E^x/(5 + E^x*(-10 + 2*x + Log[9]) - 2*E^x*Log[x]), x] + 6*Defer[Int][(E^x*x)/(5 + E^x*(-10 + 2*x + Log[9]) - 2*E^x*Log[x]), x] + 6*Defer[Int][E^x/(x*(-5 - 2*E^x*x + 10*E^x*(1 - Log[3]/5) + 2*E^x*Log[x])), x] + 6*Defer[Int][(E^x*Log[x])/(-5 - 2*E^x*(-5 + x + Log[3]) + 2*E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
2392,1,320,0,0.5607972,"\int \frac{-1665+570 x-240 x^2+720 x^3-285 x^4+30 x^5+\left(60-300 x+435 x^2-150 x^3+15 x^4\right) \log (x)}{4-20 x+29 x^2-10 x^3+x^4} \, dx","Int[(-1665 + 570*x - 240*x^2 + 720*x^3 - 285*x^4 + 30*x^5 + (60 - 300*x + 435*x^2 - 150*x^3 + 15*x^4)*Log[x])/(4 - 20*x + 29*x^2 - 10*x^3 + x^4),x]","\frac{150 x^3}{17}+\frac{720 (4-5 x) x^2}{17 \left(x^2-5 x+2\right)}-\frac{540 x^2}{17}-\frac{240 (4-5 x) x}{17 \left(x^2-5 x+2\right)}+\frac{570 (4-5 x)}{17 \left(x^2-5 x+2\right)}-\frac{1665 (5-2 x)}{17 \left(x^2-5 x+2\right)}+\frac{30 (4-5 x) x^4}{17 \left(x^2-5 x+2\right)}-\frac{285 (4-5 x) x^3}{17 \left(x^2-5 x+2\right)}+\frac{465 x}{17}+15 x \log (x)+\frac{360}{289} \left(289-65 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+5\right)-\frac{285}{289} \left(1445-349 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+5\right)+\frac{15}{289} \left(20519-4975 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+5\right)+\frac{15}{289} \left(20519+4975 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+5\right)-\frac{285}{289} \left(1445+349 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+5\right)+\frac{360}{289} \left(289+65 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+5\right)+\frac{2880 \tanh ^{-1}\left(\frac{5-2 x}{\sqrt{17}}\right)}{17 \sqrt{17}}","15 \left(\frac{5}{x+\frac{2}{x-5}}+x (x+\log (x))+2\right)",1,"(465*x)/17 - (540*x^2)/17 + (150*x^3)/17 + (570*(4 - 5*x))/(17*(2 - 5*x + x^2)) - (1665*(5 - 2*x))/(17*(2 - 5*x + x^2)) - (240*(4 - 5*x)*x)/(17*(2 - 5*x + x^2)) + (720*(4 - 5*x)*x^2)/(17*(2 - 5*x + x^2)) - (285*(4 - 5*x)*x^3)/(17*(2 - 5*x + x^2)) + (30*(4 - 5*x)*x^4)/(17*(2 - 5*x + x^2)) + (2880*ArcTanh[(5 - 2*x)/Sqrt[17]])/(17*Sqrt[17]) + (15*(20519 - 4975*Sqrt[17])*Log[5 - Sqrt[17] - 2*x])/289 - (285*(1445 - 349*Sqrt[17])*Log[5 - Sqrt[17] - 2*x])/289 + (360*(289 - 65*Sqrt[17])*Log[5 - Sqrt[17] - 2*x])/289 + (360*(289 + 65*Sqrt[17])*Log[5 + Sqrt[17] - 2*x])/289 - (285*(1445 + 349*Sqrt[17])*Log[5 + Sqrt[17] - 2*x])/289 + (15*(20519 + 4975*Sqrt[17])*Log[5 + Sqrt[17] - 2*x])/289 + 15*x*Log[x]","B",31,14,69,0.2029,1,"{6688, 12, 6742, 614, 618, 206, 638, 722, 738, 773, 632, 31, 800, 2295}"
2393,1,27,0,0.0063384,"\int \frac{1}{4} \left(-267+510 x+e^3 (-4+170 x)\right) \, dx","Int[(-267 + 510*x + E^3*(-4 + 170*x))/4,x]","\frac{255 x^2}{4}+\frac{1}{340} e^3 (2-85 x)^2-\frac{267 x}{4}","\left(\frac{85 x}{4}-1\right) \left(e^3 x+3 x-3\right)",1,"(E^3*(2 - 85*x)^2)/340 - (267*x)/4 + (255*x^2)/4","A",2,1,18,0.05556,1,"{12}"
2394,1,16,0,0.0338953,"\int \frac{1953125+4 x-781250 x^2-2 x^3}{390625 x+x^2} \, dx","Int[(1953125 + 4*x - 781250*x^2 - 2*x^3)/(390625*x + x^2),x]","-x^2+5 \log (x)-\log (x+390625)","-x^2+5 (\log (x)+5)-\log (x+390625)+2",1,"-x^2 + 5*Log[x] - Log[390625 + x]","A",3,2,25,0.08000,1,"{1593, 1620}"
2395,1,29,0,1.6615121,"\int \frac{6-20 x-5 x^2+e^{e^x} \left(-3-e^x x\right)+\left(-2+e^{e^x}+5 x+x^2\right) \log \left(\frac{5}{-4 x^3+2 e^{e^x} x^3+10 x^4+2 x^5}\right)}{-2+e^{e^x}+5 x+x^2} \, dx","Int[(6 - 20*x - 5*x^2 + E^E^x*(-3 - E^x*x) + (-2 + E^E^x + 5*x + x^2)*Log[5/(-4*x^3 + 2*E^E^x*x^3 + 10*x^4 + 2*x^5)])/(-2 + E^E^x + 5*x + x^2),x]","x \log \left(-\frac{5}{2 x^3 \left(-x^2-5 x-e^{e^x}+2\right)}\right)","x \log \left(\frac{5}{2 x^3 \left(x (x+5)+e^{e^x}-2\right)}\right)",1,"x*Log[-5/(2*x^3*(2 - E^E^x - 5*x - x^2))]","A",14,3,85,0.03529,1,"{6742, 6688, 2548}"
2396,0,0,0,0.2950267,"\int \frac{-5+e^{2 x}+e^x (5-4 x)-4 x+4 x^2}{1+e^{2 x}+e^x (2-4 x)-4 x+4 x^2} \, dx","Int[(-5 + E^(2*x) + E^x*(5 - 4*x) - 4*x + 4*x^2)/(1 + E^(2*x) + E^x*(2 - 4*x) - 4*x + 4*x^2),x]","\int \frac{-5+e^{2 x}+e^x (5-4 x)-4 x+4 x^2}{1+e^{2 x}+e^x (2-4 x)-4 x+4 x^2} \, dx","\frac{3 x}{x \left(2 x-e^x\right)-x}+x-\log (4)",1,"x - 9*Defer[Int][(1 + E^x - 2*x)^(-2), x] + 3*Defer[Int][(1 + E^x - 2*x)^(-1), x] + 6*Defer[Int][x/(1 + E^x - 2*x)^2, x]","F",0,0,0,0,-1,"{}"
2397,1,27,0,0.4464116,"\int \frac{e^2 \left(-3 x+x^2\right)-\frac{e^3 (-9-3 x) x \log (3+x)}{-3+x}+e^2 \left(-9 x+x^3\right) \log (3+x)}{\left(-9 x+x^3\right) \log (3+x)} \, dx","Int[(E^2*(-3*x + x^2) - (E^3*(-9 - 3*x)*x*Log[3 + x])/(-3 + x) + E^2*(-9*x + x^3)*Log[3 + x])/((-9*x + x^3)*Log[3 + x]),x]","e^2 x+\frac{3 e^3}{3-x}+e^2 \log (\log (x+3))","e^2 \left(\frac{e x}{3-x}+x+\log (\log (x+3))\right)",1,"(3*E^3)/(3 - x) + E^2*x + E^2*Log[Log[3 + x]]","A",7,6,63,0.09524,1,"{1593, 6688, 12, 2390, 2302, 29}"
2398,0,0,0,6.6801107,"\int \frac{-4 x \log (x)+4 e^{2 x+4 e^{2 x} x^2} x^2 (8+8 x) \log (x)+\left(2 x+e^{4 e^{2 x} x^2} (-2-2 \log (x))+2 x \log (x)\right) \log \left(e^{8 e^{2 x} x^2}-2 e^{4 e^{2 x} x^2} x+x^2\right)}{e^{4 e^{2 x} x^2} x^2 \log ^2(x)-x^3 \log ^2(x)} \, dx","Int[(-4*x*Log[x] + 4*E^(2*x + 4*E^(2*x)*x^2)*x^2*(8 + 8*x)*Log[x] + (2*x + E^(4*E^(2*x)*x^2)*(-2 - 2*Log[x]) + 2*x*Log[x])*Log[E^(8*E^(2*x)*x^2) - 2*E^(4*E^(2*x)*x^2)*x + x^2])/(E^(4*E^(2*x)*x^2)*x^2*Log[x]^2 - x^3*Log[x]^2),x]","\int \frac{-4 x \log (x)+4 e^{2 x+4 e^{2 x} x^2} x^2 (8+8 x) \log (x)+\left(2 x+e^{4 e^{2 x} x^2} (-2-2 \log (x))+2 x \log (x)\right) \log \left(e^{8 e^{2 x} x^2}-2 e^{4 e^{2 x} x^2} x+x^2\right)}{e^{4 e^{2 x} x^2} x^2 \log ^2(x)-x^3 \log ^2(x)} \, dx","\frac{2 \log \left(\left(e^{4 e^{2 x} x^2}-x\right)^2\right)}{x \log (x)}",1,"-2*Defer[Int][Log[(E^(4*E^(2*x)*x^2) - x)^2]/(x^2*Log[x]^2), x] + 32*Defer[Int][E^(2*x*(1 + 2*E^(2*x)*x))/((E^(4*E^(2*x)*x^2) - x)*Log[x]), x] - 4*Defer[Int][1/((E^(4*E^(2*x)*x^2) - x)*x*Log[x]), x] + 32*Defer[Int][(E^(2*x*(1 + 2*E^(2*x)*x))*x)/((E^(4*E^(2*x)*x^2) - x)*Log[x]), x] - 2*Defer[Int][Log[(E^(4*E^(2*x)*x^2) - x)^2]/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2399,0,0,0,55.9752241,"\int \frac{-80000 x+120000 x^2-60000 x^3+10000 x^4+\left(1024-4096 x+7168 x^2-7168 x^3+4480 x^4-1792 x^5+448 x^6-64 x^7+4 x^8\right) \log (x)+\left(1024-4096 x+7168 x^2-7168 x^3+4480 x^4-1792 x^5+448 x^6-64 x^7+4 x^8\right) \log (2 x)}{641601 x-563904 x^2+546832 x^3-326832 x^4+149270 x^5-54208 x^6+13552 x^7-1936 x^8+121 x^9+\left(-25632 x+62528 x^2-69424 x^3+49424 x^4-25890 x^5+9856 x^6-2464 x^7+352 x^8-22 x^9\right) \log (x) \log (2 x)+\left(256 x-1024 x^2+1792 x^3-1792 x^4+1120 x^5-448 x^6+112 x^7-16 x^8+x^9\right) \log ^2(x) \log ^2(2 x)} \, dx","Int[(-80000*x + 120000*x^2 - 60000*x^3 + 10000*x^4 + (1024 - 4096*x + 7168*x^2 - 7168*x^3 + 4480*x^4 - 1792*x^5 + 448*x^6 - 64*x^7 + 4*x^8)*Log[x] + (1024 - 4096*x + 7168*x^2 - 7168*x^3 + 4480*x^4 - 1792*x^5 + 448*x^6 - 64*x^7 + 4*x^8)*Log[2*x])/(641601*x - 563904*x^2 + 546832*x^3 - 326832*x^4 + 149270*x^5 - 54208*x^6 + 13552*x^7 - 1936*x^8 + 121*x^9 + (-25632*x + 62528*x^2 - 69424*x^3 + 49424*x^4 - 25890*x^5 + 9856*x^6 - 2464*x^7 + 352*x^8 - 22*x^9)*Log[x]*Log[2*x] + (256*x - 1024*x^2 + 1792*x^3 - 1792*x^4 + 1120*x^5 - 448*x^6 + 112*x^7 - 16*x^8 + x^9)*Log[x]^2*Log[2*x]^2),x]","\int \frac{-80000 x+120000 x^2-60000 x^3+10000 x^4+\left(1024-4096 x+7168 x^2-7168 x^3+4480 x^4-1792 x^5+448 x^6-64 x^7+4 x^8\right) \log (x)+\left(1024-4096 x+7168 x^2-7168 x^3+4480 x^4-1792 x^5+448 x^6-64 x^7+4 x^8\right) \log (2 x)}{641601 x-563904 x^2+546832 x^3-326832 x^4+149270 x^5-54208 x^6+13552 x^7-1936 x^8+121 x^9+\left(-25632 x+62528 x^2-69424 x^3+49424 x^4-25890 x^5+9856 x^6-2464 x^7+352 x^8-22 x^9\right) \log (x) \log (2 x)+\left(256 x-1024 x^2+1792 x^3-1792 x^4+1120 x^5-448 x^6+112 x^7-16 x^8+x^9\right) \log ^2(x) \log ^2(2 x)} \, dx","\frac{4}{\frac{625}{(x-2)^4}-\log (x) \log (2 x)+11}",1,"-80000*Defer[Int][(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^(-2), x] + 120000*Defer[Int][x/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 60000*Defer[Int][x^2/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] + 10000*Defer[Int][x^3/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 125056*Defer[Int][1/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 51264*Defer[Int][1/(x*Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 138848*Defer[Int][x/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] - 98848*Defer[Int][x^2/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 51780*Defer[Int][x^3/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] - 19712*Defer[Int][x^4/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 4928*Defer[Int][x^5/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] - 704*Defer[Int][x^6/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 44*Defer[Int][x^7/(Log[x]*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] - 4096*Defer[Int][Log[x]/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] + 1024*Defer[Int][Log[x]/(x*(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2), x] + 7168*Defer[Int][(x*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 7168*Defer[Int][(x^2*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] + 4480*Defer[Int][(x^3*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 1792*Defer[Int][(x^4*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] + 448*Defer[Int][(x^5*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 64*Defer[Int][(x^6*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] + 4*Defer[Int][(x^7*Log[x])/(801 - 352*x + 264*x^2 - 88*x^3 + 11*x^4 - (-2 + x)^4*Log[x]*Log[2*x])^2, x] - 128*Defer[Int][1/(Log[x]*(-801 + 352*x - 264*x^2 + 88*x^3 - 11*x^4 + (-2 + x)^4*Log[x]*Log[2*x])), x] + 64*Defer[Int][1/(x*Log[x]*(-801 + 352*x - 264*x^2 + 88*x^3 - 11*x^4 + (-2 + x)^4*Log[x]*Log[2*x])), x] + 96*Defer[Int][x/(Log[x]*(-801 + 352*x - 264*x^2 + 88*x^3 - 11*x^4 + (-2 + x)^4*Log[x]*Log[2*x])), x] - 32*Defer[Int][x^2/(Log[x]*(-801 + 352*x - 264*x^2 + 88*x^3 - 11*x^4 + (-2 + x)^4*Log[x]*Log[2*x])), x] + 4*Defer[Int][x^3/(Log[x]*(-801 + 352*x - 264*x^2 + 88*x^3 - 11*x^4 + (-2 + x)^4*Log[x]*Log[2*x])), x]","F",0,0,0,0,-1,"{}"
2400,0,0,0,3.4400691,"\int \frac{-8 x^2+\left(4 x^2-4 x^5\right) \log (x)+\left(8 x+\left(-4 x+4 x^2\right) \log (x)\right) \log \left(\frac{3 \log (5) \log ^2(x)}{x}\right)-4 x \log (x) \log ^2\left(\frac{3 \log (5) \log ^2(x)}{x}\right)}{\left(9 x^4+6 x^6+x^8\right) \log (x)+\left(12 x^3+4 x^5\right) \log (x) \log \left(\frac{3 \log (5) \log ^2(x)}{x}\right)+\left(-2 x^2-2 x^4\right) \log (x) \log ^2\left(\frac{3 \log (5) \log ^2(x)}{x}\right)-4 x \log (x) \log ^3\left(\frac{3 \log (5) \log ^2(x)}{x}\right)+\log (x) \log ^4\left(\frac{3 \log (5) \log ^2(x)}{x}\right)} \, dx","Int[(-8*x^2 + (4*x^2 - 4*x^5)*Log[x] + (8*x + (-4*x + 4*x^2)*Log[x])*Log[(3*Log[5]*Log[x]^2)/x] - 4*x*Log[x]*Log[(3*Log[5]*Log[x]^2)/x]^2)/((9*x^4 + 6*x^6 + x^8)*Log[x] + (12*x^3 + 4*x^5)*Log[x]*Log[(3*Log[5]*Log[x]^2)/x] + (-2*x^2 - 2*x^4)*Log[x]*Log[(3*Log[5]*Log[x]^2)/x]^2 - 4*x*Log[x]*Log[(3*Log[5]*Log[x]^2)/x]^3 + Log[x]*Log[(3*Log[5]*Log[x]^2)/x]^4),x]","\int \frac{-8 x^2+\left(4 x^2-4 x^5\right) \log (x)+\left(8 x+\left(-4 x+4 x^2\right) \log (x)\right) \log \left(\frac{3 \log (5) \log ^2(x)}{x}\right)-4 x \log (x) \log ^2\left(\frac{3 \log (5) \log ^2(x)}{x}\right)}{\left(9 x^4+6 x^6+x^8\right) \log (x)+\left(12 x^3+4 x^5\right) \log (x) \log \left(\frac{3 \log (5) \log ^2(x)}{x}\right)+\left(-2 x^2-2 x^4\right) \log (x) \log ^2\left(\frac{3 \log (5) \log ^2(x)}{x}\right)-4 x \log (x) \log ^3\left(\frac{3 \log (5) \log ^2(x)}{x}\right)+\log (x) \log ^4\left(\frac{3 \log (5) \log ^2(x)}{x}\right)} \, dx","\frac{2}{x^2-\frac{\left(\log \left(\frac{3 \log (5) \log ^2(x)}{x}\right)-x\right)^2}{x^2}+4}+2",1,"4*Defer[Int][x^2/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2, x] - 12*Defer[Int][x^3/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2, x] - 8*Defer[Int][x^5/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2, x] - 8*Defer[Int][x^2/(Log[x]*(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2), x] - 4*Defer[Int][(x*Log[(3*Log[5]*Log[x]^2)/x])/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2, x] - 4*Defer[Int][(x^2*Log[(3*Log[5]*Log[x]^2)/x])/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2, x] + 8*Defer[Int][(x*Log[(3*Log[5]*Log[x]^2)/x])/(Log[x]*(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2)^2), x] + 4*Defer[Int][x/(3*x^2 + x^4 + 2*x*Log[(3*Log[5]*Log[x]^2)/x] - Log[(3*Log[5]*Log[x]^2)/x]^2), x]","F",0,0,0,0,-1,"{}"
2401,1,24,0,0.4876828,"\int \frac{e^{5+e^{\frac{2-x \log (3)}{x}}-3 x+3 x \log (x)} \left(-2 e^{\frac{2-x \log (3)}{x}}+3 x^2 \log (x)\right)}{x^2} \, dx","Int[(E^(5 + E^((2 - x*Log[3])/x) - 3*x + 3*x*Log[x])*(-2*E^((2 - x*Log[3])/x) + 3*x^2*Log[x]))/x^2,x]","e^{-3 x+\frac{e^{2/x}}{3}+5} x^{3 x}","e^{\frac{e^{2/x}}{3}-3 x (1-\log (x))+5}",1,"E^(5 + E^(2/x)/3 - 3*x)*x^(3*x)","A",1,1,52,0.01923,1,"{6706}"
2402,0,0,0,18.2648724,"\int \frac{\exp \left(\frac{e^{1+x}}{2 x^6}+e^{\frac{e^{1+x}}{2 x^6}} \left(16-8 x-7 x^2+2 x^3+x^4\right)\right) \left(-16 x^7-28 x^8+12 x^9+8 x^{10}+e^{1+x} \left(-96+64 x+34 x^2-19 x^3-4 x^4+x^5\right)\right)}{2 x^7} \, dx","Int[(E^(E^(1 + x)/(2*x^6) + E^(E^(1 + x)/(2*x^6))*(16 - 8*x - 7*x^2 + 2*x^3 + x^4))*(-16*x^7 - 28*x^8 + 12*x^9 + 8*x^10 + E^(1 + x)*(-96 + 64*x + 34*x^2 - 19*x^3 - 4*x^4 + x^5)))/(2*x^7),x]","\int \frac{\exp \left(\frac{e^{1+x}}{2 x^6}+e^{\frac{e^{1+x}}{2 x^6}} \left(16-8 x-7 x^2+2 x^3+x^4\right)\right) \left(-16 x^7-28 x^8+12 x^9+8 x^{10}+e^{1+x} \left(-96+64 x+34 x^2-19 x^3-4 x^4+x^5\right)\right)}{2 x^7} \, dx","e^{e^{\frac{e^{x+1}}{2 x^6}} \left(x^2+x-4\right)^2}",1,"-8*Defer[Int][E^(E^(1 + x)/(2*x^6) + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2), x] - 48*Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^7, x] + 32*Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^6, x] + 17*Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^5, x] - (19*Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^4, x])/2 - 2*Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^3, x] + Defer[Int][E^(1 + E^(1 + x)/(2*x^6) + x + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)/x^2, x]/2 - 14*Defer[Int][E^(E^(1 + x)/(2*x^6) + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)*x, x] + 6*Defer[Int][E^(E^(1 + x)/(2*x^6) + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)*x^2, x] + 4*Defer[Int][E^(E^(1 + x)/(2*x^6) + E^(E^(1 + x)/(2*x^6))*(-4 + x + x^2)^2)*x^3, x]","F",0,0,0,0,-1,"{}"
2403,1,46,0,0.0592956,"\int \frac{24+194 x+196 x^2-e x^2+(144+168 x) \log (x)}{2 e x} \, dx","Int[(24 + 194*x + 196*x^2 - E*x^2 + (144 + 168*x)*Log[x])/(2*E*x),x]","\frac{(196-e) x^2}{4 e}+\frac{13 x}{e}+\frac{36 \log ^2(x)}{e}+\frac{84 x \log (x)}{e}+\frac{12 \log (x)}{e}","\frac{-x+(x+6 (x+\log (x))+1)^2-4}{e}-\frac{x^2}{4}",1,"(13*x)/E + ((196 - E)*x^2)/(4*E) + (12*Log[x])/E + (84*x*Log[x])/E + (36*Log[x]^2)/E","A",9,6,34,0.1765,1,"{6, 12, 14, 2346, 2301, 2295}"
2404,1,72,0,2.5485937,"\int \frac{\left(6-2 e^x x\right)^5 \left(-6 e^x x+e^{2 x} \left(7 x^2+5 x^3\right)\right)+\left(-6 x+3 x^2\right) \log (4)+e^x \left(2 x^2-x^3\right) \log (4)}{-27 e^x+9 e^{2 x} x} \, dx","Int[((6 - 2*E^x*x)^5*(-6*E^x*x + E^(2*x)*(7*x^2 + 5*x^3)) + (-6*x + 3*x^2)*Log[4] + E^x*(2*x^2 - x^3)*Log[4])/(-27*E^x + 9*E^(2*x)*x),x]","-\frac{32}{9} e^{5 x} x^7+\frac{160}{3} e^{4 x} x^6-320 e^{3 x} x^5+960 e^{2 x} x^4-1440 e^x x^3+864 x^2+\frac{1}{9} e^{-x} x^2 \log (4)","\frac{1}{9} x^2 \left(32 \left(3-e^x x\right)^5+e^{-x} \log (4)\right)",1,"864*x^2 - 1440*E^x*x^3 + 960*E^(2*x)*x^4 - 320*E^(3*x)*x^5 + (160*E^(4*x)*x^6)/3 - (32*E^(5*x)*x^7)/9 + (x^2*Log[4])/(9*E^x)","B",77,7,82,0.08537,1,"{6741, 12, 6688, 6742, 2196, 2176, 2194}"
2405,0,0,0,120.4072081,"\int \frac{\exp \left(\frac{x^2+x \log (x)}{-x+\log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)}\right) \left(-2 x+e^3 \left(3 x^2-x^4\right)+\left(-2+x-x^2-2 e^3 x^2\right) \log (x)+2 \log ^2(x)+\left(e^3 \left(-3 x-5 x^2+2 x^3\right)+\left(1+2 x+e^3 \left(-3 x+x^2\right)\right) \log (x)+\log ^2(x)\right) \log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)\right)}{e^3 \left(-3 x^3+x^4\right)+x^2 \log (x)+\left(e^3 \left(6 x^2-2 x^3\right)-2 x \log (x)\right) \log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)+\left(e^3 \left(-3 x+x^2\right)+\log (x)\right) \log ^2\left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)} \, dx","Int[(E^((x^2 + x*Log[x])/(-x + Log[(E^6*(9*x^2 - 6*x^3 + x^4) + E^3*(-6*x + 2*x^2)*Log[x] + Log[x]^2)/(E^6*x^2)]))*(-2*x + E^3*(3*x^2 - x^4) + (-2 + x - x^2 - 2*E^3*x^2)*Log[x] + 2*Log[x]^2 + (E^3*(-3*x - 5*x^2 + 2*x^3) + (1 + 2*x + E^3*(-3*x + x^2))*Log[x] + Log[x]^2)*Log[(E^6*(9*x^2 - 6*x^3 + x^4) + E^3*(-6*x + 2*x^2)*Log[x] + Log[x]^2)/(E^6*x^2)]))/(E^3*(-3*x^3 + x^4) + x^2*Log[x] + (E^3*(6*x^2 - 2*x^3) - 2*x*Log[x])*Log[(E^6*(9*x^2 - 6*x^3 + x^4) + E^3*(-6*x + 2*x^2)*Log[x] + Log[x]^2)/(E^6*x^2)] + (E^3*(-3*x + x^2) + Log[x])*Log[(E^6*(9*x^2 - 6*x^3 + x^4) + E^3*(-6*x + 2*x^2)*Log[x] + Log[x]^2)/(E^6*x^2)]^2),x]","\int \frac{\exp \left(\frac{x^2+x \log (x)}{-x+\log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)}\right) \left(-2 x+e^3 \left(3 x^2-x^4\right)+\left(-2+x-x^2-2 e^3 x^2\right) \log (x)+2 \log ^2(x)+\left(e^3 \left(-3 x-5 x^2+2 x^3\right)+\left(1+2 x+e^3 \left(-3 x+x^2\right)\right) \log (x)+\log ^2(x)\right) \log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)\right)}{e^3 \left(-3 x^3+x^4\right)+x^2 \log (x)+\left(e^3 \left(6 x^2-2 x^3\right)-2 x \log (x)\right) \log \left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)+\left(e^3 \left(-3 x+x^2\right)+\log (x)\right) \log ^2\left(\frac{e^6 \left(9 x^2-6 x^3+x^4\right)+e^3 \left(-6 x+2 x^2\right) \log (x)+\log ^2(x)}{e^6 x^2}\right)} \, dx","\exp \left(\frac{x (x+\log (x))}{\log \left(\left(x+\frac{\log (x)}{e^3 x}-3\right)^2\right)-x}\right)",1,"-2*Defer[Int][x^(1 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] - 5*Defer[Int][(E^(3 - x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(3 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])))/((E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + Defer[Int][(E^(3 - x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(4 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])))/((E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + 2*Defer[Int][(x^(1 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*Log[x])/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + (1 - 5*E^3)*Defer[Int][(x^(2 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*Log[x])/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + Defer[Int][(E^(3 - x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(3 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*Log[x])/((E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] - 2*Defer[Int][Log[x]/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + Defer[Int][(x^(1 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*Log[x]^2)/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] + 2*Defer[Int][Log[x]^2/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(E^3*(-3 + x)*x + Log[x])*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])^2), x] - 2*Defer[Int][x^(1 - x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])), x] - Defer[Int][Log[x]/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])), x] + Defer[Int][1/(E^(x^2/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*x^(x/(x - Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)]))*(-x + Log[(E^3*(-3 + x)*x + Log[x])^2/(E^6*x^2)])), x]","F",0,0,0,0,-1,"{}"
2406,0,0,0,2.1357615,"\int \frac{e^{\frac{1}{5} x^2 \log (x) \log \left(\log \left(-\frac{x}{20+5 x}\right)\right)} \left(4 x \log (x)+\left(\left(4 x+x^2\right) \log \left(-\frac{x}{20+5 x}\right)+\left(8 x+2 x^2\right) \log (x) \log \left(-\frac{x}{20+5 x}\right)\right) \log \left(\log \left(-\frac{x}{20+5 x}\right)\right)\right)}{(20+5 x) \log \left(-\frac{x}{20+5 x}\right)} \, dx","Int[(E^((x^2*Log[x]*Log[Log[-(x/(20 + 5*x))]])/5)*(4*x*Log[x] + ((4*x + x^2)*Log[-(x/(20 + 5*x))] + (8*x + 2*x^2)*Log[x]*Log[-(x/(20 + 5*x))])*Log[Log[-(x/(20 + 5*x))]]))/((20 + 5*x)*Log[-(x/(20 + 5*x))]),x]","\int \frac{e^{\frac{1}{5} x^2 \log (x) \log \left(\log \left(-\frac{x}{20+5 x}\right)\right)} \left(4 x \log (x)+\left(\left(4 x+x^2\right) \log \left(-\frac{x}{20+5 x}\right)+\left(8 x+2 x^2\right) \log (x) \log \left(-\frac{x}{20+5 x}\right)\right) \log \left(\log \left(-\frac{x}{20+5 x}\right)\right)\right)}{(20+5 x) \log \left(-\frac{x}{20+5 x}\right)} \, dx","e^{\frac{1}{5} x^2 \log (x) \log \left(\log \left(\frac{x}{5 (-x-4)}\right)\right)}",1,"(4*Defer[Int][(E^((x^2*Log[x]*Log[Log[-(x/(20 + 5*x))]])/5)*Log[x])/Log[-1/5*x/(4 + x)], x])/5 - (16*Defer[Int][(E^((x^2*Log[x]*Log[Log[-(x/(20 + 5*x))]])/5)*Log[x])/((4 + x)*Log[-1/5*x/(4 + x)]), x])/5 + Defer[Int][E^((x^2*Log[x]*Log[Log[-(x/(20 + 5*x))]])/5)*x*Log[Log[-1/5*x/(4 + x)]], x]/5 + (2*Defer[Int][E^((x^2*Log[x]*Log[Log[-(x/(20 + 5*x))]])/5)*x*Log[x]*Log[Log[-1/5*x/(4 + x)]], x])/5","F",0,0,0,0,-1,"{}"
2407,1,12,0,0.0357338,"\int \frac{4 e^{-58-4 x} (-2-4 x)}{x^3} \, dx","Int[(4*E^(-58 - 4*x)*(-2 - 4*x))/x^3,x]","\frac{4 e^{-4 x-58}}{x^2}","\frac{4 e^{-4 x-58}}{x^2}+10",1,"(4*E^(-58 - 4*x))/x^2","A",2,2,17,0.1176,1,"{12, 2197}"
2408,1,9,0,0.0078918,"\int -\frac{2}{2 x+x \log \left(x^2\right)} \, dx","Int[-2/(2*x + x*Log[x^2]),x]","-\log \left(\log \left(x^2\right)+2\right)","3-\log \left(\frac{\log \left(x^2\right)+2}{16-e^3}\right)",1,"-Log[2 + Log[x^2]]","A",3,2,14,0.1429,1,"{12, 31}"
2409,1,11,0,0.1550448,"\int -\frac{4 \log (4) \log \left(\frac{-3 x^2+\log (4)}{x^2}\right)}{-3 x^3+x \log (4)} \, dx","Int[(-4*Log[4]*Log[(-3*x^2 + Log[4])/x^2])/(-3*x^3 + x*Log[4]),x]","\log ^2\left(\frac{\log (4)}{x^2}-3\right)","\log ^2\left(\frac{\log (4)}{x^2}-3\right)",1,"Log[-3 + Log[4]/x^2]^2","A",7,7,29,0.2414,1,"{12, 1593, 2480, 2475, 2412, 2390, 2301}"
2410,1,16,0,0.0406831,"\int \frac{-2304+2304 e^{100}-864 e^{200}+144 e^{300}-9 e^{400}}{512 x^3} \, dx","Int[(-2304 + 2304*E^100 - 864*E^200 + 144*E^300 - 9*E^400)/(512*x^3),x]","\frac{9 \left(4-e^{100}\right)^4}{1024 x^2}","\frac{9 \left(2-\frac{e^{100}}{2}\right)^4}{64 x^2}",1,"(9*(4 - E^100)^4)/(1024*x^2)","A",2,2,29,0.06897,1,"{12, 30}"
2411,0,0,0,5.3796649,"\int \frac{4+\left(4 x-2 x^3\right) \log (x)-4 x^2 \log (x) \log (\log (x))-2 x \log (x) \log ^2(\log (x))}{\left(\left(4 x^2+x^3+2 x^4\right) \log (x)+\left(4 x+2 x^2+4 x^3\right) \log (x) \log (\log (x))+\left(x+2 x^2\right) \log (x) \log ^2(\log (x))\right) \log ^2\left(\frac{-4-x-2 x^2+(-1-2 x) \log (\log (x))}{x+\log (\log (x))}\right)} \, dx","Int[(4 + (4*x - 2*x^3)*Log[x] - 4*x^2*Log[x]*Log[Log[x]] - 2*x*Log[x]*Log[Log[x]]^2)/(((4*x^2 + x^3 + 2*x^4)*Log[x] + (4*x + 2*x^2 + 4*x^3)*Log[x]*Log[Log[x]] + (x + 2*x^2)*Log[x]*Log[Log[x]]^2)*Log[(-4 - x - 2*x^2 + (-1 - 2*x)*Log[Log[x]])/(x + Log[Log[x]])]^2),x]","\int \frac{4+\left(4 x-2 x^3\right) \log (x)-4 x^2 \log (x) \log (\log (x))-2 x \log (x) \log ^2(\log (x))}{\left(\left(4 x^2+x^3+2 x^4\right) \log (x)+\left(4 x+2 x^2+4 x^3\right) \log (x) \log (\log (x))+\left(x+2 x^2\right) \log (x) \log ^2(\log (x))\right) \log ^2\left(\frac{-4-x-2 x^2+(-1-2 x) \log (\log (x))}{x+\log (\log (x))}\right)} \, dx","\frac{1}{\log \left(-2 x-\frac{4}{x+\log (\log (x))}-1\right)}",1,"4*Defer[Int][1/((4*x + x^2 + 2*x^3 + 4*Log[Log[x]] + 2*x*Log[Log[x]] + 4*x^2*Log[Log[x]] + Log[Log[x]]^2 + 2*x*Log[Log[x]]^2)*Log[-((4 + x + 2*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])/(x + Log[Log[x]]))]^2), x] - 2*Defer[Int][x^2/((4*x + x^2 + 2*x^3 + 4*Log[Log[x]] + 2*x*Log[Log[x]] + 4*x^2*Log[Log[x]] + Log[Log[x]]^2 + 2*x*Log[Log[x]]^2)*Log[-((4 + x + 2*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])/(x + Log[Log[x]]))]^2), x] + 4*Defer[Int][1/(x*Log[x]*(4*x + x^2 + 2*x^3 + 4*Log[Log[x]] + 2*x*Log[Log[x]] + 4*x^2*Log[Log[x]] + Log[Log[x]]^2 + 2*x*Log[Log[x]]^2)*Log[-((4 + x + 2*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])/(x + Log[Log[x]]))]^2), x] - 4*Defer[Int][(x*Log[Log[x]])/((4*x + x^2 + 2*x^3 + 4*Log[Log[x]] + 2*x*Log[Log[x]] + 4*x^2*Log[Log[x]] + Log[Log[x]]^2 + 2*x*Log[Log[x]]^2)*Log[-((4 + x + 2*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])/(x + Log[Log[x]]))]^2), x] - 2*Defer[Int][Log[Log[x]]^2/((4*x + x^2 + 2*x^3 + 4*Log[Log[x]] + 2*x*Log[Log[x]] + 4*x^2*Log[Log[x]] + Log[Log[x]]^2 + 2*x*Log[Log[x]]^2)*Log[-((4 + x + 2*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])/(x + Log[Log[x]]))]^2), x]","F",0,0,0,0,-1,"{}"
2412,1,20,0,0.0733845,"\int \frac{2}{-10+5 x+(-2+x) \log \left(\frac{\left(100-100 x+25 x^2\right) \log (5)}{16 e^5}\right)} \, dx","Int[2/(-10 + 5*x + (-2 + x)*Log[((100 - 100*x + 25*x^2)*Log[5])/(16*E^5)]),x]","\log \left(\log \left(\frac{25 (2-x)^2 \log (5)}{16 e^5}\right)+5\right)","\log \left(2 \left(\log \left(\frac{25 (x-2)^2 \log (5)}{16 e^5}\right)+5\right)\right)",1,"Log[5 + Log[(25*(2 - x)^2*Log[5])/(16*E^5)]]","A",5,5,33,0.1515,1,"{12, 6741, 2390, 2302, 29}"
2413,1,318,0,0.1380133,"\int \left(128 e^9 x+6144 e^{22/3} x^3+98304 e^{17/3} x^5+524288 e^4 x^7-256 e^{4+7 e^{16}} x^7+8 e^{4+8 e^{16}} x^7+e^{e^{16}} \left(-64 e^9 x-6144 e^{22/3} x^3-147456 e^{17/3} x^5-1048576 e^4 x^7\right)+e^{3 e^{16}} \left(-384 e^{22/3} x^3-30720 e^{17/3} x^5-458752 e^4 x^7\right)+e^{5 e^{16}} \left(-576 e^{17/3} x^5-28672 e^4 x^7\right)+e^{6 e^{16}} \left(24 e^{17/3} x^5+3584 e^4 x^7\right)+e^{4 e^{16}} \left(24 e^{22/3} x^3+5760 e^{17/3} x^5+143360 e^4 x^7\right)+e^{2 e^{16}} \left(8 e^9 x+2304 e^{22/3} x^3+92160 e^{17/3} x^5+917504 e^4 x^7\right)\right) \, dx","Int[128*E^9*x + 6144*E^(22/3)*x^3 + 98304*E^(17/3)*x^5 + 524288*E^4*x^7 - 256*E^(4 + 7*E^16)*x^7 + 8*E^(4 + 8*E^16)*x^7 + E^E^16*(-64*E^9*x - 6144*E^(22/3)*x^3 - 147456*E^(17/3)*x^5 - 1048576*E^4*x^7) + E^(3*E^16)*(-384*E^(22/3)*x^3 - 30720*E^(17/3)*x^5 - 458752*E^4*x^7) + E^(5*E^16)*(-576*E^(17/3)*x^5 - 28672*E^4*x^7) + E^(6*E^16)*(24*E^(17/3)*x^5 + 3584*E^4*x^7) + E^(4*E^16)*(24*E^(22/3)*x^3 + 5760*E^(17/3)*x^5 + 143360*E^4*x^7) + E^(2*E^16)*(8*E^9*x + 2304*E^(22/3)*x^3 + 92160*E^(17/3)*x^5 + 917504*E^4*x^7),x]","e^4 \left(65536-32 e^{7 e^{16}}+e^{8 e^{16}}\right) x^8+448 e^{4+6 e^{16}} x^8-3584 e^{4+5 e^{16}} x^8+17920 e^{4+4 e^{16}} x^8-57344 e^{4+3 e^{16}} x^8+114688 e^{4+2 e^{16}} x^8-131072 e^{4+e^{16}} x^8+4 e^{\frac{17}{3}+6 e^{16}} x^6-96 e^{\frac{17}{3}+5 e^{16}} x^6+960 e^{\frac{17}{3}+4 e^{16}} x^6-5120 e^{\frac{17}{3}+3 e^{16}} x^6+15360 e^{\frac{17}{3}+2 e^{16}} x^6-24576 e^{\frac{17}{3}+e^{16}} x^6+16384 e^{17/3} x^6+6 e^{\frac{22}{3}+4 e^{16}} x^4-96 e^{\frac{22}{3}+3 e^{16}} x^4+576 e^{\frac{22}{3}+2 e^{16}} x^4-1536 e^{\frac{22}{3}+e^{16}} x^4+1536 e^{22/3} x^4+4 e^{9+2 e^{16}} x^2-32 e^{9+e^{16}} x^2+64 e^9 x^2","e^4 \left(\left(4-e^{e^{16}}\right)^2 x^2+e^{5/3}\right)^4",1,"64*E^9*x^2 - 32*E^(9 + E^16)*x^2 + 4*E^(9 + 2*E^16)*x^2 + 1536*E^(22/3)*x^4 - 1536*E^(22/3 + E^16)*x^4 + 576*E^(22/3 + 2*E^16)*x^4 - 96*E^(22/3 + 3*E^16)*x^4 + 6*E^(22/3 + 4*E^16)*x^4 + 16384*E^(17/3)*x^6 - 24576*E^(17/3 + E^16)*x^6 + 15360*E^(17/3 + 2*E^16)*x^6 - 5120*E^(17/3 + 3*E^16)*x^6 + 960*E^(17/3 + 4*E^16)*x^6 - 96*E^(17/3 + 5*E^16)*x^6 + 4*E^(17/3 + 6*E^16)*x^6 - 131072*E^(4 + E^16)*x^8 + 114688*E^(4 + 2*E^16)*x^8 - 57344*E^(4 + 3*E^16)*x^8 + 17920*E^(4 + 4*E^16)*x^8 - 3584*E^(4 + 5*E^16)*x^8 + 448*E^(4 + 6*E^16)*x^8 + E^4*(65536 - 32*E^(7*E^16) + E^(8*E^16))*x^8","B",9,1,275,0.003636,1,"{6}"
2414,0,0,0,1.4114512,"\int \frac{-6 e^{10+x} \log (5)-6 e^5 x \log (5)+\left(4 e^5 x+4 e^{10+x} x\right) \log \left(e^{5+x}+x\right)+\left(2 e^{10+x}+2 e^5 x\right) \log ^2\left(e^{5+x}+x\right)}{e^{5+x}+x} \, dx","Int[(-6*E^(10 + x)*Log[5] - 6*E^5*x*Log[5] + (4*E^5*x + 4*E^(10 + x)*x)*Log[E^(5 + x) + x] + (2*E^(10 + x) + 2*E^5*x)*Log[E^(5 + x) + x]^2)/(E^(5 + x) + x),x]","\int \frac{-6 e^{10+x} \log (5)-6 e^5 x \log (5)+\left(4 e^5 x+4 e^{10+x} x\right) \log \left(e^{5+x}+x\right)+\left(2 e^{10+x}+2 e^5 x\right) \log ^2\left(e^{5+x}+x\right)}{e^{5+x}+x} \, dx","2 e^5 \left(x \left(\log ^2\left(x+e^{x+5}\right)-3 \log (5)\right)-5\right)-3",1,"(-2*E^5*x^3)/3 - 6*E^5*x*Log[5] + 2*E^5*x^2*Log[E^(5 + x) + x] + 4*E^5*Log[E^(5 + x) + x]*Defer[Int][x/(E^(5 + x) + x), x] - 2*E^5*Defer[Int][x^2/(E^(5 + x) + x), x] - 4*E^5*Log[E^(5 + x) + x]*Defer[Int][x^2/(E^(5 + x) + x), x] + 2*E^5*Defer[Int][x^3/(E^(5 + x) + x), x] + 2*E^5*Defer[Int][Log[E^(5 + x) + x]^2, x] - 4*E^5*Defer[Int][Defer[Int][x/(E^(5 + x) + x), x], x] - 4*E^5*Defer[Int][Defer[Int][x/(E^(5 + x) + x), x]/(E^(5 + x) + x), x] + 4*E^5*Defer[Int][(x*Defer[Int][x/(E^(5 + x) + x), x])/(E^(5 + x) + x), x] + 4*E^5*Defer[Int][Defer[Int][x^2/(E^(5 + x) + x), x], x] + 4*E^5*Defer[Int][Defer[Int][x^2/(E^(5 + x) + x), x]/(E^(5 + x) + x), x] - 4*E^5*Defer[Int][(x*Defer[Int][x^2/(E^(5 + x) + x), x])/(E^(5 + x) + x), x]","F",0,0,0,0,-1,"{}"
2415,1,14,0,0.0040054,"\int (28+18 x+4 \log (x)) \, dx","Int[28 + 18*x + 4*Log[x],x]","9 x^2+24 x+4 x \log (x)","5 x^2+4 x (x+\log (x)+6)+e^e+4",1,"24*x + 9*x^2 + 4*x*Log[x]","A",2,1,9,0.1111,1,"{2295}"
2416,1,58,0,0.4775385,"\int \frac{25 e^2-30 e^4+e^{x^2} \left(50 e^2 x+e^4 \left(15-30 x^2\right)\right)}{200-240 e^2 x+72 e^4 x^2} \, dx","Int[(25*E^2 - 30*E^4 + E^x^2*(50*E^2*x + E^4*(15 - 30*x^2)))/(200 - 240*E^2*x + 72*E^4*x^2),x]","\frac{5 e^{x^2+2} \left(5 x-3 e^2 x^2\right)}{8 x \left(5-3 e^2 x\right)^2}+\frac{5 \left(5-6 e^2\right)}{24 \left(5-3 e^2 x\right)}","\frac{e^{x^2}+x-2}{4 \left(\frac{2}{e^2}-\frac{6 x}{5}\right)}+2",1,"(5*(5 - 6*E^2))/(24*(5 - 3*E^2*x)) + (5*E^(2 + x^2)*(5*x - 3*E^2*x^2))/(8*x*(5 - 3*E^2*x)^2)","B",8,5,54,0.09259,1,"{27, 12, 6741, 6742, 2288}"
2417,1,53,0,0.2325137,"\int \frac{1}{5} e^{x^2} \left(2+13 x+4 x^2+3 x^3+e^x \left(-2-2 x-4 x^2\right)\right) \, dx","Int[(E^x^2*(2 + 13*x + 4*x^2 + 3*x^3 + E^x*(-2 - 2*x - 4*x^2)))/5,x]","\frac{3}{10} e^{x^2} x^2+\frac{2 e^{x^2} x}{5}+e^{x^2}-\frac{2 e^{x^2+x} \left(2 x^2+x\right)}{5 (2 x+1)}","e^{x^2} \left(1-\frac{1}{10} x \left(x-4 \left(x-e^x+1\right)\right)\right)",1,"E^x^2 + (2*E^x^2*x)/5 + (3*E^x^2*x^2)/10 - (2*E^(x + x^2)*(x + 2*x^2))/(5*(1 + 2*x))","B",10,6,38,0.1579,1,"{12, 6742, 2204, 2209, 2212, 2288}"
2418,0,0,0,0.1867754,"\int \frac{(-2+2 x) \log \left(\frac{50 e^{5+x}}{x}\right)-\log ^2\left(\frac{50 e^{5+x}}{x}\right)}{x^2} \, dx","Int[((-2 + 2*x)*Log[(50*E^(5 + x))/x] - Log[(50*E^(5 + x))/x]^2)/x^2,x]","\int \frac{(-2+2 x) \log \left(\frac{50 e^{5+x}}{x}\right)-\log ^2\left(\frac{50 e^{5+x}}{x}\right)}{x^2} \, dx","\frac{\log ^2\left(\frac{50 e^{x+5}}{x}\right)}{x}+2",1,"-2/x + (2*Log[(50*E^(5 + x))/x])/x - 2*Log[x] + 2*Defer[Int][Log[(50*E^(5 + x))/x]/x, x] - Defer[Int][Log[(50*E^(5 + x))/x]^2/x^2, x]","F",0,0,0,0,-1,"{}"
2419,1,24,0,0.0460555,"\int \left(e^x+6 x+3 x^2-18 e^4 x^3 \log (x)-36 e^4 x^3 \log ^2(x)\right) \, dx","Int[E^x + 6*x + 3*x^2 - 18*E^4*x^3*Log[x] - 36*E^4*x^3*Log[x]^2,x]","-9 e^4 x^4 \log ^2(x)+x^3+3 x^2+e^x","x^2 \left(-9 e^4 x^2 \log ^2(x)+x+3\right)+e^x-1",1,"E^x + 3*x^2 + x^3 - 9*E^4*x^4*Log[x]^2","A",5,3,34,0.08824,1,"{2194, 2304, 2305}"
2420,0,0,0,2.5229892,"\int \frac{\exp \left(\frac{8-2 x^5-e^3 x^2 \log (5)}{2 x^3+e^3 \log (5)}\right) \left(-48 x^2-8 x^7-8 e^3 x^4 \log (5)-2 e^6 x \log ^2(5)\right)}{4 x^6+4 e^3 x^3 \log (5)+e^6 \log ^2(5)} \, dx","Int[(E^((8 - 2*x^5 - E^3*x^2*Log[5])/(2*x^3 + E^3*Log[5]))*(-48*x^2 - 8*x^7 - 8*E^3*x^4*Log[5] - 2*E^6*x*Log[5]^2))/(4*x^6 + 4*E^3*x^3*Log[5] + E^6*Log[5]^2),x]","\int \frac{\exp \left(\frac{8-2 x^5-e^3 x^2 \log (5)}{2 x^3+e^3 \log (5)}\right) \left(-48 x^2-8 x^7-8 e^3 x^4 \log (5)-2 e^6 x \log ^2(5)\right)}{4 x^6+4 e^3 x^3 \log (5)+e^6 \log ^2(5)} \, dx","e^{x \left(\frac{4}{x^4+\frac{1}{2} e^3 x \log (5)}-x\right)}",1,"-2*Defer[Int][E^((8 - 2*x^5 - E^3*x^2*Log[5])/(2*x^3 + E^3*Log[5]))*x, x] - 48*Defer[Int][(E^((8 - 2*x^5 - E^3*x^2*Log[5])/(2*x^3 + E^3*Log[5]))*x^2)/(2*x^3 + E^3*Log[5])^2, x]","F",0,0,0,0,-1,"{}"
2421,0,0,0,0.303177,"\int \frac{\exp \left(e^{\frac{8 x}{-3+3 x}} \left(9-e^4\right)+\frac{8 x}{-3+3 x}\right) \left(-72+8 e^4\right)}{3-6 x+3 x^2} \, dx","Int[(E^(E^((8*x)/(-3 + 3*x))*(9 - E^4) + (8*x)/(-3 + 3*x))*(-72 + 8*E^4))/(3 - 6*x + 3*x^2),x]","\int \frac{\exp \left(e^{\frac{8 x}{-3+3 x}} \left(9-e^4\right)+\frac{8 x}{-3+3 x}\right) \left(-72+8 e^4\right)}{3-6 x+3 x^2} \, dx","e^{\left(9-e^4\right) e^{-\frac{8 x}{3 (1-x)}}}",1,"(-8*(9 - E^4)*Defer[Int][E^(E^((8*x)/(-3 + 3*x))*(9 - E^4) + (8*x)/(-3 + 3*x))/(-1 + x)^2, x])/3","F",0,0,0,0,-1,"{}"
2422,1,5,0,0.0009713,"\int (1+2 x) \, dx","Int[1 + 2*x,x]","x^2+x","x^2+x-e^5-\frac{16}{e^8}+2",1,"x + x^2","A",1,0,5,0,1,"{}"
2423,0,0,0,8.0788969,"\int \frac{\left(16-12 x^2+4 x^3+e^3 \left(-16 x^2-16 x^3+28 x^4-8 x^5\right)+e^3 \left(-16 x-16 x^2+28 x^3-8 x^4\right) \log (x)\right) \log \left(\log ^2\left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)\right)+\left(-4 x^2+2 x^3+\left(-4 x+2 x^2\right) \log (x)\right) \log \left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right) \log ^2\left(\log ^2\left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)\right)}{\left(x^2+x \log (x)\right) \log \left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)} \, dx","Int[((16 - 12*x^2 + 4*x^3 + E^3*(-16*x^2 - 16*x^3 + 28*x^4 - 8*x^5) + E^3*(-16*x - 16*x^2 + 28*x^3 - 8*x^4)*Log[x])*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2] + (-4*x^2 + 2*x^3 + (-4*x + 2*x^2)*Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2]^2)/((x^2 + x*Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]),x]","\int \frac{\left(16-12 x^2+4 x^3+e^3 \left(-16 x^2-16 x^3+28 x^4-8 x^5\right)+e^3 \left(-16 x-16 x^2+28 x^3-8 x^4\right) \log (x)\right) \log \left(\log ^2\left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)\right)+\left(-4 x^2+2 x^3+\left(-4 x+2 x^2\right) \log (x)\right) \log \left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right) \log ^2\left(\log ^2\left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)\right)}{\left(x^2+x \log (x)\right) \log \left(e^{-e^3 \left(2+x+x^2\right)} (x+\log (x))\right)} \, dx","(x-2)^2 \log ^2\left(\log ^2\left(e^{-e^3 \left(x^2+x+2\right)} (x+\log (x))\right)\right)",1,"16*Defer[Int][Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2]/(x*(x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 12*Defer[Int][(x*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 16*E^3*Defer[Int][(x*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] + 4*Defer[Int][(x^2*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 16*E^3*Defer[Int][(x^2*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] + 28*E^3*Defer[Int][(x^3*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 8*E^3*Defer[Int][(x^4*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 16*E^3*Defer[Int][(Log[x]*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 16*E^3*Defer[Int][(x*Log[x]*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] + 28*E^3*Defer[Int][(x^2*Log[x]*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 8*E^3*Defer[Int][(x^3*Log[x]*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2])/((x + Log[x])*Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]), x] - 4*Defer[Int][Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2]^2, x] + 2*Defer[Int][x*Log[Log[(x + Log[x])/E^(E^3*(2 + x + x^2))]^2]^2, x]","F",0,0,0,0,-1,"{}"
2424,1,20,0,0.0590909,"\int \exp \left(\frac{2 \left(-1+e^5 \left(3 x-x^2\right)-e^5 \log (3)\right)}{e^5}\right) (6-4 x) \, dx","Int[E^((2*(-1 + E^5*(3*x - x^2) - E^5*Log[3]))/E^5)*(6 - 4*x),x]","\frac{1}{9} e^{-2 x^2+6 x-\frac{2}{e^5}}","\frac{1}{9} e^{-2 x^2+6 x-\frac{2}{e^5}}",1,"E^(-2/E^5 + 6*x - 2*x^2)/9","A",3,3,35,0.08571,1,"{2244, 12, 2236}"
2425,0,0,0,3.0113858,"\int \frac{e^x \left(-160 x-32 x^2\right)-512 \log (x)+\left(e^{2 x} \left(50 x^2+20 x^3+2 x^4\right)+e^x \left(160 x-160 x^2-32 x^3\right) \log (x)\right) \log (\log (x))+e^{2 x} \left(60 x^3+22 x^4+2 x^5\right) \log (x) \log ^2(\log (x))}{x^3 \log (x)} \, dx","Int[(E^x*(-160*x - 32*x^2) - 512*Log[x] + (E^(2*x)*(50*x^2 + 20*x^3 + 2*x^4) + E^x*(160*x - 160*x^2 - 32*x^3)*Log[x])*Log[Log[x]] + E^(2*x)*(60*x^3 + 22*x^4 + 2*x^5)*Log[x]*Log[Log[x]]^2)/(x^3*Log[x]),x]","\int \frac{e^x \left(-160 x-32 x^2\right)-512 \log (x)+\left(e^{2 x} \left(50 x^2+20 x^3+2 x^4\right)+e^x \left(160 x-160 x^2-32 x^3\right) \log (x)\right) \log (\log (x))+e^{2 x} \left(60 x^3+22 x^4+2 x^5\right) \log (x) \log ^2(\log (x))}{x^3 \log (x)} \, dx","\left(e^x (x+5) \log (\log (x))-\frac{16}{x}\right)^2",1,"256/x^2 - (32*E^x*(5*x*Log[x]*Log[Log[x]] + x^2*Log[x]*Log[Log[x]]))/(x^2*Log[x]) + 20*Defer[Int][(E^(2*x)*Log[Log[x]])/Log[x], x] + 50*Defer[Int][(E^(2*x)*Log[Log[x]])/(x*Log[x]), x] + 2*Defer[Int][(E^(2*x)*x*Log[Log[x]])/Log[x], x] + 60*Defer[Int][E^(2*x)*Log[Log[x]]^2, x] + 22*Defer[Int][E^(2*x)*x*Log[Log[x]]^2, x] + 2*Defer[Int][E^(2*x)*x^2*Log[Log[x]]^2, x]","F",0,0,0,0,-1,"{}"
2426,0,0,0,0.5342545,"\int \frac{-16-20 x+x^2-x^3+\left(3 x^2-2 x^3\right) \log (x)+\left(16+x^2-2 x^3\right) \log (x) \log (\log (x))}{x^2 \log (x)} \, dx","Int[(-16 - 20*x + x^2 - x^3 + (3*x^2 - 2*x^3)*Log[x] + (16 + x^2 - 2*x^3)*Log[x]*Log[Log[x]])/(x^2*Log[x]),x]","\int \frac{-16-20 x+x^2-x^3+\left(3 x^2-2 x^3\right) \log (x)+\left(16+x^2-2 x^3\right) \log (x) \log (\log (x))}{x^2 \log (x)} \, dx","(3-x) x+\left(\left(-\left(\frac{4}{x}+2\right)^2-x+5\right) x-4\right) \log (\log (x))",1,"3*x - x^2 + 16*ExpIntegralEi[-Log[x]] + ExpIntegralEi[2*Log[x]] - (16*Log[Log[x]])/x + x*Log[Log[x]] - x^2*Log[Log[x]] - LogIntegral[x] + Defer[Int][(-16 - 20*x + x^2 - x^3)/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2427,1,24,0,0.2250281,"\int \frac{-50 x^2-x^3+\left(75 x^2+3 x^3\right) \log \left(\frac{1}{25} \left(25 x+x^2\right)\right)}{800+32 x} \, dx","Int[(-50*x^2 - x^3 + (75*x^2 + 3*x^3)*Log[(25*x + x^2)/25])/(800 + 32*x),x]","\frac{1}{32} x^3 \log \left(\frac{1}{25} x (x+25)\right)-\frac{x^3}{32}","\frac{1}{32} x^3 \left(\log \left(\frac{x^2}{25}+x\right)-1\right)",1,"-1/32*x^3 + (x^3*Log[(x*(25 + x))/25])/32","A",10,7,43,0.1628,1,"{6688, 12, 6742, 77, 2495, 30, 43}"
2428,1,15,0,0.0114239,"\int \frac{1}{8} \left(40-6 x^2-9 x^2 \log \left(x^2\right)\right) \, dx","Int[(40 - 6*x^2 - 9*x^2*Log[x^2])/8,x]","5 x-\frac{3}{8} x^3 \log \left(x^2\right)","x \left(5-\frac{3}{8} x^2 \log \left(x^2\right)\right)",1,"5*x - (3*x^3*Log[x^2])/8","A",3,2,20,0.1000,1,"{12, 2304}"
2429,0,0,0,5.1974814,"\int \frac{-56+20 x-22 x^2+9 x^3-x^4+\left(28-10 x+x^2\right) \log (2)+\left(-16-8 x^2+2 x^3+8 \log (2)\right) \log (x)+\left(-40+18 x-2 x^2+\left(20-9 x+x^2\right) \log (2)+(-16+4 x+(8-2 x) \log (2)) \log (x)\right) \log \left(\frac{4-x}{5 x-x^2+2 x \log (x)}\right)}{40 x^2-18 x^3+2 x^4+\left(-20 x^2+9 x^3-x^4\right) \log (2)+\left(16 x^2-4 x^3+\left(-8 x^2+2 x^3\right) \log (2)\right) \log (x)} \, dx","Int[(-56 + 20*x - 22*x^2 + 9*x^3 - x^4 + (28 - 10*x + x^2)*Log[2] + (-16 - 8*x^2 + 2*x^3 + 8*Log[2])*Log[x] + (-40 + 18*x - 2*x^2 + (20 - 9*x + x^2)*Log[2] + (-16 + 4*x + (8 - 2*x)*Log[2])*Log[x])*Log[(4 - x)/(5*x - x^2 + 2*x*Log[x])])/(40*x^2 - 18*x^3 + 2*x^4 + (-20*x^2 + 9*x^3 - x^4)*Log[2] + (16*x^2 - 4*x^3 + (-8*x^2 + 2*x^3)*Log[2])*Log[x]),x]","\int \frac{-56+20 x-22 x^2+9 x^3-x^4+\left(28-10 x+x^2\right) \log (2)+\left(-16-8 x^2+2 x^3+8 \log (2)\right) \log (x)+\left(-40+18 x-2 x^2+\left(20-9 x+x^2\right) \log (2)+(-16+4 x+(8-2 x) \log (2)) \log (x)\right) \log \left(\frac{4-x}{5 x-x^2+2 x \log (x)}\right)}{40 x^2-18 x^3+2 x^4+\left(-20 x^2+9 x^3-x^4\right) \log (2)+\left(16 x^2-4 x^3+\left(-8 x^2+2 x^3\right) \log (2)\right) \log (x)} \, dx","-\frac{x}{2-\log (2)}+\frac{\log \left(\frac{x-4}{x (x-2 (\log (x)+2))-x}\right)}{x}+1",1,"-x^(-1) - x/(2 - Log[2]) + (8 - Log[16])/(4*x*(2 - Log[2])) - Log[4 - x]/4 + ((8 - Log[16])*Log[4 - x])/(16*(2 - Log[2])) + Log[x]/4 - ((8 - Log[16])*Log[x])/(16*(2 - Log[2])) + Log[(4 - x)/(x*(5 - x + 2*Log[x]))]/x - Defer[Int][1/((-4 + x)*(-5 + x - 2*Log[x])), x]/(2*(2 - Log[2])) + (Log[2]*Defer[Int][1/((-4 + x)*(-5 + x - 2*Log[x])), x])/(4*(2 - Log[2])) + ((8 - Log[16])*Defer[Int][1/((-4 + x)*(-5 + x - 2*Log[x])), x])/(16*(2 - Log[2])) - 2*Defer[Int][1/(x^2*(-5 + x - 2*Log[x])), x] + (14*Defer[Int][1/(x^2*(-5 + x - 2*Log[x])), x])/(2 - Log[2]) - (7*Log[2]*Defer[Int][1/(x^2*(-5 + x - 2*Log[x])), x])/(2 - Log[2]) - (5*(8 - Log[16])*Defer[Int][1/(x^2*(-5 + x - 2*Log[x])), x])/(4*(2 - Log[2])) + Defer[Int][1/(x*(-5 + x - 2*Log[x])), x] - (3*Defer[Int][1/(x*(-5 + x - 2*Log[x])), x])/(2*(2 - Log[2])) + (3*Log[2]*Defer[Int][1/(x*(-5 + x - 2*Log[x])), x])/(4*(2 - Log[2])) - ((8 - Log[16])*Defer[Int][1/(x*(-5 + x - 2*Log[x])), x])/(16*(2 - Log[2]))","F",0,0,0,0,-1,"{}"
2430,1,21,0,0.6945845,"\int \frac{468-432 x+81 x^2+e^{2 x} \left(52+9 x^2\right)+e^x \left(312-144 x+126 x^2\right)}{27+18 e^x+3 e^{2 x}} \, dx","Int[(468 - 432*x + 81*x^2 + E^(2*x)*(52 + 9*x^2) + E^x*(312 - 144*x + 126*x^2))/(27 + 18*E^x + 3*E^(2*x)),x]","x^3-\frac{24 x^2}{e^x+3}+\frac{52 x}{3}","x \left((x+4)^2+2 \left(\frac{2}{3}-4 \left(\frac{3 x}{e^x+3}+x\right)\right)\right)",1,"(52*x)/3 - (24*x^2)/(3 + E^x) + x^3","A",26,12,54,0.2222,1,"{6741, 12, 6742, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 2185, 2191}"
2431,1,24,0,0.2075081,"\int \frac{-4+3 x-6 x^2+3 x^3-2 x^4+\left(1-x+2 x^2\right) \log (x)}{-3 x+x^2-x^3+x \log (x)} \, dx","Int[(-4 + 3*x - 6*x^2 + 3*x^3 - 2*x^4 + (1 - x + 2*x^2)*Log[x])/(-3*x + x^2 - x^3 + x*Log[x]),x]","x^2-\log \left(x^2-x-\log (x)+3\right)-x+\log (x)","x^2-x+\log \left(\frac{4}{\frac{x+\log (x)-3}{x}-x}\right)-\log (2)",1,"-x + x^2 + Log[x] - Log[3 - x + x^2 - Log[x]]","A",5,3,52,0.05769,1,"{6742, 14, 6684}"
2432,0,0,0,1.4558573,"\int \frac{e^{-x^2+\frac{2 e^{-x^2} (6+2 \log (5))}{x^3}} \left(-36-24 x^2+\left(-12-8 x^2\right) \log (5)\right)}{x^4} \, dx","Int[(E^(-x^2 + (2*(6 + 2*Log[5]))/(E^x^2*x^3))*(-36 - 24*x^2 + (-12 - 8*x^2)*Log[5]))/x^4,x]","\int \frac{e^{-x^2+\frac{2 e^{-x^2} (6+2 \log (5))}{x^3}} \left(-36-24 x^2+\left(-12-8 x^2\right) \log (5)\right)}{x^4} \, dx","e^{\frac{4 e^{-x^2} (3+\log (5))}{x^3}}",1,"-12*(3 + Log[5])*Defer[Int][E^(-x^2 + (2*(6 + 2*Log[5]))/(E^x^2*x^3))/x^4, x] - 8*(3 + Log[5])*Defer[Int][E^(-x^2 + (2*(6 + 2*Log[5]))/(E^x^2*x^3))/x^2, x]","F",0,0,0,0,-1,"{}"
2433,0,0,0,0.8842548,"\int \frac{9-2 x \log (4)+e^x \left(-36+36 x-24 x^2+8 x \log (4)-4 x^2 \log ^2(4)\right)+\left(2 x+e^x \left(-8 x+8 x^2 \log (4)\right)\right) \log (x)-4 e^x x^2 \log ^2(x)}{4 x^2} \, dx","Int[(9 - 2*x*Log[4] + E^x*(-36 + 36*x - 24*x^2 + 8*x*Log[4] - 4*x^2*Log[4]^2) + (2*x + E^x*(-8*x + 8*x^2*Log[4]))*Log[x] - 4*E^x*x^2*Log[x]^2)/(4*x^2),x]","\int \frac{9-2 x \log (4)+e^x \left(-36+36 x-24 x^2+8 x \log (4)-4 x^2 \log ^2(4)\right)+\left(2 x+e^x \left(-8 x+8 x^2 \log (4)\right)\right) \log (x)-4 e^x x^2 \log ^2(x)}{4 x^2} \, dx","\frac{\left(\frac{1}{4}-e^x\right) \left(x+x \left((\log (4)-\log (x))^2+5\right)-9\right)}{x}",1,"-9/(4*x) + (9*E^x)/x - 9*ExpIntegralEi[x] + 2*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x] - 2*ExpIntegralEi[x]*Log[4] - E^x*(6 + Log[4]^2) + ExpIntegralEi[x]*(9 + Log[16]) + Log[-x]^2 + 2*EulerGamma*Log[x] - 2*ExpIntegralEi[x]*Log[x] + 2*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x] - (Log[4]*Log[x])/2 + 2*E^x*Log[4]*Log[x] + Log[x]^2/4 - Defer[Int][E^x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
2434,1,21,0,0.5828327,"\int \frac{27-54 x+(8-8 x) \log \left(x^2\right)+(-27+54 x) \log ^2\left(x^2\right)+(9-18 x) \log ^4\left(x^2\right)+(-1+2 x) \log ^6\left(x^2\right)}{27 x-27 x^2+\left(-27 x+27 x^2\right) \log ^2\left(x^2\right)+\left(9 x-9 x^2\right) \log ^4\left(x^2\right)+\left(-x+x^2\right) \log ^6\left(x^2\right)} \, dx","Int[(27 - 54*x + (8 - 8*x)*Log[x^2] + (-27 + 54*x)*Log[x^2]^2 + (9 - 18*x)*Log[x^2]^4 + (-1 + 2*x)*Log[x^2]^6)/(27*x - 27*x^2 + (-27*x + 27*x^2)*Log[x^2]^2 + (9*x - 9*x^2)*Log[x^2]^4 + (-x + x^2)*Log[x^2]^6),x]","\frac{1}{\left(3-\log ^2\left(x^2\right)\right)^2}+\log (1-x)+\log (x)","\frac{1}{\left(3-\log ^2\left(x^2\right)\right)^2}+\log ((2-2 x) x)",1,"Log[1 - x] + Log[x] + (3 - Log[x^2]^2)^(-2)","A",7,6,109,0.05505,1,"{6688, 6742, 72, 199, 207, 261}"
2435,1,14,0,0.0549727,"\int \frac{1}{3} e^{2 x} \left(x+x^2\right) \log (5) \, dx","Int[(E^(2*x)*(x + x^2)*Log[5])/3,x]","\frac{1}{6} e^{2 x} x^2 \log (5)","\frac{1}{6} e^{2 x} x^2 \log (5)",1,"(E^(2*x)*x^2*Log[5])/6","A",9,5,16,0.3125,1,"{12, 1593, 2196, 2176, 2194}"
2436,1,28,0,0.4038251,"\int \frac{16 x^5+e^4 \left(-5+10 x^2+x^5\right)+\left(-32 x^3-2 e^4 x^3\right) \log (x)+\left(16 x+e^4 x\right) \log ^2(x)}{16 x^5-32 x^3 \log (x)+16 x \log ^2(x)} \, dx","Int[(16*x^5 + E^4*(-5 + 10*x^2 + x^5) + (-32*x^3 - 2*E^4*x^3)*Log[x] + (16*x + E^4*x)*Log[x]^2)/(16*x^5 - 32*x^3*Log[x] + 16*x*Log[x]^2),x]","\frac{1}{16} \left(16+e^4\right) x-\frac{5 e^4}{16 \left(x^2-\log (x)\right)}","x-\frac{1}{16} e^4 \left(\frac{5}{x^2-\log (x)}-x\right)",1,"((16 + E^4)*x)/16 - (5*E^4)/(16*(x^2 - Log[x]))","A",5,4,74,0.05405,1,"{6741, 12, 6742, 6686}"
2437,1,38,0,0.1389572,"\int \frac{-200+100 x+e^x \left(850-125 x-300 x^2-100 x^3\right)}{4 x^3} \, dx","Int[(-200 + 100*x + E^x*(850 - 125*x - 300*x^2 - 100*x^3))/(4*x^3),x]","\frac{25 (2-x)^2}{4 x^2}-\frac{425 e^x}{4 x^2}-25 e^x-\frac{75 e^x}{x}","\frac{25 \left(-x-e^x \left(\left(x+\frac{3}{2}\right)^2+2\right)+1\right)}{x^2}",1,"-25*E^x - (425*E^x)/(4*x^2) + (25*(2 - x)^2)/(4*x^2) - (75*E^x)/x","A",13,7,31,0.2258,1,"{12, 14, 37, 2199, 2194, 2177, 2178}"
2438,1,49,0,0.1444087,"\int \frac{-1-x+e^{9+6 x^2+x^4} \left(x+2 x^2+12 x^3+12 x^4+4 x^5+4 x^6\right) \log (4)}{x} \, dx","Int[(-1 - x + E^(9 + 6*x^2 + x^4)*(x + 2*x^2 + 12*x^3 + 12*x^4 + 4*x^5 + 4*x^6)*Log[4])/x,x]","\frac{e^{x^4+6 x^2+9} \left(x^5+x^4+3 x^3+3 x^2\right) \log (4)}{x^3+3 x}-x-\log (x)","e^{\left(x^2+3\right)^2} \left(x^2+x\right) \log (4)-x-\log (5 x)-1",1,"-x + (E^(9 + 6*x^2 + x^4)*(3*x^2 + 3*x^3 + x^4 + x^5)*Log[4])/(3*x + x^3) - Log[x]","A",5,3,51,0.05882,1,"{14, 43, 2288}"
2439,1,3583,0,11.9028407,"\int \frac{-8750+5250 x-1050 x^2+1820 x^3-1050 x^4+210 x^5-14 x^6+\left(-50+10 x-20 x^3+4 x^4\right) \log \left(\frac{5-x^3}{x}\right)+\left(25+5 x-5 x^3-x^4\right) \log ^2\left(\frac{5-x^3}{x}\right)}{7500-4500 x+900 x^2-1560 x^3+900 x^4-180 x^5+12 x^6} \, dx","Int[(-8750 + 5250*x - 1050*x^2 + 1820*x^3 - 1050*x^4 + 210*x^5 - 14*x^6 + (-50 + 10*x - 20*x^3 + 4*x^4)*Log[(5 - x^3)/x] + (25 + 5*x - 5*x^3 - x^4)*Log[(5 - x^3)/x]^2)/(7500 - 4500*x + 900*x^2 - 1560*x^3 + 900*x^4 - 180*x^5 + 12*x^6),x]","-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \log ^2\left(\sqrt[3]{5}-x\right)}{11520}-\frac{\left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \log ^2\left(\sqrt[3]{5}-x\right)}{1440}+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \log ^2\left(\sqrt[3]{5}-x\right)}{2304}-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \log \left(\frac{x+\sqrt[3]{-5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-x\right)}{5760}-\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \log \left(\frac{x+\sqrt[3]{-5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-x\right)+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \log \left(\frac{x+\sqrt[3]{-5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-x\right)}{1152}-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-x\right)}{5760}-\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-x\right)+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-x\right)}{1152}+\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \log \left(\frac{5-x^3}{x}\right) \log \left(\sqrt[3]{5}-x\right)}{5760}+\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \log \left(\frac{5-x^3}{x}\right) \log \left(\sqrt[3]{5}-x\right)-\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \log \left(\frac{5-x^3}{x}\right) \log \left(\sqrt[3]{5}-x\right)}{1152}+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \log ^2\left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{2304}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \log ^2\left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{11520}-\frac{(-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \log ^2\left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{1440}-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \log ^2\left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{11520}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \log ^2\left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{2304}-\frac{\left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \log ^2\left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{1440}-\frac{\log ^2\left(\frac{5-x^3}{x}\right)}{12 (5-x)}+\frac{5 \log ^2\left(\frac{5-x^3}{x}\right)}{12 (5-x)^2}-\frac{7 x}{6}+\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \log (5) \log (x)}{17280}+\frac{\left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \log (5) \log (x)}{2160}+\frac{(-1)^{2/3} \left(45 \sqrt[3]{-1}-\sqrt[3]{5} \left(17+5 (-1)^{2/3} \sqrt[3]{5}\right)\right) \log (5) \log (x)}{3456}-\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \log (5) \log (x)}{3456}+\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \log (5) \log (x)}{17280}+\frac{(-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \log (5) \log (x)}{2160}+\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \log (5) \log (x)}{17280}+\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \log (5) \log (x)}{3456}+\frac{\left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \log (5) \log (x)}{2160}+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \log \left(\frac{\sqrt[3]{-\frac{1}{5}} \left(\sqrt[3]{5}-x\right)}{1+\sqrt[3]{-1}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{1152}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \log \left(\frac{\sqrt[3]{-\frac{1}{5}} \left(\sqrt[3]{5}-x\right)}{1+\sqrt[3]{-1}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{5760}-\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \log \left(\frac{\sqrt[3]{-\frac{1}{5}} \left(\sqrt[3]{5}-x\right)}{1+\sqrt[3]{-1}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \log \left(-\frac{\sqrt[3]{-\frac{1}{5}} \left(x+\sqrt[3]{-5}\right)}{1-(-1)^{2/3}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{1152}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \log \left(-\frac{\sqrt[3]{-\frac{1}{5}} \left(x+\sqrt[3]{-5}\right)}{1-(-1)^{2/3}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)}{5760}-\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \log \left(-\frac{\sqrt[3]{-\frac{1}{5}} \left(x+\sqrt[3]{-5}\right)}{1-(-1)^{2/3}}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right)-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{5760}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{1152}-\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{5}-x\right)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{5760}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{5}-x\right)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)}{1152}-\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{5}-x\right)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right)-\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right) \log \left(\frac{5-x^3}{x}\right)}{1152}+\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right) \log \left(\frac{5-x^3}{x}\right)}{5760}+\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \log \left(\sqrt[3]{-1} x+\sqrt[3]{5}\right) \log \left(\frac{5-x^3}{x}\right)+\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right) \log \left(\frac{5-x^3}{x}\right)}{5760}+\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right) \log \left(\frac{5-x^3}{x}\right)}{1152}+\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \log \left(\sqrt[3]{5}-(-1)^{2/3} x\right) \log \left(\frac{5-x^3}{x}\right)-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \text{Li}_2\left(\frac{2 \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{5760}-\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \text{Li}_2\left(\frac{2 \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \text{Li}_2\left(\frac{2 \left(\sqrt[3]{5}-x\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{1152}-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{5760}-\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{1152}+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \text{Li}_2\left(-\sqrt[3]{-\frac{1}{5}} x\right)}{1152}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \text{Li}_2\left(-\sqrt[3]{-\frac{1}{5}} x\right)}{5760}-\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \text{Li}_2\left(-\sqrt[3]{-\frac{1}{5}} x\right)-\frac{\left(25+5^{2/3} \left(17+9\ 5^{2/3}\right)\right) \text{Li}_2\left(\frac{x}{\sqrt[3]{5}}\right)}{5760}-\frac{1}{720} \left(25+5^{2/3} \left(1+5^{2/3}\right)\right) \text{Li}_2\left(\frac{x}{\sqrt[3]{5}}\right)+\frac{\left(45+\sqrt[3]{5} \left(17+5 \sqrt[3]{5}\right)\right) \text{Li}_2\left(\frac{x}{\sqrt[3]{5}}\right)}{1152}-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \text{Li}_2\left(\frac{(-1)^{2/3} x}{\sqrt[3]{5}}\right)}{5760}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \text{Li}_2\left(\frac{(-1)^{2/3} x}{\sqrt[3]{5}}\right)}{1152}-\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \text{Li}_2\left(\frac{(-1)^{2/3} x}{\sqrt[3]{5}}\right)-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \text{Li}_2\left(-\frac{(-1)^{2/3} \left(x+\sqrt[3]{-5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)}{5760}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \text{Li}_2\left(-\frac{(-1)^{2/3} \left(x+\sqrt[3]{-5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)}{1152}-\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \text{Li}_2\left(-\frac{(-1)^{2/3} \left(x+\sqrt[3]{-5}\right)}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)}{1152}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)}{5760}-\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)+\frac{\left(45-\sqrt[3]{5} \left(5 \sqrt[3]{-5}-17 (-1)^{2/3}\right)\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{1152}-\frac{(-1)^{2/3} \left(17 (-5)^{2/3}-25 \sqrt[3]{-1}+45 \sqrt[3]{5}\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{5760}-\frac{1}{720} (-1)^{2/3} \left((-5)^{2/3}-25 \sqrt[3]{-1}+5 \sqrt[3]{5}\right) \text{Li}_2\left(\frac{\sqrt[3]{-1} x+\sqrt[3]{5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)-\frac{\left(25-45 \sqrt[3]{-5}+17 (-5)^{2/3}\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-(-1)^{2/3} x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{5760}-\frac{\sqrt[3]{-5} \left(17-5 \sqrt[3]{-5}+9 (-5)^{2/3}\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-(-1)^{2/3} x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{1152}-\frac{1}{720} \left(25-5 \sqrt[3]{-5}+(-5)^{2/3}\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-(-1)^{2/3} x}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)","\frac{1}{12} x \left(\frac{\log ^2\left(\frac{5}{x}-x^2\right)}{(x-5)^2}-2\right)-x",1,"(-7*x)/6 + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*Log[5^(1/3) - x]^2)/2304 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*Log[5^(1/3) - x]^2)/1440 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*Log[5^(1/3) - x]^2)/11520 + ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*Log[5]*Log[x])/2160 + ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*Log[5]*Log[x])/3456 + ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*Log[5]*Log[x])/17280 + ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*Log[5]*Log[x])/2160 + ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*Log[5]*Log[x])/17280 - ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*Log[5]*Log[x])/3456 + ((-1)^(2/3)*(45*(-1)^(1/3) - 5^(1/3)*(17 + 5*(-1)^(2/3)*5^(1/3)))*Log[5]*Log[x])/3456 + ((25 + 5^(2/3)*(1 + 5^(2/3)))*Log[5]*Log[x])/2160 + ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*Log[5]*Log[x])/17280 + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*Log[5^(1/3) - x]*Log[((-5)^(1/3) + x)/((-5)^(1/3) + 5^(1/3))])/1152 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*Log[5^(1/3) - x]*Log[((-5)^(1/3) + x)/((-5)^(1/3) + 5^(1/3))])/720 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*Log[5^(1/3) - x]*Log[((-5)^(1/3) + x)/((-5)^(1/3) + 5^(1/3))])/5760 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*Log[((-1/5)^(1/3)*(5^(1/3) - x))/(1 + (-1)^(1/3))]*Log[5^(1/3) + (-1)^(1/3)*x])/720 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*Log[((-1/5)^(1/3)*(5^(1/3) - x))/(1 + (-1)^(1/3))]*Log[5^(1/3) + (-1)^(1/3)*x])/5760 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*Log[((-1/5)^(1/3)*(5^(1/3) - x))/(1 + (-1)^(1/3))]*Log[5^(1/3) + (-1)^(1/3)*x])/1152 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*Log[-(((-1/5)^(1/3)*((-5)^(1/3) + x))/(1 - (-1)^(2/3)))]*Log[5^(1/3) + (-1)^(1/3)*x])/720 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*Log[-(((-1/5)^(1/3)*((-5)^(1/3) + x))/(1 - (-1)^(2/3)))]*Log[5^(1/3) + (-1)^(1/3)*x])/5760 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*Log[-(((-1/5)^(1/3)*((-5)^(1/3) + x))/(1 - (-1)^(2/3)))]*Log[5^(1/3) + (-1)^(1/3)*x])/1152 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*Log[5^(1/3) + (-1)^(1/3)*x]^2)/1440 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*Log[5^(1/3) + (-1)^(1/3)*x]^2)/11520 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*Log[5^(1/3) + (-1)^(1/3)*x]^2)/2304 + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*Log[5^(1/3) - x]*Log[-(((-1)^(2/3)*(5^(1/3) + (-1)^(1/3)*x))/(5^(1/3)*(1 - (-1)^(2/3))))])/1152 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*Log[5^(1/3) - x]*Log[-(((-1)^(2/3)*(5^(1/3) + (-1)^(1/3)*x))/(5^(1/3)*(1 - (-1)^(2/3))))])/720 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*Log[5^(1/3) - x]*Log[-(((-1)^(2/3)*(5^(1/3) + (-1)^(1/3)*x))/(5^(1/3)*(1 - (-1)^(2/3))))])/5760 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*Log[-(((-1)^(2/3)*(5^(1/3) - x))/(5^(1/3)*(1 - (-1)^(2/3))))]*Log[5^(1/3) - (-1)^(2/3)*x])/720 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*Log[-(((-1)^(2/3)*(5^(1/3) - x))/(5^(1/3)*(1 - (-1)^(2/3))))]*Log[5^(1/3) - (-1)^(2/3)*x])/1152 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*Log[-(((-1)^(2/3)*(5^(1/3) - x))/(5^(1/3)*(1 - (-1)^(2/3))))]*Log[5^(1/3) - (-1)^(2/3)*x])/5760 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*Log[-(((-1)^(2/3)*((-1)^(2/3)*5^(1/3) - x))/((-5)^(1/3) + 5^(1/3)))]*Log[5^(1/3) - (-1)^(2/3)*x])/720 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*Log[-(((-1)^(2/3)*((-1)^(2/3)*5^(1/3) - x))/((-5)^(1/3) + 5^(1/3)))]*Log[5^(1/3) - (-1)^(2/3)*x])/1152 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*Log[-(((-1)^(2/3)*((-1)^(2/3)*5^(1/3) - x))/((-5)^(1/3) + 5^(1/3)))]*Log[5^(1/3) - (-1)^(2/3)*x])/5760 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]^2)/1440 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]^2)/2304 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]^2)/11520 - ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*Log[5^(1/3) - x]*Log[(5 - x^3)/x])/1152 + ((25 + 5^(2/3)*(1 + 5^(2/3)))*Log[5^(1/3) - x]*Log[(5 - x^3)/x])/720 + ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*Log[5^(1/3) - x]*Log[(5 - x^3)/x])/5760 + ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*Log[5^(1/3) + (-1)^(1/3)*x]*Log[(5 - x^3)/x])/720 + ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*Log[5^(1/3) + (-1)^(1/3)*x]*Log[(5 - x^3)/x])/5760 - ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*Log[5^(1/3) + (-1)^(1/3)*x]*Log[(5 - x^3)/x])/1152 + ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]*Log[(5 - x^3)/x])/720 + ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]*Log[(5 - x^3)/x])/1152 + ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*Log[5^(1/3) - (-1)^(2/3)*x]*Log[(5 - x^3)/x])/5760 + (5*Log[(5 - x^3)/x]^2)/(12*(5 - x)^2) - Log[(5 - x^3)/x]^2/(12*(5 - x)) + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*PolyLog[2, (2*(5^(1/3) - x))/(5^(1/3)*(3 - I*Sqrt[3]))])/1152 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*PolyLog[2, (2*(5^(1/3) - x))/(5^(1/3)*(3 - I*Sqrt[3]))])/720 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*PolyLog[2, (2*(5^(1/3) - x))/(5^(1/3)*(3 - I*Sqrt[3]))])/5760 + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*PolyLog[2, (5^(1/3) - x)/((-5)^(1/3) + 5^(1/3))])/1152 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*PolyLog[2, (5^(1/3) - x)/((-5)^(1/3) + 5^(1/3))])/720 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*PolyLog[2, (5^(1/3) - x)/((-5)^(1/3) + 5^(1/3))])/5760 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*PolyLog[2, -((-1/5)^(1/3)*x)])/720 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*PolyLog[2, -((-1/5)^(1/3)*x)])/5760 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*PolyLog[2, -((-1/5)^(1/3)*x)])/1152 + ((45 + 5^(1/3)*(17 + 5*5^(1/3)))*PolyLog[2, x/5^(1/3)])/1152 - ((25 + 5^(2/3)*(1 + 5^(2/3)))*PolyLog[2, x/5^(1/3)])/720 - ((25 + 5^(2/3)*(17 + 9*5^(2/3)))*PolyLog[2, x/5^(1/3)])/5760 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*PolyLog[2, ((-1)^(2/3)*x)/5^(1/3)])/720 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*PolyLog[2, ((-1)^(2/3)*x)/5^(1/3)])/1152 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*PolyLog[2, ((-1)^(2/3)*x)/5^(1/3)])/5760 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*PolyLog[2, -(((-1)^(2/3)*((-5)^(1/3) + x))/(5^(1/3)*(1 - (-1)^(2/3))))])/720 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*PolyLog[2, -(((-1)^(2/3)*((-5)^(1/3) + x))/(5^(1/3)*(1 - (-1)^(2/3))))])/1152 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*PolyLog[2, -(((-1)^(2/3)*((-5)^(1/3) + x))/(5^(1/3)*(1 - (-1)^(2/3))))])/5760 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/(5^(1/3)*(1 - (-1)^(2/3)))])/720 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/(5^(1/3)*(1 - (-1)^(2/3)))])/5760 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/(5^(1/3)*(1 - (-1)^(2/3)))])/1152 - ((-1)^(2/3)*((-5)^(2/3) - 25*(-1)^(1/3) + 5*5^(1/3))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/((-5)^(1/3) + 5^(1/3))])/720 - ((-1)^(2/3)*(17*(-5)^(2/3) - 25*(-1)^(1/3) + 45*5^(1/3))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/((-5)^(1/3) + 5^(1/3))])/5760 + ((45 - 5^(1/3)*(5*(-5)^(1/3) - 17*(-1)^(2/3)))*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x)/((-5)^(1/3) + 5^(1/3))])/1152 - ((25 - 5*(-5)^(1/3) + (-5)^(2/3))*PolyLog[2, (5^(1/3) - (-1)^(2/3)*x)/((-5)^(1/3) + 5^(1/3))])/720 - ((-5)^(1/3)*(17 - 5*(-5)^(1/3) + 9*(-5)^(2/3))*PolyLog[2, (5^(1/3) - (-1)^(2/3)*x)/((-5)^(1/3) + 5^(1/3))])/1152 - ((25 - 45*(-5)^(1/3) + 17*(-5)^(2/3))*PolyLog[2, (5^(1/3) - (-1)^(2/3)*x)/((-5)^(1/3) + 5^(1/3))])/5760","C",295,24,121,0.1983,1,"{6741, 12, 6725, 1875, 31, 634, 617, 204, 628, 2528, 2525, 2524, 2418, 2394, 2315, 260, 2416, 2393, 2391, 2392, 2390, 2301, 2357, 2337}"
2440,1,71,0,0.1753765,"\int \frac{40 e^5+550 x-200 x^2}{-33275 x^4+18150 x^5-3300 x^6+200 x^7+e^{10} \left(-5324+2904 x-528 x^2+32 x^3\right)+e^5 \left(26620 x^2-14520 x^3+2640 x^4-160 x^5\right)} \, dx","Int[(40*E^5 + 550*x - 200*x^2)/(-33275*x^4 + 18150*x^5 - 3300*x^6 + 200*x^7 + E^10*(-5324 + 2904*x - 528*x^2 + 32*x^3) + E^5*(26620*x^2 - 14520*x^3 + 2640*x^4 - 160*x^5)),x]","-\frac{25 \left(220 x+8 e^5+605\right)}{\left(605-8 e^5\right)^2 \left(2 e^5-5 x^2\right)}+\frac{2200}{\left(605-8 e^5\right)^2 (11-2 x)}+\frac{20}{\left(605-8 e^5\right) (11-2 x)^2}","\frac{1}{(3 (4-x)+x-1)^2 \left(x^2-\frac{2 e^5}{5}\right)}",1,"20/((605 - 8*E^5)*(11 - 2*x)^2) + 2200/((605 - 8*E^5)^2*(11 - 2*x)) - (25*(605 + 8*E^5 + 220*x))/((605 - 8*E^5)^2*(2*E^5 - 5*x^2))","B",5,3,82,0.03659,1,"{2074, 639, 206}"
2441,0,0,0,12.7792666,"\int \frac{e^{-5 x} \left(-62500-68750 x+15625 x^2+e^{e^x x} \left(-50000-55000 x+12500 x^2+e^x \left(12500 x+10000 x^2-2500 x^3\right)\right)+e^{2 e^x x} \left(-15000-16500 x+3750 x^2+e^x \left(7500 x+6000 x^2-1500 x^3\right)\right)+e^{3 e^x x} \left(-2000-2200 x+500 x^2+e^x \left(1500 x+1200 x^2-300 x^3\right)\right)+e^{4 e^x x} \left(-100-110 x+25 x^2+e^x \left(100 x+80 x^2-20 x^3\right)\right)\right)}{x^5} \, dx","Int[(-62500 - 68750*x + 15625*x^2 + E^(E^x*x)*(-50000 - 55000*x + 12500*x^2 + E^x*(12500*x + 10000*x^2 - 2500*x^3)) + E^(2*E^x*x)*(-15000 - 16500*x + 3750*x^2 + E^x*(7500*x + 6000*x^2 - 1500*x^3)) + E^(3*E^x*x)*(-2000 - 2200*x + 500*x^2 + E^x*(1500*x + 1200*x^2 - 300*x^3)) + E^(4*E^x*x)*(-100 - 110*x + 25*x^2 + E^x*(100*x + 80*x^2 - 20*x^3)))/(E^(5*x)*x^5),x]","\int \frac{e^{-5 x} \left(-62500-68750 x+15625 x^2+e^{e^x x} \left(-50000-55000 x+12500 x^2+e^x \left(12500 x+10000 x^2-2500 x^3\right)\right)+e^{2 e^x x} \left(-15000-16500 x+3750 x^2+e^x \left(7500 x+6000 x^2-1500 x^3\right)\right)+e^{3 e^x x} \left(-2000-2200 x+500 x^2+e^x \left(1500 x+1200 x^2-300 x^3\right)\right)+e^{4 e^x x} \left(-100-110 x+25 x^2+e^x \left(100 x+80 x^2-20 x^3\right)\right)\right)}{x^5} \, dx","\frac{5 e^{-5 x} \left(e^{e^x x}+5\right)^4 (5-x)}{x^4}",1,"15625/(E^(5*x)*x^4) - 3125/(E^(5*x)*x^3) - 50000*Defer[Int][E^(-5*x + E^x*x)/x^5, x] - 15000*Defer[Int][E^(-5*x + 2*E^x*x)/x^5, x] - 2000*Defer[Int][E^(-5*x + 3*E^x*x)/x^5, x] - 100*Defer[Int][E^(-5*x + 4*E^x*x)/x^5, x] + 7500*Defer[Int][E^(2*(-2 + E^x)*x)/x^4, x] + 100*Defer[Int][E^(4*(-1 + E^x)*x)/x^4, x] - 55000*Defer[Int][E^(-5*x + E^x*x)/x^4, x] + 12500*Defer[Int][E^(-4*x + E^x*x)/x^4, x] - 16500*Defer[Int][E^(-5*x + 2*E^x*x)/x^4, x] - 2200*Defer[Int][E^(-5*x + 3*E^x*x)/x^4, x] + 1500*Defer[Int][E^(-4*x + 3*E^x*x)/x^4, x] - 110*Defer[Int][E^(-5*x + 4*E^x*x)/x^4, x] + 6000*Defer[Int][E^(2*(-2 + E^x)*x)/x^3, x] + 80*Defer[Int][E^(4*(-1 + E^x)*x)/x^3, x] + 12500*Defer[Int][E^(-5*x + E^x*x)/x^3, x] + 10000*Defer[Int][E^(-4*x + E^x*x)/x^3, x] + 3750*Defer[Int][E^(-5*x + 2*E^x*x)/x^3, x] + 500*Defer[Int][E^(-5*x + 3*E^x*x)/x^3, x] + 1200*Defer[Int][E^(-4*x + 3*E^x*x)/x^3, x] + 25*Defer[Int][E^(-5*x + 4*E^x*x)/x^3, x] - 1500*Defer[Int][E^(2*(-2 + E^x)*x)/x^2, x] - 20*Defer[Int][E^(4*(-1 + E^x)*x)/x^2, x] - 2500*Defer[Int][E^(-4*x + E^x*x)/x^2, x] - 300*Defer[Int][E^(-4*x + 3*E^x*x)/x^2, x]","F",0,0,0,0,-1,"{}"
2442,0,0,0,1.455124,"\int \frac{1}{3} \exp \left(e^{\frac{1}{3} \left(-3+e^{5 e^{e^x}-5 x}+6 x\right)}+\frac{1}{3} \left(-3+e^{5 e^{e^x}-5 x}+6 x\right)\right) \left(6+e^{5 e^{e^x}-5 x} \left(-5+5 e^{e^x+x}\right)\right) \, dx","Int[(E^(E^((-3 + E^(5*E^E^x - 5*x) + 6*x)/3) + (-3 + E^(5*E^E^x - 5*x) + 6*x)/3)*(6 + E^(5*E^E^x - 5*x)*(-5 + 5*E^(E^x + x))))/3,x]","\int \frac{1}{3} \exp \left(e^{\frac{1}{3} \left(-3+e^{5 e^{e^x}-5 x}+6 x\right)}+\frac{1}{3} \left(-3+e^{5 e^{e^x}-5 x}+6 x\right)\right) \left(6+e^{5 e^{e^x}-5 x} \left(-5+5 e^{e^x+x}\right)\right) \, dx","e^{e^{2 x+\frac{1}{3} e^{5 \left(e^{e^x}-x\right)}-1}}",1,"2*Defer[Int][E^(E^((-3 + E^(5*E^E^x - 5*x) + 6*x)/3) + (-3 + E^(5*E^E^x - 5*x) + 6*x)/3), x] - (5*Defer[Int][E^(E^((-3 + E^(5*E^E^x - 5*x) + 6*x)/3) + 5*(E^E^x - x) + (-3 + E^(5*E^E^x - 5*x) + 6*x)/3), x])/3 + (5*Defer[Int][E^(E^x + E^((-3 + E^(5*E^E^x - 5*x) + 6*x)/3) + 5*(E^E^x - x) + x + (-3 + E^(5*E^E^x - 5*x) + 6*x)/3), x])/3","F",0,0,0,0,-1,"{}"
2443,1,46,0,0.0754515,"\int \frac{5+e^3 (-1-4 x)-6 x-x^2}{75+3 e^6+30 x^2+3 x^4+e^3 \left(-30-6 x^2\right)} \, dx","Int[(5 + E^3*(-1 - 4*x) - 6*x - x^2)/(75 + 3*E^6 + 30*x^2 + 3*x^4 + E^3*(-30 - 6*x^2)),x]","\frac{\left(5-e^3\right) x-2 e^6+7 e^3+15}{3 \left(5-e^3\right) \left(x^2-e^3+5\right)}","\frac{\frac{1}{3} \left(2 x^2+x+4\right)+3}{x^2-e^3+5}",1,"(15 + 7*E^3 - 2*E^6 + (5 - E^3)*x)/(3*(5 - E^3)*(5 - E^3 + x^2))","A",4,4,50,0.08000,1,"{1994, 28, 1814, 8}"
2444,1,22,0,8.4002819,"\int \frac{\left(512 x+1024 x^2+512 x^3\right) \log (6+x)+\left(1536+6400 x+5632 x^2+768 x^3\right) \log ^2(6+x)}{6+x+\left(-3072 x-6656 x^2-4096 x^3-512 x^4\right) \log ^2(6+x)+\left(393216 x^2+1638400 x^3+2621440 x^4+1966080 x^5+655360 x^6+65536 x^7\right) \log ^4(6+x)} \, dx","Int[((512*x + 1024*x^2 + 512*x^3)*Log[6 + x] + (1536 + 6400*x + 5632*x^2 + 768*x^3)*Log[6 + x]^2)/(6 + x + (-3072*x - 6656*x^2 - 4096*x^3 - 512*x^4)*Log[6 + x]^2 + (393216*x^2 + 1638400*x^3 + 2621440*x^4 + 1966080*x^5 + 655360*x^6 + 65536*x^7)*Log[6 + x]^4),x]","-\frac{256}{256-\frac{1}{x (x+1)^2 \log ^2(x+6)}}","\frac{x}{x-256 x^2 (x+1)^2 \log ^2(x+6)}",1,"-256/(256 - 1/(x*(1 + x)^2*Log[6 + x]^2))","A",4,5,112,0.04464,1,"{6688, 12, 6742, 6711, 32}"
2445,1,23,0,0.2437006,"\int \frac{-9+\left(-25 x-50 e^{x^2} x^2\right) \log ^2(2 x)}{3 x \log ^2(2 x)} \, dx","Int[(-9 + (-25*x - 50*E^x^2*x^2)*Log[2*x]^2)/(3*x*Log[2*x]^2),x]","-\frac{25 e^{x^2}}{3}-\frac{25 x}{3}+\frac{3}{\log (2 x)}","\frac{25}{3} \left(-e^{x^2}-x+1\right)+\frac{3}{\log (2 x)}",1,"(-25*E^x^2)/3 - (25*x)/3 + 3/Log[2*x]","A",6,5,36,0.1389,1,"{12, 6688, 2209, 2302, 30}"
2446,1,24,0,0.4782581,"\int \frac{e^{\frac{1}{3} \left(-e^{-4+\sqrt[4]{x}}-3 x \log (3)\right)} \left(-e^{-4+\sqrt[4]{x}} \sqrt[4]{x}-12 x \log (3)\right)}{48 x} \, dx","Int[(E^((-E^(-4 + x^(1/4)) - 3*x*Log[3])/3)*(-(E^(-4 + x^(1/4))*x^(1/4)) - 12*x*Log[3]))/(48*x),x]","\frac{1}{4} 3^{-x} e^{-\frac{1}{3} e^{\sqrt[4]{x}-4}}","\frac{1}{4} e^{x (-\log (3))-\frac{1}{3} e^{\sqrt[4]{x}-4}}",1,"1/(4*3^x*E^(E^(-4 + x^(1/4))/3))","A",2,2,52,0.03846,1,"{12, 6706}"
2447,1,27,0,0.1969224,"\int \frac{e^{2+4 x-x^2} \left(32+128 x-64 x^2\right)}{-3+32 e^{2+4 x-x^2} x} \, dx","Int[(E^(2 + 4*x - x^2)*(32 + 128*x - 64*x^2))/(-3 + 32*E^(2 + 4*x - x^2)*x),x]","\log \left(e^{-x^2} \left(3 e^{x^2}-32 e^{4 x+2} x\right)\right)","\log \left(32 e^{-x^2+4 x+2} x-3\right)-5",1,"Log[(3*E^x^2 - 32*E^(2 + 4*x)*x)/E^x^2]","A",1,1,42,0.02381,1,"{6684}"
2448,1,16,0,0.1550992,"\int \frac{-5 x+(-30-5 x) \log (6+x)}{54+9 x+(-72-12 x) \log (2)+(24+4 x) \log ^2(2)+\left(36 x+6 x^2+\left(-24 x-4 x^2\right) \log (2)\right) \log (6+x)+\left(6 x^2+x^3\right) \log ^2(6+x)} \, dx","Int[(-5*x + (-30 - 5*x)*Log[6 + x])/(54 + 9*x + (-72 - 12*x)*Log[2] + (24 + 4*x)*Log[2]^2 + (36*x + 6*x^2 + (-24*x - 4*x^2)*Log[2])*Log[6 + x] + (6*x^2 + x^3)*Log[6 + x]^2),x]","\frac{5}{x \log (x+6)+3-\log (4)}","\frac{5}{x \log (x+6)+3-2 \log (2)}",1,"5/(3 - Log[4] + x*Log[6 + x])","A",3,3,82,0.03659,1,"{6688, 12, 6686}"
2449,1,27,0,0.0169412,"\int \frac{-20 x+6 e^{3+3 e^{e^2}} \log (\log (5))}{x^4 \log (\log (5))} \, dx","Int[(-20*x + 6*E^(3 + 3*E^E^2)*Log[Log[5]])/(x^4*Log[Log[5]]),x]","\frac{10}{x^2 \log (\log (5))}-\frac{2 e^{3+3 e^{e^2}}}{x^3}","\frac{2 \left(\frac{5 x}{\log (\log (5))}-e^{3 \left(1+e^{e^2}\right)}\right)}{x^3}",1,"(-2*E^(3 + 3*E^E^2))/x^3 + 10/(x^2*Log[Log[5]])","A",3,2,29,0.06897,1,"{12, 43}"
2450,1,17,0,0.1780822,"\int \frac{x^5+e^{\frac{9-6 x+x^2}{x^4}} \left(-180+90 x-10 x^2\right)}{x^5} \, dx","Int[(x^5 + E^((9 - 6*x + x^2)/x^4)*(-180 + 90*x - 10*x^2))/x^5,x]","5 e^{\frac{(3-x)^2}{x^4}}+x","5 e^{\frac{(3-x)^2}{x^4}}+x",1,"5*E^((3 - x)^2/x^4) + x","A",3,2,33,0.06061,1,"{14, 6706}"
2451,0,0,0,1.6698564,"\int \frac{-32 x^3+e^x \left(3-3 x-80 x^2\right) \log (2)-50 e^{2 x} x \log ^2(2)+e^{4 x} \left(-64 x^2-160 e^x x \log (2)-100 e^{2 x} \log ^2(2)\right)}{16 x^2+40 e^x x \log (2)+25 e^{2 x} \log ^2(2)} \, dx","Int[(-32*x^3 + E^x*(3 - 3*x - 80*x^2)*Log[2] - 50*E^(2*x)*x*Log[2]^2 + E^(4*x)*(-64*x^2 - 160*E^x*x*Log[2] - 100*E^(2*x)*Log[2]^2))/(16*x^2 + 40*E^x*x*Log[2] + 25*E^(2*x)*Log[2]^2),x]","\int \frac{-32 x^3+e^x \left(3-3 x-80 x^2\right) \log (2)-50 e^{2 x} x \log ^2(2)+e^{4 x} \left(-64 x^2-160 e^x x \log (2)-100 e^{2 x} \log ^2(2)\right)}{16 x^2+40 e^x x \log (2)+25 e^{2 x} \log ^2(2)} \, dx","-x^2-e^{4 x}-\frac{3}{\frac{1}{\frac{e^x \log (2)}{x}+1}-5}+4",1,"(-25*E^(4*x)*Log[2]^2)/Log[32]^2 - (25*x^2*Log[2]^2)/Log[32]^2 - (4*Log[8]*Defer[Int][x/(4*x + E^x*Log[32])^2, x])/Log[32] + (4*Log[8]*Defer[Int][x^2/(4*x + E^x*Log[32])^2, x])/Log[32] + (Log[8]*Defer[Int][(4*x + E^x*Log[32])^(-1), x])/Log[32] - (Log[8]*Defer[Int][x/(4*x + E^x*Log[32]), x])/Log[32] + (8192*(75*Log[2]^2 - Log[32]*Log[32768])*Defer[Int][x^5/(4*x + E^x*Log[32]), x])/Log[32]^6","F",0,0,0,0,-1,"{}"
2452,1,19,0,0.7292962,"\int \frac{e^{\frac{1}{31} (54+6 x)} (-31+6 x)}{31 e^{\frac{1}{31} (54+6 x)} x-465 x^2} \, dx","Int[(E^((54 + 6*x)/31)*(-31 + 6*x))/(31*E^((54 + 6*x)/31)*x - 465*x^2),x]","\log \left(15-\frac{e^{\frac{6 x}{31}+\frac{54}{31}}}{x}\right)","\log \left(\frac{x+e^{\frac{6 (x+9)}{31}}}{x}-16\right)",1,"Log[15 - E^(54/31 + (6*x)/31)/x]","A",4,4,39,0.1026,1,"{6741, 12, 6712, 31}"
2453,0,0,0,5.7706634,"\int \frac{-20+60 x^2-80 x^3+60 x^4+e^{4 x} (-20+80 x)+e^{3 x} \left(80-240 x+240 x^2\right)+e^{2 x} \left(-120+240 x-280 x^2+240 x^3\right)+e^x \left(80-80 x+80 x^4\right)+\left(20-80 x+180 x^2-160 x^3+100 x^4+e^{4 x} (20+80 x)+e^{3 x} \left(-80-80 x+240 x^2\right)+e^{2 x} \left(120-160 x-40 x^2+240 x^3\right)+e^x \left(-80+240 x-320 x^2+160 x^3+80 x^4\right)\right) \log (x)}{1+3 \log (x)+3 \log ^2(x)+\log ^3(x)} \, dx","Int[(-20 + 60*x^2 - 80*x^3 + 60*x^4 + E^(4*x)*(-20 + 80*x) + E^(3*x)*(80 - 240*x + 240*x^2) + E^(2*x)*(-120 + 240*x - 280*x^2 + 240*x^3) + E^x*(80 - 80*x + 80*x^4) + (20 - 80*x + 180*x^2 - 160*x^3 + 100*x^4 + E^(4*x)*(20 + 80*x) + E^(3*x)*(-80 - 80*x + 240*x^2) + E^(2*x)*(120 - 160*x - 40*x^2 + 240*x^3) + E^x*(-80 + 240*x - 320*x^2 + 160*x^3 + 80*x^4))*Log[x])/(1 + 3*Log[x] + 3*Log[x]^2 + Log[x]^3),x]","\int \frac{-20+60 x^2-80 x^3+60 x^4+e^{4 x} (-20+80 x)+e^{3 x} \left(80-240 x+240 x^2\right)+e^{2 x} \left(-120+240 x-280 x^2+240 x^3\right)+e^x \left(80-80 x+80 x^4\right)+\left(20-80 x+180 x^2-160 x^3+100 x^4+e^{4 x} (20+80 x)+e^{3 x} \left(-80-80 x+240 x^2\right)+e^{2 x} \left(120-160 x-40 x^2+240 x^3\right)+e^x \left(-80+240 x-320 x^2+160 x^3+80 x^4\right)\right) \log (x)}{1+3 \log (x)+3 \log ^2(x)+\log ^3(x)} \, dx","\frac{20 x \left(\left(x+e^x-1\right)^2+x\right)^2}{(\log (x)+1)^2}+5",1,"-160*x^2 + 540*x^3 - 640*x^4 + 500*x^5 - (80*ExpIntegralEi[2*(1 + Log[x])])/E^2 + (540*ExpIntegralEi[3*(1 + Log[x])])/E^3 - (960*ExpIntegralEi[4*(1 + Log[x])])/E^4 + (1000*ExpIntegralEi[5*(1 + Log[x])])/E^5 - (160*ExpIntegralEi[2*(1 + Log[x])]*Log[x])/E^2 + (810*ExpIntegralEi[3*(1 + Log[x])]*Log[x])/E^3 - (1280*ExpIntegralEi[4*(1 + Log[x])]*Log[x])/E^4 + (1250*ExpIntegralEi[5*(1 + Log[x])]*Log[x])/E^5 + (20*x)/(1 + Log[x])^2 - (30*x^3)/(1 + Log[x])^2 + (40*x^4)/(1 + Log[x])^2 - (30*x^5)/(1 + Log[x])^2 + (40*x^2*Log[x])/(1 + Log[x])^2 - (90*x^3*Log[x])/(1 + Log[x])^2 + (80*x^4*Log[x])/(1 + Log[x])^2 - (50*x^5*Log[x])/(1 + Log[x])^2 - (90*x^3)/(1 + Log[x]) + (160*x^4)/(1 + Log[x]) - (150*x^5)/(1 + Log[x]) + (80*x^2*Log[x])/(1 + Log[x]) - (270*x^3*Log[x])/(1 + Log[x]) + (320*x^4*Log[x])/(1 + Log[x]) - (250*x^5*Log[x])/(1 + Log[x]) + (320*ExpIntegralEi[2*(1 + Log[x])]*(1 + Log[x]))/E^2 - (1620*ExpIntegralEi[3*(1 + Log[x])]*(1 + Log[x]))/E^3 + (2560*ExpIntegralEi[4*(1 + Log[x])]*(1 + Log[x]))/E^4 - (2500*ExpIntegralEi[5*(1 + Log[x])]*(1 + Log[x]))/E^5 - (80*ExpIntegralEi[2*(1 + Log[x])]*(3 + 2*Log[x]))/E^2 + (40*x^2*(3 + 2*Log[x]))/(1 + Log[x]) + (270*ExpIntegralEi[3*(1 + Log[x])]*(4 + 3*Log[x]))/E^3 - (90*x^3*(4 + 3*Log[x]))/(1 + Log[x]) - (320*ExpIntegralEi[4*(1 + Log[x])]*(5 + 4*Log[x]))/E^4 + (80*x^4*(5 + 4*Log[x]))/(1 + Log[x]) + (250*ExpIntegralEi[5*(1 + Log[x])]*(6 + 5*Log[x]))/E^5 - (50*x^5*(6 + 5*Log[x]))/(1 + Log[x]) + (20*E^(4*x)*(x + x*Log[x]))/(1 + Log[x])^3 + 160*Defer[Int][E^x/(1 + Log[x])^3, x] - 240*Defer[Int][E^(2*x)/(1 + Log[x])^3, x] + 160*Defer[Int][E^(3*x)/(1 + Log[x])^3, x] - 320*Defer[Int][(E^x*x)/(1 + Log[x])^3, x] + 400*Defer[Int][(E^(2*x)*x)/(1 + Log[x])^3, x] - 160*Defer[Int][(E^(3*x)*x)/(1 + Log[x])^3, x] + 320*Defer[Int][(E^x*x^2)/(1 + Log[x])^3, x] - 240*Defer[Int][(E^(2*x)*x^2)/(1 + Log[x])^3, x] - 160*Defer[Int][(E^x*x^3)/(1 + Log[x])^3, x] - 80*Defer[Int][E^x/(1 + Log[x])^2, x] + 120*Defer[Int][E^(2*x)/(1 + Log[x])^2, x] - 80*Defer[Int][E^(3*x)/(1 + Log[x])^2, x] + 240*Defer[Int][(E^x*x)/(1 + Log[x])^2, x] - 160*Defer[Int][(E^(2*x)*x)/(1 + Log[x])^2, x] - 80*Defer[Int][(E^(3*x)*x)/(1 + Log[x])^2, x] - 320*Defer[Int][(E^x*x^2)/(1 + Log[x])^2, x] - 40*Defer[Int][(E^(2*x)*x^2)/(1 + Log[x])^2, x] + 240*Defer[Int][(E^(3*x)*x^2)/(1 + Log[x])^2, x] + 160*Defer[Int][(E^x*x^3)/(1 + Log[x])^2, x] + 240*Defer[Int][(E^(2*x)*x^3)/(1 + Log[x])^2, x] + 80*Defer[Int][(E^x*x^4)/(1 + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
2454,1,31,0,0.0456573,"\int \frac{12800 x-25600 x^3+14400 x^5-3200 x^7+250 x^9}{6400 x^2-6400 x^4+2400 x^6-400 x^8+25 x^{10}+\log ^5(4)} \, dx","Int[(12800*x - 25600*x^3 + 14400*x^5 - 3200*x^7 + 250*x^9)/(6400*x^2 - 6400*x^4 + 2400*x^6 - 400*x^8 + 25*x^10 + Log[4]^5),x]","\log \left(25 x^{10}-400 x^8+2400 x^6-6400 x^4+6400 x^2+\log ^5(4)\right)","\log \left(\frac{25 x^2 \left(4-x^2\right)^4}{\log ^4(4)}+\log (4)\right)",1,"Log[6400*x^2 - 6400*x^4 + 2400*x^6 - 400*x^8 + 25*x^10 + Log[4]^5]","A",1,1,57,0.01754,1,"{1587}"
2455,0,0,0,0.8274537,"\int \frac{25 x^2+10 x^5+x^8+e^5 \left(25 x+5 x^4\right)+\left(-25 x^2+15 e^5 x^4-10 x^5-x^8\right) \log (x)+\left(-25-10 x^3-x^6+\left(-25-10 x^3-x^6\right) \log (x)\right) \log (\log (3))}{\left(25 x^2+10 x^5+x^8\right) \log ^2(x)} \, dx","Int[(25*x^2 + 10*x^5 + x^8 + E^5*(25*x + 5*x^4) + (-25*x^2 + 15*E^5*x^4 - 10*x^5 - x^8)*Log[x] + (-25 - 10*x^3 - x^6 + (-25 - 10*x^3 - x^6)*Log[x])*Log[Log[3]])/((25*x^2 + 10*x^5 + x^8)*Log[x]^2),x]","\int \frac{25 x^2+10 x^5+x^8+e^5 \left(25 x+5 x^4\right)+\left(-25 x^2+15 e^5 x^4-10 x^5-x^8\right) \log (x)+\left(-25-10 x^3-x^6+\left(-25-10 x^3-x^6\right) \log (x)\right) \log (\log (3))}{\left(25 x^2+10 x^5+x^8\right) \log ^2(x)} \, dx","\frac{\frac{\log (\log (3))-\frac{5 e^5}{x^2+\frac{5}{x}}}{x}-x}{\log (x)}",1,"Defer[Int][(5*E^5*x + 5*x^2 + x^5 - 5*Log[Log[3]] - x^3*Log[Log[3]])/(x^2*(5 + x^3)*Log[x]^2), x] + Defer[Int][(-25*x^2 + 15*E^5*x^4 - 10*x^5 - x^8 - 25*Log[Log[3]] - 10*x^3*Log[Log[3]] - x^6*Log[Log[3]])/(x^2*(5 + x^3)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2456,1,17,0,0.0507177,"\int \frac{-5764801+24559829 x-12395625 x^2+1562500 x^3}{5764801 x-3001250 x^2+390625 x^3} \, dx","Int[(-5764801 + 24559829*x - 12395625*x^2 + 1562500*x^3)/(5764801*x - 3001250*x^2 + 390625*x^3),x]","4 x-\frac{2401}{2401-625 x}-\log (x)","-\left(\left(\frac{10}{x}-4\right) x\right)+\frac{x}{x-\frac{2401}{625}}-\log (x)",1,"-2401/(2401 - 625*x) + 4*x - Log[x]","A",4,3,32,0.09375,1,"{1594, 27, 1620}"
2457,1,47,0,0.8541792,"\int \frac{96 x^2+24 x^3+3 x^5+\left(32+8 x+x^3\right) \log (2)+\left(32+16 x+2 x^2-2 x^3\right) \log (2) \log \left(\frac{16+8 x+x^2-x^3}{x^2}\right)}{\left(-48 x^3-24 x^4-3 x^5+3 x^6+\left(-16 x-8 x^2-x^3+x^4\right) \log (2)\right) \log \left(\frac{16+8 x+x^2-x^3}{x^2}\right)} \, dx","Int[(96*x^2 + 24*x^3 + 3*x^5 + (32 + 8*x + x^3)*Log[2] + (32 + 16*x + 2*x^2 - 2*x^3)*Log[2]*Log[(16 + 8*x + x^2 - x^3)/x^2])/((-48*x^3 - 24*x^4 - 3*x^5 + 3*x^6 + (-16*x - 8*x^2 - x^3 + x^4)*Log[2])*Log[(16 + 8*x + x^2 - x^3)/x^2]),x]","\frac{\log (4) \log \left(3 x^2+\log (2)\right)}{2 \log (2)}+\log \left(\log \left(\frac{16}{x^2}-x+\frac{8}{x}+1\right)\right)-\frac{\log (4) \log (x)}{\log (2)}","\log \left(\frac{\log (2)}{x^2}+3\right)+\log \left(\log \left(\left(\frac{4}{x}+1\right)^2-x\right)\right)",1,"-((Log[4]*Log[x])/Log[2]) + (Log[4]*Log[3*x^2 + Log[2]])/(2*Log[2]) + Log[Log[1 + 16/x^2 + 8/x - x]]","A",8,7,127,0.05512,1,"{6688, 6742, 266, 36, 29, 31, 6684}"
2458,1,43,0,0.2900398,"\int \frac{e^{-\frac{4 x^2}{25}} \left(-25 x^2-32 x^3+8 x^4+e^{\frac{4 x^2}{25}} \left(200+450 x^2-675 x^4\right)\right)}{225 x^2} \, dx","Int[(-25*x^2 - 32*x^3 + 8*x^4 + E^((4*x^2)/25)*(200 + 450*x^2 - 675*x^4))/(225*E^((4*x^2)/25)*x^2),x]","-x^3-\frac{1}{9} e^{-\frac{4 x^2}{25}} x+\frac{4}{9} e^{-\frac{4 x^2}{25}}+2 x-\frac{8}{9 x}","\frac{(x-4) \left(2-e^{-\frac{4 x^2}{25}} x\right)}{9 x}-x \left(x^2-2\right)",1,"4/(9*E^((4*x^2)/25)) - 8/(9*x) + 2*x - x/(9*E^((4*x^2)/25)) - x^3","A",10,6,54,0.1111,1,"{12, 6688, 2226, 2205, 2209, 2212}"
2459,1,21,0,0.0378147,"\int \frac{-1-x^2-130050 e^{2-2 e^x+x} x^2+2 x^3}{x^2} \, dx","Int[(-1 - x^2 - 130050*E^(2 - 2*E^x + x)*x^2 + 2*x^3)/x^2,x]","x^2-x+65025 e^{2-2 e^x}+\frac{1}{x}","x^2-x+65025 e^{2-2 e^x}+\frac{1}{x}",1,"65025*E^(2 - 2*E^x) + x^(-1) - x + x^2","A",6,3,31,0.09677,1,"{14, 2282, 2194}"
2460,1,17,0,0.0106344,"\int \frac{-4 x+3 \log \left(\frac{5}{3}\right)}{-2 x^2+(-1+3 x) \log \left(\frac{5}{3}\right)} \, dx","Int[(-4*x + 3*Log[5/3])/(-2*x^2 + (-1 + 3*x)*Log[5/3]),x]","\log \left(2 x^2+(1-3 x) \log \left(\frac{5}{3}\right)\right)","\log \left(2 x+x \left(\frac{1}{x}+\frac{2 x}{\log \left(\frac{5}{3}\right)}-5\right)\right)",1,"Log[2*x^2 + (1 - 3*x)*Log[5/3]]","A",1,1,29,0.03448,1,"{1587}"
2461,1,11,0,0.2573157,"\int \frac{-x+8 \log (16)-x \log (x)}{\left(-x^2+8 x \log (16)\right) \log (x)} \, dx","Int[(-x + 8*Log[16] - x*Log[x])/((-x^2 + 8*x*Log[16])*Log[x]),x]","\log (x-8 \log (16))+\log (\log (x))","\log (5 (x-8 \log (16)) \log (x))",1,"Log[x - 8*Log[16]] + Log[Log[x]]","A",5,4,31,0.1290,1,"{1593, 6742, 2302, 29}"
2462,1,34,0,0.2297415,"\int \frac{120 x^2-50 x^3 \log (x)+50 x^3 \log (2 x)}{64+80 x^3+25 x^6+\left(-80 x-50 x^4\right) \log (x)+25 x^2 \log ^2(x)+\left(80 x+50 x^4-50 x^2 \log (x)\right) \log (2 x)+25 x^2 \log ^2(2 x)} \, dx","Int[(120*x^2 - 50*x^3*Log[x] + 50*x^3*Log[2*x])/(64 + 80*x^3 + 25*x^6 + (-80*x - 50*x^4)*Log[x] + 25*x^2*Log[x]^2 + (80*x + 50*x^4 - 50*x^2*Log[x])*Log[2*x] + 25*x^2*Log[2*x]^2),x]","-\frac{x \log (32)}{5 x^3+x \log (32)+8}-\frac{8}{5 x^3+x \log (32)+8}","\frac{x^2}{x^2+\frac{8}{5 x}-\log (x)+\log (2 x)}",1,"-8/(8 + 5*x^3 + x*Log[32]) - (x*Log[32])/(8 + 5*x^3 + x*Log[32])","A",4,4,90,0.04444,1,"{6688, 12, 2102, 1588}"
2463,1,18,0,0.2290102,"\int \frac{e^{-2-2 x} \left(-1-2 x+48 e^{2+2 x} x^2\right)}{16 x^2} \, dx","Int[(E^(-2 - 2*x)*(-1 - 2*x + 48*E^(2 + 2*x)*x^2))/(16*x^2),x]","3 x+\frac{e^{-2 x-2}}{16 x}","3 x+\frac{e^{-2 x-2}}{16 x}-1",1,"E^(-2 - 2*x)/(16*x) + 3*x","A",4,3,31,0.09677,1,"{12, 6742, 2197}"
2464,1,18,0,0.008568,"\int \frac{4 e^{5/2}+6 x^2+4 x^3}{x^3} \, dx","Int[(4*E^(5/2) + 6*x^2 + 4*x^3)/x^3,x]","-\frac{2 e^{5/2}}{x^2}+4 x+6 \log (x)","2 \left(\log \left(25 x^3\right)-\frac{e^{5/2}}{x^2}+2 x-3\right)",1,"(-2*E^(5/2))/x^2 + 4*x + 6*Log[x]","A",2,1,22,0.04545,1,"{14}"
2465,1,19,0,0.1780871,"\int \frac{x-108 x^6+36 x^7-36 x^{12}+12 x^{13}+(-3+x) \log \left(e^{9+6 x^6+x^{12}} (12-4 x)\right)}{-3+x} \, dx","Int[(x - 108*x^6 + 36*x^7 - 36*x^12 + 12*x^13 + (-3 + x)*Log[E^(9 + 6*x^6 + x^12)*(12 - 4*x)])/(-3 + x),x]","x \log \left(4 e^{\left(x^6+3\right)^2} (3-x)\right)","x \log \left(4 e^{\left(x^6+3\right)^2} (3-x)\right)",1,"x*Log[4*E^(3 + x^6)^2*(3 - x)]","A",7,3,51,0.05882,1,"{6742, 1620, 2548}"
2466,0,0,0,64.9134566,"\int \frac{\exp \left(e^{\frac{-10+4 x-x^2+4 x^4-x^5}{x+x^4}} x+\frac{-10+4 x-x^2+4 x^4-x^5}{x+x^4}\right) \left(10+x-x^2+40 x^3+2 x^4-2 x^5+x^7-x^8\right)}{x+2 x^4+x^7} \, dx","Int[(E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*(10 + x - x^2 + 40*x^3 + 2*x^4 - 2*x^5 + x^7 - x^8))/(x + 2*x^4 + x^7),x]","\int \frac{\exp \left(e^{\frac{-10+4 x-x^2+4 x^4-x^5}{x+x^4}} x+\frac{-10+4 x-x^2+4 x^4-x^5}{x+x^4}\right) \left(10+x-x^2+40 x^3+2 x^4-2 x^5+x^7-x^8\right)}{x+2 x^4+x^7} \, dx","e^{e^{2 \left(1-\frac{5}{x^4+x}\right)-x+2} x}",1,"Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4)), x] - (20*(1 + I*Sqrt[3])*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(1 + I*Sqrt[3] - 2*x)^2, x])/3 + (((20*I)/3)*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] + 10*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/x, x] - Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x, x] + (10*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(1 + x)^2, x])/3 - (10*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(1 + x), x])/3 - (20*(3 - I*Sqrt[3])*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(-1 - I*Sqrt[3] + 2*x), x])/9 - (20*(1 - I*Sqrt[3])*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x)^2, x])/3 + (((20*I)/3)*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] - (20*(3 + I*Sqrt[3])*Defer[Int][E^(E^((-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))*x + (-10 + 4*x - x^2 + 4*x^4 - x^5)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x), x])/9","F",0,0,0,0,-1,"{}"
2467,1,13,0,0.0391841,"\int \frac{1125 \log (2 x)-1125 \log ^2(2 x)}{8 x^3} \, dx","Int[(1125*Log[2*x] - 1125*Log[2*x]^2)/(8*x^3),x]","\frac{1125 \log ^2(2 x)}{16 x^2}","\frac{1125 \log ^2(2 x)}{16 x^2}",1,"(1125*Log[2*x]^2)/(16*x^2)","A",6,4,22,0.1818,1,"{12, 14, 2304, 2305}"
2468,1,26,0,8.8991977,"\int \frac{16384 x^5+\exp \left(\frac{256+e^{16}+768 x+864 x^2+176 x^3-495 x^4-432 x^5-12 x^6+144 x^7+54 x^8-16 x^9-12 x^{10}+x^{12}+e^{12} \left(16+12 x-4 x^3\right)+e^8 \left(96+144 x+54 x^2-48 x^3-36 x^4+6 x^6\right)+e^4 \left(256+576 x+432 x^2-84 x^3-288 x^4-108 x^5+48 x^6+36 x^7-4 x^9\right)}{65536 x^4}\right) \left(-256-e^{16}-576 x-432 x^2-44 x^3-108 x^5-6 x^6+108 x^7+54 x^8-20 x^9-18 x^{10}+2 x^{12}+e^{12} \left(-16-9 x+x^3\right)+e^8 \left(-96-108 x-27 x^2+12 x^3+3 x^6\right)+e^4 \left(-256-432 x-216 x^2+21 x^3-27 x^5+24 x^6+27 x^7-5 x^9\right)\right)}{16384 x^5} \, dx","Int[(16384*x^5 + E^((256 + E^16 + 768*x + 864*x^2 + 176*x^3 - 495*x^4 - 432*x^5 - 12*x^6 + 144*x^7 + 54*x^8 - 16*x^9 - 12*x^10 + x^12 + E^12*(16 + 12*x - 4*x^3) + E^8*(96 + 144*x + 54*x^2 - 48*x^3 - 36*x^4 + 6*x^6) + E^4*(256 + 576*x + 432*x^2 - 84*x^3 - 288*x^4 - 108*x^5 + 48*x^6 + 36*x^7 - 4*x^9))/(65536*x^4))*(-256 - E^16 - 576*x - 432*x^2 - 44*x^3 - 108*x^5 - 6*x^6 + 108*x^7 + 54*x^8 - 20*x^9 - 18*x^10 + 2*x^12 + E^12*(-16 - 9*x + x^3) + E^8*(-96 - 108*x - 27*x^2 + 12*x^3 + 3*x^6) + E^4*(-256 - 432*x - 216*x^2 + 21*x^3 - 27*x^5 + 24*x^6 + 27*x^7 - 5*x^9)))/(16384*x^5),x]","e^{\frac{\left(-x^3+3 x+e^4+4\right)^4}{65536 x^4}}+x","e^{\frac{\left(-x^2+\frac{4-x}{x}+\frac{e^4}{x}+4\right)^4}{65536}}+x",1,"E^((4 + E^4 + 3*x - x^3)^4/(65536*x^4)) + x","A",4,3,296,0.01014,1,"{12, 14, 6706}"
2469,0,0,0,11.5913536,"\int \frac{2-4 e^9 x+2 e^{18} x^2+\exp \left(\frac{e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)}{-1+e^9 x}\right) \left(-2+2 e^9 x-2 e^{18} x^2\right)}{1-2 x+x^2+\exp \left(\frac{2 \left(e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)\right)}{-1+e^9 x}\right) \left(1-2 e^9 x+e^{18} x^2\right)+e^9 \left(-2 x+4 x^2-2 x^3\right)+e^{18} \left(x^2-2 x^3+x^4\right)+\exp \left(\frac{e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)}{-1+e^9 x}\right) \left(-2+2 x+e^9 \left(4 x-4 x^2\right)+e^{18} \left(-2 x^2+2 x^3\right)\right)} \, dx","Int[(2 - 4*E^9*x + 2*E^18*x^2 + E^((E^9*x + (-1 + E^9*x)*Log[2]*Log[3])/(-1 + E^9*x))*(-2 + 2*E^9*x - 2*E^18*x^2))/(1 - 2*x + x^2 + E^((2*(E^9*x + (-1 + E^9*x)*Log[2]*Log[3]))/(-1 + E^9*x))*(1 - 2*E^9*x + E^18*x^2) + E^9*(-2*x + 4*x^2 - 2*x^3) + E^18*(x^2 - 2*x^3 + x^4) + E^((E^9*x + (-1 + E^9*x)*Log[2]*Log[3])/(-1 + E^9*x))*(-2 + 2*x + E^9*(4*x - 4*x^2) + E^18*(-2*x^2 + 2*x^3))),x]","\int \frac{2-4 e^9 x+2 e^{18} x^2+\exp \left(\frac{e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)}{-1+e^9 x}\right) \left(-2+2 e^9 x-2 e^{18} x^2\right)}{1-2 x+x^2+\exp \left(\frac{2 \left(e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)\right)}{-1+e^9 x}\right) \left(1-2 e^9 x+e^{18} x^2\right)+e^9 \left(-2 x+4 x^2-2 x^3\right)+e^{18} \left(x^2-2 x^3+x^4\right)+\exp \left(\frac{e^9 x+\left(-1+e^9 x\right) \log (2) \log (3)}{-1+e^9 x}\right) \left(-2+2 x+e^9 \left(4 x-4 x^2\right)+e^{18} \left(-2 x^2+2 x^3\right)\right)} \, dx","\frac{2 x}{-x-e^{\log (2) \log (3)-\frac{x}{\frac{1}{e^9}-x}}+1}-5",1,"(2*Defer[Int][(-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)^(-2), x])/E^9 + 2*Defer[Int][x/(-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)^2, x] - 2*Defer[Int][(-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)^(-1), x] - 2*(1 - E^(-9))*Defer[Int][1/((-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)^2*(-1 + E^9*x)^2), x] - 2*Defer[Int][1/((-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)*(-1 + E^9*x)^2), x] + (2*(2 - E^9)*Defer[Int][1/((-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)^2*(-1 + E^9*x)), x])/E^9 - 2*Defer[Int][1/((-1 + E^((E^9*x)/(-1 + E^9*x) + Log[2]*Log[3]) + x)*(-1 + E^9*x)), x]","F",0,0,0,0,-1,"{}"
2470,1,19,0,0.1535868,"\int e^{e^{4 x}-2 e^{2 x} x+x^2} \left(4 e^{4 x}+e^{2 x} (-2-4 x)+2 x\right) \, dx","Int[E^(E^(4*x) - 2*E^(2*x)*x + x^2)*(4*E^(4*x) + E^(2*x)*(-2 - 4*x) + 2*x),x]","e^{x^2-2 e^{2 x} x+e^{4 x}}","e^{\left(e^{2 x}-x\right)^2}-1",1,"E^(E^(4*x) - 2*E^(2*x)*x + x^2)","A",1,1,42,0.02381,1,"{6706}"
2471,0,0,0,1.0809032,"\int \frac{100 x^2+\left(-8+100 x^3\right) \log (x)+\left(\left(4-500 x^2+100 x^3\right) \log (x)+100 x^2 \log (x) \log (\log (x))\right) \log \left(\frac{1-125 x^2+25 x^3+25 x^2 \log (\log (x))}{25 x^2}\right)}{\left(1-125 x^2+25 x^3\right) \log (x)+25 x^2 \log (x) \log (\log (x))} \, dx","Int[(100*x^2 + (-8 + 100*x^3)*Log[x] + ((4 - 500*x^2 + 100*x^3)*Log[x] + 100*x^2*Log[x]*Log[Log[x]])*Log[(1 - 125*x^2 + 25*x^3 + 25*x^2*Log[Log[x]])/(25*x^2)])/((1 - 125*x^2 + 25*x^3)*Log[x] + 25*x^2*Log[x]*Log[Log[x]]),x]","\int \frac{100 x^2+\left(-8+100 x^3\right) \log (x)+\left(\left(4-500 x^2+100 x^3\right) \log (x)+100 x^2 \log (x) \log (\log (x))\right) \log \left(\frac{1-125 x^2+25 x^3+25 x^2 \log (\log (x))}{25 x^2}\right)}{\left(1-125 x^2+25 x^3\right) \log (x)+25 x^2 \log (x) \log (\log (x))} \, dx","4 x \log \left(\frac{1}{25 x^2}+x+\log (\log (x))-5\right)+25",1,"-8*Defer[Int][(1 - 125*x^2 + 25*x^3 + 25*x^2*Log[Log[x]])^(-1), x] + 100*Defer[Int][x^3/(1 - 125*x^2 + 25*x^3 + 25*x^2*Log[Log[x]]), x] + 100*Defer[Int][x^2/(Log[x]*(1 - 125*x^2 + 25*x^3 + 25*x^2*Log[Log[x]])), x] + 4*Defer[Int][Log[-5 + 1/(25*x^2) + x + Log[Log[x]]], x]","F",0,0,0,0,-1,"{}"
2472,1,12,0,0.0406629,"\int \frac{(-4+8 x) \log \left(\frac{e^{4 x}}{x^2}\right)}{x} \, dx","Int[((-4 + 8*x)*Log[E^(4*x)/x^2])/x,x]","\log ^2\left(\frac{e^{4 x}}{x^2}\right)","\log ^2\left(\frac{e^{4 x}}{x^2}\right)",1,"Log[E^(4*x)/x^2]^2","A",1,2,19,0.1053,1,"{43, 6686}"
2473,0,0,0,5.9617878,"\int \frac{e^{-e^x+x} \left(-1+5 x+2 x^2-x^3+e^x \left(-2-3 x+x^2+x^3\right)\right)}{(20+10 x) \left(2+5 x-5 x^3+x^5\right)} \, dx","Int[(E^(-E^x + x)*(-1 + 5*x + 2*x^2 - x^3 + E^x*(-2 - 3*x + x^2 + x^3)))/((20 + 10*x)*(2 + 5*x - 5*x^3 + x^5)),x]","\int \frac{e^{-e^x+x} \left(-1+5 x+2 x^2-x^3+e^x \left(-2-3 x+x^2+x^3\right)\right)}{(20+10 x) \left(2+5 x-5 x^3+x^5\right)} \, dx","\frac{e^{x-e^x}}{5 (2 x+4) \left(-x^2+x+1\right)}",1,"(-2*Defer[Int][E^(-E^x + x)/(1 + Sqrt[5] - 2*x)^2, x])/25 + ((1 + Sqrt[5])*Defer[Int][E^(-E^x + x)/(1 + Sqrt[5] - 2*x)^2, x])/25 - Defer[Int][E^(-E^x + x)/(1 + Sqrt[5] - 2*x), x]/(25*Sqrt[5]) + Defer[Int][E^(-E^x + x)/(2 + x)^2, x]/50 - Defer[Int][E^(-E^x + x)/(2 + x), x]/50 + Defer[Int][E^(-E^x + 2*x)/(2 + x), x]/50 + ((15 - 11*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 - Sqrt[5] + 2*x), x])/250 + ((5 - 4*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 - Sqrt[5] + 2*x), x])/625 - (4*(5 - 3*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 - Sqrt[5] + 2*x), x])/625 - (2*(5 - Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 - Sqrt[5] + 2*x), x])/625 - ((1 - Sqrt[5])*Defer[Int][E^(-E^x + 2*x)/(-1 - Sqrt[5] + 2*x), x])/50 - (2*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x)^2, x])/25 + ((1 - Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x)^2, x])/25 - Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x), x]/(25*Sqrt[5]) - (2*(5 + Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x), x])/625 - (4*(5 + 3*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x), x])/625 + ((5 + 4*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x), x])/625 + ((15 + 11*Sqrt[5])*Defer[Int][E^(-E^x + x)/(-1 + Sqrt[5] + 2*x), x])/250 - ((1 + Sqrt[5])*Defer[Int][E^(-E^x + 2*x)/(-1 + Sqrt[5] + 2*x), x])/50","F",0,0,0,0,-1,"{}"
2474,0,0,0,3.2606515,"\int \frac{-4 x^5 \log (x)+\left(-3 x-x^5+\left(-6 x-2 x^5\right) \log (x)\right) \log \left(\frac{e^5}{3+x^4}\right)+\left(24+24 x+8 x^4+8 x^5\right) \log ^2\left(\frac{e^5}{3+x^4}\right)}{\left(12+4 x^4\right) \log ^2\left(\frac{e^5}{3+x^4}\right)} \, dx","Int[(-4*x^5*Log[x] + (-3*x - x^5 + (-6*x - 2*x^5)*Log[x])*Log[E^5/(3 + x^4)] + (24 + 24*x + 8*x^4 + 8*x^5)*Log[E^5/(3 + x^4)]^2)/((12 + 4*x^4)*Log[E^5/(3 + x^4)]^2),x]","\int \frac{-4 x^5 \log (x)+\left(-3 x-x^5+\left(-6 x-2 x^5\right) \log (x)\right) \log \left(\frac{e^5}{3+x^4}\right)+\left(24+24 x+8 x^4+8 x^5\right) \log ^2\left(\frac{e^5}{3+x^4}\right)}{\left(12+4 x^4\right) \log ^2\left(\frac{e^5}{3+x^4}\right)} \, dx","x \left(-\frac{x \log (x)}{4 \log \left(\frac{e^5}{x^4+3}\right)}+x+2\right)",1,"(1 + x)^2 + (I/4)*Sqrt[3]*Defer[Int][Log[x]/(((-3)^(1/4) - x)*(5 + Log[(3 + x^4)^(-1)])^2), x] - (I/4)*Sqrt[3]*Defer[Int][Log[x]/((-((-1)^(3/4)*3^(1/4)) - x)*(5 + Log[(3 + x^4)^(-1)])^2), x] - Defer[Int][(x*Log[x])/(5 + Log[(3 + x^4)^(-1)])^2, x] - (I/4)*Sqrt[3]*Defer[Int][Log[x]/(((-3)^(1/4) + x)*(5 + Log[(3 + x^4)^(-1)])^2), x] + (I/4)*Sqrt[3]*Defer[Int][Log[x]/((-((-1)^(3/4)*3^(1/4)) + x)*(5 + Log[(3 + x^4)^(-1)])^2), x] - Defer[Int][x/(5 + Log[(3 + x^4)^(-1)]), x]/4 - Defer[Int][(x*Log[x])/(5 + Log[(3 + x^4)^(-1)]), x]/2","F",0,0,0,0,-1,"{}"
2475,1,16,0,0.0070824,"\int \frac{4+3 x^2-4 x^3}{2 x^2} \, dx","Int[(4 + 3*x^2 - 4*x^3)/(2*x^2),x]","-x^2+\frac{3 x}{2}-\frac{2}{x}","-x^2+\frac{\frac{x^2}{2}-2}{x}+x-e^2+5",1,"-2/x + (3*x)/2 - x^2","A",3,2,19,0.1053,1,"{12, 14}"
2476,0,0,0,0.7840079,"\int \frac{-25+190 x-81 x^2-56 x^3+\left(-25+70 x+31 x^2\right) \log (x)+(-10-4 x) \log ^2(x)}{400 x^4+160 x^5+16 x^6+\left(-200 x^3-80 x^4-8 x^5\right) \log (x)+\left(25 x^2+10 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-25 + 190*x - 81*x^2 - 56*x^3 + (-25 + 70*x + 31*x^2)*Log[x] + (-10 - 4*x)*Log[x]^2)/(400*x^4 + 160*x^5 + 16*x^6 + (-200*x^3 - 80*x^4 - 8*x^5)*Log[x] + (25*x^2 + 10*x^3 + x^4)*Log[x]^2),x]","\int \frac{-25+190 x-81 x^2-56 x^3+\left(-25+70 x+31 x^2\right) \log (x)+(-10-4 x) \log ^2(x)}{400 x^4+160 x^5+16 x^6+\left(-200 x^3-80 x^4-8 x^5\right) \log (x)+\left(25 x^2+10 x^3+x^4\right) \log ^2(x)} \, dx","\frac{-x+\frac{2}{x+5}+\frac{1}{\log (x)-4 x}}{x}",1,"2/(x*(5 + x)) - Defer[Int][1/(x^2*(4*x - Log[x])^2), x] + 4*Defer[Int][1/(x*(4*x - Log[x])^2), x] + Defer[Int][1/(x^2*(4*x - Log[x])), x]","F",0,0,0,0,-1,"{}"
2477,0,0,0,154.7020418,"\int \frac{800 x \log (2)+2 e x^2 \log ^2(2)+e^{5+e^x-x} \left(16 e^x x^3 \log (2)+\left(-16 x^2-16 x^3\right) \log (2)\right)}{40000+64 e^{10+2 e^x-2 x} x^2+\left(400 e x+800 x^2\right) \log (2)+\left(e^2 x^2+4 e x^3+4 x^4\right) \log ^2(2)+e^{5+e^x-x} \left(-3200 x+\left(-16 e x^2-32 x^3\right) \log (2)\right)} \, dx","Int[(800*x*Log[2] + 2*E*x^2*Log[2]^2 + E^(5 + E^x - x)*(16*E^x*x^3*Log[2] + (-16*x^2 - 16*x^3)*Log[2]))/(40000 + 64*E^(10 + 2*E^x - 2*x)*x^2 + (400*E*x + 800*x^2)*Log[2] + (E^2*x^2 + 4*E*x^3 + 4*x^4)*Log[2]^2 + E^(5 + E^x - x)*(-3200*x + (-16*E*x^2 - 32*x^3)*Log[2])),x]","\int \frac{800 x \log (2)+2 e x^2 \log ^2(2)+e^{5+e^x-x} \left(16 e^x x^3 \log (2)+\left(-16 x^2-16 x^3\right) \log (2)\right)}{40000+64 e^{10+2 e^x-2 x} x^2+\left(400 e x+800 x^2\right) \log (2)+\left(e^2 x^2+4 e x^3+4 x^4\right) \log ^2(2)+e^{5+e^x-x} \left(-3200 x+\left(-16 e x^2-32 x^3\right) \log (2)\right)} \, dx","\frac{x}{x+\frac{4 \left(\frac{25}{x}-e^{-x+e^x+5}\right)}{\log (2)}+\frac{e}{2}}",1,"(16*Log[2]^2*(E^2*Log[2]^2 - 200*Log[4])*Defer[Int][E^(6 + E^x + x)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2, x])/Log[4]^3 - (16*(2 + E)*Log[2]^4*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*Defer[Int][E^(7 + E^x + x)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2, x])/Log[4]^3 + (128*Log[2]^3*Defer[Int][E^(12 + 2*E^x + x)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2, x])/Log[4]^3 - (16*Log[2]^3*Defer[Int][(E^(7 + E^x + x)*x)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2, x])/Log[4]^2 + (128*Log[2]*Defer[Int][(E^(10 + 2*E^x + x)*x^2)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2, x])/Log[4] + (16*Log[2]^2*Defer[Int][E^(6 + E^x + x)/(-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4]), x])/Log[4]^2 + (3200*Log[2]*Defer[Int][E^(5 + E^x + x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4] + (3200*(1 + E)*Log[2]*Defer[Int][E^(6 + E^x + x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/(E*Log[4]) - (25600*Log[2]*Defer[Int][E^(10 + 2*E^x + x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4]^2 - (3200*Log[2]*Defer[Int][(E^(5 + E^x + x)*x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4] + (16*(2 + E)*Log[2]^3*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*Defer[Int][(E^(6 + E^x + x)*x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4]^2 - (128*Log[2]^2*Defer[Int][(E^(11 + 2*E^x + x)*x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4]^2 - (16*(2 + E)*Log[2]^2*Defer[Int][(E^(5 + E^x + x)*x^2)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4] + (16*Log[2]^2*Defer[Int][(E^(6 + E^x + x)*x^2)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x])/Log[4] - 16*Log[2]*Defer[Int][(E^(5 + E^x + x)*x^3)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2, x] + (2*Log[2]^2*Defer[Int][E^(1 + x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4]), x])/Log[4] + (16*Log[2]*Defer[Int][(E^(5 + E^x + x)*x)/(200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4]), x])/Log[4] + (3200*Log[2]*(200 - E*Log[2])*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/(E*Log[4]) - (16*Log[2]^3*(E^2*Log[2]^2 - 400*Log[4])*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 - (3200*(1 + E)*Log[2]^2*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/(E*Log[4]) + (25600*Log[2]^2*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(11 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^2 + (2*Log[2]^3*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(2 + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4] + (16*(2 + E)*Log[2]^3*(E^2*Log[2]^2 - 200*Log[4])*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(6 + E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 - (128*Log[2]^2*(E^2*Log[2]^2 - 200*Log[4])*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(11 + 2*E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 + 800*Log[2]*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^x/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x] + (16*Log[2]*(E^2*Log[2]^2 - 200*Log[4])*(1 + (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(5 + E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] - I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^2 + (3200*Log[2]*(200 - E*Log[2])*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/(E*Log[4]) - (16*Log[2]^3*(E^2*Log[2]^2 - 400*Log[4])*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 - (3200*(1 + E)*Log[2]^2*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/(E*Log[4]) + (25600*Log[2]^2*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(11 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^2 + (2*Log[2]^3*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(2 + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4] + (16*(2 + E)*Log[2]^3*(E^2*Log[2]^2 - 200*Log[4])*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(6 + E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 - (128*Log[2]^2*(E^2*Log[2]^2 - 200*Log[4])*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(11 + 2*E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])^2*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^3 + 800*Log[2]*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^x/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x] + (16*Log[2]*(E^2*Log[2]^2 - 200*Log[4])*(1 - (I*E*Log[2])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])*Defer[Int][E^(5 + E^x + x)/((200*E^x - 8*E^(5 + E^x)*x + E^(1 + x)*x*Log[2] + E^x*x^2*Log[4])*(E*Log[2] + 2*x*Log[4] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])), x])/Log[4]^2 - ((1280000*I)*Log[2]*Defer[Int][E^(5 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - ((1280000*I)*(1 + E)*Log[2]*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(E*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) - ((6400*I)*Log[2]^2*(E^2*Log[2]^2 - 200*Log[4])*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((6400*I)*(2 + E)*Log[2]^4*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((10240000*I)*Log[2]*Defer[Int][E^(10 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(Log[4]*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) - ((51200*I)*Log[2]^3*Defer[Int][E^(12 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((800*I)*Log[2]^2*Defer[Int][E^(1 + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - ((6400*I)*Log[2]^2*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(-(E*Log[2]) + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - x*Log[16])), x])/(Log[4]*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) - ((1280000*I)*Log[2]*Defer[Int][E^(5 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - ((1280000*I)*(1 + E)*Log[2]*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(E*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) - ((6400*I)*Log[2]^2*(E^2*Log[2]^2 - 200*Log[4])*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((6400*I)*(2 + E)*Log[2]^4*(1 + (200*Log[4])/(E*Log[2]*(E*Log[2] + Log[4])))*Defer[Int][E^(7 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((10240000*I)*Log[2]*Defer[Int][E^(10 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(Log[4]*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) - ((51200*I)*Log[2]^3*Defer[Int][E^(12 + 2*E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])^2*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(Log[4]^2*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]]) + ((800*I)*Log[2]^2*Defer[Int][E^(1 + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] - ((6400*I)*Log[2]^2*Defer[Int][E^(6 + E^x + x)/((-200*E^x + 8*E^(5 + E^x)*x - E^(1 + x)*x*Log[2] - E^x*x^2*Log[4])*(E*Log[2] + I*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]] + x*Log[16])), x])/(Log[4]*Sqrt[-(E^2*Log[2]^2) + 800*Log[4]])","F",0,0,0,0,-1,"{}"
2478,1,20,0,0.3484996,"\int \frac{-3 e+\left(-12 e-8 x^3\right) \log (x)-12 e \log ^2(x)}{x^2+4 x^2 \log (x)+4 x^2 \log ^2(x)} \, dx","Int[(-3*E + (-12*E - 8*x^3)*Log[x] - 12*E*Log[x]^2)/(x^2 + 4*x^2*Log[x] + 4*x^2*Log[x]^2),x]","\frac{3 e}{x}-\frac{2 x^2}{2 \log (x)+1}","-\frac{x^2}{\log (x)+\frac{1}{2}}+\frac{3 e}{x}-3",1,"(3*E)/x - (2*x^2)/(1 + 2*Log[x])","A",9,6,46,0.1304,1,"{6688, 2561, 6742, 2306, 2309, 2178}"
2479,0,0,0,0.5072562,"\int \frac{20+e^2 (5-5 x)+e^{10} (5-5 x)-25 x+5 x^2+\left(-100+e^2 (-25-5 x)+e^{10} (-25-5 x)+30 x+10 x^2+\left(20+5 e^2+5 e^{10}-10 x\right) \log (x)\right) \log (5+x-\log (x))}{-5-x+\log (x)} \, dx","Int[(20 + E^2*(5 - 5*x) + E^10*(5 - 5*x) - 25*x + 5*x^2 + (-100 + E^2*(-25 - 5*x) + E^10*(-25 - 5*x) + 30*x + 10*x^2 + (20 + 5*E^2 + 5*E^10 - 10*x)*Log[x])*Log[5 + x - Log[x]])/(-5 - x + Log[x]),x]","\int \frac{20+e^2 (5-5 x)+e^{10} (5-5 x)-25 x+5 x^2+\left(-100+e^2 (-25-5 x)+e^{10} (-25-5 x)+30 x+10 x^2+\left(20+5 e^2+5 e^{10}-10 x\right) \log (x)\right) \log (5+x-\log (x))}{-5-x+\log (x)} \, dx","5 \left(-x+e^{10}+e^2+4\right) x \log (x-\log (x)+5)",1,"-5*(4 + E^2 + E^10)*Defer[Int][(5 + x - Log[x])^(-1), x] + 5*(5 + E^2 + E^10)*Defer[Int][x/(5 + x - Log[x]), x] - 5*Defer[Int][x^2/(5 + x - Log[x]), x] + 5*(4 + E^2 + E^10)*Defer[Int][Log[5 + x - Log[x]], x] - 10*Defer[Int][x*Log[5 + x - Log[x]], x]","F",0,0,0,0,-1,"{}"
2480,1,16,0,0.0335137,"\int \frac{-2+4 x^2-2 x^3}{-2 x+x^2} \, dx","Int[(-2 + 4*x^2 - 2*x^3)/(-2*x + x^2),x]","-x^2-\log (2-x)+\log (x)","\log \left(\frac{12 e^{-x^2} x}{2-x}\right)",1,"-x^2 - Log[2 - x] + Log[x]","A",3,2,22,0.09091,1,"{1593, 1620}"
2481,1,26,0,0.1012408,"\int \frac{-175+248 x-49 x^2+\left(-248+346 x-98 x^2\right) \log (-1+x)}{-25+25 x} \, dx","Int[(-175 + 248*x - 49*x^2 + (-248 + 346*x - 98*x^2)*Log[-1 + x])/(-25 + 25*x),x]","\frac{6801 \log (1-x)}{1225}-\frac{(124-49 x)^2 \log (x-1)}{1225}","\left(5-(2-x) \left(\frac{x}{25}-2 (x-3)\right)\right) \log (x-1)",1,"(6801*Log[1 - x])/1225 - ((124 - 49*x)^2*Log[-1 + x])/1225","A",7,4,33,0.1212,1,"{6742, 698, 2395, 43}"
2482,1,55,0,0.3491275,"\int \frac{-4 x^2+3 e^2 x^2+6 x^3+\left(4 x-4 e^2 x-8 x^2\right) \log \left(e^2+2 x\right)+\left(e^2+2 x\right) \log ^2\left(e^2+2 x\right)}{e^2+2 x} \, dx","Int[(-4*x^2 + 3*E^2*x^2 + 6*x^3 + (4*x - 4*E^2*x - 8*x^2)*Log[E^2 + 2*x] + (E^2 + 2*x)*Log[E^2 + 2*x]^2)/(E^2 + 2*x),x]","x^3-2 x^2 \log \left(2 x+e^2\right)+\frac{1}{2} \left(2 x+e^2\right) \log ^2\left(2 x+e^2\right)-\frac{1}{2} e^2 \log ^2\left(2 x+e^2\right)","x \left(x-\log \left(2 x+e^2\right)\right)^2",1,"x^3 - 2*x^2*Log[E^2 + 2*x] - (E^2*Log[E^2 + 2*x]^2)/2 + ((E^2 + 2*x)*Log[E^2 + 2*x]^2)/2","B",18,12,71,0.1690,1,"{6, 6688, 6742, 77, 2418, 2389, 2295, 2395, 43, 2390, 2301, 2296}"
2483,1,23,0,0.7065979,"\int \frac{160+e^x (96-64 x)+32 x-64 x^2+\left(192 x-128 x^2\right) \log (x)}{-3 x^3+2 x^4+e^{3 x} (-3+2 x)+e^{2 x} \left(-9 x+6 x^2\right)+e^x \left(-9 x^2+6 x^3\right)+\left(-3 x^6+2 x^7\right) \log ^3(x)+\left(-9 x^2+6 x^3+e^{2 x} (-9+6 x)+e^x \left(-18 x+12 x^2\right)\right) \log \left(\frac{1}{-3+2 x}\right)+\left(-9 x+6 x^2+e^x (-9+6 x)\right) \log ^2\left(\frac{1}{-3+2 x}\right)+(-3+2 x) \log ^3\left(\frac{1}{-3+2 x}\right)+\log ^2(x) \left(-9 x^5+6 x^6+e^x \left(-9 x^4+6 x^5\right)+\left(-9 x^4+6 x^5\right) \log \left(\frac{1}{-3+2 x}\right)\right)+\log (x) \left(-9 x^4+6 x^5+e^{2 x} \left(-9 x^2+6 x^3\right)+e^x \left(-18 x^3+12 x^4\right)+\left(-18 x^3+12 x^4+e^x \left(-18 x^2+12 x^3\right)\right) \log \left(\frac{1}{-3+2 x}\right)+\left(-9 x^2+6 x^3\right) \log ^2\left(\frac{1}{-3+2 x}\right)\right)} \, dx","Int[(160 + E^x*(96 - 64*x) + 32*x - 64*x^2 + (192*x - 128*x^2)*Log[x])/(-3*x^3 + 2*x^4 + E^(3*x)*(-3 + 2*x) + E^(2*x)*(-9*x + 6*x^2) + E^x*(-9*x^2 + 6*x^3) + (-3*x^6 + 2*x^7)*Log[x]^3 + (-9*x^2 + 6*x^3 + E^(2*x)*(-9 + 6*x) + E^x*(-18*x + 12*x^2))*Log[(-3 + 2*x)^(-1)] + (-9*x + 6*x^2 + E^x*(-9 + 6*x))*Log[(-3 + 2*x)^(-1)]^2 + (-3 + 2*x)*Log[(-3 + 2*x)^(-1)]^3 + Log[x]^2*(-9*x^5 + 6*x^6 + E^x*(-9*x^4 + 6*x^5) + (-9*x^4 + 6*x^5)*Log[(-3 + 2*x)^(-1)]) + Log[x]*(-9*x^4 + 6*x^5 + E^(2*x)*(-9*x^2 + 6*x^3) + E^x*(-18*x^3 + 12*x^4) + (-18*x^3 + 12*x^4 + E^x*(-18*x^2 + 12*x^3))*Log[(-3 + 2*x)^(-1)] + (-9*x^2 + 6*x^3)*Log[(-3 + 2*x)^(-1)]^2)),x]","\frac{16}{\left(x^2 \log (x)+x+e^x+\log \left(\frac{1}{2 x-3}\right)\right)^2}","\frac{16}{\left(x^2 \log (x)+x+e^x+\log \left(\frac{1}{2 x-3}\right)\right)^2}",1,"16/(E^x + x + x^2*Log[x] + Log[(-3 + 2*x)^(-1)])^2","A",3,3,345,0.008696,1,"{6688, 12, 6686}"
2484,1,26,0,1.0992965,"\int \frac{34+4 x-4 x^2-2 e^x x^2+e^{3 x} x^3+e^{2 x} \left(-16 x+2 x^3\right)+\left(2-e^{2 x} x\right) \log \left(e^{-2 x} \left(-2+e^{2 x} x\right)\right)}{-2 x^2+e^{2 x} x^3} \, dx","Int[(34 + 4*x - 4*x^2 - 2*E^x*x^2 + E^(3*x)*x^3 + E^(2*x)*(-16*x + 2*x^3) + (2 - E^(2*x)*x)*Log[(-2 + E^(2*x)*x)/E^(2*x)])/(-2*x^2 + E^(2*x)*x^3),x]","2 x+e^x+\frac{17}{x}+\frac{\log \left(x-2 e^{-2 x}\right)}{x}","2 x+e^x+\frac{17}{x}+\frac{\log \left(x-2 e^{-2 x}\right)}{x}-3",1,"E^x + 17/x + 2*x + Log[-2/E^(2*x) + x]/x","A",14,4,87,0.04598,1,"{6742, 2194, 14, 2551}"
2485,0,0,0,10.992735,"\int \frac{\left(\frac{3+3 x}{x}\right)^{\frac{e^{e^4 x} (5-x)}{x}} \left(\left(2 x+2 x^2\right) \log \left(\frac{3+3 x}{x}\right)+e^{e^4 x} \log \left(\frac{3+3 x}{x}\right) \left(-10+2 x+\left(-10-10 x+e^4 \left(10 x+8 x^2-2 x^3\right)\right) \log \left(\frac{3+3 x}{x}\right)\right)\right)}{\left(x+x^2\right) \log \left(\frac{3+3 x}{x}\right)} \, dx","Int[(((3 + 3*x)/x)^((E^(E^4*x)*(5 - x))/x)*((2*x + 2*x^2)*Log[(3 + 3*x)/x] + E^(E^4*x)*Log[(3 + 3*x)/x]*(-10 + 2*x + (-10 - 10*x + E^4*(10*x + 8*x^2 - 2*x^3))*Log[(3 + 3*x)/x])))/((x + x^2)*Log[(3 + 3*x)/x]),x]","\int \frac{\left(\frac{3+3 x}{x}\right)^{\frac{e^{e^4 x} (5-x)}{x}} \left(\left(2 x+2 x^2\right) \log \left(\frac{3+3 x}{x}\right)+e^{e^4 x} \log \left(\frac{3+3 x}{x}\right) \left(-10+2 x+\left(-10-10 x+e^4 \left(10 x+8 x^2-2 x^3\right)\right) \log \left(\frac{3+3 x}{x}\right)\right)\right)}{\left(x+x^2\right) \log \left(\frac{3+3 x}{x}\right)} \, dx","2 x \left(\frac{3}{x}+3\right)^{\frac{e^{e^4 x} (5-x)}{x}}+4",1,"2*Defer[Int][(3 + 3/x)^(-((E^(E^4*x)*(-5 + x))/x)), x] + 10*Log[3 + 3/x]*Defer[Int][E^(4 + E^4*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x] - 10*Defer[Int][E^(E^4*x)/((3 + 3/x)^((E^(E^4*x)*(-5 + x))/x)*x), x] - 10*Log[3 + 3/x]*Defer[Int][E^(E^4*x)/((3 + 3/x)^((E^(E^4*x)*(-5 + x))/x)*x), x] - 2*Log[3 + 3/x]*Defer[Int][(E^(4 + E^4*x)*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x] + 12*Defer[Int][E^(E^4*x)/((3 + 3/x)^((E^(E^4*x)*(-5 + x))/x)*(1 + x)), x] + 10*Defer[Int][Defer[Int][E^(4 + E^4*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x]/x, x] - 10*Defer[Int][Defer[Int][E^(4 + E^4*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x]/(1 + x), x] - 10*Defer[Int][Defer[Int][E^(E^4*x)/((3 + 3/x)^((E^(E^4*x)*(-5 + x))/x)*x), x]/x, x] + 10*Defer[Int][Defer[Int][E^(E^4*x)/((3 + 3/x)^((E^(E^4*x)*(-5 + x))/x)*x), x]/(1 + x), x] - 2*Defer[Int][Defer[Int][(E^(4 + E^4*x)*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x]/x, x] + 2*Defer[Int][Defer[Int][(E^(4 + E^4*x)*x)/(3 + 3/x)^((E^(E^4*x)*(-5 + x))/x), x]/(1 + x), x]","F",0,0,0,0,-1,"{}"
2486,1,45,0,0.1266593,"\int \frac{1}{25} \left(-175+25 x+4 e^{-8 x} \left(-70+580 x-80 x^2\right)+16 e^{-16 x} \left(4 x-32 x^2\right)\right) \, dx","Int[(-175 + 25*x + (4*(-70 + 580*x - 80*x^2))/E^(8*x) + (16*(4*x - 32*x^2))/E^(16*x))/25,x]","\frac{32}{25} e^{-16 x} x^2+\frac{8}{5} e^{-8 x} x^2+\frac{x^2}{2}-\frac{56}{5} e^{-8 x} x-7 x","\frac{1}{2} \left(-\frac{8}{5} e^{-8 x} x-x+7\right)^2",1,"-7*x - (56*x)/(5*E^(8*x)) + x^2/2 + (32*x^2)/(25*E^(16*x)) + (8*x^2)/(5*E^(8*x))","B",18,5,42,0.1190,1,"{12, 2196, 2194, 2176, 1593}"
2487,1,27,0,0.3106591,"\int \frac{e^{\frac{125+50 x+5 x^2+153 x^6+x^7}{5 x^6}} \left(-750-250 x-20 x^2+x^7\right)}{5 x^7} \, dx","Int[(E^((125 + 50*x + 5*x^2 + 153*x^6 + x^7)/(5*x^6))*(-750 - 250*x - 20*x^2 + x^7))/(5*x^7),x]","e^{\frac{x^7+153 x^6+5 x^2+50 x+125}{5 x^6}}","e^{\frac{(x+5)^2}{x^6}+\frac{x+3}{5}+30}",1,"E^((125 + 50*x + 5*x^2 + 153*x^6 + x^7)/(5*x^6))","A",2,2,47,0.04255,1,"{12, 6706}"
2488,1,29,0,0.1844386,"\int \frac{450+180 x+30 x^2+e^3 \left(-270 x^2-60 x^3\right)}{25 x^2+10 x^3+x^4+e^6 x^6+e^3 \left(-10 x^4-2 x^5\right)} \, dx","Int[(450 + 180*x + 30*x^2 + E^3*(-270*x^2 - 60*x^3))/(25*x^2 + 10*x^3 + x^4 + E^6*x^6 + E^3*(-10*x^4 - 2*x^5)),x]","-\frac{6 \left(3 e^3 x+2\right)}{-e^3 x^2+x+5}-\frac{18}{x}","\frac{2}{e^6}-\frac{30 (x+3)}{x \left(-e^3 x^2+x+5\right)}",1,"-18/x - (6*(2 + 3*E^3*x))/(5 + x - E^3*x^2)","A",7,4,64,0.06250,1,"{2074, 638, 618, 206}"
2489,0,0,0,0.9239902,"\int \frac{e^{4+x} \left(2 x-x^2\right)+e^8 \left(48 x+4 x^2\right)}{e^{2 x}+e^{4+x} (48+8 x)+e^8 \left(576+192 x+16 x^2\right)} \, dx","Int[(E^(4 + x)*(2*x - x^2) + E^8*(48*x + 4*x^2))/(E^(2*x) + E^(4 + x)*(48 + 8*x) + E^8*(576 + 192*x + 16*x^2)),x]","\int \frac{e^{4+x} \left(2 x-x^2\right)+e^8 \left(48 x+4 x^2\right)}{e^{2 x}+e^{4+x} (48+8 x)+e^8 \left(576+192 x+16 x^2\right)} \, dx","\frac{x^2}{4 x+e^{x-4}+24}",1,"20*E^8*Defer[Int][x^2/(24*E^4 + E^x + 4*E^4*x)^2, x] + 4*E^8*Defer[Int][x^3/(24*E^4 + E^x + 4*E^4*x)^2, x] + 2*E^4*Defer[Int][x/(24*E^4 + E^x + 4*E^4*x), x] - E^4*Defer[Int][x^2/(24*E^4 + E^x + 4*E^4*x), x]","F",0,0,0,0,-1,"{}"
2490,1,19,0,0.0226608,"\int \frac{2+\left(x^2+2 e^x x^2\right) \log (\log (3))}{2 x^2 \log (\log (3))} \, dx","Int[(2 + (x^2 + 2*E^x*x^2)*Log[Log[3]])/(2*x^2*Log[Log[3]]),x]","\frac{x}{2}+e^x-\frac{1}{x \log (\log (3))}","\frac{x}{2}+e^x-\frac{1}{x \log (\log (3))}+e^3+7",1,"E^x + x/2 - 1/(x*Log[Log[3]])","A",6,3,30,0.1000,1,"{12, 14, 2194}"
2491,0,0,0,51.0472018,"\int \frac{1536-256 x+2528 x^2-1072 x^3+192 x^4+336 x^5-32 x^6-32 x^7+\left(768 x-128 x^2+128 x^3-384 x^4\right) \log (-2+x)+\left(-512+256 x-1024 x^2+512 x^3\right) \log ^2(-2+x)+\left(-512 x+1216 x^2+416 x^3-160 x^4-64 x^5+\left(-1280 x-128 x^2+256 x^3\right) \log (-2+x)\right) \log (x)}{-4608 x-768 x^2+2752 x^3+1120 x^4-450 x^5-359 x^6-32 x^7+30 x^8+10 x^9+x^{10}+\left(-4608 x^2-768 x^3+1888 x^4+688 x^5-144 x^6-112 x^7-16 x^8\right) \log (-2+x)+\left(3072 x-512 x^2-2240 x^3-288 x^4+384 x^5+96 x^6\right) \log ^2(-2+x)+\left(1536 x^2-256 x^3-256 x^4\right) \log ^3(-2+x)+\left(-512 x+256 x^2\right) \log ^4(-2+x)} \, dx","Int[(1536 - 256*x + 2528*x^2 - 1072*x^3 + 192*x^4 + 336*x^5 - 32*x^6 - 32*x^7 + (768*x - 128*x^2 + 128*x^3 - 384*x^4)*Log[-2 + x] + (-512 + 256*x - 1024*x^2 + 512*x^3)*Log[-2 + x]^2 + (-512*x + 1216*x^2 + 416*x^3 - 160*x^4 - 64*x^5 + (-1280*x - 128*x^2 + 256*x^3)*Log[-2 + x])*Log[x])/(-4608*x - 768*x^2 + 2752*x^3 + 1120*x^4 - 450*x^5 - 359*x^6 - 32*x^7 + 30*x^8 + 10*x^9 + x^10 + (-4608*x^2 - 768*x^3 + 1888*x^4 + 688*x^5 - 144*x^6 - 112*x^7 - 16*x^8)*Log[-2 + x] + (3072*x - 512*x^2 - 2240*x^3 - 288*x^4 + 384*x^5 + 96*x^6)*Log[-2 + x]^2 + (1536*x^2 - 256*x^3 - 256*x^4)*Log[-2 + x]^3 + (-512*x + 256*x^2)*Log[-2 + x]^4),x]","\int \frac{1536-256 x+2528 x^2-1072 x^3+192 x^4+336 x^5-32 x^6-32 x^7+\left(768 x-128 x^2+128 x^3-384 x^4\right) \log (-2+x)+\left(-512+256 x-1024 x^2+512 x^3\right) \log ^2(-2+x)+\left(-512 x+1216 x^2+416 x^3-160 x^4-64 x^5+\left(-1280 x-128 x^2+256 x^3\right) \log (-2+x)\right) \log (x)}{-4608 x-768 x^2+2752 x^3+1120 x^4-450 x^5-359 x^6-32 x^7+30 x^8+10 x^9+x^{10}+\left(-4608 x^2-768 x^3+1888 x^4+688 x^5-144 x^6-112 x^7-16 x^8\right) \log (-2+x)+\left(3072 x-512 x^2-2240 x^3-288 x^4+384 x^5+96 x^6\right) \log ^2(-2+x)+\left(1536 x^2-256 x^3-256 x^4\right) \log ^3(-2+x)+\left(-512 x+256 x^2\right) \log ^4(-2+x)} \, dx","\frac{x^2+\log (x)}{-x+\left(\frac{1}{4} x (x+3)-\log (x-2)\right)^2-3}",1,"2560*Defer[Int][(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^(-2), x] + 5120*Defer[Int][1/((-2 + x)*(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2), x] + 1280*Defer[Int][x/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 896*Defer[Int][x^2/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 160*Defer[Int][x^3/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 288*Defer[Int][x^4/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 64*Defer[Int][x^5/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 1024*Defer[Int][Log[-2 + x]/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 2048*Defer[Int][Log[-2 + x]/((-2 + x)*(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2), x] - 512*Defer[Int][(x*Log[-2 + x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 384*Defer[Int][(x^2*Log[-2 + x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 256*Defer[Int][(x^3*Log[-2 + x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 16*Defer[Int][1/(x*(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)), x] + 32*Defer[Int][x/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2), x] + 896*Defer[Int][Log[x]/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 1280*Defer[Int][Log[x]/((-2 + x)*(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2), x] - 160*Defer[Int][(x*Log[x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 288*Defer[Int][(x^2*Log[x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 64*Defer[Int][(x^3*Log[x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] + 384*Defer[Int][(Log[-2 + x]*Log[x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x] - 512*Defer[Int][(Log[-2 + x]*Log[x])/((-2 + x)*(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2), x] + 256*Defer[Int][(x*Log[-2 + x]*Log[x])/(-48 - 16*x + 9*x^2 + 6*x^3 + x^4 - 24*x*Log[-2 + x] - 8*x^2*Log[-2 + x] + 16*Log[-2 + x]^2)^2, x]","F",0,0,0,0,-1,"{}"
2492,0,0,0,2.5534334,"\int \frac{4-2 x+4 x^3+e^x \left(2-2 x^2\right)+e^{3 x} \left(4+e^x (2-8 x)-12 x+8 x^2+6 x^3\right)+\left(-4-2 x^2+e^x (-2+2 x)\right) \log (x)}{-2 x^2-e^x x^2+x^3+x^4+e^{3 x} \left(-2 x-e^x x+x^2+x^3\right)+\left(2 x+e^x x-x^2-x^3\right) \log (x)} \, dx","Int[(4 - 2*x + 4*x^3 + E^x*(2 - 2*x^2) + E^(3*x)*(4 + E^x*(2 - 8*x) - 12*x + 8*x^2 + 6*x^3) + (-4 - 2*x^2 + E^x*(-2 + 2*x))*Log[x])/(-2*x^2 - E^x*x^2 + x^3 + x^4 + E^(3*x)*(-2*x - E^x*x + x^2 + x^3) + (2*x + E^x*x - x^2 - x^3)*Log[x]),x]","\int \frac{4-2 x+4 x^3+e^x \left(2-2 x^2\right)+e^{3 x} \left(4+e^x (2-8 x)-12 x+8 x^2+6 x^3\right)+\left(-4-2 x^2+e^x (-2+2 x)\right) \log (x)}{-2 x^2-e^x x^2+x^3+x^4+e^{3 x} \left(-2 x-e^x x+x^2+x^3\right)+\left(2 x+e^x x-x^2-x^3\right) \log (x)} \, dx","\log \left(\frac{\left(x^2+x-e^x-2\right)^2 \left(x+e^{3 x}-\log (x)\right)^2}{x^2}\right)",1,"8*x - 2*Log[x] - 6*Defer[Int][(2 + E^x - x - x^2)^(-1), x] + 2*Defer[Int][x/(-2 - E^x + x + x^2), x] - 2*Defer[Int][x^2/(-2 - E^x + x + x^2), x] + 2*Defer[Int][(E^(3*x) + x - Log[x])^(-1), x] - 2*Defer[Int][1/(x*(E^(3*x) + x - Log[x])), x] - 6*Defer[Int][x/(E^(3*x) + x - Log[x]), x] + 6*Defer[Int][Log[x]/(E^(3*x) + x - Log[x]), x]","F",0,0,0,0,-1,"{}"
2493,1,32,0,0.0241768,"\int \frac{-16+24 x^2-16 x^3+3 x^4+\left(-32+24 x^2-8 x^3\right) \log (25)+\left(-24+6 x^2\right) \log ^2(25)-8 \log ^3(25)-\log ^4(25)}{x^2} \, dx","Int[(-16 + 24*x^2 - 16*x^3 + 3*x^4 + (-32 + 24*x^2 - 8*x^3)*Log[25] + (-24 + 6*x^2)*Log[25]^2 - 8*Log[25]^3 - Log[25]^4)/x^2,x]","x^3-4 x^2 (2+\log (25))+6 x (2+\log (25))^2+\frac{(2+\log (25))^4}{x}","\frac{\left(-x^2+2 x+x \log (25)\right)^4}{x^5}",1,"x^3 - 4*x^2*(2 + Log[25]) + 6*x*(2 + Log[25])^2 + (2 + Log[25])^4/x","A",2,1,60,0.01667,1,"{14}"
2494,1,9556,0,163.1824401,"\int \frac{24+21 x+6 x^2-22 x^3-12 x^4+6 x^5+e^x \left(18 x^3+12 x^4+2 x^5-12 x^6-4 x^7+2 x^9\right)}{18 x^3+12 x^4+2 x^5-12 x^6-4 x^7+2 x^9} \, dx","Int[(24 + 21*x + 6*x^2 - 22*x^3 - 12*x^4 + 6*x^5 + E^x*(18*x^3 + 12*x^4 + 2*x^5 - 12*x^6 - 4*x^7 + 2*x^9))/(18*x^3 + 12*x^4 + 2*x^5 - 12*x^6 - 4*x^7 + 2*x^9),x]","\frac{648\ 6^{2/3} \left(\sqrt[3]{2} 3^{2/3} \left(2 \sqrt[3]{2} \left(\frac{3}{27+\sqrt{717}}\right)^{2/3}+\left(27+\sqrt{717}\right)^{2/3}\right) x+54\right)}{\left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(-6^{2/3} x+\sqrt[3]{2 \left(27+\sqrt{717}\right)}+2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}\right) \left(-18 x^2-6 \sqrt[3]{3} \left(\sqrt[3]{\frac{6}{27+\sqrt{717}}}+\sqrt[3]{\frac{1}{2} \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}+e^x-\frac{1119744 \sqrt{\frac{2}{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}} \left(490 \left(27+\sqrt{717}\right)^{2/3} \left(6998399+261360 \sqrt{717}\right)+27 \sqrt[3]{2} \left(2 \left(6998399\ 3^{2/3}+784080 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+\sqrt[3]{6} \left(376351893+14055119 \sqrt{717}\right)\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{29/6} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(3 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{2} \left(\left(484\ 3^{2/3}+54 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(3267+122 \sqrt{717}\right)\right)\right)}-\frac{2016 \left(27+\sqrt{717}\right)^{3/2} \sqrt{\frac{2}{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}} \left(121\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+3240\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-15 \left(241+9 \sqrt{717}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(2 \left(27+\sqrt{717}\right)^{4/3}+\sqrt[3]{6} \left(4 \sqrt[3]{3}+\sqrt[3]{2} \left(27+\sqrt{717}\right)^{2/3} \left(241+9 \sqrt{717}\right)\right)\right)^2}+\frac{181440 \sqrt{2} \sqrt[6]{27+\sqrt{717}} \left(19763\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+8685 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}+529191\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+77519 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-186 \left(58079+2169 \sqrt{717}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}} \left(2 \left(27+\sqrt{717}\right)^{4/3}+\sqrt[3]{6} \left(4 \sqrt[3]{3}+\sqrt[3]{2} \left(27+\sqrt{717}\right)^{2/3} \left(241+9 \sqrt{717}\right)\right)\right)^3}-\frac{839808 \sqrt{\frac{2}{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}} \left(468 \sqrt[3]{27+\sqrt{717}} \left(3240+121 \sqrt{717}\right)+\sqrt[3]{2} \sqrt[6]{3} \left(1097262 \sqrt{3}+122934 \sqrt{239}+28089 \sqrt[3]{2} \sqrt[6]{3} \left(27+\sqrt{717}\right)^{2/3}+1049 \sqrt[3]{2} \sqrt{239} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{19/6} \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{2592 \left(27 \left(27+\sqrt{717}\right)^{4/3}-\frac{24 \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+4 \sqrt[3]{6} \left(27+\sqrt{717}\right)^{5/3}}{2^{2/3}}\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \sqrt{\sqrt[3]{2} \left(241\ 3^{2/3}+27 \sqrt[6]{3} \sqrt{239}\right)-2 \left(27+\sqrt{717}\right)^{4/3}+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3}} \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2}+\frac{39182082048 \sqrt{\frac{2}{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}} \left(3203438\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+1025323 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}+85777997\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+9151642 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-107 \left(1561653+58321 \sqrt{717}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{29/6} \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^4 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{23328\ 2^{5/6} \left(\left(2205\ 3^{2/3}+247 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+\sqrt[3]{6} \left(1207+45 \sqrt{717}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{3/2} \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}+\frac{171072\ 2^{5/6} 3^{2/3} \left(\sqrt[3]{2} \sqrt[6]{3} \left(1089 \sqrt{3}+122 \sqrt{239}\right)+\sqrt[3]{27+\sqrt{717}} \left(242+9 \sqrt{717}\right)\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{3/2} \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{20155392 \sqrt{\frac{2}{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}} \left(816480+30492 \sqrt{717}-887\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+2070 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}-23751\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+18476 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \tan ^{-1}\left(\frac{\sqrt[6]{2 \left(27+\sqrt{717}\right)} \left(6 \sqrt[3]{2} x+\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}\right)}{3 \sqrt{\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}-4 \sqrt[3]{27+\sqrt{717}}}}\right)}{\left(27+\sqrt{717}\right)^{13/6} \left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2}+\frac{31104 \sqrt[6]{3} \left(12 \sqrt[3]{2} \left(62465040 \sqrt{3}+6998399 \sqrt{239}\right)-1555173 \sqrt[6]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3}-58079 \sqrt{239} \left(6 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\left(27+\sqrt{717}\right)^{11/3} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(3 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{2} \left(\left(484\ 3^{2/3}+54 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(3267+122 \sqrt{717}\right)\right)\right)}-\frac{14256 \left(54-2^{2/3} \left(\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}+\sqrt[3]{3 \left(27+\sqrt{717}\right)}\right)\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{1944 \sqrt[3]{3} \left(10 \sqrt[3]{2}+\frac{12 \sqrt[3]{3}}{\left(27+\sqrt{717}\right)^{2/3}}+\left(6 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)^2 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{54432 \left(9+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)^3 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{3888\ 2^{2/3} \left(9\ 6^{2/3}+9 \sqrt[3]{3} \left(27+\sqrt{717}\right)^{2/3}-4 \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\sqrt[3]{27+\sqrt{717}} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{31104\ 3^{2/3} \left(21\ 2^{2/3}+\frac{30 \sqrt[3]{6}}{\left(27+\sqrt{717}\right)^{2/3}}+5 \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)^4 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}+\frac{58773123072 \left(20 \left(27+\sqrt{717}\right)^{2/3} \left(58079+2169 \sqrt{717}\right)-\sqrt[3]{2} \left(\left(1100261\ 3^{2/3}+123270 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+\sqrt[3]{6} \left(8676210+324019 \sqrt{717}\right)\right)\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(27+\sqrt{717}\right)^{14/3} \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^4 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}+\frac{54432 \left(162 \left(58079+2169 \sqrt{717}\right)+\sqrt[3]{2 \left(27+\sqrt{717}\right)} \left(\left(182877\ 3^{2/3}+20489 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(125878+4701 \sqrt{717}\right)\right)\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(2 \left(27+\sqrt{717}\right)^{4/3}+\sqrt[3]{6} \left(4 \sqrt[3]{3}+\sqrt[3]{2} \left(27+\sqrt{717}\right)^{2/3} \left(241+9 \sqrt{717}\right)\right)\right)^3}-\frac{93312 \sqrt[3]{2} \sqrt[6]{3} \left(6718346882 \sqrt{3}+752703786 \sqrt{239}-13938719 \sqrt[3]{2} \sqrt[6]{3} \left(27+\sqrt{717}\right)^{2/3}-520551 \sqrt[3]{2} \sqrt{239} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(27+\sqrt{717}\right)^{14/3} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(3 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{2} \left(\left(484\ 3^{2/3}+54 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(3267+122 \sqrt{717}\right)\right)\right)}-\frac{3888 \left(4 \left(27+\sqrt{717}\right)^{5/3}-27 \left(\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}+2^{2/3} \sqrt[3]{3} \left(241+9 \sqrt{717}\right)\right)\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(27+\sqrt{717}\right)^{5/3} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}+\frac{42768 \left(9 \left(27+\sqrt{717}\right)^{5/3}-\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}-2^{2/3} \sqrt[3]{3} \left(241+9 \sqrt{717}\right)\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(27+\sqrt{717}\right)^{5/3} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{419904 \left(90720+3388 \sqrt{717}+6579\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+1939 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}+176165\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+17307 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \log \left(6 \sqrt[3]{27+\sqrt{717}} x^2+\sqrt[3]{3} \left(2 \left(27+\sqrt{717}\right)\right)^{2/3} x+2 \sqrt[3]{2} 3^{2/3} x-2 \sqrt[3]{27+\sqrt{717}}+2\ 2^{2/3} \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2} \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right)\right)}{\left(27+\sqrt{717}\right)^3 \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3}-\frac{2592 \left(58079\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}-6480 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}+239 \left(348474+13014 \sqrt{717}+6507\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}-242 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)\right)}{\left(27+\sqrt{717}\right)^{7/3} \left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(3 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{2} \left(\left(484\ 3^{2/3}+54 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(3267+122 \sqrt{717}\right)\right)\right) \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}+\frac{124416}{\left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}+\frac{648\ 6^{2/3}}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}+\frac{13608 \sqrt[3]{6}}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)^2 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}+\frac{93312}{\left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)^3 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(\sqrt[3]{6} \left(2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}+\sqrt[3]{2 \left(27+\sqrt{717}\right)}\right)-6 x\right)}+\frac{8 \left(27+\sqrt{717}\right)^3}{27 \sqrt{3} \left(9 \sqrt{3}+\sqrt{239}\right)^3 x}-\frac{7}{6 x}-\frac{7128\ 6^{2/3} \left(\left(3^{2/3} \sqrt[3]{\frac{2}{27+\sqrt{717}}}+\sqrt[3]{\frac{3}{2} \left(27+\sqrt{717}\right)}\right) x+2\right)}{\left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(-6^{2/3} x+\sqrt[3]{2 \left(27+\sqrt{717}\right)}+2 \sqrt[3]{\frac{3}{27+\sqrt{717}}}\right) \left(-18 x^2-6 \sqrt[3]{3} \left(\sqrt[3]{\frac{6}{27+\sqrt{717}}}+\sqrt[3]{\frac{1}{2} \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}-\frac{3 \left(\left(27+\sqrt{717}\right)^{2/3} \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6 \sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{\frac{2}{27+\sqrt{717}}}+\left(27+\sqrt{717}\right) \left(108+2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}\right)\right)-72 \left(2 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{6} \left(\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\sqrt[3]{2} \left(3240+121 \sqrt{717}\right)\right)\right) x\right)}{\left(12-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(3 \left(27+\sqrt{717}\right)^{5/3}+\sqrt[3]{2} \left(\left(484\ 3^{2/3}+54 \sqrt[6]{3} \sqrt{239}\right) \sqrt[3]{27+\sqrt{717}}+2 \sqrt[3]{6} \left(3267+122 \sqrt{717}\right)\right)\right) \left(-18 x^2-6 \sqrt[3]{3} \left(\sqrt[3]{\frac{6}{27+\sqrt{717}}}+\sqrt[3]{\frac{1}{2} \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}-\frac{23328 \left(27+\sqrt{717}\right)^{2/3} \left(\frac{270+10 \sqrt{717}-4\ 3^{2/3} \sqrt[3]{\frac{2}{27+\sqrt{717}}}-9\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}-241\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}}{27+\sqrt{717}}-\left(27-4\ 3^{2/3} \sqrt[3]{\frac{2}{27+\sqrt{717}}}-2\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}\right) x\right)}{\left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(-18 x^2-3\ 2^{2/3} \left(\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}+\sqrt[3]{3 \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}-\frac{181398528 \left(\frac{4 \left(273 \sqrt[3]{27+\sqrt{717}} \left(58079+2169 \sqrt{717}\right)-\sqrt[3]{2} \sqrt[6]{3} \left(2103804 \sqrt{3}+235704 \sqrt{239}+2607075 \sqrt[3]{2} \sqrt[6]{3} \left(27+\sqrt{717}\right)^{2/3}+97363 \sqrt[3]{2} \sqrt{239} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)\right)}{27+\sqrt{717}}-\sqrt[3]{27+\sqrt{717}} \left(816480+30492 \sqrt{717}-887\ 2^{2/3} 3^{5/6} \sqrt{239} \sqrt[3]{27+\sqrt{717}}+2070 \sqrt[3]{2} \sqrt[6]{3} \sqrt{239} \left(27+\sqrt{717}\right)^{2/3}-23751\ 2^{2/3} \sqrt[3]{3 \left(27+\sqrt{717}\right)}+18476 \sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right) x\right)}{\left(27+\sqrt{717}\right)^{8/3} \left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(6-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^3 \left(6+6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)^2 \left(-18 x^2-3\ 2^{2/3} \left(\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}+\sqrt[3]{3 \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}+\frac{4536 \left(\frac{3 \left(126 \sqrt[3]{27+\sqrt{717}} \left(241+9 \sqrt{717}\right)+\sqrt[3]{2} \sqrt[6]{3} \left(36952 \sqrt{3}+4140 \sqrt{239}-883 \sqrt[3]{2} \sqrt[6]{3} \left(27+\sqrt{717}\right)^{2/3}-33 \sqrt[3]{2} \sqrt{239} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}\right)\right)}{\left(27+\sqrt{717}\right)^{2/3}}-4 \left(\frac{15 \left(241+9 \sqrt{717}\right)}{\sqrt[3]{27+\sqrt{717}}}-\sqrt[3]{6} \left(\sqrt[3]{3 \left(27+\sqrt{717}\right)}+\sqrt[3]{2} \left(3240+121 \sqrt{717}\right)\right)\right) x\right)}{\left(27+\sqrt{717}\right) \left(2\ 2^{2/3} \sqrt[3]{3}-4 \left(27+\sqrt{717}\right)^{2/3}+\sqrt[6]{3} \left(9 \sqrt{3}+\sqrt{239}\right) \sqrt[3]{2 \left(27+\sqrt{717}\right)}\right) \left(2+\frac{\sqrt[3]{6} \left(4 \sqrt[3]{3}+\sqrt[3]{2} \left(27+\sqrt{717}\right)^{2/3} \left(241+9 \sqrt{717}\right)\right)}{\left(27+\sqrt{717}\right)^{4/3}}\right)^2 \left(-18 x^2-3\ 2^{2/3} \left(\frac{6^{2/3}}{\sqrt[3]{27+\sqrt{717}}}+\sqrt[3]{3 \left(27+\sqrt{717}\right)}\right) x-\sqrt[3]{2} \left(3 \left(27+\sqrt{717}\right)\right)^{2/3}-6 \sqrt[3]{3} \left(\frac{2}{27+\sqrt{717}}\right)^{2/3}+6\right)}-\frac{2}{3 x^2}","\frac{1}{4} \left(1-\frac{2 \left(2 x-\frac{4}{x}-3\right)}{x \left(x^3-x-3\right)}\right)+e^x",1,"E^x + 93312/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))^3*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x)) + (13608*6^(1/3))/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))^2*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x)) + (648*6^(2/3))/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x)) + 124416/((12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x)) - (2592*(58079*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) - 6480*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) + 239*(348474 + 13014*Sqrt[717] + 6507*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) - 242*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))))/((27 + Sqrt[717])^(7/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(3*(27 + Sqrt[717])^(5/3) + 2^(1/3)*((484*3^(2/3) + 54*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(3267 + 122*Sqrt[717])))*(6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x)) - 2/(3*x^2) - 7/(6*x) + (8*(27 + Sqrt[717])^3)/(27*Sqrt[3]*(9*Sqrt[3] + Sqrt[239])^3*x) + (648*6^(2/3)*(54 + 2^(1/3)*3^(2/3)*(2*2^(1/3)*(3/(27 + Sqrt[717]))^(2/3) + (27 + Sqrt[717])^(2/3))*x))/((12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3) - 6^(2/3)*x)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 6*3^(1/3)*((6/(27 + Sqrt[717]))^(1/3) + ((27 + Sqrt[717])/2)^(1/3))*x - 18*x^2)) - (7128*6^(2/3)*(2 + (3^(2/3)*(2/(27 + Sqrt[717]))^(1/3) + ((3*(27 + Sqrt[717]))/2)^(1/3))*x))/((12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3) - 6^(2/3)*x)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 6*3^(1/3)*((6/(27 + Sqrt[717]))^(1/3) + ((27 + Sqrt[717])/2)^(1/3))*x - 18*x^2)) - (3*((27 + Sqrt[717])^(2/3)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6*3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2/(27 + Sqrt[717]))^(1/3) + (27 + Sqrt[717])*(108 + 2^(2/3)*(3*(27 + Sqrt[717]))^(1/3))) - 72*(2*(27 + Sqrt[717])^(5/3) + 6^(1/3)*((3*(27 + Sqrt[717]))^(1/3) + 2^(1/3)*(3240 + 121*Sqrt[717])))*x))/((12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(3*(27 + Sqrt[717])^(5/3) + 2^(1/3)*((484*3^(2/3) + 54*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(3267 + 122*Sqrt[717])))*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 6*3^(1/3)*((6/(27 + Sqrt[717]))^(1/3) + ((27 + Sqrt[717])/2)^(1/3))*x - 18*x^2)) - (23328*(27 + Sqrt[717])^(2/3)*((270 + 10*Sqrt[717] - 4*3^(2/3)*(2/(27 + Sqrt[717]))^(1/3) - 9*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) - 241*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3))/(27 + Sqrt[717]) - (27 - 4*3^(2/3)*(2/(27 + Sqrt[717]))^(1/3) - 2*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3))*x))/((2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 3*2^(2/3)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3))*x - 18*x^2)) - (181398528*((4*(273*(27 + Sqrt[717])^(1/3)*(58079 + 2169*Sqrt[717]) - 2^(1/3)*3^(1/6)*(2103804*Sqrt[3] + 235704*Sqrt[239] + 2607075*2^(1/3)*3^(1/6)*(27 + Sqrt[717])^(2/3) + 97363*2^(1/3)*Sqrt[239]*(3*(27 + Sqrt[717]))^(2/3))))/(27 + Sqrt[717]) - (27 + Sqrt[717])^(1/3)*(816480 + 30492*Sqrt[717] - 887*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 2070*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) - 23751*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 18476*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*x))/((27 + Sqrt[717])^(8/3)*(2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 3*2^(2/3)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3))*x - 18*x^2)) + (4536*((3*(126*(27 + Sqrt[717])^(1/3)*(241 + 9*Sqrt[717]) + 2^(1/3)*3^(1/6)*(36952*Sqrt[3] + 4140*Sqrt[239] - 883*2^(1/3)*3^(1/6)*(27 + Sqrt[717])^(2/3) - 33*2^(1/3)*Sqrt[239]*(3*(27 + Sqrt[717]))^(2/3))))/(27 + Sqrt[717])^(2/3) - 4*((15*(241 + 9*Sqrt[717]))/(27 + Sqrt[717])^(1/3) - 6^(1/3)*((3*(27 + Sqrt[717]))^(1/3) + 2^(1/3)*(3240 + 121*Sqrt[717])))*x))/((27 + Sqrt[717])*(2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*(2 + (6^(1/3)*(4*3^(1/3) + 2^(1/3)*(27 + Sqrt[717])^(2/3)*(241 + 9*Sqrt[717])))/(27 + Sqrt[717])^(4/3))^2*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 3*2^(2/3)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3))*x - 18*x^2)) - (20155392*Sqrt[2/(2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3))]*(816480 + 30492*Sqrt[717] - 887*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 2070*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) - 23751*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 18476*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(13/6)*(2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2) + (171072*2^(5/6)*3^(2/3)*(2^(1/3)*3^(1/6)*(1089*Sqrt[3] + 122*Sqrt[239]) + (27 + Sqrt[717])^(1/3)*(242 + 9*Sqrt[717]))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(3/2)*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)]*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (23328*2^(5/6)*((2205*3^(2/3) + 247*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 6^(1/3)*(1207 + 45*Sqrt[717]))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(3/2)*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)]*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) + (39182082048*Sqrt[2/(2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3))]*(3203438*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 1025323*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) + 85777997*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 9151642*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 107*(1561653 + 58321*Sqrt[717]))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(29/6)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^4*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (2592*(27*(27 + Sqrt[717])^(4/3) - (24*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 4*6^(1/3)*(27 + Sqrt[717])^(5/3))/2^(2/3))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*Sqrt[2^(1/3)*(241*3^(2/3) + 27*3^(1/6)*Sqrt[239]) - 2*(27 + Sqrt[717])^(4/3) + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)]*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2) - (839808*Sqrt[2/(2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3))]*(468*(27 + Sqrt[717])^(1/3)*(3240 + 121*Sqrt[717]) + 2^(1/3)*3^(1/6)*(1097262*Sqrt[3] + 122934*Sqrt[239] + 28089*2^(1/3)*3^(1/6)*(27 + Sqrt[717])^(2/3) + 1049*2^(1/3)*Sqrt[239]*(3*(27 + Sqrt[717]))^(2/3)))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(19/6)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) + (181440*Sqrt[2]*(27 + Sqrt[717])^(1/6)*(19763*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 8685*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) + 529191*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 77519*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 186*(58079 + 2169*Sqrt[717]))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/(Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)]*(2*(27 + Sqrt[717])^(4/3) + 6^(1/3)*(4*3^(1/3) + 2^(1/3)*(27 + Sqrt[717])^(2/3)*(241 + 9*Sqrt[717])))^3) - (2016*(27 + Sqrt[717])^(3/2)*Sqrt[2/(2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3))]*(121*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 3240*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3) - 15*(241 + 9*Sqrt[717]))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((2*2^(2/3)*3^(1/3) - 4*(27 + Sqrt[717])^(2/3) + 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3))*(2*(27 + Sqrt[717])^(4/3) + 6^(1/3)*(4*3^(1/3) + 2^(1/3)*(27 + Sqrt[717])^(2/3)*(241 + 9*Sqrt[717])))^2) - (1119744*Sqrt[2/(2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3))]*(490*(27 + Sqrt[717])^(2/3)*(6998399 + 261360*Sqrt[717]) + 27*2^(1/3)*(2*(6998399*3^(2/3) + 784080*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 6^(1/3)*(376351893 + 14055119*Sqrt[717])))*ArcTan[((2*(27 + Sqrt[717]))^(1/6)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3) + 6*2^(1/3)*x))/(3*Sqrt[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 4*(27 + Sqrt[717])^(1/3)])])/((27 + Sqrt[717])^(29/6)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(3*(27 + Sqrt[717])^(5/3) + 2^(1/3)*((484*3^(2/3) + 54*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(3267 + 122*Sqrt[717])))) - (31104*3^(2/3)*(21*2^(2/3) + (30*6^(1/3))/(27 + Sqrt[717])^(2/3) + 5*(3*(27 + Sqrt[717]))^(2/3))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))^4*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (3888*2^(2/3)*(9*6^(2/3) + 9*3^(1/3)*(27 + Sqrt[717])^(2/3) - 4*(2*(27 + Sqrt[717]))^(1/3))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((27 + Sqrt[717])^(1/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (54432*(9 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))^3*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (1944*3^(1/3)*(10*2^(1/3) + (12*3^(1/3))/(27 + Sqrt[717])^(2/3) + (6*(27 + Sqrt[717]))^(2/3))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3))^2*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (14256*(54 - 2^(2/3)*(6^(2/3)/(27 + Sqrt[717])^(1/3) + (3*(27 + Sqrt[717]))^(1/3)))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) + (31104*3^(1/6)*(12*2^(1/3)*(62465040*Sqrt[3] + 6998399*Sqrt[239]) - 1555173*3^(1/6)*(2*(27 + Sqrt[717]))^(2/3) - 58079*Sqrt[239]*(6*(27 + Sqrt[717]))^(2/3))*Log[6^(1/3)*(2*(3/(27 + Sqrt[717]))^(1/3) + (2*(27 + Sqrt[717]))^(1/3)) - 6*x])/((27 + Sqrt[717])^(11/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(3*(27 + Sqrt[717])^(5/3) + 2^(1/3)*((484*3^(2/3) + 54*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(3267 + 122*Sqrt[717])))) - (419904*(90720 + 3388*Sqrt[717] + 6579*2^(2/3)*3^(5/6)*Sqrt[239]*(27 + Sqrt[717])^(1/3) + 1939*2^(1/3)*3^(1/6)*Sqrt[239]*(27 + Sqrt[717])^(2/3) + 176165*2^(2/3)*(3*(27 + Sqrt[717]))^(1/3) + 17307*2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/((27 + Sqrt[717])^3*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) + (42768*(9*(27 + Sqrt[717])^(5/3) - 3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3) - 2^(2/3)*3^(1/3)*(241 + 9*Sqrt[717]))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/((27 + Sqrt[717])^(5/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (3888*(4*(27 + Sqrt[717])^(5/3) - 27*(3^(1/6)*(9*Sqrt[3] + Sqrt[239])*(2*(27 + Sqrt[717]))^(1/3) + 2^(2/3)*3^(1/3)*(241 + 9*Sqrt[717])))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/((27 + Sqrt[717])^(5/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3) - (93312*2^(1/3)*3^(1/6)*(6718346882*Sqrt[3] + 752703786*Sqrt[239] - 13938719*2^(1/3)*3^(1/6)*(27 + Sqrt[717])^(2/3) - 520551*2^(1/3)*Sqrt[239]*(3*(27 + Sqrt[717]))^(2/3))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/((27 + Sqrt[717])^(14/3)*(12 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^2*(3*(27 + Sqrt[717])^(5/3) + 2^(1/3)*((484*3^(2/3) + 54*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(3267 + 122*Sqrt[717])))) + (54432*(162*(58079 + 2169*Sqrt[717]) + (2*(27 + Sqrt[717]))^(1/3)*((182877*3^(2/3) + 20489*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 2*6^(1/3)*(125878 + 4701*Sqrt[717])))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/(2*(27 + Sqrt[717])^(4/3) + 6^(1/3)*(4*3^(1/3) + 2^(1/3)*(27 + Sqrt[717])^(2/3)*(241 + 9*Sqrt[717])))^3 + (58773123072*(20*(27 + Sqrt[717])^(2/3)*(58079 + 2169*Sqrt[717]) - 2^(1/3)*((1100261*3^(2/3) + 123270*3^(1/6)*Sqrt[239])*(27 + Sqrt[717])^(1/3) + 6^(1/3)*(8676210 + 324019*Sqrt[717])))*Log[2^(1/3)*3^(1/6)*(9*Sqrt[3] + Sqrt[239]) + 2*2^(2/3)*(3/(27 + Sqrt[717]))^(1/3) - 2*(27 + Sqrt[717])^(1/3) + 2*2^(1/3)*3^(2/3)*x + 3^(1/3)*(2*(27 + Sqrt[717]))^(2/3)*x + 6*(27 + Sqrt[717])^(1/3)*x^2])/((27 + Sqrt[717])^(14/3)*(6 - 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) - 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^4*(6 + 6*3^(1/3)*(2/(27 + Sqrt[717]))^(2/3) + 2^(1/3)*(3*(27 + Sqrt[717]))^(2/3))^3)","B",109,22,94,0.2340,0,"{6741, 12, 6688, 6742, 2194, 2065, 740, 800, 634, 618, 204, 628, 2079, 893, 638, 822, 1646, 6, 27, 21, 1586, 1628}"
2495,1,19,0,0.0066874,"\int \frac{-20+5 x^2-174 x^3}{25 x^3} \, dx","Int[(-20 + 5*x^2 - 174*x^3)/(25*x^3),x]","\frac{2}{5 x^2}-\frac{174 x}{25}+\frac{\log (x)}{5}","\frac{1}{5} \left(\frac{2}{x^2}-\frac{174 x}{5}+\log (x)\right)",1,"2/(5*x^2) - (174*x)/25 + Log[x]/5","A",3,2,19,0.1053,1,"{12, 14}"
2496,1,10,0,0.1562638,"\int \frac{-2-2 x+x \log (x)}{\left(x+x^2\right) \log (x)} \, dx","Int[(-2 - 2*x + x*Log[x])/((x + x^2)*Log[x]),x]","\log (x+1)-2 \log (\log (x))","e^2-\log \left(\frac{16 \log ^2(x)}{x+1}\right)",1,"Log[1 + x] - 2*Log[Log[x]]","A",5,4,21,0.1905,1,"{1593, 6688, 2302, 29}"
2497,1,27,0,0.0113564,"\int \frac{1296+e^4 (360+144 x)+e^8 \left(10 x+3 x^2\right)}{e^8} \, dx","Int[(1296 + E^4*(360 + 144*x) + E^8*(10*x + 3*x^2))/E^8,x]","x^3+5 x^2+\frac{1296 x}{e^8}+\frac{18 (2 x+5)^2}{e^4}","(x+5) \left(x+\frac{36}{e^4}\right)^2",1,"(1296*x)/E^8 + 5*x^2 + x^3 + (18*(5 + 2*x)^2)/E^4","B",3,1,28,0.03571,1,"{12}"
2498,0,0,0,1.4712143,"\int \frac{-x-2 x^2+e^{\frac{2-5 e^{e^{x^2}} x^2}{x}} \left(2+e^{e^{x^2}} \left(5 x^2+10 e^{x^2} x^4\right)\right)}{x^2} \, dx","Int[(-x - 2*x^2 + E^((2 - 5*E^E^x^2*x^2)/x)*(2 + E^E^x^2*(5*x^2 + 10*E^x^2*x^4)))/x^2,x]","\int \frac{-x-2 x^2+e^{\frac{2-5 e^{e^{x^2}} x^2}{x}} \left(2+e^{e^{x^2}} \left(5 x^2+10 e^{x^2} x^4\right)\right)}{x^2} \, dx","-\log \left(\frac{1}{2} e^{e^{\frac{2}{x}-5 e^{e^{x^2}} x}} x\right)-2 x+3",1,"-2*x - Log[x] + 5*Defer[Int][E^(E^x^2 + 2/x - 5*E^E^x^2*x), x] + 2*Defer[Int][E^(2/x - 5*E^E^x^2*x)/x^2, x] + 10*Defer[Int][E^(E^x^2 + 2/x - 5*E^E^x^2*x + x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
2499,1,53,0,0.2688179,"\int \frac{2 e^5 \left(120-60 x-4 x^3\right)}{\left(-3 x+x^2\right) \left(-3 x^2+x^3+\left(-3 x^2+x^3\right) \log (4)\right)} \, dx","Int[(2*E^5*(120 - 60*x - 4*x^3))/((-3*x + x^2)*(-3*x^2 + x^3 + (-3*x^2 + x^3)*Log[4])),x]","-\frac{40 e^5}{3 x^2 (1+\log (4))}-\frac{40 e^5}{9 x (1+\log (4))}-\frac{112 e^5}{9 (3-x) (1+\log (4))}","\frac{8 e^5 \left(x^2+5\right)}{(x-3) x^2 (1+\log (4))}",1,"(-112*E^5)/(9*(3 - x)*(1 + Log[4])) - (40*E^5)/(3*x^2*(1 + Log[4])) - (40*E^5)/(9*x*(1 + Log[4]))","B",6,4,47,0.08511,1,"{12, 1593, 6688, 1620}"
2500,1,33,0,0.1168938,"\int e^{-4+e^{e^e}-x} \left(1+e^{4-e^{e^e}+x}-x\right) \, dx","Int[E^(-4 + E^E^E - x)*(1 + E^(4 - E^E^E + x) - x),x]","-e^{-x+e^{e^e}-4} (1-x)+e^{-x+e^{e^e}-4}+x","e^{-x+e^{e^e}-4} x+x+5",1,"E^(-4 + E^E^E - x) - E^(-4 + E^E^E - x)*(1 - x) + x","A",4,3,30,0.1000,1,"{6688, 2176, 2194}"
2501,1,47,0,3.9664189,"\int \frac{\exp \left(\frac{64+16 e^{40+2 x}+e^{20+x} (-64-128 \log (5))+256 \log (5)+256 \log ^2(5)}{x^2}\right) \left(-1280+e^{40+2 x} (-320+320 x)-5120 \log (5)-5120 \log ^2(5)+e^{20+x} (1280-640 x+(2560-1280 x) \log (5))\right)}{x^3} \, dx","Int[(E^((64 + 16*E^(40 + 2*x) + E^(20 + x)*(-64 - 128*Log[5]) + 256*Log[5] + 256*Log[5]^2)/x^2)*(-1280 + E^(40 + 2*x)*(-320 + 320*x) - 5120*Log[5] - 5120*Log[5]^2 + E^(20 + x)*(1280 - 640*x + (2560 - 1280*x)*Log[5])))/x^3,x]","2\ 5^{\frac{256}{x^2}+1} \exp \left(\frac{16 \left(e^{2 x+40}-4 e^{x+20} (1+\log (25))+4 \left(1+4 \log ^2(5)\right)\right)}{x^2}\right)","10 e^{\frac{16 \left(-e^{x+20}+2+4 \log (5)\right)^2}{x^2}}",1,"2*5^(1 + 256/x^2)*E^((16*(E^(40 + 2*x) + 4*(1 + 4*Log[5]^2) - 4*E^(20 + x)*(1 + Log[25])))/x^2)","A",1,1,87,0.01149,1,"{6706}"
2502,0,0,0,0.1161404,"\int \frac{4+9 x+(1+3 x) \log (x)+(3+\log (x)) \log (3+\log (x))}{3+\log (x)} \, dx","Int[(4 + 9*x + (1 + 3*x)*Log[x] + (3 + Log[x])*Log[3 + Log[x]])/(3 + Log[x]),x]","\int \frac{4+9 x+(1+3 x) \log (x)+(3+\log (x)) \log (3+\log (x))}{3+\log (x)} \, dx","x \left(\frac{3 x}{2}+\log (\log (x)+3)+1\right)",1,"x + (3*x^2)/2 + ExpIntegralEi[3 + Log[x]]/E^3 + Defer[Int][Log[3 + Log[x]], x]","F",0,0,0,0,-1,"{}"
2503,1,115,0,1.1213956,"\int \frac{e^{-x} \left(-4 e^{28}+e^2 \left(-3-x^2\right)+e^x \left(-9 x-12 e^{26} x+3 x^2+3 x^3\right)+\left(-4 e^{28} x+e^2 \left(-3 x+x^2+x^3\right)\right) \log \left(\frac{3+4 e^{26}-x-x^2}{x}\right)\right)}{9 x+12 e^{26} x-3 x^2-3 x^3} \, dx","Int[(-4*E^28 + E^2*(-3 - x^2) + E^x*(-9*x - 12*E^26*x + 3*x^2 + 3*x^3) + (-4*E^28*x + E^2*(-3*x + x^2 + x^3))*Log[(3 + 4*E^26 - x - x^2)/x])/(E^x*(9*x + 12*E^26*x - 3*x^2 - 3*x^3)),x]","\frac{e^{2-x} \left(-x^2 \log \left(\frac{-x^2-x+4 e^{26}+3}{x}\right)+\left(3+4 e^{26}\right) x \log \left(\frac{-x^2-x+4 e^{26}+3}{x}\right)+x^3 \left(-\log \left(\frac{-x^2-x+4 e^{26}+3}{x}\right)\right)\right)}{3 x \left(-x^2-x+4 e^{26}+3\right)}-x","\frac{1}{3} e^{2-x} \log \left(\frac{-x+4 e^{26}+3}{x}-x\right)-x",1,"-x + (E^(2 - x)*((3 + 4*E^26)*x*Log[(3 + 4*E^26 - x - x^2)/x] - x^2*Log[(3 + 4*E^26 - x - x^2)/x] - x^3*Log[(3 + 4*E^26 - x - x^2)/x]))/(3*x*(3 + 4*E^26 - x - x^2))","B",5,4,111,0.03604,1,"{6, 1594, 6728, 2288}"
2504,1,45,0,0.2863414,"\int \frac{e^4 (-4-2 x)-11 x^2-8 e^{15} x^2-e^{20} x^2-8 x^3-x^4+e^8 (4+2 x)+e^5 \left(-4 e^4+4 e^8-28 x^2-8 x^3\right)+e^{10} \left(-e^4+e^8-23 x^2-2 x^3\right)}{16 x^2+8 e^{15} x^2+e^{20} x^2+8 x^3+x^4+e^{10} \left(24 x^2+2 x^3\right)+e^5 \left(32 x^2+8 x^3\right)} \, dx","Int[(E^4*(-4 - 2*x) - 11*x^2 - 8*E^15*x^2 - E^20*x^2 - 8*x^3 - x^4 + E^8*(4 + 2*x) + E^5*(-4*E^4 + 4*E^8 - 28*x^2 - 8*x^3) + E^10*(-E^4 + E^8 - 23*x^2 - 2*x^3))/(16*x^2 + 8*E^15*x^2 + E^20*x^2 + 8*x^3 + x^4 + E^10*(24*x^2 + 2*x^3) + E^5*(32*x^2 + 8*x^3)),x]","\frac{\left(-5-4 e^5-e^{10}\right) x+e^4 \left(1-e^4\right)}{x \left(x+\left(2+e^5\right)^2\right)}-x","\frac{\frac{-x-e^8+e^4}{x}+x}{x+\left(2+e^5\right)^2}-x",1,"-x + (E^4*(1 - E^4) + (-5 - 4*E^5 - E^10)*x)/(x*((2 + E^5)^2 + x))","A",8,5,160,0.03125,1,"{6, 1680, 1814, 21, 8}"
2505,1,15,0,0.0087291,"\int \frac{1+2 x^3+10 \log (3)}{x^2} \, dx","Int[(1 + 2*x^3 + 10*Log[3])/x^2,x]","x^2-\frac{1+10 \log (3)}{x}","x^2-\frac{1}{x}-2 \left(\frac{5 \log (3)}{x}+4\right)+3",1,"x^2 - (1 + 10*Log[3])/x","A",2,1,15,0.06667,1,"{14}"
2506,1,63,0,0.0780783,"\int \frac{1}{9} \left(9+e^{\frac{1}{9} \left(1314-198 e^5+9 e^{10}+x^2-6 x^3+9 x^4\right)} \left(9+2 x^2-18 x^3+36 x^4\right)\right) \, dx","Int[(9 + E^((1314 - 198*E^5 + 9*E^10 + x^2 - 6*x^3 + 9*x^4)/9)*(9 + 2*x^2 - 18*x^3 + 36*x^4))/9,x]","\frac{\left(18 x^4-9 x^3+x^2\right) \exp \left(\frac{1}{9} \left(9 x^4-6 x^3+x^2+9 \left(146-22 e^5+e^{10}\right)\right)\right)}{18 x^3-9 x^2+x}+x","e^{\left(\frac{x}{3}-x^2\right)^2+\left(11-e^5\right)^2+25} x+x",1,"x + (E^((9*(146 - 22*E^5 + E^10) + x^2 - 6*x^3 + 9*x^4)/9)*(x^2 - 9*x^3 + 18*x^4))/(x - 9*x^2 + 18*x^3)","B",3,2,55,0.03636,1,"{12, 2288}"
2507,0,0,0,33.5122309,"\int \frac{-40000+36000 x-30800 x^2+25080 x^3-10800 x^4+2160 x^5-226 x^6+e^{2 x} \left(-1200 x^2+1560 x^3-1920 x^4+828 x^5-108 x^6\right)+e^{4 x} \left(4 x^5-2 x^6\right)+e^{3 x} \left(-40 x^3+120 x^4-116 x^5+24 x^6\right)+e^x \left(-12000 x+11200 x^2-12680 x^3+8280 x^4-2268 x^5+216 x^6\right)}{10000 x-12000 x^2+5400 x^3-1080 x^4+113 x^5+e^{4 x} x^5+e^x \left(4000 x^2-3600 x^3+1080 x^4-108 x^5\right)+e^{3 x} \left(40 x^4-12 x^5\right)+e^{2 x} \left(600 x^3-360 x^4+54 x^5\right)} \, dx","Int[(-40000 + 36000*x - 30800*x^2 + 25080*x^3 - 10800*x^4 + 2160*x^5 - 226*x^6 + E^(2*x)*(-1200*x^2 + 1560*x^3 - 1920*x^4 + 828*x^5 - 108*x^6) + E^(4*x)*(4*x^5 - 2*x^6) + E^(3*x)*(-40*x^3 + 120*x^4 - 116*x^5 + 24*x^6) + E^x*(-12000*x + 11200*x^2 - 12680*x^3 + 8280*x^4 - 2268*x^5 + 216*x^6))/(10000*x - 12000*x^2 + 5400*x^3 - 1080*x^4 + 113*x^5 + E^(4*x)*x^5 + E^x*(4000*x^2 - 3600*x^3 + 1080*x^4 - 108*x^5) + E^(3*x)*(40*x^4 - 12*x^5) + E^(2*x)*(600*x^3 - 360*x^4 + 54*x^5)),x]","\int \frac{-40000+36000 x-30800 x^2+25080 x^3-10800 x^4+2160 x^5-226 x^6+e^{2 x} \left(-1200 x^2+1560 x^3-1920 x^4+828 x^5-108 x^6\right)+e^{4 x} \left(4 x^5-2 x^6\right)+e^{3 x} \left(-40 x^3+120 x^4-116 x^5+24 x^6\right)+e^x \left(-12000 x+11200 x^2-12680 x^3+8280 x^4-2268 x^5+216 x^6\right)}{10000 x-12000 x^2+5400 x^3-1080 x^4+113 x^5+e^{4 x} x^5+e^x \left(4000 x^2-3600 x^3+1080 x^4-108 x^5\right)+e^{3 x} \left(40 x^4-12 x^5\right)+e^{2 x} \left(600 x^3-360 x^4+54 x^5\right)} \, dx","\log \left(\left(\frac{4}{x}-\frac{\frac{1}{2} \left(1-e^x\right) x+x-1}{x}\right)^4+2\right)-x^2",1,"-(2 - x)^2 - 4000*Defer[Int][(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4)^(-1), x] - 12000*Defer[Int][E^x/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 40000*Defer[Int][1/(x*(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4)), x] + 37200*Defer[Int][x/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 4800*Defer[Int][(E^x*x)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 1200*Defer[Int][(E^(2*x)*x)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 20520*Defer[Int][x^2/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] + 9720*Defer[Int][(E^x*x^2)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 840*Defer[Int][(E^(2*x)*x^2)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 40*Defer[Int][(E^(3*x)*x^2)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] + 4320*Defer[Int][x^3/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 3240*Defer[Int][(E^x*x^3)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] + 720*Defer[Int][(E^(2*x)*x^3)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 40*Defer[Int][(E^(3*x)*x^3)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 452*Defer[Int][x^4/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] + 324*Defer[Int][(E^x*x^4)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] - 108*Defer[Int][(E^(2*x)*x^4)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x] + 12*Defer[Int][(E^(3*x)*x^4)/(10000 + 4000*(-3 + E^x)*x + 600*(-3 + E^x)^2*x^2 + 40*(-3 + E^x)^3*x^3 + (113 - 108*E^x + 54*E^(2*x) - 12*E^(3*x) + E^(4*x))*x^4), x]","F",0,0,0,0,-1,"{}"
2508,0,0,0,5.6232311,"\int \frac{240 x^2+100 x^3+e^x \left(240 x+100 x^2\right)+\left(-120 x+50 x^2+e^x \left(-20 x-50 x^2\right)\right) \log (x)+\left(e^x (-120-50 x)-120 x-50 x^2+\left(e^x (-120-50 x)-120 x-50 x^2\right) \log (x)\right) \log \left(\frac{144+120 x+25 x^2}{e^x+x}\right)}{\left(12 x^3+5 x^4+e^x \left(12 x^2+5 x^3\right)\right) \log ^2(x)} \, dx","Int[(240*x^2 + 100*x^3 + E^x*(240*x + 100*x^2) + (-120*x + 50*x^2 + E^x*(-20*x - 50*x^2))*Log[x] + (E^x*(-120 - 50*x) - 120*x - 50*x^2 + (E^x*(-120 - 50*x) - 120*x - 50*x^2)*Log[x])*Log[(144 + 120*x + 25*x^2)/(E^x + x)])/((12*x^3 + 5*x^4 + E^x*(12*x^2 + 5*x^3))*Log[x]^2),x]","\int \frac{240 x^2+100 x^3+e^x \left(240 x+100 x^2\right)+\left(-120 x+50 x^2+e^x \left(-20 x-50 x^2\right)\right) \log (x)+\left(e^x (-120-50 x)-120 x-50 x^2+\left(e^x (-120-50 x)-120 x-50 x^2\right) \log (x)\right) \log \left(\frac{144+120 x+25 x^2}{e^x+x}\right)}{\left(12 x^3+5 x^4+e^x \left(12 x^2+5 x^3\right)\right) \log ^2(x)} \, dx","\frac{10 \left(\log \left(\frac{(x+4 (x+3))^2}{x+e^x}\right)-2 x\right)}{x \log (x)}",1,"-20/Log[x] + 10*Defer[Int][1/((E^x + x)*Log[x]), x] - 10*Defer[Int][1/(x*(E^x + x)*Log[x]), x] + 10*Defer[Int][(-2 - 5*x)/(x*(12 + 5*x)*Log[x]), x] - 10*Defer[Int][Log[(12 + 5*x)^2/(E^x + x)]/(x^2*Log[x]^2), x] - 10*Defer[Int][Log[(12 + 5*x)^2/(E^x + x)]/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2509,0,0,0,0.4587835,"\int \frac{e^{-5 x} \left(e^{2 e^{-5 x}} \left(-2 e^{5 x}-10 x\right)-e^{5 x} x^3 \log (4)\right)}{x^3 \log (4)} \, dx","Int[(E^(2/E^(5*x))*(-2*E^(5*x) - 10*x) - E^(5*x)*x^3*Log[4])/(E^(5*x)*x^3*Log[4]),x]","\int \frac{e^{-5 x} \left(e^{2 e^{-5 x}} \left(-2 e^{5 x}-10 x\right)-e^{5 x} x^3 \log (4)\right)}{x^3 \log (4)} \, dx","\frac{e^{2 e^{-5 x}}}{x^2 \log (4)}-x-5",1,"-x - (2*Defer[Int][E^(2/E^(5*x))/x^3, x])/Log[4] - (10*Defer[Int][E^(2/E^(5*x) - 5*x)/x^2, x])/Log[4]","F",0,0,0,0,-1,"{}"
2510,1,40,0,0.115812,"\int \frac{-450+1200 x+115 x^2-2840 x^3+2920 x^4-1080 x^5+135 x^6+e \left(750-2000 x+750 x^2\right)}{243 x^2-648 x^3+594 x^4-216 x^5+27 x^6} \, dx","Int[(-450 + 1200*x + 115*x^2 - 2840*x^3 + 2920*x^4 - 1080*x^5 + 135*x^6 + E*(750 - 2000*x + 750*x^2))/(243*x^2 - 648*x^3 + 594*x^4 - 216*x^5 + 27*x^6),x]","5 x-\frac{125 e}{27 (1-x)}+\frac{125 e}{81 (3-x)}+\frac{50 (3-5 e)}{81 x}","5 \left(x-\frac{10 \left(\frac{5 e}{(1-x) (3-x)}-1\right)}{27 x}\right)",1,"(-125*E)/(27*(1 - x)) + (125*E)/(81*(3 - x)) + (50*(3 - 5*E))/(81*x) + 5*x","A",2,1,71,0.01408,1,"{2074}"
2511,1,45,0,0.4465551,"\int \frac{-1+2 x+e^{2 x} x+3 x^2+e^x \left(-1+4 x+x^2\right)+\left(x+e^x x\right) \log \left(\frac{e^{e^x+3 x}}{x}\right)}{x} \, dx","Int[(-1 + 2*x + E^(2*x)*x + 3*x^2 + E^x*(-1 + 4*x + x^2) + (x + E^x*x)*Log[E^(E^x + 3*x)/x])/x,x]","3 x+e^x+x \log \left(\frac{e^{3 x+e^x}}{x}\right)+e^x \log \left(\frac{e^{3 x+e^x}}{x}\right)-\log (x)","\left(x+e^x+1\right) \log \left(\frac{e^{3 x+e^x}}{x}\right)",1,"E^x + 3*x + E^x*Log[E^(E^x + 3*x)/x] + x*Log[E^(E^x + 3*x)/x] - Log[x]","B",29,8,55,0.1455,1,"{14, 2194, 6742, 2199, 2178, 2176, 2554, 2548}"
2512,1,36,0,0.4420549,"\int \frac{e^{3/x} \left(-30 e^3-30 x\right)+e^{6/x} \left(-6 e^3-6 x\right)-32 x^2-e^3 x^2-x^3}{32 e^3 x^2+32 x^3} \, dx","Int[(E^(3/x)*(-30*E^3 - 30*x) + E^(6/x)*(-6*E^3 - 6*x) - 32*x^2 - E^3*x^2 - x^3)/(32*E^3*x^2 + 32*x^3),x]","-\frac{x}{32}+\frac{5 e^{3/x}}{16}+\frac{e^{6/x}}{32}-\log \left(x+e^3\right)","\log \left(\frac{2 e^{\frac{1}{32} \left(\left(e^{3/x}+5\right)^2-x\right)}}{x+e^3}\right)",1,"(5*E^(3/x))/16 + E^(6/x)/32 - x/32 - Log[E^3 + x]","A",8,5,70,0.07143,1,"{6, 1593, 6742, 2209, 43}"
2513,1,21,0,0.0635334,"\int \frac{e^{4 \log ^2(2)} \left(40-24 x^2\right) \left(100 x^2-40 x^4+4 x^6\right)^4}{-5 x+x^3} \, dx","Int[(E^(4*Log[2]^2)*(40 - 24*x^2)*(100*x^2 - 40*x^4 + 4*x^6)^4)/(-5*x + x^3),x]","-256 \left(5 x-x^3\right)^8 e^{4 \log ^2(2)}","e^3-e^{4 \left(\log \left(4 x^2 \left(x^2-5\right)^2\right)+\log ^2(2)\right)}",1,"-256*E^(4*Log[2]^2)*(5*x - x^3)^8","A",3,3,43,0.06977,1,"{12, 1586, 1588}"
2514,1,17,0,0.0331524,"\int \frac{10+10 x+2 x^2}{-25-10 x+5 x^2+2 x^3} \, dx","Int[(10 + 10*x + 2*x^2)/(-25 - 10*x + 5*x^2 + 2*x^3),x]","\log \left(5-x^2\right)-\log (2 x+5)","\log \left(\frac{5-x^2}{\frac{x+1}{2}+\frac{3}{4}}\right)",1,"-Log[5 + 2*x] + Log[5 - x^2]","A",3,2,28,0.07143,1,"{2074, 260}"
2515,1,52,0,0.0367563,"\int \frac{-800+100 x^3 \log (3)-2 x^6 \log ^2(3)+\left(-200 x^6-10 x^9 \log (3)\right) \log ^2(4)+100 x^{12} \log ^4(4)}{25 x^9} \, dx","Int[(-800 + 100*x^3*Log[3] - 2*x^6*Log[3]^2 + (-200*x^6 - 10*x^9*Log[3])*Log[4]^2 + 100*x^12*Log[4]^4)/(25*x^9),x]","\frac{4}{x^8}-\frac{4 \log (3)}{5 x^5}+x^4 \log ^4(4)+\frac{\log ^2(3)+100 \log ^2(4)}{25 x^2}-\frac{2}{5} x \log (3) \log ^2(4)","\left(\frac{2}{x^4}+x^2 \log ^2(4)-\frac{\log (3)}{5 x}\right)^2",1,"4/x^8 - (4*Log[3])/(5*x^5) - (2*x*Log[3]*Log[4]^2)/5 + x^4*Log[4]^4 + (Log[3]^2 + 100*Log[4]^2)/(25*x^2)","B",3,2,52,0.03846,1,"{12, 14}"
2516,1,18,0,0.1219706,"\int \frac{9+24 x^4+6 x^5+16 x^8+8 x^9+x^{10}+e^2 x \left(-16 x^2-5 x^3\right)}{9+24 x^4+6 x^5+16 x^8+8 x^9+x^{10}} \, dx","Int[(9 + 24*x^4 + 6*x^5 + 16*x^8 + 8*x^9 + x^10 + E^2*x*(-16*x^2 - 5*x^3))/(9 + 24*x^4 + 6*x^5 + 16*x^8 + 8*x^9 + x^10),x]","\frac{e^2}{x^5+4 x^4+3}+x","\frac{e^2}{(x+4) x^4+3}+x+e",1,"x + E^2/(3 + 4*x^4 + x^5)","A",3,2,69,0.02899,1,"{2074, 1588}"
2517,1,48,0,0.1011401,"\int \frac{28 x-32 x^2+4 x^3+\left(-20+20 x^2\right) \log (3)+\left(28 x-64 x^2+12 x^3+40 x^2 \log (3)\right) \log (x)}{x \log (3)} \, dx","Int[(28*x - 32*x^2 + 4*x^3 + (-20 + 20*x^2)*Log[3] + (28*x - 64*x^2 + 12*x^3 + 40*x^2*Log[3])*Log[x])/(x*Log[3]),x]","\frac{4 x^3 \log (x)}{\log (3)}-\frac{4 x^2 (8-\log (243)) \log (x)}{\log (3)}+\frac{28 x \log (x)}{\log (3)}-\frac{4 \log (243) \log (x)}{\log (3)}","4 (x-1) x \left(\frac{5}{x}-\frac{7-x}{\log (3)}+5\right) \log (x)",1,"(28*x*Log[x])/Log[3] + (4*x^3*Log[x])/Log[3] - (4*x^2*(8 - Log[243])*Log[x])/Log[3] - (4*Log[243]*Log[x])/Log[3]","A",10,6,56,0.1071,1,"{12, 14, 765, 2356, 2295, 2304}"
2518,1,16,0,0.0061481,"\int e^{-x} \left(26+2 \log \left(\frac{9}{\log ^2(3)}\right)\right) \, dx","Int[(26 + 2*Log[9/Log[3]^2])/E^x,x]","-2 e^{-x} \left(13+\log \left(\frac{9}{\log ^2(3)}\right)\right)","\frac{\left(x-2 e^{-x} x\right) \left(13+\log \left(\frac{9}{\log ^2(3)}\right)\right)}{x}",1,"(-2*(13 + Log[9/Log[3]^2]))/E^x","A",2,2,17,0.1176,1,"{12, 2194}"
2519,1,26,0,0.0984115,"\int \frac{159+640 x+272 x^2+32 x^3+e^2 \left(10+40 x+17 x^2+2 x^3\right)+e \left(80+320 x+136 x^2+16 x^3\right)}{256+128 x+16 x^2+e^2 \left(16+8 x+x^2\right)+e \left(128+64 x+8 x^2\right)} \, dx","Int[(159 + 640*x + 272*x^2 + 32*x^3 + E^2*(10 + 40*x + 17*x^2 + 2*x^3) + E*(80 + 320*x + 136*x^2 + 16*x^3))/(256 + 128*x + 16*x^2 + E^2*(16 + 8*x + x^2) + E*(128 + 64*x + 8*x^2)),x]","x^2+x+\frac{97+48 e+6 e^2}{(4+e)^2 (x+4)}","x^2+x+\frac{\frac{x+5}{(4+e)^2}+6}{x+4}+4",1,"x + x^2 + (97 + 48*E + 6*E^2)/((4 + E)^2*(4 + x))","A",5,4,88,0.04545,1,"{1986, 27, 12, 1850}"
2520,1,22,0,0.0052684,"\int \frac{(-2-x) \log (5-\log (4))}{x} \, dx","Int[((-2 - x)*Log[5 - Log[4]])/x,x]","x (-\log (5-\log (4)))-2 \log (5-\log (4)) \log (x)","\log (5-\log (4)) \left(\log \left(\frac{4}{x^2}\right)-x-4\right)",1,"-(x*Log[5 - Log[4]]) - 2*Log[x]*Log[5 - Log[4]]","A",3,2,16,0.1250,1,"{12, 43}"
2521,1,53,0,0.0926488,"\int \frac{-50+x+\log \left(\frac{e^{16}}{4}\right) \left(x^3-2 x \log (x)+x \log ^2(x)\right)}{x^3 \log \left(\frac{e^{16}}{4}\right)} \, dx","Int[(-50 + x + Log[E^16/4]*(x^3 - 2*x*Log[x] + x*Log[x]^2))/(x^3*Log[E^16/4]),x]","\frac{25}{x^2 (16-\log (4))}-\frac{\log ^2(x)}{x}-\frac{1}{x (16-\log (4))}+\frac{2 x (8-\log (2))}{16-\log (4)}","-\frac{x-25}{x^2 \log \left(\frac{e^{16}}{4}\right)}+x-\frac{\log ^2(x)}{x}-2",1,"25/(x^2*(16 - Log[4])) - 1/(x*(16 - Log[4])) + (2*x*(8 - Log[2]))/(16 - Log[4]) - Log[x]^2/x","A",8,4,41,0.09756,1,"{12, 14, 2304, 2305}"
2522,1,90,0,0.7061011,"\int \frac{-350 x+5 x^2+\left(-8-36 x+20 x^2\right) \log (2)+\left(8+36 x-20 x^2\right) \log (6-3 x)-4 x \log (x)}{-50 x+25 x^2} \, dx","Int[(-350*x + 5*x^2 + (-8 - 36*x + 20*x^2)*Log[2] + (8 + 36*x - 20*x^2)*Log[6 - 3*x] - 4*x*Log[x])/(-50*x + 25*x^2),x]","\frac{4}{25} \text{Li}_2\left(1-\frac{x}{2}\right)+\frac{4 \text{Li}_2\left(\frac{x}{2}\right)}{25}+\frac{4 x}{5}+\frac{1}{5} x (1+\log (16))+\frac{4}{5} (2-x) \log (6-3 x)-\frac{68}{5} \log (2-x)-\frac{4}{25} \log (2) \log (x-2)+\frac{1}{25} \log (16) \log (x)-\frac{4}{25} \log (6) \log (x)","x-\frac{4}{25} (\log (3 (2-x))-\log (2)) (5 (x+15)+\log (x))",1,"(4*x)/5 + (x*(1 + Log[16]))/5 + (4*(2 - x)*Log[6 - 3*x])/5 - (68*Log[2 - x])/5 - (4*Log[2]*Log[-2 + x])/25 - (4*Log[6]*Log[x])/25 + (Log[16]*Log[x])/25 + (4*PolyLog[2, 1 - x/2])/25 + (4*PolyLog[2, x/2])/25","C",15,11,56,0.1964,1,"{1593, 6742, 893, 43, 2416, 2389, 2295, 2392, 2391, 2316, 2315}"
2523,1,53,0,0.0794914,"\int \frac{-12-48 x-48 x^2+e^4 \left(-2 x-6 x^2\right)}{\left(x^4+4 x^5+4 x^6\right) \log (\log (5))} \, dx","Int[(-12 - 48*x - 48*x^2 + E^4*(-2*x - 6*x^2))/((x^4 + 4*x^5 + 4*x^6)*Log[Log[5]]),x]","\frac{4}{x^3 \log (\log (5))}+\frac{e^4}{x^2 \log (\log (5))}+\frac{4 e^4}{(2 x+1) \log (\log (5))}-\frac{2 e^4}{x \log (\log (5))}","\frac{\frac{4}{x^2}+\frac{e^4}{x (2 x+1)}}{x \log (\log (5))}",1,"4/(x^3*Log[Log[5]]) + E^4/(x^2*Log[Log[5]]) - (2*E^4)/(x*Log[Log[5]]) + (4*E^4)/((1 + 2*x)*Log[Log[5]])","A",5,4,45,0.08889,1,"{12, 1594, 27, 1820}"
2524,1,58,0,0.6146172,"\int \frac{625000 x-625000 x^4+e^{13} \left(4-2 x+8 x^3-4 x^4\right)+e^5 \left(-2500+1250 x-5000 x^3+2500 x^4+e^3 \left(-1000 x+1000 x^4\right)\right)+\left(-875000 x+875000 x^4+e^5 \left(2000-1000 x+4000 x^3-2000 x^4+e^3 \left(600 x-600 x^4\right)\right)\right) \log (-2+x)+\left(525000 x-525000 x^4+e^5 \left(-600+300 x-1200 x^3+600 x^4+e^3 \left(-120 x+120 x^4\right)\right)\right) \log ^2(-2+x)+\left(-175000 x+175000 x^4+e^5 \left(80-40 x+160 x^3-80 x^4+e^3 \left(8 x-8 x^4\right)\right)\right) \log ^3(-2+x)+\left(35000 x-35000 x^4+e^5 \left(-4+2 x-8 x^3+4 x^4\right)\right) \log ^4(-2+x)+\left(-4200 x+4200 x^4\right) \log ^5(-2+x)+\left(280 x-280 x^4\right) \log ^6(-2+x)+\left(-8 x+8 x^4\right) \log ^7(-2+x)+\left(e^5 \left(1000 x-1000 x^4\right)+e^{10} \left(-4+2 x-8 x^3+4 x^4\right)+e^5 \left(-600 x+600 x^4\right) \log (-2+x)+e^5 \left(120 x-120 x^4\right) \log ^2(-2+x)+e^5 \left(-8 x+8 x^4\right) \log ^3(-2+x)\right) \log \left(\frac{-1+x^3}{x}\right)}{e^{10} \left(2 x-x^2-2 x^4+x^5\right)} \, dx","Int[(625000*x - 625000*x^4 + E^13*(4 - 2*x + 8*x^3 - 4*x^4) + E^5*(-2500 + 1250*x - 5000*x^3 + 2500*x^4 + E^3*(-1000*x + 1000*x^4)) + (-875000*x + 875000*x^4 + E^5*(2000 - 1000*x + 4000*x^3 - 2000*x^4 + E^3*(600*x - 600*x^4)))*Log[-2 + x] + (525000*x - 525000*x^4 + E^5*(-600 + 300*x - 1200*x^3 + 600*x^4 + E^3*(-120*x + 120*x^4)))*Log[-2 + x]^2 + (-175000*x + 175000*x^4 + E^5*(80 - 40*x + 160*x^3 - 80*x^4 + E^3*(8*x - 8*x^4)))*Log[-2 + x]^3 + (35000*x - 35000*x^4 + E^5*(-4 + 2*x - 8*x^3 + 4*x^4))*Log[-2 + x]^4 + (-4200*x + 4200*x^4)*Log[-2 + x]^5 + (280*x - 280*x^4)*Log[-2 + x]^6 + (-8*x + 8*x^4)*Log[-2 + x]^7 + (E^5*(1000*x - 1000*x^4) + E^10*(-4 + 2*x - 8*x^3 + 4*x^4) + E^5*(-600*x + 600*x^4)*Log[-2 + x] + E^5*(120*x - 120*x^4)*Log[-2 + x]^2 + E^5*(-8*x + 8*x^4)*Log[-2 + x]^3)*Log[(-1 + x^3)/x])/(E^10*(2*x - x^2 - 2*x^4 + x^5)),x]","\frac{\left(e^5 \log \left(-\frac{1-x^3}{x}\right)+\log ^4(x-2)-20 \log ^3(x-2)+150 \log ^2(x-2)-500 \log (x-2)-e^8+625\right)^2}{e^{10}}","\left(\log \left(x^2-\frac{1}{x}\right)+\frac{(5-\log (x-2))^4}{e^5}-e^3\right)^2",1,"(625 - E^8 - 500*Log[-2 + x] + 150*Log[-2 + x]^2 - 20*Log[-2 + x]^3 + Log[-2 + x]^4 + E^5*Log[-((1 - x^3)/x)])^2/E^10","A",4,3,407,0.007371,1,"{12, 6688, 6686}"
2525,1,10,0,0.0641988,"\int e^{-2 x} \left(-2 x+2 x^2\right) \, dx","Int[(-2*x + 2*x^2)/E^(2*x),x]","-e^{-2 x} x^2","\frac{80}{27}-e^{-2 x} x^2",1,"-(x^2/E^(2*x))","A",8,4,15,0.2667,1,"{1593, 2196, 2176, 2194}"
2526,0,0,0,0.5013103,"\int \frac{\left(-4 x^2+x^3\right) \log ^2(3) \log (4-x)+\left(-8+2 x+(64-16 x) \log (3)+(-128+32 x) \log ^2(3)\right) \log ^2(4-x)-x^3 \log ^2(3) \log (x)}{\left(-4 x^3+x^4\right) \log ^2(3) \log ^2(4-x)} \, dx","Int[((-4*x^2 + x^3)*Log[3]^2*Log[4 - x] + (-8 + 2*x + (64 - 16*x)*Log[3] + (-128 + 32*x)*Log[3]^2)*Log[4 - x]^2 - x^3*Log[3]^2*Log[x])/((-4*x^3 + x^4)*Log[3]^2*Log[4 - x]^2),x]","\int \frac{\left(-4 x^2+x^3\right) \log ^2(3) \log (4-x)+\left(-8+2 x+(64-16 x) \log (3)+(-128+32 x) \log ^2(3)\right) \log ^2(4-x)-x^3 \log ^2(3) \log (x)}{\left(-4 x^3+x^4\right) \log ^2(3) \log ^2(4-x)} \, dx","\frac{\log (x)}{\log (4-x)}-\frac{\left(\frac{1}{\log (3)}-4\right)^2}{x^2}",1,"-((1 - Log[81])^2/(x^2*Log[3]^2)) + Defer[Int][1/(x*Log[4 - x]), x] - Defer[Subst][Defer[Int][Log[4 - x]/(x*Log[x]^2), x], x, 4 - x]","F",0,0,0,0,-1,"{}"
2527,0,0,0,0.7105352,"\int \left(7+\exp \left(e^{18 x^2+24 x^3+8 x^4}+18 x^2+24 x^3+8 x^4\right) \left(36 x+72 x^2+32 x^3\right)\right) \, dx","Int[7 + E^(E^(18*x^2 + 24*x^3 + 8*x^4) + 18*x^2 + 24*x^3 + 8*x^4)*(36*x + 72*x^2 + 32*x^3),x]","\int \left(7+\exp \left(e^{18 x^2+24 x^3+8 x^4}+18 x^2+24 x^3+8 x^4\right) \left(36 x+72 x^2+32 x^3\right)\right) \, dx","e^{e^{2 x^2 (2 x+3)^2}}+7 x+3",1,"7*x + 36*Defer[Int][E^(E^(18*x^2 + 24*x^3 + 8*x^4) + 18*x^2 + 24*x^3 + 8*x^4)*x, x] + 72*Defer[Int][E^(E^(18*x^2 + 24*x^3 + 8*x^4) + 18*x^2 + 24*x^3 + 8*x^4)*x^2, x] + 32*Defer[Int][E^(E^(18*x^2 + 24*x^3 + 8*x^4) + 18*x^2 + 24*x^3 + 8*x^4)*x^3, x]","F",0,0,0,0,-1,"{}"
2528,1,23,0,0.1983228,"\int \frac{-3 x^4+3 x^4 \log (x)+\left(-20 e^5+6 x^3\right) \log ^3(x)}{6 x^3 \log ^3(x)} \, dx","Int[(-3*x^4 + 3*x^4*Log[x] + (-20*E^5 + 6*x^3)*Log[x]^3)/(6*x^3*Log[x]^3),x]","\frac{5 e^5}{3 x^2}+\frac{x^2}{4 \log ^2(x)}+x","\frac{5 e^5}{3 x^2}+\frac{x^2}{4 \log ^2(x)}+x",1,"(5*E^5)/(3*x^2) + x + x^2/(4*Log[x]^2)","A",10,5,40,0.1250,1,"{12, 6688, 2306, 2309, 2178}"
2529,1,20,0,0.063988,"\int \frac{-15 x+e^{\frac{9}{5 x^3}} \left(-54-27 x+10 x^3+10 x^4\right)}{5 x^3} \, dx","Int[(-15*x + E^(9/(5*x^3))*(-54 - 27*x + 10*x^3 + 10*x^4))/(5*x^3),x]","e^{\frac{9}{5 x^3}} x (x+2)+\frac{3}{x}","e^{\frac{9}{5 x^3}} \left(x^2+2 x\right)+\frac{3}{x}",1,"3/x + E^(9/(5*x^3))*x*(2 + x)","A",4,3,36,0.08333,1,"{12, 14, 2288}"
2530,1,31,0,0.0190578,"\int \left(-1+e^{-6 e^3+x} (-2+x)\right) \, dx","Int[-1 + E^(-6*E^3 + x)*(-2 + x),x]","-e^{x-6 e^3} (2-x)-e^{x-6 e^3}-x","e^{x-6 e^3} (x-3)-x-1",1,"-E^(-6*E^3 + x) - E^(-6*E^3 + x)*(2 - x) - x","A",3,2,15,0.1333,1,"{2176, 2194}"
2531,0,0,0,50.5726329,"\int \frac{-8 e^{2 x}+e^{e^{e^5}+2 x} \left(10-30 x+10 x^2\right)+\left(-16 e^{2 x}+e^{e^{e^5}+2 x} \left(70-80 x+20 x^2\right)\right) \log \left(\frac{1}{5} \left(4+e^{e^{e^5}} \left(-30+25 x-5 x^2\right)\right)\right)+\left(-8 e^{2 x}+e^{e^{e^5}+2 x} \left(60-50 x+10 x^2\right)\right) \log ^2\left(\frac{1}{5} \left(4+e^{e^{e^5}} \left(-30+25 x-5 x^2\right)\right)\right)}{-4+e^{e^{e^5}} \left(30-25 x+5 x^2\right)} \, dx","Int[(-8*E^(2*x) + E^(E^E^5 + 2*x)*(10 - 30*x + 10*x^2) + (-16*E^(2*x) + E^(E^E^5 + 2*x)*(70 - 80*x + 20*x^2))*Log[(4 + E^E^E^5*(-30 + 25*x - 5*x^2))/5] + (-8*E^(2*x) + E^(E^E^5 + 2*x)*(60 - 50*x + 10*x^2))*Log[(4 + E^E^E^5*(-30 + 25*x - 5*x^2))/5]^2)/(-4 + E^E^E^5*(30 - 25*x + 5*x^2)),x]","\int \frac{-8 e^{2 x}+e^{e^{e^5}+2 x} \left(10-30 x+10 x^2\right)+\left(-16 e^{2 x}+e^{e^{e^5}+2 x} \left(70-80 x+20 x^2\right)\right) \log \left(\frac{1}{5} \left(4+e^{e^{e^5}} \left(-30+25 x-5 x^2\right)\right)\right)+\left(-8 e^{2 x}+e^{e^{e^5}+2 x} \left(60-50 x+10 x^2\right)\right) \log ^2\left(\frac{1}{5} \left(4+e^{e^{e^5}} \left(-30+25 x-5 x^2\right)\right)\right)}{-4+e^{e^{e^5}} \left(30-25 x+5 x^2\right)} \, dx","e^{2 x} \left(\log \left(e^{e^{e^5}} (2-x) (x-3)+\frac{4}{5}\right)+1\right)^2",1,"E^(2*x) + 2*E^(2*x)*Log[(2*(2 - 15*E^E^E^5))/5 + 5*E^E^E^5*x - E^E^E^5*x^2] + 2*E^(5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*ExpIntegralEi[-1/5*(25*E^E^E^5 - E^(E^E^5/2)*Sqrt[80 + 25*E^E^E^5] - 10*E^E^E^5*x)/E^E^E^5]*Log[(2*(2 - 15*E^E^E^5))/5 + 5*E^E^E^5*x - E^E^E^5*x^2] + 2*E^(5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*ExpIntegralEi[-1/5*(25*E^E^E^5 + E^(E^E^5/2)*Sqrt[80 + 25*E^E^E^5] - 10*E^E^E^5*x)/E^E^E^5]*Log[(2*(2 - 15*E^E^E^5))/5 + 5*E^E^E^5*x - E^E^E^5*x^2] - (100*E^(5 + (3*E^E^5)/2 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*Defer[Int][ExpIntegralEi[-5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] - 10*E^E^E^5*x), x])/Sqrt[(16 + 5*E^E^E^5)/5] - 20*E^(5 + E^E^5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*(1 + (5*E^(E^E^5/2))/Sqrt[16/5 + E^E^E^5])*Defer[Int][ExpIntegralEi[-5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 - E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x] - (100*E^(5 + (3*E^E^5)/2 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*Defer[Int][ExpIntegralEi[-5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x])/Sqrt[(16 + 5*E^E^E^5)/5] - 20*E^(5 + E^E^5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*(1 - (5*E^(E^E^5/2))/Sqrt[16/5 + E^E^E^5])*Defer[Int][ExpIntegralEi[-5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x] - (100*E^(5 + (3*E^E^5)/2 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*Defer[Int][ExpIntegralEi[-5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] - 10*E^E^E^5*x), x])/Sqrt[(16 + 5*E^E^E^5)/5] - 20*E^(5 + E^E^5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*(1 + (5*E^(E^E^5/2))/Sqrt[16/5 + E^E^E^5])*Defer[Int][ExpIntegralEi[-5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 - E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x] - (100*E^(5 + (3*E^E^5)/2 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*Defer[Int][ExpIntegralEi[-5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x])/Sqrt[(16 + 5*E^E^E^5)/5] - 20*E^(5 + E^E^5 - Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2))*(1 - (5*E^(E^E^5/2))/Sqrt[16/5 + E^E^E^5])*Defer[Int][ExpIntegralEi[-5 + Sqrt[16/5 + E^E^E^5]/E^(E^E^5/2) + 2*x]/(-25*E^E^E^5 + E^(E^E^5/2)*Sqrt[5*(16 + 5*E^E^E^5)] + 10*E^E^E^5*x), x] + 2*Defer[Int][E^(2*x)*Log[(2*(2 - 15*E^E^E^5))/5 + 5*E^E^E^5*x - E^E^E^5*x^2]^2, x]","F",0,0,0,0,-1,"{}"
2532,1,95,0,0.7429312,"\int \frac{e^{\frac{1}{5} \left(1+5 e^2+5 e^{2 x}+5 x+5 x^4\right)} \left(-1-x-2 e^{2 x} x-4 x^4+\left(x+2 e^{2 x} x+4 x^4\right) \log (x)\right)}{x-2 x \log (x)+x \log ^2(x)} \, dx","Int[(E^((1 + 5*E^2 + 5*E^(2*x) + 5*x + 5*x^4)/5)*(-1 - x - 2*E^(2*x)*x - 4*x^4 + (x + 2*E^(2*x)*x + 4*x^4)*Log[x]))/(x - 2*x*Log[x] + x*Log[x]^2),x]","-\frac{e^{\frac{1}{5} \left(5 x^4+5 x+5 e^{2 x}+5 e^2+1\right)} \left(4 x^4-\left(4 x^4+2 e^{2 x} x+x\right) \log (x)+2 e^{2 x} x+x\right)}{\left(4 x^3+2 e^{2 x}+1\right) \left(x+x \log ^2(x)-2 x \log (x)\right)}","\frac{e^{x^4+x+e^{2 x}+e^2+\frac{1}{5}}}{\log (x)-1}",1,"-((E^((1 + 5*E^2 + 5*E^(2*x) + 5*x + 5*x^4)/5)*(x + 2*E^(2*x)*x + 4*x^4 - (x + 2*E^(2*x)*x + 4*x^4)*Log[x]))/((1 + 2*E^(2*x) + 4*x^3)*(x - 2*x*Log[x] + x*Log[x]^2)))","B",1,1,80,0.01250,1,"{2288}"
2533,0,0,0,0.1669697,"\int \frac{64 \log ^3\left(\log \left(\frac{26 x}{25}\right)\right)+16 \log \left(\frac{26 x}{25}\right) \log ^4\left(\log \left(\frac{26 x}{25}\right)\right)}{\log \left(\frac{26 x}{25}\right)} \, dx","Int[(64*Log[Log[(26*x)/25]]^3 + 16*Log[(26*x)/25]*Log[Log[(26*x)/25]]^4)/Log[(26*x)/25],x]","\int \frac{64 \log ^3\left(\log \left(\frac{26 x}{25}\right)\right)+16 \log \left(\frac{26 x}{25}\right) \log ^4\left(\log \left(\frac{26 x}{25}\right)\right)}{\log \left(\frac{26 x}{25}\right)} \, dx","16 x \log ^4\left(\log \left(\frac{26 x}{25}\right)\right)",1,"(800*Defer[Subst][Defer[Int][Log[Log[x]]^3/Log[x], x], x, (26*x)/25])/13 + (200*Defer[Subst][Defer[Int][Log[Log[x]]^4, x], x, (26*x)/25])/13","F",0,0,0,0,-1,"{}"
2534,0,0,0,2.1588701,"\int \frac{-4+7 x+x^2+x^3+\left(4-8 x+4 x^2\right) \log (x)+\left(-4-x^2\right) \log \left(\frac{x^2}{3}\right)}{x^4+\left(2 x^3-2 x^4\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)+\left(-2 x^3+\left(-2 x^2+2 x^3\right) \log (x)\right) \log \left(\frac{x^2}{3}\right)+x^2 \log ^2\left(\frac{x^2}{3}\right)} \, dx","Int[(-4 + 7*x + x^2 + x^3 + (4 - 8*x + 4*x^2)*Log[x] + (-4 - x^2)*Log[x^2/3])/(x^4 + (2*x^3 - 2*x^4)*Log[x] + (x^2 - 2*x^3 + x^4)*Log[x]^2 + (-2*x^3 + (-2*x^2 + 2*x^3)*Log[x])*Log[x^2/3] + x^2*Log[x^2/3]^2),x]","\int \frac{-4+7 x+x^2+x^3+\left(4-8 x+4 x^2\right) \log (x)+\left(-4-x^2\right) \log \left(\frac{x^2}{3}\right)}{x^4+\left(2 x^3-2 x^4\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)+\left(-2 x^3+\left(-2 x^2+2 x^3\right) \log (x)\right) \log \left(\frac{x^2}{3}\right)+x^2 \log ^2\left(\frac{x^2}{3}\right)} \, dx","-\frac{x+4}{x \left(\frac{\log \left(\frac{x^2}{3}\right)-x}{x-1}+\log (x)\right)}",1,"Defer[Int][(-x - Log[x] + x*Log[x] + Log[x^2/3])^(-2), x] + Log[3]*Defer[Int][(-x - Log[x] + x*Log[x] + Log[x^2/3])^(-2), x] - (4 - Log[81])*Defer[Int][1/(x^2*(-x - Log[x] + x*Log[x] + Log[x^2/3])^2), x] + 7*Defer[Int][1/(x*(-x - Log[x] + x*Log[x] + Log[x^2/3])^2), x] + Defer[Int][x/(-x - Log[x] + x*Log[x] + Log[x^2/3])^2, x] + 4*Defer[Int][Log[x]/(-x - Log[x] + x*Log[x] + Log[x^2/3])^2, x] + 4*Defer[Int][Log[x]/(x^2*(-x - Log[x] + x*Log[x] + Log[x^2/3])^2), x] - 8*Defer[Int][Log[x]/(x*(-x - Log[x] + x*Log[x] + Log[x^2/3])^2), x] - Defer[Int][Log[x^2]/(-x - Log[x] + x*Log[x] + Log[x^2/3])^2, x] - 4*Defer[Int][Log[x^2]/(x^2*(-x - Log[x] + x*Log[x] + Log[x^2/3])^2), x]","F",0,0,0,0,-1,"{}"
2535,1,21,0,0.1791786,"\int \frac{2-e^x+e^{\frac{x^2}{2}} \left(-3-3 x^2\right)}{e^{2 x}-4 e^x x+4 x^2+9 e^{x^2} x^2+e^{\frac{x^2}{2}} \left(6 e^x x-12 x^2\right)} \, dx","Int[(2 - E^x + E^(x^2/2)*(-3 - 3*x^2))/(E^(2*x) - 4*E^x*x + 4*x^2 + 9*E^x^2*x^2 + E^(x^2/2)*(6*E^x*x - 12*x^2)),x]","\frac{1}{3 e^{\frac{x^2}{2}} x-2 x+e^x}","\frac{x}{x^2+\left(3 \left(e^{\frac{x^2}{2}}-1\right) x+e^x\right) x}",1,"(E^x - 2*x + 3*E^(x^2/2)*x)^(-1)","A",2,2,76,0.02632,1,"{6688, 6686}"
2536,0,0,0,6.7921251,"\int \frac{-2 x \log (x)+\left(3 x+x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(6+2 \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)+\left(\left(-3 x-x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(-15+3 \log (5)+3 \log \left(\frac{3}{4 x^2}\right)+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)\right) \log \left(\frac{-x+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log \left(3+\log ^2(x)\right)}{\log \left(3+\log ^2(x)\right)}\right)}{\left(\left(-3 x-x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(-15+3 \log (5)+3 \log \left(\frac{3}{4 x^2}\right)+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)\right) \log ^2\left(\frac{-x+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log \left(3+\log ^2(x)\right)}{\log \left(3+\log ^2(x)\right)}\right)} \, dx","Int[(-2*x*Log[x] + (3*x + x*Log[x]^2)*Log[3 + Log[x]^2] + (6 + 2*Log[x]^2)*Log[3 + Log[x]^2]^2 + ((-3*x - x*Log[x]^2)*Log[3 + Log[x]^2] + (-15 + 3*Log[5] + 3*Log[3/(4*x^2)] + (-5 + Log[5] + Log[3/(4*x^2)])*Log[x]^2)*Log[3 + Log[x]^2]^2)*Log[(-x + (-5 + Log[5] + Log[3/(4*x^2)])*Log[3 + Log[x]^2])/Log[3 + Log[x]^2]])/(((-3*x - x*Log[x]^2)*Log[3 + Log[x]^2] + (-15 + 3*Log[5] + 3*Log[3/(4*x^2)] + (-5 + Log[5] + Log[3/(4*x^2)])*Log[x]^2)*Log[3 + Log[x]^2]^2)*Log[(-x + (-5 + Log[5] + Log[3/(4*x^2)])*Log[3 + Log[x]^2])/Log[3 + Log[x]^2]]^2),x]","\int \frac{-2 x \log (x)+\left(3 x+x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(6+2 \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)+\left(\left(-3 x-x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(-15+3 \log (5)+3 \log \left(\frac{3}{4 x^2}\right)+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)\right) \log \left(\frac{-x+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log \left(3+\log ^2(x)\right)}{\log \left(3+\log ^2(x)\right)}\right)}{\left(\left(-3 x-x \log ^2(x)\right) \log \left(3+\log ^2(x)\right)+\left(-15+3 \log (5)+3 \log \left(\frac{3}{4 x^2}\right)+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log ^2(x)\right) \log ^2\left(3+\log ^2(x)\right)\right) \log ^2\left(\frac{-x+\left(-5+\log (5)+\log \left(\frac{3}{4 x^2}\right)\right) \log \left(3+\log ^2(x)\right)}{\log \left(3+\log ^2(x)\right)}\right)} \, dx","\frac{x}{\log \left(\log \left(\frac{3}{4 x^2}\right)-\frac{x}{\log \left(\log ^2(x)+3\right)}-5+\log (5)\right)}",1,"-3*Defer[Int][x/((3 + Log[x]^2)*(x + 5*Log[3 + Log[x]^2] - Log[15/(4*x^2)]*Log[3 + Log[x]^2])*Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^2), x] - Defer[Int][(x*Log[x]^2)/((3 + Log[x]^2)*(x + 5*Log[3 + Log[x]^2] - Log[15/(4*x^2)]*Log[3 + Log[x]^2])*Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^2), x] - 2*Defer[Int][(x*Log[x])/((3 + Log[x]^2)*Log[3 + Log[x]^2]*(-x - 5*Log[3 + Log[x]^2] + Log[15/(4*x^2)]*Log[3 + Log[x]^2])*Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^2), x] + 6*Defer[Int][Log[3 + Log[x]^2]/((3 + Log[x]^2)*(-x - 5*Log[3 + Log[x]^2] + Log[15/(4*x^2)]*Log[3 + Log[x]^2])*Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^2), x] + 2*Defer[Int][(Log[x]^2*Log[3 + Log[x]^2])/((3 + Log[x]^2)*(-x - 5*Log[3 + Log[x]^2] + Log[15/(4*x^2)]*Log[3 + Log[x]^2])*Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^2), x] + Defer[Int][Log[-5 + Log[15/(4*x^2)] - x/Log[3 + Log[x]^2]]^(-1), x]","F",0,0,0,0,-1,"{}"
2537,0,0,0,0.3346628,"\int \frac{-7+(28+60 x) \log \left(x^2\right) \log \left(\frac{7+15 x}{15 x}\right)}{\left(7 x+15 x^2\right) \log \left(\frac{7+15 x}{15 x}\right)} \, dx","Int[(-7 + (28 + 60*x)*Log[x^2]*Log[(7 + 15*x)/(15*x)])/((7*x + 15*x^2)*Log[(7 + 15*x)/(15*x)]),x]","\int \frac{-7+(28+60 x) \log \left(x^2\right) \log \left(\frac{7+15 x}{15 x}\right)}{\left(7 x+15 x^2\right) \log \left(\frac{7+15 x}{15 x}\right)} \, dx","\log ^2\left(x^2\right)-\log \left(\frac{3}{\log \left(\frac{7}{15 x}+1\right)}\right)+2",1,"Log[x^2]^2 - Defer[Int][1/(x*Log[1 + 7/(15*x)]), x] + 15*Defer[Int][1/((7 + 15*x)*Log[1 + 7/(15*x)]), x]","F",0,0,0,0,-1,"{}"
2538,1,18,0,0.0211123,"\int \left(e^2+e^{e^{2 x}} \left(-e^2-2 e^{2+2 x} x\right)\right) \, dx","Int[E^2 + E^E^(2*x)*(-E^2 - 2*E^(2 + 2*x)*x),x]","e^2 x-e^{e^{2 x}+2} x","e^2 \left(x-\left(e^{e^{2 x}}+\frac{15}{x}\right) x\right)",1,"E^2*x - E^(2 + E^(2*x))*x","A",2,1,28,0.03571,1,"{2288}"
2539,0,0,0,1.2107642,"\int \frac{\left(12 x^2+2 x^3\right) \log ^2\left(4 e^x\right)+\left(-15 x-3 x^2\right) \log (x)+(-18-3 x) \log (6+x)+\left(12 x^2+2 x^3\right) \log ^2(6+x)+\log \left(4 e^x\right) \left(18+3 x+\left(-24 x^2-4 x^3\right) \log (6+x)\right)}{\left(18 x+3 x^2\right) \log ^2\left(4 e^x\right)+\left(-36 x-6 x^2\right) \log \left(4 e^x\right) \log (6+x)+\left(18 x+3 x^2\right) \log ^2(6+x)} \, dx","Int[((12*x^2 + 2*x^3)*Log[4*E^x]^2 + (-15*x - 3*x^2)*Log[x] + (-18 - 3*x)*Log[6 + x] + (12*x^2 + 2*x^3)*Log[6 + x]^2 + Log[4*E^x]*(18 + 3*x + (-24*x^2 - 4*x^3)*Log[6 + x]))/((18*x + 3*x^2)*Log[4*E^x]^2 + (-36*x - 6*x^2)*Log[4*E^x]*Log[6 + x] + (18*x + 3*x^2)*Log[6 + x]^2),x]","\int \frac{\left(12 x^2+2 x^3\right) \log ^2\left(4 e^x\right)+\left(-15 x-3 x^2\right) \log (x)+(-18-3 x) \log (6+x)+\left(12 x^2+2 x^3\right) \log ^2(6+x)+\log \left(4 e^x\right) \left(18+3 x+\left(-24 x^2-4 x^3\right) \log (6+x)\right)}{\left(18 x+3 x^2\right) \log ^2\left(4 e^x\right)+\left(-36 x-6 x^2\right) \log \left(4 e^x\right) \log (6+x)+\left(18 x+3 x^2\right) \log ^2(6+x)} \, dx","\frac{x^2}{3}+\frac{\log (x)}{\log \left(4 e^x\right)-\log (x+6)}-e^6",1,"x^2/3 - Defer[Int][Log[x]/(Log[4*E^x] - Log[6 + x])^2, x] + Defer[Int][Log[x]/((6 + x)*(Log[4*E^x] - Log[6 + x])^2), x] + Defer[Int][1/(x*(Log[4*E^x] - Log[6 + x])), x]","F",0,0,0,0,-1,"{}"
2540,1,8,0,0.0011105,"\int -\frac{19 e^{16}}{25} \, dx","Int[(-19*E^16)/25,x]","-\frac{19 e^{16} x}{25}","-\frac{19}{25} \left(e^{16} (x+1)-7\right)",1,"(-19*E^16*x)/25","A",1,1,7,0.1429,1,"{8}"
2541,0,0,0,1.9349514,"\int e^{-e^{450 x^5-225 x^6}-x^2} \left(e^{e^{450 x^5-225 x^6}+x^2}-2 x+e^{450 x^5-225 x^6} \left(-2250 x^4+1350 x^5\right)\right) \, dx","Int[E^(-E^(450*x^5 - 225*x^6) - x^2)*(E^(E^(450*x^5 - 225*x^6) + x^2) - 2*x + E^(450*x^5 - 225*x^6)*(-2250*x^4 + 1350*x^5)),x]","\int e^{-e^{450 x^5-225 x^6}-x^2} \left(e^{e^{450 x^5-225 x^6}+x^2}-2 x+e^{450 x^5-225 x^6} \left(-2250 x^4+1350 x^5\right)\right) \, dx","e^{-e^{225 (2-x) x^5}-x^2}+x",1,"x - 2*Defer[Int][E^(-E^(450*x^5 - 225*x^6) - x^2)*x, x] - 2250*Defer[Int][E^(-E^(450*x^5 - 225*x^6) - x^2 - 225*(-2 + x)*x^5)*x^4, x] + 1350*Defer[Int][E^(-E^(450*x^5 - 225*x^6) - x^2 - 225*(-2 + x)*x^5)*x^5, x]","F",0,0,0,0,-1,"{}"
2542,0,0,0,2.8781774,"\int \frac{-10+e^{4+4 x} (2+8 x)-2 \log (3)+\left(5-e^{4+4 x}+\log (3)\right) \log \left(-\frac{9}{-5+e^{4+4 x}-\log (3)}\right)}{10 x-2 e^{4+4 x} x+2 x \log (3)+\left(-5 x+e^{4+4 x} x-x \log (3)\right) \log \left(-\frac{9}{-5+e^{4+4 x}-\log (3)}\right)} \, dx","Int[(-10 + E^(4 + 4*x)*(2 + 8*x) - 2*Log[3] + (5 - E^(4 + 4*x) + Log[3])*Log[-9/(-5 + E^(4 + 4*x) - Log[3])])/(10*x - 2*E^(4 + 4*x)*x + 2*x*Log[3] + (-5*x + E^(4 + 4*x)*x - x*Log[3])*Log[-9/(-5 + E^(4 + 4*x) - Log[3])]),x]","\int \frac{-10+e^{4+4 x} (2+8 x)-2 \log (3)+\left(5-e^{4+4 x}+\log (3)\right) \log \left(-\frac{9}{-5+e^{4+4 x}-\log (3)}\right)}{10 x-2 e^{4+4 x} x+2 x \log (3)+\left(-5 x+e^{4+4 x} x-x \log (3)\right) \log \left(-\frac{9}{-5+e^{4+4 x}-\log (3)}\right)} \, dx","\log \left(\frac{4}{x \left(2-\log \left(\frac{9}{-e^{2 (2 x+2)}+5+\log (3)}\right)\right)^2}\right)",1,"-Log[x] - 2*Log[2 - Log[9/(5 - E^(4 + 4*x) + Log[3])]] + 2*Defer[Subst][Defer[Int][1/(x*(2 - Log[9/(5 - x + Log[3])])), x], x, E^(4 + 4*x)] + 2*Defer[Subst][Defer[Int][1/(x*(-2 + Log[9/(5 - x + Log[3])])), x], x, E^(4 + 4*x)]","F",0,0,0,0,-1,"{}"
2543,-1,0,0,180.0007624,"\int \frac{\exp \left(50 x-20 x^2+2 x^3+2 \left(10 x-2 x^2\right) \log (5)+2 x \log ^2(5)\right) \left(-3+e^x-3 x\right)-6 x^2+e^x x^2-3 x^3+\exp \left(25 x-10 x^2+x^3+\left(10 x-2 x^2\right) \log (5)+x \log ^2(5)\right) \left(-3+66 x-66 x^2+9 x^3+\left(30 x-12 x^2\right) \log (5)+3 x \log ^2(5)+e^x \left(1-23 x+20 x^2-3 x^3+\left(-10 x+4 x^2\right) \log (5)-x \log ^2(5)\right)\right)}{\exp \left(51 x-20 x^2+2 x^3+2 \left(10 x-2 x^2\right) \log (5)+2 x \log ^2(5)\right) x^2+\exp \left(26 x-10 x^2+x^3+\left(10 x-2 x^2\right) \log (5)+x \log ^2(5)\right) \left(2 x^2+2 x^3\right)+e^x \left(x^2+2 x^3+x^4\right)} \, dx","Int[(E^(50*x - 20*x^2 + 2*x^3 + 2*(10*x - 2*x^2)*Log[5] + 2*x*Log[5]^2)*(-3 + E^x - 3*x) - 6*x^2 + E^x*x^2 - 3*x^3 + E^(25*x - 10*x^2 + x^3 + (10*x - 2*x^2)*Log[5] + x*Log[5]^2)*(-3 + 66*x - 66*x^2 + 9*x^3 + (30*x - 12*x^2)*Log[5] + 3*x*Log[5]^2 + E^x*(1 - 23*x + 20*x^2 - 3*x^3 + (-10*x + 4*x^2)*Log[5] - x*Log[5]^2)))/(E^(51*x - 20*x^2 + 2*x^3 + 2*(10*x - 2*x^2)*Log[5] + 2*x*Log[5]^2)*x^2 + E^(26*x - 10*x^2 + x^3 + (10*x - 2*x^2)*Log[5] + x*Log[5]^2)*(2*x^2 + 2*x^3) + E^x*(x^2 + 2*x^3 + x^4)),x]","\text{\$Aborted}","\frac{3 e^{-x}-1}{x+\frac{x}{x+e^{x (x-5-\log (5))^2}}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
2544,1,43,0,0.0493662,"\int \left(101-2 x+e^{1+e^x (5+x)} \left(25+e^x \left(150 x+25 x^2\right)\right)\right) \, dx","Int[101 - 2*x + E^(1 + E^x*(5 + x))*(25 + E^x*(150*x + 25*x^2)),x]","-x^2+\frac{25 e^{x+e^x (x+5)+1} \left(x^2+6 x\right)}{e^x (x+5)+e^x}+101 x","x-x \left(x-25 \left(e^{e^x (x+5)+1}+\frac{1}{x}+4\right)\right)",1,"101*x - x^2 + (25*E^(1 + x + E^x*(5 + x))*(6*x + x^2))/(E^x + E^x*(5 + x))","A",2,1,32,0.03125,1,"{2288}"
2545,0,0,0,14.540199,"\int \frac{e^{-2+3 e^x} \left(-2-6 e^x x\right)+e^{2 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}} \left(-2+e^{4+x+x^2+2 x \log (x)+\log ^2(x)} \left(-12 x-8 x^2+(-8-8 x) \log (x)\right)\right)}{e^{4 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}} x^2+e^{-4+6 e^x} x^2+2 \exp \left(-2+3 e^x+2 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}\right) x^2} \, dx","Int[(E^(-2 + 3*E^x)*(-2 - 6*E^x*x) + E^(2*E^(4 + x + x^2 + 2*x*Log[x] + Log[x]^2))*(-2 + E^(4 + x + x^2 + 2*x*Log[x] + Log[x]^2)*(-12*x - 8*x^2 + (-8 - 8*x)*Log[x])))/(E^(4*E^(4 + x + x^2 + 2*x*Log[x] + Log[x]^2))*x^2 + E^(-4 + 6*E^x)*x^2 + 2*E^(-2 + 3*E^x + 2*E^(4 + x + x^2 + 2*x*Log[x] + Log[x]^2))*x^2),x]","\int \frac{e^{-2+3 e^x} \left(-2-6 e^x x\right)+e^{2 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}} \left(-2+e^{4+x+x^2+2 x \log (x)+\log ^2(x)} \left(-12 x-8 x^2+(-8-8 x) \log (x)\right)\right)}{e^{4 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}} x^2+e^{-4+6 e^x} x^2+2 \exp \left(-2+3 e^x+2 e^{4+x+x^2+2 x \log (x)+\log ^2(x)}\right) x^2} \, dx","\frac{2}{x \left(e^{3 e^x-2}+e^{2 e^{x+(x+\log (x))^2+4}}\right)}",1,"-2*E^2*Defer[Int][1/((E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))*x^2), x] - 6*E^2*Defer[Int][E^(3*E^x + x)/((E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))^2*x), x] - 8*E^4*Defer[Int][(E^(4 + x + x^2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x) + Log[x]^2)*x^(2*x))/(E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))^2, x] - 12*E^4*Defer[Int][(E^(4 + x + x^2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x) + Log[x]^2)*x^(-1 + 2*x))/(E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))^2, x] - 8*E^4*Defer[Int][(E^(4 + x + x^2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x) + Log[x]^2)*x^(-2 + 2*x)*Log[x])/(E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))^2, x] - 8*E^4*Defer[Int][(E^(4 + x + x^2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x) + Log[x]^2)*x^(-1 + 2*x)*Log[x])/(E^(3*E^x) + E^(2 + 2*E^(4 + x + x^2 + Log[x]^2)*x^(2*x)))^2, x]","F",0,0,0,0,-1,"{}"
2546,0,0,0,0.6554294,"\int \frac{e^{2 x/3} \left(20+256 x-52 x^2\right)+e^{2 x/3} \left(540 x+18 x^2+450 x^3\right) \log (x)+e^{2 x/3} \left(972 x^3+162 x^4\right) \log ^2(x)}{-81+27 \log (4)} \, dx","Int[(E^((2*x)/3)*(20 + 256*x - 52*x^2) + E^((2*x)/3)*(540*x + 18*x^2 + 450*x^3)*Log[x] + E^((2*x)/3)*(972*x^3 + 162*x^4)*Log[x]^2)/(-81 + 27*Log[4]),x]","\int \frac{e^{2 x/3} \left(20+256 x-52 x^2\right)+e^{2 x/3} \left(540 x+18 x^2+450 x^3\right) \log (x)+e^{2 x/3} \left(972 x^3+162 x^4\right) \log ^2(x)}{-81+27 \log (4)} \, dx","2-\frac{e^{2 x/3} \left(9 x^2 \log (x)-x+5\right)^2}{9 (3-\log (4))}",1,"(71971*E^((2*x)/3))/(72*(3 - Log[4])) - (10895*E^((2*x)/3)*x)/(36*(3 - Log[4])) + (727*E^((2*x)/3)*x^2)/(18*(3 - Log[4])) - (2187*ExpIntegralEi[(2*x)/3])/(4*(3 - Log[4])) + (2187*E^((2*x)/3)*Log[x])/(4*(3 - Log[4])) - (729*E^((2*x)/3)*x*Log[x])/(2*(3 - Log[4])) + (223*E^((2*x)/3)*x^2*Log[x])/(2*(3 - Log[4])) - (25*E^((2*x)/3)*x^3*Log[x])/(3 - Log[4]) - (36*Defer[Int][E^((2*x)/3)*x^3*Log[x]^2, x])/(3 - Log[4]) - (6*Defer[Int][E^((2*x)/3)*x^4*Log[x]^2, x])/(3 - Log[4])","F",0,0,0,0,-1,"{}"
2547,0,0,0,91.7514992,"\int \frac{\left(2508+4 x^2+32 x^3\right) \log ^3\left(\frac{-627+x^2+4 x^3}{x}\right)}{e^{12} \left(-50787 x+81 x^3+324 x^4\right)} \, dx","Int[((2508 + 4*x^2 + 32*x^3)*Log[(-627 + x^2 + 4*x^3)/x]^3)/(E^12*(-50787*x + 81*x^3 + 324*x^4)),x]","\int \frac{\left(2508+4 x^2+32 x^3\right) \log ^3\left(\frac{-627+x^2+4 x^3}{x}\right)}{e^{12} \left(-50787 x+81 x^3+324 x^4\right)} \, dx","\frac{\log ^4\left(4 x^2+x-\frac{627}{x}\right)}{81 e^{12}}",1,"(-4*Log[x]*Log[-((627 - x^2 - 4*x^3)/x)]^3)/(81*E^12) - (4*Defer[Int][(Log[x]*Log[(-627 + x^2 + 4*x^3)/x]^2)/x, x])/(27*E^12) + (8*Defer[Int][(x*Log[x]*Log[(-627 + x^2 + 4*x^3)/x]^2)/(-627 + x^2 + 4*x^3), x])/(27*E^12) + (16*Defer[Int][(x^2*Log[x]*Log[(-627 + x^2 + 4*x^3)/x]^2)/(-627 + x^2 + 4*x^3), x])/(9*E^12) + (8*Defer[Int][(x*Log[(-627 + x^2 + 4*x^3)/x]^3)/(-627 + x^2 + 4*x^3), x])/(81*E^12) + (16*Defer[Int][(x^2*Log[(-627 + x^2 + 4*x^3)/x]^3)/(-627 + x^2 + 4*x^3), x])/(27*E^12)","F",0,0,0,0,-1,"{}"
2548,0,0,0,3.6468317,"\int \frac{12 \log \left(\frac{\log (2)}{3}\right)+e^x x \log (x) \log ^2(\log (x))}{-12 x \log (x) \log \left(\frac{\log (2)}{3}\right) \log (\log (x))+e^x x \log (x) \log ^2(\log (x))} \, dx","Int[(12*Log[Log[2]/3] + E^x*x*Log[x]*Log[Log[x]]^2)/(-12*x*Log[x]*Log[Log[2]/3]*Log[Log[x]] + E^x*x*Log[x]*Log[Log[x]]^2),x]","\int \frac{12 \log \left(\frac{\log (2)}{3}\right)+e^x x \log (x) \log ^2(\log (x))}{-12 x \log (x) \log \left(\frac{\log (2)}{3}\right) \log (\log (x))+e^x x \log (x) \log ^2(\log (x))} \, dx","\log \left(e^x-\frac{12 \log \left(\frac{\log (2)}{3}\right)}{\log (\log (x))}\right)",1,"x - 12*Log[Log[2]/3]*Defer[Int][(12*Log[Log[2]/3] - E^x*Log[Log[x]])^(-1), x] + 12*Log[Log[2]/3]*Defer[Int][1/(x*Log[x]*Log[Log[x]]*(-12*Log[Log[2]/3] + E^x*Log[Log[x]])), x]","F",0,0,0,0,-1,"{}"
2549,1,30,0,0.0092452,"\int \frac{-9+x^2}{x^2 \log \left(4-\log \left(\frac{5}{3}\right)\right)} \, dx","Int[(-9 + x^2)/(x^2*Log[4 - Log[5/3]]),x]","\frac{x}{\log \left(4-\log \left(\frac{5}{3}\right)\right)}+\frac{9}{x \log \left(4-\log \left(\frac{5}{3}\right)\right)}","\frac{\frac{9-\frac{11 x}{12}}{x}+x+1}{\log \left(4-\log \left(\frac{5}{3}\right)\right)}",1,"9/(x*Log[4 - Log[5/3]]) + x/Log[4 - Log[5/3]]","A",3,2,20,0.1000,1,"{12, 14}"
2550,1,124,0,0.2559857,"\int \frac{-15 x^2+96 x^3+50 x^4+6 x^5+e^{-5+x} \left(10 x-67 x^2-64 x^3-15 x^4-x^5\right)}{-6+\log (4)} \, dx","Int[(-15*x^2 + 96*x^3 + 50*x^4 + 6*x^5 + E^(-5 + x)*(10*x - 67*x^2 - 64*x^3 - 15*x^4 - x^5))/(-6 + Log[4]),x]","-\frac{x^6}{6-\log (4)}+\frac{e^{x-5} x^5}{6-\log (4)}-\frac{10 x^5}{6-\log (4)}+\frac{10 e^{x-5} x^4}{6-\log (4)}-\frac{24 x^4}{6-\log (4)}+\frac{24 e^{x-5} x^3}{6-\log (4)}+\frac{5 x^3}{6-\log (4)}-\frac{5 e^{x-5} x^2}{6-\log (4)}","\frac{x (x+5) \left(x-e^{x-5}\right) \left(x-x^2 (x+5)\right)}{6-\log (4)}",1,"(-5*E^(-5 + x)*x^2)/(6 - Log[4]) + (5*x^3)/(6 - Log[4]) + (24*E^(-5 + x)*x^3)/(6 - Log[4]) - (24*x^4)/(6 - Log[4]) + (10*E^(-5 + x)*x^4)/(6 - Log[4]) - (10*x^5)/(6 - Log[4]) + (E^(-5 + x)*x^5)/(6 - Log[4]) - x^6/(6 - Log[4])","B",24,4,58,0.06897,1,"{12, 2196, 2176, 2194}"
2551,1,26,0,0.0039247,"\int \frac{2 x \log (4)-25 (i \pi +\log (4))}{5 \log (4)} \, dx","Int[(2*x*Log[4] - 25*(I*Pi + Log[4]))/(5*Log[4]),x]","\frac{(2 x \log (4)-25 (\log (4)+i \pi ))^2}{20 \log ^2(4)}","\frac{x^2}{5}-\frac{5 (x-3) (\log (4)+i \pi )}{\log (4)}",1,"(2*x*Log[4] - 25*(I*Pi + Log[4]))^2/(20*Log[4]^2)","A",1,1,24,0.04167,1,"{9}"
2552,1,25,0,0.0093947,"\int \frac{1}{5} \left(-5-20 e^{4 x}+e^3 (-6+2 x)\right) \, dx","Int[(-5 - 20*E^(4*x) + E^3*(-6 + 2*x))/5,x]","\frac{1}{5} e^3 (3-x)^2-e^{4 x}-x","-x-e^{4 (x+1)-4}+e^3 \left(\frac{1}{5} (x-1) x-x\right)-1",1,"-E^(4*x) + (E^3*(3 - x)^2)/5 - x","A",3,2,22,0.09091,1,"{12, 2194}"
2553,0,0,0,11.0909383,"\int \frac{-560+280 x-35 x^2+\exp \left(\frac{-35-4 x+x^2+(-28+7 x) \log (x)}{-140+35 x}\right) \left(112-5 x-x^2+x^3\right)}{560 x-280 x^2+35 x^3} \, dx","Int[(-560 + 280*x - 35*x^2 + E^((-35 - 4*x + x^2 + (-28 + 7*x)*Log[x])/(-140 + 35*x))*(112 - 5*x - x^2 + x^3))/(560*x - 280*x^2 + 35*x^3),x]","\int \frac{-560+280 x-35 x^2+\exp \left(\frac{-35-4 x+x^2+(-28+7 x) \log (x)}{-140+35 x}\right) \left(112-5 x-x^2+x^3\right)}{560 x-280 x^2+35 x^3} \, dx","e^{\frac{1}{4-x}+\frac{1}{5} \left(\frac{x}{7}+\log (x)\right)}-\log (x)",1,"-Log[x] + Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5))), x], x, x^(1/5)] + Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) - x)^2, x], x, x^(1/5)]/(2*2^(1/5)*(4 + (-1)^(1/5) - (-1)^(2/5) + (-1)^(3/5) - (-1)^(4/5))) - Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) - x), x], x, x^(1/5)]/(2*2^(3/5)) + (2^(2/5)*(4 - 3*(-1)^(1/5) + 2*(-1)^(2/5) - (-1)^(3/5))*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) - x), x], x, x^(1/5)])/(5*(2 - (-1)^(1/5) + (-1)^(3/5) - 2*(-1)^(4/5))) + Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))*x^5, x], x, x^(1/5)]/7 - ((-1)^(2/5)*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) + (-1)^(1/5)*x)^2, x], x, x^(1/5)])/(2*2^(1/5)*(1 + (-1)^(1/5))^2*(1 - 3*(-1)^(1/5) + (-1)^(2/5))) - Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) + (-1)^(1/5)*x), x], x, x^(1/5)]/(2*2^(3/5)) + ((-1)^(1/5)*2^(2/5)*(1 - 3*(-1)^(1/5) + (-1)^(2/5))*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) + (-1)^(1/5)*x), x], x, x^(1/5)])/(5*(1 - (-1)^(2/5))^2) - Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) - (-1)^(2/5)*x), x], x, x^(1/5)]/(2*2^(3/5)) - (5*(-1/2)^(1/5)*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(-2^(2/5) + (-1)^(2/5)*x)^2, x], x, x^(1/5)])/(2*(1 - (-1)^(1/5))^4*(1 + (-1)^(1/5))^8) - (5*(-1)^(1/5)*2^(2/5)*(1 - 2*(-1)^(1/5) + 3*(-1)^(2/5) + (-1)^(3/5))*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(-2^(2/5) + (-1)^(2/5)*x), x], x, x^(1/5)])/((1 - (-1)^(1/5))^6*(1 + (-1)^(1/5))^11) - ((-1)^(2/5)*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) + (-1)^(3/5)*x)^2, x], x, x^(1/5)])/(2*2^(1/5)*(1 + (-1)^(1/5))^2*(1 - 3*(-1)^(1/5) + (-1)^(2/5))) - Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) + (-1)^(3/5)*x), x], x, x^(1/5)]/(2*2^(3/5)) - Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2^(2/5) - (-1)^(4/5)*x), x], x, x^(1/5)]/(2*2^(3/5)) + Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(-2^(2/5) + (-1)^(4/5)*x)^2, x], x, x^(1/5)]/(2*2^(1/5)*(4 + (-1)^(1/5) - (-1)^(2/5) + (-1)^(3/5) - (-1)^(4/5))) - (2^(2/5)*(3 - 2*(-1)^(1/5) + (-1)^(2/5) - (-1)^(4/5))*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(-2^(2/5) + (-1)^(4/5)*x), x], x, x^(1/5)])/(5*(2 - (-1)^(1/5) + (-1)^(3/5) - 2*(-1)^(4/5))) + (2*(-1)^(1/5)*(1 - 3*(-1)^(1/5) + (-1)^(2/5))*Defer[Subst][Defer[Int][E^((-35 - 4*x^5 + x^10)/(35*(-4 + x^5)))/(2*(1 - (-1)^(1/5))^2*(1 + (-1)^(1/5)) + 2^(3/5)*(2 - 2*(-1)^(1/5) + (-1)^(2/5))*x), x], x, x^(1/5)])/(5*(1 + (-1)^(1/5)))","F",0,0,0,0,-1,"{}"
2554,1,17,0,0.0823361,"\int \frac{4+\left(8 x+x^2\right) \log ^2(x)}{4 x \log ^2(x)} \, dx","Int[(4 + (8*x + x^2)*Log[x]^2)/(4*x*Log[x]^2),x]","\frac{x^2}{8}+2 x-\frac{1}{\log (x)}","\frac{x^2}{8}+2 x-\frac{x+\frac{x}{\log (x)}}{x}+7",1,"2*x + x^2/8 - Log[x]^(-1)","A",5,4,25,0.1600,1,"{12, 6688, 2302, 30}"
2555,1,47,0,0.446568,"\int \frac{e^{\frac{4 e^{e^2}}{\log \left(\frac{27+12 x}{x}\right)}} \left(36 e^{e^2} \log (x)+(9+4 x) \log ^2\left(\frac{27+12 x}{x}\right)\right)}{\left(9 x+4 x^2\right) \log ^2\left(\frac{27+12 x}{x}\right)} \, dx","Int[(E^((4*E^E^2)/Log[(27 + 12*x)/x])*(36*E^E^2*Log[x] + (9 + 4*x)*Log[(27 + 12*x)/x]^2))/((9*x + 4*x^2)*Log[(27 + 12*x)/x]^2),x]","-\frac{9 e^{\frac{4 e^{e^2}}{\log \left(\frac{3 (4 x+9)}{x}\right)}} \log (x)}{x^2 \left(\frac{4}{x}-\frac{4 x+9}{x^2}\right)}","e^{\frac{4 e^{e^2}}{\log \left(\frac{9 \left(\frac{4 x}{3}+3\right)}{x}\right)}} \log (x)",1,"(-9*E^((4*E^E^2)/Log[(3*(9 + 4*x))/x])*Log[x])/(x^2*(4/x - (9 + 4*x)/x^2))","A",2,2,73,0.02740,1,"{1593, 2288}"
2556,1,9,0,0.0016996,"\int \frac{1}{7+e^{e^4}+x} \, dx","Int[(7 + E^E^4 + x)^(-1),x]","\log \left(x+e^{e^4}+7\right)","\log \left(\frac{1}{4} \left(x+e^{e^4}+7\right)\right)",1,"Log[7 + E^E^4 + x]","A",1,1,10,0.1000,1,"{31}"
2557,1,48,0,0.5390215,"\int \frac{1-3 x+x \log ^2(3)+e^x \left(25-50 x+25 x \log ^2(3)\right)+\left(-2-50 e^x\right) \log \left(x+25 e^x x\right)}{x^3+25 e^x x^3} \, dx","Int[(1 - 3*x + x*Log[3]^2 + E^x*(25 - 50*x + 25*x*Log[3]^2) + (-2 - 50*E^x)*Log[x + 25*E^x*x])/(x^3 + 25*E^x*x^3),x]","\frac{(x+1)^2}{2 x^2}-\frac{\left(1-x \left(2-\log ^2(3)\right)\right)^2}{2 x^2}+\frac{\log \left(25 e^x x+x\right)}{x^2}","\frac{3 x+\log \left(25 e^x x+x\right)}{x^2}-\frac{\log ^2(3)}{x}",1,"(1 + x)^2/(2*x^2) - (1 - x*(2 - Log[3]^2))^2/(2*x^2) + Log[x + 25*E^x*x]/x^2","A",10,5,59,0.08475,1,"{6, 6742, 14, 37, 2551}"
2558,1,22,0,0.0383937,"\int \frac{e^2 (-2+2 x)-4 e^2 \log (64)+\left(2 e^2+4 e^2 \log (64)\right) \log (x)}{x^2} \, dx","Int[(E^2*(-2 + 2*x) - 4*E^2*Log[64] + (2*E^2 + 4*E^2*Log[64])*Log[x])/x^2,x]","2 e^2 \log (x)-\frac{2 e^2 (1+\log (4096)) \log (x)}{x}","\frac{x-2 e^2 (-x+1+2 \log (64)) \log (x)}{x}",1,"2*E^2*Log[x] - (2*E^2*(1 + Log[4096])*Log[x])/x","A",5,3,37,0.08108,1,"{14, 43, 2304}"
2559,1,28,0,0.0872447,"\int \left(1+e^{\frac{1}{4} \left(-4+e^6+12 x-4 e^3 x+4 x^2\right)} \left(-3+e^3-2 x\right)\right) \, dx","Int[1 + E^((-4 + E^6 + 12*x - 4*E^3*x + 4*x^2)/4)*(-3 + E^3 - 2*x),x]","x-e^{x^2+\left(3-e^3\right) x+\frac{1}{4} \left(e^6-4\right)}","x-e^{\left(\frac{e^3}{2}-x\right)^2+3 x-1}",1,"-E^((-4 + E^6)/4 + (3 - E^3)*x + x^2) + x","A",3,2,36,0.05556,1,"{2244, 2236}"
2560,1,42,0,0.1515852,"\int \frac{-428-15 e^2-48 x+(-130-30 x) \log \left(\frac{8}{13+3 x}\right)}{65+15 x} \, dx","Int[(-428 - 15*E^2 - 48*x + (-130 - 30*x)*Log[8/(13 + 3*x)])/(65 + 15*x),x]","-\frac{26 x}{5}-\frac{2}{3} (3 x+13) \log \left(\frac{8}{3 x+13}\right)-\frac{1}{3} \left(44+3 e^2\right) \log (3 x+13)","\left(-2 x+e^2+6\right) \left(\log \left(\frac{2}{\frac{1}{4} (3 x+1)+3}\right)+\frac{13}{5}\right)",1,"(-26*x)/5 - (2*(13 + 3*x)*Log[8/(13 + 3*x)])/3 - ((44 + 3*E^2)*Log[13 + 3*x])/3","A",7,5,34,0.1471,1,"{6741, 6742, 43, 2389, 2295}"
2561,0,0,0,26.3903839,"\int \frac{-125 x+25 e^x x+e^{4 x} \left(50 x-10 e^x x\right)+e^{8 x} \left(-5 x+e^x x\right)+\left(-50 x+10 e^x x+e^{4 x} \left(10 x-2 e^x x\right)\right) \log \left(5-e^x\right)+\left(-5 x+e^x x\right) \log ^2\left(5-e^x\right)+x^{\frac{4}{5-e^{4 x}+\log \left(5-e^x\right)}} \left(-200+40 e^x+e^{4 x} \left(40-8 e^x\right)+\left(-40+8 e^x\right) \log \left(5-e^x\right)+\left(-8 e^x x+e^{4 x} \left(-160 x+32 e^x x\right)\right) \log (x)\right)}{-125 x+25 e^x x+e^{4 x} \left(50 x-10 e^x x\right)+e^{8 x} \left(-5 x+e^x x\right)+\left(-50 x+10 e^x x+e^{4 x} \left(10 x-2 e^x x\right)\right) \log \left(5-e^x\right)+\left(-5 x+e^x x\right) \log ^2\left(5-e^x\right)} \, dx","Int[(-125*x + 25*E^x*x + E^(4*x)*(50*x - 10*E^x*x) + E^(8*x)*(-5*x + E^x*x) + (-50*x + 10*E^x*x + E^(4*x)*(10*x - 2*E^x*x))*Log[5 - E^x] + (-5*x + E^x*x)*Log[5 - E^x]^2 + x^(4/(5 - E^(4*x) + Log[5 - E^x]))*(-200 + 40*E^x + E^(4*x)*(40 - 8*E^x) + (-40 + 8*E^x)*Log[5 - E^x] + (-8*E^x*x + E^(4*x)*(-160*x + 32*E^x*x))*Log[x]))/(-125*x + 25*E^x*x + E^(4*x)*(50*x - 10*E^x*x) + E^(8*x)*(-5*x + E^x*x) + (-50*x + 10*E^x*x + E^(4*x)*(10*x - 2*E^x*x))*Log[5 - E^x] + (-5*x + E^x*x)*Log[5 - E^x]^2),x]","\int \frac{-125 x+25 e^x x+e^{4 x} \left(50 x-10 e^x x\right)+e^{8 x} \left(-5 x+e^x x\right)+\left(-50 x+10 e^x x+e^{4 x} \left(10 x-2 e^x x\right)\right) \log \left(5-e^x\right)+\left(-5 x+e^x x\right) \log ^2\left(5-e^x\right)+x^{\frac{4}{5-e^{4 x}+\log \left(5-e^x\right)}} \left(-200+40 e^x+e^{4 x} \left(40-8 e^x\right)+\left(-40+8 e^x\right) \log \left(5-e^x\right)+\left(-8 e^x x+e^{4 x} \left(-160 x+32 e^x x\right)\right) \log (x)\right)}{-125 x+25 e^x x+e^{4 x} \left(50 x-10 e^x x\right)+e^{8 x} \left(-5 x+e^x x\right)+\left(-50 x+10 e^x x+e^{4 x} \left(10 x-2 e^x x\right)\right) \log \left(5-e^x\right)+\left(-5 x+e^x x\right) \log ^2\left(5-e^x\right)} \, dx","2 x^{\frac{4}{-e^{4 x}+\log \left(5-e^x\right)+5}}+x",1,"x - 3075200*Defer[Int][x^(-1 + 4/(5 - E^(4*x) + Log[5 - E^x]))/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] + 9920*Defer[Int][(x^(-1 + 4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] - 8*Defer[Int][(x^(-1 + 4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x]^2)/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] - 40*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^x)*(-620 + Log[5 - E^x])^2), x] + 12305800*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] + 1000*Defer[Int][(E^x*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] + 200*Defer[Int][(E^(2*x)*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] + 40*Defer[Int][(E^(3*x)*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] - 1000*Defer[Int][(E^x*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])^2*(-620 + Log[5 - E^x])), x] - 200*Defer[Int][(E^(2*x)*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])^2*(-620 + Log[5 - E^x])), x] - 40*Defer[Int][(E^(3*x)*x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])^2*(-620 + Log[5 - E^x])), x] - 39680*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x]*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] + 32*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x]^2*Log[x])/((-5 + E^(4*x) - Log[5 - E^x])*(-620 + Log[5 - E^x])^2), x] - 99240*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[x])/((-620 + Log[5 - E^x])*(5 - E^(4*x) + Log[5 - E^x])^2), x] - 19688*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x]*Log[x])/((-620 + Log[5 - E^x])*(5 - E^(4*x) + Log[5 - E^x])^2), x] + 32*Defer[Int][(x^(4/(5 - E^(4*x) + Log[5 - E^x]))*Log[5 - E^x]^2*Log[x])/((-620 + Log[5 - E^x])*(5 - E^(4*x) + Log[5 - E^x])^2), x]","F",0,0,0,0,-1,"{}"
2562,1,21,0,0.0829627,"\int e^{2 x} \left(-4-8 x+\left(-4 x-4 x^2\right) \log (4)\right) \, dx","Int[E^(2*x)*(-4 - 8*x + (-4*x - 4*x^2)*Log[4]),x]","-2 e^{2 x} x^2 \log (4)-4 e^{2 x} x","-2 e^{2 x} x (x \log (4)+2)",1,"-4*E^(2*x)*x - 2*E^(2*x)*x^2*Log[4]","A",12,3,23,0.1304,1,"{2196, 2194, 2176}"
2563,1,29,0,0.0475639,"\int \left(1+e^x (1+x)+4^{12+4 x} e^x (-1+e+(-4+4 e) \log (4))\right) \, dx","Int[1 + E^x*(1 + x) + 4^(12 + 4*x)*E^x*(-1 + E + (-4 + 4*E)*Log[4]),x]","x-(1-e) 256^{x+3} e^x-e^x+e^x (x+1)","e^x \left(2-\frac{x+(1-e) 4^{4 (x+3)}}{x}\right) x+x",1,"-E^x - 256^(3 + x)*(1 - E)*E^x + x + E^x*(1 + x)","A",6,4,31,0.1290,1,"{2176, 2194, 2287, 12}"
2564,1,17,0,0.0530444,"\int \frac{160+48 x+9 x^2}{160 x+84 x^2+9 x^3} \, dx","Int[(160 + 48*x + 9*x^2)/(160*x + 84*x^2 + 9*x^3),x]","\log (x)-\log (3 x+8)+\log (3 x+20)","\log \left(\frac{4 x}{-x-\frac{8}{3}}-x\right)",1,"Log[x] - Log[8 + 3*x] + Log[20 + 3*x]","A",3,2,27,0.07407,1,"{1594, 1628}"
2565,0,0,0,1.1485579,"\int \frac{32+8 x+7 x^3+2 e^{x^2} x^4}{-16 x-8 x^2+4 x^3+e^{x^2} x^3+7 x^4} \, dx","Int[(32 + 8*x + 7*x^3 + 2*E^x^2*x^4)/(-16*x - 8*x^2 + 4*x^3 + E^x^2*x^3 + 7*x^4),x]","\int \frac{32+8 x+7 x^3+2 e^{x^2} x^4}{-16 x-8 x^2+4 x^3+e^{x^2} x^3+7 x^4} \, dx","\log \left(-\frac{(x+4)^2}{x^2}+e^{x^2}+x \left(\frac{x+5}{x}+6\right)\right)",1,"x^2 + 8*Defer[Int][(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3)^(-1), x] + 32*Defer[Int][1/(x*(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3)), x] + 32*Defer[Int][x/(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3), x] + 23*Defer[Int][x^2/(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3), x] - 8*Defer[Int][x^3/(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3), x] - 14*Defer[Int][x^4/(-16 - 8*x + 4*x^2 + E^x^2*x^2 + 7*x^3), x]","F",0,0,0,0,-1,"{}"
2566,1,72,0,0.5798236,"\int \frac{-900+14300 x+25500 x^2+18500 x^3+5000 x^4+e^{2 x} \left(200 x+800 x^2+1200 x^3+800 x^4+200 x^5\right)+e^x \left(-100+3200 x+9600 x^2+11000 x^3+5700 x^4+1000 x^5\right)}{1+3 x+3 x^2+x^3} \, dx","Int[(-900 + 14300*x + 25500*x^2 + 18500*x^3 + 5000*x^4 + E^(2*x)*(200*x + 800*x^2 + 1200*x^3 + 800*x^4 + 200*x^5) + E^x*(-100 + 3200*x + 9600*x^2 + 11000*x^3 + 5700*x^4 + 1000*x^5))/(1 + 3*x + 3*x^2 + x^3),x]","1000 e^x x^2+100 e^{2 x} x^2+\frac{7150 x^2}{(x+1)^2}+2500 x^2+700 e^x x+3500 x-800 e^x+\frac{800 e^x}{x+1}+\frac{15500}{x+1}-\frac{5550}{(x+1)^2}","\left(10 x \left(e^x+\frac{4}{x+1}+5\right)-5\right)^2",1,"-800*E^x + 3500*x + 700*E^x*x + 2500*x^2 + 1000*E^x*x^2 + 100*E^(2*x)*x^2 - 5550/(1 + x)^2 + (7150*x^2)/(1 + x)^2 + 15500/(1 + x) + (800*E^x)/(1 + x)","B",29,11,95,0.1158,1,"{6688, 12, 6742, 37, 43, 2196, 2176, 2194, 2199, 2177, 2178}"
2567,1,33,0,14.3926248,"\int \frac{\exp \left(5 e^x x+5 x^2+e^{e^{e^{10 x}}} \left(5 e^x+5 x\right)\right) \left(e^{2+x} (-5-5 x)-10 e^2 x+e^{e^{e^{10 x}}} \left(-5 e^2-5 e^{2+x}+e^{e^{10 x}+10 x} \left(-50 e^{2+x}-50 e^2 x\right)\right)\right)}{9+6 \exp \left(5 e^x x+5 x^2+e^{e^{e^{10 x}}} \left(5 e^x+5 x\right)\right)+\exp \left(10 e^x x+10 x^2+2 e^{e^{e^{10 x}}} \left(5 e^x+5 x\right)\right)} \, dx","Int[(E^(5*E^x*x + 5*x^2 + E^E^E^(10*x)*(5*E^x + 5*x))*(E^(2 + x)*(-5 - 5*x) - 10*E^2*x + E^E^E^(10*x)*(-5*E^2 - 5*E^(2 + x) + E^(E^(10*x) + 10*x)*(-50*E^(2 + x) - 50*E^2*x))))/(9 + 6*E^(5*E^x*x + 5*x^2 + E^E^E^(10*x)*(5*E^x + 5*x)) + E^(10*E^x*x + 10*x^2 + 2*E^E^E^(10*x)*(5*E^x + 5*x))),x]","-\frac{e^2}{3 \left(3 e^{-5 \left(x+e^{e^{e^{10 x}}}\right) \left(x+e^x\right)}+1\right)}","\frac{e^2}{e^{5 \left(x+e^{e^{e^{10 x}}}\right) \left(x+e^x\right)}+3}",1,"-1/3*E^2/(1 + 3/E^(5*(E^E^E^(10*x) + x)*(E^x + x)))","A",3,3,174,0.01724,1,"{6741, 6711, 32}"
2568,0,0,0,0.4952712,"\int \frac{-4 x-2 x^2+(-12-4 x) \log (3+x)+\left(3+x+3 x^2-5 x^3-2 x^4\right) \log ^2(3+x)}{\left(3 x^2+x^3\right) \log ^2(3+x)} \, dx","Int[(-4*x - 2*x^2 + (-12 - 4*x)*Log[3 + x] + (3 + x + 3*x^2 - 5*x^3 - 2*x^4)*Log[3 + x]^2)/((3*x^2 + x^3)*Log[3 + x]^2),x]","\int \frac{-4 x-2 x^2+(-12-4 x) \log (3+x)+\left(3+x+3 x^2-5 x^3-2 x^4\right) \log ^2(3+x)}{\left(3 x^2+x^3\right) \log ^2(3+x)} \, dx","x \left(\frac{\frac{2 x+4}{\log (x+3)}-1}{x^2}-x\right)+x",1,"-x^(-1) + x - x^2 + 2/(3*Log[3 + x]) - (4*Defer[Int][1/(x*Log[3 + x]^2), x])/3 - 4*Defer[Int][1/(x^2*Log[3 + x]), x]","F",0,0,0,0,-1,"{}"
2569,0,0,0,4.9948189,"\int \frac{16 \log ^2\left(x^2\right)+e^{2 e^{e^{\frac{x}{\log \left(x^2\right)}}}+4 x} \left((1+4 x) \log ^2\left(x^2\right)+e^{e^{\frac{x}{\log \left(x^2\right)}}+\frac{x}{\log \left(x^2\right)}} \left(-4 x+2 x \log \left(x^2\right)\right)\right)+e^{e^{e^{\frac{x}{\log \left(x^2\right)}}}+2 x} \left((8+16 x) \log ^2\left(x^2\right)+e^{e^{\frac{x}{\log \left(x^2\right)}}+\frac{x}{\log \left(x^2\right)}} \left(-16 x+8 x \log \left(x^2\right)\right)\right)}{\log ^2\left(x^2\right)} \, dx","Int[(16*Log[x^2]^2 + E^(2*E^E^(x/Log[x^2]) + 4*x)*((1 + 4*x)*Log[x^2]^2 + E^(E^(x/Log[x^2]) + x/Log[x^2])*(-4*x + 2*x*Log[x^2])) + E^(E^E^(x/Log[x^2]) + 2*x)*((8 + 16*x)*Log[x^2]^2 + E^(E^(x/Log[x^2]) + x/Log[x^2])*(-16*x + 8*x*Log[x^2])))/Log[x^2]^2,x]","\int \frac{16 \log ^2\left(x^2\right)+e^{2 e^{e^{\frac{x}{\log \left(x^2\right)}}}+4 x} \left((1+4 x) \log ^2\left(x^2\right)+e^{e^{\frac{x}{\log \left(x^2\right)}}+\frac{x}{\log \left(x^2\right)}} \left(-4 x+2 x \log \left(x^2\right)\right)\right)+e^{e^{e^{\frac{x}{\log \left(x^2\right)}}}+2 x} \left((8+16 x) \log ^2\left(x^2\right)+e^{e^{\frac{x}{\log \left(x^2\right)}}+\frac{x}{\log \left(x^2\right)}} \left(-16 x+8 x \log \left(x^2\right)\right)\right)}{\log ^2\left(x^2\right)} \, dx","x \left(e^{e^{e^{\frac{x}{\log \left(x^2\right)}}}+2 x}+4\right)^2-4",1,"16*x + 8*Defer[Int][E^(E^E^(x/Log[x^2]) + 2*x), x] + Defer[Int][E^(2*(E^E^(x/Log[x^2]) + 2*x)), x] + 16*Defer[Int][E^(E^E^(x/Log[x^2]) + 2*x)*x, x] + 4*Defer[Int][E^(2*(E^E^(x/Log[x^2]) + 2*x))*x, x] - 16*Defer[Int][(E^(E^E^(x/Log[x^2]) + E^(x/Log[x^2]) + 2*x + x/Log[x^2])*x)/Log[x^2]^2, x] - 4*Defer[Int][(E^(2*E^E^(x/Log[x^2]) + E^(x/Log[x^2]) + 4*x + x/Log[x^2])*x)/Log[x^2]^2, x] + 8*Defer[Int][(E^(E^E^(x/Log[x^2]) + E^(x/Log[x^2]) + 2*x + x/Log[x^2])*x)/Log[x^2], x] + 2*Defer[Int][(E^(2*E^E^(x/Log[x^2]) + E^(x/Log[x^2]) + 4*x + x/Log[x^2])*x)/Log[x^2], x]","F",0,0,0,0,-1,"{}"
2570,0,0,0,13.3385777,"\int \frac{\exp \left(\frac{-15+5 x}{\left(39 x-8 x^2-4 x^3+x^4\right) \log (x)}\right) \left(-585+315 x+20 x^2-35 x^3+5 x^4+\left(-585+240 x+140 x^2-100 x^3+15 x^4\right) \log (x)\right)}{\left(1521 x^2-624 x^3-248 x^4+142 x^5-8 x^7+x^8\right) \log ^2(x)} \, dx","Int[(E^((-15 + 5*x)/((39*x - 8*x^2 - 4*x^3 + x^4)*Log[x]))*(-585 + 315*x + 20*x^2 - 35*x^3 + 5*x^4 + (-585 + 240*x + 140*x^2 - 100*x^3 + 15*x^4)*Log[x]))/((1521*x^2 - 624*x^3 - 248*x^4 + 142*x^5 - 8*x^7 + x^8)*Log[x]^2),x]","\int \frac{\exp \left(\frac{-15+5 x}{\left(39 x-8 x^2-4 x^3+x^4\right) \log (x)}\right) \left(-585+315 x+20 x^2-35 x^3+5 x^4+\left(-585+240 x+140 x^2-100 x^3+15 x^4\right) \log (x)\right)}{\left(1521 x^2-624 x^3-248 x^4+142 x^5-8 x^7+x^8\right) \log ^2(x)} \, dx","\log (2)-e^{\frac{5}{x (x+3) \left(x+\frac{1}{x-3}-4\right) \log (x)}}",1,"((-220*I)/7267)*Sqrt[3]*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((7 + I*Sqrt[3] - 2*x)*Log[x]^2), x] - (5*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/(x^2*Log[x]^2), x])/13 + (25*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/(x*Log[x]^2), x])/507 - (10*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((3 + x)*Log[x]^2), x])/129 + (205*(3 - (7*I)*Sqrt[3])*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((-7 - I*Sqrt[3] + 2*x)*Log[x]^2), x])/21801 - ((220*I)/7267)*Sqrt[3]*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((-7 + I*Sqrt[3] + 2*x)*Log[x]^2), x] + (205*(3 + (7*I)*Sqrt[3])*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((-7 + I*Sqrt[3] + 2*x)*Log[x]^2), x])/21801 + (((170*I)/559)*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((7 + I*Sqrt[3] - 2*x)*Log[x]), x])/Sqrt[3] - (5*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/(x^2*Log[x]), x])/13 + (10*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((3 + x)^2*Log[x]), x])/43 + (((170*I)/559)*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((-7 + I*Sqrt[3] + 2*x)*Log[x]), x])/Sqrt[3] - (775*Defer[Int][E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))/((13 - 7*x + x^2)^2*Log[x]), x])/559 + (185*Defer[Int][(E^((-15 + 5*x)/(x*(39 - 8*x - 4*x^2 + x^3)*Log[x]))*x)/((13 - 7*x + x^2)^2*Log[x]), x])/559","F",0,0,0,0,-1,"{}"
2571,1,9643,0,24.8902821,"\int \frac{2+2 e^{144}+e^{64+4 x} (-14+8 x)+e^4 (-64+64 x)+e^8 \left(-960 x+720 x^2\right)+e^{12} \left(-6720 x^2+4480 x^3\right)+e^{16} \left(-29120 x^3+18200 x^4\right)+e^{20} \left(-87360 x^4+52416 x^5\right)+e^{24} \left(-192192 x^5+112112 x^6\right)+e^{28} \left(-320320 x^6+183040 x^7\right)+e^{32} \left(-411840 x^7+231660 x^8\right)+e^{36} \left(-411840 x^8+228800 x^9\right)+e^{40} \left(-320320 x^9+176176 x^{10}\right)+e^{44} \left(-192192 x^{10}+104832 x^{11}\right)+e^{48} \left(-87360 x^{11}+47320 x^{12}\right)+e^{52} \left(-29120 x^{12}+15680 x^{13}\right)+e^{56} \left(-6720 x^{13}+3600 x^{14}\right)+e^{60} \left(-960 x^{14}+512 x^{15}\right)+e^{64} \left(-64 x^{15}+34 x^{16}\right)+e^{75} \left(32 e^{60}+e^{64} (-64+64 x)\right)+e^{70} \left(240 e^{56}+e^{60} (-960+960 x)+e^{64} \left(-960 x+720 x^2\right)\right)+e^{65} \left(1120 e^{52}+e^{56} (-6720+6720 x)+e^{60} \left(-13440 x+10080 x^2\right)+e^{64} \left(-6720 x^2+4480 x^3\right)\right)+e^{60} \left(3640 e^{48}+e^{52} (-29120+29120 x)+e^{56} \left(-87360 x+65520 x^2\right)+e^{60} \left(-87360 x^2+58240 x^3\right)+e^{64} \left(-29120 x^3+18200 x^4\right)\right)+e^{55} \left(8736 e^{44}+e^{48} (-87360+87360 x)+e^{52} \left(-349440 x+262080 x^2\right)+e^{56} \left(-524160 x^2+349440 x^3\right)+e^{60} \left(-349440 x^3+218400 x^4\right)+e^{64} \left(-87360 x^4+52416 x^5\right)\right)+e^{50} \left(16016 e^{40}+e^{44} (-192192+192192 x)+e^{48} \left(-960960 x+720720 x^2\right)+e^{52} \left(-1921920 x^2+1281280 x^3\right)+e^{56} \left(-1921920 x^3+1201200 x^4\right)+e^{60} \left(-960960 x^4+576576 x^5\right)+e^{64} \left(-192192 x^5+112112 x^6\right)\right)+e^{45} \left(22880 e^{36}+e^{40} (-320320+320320 x)+e^{44} \left(-1921920 x+1441440 x^2\right)+e^{48} \left(-4804800 x^2+3203200 x^3\right)+e^{52} \left(-6406400 x^3+4004000 x^4\right)+e^{56} \left(-4804800 x^4+2882880 x^5\right)+e^{60} \left(-1921920 x^5+1121120 x^6\right)+e^{64} \left(-320320 x^6+183040 x^7\right)\right)+e^{40} \left(25740 e^{32}+e^{36} (-411840+411840 x)+e^{40} \left(-2882880 x+2162160 x^2\right)+e^{44} \left(-8648640 x^2+5765760 x^3\right)+e^{48} \left(-14414400 x^3+9009000 x^4\right)+e^{52} \left(-14414400 x^4+8648640 x^5\right)+e^{56} \left(-8648640 x^5+5045040 x^6\right)+e^{60} \left(-2882880 x^6+1647360 x^7\right)+e^{64} \left(-411840 x^7+231660 x^8\right)\right)+e^{35} \left(22880 e^{28}+e^{32} (-411840+411840 x)+e^{36} \left(-3294720 x+2471040 x^2\right)+e^{40} \left(-11531520 x^2+7687680 x^3\right)+e^{44} \left(-23063040 x^3+14414400 x^4\right)+e^{48} \left(-28828800 x^4+17297280 x^5\right)+e^{52} \left(-23063040 x^5+13453440 x^6\right)+e^{56} \left(-11531520 x^6+6589440 x^7\right)+e^{60} \left(-3294720 x^7+1853280 x^8\right)+e^{64} \left(-411840 x^8+228800 x^9\right)\right)+e^{30} \left(16016 e^{24}+e^{28} (-320320+320320 x)+e^{32} \left(-2882880 x+2162160 x^2\right)+e^{36} \left(-11531520 x^2+7687680 x^3\right)+e^{40} \left(-26906880 x^3+16816800 x^4\right)+e^{44} \left(-40360320 x^4+24216192 x^5\right)+e^{48} \left(-40360320 x^5+23543520 x^6\right)+e^{52} \left(-26906880 x^6+15375360 x^7\right)+e^{56} \left(-11531520 x^7+6486480 x^8\right)+e^{60} \left(-2882880 x^8+1601600 x^9\right)+e^{64} \left(-320320 x^9+176176 x^{10}\right)\right)+e^{25} \left(8736 e^{20}+e^{24} (-192192+192192 x)+e^{28} \left(-1921920 x+1441440 x^2\right)+e^{32} \left(-8648640 x^2+5765760 x^3\right)+e^{36} \left(-23063040 x^3+14414400 x^4\right)+e^{40} \left(-40360320 x^4+24216192 x^5\right)+e^{44} \left(-48432384 x^5+28252224 x^6\right)+e^{48} \left(-40360320 x^6+23063040 x^7\right)+e^{52} \left(-23063040 x^7+12972960 x^8\right)+e^{56} \left(-8648640 x^8+4804800 x^9\right)+e^{60} \left(-1921920 x^9+1057056 x^{10}\right)+e^{64} \left(-192192 x^{10}+104832 x^{11}\right)\right)+e^{20} \left(3640 e^{16}+e^{20} (-87360+87360 x)+e^{24} \left(-960960 x+720720 x^2\right)+e^{28} \left(-4804800 x^2+3203200 x^3\right)+e^{32} \left(-14414400 x^3+9009000 x^4\right)+e^{36} \left(-28828800 x^4+17297280 x^5\right)+e^{40} \left(-40360320 x^5+23543520 x^6\right)+e^{44} \left(-40360320 x^6+23063040 x^7\right)+e^{48} \left(-28828800 x^7+16216200 x^8\right)+e^{52} \left(-14414400 x^8+8008000 x^9\right)+e^{56} \left(-4804800 x^9+2642640 x^{10}\right)+e^{60} \left(-960960 x^{10}+524160 x^{11}\right)+e^{64} \left(-87360 x^{11}+47320 x^{12}\right)\right)+e^{15} \left(1120 e^{12}+e^{16} (-29120+29120 x)+e^{20} \left(-349440 x+262080 x^2\right)+e^{24} \left(-1921920 x^2+1281280 x^3\right)+e^{28} \left(-6406400 x^3+4004000 x^4\right)+e^{32} \left(-14414400 x^4+8648640 x^5\right)+e^{36} \left(-23063040 x^5+13453440 x^6\right)+e^{40} \left(-26906880 x^6+15375360 x^7\right)+e^{44} \left(-23063040 x^7+12972960 x^8\right)+e^{48} \left(-14414400 x^8+8008000 x^9\right)+e^{52} \left(-6406400 x^9+3523520 x^{10}\right)+e^{56} \left(-1921920 x^{10}+1048320 x^{11}\right)+e^{60} \left(-349440 x^{11}+189280 x^{12}\right)+e^{64} \left(-29120 x^{12}+15680 x^{13}\right)\right)+e^{10} \left(240 e^8+e^{12} (-6720+6720 x)+e^{16} \left(-87360 x+65520 x^2\right)+e^{20} \left(-524160 x^2+349440 x^3\right)+e^{24} \left(-1921920 x^3+1201200 x^4\right)+e^{28} \left(-4804800 x^4+2882880 x^5\right)+e^{32} \left(-8648640 x^5+5045040 x^6\right)+e^{36} \left(-11531520 x^6+6589440 x^7\right)+e^{40} \left(-11531520 x^7+6486480 x^8\right)+e^{44} \left(-8648640 x^8+4804800 x^9\right)+e^{48} \left(-4804800 x^9+2642640 x^{10}\right)+e^{52} \left(-1921920 x^{10}+1048320 x^{11}\right)+e^{56} \left(-524160 x^{11}+283920 x^{12}\right)+e^{60} \left(-87360 x^{12}+47040 x^{13}\right)+e^{64} \left(-6720 x^{13}+3600 x^{14}\right)\right)+e^5 \left(32 e^4+e^8 (-960+960 x)+e^{12} \left(-13440 x+10080 x^2\right)+e^{16} \left(-87360 x^2+58240 x^3\right)+e^{20} \left(-349440 x^3+218400 x^4\right)+e^{24} \left(-960960 x^4+576576 x^5\right)+e^{28} \left(-1921920 x^5+1121120 x^6\right)+e^{32} \left(-2882880 x^6+1647360 x^7\right)+e^{36} \left(-3294720 x^7+1853280 x^8\right)+e^{40} \left(-2882880 x^8+1601600 x^9\right)+e^{44} \left(-1921920 x^9+1057056 x^{10}\right)+e^{48} \left(-960960 x^{10}+524160 x^{11}\right)+e^{52} \left(-349440 x^{11}+189280 x^{12}\right)+e^{56} \left(-87360 x^{12}+47040 x^{13}\right)+e^{60} \left(-13440 x^{13}+7200 x^{14}\right)+e^{64} \left(-960 x^{14}+512 x^{15}\right)\right)+e^{3 x} \left(e^{48} (40-24 x)+e^{84} (40-24 x)+e^{52} \left(64+128 x-96 x^2\right)+e^{56} \left(192 x+144 x^2-144 x^3\right)+e^{60} \left(192 x^2+64 x^3-96 x^4\right)+e^{64} \left(64 x^3+8 x^4-24 x^5\right)+e^{15} \left(e^{60} (160-96 x)+e^{64} \left(64+128 x-96 x^2\right)\right)+e^{10} \left(e^{56} (240-144 x)+e^{60} \left(192+384 x-288 x^2\right)+e^{64} \left(192 x+144 x^2-144 x^3\right)\right)+e^5 \left(e^{52} (160-96 x)+e^{56} \left(192+384 x-288 x^2\right)+e^{60} \left(384 x+288 x^2-288 x^3\right)+e^{64} \left(192 x^2+64 x^3-96 x^4\right)\right)\right)+e^{2 x} \left(e^{32} (-36+24 x)+e^{104} (-36+24 x)+e^{36} \left(-192-192 x+192 x^2\right)+e^{40} \left(-1344 x-336 x^2+672 x^3\right)+e^{44} \left(-4032 x^2+1344 x^4\right)+e^{48} \left(-6720 x^3+840 x^4+1680 x^5\right)+e^{52} \left(-6720 x^4+1344 x^5+1344 x^6\right)+e^{56} \left(-4032 x^5+1008 x^6+672 x^7\right)+e^{60} \left(-1344 x^6+384 x^7+192 x^8\right)+e^{64} \left(-192 x^7+60 x^8+24 x^9\right)+e^{35} \left(e^{60} (-288+192 x)+e^{64} \left(-192-192 x+192 x^2\right)\right)+e^{30} \left(e^{56} (-1008+672 x)+e^{60} \left(-1344-1344 x+1344 x^2\right)+e^{64} \left(-1344 x-336 x^2+672 x^3\right)\right)+e^{25} \left(e^{52} (-2016+1344 x)+e^{56} \left(-4032-4032 x+4032 x^2\right)+e^{60} \left(-8064 x-2016 x^2+4032 x^3\right)+e^{64} \left(-4032 x^2+1344 x^4\right)\right)+e^{20} \left(e^{48} (-2520+1680 x)+e^{52} \left(-6720-6720 x+6720 x^2\right)+e^{56} \left(-20160 x-5040 x^2+10080 x^3\right)+e^{60} \left(-20160 x^2+6720 x^4\right)+e^{64} \left(-6720 x^3+840 x^4+1680 x^5\right)\right)+e^{15} \left(e^{44} (-2016+1344 x)+e^{48} \left(-6720-6720 x+6720 x^2\right)+e^{52} \left(-26880 x-6720 x^2+13440 x^3\right)+e^{56} \left(-40320 x^2+13440 x^4\right)+e^{60} \left(-26880 x^3+3360 x^4+6720 x^5\right)+e^{64} \left(-6720 x^4+1344 x^5+1344 x^6\right)\right)+e^{10} \left(e^{40} (-1008+672 x)+e^{44} \left(-4032-4032 x+4032 x^2\right)+e^{48} \left(-20160 x-5040 x^2+10080 x^3\right)+e^{52} \left(-40320 x^2+13440 x^4\right)+e^{56} \left(-40320 x^3+5040 x^4+10080 x^5\right)+e^{60} \left(-20160 x^4+4032 x^5+4032 x^6\right)+e^{64} \left(-4032 x^5+1008 x^6+672 x^7\right)\right)+e^5 \left(e^{36} (-288+192 x)+e^{40} \left(-1344-1344 x+1344 x^2\right)+e^{44} \left(-8064 x-2016 x^2+4032 x^3\right)+e^{48} \left(-20160 x^2+6720 x^4\right)+e^{52} \left(-26880 x^3+3360 x^4+6720 x^5\right)+e^{56} \left(-20160 x^4+4032 x^5+4032 x^6\right)+e^{60} \left(-8064 x^5+2016 x^6+1344 x^7\right)+e^{64} \left(-1344 x^6+384 x^7+192 x^8\right)\right)\right)+e^x \left(e^{16} (8-8 x)+e^{124} (8-8 x)+e^{20} \left(192-96 x^2\right)+e^{24} \left(2112 x-528 x^2-528 x^3\right)+e^{28} \left(10560 x^2-3520 x^3-1760 x^4\right)+e^{32} \left(31680 x^3-11880 x^4-3960 x^5\right)+e^{36} \left(63360 x^4-25344 x^5-6336 x^6\right)+e^{40} \left(88704 x^5-36960 x^6-7392 x^7\right)+e^{44} \left(88704 x^6-38016 x^7-6336 x^8\right)+e^{48} \left(63360 x^7-27720 x^8-3960 x^9\right)+e^{52} \left(31680 x^8-14080 x^9-1760 x^{10}\right)+e^{56} \left(10560 x^9-4752 x^{10}-528 x^{11}\right)+e^{60} \left(2112 x^{10}-960 x^{11}-96 x^{12}\right)+e^{64} \left(192 x^{11}-88 x^{12}-8 x^{13}\right)+e^{55} \left(e^{60} (96-96 x)+e^{64} \left(192-96 x^2\right)\right)+e^{50} \left(e^{56} (528-528 x)+e^{60} \left(2112-1056 x^2\right)+e^{64} \left(2112 x-528 x^2-528 x^3\right)\right)+e^{45} \left(e^{52} (1760-1760 x)+e^{56} \left(10560-5280 x^2\right)+e^{60} \left(21120 x-5280 x^2-5280 x^3\right)+e^{64} \left(10560 x^2-3520 x^3-1760 x^4\right)\right)+e^{40} \left(e^{48} (3960-3960 x)+e^{52} \left(31680-15840 x^2\right)+e^{56} \left(95040 x-23760 x^2-23760 x^3\right)+e^{60} \left(95040 x^2-31680 x^3-15840 x^4\right)+e^{64} \left(31680 x^3-11880 x^4-3960 x^5\right)\right)+e^{35} \left(e^{44} (6336-6336 x)+e^{48} \left(63360-31680 x^2\right)+e^{52} \left(253440 x-63360 x^2-63360 x^3\right)+e^{56} \left(380160 x^2-126720 x^3-63360 x^4\right)+e^{60} \left(253440 x^3-95040 x^4-31680 x^5\right)+e^{64} \left(63360 x^4-25344 x^5-6336 x^6\right)\right)+e^{30} \left(e^{40} (7392-7392 x)+e^{44} \left(88704-44352 x^2\right)+e^{48} \left(443520 x-110880 x^2-110880 x^3\right)+e^{52} \left(887040 x^2-295680 x^3-147840 x^4\right)+e^{56} \left(887040 x^3-332640 x^4-110880 x^5\right)+e^{60} \left(443520 x^4-177408 x^5-44352 x^6\right)+e^{64} \left(88704 x^5-36960 x^6-7392 x^7\right)\right)+e^{25} \left(e^{36} (6336-6336 x)+e^{40} \left(88704-44352 x^2\right)+e^{44} \left(532224 x-133056 x^2-133056 x^3\right)+e^{48} \left(1330560 x^2-443520 x^3-221760 x^4\right)+e^{52} \left(1774080 x^3-665280 x^4-221760 x^5\right)+e^{56} \left(1330560 x^4-532224 x^5-133056 x^6\right)+e^{60} \left(532224 x^5-221760 x^6-44352 x^7\right)+e^{64} \left(88704 x^6-38016 x^7-6336 x^8\right)\right)+e^{20} \left(e^{32} (3960-3960 x)+e^{36} \left(63360-31680 x^2\right)+e^{40} \left(443520 x-110880 x^2-110880 x^3\right)+e^{44} \left(1330560 x^2-443520 x^3-221760 x^4\right)+e^{48} \left(2217600 x^3-831600 x^4-277200 x^5\right)+e^{52} \left(2217600 x^4-887040 x^5-221760 x^6\right)+e^{56} \left(1330560 x^5-554400 x^6-110880 x^7\right)+e^{60} \left(443520 x^6-190080 x^7-31680 x^8\right)+e^{64} \left(63360 x^7-27720 x^8-3960 x^9\right)\right)+e^{15} \left(e^{28} (1760-1760 x)+e^{32} \left(31680-15840 x^2\right)+e^{36} \left(253440 x-63360 x^2-63360 x^3\right)+e^{40} \left(887040 x^2-295680 x^3-147840 x^4\right)+e^{44} \left(1774080 x^3-665280 x^4-221760 x^5\right)+e^{48} \left(2217600 x^4-887040 x^5-221760 x^6\right)+e^{52} \left(1774080 x^5-739200 x^6-147840 x^7\right)+e^{56} \left(887040 x^6-380160 x^7-63360 x^8\right)+e^{60} \left(253440 x^7-110880 x^8-15840 x^9\right)+e^{64} \left(31680 x^8-14080 x^9-1760 x^{10}\right)\right)+e^{10} \left(e^{24} (528-528 x)+e^{28} \left(10560-5280 x^2\right)+e^{32} \left(95040 x-23760 x^2-23760 x^3\right)+e^{36} \left(380160 x^2-126720 x^3-63360 x^4\right)+e^{40} \left(887040 x^3-332640 x^4-110880 x^5\right)+e^{44} \left(1330560 x^4-532224 x^5-133056 x^6\right)+e^{48} \left(1330560 x^5-554400 x^6-110880 x^7\right)+e^{52} \left(887040 x^6-380160 x^7-63360 x^8\right)+e^{56} \left(380160 x^7-166320 x^8-23760 x^9\right)+e^{60} \left(95040 x^8-42240 x^9-5280 x^{10}\right)+e^{64} \left(10560 x^9-4752 x^{10}-528 x^{11}\right)\right)+e^5 \left(e^{20} (96-96 x)+e^{24} \left(2112-1056 x^2\right)+e^{28} \left(21120 x-5280 x^2-5280 x^3\right)+e^{32} \left(95040 x^2-31680 x^3-15840 x^4\right)+e^{36} \left(253440 x^3-95040 x^4-31680 x^5\right)+e^{40} \left(443520 x^4-177408 x^5-44352 x^6\right)+e^{44} \left(532224 x^5-221760 x^6-44352 x^7\right)+e^{48} \left(443520 x^6-190080 x^7-31680 x^8\right)+e^{52} \left(253440 x^7-110880 x^8-15840 x^9\right)+e^{56} \left(95040 x^8-42240 x^9-5280 x^{10}\right)+e^{60} \left(21120 x^9-9504 x^{10}-1056 x^{11}\right)+e^{64} \left(2112 x^{10}-960 x^{11}-96 x^{12}\right)\right)\right)}{e^{64}} \, dx","Int[(2 + 2*E^144 + E^(64 + 4*x)*(-14 + 8*x) + E^4*(-64 + 64*x) + E^8*(-960*x + 720*x^2) + E^12*(-6720*x^2 + 4480*x^3) + E^16*(-29120*x^3 + 18200*x^4) + E^20*(-87360*x^4 + 52416*x^5) + E^24*(-192192*x^5 + 112112*x^6) + E^28*(-320320*x^6 + 183040*x^7) + E^32*(-411840*x^7 + 231660*x^8) + E^36*(-411840*x^8 + 228800*x^9) + E^40*(-320320*x^9 + 176176*x^10) + E^44*(-192192*x^10 + 104832*x^11) + E^48*(-87360*x^11 + 47320*x^12) + E^52*(-29120*x^12 + 15680*x^13) + E^56*(-6720*x^13 + 3600*x^14) + E^60*(-960*x^14 + 512*x^15) + E^64*(-64*x^15 + 34*x^16) + E^75*(32*E^60 + E^64*(-64 + 64*x)) + E^70*(240*E^56 + E^60*(-960 + 960*x) + E^64*(-960*x + 720*x^2)) + E^65*(1120*E^52 + E^56*(-6720 + 6720*x) + E^60*(-13440*x + 10080*x^2) + E^64*(-6720*x^2 + 4480*x^3)) + E^60*(3640*E^48 + E^52*(-29120 + 29120*x) + E^56*(-87360*x + 65520*x^2) + E^60*(-87360*x^2 + 58240*x^3) + E^64*(-29120*x^3 + 18200*x^4)) + E^55*(8736*E^44 + E^48*(-87360 + 87360*x) + E^52*(-349440*x + 262080*x^2) + E^56*(-524160*x^2 + 349440*x^3) + E^60*(-349440*x^3 + 218400*x^4) + E^64*(-87360*x^4 + 52416*x^5)) + E^50*(16016*E^40 + E^44*(-192192 + 192192*x) + E^48*(-960960*x + 720720*x^2) + E^52*(-1921920*x^2 + 1281280*x^3) + E^56*(-1921920*x^3 + 1201200*x^4) + E^60*(-960960*x^4 + 576576*x^5) + E^64*(-192192*x^5 + 112112*x^6)) + E^45*(22880*E^36 + E^40*(-320320 + 320320*x) + E^44*(-1921920*x + 1441440*x^2) + E^48*(-4804800*x^2 + 3203200*x^3) + E^52*(-6406400*x^3 + 4004000*x^4) + E^56*(-4804800*x^4 + 2882880*x^5) + E^60*(-1921920*x^5 + 1121120*x^6) + E^64*(-320320*x^6 + 183040*x^7)) + E^40*(25740*E^32 + E^36*(-411840 + 411840*x) + E^40*(-2882880*x + 2162160*x^2) + E^44*(-8648640*x^2 + 5765760*x^3) + E^48*(-14414400*x^3 + 9009000*x^4) + E^52*(-14414400*x^4 + 8648640*x^5) + E^56*(-8648640*x^5 + 5045040*x^6) + E^60*(-2882880*x^6 + 1647360*x^7) + E^64*(-411840*x^7 + 231660*x^8)) + E^35*(22880*E^28 + E^32*(-411840 + 411840*x) + E^36*(-3294720*x + 2471040*x^2) + E^40*(-11531520*x^2 + 7687680*x^3) + E^44*(-23063040*x^3 + 14414400*x^4) + E^48*(-28828800*x^4 + 17297280*x^5) + E^52*(-23063040*x^5 + 13453440*x^6) + E^56*(-11531520*x^6 + 6589440*x^7) + E^60*(-3294720*x^7 + 1853280*x^8) + E^64*(-411840*x^8 + 228800*x^9)) + E^30*(16016*E^24 + E^28*(-320320 + 320320*x) + E^32*(-2882880*x + 2162160*x^2) + E^36*(-11531520*x^2 + 7687680*x^3) + E^40*(-26906880*x^3 + 16816800*x^4) + E^44*(-40360320*x^4 + 24216192*x^5) + E^48*(-40360320*x^5 + 23543520*x^6) + E^52*(-26906880*x^6 + 15375360*x^7) + E^56*(-11531520*x^7 + 6486480*x^8) + E^60*(-2882880*x^8 + 1601600*x^9) + E^64*(-320320*x^9 + 176176*x^10)) + E^25*(8736*E^20 + E^24*(-192192 + 192192*x) + E^28*(-1921920*x + 1441440*x^2) + E^32*(-8648640*x^2 + 5765760*x^3) + E^36*(-23063040*x^3 + 14414400*x^4) + E^40*(-40360320*x^4 + 24216192*x^5) + E^44*(-48432384*x^5 + 28252224*x^6) + E^48*(-40360320*x^6 + 23063040*x^7) + E^52*(-23063040*x^7 + 12972960*x^8) + E^56*(-8648640*x^8 + 4804800*x^9) + E^60*(-1921920*x^9 + 1057056*x^10) + E^64*(-192192*x^10 + 104832*x^11)) + E^20*(3640*E^16 + E^20*(-87360 + 87360*x) + E^24*(-960960*x + 720720*x^2) + E^28*(-4804800*x^2 + 3203200*x^3) + E^32*(-14414400*x^3 + 9009000*x^4) + E^36*(-28828800*x^4 + 17297280*x^5) + E^40*(-40360320*x^5 + 23543520*x^6) + E^44*(-40360320*x^6 + 23063040*x^7) + E^48*(-28828800*x^7 + 16216200*x^8) + E^52*(-14414400*x^8 + 8008000*x^9) + E^56*(-4804800*x^9 + 2642640*x^10) + E^60*(-960960*x^10 + 524160*x^11) + E^64*(-87360*x^11 + 47320*x^12)) + E^15*(1120*E^12 + E^16*(-29120 + 29120*x) + E^20*(-349440*x + 262080*x^2) + E^24*(-1921920*x^2 + 1281280*x^3) + E^28*(-6406400*x^3 + 4004000*x^4) + E^32*(-14414400*x^4 + 8648640*x^5) + E^36*(-23063040*x^5 + 13453440*x^6) + E^40*(-26906880*x^6 + 15375360*x^7) + E^44*(-23063040*x^7 + 12972960*x^8) + E^48*(-14414400*x^8 + 8008000*x^9) + E^52*(-6406400*x^9 + 3523520*x^10) + E^56*(-1921920*x^10 + 1048320*x^11) + E^60*(-349440*x^11 + 189280*x^12) + E^64*(-29120*x^12 + 15680*x^13)) + E^10*(240*E^8 + E^12*(-6720 + 6720*x) + E^16*(-87360*x + 65520*x^2) + E^20*(-524160*x^2 + 349440*x^3) + E^24*(-1921920*x^3 + 1201200*x^4) + E^28*(-4804800*x^4 + 2882880*x^5) + E^32*(-8648640*x^5 + 5045040*x^6) + E^36*(-11531520*x^6 + 6589440*x^7) + E^40*(-11531520*x^7 + 6486480*x^8) + E^44*(-8648640*x^8 + 4804800*x^9) + E^48*(-4804800*x^9 + 2642640*x^10) + E^52*(-1921920*x^10 + 1048320*x^11) + E^56*(-524160*x^11 + 283920*x^12) + E^60*(-87360*x^12 + 47040*x^13) + E^64*(-6720*x^13 + 3600*x^14)) + E^5*(32*E^4 + E^8*(-960 + 960*x) + E^12*(-13440*x + 10080*x^2) + E^16*(-87360*x^2 + 58240*x^3) + E^20*(-349440*x^3 + 218400*x^4) + E^24*(-960960*x^4 + 576576*x^5) + E^28*(-1921920*x^5 + 1121120*x^6) + E^32*(-2882880*x^6 + 1647360*x^7) + E^36*(-3294720*x^7 + 1853280*x^8) + E^40*(-2882880*x^8 + 1601600*x^9) + E^44*(-1921920*x^9 + 1057056*x^10) + E^48*(-960960*x^10 + 524160*x^11) + E^52*(-349440*x^11 + 189280*x^12) + E^56*(-87360*x^12 + 47040*x^13) + E^60*(-13440*x^13 + 7200*x^14) + E^64*(-960*x^14 + 512*x^15)) + E^(3*x)*(E^48*(40 - 24*x) + E^84*(40 - 24*x) + E^52*(64 + 128*x - 96*x^2) + E^56*(192*x + 144*x^2 - 144*x^3) + E^60*(192*x^2 + 64*x^3 - 96*x^4) + E^64*(64*x^3 + 8*x^4 - 24*x^5) + E^15*(E^60*(160 - 96*x) + E^64*(64 + 128*x - 96*x^2)) + E^10*(E^56*(240 - 144*x) + E^60*(192 + 384*x - 288*x^2) + E^64*(192*x + 144*x^2 - 144*x^3)) + E^5*(E^52*(160 - 96*x) + E^56*(192 + 384*x - 288*x^2) + E^60*(384*x + 288*x^2 - 288*x^3) + E^64*(192*x^2 + 64*x^3 - 96*x^4))) + E^(2*x)*(E^32*(-36 + 24*x) + E^104*(-36 + 24*x) + E^36*(-192 - 192*x + 192*x^2) + E^40*(-1344*x - 336*x^2 + 672*x^3) + E^44*(-4032*x^2 + 1344*x^4) + E^48*(-6720*x^3 + 840*x^4 + 1680*x^5) + E^52*(-6720*x^4 + 1344*x^5 + 1344*x^6) + E^56*(-4032*x^5 + 1008*x^6 + 672*x^7) + E^60*(-1344*x^6 + 384*x^7 + 192*x^8) + E^64*(-192*x^7 + 60*x^8 + 24*x^9) + E^35*(E^60*(-288 + 192*x) + E^64*(-192 - 192*x + 192*x^2)) + E^30*(E^56*(-1008 + 672*x) + E^60*(-1344 - 1344*x + 1344*x^2) + E^64*(-1344*x - 336*x^2 + 672*x^3)) + E^25*(E^52*(-2016 + 1344*x) + E^56*(-4032 - 4032*x + 4032*x^2) + E^60*(-8064*x - 2016*x^2 + 4032*x^3) + E^64*(-4032*x^2 + 1344*x^4)) + E^20*(E^48*(-2520 + 1680*x) + E^52*(-6720 - 6720*x + 6720*x^2) + E^56*(-20160*x - 5040*x^2 + 10080*x^3) + E^60*(-20160*x^2 + 6720*x^4) + E^64*(-6720*x^3 + 840*x^4 + 1680*x^5)) + E^15*(E^44*(-2016 + 1344*x) + E^48*(-6720 - 6720*x + 6720*x^2) + E^52*(-26880*x - 6720*x^2 + 13440*x^3) + E^56*(-40320*x^2 + 13440*x^4) + E^60*(-26880*x^3 + 3360*x^4 + 6720*x^5) + E^64*(-6720*x^4 + 1344*x^5 + 1344*x^6)) + E^10*(E^40*(-1008 + 672*x) + E^44*(-4032 - 4032*x + 4032*x^2) + E^48*(-20160*x - 5040*x^2 + 10080*x^3) + E^52*(-40320*x^2 + 13440*x^4) + E^56*(-40320*x^3 + 5040*x^4 + 10080*x^5) + E^60*(-20160*x^4 + 4032*x^5 + 4032*x^6) + E^64*(-4032*x^5 + 1008*x^6 + 672*x^7)) + E^5*(E^36*(-288 + 192*x) + E^40*(-1344 - 1344*x + 1344*x^2) + E^44*(-8064*x - 2016*x^2 + 4032*x^3) + E^48*(-20160*x^2 + 6720*x^4) + E^52*(-26880*x^3 + 3360*x^4 + 6720*x^5) + E^56*(-20160*x^4 + 4032*x^5 + 4032*x^6) + E^60*(-8064*x^5 + 2016*x^6 + 1344*x^7) + E^64*(-1344*x^6 + 384*x^7 + 192*x^8))) + E^x*(E^16*(8 - 8*x) + E^124*(8 - 8*x) + E^20*(192 - 96*x^2) + E^24*(2112*x - 528*x^2 - 528*x^3) + E^28*(10560*x^2 - 3520*x^3 - 1760*x^4) + E^32*(31680*x^3 - 11880*x^4 - 3960*x^5) + E^36*(63360*x^4 - 25344*x^5 - 6336*x^6) + E^40*(88704*x^5 - 36960*x^6 - 7392*x^7) + E^44*(88704*x^6 - 38016*x^7 - 6336*x^8) + E^48*(63360*x^7 - 27720*x^8 - 3960*x^9) + E^52*(31680*x^8 - 14080*x^9 - 1760*x^10) + E^56*(10560*x^9 - 4752*x^10 - 528*x^11) + E^60*(2112*x^10 - 960*x^11 - 96*x^12) + E^64*(192*x^11 - 88*x^12 - 8*x^13) + E^55*(E^60*(96 - 96*x) + E^64*(192 - 96*x^2)) + E^50*(E^56*(528 - 528*x) + E^60*(2112 - 1056*x^2) + E^64*(2112*x - 528*x^2 - 528*x^3)) + E^45*(E^52*(1760 - 1760*x) + E^56*(10560 - 5280*x^2) + E^60*(21120*x - 5280*x^2 - 5280*x^3) + E^64*(10560*x^2 - 3520*x^3 - 1760*x^4)) + E^40*(E^48*(3960 - 3960*x) + E^52*(31680 - 15840*x^2) + E^56*(95040*x - 23760*x^2 - 23760*x^3) + E^60*(95040*x^2 - 31680*x^3 - 15840*x^4) + E^64*(31680*x^3 - 11880*x^4 - 3960*x^5)) + E^35*(E^44*(6336 - 6336*x) + E^48*(63360 - 31680*x^2) + E^52*(253440*x - 63360*x^2 - 63360*x^3) + E^56*(380160*x^2 - 126720*x^3 - 63360*x^4) + E^60*(253440*x^3 - 95040*x^4 - 31680*x^5) + E^64*(63360*x^4 - 25344*x^5 - 6336*x^6)) + E^30*(E^40*(7392 - 7392*x) + E^44*(88704 - 44352*x^2) + E^48*(443520*x - 110880*x^2 - 110880*x^3) + E^52*(887040*x^2 - 295680*x^3 - 147840*x^4) + E^56*(887040*x^3 - 332640*x^4 - 110880*x^5) + E^60*(443520*x^4 - 177408*x^5 - 44352*x^6) + E^64*(88704*x^5 - 36960*x^6 - 7392*x^7)) + E^25*(E^36*(6336 - 6336*x) + E^40*(88704 - 44352*x^2) + E^44*(532224*x - 133056*x^2 - 133056*x^3) + E^48*(1330560*x^2 - 443520*x^3 - 221760*x^4) + E^52*(1774080*x^3 - 665280*x^4 - 221760*x^5) + E^56*(1330560*x^4 - 532224*x^5 - 133056*x^6) + E^60*(532224*x^5 - 221760*x^6 - 44352*x^7) + E^64*(88704*x^6 - 38016*x^7 - 6336*x^8)) + E^20*(E^32*(3960 - 3960*x) + E^36*(63360 - 31680*x^2) + E^40*(443520*x - 110880*x^2 - 110880*x^3) + E^44*(1330560*x^2 - 443520*x^3 - 221760*x^4) + E^48*(2217600*x^3 - 831600*x^4 - 277200*x^5) + E^52*(2217600*x^4 - 887040*x^5 - 221760*x^6) + E^56*(1330560*x^5 - 554400*x^6 - 110880*x^7) + E^60*(443520*x^6 - 190080*x^7 - 31680*x^8) + E^64*(63360*x^7 - 27720*x^8 - 3960*x^9)) + E^15*(E^28*(1760 - 1760*x) + E^32*(31680 - 15840*x^2) + E^36*(253440*x - 63360*x^2 - 63360*x^3) + E^40*(887040*x^2 - 295680*x^3 - 147840*x^4) + E^44*(1774080*x^3 - 665280*x^4 - 221760*x^5) + E^48*(2217600*x^4 - 887040*x^5 - 221760*x^6) + E^52*(1774080*x^5 - 739200*x^6 - 147840*x^7) + E^56*(887040*x^6 - 380160*x^7 - 63360*x^8) + E^60*(253440*x^7 - 110880*x^8 - 15840*x^9) + E^64*(31680*x^8 - 14080*x^9 - 1760*x^10)) + E^10*(E^24*(528 - 528*x) + E^28*(10560 - 5280*x^2) + E^32*(95040*x - 23760*x^2 - 23760*x^3) + E^36*(380160*x^2 - 126720*x^3 - 63360*x^4) + E^40*(887040*x^3 - 332640*x^4 - 110880*x^5) + E^44*(1330560*x^4 - 532224*x^5 - 133056*x^6) + E^48*(1330560*x^5 - 554400*x^6 - 110880*x^7) + E^52*(887040*x^6 - 380160*x^7 - 63360*x^8) + E^56*(380160*x^7 - 166320*x^8 - 23760*x^9) + E^60*(95040*x^8 - 42240*x^9 - 5280*x^10) + E^64*(10560*x^9 - 4752*x^10 - 528*x^11)) + E^5*(E^20*(96 - 96*x) + E^24*(2112 - 1056*x^2) + E^28*(21120*x - 5280*x^2 - 5280*x^3) + E^32*(95040*x^2 - 31680*x^3 - 15840*x^4) + E^36*(253440*x^3 - 95040*x^4 - 31680*x^5) + E^40*(443520*x^4 - 177408*x^5 - 44352*x^6) + E^44*(532224*x^5 - 221760*x^6 - 44352*x^7) + E^48*(443520*x^6 - 190080*x^7 - 31680*x^8) + E^52*(253440*x^7 - 110880*x^8 - 15840*x^9) + E^56*(95040*x^8 - 42240*x^9 - 5280*x^10) + E^60*(21120*x^9 - 9504*x^10 - 1056*x^11) + E^64*(2112*x^10 - 960*x^11 - 96*x^12))))/E^64,x]","2 x^{17}+32 e^5 x^{16}+\frac{32 x^{16}}{e^4}-4 x^{16}+240 e^{10} x^{15}-64 e^5 x^{15}+480 e x^{15}-\frac{64 x^{15}}{e^4}+\frac{240 x^{15}}{e^8}+1120 e^{15} x^{14}-480 e^{10} x^{14}+3360 e^6 x^{14}-960 e x^{14}+\frac{3360 x^{14}}{e^3}-\frac{480 x^{14}}{e^8}+\frac{1120 x^{14}}{e^{12}}-8 e^x x^{13}+3640 e^{20} x^{13}-2240 e^{15} x^{13}+14560 e^{11} x^{13}-6720 e^6 x^{13}+21840 e^2 x^{13}-\frac{6720 x^{13}}{e^3}+\frac{14560 x^{13}}{e^7}-\frac{2240 x^{13}}{e^{12}}+\frac{3640 x^{13}}{e^{16}}-96 e^{x-4} x^{12}+16 e^x x^{12}+8736 e^{25} x^{12}-7280 e^{20} x^{12}+43680 e^{16} x^{12}-29120 e^{11} x^{12}+87360 e^7 x^{12}-43680 e^2 x^{12}+\frac{87360 x^{12}}{e^2}-\frac{29120 x^{12}}{e^7}+\frac{43680 x^{12}}{e^{11}}-\frac{7280 x^{12}}{e^{16}}+\frac{8736 x^{12}}{e^{20}}-528 e^{x-8} x^{11}+192 e^{x-4} x^{11}+16016 e^{30} x^{11}-17472 e^{25} x^{11}+96096 e^{21} x^{11}-87360 e^{16} x^{11}+240240 e^{12} x^{11}-174720 e^7 x^{11}+320320 e^3 x^{11}-\frac{174720 x^{11}}{e^2}+\frac{240240 x^{11}}{e^6}-\frac{87360 x^{11}}{e^{11}}+\frac{96096 x^{11}}{e^{15}}-\frac{17472 x^{11}}{e^{20}}+\frac{16016 x^{11}}{e^{24}}-1760 e^{x-12} x^{10}+1056 e^{x-8} x^{10}+22880 e^{35} x^{10}-32032 e^{30} x^{10}+160160 e^{26} x^{10}-192192 e^{21} x^{10}+480480 e^{17} x^{10}-480480 e^{12} x^{10}+800800 e^8 x^{10}-640640 e^3 x^{10}+\frac{800800 x^{10}}{e}-\frac{480480 x^{10}}{e^6}+\frac{480480 x^{10}}{e^{10}}-\frac{192192 x^{10}}{e^{15}}+\frac{160160 x^{10}}{e^{19}}-\frac{32032 x^{10}}{e^{24}}+\frac{22880 x^{10}}{e^{28}}-3960 e^{x-16} x^9+3520 e^{x-12} x^9+12 e^{2 x} x^9+25740 e^{40} x^9-45760 e^{35} x^9+205920 e^{31} x^9-320320 e^{26} x^9+720720 e^{22} x^9-960960 e^{17} x^9+1441440 e^{13} x^9-1601600 e^8 x^9+1801800 e^4 x^9-\frac{1601600 x^9}{e}+\frac{1441440 x^9}{e^5}-\frac{960960 x^9}{e^{10}}+\frac{720720 x^9}{e^{14}}-\frac{320320 x^9}{e^{19}}+\frac{205920 x^9}{e^{23}}-\frac{45760 x^9}{e^{28}}+\frac{25740 x^9}{e^{32}}-6336 e^{x-20} x^8+7920 e^{x-16} x^8-24 e^{2 x} x^8+96 e^{2 x-4} x^8+22880 e^{45} x^8-51480 e^{40} x^8+205920 e^{36} x^8-411840 e^{31} x^8+823680 e^{27} x^8-1441440 e^{22} x^8+1921920 e^{18} x^8-2882880 e^{13} x^8+2882880 e^9 x^8-3603600 e^4 x^8-\frac{2882880 x^8}{e^5}+\frac{1921920 x^8}{e^9}-\frac{1441440 x^8}{e^{14}}+\frac{823680 x^8}{e^{18}}-\frac{411840 x^8}{e^{23}}+\frac{205920 x^8}{e^{27}}-\frac{51480 x^8}{e^{32}}+\frac{22880 x^8}{e^{36}}+2882880 x^8-7392 e^{x-24} x^7+12672 e^{x-20} x^7+336 e^{2 x-8} x^7-192 e^{2 x-4} x^7+16016 e^{50} x^7-45760 e^{45} x^7+160160 e^{41} x^7-411840 e^{36} x^7+720720 e^{32} x^7-1647360 e^{27} x^7+1921920 e^{23} x^7-3843840 e^{18} x^7+3363360 e^{14} x^7-5765760 e^9 x^7+4036032 e^5 x^7+\frac{3363360 x^7}{e^4}-\frac{3843840 x^7}{e^9}+\frac{1921920 x^7}{e^{13}}-\frac{1647360 x^7}{e^{18}}+\frac{720720 x^7}{e^{22}}-\frac{411840 x^7}{e^{27}}+\frac{160160 x^7}{e^{31}}-\frac{45760 x^7}{e^{36}}+\frac{16016 x^7}{e^{40}}-5765760 x^7-6336 e^{x-28} x^6+14784 e^{x-24} x^6+672 e^{2 x-12} x^6-672 e^{2 x-8} x^6+8736 e^{55} x^6-32032 e^{50} x^6+96096 e^{46} x^6-320320 e^{41} x^6+480480 e^{37} x^6-1441440 e^{32} x^6+1441440 e^{28} x^6-3843840 e^{23} x^6+2882880 e^{19} x^6-6726720 e^{14} x^6+4036032 e^{10} x^6-8072064 e^5 x^6+4036032 e x^6-\frac{6726720 x^6}{e^4}+\frac{2882880 x^6}{e^8}-\frac{3843840 x^6}{e^{13}}+\frac{1441440 x^6}{e^{17}}-\frac{1441440 x^6}{e^{22}}+\frac{480480 x^6}{e^{26}}-\frac{320320 x^6}{e^{31}}+\frac{96096 x^6}{e^{35}}-\frac{32032 x^6}{e^{40}}+\frac{8736 x^6}{e^{44}}-3960 e^{x-32} x^5+12672 e^{x-28} x^5-8 e^{3 x} x^5+840 e^{2 x-16} x^5-1344 e^{2 x-12} x^5+3640 e^{60} x^5-17472 e^{55} x^5+43680 e^{51} x^5-192192 e^{46} x^5+240240 e^{42} x^5-960960 e^{37} x^5+800800 e^{33} x^5-2882880 e^{28} x^5+1801800 e^{24} x^5-5765760 e^{19} x^5+2882880 e^{15} x^5-8072064 e^{10} x^5+3363360 e^6 x^5-8072064 e x^5+\frac{2882880 x^5}{e^3}-\frac{5765760 x^5}{e^8}+\frac{1801800 x^5}{e^{12}}-\frac{2882880 x^5}{e^{17}}+\frac{800800 x^5}{e^{21}}-\frac{960960 x^5}{e^{26}}+\frac{240240 x^5}{e^{30}}-\frac{192192 x^5}{e^{35}}+\frac{43680 x^5}{e^{39}}-\frac{17472 x^5}{e^{44}}+\frac{3640 x^5}{e^{48}}-1760 e^{x-36} x^4+7920 e^{x-32} x^4+16 e^{3 x} x^4+672 e^{2 x-20} x^4-1680 e^{2 x-16} x^4-32 e^{3 x-4} x^4+1120 e^{65} x^4-7280 e^{60} x^4+14560 e^{56} x^4-87360 e^{51} x^4+87360 e^{47} x^4-480480 e^{42} x^4+320320 e^{38} x^4-1601600 e^{33} x^4+800800 e^{29} x^4-3603600 e^{24} x^4+1441440 e^{20} x^4-5765760 e^{15} x^4+1921920 e^{11} x^4-6726720 e^6 x^4+1921920 e^2 x^4-\frac{5765760 x^4}{e^3}+\frac{1441440 x^4}{e^7}-\frac{3603600 x^4}{e^{12}}+\frac{800800 x^4}{e^{16}}-\frac{1601600 x^4}{e^{21}}+\frac{320320 x^4}{e^{25}}-\frac{480480 x^4}{e^{30}}+\frac{87360 x^4}{e^{34}}-\frac{87360 x^4}{e^{39}}+\frac{14560 x^4}{e^{43}}-\frac{7280 x^4}{e^{48}}+\frac{1120 x^4}{e^{52}}-528 e^{x-40} x^3+3520 e^{x-36} x^3-528 e^{x+50} x^3+336 e^{2 x-24} x^3-1344 e^{2 x-20} x^3+336 e^{2 x+30} x^3-48 e^{3 x-8} x^3+64 e^{3 x-4} x^3-48 e^{3 x+10} x^3+240 e^{70} x^3-2240 e^{65} x^3+3360 e^{61} x^3-29120 e^{56} x^3+21840 e^{52} x^3-174720 e^{47} x^3+87360 e^{43} x^3-640640 e^{38} x^3+240240 e^{34} x^3-1601600 e^{29} x^3+480480 e^{25} x^3-2882880 e^{20} x^3+720720 e^{16} x^3-3843840 e^{11} x^3+823680 e^7 x^3-3843840 e^2 x^3+\frac{720720 x^3}{e^2}-\frac{2882880 x^3}{e^7}+\frac{480480 x^3}{e^{11}}-\frac{1601600 x^3}{e^{16}}+\frac{240240 x^3}{e^{20}}-\frac{640640 x^3}{e^{25}}+\frac{87360 x^3}{e^{29}}-\frac{174720 x^3}{e^{34}}+\frac{21840 x^3}{e^{38}}-\frac{29120 x^3}{e^{43}}+\frac{3360 x^3}{e^{47}}-\frac{2240 x^3}{e^{52}}+\frac{240 x^3}{e^{56}}-96 e^{x-44} x^2+1056 e^{x-40} x^2+1584 e^{x+50} x^2-96 e^{x+55} x^2+96 e^{2 x-28} x^2-672 e^{2 x-24} x^2-504 e^{2 x+30} x^2+96 e^{2 x+35} x^2-32 e^{3 x-12} x^2+96 e^{3 x-8} x^2+48 e^{3 x+10} x^2-32 e^{3 x+15} x^2-528 e^{x+46} \left(2+e^4\right) x^2+168 e^{2 x+26} \left(4-e^4\right) x^2-48 e^{3 x+6} \left(2-e^4\right) x^2-480 e^{70} x^2-6720 e^{61} x^2-43680 e^{52} x^2-174720 e^{43} x^2-480480 e^{34} x^2-960960 e^{25} x^2-1441440 e^{16} x^2-1647360 e^7 x^2-\frac{1441440 x^2}{e^2}-\frac{960960 x^2}{e^{11}}-\frac{480480 x^2}{e^{20}}-\frac{174720 x^2}{e^{29}}-\frac{43680 x^2}{e^{38}}-\frac{6720 x^2}{e^{47}}-\frac{480 x^2}{e^{56}}+192 e^{x-44} x-3168 e^{x+50} x-96 e^{x+51} x+192 e^{x+55} x-192 e^{2 x-28} x+504 e^{2 x+30} x-96 e^{2 x+35} x+64 e^{3 x-12} x-32 e^{3 x+10} x+\frac{64}{3} e^{3 x+15} x+\frac{2 \left(1+e^{144}\right) x}{e^{64}}+336 e^{2 x+22} \left(1-2 e^4-2 e^8\right) x-16 e^{3 x+2} \left(3-8 e^4-4 e^8\right) x-528 e^{x+42} \left(1-4 e^8\right) x+1056 e^{x+46} \left(2+e^4\right) x-168 e^{2 x+26} \left(4-e^4\right) x+32 e^{3 x+6} \left(2-e^4\right) x+96 e^{2 x+31} \left(1-e^4\right) x-\frac{32}{3} e^{3 x+11} \left(3-4 e^4\right) x+240 e^{62} x+1120 e^{53} x+3640 e^{44} x+8736 e^{35} x+16016 e^{26} x+22880 e^{17} x+25740 e^8 x+\frac{22880 x}{e}+\frac{16016 x}{e^{10}}+\frac{8736 x}{e^{19}}+\frac{3640 x}{e^{28}}+\frac{1120 x}{e^{37}}+\frac{240 x}{e^{46}}+\frac{32 x}{e^{55}}-\frac{e^{4 x}}{2}-45984153600 e^{x+5}+21076070400 e^{x+10}-6386688000 e^{x+15}+1437004800 e^{x+20}-255467520 e^{x+25}+37255680 e^{x+30}-4561920 e^{x+35}+475200 e^{x+40}-42240 e^{x+45}+3168 e^{x+50}+96 e^{x+51}-192 e^{x+55}+15120 e^{2 x+5}-13230 e^{2 x+10}+7560 e^{2 x+15}-3150 e^{2 x+20}+504 e^{2 x+21}+1008 e^{2 x+25}-252 e^{2 x+30}+48 e^{2 x+35}-\frac{256}{27} e^{3 x+5}+\frac{32}{3} e^{3 x+10}-\frac{64}{9} e^{3 x+15}-96 e^{x-43} \left(e^4 x+1\right)^{12}+1152 e^{x-39} \left(e^4 x+1\right)^{11}-528 e^{x-34} \left(e^4 x+1\right)^{11}+96 e^{x-43} \left(1-10 e^4\right) \left(e^4 x+1\right)^{11}-12672 e^{x-35} \left(e^4 x+1\right)^{10}+5808 e^{x-30} \left(e^4 x+1\right)^{10}-1760 e^{x-25} \left(e^4 x+1\right)^{10}+1056 e^{x-39} \left(1+2 e^4\right) \left(e^4 x+1\right)^{10}+528 e^{x-34} \left(1-9 e^4\right) \left(e^4 x+1\right)^{10}-1056 e^{x-39} \left(1-10 e^4\right) \left(e^4 x+1\right)^{10}+126720 e^{x-31} \left(e^4 x+1\right)^9-58080 e^{x-26} \left(e^4 x+1\right)^9+17600 e^{x-21} \left(e^4 x+1\right)^9-3960 e^{x-16} \left(e^4 x+1\right)^9-10560 e^{x-35} \left(1+2 e^4\right) \left(e^4 x+1\right)^9+5280 e^{x-30} \left(1+2 e^4\right) \left(e^4 x+1\right)^9+1760 e^{x-25} \left(1-8 e^4\right) \left(e^4 x+1\right)^9-5280 e^{x-30} \left(1-9 e^4\right) \left(e^4 x+1\right)^9+10560 e^{x-35} \left(1-10 e^4\right) \left(e^4 x+1\right)^9-1140480 e^{x-27} \left(e^4 x+1\right)^8+522720 e^{x-22} \left(e^4 x+1\right)^8-158400 e^{x-17} \left(e^4 x+1\right)^8+35640 e^{x-12} \left(e^4 x+1\right)^8-6336 e^{x-7} \left(e^4 x+1\right)^8+96 e^{2 x-27} \left(e^4 x+1\right)^8+95040 e^{x-31} \left(1+2 e^4\right) \left(e^4 x+1\right)^8-47520 e^{x-26} \left(1+2 e^4\right) \left(e^4 x+1\right)^8+15840 e^{x-21} \left(1+2 e^4\right) \left(e^4 x+1\right)^8+3960 e^{x-16} \left(1-7 e^4\right) \left(e^4 x+1\right)^8-15840 e^{x-21} \left(1-8 e^4\right) \left(e^4 x+1\right)^8+47520 e^{x-26} \left(1-9 e^4\right) \left(e^4 x+1\right)^8-95040 e^{x-31} \left(1-10 e^4\right) \left(e^4 x+1\right)^8+9123840 e^{x-23} \left(e^4 x+1\right)^7-4181760 e^{x-18} \left(e^4 x+1\right)^7+1267200 e^{x-13} \left(e^4 x+1\right)^7-285120 e^{x-8} \left(e^4 x+1\right)^7+50688 e^{x-3} \left(e^4 x+1\right)^7-7392 e^{x+2} \left(e^4 x+1\right)^7-384 e^{2 x-23} \left(e^4 x+1\right)^7+336 e^{2 x-18} \left(e^4 x+1\right)^7-760320 e^{x-27} \left(1+2 e^4\right) \left(e^4 x+1\right)^7+380160 e^{x-22} \left(1+2 e^4\right) \left(e^4 x+1\right)^7-126720 e^{x-17} \left(1+2 e^4\right) \left(e^4 x+1\right)^7+31680 e^{x-12} \left(1+2 e^4\right) \left(e^4 x+1\right)^7-96 e^{2 x-27} \left(1-2 e^4\right) \left(e^4 x+1\right)^7+6336 e^{x-7} \left(1-6 e^4\right) \left(e^4 x+1\right)^7-31680 e^{x-12} \left(1-7 e^4\right) \left(e^4 x+1\right)^7+126720 e^{x-17} \left(1-8 e^4\right) \left(e^4 x+1\right)^7-380160 e^{x-22} \left(1-9 e^4\right) \left(e^4 x+1\right)^7+760320 e^{x-27} \left(1-10 e^4\right) \left(e^4 x+1\right)^7-63866880 e^{x-19} \left(e^4 x+1\right)^6+29272320 e^{x-14} \left(e^4 x+1\right)^6-8870400 e^{x-9} \left(e^4 x+1\right)^6+1995840 e^{x-4} \left(e^4 x+1\right)^6-354816 e^{x+1} \left(e^4 x+1\right)^6+51744 e^{x+6} \left(e^4 x+1\right)^6-6336 e^{x+11} \left(e^4 x+1\right)^6+1344 e^{2 x-19} \left(e^4 x+1\right)^6-1176 e^{2 x-14} \left(e^4 x+1\right)^6+672 e^{2 x-9} \left(e^4 x+1\right)^6+5322240 e^{x-23} \left(1+2 e^4\right) \left(e^4 x+1\right)^6-2661120 e^{x-18} \left(1+2 e^4\right) \left(e^4 x+1\right)^6+887040 e^{x-13} \left(1+2 e^4\right) \left(e^4 x+1\right)^6-221760 e^{x-8} \left(1+2 e^4\right) \left(e^4 x+1\right)^6+44352 e^{x-3} \left(1+2 e^4\right) \left(e^4 x+1\right)^6-336 e^{2 x-23} \left(1+2 e^4\right) \left(e^4 x+1\right)^6+336 e^{2 x-23} \left(1-2 e^4\right) \left(e^4 x+1\right)^6-168 e^{2 x-18} \left(2-3 e^4\right) \left(e^4 x+1\right)^6+7392 e^{x+2} \left(1-5 e^4\right) \left(e^4 x+1\right)^6-44352 e^{x-3} \left(1-6 e^4\right) \left(e^4 x+1\right)^6+221760 e^{x-8} \left(1-7 e^4\right) \left(e^4 x+1\right)^6-887040 e^{x-13} \left(1-8 e^4\right) \left(e^4 x+1\right)^6+2661120 e^{x-18} \left(1-9 e^4\right) \left(e^4 x+1\right)^6-5322240 e^{x-23} \left(1-10 e^4\right) \left(e^4 x+1\right)^6+383201280 e^{x-15} \left(e^4 x+1\right)^5-175633920 e^{x-10} \left(e^4 x+1\right)^5+53222400 e^{x-5} \left(e^4 x+1\right)^5-11975040 e^x \left(e^4 x+1\right)^5+840 e^{2 x} \left(e^4 x+1\right)^5+2128896 e^{x+5} \left(e^4 x+1\right)^5-310464 e^{x+10} \left(e^4 x+1\right)^5+38016 e^{x+15} \left(e^4 x+1\right)^5-3960 e^{x+20} \left(e^4 x+1\right)^5-4032 e^{2 x-15} \left(e^4 x+1\right)^5+3528 e^{2 x-10} \left(e^4 x+1\right)^5-2016 e^{2 x-5} \left(e^4 x+1\right)^5-31933440 e^{x-19} \left(1+2 e^4\right) \left(e^4 x+1\right)^5+15966720 e^{x-14} \left(1+2 e^4\right) \left(e^4 x+1\right)^5-5322240 e^{x-9} \left(1+2 e^4\right) \left(e^4 x+1\right)^5+1330560 e^{x-4} \left(1+2 e^4\right) \left(e^4 x+1\right)^5-266112 e^{x+1} \left(1+2 e^4\right) \left(e^4 x+1\right)^5+44352 e^{x+6} \left(1+2 e^4\right) \left(e^4 x+1\right)^5+1008 e^{2 x-19} \left(1+2 e^4\right) \left(e^4 x+1\right)^5-1008 e^{2 x-14} \left(1+2 e^4\right) \left(e^4 x+1\right)^5-672 e^{2 x-9} \left(1-e^4\right) \left(e^4 x+1\right)^5-1008 e^{2 x-19} \left(1-2 e^4\right) \left(e^4 x+1\right)^5+504 e^{2 x-14} \left(2-3 e^4\right) \left(e^4 x+1\right)^5+6336 e^{x+11} \left(1-4 e^4\right) \left(e^4 x+1\right)^5-44352 e^{x+6} \left(1-5 e^4\right) \left(e^4 x+1\right)^5+266112 e^{x+1} \left(1-6 e^4\right) \left(e^4 x+1\right)^5-1330560 e^{x-4} \left(1-7 e^4\right) \left(e^4 x+1\right)^5+5322240 e^{x-9} \left(1-8 e^4\right) \left(e^4 x+1\right)^5-15966720 e^{x-14} \left(1-9 e^4\right) \left(e^4 x+1\right)^5+31933440 e^{x-19} \left(1-10 e^4\right) \left(e^4 x+1\right)^5-1916006400 e^{x-11} \left(e^4 x+1\right)^4+878169600 e^{x-6} \left(e^4 x+1\right)^4-266112000 e^{x-1} \left(e^4 x+1\right)^4+59875200 e^{x+4} \left(e^4 x+1\right)^4-10644480 e^{x+9} \left(e^4 x+1\right)^4+1552320 e^{x+14} \left(e^4 x+1\right)^4-190080 e^{x+19} \left(e^4 x+1\right)^4+19800 e^{x+24} \left(e^4 x+1\right)^4-1760 e^{x+29} \left(e^4 x+1\right)^4+10080 e^{2 x-11} \left(e^4 x+1\right)^4-8820 e^{2 x-6} \left(e^4 x+1\right)^4+5040 e^{2 x-1} \left(e^4 x+1\right)^4-2100 e^{2 x+4} \left(e^4 x+1\right)^4+672 e^{2 x+9} \left(e^4 x+1\right)^4-32 e^{3 x-11} \left(e^4 x+1\right)^4+159667200 e^{x-15} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-79833600 e^{x-10} \left(1+2 e^4\right) \left(e^4 x+1\right)^4+26611200 e^{x-5} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-6652800 e^x \left(1+2 e^4\right) \left(e^4 x+1\right)^4+1330560 e^{x+5} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-221760 e^{x+10} \left(1+2 e^4\right) \left(e^4 x+1\right)^4+31680 e^{x+15} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-2520 e^{2 x-15} \left(1+2 e^4\right) \left(e^4 x+1\right)^4+2520 e^{2 x-10} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-1680 e^{2 x-5} \left(1+2 e^4\right) \left(e^4 x+1\right)^4-420 e^{2 x} \left(2-e^4\right) \left(e^4 x+1\right)^4+1680 e^{2 x-5} \left(1-e^4\right) \left(e^4 x+1\right)^4+2520 e^{2 x-15} \left(1-2 e^4\right) \left(e^4 x+1\right)^4-1260 e^{2 x-10} \left(2-3 e^4\right) \left(e^4 x+1\right)^4+3960 e^{x+20} \left(1-3 e^4\right) \left(e^4 x+1\right)^4-31680 e^{x+15} \left(1-4 e^4\right) \left(e^4 x+1\right)^4+221760 e^{x+10} \left(1-5 e^4\right) \left(e^4 x+1\right)^4-1330560 e^{x+5} \left(1-6 e^4\right) \left(e^4 x+1\right)^4+6652800 e^x \left(1-7 e^4\right) \left(e^4 x+1\right)^4-26611200 e^{x-5} \left(1-8 e^4\right) \left(e^4 x+1\right)^4+79833600 e^{x-10} \left(1-9 e^4\right) \left(e^4 x+1\right)^4-159667200 e^{x-15} \left(1-10 e^4\right) \left(e^4 x+1\right)^4+7664025600 e^{x-7} \left(e^4 x+1\right)^3-3512678400 e^{x-2} \left(e^4 x+1\right)^3+1064448000 e^{x+3} \left(e^4 x+1\right)^3-239500800 e^{x+8} \left(e^4 x+1\right)^3+42577920 e^{x+13} \left(e^4 x+1\right)^3-6209280 e^{x+18} \left(e^4 x+1\right)^3+760320 e^{x+23} \left(e^4 x+1\right)^3-79200 e^{x+28} \left(e^4 x+1\right)^3+7040 e^{x+33} \left(e^4 x+1\right)^3-20160 e^{2 x-7} \left(e^4 x+1\right)^3+17640 e^{2 x-2} \left(e^4 x+1\right)^3-10080 e^{2 x+3} \left(e^4 x+1\right)^3+4200 e^{2 x+8} \left(e^4 x+1\right)^3-672 e^{2 x+9} \left(e^4 x+1\right)^3-1344 e^{2 x+13} \left(e^4 x+1\right)^3+\frac{128}{3} e^{3 x-7} \left(e^4 x+1\right)^3+\frac{32}{3} e^{3 x-11} \left(3+2 e^4\right) \left(e^4 x+1\right)^3-638668800 e^{x-11} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+319334400 e^{x-6} \left(1+2 e^4\right) \left(e^4 x+1\right)^3-106444800 e^{x-1} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+26611200 e^{x+4} \left(1+2 e^4\right) \left(e^4 x+1\right)^3-5322240 e^{x+9} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+887040 e^{x+14} \left(1+2 e^4\right) \left(e^4 x+1\right)^3-126720 e^{x+19} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+15840 e^{x+24} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+5040 e^{2 x-11} \left(1+2 e^4\right) \left(e^4 x+1\right)^3-5040 e^{2 x-6} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+3360 e^{2 x-1} \left(1+2 e^4\right) \left(e^4 x+1\right)^3-1680 e^{2 x+4} \left(1+2 e^4\right) \left(e^4 x+1\right)^3+840 e^{2 x+4} \left(2-e^4\right) \left(e^4 x+1\right)^3-3360 e^{2 x-1} \left(1-e^4\right) \left(e^4 x+1\right)^3+1760 e^{x+29} \left(1-2 e^4\right) \left(e^4 x+1\right)^3-5040 e^{2 x-11} \left(1-2 e^4\right) \left(e^4 x+1\right)^3+2520 e^{2 x-6} \left(2-3 e^4\right) \left(e^4 x+1\right)^3-15840 e^{x+24} \left(1-3 e^4\right) \left(e^4 x+1\right)^3+126720 e^{x+19} \left(1-4 e^4\right) \left(e^4 x+1\right)^3-887040 e^{x+14} \left(1-5 e^4\right) \left(e^4 x+1\right)^3+5322240 e^{x+9} \left(1-6 e^4\right) \left(e^4 x+1\right)^3-26611200 e^{x+4} \left(1-7 e^4\right) \left(e^4 x+1\right)^3+106444800 e^{x-1} \left(1-8 e^4\right) \left(e^4 x+1\right)^3-319334400 e^{x-6} \left(1-9 e^4\right) \left(e^4 x+1\right)^3+638668800 e^{x-11} \left(1-10 e^4\right) \left(e^4 x+1\right)^3+\frac{8 \left(e^{60}-2 e^{64} (1-x)\right)^2}{e^{53}}+480 e^{66} (1-x)^2+3360 e^{57} (1-x)^2+14560 e^{48} (1-x)^2+43680 e^{39} (1-x)^2+96096 e^{30} (1-x)^2+160160 e^{21} (1-x)^2+205920 e^{12} (1-x)^2+205920 e^3 (1-x)^2+\frac{160160 (1-x)^2}{e^6}+\frac{96096 (1-x)^2}{e^{15}}+\frac{43680 (1-x)^2}{e^{24}}+\frac{14560 (1-x)^2}{e^{33}}+\frac{3360 (1-x)^2}{e^{42}}+\frac{480 (1-x)^2}{e^{51}}+\frac{32 (1-x)^2}{e^{60}}-22992076800 e^{x-3} \left(e^4 x+1\right)^2+10538035200 e^{x+2} \left(e^4 x+1\right)^2-3193344000 e^{x+7} \left(e^4 x+1\right)^2+718502400 e^{x+12} \left(e^4 x+1\right)^2-127733760 e^{x+17} \left(e^4 x+1\right)^2+18627840 e^{x+22} \left(e^4 x+1\right)^2-2280960 e^{x+27} \left(e^4 x+1\right)^2+237600 e^{x+32} \left(e^4 x+1\right)^2-21120 e^{x+37} \left(e^4 x+1\right)^2+30240 e^{2 x-3} \left(e^4 x+1\right)^2-26460 e^{2 x+2} \left(e^4 x+1\right)^2+15120 e^{2 x+7} \left(e^4 x+1\right)^2-6300 e^{2 x+12} \left(e^4 x+1\right)^2+1008 e^{2 x+13} \left(e^4 x+1\right)^2+2016 e^{2 x+17} \left(e^4 x+1\right)^2-\frac{128}{3} e^{3 x-3} \left(e^4 x+1\right)^2-\frac{32}{3} e^{3 x-7} \left(3+2 e^4\right) \left(e^4 x+1\right)^2+1916006400 e^{x-7} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-958003200 e^{x-2} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+319334400 e^{x+3} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-79833600 e^{x+8} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+15966720 e^{x+13} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-2661120 e^{x+18} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+380160 e^{x+23} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-47520 e^{x+28} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+5280 e^{x+33} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-7560 e^{2 x-7} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+7560 e^{2 x-2} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-5040 e^{2 x+3} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+2520 e^{2 x+8} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-1008 e^{2 x+13} \left(1+2 e^4\right) \left(e^4 x+1\right)^2+32 e^{3 x-7} \left(1+2 e^4\right) \left(e^4 x+1\right)^2-1260 e^{2 x+8} \left(2-e^4\right) \left(e^4 x+1\right)^2+5040 e^{2 x+3} \left(1-e^4\right) \left(e^4 x+1\right)^2-5280 e^{x+33} \left(1-2 e^4\right) \left(e^4 x+1\right)^2+7560 e^{2 x-7} \left(1-2 e^4\right) \left(e^4 x+1\right)^2-3780 e^{2 x-2} \left(2-3 e^4\right) \left(e^4 x+1\right)^2+47520 e^{x+28} \left(1-3 e^4\right) \left(e^4 x+1\right)^2-380160 e^{x+23} \left(1-4 e^4\right) \left(e^4 x+1\right)^2+2661120 e^{x+18} \left(1-5 e^4\right) \left(e^4 x+1\right)^2-15966720 e^{x+13} \left(1-6 e^4\right) \left(e^4 x+1\right)^2+79833600 e^{x+8} \left(1-7 e^4\right) \left(e^4 x+1\right)^2-319334400 e^{x+3} \left(1-8 e^4\right) \left(e^4 x+1\right)^2+958003200 e^{x-2} \left(1-9 e^4\right) \left(e^4 x+1\right)^2-1916006400 e^{x-7} \left(1-10 e^4\right) \left(e^4 x+1\right)^2-\frac{1}{2} e^{4 x} (7-4 x)+\frac{8}{3} e^{3 x-16} \left(1+e^{36}\right) (5-3 x)-6 e^{2 x-32} \left(1+e^{72}\right) (3-2 x)+8 e^{x-48} \left(1+e^{108}\right) (1-x)+45984153600 e^{x+1} \left(e^4 x+1\right)-21076070400 e^{x+6} \left(e^4 x+1\right)+6386688000 e^{x+11} \left(e^4 x+1\right)-1437004800 e^{x+16} \left(e^4 x+1\right)+255467520 e^{x+21} \left(e^4 x+1\right)-37255680 e^{x+26} \left(e^4 x+1\right)+4561920 e^{x+31} \left(e^4 x+1\right)-475200 e^{x+36} \left(e^4 x+1\right)+42240 e^{x+41} \left(e^4 x+1\right)-30240 e^{2 x+1} \left(e^4 x+1\right)+26460 e^{2 x+6} \left(e^4 x+1\right)-15120 e^{2 x+11} \left(e^4 x+1\right)+6300 e^{2 x+16} \left(e^4 x+1\right)-1008 e^{2 x+17} \left(e^4 x+1\right)-2016 e^{2 x+21} \left(e^4 x+1\right)+\frac{256}{9} e^{3 x+1} \left(e^4 x+1\right)+\frac{64}{9} e^{3 x-3} \left(3+2 e^4\right) \left(e^4 x+1\right)-3832012800 e^{x-3} \left(1+2 e^4\right) \left(e^4 x+1\right)+1916006400 e^{x+2} \left(1+2 e^4\right) \left(e^4 x+1\right)-638668800 e^{x+7} \left(1+2 e^4\right) \left(e^4 x+1\right)+159667200 e^{x+12} \left(1+2 e^4\right) \left(e^4 x+1\right)-31933440 e^{x+17} \left(1+2 e^4\right) \left(e^4 x+1\right)+5322240 e^{x+22} \left(1+2 e^4\right) \left(e^4 x+1\right)-760320 e^{x+27} \left(1+2 e^4\right) \left(e^4 x+1\right)+95040 e^{x+32} \left(1+2 e^4\right) \left(e^4 x+1\right)-10560 e^{x+37} \left(1+2 e^4\right) \left(e^4 x+1\right)+7560 e^{2 x-3} \left(1+2 e^4\right) \left(e^4 x+1\right)-7560 e^{2 x+2} \left(1+2 e^4\right) \left(e^4 x+1\right)+5040 e^{2 x+7} \left(1+2 e^4\right) \left(e^4 x+1\right)-2520 e^{2 x+12} \left(1+2 e^4\right) \left(e^4 x+1\right)+1008 e^{2 x+17} \left(1+2 e^4\right) \left(e^4 x+1\right)-\frac{64}{3} e^{3 x-3} \left(1+2 e^4\right) \left(e^4 x+1\right)+1260 e^{2 x+12} \left(2-e^4\right) \left(e^4 x+1\right)-5040 e^{2 x+7} \left(1-e^4\right) \left(e^4 x+1\right)+10560 e^{x+37} \left(1-2 e^4\right) \left(e^4 x+1\right)-7560 e^{2 x-3} \left(1-2 e^4\right) \left(e^4 x+1\right)+3780 e^{2 x+2} \left(2-3 e^4\right) \left(e^4 x+1\right)-95040 e^{x+32} \left(1-3 e^4\right) \left(e^4 x+1\right)+760320 e^{x+27} \left(1-4 e^4\right) \left(e^4 x+1\right)-5322240 e^{x+22} \left(1-5 e^4\right) \left(e^4 x+1\right)+31933440 e^{x+17} \left(1-6 e^4\right) \left(e^4 x+1\right)-159667200 e^{x+12} \left(1-7 e^4\right) \left(e^4 x+1\right)+638668800 e^{x+7} \left(1-8 e^4\right) \left(e^4 x+1\right)-1916006400 e^{x+2} \left(1-9 e^4\right) \left(e^4 x+1\right)+3832012800 e^{x-3} \left(1-10 e^4\right) \left(e^4 x+1\right)+8 e^{x-48} \left(1+e^{108}\right)-6 e^{2 x-32} \left(1+e^{72}\right)+\frac{8}{3} e^{3 x-16} \left(1+e^{36}\right)-168 e^{2 x+22} \left(1-2 e^4-2 e^8\right)+\frac{16}{3} e^{3 x+2} \left(3-8 e^4-4 e^8\right)+528 e^{x+42} \left(1-4 e^8\right)+16 e^{3 x+2} \left(5+4 e^4\right)-168 e^{2 x+22} \left(3+4 e^4\right)+528 e^{x+42} \left(1+4 e^4\right)+\frac{32}{3} e^{3 x+11} \left(5+2 e^4\right)-48 e^{2 x+31} \left(3+2 e^4\right)-\frac{64}{27} e^{3 x+1} \left(3+2 e^4\right)+3832012800 e^{x+1} \left(1+2 e^4\right)-1916006400 e^{x+6} \left(1+2 e^4\right)+638668800 e^{x+11} \left(1+2 e^4\right)-159667200 e^{x+16} \left(1+2 e^4\right)+31933440 e^{x+21} \left(1+2 e^4\right)-5322240 e^{x+26} \left(1+2 e^4\right)+760320 e^{x+31} \left(1+2 e^4\right)-95040 e^{x+36} \left(1+2 e^4\right)+10560 e^{x+41} \left(1+2 e^4\right)+96 e^{x+51} \left(1+2 e^4\right)-3780 e^{2 x+1} \left(1+2 e^4\right)+3780 e^{2 x+6} \left(1+2 e^4\right)-2520 e^{2 x+11} \left(1+2 e^4\right)+1260 e^{2 x+16} \left(1+2 e^4\right)-504 e^{2 x+21} \left(1+2 e^4\right)+\frac{64}{9} e^{3 x+1} \left(1+2 e^4\right)-1056 e^{x+46} \left(2+e^4\right)+84 e^{2 x+26} \left(4-e^4\right)-630 e^{2 x+16} \left(2-e^4\right)-\frac{32}{3} e^{3 x+6} \left(2-e^4\right)+2520 e^{2 x+11} \left(1-e^4\right)-48 e^{2 x+31} \left(1-e^4\right)-10560 e^{x+41} \left(1-2 e^4\right)+3780 e^{2 x+1} \left(1-2 e^4\right)-1890 e^{2 x+6} \left(2-3 e^4\right)+95040 e^{x+36} \left(1-3 e^4\right)+\frac{32}{9} e^{3 x+11} \left(3-4 e^4\right)-760320 e^{x+31} \left(1-4 e^4\right)+5322240 e^{x+26} \left(1-5 e^4\right)-31933440 e^{x+21} \left(1-6 e^4\right)+159667200 e^{x+16} \left(1-7 e^4\right)-638668800 e^{x+11} \left(1-8 e^4\right)+1916006400 e^{x+6} \left(1-9 e^4\right)-3832012800 e^{x+1} \left(1-10 e^4\right)","(2 x-4) \left(e^x-\left(x+e^5+\frac{1}{e^4}\right)^4\right)^4",1,"-1/2*E^(4*x) - 45984153600*E^(5 + x) + 21076070400*E^(10 + x) - 6386688000*E^(15 + x) + 1437004800*E^(20 + x) - 255467520*E^(25 + x) + 37255680*E^(30 + x) - 4561920*E^(35 + x) + 475200*E^(40 + x) - 42240*E^(45 + x) + 3168*E^(50 + x) + 96*E^(51 + x) - 192*E^(55 + x) + 15120*E^(5 + 2*x) - 13230*E^(10 + 2*x) + 7560*E^(15 + 2*x) - 3150*E^(20 + 2*x) + 504*E^(21 + 2*x) + 1008*E^(25 + 2*x) - 252*E^(30 + 2*x) + 48*E^(35 + 2*x) - (256*E^(5 + 3*x))/27 + (32*E^(10 + 3*x))/3 - (64*E^(15 + 3*x))/9 - 3832012800*E^(1 + x)*(1 - 10*E^4) + 1916006400*E^(6 + x)*(1 - 9*E^4) - 638668800*E^(11 + x)*(1 - 8*E^4) + 159667200*E^(16 + x)*(1 - 7*E^4) - 31933440*E^(21 + x)*(1 - 6*E^4) + 5322240*E^(26 + x)*(1 - 5*E^4) - 760320*E^(31 + x)*(1 - 4*E^4) + (32*E^(11 + 3*x)*(3 - 4*E^4))/9 + 95040*E^(36 + x)*(1 - 3*E^4) - 1890*E^(6 + 2*x)*(2 - 3*E^4) - 10560*E^(41 + x)*(1 - 2*E^4) + 3780*E^(1 + 2*x)*(1 - 2*E^4) + 2520*E^(11 + 2*x)*(1 - E^4) - 48*E^(31 + 2*x)*(1 - E^4) - 630*E^(16 + 2*x)*(2 - E^4) - (32*E^(6 + 3*x)*(2 - E^4))/3 + 84*E^(26 + 2*x)*(4 - E^4) - 1056*E^(46 + x)*(2 + E^4) + 3832012800*E^(1 + x)*(1 + 2*E^4) - 1916006400*E^(6 + x)*(1 + 2*E^4) + 638668800*E^(11 + x)*(1 + 2*E^4) - 159667200*E^(16 + x)*(1 + 2*E^4) + 31933440*E^(21 + x)*(1 + 2*E^4) - 5322240*E^(26 + x)*(1 + 2*E^4) + 760320*E^(31 + x)*(1 + 2*E^4) - 95040*E^(36 + x)*(1 + 2*E^4) + 10560*E^(41 + x)*(1 + 2*E^4) + 96*E^(51 + x)*(1 + 2*E^4) - 3780*E^(1 + 2*x)*(1 + 2*E^4) + 3780*E^(6 + 2*x)*(1 + 2*E^4) - 2520*E^(11 + 2*x)*(1 + 2*E^4) + 1260*E^(16 + 2*x)*(1 + 2*E^4) - 504*E^(21 + 2*x)*(1 + 2*E^4) + (64*E^(1 + 3*x)*(1 + 2*E^4))/9 - 48*E^(31 + 2*x)*(3 + 2*E^4) - (64*E^(1 + 3*x)*(3 + 2*E^4))/27 + (32*E^(11 + 3*x)*(5 + 2*E^4))/3 + 528*E^(42 + x)*(1 + 4*E^4) - 168*E^(22 + 2*x)*(3 + 4*E^4) + 16*E^(2 + 3*x)*(5 + 4*E^4) + 528*E^(42 + x)*(1 - 4*E^8) + (16*E^(2 + 3*x)*(3 - 8*E^4 - 4*E^8))/3 - 168*E^(22 + 2*x)*(1 - 2*E^4 - 2*E^8) + (8*E^(-16 + 3*x)*(1 + E^36))/3 - 6*E^(-32 + 2*x)*(1 + E^72) + 8*E^(-48 + x)*(1 + E^108) + (8*(E^60 - 2*E^64*(1 - x))^2)/E^53 - (E^(4*x)*(7 - 4*x))/2 + (8*E^(-16 + 3*x)*(1 + E^36)*(5 - 3*x))/3 - 6*E^(-32 + 2*x)*(1 + E^72)*(3 - 2*x) + 8*E^(-48 + x)*(1 + E^108)*(1 - x) + (32*(1 - x)^2)/E^60 + (480*(1 - x)^2)/E^51 + (3360*(1 - x)^2)/E^42 + (14560*(1 - x)^2)/E^33 + (43680*(1 - x)^2)/E^24 + (96096*(1 - x)^2)/E^15 + (160160*(1 - x)^2)/E^6 + 205920*E^3*(1 - x)^2 + 205920*E^12*(1 - x)^2 + 160160*E^21*(1 - x)^2 + 96096*E^30*(1 - x)^2 + 43680*E^39*(1 - x)^2 + 14560*E^48*(1 - x)^2 + 3360*E^57*(1 - x)^2 + 480*E^66*(1 - x)^2 + (32*x)/E^55 + (240*x)/E^46 + (1120*x)/E^37 + (3640*x)/E^28 + (8736*x)/E^19 + (16016*x)/E^10 + (22880*x)/E + 25740*E^8*x + 22880*E^17*x + 16016*E^26*x + 8736*E^35*x + 3640*E^44*x + 1120*E^53*x + 240*E^62*x + 192*E^(-44 + x)*x - 3168*E^(50 + x)*x - 96*E^(51 + x)*x + 192*E^(55 + x)*x - 192*E^(-28 + 2*x)*x + 504*E^(30 + 2*x)*x - 96*E^(35 + 2*x)*x + 64*E^(-12 + 3*x)*x - 32*E^(10 + 3*x)*x + (64*E^(15 + 3*x)*x)/3 - (32*E^(11 + 3*x)*(3 - 4*E^4)*x)/3 + 96*E^(31 + 2*x)*(1 - E^4)*x + 32*E^(6 + 3*x)*(2 - E^4)*x - 168*E^(26 + 2*x)*(4 - E^4)*x + 1056*E^(46 + x)*(2 + E^4)*x - 528*E^(42 + x)*(1 - 4*E^8)*x - 16*E^(2 + 3*x)*(3 - 8*E^4 - 4*E^8)*x + 336*E^(22 + 2*x)*(1 - 2*E^4 - 2*E^8)*x + (2*(1 + E^144)*x)/E^64 - (480*x^2)/E^56 - (6720*x^2)/E^47 - (43680*x^2)/E^38 - (174720*x^2)/E^29 - (480480*x^2)/E^20 - (960960*x^2)/E^11 - (1441440*x^2)/E^2 - 1647360*E^7*x^2 - 1441440*E^16*x^2 - 960960*E^25*x^2 - 480480*E^34*x^2 - 174720*E^43*x^2 - 43680*E^52*x^2 - 6720*E^61*x^2 - 480*E^70*x^2 - 96*E^(-44 + x)*x^2 + 1056*E^(-40 + x)*x^2 + 1584*E^(50 + x)*x^2 - 96*E^(55 + x)*x^2 + 96*E^(-28 + 2*x)*x^2 - 672*E^(-24 + 2*x)*x^2 - 504*E^(30 + 2*x)*x^2 + 96*E^(35 + 2*x)*x^2 - 32*E^(-12 + 3*x)*x^2 + 96*E^(-8 + 3*x)*x^2 + 48*E^(10 + 3*x)*x^2 - 32*E^(15 + 3*x)*x^2 - 48*E^(6 + 3*x)*(2 - E^4)*x^2 + 168*E^(26 + 2*x)*(4 - E^4)*x^2 - 528*E^(46 + x)*(2 + E^4)*x^2 + (240*x^3)/E^56 - (2240*x^3)/E^52 + (3360*x^3)/E^47 - (29120*x^3)/E^43 + (21840*x^3)/E^38 - (174720*x^3)/E^34 + (87360*x^3)/E^29 - (640640*x^3)/E^25 + (240240*x^3)/E^20 - (1601600*x^3)/E^16 + (480480*x^3)/E^11 - (2882880*x^3)/E^7 + (720720*x^3)/E^2 - 3843840*E^2*x^3 + 823680*E^7*x^3 - 3843840*E^11*x^3 + 720720*E^16*x^3 - 2882880*E^20*x^3 + 480480*E^25*x^3 - 1601600*E^29*x^3 + 240240*E^34*x^3 - 640640*E^38*x^3 + 87360*E^43*x^3 - 174720*E^47*x^3 + 21840*E^52*x^3 - 29120*E^56*x^3 + 3360*E^61*x^3 - 2240*E^65*x^3 + 240*E^70*x^3 - 528*E^(-40 + x)*x^3 + 3520*E^(-36 + x)*x^3 - 528*E^(50 + x)*x^3 + 336*E^(-24 + 2*x)*x^3 - 1344*E^(-20 + 2*x)*x^3 + 336*E^(30 + 2*x)*x^3 - 48*E^(-8 + 3*x)*x^3 + 64*E^(-4 + 3*x)*x^3 - 48*E^(10 + 3*x)*x^3 + (1120*x^4)/E^52 - (7280*x^4)/E^48 + (14560*x^4)/E^43 - (87360*x^4)/E^39 + (87360*x^4)/E^34 - (480480*x^4)/E^30 + (320320*x^4)/E^25 - (1601600*x^4)/E^21 + (800800*x^4)/E^16 - (3603600*x^4)/E^12 + (1441440*x^4)/E^7 - (5765760*x^4)/E^3 + 1921920*E^2*x^4 - 6726720*E^6*x^4 + 1921920*E^11*x^4 - 5765760*E^15*x^4 + 1441440*E^20*x^4 - 3603600*E^24*x^4 + 800800*E^29*x^4 - 1601600*E^33*x^4 + 320320*E^38*x^4 - 480480*E^42*x^4 + 87360*E^47*x^4 - 87360*E^51*x^4 + 14560*E^56*x^4 - 7280*E^60*x^4 + 1120*E^65*x^4 - 1760*E^(-36 + x)*x^4 + 7920*E^(-32 + x)*x^4 + 16*E^(3*x)*x^4 + 672*E^(-20 + 2*x)*x^4 - 1680*E^(-16 + 2*x)*x^4 - 32*E^(-4 + 3*x)*x^4 + (3640*x^5)/E^48 - (17472*x^5)/E^44 + (43680*x^5)/E^39 - (192192*x^5)/E^35 + (240240*x^5)/E^30 - (960960*x^5)/E^26 + (800800*x^5)/E^21 - (2882880*x^5)/E^17 + (1801800*x^5)/E^12 - (5765760*x^5)/E^8 + (2882880*x^5)/E^3 - 8072064*E*x^5 + 3363360*E^6*x^5 - 8072064*E^10*x^5 + 2882880*E^15*x^5 - 5765760*E^19*x^5 + 1801800*E^24*x^5 - 2882880*E^28*x^5 + 800800*E^33*x^5 - 960960*E^37*x^5 + 240240*E^42*x^5 - 192192*E^46*x^5 + 43680*E^51*x^5 - 17472*E^55*x^5 + 3640*E^60*x^5 - 3960*E^(-32 + x)*x^5 + 12672*E^(-28 + x)*x^5 - 8*E^(3*x)*x^5 + 840*E^(-16 + 2*x)*x^5 - 1344*E^(-12 + 2*x)*x^5 + (8736*x^6)/E^44 - (32032*x^6)/E^40 + (96096*x^6)/E^35 - (320320*x^6)/E^31 + (480480*x^6)/E^26 - (1441440*x^6)/E^22 + (1441440*x^6)/E^17 - (3843840*x^6)/E^13 + (2882880*x^6)/E^8 - (6726720*x^6)/E^4 + 4036032*E*x^6 - 8072064*E^5*x^6 + 4036032*E^10*x^6 - 6726720*E^14*x^6 + 2882880*E^19*x^6 - 3843840*E^23*x^6 + 1441440*E^28*x^6 - 1441440*E^32*x^6 + 480480*E^37*x^6 - 320320*E^41*x^6 + 96096*E^46*x^6 - 32032*E^50*x^6 + 8736*E^55*x^6 - 6336*E^(-28 + x)*x^6 + 14784*E^(-24 + x)*x^6 + 672*E^(-12 + 2*x)*x^6 - 672*E^(-8 + 2*x)*x^6 - 5765760*x^7 + (16016*x^7)/E^40 - (45760*x^7)/E^36 + (160160*x^7)/E^31 - (411840*x^7)/E^27 + (720720*x^7)/E^22 - (1647360*x^7)/E^18 + (1921920*x^7)/E^13 - (3843840*x^7)/E^9 + (3363360*x^7)/E^4 + 4036032*E^5*x^7 - 5765760*E^9*x^7 + 3363360*E^14*x^7 - 3843840*E^18*x^7 + 1921920*E^23*x^7 - 1647360*E^27*x^7 + 720720*E^32*x^7 - 411840*E^36*x^7 + 160160*E^41*x^7 - 45760*E^45*x^7 + 16016*E^50*x^7 - 7392*E^(-24 + x)*x^7 + 12672*E^(-20 + x)*x^7 + 336*E^(-8 + 2*x)*x^7 - 192*E^(-4 + 2*x)*x^7 + 2882880*x^8 + (22880*x^8)/E^36 - (51480*x^8)/E^32 + (205920*x^8)/E^27 - (411840*x^8)/E^23 + (823680*x^8)/E^18 - (1441440*x^8)/E^14 + (1921920*x^8)/E^9 - (2882880*x^8)/E^5 - 3603600*E^4*x^8 + 2882880*E^9*x^8 - 2882880*E^13*x^8 + 1921920*E^18*x^8 - 1441440*E^22*x^8 + 823680*E^27*x^8 - 411840*E^31*x^8 + 205920*E^36*x^8 - 51480*E^40*x^8 + 22880*E^45*x^8 - 6336*E^(-20 + x)*x^8 + 7920*E^(-16 + x)*x^8 - 24*E^(2*x)*x^8 + 96*E^(-4 + 2*x)*x^8 + (25740*x^9)/E^32 - (45760*x^9)/E^28 + (205920*x^9)/E^23 - (320320*x^9)/E^19 + (720720*x^9)/E^14 - (960960*x^9)/E^10 + (1441440*x^9)/E^5 - (1601600*x^9)/E + 1801800*E^4*x^9 - 1601600*E^8*x^9 + 1441440*E^13*x^9 - 960960*E^17*x^9 + 720720*E^22*x^9 - 320320*E^26*x^9 + 205920*E^31*x^9 - 45760*E^35*x^9 + 25740*E^40*x^9 - 3960*E^(-16 + x)*x^9 + 3520*E^(-12 + x)*x^9 + 12*E^(2*x)*x^9 + (22880*x^10)/E^28 - (32032*x^10)/E^24 + (160160*x^10)/E^19 - (192192*x^10)/E^15 + (480480*x^10)/E^10 - (480480*x^10)/E^6 + (800800*x^10)/E - 640640*E^3*x^10 + 800800*E^8*x^10 - 480480*E^12*x^10 + 480480*E^17*x^10 - 192192*E^21*x^10 + 160160*E^26*x^10 - 32032*E^30*x^10 + 22880*E^35*x^10 - 1760*E^(-12 + x)*x^10 + 1056*E^(-8 + x)*x^10 + (16016*x^11)/E^24 - (17472*x^11)/E^20 + (96096*x^11)/E^15 - (87360*x^11)/E^11 + (240240*x^11)/E^6 - (174720*x^11)/E^2 + 320320*E^3*x^11 - 174720*E^7*x^11 + 240240*E^12*x^11 - 87360*E^16*x^11 + 96096*E^21*x^11 - 17472*E^25*x^11 + 16016*E^30*x^11 - 528*E^(-8 + x)*x^11 + 192*E^(-4 + x)*x^11 + (8736*x^12)/E^20 - (7280*x^12)/E^16 + (43680*x^12)/E^11 - (29120*x^12)/E^7 + (87360*x^12)/E^2 - 43680*E^2*x^12 + 87360*E^7*x^12 - 29120*E^11*x^12 + 43680*E^16*x^12 - 7280*E^20*x^12 + 8736*E^25*x^12 - 96*E^(-4 + x)*x^12 + 16*E^x*x^12 + (3640*x^13)/E^16 - (2240*x^13)/E^12 + (14560*x^13)/E^7 - (6720*x^13)/E^3 + 21840*E^2*x^13 - 6720*E^6*x^13 + 14560*E^11*x^13 - 2240*E^15*x^13 + 3640*E^20*x^13 - 8*E^x*x^13 + (1120*x^14)/E^12 - (480*x^14)/E^8 + (3360*x^14)/E^3 - 960*E*x^14 + 3360*E^6*x^14 - 480*E^10*x^14 + 1120*E^15*x^14 + (240*x^15)/E^8 - (64*x^15)/E^4 + 480*E*x^15 - 64*E^5*x^15 + 240*E^10*x^15 - 4*x^16 + (32*x^16)/E^4 + 32*E^5*x^16 + 2*x^17 + 45984153600*E^(1 + x)*(1 + E^4*x) - 21076070400*E^(6 + x)*(1 + E^4*x) + 6386688000*E^(11 + x)*(1 + E^4*x) - 1437004800*E^(16 + x)*(1 + E^4*x) + 255467520*E^(21 + x)*(1 + E^4*x) - 37255680*E^(26 + x)*(1 + E^4*x) + 4561920*E^(31 + x)*(1 + E^4*x) - 475200*E^(36 + x)*(1 + E^4*x) + 42240*E^(41 + x)*(1 + E^4*x) - 30240*E^(1 + 2*x)*(1 + E^4*x) + 26460*E^(6 + 2*x)*(1 + E^4*x) - 15120*E^(11 + 2*x)*(1 + E^4*x) + 6300*E^(16 + 2*x)*(1 + E^4*x) - 1008*E^(17 + 2*x)*(1 + E^4*x) - 2016*E^(21 + 2*x)*(1 + E^4*x) + (256*E^(1 + 3*x)*(1 + E^4*x))/9 + 3832012800*E^(-3 + x)*(1 - 10*E^4)*(1 + E^4*x) - 1916006400*E^(2 + x)*(1 - 9*E^4)*(1 + E^4*x) + 638668800*E^(7 + x)*(1 - 8*E^4)*(1 + E^4*x) - 159667200*E^(12 + x)*(1 - 7*E^4)*(1 + E^4*x) + 31933440*E^(17 + x)*(1 - 6*E^4)*(1 + E^4*x) - 5322240*E^(22 + x)*(1 - 5*E^4)*(1 + E^4*x) + 760320*E^(27 + x)*(1 - 4*E^4)*(1 + E^4*x) - 95040*E^(32 + x)*(1 - 3*E^4)*(1 + E^4*x) + 3780*E^(2 + 2*x)*(2 - 3*E^4)*(1 + E^4*x) + 10560*E^(37 + x)*(1 - 2*E^4)*(1 + E^4*x) - 7560*E^(-3 + 2*x)*(1 - 2*E^4)*(1 + E^4*x) - 5040*E^(7 + 2*x)*(1 - E^4)*(1 + E^4*x) + 1260*E^(12 + 2*x)*(2 - E^4)*(1 + E^4*x) - 3832012800*E^(-3 + x)*(1 + 2*E^4)*(1 + E^4*x) + 1916006400*E^(2 + x)*(1 + 2*E^4)*(1 + E^4*x) - 638668800*E^(7 + x)*(1 + 2*E^4)*(1 + E^4*x) + 159667200*E^(12 + x)*(1 + 2*E^4)*(1 + E^4*x) - 31933440*E^(17 + x)*(1 + 2*E^4)*(1 + E^4*x) + 5322240*E^(22 + x)*(1 + 2*E^4)*(1 + E^4*x) - 760320*E^(27 + x)*(1 + 2*E^4)*(1 + E^4*x) + 95040*E^(32 + x)*(1 + 2*E^4)*(1 + E^4*x) - 10560*E^(37 + x)*(1 + 2*E^4)*(1 + E^4*x) + 7560*E^(-3 + 2*x)*(1 + 2*E^4)*(1 + E^4*x) - 7560*E^(2 + 2*x)*(1 + 2*E^4)*(1 + E^4*x) + 5040*E^(7 + 2*x)*(1 + 2*E^4)*(1 + E^4*x) - 2520*E^(12 + 2*x)*(1 + 2*E^4)*(1 + E^4*x) + 1008*E^(17 + 2*x)*(1 + 2*E^4)*(1 + E^4*x) - (64*E^(-3 + 3*x)*(1 + 2*E^4)*(1 + E^4*x))/3 + (64*E^(-3 + 3*x)*(3 + 2*E^4)*(1 + E^4*x))/9 - 22992076800*E^(-3 + x)*(1 + E^4*x)^2 + 10538035200*E^(2 + x)*(1 + E^4*x)^2 - 3193344000*E^(7 + x)*(1 + E^4*x)^2 + 718502400*E^(12 + x)*(1 + E^4*x)^2 - 127733760*E^(17 + x)*(1 + E^4*x)^2 + 18627840*E^(22 + x)*(1 + E^4*x)^2 - 2280960*E^(27 + x)*(1 + E^4*x)^2 + 237600*E^(32 + x)*(1 + E^4*x)^2 - 21120*E^(37 + x)*(1 + E^4*x)^2 + 30240*E^(-3 + 2*x)*(1 + E^4*x)^2 - 26460*E^(2 + 2*x)*(1 + E^4*x)^2 + 15120*E^(7 + 2*x)*(1 + E^4*x)^2 - 6300*E^(12 + 2*x)*(1 + E^4*x)^2 + 1008*E^(13 + 2*x)*(1 + E^4*x)^2 + 2016*E^(17 + 2*x)*(1 + E^4*x)^2 - (128*E^(-3 + 3*x)*(1 + E^4*x)^2)/3 - 1916006400*E^(-7 + x)*(1 - 10*E^4)*(1 + E^4*x)^2 + 958003200*E^(-2 + x)*(1 - 9*E^4)*(1 + E^4*x)^2 - 319334400*E^(3 + x)*(1 - 8*E^4)*(1 + E^4*x)^2 + 79833600*E^(8 + x)*(1 - 7*E^4)*(1 + E^4*x)^2 - 15966720*E^(13 + x)*(1 - 6*E^4)*(1 + E^4*x)^2 + 2661120*E^(18 + x)*(1 - 5*E^4)*(1 + E^4*x)^2 - 380160*E^(23 + x)*(1 - 4*E^4)*(1 + E^4*x)^2 + 47520*E^(28 + x)*(1 - 3*E^4)*(1 + E^4*x)^2 - 3780*E^(-2 + 2*x)*(2 - 3*E^4)*(1 + E^4*x)^2 - 5280*E^(33 + x)*(1 - 2*E^4)*(1 + E^4*x)^2 + 7560*E^(-7 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^2 + 5040*E^(3 + 2*x)*(1 - E^4)*(1 + E^4*x)^2 - 1260*E^(8 + 2*x)*(2 - E^4)*(1 + E^4*x)^2 + 1916006400*E^(-7 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 958003200*E^(-2 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 319334400*E^(3 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 79833600*E^(8 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 15966720*E^(13 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 2661120*E^(18 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 380160*E^(23 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 47520*E^(28 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 5280*E^(33 + x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 7560*E^(-7 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 7560*E^(-2 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 5040*E^(3 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 2520*E^(8 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^2 - 1008*E^(13 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^2 + 32*E^(-7 + 3*x)*(1 + 2*E^4)*(1 + E^4*x)^2 - (32*E^(-7 + 3*x)*(3 + 2*E^4)*(1 + E^4*x)^2)/3 + 7664025600*E^(-7 + x)*(1 + E^4*x)^3 - 3512678400*E^(-2 + x)*(1 + E^4*x)^3 + 1064448000*E^(3 + x)*(1 + E^4*x)^3 - 239500800*E^(8 + x)*(1 + E^4*x)^3 + 42577920*E^(13 + x)*(1 + E^4*x)^3 - 6209280*E^(18 + x)*(1 + E^4*x)^3 + 760320*E^(23 + x)*(1 + E^4*x)^3 - 79200*E^(28 + x)*(1 + E^4*x)^3 + 7040*E^(33 + x)*(1 + E^4*x)^3 - 20160*E^(-7 + 2*x)*(1 + E^4*x)^3 + 17640*E^(-2 + 2*x)*(1 + E^4*x)^3 - 10080*E^(3 + 2*x)*(1 + E^4*x)^3 + 4200*E^(8 + 2*x)*(1 + E^4*x)^3 - 672*E^(9 + 2*x)*(1 + E^4*x)^3 - 1344*E^(13 + 2*x)*(1 + E^4*x)^3 + (128*E^(-7 + 3*x)*(1 + E^4*x)^3)/3 + 638668800*E^(-11 + x)*(1 - 10*E^4)*(1 + E^4*x)^3 - 319334400*E^(-6 + x)*(1 - 9*E^4)*(1 + E^4*x)^3 + 106444800*E^(-1 + x)*(1 - 8*E^4)*(1 + E^4*x)^3 - 26611200*E^(4 + x)*(1 - 7*E^4)*(1 + E^4*x)^3 + 5322240*E^(9 + x)*(1 - 6*E^4)*(1 + E^4*x)^3 - 887040*E^(14 + x)*(1 - 5*E^4)*(1 + E^4*x)^3 + 126720*E^(19 + x)*(1 - 4*E^4)*(1 + E^4*x)^3 - 15840*E^(24 + x)*(1 - 3*E^4)*(1 + E^4*x)^3 + 2520*E^(-6 + 2*x)*(2 - 3*E^4)*(1 + E^4*x)^3 + 1760*E^(29 + x)*(1 - 2*E^4)*(1 + E^4*x)^3 - 5040*E^(-11 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^3 - 3360*E^(-1 + 2*x)*(1 - E^4)*(1 + E^4*x)^3 + 840*E^(4 + 2*x)*(2 - E^4)*(1 + E^4*x)^3 - 638668800*E^(-11 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 319334400*E^(-6 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 - 106444800*E^(-1 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 26611200*E^(4 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 - 5322240*E^(9 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 887040*E^(14 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 - 126720*E^(19 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 15840*E^(24 + x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 5040*E^(-11 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^3 - 5040*E^(-6 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^3 + 3360*E^(-1 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^3 - 1680*E^(4 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^3 + (32*E^(-11 + 3*x)*(3 + 2*E^4)*(1 + E^4*x)^3)/3 - 1916006400*E^(-11 + x)*(1 + E^4*x)^4 + 878169600*E^(-6 + x)*(1 + E^4*x)^4 - 266112000*E^(-1 + x)*(1 + E^4*x)^4 + 59875200*E^(4 + x)*(1 + E^4*x)^4 - 10644480*E^(9 + x)*(1 + E^4*x)^4 + 1552320*E^(14 + x)*(1 + E^4*x)^4 - 190080*E^(19 + x)*(1 + E^4*x)^4 + 19800*E^(24 + x)*(1 + E^4*x)^4 - 1760*E^(29 + x)*(1 + E^4*x)^4 + 10080*E^(-11 + 2*x)*(1 + E^4*x)^4 - 8820*E^(-6 + 2*x)*(1 + E^4*x)^4 + 5040*E^(-1 + 2*x)*(1 + E^4*x)^4 - 2100*E^(4 + 2*x)*(1 + E^4*x)^4 + 672*E^(9 + 2*x)*(1 + E^4*x)^4 - 32*E^(-11 + 3*x)*(1 + E^4*x)^4 - 159667200*E^(-15 + x)*(1 - 10*E^4)*(1 + E^4*x)^4 + 79833600*E^(-10 + x)*(1 - 9*E^4)*(1 + E^4*x)^4 - 26611200*E^(-5 + x)*(1 - 8*E^4)*(1 + E^4*x)^4 + 6652800*E^x*(1 - 7*E^4)*(1 + E^4*x)^4 - 1330560*E^(5 + x)*(1 - 6*E^4)*(1 + E^4*x)^4 + 221760*E^(10 + x)*(1 - 5*E^4)*(1 + E^4*x)^4 - 31680*E^(15 + x)*(1 - 4*E^4)*(1 + E^4*x)^4 + 3960*E^(20 + x)*(1 - 3*E^4)*(1 + E^4*x)^4 - 1260*E^(-10 + 2*x)*(2 - 3*E^4)*(1 + E^4*x)^4 + 2520*E^(-15 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^4 + 1680*E^(-5 + 2*x)*(1 - E^4)*(1 + E^4*x)^4 - 420*E^(2*x)*(2 - E^4)*(1 + E^4*x)^4 + 159667200*E^(-15 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 - 79833600*E^(-10 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 + 26611200*E^(-5 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 - 6652800*E^x*(1 + 2*E^4)*(1 + E^4*x)^4 + 1330560*E^(5 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 - 221760*E^(10 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 + 31680*E^(15 + x)*(1 + 2*E^4)*(1 + E^4*x)^4 - 2520*E^(-15 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^4 + 2520*E^(-10 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^4 - 1680*E^(-5 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^4 + 383201280*E^(-15 + x)*(1 + E^4*x)^5 - 175633920*E^(-10 + x)*(1 + E^4*x)^5 + 53222400*E^(-5 + x)*(1 + E^4*x)^5 - 11975040*E^x*(1 + E^4*x)^5 + 840*E^(2*x)*(1 + E^4*x)^5 + 2128896*E^(5 + x)*(1 + E^4*x)^5 - 310464*E^(10 + x)*(1 + E^4*x)^5 + 38016*E^(15 + x)*(1 + E^4*x)^5 - 3960*E^(20 + x)*(1 + E^4*x)^5 - 4032*E^(-15 + 2*x)*(1 + E^4*x)^5 + 3528*E^(-10 + 2*x)*(1 + E^4*x)^5 - 2016*E^(-5 + 2*x)*(1 + E^4*x)^5 + 31933440*E^(-19 + x)*(1 - 10*E^4)*(1 + E^4*x)^5 - 15966720*E^(-14 + x)*(1 - 9*E^4)*(1 + E^4*x)^5 + 5322240*E^(-9 + x)*(1 - 8*E^4)*(1 + E^4*x)^5 - 1330560*E^(-4 + x)*(1 - 7*E^4)*(1 + E^4*x)^5 + 266112*E^(1 + x)*(1 - 6*E^4)*(1 + E^4*x)^5 - 44352*E^(6 + x)*(1 - 5*E^4)*(1 + E^4*x)^5 + 6336*E^(11 + x)*(1 - 4*E^4)*(1 + E^4*x)^5 + 504*E^(-14 + 2*x)*(2 - 3*E^4)*(1 + E^4*x)^5 - 1008*E^(-19 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^5 - 672*E^(-9 + 2*x)*(1 - E^4)*(1 + E^4*x)^5 - 31933440*E^(-19 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 + 15966720*E^(-14 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 - 5322240*E^(-9 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 + 1330560*E^(-4 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 - 266112*E^(1 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 + 44352*E^(6 + x)*(1 + 2*E^4)*(1 + E^4*x)^5 + 1008*E^(-19 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^5 - 1008*E^(-14 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^5 - 63866880*E^(-19 + x)*(1 + E^4*x)^6 + 29272320*E^(-14 + x)*(1 + E^4*x)^6 - 8870400*E^(-9 + x)*(1 + E^4*x)^6 + 1995840*E^(-4 + x)*(1 + E^4*x)^6 - 354816*E^(1 + x)*(1 + E^4*x)^6 + 51744*E^(6 + x)*(1 + E^4*x)^6 - 6336*E^(11 + x)*(1 + E^4*x)^6 + 1344*E^(-19 + 2*x)*(1 + E^4*x)^6 - 1176*E^(-14 + 2*x)*(1 + E^4*x)^6 + 672*E^(-9 + 2*x)*(1 + E^4*x)^6 - 5322240*E^(-23 + x)*(1 - 10*E^4)*(1 + E^4*x)^6 + 2661120*E^(-18 + x)*(1 - 9*E^4)*(1 + E^4*x)^6 - 887040*E^(-13 + x)*(1 - 8*E^4)*(1 + E^4*x)^6 + 221760*E^(-8 + x)*(1 - 7*E^4)*(1 + E^4*x)^6 - 44352*E^(-3 + x)*(1 - 6*E^4)*(1 + E^4*x)^6 + 7392*E^(2 + x)*(1 - 5*E^4)*(1 + E^4*x)^6 - 168*E^(-18 + 2*x)*(2 - 3*E^4)*(1 + E^4*x)^6 + 336*E^(-23 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^6 + 5322240*E^(-23 + x)*(1 + 2*E^4)*(1 + E^4*x)^6 - 2661120*E^(-18 + x)*(1 + 2*E^4)*(1 + E^4*x)^6 + 887040*E^(-13 + x)*(1 + 2*E^4)*(1 + E^4*x)^6 - 221760*E^(-8 + x)*(1 + 2*E^4)*(1 + E^4*x)^6 + 44352*E^(-3 + x)*(1 + 2*E^4)*(1 + E^4*x)^6 - 336*E^(-23 + 2*x)*(1 + 2*E^4)*(1 + E^4*x)^6 + 9123840*E^(-23 + x)*(1 + E^4*x)^7 - 4181760*E^(-18 + x)*(1 + E^4*x)^7 + 1267200*E^(-13 + x)*(1 + E^4*x)^7 - 285120*E^(-8 + x)*(1 + E^4*x)^7 + 50688*E^(-3 + x)*(1 + E^4*x)^7 - 7392*E^(2 + x)*(1 + E^4*x)^7 - 384*E^(-23 + 2*x)*(1 + E^4*x)^7 + 336*E^(-18 + 2*x)*(1 + E^4*x)^7 + 760320*E^(-27 + x)*(1 - 10*E^4)*(1 + E^4*x)^7 - 380160*E^(-22 + x)*(1 - 9*E^4)*(1 + E^4*x)^7 + 126720*E^(-17 + x)*(1 - 8*E^4)*(1 + E^4*x)^7 - 31680*E^(-12 + x)*(1 - 7*E^4)*(1 + E^4*x)^7 + 6336*E^(-7 + x)*(1 - 6*E^4)*(1 + E^4*x)^7 - 96*E^(-27 + 2*x)*(1 - 2*E^4)*(1 + E^4*x)^7 - 760320*E^(-27 + x)*(1 + 2*E^4)*(1 + E^4*x)^7 + 380160*E^(-22 + x)*(1 + 2*E^4)*(1 + E^4*x)^7 - 126720*E^(-17 + x)*(1 + 2*E^4)*(1 + E^4*x)^7 + 31680*E^(-12 + x)*(1 + 2*E^4)*(1 + E^4*x)^7 - 1140480*E^(-27 + x)*(1 + E^4*x)^8 + 522720*E^(-22 + x)*(1 + E^4*x)^8 - 158400*E^(-17 + x)*(1 + E^4*x)^8 + 35640*E^(-12 + x)*(1 + E^4*x)^8 - 6336*E^(-7 + x)*(1 + E^4*x)^8 + 96*E^(-27 + 2*x)*(1 + E^4*x)^8 - 95040*E^(-31 + x)*(1 - 10*E^4)*(1 + E^4*x)^8 + 47520*E^(-26 + x)*(1 - 9*E^4)*(1 + E^4*x)^8 - 15840*E^(-21 + x)*(1 - 8*E^4)*(1 + E^4*x)^8 + 3960*E^(-16 + x)*(1 - 7*E^4)*(1 + E^4*x)^8 + 95040*E^(-31 + x)*(1 + 2*E^4)*(1 + E^4*x)^8 - 47520*E^(-26 + x)*(1 + 2*E^4)*(1 + E^4*x)^8 + 15840*E^(-21 + x)*(1 + 2*E^4)*(1 + E^4*x)^8 + 126720*E^(-31 + x)*(1 + E^4*x)^9 - 58080*E^(-26 + x)*(1 + E^4*x)^9 + 17600*E^(-21 + x)*(1 + E^4*x)^9 - 3960*E^(-16 + x)*(1 + E^4*x)^9 + 10560*E^(-35 + x)*(1 - 10*E^4)*(1 + E^4*x)^9 - 5280*E^(-30 + x)*(1 - 9*E^4)*(1 + E^4*x)^9 + 1760*E^(-25 + x)*(1 - 8*E^4)*(1 + E^4*x)^9 - 10560*E^(-35 + x)*(1 + 2*E^4)*(1 + E^4*x)^9 + 5280*E^(-30 + x)*(1 + 2*E^4)*(1 + E^4*x)^9 - 12672*E^(-35 + x)*(1 + E^4*x)^10 + 5808*E^(-30 + x)*(1 + E^4*x)^10 - 1760*E^(-25 + x)*(1 + E^4*x)^10 - 1056*E^(-39 + x)*(1 - 10*E^4)*(1 + E^4*x)^10 + 528*E^(-34 + x)*(1 - 9*E^4)*(1 + E^4*x)^10 + 1056*E^(-39 + x)*(1 + 2*E^4)*(1 + E^4*x)^10 + 1152*E^(-39 + x)*(1 + E^4*x)^11 - 528*E^(-34 + x)*(1 + E^4*x)^11 + 96*E^(-43 + x)*(1 - 10*E^4)*(1 + E^4*x)^11 - 96*E^(-43 + x)*(1 + E^4*x)^12","B",1047,5,4683,0.001068,1,"{12, 2176, 2194, 6, 2196}"
2572,0,0,0,1.0259859,"\int \frac{-10+e^{2 x^2} \left(64 x^3-6 x^4+64 x^5-8 x^6\right)}{40-5 x+e^{2 x^2} \left(-8 x^4+x^5\right)} \, dx","Int[(-10 + E^(2*x^2)*(64*x^3 - 6*x^4 + 64*x^5 - 8*x^6))/(40 - 5*x + E^(2*x^2)*(-8*x^4 + x^5)),x]","\int \frac{-10+e^{2 x^2} \left(64 x^3-6 x^4+64 x^5-8 x^6\right)}{40-5 x+e^{2 x^2} \left(-8 x^4+x^5\right)} \, dx","\log \left(\frac{(x-8)^2}{\left(e^{2 x^2} x^4-5\right)^2}\right)",1,"-4*x^2 + 2*Log[8 - x] - 8*Log[x] - 20*Defer[Subst][Defer[Int][(-5 + E^(2*x)*x^2)^(-1), x], x, x^2] - 20*Defer[Subst][Defer[Int][1/(x*(-5 + E^(2*x)*x^2)), x], x, x^2]","F",0,0,0,0,-1,"{}"
2573,0,0,0,0.2640749,"\int \frac{e^{\frac{2 (10+2 x)}{3+x}} \left(144-32 x+16 x^2\right)}{9+6 x+x^2} \, dx","Int[(E^((2*(10 + 2*x))/(3 + x))*(144 - 32*x + 16*x^2))/(9 + 6*x + x^2),x]","\int \frac{e^{\frac{2 (10+2 x)}{3+x}} \left(144-32 x+16 x^2\right)}{9+6 x+x^2} \, dx","16 e^{\frac{8}{x+3}+4} x+25",1,"-48*E^(4 + 8/(3 + x)) + 128*E^4*ExpIntegralEi[8/(3 + x)] + 16*Defer[Int][E^((2*(10 + 2*x))/(3 + x)), x]","F",0,0,0,0,-1,"{}"
2574,0,0,0,1.3922192,"\int \frac{e^{3+2 x} \left(-2 x+16 x^2\right)+e^{3+2 x} \left(2 x-6 x^2-8 x^3\right) \log \left(x-4 x^2\right)+\left(-1+4 x+e^{3+2 x} \left(9-38 x+8 x^2\right)\right) \log ^3\left(x-4 x^2\right)}{(-1+4 x) \log ^3\left(x-4 x^2\right)} \, dx","Int[(E^(3 + 2*x)*(-2*x + 16*x^2) + E^(3 + 2*x)*(2*x - 6*x^2 - 8*x^3)*Log[x - 4*x^2] + (-1 + 4*x + E^(3 + 2*x)*(9 - 38*x + 8*x^2))*Log[x - 4*x^2]^3)/((-1 + 4*x)*Log[x - 4*x^2]^3),x]","\int \frac{e^{3+2 x} \left(-2 x+16 x^2\right)+e^{3+2 x} \left(2 x-6 x^2-8 x^3\right) \log \left(x-4 x^2\right)+\left(-1+4 x+e^{3+2 x} \left(9-38 x+8 x^2\right)\right) \log ^3\left(x-4 x^2\right)}{(-1+4 x) \log ^3\left(x-4 x^2\right)} \, dx","-e^{2 x+3} \left(\frac{x^2}{\log ^2\left(x-4 x^2\right)}-x+5\right)+x+4",1,"-1/2*E^(3 + 2*x) - (E^(3 + 2*x)*(9 - 2*x))/2 + x + Defer[Int][E^(3 + 2*x)/Log[(1 - 4*x)*x]^3, x]/2 + 4*Defer[Int][(E^(3 + 2*x)*x)/Log[(1 - 4*x)*x]^3, x] + Defer[Int][E^(3 + 2*x)/((-1 + 4*x)*Log[(1 - 4*x)*x]^3), x]/2 - 2*Defer[Int][(E^(3 + 2*x)*x)/Log[(1 - 4*x)*x]^2, x] - 2*Defer[Int][(E^(3 + 2*x)*x^2)/Log[(1 - 4*x)*x]^2, x]","F",0,0,0,0,-1,"{}"
2575,1,17,0,0.2944733,"\int \frac{e^{-\frac{1}{-6-e+x+e^{e^2} x}} \left(1+e^{e^2}\right)}{36+e^2+e (12-2 x)-12 x+x^2+e^{2 e^2} x^2+e^{e^2} \left(-12 x-2 e x+2 x^2\right)} \, dx","Int[(1 + E^E^2)/(E^(-6 - E + x + E^E^2*x)^(-1)*(36 + E^2 + E*(12 - 2*x) - 12*x + x^2 + E^(2*E^2)*x^2 + E^E^2*(-12*x - 2*E*x + 2*x^2))),x]","e^{\frac{1}{-\left(\left(1+e^{e^2}\right) x\right)+e+6}}","e^{\frac{1}{-e^{e^2} x-x+e+6}}",1,"E^(6 + E - (1 + E^E^2)*x)^(-1)","A",4,4,77,0.05195,1,"{6, 12, 6688, 2209}"
2576,1,317,0,1.0861983,"\int \frac{-16 x^2+\left(-16 x-32 x^2\right) \log (2)+\left(16 x+32 x^2\right) \log (3)+(8 x+(8+16 x) \log (2)+(-8-16 x) \log (3)) \log (5)+\left(8 x^2+\left(24 x+16 x^2\right) \log (2)+\left(-24 x-16 x^2\right) \log (3)+(-8 x+(-16-16 x) \log (2)+(16+16 x) \log (3)) \log (5)\right) \log (-x+\log (5))+(-8 x \log (2)+8 x \log (3)+(8 \log (2)-8 \log (3)) \log (5)) \log ^2(-x+\log (5))}{x^4 \log (2)-x^4 \log (3)+\left(-x^3 \log (2)+x^3 \log (3)\right) \log (5)} \, dx","Int[(-16*x^2 + (-16*x - 32*x^2)*Log[2] + (16*x + 32*x^2)*Log[3] + (8*x + (8 + 16*x)*Log[2] + (-8 - 16*x)*Log[3])*Log[5] + (8*x^2 + (24*x + 16*x^2)*Log[2] + (-24*x - 16*x^2)*Log[3] + (-8*x + (-16 - 16*x)*Log[2] + (16 + 16*x)*Log[3])*Log[5])*Log[-x + Log[5]] + (-8*x*Log[2] + 8*x*Log[3] + (8*Log[2] - 8*Log[3])*Log[5])*Log[-x + Log[5]]^2)/(x^4*Log[2] - x^4*Log[3] + (-(x^3*Log[2]) + x^3*Log[3])*Log[5]),x]","\frac{4}{x^2}+\frac{4 \log ^2(\log (5)-x)}{x^2}-\frac{4 \log \left(\frac{9}{4}\right) \log (\log (5)-x)}{x^2 \log \left(\frac{3}{2}\right)}+\frac{8 (x-\log (5)) \log (\log (5)-x)}{x \log ^2(5)}-\frac{8 \left(\log \left(\frac{9}{4}\right) \log (5)-\log \left(\frac{15}{2}\right)\right) \log (x)}{\log \left(\frac{3}{2}\right) \log ^2(5)}-\frac{8 \left(\log \left(\frac{10}{3}\right)-\log \left(\frac{9}{4}\right) \log (5)\right) \log (x)}{\log \left(\frac{3}{2}\right) \log ^2(5)}-\frac{4 \log \left(\frac{9}{4}\right) \log (x)}{\log \left(\frac{3}{2}\right) \log ^2(5)}-\frac{8 \log (x)}{\log ^2(5)}+\frac{8 \left(\log \left(\frac{9}{4}\right) \log (5)-\log \left(\frac{15}{2}\right)\right) \log (x-\log (5))}{\log \left(\frac{3}{2}\right) \log ^2(5)}+\frac{8 \left(\log \left(\frac{10}{3}\right)-\log \left(\frac{9}{4}\right) \log (5)\right) \log (x-\log (5))}{\log \left(\frac{3}{2}\right) \log ^2(5)}+\frac{4 \log \left(\frac{9}{4}\right) \log (x-\log (5))}{\log \left(\frac{3}{2}\right) \log ^2(5)}-\frac{8 \left(\log \left(\frac{9}{4}\right) \log (5)-\log \left(\frac{15}{2}\right)\right) \log (\log (5)-x)}{x \log \left(\frac{3}{2}\right) \log (5)}+\frac{8 \left(\log \left(\frac{9}{4}\right) \log (5)-\log \left(\frac{15}{2}\right)\right)}{x \log \left(\frac{3}{2}\right) \log (5)}+\frac{4 \log \left(\frac{9}{4}\right)}{x \log \left(\frac{3}{2}\right) \log (5)}","\left(\frac{2 \left(\frac{x}{\log (3)-\log (2)}+\log (\log (5)-x)-1\right)}{x}-4\right)^2",1,"4/x^2 + (4*Log[9/4])/(x*Log[3/2]*Log[5]) + (8*(Log[9/4]*Log[5] - Log[15/2]))/(x*Log[3/2]*Log[5]) - (8*Log[x])/Log[5]^2 - (4*Log[9/4]*Log[x])/(Log[3/2]*Log[5]^2) - (8*(Log[10/3] - Log[9/4]*Log[5])*Log[x])/(Log[3/2]*Log[5]^2) - (8*(Log[9/4]*Log[5] - Log[15/2])*Log[x])/(Log[3/2]*Log[5]^2) + (4*Log[9/4]*Log[x - Log[5]])/(Log[3/2]*Log[5]^2) + (8*(Log[10/3] - Log[9/4]*Log[5])*Log[x - Log[5]])/(Log[3/2]*Log[5]^2) + (8*(Log[9/4]*Log[5] - Log[15/2])*Log[x - Log[5]])/(Log[3/2]*Log[5]^2) - (4*Log[9/4]*Log[-x + Log[5]])/(x^2*Log[3/2]) + (8*(x - Log[5])*Log[-x + Log[5]])/(x*Log[5]^2) - (8*(Log[9/4]*Log[5] - Log[15/2])*Log[-x + Log[5]])/(x*Log[3/2]*Log[5]) + (4*Log[-x + Log[5]]^2)/x^2","B",29,22,181,0.1215,1,"{6, 6688, 12, 6742, 142, 2418, 2395, 44, 2392, 2391, 2390, 2301, 36, 29, 31, 2398, 2411, 2347, 2344, 2316, 2315, 2314}"
2577,0,0,0,2.0685726,"\int \frac{3-3 x+3 e^x x-6 x^2-9 x^3+\left(9-3 e^x+3 x+3 x^2+3 x^3-3 \log (x)\right) \log \left(3-e^x+x+x^2+x^3-\log (x)\right)}{-3 x^2+e^x x^2-x^3-x^4-x^5+x^2 \log (x)} \, dx","Int[(3 - 3*x + 3*E^x*x - 6*x^2 - 9*x^3 + (9 - 3*E^x + 3*x + 3*x^2 + 3*x^3 - 3*Log[x])*Log[3 - E^x + x + x^2 + x^3 - Log[x]])/(-3*x^2 + E^x*x^2 - x^3 - x^4 - x^5 + x^2*Log[x]),x]","\int \frac{3-3 x+3 e^x x-6 x^2-9 x^3+\left(9-3 e^x+3 x+3 x^2+3 x^3-3 \log (x)\right) \log \left(3-e^x+x+x^2+x^3-\log (x)\right)}{-3 x^2+e^x x^2-x^3-x^4-x^5+x^2 \log (x)} \, dx","\frac{3 \log \left((x+1) x^2+x-e^x-\log (x)+3\right)}{x}",1,"3*Log[x] - 3*Defer[Int][1/(x^2*(3 - E^x + x + x^2 + x^3 - Log[x])), x] - 6*Defer[Int][1/(x*(3 - E^x + x + x^2 + x^3 - Log[x])), x] + 6*Defer[Int][x/(3 - E^x + x + x^2 + x^3 - Log[x]), x] - 3*Defer[Int][x^2/(3 - E^x + x + x^2 + x^3 - Log[x]), x] + 3*Defer[Int][Log[x]/(x*(3 - E^x + x + x^2 + x^3 - Log[x])), x] - 3*Defer[Int][(-3 + E^x - x - x^2 - x^3 + Log[x])^(-1), x] - 3*Defer[Int][Log[3 - E^x + x + x^2 + x^3 - Log[x]]/x^2, x]","F",0,0,0,0,-1,"{}"
2578,1,36,0,0.0465515,"\int \frac{-50 e^4-2 x^2+8 x^3+e^2 \left(-20 x+60 x^2\right)}{75 e^4+30 e^2 x+3 x^2} \, dx","Int[(-50*E^4 - 2*x^2 + 8*x^3 + E^2*(-20*x + 60*x^2))/(75*E^4 + 30*E^2*x + 3*x^2),x]","\frac{4 x^2}{3}-\frac{2}{3} \left(1+10 e^2\right) x-\frac{500 e^6}{3 \left(x+5 e^2\right)}","\frac{4 x^3}{3 \left(x+5 e^2\right)}-\frac{2 x}{3}+3",1,"(-2*(1 + 10*E^2)*x)/3 + (4*x^2)/3 - (500*E^6)/(3*(5*E^2 + x))","A",4,3,49,0.06122,1,"{27, 12, 1850}"
2579,1,37,0,1.1538064,"\int \frac{2 x^2-2 x^3+e^{4 x} (-1+4 x)+\left(e^{4 x}+2 x^2-x^3\right) \log \left(\frac{e^{4 x}+2 x^2-x^3}{x^2}\right)}{e^{4 x}+2 x^2-x^3} \, dx","Int[(2*x^2 - 2*x^3 + E^(4*x)*(-1 + 4*x) + (E^(4*x) + 2*x^2 - x^3)*Log[(E^(4*x) + 2*x^2 - x^3)/x^2])/(E^(4*x) + 2*x^2 - x^3),x]","2 x^2+x \log \left(\frac{e^{4 x}}{x^2}-x+2\right)-\frac{1}{2} (1-2 x)^2-x","x \log \left(\frac{e^{4 x}}{x^2}-x+2\right)+x+\log (-2+i \pi +\log (3))",1,"-1/2*(1 - 2*x)^2 - x + 2*x^2 + x*Log[2 + E^(4*x)/x^2 - x]","A",9,2,79,0.02532,1,"{6742, 2548}"
2580,0,0,0,39.5910235,"\int \frac{\left(\left(16 x+e^x \left(-4 x-4 x^2\right)\right) \log (x)+\left(-8 x^3+2 e^x x^3+\left(16-4 e^x\right) \log (x)+\left(-16+4 e^x\right) \log ^2(x)\right) \log \left(-4 x+e^x x\right)+\left(16 x^2+e^x \left(-4 x^2-4 x^3\right)+\left(16 x-4 e^x x+\left(-16 x+4 e^x x\right) \log (x)\right) \log \left(-4 x+e^x x\right)\right) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)\right) \log \left(\frac{-x^3+\log ^2(x)+2 x \log (x) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)+x^2 \log ^2\left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)}{x^2}\right)}{\left(4 x^4-e^x x^4+\left(-4 x+e^x x\right) \log ^2(x)\right) \log \left(-4 x+e^x x\right)+\left(-8 x^2+2 e^x x^2\right) \log (x) \log \left(-4 x+e^x x\right) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)+\left(-4 x^3+e^x x^3\right) \log \left(-4 x+e^x x\right) \log ^2\left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)} \, dx","Int[(((16*x + E^x*(-4*x - 4*x^2))*Log[x] + (-8*x^3 + 2*E^x*x^3 + (16 - 4*E^x)*Log[x] + (-16 + 4*E^x)*Log[x]^2)*Log[-4*x + E^x*x] + (16*x^2 + E^x*(-4*x^2 - 4*x^3) + (16*x - 4*E^x*x + (-16*x + 4*E^x*x)*Log[x])*Log[-4*x + E^x*x])*Log[Log[-4*x + E^x*x]/3])*Log[(-x^3 + Log[x]^2 + 2*x*Log[x]*Log[Log[-4*x + E^x*x]/3] + x^2*Log[Log[-4*x + E^x*x]/3]^2)/x^2])/((4*x^4 - E^x*x^4 + (-4*x + E^x*x)*Log[x]^2)*Log[-4*x + E^x*x] + (-8*x^2 + 2*E^x*x^2)*Log[x]*Log[-4*x + E^x*x]*Log[Log[-4*x + E^x*x]/3] + (-4*x^3 + E^x*x^3)*Log[-4*x + E^x*x]*Log[Log[-4*x + E^x*x]/3]^2),x]","\int \frac{\left(\left(16 x+e^x \left(-4 x-4 x^2\right)\right) \log (x)+\left(-8 x^3+2 e^x x^3+\left(16-4 e^x\right) \log (x)+\left(-16+4 e^x\right) \log ^2(x)\right) \log \left(-4 x+e^x x\right)+\left(16 x^2+e^x \left(-4 x^2-4 x^3\right)+\left(16 x-4 e^x x+\left(-16 x+4 e^x x\right) \log (x)\right) \log \left(-4 x+e^x x\right)\right) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)\right) \log \left(\frac{-x^3+\log ^2(x)+2 x \log (x) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)+x^2 \log ^2\left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)}{x^2}\right)}{\left(4 x^4-e^x x^4+\left(-4 x+e^x x\right) \log ^2(x)\right) \log \left(-4 x+e^x x\right)+\left(-8 x^2+2 e^x x^2\right) \log (x) \log \left(-4 x+e^x x\right) \log \left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)+\left(-4 x^3+e^x x^3\right) \log \left(-4 x+e^x x\right) \log ^2\left(\frac{1}{3} \log \left(-4 x+e^x x\right)\right)} \, dx","5-\log ^2\left(\left(\frac{\log (x)}{x}+\log \left(\frac{1}{3} \log \left(\left(e^x-4\right) x\right)\right)\right)^2-x\right)",1,"-2*Defer[Int][(x^2*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2), x] + 4*Defer[Int][(Log[x]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(x*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] - 4*Defer[Int][(Log[x]^2*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(x*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 4*Defer[Int][(Log[x]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 4*Defer[Int][(x*Log[x]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 16*Defer[Int][(x*Log[x]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/((-4 + E^x)*Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 2*Log[9]*Defer[Int][Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2]/(-x^3 + Log[x]^2 + 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] + x^2*Log[Log[(-4 + E^x)*x]/3]^2), x] - 2*Log[9]*Defer[Int][(Log[x]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(-x^3 + Log[x]^2 + 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] + x^2*Log[Log[(-4 + E^x)*x]/3]^2), x] + 4*Defer[Int][(x*Log[Log[-4*x + E^x*x]/3]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 4*Defer[Int][(x^2*Log[Log[-4*x + E^x*x]/3]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 16*Defer[Int][(x^2*Log[Log[-4*x + E^x*x]/3]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/((-4 + E^x)*Log[-4*x + E^x*x]*(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2)), x] + 4*Defer[Int][(Log[Log[-4*x + E^x*x]]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(x^3 - Log[x]^2 - 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] - x^2*Log[Log[(-4 + E^x)*x]/3]^2), x] + 4*Defer[Int][(Log[x]*Log[Log[-4*x + E^x*x]]*Log[-x + Log[x]^2/x^2 + (2*Log[x]*Log[Log[(-4 + E^x)*x]/3])/x + Log[Log[(-4 + E^x)*x]/3]^2])/(-x^3 + Log[x]^2 + 2*x*Log[x]*Log[Log[(-4 + E^x)*x]/3] + x^2*Log[Log[(-4 + E^x)*x]/3]^2), x]","F",0,0,0,0,-1,"{}"
2581,1,26,0,0.02568,"\int \frac{10-2 x+16 x \log (2)+16 x \log (2) \log (x)}{x} \, dx","Int[(10 - 2*x + 16*x*Log[2] + 16*x*Log[2]*Log[x])/x,x]","16 x \log (2) \log (x)-2 x (1-\log (256))-16 x \log (2)+10 \log (x)","2 ((8 x \log (2)+5) \log (x)-x)-4",1,"-16*x*Log[2] - 2*x*(1 - Log[256]) + 10*Log[x] + 16*x*Log[2]*Log[x]","A",6,4,21,0.1905,1,"{6, 14, 43, 2295}"
2582,0,0,0,0.4516909,"\int \frac{e^{\frac{4-x^2}{x}} \left(24+24 x+6 x^3+e \left(12+3 x^2\right)\right)}{5 x^2} \, dx","Int[(E^((4 - x^2)/x)*(24 + 24*x + 6*x^3 + E*(12 + 3*x^2)))/(5*x^2),x]","\int \frac{e^{\frac{4-x^2}{x}} \left(24+24 x+6 x^3+e \left(12+3 x^2\right)\right)}{5 x^2} \, dx","\frac{3}{5} e^{\frac{4}{x}-x} (-2 x-e-2)-\log (2)",1,"(3*Defer[Int][E^(1 + 4/x - x), x])/5 + (12*(2 + E)*Defer[Int][E^(4/x - x)/x^2, x])/5 + (24*Defer[Int][E^(4/x - x)/x, x])/5 + (6*Defer[Int][E^(4/x - x)*x, x])/5","F",0,0,0,0,-1,"{}"
2583,1,27,0,0.0174472,"\int \frac{-72+9 \log (5)+(24-3 \log (5)) \log (\log (9))}{-2 x^2+x^2 \log (\log (9))} \, dx","Int[(-72 + 9*Log[5] + (24 - 3*Log[5])*Log[Log[9]])/(-2*x^2 + x^2*Log[Log[9]]),x]","-\frac{3 (8-\log (5)) (3-\log (\log (9)))}{x (2-\log (\log (9)))}","\frac{(8-\log (5)) \left(2 x-3-\frac{3}{2-\log (\log (9))}\right)}{x}",1,"(-3*(8 - Log[5])*(3 - Log[Log[9]]))/(x*(2 - Log[Log[9]]))","A",3,3,32,0.09375,1,"{6, 12, 30}"
2584,1,45,0,0.0334486,"\int \left(1+e^{\frac{2 \left(e^x+x\right)}{x}} \left(e^x (512-512 x)-512 x\right)\right) \, dx","Int[1 + E^((2*(E^x + x))/x)*(E^x*(512 - 512*x) - 512*x),x]","\frac{256 e^{x+\frac{2 \left(x+e^x\right)}{x}} (1-x)}{\frac{e^x+1}{x}-\frac{x+e^x}{x^2}}+x","-256 e^{\frac{2 \left(x+e^x\right)}{x}} x^2-x+2 (x-4)",1,"x + (256*E^(x + (2*(E^x + x))/x)*(1 - x))/((1 + E^x)/x - (E^x + x)/x^2)","A",2,1,28,0.03571,1,"{2288}"
2585,1,9,0,0.0017851,"\int (15+60 x) \, dx","Int[15 + 60*x,x]","30 x^2+15 x","5 \left(3-3 \left((-2 x-1) x-1-e^{\frac{9}{\log (5)}}\right)\right)",1,"15*x + 30*x^2","A",1,0,5,0,1,"{}"
2586,1,632,0,7.7219454,"\int \frac{e^{-x} \left(60+60 x-30 x^2-10 x^3+e^{2 x} \left(-45 x+15 x^2+55 x^3-15 x^4-15 x^5+5 x^6\right)+e^x \left(45 x+30 x^2-25 x^3-10 x^4+5 x^5\right) \log ^2(2)\right)}{9 x^3+6 x^4-5 x^5-2 x^6+x^7} \, dx","Int[(60 + 60*x - 30*x^2 - 10*x^3 + E^(2*x)*(-45*x + 15*x^2 + 55*x^3 - 15*x^4 - 15*x^5 + 5*x^6) + E^x*(45*x + 30*x^2 - 25*x^3 - 10*x^4 + 5*x^5)*Log[2]^2)/(E^x*(9*x^3 + 6*x^4 - 5*x^5 - 2*x^6 + x^7)),x]","-\frac{10}{117} \left(39+7 \sqrt{13}\right) e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)+\frac{20}{117} \left(13+4 \sqrt{13}\right) e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)+\frac{5}{39} \left(13+\sqrt{13}\right) e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)+\frac{35}{117} \left(1-\sqrt{13}\right) e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)+\frac{10 e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)}{9 \sqrt{13}}-\frac{100}{117} e^{\frac{1}{2} \left(\sqrt{13}-1\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{13}+1\right)\right)+\frac{35}{117} \left(1+\sqrt{13}\right) e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)+\frac{5}{39} \left(13-\sqrt{13}\right) e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)+\frac{20}{117} \left(13-4 \sqrt{13}\right) e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)-\frac{10}{117} \left(39-7 \sqrt{13}\right) e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)-\frac{10 e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)}{9 \sqrt{13}}-\frac{100}{117} e^{-\frac{1}{2}-\frac{\sqrt{13}}{2}} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{13}+1\right)\right)-\frac{10 e^{-x}}{3 x^2}-\frac{70 \left(1-\sqrt{13}\right) e^{-x}}{117 \left(-2 x-\sqrt{13}+1\right)}+\frac{200 e^{-x}}{117 \left(-2 x-\sqrt{13}+1\right)}-\frac{70 \left(1+\sqrt{13}\right) e^{-x}}{117 \left(-2 x+\sqrt{13}+1\right)}+\frac{200 e^{-x}}{117 \left(-2 x+\sqrt{13}+1\right)}+\frac{10 e^{-x}}{9 x}+\frac{5 e^x}{x}-\frac{5 \log ^2(2)}{x}","\frac{5 \left(-\frac{2 e^{-x}}{\left(-x^2+x+3\right) x}-x+e^x-\log ^2(2)\right)}{x}",1,"200/(117*E^x*(1 - Sqrt[13] - 2*x)) - (70*(1 - Sqrt[13]))/(117*E^x*(1 - Sqrt[13] - 2*x)) + 200/(117*E^x*(1 + Sqrt[13] - 2*x)) - (70*(1 + Sqrt[13]))/(117*E^x*(1 + Sqrt[13] - 2*x)) - 10/(3*E^x*x^2) + 10/(9*E^x*x) + (5*E^x)/x - (100*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/117 + (10*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/(9*Sqrt[13]) + (35*(1 - Sqrt[13])*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/117 + (5*(13 + Sqrt[13])*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/39 + (20*(13 + 4*Sqrt[13])*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/117 - (10*(39 + 7*Sqrt[13])*E^((-1 + Sqrt[13])/2)*ExpIntegralEi[(1 - Sqrt[13] - 2*x)/2])/117 - (100*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/117 - (10*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/(9*Sqrt[13]) - (10*(39 - 7*Sqrt[13])*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/117 + (20*(13 - 4*Sqrt[13])*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/117 + (5*(13 - Sqrt[13])*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/39 + (35*(1 + Sqrt[13])*E^(-1/2 - Sqrt[13]/2)*ExpIntegralEi[(1 + Sqrt[13] - 2*x)/2])/117 - (5*Log[2]^2)/x","C",95,7,114,0.06140,1,"{6688, 12, 6742, 2197, 2177, 2178, 6728}"
2587,0,0,0,0.8406564,"\int \frac{-1250+e^{e^{e^x}+x} \left(-50 x^3-50 e^{e^x+x} x^3\right)+e^{2 \left(e^{e^x}+x\right)} \left(2 x^4+2 x^5+2 e^{e^x+x} x^5\right)}{x^3} \, dx","Int[(-1250 + E^(E^E^x + x)*(-50*x^3 - 50*E^(E^x + x)*x^3) + E^(2*(E^E^x + x))*(2*x^4 + 2*x^5 + 2*E^(E^x + x)*x^5))/x^3,x]","\int \frac{-1250+e^{e^{e^x}+x} \left(-50 x^3-50 e^{e^x+x} x^3\right)+e^{2 \left(e^{e^x}+x\right)} \left(2 x^4+2 x^5+2 e^{e^x+x} x^5\right)}{x^3} \, dx","\frac{\left(25-e^{x+e^{e^x}} x^2\right)^2}{x^2}",1,"625/x^2 - 50*ExpIntegralEi[E^E^x] + 2*Defer[Int][E^(2*(E^E^x + x))*x, x] + 2*Defer[Int][E^(2*(E^E^x + x))*x^2, x] + 2*Defer[Int][E^(2*E^E^x + E^x + 3*x)*x^2, x] - 50*Defer[Subst][Defer[Int][E^(E^x + x)*x, x], x, E^x]","F",0,0,0,0,-1,"{}"
2588,0,0,0,1.8994851,"\int \frac{(-7-x-e x) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)+\left(4 x^4+4 e x^4\right) \log \left(4 \log (5) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)\right)+\left(28 x^3+4 x^4+4 e x^4\right) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right) \log ^2\left(4 \log (5) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)\right)}{(7+x+e x) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)} \, dx","Int[((-7 - x - E*x)*Log[49 + 14*x + x^2 + E^2*x^2 + E*(14*x + 2*x^2)] + (4*x^4 + 4*E*x^4)*Log[4*Log[5]*Log[49 + 14*x + x^2 + E^2*x^2 + E*(14*x + 2*x^2)]] + (28*x^3 + 4*x^4 + 4*E*x^4)*Log[49 + 14*x + x^2 + E^2*x^2 + E*(14*x + 2*x^2)]*Log[4*Log[5]*Log[49 + 14*x + x^2 + E^2*x^2 + E*(14*x + 2*x^2)]]^2)/((7 + x + E*x)*Log[49 + 14*x + x^2 + E^2*x^2 + E*(14*x + 2*x^2)]),x]","\int \frac{(-7-x-e x) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)+\left(4 x^4+4 e x^4\right) \log \left(4 \log (5) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)\right)+\left(28 x^3+4 x^4+4 e x^4\right) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right) \log ^2\left(4 \log (5) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)\right)}{(7+x+e x) \log \left(49+14 x+x^2+e^2 x^2+e \left(14 x+2 x^2\right)\right)} \, dx","x^4 \log ^2\left(4 \log (5) \log \left((e x+x+7)^2\right)\right)-x",1,"-x + (2401*Log[4*Log[5]*Log[(7 + (1 + E)*x)^2]]^2)/(1 + E)^4 + (196*Defer[Int][(x*Log[4*Log[5]*Log[(7 + (1 + E)*x)^2]])/Log[(7 + (1 + E)*x)^2], x])/(1 + E)^2 - (28*Defer[Int][(x^2*Log[4*Log[5]*Log[(7 + (1 + E)*x)^2]])/Log[(7 + (1 + E)*x)^2], x])/(1 + E) + 4*Defer[Int][(x^3*Log[4*Log[5]*Log[(7 + (1 + E)*x)^2]])/Log[(7 + (1 + E)*x)^2], x] + 4*Defer[Int][x^3*Log[4*Log[5]*Log[(7 + (1 + E)*x)^2]]^2, x] - (1372*Defer[Subst][Defer[Int][Log[4*Log[5]*Log[x^2]]/Log[x^2], x], x, 7 + (1 + E)*x])/(1 + E)^4","F",0,0,0,0,-1,"{}"
2589,1,197,0,0.5983017,"\int \frac{-675 x^2+990 x^3-450 x^4+828 x^5-63 x^6+126 x^7+\left(270 x^2-468 x^3+90 x^4-180 x^5\right) \log \left(1-4 x+4 x^2\right)+\left(-27 x^2+54 x^3\right) \log ^2\left(1-4 x+4 x^2\right)}{-1+2 x} \, dx","Int[(-675*x^2 + 990*x^3 - 450*x^4 + 828*x^5 - 63*x^6 + 126*x^7 + (270*x^2 - 468*x^3 + 90*x^4 - 180*x^5)*Log[1 - 4*x + 4*x^2] + (-27*x^2 + 54*x^3)*Log[1 - 4*x + 4*x^2]^2)/(-1 + 2*x),x]","9 x^7+90 x^5-18 x^5 \log \left((1-2 x)^2\right)+217 x^3+9 x^3 \log ^2\left((1-2 x)^2\right)-78 x^3 \log \left((1-2 x)^2\right)-15 x^2+9 x^2 \log \left((1-2 x)^2\right)+21 x-(1-2 x)^3+\frac{27}{4} (1-2 x)^2+\frac{9}{2} \log ^2(1-2 x)+\frac{9}{8} \log ^2\left((1-2 x)^2\right)-\frac{15}{2} \log (1-2 x)-\frac{9}{2} (1-2 x) \log \left((1-2 x)^2\right)+\frac{3}{4} \left(2 (1-2 x)^3-9 (1-2 x)^2+18 (1-2 x)-6 \log (1-2 x)\right) \log \left((1-2 x)^2\right)","9 x^3 \left(x^2-\log \left((1-2 x)^2\right)+5\right)^2",1,"(27*(1 - 2*x)^2)/4 - (1 - 2*x)^3 + 21*x - 15*x^2 + 217*x^3 + 90*x^5 + 9*x^7 - (15*Log[1 - 2*x])/2 + (9*Log[1 - 2*x]^2)/2 - (9*(1 - 2*x)*Log[(1 - 2*x)^2])/2 + 9*x^2*Log[(1 - 2*x)^2] - 78*x^3*Log[(1 - 2*x)^2] - 18*x^5*Log[(1 - 2*x)^2] + (3*(18*(1 - 2*x) - 9*(1 - 2*x)^2 + 2*(1 - 2*x)^3 - 6*Log[1 - 2*x])*Log[(1 - 2*x)^2])/4 + (9*Log[(1 - 2*x)^2]^2)/8 + 9*x^3*Log[(1 - 2*x)^2]^2","B",26,14,97,0.1443,1,"{6742, 1620, 2418, 2389, 2295, 2395, 43, 2390, 2301, 2398, 2411, 2334, 12, 14}"
2590,0,0,0,86.9582568,"\int \frac{\left(e^{4 x} \left(32 x-16 x^2+2 x^3\right) \log \left(\frac{x}{7}\right)+e^{4 x} \left(-128 x+64 x^2-8 x^3\right) \log ^2\left(\frac{x}{7}\right)+e^{4 x} \left(192 x-96 x^2+12 x^3\right) \log ^3\left(\frac{x}{7}\right)+e^{4 x} \left(-128 x+64 x^2-8 x^3\right) \log ^4\left(\frac{x}{7}\right)+e^{4 x} \left(32 x-16 x^2+2 x^3\right) \log ^5\left(\frac{x}{7}\right)\right) \log (x)+\left(e^{4 x} \left(-64 x+32 x^2-4 x^3\right)+e^{4 x} \left(224 x-56 x^2-16 x^3+4 x^4\right) \log \left(\frac{x}{7}\right)+e^{4 x} \left(-320 x-64 x^2+100 x^3-16 x^4\right) \log ^2\left(\frac{x}{7}\right)+e^{4 x} \left(256 x+208 x^2-164 x^3+24 x^4\right) \log ^3\left(\frac{x}{7}\right)+e^{4 x} \left(-128 x-160 x^2+112 x^3-16 x^4\right) \log ^4\left(\frac{x}{7}\right)+e^{4 x} \left(32 x+40 x^2-28 x^3+4 x^4\right) \log ^5\left(\frac{x}{7}\right)\right) \log ^2(x)}{\log ^5\left(\frac{x}{7}\right)} \, dx","Int[((E^(4*x)*(32*x - 16*x^2 + 2*x^3)*Log[x/7] + E^(4*x)*(-128*x + 64*x^2 - 8*x^3)*Log[x/7]^2 + E^(4*x)*(192*x - 96*x^2 + 12*x^3)*Log[x/7]^3 + E^(4*x)*(-128*x + 64*x^2 - 8*x^3)*Log[x/7]^4 + E^(4*x)*(32*x - 16*x^2 + 2*x^3)*Log[x/7]^5)*Log[x] + (E^(4*x)*(-64*x + 32*x^2 - 4*x^3) + E^(4*x)*(224*x - 56*x^2 - 16*x^3 + 4*x^4)*Log[x/7] + E^(4*x)*(-320*x - 64*x^2 + 100*x^3 - 16*x^4)*Log[x/7]^2 + E^(4*x)*(256*x + 208*x^2 - 164*x^3 + 24*x^4)*Log[x/7]^3 + E^(4*x)*(-128*x - 160*x^2 + 112*x^3 - 16*x^4)*Log[x/7]^4 + E^(4*x)*(32*x + 40*x^2 - 28*x^3 + 4*x^4)*Log[x/7]^5)*Log[x]^2)/Log[x/7]^5,x]","\int \frac{\left(e^{4 x} \left(32 x-16 x^2+2 x^3\right) \log \left(\frac{x}{7}\right)+e^{4 x} \left(-128 x+64 x^2-8 x^3\right) \log ^2\left(\frac{x}{7}\right)+e^{4 x} \left(192 x-96 x^2+12 x^3\right) \log ^3\left(\frac{x}{7}\right)+e^{4 x} \left(-128 x+64 x^2-8 x^3\right) \log ^4\left(\frac{x}{7}\right)+e^{4 x} \left(32 x-16 x^2+2 x^3\right) \log ^5\left(\frac{x}{7}\right)\right) \log (x)+\left(e^{4 x} \left(-64 x+32 x^2-4 x^3\right)+e^{4 x} \left(224 x-56 x^2-16 x^3+4 x^4\right) \log \left(\frac{x}{7}\right)+e^{4 x} \left(-320 x-64 x^2+100 x^3-16 x^4\right) \log ^2\left(\frac{x}{7}\right)+e^{4 x} \left(256 x+208 x^2-164 x^3+24 x^4\right) \log ^3\left(\frac{x}{7}\right)+e^{4 x} \left(-128 x-160 x^2+112 x^3-16 x^4\right) \log ^4\left(\frac{x}{7}\right)+e^{4 x} \left(32 x+40 x^2-28 x^3+4 x^4\right) \log ^5\left(\frac{x}{7}\right)\right) \log ^2(x)}{\log ^5\left(\frac{x}{7}\right)} \, dx","e^{4 x} \left(1-\frac{4}{x}\right)^2 \left(\frac{x}{\log \left(\frac{x}{7}\right)}-x\right)^4 \log ^2(x)",1,"(-363*E^(4*x))/128 + (37*E^(4*x)*x)/32 - (E^(4*x)*x^2)/8 + (163*ExpIntegralEi[4*x])/64 - (163*E^(4*x)*Log[x])/64 + (163*E^(4*x)*x*Log[x])/16 - (35*E^(4*x)*x^2*Log[x])/8 + (E^(4*x)*x^3*Log[x])/2 + 32*Defer[Int][(E^(4*x)*x*Log[x])/Log[x/7]^4, x] - 16*Defer[Int][(E^(4*x)*x^2*Log[x])/Log[x/7]^4, x] + 2*Defer[Int][(E^(4*x)*x^3*Log[x])/Log[x/7]^4, x] - 128*Defer[Int][(E^(4*x)*x*Log[x])/Log[x/7]^3, x] + 64*Defer[Int][(E^(4*x)*x^2*Log[x])/Log[x/7]^3, x] - 8*Defer[Int][(E^(4*x)*x^3*Log[x])/Log[x/7]^3, x] + 192*Defer[Int][(E^(4*x)*x*Log[x])/Log[x/7]^2, x] - 96*Defer[Int][(E^(4*x)*x^2*Log[x])/Log[x/7]^2, x] + 12*Defer[Int][(E^(4*x)*x^3*Log[x])/Log[x/7]^2, x] - 128*Defer[Int][(E^(4*x)*x*Log[x])/Log[x/7], x] + 64*Defer[Int][(E^(4*x)*x^2*Log[x])/Log[x/7], x] - 8*Defer[Int][(E^(4*x)*x^3*Log[x])/Log[x/7], x] + 32*Defer[Int][E^(4*x)*x*Log[x]^2, x] + 40*Defer[Int][E^(4*x)*x^2*Log[x]^2, x] - 28*Defer[Int][E^(4*x)*x^3*Log[x]^2, x] + 4*Defer[Int][E^(4*x)*x^4*Log[x]^2, x] - 64*Defer[Int][(E^(4*x)*x*Log[x]^2)/Log[x/7]^5, x] + 32*Defer[Int][(E^(4*x)*x^2*Log[x]^2)/Log[x/7]^5, x] - 4*Defer[Int][(E^(4*x)*x^3*Log[x]^2)/Log[x/7]^5, x] + 224*Defer[Int][(E^(4*x)*x*Log[x]^2)/Log[x/7]^4, x] - 56*Defer[Int][(E^(4*x)*x^2*Log[x]^2)/Log[x/7]^4, x] - 16*Defer[Int][(E^(4*x)*x^3*Log[x]^2)/Log[x/7]^4, x] + 4*Defer[Int][(E^(4*x)*x^4*Log[x]^2)/Log[x/7]^4, x] - 320*Defer[Int][(E^(4*x)*x*Log[x]^2)/Log[x/7]^3, x] - 64*Defer[Int][(E^(4*x)*x^2*Log[x]^2)/Log[x/7]^3, x] + 100*Defer[Int][(E^(4*x)*x^3*Log[x]^2)/Log[x/7]^3, x] - 16*Defer[Int][(E^(4*x)*x^4*Log[x]^2)/Log[x/7]^3, x] + 256*Defer[Int][(E^(4*x)*x*Log[x]^2)/Log[x/7]^2, x] + 208*Defer[Int][(E^(4*x)*x^2*Log[x]^2)/Log[x/7]^2, x] - 164*Defer[Int][(E^(4*x)*x^3*Log[x]^2)/Log[x/7]^2, x] + 24*Defer[Int][(E^(4*x)*x^4*Log[x]^2)/Log[x/7]^2, x] - 128*Defer[Int][(E^(4*x)*x*Log[x]^2)/Log[x/7], x] - 160*Defer[Int][(E^(4*x)*x^2*Log[x]^2)/Log[x/7], x] + 112*Defer[Int][(E^(4*x)*x^3*Log[x]^2)/Log[x/7], x] - 16*Defer[Int][(E^(4*x)*x^4*Log[x]^2)/Log[x/7], x]","F",0,0,0,0,-1,"{}"
2591,1,107,0,1.8037607,"\int \frac{e^{-\frac{e^{\frac{1}{4} \left(17+e^4-4 x\right)}}{-5+3 x}} \left(-25+30 x-9 x^2+e^{\frac{1}{4} \left(17+e^4-4 x\right)} \left(-2 x+3 x^2\right)\right)}{25 x^2-30 x^3+9 x^4} \, dx","Int[(-25 + 30*x - 9*x^2 + E^((17 + E^4 - 4*x)/4)*(-2*x + 3*x^2))/(E^(E^((17 + E^4 - 4*x)/4)/(-5 + 3*x))*(25*x^2 - 30*x^3 + 9*x^4)),x]","-\frac{\left(2 x-3 x^2\right) \exp \left(\frac{1}{4} \left(-4 x+e^4+17\right)+\frac{e^{\frac{1}{4} \left(-4 x+e^4+17\right)}}{5-3 x}\right)}{\left(\frac{3 e^{\frac{1}{4} \left(-4 x+e^4+17\right)}}{(5-3 x)^2}-\frac{e^{\frac{1}{4} \left(-4 x+e^4+17\right)}}{5-3 x}\right) (5-3 x)^2 x^2}","\frac{e^{\frac{e^{-x+\frac{1}{4} \left(5+e^4\right)+3}}{5-3 x}}}{x}",1,"-((E^((17 + E^4 - 4*x)/4 + E^((17 + E^4 - 4*x)/4)/(5 - 3*x))*(2*x - 3*x^2))/(((3*E^((17 + E^4 - 4*x)/4))/(5 - 3*x)^2 - E^((17 + E^4 - 4*x)/4)/(5 - 3*x))*(5 - 3*x)^2*x^2))","B",3,3,78,0.03846,1,"{1594, 27, 2288}"
2592,0,0,0,7.3176043,"\int \frac{120+360 x^3+90 x^4+e^{x^{x/2}} \left(30+120 x^3+x^{x/2} \left(15-15 x-15 x^4+\left(15-15 x-15 x^4\right) \log (x)\right)\right)}{18+2 e^{2 x^{x/2}}+12 x+2 x^2+e^{x^{x/2}} (12+4 x)} \, dx","Int[(120 + 360*x^3 + 90*x^4 + E^x^(x/2)*(30 + 120*x^3 + x^(x/2)*(15 - 15*x - 15*x^4 + (15 - 15*x - 15*x^4)*Log[x])))/(18 + 2*E^(2*x^(x/2)) + 12*x + 2*x^2 + E^x^(x/2)*(12 + 4*x)),x]","\int \frac{120+360 x^3+90 x^4+e^{x^{x/2}} \left(30+120 x^3+x^{x/2} \left(15-15 x-15 x^4+\left(15-15 x-15 x^4\right) \log (x)\right)\right)}{18+2 e^{2 x^{x/2}}+12 x+2 x^2+e^{x^{x/2}} (12+4 x)} \, dx","\frac{15 \left(x^4+x-1\right)}{e^{x^{x/2}}+x+3}+5",1,"180*Defer[Int][x^3/(3 + E^x^(x/2) + x)^2, x] + 60*Defer[Int][(E^x^(x/2)*x^3)/(3 + E^x^(x/2) + x)^2, x] + 45*Defer[Int][x^4/(3 + E^x^(x/2) + x)^2, x] + 120*Defer[Subst][Defer[Int][(3 + E^(2^x*x^x) + 2*x)^(-2), x], x, x/2] + 30*Defer[Subst][Defer[Int][E^(2^x*x^x)/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] + 15*Defer[Subst][Defer[Int][(2^x*E^(2^x*x^x)*x^x)/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] + 15*Log[x]*Defer[Subst][Defer[Int][(2^x*E^(2^x*x^x)*x^x)/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] - 15*Defer[Subst][Defer[Int][(2^(1 + x)*E^(2^x*x^x)*x^(1 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] - 15*Log[x]*Defer[Subst][Defer[Int][(2^(1 + x)*E^(2^x*x^x)*x^(1 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] - 15*Defer[Subst][Defer[Int][(2^(4 + x)*E^(2^x*x^x)*x^(4 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] - 15*Log[x]*Defer[Subst][Defer[Int][(2^(4 + x)*E^(2^x*x^x)*x^(4 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x], x, x/2] - 15*Defer[Subst][Defer[Int][Defer[Int][(2^x*E^(2^x*x^x)*x^x)/(3 + E^(2^x*x^x) + 2*x)^2, x]/x, x], x, x/2] + 15*Defer[Subst][Defer[Int][Defer[Int][(2^(1 + x)*E^(2^x*x^x)*x^(1 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x]/x, x], x, x/2] + 15*Defer[Subst][Defer[Int][Defer[Int][(2^(4 + x)*E^(2^x*x^x)*x^(4 + x))/(3 + E^(2^x*x^x) + 2*x)^2, x]/x, x], x, x/2]","F",0,0,0,0,-1,"{}"
2593,1,26,0,0.3475829,"\int \frac{x+2 x^2+x^3+\left(1+2 x+2 x^2+(1+2 x) \log (3)\right) \log (x)}{\left(x^2+2 x^3+x^4\right) \log (x)} \, dx","Int[(x + 2*x^2 + x^3 + (1 + 2*x + 2*x^2 + (1 + 2*x)*Log[3])*Log[x])/((x^2 + 2*x^3 + x^4)*Log[x]),x]","\log (\log (x))-\frac{1+\log (3)}{x}-\frac{1-\log (3)}{x+1}","\frac{2 x+1+\log (3)}{-x^2-x}+\log (\log (x))",1,"-((1 - Log[3])/(1 + x)) - (1 + Log[3])/x + Log[Log[x]]","A",9,7,50,0.1400,1,"{1594, 27, 6688, 14, 893, 2302, 29}"
2594,1,17,0,0.2851715,"\int \frac{16-8 x+x^2+e^{3 x} \left(-13 x+3 x^2\right)}{16 x-8 x^2+x^3} \, dx","Int[(16 - 8*x + x^2 + E^(3*x)*(-13*x + 3*x^2))/(16*x - 8*x^2 + x^3),x]","\log (x)-\frac{e^{3 x}}{4-x}","\frac{e^{3 x}}{x-4}+\log \left(\frac{x}{e^4}-x\right)-e^2+4",1,"-(E^(3*x)/(4 - x)) + Log[x]","A",5,4,38,0.1053,1,"{1594, 27, 6742, 2197}"
2595,1,34,0,0.8140654,"\int \frac{2+18 x+32 x^2+16 x^3+2 x^4+(2+2 x) \log (4 x)+\left(2-2 x-8 x^2-8 x^3-2 x^4-2 x \log (4 x)\right) \log \left(-1+x+4 x^2+4 x^3+x^4+x \log (4 x)\right)}{1-x-4 x^2-4 x^3-x^4-x \log (4 x)+\left(-1+x+4 x^2+4 x^3+x^4+x \log (4 x)\right) \log \left(-1+x+4 x^2+4 x^3+x^4+x \log (4 x)\right)} \, dx","Int[(2 + 18*x + 32*x^2 + 16*x^3 + 2*x^4 + (2 + 2*x)*Log[4*x] + (2 - 2*x - 8*x^2 - 8*x^3 - 2*x^4 - 2*x*Log[4*x])*Log[-1 + x + 4*x^2 + 4*x^3 + x^4 + x*Log[4*x]])/(1 - x - 4*x^2 - 4*x^3 - x^4 - x*Log[4*x] + (-1 + x + 4*x^2 + 4*x^3 + x^4 + x*Log[4*x])*Log[-1 + x + 4*x^2 + 4*x^3 + x^4 + x*Log[4*x]]),x]","2 \log \left(1-\log \left(x^4+4 x^3+4 x^2+x+x \log (4 x)-1\right)\right)-2 x","\log \left(e^{-2 x} \left(\log \left(x^2 (x+2)^2+x+x \log (4 x)-1\right)-1\right)^2\right)",1,"-2*x + 2*Log[1 - Log[-1 + x + 4*x^2 + 4*x^3 + x^4 + x*Log[4*x]]]","A",4,3,157,0.01911,1,"{6741, 6742, 6684}"
2596,1,10,0,0.002657,"\int -\frac{1}{4 e^{20} x^2} \, dx","Int[-1/4*1/(E^20*x^2),x]","\frac{1}{4 e^{20} x}","\frac{1}{4 e^{20} x}",1,"1/(4*E^20*x)","A",2,2,10,0.2000,1,"{12, 30}"
2597,1,26,0,0.4557294,"\int e^{-4 x} \left(-32 x^3-4 e^{4 x} x^3+52 x^4-16 x^5\right) \, dx","Int[(-32*x^3 - 4*E^(4*x)*x^3 + 52*x^4 - 16*x^5)/E^(4*x),x]","4 e^{-4 x} x^5-8 e^{-4 x} x^4-x^4","-x^3 \left(x-4 e^{-4 x} (x-2) x\right)",1,"-x^4 - (8*x^4)/E^(4*x) + (4*x^5)/E^(4*x)","A",21,6,32,0.1875,1,"{6741, 12, 6742, 2196, 2176, 2194}"
2598,1,16,0,0.1236159,"\int \frac{-11+6 x+28 x^3}{-11 x+2 x^2+4 x^4} \, dx","Int[(-11 + 6*x + 28*x^3)/(-11*x + 2*x^2 + 4*x^4),x]","2 \log \left(-4 x^3-2 x+11\right)+\log (x)","\log \left(\frac{3}{25} x \left(4 x^3+2 x-11\right)^2\right)",1,"Log[x] + 2*Log[11 - 2*x - 4*x^3]","A",4,3,27,0.1111,1,"{1594, 6742, 1587}"
2599,0,0,0,2.3968938,"\int \frac{e^{-3+x-x^2} \left(-x+2 x^2+e^{3-x+x^2} x^2-4 x^3+e^3 \left(4-4 x+8 x^2\right)+\left(-x^2+2 x^3\right) \log (x)\right)}{x^2} \, dx","Int[(E^(-3 + x - x^2)*(-x + 2*x^2 + E^(3 - x + x^2)*x^2 - 4*x^3 + E^3*(4 - 4*x + 8*x^2) + (-x^2 + 2*x^3)*Log[x]))/x^2,x]","\int \frac{e^{-3+x-x^2} \left(-x+2 x^2+e^{3-x+x^2} x^2-4 x^3+e^3 \left(4-4 x+8 x^2\right)+\left(-x^2+2 x^3\right) \log (x)\right)}{x^2} \, dx","-\frac{e^{x-x^2} \left(4-\frac{x (2-\log (x))}{e^3}\right)}{x}+x+2",1,"2*E^(-3 + x - x^2) - (4*E^(x - x^2))/x + x + (Sqrt[Pi]*Erf[(1 - 2*x)/2])/E^(11/4) + 4*E^(1/4)*Sqrt[Pi]*Erf[(1 - 2*x)/2] - ((1 + 4*E^3)*Sqrt[Pi]*Erf[(1 - 2*x)/2])/E^(11/4) - E^(-3 + x - x^2)*Log[x] + Defer[Int][E^(-3 + x - x^2)/x, x] - (1 + 4*E^3)*Defer[Int][E^(-3 + x - x^2)/x, x] + 4*Defer[Int][E^(x - x^2)/x, x]","F",0,0,0,0,-1,"{}"
2600,0,0,0,1.5317791,"\int \frac{-8+x+4 x^2-2 x^3}{27 e^{\frac{-8+2 x-4 x^2+x^3}{x}} x+3 x^2} \, dx","Int[(-8 + x + 4*x^2 - 2*x^3)/(27*E^((-8 + 2*x - 4*x^2 + x^3)/x)*x + 3*x^2),x]","\int \frac{-8+x+4 x^2-2 x^3}{27 e^{\frac{-8+2 x-4 x^2+x^3}{x}} x+3 x^2} \, dx","\frac{1}{3} \log \left(\frac{1}{3} e^{-\left((x-4) \left(x+\frac{2}{x}\right)\right)} x+3\right)",1,"(8*Defer[Int][E^((4*(2 + x^2))/x)/(x*(-9*E^(2 + x^2) - E^(8/x + 4*x)*x)), x])/3 + (2*Defer[Int][(E^((4*(2 + x^2))/x)*x^2)/(-9*E^(2 + x^2) - E^(8/x + 4*x)*x), x])/3 + Defer[Int][E^((4*(2 + x^2))/x)/(9*E^(2 + x^2) + E^(8/x + 4*x)*x), x]/3 + (4*Defer[Int][(E^((4*(2 + x^2))/x)*x)/(9*E^(2 + x^2) + E^(8/x + 4*x)*x), x])/3","F",0,0,0,0,-1,"{}"
2601,0,0,0,8.3448157,"\int \frac{20 e^{2 x}+40 e^x x+20 x^2+\exp \left(\frac{9 x+8 x^3+e^x \left(4+8 x^2\right)}{10 e^x+10 x}\right) \left(32 e^{2 x} x+32 x^3+e^x \left(10-10 x+64 x^2\right)\right)}{5 e^{2 x}+10 e^x x+5 x^2} \, dx","Int[(20*E^(2*x) + 40*E^x*x + 20*x^2 + E^((9*x + 8*x^3 + E^x*(4 + 8*x^2))/(10*E^x + 10*x))*(32*E^(2*x)*x + 32*x^3 + E^x*(10 - 10*x + 64*x^2)))/(5*E^(2*x) + 10*E^x*x + 5*x^2),x]","\int \frac{20 e^{2 x}+40 e^x x+20 x^2+\exp \left(\frac{9 x+8 x^3+e^x \left(4+8 x^2\right)}{10 e^x+10 x}\right) \left(32 e^{2 x} x+32 x^3+e^x \left(10-10 x+64 x^2\right)\right)}{5 e^{2 x}+10 e^x x+5 x^2} \, dx","4 \left(e^{\frac{1}{5} \left(4 x^2+\frac{5 x}{2 \left(x+e^x\right)}+2\right)}+x+3\right)+2",1,"4*x + (32*Defer[Int][E^((4*E^x + 9*x + 8*E^x*x^2 + 8*x^3)/(10*(E^x + x)))*x, x])/5 - 2*Defer[Int][(E^((4*E^x + 9*x + 8*E^x*x^2 + 8*x^3)/(10*(E^x + x)))*x)/(E^x + x)^2, x] + 2*Defer[Int][(E^((4*E^x + 9*x + 8*E^x*x^2 + 8*x^3)/(10*(E^x + x)))*x^2)/(E^x + x)^2, x] + 2*Defer[Int][E^((4*E^x + 9*x + 8*E^x*x^2 + 8*x^3)/(10*(E^x + x)))/(E^x + x), x] - 2*Defer[Int][(E^((4*E^x + 9*x + 8*E^x*x^2 + 8*x^3)/(10*(E^x + x)))*x)/(E^x + x), x]","F",0,0,0,0,-1,"{}"
2602,1,22,0,2.4294339,"\int \frac{e^{7 x+x^2+8 e^{7 x+x^2} x^3} \left(-96 x^2-224 x^3-64 x^4\right)}{e^{10}+e^{16 e^{7 x+x^2} x^3}+2 e^{5+8 e^{7 x+x^2} x^3}} \, dx","Int[(E^(7*x + x^2 + 8*E^(7*x + x^2)*x^3)*(-96*x^2 - 224*x^3 - 64*x^4))/(E^10 + E^(16*E^(7*x + x^2)*x^3) + 2*E^(5 + 8*E^(7*x + x^2)*x^3)),x]","\frac{4}{e^{8 e^{x (x+7)} x^3}+e^5}","\frac{4}{e^{8 e^{x (x+7)} x^3}+e^5}",1,"4/(E^5 + E^(8*E^(x*(7 + x))*x^3))","A",4,4,82,0.04878,1,"{1594, 6688, 12, 6686}"
2603,0,0,0,5.465947,"\int \frac{-10 x-3 x^2+x^3+e^4 \left(5 x-x^2\right)+\left(-10+e^4 (5-x)-3 x+x^2\right) \log (3)+\left(15 x+14 x^2-2 x^3+e^4 \left(-10 x+x^2\right)+\left(20+e^4 (-10+x)+13 x-2 x^2\right) \log (3)\right) \log (x)+\left(5 x-x^2+(5-x) \log (3)+\left(-10 x+x^2+(-10+x) \log (3)\right) \log (x)\right) \log (x+\log (3))}{16 x^4+4 e^8 x^4+16 x^5+4 x^6+e^4 \left(-16 x^4-8 x^5\right)+\left(16 x^3+4 e^8 x^3+16 x^4+4 x^5+e^4 \left(-16 x^3-8 x^4\right)\right) \log (3)+\left(-16 x^4+8 e^4 x^4-8 x^5+\left(-16 x^3+8 e^4 x^3-8 x^4\right) \log (3)\right) \log (x+\log (3))+\left(4 x^4+4 x^3 \log (3)\right) \log ^2(x+\log (3))} \, dx","Int[(-10*x - 3*x^2 + x^3 + E^4*(5*x - x^2) + (-10 + E^4*(5 - x) - 3*x + x^2)*Log[3] + (15*x + 14*x^2 - 2*x^3 + E^4*(-10*x + x^2) + (20 + E^4*(-10 + x) + 13*x - 2*x^2)*Log[3])*Log[x] + (5*x - x^2 + (5 - x)*Log[3] + (-10*x + x^2 + (-10 + x)*Log[3])*Log[x])*Log[x + Log[3]])/(16*x^4 + 4*E^8*x^4 + 16*x^5 + 4*x^6 + E^4*(-16*x^4 - 8*x^5) + (16*x^3 + 4*E^8*x^3 + 16*x^4 + 4*x^5 + E^4*(-16*x^3 - 8*x^4))*Log[3] + (-16*x^4 + 8*E^4*x^4 - 8*x^5 + (-16*x^3 + 8*E^4*x^3 - 8*x^4)*Log[3])*Log[x + Log[3]] + (4*x^4 + 4*x^3*Log[3])*Log[x + Log[3]]^2),x]","\int \frac{-10 x-3 x^2+x^3+e^4 \left(5 x-x^2\right)+\left(-10+e^4 (5-x)-3 x+x^2\right) \log (3)+\left(15 x+14 x^2-2 x^3+e^4 \left(-10 x+x^2\right)+\left(20+e^4 (-10+x)+13 x-2 x^2\right) \log (3)\right) \log (x)+\left(5 x-x^2+(5-x) \log (3)+\left(-10 x+x^2+(-10+x) \log (3)\right) \log (x)\right) \log (x+\log (3))}{16 x^4+4 e^8 x^4+16 x^5+4 x^6+e^4 \left(-16 x^4-8 x^5\right)+\left(16 x^3+4 e^8 x^3+16 x^4+4 x^5+e^4 \left(-16 x^3-8 x^4\right)\right) \log (3)+\left(-16 x^4+8 e^4 x^4-8 x^5+\left(-16 x^3+8 e^4 x^3-8 x^4\right) \log (3)\right) \log (x+\log (3))+\left(4 x^4+4 x^3 \log (3)\right) \log ^2(x+\log (3))} \, dx","\frac{(x-5) \log (x)}{4 x^2 \left(x-\log (x+\log (3))-e^4+2\right)}",1,"(-5*(1 - Log[3])*Defer[Int][Log[x]/(x^2*(2*(1 - E^4/2) + x - Log[x + Log[3]])^2), x])/(4*Log[3]) + ((5 + Log[3] - Log[3]^2)*Defer[Int][Log[x]/(x*(2*(1 - E^4/2) + x - Log[x + Log[3]])^2), x])/(4*Log[3]^2) - ((5 + Log[3])*Defer[Int][Log[x]/((x + Log[3])*(2*(1 - E^4/2) + x - Log[x + Log[3]])^2), x])/(4*Log[3]^2) + Defer[Int][1/(x^2*(2*(1 - E^4/2) + x - Log[x + Log[3]])), x]/4 + (5*Defer[Int][Log[x]/(x^3*(2*(1 - E^4/2) + x - Log[x + Log[3]])), x])/2 + (5*Defer[Int][1/(x^3*(-2*(1 - E^4/2) - x + Log[x + Log[3]])), x])/4 + Defer[Int][Log[x]/(x^2*(-2*(1 - E^4/2) - x + Log[x + Log[3]])), x]/4","F",0,0,0,0,-1,"{}"
2604,1,17,0,0.0339479,"\int \frac{-2-4 x+7 x^2-2 x^3}{-2 x+x^2} \, dx","Int[(-2 - 4*x + 7*x^2 - 2*x^3)/(-2*x + x^2),x]","-x^2+3 x+\log (2-x)+\log (x)","-x^2+3 x+\log (x-2)+\log (x)+2",1,"3*x - x^2 + Log[2 - x] + Log[x]","A",3,2,25,0.08000,1,"{1593, 1620}"
2605,1,20,0,0.0072294,"\int \frac{36-9 x+288 x^2-108 x^3}{4 x} \, dx","Int[(36 - 9*x + 288*x^2 - 108*x^3)/(4*x),x]","-9 x^3+36 x^2-\frac{9 x}{4}+9 \log (x)","9 \left(\log \left(e^{e^{e^5}} x\right)-x \left((x-4) x+\frac{1}{4}\right)\right)",1,"(-9*x)/4 + 36*x^2 - 9*x^3 + 9*Log[x]","A",3,2,22,0.09091,1,"{12, 14}"
2606,0,0,0,1.2927656,"\int \frac{-2 x^3+e^{-3+x} \left(4-4 x+x^2+x^3\right)+e^{2 x} \left(-4 x^2+e^{-3+x} (-2+6 x)\right)+e^{e^{-1+x}+2 x} \left(-10 x^2+e^{-3+x} (-5+15 x)+e^{-1+x} \left(5 e^{-3+x} x-5 x^2\right)\right)}{x^2} \, dx","Int[(-2*x^3 + E^(-3 + x)*(4 - 4*x + x^2 + x^3) + E^(2*x)*(-4*x^2 + E^(-3 + x)*(-2 + 6*x)) + E^(E^(-1 + x) + 2*x)*(-10*x^2 + E^(-3 + x)*(-5 + 15*x) + E^(-1 + x)*(5*E^(-3 + x)*x - 5*x^2)))/x^2,x]","\int \frac{-2 x^3+e^{-3+x} \left(4-4 x+x^2+x^3\right)+e^{2 x} \left(-4 x^2+e^{-3+x} (-2+6 x)\right)+e^{e^{-1+x}+2 x} \left(-10 x^2+e^{-3+x} (-5+15 x)+e^{-1+x} \left(5 e^{-3+x} x-5 x^2\right)\right)}{x^2} \, dx","\left(e^{x-3}-x\right) \left(\frac{e^{2 x} \left(5 e^{e^{x-1}}+2\right)-4}{x}+x\right)",1,"-2*E^(2*x) - 5*E^(E^(-1 + x) + 2*x) - (4*E^(-3 + x))/x + (2*E^(-3 + 3*x))/x + E^(-3 + x)*x - x^2 - 5*Defer[Int][E^(-3 + E^(-1 + x) + 3*x)/x^2, x] + 15*Defer[Int][E^(-3 + E^(-1 + x) + 3*x)/x, x] + 5*Defer[Int][E^(-4 + E^(-1 + x) + 4*x)/x, x]","F",0,0,0,0,-1,"{}"
2607,1,22,0,0.0203849,"\int \frac{1}{4} \left(625-1250 e^{1-e^5+x^2} x\right) \, dx","Int[(625 - 1250*E^(1 - E^5 + x^2)*x)/4,x]","\frac{625 x}{4}-\frac{625}{4} e^{x^2-e^5+1}","\frac{625}{4} \left(x-e^{x^2-e^5+1}\right)",1,"(-625*E^(1 - E^5 + x^2))/4 + (625*x)/4","A",3,2,21,0.09524,1,"{12, 2209}"
2608,0,0,0,2.4340791,"\int \left(1+2 e^{2 x}+\left(-24 e^x x+8 e^{2 x} x^2\right) \log \left(x^2\right)+\left(e^x \left(-12 x-6 x^2\right)+e^{2 x} \left(6 x^2+4 x^3\right)\right) \log ^2\left(x^2\right)+\left(72 x^3-48 e^x x^4+8 e^{2 x} x^5\right) \log ^3\left(x^2\right)+\left(36 x^3+e^x \left(-30 x^4-6 x^5\right)+e^{2 x} \left(6 x^5+2 x^6\right)\right) \log ^4\left(x^2\right)\right) \, dx","Int[1 + 2*E^(2*x) + (-24*E^x*x + 8*E^(2*x)*x^2)*Log[x^2] + (E^x*(-12*x - 6*x^2) + E^(2*x)*(6*x^2 + 4*x^3))*Log[x^2]^2 + (72*x^3 - 48*E^x*x^4 + 8*E^(2*x)*x^5)*Log[x^2]^3 + (36*x^3 + E^x*(-30*x^4 - 6*x^5) + E^(2*x)*(6*x^5 + 2*x^6))*Log[x^2]^4,x]","\int \left(1+2 e^{2 x}+\left(-24 e^x x+8 e^{2 x} x^2\right) \log \left(x^2\right)+\left(e^x \left(-12 x-6 x^2\right)+e^{2 x} \left(6 x^2+4 x^3\right)\right) \log ^2\left(x^2\right)+\left(72 x^3-48 e^x x^4+8 e^{2 x} x^5\right) \log ^3\left(x^2\right)+\left(36 x^3+e^x \left(-30 x^4-6 x^5\right)+e^{2 x} \left(6 x^5+2 x^6\right)\right) \log ^4\left(x^2\right)\right) \, dx","\left(x^2 \left(3-e^x x\right) \log ^2\left(x^2\right)-e^x\right)^2+x+4",1,"48*E^x + 7*E^(2*x) + x - 4*E^(2*x)*x - 48*ExpIntegralEi[x] - 4*ExpIntegralEi[2*x] + 24*E^x*Log[x^2] + 2*E^(2*x)*Log[x^2] - 24*E^x*x*Log[x^2] - 4*E^(2*x)*x*Log[x^2] + 4*E^(2*x)*x^2*Log[x^2] + 9*x^4*Log[x^2]^4 - 12*Defer[Int][E^x*x*Log[x^2]^2, x] - 6*Defer[Int][E^x*x^2*Log[x^2]^2, x] + 6*Defer[Int][E^(2*x)*x^2*Log[x^2]^2, x] + 4*Defer[Int][E^(2*x)*x^3*Log[x^2]^2, x] - 48*Defer[Int][E^x*x^4*Log[x^2]^3, x] + 8*Defer[Int][E^(2*x)*x^5*Log[x^2]^3, x] - 30*Defer[Int][E^x*x^4*Log[x^2]^4, x] - 6*Defer[Int][E^x*x^5*Log[x^2]^4, x] + 6*Defer[Int][E^(2*x)*x^5*Log[x^2]^4, x] + 2*Defer[Int][E^(2*x)*x^6*Log[x^2]^4, x]","F",0,0,0,0,-1,"{}"
2609,0,0,0,2.3697488,"\int \frac{-2-13 x+x^3-x^4+\left(2 x+x^2\right) \log (x)+\left(-5 x+x^2-x^3+x \log (x)\right) \log \left(e^{-x} \left(-60+12 x-12 x^2+12 \log (x)\right)\right)}{\left(-5 x+x^2-x^3+x \log (x)\right) \log ^2\left(e^{-x} \left(-60+12 x-12 x^2+12 \log (x)\right)\right)} \, dx","Int[(-2 - 13*x + x^3 - x^4 + (2*x + x^2)*Log[x] + (-5*x + x^2 - x^3 + x*Log[x])*Log[(-60 + 12*x - 12*x^2 + 12*Log[x])/E^x])/((-5*x + x^2 - x^3 + x*Log[x])*Log[(-60 + 12*x - 12*x^2 + 12*Log[x])/E^x]^2),x]","\int \frac{-2-13 x+x^3-x^4+\left(2 x+x^2\right) \log (x)+\left(-5 x+x^2-x^3+x \log (x)\right) \log \left(e^{-x} \left(-60+12 x-12 x^2+12 \log (x)\right)\right)}{\left(-5 x+x^2-x^3+x \log (x)\right) \log ^2\left(e^{-x} \left(-60+12 x-12 x^2+12 \log (x)\right)\right)} \, dx","\frac{x+2}{\log \left(12 e^{-x} \left(-x^2+x+\log (x)-5\right)\right)}",1,"13*Defer[Int][1/((5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] + 2*Defer[Int][1/(x*(5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] - Defer[Int][x^2/((5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] + Defer[Int][x^3/((5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] - 2*Defer[Int][Log[x]/((5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] - Defer[Int][(x*Log[x])/((5 - x + x^2 - Log[x])*Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^2), x] + Defer[Int][Log[(-12*(5 - x + x^2 - Log[x]))/E^x]^(-1), x]","F",0,0,0,0,-1,"{}"
2610,0,0,0,11.5099829,"\int \frac{-2-x+8 x^3+x^4+e^{2 e^{4 x-x \log (x)} x} \left(1+e^{4 x-x \log (x)} (4+12 x-4 x \log (x))\right)+e^{e^{4 x-x \log (x)} x} \left(8 x+2 x^2+e^{4 x-x \log (x)} \left(4 x^2+12 x^3-4 x^3 \log (x)\right)\right)}{e^{2 e^{4 x-x \log (x)} x}-x+2 e^{e^{4 x-x \log (x)} x} x^2+x^4} \, dx","Int[(-2 - x + 8*x^3 + x^4 + E^(2*E^(4*x - x*Log[x])*x)*(1 + E^(4*x - x*Log[x])*(4 + 12*x - 4*x*Log[x])) + E^(E^(4*x - x*Log[x])*x)*(8*x + 2*x^2 + E^(4*x - x*Log[x])*(4*x^2 + 12*x^3 - 4*x^3*Log[x])))/(E^(2*E^(4*x - x*Log[x])*x) - x + 2*E^(E^(4*x - x*Log[x])*x)*x^2 + x^4),x]","\int \frac{-2-x+8 x^3+x^4+e^{2 e^{4 x-x \log (x)} x} \left(1+e^{4 x-x \log (x)} (4+12 x-4 x \log (x))\right)+e^{e^{4 x-x \log (x)} x} \left(8 x+2 x^2+e^{4 x-x \log (x)} \left(4 x^2+12 x^3-4 x^3 \log (x)\right)\right)}{e^{2 e^{4 x-x \log (x)} x}-x+2 e^{e^{4 x-x \log (x)} x} x^2+x^4} \, dx","\log \left(\left(x-\left(x^2+e^{x e^{x (4-\log (x))}}\right)^2\right)^2\right)+x",1,"-2*Defer[Int][(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4)^(-1), x] + Defer[Int][E^(2*E^(4*x)*x^(1 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] - Defer[Int][x/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 8*Defer[Int][(E^(E^(4*x)*x^(1 - x))*x)/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 2*Defer[Int][(E^(E^(4*x)*x^(1 - x))*x^2)/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 8*Defer[Int][x^3/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + Defer[Int][x^4/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 12*Defer[Int][(E^(2*x*(2 + E^(4*x)/x^x))*x^(1 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] - 4*Log[x]*Defer[Int][(E^(2*x*(2 + E^(4*x)/x^x))*x^(1 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 4*Defer[Int][(E^(x^(1 - x)*(E^(4*x) + 4*x^x))*x^(2 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 12*Defer[Int][(E^(x^(1 - x)*(E^(4*x) + 4*x^x))*x^(3 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] - 4*Log[x]*Defer[Int][(E^(x^(1 - x)*(E^(4*x) + 4*x^x))*x^(3 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x] + 4*Defer[Int][E^(2*x*(2 + E^(4*x)/x^x))/(x^x*(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4)), x] + 4*Defer[Int][Defer[Int][(E^(2*x*(2 + E^(4*x)/x^x))*x^(1 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x]/x, x] + 4*Defer[Int][Defer[Int][(E^(x^(1 - x)*(E^(4*x) + 4*x^x))*x^(3 - x))/(E^(2*E^(4*x)*x^(1 - x)) - x + 2*E^(E^(4*x)*x^(1 - x))*x^2 + x^4), x]/x, x]","F",0,0,0,0,-1,"{}"
2611,1,88,0,0.0751783,"\int \frac{5000 x^2+2000 e x^2+200 e^2 x^2-3125 x^3-2500 x^5+e^5 \left(-20000-640 e^3-32 e^4+37500 x-15625 x^2-10000 x^3+10000 x^6+e \left(-16000+15000 x-4000 x^3\right)+e^2 \left(-4800+1500 x-400 x^3\right)\right)}{5000 e^5 x^5} \, dx","Int[(5000*x^2 + 2000*E*x^2 + 200*E^2*x^2 - 3125*x^3 - 2500*x^5 + E^5*(-20000 - 640*E^3 - 32*E^4 + 37500*x - 15625*x^2 - 10000*x^3 + 10000*x^6 + E*(-16000 + 15000*x - 4000*x^3) + E^2*(-4800 + 1500*x - 400*x^3)))/(5000*E^5*x^5),x]","\frac{(5+e)^4}{625 x^4}-\frac{(5+e)^2}{10 x^3}+x^2-\frac{200+80 e+8 e^2-625 e^5}{400 e^5 x^2}-\frac{x}{2 e^5}+\frac{125+400 e^5+160 e^6+16 e^7}{200 e^5 x}","\left(-\frac{(5+e)^2}{25 x^2}-x+\frac{\frac{x}{e^5}+5}{4 x}\right)^2",1,"(5 + E)^4/(625*x^4) - (5 + E)^2/(10*x^3) - (200 + 80*E + 8*E^2 - 625*E^5)/(400*E^5*x^2) + (125 + 400*E^5 + 160*E^6 + 16*E^7)/(200*E^5*x) - x/(2*E^5) + x^2","B",5,3,100,0.03000,1,"{6, 12, 14}"
2612,1,34,0,0.8300188,"\int \frac{e^{\frac{3 x-e^8 x+e^x x+\log \left(x^2 \log ^2(x)\right)}{x}} \left(2+\left(2+e^x x^2\right) \log (x)-\log (x) \log \left(x^2 \log ^2(x)\right)\right)}{x^2 \log (x)} \, dx","Int[(E^((3*x - E^8*x + E^x*x + Log[x^2*Log[x]^2])/x)*(2 + (2 + E^x*x^2)*Log[x] - Log[x]*Log[x^2*Log[x]^2]))/(x^2*Log[x]),x]","e^{\frac{e^x x-e^8 x+3 x}{x}} \left(x^2 \log ^2(x)\right)^{\frac{1}{x}}","e^{\frac{\log \left(x^2 \log ^2(x)\right)}{x}+e^x-e^8+3}",1,"E^((3*x - E^8*x + E^x*x)/x)*(x^2*Log[x]^2)^x^(-1)","A",1,1,65,0.01538,1,"{6706}"
2613,0,0,0,1.1739451,"\int \frac{10 e^x x+e^x \left(20 x+10 x^2\right) \log (x)}{4+5 e^x x^2 \log (x)} \, dx","Int[(10*E^x*x + E^x*(20*x + 10*x^2)*Log[x])/(4 + 5*E^x*x^2*Log[x]),x]","\int \frac{10 e^x x+e^x \left(20 x+10 x^2\right) \log (x)}{4+5 e^x x^2 \log (x)} \, dx","\log \left(\left(-\frac{5}{4} e^x x^2 \log (x)-1\right)^2\right)-5",1,"2*x - 8*Defer[Int][(4 + 5*E^x*x^2*Log[x])^(-1), x] + 10*Defer[Int][(E^x*x)/(4 + 5*E^x*x^2*Log[x]), x] + 20*Defer[Int][(E^x*x*Log[x])/(4 + 5*E^x*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2614,1,32,0,22.9033464,"\int \frac{3-3 x^2-3 x^3+\left(4+4 x^2+8 x^3\right) \log \left(\frac{x^2 \log (3)}{1-2 x^2-2 x^3+x^4+2 x^5+x^6}\right)+\left(1-x^2-x^3\right) \log ^2\left(\frac{x^2 \log (3)}{1-2 x^2-2 x^3+x^4+2 x^5+x^6}\right)}{-3+3 x^2+3 x^3} \, dx","Int[(3 - 3*x^2 - 3*x^3 + (4 + 4*x^2 + 8*x^3)*Log[(x^2*Log[3])/(1 - 2*x^2 - 2*x^3 + x^4 + 2*x^5 + x^6)] + (1 - x^2 - x^3)*Log[(x^2*Log[3])/(1 - 2*x^2 - 2*x^3 + x^4 + 2*x^5 + x^6)]^2)/(-3 + 3*x^2 + 3*x^3),x]","-\frac{1}{3} x \log ^2\left(\frac{x^2 \log (3)}{\left(-x^3-x^2+1\right)^2}\right)-x","-\frac{1}{3} x \log ^2\left(\frac{\log (3)}{\left(x^2+x-\frac{1}{x}\right)^2}\right)-x",1,"-x - (x*Log[(x^2*Log[3])/(1 - x^2 - x^3)^2]^2)/3","A",38,18,119,0.1513,1,"{6688, 2528, 2523, 12, 6742, 2100, 2081, 2079, 800, 634, 618, 204, 628, 2067, 2065, 705, 31, 1628}"
2615,1,22,0,0.0106764,"\int \frac{e^{2 x}}{12+4 e^{\frac{1}{3+e^2}}} \, dx","Int[E^(2*x)/(12 + 4*E^(3 + E^2)^(-1)),x]","\frac{e^{2 x}}{8 \left(3+e^{\frac{1}{3+e^2}}\right)}","\frac{\frac{e^{2 x}}{2}+4}{4 \left(3+e^{\frac{1}{3+e^2}}\right)}",1,"E^(2*x)/(8*(3 + E^(3 + E^2)^(-1)))","A",2,2,21,0.09524,1,"{12, 2194}"
2616,1,7,0,0.0034161,"\int -8 e^{4-8 x} \, dx","Int[-8*E^(4 - 8*x),x]","e^{4-8 x}","e^{\frac{4 \left(x-2 x^2\right)}{x}}",1,"E^(4 - 8*x)","A",2,2,9,0.2222,1,"{12, 2194}"
2617,0,0,0,0.2333113,"\int \frac{26-x-x^2+\left(26+x^2\right) \log (x)+x^2 \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(26 - x - x^2 + (26 + x^2)*Log[x] + x^2*Log[x]^2)/(x^2*Log[x]^2),x]","\int \frac{26-x-x^2+\left(26+x^2\right) \log (x)+x^2 \log ^2(x)}{x^2 \log ^2(x)} \, dx","x+\frac{\frac{x-26}{x}+x}{\log (x)}",1,"x + 26*ExpIntegralEi[-Log[x]] + LogIntegral[x] + Defer[Int][(26 - x - x^2)/(x^2*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
2618,0,0,0,161.2019388,"\int \frac{50 x^3 \log (-4+x)+\left(-200 x-50 x^2+25 x^3\right) \log ^2(-4+x)+\left(8 x^3-2 x^4\right) \log ^3(-4+x)+\left(100 x^2 \log (-4+x)+(-200+50 x) \log ^2(-4+x)+\left(24 x^2-2 x^3-x^4\right) \log ^3(-4+x)\right) \log (x)+\left(50 x \log (-4+x)+(100-25 x) \log ^2(-4+x)+\left(24 x+6 x^2-3 x^3\right) \log ^3(-4+x)\right) \log ^2(x)+\left(8+10 x-3 x^2\right) \log ^3(-4+x) \log ^3(x)+(4-x) \log ^3(-4+x) \log ^4(x)}{-62500 x^2+15625 x^3+\left(-7500 x^3+1875 x^4\right) \log (-4+x) \log (x)+\left(\left(-7500 x^2+1875 x^3\right) \log (-4+x)+\left(-300 x^4+75 x^5\right) \log ^2(-4+x)\right) \log ^2(x)+\left(\left(-600 x^3+150 x^4\right) \log ^2(-4+x)+\left(-4 x^5+x^6\right) \log ^3(-4+x)\right) \log ^3(x)+\left(\left(-300 x^2+75 x^3\right) \log ^2(-4+x)+\left(-12 x^4+3 x^5\right) \log ^3(-4+x)\right) \log ^4(x)+\left(-12 x^3+3 x^4\right) \log ^3(-4+x) \log ^5(x)+\left(-4 x^2+x^3\right) \log ^3(-4+x) \log ^6(x)} \, dx","Int[(50*x^3*Log[-4 + x] + (-200*x - 50*x^2 + 25*x^3)*Log[-4 + x]^2 + (8*x^3 - 2*x^4)*Log[-4 + x]^3 + (100*x^2*Log[-4 + x] + (-200 + 50*x)*Log[-4 + x]^2 + (24*x^2 - 2*x^3 - x^4)*Log[-4 + x]^3)*Log[x] + (50*x*Log[-4 + x] + (100 - 25*x)*Log[-4 + x]^2 + (24*x + 6*x^2 - 3*x^3)*Log[-4 + x]^3)*Log[x]^2 + (8 + 10*x - 3*x^2)*Log[-4 + x]^3*Log[x]^3 + (4 - x)*Log[-4 + x]^3*Log[x]^4)/(-62500*x^2 + 15625*x^3 + (-7500*x^3 + 1875*x^4)*Log[-4 + x]*Log[x] + ((-7500*x^2 + 1875*x^3)*Log[-4 + x] + (-300*x^4 + 75*x^5)*Log[-4 + x]^2)*Log[x]^2 + ((-600*x^3 + 150*x^4)*Log[-4 + x]^2 + (-4*x^5 + x^6)*Log[-4 + x]^3)*Log[x]^3 + ((-300*x^2 + 75*x^3)*Log[-4 + x]^2 + (-12*x^4 + 3*x^5)*Log[-4 + x]^3)*Log[x]^4 + (-12*x^3 + 3*x^4)*Log[-4 + x]^3*Log[x]^5 + (-4*x^2 + x^3)*Log[-4 + x]^3*Log[x]^6),x]","\int \frac{50 x^3 \log (-4+x)+\left(-200 x-50 x^2+25 x^3\right) \log ^2(-4+x)+\left(8 x^3-2 x^4\right) \log ^3(-4+x)+\left(100 x^2 \log (-4+x)+(-200+50 x) \log ^2(-4+x)+\left(24 x^2-2 x^3-x^4\right) \log ^3(-4+x)\right) \log (x)+\left(50 x \log (-4+x)+(100-25 x) \log ^2(-4+x)+\left(24 x+6 x^2-3 x^3\right) \log ^3(-4+x)\right) \log ^2(x)+\left(8+10 x-3 x^2\right) \log ^3(-4+x) \log ^3(x)+(4-x) \log ^3(-4+x) \log ^4(x)}{-62500 x^2+15625 x^3+\left(-7500 x^3+1875 x^4\right) \log (-4+x) \log (x)+\left(\left(-7500 x^2+1875 x^3\right) \log (-4+x)+\left(-300 x^4+75 x^5\right) \log ^2(-4+x)\right) \log ^2(x)+\left(\left(-600 x^3+150 x^4\right) \log ^2(-4+x)+\left(-4 x^5+x^6\right) \log ^3(-4+x)\right) \log ^3(x)+\left(\left(-300 x^2+75 x^3\right) \log ^2(-4+x)+\left(-12 x^4+3 x^5\right) \log ^3(-4+x)\right) \log ^4(x)+\left(-12 x^3+3 x^4\right) \log ^3(-4+x) \log ^5(x)+\left(-4 x^2+x^3\right) \log ^3(-4+x) \log ^6(x)} \, dx","\frac{1}{x \left(\log (x)+\frac{25}{\log (x-4) (x+\log (x))}\right)^2}",1,"(-625*Defer[Int][1/((-4 + x)*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x])/2 + (625*Defer[Int][1/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x])/2 + 50*Defer[Int][Log[-4 + x]/(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3, x] + 200*Defer[Int][Log[-4 + x]/((-4 + x)*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x] + 50*Defer[Int][Log[-4 + x]^2/(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3, x] + 150*Defer[Int][Log[-4 + x]^2/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x] - 2*Defer[Int][(x*Log[-4 + x]^3)/(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3, x] + 50*Defer[Int][(Log[-4 + x]*Log[x])/((-4 + x)*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x] + 100*Defer[Int][(Log[-4 + x]^2*Log[x])/(x^2*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x] + 50*Defer[Int][(Log[-4 + x]^2*Log[x])/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3), x] - 2*Defer[Int][(Log[-4 + x]^3*Log[x])/(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^3, x] + (25*Defer[Int][1/((-4 + x)*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x])/2 - (25*Defer[Int][1/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x])/2 + 25*Defer[Int][Log[-4 + x]/(x^2*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x] - Defer[Int][Log[-4 + x]^2/(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2, x] - 4*Defer[Int][Log[-4 + x]^2/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x] - 2*Defer[Int][(Log[-4 + x]^2*Log[x])/(x^2*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x] - Defer[Int][(Log[-4 + x]^2*Log[x])/(x*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))^2), x] - Defer[Int][Log[-4 + x]/(x^2*(25 + Log[-4 + x]*Log[x]*(x + Log[x]))), x]","F",0,0,0,0,-1,"{}"
2619,1,22,0,1.3951561,"\int \frac{e^{-x^2} \left(-x+(5+x) \log (5+x)+\left(5+x-10 x^2-2 x^3\right) \log (5+x) \log \left(\frac{12 x}{\log (5+x)}\right)\right)}{(100+20 x) \log (5+x)} \, dx","Int[(-x + (5 + x)*Log[5 + x] + (5 + x - 10*x^2 - 2*x^3)*Log[5 + x]*Log[(12*x)/Log[5 + x]])/(E^x^2*(100 + 20*x)*Log[5 + x]),x]","\frac{1}{20} e^{-x^2} x \log \left(\frac{12 x}{\log (x+5)}\right)","\frac{1}{20} e^{-x^2} x \log \left(\frac{12 x}{\log (x+5)}\right)",1,"(x*Log[(12*x)/Log[5 + x]])/(20*E^x^2)","A",15,7,61,0.1148,1,"{6742, 6688, 2205, 2226, 2212, 2555, 6691}"
2620,1,18,0,0.0905487,"\int \left(-1+e^{1+4 e^{10}+8 x+16 x^2+e^5 (4+16 x)} \left(8+16 e^5+32 x\right)\right) \, dx","Int[-1 + E^(1 + 4*E^10 + 8*x + 16*x^2 + E^5*(4 + 16*x))*(8 + 16*E^5 + 32*x),x]","e^{\left(4 x+2 e^5+1\right)^2}-x","e^{\left(4 x+2 e^5+1\right)^2}-x",1,"E^(1 + 2*E^5 + 4*x)^2 - x","A",3,2,39,0.05128,1,"{2227, 2209}"
2621,1,12,0,0.0051883,"\int \frac{-3+x \log (x)}{x} \, dx","Int[(-3 + x*Log[x])/x,x]","-x+x \log (x)-3 \log (x)","-x+(x-3) \log (x)-3",1,"-x - 3*Log[x] + x*Log[x]","A",3,2,10,0.2000,1,"{14, 2295}"
2622,1,28,0,0.7664493,"\int \frac{x^4+\left(-x^2-2 x^3\right) \log (4)+x^2 \log ^2(4)+e^x \left(e^4 \left(4 x^2-4 x^3+x^4\right)+e^4 \left(-8 x+8 x^2-2 x^3\right) \log (4)+e^4 \left(4-4 x+x^2\right) \log ^2(4)\right)}{x^4-2 x^3 \log (4)+x^2 \log ^2(4)} \, dx","Int[(x^4 + (-x^2 - 2*x^3)*Log[4] + x^2*Log[4]^2 + E^x*(E^4*(4*x^2 - 4*x^3 + x^4) + E^4*(-8*x + 8*x^2 - 2*x^3)*Log[4] + E^4*(4 - 4*x + x^2)*Log[4]^2))/(x^4 - 2*x^3*Log[4] + x^2*Log[4]^2),x]","x+e^{x+4}-\frac{4 e^{x+4}}{x}+\frac{\log (4)}{x-\log (4)}","\frac{e^{x+4} (x-4)}{x}+x+\frac{x}{x-\log (4)}",1,"E^(4 + x) - (4*E^(4 + x))/x + x + Log[4]/(x - Log[4])","A",12,8,107,0.07477,1,"{1594, 27, 6688, 2199, 2194, 2177, 2178, 683}"
2623,0,0,0,16.5806831,"\int \frac{18055103407718400-268738560 x \log ^4(x)+x^2 \log ^8(x)+e^{-\frac{e^{5+x} \log ^4(x)}{-134369280+x \log ^4(x)}} \left(537477120 e^{5+x} \log ^3(x)+134369280 e^{5+x} x \log ^4(x)+e^{5+x} \left(x-x^2\right) \log ^8(x)\right)}{18055103407718400 x-268738560 x^2 \log ^4(x)+x^3 \log ^8(x)} \, dx","Int[(18055103407718400 - 268738560*x*Log[x]^4 + x^2*Log[x]^8 + (537477120*E^(5 + x)*Log[x]^3 + 134369280*E^(5 + x)*x*Log[x]^4 + E^(5 + x)*(x - x^2)*Log[x]^8)/E^((E^(5 + x)*Log[x]^4)/(-134369280 + x*Log[x]^4)))/(18055103407718400*x - 268738560*x^2*Log[x]^4 + x^3*Log[x]^8),x]","\int \frac{18055103407718400-268738560 x \log ^4(x)+x^2 \log ^8(x)+e^{-\frac{e^{5+x} \log ^4(x)}{-134369280+x \log ^4(x)}} \left(537477120 e^{5+x} \log ^3(x)+134369280 e^{5+x} x \log ^4(x)+e^{5+x} \left(x-x^2\right) \log ^8(x)\right)}{18055103407718400 x-268738560 x^2 \log ^4(x)+x^3 \log ^8(x)} \, dx","e^{\frac{e^{x+5}}{\frac{134369280}{\log ^4(x)}-x}}+\log (x)",1,"Log[x] + Defer[Int][E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))/x^2, x] - Defer[Int][E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))/x, x] + 18055103407718400*Defer[Int][E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))/(x^2*(-134369280 + x*Log[x]^4)^2), x] + 537477120*Defer[Int][(E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))*Log[x]^3)/(x*(-134369280 + x*Log[x]^4)^2), x] + 268738560*Defer[Int][E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))/(x^2*(-134369280 + x*Log[x]^4)), x] - 134369280*Defer[Int][E^(5 + x + (E^(5 + x)*Log[x]^4)/(134369280 - x*Log[x]^4))/(x*(-134369280 + x*Log[x]^4)), x]","F",0,0,0,0,-1,"{}"
2624,0,0,0,0.5187308,"\int \frac{1-x^2+\log (x)}{20+20 x+25 x^2+10 x^3+5 x^4+\left(20 x+10 x^2+10 x^3\right) \log (3)+5 x^2 \log ^2(3)+\left(20 x+10 x^2+10 x^3+10 x^2 \log (3)\right) \log (25)+5 x^2 \log ^2(25)+\left(20+10 x+10 x^2+10 x \log (3)+10 x \log (25)\right) \log (x)+5 \log ^2(x)} \, dx","Int[(1 - x^2 + Log[x])/(20 + 20*x + 25*x^2 + 10*x^3 + 5*x^4 + (20*x + 10*x^2 + 10*x^3)*Log[3] + 5*x^2*Log[3]^2 + (20*x + 10*x^2 + 10*x^3 + 10*x^2*Log[3])*Log[25] + 5*x^2*Log[25]^2 + (20 + 10*x + 10*x^2 + 10*x*Log[3] + 10*x*Log[25])*Log[x] + 5*Log[x]^2),x]","\int \frac{1-x^2+\log (x)}{20+20 x+25 x^2+10 x^3+5 x^4+\left(20 x+10 x^2+10 x^3\right) \log (3)+5 x^2 \log ^2(3)+\left(20 x+10 x^2+10 x^3+10 x^2 \log (3)\right) \log (25)+5 x^2 \log ^2(25)+\left(20+10 x+10 x^2+10 x \log (3)+10 x \log (25)\right) \log (x)+5 \log ^2(x)} \, dx","\frac{x}{5 \left(x^2+x+x (\log (3)+\log (25))+\log (x)+2\right)}",1,"-1/5*Defer[Int][(2 + x^2 + x*(1 + Log[75]) + Log[x])^(-2), x] - ((1 + Log[75])*Defer[Int][x/(2 + x^2 + x*(1 + Log[75]) + Log[x])^2, x])/5 - (2*Defer[Int][x^2/(2 + x^2 + x*(1 + Log[75]) + Log[x])^2, x])/5 + Defer[Int][(2 + x^2 + x*(1 + Log[75]) + Log[x])^(-1), x]/5","F",0,0,0,0,-1,"{}"
2625,1,39,0,1.3559849,"\int \frac{2-2 x+e^{16 x^2+8 x^3+x^4} \left(-2 x+193 x^2-16 x^3-64 x^4+4 x^5+4 x^6\right)}{e^{32 x^2+16 x^3+2 x^4} \left(-18 x+21 x^2-8 x^3+x^4\right)+e^{16 x^2+8 x^3+x^4} \left(-12 x+10 x^2-2 x^3\right) \log \left(-2 x+x^2\right)+\left(-2 x+x^2\right) \log ^2\left(-2 x+x^2\right)} \, dx","Int[(2 - 2*x + E^(16*x^2 + 8*x^3 + x^4)*(-2*x + 193*x^2 - 16*x^3 - 64*x^4 + 4*x^5 + 4*x^6))/(E^(32*x^2 + 16*x^3 + 2*x^4)*(-18*x + 21*x^2 - 8*x^3 + x^4) + E^(16*x^2 + 8*x^3 + x^4)*(-12*x + 10*x^2 - 2*x^3)*Log[-2*x + x^2] + (-2*x + x^2)*Log[-2*x + x^2]^2),x]","\frac{1}{-e^{x^2 (x+4)^2} x+3 e^{x^2 (x+4)^2}+\log (-((2-x) x))}","\frac{1}{e^{x^2 (x+4)^2} (3-x)+\log \left(x^2-2 x\right)}-1",1,"(3*E^(x^2*(4 + x)^2) - E^(x^2*(4 + x)^2)*x + Log[-((2 - x)*x)])^(-1)","A",2,2,148,0.01351,1,"{6741, 6686}"
2626,0,0,0,0.4738483,"\int \frac{-4 x+2 x^2+\left(-134 x-2 x^2+2 x \log \left(4 x^2\right)\right) \log \left(67+x-\log \left(4 x^2\right)\right)+\left(134+2 x-2 \log \left(4 x^2\right)\right) \log ^2\left(67+x-\log \left(4 x^2\right)\right)}{\left(-67 x-x^2+x \log \left(4 x^2\right)\right) \log ^2\left(67+x-\log \left(4 x^2\right)\right)} \, dx","Int[(-4*x + 2*x^2 + (-134*x - 2*x^2 + 2*x*Log[4*x^2])*Log[67 + x - Log[4*x^2]] + (134 + 2*x - 2*Log[4*x^2])*Log[67 + x - Log[4*x^2]]^2)/((-67*x - x^2 + x*Log[4*x^2])*Log[67 + x - Log[4*x^2]]^2),x]","\int \frac{-4 x+2 x^2+\left(-134 x-2 x^2+2 x \log \left(4 x^2\right)\right) \log \left(67+x-\log \left(4 x^2\right)\right)+\left(134+2 x-2 \log \left(4 x^2\right)\right) \log ^2\left(67+x-\log \left(4 x^2\right)\right)}{\left(-67 x-x^2+x \log \left(4 x^2\right)\right) \log ^2\left(67+x-\log \left(4 x^2\right)\right)} \, dx","2 \left(\frac{x}{\log \left(-\log \left(4 x^2\right)+x+67\right)}-\log (x)\right)",1,"-2*Log[x] + 4*Defer[Int][1/((67 + x - Log[4*x^2])*Log[67 + x - Log[4*x^2]]^2), x] - 2*Defer[Int][x/((67 + x - Log[4*x^2])*Log[67 + x - Log[4*x^2]]^2), x] + 2*Defer[Int][Log[67 + x - Log[4*x^2]]^(-1), x]","F",0,0,0,0,-1,"{}"
2627,0,0,0,3.7150307,"\int \frac{30+30 e^4+e^{e-x^2} \left(5+10 x^2\right)}{36 e^{10}+e^{2+2 e-2 x^2}+e^6 (72+12 x)+e^2 \left(36+12 x+x^2\right)+e^{e-x^2} \left(12 e^6+e^2 (12+2 x)\right)} \, dx","Int[(30 + 30*E^4 + E^(E - x^2)*(5 + 10*x^2))/(36*E^10 + E^(2 + 2*E - 2*x^2) + E^6*(72 + 12*x) + E^2*(36 + 12*x + x^2) + E^(E - x^2)*(12*E^6 + E^2*(12 + 2*x))),x]","\int \frac{30+30 e^4+e^{e-x^2} \left(5+10 x^2\right)}{36 e^{10}+e^{2+2 e-2 x^2}+e^6 (72+12 x)+e^2 \left(36+12 x+x^2\right)+e^{e-x^2} \left(12 e^6+e^2 (12+2 x)\right)} \, dx","\frac{5 x}{e^2 \left(e^{e-x^2}+x+6 e^4+6\right)}",1,"5*Defer[Int][E^(-2 + E + x^2)/(E^E + 6*E^x^2*(1 + E^4) + E^x^2*x)^2, x] + 10*Defer[Int][(E^(-2 + E + x^2)*x^2)/(E^E + 6*E^x^2*(1 + E^4) + E^x^2*x)^2, x] - 30*(1 + E^4)*Defer[Int][E^(-2 + E + x^2)/((6 + 6*E^4 + x)*(E^E + 6*E^x^2*(1 + E^4) + E^x^2*x)^2), x] + 30*(1 + E^4)*Defer[Int][E^(-2 + x^2)/((6 + 6*E^4 + x)*(E^E + 6*E^x^2*(1 + E^4) + E^x^2*x)), x]","F",0,0,0,0,-1,"{}"
2628,1,49,0,0.4508198,"\int \frac{e^{24} \left(-16+(-8 x-8 \log (3)) \log (x)+\left(5-x-x^2-2 x \log (3)-\log ^2(3)\right) \log ^2(x)\right) \left(-32+(-8 x-8 \log (3)) \log (x)+8 x \log ^2(x)+\left(x+2 x^2+2 x \log (3)\right) \log ^3(x)\right)}{\log ^2(x) \left(16 x \log (x)+\left(8 x^2+8 x \log (3)\right) \log ^2(x)+\left(-5 x+x^2+x^3+2 x^2 \log (3)+x \log ^2(3)\right) \log ^3(x)\right)} \, dx","Int[(E^24*(-16 + (-8*x - 8*Log[3])*Log[x] + (5 - x - x^2 - 2*x*Log[3] - Log[3]^2)*Log[x]^2)*(-32 + (-8*x - 8*Log[3])*Log[x] + 8*x*Log[x]^2 + (x + 2*x^2 + 2*x*Log[3])*Log[x]^3))/(Log[x]^2*(16*x*Log[x] + (8*x^2 + 8*x*Log[3])*Log[x]^2 + (-5*x + x^2 + x^3 + 2*x^2*Log[3] + x*Log[3]^2)*Log[x]^3)),x]","-e^{24} x^2-\frac{16 e^{24}}{\log ^2(x)}-\frac{8 e^{24} x}{\log (x)}-e^{24} x (1+\log (9))-\frac{8 e^{24} \log (3)}{\log (x)}","e^{24} \left(-x-\left(x+\frac{4}{\log (x)}+\log (3)\right)^2+5\right)",1,"-(E^24*x^2) - E^24*x*(1 + Log[9]) - (16*E^24)/Log[x]^2 - (8*E^24*x)/Log[x] - (8*E^24*Log[3])/Log[x]","B",13,8,136,0.05882,1,"{12, 6688, 6742, 2302, 30, 2353, 2297, 2298}"
2629,1,47,0,2.0833446,"\int \frac{2 x-4 x^2+x^3+e^{3 x} \left(8 x+12 x^2\right)+e^x \left(6 x+20 x^2-2 x^3\right)+e^{2 x} \left(-16 x-27 x^2+x^3\right)}{4 e^x-8 e^{2 x}+4 e^{3 x}} \, dx","Int[(2*x - 4*x^2 + x^3 + E^(3*x)*(8*x + 12*x^2) + E^x*(6*x + 20*x^2 - 2*x^3) + E^(2*x)*(-16*x - 27*x^2 + x^3))/(4*E^x - 8*E^(2*x) + 4*E^(3*x)),x]","-\frac{1}{4} e^{-x} x^3+x^3+\frac{1}{4} e^{-x} x^2+\frac{x^2}{4 \left(1-e^x\right)}+x^2","x^2 \left(x-\frac{1}{4} e^{-x} \left(x+\frac{1}{e^x-1}\right)+1\right)",1,"x^2 + x^2/(4*E^x) + x^2/(4*(1 - E^x)) + x^3 - x^3/(4*E^x)","A",56,17,86,0.1977,1,"{6741, 12, 6742, 2254, 2176, 2194, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 2185, 2191, 2196, 43}"
2630,1,182,0,0.4851079,"\int \frac{27 x^3+27 x^4+27 x^5+9 x^6+\left(90 x+270 x^2+135 x^3+270 x^4+135 x^5\right) (i \pi +\log (4))^2+\left(450+1350 x+675 x^3+675 x^4\right) (i \pi +\log (4))^4+\left(2250+1125 x^3\right) (i \pi +\log (4))^6}{x^3+3 x^4+3 x^5+x^6+\left(15 x^3+30 x^4+15 x^5\right) (i \pi +\log (4))^2+\left(75 x^3+75 x^4\right) (i \pi +\log (4))^4+125 x^3 (i \pi +\log (4))^6} \, dx","Int[(27*x^3 + 27*x^4 + 27*x^5 + 9*x^6 + (90*x + 270*x^2 + 135*x^3 + 270*x^4 + 135*x^5)*(I*Pi + Log[4])^2 + (450 + 1350*x + 675*x^3 + 675*x^4)*(I*Pi + Log[4])^4 + (2250 + 1125*x^3)*(I*Pi + Log[4])^6)/(x^3 + 3*x^4 + 3*x^5 + x^6 + (15*x^3 + 30*x^4 + 15*x^5)*(I*Pi + Log[4])^2 + (75*x^3 + 75*x^4)*(I*Pi + Log[4])^4 + 125*x^3*(I*Pi + Log[4])^6),x]","-\frac{225 (\pi -i \log (4))^4}{x^2 \left(1-5 \pi ^2+5 \log ^2(4)+10 i \pi  \log (4)\right)^2}+9 x-\frac{90 (\pi -i \log (4))^2}{\left(1-5 \pi ^2+5 \log ^2(4)+10 i \pi  \log (4)\right)^3 \left(x-5 \pi ^2+1+5 \log ^2(4)+10 i \pi  \log (4)\right)}-\frac{9}{\left(1-5 \pi ^2+5 \log ^2(4)+10 i \pi  \log (4)\right)^2 \left(x-5 \pi ^2+1+5 \log ^2(4)+10 i \pi  \log (4)\right)^2}+\frac{90 (\pi -i \log (4))^2}{x \left(1-5 \pi ^2+5 \log ^2(4)+10 i \pi  \log (4)\right)^3}","9 \left(x-\frac{1}{\left(x+\frac{x}{x+5 (\log (4)+i \pi )^2}\right)^2}+3\right)",1,"9*x + (90*(Pi - I*Log[4])^2)/(x*(1 - 5*Pi^2 + (10*I)*Pi*Log[4] + 5*Log[4]^2)^3) - (225*(Pi - I*Log[4])^4)/(x^2*(1 - 5*Pi^2 + (10*I)*Pi*Log[4] + 5*Log[4]^2)^2) - 9/((1 - 5*Pi^2 + (10*I)*Pi*Log[4] + 5*Log[4]^2)^2*(1 - 5*Pi^2 + x + (10*I)*Pi*Log[4] + 5*Log[4]^2)^2) - (90*(Pi - I*Log[4])^2)/((1 - 5*Pi^2 + (10*I)*Pi*Log[4] + 5*Log[4]^2)^3*(1 - 5*Pi^2 + x + (10*I)*Pi*Log[4] + 5*Log[4]^2))","B",3,2,184,0.01087,1,"{6, 2074}"
2631,1,64,0,1.125778,"\int \frac{-80 x+\left(240-48 x-3 x^2\right) \log (2)+\left(-20 x+\left(48-12 x-x^2\right) \log (2)\right) \log \left(\frac{-20 x+\left(48-12 x-x^2\right) \log (2)}{4 x \log (2)}\right)}{20 x^3+\left(-48 x^2+12 x^3+x^4\right) \log (2)} \, dx","Int[(-80*x + (240 - 48*x - 3*x^2)*Log[2] + (-20*x + (48 - 12*x - x^2)*Log[2])*Log[(-20*x + (48 - 12*x - x^2)*Log[2])/(4*x*Log[2])])/(20*x^3 + (-48*x^2 + 12*x^3 + x^4)*Log[2]),x]","\frac{\log \left(\frac{x^2 (-\log (2))-4 x (5+\log (8))+48 \log (2)}{x \log (16)}\right)}{x}+\frac{4}{x}-\frac{(5+\log (8)) \log (x)}{\log (4096)}+\frac{(5+\log (8)) \log (x)}{12 \log (2)}","\frac{\log \left(4 \left(\frac{3}{x}-\frac{x}{2}\right)+\frac{7 x}{4}-3-\frac{5}{\log (2)}\right)+4}{x}",1,"4/x + ((5 + Log[8])*Log[x])/(12*Log[2]) - ((5 + Log[8])*Log[x])/Log[4096] + Log[(48*Log[2] - x^2*Log[2] - 4*x*(5 + Log[8]))/(x*Log[16])]/x","A",17,9,90,0.1000,1,"{6741, 6728, 1628, 634, 618, 206, 628, 2525, 12}"
2632,1,23,0,0.0090862,"\int \frac{1}{4} \left(2+4 e^3-e^x+8 x\right) \, dx","Int[(2 + 4*E^3 - E^x + 8*x)/4,x]","x^2+\frac{1}{2} \left(1+2 e^3\right) x-\frac{e^x}{4}","x^2+x+\frac{1}{4} \left(-2 x-e^x\right)+e^3 (x+4)",1,"-1/4*E^x + ((1 + 2*E^3)*x)/2 + x^2","A",3,2,19,0.1053,1,"{12, 2194}"
2633,1,64,0,0.220165,"\int \frac{-1+2 x+e^{-2+e^4} (-20+40 x)+e^{-4+2 e^4} \left(-158+313 x+4 x^2\right)+e^{-6+3 e^4} \left(-580+1130 x+40 x^2\right)+e^{-8+4 e^4} \left(-841+1595 x+115 x^2+2 x^3\right)}{x+20 e^{-2+e^4} x+e^{-4+2 e^4} \left(158 x+2 x^2\right)+e^{-6+3 e^4} \left(580 x+20 x^2\right)+e^{-8+4 e^4} \left(841 x+58 x^2+x^3\right)} \, dx","Int[(-1 + 2*x + E^(-2 + E^4)*(-20 + 40*x) + E^(-4 + 2*E^4)*(-158 + 313*x + 4*x^2) + E^(-6 + 3*E^4)*(-580 + 1130*x + 40*x^2) + E^(-8 + 4*E^4)*(-841 + 1595*x + 115*x^2 + 2*x^3))/(x + 20*E^(-2 + E^4)*x + E^(-4 + 2*E^4)*(158*x + 2*x^2) + E^(-6 + 3*E^4)*(580*x + 20*x^2) + E^(-8 + 4*E^4)*(841*x + 58*x^2 + x^3)),x]","2 x+\frac{e^4+29 e^{2 e^4}+10 e^{2+e^4}}{e^{2 e^4} x+10 e^{2+e^4}+29 e^{2 e^4}+e^4}-\log (x)","-\frac{x}{x+\left(5+e^{2-e^4}\right)^2+4}+2 x-\log (x)+7",1,"2*x + (E^4 + 29*E^(2*E^4) + 10*E^(2 + E^4))/(E^4 + 29*E^(2*E^4) + 10*E^(2 + E^4) + E^(2*E^4)*x) - Log[x]","B",3,2,158,0.01266,1,"{6, 2074}"
2634,0,0,0,0.5937556,"\int \frac{18+108 x+9 x^2+e^{e^x} \left(-54 x+e^x \left(-90+63 x^2-9 x^4\right)\right)}{4-4 x^2+x^4} \, dx","Int[(18 + 108*x + 9*x^2 + E^E^x*(-54*x + E^x*(-90 + 63*x^2 - 9*x^4)))/(4 - 4*x^2 + x^4),x]","\int \frac{18+108 x+9 x^2+e^{e^x} \left(-54 x+e^x \left(-90+63 x^2-9 x^4\right)\right)}{4-4 x^2+x^4} \, dx","\frac{9 \left(\left(e^{e^x}-2\right) \left(x^2-5\right)+x\right)}{2-x^2}",1,"-9*E^E^x + 54/(2 - x^2) + (9*x)/(2 - x^2) - (27*Defer[Int][E^(E^x + x)/(Sqrt[2] - x), x])/(2*Sqrt[2]) - (27*Defer[Int][E^(E^x + x)/(Sqrt[2] + x), x])/(2*Sqrt[2]) - 54*Defer[Int][(E^E^x*x)/(-2 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
2635,1,31,0,0.0198293,"\int \left(3+e^{\frac{1}{2} (-1+2 x)} (-1-x)\right) \, dx","Int[3 + E^((-1 + 2*x)/2)*(-1 - x),x]","3 x+e^{\frac{1}{2} (2 x-1)}-e^{\frac{1}{2} (2 x-1)} (x+1)","\left(3-e^{x-\frac{1}{2}}\right) x",1,"E^((-1 + 2*x)/2) + 3*x - E^((-1 + 2*x)/2)*(1 + x)","B",3,2,19,0.1053,1,"{2176, 2194}"
2636,1,20,0,0.0208656,"\int \frac{e^{-2 e+2 e^4}}{-1+e^{-2 e+2 e^4} (-2+x)} \, dx","Int[E^(-2*E + 2*E^4)/(-1 + E^(-2*E + 2*E^4)*(-2 + x)),x]","\log \left(e^{2 e^4} (2-x)+e^{2 e}\right)","\log \left(-x+e^{2 e-2 e^4}+2\right)",1,"Log[E^(2*E) + E^(2*E^4)*(2 - x)]","A",3,3,31,0.09677,1,"{12, 33, 31}"
2637,0,0,0,138.4281982,"\int \frac{\exp \left(\frac{e^{2 x^4} \left(1-4 x+8 x^3+4 x^4\right) \log ^2(2)+e^{2 x^4} \left(-2+8 x-16 x^3-8 x^4\right) \log (2) \log (x)+e^{2 x^4} \left(1-4 x+8 x^3+4 x^4\right) \log ^2(x)}{x^2}\right) \left(e^{2 x^4} \left(\left(-2+8 x-16 x^3-8 x^4\right) \log (2)+\left(-2+4 x+8 x^3+16 x^4-32 x^5+64 x^7+32 x^8\right) \log ^2(2)\right)+e^{2 x^4} \left(2-8 x+16 x^3+8 x^4+\left(4-8 x-16 x^3-32 x^4+64 x^5-128 x^7-64 x^8\right) \log (2)\right) \log (x)+e^{2 x^4} \left(-2+4 x+8 x^3+16 x^4-32 x^5+64 x^7+32 x^8\right) \log ^2(x)\right)}{x^3} \, dx","Int[(E^((E^(2*x^4)*(1 - 4*x + 8*x^3 + 4*x^4)*Log[2]^2 + E^(2*x^4)*(-2 + 8*x - 16*x^3 - 8*x^4)*Log[2]*Log[x] + E^(2*x^4)*(1 - 4*x + 8*x^3 + 4*x^4)*Log[x]^2)/x^2)*(E^(2*x^4)*((-2 + 8*x - 16*x^3 - 8*x^4)*Log[2] + (-2 + 4*x + 8*x^3 + 16*x^4 - 32*x^5 + 64*x^7 + 32*x^8)*Log[2]^2) + E^(2*x^4)*(2 - 8*x + 16*x^3 + 8*x^4 + (4 - 8*x - 16*x^3 - 32*x^4 + 64*x^5 - 128*x^7 - 64*x^8)*Log[2])*Log[x] + E^(2*x^4)*(-2 + 4*x + 8*x^3 + 16*x^4 - 32*x^5 + 64*x^7 + 32*x^8)*Log[x]^2))/x^3,x]","\int \frac{\exp \left(\frac{e^{2 x^4} \left(1-4 x+8 x^3+4 x^4\right) \log ^2(2)+e^{2 x^4} \left(-2+8 x-16 x^3-8 x^4\right) \log (2) \log (x)+e^{2 x^4} \left(1-4 x+8 x^3+4 x^4\right) \log ^2(x)}{x^2}\right) \left(e^{2 x^4} \left(\left(-2+8 x-16 x^3-8 x^4\right) \log (2)+\left(-2+4 x+8 x^3+16 x^4-32 x^5+64 x^7+32 x^8\right) \log ^2(2)\right)+e^{2 x^4} \left(2-8 x+16 x^3+8 x^4+\left(4-8 x-16 x^3-32 x^4+64 x^5-128 x^7-64 x^8\right) \log (2)\right) \log (x)+e^{2 x^4} \left(-2+4 x+8 x^3+16 x^4-32 x^5+64 x^7+32 x^8\right) \log ^2(x)\right)}{x^3} \, dx","\exp \left(e^{2 x^4} \left(2 x-\frac{1}{x}+2\right)^2 (\log (x)-\log (2))^2\right)",1,"-8*(2 - Log[2])*Log[2]*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2), x] - 2*Log[2]*(1 + Log[2])*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)/x^3, x] + 2*Log[2]*(4 + Log[4])*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)/x^2, x] - 8*Log[2]*(1 - Log[4])*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x, x] - 32*Log[2]^2*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^2, x] + 64*Log[2]^2*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^4, x] + 32*Log[2]^2*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^5, x] + 8*(2 - Log[4])*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x], x] + 2*(1 + Log[4])*Defer[Int][(E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x])/x^3, x] - 4*(2 + Log[4])*Defer[Int][(E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x])/x^2, x] + 8*(1 - Log[16])*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x*Log[x], x] + 64*Log[2]*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^2*Log[x], x] - 128*Log[2]*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^4*Log[x], x] - 64*Log[2]*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^5*Log[x], x] + 8*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x]^2, x] - 2*Defer[Int][(E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x]^2)/x^3, x] + 4*Defer[Int][(E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*Log[x]^2)/x^2, x] + 16*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x*Log[x]^2, x] - 32*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^2*Log[x]^2, x] + 64*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^4*Log[x]^2, x] + 32*Defer[Int][E^(2*x^4 + (E^(2*x^4)*(-1 + 2*x + 2*x^2)^2*Log[x/2]^2)/x^2)*x^5*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
2638,1,20,0,0.0370851,"\int \frac{e^{3+\frac{e^3-3 x}{4 x}}+4 x^2}{4 x^2} \, dx","Int[(E^(3 + (E^3 - 3*x)/(4*x)) + 4*x^2)/(4*x^2),x]","x-e^{\frac{e^3}{4 x}-\frac{3}{4}}","x-e^{\frac{x+e^3}{4 x}-1}",1,"-E^(-3/4 + E^3/(4*x)) + x","A",4,3,31,0.09677,1,"{12, 14, 2209}"
2639,1,28,0,0.7348208,"\int \frac{10 e^4+e^8 \left(-15 x+18 x^4\right)+12 e^8 x^3 \log (4)+2 e^8 x^2 \log ^2(4)+\left(-24 e^4 x^3-8 e^4 x^2 \log (4)\right) \log (x)+8 x^2 \log ^2(x)}{9 e^8 x^3+6 e^8 x^2 \log (4)+e^8 x \log ^2(4)+\left(-12 e^4 x^2-4 e^4 x \log (4)\right) \log (x)+4 x \log ^2(x)} \, dx","Int[(10*E^4 + E^8*(-15*x + 18*x^4) + 12*E^8*x^3*Log[4] + 2*E^8*x^2*Log[4]^2 + (-24*E^4*x^3 - 8*E^4*x^2*Log[4])*Log[x] + 8*x^2*Log[x]^2)/(9*E^8*x^3 + 6*E^8*x^2*Log[4] + E^8*x*Log[4]^2 + (-12*E^4*x^2 - 4*E^4*x*Log[4])*Log[x] + 4*x*Log[x]^2),x]","x^2+\frac{5 e^4}{3 e^4 x-2 \log (x)+e^4 \log (4)}","x^2+\frac{5}{x+2 \left(x-\frac{\log (x)}{e^4}\right)+\log (4)}+30",1,"x^2 + (5*E^4)/(3*E^4*x + E^4*Log[4] - 2*Log[x])","A",4,3,130,0.02308,1,"{6688, 6742, 6686}"
2640,1,14,0,0.0039947,"\int \frac{12 e^4}{13-26 x+13 x^2} \, dx","Int[(12*E^4)/(13 - 26*x + 13*x^2),x]","\frac{12 e^4}{13 (1-x)}","e^4 \left(\frac{12 x^2}{13 \left(x-x^2\right)}+2\right)",1,"(12*E^4)/(13*(1 - x))","A",4,3,17,0.1765,1,"{12, 27, 32}"
2641,0,0,0,1.0157425,"\int \frac{10 e^3+e^{25-x^2} \left(x^2-2 x^4\right)}{-10 e^3 x+5 x^2+e^{25-x^2} x^3} \, dx","Int[(10*E^3 + E^(25 - x^2)*(x^2 - 2*x^4))/(-10*E^3*x + 5*x^2 + E^(25 - x^2)*x^3),x]","\int \frac{10 e^3+e^{25-x^2} \left(x^2-2 x^4\right)}{-10 e^3 x+5 x^2+e^{25-x^2} x^3} \, dx","\log \left(\frac{2}{5} e^{25-x^2} x-\frac{4 e^3}{x}+2\right)",1,"Log[2*E^3 - x] - Log[x] - 2*E^28*Defer[Int][(-10*E^(3 + x^2) + 5*E^x^2*x + E^25*x^2)^(-1), x] + 4*E^31*Defer[Int][1/((2*E^3 - x)*(-10*E^(3 + x^2) + 5*E^x^2*x + E^25*x^2)), x] + E^25*Defer[Int][x/(-10*E^(3 + x^2) + 5*E^x^2*x + E^25*x^2), x] - 2*E^25*Defer[Int][x^3/(-10*E^(3 + x^2) + 5*E^x^2*x + E^25*x^2), x]","F",0,0,0,0,-1,"{}"
2642,1,7,0,0.0008955,"\int -\frac{\log (3)}{3} \, dx","Int[-1/3*Log[3],x]","-\frac{1}{3} x \log (3)","-\frac{1}{3} x \log (3)",1,"-1/3*(x*Log[3])","A",1,1,6,0.1667,1,"{8}"
2643,1,57,0,0.4752418,"\int \frac{-20-8 x-x^2+e^x (3+x)+\left(-1+e^5\right)^{e^{8 x}} \left(-1+e^{8 x} (32+8 x) \log \left(-1+e^5\right)\right)}{16+8 x+x^2} \, dx","Int[(-20 - 8*x - x^2 + E^x*(3 + x) + (-1 + E^5)^E^(8*x)*(-1 + E^(8*x)*(32 + 8*x)*Log[-1 + E^5]))/(16 + 8*x + x^2),x]","-x+\frac{e^{-8 x} \left(e^5-1\right)^{e^{8 x}} \left(e^{8 x} x+4 e^{8 x}\right)}{(x+4)^2}+\frac{e^x}{x+4}+\frac{4}{x+4}","\frac{e^x+\left(e^5-1\right)^{e^{8 x}}+4}{x+4}-x",1,"-x + 4/(4 + x) + E^x/(4 + x) + ((-1 + E^5)^E^(8*x)*(4*E^(8*x) + E^(8*x)*x))/(E^(8*x)*(4 + x)^2)","B",9,5,59,0.08475,1,"{27, 6742, 43, 2197, 2288}"
2644,0,0,0,37.0357605,"\int \frac{64+\left(80 x^2+40 x^3\right) \log \left(\frac{10}{x}\right)+\left(-40 x^2-40 x^3\right) \log ^2\left(\frac{10}{x}\right)}{256+\left(320 x^2+160 x^3\right) \log ^2\left(\frac{10}{x}\right)+\left(100 x^4+100 x^5+25 x^6\right) \log ^4\left(\frac{10}{x}\right)} \, dx","Int[(64 + (80*x^2 + 40*x^3)*Log[10/x] + (-40*x^2 - 40*x^3)*Log[10/x]^2)/(256 + (320*x^2 + 160*x^3)*Log[10/x]^2 + (100*x^4 + 100*x^5 + 25*x^6)*Log[10/x]^4),x]","\int \frac{64+\left(80 x^2+40 x^3\right) \log \left(\frac{10}{x}\right)+\left(-40 x^2-40 x^3\right) \log ^2\left(\frac{10}{x}\right)}{256+\left(320 x^2+160 x^3\right) \log ^2\left(\frac{10}{x}\right)+\left(100 x^4+100 x^5+25 x^6\right) \log ^4\left(\frac{10}{x}\right)} \, dx","\frac{x}{\frac{5}{4} x^2 (x+2) \log ^2\left(\frac{10}{x}\right)+4}",1,"192*Defer[Int][(16 + 5*x^2*(2 + x)*Log[10/x]^2)^(-2), x] - 128*Defer[Int][1/((2 + x)*(16 + 5*x^2*(2 + x)*Log[10/x]^2)^2), x] + 80*Defer[Int][(x^2*Log[10/x])/(16 + 5*x^2*(2 + x)*Log[10/x]^2)^2, x] + 40*Defer[Int][(x^3*Log[10/x])/(16 + 5*x^2*(2 + x)*Log[10/x]^2)^2, x] - 8*Defer[Int][(16 + 5*x^2*(2 + x)*Log[10/x]^2)^(-1), x] + 8*Defer[Int][1/((2 + x)*(16 + 5*x^2*(2 + x)*Log[10/x]^2)), x]","F",0,0,0,0,-1,"{}"
2645,1,22,0,0.8080891,"\int \frac{135 x+e^x (72+18 x)+\left(-18 e^x-27 x\right) \log \left(\frac{1}{2} \left(10 e^x x^4+15 x^5\right)\right)}{2 e^x x^2+3 x^3} \, dx","Int[(135*x + E^x*(72 + 18*x) + (-18*E^x - 27*x)*Log[(10*E^x*x^4 + 15*x^5)/2])/(2*E^x*x^2 + 3*x^3),x]","\frac{9 \log \left(\frac{5}{2} x^4 \left(3 x+2 e^x\right)\right)}{x}","\frac{9 \log \left(5 x^4 \left(\frac{3 x}{2}+e^x\right)\right)}{x}",1,"(9*Log[(5*x^4*(2*E^x + 3*x))/2])/x","A",15,4,59,0.06780,1,"{6742, 14, 43, 2551}"
2646,0,0,0,4.373291,"\int \frac{42 x+32 x^2+5 x^3+e^x \left(7 x-x^2-x^3\right)+\left(18+6 x+e^x \left(3-2 x-x^2\right)\right) \log \left(\frac{3+x}{5}\right)}{3 x^4+x^5+\left(6 x^3+2 x^4\right) \log \left(\frac{3+x}{5}\right)+\left(3 x^2+x^3\right) \log ^2\left(\frac{3+x}{5}\right)} \, dx","Int[(42*x + 32*x^2 + 5*x^3 + E^x*(7*x - x^2 - x^3) + (18 + 6*x + E^x*(3 - 2*x - x^2))*Log[(3 + x)/5])/(3*x^4 + x^5 + (6*x^3 + 2*x^4)*Log[(3 + x)/5] + (3*x^2 + x^3)*Log[(3 + x)/5]^2),x]","\int \frac{42 x+32 x^2+5 x^3+e^x \left(7 x-x^2-x^3\right)+\left(18+6 x+e^x \left(3-2 x-x^2\right)\right) \log \left(\frac{3+x}{5}\right)}{3 x^4+x^5+\left(6 x^3+2 x^4\right) \log \left(\frac{3+x}{5}\right)+\left(3 x^2+x^3\right) \log ^2\left(\frac{3+x}{5}\right)} \, dx","\frac{-5 (x+1)-e^x-1}{x \left(x+\log \left(\frac{x+3}{5}\right)\right)}",1,"5*Defer[Int][(x + Log[(3 + x)/5])^(-2), x] + 14*Defer[Int][1/(x*(x + Log[(3 + x)/5])^2), x] + (4*Defer[Int][E^x/(x*(x + Log[(3 + x)/5])^2), x])/3 + 3*Defer[Int][1/((3 + x)*(x + Log[(3 + x)/5])^2), x] - Defer[Int][E^x/((3 + x)*(x + Log[(3 + x)/5])^2), x]/3 + 6*Defer[Int][Log[3/5 + x/5]/(x^2*(x + Log[(3 + x)/5])^2), x] + Defer[Int][E^x/(x^2*(x + Log[(3 + x)/5])), x] - Defer[Int][E^x/(x*(x + Log[(3 + x)/5])), x]","F",0,0,0,0,-1,"{}"
2647,1,158,0,0.0844716,"\int \frac{1}{4} \left(2500 x^3-1250 x^4+150 x^5+\left(-500 x^3+125 x^4\right) \log (4)+25 x^3 \log ^2(4)+\left(15000 x^2-8000 x^3+1000 x^4+\left(-3000 x^2+800 x^3\right) \log (4)+150 x^2 \log ^2(4)\right) \log ^2(5)+\left(20000 x-12000 x^2+1600 x^3+\left(-4000 x+1200 x^2\right) \log (4)+200 x \log ^2(4)\right) \log ^4(5)\right) \, dx","Int[(2500*x^3 - 1250*x^4 + 150*x^5 + (-500*x^3 + 125*x^4)*Log[4] + 25*x^3*Log[4]^2 + (15000*x^2 - 8000*x^3 + 1000*x^4 + (-3000*x^2 + 800*x^3)*Log[4] + 150*x^2*Log[4]^2)*Log[5]^2 + (20000*x - 12000*x^2 + 1600*x^3 + (-4000*x + 1200*x^2)*Log[4] + 200*x*Log[4]^2)*Log[5]^4)/4,x]","\frac{25 x^6}{4}-\frac{125 x^5}{2}+50 x^5 \log ^2(5)+\frac{25}{4} x^5 \log (4)+100 x^4 \log ^4(5)+50 x^4 \log (4) \log ^2(5)-500 x^4 \log ^2(5)+\frac{25}{16} x^4 \left(100+\log ^2(4)\right)-\frac{125}{4} x^4 \log (4)+100 x^3 \log (4) \log ^4(5)-1000 x^3 \log ^4(5)+\frac{25}{2} x^3 \left(100+\log ^2(4)\right) \log ^2(5)-250 x^3 \log (4) \log ^2(5)-500 x^2 \log (4) \log ^4(5)+25 x^2 \left(100+\log ^2(4)\right) \log ^4(5)","\frac{25}{16} x^2 (-2 x+10-\log (4))^2 \left(x+4 \log ^2(5)\right)^2",1,"(-125*x^5)/2 + (25*x^6)/4 - (125*x^4*Log[4])/4 + (25*x^5*Log[4])/4 + (25*x^4*(100 + Log[4]^2))/16 - 500*x^4*Log[5]^2 + 50*x^5*Log[5]^2 - 250*x^3*Log[4]*Log[5]^2 + 50*x^4*Log[4]*Log[5]^2 + (25*x^3*(100 + Log[4]^2)*Log[5]^2)/2 - 1000*x^3*Log[5]^4 + 100*x^4*Log[5]^4 - 500*x^2*Log[4]*Log[5]^4 + 100*x^3*Log[4]*Log[5]^4 + 25*x^2*(100 + Log[4]^2)*Log[5]^4","B",10,2,125,0.01600,1,"{6, 12}"
2648,1,16,0,0.1817391,"\int \frac{\exp \left(\frac{(-29-2 x) \log (4)+(1-\log (4)) \log (x)}{\log (4)}\right) (1+(-1-2 x) \log (4))}{x \log (4)} \, dx","Int[(E^(((-29 - 2*x)*Log[4] + (1 - Log[4])*Log[x])/Log[4])*(1 + (-1 - 2*x)*Log[4]))/(x*Log[4]),x]","e^{-2 x-29} x^{\frac{1}{\log (4)}-1}","\frac{e^{-2 x+\frac{\log (x)}{\log (4)}-29}}{x}",1,"E^(-29 - 2*x)*x^(-1 + Log[4]^(-1))","A",3,3,43,0.06977,1,"{12, 2274, 2197}"
2649,1,103,0,1.9225272,"\int \frac{-32 x^4+64 x^5-48 x^6+16 x^7-2 x^8+\left(64 x^3-160 x^4+144 x^5-56 x^6+8 x^7\right) \log \left(5 e^{-3+x}\right)+e^{e^x+x} \left(-25-25 e^x\right) \log ^3\left(5 e^{-3+x}\right)}{25 \log ^3\left(5 e^{-3+x}\right)} \, dx","Int[(-32*x^4 + 64*x^5 - 48*x^6 + 16*x^7 - 2*x^8 + (64*x^3 - 160*x^4 + 144*x^5 - 56*x^6 + 8*x^7)*Log[5*E^(-3 + x)] + E^(E^x + x)*(-25 - 25*E^x)*Log[5*E^(-3 + x)]^3)/(25*Log[5*E^(-3 + x)]^3),x]","\frac{x^8}{25 \log ^2\left(5 e^{x-3}\right)}-\frac{8 x^7}{25 \log ^2\left(5 e^{x-3}\right)}+\frac{24 x^6}{25 \log ^2\left(5 e^{x-3}\right)}-\frac{32 x^5}{25 \log ^2\left(5 e^{x-3}\right)}+\frac{16 x^4}{25 \log ^2\left(5 e^{x-3}\right)}+e^{e^x}-e^{e^x} \left(e^x+1\right)","\frac{(x-2)^4 x^4}{25 \log ^2\left(5 e^{x-3}\right)}-e^{x+e^x}",1,"E^E^x - E^E^x*(1 + E^x) + (16*x^4)/(25*Log[5*E^(-3 + x)]^2) - (32*x^5)/(25*Log[5*E^(-3 + x)]^2) + (24*x^6)/(25*Log[5*E^(-3 + x)]^2) - (8*x^7)/(25*Log[5*E^(-3 + x)]^2) + x^8/(25*Log[5*E^(-3 + x)]^2)","B",85,11,100,0.1100,1,"{12, 6688, 2282, 2176, 2194, 6742, 2168, 2159, 2158, 2157, 29}"
2650,0,0,0,0.0846516,"\int \frac{-75-x-2 x^2+6 e^{-x+x \log (x)} x^2 \log (x)}{3 x^2} \, dx","Int[(-75 - x - 2*x^2 + 6*E^(-x + x*Log[x])*x^2*Log[x])/(3*x^2),x]","\int \frac{-75-x-2 x^2+6 e^{-x+x \log (x)} x^2 \log (x)}{3 x^2} \, dx","\frac{25}{x}-\frac{1}{3} \log \left(x e^{2 x-6 e^{x \log (x)-x}}\right)",1,"25/x - (2*x)/3 - Log[x]/3 + 2*Log[x]*Defer[Int][x^x/E^x, x] - 2*Defer[Int][Defer[Int][x^x/E^x, x]/x, x]","F",0,0,0,0,-1,"{}"
2651,1,31,0,0.1114172,"\int \frac{75 x+45 x^3+60 x^4+e^x \left(10-5 x+2 x^3\right)}{15 x^3} \, dx","Int[(75*x + 45*x^3 + 60*x^4 + E^x*(10 - 5*x + 2*x^3))/(15*x^3),x]","2 x^2-\frac{e^x}{3 x^2}+3 x+\frac{2 e^x}{15}-\frac{5}{x}","x+\left(x+\frac{e^x}{15 x}+1\right) \left(2 x-\frac{5}{x}\right)",1,"(2*E^x)/15 - E^x/(3*x^2) - 5/x + 3*x + 2*x^2","A",13,6,35,0.1714,1,"{12, 14, 2199, 2194, 2177, 2178}"
2652,1,23,0,0.1493713,"\int \frac{1+2 x+2 x^2-2 x^3-x^4+e^{-4+x} \left(x+3 x^2+3 x^3+x^4\right)}{x+3 x^2+3 x^3+x^4} \, dx","Int[(1 + 2*x + 2*x^2 - 2*x^3 - x^4 + E^(-4 + x)*(x + 3*x^2 + 3*x^3 + x^4))/(x + 3*x^2 + 3*x^3 + x^4),x]","-x+e^{x-4}-\frac{2}{x+1}+\frac{1}{(x+1)^2}+\log (x)","\frac{x^2}{(x+1)^2}-x+e^{x-4}+\log (x)-4",1,"E^(-4 + x) - x + (1 + x)^(-2) - 2/(1 + x) + Log[x]","A",5,3,59,0.05085,1,"{6688, 2194, 1620}"
2653,1,104,0,0.6223249,"\int \frac{12-18 x+24 x^2-15 x^3+3 x^4+e^x \left(16 x-32 x^2+32 x^3-16 x^4+4 x^5\right)}{4 x-8 x^2+8 x^3-4 x^4+x^5} \, dx","Int[(12 - 18*x + 24*x^2 - 15*x^3 + 3*x^4 + E^x*(16*x - 32*x^2 + 32*x^3 - 16*x^4 + 4*x^5))/(4*x - 8*x^2 + 8*x^3 - 4*x^4 + x^5),x]","-\frac{3 (2-x) x^2}{2 \left(x^2-2 x+2\right)}+\frac{15 (2-x) x}{2 \left(x^2-2 x+2\right)}+\frac{3 x}{x^2-2 x+2}+\frac{9 (1-x)}{x^2-2 x+2}-\frac{12 (2-x)}{x^2-2 x+2}-\frac{3 x}{2}+4 e^x+3 \log (x)","3 \left(-\frac{x}{-x^2+2 x-2}+e^x+\log \left(\frac{x}{5}\right)\right)+e^x",1,"4*E^x - (3*x)/2 + (9*(1 - x))/(2 - 2*x + x^2) - (12*(2 - x))/(2 - 2*x + x^2) + (3*x)/(2 - 2*x + x^2) + (15*(2 - x)*x)/(2*(2 - 2*x + x^2)) - (3*(2 - x)*x^2)/(2*(2 - 2*x + x^2)) + 3*Log[x]","B",26,14,73,0.1918,1,"{6741, 6742, 2194, 614, 617, 204, 740, 800, 634, 628, 638, 722, 738, 773}"
2654,1,32,0,0.1755894,"\int e^{\frac{1-e^{\frac{5}{2}+2 x} x-e^{5/2} x^2}{e^{5/2}}} \left(e^{2 x} (-1-2 x)-2 x\right) \, dx","Int[E^((1 - E^(5/2 + 2*x)*x - E^(5/2)*x^2)/E^(5/2))*(E^(2*x)*(-1 - 2*x) - 2*x),x]","e^{\frac{-e^{5/2} x^2-e^{2 x+\frac{5}{2}} x+1}{e^{5/2}}}","e^{-x^2-e^{2 x} x+\frac{1}{e^{5/2}}}",1,"E^((1 - E^(5/2 + 2*x)*x - E^(5/2)*x^2)/E^(5/2))","A",1,1,48,0.02083,1,"{6706}"
2655,0,0,0,1.0023882,"\int \frac{-2-8 x-2 x^2-10 x^3-8 x^4+\left(-4 x^2+22 x^3+24 x^4\right) \log (x)+\left(-2 x^2+11 x^3+12 x^4\right) \log ^2(x)+\left(2 x+8 x^2+\left(-2 x-8 x^2\right) \log (x)+\left(-x-4 x^2\right) \log ^2(x)\right) \log (1+4 x)}{\left(x+4 x^2\right) \log ^2(x)} \, dx","Int[(-2 - 8*x - 2*x^2 - 10*x^3 - 8*x^4 + (-4*x^2 + 22*x^3 + 24*x^4)*Log[x] + (-2*x^2 + 11*x^3 + 12*x^4)*Log[x]^2 + (2*x + 8*x^2 + (-2*x - 8*x^2)*Log[x] + (-x - 4*x^2)*Log[x]^2)*Log[1 + 4*x])/((x + 4*x^2)*Log[x]^2),x]","\int \frac{-2-8 x-2 x^2-10 x^3-8 x^4+\left(-4 x^2+22 x^3+24 x^4\right) \log (x)+\left(-2 x^2+11 x^3+12 x^4\right) \log ^2(x)+\left(2 x+8 x^2+\left(-2 x-8 x^2\right) \log (x)+\left(-x-4 x^2\right) \log ^2(x)\right) \log (1+4 x)}{\left(x+4 x^2\right) \log ^2(x)} \, dx","\left(\frac{2}{\log (x)}+1\right) \left(x \left(x^2+x-\log (4 x+1)\right)+1\right)",1,"x^2 + x^3 + Log[1 + 4*x]/4 - ((1 + 4*x)*Log[1 + 4*x])/4 - 8*Defer[Int][1/((1 + 4*x)*Log[x]^2), x] - 2*Defer[Int][1/(x*(1 + 4*x)*Log[x]^2), x] - 2*Defer[Int][x/((1 + 4*x)*Log[x]^2), x] - 10*Defer[Int][x^2/((1 + 4*x)*Log[x]^2), x] - 8*Defer[Int][x^3/((1 + 4*x)*Log[x]^2), x] + 2*Defer[Int][(x*(-2 + 11*x + 12*x^2))/((1 + 4*x)*Log[x]), x] + 2*Defer[Int][Log[1 + 4*x]/Log[x]^2, x] - 2*Defer[Int][Log[1 + 4*x]/Log[x], x]","F",0,0,0,0,-1,"{}"
2656,0,0,0,0.4248817,"\int \frac{2+e^{-5+x} \left(-4+4 x-x^2\right)+\left(8 x-8 x^2+2 x^3+e^x \left(8-8 x+2 x^2\right)\right) \log (x)+\left(8 x-8 x^2+2 x^3+e^x \left(4-3 x^2+x^3\right)\right) \log ^2(x)}{4-4 x+x^2} \, dx","Int[(2 + E^(-5 + x)*(-4 + 4*x - x^2) + (8*x - 8*x^2 + 2*x^3 + E^x*(8 - 8*x + 2*x^2))*Log[x] + (8*x - 8*x^2 + 2*x^3 + E^x*(4 - 3*x^2 + x^3))*Log[x]^2)/(4 - 4*x + x^2),x]","\int \frac{2+e^{-5+x} \left(-4+4 x-x^2\right)+\left(8 x-8 x^2+2 x^3+e^x \left(8-8 x+2 x^2\right)\right) \log (x)+\left(8 x-8 x^2+2 x^3+e^x \left(4-3 x^2+x^3\right)\right) \log ^2(x)}{4-4 x+x^2} \, dx","-e^{x-5}-\frac{x}{x-2}+x \left(x+e^x\right) \log ^2(x)",1,"-E^(-5 + x) + 2/(2 - x) - 2*ExpIntegralEi[x] + 2*E^x*Log[x] + x^2*Log[x]^2 + Defer[Int][E^x*Log[x]^2, x] + Defer[Int][E^x*x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
2657,0,0,0,1.4604118,"\int \frac{e^{2+\frac{2 x^2}{e^2}}+e^2 \left(-6+42 x+14 x^2\right)+e^{\frac{x^2}{e^2}} \left(e^2 (-1-14 x)-10 x^2+10 x^3\right)}{5 e^{2+\frac{2 x^2}{e^2}}+e^{2+\frac{x^2}{e^2}} (-30-20 x)+e^2 \left(45+60 x+20 x^2\right)} \, dx","Int[(E^(2 + (2*x^2)/E^2) + E^2*(-6 + 42*x + 14*x^2) + E^(x^2/E^2)*(E^2*(-1 - 14*x) - 10*x^2 + 10*x^3))/(5*E^(2 + (2*x^2)/E^2) + E^(2 + x^2/E^2)*(-30 - 20*x) + E^2*(45 + 60*x + 20*x^2)),x]","\int \frac{e^{2+\frac{2 x^2}{e^2}}+e^2 \left(-6+42 x+14 x^2\right)+e^{\frac{x^2}{e^2}} \left(e^2 (-1-14 x)-10 x^2+10 x^3\right)}{5 e^{2+\frac{2 x^2}{e^2}}+e^{2+\frac{x^2}{e^2}} (-30-20 x)+e^2 \left(45+60 x+20 x^2\right)} \, dx","\frac{x}{5}-\frac{x-x^2}{-e^{\frac{x^2}{e^2}}+2 x+3}",1,"x/5 + Defer[Int][(-3 + E^(x^2/E^2) - 2*x)^(-1), x] + 2*Defer[Int][x/(-3 + E^(x^2/E^2) - 2*x)^2, x] - (2*(3 + E^2)*Defer[Int][x^2/(-3 + E^(x^2/E^2) - 2*x)^2, x])/E^2 + (2*Defer[Int][x^3/(-3 + E^(x^2/E^2) - 2*x)^2, x])/E^2 + (2*Defer[Int][x^3/(-3 + E^(x^2/E^2) - 2*x), x])/E^2 + (4*Defer[Int][x^4/(-3 + E^(x^2/E^2) - 2*x)^2, x])/E^2 + 2*Defer[Int][x/(3 - E^(x^2/E^2) + 2*x), x] + (2*Defer[Int][x^2/(3 - E^(x^2/E^2) + 2*x), x])/E^2","F",0,0,0,0,-1,"{}"
2658,0,0,0,1.5609327,"\int \frac{e^x \left(-3+x+x^2\right)-4 e^{2 x} \log (3)}{18 x^2+12 x^3+2 x^4+e^x \left(144 x+96 x^2+16 x^3\right) \log (3)+e^{2 x} \left(288+192 x+32 x^2\right) \log ^2(3)} \, dx","Int[(E^x*(-3 + x + x^2) - 4*E^(2*x)*Log[3])/(18*x^2 + 12*x^3 + 2*x^4 + E^x*(144*x + 96*x^2 + 16*x^3)*Log[3] + E^(2*x)*(288 + 192*x + 32*x^2)*Log[3]^2),x]","\int \frac{e^x \left(-3+x+x^2\right)-4 e^{2 x} \log (3)}{18 x^2+12 x^3+2 x^4+e^x \left(144 x+96 x^2+16 x^3\right) \log (3)+e^{2 x} \left(288+192 x+32 x^2\right) \log ^2(3)} \, dx","\frac{1}{8 (x+3) \left(\frac{e^{-x} x}{4}+\log (3)\right)}",1,"-1/2*1/(Log[81]*(x + E^x*Log[81])) - Defer[Int][(x + E^x*Log[81])^(-2), x]/(2*Log[81]) - 2*Defer[Int][E^x/((3 + x)*(x + E^x*Log[81])^2), x] - (2*Log[3]*Defer[Int][E^x/((3 + x)^2*(x + E^x*Log[81])), x])/Log[81]","F",0,0,0,0,-1,"{}"
2659,-1,0,0,180.0178666,"\int \frac{e^x (2+4 x)+(1+2 x)^x (2 x+(1+2 x) \log (1+2 x))}{1+2 x} \, dx","Int[(E^x*(2 + 4*x) + (1 + 2*x)^x*(2*x + (1 + 2*x)*Log[1 + 2*x]))/(1 + 2*x),x]","\text{\$Aborted}","(2 x+1)^x+2 e^x+3",1,"$Aborted","F",0,0,0,0,-1,"{}"
2660,-1,0,0,179.9998602,"\int \frac{\left(8 x^4-x^5-6 x^6-x^7+\left(8 x^3-4 x^4-4 x^5\right) \log (3+x)+\left(-3 x^3+2 x^4+x^5\right) \log ^2(3+x)\right) \log ^3\left(-x+x^2\right)+e^{\frac{6}{x^2 \log ^2\left(-x+x^2\right)}} \left(-36+24 x+84 x^2+24 x^3+\left(-36-12 x+36 x^2+12 x^3\right) \log \left(-x+x^2\right)+\left(-3 x^3+2 x^4+x^5\right) \log ^3\left(-x+x^2\right)\right)+e^{\frac{3}{x^2 \log ^2\left(-x+x^2\right)}} \left(36 x-24 x^2-84 x^3-24 x^4+\left(36-24 x-84 x^2-24 x^3\right) \log (3+x)+\left(36 x+12 x^2-36 x^3-12 x^4+\left(36+12 x-36 x^2-12 x^3\right) \log (3+x)\right) \log \left(-x+x^2\right)+\left(-8 x^3+4 x^4+4 x^5+\left(6 x^3-4 x^4-2 x^5\right) \log (3+x)\right) \log ^3\left(-x+x^2\right)\right)}{\left(-3 x^3-4 x^4+2 x^5+4 x^6+x^7\right) \log ^3\left(-x+x^2\right)} \, dx","Int[((8*x^4 - x^5 - 6*x^6 - x^7 + (8*x^3 - 4*x^4 - 4*x^5)*Log[3 + x] + (-3*x^3 + 2*x^4 + x^5)*Log[3 + x]^2)*Log[-x + x^2]^3 + E^(6/(x^2*Log[-x + x^2]^2))*(-36 + 24*x + 84*x^2 + 24*x^3 + (-36 - 12*x + 36*x^2 + 12*x^3)*Log[-x + x^2] + (-3*x^3 + 2*x^4 + x^5)*Log[-x + x^2]^3) + E^(3/(x^2*Log[-x + x^2]^2))*(36*x - 24*x^2 - 84*x^3 - 24*x^4 + (36 - 24*x - 84*x^2 - 24*x^3)*Log[3 + x] + (36*x + 12*x^2 - 36*x^3 - 12*x^4 + (36 + 12*x - 36*x^2 - 12*x^3)*Log[3 + x])*Log[-x + x^2] + (-8*x^3 + 4*x^4 + 4*x^5 + (6*x^3 - 4*x^4 - 2*x^5)*Log[3 + x])*Log[-x + x^2]^3))/((-3*x^3 - 4*x^4 + 2*x^5 + 4*x^6 + x^7)*Log[-x + x^2]^3),x]","\text{\$Aborted}","\frac{\left(-e^{\frac{3}{x^2 \log ^2\left(x^2-x\right)}}+x+\log (x+3)\right)^2}{-x-1}",1,"$Aborted","F",0,0,0,0,-1,"{}"
2661,1,23,0,0.0124252,"\int \frac{1}{5} \left(20+120 x-42 x^2-45 x^2 \log (x)\right) \, dx","Int[(20 + 120*x - 42*x^2 - 45*x^2*Log[x])/5,x]","-\frac{9 x^3}{5}-3 x^3 \log (x)+12 x^2+4 x","-\left(x \left(3 x^2 \left(-\frac{4}{x}+\log (x)+\frac{3}{5}\right)-5\right)\right)-x+e^2+4",1,"4*x + 12*x^2 - (9*x^3)/5 - 3*x^3*Log[x]","A",3,2,21,0.09524,1,"{12, 2304}"
2662,0,0,0,2.6216599,"\int \frac{-e^4-x+\left(-e^4-x\right) \log (x)+e^4 \log (x) \log (2 x \log (x))+\left(\left(-e^8-2 e^4 x-x^2\right) \log (x)+x^x \left(\left(e^8+2 e^4 x+x^2\right) \log (x)+\left(e^8+2 e^4 x+x^2\right) \log ^2(x)\right)\right) \log ^2(2 x \log (x))}{\left(e^8+2 e^4 x+x^2\right) \log (x) \log ^2(2 x \log (x))} \, dx","Int[(-E^4 - x + (-E^4 - x)*Log[x] + E^4*Log[x]*Log[2*x*Log[x]] + ((-E^8 - 2*E^4*x - x^2)*Log[x] + x^x*((E^8 + 2*E^4*x + x^2)*Log[x] + (E^8 + 2*E^4*x + x^2)*Log[x]^2))*Log[2*x*Log[x]]^2)/((E^8 + 2*E^4*x + x^2)*Log[x]*Log[2*x*Log[x]]^2),x]","\int \frac{-e^4-x+\left(-e^4-x\right) \log (x)+e^4 \log (x) \log (2 x \log (x))+\left(\left(-e^8-2 e^4 x-x^2\right) \log (x)+x^x \left(\left(e^8+2 e^4 x+x^2\right) \log (x)+\left(e^8+2 e^4 x+x^2\right) \log ^2(x)\right)\right) \log ^2(2 x \log (x))}{\left(e^8+2 e^4 x+x^2\right) \log (x) \log ^2(2 x \log (x))} \, dx","x^x-x+\frac{x}{\left(x+e^4\right) \log (2 x \log (x))}-4",1,"-x + x^x - Defer[Int][1/((E^4 + x)*Log[2*x*Log[x]]^2), x] - Defer[Int][1/((E^4 + x)*Log[x]*Log[2*x*Log[x]]^2), x] + E^4*Defer[Int][1/((E^4 + x)^2*Log[2*x*Log[x]]), x]","F",0,0,0,0,-1,"{}"
2663,0,0,0,5.5907586,"\int \frac{-12 x^2+3 x^3+e \left(-12 x^2+3 x^3\right)+\left(24 x-6 x^2+e \left(12 x-3 x^2\right)\right) \log (-4+x)+(-12+3 x) \log ^2(-4+x)+\left(12 x^2-3 x^3+e \left(9 x^2-3 x^3\right)+\left(-24 x+6 x^2+e \left(-24 x+6 x^2\right)\right) \log (-4+x)+(12-3 x) \log ^2(-4+x)\right) \log (x)}{\left(-4 x^2+x^3+\left(8 x-2 x^2\right) \log (-4+x)+(-4+x) \log ^2(-4+x)\right) \log ^2(x)} \, dx","Int[(-12*x^2 + 3*x^3 + E*(-12*x^2 + 3*x^3) + (24*x - 6*x^2 + E*(12*x - 3*x^2))*Log[-4 + x] + (-12 + 3*x)*Log[-4 + x]^2 + (12*x^2 - 3*x^3 + E*(9*x^2 - 3*x^3) + (-24*x + 6*x^2 + E*(-24*x + 6*x^2))*Log[-4 + x] + (12 - 3*x)*Log[-4 + x]^2)*Log[x])/((-4*x^2 + x^3 + (8*x - 2*x^2)*Log[-4 + x] + (-4 + x)*Log[-4 + x]^2)*Log[x]^2),x]","\int \frac{-12 x^2+3 x^3+e \left(-12 x^2+3 x^3\right)+\left(24 x-6 x^2+e \left(12 x-3 x^2\right)\right) \log (-4+x)+(-12+3 x) \log ^2(-4+x)+\left(12 x^2-3 x^3+e \left(9 x^2-3 x^3\right)+\left(-24 x+6 x^2+e \left(-24 x+6 x^2\right)\right) \log (-4+x)+(12-3 x) \log ^2(-4+x)\right) \log (x)}{\left(-4 x^2+x^3+\left(8 x-2 x^2\right) \log (-4+x)+(-4+x) \log ^2(-4+x)\right) \log ^2(x)} \, dx","\frac{3 x \left(\frac{e x}{\log (x-4)-x}-1\right)}{\log (x)}",1,"3*(1 + E)*Defer[Int][x/((x - Log[-4 + x])*Log[x]^2), x] - 3*Defer[Int][Log[-4 + x]/((x - Log[-4 + x])*Log[x]^2), x] - 48*(1 + E)*Defer[Int][1/((x - Log[-4 + x])^2*Log[x]), x] + 12*(4 + 3*E)*Defer[Int][1/((x - Log[-4 + x])^2*Log[x]), x] - 192*(1 + E)*Defer[Int][1/((-4 + x)*(x - Log[-4 + x])^2*Log[x]), x] + 48*(4 + 3*E)*Defer[Int][1/((-4 + x)*(x - Log[-4 + x])^2*Log[x]), x] - 12*(1 + E)*Defer[Int][x/((x - Log[-4 + x])^2*Log[x]), x] + 3*(4 + 3*E)*Defer[Int][x/((x - Log[-4 + x])^2*Log[x]), x] - 3*(1 + E)*Defer[Int][x^2/((x - Log[-4 + x])^2*Log[x]), x] + 6*(1 + E)*Defer[Int][(x*Log[-4 + x])/((x - Log[-4 + x])^2*Log[x]), x] - 3*Defer[Int][Log[-4 + x]^2/((x - Log[-4 + x])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2664,0,0,0,4.1400627,"\int \frac{\exp \left(10+5 e^3+5 e^{10}+\frac{e^{10+5 e^3+5 e^{10}-10 e^5 x^2+5 x^4}}{2 x}-10 e^5 x^2+5 x^4\right) \left(-1-20 e^5 x^2+20 x^4\right)}{2 x^2} \, dx","Int[(E^(10 + 5*E^3 + 5*E^10 + E^(10 + 5*E^3 + 5*E^10 - 10*E^5*x^2 + 5*x^4)/(2*x) - 10*E^5*x^2 + 5*x^4)*(-1 - 20*E^5*x^2 + 20*x^4))/(2*x^2),x]","\int \frac{\exp \left(10+5 e^3+5 e^{10}+\frac{e^{10+5 e^3+5 e^{10}-10 e^5 x^2+5 x^4}}{2 x}-10 e^5 x^2+5 x^4\right) \left(-1-20 e^5 x^2+20 x^4\right)}{2 x^2} \, dx","e^{\frac{e^{5 \left(\left(x^2-e^5\right)^2+e^3+2\right)}}{2 x}}",1,"-10*Defer[Int][E^(5*(3 + E^3 + E^10) + E^(10 + 5*E^3 + 5*E^10 - 10*E^5*x^2 + 5*x^4)/(2*x) - 10*E^5*x^2 + 5*x^4), x] - Defer[Int][E^(10*(1 + (E^3*(1 + E^7))/2) + E^(10 + 5*E^3 + 5*E^10 - 10*E^5*x^2 + 5*x^4)/(2*x) - 10*E^5*x^2 + 5*x^4)/x^2, x]/2 + 10*Defer[Int][E^(10*(1 + (E^3*(1 + E^7))/2) + E^(10 + 5*E^3 + 5*E^10 - 10*E^5*x^2 + 5*x^4)/(2*x) - 10*E^5*x^2 + 5*x^4)*x^2, x]","F",0,0,0,0,-1,"{}"
2665,0,0,0,0.6959518,"\int \frac{-20 x^2+\left(6 x-3 x^2-x^4\right) \log (4 x)+\left(-100+10 x^2 \log (4 x)\right) \log \left(\log ^2(4 x)\right)+75 \log (4 x) \log ^2\left(\log ^2(4 x)\right)}{x^4 \log (4 x)} \, dx","Int[(-20*x^2 + (6*x - 3*x^2 - x^4)*Log[4*x] + (-100 + 10*x^2*Log[4*x])*Log[Log[4*x]^2] + 75*Log[4*x]*Log[Log[4*x]^2]^2)/(x^4*Log[4*x]),x]","\int \frac{-20 x^2+\left(6 x-3 x^2-x^4\right) \log (4 x)+\left(-100+10 x^2 \log (4 x)\right) \log \left(\log ^2(4 x)\right)+75 \log (4 x) \log ^2\left(\log ^2(4 x)\right)}{x^4 \log (4 x)} \, dx","\frac{x-\frac{3}{x}-\left(x+\frac{5 \log \left(\log ^2(4 x)\right)}{x}\right)^2+3}{x}",1,"-3/x^2 + 3/x - x - (10*Log[Log[4*x]^2])/x - 100*Defer[Int][Log[Log[4*x]^2]/(x^4*Log[4*x]), x] + 75*Defer[Int][Log[Log[4*x]^2]^2/x^4, x]","F",0,0,0,0,-1,"{}"
2666,1,31,0,0.439585,"\int \frac{-27+117 x+9 x^2-15 x^3+e^8 \left(-9+33 x-10 x^2-3 x^3+x^4\right)+\left(-3 x+9 x^2+3 x^3\right) \log \left(-x^3+3 x^4+x^5\right)}{e^8 \left(-9 x+33 x^2-10 x^3-3 x^4+x^5\right)} \, dx","Int[(-27 + 117*x + 9*x^2 - 15*x^3 + E^8*(-9 + 33*x - 10*x^2 - 3*x^3 + x^4) + (-3*x + 9*x^2 + 3*x^3)*Log[-x^3 + 3*x^4 + x^5])/(E^8*(-9*x + 33*x^2 - 10*x^3 - 3*x^4 + x^5)),x]","\frac{3 \log \left(-x^3 \left(-x^2-3 x+1\right)\right)}{e^8 (3-x)}+\log (x)","\frac{\log \left(x^2 \left(x^2 (x+3)-x\right)\right)}{e^8 \left(1-\frac{x}{3}\right)}+\log (x)",1,"Log[x] + (3*Log[-(x^3*(1 - 3*x - x^2))])/(E^8*(3 - x))","A",14,6,95,0.06316,1,"{12, 6688, 6742, 632, 31, 2525}"
2667,1,26,0,0.2767411,"\int \frac{e^{-x} \left(2-4 x-20 e^x x-x \log \left(x^2\right)\right)}{4 x} \, dx","Int[(2 - 4*x - 20*E^x*x - x*Log[x^2])/(4*E^x*x),x]","\frac{e^{-x} \left(x \log \left(x^2\right)+4 x\right)}{4 x}-5 x","\frac{1}{4} e^{-x} \left(\log \left(x^2\right)+4\right)-5 x+7 (\log (4)-2)",1,"-5*x + (4*x + x*Log[x^2])/(4*E^x*x)","A",4,3,30,0.1000,1,"{12, 6742, 2288}"
2668,0,0,0,0.6760434,"\int \left(x^2\right)^{16 x^2+8 x^3+x^4} \left(-32 x-16 x^2-2 x^3+\left(-32 x-24 x^2-4 x^3\right) \log \left(x^2\right)\right) \, dx","Int[(x^2)^(16*x^2 + 8*x^3 + x^4)*(-32*x - 16*x^2 - 2*x^3 + (-32*x - 24*x^2 - 4*x^3)*Log[x^2]),x]","\int \left(x^2\right)^{16 x^2+8 x^3+x^4} \left(-32 x-16 x^2-2 x^3+\left(-32 x-24 x^2-4 x^3\right) \log \left(x^2\right)\right) \, dx","\log (3)-\left(x^2\right)^{x^2 (x+4)^2}",1,"-32*Defer[Int][x*(x^2)^(x^2*(4 + x)^2), x] - 32*Log[x^2]*Defer[Int][x*(x^2)^(x^2*(4 + x)^2), x] - 2*Defer[Int][x^3*(x^2)^(x^2*(4 + x)^2), x] - 4*Log[x^2]*Defer[Int][x^3*(x^2)^(x^2*(4 + x)^2), x] - 16*Defer[Int][(x^2)^(1 + 16*x^2 + 8*x^3 + x^4), x] - 24*Log[x^2]*Defer[Int][(x^2)^(1 + 16*x^2 + 8*x^3 + x^4), x] + 64*Defer[Int][Defer[Int][x*(x^2)^(x^2*(4 + x)^2), x]/x, x] + 8*Defer[Int][Defer[Int][x^3*(x^2)^(x^2*(4 + x)^2), x]/x, x] + 48*Defer[Int][Defer[Int][(x^2)^(1 + 16*x^2 + 8*x^3 + x^4), x]/x, x]","F",0,0,0,0,-1,"{}"
2669,1,45,0,0.0360895,"\int \left(15-2 x+e^{-27+24 x+3 x^2} \left(1+24 x+6 x^2\right)-8 \log (x)+\log ^2(x)\right) \, dx","Int[15 - 2*x + E^(-27 + 24*x + 3*x^2)*(1 + 24*x + 6*x^2) - 8*Log[x] + Log[x]^2,x]","-x^2+\frac{e^{3 x^2+24 x-27} \left(x^2+4 x\right)}{x+4}+25 x+x \log ^2(x)-10 x \log (x)","x \left(e^{3 \left((x+4)^2-25\right)}-x+(5-\log (x))^2\right)",1,"25*x - x^2 + (E^(-27 + 24*x + 3*x^2)*(4*x + x^2))/(4 + x) - 10*x*Log[x] + x*Log[x]^2","A",5,3,36,0.08333,1,"{2288, 2295, 2296}"
2670,1,17,0,0.0360375,"\int \frac{1}{625} \left(1875+e^{\frac{1}{625} \left(6400+1120 x+49 x^2\right)} (1120+98 x)\right) \, dx","Int[(1875 + E^((6400 + 1120*x + 49*x^2)/625)*(1120 + 98*x))/625,x]","3 x+e^{\frac{1}{625} (7 x+80)^2}","3 x+e^{\frac{1}{25} \left(-\frac{7 x}{5}-16\right)^2}+3",1,"E^((80 + 7*x)^2/625) + 3*x","A",4,3,28,0.1071,1,"{12, 2227, 2209}"
2671,1,40,0,4.7627304,"\int \frac{e^{-4+2 e^x+2 x+4 x^2} (3-3 x)+2 x-x^2-2 e^x x^2-9 x^3+\left(-3 e^{-4+2 e^x+2 x+4 x^2}-x^2\right) \log \left(e^{4-2 e^x-2 x-4 x^2} \left(3 e^{-4+2 e^x+2 x+4 x^2}+x^2\right)\right)}{3 e^{-4+2 e^x+3 x+4 x^2}+e^x x^2} \, dx","Int[(E^(-4 + 2*E^x + 2*x + 4*x^2)*(3 - 3*x) + 2*x - x^2 - 2*E^x*x^2 - 9*x^3 + (-3*E^(-4 + 2*E^x + 2*x + 4*x^2) - x^2)*Log[E^(4 - 2*E^x - 2*x - 4*x^2)*(3*E^(-4 + 2*E^x + 2*x + 4*x^2) + x^2)])/(3*E^(-4 + 2*E^x + 3*x + 4*x^2) + E^x*x^2),x]","e^{-x} \log \left(e^{2 \left(-2 x^2-x-e^x+2\right)} x^2+3\right)+e^{-x} x","e^{-x} \left(\log \left(e^{-2 \left(2 x-\frac{2}{x}\right) x-2 x-2 e^x} x^2+3\right)+x\right)",1,"x/E^x + Log[3 + E^(2*(2 - E^x - x - 2*x^2))*x^2]/E^x","A",13,5,143,0.03497,1,"{6742, 2194, 2176, 2554, 12}"
2672,0,0,0,3.3498925,"\int \frac{1}{2} e^{-3+\left(-5 e^{x/2} x+20 x^5\right) \log (x)} \left(-10 e^{x/2}+40 x^4+\left(e^{x/2} (-10-5 x)+200 x^4\right) \log (x)\right) \, dx","Int[(E^(-3 + (-5*E^(x/2)*x + 20*x^5)*Log[x])*(-10*E^(x/2) + 40*x^4 + (E^(x/2)*(-10 - 5*x) + 200*x^4)*Log[x]))/2,x]","\int \frac{1}{2} e^{-3+\left(-5 e^{x/2} x+20 x^5\right) \log (x)} \left(-10 e^{x/2}+40 x^4+\left(e^{x/2} (-10-5 x)+200 x^4\right) \log (x)\right) \, dx","e^{5 x \left(4 x^4-e^{x/2}\right) \log (x)-3}",1,"-5*Defer[Int][E^((-6 + x - 10*E^(x/2)*x*Log[x] + 40*x^5*Log[x])/2), x] + 20*Defer[Int][E^(-3 + (-5*E^(x/2)*x + 20*x^5)*Log[x])*x^4, x] - 5*Defer[Int][E^((-6 + x - 10*E^(x/2)*x*Log[x] + 40*x^5*Log[x])/2)*Log[x], x] - (5*Defer[Int][E^((-6 + x - 10*E^(x/2)*x*Log[x] + 40*x^5*Log[x])/2)*x*Log[x], x])/2 + 100*Defer[Int][E^(-3 + (-5*E^(x/2)*x + 20*x^5)*Log[x])*x^4*Log[x], x]","F",0,0,0,0,-1,"{}"
2673,1,18,0,0.0137587,"\int \frac{8 x+(5+48 x) \log (4)}{5 x \log (4)} \, dx","Int[(8*x + (5 + 48*x)*Log[4])/(5*x*Log[4]),x]","\frac{8 x (1+6 \log (4))}{5 \log (4)}+\log (x)","8 \left(x+\frac{1}{5} \left(x+\frac{x}{\log (4)}\right)\right)+\log (x)-1",1,"(8*x*(1 + 6*Log[4]))/(5*Log[4]) + Log[x]","A",4,3,23,0.1304,1,"{12, 186, 43}"
2674,1,19,0,0.5802252,"\int \frac{-4+x^2+e^x \left(-4-4 x+x^2-x^3\right)}{4 x+x^3+e^x \left(4 x+x^3\right)} \, dx","Int[(-4 + x^2 + E^x*(-4 - 4*x + x^2 - x^3))/(4*x + x^3 + E^x*(4*x + x^3)),x]","\log \left(x^2+4\right)-\log \left(e^x+1\right)-\log (x)","\log \left(\frac{x+\frac{4}{x}}{e^x+1}\right)+9",1,"-Log[1 + E^x] - Log[x] + Log[4 + x^2]","A",10,8,43,0.1860,1,"{6741, 6725, 2282, 36, 29, 31, 1802, 260}"
2675,1,21,0,0.0069245,"\int \frac{-2 x+(-11+2 x) \log (3)}{\log (3)} \, dx","Int[(-2*x + (-11 + 2*x)*Log[3])/Log[3],x]","\frac{1}{4} (11-2 x)^2-\frac{x^2}{\log (3)}","-\frac{x^2}{\log (3)}+(x-5)^2-x",1,"(11 - 2*x)^2/4 - x^2/Log[3]","A",2,1,17,0.05882,1,"{12}"
2676,1,11,0,0.1156104,"\int \frac{8+(3+8 x) \log (-12-32 x)}{(3+8 x) \log (-12-32 x)} \, dx","Int[(8 + (3 + 8*x)*Log[-12 - 32*x])/((3 + 8*x)*Log[-12 - 32*x]),x]","x+\log (\log (-4 (8 x+3)))","x+\log \left(\log \left(16 \left(-2 x-\frac{3}{4}\right)\right)\right)",1,"x + Log[Log[-4*(3 + 8*x)]]","A",6,5,30,0.1667,1,"{6688, 2390, 12, 2302, 29}"
2677,1,21,0,0.0544882,"\int \frac{5-6 x^2+2 x^3}{-5 x+9 x^2-6 x^3+x^4} \, dx","Int[(5 - 6*x^2 + 2*x^3)/(-5*x + 9*x^2 - 6*x^3 + x^4),x]","\log \left(-x^3+6 x^2-9 x+5\right)-\log (x)","\log \left((x-3)^2-\frac{5}{x}\right)",1,"-Log[x] + Log[5 - 9*x + 6*x^2 - x^3]","A",3,2,32,0.06250,1,"{2074, 1587}"
2678,1,87,0,1.1697336,"\int \left(-15-5 e^x+5 x^2+\left(-3-e^x+x^2\right) \log (x)+\left(-18+e^x (-6-5 x)+16 x^2+\left(-3+e^x (-1-x)+3 x^2\right) \log (x)\right) \log (2 x)\right) \, dx","Int[-15 - 5*E^x + 5*x^2 + (-3 - E^x + x^2)*Log[x] + (-18 + E^x*(-6 - 5*x) + 16*x^2 + (-3 + E^x*(-1 - x) + 3*x^2)*Log[x])*Log[2*x],x]","-\frac{x^3}{9}+\frac{1}{9} x^3 (1-3 \log (x))+\frac{1}{3} x^3 \log (x)+x^3 \log (x) \log (2 x)+5 x^3 \log (2 x)-5 e^x x \log (2 x)-e^x x \log (x) \log (2 x)-3 x \log (x) \log (2 x)-15 x \log (2 x)","x \left(x^2-e^x-3\right) (\log (x)+5) \log (2 x)",1,"-1/9*x^3 + (x^3*(1 - 3*Log[x]))/9 + (x^3*Log[x])/3 - 15*x*Log[2*x] - 5*E^x*x*Log[2*x] + 5*x^3*Log[2*x] - 3*x*Log[x]*Log[2*x] - E^x*x*Log[x]*Log[2*x] + x^3*Log[x]*Log[2*x]","B",46,16,65,0.2462,1,"{2194, 2554, 2178, 2176, 6742, 2288, 2199, 2557, 6483, 6475, 14, 2295, 2304, 2361, 2366, 12}"
2679,1,23,0,0.0585472,"\int \frac{25+305 x+191 x^2-71 x^3-52 x^4-6 x^5}{25 x+10 x^2+x^3} \, dx","Int[(25 + 305*x + 191*x^2 - 71*x^3 - 52*x^4 - 6*x^5)/(25*x + 10*x^2 + x^3),x]","-2 x^3+4 x^2-x-\frac{320}{x+5}+\log (x)","x+\log \left(e^{\frac{2 (3-x) x (x+3)^2}{x+5}+4} x\right)-5",1,"-x + 4*x^2 - 2*x^3 - 320/(5 + x) + Log[x]","A",4,3,40,0.07500,1,"{1594, 27, 1620}"
2680,0,0,0,6.2437519,"\int \frac{12 x-12 x^2-12 x^3+24 x^4-12 x^5+\left(-12+12 x+24 x^2-48 x^3+24 x^4\right) \log (2)+\left(-12 x+24 x^2-12 x^3\right) \log ^2(2)+\left(-16+44 x-40 x^2+44 x^3-40 x^4+12 x^5+\left(-16+44 x-88 x^2+80 x^3-24 x^4\right) \log (2)+\left(-16+44 x-40 x^2+12 x^3\right) \log ^2(2)\right) \log \left(\frac{1}{2} (4-3 x)\right)}{\left(-4 x^2+11 x^3-10 x^4+3 x^5+\left(8 x-22 x^2+20 x^3-6 x^4\right) \log (2)+\left(-4+11 x-10 x^2+3 x^3\right) \log ^2(2)\right) \log ^2\left(\frac{1}{2} (4-3 x)\right)} \, dx","Int[(12*x - 12*x^2 - 12*x^3 + 24*x^4 - 12*x^5 + (-12 + 12*x + 24*x^2 - 48*x^3 + 24*x^4)*Log[2] + (-12*x + 24*x^2 - 12*x^3)*Log[2]^2 + (-16 + 44*x - 40*x^2 + 44*x^3 - 40*x^4 + 12*x^5 + (-16 + 44*x - 88*x^2 + 80*x^3 - 24*x^4)*Log[2] + (-16 + 44*x - 40*x^2 + 12*x^3)*Log[2]^2)*Log[(4 - 3*x)/2])/((-4*x^2 + 11*x^3 - 10*x^4 + 3*x^5 + (8*x - 22*x^2 + 20*x^3 - 6*x^4)*Log[2] + (-4 + 11*x - 10*x^2 + 3*x^3)*Log[2]^2)*Log[(4 - 3*x)/2]^2),x]","\int \frac{12 x-12 x^2-12 x^3+24 x^4-12 x^5+\left(-12+12 x+24 x^2-48 x^3+24 x^4\right) \log (2)+\left(-12 x+24 x^2-12 x^3\right) \log ^2(2)+\left(-16+44 x-40 x^2+44 x^3-40 x^4+12 x^5+\left(-16+44 x-88 x^2+80 x^3-24 x^4\right) \log (2)+\left(-16+44 x-40 x^2+12 x^3\right) \log ^2(2)\right) \log \left(\frac{1}{2} (4-3 x)\right)}{\left(-4 x^2+11 x^3-10 x^4+3 x^5+\left(8 x-22 x^2+20 x^3-6 x^4\right) \log (2)+\left(-4+11 x-10 x^2+3 x^3\right) \log ^2(2)\right) \log ^2\left(\frac{1}{2} (4-3 x)\right)} \, dx","\frac{4 \left(x-\frac{x}{\left(x^2-x\right) (\log (2)-x)}\right)}{\log \left(2-\frac{3 x}{2}\right)}",1,"(-4*(4 - 3*x))/(3*Log[2 - (3*x)/2]) + (4*(43 - 108*Log[2]^2 - Log[4096] + Log[16]*Log[134217728]))/(3*(4 - Log[8])*Log[2 - (3*x)/2]) + (4*(3 - 12*Log[2]^2 + Log[8]*Log[16])*Defer[Int][1/((-1 + x)*Log[2 - (3*x)/2]^2), x])/(1 - Log[2]) - (12*(1 - 8*Log[2]^2 + Log[4]*Log[16])*Defer[Int][1/((x - Log[2])*Log[2 - (3*x)/2]^2), x])/((1 - Log[2])*(4 - Log[8])) - (4*Defer[Int][1/((-1 + x)^2*Log[2 - (3*x)/2]), x])/(1 - Log[2]) + (4*Defer[Int][1/((x - Log[2])^2*Log[2 - (3*x)/2]), x])/(1 - Log[2])","F",0,0,0,0,-1,"{}"
2681,0,0,0,2.1572005,"\int \frac{2 x^2 \log (12)+\left(2 x^2+\left(-4 x+x^2\right) \log (12)\right) \log (x)+\left(-2 x^2+(2-2 x) \log (12)\right) \log ^2(x)+\log (12) \log ^3(x)+\left(x^2 \log (12) \log (x)-2 x \log (12) \log ^2(x)+\log (12) \log ^3(x)\right) \log \left(\frac{5}{x \log ^2(x)}\right)}{x^4 \log (x)-2 x^3 \log ^2(x)+x^2 \log ^3(x)} \, dx","Int[(2*x^2*Log[12] + (2*x^2 + (-4*x + x^2)*Log[12])*Log[x] + (-2*x^2 + (2 - 2*x)*Log[12])*Log[x]^2 + Log[12]*Log[x]^3 + (x^2*Log[12]*Log[x] - 2*x*Log[12]*Log[x]^2 + Log[12]*Log[x]^3)*Log[5/(x*Log[x]^2)])/(x^4*Log[x] - 2*x^3*Log[x]^2 + x^2*Log[x]^3),x]","\int \frac{2 x^2 \log (12)+\left(2 x^2+\left(-4 x+x^2\right) \log (12)\right) \log (x)+\left(-2 x^2+(2-2 x) \log (12)\right) \log ^2(x)+\log (12) \log ^3(x)+\left(x^2 \log (12) \log (x)-2 x \log (12) \log ^2(x)+\log (12) \log ^3(x)\right) \log \left(\frac{5}{x \log ^2(x)}\right)}{x^4 \log (x)-2 x^3 \log ^2(x)+x^2 \log ^3(x)} \, dx","\frac{2 x}{x-\log (x)}-\frac{\log (12) \log \left(\frac{5}{x \log ^2(x)}\right)}{x}",1,"2*ExpIntegralEi[-Log[x]]*Log[12] + ExpIntegralEi[-Log[x]]*Log[12]*Log[x] - ExpIntegralEi[-Log[x]]*Log[12]*(2 + Log[x]) - (Log[12]*Log[5/(x*Log[x]^2)])/x - Log[12]*Defer[Int][(x - Log[x])^(-2), x] + (2 + Log[12])*Defer[Int][(x - Log[x])^(-2), x] - 2*Defer[Int][x/(x - Log[x])^2, x] - 2*Defer[Int][(-x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
2682,1,31,0,0.1634678,"\int e^{-e^{2+e^4}-x+4 x \log (x)-8 e^2 x \log ^2(x)} \left(3+\left(4-16 e^2\right) \log (x)-8 e^2 \log ^2(x)\right) \, dx","Int[E^(-E^(2 + E^4) - x + 4*x*Log[x] - 8*E^2*x*Log[x]^2)*(3 + (4 - 16*E^2)*Log[x] - 8*E^2*Log[x]^2),x]","x^{4 x} e^{-x-8 e^2 x \log ^2(x)-e^{2+e^4}}","\exp \left(-x+4 \log (x) \left(x-2 e^2 x \log (x)\right)-e^{2+e^4}\right)",1,"E^(-E^(2 + E^4) - x - 8*E^2*x*Log[x]^2)*x^(4*x)","A",1,1,52,0.01923,1,"{6706}"
2683,1,10,0,0.009084,"\int \frac{1+128 x+32 x^2}{4+x} \, dx","Int[(1 + 128*x + 32*x^2)/(4 + x),x]","16 x^2+\log (x+4)","16 x^2+\log (x+4)",1,"16*x^2 + Log[4 + x]","A",2,1,16,0.06250,1,"{698}"
2684,1,24,0,0.0579477,"\int \frac{-104+52 x-2 x^2-160 x^3+80 x^4-10 x^5}{16 x^2-8 x^3+x^4} \, dx","Int[(-104 + 52*x - 2*x^2 - 160*x^3 + 80*x^4 - 10*x^5)/(16*x^2 - 8*x^3 + x^4),x]","-5 x^2+\frac{9}{2 (4-x)}+\frac{13}{2 x}","\frac{x \left(1-5 x^2\right)+3}{x}+\frac{x+14}{(4-x) x}+e^3",1,"9/(2*(4 - x)) + 13/(2*x) - 5*x^2","A",4,3,42,0.07143,1,"{1594, 27, 1620}"
2685,1,42,0,0.0340837,"\int \frac{e^5+e^{\frac{3+x}{e}} (-e-x)+e \left(2-4 x+4 x^3\right)}{e} \, dx","Int[(E^5 + E^((3 + x)/E)*(-E - x) + E*(2 - 4*x + 4*x^3))/E,x]","x^4-2 x^2+e^4 x+2 x+e^{\frac{x+3}{e}+1}-e^{\frac{x+3}{e}} (x+e)","x \left(x^3-2 x-e^{\frac{x+3}{e}}+e^4+2\right)+2",1,"E^(1 + (3 + x)/E) + 2*x + E^4*x - 2*x^2 + x^4 - E^((3 + x)/E)*(E + x)","A",5,3,37,0.08108,1,"{12, 2176, 2194}"
2686,1,129,0,0.1109218,"\int \frac{180+72 x+4 e^{8+2 x^2} x+e^8 (168+72 x)+e^4 (348+144 x)+e^{x^2} \left(e^4 \left(-12-60 x-24 x^2\right)+e^8 \left(-12-56 x-24 x^2\right)\right)}{9+18 e^4+9 e^8} \, dx","Int[(180 + 72*x + 4*E^(8 + 2*x^2)*x + E^8*(168 + 72*x) + E^4*(348 + 144*x) + E^x^2*(E^4*(-12 - 60*x - 24*x^2) + E^8*(-12 - 56*x - 24*x^2)))/(9 + 18*E^4 + 9*E^8),x]","\frac{4 x^2}{\left(1+e^4\right)^2}-\frac{4 e^{x^2+4} x}{3 \left(1+e^4\right)}-\frac{2 \left(15+14 e^4\right) e^{x^2+4}}{9 \left(1+e^4\right)^2}+\frac{e^{2 x^2+8}}{9 \left(1+e^4\right)^2}+\frac{20 x}{\left(1+e^4\right)^2}+\frac{4 e^8 (3 x+7)^2}{9 \left(1+e^4\right)^2}+\frac{e^4 (12 x+29)^2}{18 \left(1+e^4\right)^2}","\left(-\frac{e^{x^2}+1}{3 \left(1+\frac{1}{e^4}\right)}+2 x+5\right)^2",1,"E^(8 + 2*x^2)/(9*(1 + E^4)^2) - (2*E^(4 + x^2)*(15 + 14*E^4))/(9*(1 + E^4)^2) + (20*x)/(1 + E^4)^2 - (4*E^(4 + x^2)*x)/(3*(1 + E^4)) + (4*x^2)/(1 + E^4)^2 + (4*E^8*(7 + 3*x)^2)/(9*(1 + E^4)^2) + (E^4*(29 + 12*x)^2)/(18*(1 + E^4)^2)","B",9,5,85,0.05882,1,"{12, 2209, 2226, 2204, 2212}"
2687,1,31,0,0.1890384,"\int \frac{97200-145800 x+8100 x^2-450 x^3+e^x \left(-87480-14580 x+12150 x^2+405 x^3-540 x^4+45 x^5\right)}{-1944-324 x+270 x^2+9 x^3-12 x^4+x^5} \, dx","Int[(97200 - 145800*x + 8100*x^2 - 450*x^3 + E^x*(-87480 - 14580*x + 12150*x^2 + 405*x^3 - 540*x^4 + 45*x^5))/(-1944 - 324*x + 270*x^2 + 9*x^3 - 12*x^4 + x^5),x]","45 e^x+\frac{850}{x+3}+\frac{400}{6-x}+\frac{3600}{(6-x)^2}","45 \left(\frac{5 \left(\frac{9}{\left(\frac{x+2}{4}-2\right)^2}+2\right)}{x+3}+e^x\right)",1,"45*E^x + 3600/(6 - x)^2 + 400/(6 - x) + 850/(3 + x)","A",6,4,70,0.05714,1,"{6688, 12, 2194, 1620}"
2688,1,31,0,0.3311442,"\int x^{-3+\frac{1-x}{x^2}} \left(e^{5 e^4+x-e^4 x \log (2)} \left(1-x+x^3-e^4 x^3 \log (2)\right)+e^{5 e^4+x-e^4 x \log (2)} (-2+x) \log (x)\right) \, dx","Int[x^(-3 + (1 - x)/x^2)*(E^(5*E^4 + x - E^4*x*Log[2])*(1 - x + x^3 - E^4*x^3*Log[2]) + E^(5*E^4 + x - E^4*x*Log[2])*(-2 + x)*Log[x]),x]","x^{\frac{1}{x^2}-\frac{1}{x}} e^{x \left(1-e^4 \log (2)\right)+5 e^4}","x^{\frac{1-x}{x^2}} e^{x-e^4 (x \log (2)-5)}",1,"E^(5*E^4 + x*(1 - E^4*Log[2]))*x^(x^(-2) - x^(-1))","A",3,3,74,0.04054,1,"{6688, 2287, 2288}"
2689,0,0,0,1.2215123,"\int \frac{e^{-2 x} \left(e^{2 x} x^2+e^{\frac{e^{-2 x} \left(2 e^{2 x}-x^3\right)}{x}} \left(-2 e^{2 x}-2 x^3+2 x^4\right)\right)}{x^2} \, dx","Int[(E^(2*x)*x^2 + E^((2*E^(2*x) - x^3)/(E^(2*x)*x))*(-2*E^(2*x) - 2*x^3 + 2*x^4))/(E^(2*x)*x^2),x]","\int \frac{e^{-2 x} \left(e^{2 x} x^2+e^{\frac{e^{-2 x} \left(2 e^{2 x}-x^3\right)}{x}} \left(-2 e^{2 x}-2 x^3+2 x^4\right)\right)}{x^2} \, dx","e^{\frac{2 x-e^{-2 x} x^4}{x^2}}+x+e^2",1,"x - 2*Defer[Int][E^(2/x - x^2/E^(2*x))/x^2, x] - 2*Defer[Int][E^(2/x - 2*x - x^2/E^(2*x))*x, x] + 2*Defer[Int][E^(2/x - 2*x - x^2/E^(2*x))*x^2, x]","F",0,0,0,0,-1,"{}"
2690,1,12,0,0.0024861,"\int \left(-3+6 x^2+4 x^3\right) \, dx","Int[-3 + 6*x^2 + 4*x^3,x]","x^4+2 x^3-3 x","-x^2+\left(x^2+x\right)^2-3 x+\log (3)",1,"-3*x + 2*x^3 + x^4","A",1,0,12,0,1,"{}"
2691,1,29,0,0.3999138,"\int \frac{-32 x^4+\left(8 x^2+80 x^4\right) \log (x)-24 x^2 \log ^2(x)+\left(-4+e^x\right) \log ^3(x)}{2 \log ^3(x)} \, dx","Int[(-32*x^4 + (8*x^2 + 80*x^4)*Log[x] - 24*x^2*Log[x]^2 + (-4 + E^x)*Log[x]^3)/(2*Log[x]^3),x]","\frac{8 x^5}{\log ^2(x)}-\frac{4 x^3}{\log (x)}-2 x+\frac{e^x}{2}","\frac{1}{2} x \left(\left(\frac{4 x^2}{\log (x)}-1\right)^2-\frac{x-e^x}{x}-4\right)",1,"E^x/2 - 2*x + (8*x^5)/Log[x]^2 - (4*x^3)/Log[x]","A",20,7,47,0.1489,1,"{12, 6742, 2194, 2306, 2309, 2178, 2353}"
2692,1,21,0,0.0648739,"\int -\frac{64 e^{\frac{32}{-45 x^2+18 x^2 \log (3)}}}{-45 x^3+18 x^3 \log (3)} \, dx","Int[(-64*E^(32/(-45*x^2 + 18*x^2*Log[3])))/(-45*x^3 + 18*x^3*Log[3]),x]","e^{-\frac{32}{9 \left(5 x^2-2 x^2 \log (3)\right)}}","e^{\frac{16}{9 x^2 \left(\log (3)-\frac{5}{2}\right)}}",1,"E^(-32/(9*(5*x^2 - 2*x^2*Log[3])))","A",3,3,36,0.08333,1,"{6, 12, 6706}"
2693,0,0,0,10.6885321,"\int \frac{\exp \left(\frac{-4 x-x^3}{40-3 x-11 x^2+2 x^3-5 x^4+x^5+(-5+x) \log (5)}\right) \left(-160-164 x^2+22 x^3-49 x^4+16 x^5-5 x^6+2 x^7+\left(20+15 x^2-2 x^3\right) \log (5)\right)}{1600-240 x-871 x^2+226 x^3-291 x^4+66 x^5+108 x^6-42 x^7+29 x^8-10 x^9+x^{10}+\left(-400+110 x+104 x^2-42 x^3+54 x^4-20 x^5+2 x^6\right) \log (5)+\left(25-10 x+x^2\right) \log ^2(5)} \, dx","Int[(E^((-4*x - x^3)/(40 - 3*x - 11*x^2 + 2*x^3 - 5*x^4 + x^5 + (-5 + x)*Log[5]))*(-160 - 164*x^2 + 22*x^3 - 49*x^4 + 16*x^5 - 5*x^6 + 2*x^7 + (20 + 15*x^2 - 2*x^3)*Log[5]))/(1600 - 240*x - 871*x^2 + 226*x^3 - 291*x^4 + 66*x^5 + 108*x^6 - 42*x^7 + 29*x^8 - 10*x^9 + x^10 + (-400 + 110*x + 104*x^2 - 42*x^3 + 54*x^4 - 20*x^5 + 2*x^6)*Log[5] + (25 - 10*x + x^2)*Log[5]^2),x]","\int \frac{\exp \left(\frac{-4 x-x^3}{40-3 x-11 x^2+2 x^3-5 x^4+x^5+(-5+x) \log (5)}\right) \left(-160-164 x^2+22 x^3-49 x^4+16 x^5-5 x^6+2 x^7+\left(20+15 x^2-2 x^3\right) \log (5)\right)}{1600-240 x-871 x^2+226 x^3-291 x^4+66 x^5+108 x^6-42 x^7+29 x^8-10 x^9+x^{10}+\left(-400+110 x+104 x^2-42 x^3+54 x^4-20 x^5+2 x^6\right) \log (5)+\left(25-10 x+x^2\right) \log ^2(5)} \, dx","e^{\frac{x}{(5-x) \left(x^2+\frac{\log (5)-x}{x^2+4}-2\right)}}",1,"(145*Defer[Int][1/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-5 + x)^2), x])/(662 + Log[5]) - ((1811 - 20*Log[5])*(8 - Log[5])*Defer[Int][1/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])^2), x])/(662 + Log[5]) - ((4179 - 415*Log[5] + 4*Log[5]^2)*Defer[Int][x/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])^2), x])/(662 + Log[5]) - ((3569 - 563*Log[5])*Defer[Int][x^2/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])^2), x])/(662 + Log[5]) - ((1111 - 112*Log[5])*Defer[Int][x^3/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])^2), x])/(662 + Log[5]) - (5*(247 - Log[125])*Defer[Int][1/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])), x])/(662 + Log[5]) - (2*(63 - Log[5])*Defer[Int][x/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])), x])/(662 + Log[5]) - (145*Defer[Int][x^2/(E^((x*(4 + x^2))/((-5 + x)*(-8 - x + 2*x^2 + x^4 + Log[5])))*(-8 - x + 2*x^2 + x^4 + Log[5])), x])/(662 + Log[5])","F",0,0,0,0,-1,"{}"
2694,1,79,0,0.2355837,"\int \frac{-80 \log \left(\frac{1}{2 x}\right)+\left(80-80 \log \left(\frac{1}{2 x}\right)\right) \log (x)+\left(20-20 \log \left(\frac{1}{2 x}\right)\right) \log ^2(x)}{16+8 \log (x)+\log ^2(x)} \, dx","Int[(-80*Log[1/(2*x)] + (80 - 80*Log[1/(2*x)])*Log[x] + (20 - 20*Log[1/(2*x)])*Log[x]^2)/(16 + 8*Log[x] + Log[x]^2),x]","-\frac{80 \left(1-\log \left(\frac{1}{2 x}\right)\right) \text{Ei}(\log (x)+4)}{e^4}-\frac{80 \log \left(\frac{1}{2 x}\right) \text{Ei}(\log (x)+4)}{e^4}+\frac{80 \text{Ei}(\log (x)+4)}{e^4}-20 x \log \left(\frac{1}{2 x}\right)+\frac{80 x \log \left(\frac{1}{2 x}\right)}{\log (x)+4}","24-\frac{20 x \log \left(\frac{1}{2 x}\right) \log (x)}{\log (x)+4}",1,"(80*ExpIntegralEi[4 + Log[x]])/E^4 - (80*ExpIntegralEi[4 + Log[x]]*(1 - Log[1/(2*x)]))/E^4 - 20*x*Log[1/(2*x)] - (80*ExpIntegralEi[4 + Log[x]]*Log[1/(2*x)])/E^4 + (80*x*Log[1/(2*x)])/(4 + Log[x])","C",15,9,56,0.1607,1,"{6688, 6742, 2295, 2297, 2299, 2178, 2361, 6482, 12}"
2695,1,128,0,5.4869936,"\int \frac{-8 x^7+4 x^8+6 x^9-5 x^{10}+x^{11}+e^{\frac{256+32 x+x^2}{4 x^6-4 x^7+x^8}} \left(-8 x^7+12 x^8-6 x^9+x^{10}\right)+e^{\frac{256+32 x+x^2}{4 x^6-4 x^7+x^8}} \left(3072+1344 x-1944 x^2-222 x^3-6 x^4\right) \log (1+x)}{-8 x^7+4 x^8+6 x^9-5 x^{10}+x^{11}} \, dx","Int[(-8*x^7 + 4*x^8 + 6*x^9 - 5*x^10 + x^11 + E^((256 + 32*x + x^2)/(4*x^6 - 4*x^7 + x^8))*(-8*x^7 + 12*x^8 - 6*x^9 + x^10) + E^((256 + 32*x + x^2)/(4*x^6 - 4*x^7 + x^8))*(3072 + 1344*x - 1944*x^2 - 222*x^3 - 6*x^4)*Log[1 + x])/(-8*x^7 + 4*x^8 + 6*x^9 - 5*x^10 + x^11),x]","x-\frac{3 e^{\frac{(x+16)^2}{(2-x)^2 x^6}} \left(x^4 (-\log (x+1))-37 x^3 \log (x+1)-324 x^2 \log (x+1)+224 x \log (x+1)+512 \log (x+1)\right)}{(2-x)^3 x^7 (x+1) \left(-\frac{3 (x+16)^2}{(2-x)^2 x^7}+\frac{(x+16)^2}{(2-x)^3 x^6}+\frac{x+16}{(2-x)^2 x^6}\right)}","e^{\frac{(x+16)^2}{(2-x)^2 x^6}} \log (x+1)+x-5",1,"x - (3*E^((16 + x)^2/((2 - x)^2*x^6))*(512*Log[1 + x] + 224*x*Log[1 + x] - 324*x^2*Log[1 + x] - 37*x^3*Log[1 + x] - x^4*Log[1 + x]))/((2 - x)^3*x^7*(1 + x)*((16 + x)/((2 - x)^2*x^6) - (3*(16 + x)^2)/((2 - x)^2*x^7) + (16 + x)^2/((2 - x)^3*x^6)))","B",14,6,150,0.04000,1,"{6688, 6742, 44, 77, 88, 2288}"
2696,0,0,0,2.0638568,"\int \frac{e^{-\frac{x^2}{1+x}} \left(e^{\frac{2 e^{-\frac{x^2}{1+x}}}{\log (4)}} \left(-4 x-2 x^2\right)+e^{\frac{x^2}{1+x}} \left(-1-2 x-x^2\right) \log (4)\right)}{\left(1+2 x+x^2\right) \log (4)} \, dx","Int[(E^(2/(E^(x^2/(1 + x))*Log[4]))*(-4*x - 2*x^2) + E^(x^2/(1 + x))*(-1 - 2*x - x^2)*Log[4])/(E^(x^2/(1 + x))*(1 + 2*x + x^2)*Log[4]),x]","\int \frac{e^{-\frac{x^2}{1+x}} \left(e^{\frac{2 e^{-\frac{x^2}{1+x}}}{\log (4)}} \left(-4 x-2 x^2\right)+e^{\frac{x^2}{1+x}} \left(-1-2 x-x^2\right) \log (4)\right)}{\left(1+2 x+x^2\right) \log (4)} \, dx","e^{\frac{2 e^{-\frac{x^2}{x+1}}}{\log (4)}}-x",1,"-x - (2*Defer[Int][E^(-(x^2/(1 + x)) + 2/(E^(x^2/(1 + x))*Log[4])), x])/Log[4] + (2*Defer[Int][E^(-(x^2/(1 + x)) + 2/(E^(x^2/(1 + x))*Log[4]))/(1 + x)^2, x])/Log[4]","F",0,0,0,0,-1,"{}"
2697,0,0,0,1.827869,"\int \frac{-16 x+256 \sqrt[5]{e} x-256 x^2-1024 x^3+\left(-48+768 \sqrt[5]{e}-768 x-3072 x^2\right) \log (2)+\left(-16 x+256 \sqrt[5]{e} x+1024 x^3+\left(768 x+6144 x^2\right) \log (2)\right) \log (x) \log (\log (x))}{\left(x+256 e^{2/5} x+32 x^2+384 x^3+2048 x^4+4096 x^5+\sqrt[5]{e} \left(-32 x-512 x^2-2048 x^3\right)\right) \log (2) \log (x)} \, dx","Int[(-16*x + 256*E^(1/5)*x - 256*x^2 - 1024*x^3 + (-48 + 768*E^(1/5) - 768*x - 3072*x^2)*Log[2] + (-16*x + 256*E^(1/5)*x + 1024*x^3 + (768*x + 6144*x^2)*Log[2])*Log[x]*Log[Log[x]])/((x + 256*E^(2/5)*x + 32*x^2 + 384*x^3 + 2048*x^4 + 4096*x^5 + E^(1/5)*(-32*x - 512*x^2 - 2048*x^3))*Log[2]*Log[x]),x]","\int \frac{-16 x+256 \sqrt[5]{e} x-256 x^2-1024 x^3+\left(-48+768 \sqrt[5]{e}-768 x-3072 x^2\right) \log (2)+\left(-16 x+256 \sqrt[5]{e} x+1024 x^3+\left(768 x+6144 x^2\right) \log (2)\right) \log (x) \log (\log (x))}{\left(x+256 e^{2/5} x+32 x^2+384 x^3+2048 x^4+4096 x^5+\sqrt[5]{e} \left(-32 x-512 x^2-2048 x^3\right)\right) \log (2) \log (x)} \, dx","\frac{\left(\frac{x}{\log (2)}+3\right) \log (\log (x))}{\sqrt[5]{e}-\left(2 x+\frac{1}{4}\right)^2}",1,"(16*Defer[Int][(-x - Log[8])/(x*(1 - 16*E^(1/5) + 16*x + 64*x^2)*Log[x]), x])/Log[2] - (32*Defer[Int][Log[Log[x]]/(-16 + 64*E^(1/10) - 128*x), x])/(E^(1/10)*Log[2]) - (32*Defer[Int][Log[Log[x]]/(16 + 64*E^(1/10) + 128*x), x])/(E^(1/10)*Log[2]) - (32*(1 - 16*E^(1/5) - 8*Log[8])*Defer[Int][Log[Log[x]]/(-1 + 16*E^(1/5) - 16*x - 64*x^2)^2, x])/Log[2] - (256*(1 - 24*Log[2])*Defer[Int][(x*Log[Log[x]])/(-1 + 16*E^(1/5) - 16*x - 64*x^2)^2, x])/Log[2]","F",0,0,0,0,-1,"{}"
2698,0,0,0,0.4065977,"\int \frac{-1+e^4+4 e^6-\log (5)+\log (x)}{e^8+16 e^{12}+e^4 \left(8 e^6-2 x\right)-8 e^6 x+x^2+\left(-2 e^4-8 e^6+2 x\right) \log (5)+\log ^2(5)+\left(2 e^4+8 e^6-2 x-2 \log (5)\right) \log (x)+\log ^2(x)} \, dx","Int[(-1 + E^4 + 4*E^6 - Log[5] + Log[x])/(E^8 + 16*E^12 + E^4*(8*E^6 - 2*x) - 8*E^6*x + x^2 + (-2*E^4 - 8*E^6 + 2*x)*Log[5] + Log[5]^2 + (2*E^4 + 8*E^6 - 2*x - 2*Log[5])*Log[x] + Log[x]^2),x]","\int \frac{-1+e^4+4 e^6-\log (5)+\log (x)}{e^8+16 e^{12}+e^4 \left(8 e^6-2 x\right)-8 e^6 x+x^2+\left(-2 e^4-8 e^6+2 x\right) \log (5)+\log ^2(5)+\left(2 e^4+8 e^6-2 x-2 \log (5)\right) \log (x)+\log ^2(x)} \, dx","\frac{x}{-x+\log (x)+4 e^6+e^4-\log (5)}",1,"-5*Defer[Subst][Defer[Int][(E^4*(1 + 4*E^2) - 5*x + Log[x])^(-2), x], x, x/5] + 25*Defer[Subst][Defer[Int][x/(E^4*(1 + 4*E^2) - 5*x + Log[x])^2, x], x, x/5] + 5*Defer[Subst][Defer[Int][(E^4*(1 + 4*E^2) - 5*x + Log[x])^(-1), x], x, x/5]","F",0,0,0,0,-1,"{}"
2699,1,40,0,1.0488833,"\int \frac{500-200 x-455 x^2+200 x^3-20 x^4+e^4 \left(-190 x^2+80 x^3-8 x^4\right)+\left(-500-275 x+180 x^2-20 x^3+e^4 \left(-380 x+160 x^2-16 x^3\right)\right) \log (x)+e^4 \left(-190+80 x-8 x^2\right) \log ^2(x)}{125 x^2-50 x^3+5 x^4+e^4 \left(50 x^2-20 x^3+2 x^4\right)+\left(125 x-50 x^2+5 x^3+e^4 \left(100 x-40 x^2+4 x^3\right)\right) \log (x)+e^4 \left(50-20 x+2 x^2\right) \log ^2(x)} \, dx","Int[(500 - 200*x - 455*x^2 + 200*x^3 - 20*x^4 + E^4*(-190*x^2 + 80*x^3 - 8*x^4) + (-500 - 275*x + 180*x^2 - 20*x^3 + E^4*(-380*x + 160*x^2 - 16*x^3))*Log[x] + E^4*(-190 + 80*x - 8*x^2)*Log[x]^2)/(125*x^2 - 50*x^3 + 5*x^4 + E^4*(50*x^2 - 20*x^3 + 2*x^4) + (125*x - 50*x^2 + 5*x^3 + E^4*(100*x - 40*x^2 + 4*x^3))*Log[x] + E^4*(50 - 20*x + 2*x^2)*Log[x]^2),x]","-4 x+\frac{5}{5-x}+4 \log (x+\log (x))-4 \log \left(\left(5+2 e^4\right) x+2 e^4 \log (x)\right)","\frac{x}{5-x}-4 \left(x+\log \left(\frac{5 x}{e^4 (x+\log (x))}+2\right)\right)",1,"5/(5 - x) - 4*x + 4*Log[x + Log[x]] - 4*Log[(5 + 2*E^4)*x + 2*E^4*Log[x]]","A",7,4,186,0.02151,1,"{6741, 6742, 683, 6684}"
2700,1,47,0,0.3426532,"\int \frac{-90+21 x-114 x^2-23 x^3-2 x^4-30 x \log (x)}{81 x+81 x^2+27 x^3+3 x^4} \, dx","Int[(-90 + 21*x - 114*x^2 - 23*x^3 - 2*x^4 - 30*x*Log[x])/(81*x + 81*x^2 + 27*x^3 + 3*x^4),x]","-\frac{19 x^2}{3 (x+3)^2}-\frac{2 x}{3}-\frac{33}{x+3}+\frac{17}{(x+3)^2}+\frac{5 \log (x)}{(x+3)^2}-\frac{5 \log (x)}{3}","x-\left(\frac{5}{3}-\frac{5}{(-x-3)^2}\right) (x+\log (x)-5)",1,"(-2*x)/3 + 17/(3 + x)^2 - (19*x^2)/(3*(3 + x)^2) - 33/(3 + x) - (5*Log[x])/3 + (5*Log[x])/(3 + x)^2","B",14,7,47,0.1489,1,"{6688, 12, 6742, 44, 37, 43, 2319}"
2701,1,15,0,0.0045344,"\int \frac{8 e^3 \log (2)}{64 x^2+16 x \log (2)+\log ^2(2)} \, dx","Int[(8*E^3*Log[2])/(64*x^2 + 16*x*Log[2] + Log[2]^2),x]","-\frac{e^3 \log (2)}{8 x+\log (2)}","\frac{e^3}{\frac{\log (2)}{8 x}+1}",1,"-((E^3*Log[2])/(8*x + Log[2]))","A",3,3,24,0.1250,1,"{12, 27, 32}"
2702,1,83,0,0.4431235,"\int \frac{e^{-11+2 \log (x) \log (5 x)} \left(e^5 x-e^{5+\frac{x}{e^5}} x+\left(-2 e^5 x+e^{\frac{x}{e^5}} \left(2 e^5 x+x^2\right)\right) \log (x)+\left(-2 e^5 x+2 e^{5+\frac{x}{e^5}} x\right) \log ^2(x)+\left(-2 e^5 x+2 e^{5+\frac{x}{e^5}} x\right) \log (x) \log (5 x)\right)}{\log ^2(x)} \, dx","Int[(E^(-11 + 2*Log[x]*Log[5*x])*(E^5*x - E^(5 + x/E^5)*x + (-2*E^5*x + E^(x/E^5)*(2*E^5*x + x^2))*Log[x] + (-2*E^5*x + 2*E^(5 + x/E^5)*x)*Log[x]^2 + (-2*E^5*x + 2*E^(5 + x/E^5)*x)*Log[x]*Log[5*x]))/Log[x]^2,x]","-\frac{x^{2 \log (5 x)} \left(\left(e^5 x-e^{\frac{x}{e^5}+5} x\right) \log ^2(x)+\left(e^5 x-e^{\frac{x}{e^5}+5} x\right) \log (5 x) \log (x)\right)}{e^{11} \log ^2(x) \left(\frac{\log (x)}{x}+\frac{\log (5 x)}{x}\right)}","\frac{\left(e^{\frac{x}{e^5}}-1\right) x^2 e^{2 \log (x) \log (5 x)-6}}{\log (x)}",1,"-((x^(2*Log[5*x])*((E^5*x - E^(5 + x/E^5)*x)*Log[x]^2 + (E^5*x - E^(5 + x/E^5)*x)*Log[x]*Log[5*x]))/(E^11*Log[x]^2*(Log[x]/x + Log[5*x]/x)))","B",1,1,113,0.008850,1,"{2288}"
2703,1,165,0,0.1965298,"\int \frac{1}{9} \left(8 x-6 \log (3)+108 e^{3 x} \log ^2(3)+36 e^{4 x} \log ^2(3)+e^x \left((-12-48 x) \log (3)+36 \log ^2(3)\right)+e^{2 x} \left((-6-48 x) \log (3)+108 \log ^2(3)\right)+\left(-30 x+18 \log (3)+e^{2 x} (18+36 x) \log (3)+e^x (36+36 x) \log (3)\right) \log (x)+18 x \log ^2(x)\right) \, dx","Int[(8*x - 6*Log[3] + 108*E^(3*x)*Log[3]^2 + 36*E^(4*x)*Log[3]^2 + E^x*((-12 - 48*x)*Log[3] + 36*Log[3]^2) + E^(2*x)*((-6 - 48*x)*Log[3] + 108*Log[3]^2) + (-30*x + 18*Log[3] + E^(2*x)*(18 + 36*x)*Log[3] + E^x*(36 + 36*x)*Log[3])*Log[x] + 18*x*Log[x]^2)/9,x]","\frac{16 x^2}{9}+x^2 \log ^2(x)-\frac{8}{3} x^2 \log (x)+4 e^{3 x} \log ^2(3)+e^{4 x} \log ^2(3)+2 x \log (3) \log (x)-\frac{8}{3} x \log (3)-\frac{4}{3} e^x \log (3) (4 x+1-\log (27))-4 e^x \log (3) \log (x)-e^{2 x} \log (3) \log (x)+4 e^x (x+1) \log (3) \log (x)+e^{2 x} (2 x+1) \log (3) \log (x)+\frac{4}{3} e^x \log (3)+\frac{1}{3} e^{2 x} \log (3)-\frac{1}{3} e^{2 x} \log (3) (8 x+1-18 \log (3))","\left(-\frac{4 x}{3}+\left(e^x+1\right)^2 \log (3)+x \log (x)\right)^2",1,"(16*x^2)/9 + (4*E^x*Log[3])/3 + (E^(2*x)*Log[3])/3 - (8*x*Log[3])/3 - (E^(2*x)*(1 + 8*x - 18*Log[3])*Log[3])/3 + 4*E^(3*x)*Log[3]^2 + E^(4*x)*Log[3]^2 - (4*E^x*Log[3]*(1 + 4*x - Log[27]))/3 - (8*x^2*Log[x])/3 - 4*E^x*Log[3]*Log[x] - E^(2*x)*Log[3]*Log[x] + 2*x*Log[3]*Log[x] + 4*E^x*(1 + x)*Log[3]*Log[x] + E^(2*x)*(1 + 2*x)*Log[3]*Log[x] + x^2*Log[x]^2","B",18,9,116,0.07759,1,"{12, 2194, 2187, 2176, 2554, 2282, 43, 2305, 2304}"
2704,1,16,0,0.3076131,"\int \frac{2 e^{\frac{1}{5} (-10-2 \log (x))}}{\left(-20 x+5 e^{\frac{1}{5} (-10-2 \log (x))} x\right) \log \left(4-e^{\frac{1}{5} (-10-2 \log (x))}\right)} \, dx","Int[(2*E^((-10 - 2*Log[x])/5))/((-20*x + 5*E^((-10 - 2*Log[x])/5)*x)*Log[4 - E^((-10 - 2*Log[x])/5)]),x]","-\log \left(\log \left(4-\frac{1}{e^2 x^{2/5}}\right)\right)","\log (3)-\log \left(\log \left(4-e^{\frac{2}{5} (-\log (x)-5)}\right)\right)",1,"-Log[Log[4 - 1/(E^2*x^(2/5))]]","A",4,3,54,0.05556,1,"{12, 2274, 6684}"
2705,1,129,0,1.0846865,"\int \frac{-2 x^3+e^{2 e^{-2+2 x}+8 e^{-1+x} x+8 x^2} \left(-4 e^{-2+2 x} x^2-16 x^3+e^{-1+x} \left(-8 x^2-8 x^3\right)\right)+e^{e^{-2+2 x}+4 e^{-1+x} x+4 x^2} \left(-2 x^2-4 e^{-2+2 x} x^3-16 x^4+e^{-1+x} \left(-8 x^3-8 x^4\right)\right)+2 \log (x)-\log ^2(x)}{x^2} \, dx","Int[(-2*x^3 + E^(2*E^(-2 + 2*x) + 8*E^(-1 + x)*x + 8*x^2)*(-4*E^(-2 + 2*x)*x^2 - 16*x^3 + E^(-1 + x)*(-8*x^2 - 8*x^3)) + E^(E^(-2 + 2*x) + 4*E^(-1 + x)*x + 4*x^2)*(-2*x^2 - 4*E^(-2 + 2*x)*x^3 - 16*x^4 + E^(-1 + x)*(-8*x^3 - 8*x^4)) + 2*Log[x] - Log[x]^2)/x^2,x]","-x^2-e^{8 x^2+8 e^{x-1} x+2 e^{2 x-2}}-\frac{2 e^{4 x^2+4 e^{x-1} x+e^{2 x-2}-2} \left(2 e^{x+1} x^2+4 e^2 x^2+e^{2 x} x+2 e^{x+1} x\right)}{2 e^{x-1} x+4 x+2 e^{x-1}+e^{2 x-2}}+\frac{\log ^2(x)}{x}","\frac{\log ^2(x)}{x}-\left(x+e^{\left(2 x+e^{x-1}\right)^2}\right)^2",1,"-E^(2*E^(-2 + 2*x) + 8*E^(-1 + x)*x + 8*x^2) - x^2 - (2*E^(-2 + E^(-2 + 2*x) + 4*E^(-1 + x)*x + 4*x^2)*(E^(2*x)*x + 2*E^(1 + x)*x + 4*E^2*x^2 + 2*E^(1 + x)*x^2))/(2*E^(-1 + x) + E^(-2 + 2*x) + 4*x + 2*E^(-1 + x)*x) + Log[x]^2/x","B",9,5,145,0.03448,1,"{14, 6706, 2288, 2304, 2305}"
2706,1,33,0,0.8470962,"\int \frac{e^{\frac{100+e^3}{1+2 x+x^2}} \left(-999+e^3 (-10-2 x)-197 x+3 x^2+x^3\right)}{1+3 x+3 x^2+x^3} \, dx","Int[(E^((100 + E^3)/(1 + 2*x + x^2))*(-999 + E^3*(-10 - 2*x) - 197*x + 3*x^2 + x^3))/(1 + 3*x + 3*x^2 + x^3),x]","e^{\frac{100+e^3}{(x+1)^2}} (x+1)+4 e^{\frac{100+e^3}{(x+1)^2}}","e^{\frac{100+e^3}{(x+1)^2}} (x+5)",1,"4*E^((100 + E^3)/(1 + x)^2) + E^((100 + E^3)/(1 + x)^2)*(1 + x)","A",10,7,56,0.1250,1,"{6741, 6688, 6742, 2206, 2211, 2204, 2209}"
2707,1,25,0,0.5306929,"\int \frac{e^{\frac{48-4 x^2+x^3-3 x^4 \log ^2(x)}{x}} \left(-48-4 x^2+2 x^3-6 x^4 \log (x)-9 x^4 \log ^2(x)\right)}{x^2} \, dx","Int[(E^((48 - 4*x^2 + x^3 - 3*x^4*Log[x]^2)/x)*(-48 - 4*x^2 + 2*x^3 - 6*x^4*Log[x] - 9*x^4*Log[x]^2))/x^2,x]","e^{\frac{-3 x^4 \log ^2(x)+x^3-4 x^2+48}{x}}","e^{x \left(3 \left(\frac{16}{x^2}-x^2 \log ^2(x)\right)+x-4\right)}",1,"E^((48 - 4*x^2 + x^3 - 3*x^4*Log[x]^2)/x)","A",1,1,57,0.01754,1,"{6706}"
2708,0,0,0,8.9890617,"\int \frac{-4 e^{3 x}+8 x+8 x^2+e^{2 x} (16+16 x)+e^x \left(-16-36 x-16 x^2\right)+\left(8 x-4 e^{3 x} x+e^{2 x} \left(16 x+16 x^2\right)+e^x \left(-20 x-28 x^2-16 x^3\right)\right) \log (x)+\left(2 x-e^{3 x} x+e^{2 x} \left(4 x+4 x^2\right)+e^x \left(-5 x-7 x^2-4 x^3\right)\right) \log ^2(x)}{\left(e^{4 x} x+x^3+e^{3 x} \left(-4 x-4 x^2\right)+e^x \left(-4 x^2-4 x^3\right)+e^{2 x} \left(4 x+10 x^2+4 x^3\right)\right) \log ^2(x)} \, dx","Int[(-4*E^(3*x) + 8*x + 8*x^2 + E^(2*x)*(16 + 16*x) + E^x*(-16 - 36*x - 16*x^2) + (8*x - 4*E^(3*x)*x + E^(2*x)*(16*x + 16*x^2) + E^x*(-20*x - 28*x^2 - 16*x^3))*Log[x] + (2*x - E^(3*x)*x + E^(2*x)*(4*x + 4*x^2) + E^x*(-5*x - 7*x^2 - 4*x^3))*Log[x]^2)/((E^(4*x)*x + x^3 + E^(3*x)*(-4*x - 4*x^2) + E^x*(-4*x^2 - 4*x^3) + E^(2*x)*(4*x + 10*x^2 + 4*x^3))*Log[x]^2),x]","\int \frac{-4 e^{3 x}+8 x+8 x^2+e^{2 x} (16+16 x)+e^x \left(-16-36 x-16 x^2\right)+\left(8 x-4 e^{3 x} x+e^{2 x} \left(16 x+16 x^2\right)+e^x \left(-20 x-28 x^2-16 x^3\right)\right) \log (x)+\left(2 x-e^{3 x} x+e^{2 x} \left(4 x+4 x^2\right)+e^x \left(-5 x-7 x^2-4 x^3\right)\right) \log ^2(x)}{\left(e^{4 x} x+x^3+e^{3 x} \left(-4 x-4 x^2\right)+e^x \left(-4 x^2-4 x^3\right)+e^{2 x} \left(4 x+10 x^2+4 x^3\right)\right) \log ^2(x)} \, dx","\frac{\log (x)+4}{\left(\frac{x}{-2 x+e^x-2}+e^x\right) \log (x)}",1,"2*Defer[Int][(-2*E^x + E^(2*x) + x - 2*E^x*x)^(-2), x] - Defer[Int][E^x/(-2*E^x + E^(2*x) + x - 2*E^x*x)^2, x] + 2*Defer[Int][(E^x*x)/(-2*E^x + E^(2*x) + x - 2*E^x*x)^2, x] + 2*Defer[Int][(-2*E^x + E^(2*x) + x - 2*E^x*x)^(-1), x] - Defer[Int][E^x/(-2*E^x + E^(2*x) + x - 2*E^x*x), x] - 2*Defer[Int][x/(2*E^x - E^(2*x) - x + 2*E^x*x), x] - 2*Defer[Int][x/(E^(2*x) + x - 2*E^x*(1 + x))^2, x] - 2*Defer[Int][x^2/(E^(2*x) + x - 2*E^x*(1 + x))^2, x] + 8*Defer[Int][1/((-2*E^x + E^(2*x) + x - 2*E^x*x)*Log[x]^2), x] - 4*Defer[Int][E^x/(x*(-2*E^x + E^(2*x) + x - 2*E^x*x)*Log[x]^2), x] - 8*Defer[Int][1/(x*(2*E^x - E^(2*x) - x + 2*E^x*x)*Log[x]^2), x] + 8*Defer[Int][1/((-2*E^x + E^(2*x) + x - 2*E^x*x)^2*Log[x]), x] - 4*Defer[Int][E^x/((-2*E^x + E^(2*x) + x - 2*E^x*x)^2*Log[x]), x] + 8*Defer[Int][(E^x*x)/((-2*E^x + E^(2*x) + x - 2*E^x*x)^2*Log[x]), x] + 8*Defer[Int][1/((-2*E^x + E^(2*x) + x - 2*E^x*x)*Log[x]), x] - 4*Defer[Int][E^x/((-2*E^x + E^(2*x) + x - 2*E^x*x)*Log[x]), x] - 8*Defer[Int][x/((2*E^x - E^(2*x) - x + 2*E^x*x)*Log[x]), x] - 8*Defer[Int][x/((E^(2*x) + x - 2*E^x*(1 + x))^2*Log[x]), x] - 8*Defer[Int][x^2/((E^(2*x) + x - 2*E^x*(1 + x))^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2709,1,23,0,0.1789254,"\int \frac{e^{-4 x} \left(4 \log \left(x^2\right)+(-2-4 x) \log ^2\left(x^2\right)\right)}{4 x^3-4 x^3 \log (2)+x^3 \log ^2(2)} \, dx","Int[(4*Log[x^2] + (-2 - 4*x)*Log[x^2]^2)/(E^(4*x)*(4*x^3 - 4*x^3*Log[2] + x^3*Log[2]^2)),x]","\frac{e^{-4 x} \log ^2\left(x^2\right)}{x^2 (2-\log (2))^2}","\frac{e^{-4 x} \log ^2\left(x^2\right)}{x^2 (\log (2)-2)^2}",1,"Log[x^2]^2/(E^(4*x)*x^2*(2 - Log[2])^2)","A",6,4,48,0.08333,1,"{6, 12, 6741, 2288}"
2710,1,20,0,0.0306959,"\int \frac{-2 e^2 \left(\frac{1}{x}\right)^{2 e^2}-2 e^x x+2 e^{2 x} x}{x} \, dx","Int[(-2*E^2*(x^(-1))^(2*E^2) - 2*E^x*x + 2*E^(2*x)*x)/x,x]","\left(\frac{1}{x}\right)^{2 e^2}-2 e^x+e^{2 x}","\left(\frac{1}{x}\right)^{2 e^2}+\left(1-e^x\right)^2-4",1,"-2*E^x + E^(2*x) + (x^(-1))^(2*E^2)","A",6,4,33,0.1212,1,"{14, 2246, 15, 30}"
2711,1,29,0,0.7883706,"\int \frac{6+e^{-5+e^{\frac{1}{4} \left(1-4 x-x^2\right)}} \left(2+e^{\frac{1}{4} \left(1-4 x-x^2\right)} (2+x)\right)}{6+2 e^{-5+e^{\frac{1}{4} \left(1-4 x-x^2\right)}}} \, dx","Int[(6 + E^(-5 + E^((1 - 4*x - x^2)/4))*(2 + E^((1 - 4*x - x^2)/4)*(2 + x)))/(6 + 2*E^(-5 + E^((1 - 4*x - x^2)/4))),x]","x-\log \left(e^{e^{-\frac{x^2}{4}-x+\frac{1}{4}}}+3 e^5\right)","x-\log \left(e^{e^{\frac{1}{4} (-((x+3) x)-x+1)}-5}+3\right)",1,"x - Log[3*E^5 + E^E^(1/4 - x - x^2/4)]","A",3,2,72,0.02778,1,"{6742, 6684}"
2712,1,36,0,0.0417394,"\int \frac{e^{\frac{1+30 x}{x}} (-1-4 x)}{45 x^6} \, dx","Int[(E^((1 + 30*x)/x)*(-1 - 4*x))/(45*x^6),x]","-\frac{e^{\frac{30 x+1}{x}}}{45 x^6 \left(\frac{30}{x}-\frac{30 x+1}{x^2}\right)}","\frac{e^{\frac{1}{x}+30}}{45 x^4}",1,"-1/45*E^((1 + 30*x)/x)/(x^6*(30/x - (1 + 30*x)/x^2))","B",2,2,23,0.08696,1,"{12, 2288}"
2713,1,14,0,0.0281273,"\int \left(-8 x+e^{16+x+x^4} \left(1+4 x^3\right)\right) \, dx","Int[-8*x + E^(16 + x + x^4)*(1 + 4*x^3),x]","e^{x^4+x+16}-4 x^2","e^{x^4+x+16}-4 x^2+e^5-2",1,"E^(16 + x + x^4) - 4*x^2","A",2,1,20,0.05000,1,"{6706}"
2714,1,7,0,0.0010719,"\int \frac{15}{4 x^2} \, dx","Int[15/(4*x^2),x]","-\frac{15}{4 x}","\log \left(e^{-\frac{e^{-e^{5+e}} x+15}{4 x}}\right)",1,"-15/(4*x)","A",2,2,7,0.2857,1,"{12, 30}"
2715,1,13,0,0.0040422,"\int \frac{-2+2 x+4 x^2}{x} \, dx","Int[(-2 + 2*x + 4*x^2)/x,x]","2 x^2+2 x-2 \log (x)","2 x^2-\log \left(x^2\right)+2 x+2",1,"2*x + 2*x^2 - 2*Log[x]","A",2,1,14,0.07143,1,"{14}"
2716,1,21,0,0.0470166,"\int \frac{9-12 x-x^2+2 x^5}{-3 x+6 x^2+x^3+x^6} \, dx","Int[(9 - 12*x - x^2 + 2*x^5)/(-3*x + 6*x^2 + x^3 + x^6),x]","\log \left(-x^5-x^2-6 x+3\right)-3 \log (x)","\log \left(3 e^2 \left(x^2+\frac{\frac{\frac{x-3}{x}+5}{x}+1}{x}\right)\right)",1,"-3*Log[x] + Log[3 - 6*x - x^2 - x^5]","A",3,2,33,0.06061,1,"{2074, 1587}"
2717,0,0,0,12.7480351,"\int \frac{-2 e^{2 e^{x^2} (-3+x)} x+e^{e^{\log ^2(2)}+e^{x^2} (-3+x)} \left(2+\left(2+e^{x^2} \left(2 x-12 x^2+4 x^3\right)\right) \log (x)\right)}{e^{2 e^{\log ^2(2)}}-2 e^{e^{\log ^2(2)}+e^{x^2} (-3+x)} x+e^{2 e^{x^2} (-3+x)} x^2} \, dx","Int[(-2*E^(2*E^x^2*(-3 + x))*x + E^(E^Log[2]^2 + E^x^2*(-3 + x))*(2 + (2 + E^x^2*(2*x - 12*x^2 + 4*x^3))*Log[x]))/(E^(2*E^Log[2]^2) - 2*E^(E^Log[2]^2 + E^x^2*(-3 + x))*x + E^(2*E^x^2*(-3 + x))*x^2),x]","\int \frac{-2 e^{2 e^{x^2} (-3+x)} x+e^{e^{\log ^2(2)}+e^{x^2} (-3+x)} \left(2+\left(2+e^{x^2} \left(2 x-12 x^2+4 x^3\right)\right) \log (x)\right)}{e^{2 e^{\log ^2(2)}}-2 e^{e^{\log ^2(2)}+e^{x^2} (-3+x)} x+e^{2 e^{x^2} (-3+x)} x^2} \, dx","\frac{2 x \log (x)}{e^{e^{\log ^2(2)}-e^{x^2} (x-3)}-x}",1,"2*Log[x]*Defer[Int][E^(E^Log[2]^2 + E^x^2*(-3 + x))/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x)^2, x] + 2*Defer[Int][E^(E^x^2*(-3 + x))/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x), x] + 2*Log[x]*Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x)/(-E^E^Log[2]^2 + E^(E^x^2*(-3 + x))*x)^2, x] - 12*Log[x]*Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x^2)/(-E^E^Log[2]^2 + E^(E^x^2*(-3 + x))*x)^2, x] + 4*Log[x]*Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x^3)/(-E^E^Log[2]^2 + E^(E^x^2*(-3 + x))*x)^2, x] - 2*Defer[Int][Defer[Int][E^(E^Log[2]^2 + E^x^2*(-3 + x))/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x)^2, x]/x, x] - 2*Defer[Int][Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x)/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x)^2, x]/x, x] + 12*Defer[Int][Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x^2)/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x)^2, x]/x, x] - 4*Defer[Int][Defer[Int][(E^(E^Log[2]^2 + E^x^2*(-3 + x) + x^2)*x^3)/(E^E^Log[2]^2 - E^(E^x^2*(-3 + x))*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
2718,0,0,0,1.2291996,"\int \left(1+\exp \left(4+e^{e^4} (4-x)+3 e^{4+e^{e^4} (4-x)} x\right) \left(3-3 e^{e^4} x\right)\right) \, dx","Int[1 + E^(4 + E^E^4*(4 - x) + 3*E^(4 + E^E^4*(4 - x))*x)*(3 - 3*E^E^4*x),x]","\int \left(1+\exp \left(4+e^{e^4} (4-x)+3 e^{4+e^{e^4} (4-x)} x\right) \left(3-3 e^{e^4} x\right)\right) \, dx","x+e^{3 e^{e^{e^4} (4-x)+4} x}+4",1,"x + 3*Defer[Int][E^(4 + E^E^4*(4 - x) + 3*E^(4 + E^E^4*(4 - x))*x), x] - 3*Defer[Int][E^(4*(1 + E^4/4) + E^E^4*(4 - x) + 3*E^(4 + E^E^4*(4 - x))*x)*x, x]","F",0,0,0,0,-1,"{}"
2719,0,0,0,0.1755664,"\int \frac{1}{3} \left(5-3 e^{2 x+(-1-x) \log \left(1+2 x+x^2\right)} \log \left(1+2 x+x^2\right)\right) \, dx","Int[(5 - 3*E^(2*x + (-1 - x)*Log[1 + 2*x + x^2])*Log[1 + 2*x + x^2])/3,x]","\int \frac{1}{3} \left(5-3 e^{2 x+(-1-x) \log \left(1+2 x+x^2\right)} \log \left(1+2 x+x^2\right)\right) \, dx","\frac{5 x}{3}+e^{2 x-(x+1) \log \left((x+1)^2\right)}",1,"(5*x)/3 - Log[(1 + x)^2]*Defer[Int][E^(2*x)*((1 + x)^2)^(-1 - x), x] + 2*Defer[Int][Defer[Int][E^(2*x)*((1 + x)^2)^(-1 - x), x]/(1 + x), x]","F",0,0,0,0,-1,"{}"
2720,1,28,0,0.4244345,"\int \frac{1}{3} \left(3+\exp \left(-6+2 e^3+\frac{1}{3} e^{-6+2 e^3} \left(18 x^2-2 x^4\right)\right) \left(36 x-8 x^3\right)\right) \, dx","Int[(3 + E^(-6 + 2*E^3 + (E^(-6 + 2*E^3)*(18*x^2 - 2*x^4))/3)*(36*x - 8*x^3))/3,x]","e^{\frac{2}{3} e^{2 e^3-6} \left(9 x^2-x^4\right)}+x","e^{\frac{2}{3} e^{2 e^3-6} (3-x) x^2 (x+3)}+x+5",1,"E^((2*E^(-6 + 2*E^3)*(9*x^2 - x^4))/3) + x","A",4,3,49,0.06122,1,"{12, 1593, 6706}"
2721,1,34,0,0.0393476,"\int \frac{\left(-3300+10836 x-10980 x^2+3660 x^3\right) \log (3)}{-25+75 x-75 x^2+25 x^3} \, dx","Int[((-3300 + 10836*x - 10980*x^2 + 3660*x^3)*Log[3])/(-25 + 75*x - 75*x^2 + 25*x^3),x]","\frac{732}{5} x \log (3)-\frac{144 \log (3)}{25 (1-x)}-\frac{108 \log (3)}{25 (1-x)^2}","12 \left((x+5)^2-\left(x+\frac{3}{\frac{5}{x}-5}\right)^2+x\right) \log (3)",1,"(-108*Log[3])/(25*(1 - x)^2) - (144*Log[3])/(25*(1 - x)) + (732*x*Log[3])/5","A",3,2,35,0.05714,1,"{12, 2074}"
2722,0,0,0,4.129663,"\int \frac{-6 x^2+6 x^3+8 x^4+\left(-12 x-18 x^2-6 x^3\right) \log (1+x)}{1+x+16 x^4+16 x^5+64 x^8+64 x^9+\left(-48 x^2-64 x^3-16 x^4-384 x^6-512 x^7-128 x^8\right) \log (1+x)+\left(576 x^4+960 x^5+448 x^6+64 x^7\right) \log ^2(1+x)} \, dx","Int[(-6*x^2 + 6*x^3 + 8*x^4 + (-12*x - 18*x^2 - 6*x^3)*Log[1 + x])/(1 + x + 16*x^4 + 16*x^5 + 64*x^8 + 64*x^9 + (-48*x^2 - 64*x^3 - 16*x^4 - 384*x^6 - 512*x^7 - 128*x^8)*Log[1 + x] + (576*x^4 + 960*x^5 + 448*x^6 + 64*x^7)*Log[1 + x]^2),x]","\int \frac{-6 x^2+6 x^3+8 x^4+\left(-12 x-18 x^2-6 x^3\right) \log (1+x)}{1+x+16 x^4+16 x^5+64 x^8+64 x^9+\left(-48 x^2-64 x^3-16 x^4-384 x^6-512 x^7-128 x^8\right) \log (1+x)+\left(576 x^4+960 x^5+448 x^6+64 x^7\right) \log ^2(1+x)} \, dx","\frac{4}{\frac{2}{x^2 \left(x^2-(x+3) \log (x+1)\right)}+16}",1,"58*Defer[Int][(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^(-2), x] - Defer[Int][1/(x*(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2), x]/2 - 22*Defer[Int][x/(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2, x] + 4*Defer[Int][x^2/(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2, x] + 2*Defer[Int][x^3/(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2, x] - 4*Defer[Int][1/((1 + x)*(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2), x] - (649*Defer[Int][1/((3 + x)*(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])^2), x])/4 + Defer[Int][1/((3 + x)*(1 + 8*x^4 - 24*x^2*Log[1 + x] - 8*x^3*Log[1 + x])), x]/4 + Defer[Int][(x + 8*x^5 - 8*x^3*(3 + x)*Log[1 + x])^(-1), x]/2","F",0,0,0,0,-1,"{}"
2723,0,0,0,116.4752993,"\int \frac{-16 e^{2 x} x^2-32 e^{3 x} x^2+e^{4 x} \left(-80-16 x^2\right)+\left(e^{4 x} \left(-80-48 x^2\right)+e^{3 x} \left(-96 x^2+32 x^3\right)+e^{2 x} \left(-48 x^2+32 x^3\right)+\left(e^{4 x} \left(-80-48 x^2\right)+e^{3 x} \left(-96 x^2+32 x^3\right)+e^{2 x} \left(-48 x^2+32 x^3\right)\right) \log (x)\right) \log (1+\log (x))}{\left(x^6+4 e^x x^6+e^{4 x} \left(25 x^2+10 x^4+x^6\right)+e^{3 x} \left(20 x^4+4 x^6\right)+e^{2 x} \left(10 x^4+6 x^6\right)+\left(x^6+4 e^x x^6+e^{4 x} \left(25 x^2+10 x^4+x^6\right)+e^{3 x} \left(20 x^4+4 x^6\right)+e^{2 x} \left(10 x^4+6 x^6\right)\right) \log (x)\right) \log ^2(1+\log (x))} \, dx","Int[(-16*E^(2*x)*x^2 - 32*E^(3*x)*x^2 + E^(4*x)*(-80 - 16*x^2) + (E^(4*x)*(-80 - 48*x^2) + E^(3*x)*(-96*x^2 + 32*x^3) + E^(2*x)*(-48*x^2 + 32*x^3) + (E^(4*x)*(-80 - 48*x^2) + E^(3*x)*(-96*x^2 + 32*x^3) + E^(2*x)*(-48*x^2 + 32*x^3))*Log[x])*Log[1 + Log[x]])/((x^6 + 4*E^x*x^6 + E^(4*x)*(25*x^2 + 10*x^4 + x^6) + E^(3*x)*(20*x^4 + 4*x^6) + E^(2*x)*(10*x^4 + 6*x^6) + (x^6 + 4*E^x*x^6 + E^(4*x)*(25*x^2 + 10*x^4 + x^6) + E^(3*x)*(20*x^4 + 4*x^6) + E^(2*x)*(10*x^4 + 6*x^6))*Log[x])*Log[1 + Log[x]]^2),x]","\int \frac{-16 e^{2 x} x^2-32 e^{3 x} x^2+e^{4 x} \left(-80-16 x^2\right)+\left(e^{4 x} \left(-80-48 x^2\right)+e^{3 x} \left(-96 x^2+32 x^3\right)+e^{2 x} \left(-48 x^2+32 x^3\right)+\left(e^{4 x} \left(-80-48 x^2\right)+e^{3 x} \left(-96 x^2+32 x^3\right)+e^{2 x} \left(-48 x^2+32 x^3\right)\right) \log (x)\right) \log (1+\log (x))}{\left(x^6+4 e^x x^6+e^{4 x} \left(25 x^2+10 x^4+x^6\right)+e^{3 x} \left(20 x^4+4 x^6\right)+e^{2 x} \left(10 x^4+6 x^6\right)+\left(x^6+4 e^x x^6+e^{4 x} \left(25 x^2+10 x^4+x^6\right)+e^{3 x} \left(20 x^4+4 x^6\right)+e^{2 x} \left(10 x^4+6 x^6\right)\right) \log (x)\right) \log ^2(1+\log (x))} \, dx","\frac{16}{x \left(\left(e^{-x} x+x\right)^2+5\right) \log (\log (x)+1)}",1,"-16*Defer[Int][E^(2*x)/(x^2*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]^2), x] - (16*I)*Sqrt[5]*Defer[Int][E^(2*x)/((I*Sqrt[5] - x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] - (32*I)*Sqrt[5]*Defer[Int][E^(3*x)/((I*Sqrt[5] - x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] + 32*Defer[Int][(E^(2*x)*x)/((5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] + 32*Defer[Int][(E^(3*x)*x)/((5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] - (16*I)*Sqrt[5]*Defer[Int][E^(2*x)/((I*Sqrt[5] + x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] - (32*I)*Sqrt[5]*Defer[Int][E^(3*x)/((I*Sqrt[5] + x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)^2*Log[1 + Log[x]]), x] - ((16*I)*Defer[Int][E^(2*x)/((I*Sqrt[5] - x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x])/Sqrt[5] - 16*Defer[Int][E^(2*x)/(x^2*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x] - ((16*I)*Defer[Int][E^(2*x)/((I*Sqrt[5] + x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x])/Sqrt[5] - ((16*I)*Defer[Int][(E^(2*x)*Log[x])/((I*Sqrt[5] - x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x])/Sqrt[5] - 16*Defer[Int][(E^(2*x)*Log[x])/(x^2*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x] - ((16*I)*Defer[Int][(E^(2*x)*Log[x])/((I*Sqrt[5] + x)*(5*E^(2*x) + x^2 + 2*E^x*x^2 + E^(2*x)*x^2)*(1 + Log[x])*Log[1 + Log[x]]), x])/Sqrt[5]","F",0,0,0,0,-1,"{}"
2724,1,43,0,0.9951874,"\int \frac{e^{-x} \left(9 x^2-15 x^3+7 x^4-x^5+e^x \left(42 x^2-30 x^3+5 x^4+e^{\frac{2-x^2}{x}} \left(18-12 x+11 x^2-6 x^3+x^4\right)\right)\right)}{9 x^2-6 x^3+x^4} \, dx","Int[(9*x^2 - 15*x^3 + 7*x^4 - x^5 + E^x*(42*x^2 - 30*x^3 + 5*x^4 + E^((2 - x^2)/x)*(18 - 12*x + 11*x^2 - 6*x^3 + x^4)))/(E^x*(9*x^2 - 6*x^3 + x^4)),x]","-e^{-x} (1-x)-e^{\frac{2}{x}-x}+e^{-x}+5 x-\frac{3}{3-x}","e^{-x} x+5 x-e^{\frac{2}{x}-x}+\frac{3}{x-3}+2",1,"-E^(2/x - x) + E^(-x) - (1 - x)/E^x - 3/(3 - x) + 5*x","A",9,7,95,0.07368,1,"{1594, 27, 6688, 6706, 2176, 2194, 683}"
2725,0,0,0,0.9836224,"\int \frac{-20 x-94 x^2-110 x^3+\left(-3 x^2-3 \log (2)\right) \log \left(x^2+\log (2)\right)+\left(-20 x^2-100 x^3-125 x^4+\left(-20-100 x-125 x^2\right) \log (2)\right) \log ^2\left(x^2+\log (2)\right)}{\left(20 x^2+100 x^3+125 x^4+\left(20+100 x+125 x^2\right) \log (2)\right) \log ^2\left(x^2+\log (2)\right)} \, dx","Int[(-20*x - 94*x^2 - 110*x^3 + (-3*x^2 - 3*Log[2])*Log[x^2 + Log[2]] + (-20*x^2 - 100*x^3 - 125*x^4 + (-20 - 100*x - 125*x^2)*Log[2])*Log[x^2 + Log[2]]^2)/((20*x^2 + 100*x^3 + 125*x^4 + (20 + 100*x + 125*x^2)*Log[2])*Log[x^2 + Log[2]]^2),x]","\int \frac{-20 x-94 x^2-110 x^3+\left(-3 x^2-3 \log (2)\right) \log \left(x^2+\log (2)\right)+\left(-20 x^2-100 x^3-125 x^4+\left(-20-100 x-125 x^2\right) \log (2)\right) \log ^2\left(x^2+\log (2)\right)}{\left(20 x^2+100 x^3+125 x^4+\left(20+100 x+125 x^2\right) \log (2)\right) \log ^2\left(x^2+\log (2)\right)} \, dx","\frac{\frac{3}{\frac{x}{2 x+1}+2}+1}{5 \log \left(x^2+\log (2)\right)}-x",1,"-x + (2 + Log[2048])/((4 + 25*Log[2])*Log[x^2 + Log[2]]) + (12*Defer[Int][1/((2 + 5*x)*Log[x^2 + Log[2]]^2), x])/(5*(4 + 25*Log[2])) - (2*Log[8]*Defer[Int][1/((x^2 + Log[2])*Log[x^2 + Log[2]]^2), x])/(5*(4 + 25*Log[2])) - (3*Defer[Int][1/((2 + 5*x)^2*Log[x^2 + Log[2]]), x])/5","F",0,0,0,0,-1,"{}"
2726,0,0,0,19.5999026,"\int \frac{12 x+e^{15} (-4+4 x)+e^5 \left(-12+12 x-8 x^2\right)+e^{10} \left(12 x-8 x^2\right)+\left(-12+12 x-8 x^2+e^{10} (-12+12 x)+e^5 \left(24 x-16 x^2\right)\right) \log (x)+\left(12 x-8 x^2+e^5 (-12+12 x)\right) \log ^2(x)+(-4+4 x) \log ^3(x)}{\left(10 x+e^{20} x-12 e^5 x^2-4 e^{15} x^2+e^{10} \left(6 x+4 x^3\right)+\left(4 e^{15} x-12 x^2-12 e^{10} x^2+e^5 \left(12 x+8 x^3\right)\right) \log (x)+\left(6 x+6 e^{10} x-12 e^5 x^2+4 x^3\right) \log ^2(x)+\left(4 e^5 x-4 x^2\right) \log ^3(x)+x \log ^4(x)\right) \log \left(10+e^{20}-12 e^5 x-4 e^{15} x+e^{10} \left(6+4 x^2\right)+\left(4 e^{15}-12 x-12 e^{10} x+e^5 \left(12+8 x^2\right)\right) \log (x)+\left(6+6 e^{10}-12 e^5 x+4 x^2\right) \log ^2(x)+\left(4 e^5-4 x\right) \log ^3(x)+\log ^4(x)\right)} \, dx","Int[(12*x + E^15*(-4 + 4*x) + E^5*(-12 + 12*x - 8*x^2) + E^10*(12*x - 8*x^2) + (-12 + 12*x - 8*x^2 + E^10*(-12 + 12*x) + E^5*(24*x - 16*x^2))*Log[x] + (12*x - 8*x^2 + E^5*(-12 + 12*x))*Log[x]^2 + (-4 + 4*x)*Log[x]^3)/((10*x + E^20*x - 12*E^5*x^2 - 4*E^15*x^2 + E^10*(6*x + 4*x^3) + (4*E^15*x - 12*x^2 - 12*E^10*x^2 + E^5*(12*x + 8*x^3))*Log[x] + (6*x + 6*E^10*x - 12*E^5*x^2 + 4*x^3)*Log[x]^2 + (4*E^5*x - 4*x^2)*Log[x]^3 + x*Log[x]^4)*Log[10 + E^20 - 12*E^5*x - 4*E^15*x + E^10*(6 + 4*x^2) + (4*E^15 - 12*x - 12*E^10*x + E^5*(12 + 8*x^2))*Log[x] + (6 + 6*E^10 - 12*E^5*x + 4*x^2)*Log[x]^2 + (4*E^5 - 4*x)*Log[x]^3 + Log[x]^4]),x]","\int \frac{12 x+e^{15} (-4+4 x)+e^5 \left(-12+12 x-8 x^2\right)+e^{10} \left(12 x-8 x^2\right)+\left(-12+12 x-8 x^2+e^{10} (-12+12 x)+e^5 \left(24 x-16 x^2\right)\right) \log (x)+\left(12 x-8 x^2+e^5 (-12+12 x)\right) \log ^2(x)+(-4+4 x) \log ^3(x)}{\left(10 x+e^{20} x-12 e^5 x^2-4 e^{15} x^2+e^{10} \left(6 x+4 x^3\right)+\left(4 e^{15} x-12 x^2-12 e^{10} x^2+e^5 \left(12 x+8 x^3\right)\right) \log (x)+\left(6 x+6 e^{10} x-12 e^5 x^2+4 x^3\right) \log ^2(x)+\left(4 e^5 x-4 x^2\right) \log ^3(x)+x \log ^4(x)\right) \log \left(10+e^{20}-12 e^5 x-4 e^{15} x+e^{10} \left(6+4 x^2\right)+\left(4 e^{15}-12 x-12 e^{10} x+e^5 \left(12+8 x^2\right)\right) \log (x)+\left(6+6 e^{10}-12 e^5 x+4 x^2\right) \log ^2(x)+\left(4 e^5-4 x\right) \log ^3(x)+\log ^4(x)\right)} \, dx","\log \left(\frac{1}{e \log \left(\left(-x^2+\left(x-\log (x)-e^5\right)^2+3\right)^2+1\right)}\right)",1,"4*E^5*(3 + E^10)*Defer[Int][1/(x*(-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 8*E^5*(1 + E^5)*Defer[Int][x/((-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 12*(1 + E^10)*Defer[Int][Log[x]/(x*(-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 8*(1 + 2*E^5)*Defer[Int][(x*Log[x])/((-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 12*E^5*Defer[Int][Log[x]^2/(x*(-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 8*Defer[Int][(x*Log[x]^2)/((-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 4*Defer[Int][Log[x]^3/(x*(-10*(1 + (E^10*(6 + E^10))/10) + 12*E^5*(1 + E^10/3)*x - 4*E^10*x^2 - 12*E^5*(1 + E^10/3)*Log[x] + 12*(1 + E^10)*x*Log[x] - 8*E^5*x^2*Log[x] - 6*(1 + E^10)*Log[x]^2 + 12*E^5*x*Log[x]^2 - 4*x^2*Log[x]^2 - 4*E^5*Log[x]^3 + 4*x*Log[x]^3 - Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 4*(3 + 3*E^5 + 3*E^10 + E^15)*Defer[Int][1/((10*(1 + (E^10*(6 + E^10))/10) - 12*E^5*(1 + E^10/3)*x + 4*E^10*x^2 + 12*E^5*(1 + E^10/3)*Log[x] - 12*(1 + E^10)*x*Log[x] + 8*E^5*x^2*Log[x] + 6*(1 + E^10)*Log[x]^2 - 12*E^5*x*Log[x]^2 + 4*x^2*Log[x]^2 + 4*E^5*Log[x]^3 - 4*x*Log[x]^3 + Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 12*(1 + E^5)^2*Defer[Int][Log[x]/((10*(1 + (E^10*(6 + E^10))/10) - 12*E^5*(1 + E^10/3)*x + 4*E^10*x^2 + 12*E^5*(1 + E^10/3)*Log[x] - 12*(1 + E^10)*x*Log[x] + 8*E^5*x^2*Log[x] + 6*(1 + E^10)*Log[x]^2 - 12*E^5*x*Log[x]^2 + 4*x^2*Log[x]^2 + 4*E^5*Log[x]^3 - 4*x*Log[x]^3 + Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 12*(1 + E^5)*Defer[Int][Log[x]^2/((10*(1 + (E^10*(6 + E^10))/10) - 12*E^5*(1 + E^10/3)*x + 4*E^10*x^2 + 12*E^5*(1 + E^10/3)*Log[x] - 12*(1 + E^10)*x*Log[x] + 8*E^5*x^2*Log[x] + 6*(1 + E^10)*Log[x]^2 - 12*E^5*x*Log[x]^2 + 4*x^2*Log[x]^2 + 4*E^5*Log[x]^3 - 4*x*Log[x]^3 + Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x] + 4*Defer[Int][Log[x]^3/((10*(1 + (E^10*(6 + E^10))/10) - 12*E^5*(1 + E^10/3)*x + 4*E^10*x^2 + 12*E^5*(1 + E^10/3)*Log[x] - 12*(1 + E^10)*x*Log[x] + 8*E^5*x^2*Log[x] + 6*(1 + E^10)*Log[x]^2 - 12*E^5*x*Log[x]^2 + 4*x^2*Log[x]^2 + 4*E^5*Log[x]^3 - 4*x*Log[x]^3 + Log[x]^4)*Log[10*(1 + E^20/10) - 4*E^5*(3 + E^10)*x + E^10*(6 + 4*x^2) + 4*(E^15 - 3*x - 3*E^10*x + E^5*(3 + 2*x^2))*Log[x] + 2*(3 + 3*E^10 - 6*E^5*x + 2*x^2)*Log[x]^2 + 4*(E^5 - x)*Log[x]^3 + Log[x]^4]), x]","F",0,0,0,0,-1,"{}"
2727,0,0,0,11.739792,"\int \frac{4 e x+e^{1+x} (2+2 x)+e^{\frac{2 e-e^x}{e}} \left(-2 e+2 e^x x\right)}{e^{1+\frac{3 \left(2 e-e^x\right)}{e}} x^3-e^{1+3 x} x^3-3 e^{1+2 x} x^4-3 e^{1+x} x^5-e x^6+e^{\frac{2 \left(2 e-e^x\right)}{e}} \left(-3 e^{1+x} x^3-3 e x^4\right)+e^{\frac{2 e-e^x}{e}} \left(3 e^{1+2 x} x^3+6 e^{1+x} x^4+3 e x^5\right)} \, dx","Int[(4*E*x + E^(1 + x)*(2 + 2*x) + E^((2*E - E^x)/E)*(-2*E + 2*E^x*x))/(E^(1 + (3*(2*E - E^x))/E)*x^3 - E^(1 + 3*x)*x^3 - 3*E^(1 + 2*x)*x^4 - 3*E^(1 + x)*x^5 - E*x^6 + E^((2*(2*E - E^x))/E)*(-3*E^(1 + x)*x^3 - 3*E*x^4) + E^((2*E - E^x)/E)*(3*E^(1 + 2*x)*x^3 + 6*E^(1 + x)*x^4 + 3*E*x^5)),x]","\int \frac{4 e x+e^{1+x} (2+2 x)+e^{\frac{2 e-e^x}{e}} \left(-2 e+2 e^x x\right)}{e^{1+\frac{3 \left(2 e-e^x\right)}{e}} x^3-e^{1+3 x} x^3-3 e^{1+2 x} x^4-3 e^{1+x} x^5-e x^6+e^{\frac{2 \left(2 e-e^x\right)}{e}} \left(-3 e^{1+x} x^3-3 e x^4\right)+e^{\frac{2 e-e^x}{e}} \left(3 e^{1+2 x} x^3+6 e^{1+x} x^4+3 e x^5\right)} \, dx","\frac{1}{\left(-x+e^{2-e^{x-1}}-e^x\right)^2 x^2}",1,"2*Defer[Int][E^(3 + E^(-1 + x))/(x^2*(E^2 - E^(E^(-1 + x) + x) - E^E^(-1 + x)*x)^3), x] - 2*Defer[Int][E^((E + E^x)/E)/(x^2*(E^2 - E^(E^(-1 + x) + x) - E^E^(-1 + x)*x)^2), x] - 2*Defer[Int][E^(3*E^(-1 + x))/(x^2*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^3), x] - 2*Defer[Int][E^((2*(E + E^x))/E)/(x^2*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^3), x] + 2*Defer[Int][E^(3*E^(-1 + x))/(x*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^3), x] + 2*Defer[Int][E^((E + 2*E^x)/E)/(x*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^3), x] - 2*Defer[Int][E^(2*E^(-1 + x))/(x^3*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^2), x] - 2*Defer[Int][E^(2*E^(-1 + x))/(x^2*(-E^2 + E^(E^(-1 + x) + x) + E^E^(-1 + x)*x)^2), x]","F",0,0,0,0,-1,"{}"
2728,1,48,0,0.1478571,"\int \frac{4 x^2+6 x^3+e \left(2 x+3 x^2\right)+e^{2 x} \left(20 x^2+e (-10+20 x)\right)+2 x^2 \log (x)}{2 x^2} \, dx","Int[(4*x^2 + 6*x^3 + E*(2*x + 3*x^2) + E^(2*x)*(20*x^2 + E*(-10 + 20*x)) + 2*x^2*Log[x])/(2*x^2),x]","\frac{3 x^2}{2}+\frac{1}{2} (4+3 e) x-x+5 e^{2 x}+\frac{5 e^{2 x+1}}{x}+x \log (x)+e \log (x)","(x+e) \left(\frac{3 x}{2}+\frac{x+5 e^{2 x}}{x}+\log (x)\right)",1,"5*E^(2*x) + (5*E^(1 + 2*x))/x - x + ((4 + 3*E)*x)/2 + (3*x^2)/2 + E*Log[x] + x*Log[x]","A",14,8,55,0.1455,1,"{12, 14, 2199, 2194, 2177, 2178, 76, 2295}"
2729,1,2688,0,15.6734747,"\int \frac{-28 x^2-48 x^3-20 x^4+(i \pi +\log (5-e))^4 \left(-20-10 \log \left(\frac{4}{x^2}\right)\right)+\left(-14 x^2-28 x^3-10 x^4\right) \log \left(\frac{4}{x^2}\right)+(i \pi +\log (5-e))^3 \left(-80 x-40 x \log \left(\frac{4}{x^2}\right)\right)+(i \pi +\log (5-e))^2 \left(-48 x-120 x^2+\left(-20 x-60 x^2\right) \log \left(\frac{4}{x^2}\right)\right)+(i \pi +\log (5-e)) \left(-96 x^2-80 x^3+\left(-48 x^2-40 x^3\right) \log \left(\frac{4}{x^2}\right)\right)}{5 x^4+10 x^5+5 x^6+\left(20 x^4+20 x^5\right) (i \pi +\log (5-e))+\left(10 x^3+30 x^4\right) (i \pi +\log (5-e))^2+20 x^3 (i \pi +\log (5-e))^3+5 x^2 (i \pi +\log (5-e))^4} \, dx","Int[(-28*x^2 - 48*x^3 - 20*x^4 + (I*Pi + Log[5 - E])^4*(-20 - 10*Log[4/x^2]) + (-14*x^2 - 28*x^3 - 10*x^4)*Log[4/x^2] + (I*Pi + Log[5 - E])^3*(-80*x - 40*x*Log[4/x^2]) + (I*Pi + Log[5 - E])^2*(-48*x - 120*x^2 + (-20*x - 60*x^2)*Log[4/x^2]) + (I*Pi + Log[5 - E])*(-96*x^2 - 80*x^3 + (-48*x^2 - 40*x^3)*Log[4/x^2]))/(5*x^4 + 10*x^5 + 5*x^6 + (20*x^4 + 20*x^5)*(I*Pi + Log[5 - E]) + (10*x^3 + 30*x^4)*(I*Pi + Log[5 - E])^2 + 20*x^3*(I*Pi + Log[5 - E])^3 + 5*x^2*(I*Pi + Log[5 - E])^4),x]","\frac{48 \left(1+10 \pi ^4+4 i \pi ^3 (1-10 \log (5-e))+6 \log (5-e)+6 \log ^2(5-e)-4 \log ^3(5-e)+10 \log ^4(5-e)-6 \pi ^2 \left(1-2 \log (5-e)+10 \log ^2(5-e)\right)+2 i \pi  \left(3+6 \log (5-e)-6 \log ^2(5-e)+20 \log ^3(5-e)\right)\right) \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{5 (\pi -i \log (5-e))^2 (1+4 i \pi +4 \log (5-e))^{3/2}}-\frac{8 \left(1-2 \pi ^4-8 i \pi ^3 (1-\log (5-e))+8 \log (5-e)+18 \log ^2(5-e)+8 \log ^3(5-e)-2 \log ^4(5-e)-6 \pi ^2 \left(3+4 \log (5-e)-2 \log ^2(5-e)\right)+4 i \pi  \left(2+9 \log (5-e)+6 \log ^2(5-e)-2 \log ^3(5-e)\right)\right) \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{(\pi -i \log (5-e))^2 (1+4 i \pi +4 \log (5-e))^{3/2}}-\frac{16 \left(1+2 \pi ^2+4 i \pi  (1-\log (5-e))+4 \log (5-e)-2 \log ^2(5-e)\right) (2 \pi -i (1+2 \log (5-e))) \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{(\pi -i \log (5-e)) (1+4 i \pi +4 \log (5-e))^{3/2}}+\frac{96 (1+2 i \pi +2 \log (5-e)) \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{5 (1+4 i \pi +4 \log (5-e))^{3/2}}-\frac{32 (\pi -i \log (5-e)) (7 i+10 \pi -10 i \log (5-e)) \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{5 (1+4 i \pi +4 \log (5-e))^{3/2}}+\frac{16 (\pi -i \log (5-e))^2 \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{(1+4 i \pi +4 \log (5-e))^{3/2}}-\frac{112 \tanh ^{-1}\left(\frac{2 x+2 \log (5-e)+2 i \pi +1}{\sqrt{1+4 i \pi +4 \log (5-e)}}\right)}{5 (1+4 i \pi +4 \log (5-e))^{3/2}}+\frac{4 (\pi -i \log (5-e))^2 \left((1+2 i \pi +2 \log (5-e)) x+(1+2 i \pi +2 \log (5-e))^2+2 (\pi -i \log (5-e))^2\right)}{x (1+4 i \pi +4 \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}+\frac{16 (\pi -i \log (5-e)) \left((1+2 i \pi +2 \log (5-e)) x+(1+2 i \pi +2 \log (5-e))^2+2 (\pi -i \log (5-e))^2\right)}{(i-4 \pi +4 i \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}-\frac{24 \left(2 \left(1+2 i \pi +5 (\pi -i \log (5-e))^2+2 \log (5-e)\right) x+2 (1+2 i \pi +2 \log (5-e))^2+5 (\pi -i \log (5-e))^2 (1+2 i \pi +2 \log (5-e))+4 (\pi -i \log (5-e))^2\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}-\frac{16 (\pi -i \log (5-e)) \left((7-10 i \pi -10 \log (5-e)) x+2 \left(5 (\pi -i \log (5-e))^2+3 (1+2 i \pi +2 \log (5-e))\right)\right)}{5 (i-4 \pi +4 i \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}+\frac{2 \log \left(\frac{4}{x^2}\right)}{x}-\frac{16 x (1+2 i \pi +2 \log (5-e)) \log \left(\frac{4}{x^2}\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(1+2 i \pi +2 \log (5-e)-\sqrt{1+4 i \pi +4 \log (5-e)}\right) \left(2 x-\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}+\frac{16 x \log \left(\frac{4}{x^2}\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(2 x-\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}-\frac{16 x (i-2 \pi +2 i \log (5-e)) \log \left(\frac{4}{x^2}\right)}{5 (i-4 \pi +4 i \log (5-e)) \left(1+2 i \pi +2 \log (5-e)+\sqrt{1+4 i \pi +4 \log (5-e)}\right) \left(2 x+\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}+\frac{16 x \log \left(\frac{4}{x^2}\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(2 x+\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}-\frac{8 (1+2 i \pi +2 \log (5-e)) \log (x)}{(\pi -i \log (5-e))^2}-\frac{16 \log (x)}{i \pi +\log (5-e)}+\frac{48 \log (x)}{5 (\pi -i \log (5-e))^2}+\frac{4 (1+2 i \pi +2 \log (5-e)) \log \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}{(\pi -i \log (5-e))^2}+\frac{8 \log \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}{i \pi +\log (5-e)}-\frac{24 \log \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}{5 (\pi -i \log (5-e))^2}-\frac{16 (1+2 i \pi +2 \log (5-e)) \log \left(2 x-\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(1+2 i \pi +2 \log (5-e)-\sqrt{1+4 i \pi +4 \log (5-e)}\right)}+\frac{16 \log \left(2 x-\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}{5 (1+4 i \pi +4 \log (5-e))}-\frac{16 (i-2 \pi +2 i \log (5-e)) \log \left(2 x+\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}{5 (i-4 \pi +4 i \log (5-e)) \left(1+2 i \pi +2 \log (5-e)+\sqrt{1+4 i \pi +4 \log (5-e)}\right)}+\frac{16 \log \left(2 x+\sqrt{1+4 i \pi +4 \log (5-e)}+2 \log (5-e)+2 i \pi +1\right)}{5 (1+4 i \pi +4 \log (5-e))}-\frac{4}{x}+\frac{4 x \left(2 (\pi -i \log (5-e))^2-x (1+2 i \pi +2 \log (5-e))\right)}{(1+4 i \pi +4 \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}+\frac{48 \left(2 (\pi -i \log (5-e))^2-x (1+2 i \pi +2 \log (5-e))\right)}{5 (1+4 i \pi +4 \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}+\frac{28 (2 x+2 \log (5-e)+2 i \pi +1)}{5 (1+4 i \pi +4 \log (5-e)) \left(x^2+(1+2 i \pi +2 \log (5-e)) x-(\pi -i \log (5-e))^2\right)}+\frac{8 \left(1-\pi ^2+4 \log (5-e)+\log ^2(5-e)+2 i \pi  (2+\log (5-e))\right)}{x (1+4 i \pi +4 \log (5-e))}","\frac{\left(2+\frac{4 x}{5 \left(x+(x+i \pi +\log (5-e))^2\right)}\right) \log \left(\frac{4}{x^2}\right)}{x}",1,"-4/x - (112*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) + (16*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(Pi - I*Log[5 - E])^2)/(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2) - (32*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(Pi - I*Log[5 - E])*(7*I + 10*Pi - (10*I)*Log[5 - E]))/(5*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) + (96*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(1 + (2*I)*Pi + 2*Log[5 - E]))/(5*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) + (8*(1 - Pi^2 + 4*Log[5 - E] + Log[5 - E]^2 + (2*I)*Pi*(2 + Log[5 - E])))/(x*(1 + (4*I)*Pi + 4*Log[5 - E])) - (16*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(1 + 2*Pi^2 + (4*I)*Pi*(1 - Log[5 - E]) + 4*Log[5 - E] - 2*Log[5 - E]^2)*(2*Pi - I*(1 + 2*Log[5 - E])))/((Pi - I*Log[5 - E])*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) + (28*(1 + (2*I)*Pi + 2*x + 2*Log[5 - E]))/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) + (48*(2*(Pi - I*Log[5 - E])^2 - x*(1 + (2*I)*Pi + 2*Log[5 - E])))/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) + (4*x*(2*(Pi - I*Log[5 - E])^2 - x*(1 + (2*I)*Pi + 2*Log[5 - E])))/((1 + (4*I)*Pi + 4*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) + (16*(Pi - I*Log[5 - E])*(2*(Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]) + (1 + (2*I)*Pi + 2*Log[5 - E])^2))/((I - 4*Pi + (4*I)*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) + (4*(Pi - I*Log[5 - E])^2*(2*(Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]) + (1 + (2*I)*Pi + 2*Log[5 - E])^2))/(x*(1 + (4*I)*Pi + 4*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) - (24*(4*(Pi - I*Log[5 - E])^2 + 5*(Pi - I*Log[5 - E])^2*(1 + (2*I)*Pi + 2*Log[5 - E]) + 2*(1 + (2*I)*Pi + 2*Log[5 - E])^2 + 2*x*(1 + (2*I)*Pi + 5*(Pi - I*Log[5 - E])^2 + 2*Log[5 - E])))/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) - (8*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(1 - 2*Pi^4 - (8*I)*Pi^3*(1 - Log[5 - E]) + 8*Log[5 - E] + 18*Log[5 - E]^2 + 8*Log[5 - E]^3 - 2*Log[5 - E]^4 - 6*Pi^2*(3 + 4*Log[5 - E] - 2*Log[5 - E]^2) + (4*I)*Pi*(2 + 9*Log[5 - E] + 6*Log[5 - E]^2 - 2*Log[5 - E]^3)))/((Pi - I*Log[5 - E])^2*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) + (48*ArcTanh[(1 + (2*I)*Pi + 2*x + 2*Log[5 - E])/Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]]*(1 + 10*Pi^4 + (4*I)*Pi^3*(1 - 10*Log[5 - E]) + 6*Log[5 - E] + 6*Log[5 - E]^2 - 4*Log[5 - E]^3 + 10*Log[5 - E]^4 - 6*Pi^2*(1 - 2*Log[5 - E] + 10*Log[5 - E]^2) + (2*I)*Pi*(3 + 6*Log[5 - E] - 6*Log[5 - E]^2 + 20*Log[5 - E]^3)))/(5*(Pi - I*Log[5 - E])^2*(1 + (4*I)*Pi + 4*Log[5 - E])^(3/2)) - (16*(Pi - I*Log[5 - E])*(x*(7 - (10*I)*Pi - 10*Log[5 - E]) + 2*(5*(Pi - I*Log[5 - E])^2 + 3*(1 + (2*I)*Pi + 2*Log[5 - E]))))/(5*(I - 4*Pi + (4*I)*Log[5 - E])*(x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E]))) + (2*Log[4/x^2])/x + (16*x*Log[4/x^2])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(1 + (2*I)*Pi + 2*x + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])) - (16*x*(1 + (2*I)*Pi + 2*Log[5 - E])*Log[4/x^2])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(1 + (2*I)*Pi + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])*(1 + (2*I)*Pi + 2*x + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])) + (16*x*Log[4/x^2])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(1 + (2*I)*Pi + 2*x + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])) - (16*x*(I - 2*Pi + (2*I)*Log[5 - E])*Log[4/x^2])/(5*(I - 4*Pi + (4*I)*Log[5 - E])*(1 + (2*I)*Pi + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])*(1 + (2*I)*Pi + 2*x + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])) + (48*Log[x])/(5*(Pi - I*Log[5 - E])^2) - (16*Log[x])/(I*Pi + Log[5 - E]) - (8*(1 + (2*I)*Pi + 2*Log[5 - E])*Log[x])/(Pi - I*Log[5 - E])^2 - (24*Log[x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E])])/(5*(Pi - I*Log[5 - E])^2) + (8*Log[x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E])])/(I*Pi + Log[5 - E]) + (4*(1 + (2*I)*Pi + 2*Log[5 - E])*Log[x^2 - (Pi - I*Log[5 - E])^2 + x*(1 + (2*I)*Pi + 2*Log[5 - E])])/(Pi - I*Log[5 - E])^2 + (16*Log[1 + (2*I)*Pi + 2*x + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])) - (16*(1 + (2*I)*Pi + 2*Log[5 - E])*Log[1 + (2*I)*Pi + 2*x + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])*(1 + (2*I)*Pi + 2*Log[5 - E] - Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]])) + (16*Log[1 + (2*I)*Pi + 2*x + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]])/(5*(1 + (4*I)*Pi + 4*Log[5 - E])) - (16*(I - 2*Pi + (2*I)*Log[5 - E])*Log[1 + (2*I)*Pi + 2*x + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]])/(5*(I - 4*Pi + (4*I)*Log[5 - E])*(1 + (2*I)*Pi + 2*Log[5 - E] + Sqrt[1 + (4*I)*Pi + 4*Log[5 - E]]))","B",62,19,281,0.06762,1,"{6688, 12, 6742, 614, 618, 206, 638, 722, 740, 800, 634, 628, 822, 2357, 2304, 2314, 31, 2317, 2391}"
2730,1,255,0,0.6515126,"\int \frac{e^{\frac{1}{5} \log (1+x) \log (25-x+\log (5))} \left(-125-120 x+5 x^2+(-5-5 x) \log (5)+\left(-8-6 x+2 x^2+\left(4+3 x-x^2\right) \log \left(\frac{4-x}{2}\right)\right) \log (1+x)+\left(200-58 x+2 x^2+(8-2 x) \log (5)+\left(-100+29 x-x^2+(-4+x) \log (5)\right) \log \left(\frac{4-x}{2}\right)\right) \log (25-x+\log (5))\right)}{-2000-1420 x+560 x^2-20 x^3+\left(-80-60 x+20 x^2\right) \log (5)+\left(2000+1420 x-560 x^2+20 x^3+\left(80+60 x-20 x^2\right) \log (5)\right) \log \left(\frac{4-x}{2}\right)+\left(-500-355 x+140 x^2-5 x^3+\left(-20-15 x+5 x^2\right) \log (5)\right) \log ^2\left(\frac{4-x}{2}\right)} \, dx","Int[(E^((Log[1 + x]*Log[25 - x + Log[5]])/5)*(-125 - 120*x + 5*x^2 + (-5 - 5*x)*Log[5] + (-8 - 6*x + 2*x^2 + (4 + 3*x - x^2)*Log[(4 - x)/2])*Log[1 + x] + (200 - 58*x + 2*x^2 + (8 - 2*x)*Log[5] + (-100 + 29*x - x^2 + (-4 + x)*Log[5])*Log[(4 - x)/2])*Log[25 - x + Log[5]]))/(-2000 - 1420*x + 560*x^2 - 20*x^3 + (-80 - 60*x + 20*x^2)*Log[5] + (2000 + 1420*x - 560*x^2 + 20*x^3 + (80 + 60*x - 20*x^2)*Log[5])*Log[(4 - x)/2] + (-500 - 355*x + 140*x^2 - 5*x^3 + (-20 - 15*x + 5*x^2)*Log[5])*Log[(4 - x)/2]^2),x]","-\frac{e^{\frac{1}{5} \log (x+1) \log (-x+25+\log (5))} \left(\left(-2 x^2-\left(-x^2+3 x+4\right) \log \left(\frac{4-x}{2}\right)+6 x+8\right) \log (x+1)-\left(2 x^2-\left(x^2-29 x+(4-x) \log (5)+100\right) \log \left(\frac{4-x}{2}\right)-58 x+2 (4-x) \log (5)+200\right) \log (-x+25+\log (5))\right)}{\left(4 x^3-112 x^2+4 \left(-x^2+3 x+4\right) \log (5)+\left(x^3-28 x^2+\left(-x^2+3 x+4\right) \log (5)+71 x+100\right) \log ^2\left(\frac{4-x}{2}\right)-4 \left(x^3-28 x^2+\left(-x^2+3 x+4\right) \log (5)+71 x+100\right) \log \left(\frac{4-x}{2}\right)+284 x+400\right) \left(\frac{\log (x+1)}{-x+25+\log (5)}-\frac{\log (-x+25+\log (5))}{x+1}\right)}","\frac{e^{\frac{1}{5} \log (x+1) \log (-x+25+\log (5))}}{\log \left(2-\frac{x}{2}\right)-2}",1,"-((E^((Log[1 + x]*Log[25 - x + Log[5]])/5)*((8 + 6*x - 2*x^2 - (4 + 3*x - x^2)*Log[(4 - x)/2])*Log[1 + x] - (200 - 58*x + 2*x^2 + 2*(4 - x)*Log[5] - (100 - 29*x + x^2 + (4 - x)*Log[5])*Log[(4 - x)/2])*Log[25 - x + Log[5]]))/((400 + 284*x - 112*x^2 + 4*x^3 + 4*(4 + 3*x - x^2)*Log[5] - 4*(100 + 71*x - 28*x^2 + x^3 + (4 + 3*x - x^2)*Log[5])*Log[(4 - x)/2] + (100 + 71*x - 28*x^2 + x^3 + (4 + 3*x - x^2)*Log[5])*Log[(4 - x)/2]^2)*(Log[1 + x]/(25 - x + Log[5]) - Log[25 - x + Log[5]]/(1 + x))))","B",1,1,237,0.004219,1,"{2288}"
2731,1,12,0,0.0882457,"\int \frac{-26+10 x-x^2+e^x \left(25-10 x+x^2\right)}{25-10 x+x^2} \, dx","Int[(-26 + 10*x - x^2 + E^x*(25 - 10*x + x^2))/(25 - 10*x + x^2),x]","-x+e^x+\frac{1}{x-5}","-x+e^x-\frac{1}{5-x}+e^4+1",1,"E^x + (-5 + x)^(-1) - x","A",6,4,33,0.1212,1,"{27, 6742, 2194, 683}"
2732,0,0,0,0.2902369,"\int \frac{5-3 x+12 x \log (3)}{15 x-3 x^2+\left(-60 x+12 x^2\right) \log (3)+5 x \log (2 x)} \, dx","Int[(5 - 3*x + 12*x*Log[3])/(15*x - 3*x^2 + (-60*x + 12*x^2)*Log[3] + 5*x*Log[2*x]),x]","\int \frac{5-3 x+12 x \log (3)}{15 x-3 x^2+\left(-60 x+12 x^2\right) \log (3)+5 x \log (2 x)} \, dx","\log \left(x+\frac{5 \log (2 x)}{12 \log (3)-3}-5\right)",1,"-3*(1 - Log[81])*Defer[Int][(3*(-5 + x)*(-1 + Log[81]) + 5*Log[2*x])^(-1), x] + 5*Defer[Int][1/(x*(3*(-5 + x)*(-1 + Log[81]) + 5*Log[2*x])), x]","F",0,0,0,0,-1,"{}"
2733,0,0,0,0.3919059,"\int \frac{24+2 x-2 x^2-7 x \log \left(\frac{81 x^2}{2}\right)}{\left(16 x-8 x^2+x^3\right) \log ^2\left(\frac{81 x^2}{2}\right)} \, dx","Int[(24 + 2*x - 2*x^2 - 7*x*Log[(81*x^2)/2])/((16*x - 8*x^2 + x^3)*Log[(81*x^2)/2]^2),x]","\int \frac{24+2 x-2 x^2-7 x \log \left(\frac{81 x^2}{2}\right)}{\left(16 x-8 x^2+x^3\right) \log ^2\left(\frac{81 x^2}{2}\right)} \, dx","\frac{x+3}{(x-4) \log \left(\frac{81 x^2}{2}\right)}",1,"-2*Defer[Int][(3 + x)/((-4 + x)*x*Log[(81*x^2)/2]^2), x] - 7*Defer[Int][1/((-4 + x)^2*Log[(81*x^2)/2]), x]","F",0,0,0,0,-1,"{}"
2734,1,35,0,0.0766628,"\int \frac{76+106 x+102 x^2+81 x^3+36 x^4+6 x^5+\left(-8-12 x-6 x^2-x^3\right) \log (4)}{32+48 x+24 x^2+4 x^3} \, dx","Int[(76 + 106*x + 102*x^2 + 81*x^3 + 36*x^4 + 6*x^5 + (-8 - 12*x - 6*x^2 - x^3)*Log[4])/(32 + 48*x + 24*x^2 + 4*x^3),x]","\frac{x^3}{2}+\frac{1}{2 (x+2)}-\frac{1}{(x+2)^2}+\frac{1}{4} x (9-\log (4))","x-\frac{1}{4} x \left(-2 x^2-\frac{2}{(x+2)^2}-5+\log (4)\right)",1,"x^3/2 - (2 + x)^(-2) + 1/(2*(2 + x)) + (x*(9 - Log[4]))/4","A",2,1,61,0.01639,1,"{2074}"
2735,0,0,0,37.3051746,"\int \frac{400+800 x^2+400 x^4+e^{2 x+2 x \log (4)} \left(-2+2 x+x^2\right)+e^{x+x \log (4)} \left(100-80 x+100 x^2+40 x^3+\left(60+60 x^2\right) \log (4)\right)}{400+800 x^2+400 x^4+e^{2 x+2 x \log (4)} \left(1+2 x+x^2\right)+e^{x+x \log (4)} \left(40+40 x+40 x^2+40 x^3\right)} \, dx","Int[(400 + 800*x^2 + 400*x^4 + E^(2*x + 2*x*Log[4])*(-2 + 2*x + x^2) + E^(x + x*Log[4])*(100 - 80*x + 100*x^2 + 40*x^3 + (60 + 60*x^2)*Log[4]))/(400 + 800*x^2 + 400*x^4 + E^(2*x + 2*x*Log[4])*(1 + 2*x + x^2) + E^(x + x*Log[4])*(40 + 40*x + 40*x^2 + 40*x^3)),x]","\int \frac{400+800 x^2+400 x^4+e^{2 x+2 x \log (4)} \left(-2+2 x+x^2\right)+e^{x+x \log (4)} \left(100-80 x+100 x^2+40 x^3+\left(60+60 x^2\right) \log (4)\right)}{400+800 x^2+400 x^4+e^{2 x+2 x \log (4)} \left(1+2 x+x^2\right)+e^{x+x \log (4)} \left(40+40 x+40 x^2+40 x^3\right)} \, dx","\frac{3}{20 \left(x^2+1\right) e^{x (-\log (4))-x}+x+1}+x+3",1,"x - (1 + x)^(-1) - 2*Log[1 + x] + 5200*Defer[Int][(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^(-2), x] + 2*Defer[Int][E^(2*x*(1 + Log[4]))/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 4*Defer[Int][E^(x*(2 + Log[16]))/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 160*Defer[Int][(4*E)^x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 40*(1 + Log[64])*Defer[Int][(4*E)^x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 80*(4 + Log[64])*Defer[Int][(4*E)^x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 60*(9 + Log[64])*Defer[Int][(4*E)^x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 3200*Defer[Int][x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 2*Defer[Int][(E^(x*(2 + Log[16]))*x)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 120*Defer[Int][((4*E)^x*x)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 40*(4 + Log[64])*Defer[Int][((4*E)^x*x)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 40*(9 + Log[64])*Defer[Int][((4*E)^x*x)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 2800*Defer[Int][x^2/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 80*Defer[Int][((4*E)^x*x^2)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 20*(9 + Log[64])*Defer[Int][((4*E)^x*x^2)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] - 800*Defer[Int][x^3/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 40*Defer[Int][((4*E)^x*x^3)/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 800*Defer[Int][x^4/(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2, x] + 1600*Defer[Int][1/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 4*Defer[Int][E^(2*x*(1 + Log[4]))/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 4*Defer[Int][E^(x*(2 + Log[16]))/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 40*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 120*(1 + Log[4])*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 40*(1 + Log[64])*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 40*(4 + Log[64])*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 20*(5 + Log[64])*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 20*(9 + Log[64])*Defer[Int][(4*E)^x/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 6400*Defer[Int][1/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 6*Defer[Int][E^(2*x*(1 + Log[4]))/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 6*Defer[Int][E^(x*(2 + Log[16]))/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 200*Defer[Int][(4*E)^x/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 120*(1 + Log[4])*Defer[Int][(4*E)^x/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 80*(1 + Log[64])*Defer[Int][(4*E)^x/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] + 120*(4 + Log[64])*Defer[Int][(4*E)^x/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 80*(9 + Log[64])*Defer[Int][(4*E)^x/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^2), x] - 160*Defer[Int][(20 + (4*E)^x + (4*E)^x*x + 20*x^2)^(-1), x] + 80*Defer[Int][x/(20 + (4*E)^x + (4*E)^x*x + 20*x^2), x] - 40*Defer[Int][x^2/(20 + (4*E)^x + (4*E)^x*x + 20*x^2), x] - 80*Defer[Int][1/((1 + x)^2*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)), x] + 240*Defer[Int][1/((1 + x)*(20 + (4*E)^x + (4*E)^x*x + 20*x^2)), x]","F",0,0,0,0,-1,"{}"
2736,1,29,0,0.930089,"\int \frac{-2+e^x (-1+x)+2 x+\left(-e^x-x\right) \log \left(e^x+x\right)}{8 x-8 x^2+2 x^3+e^x \left(8-8 x+2 x^2\right)} \, dx","Int[(-2 + E^x*(-1 + x) + 2*x + (-E^x - x)*Log[E^x + x])/(8*x - 8*x^2 + 2*x^3 + E^x*(8 - 8*x + 2*x^2)),x]","\frac{1}{2 (2-x)}-\frac{\log \left(x+e^x\right)}{2 (2-x)}","-\frac{1-\log \left(x+e^x\right)}{2 x-4}+5+\log (\log (50))",1,"1/(2*(2 - x)) - Log[E^x + x]/(2*(2 - x))","A",15,5,59,0.08475,1,"{6688, 12, 6742, 43, 2551}"
2737,0,0,0,16.2209511,"\int \frac{-48 x^2+12 x^3+\left(16+28 x-8 x^2+(16-4 x) \log (x)\right) \log (\log (2))+\left(4 x^2+3 x^3+\left(-4 x-3 x^2+(-4-3 x) \log (x)\right) \log (\log (2))\right) \log \left(\frac{x^3+\left(-x^2-x \log (x)\right) \log (\log (2))}{\log (\log (2))}\right)}{\left(1024 x^2-1280 x^3+640 x^4-160 x^5+20 x^6-x^7+\left(-1024 x+1280 x^2-640 x^3+160 x^4-20 x^5+x^6+\left(-1024+1280 x-640 x^2+160 x^3-20 x^4+x^5\right) \log (x)\right) \log (\log (2))\right) \log ^5\left(\frac{x^3+\left(-x^2-x \log (x)\right) \log (\log (2))}{\log (\log (2))}\right)} \, dx","Int[(-48*x^2 + 12*x^3 + (16 + 28*x - 8*x^2 + (16 - 4*x)*Log[x])*Log[Log[2]] + (4*x^2 + 3*x^3 + (-4*x - 3*x^2 + (-4 - 3*x)*Log[x])*Log[Log[2]])*Log[(x^3 + (-x^2 - x*Log[x])*Log[Log[2]])/Log[Log[2]]])/((1024*x^2 - 1280*x^3 + 640*x^4 - 160*x^5 + 20*x^6 - x^7 + (-1024*x + 1280*x^2 - 640*x^3 + 160*x^4 - 20*x^5 + x^6 + (-1024 + 1280*x - 640*x^2 + 160*x^3 - 20*x^4 + x^5)*Log[x])*Log[Log[2]])*Log[(x^3 + (-x^2 - x*Log[x])*Log[Log[2]])/Log[Log[2]]]^5),x]","\int \frac{-48 x^2+12 x^3+\left(16+28 x-8 x^2+(16-4 x) \log (x)\right) \log (\log (2))+\left(4 x^2+3 x^3+\left(-4 x-3 x^2+(-4-3 x) \log (x)\right) \log (\log (2))\right) \log \left(\frac{x^3+\left(-x^2-x \log (x)\right) \log (\log (2))}{\log (\log (2))}\right)}{\left(1024 x^2-1280 x^3+640 x^4-160 x^5+20 x^6-x^7+\left(-1024 x+1280 x^2-640 x^3+160 x^4-20 x^5+x^6+\left(-1024+1280 x-640 x^2+160 x^3-20 x^4+x^5\right) \log (x)\right) \log (\log (2))\right) \log ^5\left(\frac{x^3+\left(-x^2-x \log (x)\right) \log (\log (2))}{\log (\log (2))}\right)} \, dx","\frac{x}{(x-4)^4 \log ^4\left(x \left(\frac{x^2}{\log (\log (2))}-x-\log (x)\right)\right)}",1,"768*Defer[Int][1/((4 - x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 128*Log[Log[2]]*Defer[Int][1/((4 - x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 64*(6 + Log[Log[2]])*Defer[Int][1/((4 - x)^4*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 144*Defer[Int][1/((4 - x)^3*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 128*(6 + Log[Log[2]])*Defer[Int][1/((-4 + x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 8*(6 + Log[Log[2]])*Defer[Int][1/((-4 + x)^3*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 16*Log[Log[2]]*Defer[Int][Log[x]/((4 - x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 4*Log[Log[2]]*Defer[Int][Log[x]/((4 - x)^4*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 16*Log[Log[2]]*Defer[Int][Log[x]/((-4 + x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 576*Defer[Int][1/((4 - x)^4*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 28*Log[Log[2]]*Defer[Int][1/((4 - x)^4*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 12*Defer[Int][1/((4 - x)^2*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^5), x] + 192*Defer[Int][1/((4 - x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 16*(4 - 3*Log[Log[2]])*Defer[Int][1/((4 - x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 4*Log[Log[2]]*Defer[Int][1/((4 - x)^4*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 36*Defer[Int][1/((4 - x)^3*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + (4 - 3*Log[Log[2]])*Defer[Int][1/((4 - x)^3*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 16*Log[Log[2]]*Defer[Int][1/((-4 + x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 3*Log[Log[2]]*Defer[Int][Log[x]/((4 - x)^4*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 16*Log[Log[2]]*Defer[Int][Log[x]/((-4 + x)^5*(x^2 - x*Log[Log[2]] - Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 144*Defer[Int][1/((4 - x)^4*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 8*(4 - 3*Log[Log[2]])*Defer[Int][1/((4 - x)^4*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x] + 3*Defer[Int][1/((4 - x)^2*(-x^2 + x*Log[Log[2]] + Log[x]*Log[Log[2]])*Log[-(x*Log[x]) + x^2*(-1 + x/Log[Log[2]])]^4), x]","F",0,0,0,0,-1,"{}"
2738,1,50,0,0.2944706,"\int \frac{150+e^x (75-5 x)-12 x+\left(-3-e^x\right) \log \left(3+e^x\right)}{12+4 e^x} \, dx","Int[(150 + E^x*(75 - 5*x) - 12*x + (-3 - E^x)*Log[3 + E^x])/(12 + 4*E^x),x]","-\frac{5 x^2}{8}+\frac{1}{8} (25-x)^2+\frac{75 x}{4}+\frac{1}{4} (25-x) \log \left(\frac{e^x}{3}+1\right)-\frac{1}{4} x \log (3)","\left(\frac{5-x}{4}+5\right) \left(2 x+\log \left(e^x+3\right)\right)",1,"(25 - x)^2/8 + (75*x)/4 - (5*x^2)/8 - (x*Log[3])/4 + ((25 - x)*Log[1 + E^x/3])/4","B",11,8,38,0.2105,1,"{6741, 12, 6742, 2184, 2190, 2279, 2391, 2392}"
2739,0,0,0,0.5900894,"\int \frac{\left(-28-8 x+8 x^2\right) \log (16)+\left(-7-4 x+6 x^2\right) \log (16) \log \left(x^4\right)}{\left(49 x^2+28 x^3-24 x^4-8 x^5+4 x^6\right) \log ^2\left(x^4\right)} \, dx","Int[((-28 - 8*x + 8*x^2)*Log[16] + (-7 - 4*x + 6*x^2)*Log[16]*Log[x^4])/((49*x^2 + 28*x^3 - 24*x^4 - 8*x^5 + 4*x^6)*Log[x^4]^2),x]","\int \frac{\left(-28-8 x+8 x^2\right) \log (16)+\left(-7-4 x+6 x^2\right) \log (16) \log \left(x^4\right)}{\left(49 x^2+28 x^3-24 x^4-8 x^5+4 x^6\right) \log ^2\left(x^4\right)} \, dx","\frac{\log (16)}{x \left(2 \left(-x^2+x+4\right)-1\right) \log \left(x^4\right)}",1,"4*Log[16]*Defer[Int][1/(x^2*(-7 - 2*x + 2*x^2)*Log[x^4]^2), x] + Log[16]*Defer[Int][(-7 - 4*x + 6*x^2)/(x^2*(-7 - 2*x + 2*x^2)^2*Log[x^4]), x]","F",0,0,0,0,-1,"{}"
2740,1,127,0,0.6841576,"\int \frac{-225 x^5+162 x^6+e^{3 x} \left(12 x-12 x^2-108 x^5\right)+e^x \left(-68 x^3+68 x^4-36 x^5\right)+e^{2 x} \left(60 x^2-78 x^3+36 x^4-306 x^5-288 x^6+324 x^7\right)+e^{4 x} \left(-4+4 x-18 x^3+72 x^4+162 x^6+324 x^7\right)}{81 x^5} \, dx","Int[(-225*x^5 + 162*x^6 + E^(3*x)*(12*x - 12*x^2 - 108*x^5) + E^x*(-68*x^3 + 68*x^4 - 36*x^5) + E^(2*x)*(60*x^2 - 78*x^3 + 36*x^4 - 306*x^5 - 288*x^6 + 324*x^7) + E^(4*x)*(-4 + 4*x - 18*x^3 + 72*x^4 + 162*x^6 + 324*x^7))/(81*x^5),x]","\frac{e^{4 x}}{81 x^4}-\frac{4 e^{3 x}}{81 x^3}+2 e^{2 x} x^2+e^{4 x} x^2-\frac{10 e^{2 x}}{27 x^2}+\frac{1}{324} (25-18 x)^2-\frac{4 e^x}{9}-\frac{4 e^{3 x}}{9}-\frac{34}{9} e^{2 x} x+\frac{68 e^x}{81 x}+\frac{2 e^{2 x}}{9 x}+\frac{2 e^{4 x}}{9 x}","\left(\frac{\left(x-e^x\right)^2}{9 x^2}+e^{2 x} x+x-2\right)^2+x+3",1,"(-4*E^x)/9 - (4*E^(3*x))/9 + (25 - 18*x)^2/324 + E^(4*x)/(81*x^4) - (4*E^(3*x))/(81*x^3) - (10*E^(2*x))/(27*x^2) + (68*E^x)/(81*x) + (2*E^(2*x))/(9*x) + (2*E^(4*x))/(9*x) - (34*E^(2*x)*x)/9 + 2*E^(2*x)*x^2 + E^(4*x)*x^2","B",52,7,126,0.05556,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
2741,1,10,0,0.004287,"\int \left(-4 x^3+4 e x^3\right) \, dx","Int[-4*x^3 + 4*E*x^3,x]","-\left((1-e) x^4\right)","\log (3)-x^3 (x-e x)",1,"-((1 - E)*x^4)","A",3,3,12,0.2500,1,"{6, 12, 30}"
2742,0,0,0,0.4213118,"\int \frac{32+2 e^{10}+512 x^3+128 x^4+128 x^8+e^5 \left(-16-32 x^4\right)}{64-64 x+16 x^2+e^{10} x^2-128 x^5+64 x^6+64 x^{10}+e^5 \left(16 x-8 x^2-16 x^6\right)} \, dx","Int[(32 + 2*E^10 + 512*x^3 + 128*x^4 + 128*x^8 + E^5*(-16 - 32*x^4))/(64 - 64*x + 16*x^2 + E^10*x^2 - 128*x^5 + 64*x^6 + 64*x^10 + E^5*(16*x - 8*x^2 - 16*x^6)),x]","\int \frac{32+2 e^{10}+512 x^3+128 x^4+128 x^8+e^5 \left(-16-32 x^4\right)}{64-64 x+16 x^2+e^{10} x^2-128 x^5+64 x^6+64 x^{10}+e^5 \left(16 x-8 x^2-16 x^6\right)} \, dx","e^2-\frac{2}{x-\frac{4}{4 x^4-\frac{e^5}{2}+2}}",1,"(2*(4 - E^5))/(5*(8 - (4 - E^5)*x - 8*x^5)) + (8*(4 - E^5)^2*Defer[Int][(8 - 4*(1 - E^5/4)*x - 8*x^5)^(-2), x])/5 + 640*Defer[Int][x^3/(8 - 4*(1 - E^5/4)*x - 8*x^5)^2, x] + 16*Defer[Int][x^3/(-8 + 4*(1 - E^5/4)*x + 8*x^5), x]","F",0,0,0,0,-1,"{}"
2743,1,4,0,0.0006679,"\int \frac{3}{x} \, dx","Int[3/x,x]","3 \log (x)","\log \left(x^3\right)",1,"3*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
2744,1,56,0,0.1668717,"\int \frac{e^{-\frac{5}{-3+e^2}} \left(-48 x^2-4 \log (3)+e^{\frac{5}{-3+e^2}} \left(-16 x^6-8 x^4 \log (3)-x^2 \log ^2(3)\right)\right)}{16 x^6+8 x^4 \log (3)+x^2 \log ^2(3)} \, dx","Int[(-48*x^2 - 4*Log[3] + E^(5/(-3 + E^2))*(-16*x^6 - 8*x^4*Log[3] - x^2*Log[3]^2))/(E^(5/(-3 + E^2))*(16*x^6 + 8*x^4*Log[3] + x^2*Log[3]^2)),x]","-\frac{64 e^{\frac{5}{3-e^2}} x}{\log (3) \left(16 x^2+\log (81)\right)}-x+\frac{4 e^{\frac{5}{3-e^2}}}{x \log (3)}","\frac{e^{\frac{5}{3-e^2}}}{x \left(x^2+\frac{\log (3)}{4}\right)}-x",1,"-x + (4*E^(5/(3 - E^2)))/(x*Log[3]) - (64*E^(5/(3 - E^2))*x)/(Log[3]*(16*x^2 + Log[81]))","A",7,6,79,0.07595,1,"{12, 1594, 28, 1805, 1253, 14}"
2745,1,16,0,0.0094055,"\int \left(1+(-x-2 x \log (x)) \log \left(\frac{\log (2)}{3}\right)\right) \, dx","Int[1 + (-x - 2*x*Log[x])*Log[Log[2]/3],x]","x-x^2 \log \left(\frac{\log (2)}{3}\right) \log (x)","x^2 \log \left(\frac{\log (2)}{3}\right) (-\log (x))+x-1",1,"x - x^2*Log[x]*Log[Log[2]/3]","A",3,1,19,0.05263,1,"{2304}"
2746,1,30,0,1.489041,"\int \frac{-2 e^{e^2}+e^{\frac{1}{2} e^{-e^2} \left(2 e^{e^2} x+3 x^2+x^3\right)} \left(2 e^{e^2}+6 x+3 x^2\right)}{16 e^{e^2+\frac{1}{2} e^{-e^2} \left(2 e^{e^2} x+3 x^2+x^3\right)}+e^{e^2} (-16-16 x)+\left(2 e^{e^2+\frac{1}{2} e^{-e^2} \left(2 e^{e^2} x+3 x^2+x^3\right)}+e^{e^2} (-2-2 x)\right) \log \left(1-e^{\frac{1}{2} e^{-e^2} \left(2 e^{e^2} x+3 x^2+x^3\right)}+x\right)} \, dx","Int[(-2*E^E^2 + E^((2*E^E^2*x + 3*x^2 + x^3)/(2*E^E^2))*(2*E^E^2 + 6*x + 3*x^2))/(16*E^(E^2 + (2*E^E^2*x + 3*x^2 + x^3)/(2*E^E^2)) + E^E^2*(-16 - 16*x) + (2*E^(E^2 + (2*E^E^2*x + 3*x^2 + x^3)/(2*E^E^2)) + E^E^2*(-2 - 2*x))*Log[1 - E^((2*E^E^2*x + 3*x^2 + x^3)/(2*E^E^2)) + x]),x]","\log \left(\log \left(-e^{\frac{1}{2} e^{-e^2} (x+3) x^2+x}+x+1\right)+8\right)","\log \left(\log \left(-e^{\frac{1}{2} e^{-e^2} (x+3) x^2+x}+x+1\right)+8\right)",1,"Log[8 + Log[1 - E^(x + (x^2*(3 + x))/(2*E^E^2)) + x]]","A",3,3,191,0.01571,1,"{6688, 12, 6684}"
2747,1,83,0,0.1189906,"\int \left(-1+50 e^{2 x}+50 x-150 x^2+100 x^3+e^x \left(50-50 x-50 x^2\right)+e^{\frac{2 e^{2+x}}{5}} \left(50 x+10 e^{2+x} x^2\right)+e^{\frac{e^{2+x}}{5}} \left(100 x-150 x^2+e^x (50+50 x)+e^{2+x} \left(10 e^x x+10 x^2-10 x^3\right)\right)\right) \, dx","Int[-1 + 50*E^(2*x) + 50*x - 150*x^2 + 100*x^3 + E^x*(50 - 50*x - 50*x^2) + E^((2*E^(2 + x))/5)*(50*x + 10*E^(2 + x)*x^2) + E^(E^(2 + x)/5)*(100*x - 150*x^2 + E^x*(50 + 50*x) + E^(2 + x)*(10*E^x*x + 10*x^2 - 10*x^3)),x]","25 x^4-50 x^3+25 e^{\frac{2 e^{x+2}}{5}} x^2-50 e^x x^2+25 x^2+50 e^{\frac{e^{x+2}}{5}} \left(-x^3+x^2+e^x x\right)+50 e^x x-x+25 e^{2 x}","\left(5 \left(-x^2+e^{\frac{e^{x+2}}{5}} x+x\right)+5 e^x\right)^2-x",1,"25*E^(2*x) - x + 50*E^x*x + 25*x^2 + 25*E^((2*E^(2 + x))/5)*x^2 - 50*E^x*x^2 - 50*x^3 + 25*x^4 + 50*E^(E^(2 + x)/5)*(E^x*x + x^2 - x^3)","B",12,4,115,0.03478,1,"{2194, 2196, 2176, 2288}"
2748,0,0,0,10.4326534,"\int \frac{\exp \left(e^{-x^2} \left(e^{x^2} (-5+x)-3 x\right)-x-x^2\right) \left(12 x-12 x^2-24 x^3+24 x^4+e^x \left(3 x^2-3 x^3-6 x^4+6 x^5\right)+e^{x^2} \left(4-12 x+e^x \left(-3 x^2+x^3\right)\right)\right)}{-x^2+3 x^3-3 x^4+x^5} \, dx","Int[(E^((E^x^2*(-5 + x) - 3*x)/E^x^2 - x - x^2)*(12*x - 12*x^2 - 24*x^3 + 24*x^4 + E^x*(3*x^2 - 3*x^3 - 6*x^4 + 6*x^5) + E^x^2*(4 - 12*x + E^x*(-3*x^2 + x^3))))/(-x^2 + 3*x^3 - 3*x^4 + x^5),x]","\int \frac{\exp \left(e^{-x^2} \left(e^{x^2} (-5+x)-3 x\right)-x-x^2\right) \left(12 x-12 x^2-24 x^3+24 x^4+e^x \left(3 x^2-3 x^3-6 x^4+6 x^5\right)+e^{x^2} \left(4-12 x+e^x \left(-3 x^2+x^3\right)\right)\right)}{-x^2+3 x^3-3 x^4+x^5} \, dx","\frac{e^{-3 e^{-x^2} x+x-5} \left(x+4 e^{-x}\right)}{(x-1)^2 x}",1,"6*Defer[Int][E^(-5 + x - (3*x)/E^x^2 - x^2), x] - 8*Defer[Int][E^(-5 - (3*x)/E^x^2)/(-1 + x)^3, x] - 2*Defer[Int][E^(-5 + x - (3*x)/E^x^2)/(-1 + x)^3, x] + 4*Defer[Int][E^(-5 - (3*x)/E^x^2)/(-1 + x)^2, x] + Defer[Int][E^(-5 + x - (3*x)/E^x^2)/(-1 + x)^2, x] + 12*Defer[Int][E^(-5 - (3*x)/E^x^2 - x^2)/(-1 + x)^2, x] + 3*Defer[Int][E^(-5 + x - (3*x)/E^x^2 - x^2)/(-1 + x)^2, x] + 36*Defer[Int][E^(-5 - (3*x)/E^x^2 - x^2)/(-1 + x), x] + 12*Defer[Int][E^(-5 + x - (3*x)/E^x^2 - x^2)/(-1 + x), x] - 4*Defer[Int][E^(-5 - (3*x)/E^x^2)/x^2, x] - 12*Defer[Int][E^(-5 - (3*x)/E^x^2 - x^2)/x, x]","F",0,0,0,0,-1,"{}"
2749,0,0,0,3.1919732,"\int \frac{-4 x+8 e^{8-2 x} x+\left(-8+e^{8-2 x}+x\right) \log \left(64+e^{16-4 x}-16 x+x^2+e^{8-2 x} (-16+2 x)\right)}{\left(-8+e^{8-2 x}+x\right) \log ^3\left(64+e^{16-4 x}-16 x+x^2+e^{8-2 x} (-16+2 x)\right)} \, dx","Int[(-4*x + 8*E^(8 - 2*x)*x + (-8 + E^(8 - 2*x) + x)*Log[64 + E^(16 - 4*x) - 16*x + x^2 + E^(8 - 2*x)*(-16 + 2*x)])/((-8 + E^(8 - 2*x) + x)*Log[64 + E^(16 - 4*x) - 16*x + x^2 + E^(8 - 2*x)*(-16 + 2*x)]^3),x]","\int \frac{-4 x+8 e^{8-2 x} x+\left(-8+e^{8-2 x}+x\right) \log \left(64+e^{16-4 x}-16 x+x^2+e^{8-2 x} (-16+2 x)\right)}{\left(-8+e^{8-2 x}+x\right) \log ^3\left(64+e^{16-4 x}-16 x+x^2+e^{8-2 x} (-16+2 x)\right)} \, dx","\frac{\log \left(e^x\right)}{\log ^2\left(\left(x+e^{8-2 x}-8\right)^2\right)}",1,"-4*Defer[Int][Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^(-3), x] - 32*Defer[Int][1/((-8 + x)*Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^3), x] + 4*E^8*Defer[Int][1/((E^8 - 8*E^(2*x) + E^(2*x)*x)*Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^3), x] + 32*E^8*Defer[Int][1/((-8 + x)*(E^8 - 8*E^(2*x) + E^(2*x)*x)*Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^3), x] + 8*E^8*Defer[Int][x/((E^8 - 8*E^(2*x) + E^(2*x)*x)*Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^3), x] + Defer[Int][Log[(E^8 + E^(2*x)*(-8 + x))^2/E^(4*x)]^(-2), x]","F",0,0,0,0,-1,"{}"
2750,1,9,0,0.0036209,"\int -\frac{3}{3 x+x^2} \, dx","Int[-3/(3*x + x^2),x]","\log (x+3)-\log (x)","\log (\log (3))-\log \left(\frac{x^2}{x-\frac{1}{4} (1-x) x}\right)",1,"-Log[x] + Log[3 + x]","A",2,2,11,0.1818,1,"{12, 615}"
2751,0,0,0,1.9281109,"\int \frac{2-5 x+4 x^2-x^3+\left(-x+4 x^2-2 x^3\right) \log (4)-x^3 \log ^2(4)+(x+x \log (4)) \log (x)}{20 x-60 x^2+65 x^3-30 x^4+5 x^5+\left(-20 x^2+50 x^3-40 x^4+10 x^5\right) \log (4)+\left(5 x^3-10 x^4+5 x^5\right) \log ^2(4)+\left(20 x-30 x^2+10 x^3+\left(-10 x^2+10 x^3\right) \log (4)\right) \log (x)+5 x \log ^2(x)} \, dx","Int[(2 - 5*x + 4*x^2 - x^3 + (-x + 4*x^2 - 2*x^3)*Log[4] - x^3*Log[4]^2 + (x + x*Log[4])*Log[x])/(20*x - 60*x^2 + 65*x^3 - 30*x^4 + 5*x^5 + (-20*x^2 + 50*x^3 - 40*x^4 + 10*x^5)*Log[4] + (5*x^3 - 10*x^4 + 5*x^5)*Log[4]^2 + (20*x - 30*x^2 + 10*x^3 + (-10*x^2 + 10*x^3)*Log[4])*Log[x] + 5*x*Log[x]^2),x]","\int \frac{2-5 x+4 x^2-x^3+\left(-x+4 x^2-2 x^3\right) \log (4)-x^3 \log ^2(4)+(x+x \log (4)) \log (x)}{20 x-60 x^2+65 x^3-30 x^4+5 x^5+\left(-20 x^2+50 x^3-40 x^4+10 x^5\right) \log (4)+\left(5 x^3-10 x^4+5 x^5\right) \log ^2(4)+\left(20 x-30 x^2+10 x^3+\left(-10 x^2+10 x^3\right) \log (4)\right) \log (x)+5 x \log ^2(x)} \, dx","\frac{x}{5 \left(x^2-x+\frac{\log (x)}{\frac{x-2}{x}+\log (4)}\right)}",1,"-1/5*((7 + Log[64])*Defer[Int][((-1 + x)*(-2 + x + x*Log[4]) + Log[x])^(-2), x]) + (2*Defer[Int][1/(x*((-1 + x)*(-2 + x + x*Log[4]) + Log[x])^2), x])/5 + ((1 + Log[4])*(7 + Log[4])*Defer[Int][x/((-1 + x)*(-2 + x + x*Log[4]) + Log[x])^2, x])/5 - (2*(1 + Log[4])^2*Defer[Int][x^2/((-1 + x)*(-2 + x + x*Log[4]) + Log[x])^2, x])/5 + ((1 + Log[4])*Defer[Int][((-1 + x)*(-2 + x + x*Log[4]) + Log[x])^(-1), x])/5","F",0,0,0,0,-1,"{}"
2752,1,35,0,1.479108,"\int \frac{\exp \left(-2+\frac{-27-135 e^2+\frac{1}{3} e^x \left(1+5 e^2\right) x}{e^2 x^2}\right) \left(54+270 e^2+\frac{1}{3} e^x x \left(-1+x+e^2 (-5+5 x)\right)\right)}{x^3} \, dx","Int[(E^(-2 + (-27 - 135*E^2 + (E^x*(1 + 5*E^2)*x)/3)/(E^2*x^2))*(54 + 270*E^2 + (E^x*x*(-1 + x + E^2*(-5 + 5*x)))/3))/x^3,x]","\exp \left(-\frac{81 \left(1+5 e^2\right)-\left(1+5 e^2\right) e^x x}{3 e^2 x^2}\right)","e^{\frac{\left(5+\frac{1}{e^2}\right) \left(\frac{e^x x}{3}-27\right)}{x^2}}",1,"E^(-1/3*(81*(1 + 5*E^2) - E^x*(1 + 5*E^2)*x)/(E^2*x^2))","A",1,1,64,0.01562,1,"{6706}"
2753,1,19,0,0.0659359,"\int \frac{-21+63 x-63 x^2+19 x^3+\left(2-6 x+6 x^2-2 x^3\right) \log (9)}{-x^3+3 x^4-3 x^5+x^6} \, dx","Int[(-21 + 63*x - 63*x^2 + 19*x^3 + (2 - 6*x + 6*x^2 - 2*x^3)*Log[9])/(-x^3 + 3*x^4 - 3*x^5 + x^6),x]","\frac{1}{(x-1)^2}-\frac{21-\log (81)}{2 x^2}","\frac{\frac{x^2}{(1-x)^2}-\frac{21}{2}+\log (9)}{x^2}",1,"(-1 + x)^(-2) - (21 - Log[81])/(2*x^2)","A",2,1,55,0.01818,1,"{2074}"
2754,1,4,0,0.0008109,"\int -\frac{6}{x} \, dx","Int[-6/x,x]","-6 \log (x)","5 \left(\frac{1}{5} \left(\frac{4}{5}-6 \log (x)\right)-9\right)",1,"-6*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
2755,1,21,0,0.0466006,"\int \left(1+e^{4+3 x+16 x^2+16 x^4} \left(-3-32 x-64 x^3\right)\right) \, dx","Int[1 + E^(4 + 3*x + 16*x^2 + 16*x^4)*(-3 - 32*x - 64*x^3),x]","x-e^{16 x^4+16 x^2+3 x+4}","-e^{\left(4 x^2+2\right)^2+3 x}+x-e+5",1,"-E^(4 + 3*x + 16*x^2 + 16*x^4) + x","A",2,1,30,0.03333,1,"{6706}"
2756,0,0,0,0.229547,"\int \frac{18+2 x+18 \log \left(\frac{5}{x}\right)+\left(162-126 x-34 x^2-2 x^3\right) \log ^2\left(\frac{5}{x}\right)}{\left(81+18 x+x^2\right) \log ^2\left(\frac{5}{x}\right)} \, dx","Int[(18 + 2*x + 18*Log[5/x] + (162 - 126*x - 34*x^2 - 2*x^3)*Log[5/x]^2)/((81 + 18*x + x^2)*Log[5/x]^2),x]","\int \frac{18+2 x+18 \log \left(\frac{5}{x}\right)+\left(162-126 x-34 x^2-2 x^3\right) \log ^2\left(\frac{5}{x}\right)}{\left(81+18 x+x^2\right) \log ^2\left(\frac{5}{x}\right)} \, dx","\frac{2 x}{(x+9) \log \left(\frac{5}{x}\right)}-(x-2) x",1,"-(1 - x)^2 + 2*Defer[Int][1/((9 + x)*Log[5/x]^2), x] + 18*Defer[Int][1/((9 + x)^2*Log[5/x]), x]","F",0,0,0,0,-1,"{}"
2757,1,35,0,0.1032209,"\int \frac{\log (5)+e^{7 x} \left(-2+14 x+21 x^2\right) \log (5)}{16 x^2} \, dx","Int[(Log[5] + E^(7*x)*(-2 + 14*x + 21*x^2)*Log[5])/(16*x^2),x]","\frac{3}{16} e^{7 x} \log (5)+\frac{e^{7 x} \log (5)}{8 x}-\frac{\log (5)}{16 x}","\frac{\left(x+e^{7 x} (3 x+2)-1\right) \log (5)}{16 x}",1,"(3*E^(7*x)*Log[5])/16 - Log[5]/(16*x) + (E^(7*x)*Log[5])/(8*x)","A",9,6,28,0.2143,1,"{12, 14, 2199, 2194, 2177, 2178}"
2758,1,18,0,1.0262916,"\int \frac{e^{\frac{-2+(-14+2 x) \log (\log (x))}{\log (\log (x))}} \left(1+x \log (x) \log ^2(\log (x))\right)}{2 x \log (x) \log ^2(\log (x))} \, dx","Int[(E^((-2 + (-14 + 2*x)*Log[Log[x]])/Log[Log[x]])*(1 + x*Log[x]*Log[Log[x]]^2))/(2*x*Log[x]*Log[Log[x]]^2),x]","\frac{1}{4} e^{-2 \left(-x+\frac{1}{\log (\log (x))}+7\right)}","\frac{1}{4} e^{2 \left(x-\frac{1}{\log (\log (x))}-7\right)}+8",1,"1/(4*E^(2*(7 - x + Log[Log[x]]^(-1))))","A",3,3,46,0.06522,1,"{12, 6688, 6706}"
2759,1,23,0,0.0557202,"\int \frac{-2 x^2+10 x^6+e^{9 x} (-4+9 x)}{5 x^5} \, dx","Int[(-2*x^2 + 10*x^6 + E^(9*x)*(-4 + 9*x))/(5*x^5),x]","\frac{e^{9 x}}{5 x^4}+x^2+\frac{1}{5 x^2}","x \left(\frac{x+\frac{e^{9 x}}{x}}{5 x^4}+x\right)",1,"E^(9*x)/(5*x^4) + 1/(5*x^2) + x^2","A",6,3,29,0.1034,1,"{12, 14, 2197}"
2760,0,0,0,2.6092598,"\int \frac{23-2 x+529 x^2+108 e^{24+3 x} x^2+9 e^{32+4 x} x^2-46 x^3+x^4+e^{8+x} \left(18+18 x+828 x^2-36 x^3\right)+e^{16+2 x} \left(3+6 x+462 x^2-6 x^3\right)}{529 x^2+108 e^{24+3 x} x^2+9 e^{32+4 x} x^2-46 x^3+x^4+e^{8+x} \left(828 x^2-36 x^3\right)+e^{16+2 x} \left(462 x^2-6 x^3\right)} \, dx","Int[(23 - 2*x + 529*x^2 + 108*E^(24 + 3*x)*x^2 + 9*E^(32 + 4*x)*x^2 - 46*x^3 + x^4 + E^(8 + x)*(18 + 18*x + 828*x^2 - 36*x^3) + E^(16 + 2*x)*(3 + 6*x + 462*x^2 - 6*x^3))/(529*x^2 + 108*E^(24 + 3*x)*x^2 + 9*E^(32 + 4*x)*x^2 - 46*x^3 + x^4 + E^(8 + x)*(828*x^2 - 36*x^3) + E^(16 + 2*x)*(462*x^2 - 6*x^3)),x]","\int \frac{23-2 x+529 x^2+108 e^{24+3 x} x^2+9 e^{32+4 x} x^2-46 x^3+x^4+e^{8+x} \left(18+18 x+828 x^2-36 x^3\right)+e^{16+2 x} \left(3+6 x+462 x^2-6 x^3\right)}{529 x^2+108 e^{24+3 x} x^2+9 e^{32+4 x} x^2-46 x^3+x^4+e^{8+x} \left(828 x^2-36 x^3\right)+e^{16+2 x} \left(462 x^2-6 x^3\right)} \, dx","x+\frac{1}{\left(-3 \left(e^{x+8}+3\right)^2+x+4\right) x}",1,"x + 2*Defer[Int][(23 + 18*E^(8 + x) + 3*E^(16 + 2*x) - x)^(-2), x] + Defer[Int][1/((23 + 18*E^(8 + x) + 3*E^(16 + 2*x) - x)*x^2), x] - 47*Defer[Int][1/((23 + 18*E^(8 + x) + 3*E^(16 + 2*x) - x)^2*x), x] - 18*Defer[Int][E^(8 + x)/((23 + 18*E^(8 + x) + 3*E^(16 + 2*x) - x)^2*x), x] + 2*Defer[Int][1/((23 + 18*E^(8 + x) + 3*E^(16 + 2*x) - x)*x), x]","F",0,0,0,0,-1,"{}"
2761,0,0,0,1.5483355,"\int \frac{-6+10 e^{x+\frac{1}{2} (20+11 x)}+e^{x+\frac{1}{2} (20+11 x)} (-10+65 x) \log (x)}{6 x+10 e^{x+\frac{1}{2} (20+11 x)} x \log (x)} \, dx","Int[(-6 + 10*E^(x + (20 + 11*x)/2) + E^(x + (20 + 11*x)/2)*(-10 + 65*x)*Log[x])/(6*x + 10*E^(x + (20 + 11*x)/2)*x*Log[x]),x]","\int \frac{-6+10 e^{x+\frac{1}{2} (20+11 x)}+e^{x+\frac{1}{2} (20+11 x)} (-10+65 x) \log (x)}{6 x+10 e^{x+\frac{1}{2} (20+11 x)} x \log (x)} \, dx","\log \left(\frac{5 e^{4 x+\frac{5 (x+4)}{2}} \log (x)+3}{x}\right)",1,"(13*x)/2 - Log[x] + Log[Log[x]] - 3*Defer[Int][1/(x*Log[x]*(3 + 5*E^(10 + (13*x)/2)*Log[x])), x] - 39*Defer[Subst][Defer[Int][(3 + 5*E^(10 + 13*x)*Log[2*x])^(-1), x], x, x/2]","F",0,0,0,0,-1,"{}"
2762,1,23,0,0.1444811,"\int \frac{-16 x^2+8 x^3+8 x^4+e^2 \left(2+8 x+8 x^2\right)+e \left(-9-4 x-16 x^2-16 x^3\right)}{2 x^2+8 x^3+8 x^4+e^2 \left(2+8 x+8 x^2\right)+e \left(-4 x-16 x^2-16 x^3\right)} \, dx","Int[(-16*x^2 + 8*x^3 + 8*x^4 + E^2*(2 + 8*x + 8*x^2) + E*(-9 - 4*x - 16*x^2 - 16*x^3))/(2*x^2 + 8*x^3 + 8*x^4 + E^2*(2 + 8*x + 8*x^2) + E*(-4*x - 16*x^2 - 16*x^3)),x]","x-\frac{9 x}{2 \left(-2 x^2+(2 e-1) x+e\right)}","x+\frac{3}{2 \left(\frac{1}{x}+2\right) \left(\frac{x}{3}-\frac{e}{3}\right)}+3",1,"x - (9*x)/(2*(E + (-1 + 2*E)*x - 2*x^2))","A",4,4,96,0.04167,1,"{1680, 1814, 21, 8}"
2763,1,17,0,0.0158921,"\int \frac{12 x^2+\left(3+24 x^2\right) \log (3)}{4 x^2} \, dx","Int[(12*x^2 + (3 + 24*x^2)*Log[3])/(4*x^2),x]","3 x (1+\log (9))-\frac{\log (27)}{4 x}","x \left(\frac{\left(x-\left(\frac{3}{4 x^2}-5\right) x\right) \log (3)}{x}+3\right)",1,"3*x*(1 + Log[9]) - Log[27]/(4*x)","A",3,2,23,0.08696,1,"{12, 14}"
2764,0,0,0,2.5452823,"\int \frac{e^{-1/x} \left(e^{\frac{1}{x}+x} \left(-4 x+6 x^2+4 x^3-2 x^4\right)+e^{2 e^{-1/x}+x} \left(-8+8 x-2 x^2+e^{\frac{1}{x}} \left(-4 x^2+4 x^3-x^4\right)\right)+e^{\frac{1}{x}+x} \left(-6 x^2+2 x^3\right) \log \left(\frac{x}{4}\right)\right)}{8 x^2-8 x^3+2 x^4} \, dx","Int[(E^(x^(-1) + x)*(-4*x + 6*x^2 + 4*x^3 - 2*x^4) + E^(2/E^x^(-1) + x)*(-8 + 8*x - 2*x^2 + E^x^(-1)*(-4*x^2 + 4*x^3 - x^4)) + E^(x^(-1) + x)*(-6*x^2 + 2*x^3)*Log[x/4])/(E^x^(-1)*(8*x^2 - 8*x^3 + 2*x^4)),x]","\int \frac{e^{-1/x} \left(e^{\frac{1}{x}+x} \left(-4 x+6 x^2+4 x^3-2 x^4\right)+e^{2 e^{-1/x}+x} \left(-8+8 x-2 x^2+e^{\frac{1}{x}} \left(-4 x^2+4 x^3-x^4\right)\right)+e^{\frac{1}{x}+x} \left(-6 x^2+2 x^3\right) \log \left(\frac{x}{4}\right)\right)}{8 x^2-8 x^3+2 x^4} \, dx","e^x \left(\frac{\log \left(\frac{x}{4}\right)-x}{x-2}-\frac{1}{2} e^{2 e^{-1/x}}\right)",1,"-E^x + (2*E^x)/(2 - x) - (E^x*Log[x/4])/(2 - x) - Defer[Int][E^(2/E^x^(-1) + x), x]/2 - Defer[Int][E^(2/E^x^(-1) - x^(-1) + x)/x^2, x]","F",0,0,0,0,-1,"{}"
2765,1,25,0,0.0739666,"\int \frac{-6+\frac{1}{2} e^{2 x} (1-2 x)+e^x (-1+x)}{x^2} \, dx","Int[(-6 + (E^(2*x)*(1 - 2*x))/2 + E^x*(-1 + x))/x^2,x]","\frac{e^x}{x}-\frac{e^{2 x}}{2 x}+\frac{6}{x}","\frac{-4 x+e^x-\frac{e^{2 x}}{2}+6}{x}",1,"6/x + E^x/x - E^(2*x)/(2*x)","A",4,2,27,0.07407,1,"{14, 2197}"
2766,1,24,0,0.0685739,"\int \frac{20+1000 x+11 x^2+400 x^3+x^4+40 x^5+\left(2000+800 x^2+80 x^4\right) \log (2)}{25+10 x^2+x^4} \, dx","Int[(20 + 1000*x + 11*x^2 + 400*x^3 + x^4 + 40*x^5 + (2000 + 800*x^2 + 80*x^4)*Log[2])/(25 + 10*x^2 + x^4),x]","20 x^2-\frac{x}{x^2+5}+x (1+80 \log (2))","-\frac{x}{x^2+5}+x-20 x (-x-4 \log (2))",1,"20*x^2 - x/(5 + x^2) + x*(1 + 80*Log[2])","A",4,3,51,0.05882,1,"{28, 1814, 1586}"
2767,0,0,0,1.4969173,"\int \frac{\left(\frac{-4+4 x}{x}\right)^{-5 x} \left(-1-4 x+e^{x^2} \left(\frac{-4+4 x}{x}\right)^{5 x} \left(-4 x+4 x^2\right)+\left(5 x-5 x^2\right) \log \left(\frac{-4+4 x}{x}\right)\right)}{-2+2 x} \, dx","Int[(-1 - 4*x + E^x^2*((-4 + 4*x)/x)^(5*x)*(-4*x + 4*x^2) + (5*x - 5*x^2)*Log[(-4 + 4*x)/x])/((-2 + 2*x)*((-4 + 4*x)/x)^(5*x)),x]","\int \frac{\left(\frac{-4+4 x}{x}\right)^{-5 x} \left(-1-4 x+e^{x^2} \left(\frac{-4+4 x}{x}\right)^{5 x} \left(-4 x+4 x^2\right)+\left(5 x-5 x^2\right) \log \left(\frac{-4+4 x}{x}\right)\right)}{-2+2 x} \, dx","e^{x^2}+\frac{1}{2} x \left(5-\frac{x+4}{x}\right)^{-5 x}",1,"E^x^2 - 2*Defer[Int][(4 - 4/x)^(-5*x), x] - (5*Defer[Int][1/((4 - 4/x)^(5*x)*(-1 + x)), x])/2 - (5*Log[4 - 4/x]*Defer[Int][x/(4 - 4/x)^(5*x), x])/2 + (5*Defer[Int][Defer[Int][x/(4 - 4/x)^(5*x), x]/(-1 + x), x])/2 - (5*Defer[Int][Defer[Int][x/(4 - 4/x)^(5*x), x]/x, x])/2","F",0,0,0,0,-1,"{}"
2768,1,3,0,0.0008695,"\int 2 x \, dx","Int[2*x,x]","x^2","x^2+\log (5)",1,"x^2","A",2,2,3,0.6667,1,"{12, 30}"
2769,1,11,0,0.0113429,"\int \frac{-4 x-6 x^2}{5+x^2+x^3} \, dx","Int[(-4*x - 6*x^2)/(5 + x^2 + x^3),x]","-2 \log \left(x^3+x^2+5\right)","2 \log \left(\frac{1}{x^3+x^2+5}\right)",1,"-2*Log[5 + x^2 + x^3]","A",1,1,20,0.05000,1,"{1587}"
2770,0,0,0,0.4175851,"\int \frac{e^x+e^x (-2+x) \log \left(\frac{1}{x}\right)}{x^3 \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(E^x + E^x*(-2 + x)*Log[x^(-1)])/(x^3*Log[x^(-1)]^2),x]","\int \frac{e^x+e^x (-2+x) \log \left(\frac{1}{x}\right)}{x^3 \log ^2\left(\frac{1}{x}\right)} \, dx","\frac{e^x}{x^2 \log \left(\frac{1}{x}\right)}",1,"Defer[Int][E^x/(x^3*Log[x^(-1)]^2), x] - 2*Defer[Int][E^x/(x^3*Log[x^(-1)]), x] + Defer[Int][E^x/(x^2*Log[x^(-1)]), x]","F",0,0,0,0,-1,"{}"
2771,0,0,0,1.7593816,"\int e^{-2 x-e^{-x} \left(x^2-e^x x^2\right)} \left(18 e^{4 x+e^{-x} \left(x^2-e^x x^2\right)}+2 x^2-x^3+e^x \left(-1+x-2 x^2\right)\right) \, dx","Int[E^(-2*x - (x^2 - E^x*x^2)/E^x)*(18*E^(4*x + (x^2 - E^x*x^2)/E^x) + 2*x^2 - x^3 + E^x*(-1 + x - 2*x^2)),x]","\int e^{-2 x-e^{-x} \left(x^2-e^x x^2\right)} \left(18 e^{4 x+e^{-x} \left(x^2-e^x x^2\right)}+2 x^2-x^3+e^x \left(-1+x-2 x^2\right)\right) \, dx","9 e^{2 x}-e^{-\left(\left(e^{-x}-1\right) x^2\right)-x} x",1,"(18*E^(4*x - (1 - E^(-x))*x^2 - (x*(2*E^x + x - E^x*x))/E^x))/(4 - 2*(1 - E^(-x))*x - x^2/E^x - (x*(1 + E^x - E^x*x))/E^x - (2*E^x + x - E^x*x)/E^x + (x*(2*E^x + x - E^x*x))/E^x) - Defer[Int][E^((x*(-E^x - x + E^x*x))/E^x), x] + Defer[Int][E^((x*(-E^x - x + E^x*x))/E^x)*x, x] + 2*Defer[Int][E^((x*(-2*E^x - x + E^x*x))/E^x)*x^2, x] - 2*Defer[Int][E^((x*(-E^x - x + E^x*x))/E^x)*x^2, x] - Defer[Int][E^((x*(-2*E^x - x + E^x*x))/E^x)*x^3, x]","F",0,0,0,0,-1,"{}"
2772,1,32,0,0.0169921,"\int \frac{4 x \log (3)-4 \log (3) \log (9)}{(-4 x+5 x \log (3)) \log (9)} \, dx","Int[(4*x*Log[3] - 4*Log[3]*Log[9])/((-4*x + 5*x*Log[3])*Log[9]),x]","\frac{4 \log (3) \log (x)}{4-\log (243)}-\frac{x \log (81)}{\log (9) (4-\log (243))}","\frac{4 x \left(\frac{\log (x)}{x}-\frac{1}{\log (9)}\right)}{\frac{4}{\log (3)}-5}",1,"-((x*Log[81])/(Log[9]*(4 - Log[243]))) + (4*Log[3]*Log[x])/(4 - Log[243])","A",4,3,28,0.1071,1,"{6, 12, 43}"
2773,1,37,0,0.1062528,"\int \frac{864 x^2-96 x^3-432 x^4+12 x^5+54 x^6}{\left(16-8 x^2+x^4\right) \log (2)} \, dx","Int[(864*x^2 - 96*x^3 - 432*x^4 + 12*x^5 + 54*x^6)/((16 - 8*x^2 + x^4)*Log[2]),x]","\frac{18 x^3}{\log (2)}-\frac{24 x^2}{\left(4-x^2\right) \log (2)}+\frac{6 x^2}{\log (2)}","6 \left(\frac{\left(\frac{x}{x^2-4}+3\right) x^3}{\log (2)}+4\right)",1,"(6*x^2)/Log[2] + (18*x^3)/Log[2] - (24*x^2)/((4 - x^2)*Log[2])","A",8,7,43,0.1628,1,"{12, 28, 1811, 1800, 1804, 1586, 43}"
2774,1,77,0,0.0857309,"\int \frac{16-4 x+x \log (4)+(-32+4 x-x \log (4)) \log (x)}{20 x^3} \, dx","Int[(16 - 4*x + x*Log[4] + (-32 + 4*x - x*Log[4])*Log[x])/(20*x^3),x]","\frac{2}{5 x^2}-\frac{(16-x (4-\log (4)))^2}{640 x^2}+\frac{(32-x (4-\log (4)))^2 \log (x)}{1280 x^2}-\frac{(4-\log (4))^2 \log (x)}{1280}-\frac{4-\log (4)}{20 x}","\frac{\left(-x+\frac{1}{4} x \log (4)+4\right) \log (x)}{5 x^2}+\frac{1}{5}",1,"2/(5*x^2) - (16 - x*(4 - Log[4]))^2/(640*x^2) - (4 - Log[4])/(20*x) + ((32 - x*(4 - Log[4]))^2*Log[x])/(1280*x^2) - ((4 - Log[4])^2*Log[x])/1280","B",9,6,29,0.2069,1,"{6, 12, 14, 37, 2334, 43}"
2775,1,60,0,0.2032108,"\int \frac{e^{e^{-2+x}-e^x-x} \left(1-x+\left(-x+e^{-2+x} x-e^x x\right) \log \left(\frac{e^{-x} x}{2}\right)\right)}{x} \, dx","Int[(E^(E^(-2 + x) - E^x - x)*(1 - x + (-x + E^(-2 + x)*x - E^x*x)*Log[x/(2*E^x)]))/x,x]","\frac{e^{-x+e^{x-2}-e^x} \left(-e^{x-2} x+e^x x+x\right) \log \left(\frac{e^{-x} x}{2}\right)}{\left(-e^{x-2}+e^x+1\right) x}","e^{-x+e^{x-2}-e^x} \log \left(\frac{e^{-x} x}{2}\right)",1,"(E^(E^(-2 + x) - E^x - x)*(x - E^(-2 + x)*x + E^x*x)*Log[x/(2*E^x)])/((1 - E^(-2 + x) + E^x)*x)","B",1,1,54,0.01852,1,"{2288}"
2776,0,0,0,5.9665346,"\int \frac{\left(-4+e^{e^{x^2}} \left(4 x+\left(4 x+8 e^{x^2} x^3\right) \log (x)\right)\right) \log ^3\left(\frac{1}{4} \left(25 \log (x)-25 e^{e^{x^2}} x \log (x)\right)\right)}{-x \log (x)+e^{e^{x^2}} x^2 \log (x)} \, dx","Int[((-4 + E^E^x^2*(4*x + (4*x + 8*E^x^2*x^3)*Log[x]))*Log[(25*Log[x] - 25*E^E^x^2*x*Log[x])/4]^3)/(-(x*Log[x]) + E^E^x^2*x^2*Log[x]),x]","\int \frac{\left(-4+e^{e^{x^2}} \left(4 x+\left(4 x+8 e^{x^2} x^3\right) \log (x)\right)\right) \log ^3\left(\frac{1}{4} \left(25 \log (x)-25 e^{e^{x^2}} x \log (x)\right)\right)}{-x \log (x)+e^{e^{x^2}} x^2 \log (x)} \, dx","\log ^4\left(\frac{5}{4} \left(5-5 e^{e^{x^2}} x\right) \log (x)\right)",1,"4*Defer[Int][Log[(-25*(-1 + E^E^x^2*x)*Log[x])/4]^3/x, x] + 4*Defer[Int][Log[(-25*(-1 + E^E^x^2*x)*Log[x])/4]^3/(x*(-1 + E^E^x^2*x)), x] + 8*Defer[Int][(E^(E^x^2 + x^2)*x^2*Log[(-25*(-1 + E^E^x^2*x)*Log[x])/4]^3)/(-1 + E^E^x^2*x), x] + 4*Defer[Int][Log[(-25*(-1 + E^E^x^2*x)*Log[x])/4]^3/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
2777,0,0,0,0.8184055,"\int \frac{-2 x+x^2+(-24-6 x) \log (2)+\left(-24-2 x+x^2+(-24-6 x) \log (2)\right) \log \left(\frac{4+x}{x}\right)+\left(-24-6 x+(-24-6 x) \log \left(\frac{4+x}{x}\right)\right) \log \left(x+x \log \left(\frac{4+x}{x}\right)\right)}{24+6 x+(24+6 x) \log \left(\frac{4+x}{x}\right)} \, dx","Int[(-2*x + x^2 + (-24 - 6*x)*Log[2] + (-24 - 2*x + x^2 + (-24 - 6*x)*Log[2])*Log[(4 + x)/x] + (-24 - 6*x + (-24 - 6*x)*Log[(4 + x)/x])*Log[x + x*Log[(4 + x)/x]])/(24 + 6*x + (24 + 6*x)*Log[(4 + x)/x]),x]","\int \frac{-2 x+x^2+(-24-6 x) \log (2)+\left(-24-2 x+x^2+(-24-6 x) \log (2)\right) \log \left(\frac{4+x}{x}\right)+\left(-24-6 x+(-24-6 x) \log \left(\frac{4+x}{x}\right)\right) \log \left(x+x \log \left(\frac{4+x}{x}\right)\right)}{24+6 x+(24+6 x) \log \left(\frac{4+x}{x}\right)} \, dx","x \left(\frac{x}{12}-\log \left(x+x \log \left(\frac{x+4}{x}\right)\right)-\log (2)\right)",1,"x^2/12 - (x*(3 + Log[8]))/3 + 4*Defer[Int][1/((4 + x)*(1 + Log[1 + 4/x])), x] - Defer[Int][Log[x + x*Log[(4 + x)/x]], x]","F",0,0,0,0,-1,"{}"
2778,0,0,0,15.6260146,"\int \frac{e^{-2 x} \left(4 e^{2 x} x^4 \log ^2(3)+e^x \left(4 x^3 \log (3)-32 x^2 \log ^2(3)\right) \log (x)+e^x \left(\left(-6 x^2+6 x^3-2 x^4\right) \log (3)+\left(-32 x^2+16 x^3\right) \log ^2(3)\right) \log ^2(x)+\left(4 x^2-64 x \log (3)+e^x \left(-4 x^2+2 x^3\right) \log (3)+256 \log ^2(3)\right) \log ^3(x)+\left(-10 x+2 x^2-2 x^3+\left(80-16 x+32 x^2\right) \log (3)-128 x \log ^2(3)\right) \log ^4(x)+\left(6-2 x+4 x^2-32 x \log (3)\right) \log ^5(x)-2 x \log ^6(x)\right)}{x \log ^2(3)} \, dx","Int[(4*E^(2*x)*x^4*Log[3]^2 + E^x*(4*x^3*Log[3] - 32*x^2*Log[3]^2)*Log[x] + E^x*((-6*x^2 + 6*x^3 - 2*x^4)*Log[3] + (-32*x^2 + 16*x^3)*Log[3]^2)*Log[x]^2 + (4*x^2 - 64*x*Log[3] + E^x*(-4*x^2 + 2*x^3)*Log[3] + 256*Log[3]^2)*Log[x]^3 + (-10*x + 2*x^2 - 2*x^3 + (80 - 16*x + 32*x^2)*Log[3] - 128*x*Log[3]^2)*Log[x]^4 + (6 - 2*x + 4*x^2 - 32*x*Log[3])*Log[x]^5 - 2*x*Log[x]^6)/(E^(2*x)*x*Log[3]^2),x]","\int \frac{e^{-2 x} \left(4 e^{2 x} x^4 \log ^2(3)+e^x \left(4 x^3 \log (3)-32 x^2 \log ^2(3)\right) \log (x)+e^x \left(\left(-6 x^2+6 x^3-2 x^4\right) \log (3)+\left(-32 x^2+16 x^3\right) \log ^2(3)\right) \log ^2(x)+\left(4 x^2-64 x \log (3)+e^x \left(-4 x^2+2 x^3\right) \log (3)+256 \log ^2(3)\right) \log ^3(x)+\left(-10 x+2 x^2-2 x^3+\left(80-16 x+32 x^2\right) \log (3)-128 x \log ^2(3)\right) \log ^4(x)+\left(6-2 x+4 x^2-32 x \log (3)\right) \log ^5(x)-2 x \log ^6(x)\right)}{x \log ^2(3)} \, dx","\left(e^{-x} \log ^2(x) \left(\frac{\log (x)-x}{\log (3)}+8\right)-x^2\right)^2",1,"x^4 - 4/(E^x*Log[3]) - (4*x)/(E^x*Log[3]) - (8*(1 - 4*Log[3]))/(E^x*Log[3]) + (8*ExpIntegralEi[-x]*(1 - Log[81]))/Log[3] + (32*Log[x])/E^x + (32*x*Log[x])/E^x - (8*Log[x])/(E^x*Log[3]) - (8*x*Log[x])/(E^x*Log[3]) - (4*x^2*Log[x])/(E^x*Log[3]) - (2*(3 + 16*Log[3])*Defer[Int][(x*Log[x]^2)/E^x, x])/Log[3] + (2*(3 + 8*Log[3])*Defer[Int][(x^2*Log[x]^2)/E^x, x])/Log[3] - (2*Defer[Int][(x^3*Log[x]^2)/E^x, x])/Log[3] - (64*Defer[Int][Log[x]^3/E^(2*x), x])/Log[3] + 256*Defer[Int][Log[x]^3/(E^(2*x)*x), x] + (4*Defer[Int][(x*Log[x]^3)/E^(2*x), x])/Log[3]^2 - (4*Defer[Int][(x*Log[x]^3)/E^x, x])/Log[3] + (2*Defer[Int][(x^2*Log[x]^3)/E^x, x])/Log[3] - (2*(5 + 8*Log[3]*(1 + 8*Log[3]))*Defer[Int][Log[x]^4/E^(2*x), x])/Log[3]^2 + (80*Defer[Int][Log[x]^4/(E^(2*x)*x), x])/Log[3] + (2*(1 + 16*Log[3])*Defer[Int][(x*Log[x]^4)/E^(2*x), x])/Log[3]^2 - (2*Defer[Int][(x^2*Log[x]^4)/E^(2*x), x])/Log[3]^2 - (2*(1 + 16*Log[3])*Defer[Int][Log[x]^5/E^(2*x), x])/Log[3]^2 + (6*Defer[Int][Log[x]^5/(E^(2*x)*x), x])/Log[3]^2 + (4*Defer[Int][(x*Log[x]^5)/E^(2*x), x])/Log[3]^2 - (2*Defer[Int][Log[x]^6/E^(2*x), x])/Log[3]^2","F",0,0,0,0,-1,"{}"
2779,0,0,0,0.5979569,"\int \frac{-3-147 x-75 x^2+\left(-147 x-150 x^2\right) \log (2 x)}{\left(5 x+490 x^2+12255 x^3+12250 x^4+3125 x^5\right) \log ^2(2 x)} \, dx","Int[(-3 - 147*x - 75*x^2 + (-147*x - 150*x^2)*Log[2*x])/((5*x + 490*x^2 + 12255*x^3 + 12250*x^4 + 3125*x^5)*Log[2*x]^2),x]","\int \frac{-3-147 x-75 x^2+\left(-147 x-150 x^2\right) \log (2 x)}{\left(5 x+490 x^2+12255 x^3+12250 x^4+3125 x^5\right) \log ^2(2 x)} \, dx","\frac{3}{5 (25 (x+2) x-x+1) \log (2 x)}",1,"(-3*Defer[Int][1/(x*(1 + 49*x + 25*x^2)*Log[2*x]^2), x])/5 - (3*Defer[Int][(49 + 50*x)/((1 + 49*x + 25*x^2)^2*Log[2*x]), x])/5","F",0,0,0,0,-1,"{}"
2780,1,44,0,0.4064058,"\int \frac{-15 x+(-135+15 x+15 \log (25)) \log (-9+x+\log (25))+\left(-18+2 x+2 \log (25)+e^x (-27+3 x+3 \log (25))\right) \log ^2(-9+x+\log (25))}{(-27+3 x+3 \log (25)) \log ^2(-9+x+\log (25))} \, dx","Int[(-15*x + (-135 + 15*x + 15*Log[25])*Log[-9 + x + Log[25]] + (-18 + 2*x + 2*Log[25] + E^x*(-27 + 3*x + 3*Log[25]))*Log[-9 + x + Log[25]]^2)/((-27 + 3*x + 3*Log[25])*Log[-9 + x + Log[25]]^2),x]","\frac{2 x}{3}+e^x-\frac{5 (-x+9-\log (25))}{\log (x-9+\log (25))}+\frac{5 (9-\log (25))}{\log (x-9+\log (25))}","e^x+\frac{1}{3} \left(2 x+\frac{15 x}{\log (x-9+\log (25))}+5\right)",1,"E^x + (2*x)/3 + (5*(9 - Log[25]))/Log[-9 + x + Log[25]] - (5*(9 - x - Log[25]))/Log[-9 + x + Log[25]]","A",12,9,71,0.1268,1,"{6688, 2194, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
2781,1,69,0,0.4675433,"\int \frac{-2 e^3+e^6 \left(-4 x+10 x^2\right)+e^6 \left(-2+20 x-50 x^2\right) \log (4)}{x^2+2 e^3 x^3+e^6 x^4+\left(2 x-10 x^2+e^3 \left(4 x^2-20 x^3\right)+e^6 \left(2 x^3-10 x^4\right)\right) \log (4)+\left(1-10 x+25 x^2+e^3 \left(2 x-20 x^2+50 x^3\right)+e^6 \left(x^2-10 x^3+25 x^4\right)\right) \log ^2(4)} \, dx","Int[(-2*E^3 + E^6*(-4*x + 10*x^2) + E^6*(-2 + 20*x - 50*x^2)*Log[4])/(x^2 + 2*E^3*x^3 + E^6*x^4 + (2*x - 10*x^2 + E^3*(4*x^2 - 20*x^3) + E^6*(2*x^3 - 10*x^4))*Log[4] + (1 - 10*x + 25*x^2 + E^3*(2*x - 20*x^2 + 50*x^3) + E^6*(x^2 - 10*x^3 + 25*x^4))*Log[4]^2),x]","\frac{2 e^6 (1-5 x) (1-5 \log (4))}{e^6 x^2 (1-5 \log (4))^2+e^3 x (1-5 \log (4)) \left(1-5 \log (4)+e^3 \log (4)\right)+e^3 (1-5 \log (4)) \log (4)}","\frac{2}{\left(x+\frac{1}{e^3}\right) \left(\frac{x}{1-5 x}+\log (4)\right)}",1,"(2*E^6*(1 - 5*x)*(1 - 5*Log[4]))/(E^6*x^2*(1 - 5*Log[4])^2 + E^3*(1 - 5*Log[4])*Log[4] + E^3*x*(1 - 5*Log[4])*(1 - 5*Log[4] + E^3*Log[4]))","B",4,4,150,0.02667,1,"{1680, 12, 1814, 8}"
2782,1,7,0,0.0777783,"\int \frac{1-x \log (x)}{x \log (x)} \, dx","Int[(1 - x*Log[x])/(x*Log[x]),x]","\log (\log (x))-x","-x+\log (\log (x))+2",1,"-x + Log[Log[x]]","A",4,3,15,0.2000,1,"{6688, 2302, 29}"
2783,1,33,0,4.5517358,"\int \frac{\exp \left(1-e^x-e^{\log ^2(-2+x)}+2 x+\log ^2\left(16-8 x+x^2\right)\right) \left(16-12 x+2 x^2+e^x \left(-8+6 x-x^2\right)+e^{\log ^2(-2+x)} (8-2 x) \log (-2+x)+(-8+4 x) \log \left(16-8 x+x^2\right)\right)}{8-6 x+x^2} \, dx","Int[(E^(1 - E^x - E^Log[-2 + x]^2 + 2*x + Log[16 - 8*x + x^2]^2)*(16 - 12*x + 2*x^2 + E^x*(-8 + 6*x - x^2) + E^Log[-2 + x]^2*(8 - 2*x)*Log[-2 + x] + (-8 + 4*x)*Log[16 - 8*x + x^2]))/(8 - 6*x + x^2),x]","e^{\log ^2\left(x^2-8 x+16\right)-e^x+2 x-e^{\log ^2(x-2)}+1}","e^{-e^x+2 x+\log ^2\left((x-4)^2\right)-e^{\log ^2(x-2)}+1}",1,"E^(1 - E^x - E^Log[-2 + x]^2 + 2*x + Log[16 - 8*x + x^2]^2)","A",1,1,101,0.009901,1,"{6706}"
2784,0,0,0,54.3648534,"\int \frac{e^{10} \left(1+4 x^2\right)+e^{5+x^2} \left(2 x^2+4 x^3-4 x^4\right)+e^{2 x^2} \left(-x^2+4 x^3-3 x^4\right)+e^{2 x^2} \log (x)}{e^{10} x+e^{5+x^2} \left(2 x^2-2 x^3\right)+e^{2 x^2} \left(x+x^3-2 x^4+x^5\right)+e^{2 x^2} x \log (x)} \, dx","Int[(E^10*(1 + 4*x^2) + E^(5 + x^2)*(2*x^2 + 4*x^3 - 4*x^4) + E^(2*x^2)*(-x^2 + 4*x^3 - 3*x^4) + E^(2*x^2)*Log[x])/(E^10*x + E^(5 + x^2)*(2*x^2 - 2*x^3) + E^(2*x^2)*(x + x^3 - 2*x^4 + x^5) + E^(2*x^2)*x*Log[x]),x]","\int \frac{e^{10} \left(1+4 x^2\right)+e^{5+x^2} \left(2 x^2+4 x^3-4 x^4\right)+e^{2 x^2} \left(-x^2+4 x^3-3 x^4\right)+e^{2 x^2} \log (x)}{e^{10} x+e^{5+x^2} \left(2 x^2-2 x^3\right)+e^{2 x^2} \left(x+x^3-2 x^4+x^5\right)+e^{2 x^2} x \log (x)} \, dx","\log \left(\frac{x}{\left(x^2-e^{5-x^2}-x\right)^2+\log (x)+1}\right)",1,"Log[x] - Log[1 + x^2 - 2*x^3 + x^4 + Log[x]] + E^10*Defer[Int][1/(x*(1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 6*E^10*Defer[Int][x/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 2*E^5*Defer[Int][(E^x^2*x)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 6*E^10*Defer[Int][x^2/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 6*E^5*Defer[Int][(E^x^2*x^2)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 8*E^10*Defer[Int][x^3/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 12*E^5*Defer[Int][(E^x^2*x^3)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 8*E^10*Defer[Int][x^4/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 14*E^5*Defer[Int][(E^x^2*x^4)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 4*E^10*Defer[Int][x^5/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 16*E^5*Defer[Int][(E^x^2*x^5)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 12*E^5*Defer[Int][(E^x^2*x^6)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 4*E^5*Defer[Int][(E^x^2*x^7)/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 2*E^5*Defer[Int][(E^x^2*Log[x])/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 4*E^10*Defer[Int][(x*Log[x])/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 4*E^5*Defer[Int][(E^x^2*x*Log[x])/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] + 4*E^5*Defer[Int][(E^x^2*x^2*Log[x])/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x] - 4*E^5*Defer[Int][(E^x^2*x^3*Log[x])/((1 + x^2 - 2*x^3 + x^4 + Log[x])*(E^10 - 2*E^(5 + x^2)*(-1 + x)*x + E^(2*x^2)*(1 + x^2 - 2*x^3 + x^4) + E^(2*x^2)*Log[x])), x]","F",0,0,0,0,-1,"{}"
2785,0,0,0,8.8181155,"\int \frac{12 x^8-8 x^9-12 x^{10}+e^{10} \left(6 x^3-4 x^4-6 x^5\right)+\left(12 x^8-4 x^9-4 x^{10}+e^{10} \left(-24 x^3+8 x^4+8 x^5\right)\right) \log \left(3 x-x^2-x^3\right)}{\left(e^{24} \left(-3+x+x^2\right)+e^{14} \left(-12 x^5+4 x^6+4 x^7\right)+e^4 \left(-12 x^{10}+4 x^{11}+4 x^{12}\right)\right) \log ^2\left(3 x-x^2-x^3\right)} \, dx","Int[(12*x^8 - 8*x^9 - 12*x^10 + E^10*(6*x^3 - 4*x^4 - 6*x^5) + (12*x^8 - 4*x^9 - 4*x^10 + E^10*(-24*x^3 + 8*x^4 + 8*x^5))*Log[3*x - x^2 - x^3])/((E^24*(-3 + x + x^2) + E^14*(-12*x^5 + 4*x^6 + 4*x^7) + E^4*(-12*x^10 + 4*x^11 + 4*x^12))*Log[3*x - x^2 - x^3]^2),x]","\int \frac{12 x^8-8 x^9-12 x^{10}+e^{10} \left(6 x^3-4 x^4-6 x^5\right)+\left(12 x^8-4 x^9-4 x^{10}+e^{10} \left(-24 x^3+8 x^4+8 x^5\right)\right) \log \left(3 x-x^2-x^3\right)}{\left(e^{24} \left(-3+x+x^2\right)+e^{14} \left(-12 x^5+4 x^6+4 x^7\right)+e^4 \left(-12 x^{10}+4 x^{11}+4 x^{12}\right)\right) \log ^2\left(3 x-x^2-x^3\right)} \, dx","\frac{2}{e^4 \left(\frac{e^{10}}{x^4}+2 x\right) \log \left(x \left(-x^2-x+3\right)\right)}",1,"(2*(13 + Sqrt[13])*(162 - 31*E^10)*Defer[Int][1/((-1 - Sqrt[13] - 2*x)*Log[x*(3 - x - x^2)]^2), x])/(13*E^4*(972 + 122*E^10 - E^20)) + (2*(13 - Sqrt[13])*(162 - 31*E^10)*Defer[Int][1/((-1 + Sqrt[13] - 2*x)*Log[x*(3 - x - x^2)]^2), x])/(13*E^4*(972 + 122*E^10 - E^20)) + (24*(189 + 5*E^10)*Defer[Int][1/((-1 + Sqrt[13] - 2*x)*Log[x*(3 - x - x^2)]^2), x])/(Sqrt[13]*E^4*(972 + 122*E^10 - E^20)) + (24*(189 + 5*E^10)*Defer[Int][1/((1 + Sqrt[13] + 2*x)*Log[x*(3 - x - x^2)]^2), x])/(Sqrt[13]*E^4*(972 + 122*E^10 - E^20)) + ((-2)^(4/5)*(180 - 7*E^10)*Defer[Int][1/((E^2 - (-2)^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) + ((-2)^(3/5)*E^2*(186 + E^10)*Defer[Int][1/((E^2 - (-2)^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) + ((-2)^(2/5)*(972 + 244*E^10 - 3*E^20)*Defer[Int][1/((E^2 - (-2)^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^6*(972 + 122*E^10 - E^20)) + (4*(189 + 5*E^10)*Defer[Int][1/((-E^2 + (-2)^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^2*(972 + 122*E^10 - E^20)) + (4*(189 + 5*E^10)*Defer[Int][1/((-E^2 - 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^2*(972 + 122*E^10 - E^20)) + (2*2^(1/5)*(162 - 31*E^10)*Defer[Int][1/((E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^4*(972 + 122*E^10 - E^20)) + (2^(4/5)*(180 - 7*E^10)*Defer[Int][1/((E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) - (2^(3/5)*E^2*(186 + E^10)*Defer[Int][1/((E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) + (2^(2/5)*(972 + 244*E^10 - 3*E^20)*Defer[Int][1/((E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^6*(972 + 122*E^10 - E^20)) + (2*2^(1/5)*(162 - 31*E^10)*Defer[Int][1/((-((-1)^(1/5)*E^2) + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^4*(972 + 122*E^10 - E^20)) + (2*2^(1/5)*(162 - 31*E^10)*Defer[Int][1/(((-1)^(2/5)*E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^4*(972 + 122*E^10 - E^20)) + (2*2^(1/5)*(162 - 31*E^10)*Defer[Int][1/((-((-1)^(3/5)*E^2) + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^4*(972 + 122*E^10 - E^20)) + (2*2^(1/5)*(162 - 31*E^10)*Defer[Int][1/(((-1)^(4/5)*E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^4*(972 + 122*E^10 - E^20)) + (4*(189 + 5*E^10)*Defer[Int][1/((-E^2 - (-1)^(2/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^2*(972 + 122*E^10 - E^20)) - ((-1)^(3/5)*2^(4/5)*(180 - 7*E^10)*Defer[Int][1/((E^2 + (-1)^(2/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) + ((-1)^(1/5)*2^(3/5)*E^2*(186 + E^10)*Defer[Int][1/((E^2 + (-1)^(2/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) + ((-1)^(4/5)*2^(2/5)*(972 + 244*E^10 - 3*E^20)*Defer[Int][1/((E^2 + (-1)^(2/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^6*(972 + 122*E^10 - E^20)) + ((-1)^(2/5)*2^(4/5)*(180 - 7*E^10)*Defer[Int][1/((E^2 - (-1)^(3/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) - ((-1)^(4/5)*2^(3/5)*E^2*(186 + E^10)*Defer[Int][1/((E^2 - (-1)^(3/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) - ((-1)^(1/5)*2^(2/5)*(972 + 244*E^10 - 3*E^20)*Defer[Int][1/((E^2 - (-1)^(3/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^6*(972 + 122*E^10 - E^20)) + (4*(189 + 5*E^10)*Defer[Int][1/((-E^2 + (-1)^(3/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^2*(972 + 122*E^10 - E^20)) + (4*(189 + 5*E^10)*Defer[Int][1/((-E^2 - (-1)^(4/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^2*(972 + 122*E^10 - E^20)) - ((-1)^(1/5)*2^(4/5)*(180 - 7*E^10)*Defer[Int][1/((E^2 + (-1)^(4/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) - ((-1)^(2/5)*2^(3/5)*E^2*(186 + E^10)*Defer[Int][1/((E^2 + (-1)^(4/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*(972 + 122*E^10 - E^20)) - ((-1)^(3/5)*2^(2/5)*(972 + 244*E^10 - 3*E^20)*Defer[Int][1/((E^2 + (-1)^(4/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]^2), x])/(5*E^6*(972 + 122*E^10 - E^20)) + ((-2)^(2/5)*Defer[Int][1/((E^2 - (-2)^(1/5)*x)*Log[x*(3 - x - x^2)]), x])/(5*E^6) + (2^(2/5)*Defer[Int][1/((E^2 + 2^(1/5)*x)*Log[x*(3 - x - x^2)]), x])/(5*E^6) + ((-1)^(4/5)*2^(2/5)*Defer[Int][1/((E^2 + (-1)^(2/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]), x])/(5*E^6) - ((-1)^(1/5)*2^(2/5)*Defer[Int][1/((E^2 - (-1)^(3/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]), x])/(5*E^6) - ((-1)^(3/5)*2^(2/5)*Defer[Int][1/((E^2 + (-1)^(4/5)*2^(1/5)*x)*Log[x*(3 - x - x^2)]), x])/(5*E^6) + 10*E^6*Defer[Int][x^3/((E^10 + 2*x^5)^2*Log[x*(3 - x - x^2)]), x]","F",0,0,0,0,-1,"{}"
2786,1,16,0,0.0073067,"\int \frac{1}{80} \left(9 e^3 x^2-3 e^3 x^2 \log (9)\right) \, dx","Int[(9*E^3*x^2 - 3*E^3*x^2*Log[9])/80,x]","\frac{1}{80} e^3 x^3 (3-\log (9))","\frac{1}{80} e^3 x^3 (3-\log (9))",1,"(E^3*x^3*(3 - Log[9]))/80","A",3,3,23,0.1304,1,"{6, 12, 30}"
2787,0,0,0,2.3660212,"\int \frac{-123904 x^2+5632 x^3-64 x^4+\left(4224 x+61856 x^2-4224 x^3+64 x^4\right) \log (x)+\left(-32-1408 x+64 x^2\right) \log ^2(x)+\left(123904 x^2-5632 x^3+64 x^4+\left(-2816 x-123840 x^2+8448 x^3-128 x^4\right) \log (x)+\left(2816 x-128 x^2\right) \log ^2(x)\right) \log \left(\log ^2(x)\right)+\left(\left(-1408 x+61984 x^2-4224 x^3+64 x^4\right) \log (x)+\left(32-1408 x+64 x^2\right) \log ^2(x)\right) \log ^2\left(\log ^2(x)\right)}{x \log (x)} \, dx","Int[(-123904*x^2 + 5632*x^3 - 64*x^4 + (4224*x + 61856*x^2 - 4224*x^3 + 64*x^4)*Log[x] + (-32 - 1408*x + 64*x^2)*Log[x]^2 + (123904*x^2 - 5632*x^3 + 64*x^4 + (-2816*x - 123840*x^2 + 8448*x^3 - 128*x^4)*Log[x] + (2816*x - 128*x^2)*Log[x]^2)*Log[Log[x]^2] + ((-1408*x + 61984*x^2 - 4224*x^3 + 64*x^4)*Log[x] + (32 - 1408*x + 64*x^2)*Log[x]^2)*Log[Log[x]^2]^2)/(x*Log[x]),x]","\int \frac{-123904 x^2+5632 x^3-64 x^4+\left(4224 x+61856 x^2-4224 x^3+64 x^4\right) \log (x)+\left(-32-1408 x+64 x^2\right) \log ^2(x)+\left(123904 x^2-5632 x^3+64 x^4+\left(-2816 x-123840 x^2+8448 x^3-128 x^4\right) \log (x)+\left(2816 x-128 x^2\right) \log ^2(x)\right) \log \left(\log ^2(x)\right)+\left(\left(-1408 x+61984 x^2-4224 x^3+64 x^4\right) \log (x)+\left(32-1408 x+64 x^2\right) \log ^2(x)\right) \log ^2\left(\log ^2(x)\right)}{x \log (x)} \, dx","16 \left(x^2-44 x+\log (x)\right)^2 \left(\log \left(\log ^2(x)\right)-1\right)^2",1,"5632*x + 30912*x^2 - 1408*x^3 + 16*x^4 - 64*ExpIntegralEi[2*Log[x]] - 1408*x*Log[x] + 32*x^2*Log[x] + 16*Log[x]^2 - 2816*x*Log[Log[x]^2] - 61920*x^2*Log[Log[x]^2] + 2816*x^3*Log[Log[x]^2] - 32*x^4*Log[Log[x]^2] - 32*Log[x]^2*Log[Log[x]^2] + 16*Log[x]^2*Log[Log[x]^2]^2 + 5632*LogIntegral[x] + 123904*Defer[Int][(x*Log[Log[x]^2])/Log[x], x] - 5632*Defer[Int][(x^2*Log[Log[x]^2])/Log[x], x] + 64*Defer[Int][(x^3*Log[Log[x]^2])/Log[x], x] + 2816*Defer[Int][Log[x]*Log[Log[x]^2], x] - 128*Defer[Int][x*Log[x]*Log[Log[x]^2], x] - 1408*Defer[Int][Log[Log[x]^2]^2, x] + 61984*Defer[Int][x*Log[Log[x]^2]^2, x] - 4224*Defer[Int][x^2*Log[Log[x]^2]^2, x] + 64*Defer[Int][x^3*Log[Log[x]^2]^2, x] - 1408*Defer[Int][Log[x]*Log[Log[x]^2]^2, x] + 64*Defer[Int][x*Log[x]*Log[Log[x]^2]^2, x]","F",0,0,0,0,-1,"{}"
2788,1,34,0,0.0195229,"\int \left(-6+e^{7-x} (1-x)+4 x+2 e^3 x\right) \, dx","Int[-6 + E^(7 - x)*(1 - x) + 4*x + 2*E^3*x,x]","\left(2+e^3\right) x^2-6 x+e^{7-x}-e^{7-x} (1-x)","\left(2 x+e^3 \left(x+e^{4-x}\right)-4\right) x-2 x+e^5+5",1,"E^(7 - x) - E^(7 - x)*(1 - x) - 6*x + (2 + E^3)*x^2","A",4,3,24,0.1250,1,"{6, 2176, 2194}"
2789,0,0,0,0.2555044,"\int \frac{8 x \log (x)+16 \log (\log (x))-16 \log (x) \log ^2(\log (x))}{5 x^3 \log (x)} \, dx","Int[(8*x*Log[x] + 16*Log[Log[x]] - 16*Log[x]*Log[Log[x]]^2)/(5*x^3*Log[x]),x]","\int \frac{8 x \log (x)+16 \log (\log (x))-16 \log (x) \log ^2(\log (x))}{5 x^3 \log (x)} \, dx","\frac{8 \left(\log ^2(\log (x))-x\right)}{5 x^2}",1,"-8/(5*x) + (16*Defer[Int][Log[Log[x]]/(x^3*Log[x]), x])/5 - (16*Defer[Int][Log[Log[x]]^2/x^3, x])/5","F",0,0,0,0,-1,"{}"
2790,1,35,0,0.0527898,"\int \frac{-3+7 x-91 x^2-101 x^3+x^4+4 x^5}{3 x+3 x^2} \, dx","Int[(-3 + 7*x - 91*x^2 - 101*x^3 + x^4 + 4*x^5)/(3*x + 3*x^2),x]","\frac{x^4}{3}-\frac{x^3}{3}-\frac{49 x^2}{3}+\frac{7 x}{3}-\log (x)+\log (x+1)","-\left(\frac{1}{3} (x-1) x-16\right) \left(1-x^2\right)+2 x+\log \left(\frac{5}{x}+5\right)",1,"(7*x)/3 - (49*x^2)/3 - x^3/3 + x^4/3 - Log[x] + Log[1 + x]","A",3,2,35,0.05714,1,"{1593, 1620}"
2791,1,204,0,0.7040496,"\int \frac{\left(68-74 x+22 x^2-x^3\right) \log \left(4-4 x+x^2\right)+\left(-320+132 x-30 x^2+2 x^3\right) \log \left(\frac{-10+x}{32-10 x+2 x^2}\right)}{320-292 x+96 x^2-17 x^3+x^4} \, dx","Int[((68 - 74*x + 22*x^2 - x^3)*Log[4 - 4*x + x^2] + (-320 + 132*x - 30*x^2 + 2*x^3)*Log[(-10 + x)/(32 - 10*x + 2*x^2)])/(320 - 292*x + 96*x^2 - 17*x^3 + x^4),x]","2 \log \left(-\frac{10-x}{2 \left(x^2-5 x+16\right)}\right) \log (x-2)+2 \log \left(\frac{-2 x-i \sqrt{39}+5}{1-i \sqrt{39}}\right) \log (x-2)+2 \log \left(\frac{-2 x+i \sqrt{39}+5}{1+i \sqrt{39}}\right) \log (x-2)-2 \log \left(\frac{10-x}{8}\right) \log (x-2)-\log \left(\frac{-2 x-i \sqrt{39}+5}{1-i \sqrt{39}}\right) \log \left((x-2)^2\right)-\log \left(\frac{-2 x+i \sqrt{39}+5}{1+i \sqrt{39}}\right) \log \left((x-2)^2\right)+\log \left(\frac{10-x}{8}\right) \log \left((x-2)^2\right)","\log \left((x-2)^2\right) \log \left(\frac{5-\frac{x}{2}}{(5-x) x-16}\right)",1,"2*Log[(5 - I*Sqrt[39] - 2*x)/(1 - I*Sqrt[39])]*Log[-2 + x] + 2*Log[(5 + I*Sqrt[39] - 2*x)/(1 + I*Sqrt[39])]*Log[-2 + x] - 2*Log[(10 - x)/8]*Log[-2 + x] - Log[(5 - I*Sqrt[39] - 2*x)/(1 - I*Sqrt[39])]*Log[(-2 + x)^2] - Log[(5 + I*Sqrt[39] - 2*x)/(1 + I*Sqrt[39])]*Log[(-2 + x)^2] + Log[(10 - x)/8]*Log[(-2 + x)^2] + 2*Log[-2 + x]*Log[-1/2*(10 - x)/(16 - 5*x + x^2)]","C",30,7,80,0.08750,1,"{6742, 2418, 2394, 2393, 2391, 2524, 12}"
2792,1,20,0,0.143598,"\int \frac{4-4 x-5 x^2+x^3+\left(-4+x^2\right) \log \left(\frac{3 e^x}{16 x-8 x^3+x^5}\right)}{-4+x^2} \, dx","Int[(4 - 4*x - 5*x^2 + x^3 + (-4 + x^2)*Log[(3*E^x)/(16*x - 8*x^3 + x^5)])/(-4 + x^2),x]","x \log \left(\frac{3 e^x}{x \left(4-x^2\right)^2}\right)","x \log \left(\frac{3 e^x}{x \left(x^2-4\right)^2}\right)",1,"x*Log[(3*E^x)/(x*(4 - x^2)^2)]","A",13,9,47,0.1915,1,"{6725, 207, 260, 321, 266, 43, 2548, 1810, 206}"
2793,0,0,0,1.3767635,"\int \frac{-24 x-8 e x-80 x^2+e^{\frac{4+x}{x}} \left(12+23 x+10 x^2+e (4+x)\right)}{192 x+64 e x+e^{\frac{4+x}{x}} (-48 x-16 e x)+e^{\frac{2 (4+x)}{x}} (3 x+e x)} \, dx","Int[(-24*x - 8*E*x - 80*x^2 + E^((4 + x)/x)*(12 + 23*x + 10*x^2 + E*(4 + x)))/(192*x + 64*E*x + E^((4 + x)/x)*(-48*x - 16*E*x) + E^((2*(4 + x))/x)*(3*x + E*x)),x]","\int \frac{-24 x-8 e x-80 x^2+e^{\frac{4+x}{x}} \left(12+23 x+10 x^2+e (4+x)\right)}{192 x+64 e x+e^{\frac{4+x}{x}} (-48 x-16 e x)+e^{\frac{2 (4+x)}{x}} (3 x+e x)} \, dx","\frac{\frac{5 x^2}{3+e}+x}{e^{\frac{x+4}{x}}-8}+3",1,"(160*Defer[Int][(-8 + E^(1 + 4/x))^(-2), x])/(3 + E) + ((23 + E)*Defer[Int][(-8 + E^(1 + 4/x))^(-1), x])/(3 + E) + (10*Defer[Int][x/(-8 + E^(1 + 4/x)), x])/(3 + E) - 32*Defer[Subst][Defer[Int][1/((-8 + E^(1 + 4*x))^2*x), x], x, x^(-1)] - 4*Defer[Subst][Defer[Int][1/((-8 + E^(1 + 4*x))*x), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
2794,1,20,0,0.2539501,"\int \frac{-20+18 x+\left(5 e^3-20 x+9 x^2\right) \log \left(\frac{-5 e^3+20 x-9 x^2}{e^3}\right)}{\left(5 e^3-20 x+9 x^2\right) \log \left(\frac{-5 e^3+20 x-9 x^2}{e^3}\right)} \, dx","Int[(-20 + 18*x + (5*E^3 - 20*x + 9*x^2)*Log[(-5*E^3 + 20*x - 9*x^2)/E^3])/((5*E^3 - 20*x + 9*x^2)*Log[(-5*E^3 + 20*x - 9*x^2)/E^3]),x]","\log \left(\log \left(-\frac{9 x^2}{e^3}+\frac{20 x}{e^3}-5\right)\right)+x","\log \left(\log \left(\frac{x^2+5 (4-2 x) x}{e^3}-5\right)\right)+x+e^2",1,"x + Log[Log[-5 + (20*x)/E^3 - (9*x^2)/E^3]]","A",3,2,77,0.02597,1,"{6728, 6684}"
2795,0,0,0,0.3691688,"\int \frac{2-e^{-5+x}}{8+4 e^{-5+x} x} \, dx","Int[(2 - E^(-5 + x))/(8 + 4*E^(-5 + x)*x),x]","\int \frac{2-e^{-5+x}}{8+4 e^{-5+x} x} \, dx","\frac{1}{4} \left(x-\log \left(e^{x-5} x+2\right)\right)+\log \left(\frac{\log (4)}{4}\right)",1,"-1/4*Log[x] + (E^5*Defer[Int][(2*E^5 + E^x*x)^(-1), x])/2 + (E^5*Defer[Int][1/(x*(2*E^5 + E^x*x)), x])/2","F",0,0,0,0,-1,"{}"
2796,1,17,0,0.0244037,"\int \frac{-2-x+\frac{(2+x) (20-15 \log (3))}{e}}{-40-20 x+(30+15 x) \log (3)} \, dx","Int[(-2 - x + ((2 + x)*(20 - 15*Log[3]))/E)/(-40 - 20*x + (30 + 15*x)*Log[3]),x]","-\frac{1}{5} x \left(\frac{5}{e}+\frac{1}{\log (27)-4}\right)","-\frac{x+2}{e}-\frac{x}{5 (3 \log (3)-4)}+1",1,"-1/5*(x*(5/E + (-4 + Log[27])^(-1)))","A",3,3,34,0.08824,1,"{186, 21, 8}"
2797,0,0,0,0.3169659,"\int \frac{e^{27}+e^{3-e^2+x} (1-x)}{e^{27} x+e^{3-e^2+x} x+e^3 x^2} \, dx","Int[(E^27 + E^(3 - E^2 + x)*(1 - x))/(E^27*x + E^(3 - E^2 + x)*x + E^3*x^2),x]","\int \frac{e^{27}+e^{3-e^2+x} (1-x)}{e^{27} x+e^{3-e^2+x} x+e^3 x^2} \, dx","\log \left(\frac{x}{x+e^{x-e^2}+e^{24}}\right)",1,"-x + Log[x] - E^E^2*(1 - E^24)*Defer[Int][(E^(24 + E^2) + E^x + E^E^2*x)^(-1), x] + E^E^2*Defer[Int][x/(E^(24 + E^2) + E^x + E^E^2*x), x]","F",0,0,0,0,-1,"{}"
2798,0,0,0,2.3529404,"\int \frac{-1024 x^3+e^{2+2 e^{9 x}} \left(160 x^4-2880 e^{9 x} x^5\right)}{-4096+3840 e^{2+2 e^{9 x}} x-1200 e^{4+4 e^{9 x}} x^2+125 e^{6+6 e^{9 x}} x^3} \, dx","Int[(-1024*x^3 + E^(2 + 2*E^(9*x))*(160*x^4 - 2880*E^(9*x)*x^5))/(-4096 + 3840*E^(2 + 2*E^(9*x))*x - 1200*E^(4 + 4*E^(9*x))*x^2 + 125*E^(6 + 6*E^(9*x))*x^3),x]","\int \frac{-1024 x^3+e^{2+2 e^{9 x}} \left(160 x^4-2880 e^{9 x} x^5\right)}{-4096+3840 e^{2+2 e^{9 x}} x-1200 e^{4+4 e^{9 x}} x^2+125 e^{6+6 e^{9 x}} x^3} \, dx","\frac{16 x^4}{\left(16-5 e^{2 e^{9 x}+2} x\right)^2}",1,"-512*Defer[Int][x^3/(-16 + 5*E^(2 + 2*E^(9*x))*x)^3, x] - 2880*Defer[Int][(E^(2 + 2*E^(9*x) + 9*x)*x^5)/(-16 + 5*E^(2 + 2*E^(9*x))*x)^3, x] + 32*Defer[Int][x^3/(-16 + 5*E^(2 + 2*E^(9*x))*x)^2, x]","F",0,0,0,0,-1,"{}"
2799,1,54,0,0.2589176,"\int \frac{-18+36 x-18 x^2+\left(-18 x+18 x^2\right) \log (x)+2 x^2 \log ^3(x)}{x \log ^3(x)} \, dx","Int[(-18 + 36*x - 18*x^2 + (-18*x + 18*x^2)*Log[x] + 2*x^2*Log[x]^3)/(x*Log[x]^3),x]","x^2+\frac{9 x^2}{\log ^2(x)}+\frac{18 x^2}{\log (x)}-\frac{18 x}{\log ^2(x)}+\frac{9}{\log ^2(x)}+\frac{18 (1-x) x}{\log (x)}-\frac{18 x}{\log (x)}","x^2+\frac{(3 x-3)^2}{\log ^2(x)}-2",1,"x^2 + 9/Log[x]^2 - (18*x)/Log[x]^2 + (9*x^2)/Log[x]^2 - (18*x)/Log[x] + (18*(1 - x)*x)/Log[x] + (18*x^2)/Log[x]","B",21,12,39,0.3077,1,"{6688, 12, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2320, 2330}"
2800,1,24,0,0.0188908,"\int \frac{-12+4 e^2}{1444+4 e^4+e^2 (152-44 x)-836 x+121 x^2} \, dx","Int[(-12 + 4*E^2)/(1444 + 4*E^4 + E^2*(152 - 44*x) - 836*x + 121*x^2),x]","-\frac{4 \left(3-e^2\right)}{11 \left(2 \left(19+e^2\right)-11 x\right)}","\frac{x-4}{-\frac{11 x}{2}+e^2+19}",1,"(-4*(3 - E^2))/(11*(2*(19 + E^2) - 11*x))","A",4,4,34,0.1176,1,"{12, 1981, 27, 32}"
2801,0,0,0,3.4416813,"\int \frac{80 e^2+e^4 x^2+e^{2 e^{3+4 e^4+x}} x^2+e^{e^{3+4 e^4+x}} \left(80+2 e^2 x^2+e^{3+4 e^4+x} \left(80 x-80 x^2\right)\right)}{e^4 x^2+e^{2 e^{3+4 e^4+x}} x^2+2 e^{2+e^{3+4 e^4+x}} x^2} \, dx","Int[(80*E^2 + E^4*x^2 + E^(2*E^(3 + 4*E^4 + x))*x^2 + E^E^(3 + 4*E^4 + x)*(80 + 2*E^2*x^2 + E^(3 + 4*E^4 + x)*(80*x - 80*x^2)))/(E^4*x^2 + E^(2*E^(3 + 4*E^4 + x))*x^2 + 2*E^(2 + E^(3 + 4*E^4 + x))*x^2),x]","\int \frac{80 e^2+e^4 x^2+e^{2 e^{3+4 e^4+x}} x^2+e^{e^{3+4 e^4+x}} \left(80+2 e^2 x^2+e^{3+4 e^4+x} \left(80 x-80 x^2\right)\right)}{e^4 x^2+e^{2 e^{3+4 e^4+x}} x^2+2 e^{2+e^{3+4 e^4+x}} x^2} \, dx","\frac{20 \left(4-\frac{4}{x}\right)}{e^{e^{x+4 e^4+3}}+e^2}+x",1,"80/(E^2 + E^E^(3 + 4*E^4 + x)) - (2*E^(-1 - 4*E^4 - x))/(E^2 + E^E^(3 + 4*E^4 + x)) + x + 80*E^2*Defer[Int][1/((E^2 + E^E^(3 + 4*E^4 + x))^2*x^2), x] + 80*Defer[Int][E^E^(3 + 4*E^4 + x)/((E^2 + E^E^(3 + 4*E^4 + x))^2*x^2), x] + 80*Defer[Int][E^(E^(3 + 4*E^4 + x) + 3*(1 + (4*E^4)/3) + x)/((E^2 + E^E^(3 + 4*E^4 + x))^2*x), x] - 2*E^2*Defer[Subst][Defer[Int][1/((E^2 + E^x)*x^2), x], x, E^(3 + 4*E^4 + x)] + 2*E^4*Defer[Subst][Defer[Int][1/((E^2 + E^x)^2*x), x], x, E^(3 + 4*E^4 + x)] - 2*E^2*Defer[Subst][Defer[Int][1/((E^2 + E^x)*x), x], x, E^(3 + 4*E^4 + x)]","F",0,0,0,0,-1,"{}"
2802,1,27,0,0.8558306,"\int \frac{e^{\frac{9 x}{\log \left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)}} \left(36 x+\left(-18 e^5-18 x\right) \log \left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)\right)}{e^{\frac{18 x}{\log \left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)}} \left(e^5+x\right) \log ^2\left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)+e^{\frac{9 x}{\log \left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)}} \left(2 e^7+2 e^2 x\right) \log ^2\left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)+\left(e^9+e^4 x\right) \log ^2\left(\frac{e^{10}+2 e^5 x+x^2}{e^8}\right)} \, dx","Int[(E^((9*x)/Log[(E^10 + 2*E^5*x + x^2)/E^8])*(36*x + (-18*E^5 - 18*x)*Log[(E^10 + 2*E^5*x + x^2)/E^8]))/(E^((18*x)/Log[(E^10 + 2*E^5*x + x^2)/E^8])*(E^5 + x)*Log[(E^10 + 2*E^5*x + x^2)/E^8]^2 + E^((9*x)/Log[(E^10 + 2*E^5*x + x^2)/E^8])*(2*E^7 + 2*E^2*x)*Log[(E^10 + 2*E^5*x + x^2)/E^8]^2 + (E^9 + E^4*x)*Log[(E^10 + 2*E^5*x + x^2)/E^8]^2),x]","\frac{2}{e^{-\frac{9 x}{8-\log \left(\left(x+e^5\right)^2\right)}}+e^2}","\frac{2}{e^{\frac{9 x}{\log \left(\frac{\left(x+e^5\right)^2}{e^8}\right)}}+e^2}",1,"2/(E^2 + E^((-9*x)/(8 - Log[(E^5 + x)^2])))","A",3,3,200,0.01500,1,"{6688, 12, 6686}"
2803,0,0,0,0.344405,"\int \frac{-1+x+2 x^2-6 x^3+4 x^4}{-6 x+x^2+x \log \left(\frac{1}{5} e^{x^2-2 x^3+x^4}\right)+x \log \left(\frac{2}{x}\right)} \, dx","Int[(-1 + x + 2*x^2 - 6*x^3 + 4*x^4)/(-6*x + x^2 + x*Log[E^(x^2 - 2*x^3 + x^4)/5] + x*Log[2/x]),x]","\int \frac{-1+x+2 x^2-6 x^3+4 x^4}{-6 x+x^2+x \log \left(\frac{1}{5} e^{x^2-2 x^3+x^4}\right)+x \log \left(\frac{2}{x}\right)} \, dx","\log \left(\log \left(\frac{1}{5} e^{(x-1)^2 x^2}\right)+x+\log \left(\frac{2}{x}\right)-6\right)-1",1,"Defer[Int][(-6 + x + Log[E^((-1 + x)^2*x^2)/5] + Log[2/x])^(-1), x] - Defer[Int][1/(x*(-6 + x + Log[E^((-1 + x)^2*x^2)/5] + Log[2/x])), x] + 2*Defer[Int][x/(-6 + x + Log[E^((-1 + x)^2*x^2)/5] + Log[2/x]), x] - 6*Defer[Int][x^2/(-6 + x + Log[E^((-1 + x)^2*x^2)/5] + Log[2/x]), x] + 4*Defer[Int][x^3/(-6 + x + Log[E^((-1 + x)^2*x^2)/5] + Log[2/x]), x]","F",0,0,0,0,-1,"{}"
2804,1,135,0,0.7444183,"\int \frac{20000+7000 x-3100 x^2-1940 x^3-340 x^4-32 x^5-12 x^6+\left(-4 x^5-4 x^6\right) \log \left(8-2 x-x^2\right)}{-8 x^5+2 x^6+x^7} \, dx","Int[(20000 + 7000*x - 3100*x^2 - 1940*x^3 - 340*x^4 - 32*x^5 - 12*x^6 + (-4*x^5 - 4*x^6)*Log[8 - 2*x - x^2])/(-8*x^5 + 2*x^6 + x^7),x]","2 \text{Li}_2\left(\frac{2-x}{6}\right)+2 \text{Li}_2\left(\frac{x+4}{6}\right)+\frac{625}{x^4}+\frac{500}{x^3}+\frac{150}{x^2}-2 \log \left(-x^2-2 x+8\right) \log (x-2)-2 \log (x+4) \log \left(-x^2-2 x+8\right)+\frac{20}{x}+\log ^2(x-2)+\log ^2(x+4)+2 \log \left(\frac{x+4}{6}\right) \log (x-2)-6 \log (2-x)+2 \log \left(\frac{2-x}{6}\right) \log (x+4)-6 \log (x+4)","\left(\frac{5 (x+1)}{x}-4\right)^4-(\log ((2-x) (x+4))+3)^2",1,"625/x^4 + 500/x^3 + 150/x^2 + 20/x - 6*Log[2 - x] + Log[-2 + x]^2 + 2*Log[-2 + x]*Log[(4 + x)/6] - 6*Log[4 + x] + 2*Log[(2 - x)/6]*Log[4 + x] + Log[4 + x]^2 - 2*Log[-2 + x]*Log[8 - 2*x - x^2] - 2*Log[4 + x]*Log[8 - 2*x - x^2] + 2*PolyLog[2, (2 - x)/6] + 2*PolyLog[2, (4 + x)/6]","C",38,14,70,0.2000,1,"{1594, 6728, 36, 31, 72, 2528, 2524, 2418, 2394, 2393, 2391, 2390, 12, 2301}"
2805,1,16,0,0.2309604,"\int \frac{e^{-x} \left(2+(-1-x) \log \left(x^2\right)\right)}{5 x^2} \, dx","Int[(2 + (-1 - x)*Log[x^2])/(5*E^x*x^2),x]","\frac{e^{-x} \log \left(x^2\right)}{5 x}","\frac{e^{-x} \log \left(x^2\right)}{5 x}+1",1,"Log[x^2]/(5*E^x*x)","A",9,6,24,0.2500,1,"{12, 6742, 2177, 2178, 2197, 2554}"
2806,-1,0,0,180.0006628,"\int \frac{\left(4 x^6+8 x^3 \log (4)\right) \log \left(\frac{121 x^4-110 x^5+25 x^6+\left(110 x^2-50 x^3\right) \log (4)+25 \log ^2(4)}{4 x^4-4 x^5+x^6+\left(4 x^2-2 x^3\right) \log (4)+\log ^2(4)}\right)+\left(44 x^5-42 x^6+10 x^7+\left(42 x^3-20 x^4\right) \log (4)+10 x \log ^2(4)\right) \log ^2\left(\frac{121 x^4-110 x^5+25 x^6+\left(110 x^2-50 x^3\right) \log (4)+25 \log ^2(4)}{4 x^4-4 x^5+x^6+\left(4 x^2-2 x^3\right) \log (4)+\log ^2(4)}\right)}{22 x^4-21 x^5+5 x^6+\left(21 x^2-10 x^3\right) \log (4)+5 \log ^2(4)} \, dx","Int[((4*x^6 + 8*x^3*Log[4])*Log[(121*x^4 - 110*x^5 + 25*x^6 + (110*x^2 - 50*x^3)*Log[4] + 25*Log[4]^2)/(4*x^4 - 4*x^5 + x^6 + (4*x^2 - 2*x^3)*Log[4] + Log[4]^2)] + (44*x^5 - 42*x^6 + 10*x^7 + (42*x^3 - 20*x^4)*Log[4] + 10*x*Log[4]^2)*Log[(121*x^4 - 110*x^5 + 25*x^6 + (110*x^2 - 50*x^3)*Log[4] + 25*Log[4]^2)/(4*x^4 - 4*x^5 + x^6 + (4*x^2 - 2*x^3)*Log[4] + Log[4]^2)]^2)/(22*x^4 - 21*x^5 + 5*x^6 + (21*x^2 - 10*x^3)*Log[4] + 5*Log[4]^2),x]","\text{\$Aborted}","x^2 \log ^2\left(\left(\frac{x}{x^2-2 x-\frac{\log (4)}{x}}-5\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
2807,1,18,0,1.0995271,"\int -\frac{2 e^{\frac{1}{5} \log ^2(2-x)} \log (2-x)}{-160+80 x+e^{\frac{2}{5} \log ^2(2-x)} (-10+5 x)+e^{\frac{1}{5} \log ^2(2-x)} (-80+40 x)} \, dx","Int[(-2*E^(Log[2 - x]^2/5)*Log[2 - x])/(-160 + 80*x + E^((2*Log[2 - x]^2)/5)*(-10 + 5*x) + E^(Log[2 - x]^2/5)*(-80 + 40*x)),x]","\frac{1}{e^{\frac{1}{5} \log ^2(2-x)}+4}","\frac{1}{e^{\frac{1}{5} \log ^2(2-x)}+4}",1,"(4 + E^(Log[2 - x]^2/5))^(-1)","A",4,4,69,0.05797,1,"{12, 6688, 6742, 6686}"
2808,0,0,0,6.8588328,"\int \frac{\exp \left(\frac{16+12 x^2+3 x^3+e^x \left(4 x^2+x^3\right)}{4 x^2+x^3}\right) \left(-256-96 x+e^x \left(32 x^3+16 x^4+2 x^5\right)\right)}{16 x^3+8 x^4+x^5} \, dx","Int[(E^((16 + 12*x^2 + 3*x^3 + E^x*(4*x^2 + x^3))/(4*x^2 + x^3))*(-256 - 96*x + E^x*(32*x^3 + 16*x^4 + 2*x^5)))/(16*x^3 + 8*x^4 + x^5),x]","\int \frac{\exp \left(\frac{16+12 x^2+3 x^3+e^x \left(4 x^2+x^3\right)}{4 x^2+x^3}\right) \left(-256-96 x+e^x \left(32 x^3+16 x^4+2 x^5\right)\right)}{16 x^3+8 x^4+x^5} \, dx","2 \left(e^{\frac{16}{x^2 (x+4)}+e^x+3}-3\right)+3",1,"2*Defer[Int][E^(x + (16 + 12*x^2 + 3*x^3 + E^x*(4*x^2 + x^3))/(x^2*(4 + x))), x] - 16*Defer[Int][E^((16 + 12*x^2 + 3*x^3 + E^x*(4*x^2 + x^3))/(x^2*(4 + x)))/x^3, x] + 2*Defer[Int][E^((16 + 12*x^2 + 3*x^3 + E^x*(4*x^2 + x^3))/(x^2*(4 + x)))/x^2, x] - 2*Defer[Int][E^((16 + 12*x^2 + 3*x^3 + E^x*(4*x^2 + x^3))/(x^2*(4 + x)))/(4 + x)^2, x]","F",0,0,0,0,-1,"{}"
2809,0,0,0,1.4499784,"\int \frac{3+2 e^{5+x} x^2-4 e^{2+2 x} x^2}{-3 x-2 x^2-8 e^2 x^2+2 e^{5+x} x^2-2 e^{2+2 x} x^2} \, dx","Int[(3 + 2*E^(5 + x)*x^2 - 4*E^(2 + 2*x)*x^2)/(-3*x - 2*x^2 - 8*E^2*x^2 + 2*E^(5 + x)*x^2 - 2*E^(2 + 2*x)*x^2),x]","\int \frac{3+2 e^{5+x} x^2-4 e^{2+2 x} x^2}{-3 x-2 x^2-8 e^2 x^2+2 e^{5+x} x^2-2 e^{2+2 x} x^2} \, dx","\log \left(4 \left(e^2 \left(e^{2 x}-e^{x+3}+4\right)+\frac{3}{2 x}+1\right)\right)",1,"2*x + 6*Defer[Int][(-3 + 2*E^(5 + x)*x - 2*E^(2 + 2*x)*x - 2*(1 + 4*E^2)*x)^(-1), x] + 3*Defer[Int][1/(x*(-3 + 2*E^(5 + x)*x - 2*E^(2 + 2*x)*x - 2*(1 + 4*E^2)*x)), x] - 4*(1 + 4*E^2)*Defer[Int][x/(3 - 2*E^(5 + x)*x + 2*E^(2 + 2*x)*x + 2*(1 + 4*E^2)*x), x] + 2*Defer[Int][(E^(5 + x)*x)/(3 - 2*E^(5 + x)*x + 2*E^(2 + 2*x)*x + 2*(1 + 4*E^2)*x), x]","F",0,0,0,0,-1,"{}"
2810,1,26,0,0.1430678,"\int \frac{121+400 x-1100 x^2+2500 x^4+\left(220-1000 x^2\right) \left(i \pi +\log \left(-\log \left(\frac{\log (4)}{2}\right)\right)\right)+100 \left(i \pi +\log \left(-\log \left(\frac{\log (4)}{2}\right)\right)\right)^2}{121-1100 x^2+2500 x^4+\left(220-1000 x^2\right) \left(i \pi +\log \left(-\log \left(\frac{\log (4)}{2}\right)\right)\right)+100 \left(i \pi +\log \left(-\log \left(\frac{\log (4)}{2}\right)\right)\right)^2} \, dx","Int[(121 + 400*x - 1100*x^2 + 2500*x^4 + (220 - 1000*x^2)*(I*Pi + Log[-Log[Log[4]/2]]) + 100*(I*Pi + Log[-Log[Log[4]/2]])^2)/(121 - 1100*x^2 + 2500*x^4 + (220 - 1000*x^2)*(I*Pi + Log[-Log[Log[4]/2]]) + 100*(I*Pi + Log[-Log[Log[4]/2]])^2),x]","x+\frac{4}{-50 x^2+10 i \pi +11+10 \log (-\log (\log (2)))}","\frac{2}{-25 x^2+\frac{1}{2}+5 \left(1+i \pi +\log \left(-\log \left(\frac{\log (4)}{2}\right)\right)\right)}+x-\log (4)",1,"x + 4/(11 + (10*I)*Pi - 50*x^2 + 10*Log[-Log[Log[2]]])","A",5,5,118,0.04237,1,"{1994, 28, 1814, 21, 8}"
2811,1,9,0,0.0643237,"\int \frac{1}{3-x+(-3+x) \log (-3+x)} \, dx","Int[(3 - x + (-3 + x)*Log[-3 + x])^(-1),x]","\log (1-\log (x-3))","\log (\log (x-3)-1)",1,"Log[1 - Log[-3 + x]]","A",4,4,15,0.2667,1,"{6741, 2390, 2302, 29}"
2812,0,0,0,3.6032183,"\int \frac{108 x+126 x^2+36 x^3+50 x^5+\left(100 x^3+150 x^4+50 x^5\right) \log (3)+e^{3 x} \left(-50 x^2+\left(-100-150 x-50 x^2\right) \log (3)\right)+e^{2 x} \left(150 x^3+\left(300 x+450 x^2+150 x^3\right) \log (3)\right)+e^x \left(-36-126 x-90 x^2-18 x^3-150 x^4+\left(-300 x^2-450 x^3-150 x^4\right) \log (3)\right)}{-200 x^5-300 x^6-150 x^7-25 x^8+e^{3 x} \left(200 x^2+300 x^3+150 x^4+25 x^5\right)+e^{2 x} \left(-600 x^3-900 x^4-450 x^5-75 x^6\right)+e^x \left(600 x^4+900 x^5+450 x^6+75 x^7\right)} \, dx","Int[(108*x + 126*x^2 + 36*x^3 + 50*x^5 + (100*x^3 + 150*x^4 + 50*x^5)*Log[3] + E^(3*x)*(-50*x^2 + (-100 - 150*x - 50*x^2)*Log[3]) + E^(2*x)*(150*x^3 + (300*x + 450*x^2 + 150*x^3)*Log[3]) + E^x*(-36 - 126*x - 90*x^2 - 18*x^3 - 150*x^4 + (-300*x^2 - 450*x^3 - 150*x^4)*Log[3]))/(-200*x^5 - 300*x^6 - 150*x^7 - 25*x^8 + E^(3*x)*(200*x^2 + 300*x^3 + 150*x^4 + 25*x^5) + E^(2*x)*(-600*x^3 - 900*x^4 - 450*x^5 - 75*x^6) + E^x*(600*x^4 + 900*x^5 + 450*x^6 + 75*x^7)),x]","\int \frac{108 x+126 x^2+36 x^3+50 x^5+\left(100 x^3+150 x^4+50 x^5\right) \log (3)+e^{3 x} \left(-50 x^2+\left(-100-150 x-50 x^2\right) \log (3)\right)+e^{2 x} \left(150 x^3+\left(300 x+450 x^2+150 x^3\right) \log (3)\right)+e^x \left(-36-126 x-90 x^2-18 x^3-150 x^4+\left(-300 x^2-450 x^3-150 x^4\right) \log (3)\right)}{-200 x^5-300 x^6-150 x^7-25 x^8+e^{3 x} \left(200 x^2+300 x^3+150 x^4+25 x^5\right)+e^{2 x} \left(-600 x^3-900 x^4-450 x^5-75 x^6\right)+e^x \left(600 x^4+900 x^5+450 x^6+75 x^7\right)} \, dx","\frac{\frac{x}{x+2}+\frac{9}{25 \left(x-e^x\right)^2}+\log (3)}{x (x+2)}+3",1,"(2 + x)^(-2) - Log[3]/(2*(2 + x)) + Log[9]/(4*x) - (9*Defer[Int][1/((E^x - x)^2*x^2), x])/50 - (9*Defer[Int][1/((E^x - x)^2*x), x])/25 + (9*Defer[Int][1/((E^x - x)^2*(2 + x)^2), x])/50 + (9*Defer[Int][1/((E^x - x)^2*(2 + x)), x])/25 - (9*Defer[Int][1/(x*(-E^x + x)^3), x])/25 + (27*Defer[Int][1/((2 + x)*(-E^x + x)^3), x])/25","F",0,0,0,0,-1,"{}"
2813,1,34,0,0.0118722,"\int \left(2-e^{-3+x}+e^{e^4} \left(2-e^{-3+x}\right)-2 x\right) \, dx","Int[2 - E^(-3 + x) + E^E^4*(2 - E^(-3 + x)) - 2*x,x]","-x^2+2 e^{e^4} x+2 x-e^{x-3}-e^{x+e^4-3}","\left(1+e^{e^4}\right) \left(2 x-e^{x-3}+2\right)-x^2",1,"-E^(-3 + x) - E^(-3 + E^4 + x) + 2*x + 2*E^E^4*x - x^2","A",4,1,27,0.03704,1,"{2194}"
2814,1,21,0,0.0460797,"\int \frac{e^{-8+4 x} (2-24 x+8 x \log (x))}{x} \, dx","Int[(E^(-8 + 4*x)*(2 - 24*x + 8*x*Log[x]))/x,x]","-\frac{2 e^{4 x-8} (3 x-x \log (x))}{x}","1-2 e^{-4 (2-x)} (3-\log (x))",1,"(-2*E^(-8 + 4*x)*(3*x - x*Log[x]))/x","A",1,1,21,0.04762,1,"{2288}"
2815,1,19,0,0.102761,"\int \frac{1}{4} e^{\frac{1}{4} \left(24+6 e^x+5 x+x^4\right)} \left(5+6 e^x+4 x^3\right) \, dx","Int[(E^((24 + 6*E^x + 5*x + x^4)/4)*(5 + 6*E^x + 4*x^3))/4,x]","e^{\frac{1}{4} \left(x^4+5 x+6 e^x+24\right)}","e^{\frac{1}{4} \left(x^4+x+6 e^x+4\right)+x+5}",1,"E^((24 + 6*E^x + 5*x + x^4)/4)","A",2,2,35,0.05714,1,"{12, 6706}"
2816,0,0,0,18.6156899,"\int \frac{\left(-1+x^2\right) \left(\frac{-1+x^2}{x}\right)^{e^{e^{15+x^2-2 x \log (2)+\log ^2(2)}}} \left(1+x^2+e^{e^{15+x^2-2 x \log (2)+\log ^2(2)}} \left(1+x^2+e^{15+x^2-2 x \log (2)+\log ^2(2)} \left(-2 x^2+2 x^4+\left(2 x-2 x^3\right) \log (2)\right) \log \left(\frac{-1+x^2}{x}\right)\right)\right)}{x \left(-x+x^3\right)} \, dx","Int[((-1 + x^2)*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2)*(1 + x^2 + E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2)*(1 + x^2 + E^(15 + x^2 - 2*x*Log[2] + Log[2]^2)*(-2*x^2 + 2*x^4 + (2*x - 2*x^3)*Log[2])*Log[(-1 + x^2)/x])))/(x*(-x + x^3)),x]","\int \frac{\left(-1+x^2\right) \left(\frac{-1+x^2}{x}\right)^{e^{e^{15+x^2-2 x \log (2)+\log ^2(2)}}} \left(1+x^2+e^{e^{15+x^2-2 x \log (2)+\log ^2(2)}} \left(1+x^2+e^{15+x^2-2 x \log (2)+\log ^2(2)} \left(-2 x^2+2 x^4+\left(2 x-2 x^3\right) \log (2)\right) \log \left(\frac{-1+x^2}{x}\right)\right)\right)}{x \left(-x+x^3\right)} \, dx","\left(x-\frac{1}{x}\right)^{e^{e^{(x-\log (2))^2+15}}+1}",1,"Defer[Int][((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2), x] + Defer[Int][E^(E^(15 + x^2 + Log[2]^2)/4^x)*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2), x] - Log[-((1 - x^2)/x)]*Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/2^(2*x) + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2), x] + Defer[Int][((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2)/x^2, x] + Defer[Int][(E^(E^(15 + x^2 + Log[2]^2)/4^x)*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2))/x^2, x] + Log[2]*Log[-((1 - x^2)/x)]*Defer[Int][(2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/2^(2*x) + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2))/x, x] - Log[2]*Log[-((1 - x^2)/x)]*Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/2^(2*x) + x^2 + 15*(1 + Log[2]^2/15))*x*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2), x] + Log[-((1 - x^2)/x)]*Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/2^(2*x) + x^2 + 15*(1 + Log[2]^2/15))*x^2*((-1 + x^2)/x)^E^E^(15 + x^2 - 2*x*Log[2] + Log[2]^2), x] + Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(-1 + x), x] - Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/x, x] + Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(1 + x), x] + Log[2]*Defer[Int][Defer[Int][(2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x))/x, x]/(-1 - x), x] + Log[2]*Defer[Int][Defer[Int][(2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x))/x, x]/(1 - x), x] + Log[2]*Defer[Int][Defer[Int][(2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x))/x, x]/x, x] + Log[2]*Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(-1 + x), x] - Log[2]*Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/x, x] + Log[2]*Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(1 + x), x] - Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x^2*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(-1 + x), x] + Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x^2*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/x, x] - Defer[Int][Defer[Int][2^(1 - 2*x)*E^(E^(15 + x^2 + Log[2]^2)/4^x + x^2 + 15*(1 + Log[2]^2/15))*x^2*((-1 + x^2)/x)^E^(E^(15 + x^2 + Log[2]^2)/4^x), x]/(1 + x), x]","F",0,0,0,0,-1,"{}"
2817,1,9,0,0.0012938,"\int (-6-2 x) \log (4) \, dx","Int[(-6 - 2*x)*Log[4],x]","-(x+3)^2 \log (4)","x-(x ((x+6) \log (4)+1))-4+\log (5)",1,"-((3 + x)^2*Log[4])","A",1,1,8,0.1250,1,"{9}"
2818,1,15,0,0.0057965,"\int \left(-\log (2)+3 e^{2+x} \log (2)\right) \, dx","Int[-Log[2] + 3*E^(2 + x)*Log[2],x]","3 e^{x+2} \log (2)-x \log (2)","3 \left(\left(\frac{2-x}{3}+e^{x+2}-e\right) \log (2)+6\right)",1,"3*E^(2 + x)*Log[2] - x*Log[2]","A",2,1,14,0.07143,1,"{2194}"
2819,0,0,0,6.906741,"\int \frac{\log (e x) \left(e^{x+x^2} (-4+2 x)-2 e^{x+x^2} \log \left(x^2\right)\right)+\log ^2(e x) \left(e^{x+x^2} \left(4-4 x-3 x^2+2 x^3\right)+e^{x+x^2} \left(1-x-2 x^2\right) \log \left(x^2\right)\right)}{4 x^2-4 x^3+x^4+\left(4 x^2-2 x^3\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","Int[(Log[E*x]*(E^(x + x^2)*(-4 + 2*x) - 2*E^(x + x^2)*Log[x^2]) + Log[E*x]^2*(E^(x + x^2)*(4 - 4*x - 3*x^2 + 2*x^3) + E^(x + x^2)*(1 - x - 2*x^2)*Log[x^2]))/(4*x^2 - 4*x^3 + x^4 + (4*x^2 - 2*x^3)*Log[x^2] + x^2*Log[x^2]^2),x]","\int \frac{\log (e x) \left(e^{x+x^2} (-4+2 x)-2 e^{x+x^2} \log \left(x^2\right)\right)+\log ^2(e x) \left(e^{x+x^2} \left(4-4 x-3 x^2+2 x^3\right)+e^{x+x^2} \left(1-x-2 x^2\right) \log \left(x^2\right)\right)}{4 x^2-4 x^3+x^4+\left(4 x^2-2 x^3\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","\frac{e^{x (x+1)} \log ^2(e x)}{x \left(-\log \left(x^2\right)+x-2\right)}",1,"2*Defer[Int][E^(x + x^2)/(x^2*(-2 + x - Log[x^2])^2), x] - Defer[Int][E^(x + x^2)/(x*(-2 + x - Log[x^2])^2), x] + 4*Defer[Int][(E^(x + x^2)*Log[x])/(x^2*(-2 + x - Log[x^2])^2), x] - 2*Defer[Int][(E^(x + x^2)*Log[x])/(x*(-2 + x - Log[x^2])^2), x] + 2*Defer[Int][(E^(x + x^2)*Log[x]^2)/(x^2*(-2 + x - Log[x^2])^2), x] - Defer[Int][(E^(x + x^2)*Log[x]^2)/(x*(-2 + x - Log[x^2])^2), x] + 2*Defer[Int][E^(x + x^2)/(-2 + x - Log[x^2]), x] + Defer[Int][E^(x + x^2)/(x^2*(-2 + x - Log[x^2])), x] + Defer[Int][E^(x + x^2)/(x*(-2 + x - Log[x^2])), x] + 4*Defer[Int][(E^(x + x^2)*Log[x])/(-2 + x - Log[x^2]), x] + 2*Defer[Int][(E^(x + x^2)*Log[x])/(x*(-2 + x - Log[x^2])), x] + 2*Defer[Int][(E^(x + x^2)*Log[x]^2)/(-2 + x - Log[x^2]), x] - Defer[Int][(E^(x + x^2)*Log[x]^2)/(x^2*(-2 + x - Log[x^2])), x] + Defer[Int][(E^(x + x^2)*Log[x]^2)/(x*(-2 + x - Log[x^2])), x]","F",0,0,0,0,-1,"{}"
2820,1,18,0,0.0931395,"\int \frac{e^{-e^{\frac{1}{5+x}}} \left(25+e^{\frac{1}{5+x}} (-3+x)+10 x+x^2\right)}{25+10 x+x^2} \, dx","Int[(25 + E^(5 + x)^(-1)*(-3 + x) + 10*x + x^2)/(E^E^(5 + x)^(-1)*(25 + 10*x + x^2)),x]","-e^{-e^{\frac{1}{x+5}}} (3-x)","e^{-e^{\frac{1}{x+5}}} (x-3)",1,"-((3 - x)/E^E^(5 + x)^(-1))","A",2,2,41,0.04878,1,"{27, 2288}"
2821,0,0,0,4.5834321,"\int \frac{e^{-\frac{2 (25+x+25 x \log (5))}{1+x \log (5)}} \left(e^x \left(-1+x+\left(-2 x-2 x^2\right) \log (5)+\left(-x^2-x^3\right) \log ^2(5)\right)+e^{\frac{2 (25+x+25 x \log (5))}{1+x \log (5)}} \left(-6+2 x+\left(-12 x+4 x^2\right) \log (5)+\left(-6 x^2+2 x^3\right) \log ^2(5)\right)\right)}{1+2 x \log (5)+x^2 \log ^2(5)} \, dx","Int[(E^x*(-1 + x + (-2*x - 2*x^2)*Log[5] + (-x^2 - x^3)*Log[5]^2) + E^((2*(25 + x + 25*x*Log[5]))/(1 + x*Log[5]))*(-6 + 2*x + (-12*x + 4*x^2)*Log[5] + (-6*x^2 + 2*x^3)*Log[5]^2))/(E^((2*(25 + x + 25*x*Log[5]))/(1 + x*Log[5]))*(1 + 2*x*Log[5] + x^2*Log[5]^2)),x]","\int \frac{e^{-\frac{2 (25+x+25 x \log (5))}{1+x \log (5)}} \left(e^x \left(-1+x+\left(-2 x-2 x^2\right) \log (5)+\left(-x^2-x^3\right) \log ^2(5)\right)+e^{\frac{2 (25+x+25 x \log (5))}{1+x \log (5)}} \left(-6+2 x+\left(-12 x+4 x^2\right) \log (5)+\left(-6 x^2+2 x^3\right) \log ^2(5)\right)\right)}{1+2 x \log (5)+x^2 \log ^2(5)} \, dx","(x-3)^2-x e^{x-\frac{2 x}{x \log (5)+1}-50}",1,"x^2 + (4*x)/Log[5] + 2/(Log[5]^2*(1 + x*Log[5])) + 6/(Log[5]*(1 + x*Log[5])) - (2*(1 + Log[125]))/(Log[5]^2*(1 + x*Log[5])) - (2*x*(2 + Log[125]))/Log[5] + (2*Log[1 + x*Log[5]])/Log[5]^2 + (6*(1 + Log[25])*Log[1 + x*Log[5]])/Log[5]^2 - (4*(2 + Log[125])*Log[1 + x*Log[5]])/Log[5]^2 - Defer[Int][5^(((-50 + x)*x)/(1 + x*Log[5]))*E^((-50 - x)/(1 + x*Log[5])), x] - Defer[Int][5^(((-50 + x)*x)/(1 + x*Log[5]))*E^((-50 - x)/(1 + x*Log[5]))*x, x] - (2*Defer[Int][(5^(((-50 + x)*x)/(1 + x*Log[5]))*E^((-50 - x)/(1 + x*Log[5])))/(1 + x*Log[5])^2, x])/Log[5] + (2*Defer[Int][(5^(((-50 + x)*x)/(1 + x*Log[5]))*E^((-50 - x)/(1 + x*Log[5])))/(1 + x*Log[5]), x])/Log[5]","F",0,0,0,0,-1,"{}"
2822,0,0,0,1.2606941,"\int \frac{4+2 x-e^{3+x} x+\left(4+e^{3+x} \left(-2 x-x^2\right)\right) \log (x)+\left(x+\left(4-e^{3+x} x\right) \log (x)\right) \log \left(x+\left(4-e^{3+x} x\right) \log (x)\right)}{-x+\left(-4+e^{3+x} x\right) \log (x)} \, dx","Int[(4 + 2*x - E^(3 + x)*x + (4 + E^(3 + x)*(-2*x - x^2))*Log[x] + (x + (4 - E^(3 + x)*x)*Log[x])*Log[x + (4 - E^(3 + x)*x)*Log[x]])/(-x + (-4 + E^(3 + x)*x)*Log[x]),x]","\int \frac{4+2 x-e^{3+x} x+\left(4+e^{3+x} \left(-2 x-x^2\right)\right) \log (x)+\left(x+\left(4-e^{3+x} x\right) \log (x)\right) \log \left(x+\left(4-e^{3+x} x\right) \log (x)\right)}{-x+\left(-4+e^{3+x} x\right) \log (x)} \, dx","-x+x \left(-\log \left(x-\left(e^{x+3} x-4\right) \log (x)\right)\right)-5+\log (2)",1,"-2*x - x^2/2 - LogIntegral[x] - Defer[Int][x^2/(-x - 4*Log[x] + E^(3 + x)*x*Log[x]), x] - Defer[Int][x/(Log[x]*(-x - 4*Log[x] + E^(3 + x)*x*Log[x])), x] - 4*Defer[Int][Log[x]/(-x - 4*Log[x] + E^(3 + x)*x*Log[x]), x] - 4*Defer[Int][(x*Log[x])/(-x - 4*Log[x] + E^(3 + x)*x*Log[x]), x] - Defer[Int][Log[x + (4 - E^(3 + x)*x)*Log[x]], x]","F",0,0,0,0,-1,"{}"
2823,0,0,0,1.3602996,"\int \frac{-101+e^3-4 e^x+8 x+\left(-8 x+4 e^x x\right) \log (x)}{10201 x+e^6 x+16 e^{2 x} x-1616 x^2+64 x^3+e^x \left(808 x-8 e^3 x-64 x^2\right)+e^3 \left(-202 x+16 x^2\right)} \, dx","Int[(-101 + E^3 - 4*E^x + 8*x + (-8*x + 4*E^x*x)*Log[x])/(10201*x + E^6*x + 16*E^(2*x)*x - 1616*x^2 + 64*x^3 + E^x*(808*x - 8*E^3*x - 64*x^2) + E^3*(-202*x + 16*x^2)),x]","\int \frac{-101+e^3-4 e^x+8 x+\left(-8 x+4 e^x x\right) \log (x)}{10201 x+e^6 x+16 e^{2 x} x-1616 x^2+64 x^3+e^x \left(808 x-8 e^3 x-64 x^2\right)+e^3 \left(-202 x+16 x^2\right)} \, dx","\frac{\log (x)}{-4 \left(-2 x+e^x+25\right)+e^3-1}",1,"-((109 - E^3)*Log[x]*Defer[Int][(4*E^x + 101*(1 - E^3/101) - 8*x)^(-2), x]) + Log[x]*Defer[Int][(4*E^x + 101*(1 - E^3/101) - 8*x)^(-1), x] + 8*Log[x]*Defer[Int][x/(4*E^x + 101*(1 - E^3/101) - 8*x)^2, x] + Defer[Int][1/(x*(-4*E^x - 101*(1 - E^3/101) + 8*x)), x] - Defer[Int][Defer[Int][(4*E^x + 101*(1 - E^3/101) - 8*x)^(-1), x]/x, x] + (109 - E^3)*Defer[Int][Defer[Int][(-4*E^x - 101*(1 - E^3/101) + 8*x)^(-2), x]/x, x] - 8*Defer[Int][Defer[Int][x/(-4*E^x - 101*(1 - E^3/101) + 8*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
2824,0,0,0,0.7437807,"\int \frac{-936-1848 x+2256 x^2+640 x^3+\left(-480-984 x-2408 x^2-640 x^3\right) \log \left(\frac{9+3 x}{x}\right)+\left(480 x+640 x^2+160 x^3\right) \log ^2\left(\frac{9+3 x}{x}\right)}{15 x+5 x^2} \, dx","Int[(-936 - 1848*x + 2256*x^2 + 640*x^3 + (-480 - 984*x - 2408*x^2 - 640*x^3)*Log[(9 + 3*x)/x] + (480*x + 640*x^2 + 160*x^3)*Log[(9 + 3*x)/x]^2)/(15*x + 5*x^2),x]","\int \frac{-936-1848 x+2256 x^2+640 x^3+\left(-480-984 x-2408 x^2-640 x^3\right) \log \left(\frac{9+3 x}{x}\right)+\left(480 x+640 x^2+160 x^3\right) \log ^2\left(\frac{9+3 x}{x}\right)}{15 x+5 x^2} \, dx","\left(1-4 \left(-2 x+(x+1) \log \left(\frac{3 (x+3)}{x}\right)+\frac{11}{5}\right)\right)^2",1,"(-624*x)/5 + 64*x^2 - (312*Log[x])/5 + (488*x*Log[x])/5 + 64*x^2*Log[x] - 32*Log[9]*Log[x] - 128*Log[1 + x/3]*Log[x] + 16*Log[x]^2 + (336*Log[3 + x])/5 - (488*(3 + x)*Log[3*(3 + x)])/5 + 64*Log[3*(3 + x)]^2 - (488*x*(Log[x] + Log[(3*(3 + x))/x] - Log[9 + 3*x]))/5 - 64*x^2*(Log[x] + Log[(3*(3 + x))/x] - Log[9 + 3*x]) - 32*Log[x]*(Log[x] + Log[(3*(3 + x))/x] - Log[9 + 3*x]) + 128*Log[3 + x]*(Log[x] + Log[(3*(3 + x))/x] - Log[9 + 3*x]) - 64*x^2*Log[9 + 3*x] - 96*PolyLog[2, -1/3*x] + 32*Defer[Int][(1 + x)*Log[3 + 9/x]^2, x]","F",0,0,0,0,-1,"{}"
2825,0,0,0,1.3244625,"\int \frac{-80 x+\frac{e^{3+2 x} (-128+128 x)}{x^2}}{\frac{16 e^{6+4 x}}{x^3}+10816 x-1040 x^2+25 x^3+\frac{e^{3+2 x} \left(832 x-40 x^2\right)}{x^2}} \, dx","Int[(-80*x + (E^(3 + 2*x)*(-128 + 128*x))/x^2)/((16*E^(6 + 4*x))/x^3 + 10816*x - 1040*x^2 + 25*x^3 + (E^(3 + 2*x)*(832*x - 40*x^2))/x^2),x]","\int \frac{-80 x+\frac{e^{3+2 x} (-128+128 x)}{x^2}}{\frac{16 e^{6+4 x}}{x^3}+10816 x-1040 x^2+25 x^3+\frac{e^{3+2 x} \left(832 x-40 x^2\right)}{x^2}} \, dx","\frac{4}{-\frac{e^{2 x+3}}{x^2}+\frac{5 x}{4}-26}",1,"3328*Defer[Int][x^3/(-4*E^(3 + 2*x) - 104*x^2 + 5*x^3)^2, x] - 3568*Defer[Int][x^4/(-4*E^(3 + 2*x) - 104*x^2 + 5*x^3)^2, x] + 160*Defer[Int][x^5/(-4*E^(3 + 2*x) - 104*x^2 + 5*x^3)^2, x] + 32*Defer[Int][x/(-4*E^(3 + 2*x) - 104*x^2 + 5*x^3), x] - 32*Defer[Int][x^2/(-4*E^(3 + 2*x) - 104*x^2 + 5*x^3), x]","F",0,0,0,0,-1,"{}"
2826,1,11,0,0.1143779,"\int \frac{13+\left(68 x+26 x^2\right) \log (34+13 x)}{(34+13 x) \log (34+13 x)} \, dx","Int[(13 + (68*x + 26*x^2)*Log[34 + 13*x])/((34 + 13*x)*Log[34 + 13*x]),x]","x^2+\log (\log (13 x+34))","x^2+\log (\log (x+12 (x+3)-2))",1,"x^2 + Log[Log[34 + 13*x]]","A",5,4,34,0.1176,1,"{6688, 2390, 2302, 29}"
2827,1,15,0,0.0044681,"\int \left(1+9 \log (5)-\log ^2(\log (5))\right) \, dx","Int[1 + 9*Log[5] - Log[Log[5]]^2,x]","x \left(1-\log ^2(\log (5))+9 \log (5)\right)","x+x \left(-\log ^2(\log (5))\right)+3 (3 x \log (5)-1)-1",1,"x*(1 + 9*Log[5] - Log[Log[5]]^2)","A",1,1,13,0.07692,1,"{8}"
2828,1,28,0,0.096754,"\int \frac{2 x-3 x^3+\left(2 x-2 x^2\right) \log (1-x)+(-2+2 x) \log (x)+(-1+x) \log ^2(x)}{-1+x} \, dx","Int[(2*x - 3*x^3 + (2*x - 2*x^2)*Log[1 - x] + (-2 + 2*x)*Log[x] + (-1 + x)*Log[x]^2)/(-1 + x),x]","-x^3-x^2-x^2 \log (1-x)+x \log ^2(x)","x^2+x \left(\log ^2(x)-x (x+\log (1-x)+2)\right)+6",1,"-x^2 - x^3 - x^2*Log[1 - x] + x*Log[x]^2","A",10,6,47,0.1277,1,"{6688, 772, 2395, 43, 2295, 2296}"
2829,0,0,0,1.3894034,"\int \frac{720-192 x-86 x^2+28 x^3+2 x^4+e^x \left(-180+228 x-56 x^2-12 x^3+4 x^4\right)}{576-336 x+x^2+14 x^3+x^4+e^{2 x} \left(36-24 x+4 x^2\right)+e^x \left(-288+180 x-16 x^2-4 x^3\right)} \, dx","Int[(720 - 192*x - 86*x^2 + 28*x^3 + 2*x^4 + E^x*(-180 + 228*x - 56*x^2 - 12*x^3 + 4*x^4))/(576 - 336*x + x^2 + 14*x^3 + x^4 + E^(2*x)*(36 - 24*x + 4*x^2) + E^x*(-288 + 180*x - 16*x^2 - 4*x^3)),x]","\int \frac{720-192 x-86 x^2+28 x^3+2 x^4+e^x \left(-180+228 x-56 x^2-12 x^3+4 x^4\right)}{576-336 x+x^2+14 x^3+x^4+e^{2 x} \left(36-24 x+4 x^2\right)+e^x \left(-288+180 x-16 x^2-4 x^3\right)} \, dx","\frac{x (x+5)}{\frac{x}{2}-e^x-\frac{3}{3-x}+5}",1,"30*Defer[Int][(24 - 6*E^x - 7*x + 2*E^x*x - x^2)^(-1), x] + 690*Defer[Int][x/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2)^2, x] - 252*Defer[Int][x^2/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2)^2, x] - 48*Defer[Int][x^3/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2)^2, x] + 16*Defer[Int][x^4/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2)^2, x] + 2*Defer[Int][x^5/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2)^2, x] + 28*Defer[Int][x/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2), x] - 2*Defer[Int][x^3/(-24 + 6*E^x + 7*x - 2*E^x*x + x^2), x]","F",0,0,0,0,-1,"{}"
2830,0,0,0,0.7416822,"\int \frac{216-36 x+\left(-351+e^3 (3-x)+117 x\right) \log \left(-\frac{x^2}{-3+x}\right)+\left(108-18 x+(-162+54 x) \log \left(-\frac{x^2}{-3+x}\right)\right) \log \left(\frac{x}{\log \left(-\frac{x^2}{-3+x}\right)}\right)+(-27+9 x) \log \left(-\frac{x^2}{-3+x}\right) \log ^2\left(\frac{x}{\log \left(-\frac{x^2}{-3+x}\right)}\right)}{(-9+3 x) \log \left(-\frac{x^2}{-3+x}\right)} \, dx","Int[(216 - 36*x + (-351 + E^3*(3 - x) + 117*x)*Log[-(x^2/(-3 + x))] + (108 - 18*x + (-162 + 54*x)*Log[-(x^2/(-3 + x))])*Log[x/Log[-(x^2/(-3 + x))]] + (-27 + 9*x)*Log[-(x^2/(-3 + x))]*Log[x/Log[-(x^2/(-3 + x))]]^2)/((-9 + 3*x)*Log[-(x^2/(-3 + x))]),x]","\int \frac{216-36 x+\left(-351+e^3 (3-x)+117 x\right) \log \left(-\frac{x^2}{-3+x}\right)+\left(108-18 x+(-162+54 x) \log \left(-\frac{x^2}{-3+x}\right)\right) \log \left(\frac{x}{\log \left(-\frac{x^2}{-3+x}\right)}\right)+(-27+9 x) \log \left(-\frac{x^2}{-3+x}\right) \log ^2\left(\frac{x}{\log \left(-\frac{x^2}{-3+x}\right)}\right)}{(-9+3 x) \log \left(-\frac{x^2}{-3+x}\right)} \, dx","\frac{1}{3} x \left(9 \left(\left(\log \left(\frac{x}{\log \left(\frac{x^2}{3-x}\right)}\right)+2\right)^2+5\right)-e^3\right)",1,"-18*x + ((117 - E^3)*x)/3 + 18*x*Log[x/Log[x^2/(3 - x)]] - 18*Defer[Int][(6 - x)/((-3 + x)*Log[-(x^2/(-3 + x))]), x] - 12*Defer[Int][(-6 + x)/((-3 + x)*Log[-(x^2/(-3 + x))]), x] - 6*Defer[Int][Log[x/Log[-(x^2/(-3 + x))]]/Log[-(x^2/(-3 + x))], x] + 18*Defer[Int][Log[x/Log[-(x^2/(-3 + x))]]/((-3 + x)*Log[-(x^2/(-3 + x))]), x] + 3*Defer[Int][Log[x/Log[-(x^2/(-3 + x))]]^2, x]","F",0,0,0,0,-1,"{}"
2831,1,14,0,0.0059106,"\int \left(56 x+8 e x+16 x^3\right) \, dx","Int[56*x + 8*E*x + 16*x^3,x]","4 x^4+4 (7+e) x^2","\left(2 x^2+e+7\right)^2",1,"4*(7 + E)*x^2 + 4*x^4","A",2,1,13,0.07692,1,"{6}"
2832,1,24,0,0.3369865,"\int \frac{-40-6 x^3}{20 x+11 x^3+e^{10} x^3-6 x^4+x^3 \log (4)} \, dx","Int[(-40 - 6*x^3)/(20*x + 11*x^3 + E^10*x^3 - 6*x^4 + x^3*Log[4]),x]","\log \left(-6 x^3+x^2 \left(11+e^{10}+\log (4)\right)+20\right)-2 \log (x)","\log \left(5 \left(\frac{4}{x^2}-x+2\right)-x+e^{10}+1+\log (4)\right)",1,"-2*Log[x] + Log[20 - 6*x^3 + x^2*(11 + E^10 + Log[4])]","A",6,4,37,0.1081,1,"{6, 1594, 6742, 1587}"
2833,0,0,0,0.7858853,"\int \frac{24+12 x-4 e^x x^2 \log (2)-4 x^3 \log (2)+\left(-12 x+12 x^3 \log (2)+e^x \left(8 x^2+4 x^3\right) \log (2)\right) \log (x)}{3 x \log ^2(x)} \, dx","Int[(24 + 12*x - 4*E^x*x^2*Log[2] - 4*x^3*Log[2] + (-12*x + 12*x^3*Log[2] + E^x*(8*x^2 + 4*x^3)*Log[2])*Log[x])/(3*x*Log[x]^2),x]","\int \frac{24+12 x-4 e^x x^2 \log (2)-4 x^3 \log (2)+\left(-12 x+12 x^3 \log (2)+e^x \left(8 x^2+4 x^3\right) \log (2)\right) \log (x)}{3 x \log ^2(x)} \, dx","\frac{4 \left(\frac{1}{3} \left(x+e^x\right) x^2 \log (2)-x-2\right)}{\log (x)}",1,"(4*ExpIntegralEi[3*Log[x]]*Log[8])/3 + (4*E^x*x^2*Log[2])/(3*Log[x]) - 4*LogIntegral[x] + (4*Defer[Int][(6 + 3*x - x^3*Log[2])/(x*Log[x]^2), x])/3","F",0,0,0,0,-1,"{}"
2834,1,17,0,0.0401567,"\int \frac{3-15 x+5 x^2-x^3}{x-2 x^2+x^3} \, dx","Int[(3 - 15*x + 5*x^2 - x^3)/(x - 2*x^2 + x^3),x]","-x-\frac{8}{1-x}+3 \log (x)","\log \left(x^2\right)-x+\frac{8}{x-1}+\log (x)+2",1,"-8/(1 - x) - x + 3*Log[x]","A",4,3,28,0.1071,1,"{1594, 27, 1620}"
2835,0,0,0,2.1628162,"\int \frac{27-18 x-24 x^2+12 x^3+8 x^4-2 x^5-x^6+e^{\frac{4 x+4 x^2}{-3+x+x^2}} \left(12 x^2+24 x^3\right)}{9 x^2-6 x^3-5 x^4+2 x^5+x^6} \, dx","Int[(27 - 18*x - 24*x^2 + 12*x^3 + 8*x^4 - 2*x^5 - x^6 + E^((4*x + 4*x^2)/(-3 + x + x^2))*(12*x^2 + 24*x^3))/(9*x^2 - 6*x^3 - 5*x^4 + 2*x^5 + x^6),x]","\int \frac{27-18 x-24 x^2+12 x^3+8 x^4-2 x^5-x^6+e^{\frac{4 x+4 x^2}{-3+x+x^2}} \left(12 x^2+24 x^3\right)}{9 x^2-6 x^3-5 x^4+2 x^5+x^6} \, dx","\frac{(2-x) x-3}{x}-e^{\frac{4 x}{x-\frac{3}{x+1}}}",1,"-60/(13*x) - (18*x)/13 + x^2/13 + (12*(6 - x))/(13*(3 - x - x^2)) + (8*(6 - x)*x)/(13*(3 - x - x^2)) - (2*(6 - x)*x^2)/(13*(3 - x - x^2)) - ((6 - x)*x^3)/(13*(3 - x - x^2)) - (6*(7 + x))/(13*(3 - x - x^2)) + (9*(7 + x))/(13*x*(3 - x - x^2)) - (24*(1 + 2*x))/(13*(3 - x - x^2)) - (216*ArcTanh[(1 + 2*x)/Sqrt[13]])/(13*Sqrt[13]) + ((169 - 73*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/169 - ((169 - 19*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/169 + ((169 + 19*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/169 - ((169 + 73*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/169 - ((169 - 73*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/169 + ((169 - 19*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/169 - ((169 + 19*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/169 + ((169 + 73*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/169 + (48*Defer[Int][E^((4*x*(1 + x))/(-3 + x + x^2))/(-1 + Sqrt[13] - 2*x)^2, x])/13 - (48*(1 - Sqrt[13])*Defer[Int][E^((4*x*(1 + x))/(-3 + x + x^2))/(-1 + Sqrt[13] - 2*x)^2, x])/13 + (48*Defer[Int][E^((4*x*(1 + x))/(-3 + x + x^2))/(1 + Sqrt[13] + 2*x)^2, x])/13 - (48*(1 + Sqrt[13])*Defer[Int][E^((4*x*(1 + x))/(-3 + x + x^2))/(1 + Sqrt[13] + 2*x)^2, x])/13","F",0,0,0,0,-1,"{}"
2836,0,0,0,3.8981534,"\int \frac{1+e^2+e (2-2 x)-2 x+x^2+e^{3 x} \left(-3 x^2-3 e^2 x^2+6 x^3-3 x^4+e \left(-6 x^2+6 x^3\right)\right)+x^2 \log (5)}{1+2 x-3 x^2-4 x^3+4 x^4+e^2 \left(1+4 x+4 x^2\right)+e \left(2+6 x-8 x^3\right)+e^{6 x} \left(x^2+e^2 x^2-2 x^3+x^4+e \left(2 x^2-2 x^3\right)\right)+\left(-2 x-2 x^2+4 x^3+e \left(-2 x-4 x^2\right)\right) \log (5)+x^2 \log ^2(5)+e^{3 x} \left(2 x-6 x^3+4 x^4+e^2 \left(2 x+4 x^2\right)+e \left(4 x+4 x^2-8 x^3\right)+\left(-2 x^2-2 e x^2+2 x^3\right) \log (5)\right)} \, dx","Int[(1 + E^2 + E*(2 - 2*x) - 2*x + x^2 + E^(3*x)*(-3*x^2 - 3*E^2*x^2 + 6*x^3 - 3*x^4 + E*(-6*x^2 + 6*x^3)) + x^2*Log[5])/(1 + 2*x - 3*x^2 - 4*x^3 + 4*x^4 + E^2*(1 + 4*x + 4*x^2) + E*(2 + 6*x - 8*x^3) + E^(6*x)*(x^2 + E^2*x^2 - 2*x^3 + x^4 + E*(2*x^2 - 2*x^3)) + (-2*x - 2*x^2 + 4*x^3 + E*(-2*x - 4*x^2))*Log[5] + x^2*Log[5]^2 + E^(3*x)*(2*x - 6*x^3 + 4*x^4 + E^2*(2*x + 4*x^2) + E*(4*x + 4*x^2 - 8*x^3) + (-2*x^2 - 2*E*x^2 + 2*x^3)*Log[5])),x]","\int \frac{1+e^2+e (2-2 x)-2 x+x^2+e^{3 x} \left(-3 x^2-3 e^2 x^2+6 x^3-3 x^4+e \left(-6 x^2+6 x^3\right)\right)+x^2 \log (5)}{1+2 x-3 x^2-4 x^3+4 x^4+e^2 \left(1+4 x+4 x^2\right)+e \left(2+6 x-8 x^3\right)+e^{6 x} \left(x^2+e^2 x^2-2 x^3+x^4+e \left(2 x^2-2 x^3\right)\right)+\left(-2 x-2 x^2+4 x^3+e \left(-2 x-4 x^2\right)\right) \log (5)+x^2 \log ^2(5)+e^{3 x} \left(2 x-6 x^3+4 x^4+e^2 \left(2 x+4 x^2\right)+e \left(4 x+4 x^2-8 x^3\right)+\left(-2 x^2-2 e x^2+2 x^3\right) \log (5)\right)} \, dx","\frac{x}{2 x-\left(x \left(\frac{\log (5)}{-x+e+1}-e^{3 x}\right)\right)+1}",1,"(1 + E)^2*Defer[Int][(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5]))^(-2), x] + (1 + E)*(1 + 3*E)*Defer[Int][x/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5]))^2, x] + (1 + 6*E^2 + 3*E*(2 - Log[5]) - 2*Log[5])*Defer[Int][x^2/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5]))^2, x] - 3*(3 + 4*E - Log[5])*Defer[Int][x^3/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5]))^2, x] + 6*Defer[Int][x^4/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5]))^2, x] - 3*(1 + E)*Defer[Int][x/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5])), x] + 3*Defer[Int][x^2/(1 + E + E^(3*x)*(1 + E)*x - 2*x^2 - E^(3*x)*x^2 + x*(1 + 2*E - Log[5])), x]","F",0,0,0,0,-1,"{}"
2837,0,0,0,7.5294849,"\int \frac{2500+1000 x+100 x^2+e^x \left(500-300 x-180 x^2-20 x^3\right)+(-20-8 x) \log (3)}{1953125 x+859375 x^2+109375 x^3+3125 x^4+e^x \left(390625 x+156250 x^2+15625 x^3\right)+\left(-15625 x-3125 x^2\right) \log (3)+\left(1953125 x+859375 x^2+109375 x^3+3125 x^4+e^x \left(390625 x+156250 x^2+15625 x^3\right)+\left(-15625 x-3125 x^2\right) \log (3)\right) \log \left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(781250 x+343750 x^2+43750 x^3+1250 x^4+e^x \left(156250 x+62500 x^2+6250 x^3\right)+\left(-6250 x-1250 x^2\right) \log (3)\right) \log ^2\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(156250 x+68750 x^2+8750 x^3+250 x^4+e^x \left(31250 x+12500 x^2+1250 x^3\right)+\left(-1250 x-250 x^2\right) \log (3)\right) \log ^3\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(15625 x+6875 x^2+875 x^3+25 x^4+e^x \left(3125 x+1250 x^2+125 x^3\right)+\left(-125 x-25 x^2\right) \log (3)\right) \log ^4\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(625 x+275 x^2+35 x^3+x^4+e^x \left(125 x+50 x^2+5 x^3\right)+\left(-5 x-x^2\right) \log (3)\right) \log ^5\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)} \, dx","Int[(2500 + 1000*x + 100*x^2 + E^x*(500 - 300*x - 180*x^2 - 20*x^3) + (-20 - 8*x)*Log[3])/(1953125*x + 859375*x^2 + 109375*x^3 + 3125*x^4 + E^x*(390625*x + 156250*x^2 + 15625*x^3) + (-15625*x - 3125*x^2)*Log[3] + (1953125*x + 859375*x^2 + 109375*x^3 + 3125*x^4 + E^x*(390625*x + 156250*x^2 + 15625*x^3) + (-15625*x - 3125*x^2)*Log[3])*Log[(125 + 30*x + x^2 + E^x*(25 + 5*x) - Log[3])/(5*x + x^2)] + (781250*x + 343750*x^2 + 43750*x^3 + 1250*x^4 + E^x*(156250*x + 62500*x^2 + 6250*x^3) + (-6250*x - 1250*x^2)*Log[3])*Log[(125 + 30*x + x^2 + E^x*(25 + 5*x) - Log[3])/(5*x + x^2)]^2 + (156250*x + 68750*x^2 + 8750*x^3 + 250*x^4 + E^x*(31250*x + 12500*x^2 + 1250*x^3) + (-1250*x - 250*x^2)*Log[3])*Log[(125 + 30*x + x^2 + E^x*(25 + 5*x) - Log[3])/(5*x + x^2)]^3 + (15625*x + 6875*x^2 + 875*x^3 + 25*x^4 + E^x*(3125*x + 1250*x^2 + 125*x^3) + (-125*x - 25*x^2)*Log[3])*Log[(125 + 30*x + x^2 + E^x*(25 + 5*x) - Log[3])/(5*x + x^2)]^4 + (625*x + 275*x^2 + 35*x^3 + x^4 + E^x*(125*x + 50*x^2 + 5*x^3) + (-5*x - x^2)*Log[3])*Log[(125 + 30*x + x^2 + E^x*(25 + 5*x) - Log[3])/(5*x + x^2)]^5),x]","\int \frac{2500+1000 x+100 x^2+e^x \left(500-300 x-180 x^2-20 x^3\right)+(-20-8 x) \log (3)}{1953125 x+859375 x^2+109375 x^3+3125 x^4+e^x \left(390625 x+156250 x^2+15625 x^3\right)+\left(-15625 x-3125 x^2\right) \log (3)+\left(1953125 x+859375 x^2+109375 x^3+3125 x^4+e^x \left(390625 x+156250 x^2+15625 x^3\right)+\left(-15625 x-3125 x^2\right) \log (3)\right) \log \left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(781250 x+343750 x^2+43750 x^3+1250 x^4+e^x \left(156250 x+62500 x^2+6250 x^3\right)+\left(-6250 x-1250 x^2\right) \log (3)\right) \log ^2\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(156250 x+68750 x^2+8750 x^3+250 x^4+e^x \left(31250 x+12500 x^2+1250 x^3\right)+\left(-1250 x-250 x^2\right) \log (3)\right) \log ^3\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(15625 x+6875 x^2+875 x^3+25 x^4+e^x \left(3125 x+1250 x^2+125 x^3\right)+\left(-125 x-25 x^2\right) \log (3)\right) \log ^4\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)+\left(625 x+275 x^2+35 x^3+x^4+e^x \left(125 x+50 x^2+5 x^3\right)+\left(-5 x-x^2\right) \log (3)\right) \log ^5\left(\frac{125+30 x+x^2+e^x (25+5 x)-\log (3)}{5 x+x^2}\right)} \, dx","\frac{1}{\left(\log \left(\frac{5 \left(e^x+5\right)+x-\frac{\log (3)}{x+5}}{x}\right)+5\right)^4}",1,"-4*Defer[Int][(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^(-5), x] + 4*Defer[Int][1/(x*(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^5), x] + 4*(120 - Log[3])*Defer[Int][1/((25*E^x + 30*x + 5*E^x*x + x^2 + 125*(1 - Log[3]/125))*(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^5), x] + 4*Log[3]*Defer[Int][1/((-5 - x)*(25*E^x + 30*x + 5*E^x*x + x^2 + 125*(1 - Log[3]/125))*(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^5), x] + 116*Defer[Int][x/((25*E^x + 30*x + 5*E^x*x + x^2 + 125*(1 - Log[3]/125))*(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^5), x] + 4*Defer[Int][x^2/((25*E^x + 30*x + 5*E^x*x + x^2 + 125*(1 - Log[3]/125))*(5 + Log[(125 + 30*x + x^2 + 5*E^x*(5 + x) - Log[3])/(x*(5 + x))])^5), x]","F",0,0,0,0,-1,"{}"
2838,0,0,0,9.1955357,"\int \frac{3+e^x (-10-15 x)+e^x (5+5 x) \log (x)}{\left(1+3 x-15 e^x x+5 e^x x \log (x)\right) \log \left(\frac{1}{3} \left(-1-3 x+15 e^x x-5 e^x x \log (x)\right)\right)} \, dx","Int[(3 + E^x*(-10 - 15*x) + E^x*(5 + 5*x)*Log[x])/((1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]),x]","\int \frac{3+e^x (-10-15 x)+e^x (5+5 x) \log (x)}{\left(1+3 x-15 e^x x+5 e^x x \log (x)\right) \log \left(\frac{1}{3} \left(-1-3 x+15 e^x x-5 e^x x \log (x)\right)\right)} \, dx","\log \left(\log \left(\frac{5 e^x x^2 (3-\log (x))-x}{3 x}-x\right)\right)",1,"3*Defer[Int][1/((3 - Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + 2*Defer[Int][1/(x*(3 - Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + Defer[Int][Log[x]/((-3 + Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + Defer[Int][Log[x]/(x*(-3 + Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + 2*Defer[Int][1/(x*(-3 + Log[x])*(1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + 9*Defer[Int][x/((-3 + Log[x])*(1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + Defer[Int][Log[x]/((3 - Log[x])*(1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + Defer[Int][Log[x]/(x*(3 - Log[x])*(1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x] + 3*Defer[Int][(x*Log[x])/((3 - Log[x])*(1 + 3*x - 15*E^x*x + 5*E^x*x*Log[x])*Log[(-1 - 3*x + 15*E^x*x - 5*E^x*x*Log[x])/3]), x]","F",0,0,0,0,-1,"{}"
2839,1,41,0,0.0339282,"\int \frac{-1+2 x-2 x^2-3 x^3+e^{2 x} \left(25 x+50 x^2\right)}{x} \, dx","Int[(-1 + 2*x - 2*x^2 - 3*x^3 + E^(2*x)*(25*x + 50*x^2))/x,x]","-x^3-x^2+2 x-\frac{25 e^{2 x}}{2}+\frac{25}{2} e^{2 x} (2 x+1)-\log (x)","-x^3-\left(x-25 e^{2 x}\right) x+2 x-\log (x)-30",1,"(-25*E^(2*x))/2 + 2*x - x^2 - x^3 + (25*E^(2*x)*(1 + 2*x))/2 - Log[x]","A",6,3,34,0.08824,1,"{14, 2176, 2194}"
2840,1,9,0,0.0020491,"\int \frac{5 e^{-5+x}}{4} \, dx","Int[(5*E^(-5 + x))/4,x]","\frac{5 e^{x-5}}{4}","5 \left(\frac{e^{x-5}}{4}-2\right)+15",1,"(5*E^(-5 + x))/4","A",2,2,9,0.2222,1,"{12, 2194}"
2841,1,24,0,0.0544182,"\int \frac{5 x^2+8 x^3+e^{x^2} \left(-5+10 x^2+e \left(-1+2 x^2\right)\right)}{5 x^2} \, dx","Int[(5*x^2 + 8*x^3 + E^x^2*(-5 + 10*x^2 + E*(-1 + 2*x^2)))/(5*x^2),x]","\frac{4 x^2}{5}+\frac{(5+e) e^{x^2}}{5 x}+x","\frac{\left(\frac{4 x^2}{5}+x\right) x+\frac{1}{5} (5+e) e^{x^2}-x}{x}",1,"(E^x^2*(5 + E))/(5*x) + x + (4*x^2)/5","A",4,3,40,0.07500,1,"{12, 14, 2288}"
2842,1,30,0,0.021003,"\int \frac{-12-4 x^2-4 x^3+e^4 \left(-3-x^2\right)}{30 x^2} \, dx","Int[(-12 - 4*x^2 - 4*x^3 + E^4*(-3 - x^2))/(30*x^2),x]","-\frac{x^2}{15}-\frac{1}{30} \left(4+e^4\right) x+\frac{4+e^4}{10 x}","\frac{\left(1-\frac{x^2}{3}\right) \left(\frac{1}{2} \left(2 x+e^4\right)+2\right)}{5 x}",1,"(4 + E^4)/(10*x) - ((4 + E^4)*x)/30 - x^2/15","A",3,2,30,0.06667,1,"{12, 14}"
2843,1,16,0,0.0407745,"\int \frac{e^{e^3 (-9+3 x)} \left(-2+3 e^3 x\right)}{x^3} \, dx","Int[(E^(E^3*(-9 + 3*x))*(-2 + 3*E^3*x))/x^3,x]","\frac{e^{-3 e^3 (3-x)}}{x^2}","\frac{e^{3 e^3 (x-3)}}{x^2}",1,"1/(E^(3*E^3*(3 - x))*x^2)","A",1,1,23,0.04348,1,"{2197}"
2844,1,18,0,0.028177,"\int \frac{1200 x-800 \log (4)}{9 e^{10} x^5-18 e^{10} x^4 \log (4)+9 e^{10} x^3 \log ^2(4)} \, dx","Int[(1200*x - 800*Log[4])/(9*E^10*x^5 - 18*E^10*x^4*Log[4] + 9*E^10*x^3*Log[4]^2),x]","-\frac{400}{9 e^{10} x^2 (x-\log (4))}","\frac{400}{9 e^{10} x^2 (\log (4)-x)}",1,"-400/(9*E^10*x^2*(x - Log[4]))","A",4,4,42,0.09524,1,"{1594, 27, 12, 74}"
2845,0,0,0,0.559561,"\int \frac{e^{\frac{-144+36 x+5 x^3}{-4+x}} \left(-240 x^2+40 x^3\right)}{16-8 x+x^2} \, dx","Int[(E^((-144 + 36*x + 5*x^3)/(-4 + x))*(-240*x^2 + 40*x^3))/(16 - 8*x + x^2),x]","\int \frac{e^{\frac{-144+36 x+5 x^3}{-4+x}} \left(-240 x^2+40 x^3\right)}{16-8 x+x^2} \, dx","4 e^{5 \left(x-\frac{(5-x) x}{4-x}\right) x^2+36}",1,"80*Defer[Int][E^((-144 + 36*x + 5*x^3)/(-4 + x)), x] - 1280*Defer[Int][E^((-144 + 36*x + 5*x^3)/(-4 + x))/(-4 + x)^2, x] + 40*Defer[Int][E^((-144 + 36*x + 5*x^3)/(-4 + x))*x, x]","F",0,0,0,0,-1,"{}"
2846,1,22,0,0.0182658,"\int \frac{1}{2} \left(22+4 e^{2 x}-4 e^{x^2} x+\log (5)\right) \, dx","Int[(22 + 4*E^(2*x) - 4*E^x^2*x + Log[5])/2,x]","-e^{x^2}+e^{2 x}+\frac{1}{2} x (22+\log (5))","-e^{x^2}+e^{2 x}+x \left(11+\frac{\log (5)}{2}\right)",1,"E^(2*x) - E^x^2 + (x*(22 + Log[5]))/2","A",4,3,23,0.1304,1,"{12, 2194, 2209}"
2847,0,0,0,0.760819,"\int \frac{e^{-x} \left(-3 e^x x+e^{\frac{5 e^{-x}}{x}} \left((-5-5 x) \log (3)+e^x x \log (3)\right)\right)}{x} \, dx","Int[(-3*E^x*x + E^(5/(E^x*x))*((-5 - 5*x)*Log[3] + E^x*x*Log[3]))/(E^x*x),x]","\int \frac{e^{-x} \left(-3 e^x x+e^{\frac{5 e^{-x}}{x}} \left((-5-5 x) \log (3)+e^x x \log (3)\right)\right)}{x} \, dx","e^{\frac{5 e^{-x}}{x}} x \log (3)-3 x",1,"-3*x - 5*Log[3]*Defer[Int][E^(5/(E^x*x) - x), x] + Log[3]*Defer[Int][E^(5/(E^x*x)), x] - 5*Log[3]*Defer[Int][E^(5/(E^x*x) - x)/x, x]","F",0,0,0,0,-1,"{}"
2848,1,45,0,0.1302669,"\int \frac{e^{3+x} \left(40-30 x+10 x^2\right)}{3 x^3+9 x^3 \log ^2(4)} \, dx","Int[(E^(3 + x)*(40 - 30*x + 10*x^2))/(3*x^3 + 9*x^3*Log[4]^2),x]","\frac{10 e^{x+3}}{3 x \left(1+3 \log ^2(4)\right)}-\frac{20 e^{x+3}}{3 x^2 \left(1+3 \log ^2(4)\right)}","\frac{5 e^{x+3} (2 x-4)}{x^2 \left(3+9 \log ^2(4)\right)}",1,"(-20*E^(3 + x))/(3*x^2*(1 + 3*Log[4]^2)) + (10*E^(3 + x))/(3*x*(1 + 3*Log[4]^2))","A",10,5,33,0.1515,1,"{6, 12, 2199, 2177, 2178}"
2849,0,0,0,1.5140251,"\int \frac{-6-24 x+(-1-6 x) \log (2 x)+(24 x+4 \log (x)+(6 x+\log (x)) \log (2 x)+(8+2 \log (2 x)) \log (4+\log (2 x))) \log \left(\frac{8}{6 x+\log (x)+2 \log (4+\log (2 x))}\right)}{24 x+4 \log (x)+(6 x+\log (x)) \log (2 x)+(8+2 \log (2 x)) \log (4+\log (2 x))} \, dx","Int[(-6 - 24*x + (-1 - 6*x)*Log[2*x] + (24*x + 4*Log[x] + (6*x + Log[x])*Log[2*x] + (8 + 2*Log[2*x])*Log[4 + Log[2*x]])*Log[8/(6*x + Log[x] + 2*Log[4 + Log[2*x]])])/(24*x + 4*Log[x] + (6*x + Log[x])*Log[2*x] + (8 + 2*Log[2*x])*Log[4 + Log[2*x]]),x]","\int \frac{-6-24 x+(-1-6 x) \log (2 x)+(24 x+4 \log (x)+(6 x+\log (x)) \log (2 x)+(8+2 \log (2 x)) \log (4+\log (2 x))) \log \left(\frac{8}{6 x+\log (x)+2 \log (4+\log (2 x))}\right)}{24 x+4 \log (x)+(6 x+\log (x)) \log (2 x)+(8+2 \log (2 x)) \log (4+\log (2 x))} \, dx","x \log \left(\frac{4}{3 x+\frac{\log (x)}{2}+\log (\log (2 x)+4)}\right)",1,"x*Log[8/(6*x + Log[x] + 2*Log[4 + Log[2*x]])] + Defer[Int][(6*x + Log[x] + 2*Log[4 + Log[2*x]])^(-1), x] + 6*Defer[Int][x/(6*x + Log[x] + 2*Log[4 + Log[2*x]]), x] - 4*Defer[Int][1/((4 + Log[2*x])*(6*x + Log[x] + 2*Log[4 + Log[2*x]])), x] - 24*Defer[Int][x/((4 + Log[2*x])*(6*x + Log[x] + 2*Log[4 + Log[2*x]])), x] - Defer[Int][Log[2*x]/((4 + Log[2*x])*(6*x + Log[x] + 2*Log[4 + Log[2*x]])), x] - 6*Defer[Int][(x*Log[2*x])/((4 + Log[2*x])*(6*x + Log[x] + 2*Log[4 + Log[2*x]])), x]","F",0,0,0,0,-1,"{}"
2850,1,12,0,0.0306902,"\int -\frac{8 e^{-\frac{19}{9}+\frac{8}{e^{19/9} x}}}{x^2} \, dx","Int[(-8*E^(-19/9 + 8/(E^(19/9)*x)))/x^2,x]","e^{\frac{8}{e^{19/9} x}}","e^{\frac{8}{e^{19/9} x}}",1,"E^(8/(E^(19/9)*x))","A",2,2,21,0.09524,1,"{12, 2209}"
2851,1,23,0,0.4630248,"\int \frac{10 x+4 x^2-6 \log (5)+\left(4 x^2-2 \log (5)\right) \log (x)+x^2 \log ^2(x)}{4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(10*x + 4*x^2 - 6*Log[5] + (4*x^2 - 2*Log[5])*Log[x] + x^2*Log[x]^2)/(4*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2),x]","x-\frac{10}{\log (x)+2}+\frac{2 \log (5)}{x (\log (x)+2)}","x+\frac{2 \left(\frac{\log (5)}{x}-5\right)}{\log (x)+2}+5",1,"x - 10/(2 + Log[x]) + (2*Log[5])/(x*(2 + Log[x]))","A",12,8,58,0.1379,1,"{6688, 6742, 2353, 2302, 30, 2306, 2309, 2178}"
2852,0,0,0,0.5841732,"\int \frac{-4+2 x+(-2+x) \log (4)+\left(-6 x^2+2 x^3\right) \log (x)+(4+2 \log (4)) \log (x) \log \left(\frac{1}{\log (x)}\right)}{\left(8-8 x+2 x^2+\left(4-4 x+x^2\right) \log (4)\right) \log (x)} \, dx","Int[(-4 + 2*x + (-2 + x)*Log[4] + (-6*x^2 + 2*x^3)*Log[x] + (4 + 2*Log[4])*Log[x]*Log[Log[x]^(-1)])/((8 - 8*x + 2*x^2 + (4 - 4*x + x^2)*Log[4])*Log[x]),x]","\int \frac{-4+2 x+(-2+x) \log (4)+\left(-6 x^2+2 x^3\right) \log (x)+(4+2 \log (4)) \log (x) \log \left(\frac{1}{\log (x)}\right)}{\left(8-8 x+2 x^2+\left(4-4 x+x^2\right) \log (4)\right) \log (x)} \, dx","\frac{\log \left(\frac{1}{\log (x)}\right)-\frac{x^2}{2+\log (4)}}{\frac{2}{x}-1}+4",1,"-(x^3/((2 - x)*(2 + Log[4]))) + (2*(1 + Log[2])*Defer[Int][1/((-2 + x)*Log[x]), x])/(2 + Log[4]) + 2*Defer[Int][Log[Log[x]^(-1)]/(-2 + x)^2, x]","F",0,0,0,0,-1,"{}"
2853,0,0,0,27.4586839,"\int \frac{\exp \left(\frac{x^2}{e^{\frac{2}{3} \left(648+e^2 (8-3 x)-243 x\right)}+2 e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log (x)+\log ^2(x)}\right) \left(-2 x+e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \left(2 x+162 x^2+2 e^2 x^2\right)+2 x \log (x)\right)}{e^{648+e^2 (8-3 x)-243 x}+3 e^{\frac{2}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log (x)+3 e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log ^2(x)+\log ^3(x)} \, dx","Int[(E^(x^2/(E^((2*(648 + E^2*(8 - 3*x) - 243*x))/3) + 2*E^((648 + E^2*(8 - 3*x) - 243*x)/3)*Log[x] + Log[x]^2))*(-2*x + E^((648 + E^2*(8 - 3*x) - 243*x)/3)*(2*x + 162*x^2 + 2*E^2*x^2) + 2*x*Log[x]))/(E^(648 + E^2*(8 - 3*x) - 243*x) + 3*E^((2*(648 + E^2*(8 - 3*x) - 243*x))/3)*Log[x] + 3*E^((648 + E^2*(8 - 3*x) - 243*x)/3)*Log[x]^2 + Log[x]^3),x]","\int \frac{\exp \left(\frac{x^2}{e^{\frac{2}{3} \left(648+e^2 (8-3 x)-243 x\right)}+2 e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log (x)+\log ^2(x)}\right) \left(-2 x+e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \left(2 x+162 x^2+2 e^2 x^2\right)+2 x \log (x)\right)}{e^{648+e^2 (8-3 x)-243 x}+3 e^{\frac{2}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log (x)+3 e^{\frac{1}{3} \left(648+e^2 (8-3 x)-243 x\right)} \log ^2(x)+\log ^3(x)} \, dx","e^{\frac{x^2}{\left(e^{\left(81+e^2\right) \left(\frac{8}{3}-x\right)}+\log (x)\right)^2}}+1",1,"2*(81 + E^2)*Defer[Int][(E^((8*(81 + E^2))/3 + 162*(1 - E^2/162)*x + (E^(162*x)*x^2)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2)*x^2)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^3, x] + 2*Defer[Int][(E^((8*(81 + E^2))/3 + 162*(1 - E^2/162)*x + (E^(162*x)*x^2)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2)*x)/(Log[x]*(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^3), x] + 2*Defer[Int][(E^(162*x + (E^(162*x)*x^2)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2)*x)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2, x] - 2*Defer[Int][(E^(162*x + (E^(162*x)*x^2)/(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2)*x)/(Log[x]*(E^(216 + E^2*(8/3 - x)) + E^(81*x)*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
2854,0,0,0,0.5531475,"\int \frac{e^{\frac{2 (5-5 x)}{x}+2 x^2} \left(50-15 x+2 x^2-20 x^3+4 x^4\right)}{25 x} \, dx","Int[(E^((2*(5 - 5*x))/x + 2*x^2)*(50 - 15*x + 2*x^2 - 20*x^3 + 4*x^4))/(25*x),x]","\int \frac{e^{\frac{2 (5-5 x)}{x}+2 x^2} \left(50-15 x+2 x^2-20 x^3+4 x^4\right)}{25 x} \, dx","-\frac{1}{25} e^{2 x^2+\frac{2 (5-5 x)}{x}} (5-x) x+3-\log (4)",1,"(-3*Defer[Int][E^((2*(5 - 5*x + x^3))/x), x])/5 + 2*Defer[Int][E^((2*(5 - 5*x + x^3))/x)/x, x] + (2*Defer[Int][E^((2*(5 - 5*x + x^3))/x)*x, x])/25 - (4*Defer[Int][E^((2*(5 - 5*x + x^3))/x)*x^2, x])/5 + (4*Defer[Int][E^((2*(5 - 5*x + x^3))/x)*x^3, x])/25","F",0,0,0,0,-1,"{}"
2855,1,20,0,0.1903814,"\int \frac{e^5 x+4 x^2+\left(4-e^4+e^5 x+2 x^2\right) \log \left(4-e^4+e^5 x+2 x^2\right)}{4-e^4+e^5 x+2 x^2} \, dx","Int[(E^5*x + 4*x^2 + (4 - E^4 + E^5*x + 2*x^2)*Log[4 - E^4 + E^5*x + 2*x^2])/(4 - E^4 + E^5*x + 2*x^2),x]","x \log \left(2 x^2+e^5 x-e^4+4\right)","x \log \left(x^2+\left(x+e^5\right) x-e^4+4\right)",1,"x*Log[4 - E^4 + E^5*x + 2*x^2]","A",13,7,67,0.1045,1,"{6688, 773, 634, 618, 206, 628, 2523}"
2856,1,147,0,0.4813835,"\int \frac{3 x^3+4^{25 x} \left(-2 x^2-25 x^3 \log (4)\right)+e^{2 \log ^2(x)} \left(x-25\ 4^{25 x} x \log (4)+\left(-4^{1+25 x}+4 x\right) \log (x)\right)+e^{\log ^2(x)} \left(4 x^2+4^{25 x} \left(-2 x-50 x^2 \log (4)\right)+\left(-4^{1+25 x} x+4 x^2\right) \log (x)\right)}{x} \, dx","Int[(3*x^3 + 4^(25*x)*(-2*x^2 - 25*x^3*Log[4]) + E^(2*Log[x]^2)*(x - 25*4^(25*x)*x*Log[4] + (-4^(1 + 25*x) + 4*x)*Log[x]) + E^Log[x]^2*(4*x^2 + 4^(25*x)*(-2*x - 50*x^2*Log[4]) + (-(4^(1 + 25*x)*x) + 4*x^2)*Log[x]))/x,x]","x^3-\frac{2^{50 x-1} x^2 \log (4)}{\log (2)}-\frac{2^{50 x-2} \log (4)}{625 \log ^3(2)}-\frac{x e^{\log ^2(x)} \left(2^{50 x+1} \log (x)-2 x \log (x)\right)}{\log (x)}+\frac{2^{50 x-1} x \log (4)}{25 \log ^2(2)}-\frac{e^{2 \log ^2(x)} \left(4^{25 x+1} \log (x)-4 x \log (x)\right)}{4 \log (x)}+\frac{2^{50 x-1}}{625 \log ^2(2)}-\frac{2^{50 x} x}{25 \log (2)}","-\left(\left(x-4^{25 x}\right) \left(-x-e^{\log ^2(x)}\right) \left(x+e^{\log ^2(x)}\right)\right)",1,"x^3 + 2^(-1 + 50*x)/(625*Log[2]^2) - (2^(50*x)*x)/(25*Log[2]) - (2^(-2 + 50*x)*Log[4])/(625*Log[2]^3) + (2^(-1 + 50*x)*x*Log[4])/(25*Log[2]^2) - (2^(-1 + 50*x)*x^2*Log[4])/Log[2] - (E^(2*Log[x]^2)*(4^(1 + 25*x)*Log[x] - 4*x*Log[x]))/(4*Log[x]) - (E^Log[x]^2*x*(2^(1 + 50*x)*Log[x] - 2*x*Log[x]))/Log[x]","B",13,5,115,0.04348,1,"{14, 2196, 2176, 2194, 2288}"
2857,1,71,0,0.1197638,"\int \frac{1}{5} \left(36-e^4-26 x+3 x^2+e^{4 x} \left(4+14 x-4 x^2\right)+e^{2 x} \left(-24-36 x+12 x^2\right)\right) \, dx","Int[(36 - E^4 - 26*x + 3*x^2 + E^(4*x)*(4 + 14*x - 4*x^2) + E^(2*x)*(-24 - 36*x + 12*x^2))/5,x]","\frac{x^3}{5}+\frac{6}{5} e^{2 x} x^2-\frac{1}{5} e^{4 x} x^2-\frac{13 x^2}{5}-\frac{24}{5} e^{2 x} x+\frac{4}{5} e^{4 x} x+\frac{1}{5} \left(36-e^4\right) x","\frac{1}{5} (4-x) \left(e^4-x \left(x-\left(3-e^{2 x}\right)^2\right)\right)+2",1,"(-24*E^(2*x)*x)/5 + (4*E^(4*x)*x)/5 + ((36 - E^4)*x)/5 - (13*x^2)/5 + (6*E^(2*x)*x^2)/5 - (E^(4*x)*x^2)/5 + x^3/5","B",18,4,51,0.07843,1,"{12, 2196, 2194, 2176}"
2858,0,0,0,0.9051968,"\int \frac{12 x+16 x^2+e^x \left(-2 x^2+2 x^3\right)}{9+48 x+64 x^2+e^{2 x} x^2+e^x \left(-6 x-16 x^2\right)} \, dx","Int[(12*x + 16*x^2 + E^x*(-2*x^2 + 2*x^3))/(9 + 48*x + 64*x^2 + E^(2*x)*x^2 + E^x*(-6*x - 16*x^2)),x]","\int \frac{12 x+16 x^2+e^x \left(-2 x^2+2 x^3\right)}{9+48 x+64 x^2+e^{2 x} x^2+e^x \left(-6 x-16 x^2\right)} \, dx","\frac{2 x^2}{\left(-e^x+\frac{3}{x}+7\right) x+x}",1,"6*Defer[Int][x/(-3 - 8*x + E^x*x)^2, x] + 6*Defer[Int][x^2/(-3 - 8*x + E^x*x)^2, x] + 16*Defer[Int][x^3/(-3 - 8*x + E^x*x)^2, x] - 2*Defer[Int][x/(-3 - 8*x + E^x*x), x] + 2*Defer[Int][x^2/(-3 - 8*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
2859,1,16,0,0.0365748,"\int -\frac{2 x}{1+2 x^2+x^4+\left(2 x^2+2 x^4\right) \log (4)+x^4 \log ^2(4)} \, dx","Int[(-2*x)/(1 + 2*x^2 + x^4 + (2*x^2 + 2*x^4)*Log[4] + x^4*Log[4]^2),x]","\frac{1}{x^2 (1+\log (4))^2+1+\log (4)}","-\frac{2}{\frac{2}{x^2}+2 (1+\log (4))}",1,"(1 + Log[4] + x^2*(1 + Log[4])^2)^(-1)","A",5,5,37,0.1351,1,"{6, 12, 1989, 28, 261}"
2860,1,20,0,0.0234639,"\int \frac{-15+5 \log (3)}{48 x-15 x \log (4)+(-15 x+5 x \log (3)) \log (x)} \, dx","Int[(-15 + 5*Log[3])/(48*x - 15*x*Log[4] + (-15*x + 5*x*Log[3])*Log[x]),x]","\log (3 (16-5 \log (4))-5 (3-\log (3)) \log (x))","\log \left(\log (x)+\frac{3 \left(\frac{16}{5}-\log (4)\right)}{\log (3)-3}\right)",1,"Log[3*(16 - 5*Log[4]) - 5*(3 - Log[3])*Log[x]]","A",5,3,30,0.1000,1,"{6, 12, 31}"
2861,1,11,0,0.0010024,"\int \frac{1}{5} (1+10 x) \, dx","Int[(1 + 10*x)/5,x]","\frac{1}{100} (10 x+1)^2","\frac{1}{5} \left(5 x^2-2\right)+\frac{1}{5} (x-\log (5))+4",1,"(1 + 10*x)^2/100","A",1,1,9,0.1111,1,"{9}"
2862,1,14,0,0.0973667,"\int \frac{2^{-72+8 x} \left(50 x+200 x^2 \log (2)\right)}{6561} \, dx","Int[(2^(-72 + 8*x)*(50*x + 200*x^2*Log[2]))/6561,x]","\frac{25\ 2^{8 x-72} x^2}{6561}","\frac{25\ 2^{8 x-72} x^2}{6561}",1,"(25*2^(-72 + 8*x)*x^2)/6561","A",9,5,22,0.2273,1,"{12, 1593, 2196, 2176, 2194}"
2863,1,27,0,0.768955,"\int \frac{\left(5 x+12 x^2-27 x^3+12 x^4+5 x^5\right) \log (x)+\left(1+5 x+6 x^2-9 x^3+3 x^4+x^5\right) \log \left(1+5 x+6 x^2-9 x^3+3 x^4+x^5\right)}{x+5 x^2+6 x^3-9 x^4+3 x^5+x^6} \, dx","Int[((5*x + 12*x^2 - 27*x^3 + 12*x^4 + 5*x^5)*Log[x] + (1 + 5*x + 6*x^2 - 9*x^3 + 3*x^4 + x^5)*Log[1 + 5*x + 6*x^2 - 9*x^3 + 3*x^4 + x^5])/(x + 5*x^2 + 6*x^3 - 9*x^4 + 3*x^5 + x^6),x]","\log (x) \log \left(x^5+3 x^4-9 x^3+6 x^2+5 x+1\right)","\log (x) \log \left((x+5) \left(\left(x^2-x\right)^2+x\right)+1\right)",1,"Log[x]*Log[1 + 5*x + 6*x^2 - 9*x^3 + 3*x^4 + x^5]","A",7,3,104,0.02885,1,"{6688, 2357, 2524}"
2864,0,0,0,3.294146,"\int \frac{-42+10 x+36 x^2-9 x^4-2 x^5+\left(45+27 x-29 x^2-17 x^3+x^4+x^5\right) \log \left(\frac{e^{2 x}}{3+x}\right)}{-3 x-x^2+\left(27-9 x-21 x^2+x^3+5 x^4+x^5\right) \log \left(\frac{e^{2 x}}{3+x}\right)} \, dx","Int[(-42 + 10*x + 36*x^2 - 9*x^4 - 2*x^5 + (45 + 27*x - 29*x^2 - 17*x^3 + x^4 + x^5)*Log[E^(2*x)/(3 + x)])/(-3*x - x^2 + (27 - 9*x - 21*x^2 + x^3 + 5*x^4 + x^5)*Log[E^(2*x)/(3 + x)]),x]","\int \frac{-42+10 x+36 x^2-9 x^4-2 x^5+\left(45+27 x-29 x^2-17 x^3+x^4+x^5\right) \log \left(\frac{e^{2 x}}{3+x}\right)}{-3 x-x^2+\left(27-9 x-21 x^2+x^3+5 x^4+x^5\right) \log \left(\frac{e^{2 x}}{3+x}\right)} \, dx","-\log \left(x-\left(x^2+x-3\right)^2 \log \left(\frac{e^{2 x}}{x+3}\right)\right)+x-4",1,"x - 2*Log[3 - x - x^2] + (2*(13 + Sqrt[13])*Defer[Int][1/((-1 - Sqrt[13] - 2*x)*(x - (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])), x])/13 - (24*Defer[Int][1/((-1 + Sqrt[13] - 2*x)*(x - (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])), x])/Sqrt[13] + (2*(13 - Sqrt[13])*Defer[Int][1/((-1 + Sqrt[13] - 2*x)*(x - (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])), x])/13 + 9*Defer[Int][1/((-3 - x)*(x - (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])), x] - (24*Defer[Int][1/((1 + Sqrt[13] + 2*x)*(x - (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])), x])/Sqrt[13] - 21*Defer[Int][(-x + (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)])^(-1), x] + 10*Defer[Int][x/(-x + (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)]), x] + 9*Defer[Int][x^2/(-x + (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)]), x] - 3*Defer[Int][x^3/(-x + (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)]), x] - 2*Defer[Int][x^4/(-x + (-3 + x + x^2)^2*Log[E^(2*x)/(3 + x)]), x]","F",0,0,0,0,-1,"{}"
2865,0,0,0,1.193773,"\int \frac{1+\log \left(\frac{3}{2 x}\right)+\log ^2\left(\frac{3}{2 x}\right)}{x \log \left(\frac{3}{2 x}\right)+(28+x+\log (2)) \log ^2\left(\frac{3}{2 x}\right)} \, dx","Int[(1 + Log[3/(2*x)] + Log[3/(2*x)]^2)/(x*Log[3/(2*x)] + (28 + x + Log[2])*Log[3/(2*x)]^2),x]","\int \frac{1+\log \left(\frac{3}{2 x}\right)+\log ^2\left(\frac{3}{2 x}\right)}{x \log \left(\frac{3}{2 x}\right)+(28+x+\log (2)) \log ^2\left(\frac{3}{2 x}\right)} \, dx","\log \left(\frac{x+\frac{x}{\log \left(\frac{3}{2 x}\right)}+28+\log (2)}{\log (4)}\right)",1,"Log[28 + x + Log[2]] - Log[Log[3/(2*x)]] + Defer[Int][(-x - (28 + x + Log[2])*Log[3/(2*x)])^(-1), x] - (28 + Log[2])*Defer[Int][1/(x*(x + (28 + x + Log[2])*Log[3/(2*x)])), x] + (28 + Log[2])*Defer[Int][1/((28 + x + Log[2])*(x + (28 + x + Log[2])*Log[3/(2*x)])), x]","F",0,0,0,0,-1,"{}"
2866,1,11,0,0.0010635,"\int \frac{1}{3} (-8+18 x) \, dx","Int[(-8 + 18*x)/3,x]","\frac{1}{27} (4-9 x)^2","x^2+\left(2 x-\frac{8}{3}\right) x-5+\log (3)",1,"(4 - 9*x)^2/27","A",1,1,9,0.1111,1,"{9}"
2867,0,0,0,4.0336966,"\int \frac{e^{x+\frac{3 x}{\log (x)}} (6+24 x) \log ^2(x)+e^{x+\frac{2 x}{\log (x)}} (72+288 x) \log ^2(x)+\left(20-20 x+e^x (384+1536 x)\right) \log ^2(x)+e^{\frac{x}{\log (x)}} \left(10 x-10 x \log (x)+\left(5-5 x+e^x (288+1152 x)\right) \log ^2(x)\right)}{64 e^x \log ^2(x)+48 e^{x+\frac{x}{\log (x)}} \log ^2(x)+12 e^{x+\frac{2 x}{\log (x)}} \log ^2(x)+e^{x+\frac{3 x}{\log (x)}} \log ^2(x)} \, dx","Int[(E^(x + (3*x)/Log[x])*(6 + 24*x)*Log[x]^2 + E^(x + (2*x)/Log[x])*(72 + 288*x)*Log[x]^2 + (20 - 20*x + E^x*(384 + 1536*x))*Log[x]^2 + E^(x/Log[x])*(10*x - 10*x*Log[x] + (5 - 5*x + E^x*(288 + 1152*x))*Log[x]^2))/(64*E^x*Log[x]^2 + 48*E^(x + x/Log[x])*Log[x]^2 + 12*E^(x + (2*x)/Log[x])*Log[x]^2 + E^(x + (3*x)/Log[x])*Log[x]^2),x]","\int \frac{e^{x+\frac{3 x}{\log (x)}} (6+24 x) \log ^2(x)+e^{x+\frac{2 x}{\log (x)}} (72+288 x) \log ^2(x)+\left(20-20 x+e^x (384+1536 x)\right) \log ^2(x)+e^{\frac{x}{\log (x)}} \left(10 x-10 x \log (x)+\left(5-5 x+e^x (288+1152 x)\right) \log ^2(x)\right)}{64 e^x \log ^2(x)+48 e^{x+\frac{x}{\log (x)}} \log ^2(x)+12 e^{x+\frac{2 x}{\log (x)}} \log ^2(x)+e^{x+\frac{3 x}{\log (x)}} \log ^2(x)} \, dx","x \left(12 x+\frac{5 e^{-x}}{\left(e^{\frac{x}{\log (x)}}+4\right)^2}+6\right)",1,"(3*(1 + 4*x)^2)/4 + 5*Defer[Int][1/(E^x*(4 + E^(x/Log[x]))^2), x] - 5*Defer[Int][x/(E^x*(4 + E^(x/Log[x]))^2), x] - 40*Defer[Int][x/(E^x*(4 + E^(x/Log[x]))^3*Log[x]^2), x] + 10*Defer[Int][x/(E^x*(4 + E^(x/Log[x]))^2*Log[x]^2), x] + 40*Defer[Int][x/(E^x*(4 + E^(x/Log[x]))^3*Log[x]), x] - 10*Defer[Int][x/(E^x*(4 + E^(x/Log[x]))^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2868,0,0,0,3.2047702,"\int \frac{-6 x^3+e^{5+3 x} \left(-1-2 x^2-x^4\right)+e^{5-x} \left(-x^2-2 x^4-x^6\right)+e^{2 x} \left(3-6 x-3 x^2-6 x^3+e^{5-x} \left(-2 x-4 x^3-2 x^5\right)\right)}{x^2+2 x^4+x^6+e^{4 x} \left(1+2 x^2+x^4\right)+e^{2 x} \left(2 x+4 x^3+2 x^5\right)} \, dx","Int[(-6*x^3 + E^(5 + 3*x)*(-1 - 2*x^2 - x^4) + E^(5 - x)*(-x^2 - 2*x^4 - x^6) + E^(2*x)*(3 - 6*x - 3*x^2 - 6*x^3 + E^(5 - x)*(-2*x - 4*x^3 - 2*x^5)))/(x^2 + 2*x^4 + x^6 + E^(4*x)*(1 + 2*x^2 + x^4) + E^(2*x)*(2*x + 4*x^3 + 2*x^5)),x]","\int \frac{-6 x^3+e^{5+3 x} \left(-1-2 x^2-x^4\right)+e^{5-x} \left(-x^2-2 x^4-x^6\right)+e^{2 x} \left(3-6 x-3 x^2-6 x^3+e^{5-x} \left(-2 x-4 x^3-2 x^5\right)\right)}{x^2+2 x^4+x^6+e^{4 x} \left(1+2 x^2+x^4\right)+e^{2 x} \left(2 x+4 x^3+2 x^5\right)} \, dx","e^{5-x}+\frac{3}{\left(x+e^{2 x}\right) \left(x+\frac{1}{x}\right)}",1,"E^(5 - x) + 6*Defer[Int][(E^(2*x) + x)^(-2), x] + (3/2 - 3*I)*Defer[Int][1/((I - x)*(E^(2*x) + x)^2), x] - (3/2 + 3*I)*Defer[Int][1/((I + x)*(E^(2*x) + x)^2), x] + (3 - (3*I)/2)*Defer[Int][1/((I - x)*(E^(2*x) + x)), x] - (3 + (3*I)/2)*Defer[Int][1/((I + x)*(E^(2*x) + x)), x] + 6*Defer[Int][1/((E^(2*x) + x)*(1 + x^2)^2), x]","F",0,0,0,0,-1,"{}"
2869,1,17,0,0.0176181,"\int \frac{-4-14 x^2+2 x^3-x^2 \log (x)}{x^2} \, dx","Int[(-4 - 14*x^2 + 2*x^3 - x^2*Log[x])/x^2,x]","x^2-13 x+\frac{4}{x}-x \log (x)","(7-x)^2+x+\frac{4}{x}-x \log (x)-2",1,"4/x - 13*x + x^2 - x*Log[x]","A",5,2,23,0.08696,1,"{14, 2295}"
2870,1,22,0,0.3064977,"\int \frac{(-4+4 \log (x)) \log \left(\frac{5 x}{4}\right)-\log (x) \log \left(\frac{\log ^2(x)}{x^2}\right)}{x \log (x) \log \left(\frac{5 x}{4}\right) \log \left(\frac{\log ^2(x)}{x^2}\right)} \, dx","Int[((-4 + 4*Log[x])*Log[(5*x)/4] - Log[x]*Log[Log[x]^2/x^2])/(x*Log[x]*Log[(5*x)/4]*Log[Log[x]^2/x^2]),x]","-2 \log \left(\log \left(\frac{\log ^2(x)}{x^2}\right)\right)-\log \left(\log \left(\frac{5 x}{4}\right)\right)","\log \left(\frac{1}{3 \log \left(\frac{5 x}{4}\right) \log ^2\left(\frac{\log ^2(x)}{x^2}\right)}\right)",1,"-Log[Log[(5*x)/4]] - 2*Log[Log[Log[x]^2/x^2]]","A",6,5,54,0.09259,1,"{6688, 14, 2302, 29, 6684}"
2871,1,39,0,0.0199399,"\int \frac{128 x^2+64 x^3-8 x^6+e^3 \left(-256-192 x-32 x^2\right)}{x^5} \, dx","Int[(128*x^2 + 64*x^3 - 8*x^6 + E^3*(-256 - 192*x - 32*x^2))/x^5,x]","\frac{64 e^3}{x^4}+\frac{64 e^3}{x^3}-4 x^2-\frac{16 \left(4-e^3\right)}{x^2}-\frac{64}{x}","4 \left(\frac{e^3}{x}-x\right) \left(\frac{(2 x+4)^2}{x^3}+x\right)",1,"(64*E^3)/x^4 + (64*E^3)/x^3 - (16*(4 - E^3))/x^2 - 64/x - 4*x^2","A",2,1,34,0.02941,1,"{14}"
2872,1,10,0,0.0026899,"\int 12 e^{2/5} x^2 \, dx","Int[12*E^(2/5)*x^2,x]","4 e^{2/5} x^3","4 e^{2/5} x^3-1",1,"4*E^(2/5)*x^3","A",2,2,10,0.2000,1,"{12, 30}"
2873,1,20,0,0.1733778,"\int \frac{15 x-30 x \log (x)+\left(40 x-20 x^3\right) \log ^2(x)}{\log ^2(x)} \, dx","Int[(15*x - 30*x*Log[x] + (40*x - 20*x^3)*Log[x]^2)/Log[x]^2,x]","-5 x^4+20 x^2-\frac{15 x^2}{\log (x)}","\frac{5 x^3 \left(-x^2-\frac{3}{\log (x)}+4\right)+x}{x}",1,"20*x^2 - 5*x^4 - (15*x^2)/Log[x]","A",12,7,28,0.2500,1,"{6741, 12, 6688, 14, 2306, 2309, 2178}"
2874,1,21,0,0.0139746,"\int \left(e^x (54+x)-9 e^x \log (\log (4))\right) \, dx","Int[E^x*(54 + x) - 9*E^x*Log[Log[4]],x]","e^x (x+54)-e^x-9 e^x \log (\log (4))","e^x (x-1-9 (\log (\log (4))-6))",1,"-E^x + E^x*(54 + x) - 9*E^x*Log[Log[4]]","A",4,2,16,0.1250,1,"{2176, 2194}"
2875,0,0,0,91.5827065,"\int \frac{15-21 x-36 x^2+(12+12 x) \log (x)+(2+4 x+(2+4 x) \log (x)) \log \left(x+x^2\right)+\left(-8+16 x+24 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(1-3 x-4 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)+\left(3-15 x-18 x^2+(12+12 x) \log (x)+\left(-1+11 x+12 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(-2 x-2 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)\right) \log \left(\frac{-1+6 x-4 \log (x)+(-2 x+\log (x)) \log ^2\left(x+x^2\right)}{-3+\log ^2\left(x+x^2\right)}\right)}{3-15 x-18 x^2+(12+12 x) \log (x)+\left(-1+11 x+12 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(-2 x-2 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)} \, dx","Int[(15 - 21*x - 36*x^2 + (12 + 12*x)*Log[x] + (2 + 4*x + (2 + 4*x)*Log[x])*Log[x + x^2] + (-8 + 16*x + 24*x^2 + (-7 - 7*x)*Log[x])*Log[x + x^2]^2 + (1 - 3*x - 4*x^2 + (1 + x)*Log[x])*Log[x + x^2]^4 + (3 - 15*x - 18*x^2 + (12 + 12*x)*Log[x] + (-1 + 11*x + 12*x^2 + (-7 - 7*x)*Log[x])*Log[x + x^2]^2 + (-2*x - 2*x^2 + (1 + x)*Log[x])*Log[x + x^2]^4)*Log[(-1 + 6*x - 4*Log[x] + (-2*x + Log[x])*Log[x + x^2]^2)/(-3 + Log[x + x^2]^2)])/(3 - 15*x - 18*x^2 + (12 + 12*x)*Log[x] + (-1 + 11*x + 12*x^2 + (-7 - 7*x)*Log[x])*Log[x + x^2]^2 + (-2*x - 2*x^2 + (1 + x)*Log[x])*Log[x + x^2]^4),x]","\int \frac{15-21 x-36 x^2+(12+12 x) \log (x)+(2+4 x+(2+4 x) \log (x)) \log \left(x+x^2\right)+\left(-8+16 x+24 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(1-3 x-4 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)+\left(3-15 x-18 x^2+(12+12 x) \log (x)+\left(-1+11 x+12 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(-2 x-2 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)\right) \log \left(\frac{-1+6 x-4 \log (x)+(-2 x+\log (x)) \log ^2\left(x+x^2\right)}{-3+\log ^2\left(x+x^2\right)}\right)}{3-15 x-18 x^2+(12+12 x) \log (x)+\left(-1+11 x+12 x^2+(-7-7 x) \log (x)\right) \log ^2\left(x+x^2\right)+\left(-2 x-2 x^2+(1+x) \log (x)\right) \log ^4\left(x+x^2\right)} \, dx","x \log \left(-\frac{\log (x)+1}{\log ^2\left(x^2+x\right)-3}-2 x+\log (x)\right)+x",1,"x + x*Log[(1 - 6*x + 4*Log[x] + (2*x - Log[x])*Log[x*(1 + x)]^2)/(3 - Log[x*(1 + x)]^2)] - Defer[Int][1/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 2*Defer[Int][(x*Log[x])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + Defer[Int][1/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 16*Defer[Int][x/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 84*Defer[Int][x^2/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 144*Defer[Int][x^3/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 9*Defer[Int][Log[x]/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 92*Defer[Int][(x*Log[x])/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 228*Defer[Int][(x^2*Log[x])/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 24*Defer[Int][Log[x]^2/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 112*Defer[Int][(x*Log[x]^2)/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 16*Defer[Int][Log[x]^3/((2*x - Log[x])*(1 + Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 4*Defer[Int][Log[x*(1 + x)]/(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2), x] + 8*Defer[Int][(x*Log[x*(1 + x)])/(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2), x] + 4*Defer[Int][Log[x*(1 + x)]/((1 + x)*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 8*Defer[Int][Log[x*(1 + x)]/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 8*Defer[Int][(x*Log[x*(1 + x)])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 16*Defer[Int][(x^2*Log[x*(1 + x)])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 8*Defer[Int][Log[x*(1 + x)]/((1 + x)*(2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 2*Defer[Int][(Log[x]*Log[x*(1 + x)])/((1 + x)*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 8*Defer[Int][(Log[x]*Log[x*(1 + x)])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 16*Defer[Int][(x*Log[x]*Log[x*(1 + x)])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 8*Defer[Int][(Log[x]*Log[x*(1 + x)])/((1 + x)*(2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 4*Defer[Int][(Log[x]^2*Log[x*(1 + x)])/((2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] + 2*Defer[Int][(Log[x]^2*Log[x*(1 + x)])/((1 + x)*(2*x - Log[x])*(1 - 6*x + 4*Log[x] + 2*x*Log[x*(1 + x)]^2 - Log[x]*Log[x*(1 + x)]^2)), x] - 8*Defer[Int][1/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] + 42*Defer[Int][x/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] - 72*Defer[Int][x^2/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] - 24*Defer[Int][Log[x]/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] + 78*Defer[Int][(x*Log[x])/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] - 16*Defer[Int][Log[x]^2/((1 + Log[x])*(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2)), x] + 4*Defer[Int][(Log[x]*Log[x*(1 + x)])/(-1 + 6*x - 4*Log[x] - 2*x*Log[x*(1 + x)]^2 + Log[x]*Log[x*(1 + x)]^2), x]","F",0,0,0,0,-1,"{}"
2876,1,34,0,0.1288653,"\int \left(-4 x+12 x^2+e^x \left(4-5 x-5 x^2\right)+e^x \left(2 x+x^2\right) \log (x)\right) \, dx","Int[-4*x + 12*x^2 + E^x*(4 - 5*x - 5*x^2) + E^x*(2*x + x^2)*Log[x],x]","4 x^3-5 e^x x^2-2 x^2+e^x x^2 \log (x)+4 e^x x","x^2 \left(4 x+e^x \left(\frac{4}{x}+\log (x)-5\right)-2\right)",1,"4*E^x*x - 2*x^2 - 5*E^x*x^2 + 4*x^3 + E^x*x^2*Log[x]","A",13,5,36,0.1389,1,"{2196, 2194, 2176, 1593, 2554}"
2877,1,9,0,0.0176379,"\int \frac{5}{4} e^{\frac{x^5}{4}} x^4 \, dx","Int[(5*E^(x^5/4)*x^4)/4,x]","e^{\frac{x^5}{4}}","e^{\frac{x^5}{4}}",1,"E^(x^5/4)","A",2,2,16,0.1250,1,"{12, 2209}"
2878,1,22,0,0.0393571,"\int \frac{-414720+552960 \log (2)-276480 \log ^2(2)+61440 \log ^3(2)-5120 \log ^4(2)+\left(-414720+552960 \log (2)-276480 \log ^2(2)+61440 \log ^3(2)-5120 \log ^4(2)\right) \log (4)+\left(-155520+207360 \log (2)-103680 \log ^2(2)+23040 \log ^3(2)-1920 \log ^4(2)\right) \log ^2(4)+\left(-25920+34560 \log (2)-17280 \log ^2(2)+3840 \log ^3(2)-320 \log ^4(2)\right) \log ^3(4)+\left(-1620+2160 \log (2)-1080 \log ^2(2)+240 \log ^3(2)-20 \log ^4(2)\right) \log ^4(4)}{x^{21} \log ^4(4)} \, dx","Int[(-414720 + 552960*Log[2] - 276480*Log[2]^2 + 61440*Log[2]^3 - 5120*Log[2]^4 + (-414720 + 552960*Log[2] - 276480*Log[2]^2 + 61440*Log[2]^3 - 5120*Log[2]^4)*Log[4] + (-155520 + 207360*Log[2] - 103680*Log[2]^2 + 23040*Log[2]^3 - 1920*Log[2]^4)*Log[4]^2 + (-25920 + 34560*Log[2] - 17280*Log[2]^2 + 3840*Log[2]^3 - 320*Log[2]^4)*Log[4]^3 + (-1620 + 2160*Log[2] - 1080*Log[2]^2 + 240*Log[2]^3 - 20*Log[2]^4)*Log[4]^4)/(x^21*Log[4]^4),x]","\frac{(3-\log (2))^4 (4+\log (4))^4}{x^{20} \log ^4(4)}","\frac{(\log (2)-3)^4 (4+\log (4))^4}{x^{20} \log ^4(4)}",1,"((3 - Log[2])^4*(4 + Log[4])^4)/(x^20*Log[4]^4)","A",2,2,146,0.01370,1,"{12, 30}"
2879,1,19,0,0.0595687,"\int \frac{5696-3328 x+2560 x^2-512 x^3+256 x^4}{81-36 x+40 x^2-8 x^3+4 x^4} \, dx","Int[(5696 - 3328*x + 2560*x^2 - 512*x^3 + 256*x^4)/(81 - 36*x + 40*x^2 - 8*x^3 + 4*x^4),x]","64 x+\frac{512}{4 \left(x-\frac{1}{2}\right)^2+17}","4 x \left(\log \left(e^{\frac{32}{x \left(x^2-x+\frac{9}{2}\right)}}\right)+16\right)",1,"512/(17 + 4*(-1/2 + x)^2) + 64*x","A",5,5,43,0.1163,1,"{1680, 12, 1814, 21, 8}"
2880,1,62,0,0.288162,"\int \frac{1}{3} \left(-6 x-2 x^2+2 x \log ^2\left(-x^2\right)+\log (x) \left(-12 x-6 x^2+8 x \log \left(-x^2\right)+4 x \log ^2\left(-x^2\right)\right)\right) \, dx","Int[(-6*x - 2*x^2 + 2*x*Log[-x^2]^2 + Log[x]*(-12*x - 6*x^2 + 8*x*Log[-x^2] + 4*x*Log[-x^2]^2))/3,x]","-\frac{2 x^2}{3}+\frac{2}{3} x^2 \log (x) \log ^2\left(-x^2\right)+\frac{2}{3} x^2 (1-2 \log (x))+\frac{4}{3} x^2 \log (x)-\frac{2}{3} \left(x^3+3 x^2\right) \log (x)","\frac{2}{3} x^2 \log (x) \left(\log ^2\left(-x^2\right)-x-3\right)",1,"(-2*x^2)/3 + (2*x^2*(1 - 2*Log[x]))/3 + (4*x^2*Log[x])/3 - (2*(3*x^2 + x^3)*Log[x])/3 + (2*x^2*Log[x]*Log[-x^2]^2)/3","B",22,9,56,0.1607,1,"{12, 2305, 2304, 6741, 14, 43, 6742, 2334, 2366}"
2881,1,23,0,0.8004735,"\int \frac{e^{-1-e^x+x+5 x^2+x \log \left(\log ^2(\log (x))\right)} \left(2+\left(1-e^x+10 x\right) \log (x) \log (\log (x))+\log (x) \log (\log (x)) \log \left(\log ^2(\log (x))\right)\right)}{\log (x) \log (\log (x))} \, dx","Int[(E^(-1 - E^x + x + 5*x^2 + x*Log[Log[Log[x]]^2])*(2 + (1 - E^x + 10*x)*Log[x]*Log[Log[x]] + Log[x]*Log[Log[x]]*Log[Log[Log[x]]^2]))/(Log[x]*Log[Log[x]]),x]","e^{5 x^2+x-e^x-1} \log ^2(\log (x))^x","e^{x^2+x-e^x+x \left(4 x+\log \left(\log ^2(\log (x))\right)\right)-1}",1,"E^(-1 - E^x + x + 5*x^2)*(Log[Log[x]]^2)^x","A",1,1,63,0.01587,1,"{6706}"
2882,1,51,0,0.0758128,"\int \frac{1}{25} \left(240+288 x+48 x^2+e^{x^2} \left(32+64 x+64 x^2+32 x^3\right)\right) \, dx","Int[(240 + 288*x + 48*x^2 + E^x^2*(32 + 64*x + 64*x^2 + 32*x^3))/25,x]","\frac{16 x^3}{25}+\frac{16}{25} e^{x^2} x^2+\frac{144 x^2}{25}+\frac{32 e^{x^2} x}{25}+\frac{16 e^{x^2}}{25}+\frac{48 x}{5}","\frac{1}{25} \left(e^{x^2}+x+7\right) (4 x+4)^2",1,"(16*E^x^2)/25 + (48*x)/5 + (32*E^x^2*x)/25 + (144*x^2)/25 + (16*E^x^2*x^2)/25 + (16*x^3)/25","B",10,5,35,0.1429,1,"{12, 2226, 2204, 2209, 2212}"
2883,1,96,0,0.1185392,"\int \frac{x+2 e^{2 e^{x^2}+x^2} x-\log (2) \log ^2\left(1+2 e^5+e^{10}\right)+e^{e^{x^2}} \left(-1-2 e^{x^2} x^2+2 e^{x^2} x \log (2) \log ^2\left(1+2 e^5+e^{10}\right)\right)}{\log ^2(2)} \, dx","Int[(x + 2*E^(2*E^x^2 + x^2)*x - Log[2]*Log[1 + 2*E^5 + E^10]^2 + E^E^x^2*(-1 - 2*E^x^2*x^2 + 2*E^x^2*x*Log[2]*Log[1 + 2*E^5 + E^10]^2))/Log[2]^2,x]","\frac{x^2}{2 \log ^2(2)}+\frac{e^{2 e^{x^2}}}{2 \log ^2(2)}-\frac{e^{e^{x^2}-x^2} \left(e^{x^2} x^2-e^{x^2} x \log (16) \log ^2\left(1+e^5\right)\right)}{x \log ^2(2)}-\frac{x \log (16) \log ^2\left(1+e^5\right)}{\log ^2(2)}","\frac{1}{2} \left(\left(\frac{e^{e^{x^2}}-x}{\log (2)}+4 \log ^2\left(1+e^5\right)\right)^2+5\right)",1,"E^(2*E^x^2)/(2*Log[2]^2) + x^2/(2*Log[2]^2) - (x*Log[16]*Log[1 + E^5]^2)/Log[2]^2 - (E^(E^x^2 - x^2)*(E^x^2*x^2 - E^x^2*x*Log[16]*Log[1 + E^5]^2))/(x*Log[2]^2)","B",6,5,83,0.06024,1,"{12, 6715, 2282, 2194, 2288}"
2884,1,25,0,0.0524536,"\int \frac{6-x+(-3+x) \log (3-x)}{-3+x} \, dx","Int[(6 - x + (-3 + x)*Log[3 - x])/(-3 + x),x]","-2 x-(3-x) \log (3-x)+3 \log (3-x)","-x^2+x (x+\log (3-x)-2)-i \pi +e^3-\log (5)",1,"-2*x + 3*Log[3 - x] - (3 - x)*Log[3 - x]","A",6,4,21,0.1905,1,"{6742, 43, 2389, 2295}"
2885,0,0,0,1.0579738,"\int \frac{-5+4 e^{1+x} x^3+\left(40+e^{1+x} \left(-128 x^3-32 x^4\right)+\left(5+e^{1+x} \left(-16 x^3-4 x^4\right)\right) \log (x)\right) \log (8+\log (x))}{(8+\log (x)) \log ^2(8+\log (x))} \, dx","Int[(-5 + 4*E^(1 + x)*x^3 + (40 + E^(1 + x)*(-128*x^3 - 32*x^4) + (5 + E^(1 + x)*(-16*x^3 - 4*x^4))*Log[x])*Log[8 + Log[x]])/((8 + Log[x])*Log[8 + Log[x]]^2),x]","\int \frac{-5+4 e^{1+x} x^3+\left(40+e^{1+x} \left(-128 x^3-32 x^4\right)+\left(5+e^{1+x} \left(-16 x^3-4 x^4\right)\right) \log (x)\right) \log (8+\log (x))}{(8+\log (x)) \log ^2(8+\log (x))} \, dx","\frac{x \left(5-4 e^{x+1} x^3\right)}{\log (\log (x)+8)}",1,"(-4*E^(1 + x)*x^3*(8*x*Log[8 + Log[x]] + x*Log[x]*Log[8 + Log[x]]))/((8 + Log[x])*Log[8 + Log[x]]^2) - 5*Defer[Int][1/((8 + Log[x])*Log[8 + Log[x]]^2), x] + 5*Defer[Int][Log[8 + Log[x]]^(-1), x]","F",0,0,0,0,-1,"{}"
2886,1,69,0,0.1287455,"\int \frac{e^{7-3 x^2} \left(18 x-18 e^2 x\right)}{-1+e^3 \left(11-12 e^2\right)+e^{7-3 x^2} \left(-3+3 e^2\right)} \, dx","Int[(E^(7 - 3*x^2)*(18*x - 18*E^2*x))/(-1 + E^3*(11 - 12*E^2) + E^(7 - 3*x^2)*(-3 + 3*E^2)),x]","\log \left(e^{-3 x^2} \left(e^{3 x^2}-e^{3 x^2+1}+e^{3 x^2+2}-12 e^{3 x^2+3}+12 e^{3 x^2+4}+3 (1-e) e^7\right)\right)","\log \left(e^{4-3 x^2}-4-\frac{5+\frac{5}{e^3}}{15 \left(e^2-1\right)}\right)",1,"Log[(3*(1 - E)*E^7 + E^(3*x^2) - E^(1 + 3*x^2) + E^(2 + 3*x^2) - 12*E^(3 + 3*x^2) + 12*E^(4 + 3*x^2))/E^(3*x^2)]","B",3,3,52,0.05769,1,"{6, 12, 6684}"
2887,1,20,0,0.043278,"\int \frac{-9+e+e^x (-1+x)+4 x^2}{x^2} \, dx","Int[(-9 + E + E^x*(-1 + x) + 4*x^2)/x^2,x]","4 x+\frac{e^x}{x}+\frac{9-e}{x}","4 x+\frac{3 x+e^x-e+9}{x}",1,"(9 - E)/x + E^x/x + 4*x","A",5,2,19,0.1053,1,"{14, 2197}"
2888,1,24,0,0.1458567,"\int \frac{1}{3} \left(-5+e^{-9-x+e^5 x-e^x x} \left(-3+3 e^5+e^x (-3-3 x)\right)\right) \, dx","Int[(-5 + E^(-9 - x + E^5*x - E^x*x)*(-3 + 3*E^5 + E^x*(-3 - 3*x)))/3,x]","e^{-e^x x+e^5 x-x-9}-\frac{5 x}{3}","-\frac{5 x}{3}+e^{\left(e^5-e^x\right) x-x-9}+1",1,"E^(-9 - x + E^5*x - E^x*x) - (5*x)/3","A",3,2,41,0.04878,1,"{12, 6706}"
2889,1,24,0,0.0286587,"\int \frac{-e-48 x^3+6 e^2 x^3+18 e^x x^3}{6 x^3} \, dx","Int[(-E - 48*x^3 + 6*E^2*x^3 + 18*E^x*x^3)/(6*x^3),x]","\frac{e}{12 x^2}-\left(\left(8-e^2\right) x\right)+3 e^x","\frac{e}{12 x^2}-3 \left(2-e^x\right)-\left(8-e^2\right) x",1,"3*E^x + E/(12*x^2) - (8 - E^2)*x","A",7,4,32,0.1250,1,"{6, 12, 14, 2194}"
2890,1,11,0,0.0358839,"\int \frac{2}{(-4+x) \log (-8+2 x)} \, dx","Int[2/((-4 + x)*Log[-8 + 2*x]),x]","2 \log (\log (-2 (4-x)))","\log \left(\log ^2\left(\log \left(e^{2 x}\right)-8\right)\right)+3",1,"2*Log[Log[-2*(4 - x)]]","A",5,4,15,0.2667,1,"{12, 2390, 2302, 29}"
2891,1,27,0,0.0190731,"\int \frac{i \pi +4 x+\log \left(\frac{1}{10} \left(50-\log ^2\left(\frac{5}{3}\right)\right)\right)}{x \left(i \pi +\log \left(\frac{1}{10} \left(50-\log ^2\left(\frac{5}{3}\right)\right)\right)\right)} \, dx","Int[(I*Pi + 4*x + Log[(50 - Log[5/3]^2)/10])/(x*(I*Pi + Log[(50 - Log[5/3]^2)/10])),x]","\log (x)+\frac{4 x}{\log \left(5-\frac{1}{10} \log ^2\left(\frac{5}{3}\right)\right)+i \pi }","\log (x)+\frac{4 x}{\log \left(5-\frac{1}{10} \log ^2\left(\frac{5}{3}\right)\right)+i \pi }",1,"Log[x] + (4*x)/(I*Pi + Log[5 - Log[5/3]^2/10])","A",3,2,51,0.03922,1,"{12, 43}"
2892,0,0,0,0.3585378,"\int \frac{e^{-e^x} \left(e^{e^x} \left(-124+56 x-7 x^2\right)+e^2 \left(-16+8 x-x^2\right)+e^{2+x} \left(16 x-8 x^2+x^3\right)\right)}{16-8 x+x^2} \, dx","Int[(E^E^x*(-124 + 56*x - 7*x^2) + E^2*(-16 + 8*x - x^2) + E^(2 + x)*(16*x - 8*x^2 + x^3))/(E^E^x*(16 - 8*x + x^2)),x]","\int \frac{e^{-e^x} \left(e^{e^x} \left(-124+56 x-7 x^2\right)+e^2 \left(-16+8 x-x^2\right)+e^{2+x} \left(16 x-8 x^2+x^3\right)\right)}{16-8 x+x^2} \, dx","-e^{2-e^x} x+\frac{3 x}{x-4}-7 x+\log (2)",1,"-12/(4 - x) - 7*x - E^2*ExpIntegralEi[-E^x] + Defer[Int][E^(2 - E^x + x)*x, x]","F",0,0,0,0,-1,"{}"
2893,0,0,0,3.4432419,"\int \frac{20 x+129 x^2+50 x^3+5 x^4+\left(60+730 x+171 x^2-20 x^3-5 x^4\right) \log (x)+\left(-60-387 x-150 x^2-15 x^3\right) \log \left(\frac{4 x+25 x^2+5 x^3}{75+15 x}\right)}{\left(20 x+129 x^2+50 x^3+5 x^4\right) \log ^2(x)} \, dx","Int[(20*x + 129*x^2 + 50*x^3 + 5*x^4 + (60 + 730*x + 171*x^2 - 20*x^3 - 5*x^4)*Log[x] + (-60 - 387*x - 150*x^2 - 15*x^3)*Log[(4*x + 25*x^2 + 5*x^3)/(75 + 15*x)])/((20*x + 129*x^2 + 50*x^3 + 5*x^4)*Log[x]^2),x]","\int \frac{20 x+129 x^2+50 x^3+5 x^4+\left(60+730 x+171 x^2-20 x^3-5 x^4\right) \log (x)+\left(-60-387 x-150 x^2-15 x^3\right) \log \left(\frac{4 x+25 x^2+5 x^3}{75+15 x}\right)}{\left(20 x+129 x^2+50 x^3+5 x^4\right) \log ^2(x)} \, dx","\frac{-x-\log (x)+3 \log \left(\frac{1}{3} x \left(x+\frac{4}{5 (x+5)}\right)\right)}{\log (x)}",1,"-(x/Log[x]) + LogIntegral[x] + Defer[Int][(60 + 730*x + 171*x^2 - 20*x^3 - 5*x^4)/(x*(5 + x)*(4 + 25*x + 5*x^2)*Log[x]), x] - 3*Defer[Int][Log[(x*(4 + 25*x + 5*x^2))/(15*(5 + x))]/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
2894,0,0,0,1.8968194,"\int \frac{4-20 x-32 x^2-9 x^3+\left(-8 x-8 x^2-2 x^3\right) \log (x)+\left(4+4 x+x^2\right) \log (\log (2))}{4 x-6 x^2-12 x^3-4 x^4+\left(-4 x^2-4 x^3-x^4\right) \log (x)+\left(4 x+4 x^2+x^3\right) \log (\log (2))} \, dx","Int[(4 - 20*x - 32*x^2 - 9*x^3 + (-8*x - 8*x^2 - 2*x^3)*Log[x] + (4 + 4*x + x^2)*Log[Log[2]])/(4*x - 6*x^2 - 12*x^3 - 4*x^4 + (-4*x^2 - 4*x^3 - x^4)*Log[x] + (4*x + 4*x^2 + x^3)*Log[Log[2]]),x]","\int \frac{4-20 x-32 x^2-9 x^3+\left(-8 x-8 x^2-2 x^3\right) \log (x)+\left(4+4 x+x^2\right) \log (\log (2))}{4 x-6 x^2-12 x^3-4 x^4+\left(-4 x^2-4 x^3-x^4\right) \log (x)+\left(4 x+4 x^2+x^3\right) \log (\log (2))} \, dx","\log \left(-\left(x^2 \left(-\frac{3}{x+2}+\log (x)+4\right)\right)+x+x \log (\log (2))\right)",1,"2*Log[x] + (6 + Log[Log[2]])*Defer[Int][(4*x^2 + 2*x*Log[x] + x^2*Log[x] + 4*x*(1 - Log[Log[2]]/4) - 2*(1 + Log[Log[2]]))^(-1), x] + 6*Defer[Int][1/((-2 - x)*(4*x^2 + 2*x*Log[x] + x^2*Log[x] + 4*x*(1 - Log[Log[2]]/4) - 2*(1 + Log[Log[2]]))), x] + 2*(1 + Log[Log[2]])*Defer[Int][1/(x*(4*x^2 + 2*x*Log[x] + x^2*Log[x] + 4*x*(1 - Log[Log[2]]/4) - 2*(1 + Log[Log[2]]))), x] + Defer[Int][x/(4*x^2 + 2*x*Log[x] + x^2*Log[x] + 4*x*(1 - Log[Log[2]]/4) - 2*(1 + Log[Log[2]])), x]","F",0,0,0,0,-1,"{}"
2895,1,49,0,0.0582211,"\int \frac{1}{9} \left(e^{2 x} (-9-18 x)+e^x \left(27+27 x-x^2\right)\right) \, dx","Int[(E^(2*x)*(-9 - 18*x) + E^x*(27 + 27*x - x^2))/9,x]","-\frac{1}{9} e^x x^2+\frac{29 e^x x}{9}-\frac{2 e^x}{9}+\frac{e^{2 x}}{2}-\frac{1}{2} e^{2 x} (2 x+1)","e^x \left(\frac{1}{9} \left(-x-\frac{2}{x}+2\right)-e^x+3\right) x",1,"(-2*E^x)/9 + E^(2*x)/2 + (29*E^x*x)/9 - (E^x*x^2)/9 - (E^(2*x)*(1 + 2*x))/2","A",12,4,30,0.1333,1,"{12, 2176, 2194, 2196}"
2896,0,0,0,1.5238757,"\int \frac{e^4 \left(65536 x^4+49152 x^3 \log (2)+13824 x^2 \log ^2(2)+1728 x \log ^3(2)+81 \log ^4(2)\right) \left(-16 x-240 x^2+(-3+15 x) \log (2)+64 x \log (x)\right)}{\log ^4(2) (5 x-\log (x)) \left(-80 x^3-15 x^2 \log (2)+\left(16 x^2+3 x \log (2)\right) \log (x)\right)} \, dx","Int[(E^4*(65536*x^4 + 49152*x^3*Log[2] + 13824*x^2*Log[2]^2 + 1728*x*Log[2]^3 + 81*Log[2]^4)*(-16*x - 240*x^2 + (-3 + 15*x)*Log[2] + 64*x*Log[x]))/(Log[2]^4*(5*x - Log[x])*(-80*x^3 - 15*x^2*Log[2] + (16*x^2 + 3*x*Log[2])*Log[x])),x]","\int \frac{e^4 \left(65536 x^4+49152 x^3 \log (2)+13824 x^2 \log ^2(2)+1728 x \log ^3(2)+81 \log ^4(2)\right) \left(-16 x-240 x^2+(-3+15 x) \log (2)+64 x \log (x)\right)}{\log ^4(2) (5 x-\log (x)) \left(-80 x^3-15 x^2 \log (2)+\left(16 x^2+3 x \log (2)\right) \log (x)\right)} \, dx","\frac{e^4 \left(\frac{16 x}{\log (2)}+3\right)^4}{5 x-\log (x)}",1,"(E^4*(64 - 15*Log[2])*Log[8]^3*Defer[Int][(5*x - Log[x])^(-2), x])/Log[2]^4 + (E^4*Log[8]^4*Defer[Int][1/(x*(5*x - Log[x])^2), x])/Log[2]^4 + (16*E^4*(96 - 45*Log[2] - 5*Log[8])*Log[8]^2*Defer[Int][x/(5*x - Log[x])^2, x])/Log[2]^4 + (256*E^4*(64 - 45*Log[2] - 15*Log[8])*Log[8]*Defer[Int][x^2/(5*x - Log[x])^2, x])/Log[2]^4 + (4096*E^4*(16 - 15*Log[2] - 15*Log[8])*Defer[Int][x^3/(5*x - Log[x])^2, x])/Log[2]^4 - (327680*E^4*Defer[Int][x^4/(5*x - Log[x])^2, x])/Log[2]^4 + (64*E^4*Log[8]^3*Defer[Int][(5*x - Log[x])^(-1), x])/Log[2]^4 + (3072*E^4*Log[8]^2*Defer[Int][x/(5*x - Log[x]), x])/Log[2]^4 + (49152*E^4*Log[8]*Defer[Int][x^2/(5*x - Log[x]), x])/Log[2]^4 + (262144*E^4*Defer[Int][x^3/(5*x - Log[x]), x])/Log[2]^4","F",0,0,0,0,-1,"{}"
2897,1,26,0,0.9736133,"\int \frac{e^{-\frac{e^5+5 x}{x}} \left(4 e^{5+4 e^{-\frac{e^5+5 x}{x}}}+e^{\frac{e^5+5 x}{x}} \left(2 x^2-2 x^3-6 x^4+4 x^5\right)+e^{2 e^{-\frac{e^5+5 x}{x}}} \left(e^5 \left(4+4 x-4 x^2\right)+e^{\frac{e^5+5 x}{x}} \left(2 x^2-4 x^3\right)\right)\right)}{x^2} \, dx","Int[(4*E^(5 + 4/E^((E^5 + 5*x)/x)) + E^((E^5 + 5*x)/x)*(2*x^2 - 2*x^3 - 6*x^4 + 4*x^5) + E^(2/E^((E^5 + 5*x)/x))*(E^5*(4 + 4*x - 4*x^2) + E^((E^5 + 5*x)/x)*(2*x^2 - 4*x^3)))/(E^((E^5 + 5*x)/x)*x^2),x]","\left(-x^2+x+e^{2 e^{-\frac{e^5}{x}-5}}+1\right)^2","\left(-x^2+x+e^{2 e^{-\frac{e^5}{x}-5}}+1\right)^2+e^4-2",1,"(1 + E^(2*E^(-5 - E^5/x)) + x - x^2)^2","A",3,3,135,0.02222,1,"{6688, 12, 6686}"
2898,1,52,0,0.5339302,"\int \frac{3-3 x^2+\exp \left(\exp \left(x^4+4 x^4 \log (x)+6 x^4 \log ^2(x)+4 x^4 \log ^3(x)+x^4 \log ^4(x)\right)+x^4+4 x^4 \log (x)+6 x^4 \log ^2(x)+4 x^4 \log ^3(x)+x^4 \log ^4(x)\right) \left(8 x^3+28 x^3 \log (x)+36 x^3 \log ^2(x)+20 x^3 \log ^3(x)+4 x^3 \log ^4(x)\right)}{\exp \left(\exp \left(x^4+4 x^4 \log (x)+6 x^4 \log ^2(x)+4 x^4 \log ^3(x)+x^4 \log ^4(x)\right)\right)+3 x-x^3} \, dx","Int[(3 - 3*x^2 + E^(E^(x^4 + 4*x^4*Log[x] + 6*x^4*Log[x]^2 + 4*x^4*Log[x]^3 + x^4*Log[x]^4) + x^4 + 4*x^4*Log[x] + 6*x^4*Log[x]^2 + 4*x^4*Log[x]^3 + x^4*Log[x]^4)*(8*x^3 + 28*x^3*Log[x] + 36*x^3*Log[x]^2 + 20*x^3*Log[x]^3 + 4*x^3*Log[x]^4))/(E^E^(x^4 + 4*x^4*Log[x] + 6*x^4*Log[x]^2 + 4*x^4*Log[x]^3 + x^4*Log[x]^4) + 3*x - x^3),x]","\log \left(\exp \left(x^{4 x^4} \exp \left(x^4+x^4 \log ^4(x)+4 x^4 \log ^3(x)+6 x^4 \log ^2(x)\right)\right)-x^3+3 x\right)","\log \left(-x^3+3 x+e^{e^{(x+x \log (x))^4}}\right)",1,"Log[E^(E^(x^4 + 6*x^4*Log[x]^2 + 4*x^4*Log[x]^3 + x^4*Log[x]^4)*x^(4*x^4)) + 3*x - x^3]","B",1,1,179,0.005587,1,"{6684}"
2899,1,61,0,3.29546,"\int \frac{42-9 x-36 x^2-15 x^3+\left(9 x+9 x^2\right) \log (x)+\left(-42 x-42 x^2-6 x^3+\left(42+42 x+6 x^2\right) \log (x)\right) \log \left(-\frac{x}{-2 x+2 \log (x)}\right)}{-4 x^3-4 x^4-x^5+\left(4 x^2+4 x^3+x^4\right) \log (x)} \, dx","Int[(42 - 9*x - 36*x^2 - 15*x^3 + (9*x + 9*x^2)*Log[x] + (-42*x - 42*x^2 - 6*x^3 + (42 + 42*x + 6*x^2)*Log[x])*Log[-(x/(-2*x + 2*Log[x]))])/(-4*x^3 - 4*x^4 - x^5 + (4*x^2 + 4*x^3 + x^4)*Log[x]),x]","-\frac{21}{2 x}-\frac{9}{2 (x+2)}-\frac{21 \log \left(\frac{x}{2 (x-\log (x))}\right)}{2 x}+\frac{9 \log \left(\frac{x}{2 (x-\log (x))}\right)}{2 (x+2)}","\frac{3 \left(\frac{x-1}{x+2}-3\right) \left(x+\log \left(\frac{x}{2 (x-\log (x))}\right)+1\right)}{x}",1,"-21/(2*x) - 9/(2*(2 + x)) - (21*Log[x/(2*(x - Log[x]))])/(2*x) + (9*Log[x/(2*(x - Log[x]))])/(2*(2 + x))","A",23,6,105,0.05714,1,"{6741, 6742, 77, 893, 2555, 12}"
2900,1,10,0,0.0036484,"\int \frac{-17+24 x}{12 x} \, dx","Int[(-17 + 24*x)/(12*x),x]","2 x-\frac{17 \log (x)}{12}","2 x-\frac{17 \log (x)}{12}",1,"2*x - (17*Log[x])/12","A",3,2,12,0.1667,1,"{12, 43}"
2901,1,30,0,0.2515553,"\int \frac{-9-17 x-98 x^2-25 x^3+\left(1800 x+475 x^2-75 x^3\right) \log (-9+x)+(9-x) \log (x)}{-9+x} \, dx","Int[(-9 - 17*x - 98*x^2 - 25*x^3 + (1800*x + 475*x^2 - 75*x^3)*Log[-9 + x] + (9 - x)*Log[x])/(-9 + x),x]","-25 x^3 \log (x-9)+x^2-100 x^2 \log (x-9)+2 x-x \log (x)","x (x-25 (x+4) x \log (x-9)-\log (x)+2)",1,"2*x + x^2 - 100*x^2*Log[-9 + x] - 25*x^3*Log[-9 + x] - x*Log[x]","A",10,6,48,0.1250,1,"{6742, 1850, 43, 2414, 77, 2295}"
2902,1,16,0,1.1382599,"\int \frac{-2-4 x+\left(-2 x-4 x^2-2 x^3\right) \log \left(x+x^2\right)+\left(-2 x-2 x^2\right) \log \left(x+x^2\right) \log \left(\log \left(x+x^2\right)\right)}{\left(x^2+x^3\right) \log \left(x+x^2\right)+\left(x+x^2\right) \log \left(x+x^2\right) \log \left(\log \left(x+x^2\right)\right)} \, dx","Int[(-2 - 4*x + (-2*x - 4*x^2 - 2*x^3)*Log[x + x^2] + (-2*x - 2*x^2)*Log[x + x^2]*Log[Log[x + x^2]])/((x^2 + x^3)*Log[x + x^2] + (x + x^2)*Log[x + x^2]*Log[Log[x + x^2]]),x]","-2 x-2 \log (x+\log (\log (x (x+1))))","2 (-x-\log (x+\log (\log (x (x+1))))+3)",1,"-2*x - 2*Log[x + Log[Log[x*(1 + x)]]]","A",5,4,86,0.04651,1,"{6688, 12, 6742, 6684}"
2903,1,51,0,0.4333785,"\int \frac{-200-120 x^2+50 x^3-56 x^4+12 x^5-10 x^6+2 x^7+x^9+2 x^{10}}{100 x+80 x^3-40 x^4+56 x^5-16 x^6+20 x^7-8 x^8+4 x^9+4 x^{10}+4 x^{11}} \, dx","Int[(-200 - 120*x^2 + 50*x^3 - 56*x^4 + 12*x^5 - 10*x^6 + 2*x^7 + x^9 + 2*x^10)/(100*x + 80*x^3 - 40*x^4 + 56*x^5 - 16*x^6 + 20*x^7 - 8*x^8 + 4*x^9 + 4*x^10 + 4*x^11),x]","\frac{1}{4} \log \left(x^{10}+x^9+x^8-2 x^7+5 x^6-4 x^5+14 x^4-10 x^3+20 x^2+25\right)-2 \log (x)","\frac{1}{4} \log \left(x^2+\frac{\left(\frac{\frac{5}{x^2}-x+2}{x}+x\right)^2}{x^2}+x\right)+1",1,"-2*Log[x] + Log[25 + 20*x^2 - 10*x^3 + 14*x^4 - 4*x^5 + 5*x^6 - 2*x^7 + x^8 + x^9 + x^10]/4","A",3,2,92,0.02174,1,"{2074, 1587}"
2904,1,33,0,0.0845339,"\int \frac{-4 e^2+118098 x-16 x^2+e (-39366+16 x)}{e^2 x^3-4 e x^4+4 x^5} \, dx","Int[(-4*E^2 + 118098*x - 16*x^2 + E*(-39366 + 16*x))/(E^2*x^3 - 4*E*x^4 + 4*x^5),x]","\frac{19683+2 e}{e x^2}+\frac{39366}{e^2 x}+\frac{78732}{e^2 (e-2 x)}","\frac{\frac{1}{2} \left(x^2+4\right)+\frac{19683}{e-2 x}}{x^2}",1,"78732/(E^2*(E - 2*x)) + (19683 + 2*E)/(E*x^2) + 39366/(E^2*x)","A",4,3,43,0.06977,1,"{1594, 27, 1820}"
2905,1,16,0,0.1362001,"\int \frac{-1+\left(1+x-2 x^2\right) \log (5 x)}{x \log (5 x)} \, dx","Int[(-1 + (1 + x - 2*x^2)*Log[5*x])/(x*Log[5*x]),x]","-x^2+x+\log (x)-\log (\log (5 x))","-x^2+x+\log (x)-\log (\log (5 x))-11",1,"x - x^2 + Log[x] - Log[Log[5*x]]","A",6,4,25,0.1600,1,"{6742, 14, 2302, 29}"
2906,0,0,0,1.7974235,"\int \frac{-1+e^x \left(-120 x^3+60 x^4\right)}{3+e^x \left(1440 x-1440 x^2+360 x^3\right)+e^{2 x} \left(172800 x^2-345600 x^3+259200 x^4-86400 x^5+10800 x^6\right)} \, dx","Int[(-1 + E^x*(-120*x^3 + 60*x^4))/(3 + E^x*(1440*x - 1440*x^2 + 360*x^3) + E^(2*x)*(172800*x^2 - 345600*x^3 + 259200*x^4 - 86400*x^5 + 10800*x^6)),x]","\int \frac{-1+e^x \left(-120 x^3+60 x^4\right)}{3+e^x \left(1440 x-1440 x^2+360 x^3\right)+e^{2 x} \left(172800 x^2-345600 x^3+259200 x^4-86400 x^5+10800 x^6\right)} \, dx","e^5-\frac{x}{3 \left(60 e^x x (x-2)^2+1\right)}",1,"-Defer[Int][(1 + 60*E^x*(-2 + x)^2*x)^(-2), x] - (4*Defer[Int][1/((-2 + x)*(1 + 60*E^x*(-2 + x)^2*x)^2), x])/3 - Defer[Int][x/(1 + 60*E^x*(-2 + x)^2*x)^2, x]/3 + (2*Defer[Int][(1 + 60*E^x*(-2 + x)^2*x)^(-1), x])/3 + (4*Defer[Int][1/((-2 + x)*(1 + 60*E^x*(-2 + x)^2*x)), x])/3 + Defer[Int][x/(1 + 60*E^x*(-2 + x)^2*x), x]/3","F",0,0,0,0,-1,"{}"
2907,0,0,0,7.9232538,"\int \frac{\left(-40 x^2+40 x^3-10 x^4\right) \log ^2(x)+\left(2-3 x+x^2\right) \log \left(x-x^2\right)+\log (x) \left(-2+5 x-2 x^2+\left(2-2 x+x^2\right) \log \left(x-x^2\right)\right)}{\left(120 x^2-120 x^3+30 x^4\right) \log ^2(x)} \, dx","Int[((-40*x^2 + 40*x^3 - 10*x^4)*Log[x]^2 + (2 - 3*x + x^2)*Log[x - x^2] + Log[x]*(-2 + 5*x - 2*x^2 + (2 - 2*x + x^2)*Log[x - x^2]))/((120*x^2 - 120*x^3 + 30*x^4)*Log[x]^2),x]","\int \frac{\left(-40 x^2+40 x^3-10 x^4\right) \log ^2(x)+\left(2-3 x+x^2\right) \log \left(x-x^2\right)+\log (x) \left(-2+5 x-2 x^2+\left(2-2 x+x^2\right) \log \left(x-x^2\right)\right)}{\left(120 x^2-120 x^3+30 x^4\right) \log ^2(x)} \, dx","\frac{1}{3} \left(\frac{\log ((1-x) x)}{10 \left(\frac{x}{x-1}-x\right) \log (x)}-x\right)",1,"-1/3*x + Defer[Int][(1 - 2*x)/((-2 + x)*x^2*Log[x]), x]/30 + Defer[Int][Log[(1 - x)*x]/((2 - x)*Log[x]^2), x]/20 + (7*Defer[Int][Log[(1 - x)*x]/((-2 + x)*Log[x]^2), x])/120 + Defer[Int][Log[(1 - x)*x]/(x^2*Log[x]^2), x]/60 - Defer[Int][Log[(1 - x)*x]/(x*Log[x]^2), x]/120 + Defer[Int][Log[(1 - x)*x]/((2 - x)^2*Log[x]), x]/60 + Defer[Int][Log[(1 - x)*x]/((2 - x)*Log[x]), x]/20 + Defer[Int][Log[(1 - x)*x]/((-2 + x)*Log[x]), x]/20 + Defer[Int][Log[(1 - x)*x]/(x^2*Log[x]), x]/60","F",0,0,0,0,-1,"{}"
2908,0,0,0,5.447169,"\int \frac{200-75 x-25 x^2-200 x^3-120 x^4+40 x^5+\left(50-80 x^3-60 x^4\right) \log (x)}{100+100 x+25 x^2+160 x^3+160 x^4+40 x^5+64 x^6+64 x^7+16 x^8} \, dx","Int[(200 - 75*x - 25*x^2 - 200*x^3 - 120*x^4 + 40*x^5 + (50 - 80*x^3 - 60*x^4)*Log[x])/(100 + 100*x + 25*x^2 + 160*x^3 + 160*x^4 + 40*x^5 + 64*x^6 + 64*x^7 + 16*x^8),x]","\int \frac{200-75 x-25 x^2-200 x^3-120 x^4+40 x^5+\left(50-80 x^3-60 x^4\right) \log (x)}{100+100 x+25 x^2+160 x^3+160 x^4+40 x^5+64 x^6+64 x^7+16 x^8} \, dx","\frac{5 x (-x+\log (x)+3)}{(x+2) \left(4 x^3+5\right)}",1,"50/(27*(2 + x)) - (40*(20 - (28 - 23*x)*x))/(81*(5 + 4*x^3)) + (25*(28 - (23 - 16*x)*x))/(243*(5 + 4*x^3)) + (5*(115 - 16*(5 - 7*x)*x))/(243*(5 + 4*x^3)) + (40*2^(2/3)*5^(1/3)*(92*2^(2/3) - 55*5^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(6561*Sqrt[3]) - (20*2^(2/3)*5^(1/3)*(56*2^(2/3) - 37*5^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(6561*Sqrt[3]) - (2*2^(2/3)*5^(1/3)*(56*2^(2/3) - 23*5^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(81*Sqrt[3]) - (5*10^(1/3)*(1517 - 512*10^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(6561*Sqrt[3]) + (20*10^(1/3)*(74 - 23*10^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(2187*Sqrt[3]) + (1280*10^(1/3)*(19 - 7*10^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(6561*Sqrt[3]) + (5*10^(1/3)*(23 - 4*10^(1/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(243*Sqrt[3]) + (128*10^(2/3)*(19 - 4*10^(2/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(2187*Sqrt[3]) - (4*10^(2/3)*(7 - 2*10^(2/3))*ArcTan[(5^(1/3) - 2*2^(2/3)*x)/(Sqrt[3]*5^(1/3))])/(243*Sqrt[3]) + (8*(-10)^(1/3)*Log[-((-1)^(2/3)*10^(1/3)) - 2*x])/(9*(1 + (-1)^(1/3))^4) - (5*x*Log[x])/(27*(2 + x)) + (16*10^(1/3)*x*Log[x])/(81*(10^(1/3) + 2*x)) - (16*(-10)^(1/3)*x*Log[x])/(9*(1 + (-1)^(1/3))^4*((-1)^(2/3)*10^(1/3) + 2*x)) + (16*10^(1/3)*x*Log[x])/(81*(10^(1/3) + 2*(-1)^(2/3)*x)) + (20*x^3*Log[x])/(27*(5 + 4*x^3)) - (8*10^(1/3)*Log[10^(1/3) + 2*x])/81 + (20*(115 + 112*10^(1/3) + 37*10^(2/3))*Log[10^(1/3) + 2*x])/19683 - (40*(160 + 184*10^(1/3) + 55*10^(2/3))*Log[10^(1/3) + 2*x])/19683 - (160*(185 + 152*10^(1/3) + 56*10^(2/3))*Log[10^(1/3) + 2*x])/19683 - (5*(275 + 296*10^(1/3) + 92*10^(2/3))*Log[10^(1/3) + 2*x])/6561 + (5*(2432 + 1517*10^(1/3) + 512*10^(2/3))*Log[10^(1/3) + 2*x])/19683 + (128*(70 + 10^(2/3)*(19 + 4*10^(2/3)))*Log[10^(1/3) + 2*x])/6561 + (8*(-10)^(1/3)*Log[10^(1/3) + 2*(-1)^(2/3)*x])/81 - (5*10^(1/3)*(23 + 4*10^(1/3))*Log[5^(1/3) + 2^(2/3)*x])/729 + (2*10^(1/3)*(112 + 23*10^(1/3))*Log[5^(1/3) + 2^(2/3)*x])/243 - (4*10^(2/3)*(7 + 2*10^(2/3))*Log[5^(1/3) + 2^(2/3)*x])/729 - (((16*I)/3)*10^(1/3)*Log[x]*Log[1 - (-1/5)^(1/3)*2^(2/3)*x])/(Sqrt[3]*(1 + (-1)^(1/3))^5) - (2*(-2)^(2/3)*((-5)^(2/3) + 4*2^(2/3)*5^(1/3))*Log[x]*Log[1 - (-1/5)^(1/3)*2^(2/3)*x])/81 + (2*(-10)^(1/3)*(8 - (-10)^(1/3))*Log[x]*Log[1 + ((-2)^(2/3)*x)/5^(1/3)])/81 + (16*10^(1/3)*Log[x]*Log[1 + (2^(2/3)*x)/5^(1/3)])/81 - (2*10^(1/3)*(8 + 10^(1/3))*Log[x]*Log[1 + (2^(2/3)*x)/5^(1/3)])/81 - (32*10^(1/3)*Log[x]*Log[1 - ((1 - I*Sqrt[3])*x)/10^(1/3)])/(81*(1 - I*Sqrt[3])) + (5*(4864 - 1517*10^(1/3) - 512*10^(2/3))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/39366 - (20*(320 - 184*10^(1/3) - 55*10^(2/3))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/19683 - (5*(275 - 148*10^(1/3) - 46*10^(2/3))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/6561 + (10*(230 - 112*10^(1/3) - 37*10^(2/3))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/19683 - (160*(185 - 76*10^(1/3) - 28*10^(2/3))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/19683 + (64*(140 - 10^(2/3)*(19 + 4*10^(2/3)))*Log[10^(2/3) - 2*10^(1/3)*x + 4*x^2])/6561 + (5*5^(1/3)*(23 + 4*10^(1/3))*Log[5^(2/3) - 2^(2/3)*5^(1/3)*x + 2*2^(1/3)*x^2])/(2187*2^(2/3)) + (5*10^(1/3)*(23 + 4*10^(1/3))*Log[5^(2/3) - 2^(2/3)*5^(1/3)*x + 2*2^(1/3)*x^2])/2187 - (10^(1/3)*(112 + 23*10^(1/3))*Log[5^(2/3) - 2^(2/3)*5^(1/3)*x + 2*2^(1/3)*x^2])/243 + (2*10^(2/3)*(7 + 2*10^(2/3))*Log[5^(2/3) - 2^(2/3)*5^(1/3)*x + 2*2^(1/3)*x^2])/729 - (5*Log[5 + 4*x^3])/81 - (((16*I)/3)*10^(1/3)*PolyLog[2, (-1/5)^(1/3)*2^(2/3)*x])/(Sqrt[3]*(1 + (-1)^(1/3))^5) - (2*(-2)^(2/3)*((-5)^(2/3) + 4*2^(2/3)*5^(1/3))*PolyLog[2, (-1/5)^(1/3)*2^(2/3)*x])/81 + (2*(-10)^(1/3)*(8 - (-10)^(1/3))*PolyLog[2, -(((-2)^(2/3)*x)/5^(1/3))])/81 + (16*10^(1/3)*PolyLog[2, -((2^(2/3)*x)/5^(1/3))])/81 - (2*10^(1/3)*(8 + 10^(1/3))*PolyLog[2, -((2^(2/3)*x)/5^(1/3))])/81 - (32*10^(1/3)*PolyLog[2, ((1 - I*Sqrt[3])*x)/10^(1/3)])/(81*(1 - I*Sqrt[3])) - (200*Defer[Int][(x*Log[x])/(5 + 4*x^3)^2, x])/9","F",0,0,0,0,-1,"{}"
2909,1,69,0,0.143149,"\int \frac{-25 x+10 x^2+e^{\frac{2}{5} \left(25+e^{25+x}+5 \log (5)+5 \log (x)\right)} \left(10+2 e^{25+x} x\right)+e^{\frac{1}{5} \left(25+e^{25+x}+5 \log (5)+5 \log (x)\right)} \left(-30+20 x+e^{25+x} \left(-6 x+2 x^2\right)\right)}{5 x} \, dx","Int[(-25*x + 10*x^2 + E^((2*(25 + E^(25 + x) + 5*Log[5] + 5*Log[x]))/5)*(10 + 2*E^(25 + x)*x) + E^((25 + E^(25 + x) + 5*Log[5] + 5*Log[x])/5)*(-30 + 20*x + E^(25 + x)*(-6*x + 2*x^2)))/(5*x),x]","25 e^{\frac{2}{5} \left(e^{x+25}+25\right)} x^2-10 e^{\frac{1}{5} \left(e^{x+25}+25\right)-x-25} \left(3 e^{x+25} x-e^{x+25} x^2\right)+\frac{1}{4} (5-2 x)^2","\left(-5 e^{\frac{e^{x+25}}{5}+5} x-x+3\right)^2+x",1,"(5 - 2*x)^2/4 + 25*E^((2*(25 + E^(25 + x)))/5)*x^2 - 10*E^(-25 + (25 + E^(25 + x))/5 - x)*(3*E^(25 + x)*x - E^(25 + x)*x^2)","B",5,3,90,0.03333,1,"{12, 14, 2288}"
2910,1,22,0,0.1248065,"\int \frac{4+6 x+2 x^2+(2+2 x) \log ^2(2)+\left(4+2 x+2 \log ^2(2)\right) \log \left(\frac{25 x^2+50 x \log ^2(2)+25 \log ^4(2)}{e^{10}}\right)}{x+\log ^2(2)} \, dx","Int[(4 + 6*x + 2*x^2 + (2 + 2*x)*Log[2]^2 + (4 + 2*x + 2*Log[2]^2)*Log[(25*x^2 + 50*x*Log[2]^2 + 25*Log[2]^4)/E^10])/(x + Log[2]^2),x]","\left(-x-\log \left(\left(x+\log ^2(2)\right)^2\right)+9-\log (25)\right)^2","\left(x+\log \left(\frac{25 \left(x+\log ^2(2)\right)^2}{e^{10}}\right)+1\right)^2",1,"(9 - x - Log[25] - Log[(x + Log[2]^2)^2])^2","A",3,3,65,0.04615,1,"{6688, 12, 6686}"
2911,1,35,0,0.2063962,"\int \frac{-1+e^{\frac{5+(10+x) \log (3)+\log (3) \log ^2(16)}{\log (3)}}}{\left(e^{\frac{5+(10+x) \log (3)+\log (3) \log ^2(16)}{\log (3)}}-x\right) \log \left(e^{\frac{5+(10+x) \log (3)+\log (3) \log ^2(16)}{\log (3)}}-x\right)} \, dx","Int[(-1 + E^((5 + (10 + x)*Log[3] + Log[3]*Log[16]^2)/Log[3]))/((E^((5 + (10 + x)*Log[3] + Log[3]*Log[16]^2)/Log[3]) - x)*Log[E^((5 + (10 + x)*Log[3] + Log[3]*Log[16]^2)/Log[3]) - x]),x]","\log \left(\log \left(e^{\frac{5}{\log (3)}} 3^{\frac{x+10}{\log (3)}+\frac{\log ^2(16)}{\log (3)}}-x\right)\right)","\log \left(\log \left(e^{x+10+\log ^2(16)+\frac{5}{\log (3)}}-x\right)\right)",1,"Log[Log[3^((10 + x)/Log[3] + Log[16]^2/Log[3])*E^(5/Log[3]) - x]]","A",1,1,82,0.01220,1,"{6684}"
2912,0,0,0,25.6184951,"\int \frac{\exp \left(\frac{4-4 x-3 x^2+2 x^3+x^4}{x-2 e^{e^8 x} x+e^{2 e^8 x} x}\right) \left(4+3 x^2-4 x^3-3 x^4+e^{e^8 x} \left(-4-3 x^2+4 x^3+3 x^4+e^8 \left(-8 x+8 x^2+6 x^3-4 x^4-2 x^5\right)\right)\right)}{-x^2+3 e^{e^8 x} x^2-3 e^{2 e^8 x} x^2+e^{3 e^8 x} x^2} \, dx","Int[(E^((4 - 4*x - 3*x^2 + 2*x^3 + x^4)/(x - 2*E^(E^8*x)*x + E^(2*E^8*x)*x))*(4 + 3*x^2 - 4*x^3 - 3*x^4 + E^(E^8*x)*(-4 - 3*x^2 + 4*x^3 + 3*x^4 + E^8*(-8*x + 8*x^2 + 6*x^3 - 4*x^4 - 2*x^5))))/(-x^2 + 3*E^(E^8*x)*x^2 - 3*E^(2*E^8*x)*x^2 + E^(3*E^8*x)*x^2),x]","\int \frac{\exp \left(\frac{4-4 x-3 x^2+2 x^3+x^4}{x-2 e^{e^8 x} x+e^{2 e^8 x} x}\right) \left(4+3 x^2-4 x^3-3 x^4+e^{e^8 x} \left(-4-3 x^2+4 x^3+3 x^4+e^8 \left(-8 x+8 x^2+6 x^3-4 x^4-2 x^5\right)\right)\right)}{-x^2+3 e^{e^8 x} x^2-3 e^{2 e^8 x} x^2+e^{3 e^8 x} x^2} \, dx","e^{\frac{\left(x^2+x-2\right)^2}{\left(1-e^{e^8 x}\right)^2 x}}",1,"8*Defer[Int][E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))/(-1 + E^(E^8*x))^3, x] - (3 - 8*E^8)*Defer[Int][E^((-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))/(-1 + E^(E^8*x))^2, x] - 4*Defer[Int][E^((-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))/((-1 + E^(E^8*x))^2*x^2), x] - 8*Defer[Int][E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))/((-1 + E^(E^8*x))^3*x), x] - 8*Defer[Int][E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))/((-1 + E^(E^8*x))^2*x), x] + 6*Defer[Int][(E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x)/(-1 + E^(E^8*x))^3, x] + 2*(2 + 3*E^8)*Defer[Int][(E^((-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x)/(-1 + E^(E^8*x))^2, x] - 4*Defer[Int][(E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x^2)/(-1 + E^(E^8*x))^3, x] + (3 - 4*E^8)*Defer[Int][(E^((-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x^2)/(-1 + E^(E^8*x))^2, x] - 2*Defer[Int][(E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x^3)/(-1 + E^(E^8*x))^3, x] - 2*Defer[Int][(E^(8 + (-2 + x + x^2)^2/((-1 + E^(E^8*x))^2*x))*x^3)/(-1 + E^(E^8*x))^2, x]","F",0,0,0,0,-1,"{}"
2913,0,0,0,2.1976565,"\int \frac{(50+(100+100 x) \log (2)+(100+100 x) \log (x)) \log \left(4 e^{2 x} x^2 \log (2)+4 e^{2 x} x^2 \log (x)\right)+(-50 \log (2)-50 \log (x)) \log ^2\left(4 e^{2 x} x^2 \log (2)+4 e^{2 x} x^2 \log (x)\right)}{x^3 \log (2)+x^3 \log (x)} \, dx","Int[((50 + (100 + 100*x)*Log[2] + (100 + 100*x)*Log[x])*Log[4*E^(2*x)*x^2*Log[2] + 4*E^(2*x)*x^2*Log[x]] + (-50*Log[2] - 50*Log[x])*Log[4*E^(2*x)*x^2*Log[2] + 4*E^(2*x)*x^2*Log[x]]^2)/(x^3*Log[2] + x^3*Log[x]),x]","\int \frac{(50+(100+100 x) \log (2)+(100+100 x) \log (x)) \log \left(4 e^{2 x} x^2 \log (2)+4 e^{2 x} x^2 \log (x)\right)+(-50 \log (2)-50 \log (x)) \log ^2\left(4 e^{2 x} x^2 \log (2)+4 e^{2 x} x^2 \log (x)\right)}{x^3 \log (2)+x^3 \log (x)} \, dx","\frac{25 \log ^2\left(4 e^{2 x} x^2 (\log (x)+\log (2))\right)}{x^2}",1,"50*(1 + Log[4])*Defer[Int][Log[4*E^(2*x)*x^2*Log[2*x]]/(x^3*Log[2*x]), x] + 50*Log[4]*Defer[Int][Log[4*E^(2*x)*x^2*Log[2*x]]/(x^2*Log[2*x]), x] + 100*Defer[Int][(Log[x]*Log[4*E^(2*x)*x^2*Log[2*x]])/(x^3*Log[2*x]), x] + 100*Defer[Int][(Log[x]*Log[4*E^(2*x)*x^2*Log[2*x]])/(x^2*Log[2*x]), x] - 50*Defer[Int][Log[4*E^(2*x)*x^2*Log[2*x]]^2/x^3, x]","F",0,0,0,0,-1,"{}"
2914,1,20,0,0.1851963,"\int \frac{18 x-216 x^2+\left(72 x-288 x^2\right) \log \left(-x+4 x^2\right)}{-1+4 x} \, dx","Int[(18*x - 216*x^2 + (72*x - 288*x^2)*Log[-x + 4*x^2])/(-1 + 4*x),x]","9 x^2-36 x^2 \log (-((1-4 x) x))","9 x^2 \left(1-4 \log \left(4 x^2-x\right)\right)+2",1,"9*x^2 - 36*x^2*Log[-((1 - 4*x)*x)]","A",10,7,37,0.1892,1,"{6741, 12, 6742, 77, 2495, 30, 43}"
2915,0,0,0,2.2965148,"\int \frac{-10 \log (5 x)+\left(-5 x-10 x^2 \log (5 x)\right) \log \left(x^2\right)-5 \log \left(x^2\right) \log \left(e^{x^2} \log \left(x^2\right)\right)}{\left(4 x+4 x^2+x^3\right) \log \left(x^2\right)+\left(4 x+2 x^2\right) \log (5 x) \log \left(x^2\right) \log \left(e^{x^2} \log \left(x^2\right)\right)+x \log ^2(5 x) \log \left(x^2\right) \log ^2\left(e^{x^2} \log \left(x^2\right)\right)} \, dx","Int[(-10*Log[5*x] + (-5*x - 10*x^2*Log[5*x])*Log[x^2] - 5*Log[x^2]*Log[E^x^2*Log[x^2]])/((4*x + 4*x^2 + x^3)*Log[x^2] + (4*x + 2*x^2)*Log[5*x]*Log[x^2]*Log[E^x^2*Log[x^2]] + x*Log[5*x]^2*Log[x^2]*Log[E^x^2*Log[x^2]]^2),x]","\int \frac{-10 \log (5 x)+\left(-5 x-10 x^2 \log (5 x)\right) \log \left(x^2\right)-5 \log \left(x^2\right) \log \left(e^{x^2} \log \left(x^2\right)\right)}{\left(4 x+4 x^2+x^3\right) \log \left(x^2\right)+\left(4 x+2 x^2\right) \log (5 x) \log \left(x^2\right) \log \left(e^{x^2} \log \left(x^2\right)\right)+x \log ^2(5 x) \log \left(x^2\right) \log ^2\left(e^{x^2} \log \left(x^2\right)\right)} \, dx","\frac{5}{\log (5 x) \log \left(e^{x^2} \log \left(x^2\right)\right)+x+2}",1,"-5*Defer[Int][(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])^(-2), x] + 5*Defer[Int][1/(Log[5*x]*(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])^2), x] + 10*Defer[Int][1/(x*Log[5*x]*(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])^2), x] - 10*Defer[Int][(x*Log[5*x])/(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])^2, x] - 10*Defer[Int][Log[5*x]/(x*Log[x^2]*(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])^2), x] - 5*Defer[Int][1/(x*Log[5*x]*(2 + x + Log[5*x]*Log[E^x^2*Log[x^2]])), x]","F",0,0,0,0,-1,"{}"
2916,1,27,0,0.2233964,"\int \frac{e^{-x} \left(e^x \left(-4-4 x-x^2\right)+e \left(-2+2 x+x^2\right)\right)}{4+4 x+x^2} \, dx","Int[(E^x*(-4 - 4*x - x^2) + E*(-2 + 2*x + x^2))/(E^x*(4 + 4*x + x^2)),x]","-x-e^{1-x}+\frac{2 e^{1-x}}{x+2}","-\frac{e^{1-x} x}{x+2}-x-e^4-3+\log (3)",1,"-E^(1 - x) - x + (2*E^(1 - x))/(2 + x)","A",9,6,41,0.1463,1,"{27, 6688, 2199, 2194, 2177, 2178}"
2917,1,26,0,0.0698531,"\int \frac{-1-10 e^{\frac{x^3}{3}} x^2+2 e^{\frac{2 x^3}{3}} x^2}{25-10 e^{\frac{x^3}{3}}+e^{\frac{2 x^3}{3}}-x} \, dx","Int[(-1 - 10*E^(x^3/3)*x^2 + 2*E^((2*x^3)/3)*x^2)/(25 - 10*E^(x^3/3) + E^((2*x^3)/3) - x),x]","\log \left(-10 e^{\frac{x^3}{3}}+e^{\frac{2 x^3}{3}}-x+25\right)","\log \left(\left(e^{\frac{x^3}{3}}-5\right)^2-x\right)",1,"Log[25 - 10*E^(x^3/3) + E^((2*x^3)/3) - x]","A",1,1,58,0.01724,1,"{6684}"
2918,0,0,0,129.5373335,"\int \frac{-50 x^4+\left(-450+300 x-50 x^2-150 x^4\right) \log (x)+\left(450-150 x-150 x^4\right) \log ^2(x)+\left(450-150 x-50 x^4\right) \log ^3(x)}{-x^3+25 x^5+\left(-3 x^3+75 x^5\right) \log (x)+\left(225 x-150 x^2+22 x^3+75 x^5\right) \log ^2(x)+\left(225 x-150 x^2+24 x^3+25 x^5\right) \log ^3(x)} \, dx","Int[(-50*x^4 + (-450 + 300*x - 50*x^2 - 150*x^4)*Log[x] + (450 - 150*x - 150*x^4)*Log[x]^2 + (450 - 150*x - 50*x^4)*Log[x]^3)/(-x^3 + 25*x^5 + (-3*x^3 + 75*x^5)*Log[x] + (225*x - 150*x^2 + 22*x^3 + 75*x^5)*Log[x]^2 + (225*x - 150*x^2 + 24*x^3 + 25*x^5)*Log[x]^3),x]","\int \frac{-50 x^4+\left(-450+300 x-50 x^2-150 x^4\right) \log (x)+\left(450-150 x-150 x^4\right) \log ^2(x)+\left(450-150 x-50 x^4\right) \log ^3(x)}{-x^3+25 x^5+\left(-3 x^3+75 x^5\right) \log (x)+\left(225 x-150 x^2+22 x^3+75 x^5\right) \log ^2(x)+\left(225 x-150 x^2+24 x^3+25 x^5\right) \log ^3(x)} \, dx","\log \left(\frac{5 \log (5)}{5 \left(x^2+\frac{(3-x)^2}{\left(x+\frac{x}{\log (x)}\right)^2}\right)-\frac{1}{5}}\right)",1,"2*Log[x] - Log[225 - 150*x + 24*x^2 + 25*x^4] + 2*Log[1 + Log[x]] + 450*Defer[Int][(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)^(-1), x] - 48*Defer[Int][x/(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2), x] - 50*Defer[Int][x^3/(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2), x] - 101250*Defer[Int][1/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] + 79200*Defer[Int][x/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] - 18450*Defer[Int][x^2/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] - 21300*Defer[Int][x^3/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] + 1200*Defer[Int][Log[x]/(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2), x] - 450*Defer[Int][Log[x]/(x*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] - 148*Defer[Int][(x*Log[x])/(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2), x] - 50*Defer[Int][(x^3*Log[x])/(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2), x] - 202500*Defer[Int][Log[x]/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] + 158400*Defer[Int][(x*Log[x])/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] - 36900*Defer[Int][(x^2*Log[x])/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x] - 42600*Defer[Int][(x^3*Log[x])/((225 - 150*x + 24*x^2 + 25*x^4)*(-x^2 + 25*x^4 - 2*x^2*Log[x] + 50*x^4*Log[x] + 225*Log[x]^2 - 150*x*Log[x]^2 + 24*x^2*Log[x]^2 + 25*x^4*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
2919,1,48,0,0.0533972,"\int \frac{1}{3} \left(18 e^{2 x}+18 x+12 x^2+4 x^3+e^x \left(117+56 x+10 x^2\right)\right) \, dx","Int[(18*E^(2*x) + 18*x + 12*x^2 + 4*x^3 + E^x*(117 + 56*x + 10*x^2))/3,x]","\frac{x^4}{3}+\frac{4 x^3}{3}+\frac{10 e^x x^2}{3}+3 x^2+12 e^x x+27 e^x+3 e^{2 x}","3 \left(\frac{x^2}{9}+e^x\right) \left((x+2)^2+e^x+5\right)",1,"27*E^x + 3*E^(2*x) + 12*E^x*x + 3*x^2 + (10*E^x*x^2)/3 + (4*x^3)/3 + x^4/3","B",11,4,39,0.1026,1,"{12, 2194, 2196, 2176}"
2920,1,16,0,0.0431883,"\int \frac{-15-3 x-x^2-3 \log ^2(4)}{5 x^2+x^3+x^2 \log ^2(4)} \, dx","Int[(-15 - 3*x - x^2 - 3*Log[4]^2)/(5*x^2 + x^3 + x^2*Log[4]^2),x]","\frac{3}{x}-\log \left(x+5+\log ^2(4)\right)","\frac{3}{x}-\log \left(\frac{1}{5} \left(x+\log ^2(4)\right)+1\right)+\frac{1875}{4}-\log (2)",1,"3/x - Log[5 + x + Log[4]^2]","A",4,3,36,0.08333,1,"{6, 1593, 893}"
2921,1,18,0,0.063743,"\int \left(2-6 x+e^{2 x} \left(2 x+2 x^2\right)\right) \, dx","Int[2 - 6*x + E^(2*x)*(2*x + 2*x^2),x]","e^{2 x} x^2-3 x^2+2 x","x \left(x^2+\left(e^{2 x}-x\right) x-3 x+2\right)",1,"2*x - 3*x^2 + E^(2*x)*x^2","A",9,4,20,0.2000,1,"{1593, 2196, 2176, 2194}"
2922,1,25,0,0.7583719,"\int \frac{-240+380 x-160 x^2+20 x^3+\left(-7 x^2+6 x^3-x^4\right) \log ^2(2)+\left(-60+80 x-20 x^2\right) \log \left(3-4 x+x^2\right)}{\left(12 x^2-19 x^3+8 x^4-x^5\right) \log ^2(2)+\left(3 x^2-4 x^3+x^4\right) \log ^2(2) \log \left(3-4 x+x^2\right)} \, dx","Int[(-240 + 380*x - 160*x^2 + 20*x^3 + (-7*x^2 + 6*x^3 - x^4)*Log[2]^2 + (-60 + 80*x - 20*x^2)*Log[3 - 4*x + x^2])/((12*x^2 - 19*x^3 + 8*x^4 - x^5)*Log[2]^2 + (3*x^2 - 4*x^3 + x^4)*Log[2]^2*Log[3 - 4*x + x^2]),x]","\log \left(\log \left(x^2-4 x+3\right)-x+4\right)+\frac{20}{x \log ^2(2)}","\frac{20}{x \log ^2(2)}+\log (-x+\log (-((3-x) x)-x+3)+4)",1,"20/(x*Log[2]^2) + Log[4 - x + Log[3 - 4*x + x^2]]","A",5,4,114,0.03509,1,"{6741, 12, 6728, 6684}"
2923,0,0,0,0.3001407,"\int \frac{10-20 \log (x)+5 \log (x) \log \left(\frac{5 x^2}{\log (x)}\right)}{\log (x) \log ^3\left(\frac{5 x^2}{\log (x)}\right)} \, dx","Int[(10 - 20*Log[x] + 5*Log[x]*Log[(5*x^2)/Log[x]])/(Log[x]*Log[(5*x^2)/Log[x]]^3),x]","\int \frac{10-20 \log (x)+5 \log (x) \log \left(\frac{5 x^2}{\log (x)}\right)}{\log (x) \log ^3\left(\frac{5 x^2}{\log (x)}\right)} \, dx","\frac{5 x}{\log ^2\left(\frac{5 x^2}{\log (x)}\right)}",1,"-20*Defer[Int][Log[(5*x^2)/Log[x]]^(-3), x] + 10*Defer[Int][1/(Log[x]*Log[(5*x^2)/Log[x]]^3), x] + 5*Defer[Int][Log[(5*x^2)/Log[x]]^(-2), x]","F",0,0,0,0,-1,"{}"
2924,0,0,0,6.3942625,"\int \frac{e^{\frac{e^{4-x} x+x \log (x)}{\log (x)}} \left(-e^{4-x}+e^{4-x} (1-x) \log (x)+\log ^2(x)\right)}{e^{\frac{e^{4-x} x+x \log (x)}{\log (x)}} \log ^2(x)+\left(-4+4 e^{10}-e^{20}\right) \log ^2(x)} \, dx","Int[(E^((E^(4 - x)*x + x*Log[x])/Log[x])*(-E^(4 - x) + E^(4 - x)*(1 - x)*Log[x] + Log[x]^2))/(E^((E^(4 - x)*x + x*Log[x])/Log[x])*Log[x]^2 + (-4 + 4*E^10 - E^20)*Log[x]^2),x]","\int \frac{e^{\frac{e^{4-x} x+x \log (x)}{\log (x)}} \left(-e^{4-x}+e^{4-x} (1-x) \log (x)+\log ^2(x)\right)}{e^{\frac{e^{4-x} x+x \log (x)}{\log (x)}} \log ^2(x)+\left(-4+4 e^{10}-e^{20}\right) \log ^2(x)} \, dx","\log \left(\left(2-e^{10}\right)^2-e^{x+\frac{e^{4-x} x}{\log (x)}}\right)",1,"x - (2 - E^10)^2*Defer[Int][(-E^(x + (E^(4 - x)*x)/Log[x]) + 4*(1 + (E^10*(-4 + E^10))/4))^(-1), x] + Defer[Int][E^(4 + (E^(4 - x)*x)/Log[x])/((-E^(x + (E^(4 - x)*x)/Log[x]) + 4*(1 + (E^10*(-4 + E^10))/4))*Log[x]^2), x] + Defer[Int][E^(4 + (E^(4 - x)*x)/Log[x])/((E^(x + (E^(4 - x)*x)/Log[x]) - 4*(1 + (E^10*(-4 + E^10))/4))*Log[x]), x] + Defer[Int][(E^(4 + (E^(4 - x)*x)/Log[x])*x)/((-E^(x + (E^(4 - x)*x)/Log[x]) + 4*(1 + (E^10*(-4 + E^10))/4))*Log[x]), x]","F",0,0,0,0,-1,"{}"
2925,0,0,0,11.3232424,"\int \frac{-400+e^{\frac{2 \left(e^{1+x}+2 x+e^x x\right)}{2+e^x}} \left(8+8 e^x+2 e^{2 x}+4 e^{1+x}\right)+32 x+e^{2 x} (-100+8 x)+e^x (-400+32 x)+e^{\frac{e^{1+x}+2 x+e^x x}{2+e^x}} \left(-184+16 x+e^{2 x} (-46+4 x)+e^{1+x} (-100+8 x)+e^x (-184+16 x)\right)}{4+4 e^x+e^{2 x}} \, dx","Int[(-400 + E^((2*(E^(1 + x) + 2*x + E^x*x))/(2 + E^x))*(8 + 8*E^x + 2*E^(2*x) + 4*E^(1 + x)) + 32*x + E^(2*x)*(-100 + 8*x) + E^x*(-400 + 32*x) + E^((E^(1 + x) + 2*x + E^x*x)/(2 + E^x))*(-184 + 16*x + E^(2*x)*(-46 + 4*x) + E^(1 + x)*(-100 + 8*x) + E^x*(-184 + 16*x)))/(4 + 4*E^x + E^(2*x)),x]","\int \frac{-400+e^{\frac{2 \left(e^{1+x}+2 x+e^x x\right)}{2+e^x}} \left(8+8 e^x+2 e^{2 x}+4 e^{1+x}\right)+32 x+e^{2 x} (-100+8 x)+e^x (-400+32 x)+e^{\frac{e^{1+x}+2 x+e^x x}{2+e^x}} \left(-184+16 x+e^{2 x} (-46+4 x)+e^{1+x} (-100+8 x)+e^x (-184+16 x)\right)}{4+4 e^x+e^{2 x}} \, dx","\left(-2 x-e^{x+\frac{e^{x+1}}{e^x+2}}+25\right)^2",1,"-200/(2 + E^x) + (8*(25 - 2*x))/(2 + E^x) - (25 - 2*x)^2 - 200*x + (16*x)/(2 + E^x) + 8*x^2 - 4*(25 - 2*x)*Log[1 + E^x/2] - 8*x*Log[1 + E^x/2] + 100*Log[2 + E^x] - 46*Defer[Int][E^((E^(1 + x) + 2*x + E^x*x)/(2 + E^x)), x] + 2*Defer[Int][E^((2*(E^(1 + x) + 2*x + E^x*x))/(2 + E^x)), x] + 200*Defer[Int][E^((2 + E^x*(1 + E) + 2*x + E^x*x)/(2 + E^x))/(2 + E^x)^2, x] - 8*Defer[Int][E^(1 + (2*(E^(1 + x) + 2*x + E^x*x))/(2 + E^x))/(2 + E^x)^2, x] - 100*Defer[Int][E^((2 + E^x*(1 + E) + 2*x + E^x*x)/(2 + E^x))/(2 + E^x), x] + 4*Defer[Int][E^(1 + (2*(E^(1 + x) + 2*x + E^x*x))/(2 + E^x))/(2 + E^x), x] + 4*Defer[Int][E^((E^(1 + x) + 2*x + E^x*x)/(2 + E^x))*x, x] - 16*Defer[Int][(E^((2 + E^x*(1 + E) + 2*x + E^x*x)/(2 + E^x))*x)/(2 + E^x)^2, x] + 8*Defer[Int][(E^((2 + E^x*(1 + E) + 2*x + E^x*x)/(2 + E^x))*x)/(2 + E^x), x]","F",0,0,0,0,-1,"{}"
2926,1,20,0,0.0237599,"\int \frac{-2+10 x-5 x^2}{-10 x+5 x^2} \, dx","Int[(-2 + 10*x - 5*x^2)/(-10*x + 5*x^2),x]","-x-\frac{1}{5} \log (2-x)+\frac{\log (x)}{5}","\frac{1}{5} \log \left(\frac{100 x}{x-2}\right)-x",1,"-x - Log[2 - x]/5 + Log[x]/5","A",3,2,22,0.09091,1,"{1593, 893}"
2927,1,32,0,0.1711201,"\int \frac{-5-15 x-2 x \log (x)}{50 x-40 x^2+8 x^3} \, dx","Int[(-5 - 15*x - 2*x*Log[x])/(50*x - 40*x^2 + 8*x^3),x]","-\frac{17}{4 (5-2 x)}-\frac{x \log (x)}{5 (5-2 x)}-\frac{\log (x)}{10}","\frac{x+\log (x)+6}{4 \left(x-\frac{5}{2}\right)}",1,"-17/(4*(5 - 2*x)) - Log[x]/10 - (x*Log[x])/(5*(5 - 2*x))","A",9,7,27,0.2593,1,"{1594, 27, 12, 6742, 77, 2314, 31}"
2928,1,35,0,0.6917495,"\int \frac{e^{-7 x/3} \left(\left(192+e^{7 x/3} \left(-36-12 x+12 x^2\right)\right) \log ^3(x)+\left(-112 x+e^{7 x/3} \left(-3 x+6 x^2\right)\right) \log ^4(x)\right)}{3 x} \, dx","Int[((192 + E^((7*x)/3)*(-36 - 12*x + 12*x^2))*Log[x]^3 + (-112*x + E^((7*x)/3)*(-3*x + 6*x^2))*Log[x]^4)/(3*E^((7*x)/3)*x),x]","x^2 \log ^4(x)+16 e^{-7 x/3} \log ^4(x)-x \log ^4(x)-3 \log ^4(x)","\left(x^2-x+16 e^{-7 x/3}-3\right) \log ^4(x)",1,"-3*Log[x]^4 + (16*Log[x]^4)/E^((7*x)/3) - x*Log[x]^4 + x^2*Log[x]^4","A",26,11,66,0.1667,1,"{12, 6742, 2202, 2357, 2296, 2295, 2302, 30, 2305, 2304, 2330}"
2929,1,18,0,0.0327396,"\int \frac{-1+e^x (1-x)}{81 x^2} \, dx","Int[(-1 + E^x*(1 - x))/(81*x^2),x]","\frac{1}{81 x}-\frac{e^x}{81 x}","\frac{-2 x-e^x+1}{81 x}",1,"1/(81*x) - E^x/(81*x)","A",4,3,18,0.1667,1,"{12, 14, 2197}"
2930,0,0,0,2.3167891,"\int \frac{85+50 e^4-90 x+150 x^2+25 \log (3)+e^x \left(158-84 x+230 x^2+64 x^3+e^4 (100+24 x)+(50+12 x) \log (3)\right)+e^{2 x} \left(48-8 x+83 x^2+46 x^3+6 x^4+e^4 \left(32+16 x+2 x^2\right)+\left(16+8 x+x^2\right) \log (3)\right)}{25+e^x (40+10 x)+e^{2 x} \left(16+8 x+x^2\right)} \, dx","Int[(85 + 50*E^4 - 90*x + 150*x^2 + 25*Log[3] + E^x*(158 - 84*x + 230*x^2 + 64*x^3 + E^4*(100 + 24*x) + (50 + 12*x)*Log[3]) + E^(2*x)*(48 - 8*x + 83*x^2 + 46*x^3 + 6*x^4 + E^4*(32 + 16*x + 2*x^2) + (16 + 8*x + x^2)*Log[3]))/(25 + E^x*(40 + 10*x) + E^(2*x)*(16 + 8*x + x^2)),x]","\int \frac{85+50 e^4-90 x+150 x^2+25 \log (3)+e^x \left(158-84 x+230 x^2+64 x^3+e^4 (100+24 x)+(50+12 x) \log (3)\right)+e^{2 x} \left(48-8 x+83 x^2+46 x^3+6 x^4+e^4 \left(32+16 x+2 x^2\right)+\left(16+8 x+x^2\right) \log (3)\right)}{25+e^x (40+10 x)+e^{2 x} \left(16+8 x+x^2\right)} \, dx","\left(\frac{2}{e^x (x+4)+5}-x\right) \left(-2 \left(x^2+e^4\right)+x-3-\log (3)\right)",1,"-x^2 + 2*x^3 + x*(3 + 2*E^4 + Log[3]) + 10*(6 - 2*E^4 - Log[3])*Defer[Int][(5 + 4*E^x + E^x*x)^(-2), x] - 10*Defer[Int][x/(5 + 4*E^x + E^x*x)^2, x] - 20*Defer[Int][x^2/(5 + 4*E^x + E^x*x)^2, x] - 10*(39 + 2*E^4 + Log[3])*Defer[Int][1/((4 + x)*(5 + 4*E^x + E^x*x)^2), x] - 2*(5 - 2*E^4 - Log[3])*Defer[Int][(5 + 4*E^x + E^x*x)^(-1), x] - 6*Defer[Int][x/(5 + 4*E^x + E^x*x), x] + 4*Defer[Int][x^2/(5 + 4*E^x + E^x*x), x] + 2*(39 + 2*E^4 + Log[3])*Defer[Int][1/((4 + x)*(5 + 4*E^x + E^x*x)), x]","F",0,0,0,0,-1,"{}"
2931,1,18,0,0.0024187,"\int \frac{1}{3} \left(7-90 e^{5/3}-90 x\right) \, dx","Int[(7 - 90*E^(5/3) - 90*x)/3,x]","-\frac{1}{540} \left(-90 x-90 e^{5/3}+7\right)^2","2 x+\frac{1}{3} \left(x-45 \left(x+e^{5/3}\right)^2\right)+\frac{2}{3}",1,"-1/540*(7 - 90*E^(5/3) - 90*x)^2","A",1,1,16,0.06250,1,"{9}"
2932,1,23,0,1.1274962,"\int \frac{-4+x^2-2 x^3 \log (x)+\left(4+x^2\right) \log (x) \log (4 \log (x))}{\left(4 x^2-x^4\right) \log (x)+\left(-4 x+x^3\right) \log (x) \log (4 \log (x))} \, dx","Int[(-4 + x^2 - 2*x^3*Log[x] + (4 + x^2)*Log[x]*Log[4*Log[x]])/((4*x^2 - x^4)*Log[x] + (-4*x + x^3)*Log[x]*Log[4*Log[x]]),x]","\log \left(4-x^2\right)-\log (x)+\log (x-\log (4 \log (x)))","\log \left(\frac{7 \left(4-x^2\right) \log (4) (\log (4 \log (x))-x)}{3 x}\right)",1,"-Log[x] + Log[4 - x^2] + Log[x - Log[4*Log[x]]]","A",7,5,58,0.08621,1,"{6741, 6725, 446, 72, 6684}"
2933,0,0,0,0.3943258,"\int \frac{10 x+160 x^2+3 x^3+\left(150 x+3 x^2\right) \log (x)+\left(10 x^2+10 x \log (x)\right) \log \left(x^2+2 x \log (x)+\log ^2(x)\right)}{10 x+10 \log (x)} \, dx","Int[(10*x + 160*x^2 + 3*x^3 + (150*x + 3*x^2)*Log[x] + (10*x^2 + 10*x*Log[x])*Log[x^2 + 2*x*Log[x] + Log[x]^2])/(10*x + 10*Log[x]),x]","\int \frac{10 x+160 x^2+3 x^3+\left(150 x+3 x^2\right) \log (x)+\left(10 x^2+10 x \log (x)\right) \log \left(x^2+2 x \log (x)+\log ^2(x)\right)}{10 x+10 \log (x)} \, dx","x^2 \left(\frac{1}{10} \left(x+5 \log \left((x+\log (x))^2\right)+5\right)+7\right)",1,"(15*x^2)/2 + x^3/10 + Defer[Int][x/(x + Log[x]), x] + Defer[Int][x^2/(x + Log[x]), x] + Defer[Int][x*Log[(x + Log[x])^2], x]","F",0,0,0,0,-1,"{}"
2934,1,20,0,0.2290611,"\int \frac{-5 x^3+e^{4/x} \left(100+65 x+14 x^2+x^3\right)}{25 x^3+10 x^4+x^5} \, dx","Int[(-5*x^3 + E^(4/x)*(100 + 65*x + 14*x^2 + x^3))/(25*x^3 + 10*x^4 + x^5),x]","\frac{5}{x+5}-\frac{e^{4/x}}{x}","-\frac{x}{x+5}-\frac{e^{4/x}}{x}",1,"-(E^(4/x)/x) + 5/(5 + x)","A",5,4,44,0.09091,1,"{1594, 27, 6688, 2288}"
2935,1,42,0,1.0161025,"\int \frac{e^x \left(-7-e^{2-2 x}+6 e^{1-x}+\log (4)\right)+e^x \left(-7-e^{2-2 x}+6 e^{1-x}+\log (4)\right) \log (x)+e^x \left(-7 x+e^{2-2 x} x+x \log (4)\right) \log (x) \log (x \log (x))}{x \log (x)} \, dx","Int[(E^x*(-7 - E^(2 - 2*x) + 6*E^(1 - x) + Log[4]) + E^x*(-7 - E^(2 - 2*x) + 6*E^(1 - x) + Log[4])*Log[x] + E^x*(-7*x + E^(2 - 2*x)*x + x*Log[4])*Log[x]*Log[x*Log[x]])/(x*Log[x]),x]","6 e \log (x)+6 e \log (\log (x))-e^{2-x} \log (x \log (x))-e^x (7-\log (4)) \log (x \log (x))","e^x \left(-\left(e^{1-x}-3\right)^2+2+\log (4)\right) \log (x \log (x))",1,"6*E*Log[x] + 6*E*Log[Log[x]] - E^(2 - x)*Log[x*Log[x]] - E^x*(7 - Log[4])*Log[x*Log[x]]","A",7,4,91,0.04396,1,"{6742, 2365, 43, 2288}"
2936,1,168,0,0.7877232,"\int \frac{-54 x^4+9 x^5+12 x^6-3 x^7+\left(72 x^2-36 x^3+4 x^4\right) \log ^2(3)+(-18+7 x) \log ^4(3)+\left(18 x^5-2 x^7+\left(-18 x^3+8 x^4\right) \log ^2(3)\right) \log \left(x^2\right)+x^7 \log ^2\left(x^2\right)}{9 x^7-6 x^8+x^9} \, dx","Int[(-54*x^4 + 9*x^5 + 12*x^6 - 3*x^7 + (72*x^2 - 36*x^3 + 4*x^4)*Log[3]^2 + (-18 + 7*x)*Log[3]^4 + (18*x^5 - 2*x^7 + (-18*x^3 + 8*x^4)*Log[3]^2)*Log[x^2] + x^7*Log[x^2]^2)/(9*x^7 - 6*x^8 + x^9),x]","\frac{\log ^4(3)}{(3-x) x^6}-\frac{2 \log ^2(3)}{x^4}+\frac{3}{x^2}+\frac{x \log ^2\left(x^2\right)}{3 (3-x)}+\frac{1}{3} \log ^2\left(x^2\right)-\frac{2 \left(27-\log ^2(3)\right) \log \left(x^2\right)}{27 x}+\frac{2 x \log ^2(3) \log \left(x^2\right)}{81 (3-x)}+\frac{2 \log ^2(3) \log \left(x^2\right)}{9 x^2}+\frac{2 \log ^2(3) \log \left(x^2\right)}{3 x^3}+\frac{3}{x}+\frac{4}{81} \log ^2(3) \log (x)-\frac{4 \left(27-\log ^2(3)\right)}{27 x}-\frac{4 \log ^2(3)}{27 x}","\frac{\left(\frac{\frac{\log ^2(3)}{x^2}+x-3}{x}+\log \left(x^2\right)\right)^2}{3-x}+3",1,"3/x^2 + 3/x - (2*Log[3]^2)/x^4 - (4*Log[3]^2)/(27*x) + Log[3]^4/((3 - x)*x^6) - (4*(27 - Log[3]^2))/(27*x) + (4*Log[3]^2*Log[x])/81 + (2*Log[3]^2*Log[x^2])/(3*x^3) + (2*Log[3]^2*Log[x^2])/(9*x^2) + (2*x*Log[3]^2*Log[x^2])/(81*(3 - x)) - (2*(27 - Log[3]^2)*Log[x^2])/(27*x) + Log[x^2]^2/3 + (x*Log[x^2]^2)/(3*(3 - x))","B",26,14,111,0.1261,1,"{1594, 27, 6742, 44, 77, 74, 2357, 2317, 2391, 2301, 2314, 31, 2304, 2318}"
2937,0,0,0,1.28687,"\int \frac{\left(1-x-x^2\right) \log \left(4 e^{e^x}\right)+\log ^2\left(4 e^{e^x}\right) \left(-2 x^2+4 x^3-2 x^4+\left(-2 x+4 x^2-2 x^3\right) \log \left(-x+x^2\right)\right)+\left(e^x \left(-x^2+x^3\right)+e^x \left(-x+x^2\right) \log \left(-x+x^2\right)\right) \log \left(x+\log \left(-x+x^2\right)\right)}{\log ^2\left(4 e^{e^x}\right) \left(-x^2+x^3+\left(-x+x^2\right) \log \left(-x+x^2\right)\right)} \, dx","Int[((1 - x - x^2)*Log[4*E^E^x] + Log[4*E^E^x]^2*(-2*x^2 + 4*x^3 - 2*x^4 + (-2*x + 4*x^2 - 2*x^3)*Log[-x + x^2]) + (E^x*(-x^2 + x^3) + E^x*(-x + x^2)*Log[-x + x^2])*Log[x + Log[-x + x^2]])/(Log[4*E^E^x]^2*(-x^2 + x^3 + (-x + x^2)*Log[-x + x^2])),x]","\int \frac{\left(1-x-x^2\right) \log \left(4 e^{e^x}\right)+\log ^2\left(4 e^{e^x}\right) \left(-2 x^2+4 x^3-2 x^4+\left(-2 x+4 x^2-2 x^3\right) \log \left(-x+x^2\right)\right)+\left(e^x \left(-x^2+x^3\right)+e^x \left(-x+x^2\right) \log \left(-x+x^2\right)\right) \log \left(x+\log \left(-x+x^2\right)\right)}{\log ^2\left(4 e^{e^x}\right) \left(-x^2+x^3+\left(-x+x^2\right) \log \left(-x+x^2\right)\right)} \, dx","-x^2+2 x-\frac{\log (x+\log (x-(2-x) x))}{\log \left(4 e^{e^x}\right)}",1,"2*x - x^2 - Defer[Int][1/(Log[4*E^E^x]*(x + Log[(-1 + x)*x])), x] - Defer[Int][1/((-1 + x)*Log[4*E^E^x]*(x + Log[(-1 + x)*x])), x] - Defer[Int][1/(x*Log[4*E^E^x]*(x + Log[(-1 + x)*x])), x] + Defer[Int][(E^x*Log[x + Log[(-1 + x)*x]])/Log[4*E^E^x]^2, x]","F",0,0,0,0,-1,"{}"
2938,1,59,0,0.1142634,"\int \frac{-4-6 x-3 x^3-6 x^4-3 x^5+\left(-8-12 x^3-12 x^4\right) \log (\log (5))-12 x^3 \log ^2(\log (5))}{3 x^3+6 x^4+3 x^5+\left(12 x^3+12 x^4\right) \log (\log (5))+12 x^3 \log ^2(\log (5))} \, dx","Int[(-4 - 6*x - 3*x^3 - 6*x^4 - 3*x^5 + (-8 - 12*x^3 - 12*x^4)*Log[Log[5]] - 12*x^3*Log[Log[5]]^2)/(3*x^3 + 6*x^4 + 3*x^5 + (12*x^3 + 12*x^4)*Log[Log[5]] + 12*x^3*Log[Log[5]]^2),x]","\frac{2}{3 x^2 (1+2 \log (\log (5)))}-x+\frac{2}{3 (1+2 \log (\log (5)))^2 (x+1+2 \log (\log (5)))}-\frac{2}{3 x (1+2 \log (\log (5)))^2}","\frac{1}{3 x^2 \left(\frac{x+1}{2}+\log (\log (5))\right)}-x",1,"-x - 2/(3*x*(1 + 2*Log[Log[5]])^2) + 2/(3*x^2*(1 + 2*Log[Log[5]])) + 2/(3*(1 + 2*Log[Log[5]])^2*(1 + x + 2*Log[Log[5]]))","B",4,2,90,0.02222,1,"{6, 2074}"
2939,0,0,0,4.1316685,"\int \frac{-25 x^3-x^4 \log \left(\frac{4}{x}\right)+\left(-2450 x^3+x^4-199 x^4 \log \left(\frac{4}{x}\right)-4 x^5 \log ^2\left(\frac{4}{x}\right)\right) \log (x)+\left(10000 x^3+100 x^4+\left(700 x^4+4 x^5\right) \log \left(\frac{4}{x}\right)+12 x^5 \log ^2\left(\frac{4}{x}\right)\right) \log ^2(x)+\left(500000 x^3+60000 x^4 \log \left(\frac{4}{x}\right)+2400 x^5 \log ^2\left(\frac{4}{x}\right)+32 x^6 \log ^3\left(\frac{4}{x}\right)\right) \log ^3(x)}{\left(31250+3750 x \log \left(\frac{4}{x}\right)+150 x^2 \log ^2\left(\frac{4}{x}\right)+2 x^3 \log ^3\left(\frac{4}{x}\right)\right) \log ^3(x)} \, dx","Int[(-25*x^3 - x^4*Log[4/x] + (-2450*x^3 + x^4 - 199*x^4*Log[4/x] - 4*x^5*Log[4/x]^2)*Log[x] + (10000*x^3 + 100*x^4 + (700*x^4 + 4*x^5)*Log[4/x] + 12*x^5*Log[4/x]^2)*Log[x]^2 + (500000*x^3 + 60000*x^4*Log[4/x] + 2400*x^5*Log[4/x]^2 + 32*x^6*Log[4/x]^3)*Log[x]^3)/((31250 + 3750*x*Log[4/x] + 150*x^2*Log[4/x]^2 + 2*x^3*Log[4/x]^3)*Log[x]^3),x]","\int \frac{-25 x^3-x^4 \log \left(\frac{4}{x}\right)+\left(-2450 x^3+x^4-199 x^4 \log \left(\frac{4}{x}\right)-4 x^5 \log ^2\left(\frac{4}{x}\right)\right) \log (x)+\left(10000 x^3+100 x^4+\left(700 x^4+4 x^5\right) \log \left(\frac{4}{x}\right)+12 x^5 \log ^2\left(\frac{4}{x}\right)\right) \log ^2(x)+\left(500000 x^3+60000 x^4 \log \left(\frac{4}{x}\right)+2400 x^5 \log ^2\left(\frac{4}{x}\right)+32 x^6 \log ^3\left(\frac{4}{x}\right)\right) \log ^3(x)}{\left(31250+3750 x \log \left(\frac{4}{x}\right)+150 x^2 \log ^2\left(\frac{4}{x}\right)+2 x^3 \log ^3\left(\frac{4}{x}\right)\right) \log ^3(x)} \, dx","4 x^2 \left(x+\frac{x}{4 \left(x \log \left(\frac{4}{x}\right)+25\right) \log (x)}\right)^2",1,"4*x^4 - Defer[Int][x^3/((25 + x*Log[4/x])^2*Log[x]^3), x]/2 - 1225*Defer[Int][x^3/((25 + x*Log[4/x])^3*Log[x]^2), x] + Defer[Int][x^4/((25 + x*Log[4/x])^3*Log[x]^2), x]/2 - (199*Defer[Int][(x^4*Log[4/x])/((25 + x*Log[4/x])^3*Log[x]^2), x])/2 - 2*Defer[Int][(x^5*Log[4/x]^2)/((25 + x*Log[4/x])^3*Log[x]^2), x] + 200*Defer[Int][x^3/((25 + x*Log[4/x])^2*Log[x]), x] + 2*Defer[Int][x^4/((25 + x*Log[4/x])^2*Log[x]), x] + 6*Defer[Int][(x^4*Log[4/x])/((25 + x*Log[4/x])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
2940,1,24,0,1.1106226,"\int \frac{1+e^{2 x} \left(x+x^2+3 x^3-x^4\right)+\left(-x+x^2+3 x^3-x^4\right) \log (x)+\left(-e^{2 x} x-x \log (x)\right) \log \left(e^{2 x}+\log (x)\right)}{e^{2 x} \left(x^3-x^5\right)+\left(x^3-x^5\right) \log (x)+\left(-e^{2 x} x^2-x^2 \log (x)\right) \log \left(e^{2 x}+\log (x)\right)+\left(e^{2 x} \left(-x^2+x^4\right)+\left(-x^2+x^4\right) \log (x)+\left(e^{2 x} x+x \log (x)\right) \log \left(e^{2 x}+\log (x)\right)\right) \log \left(\frac{1}{2} \left(-x+x^3+\log \left(e^{2 x}+\log (x)\right)\right)\right)} \, dx","Int[(1 + E^(2*x)*(x + x^2 + 3*x^3 - x^4) + (-x + x^2 + 3*x^3 - x^4)*Log[x] + (-(E^(2*x)*x) - x*Log[x])*Log[E^(2*x) + Log[x]])/(E^(2*x)*(x^3 - x^5) + (x^3 - x^5)*Log[x] + (-(E^(2*x)*x^2) - x^2*Log[x])*Log[E^(2*x) + Log[x]] + (E^(2*x)*(-x^2 + x^4) + (-x^2 + x^4)*Log[x] + (E^(2*x)*x + x*Log[x])*Log[E^(2*x) + Log[x]])*Log[(-x + x^3 + Log[E^(2*x) + Log[x]])/2]),x]","\log \left(-\log \left(x^3-x+\log \left(e^{2 x}+\log (x)\right)\right)+x+\log (2)\right)","\log \left(x-\log \left(\frac{1}{2} \left(x^3-x+\log \left(e^{2 x}+\log (x)\right)\right)\right)\right)",1,"Log[x + Log[2] - Log[-x + x^3 + Log[E^(2*x) + Log[x]]]]","A",2,2,198,0.01010,1,"{6688, 6684}"
2941,1,7,0,0.0016034,"\int e^{20} \log (3) \, dx","Int[E^20*Log[3],x]","e^{20} x \log (3)","e^{20} (x+5) \log (3)",1,"E^20*x*Log[3]","A",1,1,6,0.1667,1,"{8}"
2942,1,33,0,0.9193814,"\int \frac{e^{-x} \left(-20 e^x-1280 x^2+640 x^5-160 x^6+40 x^9-5 x^{10}\right)}{x^2} \, dx","Int[(-20*E^x - 1280*x^2 + 640*x^5 - 160*x^6 + 40*x^9 - 5*x^10)/(E^x*x^2),x]","5 e^{-x} x^8+160 e^{-x} x^4+1280 e^{-x}+\frac{20}{x}","5 \left(e^{-x} \left(x^4+16\right)^2+\frac{2 x+4}{x}\right)",1,"1280/E^x + 20/x + (160*x^4)/E^x + (5*x^8)/E^x","A",31,5,40,0.1250,1,"{6741, 12, 6742, 2194, 2176}"
2943,1,27,0,0.1138926,"\int \frac{25 x^2+\left(15+3 x^2\right) \log (5)}{-100 x^2+25 x^3+\left(-15 x-15 x^2+3 x^3\right) \log (5)} \, dx","Int[(25*x^2 + (15 + 3*x^2)*Log[5])/(-100*x^2 + 25*x^3 + (-15*x - 15*x^2 + 3*x^3)*Log[5]),x]","\log \left(-\left(x^2 (25+\log (125))\right)+5 x (20+\log (125))+15 \log (5)\right)-\log (x)","\log \left(x-\frac{x+5}{x+\frac{25 x}{3 \log (5)}}-4\right)-3",1,"-Log[x] + Log[15*Log[5] + 5*x*(20 + Log[125]) - x^2*(25 + Log[125])]","A",3,2,47,0.04255,1,"{2074, 628}"
2944,1,33,0,0.0361245,"\int \frac{-256+1250 e^{2 x} x^3+1250 x^4+e^x \left(-1250 x^3-1250 x^4\right)}{125 x^3} \, dx","Int[(-256 + 1250*E^(2*x)*x^3 + 1250*x^4 + E^x*(-1250*x^3 - 1250*x^4))/(125*x^3),x]","5 x^2+\frac{128}{125 x^2}+10 e^x+5 e^{2 x}-10 e^x (x+1)","5 \left(\frac{128}{625 x^2}+\left(e^x-x\right)^2\right)",1,"10*E^x + 5*E^(2*x) + 128/(125*x^2) + 5*x^2 - 10*E^x*(1 + x)","A",8,4,39,0.1026,1,"{12, 14, 2194, 2176}"
2945,0,0,0,4.3513247,"\int \frac{25 x^3+35 x^4+11 x^5+x^6+\exp \left(\frac{-25-10 x^3+5 x^4+e \left(-10 x^3-2 x^4\right)}{25 x^3+5 x^4}\right) \left(75+20 x+7 x^4\right)}{25 x^4+10 x^5+x^6} \, dx","Int[(25*x^3 + 35*x^4 + 11*x^5 + x^6 + E^((-25 - 10*x^3 + 5*x^4 + E*(-10*x^3 - 2*x^4))/(25*x^3 + 5*x^4))*(75 + 20*x + 7*x^4))/(25*x^4 + 10*x^5 + x^6),x]","\int \frac{25 x^3+35 x^4+11 x^5+x^6+\exp \left(\frac{-25-10 x^3+5 x^4+e \left(-10 x^3-2 x^4\right)}{25 x^3+5 x^4}\right) \left(75+20 x+7 x^4\right)}{25 x^4+10 x^5+x^6} \, dx","e^{\frac{-\frac{5}{x^3}+x-2}{x+5}-\frac{2 e}{5}}+x+\log (x)",1,"x + Log[x] + 3*Defer[Int][E^((-25 - 10*(1 + E)*x^3 + (5 - 2*E)*x^4)/(5*x^3*(5 + x)))/x^4, x] - (2*Defer[Int][E^((-25 - 10*(1 + E)*x^3 + (5 - 2*E)*x^4)/(5*x^3*(5 + x)))/x^3, x])/5 + Defer[Int][E^((-25 - 10*(1 + E)*x^3 + (5 - 2*E)*x^4)/(5*x^3*(5 + x)))/x^2, x]/25 + (174*Defer[Int][E^((-25 - 10*(1 + E)*x^3 + (5 - 2*E)*x^4)/(5*x^3*(5 + x)))/(5 + x)^2, x])/25","F",0,0,0,0,-1,"{}"
2946,0,0,0,14.2711812,"\int \frac{e^{-\frac{2 e^x}{x}} \left(-1250 x+e^x (-1250+1250 x)+\left(-1250 x+e^x (-2500+2500 x)\right) \log (x)+e^x (-1250+1250 x) \log ^2(x)+e^{\frac{2 e^x}{x}} \left(-200 x+2 x^2-200 x \log (x)\right)+e^{\frac{e^x}{x}} \left(e^x (500-500 x)+1000 x+\left(e^x (1000-1000 x)+1000 x\right) \log (x)+e^x (500-500 x) \log ^2(x)\right)\right)}{x^2} \, dx","Int[(-1250*x + E^x*(-1250 + 1250*x) + (-1250*x + E^x*(-2500 + 2500*x))*Log[x] + E^x*(-1250 + 1250*x)*Log[x]^2 + E^((2*E^x)/x)*(-200*x + 2*x^2 - 200*x*Log[x]) + E^(E^x/x)*(E^x*(500 - 500*x) + 1000*x + (E^x*(1000 - 1000*x) + 1000*x)*Log[x] + E^x*(500 - 500*x)*Log[x]^2))/(E^((2*E^x)/x)*x^2),x]","\int \frac{e^{-\frac{2 e^x}{x}} \left(-1250 x+e^x (-1250+1250 x)+\left(-1250 x+e^x (-2500+2500 x)\right) \log (x)+e^x (-1250+1250 x) \log ^2(x)+e^{\frac{2 e^x}{x}} \left(-200 x+2 x^2-200 x \log (x)\right)+e^{\frac{e^x}{x}} \left(e^x (500-500 x)+1000 x+\left(e^x (1000-1000 x)+1000 x\right) \log (x)+e^x (500-500 x) \log ^2(x)\right)\right)}{x^2} \, dx","2 x-\left(5 e^{-\frac{e^x}{x}}-2\right)^2 (5 \log (x)+5)^2+2",1,"2*x - 200*Log[x] - 100*Log[x]^2 - 1250*Defer[Int][E^((-2*E^x)/x + x)/x^2, x] - 2500*Log[x]*Defer[Int][E^((-2*E^x)/x + x)/x^2, x] + 500*Defer[Int][E^(-(E^x/x) + x)/x^2, x] + 1000*Log[x]*Defer[Int][E^(-(E^x/x) + x)/x^2, x] - 1250*Defer[Int][1/(E^((2*E^x)/x)*x), x] - 1250*Log[x]*Defer[Int][1/(E^((2*E^x)/x)*x), x] + 1000*Defer[Int][1/(E^(E^x/x)*x), x] + 1000*Log[x]*Defer[Int][1/(E^(E^x/x)*x), x] + 1250*Defer[Int][E^((-2*E^x)/x + x)/x, x] + 2500*Log[x]*Defer[Int][E^((-2*E^x)/x + x)/x, x] - 500*Defer[Int][E^(-(E^x/x) + x)/x, x] - 1000*Log[x]*Defer[Int][E^(-(E^x/x) + x)/x, x] - 1250*Defer[Int][(E^((-2*E^x)/x + x)*Log[x]^2)/x^2, x] + 500*Defer[Int][(E^(-(E^x/x) + x)*Log[x]^2)/x^2, x] + 1250*Defer[Int][(E^((-2*E^x)/x + x)*Log[x]^2)/x, x] - 500*Defer[Int][(E^(-(E^x/x) + x)*Log[x]^2)/x, x] + 2500*Defer[Int][Defer[Int][E^((-2*E^x)/x + x)/x^2, x]/x, x] - 1000*Defer[Int][Defer[Int][E^(-(E^x/x) + x)/x^2, x]/x, x] + 1250*Defer[Int][Defer[Int][1/(E^((2*E^x)/x)*x), x]/x, x] - 1000*Defer[Int][Defer[Int][1/(E^(E^x/x)*x), x]/x, x] - 2500*Defer[Int][Defer[Int][E^((-2*E^x)/x + x)/x, x]/x, x] + 1000*Defer[Int][Defer[Int][E^(-(E^x/x) + x)/x, x]/x, x]","F",0,0,0,0,-1,"{}"
2947,0,0,0,0.8136668,"\int \frac{8-4 x+4 \log (3)-\log ^2(5)-4 x \log (x)}{\left(-8192 x+12288 x^2-6144 x^3+1024 x^4+\left(-12288 x+12288 x^2-3072 x^3\right) \log (3)+\left(-6144 x+3072 x^2\right) \log ^2(3)-1024 x \log ^3(3)+\left(3072 x-3072 x^2+768 x^3+\left(3072 x-1536 x^2\right) \log (3)+768 x \log ^2(3)\right) \log ^2(5)+\left(-384 x+192 x^2-192 x \log (3)\right) \log ^4(5)+16 x \log ^6(5)\right) \log ^3(x)} \, dx","Int[(8 - 4*x + 4*Log[3] - Log[5]^2 - 4*x*Log[x])/((-8192*x + 12288*x^2 - 6144*x^3 + 1024*x^4 + (-12288*x + 12288*x^2 - 3072*x^3)*Log[3] + (-6144*x + 3072*x^2)*Log[3]^2 - 1024*x*Log[3]^3 + (3072*x - 3072*x^2 + 768*x^3 + (3072*x - 1536*x^2)*Log[3] + 768*x*Log[3]^2)*Log[5]^2 + (-384*x + 192*x^2 - 192*x*Log[3])*Log[5]^4 + 16*x*Log[5]^6)*Log[x]^3),x]","\int \frac{8-4 x+4 \log (3)-\log ^2(5)-4 x \log (x)}{\left(-8192 x+12288 x^2-6144 x^3+1024 x^4+\left(-12288 x+12288 x^2-3072 x^3\right) \log (3)+\left(-6144 x+3072 x^2\right) \log ^2(3)-1024 x \log ^3(3)+\left(3072 x-3072 x^2+768 x^3+\left(3072 x-1536 x^2\right) \log (3)+768 x \log ^2(3)\right) \log ^2(5)+\left(-384 x+192 x^2-192 x \log (3)\right) \log ^4(5)+16 x \log ^6(5)\right) \log ^3(x)} \, dx","\frac{1}{4} \left(\frac{1}{8 \left(4 (x-2-\log (3))+\log ^2(5)\right)^2 \log ^2(x)}+3\right)",1,"-1/16*Defer[Int][1/(x*(-8 + 4*x + Log[5]^2 - Log[81])^2*Log[x]^3), x] - Defer[Int][1/((-8 + 4*x - 4*Log[3] + Log[5]^2)^3*Log[x]^2), x]/4","F",0,0,0,0,-1,"{}"
2948,0,0,0,3.2199902,"\int \frac{16 x^3+24 x^4+12 x^5+2 x^6+e^{\frac{2-x}{2 x+x^2}} \left(-4-4 x+5 x^2+4 x^3+x^4\right)}{8 x^4+8 x^5+2 x^6+e^{\frac{2-x}{2 x+x^2}} \left(4 x^2+4 x^3+x^4\right)} \, dx","Int[(16*x^3 + 24*x^4 + 12*x^5 + 2*x^6 + E^((2 - x)/(2*x + x^2))*(-4 - 4*x + 5*x^2 + 4*x^3 + x^4))/(8*x^4 + 8*x^5 + 2*x^6 + E^((2 - x)/(2*x + x^2))*(4*x^2 + 4*x^3 + x^4)),x]","\int \frac{16 x^3+24 x^4+12 x^5+2 x^6+e^{\frac{2-x}{2 x+x^2}} \left(-4-4 x+5 x^2+4 x^3+x^4\right)}{8 x^4+8 x^5+2 x^6+e^{\frac{2-x}{2 x+x^2}} \left(4 x^2+4 x^3+x^4\right)} \, dx","\log \left(2 x^2+e^{\frac{2-x}{x (x+2)}}\right)+x-3",1,"x + 2*Log[x] - Defer[Int][E^(2/(x*(2 + x)))/(x^2*(E^(2/(2*x + x^2)) + 2*E^(2 + x)^(-1)*x^2)), x] - 2*Defer[Int][E^(2/(x*(2 + x)))/(x*(E^(2/(2*x + x^2)) + 2*E^(2 + x)^(-1)*x^2)), x] + 2*Defer[Int][E^(2/(x*(2 + x)))/((2 + x)^2*(E^(2/(2*x + x^2)) + 2*E^(2 + x)^(-1)*x^2)), x]","F",0,0,0,0,-1,"{}"
2949,1,89,0,0.0283831,"\int \frac{1}{25} \left(-4920+17048 x-14760 x^2+3600 x^3+e^{10} \left(800 x-960 x^2+256 x^3\right)+e^5 \left(-1200+7520 x-7536 x^2+1920 x^3\right)\right) \, dx","Int[(-4920 + 17048*x - 14760*x^2 + 3600*x^3 + E^10*(800*x - 960*x^2 + 256*x^3) + E^5*(-1200 + 7520*x - 7536*x^2 + 1920*x^3))/25,x]","\frac{64 e^{10} x^4}{25}+\frac{96 e^5 x^4}{5}+36 x^4-\frac{64 e^{10} x^3}{5}-\frac{2512 e^5 x^3}{25}-\frac{984 x^3}{5}+16 e^{10} x^2+\frac{752 e^5 x^2}{5}+\frac{8524 x^2}{25}-48 e^5 x-\frac{984 x}{5}","\left(\left(\frac{1}{x}-\frac{2}{5}\right) \left(-4 \left(4+e^5\right) x+x+6\right) x+x\right)^2",1,"(-984*x)/5 - 48*E^5*x + (8524*x^2)/25 + (752*E^5*x^2)/5 + 16*E^10*x^2 - (984*x^3)/5 - (2512*E^5*x^3)/25 - (64*E^10*x^3)/5 + 36*x^4 + (96*E^5*x^4)/5 + (64*E^10*x^4)/25","B",4,1,56,0.01786,1,"{12}"
2950,1,10,0,0.0139879,"\int e^{65-16 x+x^2} (-16+2 x) \, dx","Int[E^(65 - 16*x + x^2)*(-16 + 2*x),x]","e^{x^2-16 x+65}","e^{(8-x)^2+1}",1,"E^(65 - 16*x + x^2)","A",1,1,16,0.06250,1,"{2236}"
2951,1,31,0,0.1934063,"\int \frac{75-150 x+690 x^2+294 x^3+30 x^4+\left(150 x+60 x^2+6 x^3\right) \log (x)+\left(150 x+60 x^2+6 x^3\right) \log ^2(x)}{125+50 x+5 x^2} \, dx","Int[(75 - 150*x + 690*x^2 + 294*x^3 + 30*x^4 + (150*x + 60*x^2 + 6*x^3)*Log[x] + (150*x + 60*x^2 + 6*x^3)*Log[x]^2)/(125 + 50*x + 5*x^2),x]","2 x^3-\frac{3 x^2}{5}+\frac{3}{5} x^2 \log ^2(x)-\frac{15}{x+5}","x \left(x^2+x \left(x+\frac{3 \left(-x+\frac{5}{x+5}+x \log ^2(x)\right)}{5 x}\right)\right)",1,"(-3*x^2)/5 + 2*x^3 - 15/(5 + x) + (3*x^2*Log[x]^2)/5","A",15,6,69,0.08696,1,"{27, 12, 6742, 43, 2304, 2305}"
2952,1,10,0,0.0097757,"\int -\frac{e^3 (1-80 x)}{16 x \left(-x+80 x^2\right)} \, dx","Int[-1/16*(E^3*(1 - 80*x))/(x*(-x + 80*x^2)),x]","-\frac{e^3}{16 x}","2-e^3 \left(\frac{1}{16 x}-5\right)",1,"-1/16*E^3/x","A",2,2,26,0.07692,1,"{12, 763}"
2953,0,0,0,3.8211974,"\int \frac{e^{16+2 x} x+8 e^{16} x^2+e^{4 e^{-2 x}} \left(-4 e^{2 x}+2 e^{2 x} \log (x)\right)}{e^{16+2 x} x^2+e^{4 e^{-2 x}} \left(4 e^{2 x} x-4 e^{2 x} x \log (x)+e^{2 x} x \log ^2(x)\right)} \, dx","Int[(E^(16 + 2*x)*x + 8*E^16*x^2 + E^(4/E^(2*x))*(-4*E^(2*x) + 2*E^(2*x)*Log[x]))/(E^(16 + 2*x)*x^2 + E^(4/E^(2*x))*(4*E^(2*x)*x - 4*E^(2*x)*x*Log[x] + E^(2*x)*x*Log[x]^2)),x]","\int \frac{e^{16+2 x} x+8 e^{16} x^2+e^{4 e^{-2 x}} \left(-4 e^{2 x}+2 e^{2 x} \log (x)\right)}{e^{16+2 x} x^2+e^{4 e^{-2 x}} \left(4 e^{2 x} x-4 e^{2 x} x \log (x)+e^{2 x} x \log ^2(x)\right)} \, dx","\log \left(e^{16-4 e^{-2 x}} x+(\log (x)-2)^2\right)",1,"2*Log[2 - Log[x]] + 8*Defer[Int][(E^(16 - 2*x)*x)/(4*E^(4/E^(2*x)) + E^16*x - 4*E^(4/E^(2*x))*Log[x] + E^(4/E^(2*x))*Log[x]^2), x] - 4*E^16*Defer[Int][1/((-2 + Log[x])*(4*E^(4/E^(2*x)) + E^16*x - 4*E^(4/E^(2*x))*Log[x] + E^(4/E^(2*x))*Log[x]^2)), x] + E^16*Defer[Int][Log[x]/((-2 + Log[x])*(4*E^(4/E^(2*x)) + E^16*x - 4*E^(4/E^(2*x))*Log[x] + E^(4/E^(2*x))*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
2954,0,0,0,18.0801074,"\int \frac{-5 x-7 x^2-4 x^3+e^5 \left(-5-2 x-2 x^2\right)+e^x \left(-x-x^2-x^3+e^5 \left(-1-x^2\right)\right)+\left(-e^5-x-x^2\right) \log (5)+\left(10 x+6 x^2+e^5 (5+4 x)+e^x \left(2 x+x^2+e^5 (1+x)\right)+\left(e^5+2 x\right) \log (5)\right) \log (x)}{e^{2 x} \left(e^{10} x^2+2 e^5 x^3+x^4\right) \log (5)+\left(25 x^4+20 x^5+4 x^6+e^{10} \left(25 x^2+20 x^3+4 x^4\right)+e^5 \left(50 x^3+40 x^4+8 x^5\right)\right) \log (5)+\left(10 x^4+4 x^5+e^{10} \left(10 x^2+4 x^3\right)+e^5 \left(20 x^3+8 x^4\right)\right) \log ^2(5)+\left(e^{10} x^2+2 e^5 x^3+x^4\right) \log ^3(5)+e^x \left(\left(10 x^4+4 x^5+e^{10} \left(10 x^2+4 x^3\right)+e^5 \left(20 x^3+8 x^4\right)\right) \log (5)+\left(2 e^{10} x^2+4 e^5 x^3+2 x^4\right) \log ^2(5)\right)} \, dx","Int[(-5*x - 7*x^2 - 4*x^3 + E^5*(-5 - 2*x - 2*x^2) + E^x*(-x - x^2 - x^3 + E^5*(-1 - x^2)) + (-E^5 - x - x^2)*Log[5] + (10*x + 6*x^2 + E^5*(5 + 4*x) + E^x*(2*x + x^2 + E^5*(1 + x)) + (E^5 + 2*x)*Log[5])*Log[x])/(E^(2*x)*(E^10*x^2 + 2*E^5*x^3 + x^4)*Log[5] + (25*x^4 + 20*x^5 + 4*x^6 + E^10*(25*x^2 + 20*x^3 + 4*x^4) + E^5*(50*x^3 + 40*x^4 + 8*x^5))*Log[5] + (10*x^4 + 4*x^5 + E^10*(10*x^2 + 4*x^3) + E^5*(20*x^3 + 8*x^4))*Log[5]^2 + (E^10*x^2 + 2*E^5*x^3 + x^4)*Log[5]^3 + E^x*((10*x^4 + 4*x^5 + E^10*(10*x^2 + 4*x^3) + E^5*(20*x^3 + 8*x^4))*Log[5] + (2*E^10*x^2 + 4*E^5*x^3 + 2*x^4)*Log[5]^2)),x]","\int \frac{-5 x-7 x^2-4 x^3+e^5 \left(-5-2 x-2 x^2\right)+e^x \left(-x-x^2-x^3+e^5 \left(-1-x^2\right)\right)+\left(-e^5-x-x^2\right) \log (5)+\left(10 x+6 x^2+e^5 (5+4 x)+e^x \left(2 x+x^2+e^5 (1+x)\right)+\left(e^5+2 x\right) \log (5)\right) \log (x)}{e^{2 x} \left(e^{10} x^2+2 e^5 x^3+x^4\right) \log (5)+\left(25 x^4+20 x^5+4 x^6+e^{10} \left(25 x^2+20 x^3+4 x^4\right)+e^5 \left(50 x^3+40 x^4+8 x^5\right)\right) \log (5)+\left(10 x^4+4 x^5+e^{10} \left(10 x^2+4 x^3\right)+e^5 \left(20 x^3+8 x^4\right)\right) \log ^2(5)+\left(e^{10} x^2+2 e^5 x^3+x^4\right) \log ^3(5)+e^x \left(\left(10 x^4+4 x^5+e^{10} \left(10 x^2+4 x^3\right)+e^5 \left(20 x^3+8 x^4\right)\right) \log (5)+\left(2 e^{10} x^2+4 e^5 x^3+2 x^4\right) \log ^2(5)\right)} \, dx","\frac{x-\log (x)}{x \left(x+e^5\right) \log (5) \left(2 x+e^x+5+\log (5)\right)}",1,"(2*Defer[Int][(-E^x - 2*x - 5*(1 + Log[5]/5))^(-1), x])/(E^15*Log[5]) + (2*Defer[Int][(-E^x - 2*x - 5*(1 + Log[5]/5))^(-1), x])/(E^5*Log[5]) + (2*(1 + E^5)*Defer[Int][(-E^x - 2*x - 5*(1 + Log[5]/5))^(-1), x])/(E^10*Log[5]) + (2*Log[x]*Defer[Int][(-E^x - 2*x - 5*(1 + Log[5]/5))^(-1), x])/(E^10*Log[5]) + Defer[Int][1/(x^2*(-E^x - 2*x - 5*(1 + Log[5]/5))), x]/(E^5*Log[5]) + Defer[Int][1/(x*(-E^x - 2*x - 5*(1 + Log[5]/5))), x]/(E^10*Log[5]) + (2*Log[x]*Defer[Int][1/(x*(-E^x - 2*x - 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (2*Defer[Int][x/(-E^x - 2*x - 5*(1 + Log[5]/5)), x])/(E^10*Log[5]) + (2*(1 + E^5)*Defer[Int][x/(-E^x - 2*x - 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + (2*Log[x]*Defer[Int][x/(-E^x - 2*x - 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + (2*Defer[Int][x^2/(-E^x - 2*x - 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + Defer[Int][1/((E^5 + x)^2*(-E^x - 2*x - 5*(1 + Log[5]/5))), x]/(E^5*Log[5]) + ((1 + E^5)*Defer[Int][1/((E^5 + x)^2*(-E^x - 2*x - 5*(1 + Log[5]/5))), x])/Log[5] + ((2 + E^5)*Log[x]*Defer[Int][1/((E^5 + x)^2*(-E^x - 2*x - 5*(1 + Log[5]/5))), x])/(E^5*Log[5]) + ((3 + Log[5])*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-2), x])/(E^5*Log[5]) - ((3 - 2*E^5 + Log[5])*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-2), x])/(E^5*Log[5]) - ((3 + Log[5])*Log[x]*Defer[Int][1/(x*(E^x + 2*x + 5*(1 + Log[5]/5))^2), x])/(E^5*Log[5]) + ((3 - 2*E^5 + Log[5])*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))^2), x])/Log[5] + ((3 - 2*E^5 + Log[5])*Log[x]*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))^2), x])/(E^5*Log[5]) + (2*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x])/(E^15*Log[5]) + (2*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x])/(E^5*Log[5]) + (2*(1 + E^5)*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x])/(E^10*Log[5]) + (2*Log[x]*Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x])/(E^10*Log[5]) + (3*Defer[Int][1/((-E^5 - x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (2*(1 + E^(-5))*Defer[Int][1/((-E^5 - x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (3*Defer[Int][1/((-E^5 - x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (2*Log[x]*Defer[Int][1/((-E^5 - x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^5*Log[5]) + (2*(2 + E^5)*Log[x]*Defer[Int][1/((-E^5 - x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (Log[x]*Defer[Int][1/(x^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^5*Log[5]) + (2*Defer[Int][1/(x*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + ((2 + E^5)*Log[x]*Defer[Int][1/(x*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (2*Defer[Int][x/(E^x + 2*x + 5*(1 + Log[5]/5)), x])/(E^10*Log[5]) + (2*(1 + E^5)*Defer[Int][x/(E^x + 2*x + 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + (2*Log[x]*Defer[Int][x/(E^x + 2*x + 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + (2*Defer[Int][x^2/(E^x + 2*x + 5*(1 + Log[5]/5)), x])/(E^15*Log[5]) + Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/(E^5*Log[5]) + (E^5*Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (Log[x]*Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (Log[x]*Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^5*Log[5]) + (2*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (2*(1 + E^(-5))*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/Log[5] + (2*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (2*Log[x]*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + (2*Log[x]*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^5*Log[5]) + ((2 + E^5)*Log[x]*Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x])/(E^10*Log[5]) + ((3 + Log[5])*Defer[Int][Defer[Int][1/(x*(E^x + 2*x + 5*(1 + Log[5]/5))^2), x]/x, x])/(E^5*Log[5]) - ((3 - 2*E^5 + Log[5])*Defer[Int][Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))^2), x]/x, x])/(E^5*Log[5]) - (2*Defer[Int][Defer[Int][-(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x]/x, x])/(E^10*Log[5]) - (2*Defer[Int][Defer[Int][(E^x + 2*x + 5*(1 + Log[5]/5))^(-1), x]/x, x])/(E^10*Log[5]) - Defer[Int][Defer[Int][1/(x^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x]/(E^5*Log[5]) - (2*Defer[Int][Defer[Int][-(1/(x*(E^x + 2*x + 5*(1 + Log[5]/5)))), x]/x, x])/(E^10*Log[5]) - ((2 + E^5)*Defer[Int][Defer[Int][1/(x*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x])/(E^10*Log[5]) - (2*Defer[Int][Defer[Int][-(x/(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x])/(E^15*Log[5]) - (2*Defer[Int][Defer[Int][x/(E^x + 2*x + 5*(1 + Log[5]/5)), x]/x, x])/(E^15*Log[5]) - ((2 + E^5)*Defer[Int][Defer[Int][-(1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5)))), x]/x, x])/(E^5*Log[5]) - Defer[Int][Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x]/Log[5] - Defer[Int][Defer[Int][1/((E^5 + x)^2*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x]/(E^5*Log[5]) - (2*Defer[Int][Defer[Int][-(1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5)))), x]/x, x])/(E^5*Log[5]) - (2*(2 + E^5)*Defer[Int][Defer[Int][-(1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5)))), x]/x, x])/(E^10*Log[5]) - (2*Defer[Int][Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x])/(E^10*Log[5]) - (2*Defer[Int][Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x])/(E^5*Log[5]) - ((2 + E^5)*Defer[Int][Defer[Int][1/((E^5 + x)*(E^x + 2*x + 5*(1 + Log[5]/5))), x]/x, x])/(E^10*Log[5])","F",0,0,0,0,-1,"{}"
2955,-1,0,0,180.0004625,"\int \frac{\exp \left(\frac{6561+5832 x^2-2916 x^3+1944 x^4-1944 x^5+774 x^6-432 x^7+232 x^8+e^4 x^8+e^5 x^8-68 x^9+24 x^{10}-8 x^{11}+x^{12}+e^2 \left(162 x^4+72 x^6-36 x^7+8 x^8-8 x^9+2 x^{10}\right)+\left(-2916 x^2-1944 x^4+972 x^5-432 x^6+432 x^7-140 x^8+48 x^9-24 x^{10}+4 x^{11}+e^2 \left(-36 x^6-8 x^8+4 x^9\right)\right) \log (x)+\left(486 x^4+216 x^6-108 x^7+24 x^8+2 e^2 x^8-24 x^9+6 x^{10}\right) \log ^2(x)+\left(-36 x^6-8 x^8+4 x^9\right) \log ^3(x)+x^8 \log ^4(x)}{x^8}\right) \left(-52488-37908 x^2+14580 x^3-9720 x^4+6804 x^5-1980 x^6+864 x^7-140 x^8-20 x^9+24 x^{10}-20 x^{11}+4 x^{12}+e^2 \left(-648 x^4-180 x^6+36 x^7-8 x^8-4 x^9+4 x^{10}\right)+\left(17496 x^2+8748 x^4-2916 x^5+1296 x^6-648 x^7+48 x^8-36 x^{10}+12 x^{11}+e^2 \left(72 x^6+4 x^8+4 x^9\right)\right) \log (x)+\left(-1944 x^4-540 x^6+108 x^7-24 x^8-12 x^9+12 x^{10}\right) \log ^2(x)+\left(72 x^6+4 x^8+4 x^9\right) \log ^3(x)\right)}{x^9} \, dx","Int[(E^((6561 + 5832*x^2 - 2916*x^3 + 1944*x^4 - 1944*x^5 + 774*x^6 - 432*x^7 + 232*x^8 + E^4*x^8 + E^5*x^8 - 68*x^9 + 24*x^10 - 8*x^11 + x^12 + E^2*(162*x^4 + 72*x^6 - 36*x^7 + 8*x^8 - 8*x^9 + 2*x^10) + (-2916*x^2 - 1944*x^4 + 972*x^5 - 432*x^6 + 432*x^7 - 140*x^8 + 48*x^9 - 24*x^10 + 4*x^11 + E^2*(-36*x^6 - 8*x^8 + 4*x^9))*Log[x] + (486*x^4 + 216*x^6 - 108*x^7 + 24*x^8 + 2*E^2*x^8 - 24*x^9 + 6*x^10)*Log[x]^2 + (-36*x^6 - 8*x^8 + 4*x^9)*Log[x]^3 + x^8*Log[x]^4)/x^8)*(-52488 - 37908*x^2 + 14580*x^3 - 9720*x^4 + 6804*x^5 - 1980*x^6 + 864*x^7 - 140*x^8 - 20*x^9 + 24*x^10 - 20*x^11 + 4*x^12 + E^2*(-648*x^4 - 180*x^6 + 36*x^7 - 8*x^8 - 4*x^9 + 4*x^10) + (17496*x^2 + 8748*x^4 - 2916*x^5 + 1296*x^6 - 648*x^7 + 48*x^8 - 36*x^10 + 12*x^11 + E^2*(72*x^6 + 4*x^8 + 4*x^9))*Log[x] + (-1944*x^4 - 540*x^6 + 108*x^7 - 24*x^8 - 12*x^9 + 12*x^10)*Log[x]^2 + (72*x^6 + 4*x^8 + 4*x^9)*Log[x]^3))/x^9,x]","\text{\$Aborted}","e^{\left(\left(\frac{9}{x^2}-x-\log (x)+2\right)^2+e^2\right)^2+e^5}-1",1,"$Aborted","F",0,0,0,0,-1,"{}"
2956,1,17,0,0.3317262,"\int \frac{-9 e^{-x}-9 e^{-x} x \log \left(\frac{4 x}{21}\right)}{2 x \log ^2\left(\frac{4 x}{21}\right)} \, dx","Int[(-9/E^x - (9*x*Log[(4*x)/21])/E^x)/(2*x*Log[(4*x)/21]^2),x]","\frac{9 e^{-x}}{2 \log \left(\frac{4 x}{21}\right)}","\frac{9 e^{-x}}{2 \log \left(\frac{4 x}{21}\right)}",1,"9/(2*E^x*Log[(4*x)/21])","A",4,3,37,0.08108,1,"{12, 6741, 2202}"
2957,1,33,0,0.0583626,"\int \frac{1}{5} \left(9 e^x \left(1+24 e^x+12 x\right)+45 e^x \log (\log (4))\right) \, dx","Int[(9*E^x*(1 + 24*E^x + 12*x) + 45*E^x*Log[Log[4]])/5,x]","\frac{108 e^x x}{5}-\frac{99 e^x}{5}+\frac{108 e^{2 x}}{5}+9 e^x \log (\log (4))","9 e^x \left(\frac{12}{5} \left(x+e^x-3\right)+5+\log (\log (4))\right)",1,"(-99*E^x)/5 + (108*E^(2*x))/5 + (108*E^x*x)/5 + 9*E^x*Log[Log[4]]","A",9,4,28,0.1429,1,"{12, 6742, 2194, 2176}"
2958,1,30,0,0.018623,"\int \frac{1}{6} \left(-4+e^x (-4-4 x)+3 x^2\right) \, dx","Int[(-4 + E^x*(-4 - 4*x) + 3*x^2)/6,x]","\frac{x^3}{6}-\frac{2 x}{3}+\frac{2 e^x}{3}-\frac{2}{3} e^x (x+1)","\frac{2}{3} x \left(\frac{x^2}{4}-e^x-1\right)",1,"(2*E^x)/3 - (2*x)/3 + x^3/6 - (2*E^x*(1 + x))/3","A",4,3,20,0.1500,1,"{12, 2176, 2194}"
2959,1,13,0,0.0066461,"\int \frac{3-4 x \log (x)}{4 x} \, dx","Int[(3 - 4*x*Log[x])/(4*x),x]","x+x (-\log (x))+\frac{3 \log (x)}{4}","x-\left(x-\frac{3}{4}\right) \log (x)",1,"x + (3*Log[x])/4 - x*Log[x]","A",4,3,14,0.2143,1,"{12, 14, 2295}"
2960,1,20,0,0.3248993,"\int -\frac{162 e^{-1+3 e^3+e^{\frac{18}{95+9 x}}+\frac{18}{95+9 x}}}{9025+1710 x+81 x^2} \, dx","Int[(-162*E^(-1 + 3*E^3 + E^(18/(95 + 9*x)) + 18/(95 + 9*x)))/(9025 + 1710*x + 81*x^2),x]","e^{e^{\frac{18}{9 x+95}}-1+3 e^3}","e^{e^{\frac{2}{x+\frac{95}{9}}}-1+3 e^3}-3",1,"E^(-1 + 3*E^3 + E^(18/(95 + 9*x)))","A",6,5,43,0.1163,1,"{12, 27, 6715, 2282, 2194}"
2961,1,19,0,0.0224478,"\int \frac{-10+2 \log (5)+(5-\log (5)) \log \left(4 x^2\right)}{4 x^2} \, dx","Int[(-10 + 2*Log[5] + (5 - Log[5])*Log[4*x^2])/(4*x^2),x]","-\frac{(5-\log (5)) \log \left(4 x^2\right)}{4 x}","\frac{x^2+\frac{1}{4} x (\log (5)-5) \log \left(4 x^2\right)}{x^2}",1,"-1/4*((5 - Log[5])*Log[4*x^2])/x","A",2,2,26,0.07692,1,"{12, 2303}"
2962,1,55,0,0.3277281,"\int \frac{1223+16 x+(1223+8 x) \log (x)+405 \log ^2(x)+45 \log ^3(x)}{1215+1215 \log (x)+405 \log ^2(x)+45 \log ^3(x)} \, dx","Int[(1223 + 16*x + (1223 + 8*x)*Log[x] + 405*Log[x]^2 + 45*Log[x]^3)/(1215 + 1215*Log[x] + 405*Log[x]^2 + 45*Log[x]^3),x]","x-\frac{8 (x+1) x}{45 (\log (x)+3)}+\frac{8 (x+2) x}{45 (\log (x)+3)}-\frac{8 x}{45 (\log (x)+3)}+\frac{4 (x+2) x}{45 (\log (x)+3)^2}","x+\frac{4 (x+2) x}{45 (-\log (x)-3)^2}",1,"x + (4*x*(2 + x))/(45*(3 + Log[x])^2) - (8*x)/(45*(3 + Log[x])) - (8*x*(1 + x))/(45*(3 + Log[x])) + (8*x*(2 + x))/(45*(3 + Log[x]))","B",26,9,46,0.1957,1,"{6688, 12, 6742, 2320, 2330, 2299, 2178, 2309, 2297}"
2963,1,18,0,0.1640733,"\int \frac{2+x+e^4 x-x^2+x \log \left(\frac{16}{x^2}\right)}{e^4 x-x^2+x \log \left(\frac{16}{x^2}\right)} \, dx","Int[(2 + x + E^4*x - x^2 + x*Log[16/x^2])/(E^4*x - x^2 + x*Log[16/x^2]),x]","x-\log \left(\log \left(\frac{16}{x^2}\right)-x+e^4\right)","-\log \left(-\log \left(\frac{16}{x^2}\right)+x-e^4\right)+x-5",1,"x - Log[E^4 - x + Log[16/x^2]]","A",4,3,43,0.06977,1,"{6, 6742, 6684}"
2964,1,38,0,0.0219839,"\int \frac{3+e^{-1+e^3+x} (1+x)}{\log (75)} \, dx","Int[(3 + E^(-1 + E^3 + x)*(1 + x))/Log[75],x]","\frac{3 x}{\log (75)}-\frac{e^{x+e^3-1}}{\log (75)}+\frac{e^{x+e^3-1} (x+1)}{\log (75)}","\frac{\left(e^{x+e^3-1}+3\right) x}{\log (75)}-3",1,"-(E^(-1 + E^3 + x)/Log[75]) + (3*x)/Log[75] + (E^(-1 + E^3 + x)*(1 + x))/Log[75]","B",4,3,19,0.1579,1,"{12, 2176, 2194}"
2965,0,0,0,18.8650235,"\int \frac{2 x+e^4 x^2+x^4+e^2 \left(-1-2 x^3\right)+e^{2-x} \left(3 x+e^4 x^2+x^4+e^2 \left(-2-2 x^3\right)\right)+\left(-1-2 e^4 x+4 e^2 x^2-2 x^3+e^{2-x} \left(-1-2 e^4 x+4 e^2 x^2-2 x^3\right)\right) \log \left(1+e^{2-x}\right)+\left(e^4-2 e^2 x+x^2+e^{2-x} \left(e^4-2 e^2 x+x^2\right)\right) \log ^2\left(1+e^{2-x}\right)}{-x^2+e^4 x^3+x^5+e^2 \left(x-2 x^4\right)+e^{2-x} \left(-x^2+e^4 x^3+x^5+e^2 \left(x-2 x^4\right)\right)+\left(x-2 e^4 x^2-2 x^4+e^2 \left(-1+4 x^3\right)+e^{2-x} \left(x-2 e^4 x^2-2 x^4+e^2 \left(-1+4 x^3\right)\right)\right) \log \left(1+e^{2-x}\right)+\left(e^4 x-2 e^2 x^2+x^3+e^{2-x} \left(e^4 x-2 e^2 x^2+x^3\right)\right) \log ^2\left(1+e^{2-x}\right)} \, dx","Int[(2*x + E^4*x^2 + x^4 + E^2*(-1 - 2*x^3) + E^(2 - x)*(3*x + E^4*x^2 + x^4 + E^2*(-2 - 2*x^3)) + (-1 - 2*E^4*x + 4*E^2*x^2 - 2*x^3 + E^(2 - x)*(-1 - 2*E^4*x + 4*E^2*x^2 - 2*x^3))*Log[1 + E^(2 - x)] + (E^4 - 2*E^2*x + x^2 + E^(2 - x)*(E^4 - 2*E^2*x + x^2))*Log[1 + E^(2 - x)]^2)/(-x^2 + E^4*x^3 + x^5 + E^2*(x - 2*x^4) + E^(2 - x)*(-x^2 + E^4*x^3 + x^5 + E^2*(x - 2*x^4)) + (x - 2*E^4*x^2 - 2*x^4 + E^2*(-1 + 4*x^3) + E^(2 - x)*(x - 2*E^4*x^2 - 2*x^4 + E^2*(-1 + 4*x^3)))*Log[1 + E^(2 - x)] + (E^4*x - 2*E^2*x^2 + x^3 + E^(2 - x)*(E^4*x - 2*E^2*x^2 + x^3))*Log[1 + E^(2 - x)]^2),x]","\int \frac{2 x+e^4 x^2+x^4+e^2 \left(-1-2 x^3\right)+e^{2-x} \left(3 x+e^4 x^2+x^4+e^2 \left(-2-2 x^3\right)\right)+\left(-1-2 e^4 x+4 e^2 x^2-2 x^3+e^{2-x} \left(-1-2 e^4 x+4 e^2 x^2-2 x^3\right)\right) \log \left(1+e^{2-x}\right)+\left(e^4-2 e^2 x+x^2+e^{2-x} \left(e^4-2 e^2 x+x^2\right)\right) \log ^2\left(1+e^{2-x}\right)}{-x^2+e^4 x^3+x^5+e^2 \left(x-2 x^4\right)+e^{2-x} \left(-x^2+e^4 x^3+x^5+e^2 \left(x-2 x^4\right)\right)+\left(x-2 e^4 x^2-2 x^4+e^2 \left(-1+4 x^3\right)+e^{2-x} \left(x-2 e^4 x^2-2 x^4+e^2 \left(-1+4 x^3\right)\right)\right) \log \left(1+e^{2-x}\right)+\left(e^4 x-2 e^2 x^2+x^3+e^{2-x} \left(e^4 x-2 e^2 x^2+x^3\right)\right) \log ^2\left(1+e^{2-x}\right)} \, dx","\log \left(\frac{1}{\left(x-e^2\right) \left(x-\log \left(e^{2-x}+1\right)\right)}-x\right)-5",1,"Log[x] + Defer[Int][(-x + Log[1 + E^(2 - x)])^(-1), x] + Defer[Int][1/(x*(-1 - E^2*x^2 + x^3 + E^2*x*Log[1 + E^(2 - x)] - x^2*Log[1 + E^(2 - x)])), x] + Defer[Int][x^2/(-1 - E^2*x^2 + x^3 + E^2*x*Log[1 + E^(2 - x)] - x^2*Log[1 + E^(2 - x)]), x] + Defer[Int][1/((E^2 - x)*(1 + E^2*x^2 - x^3 - E^2*x*Log[1 + E^(2 - x)] + x^2*Log[1 + E^(2 - x)])), x] + E^2*Defer[Int][x/(1 + E^2*x^2 - x^3 - E^2*x*Log[1 + E^(2 - x)] + x^2*Log[1 + E^(2 - x)]), x] - E^2*Defer[Int][1/((E^2 + E^x)*(x - Log[1 + E^(2 - x)])*(1 + E^2*x^2 - x^3 - E^2*x*Log[1 + E^(2 - x)] + x^2*Log[1 + E^(2 - x)])), x]","F",0,0,0,0,-1,"{}"
2966,0,0,0,39.0868773,"\int \frac{\exp \left(-x+\frac{-20+25 x+e^{2 e^{-x} x} \left(-4 x+4 x^2\right)}{-4+5 x}\right) \left(e^x \left(16-40 x+25 x^2\right)+e^{2 e^{-x} x} \left(32 x^2-104 x^3+112 x^4-40 x^5+e^x \left(16 x-32 x^2+20 x^3\right)\right)\right)}{16-40 x+25 x^2} \, dx","Int[(E^(-x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))*(E^x*(16 - 40*x + 25*x^2) + E^((2*x)/E^x)*(32*x^2 - 104*x^3 + 112*x^4 - 40*x^5 + E^x*(16*x - 32*x^2 + 20*x^3))))/(16 - 40*x + 25*x^2),x]","\int \frac{\exp \left(-x+\frac{-20+25 x+e^{2 e^{-x} x} \left(-4 x+4 x^2\right)}{-4+5 x}\right) \left(e^x \left(16-40 x+25 x^2\right)+e^{2 e^{-x} x} \left(32 x^2-104 x^3+112 x^4-40 x^5+e^x \left(16 x-32 x^2+20 x^3\right)\right)\right)}{16-40 x+25 x^2} \, dx","e^{\frac{4 e^{2 e^{-x} x} x^2}{\frac{x}{x-1}+5 x}+5} x",1,"Defer[Int][E^((-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x)), x] - (32*Defer[Int][E^(-x + (2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x)), x])/625 + (4*Defer[Int][E^((2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))*x, x])/5 - (8*Defer[Int][E^(-x + (2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))*x, x])/125 + (48*Defer[Int][E^(-x + (2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))*x^2, x])/25 - (8*Defer[Int][E^(-x + (2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))*x^3, x])/5 + (64*Defer[Int][E^((2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))/(-4 + 5*x)^2, x])/25 + (16*Defer[Int][E^((2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))/(-4 + 5*x), x])/25 - (128*Defer[Int][E^(-x + (2*x)/E^x + (-20 + 25*x + E^((2*x)/E^x)*(-4*x + 4*x^2))/(-4 + 5*x))/(-4 + 5*x), x])/625","F",0,0,0,0,-1,"{}"
2967,1,30,0,0.0165894,"\int \frac{16+5 x-5 x^3+e x^3-2 x^4}{2 x^3} \, dx","Int[(16 + 5*x - 5*x^3 + E*x^3 - 2*x^4)/(2*x^3),x]","-\frac{x^2}{2}-\frac{4}{x^2}-\frac{1}{2} (5-e) x-\frac{5}{2 x}","\frac{1}{2} \left(-\frac{5}{x^2}-x+e-3\right) x-\frac{4}{x^2}-x+2",1,"-4/x^2 - 5/(2*x) - ((5 - E)*x)/2 - x^2/2","A",4,3,27,0.1111,1,"{6, 12, 14}"
2968,1,20,0,0.2506558,"\int \frac{-600-300 x+67 x^2+8 x^3-x^4}{-1800 x+150 x^2+99 x^3-2 x^4-x^5+\left(600 x-150 x^2-8 x^3+2 x^4\right) \log \left(\frac{300-75 x-4 x^2+x^3}{x}\right)} \, dx","Int[(-600 - 300*x + 67*x^2 + 8*x^3 - x^4)/(-1800*x + 150*x^2 + 99*x^3 - 2*x^4 - x^5 + (600*x - 150*x^2 - 8*x^3 + 2*x^4)*Log[(300 - 75*x - 4*x^2 + x^3)/x]),x]","\log \left(-2 \log \left(x^2-4 x+\frac{300}{x}-75\right)+x+6\right)","\log \left(-\frac{x}{2}+\log \left((4-x) \left(\frac{75}{x}-x\right)\right)-3\right)",1,"Log[6 + x - 2*Log[-75 + 300/x - 4*x + x^2]]","A",2,2,85,0.02353,1,"{6688, 6684}"
2969,0,0,0,1.7434341,"\int \frac{-e^{3 x}+e^{2 x} (4-2 x)+4 x^2+e^x \left(8 x-x^2\right)+\left(4 e^x x \log (5)+4 x^2 \log (5)\right) \log \left(3 x^2\right)+\left(x^2 \log (5)+e^x \left(2 x-x^2\right) \log (5)\right) \log ^2\left(3 x^2\right)}{e^{2 x}+2 e^x x+x^2} \, dx","Int[(-E^(3*x) + E^(2*x)*(4 - 2*x) + 4*x^2 + E^x*(8*x - x^2) + (4*E^x*x*Log[5] + 4*x^2*Log[5])*Log[3*x^2] + (x^2*Log[5] + E^x*(2*x - x^2)*Log[5])*Log[3*x^2]^2)/(E^(2*x) + 2*E^x*x + x^2),x]","\int \frac{-e^{3 x}+e^{2 x} (4-2 x)+4 x^2+e^x \left(8 x-x^2\right)+\left(4 e^x x \log (5)+4 x^2 \log (5)\right) \log \left(3 x^2\right)+\left(x^2 \log (5)+e^x \left(2 x-x^2\right) \log (5)\right) \log ^2\left(3 x^2\right)}{e^{2 x}+2 e^x x+x^2} \, dx","x \left(\frac{x \log (5) \log ^2\left(3 x^2\right)}{x+e^x}+5\right)-x-e^x",1,"-E^x + 4*x + 4*Log[5]*Log[3*x^2]*Defer[Int][x/(E^x + x), x] - Log[5]*Defer[Int][(x^2*Log[3*x^2]^2)/(E^x + x)^2, x] + Log[5]*Defer[Int][(x^3*Log[3*x^2]^2)/(E^x + x)^2, x] + 2*Log[5]*Defer[Int][(x*Log[3*x^2]^2)/(E^x + x), x] - Log[5]*Defer[Int][(x^2*Log[3*x^2]^2)/(E^x + x), x] - 8*Log[5]*Defer[Int][Defer[Int][x/(E^x + x), x]/x, x]","F",0,0,0,0,-1,"{}"
2970,1,93,0,0.3824272,"\int \frac{2+e^{2 x} (70-50 x)-2 x+e^x (-32+16 x)}{1-10 e^x+25 e^{2 x}} \, dx","Int[(2 + E^(2*x)*(70 - 50*x) - 2*x + E^x*(-32 + 16*x))/(1 - 10*E^x + 25*E^(2*x)),x]","-\frac{1}{25} (7-5 x)^2+\frac{2}{5} (x+1)^2-\frac{2}{5} (x+2)^2+\frac{4 x}{5}-\frac{4 (x+2)}{5 \left(1-5 e^x\right)}-\frac{4}{5} (x+1) \log \left(1-5 e^x\right)+\frac{4}{5} (x+2) \log \left(1-5 e^x\right)-\frac{4}{5} \log \left(1-5 e^x\right)","-x^2+2 x+\frac{4 (x+2)}{4-e^{-x} \left(1-e^x\right)}+5",1,"-1/25*(7 - 5*x)^2 + (4*x)/5 + (2*(1 + x)^2)/5 - (4*(2 + x))/(5*(1 - 5*E^x)) - (2*(2 + x)^2)/5 - (4*Log[1 - 5*E^x])/5 - (4*(1 + x)*Log[1 - 5*E^x])/5 + (4*(2 + x)*Log[1 - 5*E^x])/5","B",17,12,42,0.2857,1,"{6741, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
2971,1,24,0,0.3408826,"\int e^{4 x+e^{2 e^{4-3 x^2} x^2} x} \left(4+e^{2 e^{4-3 x^2} x^2} \left(1+e^{4-3 x^2} \left(4 x^2-12 x^4\right)\right)\right) \, dx","Int[E^(4*x + E^(2*E^(4 - 3*x^2)*x^2)*x)*(4 + E^(2*E^(4 - 3*x^2)*x^2)*(1 + E^(4 - 3*x^2)*(4*x^2 - 12*x^4))),x]","e^{e^{2 e^{4-3 x^2} x^2} x+4 x}","e^{\left(e^{2 e^{4-3 x^2} x^2}+4\right) x}",1,"E^(4*x + E^(2*E^(4 - 3*x^2)*x^2)*x)","A",1,1,67,0.01493,1,"{6706}"
2972,1,170,0,2.3208644,"\int \frac{-81+x-7776 x^5+96 x^6+64 x^5 \log (-81+x)+\left(-12960 x^4+160 x^5\right) \log ^2(-81+x)+96 x^4 \log ^3(-81+x)+\left(-7776 x^3+96 x^4\right) \log ^4(-81+x)+48 x^3 \log ^5(-81+x)+\left(-1944 x^2+24 x^3\right) \log ^6(-81+x)+8 x^2 \log ^7(-81+x)+\left(-162 x+2 x^2\right) \log ^8(-81+x)}{-81+x} \, dx","Int[(-81 + x - 7776*x^5 + 96*x^6 + 64*x^5*Log[-81 + x] + (-12960*x^4 + 160*x^5)*Log[-81 + x]^2 + 96*x^4*Log[-81 + x]^3 + (-7776*x^3 + 96*x^4)*Log[-81 + x]^4 + 48*x^3*Log[-81 + x]^5 + (-1944*x^2 + 24*x^3)*Log[-81 + x]^6 + 8*x^2*Log[-81 + x]^7 + (-162*x + 2*x^2)*Log[-81 + x]^8)/(-81 + x),x]","16 x^6+32 x^5 \log ^2(x-81)+x+(81-x)^2 \log ^8(x-81)-162 (81-x) \log ^8(x-81)+6561 \log ^8(x-81)-8 (81-x)^3 \log ^6(x-81)+1944 (81-x)^2 \log ^6(x-81)-157464 (81-x) \log ^6(x-81)+4251528 \log ^6(x-81)+24 (81-x)^4 \log ^4(x-81)-7776 (81-x)^3 \log ^4(x-81)+944784 (81-x)^2 \log ^4(x-81)-51018336 (81-x) \log ^4(x-81)+1033121304 \log ^4(x-81)","x^2 \left(2 x+\log ^2(x-81)\right)^4+x",1,"x + 16*x^6 + 32*x^5*Log[-81 + x]^2 + 1033121304*Log[-81 + x]^4 - 51018336*(81 - x)*Log[-81 + x]^4 + 944784*(81 - x)^2*Log[-81 + x]^4 - 7776*(81 - x)^3*Log[-81 + x]^4 + 24*(81 - x)^4*Log[-81 + x]^4 + 4251528*Log[-81 + x]^6 - 157464*(81 - x)*Log[-81 + x]^6 + 1944*(81 - x)^2*Log[-81 + x]^6 - 8*(81 - x)^3*Log[-81 + x]^6 + 6561*Log[-81 + x]^8 - 162*(81 - x)*Log[-81 + x]^8 + (81 - x)^2*Log[-81 + x]^8","B",187,17,131,0.1298,1,"{6742, 2411, 43, 2334, 2301, 2398, 2346, 2302, 30, 2296, 2295, 2330, 2305, 2304, 2401, 2389, 2390}"
2973,1,41,0,0.1338377,"\int \frac{509+e^{2 x} (2-4 x)+63 x^2+2 x^3-6 x^4+e^x \left(-64+64 x-4 x^2-4 x^3\right)}{x^2} \, dx","Int[(509 + E^(2*x)*(2 - 4*x) + 63*x^2 + 2*x^3 - 6*x^4 + E^x*(-64 + 64*x - 4*x^2 - 4*x^3))/x^2,x]","-2 x^3+x^2-4 e^x x+63 x+\frac{64 e^x}{x}-\frac{2 e^{2 x}}{x}-\frac{509}{x}","x^2+\frac{-x^2-2 \left(x^2+e^x-16\right)^2+x+3}{x}",1,"-509/x + (64*E^x)/x - (2*E^(2*x))/x + 63*x - 4*E^x*x + x^2 - 2*x^3","A",13,7,51,0.1373,1,"{14, 2197, 2199, 2194, 2177, 2178, 2176}"
2974,1,22,0,0.1345889,"\int \frac{2048+4096 x^2+3072 x \log (2)+e^x (100 x+75 \log (2))}{100 x+75 \log (2)} \, dx","Int[(2048 + 4096*x^2 + 3072*x*Log[2] + E^x*(100*x + 75*Log[2]))/(100*x + 75*Log[2]),x]","\frac{512 x^2}{25}+e^x+\frac{512}{25} \log (4 x+\log (8))","\frac{512}{25} \left(x^2+\log \left(\frac{4 x}{3}+\log (2)\right)\right)+e^x",1,"E^x + (512*x^2)/25 + (512*Log[4*x + Log[8]])/25","A",5,3,35,0.08571,1,"{6742, 2194, 698}"
2975,0,0,0,1.4997836,"\int \frac{x^{-6/x} \left(-x^2-2 x^4+\left(x+2 x^3\right) \log (9)+\left(-30 x+5 x^2+6 x^3-x^4+\left(30-6 x^2\right) \log (9)+\left(36 x-x^2-6 x^3+\left(-36+6 x^2\right) \log (9)\right) \log (x)+(-6 x+6 \log (9)) \log ^2(x)\right) \log \left(-5+x^2+\log (x)\right)\right)}{-5 x^2+x^4+x^2 \log (x)} \, dx","Int[(-x^2 - 2*x^4 + (x + 2*x^3)*Log[9] + (-30*x + 5*x^2 + 6*x^3 - x^4 + (30 - 6*x^2)*Log[9] + (36*x - x^2 - 6*x^3 + (-36 + 6*x^2)*Log[9])*Log[x] + (-6*x + 6*Log[9])*Log[x]^2)*Log[-5 + x^2 + Log[x]])/(x^(6/x)*(-5*x^2 + x^4 + x^2*Log[x])),x]","\int \frac{x^{-6/x} \left(-x^2-2 x^4+\left(x+2 x^3\right) \log (9)+\left(-30 x+5 x^2+6 x^3-x^4+\left(30-6 x^2\right) \log (9)+\left(36 x-x^2-6 x^3+\left(-36+6 x^2\right) \log (9)\right) \log (x)+(-6 x+6 \log (9)) \log ^2(x)\right) \log \left(-5+x^2+\log (x)\right)\right)}{-5 x^2+x^4+x^2 \log (x)} \, dx","x^{-6/x} (\log (9)-x) \log \left(x^2+\log (x)-5\right)",1,"Log[9]*Defer[Int][x^(-1 - 6/x)/(-5 + x^2 + Log[x]), x] + 2*Log[9]*Defer[Int][x^(1 - 6/x)/(-5 + x^2 + Log[x]), x] - 2*Defer[Int][x^(2 - 6/x)/(-5 + x^2 + Log[x]), x] - Defer[Int][1/(x^(6/x)*(-5 + x^2 + Log[x])), x] - 6*Log[9]*Defer[Int][x^(-2 - 6/x)*Log[-5 + x^2 + Log[x]], x] + 6*Defer[Int][x^(-1 - 6/x)*Log[-5 + x^2 + Log[x]], x] - Defer[Int][Log[-5 + x^2 + Log[x]]/x^(6/x), x] + 6*Log[9]*Defer[Int][x^(-2 - 6/x)*Log[x]*Log[-5 + x^2 + Log[x]], x] - 6*Defer[Int][x^(-1 - 6/x)*Log[x]*Log[-5 + x^2 + Log[x]], x]","F",0,0,0,0,-1,"{}"
2976,1,75,0,7.6362877,"\int \frac{1}{3} \exp \left(\frac{1}{3} \left(3 e^{x^2-2 x \log (5)+\log ^2(5)}-e^{4 e^3} x^2+4 e^{3 e^3} x^3-6 e^{2 e^3} x^4+4 e^{e^3} x^5-x^6\right)\right) \left(-2 e^{4 e^3} x+12 e^{3 e^3} x^2-24 e^{2 e^3} x^3+20 e^{e^3} x^4-6 x^5+e^{x^2-2 x \log (5)+\log ^2(5)} (6 x-6 \log (5))\right) \, dx","Int[(E^((3*E^(x^2 - 2*x*Log[5] + Log[5]^2) - E^(4*E^3)*x^2 + 4*E^(3*E^3)*x^3 - 6*E^(2*E^3)*x^4 + 4*E^E^3*x^5 - x^6)/3)*(-2*E^(4*E^3)*x + 12*E^(3*E^3)*x^2 - 24*E^(2*E^3)*x^3 + 20*E^E^3*x^4 - 6*x^5 + E^(x^2 - 2*x*Log[5] + Log[5]^2)*(6*x - 6*Log[5])))/3,x]","\exp \left(\frac{1}{3} \left(-x^6+4 e^{e^3} x^5-6 e^{2 e^3} x^4+4 e^{3 e^3} x^3-e^{4 e^3} x^2+3\ 5^{-2 x} e^{x^2+\log ^2(5)}\right)\right)","e^{e^{(x-\log (5))^2}-\frac{1}{3} x^2 \left(x-e^{e^3}\right)^4}",1,"E^(((3*E^(x^2 + Log[5]^2))/5^(2*x) - E^(4*E^3)*x^2 + 4*E^(3*E^3)*x^3 - 6*E^(2*E^3)*x^4 + 4*E^E^3*x^5 - x^6)/3)","B",2,2,153,0.01307,1,"{12, 6706}"
2977,1,4,0,0.0008361,"\int -\frac{2}{x} \, dx","Int[-2/x,x]","-2 \log (x)","-\log \left(x^2\right)+1-18 \log \left(\frac{3}{5 e^3}\right)",1,"-2*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
2978,1,9,0,0.0039016,"\int \frac{1}{2} \left(-1+2 e^x\right) \, dx","Int[(-1 + 2*E^x)/2,x]","e^x-\frac{x}{2}","\frac{x-8}{2}+e^x-x-1+5 \log ^2(3)-\log (3)",1,"E^x - x/2","A",3,2,11,0.1818,1,"{12, 2194}"
2979,1,200,0,0.5295519,"\int \frac{3600-27 x^3+9 e^5 x^3+e^5 \left(400-3 x^3\right) \log \left(\frac{1}{100} \left(-400+3 x^3\right)\right)}{-400 x^2+3 x^5} \, dx","Int[(3600 - 27*x^3 + 9*E^5*x^3 + E^5*(400 - 3*x^3)*Log[(-400 + 3*x^3)/100])/(-400*x^2 + 3*x^5),x]","\frac{e^5 \log \left(\frac{3 x^3}{100}-4\right)}{x}-\frac{\sqrt[3]{\frac{3}{2}} e^5 \log \left(3^{2/3} x^2+2\ 5^{2/3} \sqrt[3]{6} x+20\ 2^{2/3} \sqrt[3]{5}\right)}{4\ 5^{2/3}}+\frac{\sqrt[3]{\frac{3}{2}} e^5 \log \left(30^{2/3} x^2+20 \sqrt[3]{15} x+200 \sqrt[3]{2}\right)}{4\ 5^{2/3}}+\frac{9}{x}+\frac{\sqrt[3]{\frac{3}{2}} e^5 \log \left(2 \sqrt[3]{2} 5^{2/3}-\sqrt[3]{3} x\right)}{2\ 5^{2/3}}-\frac{\sqrt[3]{\frac{3}{2}} e^5 \log \left(10\ 2^{2/3}-\sqrt[3]{30} x\right)}{2\ 5^{2/3}}","\frac{e^5 \log \left(\frac{3 x^3}{100}-4\right)+9}{x}",1,"9/x + ((3/2)^(1/3)*E^5*Log[2*2^(1/3)*5^(2/3) - 3^(1/3)*x])/(2*5^(2/3)) - ((3/2)^(1/3)*E^5*Log[10*2^(2/3) - 30^(1/3)*x])/(2*5^(2/3)) - ((3/2)^(1/3)*E^5*Log[20*2^(2/3)*5^(1/3) + 2*5^(2/3)*6^(1/3)*x + 3^(2/3)*x^2])/(4*5^(2/3)) + ((3/2)^(1/3)*E^5*Log[200*2^(1/3) + 20*15^(1/3)*x + 30^(2/3)*x^2])/(4*5^(2/3)) + (E^5*Log[-4 + (3*x^3)/100])/x","B",18,11,52,0.2115,1,"{6, 1593, 6725, 453, 292, 31, 634, 617, 204, 628, 2455}"
2980,1,18,0,0.0193458,"\int \frac{-6 x-12 x^3+30 x^4}{2-3 x^2-3 x^4+6 x^5} \, dx","Int[(-6*x - 12*x^3 + 30*x^4)/(2 - 3*x^2 - 3*x^4 + 6*x^5),x]","\log \left(6 x^5-3 x^4-3 x^2+2\right)","\log \left(4-6 x \left(x-x^2 \left(2 x^2-x\right)\right)\right)",1,"Log[2 - 3*x^2 - 3*x^4 + 6*x^5]","A",1,1,34,0.02941,1,"{1587}"
2981,0,0,0,4.659943,"\int \frac{-20 x^2+e^{\frac{-4+x^2}{x}} \left(-40-10 x^2\right)}{e^{3+\frac{2 \left(-4+x^2\right)}{x}} x^2+e^{3+\frac{-4+x^2}{x}} \left(8 x^2+4 x^3\right)+e^3 \left(16 x^2+16 x^3+4 x^4\right)} \, dx","Int[(-20*x^2 + E^((-4 + x^2)/x)*(-40 - 10*x^2))/(E^(3 + (2*(-4 + x^2))/x)*x^2 + E^(3 + (-4 + x^2)/x)*(8*x^2 + 4*x^3) + E^3*(16*x^2 + 16*x^3 + 4*x^4)),x]","\int \frac{-20 x^2+e^{\frac{-4+x^2}{x}} \left(-40-10 x^2\right)}{e^{3+\frac{2 \left(-4+x^2\right)}{x}} x^2+e^{3+\frac{-4+x^2}{x}} \left(8 x^2+4 x^3\right)+e^3 \left(16 x^2+16 x^3+4 x^4\right)} \, dx","\frac{10}{e^3 \left(2 x+e^{x-\frac{4}{x}}+4\right)}",1,"20*Defer[Int][E^(-3 + 8/x)/(E^x + 2*E^(4/x)*(2 + x))^2, x] + 160*Defer[Int][E^(-3 + 8/x)/(x^2*(E^x + 2*E^(4/x)*(2 + x))^2), x] + 80*Defer[Int][E^(-3 + 8/x)/(x*(E^x + 2*E^(4/x)*(2 + x))^2), x] + 20*Defer[Int][(E^(-3 + 8/x)*x)/(E^x + 2*E^(4/x)*(2 + x))^2, x] - (10*Defer[Int][E^(4/x)/(E^x + 2*E^(4/x)*(2 + x)), x])/E^3 - (40*Defer[Int][E^(4/x)/(x^2*(E^x + 2*E^(4/x)*(2 + x))), x])/E^3","F",0,0,0,0,-1,"{}"
2982,0,0,0,1.8221366,"\int \frac{e^x \left(-320 x-96 x^2+208 x^3-64 x^4\right)+e^x \left(128 x+64 x^2\right) \log (x)}{-216+540 x-882 x^2+845 x^3-588 x^4+240 x^5-64 x^6+\left(432-720 x+876 x^2-480 x^3+192 x^4\right) \log (x)+\left(-288+240 x-192 x^2\right) \log ^2(x)+64 \log ^3(x)} \, dx","Int[(E^x*(-320*x - 96*x^2 + 208*x^3 - 64*x^4) + E^x*(128*x + 64*x^2)*Log[x])/(-216 + 540*x - 882*x^2 + 845*x^3 - 588*x^4 + 240*x^5 - 64*x^6 + (432 - 720*x + 876*x^2 - 480*x^3 + 192*x^4)*Log[x] + (-288 + 240*x - 192*x^2)*Log[x]^2 + 64*Log[x]^3),x]","\int \frac{e^x \left(-320 x-96 x^2+208 x^3-64 x^4\right)+e^x \left(128 x+64 x^2\right) \log (x)}{-216+540 x-882 x^2+845 x^3-588 x^4+240 x^5-64 x^6+\left(432-720 x+876 x^2-480 x^3+192 x^4\right) \log (x)+\left(-288+240 x-192 x^2\right) \log ^2(x)+64 \log ^3(x)} \, dx","\frac{e^x}{\left(x-\frac{\frac{x-2}{4}+\log (x)-1}{x}-1\right)^2}+2",1,"128*Defer[Int][(E^x*x)/(6 - 5*x + 4*x^2 - 4*Log[x])^3, x] + 160*Defer[Int][(E^x*x^2)/(6 - 5*x + 4*x^2 - 4*Log[x])^3, x] - 256*Defer[Int][(E^x*x^3)/(6 - 5*x + 4*x^2 - 4*Log[x])^3, x] + 32*Defer[Int][(E^x*x)/(6 - 5*x + 4*x^2 - 4*Log[x])^2, x] + 16*Defer[Int][(E^x*x^2)/(6 - 5*x + 4*x^2 - 4*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
2983,0,0,0,0.4211134,"\int \frac{-4-4 x+(-4-6 x) \log (x)-1296 x^3 \log ^3(x)}{\left(81 x^3+162 x^4+81 x^5\right) \log ^3(x)} \, dx","Int[(-4 - 4*x + (-4 - 6*x)*Log[x] - 1296*x^3*Log[x]^3)/((81*x^3 + 162*x^4 + 81*x^5)*Log[x]^3),x]","\int \frac{-4-4 x+(-4-6 x) \log (x)-1296 x^3 \log ^3(x)}{\left(81 x^3+162 x^4+81 x^5\right) \log ^3(x)} \, dx","\frac{2 \left(\frac{1}{81 x^2 \log ^2(x)}+8\right)}{x+1}",1,"16/(1 + x) - (4*Defer[Int][1/(x^3*(1 + x)*Log[x]^3), x])/81 - (2*Defer[Int][(2 + 3*x)/(x^3*(1 + x)^2*Log[x]^2), x])/81","F",0,0,0,0,-1,"{}"
2984,0,0,0,2.1412571,"\int \frac{\exp \left(\frac{-6-3 x+x^2+(-2-x) \log \left(4 x-x^2\right)}{2+x}\right) \left(16+8 x-20 x^2-2 x^3+x^4\right)}{-16 x-12 x^2+x^4} \, dx","Int[(E^((-6 - 3*x + x^2 + (-2 - x)*Log[4*x - x^2])/(2 + x))*(16 + 8*x - 20*x^2 - 2*x^3 + x^4))/(-16*x - 12*x^2 + x^4),x]","\int \frac{\exp \left(\frac{-6-3 x+x^2+(-2-x) \log \left(4 x-x^2\right)}{2+x}\right) \left(16+8 x-20 x^2-2 x^3+x^4\right)}{-16 x-12 x^2+x^4} \, dx","\frac{e^{x+\frac{4}{-\frac{4}{x}-2}-3}}{(4-x) x}",1,"Defer[Int][E^((-6 - 3*x + x^2 + (-2 - x)*Log[4*x - x^2])/(2 + x)), x] + Defer[Int][E^((-6 - 3*x + x^2)/(2 + x))/(-4 + x)^2, x]/4 - Defer[Int][E^((-6 - 3*x + x^2)/(2 + x))/(-4 + x), x]/16 + Defer[Int][E^((-6 - 3*x + x^2)/(2 + x))/x, x]/16 - Defer[Int][E^((-6 - 3*x + x^2 + (-2 - x)*Log[4*x - x^2])/(2 + x))/x, x] - 4*Defer[Int][E^((-6 - 3*x + x^2 + (-2 - x)*Log[4*x - x^2])/(2 + x))/(2 + x)^2, x]","F",0,0,0,0,-1,"{}"
2985,0,0,0,5.393421,"\int \frac{e^{2 x} (2+x)+\left(e^x (4+2 x)+e^{2 x} \left(3 x+2 x^2\right)\right) \log (x)+\left(2-4 e^{2 x}+x-4 e^{3 x} x+e^x \left(6 x+4 x^2\right)\right) \log ^2(x)+\left(3 x+2 x^2\right) \log ^3(x)}{e^{4 x} x \log ^2(x)+2 e^{3 x} x \log ^3(x)+e^{2 x} x \log ^4(x)} \, dx","Int[(E^(2*x)*(2 + x) + (E^x*(4 + 2*x) + E^(2*x)*(3*x + 2*x^2))*Log[x] + (2 - 4*E^(2*x) + x - 4*E^(3*x)*x + E^x*(6*x + 4*x^2))*Log[x]^2 + (3*x + 2*x^2)*Log[x]^3)/(E^(4*x)*x*Log[x]^2 + 2*E^(3*x)*x*Log[x]^3 + E^(2*x)*x*Log[x]^4),x]","\int \frac{e^{2 x} (2+x)+\left(e^x (4+2 x)+e^{2 x} \left(3 x+2 x^2\right)\right) \log (x)+\left(2-4 e^{2 x}+x-4 e^{3 x} x+e^x \left(6 x+4 x^2\right)\right) \log ^2(x)+\left(3 x+2 x^2\right) \log ^3(x)}{e^{4 x} x \log ^2(x)+2 e^{3 x} x \log ^3(x)+e^{2 x} x \log ^4(x)} \, dx","\frac{4}{e^x+\log (x)}-\frac{e^{-2 x} (x+2)}{\log (x)}",1,"4/E^x - (4*Log[x])/E^(2*x) + Defer[Int][1/(E^(2*x)*Log[x]^2), x] + 2*Defer[Int][1/(E^(2*x)*x*Log[x]^2), x] + 3*Defer[Int][1/(E^(2*x)*Log[x]), x] + 2*Defer[Int][x/(E^(2*x)*Log[x]), x] - 4*Defer[Int][Log[x]^2/(E^(2*x)*x*(E^x + Log[x])^2), x] + 4*Defer[Int][Log[x]^3/(E^(2*x)*(E^x + Log[x])^2), x] + 8*Defer[Int][Log[x]/(E^(2*x)*x*(E^x + Log[x])), x] - 12*Defer[Int][Log[x]^2/(E^(2*x)*(E^x + Log[x])), x]","F",0,0,0,0,-1,"{}"
2986,1,154,0,0.4348654,"\int \frac{e^{-3+\frac{e^{-3+e^{512+2 e^2+64 x+2 x^2}}}{x}} \left(4 e^3 x+e^{e^{512+2 e^2+64 x+2 x^2}} \left(-4+e^{512+2 e^2+64 x+2 x^2} \left(256 x+16 x^2\right)\right)\right)}{x} \, dx","Int[(E^(-3 + E^(-3 + E^(512 + 2*E^2 + 64*x + 2*x^2))/x)*(4*E^3*x + E^E^(512 + 2*E^2 + 64*x + 2*x^2)*(-4 + E^(512 + 2*E^2 + 64*x + 2*x^2)*(256*x + 16*x^2))))/x,x]","\frac{4 \left(1-4 e^{2 x^2+64 x+2 \left(256+e^2\right)} \left(x^2+16 x\right)\right) \exp \left(e^{2 x^2+64 x+2 \left(256+e^2\right)}+\frac{e^{e^{2 x^2+64 x+2 \left(256+e^2\right)}-3}}{x}-3\right)}{x \left(\frac{e^{e^{2 x^2+64 x+2 \left(256+e^2\right)}-3}}{x^2}-\frac{4 (x+16) \exp \left(2 x^2+e^{2 x^2+64 x+2 \left(256+e^2\right)}+64 x+2 e^2+509\right)}{x}\right)}","4 e^{\frac{e^{e^{2 (x+16)^2+2 e^2}-3}}{x}} x",1,"(4*E^(-3 + E^(2*(256 + E^2) + 64*x + 2*x^2) + E^(-3 + E^(2*(256 + E^2) + 64*x + 2*x^2))/x)*(1 - 4*E^(2*(256 + E^2) + 64*x + 2*x^2)*(16*x + x^2)))/(x*(E^(-3 + E^(2*(256 + E^2) + 64*x + 2*x^2))/x^2 - (4*E^(509 + 2*E^2 + E^(2*(256 + E^2) + 64*x + 2*x^2) + 64*x + 2*x^2)*(16 + x))/x))","B",1,1,89,0.01124,1,"{2288}"
2987,1,46,0,9.2833544,"\int \frac{-25-2 x^3+\left(25-95 x-x^3\right) \log (5)+\left(-25+95 x+x^3\right) \log \left(\frac{-25+95 x+x^3}{5 x}\right)}{-75 x^2+285 x^3+3 x^5} \, dx","Int[(-25 - 2*x^3 + (25 - 95*x - x^3)*Log[5] + (-25 + 95*x + x^3)*Log[(-25 + 95*x + x^3)/(5*x)])/(-75*x^2 + 285*x^3 + 3*x^5),x]","-\frac{\log \left(-\frac{-x^3-95 x+25}{5 x}\right)}{3 x}+\frac{1}{3 x}-\frac{1-\log (5)}{3 x}","\frac{-\log \left(\frac{x^2}{5}-\frac{x+5}{x}+20\right)+x+\log (5)}{3 x}",1,"1/(3*x) - (1 - Log[5])/(3*x) - Log[-1/5*(25 - 95*x - x^3)/x]/(3*x)","A",24,10,64,0.1562,1,"{1594, 6742, 2100, 2079, 800, 634, 618, 204, 628, 2525}"
2988,1,17,0,0.0343839,"\int \frac{27-18 x-18 e^4 x+3 x^2}{9 x-6 x^2+x^3} \, dx","Int[(27 - 18*x - 18*E^4*x + 3*x^2)/(9*x - 6*x^2 + x^3),x]","3 \log (x)-\frac{18 e^4}{3-x}","\log \left(5 e^4 x^3\right)-\frac{6 e^4 x}{3-x}",1,"(-18*E^4)/(3 - x) + 3*Log[x]","A",5,4,31,0.1290,1,"{6, 1594, 27, 893}"
2989,0,0,0,8.0818449,"\int \frac{e^{-\frac{240 x}{5 x+e^x \log (x)}} \left(960 e^x x-200 x^2+e^x \left(-1040 x+960 x^2\right) \log (x)-8 e^{2 x} \log ^2(x)\right)}{25 x^5+10 e^x x^4 \log (x)+e^{2 x} x^3 \log ^2(x)} \, dx","Int[(960*E^x*x - 200*x^2 + E^x*(-1040*x + 960*x^2)*Log[x] - 8*E^(2*x)*Log[x]^2)/(E^((240*x)/(5*x + E^x*Log[x]))*(25*x^5 + 10*E^x*x^4*Log[x] + E^(2*x)*x^3*Log[x]^2)),x]","\int \frac{e^{-\frac{240 x}{5 x+e^x \log (x)}} \left(960 e^x x-200 x^2+e^x \left(-1040 x+960 x^2\right) \log (x)-8 e^{2 x} \log ^2(x)\right)}{25 x^5+10 e^x x^4 \log (x)+e^{2 x} x^3 \log ^2(x)} \, dx","\frac{4 e^{-\frac{48 x}{x+\frac{1}{5} e^x \log (x)}}}{x^2}+5",1,"-8*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x^3), x] - 4800*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*(5*x + E^x*Log[x])^2), x] + 4800*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x*(5*x + E^x*Log[x])^2), x] - 4800*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x*Log[x]*(5*x + E^x*Log[x])^2), x] - 960*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x^2*(5*x + E^x*Log[x])), x] + 960*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x*(5*x + E^x*Log[x])), x] + 960*Defer[Int][1/(E^((240*x)/(5*x + E^x*Log[x]))*x^2*Log[x]*(5*x + E^x*Log[x])), x]","F",0,0,0,0,-1,"{}"
2990,1,18,0,0.0425204,"\int \frac{2 \log (9)-\log (9) \log \left(\frac{3}{x^2}\right)}{x \log \left(\frac{3}{x^2}\right)} \, dx","Int[(2*Log[9] - Log[9]*Log[3/x^2])/(x*Log[3/x^2]),x]","-\log (9) \log \left(\log \left(\frac{3}{x^2}\right)\right)-\log (9) \log (x)","\log (9) \log \left(\frac{2}{x \log (3) \log (5) \log \left(\frac{3}{x^2}\right)}\right)",1,"-(Log[9]*Log[x]) - Log[9]*Log[Log[3/x^2]]","A",3,2,27,0.07407,1,"{2365, 43}"
2991,0,0,0,6.4518391,"\int \frac{-2-2 e^x+\left(1+e^x (1-x)\right) \log (x)+\left(1+e^x+\left(-1-e^x\right) \log (x)\right) \log \left(\frac{5}{x+e^x x}\right)}{\left(-10 x-10 e^x x\right) \log (x)+\left(5 x+5 e^x x\right) \log (x) \log \left(\frac{5}{x+e^x x}\right)+\left(\left(-2 x-2 e^x x\right) \log (x)+\left(x+e^x x\right) \log (x) \log \left(\frac{5}{x+e^x x}\right)\right) \log \left(\frac{2 \log (x)-\log (x) \log \left(\frac{5}{x+e^x x}\right)}{x}\right)} \, dx","Int[(-2 - 2*E^x + (1 + E^x*(1 - x))*Log[x] + (1 + E^x + (-1 - E^x)*Log[x])*Log[5/(x + E^x*x)])/((-10*x - 10*E^x*x)*Log[x] + (5*x + 5*E^x*x)*Log[x]*Log[5/(x + E^x*x)] + ((-2*x - 2*E^x*x)*Log[x] + (x + E^x*x)*Log[x]*Log[5/(x + E^x*x)])*Log[(2*Log[x] - Log[x]*Log[5/(x + E^x*x)])/x]),x]","\int \frac{-2-2 e^x+\left(1+e^x (1-x)\right) \log (x)+\left(1+e^x+\left(-1-e^x\right) \log (x)\right) \log \left(\frac{5}{x+e^x x}\right)}{\left(-10 x-10 e^x x\right) \log (x)+\left(5 x+5 e^x x\right) \log (x) \log \left(\frac{5}{x+e^x x}\right)+\left(\left(-2 x-2 e^x x\right) \log (x)+\left(x+e^x x\right) \log (x) \log \left(\frac{5}{x+e^x x}\right)\right) \log \left(\frac{2 \log (x)-\log (x) \log \left(\frac{5}{x+e^x x}\right)}{x}\right)} \, dx","\log \left(\log \left(\frac{\log (x) \left(2-\log \left(\frac{5}{e^x x+x}\right)\right)}{x}\right)+5\right)",1,"-Defer[Int][1/((-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x] + Defer[Int][1/((1 + E^x)*(-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x] + Defer[Int][1/(x*(-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x] - 2*Defer[Int][1/(x*Log[x]*(-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x] - Defer[Int][Log[5/(x + E^x*x)]/(x*(-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x] + Defer[Int][Log[5/(x + E^x*x)]/(x*Log[x]*(-2 + Log[5/(x + E^x*x)])*(5 + Log[-((Log[x]*(-2 + Log[5/(x + E^x*x)]))/x)])), x]","F",0,0,0,0,-1,"{}"
2992,1,71,0,0.2154612,"\int \frac{-625-625 x+250 e^2 x-25 e^4 x+\left(1000 x-200 e^2 x\right) \log (19)-400 x \log ^2(19)}{-15625+46875 x-46875 x^2+15625 x^3-30 e^{10} x^3+e^{12} x^3+e^2 \left(-18750 x+37500 x^2-18750 x^3\right)+e^6 \left(1500 x^2-2500 x^3\right)+e^8 \left(-75 x^2+375 x^3\right)+e^4 \left(1875 x-11250 x^2+9375 x^3\right)+\left(-75000 x+150000 x^2-75000 x^3-600 e^8 x^3+24 e^{10} x^3+e^4 \left(18000 x^2-30000 x^3\right)+e^6 \left(-1200 x^2+6000 x^3\right)+e^2 \left(15000 x-90000 x^2+75000 x^3\right)\right) \log (19)+\left(30000 x-180000 x^2+150000 x^3-4800 e^6 x^3+240 e^8 x^3+e^2 \left(72000 x^2-120000 x^3\right)+e^4 \left(-7200 x^2+36000 x^3\right)\right) \log ^2(19)+\left(96000 x^2-160000 x^3-19200 e^4 x^3+1280 e^6 x^3+e^2 \left(-19200 x^2+96000 x^3\right)\right) \log ^3(19)+\left(-19200 x^2+96000 x^3-38400 e^2 x^3+3840 e^4 x^3\right) \log ^4(19)+\left(-30720 x^3+6144 e^2 x^3\right) \log ^5(19)+4096 x^3 \log ^6(19)} \, dx","Int[(-625 - 625*x + 250*E^2*x - 25*E^4*x + (1000*x - 200*E^2*x)*Log[19] - 400*x*Log[19]^2)/(-15625 + 46875*x - 46875*x^2 + 15625*x^3 - 30*E^10*x^3 + E^12*x^3 + E^2*(-18750*x + 37500*x^2 - 18750*x^3) + E^6*(1500*x^2 - 2500*x^3) + E^8*(-75*x^2 + 375*x^3) + E^4*(1875*x - 11250*x^2 + 9375*x^3) + (-75000*x + 150000*x^2 - 75000*x^3 - 600*E^8*x^3 + 24*E^10*x^3 + E^4*(18000*x^2 - 30000*x^3) + E^6*(-1200*x^2 + 6000*x^3) + E^2*(15000*x - 90000*x^2 + 75000*x^3))*Log[19] + (30000*x - 180000*x^2 + 150000*x^3 - 4800*E^6*x^3 + 240*E^8*x^3 + E^2*(72000*x^2 - 120000*x^3) + E^4*(-7200*x^2 + 36000*x^3))*Log[19]^2 + (96000*x^2 - 160000*x^3 - 19200*E^4*x^3 + 1280*E^6*x^3 + E^2*(-19200*x^2 + 96000*x^3))*Log[19]^3 + (-19200*x^2 + 96000*x^3 - 38400*E^2*x^3 + 3840*E^4*x^3)*Log[19]^4 + (-30720*x^3 + 6144*E^2*x^3)*Log[19]^5 + 4096*x^3*Log[19]^6),x]","\frac{625}{\left(5-e^2-4 \log (19)\right)^2 \left(25-x \left(5-e^2-4 \log (19)\right)^2\right)^2}-\frac{25}{\left(5-e^2-4 \log (19)\right)^2 \left(25-x \left(5-e^2-4 \log (19)\right)^2\right)}","\frac{x}{\left(5-\frac{1}{5} x \left(-5+e^2+4 \log (19)\right)^2\right)^2}",1,"625/((25 - x*(5 - E^2 - 4*Log[19])^2)^2*(5 - E^2 - 4*Log[19])^2) - 25/((25 - x*(5 - E^2 - 4*Log[19])^2)*(5 - E^2 - 4*Log[19])^2)","B",8,2,389,0.005141,1,"{6, 2074}"
2993,1,22,0,0.0234075,"\int -\frac{2 \log ^2(\log (5)) \log (4-x+5 \log (\log (4)) \log (\log (25)))}{4-x+5 \log (\log (4)) \log (\log (25))} \, dx","Int[(-2*Log[Log[5]]^2*Log[4 - x + 5*Log[Log[4]]*Log[Log[25]]])/(4 - x + 5*Log[Log[4]]*Log[Log[25]]),x]","\log ^2(\log (5)) \log ^2(-x+4+5 \log (\log (4)) \log (\log (25)))","\log ^2(\log (5)) \log ^2(-x+4+5 \log (\log (4)) \log (\log (25)))",1,"Log[Log[5]]^2*Log[4 - x + 5*Log[Log[4]]*Log[Log[25]]]^2","A",3,3,36,0.08333,1,"{12, 2390, 2301}"
2994,1,31,0,0.345262,"\int \frac{-380+76 e^{e^5}-3 x^2+\left(380-76 e^{e^5}+9 x^2\right) \log (2 x)}{76 \log ^2(2 x)} \, dx","Int[(-380 + 76*E^E^5 - 3*x^2 + (380 - 76*E^E^5 + 9*x^2)*Log[2*x])/(76*Log[2*x]^2),x]","\frac{3 x^3}{76 \log (2 x)}+\frac{\left(5-e^{e^5}\right) x}{\log (2 x)}","\frac{x \left(\frac{3 x^2}{76}-e^{e^5}+5\right)}{\log (2 x)}",1,"((5 - E^E^5)*x)/Log[2*x] + (3*x^3)/(76*Log[2*x])","A",16,9,43,0.2093,1,"{12, 6741, 6742, 2330, 2297, 2298, 2306, 2309, 2178}"
2995,1,19,0,0.285573,"\int \frac{-1-x-x^2+\left(-1-2 x-3 x^2\right) \log (x)}{\left(x+x^2+x^3\right) \log (x)} \, dx","Int[(-1 - x - x^2 + (-1 - 2*x - 3*x^2)*Log[x])/((x + x^2 + x^3)*Log[x]),x]","-\log \left(x^2+x+1\right)-\log (x)-\log (\log (x))","\log \left(\frac{4}{x \left(x^2+x+1\right) \log (x)}\right)+4",1,"-Log[x] - Log[1 + x + x^2] - Log[Log[x]]","A",8,6,38,0.1579,1,"{1594, 6728, 1628, 628, 2302, 29}"
2996,1,20,0,0.290059,"\int \frac{e^{\frac{2 (7+x)}{x}} (-896-64 x)+192 x}{81 x-54 e^{\frac{2 (7+x)}{x}} x+9 e^{\frac{4 (7+x)}{x}} x} \, dx","Int[(E^((2*(7 + x))/x)*(-896 - 64*x) + 192*x)/(81*x - 54*E^((2*(7 + x))/x)*x + 9*E^((4*(7 + x))/x)*x),x]","\frac{64 x}{9 \left(3-e^{\frac{14}{x}+2}\right)}","\frac{1}{4} \left(5-\frac{256 x}{9 \left(e^{\frac{2 (x+7)}{x}}-3\right)}\right)",1,"(64*x)/(9*(3 - E^(2 + 14/x)))","A",3,3,53,0.05660,1,"{6741, 12, 6687}"
2997,1,998,0,3.0337652,"\int \frac{1740 x^5-2388 x^6+1143 x^7-222 x^8+15 x^9+\left(-64 x+32 x^2\right) \log \left(\frac{-29+5 x}{-5+x}\right)+\left(4640-4628 x+1240 x^2-100 x^3\right) \log ^2\left(\frac{-29+5 x}{-5+x}\right)}{1740 x^5-2388 x^6+1143 x^7-222 x^8+15 x^9} \, dx","Int[(1740*x^5 - 2388*x^6 + 1143*x^7 - 222*x^8 + 15*x^9 + (-64*x + 32*x^2)*Log[(-29 + 5*x)/(-5 + x)] + (4640 - 4628*x + 1240*x^2 - 100*x^3)*Log[(-29 + 5*x)/(-5 + x)]^2)/(1740*x^5 - 2388*x^6 + 1143*x^7 - 222*x^8 + 15*x^9),x]","-\frac{(5-x) \log ^2\left(\frac{29-5 x}{5-x}\right)}{36 (2-x)}-\frac{(5-x) \log ^2\left(\frac{29-5 x}{5-x}\right)}{60 x}-\frac{\log ^2\left(\frac{29-5 x}{5-x}\right)}{6 x^2}-\frac{\log ^2\left(\frac{29-5 x}{5-x}\right)}{3 x^3}-\frac{2 \log ^2\left(\frac{29-5 x}{5-x}\right)}{3 x^4}-\frac{30775 \log \left(\frac{4}{29-5 x}\right) \log \left(\frac{29-5 x}{5-x}\right)}{2121843}-\frac{2}{171} \log \left(-\frac{4 (2-x)}{3 (29-5 x)}\right) \log \left(\frac{29-5 x}{5-x}\right)+\frac{13}{625} \log \left(-\frac{4}{5 (5-x)}\right) \log \left(\frac{29-5 x}{5-x}\right)+\frac{8349584 \log (x) \log \left(\frac{29-5 x}{5-x}\right)}{1326151875}+\frac{2}{435} \log \left(\frac{4 x}{5 (29-5 x)}\right) \log \left(\frac{29-5 x}{5-x}\right)-\frac{181796 (5-x) \log \left(\frac{29-5 x}{5-x}\right)}{45729375 x}-\frac{1012 \log \left(\frac{29-5 x}{5-x}\right)}{63075 x^2}-\frac{16 \log \left(\frac{29-5 x}{5-x}\right)}{1305 x^3}+\frac{4 \log ^2(x-5)}{5625}+\frac{12500 \log ^2(5 x-29)}{40315017}+x-\frac{181796 \log (29-5 x)}{45729375}+\frac{181796 \log (5-x)}{45729375}-\frac{25000 \log \left(\frac{1}{4} (29-5 x)\right) \log (x-5)}{40315017}-\frac{181796 \log (x-5)}{9145875 x}-\frac{1012 \log (x-5)}{63075 x^2}-\frac{16 \log (x-5)}{1305 x^3}+\frac{8349584 \log (5) \log (x-5)}{1326151875}-\frac{2}{171} \log (x-5) \log \left(\frac{x-2}{3}\right)+\frac{14446834 \log (x-5) \log \left(\frac{x}{5}\right)}{1326151875}+\frac{25000 \log (29-5 x) \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{40315017}+\frac{2}{171} \log (2-x) \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)-\frac{8 \log (5-x) \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{5625}-\frac{14446834 \log (x) \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{1326151875}+\frac{181796 \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{9145875 x}+\frac{1012 \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{63075 x^2}+\frac{16 \left(\log \left(\frac{29-5 x}{5-x}\right)+\log (x-5)-\log (5 x-29)\right)}{1305 x^3}+\frac{2}{171} \log \left(-\frac{5}{19} (2-x)\right) \log (5 x-29)-\frac{8 \log \left(-\frac{5}{4} (5-x)\right) \log (5 x-29)}{5625}-\frac{14446834 \log \left(\frac{5 x}{29}\right) \log (5 x-29)}{1326151875}+\frac{181796 \log (5 x-29)}{9145875 x}+\frac{1012 \log (5 x-29)}{63075 x^2}+\frac{16 \log (5 x-29)}{1305 x^3}-\frac{8349584 \log \left(\frac{29}{5}\right) \log (5 x-29)}{1326151875}+\frac{13}{625} \text{Li}_2\left(1+\frac{4}{5 (5-x)}\right)+\frac{2}{171} \text{Li}_2\left(\frac{1}{19} (29-5 x)\right)-\frac{8 \text{Li}_2\left(\frac{1}{4} (29-5 x)\right)}{5625}-\frac{25000 \text{Li}_2\left(-\frac{5}{4} (5-x)\right)}{40315017}-\frac{2}{171} \text{Li}_2\left(\frac{5-x}{3}\right)+\frac{30775 \text{Li}_2\left(\frac{5 (5-x)}{29-5 x}\right)}{2121843}+\frac{2}{171} \text{Li}_2\left(\frac{19 (5-x)}{3 (29-5 x)}\right)+\frac{2}{435} \text{Li}_2\left(1-\frac{x}{5}\right)-\frac{2}{435} \text{Li}_2\left(1-\frac{5 x}{29}\right)-\frac{2}{435} \text{Li}_2\left(1-\frac{4 x}{5 (29-5 x)}\right)","x-\frac{4 \log ^2\left(5-\frac{4}{x-5}\right)}{3 (2-x) x^4}",1,"x - (181796*Log[29 - 5*x])/45729375 - (16*Log[(29 - 5*x)/(5 - x)])/(1305*x^3) - (1012*Log[(29 - 5*x)/(5 - x)])/(63075*x^2) - (181796*(5 - x)*Log[(29 - 5*x)/(5 - x)])/(45729375*x) - (30775*Log[4/(29 - 5*x)]*Log[(29 - 5*x)/(5 - x)])/2121843 - (2*Log[(-4*(2 - x))/(3*(29 - 5*x))]*Log[(29 - 5*x)/(5 - x)])/171 + (13*Log[-4/(5*(5 - x))]*Log[(29 - 5*x)/(5 - x)])/625 - ((5 - x)*Log[(29 - 5*x)/(5 - x)]^2)/(36*(2 - x)) - (2*Log[(29 - 5*x)/(5 - x)]^2)/(3*x^4) - Log[(29 - 5*x)/(5 - x)]^2/(3*x^3) - Log[(29 - 5*x)/(5 - x)]^2/(6*x^2) - ((5 - x)*Log[(29 - 5*x)/(5 - x)]^2)/(60*x) + (181796*Log[5 - x])/45729375 - (16*Log[-5 + x])/(1305*x^3) - (1012*Log[-5 + x])/(63075*x^2) - (181796*Log[-5 + x])/(9145875*x) + (8349584*Log[5]*Log[-5 + x])/1326151875 - (25000*Log[(29 - 5*x)/4]*Log[-5 + x])/40315017 + (4*Log[-5 + x]^2)/5625 - (2*Log[-5 + x]*Log[(-2 + x)/3])/171 + (14446834*Log[-5 + x]*Log[x/5])/1326151875 + (8349584*Log[(29 - 5*x)/(5 - x)]*Log[x])/1326151875 + (2*Log[(29 - 5*x)/(5 - x)]*Log[(4*x)/(5*(29 - 5*x))])/435 + (16*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/(1305*x^3) + (1012*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/(63075*x^2) + (181796*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/(9145875*x) + (25000*Log[29 - 5*x]*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/40315017 + (2*Log[2 - x]*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/171 - (8*Log[5 - x]*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/5625 - (14446834*Log[x]*(Log[(29 - 5*x)/(5 - x)] + Log[-5 + x] - Log[-29 + 5*x]))/1326151875 + (16*Log[-29 + 5*x])/(1305*x^3) + (1012*Log[-29 + 5*x])/(63075*x^2) + (181796*Log[-29 + 5*x])/(9145875*x) - (8349584*Log[29/5]*Log[-29 + 5*x])/1326151875 + (2*Log[(-5*(2 - x))/19]*Log[-29 + 5*x])/171 - (8*Log[(-5*(5 - x))/4]*Log[-29 + 5*x])/5625 - (14446834*Log[(5*x)/29]*Log[-29 + 5*x])/1326151875 + (12500*Log[-29 + 5*x]^2)/40315017 + (13*PolyLog[2, 1 + 4/(5*(5 - x))])/625 + (2*PolyLog[2, (29 - 5*x)/19])/171 - (8*PolyLog[2, (29 - 5*x)/4])/5625 - (25000*PolyLog[2, (-5*(5 - x))/4])/40315017 - (2*PolyLog[2, (5 - x)/3])/171 + (30775*PolyLog[2, (5*(5 - x))/(29 - 5*x)])/2121843 + (2*PolyLog[2, (19*(5 - x))/(3*(29 - 5*x))])/171 + (2*PolyLog[2, 1 - x/5])/435 - (2*PolyLog[2, 1 - (5*x)/29])/435 - (2*PolyLog[2, 1 - (4*x)/(5*(29 - 5*x))])/435","C",134,27,107,0.2523,1,"{6688, 2513, 2418, 2390, 2301, 2394, 2393, 2391, 2395, 44, 36, 31, 29, 2315, 893, 2514, 2490, 2503, 2502, 2492, 2488, 2411, 2343, 2333, 72, 2494, 2316}"
2998,1,62,0,0.1520196,"\int \frac{1}{4} \exp \left(\frac{1}{4} \left(-4+4 x+64 x^2-64 x^3+(1-x) \log (9)\right)\right) \left(4+4 x+128 x^2-192 x^3-x \log (9)\right) \, dx","Int[(E^((-4 + 4*x + 64*x^2 - 64*x^3 + (1 - x)*Log[9])/4)*(4 + 4*x + 128*x^2 - 192*x^3 - x*Log[9]))/4,x]","\frac{3^{\frac{1-x}{2}} e^{-16 x^3+16 x^2+x-1} \left(-192 x^3+128 x^2+x (4-\log (9))\right)}{-192 x^2+128 x+4-\log (9)}","x e^{(x-1) \left(-16 x^2+1-\frac{\log (9)}{4}\right)}",1,"(3^((1 - x)/2)*E^(-1 + x + 16*x^2 - 16*x^3)*(128*x^2 - 192*x^3 + x*(4 - Log[9])))/(4 + 128*x - 192*x^2 - Log[9])","B",3,3,53,0.05660,1,"{6, 12, 2288}"
2999,1,8,0,0.0185648,"\int \frac{2+\log (x)}{x+x \log (x)} \, dx","Int[(2 + Log[x])/(x + x*Log[x]),x]","\log (x)+\log (\log (x)+1)","\log (x+x \log (x))+4",1,"Log[x] + Log[1 + Log[x]]","A",3,1,13,0.07692,1,"{43}"
3000,0,0,0,8.6604381,"\int \exp \left(-\frac{2 \left(2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)\right)}{x}\right) \left(2 x+\exp \left(\frac{2 \left(2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)\right)}{x}\right) (-1+2 x)+e^x (-4+4 x) \log (2) \log (4)+4 \log ^2(2) \log (4)+\exp \left(\frac{2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)}{x}\right) \left(-4 x+e^x (4-4 x) \log (2) \log (4)-4 \log ^2(2) \log (4)\right)\right) \, dx","Int[(2*x + E^((2*(2*x - 2*E^x*Log[2]*Log[4] + 2*Log[2]^2*Log[4]))/x)*(-1 + 2*x) + E^x*(-4 + 4*x)*Log[2]*Log[4] + 4*Log[2]^2*Log[4] + E^((2*x - 2*E^x*Log[2]*Log[4] + 2*Log[2]^2*Log[4])/x)*(-4*x + E^x*(4 - 4*x)*Log[2]*Log[4] - 4*Log[2]^2*Log[4]))/E^((2*(2*x - 2*E^x*Log[2]*Log[4] + 2*Log[2]^2*Log[4]))/x),x]","\int \exp \left(-\frac{2 \left(2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)\right)}{x}\right) \left(2 x+\exp \left(\frac{2 \left(2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)\right)}{x}\right) (-1+2 x)+e^x (-4+4 x) \log (2) \log (4)+4 \log ^2(2) \log (4)+\exp \left(\frac{2 x-2 e^x \log (2) \log (4)+2 \log ^2(2) \log (4)}{x}\right) \left(-4 x+e^x (4-4 x) \log (2) \log (4)-4 \log ^2(2) \log (4)\right)\right) \, dx","\left(x-x \exp \left(-2 \left(\frac{\log (2) \log (4) \left(\log (2)-e^x\right)}{x}+1\right)\right)\right)^2-x",1,"-x + x^2 - (2^(1 - (2*(E^x - Log[2])*Log[4])/x)*E^(2 - (4*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x)*(E^x*Log[2]*Log[4] - E^x*x*Log[2]*Log[4] - Log[2]^2*Log[4]))/((E^x*Log[2]*Log[4])/x - ((E^x - Log[2])*Log[2]*Log[4])/x^2 + (2*(1 - E^x*Log[2]*Log[4]))/x - (2*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x^2) + 4*Log[2]^2*Log[4]*Defer[Int][E^((-4*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x), x] - 4*Log[2]*Log[4]*Defer[Int][E^(x - (4*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x), x] + 2*Defer[Int][x/E^((4*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x), x] + 4*Log[2]*Log[4]*Defer[Int][E^(x - (4*(x - E^x*Log[2]*Log[4] + Log[2]^2*Log[4]))/x)*x, x]","F",0,0,0,0,-1,"{}"
3001,1,263,0,0.7629058,"\int \frac{-27 x-18 x^2+18 x^3+\left(-6+12 x^2\right) \log (3)+x \log ^2(3)+(36 x+(6-6 x) \log (3)) \log (x)-9 x \log ^2(x)}{9 x^3+6 x^2 \log (3)+x \log ^2(3)} \, dx","Int[(-27*x - 18*x^2 + 18*x^3 + (-6 + 12*x^2)*Log[3] + x*Log[3]^2 + (36*x + (6 - 6*x)*Log[3])*Log[x] - 9*x*Log[x]^2)/(9*x^3 + 6*x^2*Log[3] + x*Log[3]^2),x]","-\frac{18 \text{Li}_2\left(-\frac{x \log (27)}{\log ^2(3)}\right)}{\log (27)}+\frac{6 \text{Li}_2\left(-\frac{3 x}{\log (3)}\right)}{\log (3)}+2 x-\frac{9 x \log ^2(x)}{\log (3) (3 x+\log (3))}+\frac{3 \log ^2(x)}{\log (3)}-\frac{18 \log \left(\frac{x \log (27)}{\log ^2(3)}+1\right) \log (x)}{\log (27)}+\frac{2}{3} \left(2+\frac{9}{\log ^2(3)}\right) \log (3) \log (3 x+\log (3))-\frac{2 \log ^2(3)}{3 (3 x+\log (3))}+\frac{27-\log ^2(3)}{3 (3 x+\log (3))}-\frac{2 \left(9-2 \log ^2(3)\right)}{3 (3 x+\log (3))}+\frac{6 \log \left(\frac{3 x}{\log (3)}+1\right) \log (x)}{\log (3)}+\frac{6 x (3-\log (3)) \log (x)}{\log (3) (3 x+\log (3))}-\frac{6 \log (x)}{\log (3)}-\frac{4}{3} \log (3) \log (3 x+\log (3))-\frac{2 (3-\log (3)) \log (3 x+\log (3))}{\log (3)}-2 \log (9 x+\log (27))-\frac{2 \log (3)}{3 x+\log (3)}","x+\frac{5 (x-\log (x)+1)^2}{x \left(\frac{5 \log (3)}{3 x}+5\right)}",1,"2*x - (2*Log[3])/(3*x + Log[3]) - (2*Log[3]^2)/(3*(3*x + Log[3])) - (2*(9 - 2*Log[3]^2))/(3*(3*x + Log[3])) + (27 - Log[3]^2)/(3*(3*x + Log[3])) - (6*Log[x])/Log[3] + (6*x*(3 - Log[3])*Log[x])/(Log[3]*(3*x + Log[3])) + (3*Log[x]^2)/Log[3] - (9*x*Log[x]^2)/(Log[3]*(3*x + Log[3])) + (6*Log[x]*Log[1 + (3*x)/Log[3]])/Log[3] - (2*(3 - Log[3])*Log[3*x + Log[3]])/Log[3] - (4*Log[3]*Log[3*x + Log[3]])/3 + (2*(2 + 9/Log[3]^2)*Log[3]*Log[3*x + Log[3]])/3 - 2*Log[9*x + Log[27]] - (18*Log[x]*Log[1 + (x*Log[27])/Log[3]^2])/Log[27] + (6*PolyLog[2, (-3*x)/Log[3]])/Log[3] - (18*PolyLog[2, -((x*Log[27])/Log[3]^2)])/Log[27]","C",21,13,74,0.1757,1,"{6, 1594, 27, 6742, 43, 894, 2357, 2301, 2314, 31, 2317, 2391, 2318}"
3002,1,30,0,0.2075705,"\int \frac{e^e x^2 \log (2)+\left(1-3 x^2-2 x^3\right) \log (2)}{-x+3 x^2-3 x^3+e^e x^3-x^4} \, dx","Int[(E^E*x^2*Log[2] + (1 - 3*x^2 - 2*x^3)*Log[2])/(-x + 3*x^2 - 3*x^3 + E^E*x^3 - x^4),x]","\log (2) \log \left(x^3+\left(3-e^e\right) x^2-3 x+1\right)-\log (2) \log (x)","\log (2) \log \left(-\left(\left(e^e-x\right) x\right)+3 x+\frac{1}{x}-3\right)",1,"-(Log[2]*Log[x]) + Log[2]*Log[1 - 3*x + (3 - E^E)*x^2 + x^3]","A",4,3,54,0.05556,1,"{6, 2074, 1587}"
3003,1,22,0,0.2631755,"\int \frac{-2 x+\left(-1+2 x-4 x^2\right) \log (x)+\log (x) \log (5 x)}{x^2 \log (x)} \, dx","Int[(-2*x + (-1 + 2*x - 4*x^2)*Log[x] + Log[x]*Log[5*x])/(x^2*Log[x]),x]","-4 x+2 \log (x)-2 \log (\log (x))-\frac{\log (5 x)}{x}","\log \left(\frac{e^3 x^2}{\log ^2(x)}\right)-4 x-\frac{\log (5 x)}{x}+4",1,"-4*x + 2*Log[x] - Log[5*x]/x - 2*Log[Log[x]]","A",9,5,32,0.1562,1,"{6742, 14, 2302, 29, 2304}"
3004,1,15,0,0.0992856,"\int \frac{3072+6 x^5+e^x \left(1024+3 x^5\right)}{3 x^5+e^x x^5} \, dx","Int[(3072 + 6*x^5 + E^x*(1024 + 3*x^5))/(3*x^5 + E^x*x^5),x]","-\frac{256}{x^4}+2 x+\log \left(e^x+3\right)","-\frac{256}{x^4}+2 x+\log \left(e^x+3\right)-6",1,"-256/x^4 + 2*x + Log[3 + E^x]","A",8,6,34,0.1765,1,"{6742, 2282, 36, 29, 31, 14}"
3005,0,0,0,2.623787,"\int \frac{1024-1280 x+640 x^2-160 x^3+20 x^4-x^5+\exp \left(\frac{-1024-768 x+1407 x^2-608 x^3+108 x^4-7 x^5}{256-256 x+96 x^2-16 x^3+x^4}\right) \left(7168-8952 x+4482 x^2-1120 x^3+140 x^4-7 x^5\right)}{-1024+1280 x-640 x^2+160 x^3-20 x^4+x^5} \, dx","Int[(1024 - 1280*x + 640*x^2 - 160*x^3 + 20*x^4 - x^5 + E^((-1024 - 768*x + 1407*x^2 - 608*x^3 + 108*x^4 - 7*x^5)/(256 - 256*x + 96*x^2 - 16*x^3 + x^4))*(7168 - 8952*x + 4482*x^2 - 1120*x^3 + 140*x^4 - 7*x^5))/(-1024 + 1280*x - 640*x^2 + 160*x^3 - 20*x^4 + x^5),x]","\int \frac{1024-1280 x+640 x^2-160 x^3+20 x^4-x^5+\exp \left(\frac{-1024-768 x+1407 x^2-608 x^3+108 x^4-7 x^5}{256-256 x+96 x^2-16 x^3+x^4}\right) \left(7168-8952 x+4482 x^2-1120 x^3+140 x^4-7 x^5\right)}{-1024+1280 x-640 x^2+160 x^3-20 x^4+x^5} \, dx","e^{-\frac{x^2}{(x-4)^4}-7 x-4}-x",1,"-2560/(4 - x)^4 + 2560/(4 - x)^3 - 960/(4 - x)^2 + 160/(4 - x) - x + (10*x^4)/(4 - x)^4 - 7*Defer[Int][E^((-1024 - 768*x + 1407*x^2 - 608*x^3 + 108*x^4 - 7*x^5)/(-4 + x)^4), x] + 64*Defer[Int][E^((-1024 - 768*x + 1407*x^2 - 608*x^3 + 108*x^4 - 7*x^5)/(-4 + x)^4)/(-4 + x)^5, x] + 24*Defer[Int][E^((-1024 - 768*x + 1407*x^2 - 608*x^3 + 108*x^4 - 7*x^5)/(-4 + x)^4)/(-4 + x)^4, x] + 2*Defer[Int][E^((-1024 - 768*x + 1407*x^2 - 608*x^3 + 108*x^4 - 7*x^5)/(-4 + x)^4)/(-4 + x)^3, x]","F",0,0,0,0,-1,"{}"
3006,1,28,0,0.0843788,"\int \frac{18750-1875 e^3+2700 x-675 x^2}{40000+625 e^6+10000 x+4225 x^2+450 x^3+81 x^4+e^3 \left(-10000-1250 x-450 x^2\right)} \, dx","Int[(18750 - 1875*E^3 + 2700*x - 675*x^2)/(40000 + 625*E^6 + 10000*x + 4225*x^2 + 450*x^3 + 81*x^4 + E^3*(-10000 - 1250*x - 450*x^2)),x]","-\frac{2700 (2-x)}{324 \left(x+\frac{25}{18}\right)^2+25 \left(263-36 e^3\right)}","\frac{3 (x-2)}{\frac{9 x^2}{25}+x-e^3+8}",1,"(-2700*(2 - x))/(25*(263 - 36*E^3) + 324*(25/18 + x)^2)","A",4,4,57,0.07018,1,"{1680, 12, 1814, 8}"
3007,0,0,0,8.2487473,"\int \frac{-8 x^3+\exp \left(\frac{25-70 x+49 x^2+2 x^3+\left(-10 x+14 x^2\right) \log (2)+x^2 \log ^2(2)}{x^2}\right) \left(-400+560 x+16 x^3+80 x \log (2)\right)}{13 x^3+4 \exp \left(\frac{25-70 x+49 x^2+2 x^3+\left(-10 x+14 x^2\right) \log (2)+x^2 \log ^2(2)}{x^2}\right) x^3-4 x^4} \, dx","Int[(-8*x^3 + E^((25 - 70*x + 49*x^2 + 2*x^3 + (-10*x + 14*x^2)*Log[2] + x^2*Log[2]^2)/x^2)*(-400 + 560*x + 16*x^3 + 80*x*Log[2]))/(13*x^3 + 4*E^((25 - 70*x + 49*x^2 + 2*x^3 + (-10*x + 14*x^2)*Log[2] + x^2*Log[2]^2)/x^2)*x^3 - 4*x^4),x]","\int \frac{-8 x^3+\exp \left(\frac{25-70 x+49 x^2+2 x^3+\left(-10 x+14 x^2\right) \log (2)+x^2 \log ^2(2)}{x^2}\right) \left(-400+560 x+16 x^3+80 x \log (2)\right)}{13 x^3+4 \exp \left(\frac{25-70 x+49 x^2+2 x^3+\left(-10 x+14 x^2\right) \log (2)+x^2 \log ^2(2)}{x^2}\right) x^3-4 x^4} \, dx","\log \left(\left(-x+e^{2 x+\left(\frac{5}{x}-7-\log (2)\right)^2}+\frac{13}{4}\right)^2\right)",1,"50/x^2 + 4*x - (20*(7 + Log[2]))/x + 60*Defer[Int][E^((70 + 10*Log[2])/x)/(-13*4^(5/x)*E^(70/x) - 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2) + 4^(1 + 5/x)*E^(70/x)*x), x] - 1300*Defer[Int][E^((70 + 10*Log[2])/x)/(x^3*(-13*4^(5/x)*E^(70/x) - 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2) + 4^(1 + 5/x)*E^(70/x)*x)), x] + 20*(111 + Log[8192])*Defer[Int][E^((70 + 10*Log[2])/x)/(x^2*(-13*4^(5/x)*E^(70/x) - 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2) + 4^(1 + 5/x)*E^(70/x)*x)), x] - 16*Defer[Int][(E^((70 + 10*Log[2])/x)*x)/(-13*4^(5/x)*E^(70/x) - 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2) + 4^(1 + 5/x)*E^(70/x)*x), x] - (80*(7 + Log[2])*Defer[Subst][Defer[Int][E^((10*(4^((5 + x)/x)*E^(70/x) - x)*(7 + Log[2]))/(13*4^(5/x)*E^(70/x) + 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2)))/x, x], x, (-13*4^(5/x)*E^(70/x) - 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2) + 4^(1 + 5/x)*E^(70/x)*x)/x])/(13*4^(5/x)*E^(70/x) + 65536*E^(49 + 25/x^2 + 2*x + Log[2]^2))","F",0,0,0,0,-1,"{}"
3008,1,6,0,0.0023584,"\int \frac{-1+x}{x} \, dx","Int[(-1 + x)/x,x]","x-\log (x)","x+\log \left(\frac{1}{2} \left(\frac{5 e^{\frac{5}{4} \left(e^{e^3}-2\right)^2}}{x}+\frac{4}{x}\right)\right)-1",1,"x - Log[x]","A",2,1,7,0.1429,1,"{43}"
3009,0,0,0,0.4526615,"\int \frac{-4+e^x+e (-1+x)}{4-e x+e^x x} \, dx","Int[(-4 + E^x + E*(-1 + x))/(4 - E*x + E^x*x),x]","\int \frac{-4+e^x+e (-1+x)}{4-e x+e^x x} \, dx","-x+\log \left(e^x x-e x+4\right)+1",1,"Log[x] - E*Defer[Int][x/(-4 + E*x - E^x*x), x] - 4*Defer[Int][(4 - E*x + E^x*x)^(-1), x] - 4*Defer[Int][1/(x*(4 - E*x + E^x*x)), x]","F",0,0,0,0,-1,"{}"
3010,1,12,0,0.0191016,"\int \frac{e+e^{e^{143+x}} \left(-e-e^{144+x} x\right)}{e} \, dx","Int[(E + E^E^(143 + x)*(-E - E^(144 + x)*x))/E,x]","x-e^{e^{x+143}} x","-e^{e^{x+143}} x+x+5",1,"x - E^E^(143 + x)*x","A",3,2,26,0.07692,1,"{12, 2288}"
3011,1,71,0,0.2529788,"\int \frac{72 x^2+8 x^3-144 x^4+\left(-30-10 x+180 x^2\right) \log (4)+\left(24 x^2-30 \log (4)\right) \log \left(\frac{-4 x^2+5 \log (4)}{\log (4)}\right)}{-4 x^2+5 \log (4)} \, dx","Int[(72*x^2 + 8*x^3 - 144*x^4 + (-30 - 10*x + 180*x^2)*Log[4] + (24*x^2 - 30*Log[4])*Log[(-4*x^2 + 5*Log[4])/Log[4]])/(-4*x^2 + 5*Log[4]),x]","12 x^3-x^2-6 x \log \left(5-\frac{4 x^2}{\log (4)}\right)-6 x-6 \sqrt{\log (1024)} \tanh ^{-1}\left(\frac{2 x}{\sqrt{5 \log (4)}}\right)+6 \sqrt{5 \log (4)} \tanh ^{-1}\left(\frac{2 x}{\sqrt{5 \log (4)}}\right)","x \left(6 \left(2 x^2-\log \left(5-\frac{4 x^2}{\log (4)}\right)-1\right)-x\right)",1,"-6*x - x^2 + 12*x^3 + 6*ArcTanh[(2*x)/Sqrt[5*Log[4]]]*Sqrt[5*Log[4]] - 6*ArcTanh[(2*x)/Sqrt[5*Log[4]]]*Sqrt[Log[1024]] - 6*x*Log[5 - (4*x^2)/Log[4]]","B",8,6,69,0.08696,1,"{6725, 1810, 207, 2448, 321, 206}"
3012,0,0,0,2.5453463,"\int \frac{-8+10 e^3 x^2+e^{-2+x} \left(4+e^3 \left(-10 x+5 x^2\right)\right)+x^{x^2} \left(-10+e^{-2+x} (5-5 x)+10 x^2+\left(-10 e^{-2+x} x+20 x^2\right) \log (x)\right)}{e^{-4+2 x}-4 e^{-2+x} x+4 x^2} \, dx","Int[(-8 + 10*E^3*x^2 + E^(-2 + x)*(4 + E^3*(-10*x + 5*x^2)) + x^x^2*(-10 + E^(-2 + x)*(5 - 5*x) + 10*x^2 + (-10*E^(-2 + x)*x + 20*x^2)*Log[x]))/(E^(-4 + 2*x) - 4*E^(-2 + x)*x + 4*x^2),x]","\int \frac{-8+10 e^3 x^2+e^{-2+x} \left(4+e^3 \left(-10 x+5 x^2\right)\right)+x^{x^2} \left(-10+e^{-2+x} (5-5 x)+10 x^2+\left(-10 e^{-2+x} x+20 x^2\right) \log (x)\right)}{e^{-4+2 x}-4 e^{-2+x} x+4 x^2} \, dx","\frac{5 \left(e^3 x^2+x^{x^2}\right)+4}{2 x-e^{x-2}}",1,"-8*E^4*Defer[Int][(E^x - 2*E^2*x)^(-2), x] - 10*E^4*Defer[Int][x^x^2/(E^x - 2*E^2*x)^2, x] + 4*E^2*Defer[Int][(E^x - 2*E^2*x)^(-1), x] + 5*E^2*Defer[Int][x^x^2/(E^x - 2*E^2*x), x] + 8*E^4*Defer[Int][x/(-E^x + 2*E^2*x)^2, x] - 10*E^7*Defer[Int][x^2/(-E^x + 2*E^2*x)^2, x] + 10*E^7*Defer[Int][x^3/(-E^x + 2*E^2*x)^2, x] + 10*E^4*Defer[Int][x^(1 + x^2)/(-E^x + 2*E^2*x)^2, x] + 10*E^5*Defer[Int][x/(-E^x + 2*E^2*x), x] - 5*E^5*Defer[Int][x^2/(-E^x + 2*E^2*x), x] + 5*E^2*Defer[Int][x^(1 + x^2)/(-E^x + 2*E^2*x), x] + 10*E^2*Log[x]*Defer[Int][x^(1 + x^2)/(-E^x + 2*E^2*x), x] - 10*E^2*Defer[Int][Defer[Int][x^(1 + x^2)/(-E^x + 2*E^2*x), x]/x, x]","F",0,0,0,0,-1,"{}"
3013,0,0,0,6.2206556,"\int \frac{-1-5 e^{2-x}-\log \left(x \log \left(\frac{17}{7}\right)\right)}{25 e^{4-2 x}-10 e^{2-x} \log (4)+\log ^2(4)+\left(-10 e^{2-x} x+2 x \log (4)\right) \log \left(x \log \left(\frac{17}{7}\right)\right)+x^2 \log ^2\left(x \log \left(\frac{17}{7}\right)\right)} \, dx","Int[(-1 - 5*E^(2 - x) - Log[x*Log[17/7]])/(25*E^(4 - 2*x) - 10*E^(2 - x)*Log[4] + Log[4]^2 + (-10*E^(2 - x)*x + 2*x*Log[4])*Log[x*Log[17/7]] + x^2*Log[x*Log[17/7]]^2),x]","\int \frac{-1-5 e^{2-x}-\log \left(x \log \left(\frac{17}{7}\right)\right)}{25 e^{4-2 x}-10 e^{2-x} \log (4)+\log ^2(4)+\left(-10 e^{2-x} x+2 x \log (4)\right) \log \left(x \log \left(\frac{17}{7}\right)\right)+x^2 \log ^2\left(x \log \left(\frac{17}{7}\right)\right)} \, dx","\frac{1}{-5 e^{2-x}+x \log \left(x \log \left(\frac{17}{7}\right)\right)+\log (4)}",1,"-5*(1 + Log[4])*Defer[Int][E^(2 + x)/((Log[4] + x*Log[x*Log[17/7]])*(-5*E^2 + E^x*Log[4] + E^x*x*Log[x*Log[17/7]])^2), x] - 5*Defer[Int][(E^(2 + x)*Log[x*Log[17/7]])/((Log[4] + x*Log[x*Log[17/7]])*(-5*E^2 + E^x*Log[4] + E^x*x*Log[x*Log[17/7]])^2), x] - 5*Defer[Int][(E^(2 + x)*x*Log[x*Log[17/7]])/((Log[4] + x*Log[x*Log[17/7]])*(-5*E^2 + E^x*Log[4] + E^x*x*Log[x*Log[17/7]])^2), x] - Defer[Int][E^x/((Log[4] + x*Log[x*Log[17/7]])*(-5*E^2 + E^x*Log[4] + E^x*x*Log[x*Log[17/7]])), x] - Defer[Int][(E^x*Log[x*Log[17/7]])/((Log[4] + x*Log[x*Log[17/7]])*(-5*E^2 + E^x*Log[4] + E^x*x*Log[x*Log[17/7]])), x]","F",0,0,0,0,-1,"{}"
3014,1,17,0,0.3253761,"\int \frac{e^{5-e^{\frac{1}{x}}+x-x^2} \left(e^{\frac{1}{x}}+x^2-2 x^3\right)}{x^2} \, dx","Int[(E^(5 - E^x^(-1) + x - x^2)*(E^x^(-1) + x^2 - 2*x^3))/x^2,x]","e^{-x^2+x-e^{\frac{1}{x}}+5}","e^{-x^2+x-e^{\frac{1}{x}}+5}",1,"E^(5 - E^x^(-1) + x - x^2)","A",1,1,35,0.02857,1,"{6706}"
3015,1,15,0,0.3057953,"\int \frac{-562500-130000 \log (x)-10200 \log ^2(x)-336 \log ^3(x)-4 \log ^4(x)+\left(-337500-64500 \log (x)-3540 \log ^2(x)-60 \log ^3(x)\right) \log (4+\log (x))+\left(-67500-10200 \log (x)-300 \log ^2(x)\right) \log ^2(4+\log (x))+(-4500-500 \log (x)) \log ^3(4+\log (x))}{4 x+x \log (x)} \, dx","Int[(-562500 - 130000*Log[x] - 10200*Log[x]^2 - 336*Log[x]^3 - 4*Log[x]^4 + (-337500 - 64500*Log[x] - 3540*Log[x]^2 - 60*Log[x]^3)*Log[4 + Log[x]] + (-67500 - 10200*Log[x] - 300*Log[x]^2)*Log[4 + Log[x]]^2 + (-4500 - 500*Log[x])*Log[4 + Log[x]]^3)/(4*x + x*Log[x]),x]","-(\log (x)+5 \log (\log (x)+4)+25)^4","-(\log (x)-5 (-\log (\log (x)+4)-5))^4-\frac{1}{4}",1,"-(25 + Log[x] + 5*Log[4 + Log[x]])^4","A",4,3,93,0.03226,1,"{12, 6688, 6686}"
3016,0,0,0,1.0944127,"\int \frac{-1+16 x+6 x^2-2 x^3-x^4+e^{2 x} \left(-7+2 x^2\right)}{16+e^{4 x}-8 x-31 x^2+18 x^4+8 x^5+x^6+e^{2 x} \left(8-2 x-8 x^2-2 x^3\right)} \, dx","Int[(-1 + 16*x + 6*x^2 - 2*x^3 - x^4 + E^(2*x)*(-7 + 2*x^2))/(16 + E^(4*x) - 8*x - 31*x^2 + 18*x^4 + 8*x^5 + x^6 + E^(2*x)*(8 - 2*x - 8*x^2 - 2*x^3)),x]","\int \frac{-1+16 x+6 x^2-2 x^3-x^4+e^{2 x} \left(-7+2 x^2\right)}{16+e^{4 x}-8 x-31 x^2+18 x^4+8 x^5+x^6+e^{2 x} \left(8-2 x-8 x^2-2 x^3\right)} \, dx","\frac{x}{x^2+\left(\frac{x-e^{2 x}+5}{x^2+x-3}+3\right) x}",1,"27*Defer[Int][(4 + E^(2*x) - x - 4*x^2 - x^3)^(-2), x] - 7*Defer[Int][(4 + E^(2*x) - x - 4*x^2 - x^3)^(-1), x] + 9*Defer[Int][x/(-4 - E^(2*x) + x + 4*x^2 + x^3)^2, x] - 30*Defer[Int][x^2/(-4 - E^(2*x) + x + 4*x^2 + x^3)^2, x] - 7*Defer[Int][x^3/(-4 - E^(2*x) + x + 4*x^2 + x^3)^2, x] + 7*Defer[Int][x^4/(-4 - E^(2*x) + x + 4*x^2 + x^3)^2, x] + 2*Defer[Int][x^5/(-4 - E^(2*x) + x + 4*x^2 + x^3)^2, x] - 2*Defer[Int][x^2/(-4 - E^(2*x) + x + 4*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
3017,1,51,0,0.5210573,"\int \frac{e^{-21+4 x} \left(4-22 x+8 x^2\right)}{-200 x^2+300 x^3-150 x^4+25 x^5} \, dx","Int[(E^(-21 + 4*x)*(4 - 22*x + 8*x^2))/(-200*x^2 + 300*x^3 - 150*x^4 + 25*x^5),x]","\frac{e^{4 x-21}}{50 x}+\frac{e^{4 x-21}}{50 (2-x)}+\frac{e^{4 x-21}}{25 (2-x)^2}","\frac{2 e^{4 x-21} x}{25 ((x-1) x-x)^2}",1,"E^(-21 + 4*x)/(25*(2 - x)^2) + E^(-21 + 4*x)/(50*(2 - x)) + E^(-21 + 4*x)/(50*x)","B",13,5,41,0.1220,1,"{6688, 12, 6742, 2178, 2177}"
3018,1,63,0,0.0892436,"\int \frac{6-6 x-6 x^2+4 x^3+e^x \left(4 x-x^2-x^3\right)}{9 e^3} \, dx","Int[(6 - 6*x - 6*x^2 + 4*x^3 + E^x*(4*x - x^2 - x^3))/(9*E^3),x]","\frac{x^4}{9 e^3}-\frac{1}{9} e^{x-3} x^3-\frac{2 x^3}{9 e^3}+\frac{2}{9} e^{x-3} x^2-\frac{x^2}{3 e^3}+\frac{2 x}{3 e^3}","\frac{(2-x) \left(-x+e^x+\frac{3}{x}\right) x^2}{9 e^3}",1,"(2*x)/(3*E^3) - x^2/(3*E^3) + (2*E^(-3 + x)*x^2)/9 - (2*x^3)/(9*E^3) - (E^(-3 + x)*x^3)/9 + x^4/(9*E^3)","B",14,5,40,0.1250,1,"{12, 1594, 2196, 2176, 2194}"
3019,1,30,0,0.1448103,"\int \exp \left(-2 e^4+e^{-2 e^4} \left(-3 e^{3+2 e^4}-3 x+3 x^2\right)\right) (-3+6 x) \, dx","Int[E^(-2*E^4 + (-3*E^(3 + 2*E^4) - 3*x + 3*x^2)/E^(2*E^4))*(-3 + 6*x),x]","e^{3 e^{-2 e^4} x^2-3 e^{-2 e^4} x-3 e^3}","e^{3 \left(e^{-2 e^4} (x-1) x-e^3\right)}+2",1,"E^(-3*E^3 - (3*x)/E^(2*E^4) + (3*x^2)/E^(2*E^4))","A",2,2,42,0.04762,1,"{2244, 2236}"
3020,1,9,0,0.0141233,"\int -\frac{32\ 3^{-2/x} \log (3)}{x^2} \, dx","Int[(-32*Log[3])/(3^(2/x)*x^2),x]","-16 3^{-2/x}","3 \left(-16\ 3^{-\frac{2}{x}-1}-2\right)",1,"-16/3^(2/x)","A",2,2,14,0.1429,1,"{12, 2209}"
3021,1,51,0,0.42403,"\int \frac{e^{-x} \left(2+2 x+x^2-x^2 \log \left(x^2\right)+\left(2+x-x \log \left(x^2\right)\right) \log (\log (3))\right)}{x} \, dx","Int[(2 + 2*x + x^2 - x^2*Log[x^2] + (2 + x - x*Log[x^2])*Log[Log[3]])/(E^x*x),x]","e^{-x} \log \left(x^2\right)+e^{-x} \log \left(x^2\right) (x+\log (\log (3)))-e^{-x} x+e^{-x}-e^{-x} (2+\log (\log (3)))","e^{-x} \left(\log \left(x^2\right)-1\right) (x+1+\log (\log (3)))",1,"E^(-x) - x/E^x + Log[x^2]/E^x - (2 + Log[Log[3]])/E^x + (Log[x^2]*(x + Log[Log[3]]))/E^x","B",14,7,40,0.1750,1,"{6742, 2176, 2194, 2554, 12, 2199, 2178}"
3022,1,11,0,0.012633,"\int \frac{-\log (5)+\log (5) \log (4 x)}{x^2} \, dx","Int[(-Log[5] + Log[5]*Log[4*x])/x^2,x]","-\frac{\log (5) \log (4 x)}{x}","-\frac{\log (5) \log (4 x)}{x}+3-\log ^2(4)",1,"-((Log[5]*Log[4*x])/x)","A",1,1,16,0.06250,1,"{2303}"
3023,0,0,0,2.6943477,"\int \frac{-5 \log (3)+\left(x-12 x^6-9 x^9\right) \log ^2(x)}{-5 x \log (3) \log (x)+\left(-x^2+2 x^7+x^{10}\right) \log ^2(x)} \, dx","Int[(-5*Log[3] + (x - 12*x^6 - 9*x^9)*Log[x]^2)/(-5*x*Log[3]*Log[x] + (-x^2 + 2*x^7 + x^10)*Log[x]^2),x]","\int \frac{-5 \log (3)+\left(x-12 x^6-9 x^9\right) \log ^2(x)}{-5 x \log (3) \log (x)+\left(-x^2+2 x^7+x^{10}\right) \log ^2(x)} \, dx","\log \left(\frac{4}{\frac{x-x \left(\left(x^4+x\right)^2-x^2\right)}{\log (3)}+\frac{5}{\log (x)}}\right)",1,"-Log[-(x*(1 - 2*x^5 - x^8))] + Log[Log[x]] - Defer[Int][(5*Log[3] + x*Log[x] - 2*x^6*Log[x] - x^9*Log[x])^(-1), x] - 5*Log[3]*Defer[Int][1/(x*(-5*Log[3] - x*Log[x] + 2*x^6*Log[x] + x^9*Log[x])), x] - 2*Defer[Int][x^5/(-5*Log[3] - x*Log[x] + 2*x^6*Log[x] + x^9*Log[x]), x] - Defer[Int][x^8/(-5*Log[3] - x*Log[x] + 2*x^6*Log[x] + x^9*Log[x]), x] - 50*Log[3]*Defer[Int][x^4/((-1 + 2*x^5 + x^8)*(-5*Log[3] - x*Log[x] + 2*x^6*Log[x] + x^9*Log[x])), x] - 40*Log[3]*Defer[Int][x^7/((-1 + 2*x^5 + x^8)*(-5*Log[3] - x*Log[x] + 2*x^6*Log[x] + x^9*Log[x])), x]","F",0,0,0,0,-1,"{}"
3024,1,29,0,0.0565811,"\int \frac{-16 \log (3)+\exp \left(4+e^{\frac{x+(e+x) \log (3)}{\log (3)}}+\frac{x+(e+x) \log (3)}{\log (3)}\right) (16+16 \log (3))}{\log (3)} \, dx","Int[(-16*Log[3] + E^(4 + E^((x + (E + x)*Log[3])/Log[3]) + (x + (E + x)*Log[3])/Log[3])*(16 + 16*Log[3]))/Log[3],x]","16 e^{3^{\frac{x+e}{\log (3)}} e^{\frac{x}{\log (3)}}+4}-16 x","16 \left(e^{e^{x+\frac{x}{\log (3)}+e}+4}-x\right)+2",1,"16*E^(4 + 3^((E + x)/Log[3])*E^(x/Log[3])) - 16*x","A",4,3,49,0.06122,1,"{12, 2282, 2194}"
3025,0,0,0,9.2578124,"\int \frac{\exp \left(-\frac{-16 x^3-12 x^4+8 x^5-x^6+\left(16 x+32 x^2-8 x^3\right) \log (x)-16 \log ^2(x)}{4 x}\right) \left(-12 x-32 x^2+40 x^3+36 x^4-32 x^5+5 x^6+\left(32-32 x^2+16 x^3\right) \log (x)-16 \log ^2(x)\right)}{20 x} \, dx","Int[(-12*x - 32*x^2 + 40*x^3 + 36*x^4 - 32*x^5 + 5*x^6 + (32 - 32*x^2 + 16*x^3)*Log[x] - 16*Log[x]^2)/(20*E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x))*x),x]","\int \frac{\exp \left(-\frac{-16 x^3-12 x^4+8 x^5-x^6+\left(16 x+32 x^2-8 x^3\right) \log (x)-16 \log ^2(x)}{4 x}\right) \left(-12 x-32 x^2+40 x^3+36 x^4-32 x^5+5 x^6+\left(32-32 x^2+16 x^3\right) \log (x)-16 \log ^2(x)\right)}{20 x} \, dx","\frac{1}{5} x e^{\frac{\left(x \left(\frac{x^2}{2}-2 x-1\right)+2 \log (x)\right)^2}{x}-x}",1,"(-3*Defer[Int][E^(-1/4*(-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/x), x])/5 - (8*Defer[Int][x/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x])/5 + 2*Defer[Int][x^2/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x] + (9*Defer[Int][x^3/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x])/5 - (8*Defer[Int][x^4/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x])/5 + Defer[Int][x^5/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x]/4 + (8*Defer[Int][Log[x]/(E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x))*x), x])/5 - (8*Defer[Int][(x*Log[x])/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x])/5 + (4*Defer[Int][(x^2*Log[x])/E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x)), x])/5 - (4*Defer[Int][Log[x]^2/(E^((-16*x^3 - 12*x^4 + 8*x^5 - x^6 + (16*x + 32*x^2 - 8*x^3)*Log[x] - 16*Log[x]^2)/(4*x))*x), x])/5","F",0,0,0,0,-1,"{}"
3026,1,22,0,0.0664987,"\int \frac{-16 x-x^2}{e^{11} \left(-512-128 x-8 x^2\right)+e^{16} \left(64+16 x+x^2\right)+e^6 \left(1024+256 x+16 x^2\right)} \, dx","Int[(-16*x - x^2)/(E^11*(-512 - 128*x - 8*x^2) + E^16*(64 + 16*x + x^2) + E^6*(1024 + 256*x + 16*x^2)),x]","-\frac{x^2}{e^6 \left(4-e^5\right)^2 (x+8)}","\frac{x^2}{e^6 \left(e^5-4\right)^2 (-x-8)}+e^3",1,"-(x^2/(E^6*(4 - E^5)^2*(8 + x)))","A",5,5,53,0.09434,1,"{1593, 1983, 27, 12, 74}"
3027,1,17,0,0.0128199,"\int \frac{-8+12 e+9 x}{-4 x+6 e x+3 x^2} \, dx","Int[(-8 + 12*E + 9*x)/(-4*x + 6*E*x + 3*x^2),x]","\log (2 (2-3 e)-3 x)+2 \log (x)","\log \left(\left(\frac{x}{2}+e-\frac{2}{3}\right) x^2\right)+5",1,"Log[2*(2 - 3*E) - 3*x] + 2*Log[x]","A",3,2,24,0.08333,1,"{6, 631}"
3028,1,27,0,0.0178033,"\int \frac{-e^{3+x} x+e^3 \left(-1+x+2 x^2\right)}{x} \, dx","Int[(-(E^(3 + x)*x) + E^3*(-1 + x + 2*x^2))/x,x]","e^3 x^2+e^3 x-e^{x+3}-e^3 \log (x)","e^3 \left(x^2+x-e^x+\log \left(\frac{2}{x}\right)-1\right)",1,"-E^(3 + x) + E^3*x + E^3*x^2 - E^3*Log[x]","A",5,3,25,0.1200,1,"{14, 2194, 76}"
3029,1,15,0,0.1567538,"\int \frac{-5 x^4+\left(1+30 x^5\right) \log (x)-25 x^4 \log (x) \log (\log (x))}{\log (x)} \, dx","Int[(-5*x^4 + (1 + 30*x^5)*Log[x] - 25*x^4*Log[x]*Log[Log[x]])/Log[x],x]","5 x^6-5 x^5 \log (\log (x))+x","5 x^6 \left(2-\frac{x+\log (\log (x))}{x}\right)+x",1,"x + 5*x^6 - 5*x^5*Log[Log[x]]","A",9,4,31,0.1290,1,"{6742, 2309, 2178, 2522}"
3030,1,16,0,0.0247876,"\int e^{-4 x} \left(4+e^{4 x} \left(2+7 e^x\right)\right) \, dx","Int[(4 + E^(4*x)*(2 + 7*E^x))/E^(4*x),x]","2 x-e^{-4 x}+7 e^x","2 x-e^{-4 x}+7 e^x+2",1,"-E^(-4*x) + 7*E^x + 2*x","A",3,2,21,0.09524,1,"{2282, 14}"
3031,1,38,0,0.3015903,"\int \frac{40-100 x-100 x^2-54 x^3+10 x^4-2 x^5-5 x^6+e^e \left(200+80 x+8 x^2-50 x^4-20 x^5-2 x^6\right)}{-200-80 x+292 x^2+120 x^3-138 x^4-60 x^5+19 x^6+10 x^7+x^8} \, dx","Int[(40 - 100*x - 100*x^2 - 54*x^3 + 10*x^4 - 2*x^5 - 5*x^6 + E^E*(200 + 80*x + 8*x^2 - 50*x^4 - 20*x^5 - 2*x^6))/(-200 - 80*x + 292*x^2 + 120*x^3 - 138*x^4 - 60*x^5 + 19*x^6 + 10*x^7 + x^8),x]","-\frac{2 e^e x+1}{2-x^2}+\frac{2}{\left(2-x^2\right)^2}+\frac{5}{x+5}","\left(\frac{1}{x-\frac{2}{x}}+e^e\right)^2-\frac{x}{x+5}+2",1,"5/(5 + x) + 2/(2 - x^2)^2 - (1 + 2*E^E*x)/(2 - x^2)","A",6,4,100,0.04000,1,"{2074, 261, 639, 207}"
3032,0,0,0,0.2286515,"\int \frac{-8-2 x+8 x^2}{-4 x-6 x^2-4 x^3+x^2 \log (x)} \, dx","Int[(-8 - 2*x + 8*x^2)/(-4*x - 6*x^2 - 4*x^3 + x^2*Log[x]),x]","\int \frac{-8-2 x+8 x^2}{-4 x-6 x^2-4 x^3+x^2 \log (x)} \, dx","\log \left(\frac{4}{\left(2 x+2 (x+3)+\frac{4}{x}-\log (x)\right)^2}\right)",1,"2*Defer[Int][(4 + 6*x + 4*x^2 - x*Log[x])^(-1), x] + 8*Defer[Int][1/(x*(4 + 6*x + 4*x^2 - x*Log[x])), x] - 8*Defer[Int][x/(4 + 6*x + 4*x^2 - x*Log[x]), x]","F",0,0,0,0,-1,"{}"
3033,1,61,0,0.4619911,"\int \left(3 x^2+36 x^3+120 x^4+96 x^5+e^x \left(-8 x^3-52 x^4-58 x^5-8 x^6\right)+e^{2 x} \left(5 x^4+8 x^5+2 x^6\right)\right) \, dx","Int[3*x^2 + 36*x^3 + 120*x^4 + 96*x^5 + E^x*(-8*x^3 - 52*x^4 - 58*x^5 - 8*x^6) + E^(2*x)*(5*x^4 + 8*x^5 + 2*x^6),x]","-8 e^x x^6+e^{2 x} x^6+16 x^6-10 e^x x^5+e^{2 x} x^5+24 x^5-2 e^x x^4+9 x^4+x^3","\left(x^2+x\right) \left(\left(4-e^x\right) x^2+x\right)^2",1,"x^3 + 9*x^4 - 2*E^x*x^4 + 24*x^5 - 10*E^x*x^5 + E^(2*x)*x^5 + 16*x^6 - 8*E^x*x^6 + E^(2*x)*x^6","B",46,4,68,0.05882,1,"{2196, 2176, 2194, 1594}"
3034,0,0,0,24.4743228,"\int \frac{\exp \left(\frac{1+x-3 x^3-6 x^4-3 x^5}{5 e^x x^2-5 x^3}\right) \left(3 x+2 x^2+6 x^5+6 x^6+e^x \left(-2-2 x-x^2-3 x^3-9 x^4-3 x^5+3 x^6\right)\right)}{5 e^{2 x} x^3-10 e^x x^4+5 x^5} \, dx","Int[(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*E^x*x^2 - 5*x^3))*(3*x + 2*x^2 + 6*x^5 + 6*x^6 + E^x*(-2 - 2*x - x^2 - 3*x^3 - 9*x^4 - 3*x^5 + 3*x^6)))/(5*E^(2*x)*x^3 - 10*E^x*x^4 + 5*x^5),x]","\int \frac{\exp \left(\frac{1+x-3 x^3-6 x^4-3 x^5}{5 e^x x^2-5 x^3}\right) \left(3 x+2 x^2+6 x^5+6 x^6+e^x \left(-2-2 x-x^2-3 x^3-9 x^4-3 x^5+3 x^6\right)\right)}{5 e^{2 x} x^3-10 e^x x^4+5 x^5} \, dx","\exp \left(\frac{(x+1) \left(\frac{1}{x^2}-3 \left(x^2+x\right)\right)}{5 \left(e^x-x\right)}\right)",1,"-1/5*Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/(E^x - x)^2, x] - (3*Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/(E^x - x), x])/5 - (2*Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/((E^x - x)*x^3), x])/5 + Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/((E^x - x)^2*x^2), x]/5 - (2*Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/((E^x - x)*x^2), x])/5 - Defer[Int][E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))/((E^x - x)*x), x]/5 - (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x)/(E^x - x)^2, x])/5 - (9*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x)/(E^x - x), x])/5 - (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x^2)/(E^x - x)^2, x])/5 - (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x^2)/(E^x - x), x])/5 + (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x^3)/(E^x - x)^2, x])/5 + (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x^3)/(E^x - x), x])/5 + (3*Defer[Int][(E^((1 + x - 3*x^3 - 6*x^4 - 3*x^5)/(5*(E^x - x)*x^2))*x^4)/(E^x - x)^2, x])/5","F",0,0,0,0,-1,"{}"
3035,1,45,0,0.8141443,"\int \frac{e^{-x} \left(1+e^x x-x \log (x)+\left(4-16 x^2 \log (5)-8 x^4 \log ^2(5)\right) \log \left(e^{-4-4 x^2 \log (5)-x^4 \log ^2(5)} x^2\right)-x \log ^2\left(e^{-4-4 x^2 \log (5)-x^4 \log ^2(5)} x^2\right)\right)}{x} \, dx","Int[(1 + E^x*x - x*Log[x] + (4 - 16*x^2*Log[5] - 8*x^4*Log[5]^2)*Log[E^(-4 - 4*x^2*Log[5] - x^4*Log[5]^2)*x^2] - x*Log[E^(-4 - 4*x^2*Log[5] - x^4*Log[5]^2)*x^2]^2)/(E^x*x),x]","\frac{e^{-x} \left(x \log ^2\left(5^{-4 x^2} x^2 e^{x^4 \left(-\log ^2(5)\right)-4}\right)+x \log (x)\right)}{x}+x","e^{-x} \left(\log ^2\left(x^2 e^{-\left(x^2 \log (5)+2\right)^2}\right)+\log (x)\right)+x",1,"x + (x*Log[x] + x*Log[(E^(-4 - x^4*Log[5]^2)*x^2)/5^(4*x^2)]^2)/(E^x*x)","A",3,2,95,0.02105,1,"{6742, 2288}"
3036,0,0,0,0.5321007,"\int \frac{-15 x+\left(-300+100 x-15 x^2+5 x^3\right) \log ^2\left(\frac{3-x}{x}\right)}{\left(-3 x^2+x^3\right) \log ^2\left(\frac{3-x}{x}\right)} \, dx","Int[(-15*x + (-300 + 100*x - 15*x^2 + 5*x^3)*Log[(3 - x)/x]^2)/((-3*x^2 + x^3)*Log[(3 - x)/x]^2),x]","\int \frac{-15 x+\left(-300+100 x-15 x^2+5 x^3\right) \log ^2\left(\frac{3-x}{x}\right)}{\left(-3 x^2+x^3\right) \log ^2\left(\frac{3-x}{x}\right)} \, dx","6 x-\frac{(x+10)^2-x}{x}+\frac{5}{\log \left(\frac{3-x}{x}\right)}",1,"-100/x + 5*x - 5*Defer[Int][1/((-3 + x)*Log[-1 + 3/x]^2), x] + 5*Defer[Int][1/(x*Log[-1 + 3/x]^2), x]","F",0,0,0,0,-1,"{}"
3037,1,73,0,0.291131,"\int \frac{(60-120 e x) \log (5)+(-40+60 e x) \log (5) \log \left(\frac{2-3 e x}{3 x}\right)}{-2 x^3+3 e x^4} \, dx","Int[((60 - 120*E*x)*Log[5] + (-40 + 60*E*x)*Log[5]*Log[(2 - 3*E*x)/(3*x)])/(-2*x^3 + 3*E*x^4),x]","-\frac{10 \log (5) \log \left(\frac{2}{3 x}-e\right)}{x^2}+\frac{20 \log (5)}{x^2}+\frac{45}{2} e^2 \log (5) \log \left(3 e-\frac{2}{x}\right)+\frac{45}{2} e^2 \log (5) \log (x)-\frac{45}{2} e^2 \log (5) \log (2-3 e x)","-\frac{10 \log (5) \left(\log \left(\frac{2}{3 x}-e\right)-2\right)}{x^2}",1,"(20*Log[5])/x^2 + (45*E^2*Log[5]*Log[3*E - 2/x])/2 - (10*Log[5]*Log[-E + 2/(3*x)])/x^2 + (45*E^2*Log[5]*Log[x])/2 - (45*E^2*Log[5]*Log[2 - 3*E*x])/2","B",9,6,48,0.1250,1,"{1593, 6742, 77, 2454, 2395, 43}"
3038,1,42,0,0.036823,"\int \frac{1}{4} \left(24+e^{\frac{1}{4} \left(16+\frac{3}{e^4 x}\right)} \left(-4+\frac{3}{e^4 x}\right)+8 x+e^x (4+4 x)\right) \, dx","Int[(24 + E^((16 + 3/(E^4*x))/4)*(-4 + 3/(E^4*x)) + 8*x + E^x*(4 + 4*x))/4,x]","x^2-e^{\frac{\frac{3}{x}+16 e^4}{4 e^4}} x+6 x-e^x+e^x (x+1)","x-\left(-x+e^{\frac{3}{4 e^4 x}+4}-e^x-5\right) x",1,"-E^x + 6*x - E^((16*E^4 + 3/x)/(4*E^4))*x + x^2 + E^x*(1 + x)","A",5,4,45,0.08889,1,"{12, 2288, 2176, 2194}"
3039,1,55,0,0.127502,"\int \frac{-4+2 x-48 x^2+24 x^3+4 e^{10} x^3-192 x^4+96 x^5-256 x^6+128 x^7+e^5 \left(6 x^2+32 x^4+32 x^6\right)}{1+12 x^2+48 x^4+64 x^6} \, dx","Int[(-4 + 2*x - 48*x^2 + 24*x^3 + 4*E^10*x^3 - 192*x^4 + 96*x^5 - 256*x^6 + 128*x^7 + E^5*(6*x^2 + 32*x^4 + 32*x^6))/(1 + 12*x^2 + 48*x^4 + 64*x^6),x]","x^2-\frac{e^5 \left(4 x+e^5\right)}{8 \left(4 x^2+1\right)}+\frac{e^{10}}{16 \left(4 x^2+1\right)^2}-\frac{1}{2} \left(8-e^5\right) x","\left(\frac{e^5 x^2}{4 x^2+1}+x\right)^2-4 x-\log (3)",1,"-1/2*((8 - E^5)*x) + x^2 + E^10/(16*(1 + 4*x^2)^2) - (E^5*(E^5 + 4*x))/(8*(1 + 4*x^2))","A",7,5,83,0.06024,1,"{6, 2073, 261, 639, 203}"
3040,1,8,0,0.002824,"\int \frac{-75-25 x}{x} \, dx","Int[(-75 - 25*x)/x,x]","-25 x-75 \log (x)","-25 \log \left(12 e^x x^3\right)",1,"-25*x - 75*Log[x]","A",2,1,9,0.1111,1,"{43}"
3041,0,0,0,2.1422628,"\int \frac{1}{5} e^{-x} x^{-1+\frac{1}{5} e^{-x} \left(6+24 x+75 e^x x^2\right)} \left(6+24 x+75 e^x x^2+\left(18 x-24 x^2+150 e^x x^2\right) \log (x)\right) \, dx","Int[(x^(-1 + (6 + 24*x + 75*E^x*x^2)/(5*E^x))*(6 + 24*x + 75*E^x*x^2 + (18*x - 24*x^2 + 150*E^x*x^2)*Log[x]))/(5*E^x),x]","\int \frac{1}{5} e^{-x} x^{-1+\frac{1}{5} e^{-x} \left(6+24 x+75 e^x x^2\right)} \left(6+24 x+75 e^x x^2+\left(18 x-24 x^2+150 e^x x^2\right) \log (x)\right) \, dx","x^{3 x \left(\frac{2}{5} e^{-x} \left(\frac{1}{x}+4\right)+5 x\right)}",1,"(24*Defer[Int][x^((3*(2 + 8*x + 25*E^x*x^2))/(5*E^x))/E^x, x])/5 + (18*Log[x]*Defer[Int][x^((3*(2 + 8*x + 25*E^x*x^2))/(5*E^x))/E^x, x])/5 + 30*Log[x]*Defer[Int][x^(1 + (3*(2 + 8*x + 25*E^x*x^2))/(5*E^x)), x] - (24*Log[x]*Defer[Int][x^(1 + (3*(2 + 8*x + 25*E^x*x^2))/(5*E^x))/E^x, x])/5 + (6*Defer[Int][x^(-1 + (6 + 24*x + 75*E^x*x^2)/(5*E^x))/E^x, x])/5 + 15*Defer[Int][x^(1 + (6 + 24*x + 75*E^x*x^2)/(5*E^x)), x] - (18*Defer[Int][Defer[Int][x^((3*(2 + 8*x + 25*E^x*x^2))/(5*E^x))/E^x, x]/x, x])/5 - 30*Defer[Int][Defer[Int][x^(1 + 15*x^2 + (6*(1 + 4*x))/(5*E^x)), x]/x, x] + (24*Defer[Int][Defer[Int][x^(1 + 15*x^2 + (6*(1 + 4*x))/(5*E^x))/E^x, x]/x, x])/5","F",0,0,0,0,-1,"{}"
3042,0,0,0,0.9826726,"\int \frac{e^{\left.-\frac{3}{2}\right/x} \left(e^{\left.\frac{3}{2}\right/x} \left(480 x^3-320 x^4\right)+e^{e^{\left.-\frac{3}{2}\right/x} \left(-3+e^{\left.\frac{3}{2}\right/x} x\right)} \left(-81+216 x-144 x^2+e^{\left.\frac{3}{2}\right/x} \left(18 x^2-48 x^3+32 x^4\right)\right)\right)}{18 x^2-48 x^3+32 x^4} \, dx","Int[(E^(3/(2*x))*(480*x^3 - 320*x^4) + E^((-3 + E^(3/(2*x))*x)/E^(3/(2*x)))*(-81 + 216*x - 144*x^2 + E^(3/(2*x))*(18*x^2 - 48*x^3 + 32*x^4)))/(E^(3/(2*x))*(18*x^2 - 48*x^3 + 32*x^4)),x]","\int \frac{e^{\left.-\frac{3}{2}\right/x} \left(e^{\left.\frac{3}{2}\right/x} \left(480 x^3-320 x^4\right)+e^{e^{\left.-\frac{3}{2}\right/x} \left(-3+e^{\left.\frac{3}{2}\right/x} x\right)} \left(-81+216 x-144 x^2+e^{\left.\frac{3}{2}\right/x} \left(18 x^2-48 x^3+32 x^4\right)\right)\right)}{18 x^2-48 x^3+32 x^4} \, dx","e^{x-3 e^{\left.-\frac{3}{2}\right/x}}-\frac{10 x^2}{x-\frac{3}{4}}",1,"(40*x^2)/(3 - 4*x) + Defer[Int][E^(-3/E^(3/(2*x)) + x), x] - (9*Defer[Int][E^(-3/E^(3/(2*x)) - 3/(2*x) + x)/x^2, x])/2","F",0,0,0,0,-1,"{}"
3043,0,0,0,15.7611855,"\int \frac{-15 x^3+10 x^4-x^5+e^x \left(-250+100 x-260 x^2+100 x^3-10 x^4\right)+e^{2 x} \left(50 x^3-20 x^4+2 x^5\right)+\left(-15 x+10 x^2-x^3+e^x \left(250-100 x+10 x^2\right)+e^{2 x} \left(50 x-20 x^2+2 x^3\right)\right) \log (x)+\left(1250-500 x+1300 x^2-500 x^3+50 x^4+e^x \left(-250 x^3+100 x^4-10 x^5\right)+\left(-1250+500 x-50 x^2+e^x \left(-250 x+100 x^2-10 x^3\right)\right) \log (x)\right) \log \left(\frac{x^2+\log (x)}{2 x}\right)}{25 x^3-10 x^4+x^5+\left(25 x-10 x^2+x^3\right) \log (x)} \, dx","Int[(-15*x^3 + 10*x^4 - x^5 + E^x*(-250 + 100*x - 260*x^2 + 100*x^3 - 10*x^4) + E^(2*x)*(50*x^3 - 20*x^4 + 2*x^5) + (-15*x + 10*x^2 - x^3 + E^x*(250 - 100*x + 10*x^2) + E^(2*x)*(50*x - 20*x^2 + 2*x^3))*Log[x] + (1250 - 500*x + 1300*x^2 - 500*x^3 + 50*x^4 + E^x*(-250*x^3 + 100*x^4 - 10*x^5) + (-1250 + 500*x - 50*x^2 + E^x*(-250*x + 100*x^2 - 10*x^3))*Log[x])*Log[(x^2 + Log[x])/(2*x)])/(25*x^3 - 10*x^4 + x^5 + (25*x - 10*x^2 + x^3)*Log[x]),x]","\int \frac{-15 x^3+10 x^4-x^5+e^x \left(-250+100 x-260 x^2+100 x^3-10 x^4\right)+e^{2 x} \left(50 x^3-20 x^4+2 x^5\right)+\left(-15 x+10 x^2-x^3+e^x \left(250-100 x+10 x^2\right)+e^{2 x} \left(50 x-20 x^2+2 x^3\right)\right) \log (x)+\left(1250-500 x+1300 x^2-500 x^3+50 x^4+e^x \left(-250 x^3+100 x^4-10 x^5\right)+\left(-1250+500 x-50 x^2+e^x \left(-250 x+100 x^2-10 x^3\right)\right) \log (x)\right) \log \left(\frac{x^2+\log (x)}{2 x}\right)}{25 x^3-10 x^4+x^5+\left(25 x-10 x^2+x^3\right) \log (x)} \, dx","\frac{2 x}{5-x}-x+\left(5 \log \left(\frac{1}{2} \left(x+\frac{\log (x)}{x}\right)\right)-e^x\right)^2-2",1,"E^(2*x) + 10/(5 - x) - x - (10*E^x*(x^3*Log[(x^2 + Log[x])/(2*x)] + x*Log[x]*Log[(x^2 + Log[x])/(2*x)]))/(x*(x^2 + Log[x])) + 50*Defer[Int][Log[(x^2 + Log[x])/(2*x)]/(x*(x^2 + Log[x])), x] + 50*Defer[Int][(x*Log[(x^2 + Log[x])/(2*x)])/(x^2 + Log[x]), x] - 50*Defer[Int][(Log[x]*Log[(x^2 + Log[x])/(2*x)])/(x*(x^2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
3044,1,59,0,1.0487713,"\int \frac{-10+40 x-x^2+8 x^3+5898240 x^7-11796480 x^8+15040512 x^9-15777792 x^{10}+11934720 x^{11}-5999616 x^{12}+1975680 x^{13}-422208 x^{14}+56538 x^{15}-4320 x^{16}+144 x^{17}}{-x^3+4 x^4+589824 x^{10}-1179648 x^{11}+1032192 x^{12}-516096 x^{13}+161280 x^{14}-32256 x^{15}+4032 x^{16}-288 x^{17}+9 x^{18}} \, dx","Int[(-10 + 40*x - x^2 + 8*x^3 + 5898240*x^7 - 11796480*x^8 + 15040512*x^9 - 15777792*x^10 + 11934720*x^11 - 5999616*x^12 + 1975680*x^13 - 422208*x^14 + 56538*x^15 - 4320*x^16 + 144*x^17)/(-x^3 + 4*x^4 + 589824*x^10 - 1179648*x^11 + 1032192*x^12 - 516096*x^13 + 161280*x^14 - 32256*x^15 + 4032*x^16 - 288*x^17 + 9*x^18),x]","-\frac{5}{x^2}+\log \left(-9 x^{15}+288 x^{14}-4032 x^{13}+32256 x^{12}-161280 x^{11}+516096 x^{10}-1032192 x^9+1179648 x^8-589824 x^7-4 x+1\right)+\log (x)","-\frac{5}{x^2}+\log \left(-9 (x-4)^8 x^8-4 x^2+x\right)+4",1,"-5/x^2 + Log[x] + Log[1 - 4*x - 589824*x^7 + 1179648*x^8 - 1032192*x^9 + 516096*x^10 - 161280*x^11 + 32256*x^12 - 4032*x^13 + 288*x^14 - 9*x^15]","B",3,2,129,0.01550,1,"{2074, 1587}"
3045,0,0,0,8.3849928,"\int \frac{15-8 \log \left(x^2\right)+\log ^2\left(x^2\right)+\left(-64+128 x-64 x^2+\left(16-32 x+16 x^2\right) \log \left(x^2\right)\right) \log ^3\left(-15+8 \log \left(x^2\right)-\log ^2\left(x^2\right)\right)+\left(-30 x+30 x^2+\left(16 x-16 x^2\right) \log \left(x^2\right)+\left(-2 x+2 x^2\right) \log ^2\left(x^2\right)\right) \log ^4\left(-15+8 \log \left(x^2\right)-\log ^2\left(x^2\right)\right)}{15 x-8 x \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","Int[(15 - 8*Log[x^2] + Log[x^2]^2 + (-64 + 128*x - 64*x^2 + (16 - 32*x + 16*x^2)*Log[x^2])*Log[-15 + 8*Log[x^2] - Log[x^2]^2]^3 + (-30*x + 30*x^2 + (16*x - 16*x^2)*Log[x^2] + (-2*x + 2*x^2)*Log[x^2]^2)*Log[-15 + 8*Log[x^2] - Log[x^2]^2]^4)/(15*x - 8*x*Log[x^2] + x*Log[x^2]^2),x]","\int \frac{15-8 \log \left(x^2\right)+\log ^2\left(x^2\right)+\left(-64+128 x-64 x^2+\left(16-32 x+16 x^2\right) \log \left(x^2\right)\right) \log ^3\left(-15+8 \log \left(x^2\right)-\log ^2\left(x^2\right)\right)+\left(-30 x+30 x^2+\left(16 x-16 x^2\right) \log \left(x^2\right)+\left(-2 x+2 x^2\right) \log ^2\left(x^2\right)\right) \log ^4\left(-15+8 \log \left(x^2\right)-\log ^2\left(x^2\right)\right)}{15 x-8 x \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","(x-1)^2 \log ^4\left(1-\left(\log \left(x^2\right)-4\right)^2\right)+\log (x)",1,"Log[x] + 4*Log[-5 + Log[x^2]]*Log[-15 + 8*Log[x^2] - Log[x^2]^2]^3 + 4*Log[-3 + Log[x^2]]*Log[-15 + 8*Log[x^2] - Log[x^2]^2]^3 + 128*Defer[Int][Log[-15 + 8*Log[x^2] - Log[x^2]^2]^3/(15 - 8*Log[x^2] + Log[x^2]^2), x] - 32*Defer[Int][(Log[x^2]*Log[-15 + 8*Log[x^2] - Log[x^2]^2]^3)/(15 - 8*Log[x^2] + Log[x^2]^2), x] - 2*Defer[Int][Log[-15 + 8*Log[x^2] - Log[x^2]^2]^4, x] - 12*Defer[Subst][Defer[Int][(Log[-5 + x]*Log[-15 + 8*x - x^2]^2)/(-5 + x), x], x, Log[x^2]] - 12*Defer[Subst][Defer[Int][(Log[-5 + x]*Log[-15 + 8*x - x^2]^2)/(-3 + x), x], x, Log[x^2]] - 12*Defer[Subst][Defer[Int][(Log[-3 + x]*Log[-15 + 8*x - x^2]^2)/(-5 + x), x], x, Log[x^2]] - 12*Defer[Subst][Defer[Int][(Log[-3 + x]*Log[-15 + 8*x - x^2]^2)/(-3 + x), x], x, Log[x^2]] - 32*Defer[Subst][Defer[Int][Log[-15 + 8*Log[x] - Log[x]^2]^3/(15 - 8*Log[x] + Log[x]^2), x], x, x^2] + 8*Defer[Subst][Defer[Int][(Log[x]*Log[-15 + 8*Log[x] - Log[x]^2]^3)/(15 - 8*Log[x] + Log[x]^2), x], x, x^2] + Defer[Subst][Defer[Int][Log[-15 + 8*Log[x] - Log[x]^2]^4, x], x, x^2]","F",0,0,0,0,-1,"{}"
3046,0,0,0,4.2271912,"\int \frac{-30 e^{2 \log ^2(x)}+e^{\log ^2(x)} (-20+40 \log (x))}{4 x^2+e^{2 \log ^2(x)} \left(1-6 x+9 x^2\right)+e^{\log ^2(x)} \left(-4 x+12 x^2\right)} \, dx","Int[(-30*E^(2*Log[x]^2) + E^Log[x]^2*(-20 + 40*Log[x]))/(4*x^2 + E^(2*Log[x]^2)*(1 - 6*x + 9*x^2) + E^Log[x]^2*(-4*x + 12*x^2)),x]","\int \frac{-30 e^{2 \log ^2(x)}+e^{\log ^2(x)} (-20+40 \log (x))}{4 x^2+e^{2 \log ^2(x)} \left(1-6 x+9 x^2\right)+e^{\log ^2(x)} \left(-4 x+12 x^2\right)} \, dx","\frac{5}{\frac{x-1}{2}+x+x e^{-\log ^2(x)}}",1,"20*Defer[Int][E^Log[x]^2/((-1 + 3*x)*(-E^Log[x]^2 + 2*x + 3*E^Log[x]^2*x)^2), x] - 30*Defer[Int][E^Log[x]^2/((-1 + 3*x)*(-E^Log[x]^2 + 2*x + 3*E^Log[x]^2*x)), x] + 40*Defer[Int][(E^Log[x]^2*Log[x])/(-E^Log[x]^2 + 2*x + 3*E^Log[x]^2*x)^2, x]","F",0,0,0,0,-1,"{}"
3047,1,246,0,1.2821538,"\int \frac{792+e^{3 x} (-4+x)+177 x-150 x^2+e^{2 x} (-36+9 x)+e^x \left(-408-323 x+50 x^3\right)}{-81+e^{3 x} (-3+x)+27 x+e^{2 x} (-27+9 x)+e^x (-81+27 x)} \, dx","Int[(792 + E^(3*x)*(-4 + x) + 177*x - 150*x^2 + E^(2*x)*(-36 + 9*x) + E^x*(-408 - 323*x + 50*x^3))/(-81 + E^(3*x)*(-3 + x) + 27*x + E^(2*x)*(-27 + 9*x) + E^x*(-81 + 27*x)),x]","-\frac{100}{9} x \text{Li}_2\left(-\frac{e^x}{3}\right)+\frac{100}{9} (x+2) \text{Li}_2\left(-\frac{e^x}{3}\right)-\frac{200}{9} \text{Li}_2\left(-\frac{e^x}{3}\right)+\frac{50 x^3}{27}+\frac{50 x^2}{3 \left(e^x+3\right)}+\frac{25 x^2}{9}-\frac{50}{9} x^2 \log \left(\frac{e^x}{3}+1\right)+\frac{50 x}{e^x+3}-\frac{91 x}{9}-\frac{50}{27} (x+2)^3-\frac{50 (x+2)^2}{3 \left(e^x+3\right)}-\frac{25 (x+2)^2}{\left(e^x+3\right)^2}+\frac{25}{3} (x+2)^2+\frac{50 (x+2)}{3 \left(e^x+3\right)}+\frac{100}{3 \left(e^x+3\right)}-\frac{50}{9} x \log \left(\frac{e^x}{3}+1\right)+\frac{50}{9} (x+2)^2 \log \left(\frac{e^x}{3}+1\right)-\frac{50}{3} (x+2) \log \left(\frac{e^x}{3}+1\right)+\frac{100}{9} \log \left(e^x+3\right)-\log (3-x)","-\frac{25 (x+2)^2}{\left(e^x+3\right)^2}+x-\log (3 (x-4)+x)+1",1,"100/(3*(3 + E^x)) - (91*x)/9 + (50*x)/(3 + E^x) + (25*x^2)/9 + (50*x^2)/(3*(3 + E^x)) + (50*x^3)/27 + (50*(2 + x))/(3*(3 + E^x)) + (25*(2 + x)^2)/3 - (25*(2 + x)^2)/(3 + E^x)^2 - (50*(2 + x)^2)/(3*(3 + E^x)) - (50*(2 + x)^3)/27 - (50*x*Log[1 + E^x/3])/9 - (50*x^2*Log[1 + E^x/3])/9 - (50*(2 + x)*Log[1 + E^x/3])/3 + (50*(2 + x)^2*Log[1 + E^x/3])/9 + (100*Log[3 + E^x])/9 - Log[3 - x] - (200*PolyLog[2, -1/3*E^x])/9 - (100*x*PolyLog[2, -1/3*E^x])/9 + (100*(2 + x)*PolyLog[2, -1/3*E^x])/9","C",54,16,81,0.1975,1,"{6688, 6742, 43, 2185, 2184, 2190, 2531, 2282, 6589, 2191, 2279, 2391, 36, 29, 31, 44}"
3048,1,56,0,0.2343032,"\int \frac{720 x^4-840 x^5+245 x^6+e^8 \left(12+432 x^2-504 x^3+147 x^4\right)+e^4 \left(-1152 x^3+1344 x^4-392 x^5\right)}{144 x^5-168 x^6+49 x^7+e^8 \left(12 x-7 x^2+144 x^3-168 x^4+49 x^5\right)+e^4 \left(-288 x^4+336 x^5-98 x^6\right)} \, dx","Int[(720*x^4 - 840*x^5 + 245*x^6 + E^8*(12 + 432*x^2 - 504*x^3 + 147*x^4) + E^4*(-1152*x^3 + 1344*x^4 - 392*x^5))/(144*x^5 - 168*x^6 + 49*x^7 + E^8*(12*x - 7*x^2 + 144*x^3 - 168*x^4 + 49*x^5) + E^4*(-288*x^4 + 336*x^5 - 98*x^6)),x]","\log \left(-7 x^5+2 \left(6+7 e^4\right) x^4-e^4 \left(24+7 e^4\right) x^3+12 e^8 x^2+e^8\right)-\log (12-7 x)+\log (x)","\log \left(x \left(x-\frac{x^2}{e^4}\right)^2-\frac{x}{4 (2 x-3)-x}\right)",1,"-Log[12 - 7*x] + Log[x] + Log[E^8 + 12*E^8*x^2 - E^4*(24 + 7*E^4)*x^3 + 2*(6 + 7*E^4)*x^4 - 7*x^5]","A",3,2,124,0.01613,1,"{2074, 1587}"
3049,0,0,0,4.6864585,"\int \frac{e^{2 x-\frac{4}{x^2 \log (5)}} \left(8-16 x+8 x^2+\left(-2 x^4+2 x^5\right) \log (5)+e^{\frac{4}{x^2 \log (5)}} \left(2 x^4+2 x^5\right) \log (5)+e^{\frac{2}{x^2 \log (5)}} \left(-8 x+8 x^2+\left(-2 x^3+4 x^5\right) \log (5)\right)\right)}{x^3 \log (5)} \, dx","Int[(E^(2*x - 4/(x^2*Log[5]))*(8 - 16*x + 8*x^2 + (-2*x^4 + 2*x^5)*Log[5] + E^(4/(x^2*Log[5]))*(2*x^4 + 2*x^5)*Log[5] + E^(2/(x^2*Log[5]))*(-8*x + 8*x^2 + (-2*x^3 + 4*x^5)*Log[5])))/(x^3*Log[5]),x]","\int \frac{e^{2 x-\frac{4}{x^2 \log (5)}} \left(8-16 x+8 x^2+\left(-2 x^4+2 x^5\right) \log (5)+e^{\frac{4}{x^2 \log (5)}} \left(2 x^4+2 x^5\right) \log (5)+e^{\frac{2}{x^2 \log (5)}} \left(-8 x+8 x^2+\left(-2 x^3+4 x^5\right) \log (5)\right)\right)}{x^3 \log (5)} \, dx","e^{2 x} \left((1-x) e^{-\frac{2}{x^2 \log (5)}}-x\right)^2",1,"E^(2*x)*x^2 - 2*Defer[Int][E^(2*x - 2/(x^2*Log[5])), x] + (8*Defer[Int][E^(2*x - 4/(x^2*Log[5]))/x^3, x])/Log[5] - (16*Defer[Int][E^(2*x - 4/(x^2*Log[5]))/x^2, x])/Log[5] - (8*Defer[Int][E^(2*x - 2/(x^2*Log[5]))/x^2, x])/Log[5] + (8*Defer[Int][E^(2*x - 4/(x^2*Log[5]))/x, x])/Log[5] + (8*Defer[Int][E^(2*x - 2/(x^2*Log[5]))/x, x])/Log[5] - 2*Defer[Int][E^(2*x - 4/(x^2*Log[5]))*x, x] + 2*Defer[Int][E^(2*x - 4/(x^2*Log[5]))*x^2, x] + (2*Log[25]*Defer[Int][E^(2*x - 2/(x^2*Log[5]))*x^2, x])/Log[5]","F",0,0,0,0,-1,"{}"
3050,0,0,0,9.1656599,"\int \frac{\exp \left(\frac{-3 x^2+\left(15 x+9 x^2\right) \log (\log (5-\log (x)))}{(5+3 x) \log (\log (5-\log (x)))}\right) \left(75 x^2+45 x^3+\left(750 x^2+225 x^3+\left(-150 x^2-45 x^3\right) \log (x)\right) \log (5-\log (x)) \log (\log (5-\log (x)))+\left(-625-2625 x-2475 x^2-675 x^3+\left(125+525 x+495 x^2+135 x^3\right) \log (x)\right) \log (5-\log (x)) \log ^2(\log (5-\log (x)))\right)}{\left(-125-150 x-45 x^2+\left(25+30 x+9 x^2\right) \log (x)\right) \log (5-\log (x)) \log ^2(\log (5-\log (x)))} \, dx","Int[(E^((-3*x^2 + (15*x + 9*x^2)*Log[Log[5 - Log[x]]])/((5 + 3*x)*Log[Log[5 - Log[x]]]))*(75*x^2 + 45*x^3 + (750*x^2 + 225*x^3 + (-150*x^2 - 45*x^3)*Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]] + (-625 - 2625*x - 2475*x^2 - 675*x^3 + (125 + 525*x + 495*x^2 + 135*x^3)*Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]]^2))/((-125 - 150*x - 45*x^2 + (25 + 30*x + 9*x^2)*Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]]^2),x]","\int \frac{\exp \left(\frac{-3 x^2+\left(15 x+9 x^2\right) \log (\log (5-\log (x)))}{(5+3 x) \log (\log (5-\log (x)))}\right) \left(75 x^2+45 x^3+\left(750 x^2+225 x^3+\left(-150 x^2-45 x^3\right) \log (x)\right) \log (5-\log (x)) \log (\log (5-\log (x)))+\left(-625-2625 x-2475 x^2-675 x^3+\left(125+525 x+495 x^2+135 x^3\right) \log (x)\right) \log (5-\log (x)) \log ^2(\log (5-\log (x)))\right)}{\left(-125-150 x-45 x^2+\left(25+30 x+9 x^2\right) \log (x)\right) \log (5-\log (x)) \log ^2(\log (5-\log (x)))} \, dx","5 x \exp \left(3 \left(x-\frac{x^2}{(3 x+5) \log (\log (5-\log (x)))}\right)\right)",1,"5*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]]))), x] + 15*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))*x, x] - (25*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))/((-5 + Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]]^2), x])/3 + 5*Defer[Int][(E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))*x)/((-5 + Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]]^2), x] + (125*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))/((5 + 3*x)*(-5 + Log[x])*Log[5 - Log[x]]*Log[Log[5 - Log[x]]]^2), x])/3 - 5*Defer[Int][(E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))*x)/Log[Log[5 - Log[x]]], x] - (625*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))/((5 + 3*x)^2*Log[Log[5 - Log[x]]]), x])/3 + (125*Defer[Int][E^(3*x*(1 - x/((5 + 3*x)*Log[Log[5 - Log[x]]])))/((5 + 3*x)*Log[Log[5 - Log[x]]]), x])/3","F",0,0,0,0,-1,"{}"
3051,1,35,0,0.0879415,"\int \frac{-2 e^4+256 e^4 x^3 \log ^2(\log (2))}{x+\left(2704 x^3+256 x^4\right) \log ^2(\log (2))} \, dx","Int[(-2*E^4 + 256*E^4*x^3*Log[Log[2]]^2)/(x + (2704*x^3 + 256*x^4)*Log[Log[2]]^2),x]","e^4 \log \left(256 x^3 \log ^2(\log (2))+2704 x^2 \log ^2(\log (2))+1\right)-2 e^4 \log (x)","e^4 \log \left(\frac{1}{256 x^2 \log ^2(\log (2))}+x+\frac{169}{16}\right)",1,"-2*E^4*Log[x] + E^4*Log[1 + 2704*x^2*Log[Log[2]]^2 + 256*x^3*Log[Log[2]]^2]","A",3,2,41,0.04878,1,"{2074, 1587}"
3052,1,23,0,0.1526725,"\int \frac{x^{\frac{1}{64} \left(-64 x^2-x^3\right)} \left(e^{-5+x} \left(64+64 x-64 x^2-x^3\right)+e^{-5+x} \left(-128 x^2-3 x^3\right) \log (x)\right)}{256 e^5} \, dx","Int[(x^((-64*x^2 - x^3)/64)*(E^(-5 + x)*(64 + 64*x - 64*x^2 - x^3) + E^(-5 + x)*(-128*x^2 - 3*x^3)*Log[x]))/(256*E^5),x]","\frac{1}{4} e^{x-10} x^{1-\frac{1}{64} x^2 (x+64)}","\frac{1}{4} e^{x-10} x^{1-x \left(\frac{x^2}{64}+x\right)}",1,"(E^(-10 + x)*x^(1 - (x^2*(64 + x))/64))/4","A",3,3,65,0.04615,1,"{12, 6741, 2288}"
3053,0,0,0,12.4331297,"\int \frac{15+e^{2 x} \left(15+5 x^2\right)+e^x \left(-30-5 x^2-5 x^3\right)}{\left(3 x+x^2 \log (3)+e^x \left(-6 x+x^3-2 x^2 \log (3)\right)+e^{2 x} \left(3 x-x^3+x^2 \log (3)\right)\right) \log ^2\left(\frac{-3-x \log (3)+e^x \left(3-x^2+x \log (3)\right)}{-x+e^x x}\right)} \, dx","Int[(15 + E^(2*x)*(15 + 5*x^2) + E^x*(-30 - 5*x^2 - 5*x^3))/((3*x + x^2*Log[3] + E^x*(-6*x + x^3 - 2*x^2*Log[3]) + E^(2*x)*(3*x - x^3 + x^2*Log[3]))*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/(-x + E^x*x)]^2),x]","\int \frac{15+e^{2 x} \left(15+5 x^2\right)+e^x \left(-30-5 x^2-5 x^3\right)}{\left(3 x+x^2 \log (3)+e^x \left(-6 x+x^3-2 x^2 \log (3)\right)+e^{2 x} \left(3 x-x^3+x^2 \log (3)\right)\right) \log ^2\left(\frac{-3-x \log (3)+e^x \left(3-x^2+x \log (3)\right)}{-x+e^x x}\right)} \, dx","\frac{5}{\log \left(\frac{x}{1-e^x}-x+\frac{3}{x}+\log (3)\right)}",1,"5*Defer[Int][1/((-1 + E^x)*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] + 5*Defer[Int][1/(x*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] + 5*(3 + Log[3])*Defer[Int][1/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] + 5*Log[3]*Defer[Int][x/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] - 10*(1 + Log[3]/Sqrt[12 + Log[3]^2])*Defer[Int][1/((2*x - Log[3] - Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] + 5*(6 + Log[3]^2)*(1 + Log[3]/Sqrt[12 + Log[3]^2])*Defer[Int][1/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*(2*x - Log[3] - Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] - 10*(1 - Log[3]/Sqrt[12 + Log[3]^2])*Defer[Int][1/((2*x - Log[3] + Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] + 5*(6 + Log[3]^2)*(1 - Log[3]/Sqrt[12 + Log[3]^2])*Defer[Int][1/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*(2*x - Log[3] + Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x] - (10*Log[3]*Defer[Int][1/((-2*x + Log[3] + Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x])/Sqrt[12 + Log[3]^2] - (10*Log[27]*Defer[Int][1/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*(-2*x + Log[3] + Sqrt[12 + Log[3]^2])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x])/Sqrt[12 + Log[3]^2] - (20*Log[3]*Defer[Int][1/((4*x + 2*Sqrt[12 + Log[3]^2] - Log[9])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x])/Sqrt[12 + Log[3]^2] - (20*Log[27]*Defer[Int][1/((3 - 3*E^x + E^x*x^2 + x*Log[3] - E^x*x*Log[3])*(4*x + 2*Sqrt[12 + Log[3]^2] - Log[9])*Log[(-3 - x*Log[3] + E^x*(3 - x^2 + x*Log[3]))/((-1 + E^x)*x)]^2), x])/Sqrt[12 + Log[3]^2]","F",0,0,0,0,-1,"{}"
3054,0,0,0,0.6660874,"\int \frac{100 x-10 x^2+(10-x) \log \left(\frac{10-x}{5}\right)+\left(-199 x+20 x^2+(-10+x) \log \left(\frac{10-x}{5}\right)\right) \log (4 x)}{(-100+10 x) \log ^2(4 x)} \, dx","Int[(100*x - 10*x^2 + (10 - x)*Log[(10 - x)/5] + (-199*x + 20*x^2 + (-10 + x)*Log[(10 - x)/5])*Log[4*x])/((-100 + 10*x)*Log[4*x]^2),x]","\int \frac{100 x-10 x^2+(10-x) \log \left(\frac{10-x}{5}\right)+\left(-199 x+20 x^2+(-10+x) \log \left(\frac{10-x}{5}\right)\right) \log (4 x)}{(-100+10 x) \log ^2(4 x)} \, dx","\frac{x^2+\frac{1}{10} x \log \left(2-\frac{x}{5}\right)}{\log (4 x)}",1,"-1/8*ExpIntegralEi[2*Log[4*x]] + x^2/Log[4*x] - Defer[Int][Log[2 - x/5]/Log[4*x]^2, x]/10 - (199*Defer[Int][x/((-10 + x)*Log[4*x]), x])/10 + 2*Defer[Int][x^2/((-10 + x)*Log[4*x]), x] + Defer[Int][Log[2 - x/5]/Log[4*x], x]/10","F",0,0,0,0,-1,"{}"
3055,0,0,0,38.6526966,"\int \frac{e^{-\frac{10}{2+e^x}} \left(-4 x^2+8 \log (4)+e^{2 x} \left(-x^2+2 \log (4)\right)+e^x \left(-4 x^2+10 x^3+\left(8+20 x-10 x^2\right) \log (4)\right)+e^{\frac{10}{2+e^x}} \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)+e^{2 x} \left(x^4+\left(4 x^2-2 x^3\right) \log (4)+\left(4-4 x+x^2\right) \log ^2(4)\right)+e^x \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)\right)\right)\right)}{4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)+e^{2 x} \left(x^4+\left(4 x^2-2 x^3\right) \log (4)+\left(4-4 x+x^2\right) \log ^2(4)\right)+e^x \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)\right)} \, dx","Int[(-4*x^2 + 8*Log[4] + E^(2*x)*(-x^2 + 2*Log[4]) + E^x*(-4*x^2 + 10*x^3 + (8 + 20*x - 10*x^2)*Log[4]) + E^(10/(2 + E^x))*(4*x^4 + (16*x^2 - 8*x^3)*Log[4] + (16 - 16*x + 4*x^2)*Log[4]^2 + E^(2*x)*(x^4 + (4*x^2 - 2*x^3)*Log[4] + (4 - 4*x + x^2)*Log[4]^2) + E^x*(4*x^4 + (16*x^2 - 8*x^3)*Log[4] + (16 - 16*x + 4*x^2)*Log[4]^2)))/(E^(10/(2 + E^x))*(4*x^4 + (16*x^2 - 8*x^3)*Log[4] + (16 - 16*x + 4*x^2)*Log[4]^2 + E^(2*x)*(x^4 + (4*x^2 - 2*x^3)*Log[4] + (4 - 4*x + x^2)*Log[4]^2) + E^x*(4*x^4 + (16*x^2 - 8*x^3)*Log[4] + (16 - 16*x + 4*x^2)*Log[4]^2))),x]","\int \frac{e^{-\frac{10}{2+e^x}} \left(-4 x^2+8 \log (4)+e^{2 x} \left(-x^2+2 \log (4)\right)+e^x \left(-4 x^2+10 x^3+\left(8+20 x-10 x^2\right) \log (4)\right)+e^{\frac{10}{2+e^x}} \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)+e^{2 x} \left(x^4+\left(4 x^2-2 x^3\right) \log (4)+\left(4-4 x+x^2\right) \log ^2(4)\right)+e^x \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)\right)\right)\right)}{4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)+e^{2 x} \left(x^4+\left(4 x^2-2 x^3\right) \log (4)+\left(4-4 x+x^2\right) \log ^2(4)\right)+e^x \left(4 x^4+\left(16 x^2-8 x^3\right) \log (4)+\left(16-16 x+4 x^2\right) \log ^2(4)\right)} \, dx","\frac{e^{-\frac{10}{e^x+2}} x}{x^2+(2-x) \log (4)}+x+5",1,"(32*ArcTan[(4*x - Log[16])/Sqrt[8*Log[4]^2 + (16 - 3*Log[16])*Log[16]]]*Log[16]^2)/(8*Log[4]^2 + (16 - 3*Log[16])*Log[16])^(3/2) - (8*ArcTan[(4*x - Log[16])/Sqrt[8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]]]*Log[16]^3)/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])^(3/2) - (4*ArcTan[(4*x - Log[16])/Sqrt[8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]]]*Log[16]^2*(3*Log[4]^2 - Log[16]^2 + 3*Log[256]))/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])^(3/2) + (4*ArcTan[(4*x - Log[16])/Sqrt[8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]]]*(Log[4]^2 + Log[256])*(4*Log[4]^2 - Log[16]^2 + 4*Log[256]))/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])^(3/2) - (2*(x - Log[2])^2*Log[16])/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]) + (2*x*Log[16]^2)/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]) + (128*(x - Log[2])*Log[16]^2)/((16*(x - Log[2])^2 + 8*Log[4]^2 + (16 - 3*Log[16])*Log[16])*(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])) - (8*x^3*(8*Log[4]^2 - 4*(x - Log[2])*Log[16] - 3*Log[16]^2 + 8*Log[256]))/((8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])*(16*(x - Log[2])^2 + 8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])) + (8*x^2*Log[16]*(8*Log[4]^2 - 4*(x - Log[2])*Log[16] - 3*Log[16]^2 + 8*Log[256]))/((8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])*(16*(x - Log[2])^2 + 8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])) + (8*Log[16]^2*(8*Log[4]^2 - 4*(x - Log[2])*Log[16] - 3*Log[16]^2 + 8*Log[256]))/((8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])*(16*(x - Log[2])^2 + 8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])) - (8*x*(Log[4]^2 + Log[256])*(8*Log[4]^2 - 4*(x - Log[2])*Log[16] - 3*Log[16]^2 + 8*Log[256]))/((8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])*(16*(x - Log[2])^2 + 8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])) - (ArcTan[(4*x - Log[16])/Sqrt[8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]]]*(48*Log[4]^4 + 11*Log[16]^4 - 48*Log[4]^2*(Log[16]^2 - 2*Log[256]) - 48*Log[16]^2*Log[256] + 48*Log[256]^2))/(2*(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256])^(3/2)) + (6*x*(2*Log[4]^2 - Log[16]^2 + Log[65536]))/(8*Log[4]^2 - 3*Log[16]^2 + 8*Log[256]) - 20*(1 - (I*Log[4])/Sqrt[-Log[4]^2 + 4*Log[16]])*Defer[Int][1/(E^(10/(2 + E^x))*(2 + E^x)^2*(2*x - Log[4] - I*Sqrt[-Log[4]^2 + 4*Log[16]])), x] + 10*(1 - (I*Log[4])/Sqrt[-Log[4]^2 + 4*Log[16]])*Defer[Int][1/(E^(10/(2 + E^x))*(2 + E^x)*(2*x - Log[4] - I*Sqrt[-Log[4]^2 + 4*Log[16]])), x] - 20*(1 + (I*Log[4])/Sqrt[-Log[4]^2 + 4*Log[16]])*Defer[Int][1/(E^(10/(2 + E^x))*(2 + E^x)^2*(2*x - Log[4] + I*Sqrt[-Log[4]^2 + 4*Log[16]])), x] + 10*(1 + (I*Log[4])/Sqrt[-Log[4]^2 + 4*Log[16]])*Defer[Int][1/(E^(10/(2 + E^x))*(2 + E^x)*(2*x - Log[4] + I*Sqrt[-Log[4]^2 + 4*Log[16]])), x] + Defer[Int][x^2/(E^(10/(2 + E^x))*(-x^4 + x^3*Log[16] - Log[16]^2 + x*Log[16]^2 - x^2*(Log[4]^2 + Log[256]))), x] + Log[16]*Defer[Int][1/(E^(10/(2 + E^x))*(x^4 - x^3*Log[16] + Log[16]^2 - x*Log[16]^2 + x^2*(Log[4]^2 + Log[256]))), x]","F",0,0,0,0,-1,"{}"
3056,1,19,0,0.0036332,"\int \left(1373-588 x+84 x^2-4 x^3\right) \, dx","Int[1373 - 588*x + 84*x^2 - 4*x^3,x]","-x^4+28 x^3-294 x^2+1373 x","-(7-x)^4+x+e^5+22",1,"1373*x - 294*x^2 + 28*x^3 - x^4","A",1,0,15,0,1,"{}"
3057,1,16,0,0.0733383,"\int \frac{-5+e^{4+x} \left(16-8 x+x^2\right)}{e^4 \left(16-8 x+x^2\right)} \, dx","Int[(-5 + E^(4 + x)*(16 - 8*x + x^2))/(E^4*(16 - 8*x + x^2)),x]","e^x-\frac{5}{e^4 (4-x)}","\frac{x+1}{e^4 (x-4)}+e^x",1,"E^x - 5/(E^4*(4 - x))","A",5,4,30,0.1333,1,"{12, 27, 6742, 2194}"
3058,0,0,0,12.8674056,"\int \frac{e^{\frac{-2 e^{e^x}+2 x-2 x^2}{3 x+3 x^2}} \left(-4 x^2+e^{e^x} \left(2+4 x+e^x \left(-2 x-2 x^2\right)\right)\right)}{3 x^2+6 x^3+3 x^4} \, dx","Int[(E^((-2*E^E^x + 2*x - 2*x^2)/(3*x + 3*x^2))*(-4*x^2 + E^E^x*(2 + 4*x + E^x*(-2*x - 2*x^2))))/(3*x^2 + 6*x^3 + 3*x^4),x]","\int \frac{e^{\frac{-2 e^{e^x}+2 x-2 x^2}{3 x+3 x^2}} \left(-4 x^2+e^{e^x} \left(2+4 x+e^x \left(-2 x-2 x^2\right)\right)\right)}{3 x^2+6 x^3+3 x^4} \, dx","e^{\frac{2 \left(1-\frac{x^2+e^{e^x}}{x}\right)}{3 (x+1)}}+3",1,"(-2*Defer[Int][E^(E^x + x - (2*(E^E^x - x + x^2))/(x*(3 + 3*x)))/(-1 - x), x])/3 + (2*Defer[Int][E^(E^x - (2*(E^E^x - x + x^2))/(x*(3 + 3*x)))/x^2, x])/3 - (2*Defer[Int][E^(E^x + x - (2*(E^E^x - x + x^2))/(x*(3 + 3*x)))/x, x])/3 - (4*Defer[Int][1/(E^((2*(E^E^x - x + x^2))/(x*(3 + 3*x)))*(1 + x)^2), x])/3 - (2*Defer[Int][E^(E^x - (2*(E^E^x - x + x^2))/(x*(3 + 3*x)))/(1 + x)^2, x])/3","F",0,0,0,0,-1,"{}"
3059,1,27,0,0.01151,"\int \frac{-9-e x^2-24 x^5+9 x^{10}}{e x^2} \, dx","Int[(-9 - E*x^2 - 24*x^5 + 9*x^10)/(E*x^2),x]","\frac{x^9}{e}-\frac{6 x^4}{e}-x+\frac{9}{e x}","\frac{x \left(x^4-\frac{3}{x}\right)^2}{e}-x",1,"9/(E*x) - x - (6*x^4)/E + x^9/E","A",3,2,25,0.08000,1,"{12, 14}"
3060,1,90,0,0.5297781,"\int \frac{-10 x-6 x^2+28 x^3+38 x^4+18 x^5+4 x^6+e^{2 x} \left(2 x^4+2 x^5\right)+e^x \left(-2 x^2+10 x^3+22 x^4+12 x^5+2 x^6\right)+\left(2+10 x-2 x^3-2 e^x x^3\right) \log (x)-2 \log ^2(x)}{x^3} \, dx","Int[(-10*x - 6*x^2 + 28*x^3 + 38*x^4 + 18*x^5 + 4*x^6 + E^(2*x)*(2*x^4 + 2*x^5) + E^x*(-2*x^2 + 10*x^3 + 22*x^4 + 12*x^5 + 2*x^6) + (2 + 10*x - 2*x^3 - 2*E^x*x^3)*Log[x] - 2*Log[x]^2)/x^3,x]","x^4+2 e^x x^3+\frac{8 x^3}{3}+6 e^x x^2+e^{2 x} x^2+9 x^2+\frac{\log ^2(x)}{x^2}+10 e^x x+20 x+\frac{10}{3} (x+1)^3-2 x \log (x)-2 e^x \log (x)-6 \log (x)-\frac{10 \log (x)}{x}","\left(x^2+e^x x+3 x-\frac{x+\log (x)}{x}+6\right)^2+7",1,"20*x + 10*E^x*x + 9*x^2 + 6*E^x*x^2 + E^(2*x)*x^2 + (8*x^3)/3 + 2*E^x*x^3 + x^4 + (10*(1 + x)^3)/3 - 6*Log[x] - 2*E^x*Log[x] - (10*Log[x])/x - 2*x*Log[x] + Log[x]^2/x^2","B",38,14,107,0.1308,1,"{14, 2196, 2176, 2194, 6742, 2199, 2178, 2554, 1583, 1620, 2357, 2295, 2304, 2305}"
3061,0,0,0,70.696277,"\int \frac{196+168 x+400 x^2+268 x^3+329 x^4+152 x^5+120 x^6+32 x^7+16 x^8+\left(336 x+256 x^2+584 x^3+296 x^4+336 x^5+96 x^6+64 x^7\right) \log (x)+\left(256 x^2+144 x^3+312 x^4+96 x^5+96 x^6\right) \log ^2(x)+\left(96 x^3+32 x^4+64 x^5\right) \log ^3(x)+16 x^4 \log ^4(x)+\exp \left(\frac{5}{14+6 x+13 x^2+4 x^3+4 x^4+\left(12 x+4 x^2+8 x^3\right) \log (x)+4 x^2 \log ^2(x)}\right) \left(-90-150 x-100 x^2-80 x^3+\left(-60-80 x-120 x^2\right) \log (x)-40 x \log ^2(x)\right)}{196+168 x+400 x^2+268 x^3+329 x^4+152 x^5+120 x^6+32 x^7+16 x^8+\left(336 x+256 x^2+584 x^3+296 x^4+336 x^5+96 x^6+64 x^7\right) \log (x)+\left(256 x^2+144 x^3+312 x^4+96 x^5+96 x^6\right) \log ^2(x)+\left(96 x^3+32 x^4+64 x^5\right) \log ^3(x)+16 x^4 \log ^4(x)} \, dx","Int[(196 + 168*x + 400*x^2 + 268*x^3 + 329*x^4 + 152*x^5 + 120*x^6 + 32*x^7 + 16*x^8 + (336*x + 256*x^2 + 584*x^3 + 296*x^4 + 336*x^5 + 96*x^6 + 64*x^7)*Log[x] + (256*x^2 + 144*x^3 + 312*x^4 + 96*x^5 + 96*x^6)*Log[x]^2 + (96*x^3 + 32*x^4 + 64*x^5)*Log[x]^3 + 16*x^4*Log[x]^4 + E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + (12*x + 4*x^2 + 8*x^3)*Log[x] + 4*x^2*Log[x]^2))*(-90 - 150*x - 100*x^2 - 80*x^3 + (-60 - 80*x - 120*x^2)*Log[x] - 40*x*Log[x]^2))/(196 + 168*x + 400*x^2 + 268*x^3 + 329*x^4 + 152*x^5 + 120*x^6 + 32*x^7 + 16*x^8 + (336*x + 256*x^2 + 584*x^3 + 296*x^4 + 336*x^5 + 96*x^6 + 64*x^7)*Log[x] + (256*x^2 + 144*x^3 + 312*x^4 + 96*x^5 + 96*x^6)*Log[x]^2 + (96*x^3 + 32*x^4 + 64*x^5)*Log[x]^3 + 16*x^4*Log[x]^4),x]","\int \frac{196+168 x+400 x^2+268 x^3+329 x^4+152 x^5+120 x^6+32 x^7+16 x^8+\left(336 x+256 x^2+584 x^3+296 x^4+336 x^5+96 x^6+64 x^7\right) \log (x)+\left(256 x^2+144 x^3+312 x^4+96 x^5+96 x^6\right) \log ^2(x)+\left(96 x^3+32 x^4+64 x^5\right) \log ^3(x)+16 x^4 \log ^4(x)+\exp \left(\frac{5}{14+6 x+13 x^2+4 x^3+4 x^4+\left(12 x+4 x^2+8 x^3\right) \log (x)+4 x^2 \log ^2(x)}\right) \left(-90-150 x-100 x^2-80 x^3+\left(-60-80 x-120 x^2\right) \log (x)-40 x \log ^2(x)\right)}{196+168 x+400 x^2+268 x^3+329 x^4+152 x^5+120 x^6+32 x^7+16 x^8+\left(336 x+256 x^2+584 x^3+296 x^4+336 x^5+96 x^6+64 x^7\right) \log (x)+\left(256 x^2+144 x^3+312 x^4+96 x^5+96 x^6\right) \log ^2(x)+\left(96 x^3+32 x^4+64 x^5\right) \log ^3(x)+16 x^4 \log ^4(x)} \, dx","x+e^{\frac{5}{(-x+2 x (x+\log (x)+1)+3)^2+5}}",1,"x - 30*Defer[Int][E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] + 140*Defer[Int][E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))/(x*(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2), x] - 20*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*x)/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] - 60*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*x^2)/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] - 40*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*x^3)/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] + 60*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*Log[x])/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] - 40*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*x*Log[x])/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] - 40*Defer[Int][(E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))*x^2*Log[x])/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)^2, x] - 10*Defer[Int][E^(5/(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 4*x*(3 + x + 2*x^2)*Log[x] + 4*x^2*Log[x]^2))/(x*(14 + 6*x + 13*x^2 + 4*x^3 + 4*x^4 + 12*x*Log[x] + 4*x^2*Log[x] + 8*x^3*Log[x] + 4*x^2*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
3062,0,0,0,6.6121359,"\int \frac{\exp \left(\frac{2 x+x^2+x \log (x)+\left(4 x+2 x^2+2 x \log (x)\right) \log \left(\frac{1}{4 x+x \log (x)}\right)}{\log \left(\frac{1}{4 x+x \log (x)}\right)}\right) \left(50+25 x+(35+5 x) \log (x)+5 \log ^2(x)+\left(60+40 x+(35+10 x) \log (x)+5 \log ^2(x)\right) \log \left(\frac{1}{4 x+x \log (x)}\right)+\left(120+80 x+(70+20 x) \log (x)+10 \log ^2(x)\right) \log ^2\left(\frac{1}{4 x+x \log (x)}\right)\right)}{(4+\log (x)) \log ^2\left(\frac{1}{4 x+x \log (x)}\right)} \, dx","Int[(E^((2*x + x^2 + x*Log[x] + (4*x + 2*x^2 + 2*x*Log[x])*Log[(4*x + x*Log[x])^(-1)])/Log[(4*x + x*Log[x])^(-1)])*(50 + 25*x + (35 + 5*x)*Log[x] + 5*Log[x]^2 + (60 + 40*x + (35 + 10*x)*Log[x] + 5*Log[x]^2)*Log[(4*x + x*Log[x])^(-1)] + (120 + 80*x + (70 + 20*x)*Log[x] + 10*Log[x]^2)*Log[(4*x + x*Log[x])^(-1)]^2))/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2),x]","\int \frac{\exp \left(\frac{2 x+x^2+x \log (x)+\left(4 x+2 x^2+2 x \log (x)\right) \log \left(\frac{1}{4 x+x \log (x)}\right)}{\log \left(\frac{1}{4 x+x \log (x)}\right)}\right) \left(50+25 x+(35+5 x) \log (x)+5 \log ^2(x)+\left(60+40 x+(35+10 x) \log (x)+5 \log ^2(x)\right) \log \left(\frac{1}{4 x+x \log (x)}\right)+\left(120+80 x+(70+20 x) \log (x)+10 \log ^2(x)\right) \log ^2\left(\frac{1}{4 x+x \log (x)}\right)\right)}{(4+\log (x)) \log ^2\left(\frac{1}{4 x+x \log (x)}\right)} \, dx","5 \exp \left((x+\log (x)+2) \left(2 x+\frac{x}{\log \left(\frac{1}{x (\log (x)+4)}\right)}\right)\right)",1,"30*Defer[Int][E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)]), x] + 20*Defer[Int][E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*x, x] + 10*Defer[Int][E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*Log[x], x] + 50*Defer[Int][E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2), x] + 25*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*x)/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2), x] + 35*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*Log[x])/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2), x] + 5*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*x*Log[x])/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2), x] + 5*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*Log[x]^2)/((4 + Log[x])*Log[(4*x + x*Log[x])^(-1)]^2), x] + 15*Defer[Int][E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])/Log[(4*x + x*Log[x])^(-1)], x] + 10*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*x)/Log[(4*x + x*Log[x])^(-1)], x] + 5*Defer[Int][(E^((x*(2 + x + Log[x])*(1 + 2*Log[(4*x + x*Log[x])^(-1)]))/Log[(4*x + x*Log[x])^(-1)])*Log[x])/Log[(4*x + x*Log[x])^(-1)], x]","F",0,0,0,0,-1,"{}"
3063,0,0,0,3.2862126,"\int \frac{-2 x-x^2+\left(-2-x-2 x^2-2 x^3-x^4\right) \log (x)+\left(-2 x-4 x^2-2 x^3\right) \log ^2(x)+\left(-2 x-x^2\right) \log ^3(x)+\left(2+3 x+x^2\right) \log (x) \log \left(\left(8+8 x+2 x^2\right) \log (x)\right)}{\left(2 x^3+x^4\right) \log (x)+\left(4 x^2+2 x^3\right) \log ^2(x)+\left(2 x+x^2\right) \log ^3(x)} \, dx","Int[(-2*x - x^2 + (-2 - x - 2*x^2 - 2*x^3 - x^4)*Log[x] + (-2*x - 4*x^2 - 2*x^3)*Log[x]^2 + (-2*x - x^2)*Log[x]^3 + (2 + 3*x + x^2)*Log[x]*Log[(8 + 8*x + 2*x^2)*Log[x]])/((2*x^3 + x^4)*Log[x] + (4*x^2 + 2*x^3)*Log[x]^2 + (2*x + x^2)*Log[x]^3),x]","\int \frac{-2 x-x^2+\left(-2-x-2 x^2-2 x^3-x^4\right) \log (x)+\left(-2 x-4 x^2-2 x^3\right) \log ^2(x)+\left(-2 x-x^2\right) \log ^3(x)+\left(2+3 x+x^2\right) \log (x) \log \left(\left(8+8 x+2 x^2\right) \log (x)\right)}{\left(2 x^3+x^4\right) \log (x)+\left(4 x^2+2 x^3\right) \log ^2(x)+\left(2 x+x^2\right) \log ^3(x)} \, dx","-x-\frac{\log \left(2 (x+2)^2 \log (x)\right)}{x+\log (x)}+13",1,"-x - ExpIntegralEi[-Log[x]] + Defer[Int][1/(x^2*(x + Log[x])), x] - 2*Defer[Int][1/((2 + x)*(x + Log[x])), x] + Defer[Int][Log[2*(2 + x)^2*Log[x]]/(x + Log[x])^2, x] + Defer[Int][Log[2*(2 + x)^2*Log[x]]/(x*(x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
3064,1,95,0,0.1888195,"\int \frac{e^{\frac{1}{\log ^2\left(4-40 x+36 x^2+320 x^3+256 x^4\right)}} \left(-20-44 x+64 x^2+\left(-1+5 x+8 x^2\right) \log ^3\left(4-40 x+36 x^2+320 x^3+256 x^4\right)\right)}{\left(-1+7 x-3 x^2-11 x^3+8 x^4\right) \log ^3\left(4-40 x+36 x^2+320 x^3+256 x^4\right)} \, dx","Int[(E^Log[4 - 40*x + 36*x^2 + 320*x^3 + 256*x^4]^(-2)*(-20 - 44*x + 64*x^2 + (-1 + 5*x + 8*x^2)*Log[4 - 40*x + 36*x^2 + 320*x^3 + 256*x^4]^3))/((-1 + 7*x - 3*x^2 - 11*x^3 + 8*x^4)*Log[4 - 40*x + 36*x^2 + 320*x^3 + 256*x^4]^3),x]","\frac{\left(-16 x^2+11 x+5\right) \left(64 x^4+80 x^3+9 x^2-10 x+1\right) e^{\frac{1}{\log ^2\left(256 x^4+320 x^3+36 x^2-40 x+4\right)}}}{\left(-128 x^3-120 x^2-9 x+5\right) \left(-8 x^4+11 x^3+3 x^2-7 x+1\right)}","\frac{e^{\frac{1}{\log ^2\left(\left(-(4 x+1)^2-2 x+3\right)^2\right)}}}{1-x}",1,"(E^Log[4 - 40*x + 36*x^2 + 320*x^3 + 256*x^4]^(-2)*(5 + 11*x - 16*x^2)*(1 - 10*x + 9*x^2 + 80*x^3 + 64*x^4))/((5 - 9*x - 120*x^2 - 128*x^3)*(1 - 7*x + 3*x^2 + 11*x^3 - 8*x^4))","B",1,1,115,0.008696,1,"{2288}"
3065,1,77,0,0.1282626,"\int \frac{1}{5} \left(-55-4 x+16 x^2-2 x^3+\left(48+32 x-2 x^2-8 x^3+2 x^4\right) \log (x)+\left(64-48 x^2+5 x^4\right) \log ^2(x)\right) \, dx","Int[(-55 - 4*x + 16*x^2 - 2*x^3 + (48 + 32*x - 2*x^2 - 8*x^3 + 2*x^4)*Log[x] + (64 - 48*x^2 + 5*x^4)*Log[x]^2)/5,x]","\frac{1}{5} x^5 \log ^2(x)-\frac{2}{5} x^4 \log (x)+\frac{2 x^3}{5}-\frac{16}{5} x^3 \log ^2(x)+2 x^3 \log (x)-2 x^2+\frac{16}{5} x^2 \log (x)+5 x+\frac{64}{5} x \log ^2(x)-16 x \log (x)","\frac{1}{5} x \left(x^2+\left(\left(x^2-8\right) \log (x)-x+5\right)^2\right)",1,"5*x - 2*x^2 + (2*x^3)/5 - 16*x*Log[x] + (16*x^2*Log[x])/5 + 2*x^3*Log[x] - (2*x^4*Log[x])/5 + (64*x*Log[x]^2)/5 - (16*x^3*Log[x]^2)/5 + (x^5*Log[x]^2)/5","B",17,6,59,0.1017,1,"{12, 2356, 2295, 2304, 2296, 2305}"
3066,1,15,0,0.1393363,"\int \frac{e^{\frac{30-12 x+2 x^2}{x}} \left(-30+2 x^2\right)}{x^2} \, dx","Int[(E^((30 - 12*x + 2*x^2)/x)*(-30 + 2*x^2))/x^2,x]","e^{\frac{2 \left(x^2-6 x+15\right)}{x}}","e^{\frac{2 \left(x^2-x+5 (3-x)\right)}{x}}",1,"E^((2*(15 - 6*x + x^2))/x)","A",1,1,27,0.03704,1,"{6706}"
3067,0,0,0,2.3501111,"\int \frac{-40-5 x^2+\left(80+20 x^2\right) \log (x)+e^{e^x} \left(-10 x+\left(30 x+10 e^x x^2\right) \log (x)\right)}{2 e^{e^x} x^2 \log (x)+\left(8 x+x^3\right) \log (x)} \, dx","Int[(-40 - 5*x^2 + (80 + 20*x^2)*Log[x] + E^E^x*(-10*x + (30*x + 10*E^x*x^2)*Log[x]))/(2*E^E^x*x^2*Log[x] + (8*x + x^3)*Log[x]),x]","\int \frac{-40-5 x^2+\left(80+20 x^2\right) \log (x)+e^{e^x} \left(-10 x+\left(30 x+10 e^x x^2\right) \log (x)\right)}{2 e^{e^x} x^2 \log (x)+\left(8 x+x^3\right) \log (x)} \, dx","5 \log \left(\frac{x^2 \left(4-\left(-\frac{x}{2}-e^{e^x}\right) x\right)}{4 \log (x)}\right)+4",1,"15*Log[x] - 5*Log[Log[x]] - 40*Defer[Int][1/(x*(8 + 2*E^E^x*x + x^2)), x] + 5*Defer[Int][x/(8 + 2*E^E^x*x + x^2), x] + 10*Defer[Int][(E^(E^x + x)*x)/(8 + 2*E^E^x*x + x^2), x]","F",0,0,0,0,-1,"{}"
3068,1,25,0,1.2746134,"\int \frac{6+e^{3+x} (-1+x)+\left(6 x-e^{3+x} x-x^2\right) \log \left(\frac{3 x}{-6+e^{3+x}+x}\right) \log \left(\log \left(\frac{3 x}{-6+e^{3+x}+x}\right)\right)}{\left(-6 x^2+e^{3+x} x^2+x^3\right) \log \left(\frac{3 x}{-6+e^{3+x}+x}\right) \log \left(\log \left(\frac{3 x}{-6+e^{3+x}+x}\right)\right)+\left(-6 x+e^{3+x} x+x^2\right) \log \left(\frac{3 x}{-6+e^{3+x}+x}\right) \log \left(\log \left(\frac{3 x}{-6+e^{3+x}+x}\right)\right) \log \left(\log \left(\log \left(\frac{3 x}{-6+e^{3+x}+x}\right)\right)\right)} \, dx","Int[(6 + E^(3 + x)*(-1 + x) + (6*x - E^(3 + x)*x - x^2)*Log[(3*x)/(-6 + E^(3 + x) + x)]*Log[Log[(3*x)/(-6 + E^(3 + x) + x)]])/((-6*x^2 + E^(3 + x)*x^2 + x^3)*Log[(3*x)/(-6 + E^(3 + x) + x)]*Log[Log[(3*x)/(-6 + E^(3 + x) + x)]] + (-6*x + E^(3 + x)*x + x^2)*Log[(3*x)/(-6 + E^(3 + x) + x)]*Log[Log[(3*x)/(-6 + E^(3 + x) + x)]]*Log[Log[Log[(3*x)/(-6 + E^(3 + x) + x)]]]),x]","-\log \left(x+\log \left(\log \left(\log \left(-\frac{3 x}{-x-e^{x+3}+6}\right)\right)\right)\right)","\log \left(\frac{2}{x+\log \left(\log \left(\log \left(\frac{3 x}{x+e^{x+3}-6}\right)\right)\right)}\right)",1,"-Log[x + Log[Log[Log[(-3*x)/(6 - E^(3 + x) - x)]]]]","A",2,2,170,0.01176,1,"{6688, 6684}"
3069,1,17,0,0.1826504,"\int \frac{250-75 x^4-100 \log (x)}{-6 x-x^5+4 x \log (x)} \, dx","Int[(250 - 75*x^4 - 100*Log[x])/(-6*x - x^5 + 4*x*Log[x]),x]","25 \log \left(x^4-4 \log (x)+6\right)-25 \log (x)","5 \left(4-5 \log \left(\frac{x}{x^4-4 \log (x)+6}\right)\right)",1,"-25*Log[x] + 25*Log[6 + x^4 - 4*Log[x]]","A",5,4,28,0.1429,1,"{6741, 12, 6742, 6684}"
3070,0,0,0,12.515552,"\int \frac{-5+x \log (x)+\left(6 x-2 x^2+\left(-5 x-4 x^2\right) \log (x)\right) \log (2 x)+(x+x \log (x)) \log (2 x) \log (\log (2 x))}{\left(25 x+11 x^2+\left(-5 x^2-2 x^3\right) \log (x)\right) \log (2 x)+\left(-5 x+x^2 \log (x)\right) \log (2 x) \log (\log (2 x))} \, dx","Int[(-5 + x*Log[x] + (6*x - 2*x^2 + (-5*x - 4*x^2)*Log[x])*Log[2*x] + (x + x*Log[x])*Log[2*x]*Log[Log[2*x]])/((25*x + 11*x^2 + (-5*x^2 - 2*x^3)*Log[x])*Log[2*x] + (-5*x + x^2*Log[x])*Log[2*x]*Log[Log[2*x]]),x]","\int \frac{-5+x \log (x)+\left(6 x-2 x^2+\left(-5 x-4 x^2\right) \log (x)\right) \log (2 x)+(x+x \log (x)) \log (2 x) \log (\log (2 x))}{\left(25 x+11 x^2+\left(-5 x^2-2 x^3\right) \log (x)\right) \log (2 x)+\left(-5 x+x^2 \log (x)\right) \log (2 x) \log (\log (2 x))} \, dx","\log (x+(5-x \log (x)) (2 x-\log (\log (2 x))+5))",1,"Log[5 - x*Log[x]] + 55*Defer[Int][1/((-5 + x*Log[x])*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] + Defer[Int][x/((-5 + x*Log[x])*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] - 20*Defer[Int][(x*Log[x])/((-5 + x*Log[x])*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] + 2*Defer[Int][(x^2*Log[x]^2)/((-5 + x*Log[x])*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] - 25*Defer[Int][1/(x*(-5 + x*Log[x])*Log[2*x]*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] + 10*Defer[Int][Log[x]/((-5 + x*Log[x])*Log[2*x]*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x] - Defer[Int][(x*Log[x]^2)/((-5 + x*Log[x])*Log[2*x]*(-25 - 11*x + 5*x*Log[x] + 2*x^2*Log[x] + 5*Log[Log[2*x]] - x*Log[x]*Log[Log[2*x]])), x]","F",0,0,0,0,-1,"{}"
3071,1,280,0,1.1301287,"\int \frac{e^5 (-12+3 x)+(12-3 x) \log (4)+\left(4 e^{10}-163 e^5 x+1660 x^2+\left(-8 e^5+163 x\right) \log (4)+4 \log ^2(4)\right) \log \left(\frac{4 e^5-83 x-4 \log (4)}{-5 e^5+100 x+5 \log (4)}\right)}{26560 x^2-13280 x^3+1660 x^4+e^{10} \left(64-32 x+4 x^2\right)+e^5 \left(-2608 x+1304 x^2-163 x^3\right)+\left(2608 x-1304 x^2+163 x^3+e^5 \left(-128+64 x-8 x^2\right)\right) \log (4)+\left(64-32 x+4 x^2\right) \log ^2(4)} \, dx","Int[(E^5*(-12 + 3*x) + (12 - 3*x)*Log[4] + (4*E^10 - 163*E^5*x + 1660*x^2 + (-8*E^5 + 163*x)*Log[4] + 4*Log[4]^2)*Log[(4*E^5 - 83*x - 4*Log[4])/(-5*E^5 + 100*x + 5*Log[4])])/(26560*x^2 - 13280*x^3 + 1660*x^4 + E^10*(64 - 32*x + 4*x^2) + E^5*(-2608*x + 1304*x^2 - 163*x^3) + (2608*x - 1304*x^2 + 163*x^3 + E^5*(-128 + 64*x - 8*x^2))*Log[4] + (64 - 32*x + 4*x^2)*Log[4]^2),x]","-\frac{\left(3 e^5-\log (64)\right) \log (4-x)}{\left(80-e^5+\log (4)\right) \left(332-4 e^5+\log (256)\right)}+\frac{3 \left(e^5-\log (4)\right) \log (4-x)}{\left(80-e^5+\log (4)\right) \left(332-4 e^5+\log (256)\right)}-\frac{60 \left(e^5-\log (4)\right) \log \left(-20 x+e^5-\log (4)\right)}{\left(80-e^5+\log (4)\right) \left(3 e^5-\log (64)\right)}+\frac{\left(3 e^5-\log (64)\right) \log \left(-83 x+4 e^5-\log (256)\right)}{\left(80-e^5+\log (4)\right) \left(332-4 e^5+\log (256)\right)}+\frac{249 \left(e^5-\log (4)\right) \log \left(-83 x+4 e^5-\log (256)\right)}{\left(3 e^5-\log (64)\right) \left(332-4 e^5+\log (256)\right)}-\frac{\left(-20 x+e^5-\log (4)\right) \log \left(-\frac{-83 x+4 e^5-\log (256)}{5 \left(-20 x+e^5-\log (4)\right)}\right)}{(4-x) \left(80-e^5+\log (4)\right)}","\frac{\log \left(\frac{1}{5} \left(\frac{3 x}{-20 x+e^5-\log (4)}-4\right)\right)}{4-x}",1,"(3*(E^5 - Log[4])*Log[4 - x])/((80 - E^5 + Log[4])*(332 - 4*E^5 + Log[256])) - ((3*E^5 - Log[64])*Log[4 - x])/((80 - E^5 + Log[4])*(332 - 4*E^5 + Log[256])) - (60*(E^5 - Log[4])*Log[E^5 - 20*x - Log[4]])/((80 - E^5 + Log[4])*(3*E^5 - Log[64])) + (249*(E^5 - Log[4])*Log[4*E^5 - 83*x - Log[256]])/((3*E^5 - Log[64])*(332 - 4*E^5 + Log[256])) + ((3*E^5 - Log[64])*Log[4*E^5 - 83*x - Log[256]])/((80 - E^5 + Log[4])*(332 - 4*E^5 + Log[256])) - ((E^5 - 20*x - Log[4])*Log[-1/5*(4*E^5 - 83*x - Log[256])/(E^5 - 20*x - Log[4])])/((4 - x)*(80 - E^5 + Log[4]))","B",10,7,181,0.03867,1,"{6, 6688, 6742, 72, 2490, 36, 31}"
3072,1,19,0,0.7512891,"\int \frac{-6+x^2+\left(-3-x^2 \log (x)\right) \log \left(\frac{-3-x^2 \log (x)}{3 x^2}\right)}{\left(3 x+x^3 \log (x)\right) \log \left(\frac{-3-x^2 \log (x)}{3 x^2}\right)} \, dx","Int[(-6 + x^2 + (-3 - x^2*Log[x])*Log[(-3 - x^2*Log[x])/(3*x^2)])/((3*x + x^3*Log[x])*Log[(-3 - x^2*Log[x])/(3*x^2)]),x]","\log \left(\log \left(-\frac{1}{x^2}-\frac{\log (x)}{3}\right)\right)-\log (x)","\log \left(\frac{121 \log \left(\frac{1}{3} \left(-\frac{3}{x^2}-\log (x)\right)\right)}{x}\right)",1,"-Log[x] + Log[Log[-x^(-2) - Log[x]/3]]","A",5,4,64,0.06250,1,"{2561, 6691, 6742, 6684}"
3073,0,0,0,41.3758071,"\int \frac{64 e^{-36+16 x-2 x^2} \left(-\frac{1}{64} e^{36-16 x+2 x^2} x^3 \log ^3(x)+\exp \left(\frac{64 e^{-36+16 x-2 x^2} \left(16-4 e^{18-8 x+x^2} x+\frac{1}{4} e^{36-16 x+2 x^2} x^2\right)}{x^2 \log ^2(x)}\right) \left(-32-\frac{1}{2} e^{36-16 x+2 x^2} x^2+\left(-32+256 x-64 x^2\right) \log (x)+\frac{1}{8} e^{18-8 x+x^2} x \left(64+\left(32-256 x+64 x^2\right) \log (x)\right)\right)\right)}{x^3 \log ^3(x)} \, dx","Int[(64*E^(-36 + 16*x - 2*x^2)*(-1/64*(E^(36 - 16*x + 2*x^2)*x^3*Log[x]^3) + E^((64*E^(-36 + 16*x - 2*x^2)*(16 - 4*E^(18 - 8*x + x^2)*x + (E^(36 - 16*x + 2*x^2)*x^2)/4))/(x^2*Log[x]^2))*(-32 - (E^(36 - 16*x + 2*x^2)*x^2)/2 + (-32 + 256*x - 64*x^2)*Log[x] + (E^(18 - 8*x + x^2)*x*(64 + (32 - 256*x + 64*x^2)*Log[x]))/8)))/(x^3*Log[x]^3),x]","\int \frac{64 e^{-36+16 x-2 x^2} \left(-\frac{1}{64} e^{36-16 x+2 x^2} x^3 \log ^3(x)+\exp \left(\frac{64 e^{-36+16 x-2 x^2} \left(16-4 e^{18-8 x+x^2} x+\frac{1}{4} e^{36-16 x+2 x^2} x^2\right)}{x^2 \log ^2(x)}\right) \left(-32-\frac{1}{2} e^{36-16 x+2 x^2} x^2+\left(-32+256 x-64 x^2\right) \log (x)+\frac{1}{8} e^{18-8 x+x^2} x \left(64+\left(32-256 x+64 x^2\right) \log (x)\right)\right)\right)}{x^3 \log ^3(x)} \, dx","e^{\frac{\left(\frac{32 e^{-(x-4)^2-2}}{x}-4\right)^2}{\log ^2(x)}}-x",1,"-x - 2048*Defer[Int][E^(16*x - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x^3*Log[x]^3), x] + 512*Defer[Int][E^(18 + 8*x + x^2 - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x^2*Log[x]^3), x] - 32*Defer[Int][E^((16*E^(-36 - 2*x^2)*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(x^2*Log[x]^2))/(x*Log[x]^3), x] + 512*Defer[Int][E^(18 + 8*x + x^2 - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/Log[x]^2, x] - 2048*Defer[Int][E^(16*x - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x^3*Log[x]^2), x] + 16384*Defer[Int][E^(16*x - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x^2*Log[x]^2), x] + 256*Defer[Int][E^(18 + 8*x + x^2 - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x^2*Log[x]^2), x] - 4096*Defer[Int][E^(16*x - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x*Log[x]^2), x] - 2048*Defer[Int][E^(18 + 8*x + x^2 - 2*(18 + x^2 - (8*(-8*E^(8*x) + E^(18 + x^2)*x)^2)/(E^(2*(18 + x^2))*x^2*Log[x]^2)))/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
3074,0,0,0,1.2242536,"\int \frac{e (1125+7425 x)+e^x \left(27 x^2+297 x^3+1089 x^4+1331 x^5\right)+\left(225 e+e^x \left(27 x^2+198 x^3+363 x^4\right)\right) \log (x)+e^x \left(9 x^2+33 x^3\right) \log ^2(x)+e^x x^2 \log ^3(x)}{27 x^2+297 x^3+1089 x^4+1331 x^5+\left(27 x^2+198 x^3+363 x^4\right) \log (x)+\left(9 x^2+33 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","Int[(E*(1125 + 7425*x) + E^x*(27*x^2 + 297*x^3 + 1089*x^4 + 1331*x^5) + (225*E + E^x*(27*x^2 + 198*x^3 + 363*x^4))*Log[x] + E^x*(9*x^2 + 33*x^3)*Log[x]^2 + E^x*x^2*Log[x]^3)/(27*x^2 + 297*x^3 + 1089*x^4 + 1331*x^5 + (27*x^2 + 198*x^3 + 363*x^4)*Log[x] + (9*x^2 + 33*x^3)*Log[x]^2 + x^2*Log[x]^3),x]","\int \frac{e (1125+7425 x)+e^x \left(27 x^2+297 x^3+1089 x^4+1331 x^5\right)+\left(225 e+e^x \left(27 x^2+198 x^3+363 x^4\right)\right) \log (x)+e^x \left(9 x^2+33 x^3\right) \log ^2(x)+e^x x^2 \log ^3(x)}{27 x^2+297 x^3+1089 x^4+1331 x^5+\left(27 x^2+198 x^3+363 x^4\right) \log (x)+\left(9 x^2+33 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","e^x-\frac{9 e}{x \left(2 x+\frac{1}{5} (x+\log (x)+3)\right)^2}",1,"E^x + 450*E*Defer[Int][1/(x^2*(3 + 11*x + Log[x])^3), x] + 4950*E*Defer[Int][1/(x*(3 + 11*x + Log[x])^3), x] + 225*E*Defer[Int][1/(x^2*(3 + 11*x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
3075,0,0,0,2.7749355,"\int \frac{e^{\frac{-1+2 x}{2 x}} (-5+10 x)-10 x \log (3)}{2 e^{\frac{-1+2 x}{x}} x-4 e^{\frac{-1+2 x}{2 x}} x \log (3)+2 x \log ^2(3)} \, dx","Int[(E^((-1 + 2*x)/(2*x))*(-5 + 10*x) - 10*x*Log[3])/(2*E^((-1 + 2*x)/x)*x - 4*E^((-1 + 2*x)/(2*x))*x*Log[3] + 2*x*Log[3]^2),x]","\int \frac{e^{\frac{-1+2 x}{2 x}} (-5+10 x)-10 x \log (3)}{2 e^{\frac{-1+2 x}{x}} x-4 e^{\frac{-1+2 x}{2 x}} x \log (3)+2 x \log ^2(3)} \, dx","\frac{5 x}{e^{1-\frac{1}{2 x}}-\log (3)}+19",1,"5*E^(-1 + 1/(2*x))*x - (5*Log[x])/(2*Log[3]) + 5*Log[3]*Defer[Int][E^(-1 + x^(-1))/(E - E^(1/(2*x))*Log[3]), x] + (5*E^2*Defer[Subst][Defer[Int][1/(x*(-E + E^(x/2)*Log[3])^2), x], x, x^(-1)])/(2*Log[3]) + (5*E*Defer[Subst][Defer[Int][1/(x*(-E + E^(x/2)*Log[3])), x], x, x^(-1)])/Log[3] + (5*Log[3]*Defer[Subst][Defer[Int][E^(-1 + x)/(E*x - E^(x/2)*x*Log[3]), x], x, x^(-1)])/2","F",0,0,0,0,-1,"{}"
3076,0,0,0,2.7166292,"\int \frac{2 x \log (3)+6 e^x x \log (3)+\left(-6 e^x \log (3)-2 x \log (3)\right) \log \left(3 e^x+x\right)+\left(3 e^x \log (3)+x \log (3)\right) \log \left(3 e^x+x\right) \log \left(-\frac{x}{\log \left(3 e^x+x\right)}\right)}{\left(3 e^x+x\right) \log \left(3 e^x+x\right) \log ^3\left(-\frac{x}{\log \left(3 e^x+x\right)}\right)} \, dx","Int[(2*x*Log[3] + 6*E^x*x*Log[3] + (-6*E^x*Log[3] - 2*x*Log[3])*Log[3*E^x + x] + (3*E^x*Log[3] + x*Log[3])*Log[3*E^x + x]*Log[-(x/Log[3*E^x + x])])/((3*E^x + x)*Log[3*E^x + x]*Log[-(x/Log[3*E^x + x])]^3),x]","\int \frac{2 x \log (3)+6 e^x x \log (3)+\left(-6 e^x \log (3)-2 x \log (3)\right) \log \left(3 e^x+x\right)+\left(3 e^x \log (3)+x \log (3)\right) \log \left(3 e^x+x\right) \log \left(-\frac{x}{\log \left(3 e^x+x\right)}\right)}{\left(3 e^x+x\right) \log \left(3 e^x+x\right) \log ^3\left(-\frac{x}{\log \left(3 e^x+x\right)}\right)} \, dx","\frac{x \log (3)}{\log ^2\left(-\frac{x}{\log \left(x+3 e^x\right)}\right)}",1,"-2*Log[3]*Defer[Int][Log[-(x/Log[3*E^x + x])]^(-3), x] + 2*Log[3]*Defer[Int][x/(Log[3*E^x + x]*Log[-(x/Log[3*E^x + x])]^3), x] + 2*Log[3]*Defer[Int][x/((3*E^x + x)*Log[3*E^x + x]*Log[-(x/Log[3*E^x + x])]^3), x] - 2*Log[3]*Defer[Int][x^2/((3*E^x + x)*Log[3*E^x + x]*Log[-(x/Log[3*E^x + x])]^3), x] + Log[3]*Defer[Int][Log[-(x/Log[3*E^x + x])]^(-2), x]","F",0,0,0,0,-1,"{}"
3077,0,0,0,25.8559577,"\int \frac{-8472-51030000 e^{5 x}-18370800 e^{6 x}-3674160 e^{7 x}-314928 e^{8 x}+e^{2 x} (-49890600-32400 x)+e^{3 x} (-86631120-19440 x)+e^x (-12726000-18000 x)+e^{4 x} (-85365900-3888 x)-12 x}{2235957977344+1004423490000 e^{13 x}+129140163000 e^{14 x}+10331213040 e^{15 x}+387420489 e^{16 x}+12668283264 x+26915568 x^2+25416 x^3+9 x^4+e^{12 x} (5442176919456+19131876 x)+e^{11 x} (21793502589120+382637520 x)+e^{10 x} (66780663483600+3507510600 x)+e^{9 x} (159903511020000+19486170000 x)+e^{8 x} \left(302780869911648+73130533128 x+354294 x^2\right)+e^{7 x} \left(455606824688640+195626975040 x+4723920 x^2\right)+e^{6 x} \left(543962229350400+383361854400 x+27556200 x^2\right)+e^{5 x} \left(510892671168000+556162848000 x+91854000 x^2\right)+e^{4 x} \left(370848773784384+594894062016 x+192071088 x^2+2916 x^3\right)+e^{3 x} \left(201627923362560+459373213440 x+259873920 x^2+19440 x^3\right)+e^{2 x} \left(77662210406400+244230033600 x+224434800 x^2+48600 x^3\right)+e^x \left(19002424896000+80746704000 x+114372000 x^2+54000 x^3\right)} \, dx","Int[(-8472 - 51030000*E^(5*x) - 18370800*E^(6*x) - 3674160*E^(7*x) - 314928*E^(8*x) + E^(2*x)*(-49890600 - 32400*x) + E^(3*x)*(-86631120 - 19440*x) + E^x*(-12726000 - 18000*x) + E^(4*x)*(-85365900 - 3888*x) - 12*x)/(2235957977344 + 1004423490000*E^(13*x) + 129140163000*E^(14*x) + 10331213040*E^(15*x) + 387420489*E^(16*x) + 12668283264*x + 26915568*x^2 + 25416*x^3 + 9*x^4 + E^(12*x)*(5442176919456 + 19131876*x) + E^(11*x)*(21793502589120 + 382637520*x) + E^(10*x)*(66780663483600 + 3507510600*x) + E^(9*x)*(159903511020000 + 19486170000*x) + E^(8*x)*(302780869911648 + 73130533128*x + 354294*x^2) + E^(7*x)*(455606824688640 + 195626975040*x + 4723920*x^2) + E^(6*x)*(543962229350400 + 383361854400*x + 27556200*x^2) + E^(5*x)*(510892671168000 + 556162848000*x + 91854000*x^2) + E^(4*x)*(370848773784384 + 594894062016*x + 192071088*x^2 + 2916*x^3) + E^(3*x)*(201627923362560 + 459373213440*x + 259873920*x^2 + 19440*x^3) + E^(2*x)*(77662210406400 + 244230033600*x + 224434800*x^2 + 48600*x^3) + E^x*(19002424896000 + 80746704000*x + 114372000*x^2 + 54000*x^3)),x]","\int \frac{-8472-51030000 e^{5 x}-18370800 e^{6 x}-3674160 e^{7 x}-314928 e^{8 x}+e^{2 x} (-49890600-32400 x)+e^{3 x} (-86631120-19440 x)+e^x (-12726000-18000 x)+e^{4 x} (-85365900-3888 x)-12 x}{2235957977344+1004423490000 e^{13 x}+129140163000 e^{14 x}+10331213040 e^{15 x}+387420489 e^{16 x}+12668283264 x+26915568 x^2+25416 x^3+9 x^4+e^{12 x} (5442176919456+19131876 x)+e^{11 x} (21793502589120+382637520 x)+e^{10 x} (66780663483600+3507510600 x)+e^{9 x} (159903511020000+19486170000 x)+e^{8 x} \left(302780869911648+73130533128 x+354294 x^2\right)+e^{7 x} \left(455606824688640+195626975040 x+4723920 x^2\right)+e^{6 x} \left(543962229350400+383361854400 x+27556200 x^2\right)+e^{5 x} \left(510892671168000+556162848000 x+91854000 x^2\right)+e^{4 x} \left(370848773784384+594894062016 x+192071088 x^2+2916 x^3\right)+e^{3 x} \left(201627923362560+459373213440 x+259873920 x^2+19440 x^3\right)+e^{2 x} \left(77662210406400+244230033600 x+224434800 x^2+48600 x^3\right)+e^x \left(19002424896000+80746704000 x+114372000 x^2+54000 x^3\right)} \, dx","\frac{2}{3 \left(\left(3 e^x+5\right)^4+x+81\right)^2+4}",1,"23916520*Defer[Int][(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^(-2), x] + 88938000*Defer[Int][E^x/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 149607000*Defer[Int][E^(2*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 144367920*Defer[Int][E^(3*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 85363956*Defer[Int][E^(4*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 30618000*Defer[Int][E^(5*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 6123600*Defer[Int][E^(6*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 524880*Defer[Int][E^(7*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 67764*Defer[Int][x/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 126000*Defer[Int][(E^x*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 97200*Defer[Int][(E^(2*x)*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 32400*Defer[Int][(E^(3*x)*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 3888*Defer[Int][(E^(4*x)*x)/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] + 48*Defer[Int][x^2/(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^2, x] - 16*Defer[Int][(1495312 + 6354000*E^x + 12468600*E^(2*x) + 14437440*E^(3*x) + 10670616*E^(4*x) + 5103000*E^(5*x) + 1530900*E^(6*x) + 262440*E^(7*x) + 19683*E^(8*x) + 4236*x + 9000*E^x*x + 8100*E^(2*x)*x + 3240*E^(3*x)*x + 486*E^(4*x)*x + 3*x^2)^(-1), x]","F",0,0,0,0,-1,"{}"
3078,1,31,0,2.4856966,"\int \frac{e^{1+x} \left(26 x-8 x^3\right)+e^{1+x} \left(-10+8 x^2\right) \log \left(-5+4 x^2\right)}{-5+4 x^2} \, dx","Int[(E^(1 + x)*(26*x - 8*x^3) + E^(1 + x)*(-10 + 8*x^2)*Log[-5 + 4*x^2])/(-5 + 4*x^2),x]","2 e^{x+1} \log \left(4 x^2-5\right)-2 e^{x+1} x+2 e^{x+1}","2 e^{x+1} \left(\log \left(4 x^2-5\right)-x+1\right)",1,"2*E^(1 + x) - 2*E^(1 + x)*x + 2*E^(1 + x)*Log[-5 + 4*x^2]","A",36,8,47,0.1702,1,"{6725, 2271, 2178, 2176, 2194, 2269, 2554, 12}"
3079,0,0,0,2.5497176,"\int \frac{-8+4 x-26 x^2+28 x^3-6 x^4+\left(4-4 x-3 x^2+4 x^3-x^4\right) \log \left(\frac{e^{\frac{x}{-2+x}} \left(1-2 x^2+x^4\right)}{x}\right)}{\left(-4 x^2+4 x^3+3 x^4-4 x^5+x^6\right) \log ^3\left(\frac{e^{\frac{x}{-2+x}} \left(1-2 x^2+x^4\right)}{x}\right)} \, dx","Int[(-8 + 4*x - 26*x^2 + 28*x^3 - 6*x^4 + (4 - 4*x - 3*x^2 + 4*x^3 - x^4)*Log[(E^(x/(-2 + x))*(1 - 2*x^2 + x^4))/x])/((-4*x^2 + 4*x^3 + 3*x^4 - 4*x^5 + x^6)*Log[(E^(x/(-2 + x))*(1 - 2*x^2 + x^4))/x]^3),x]","\int \frac{-8+4 x-26 x^2+28 x^3-6 x^4+\left(4-4 x-3 x^2+4 x^3-x^4\right) \log \left(\frac{e^{\frac{x}{-2+x}} \left(1-2 x^2+x^4\right)}{x}\right)}{\left(-4 x^2+4 x^3+3 x^4-4 x^5+x^6\right) \log ^3\left(\frac{e^{\frac{x}{-2+x}} \left(1-2 x^2+x^4\right)}{x}\right)} \, dx","\frac{1}{x \log ^2\left(\frac{e^{\frac{x}{x-2}} \left(x^2-1\right)^2}{x}\right)}",1,"2*Defer[Int][1/((-2 + x)^2*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] - Defer[Int][1/((-2 + x)*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] - 4*Defer[Int][1/((-1 + x)*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] + 2*Defer[Int][1/(x^2*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] + Defer[Int][1/(x*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] + 4*Defer[Int][1/((1 + x)*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^3), x] - Defer[Int][1/(x^2*Log[(E^(x/(-2 + x))*(-1 + x^2)^2)/x]^2), x]","F",0,0,0,0,-1,"{}"
3080,1,20,0,8.0719259,"\int \frac{\exp \left(\log ^2\left(\frac{1}{4} e^{-x} \left(4 e^{2 x}+4 x+e^x (19+4 x)\right)\right)\right) \left(8+8 e^x+8 e^{2 x}-8 x\right) \log \left(\frac{1}{4} e^{-x} \left(4 e^{2 x}+4 x+e^x (19+4 x)\right)\right)}{4 e^{2 x}+4 x+e^x (19+4 x)} \, dx","Int[(E^Log[(4*E^(2*x) + 4*x + E^x*(19 + 4*x))/(4*E^x)]^2*(8 + 8*E^x + 8*E^(2*x) - 8*x)*Log[(4*E^(2*x) + 4*x + E^x*(19 + 4*x))/(4*E^x)])/(4*E^(2*x) + 4*x + E^x*(19 + 4*x)),x]","e^{\log ^2\left(e^{-x} x+x+e^x+\frac{19}{4}\right)}","e^{\log ^2\left(e^{-x} x+x+e^x+\frac{19}{4}\right)}",1,"E^Log[19/4 + E^x + x + x/E^x]^2","A",3,4,104,0.03846,1,"{6688, 12, 6742, 6706}"
3081,1,20,0,0.0127707,"\int \left(e^{\frac{4 \log ^2(4)}{5}} x+2 e^{\frac{4 \log ^2(4)}{5}} x \log \left(\frac{x}{e^4}\right)\right) \, dx","Int[E^((4*Log[4]^2)/5)*x + 2*E^((4*Log[4]^2)/5)*x*Log[x/E^4],x]","x^2 e^{\frac{4 \log ^2(4)}{5}} \log \left(\frac{x}{e^4}\right)","x^2 e^{\frac{4 \log ^2(4)}{5}} \log \left(\frac{x}{e^4}\right)",1,"E^((4*Log[4]^2)/5)*x^2*Log[x/E^4]","A",2,1,32,0.03125,1,"{2304}"
3082,1,245,0,3.9372518,"\int \frac{-x^2-4 x^3-4 x^4+e^2 \left(-1-4 x-4 x^2\right)+e^{\frac{2-x}{-x-2 x^2+e (1+2 x)}} \left(-4+10 e-16 x+4 x^2\right)+e^{\frac{2 (2-x)}{-x-2 x^2+e (1+2 x)}} \left(-4+10 e-16 x+4 x^2\right)+e \left(2 x+8 x^2+8 x^3\right)}{x^2+4 x^3+4 x^4+e^2 \left(1+4 x+4 x^2\right)+e \left(-2 x-8 x^2-8 x^3\right)} \, dx","Int[(-x^2 - 4*x^3 - 4*x^4 + E^2*(-1 - 4*x - 4*x^2) + E^((2 - x)/(-x - 2*x^2 + E*(1 + 2*x)))*(-4 + 10*E - 16*x + 4*x^2) + E^((2*(2 - x))/(-x - 2*x^2 + E*(1 + 2*x)))*(-4 + 10*E - 16*x + 4*x^2) + E*(2*x + 8*x^2 + 8*x^3))/(x^2 + 4*x^3 + 4*x^4 + E^2*(1 + 4*x + 4*x^2) + E*(-2*x - 8*x^2 - 8*x^3)),x]","-x-2 e^{\frac{2-x}{(e-x) (2 x+1)}}-e^{\frac{2 (2-x)}{(e-x) (2 x+1)}}-\frac{4 e^4}{(1+2 e)^2 (e-x)}-\frac{4 e^3}{(1+2 e)^2 (e-x)}-\frac{e^2}{(1+2 e)^2 (e-x)}+\frac{e^2}{e-x}-\frac{4 e^2 (3+2 e) \log (e-x)}{(1+2 e)^3}-\frac{16 e^3 (1+e) \log (e-x)}{(1+2 e)^3}-\frac{2 e \log (e-x)}{(1+2 e)^3}+2 e \log (e-x)-\frac{(1+6 e) \log (2 x+1)}{(1+2 e)^3}+\frac{(1+4 e) \log (2 x+1)}{(1+2 e)^3}+\frac{2 e \log (2 x+1)}{(1+2 e)^3}","-\left(e^{\frac{x-2}{(x-e) (2 x+1)}}+1\right)^2-x+3",1,"-2*E^((2 - x)/((E - x)*(1 + 2*x))) - E^((2*(2 - x))/((E - x)*(1 + 2*x))) + E^2/(E - x) - E^2/((1 + 2*E)^2*(E - x)) - (4*E^3)/((1 + 2*E)^2*(E - x)) - (4*E^4)/((1 + 2*E)^2*(E - x)) - x + 2*E*Log[E - x] - (2*E*Log[E - x])/(1 + 2*E)^3 - (16*E^3*(1 + E)*Log[E - x])/(1 + 2*E)^3 - (4*E^2*(3 + 2*E)*Log[E - x])/(1 + 2*E)^3 + (2*E*Log[1 + 2*x])/(1 + 2*E)^3 + ((1 + 4*E)*Log[1 + 2*x])/(1 + 2*E)^3 - ((1 + 6*E)*Log[1 + 2*x])/(1 + 2*E)^3","B",13,5,174,0.02874,1,"{6688, 6742, 43, 88, 6706}"
3083,1,24,0,1.0446076,"\int \frac{(80-20 x) \log \left(\frac{1}{3} e^{-16+8 x-x^2} \left(-1-15 e^{16-8 x+x^2}\right)\right)}{3+45 e^{16-8 x+x^2}} \, dx","Int[((80 - 20*x)*Log[(E^(-16 + 8*x - x^2)*(-1 - 15*E^(16 - 8*x + x^2)))/3])/(3 + 45*E^(16 - 8*x + x^2)),x]","\frac{5}{3} \log ^2\left(-\frac{1}{3} e^{-(4-x)^2}-5\right)","\frac{5}{3} \log ^2\left(-\frac{1}{3} e^{-(4-x)^2}-5\right)",1,"(5*Log[-5 - 1/(3*E^(4 - x)^2)]^2)/3","A",5,9,53,0.1698,1,"{6741, 12, 6715, 2282, 36, 29, 31, 6688, 6686}"
3084,1,22,0,0.9297776,"\int \frac{e^{-2 x} \left(e^{2 x} (-1-x)+\left(54 x+e^{2 x} x-54 x^3\right) \log (x)+e^{2 x} (1+x) \log (x) \log \left(\frac{1+x}{\log (x)}\right)\right)}{(1+x) \log (x)} \, dx","Int[(E^(2*x)*(-1 - x) + (54*x + E^(2*x)*x - 54*x^3)*Log[x] + E^(2*x)*(1 + x)*Log[x]*Log[(1 + x)/Log[x]])/(E^(2*x)*(1 + x)*Log[x]),x]","27 e^{-2 x} x^2+x \log \left(\frac{x+1}{\log (x)}\right)","27 e^{-2 x} x^2+x \log \left(\frac{x+1}{\log (x)}\right)",1,"(27*x^2)/E^(2*x) + x*Log[(1 + x)/Log[x]]","A",20,8,66,0.1212,1,"{6688, 6742, 2196, 2176, 2194, 43, 2298, 2549}"
3085,1,23,0,0.0290492,"\int \frac{40+16 x-56 x^2}{e^3 \left(25 x^2+10 x^3+x^4\right)} \, dx","Int[(40 + 16*x - 56*x^2)/(E^3*(25*x^2 + 10*x^3 + x^4)),x]","\frac{288}{5 e^3 (x+5)}-\frac{8}{5 e^3 x}","-\frac{8 (1-x)^2}{e^3 x (x+5)}",1,"-8/(5*E^3*x) + 288/(5*E^3*(5 + x))","A",5,4,30,0.1333,1,"{12, 1594, 27, 893}"
3086,0,0,0,0.8824712,"\int \frac{e^{\frac{3 x+(12+x) \log (x)}{3 \log (x)}} \left(3 x-3 x \log (x)+(3-x) \log ^2(x)\right)}{3 x^2 \log ^2(x)} \, dx","Int[(E^((3*x + (12 + x)*Log[x])/(3*Log[x]))*(3*x - 3*x*Log[x] + (3 - x)*Log[x]^2))/(3*x^2*Log[x]^2),x]","\int \frac{e^{\frac{3 x+(12+x) \log (x)}{3 \log (x)}} \left(3 x-3 x \log (x)+(3-x) \log ^2(x)\right)}{3 x^2 \log ^2(x)} \, dx","-\frac{e^{\frac{x}{3}+\frac{x}{\log (x)}+4}}{x}-4",1,"Defer[Int][E^((3*x + (12 + x)*Log[x])/(3*Log[x]))/x^2, x] - Defer[Int][E^((3*x + (12 + x)*Log[x])/(3*Log[x]))/x, x]/3 + Defer[Int][E^((3*x + (12 + x)*Log[x])/(3*Log[x]))/(x*Log[x]^2), x] - Defer[Int][E^((3*x + (12 + x)*Log[x])/(3*Log[x]))/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
3087,0,0,0,3.9700603,"\int \frac{108 x^3+30 x^4+2 x^5+\left(-108 x^3-21 x^4-x^5\right) \log (x)+\left(27 x^3+3 x^4\right) \log ^2(x)+\left(\left(432 x^3+105 x^4+7 x^5\right) \log (x)+\left(-432 x^3-87 x^4-4 x^5\right) \log ^2(x)+\left(108 x^3+15 x^4\right) \log ^3(x)\right) \log (\log (x))}{\left(36+12 x+x^2\right) \log (x)+(-36-6 x) \log ^2(x)+9 \log ^3(x)} \, dx","Int[(108*x^3 + 30*x^4 + 2*x^5 + (-108*x^3 - 21*x^4 - x^5)*Log[x] + (27*x^3 + 3*x^4)*Log[x]^2 + ((432*x^3 + 105*x^4 + 7*x^5)*Log[x] + (-432*x^3 - 87*x^4 - 4*x^5)*Log[x]^2 + (108*x^3 + 15*x^4)*Log[x]^3)*Log[Log[x]])/((36 + 12*x + x^2)*Log[x] + (-36 - 6*x)*Log[x]^2 + 9*Log[x]^3),x]","\int \frac{108 x^3+30 x^4+2 x^5+\left(-108 x^3-21 x^4-x^5\right) \log (x)+\left(27 x^3+3 x^4\right) \log ^2(x)+\left(\left(432 x^3+105 x^4+7 x^5\right) \log (x)+\left(-432 x^3-87 x^4-4 x^5\right) \log ^2(x)+\left(108 x^3+15 x^4\right) \log ^3(x)\right) \log (\log (x))}{\left(36+12 x+x^2\right) \log (x)+(-36-6 x) \log ^2(x)+9 \log ^3(x)} \, dx","\frac{x^4 (x+9) \log (\log (x))}{3-\frac{x}{\log (x)-2}}",1,"648*Defer[Int][(6 + x - 3*Log[x])^(-1), x] - 108*Defer[Int][x/(6 + x - 3*Log[x]), x] + 18*Defer[Int][x^2/(6 + x - 3*Log[x]), x] - 3*Defer[Int][x^3/(6 + x - 3*Log[x]), x] - Defer[Int][x^4/(6 + x - 3*Log[x]), x] - 3888*Defer[Int][1/((6 + x)*(6 + x - 3*Log[x])), x] + 2*Defer[Int][(x^3*(9 + x))/((6 + x)*Log[x]), x] + 432*Defer[Int][(x^3*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] + 105*Defer[Int][(x^4*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] + 7*Defer[Int][(x^5*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] - 432*Defer[Int][(x^3*Log[x]*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] - 87*Defer[Int][(x^4*Log[x]*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] - 4*Defer[Int][(x^5*Log[x]*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] + 108*Defer[Int][(x^3*Log[x]^2*Log[Log[x]])/(6 + x - 3*Log[x])^2, x] + 15*Defer[Int][(x^4*Log[x]^2*Log[Log[x]])/(6 + x - 3*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
3088,1,25,0,0.0648697,"\int \frac{-52-16 e^4+240 e^{5 x}}{12 e^{5 x}-13 x-4 e^4 x-\log (5)} \, dx","Int[(-52 - 16*E^4 + 240*E^(5*x))/(12*E^(5*x) - 13*x - 4*E^4*x - Log[5]),x]","4 \log \left(-\left(\left(13+4 e^4\right) x\right)+12 e^{5 x}-\log (5)\right)","4 \log \left(x-4 \left(3 e^{5 x}-\left(3+e^4\right) x\right)+\log (5)\right)",1,"4*Log[12*E^(5*x) - (13 + 4*E^4)*x - Log[5]]","A",2,2,38,0.05263,1,"{6, 6684}"
3089,0,0,0,49.3260486,"\int \frac{16 x^2-112 x^3-128 x^2 \log (x)+\left(-64 x^2+32 x^3+\left(-64 x+32 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-8 x+12 x^2+(-8+12 x) \log (x)\right) \log ^2(x+\log (x))+\left(8 x^2-88 x^3-96 x^2 \log (x)+\left(-48 x^2+24 x^3+\left(-48 x+24 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-6 x+8 x^2+(-6+8 x) \log (x)\right) \log ^2(x+\log (x))\right) \log \left(\frac{-4 x^2+\left(-x+x^2\right) \log (x+\log (x))}{4 x+\log (x+\log (x))}\right)+\left(-16 x^3-16 x^2 \log (x)+\left(-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-x+x^2+(-1+x) \log (x)\right) \log ^2(x+\log (x))\right) \log ^2\left(\frac{-4 x^2+\left(-x+x^2\right) \log (x+\log (x))}{4 x+\log (x+\log (x))}\right)}{-16 x^3-16 x^2 \log (x)+\left(-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-x+x^2+(-1+x) \log (x)\right) \log ^2(x+\log (x))} \, dx","Int[(16*x^2 - 112*x^3 - 128*x^2*Log[x] + (-64*x^2 + 32*x^3 + (-64*x + 32*x^2)*Log[x])*Log[x + Log[x]] + (-8*x + 12*x^2 + (-8 + 12*x)*Log[x])*Log[x + Log[x]]^2 + (8*x^2 - 88*x^3 - 96*x^2*Log[x] + (-48*x^2 + 24*x^3 + (-48*x + 24*x^2)*Log[x])*Log[x + Log[x]] + (-6*x + 8*x^2 + (-6 + 8*x)*Log[x])*Log[x + Log[x]]^2)*Log[(-4*x^2 + (-x + x^2)*Log[x + Log[x]])/(4*x + Log[x + Log[x]])] + (-16*x^3 - 16*x^2*Log[x] + (-8*x^2 + 4*x^3 + (-8*x + 4*x^2)*Log[x])*Log[x + Log[x]] + (-x + x^2 + (-1 + x)*Log[x])*Log[x + Log[x]]^2)*Log[(-4*x^2 + (-x + x^2)*Log[x + Log[x]])/(4*x + Log[x + Log[x]])]^2)/(-16*x^3 - 16*x^2*Log[x] + (-8*x^2 + 4*x^3 + (-8*x + 4*x^2)*Log[x])*Log[x + Log[x]] + (-x + x^2 + (-1 + x)*Log[x])*Log[x + Log[x]]^2),x]","\int \frac{16 x^2-112 x^3-128 x^2 \log (x)+\left(-64 x^2+32 x^3+\left(-64 x+32 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-8 x+12 x^2+(-8+12 x) \log (x)\right) \log ^2(x+\log (x))+\left(8 x^2-88 x^3-96 x^2 \log (x)+\left(-48 x^2+24 x^3+\left(-48 x+24 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-6 x+8 x^2+(-6+8 x) \log (x)\right) \log ^2(x+\log (x))\right) \log \left(\frac{-4 x^2+\left(-x+x^2\right) \log (x+\log (x))}{4 x+\log (x+\log (x))}\right)+\left(-16 x^3-16 x^2 \log (x)+\left(-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-x+x^2+(-1+x) \log (x)\right) \log ^2(x+\log (x))\right) \log ^2\left(\frac{-4 x^2+\left(-x+x^2\right) \log (x+\log (x))}{4 x+\log (x+\log (x))}\right)}{-16 x^3-16 x^2 \log (x)+\left(-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)\right) \log (x+\log (x))+\left(-x+x^2+(-1+x) \log (x)\right) \log ^2(x+\log (x))} \, dx","x \left(-\log \left(\frac{x}{\frac{1}{x}+\frac{4}{\log (x+\log (x))}}-x\right)-2\right)^2",1,"12*x + 4*Log[1 - x] - 32*Defer[Int][(4*x + Log[x + Log[x]])^(-1), x] - 16*Defer[Int][x/(4*x + Log[x + Log[x]]), x] - 4*Defer[Int][1/((x + Log[x])*(4*x + Log[x + Log[x]])), x] + 28*Defer[Int][x/((x + Log[x])*(4*x + Log[x + Log[x]])), x] + 32*Defer[Int][Log[x]/((x + Log[x])*(4*x + Log[x + Log[x]])), x] - 16*Defer[Int][(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])^(-1), x] + 16*Defer[Int][1/((-1 + x)*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 32*Defer[Int][x/(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]]), x] - 4*Defer[Int][1/((x + Log[x])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 32*Defer[Int][x/((x + Log[x])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 28*Defer[Int][x^2/((x + Log[x])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 32*Defer[Int][Log[x]/((x + Log[x])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 32*Defer[Int][(x*Log[x])/((x + Log[x])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 8*Defer[Int][(x^2*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 88*Defer[Int][(x^3*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 96*Defer[Int][(x^2*Log[x]*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 48*Defer[Int][(x^2*Log[x + Log[x]]*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 24*Defer[Int][(x^3*Log[x + Log[x]]*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 48*Defer[Int][(x*Log[x]*Log[x + Log[x]]*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 24*Defer[Int][(x^2*Log[x]*Log[x + Log[x]]*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 6*Defer[Int][(x*Log[x + Log[x]]^2*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 8*Defer[Int][(x^2*Log[x + Log[x]]^2*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] - 6*Defer[Int][(Log[x]*Log[x + Log[x]]^2*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + 8*Defer[Int][(x*Log[x]*Log[x + Log[x]]^2*Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])])/((x + Log[x])*(4*x + Log[x + Log[x]])*(-4*x - Log[x + Log[x]] + x*Log[x + Log[x]])), x] + Defer[Int][Log[(x*(-4*x + (-1 + x)*Log[x + Log[x]]))/(4*x + Log[x + Log[x]])]^2, x]","F",0,0,0,0,-1,"{}"
3090,0,0,0,9.3161487,"\int \frac{-32805+e^x \left(-164025 x+164025 x^2\right)+e^{2 x} \left(-328050 x^2+656100 x^3-328050 x^4\right)+e^{3 x} \left(-328050 x^3+984150 x^4-984150 x^5+328050 x^6\right)+e^{4 x} \left(-164025 x^4+656100 x^5-984150 x^6+656100 x^7-164025 x^8-13 x^{12}-4 x^{13}\right)+e^{5 x} \left(-32805 x^5+164025 x^6-328050 x^7+328050 x^8-164025 x^9+32805 x^{10}-9 x^{13}+5 x^{14}\right)}{-6561+e^x \left(-32805 x+32805 x^2\right)+e^{2 x} \left(-65610 x^2+131220 x^3-65610 x^4\right)+e^{3 x} \left(-65610 x^3+196830 x^4-196830 x^5+65610 x^6\right)+e^{4 x} \left(-32805 x^4+131220 x^5-196830 x^6+131220 x^7-32805 x^8\right)+e^{5 x} \left(-6561 x^5+32805 x^6-65610 x^7+65610 x^8-32805 x^9+6561 x^{10}\right)} \, dx","Int[(-32805 + E^x*(-164025*x + 164025*x^2) + E^(2*x)*(-328050*x^2 + 656100*x^3 - 328050*x^4) + E^(3*x)*(-328050*x^3 + 984150*x^4 - 984150*x^5 + 328050*x^6) + E^(4*x)*(-164025*x^4 + 656100*x^5 - 984150*x^6 + 656100*x^7 - 164025*x^8 - 13*x^12 - 4*x^13) + E^(5*x)*(-32805*x^5 + 164025*x^6 - 328050*x^7 + 328050*x^8 - 164025*x^9 + 32805*x^10 - 9*x^13 + 5*x^14))/(-6561 + E^x*(-32805*x + 32805*x^2) + E^(2*x)*(-65610*x^2 + 131220*x^3 - 65610*x^4) + E^(3*x)*(-65610*x^3 + 196830*x^4 - 196830*x^5 + 65610*x^6) + E^(4*x)*(-32805*x^4 + 131220*x^5 - 196830*x^6 + 131220*x^7 - 32805*x^8) + E^(5*x)*(-6561*x^5 + 32805*x^6 - 65610*x^7 + 65610*x^8 - 32805*x^9 + 6561*x^10)),x]","\int \frac{-32805+e^x \left(-164025 x+164025 x^2\right)+e^{2 x} \left(-328050 x^2+656100 x^3-328050 x^4\right)+e^{3 x} \left(-328050 x^3+984150 x^4-984150 x^5+328050 x^6\right)+e^{4 x} \left(-164025 x^4+656100 x^5-984150 x^6+656100 x^7-164025 x^8-13 x^{12}-4 x^{13}\right)+e^{5 x} \left(-32805 x^5+164025 x^6-328050 x^7+328050 x^8-164025 x^9+32805 x^{10}-9 x^{13}+5 x^{14}\right)}{-6561+e^x \left(-32805 x+32805 x^2\right)+e^{2 x} \left(-65610 x^2+131220 x^3-65610 x^4\right)+e^{3 x} \left(-65610 x^3+196830 x^4-196830 x^5+65610 x^6\right)+e^{4 x} \left(-32805 x^4+131220 x^5-196830 x^6+131220 x^7-32805 x^8\right)+e^{5 x} \left(-6561 x^5+32805 x^6-65610 x^7+65610 x^8-32805 x^9+6561 x^{10}\right)} \, dx","x \left(\frac{x^{12}}{6561 \left(x^2-x-e^{-x}\right)^4}+5\right)",1,"1/(6561*(1 - x)^4) - 1/(729*(1 - x)^3) + 4/(729*(1 - x)^2) - 28/(2187*(1 - x)) + (32840*x)/6561 + (20*x^2)/6561 + (10*x^3)/6561 + (4*x^4)/6561 + x^5/6561 - (644*Defer[Int][(-1 + E^x*(-1 + x)*x)^(-5), x])/6561 - (40*Defer[Int][x/(-1 + E^x*(-1 + x)*x)^5, x])/729 - (20*Defer[Int][x^2/(-1 + E^x*(-1 + x)*x)^5, x])/729 - (76*Defer[Int][x^3/(-1 + E^x*(-1 + x)*x)^5, x])/6561 - (8*Defer[Int][x^4/(-1 + E^x*(-1 + x)*x)^5, x])/2187 - (4*Defer[Int][x^5/(-1 + E^x*(-1 + x)*x)^5, x])/6561 - (3724*Defer[Int][(-1 + E^x*(-1 + x)*x)^(-3), x])/6561 - (2000*Defer[Int][x/(-1 + E^x*(-1 + x)*x)^3, x])/6561 - (320*Defer[Int][x^2/(-1 + E^x*(-1 + x)*x)^3, x])/2187 - (392*Defer[Int][x^3/(-1 + E^x*(-1 + x)*x)^3, x])/6561 - (124*Defer[Int][x^4/(-1 + E^x*(-1 + x)*x)^3, x])/6561 - (8*Defer[Int][x^5/(-1 + E^x*(-1 + x)*x)^3, x])/2187 - (56*Defer[Int][(-1 + E^x*(-1 + x)*x)^(-1), x])/729 - (200*Defer[Int][x/(-1 + E^x*(-1 + x)*x), x])/6561 - (20*Defer[Int][x^2/(-1 + E^x*(-1 + x)*x), x])/2187 - (4*Defer[Int][x^3/(-1 + E^x*(-1 + x)*x), x])/2187 - (4*Defer[Int][x^4/(-1 + E^x*(-1 + x)*x), x])/6561 - (4*Defer[Int][x^5/(-1 + E^x*(-1 + x)*x), x])/6561 - (4*Defer[Int][1/((-1 + x)^5*(-1 - E^x*x + E^x*x^2)^5), x])/6561 - (44*Defer[Int][1/((-1 + x)^4*(-1 - E^x*x + E^x*x^2)^5), x])/6561 - (212*Defer[Int][1/((-1 + x)^3*(-1 - E^x*x + E^x*x^2)^5), x])/6561 - (592*Defer[Int][1/((-1 + x)^2*(-1 - E^x*x + E^x*x^2)^5), x])/6561 - (1064*Defer[Int][1/((-1 + x)*(-1 - E^x*x + E^x*x^2)^5), x])/6561 - (847*Defer[Int][(-1 - E^x*x + E^x*x^2)^(-4), x])/2187 - (20*Defer[Int][1/((-1 + x)^5*(-1 - E^x*x + E^x*x^2)^4), x])/6561 - (203*Defer[Int][1/((-1 + x)^4*(-1 - E^x*x + E^x*x^2)^4), x])/6561 - (920*Defer[Int][1/((-1 + x)^3*(-1 - E^x*x + E^x*x^2)^4), x])/6561 - (2452*Defer[Int][1/((-1 + x)^2*(-1 - E^x*x + E^x*x^2)^4), x])/6561 - (4256*Defer[Int][1/((-1 + x)*(-1 - E^x*x + E^x*x^2)^4), x])/6561 - (1400*Defer[Int][x/(-1 - E^x*x + E^x*x^2)^4, x])/6561 - (230*Defer[Int][x^2/(-1 - E^x*x + E^x*x^2)^4, x])/2187 - (32*Defer[Int][x^3/(-1 - E^x*x + E^x*x^2)^4, x])/729 - (91*Defer[Int][x^4/(-1 - E^x*x + E^x*x^2)^4, x])/6561 - (16*Defer[Int][x^5/(-1 - E^x*x + E^x*x^2)^4, x])/6561 - (40*Defer[Int][1/((-1 + x)^5*(-1 - E^x*x + E^x*x^2)^3), x])/6561 - (124*Defer[Int][1/((-1 + x)^4*(-1 - E^x*x + E^x*x^2)^3), x])/2187 - (520*Defer[Int][1/((-1 + x)^3*(-1 - E^x*x + E^x*x^2)^3), x])/2187 - (16*Defer[Int][1/((-1 + x)^2*(-1 - E^x*x + E^x*x^2)^3), x])/27 - (2128*Defer[Int][1/((-1 + x)*(-1 - E^x*x + E^x*x^2)^3), x])/2187 - (2366*Defer[Int][(-1 - E^x*x + E^x*x^2)^(-2), x])/6561 - (40*Defer[Int][1/((-1 + x)^5*(-1 - E^x*x + E^x*x^2)^2), x])/6561 - (338*Defer[Int][1/((-1 + x)^4*(-1 - E^x*x + E^x*x^2)^2), x])/6561 - (1280*Defer[Int][1/((-1 + x)^3*(-1 - E^x*x + E^x*x^2)^2), x])/6561 - (2872*Defer[Int][1/((-1 + x)^2*(-1 - E^x*x + E^x*x^2)^2), x])/6561 - (4256*Defer[Int][1/((-1 + x)*(-1 - E^x*x + E^x*x^2)^2), x])/6561 - (400*Defer[Int][x/(-1 - E^x*x + E^x*x^2)^2, x])/2187 - (20*Defer[Int][x^2/(-1 - E^x*x + E^x*x^2)^2, x])/243 - (208*Defer[Int][x^3/(-1 - E^x*x + E^x*x^2)^2, x])/6561 - (22*Defer[Int][x^4/(-1 - E^x*x + E^x*x^2)^2, x])/2187 - (16*Defer[Int][x^5/(-1 - E^x*x + E^x*x^2)^2, x])/6561 - (20*Defer[Int][1/((-1 + x)^5*(-1 - E^x*x + E^x*x^2)), x])/6561 - (152*Defer[Int][1/((-1 + x)^4*(-1 - E^x*x + E^x*x^2)), x])/6561 - (500*Defer[Int][1/((-1 + x)^3*(-1 - E^x*x + E^x*x^2)), x])/6561 - (928*Defer[Int][1/((-1 + x)^2*(-1 - E^x*x + E^x*x^2)), x])/6561 - (1064*Defer[Int][1/((-1 + x)*(-1 - E^x*x + E^x*x^2)), x])/6561","F",0,0,0,0,-1,"{}"
3091,0,0,0,7.2277623,"\int \frac{\left(20503125000 x^7+18452812500 x^{10}+7971615000 x^{11}+1992903750 x^{12}+3985807500 x^{13}+1434890700 x^{14}-693530505 x^{16}-602654094 x^{17}-258280326 x^{18}-172186884 x^{19}\right) \log (2)}{152587890625+439453125000 x^3+237304687500 x^4+79101562500 x^5+553710937500 x^6+512578125000 x^7+293878125000 x^8+485810156250 x^9+476697656250 x^{10}+330920437500 x^{11}+328796313750 x^{12}+271477777500 x^{13}+180099450000 x^{14}+137973893400 x^{15}+93382686756 x^{16}+53122842360 x^{17}+31210998489 x^{18}+15525517374 x^{19}+6356565801 x^{20}+2592369198 x^{21}+774840978 x^{22}+172186884 x^{23}+43046721 x^{24}} \, dx","Int[((20503125000*x^7 + 18452812500*x^10 + 7971615000*x^11 + 1992903750*x^12 + 3985807500*x^13 + 1434890700*x^14 - 693530505*x^16 - 602654094*x^17 - 258280326*x^18 - 172186884*x^19)*Log[2])/(152587890625 + 439453125000*x^3 + 237304687500*x^4 + 79101562500*x^5 + 553710937500*x^6 + 512578125000*x^7 + 293878125000*x^8 + 485810156250*x^9 + 476697656250*x^10 + 330920437500*x^11 + 328796313750*x^12 + 271477777500*x^13 + 180099450000*x^14 + 137973893400*x^15 + 93382686756*x^16 + 53122842360*x^17 + 31210998489*x^18 + 15525517374*x^19 + 6356565801*x^20 + 2592369198*x^21 + 774840978*x^22 + 172186884*x^23 + 43046721*x^24),x]","\int \frac{\left(20503125000 x^7+18452812500 x^{10}+7971615000 x^{11}+1992903750 x^{12}+3985807500 x^{13}+1434890700 x^{14}-693530505 x^{16}-602654094 x^{17}-258280326 x^{18}-172186884 x^{19}\right) \log (2)}{152587890625+439453125000 x^3+237304687500 x^4+79101562500 x^5+553710937500 x^6+512578125000 x^7+293878125000 x^8+485810156250 x^9+476697656250 x^{10}+330920437500 x^{11}+328796313750 x^{12}+271477777500 x^{13}+180099450000 x^{14}+137973893400 x^{15}+93382686756 x^{16}+53122842360 x^{17}+31210998489 x^{18}+15525517374 x^{19}+6356565801 x^{20}+2592369198 x^{21}+774840978 x^{22}+172186884 x^{23}+43046721 x^{24}} \, dx","\frac{\log (2)}{\left(\left(\frac{25}{9 x^2}+x\right)^2+x+3\right)^2-x-3}",1,"(1282743*Log[2])/(2*(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)) + 95206640625*Log[2]*Defer[Int][(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^(-2), x] - 652018359375*Log[2]*Defer[Int][x/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 1092850734375*Log[2]*Defer[Int][x^2/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 1076402216250*Log[2]*Defer[Int][x^3/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] - 576914197500*Log[2]*Defer[Int][x^4/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 676111050000*Log[2]*Defer[Int][x^5/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 1120427546850*Log[2]*Defer[Int][x^6/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 227361167352*Log[2]*Defer[Int][x^7/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + (513371238363*Log[2]*Defer[Int][x^8/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x])/2 + 226448309178*Log[2]*Defer[Int][x^9/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] + 13981681269*Log[2]*Defer[Int][x^10/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^2, x] - 243729*Log[2]*Defer[Int][(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12)^(-1), x] + 1669167*Log[2]*Defer[Int][x/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] - 26973*Log[2]*Defer[Int][x^2/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] - 409698*Log[2]*Defer[Int][x^3/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] + 94041*Log[2]*Defer[Int][x^4/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] + 65610*Log[2]*Defer[Int][x^5/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] + 13122*Log[2]*Defer[Int][x^6/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x] - 26244*Log[2]*Defer[Int][x^7/(390625 + 562500*x^3 + 303750*x^4 + 101250*x^5 + 303750*x^6 + 218700*x^7 + 112266*x^8 + 105705*x^9 + 45927*x^10 + 13122*x^11 + 6561*x^12), x]","F",0,0,0,0,-1,"{}"
3092,0,0,0,5.5396437,"\int \frac{4 e^{15 e x}-x+\left(4 e^{30 e x}-30 e^{1+15 e x} x\right) \log \left(\frac{4}{x^2}\right)-30 e^{1+30 e x} x \log ^2\left(\frac{4}{x^2}\right)}{4 x+4 x^2+x^3+e^{15 e x} \left(8 x+4 x^2\right) \log \left(\frac{4}{x^2}\right)+e^{30 e x} \left(8 x+2 x^2\right) \log ^2\left(\frac{4}{x^2}\right)+4 e^{45 e x} x \log ^3\left(\frac{4}{x^2}\right)+e^{60 e x} x \log ^4\left(\frac{4}{x^2}\right)} \, dx","Int[(4*E^(15*E*x) - x + (4*E^(30*E*x) - 30*E^(1 + 15*E*x)*x)*Log[4/x^2] - 30*E^(1 + 30*E*x)*x*Log[4/x^2]^2)/(4*x + 4*x^2 + x^3 + E^(15*E*x)*(8*x + 4*x^2)*Log[4/x^2] + E^(30*E*x)*(8*x + 2*x^2)*Log[4/x^2]^2 + 4*E^(45*E*x)*x*Log[4/x^2]^3 + E^(60*E*x)*x*Log[4/x^2]^4),x]","\int \frac{4 e^{15 e x}-x+\left(4 e^{30 e x}-30 e^{1+15 e x} x\right) \log \left(\frac{4}{x^2}\right)-30 e^{1+30 e x} x \log ^2\left(\frac{4}{x^2}\right)}{4 x+4 x^2+x^3+e^{15 e x} \left(8 x+4 x^2\right) \log \left(\frac{4}{x^2}\right)+e^{30 e x} \left(8 x+2 x^2\right) \log ^2\left(\frac{4}{x^2}\right)+4 e^{45 e x} x \log ^3\left(\frac{4}{x^2}\right)+e^{60 e x} x \log ^4\left(\frac{4}{x^2}\right)} \, dx","\frac{1}{\left(e^{15 e x} \log \left(\frac{4}{x^2}\right)+1\right)^2+x+1}",1,"-((1 - 60*E)*Defer[Int][(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^(-2), x]) - 4*Defer[Int][E^(15*E*x)/(x*(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^2), x] + 30*E*Defer[Int][x/(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^2, x] - 4*Defer[Int][1/(Log[4/x^2]*(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^2), x] - 8*Defer[Int][1/(x*Log[4/x^2]*(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^2), x] + 30*Defer[Int][(E^(1 + 15*E*x)*Log[4/x^2])/(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^2, x] - 30*E*Defer[Int][(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)^(-1), x] + 4*Defer[Int][1/(x*Log[4/x^2]*(2 + x + 2*E^(15*E*x)*Log[4/x^2] + E^(30*E*x)*Log[4/x^2]^2)), x]","F",0,0,0,0,-1,"{}"
3093,1,22,0,0.6744555,"\int \frac{2 x^7+x^8+e^{\frac{e^4}{x^6}} \left(-6 e^4-x^7\right)+x^7 \log (4)}{3 x^8-e^{\frac{e^4}{x^6}} x^8+x^9+x^8 \log (4)+\left(-3 x^7+e^{\frac{e^4}{x^6}} x^7-x^8-x^7 \log (4)\right) \log \left(3-e^{\frac{e^4}{x^6}}+x+\log (4)\right)} \, dx","Int[(2*x^7 + x^8 + E^(E^4/x^6)*(-6*E^4 - x^7) + x^7*Log[4])/(3*x^8 - E^(E^4/x^6)*x^8 + x^9 + x^8*Log[4] + (-3*x^7 + E^(E^4/x^6)*x^7 - x^8 - x^7*Log[4])*Log[3 - E^(E^4/x^6) + x + Log[4]]),x]","\log \left(x-\log \left(-e^{\frac{e^4}{x^6}}+x+3+\log (4)\right)\right)","\log \left(x-\log \left(-e^{\frac{e^4}{x^6}}+x+3+\log (4)\right)\right)+4",1,"Log[x - Log[3 - E^(E^4/x^6) + x + Log[4]]]","A",4,3,117,0.02564,1,"{6, 6741, 6684}"
3094,0,0,0,27.0029113,"\int \frac{288-96 x-568 x^2+208 x^3+304 x^4-96 x^5-24 x^6+\left(-72 x+24 x^2+142 x^3-52 x^4-76 x^5+24 x^6+6 x^7\right) \log \left(\frac{9-3 x-8 x^2+3 x^3}{-3+3 x^2}\right)}{-9 x^3+3 x^4+17 x^5-6 x^6-8 x^7+3 x^8} \, dx","Int[(288 - 96*x - 568*x^2 + 208*x^3 + 304*x^4 - 96*x^5 - 24*x^6 + (-72*x + 24*x^2 + 142*x^3 - 52*x^4 - 76*x^5 + 24*x^6 + 6*x^7)*Log[(9 - 3*x - 8*x^2 + 3*x^3)/(-3 + 3*x^2)])/(-9*x^3 + 3*x^4 + 17*x^5 - 6*x^6 - 8*x^7 + 3*x^8),x]","\int \frac{288-96 x-568 x^2+208 x^3+304 x^4-96 x^5-24 x^6+\left(-72 x+24 x^2+142 x^3-52 x^4-76 x^5+24 x^6+6 x^7\right) \log \left(\frac{9-3 x-8 x^2+3 x^3}{-3+3 x^2}\right)}{-9 x^3+3 x^4+17 x^5-6 x^6-8 x^7+3 x^8} \, dx","\left(\frac{4}{x}-\log \left(-\frac{x}{3 \left(\frac{1}{x}-x\right)}+x-3\right)\right)^2",1,"16/x^2 - Log[-1 + x]^2 - 2*Log[-1 + x]*Log[(1 + x)/2] - 2*Log[(1 - x)/2]*Log[1 + x] - Log[1 + x]^2 - (8*Log[-1/3*(9 - 3*x - 8*x^2 + 3*x^3)/(1 - x^2)])/x - 2*Log[-1 + x]*Log[-1/3*(9 - 3*x - 8*x^2 + 3*x^3)/(1 - x^2)] - 2*Log[1 + x]*Log[-1/3*(9 - 3*x - 8*x^2 + 3*x^3)/(1 - x^2)] - 2*PolyLog[2, (1 - x)/2] - 2*PolyLog[2, (1 + x)/2] - 6*Defer[Int][Log[-1 + x]/(9 - 3*x - 8*x^2 + 3*x^3), x] - 32*Defer[Int][(x*Log[-1 + x])/(9 - 3*x - 8*x^2 + 3*x^3), x] + 18*Defer[Int][(x^2*Log[-1 + x])/(9 - 3*x - 8*x^2 + 3*x^3), x] - 6*Defer[Int][Log[1 + x]/(9 - 3*x - 8*x^2 + 3*x^3), x] - 32*Defer[Int][(x*Log[1 + x])/(9 - 3*x - 8*x^2 + 3*x^3), x] + 18*Defer[Int][(x^2*Log[1 + x])/(9 - 3*x - 8*x^2 + 3*x^3), x] - 6*Defer[Int][Log[(9 - 3*x - 8*x^2 + 3*x^3)/(-3 + 3*x^2)]/(9 - 3*x - 8*x^2 + 3*x^3), x] - 32*Defer[Int][(x*Log[(9 - 3*x - 8*x^2 + 3*x^3)/(-3 + 3*x^2)])/(9 - 3*x - 8*x^2 + 3*x^3), x] + 18*Defer[Int][(x^2*Log[(9 - 3*x - 8*x^2 + 3*x^3)/(-3 + 3*x^2)])/(9 - 3*x - 8*x^2 + 3*x^3), x]","F",0,0,0,0,-1,"{}"
3095,1,52,0,0.1525807,"\int \frac{-7680000+e^{4 x} (-3+2 x)+e^{3 x} (-480+240 x)+e^{2 x} (-28800+9600 x)+e^x (-768000+128000 x)}{5000 x^7} \, dx","Int[(-7680000 + E^(4*x)*(-3 + 2*x) + E^(3*x)*(-480 + 240*x) + E^(2*x)*(-28800 + 9600*x) + E^x*(-768000 + 128000*x))/(5000*x^7),x]","\frac{128 e^x}{5 x^6}+\frac{24 e^{2 x}}{25 x^6}+\frac{2 e^{3 x}}{125 x^6}+\frac{e^{4 x}}{10000 x^6}+\frac{256}{x^6}","\frac{\left(-\frac{e^x}{10}-4\right)^4}{x^6}",1,"256/x^6 + (128*E^x)/(5*x^6) + (24*E^(2*x))/(25*x^6) + (2*E^(3*x))/(125*x^6) + E^(4*x)/(10000*x^6)","B",7,3,51,0.05882,1,"{12, 14, 2197}"
3096,0,0,0,11.1947846,"\int \frac{e^{\frac{3-e^x-5 x+x^2}{x}} \left(6-5 x-x^2-x^3+e^x \left(-2+x+x^2\right)+\left(-12+e^x (4-4 x)+4 x^2\right) \log \left(x^2\right)\right)}{4 x^2+4 x^3+x^4+\left(-16 x^2-8 x^3\right) \log \left(x^2\right)+16 x^2 \log ^2\left(x^2\right)} \, dx","Int[(E^((3 - E^x - 5*x + x^2)/x)*(6 - 5*x - x^2 - x^3 + E^x*(-2 + x + x^2) + (-12 + E^x*(4 - 4*x) + 4*x^2)*Log[x^2]))/(4*x^2 + 4*x^3 + x^4 + (-16*x^2 - 8*x^3)*Log[x^2] + 16*x^2*Log[x^2]^2),x]","\int \frac{e^{\frac{3-e^x-5 x+x^2}{x}} \left(6-5 x-x^2-x^3+e^x \left(-2+x+x^2\right)+\left(-12+e^x (4-4 x)+4 x^2\right) \log \left(x^2\right)\right)}{4 x^2+4 x^3+x^4+\left(-16 x^2-8 x^3\right) \log \left(x^2\right)+16 x^2 \log ^2\left(x^2\right)} \, dx","\frac{e^{\frac{3-e^x}{x}+x-5}}{4 \log \left(x^2\right)-x-2}",1,"Defer[Int][E^(-5 + 3/x - E^x/x + x)/(2 + x - 4*Log[x^2])^2, x] - 8*Defer[Int][E^(-5 + 3/x - E^x/x + x)/(x*(2 + x - 4*Log[x^2])^2), x] - Defer[Int][E^(-5 + 3/x - E^x/x + x)/(2 + x - 4*Log[x^2]), x] + 3*Defer[Int][E^(-5 + 3/x - E^x/x + x)/(x^2*(2 + x - 4*Log[x^2])), x] - Defer[Int][E^(-5 + 3/x - E^x/x + 2*x)/(x^2*(2 + x - 4*Log[x^2])), x] + Defer[Int][E^(-5 + 3/x - E^x/x + 2*x)/(x*(2 + x - 4*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
3097,1,20,0,0.0208808,"\int \left(-2 e^{-3+2 x}+e^{-22+x-x^2} (1-2 x)\right) \, dx","Int[-2*E^(-3 + 2*x) + E^(-22 + x - x^2)*(1 - 2*x),x]","e^{-x^2+x-22}-e^{2 x-3}","-e^{2 x-3}+e^{-((x-2) x)-x-22}-5",1,"-E^(-3 + 2*x) + E^(-22 + x - x^2)","A",3,2,26,0.07692,1,"{2194, 2236}"
3098,1,28,0,0.0878389,"\int \frac{2+x^3+6 x^5+4 x^6}{-x-24 x^3+x^4+2 x^6+x^7} \, dx","Int[(2 + x^3 + 6*x^5 + 4*x^6)/(-x - 24*x^3 + x^4 + 2*x^6 + x^7),x]","\log \left(-x^6-2 x^5-x^3+24 x^2+1\right)-2 \log (x)","\log \left(\left(x^2+x\right)^2-\left(x+\frac{1}{x}\right)^2+x-22\right)",1,"-2*Log[x] + Log[1 + 24*x^2 - x^3 - 2*x^5 - x^6]","A",3,2,38,0.05263,1,"{2074, 1587}"
3099,0,0,0,5.2502167,"\int \frac{e^{-\frac{x^2}{e^x+x^2}} \left(20 x^5-45 x^6+e^{2 x} \left(20 x-45 x^2\right)+e^x \left(20 x^3-50 x^4-15 x^5\right)\right)}{e^{2 x}+2 e^x x^2+x^4} \, dx","Int[(20*x^5 - 45*x^6 + E^(2*x)*(20*x - 45*x^2) + E^x*(20*x^3 - 50*x^4 - 15*x^5))/(E^(x^2/(E^x + x^2))*(E^(2*x) + 2*E^x*x^2 + x^4)),x]","\int \frac{e^{-\frac{x^2}{e^x+x^2}} \left(20 x^5-45 x^6+e^{2 x} \left(20 x-45 x^2\right)+e^x \left(20 x^3-50 x^4-15 x^5\right)\right)}{e^{2 x}+2 e^x x^2+x^4} \, dx","e^{-\frac{x^2}{x^2+e^x}} (3 (3-5 x)+1) x^2",1,"20*Defer[Int][x/E^(x^2/(E^x + x^2)), x] - 45*Defer[Int][x^2/E^(x^2/(E^x + x^2)), x] + 20*Defer[Int][x^5/(E^(x^2/(E^x + x^2))*(E^x + x^2)^2), x] - 40*Defer[Int][x^6/(E^(x^2/(E^x + x^2))*(E^x + x^2)^2), x] + 15*Defer[Int][x^7/(E^(x^2/(E^x + x^2))*(E^x + x^2)^2), x] - 20*Defer[Int][x^3/(E^(x^2/(E^x + x^2))*(E^x + x^2)), x] + 40*Defer[Int][x^4/(E^(x^2/(E^x + x^2))*(E^x + x^2)), x] - 15*Defer[Int][x^5/(E^(x^2/(E^x + x^2))*(E^x + x^2)), x]","F",0,0,0,0,-1,"{}"
3100,1,193,0,3.1467021,"\int \frac{\exp \left(3+e^{2 x^2}-2 e^{x^2} \log \left(\frac{5}{3+e^x}\right)+\log ^2\left(\frac{5}{3+e^x}\right)\right) \left(3 e^x+e^{2 x}+2 e^{2 x+x^2}+e^{2 x^2} \left(12 e^x x+4 e^{2 x} x\right)+\left(-2 e^{2 x}+e^{x^2} \left(-12 e^x x-4 e^{2 x} x\right)\right) \log \left(\frac{5}{3+e^x}\right)\right)}{12+4 e^x} \, dx","Int[(E^(3 + E^(2*x^2) - 2*E^x^2*Log[5/(3 + E^x)] + Log[5/(3 + E^x)]^2)*(3*E^x + E^(2*x) + 2*E^(2*x + x^2) + E^(2*x^2)*(12*E^x*x + 4*E^(2*x)*x) + (-2*E^(2*x) + E^x^2*(-12*E^x*x - 4*E^(2*x)*x))*Log[5/(3 + E^x)]))/(12 + 4*E^x),x]","\frac{5^{-2 e^{x^2}} \left(\frac{1}{e^x+3}\right)^{1-2 e^{x^2}} e^{e^{2 x^2}+\log ^2\left(\frac{5}{e^x+3}\right)+3} \left(2 e^{2 x^2} \left(3 e^x x+e^{2 x} x\right)+e^{x^2+2 x}-\left(2 e^{x^2} \left(3 e^x x+e^{2 x} x\right)+e^{2 x}\right) \log \left(\frac{5}{e^x+3}\right)\right)}{4 \left(2 e^{2 x^2} x+\frac{e^{x^2+x}}{e^x+3}-2 e^{x^2} x \log \left(\frac{5}{e^x+3}\right)-\frac{e^x \log \left(\frac{5}{e^x+3}\right)}{e^x+3}\right)}","\frac{1}{4} e^{\left(\log \left(\frac{5}{e^x+3}\right)-e^{x^2}\right)^2+x+3}",1,"(E^(3 + E^(2*x^2) + Log[5/(3 + E^x)]^2)*((3 + E^x)^(-1))^(1 - 2*E^x^2)*(E^(2*x + x^2) + 2*E^(2*x^2)*(3*E^x*x + E^(2*x)*x) - (E^(2*x) + 2*E^x^2*(3*E^x*x + E^(2*x)*x))*Log[5/(3 + E^x)]))/(4*5^(2*E^x^2)*(E^(x + x^2)/(3 + E^x) + 2*E^(2*x^2)*x - (E^x*Log[5/(3 + E^x)])/(3 + E^x) - 2*E^x^2*x*Log[5/(3 + E^x)]))","B",1,1,135,0.007407,1,"{2288}"
3101,0,0,0,3.1124754,"\int \frac{\left(-x-x^2\right) \log (x)-x \log ^2(x)+e^{-x+x \log (x)} \left(x+x \log ^2(x)\right)+\left(e^{-x+x \log (x)}-x \log (x)\right) \log \left(-e^{-x+x \log (x)}+x \log (x)\right)}{e^{-x+x \log (x)} x-x^2 \log (x)} \, dx","Int[((-x - x^2)*Log[x] - x*Log[x]^2 + E^(-x + x*Log[x])*(x + x*Log[x]^2) + (E^(-x + x*Log[x]) - x*Log[x])*Log[-E^(-x + x*Log[x]) + x*Log[x]])/(E^(-x + x*Log[x])*x - x^2*Log[x]),x]","\int \frac{\left(-x-x^2\right) \log (x)-x \log ^2(x)+e^{-x+x \log (x)} \left(x+x \log ^2(x)\right)+\left(e^{-x+x \log (x)}-x \log (x)\right) \log \left(-e^{-x+x \log (x)}+x \log (x)\right)}{e^{-x+x \log (x)} x-x^2 \log (x)} \, dx","x+\log (x) \log \left(x \log (x)-e^{x \log (x)-x}\right)-e^3",1,"-Defer[Int][x^x/(-x^x + E^x*x*Log[x]), x] + Defer[Int][(E^x*Log[x])/(-x^x + E^x*x*Log[x]), x] + Defer[Int][(E^x*x*Log[x])/(-x^x + E^x*x*Log[x]), x] + Defer[Int][(E^x*Log[x]^2)/(-x^x + E^x*x*Log[x]), x] - Defer[Int][(x^x*Log[x]^2)/(-x^x + E^x*x*Log[x]), x] - Defer[Int][(x^(-1 + x)*Log[-(x^x/E^x) + x*Log[x]])/(-x^x + E^x*x*Log[x]), x] + Defer[Int][(E^x*Log[x]*Log[-(x^x/E^x) + x*Log[x]])/(-x^x + E^x*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
3102,-1,0,0,180.0003798,"\int \frac{e^{4+4 x} \left(4 x^5-16 x^6+e^x \left(4 x^4-16 x^5\right)\right)+e^{4+4 x} \left(8 x^2+8 e^x x^2\right) \log \left(e^x+x\right)+e^{4+4 x} \left(-8 x^2-16 x^3+e^x \left(-8 x-16 x^2\right)\right) \log ^2\left(e^x+x\right)}{25 e^x x^6+25 x^7+e^{8+8 x} \left(e^x x^4+x^5\right)+e^{4+4 x} \left(-10 e^x x^5-10 x^6\right)+\left(50 e^x x^3+50 x^4+e^{4+4 x} \left(-10 e^x x^2-10 x^3\right)\right) \log ^2\left(e^x+x\right)+\left(25 e^x+25 x\right) \log ^4\left(e^x+x\right)} \, dx","Int[(E^(4 + 4*x)*(4*x^5 - 16*x^6 + E^x*(4*x^4 - 16*x^5)) + E^(4 + 4*x)*(8*x^2 + 8*E^x*x^2)*Log[E^x + x] + E^(4 + 4*x)*(-8*x^2 - 16*x^3 + E^x*(-8*x - 16*x^2))*Log[E^x + x]^2)/(25*E^x*x^6 + 25*x^7 + E^(8 + 8*x)*(E^x*x^4 + x^5) + E^(4 + 4*x)*(-10*E^x*x^5 - 10*x^6) + (50*E^x*x^3 + 50*x^4 + E^(4 + 4*x)*(-10*E^x*x^2 - 10*x^3))*Log[E^x + x]^2 + (25*E^x + 25*x)*Log[E^x + x]^4),x]","\text{\$Aborted}","\frac{4}{\frac{e^{4 (x+1)}}{\frac{\log ^2\left(x+e^x\right)}{x^2}+x}-5}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3103,1,48,0,0.4584714,"\int \frac{e^{\frac{3}{2 \log (x)}} \left(-3 x^2-3 \left(i \pi -\log \left(\frac{5}{2}\right)\right)-4 x^2 \log ^2(x)\right)}{\left(2 x^5+4 x^3 \left(i \pi -\log \left(\frac{5}{2}\right)\right)+2 x \left(i \pi -\log \left(\frac{5}{2}\right)\right)^2\right) \log ^2(x)} \, dx","Int[(E^(3/(2*Log[x]))*(-3*x^2 - 3*(I*Pi - Log[5/2]) - 4*x^2*Log[x]^2))/((2*x^5 + 4*x^3*(I*Pi - Log[5/2]) + 2*x*(I*Pi - Log[5/2])^2)*Log[x]^2),x]","\frac{e^{\frac{3}{2 \log (x)}} \left(3 x^2+3 i \pi -\log \left(\frac{125}{8}\right)\right)}{3 \left(x^2+i \pi -\log \left(\frac{5}{2}\right)\right)^2}","\frac{e^{\frac{3}{2 \log (x)}}}{x^2+i \pi -\log \left(\frac{5}{2}\right)}",1,"(E^(3/(2*Log[x]))*((3*I)*Pi + 3*x^2 - Log[125/8]))/(3*(I*Pi + x^2 - Log[5/2])^2)","A",3,3,86,0.03488,1,"{1594, 28, 2288}"
3104,0,0,0,150.9831153,"\int \frac{-900000000-4800000000 x-9450000000 x^2-6900000000 x^3+1968750000 x^4+5400000000 x^5+1575000000 x^6-900000000 x^7-337500000 x^8-75000000 x^{10}+18750000 x^{12}+e^{2 x} \left(200000000+2900000000 x+12050000000 x^2+21475000000 x^3+14375000000 x^4-5250000000 x^5-10800000000 x^6-150000000 x^7+4650000000 x^8+500000000 x^9-1450000000 x^{10}-325000000 x^{11}+175000000 x^{12}+50000000 x^{13}\right)+e^{8 x} \left(-25000000 x^3-231250000 x^4-850000000 x^5-1525000000 x^6-1050000000 x^7+962500000 x^8+2800000000 x^9+2775000000 x^{10}+1475000000 x^{11}+418750000 x^{12}+50000000 x^{13}\right)+e^{4 x} \left(-300000000 x-3150000000 x^2-11775000000 x^3-19987500000 x^4-12150000000 x^5+8550000000 x^6+15750000000 x^7+3375000000 x^8-6300000000 x^9-3900000000 x^{10}+225000000 x^{11}+712500000 x^{12}+150000000 x^{13}\right)+e^{6 x} \left(150000000 x^2+1425000000 x^3+5175000000 x^4+8850000000 x^5+5400000000 x^6-5250000000 x^7-11550000000 x^8-7200000000 x^9-150000000 x^{10}+2025000000 x^{11}+975000000 x^{12}+150000000 x^{13}\right)+\left(e^{6 x} \left(-300000000 x-3300000000 x^2-13050000000 x^3-23850000000 x^4-16200000000 x^5+12600000000 x^6+31500000000 x^7+20700000000 x^8+900000000 x^9-5700000000 x^{10}-2850000000 x^{11}-450000000 x^{12}\right)+e^{4 x} \left(300000000+4500000000 x+19575000000 x^2+37050000000 x^3+27000000000 x^4-10800000000 x^5-28350000000 x^6-8100000000 x^7+10800000000 x^8+7500000000 x^9-225000000 x^{10}-1350000000 x^{11}-300000000 x^{12}\right)+e^{8 x} \left(75000000 x^2+750000000 x^3+2900000000 x^4+5400000000 x^5+3850000000 x^6-3500000000 x^7-10500000000 x^8-10600000000 x^9-5725000000 x^{10}-1650000000 x^{11}-200000000 x^{12}\right)+e^{2 x} \left(-1800000000-10000000000 x-20850000000 x^2-17150000000 x^3+1950000000 x^4+10800000000 x^5+2100000000 x^6-3900000000 x^7-900000000 x^8+1200000000 x^9+350000000 x^{10}-150000000 x^{11}-50000000 x^{12}\right)\right) \log (x)+\left(e^{4 x} \left(-1350000000-7800000000 x-17062500000 x^2-14850000000 x^3+2250000000 x^4+12600000000 x^5+4725000000 x^6-4500000000 x^7-3600000000 x^8+637500000 x^{10}+150000000 x^{11}\right)+e^{8 x} \left(-75000000 x-862500000 x^2-3600000000 x^3-7050000000 x^4-5250000000 x^5+4725000000 x^6+14700000000 x^7+15150000000 x^8+8325000000 x^9+2437500000 x^{10}+300000000 x^{11}\right)+e^{6 x} \left(150000000+2325000000 x+10575000000 x^2+21150000000 x^3+16200000000 x^4-9450000000 x^5-28350000000 x^6-19800000000 x^7-1350000000 x^8+5325000000 x^9+2775000000 x^{10}+450000000 x^{11}\right)\right) \log ^2(x)+\left(e^{8 x} \left(25000000+400000000 x+1900000000 x^2+4000000000 x^3+3150000000 x^4-2800000000 x^5-9100000000 x^6-9600000000 x^7-5375000000 x^8-1600000000 x^9-200000000 x^{10}\right)+e^{6 x} \left(-450000000-2700000000 x-6150000000 x^2-5400000000 x^3+2100000000 x^4+8400000000 x^5+6300000000 x^6+600000000 x^7-1650000000 x^8-900000000 x^9-150000000 x^{10}\right)\right) \log ^3(x)+e^{8 x} \left(-56250000-350000000 x-825000000 x^2-700000000 x^3+612500000 x^4+2100000000 x^5+2275000000 x^6+1300000000 x^7+393750000 x^8+50000000 x^9\right) \log ^4(x)}{x^{10}} \, dx","Int[(-900000000 - 4800000000*x - 9450000000*x^2 - 6900000000*x^3 + 1968750000*x^4 + 5400000000*x^5 + 1575000000*x^6 - 900000000*x^7 - 337500000*x^8 - 75000000*x^10 + 18750000*x^12 + E^(2*x)*(200000000 + 2900000000*x + 12050000000*x^2 + 21475000000*x^3 + 14375000000*x^4 - 5250000000*x^5 - 10800000000*x^6 - 150000000*x^7 + 4650000000*x^8 + 500000000*x^9 - 1450000000*x^10 - 325000000*x^11 + 175000000*x^12 + 50000000*x^13) + E^(8*x)*(-25000000*x^3 - 231250000*x^4 - 850000000*x^5 - 1525000000*x^6 - 1050000000*x^7 + 962500000*x^8 + 2800000000*x^9 + 2775000000*x^10 + 1475000000*x^11 + 418750000*x^12 + 50000000*x^13) + E^(4*x)*(-300000000*x - 3150000000*x^2 - 11775000000*x^3 - 19987500000*x^4 - 12150000000*x^5 + 8550000000*x^6 + 15750000000*x^7 + 3375000000*x^8 - 6300000000*x^9 - 3900000000*x^10 + 225000000*x^11 + 712500000*x^12 + 150000000*x^13) + E^(6*x)*(150000000*x^2 + 1425000000*x^3 + 5175000000*x^4 + 8850000000*x^5 + 5400000000*x^6 - 5250000000*x^7 - 11550000000*x^8 - 7200000000*x^9 - 150000000*x^10 + 2025000000*x^11 + 975000000*x^12 + 150000000*x^13) + (E^(6*x)*(-300000000*x - 3300000000*x^2 - 13050000000*x^3 - 23850000000*x^4 - 16200000000*x^5 + 12600000000*x^6 + 31500000000*x^7 + 20700000000*x^8 + 900000000*x^9 - 5700000000*x^10 - 2850000000*x^11 - 450000000*x^12) + E^(4*x)*(300000000 + 4500000000*x + 19575000000*x^2 + 37050000000*x^3 + 27000000000*x^4 - 10800000000*x^5 - 28350000000*x^6 - 8100000000*x^7 + 10800000000*x^8 + 7500000000*x^9 - 225000000*x^10 - 1350000000*x^11 - 300000000*x^12) + E^(8*x)*(75000000*x^2 + 750000000*x^3 + 2900000000*x^4 + 5400000000*x^5 + 3850000000*x^6 - 3500000000*x^7 - 10500000000*x^8 - 10600000000*x^9 - 5725000000*x^10 - 1650000000*x^11 - 200000000*x^12) + E^(2*x)*(-1800000000 - 10000000000*x - 20850000000*x^2 - 17150000000*x^3 + 1950000000*x^4 + 10800000000*x^5 + 2100000000*x^6 - 3900000000*x^7 - 900000000*x^8 + 1200000000*x^9 + 350000000*x^10 - 150000000*x^11 - 50000000*x^12))*Log[x] + (E^(4*x)*(-1350000000 - 7800000000*x - 17062500000*x^2 - 14850000000*x^3 + 2250000000*x^4 + 12600000000*x^5 + 4725000000*x^6 - 4500000000*x^7 - 3600000000*x^8 + 637500000*x^10 + 150000000*x^11) + E^(8*x)*(-75000000*x - 862500000*x^2 - 3600000000*x^3 - 7050000000*x^4 - 5250000000*x^5 + 4725000000*x^6 + 14700000000*x^7 + 15150000000*x^8 + 8325000000*x^9 + 2437500000*x^10 + 300000000*x^11) + E^(6*x)*(150000000 + 2325000000*x + 10575000000*x^2 + 21150000000*x^3 + 16200000000*x^4 - 9450000000*x^5 - 28350000000*x^6 - 19800000000*x^7 - 1350000000*x^8 + 5325000000*x^9 + 2775000000*x^10 + 450000000*x^11))*Log[x]^2 + (E^(8*x)*(25000000 + 400000000*x + 1900000000*x^2 + 4000000000*x^3 + 3150000000*x^4 - 2800000000*x^5 - 9100000000*x^6 - 9600000000*x^7 - 5375000000*x^8 - 1600000000*x^9 - 200000000*x^10) + E^(6*x)*(-450000000 - 2700000000*x - 6150000000*x^2 - 5400000000*x^3 + 2100000000*x^4 + 8400000000*x^5 + 6300000000*x^6 + 600000000*x^7 - 1650000000*x^8 - 900000000*x^9 - 150000000*x^10))*Log[x]^3 + E^(8*x)*(-56250000 - 350000000*x - 825000000*x^2 - 700000000*x^3 + 612500000*x^4 + 2100000000*x^5 + 2275000000*x^6 + 1300000000*x^7 + 393750000*x^8 + 50000000*x^9)*Log[x]^4)/x^10,x]","\int \frac{-900000000-4800000000 x-9450000000 x^2-6900000000 x^3+1968750000 x^4+5400000000 x^5+1575000000 x^6-900000000 x^7-337500000 x^8-75000000 x^{10}+18750000 x^{12}+e^{2 x} \left(200000000+2900000000 x+12050000000 x^2+21475000000 x^3+14375000000 x^4-5250000000 x^5-10800000000 x^6-150000000 x^7+4650000000 x^8+500000000 x^9-1450000000 x^{10}-325000000 x^{11}+175000000 x^{12}+50000000 x^{13}\right)+e^{8 x} \left(-25000000 x^3-231250000 x^4-850000000 x^5-1525000000 x^6-1050000000 x^7+962500000 x^8+2800000000 x^9+2775000000 x^{10}+1475000000 x^{11}+418750000 x^{12}+50000000 x^{13}\right)+e^{4 x} \left(-300000000 x-3150000000 x^2-11775000000 x^3-19987500000 x^4-12150000000 x^5+8550000000 x^6+15750000000 x^7+3375000000 x^8-6300000000 x^9-3900000000 x^{10}+225000000 x^{11}+712500000 x^{12}+150000000 x^{13}\right)+e^{6 x} \left(150000000 x^2+1425000000 x^3+5175000000 x^4+8850000000 x^5+5400000000 x^6-5250000000 x^7-11550000000 x^8-7200000000 x^9-150000000 x^{10}+2025000000 x^{11}+975000000 x^{12}+150000000 x^{13}\right)+\left(e^{6 x} \left(-300000000 x-3300000000 x^2-13050000000 x^3-23850000000 x^4-16200000000 x^5+12600000000 x^6+31500000000 x^7+20700000000 x^8+900000000 x^9-5700000000 x^{10}-2850000000 x^{11}-450000000 x^{12}\right)+e^{4 x} \left(300000000+4500000000 x+19575000000 x^2+37050000000 x^3+27000000000 x^4-10800000000 x^5-28350000000 x^6-8100000000 x^7+10800000000 x^8+7500000000 x^9-225000000 x^{10}-1350000000 x^{11}-300000000 x^{12}\right)+e^{8 x} \left(75000000 x^2+750000000 x^3+2900000000 x^4+5400000000 x^5+3850000000 x^6-3500000000 x^7-10500000000 x^8-10600000000 x^9-5725000000 x^{10}-1650000000 x^{11}-200000000 x^{12}\right)+e^{2 x} \left(-1800000000-10000000000 x-20850000000 x^2-17150000000 x^3+1950000000 x^4+10800000000 x^5+2100000000 x^6-3900000000 x^7-900000000 x^8+1200000000 x^9+350000000 x^{10}-150000000 x^{11}-50000000 x^{12}\right)\right) \log (x)+\left(e^{4 x} \left(-1350000000-7800000000 x-17062500000 x^2-14850000000 x^3+2250000000 x^4+12600000000 x^5+4725000000 x^6-4500000000 x^7-3600000000 x^8+637500000 x^{10}+150000000 x^{11}\right)+e^{8 x} \left(-75000000 x-862500000 x^2-3600000000 x^3-7050000000 x^4-5250000000 x^5+4725000000 x^6+14700000000 x^7+15150000000 x^8+8325000000 x^9+2437500000 x^{10}+300000000 x^{11}\right)+e^{6 x} \left(150000000+2325000000 x+10575000000 x^2+21150000000 x^3+16200000000 x^4-9450000000 x^5-28350000000 x^6-19800000000 x^7-1350000000 x^8+5325000000 x^9+2775000000 x^{10}+450000000 x^{11}\right)\right) \log ^2(x)+\left(e^{8 x} \left(25000000+400000000 x+1900000000 x^2+4000000000 x^3+3150000000 x^4-2800000000 x^5-9100000000 x^6-9600000000 x^7-5375000000 x^8-1600000000 x^9-200000000 x^{10}\right)+e^{6 x} \left(-450000000-2700000000 x-6150000000 x^2-5400000000 x^3+2100000000 x^4+8400000000 x^5+6300000000 x^6+600000000 x^7-1650000000 x^8-900000000 x^9-150000000 x^{10}\right)\right) \log ^3(x)+e^{8 x} \left(-56250000-350000000 x-825000000 x^2-700000000 x^3+612500000 x^4+2100000000 x^5+2275000000 x^6+1300000000 x^7+393750000 x^8+50000000 x^9\right) \log ^4(x)}{x^{10}} \, dx","\frac{16 \left(\frac{5}{x}+5\right)^8 \left(x-e^{2 x} (\log (x)-x)-2\right)^4}{x}",1,"-600000000*E^(2*x) - 900000000*E^(4*x) + 350000000*E^(8*x) + 100000000/x^9 - (100000000*E^(4*x))/(27*x^9) + 600000000/x^8 - (200000000*E^(2*x))/x^8 - (992187500*E^(4*x))/(27*x^8) + (4687500*E^(6*x))/x^8 + 1350000000/x^7 - (1300000000*E^(2*x))/x^7 - (23506250000*E^(4*x))/(1323*x^7) + (2671875000*E^(6*x))/(49*x^7) - (75000000*E^(8*x))/(49*x^7) + 1150000000/x^6 - (3350000000*E^(2*x))/x^6 + (2278212500000*E^(4*x))/(3969*x^6) + (12909375000*E^(6*x))/(49*x^6) - (3100000000*E^(8*x))/(147*x^6) - 393750000/x^5 - (3975000000*E^(2*x))/x^5 + (8156747500000*E^(4*x))/(3969*x^5) + (43022250000*E^(6*x))/(49*x^5) - (21765250000*E^(8*x))/(147*x^5) - 1350000000/x^4 - (1200000000*E^(2*x))/x^4 + (10976785000000*E^(4*x))/(3969*x^4) + (152444625000*E^(6*x))/(49*x^4) - (120915500000*E^(8*x))/(147*x^4) - 525000000/x^3 + (2100000000*E^(2*x))/x^3 - (1778360000000*E^(4*x))/(11907*x^3) + (671619250000*E^(6*x))/(49*x^3) - (232271000000*E^(8*x))/(49*x^3) + 450000000/x^2 + (2100000000*E^(2*x))/x^2 - (108464320000000*E^(4*x))/(11907*x^2) + (3804792750000*E^(6*x))/(49*x^2) - (5276032000000*E^(8*x))/(147*x^2) + 337500000/x + (150000000*E^(2*x))/x - (691758805000000*E^(4*x))/(11907*x) + (42316126500000*E^(6*x))/(49*x) - (27287174500000*E^(8*x))/(49*x) - 75000000*x - 200000000*E^(2*x)*x + 300000000*E^(6*x)*x + 175000000*E^(8*x)*x + 50000000*E^(2*x)*x^2 + 150000000*E^(4*x)*x^2 + 150000000*E^(6*x)*x^2 + 50000000*E^(8*x)*x^2 + 6250000*x^3 + 25000000*E^(2*x)*x^3 + 37500000*E^(4*x)*x^3 + 25000000*E^(6*x)*x^3 + 6250000*E^(8*x)*x^3 + (2691797863750000*ExpIntegralEi[4*x])/11907 - (254206684000000*ExpIntegralEi[6*x])/49 + (218468436625000*ExpIntegralEi[8*x])/49 - (60962800000000*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 4*x])/189 + (97272360000000*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 6*x])/7 - (359469760000000*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 8*x])/21 - (22466860000000*Log[-8*x]^2)/21 + (8106030000000*Log[-6*x]^2)/7 - (7620350000000*Log[-4*x]^2)/189 + 200000000*E^(2*x)*Log[x] + 18750000*E^(4*x)*Log[x] - 875000000*E^(6*x)*Log[x] - 690625000*E^(8*x)*Log[x] + (18081440000000*EulerGamma*Log[x])/189 + (200000000*E^(2*x)*Log[x])/x^9 - (100000000*E^(4*x)*Log[x])/(3*x^9) + (1300000000*E^(2*x)*Log[x])/x^8 - (1737500000*E^(4*x)*Log[x])/(3*x^8) + (37500000*E^(6*x)*Log[x])/x^8 + (3350000000*E^(2*x)*Log[x])/x^7 - (65675000000*E^(4*x)*Log[x])/(21*x^7) + (3525000000*E^(6*x)*Log[x])/(7*x^7) - (75000000*E^(8*x)*Log[x])/(7*x^7) + (3975000000*E^(2*x)*Log[x])/x^6 - (520375000000*E^(4*x)*Log[x])/(63*x^6) + (18750000000*E^(6*x)*Log[x])/(7*x^6) - (975000000*E^(8*x)*Log[x])/(7*x^6) + (1200000000*E^(2*x)*Log[x])/x^5 - (756500000000*E^(4*x)*Log[x])/(63*x^5) + (55890000000*E^(6*x)*Log[x])/(7*x^5) - (5620000000*E^(8*x)*Log[x])/(7*x^5) - (2100000000*E^(2*x)*Log[x])/x^4 - (586400000000*E^(4*x)*Log[x])/(63*x^4) + (112185000000*E^(6*x)*Log[x])/(7*x^4) - (20690000000*E^(8*x)*Log[x])/(7*x^4) - (2100000000*E^(2*x)*Log[x])/x^3 - (559550000000*E^(4*x)*Log[x])/(189*x^3) + (194970000000*E^(6*x)*Log[x])/(7*x^3) - (192470000000*E^(8*x)*Log[x])/(21*x^3) - (150000000*E^(2*x)*Log[x])/x^2 - (353650000000*E^(4*x)*Log[x])/(189*x^2) + (474660000000*E^(6*x)*Log[x])/(7*x^2) - (733130000000*E^(8*x)*Log[x])/(21*x^2) + (600000000*E^(2*x)*Log[x])/x - (3455800000000*E^(4*x)*Log[x])/(189*x) + (2703060000000*E^(6*x)*Log[x])/(7*x) - (5644540000000*E^(8*x)*Log[x])/(21*x) - 50000000*E^(2*x)*x*Log[x] - 300000000*E^(4*x)*x*Log[x] - 450000000*E^(6*x)*x*Log[x] - 200000000*E^(8*x)*x*Log[x] - 25000000*E^(2*x)*x^2*Log[x] - 75000000*E^(4*x)*x^2*Log[x] - 75000000*E^(6*x)*x^2*Log[x] - 25000000*E^(8*x)*x^2*Log[x] + (15240700000000*ExpIntegralEi[4*x]*Log[x])/189 - (15240700000000*(ExpIntegralE[1, -4*x] + ExpIntegralEi[4*x])*Log[x])/189 - (16212060000000*ExpIntegralEi[6*x]*Log[x])/7 + (16212060000000*(ExpIntegralE[1, -6*x] + ExpIntegralEi[6*x])*Log[x])/7 + (44933720000000*ExpIntegralEi[8*x]*Log[x])/21 - (44933720000000*(ExpIntegralE[1, -8*x] + ExpIntegralEi[8*x])*Log[x])/21 + 637500000*Defer[Int][E^(4*x)*Log[x]^2, x] + 2775000000*Defer[Int][E^(6*x)*Log[x]^2, x] + 2437500000*Defer[Int][E^(8*x)*Log[x]^2, x] - 1350000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^10, x] + 150000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^10, x] - 7800000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^9, x] + 2325000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^9, x] - 75000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^9, x] - 17062500000*Defer[Int][(E^(4*x)*Log[x]^2)/x^8, x] + 10575000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^8, x] - 862500000*Defer[Int][(E^(8*x)*Log[x]^2)/x^8, x] - 14850000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^7, x] + 21150000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^7, x] - 3600000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^7, x] + 2250000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^6, x] + 16200000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^6, x] - 7050000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^6, x] + 12600000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^5, x] - 9450000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^5, x] - 5250000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^5, x] + 4725000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^4, x] - 28350000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^4, x] + 4725000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^4, x] - 4500000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^3, x] - 19800000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^3, x] + 14700000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^3, x] - 3600000000*Defer[Int][(E^(4*x)*Log[x]^2)/x^2, x] - 1350000000*Defer[Int][(E^(6*x)*Log[x]^2)/x^2, x] + 15150000000*Defer[Int][(E^(8*x)*Log[x]^2)/x^2, x] + 5325000000*Defer[Int][(E^(6*x)*Log[x]^2)/x, x] + 8325000000*Defer[Int][(E^(8*x)*Log[x]^2)/x, x] + 150000000*Defer[Int][E^(4*x)*x*Log[x]^2, x] + 450000000*Defer[Int][E^(6*x)*x*Log[x]^2, x] + 300000000*Defer[Int][E^(8*x)*x*Log[x]^2, x] - 150000000*Defer[Int][E^(6*x)*Log[x]^3, x] - 200000000*Defer[Int][E^(8*x)*Log[x]^3, x] - 450000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^10, x] + 25000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^10, x] - 2700000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^9, x] + 400000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^9, x] - 6150000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^8, x] + 1900000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^8, x] - 5400000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^7, x] + 4000000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^7, x] + 2100000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^6, x] + 3150000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^6, x] + 8400000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^5, x] - 2800000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^5, x] + 6300000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^4, x] - 9100000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^4, x] + 600000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^3, x] - 9600000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^3, x] - 1650000000*Defer[Int][(E^(6*x)*Log[x]^3)/x^2, x] - 5375000000*Defer[Int][(E^(8*x)*Log[x]^3)/x^2, x] - 900000000*Defer[Int][(E^(6*x)*Log[x]^3)/x, x] - 1600000000*Defer[Int][(E^(8*x)*Log[x]^3)/x, x] - 56250000*Defer[Int][(E^(8*x)*Log[x]^4)/x^10, x] - 350000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^9, x] - 825000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^8, x] - 700000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^7, x] + 612500000*Defer[Int][(E^(8*x)*Log[x]^4)/x^6, x] + 2100000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^5, x] + 2275000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^4, x] + 1300000000*Defer[Int][(E^(8*x)*Log[x]^4)/x^3, x] + 393750000*Defer[Int][(E^(8*x)*Log[x]^4)/x^2, x] + 50000000*Defer[Int][(E^(8*x)*Log[x]^4)/x, x]","F",0,0,0,0,-1,"{}"
3105,0,0,0,6.690775,"\int \frac{1}{3} \exp \left(-e^x+\frac{1}{3} e^{-e^x} \left(12 x^3+100 x^4+\left(-12 x^2-100 x^3\right) \log (4)\right)\right) \left(36 x^2+400 x^3+\left(-24 x-300 x^2\right) \log (4)+e^x \left(-12 x^3-100 x^4+\left(12 x^2+100 x^3\right) \log (4)\right)\right) \, dx","Int[(E^(-E^x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*(36*x^2 + 400*x^3 + (-24*x - 300*x^2)*Log[4] + E^x*(-12*x^3 - 100*x^4 + (12*x^2 + 100*x^3)*Log[4])))/3,x]","\int \frac{1}{3} \exp \left(-e^x+\frac{1}{3} e^{-e^x} \left(12 x^3+100 x^4+\left(-12 x^2-100 x^3\right) \log (4)\right)\right) \left(36 x^2+400 x^3+\left(-24 x-300 x^2\right) \log (4)+e^x \left(-12 x^3-100 x^4+\left(12 x^2+100 x^3\right) \log (4)\right)\right) \, dx","e^{\frac{4}{3} e^{-e^x} x^2 (25 x+3) (x-\log (4))}",1,"-8*Log[4]*Defer[Int][E^(-E^x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x, x] + 12*Defer[Int][E^(-E^x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^2, x] - 100*Log[4]*Defer[Int][E^(-E^x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^2, x] + 4*Log[4]*Defer[Int][E^(-E^x + x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^2, x] + (400*Defer[Int][E^(-E^x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^3, x])/3 - (4*(3 - 25*Log[4])*Defer[Int][E^(-E^x + x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^3, x])/3 - (100*Defer[Int][E^(-E^x + x + (12*x^3 + 100*x^4 + (-12*x^2 - 100*x^3)*Log[4])/(3*E^E^x))*x^4, x])/3","F",0,0,0,0,-1,"{}"
3106,1,26,0,0.5743679,"\int \frac{-131072-65536 e^4-2 x^2+\left(-32768-16384 e^4\right) \log (2)+\left(-3072-1536 e^4\right) \log ^2(2)+\left(-128-64 e^4\right) \log ^3(2)+\left(-2-e^4\right) \log ^4(2)+4 x^2 \log (x)}{\left(65536 x+16384 x \log (2)+1536 x \log ^2(2)+64 x \log ^3(2)+x \log ^4(2)\right) \log ^2(x)} \, dx","Int[(-131072 - 65536*E^4 - 2*x^2 + (-32768 - 16384*E^4)*Log[2] + (-3072 - 1536*E^4)*Log[2]^2 + (-128 - 64*E^4)*Log[2]^3 + (-2 - E^4)*Log[2]^4 + 4*x^2*Log[x])/((65536*x + 16384*x*Log[2] + 1536*x*Log[2]^2 + 64*x*Log[2]^3 + x*Log[2]^4)*Log[x]^2),x]","\frac{2 x^2}{(16+\log (2))^4 \log (x)}+\frac{2+e^4}{\log (x)}","\frac{\frac{2 x^2}{(16+\log (2))^4}+e^4+2}{\log (x)}",1,"(2 + E^4)/Log[x] + (2*x^2)/((16 + Log[2])^4*Log[x])","A",17,10,101,0.09901,1,"{6, 12, 6688, 6742, 2353, 2306, 2309, 2178, 2302, 30}"
3107,1,36,0,0.8793294,"\int \frac{e^{\frac{1}{2} \left(e^x x^3 \log (2)+x^4 \log (2)\right)} \left(-4 x^3 \log (2)+e^x \left(-3 x^2-x^3\right) \log (2)\right) (i \pi +\log (-\log (\log (2))))^2}{18-12 e^{\frac{1}{2} \left(e^x x^3 \log (2)+x^4 \log (2)\right)}+2 e^{e^x x^3 \log (2)+x^4 \log (2)}} \, dx","Int[(E^((E^x*x^3*Log[2] + x^4*Log[2])/2)*(-4*x^3*Log[2] + E^x*(-3*x^2 - x^3)*Log[2])*(I*Pi + Log[-Log[Log[2]]])^2)/(18 - 12*E^((E^x*x^3*Log[2] + x^4*Log[2])/2) + 2*E^(E^x*x^3*Log[2] + x^4*Log[2])),x]","-\frac{(\log (-\log (\log (2)))+i \pi )^2}{3-2^{\frac{1}{2} x^3 \left(x+e^x\right)}}","\frac{(\log (-\log (\log (2)))+i \pi )^2}{2^{\frac{1}{2} x^3 \left(x+e^x\right)}-3}",1,"-((I*Pi + Log[-Log[Log[2]]])^2/(3 - 2^((x^3*(E^x + x))/2)))","A",4,3,110,0.02727,1,"{12, 6688, 6686}"
3108,0,0,0,1.7047734,"\int \frac{5 e^2+e^4 x^2+\left(-5 e^2+e^4 \left(-x-3 x^2\right)\right) \log (x)+\left(e^4 x-2 e^4 x \log (x)\right) \log \left(e^5 x\right)}{25 x^2+10 e^2 x^4+e^4 x^6+\left(10 e^2 x^3+2 e^4 x^5\right) \log \left(e^5 x\right)+e^4 x^4 \log ^2\left(e^5 x\right)} \, dx","Int[(5*E^2 + E^4*x^2 + (-5*E^2 + E^4*(-x - 3*x^2))*Log[x] + (E^4*x - 2*E^4*x*Log[x])*Log[E^5*x])/(25*x^2 + 10*E^2*x^4 + E^4*x^6 + (10*E^2*x^3 + 2*E^4*x^5)*Log[E^5*x] + E^4*x^4*Log[E^5*x]^2),x]","\int \frac{5 e^2+e^4 x^2+\left(-5 e^2+e^4 \left(-x-3 x^2\right)\right) \log (x)+\left(e^4 x-2 e^4 x \log (x)\right) \log \left(e^5 x\right)}{25 x^2+10 e^2 x^4+e^4 x^6+\left(10 e^2 x^3+2 e^4 x^5\right) \log \left(e^5 x\right)+e^4 x^4 \log ^2\left(e^5 x\right)} \, dx","\frac{\log (x)}{x \left(x \left(x+\log \left(e^5 x\right)\right)+\frac{5}{e^2}\right)}-4",1,"x^(-2) + 6*E^4*Defer[Int][(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])^(-2), x] - 25*Defer[Int][1/(x^3*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])^2), x] - 20*E^2*Defer[Int][1/(x^2*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])^2), x] + 5*E^4*Defer[Int][1/(x*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])^2), x] + E^4*Defer[Int][x/(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])^2, x] + 15*Defer[Int][1/(x^3*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])), x] + 10*E^2*Defer[Int][1/(x^2*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])), x] + E^2*Defer[Int][1/(x*(5 + 5*E^2*x + E^2*x^2 + E^2*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
3109,0,0,0,0.2553341,"\int \frac{-1-3 x+2 x^2}{16 e^{3+x}-x-2 x^2} \, dx","Int[(-1 - 3*x + 2*x^2)/(16*E^(3 + x) - x - 2*x^2),x]","\int \frac{-1-3 x+2 x^2}{16 e^{3+x}-x-2 x^2} \, dx","\log \left(8-\frac{1}{2} e^{-x-3} x (2 x+1)\right)",1,"-Defer[Int][(16*E^(3 + x) - x - 2*x^2)^(-1), x] + 3*Defer[Int][x/(-16*E^(3 + x) + x + 2*x^2), x] - 2*Defer[Int][x^2/(-16*E^(3 + x) + x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
3110,1,11,0,0.0044745,"\int \frac{-3+6 x^2}{2 x^2} \, dx","Int[(-3 + 6*x^2)/(2*x^2),x]","3 x+\frac{3}{2 x}","2-3 \left(-x-\frac{1}{2 x}+3+\log ^2(4)\right)",1,"3/(2*x) + 3*x","A",3,2,14,0.1429,1,"{12, 14}"
3111,1,28,0,0.0249634,"\int \left(2+e^{2+8 x+x^2} \left(2+16 x+4 x^2\right)\right) \, dx","Int[2 + E^(2 + 8*x + x^2)*(2 + 16*x + 4*x^2),x]","\frac{2 e^{x^2+8 x+2} \left(x^2+4 x\right)}{x+4}+2 x","2 \left(e^{x^2+8 x+2} x+x+5\right)-\log (4)",1,"2*x + (2*E^(2 + 8*x + x^2)*(4*x + x^2))/(4 + x)","A",2,1,23,0.04348,1,"{2288}"
3112,1,29,0,0.0068832,"\int \frac{1}{4} e^9 \left(625 x^3+6250 x^4+15000 x^5\right) \, dx","Int[(E^9*(625*x^3 + 6250*x^4 + 15000*x^5))/4,x]","625 e^9 x^6+\frac{625 e^9 x^5}{2}+\frac{625 e^9 x^4}{16}","625 e^9 \left(x+\frac{1}{4}\right)^2 x^4+\frac{1}{e^4}",1,"(625*E^9*x^4)/16 + (625*E^9*x^5)/2 + 625*E^9*x^6","A",2,1,23,0.04348,1,"{12}"
3113,0,0,0,1.4366819,"\int \frac{-10 x+2 x^2+6 x^3+e^x \left(-3-x+3 x^2\right)+\left(2 e^x x+4 x^2\right) \log (x)+\left(-4-4 e^x-4 x\right) \log \left(e^x+2 x\right)}{e^x+2 x} \, dx","Int[(-10*x + 2*x^2 + 6*x^3 + E^x*(-3 - x + 3*x^2) + (2*E^x*x + 4*x^2)*Log[x] + (-4 - 4*E^x - 4*x)*Log[E^x + 2*x])/(E^x + 2*x),x]","\int \frac{-10 x+2 x^2+6 x^3+e^x \left(-3-x+3 x^2\right)+\left(2 e^x x+4 x^2\right) \log (x)+\left(-4-4 e^x-4 x\right) \log \left(e^x+2 x\right)}{e^x+2 x} \, dx","-\left(x+\log \left(2 x+e^x\right)\right)^2+x (x+x (x+\log (x))-3)+2",1,"-3*x + x^2 + x^3 + x^2*Log[x] - 4*x*Log[E^x + 2*x] - 4*Log[E^x + 2*x]*Defer[Int][(E^x + 2*x)^(-1), x] + 4*Defer[Int][x/(E^x + 2*x), x] + 4*Log[E^x + 2*x]*Defer[Int][x/(E^x + 2*x), x] - 4*Defer[Int][x^2/(E^x + 2*x), x] + 4*Defer[Int][Defer[Int][(E^x + 2*x)^(-1), x], x] + 8*Defer[Int][Defer[Int][(E^x + 2*x)^(-1), x]/(E^x + 2*x), x] - 8*Defer[Int][(x*Defer[Int][(E^x + 2*x)^(-1), x])/(E^x + 2*x), x] - 4*Defer[Int][Defer[Int][x/(E^x + 2*x), x], x] - 8*Defer[Int][Defer[Int][x/(E^x + 2*x), x]/(E^x + 2*x), x] + 8*Defer[Int][(x*Defer[Int][x/(E^x + 2*x), x])/(E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
3114,1,60,0,2.4440375,"\int \frac{\exp \left(\frac{-25-450 x-1935 x^2+810 x^3-81 x^4+\left(-90 x-810 x^2+162 x^3\right) \log (9)-81 x^2 \log ^2(9)+x^2 \log (5 x)}{x^2}\right) \left(50+450 x+x^2+810 x^3-162 x^4+\left(90 x+162 x^3\right) \log (9)\right)}{x^3} \, dx","Int[(E^((-25 - 450*x - 1935*x^2 + 810*x^3 - 81*x^4 + (-90*x - 810*x^2 + 162*x^3)*Log[9] - 81*x^2*Log[9]^2 + x^2*Log[5*x])/x^2)*(50 + 450*x + x^2 + 810*x^3 - 162*x^4 + (90*x + 162*x^3)*Log[9]))/x^3,x]","5\ 9^{-\frac{-162 x^3+810 x^2+90 x}{x^2}} x \exp \left(-\frac{81 x^4-810 x^3+1935 x^2+81 x^2 \log ^2(9)+450 x+25}{x^2}\right)","5 x e^{-\left(\frac{5}{x}-9 (x-5-\log (9))\right)^2}",1,"(5*x)/(9^((90*x + 810*x^2 - 162*x^3)/x^2)*E^((25 + 450*x + 1935*x^2 - 810*x^3 + 81*x^4 + 81*x^2*Log[9]^2)/x^2))","B",1,1,94,0.01064,1,"{6706}"
3115,1,33,0,0.1614313,"\int \frac{\left(2 x^2+5 x^3-2 x^5+2 x^6\right) \log (4-\log (6))+\left(4-x^2+x^3\right) \log \left(4-x^2+x^3\right) \log (4-\log (6))}{\left(-4 x^4+x^6-x^7+\left(4 x-x^3+x^4\right) \log \left(4-x^2+x^3\right)\right) \log ^2\left(\frac{-x^3+\log \left(4-x^2+x^3\right)}{x}\right)} \, dx","Int[((2*x^2 + 5*x^3 - 2*x^5 + 2*x^6)*Log[4 - Log[6]] + (4 - x^2 + x^3)*Log[4 - x^2 + x^3]*Log[4 - Log[6]])/((-4*x^4 + x^6 - x^7 + (4*x - x^3 + x^4)*Log[4 - x^2 + x^3])*Log[(-x^3 + Log[4 - x^2 + x^3])/x]^2),x]","\frac{\log (4-\log (6))}{\log \left(-\frac{x^3-\log \left(x^3-x^2+4\right)}{x}\right)}","\frac{\log (4-\log (6))}{\log \left(\frac{\log \left(x \left(x^2-x\right)+4\right)}{x}-x^2\right)}",1,"Log[4 - Log[6]]/Log[-((x^3 - Log[4 - x^2 + x^3])/x)]","A",1,1,124,0.008065,1,"{6686}"
3116,0,0,0,1.7060039,"\int \frac{e^x \left(54+108 x-162 x^2-135 x^3+54 x^4\right)-27 e^x x \log \left(x^2\right)}{16 x^3-8 x^4-15 x^5+4 x^6+4 x^7+\left(8 x^2-2 x^3-4 x^4\right) \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","Int[(E^x*(54 + 108*x - 162*x^2 - 135*x^3 + 54*x^4) - 27*E^x*x*Log[x^2])/(16*x^3 - 8*x^4 - 15*x^5 + 4*x^6 + 4*x^7 + (8*x^2 - 2*x^3 - 4*x^4)*Log[x^2] + x*Log[x^2]^2),x]","\int \frac{e^x \left(54+108 x-162 x^2-135 x^3+54 x^4\right)-27 e^x x \log \left(x^2\right)}{16 x^3-8 x^4-15 x^5+4 x^6+4 x^7+\left(8 x^2-2 x^3-4 x^4\right) \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","\frac{27 e^x}{2 x^3+x^2-\log \left(x^2\right)-4 x}",1,"108*Defer[Int][E^x/(-4*x + x^2 + 2*x^3 - Log[x^2])^2, x] + 54*Defer[Int][E^x/(x*(-4*x + x^2 + 2*x^3 - Log[x^2])^2), x] - 54*Defer[Int][(E^x*x)/(-4*x + x^2 + 2*x^3 - Log[x^2])^2, x] - 162*Defer[Int][(E^x*x^2)/(-4*x + x^2 + 2*x^3 - Log[x^2])^2, x] + 27*Defer[Int][E^x/(-4*x + x^2 + 2*x^3 - Log[x^2]), x]","F",0,0,0,0,-1,"{}"
3117,1,63,0,0.1312267,"\int e^{x+\frac{1}{2} \left(4 x-x^2-2 x^3-2 x \log (16)\right)} \left(1+3 x-x^2-3 x^3-x \log (16)\right) \, dx","Int[E^(x + (4*x - x^2 - 2*x^3 - 2*x*Log[16])/2)*(1 + 3*x - x^2 - 3*x^3 - x*Log[16]),x]","-\frac{\left(3 x^3+x^2-x (3-\log (16))\right) \exp \left(\frac{1}{2} \left(-2 x^3-x^2+4 x-2 x \log (16)\right)+x\right)}{-3 x^2-x+3-\log (16)}","x e^{2 x-x \left(x^2+\frac{x-2}{2}+\log (16)\right)}",1,"-((E^(x + (4*x - x^2 - 2*x^3 - 2*x*Log[16])/2)*(x^2 + 3*x^3 - x*(3 - Log[16])))/(3 - x - 3*x^2 - Log[16]))","B",2,2,48,0.04167,1,"{6, 2288}"
3118,1,27,0,0.2945952,"\int \frac{-16 x^7+7 x^8+e^x \left(20 x^4-16 x^5+x^6+x^7\right)+\left(8 x^7+e^x \left(-20 x^4+6 x^5+2 x^6\right)\right) \log (3+\log (2))+e^x \left(5 x^4+x^5\right) \log ^2(3+\log (2))}{4-4 x+x^2+(-4+2 x) \log (3+\log (2))+\log ^2(3+\log (2))} \, dx","Int[(-16*x^7 + 7*x^8 + E^x*(20*x^4 - 16*x^5 + x^6 + x^7) + (8*x^7 + E^x*(-20*x^4 + 6*x^5 + 2*x^6))*Log[3 + Log[2]] + E^x*(5*x^4 + x^5)*Log[3 + Log[2]]^2)/(4 - 4*x + x^2 + (-4 + 2*x)*Log[3 + Log[2]] + Log[3 + Log[2]]^2),x]","e^x x^5-\frac{x^8}{-x+2-\log (3+\log (2))}","x^5 \left(\frac{x^3}{x-2+\log (3+\log (2))}+e^x\right)",1,"E^x*x^5 - x^8/(2 - x - Log[3 + Log[2]])","A",16,5,113,0.04425,1,"{6688, 2196, 2176, 2194, 74}"
3119,1,78,0,0.0253763,"\int \left(2560 x+768 x^2-2560 x^3-640 x^4+480 x^5+112 x^6+e^8 \left(10 x+3 x^2\right)+e^4 \left(-320 x-96 x^2+160 x^3+40 x^4\right)\right) \, dx","Int[2560*x + 768*x^2 - 2560*x^3 - 640*x^4 + 480*x^5 + 112*x^6 + E^8*(10*x + 3*x^2) + E^4*(-320*x - 96*x^2 + 160*x^3 + 40*x^4),x]","16 x^7+80 x^6+8 e^4 x^5-128 x^5+40 e^4 x^4-640 x^4+e^8 x^3-32 e^4 x^3+256 x^3+5 e^8 x^2-160 e^4 x^2+1280 x^2","x^2 (x+5) \left(e^4-4 \left(4-x^2\right)\right)^2",1,"1280*x^2 - 160*E^4*x^2 + 5*E^8*x^2 + 256*x^3 - 32*E^4*x^3 + E^8*x^3 - 640*x^4 + 40*E^4*x^4 - 128*x^5 + 8*E^4*x^5 + 80*x^6 + 16*x^7","B",3,0,65,0,1,"{}"
3120,1,18,0,0.1006829,"\int \frac{8+e^{\frac{3}{4+2 x}} (9-3 x)+8 x+2 x^2}{-24-16 x+2 x^2+2 x^3} \, dx","Int[(8 + E^(3/(4 + 2*x))*(9 - 3*x) + 8*x + 2*x^2)/(-24 - 16*x + 2*x^2 + 2*x^3),x]","e^{\frac{3}{2 (x+2)}}+\log (3-x)","e^{\frac{3}{2 x+4}}+\log (x-3)-3",1,"E^(3/(2*(2 + x))) + Log[3 - x]","A",3,2,45,0.04444,1,"{6688, 2209}"
3121,1,33,0,1.5797099,"\int \frac{3^{-1/x} \sqrt[x]{\log \left(x^4\right)} \left(-48+12 \log \left(x^4\right) \log \left(\frac{\log \left(x^4\right)}{3}\right)\right)}{\left(625 x^2+50 x^2 \log (4)+x^2 \log ^2(4)\right) \log \left(x^4\right)+3^{-1/x} \left(-50 x^2-2 x^2 \log (4)\right) \log ^{1+\frac{1}{x}}\left(x^4\right)+3^{-2/x} x^2 \log ^{1+\frac{2}{x}}\left(x^4\right)} \, dx","Int[(Log[x^4]^x^(-1)*(-48 + 12*Log[x^4]*Log[Log[x^4]/3]))/(3^x^(-1)*((625*x^2 + 50*x^2*Log[4] + x^2*Log[4]^2)*Log[x^4] + ((-50*x^2 - 2*x^2*Log[4])*Log[x^4]^(1 + x^(-1)))/3^x^(-1) + (x^2*Log[x^4]^(1 + 2/x))/3^(2/x))),x]","\frac{12}{(25+\log (4)) \left(1-3^{\frac{1}{x}} (25+\log (4)) \log ^{-\frac{1}{x}}\left(x^4\right)\right)}","\frac{12}{3^{-1/x} \sqrt[x]{\log \left(x^4\right)}-25-\log (4)}",1,"12/((25 + Log[4])*(1 - (3^x^(-1)*(25 + Log[4]))/Log[x^4]^x^(-1)))","A",4,4,116,0.03448,1,"{6688, 12, 6711, 32}"
3122,1,11,0,0.0009677,"\int \frac{1}{5} (-14+14 x) \, dx","Int[(-14 + 14*x)/5,x]","\frac{7}{5} (1-x)^2","\left(2-\frac{7 (4-x) x+x}{5 x}\right) x+x-e^{e^5}",1,"(7*(1 - x)^2)/5","A",1,1,9,0.1111,1,"{9}"
3123,1,21,0,0.3683368,"\int \frac{-4-576 x-256 x^3+\left(81+x+72 x^2+16 x^4\right) \log \left(43046721+2125764 x+153094374 x^2+5669028 x^3+238155553 x^4+6298848 x^5+211678272 x^6+3732544 x^7+117586944 x^8+1244160 x^9+41805312 x^{10}+221184 x^{11}+9289728 x^{12}+16384 x^{13}+1179648 x^{14}+65536 x^{16}\right)}{\left(81+x+72 x^2+16 x^4\right) \log \left(43046721+2125764 x+153094374 x^2+5669028 x^3+238155553 x^4+6298848 x^5+211678272 x^6+3732544 x^7+117586944 x^8+1244160 x^9+41805312 x^{10}+221184 x^{11}+9289728 x^{12}+16384 x^{13}+1179648 x^{14}+65536 x^{16}\right)} \, dx","Int[(-4 - 576*x - 256*x^3 + (81 + x + 72*x^2 + 16*x^4)*Log[43046721 + 2125764*x + 153094374*x^2 + 5669028*x^3 + 238155553*x^4 + 6298848*x^5 + 211678272*x^6 + 3732544*x^7 + 117586944*x^8 + 1244160*x^9 + 41805312*x^10 + 221184*x^11 + 9289728*x^12 + 16384*x^13 + 1179648*x^14 + 65536*x^16])/((81 + x + 72*x^2 + 16*x^4)*Log[43046721 + 2125764*x + 153094374*x^2 + 5669028*x^3 + 238155553*x^4 + 6298848*x^5 + 211678272*x^6 + 3732544*x^7 + 117586944*x^8 + 1244160*x^9 + 41805312*x^10 + 221184*x^11 + 9289728*x^12 + 16384*x^13 + 1179648*x^14 + 65536*x^16]),x]","x-\log \left(\log \left(\left(16 x^4+72 x^2+x+81\right)^4\right)\right)","\log \left(\frac{e^x}{2 \log \left(\left(\left(4 x^2+9\right)^2+x\right)^4\right)}\right)-6",1,"x - Log[Log[(81 + x + 72*x^2 + 16*x^4)^4]]","A",4,3,194,0.01546,1,"{6688, 6742, 6684}"
3124,0,0,0,12.5153195,"\int \frac{-1000-5000 x-6200 x^2-2900 x^3-1000 x^4-1000 x^5-400 x^6+\left(200+1850 x+1600 x^2+350 x^3+300 x^4+300 x^5\right) \log (5)+\left(-200 x-50 x^2-50 x^4\right) \log ^2(5)+\left(-200-1850 x-1600 x^2-350 x^3-300 x^4-300 x^5+\left(400 x+100 x^2+100 x^4\right) \log (5)\right) \log \left(\frac{x}{4+x+x^3}\right)+\left(-200 x-50 x^2-50 x^4\right) \log ^2\left(\frac{x}{4+x+x^3}\right)}{256 x^3+448 x^4+288 x^5+144 x^6+104 x^7+48 x^8+8 x^9+\left(-192 x^3-240 x^4-96 x^5-60 x^6-48 x^7-12 x^8\right) \log (5)+\left(48 x^3+36 x^4+6 x^5+12 x^6+6 x^7\right) \log ^2(5)+\left(-4 x^3-x^4-x^6\right) \log ^3(5)+\left(192 x^3+240 x^4+96 x^5+60 x^6+48 x^7+12 x^8+\left(-96 x^3-72 x^4-12 x^5-24 x^6-12 x^7\right) \log (5)+\left(12 x^3+3 x^4+3 x^6\right) \log ^2(5)\right) \log \left(\frac{x}{4+x+x^3}\right)+\left(48 x^3+36 x^4+6 x^5+12 x^6+6 x^7+\left(-12 x^3-3 x^4-3 x^6\right) \log (5)\right) \log ^2\left(\frac{x}{4+x+x^3}\right)+\left(4 x^3+x^4+x^6\right) \log ^3\left(\frac{x}{4+x+x^3}\right)} \, dx","Int[(-1000 - 5000*x - 6200*x^2 - 2900*x^3 - 1000*x^4 - 1000*x^5 - 400*x^6 + (200 + 1850*x + 1600*x^2 + 350*x^3 + 300*x^4 + 300*x^5)*Log[5] + (-200*x - 50*x^2 - 50*x^4)*Log[5]^2 + (-200 - 1850*x - 1600*x^2 - 350*x^3 - 300*x^4 - 300*x^5 + (400*x + 100*x^2 + 100*x^4)*Log[5])*Log[x/(4 + x + x^3)] + (-200*x - 50*x^2 - 50*x^4)*Log[x/(4 + x + x^3)]^2)/(256*x^3 + 448*x^4 + 288*x^5 + 144*x^6 + 104*x^7 + 48*x^8 + 8*x^9 + (-192*x^3 - 240*x^4 - 96*x^5 - 60*x^6 - 48*x^7 - 12*x^8)*Log[5] + (48*x^3 + 36*x^4 + 6*x^5 + 12*x^6 + 6*x^7)*Log[5]^2 + (-4*x^3 - x^4 - x^6)*Log[5]^3 + (192*x^3 + 240*x^4 + 96*x^5 + 60*x^6 + 48*x^7 + 12*x^8 + (-96*x^3 - 72*x^4 - 12*x^5 - 24*x^6 - 12*x^7)*Log[5] + (12*x^3 + 3*x^4 + 3*x^6)*Log[5]^2)*Log[x/(4 + x + x^3)] + (48*x^3 + 36*x^4 + 6*x^5 + 12*x^6 + 6*x^7 + (-12*x^3 - 3*x^4 - 3*x^6)*Log[5])*Log[x/(4 + x + x^3)]^2 + (4*x^3 + x^4 + x^6)*Log[x/(4 + x + x^3)]^3),x]","\int \frac{-1000-5000 x-6200 x^2-2900 x^3-1000 x^4-1000 x^5-400 x^6+\left(200+1850 x+1600 x^2+350 x^3+300 x^4+300 x^5\right) \log (5)+\left(-200 x-50 x^2-50 x^4\right) \log ^2(5)+\left(-200-1850 x-1600 x^2-350 x^3-300 x^4-300 x^5+\left(400 x+100 x^2+100 x^4\right) \log (5)\right) \log \left(\frac{x}{4+x+x^3}\right)+\left(-200 x-50 x^2-50 x^4\right) \log ^2\left(\frac{x}{4+x+x^3}\right)}{256 x^3+448 x^4+288 x^5+144 x^6+104 x^7+48 x^8+8 x^9+\left(-192 x^3-240 x^4-96 x^5-60 x^6-48 x^7-12 x^8\right) \log (5)+\left(48 x^3+36 x^4+6 x^5+12 x^6+6 x^7\right) \log ^2(5)+\left(-4 x^3-x^4-x^6\right) \log ^3(5)+\left(192 x^3+240 x^4+96 x^5+60 x^6+48 x^7+12 x^8+\left(-96 x^3-72 x^4-12 x^5-24 x^6-12 x^7\right) \log (5)+\left(12 x^3+3 x^4+3 x^6\right) \log ^2(5)\right) \log \left(\frac{x}{4+x+x^3}\right)+\left(48 x^3+36 x^4+6 x^5+12 x^6+6 x^7+\left(-12 x^3-3 x^4-3 x^6\right) \log (5)\right) \log ^2\left(\frac{x}{4+x+x^3}\right)+\left(4 x^3+x^4+x^6\right) \log ^3\left(\frac{x}{4+x+x^3}\right)} \, dx","\left(5-\frac{5}{x \left(-\log \left(\frac{x}{x^3+x+4}\right)-2 x-4+\log (5)\right)}\right)^2",1,"-400*Defer[Int][(4 + 2*x + Log[x/(5*(4 + x + x^3))])^(-3), x] - 50*(5 - Log[5])*Defer[Int][1/(x^3*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] + (25*(5 - Log[5])*Defer[Int][1/(x^2*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - (25*(100 - 37*Log[5] + 4*Log[5]^2)*Defer[Int][1/(x^2*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - (25*(5 - Log[5])*Defer[Int][1/(x*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 - (25*(124 - 32*Log[5] + Log[5]^2)*Defer[Int][1/(x*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 + (25*(100 - 37*Log[5] + 4*Log[5]^2)*Defer[Int][1/(x*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 + 1600*Defer[Int][1/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - 50*(58 - 7*Log[5])*Defer[Int][1/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] + (425*(5 - Log[5])*Defer[Int][1/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 + (25*(124 - 32*Log[5] + Log[5]^2)*Defer[Int][1/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - (25*(100 - 37*Log[5] + 4*Log[5]^2)*Defer[Int][1/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 + 400*Defer[Int][x/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - (25*(5 - Log[5])*Defer[Int][x/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - 50*(20 - 6*Log[5] + Log[5]^2)*Defer[Int][x/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] + (25*(100 - 37*Log[5] + 4*Log[5]^2)*Defer[Int][x/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 + (25*(5 - Log[5])*Defer[Int][x^2/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 + (25*(124 - 32*Log[5] + Log[5]^2)*Defer[Int][x^2/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - (25*(100 - 37*Log[5] + 4*Log[5]^2)*Defer[Int][x^2/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/8 - 100*(10 - Log[125])*Defer[Int][x^2/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - 50*Defer[Int][Log[x/(4 + x + x^3)]/(x^3*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - 50*(9 - Log[25])*Defer[Int][Log[x/(4 + x + x^3)]/(x^2*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - (575*Defer[Int][Log[x/(4 + x + x^3)]/(x*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - (25*Defer[Int][Log[x/(4 + x + x^3)]/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 + 150*Defer[Int][(x*Log[x/(4 + x + x^3)])/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x] - (25*Defer[Int][(x^2*Log[x/(4 + x + x^3)])/((4 + x + x^3)*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x])/2 - 50*Defer[Int][Log[x/(4 + x + x^3)]^2/(x^2*(4 + 2*x + Log[x/(5*(4 + x + x^3))])^3), x]","F",0,0,0,0,-1,"{}"
3125,1,62,0,0.1668185,"\int e^{-25+e^{x^3}+25 x^2-5 x^4} \left(1+50 x^2+3 e^{x^3} x^3-20 x^4\right) \, dx","Int[E^(-25 + E^x^3 + 25*x^2 - 5*x^4)*(1 + 50*x^2 + 3*E^x^3*x^3 - 20*x^4),x]","\frac{e^{-5 x^4+e^{x^3}+25 x^2-25} \left(-20 x^4+3 e^{x^3} x^3+50 x^2\right)}{-20 x^3+3 e^{x^3} x^2+50 x}","e^{e^{x^3}-5 \left(x^2-5\right) x^2-25} x+5",1,"(E^(-25 + E^x^3 + 25*x^2 - 5*x^4)*(50*x^2 + 3*E^x^3*x^3 - 20*x^4))/(50*x + 3*E^x^3*x^2 - 20*x^3)","B",1,1,42,0.02381,1,"{2288}"
3126,1,79,0,1.341302,"\int \frac{-e^{\frac{3 x^3+x^4+e^5 \left(6-4 x-2 x^2\right)}{x}} x+e^{\frac{3 x^3+x^4+e^5 \left(6-4 x-2 x^2\right)}{x}} \left(6 x^3+3 x^4+e^5 \left(-6-2 x^2\right)\right) \log (2 x)}{x^2 \log ^2(2 x)} \, dx","Int[(-(E^((3*x^3 + x^4 + E^5*(6 - 4*x - 2*x^2))/x)*x) + E^((3*x^3 + x^4 + E^5*(6 - 4*x - 2*x^2))/x)*(6*x^3 + 3*x^4 + E^5*(-6 - 2*x^2))*Log[2*x])/(x^2*Log[2*x]^2),x]","-\frac{e^{x^2 (x+3)-2 e^5 \left(x-\frac{3}{x}+2\right)} \left(3 x^3 (x+2)-2 e^5 \left(x^2+3\right)\right)}{x^2 \left(-x^2+2 e^5 \left(\frac{3}{x^2}+1\right)-2 (x+3) x\right) \log (2 x)}","\frac{e^{(x+3) \left(x^2-\frac{e^5 (2 x-2)}{x}\right)}}{\log (2 x)}",1,"-((E^(x^2*(3 + x) - 2*E^5*(2 - 3/x + x))*(3*x^3*(2 + x) - 2*E^5*(3 + x^2)))/(x^2*(2*E^5*(1 + 3/x^2) - x^2 - 2*x*(3 + x))*Log[2*x]))","B",2,2,99,0.02020,1,"{6688, 2288}"
3127,0,0,0,0.0755885,"\int \frac{-4+\left(8-2 \log \left(-4 x^2\right)\right) \log \left(4-\log \left(-4 x^2\right)\right)}{-4+\log \left(-4 x^2\right)} \, dx","Int[(-4 + (8 - 2*Log[-4*x^2])*Log[4 - Log[-4*x^2]])/(-4 + Log[-4*x^2]),x]","\int \frac{-4+\left(8-2 \log \left(-4 x^2\right)\right) \log \left(4-\log \left(-4 x^2\right)\right)}{-4+\log \left(-4 x^2\right)} \, dx","2 \left(-x \log \left(4-\log \left(-4 x^2\right)\right)+3 e^9+2\right)",1,"-((E^2*x*ExpIntegralEi[(-4 + Log[-4*x^2])/2])/Sqrt[-x^2]) - 2*Defer[Int][Log[4 - Log[-4*x^2]], x]","F",0,0,0,0,-1,"{}"
3128,0,0,0,2.6529777,"\int \frac{e^{2-e^x-4 x} \left(-e^{2 x} x^2-4 x^3+e^x \left(2 x-6 x^2-x^3\right)\right)}{5 e^{3 x}+15 e^{2 x} x+15 e^x x^2+5 x^3} \, dx","Int[(E^(2 - E^x - 4*x)*(-(E^(2*x)*x^2) - 4*x^3 + E^x*(2*x - 6*x^2 - x^3)))/(5*E^(3*x) + 15*E^(2*x)*x + 15*E^x*x^2 + 5*x^3),x]","\int \frac{e^{2-e^x-4 x} \left(-e^{2 x} x^2-4 x^3+e^x \left(2 x-6 x^2-x^3\right)\right)}{5 e^{3 x}+15 e^{2 x} x+15 e^x x^2+5 x^3} \, dx","\frac{e^{-4 x-e^x+2} x^2}{5 \left(x+e^x\right)^2}",1,"(-2*Defer[Int][(E^(2 - E^x - 4*x)*x^2)/(E^x + x)^3, x])/5 + (2*Defer[Int][(E^(2 - E^x - 4*x)*x^3)/(E^x + x)^3, x])/5 + (2*Defer[Int][(E^(2 - E^x - 4*x)*x)/(E^x + x)^2, x])/5 - (6*Defer[Int][(E^(2 - E^x - 4*x)*x^2)/(E^x + x)^2, x])/5 + Defer[Int][(E^(2 - E^x - 4*x)*x^3)/(E^x + x)^2, x]/5 - Defer[Int][(E^(2 - E^x - 4*x)*x^2)/(E^x + x), x]/5","F",0,0,0,0,-1,"{}"
3129,1,16,0,115.8513226,"\int \frac{\left(-100 x+200 x^2\right) \log ^3\left(5-x+x^2\right)+\left(125-25 x+25 x^2\right) \log ^4\left(5-x+x^2\right)}{3645-729 x+729 x^2} \, dx","Int[((-100*x + 200*x^2)*Log[5 - x + x^2]^3 + (125 - 25*x + 25*x^2)*Log[5 - x + x^2]^4)/(3645 - 729*x + 729*x^2),x]","\frac{25}{729} x \log ^4\left(x^2-x+5\right)","\frac{25}{729} x \log ^4\left(x^2-x+5\right)",1,"(25*x*Log[5 - x + x^2]^4)/729","A",131,23,57,0.4035,1,"{6728, 2528, 2523, 773, 634, 618, 204, 628, 2524, 2418, 2390, 2301, 2394, 2393, 2391, 2527, 12, 5057, 4920, 4854, 2402, 2315, 31}"
3130,1,64,0,0.028769,"\int \frac{-2+e^2 (-1-4 x)-4 x+\left(-4 x-4 e^2 x\right) \log (3)+\left(-2-e^2\right) \log (x)}{e^2} \, dx","Int[(-2 + E^2*(-1 - 4*x) - 4*x + (-4*x - 4*E^2*x)*Log[3] + (-2 - E^2)*Log[x])/E^2,x]","-\frac{2 x^2}{e^2}-\frac{2 \left(1+e^2\right) x^2 \log (3)}{e^2}+\frac{\left(2+e^2\right) x}{e^2}-\frac{2 x}{e^2}-\frac{1}{8} (4 x+1)^2-\frac{\left(2+e^2\right) x \log (x)}{e^2}","x \left(\log (x)-\left(2+\frac{2}{e^2}\right) (x+x \log (3)+\log (x))\right)",1,"(-2*x)/E^2 + ((2 + E^2)*x)/E^2 - (2*x^2)/E^2 - (1 + 4*x)^2/8 - (2*(1 + E^2)*x^2*Log[3])/E^2 - ((2 + E^2)*x*Log[x])/E^2","B",3,2,41,0.04878,1,"{12, 2295}"
3131,1,13,0,0.0041031,"\int \left(-2 e^{2 x}-2 x\right) \, dx","Int[-2*E^(2*x) - 2*x,x]","-x^2-e^{2 x}","-x^2-e^{2 x}+e^3-\frac{41}{4}",1,"-E^(2*x) - x^2","A",2,1,11,0.09091,1,"{2194}"
3132,1,129,0,1.1694944,"\int \frac{-950+170 x+2205 x^2+2184 x^3+1014 x^4+258 x^5+35 x^6+2 x^7+\left(1770-830 x-3792 x^2-2904 x^3-1014 x^4-174 x^5-12 x^6\right) \log (4)+\left(-1375+1032 x+2628 x^2+1476 x^3+345 x^4+30 x^5\right) \log ^2(4)+\left(576-600 x-924 x^2-340 x^3-40 x^4\right) \log ^3(4)+\left(-138+186 x+165 x^2+30 x^3\right) \log ^4(4)+\left(18-30 x-12 x^2\right) \log ^5(4)+(-1+2 x) \log ^6(4)}{-950 x-770 x^2+425 x^3+804 x^4+438 x^5+120 x^6+17 x^7+x^8+\left(1770 x+950 x^2-1032 x^3-1176 x^4-462 x^5-84 x^6-6 x^7\right) \log (4)+\left(-1375 x-348 x^2+900 x^3+648 x^4+165 x^5+15 x^6\right) \log ^2(4)+\left(576 x-24 x^2-372 x^3-160 x^4-20 x^5\right) \log ^3(4)+\left(-138 x+48 x^2+75 x^3+15 x^4\right) \log ^4(4)+\left(18 x-12 x^2-6 x^3\right) \log ^5(4)+\left(-x+x^2\right) \log ^6(4)} \, dx","Int[(-950 + 170*x + 2205*x^2 + 2184*x^3 + 1014*x^4 + 258*x^5 + 35*x^6 + 2*x^7 + (1770 - 830*x - 3792*x^2 - 2904*x^3 - 1014*x^4 - 174*x^5 - 12*x^6)*Log[4] + (-1375 + 1032*x + 2628*x^2 + 1476*x^3 + 345*x^4 + 30*x^5)*Log[4]^2 + (576 - 600*x - 924*x^2 - 340*x^3 - 40*x^4)*Log[4]^3 + (-138 + 186*x + 165*x^2 + 30*x^3)*Log[4]^4 + (18 - 30*x - 12*x^2)*Log[4]^5 + (-1 + 2*x)*Log[4]^6)/(-950*x - 770*x^2 + 425*x^3 + 804*x^4 + 438*x^5 + 120*x^6 + 17*x^7 + x^8 + (1770*x + 950*x^2 - 1032*x^3 - 1176*x^4 - 462*x^5 - 84*x^6 - 6*x^7)*Log[4] + (-1375*x - 348*x^2 + 900*x^3 + 648*x^4 + 165*x^5 + 15*x^6)*Log[4]^2 + (576*x - 24*x^2 - 372*x^3 - 160*x^4 - 20*x^5)*Log[4]^3 + (-138*x + 48*x^2 + 75*x^3 + 15*x^4)*Log[4]^4 + (18*x - 12*x^2 - 6*x^3)*Log[4]^5 + (-x + x^2)*Log[4]^6),x]","-2 \log \left(x^2+2 x (3-\log (4))+10+\log ^2(4)-6 \log (4)\right)+\log \left(x^5+x^4 (11-8 \log (2))+4 x^3 (11-\log (4) (8-\log (8)))+2 x^2 \left(32+\log ^2(4) (15-\log (16))-38 \log (4)\right)-2 x \left(10+\log (4) \left(4+(4-\log (2)) \log ^2(4)-10 \log (4)\right)\right)-95+2 \log (4) \left(60+(6-\log (2)) \log ^2(4)-28 \log (4)\right)\right)+\log (x)","\log (x)+\log \left(x+\frac{5}{\left((x+3-\log (4))^2+1\right)^2}-1\right)",1,"Log[x] - 2*Log[10 + x^2 + 2*x*(3 - Log[4]) - 6*Log[4] + Log[4]^2] + Log[-95 + x^5 + x^4*(11 - 8*Log[2]) + 2*Log[4]*(60 - 28*Log[4] + (6 - Log[2])*Log[4]^2) - 2*x*(10 + Log[4]*(4 - 10*Log[4] + (4 - Log[2])*Log[4]^2)) + 4*x^3*(11 - Log[4]*(8 - Log[8])) + 2*x^2*(32 - 38*Log[4] + Log[4]^2*(15 - Log[16]))]","B",4,3,363,0.008264,1,"{2074, 628, 1587}"
3133,0,0,0,6.6660079,"\int \frac{25000-185350 x+e^{2 x} x+283981 x^2-34040 x^3-128940 x^4+8150 x^5+25000 x^6+5800 x^7+400 x^8+e^x \left(-100+331 x+221 x^2-320 x^3-120 x^4-10 x^5\right)+\left(15000-139120 x+253000 x^2-92000 x^3-76680 x^4+24600 x^5+13800 x^6+1400 x^7+e^x \left(-20+120 x+40 x^2-120 x^3-20 x^4\right)\right) \log (x)+\left(3000-38410 x+82240 x^2-48030 x^3-10200 x^4+9600 x^5+1800 x^6+e^x \left(10 x-10 x^3\right)\right) \log ^2(x)+\left(200-4600 x+11600 x^2-9200 x^3+1000 x^4+1000 x^5\right) \log ^3(x)+\left(-200 x+600 x^2-600 x^3+200 x^4\right) \log ^4(x)}{50 x} \, dx","Int[(25000 - 185350*x + E^(2*x)*x + 283981*x^2 - 34040*x^3 - 128940*x^4 + 8150*x^5 + 25000*x^6 + 5800*x^7 + 400*x^8 + E^x*(-100 + 331*x + 221*x^2 - 320*x^3 - 120*x^4 - 10*x^5) + (15000 - 139120*x + 253000*x^2 - 92000*x^3 - 76680*x^4 + 24600*x^5 + 13800*x^6 + 1400*x^7 + E^x*(-20 + 120*x + 40*x^2 - 120*x^3 - 20*x^4))*Log[x] + (3000 - 38410*x + 82240*x^2 - 48030*x^3 - 10200*x^4 + 9600*x^5 + 1800*x^6 + E^x*(10*x - 10*x^3))*Log[x]^2 + (200 - 4600*x + 11600*x^2 - 9200*x^3 + 1000*x^4 + 1000*x^5)*Log[x]^3 + (-200*x + 600*x^2 - 600*x^3 + 200*x^4)*Log[x]^4)/(50*x),x]","\int \frac{25000-185350 x+e^{2 x} x+283981 x^2-34040 x^3-128940 x^4+8150 x^5+25000 x^6+5800 x^7+400 x^8+e^x \left(-100+331 x+221 x^2-320 x^3-120 x^4-10 x^5\right)+\left(15000-139120 x+253000 x^2-92000 x^3-76680 x^4+24600 x^5+13800 x^6+1400 x^7+e^x \left(-20+120 x+40 x^2-120 x^3-20 x^4\right)\right) \log (x)+\left(3000-38410 x+82240 x^2-48030 x^3-10200 x^4+9600 x^5+1800 x^6+e^x \left(10 x-10 x^3\right)\right) \log ^2(x)+\left(200-4600 x+11600 x^2-9200 x^3+1000 x^4+1000 x^5\right) \log ^3(x)+\left(-200 x+600 x^2-600 x^3+200 x^4\right) \log ^4(x)}{50 x} \, dx","\left(\frac{1}{10} \left(x+e^x\right)-(1-x)^2 (x+\log (x)+5)^2\right)^2",1,"(-23*E^x)/5 + E^(2*x)/100 - 2005*x + (401*E^x*x)/50 + (190801*x^2)/100 - (6*E^x*x^2)/5 - (406*x^3)/5 - (8*E^x*x^3)/5 - (2778*x^4)/5 - (E^x*x^4)/5 + (79*x^5)/5 + 76*x^6 + 16*x^7 + x^8 - (6*ExpIntegralEi[x])/5 + (2*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x])/5 + Log[-x]^2/5 + 500*Log[x] - (4*E^x*Log[x])/5 + (2*EulerGamma*Log[x])/5 - 1702*x*Log[x] + (16*E^x*x*Log[x])/5 + (9318*x^2*Log[x])/5 - (6*E^x*x^2*Log[x])/5 - (2186*x^3*Log[x])/5 - (2*E^x*x^3*Log[x])/5 - (1782*x^4*Log[x])/5 + 84*x^5*Log[x] + 44*x^6*Log[x] + 4*x^7*Log[x] - (2*ExpIntegralEi[x]*Log[x])/5 + (2*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x])/5 + 150*Log[x]^2 - (2701*x*Log[x]^2)/5 + (3332*x^2*Log[x]^2)/5 - (1321*x^3*Log[x]^2)/5 - 54*x^4*Log[x]^2 + 36*x^5*Log[x]^2 + 6*x^6*Log[x]^2 + 20*Log[x]^3 - 76*x*Log[x]^3 + 104*x^2*Log[x]^3 - 56*x^3*Log[x]^3 + 4*x^4*Log[x]^3 + 4*x^5*Log[x]^3 + Log[x]^4 - 4*x*Log[x]^4 + 6*x^2*Log[x]^4 - 4*x^3*Log[x]^4 + x^4*Log[x]^4 + Defer[Int][E^x*Log[x]^2, x]/5 - Defer[Int][E^x*x^2*Log[x]^2, x]/5","F",0,0,0,0,-1,"{}"
3134,0,0,0,4.6718651,"\int \frac{4 x^3+\exp \left(\frac{2 x+3 x^3-x^4+\left(2+3 x^2-x^3\right) \log (x)}{2 x}\right) \left(-2-3 x^2-5 x^3+3 x^4+\left(2-3 x^2+2 x^3\right) \log (x)\right)}{2 x^2} \, dx","Int[(4*x^3 + E^((2*x + 3*x^3 - x^4 + (2 + 3*x^2 - x^3)*Log[x])/(2*x))*(-2 - 3*x^2 - 5*x^3 + 3*x^4 + (2 - 3*x^2 + 2*x^3)*Log[x]))/(2*x^2),x]","\int \frac{4 x^3+\exp \left(\frac{2 x+3 x^3-x^4+\left(2+3 x^2-x^3\right) \log (x)}{2 x}\right) \left(-2-3 x^2-5 x^3+3 x^4+\left(2-3 x^2+2 x^3\right) \log (x)\right)}{2 x^2} \, dx","x^2-e^{\frac{1}{2} \left(\left(\frac{2}{x^2}+3\right) x-x^2\right) (x+\log (x))}",1,"x^2 - Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(-2 + x^(-1) + (3*x)/2 - x^2/2), x] + Log[x]*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(-2 + x^(-1) + (3*x)/2 - x^2/2), x] - (5*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(1 + x^(-1) + (3*x)/2 - x^2/2), x])/2 + Log[x]*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(1 + x^(-1) + (3*x)/2 - x^2/2), x] + (3*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(2 + x^(-1) + (3*x)/2 - x^2/2), x])/2 - (3*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^((1 + (3*x^2)/2 - x^3/2)/x), x])/2 - (3*Log[x]*Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^((1 + (3*x^2)/2 - x^3/2)/x), x])/2 - Defer[Int][Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(-2 + x^(-1) + (3*x)/2 - x^2/2), x]/x, x] - Defer[Int][Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^(1 + x^(-1) + (3*x)/2 - x^2/2), x]/x, x] + (3*Defer[Int][Defer[Int][E^(1 + (3*x^2)/2 - x^3/2)*x^((1 + (3*x^2)/2 - x^3/2)/x), x]/x, x])/2","F",0,0,0,0,-1,"{}"
3135,1,21,0,0.0640616,"\int \frac{-5+x^2+322 x^3+6400 x^6}{5 x+x^3+161 x^4+1280 x^7} \, dx","Int[(-5 + x^2 + 322*x^3 + 6400*x^6)/(5*x + x^3 + 161*x^4 + 1280*x^7),x]","\log \left(1280 x^6+161 x^3+x^2+5\right)-\log (x)","\log \left(\left(5 \left(16 x^2+\frac{1}{x}\right)^2+x\right) x+x\right)",1,"-Log[x] + Log[5 + x^2 + 161*x^3 + 1280*x^6]","A",3,2,35,0.05714,1,"{2074, 1587}"
3136,1,143,0,1.1185367,"\int \frac{48-320 x-368 x^2-96 x^3-18 x^4-21 x^5-8 x^6-x^7+\left(-144-136 x-32 x^2\right) \log \left(2 x+x^2\right)}{18 x^4+21 x^5+8 x^6+x^7} \, dx","Int[(48 - 320*x - 368*x^2 - 96*x^3 - 18*x^4 - 21*x^5 - 8*x^6 - x^7 + (-144 - 136*x - 32*x^2)*Log[2*x + x^2])/(18*x^4 + 21*x^5 + 8*x^6 + x^7),x]","\frac{8 \log (x)}{3 x^3}+\frac{8 \log (x+2)}{3 x^3}-\frac{8 (\log (x)+\log (x+2)-\log (x (x+2)))}{(x+3) x^3}+\frac{32}{3 x^2}-\frac{8 \log (x)}{9 x^2}-\frac{8 \log (x+2)}{9 x^2}-x+\frac{32}{9 (x+3)}-\frac{32}{9 x}+\frac{8 x \log (x)}{81 (x+3)}-\frac{8 \log (x)}{81}-\frac{8 \log (x+2)}{27 (x+3)}+\frac{8 \log (x)}{27 x}+\frac{8 \log (x+2)}{27 x}","\frac{8 \left(\log \left(x^2+2 x\right)+4 x\right)}{x^3 (x+3)}-x",1,"32/(3*x^2) - 32/(9*x) - x + 32/(9*(3 + x)) - (8*Log[x])/81 + (8*Log[x])/(3*x^3) - (8*Log[x])/(9*x^2) + (8*Log[x])/(27*x) + (8*x*Log[x])/(81*(3 + x)) + (8*Log[2 + x])/(3*x^3) - (8*Log[2 + x])/(9*x^2) + (8*Log[2 + x])/(27*x) - (8*Log[2 + x])/(27*(3 + x)) - (8*(Log[x] + Log[2 + x] - Log[x*(2 + x)]))/(x^3*(3 + x))","B",44,16,76,0.2105,1,"{6741, 6742, 44, 88, 72, 77, 2513, 2357, 2304, 2314, 31, 2418, 2395, 36, 29, 74}"
3137,1,9,0,0.027867,"\int \frac{6+e^x}{8+e^x+6 x} \, dx","Int[(6 + E^x)/(8 + E^x + 6*x),x]","\log \left(6 x+e^x+8\right)","\log \left(2 x+e^x+4 (x+2)\right)",1,"Log[8 + E^x + 6*x]","A",1,1,16,0.06250,1,"{6684}"
3138,1,27,0,0.0744104,"\int \frac{-33-18 e^5-32 x-13 x^2-2 x^3}{9+24 x+22 x^2+8 x^3+x^4+e^5 \left(6+12 x+6 x^2\right)} \, dx","Int[(-33 - 18*E^5 - 32*x - 13*x^2 - 2*x^3)/(9 + 24*x + 22*x^2 + 8*x^3 + x^4 + E^5*(6 + 12*x + 6*x^2)),x]","\frac{3}{x+1}-\log \left(x^2+6 x+3 \left(3+2 e^5\right)\right)","\frac{3}{x+1}-\log \left(5 \left((x+3)^2+6 e^5\right)\right)+2",1,"3/(1 + x) - Log[3*(3 + 2*E^5) + 6*x + x^2]","A",3,2,55,0.03636,1,"{2074, 628}"
3139,0,0,0,0.1449389,"\int \frac{-2 e^x-x}{-1+e^x+x} \, dx","Int[(-2*E^x - x)/(-1 + E^x + x),x]","\int \frac{-2 e^x-x}{-1+e^x+x} \, dx","-x-\log \left(-x-e^x+1\right)+14",1,"-2*x - 2*Defer[Int][(-1 + E^x + x)^(-1), x] + Defer[Int][x/(-1 + E^x + x), x]","F",0,0,0,0,-1,"{}"
3140,0,0,0,2.1057233,"\int \exp \left(-x+2 e^{-x} \left(-4+20 x+4 x \log \left(-\frac{x}{4}\right)\right)\right) \left(14-10 x+(2-2 x) \log \left(-\frac{x}{4}\right)\right) \, dx","Int[E^(-x + (2*(-4 + 20*x + 4*x*Log[-1/4*x]))/E^x)*(14 - 10*x + (2 - 2*x)*Log[-1/4*x]),x]","\int \exp \left(-x+2 e^{-x} \left(-4+20 x+4 x \log \left(-\frac{x}{4}\right)\right)\right) \left(14-10 x+(2-2 x) \log \left(-\frac{x}{4}\right)\right) \, dx","\frac{1}{4} e^{8 e^{-x} \left(x \left(\log \left(-\frac{x}{4}\right)+5\right)-1\right)}",1,"14*Defer[Int][E^(-((8 - 40*x + E^x*x - 8*x*Log[-1/4*x])/E^x)), x] - 10*Defer[Int][x/E^((8 - 40*x + E^x*x - 8*x*Log[-1/4*x])/E^x), x] + 2*Defer[Int][Log[-1/4*x]/E^((8 - 40*x + E^x*x - 8*x*Log[-1/4*x])/E^x), x] - 2*Defer[Int][(x*Log[-1/4*x])/E^((8 - 40*x + E^x*x - 8*x*Log[-1/4*x])/E^x), x]","F",0,0,0,0,-1,"{}"
3141,1,30,0,5.6733468,"\int \frac{\left(-32+2 x^2-16 x^3+24 x^4\right) \log \left(\frac{-16-x^2+4 x^3-4 x^4}{x}\right)+\left(-16-x^2+4 x^3-4 x^4\right) \log ^2\left(\frac{-16-x^2+4 x^3-4 x^4}{x}\right)}{64 x^2+4 x^4-16 x^5+16 x^6} \, dx","Int[((-32 + 2*x^2 - 16*x^3 + 24*x^4)*Log[(-16 - x^2 + 4*x^3 - 4*x^4)/x] + (-16 - x^2 + 4*x^3 - 4*x^4)*Log[(-16 - x^2 + 4*x^3 - 4*x^4)/x]^2)/(64*x^2 + 4*x^4 - 16*x^5 + 16*x^6),x]","\frac{\log ^2\left(-\frac{4 x^4-4 x^3+x^2+16}{x}\right)}{4 x}","\frac{\log ^2\left(4 \left(x-x^2\right) x-x-\frac{16}{x}\right)}{4 x}",1,"Log[-((16 + x^2 - 4*x^3 + 4*x^4)/x)]^2/(4*x)","A",51,19,107,0.1776,1,"{6741, 12, 6742, 2528, 2525, 1680, 1662, 1107, 618, 204, 1127, 1161, 1164, 628, 1106, 1094, 634, 1673, 1169}"
3142,1,25,0,0.1282731,"\int \frac{e^{16-4 x^2} \left(4 x^3-8 x^5-8 x^6\right)}{(1+x)^5} \, dx","Int[(E^(16 - 4*x^2)*(4*x^3 - 8*x^5 - 8*x^6))/(1 + x)^5,x]","\frac{e^{16-4 x^2} x^2 \left(x^3+x^2\right)}{(x+1)^5}","\frac{e^{16-4 x^2} x^4}{(x+1)^4}",1,"(E^(16 - 4*x^2)*x^2*(x^2 + x^3))/(1 + x)^5","A",2,2,31,0.06452,1,"{1594, 2288}"
3143,1,25,0,0.2668767,"\int \frac{\left(e^e (4-4 x)+80 x\right) \log ^3\left(\frac{1}{10} \left(e^e (-15-x)+20 x+e^e \log (x)\right)\right)}{20 x^2+e^e \left(-15 x-x^2\right)+e^e x \log (x)} \, dx","Int[((E^E*(4 - 4*x) + 80*x)*Log[(E^E*(-15 - x) + 20*x + E^E*Log[x])/10]^3)/(20*x^2 + E^E*(-15*x - x^2) + E^E*x*Log[x]),x]","\log ^4\left(\frac{1}{10} \left(20 x-e^e (x+15)+e^e \log (x)\right)\right)","\log ^4\left(2 x+\frac{1}{2} e^e \left(\frac{1}{5} (\log (x)-x)-3\right)\right)",1,"Log[(20*x - E^E*(15 + x) + E^E*Log[x])/10]^4","A",1,1,68,0.01471,1,"{6686}"
3144,0,0,0,1.1853735,"\int \frac{-9 x^5+3 x^6+\left(60 x^2-280 x^3+80 x^4\right) \log \left(\frac{e^{4 x}}{-3 x+x^2}\right)+\left(60 x^2-20 x^3\right) \log ^2\left(\frac{e^{4 x}}{-3 x+x^2}\right)+\left(36-168 x+48 x^2\right) \log ^3\left(\frac{e^{4 x}}{-3 x+x^2}\right)+(36-12 x) \log ^4\left(\frac{e^{4 x}}{-3 x+x^2}\right)}{-9 x^5+3 x^6} \, dx","Int[(-9*x^5 + 3*x^6 + (60*x^2 - 280*x^3 + 80*x^4)*Log[E^(4*x)/(-3*x + x^2)] + (60*x^2 - 20*x^3)*Log[E^(4*x)/(-3*x + x^2)]^2 + (36 - 168*x + 48*x^2)*Log[E^(4*x)/(-3*x + x^2)]^3 + (36 - 12*x)*Log[E^(4*x)/(-3*x + x^2)]^4)/(-9*x^5 + 3*x^6),x]","\int \frac{-9 x^5+3 x^6+\left(60 x^2-280 x^3+80 x^4\right) \log \left(\frac{e^{4 x}}{-3 x+x^2}\right)+\left(60 x^2-20 x^3\right) \log ^2\left(\frac{e^{4 x}}{-3 x+x^2}\right)+\left(36-168 x+48 x^2\right) \log ^3\left(\frac{e^{4 x}}{-3 x+x^2}\right)+(36-12 x) \log ^4\left(\frac{e^{4 x}}{-3 x+x^2}\right)}{-9 x^5+3 x^6} \, dx","\left(\frac{\log ^2\left(\frac{e^{4 x}}{(x-3) x}\right)}{x^2}+\frac{5}{3}\right)^2+x",1,"-5/(3*x^2) + 130/(3*x) + x - (250*Log[3 - x])/27 + (10*Log[-(E^(4*x)/((3 - x)*x))])/(3*x^2) - (260*Log[-(E^(4*x)/((3 - x)*x))])/(9*x) + (3370*Log[x])/27 - (20*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]/(-3 + x), x])/27 + (20*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]/x, x])/27 - (20*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^2/x^3, x])/3 - (4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/(-3 + x), x])/81 - 4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/x^5, x] + (52*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/x^4, x])/3 + (4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/x^3, x])/9 + (4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/x^2, x])/27 + (4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^3/x, x])/81 - 4*Defer[Int][Log[E^(4*x)/((-3 + x)*x)]^4/x^5, x]","F",0,0,0,0,-1,"{}"
3145,1,27,0,0.0409569,"\int \frac{16+\left(-16+8 x+8 x^2\right) \log (17)+4 \log (17) \log \left(x^2\right)}{x \log (17)} \, dx","Int[(16 + (-16 + 8*x + 8*x^2)*Log[17] + 4*Log[17]*Log[x^2])/(x*Log[17]),x]","4 x^2+\log ^2\left(x^2\right)+8 x-16 \left(1-\frac{1}{\log (17)}\right) \log (x)","\left(\log \left(x^2\right)-4+\frac{4}{\log (17)}\right)^2+(2 x+2)^2-4",1,"8*x + 4*x^2 - 16*(1 - Log[17]^(-1))*Log[x] + Log[x^2]^2","A",6,3,31,0.09677,1,"{12, 14, 2301}"
3146,1,36,0,0.0694517,"\int \frac{1}{8} e^{2 e^{80 e^{4+x+x^2}}} \left(x+e^{4+80 e^{4+x+x^2}+x+x^2} \left(80 x^2+160 x^3\right)\right) \, dx","Int[(E^(2*E^(80*E^(4 + x + x^2)))*(x + E^(4 + 80*E^(4 + x + x^2) + x + x^2)*(80*x^2 + 160*x^3)))/8,x]","\frac{e^{2 e^{80 e^{x^2+x+4}}} \left(2 x^3+x^2\right)}{16 (2 x+1)}","\frac{1}{16} e^{2 e^{80 e^{x^2+x+4}}} x^2",1,"(E^(2*E^(80*E^(4 + x + x^2)))*(x^2 + 2*x^3))/(16*(1 + 2*x))","A",2,2,52,0.03846,1,"{12, 2288}"
3147,1,46,0,0.2786291,"\int \frac{e^{-\log ^2(3)} \left(75-80 x+23 x^2-2 x^3+e^{x+\log ^2(3)} \left(260-160 x+20 x^2\right)\right)}{50-20 x+2 x^2} \, dx","Int[(75 - 80*x + 23*x^2 - 2*x^3 + E^(x + Log[3]^2)*(260 - 160*x + 20*x^2))/(E^Log[3]^2*(50 - 20*x + 2*x^2)),x]","-\frac{1}{2} x^2 e^{-\log ^2(3)}+10 e^x-\frac{20 e^x}{5-x}+\frac{3}{2} x e^{-\log ^2(3)}","(3-x) \left(\frac{10 e^x}{5-x}+\frac{1}{2} x e^{-\log ^2(3)}\right)",1,"10*E^x - (20*E^x)/(5 - x) + (3*x)/(2*E^Log[3]^2) - x^2/(2*E^Log[3]^2)","A",11,7,55,0.1273,1,"{12, 27, 6688, 2199, 2194, 2177, 2178}"
3148,1,13,0,0.0037067,"\int \frac{1}{\log ^2\left(\log \left(\log \left(4+\log ^2(3)\right)\right)\right)} \, dx","Int[Log[Log[Log[4 + Log[3]^2]]]^(-2),x]","\frac{x}{\log ^2\left(\log \left(\log \left(4+\log ^2(3)\right)\right)\right)}","\frac{x}{\log ^2\left(\log \left(\log \left(4+\log ^2(3)\right)\right)\right)}",1,"x/Log[Log[Log[4 + Log[3]^2]]]^2","A",1,1,11,0.09091,1,"{8}"
3149,0,0,0,0.7150348,"\int \frac{8-4 x+\left(-20+4 x-x^2\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+4 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right) \log \left(\log \left(\log \left(x^2\right)\right)\right)}{\left(20-20 x+5 x^2\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(8 - 4*x + (-20 + 4*x - x^2)*Log[x^2]*Log[Log[x^2]] + 4*Log[x^2]*Log[Log[x^2]]*Log[Log[Log[x^2]]])/((20 - 20*x + 5*x^2)*Log[x^2]*Log[Log[x^2]]),x]","\int \frac{8-4 x+\left(-20+4 x-x^2\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+4 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right) \log \left(\log \left(\log \left(x^2\right)\right)\right)}{\left(20-20 x+5 x^2\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","\frac{1}{5} x \left(\frac{2 \left(\log \left(\log \left(\log \left(x^2\right)\right)\right)-2 x\right)}{2-x}-5\right)",1,"-16/(5*(2 - x)) - x/5 - (4*Defer[Int][1/((-2 + x)*Log[x^2]*Log[Log[x^2]]), x])/5 + (4*Defer[Int][Log[Log[Log[x^2]]]/(-2 + x)^2, x])/5","F",0,0,0,0,-1,"{}"
3150,1,8,0,0.0018743,"\int \frac{1}{e^4 (2+x)} \, dx","Int[1/(E^4*(2 + x)),x]","\frac{\log (x+2)}{e^4}","\frac{\log (3 (x+2))}{e^4}",1,"Log[2 + x]/E^4","A",2,2,9,0.2222,1,"{12, 31}"
3151,0,0,0,4.8800939,"\int \frac{24 x^2+6 x^3+e^{\frac{e^{\frac{1}{2} (-5-3 x+\log (4+x))}+x^2}{x}} \left(16 x+12 x^2+2 x^3+e^{\frac{1}{2} (-5-3 x+\log (4+x))} \left(-8-13 x-3 x^2\right)\right)}{8+2 x} \, dx","Int[(24*x^2 + 6*x^3 + E^((E^((-5 - 3*x + Log[4 + x])/2) + x^2)/x)*(16*x + 12*x^2 + 2*x^3 + E^((-5 - 3*x + Log[4 + x])/2)*(-8 - 13*x - 3*x^2)))/(8 + 2*x),x]","\int \frac{24 x^2+6 x^3+e^{\frac{e^{\frac{1}{2} (-5-3 x+\log (4+x))}+x^2}{x}} \left(16 x+12 x^2+2 x^3+e^{\frac{1}{2} (-5-3 x+\log (4+x))} \left(-8-13 x-3 x^2\right)\right)}{8+2 x} \, dx","x^2 \left(x+e^{x+\frac{e^{\frac{1}{2} (-x+\log (x+4)-5)-x}}{x}}\right)",1,"x^3 - 4*Defer[Subst][Defer[Int][E^(-1/2 - x^2/2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2)), x], x, Sqrt[4 + x]] + 16*Defer[Subst][Defer[Int][E^(-4 + x^2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2))*x, x], x, Sqrt[4 + x]] + 11*Defer[Subst][Defer[Int][E^(-1/2 - x^2/2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2))*x^2, x], x, Sqrt[4 + x]] - 12*Defer[Subst][Defer[Int][E^(-4 + x^2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2))*x^3, x], x, Sqrt[4 + x]] - 3*Defer[Subst][Defer[Int][E^(-1/2 - x^2/2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2))*x^4, x], x, Sqrt[4 + x]] + 2*Defer[Subst][Defer[Int][E^(-4 + x^2 + (E^(7/2 - (3*x^2)/2)*x)/(-4 + x^2))*x^5, x], x, Sqrt[4 + x]]","F",0,0,0,0,-1,"{}"
3152,1,44,0,0.1870552,"\int \frac{-48-9 x+2 x^2+(80-10 x) \log (x)+(40-5 x) \log ^2(x)+(-8+x) \log \left(\frac{1}{4} \left(-8 x+x^2\right)\right)}{-8+x} \, dx","Int[(-48 - 9*x + 2*x^2 + (80 - 10*x)*Log[x] + (40 - 5*x)*Log[x]^2 + (-8 + x)*Log[(-8*x + x^2)/4])/(-8 + x),x]","x^2+5 x-5 x \log ^2(x)+8 \log (8-x)+8 \log (x)-(8-x) \log \left(-\frac{1}{4} (8-x) x\right)","x \left(x-5 \log ^2(x)+\log \left(\left(\frac{x}{4}-2\right) x\right)+5\right)",1,"5*x + x^2 + 8*Log[8 - x] + 8*Log[x] - 5*x*Log[x]^2 - (8 - x)*Log[-1/4*((8 - x)*x)]","B",12,7,50,0.1400,1,"{6742, 698, 2295, 2296, 2487, 29, 8}"
3153,0,0,0,2.0145695,"\int \frac{-2 x^4+2 e^{1+x} x^4+\left(12 x^3-4 e^{1+x} x^3+4 x^4\right) \log \left(-3+e^{1+x}-x\right)+\left(e^{1+2 x}+e^x (-3-x)\right) \log ^3\left(-3+e^{1+x}-x\right)}{\left(-3+e^{1+x}-x\right) \log ^3\left(-3+e^{1+x}-x\right)} \, dx","Int[(-2*x^4 + 2*E^(1 + x)*x^4 + (12*x^3 - 4*E^(1 + x)*x^3 + 4*x^4)*Log[-3 + E^(1 + x) - x] + (E^(1 + 2*x) + E^x*(-3 - x))*Log[-3 + E^(1 + x) - x]^3)/((-3 + E^(1 + x) - x)*Log[-3 + E^(1 + x) - x]^3),x]","\int \frac{-2 x^4+2 e^{1+x} x^4+\left(12 x^3-4 e^{1+x} x^3+4 x^4\right) \log \left(-3+e^{1+x}-x\right)+\left(e^{1+2 x}+e^x (-3-x)\right) \log ^3\left(-3+e^{1+x}-x\right)}{\left(-3+e^{1+x}-x\right) \log ^3\left(-3+e^{1+x}-x\right)} \, dx","e^x-\frac{x^4}{\log ^2\left(-x+e^{x+1}-3\right)}",1,"E^x + 2*Defer[Int][x^4/Log[-3 + E^(1 + x) - x]^3, x] + 4*Defer[Int][x^4/((-3 + E^(1 + x) - x)*Log[-3 + E^(1 + x) - x]^3), x] + 2*Defer[Int][x^5/((-3 + E^(1 + x) - x)*Log[-3 + E^(1 + x) - x]^3), x] - 4*Defer[Int][x^3/Log[-3 + E^(1 + x) - x]^2, x]","F",0,0,0,0,-1,"{}"
3154,1,117,0,0.0898243,"\int \frac{9+55 x^2-42 x^3-9 x^4-8 x^5-5 x^6+\left(-36 x^4+16 x^5+20 x^6+24 x^7\right) \log (5)+\left(24 x^5-10 x^6-12 x^7-42 x^8\right) \log ^2(5)+32 x^9 \log ^3(5)-9 x^{10} \log ^4(5)}{25 x^2} \, dx","Int[(9 + 55*x^2 - 42*x^3 - 9*x^4 - 8*x^5 - 5*x^6 + (-36*x^4 + 16*x^5 + 20*x^6 + 24*x^7)*Log[5] + (24*x^5 - 10*x^6 - 12*x^7 - 42*x^8)*Log[5]^2 + 32*x^9*Log[5]^3 - 9*x^10*Log[5]^4)/(25*x^2),x]","-\frac{1}{25} x^9 \log ^4(5)+\frac{4}{25} x^8 \log ^3(5)-\frac{6}{25} x^7 \log ^2(5)+\frac{2}{25} x^6 (2-\log (5)) \log (5)-\frac{1}{25} x^5 \left(1+2 \log ^2(5)-\log (625)\right)-\frac{2}{25} x^4 \left(1-3 \log ^2(5)-\log (25)\right)-\frac{3}{25} x^3 (1+\log (625))-\frac{21 x^2}{25}+\frac{11 x}{5}-\frac{9}{25 x}","x \left(-\frac{1}{25} \left(\left(x^2 \log (5)-x\right)^2+x-\frac{3}{x}+1\right)^2-x+2\right)",1,"-9/(25*x) + (11*x)/5 - (21*x^2)/25 + (2*x^6*(2 - Log[5])*Log[5])/25 - (6*x^7*Log[5]^2)/25 + (4*x^8*Log[5]^3)/25 - (x^9*Log[5]^4)/25 - (2*x^4*(1 - 3*Log[5]^2 - Log[25]))/25 - (x^5*(1 + 2*Log[5]^2 - Log[625]))/25 - (3*x^3*(1 + Log[625]))/25","B",3,2,102,0.01961,1,"{12, 14}"
3155,1,14,0,0.0448587,"\int \frac{e^{-2-e^x} \left(-2-2 e^x x\right)}{x^2} \, dx","Int[(E^(-2 - E^x)*(-2 - 2*E^x*x))/x^2,x]","\frac{2 e^{-e^x-2}}{x}","\frac{2 e^{-e^x-2}}{x}",1,"(2*E^(-2 - E^x))/x","A",1,1,21,0.04762,1,"{2288}"
3156,1,21,0,0.7838259,"\int \frac{(-5-e) e^x+e^{2 x}+\left(-e^x x \log (x)+\left(-5 x-e x+e^x x\right) \log \left(5+e-e^x\right) \log (x)\right) \log (\log (x))}{\left(e^{2 x} x+e^x (-5 x-e x)\right) \log (x) \log (\log (x))} \, dx","Int[((-5 - E)*E^x + E^(2*x) + (-(E^x*x*Log[x]) + (-5*x - E*x + E^x*x)*Log[5 + E - E^x]*Log[x])*Log[Log[x]])/((E^(2*x)*x + E^x*(-5*x - E*x))*Log[x]*Log[Log[x]]),x]","\log (\log (\log (x)))-e^{-x} \log \left(-e^x+5+e\right)","\log (\log (\log (x)))-e^{-x} \log \left(-e^x+5+e\right)",1,"-(Log[5 + E - E^x]/E^x) + Log[Log[Log[x]]]","A",14,8,85,0.09412,1,"{6688, 2282, 36, 31, 29, 2194, 2554, 2302}"
3157,1,22,0,0.0514987,"\int \frac{1}{3} e^{x^2+\frac{1}{3} \left(-2+3 e^4+2 x\right)} (2+6 x) \, dx","Int[(E^(x^2 + (-2 + 3*E^4 + 2*x)/3)*(2 + 6*x))/3,x]","e^{x^2+\frac{2 x}{3}+\frac{1}{3} \left(3 e^4-2\right)}","e^{x^2+\frac{1}{3} (2 x-2)+e^4}",1,"E^((-2 + 3*E^4)/3 + (2*x)/3 + x^2)","A",3,3,29,0.1034,1,"{12, 2244, 2236}"
3158,1,26,0,0.0352052,"\int \frac{54-18 x+3 x^2+e^{x/3} x^3+18 x \log (2)}{3 x^3} \, dx","Int[(54 - 18*x + 3*x^2 + E^(x/3)*x^3 + 18*x*Log[2])/(3*x^3),x]","-\frac{9}{x^2}+e^{x/3}+\log (x)+\frac{6 (1-\log (2))}{x}","-\frac{(x+x (-\log (2))-3)^2}{x^2}+e^{x/3}+\log (x)",1,"E^(x/3) - 9/x^2 + (6*(1 - Log[2]))/x + Log[x]","A",7,4,33,0.1212,1,"{6, 12, 14, 2194}"
3159,0,0,0,3.854721,"\int \frac{-6 x+e^{3+x^2} \left(-1-10 x^2\right)+\left(-x-2 e^{3+x^2} x^2\right) \log (x)+\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right) \log \left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right)}{\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right) \log ^2\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right)} \, dx","Int[(-6*x + E^(3 + x^2)*(-1 - 10*x^2) + (-x - 2*E^(3 + x^2)*x^2)*Log[x] + (5*E^(3 + x^2) + 5*x + (E^(3 + x^2) + x)*Log[x])*Log[5*E^(3 + x^2) + 5*x + (E^(3 + x^2) + x)*Log[x]])/((5*E^(3 + x^2) + 5*x + (E^(3 + x^2) + x)*Log[x])*Log[5*E^(3 + x^2) + 5*x + (E^(3 + x^2) + x)*Log[x]]^2),x]","\int \frac{-6 x+e^{3+x^2} \left(-1-10 x^2\right)+\left(-x-2 e^{3+x^2} x^2\right) \log (x)+\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right) \log \left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right)}{\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right) \log ^2\left(5 e^{3+x^2}+5 x+\left(e^{3+x^2}+x\right) \log (x)\right)} \, dx","\frac{x}{\log \left(\left(e^{x^2+3}+x\right) (\log (x)+5)\right)}-5",1,"-Defer[Int][x/((E^(3 + x^2) + x)*Log[(E^(3 + x^2) + x)*(5 + Log[x])]^2), x] + 2*Defer[Int][x^3/((E^(3 + x^2) + x)*Log[(E^(3 + x^2) + x)*(5 + Log[x])]^2), x] - Defer[Int][1/((5 + Log[x])*Log[(E^(3 + x^2) + x)*(5 + Log[x])]^2), x] - 10*Defer[Int][x^2/((5 + Log[x])*Log[(E^(3 + x^2) + x)*(5 + Log[x])]^2), x] - 2*Defer[Int][(x^2*Log[x])/((5 + Log[x])*Log[(E^(3 + x^2) + x)*(5 + Log[x])]^2), x] + Defer[Int][Log[(E^(3 + x^2) + x)*(5 + Log[x])]^(-1), x]","F",0,0,0,0,-1,"{}"
3160,1,42,0,0.1735871,"\int \frac{-9-6 x-x^2-192 x^3+192 x^4-8 x^5-20 x^6+\left(48 x^3-48 x^4+2 x^5+5 x^6\right) \log (4)}{-36-24 x-4 x^2+\left(9+6 x+x^2\right) \log (4)} \, dx","Int[(-9 - 6*x - x^2 - 192*x^3 + 192*x^4 - 8*x^5 - 20*x^6 + (48*x^3 - 48*x^4 + 2*x^5 + 5*x^6)*Log[4])/(-36 - 24*x - 4*x^2 + (9 + 6*x + x^2)*Log[4]),x]","x^5-7 x^4+25 x^3-75 x^2+\frac{2025}{x+3}+\frac{x (901-450 \log (2))}{4-\log (4)}","\frac{(x-2)^2 x^4}{x+3}+\frac{x}{4-\log (4)}-4",1,"-75*x^2 + 25*x^3 - 7*x^4 + x^5 + 2025/(3 + x) + (x*(901 - 450*Log[2]))/(4 - Log[4])","A",5,4,78,0.05128,1,"{1986, 27, 12, 1850}"
3161,1,7,0,0.0011972,"\int -\frac{8}{5 x^2} \, dx","Int[-8/(5*x^2),x]","\frac{8}{5 x}","\frac{4}{5} \left(\frac{2}{x}+1-\log \left(\frac{\log (3)}{5 e^4}\right)+3 \log (2)\right)",1,"8/(5*x)","A",2,2,7,0.2857,1,"{12, 30}"
3162,1,129,0,0.5661432,"\int \frac{-15 e^{2 x}+e^x (4-4 x)+\left(-12+90 e^x\right) \log (\log (4))-135 \log ^2(\log (4))}{e^{2 x}-6 e^x \log (\log (4))+9 \log ^2(\log (4))} \, dx","Int[(-15*E^(2*x) + E^x*(4 - 4*x) + (-12 + 90*E^x)*Log[Log[4]] - 135*Log[Log[4]]^2)/(E^(2*x) - 6*E^x*Log[Log[4]] + 9*Log[Log[4]]^2),x]","-\frac{2 x^2}{3 \log (\log (4))}-15 x+\frac{2 (1-x)^2}{3 \log (\log (4))}+\frac{4 (1-x) \log \left(1-\frac{e^x}{3 \log (\log (4))}\right)}{3 \log (\log (4))}+\frac{4 x \log \left(1-\frac{e^x}{3 \log (\log (4))}\right)}{3 \log (\log (4))}-\frac{4 \log \left(e^x-3 \log (\log (4))\right)}{3 \log (\log (4))}+\frac{4 x}{e^x-3 \log (\log (4))}+\frac{4 x}{3 \log (\log (4))}","x \left(-\frac{1}{x}+\frac{4}{e^x-3 \log (\log (4))}-15\right)",1,"-15*x + (4*x)/(E^x - 3*Log[Log[4]]) + (2*(1 - x)^2)/(3*Log[Log[4]]) + (4*x)/(3*Log[Log[4]]) - (2*x^2)/(3*Log[Log[4]]) + (4*(1 - x)*Log[1 - E^x/(3*Log[Log[4]])])/(3*Log[Log[4]]) + (4*x*Log[1 - E^x/(3*Log[Log[4]])])/(3*Log[Log[4]]) - (4*Log[E^x - 3*Log[Log[4]]])/(3*Log[Log[4]])","B",17,12,59,0.2034,1,"{6741, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
3163,1,89,0,0.2066866,"\int \frac{-13 x^6+11 x^7+\left(7 x^6-6 x^7\right) \log (x)}{1-2 x+x^2} \, dx","Int[(-13*x^6 + 11*x^7 + (7*x^6 - 6*x^7)*Log[x])/(1 - 2*x + x^2),x]","2 x^6+x^6 (-\log (x))+2 x^5-x^5 \log (x)+2 x^4-x^4 \log (x)+2 x^3-x^3 \log (x)+2 x^2-x^2 \log (x)+2 x-\frac{2}{1-x}+\frac{x \log (x)}{1-x}-x \log (x)","\frac{4 x^7 (2-\log (x))}{x^2-(2-x)^2}",1,"-2/(1 - x) + 2*x + 2*x^2 + 2*x^3 + 2*x^4 + 2*x^5 + 2*x^6 - x*Log[x] + (x*Log[x])/(1 - x) - x^2*Log[x] - x^3*Log[x] - x^4*Log[x] - x^5*Log[x] - x^6*Log[x]","B",15,8,36,0.2222,1,"{27, 6742, 77, 2357, 2295, 2314, 31, 2304}"
3164,0,0,0,35.5392642,"\int \frac{e^4 x+e^{\frac{256-32 x^2+x^4}{e^4}} \left(e^4 (-4+x)-256 x^2+64 x^3+16 x^4-4 x^5\right)+e^4 (4-x) \log (4-x)}{e^{5+\frac{2 \left(256-32 x^2+x^4\right)}{e^4}} (-4+x)+e^{5+\frac{256-32 x^2+x^4}{e^4}} (8-2 x) \log (4-x)+e^5 (-4+x) \log ^2(4-x)} \, dx","Int[(E^4*x + E^((256 - 32*x^2 + x^4)/E^4)*(E^4*(-4 + x) - 256*x^2 + 64*x^3 + 16*x^4 - 4*x^5) + E^4*(4 - x)*Log[4 - x])/(E^(5 + (2*(256 - 32*x^2 + x^4))/E^4)*(-4 + x) + E^(5 + (256 - 32*x^2 + x^4)/E^4)*(8 - 2*x)*Log[4 - x] + E^5*(-4 + x)*Log[4 - x]^2),x]","\int \frac{e^4 x+e^{\frac{256-32 x^2+x^4}{e^4}} \left(e^4 (-4+x)-256 x^2+64 x^3+16 x^4-4 x^5\right)+e^4 (4-x) \log (4-x)}{e^{5+\frac{2 \left(256-32 x^2+x^4\right)}{e^4}} (-4+x)+e^{5+\frac{256-32 x^2+x^4}{e^4}} (8-2 x) \log (4-x)+e^5 (-4+x) \log ^2(4-x)} \, dx","\frac{x}{e \left(e^{\frac{\left(x^2-16\right)^2}{e^4}}-\log (4-x)\right)}",1,"Defer[Int][(E^((-16 + x^2)^2/E^4) - Log[4 - x])^(-1), x]/E + (64*Defer[Int][x^2/(E^((-16 + x^2)^2/E^4) - Log[4 - x]), x])/E^5 - (4*Defer[Int][x^4/(E^((-16 + x^2)^2/E^4) - Log[4 - x]), x])/E^5 + Defer[Int][E^(-1 + (64*x^2)/E^4)/(E^(256/E^4 + x^4/E^4) - E^((32*x^2)/E^4)*Log[4 - x])^2, x] + 4*Defer[Int][E^(-1 + (64*x^2)/E^4)/((-4 + x)*(E^(256/E^4 + x^4/E^4) - E^((32*x^2)/E^4)*Log[4 - x])^2), x] + 64*Defer[Int][(E^(-5 + (64*x^2)/E^4)*x^2*Log[4 - x])/(-E^(256/E^4 + x^4/E^4) + E^((32*x^2)/E^4)*Log[4 - x])^2, x] - 4*Defer[Int][(E^(-5 + (64*x^2)/E^4)*x^4*Log[4 - x])/(-E^(256/E^4 + x^4/E^4) + E^((32*x^2)/E^4)*Log[4 - x])^2, x]","F",0,0,0,0,-1,"{}"
3165,1,22,0,0.2547913,"\int \frac{-1+6 x-x^2+3 \log (x)}{\left(12 x^2-4 x^3+4 x \log (x)\right) \log \left(\frac{2 x^3}{3 x-x^2+\log (x)}\right)+\left(3 x^2-x^3+x \log (x)\right) \log \left(\frac{2 x^3}{3 x-x^2+\log (x)}\right) \log \left(\log \left(\frac{2 x^3}{3 x-x^2+\log (x)}\right)\right)} \, dx","Int[(-1 + 6*x - x^2 + 3*Log[x])/((12*x^2 - 4*x^3 + 4*x*Log[x])*Log[(2*x^3)/(3*x - x^2 + Log[x])] + (3*x^2 - x^3 + x*Log[x])*Log[(2*x^3)/(3*x - x^2 + Log[x])]*Log[Log[(2*x^3)/(3*x - x^2 + Log[x])]]),x]","\log \left(\log \left(\log \left(\frac{2 x^3}{(3-x) x+\log (x)}\right)\right)+4\right)","\log \left(3 \left(-\log \left(\log \left(\frac{2 x^2}{-x+\frac{\log (x)}{x}+3}\right)\right)-4\right)\right)",1,"Log[4 + Log[Log[(2*x^3)/((3 - x)*x + Log[x])]]]","A",2,2,109,0.01835,1,"{6688, 6684}"
3166,1,16,0,0.0482315,"\int \frac{-12+4 x+e^3 x^4}{4 x+e^3 x^4} \, dx","Int[(-12 + 4*x + E^3*x^4)/(4*x + E^3*x^4),x]","\log \left(e^3 x^3+4\right)+x-3 \log (x)","\log \left(\frac{4-x^4}{x^3}+x+e^3\right)+x+1",1,"x - 3*Log[x] + Log[4 + E^3*x^3]","A",4,3,26,0.1154,1,"{1593, 1834, 260}"
3167,1,17,0,0.3254045,"\int \frac{-x+\left(2+e^{5/4}+x\right) \log \left(10+5 e^{5/4}+5 x\right)}{\left(2 x+e^{5/4} x+x^2\right) \log \left(10+5 e^{5/4}+5 x\right)} \, dx","Int[(-x + (2 + E^(5/4) + x)*Log[10 + 5*E^(5/4) + 5*x])/((2*x + E^(5/4)*x + x^2)*Log[10 + 5*E^(5/4) + 5*x]),x]","\log (x)-\log \left(\log \left(5 \left(x+e^{5/4}+2\right)\right)\right)","\log \left(\frac{33 x}{\log \left(5 \left(x+e^{5/4}+2\right)\right)}\right)",1,"Log[x] - Log[Log[5*(2 + E^(5/4) + x)]]","A",8,7,58,0.1207,1,"{6, 1593, 6688, 2390, 12, 2302, 29}"
3168,0,0,0,15.1981446,"\int \frac{\exp \left(\frac{e^{e^3} (25-5 x)}{-x-5 e^{e^3} x+5 \log ^2(x)}\right) \left(25 e^{e^3} x+125 e^{2 e^3} x+e^{e^3} (-250+50 x) \log (x)-25 e^{e^3} x \log ^2(x)\right)}{x^3+10 e^{e^3} x^3+25 e^{2 e^3} x^3+\left(-10 x^2-50 e^{e^3} x^2\right) \log ^2(x)+25 x \log ^4(x)} \, dx","Int[(E^((E^E^3*(25 - 5*x))/(-x - 5*E^E^3*x + 5*Log[x]^2))*(25*E^E^3*x + 125*E^(2*E^3)*x + E^E^3*(-250 + 50*x)*Log[x] - 25*E^E^3*x*Log[x]^2))/(x^3 + 10*E^E^3*x^3 + 25*E^(2*E^3)*x^3 + (-10*x^2 - 50*E^E^3*x^2)*Log[x]^2 + 25*x*Log[x]^4),x]","\int \frac{\exp \left(\frac{e^{e^3} (25-5 x)}{-x-5 e^{e^3} x+5 \log ^2(x)}\right) \left(25 e^{e^3} x+125 e^{2 e^3} x+e^{e^3} (-250+50 x) \log (x)-25 e^{e^3} x \log ^2(x)\right)}{x^3+10 e^{e^3} x^3+25 e^{2 e^3} x^3+\left(-10 x^2-50 e^{e^3} x^2\right) \log ^2(x)+25 x \log ^4(x)} \, dx","e^{\frac{x-5}{x+e^{-e^3} \left(\frac{x}{5}-\log ^2(x)\right)}}",1,"25*(1 + 5*E^E^3)*Defer[Int][E^(E^3 + (5*E^E^3*(-5 + x))/(x + 5*E^E^3*x - 5*Log[x]^2))/((1 + 5*E^E^3)*x - 5*Log[x]^2)^2, x] - 5*(1 + 5*E^E^3)*Defer[Int][(E^(E^3 + (5*E^E^3*(-5 + x))/(x + 5*E^E^3*x - 5*Log[x]^2))*x)/((1 + 5*E^E^3)*x - 5*Log[x]^2)^2, x] + 50*Defer[Int][(E^(E^3 + (5*E^E^3*(-5 + x))/(x + 5*E^E^3*x - 5*Log[x]^2))*Log[x])/((1 + 5*E^E^3)*x - 5*Log[x]^2)^2, x] - 250*Defer[Int][(E^(E^3 + (5*E^E^3*(-5 + x))/(x + 5*E^E^3*x - 5*Log[x]^2))*Log[x])/(x*((1 + 5*E^E^3)*x - 5*Log[x]^2)^2), x] + 5*Defer[Int][E^(E^3 + (5*E^E^3*(-5 + x))/(x + 5*E^E^3*x - 5*Log[x]^2))/((1 + 5*E^E^3)*x - 5*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
3169,1,103,0,0.0927119,"\int \frac{\exp \left(\frac{60-5 x \log \left(\frac{e}{4+4 \log (5)+\log ^2(5)}\right)}{x \log \left(\frac{e}{4+4 \log (5)+\log ^2(5)}\right)}\right) \left(-60 \log (x)+x \log \left(\frac{e}{4+4 \log (5)+\log ^2(5)}\right)\right)}{x^2 \log \left(\frac{e}{4+4 \log (5)+\log ^2(5)}\right)} \, dx","Int[(E^((60 - 5*x*Log[E/(4 + 4*Log[5] + Log[5]^2)])/(x*Log[E/(4 + 4*Log[5] + Log[5]^2)]))*(-60*Log[x] + x*Log[E/(4 + 4*Log[5] + Log[5]^2)]))/(x^2*Log[E/(4 + 4*Log[5] + Log[5]^2)]),x]","\frac{12 (2+\log (5))^{\frac{10}{\log \left(\frac{e}{(2+\log (5))^2}\right)}} \log (x) \exp \left(\frac{60}{x \log \left(\frac{e}{(2+\log (5))^2}\right)}-\frac{5}{\log \left(\frac{e}{(2+\log (5))^2}\right)}\right)}{x^2 \log \left(\frac{e}{(2+\log (5))^2}\right) \left(\frac{12-x \log \left(\frac{e}{(2+\log (5))^2}\right)}{x^2 \log \left(\frac{e}{(2+\log (5))^2}\right)}+\frac{1}{x}\right)}","e^{\frac{60}{x \log \left(\frac{e}{(2+\log (5))^2}\right)}-5} \log (x)",1,"(12*E^(-5/Log[E/(2 + Log[5])^2] + 60/(x*Log[E/(2 + Log[5])^2]))*(2 + Log[5])^(10/Log[E/(2 + Log[5])^2])*Log[x])/(x^2*Log[E/(2 + Log[5])^2]*(x^(-1) + (12 - x*Log[E/(2 + Log[5])^2])/(x^2*Log[E/(2 + Log[5])^2])))","B",2,2,86,0.02326,0,"{12, 2288}"
3170,-1,0,0,180.0018372,"\int \frac{\exp \left(\frac{8589934592-38654705664 x+81604378624 x^2-107374182400 x^3+98650030080 x^4-67175972864 x^5+35114713088 x^6-14394851328 x^7+4685824000 x^8-1218314240 x^9+253034496 x^{10}-41746432 x^{11}+5404672 x^{12}-537600 x^{13}+39680 x^{14}-2048 x^{15}+66 x^{16}-x^{17}-x^{34}}{4294967296-17179869184 x+32212254720 x^2-37580963840 x^3+30534533120 x^4-18320719872 x^5+8396996608 x^6-2998927360 x^7+843448320 x^8-187432960 x^9+32800768 x^{10}-4472832 x^{11}+465920 x^{12}-35840 x^{13}+1920 x^{14}-64 x^{15}+x^{16}}\right) \left(51539607552-219043332096 x+438086664192 x^2-547608330240 x^3+479157288960 x^4-311452237824 x^5+155726118912 x^6-61178118144 x^7+19118161920 x^8-4779540480 x^9+955908096 x^{10}-152076288 x^{11}+19009536 x^{12}-1827840 x^{13}+130560 x^{14}-6528 x^{15}+204 x^{16}-3 x^{17}+408 x^{33}-54 x^{34}\right)}{-17179869184+73014444032 x-146028888064 x^2+182536110080 x^3-159719096320 x^4+103817412608 x^5-51908706304 x^6+20392706048 x^7-6372720640 x^8+1593180160 x^9-318636032 x^{10}+50692096 x^{11}-6336512 x^{12}+609280 x^{13}-43520 x^{14}+2176 x^{15}-68 x^{16}+x^{17}} \, dx","Int[(E^((8589934592 - 38654705664*x + 81604378624*x^2 - 107374182400*x^3 + 98650030080*x^4 - 67175972864*x^5 + 35114713088*x^6 - 14394851328*x^7 + 4685824000*x^8 - 1218314240*x^9 + 253034496*x^10 - 41746432*x^11 + 5404672*x^12 - 537600*x^13 + 39680*x^14 - 2048*x^15 + 66*x^16 - x^17 - x^34)/(4294967296 - 17179869184*x + 32212254720*x^2 - 37580963840*x^3 + 30534533120*x^4 - 18320719872*x^5 + 8396996608*x^6 - 2998927360*x^7 + 843448320*x^8 - 187432960*x^9 + 32800768*x^10 - 4472832*x^11 + 465920*x^12 - 35840*x^13 + 1920*x^14 - 64*x^15 + x^16))*(51539607552 - 219043332096*x + 438086664192*x^2 - 547608330240*x^3 + 479157288960*x^4 - 311452237824*x^5 + 155726118912*x^6 - 61178118144*x^7 + 19118161920*x^8 - 4779540480*x^9 + 955908096*x^10 - 152076288*x^11 + 19009536*x^12 - 1827840*x^13 + 130560*x^14 - 6528*x^15 + 204*x^16 - 3*x^17 + 408*x^33 - 54*x^34))/(-17179869184 + 73014444032*x - 146028888064*x^2 + 182536110080*x^3 - 159719096320*x^4 + 103817412608*x^5 - 51908706304*x^6 + 20392706048*x^7 - 6372720640*x^8 + 1593180160*x^9 - 318636032*x^10 + 50692096*x^11 - 6336512*x^12 + 609280*x^13 - 43520*x^14 + 2176*x^15 - 68*x^16 + x^17),x]","\text{\$Aborted}","3 e^{-\frac{x^{34}}{(x-4)^{16}}-x+2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3171,1,20,0,0.2276135,"\int \frac{27+4 e^{-\frac{1}{-3+x}}-18 x+3 x^2+e^x \left(144-96 x+16 x^2\right)}{9-6 x+x^2} \, dx","Int[(27 + 4/E^(-3 + x)^(-1) - 18*x + 3*x^2 + E^x*(144 - 96*x + 16*x^2))/(9 - 6*x + x^2),x]","3 x+16 e^x+4 e^{\frac{1}{3-x}}","-x+4 \left(x+4 e^x+e^{\frac{1}{3-x}}+16 e^{25}\right)-4",1,"4*E^(3 - x)^(-1) + 16*E^x + 3*x","A",9,5,46,0.1087,1,"{27, 6742, 2194, 2209, 43}"
3172,0,0,0,7.3896698,"\int \frac{\left(-2-2 e^{4 x+2 x^2}+4 x+4 x^2\right) \log ^2\left(\frac{25 e^{-x}}{4}\right)+\left(-2 x-2 e^{4 x+2 x^2} x\right) \log \left(\frac{25 e^{-x}}{4}\right) \log \left(e^{-4 x-2 x^2} \left(x^2+e^{4 x+2 x^2} x^2\right)\right)}{\left(x+e^{4 x+2 x^2} x\right) \log ^2\left(e^{-4 x-2 x^2} \left(x^2+e^{4 x+2 x^2} x^2\right)\right)} \, dx","Int[((-2 - 2*E^(4*x + 2*x^2) + 4*x + 4*x^2)*Log[25/(4*E^x)]^2 + (-2*x - 2*E^(4*x + 2*x^2)*x)*Log[25/(4*E^x)]*Log[E^(-4*x - 2*x^2)*(x^2 + E^(4*x + 2*x^2)*x^2)])/((x + E^(4*x + 2*x^2)*x)*Log[E^(-4*x - 2*x^2)*(x^2 + E^(4*x + 2*x^2)*x^2)]^2),x]","\int \frac{\left(-2-2 e^{4 x+2 x^2}+4 x+4 x^2\right) \log ^2\left(\frac{25 e^{-x}}{4}\right)+\left(-2 x-2 e^{4 x+2 x^2} x\right) \log \left(\frac{25 e^{-x}}{4}\right) \log \left(e^{-4 x-2 x^2} \left(x^2+e^{4 x+2 x^2} x^2\right)\right)}{\left(x+e^{4 x+2 x^2} x\right) \log ^2\left(e^{-4 x-2 x^2} \left(x^2+e^{4 x+2 x^2} x^2\right)\right)} \, dx","\frac{\log ^2\left(\frac{25 e^{-x}}{4}\right)}{\log \left(x \left(e^{-x (2 x+4)} x+x\right)\right)}",1,"4*Defer[Int][Log[25/(4*E^x)]^2/((1 + E^(2*x*(2 + x)))*Log[x^2 + x^2/E^(2*x*(2 + x))]^2), x] - 2*Defer[Int][Log[25/(4*E^x)]^2/(x*Log[x^2 + x^2/E^(2*x*(2 + x))]^2), x] + 4*Defer[Int][(x*Log[25/(4*E^x)]^2)/((1 + E^(2*x*(2 + x)))*Log[x^2 + x^2/E^(2*x*(2 + x))]^2), x] - 2*Defer[Int][Log[25/(4*E^x)]/Log[x^2 + x^2/E^(2*x*(2 + x))], x]","F",0,0,0,0,-1,"{}"
3173,1,29,0,0.4897226,"\int \frac{-108+72 x-18 x^2-4 x^3+x^4+\left(-54+36 x-9 x^2+x^3\right) \log (4)+\left(-108 x+72 x^2-18 x^3+2 x^4\right) \log \left(\frac{-18+6 x-x^2}{-3+x}\right)}{-54+36 x-9 x^2+x^3} \, dx","Int[(-108 + 72*x - 18*x^2 - 4*x^3 + x^4 + (-54 + 36*x - 9*x^2 + x^3)*Log[4] + (-108*x + 72*x^2 - 18*x^3 + 2*x^4)*Log[(-18 + 6*x - x^2)/(-3 + x)])/(-54 + 36*x - 9*x^2 + x^3),x]","x^2 \log \left(\frac{x^2-6 x+18}{3-x}\right)+2 x+x \log (4)","x \left(x \log \left(\frac{x^2}{3-x}+6\right)+2+\log (4)\right)",1,"2*x + x*Log[4] + x^2*Log[(18 - 6*x + x^2)/(3 - x)]","A",29,10,87,0.1149,1,"{6742, 681, 31, 628, 800, 634, 617, 204, 1628, 2525}"
3174,0,0,0,5.1941629,"\int \frac{320-5184 x+860 x^2+116 x^3+3 x^4+\left(-640 x+4928 x^2-712 x^3-108 x^4-3 x^5\right) \log \left(-4 x+x^2\right)+\left(-16 x+4 x^2+\left(16 x^2-4 x^3\right) \log \left(-4 x+x^2\right)\right) \log \left(x-x^2 \log \left(-4 x+x^2\right)\right)}{4800 x-720 x^2-108 x^3-3 x^4+\left(-4800 x^2+720 x^3+108 x^4+3 x^5\right) \log \left(-4 x+x^2\right)} \, dx","Int[(320 - 5184*x + 860*x^2 + 116*x^3 + 3*x^4 + (-640*x + 4928*x^2 - 712*x^3 - 108*x^4 - 3*x^5)*Log[-4*x + x^2] + (-16*x + 4*x^2 + (16*x^2 - 4*x^3)*Log[-4*x + x^2])*Log[x - x^2*Log[-4*x + x^2]])/(4800*x - 720*x^2 - 108*x^3 - 3*x^4 + (-4800*x^2 + 720*x^3 + 108*x^4 + 3*x^5)*Log[-4*x + x^2]),x]","\int \frac{320-5184 x+860 x^2+116 x^3+3 x^4+\left(-640 x+4928 x^2-712 x^3-108 x^4-3 x^5\right) \log \left(-4 x+x^2\right)+\left(-16 x+4 x^2+\left(16 x^2-4 x^3\right) \log \left(-4 x+x^2\right)\right) \log \left(x-x^2 \log \left(-4 x+x^2\right)\right)}{4800 x-720 x^2-108 x^3-3 x^4+\left(-4800 x^2+720 x^3+108 x^4+3 x^5\right) \log \left(-4 x+x^2\right)} \, dx","\frac{4 \log \left(x-x^2 \log ((x-4) x)\right)}{3 (x+20)}-x-8",1,"-x + (2*Log[x])/15 - (2*Log[20 + x])/15 + (2*Defer[Int][1/((-4 + x)*(-1 + x*Log[(-4 + x)*x])), x])/9 + Defer[Int][1/(x*(-1 + x*Log[(-4 + x)*x])), x]/15 + (107*Defer[Int][1/((20 + x)*(-1 + x*Log[(-4 + x)*x])), x])/45 - (4*Defer[Int][Log[x - x^2*Log[(-4 + x)*x]]/(20 + x)^2, x])/3","F",0,0,0,0,-1,"{}"
3175,1,85,0,0.5336557,"\int \frac{-2 x^3-2 x^2 \log (3)+\left(8 x^3+7 x^2 \log (3)\right) \log (x)+\left(-16 x^3-12 x^2 \log (3)\right) \log ^2(x)+\left(-24 x+16 x^3+\left(-12+12 x^2\right) \log (3)\right) \log ^3(x)}{4 \log ^3(x)} \, dx","Int[(-2*x^3 - 2*x^2*Log[3] + (8*x^3 + 7*x^2*Log[3])*Log[x] + (-16*x^3 - 12*x^2*Log[3])*Log[x]^2 + (-24*x + 16*x^3 + (-12 + 12*x^2)*Log[3])*Log[x]^3)/(4*Log[x]^3),x]","-\log (27) \text{Ei}(3 \log (x))+3 \log (3) \text{Ei}(3 \log (x))+x^4+\frac{x^4}{4 \log ^2(x)}-\frac{x^4}{\log (x)}+\frac{x^3 \log (3)}{4 \log ^2(x)}-\frac{x^3 \log (3)}{\log (x)}+\frac{1}{3} x^3 \log (27)-3 x^2-3 x \log (3)","x (x+\log (3)) \left(\left(x-\frac{x}{2 \log (x)}\right)^2-3\right)",1,"-3*x^2 + x^4 - 3*x*Log[3] + 3*ExpIntegralEi[3*Log[x]]*Log[3] + (x^3*Log[27])/3 - ExpIntegralEi[3*Log[x]]*Log[27] + x^4/(4*Log[x]^2) + (x^3*Log[3])/(4*Log[x]^2) - x^4/Log[x] - (x^3*Log[3])/Log[x]","C",28,6,79,0.07595,1,"{12, 6742, 2353, 2306, 2309, 2178}"
3176,1,30,0,0.2185893,"\int \frac{5-2 x+x^2+e^{-2+x^2} \left(-1+12 x-23 x^2+14 x^3-2 x^4\right)}{1-2 x+x^2} \, dx","Int[(5 - 2*x + x^2 + E^(-2 + x^2)*(-1 + 12*x - 23*x^2 + 14*x^3 - 2*x^4))/(1 - 2*x + x^2),x]","-e^{x^2-2} x+5 e^{x^2-2}+x+\frac{4}{1-x}","(5-x) \left(e^{x^2-2}-\frac{x}{x^2-x}\right)+x+4",1,"5*E^(-2 + x^2) + 4/(1 - x) + x - E^(-2 + x^2)*x","A",11,7,47,0.1489,1,"{27, 6742, 683, 2226, 2204, 2209, 2212}"
3177,0,0,0,0.4714565,"\int \frac{e^{\frac{1}{2} (-6-x)} (-2-x)}{e^{\frac{1}{2} (-6-x)} x-x^2} \, dx","Int[(E^((-6 - x)/2)*(-2 - x))/(E^((-6 - x)/2)*x - x^2),x]","\int \frac{e^{\frac{1}{2} (-6-x)} (-2-x)}{e^{\frac{1}{2} (-6-x)} x-x^2} \, dx","\log \left(\frac{9 \left(x-e^{\frac{x-6}{2}-x}\right)^2}{x^2}\right)",1,"Defer[Int][(-1 + E^(3 + x/2)*x)^(-1), x] + 2*Defer[Int][1/(x*(-1 + E^(3 + x/2)*x)), x]","F",0,0,0,0,-1,"{}"
3178,1,13,0,0.0051715,"\int \left(3-16 e^{-3+4 x}\right) \, dx","Int[3 - 16*E^(-3 + 4*x),x]","3 x-4 e^{4 x-3}","3 x-4 e^{4 x-3}-\frac{4}{e^4}",1,"-4*E^(-3 + 4*x) + 3*x","A",2,1,11,0.09091,1,"{2194}"
3179,1,48,0,0.0370079,"\int e^{-15+2 e^{-3+x}} \left(-82944 e^3 x^3-331776 e^6 x^3-497664 e^9 x^3-331776 e^{12} x^3-82944 e^{15} x^3+e^x \left(-41472 x^4-165888 e^3 x^4-248832 e^6 x^4-165888 e^9 x^4-41472 e^{12} x^4\right)\right) \, dx","Int[E^(-15 + 2*E^(-3 + x))*(-82944*E^3*x^3 - 331776*E^6*x^3 - 497664*E^9*x^3 - 331776*E^12*x^3 - 82944*E^15*x^3 + E^x*(-41472*x^4 - 165888*E^3*x^4 - 248832*E^6*x^4 - 165888*E^9*x^4 - 41472*E^12*x^4)),x]","-20736 e^{2 e^{x-3}-12} \left(e^{12} x^4+4 e^9 x^4+6 e^6 x^4+4 e^3 x^4+x^4\right)","4-20736 e^{2 e^{x-3}} \left(\frac{x}{e^3}+x\right)^4",1,"-20736*E^(-12 + 2*E^(-3 + x))*(x^4 + 4*E^3*x^4 + 6*E^6*x^4 + 4*E^9*x^4 + E^12*x^4)","B",5,2,95,0.02105,1,"{6, 2288}"
3180,0,0,0,21.8628194,"\int \frac{\exp \left(5+x+\frac{e^{5+x} \left(244-40 x+4 x^2\right)}{36 x+9 e^{2 x} x+36 x^2}\right) \left(-976-976 x+992 x^2-144 x^3+16 x^4+e^{2 x} \left(-244-244 x+44 x^2-4 x^3\right)\right)}{144 x^2+9 e^{4 x} x^2+288 x^3+144 x^4+e^{2 x} \left(72 x^2+72 x^3\right)} \, dx","Int[(E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))*(-976 - 976*x + 992*x^2 - 144*x^3 + 16*x^4 + E^(2*x)*(-244 - 244*x + 44*x^2 - 4*x^3)))/(144*x^2 + 9*E^(4*x)*x^2 + 288*x^3 + 144*x^4 + E^(2*x)*(72*x^2 + 72*x^3)),x]","\int \frac{\exp \left(5+x+\frac{e^{5+x} \left(244-40 x+4 x^2\right)}{36 x+9 e^{2 x} x+36 x^2}\right) \left(-976-976 x+992 x^2-144 x^3+16 x^4+e^{2 x} \left(-244-244 x+44 x^2-4 x^3\right)\right)}{144 x^2+9 e^{4 x} x^2+288 x^3+144 x^4+e^{2 x} \left(72 x^2+72 x^3\right)} \, dx","\exp \left(\frac{e^{x+5} \left(\frac{1}{9} (5-x)^2+4\right)}{\left(x+\frac{e^{2 x}}{4}\right) x+x}\right)",1,"(1792*Defer[Int][E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))/(4 + E^(2*x) + 4*x)^2, x])/9 + (976*Defer[Int][E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))/(x*(4 + E^(2*x) + 4*x)^2), x])/9 - (304*Defer[Int][(E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))*x)/(4 + E^(2*x) + 4*x)^2, x])/9 + (32*Defer[Int][(E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))*x^2)/(4 + E^(2*x) + 4*x)^2, x])/9 + (44*Defer[Int][E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))/(4 + E^(2*x) + 4*x), x])/9 - (244*Defer[Int][E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))/(x^2*(4 + E^(2*x) + 4*x)), x])/9 - (244*Defer[Int][E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))/(x*(4 + E^(2*x) + 4*x)), x])/9 - (4*Defer[Int][(E^(5 + x + (E^(5 + x)*(244 - 40*x + 4*x^2))/(36*x + 9*E^(2*x)*x + 36*x^2))*x)/(4 + E^(2*x) + 4*x), x])/9","F",0,0,0,0,-1,"{}"
3181,1,33,0,0.5804833,"\int \frac{960-40 \log (4 x)-60 \log ^2(4 x)}{768 x^4-96 x^4 \log ^2(4 x)+3 x^4 \log ^4(4 x)} \, dx","Int[(960 - 40*Log[4*x] - 60*Log[4*x]^2)/(768*x^4 - 96*x^4*Log[4*x]^2 + 3*x^4*Log[4*x]^4),x]","-\frac{5}{6 x^3 (\log (4 x)+4)}-\frac{5}{6 x^3 (4-\log (4 x))}","\frac{5}{3 x^3 \left(\frac{1}{4} \log ^2(4 x)-4\right)}",1,"-5/(6*x^3*(4 - Log[4*x])) - 5/(6*x^3*(4 + Log[4*x]))","A",14,6,47,0.1277,1,"{6688, 12, 6742, 2306, 2309, 2178}"
3182,1,6,0,0.0023107,"\int \frac{1}{\log (3)} \, dx","Int[Log[3]^(-1),x]","\frac{x}{\log (3)}","\frac{x}{\log (3)}+e^4-7+\log (29)",1,"x/Log[3]","A",1,1,4,0.2500,1,"{8}"
3183,1,25,0,0.014043,"\int \frac{1}{5} \left(5 x^3+e^x (1+x)\right) \, dx","Int[(5*x^3 + E^x*(1 + x))/5,x]","\frac{x^4}{4}-\frac{e^x}{5}+\frac{1}{5} e^x (x+1)","\frac{x^4}{4}+\frac{e^x x}{5}+2",1,"-1/5*E^x + x^4/4 + (E^x*(1 + x))/5","A",4,3,17,0.1765,1,"{12, 2176, 2194}"
3184,-1,0,0,180.0005158,"\int \frac{\left(960-960 x+300 x^2-30 x^3+e^x \left(-960+960 x-300 x^2+30 x^3\right)\right) \log (-2+x)+\left(120-60 x+e^x (-120+60 x)\right) \log ^2(-2+x)+\left(-480 x+240 x^2-30 x^3+e^x \left(480 x-240 x^2+30 x^3\right)+\left(480 x-360 x^2+60 x^3+e^x \left(-1440 x+1320 x^2-360 x^3+30 x^4\right)\right) \log (-2+x)+e^x \left(-120 x+60 x^2\right) \log ^2(-2+x)\right) \log (x)}{-512 x+768 x^2-448 x^3+128 x^4-18 x^5+x^6+\left(-128 x+128 x^2-40 x^3+4 x^4\right) \log (-2+x)+\left(-8 x+4 x^2\right) \log ^2(-2+x)} \, dx","Int[((960 - 960*x + 300*x^2 - 30*x^3 + E^x*(-960 + 960*x - 300*x^2 + 30*x^3))*Log[-2 + x] + (120 - 60*x + E^x*(-120 + 60*x))*Log[-2 + x]^2 + (-480*x + 240*x^2 - 30*x^3 + E^x*(480*x - 240*x^2 + 30*x^3) + (480*x - 360*x^2 + 60*x^3 + E^x*(-1440*x + 1320*x^2 - 360*x^3 + 30*x^4))*Log[-2 + x] + E^x*(-120*x + 60*x^2)*Log[-2 + x]^2)*Log[x])/(-512*x + 768*x^2 - 448*x^3 + 128*x^4 - 18*x^5 + x^6 + (-128*x + 128*x^2 - 40*x^3 + 4*x^4)*Log[-2 + x] + (-8*x + 4*x^2)*Log[-2 + x]^2),x]","\text{\$Aborted}","\frac{30 \left(e^x-1\right) \log (x)}{\frac{(x-4)^2}{\log (x-2)}+2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3185,1,19,0,0.0220268,"\int \left(-1+12 x^3+e^{e^x} \left(4 x+2 e^x x^2\right)\right) \, dx","Int[-1 + 12*x^3 + E^E^x*(4*x + 2*E^x*x^2),x]","3 x^4+2 e^{e^x} x^2-x","3 x^4+2 \left(e^{e^x} x^2+4\right)-x",1,"-x + 2*E^E^x*x^2 + 3*x^4","A",2,1,25,0.04000,1,"{2288}"
3186,0,0,0,8.3531237,"\int \frac{768 x^2-64 x^3-448 x^4+56 x^5-256 x^6+e^{2 x} \left(144 x^2-84 x^4-48 x^6\right)+e^{3 x} \left(12 x^2-7 x^4-4 x^6\right)+e^x \left(576 x^2-16 x^3-328 x^4+14 x^5-206 x^6+8 x^8\right)}{1024-3584 x^2+5184 x^4-3584 x^6+1024 x^8+e^{3 x} \left(16-56 x^2+81 x^4-56 x^6+16 x^8\right)+e^{2 x} \left(192-672 x^2+972 x^4-672 x^6+192 x^8\right)+e^x \left(768-2688 x^2+3888 x^4-2688 x^6+768 x^8\right)} \, dx","Int[(768*x^2 - 64*x^3 - 448*x^4 + 56*x^5 - 256*x^6 + E^(2*x)*(144*x^2 - 84*x^4 - 48*x^6) + E^(3*x)*(12*x^2 - 7*x^4 - 4*x^6) + E^x*(576*x^2 - 16*x^3 - 328*x^4 + 14*x^5 - 206*x^6 + 8*x^8))/(1024 - 3584*x^2 + 5184*x^4 - 3584*x^6 + 1024*x^8 + E^(3*x)*(16 - 56*x^2 + 81*x^4 - 56*x^6 + 16*x^8) + E^(2*x)*(192 - 672*x^2 + 972*x^4 - 672*x^6 + 192*x^8) + E^x*(768 - 2688*x^2 + 3888*x^4 - 2688*x^6 + 768*x^8)),x]","\int \frac{768 x^2-64 x^3-448 x^4+56 x^5-256 x^6+e^{2 x} \left(144 x^2-84 x^4-48 x^6\right)+e^{3 x} \left(12 x^2-7 x^4-4 x^6\right)+e^x \left(576 x^2-16 x^3-328 x^4+14 x^5-206 x^6+8 x^8\right)}{1024-3584 x^2+5184 x^4-3584 x^6+1024 x^8+e^{3 x} \left(16-56 x^2+81 x^4-56 x^6+16 x^8\right)+e^{2 x} \left(192-672 x^2+972 x^4-672 x^6+192 x^8\right)+e^x \left(768-2688 x^2+3888 x^4-2688 x^6+768 x^8\right)} \, dx","\frac{x-\frac{x^2}{\left(e^x+4\right)^2}}{\left(\frac{2}{x}-2 x\right)^2+1}",1,"-1/4*1/(4 + E^x)^2 + x^3/(4 - 7*x^2 + 4*x^4) - ((32*I)*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 - I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] + (7*(7*I + Sqrt[15])*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 - I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] - ((7*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[30] + ((8*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] - (7*(7*I + Sqrt[15])*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/(4*Sqrt[15*(7 - I*Sqrt[15])]) + ((32*I)*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 + I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] - (7*(7*I - Sqrt[15])*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 + I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] + ((7*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[30] - ((8*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] + (7*(7*I - Sqrt[15])*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] - 2*Sqrt[2]*x)), x])/(4*Sqrt[15*(7 + I*Sqrt[15])]) - ((32*I)*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 - I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] + (7*(7*I + Sqrt[15])*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 - I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] + ((7*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[30] + ((8*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 - I*Sqrt[15])] - (7*(7*I + Sqrt[15])*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 - I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/(4*Sqrt[15*(7 - I*Sqrt[15])]) + ((32*I)*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 + I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] - (7*(7*I - Sqrt[15])*Defer[Int][1/((4 + E^x)^3*(Sqrt[7 + I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] - ((7*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[30] - ((8*I)*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/Sqrt[15*(7 + I*Sqrt[15])] + (7*(7*I - Sqrt[15])*Defer[Int][1/((4 + E^x)^2*(Sqrt[7 + I*Sqrt[15]] + 2*Sqrt[2]*x)), x])/(4*Sqrt[15*(7 + I*Sqrt[15])]) - 14*Defer[Int][x/((4 + E^x)^2*(4 - 7*x^2 + 4*x^4)^2), x] + (17*Defer[Int][x^3/((4 + E^x)^2*(4 - 7*x^2 + 4*x^4)^2), x])/2","F",0,0,0,0,-1,"{}"
3187,1,27,0,0.2562269,"\int \frac{1280 e^6 x^4+1024 x^5+2048 e^3 x^5+768 x^6}{\left(e^{12}+4 e^9 x+x^2+2 x^3+x^4+e^6 \left(2 x+6 x^2\right)+e^3 \left(4 x^2+4 x^3\right)\right) \log ^4(2)} \, dx","Int[(1280*E^6*x^4 + 1024*x^5 + 2048*E^3*x^5 + 768*x^6)/((E^12 + 4*E^9*x + x^2 + 2*x^3 + x^4 + E^6*(2*x + 6*x^2) + E^3*(4*x^2 + 4*x^3))*Log[2]^4),x]","\frac{256 x^5}{\left(x^2+\left(1+2 e^3\right) x+e^6\right) \log ^4(2)}","\frac{256 x^5}{\left(\left(x+e^3\right)^2+x\right) \log ^4(2)}",1,"(256*x^5)/((E^6 + (1 + 2*E^3)*x + x^2)*Log[2]^4)","A",6,5,83,0.06024,1,"{6, 12, 1594, 1680, 1590}"
3188,0,0,0,37.5083358,"\int \frac{\left(-18 x+2 x^3\right) \log (5)+\left(-18-6 x+\left(-6 x^2-2 x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)+\left(54-18 x+\left(18 x^2-6 x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)+\left(9-3 x+\left(3 x^2-x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log \left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)}{\left(-81+81 x-27 x^2+3 x^3+\left(-27 x^2+27 x^3-9 x^4+x^5\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)+\left(-54+36 x-6 x^2+\left(-18 x^2+12 x^3-2 x^4\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log \left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)+\left(-9+3 x+\left(-3 x^2+x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log ^2\left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)} \, dx","Int[((-18*x + 2*x^3)*Log[5] + (-18 - 6*x + (-6*x^2 - 2*x^3)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]] + (54 - 18*x + (18*x^2 - 6*x^3)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]]*Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)] + (9 - 3*x + (3*x^2 - x^3)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]]*Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]*Log[Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]])/((-81 + 81*x - 27*x^2 + 3*x^3 + (-27*x^2 + 27*x^3 - 9*x^4 + x^5)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]]*Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)] + (-54 + 36*x - 6*x^2 + (-18*x^2 + 12*x^3 - 2*x^4)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]]*Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]*Log[Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]] + (-9 + 3*x + (-3*x^2 + x^3)*Log[5])*Log[(3 + x^2*Log[5])/Log[5]]*Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]*Log[Log[Log[(3 + x^2*Log[5])/Log[5]]/(9 - 6*x + x^2)]]^2),x]","\int \frac{\left(-18 x+2 x^3\right) \log (5)+\left(-18-6 x+\left(-6 x^2-2 x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)+\left(54-18 x+\left(18 x^2-6 x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)+\left(9-3 x+\left(3 x^2-x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log \left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)}{\left(-81+81 x-27 x^2+3 x^3+\left(-27 x^2+27 x^3-9 x^4+x^5\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)+\left(-54+36 x-6 x^2+\left(-18 x^2+12 x^3-2 x^4\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log \left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)+\left(-9+3 x+\left(-3 x^2+x^3\right) \log (5)\right) \log \left(\frac{3+x^2 \log (5)}{\log (5)}\right) \log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right) \log ^2\left(\log \left(\frac{\log \left(\frac{3+x^2 \log (5)}{\log (5)}\right)}{9-6 x+x^2}\right)\right)} \, dx","\frac{x+3}{-\log \left(\log \left(\frac{\log \left(x^2+\frac{3}{\log (5)}\right)}{(x-3)^2}\right)\right)+x-3}",1,"(-3*Defer[Int][(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^(-2), x])/(1 + Log[125]) - (9*Log[5]*Defer[Int][(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^(-2), x])/(1 + Log[125]) + (9*Defer[Int][1/((-3 + x)*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (9*(1 - 3*Log[5])*Defer[Int][1/((-3 + x)*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (27*Log[5]*Defer[Int][1/((-3 + x)*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - Defer[Int][x/(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2, x]/(1 + Log[125]) - (3*Log[5]*Defer[Int][x/(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2, x])/(1 + Log[125]) + (9*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*(1 + Log[125])) - (3*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) + (3*(1 - 3*Log[5])*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) + (((9*I)/2)*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((9*I)/2)*(1 - 3*Log[5])*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((27*I)/2)*Log[5]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (9*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*(1 + Log[125])) + (3*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) - (3*(1 - 3*Log[5])*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) + (((9*I)/2)*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((9*I)/2)*(1 - 3*Log[5])*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((27*I)/2)*Log[5]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) + 2*Defer[Int][1/(Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x] - (4*Defer[Int][1/(Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (12*Log[5]*Defer[Int][1/(Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (12*Defer[Int][1/((-3 + x)*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (36*Log[5]*Defer[Int][1/((-3 + x)*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - ((3*I)*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/Sqrt[Log[125]] + ((3*I)*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) + ((9*I)*Log[5]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - ((3*I)*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/Sqrt[Log[125]] + ((3*I)*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) + ((9*I)*Log[5]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) + (3*Log[25]*Defer[Int][1/(Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) + (Log[25]*Defer[Int][1/(Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Log[5]*(1 + Log[125])) - (18*Log[5]*Defer[Int][1/((-3 + x)*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) + (9*Log[25]*Defer[Int][1/((-3 + x)*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (9*Log[5]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) - (3*Log[25]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) - ((9*I)*Log[5]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((3*I)/2)*Log[25]*Defer[Int][1/((-x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Log[5]*Sqrt[Log[125]]*(1 + Log[125])) + (9*Log[5]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(1 + Log[125]) + (3*Log[25]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(2*Log[5]*(1 + Log[125])) - ((9*I)*Log[5]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Sqrt[Log[125]]*(1 + Log[125])) - (((3*I)/2)*Log[25]*Defer[Int][1/((x + I*Sqrt[3/Log[5]])*Log[x^2 + 3/Log[5]]*Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]*(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^2), x])/(Log[5]*Sqrt[Log[125]]*(1 + Log[125])) + Defer[Int][(-3 + x - Log[Log[Log[x^2 + 3/Log[5]]/(-3 + x)^2]])^(-1), x]","F",0,0,0,0,-1,"{}"
3189,1,20,0,0.044879,"\int \frac{-4-10 x-14 x^2-6 x^3}{4 x+4 x^2+3 x^3+x^4} \, dx","Int[(-4 - 10*x - 14*x^2 - 6*x^3)/(4*x + 4*x^2 + 3*x^3 + x^4),x]","-2 \log \left(x^2+x+2\right)-\log (x)-\log (x+2)","\log \left(\frac{4}{x (x+2) \left(x^2+x+2\right)^2 (\log (5)-3)}\right)",1,"-Log[x] - Log[2 + x] - 2*Log[2 + x + x^2]","A",3,2,35,0.05714,1,"{2074, 628}"
3190,0,0,0,3.9757314,"\int \frac{-30+3 e^{2 x}+e^{9 x+x^2} \left(1-e^{2 x}-2 x\right)+\left(-6+2 e^{9 x+x^2}\right) \log \left(-3+e^{9 x+x^2}\right)}{-15-3 e^{2 x} x+e^{9 x+x^2} \left(5+e^{2 x} x\right)+\left(-3+e^{9 x+x^2}\right) \log \left(-3+e^{9 x+x^2}\right)} \, dx","Int[(-30 + 3*E^(2*x) + E^(9*x + x^2)*(1 - E^(2*x) - 2*x) + (-6 + 2*E^(9*x + x^2))*Log[-3 + E^(9*x + x^2)])/(-15 - 3*E^(2*x)*x + E^(9*x + x^2)*(5 + E^(2*x)*x) + (-3 + E^(9*x + x^2))*Log[-3 + E^(9*x + x^2)]),x]","\int \frac{-30+3 e^{2 x}+e^{9 x+x^2} \left(1-e^{2 x}-2 x\right)+\left(-6+2 e^{9 x+x^2}\right) \log \left(-3+e^{9 x+x^2}\right)}{-15-3 e^{2 x} x+e^{9 x+x^2} \left(5+e^{2 x} x\right)+\left(-3+e^{9 x+x^2}\right) \log \left(-3+e^{9 x+x^2}\right)} \, dx","\log \left(\frac{3}{x+e^{-2 x} \left(\log \left(e^{x (x+9)}-3\right)+5\right)}\right)",1,"Defer[Int][E^(11*x + x^2)/((3 - E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] - 30*Defer[Int][1/((-3 + E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] + 3*Defer[Int][E^(2*x)/((-3 + E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] + Defer[Int][E^(9*x + x^2)/((-3 + E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] + 2*Defer[Int][(E^(9*x + x^2)*x)/((3 - E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] - 6*Defer[Int][Log[-3 + E^(x*(9 + x))]/((-3 + E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x] + 2*Defer[Int][(E^(9*x + x^2)*Log[-3 + E^(x*(9 + x))])/((-3 + E^(x*(9 + x)))*(5 + E^(2*x)*x + Log[-3 + E^(x*(9 + x))])), x]","F",0,0,0,0,-1,"{}"
3191,1,11,0,0.0105609,"\int \frac{4 \log \left(5 e^4 x^2\right)}{x} \, dx","Int[(4*Log[5*E^4*x^2])/x,x]","\log ^2\left(5 e^4 x^2\right)","\log ^2\left(5 e^4 x^2\right)+25",1,"Log[5*E^4*x^2]^2","A",2,2,14,0.1429,1,"{12, 2301}"
3192,1,24,0,0.63879,"\int \frac{e^{\frac{x^2}{22+e^x}} \left(132 x+e^x \left(6 x-3 x^2\right)\right)}{-7260+484 e^5+e^{2 x} \left(-15+e^5\right)+e^x \left(-660+44 e^5\right)} \, dx","Int[(E^(x^2/(22 + E^x))*(132*x + E^x*(6*x - 3*x^2)))/(-7260 + 484*E^5 + E^(2*x)*(-15 + E^5) + E^x*(-660 + 44*E^5)),x]","-\frac{3 e^{\frac{x^2}{e^x+22}}}{15-e^5}","\frac{e^{\frac{x^2}{e^x+22}}}{\frac{e^5}{3}-5}",1,"(-3*E^(x^2/(22 + E^x)))/(15 - E^5)","A",3,3,62,0.04839,1,"{6688, 12, 6706}"
3193,0,0,0,1.1159206,"\int \frac{2 e^{5 x}+e^{4 x} (14-8 x)+8 x+24 x^2+14 x^3-2 x^4+e^{3 x} \left(-14-40 x+12 x^2\right)+e^{2 x} \left(8+58 x+36 x^2-8 x^3\right)+e^x \left(-30 x-60 x^2-8 x^3+2 x^4\right)}{64+e^{3 x}+e^{2 x} (12-3 x)-48 x+12 x^2-x^3+e^x \left(48-24 x+3 x^2\right)} \, dx","Int[(2*E^(5*x) + E^(4*x)*(14 - 8*x) + 8*x + 24*x^2 + 14*x^3 - 2*x^4 + E^(3*x)*(-14 - 40*x + 12*x^2) + E^(2*x)*(8 + 58*x + 36*x^2 - 8*x^3) + E^x*(-30*x - 60*x^2 - 8*x^3 + 2*x^4))/(64 + E^(3*x) + E^(2*x)*(12 - 3*x) - 48*x + 12*x^2 - x^3 + E^x*(48 - 24*x + 3*x^2)),x]","\int \frac{2 e^{5 x}+e^{4 x} (14-8 x)+8 x+24 x^2+14 x^3-2 x^4+e^{3 x} \left(-14-40 x+12 x^2\right)+e^{2 x} \left(8+58 x+36 x^2-8 x^3\right)+e^x \left(-30 x-60 x^2-8 x^3+2 x^4\right)}{64+e^{3 x}+e^{2 x} (12-3 x)-48 x+12 x^2-x^3+e^x \left(48-24 x+3 x^2\right)} \, dx","\frac{\left(\left(e^x-x\right)^2+x\right)^2}{\left(-x+e^x+4\right)^2}",1,"2*E^x + E^(2*x) + 10*x + x^2 - 2*E^x*(5 + x) + 2560*Defer[Int][(4 + E^x - x)^(-3), x] - 1760*Defer[Int][(4 + E^x - x)^(-2), x] + 240*Defer[Int][(4 + E^x - x)^(-1), x] - 192*Defer[Int][x/(4 + E^x - x)^3, x] + 114*Defer[Int][x/(4 + E^x - x)^2, x] + 16*Defer[Int][x/(4 + E^x - x), x] - 54*Defer[Int][x^2/(4 + E^x - x)^3, x] + 14*Defer[Int][x^2/(4 + E^x - x)^2, x] - 2*Defer[Int][x^3/(4 + E^x - x)^3, x]","F",0,0,0,0,-1,"{}"
3194,1,41,0,0.0194895,"\int \frac{256 e^8+48 x^5-72 x^6+e^4 \left(-128 x^2+96 x^3\right)}{9 x^5} \, dx","Int[(256*E^8 + 48*x^5 - 72*x^6 + E^4*(-128*x^2 + 96*x^3))/(9*x^5),x]","-\frac{64 e^8}{9 x^4}-4 x^2+\frac{64 e^4}{9 x^2}+\frac{16 x}{3}-\frac{32 e^4}{3 x}","1-4 \left(\frac{4 \left(x^2+e^4\right)}{3 x^2}+x-2\right)^2",1,"(-64*E^8)/(9*x^4) + (64*E^4)/(9*x^2) - (32*E^4)/(3*x) + (16*x)/3 - 4*x^2","A",3,2,38,0.05263,1,"{12, 14}"
3195,1,366,0,1.177108,"\int \frac{\left(-8-32 x+48 x^2\right) \log \left(x+2 x^2-2 x^3\right)}{-25 x-50 x^2+50 x^3} \, dx","Int[((-8 - 32*x + 48*x^2)*Log[x + 2*x^2 - 2*x^3])/(-25*x - 50*x^2 + 50*x^3),x]","-\frac{8}{25} \text{Li}_2\left(-\frac{-2 x-\sqrt{3}+1}{2 \sqrt{3}}\right)-\frac{8}{25} \text{Li}_2\left(\frac{-2 x+\sqrt{3}+1}{2 \sqrt{3}}\right)+\frac{8}{25} \log (x) \log \left(-2 x^3+2 x^2+x\right)+\frac{8}{25} \log \left(4 x-2 \left(1-\sqrt{3}\right)\right) \log \left(-2 x^3+2 x^2+x\right)+\frac{8}{25} \log \left(4 x-2 \left(1+\sqrt{3}\right)\right) \log \left(-2 x^3+2 x^2+x\right)-\frac{4}{25} \log ^2\left(-2 \left(-2 x-\sqrt{3}+1\right)\right)-\frac{4}{25} \log ^2\left(-2 \left(-2 x+\sqrt{3}+1\right)\right)-\frac{4 \log ^2(x)}{25}-\frac{8}{25} \log \left(-2 \left(1-\sqrt{3}\right)\right) \log (x)-\frac{8}{25} \log \left(\frac{-2 x+\sqrt{3}+1}{2 \sqrt{3}}\right) \log \left(4 x-2 \left(1-\sqrt{3}\right)\right)-\frac{8}{25} \log \left(-\frac{-2 x-\sqrt{3}+1}{2 \sqrt{3}}\right) \log \left(4 x-2 \left(1+\sqrt{3}\right)\right)-\frac{8}{25} \log \left(\frac{2 x}{1+\sqrt{3}}\right) \log \left(4 x-2 \left(1+\sqrt{3}\right)\right)-\frac{8}{25} \log \left(\frac{1}{2} \left(1+\sqrt{3}\right)\right) \log \left(4 x-2 \left(1+\sqrt{3}\right)\right)-\frac{8}{25} \log (x) \log \left(1-\frac{2 x}{1-\sqrt{3}}\right)","\frac{4}{25} \log ^2\left(x-2 x \left(x^2-x\right)\right)+2",1,"(-4*Log[-2*(1 - Sqrt[3] - 2*x)]^2)/25 - (4*Log[-2*(1 + Sqrt[3] - 2*x)]^2)/25 - (8*Log[-2*(1 - Sqrt[3])]*Log[x])/25 - (4*Log[x]^2)/25 - (8*Log[(1 + Sqrt[3] - 2*x)/(2*Sqrt[3])]*Log[-2*(1 - Sqrt[3]) + 4*x])/25 - (8*Log[(1 + Sqrt[3])/2]*Log[-2*(1 + Sqrt[3]) + 4*x])/25 - (8*Log[-1/2*(1 - Sqrt[3] - 2*x)/Sqrt[3]]*Log[-2*(1 + Sqrt[3]) + 4*x])/25 - (8*Log[(2*x)/(1 + Sqrt[3])]*Log[-2*(1 + Sqrt[3]) + 4*x])/25 - (8*Log[x]*Log[1 - (2*x)/(1 - Sqrt[3])])/25 + (8*Log[x]*Log[x + 2*x^2 - 2*x^3])/25 + (8*Log[-2*(1 - Sqrt[3]) + 4*x]*Log[x + 2*x^2 - 2*x^3])/25 + (8*Log[-2*(1 + Sqrt[3]) + 4*x]*Log[x + 2*x^2 - 2*x^3])/25 - (8*PolyLog[2, -1/2*(1 - Sqrt[3] - 2*x)/Sqrt[3]])/25 - (8*PolyLog[2, (1 + Sqrt[3] - 2*x)/(2*Sqrt[3])])/25","C",42,14,40,0.3500,1,"{1594, 2528, 2524, 2357, 2301, 2316, 2315, 2317, 2391, 2418, 2394, 2390, 2393, 2392}"
3196,0,0,0,0.4250872,"\int \frac{8 x^4+e^{\frac{-1-51 x+4 x^3}{4 x}} \left(4-17 x+32 x^3-8 x^4\right)}{4 x^3} \, dx","Int[(8*x^4 + E^((-1 - 51*x + 4*x^3)/(4*x))*(4 - 17*x + 32*x^3 - 8*x^4))/(4*x^3),x]","\int \frac{8 x^4+e^{\frac{-1-51 x+4 x^3}{4 x}} \left(4-17 x+32 x^3-8 x^4\right)}{4 x^3} \, dx","x^2+\frac{e^{x^2+\frac{x-1}{4 x}-13} (4-x)}{x}+3",1,"x^2 + 8*Defer[Int][E^(-51/4 - 1/(4*x) + x^2), x] + Defer[Int][E^(-51/4 - 1/(4*x) + x^2)/x^3, x] - (17*Defer[Int][E^(-51/4 - 1/(4*x) + x^2)/x^2, x])/4 - 2*Defer[Int][E^(-51/4 - 1/(4*x) + x^2)*x, x]","F",0,0,0,0,-1,"{}"
3197,0,0,0,1.5832088,"\int \left(4 e^{-3 x}+e^x\right)^{-1+20 x} \left(-240 e^{-3 x} x+20 e^x x+\left(80 e^{-3 x}+20 e^x\right) \log \left(4 e^{-3 x}+e^x\right)\right) \, dx","Int[(4/E^(3*x) + E^x)^(-1 + 20*x)*((-240*x)/E^(3*x) + 20*E^x*x + (80/E^(3*x) + 20*E^x)*Log[4/E^(3*x) + E^x]),x]","\int \left(4 e^{-3 x}+e^x\right)^{-1+20 x} \left(-240 e^{-3 x} x+20 e^x x+\left(80 e^{-3 x}+20 e^x\right) \log \left(4 e^{-3 x}+e^x\right)\right) \, dx","\left(4 e^{-3 x}+e^x\right)^{20 x}",1,"20*Log[(4 + E^(4*x))/E^(3*x)]*Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x] - 240*Defer[Int][(((4 + E^(4*x))/E^(3*x))^(-1 + 20*x)*x)/E^(3*x), x] + 20*Defer[Int][E^x*((4 + E^(4*x))/E^(3*x))^(-1 + 20*x)*x, x] - 20*Defer[Int][Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x], x] + 40*Defer[Int][(E^x*Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x])/(-2 + 2*E^x - E^(2*x)), x] + 80*Defer[Int][Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x]/(2 - 2*E^x + E^(2*x)), x] + 80*Defer[Int][Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x]/(2 + 2*E^x + E^(2*x)), x] + 40*Defer[Int][(E^x*Defer[Int][((4 + E^(4*x))/E^(3*x))^(20*x), x])/(2 + 2*E^x + E^(2*x)), x]","F",0,0,0,0,-1,"{}"
3198,1,22,0,0.6400354,"\int \frac{256 x-192 x^2+32 x^3-8 x^5+22 x^6-10 x^7+\left(4 x^6-2 x^7\right) \log (-2+x)+\left(-4 x^6+2 x^7\right) \log \left(x^2\right)+\left(256-192 x+32 x^2-8 x^4+22 x^5-10 x^6+\left(4 x^5-2 x^6\right) \log (-2+x)+\left(-4 x^5+2 x^6\right) \log \left(x^2\right)\right) \log \left(\frac{16-5 x^4-x^4 \log (-2+x)+x^4 \log \left(x^2\right)}{x^4}\right)}{-32 x+16 x^2+10 x^5-5 x^6+\left(2 x^5-x^6\right) \log (-2+x)+\left(-2 x^5+x^6\right) \log \left(x^2\right)} \, dx","Int[(256*x - 192*x^2 + 32*x^3 - 8*x^5 + 22*x^6 - 10*x^7 + (4*x^6 - 2*x^7)*Log[-2 + x] + (-4*x^6 + 2*x^7)*Log[x^2] + (256 - 192*x + 32*x^2 - 8*x^4 + 22*x^5 - 10*x^6 + (4*x^5 - 2*x^6)*Log[-2 + x] + (-4*x^5 + 2*x^6)*Log[x^2])*Log[(16 - 5*x^4 - x^4*Log[-2 + x] + x^4*Log[x^2])/x^4])/(-32*x + 16*x^2 + 10*x^5 - 5*x^6 + (2*x^5 - x^6)*Log[-2 + x] + (-2*x^5 + x^6)*Log[x^2]),x]","\left(\log \left(\frac{16}{x^4}+\log \left(x^2\right)-\log (x-2)-5\right)+x\right)^2","\left(\log \left(\frac{16}{x^4}+\log \left(x^2\right)-\log (x-2)-5\right)+x\right)^2",1,"(x + Log[-5 + 16/x^4 - Log[-2 + x] + Log[x^2]])^2","A",3,3,200,0.01500,1,"{6688, 12, 6686}"
3199,1,33,0,0.1836193,"\int \frac{8+8 x+2 x^2+8 (i \pi +\log (3))+(-4-x) \log \left(16+8 x+x^2\right)}{4+x} \, dx","Int[(8 + 8*x + 2*x^2 + 8*(I*Pi + Log[3]) + (-4 - x)*Log[16 + 8*x + x^2])/(4 + x),x]","x^2+2 x+2 (4+4 i \pi +\log (81)) \log (x+4)-(x+4) \log \left((x+4)^2\right)","x^2+2 x-(x-4 (\log (3)+i \pi )) \log \left((-x-4)^2\right)",1,"2*x + x^2 + 2*(4 + (4*I)*Pi + Log[81])*Log[4 + x] - (4 + x)*Log[(4 + x)^2]","A",7,5,41,0.1220,1,"{6741, 6742, 698, 2389, 2295}"
3200,1,15,0,0.0133129,"\int \frac{35+32 x+8 x^2+\log (3)}{4+4 x+x^2} \, dx","Int[(35 + 32*x + 8*x^2 + Log[3])/(4 + 4*x + x^2),x]","8 x-\frac{3+\log (3)}{x+2}","4 (2 x-1-\log (3))-\frac{3+\log (3)}{x+2}+2",1,"8*x - (3 + Log[3])/(2 + x)","A",3,2,23,0.08696,1,"{27, 683}"
3201,1,213,0,1.0715174,"\int \frac{-16-4 e^2+e (-16-8 x)-16 x-4 x^2+e^2 \left(10 x^2+2 e^2 x^2+8 x^3+2 x^4+e \left(9 x^2+4 x^3\right)\right)+e^{2+x^2} \left(8 x^3+2 e^2 x^3+8 x^4+2 x^5+e \left(8 x^3+4 x^4\right)\right)}{e^2 \left(4 x^2+e^2 x^2+4 x^3+x^4+e \left(4 x^2+2 x^3\right)\right)} \, dx","Int[(-16 - 4*E^2 + E*(-16 - 8*x) - 16*x - 4*x^2 + E^2*(10*x^2 + 2*E^2*x^2 + 8*x^3 + 2*x^4 + E*(9*x^2 + 4*x^3)) + E^(2 + x^2)*(8*x^3 + 2*E^2*x^3 + 8*x^4 + 2*x^5 + E*(8*x^3 + 4*x^4)))/(E^2*(4*x^2 + E^2*x^2 + 4*x^3 + x^4 + E*(4*x^2 + 2*x^3))),x]","e^{x^2}+2 x+\frac{4 \left(4+e^2\right)}{e^2 (2+e)^2 (x+e+2)}-\frac{2+e}{x+e+2}-\frac{16}{e^2 (2+e) (x+e+2)}-\frac{8}{(2+e)^2 (x+e+2)}+\frac{4}{e^2 (x+e+2)}+\frac{4 \left(4+e^2\right)}{e^2 (2+e)^2 x}+\frac{16}{e (2+e)^2 x}+\frac{8 \left(4+e^2\right) \log (x)}{e^2 (2+e)^3}-\frac{16 \log (x)}{e^2 (2+e)^2}+\frac{8 (2-e) \log (x)}{e (2+e)^3}-\frac{8 \left(4+e^2\right) \log (x+e+2)}{e^2 (2+e)^3}+\frac{16 \log (x+e+2)}{e^2 (2+e)^2}-\frac{8 (2-e) \log (x+e+2)}{e (2+e)^3}","e^{x^2}+\frac{x}{x+e+2}+2 x+\frac{4}{e^2 x}",1,"E^x^2 + 16/(E*(2 + E)^2*x) + (4*(4 + E^2))/(E^2*(2 + E)^2*x) + 2*x + 4/(E^2*(2 + E + x)) - 8/((2 + E)^2*(2 + E + x)) - 16/(E^2*(2 + E)*(2 + E + x)) - (2 + E)/(2 + E + x) + (4*(4 + E^2))/(E^2*(2 + E)^2*(2 + E + x)) + (8*(2 - E)*Log[x])/(E*(2 + E)^3) - (16*Log[x])/(E^2*(2 + E)^2) + (8*(4 + E^2)*Log[x])/(E^2*(2 + E)^3) - (8*(2 - E)*Log[2 + E + x])/(E*(2 + E)^3) + (16*Log[2 + E + x])/(E^2*(2 + E)^2) - (8*(4 + E^2)*Log[2 + E + x])/(E^2*(2 + E)^3)","B",15,9,148,0.06081,1,"{6, 12, 6741, 27, 6742, 2209, 44, 77, 683}"
3202,0,0,0,6.3031351,"\int \frac{16+8 x+e^{5 x^2} \left(4+4 x-40 x^2-40 x^3\right)+(4+4 x) \log \left(\frac{1+2 x+x^2}{9 x^4}\right)}{e^{10 x^2} (1+x)+e^{5 x^2} (2+2 x) \log \left(\frac{1+2 x+x^2}{9 x^4}\right)+(1+x) \log ^2\left(\frac{1+2 x+x^2}{9 x^4}\right)} \, dx","Int[(16 + 8*x + E^(5*x^2)*(4 + 4*x - 40*x^2 - 40*x^3) + (4 + 4*x)*Log[(1 + 2*x + x^2)/(9*x^4)])/(E^(10*x^2)*(1 + x) + E^(5*x^2)*(2 + 2*x)*Log[(1 + 2*x + x^2)/(9*x^4)] + (1 + x)*Log[(1 + 2*x + x^2)/(9*x^4)]^2),x]","\int \frac{16+8 x+e^{5 x^2} \left(4+4 x-40 x^2-40 x^3\right)+(4+4 x) \log \left(\frac{1+2 x+x^2}{9 x^4}\right)}{e^{10 x^2} (1+x)+e^{5 x^2} (2+2 x) \log \left(\frac{1+2 x+x^2}{9 x^4}\right)+(1+x) \log ^2\left(\frac{1+2 x+x^2}{9 x^4}\right)} \, dx","\frac{4 x}{\log \left(\frac{(x+1)^2}{9 x^4}\right)+e^{5 x^2}}",1,"8*Defer[Int][(E^(5*x^2) + Log[(1 + x)^2/(9*x^4)])^(-2), x] + 8*Defer[Int][1/((1 + x)*(E^(5*x^2) + Log[(1 + x)^2/(9*x^4)])^2), x] + 40*Defer[Int][(x^2*Log[(1 + x)^2/(9*x^4)])/(E^(5*x^2) + Log[(1 + x)^2/(9*x^4)])^2, x] + 4*Defer[Int][(E^(5*x^2) + Log[(1 + x)^2/(9*x^4)])^(-1), x] - 40*Defer[Int][x^2/(E^(5*x^2) + Log[(1 + x)^2/(9*x^4)]), x]","F",0,0,0,0,-1,"{}"
3203,1,17,0,0.0074185,"\int 4 e^{\frac{1}{18} \left(-e^3-e^5\right)} \, dx","Int[4*E^((-E^3 - E^5)/18),x]","4 e^{-\frac{1}{18} e^3 \left(1+e^2\right)} x","4 e^{\frac{1}{18} \left(-e^3-e^5\right)} x-2",1,"(4*x)/E^((E^3*(1 + E^2))/18)","A",1,1,19,0.05263,1,"{8}"
3204,1,64,0,1.0715106,"\int \frac{e^{-e^x} \left(2 x^3-e^x x^4+e^{5+e^x+x^2+x \log ^2(x)} \left(4-8 x^2-8 x \log (x)-4 x \log ^2(x)\right)\right)}{4 x^2} \, dx","Int[(2*x^3 - E^x*x^4 + E^(5 + E^x + x^2 + x*Log[x]^2)*(4 - 8*x^2 - 8*x*Log[x] - 4*x*Log[x]^2))/(4*E^E^x*x^2),x]","\frac{1}{4} e^{-e^x} x^2-\frac{e^{x^2+x \log ^2(x)+5} \left(2 x^2+x \log ^2(x)+2 x \log (x)\right)}{x^2 \left(2 x+\log ^2(x)+2 \log (x)\right)}","\frac{1}{4} e^{-e^x} x^2-\frac{e^{x \left(x+\log ^2(x)\right)+5}}{x}",1,"x^2/(4*E^E^x) - (E^(5 + x^2 + x*Log[x]^2)*(2*x^2 + 2*x*Log[x] + x*Log[x]^2))/(x^2*(2*x + 2*Log[x] + Log[x]^2))","A",5,3,64,0.04688,1,"{12, 6742, 2288}"
3205,1,21,0,0.2225578,"\int \frac{e^{-4+e^x} (16-16 x)+e^{-4+e^x} \left(e^x \left(16 x-16 x^2\right)+4 e^x x \log \left(-x^4\right)\right) \log \left(4-4 x+\log \left(-x^4\right)\right)}{4 x-4 x^2+x \log \left(-x^4\right)} \, dx","Int[(E^(-4 + E^x)*(16 - 16*x) + E^(-4 + E^x)*(E^x*(16*x - 16*x^2) + 4*E^x*x*Log[-x^4])*Log[4 - 4*x + Log[-x^4]])/(4*x - 4*x^2 + x*Log[-x^4]),x]","4 e^{e^x-4} \log \left(\log \left(-x^4\right)-4 x+4\right)","4 e^{e^x-4} \log \left(\log \left(-x^4\right)-4 x+4\right)",1,"4*E^(-4 + E^x)*Log[4 - 4*x + Log[-x^4]]","A",3,3,80,0.03750,1,"{6688, 12, 2288}"
3206,1,7,0,0.0031788,"\int 3 e^{-18+3 x} \, dx","Int[3*E^(-18 + 3*x),x]","e^{3 x-18}","e^{-3 (6-x)}",1,"E^(-18 + 3*x)","A",2,2,9,0.2222,1,"{12, 2194}"
3207,1,22,0,0.1609269,"\int \frac{e (3+3 x)}{25 e^3 x^2+10 e^4 x^2 \log \left(\frac{8 e^{\frac{1}{x}}}{x}\right)+e^5 x^2 \log ^2\left(\frac{8 e^{\frac{1}{x}}}{x}\right)} \, dx","Int[(E*(3 + 3*x))/(25*E^3*x^2 + 10*E^4*x^2*Log[(8*E^x^(-1))/x] + E^5*x^2*Log[(8*E^x^(-1))/x]^2),x]","\frac{3}{e^3 \left(e \log \left(\frac{8 e^{\frac{1}{x}}}{x}\right)+5\right)}","\frac{3}{e^3 \left(e \log \left(\frac{8 e^{\frac{1}{x}}}{x}\right)+5\right)}",1,"3/(E^3*(5 + E*Log[(8*E^x^(-1))/x]))","A",4,3,57,0.05263,1,"{12, 6688, 6686}"
3208,1,25,0,0.1961107,"\int \frac{4 x^2+e^{\frac{-4 e^4-8 x+5 x^2}{4 x}} \left(-12 e^4-15 x^2\right)}{12 x^2} \, dx","Int[(4*x^2 + E^((-4*E^4 - 8*x + 5*x^2)/(4*x))*(-12*E^4 - 15*x^2))/(12*x^2),x]","\frac{x}{3}-e^{\frac{5 x}{4}-\frac{e^4}{x}-2}","\frac{x}{3}-e^{\frac{5 x}{4}-\frac{e^4}{x}-2}",1,"-E^(-2 - E^4/x + (5*x)/4) + x/3","A",4,3,48,0.06250,1,"{12, 14, 6706}"
3209,1,29,0,0.1043367,"\int e^{4 x} \left(10 x+17 x^2-4 x^3\right) \log ^2(3) \, dx","Int[E^(4*x)*(10*x + 17*x^2 - 4*x^3)*Log[3]^2,x]","5 e^{4 x} x^2 \log ^2(3)-e^{4 x} x^3 \log ^2(3)","e^{4 x} (5-x) x^2 \log ^2(3)+1",1,"5*E^(4*x)*x^2*Log[3]^2 - E^(4*x)*x^3*Log[3]^2","A",13,5,24,0.2083,1,"{12, 1594, 2196, 2176, 2194}"
3210,1,29,0,0.0411288,"\int \frac{e^{\frac{3-27 x+e^{19/5} x}{-22+e^{19/5}}} \left(-27+e^{19/5}\right)}{-22+e^{19/5}} \, dx","Int[(E^((3 - 27*x + E^(19/5)*x)/(-22 + E^(19/5)))*(-27 + E^(19/5)))/(-22 + E^(19/5)),x]","e^{-\frac{3-\left(27-e^{19/5}\right) x}{22-e^{19/5}}}","e^{\frac{3-5 x}{e^{19/5}-22}+x}",1,"E^(-((3 - (27 - E^(19/5))*x)/(22 - E^(19/5))))","A",3,3,41,0.07317,1,"{12, 2227, 2194}"
3211,1,55,0,0.1190826,"\int \frac{e^{e^x x^2} \left(-1+e^x x^2 (2+x)\right)+4 x^2 \log (\log (5))}{4 x^2 \log (\log (5))} \, dx","Int[(E^(E^x*x^2)*(-1 + E^x*x^2*(2 + x)) + 4*x^2*Log[Log[5]])/(4*x^2*Log[Log[5]]),x]","\frac{e^{e^x x^2} \left(e^x x^3+2 e^x x^2\right)}{4 \left(e^x x^2+2 e^x x\right) x^2 \log (\log (5))}+x","\frac{\frac{e^{e^x x^2}}{x}-1}{4 \log (\log (5))}+x",1,"x + (E^(E^x*x^2)*(2*E^x*x^2 + E^x*x^3))/(4*x^2*(2*E^x*x + E^x*x^2)*Log[Log[5]])","B",4,3,43,0.06977,1,"{12, 14, 2288}"
3212,1,16,0,0.025562,"\int \frac{64+e^{\frac{x^4}{256}} x^4}{32 x} \, dx","Int[(64 + E^(x^4/256)*x^4)/(32*x),x]","2 e^{\frac{x^4}{256}}+2 \log (x)","\log \left(\frac{e^{2 e^{\frac{x^4}{256}}} x^2}{3 \log (4)}\right)",1,"2*E^(x^4/256) + 2*Log[x]","A",4,3,22,0.1364,1,"{12, 14, 2209}"
3213,1,14,0,0.0048048,"\int \left(12+2 e^x-192 x\right) \, dx","Int[12 + 2*E^x - 192*x,x]","-96 x^2+12 x+2 e^x","4 \left(-3 \left(8 x^2-x+3\right)+\frac{e^x}{2}-25\right)",1,"2*E^x + 12*x - 96*x^2","A",2,1,10,0.1000,1,"{2194}"
3214,0,0,0,11.0909278,"\int \frac{5+5 e^3 x+e^{36 e^4-24 e^2 x+4 x^2} \left(x+x^2-24 e^2 x^2+8 x^3\right)+5 x \log (x)}{5 e^3 x+e^{36 e^4-24 e^2 x+4 x^2} x^2+5 x \log (x)} \, dx","Int[(5 + 5*E^3*x + E^(36*E^4 - 24*E^2*x + 4*x^2)*(x + x^2 - 24*E^2*x^2 + 8*x^3) + 5*x*Log[x])/(5*E^3*x + E^(36*E^4 - 24*E^2*x + 4*x^2)*x^2 + 5*x*Log[x]),x]","\int \frac{5+5 e^3 x+e^{36 e^4-24 e^2 x+4 x^2} \left(x+x^2-24 e^2 x^2+8 x^3\right)+5 x \log (x)}{5 e^3 x+e^{36 e^4-24 e^2 x+4 x^2} x^2+5 x \log (x)} \, dx","x+\log \left(\frac{1}{5} e^{4 \left(3 e^2-x\right)^2} x+\log (x)+e^3\right)",1,"(1 - 24*E^2)*x + 4*x^2 + Log[x] + 120*Defer[Int][E^(5 + 24*E^2*x)/(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x]), x] + 5*(1 - E^3)*Defer[Int][E^(24*E^2*x)/(x*(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x])), x] - 40*Defer[Int][(E^(3 + 24*E^2*x)*x)/(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x]), x] + 120*Defer[Int][(E^(2 + 24*E^2*x)*Log[x])/(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x]), x] - 5*Defer[Int][(E^(24*E^2*x)*Log[x])/(x*(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x])), x] - 40*Defer[Int][(E^(24*E^2*x)*x*Log[x])/(5*E^(3 + 24*E^2*x) + E^(36*E^4 + 4*x^2)*x + 5*E^(24*E^2*x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
3215,0,0,0,0.496454,"\int \frac{5+5 x+5 x^2+5 x^3+\left(10 x-10 x^2\right) \log (x)}{\left(x+3 x^2+3 x^3+x^4\right) \log ^2(x)} \, dx","Int[(5 + 5*x + 5*x^2 + 5*x^3 + (10*x - 10*x^2)*Log[x])/((x + 3*x^2 + 3*x^3 + x^4)*Log[x]^2),x]","\int \frac{5+5 x+5 x^2+5 x^3+\left(10 x-10 x^2\right) \log (x)}{\left(x+3 x^2+3 x^3+x^4\right) \log ^2(x)} \, dx","\frac{-5 x^2-5}{(x+1)^2 \log (x)}",1,"5*Defer[Int][(1 + x^2)/(x*(1 + x)^2*Log[x]^2), x] - 10*Defer[Int][(-1 + x)/((1 + x)^3*Log[x]), x]","F",0,0,0,0,-1,"{}"
3216,1,25,0,0.0701289,"\int \frac{e^5 \left(-4 x+2 x^2\right)}{45-90 x-135 x^2+180 x^3+180 x^4} \, dx","Int[(E^5*(-4*x + 2*x^2))/(45 - 90*x - 135*x^2 + 180*x^3 + 180*x^4),x]","-\frac{8 e^5 (1-x)}{45 \left(9-(4 x+1)^2\right)}","\frac{e^5 x}{3 \left(5-\frac{5}{2 x}\right) (3 x+3)}",1,"(-8*E^5*(1 - x))/(45*(9 - (1 + 4*x)^2))","A",5,4,35,0.1143,1,"{12, 1593, 1680, 776}"
3217,1,34,0,3.8100805,"\int \frac{e^{\frac{23 x+\log (4)}{e^2-x}} \left(-2 e^4 x+27 e^2 x^2-2 x^3+x^2 \log (4)\right)}{e^4 x^4-2 e^2 x^5+x^6+e^{\frac{2 (23 x+\log (4))}{e^2-x}} \left(e^4-2 e^2 x+x^2\right)+e^{\frac{23 x+\log (4)}{e^2-x}} \left(-2 e^4 x^2+4 e^2 x^3-2 x^4\right)} \, dx","Int[(E^((23*x + Log[4])/(E^2 - x))*(-2*E^4*x + 27*E^2*x^2 - 2*x^3 + x^2*Log[4]))/(E^4*x^4 - 2*E^2*x^5 + x^6 + E^((2*(23*x + Log[4]))/(E^2 - x))*(E^4 - 2*E^2*x + x^2) + E^((23*x + Log[4])/(E^2 - x))*(-2*E^4*x^2 + 4*E^2*x^3 - 2*x^4)),x]","\frac{1}{1-\frac{4^{\frac{1}{e^2-x}} e^{\frac{23 x}{e^2-x}}}{x^2}}","5-\frac{x^2}{e^{\frac{23 x+\log (4)}{e^2-x}}-x^2}",1,"(1 - (4^(E^2 - x)^(-1)*E^((23*x)/(E^2 - x)))/x^2)^(-1)","A",5,5,140,0.03571,1,"{6, 1594, 6688, 6711, 32}"
3218,0,0,0,3.9005615,"\int \frac{4 \log \left(\frac{1}{x}\right)+4 \log \left(\frac{1}{x}\right) \log (x)+2 \log (x) \log \left(e^2 \log \left(\frac{1}{x}\right)\right)+\left(-\log \left(\frac{1}{x}\right)-\log \left(\frac{1}{x}\right) \log (x)\right) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)+\left(-4 \log \left(\frac{1}{x}\right) \log (x)+\log \left(\frac{1}{x}\right) \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right) \log \left(4 x \log (x)-x \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right)}{\left(-4 \log \left(\frac{1}{x}\right) \log (x)+\log \left(\frac{1}{x}\right) \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right) \log ^2\left(4 x \log (x)-x \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right)} \, dx","Int[(4*Log[x^(-1)] + 4*Log[x^(-1)]*Log[x] + 2*Log[x]*Log[E^2*Log[x^(-1)]] + (-Log[x^(-1)] - Log[x^(-1)]*Log[x])*Log[E^2*Log[x^(-1)]]^2 + (-4*Log[x^(-1)]*Log[x] + Log[x^(-1)]*Log[x]*Log[E^2*Log[x^(-1)]]^2)*Log[4*x*Log[x] - x*Log[x]*Log[E^2*Log[x^(-1)]]^2])/((-4*Log[x^(-1)]*Log[x] + Log[x^(-1)]*Log[x]*Log[E^2*Log[x^(-1)]]^2)*Log[4*x*Log[x] - x*Log[x]*Log[E^2*Log[x^(-1)]]^2]^2),x]","\int \frac{4 \log \left(\frac{1}{x}\right)+4 \log \left(\frac{1}{x}\right) \log (x)+2 \log (x) \log \left(e^2 \log \left(\frac{1}{x}\right)\right)+\left(-\log \left(\frac{1}{x}\right)-\log \left(\frac{1}{x}\right) \log (x)\right) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)+\left(-4 \log \left(\frac{1}{x}\right) \log (x)+\log \left(\frac{1}{x}\right) \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right) \log \left(4 x \log (x)-x \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right)}{\left(-4 \log \left(\frac{1}{x}\right) \log (x)+\log \left(\frac{1}{x}\right) \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right) \log ^2\left(4 x \log (x)-x \log (x) \log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right)} \, dx","\frac{x}{\log \left(x \log (x) \left(4-\log ^2\left(e^2 \log \left(\frac{1}{x}\right)\right)\right)\right)}",1,"-4*Defer[Int][1/((4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] + 2*Defer[Int][1/(Log[x^(-1)]*(4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] - 4*Defer[Int][1/(Log[x]*(4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] + 4*Defer[Int][1/(Log[x^(-1)]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] - Defer[Int][Log[Log[x^(-1)]]/((4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] - Defer[Int][Log[Log[x^(-1)]]/(Log[x]*(4 + Log[Log[x^(-1)]])*Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^2), x] + Defer[Int][Log[-(x*Log[x]*Log[Log[x^(-1)]]*(4 + Log[Log[x^(-1)]]))]^(-1), x]","F",0,0,0,0,-1,"{}"
3219,1,27,0,0.0967327,"\int \frac{7 e^4+e^{2 x} (6+12 x)+e^{2+x} (12+12 x)}{6 e^{2 x} x+12 e^{2+x} x+e^4 (22+7 x)} \, dx","Int[(7*E^4 + E^(2*x)*(6 + 12*x) + E^(2 + x)*(12 + 12*x))/(6*E^(2*x)*x + 12*E^(2 + x)*x + E^4*(22 + 7*x)),x]","\log \left(6 e^{2 x} x+12 e^{x+2} x+e^4 (7 x+22)\right)","\log \left(x+6 \left(\frac{\left(e^{x-2} x+x\right)^2}{x}+4\right)-2\right)",1,"Log[6*E^(2*x)*x + 12*E^(2 + x)*x + E^4*(22 + 7*x)]","A",1,1,57,0.01754,1,"{6684}"
3220,0,0,0,3.062212,"\int \frac{-5 e^x x^2 \log (5)+\left(-24-5 x^2\right) \log (5)+20 \log (5) \log (x)}{x^2+5 e^x x^2 \log (5)+\left(-4 x+15 x^2+5 x^3\right) \log (5)+20 x \log (5) \log (x)} \, dx","Int[(-5*E^x*x^2*Log[5] + (-24 - 5*x^2)*Log[5] + 20*Log[5]*Log[x])/(x^2 + 5*E^x*x^2*Log[5] + (-4*x + 15*x^2 + 5*x^3)*Log[5] + 20*x*Log[5]*Log[x]),x]","\int \frac{-5 e^x x^2 \log (5)+\left(-24-5 x^2\right) \log (5)+20 \log (5) \log (x)}{x^2+5 e^x x^2 \log (5)+\left(-4 x+15 x^2+5 x^3\right) \log (5)+20 x \log (5) \log (x)} \, dx","\log \left(\frac{3}{4 \left(x+e^x-\frac{\frac{1}{5} \left(4-\frac{x}{\log (5)}\right)-4 \log (x)}{x}+3\right)}\right)",1,"-x + 4*Log[5]*Defer[Int][(4*Log[5] - 5*E^x*x*Log[5] - 5*x^2*Log[5] - x*(1 + 15*Log[5]) - 20*Log[5]*Log[x])^(-1), x] + 24*Log[5]*Defer[Int][1/(x*(4*Log[5] - 5*E^x*x*Log[5] - 5*x^2*Log[5] - x*(1 + 15*Log[5]) - 20*Log[5]*Log[x])), x] - (1 + 10*Log[5])*Defer[Int][x/(4*Log[5] - 5*E^x*x*Log[5] - 5*x^2*Log[5] - x*(1 + 15*Log[5]) - 20*Log[5]*Log[x]), x] + 5*Log[5]*Defer[Int][x^2/(-4*Log[5] + 5*E^x*x*Log[5] + 5*x^2*Log[5] + x*(1 + 15*Log[5]) + 20*Log[5]*Log[x]), x] + 20*Log[5]*Defer[Int][Log[x]/(-4*Log[5] + 5*E^x*x*Log[5] + 5*x^2*Log[5] + x*(1 + 15*Log[5]) + 20*Log[5]*Log[x]), x] + 20*Log[5]*Defer[Int][Log[x]/(x*(-4*Log[5] + 5*E^x*x*Log[5] + 5*x^2*Log[5] + x*(1 + 15*Log[5]) + 20*Log[5]*Log[x])), x]","F",0,0,0,0,-1,"{}"
3221,0,0,0,3.2140187,"\int \frac{4-2 x^2-2 e^x x^2+\left(2+e^x x+x^2\right) \log \left(\frac{8+4 e^x x+4 x^2}{x}\right)+\left(-2-e^x x-x^2+e^{2+x} \left(-2-e^x x-x^2\right)\right) \log ^3\left(\frac{8+4 e^x x+4 x^2}{x}\right)}{\left(2+e^x x+x^2\right) \log ^3\left(\frac{8+4 e^x x+4 x^2}{x}\right)} \, dx","Int[(4 - 2*x^2 - 2*E^x*x^2 + (2 + E^x*x + x^2)*Log[(8 + 4*E^x*x + 4*x^2)/x] + (-2 - E^x*x - x^2 + E^(2 + x)*(-2 - E^x*x - x^2))*Log[(8 + 4*E^x*x + 4*x^2)/x]^3)/((2 + E^x*x + x^2)*Log[(8 + 4*E^x*x + 4*x^2)/x]^3),x]","\int \frac{4-2 x^2-2 e^x x^2+\left(2+e^x x+x^2\right) \log \left(\frac{8+4 e^x x+4 x^2}{x}\right)+\left(-2-e^x x-x^2+e^{2+x} \left(-2-e^x x-x^2\right)\right) \log ^3\left(\frac{8+4 e^x x+4 x^2}{x}\right)}{\left(2+e^x x+x^2\right) \log ^3\left(\frac{8+4 e^x x+4 x^2}{x}\right)} \, dx","-x-e^{x+2}+\frac{x}{\log ^2\left(4 \left(x+e^x+\frac{2}{x}\right)\right)}+1",1,"-E^(2 + x) - x - 2*Defer[Int][x/Log[4*(E^x + 2/x + x)]^3, x] + 4*Defer[Int][1/((2 + E^x*x + x^2)*Log[4*(E^x + 2/x + x)]^3), x] + 4*Defer[Int][x/((2 + E^x*x + x^2)*Log[4*(E^x + 2/x + x)]^3), x] - 2*Defer[Int][x^2/((2 + E^x*x + x^2)*Log[4*(E^x + 2/x + x)]^3), x] + 2*Defer[Int][x^3/((2 + E^x*x + x^2)*Log[4*(E^x + 2/x + x)]^3), x] + Defer[Int][Log[4*(E^x + 2/x + x)]^(-2), x]","F",0,0,0,0,-1,"{}"
3222,0,0,0,36.9106462,"\int \frac{-25-10 x-x^2+25 x^3+10 x^4+x^5+e^2 \left(-5-15 x^2+5 x^3\right)+\left(10+2 x-10 x^3-2 x^4\right) \log \left(-2+2 x^3\right)+\left(-1+x^3\right) \log ^2\left(-2+2 x^3\right)}{-25-10 x-x^2+25 x^3+10 x^4+x^5+\left(10+2 x-10 x^3-2 x^4\right) \log \left(-2+2 x^3\right)+\left(-1+x^3\right) \log ^2\left(-2+2 x^3\right)} \, dx","Int[(-25 - 10*x - x^2 + 25*x^3 + 10*x^4 + x^5 + E^2*(-5 - 15*x^2 + 5*x^3) + (10 + 2*x - 10*x^3 - 2*x^4)*Log[-2 + 2*x^3] + (-1 + x^3)*Log[-2 + 2*x^3]^2)/(-25 - 10*x - x^2 + 25*x^3 + 10*x^4 + x^5 + (10 + 2*x - 10*x^3 - 2*x^4)*Log[-2 + 2*x^3] + (-1 + x^3)*Log[-2 + 2*x^3]^2),x]","\int \frac{-25-10 x-x^2+25 x^3+10 x^4+x^5+e^2 \left(-5-15 x^2+5 x^3\right)+\left(10+2 x-10 x^3-2 x^4\right) \log \left(-2+2 x^3\right)+\left(-1+x^3\right) \log ^2\left(-2+2 x^3\right)}{-25-10 x-x^2+25 x^3+10 x^4+x^5+\left(10+2 x-10 x^3-2 x^4\right) \log \left(-2+2 x^3\right)+\left(-1+x^3\right) \log ^2\left(-2+2 x^3\right)} \, dx","-\frac{5 e^2}{-\log \left(x^2 \log \left(e^{2 x}\right)-2\right)+x+5}+x-2",1,"x - (10*Defer[Int][1/((-1 + x)*(5 + x - Log[2*(-1 + x^3)])), x])/3 - (20*Defer[Int][(-5 - x + Log[2*(-1 + x^3)])^(-1), x])/3 - (85*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-2), x])/3 + ((49 - 5*E^2)*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-2), x])/3 + (5*(5 + E^2)*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-2), x])/3 + 2*(2 + 5*E^2)*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-2), x] - ((1 + 15*E^2)*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-2), x])/3 + (((22*I)/3)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] - (((2*I)/3)*(49 - 5*E^2)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] + (((20*I)/3)*(5 + E^2)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] - ((4*I)*(2 + 5*E^2)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] + Defer[Int][1/((-1 + x)*(5 + x - Log[-2 + 2*x^3])^2), x]/3 - ((1 + 15*E^2)*Defer[Int][1/((-1 + x)*(5 + x - Log[-2 + 2*x^3])^2), x])/3 - (20*Defer[Int][x/(5 + x - Log[-2 + 2*x^3])^2, x])/3 - ((49 - 5*E^2)*Defer[Int][x/(5 + x - Log[-2 + 2*x^3])^2, x])/3 + (5*(5 + E^2)*Defer[Int][x/(5 + x - Log[-2 + 2*x^3])^2, x])/3 + (5*(9 + E^2)*Defer[Int][x/(5 + x - Log[-2 + 2*x^3])^2, x])/3 - ((1 + 15*E^2)*Defer[Int][x/(5 + x - Log[-2 + 2*x^3])^2, x])/3 + (20*Defer[Int][x^2/(5 + x - Log[-2 + 2*x^3])^2, x])/3 + (5*(5 + E^2)*Defer[Int][x^2/(5 + x - Log[-2 + 2*x^3])^2, x])/3 - (5*(9 + E^2)*Defer[Int][x^2/(5 + x - Log[-2 + 2*x^3])^2, x])/3 + (4*(3 + I*Sqrt[3])*Defer[Int][1/((1 - I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/3 - (2*(3 + I*Sqrt[3])*(2 + 5*E^2)*Defer[Int][1/((1 - I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/3 + (((22*I)/3)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] + (4*(3 - I*Sqrt[3])*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/3 - (((2*I)/3)*(49 - 5*E^2)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] + (((20*I)/3)*(5 + E^2)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] - ((4*I)*(2 + 5*E^2)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/Sqrt[3] - (2*(3 - I*Sqrt[3])*(2 + 5*E^2)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*(5 + x - Log[-2 + 2*x^3])^2), x])/3 - (20*Defer[Int][(5 + x - Log[-2 + 2*x^3])^(-1), x])/3 + (10*Defer[Int][1/((-1 + x)*(5 + x - Log[-2 + 2*x^3])), x])/3","F",0,0,0,0,-1,"{}"
3223,1,11,0,0.1175085,"\int \frac{1+x}{e^{10} x^3+2 e^{10} x^2 \log (x)+e^{10} x \log ^2(x)} \, dx","Int[(1 + x)/(E^10*x^3 + 2*E^10*x^2*Log[x] + E^10*x*Log[x]^2),x]","-\frac{1}{e^{10} (x+\log (x))}","\frac{1}{e^{10} (-x-\log (x))}+4",1,"-(1/(E^10*(x + Log[x])))","A",3,3,33,0.09091,1,"{6688, 12, 6686}"
3224,1,41,0,4.2417918,"\int \frac{\exp \left(\frac{2 \left(121 x^2+36 e^4 x^2+36 e^8 x^2+22 x^3+x^4+e^2 \left(-132 x^2-12 x^3\right)+e^4 \left(132 x^2-72 e^2 x^2+12 x^3\right)\right)}{4-8 x+4 x^2+e^2 \left(-4+8 x-4 x^2\right)+e^4 \left(1-2 x+x^2\right)+e^8 \left(1-2 x+x^2\right)+e^4 \left(4-8 x+4 x^2+e^2 \left(-2+4 x-2 x^2\right)\right)}\right) \left(-484 x-144 e^4 x-144 e^8 x-132 x^2+36 x^3+4 x^4+e^2 \left(528 x+72 x^2-24 x^3\right)+e^4 \left(-528 x+288 e^2 x-72 x^2+24 x^3\right)\right)}{-4+12 x-12 x^2+4 x^3+e^2 \left(4-12 x+12 x^2-4 x^3\right)+e^4 \left(-1+3 x-3 x^2+x^3\right)+e^8 \left(-1+3 x-3 x^2+x^3\right)+e^4 \left(-4+12 x-12 x^2+4 x^3+e^2 \left(2-6 x+6 x^2-2 x^3\right)\right)} \, dx","Int[(E^((2*(121*x^2 + 36*E^4*x^2 + 36*E^8*x^2 + 22*x^3 + x^4 + E^2*(-132*x^2 - 12*x^3) + E^4*(132*x^2 - 72*E^2*x^2 + 12*x^3)))/(4 - 8*x + 4*x^2 + E^2*(-4 + 8*x - 4*x^2) + E^4*(1 - 2*x + x^2) + E^8*(1 - 2*x + x^2) + E^4*(4 - 8*x + 4*x^2 + E^2*(-2 + 4*x - 2*x^2))))*(-484*x - 144*E^4*x - 144*E^8*x - 132*x^2 + 36*x^3 + 4*x^4 + E^2*(528*x + 72*x^2 - 24*x^3) + E^4*(-528*x + 288*E^2*x - 72*x^2 + 24*x^3)))/(-4 + 12*x - 12*x^2 + 4*x^3 + E^2*(4 - 12*x + 12*x^2 - 4*x^3) + E^4*(-1 + 3*x - 3*x^2 + x^3) + E^8*(-1 + 3*x - 3*x^2 + x^3) + E^4*(-4 + 12*x - 12*x^2 + 4*x^3 + E^2*(2 - 6*x + 6*x^2 - 2*x^3))),x]","\exp \left(\frac{2 x^2 \left(x+6 e^4-6 e^2+11\right)^2}{\left(2-e^2+e^4\right)^2 (1-x)^2}\right)","e^{2 \left(\frac{x}{-2+e^2-e^4}-\frac{6 x}{x-1}\right)^2}",1,"E^((2*x^2*(11 - 6*E^2 + 6*E^4 + x)^2)/((2 - E^2 + E^4)^2*(1 - x)^2))","A",6,4,332,0.01205,1,"{6, 6688, 12, 6706}"
3225,0,0,0,1.359374,"\int \frac{e^{-2-2 x^2} \left(-6-8 x^2+e^{6-x^2} \left(-30-20 x^2\right)\right)}{x^4+25 e^{12-2 x^2} x^4+10 e^{6-x^2} x^4} \, dx","Int[(E^(-2 - 2*x^2)*(-6 - 8*x^2 + E^(6 - x^2)*(-30 - 20*x^2)))/(x^4 + 25*E^(12 - 2*x^2)*x^4 + 10*E^(6 - x^2)*x^4),x]","\int \frac{e^{-2-2 x^2} \left(-6-8 x^2+e^{6-x^2} \left(-30-20 x^2\right)\right)}{x^4+25 e^{12-2 x^2} x^4+10 e^{6-x^2} x^4} \, dx","\frac{2 e^{-2 x^2-2}}{x^2 \left(5 e^{6-x^2} x+x\right)}",1,"(2*E^(-8 - x^2))/(5*x^3) + (6*Defer[Int][1/((5*E^6 + E^x^2)*x^4), x])/(5*E^8) - (4*Defer[Int][1/((5*E^6 + E^x^2)^2*x^2), x])/E^2 + (4*Defer[Int][1/((5*E^6 + E^x^2)*x^2), x])/(5*E^8)","F",0,0,0,0,-1,"{}"
3226,1,36,0,0.0201904,"\int \frac{-20+22 \log ^2(4)+\left(4-2 \log ^2(4)\right) \log (4+\log (5))}{-2+\log ^2(4)} \, dx","Int[(-20 + 22*Log[4]^2 + (4 - 2*Log[4]^2)*Log[4 + Log[5]])/(-2 + Log[4]^2),x]","\frac{2 x \left(10-11 \log ^2(4)-\left(2-\log ^2(4)\right) \log (4+\log (5))\right)}{2-\log ^2(4)}","x \left(4+2 \left(3 \left(3-\frac{4}{2-\log ^2(4)}\right)-\log (4+\log (5))\right)\right)",1,"(2*x*(10 - 11*Log[4]^2 - (2 - Log[4]^2)*Log[4 + Log[5]]))/(2 - Log[4]^2)","A",1,1,31,0.03226,1,"{8}"
3227,1,194,0,0.8618887,"\int \frac{32768-8192 x^2+1536 x^3-128 x^4-128 x^5+16 x^6-2 x^7+\frac{e^{25+\log ^2(2)} \left(2048-1536 x+384 x^2-64 x^3\right)}{1024}}{-16384 x^3-4096 x^4+3072 x^5+768 x^6-192 x^7-48 x^8+4 x^9+x^{10}+\frac{e^{50+2 \log ^2(2)} \left(-64 x^3+48 x^4-12 x^5+x^6\right)}{1048576}+\frac{e^{25+\log ^2(2)} \left(-2048 x^3+512 x^4+256 x^5-64 x^6-8 x^7+2 x^8\right)}{1024}} \, dx","Int[(32768 - 8192*x^2 + 1536*x^3 - 128*x^4 - 128*x^5 + 16*x^6 - 2*x^7 + (E^(25 + Log[2]^2)*(2048 - 1536*x + 384*x^2 - 64*x^3))/1024)/(-16384*x^3 - 4096*x^4 + 3072*x^5 + 768*x^6 - 192*x^7 - 48*x^8 + 4*x^9 + x^10 + (E^(50 + 2*Log[2]^2)*(-64*x^3 + 48*x^4 - 12*x^5 + x^6))/1048576 + (E^(25 + Log[2]^2)*(-2048*x^3 + 512*x^4 + 256*x^5 - 64*x^6 - 8*x^7 + 2*x^8))/1024),x]","\frac{1024 \left(402653184 x \left(1610612736+65536 e^{25+\log ^2(2)}+e^{50+2 \log ^2(2)}\right)+5188146770730811392+131072 e^{75+3 \log ^2(2)}+9126805504 e^{50+2 \log ^2(2)}+e^{4 \left(25+\log ^2(2)\right)}+277076930199552 e^{25+\log ^2(2)}\right)}{\left(16384+e^{25+\log ^2(2)}\right)^2 \left(65536+e^{25+\log ^2(2)}\right)^2 \left(1024 x^2+8192 x+16384+e^{25+\log ^2(2)}\right)}+\frac{16384}{x^2 \left(16384+e^{25+\log ^2(2)}\right)}+\frac{268435456}{(4-x) \left(65536+e^{25+\log ^2(2)}\right)^2}-\frac{134217728}{x \left(16384+e^{25+\log ^2(2)}\right)^2}+\frac{16384}{(4-x)^2 \left(65536+e^{25+\log ^2(2)}\right)}","\frac{\left(\frac{4-x}{x}+\frac{4}{4-x}\right)^2}{(x+4)^2+e^{(\log (2)-5)^2}}",1,"16384/((65536 + E^(25 + Log[2]^2))*(4 - x)^2) + 268435456/((65536 + E^(25 + Log[2]^2))^2*(4 - x)) + 16384/((16384 + E^(25 + Log[2]^2))*x^2) - 134217728/((16384 + E^(25 + Log[2]^2))^2*x) + (1024*(5188146770730811392 + 277076930199552*E^(25 + Log[2]^2) + E^(4*(25 + Log[2]^2)) + 9126805504*E^(50 + 2*Log[2]^2) + 131072*E^(75 + 3*Log[2]^2) + 402653184*(1610612736 + 65536*E^(25 + Log[2]^2) + E^(50 + 2*Log[2]^2))*x))/((16384 + E^(25 + Log[2]^2))^2*(65536 + E^(25 + Log[2]^2))^2*(16384 + E^(25 + Log[2]^2) + 8192*x + 1024*x^2))","B",7,4,177,0.02260,1,"{2074, 638, 618, 204}"
3228,0,0,0,2.1501982,"\int \frac{-2 x-e^5 x-x^2+e^x \left(-6 e^5 x^3-6 x^4\right)+e^{2 x} \left(-6 e^5 x^3-6 x^4\right)+\left(e^5+x+e^x \left(-18 e^5 x^2-18 x^3\right)+e^{2 x} \left(-18 e^5 x^2-18 x^3\right)\right) \log \left(e^5+x\right)+\left(e^x \left(-18 e^5 x-18 x^2\right)+e^{2 x} \left(-18 e^5 x-18 x^2\right)\right) \log ^2\left(e^5+x\right)+\left(e^x \left(-6 e^5-6 x\right)+e^{2 x} \left(-6 e^5-6 x\right)\right) \log ^3\left(e^5+x\right)}{e^5 x^3+x^4+\left(3 e^5 x^2+3 x^3\right) \log \left(e^5+x\right)+\left(3 e^5 x+3 x^2\right) \log ^2\left(e^5+x\right)+\left(e^5+x\right) \log ^3\left(e^5+x\right)} \, dx","Int[(-2*x - E^5*x - x^2 + E^x*(-6*E^5*x^3 - 6*x^4) + E^(2*x)*(-6*E^5*x^3 - 6*x^4) + (E^5 + x + E^x*(-18*E^5*x^2 - 18*x^3) + E^(2*x)*(-18*E^5*x^2 - 18*x^3))*Log[E^5 + x] + (E^x*(-18*E^5*x - 18*x^2) + E^(2*x)*(-18*E^5*x - 18*x^2))*Log[E^5 + x]^2 + (E^x*(-6*E^5 - 6*x) + E^(2*x)*(-6*E^5 - 6*x))*Log[E^5 + x]^3)/(E^5*x^3 + x^4 + (3*E^5*x^2 + 3*x^3)*Log[E^5 + x] + (3*E^5*x + 3*x^2)*Log[E^5 + x]^2 + (E^5 + x)*Log[E^5 + x]^3),x]","\int \frac{-2 x-e^5 x-x^2+e^x \left(-6 e^5 x^3-6 x^4\right)+e^{2 x} \left(-6 e^5 x^3-6 x^4\right)+\left(e^5+x+e^x \left(-18 e^5 x^2-18 x^3\right)+e^{2 x} \left(-18 e^5 x^2-18 x^3\right)\right) \log \left(e^5+x\right)+\left(e^x \left(-18 e^5 x-18 x^2\right)+e^{2 x} \left(-18 e^5 x-18 x^2\right)\right) \log ^2\left(e^5+x\right)+\left(e^x \left(-6 e^5-6 x\right)+e^{2 x} \left(-6 e^5-6 x\right)\right) \log ^3\left(e^5+x\right)}{e^5 x^3+x^4+\left(3 e^5 x^2+3 x^3\right) \log \left(e^5+x\right)+\left(3 e^5 x+3 x^2\right) \log ^2\left(e^5+x\right)+\left(e^5+x\right) \log ^3\left(e^5+x\right)} \, dx","\frac{x}{\left(x+\log \left(x+e^5\right)\right)^2}-3 \left(e^x+1\right)^2",1,"-6*E^x - 3*E^(2*x) + E^5*Defer[Int][(x + Log[E^5 + x])^(-3), x] - (2 + E^5)*Defer[Int][(x + Log[E^5 + x])^(-3), x] - 2*Defer[Int][x/(x + Log[E^5 + x])^3, x] - E^10*Defer[Int][1/((E^5 + x)*(x + Log[E^5 + x])^3), x] + E^5*(2 + E^5)*Defer[Int][1/((E^5 + x)*(x + Log[E^5 + x])^3), x] + Defer[Int][(x + Log[E^5 + x])^(-2), x]","F",0,0,0,0,-1,"{}"
3229,0,0,0,4.3380665,"\int \frac{e^{4+x+x^2}+5 x-5 x^2-10 x^3+\left(2 e^{4+x+x^2}+10 x-5 x^2-10 x^3\right) \log (x)+e^{4+x+x^2} \log ^2(x)}{e^{4+x+x^2}+2 e^{4+x+x^2} \log (x)+e^{4+x+x^2} \log ^2(x)} \, dx","Int[(E^(4 + x + x^2) + 5*x - 5*x^2 - 10*x^3 + (2*E^(4 + x + x^2) + 10*x - 5*x^2 - 10*x^3)*Log[x] + E^(4 + x + x^2)*Log[x]^2)/(E^(4 + x + x^2) + 2*E^(4 + x + x^2)*Log[x] + E^(4 + x + x^2)*Log[x]^2),x]","\int \frac{e^{4+x+x^2}+5 x-5 x^2-10 x^3+\left(2 e^{4+x+x^2}+10 x-5 x^2-10 x^3\right) \log (x)+e^{4+x+x^2} \log ^2(x)}{e^{4+x+x^2}+2 e^{4+x+x^2} \log (x)+e^{4+x+x^2} \log ^2(x)} \, dx","x \left(\frac{5 e^{-x^2-x-4} x}{\log (x)+1}+1\right)",1,"x - 5*Defer[Int][(E^(-4 - x - x^2)*x)/(1 + Log[x])^2, x] + 10*Defer[Int][(E^(-4 - x - x^2)*x)/(1 + Log[x]), x] - 5*Defer[Int][(E^(-4 - x - x^2)*x^2)/(1 + Log[x]), x] - 10*Defer[Int][(E^(-4 - x - x^2)*x^3)/(1 + Log[x]), x]","F",0,0,0,0,-1,"{}"
3230,1,36,0,0.1030431,"\int \frac{3590-5760 x+3264 x^2-768 x^3+64 x^4+\left(-3600+3264 x^2-1536 x^3+192 x^4\right) \log (x)}{x^2} \, dx","Int[(3590 - 5760*x + 3264*x^2 - 768*x^3 + 64*x^4 + (-3600 + 3264*x^2 - 1536*x^3 + 192*x^4)*Log[x])/x^2,x]","64 x^3 \log (x)-768 x^2 \log (x)+\frac{10}{x}+3264 x \log (x)-5760 \log (x)+\frac{3600 \log (x)}{x}","\frac{16 \left(2 (3-x)^2-3\right)^2 \log (x)+10}{x}+2",1,"10/x - 5760*Log[x] + (3600*Log[x])/x + 3264*x*Log[x] - 768*x^2*Log[x] + 64*x^3*Log[x]","A",10,4,44,0.09091,1,"{14, 2357, 2295, 2304}"
3231,1,6,0,0.000791,"\int \frac{1}{\log (5)} \, dx","Int[Log[5]^(-1),x]","\frac{x}{\log (5)}","2-\frac{295-x}{\log (5)}",1,"x/Log[5]","A",1,1,4,0.2500,1,"{8}"
3232,1,44,0,0.2333488,"\int \frac{4 e^{\frac{4+4 e^3}{e^3}}+4 x^2+4 \log (4)}{e^{\frac{2 \left(4+4 e^3\right)}{e^3}}-2 x^3+x^4+\left(2 x-2 x^2\right) \log (4)+\log ^2(4)+e^{\frac{4+4 e^3}{e^3}} \left(2 x-2 x^2+2 \log (4)\right)} \, dx","Int[(4*E^((4 + 4*E^3)/E^3) + 4*x^2 + 4*Log[4])/(E^((2*(4 + 4*E^3))/E^3) - 2*x^3 + x^4 + (2*x - 2*x^2)*Log[4] + Log[4]^2 + E^((4 + 4*E^3)/E^3)*(2*x - 2*x^2 + 2*Log[4])),x]","2 \log \left(-x^2+2 x+e^{4+\frac{4}{e^3}}+\log (4)\right)-2 \log \left(-x^2+e^{4+\frac{4}{e^3}}+\log (4)\right)","2 \log \left(\frac{20 x}{-x^2+e^{4+\frac{4}{e^3}}+\log (4)}+10\right)",1,"-2*Log[E^(4 + 4/E^3) - x^2 + Log[4]] + 2*Log[E^(4 + 4/E^3) + 2*x - x^2 + Log[4]]","A",4,3,94,0.03191,1,"{2074, 260, 628}"
3233,0,0,0,2.9533132,"\int \frac{e^x (1+(1-x) \log (5))+e^x (1-x) \log (x)}{-e^x x \log (5)+x^2 \log ^2(5)+\left(-e^x x+2 x^2 \log (5)\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^x*(1 + (1 - x)*Log[5]) + E^x*(1 - x)*Log[x])/(-(E^x*x*Log[5]) + x^2*Log[5]^2 + (-(E^x*x) + 2*x^2*Log[5])*Log[x] + x^2*Log[x]^2),x]","\int \frac{e^x (1+(1-x) \log (5))+e^x (1-x) \log (x)}{-e^x x \log (5)+x^2 \log ^2(5)+\left(-e^x x+2 x^2 \log (5)\right) \log (x)+x^2 \log ^2(x)} \, dx","\log \left(-95 \left(\frac{2 e^x}{x (\log (x)+\log (5))}-2\right)\right)",1,"Defer[Int][E^x/(x*(-E^x + x*Log[5] + x*Log[x])), x] - Log[5]*Defer[Int][E^x/((-E^x + x*Log[5] + x*Log[x])*Log[5*x]), x] + Defer[Int][E^x/(x*(-E^x + x*Log[5] + x*Log[x])*Log[5*x]), x] - Defer[Int][(E^x*Log[x])/((-E^x + x*Log[5] + x*Log[x])*Log[5*x]), x]","F",0,0,0,0,-1,"{}"
3234,0,0,0,0.9927062,"\int \frac{-6+8 x+\left(-16 x-8 x^2\right) \log \left(\frac{1}{4} (-3+4 x)\right)+(6-8 x) \log ^2\left(\frac{1}{4} (-3+4 x)\right)}{-3 x^2+4 x^3+\left(6 x^2-8 x^3\right) \log ^2\left(\frac{1}{4} (-3+4 x)\right)+\left(-3 x^2+4 x^3\right) \log ^4\left(\frac{1}{4} (-3+4 x)\right)} \, dx","Int[(-6 + 8*x + (-16*x - 8*x^2)*Log[(-3 + 4*x)/4] + (6 - 8*x)*Log[(-3 + 4*x)/4]^2)/(-3*x^2 + 4*x^3 + (6*x^2 - 8*x^3)*Log[(-3 + 4*x)/4]^2 + (-3*x^2 + 4*x^3)*Log[(-3 + 4*x)/4]^4),x]","\int \frac{-6+8 x+\left(-16 x-8 x^2\right) \log \left(\frac{1}{4} (-3+4 x)\right)+(6-8 x) \log ^2\left(\frac{1}{4} (-3+4 x)\right)}{-3 x^2+4 x^3+\left(6 x^2-8 x^3\right) \log ^2\left(\frac{1}{4} (-3+4 x)\right)+\left(-3 x^2+4 x^3\right) \log ^4\left(\frac{1}{4} (-3+4 x)\right)} \, dx","3-\frac{x+2}{x-x \log ^2\left(x-\frac{3}{4}\right)}",1,"-11/(6*(1 - Log[-3/4 + x])) - 11/(6*(1 + Log[-3/4 + x])) + (4*Defer[Int][1/(x*(-1 + Log[-3/4 + x])^2), x])/3 - Defer[Int][1/(x^2*(-1 + Log[-3/4 + x])), x] - (4*Defer[Int][1/(x*(1 + Log[-3/4 + x])^2), x])/3 + Defer[Int][1/(x^2*(1 + Log[-3/4 + x])), x]","F",0,0,0,0,-1,"{}"
3235,1,227,0,0.4004012,"\int \frac{10+20 x+75 x^2-40 x^3+e^2 \left(5+10 x+75 x^2-20 x^3\right)+e^x \left(2+6 x+17 x^2-3 x^3-2 x^4+e^2 \left(1+3 x+16 x^2+x^3-x^4\right)\right)}{2+e^2} \, dx","Int[(10 + 20*x + 75*x^2 - 40*x^3 + E^2*(5 + 10*x + 75*x^2 - 20*x^3) + E^x*(2 + 6*x + 17*x^2 - 3*x^3 - 2*x^4 + E^2*(1 + 3*x + 16*x^2 + x^3 - x^4)))/(2 + E^2),x]","-\frac{2 e^x x^4}{2+e^2}-\frac{e^{x+2} x^4}{2+e^2}-\frac{5 e^2 x^4}{2+e^2}-\frac{10 x^4}{2+e^2}+\frac{5 e^x x^3}{2+e^2}+\frac{5 e^{x+2} x^3}{2+e^2}+\frac{25 e^2 x^3}{2+e^2}+\frac{25 x^3}{2+e^2}+\frac{2 e^x x^2}{2+e^2}+\frac{e^{x+2} x^2}{2+e^2}+\frac{5 e^2 x^2}{2+e^2}+\frac{10 x^2}{2+e^2}+\frac{2 e^x x}{2+e^2}+\frac{e^{x+2} x}{2+e^2}+\frac{5 e^2 x}{2+e^2}+\frac{10 x}{2+e^2}","\left(e^x+5\right) x \left(x \left(\left(-x-\frac{5}{2+e^2}+5\right) x+1\right)+1\right)",1,"(10*x)/(2 + E^2) + (5*E^2*x)/(2 + E^2) + (2*E^x*x)/(2 + E^2) + (E^(2 + x)*x)/(2 + E^2) + (10*x^2)/(2 + E^2) + (5*E^2*x^2)/(2 + E^2) + (2*E^x*x^2)/(2 + E^2) + (E^(2 + x)*x^2)/(2 + E^2) + (25*x^3)/(2 + E^2) + (25*E^2*x^3)/(2 + E^2) + (5*E^x*x^3)/(2 + E^2) + (5*E^(2 + x)*x^3)/(2 + E^2) - (10*x^4)/(2 + E^2) - (5*E^2*x^4)/(2 + E^2) - (2*E^x*x^4)/(2 + E^2) - (E^(2 + x)*x^4)/(2 + E^2)","B",37,4,88,0.04545,1,"{12, 2196, 2194, 2176}"
3236,1,29,0,0.0586156,"\int \frac{-4050+(-180-90 x) \log ^2(2)+\left(48+88 x+60 x^2+18 x^3+2 x^4\right) \log ^4(2)}{\left(8+12 x+6 x^2+x^3\right) \log ^4(2)} \, dx","Int[(-4050 + (-180 - 90*x)*Log[2]^2 + (48 + 88*x + 60*x^2 + 18*x^3 + 2*x^4)*Log[2]^4)/((8 + 12*x + 6*x^2 + x^3)*Log[2]^4),x]","x^2+6 x+\frac{2025}{(x+2)^2 \log ^4(2)}+\frac{90}{(x+2) \log ^2(2)}","\left(x+\frac{45}{(x+2) \log ^2(2)}+3\right)^2-3",1,"6*x + x^2 + 2025/((2 + x)^2*Log[2]^4) + 90/((2 + x)*Log[2]^2)","A",3,2,57,0.03509,1,"{12, 2074}"
3237,1,84,0,0.368198,"\int \frac{-72-24 x-5 x^2-x^3+(6+2 x) \log (2)+(72+12 x+(-6-x) \log (2)) \log (6+x)}{6 x^2+x^3} \, dx","Int[(-72 - 24*x - 5*x^2 - x^3 + (6 + 2*x)*Log[2] + (72 + 12*x + (-6 - x)*Log[2])*Log[6 + x])/(6*x^2 + x^3),x]","-x-\frac{1}{36} (72-\log (64)) \log (x)+\frac{1}{6} (12-\log (2)) \log (x)+\frac{1}{36} (108-\log (64)) \log (x+6)-\frac{1}{6} (12-\log (2)) \log (x+6)-\frac{(12-\log (2)) \log (x+6)}{x}+\frac{72-\log (64)}{6 x}","-x+\frac{(x-12+\log (2)) (\log (x+6)-1)}{x}+3",1,"-x + (72 - Log[64])/(6*x) + ((12 - Log[2])*Log[x])/6 - ((72 - Log[64])*Log[x])/36 - ((12 - Log[2])*Log[6 + x])/6 - ((12 - Log[2])*Log[6 + x])/x + ((108 - Log[64])*Log[6 + x])/36","B",9,7,53,0.1321,1,"{1593, 6742, 1620, 2395, 36, 29, 31}"
3238,1,24,0,0.0433198,"\int \frac{1+2 x+2 x^2-4 e^{2 x^2} x^2-2 \log (x)}{x} \, dx","Int[(1 + 2*x + 2*x^2 - 4*E^(2*x^2)*x^2 - 2*Log[x])/x,x]","x^2-e^{2 x^2}+2 x-\log ^2(x)+\log (x)","x^2-e^{2 x^2}+2 x-\log ^2(x)+\log (x)-5",1,"-E^(2*x^2) + 2*x + x^2 + Log[x] - Log[x]^2","A",8,3,30,0.1000,1,"{14, 2209, 2301}"
3239,1,62,0,0.4596109,"\int \frac{9 x^2-15 x^3+9 x^4+\left(-6 x+13 x^2-9 x^3\right) \log \left(\frac{x^3}{-1+x}\right)+\left(-2 x+2 x^2\right) \log ^2\left(\frac{x^3}{-1+x}\right)}{(-2+2 x) \log ^2(5)} \, dx","Int[(9*x^2 - 15*x^3 + 9*x^4 + (-6*x + 13*x^2 - 9*x^3)*Log[x^3/(-1 + x)] + (-2*x + 2*x^2)*Log[x^3/(-1 + x)]^2)/((-2 + 2*x)*Log[5]^2),x]","\frac{9 x^4}{8 \log ^2(5)}-\frac{3 x^3 \log \left(-\frac{x^3}{1-x}\right)}{2 \log ^2(5)}+\frac{x^2 \log ^2\left(-\frac{x^3}{1-x}\right)}{2 \log ^2(5)}","\frac{x^2 \left(\frac{3 x}{2}-\log \left(\frac{x^3}{x-1}\right)\right)^2}{2 \log ^2(5)}",1,"(9*x^4)/(8*Log[5]^2) - (3*x^3*Log[-(x^3/(1 - x))])/(2*Log[5]^2) + (x^2*Log[-(x^3/(1 - x))]^2)/(2*Log[5]^2)","A",42,16,75,0.2133,1,"{12, 6742, 893, 2514, 2487, 29, 8, 2494, 2390, 2301, 2394, 2315, 2495, 43, 30, 2498}"
3240,1,29,0,0.0155329,"\int \frac{1}{2} \left(-3 e^{3 x}+e^x (2+x+\log (2))\right) \, dx","Int[(-3*E^(3*x) + E^x*(2 + x + Log[2]))/2,x]","-\frac{e^x}{2}-\frac{e^{3 x}}{2}+\frac{1}{2} e^x (x+2+\log (2))","\frac{1}{2} e^x \left(x-e^{2 x}+1+\log (2)\right)",1,"-1/2*E^x - E^(3*x)/2 + (E^x*(2 + x + Log[2]))/2","A",5,3,21,0.1429,1,"{12, 2194, 2176}"
3241,1,31,0,0.0081572,"\int \left(10-18 x-45 x^2-12 x^3+15 x^4+3 \log \left(\frac{5}{4}\right)\right) \, dx","Int[10 - 18*x - 45*x^2 - 12*x^3 + 15*x^4 + 3*Log[5/4],x]","3 x^5-3 x^4-15 x^3-9 x^2+x \left(10+3 \log \left(\frac{5}{4}\right)\right)","3 (3-x) \left(-\left(x^2+x\right)^2-3-\log \left(\frac{5}{4}\right)\right)+x",1,"-9*x^2 - 15*x^3 - 3*x^4 + 3*x^5 + x*(10 + 3*Log[5/4])","A",1,0,26,0,1,"{}"
3242,1,20,0,0.0276008,"\int \frac{-1260 x+143 x^2-4 x^3}{648-72 x+2 x^2} \, dx","Int[(-1260*x + 143*x^2 - 4*x^3)/(648 - 72*x + 2*x^2),x]","-x^2-\frac{x}{2}+\frac{162}{18-x}","\frac{x}{\log \left(e^{\frac{4 \left(9-\frac{x}{2}\right)}{x}}\right)}-x^2",1,"162/(18 - x) - x/2 - x^2","A",5,4,27,0.1481,1,"{27, 12, 1594, 771}"
3243,1,29,0,0.1051146,"\int \frac{x^2-2 x^3+6 e^{3 x} x^3+e^{5 x} (-2+5 x)+e^x \left(2 x^4+x^5\right)}{x^3} \, dx","Int[(x^2 - 2*x^3 + 6*E^(3*x)*x^3 + E^(5*x)*(-2 + 5*x) + E^x*(2*x^4 + x^5))/x^3,x]","e^x x^2+\frac{e^{5 x}}{x^2}-2 x+2 e^{3 x}+\log (x)","e^x \left(x+\frac{e^{2 x}}{x}\right)^2-2 x+\log (x)+e^{25}",1,"2*E^(3*x) + E^(5*x)/x^2 - 2*x + E^x*x^2 + Log[x]","A",13,6,47,0.1277,1,"{14, 2194, 43, 2196, 2176, 2197}"
3244,1,16,0,0.0185468,"\int -\frac{2}{5 x \log (2) \log ^2\left(4 x^2\right)} \, dx","Int[-2/(5*x*Log[2]*Log[4*x^2]^2),x]","\frac{1}{5 \log (2) \log \left(4 x^2\right)}","\frac{1}{5 \log (2) \log \left(4 x^2\right)}",1,"1/(5*Log[2]*Log[4*x^2])","A",3,3,19,0.1579,1,"{12, 2302, 30}"
3245,0,0,0,1.1560638,"\int \frac{3 x^4+e^{\frac{9+6 x^2+x^4}{x^3}} \left(-27-27 x-6 x^2-6 x^3+x^5\right)}{x^4+2 x^5+x^6} \, dx","Int[(3*x^4 + E^((9 + 6*x^2 + x^4)/x^3)*(-27 - 27*x - 6*x^2 - 6*x^3 + x^5))/(x^4 + 2*x^5 + x^6),x]","\int \frac{3 x^4+e^{\frac{9+6 x^2+x^4}{x^3}} \left(-27-27 x-6 x^2-6 x^3+x^5\right)}{x^4+2 x^5+x^6} \, dx","\frac{e^{\frac{\left(x^2+3\right)^2}{x^3}}+x-2}{x+1}",1,"-3/(1 + x) - 27*Defer[Int][E^((3 + x^2)^2/x^3)/x^4, x] + 27*Defer[Int][E^((3 + x^2)^2/x^3)/x^3, x] - 33*Defer[Int][E^((3 + x^2)^2/x^3)/x^2, x] + 33*Defer[Int][E^((3 + x^2)^2/x^3)/x, x] - Defer[Int][E^((3 + x^2)^2/x^3)/(1 + x)^2, x] - 32*Defer[Int][E^((3 + x^2)^2/x^3)/(1 + x), x]","F",0,0,0,0,-1,"{}"
3246,1,14,0,0.0042473,"\int \frac{1}{3} \left(8+6 x-27 x^2\right) \, dx","Int[(8 + 6*x - 27*x^2)/3,x]","-3 x^3+x^2+\frac{8 x}{3}","-3 \left(\left(\frac{1}{3}-x\right)^2-3\right) x+(-x-6) x-1",1,"(8*x)/3 + x^2 - 3*x^3","A",2,1,14,0.07143,1,"{12}"
3247,1,46,0,0.2871584,"\int \frac{1-36 x-3 x^2+e^x \left(-18-18 x-3 x^2\right)}{36+12 x+x^2+e \left(36+12 x+x^2\right)} \, dx","Int[(1 - 36*x - 3*x^2 + E^x*(-18 - 18*x - 3*x^2))/(36 + 12*x + x^2 + E*(36 + 12*x + x^2)),x]","-\frac{3 x}{1+e}+\frac{18 e^x}{(1+e) (x+6)}-\frac{109}{(1+e) (x+6)}-\frac{3 e^x}{1+e}","4-\frac{x \left(3 \left(x+e^x\right)+\frac{1}{x}\right)}{(1+e) (x+6)}",1,"(-3*E^x)/(1 + E) - (3*x)/(1 + E) - 109/((1 + E)*(6 + x)) + (18*E^x)/((1 + E)*(6 + x))","A",13,9,45,0.2000,1,"{6741, 27, 12, 6742, 683, 2199, 2194, 2177, 2178}"
3248,0,0,0,24.540981,"\int \frac{\exp \left(\frac{-12+4 x+\left(-5 x^2-5 e^x x^2-10 x^3\right) \log \left(e^{-x} x\right)}{-3+x}\right) \left(15 x+10 x^2-35 x^3+10 x^4+e^x \left(15 x-20 x^2+5 x^3\right)+\left(30 x+85 x^2-20 x^3+e^x \left(30 x+10 x^2-5 x^3\right)\right) \log \left(e^{-x} x\right)\right)}{9-6 x+x^2} \, dx","Int[(E^((-12 + 4*x + (-5*x^2 - 5*E^x*x^2 - 10*x^3)*Log[x/E^x])/(-3 + x))*(15*x + 10*x^2 - 35*x^3 + 10*x^4 + E^x*(15*x - 20*x^2 + 5*x^3) + (30*x + 85*x^2 - 20*x^3 + E^x*(30*x + 10*x^2 - 5*x^3))*Log[x/E^x]))/(9 - 6*x + x^2),x]","\int \frac{\exp \left(\frac{-12+4 x+\left(-5 x^2-5 e^x x^2-10 x^3\right) \log \left(e^{-x} x\right)}{-3+x}\right) \left(15 x+10 x^2-35 x^3+10 x^4+e^x \left(15 x-20 x^2+5 x^3\right)+\left(30 x+85 x^2-20 x^3+e^x \left(30 x+10 x^2-5 x^3\right)\right) \log \left(e^{-x} x\right)\right)}{9-6 x+x^2} \, dx","\exp \left(\frac{5 \left(2 x+e^x+1\right) x^2 \log \left(e^{-x} x\right)}{3-x}+4\right)",1,"70*E^4*Defer[Int][(x/E^x)^((-5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] - 35*E^4*Log[x/E^x]*Defer[Int][(x/E^x)^((-5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] + 10*E^4*Defer[Int][E^x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] - 20*E^4*Log[x/E^x]*Defer[Int][E^x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] + 315*E^4*Log[x/E^x]*Defer[Int][1/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x] + 45*E^4*Log[x/E^x]*Defer[Int][E^x/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x] + 210*E^4*Defer[Int][1/((-3 + x)*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x] + 30*E^4*Defer[Int][E^x/((-3 + x)*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x] - 45*E^4*Log[x/E^x]*Defer[Int][E^x/((-3 + x)*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x] + 25*E^4*Defer[Int][x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] - 20*E^4*Log[x/E^x]*Defer[Int][x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] + 5*E^4*Defer[Int][(E^x*x)/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] - 5*E^4*Log[x/E^x]*Defer[Int][(E^x*x)/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] + 10*E^4*Defer[Int][x^2/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x] - 35*E^4*Defer[Int][Defer[Int][(x/E^x)^((-5*x^2*(1 + E^x + 2*x))/(-3 + x)), x], x] + 35*E^4*Defer[Int][Defer[Int][(x/E^x)^((-5*x^2*(1 + E^x + 2*x))/(-3 + x)), x]/x, x] - 20*E^4*Defer[Int][Defer[Int][E^x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x], x] + 20*E^4*Defer[Int][Defer[Int][E^x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x]/x, x] + 315*E^4*Defer[Int][Defer[Int][1/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x], x] - 315*E^4*Defer[Int][Defer[Int][1/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x]/x, x] + 45*E^4*Defer[Int][Defer[Int][E^x/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x], x] - 45*E^4*Defer[Int][Defer[Int][E^x/((-3 + x)^2*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x]/x, x] - 45*E^4*Defer[Int][Defer[Int][E^x/((-3 + x)*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x], x] + 45*E^4*Defer[Int][Defer[Int][E^x/((-3 + x)*(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x))), x]/x, x] - 20*E^4*Defer[Int][Defer[Int][x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x], x] + 20*E^4*Defer[Int][Defer[Int][x/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x]/x, x] - 5*E^4*Defer[Int][Defer[Int][(E^x*x)/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x], x] + 5*E^4*Defer[Int][Defer[Int][(E^x*x)/(x/E^x)^((5*x^2*(1 + E^x + 2*x))/(-3 + x)), x]/x, x]","F",0,0,0,0,-1,"{}"
3249,0,0,0,1.0328512,"\int \frac{265 x+512 x^2+e^{-2+x} \left(-256 x-256 x^2\right)+\left(-9-512 x+e^{-2+x} (256+256 x)\right) \log \left(4 e^{2 x}\right)+\left(-256 x+256 \log \left(4 e^{2 x}\right)\right) \log \left(-x+\log \left(4 e^{2 x}\right)\right)}{-256 x+256 \log \left(4 e^{2 x}\right)} \, dx","Int[(265*x + 512*x^2 + E^(-2 + x)*(-256*x - 256*x^2) + (-9 - 512*x + E^(-2 + x)*(256 + 256*x))*Log[4*E^(2*x)] + (-256*x + 256*Log[4*E^(2*x)])*Log[-x + Log[4*E^(2*x)]])/(-256*x + 256*Log[4*E^(2*x)]),x]","\int \frac{265 x+512 x^2+e^{-2+x} \left(-256 x-256 x^2\right)+\left(-9-512 x+e^{-2+x} (256+256 x)\right) \log \left(4 e^{2 x}\right)+\left(-256 x+256 \log \left(4 e^{2 x}\right)\right) \log \left(-x+\log \left(4 e^{2 x}\right)\right)}{-256 x+256 \log \left(4 e^{2 x}\right)} \, dx","x \left(-x+e^{x-2}+\log \left(\log \left(4 e^{2 x}\right)-x\right)-\frac{9}{256}\right)",1,"-E^(-2 + x) - (9*x)/256 - x^2 + E^(-2 + x)*(1 + x) - Defer[Int][x/(x - Log[4*E^(2*x)]), x] + Defer[Int][Log[-x + Log[4*E^(2*x)]], x]","F",0,0,0,0,-1,"{}"
3250,1,23,0,0.2498487,"\int \frac{e^{5+x} \left(-9+24 x-16 x^2\right)+e^5 \left(9-24 x+16 x^2\right)+12 e^4 \log (2)}{e^5 \left(9-24 x+16 x^2\right)} \, dx","Int[(E^(5 + x)*(-9 + 24*x - 16*x^2) + E^5*(9 - 24*x + 16*x^2) + 12*E^4*Log[2])/(E^5*(9 - 24*x + 16*x^2)),x]","x-e^x+\frac{\log (4096)}{4 e (3-4 x)}","x-e^x-\frac{3 \log (2)}{e (4 x-3)}+4",1,"-E^x + x + Log[4096]/(4*E*(3 - 4*x))","A",7,5,54,0.09259,1,"{12, 27, 6742, 2194, 683}"
3251,1,36,0,2.2207999,"\int \frac{-4+6 x-2 x^2+\left(2 x-x^2+x \log (x)\right) \log (24-12 x+12 \log (x))+\left(-4+4 x-x^2+(-2+x) \log (x)\right) \log (24-12 x+12 \log (x)) \log \left(\frac{1}{(-8+4 x) \log ^2(24-12 x+12 \log (x))}\right)}{\left(-20 x^2+20 x^3-5 x^4+\left(-10 x^2+5 x^3\right) \log (x)\right) \log (24-12 x+12 \log (x))+\left(-40 x+40 x^2-10 x^3+\left(-20 x+10 x^2\right) \log (x)\right) \log (24-12 x+12 \log (x)) \log \left(\frac{1}{(-8+4 x) \log ^2(24-12 x+12 \log (x))}\right)+\left(-20+20 x-5 x^2+(-10+5 x) \log (x)\right) \log (24-12 x+12 \log (x)) \log ^2\left(\frac{1}{(-8+4 x) \log ^2(24-12 x+12 \log (x))}\right)} \, dx","Int[(-4 + 6*x - 2*x^2 + (2*x - x^2 + x*Log[x])*Log[24 - 12*x + 12*Log[x]] + (-4 + 4*x - x^2 + (-2 + x)*Log[x])*Log[24 - 12*x + 12*Log[x]]*Log[1/((-8 + 4*x)*Log[24 - 12*x + 12*Log[x]]^2)])/((-20*x^2 + 20*x^3 - 5*x^4 + (-10*x^2 + 5*x^3)*Log[x])*Log[24 - 12*x + 12*Log[x]] + (-40*x + 40*x^2 - 10*x^3 + (-20*x + 10*x^2)*Log[x])*Log[24 - 12*x + 12*Log[x]]*Log[1/((-8 + 4*x)*Log[24 - 12*x + 12*Log[x]]^2)] + (-20 + 20*x - 5*x^2 + (-10 + 5*x)*Log[x])*Log[24 - 12*x + 12*Log[x]]*Log[1/((-8 + 4*x)*Log[24 - 12*x + 12*Log[x]]^2)]^2),x]","-\frac{1}{5 \left(\frac{x}{\log \left(-\frac{1}{4 (2-x) \log ^2(12 (-x+\log (x)+2))}\right)}+1\right)}","\frac{x}{5 \left(x+\log \left(\frac{1}{4 (x-2) \log ^2(12 (-x+\log (x)+2))}\right)\right)}",1,"-1/5*1/(1 + x/Log[-1/4*1/((2 - x)*Log[12*(2 - x + Log[x])]^2)])","A",4,4,237,0.01688,1,"{6688, 12, 6711, 32}"
3252,1,55,0,0.2334,"\int \frac{9 x^3+e^{\frac{2+x+2 x^2}{x}} \left(-2-x+2 x^2\right)+e^{\frac{2+x+2 x^2}{2 x}} \left(-6 x+6 x^3\right)}{4 x^3} \, dx","Int[(9*x^3 + E^((2 + x + 2*x^2)/x)*(-2 - x + 2*x^2) + E^((2 + x + 2*x^2)/(2*x))*(-6*x + 6*x^3))/(4*x^3),x]","-\frac{e^{2 x+\frac{2}{x}+1} \left(1-x^2\right)}{4 \left(1-\frac{1}{x^2}\right) x^3}+\frac{9 x}{4}+\frac{3}{2} e^{x+\frac{1}{x}+\frac{1}{2}}","\frac{1}{4} \left(\frac{e^{x+\frac{x+2}{2 x}}}{x}+3\right)^2 x",1,"(3*E^(1/2 + x^(-1) + x))/2 + (9*x)/4 - (E^(1 + 2/x + 2*x)*(1 - x^2))/(4*(1 - x^(-2))*x^3)","B",5,4,65,0.06154,1,"{12, 14, 6706, 2288}"
3253,0,0,0,2.6205707,"\int \frac{-12-4 \log (x)+(3+\log (x))^x (-4+(-12-4 \log (x)) \log (3+\log (x)))}{3+3 x+(1+x) \log (x)+(3+\log (x))^{1+x}} \, dx","Int[(-12 - 4*Log[x] + (3 + Log[x])^x*(-4 + (-12 - 4*Log[x])*Log[3 + Log[x]]))/(3 + 3*x + (1 + x)*Log[x] + (3 + Log[x])^(1 + x)),x]","\int \frac{-12-4 \log (x)+(3+\log (x))^x (-4+(-12-4 \log (x)) \log (3+\log (x)))}{3+3 x+(1+x) \log (x)+(3+\log (x))^{1+x}} \, dx","\log \left(\frac{16}{\left(x+(\log (x)+3)^x+1\right)^4}\right)",1,"(-4*ExpIntegralEi[3 + Log[x]])/E^3 - 8*Defer[Int][1/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] + 4*Defer[Int][x/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] - 4*Defer[Int][Log[x]/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] - 4*Defer[Int][Log[3 + Log[x]], x] + 12*Defer[Int][Log[3 + Log[x]]/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] + 12*Defer[Int][(x*Log[3 + Log[x]])/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] + 4*Defer[Int][(Log[x]*Log[3 + Log[x]])/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x] + 4*Defer[Int][(x*Log[x]*Log[3 + Log[x]])/((3 + Log[x])*(1 + x + (3 + Log[x])^x)), x]","F",0,0,0,0,-1,"{}"
3254,1,2,0,0.0006628,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log \left(2 \left(1+e^9+e^{16}\right) x\right)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
3255,1,104,0,0.4233886,"\int \frac{-1968+1760 x-560 x^2+1280 x^4-512 x^5+\left(-656+1024 x-1136 x^2+1024 x^3-256 x^4\right) \log (\log (4))}{75645 x^2-67650 x^3+34805 x^4+10880 x^5-7520 x^6+2560 x^7+1280 x^8+\left(50430 x^2-61910 x^3+43840 x^4-7360 x^5-2560 x^6+2560 x^7\right) \log (\log (4))+\left(8405 x^2-13120 x^3+11680 x^4-5120 x^5+1280 x^6\right) \log ^2(\log (4))} \, dx","Int[(-1968 + 1760*x - 560*x^2 + 1280*x^4 - 512*x^5 + (-656 + 1024*x - 1136*x^2 + 1024*x^3 - 256*x^4)*Log[Log[4]])/(75645*x^2 - 67650*x^3 + 34805*x^4 + 10880*x^5 - 7520*x^6 + 2560*x^7 + 1280*x^8 + (50430*x^2 - 61910*x^3 + 43840*x^4 - 7360*x^5 - 2560*x^6 + 2560*x^7)*Log[Log[4]] + (8405*x^2 - 13120*x^3 + 11680*x^4 - 5120*x^5 + 1280*x^6)*Log[Log[4]]^2),x]","-\frac{80 (-16 x (5+\log (\log (4)))+119+32 \log (\log (4)))}{41 \left(16 x^2-32 x+41\right) \left(281+16 \log ^2(\log (4))+128 \log (\log (4))\right)}-\frac{16 (4+\log (\log (4)))^2}{5 (3+\log (\log (4))) \left(281+16 \log ^2(\log (4))+128 \log (\log (4))\right) (x+3+\log (\log (4)))}+\frac{16}{205 x (3+\log (\log (4)))}","\frac{4}{5 x \left(\frac{25 x^2}{4 \left(x-x^2\right)^2}+4\right) (x+3+\log (\log (4)))}",1,"16/(205*x*(3 + Log[Log[4]])) - (16*(4 + Log[Log[4]])^2)/(5*(3 + Log[Log[4]])*(3 + x + Log[Log[4]])*(281 + 128*Log[Log[4]] + 16*Log[Log[4]]^2)) - (80*(119 + 32*Log[Log[4]] - 16*x*(5 + Log[Log[4]])))/(41*(41 - 32*x + 16*x^2)*(281 + 128*Log[Log[4]] + 16*Log[Log[4]]^2))","B",7,4,150,0.02667,1,"{2074, 618, 204, 638}"
3256,1,26,0,0.5597993,"\int \frac{e^{\frac{x}{4+e^2}} \log (2)+\left(-4-e^2\right) \log (2)+\left(e^{\frac{x}{4+e^2}} \left(8+2 e^2\right)-8 x-2 e^2 x\right) \log ^2\left(e^{\frac{x}{4+e^2}}-x\right)}{\left(e^{\frac{x}{4+e^2}} \left(4+e^2\right)-4 x-e^2 x\right) \log ^2\left(e^{\frac{x}{4+e^2}}-x\right)} \, dx","Int[(E^(x/(4 + E^2))*Log[2] + (-4 - E^2)*Log[2] + (E^(x/(4 + E^2))*(8 + 2*E^2) - 8*x - 2*E^2*x)*Log[E^(x/(4 + E^2)) - x]^2)/((E^(x/(4 + E^2))*(4 + E^2) - 4*x - E^2*x)*Log[E^(x/(4 + E^2)) - x]^2),x]","2 x-\frac{\log (2)}{\log \left(e^{\frac{x}{4+e^2}}-x\right)}","2 x-\frac{\log (2)}{\log \left(e^{\frac{x}{4+e^2}}-x\right)}+e^{\frac{5}{\log (2)}}",1,"2*x - Log[2]/Log[E^(x/(4 + E^2)) - x]","A",4,3,121,0.02479,1,"{6, 6688, 6686}"
3257,0,0,0,3.951873,"\int \frac{-11520+13248 x-1335 x^2-186 x^3-3 x^4+\left(81 x^2-144 x^3+82 x^4-16 x^5+x^6\right) \log (3)+\left(-6144+2880 x+204 x^2+\left(108 x^2-132 x^3+44 x^4-4 x^5\right) \log (3)\right) \log (x)+\left(-768+3 x^2+\left(54 x^2-40 x^3+6 x^4\right) \log (3)\right) \log ^2(x)+\left(12 x^2-4 x^3\right) \log (3) \log ^3(x)+x^2 \log (3) \log ^4(x)}{\left(81 x^2-144 x^3+82 x^4-16 x^5+x^6\right) \log (3)+\left(108 x^2-132 x^3+44 x^4-4 x^5\right) \log (3) \log (x)+\left(54 x^2-40 x^3+6 x^4\right) \log (3) \log ^2(x)+\left(12 x^2-4 x^3\right) \log (3) \log ^3(x)+x^2 \log (3) \log ^4(x)} \, dx","Int[(-11520 + 13248*x - 1335*x^2 - 186*x^3 - 3*x^4 + (81*x^2 - 144*x^3 + 82*x^4 - 16*x^5 + x^6)*Log[3] + (-6144 + 2880*x + 204*x^2 + (108*x^2 - 132*x^3 + 44*x^4 - 4*x^5)*Log[3])*Log[x] + (-768 + 3*x^2 + (54*x^2 - 40*x^3 + 6*x^4)*Log[3])*Log[x]^2 + (12*x^2 - 4*x^3)*Log[3]*Log[x]^3 + x^2*Log[3]*Log[x]^4)/((81*x^2 - 144*x^3 + 82*x^4 - 16*x^5 + x^6)*Log[3] + (108*x^2 - 132*x^3 + 44*x^4 - 4*x^5)*Log[3]*Log[x] + (54*x^2 - 40*x^3 + 6*x^4)*Log[3]*Log[x]^2 + (12*x^2 - 4*x^3)*Log[3]*Log[x]^3 + x^2*Log[3]*Log[x]^4),x]","\int \frac{-11520+13248 x-1335 x^2-186 x^3-3 x^4+\left(81 x^2-144 x^3+82 x^4-16 x^5+x^6\right) \log (3)+\left(-6144+2880 x+204 x^2+\left(108 x^2-132 x^3+44 x^4-4 x^5\right) \log (3)\right) \log (x)+\left(-768+3 x^2+\left(54 x^2-40 x^3+6 x^4\right) \log (3)\right) \log ^2(x)+\left(12 x^2-4 x^3\right) \log (3) \log ^3(x)+x^2 \log (3) \log ^4(x)}{\left(81 x^2-144 x^3+82 x^4-16 x^5+x^6\right) \log (3)+\left(108 x^2-132 x^3+44 x^4-4 x^5\right) \log (3) \log (x)+\left(54 x^2-40 x^3+6 x^4\right) \log (3) \log ^2(x)+\left(12 x^2-4 x^3\right) \log (3) \log ^3(x)+x^2 \log (3) \log ^4(x)} \, dx","x+\frac{3 (x+16)^2}{x \log (3) \left((-x+\log (x)+3)^2-2 x\right)}",1,"x + 96/(Log[3]*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)) - (1554*Defer[Int][(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^(-2), x])/Log[3] - (4608*Defer[Int][1/(x^2*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2), x])/Log[3] + (7680*Defer[Int][1/(x*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2), x])/Log[3] + (30*Defer[Int][x/(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2, x])/Log[3] - (6*Defer[Int][x^2/(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2, x])/Log[3] - (6*Defer[Int][Log[x]/(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2, x])/Log[3] - (1536*Defer[Int][Log[x]/(x^2*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2), x])/Log[3] + (1536*Defer[Int][Log[x]/(x*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2), x])/Log[3] + (6*Defer[Int][(x*Log[x])/(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^2, x])/Log[3] + (3*Defer[Int][(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)^(-1), x])/Log[3] - (768*Defer[Int][1/(x^2*(9 - 8*x + x^2 + 6*Log[x] - 2*x*Log[x] + Log[x]^2)), x])/Log[3]","F",0,0,0,0,-1,"{}"
3258,0,0,0,1.9208559,"\int \frac{(5-2 x) \log (x)+(-5+x) \log \left(-5 x+x^2\right)+\left(5 x-x^2+\left(-5 x+x^2\right) \log (x)\right) \log ^2\left(-5 x+x^2\right)+\left(-5 x+x^2+\left(-5 x+x^2\right) \log (x)\right) \log \left(x^2\right) \log ^2\left(-5 x+x^2\right)}{\left(-5 x+x^2\right) \log ^2\left(-5 x+x^2\right)} \, dx","Int[((5 - 2*x)*Log[x] + (-5 + x)*Log[-5*x + x^2] + (5*x - x^2 + (-5*x + x^2)*Log[x])*Log[-5*x + x^2]^2 + (-5*x + x^2 + (-5*x + x^2)*Log[x])*Log[x^2]*Log[-5*x + x^2]^2)/((-5*x + x^2)*Log[-5*x + x^2]^2),x]","\int \frac{(5-2 x) \log (x)+(-5+x) \log \left(-5 x+x^2\right)+\left(5 x-x^2+\left(-5 x+x^2\right) \log (x)\right) \log ^2\left(-5 x+x^2\right)+\left(-5 x+x^2+\left(-5 x+x^2\right) \log (x)\right) \log \left(x^2\right) \log ^2\left(-5 x+x^2\right)}{\left(-5 x+x^2\right) \log ^2\left(-5 x+x^2\right)} \, dx","\log (x) \left(x \log \left(x^2\right)-x+\frac{1}{\log ((x-5) x)}\right)",1,"-(x*Log[x]) + x*Log[x]*Log[x^2] - Defer[Int][Log[x]/((-5 + x)*Log[(-5 + x)*x]^2), x] - Defer[Int][Log[x]/(x*Log[(-5 + x)*x]^2), x] + Defer[Int][1/(x*Log[(-5 + x)*x]), x]","F",0,0,0,0,-1,"{}"
3259,1,18,0,0.007191,"\int \left(-1+e^{e^4}-8 x\right) \, dx","Int[-1 + E^E^4 - 8*x,x]","-4 x^2-\left(1-e^{e^4}\right) x","-4 x^2+e^{e^4} x-x+e^4+3-\log (4)",1,"-((1 - E^E^4)*x) - 4*x^2","A",1,0,10,0,1,"{}"
3260,1,26,0,0.3835411,"\int \frac{-85-80 x+(10+100 x) \log (x)+25 \log ^2(x)}{x+10 x \log (x)+25 x \log ^2(x)} \, dx","Int[(-85 - 80*x + (10 + 100*x)*Log[x] + 25*Log[x]^2)/(x + 10*x*Log[x] + 25*x*Log[x]^2),x]","\frac{20 x}{5 \log (x)+1}+\log (x)+\frac{86}{5 (5 \log (x)+1)}","\frac{4 x+(1-\log (x))^2+2}{\log (x)+\frac{1}{5}}",1,"Log[x] + 86/(5*(1 + 5*Log[x])) + (20*x)/(1 + 5*Log[x])","A",12,8,36,0.2222,1,"{6741, 6742, 2353, 2297, 2299, 2178, 2302, 30}"
3261,0,0,0,9.6737282,"\int \frac{3 e^{-x} x \left(9 x^2-9 x^3+e^{3 x} \left(-4+14 x-6 x^2\right)+e^{2 x} \left(16-46 x+42 x^2-9 x^3\right)+e^x \left(24 x-42 x^2+18 x^3\right)\right)}{e^{4 x} x+9 x^3+e^{3 x} \left(-8 x+6 x^2\right)+e^x \left(24 x^2-18 x^3\right)+e^{2 x} \left(16 x-30 x^2+9 x^3\right)} \, dx","Int[(3*x*(9*x^2 - 9*x^3 + E^(3*x)*(-4 + 14*x - 6*x^2) + E^(2*x)*(16 - 46*x + 42*x^2 - 9*x^3) + E^x*(24*x - 42*x^2 + 18*x^3)))/(E^x*(E^(4*x)*x + 9*x^3 + E^(3*x)*(-8*x + 6*x^2) + E^x*(24*x^2 - 18*x^3) + E^(2*x)*(16*x - 30*x^2 + 9*x^3))),x]","\int \frac{3 e^{-x} x \left(9 x^2-9 x^3+e^{3 x} \left(-4+14 x-6 x^2\right)+e^{2 x} \left(16-46 x+42 x^2-9 x^3\right)+e^x \left(24 x-42 x^2+18 x^3\right)\right)}{e^{4 x} x+9 x^3+e^{3 x} \left(-8 x+6 x^2\right)+e^x \left(24 x^2-18 x^3\right)+e^{2 x} \left(16 x-30 x^2+9 x^3\right)} \, dx","\frac{3 e^{-x} x}{\frac{e^x}{3 \left(x-e^{-x} x\right)-4}+1}",1,"300*Defer[Int][x/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2, x] - 486*Defer[Int][x^2/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2, x] + 225*Defer[Int][x^2/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2), x] + 324*Defer[Int][x^3/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2, x] - 243*Defer[Int][x^3/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2), x] - 81*Defer[Int][x^4/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2, x] + 81*Defer[Int][x^4/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^2), x] - 12*Defer[Int][(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)^(-1), x] + 42*Defer[Int][x/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x), x] + 66*Defer[Int][x/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)), x] - 18*Defer[Int][x^2/(-4*E^x + E^(2*x) - 3*x + 3*E^x*x), x] - 72*Defer[Int][x^2/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)), x] + 27*Defer[Int][x^3/(E^x*(-4*E^x + E^(2*x) - 3*x + 3*E^x*x)), x]","F",0,0,0,0,-1,"{}"
3262,0,0,0,0.1432059,"\int e^{2+x-8 e^x x} (-8-8 x) \, dx","Int[E^(2 + x - 8*E^x*x)*(-8 - 8*x),x]","\int e^{2+x-8 e^x x} (-8-8 x) \, dx","e^{2-8 e^x x}",1,"-8*Defer[Int][E^(2 + x - 8*E^x*x), x] - 8*Defer[Int][E^(2 + x - 8*E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
3263,0,0,0,0.9966625,"\int \frac{e^{-1+12 x} (4-48 x)-x^2}{16 e^{-2+24 x}+8 e^{-1+12 x} x^2+x^4} \, dx","Int[(E^(-1 + 12*x)*(4 - 48*x) - x^2)/(16*E^(-2 + 24*x) + 8*E^(-1 + 12*x)*x^2 + x^4),x]","\int \frac{e^{-1+12 x} (4-48 x)-x^2}{16 e^{-2+24 x}+8 e^{-1+12 x} x^2+x^4} \, dx","\frac{1}{x+\frac{4 e^{12 x-1}}{x}}",1,"-2*E^2*Defer[Int][x^2/(4*E^(12*x) + E*x^2)^2, x] + 12*E^2*Defer[Int][x^3/(4*E^(12*x) + E*x^2)^2, x] + E*Defer[Int][(4*E^(12*x) + E*x^2)^(-1), x] - 12*E*Defer[Int][x/(4*E^(12*x) + E*x^2), x]","F",0,0,0,0,-1,"{}"
3264,1,19,0,0.1926217,"\int \frac{(6-3 x) \log (-4+2 x)+\left(2-4 x+2 x^2\right) \log (\log (-4+2 x))}{\left(-6+15 x-12 x^2+3 x^3\right) \log (-4+2 x)} \, dx","Int[((6 - 3*x)*Log[-4 + 2*x] + (2 - 4*x + 2*x^2)*Log[Log[-4 + 2*x]])/((-6 + 15*x - 12*x^2 + 3*x^3)*Log[-4 + 2*x]),x]","\frac{1}{x-1}+\frac{1}{3} \log ^2(\log (2 x-4))","-\frac{x}{x-x^2}+\frac{1}{3} \log ^2(\log (2 x-4))+1",1,"(-1 + x)^(-1) + Log[Log[-4 + 2*x]]^2/3","A",3,2,57,0.03509,1,"{6688, 6686}"
3265,1,20,0,0.0847248,"\int \frac{\left(-1-240 x-240 e^{16} x\right) \log \left(5 e^3\right)}{x^2+240 x^3+14400 x^4+14400 e^{32} x^4+e^{16} \left(240 x^3+28800 x^4\right)} \, dx","Int[((-1 - 240*x - 240*E^16*x)*Log[5*E^3])/(x^2 + 240*x^3 + 14400*x^4 + 14400*E^32*x^4 + E^16*(240*x^3 + 28800*x^4)),x]","\frac{3+\log (5)}{x \left(120 \left(1+e^{16}\right) x+1\right)}","\frac{\log \left(5 e^3\right)}{x \left(24 \left(5+5 e^{16}\right) x+1\right)}",1,"(3 + Log[5])/(x*(1 + 120*(1 + E^16)*x))","A",6,4,57,0.07018,1,"{6, 12, 1680, 261}"
3266,1,26,0,0.0196594,"\int \frac{1}{4} e^{-3+x} (-25-5 x+10 \log (4)) \, dx","Int[(E^(-3 + x)*(-25 - 5*x + 10*Log[4]))/4,x]","\frac{5 e^{x-3}}{4}-\frac{5}{4} e^{x-3} (x+5-\log (16))","\frac{5}{4} e^{x-3} (-x-4+2 \log (4))",1,"(5*E^(-3 + x))/4 - (5*E^(-3 + x)*(5 + x - Log[16]))/4","A",3,3,18,0.1667,1,"{12, 2176, 2194}"
3267,1,13,0,0.0256402,"\int \left(-6 x+1156 e^{289 x^4} x^3\right) \, dx","Int[-6*x + 1156*E^(289*x^4)*x^3,x]","e^{289 x^4}-3 x^2","e^{289 x^4}-3 x^2",1,"E^(289*x^4) - 3*x^2","A",2,1,16,0.06250,1,"{2209}"
3268,1,12,0,0.1776229,"\int \frac{e^{-x} (3+(-9-3 x) \log (x))}{x^4} \, dx","Int[(3 + (-9 - 3*x)*Log[x])/(E^x*x^4),x]","\frac{3 e^{-x} \log (x)}{x^3}","\frac{3 e^{-x} \log (x)}{x^3}+5",1,"(3*Log[x])/(E^x*x^3)","A",3,3,19,0.1579,1,"{6741, 12, 2288}"
3269,0,0,0,0.3828896,"\int \frac{-36 x-72 x^2+72 x \log (x)}{196 x^2-196 x \log (x)+49 \log ^2(x)} \, dx","Int[(-36*x - 72*x^2 + 72*x*Log[x])/(196*x^2 - 196*x*Log[x] + 49*Log[x]^2),x]","\int \frac{-36 x-72 x^2+72 x \log (x)}{196 x^2-196 x \log (x)+49 \log ^2(x)} \, dx","\frac{36 x^2}{49 (\log (x)-2 x)}",1,"(-36*Defer[Int][x/(2*x - Log[x])^2, x])/49 + (72*Defer[Int][x^2/(2*x - Log[x])^2, x])/49 - (72*Defer[Int][x/(2*x - Log[x]), x])/49","F",0,0,0,0,-1,"{}"
3270,1,16,0,0.0093426,"\int \frac{(-12+2 x) \log (3)+\log (4)}{\log (4)} \, dx","Int[((-12 + 2*x)*Log[3] + Log[4])/Log[4],x]","x+\frac{(6-x)^2 \log (3)}{\log (4)}","x+\frac{\left((6-x)^2-1\right) \log (3)}{\log (4)}+2",1,"x + ((6 - x)^2*Log[3])/Log[4]","A",2,1,16,0.06250,1,"{12}"
3271,0,0,0,2.0247568,"\int e^{-2 x-4 e^{e^x} x} \left(1+e^{2 x+4 e^{e^x} x}-2 x+e^{e^x} \left(-4 x-4 e^x x^2\right)\right) \, dx","Int[E^(-2*x - 4*E^E^x*x)*(1 + E^(2*x + 4*E^E^x*x) - 2*x + E^E^x*(-4*x - 4*E^x*x^2)),x]","\int e^{-2 x-4 e^{e^x} x} \left(1+e^{2 x+4 e^{e^x} x}-2 x+e^{e^x} \left(-4 x-4 e^x x^2\right)\right) \, dx","e^{-4 e^{e^x} x-2 x} x+x",1,"x + Defer[Int][E^(-2*(1 + 2*E^E^x)*x), x] - 2*Defer[Int][x/E^(2*(1 + 2*E^E^x)*x), x] - 4*Defer[Int][E^(E^x - 2*(1 + 2*E^E^x)*x)*x, x] - 4*Defer[Int][E^(E^x + x - 2*(1 + 2*E^E^x)*x)*x^2, x]","F",0,0,0,0,-1,"{}"
3272,1,27,0,2.9863431,"\int \frac{12 x^2+e^x \left(-60 x-48 x^2+12 x^3+e^{4/x} \left(-240-12 x+12 x^2\right)\right)+\left(-60 x+12 x^2+e^{4/x} \left(-240-12 x+12 x^2\right)\right) \log (5-x)+\left(e^x \left(60 x-12 x^2\right)+\left(60 x-12 x^2\right) \log (5-x)\right) \log \left(e^x+\log (5-x)\right)}{e^x \left(-5 x+x^2+e^{8/x} \left(-5 x+x^2\right)+e^{4/x} \left(-10 x+2 x^2\right)\right)+\left(-5 x+x^2+e^{8/x} \left(-5 x+x^2\right)+e^{4/x} \left(-10 x+2 x^2\right)\right) \log (5-x)+\left(e^x \left(10 x-2 x^2+e^{4/x} \left(10 x-2 x^2\right)\right)+\left(10 x-2 x^2+e^{4/x} \left(10 x-2 x^2\right)\right) \log (5-x)\right) \log \left(e^x+\log (5-x)\right)+\left(e^x \left(-5 x+x^2\right)+\left(-5 x+x^2\right) \log (5-x)\right) \log ^2\left(e^x+\log (5-x)\right)} \, dx","Int[(12*x^2 + E^x*(-60*x - 48*x^2 + 12*x^3 + E^(4/x)*(-240 - 12*x + 12*x^2)) + (-60*x + 12*x^2 + E^(4/x)*(-240 - 12*x + 12*x^2))*Log[5 - x] + (E^x*(60*x - 12*x^2) + (60*x - 12*x^2)*Log[5 - x])*Log[E^x + Log[5 - x]])/(E^x*(-5*x + x^2 + E^(8/x)*(-5*x + x^2) + E^(4/x)*(-10*x + 2*x^2)) + (-5*x + x^2 + E^(8/x)*(-5*x + x^2) + E^(4/x)*(-10*x + 2*x^2))*Log[5 - x] + (E^x*(10*x - 2*x^2 + E^(4/x)*(10*x - 2*x^2)) + (10*x - 2*x^2 + E^(4/x)*(10*x - 2*x^2))*Log[5 - x])*Log[E^x + Log[5 - x]] + (E^x*(-5*x + x^2) + (-5*x + x^2)*Log[5 - x])*Log[E^x + Log[5 - x]]^2),x]","\frac{12 x}{e^{4/x}-\log \left(e^x+\log (5-x)\right)+1}","\frac{12 x}{e^{4/x}-\log \left(e^x+\log (5-x)\right)+1}",1,"(12*x)/(1 + E^(4/x) - Log[E^x + Log[5 - x]])","A",3,3,327,0.009174,1,"{6688, 12, 6687}"
3273,1,56,0,0.0333414,"\int \frac{8-240 x^2+7800 x^4-64000 x^6+390625 x^9+1600000 x^{10}-4875000 x^{12}+3750000 x^{14}-3125000 x^{16}}{390625 x^9} \, dx","Int[(8 - 240*x^2 + 7800*x^4 - 64000*x^6 + 390625*x^9 + 1600000*x^10 - 4875000*x^12 + 3750000*x^14 - 3125000*x^16)/(390625*x^9),x]","-x^8-\frac{1}{390625 x^8}+\frac{8 x^6}{5}+\frac{8}{78125 x^6}-\frac{78 x^4}{25}-\frac{78}{15625 x^4}+\frac{256 x^2}{125}+\frac{256}{3125 x^2}+x","-\left(\left(\frac{1}{5 x}-x\right)^4+1\right)^2+x+e^3-\frac{e}{3}-5",1,"-1/390625*1/x^8 + 8/(78125*x^6) - 78/(15625*x^4) + 256/(3125*x^2) + x + (256*x^2)/125 - (78*x^4)/25 + (8*x^6)/5 - x^8","A",3,2,49,0.04082,1,"{12, 14}"
3274,1,78,0,0.7147344,"\int \frac{-10-10 x+(-10-10 x) \log (x)-10 x \log ^2(x)+e^{3 e^{-e^5}} \left(-20-20 x+(-20-20 x) \log (x)-20 x \log ^2(x)\right)+e^{6 e^{-e^5}} \left(-10-10 x+(-10-10 x) \log (x)-10 x \log ^2(x)\right)}{36+12 x^2+x^4+\left(24 x+4 x^3\right) \log (x)+\left(16 x^2+2 x^4\right) \log ^2(x)+4 x^3 \log ^3(x)+x^4 \log ^4(x)+e^{6 e^{-e^5}} \left(1+2 x^2+x^4+\left(4 x+4 x^3\right) \log (x)+\left(6 x^2+2 x^4\right) \log ^2(x)+4 x^3 \log ^3(x)+x^4 \log ^4(x)\right)+e^{3 e^{-e^5}} \left(12+14 x^2+2 x^4+\left(28 x+8 x^3\right) \log (x)+\left(22 x^2+4 x^4\right) \log ^2(x)+8 x^3 \log ^3(x)+2 x^4 \log ^4(x)\right)} \, dx","Int[(-10 - 10*x + (-10 - 10*x)*Log[x] - 10*x*Log[x]^2 + E^(3/E^E^5)*(-20 - 20*x + (-20 - 20*x)*Log[x] - 20*x*Log[x]^2) + E^(6/E^E^5)*(-10 - 10*x + (-10 - 10*x)*Log[x] - 10*x*Log[x]^2))/(36 + 12*x^2 + x^4 + (24*x + 4*x^3)*Log[x] + (16*x^2 + 2*x^4)*Log[x]^2 + 4*x^3*Log[x]^3 + x^4*Log[x]^4 + E^(6/E^E^5)*(1 + 2*x^2 + x^4 + (4*x + 4*x^3)*Log[x] + (6*x^2 + 2*x^4)*Log[x]^2 + 4*x^3*Log[x]^3 + x^4*Log[x]^4) + E^(3/E^E^5)*(12 + 14*x^2 + 2*x^4 + (28*x + 8*x^3)*Log[x] + (22*x^2 + 4*x^4)*Log[x]^2 + 8*x^3*Log[x]^3 + 2*x^4*Log[x]^4)),x]","\frac{5 \left(1+e^{3 e^{-e^5}}\right)}{x^2+e^{3 e^{-e^5}} \left(x^2+1\right)+\left(1+e^{3 e^{-e^5}}\right) x^2 \log ^2(x)+2 \left(1+e^{3 e^{-e^5}}\right) x \log (x)+6}","\frac{5}{x^2+(x \log (x)+1)^2+\frac{5}{1+e^{3 e^{-e^5}}}}",1,"(5*(1 + E^(3/E^E^5)))/(6 + x^2 + E^(3/E^E^5)*(1 + x^2) + 2*(1 + E^(3/E^E^5))*x*Log[x] + (1 + E^(3/E^E^5))*x^2*Log[x]^2)","B",3,3,279,0.01075,1,"{6688, 12, 6686}"
3275,0,0,0,16.8611968,"\int \frac{e^4 \left(x^3+x^4\right)+e^{4+x^2} \left(2 x^2+2 x^3-2 x^4-2 x^5\right)+\left(e^{4+x^2} (1+x)+e^4 \left(x+x^2\right)\right) \log (1+x)+\log (3 x) \left(e^{4+x^2} x+e^4 x^2+\left(e^4 \left(-x-x^2\right)+e^{4+x^2} \left(-2 x^2-2 x^3\right)\right) \log (1+x)\right)}{x^3+x^4+e^{2 x^2} \left(x+x^2\right)+e^{x^2} \left(2 x^2+2 x^3\right)} \, dx","Int[(E^4*(x^3 + x^4) + E^(4 + x^2)*(2*x^2 + 2*x^3 - 2*x^4 - 2*x^5) + (E^(4 + x^2)*(1 + x) + E^4*(x + x^2))*Log[1 + x] + Log[3*x]*(E^(4 + x^2)*x + E^4*x^2 + (E^4*(-x - x^2) + E^(4 + x^2)*(-2*x^2 - 2*x^3))*Log[1 + x]))/(x^3 + x^4 + E^(2*x^2)*(x + x^2) + E^x^2*(2*x^2 + 2*x^3)),x]","\int \frac{e^4 \left(x^3+x^4\right)+e^{4+x^2} \left(2 x^2+2 x^3-2 x^4-2 x^5\right)+\left(e^{4+x^2} (1+x)+e^4 \left(x+x^2\right)\right) \log (1+x)+\log (3 x) \left(e^{4+x^2} x+e^4 x^2+\left(e^4 \left(-x-x^2\right)+e^{4+x^2} \left(-2 x^2-2 x^3\right)\right) \log (1+x)\right)}{x^3+x^4+e^{2 x^2} \left(x+x^2\right)+e^{x^2} \left(2 x^2+2 x^3\right)} \, dx","\frac{e^4 \left(x^2+\log (3 x) \log (x+1)\right)}{e^{x^2}+x}",1,"-(E^4*Log[3*x]*Log[1 + x]*Defer[Int][(E^x^2 + x)^(-2), x]) - E^4*Defer[Int][x^2/(E^x^2 + x)^2, x] + 2*E^4*Log[3*x]*Log[1 + x]*Defer[Int][x^2/(E^x^2 + x)^2, x] + 2*E^4*Defer[Int][x^4/(E^x^2 + x)^2, x] + E^4*Log[1 + x]*Defer[Int][1/(x*(E^x^2 + x)), x] + 2*E^4*Defer[Int][x/(E^x^2 + x), x] - 2*E^4*Log[3*x]*Log[1 + x]*Defer[Int][x/(E^x^2 + x), x] - 2*E^4*Defer[Int][x^3/(E^x^2 + x), x] + E^4*Log[3*x]*Defer[Int][1/((1 + x)*(E^x^2 + x)), x] + E^4*Log[1 + x]*Defer[Int][Defer[Int][(E^x^2 + x)^(-2), x]/x, x] + E^4*Log[3*x]*Defer[Int][Defer[Int][(E^x^2 + x)^(-2), x]/(1 + x), x] - 2*E^4*Log[1 + x]*Defer[Int][Defer[Int][x^2/(E^x^2 + x)^2, x]/x, x] - 2*E^4*Log[3*x]*Defer[Int][Defer[Int][x^2/(E^x^2 + x)^2, x]/(1 + x), x] + 2*E^4*Log[1 + x]*Defer[Int][Defer[Int][x/(E^x^2 + x), x]/x, x] + 2*E^4*Log[3*x]*Defer[Int][Defer[Int][x/(E^x^2 + x), x]/(1 + x), x] - E^4*Defer[Int][Defer[Int][1/((1 + x)*(E^x^2 + x)), x]/x, x] - E^4*Defer[Int][Defer[Int][(E^x^2*x + x^2)^(-1), x]/(1 + x), x] - E^4*Defer[Int][Defer[Int][Defer[Int][(E^x^2 + x)^(-2), x]/x, x]/(1 + x), x] - E^4*Defer[Int][Defer[Int][Defer[Int][(E^x^2 + x)^(-2), x]/(1 + x), x]/x, x] + 2*E^4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x^2 + x)^2, x]/x, x]/(1 + x), x] + 2*E^4*Defer[Int][Defer[Int][Defer[Int][x^2/(E^x^2 + x)^2, x]/(1 + x), x]/x, x] - 2*E^4*Defer[Int][Defer[Int][Defer[Int][x/(E^x^2 + x), x]/x, x]/(1 + x), x] - 2*E^4*Defer[Int][Defer[Int][Defer[Int][x/(E^x^2 + x), x]/(1 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
3276,1,37,0,0.6435624,"\int \frac{-3125-250 x-5 x^2+e^{3/x} \left(-1125+705 x+15 x^2\right)}{625+50 x+x^2} \, dx","Int[(-3125 - 250*x - 5*x^2 + E^(3/x)*(-1125 + 705*x + 15*x^2))/(625 + 50*x + x^2),x]","15 e^{3/x} x-5 x-375 e^{3/x}+\frac{9375 e^{3/x}}{x+25}","5 \left(\frac{3 e^{3/x} x^2}{x+25}-x+1\right)",1,"-375*E^(3/x) - 5*x + 15*E^(3/x)*x + (9375*E^(3/x))/(25 + x)","A",20,10,39,0.2564,1,"{27, 6688, 6742, 2206, 2210, 2223, 2209, 2222, 2228, 2178}"
3277,0,0,0,1.3574539,"\int \frac{-140+88 x^2-16 x^3-12 x^4+\left(-40 x+8 x^3\right) \log \left(e^{7/x} \left(25-10 x^2+x^4\right)\right)}{-45 x^2-30 x^3+4 x^4+6 x^5+x^6+\left(30 x+10 x^2-6 x^3-2 x^4\right) \log \left(e^{7/x} \left(25-10 x^2+x^4\right)\right)+\left(-5+x^2\right) \log ^2\left(e^{7/x} \left(25-10 x^2+x^4\right)\right)} \, dx","Int[(-140 + 88*x^2 - 16*x^3 - 12*x^4 + (-40*x + 8*x^3)*Log[E^(7/x)*(25 - 10*x^2 + x^4)])/(-45*x^2 - 30*x^3 + 4*x^4 + 6*x^5 + x^6 + (30*x + 10*x^2 - 6*x^3 - 2*x^4)*Log[E^(7/x)*(25 - 10*x^2 + x^4)] + (-5 + x^2)*Log[E^(7/x)*(25 - 10*x^2 + x^4)]^2),x]","\int \frac{-140+88 x^2-16 x^3-12 x^4+\left(-40 x+8 x^3\right) \log \left(e^{7/x} \left(25-10 x^2+x^4\right)\right)}{-45 x^2-30 x^3+4 x^4+6 x^5+x^6+\left(30 x+10 x^2-6 x^3-2 x^4\right) \log \left(e^{7/x} \left(25-10 x^2+x^4\right)\right)+\left(-5+x^2\right) \log ^2\left(e^{7/x} \left(25-10 x^2+x^4\right)\right)} \, dx","\frac{4 x^2}{\log \left(e^{7/x} \left(5-x^2\right)^2\right)-x (x+3)}",1,"28*Defer[Int][(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^(-2), x] + 40*Defer[Int][1/((Sqrt[5] - x)*(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^2), x] - 16*Defer[Int][x/(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^2, x] + 12*Defer[Int][x^2/(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^2, x] + 8*Defer[Int][x^3/(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^2, x] - 40*Defer[Int][1/((Sqrt[5] + x)*(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2])^2), x] - 8*Defer[Int][x/(3*x + x^2 - Log[E^(7/x)*(-5 + x^2)^2]), x]","F",0,0,0,0,-1,"{}"
3278,1,26,0,0.2107128,"\int \frac{e^x x^3+e^{\frac{i \pi -\log \left(\frac{16}{3}\right)}{x}} \left(i \pi +x-\log \left(\frac{16}{3}\right)\right)}{x^3} \, dx","Int[(E^x*x^3 + E^((I*Pi - Log[16/3])/x)*(I*Pi + x - Log[16/3]))/x^3,x]","e^x-\frac{\left(\frac{3}{16}\right)^{\frac{1}{x}} e^{\frac{i \pi }{x}}}{x}","e^x-\frac{e^{\frac{-\log \left(\frac{16}{3}\right)+i \pi }{x}}}{x}",1,"E^x - ((3/16)^x^(-1)*E^((I*Pi)/x))/x","A",5,4,44,0.09091,1,"{14, 2194, 2287, 2288}"
3279,0,0,0,0.3732978,"\int \frac{2 x-48 x^3+e \left(1-48 x^2\right)+e^{10+2 x} \left(1+2 x-48 x^2\right)}{e x+e^{10+2 x} x+x^2} \, dx","Int[(2*x - 48*x^3 + E*(1 - 48*x^2) + E^(10 + 2*x)*(1 + 2*x - 48*x^2))/(E*x + E^(10 + 2*x)*x + x^2),x]","\int \frac{2 x-48 x^3+e \left(1-48 x^2\right)+e^{10+2 x} \left(1+2 x-48 x^2\right)}{e x+e^{10+2 x} x+x^2} \, dx","\log \left(e^{-24 x^2} x \left(x+e^{2 (x+5)}+e\right)\right)",1,"2*x - 24*x^2 + Log[x] + (1 - 2*E)*Defer[Int][(E + E^(10 + 2*x) + x)^(-1), x] - 2*Defer[Int][x/(E + E^(10 + 2*x) + x), x]","F",0,0,0,0,-1,"{}"
3280,-1,0,0,180.0001557,"\int \frac{e^{5 x} \left(-396+4 e^3+80 x-4 x^2\right)+e^{4 x} \left(-1584 x+1904 x^2-336 x^3+16 x^4+e^3 \left(16 x-16 x^2\right)\right)+e^{3 x} \left(-48-2376 x^2+5232 x^3-3360 x^4+528 x^5-24 x^6+e^3 \left(24 x^2-48 x^3+24 x^4\right)\right)+e^{2 x} \left(-32+64 x^2-1584 x^3+5072 x^4-5728 x^5+2592 x^6-368 x^7+16 x^8+e^3 \left(16 x^3-48 x^4+48 x^5-16 x^6\right)\right)+e^x \left(-32 x+80 x^2-32 x^3-412 x^4+1664 x^5-2700 x^6+2080 x^7-740 x^8+96 x^9-4 x^{10}+e^3 \left(4 x^4-16 x^5+24 x^6-16 x^7+4 x^8\right)\right)}{16+648 x^2-1440 x^3+7505 x^4-29320 x^5+51524 x^6-45720 x^7+21286 x^8-5080 x^9+636 x^{10}-40 x^{11}+x^{12}+e^6 \left(x^4-4 x^5+6 x^6-4 x^7+x^8\right)+e^3 \left(-8 x^2+16 x^3-170 x^4+684 x^5-1118 x^6+872 x^7-318 x^8+44 x^9-2 x^{10}\right)+e^{4 x} \left(6561+e^6-2916 x+486 x^2-36 x^3+x^4+e^3 \left(-162+36 x-2 x^2\right)\right)+e^{3 x} \left(26244 x-37908 x^2+13608 x^3-2088 x^4+148 x^5-4 x^6+e^6 \left(4 x-4 x^2\right)+e^3 \left(-648 x+792 x^2-152 x^3+8 x^4\right)\right)+e^{2 x} \left(648-144 x+39374 x^2-96228 x^3+77274 x^4-23544 x^5+3354 x^6-228 x^7+6 x^8+e^6 \left(6 x^2-12 x^3+6 x^4\right)+e^3 \left(-8-972 x^2+2160 x^3-1416 x^4+240 x^5-12 x^6\right)\right)+e^x \left(1296 x-1584 x^2+26548 x^3-90412 x^4+115668 x^5-67212 x^6+17932 x^7-2388 x^8+156 x^9-4 x^{10}+e^6 \left(4 x^3-12 x^4+12 x^5-4 x^6\right)+e^3 \left(-16 x+16 x^2-648 x^3+2088 x^4-2384 x^5+1104 x^6-168 x^7+8 x^8\right)\right)} \, dx","Int[(E^(5*x)*(-396 + 4*E^3 + 80*x - 4*x^2) + E^(4*x)*(-1584*x + 1904*x^2 - 336*x^3 + 16*x^4 + E^3*(16*x - 16*x^2)) + E^(3*x)*(-48 - 2376*x^2 + 5232*x^3 - 3360*x^4 + 528*x^5 - 24*x^6 + E^3*(24*x^2 - 48*x^3 + 24*x^4)) + E^(2*x)*(-32 + 64*x^2 - 1584*x^3 + 5072*x^4 - 5728*x^5 + 2592*x^6 - 368*x^7 + 16*x^8 + E^3*(16*x^3 - 48*x^4 + 48*x^5 - 16*x^6)) + E^x*(-32*x + 80*x^2 - 32*x^3 - 412*x^4 + 1664*x^5 - 2700*x^6 + 2080*x^7 - 740*x^8 + 96*x^9 - 4*x^10 + E^3*(4*x^4 - 16*x^5 + 24*x^6 - 16*x^7 + 4*x^8)))/(16 + 648*x^2 - 1440*x^3 + 7505*x^4 - 29320*x^5 + 51524*x^6 - 45720*x^7 + 21286*x^8 - 5080*x^9 + 636*x^10 - 40*x^11 + x^12 + E^6*(x^4 - 4*x^5 + 6*x^6 - 4*x^7 + x^8) + E^3*(-8*x^2 + 16*x^3 - 170*x^4 + 684*x^5 - 1118*x^6 + 872*x^7 - 318*x^8 + 44*x^9 - 2*x^10) + E^(4*x)*(6561 + E^6 - 2916*x + 486*x^2 - 36*x^3 + x^4 + E^3*(-162 + 36*x - 2*x^2)) + E^(3*x)*(26244*x - 37908*x^2 + 13608*x^3 - 2088*x^4 + 148*x^5 - 4*x^6 + E^6*(4*x - 4*x^2) + E^3*(-648*x + 792*x^2 - 152*x^3 + 8*x^4)) + E^(2*x)*(648 - 144*x + 39374*x^2 - 96228*x^3 + 77274*x^4 - 23544*x^5 + 3354*x^6 - 228*x^7 + 6*x^8 + E^6*(6*x^2 - 12*x^3 + 6*x^4) + E^3*(-8 - 972*x^2 + 2160*x^3 - 1416*x^4 + 240*x^5 - 12*x^6)) + E^x*(1296*x - 1584*x^2 + 26548*x^3 - 90412*x^4 + 115668*x^5 - 67212*x^6 + 17932*x^7 - 2388*x^8 + 156*x^9 - 4*x^10 + E^6*(4*x^3 - 12*x^4 + 12*x^5 - 4*x^6) + E^3*(-16*x + 16*x^2 - 648*x^3 + 2088*x^4 - 2384*x^5 + 1104*x^6 - 168*x^7 + 8*x^8))),x]","\text{\$Aborted}","\frac{4 e^x}{-\frac{4}{\left(-x^2+x+e^x\right)^2}-(9-x)^2+e^3}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3281,1,48,0,0.0935946,"\int \frac{e^{3/x} (-3+x)-17 x+6 x^2+e^x \left(-12 x-12 x^2\right)+e^{2 x} \left(-2 x-4 x^2\right)}{x} \, dx","Int[(E^(3/x)*(-3 + x) - 17*x + 6*x^2 + E^x*(-12*x - 12*x^2) + E^(2*x)*(-2*x - 4*x^2))/x,x]","3 x^2+e^{3/x} x-17 x+12 e^x+e^{2 x}-12 e^x (x+1)-e^{2 x} (2 x+1)","-\left(\left(2 \left(\left(e^x+3\right)^2-x\right)-e^{3/x}-x-1\right) x\right)",1,"12*E^x + E^(2*x) - 17*x + E^(3/x)*x + 3*x^2 - 12*E^x*(1 + x) - E^(2*x)*(1 + 2*x)","A",9,4,52,0.07692,1,"{14, 2176, 2194, 2288}"
3282,1,34,0,0.0422935,"\int \frac{-405-774 x+36 e^2 x-432 x^2-60 x^3+9 x^4+2 x^5}{450-60 x^2+2 x^4} \, dx","Int[(-405 - 774*x + 36*E^2*x - 432*x^2 - 60*x^3 + 9*x^4 + 2*x^5)/(450 - 60*x^2 + 2*x^4),x]","\frac{x^2}{2}-\frac{9 \left(9 x-e^2+34\right)}{15-x^2}+\frac{9 x}{2}","\frac{(x+4)^2+x-e^2+3}{2-\frac{9}{\frac{1}{4} \left(x^2-9\right)+3}}",1,"(9*x)/2 + x^2/2 - (9*(34 - E^2 + 9*x))/(15 - x^2)","A",5,4,46,0.08696,1,"{6, 28, 1814, 1586}"
3283,0,0,0,36.6006808,"\int \frac{20+24 x^2+16 x^3-4 x^4+\left(-2 x^2-8 x^3+2 x^4+\left(-10-40 x+10 x^2\right) \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right) \log \left(\frac{1}{5} \left(x^2+5 \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right)\right)}{\left(-x^2-4 x^3+x^4+\left(-5-20 x+5 x^2\right) \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right) \log ^2\left(\frac{1}{5} \left(x^2+5 \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right)\right)} \, dx","Int[(20 + 24*x^2 + 16*x^3 - 4*x^4 + (-2*x^2 - 8*x^3 + 2*x^4 + (-10 - 40*x + 10*x^2)*Log[(25*x^2)/(4 + 32*x + 56*x^2 - 32*x^3 + 4*x^4)])*Log[(x^2 + 5*Log[(25*x^2)/(4 + 32*x + 56*x^2 - 32*x^3 + 4*x^4)])/5])/((-x^2 - 4*x^3 + x^4 + (-5 - 20*x + 5*x^2)*Log[(25*x^2)/(4 + 32*x + 56*x^2 - 32*x^3 + 4*x^4)])*Log[(x^2 + 5*Log[(25*x^2)/(4 + 32*x + 56*x^2 - 32*x^3 + 4*x^4)])/5]^2),x]","\int \frac{20+24 x^2+16 x^3-4 x^4+\left(-2 x^2-8 x^3+2 x^4+\left(-10-40 x+10 x^2\right) \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right) \log \left(\frac{1}{5} \left(x^2+5 \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right)\right)}{\left(-x^2-4 x^3+x^4+\left(-5-20 x+5 x^2\right) \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right) \log ^2\left(\frac{1}{5} \left(x^2+5 \log \left(\frac{25 x^2}{4+32 x+56 x^2-32 x^3+4 x^4}\right)\right)\right)} \, dx","\frac{2 x}{\log \left(\frac{x^2}{5}+\log \left(\frac{25 x^2}{\left(2-2 \left(x^2-4 x\right)\right)^2}\right)\right)}",1,"68*Defer[Int][1/((-x^2 - 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + 16*Defer[Int][x/((-x^2 - 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + 4*Defer[Int][x^2/((-x^2 - 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + 88*Defer[Int][1/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + (288*(5 - 2*Sqrt[5])*Defer[Int][1/((4 - 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x])/5 - 8*Sqrt[5]*Defer[Int][1/((4 + 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + (288*(5 + 2*Sqrt[5])*Defer[Int][1/((4 + 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x])/5 + 16*Defer[Int][x/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + (368*(5 + 2*Sqrt[5])*Defer[Int][1/((-4 - 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x])/5 - 8*Sqrt[5]*Defer[Int][1/((-4 + 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x] + (368*(5 - 2*Sqrt[5])*Defer[Int][1/((-4 + 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]^2), x])/5 + 34*Defer[Int][1/((-x^2 - 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 8*Defer[Int][x/((-x^2 - 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 34*Defer[Int][1/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + (144*(5 - 2*Sqrt[5])*Defer[Int][1/((4 - 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x])/5 + (144*(5 + 2*Sqrt[5])*Defer[Int][1/((4 + 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x])/5 + 8*Defer[Int][x/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 2*Defer[Int][x^2/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + (144*(5 + 2*Sqrt[5])*Defer[Int][1/((-4 - 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x])/5 + (144*(5 - 2*Sqrt[5])*Defer[Int][1/((-4 + 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x])/5 + 10*Defer[Int][Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)]/((x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 8*(5 - 2*Sqrt[5])*Defer[Int][Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)]/((4 - 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 8*(5 + 2*Sqrt[5])*Defer[Int][Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)]/((4 + 2*Sqrt[5] - 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 8*(5 + 2*Sqrt[5])*Defer[Int][Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)]/((-4 - 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x] + 8*(5 - 2*Sqrt[5])*Defer[Int][Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)]/((-4 + 2*Sqrt[5] + 2*x)*(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])*Log[(x^2 + 5*Log[(25*x^2)/(4*(-1 - 4*x + x^2)^2)])/5]), x]","F",0,0,0,0,-1,"{}"
3284,0,0,0,12.1765926,"\int \frac{-e^{\frac{4}{x^4}} x^5+e^{\frac{4}{x^4}} (-48-16 x) \log (6+2 x) \log (\log (6+2 x))}{\left(3 x^5+x^6\right) \log (6+2 x) \log ^2(\log (6+2 x))} \, dx","Int[(-(E^(4/x^4)*x^5) + E^(4/x^4)*(-48 - 16*x)*Log[6 + 2*x]*Log[Log[6 + 2*x]])/((3*x^5 + x^6)*Log[6 + 2*x]*Log[Log[6 + 2*x]]^2),x]","\int \frac{-e^{\frac{4}{x^4}} x^5+e^{\frac{4}{x^4}} (-48-16 x) \log (6+2 x) \log (\log (6+2 x))}{\left(3 x^5+x^6\right) \log (6+2 x) \log ^2(\log (6+2 x))} \, dx","\frac{e^{\frac{4}{x^4}}}{\log (\log (2 x+6))}",1,"Defer[Int][E^(4/x^4)/((-3 - x)*Log[6 + 2*x]*Log[Log[6 + 2*x]]^2), x] + (16*Defer[Int][E^(4/x^4)/((-3 - x)*Log[Log[6 + 2*x]]), x])/81 - 16*Defer[Int][E^(4/x^4)/(x^5*Log[Log[6 + 2*x]]), x] + (16*Defer[Int][E^(4/x^4)/((3 + x)*Log[Log[6 + 2*x]]), x])/81","F",0,0,0,0,-1,"{}"
3285,1,22,0,0.0080619,"\int \frac{1}{2} \left(-4+e^{e^3-x}+8 e^x\right) \, dx","Int[(-4 + E^(E^3 - x) + 8*E^x)/2,x]","-2 x-\frac{e^{e^3-x}}{2}+4 e^x","-2 x-\frac{e^{e^3-x}}{2}+4 e^x",1,"-1/2*E^(E^3 - x) + 4*E^x - 2*x","A",4,2,20,0.1000,1,"{12, 2194}"
3286,1,232,0,5.252383,"\int \frac{e^{e^{-2 x} x} \left(2+e^{3 x} \left(2-2 e^2\right)+e^{2 x} \left(-2+2 e^2\right)-3 x-2 x^2+e^x \left(-1+e^2 (1-2 x)+2 x\right)+e^2 \left(-x+2 x^2\right)\right)}{e^{5 x} \left(-1+3 e^2-3 e^4+e^6\right)+e^{4 x} \left(6+e^2 (-12-9 x)+3 x-3 e^6 x+e^4 (6+9 x)\right)+e^{3 x} \left(-12-12 x-3 x^2+3 e^6 x^2+e^4 \left(-12 x-9 x^2\right)+e^2 \left(12+24 x+9 x^2\right)\right)+e^{2 x} \left(8+12 x+6 x^2+x^3-e^6 x^3+e^2 \left(-12 x-12 x^2-3 x^3\right)+e^4 \left(6 x^2+3 x^3\right)\right)} \, dx","Int[(E^(x/E^(2*x))*(2 + E^(3*x)*(2 - 2*E^2) + E^(2*x)*(-2 + 2*E^2) - 3*x - 2*x^2 + E^x*(-1 + E^2*(1 - 2*x) + 2*x) + E^2*(-x + 2*x^2)))/(E^(5*x)*(-1 + 3*E^2 - 3*E^4 + E^6) + E^(4*x)*(6 + E^2*(-12 - 9*x) + 3*x - 3*E^6*x + E^4*(6 + 9*x)) + E^(3*x)*(-12 - 12*x - 3*x^2 + 3*E^6*x^2 + E^4*(-12*x - 9*x^2) + E^2*(12 + 24*x + 9*x^2)) + E^(2*x)*(8 + 12*x + 6*x^2 + x^3 - E^6*x^3 + E^2*(-12*x - 12*x^2 - 3*x^3) + E^4*(6*x^2 + 3*x^3))),x]","-\frac{e^{e^{-2 x} x} \left(-2 x^2-e^2 \left(x-2 x^2\right)-3 x-e^x \left(-e^2 (1-2 x)-2 x+1\right)+2\right)}{\left(e^{-2 x}-2 e^{-2 x} x\right) \left(3 e^{3 x} \left(-e^6 x^2+x^2+e^4 \left(3 x^2+4 x\right)-e^2 \left(3 x^2+8 x+4\right)+4 x+4\right)-e^{2 x} \left(-e^6 x^3+x^3+6 x^2+3 e^4 \left(x^3+2 x^2\right)-3 e^2 \left(x^3+4 x^2+4 x\right)+12 x+8\right)-3 e^{4 x} \left(-e^6 x+x+e^4 (3 x+2)-e^2 (3 x+4)+2\right)+\left(1-e^2\right)^3 e^{5 x}\right)}","\frac{e^{e^{-2 x} x}}{\left(\left(1-e^2\right) \left(e^x-x\right)-2\right)^2}",1,"-((E^(x/E^(2*x))*(2 - E^x*(1 - E^2*(1 - 2*x) - 2*x) - 3*x - 2*x^2 - E^2*(x - 2*x^2)))/((E^(-2*x) - (2*x)/E^(2*x))*(E^(5*x)*(1 - E^2)^3 - 3*E^(4*x)*(2 + x - E^6*x + E^4*(2 + 3*x) - E^2*(4 + 3*x)) + 3*E^(3*x)*(4 + 4*x + x^2 - E^6*x^2 + E^4*(4*x + 3*x^2) - E^2*(4 + 8*x + 3*x^2)) - E^(2*x)*(8 + 12*x + 6*x^2 + x^3 - E^6*x^3 + 3*E^4*(2*x^2 + x^3) - 3*E^2*(4*x + 4*x^2 + x^3)))))","B",1,1,247,0.004049,1,"{2288}"
3287,1,157,0,2.1363195,"\int \frac{e^{-x} \left(12-12 e^x-x+x^2+e^3 \left(13 x-3 x^2+x^3\right)+\left(1+e^3 x\right) \log (3)+\left(-13 x+3 x^2-x^3-x \log (3)\right) \log (x)\right)}{4 x} \, dx","Int[(12 - 12*E^x - x + x^2 + E^3*(13*x - 3*x^2 + x^3) + (1 + E^3*x)*Log[3] + (-13*x + 3*x^2 - x^3 - x*Log[3])*Log[x])/(4*E^x*x),x]","-\frac{1}{4} e^{3-x} x^2+\frac{1}{4} e^{-x} x^2 \log (x)-\frac{1}{2} e^{3-x} x+\frac{e^{-x} x}{4}-\frac{1}{4} \left(1-3 e^3\right) e^{-x} x-\frac{e^{3-x}}{2}-\frac{1}{4} \left(1-3 e^3\right) e^{-x}-\frac{1}{4} e^{-x} x \log (x)-\frac{1}{4} e^{-x} \log (x)+\frac{1}{4} e^{-x} (13+\log (3)) \log (x)-3 \log (x)+\frac{1}{4} e^{-x} \left(1-e^3 (13+\log (3))\right)","\left(e^{-x} \left(\frac{1}{4} \left(x^2-x+\log (3)\right)+3\right)-3\right) \left(\log (x)-e^3\right)",1,"-1/2*E^(3 - x) - (1 - 3*E^3)/(4*E^x) - (E^(3 - x)*x)/2 + x/(4*E^x) - ((1 - 3*E^3)*x)/(4*E^x) - (E^(3 - x)*x^2)/4 + (1 - E^3*(13 + Log[3]))/(4*E^x) - 3*Log[x] - Log[x]/(4*E^x) - (x*Log[x])/(4*E^x) + (x^2*Log[x])/(4*E^x) + ((13 + Log[3])*Log[x])/(4*E^x)","B",21,8,73,0.1096,1,"{12, 6742, 2199, 2176, 2194, 2178, 2196, 2554}"
3288,1,26,0,0.0495098,"\int \frac{25-7 x-18 x^2-27 x^3+18 x^4}{-9 x^2+9 x^3} \, dx","Int[(25 - 7*x - 18*x^2 - 27*x^3 + 18*x^4)/(-9*x^2 + 9*x^3),x]","x^2-x+\frac{25}{9 x}-\log (1-x)-2 \log (x)","x^2-\log \left((1-x) x^2\right)-x+\frac{25}{9 x}",1,"25/(9*x) - x + x^2 - Log[1 - x] - 2*Log[x]","A",3,2,34,0.05882,1,"{1593, 1620}"
3289,1,35,0,0.3018588,"\int \frac{e^{-x} \left(36+36 x-19 x^2+10 e^x x^2+x^3\right)}{5 x^2} \, dx","Int[(36 + 36*x - 19*x^2 + 10*E^x*x^2 + x^3)/(5*E^x*x^2),x]","-\frac{1}{5} e^{-x} x+2 x+\frac{18 e^{-x}}{5}-\frac{36 e^{-x}}{5 x}","\frac{1}{5} e^{-x} \left(-\frac{(x-6)^2}{x}+e^x+6\right)+2 x+5",1,"18/(5*E^x) - 36/(5*E^x*x) + 2*x - x/(5*E^x)","A",11,7,33,0.2121,1,"{12, 6742, 2199, 2194, 2177, 2178, 2176}"
3290,1,101,0,1.4767611,"\int \frac{4-x-x^2+\log (3)+e^x \left(4-6 x+x^2+(1-x) \log (3)\right)+(-4+2 x-\log (3)) \log (x)}{32 x^2-16 x^3+2 x^4+\left(16 x^2-4 x^3\right) \log (3)+2 x^2 \log ^2(3)} \, dx","Int[(4 - x - x^2 + Log[3] + E^x*(4 - 6*x + x^2 + (1 - x)*Log[3]) + (-4 + 2*x - Log[3])*Log[x])/(32*x^2 - 16*x^3 + 2*x^4 + (16*x^2 - 4*x^3)*Log[3] + 2*x^2*Log[3]^2),x]","\frac{x \log (x)}{2 (4+\log (3))^2 (-x+4+\log (3))}+\frac{\log (x)}{2 x (4+\log (3))}+\frac{\log (x)}{2 (4+\log (3))^2}-\frac{e^x}{2 (4+\log (3)) (-x+4+\log (3))}-\frac{1}{2 (-x+4+\log (3))}-\frac{e^x}{2 x (4+\log (3))}","\frac{x+e^x-\log (x)}{2 x (x-4-\log (3))}",1,"-1/2*E^x/(x*(4 + Log[3])) - 1/(2*(4 - x + Log[3])) - E^x/(2*(4 + Log[3])*(4 - x + Log[3])) + Log[x]/(2*(4 + Log[3])^2) + Log[x]/(2*x*(4 + Log[3])) + (x*Log[x])/(2*(4 + Log[3])^2*(4 - x + Log[3]))","B",23,12,86,0.1395,1,"{6, 6741, 27, 12, 6742, 44, 2177, 2178, 2357, 2304, 2314, 31}"
3291,1,26,0,0.0143871,"\int \frac{1}{2} e^{2 x} (5+2 x+2 \log (2)) \, dx","Int[(E^(2*x)*(5 + 2*x + 2*Log[2]))/2,x]","\frac{1}{4} e^{2 x} (2 x+5+\log (4))-\frac{e^{2 x}}{4}","\frac{1}{2} e^{2 x} (x+2+\log (2))",1,"-1/4*E^(2*x) + (E^(2*x)*(5 + 2*x + Log[4]))/4","A",3,3,18,0.1667,1,"{12, 2176, 2194}"
3292,1,23,0,0.3339558,"\int \frac{-92 e-56 e \log \left(\frac{x}{15}\right)-8 e \log ^2\left(\frac{x}{15}\right)}{16 x^3+8 x^3 \log \left(\frac{x}{15}\right)+x^3 \log ^2\left(\frac{x}{15}\right)} \, dx","Int[(-92*E - 56*E*Log[x/15] - 8*E*Log[x/15]^2)/(16*x^3 + 8*x^3*Log[x/15] + x^3*Log[x/15]^2),x]","\frac{4 e}{x^2}-\frac{4 e}{x^2 \left(\log \left(\frac{x}{15}\right)+4\right)}","\frac{e \left(4-\frac{4}{\log \left(\frac{x}{15}\right)+4}\right)}{x^2}",1,"(4*E)/x^2 - (4*E)/(x^2*(4 + Log[x/15]))","A",9,6,56,0.1071,1,"{6688, 12, 6742, 2306, 2309, 2178}"
3293,1,6,0,0.0021828,"\int \frac{1-5 x}{x} \, dx","Int[(1 - 5*x)/x,x]","\log (x)-5 x","-5 (x+3)+\log (x)+3",1,"-5*x + Log[x]","A",2,1,9,0.1111,1,"{43}"
3294,1,55,0,0.1654918,"\int \frac{x^2+e^{-e^{-4+4 x}+x^2} \left(4+16 e^{-4+4 x} x-8 x^2\right)}{x^2} \, dx","Int[(x^2 + E^(-E^(-4 + 4*x) + x^2)*(4 + 16*E^(-4 + 4*x)*x - 8*x^2))/x^2,x]","x-\frac{4 e^{x^2-e^{4 x-4}-4} \left(2 e^{4 x} x-e^4 x^2\right)}{\left(2 e^{4 x-4}-x\right) x^2}","x-\frac{4 e^{x^2-e^{4 x-4}}}{x}",1,"x - (4*E^(-4 - E^(-4 + 4*x) + x^2)*(2*E^(4*x)*x - E^4*x^2))/((2*E^(-4 + 4*x) - x)*x^2)","B",3,2,41,0.04878,1,"{14, 2288}"
3295,1,26,0,2.0670849,"\int \frac{\left(e^{2/x} (40-20 x)-10 x+\left(-2 x-4 e^{2/x} x\right) \log \left(\frac{x}{\left(x+2 e^{2/x} x\right)^5}\right)\right) \log \left(\frac{1+\log \left(\frac{x}{\left(x+2 e^{2/x} x\right)^5}\right)}{x}\right)}{x^2+2 e^{2/x} x^2+\left(x^2+2 e^{2/x} x^2\right) \log \left(\frac{x}{\left(x+2 e^{2/x} x\right)^5}\right)} \, dx","Int[((E^(2/x)*(40 - 20*x) - 10*x + (-2*x - 4*E^(2/x)*x)*Log[x/(x + 2*E^(2/x)*x)^5])*Log[(1 + Log[x/(x + 2*E^(2/x)*x)^5])/x])/(x^2 + 2*E^(2/x)*x^2 + (x^2 + 2*E^(2/x)*x^2)*Log[x/(x + 2*E^(2/x)*x)^5]),x]","\log ^2\left(\frac{\log \left(\frac{x}{\left(2 e^{2/x} x+x\right)^5}\right)+1}{x}\right)","\log ^2\left(\frac{\log \left(\frac{x}{\left(2 e^{2/x} x+x\right)^5}\right)+1}{x}\right)",1,"Log[(1 + Log[x/(x + 2*E^(2/x)*x)^5])/x]^2","A",1,3,126,0.02381,1,"{6741, 6742, 6686}"
3296,0,0,0,8.6526577,"\int \frac{2 e^{3 x} x-144 e^{2 x} x^2+\left(e^{2 x} \left(-432 x^2+216 x^3\right)+e^x \left(10368 x^3-1728 x^4\right)\right) \log (x)+e^x \left(20736 x^3-17280 x^4+2592 x^5\right) \log ^2(x)+\left(-20736 x^6+3456 x^7\right) \log ^3(x)}{e^{3 x}+36 e^{2 x} x^2 \log (x)+432 e^x x^4 \log ^2(x)+1728 x^6 \log ^3(x)} \, dx","Int[(2*E^(3*x)*x - 144*E^(2*x)*x^2 + (E^(2*x)*(-432*x^2 + 216*x^3) + E^x*(10368*x^3 - 1728*x^4))*Log[x] + E^x*(20736*x^3 - 17280*x^4 + 2592*x^5)*Log[x]^2 + (-20736*x^6 + 3456*x^7)*Log[x]^3)/(E^(3*x) + 36*E^(2*x)*x^2*Log[x] + 432*E^x*x^4*Log[x]^2 + 1728*x^6*Log[x]^3),x]","\int \frac{2 e^{3 x} x-144 e^{2 x} x^2+\left(e^{2 x} \left(-432 x^2+216 x^3\right)+e^x \left(10368 x^3-1728 x^4\right)\right) \log (x)+e^x \left(20736 x^3-17280 x^4+2592 x^5\right) \log ^2(x)+\left(-20736 x^6+3456 x^7\right) \log ^3(x)}{e^{3 x}+36 e^{2 x} x^2 \log (x)+432 e^x x^4 \log ^2(x)+1728 x^6 \log ^3(x)} \, dx","\left(\frac{24}{\frac{e^x}{3 x^2 \log (x)}+4}-x\right)^2",1,"x^2 - 124416*Defer[Int][(x^5*Log[x]^2)/(E^x + 12*x^2*Log[x])^3, x] - 248832*Defer[Int][(x^5*Log[x]^3)/(E^x + 12*x^2*Log[x])^3, x] + 124416*Defer[Int][(x^6*Log[x]^3)/(E^x + 12*x^2*Log[x])^3, x] + 10368*Defer[Int][(x^3*Log[x])/(E^x + 12*x^2*Log[x])^2, x] + 1728*Defer[Int][(x^4*Log[x])/(E^x + 12*x^2*Log[x])^2, x] + 20736*Defer[Int][(x^3*Log[x]^2)/(E^x + 12*x^2*Log[x])^2, x] - 6912*Defer[Int][(x^4*Log[x]^2)/(E^x + 12*x^2*Log[x])^2, x] - 1728*Defer[Int][(x^5*Log[x]^2)/(E^x + 12*x^2*Log[x])^2, x] - 144*Defer[Int][x^2/(E^x + 12*x^2*Log[x]), x] - 432*Defer[Int][(x^2*Log[x])/(E^x + 12*x^2*Log[x]), x] + 144*Defer[Int][(x^3*Log[x])/(E^x + 12*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
3297,1,4,0,0.0006462,"\int \frac{2}{x} \, dx","Int[2/x,x]","2 \log (x)","\log \left(x^2 \left(3-\frac{2}{\frac{1}{e^{15/4}}-3}+e^3+\log (4)\right)\right)",1,"2*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
3298,1,47,0,0.1113039,"\int \frac{-5+12 x+12 x^2-4 x^3+e^{4+x} \left(-20 x-4 x^2+2 x^3\right)}{e^4} \, dx","Int[(-5 + 12*x + 12*x^2 - 4*x^3 + E^(4 + x)*(-20*x - 4*x^2 + 2*x^3))/E^4,x]","-\frac{x^4}{e^4}+2 e^x x^3+\frac{4 x^3}{e^4}-10 e^x x^2+\frac{6 x^2}{e^4}-\frac{5 x}{e^4}","\frac{(5-x) x \left(\left(x-2 e^{x+4}\right) x+x-1\right)}{e^4}",1,"(-5*x)/E^4 + (6*x^2)/E^4 - 10*E^x*x^2 + (4*x^3)/E^4 + 2*E^x*x^3 - x^4/E^4","A",14,5,39,0.1282,1,"{12, 1594, 2196, 2176, 2194}"
3299,0,0,0,2.6451275,"\int \frac{-16 e^x x-16 e^x \log (x)+\left(e^x \left(-8-4 x+4 x^2\right)+e^x (4+4 x) \log (x)\right) \log \left(9 x^2\right)}{\left(x^3+3 x^2 \log (x)+3 x \log ^2(x)+\log ^3(x)\right) \log ^3\left(9 x^2\right)} \, dx","Int[(-16*E^x*x - 16*E^x*Log[x] + (E^x*(-8 - 4*x + 4*x^2) + E^x*(4 + 4*x)*Log[x])*Log[9*x^2])/((x^3 + 3*x^2*Log[x] + 3*x*Log[x]^2 + Log[x]^3)*Log[9*x^2]^3),x]","\int \frac{-16 e^x x-16 e^x \log (x)+\left(e^x \left(-8-4 x+4 x^2\right)+e^x (4+4 x) \log (x)\right) \log \left(9 x^2\right)}{\left(x^3+3 x^2 \log (x)+3 x \log ^2(x)+\log ^3(x)\right) \log ^3\left(9 x^2\right)} \, dx","\frac{4 e^x x}{(x+\log (x))^2 \log ^2\left(9 x^2\right)}-2",1,"-16*Defer[Int][E^x/((x + Log[x])^2*Log[9*x^2]^3), x] - 8*Defer[Int][E^x/((x + Log[x])^3*Log[9*x^2]^2), x] - 4*Defer[Int][(E^x*x)/((x + Log[x])^3*Log[9*x^2]^2), x] + 4*Defer[Int][(E^x*x^2)/((x + Log[x])^3*Log[9*x^2]^2), x] + 4*Defer[Int][(E^x*Log[x])/((x + Log[x])^3*Log[9*x^2]^2), x] + 4*Defer[Int][(E^x*x*Log[x])/((x + Log[x])^3*Log[9*x^2]^2), x]","F",0,0,0,0,-1,"{}"
3300,1,33,0,0.0400792,"\int e^{-2-e^5+e^x+x} \left(1+e^x\right) \, dx","Int[E^(-2 - E^5 + E^x + x)*(1 + E^x),x]","e^{e^x-2-e^5} \left(e^x+1\right)-e^{e^x-2-e^5}","e^{x+e^x-e^5-2}",1,"-E^(-2 - E^5 + E^x) + E^(-2 - E^5 + E^x)*(1 + E^x)","B",3,3,19,0.1579,1,"{2282, 2176, 2194}"
3301,0,0,0,11.2726196,"\int \frac{e^{-2 e^x} \left(-25+x^2+e^{2 e^x} x^2+e^x \left(-50 x-20 x^2-2 x^3\right)+(-20-4 x) \log (x)+\left(10+e^x \left(20 x+4 x^2\right)\right) \log ^2(x)+4 \log ^3(x)+\left(-1-2 e^x x\right) \log ^4(x)\right)}{x^2} \, dx","Int[(-25 + x^2 + E^(2*E^x)*x^2 + E^x*(-50*x - 20*x^2 - 2*x^3) + (-20 - 4*x)*Log[x] + (10 + E^x*(20*x + 4*x^2))*Log[x]^2 + 4*Log[x]^3 + (-1 - 2*E^x*x)*Log[x]^4)/(E^(2*E^x)*x^2),x]","\int \frac{e^{-2 e^x} \left(-25+x^2+e^{2 e^x} x^2+e^x \left(-50 x-20 x^2-2 x^3\right)+(-20-4 x) \log (x)+\left(10+e^x \left(20 x+4 x^2\right)\right) \log ^2(x)+4 \log ^3(x)+\left(-1-2 e^x x\right) \log ^4(x)\right)}{x^2} \, dx","x+\frac{e^{-2 e^x} \left(-x+\log ^2(x)-5\right)^2}{x}",1,"10/E^(2*E^x) + x + ExpIntegralEi[-2*E^x] - 25*Defer[Int][1/(E^(2*E^x)*x^2), x] - 20*Log[x]*Defer[Int][1/(E^(2*E^x)*x^2), x] - 4*Log[x]*Defer[Int][1/(E^(2*E^x)*x), x] - 50*Defer[Int][E^(-2*E^x + x)/x, x] - 2*Defer[Int][E^(-2*E^x + x)*x, x] + 4*Defer[Int][E^(-2*E^x + x)*Log[x]^2, x] + 10*Defer[Int][Log[x]^2/(E^(2*E^x)*x^2), x] + 20*Defer[Int][(E^(-2*E^x + x)*Log[x]^2)/x, x] + 4*Defer[Int][Log[x]^3/(E^(2*E^x)*x^2), x] - Defer[Int][Log[x]^4/(E^(2*E^x)*x^2), x] - 2*Defer[Int][(E^(-2*E^x + x)*Log[x]^4)/x, x] + 20*Defer[Int][Defer[Int][1/(E^(2*E^x)*x^2), x]/x, x] + 4*Defer[Int][Defer[Int][1/(E^(2*E^x)*x), x]/x, x]","F",0,0,0,0,-1,"{}"
3302,0,0,0,0.9645621,"\int \frac{2 e^{3 x} x-6 e^{2 x} x^2-2 x^4-8 e^4 x^4+e^x \left(6 x^3+e^4 \left(16 x^3-8 x^4\right)\right)}{e^{4+3 x}-3 e^{4+2 x} x+3 e^{4+x} x^2-e^4 x^3} \, dx","Int[(2*E^(3*x)*x - 6*E^(2*x)*x^2 - 2*x^4 - 8*E^4*x^4 + E^x*(6*x^3 + E^4*(16*x^3 - 8*x^4)))/(E^(4 + 3*x) - 3*E^(4 + 2*x)*x + 3*E^(4 + x)*x^2 - E^4*x^3),x]","\int \frac{2 e^{3 x} x-6 e^{2 x} x^2-2 x^4-8 e^4 x^4+e^x \left(6 x^3+e^4 \left(16 x^3-8 x^4\right)\right)}{e^{4+3 x}-3 e^{4+2 x} x+3 e^{4+x} x^2-e^4 x^3} \, dx","\frac{4 x^4}{\left(e^x-x\right)^2}+\frac{x^2}{e^4}-2",1,"x^2/E^4 + 16*Defer[Int][x^3/(E^x - x)^2, x] + 8*Defer[Int][x^4/(E^x - x)^3, x] - 8*Defer[Int][x^4/(E^x - x)^2, x] - 8*Defer[Int][x^5/(E^x - x)^3, x]","F",0,0,0,0,-1,"{}"
3303,1,16,0,0.0632798,"\int \frac{-1+15 x+(-1+5 x) \log \left(x-10 x^2+25 x^3\right)}{(-1+5 x) \log (2)} \, dx","Int[(-1 + 15*x + (-1 + 5*x)*Log[x - 10*x^2 + 25*x^3])/((-1 + 5*x)*Log[2]),x]","\frac{x \log \left((1-5 x)^2 x\right)}{\log (2)}","\frac{x \log \left((1-5 x)^2 x\right)}{\log (2)}",1,"(x*Log[(1 - 5*x)^2*x])/Log[2]","A",8,6,36,0.1667,1,"{12, 6742, 43, 2487, 31, 8}"
3304,1,5,0,0.0021059,"\int 4 e^{4 x} \, dx","Int[4*E^(4*x),x]","e^{4 x}","e^{4 x}-\frac{13}{4}",1,"E^(4*x)","A",2,2,7,0.2857,1,"{12, 2194}"
3305,1,23,0,1.172135,"\int \frac{e^{\frac{e^3 x+e^{2 x} x^2 \log \left(e^4+64 x\right)}{e^3}} \left(e^7+64 e^3 x+64 e^{2 x} x^2+e^{2 x} \left(128 x^2+128 x^3+e^4 \left(2 x+2 x^2\right)\right) \log \left(e^4+64 x\right)\right)}{e^7+64 e^3 x} \, dx","Int[(E^((E^3*x + E^(2*x)*x^2*Log[E^4 + 64*x])/E^3)*(E^7 + 64*E^3*x + 64*E^(2*x)*x^2 + E^(2*x)*(128*x^2 + 128*x^3 + E^4*(2*x + 2*x^2))*Log[E^4 + 64*x]))/(E^7 + 64*E^3*x),x]","e^x \left(64 x+e^4\right)^{e^{2 x-3} x^2}","e^{e^{2 x-3} x^2 \log \left(64 x+e^4\right)+x}",1,"E^x*(E^4 + 64*x)^(E^(-3 + 2*x)*x^2)","A",2,2,100,0.02000,1,"{6688, 2288}"
3306,1,26,0,0.0541693,"\int \frac{-x-25 e^x x+2 x^2+10 e^x \log (x)+5 e^x x \log ^2(x)}{x} \, dx","Int[(-x - 25*E^x*x + 2*x^2 + 10*E^x*Log[x] + 5*E^x*x*Log[x]^2)/x,x]","x^2-x-\frac{5 e^x \left(5 x-x \log ^2(x)\right)}{x}","x^2-x-5 e^x \left(5-\log ^2(x)\right)+13",1,"-x + x^2 - (5*E^x*(5*x - x*Log[x]^2))/x","A",3,2,36,0.05556,1,"{14, 2288}"
3307,1,27,0,0.0718615,"\int \frac{48+184 x+187 x^2+90 x^3+27 x^4}{48 x+152 x^2+187 x^3+114 x^4+27 x^5} \, dx","Int[(48 + 184*x + 187*x^2 + 90*x^3 + 27*x^4)/(48*x + 152*x^2 + 187*x^3 + 114*x^4 + 27*x^5),x]","-\log \left(3 x^2+5 x+4\right)+\log \left(9 x^2+23 x+12\right)+\log (x)","\log \left(\frac{x \left(-\frac{16}{3 \left(3 x+\frac{4}{x}+5\right)}-2\right)}{12 e^5}\right)",1,"Log[x] - Log[4 + 5*x + 3*x^2] + Log[12 + 23*x + 9*x^2]","A",4,2,47,0.04255,1,"{2074, 628}"
3308,1,41,0,0.167267,"\int \frac{(-200+100 x) \log (10)+\left(64 x^3-32 x^4+4 x^5\right) \log \left(2 e^{\frac{x^2}{25}}\right)}{400 x^2-200 x^3+25 x^4} \, dx","Int[((-200 + 100*x)*Log[10] + (64*x^3 - 32*x^4 + 4*x^5)*Log[2*E^(x^2/25)])/(400*x^2 - 200*x^3 + 25*x^4),x]","-\frac{x^4}{625}+\frac{2}{25} x^2 \log \left(2 e^{\frac{x^2}{25}}\right)+\frac{2 \log (10)}{(4-x) x}","\log ^2\left(2 e^{\frac{x^2}{25}}\right)-\frac{2 \log (10)}{(x-4) x}",1,"-1/625*x^4 + (2*Log[10])/((4 - x)*x) + (2*x^2*Log[2*E^(x^2/25)])/25","A",9,7,57,0.1228,1,"{1594, 27, 12, 6688, 74, 2551, 30}"
3309,0,0,0,1.4195058,"\int \frac{e^{-9+7 x-x^2-x \log (\log (\log (x)))} \left(-24 x+\left(24+168 x-48 x^2\right) \log (x) \log (\log (x))-24 x \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{\log (x) \log (\log (x))} \, dx","Int[(E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]])*(-24*x + (24 + 168*x - 48*x^2)*Log[x]*Log[Log[x]] - 24*x*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]))/(Log[x]*Log[Log[x]]),x]","\int \frac{e^{-9+7 x-x^2-x \log (\log (\log (x)))} \left(-24 x+\left(24+168 x-48 x^2\right) \log (x) \log (\log (x))-24 x \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{\log (x) \log (\log (x))} \, dx","24 x e^{-(3-x)^2-x (\log (\log (\log (x)))-1)}",1,"24*Defer[Int][E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]]), x] + 168*Defer[Int][E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]])*x, x] - 48*Defer[Int][E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]])*x^2, x] - 24*Defer[Int][(E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]])*x)/(Log[x]*Log[Log[x]]), x] - 24*Defer[Int][E^(-9 + 7*x - x^2 - x*Log[Log[Log[x]]])*x*Log[Log[Log[x]]], x]","F",0,0,0,0,-1,"{}"
3310,1,30,0,0.3020713,"\int \frac{e^{98} (-3-x)+4 x+x^2+\left(-e^{98}+x\right) \log \left(\frac{e^{-x} x}{2 e^{98}-2 x}\right)}{e^{98} x^2-x^3} \, dx","Int[(E^98*(-3 - x) + 4*x + x^2 + (-E^98 + x)*Log[x/(E^x*(2*E^98 - 2*x))])/(E^98*x^2 - x^3),x]","\frac{4}{x}+\frac{\log \left(\frac{e^{-x} x}{2 \left(e^{98}-x\right)}\right)}{x}","\frac{x+\log \left(\frac{e^{-x} x}{2 \left(e^{98}-x\right)}\right)+4}{x}",1,"4/x + Log[x/(2*E^x*(E^98 - x))]/x","A",8,4,59,0.06780,1,"{1593, 6742, 893, 2551}"
3311,1,14,0,0.0059317,"\int \frac{-1536-15 e^{12}}{256 x^2} \, dx","Int[(-1536 - 15*E^12)/(256*x^2),x]","\frac{3 \left(512+5 e^{12}\right)}{256 x}","\frac{3 \left(2+\frac{5 e^{12}}{256}\right)}{x}",1,"(3*(512 + 5*E^12))/(256*x)","A",2,2,14,0.1429,1,"{12, 30}"
3312,1,25,0,0.211566,"\int \frac{-6-3 x^2-24 e^{\log ^2\left(4+4 x^2+x^4\right)} x \log \left(4+4 x^2+x^4\right)}{\left(10+10 x+5 x^2+5 x^3+e^{\log ^2\left(4+4 x^2+x^4\right)} \left(10+5 x^2\right)\right) \log ^2\left(1+e^{\log ^2\left(4+4 x^2+x^4\right)}+x\right)} \, dx","Int[(-6 - 3*x^2 - 24*E^Log[4 + 4*x^2 + x^4]^2*x*Log[4 + 4*x^2 + x^4])/((10 + 10*x + 5*x^2 + 5*x^3 + E^Log[4 + 4*x^2 + x^4]^2*(10 + 5*x^2))*Log[1 + E^Log[4 + 4*x^2 + x^4]^2 + x]^2),x]","\frac{3}{5 \log \left(e^{\log ^2\left(x^4+4 x^2+4\right)}+x+1\right)}","\frac{3}{5 \log \left(e^{\log ^2\left(\left(x^2+2\right)^2\right)}+x+1\right)}",1,"3/(5*Log[1 + E^Log[4 + 4*x^2 + x^4]^2 + x])","A",1,1,98,0.01020,1,"{6686}"
3313,1,24,0,0.1903528,"\int e^{\frac{1}{2} \left(-12-8 e^2+2 x+x^2\right)} \left(5+e^{\frac{1}{2} \left(12+8 e^2-2 x-x^2\right)}+5 x\right) \, dx","Int[E^((-12 - 8*E^2 + 2*x + x^2)/2)*(5 + E^((12 + 8*E^2 - 2*x - x^2)/2) + 5*x),x]","5 e^{\frac{x^2}{2}+x-2 \left(3+2 e^2\right)}+x","5 e^{\frac{x^2}{2}+x-4 e^2-6}+x-1",1,"5*E^(-2*(3 + 2*E^2) + x + x^2/2) + x","A",3,2,46,0.04348,1,"{6688, 2236}"
3314,0,0,0,3.6910287,"\int \frac{-x+x^2+2 x^3+\left(-1+x+2 x^2\right) \log (x)+\left(1-2 x^2+x^3+\left(-1-x+2 x^2\right) \log (x)\right) \log \left(-x+x^2\right)}{\left(-x^2-x^3+x^4+x^5\right) \log ^2\left(-x+x^2\right)} \, dx","Int[(-x + x^2 + 2*x^3 + (-1 + x + 2*x^2)*Log[x] + (1 - 2*x^2 + x^3 + (-1 - x + 2*x^2)*Log[x])*Log[-x + x^2])/((-x^2 - x^3 + x^4 + x^5)*Log[-x + x^2]^2),x]","\int \frac{-x+x^2+2 x^3+\left(-1+x+2 x^2\right) \log (x)+\left(1-2 x^2+x^3+\left(-1-x+2 x^2\right) \log (x)\right) \log \left(-x+x^2\right)}{\left(-x^2-x^3+x^4+x^5\right) \log ^2\left(-x+x^2\right)} \, dx","-\frac{x+\log (x)}{\left(x^2+x\right) \log ((x-1) x)}",1,"Defer[Int][1/((-1 + x)*(1 + x)^2*Log[(-1 + x)*x]^2), x] - Defer[Int][1/((-1 + x)*x*(1 + x)^2*Log[(-1 + x)*x]^2), x] + 2*Defer[Int][x/((-1 + x)*(1 + x)^2*Log[(-1 + x)*x]^2), x] + Defer[Int][Log[x]/((-1 + x)*Log[(-1 + x)*x]^2), x]/2 + Defer[Int][Log[x]/(x^2*Log[(-1 + x)*x]^2), x] - 2*Defer[Int][Log[x]/(x*Log[(-1 + x)*x]^2), x] + (3*Defer[Int][Log[x]/((1 + x)*Log[(-1 + x)*x]^2), x])/2 + 3*Defer[Int][Log[(-1 + x)*x]^(-1), x] - Defer[Int][1/(x^2*Log[(-1 + x)*x]), x] + Defer[Int][1/(x*Log[(-1 + x)*x]), x] - 2*Defer[Int][x/Log[(-1 + x)*x], x] - Defer[Int][1/((1 + x)^2*Log[(-1 + x)*x]), x] - Defer[Int][x/((1 + x)^2*Log[(-1 + x)*x]), x] + Defer[Int][x^2/((1 + x)^2*Log[(-1 + x)*x]), x] - 2*Defer[Int][1/((1 + x)*Log[(-1 + x)*x]), x] - 2*Defer[Int][x/((1 + x)*Log[(-1 + x)*x]), x] + 2*Defer[Int][x^2/((1 + x)*Log[(-1 + x)*x]), x] + Defer[Int][Log[x]/(x^2*Log[(-1 + x)*x]), x] - Defer[Int][Log[x]/((1 + x)^2*Log[(-1 + x)*x]), x]","F",0,0,0,0,-1,"{}"
3315,0,0,0,21.7434804,"\int \frac{-208 x^5+16 x^6+e^{2 x} \left(-50 x^3+4 x^4\right)+e^x \left(2 x^3-206 x^4+16 x^5\right)+\left(308 x^4-24 x^5+e^{2 x} \left(74 x^2-6 x^3\right)+e^x \left(-2 x^2+304 x^3-24 x^4\right)\right) \log \left(\frac{e^x (12-x)+25 x-2 x^2}{6 e^x+12 x}\right)+\left(-100 x^3+8 x^4+e^{2 x} \left(-24 x+2 x^2\right)+e^x \left(-98 x^2+8 x^3\right)\right) \log ^2\left(\frac{e^x (12-x)+25 x-2 x^2}{6 e^x+12 x}\right)}{e^{2 x} (-12+x)-50 x^2+4 x^3+e^x \left(-49 x+4 x^2\right)} \, dx","Int[(-208*x^5 + 16*x^6 + E^(2*x)*(-50*x^3 + 4*x^4) + E^x*(2*x^3 - 206*x^4 + 16*x^5) + (308*x^4 - 24*x^5 + E^(2*x)*(74*x^2 - 6*x^3) + E^x*(-2*x^2 + 304*x^3 - 24*x^4))*Log[(E^x*(12 - x) + 25*x - 2*x^2)/(6*E^x + 12*x)] + (-100*x^3 + 8*x^4 + E^(2*x)*(-24*x + 2*x^2) + E^x*(-98*x^2 + 8*x^3))*Log[(E^x*(12 - x) + 25*x - 2*x^2)/(6*E^x + 12*x)]^2)/(E^(2*x)*(-12 + x) - 50*x^2 + 4*x^3 + E^x*(-49*x + 4*x^2)),x]","\int \frac{-208 x^5+16 x^6+e^{2 x} \left(-50 x^3+4 x^4\right)+e^x \left(2 x^3-206 x^4+16 x^5\right)+\left(308 x^4-24 x^5+e^{2 x} \left(74 x^2-6 x^3\right)+e^x \left(-2 x^2+304 x^3-24 x^4\right)\right) \log \left(\frac{e^x (12-x)+25 x-2 x^2}{6 e^x+12 x}\right)+\left(-100 x^3+8 x^4+e^{2 x} \left(-24 x+2 x^2\right)+e^x \left(-98 x^2+8 x^3\right)\right) \log ^2\left(\frac{e^x (12-x)+25 x-2 x^2}{6 e^x+12 x}\right)}{e^{2 x} (-12+x)-50 x^2+4 x^3+e^x \left(-49 x+4 x^2\right)} \, dx","x^2 \left(x-\log \left(\frac{1}{6} \left(\frac{x}{2 x+e^x}-x\right)+2\right)\right)^2",1,"-36*x - x^2/2 + x^4 - 432*Log[12 - x] + 24*x*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))] + x^2*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))] - 2*x^3*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))] + 48*Defer[Int][x/(E^x + 2*x), x] - 46*Defer[Int][x^2/(E^x + 2*x), x] - 4*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x^2/(E^x + 2*x), x] - 2*Defer[Int][x^3/(E^x + 2*x), x] + 4*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x^3/(E^x + 2*x), x] - 432*Defer[Int][(-12*E^x - 25*x + E^x*x + 2*x^2)^(-1), x] + 288*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][(-12*E^x - 25*x + E^x*x + 2*x^2)^(-1), x] - 5184*Defer[Int][1/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] + 3456*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][1/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] + 564*Defer[Int][x/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 24*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 624*Defer[Int][x^2/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 48*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x^2/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 21*Defer[Int][x^3/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 54*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x^3/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 2*Defer[Int][x^4/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 4*Log[(E^x*(12 - x) + (25 - 2*x)*x)/(6*(E^x + 2*x))]*Defer[Int][x^4/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 288*Defer[Int][Log[(-(E^x*(-12 + x)) + (25 - 2*x)*x)/(6*(E^x + 2*x))]/(-12 + x), x] + 2*Defer[Int][x*Log[(-(E^x*(-12 + x)) + (25 - 2*x)*x)/(6*(E^x + 2*x))]^2, x] + 4*Defer[Int][Defer[Int][x^2/(E^x + 2*x), x]/(-12 + x), x] - 8*Defer[Int][Defer[Int][x^2/(E^x + 2*x), x]/(E^x + 2*x), x] + 8*Defer[Int][(x*Defer[Int][x^2/(E^x + 2*x), x])/(E^x + 2*x), x] - 96*Defer[Int][Defer[Int][x^2/(E^x + 2*x), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 48*Defer[Int][Defer[Int][x^2/(E^x + 2*x), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] + 108*Defer[Int][(x*Defer[Int][x^2/(E^x + 2*x), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 8*Defer[Int][(x^2*Defer[Int][x^2/(E^x + 2*x), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 4*Defer[Int][Defer[Int][x^3/(E^x + 2*x), x]/(-12 + x), x] + 8*Defer[Int][Defer[Int][x^3/(E^x + 2*x), x]/(E^x + 2*x), x] - 8*Defer[Int][(x*Defer[Int][x^3/(E^x + 2*x), x])/(E^x + 2*x), x] + 96*Defer[Int][Defer[Int][x^3/(E^x + 2*x), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 48*Defer[Int][Defer[Int][x^3/(E^x + 2*x), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] - 108*Defer[Int][(x*Defer[Int][x^3/(E^x + 2*x), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 8*Defer[Int][(x^2*Defer[Int][x^3/(E^x + 2*x), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 288*Defer[Int][Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x]/(-12 + x), x] + 576*Defer[Int][Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x]/(E^x + 2*x), x] - 576*Defer[Int][(x*Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x])/(E^x + 2*x), x] + 6912*Defer[Int][Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 3456*Defer[Int][Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] - 7776*Defer[Int][(x*Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 576*Defer[Int][(x^2*Defer[Int][(E^x*(-12 + x) + x*(-25 + 2*x))^(-1), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 3456*Defer[Int][Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x]/(-12 + x), x] + 6912*Defer[Int][Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x]/(E^x + 2*x), x] - 6912*Defer[Int][(x*Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x])/(E^x + 2*x), x] + 82944*Defer[Int][Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 41472*Defer[Int][Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] - 93312*Defer[Int][(x*Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 6912*Defer[Int][(x^2*Defer[Int][1/((-12 + x)*(E^x*(-12 + x) + x*(-25 + 2*x))), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 24*Defer[Int][Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12 + x), x] + 48*Defer[Int][Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(E^x + 2*x), x] - 48*Defer[Int][(x*Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(E^x + 2*x), x] + 576*Defer[Int][Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 288*Defer[Int][Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] - 648*Defer[Int][(x*Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 48*Defer[Int][(x^2*Defer[Int][x/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 48*Defer[Int][Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12 + x), x] - 96*Defer[Int][Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(E^x + 2*x), x] + 96*Defer[Int][(x*Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(E^x + 2*x), x] - 1152*Defer[Int][Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 576*Defer[Int][Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] + 1296*Defer[Int][(x*Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 96*Defer[Int][(x^2*Defer[Int][x^2/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 54*Defer[Int][Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12 + x), x] + 108*Defer[Int][Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(E^x + 2*x), x] - 108*Defer[Int][(x*Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(E^x + 2*x), x] + 1296*Defer[Int][Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 648*Defer[Int][Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] - 1458*Defer[Int][(x*Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 108*Defer[Int][(x^2*Defer[Int][x^3/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 4*Defer[Int][Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12 + x), x] - 8*Defer[Int][Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(E^x + 2*x), x] + 8*Defer[Int][(x*Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(E^x + 2*x), x] - 96*Defer[Int][Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/(-12*E^x - 25*x + E^x*x + 2*x^2), x] + 48*Defer[Int][Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x]/((-12 + x)*(-12*E^x - 25*x + E^x*x + 2*x^2)), x] + 108*Defer[Int][(x*Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x] - 8*Defer[Int][(x^2*Defer[Int][x^4/(E^x*(-12 + x) + x*(-25 + 2*x)), x])/(-12*E^x - 25*x + E^x*x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
3316,1,25,0,5.7572694,"\int \frac{\left(-2 x^2+e^{e^{e^{x+x^2}}+e^{x+x^2}+x+x^2} \left(2 x^2+4 x^3\right)\right) \log \left(-e^{e^{e^{x+x^2}}}+x\right)+\left(2 e^{e^{e^{x+x^2}}} x-2 x^2\right) \log ^2\left(-e^{e^{e^{x+x^2}}}+x\right)}{27 e^{e^{e^{x+x^2}}}-27 x} \, dx","Int[((-2*x^2 + E^(E^E^(x + x^2) + E^(x + x^2) + x + x^2)*(2*x^2 + 4*x^3))*Log[-E^E^E^(x + x^2) + x] + (2*E^E^E^(x + x^2)*x - 2*x^2)*Log[-E^E^E^(x + x^2) + x]^2)/(27*E^E^E^(x + x^2) - 27*x),x]","\frac{1}{27} x^2 \log ^2\left(x-e^{e^{e^{x^2+x}}}\right)","\frac{1}{27} x^2 \log ^2\left(x-e^{e^{e^{x^2+x}}}\right)",1,"(x^2*Log[-E^E^E^(x + x^2) + x]^2)/27","A",3,6,118,0.05085,1,"{6688, 12, 14, 6742, 2551, 6687}"
3317,0,0,0,3.1100567,"\int \frac{-18-83 x-15 e^{2 x} x-e^{3 x} x-12 x^2+e^x \left(-51 x-14 x^2+2 x^3\right)+\left(69 x+30 e^x x+3 e^{2 x} x+2 x^2\right) \log (x)+\left(-15 x-3 e^x x\right) \log ^2(x)+x \log ^3(x)}{-125 x-75 e^x x-15 e^{2 x} x-e^{3 x} x+\left(75 x+30 e^x x+3 e^{2 x} x\right) \log (x)+\left(-15 x-3 e^x x\right) \log ^2(x)+x \log ^3(x)} \, dx","Int[(-18 - 83*x - 15*E^(2*x)*x - E^(3*x)*x - 12*x^2 + E^x*(-51*x - 14*x^2 + 2*x^3) + (69*x + 30*E^x*x + 3*E^(2*x)*x + 2*x^2)*Log[x] + (-15*x - 3*E^x*x)*Log[x]^2 + x*Log[x]^3)/(-125*x - 75*E^x*x - 15*E^(2*x)*x - E^(3*x)*x + (75*x + 30*E^x*x + 3*E^(2*x)*x)*Log[x] + (-15*x - 3*E^x*x)*Log[x]^2 + x*Log[x]^3),x]","\int \frac{-18-83 x-15 e^{2 x} x-e^{3 x} x-12 x^2+e^x \left(-51 x-14 x^2+2 x^3\right)+\left(69 x+30 e^x x+3 e^{2 x} x+2 x^2\right) \log (x)+\left(-15 x-3 e^x x\right) \log ^2(x)+x \log ^3(x)}{-125 x-75 e^x x-15 e^{2 x} x-e^{3 x} x+\left(75 x+30 e^x x+3 e^{2 x} x\right) \log (x)+\left(-15 x-3 e^x x\right) \log ^2(x)+x \log ^3(x)} \, dx","x+\frac{(x-3)^2}{\left(e^x-\log (x)+5\right)^2}",1,"x + 78*Defer[Int][(5 + E^x - Log[x])^(-3), x] + 18*Defer[Int][1/(x*(5 + E^x - Log[x])^3), x] - 58*Defer[Int][x/(5 + E^x - Log[x])^3, x] + 10*Defer[Int][x^2/(5 + E^x - Log[x])^3, x] - 24*Defer[Int][(5 + E^x - Log[x])^(-2), x] + 14*Defer[Int][x/(5 + E^x - Log[x])^2, x] - 2*Defer[Int][x^2/(5 + E^x - Log[x])^2, x] - 18*Defer[Int][Log[x]/(5 + E^x - Log[x])^3, x] + 12*Defer[Int][(x*Log[x])/(5 + E^x - Log[x])^3, x] - 2*Defer[Int][(x^2*Log[x])/(5 + E^x - Log[x])^3, x]","F",0,0,0,0,-1,"{}"
3318,0,0,0,0.7465234,"\int \frac{-120 x-6 x^3+\left(-120 x-6 x^2+6 x^3\right) \log \left(\frac{400+40 x-39 x^2-2 x^3+x^4}{x^2}\right)}{e \left(-20-x+x^2\right) \log ^2\left(\frac{400+40 x-39 x^2-2 x^3+x^4}{x^2}\right)} \, dx","Int[(-120*x - 6*x^3 + (-120*x - 6*x^2 + 6*x^3)*Log[(400 + 40*x - 39*x^2 - 2*x^3 + x^4)/x^2])/(E*(-20 - x + x^2)*Log[(400 + 40*x - 39*x^2 - 2*x^3 + x^4)/x^2]^2),x]","\int \frac{-120 x-6 x^3+\left(-120 x-6 x^2+6 x^3\right) \log \left(\frac{400+40 x-39 x^2-2 x^3+x^4}{x^2}\right)}{e \left(-20-x+x^2\right) \log ^2\left(\frac{400+40 x-39 x^2-2 x^3+x^4}{x^2}\right)} \, dx","\frac{3 x^2}{e \log \left(\left(-x+\frac{5 (x+4)}{x}-4\right)^2\right)}",1,"(-6*Defer[Int][Log[(20 + x - x^2)^2/x^2]^(-2), x])/E - (150*Defer[Int][1/((-5 + x)*Log[(20 + x - x^2)^2/x^2]^2), x])/E - (6*Defer[Int][x/Log[(20 + x - x^2)^2/x^2]^2, x])/E - (96*Defer[Int][1/((4 + x)*Log[(20 + x - x^2)^2/x^2]^2), x])/E + (6*Defer[Int][x/Log[(20 + x - x^2)^2/x^2], x])/E","F",0,0,0,0,-1,"{}"
3319,1,149,0,0.053336,"\int \left(1+32 x+48 x^2+16 x^3+e^{2 e^4} \left(32 x+e^5 \left(-64-48 x^2\right)+e^{10} \left(64 x+16 x^3\right)\right)+e^{e^4} \left(-64 x-48 x^2+e^5 \left(64+64 x+48 x^2+32 x^3\right)\right)\right) \, dx","Int[1 + 32*x + 48*x^2 + 16*x^3 + E^(2*E^4)*(32*x + E^5*(-64 - 48*x^2) + E^10*(64*x + 16*x^3)) + E^E^4*(-64*x - 48*x^2 + E^5*(64 + 64*x + 48*x^2 + 32*x^3)),x]","4 e^{2 \left(5+e^4\right)} x^4+8 e^{5+e^4} x^4+4 x^4-16 e^{5+2 e^4} x^3+16 e^{5+e^4} x^3-16 e^{e^4} x^3+16 x^3+32 e^{2 \left(5+e^4\right)} x^2+32 e^{5+e^4} x^2+16 e^{2 e^4} x^2-32 e^{e^4} x^2+16 x^2-64 e^{5+2 e^4} x+64 e^{5+e^4} x+x","4 \left(e^{e^4} \left(e^5 \left(x^2+4\right)-2 x\right)+x (x+2)\right)^2+x",1,"x + 64*E^(5 + E^4)*x - 64*E^(5 + 2*E^4)*x + 16*x^2 - 32*E^E^4*x^2 + 16*E^(2*E^4)*x^2 + 32*E^(5 + E^4)*x^2 + 32*E^(2*(5 + E^4))*x^2 + 16*x^3 - 16*E^E^4*x^3 + 16*E^(5 + E^4)*x^3 - 16*E^(5 + 2*E^4)*x^3 + 4*x^4 + 8*E^(5 + E^4)*x^4 + 4*E^(2*(5 + E^4))*x^4","B",6,0,85,0,1,"{}"
3320,1,25,0,0.3790775,"\int \frac{e^{-4-x} \left(4+10 x+e^{4+x} x-10 x^2-4 x \log (x)\right)}{x} \, dx","Int[(E^(-4 - x)*(4 + 10*x + E^(4 + x)*x - 10*x^2 - 4*x*Log[x]))/x,x]","\frac{2 e^{-x-4} \left(5 x^2+2 x \log (x)\right)}{x}+x","x-2 e^{-x-4} x \left(\log \left(x^{-2/x}\right)-5\right)",1,"x + (2*E^(-4 - x)*(5*x^2 + 2*x*Log[x]))/x","A",3,2,33,0.06061,1,"{6742, 2288}"
3321,1,46,0,0.1578632,"\int \frac{e^{3+x} (-1+x)-2 x^2-2 e^{8-2 x} x^2+2 x^3+e^{4-x} \left(2 x-2 x^2+2 x^3\right)+\left(2 x-2 x^2-2 e^{4-x} x^2\right) \log (x)}{x^2} \, dx","Int[(E^(3 + x)*(-1 + x) - 2*x^2 - 2*E^(8 - 2*x)*x^2 + 2*x^3 + E^(4 - x)*(2*x - 2*x^2 + 2*x^3) + (2*x - 2*x^2 - 2*E^(4 - x)*x^2)*Log[x])/x^2,x]","-\frac{2 e^{4-x} \left(x^2-x \log (x)\right)}{x}+e^{8-2 x}+\frac{e^{x+3}}{x}+(x-\log (x))^2","\frac{e^{x+3}+x \left(x-e^{4-x}-\log (x)\right)^2}{x}",1,"E^(8 - 2*x) + E^(3 + x)/x + (x - Log[x])^2 - (2*E^(4 - x)*(x^2 - x*Log[x]))/x","A",6,5,82,0.06098,1,"{14, 2194, 2197, 6686, 2288}"
3322,1,24,0,0.0519289,"\int \frac{-30+80 x-20 x^2+\left(15-10 x^2\right) \log \left(4 x^2\right)}{2 x^2} \, dx","Int[(-30 + 80*x - 20*x^2 + (15 - 10*x^2)*Log[4*x^2])/(2*x^2),x]","40 \log (x)-\frac{5}{2} \left(2 x+\frac{3}{x}\right) \log \left(4 x^2\right)","5 \left(2-\left(x+\frac{3}{2 x}-4\right) \log \left(4 x^2\right)\right)",1,"40*Log[x] - (5*(3/x + 2*x)*Log[4*x^2])/2","A",7,3,31,0.09677,1,"{12, 14, 2334}"
3323,1,62,0,0.2643103,"\int \frac{-2-x+(-6-4 x) \log \left(\frac{3}{x}\right)}{48 x^4+48 x^5+12 x^6} \, dx","Int[(-2 - x + (-6 - 4*x)*Log[3/x])/(48*x^4 + 48*x^5 + 12*x^6),x]","\frac{\log \left(\frac{3}{x}\right)}{24 x^3}-\frac{\log \left(\frac{3}{x}\right)}{48 x^2}+\frac{\log \left(\frac{3}{x}\right)}{96 x}+\frac{x \log \left(\frac{3}{x}\right)}{192 (x+2)}+\frac{\log (x)}{192}","\frac{\log \left(\frac{3}{x}\right)}{12 x^3 (x+2)}",1,"Log[3/x]/(24*x^3) - Log[3/x]/(48*x^2) + Log[3/x]/(96*x) + (x*Log[3/x])/(192*(2 + x)) + Log[x]/192","B",14,9,36,0.2500,1,"{1594, 27, 12, 6742, 44, 2357, 2304, 2314, 31}"
3324,1,23,0,0.0132218,"\int e^{1-5 e^4} \left(3+e^{-1+5 e^4} \left(-18 x+18 x^2\right)\right) \, dx","Int[E^(1 - 5*E^4)*(3 + E^(-1 + 5*E^4)*(-18*x + 18*x^2)),x]","6 x^3-9 x^2+3 e^{1-5 e^4} x","3 x \left(x (2 x-3)+e^{1-5 e^4}\right)+1",1,"3*E^(1 - 5*E^4)*x - 9*x^2 + 6*x^3","A",3,1,31,0.03226,1,"{12}"
3325,1,43,0,0.036812,"\int \left(-24+e^x (-6-6 x)+e^{100+40 x+4 x^2} \left(6+240 x+48 x^2\right)\right) \, dx","Int[-24 + E^x*(-6 - 6*x) + E^(100 + 40*x + 4*x^2)*(6 + 240*x + 48*x^2),x]","\frac{6 e^{4 x^2+40 x+100} \left(x^2+5 x\right)}{x+5}-24 x+6 e^x-6 e^x (x+1)","6 \left(-e^x+e^{4 (x+5)^2}-4\right) x",1,"6*E^x - 24*x - 6*E^x*(1 + x) + (6*E^(100 + 40*x + 4*x^2)*(5*x + x^2))/(5 + x)","B",4,3,34,0.08824,1,"{2176, 2194, 2288}"
3326,1,22,0,0.2421245,"\int \frac{\exp \left(-\frac{-e^{5 x^2} \log (4) \log (5)+(1+4 \log (4)) \log (5)}{\log (4)}\right) \left(-2+20 e^{5 x^2} x^2 \log (5)\right)}{x^2} \, dx","Int[(-2 + 20*E^(5*x^2)*x^2*Log[5])/(E^((-(E^(5*x^2)*Log[4]*Log[5]) + (1 + 4*Log[4])*Log[5])/Log[4])*x^2),x]","\frac{2\ 5^{e^{5 x^2}-4-\frac{1}{\log (4)}}}{x}","\frac{2\ 5^{e^{5 x^2}-4-\frac{1}{\log (4)}}}{x}+9",1,"(2*5^(-4 + E^(5*x^2) - Log[4]^(-1)))/x","A",2,2,51,0.03922,1,"{2274, 2288}"
3327,1,25,0,0.2705005,"\int \frac{-2 e^{-\frac{x}{10+5 x}}+e^{-6-2 x} \left(40+40 x+10 x^2\right)}{20+20 x+5 x^2} \, dx","Int[(-2/E^(x/(10 + 5*x)) + E^(-6 - 2*x)*(40 + 40*x + 10*x^2))/(20 + 20*x + 5*x^2),x]","e^{\frac{2}{5 (x+2)}-\frac{1}{5}}-e^{-2 x-6}","e^{\frac{x}{5 (-x-2)}}-e^{-2 x-6}",1,"-E^(-6 - 2*x) + E^(-1/5 + 2/(5*(2 + x)))","A",7,6,46,0.1304,1,"{27, 12, 6742, 2194, 2230, 2209}"
3328,1,107,0,2.8019461,"\int \frac{-20-16 x-15 x^2-4 x^3+e^{3 x} \left(20+24 x+36 x^2+16 x^3\right)+e^{2 x} \left(-60-64 x-88 x^2-40 x^3-4 x^4\right)+e^x \left(60+56 x+67 x^2+26 x^3+2 x^4\right)}{-16+48 e^x-48 e^{2 x}+16 e^{3 x}} \, dx","Int[(-20 - 16*x - 15*x^2 - 4*x^3 + E^(3*x)*(20 + 24*x + 36*x^2 + 16*x^3) + E^(2*x)*(-60 - 64*x - 88*x^2 - 40*x^3 - 4*x^4) + E^x*(60 + 56*x + 67*x^2 + 26*x^3 + 2*x^4))/(-16 + 48*E^x - 48*E^(2*x) + 16*E^(3*x)),x]","-\frac{x^4}{4 \left(1-e^x\right)}+\frac{x^4}{16 \left(1-e^x\right)^2}+\frac{x^4}{4}-\frac{x^3}{2 \left(1-e^x\right)}+\frac{x^3}{16 \left(1-e^x\right)^2}+\frac{3 x^3}{4}-\frac{x^2}{4 \left(1-e^x\right)}+\frac{3 x^2}{4}+\frac{5 x}{4}","x (x+1) \left(\frac{1}{4} \left(\frac{x}{1-e^x}+2 x-2\right)-x\right)^2+x",1,"(5*x)/4 + (3*x^2)/4 - x^2/(4*(1 - E^x)) + (3*x^3)/4 + x^3/(16*(1 - E^x)^2) - x^3/(2*(1 - E^x)) + x^4/4 + x^4/(16*(1 - E^x)^2) - x^4/(4*(1 - E^x))","B",128,13,110,0.1182,1,"{6741, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2279, 2391}"
3329,0,0,0,93.0285984,"\int \frac{-32+8 x+e^{2 x} (-2+2 x)+e^x \left(16-10 x+2 x^2\right)+e^{4+8 x-2 x^2+(-4+x) \log (x)} \left(96-344 x+280 x^2-82 x^3+8 x^4+e^{2 x} \left(6-16 x+8 x^2\right)+e^x \left(-48+150 x-98 x^2+16 x^3\right)+\left(-32 x-2 e^{2 x} x+16 x^2-2 x^3+e^x \left(16 x-4 x^2\right)\right) \log (x)\right)}{x^3+3 e^{4+8 x-2 x^2+(-4+x) \log (x)} x^3+3 e^{8+16 x-4 x^2+2 (-4+x) \log (x)} x^3+e^{12+24 x-6 x^2+3 (-4+x) \log (x)} x^3} \, dx","Int[(-32 + 8*x + E^(2*x)*(-2 + 2*x) + E^x*(16 - 10*x + 2*x^2) + E^(4 + 8*x - 2*x^2 + (-4 + x)*Log[x])*(96 - 344*x + 280*x^2 - 82*x^3 + 8*x^4 + E^(2*x)*(6 - 16*x + 8*x^2) + E^x*(-48 + 150*x - 98*x^2 + 16*x^3) + (-32*x - 2*E^(2*x)*x + 16*x^2 - 2*x^3 + E^x*(16*x - 4*x^2))*Log[x]))/(x^3 + 3*E^(4 + 8*x - 2*x^2 + (-4 + x)*Log[x])*x^3 + 3*E^(8 + 16*x - 4*x^2 + 2*(-4 + x)*Log[x])*x^3 + E^(12 + 24*x - 6*x^2 + 3*(-4 + x)*Log[x])*x^3),x]","\int \frac{-32+8 x+e^{2 x} (-2+2 x)+e^x \left(16-10 x+2 x^2\right)+e^{4+8 x-2 x^2+(-4+x) \log (x)} \left(96-344 x+280 x^2-82 x^3+8 x^4+e^{2 x} \left(6-16 x+8 x^2\right)+e^x \left(-48+150 x-98 x^2+16 x^3\right)+\left(-32 x-2 e^{2 x} x+16 x^2-2 x^3+e^x \left(16 x-4 x^2\right)\right) \log (x)\right)}{x^3+3 e^{4+8 x-2 x^2+(-4+x) \log (x)} x^3+3 e^{8+16 x-4 x^2+2 (-4+x) \log (x)} x^3+e^{12+24 x-6 x^2+3 (-4+x) \log (x)} x^3} \, dx","\frac{\left(x+e^x-4\right)^2}{\left(x+x e^{(4-x) (2 x-\log (x))+4}\right)^2}",1,"-128*Defer[Int][(E^(6*x^2)*x^9)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 64*Defer[Int][(E^(x + 6*x^2)*x^9)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 8*Defer[Int][(E^(2*x + 6*x^2)*x^9)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 352*Defer[Int][(E^(6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 32*Log[x]*Defer[Int][(E^(6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 160*Defer[Int][(E^(x + 6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 16*Log[x]*Defer[Int][(E^(x + 6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 18*Defer[Int][(E^(2*x + 6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 2*Log[x]*Defer[Int][(E^(2*x + 6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 280*Defer[Int][(E^(6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 16*Log[x]*Defer[Int][(E^(6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 100*Defer[Int][(E^(x + 6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 4*Log[x]*Defer[Int][(E^(x + 6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 8*Defer[Int][(E^(2*x + 6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 82*Defer[Int][(E^(6*x^2)*x^12)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 2*Log[x]*Defer[Int][(E^(6*x^2)*x^12)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 16*Defer[Int][(E^(x + 6*x^2)*x^12)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] - 8*Defer[Int][(E^(6*x^2)*x^13)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x] + 96*Defer[Int][(E^(4*x^2)*x^5)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 48*Defer[Int][(E^(x + 4*x^2)*x^5)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 6*Defer[Int][(E^(2*x + 4*x^2)*x^5)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 344*Defer[Int][(E^(4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 32*Log[x]*Defer[Int][(E^(4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 150*Defer[Int][(E^(x + 4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 16*Log[x]*Defer[Int][(E^(x + 4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 16*Defer[Int][(E^(2*x + 4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 2*Log[x]*Defer[Int][(E^(2*x + 4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 280*Defer[Int][(E^(4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 16*Log[x]*Defer[Int][(E^(4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 98*Defer[Int][(E^(x + 4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 4*Log[x]*Defer[Int][(E^(x + 4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 8*Defer[Int][(E^(2*x + 4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 82*Defer[Int][(E^(4*x^2)*x^8)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 2*Log[x]*Defer[Int][(E^(4*x^2)*x^8)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 16*Defer[Int][(E^(x + 4*x^2)*x^8)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] + 8*Defer[Int][(E^(4*x^2)*x^9)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x] - 32*Defer[Int][Defer[Int][(E^(6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] - 2*Defer[Int][Defer[Int][(E^(2*x*(1 + 3*x))*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] + 16*Defer[Int][Defer[Int][(E^(x + 6*x^2)*x^10)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] + 16*Defer[Int][Defer[Int][(E^(6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] - 4*Defer[Int][Defer[Int][(E^(x + 6*x^2)*x^11)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] - 2*Defer[Int][Defer[Int][(E^(6*x^2)*x^12)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^3, x]/x, x] + 32*Defer[Int][Defer[Int][(E^(4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x] + 2*Defer[Int][Defer[Int][(E^(2*x*(1 + 2*x))*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x] - 16*Defer[Int][Defer[Int][(E^(x + 4*x^2)*x^6)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x] - 16*Defer[Int][Defer[Int][(E^(4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x] + 4*Defer[Int][Defer[Int][(E^(x + 4*x^2)*x^7)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x] + 2*Defer[Int][Defer[Int][(E^(4*x^2)*x^8)/(E^(2*x^2)*x^4 + E^(4 + 8*x)*x^x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
3330,0,0,0,30.2130848,"\int \frac{\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log ^2\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)+e^{\frac{x}{\log \left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)}} \left(-1+e^x \left(-5 x-4 x^2-4 x \log ^2(3)\right)+\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log \left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)\right)}{\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log ^2\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)} \, dx","Int[((E^x*(1 + 4*x + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2 + E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*(-1 + E^x*(-5*x - 4*x^2 - 4*x*Log[3]^2) + (E^x*(1 + 4*x + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]))/((E^x*(1 + 4*x + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2),x]","\int \frac{\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log ^2\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)+e^{\frac{x}{\log \left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)}} \left(-1+e^x \left(-5 x-4 x^2-4 x \log ^2(3)\right)+\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log \left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)\right)}{\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right) \log ^2\left(e^x \left(1+4 x+4 \log ^2(3)\right)+\log (x)\right)} \, dx","x+e^{\frac{x}{\log \left(e^x \left(4 \left(x+\log ^2(3)\right)+1\right)+\log (x)\right)}}",1,"x - Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2, x] - Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*x)/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2, x] + (1 + 4*Log[3]^2)*Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/((1 + 4*x + 4*Log[3]^2)*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x] + Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/((-4*E^x*x - E^x*(1 + 4*Log[3]^2) - Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x] + (1 + 4*Log[3]^2)*Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/((-1 - 4*x - 4*Log[3]^2)*(4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x] + (1 + 4*Log[3]^2)*Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/((1 + 4*x + 4*Log[3]^2)*(4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x] - ((1 + 4*Log[3]^2)*Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*Log[x])/((4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x])/4 + ((5 + 4*Log[3]^2)*Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*Log[x])/((4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x])/4 + Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*x*Log[x])/((4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x] + ((1 + 4*Log[3]^2)^2*Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*Log[x])/((1 + 4*x + 4*Log[3]^2)*(4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x])/4 - ((1 + 4*Log[3]^2)*(5 + 4*Log[3]^2)*Defer[Int][(E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])*Log[x])/((1 + 4*x + 4*Log[3]^2)*(4*E^x*x + E^x*(1 + 4*Log[3]^2) + Log[x])*Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]]^2), x])/4 + Defer[Int][E^(x/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]])/Log[E^x*(1 + 4*x + 4*Log[3]^2) + Log[x]], x]","F",0,0,0,0,-1,"{}"
3331,1,14,0,0.0889297,"\int \frac{1}{5} e^{\frac{2 e^4 x}{5}} \left(10 x+2 e^4 x^2\right) \, dx","Int[(E^((2*E^4*x)/5)*(10*x + 2*E^4*x^2))/5,x]","e^{\frac{2 e^4 x}{5}} x^2","e^{\frac{2 e^4 x}{5}} x^2",1,"E^((2*E^4*x)/5)*x^2","A",9,5,26,0.1923,1,"{12, 1593, 2196, 2176, 2194}"
3332,0,0,0,0.6455796,"\int \frac{-390625 x-19530625 x^2+15625 x^3+\left(781250 x+19531250 x^2\right) \log \left(x+25 x^2\right)}{x^2+25 x^3+\left(1250 x+31250 x^2\right) \log \left(x+25 x^2\right)+(390625+9765625 x) \log ^2\left(x+25 x^2\right)} \, dx","Int[(-390625*x - 19530625*x^2 + 15625*x^3 + (781250*x + 19531250*x^2)*Log[x + 25*x^2])/(x^2 + 25*x^3 + (1250*x + 31250*x^2)*Log[x + 25*x^2] + (390625 + 9765625*x)*Log[x + 25*x^2]^2),x]","\int \frac{-390625 x-19530625 x^2+15625 x^3+\left(781250 x+19531250 x^2\right) \log \left(x+25 x^2\right)}{x^2+25 x^3+\left(1250 x+31250 x^2\right) \log \left(x+25 x^2\right)+(390625+9765625 x) \log ^2\left(x+25 x^2\right)} \, dx","\frac{x^2}{\log \left(25 x^2+x\right)+\frac{x}{625}}+\frac{46}{3}",1,"15625*Defer[Int][(x + 625*Log[x*(1 + 25*x)])^(-2), x] - 781250*Defer[Int][x/(x + 625*Log[x*(1 + 25*x)])^2, x] - 625*Defer[Int][x^2/(x + 625*Log[x*(1 + 25*x)])^2, x] - 15625*Defer[Int][1/((1 + 25*x)*(x + 625*Log[x*(1 + 25*x)])^2), x] + 1250*Defer[Int][x/(x + 625*Log[x*(1 + 25*x)]), x]","F",0,0,0,0,-1,"{}"
3333,1,73,0,0.079913,"\int \frac{e^{-x} \left(15-10 x-5 x^2+e^5 (3+x) \left(42-19 x-16 x^2\right)\right)}{3+x} \, dx","Int[(15 - 10*x - 5*x^2 + E^5*(3 + x)*(42 - 19*x - 16*x^2))/(E^x*(3 + x)),x]","16 e^{5-x} x^2+32 e^{5-x} x+\left(5+19 e^5\right) e^{-x} x+32 e^{5-x}-\left(5+42 e^5\right) e^{-x}+\left(5+19 e^5\right) e^{-x}","e^{-x} x \left(e^5 \left(\frac{3}{x}+16\right) (x+3)+5\right)",1,"32*E^(5 - x) + (5 + 19*E^5)/E^x - (5 + 42*E^5)/E^x + 32*E^(5 - x)*x + ((5 + 19*E^5)*x)/E^x + 16*E^(5 - x)*x^2","B",9,4,38,0.1053,1,"{1586, 2196, 2194, 2176}"
3334,0,0,0,141.6423289,"\int \frac{\exp \left(\frac{\log ^2(x)+\left(-8 x-4 x^2+2 x \log (3)\right) \log (x) \log (5+x)+\left(16 x^2+16 x^3+4 x^4+\left(-8 x^2-4 x^3\right) \log (3)+x^2 \log ^2(3)\right) \log ^2(5+x)}{x^2 \log ^2(5+x)}\right) \left(-2 x \log ^2(x)+\left(\left(10+2 x+8 x^2+4 x^3-2 x^2 \log (3)\right) \log (x)+(-10-2 x) \log ^2(x)\right) \log (5+x)+\left(-40 x-28 x^2-4 x^3+\left(10 x+2 x^2\right) \log (3)+\left(40 x+8 x^2+\left(-10 x-2 x^2\right) \log (3)\right) \log (x)\right) \log ^2(5+x)+\left(80 x^3+56 x^4+8 x^5+\left(-20 x^3-4 x^4\right) \log (3)\right) \log ^3(5+x)\right)}{\left(5 x^3+x^4\right) \log ^3(5+x)} \, dx","Int[(E^((Log[x]^2 + (-8*x - 4*x^2 + 2*x*Log[3])*Log[x]*Log[5 + x] + (16*x^2 + 16*x^3 + 4*x^4 + (-8*x^2 - 4*x^3)*Log[3] + x^2*Log[3]^2)*Log[5 + x]^2)/(x^2*Log[5 + x]^2))*(-2*x*Log[x]^2 + ((10 + 2*x + 8*x^2 + 4*x^3 - 2*x^2*Log[3])*Log[x] + (-10 - 2*x)*Log[x]^2)*Log[5 + x] + (-40*x - 28*x^2 - 4*x^3 + (10*x + 2*x^2)*Log[3] + (40*x + 8*x^2 + (-10*x - 2*x^2)*Log[3])*Log[x])*Log[5 + x]^2 + (80*x^3 + 56*x^4 + 8*x^5 + (-20*x^3 - 4*x^4)*Log[3])*Log[5 + x]^3))/((5*x^3 + x^4)*Log[5 + x]^3),x]","\int \frac{\exp \left(\frac{\log ^2(x)+\left(-8 x-4 x^2+2 x \log (3)\right) \log (x) \log (5+x)+\left(16 x^2+16 x^3+4 x^4+\left(-8 x^2-4 x^3\right) \log (3)+x^2 \log ^2(3)\right) \log ^2(5+x)}{x^2 \log ^2(5+x)}\right) \left(-2 x \log ^2(x)+\left(\left(10+2 x+8 x^2+4 x^3-2 x^2 \log (3)\right) \log (x)+(-10-2 x) \log ^2(x)\right) \log (5+x)+\left(-40 x-28 x^2-4 x^3+\left(10 x+2 x^2\right) \log (3)+\left(40 x+8 x^2+\left(-10 x-2 x^2\right) \log (3)\right) \log (x)\right) \log ^2(5+x)+\left(80 x^3+56 x^4+8 x^5+\left(-20 x^3-4 x^4\right) \log (3)\right) \log ^3(5+x)\right)}{\left(5 x^3+x^4\right) \log ^3(5+x)} \, dx","e^{\left(2 x-\frac{\log (x)}{x \log (x+5)}+4-\log (3)\right)^2}",1,"8*Defer[Int][81^(-2 - x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^(1 + (-8 - 4*x + Log[9])/(x*Log[5 + x])), x] + 4*(4 - Log[3])*Defer[Int][81^(-2 - x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-8 - 4*x + Log[9])/(x*Log[5 + x])), x] - 2*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 2*x*Log[5 + x])/(x*Log[5 + x]))*Log[x]^2)/((5 + x)*Log[5 + x]^3), x] + 4*Defer[Int][(81^(-2 - x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-8 - 4*x + Log[9])/(x*Log[5 + x]))*Log[x])/((5 + x)*Log[5 + x]^2), x] + 10*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 3*x*Log[5 + x])/(x*Log[5 + x]))*Log[x])/((5 + x)*Log[5 + x]^2), x] + 2*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 2*x*Log[5 + x])/(x*Log[5 + x]))*Log[x])/((5 + x)*Log[5 + x]^2), x] + 2*(4 - Log[3])*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - x*Log[5 + x])/(x*Log[5 + x]))*Log[x])/((5 + x)*Log[5 + x]^2), x] - 10*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 3*x*Log[5 + x])/(x*Log[5 + x]))*Log[x]^2)/((5 + x)*Log[5 + x]^2), x] - 2*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 2*x*Log[5 + x])/(x*Log[5 + x]))*Log[x]^2)/((5 + x)*Log[5 + x]^2), x] - 2*(4 - Log[3])*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 2*x*Log[5 + x])/(x*Log[5 + x])))/Log[5 + x], x] - 4*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - x*Log[5 + x])/(x*Log[5 + x])))/Log[5 + x], x] + 2*(4 - Log[3])*Defer[Int][(3^(-8 - 4*x)*E^(16*x + 4*x^2 + 16*(1 + Log[3]^2/16) + Log[x]^2/(x^2*Log[5 + x]^2))*x^((-4*x - 8*(1 - Log[3]/4) - 2*x*Log[5 + x])/(x*Log[5 + x]))*Log[x])/Log[5 + x], x]","F",0,0,0,0,-1,"{}"
3335,1,16,0,0.0038162,"\int \left(4 x^3+\left(2 x+3 x^2\right) \log (2)\right) \, dx","Int[4*x^3 + (2*x + 3*x^2)*Log[2],x]","x^4+x^3 \log (2)+x^2 \log (2)","x^3 \left(x+\left(\frac{1}{x}+1\right) \log (2)\right)",1,"x^4 + x^2*Log[2] + x^3*Log[2]","A",2,0,18,0,1,"{}"
3336,0,0,0,1.1719359,"\int \frac{660+775 x-241 x^2-31 x^3+8 x^4+e^2 \left(24-10 x+x^2\right)+\left(160+120 x-72 x^2+8 x^3\right) \log (4-x)}{660 x-137 x^2-39 x^3+8 x^4+e^2 \left(20-9 x+x^2\right)+\left(160 x-72 x^2+8 x^3\right) \log (4-x)} \, dx","Int[(660 + 775*x - 241*x^2 - 31*x^3 + 8*x^4 + E^2*(24 - 10*x + x^2) + (160 + 120*x - 72*x^2 + 8*x^3)*Log[4 - x])/(660*x - 137*x^2 - 39*x^3 + 8*x^4 + E^2*(20 - 9*x + x^2) + (160*x - 72*x^2 + 8*x^3)*Log[4 - x]),x]","\int \frac{660+775 x-241 x^2-31 x^3+8 x^4+e^2 \left(24-10 x+x^2\right)+\left(160+120 x-72 x^2+8 x^3\right) \log (4-x)}{660 x-137 x^2-39 x^3+8 x^4+e^2 \left(20-9 x+x^2\right)+\left(160 x-72 x^2+8 x^3\right) \log (4-x)} \, dx","x+\log \left(\frac{x+8 x (x+\log (4-x)+4)+e^2}{x-5}\right)",1,"x - Log[5 - x] + Log[x] + 8*Defer[Int][(E^2 + 33*x + 8*x^2 + 8*x*Log[4 - x])^(-1), x] + 32*Defer[Int][1/((-4 + x)*(E^2 + 33*x + 8*x^2 + 8*x*Log[4 - x])), x] - E^2*Defer[Int][1/(x*(E^2 + 33*x + 8*x^2 + 8*x*Log[4 - x])), x] + 8*Defer[Int][x/(E^2 + 33*x + 8*x^2 + 8*x*Log[4 - x]), x]","F",0,0,0,0,-1,"{}"
3337,1,36,0,0.1167876,"\int \frac{-1-4 x+e^{-3+x+\left(4-x+x^2\right) \log (4)} \left(x+\left(-x+2 x^2\right) \log (4)\right)}{x} \, dx","Int[(-1 - 4*x + E^(-3 + x + (4 - x + x^2)*Log[4])*(x + (-x + 2*x^2)*Log[4]))/x,x]","\frac{2^{2 x^2+7} \log (16) e^{x (1-\log (4))-3}}{\log (4)}-4 x-\log (x)","\log \left(\frac{e^{e^{\left(x^2-x+4\right) \log (4)+x-3}-4 (x+4)+4}}{x}\right)",1,"-4*x + (2^(7 + 2*x^2)*E^(-3 + x*(1 - Log[4]))*Log[16])/Log[4] - Log[x]","A",7,5,40,0.1250,1,"{14, 43, 2287, 12, 2236}"
3338,1,23,0,0.4063604,"\int \frac{-9 x^2+x^2 \log ^2(36)+2 \log (x)-3 \log ^2(x)}{9 x^3-x^3 \log ^2(36)+x \log ^2(x)} \, dx","Int[(-9*x^2 + x^2*Log[36]^2 + 2*Log[x] - 3*Log[x]^2)/(9*x^3 - x^3*Log[36]^2 + x*Log[x]^2),x]","\log \left(x^2 \left(9-\log ^2(36)\right)+\log ^2(x)\right)-3 \log (x)","\log \left(\frac{\frac{\log ^2(x)}{x^2}+9-\log ^2(36)}{x}\right)",1,"-3*Log[x] + Log[x^2*(9 - Log[36]^2) + Log[x]^2]","A",6,4,48,0.08333,1,"{6, 2561, 6742, 2541}"
3339,0,0,0,50.1773788,"\int \frac{\exp \left(e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}}+e^{e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}}} x^2\right) \left(2 x-4 x^2+2 x^3+e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}} \left(3 x^4-6 x^5+3 x^6+e^6 \left(-8 x^3+4 x^4\right)\right)\right)}{1-2 x+x^2} \, dx","Int[(E^(E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2)*(2*x - 4*x^2 + 2*x^3 + E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*(3*x^4 - 6*x^5 + 3*x^6 + E^6*(-8*x^3 + 4*x^4))))/(1 - 2*x + x^2),x]","\int \frac{\exp \left(e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}}+e^{e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}}} x^2\right) \left(2 x-4 x^2+2 x^3+e^{\frac{4 e^6 x^2-x^3+x^4}{-1+x}} \left(3 x^4-6 x^5+3 x^6+e^6 \left(-8 x^3+4 x^4\right)\right)\right)}{1-2 x+x^2} \, dx","e^{e^{e^{x^2 \left(x-\frac{4 e^6}{1-x}\right)}} x^2}+2",1,"-4*Defer[Int][E^(6 + E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2 + (4*E^6*x^2)/(-1 + x) + x^3), x] - 4*Defer[Int][E^(6 + E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2 + (4*E^6*x^2)/(-1 + x) + x^3)/(-1 + x)^2, x] - 8*Defer[Int][E^(6 + E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2 + (4*E^6*x^2)/(-1 + x) + x^3)/(-1 + x), x] + 2*Defer[Int][E^(E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2)*x, x] + 4*Defer[Int][E^(6 + E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2 + (4*E^6*x^2)/(-1 + x) + x^3)*x^2, x] + 3*Defer[Int][E^(E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x)) + E^E^((4*E^6*x^2 - x^3 + x^4)/(-1 + x))*x^2 + (4*E^6*x^2)/(-1 + x) + x^3)*x^4, x]","F",0,0,0,0,-1,"{}"
3340,-1,0,0,180.0011939,"\int \frac{\left(-2 x^2-2 x^3+\left(18 x+38 x^2+4 x^3\right) \log (9+x) \log (\log (9+x))+\left(18+20 x-34 x^2-4 x^3\right) \log (9+x) \log ^2(\log (9+x))\right) \log \left(\frac{x+x^2+\left(2+x-x^2+\log (x)\right) \log (\log (9+x))}{\log (\log (9+x))}\right)}{\left(9 x^2+10 x^3+x^4\right) \log (9+x) \log (\log (9+x))+\left(18 x+11 x^2-8 x^3-x^4+\left(9 x+x^2\right) \log (x)\right) \log (9+x) \log ^2(\log (9+x))} \, dx","Int[((-2*x^2 - 2*x^3 + (18*x + 38*x^2 + 4*x^3)*Log[9 + x]*Log[Log[9 + x]] + (18 + 20*x - 34*x^2 - 4*x^3)*Log[9 + x]*Log[Log[9 + x]]^2)*Log[(x + x^2 + (2 + x - x^2 + Log[x])*Log[Log[9 + x]])/Log[Log[9 + x]]])/((9*x^2 + 10*x^3 + x^4)*Log[9 + x]*Log[Log[9 + x]] + (18*x + 11*x^2 - 8*x^3 - x^4 + (9*x + x^2)*Log[x])*Log[9 + x]*Log[Log[9 + x]]^2),x]","\text{\$Aborted}","\log ^2\left(\log (x)-(x+1) \left(x-\frac{x}{\log (\log (x+9))}-2\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
3341,0,0,0,1.4005684,"\int \frac{1800-600 x-550 x^2+100 x^3+50 x^4+\left(600-100 x-100 x^2\right) \log (x)+50 \log ^2(x)+\left(1500-250 x+50 x^2-50 x^3-50 x^4+(550-50 x) \log (x)+50 \log ^2(x)\right) \log \left(x^2\right)+x^3 \log ^2\left(x^2\right)}{x^3 \log ^2\left(x^2\right)} \, dx","Int[(1800 - 600*x - 550*x^2 + 100*x^3 + 50*x^4 + (600 - 100*x - 100*x^2)*Log[x] + 50*Log[x]^2 + (1500 - 250*x + 50*x^2 - 50*x^3 - 50*x^4 + (550 - 50*x)*Log[x] + 50*Log[x]^2)*Log[x^2] + x^3*Log[x^2]^2)/(x^3*Log[x^2]^2),x]","\int \frac{1800-600 x-550 x^2+100 x^3+50 x^4+\left(600-100 x-100 x^2\right) \log (x)+50 \log ^2(x)+\left(1500-250 x+50 x^2-50 x^3-50 x^4+(550-50 x) \log (x)+50 \log ^2(x)\right) \log \left(x^2\right)+x^3 \log ^2\left(x^2\right)}{x^3 \log ^2\left(x^2\right)} \, dx","x-\frac{25 \left(x-\frac{-x+\log (x)+6}{x}\right)^2}{\log \left(x^2\right)}",1,"25/(2*x^2) + x - 25*ExpIntegralEi[-Log[x^2]]*Log[x] + 275/Log[x^2] - 900/(x^2*Log[x^2]) + 300/(x*Log[x^2]) - (50*x)/Log[x^2] - (25*x^2)/Log[x^2] + (50*Log[x])/Log[x^2] - (300*Log[x])/(x^2*Log[x^2]) + (50*Log[x])/(x*Log[x^2]) + (25*ExpIntegralEi[-Log[x^2]]*Log[x^2])/2 + 50*Defer[Int][Log[x]^2/(x^3*Log[x^2]^2), x] + 50*Defer[Int][Log[x]^2/(x^3*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
3342,1,25,0,0.0623887,"\int \frac{e^x (2-x)-3 x+3 x^5-x \log (4)-x \log (x)}{x^3} \, dx","Int[(E^x*(2 - x) - 3*x + 3*x^5 - x*Log[4] - x*Log[x])/x^3,x]","x^3-\frac{e^x}{x^2}+\frac{4}{x}+\frac{\log (4 x)}{x}","x^3+\frac{\frac{x (x+4)-e^x+x \log (x)}{x}+\log (4)}{x}",1,"-(E^x/x^2) + 4/x + x^3 + Log[4*x]/x","A",9,4,32,0.1250,1,"{6, 14, 2197, 2304}"
3343,1,10,0,0.0106207,"\int \frac{230+50 \log (3 x)}{x} \, dx","Int[(230 + 50*Log[3*x])/x,x]","(5 \log (3 x)+23)^2","(-5 (\log (3 x)+4)-3)^2",1,"(23 + 5*Log[3*x])^2","A",1,1,12,0.08333,1,"{2301}"
3344,1,21,0,0.0182609,"\int \frac{8+2 x^2+e^x x^2-2 x^3}{2 x^2} \, dx","Int[(8 + 2*x^2 + E^x*x^2 - 2*x^3)/(2*x^2),x]","-\frac{x^2}{2}+x+\frac{e^x}{2}-\frac{4}{x}","2 \left(\frac{1}{4} \left(-x^2-2 x+e^x-2\right)+x-\frac{2}{x}+e^4\right)",1,"E^x/2 - 4/x + x - x^2/2","A",6,3,26,0.1154,1,"{12, 14, 2194}"
3345,1,17,0,0.0161956,"\int \frac{-256-16 \log (3)}{4096+640 x+25 x^2+(512+40 x) \log (3)+16 \log ^2(3)} \, dx","Int[(-256 - 16*Log[3])/(4096 + 640*x + 25*x^2 + (512 + 40*x)*Log[3] + 16*Log[3]^2),x]","\frac{16 (16+\log (3))}{5 (5 x+64+\log (81))}","\frac{x}{-\frac{5 x}{4}-16-\log (3)}",1,"(16*(16 + Log[3]))/(5*(64 + 5*x + Log[81]))","A",4,4,33,0.1212,1,"{12, 1981, 27, 32}"
3346,1,18,0,0.1226097,"\int e^{3-x-x^2} \left(-6 e^{-3+2 x+x^2}+e^x \left(-6+12 x^2\right)\right) \, dx","Int[E^(3 - x - x^2)*(-6*E^(-3 + 2*x + x^2) + E^x*(-6 + 12*x^2)),x]","-6 e^{3-x^2} x-6 e^x","6 e^x \left(-e^{-x^2-x+3} x-1\right)",1,"-6*E^x - 6*E^(3 - x^2)*x","A",8,5,37,0.1351,1,"{6688, 2194, 2226, 2205, 2212}"
3347,0,0,0,0.1056455,"\int \frac{2 x^2+e^{e^x+x} x \left(-1-x-e^x x\right)}{x} \, dx","Int[(2*x^2 + E^(E^x + x)*x*(-1 - x - E^x*x))/x,x]","\int \frac{2 x^2+e^{e^x+x} x \left(-1-x-e^x x\right)}{x} \, dx","x^2-e^{x+e^x} x+\log (3+\log (4))",1,"-E^E^x + x^2 - Defer[Int][E^(E^x + x)*x, x] - Defer[Int][E^(E^x + 2*x)*x, x]","F",0,0,0,0,-1,"{}"
3348,0,0,0,2.5471065,"\int \frac{\left(-x^3-25 x^5\right) \log (4)+\left(3 x^3+15 x^5\right) \log (4) \log \left(x+10 x^3+25 x^5\right)+\left(-1-5 x^2\right) \log ^2\left(x+10 x^3+25 x^5\right)+\left(1+5 x^2\right) \log \left(4^{-\frac{x^3}{\log \left(x+10 x^3+25 x^5\right)}} x\right) \log ^2\left(x+10 x^3+25 x^5\right)}{\left(1+5 x^2\right) \log ^2\left(4^{-\frac{x^3}{\log \left(x+10 x^3+25 x^5\right)}} x\right) \log ^2\left(x+10 x^3+25 x^5\right)} \, dx","Int[((-x^3 - 25*x^5)*Log[4] + (3*x^3 + 15*x^5)*Log[4]*Log[x + 10*x^3 + 25*x^5] + (-1 - 5*x^2)*Log[x + 10*x^3 + 25*x^5]^2 + (1 + 5*x^2)*Log[x/4^(x^3/Log[x + 10*x^3 + 25*x^5])]*Log[x + 10*x^3 + 25*x^5]^2)/((1 + 5*x^2)*Log[x/4^(x^3/Log[x + 10*x^3 + 25*x^5])]^2*Log[x + 10*x^3 + 25*x^5]^2),x]","\int \frac{\left(-x^3-25 x^5\right) \log (4)+\left(3 x^3+15 x^5\right) \log (4) \log \left(x+10 x^3+25 x^5\right)+\left(-1-5 x^2\right) \log ^2\left(x+10 x^3+25 x^5\right)+\left(1+5 x^2\right) \log \left(4^{-\frac{x^3}{\log \left(x+10 x^3+25 x^5\right)}} x\right) \log ^2\left(x+10 x^3+25 x^5\right)}{\left(1+5 x^2\right) \log ^2\left(4^{-\frac{x^3}{\log \left(x+10 x^3+25 x^5\right)}} x\right) \log ^2\left(x+10 x^3+25 x^5\right)} \, dx","\frac{x}{\log \left(x 4^{-\frac{x^3}{\log \left(x \left(5 x^2+1\right)^2\right)}}\right)}",1,"-Defer[Int][Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^(-2), x] + Defer[Int][Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^(-1), x] + (4*Log[4]*Defer[Int][x/(Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^2*Log[x*(1 + 5*x^2)^2]^2), x])/5 - 5*Log[4]*Defer[Int][x^3/(Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^2*Log[x*(1 + 5*x^2)^2]^2), x] + (2*Log[4]*Defer[Int][1/((I - Sqrt[5]*x)*Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^2*Log[x*(1 + 5*x^2)^2]^2), x])/(5*Sqrt[5]) - (2*Log[4]*Defer[Int][1/((I + Sqrt[5]*x)*Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^2*Log[x*(1 + 5*x^2)^2]^2), x])/(5*Sqrt[5]) + Log[64]*Defer[Int][x^3/(Log[x/4^(x^3/Log[x*(1 + 5*x^2)^2])]^2*Log[x*(1 + 5*x^2)^2]), x]","F",0,0,0,0,-1,"{}"
3349,-1,0,0,180.0012521,"\int \frac{e^3 \left(4 x^3+x^4\right)+e^3 \left(4 x^2+x^3\right) \log (4+x)+\left(4 x^3+x^4+\left(4 x^2+x^3\right) \log (4+x)\right) \log (x+\log (4+x))+\exp \left(e^{\frac{\log ^2\left(e^3+\log (x+\log (4+x))\right)}{x}}+\frac{\log ^2\left(e^3+\log (x+\log (4+x))\right)}{x}\right) \left(\left(-10 x-2 x^2\right) \log \left(e^3+\log (x+\log (4+x))\right)+\left(e^3 \left(4 x+x^2\right)+e^3 (4+x) \log (4+x)+\left(4 x+x^2+(4+x) \log (4+x)\right) \log (x+\log (4+x))\right) \log ^2\left(e^3+\log (x+\log (4+x))\right)\right)}{e^3 \left(4 x^3+x^4\right) \log (4)+e^3 \left(4 x^2+x^3\right) \log (4) \log (4+x)+\left(\left(4 x^3+x^4\right) \log (4)+\left(4 x^2+x^3\right) \log (4) \log (4+x)\right) \log (x+\log (4+x))} \, dx","Int[(E^3*(4*x^3 + x^4) + E^3*(4*x^2 + x^3)*Log[4 + x] + (4*x^3 + x^4 + (4*x^2 + x^3)*Log[4 + x])*Log[x + Log[4 + x]] + E^(E^(Log[E^3 + Log[x + Log[4 + x]]]^2/x) + Log[E^3 + Log[x + Log[4 + x]]]^2/x)*((-10*x - 2*x^2)*Log[E^3 + Log[x + Log[4 + x]]] + (E^3*(4*x + x^2) + E^3*(4 + x)*Log[4 + x] + (4*x + x^2 + (4 + x)*Log[4 + x])*Log[x + Log[4 + x]])*Log[E^3 + Log[x + Log[4 + x]]]^2))/(E^3*(4*x^3 + x^4)*Log[4] + E^3*(4*x^2 + x^3)*Log[4]*Log[4 + x] + ((4*x^3 + x^4)*Log[4] + (4*x^2 + x^3)*Log[4]*Log[4 + x])*Log[x + Log[4 + x]]),x]","\text{\$Aborted}","\frac{x-e^{e^{\frac{\log ^2\left(\log (x+\log (x+4))+e^3\right)}{x}}}}{\log (4)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3350,1,41,0,0.0086789,"\int \frac{1}{2} \left(3+7 x+3 x^2+2 x^3+e^2 (1+2 x)\right) \, dx","Int[(3 + 7*x + 3*x^2 + 2*x^3 + E^2*(1 + 2*x))/2,x]","\frac{x^4}{4}+\frac{x^3}{2}+\frac{7 x^2}{4}+\frac{3 x}{2}+\frac{1}{8} e^2 (2 x+1)^2","\frac{1}{4} \left(x^2+x+e^2+3\right)^2",1,"(3*x)/2 + (7*x^2)/4 + x^3/2 + x^4/4 + (E^2*(1 + 2*x)^2)/8","B",2,1,28,0.03571,1,"{12}"
3351,0,0,0,25.4354433,"\int \frac{6 x+2 x^2-25 x^3-81 x^4-63 x^5-19 x^6-2 x^7+\left(6 x+81 x^2+243 x^3+189 x^4+57 x^5+6 x^6\right) \log \left(\frac{e^2}{3 x}\right)+\left(-81 x-243 x^2-189 x^3-57 x^4-6 x^5\right) \log ^2\left(\frac{e^2}{3 x}\right)+\left(27+81 x+63 x^2+19 x^3+2 x^4\right) \log ^3\left(\frac{e^2}{3 x}\right)}{-27 x^3-27 x^4-9 x^5-x^6+\left(81 x^2+81 x^3+27 x^4+3 x^5\right) \log \left(\frac{e^2}{3 x}\right)+\left(-81 x-81 x^2-27 x^3-3 x^4\right) \log ^2\left(\frac{e^2}{3 x}\right)+\left(27+27 x+9 x^2+x^3\right) \log ^3\left(\frac{e^2}{3 x}\right)} \, dx","Int[(6*x + 2*x^2 - 25*x^3 - 81*x^4 - 63*x^5 - 19*x^6 - 2*x^7 + (6*x + 81*x^2 + 243*x^3 + 189*x^4 + 57*x^5 + 6*x^6)*Log[E^2/(3*x)] + (-81*x - 243*x^2 - 189*x^3 - 57*x^4 - 6*x^5)*Log[E^2/(3*x)]^2 + (27 + 81*x + 63*x^2 + 19*x^3 + 2*x^4)*Log[E^2/(3*x)]^3)/(-27*x^3 - 27*x^4 - 9*x^5 - x^6 + (81*x^2 + 81*x^3 + 27*x^4 + 3*x^5)*Log[E^2/(3*x)] + (-81*x - 81*x^2 - 27*x^3 - 3*x^4)*Log[E^2/(3*x)]^2 + (27 + 27*x + 9*x^2 + x^3)*Log[E^2/(3*x)]^3),x]","\int \frac{6 x+2 x^2-25 x^3-81 x^4-63 x^5-19 x^6-2 x^7+\left(6 x+81 x^2+243 x^3+189 x^4+57 x^5+6 x^6\right) \log \left(\frac{e^2}{3 x}\right)+\left(-81 x-243 x^2-189 x^3-57 x^4-6 x^5\right) \log ^2\left(\frac{e^2}{3 x}\right)+\left(27+81 x+63 x^2+19 x^3+2 x^4\right) \log ^3\left(\frac{e^2}{3 x}\right)}{-27 x^3-27 x^4-9 x^5-x^6+\left(81 x^2+81 x^3+27 x^4+3 x^5\right) \log \left(\frac{e^2}{3 x}\right)+\left(-81 x-81 x^2-27 x^3-3 x^4\right) \log ^2\left(\frac{e^2}{3 x}\right)+\left(27+27 x+9 x^2+x^3\right) \log ^3\left(\frac{e^2}{3 x}\right)} \, dx","x^2+\frac{x^2}{(x+3)^2 \left(\log \left(\frac{e^2}{3 x}\right)-x\right)^2}+x+10",1,"3338*Defer[Int][(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^(-3), x] + 15336*Defer[Int][1/((-3 - x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 16083*Defer[Int][1/((-3 - x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 621*Defer[Int][x/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 108*Defer[Int][x^2/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 7*Defer[Int][x^3/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 2*Defer[Int][x^4/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 15426*Defer[Int][1/((3 + x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 23247*Defer[Int][1/((3 + x)^2*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 16099*Defer[Int][1/((3 + x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 1905*Defer[Int][Log[1/(3*x)]/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 12393*Defer[Int][Log[1/(3*x)]/((-3 - x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 9855*Defer[Int][Log[1/(3*x)]/((-3 - x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 312*Defer[Int][(x*Log[1/(3*x)])/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 54*Defer[Int][(x^2*Log[1/(3*x)])/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 12411*Defer[Int][Log[1/(3*x)]/((3 + x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 16443*Defer[Int][Log[1/(3*x)]/((3 + x)^2*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 9855*Defer[Int][Log[1/(3*x)]/((3 + x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 399*Defer[Int][Log[1/(3*x)]^2/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 4860*Defer[Int][Log[1/(3*x)]^2/((-3 - x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 2430*Defer[Int][Log[1/(3*x)]^2/((-3 - x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 45*Defer[Int][(x*Log[1/(3*x)]^2)/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 6*Defer[Int][(x^2*Log[1/(3*x)]^2)/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 4860*Defer[Int][Log[1/(3*x)]^2/((3 + x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 5265*Defer[Int][Log[1/(3*x)]^2/((3 + x)^2*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 2430*Defer[Int][Log[1/(3*x)]^2/((3 + x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 18*Defer[Int][Log[1/(3*x)]^3/(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3, x] + 756*Defer[Int][Log[1/(3*x)]^3/((-3 - x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 171*Defer[Int][Log[1/(3*x)]^3/((-3 - x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 756*Defer[Int][Log[1/(3*x)]^3/((3 + x)^3*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 594*Defer[Int][Log[1/(3*x)]^3/((3 + x)^2*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 171*Defer[Int][Log[1/(3*x)]^3/((3 + x)*(x - 2*(1 - Log[3]/2) - Log[x^(-1)])^3), x] + 3348*Defer[Int][(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^(-3), x] + 625*Defer[Int][x/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 90*Defer[Int][x^2/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 18*Defer[Int][x^3/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 23307*Defer[Int][1/((3 + x)^2*(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3), x] + 1917*Defer[Int][Log[1/(3*x)]/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 324*Defer[Int][(x*Log[1/(3*x)])/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 33*Defer[Int][(x^2*Log[1/(3*x)])/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 6*Defer[Int][(x^3*Log[1/(3*x)])/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 16449*Defer[Int][Log[1/(3*x)]/((3 + x)^2*(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3), x] + 405*Defer[Int][Log[1/(3*x)]^2/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 54*Defer[Int][(x*Log[1/(3*x)]^2)/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 5265*Defer[Int][Log[1/(3*x)]^2/((3 + x)^2*(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3), x] + 19*Defer[Int][Log[1/(3*x)]^3/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 2*Defer[Int][(x*Log[1/(3*x)]^3)/(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3, x] + 594*Defer[Int][Log[1/(3*x)]^3/((3 + x)^2*(-x + 2*(1 - Log[3]/2) + Log[x^(-1)])^3), x]","F",0,0,0,0,-1,"{}"
3352,1,22,0,0.0094585,"\int \frac{1}{3} \left(-7-e+3 e^2+6 x-9 x^2\right) \, dx","Int[(-7 - E + 3*E^2 + 6*x - 9*x^2)/3,x]","-x^3+x^2-\frac{1}{3} \left(7+e-3 e^2\right) x","2 e^4-x \left(x^2-x+\frac{4+e}{3}-e^2+1\right)",1,"-1/3*((7 + E - 3*E^2)*x) + x^2 - x^3","A",2,1,22,0.04545,1,"{12}"
3353,1,12,0,0.1878644,"\int \frac{-5+x-x \log (x)}{\left(-5 x+x^2\right) \log (x)} \, dx","Int[(-5 + x - x*Log[x])/((-5*x + x^2)*Log[x]),x]","\log (\log (x))-\log (5-x)","\log \left(\frac{5 \log (2) \log (x)}{6 e (x-5)}\right)",1,"-Log[5 - x] + Log[Log[x]]","A",5,4,22,0.1818,1,"{1593, 6742, 2302, 29}"
3354,1,112,0,0.1576766,"\int \frac{e^{16/625}+e^{\frac{2 \left(-3-x+e^{16/625} (9+x)\right)}{e^{16/625}}} \left(-2 x+e^{16/625} (1+2 x)\right)}{e^{16/625}} \, dx","Int[(E^(16/625) + E^((2*(-3 - x + E^(16/625)*(9 + x)))/E^(16/625))*(-2*x + E^(16/625)*(1 + 2*x)))/E^(16/625),x]","\frac{\exp \left(2 \left(\left(1-\frac{1}{e^{16/625}}\right) x+3 \left(3-\frac{1}{e^{16/625}}\right)\right)+\frac{16}{625}\right)}{2 \left(1-e^{16/625}\right)}+\frac{\left(e^{16/625}-2 \left(1-e^{16/625}\right) x\right) \exp \left(2 \left(\left(1-\frac{1}{e^{16/625}}\right) x+3 \left(3-\frac{1}{e^{16/625}}\right)\right)-\frac{16}{625}\right)}{2 \left(1-\frac{1}{e^{16/625}}\right)}+x","e^{2 x-\frac{2 (x+3)}{e^{16/625}}+18} x+x",1,"E^(16/625 + 2*(3*(3 - E^(-16/625)) + (1 - E^(-16/625))*x))/(2*(1 - E^(16/625))) + x + (E^(-16/625 + 2*(3*(3 - E^(-16/625)) + (1 - E^(-16/625))*x))*(E^(16/625) - 2*(1 - E^(16/625))*x))/(2*(1 - E^(-16/625)))","B",5,4,51,0.07843,1,"{12, 2187, 2176, 2194}"
3355,1,24,0,0.0097129,"\int \frac{-486-243 x-18 x^3-18 x^4-3 x^5}{x^3} \, dx","Int[(-486 - 243*x - 18*x^3 - 18*x^4 - 3*x^5)/x^3,x]","-x^3-9 x^2+\frac{243}{x^2}-18 x+\frac{243}{x}","(3-x) \left(-x-\frac{9}{x}-6\right)^2+5 e",1,"243/x^2 + 243/x - 18*x - 9*x^2 - x^3","A",2,1,24,0.04167,1,"{14}"
3356,0,0,0,1.6595048,"\int \frac{-1576 x^4+36 x^6+e^8 \left(-300 x^2-80 x^3-4 x^4\right)+e^4 \left(1600 x^3+280 x^4\right)}{620944 x^4+370360 x^5+83593 x^6+8460 x^7+324 x^8+e^{16} \left(2500+2000 x+600 x^2+80 x^3+4 x^4\right)+e^{12} \left(-40000 x-30000 x^2-8400 x^3-1040 x^4-48 x^5\right)+e^8 \left(238800 x^2+167020 x^3+43552 x^4+5020 x^5+216 x^6\right)+e^4 \left(-630400 x^3-408640 x^4-99112 x^5-10680 x^6-432 x^7\right)} \, dx","Int[(-1576*x^4 + 36*x^6 + E^8*(-300*x^2 - 80*x^3 - 4*x^4) + E^4*(1600*x^3 + 280*x^4))/(620944*x^4 + 370360*x^5 + 83593*x^6 + 8460*x^7 + 324*x^8 + E^16*(2500 + 2000*x + 600*x^2 + 80*x^3 + 4*x^4) + E^12*(-40000*x - 30000*x^2 - 8400*x^3 - 1040*x^4 - 48*x^5) + E^8*(238800*x^2 + 167020*x^3 + 43552*x^4 + 5020*x^5 + 216*x^6) + E^4*(-630400*x^3 - 408640*x^4 - 99112*x^5 - 10680*x^6 - 432*x^7)),x]","\int \frac{-1576 x^4+36 x^6+e^8 \left(-300 x^2-80 x^3-4 x^4\right)+e^4 \left(1600 x^3+280 x^4\right)}{620944 x^4+370360 x^5+83593 x^6+8460 x^7+324 x^8+e^{16} \left(2500+2000 x+600 x^2+80 x^3+4 x^4\right)+e^{12} \left(-40000 x-30000 x^2-8400 x^3-1040 x^4-48 x^5\right)+e^8 \left(238800 x^2+167020 x^3+43552 x^4+5020 x^5+216 x^6\right)+e^4 \left(-630400 x^3-408640 x^4-99112 x^5-10680 x^6-432 x^7\right)} \, dx","\frac{x}{-\left(\frac{(x+5) \left(4 x-e^4\right)}{x}-x\right)^2+\frac{5 x}{2}+6}",1,"(2978155 - 89676*E^4 + 4860*E^8 - 432*E^12)/(11664*(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4)) - ((26857 - 600*E^4 + 72*E^8)*Defer[Int][(-50*E^8 + 20*E^4*(20 - E^4)*x - 2*(394 - 70*E^4 + E^8)*x^2 - (235 - 12*E^4)*x^3 - 18*x^4)^(-1), x])/162 - (5*E^4*(59563100 + 62585*E^4 + 78876*E^8 - 540*E^12 + 432*E^16)*Defer[Int][(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4)^(-2), x])/2916 + ((1173393070 - 50432794*E^4 + 988795*E^8 - 60084*E^12 + 9180*E^16 - 432*E^20)*Defer[Int][x/(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4)^2, x])/2916 + ((191946841 + 4167000*E^4 + 100212*E^8 + 7200*E^12 + 1728*E^16)*Defer[Int][x^2/(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4)^2, x])/3888 - ((235 - 12*E^4)*Defer[Int][x/(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4), x])/9 + 2*Defer[Int][x^2/(50*E^8 - 20*E^4*(20 - E^4)*x + 2*(394 - 70*E^4 + E^8)*x^2 + (235 - 12*E^4)*x^3 + 18*x^4), x]","F",0,0,0,0,-1,"{}"
3357,0,0,0,1.7576001,"\int \frac{e^{-\frac{e^{2 x}}{-25+5 x}} \left(e^{2 x} (143+e (11-2 x)-26 x)+e^{\frac{e^{2 x}}{-25+5 x}} \left(250 x-100 x^2+10 x^3\right)\right)}{125-50 x+5 x^2} \, dx","Int[(E^(2*x)*(143 + E*(11 - 2*x) - 26*x) + E^(E^(2*x)/(-25 + 5*x))*(250*x - 100*x^2 + 10*x^3))/(E^(E^(2*x)/(-25 + 5*x))*(125 - 50*x + 5*x^2)),x]","\int \frac{e^{-\frac{e^{2 x}}{-25+5 x}} \left(e^{2 x} (143+e (11-2 x)-26 x)+e^{\frac{e^{2 x}}{-25+5 x}} \left(250 x-100 x^2+10 x^3\right)\right)}{125-50 x+5 x^2} \, dx","x^2+(13+e) e^{-\frac{e^{2 x}}{5 (x-5)}}",1,"x^2 + ((13 + E)*Defer[Int][E^(2*x - E^(2*x)/(-25 + 5*x))/(-5 + x)^2, x])/5 - (2*(13 + E)*Defer[Int][E^(2*x - E^(2*x)/(-25 + 5*x))/(-5 + x), x])/5","F",0,0,0,0,-1,"{}"
3358,1,29,0,0.0069456,"\int \frac{1}{256} \left(e^5 (3125-1250 x)-6250 x+1875 x^2\right) \, dx","Int[(E^5*(3125 - 1250*x) - 6250*x + 1875*x^2)/256,x]","\frac{625 x^3}{256}-\frac{3125 x^2}{256}-\frac{625 e^5 (5-2 x)^2}{1024}","\frac{625}{256} \left(x-e^5\right) \left(x-\frac{x^2-x+5}{x}\right) x^2+3",1,"(-625*E^5*(5 - 2*x)^2)/1024 - (3125*x^2)/256 + (625*x^3)/256","A",2,1,22,0.04545,1,"{12}"
3359,1,38,0,3.7236044,"\int \left(-1+\exp \left(36+e^{-16+24 x}+36 x+21 x^2+6 x^3+x^4+e^{-8+12 x} \left(-12-6 x-2 x^2\right)\right) \left(36+24 e^{-16+24 x}+42 x+18 x^2+4 x^3+e^{-8+12 x} \left(-150-76 x-24 x^2\right)\right)\right) \, dx","Int[-1 + E^(36 + E^(-16 + 24*x) + 36*x + 21*x^2 + 6*x^3 + x^4 + E^(-8 + 12*x)*(-12 - 6*x - 2*x^2))*(36 + 24*E^(-16 + 24*x) + 42*x + 18*x^2 + 4*x^3 + E^(-8 + 12*x)*(-150 - 76*x - 24*x^2)),x]","e^{\frac{\left(e^8 x^2+3 e^8 x-e^{12 x}+6 e^8\right)^2}{e^{16}}}-x","e^{\left(x^2+x-e^{2 (6 x-4)}+2 (x+3)\right)^2}-x+1",1,"E^((6*E^8 - E^(12*x) + 3*E^8*x + E^8*x^2)^2/E^16) - x","A",3,2,90,0.02222,1,"{6741, 6706}"
3360,1,40,0,0.2832223,"\int \frac{120-29 x+e^2 x+(70-10 x) \log (x)+10 \log ^2(x)}{80 x-39 x^2+e^2 x^2+5 x^3+\left(40 x-10 x^2\right) \log (x)+5 x \log ^2(x)} \, dx","Int[(120 - 29*x + E^2*x + (70 - 10*x)*Log[x] + 10*Log[x]^2)/(80*x - 39*x^2 + E^2*x^2 + 5*x^3 + (40*x - 10*x^2)*Log[x] + 5*x*Log[x]^2),x]","2 \log (x)-\log \left(5 x^2-\left(39-e^2\right) x+5 \log ^2(x)-10 x \log (x)+40 \log (x)+80\right)","\log \left(\frac{x}{\frac{x+5 (x-\log (x)-4)^2}{x}+e^2}\right)",1,"2*Log[x] - Log[80 - (39 - E^2)*x + 5*x^2 + 40*Log[x] - 10*x*Log[x] + 5*Log[x]^2]","A",5,3,67,0.04478,1,"{6, 6742, 6684}"
3361,1,20,0,0.244362,"\int \frac{-4096 x-64 x^3+\left(-256 x+60 x^3+x^5\right) \log \left(-4+x^2\right)+\left(4096 x+\left(256 x-64 x^3\right) \log \left(-4+x^2\right)\right) \log \left(\log \left(-4+x^2\right)\right)}{\left(-4096+1024 x^2\right) \log \left(-4+x^2\right)} \, dx","Int[(-4096*x - 64*x^3 + (-256*x + 60*x^3 + x^5)*Log[-4 + x^2] + (4096*x + (256*x - 64*x^3)*Log[-4 + x^2])*Log[Log[-4 + x^2]])/((-4096 + 1024*x^2)*Log[-4 + x^2]),x]","\frac{\left(x^2-64 \log \left(\log \left(x^2-4\right)\right)+64\right)^2}{4096}","\left(\frac{x^2}{64}-\log \left(\log \left(x^2-4\right)\right)+1\right)^2",1,"(64 + x^2 - 64*Log[Log[-4 + x^2]])^2/4096","A",3,3,74,0.04054,1,"{6688, 12, 6686}"
3362,-1,0,0,180.0004316,"\int \frac{1728 x^2+864 e x^2-864 x^3+e^{2 x} \left(12 x^2+12 x^3-6 x^4+e \left(6 x^2+6 x^3\right)\right)+e^x \left(288 x^2+72 x^3-72 x^4+e \left(144 x^2+72 x^3\right)\right)+\left(e^x \left(216 x+72 e x-72 x^2\right)+e^{2 x} \left(18 x+6 e x-6 x^2\right)\right) \log ^2(3+e-x)+\left(-432 x-144 e x+144 x^2+e^x \left(-36 x-12 e x+12 x^2\right)\right) \log (x)+\left(-144 x-72 e x+72 x^2+e^x \left(-12 x-12 x^2+6 x^3+e \left(-6 x-6 x^2\right)\right)\right) \log ^2(x)+(36+12 e-12 x) \log ^3(x)+\log (3+e-x) \left(1728 x+864 e x-864 x^2+e^{2 x} \left(12 x+30 x^2-12 x^3+e \left(6 x+12 x^2\right)\right)+e^x \left(288 x+288 x^2-144 x^3+e \left(144 x+144 x^2\right)\right)+\left(-432-144 e+144 x+e^x (-36-12 e+12 x)\right) \log (x)+e^x \left(-18 x-6 e x+6 x^2\right) \log ^2(x)\right)}{3 x+e x-x^2} \, dx","Int[(1728*x^2 + 864*E*x^2 - 864*x^3 + E^(2*x)*(12*x^2 + 12*x^3 - 6*x^4 + E*(6*x^2 + 6*x^3)) + E^x*(288*x^2 + 72*x^3 - 72*x^4 + E*(144*x^2 + 72*x^3)) + (E^x*(216*x + 72*E*x - 72*x^2) + E^(2*x)*(18*x + 6*E*x - 6*x^2))*Log[3 + E - x]^2 + (-432*x - 144*E*x + 144*x^2 + E^x*(-36*x - 12*E*x + 12*x^2))*Log[x] + (-144*x - 72*E*x + 72*x^2 + E^x*(-12*x - 12*x^2 + 6*x^3 + E*(-6*x - 6*x^2)))*Log[x]^2 + (36 + 12*E - 12*x)*Log[x]^3 + Log[3 + E - x]*(1728*x + 864*E*x - 864*x^2 + E^(2*x)*(12*x + 30*x^2 - 12*x^3 + E*(6*x + 12*x^2)) + E^x*(288*x + 288*x^2 - 144*x^3 + E*(144*x + 144*x^2)) + (-432 - 144*E + 144*x + E^x*(-36 - 12*E + 12*x))*Log[x] + E^x*(-18*x - 6*E*x + 6*x^2)*Log[x]^2))/(3*x + E*x - x^2),x]","\text{\$Aborted}","3 \left(\log ^2(x)-\left(e^x+12\right) (x+\log (-x+e+3))\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
3363,1,18,0,0.0224596,"\int \frac{3+2 x^2+(1-4 x) \log (4)+2 \log ^2(4)}{x^2-2 x \log (4)+\log ^2(4)} \, dx","Int[(3 + 2*x^2 + (1 - 4*x)*Log[4] + 2*Log[4]^2)/(x^2 - 2*x*Log[4] + Log[4]^2),x]","2 x-\frac{3+\log (4)}{x-\log (4)}","2 x+\frac{-x-3}{x-\log (4)}",1,"2*x - (3 + Log[4])/(x - Log[4])","A",3,2,37,0.05405,1,"{27, 1850}"
3364,0,0,0,0.7353677,"\int \frac{\exp \left(\frac{2 \left(-10+\left(13 x+4 x^2\right) \log (4)\right)}{x \log (4)}\right) \left(20+8 x^2 \log (4)\right)+e^{\frac{-10+\left(13 x+4 x^2\right) \log (4)}{x \log (4)}} \left(100+40 x^2 \log (4)\right)}{x^2 \log (4)} \, dx","Int[(E^((2*(-10 + (13*x + 4*x^2)*Log[4]))/(x*Log[4]))*(20 + 8*x^2*Log[4]) + E^((-10 + (13*x + 4*x^2)*Log[4])/(x*Log[4]))*(100 + 40*x^2*Log[4]))/(x^2*Log[4]),x]","\int \frac{\exp \left(\frac{2 \left(-10+\left(13 x+4 x^2\right) \log (4)\right)}{x \log (4)}\right) \left(20+8 x^2 \log (4)\right)+e^{\frac{-10+\left(13 x+4 x^2\right) \log (4)}{x \log (4)}} \left(100+40 x^2 \log (4)\right)}{x^2 \log (4)} \, dx","\left(e^{4 (x+1)-\frac{10}{x \log (4)}+9}+5\right)^2",1,"(4*Log[16]*Defer[Int][E^(26 + 8*x - 20/(x*Log[4])), x])/Log[4] + (20*Log[16]*Defer[Int][E^(13 + 4*x - 10/(x*Log[4])), x])/Log[4] + (20*Defer[Int][E^(26 + 8*x - 20/(x*Log[4]))/x^2, x])/Log[4] + (100*Defer[Int][E^(13 + 4*x - 10/(x*Log[4]))/x^2, x])/Log[4]","F",0,0,0,0,-1,"{}"
3365,0,0,0,14.0559846,"\int \frac{-4 x^3+e^{\frac{2 x+4 \log (3)}{x^2}} \left(30 x-6 x^2+x^3+(120-24 x) \log (3)\right)+\left(-12 x^3+3 e^{\frac{2 x+4 \log (3)}{x^2}} x^3\right) \log \left(-4+e^{\frac{2 x+4 \log (3)}{x^2}}\right)}{-12 x^3+3 e^{\frac{2 x+4 \log (3)}{x^2}} x^3} \, dx","Int[(-4*x^3 + E^((2*x + 4*Log[3])/x^2)*(30*x - 6*x^2 + x^3 + (120 - 24*x)*Log[3]) + (-12*x^3 + 3*E^((2*x + 4*Log[3])/x^2)*x^3)*Log[-4 + E^((2*x + 4*Log[3])/x^2)])/(-12*x^3 + 3*E^((2*x + 4*Log[3])/x^2)*x^3),x]","\int \frac{-4 x^3+e^{\frac{2 x+4 \log (3)}{x^2}} \left(30 x-6 x^2+x^3+(120-24 x) \log (3)\right)+\left(-12 x^3+3 e^{\frac{2 x+4 \log (3)}{x^2}} x^3\right) \log \left(-4+e^{\frac{2 x+4 \log (3)}{x^2}}\right)}{-12 x^3+3 e^{\frac{2 x+4 \log (3)}{x^2}} x^3} \, dx","(x-5) \left(\log \left(e^{\frac{\frac{4 \log (3)}{x}+2}{x}}-4\right)+\frac{1}{3}\right)",1,"x/3 - 4*Log[-4 + 9^(2/x^2)*E^(2/x)]*Defer[Int][(-4 + 81^x^(-2)*E^(2/x))^(-1), x] + (Log[-4 + 9^(2/x^2)*E^(2/x)]*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/(-4 + 81^x^(-2)*E^(2/x)), x])/3 + (40*Log[3]*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/((-4 + 81^x^(-2)*E^(2/x))*x^3), x])/3 - (2*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/((-4 + 81^x^(-2)*E^(2/x))*x), x])/3 - 2*Log[81]*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(-4 + 81^x^(-2)*E^(2/x))^(-1), x])/((-2 + 9^x^(-2)*E^x^(-1))*x^3), x] + 2*Log[81]*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(-4 + 81^x^(-2)*E^(2/x))^(-1), x])/((2 + 9^x^(-2)*E^x^(-1))*x^3), x] - 2*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(-4 + 81^x^(-2)*E^(2/x))^(-1), x])/((-2 + 9^x^(-2)*E^x^(-1))*x^2), x] + 2*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(-4 + 81^x^(-2)*E^(2/x))^(-1), x])/((2 + 9^x^(-2)*E^x^(-1))*x^2), x] + (Log[81]*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/(-4 + 81^x^(-2)*E^(2/x)), x])/((-2 + 9^x^(-2)*E^x^(-1))*x^3), x])/6 - (Log[81]*Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/(-4 + 81^x^(-2)*E^(2/x)), x])/((2 + 9^x^(-2)*E^x^(-1))*x^3), x])/6 + Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/(-4 + 81^x^(-2)*E^(2/x)), x])/((-2 + 9^x^(-2)*E^x^(-1))*x^2), x]/6 - Defer[Int][(E^((2*(x + Log[9]))/x^2)*Defer[Int][(3^(1 + 4/x^2)*E^(2/x))/(-4 + 81^x^(-2)*E^(2/x)), x])/((2 + 9^x^(-2)*E^x^(-1))*x^2), x]/6 - 2*(5 - Log[81])*Defer[Subst][Defer[Int][E^(2*x + 4*x^2*Log[3])/(-4 + 81^x^2*E^(2*x)), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
3366,1,52,0,0.4220017,"\int \frac{e^{200+40 x+2 x^2-2 x^3} \left(-2+\left(40 x+4 x^2-6 x^3\right) \log (x) \log (\log (x))\right)}{x \log (x) \log ^3(\log (x))} \, dx","Int[(E^(200 + 40*x + 2*x^2 - 2*x^3)*(-2 + (40*x + 4*x^2 - 6*x^3)*Log[x]*Log[Log[x]]))/(x*Log[x]*Log[Log[x]]^3),x]","\frac{e^{-2 x^3+2 x^2+40 x+200} \left(-3 x^3+2 x^2+20 x\right)}{x \left(-3 x^2+2 x+20\right) \log ^2(\log (x))}","\frac{e^{2 (x+10)^2-2 x^3}}{\log ^2(\log (x))}",1,"(E^(200 + 40*x + 2*x^2 - 2*x^3)*(20*x + 2*x^2 - 3*x^3))/(x*(20 + 2*x - 3*x^2)*Log[Log[x]]^2)","B",1,1,52,0.01923,1,"{2288}"
3367,1,25,0,0.0933319,"\int \frac{160 x^2+6 x^3-80 x^4+10 x^6+e^2 \left(240-120 x^2+15 x^4\right)}{80 x^2-40 x^4+5 x^6} \, dx","Int[(160*x^2 + 6*x^3 - 80*x^4 + 10*x^6 + E^2*(240 - 120*x^2 + 15*x^4))/(80*x^2 - 40*x^4 + 5*x^6),x]","\frac{3}{5 \left(4-x^2\right)}+2 x-\frac{3 e^2}{x}","\frac{x^2-3 \left(x+\frac{1}{5 \left(x-\frac{4}{x}\right)}+e^2\right)}{x}+x",1,"(-3*E^2)/x + 2*x + 3/(5*(4 - x^2))","A",6,5,56,0.08929,1,"{1594, 28, 1805, 1253, 14}"
3368,0,0,0,1.8299878,"\int \frac{-32 x^7+\left(x^2\right)^x \left(32 x^7-16 x^8-8 x^8 \log \left(x^2\right)\right)+32 x^7 \log (\log (4))}{-1+\left(x^2\right)^{3 x}+3 \log (\log (4))-3 \log ^2(\log (4))+\log ^3(\log (4))+\left(x^2\right)^{2 x} (-3+3 \log (\log (4)))+\left(x^2\right)^x \left(3-6 \log (\log (4))+3 \log ^2(\log (4))\right)} \, dx","Int[(-32*x^7 + (x^2)^x*(32*x^7 - 16*x^8 - 8*x^8*Log[x^2]) + 32*x^7*Log[Log[4]])/(-1 + (x^2)^(3*x) + 3*Log[Log[4]] - 3*Log[Log[4]]^2 + Log[Log[4]]^3 + (x^2)^(2*x)*(-3 + 3*Log[Log[4]]) + (x^2)^x*(3 - 6*Log[Log[4]] + 3*Log[Log[4]]^2)),x]","\int \frac{-32 x^7+\left(x^2\right)^x \left(32 x^7-16 x^8-8 x^8 \log \left(x^2\right)\right)+32 x^7 \log (\log (4))}{-1+\left(x^2\right)^{3 x}+3 \log (\log (4))-3 \log ^2(\log (4))+\log ^3(\log (4))+\left(x^2\right)^{2 x} (-3+3 \log (\log (4)))+\left(x^2\right)^x \left(3-6 \log (\log (4))+3 \log ^2(\log (4))\right)} \, dx","\frac{4 x^8}{\left(\left(x^2\right)^x-1+\log (\log (4))\right)^2}+1",1,"-16*(1 - Log[Log[4]])*Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^3, x] - 8*Log[x^2]*(1 - Log[Log[4]])*Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^3, x] + 32*Defer[Int][x^7/(-1 + (x^2)^x + Log[Log[4]])^2, x] - 16*Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^2, x] - 8*Log[x^2]*Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^2, x] + 16*(1 - Log[Log[4]])*Defer[Int][Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^3, x]/x, x] + 16*Defer[Int][Defer[Int][x^8/(-1 + (x^2)^x + Log[Log[4]])^2, x]/x, x]","F",0,0,0,0,-1,"{}"
3369,1,20,0,0.1040417,"\int \frac{1}{25} e^{e^x+\frac{1}{25} \left(-100+10 x^2+x^3\right)} \left(25 e^x+20 x+3 x^2\right) \, dx","Int[(E^(E^x + (-100 + 10*x^2 + x^3)/25)*(25*E^x + 20*x + 3*x^2))/25,x]","e^{\frac{1}{25} \left(x^3+10 x^2-100\right)+e^x}","e^{\frac{\left(\frac{x^2}{5}+x\right)^2}{x}+e^x-x-4}",1,"E^(E^x + (-100 + 10*x^2 + x^3)/25)","A",2,2,38,0.05263,1,"{12, 6706}"
3370,1,155,0,0.2654898,"\int \frac{e^{8-x} \left(e^4 (-3-x)-x^2-x^3+\left(-2 x-x^2\right) \log (2)\right)}{5 x^4} \, dx","Int[(E^(8 - x)*(E^4*(-3 - x) - x^2 - x^3 + (-2*x - x^2)*Log[2]))/(5*x^4),x]","\frac{e^{12} \text{Ei}(-x)}{10}-\frac{e^8 \text{Ei}(-x)}{5}-\frac{1}{10} e^8 \left(e^4+\log (4)\right) \text{Ei}(-x)+\frac{1}{5} e^8 (1+\log (2)) \text{Ei}(-x)+\frac{e^{12-x}}{5 x^3}-\frac{e^{12-x}}{10 x^2}+\frac{e^{8-x} \left(e^4+\log (4)\right)}{10 x^2}+\frac{e^{12-x}}{10 x}-\frac{e^{8-x} \left(e^4+\log (4)\right)}{10 x}+\frac{e^{8-x} (1+\log (2))}{5 x}","\frac{e^{8-x} \left(x+\frac{e^4}{x}+\log (2)\right)}{5 x^2}",1,"E^(12 - x)/(5*x^3) - E^(12 - x)/(10*x^2) + E^(12 - x)/(10*x) - (E^8*ExpIntegralEi[-x])/5 + (E^12*ExpIntegralEi[-x])/10 + (E^(8 - x)*(1 + Log[2]))/(5*x) + (E^8*ExpIntegralEi[-x]*(1 + Log[2]))/5 + (E^(8 - x)*(E^4 + Log[4]))/(10*x^2) - (E^(8 - x)*(E^4 + Log[4]))/(10*x) - (E^8*ExpIntegralEi[-x]*(E^4 + Log[4]))/10","C",13,4,46,0.08696,1,"{12, 2199, 2177, 2178}"
3371,1,14,0,0.3241919,"\int \frac{e^{\frac{x^2}{1+x+x^2}} \left(2 x+x^2\right)}{1+2 x+3 x^2+2 x^3+x^4} \, dx","Int[(E^(x^2/(1 + x + x^2))*(2*x + x^2))/(1 + 2*x + 3*x^2 + 2*x^3 + x^4),x]","e^{\frac{x^2}{x^2+x+1}}","e^{\frac{x}{\frac{x^2+x}{x^2}+x}}",1,"E^(x^2/(1 + x + x^2))","A",3,3,42,0.07143,1,"{1593, 6688, 6706}"
3372,1,31,0,0.4854787,"\int \frac{e^{-x} \left(124-150 e+330 x+(14+70 e-154 x) \log \left(\frac{1}{5} (-2-10 e+22 x)\right)\right)}{1+5 e-11 x} \, dx","Int[(124 - 150*E + 330*x + (14 + 70*E - 154*x)*Log[(-2 - 10*E + 22*x)/5])/(E^x*(1 + 5*E - 11*x)),x]","30 e^{-x}-14 e^{-x} \log \left(\frac{22 x}{5}-\frac{2}{5} (1+5 e)\right)","2 e^{-x} \left(7 \left(2-\log \left(2 \left(\frac{x-1}{5}+2 x-e\right)\right)\right)+1\right)",1,"30/E^x - (14*Log[(-2*(1 + 5*E))/5 + (22*x)/5])/E^x","A",10,7,46,0.1522,1,"{6741, 6742, 2199, 2194, 2178, 2554, 12}"
3373,0,0,0,0.9309568,"\int \frac{10+15 x^3+e^x \left(10 x+5 x^2\right)+5 \log \left(\frac{e^{9+e^x (-1-x)-x^3}}{x^2}\right)}{\log ^2\left(\frac{e^{9+e^x (-1-x)-x^3}}{x^2}\right)} \, dx","Int[(10 + 15*x^3 + E^x*(10*x + 5*x^2) + 5*Log[E^(9 + E^x*(-1 - x) - x^3)/x^2])/Log[E^(9 + E^x*(-1 - x) - x^3)/x^2]^2,x]","\int \frac{10+15 x^3+e^x \left(10 x+5 x^2\right)+5 \log \left(\frac{e^{9+e^x (-1-x)-x^3}}{x^2}\right)}{\log ^2\left(\frac{e^{9+e^x (-1-x)-x^3}}{x^2}\right)} \, dx","\frac{5 x}{\log \left(\frac{e^{-x^3-e^x x-e^x+9}}{x^2}\right)}",1,"10*Defer[Int][Log[E^(9 - x^3 - E^x*(1 + x))/x^2]^(-2), x] + 10*Defer[Int][(E^x*x)/Log[E^(9 - x^3 - E^x*(1 + x))/x^2]^2, x] + 5*Defer[Int][(E^x*x^2)/Log[E^(9 - x^3 - E^x*(1 + x))/x^2]^2, x] + 15*Defer[Int][x^3/Log[E^(9 - x^3 - E^x*(1 + x))/x^2]^2, x] + 5*Defer[Int][Log[E^(9 - x^3 - E^x*(1 + x))/x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
3374,1,192,0,0.1915424,"\int \frac{390625 x-1562500 x^2-100000000 x^4+400000000 x^5+e^{8 e} \left(-x^4+4 x^5\right)+e^{6 e} \left(-400 x^4+1600 x^5\right)+e^{4 e} \left(-60000 x^4+240000 x^5\right)+e^{2 e} \left(-4000000 x^4+16000000 x^5\right)+\left(781250 x-4687500 x^2-500000000 x^4+2400000000 x^5+e^{8 e} \left(-5 x^4+24 x^5\right)+e^{6 e} \left(-2000 x^4+9600 x^5\right)+e^{4 e} \left(-300000 x^4+1440000 x^5\right)+e^{2 e} \left(-20000000 x^4+96000000 x^5\right)\right) \log (x)}{390625} \, dx","Int[(390625*x - 1562500*x^2 - 100000000*x^4 + 400000000*x^5 + E^(8*E)*(-x^4 + 4*x^5) + E^(6*E)*(-400*x^4 + 1600*x^5) + E^(4*E)*(-60000*x^4 + 240000*x^5) + E^(2*E)*(-4000000*x^4 + 16000000*x^5) + (781250*x - 4687500*x^2 - 500000000*x^4 + 2400000000*x^5 + E^(8*E)*(-5*x^4 + 24*x^5) + E^(6*E)*(-2000*x^4 + 9600*x^5) + E^(4*E)*(-300000*x^4 + 1440000*x^5) + E^(2*E)*(-20000000*x^4 + 96000000*x^5))*Log[x])/390625,x]","-\frac{2 \left(100+e^{2 e}\right)^4 x^6}{1171875}+\frac{2 e^{8 e} x^6}{1171875}+\frac{32 e^{6 e} x^6}{46875}+\frac{64}{625} e^{4 e} x^6+\frac{512}{75} e^{2 e} x^6+\frac{512 x^6}{3}+\frac{4 \left(100+e^{2 e}\right)^4 x^6 \log (x)}{390625}+\frac{\left(100+e^{2 e}\right)^4 x^5}{1953125}-\frac{e^{8 e} x^5}{1953125}-\frac{16 e^{6 e} x^5}{78125}-\frac{96 e^{4 e} x^5}{3125}-\frac{256}{125} e^{2 e} x^5-\frac{256 x^5}{5}-\frac{\left(100+e^{2 e}\right)^4 x^5 \log (x)}{390625}-4 x^3 \log (x)+x^2 \log (x)","\left(4 x^2-x\right) \left(\left(4+\frac{e^{2 e}}{25}\right)^4 x^4-x\right) \log (x)",1,"(-256*x^5)/5 - (256*E^(2*E)*x^5)/125 - (96*E^(4*E)*x^5)/3125 - (16*E^(6*E)*x^5)/78125 - (E^(8*E)*x^5)/1953125 + ((100 + E^(2*E))^4*x^5)/1953125 + (512*x^6)/3 + (512*E^(2*E)*x^6)/75 + (64*E^(4*E)*x^6)/625 + (32*E^(6*E)*x^6)/46875 + (2*E^(8*E)*x^6)/1171875 - (2*(100 + E^(2*E))^4*x^6)/1171875 + x^2*Log[x] - 4*x^3*Log[x] - ((100 + E^(2*E))^4*x^5*Log[x])/390625 + (4*(100 + E^(2*E))^4*x^6*Log[x])/390625","B",12,3,181,0.01657,1,"{12, 2356, 2304}"
3375,1,41,0,0.6812683,"\int \frac{\left(-2 x^3+10 x^4\right) \log ^2\left(\frac{4}{x}\right)-8 x^3 \log ^2\left(\frac{4}{x}\right) \log (x)+e^{\frac{1}{2} \left(-10+e^{\frac{3}{\log \left(\frac{4}{x}\right)}}\right)} \left(\left(-2 x+6 x^2\right) \log ^2\left(\frac{4}{x}\right)-4 x \log ^2\left(\frac{4}{x}\right) \log (x)+e^{\frac{3}{\log \left(\frac{4}{x}\right)}} \left(3 x^2-3 x \log (x)\right)\right)}{2 \log ^2\left(\frac{4}{x}\right)} \, dx","Int[((-2*x^3 + 10*x^4)*Log[4/x]^2 - 8*x^3*Log[4/x]^2*Log[x] + E^((-10 + E^(3/Log[4/x]))/2)*((-2*x + 6*x^2)*Log[4/x]^2 - 4*x*Log[4/x]^2*Log[x] + E^(3/Log[4/x])*(3*x^2 - 3*x*Log[x])))/(2*Log[4/x]^2),x]","x^5-x^4 \log (x)+x^2 e^{\frac{1}{2} \left(e^{\frac{3}{\log \left(\frac{4}{x}\right)}}-10\right)} (x-\log (x))","x^2 \left(x^2+e^{\frac{1}{2} e^{\frac{3}{\log \left(\frac{4}{x}\right)}}-5}\right) (x-\log (x))",1,"x^5 + E^((-10 + E^(3/Log[4/x]))/2)*x^2*(x - Log[x]) - x^4*Log[x]","A",5,4,125,0.03200,1,"{12, 6688, 2288, 2304}"
3376,1,9,0,0.0022742,"\int -\frac{4 \log (4)}{1+2 x+x^2} \, dx","Int[(-4*Log[4])/(1 + 2*x + x^2),x]","\frac{4 \log (4)}{x+1}","\frac{4 x \log (4)}{x^2+x}-4",1,"(4*Log[4])/(1 + x)","A",3,3,14,0.2143,1,"{12, 27, 32}"
3377,1,21,0,0.0187419,"\int -\frac{4 \log (2) \log (9)}{x^2+\left(-16 x-32 e^3 x\right) \log (2)+\left(64+256 e^3+256 e^6\right) \log ^2(2)} \, dx","Int[(-4*Log[2]*Log[9])/(x^2 + (-16*x - 32*E^3*x)*Log[2] + (64 + 256*E^3 + 256*E^6)*Log[2]^2),x]","\frac{4 \log (2) \log (9)}{x-8 \left(1+2 e^3\right) \log (2)}","\frac{x \log (9)}{x+\frac{x}{-\frac{x}{4 \log (2)}+4 e^3+1}}",1,"(4*Log[2]*Log[9])/(x - 8*(1 + 2*E^3)*Log[2])","A",4,4,42,0.09524,1,"{12, 1981, 27, 32}"
3378,0,0,0,39.5893629,"\int \frac{-8 x+2 e^{2 x} x^3+e^x \left(-4 x+4 x^3\right)+\left(8 x+6 e^{2 x} x^2+e^x \left(-4+4 x+8 x^2\right)\right) \log (3 x)+\left(6 e^{2 x} x+e^x (4+4 x)\right) \log ^2(3 x)+2 e^{2 x} \log ^3(3 x)}{-e^4 x^3+4 e^x x^3+e^{2 x} x^3+\left(-8 x^2-3 e^4 x^2+8 e^x x^2+3 e^{2 x} x^2\right) \log (3 x)+\left(-12 x-3 e^4 x+4 e^x x+3 e^{2 x} x\right) \log ^2(3 x)+\left(-4-e^4+e^{2 x}\right) \log ^3(3 x)} \, dx","Int[(-8*x + 2*E^(2*x)*x^3 + E^x*(-4*x + 4*x^3) + (8*x + 6*E^(2*x)*x^2 + E^x*(-4 + 4*x + 8*x^2))*Log[3*x] + (6*E^(2*x)*x + E^x*(4 + 4*x))*Log[3*x]^2 + 2*E^(2*x)*Log[3*x]^3)/(-(E^4*x^3) + 4*E^x*x^3 + E^(2*x)*x^3 + (-8*x^2 - 3*E^4*x^2 + 8*E^x*x^2 + 3*E^(2*x)*x^2)*Log[3*x] + (-12*x - 3*E^4*x + 4*E^x*x + 3*E^(2*x)*x)*Log[3*x]^2 + (-4 - E^4 + E^(2*x))*Log[3*x]^3),x]","\int \frac{-8 x+2 e^{2 x} x^3+e^x \left(-4 x+4 x^3\right)+\left(8 x+6 e^{2 x} x^2+e^x \left(-4+4 x+8 x^2\right)\right) \log (3 x)+\left(6 e^{2 x} x+e^x (4+4 x)\right) \log ^2(3 x)+2 e^{2 x} \log ^3(3 x)}{-e^4 x^3+4 e^x x^3+e^{2 x} x^3+\left(-8 x^2-3 e^4 x^2+8 e^x x^2+3 e^{2 x} x^2\right) \log (3 x)+\left(-12 x-3 e^4 x+4 e^x x+3 e^{2 x} x\right) \log ^2(3 x)+\left(-4-e^4+e^{2 x}\right) \log ^3(3 x)} \, dx","\log \left(-\left(e^x+\frac{2 x}{x+\log (3 x)}\right)^2+e^4+4\right)",1,"2*x + 8*Defer[Int][x/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*x)/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*x^3)/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*Log[3*x])/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 8*Defer[Int][(E^x*x^2*Log[3*x])/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*x*Log[3*x]^2)/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] - 2*(4 + E^4)*Defer[Int][Log[3*x]^3/((x + Log[3*x])*(E^4*x^2 - 4*E^x*x^2 - E^(2*x)*x^2 - 4*E^x*x*Log[3*x] - 2*E^(2*x)*x*Log[3*x] + 8*(1 + E^4/4)*x*Log[3*x] - E^(2*x)*Log[3*x]^2 + 4*(1 + E^4/4)*Log[3*x]^2)), x] + 2*E^4*Defer[Int][x^3/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x] + 8*Defer[Int][(x*Log[3*x])/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*x*Log[3*x])/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x] + 2*(8 + 3*E^4)*Defer[Int][(x^2*Log[3*x])/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x] + 4*Defer[Int][(E^x*Log[3*x]^2)/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x] + 6*(4 + E^4)*Defer[Int][(x*Log[3*x]^2)/((x + Log[3*x])*((-E^4 + 4*E^x + E^(2*x))*x^2 + 2*(-4 - E^4 + 2*E^x + E^(2*x))*x*Log[3*x] + (-4 - E^4 + E^(2*x))*Log[3*x]^2)), x]","F",0,0,0,0,-1,"{}"
3379,0,0,0,6.4043732,"\int \frac{\exp \left(\frac{2 e^{x^2}+x^3 \log \left(e^{x^2}+2 x\right)}{\log \left(e^{x^2}+2 x\right)}\right) \left(-4 e^{x^2}-4 e^{2 x^2} x+\left(4 e^{2 x^2} x+8 e^{x^2} x^2\right) \log \left(e^{x^2}+2 x\right)+\left(3 e^{x^2} x^2+6 x^3\right) \log ^2\left(e^{x^2}+2 x\right)\right)}{\left(e^{x^2}+2 x\right) \log ^2\left(e^{x^2}+2 x\right)} \, dx","Int[(E^((2*E^x^2 + x^3*Log[E^x^2 + 2*x])/Log[E^x^2 + 2*x])*(-4*E^x^2 - 4*E^(2*x^2)*x + (4*E^(2*x^2)*x + 8*E^x^2*x^2)*Log[E^x^2 + 2*x] + (3*E^x^2*x^2 + 6*x^3)*Log[E^x^2 + 2*x]^2))/((E^x^2 + 2*x)*Log[E^x^2 + 2*x]^2),x]","\int \frac{\exp \left(\frac{2 e^{x^2}+x^3 \log \left(e^{x^2}+2 x\right)}{\log \left(e^{x^2}+2 x\right)}\right) \left(-4 e^{x^2}-4 e^{2 x^2} x+\left(4 e^{2 x^2} x+8 e^{x^2} x^2\right) \log \left(e^{x^2}+2 x\right)+\left(3 e^{x^2} x^2+6 x^3\right) \log ^2\left(e^{x^2}+2 x\right)\right)}{\left(e^{x^2}+2 x\right) \log ^2\left(e^{x^2}+2 x\right)} \, dx","e^{x^3+\frac{2 e^{x^2}}{\log \left(e^{x^2}+2 x\right)}}",1,"3*Defer[Int][E^(x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x^2, x] - 4*Defer[Int][E^(x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])/Log[E^x^2 + 2*x]^2, x] - 4*Defer[Int][(E^(x^2 + x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x)/Log[E^x^2 + 2*x]^2, x] + 8*Defer[Int][(E^(x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x^2)/Log[E^x^2 + 2*x]^2, x] + 8*Defer[Int][(E^(x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x)/((E^x^2 + 2*x)*Log[E^x^2 + 2*x]^2), x] - 16*Defer[Int][(E^(x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x^3)/((E^x^2 + 2*x)*Log[E^x^2 + 2*x]^2), x] + 4*Defer[Int][(E^(x^2 + x^3 + (2*E^x^2)/Log[E^x^2 + 2*x])*x)/Log[E^x^2 + 2*x], x]","F",0,0,0,0,-1,"{}"
3380,0,0,0,0.2250569,"\int \frac{6+e^x-4 x}{6 e^{1+x}+e (12-12 x)} \, dx","Int[(6 + E^x - 4*x)/(6*E^(1 + x) + E*(12 - 12*x)),x]","\int \frac{6+e^x-4 x}{6 e^{1+x}+e (12-12 x)} \, dx","\frac{2 x-\log \left(-2 x+e^x+2\right)-2}{6 e}",1,"x/(6*E) + (2*Defer[Int][(2 + E^x - 2*x)^(-1), x])/(3*E) - Defer[Int][x/(2 + E^x - 2*x), x]/(3*E)","F",0,0,0,0,-1,"{}"
3381,1,104,0,0.4626837,"\int \frac{\left(648+792 x+242 x^2\right) \log (x)+\left(396 x+242 x^2\right) \log ^2(x)+e^{2 \log ^2(\log (x))} (18 \log (x)+36 \log (x) \log (\log (x)))+e^{\log ^2(\log (x))} \left((-216-132 x) \log (x)-66 x \log ^2(x)+(-216-132 x) \log (x) \log (\log (x))\right)}{9 x} \, dx","Int[((648 + 792*x + 242*x^2)*Log[x] + (396*x + 242*x^2)*Log[x]^2 + E^(2*Log[Log[x]]^2)*(18*Log[x] + 36*Log[x]*Log[Log[x]]) + E^Log[Log[x]]^2*((-216 - 132*x)*Log[x] - 66*x*Log[x]^2 + (-216 - 132*x)*Log[x]*Log[Log[x]]))/(9*x),x]","\frac{121}{9} x^2 \log ^2(x)-\frac{121}{9} x^2 \log (x)+\frac{1}{9} \log (x) \left(121 x^2+792 x+648 \log (x)\right)+44 x \log ^2(x)+e^{2 \log ^2(\log (x))} \log ^2(x)-36 \log ^2(x)-\frac{2 e^{\log ^2(\log (x))} \log ^2(x) (11 x \log (\log (x))+18 \log (\log (x)))}{3 \log (\log (x))}-88 x \log (x)","\left(\frac{11 x}{3}-e^{\log ^2(\log (x))}+6\right)^2 \log ^2(x)",1,"-88*x*Log[x] - (121*x^2*Log[x])/9 - 36*Log[x]^2 + E^(2*Log[Log[x]]^2)*Log[x]^2 + 44*x*Log[x]^2 + (121*x^2*Log[x]^2)/9 + (Log[x]*(792*x + 121*x^2 + 648*Log[x]))/9 - (2*E^Log[Log[x]]^2*Log[x]^2*(18*Log[Log[x]] + 11*x*Log[Log[x]]))/(3*Log[Log[x]])","B",16,13,92,0.1413,1,"{12, 14, 6742, 43, 2313, 2334, 2301, 2330, 2296, 2295, 2305, 2304, 2288}"
3382,0,0,0,3.7868129,"\int \frac{-e^x x+e^{12+4 x} x^3 (3+2 x)}{x+2 e^{12+3 x} x^4+e^{24+6 x} x^7} \, dx","Int[(-(E^x*x) + E^(12 + 4*x)*x^3*(3 + 2*x))/(x + 2*E^(12 + 3*x)*x^4 + E^(24 + 6*x)*x^7),x]","\int \frac{-e^x x+e^{12+4 x} x^3 (3+2 x)}{x+2 e^{12+3 x} x^4+e^{24+6 x} x^7} \, dx","\frac{e^x}{-e^{3 (x+\log (x)+4)}-1}",1,"-1/3*Defer[Int][E^x/(1 + E^(4 + x)*x)^2, x] - Defer[Int][E^x/(x*(1 + E^(4 + x)*x)^2), x]/3 + Defer[Int][E^x/(x*(1 + E^(4 + x)*x)), x]/3 - Defer[Int][E^x/(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2)^2, x] + Defer[Int][E^(4 + 2*x)/(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2)^2, x] - Defer[Int][E^x/(x*(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2)^2), x] + Defer[Int][(E^(4 + 2*x)*x)/(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2)^2, x] + Defer[Int][E^x/(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2), x]/3 - Defer[Int][E^(4 + 2*x)/(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2), x]/3 + Defer[Int][E^x/(x*(1 - E^(4 + x)*x + E^(8 + 2*x)*x^2)), x]","F",0,0,0,0,-1,"{}"
3383,0,0,0,4.1041991,"\int \frac{\left(4-4 e^4+e^8\right) \log ^2(x)+\left(-4+2 e^4\right) \log ^2(x) \log \left(4 x^2\right)+\log ^2(x) \log ^2\left(4 x^2\right)+e^{\frac{4}{-2+e^4+\log \left(4 x^2\right)}} \left(4-4 e^4+e^8+\left(4+4 e^4-e^8\right) \log (x)+\left(-4+2 e^4+\left(4-2 e^4\right) \log (x)\right) \log \left(4 x^2\right)+(1-\log (x)) \log ^2\left(4 x^2\right)\right)}{\left(4-4 e^4+e^8\right) \log ^2(x)+\left(-4+2 e^4\right) \log ^2(x) \log \left(4 x^2\right)+\log ^2(x) \log ^2\left(4 x^2\right)} \, dx","Int[((4 - 4*E^4 + E^8)*Log[x]^2 + (-4 + 2*E^4)*Log[x]^2*Log[4*x^2] + Log[x]^2*Log[4*x^2]^2 + E^(4/(-2 + E^4 + Log[4*x^2]))*(4 - 4*E^4 + E^8 + (4 + 4*E^4 - E^8)*Log[x] + (-4 + 2*E^4 + (4 - 2*E^4)*Log[x])*Log[4*x^2] + (1 - Log[x])*Log[4*x^2]^2))/((4 - 4*E^4 + E^8)*Log[x]^2 + (-4 + 2*E^4)*Log[x]^2*Log[4*x^2] + Log[x]^2*Log[4*x^2]^2),x]","\int \frac{\left(4-4 e^4+e^8\right) \log ^2(x)+\left(-4+2 e^4\right) \log ^2(x) \log \left(4 x^2\right)+\log ^2(x) \log ^2\left(4 x^2\right)+e^{\frac{4}{-2+e^4+\log \left(4 x^2\right)}} \left(4-4 e^4+e^8+\left(4+4 e^4-e^8\right) \log (x)+\left(-4+2 e^4+\left(4-2 e^4\right) \log (x)\right) \log \left(4 x^2\right)+(1-\log (x)) \log ^2\left(4 x^2\right)\right)}{\left(4-4 e^4+e^8\right) \log ^2(x)+\left(-4+2 e^4\right) \log ^2(x) \log \left(4 x^2\right)+\log ^2(x) \log ^2\left(4 x^2\right)} \, dx","x \left(-\frac{e^{\frac{4}{\log \left(4 x^2\right)+e^4-2}}}{\log (x)}+\frac{1-x}{x}+2\right)",1,"x + Defer[Int][E^(4/(-2*(1 - E^4/2) + Log[4*x^2]))/Log[x]^2, x] - Defer[Int][E^(4/(-2*(1 - E^4/2) + Log[4*x^2]))/Log[x], x] + 8*Defer[Int][E^(4/(-2*(1 - E^4/2) + Log[4*x^2]))/(Log[x]*(2*(1 - E^4/2) - Log[4*x^2])^2), x]","F",0,0,0,0,-1,"{}"
3384,1,21,0,0.0182722,"\int \frac{9 e^{2 e}+15 e^e x^2+2 x^4}{9 e^{2 e}+6 e^e x^2+x^4} \, dx","Int[(9*E^(2*E) + 15*E^E*x^2 + 2*x^4)/(9*E^(2*E) + 6*E^E*x^2 + x^4),x]","2 x-\frac{3 e^e x}{x^2+3 e^e}","\frac{x}{\frac{3 \left(2 x+\frac{e^e}{x}\right)}{x}-5}+x",1,"2*x - (3*E^E*x)/(3*E^E + x^2)","A",4,4,43,0.09302,1,"{28, 1157, 21, 8}"
3385,1,36,0,0.1782324,"\int \frac{e^x \left(16+24 x+e^4 x+12 x^2+2 x^3+\left(-8-20 x-18 x^2-7 x^3-x^4\right) \log (7)\right)}{8+12 x+6 x^2+x^3} \, dx","Int[(E^x*(16 + 24*x + E^4*x + 12*x^2 + 2*x^3 + (-8 - 20*x - 18*x^2 - 7*x^3 - x^4)*Log[7]))/(8 + 12*x + 6*x^2 + x^3),x]","\frac{e^{x+4}}{(x+2)^2}-e^x (x+2) \log (7)+e^x (2+\log (7))+e^x \log (7)","e^x \left(x \left(\frac{e^4}{x (x+2)^2}-\log (7)\right)+2\right)-3",1,"E^(4 + x)/(2 + x)^2 + E^x*Log[7] - E^x*(2 + x)*Log[7] + E^x*(2 + Log[7])","A",11,6,62,0.09677,1,"{6, 2199, 2177, 2178, 2176, 2194}"
3386,1,27,0,0.6549881,"\int \frac{e^{e^{\frac{1}{2 x \log (x)}}+\frac{1}{2 x \log (x)}} (-3-3 \log (x))-6 x^2 \log ^2(x)}{8 e^{4+e^{\frac{1}{2 x \log (x)}}} x^2 \log ^2(x)-8 e^4 x^3 \log ^2(x)} \, dx","Int[(E^(E^(1/(2*x*Log[x])) + 1/(2*x*Log[x]))*(-3 - 3*Log[x]) - 6*x^2*Log[x]^2)/(8*E^(4 + E^(1/(2*x*Log[x])))*x^2*Log[x]^2 - 8*E^4*x^3*Log[x]^2),x]","\frac{3 \log \left(e^{e^{\frac{1}{2 x \log (x)}}}-x\right)}{4 e^4}","\frac{3 \log \left(e^{e^{\frac{1}{2 x \log (x)}}}-x\right)}{4 e^4}",1,"(3*Log[E^E^(1/(2*x*Log[x])) - x])/(4*E^4)","A",3,3,86,0.03488,1,"{6741, 12, 6684}"
3387,1,22,0,0.0142462,"\int \frac{-3+e^4 \left(9-4 x^2\right)}{15 e^4 x^4} \, dx","Int[(-3 + E^4*(9 - 4*x^2))/(15*E^4*x^4),x]","\frac{4}{15 x}-\frac{3-\frac{1}{e^4}}{15 x^3}","\frac{\frac{\frac{1}{e^4}-3}{x^2}+4}{15 x}",1,"-1/15*(3 - E^(-4))/x^3 + 4/(15*x)","A",3,2,23,0.08696,1,"{12, 14}"
3388,1,31,0,0.0192099,"\int \frac{e^8 \left(-16+\frac{320}{e^4}+\frac{4 \left(-400-32 x^3+3 x^4\right)}{e^8}\right)}{24 x^2} \, dx","Int[(E^8*(-16 + 320/E^4 + (4*(-400 - 32*x^3 + 3*x^4))/E^8))/(24*x^2),x]","\frac{x^3}{6}-\frac{8 x^2}{3}+\frac{2 \left(10-e^4\right)^2}{3 x}","\frac{2}{3} \left(\frac{x}{4}-4\right) x \left(x-\frac{\left(5-\frac{e^4}{2}\right)^2}{x^2}\right)",1,"(2*(10 - E^4)^2)/(3*x) - (8*x^2)/3 + x^3/6","A",3,2,34,0.05882,1,"{12, 14}"
3389,1,73,0,0.1167967,"\int \frac{\left(-80-256 e^2-192 x\right) \log (2)}{625 x^2+20480 e^6 x^2+1500 x^3+1200 x^4+320 x^5+e^4 \left(19200 x^2+15360 x^3\right)+e^2 \left(6000 x^2+9600 x^3+3840 x^4\right)} \, dx","Int[((-80 - 256*E^2 - 192*x)*Log[2])/(625*x^2 + 20480*E^6*x^2 + 1500*x^3 + 1200*x^4 + 320*x^5 + E^4*(19200*x^2 + 15360*x^3) + E^2*(6000*x^2 + 9600*x^3 + 3840*x^4)),x]","-\frac{64 \log (2)}{5 \left(5+16 e^2\right)^2 \left(4 x+16 e^2+5\right)}-\frac{64 \log (2)}{5 \left(5+16 e^2\right) \left(4 x+16 e^2+5\right)^2}+\frac{16 \log (2)}{5 \left(5+16 e^2\right)^2 x}","\frac{\log (2)}{5 \left(x+4 e^2+\frac{5}{4}\right)^2 x}+e^2",1,"(16*Log[2])/(5*(5 + 16*E^2)^2*x) - (64*Log[2])/(5*(5 + 16*E^2)*(5 + 16*E^2 + 4*x)^2) - (64*Log[2])/(5*(5 + 16*E^2)^2*(5 + 16*E^2 + 4*x))","B",4,3,79,0.03797,1,"{6, 12, 2074}"
3390,1,25,0,0.0574077,"\int \frac{e^{e^5-x} (-1-x)+4 x^2+4 e^x x^2}{2 x^2} \, dx","Int[(E^(E^5 - x)*(-1 - x) + 4*x^2 + 4*E^x*x^2)/(2*x^2),x]","2 x+2 e^x+\frac{e^{e^5-x}}{2 x}","\frac{4 \left(x+e^x\right) x+3 x+e^{e^5-x}}{2 x}",1,"2*E^x + E^(E^5 - x)/(2*x) + 2*x","A",5,4,36,0.1111,1,"{12, 14, 2194, 2197}"
3391,1,65,0,0.0935306,"\int \frac{-8 e^{\frac{3}{5}+x}+e^{e^3} \left(-42+2 e^x-2 x\right)+e^{3/5} (168+8 x)+\left(4 e^{3/5} x-4 e^{\frac{3}{5}+x} x+e^{e^3} \left(-x+e^x x\right)\right) \log \left(x^2\right)}{x} \, dx","Int[(-8*E^(3/5 + x) + E^E^3*(-42 + 2*E^x - 2*x) + E^(3/5)*(168 + 8*x) + (4*E^(3/5)*x - 4*E^(3/5 + x)*x + E^E^3*(-x + E^x*x))*Log[x^2])/x,x]","\left(4 e^{3/5}-e^{e^3}\right) x \log \left(x^2\right)-\left(4 e^{3/5}-e^{e^3}\right) e^x \log \left(x^2\right)+42 \left(4 e^{3/5}-e^{e^3}\right) \log (x)","\left(e^{e^3}-4 e^{3/5}\right) \left(-x+e^x-21\right) \log \left(x^2\right)",1,"42*(4*E^(3/5) - E^E^3)*Log[x] - E^x*(4*E^(3/5) - E^E^3)*Log[x^2] + (4*E^(3/5) - E^E^3)*x*Log[x^2]","B",8,4,80,0.05000,1,"{14, 2288, 43, 2295}"
3392,1,22,0,0.0090594,"\int \frac{1}{2} \left(360 x^2-96 x^3-56 x^6+9 x^2 \log (2)\right) \, dx","Int[(360*x^2 - 96*x^3 - 56*x^6 + 9*x^2*Log[2])/2,x]","-4 x^7-12 x^4+\frac{3}{2} x^3 (40+\log (2))","4 x^3 \left(3 \left(-x+5+\frac{\log (2)}{8}\right)-x^4\right)",1,"-12*x^4 - 4*x^7 + (3*x^3*(40 + Log[2]))/2","A",3,2,27,0.07407,1,"{6, 12}"
3393,1,137,0,0.5860287,"\int \frac{e^{2 \log ^2(x)} \left(-216+27 x+90 x^3+216 x^4-27 x^5-12 x^7-72 x^8+9 x^9-6 x^{11}+8 x^{12}-x^{13}+\left(-864-108 x-72 x^3+864 x^4+108 x^5+48 x^7-288 x^8-36 x^9-8 x^{11}+32 x^{12}+4 x^{13}\right) \log (x)\right)}{-13824-5184 x-648 x^2-3483 x^3+12960 x^4+5130 x^5+360 x^6+2295 x^7-4032 x^8-1700 x^9-120 x^{10}-381 x^{11}+416 x^{12}+186 x^{13}+24 x^{14}+x^{15}} \, dx","Int[(E^(2*Log[x]^2)*(-216 + 27*x + 90*x^3 + 216*x^4 - 27*x^5 - 12*x^7 - 72*x^8 + 9*x^9 - 6*x^11 + 8*x^12 - x^13 + (-864 - 108*x - 72*x^3 + 864*x^4 + 108*x^5 + 48*x^7 - 288*x^8 - 36*x^9 - 8*x^11 + 32*x^12 + 4*x^13)*Log[x]))/(-13824 - 5184*x - 648*x^2 - 3483*x^3 + 12960*x^4 + 5130*x^5 + 360*x^6 + 2295*x^7 - 4032*x^8 - 1700*x^9 - 120*x^10 - 381*x^11 + 416*x^12 + 186*x^13 + 24*x^14 + x^15),x]","\frac{x \left(-x^{13}-8 x^{12}+2 x^{11}+9 x^9+72 x^8-12 x^7-27 x^5-216 x^4+18 x^3+27 x+216\right) e^{2 \log ^2(x)}}{-x^{15}-24 x^{14}-186 x^{13}-416 x^{12}+381 x^{11}+120 x^{10}+1700 x^9+4032 x^8-2295 x^7-360 x^6-5130 x^5-12960 x^4+3483 x^3+648 x^2+5184 x+13824}","\frac{x e^{2 \log ^2(x)}}{\left(-\frac{2}{x-\frac{3}{x^3}}+x+8\right)^2}",1,"(E^(2*Log[x]^2)*x*(216 + 27*x + 18*x^3 - 216*x^4 - 27*x^5 - 12*x^7 + 72*x^8 + 9*x^9 + 2*x^11 - 8*x^12 - x^13))/(13824 + 5184*x + 648*x^2 + 3483*x^3 - 12960*x^4 - 5130*x^5 - 360*x^6 - 2295*x^7 + 4032*x^8 + 1700*x^9 + 120*x^10 + 381*x^11 - 416*x^12 - 186*x^13 - 24*x^14 - x^15)","B",1,1,187,0.005348,1,"{2288}"
3394,1,20,0,0.5642911,"\int \frac{e^{-1-x+\log ^2\left(\frac{-60+20 x}{x}\right)} \left(3 x-x^2+6 \log \left(\frac{-60+20 x}{x}\right)\right)}{-3 x+x^2} \, dx","Int[(E^(-1 - x + Log[(-60 + 20*x)/x]^2)*(3*x - x^2 + 6*Log[(-60 + 20*x)/x]))/(-3*x + x^2),x]","e^{-x+\log ^2\left(-\frac{20 (3-x)}{x}\right)-1}","e^{-x+\log ^2\left(\frac{20 (x-3)}{x}\right)-1}",1,"E^(-1 - x + Log[(-20*(3 - x))/x]^2)","A",2,2,50,0.04000,1,"{1593, 6706}"
3395,1,9,0,0.003187,"\int \frac{6+2 x}{8+6 x+x^2} \, dx","Int[(6 + 2*x)/(8 + 6*x + x^2),x]","\log \left(x^2+6 x+8\right)","\log \left((-x-3)^2-1\right)",1,"Log[8 + 6*x + x^2]","A",1,1,16,0.06250,1,"{628}"
3396,1,8,0,0.0049072,"\int \frac{3+x}{4+x} \, dx","Int[(3 + x)/(4 + x),x]","x-\log (x+4)","x-\log \left(\frac{x+4}{4}\right)-e^6-76",1,"x - Log[4 + x]","A",2,1,9,0.1111,1,"{43}"
3397,1,14,0,0.0028572,"\int \left(-2+e^{16} x\right) \, dx","Int[-2 + E^16*x,x]","\frac{e^{16} x^2}{2}-2 x","2 \left(\frac{e^{16} x^2}{4}-x+9\right)+1",1,"-2*x + (E^16*x^2)/2","A",1,0,7,0,1,"{}"
3398,1,5,0,0.0014099,"\int e^{2+x} \, dx","Int[E^(2 + x),x]","e^{x+2}","e^{x+2}",1,"E^(2 + x)","A",1,1,5,0.2000,1,"{2194}"
3399,1,14,0,0.0778229,"\int e^{-x} \left(2-e^x+e (1-x)-2 x\right) \, dx","Int[(2 - E^x + E*(1 - x) - 2*x)/E^x,x]","(2+e) e^{-x} x-x","(2+e) e^{-x} x-x-\frac{2}{5}",1,"-x + ((2 + E)*x)/E^x","A",5,3,23,0.1304,1,"{6742, 2194, 2176}"
3400,0,0,0,9.231916,"\int \frac{e^{2 e^x} \left(-4+12 x^2-4 x^3\right)+e^6 \left(12 x^2-4 x^3\right)+e^{e^x} \left(4 e^{3+x} x+e^3 \left(-4+24 x^2-8 x^3\right)\right)}{e^{2 e^x} \left(4-20 x+49 x^2-64 x^3+46 x^4-12 x^5+x^6\right)+e^6 \left(25 x^2-60 x^3+46 x^4-12 x^5+x^6\right)+e^{3+e^x} \left(-20 x+74 x^2-124 x^3+92 x^4-24 x^5+2 x^6\right)} \, dx","Int[(E^(2*E^x)*(-4 + 12*x^2 - 4*x^3) + E^6*(12*x^2 - 4*x^3) + E^E^x*(4*E^(3 + x)*x + E^3*(-4 + 24*x^2 - 8*x^3)))/(E^(2*E^x)*(4 - 20*x + 49*x^2 - 64*x^3 + 46*x^4 - 12*x^5 + x^6) + E^6*(25*x^2 - 60*x^3 + 46*x^4 - 12*x^5 + x^6) + E^(3 + E^x)*(-20*x + 74*x^2 - 124*x^3 + 92*x^4 - 24*x^5 + 2*x^6)),x]","\int \frac{e^{2 e^x} \left(-4+12 x^2-4 x^3\right)+e^6 \left(12 x^2-4 x^3\right)+e^{e^x} \left(4 e^{3+x} x+e^3 \left(-4+24 x^2-8 x^3\right)\right)}{e^{2 e^x} \left(4-20 x+49 x^2-64 x^3+46 x^4-12 x^5+x^6\right)+e^6 \left(25 x^2-60 x^3+46 x^4-12 x^5+x^6\right)+e^{3+e^x} \left(-20 x+74 x^2-124 x^3+92 x^4-24 x^5+2 x^6\right)} \, dx","\frac{2}{(x-5) (x-1)+\frac{2}{-e^{3-e^x} x-x}}",1,"-4*Defer[Int][E^(2*E^x)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] - 4*Defer[Int][E^(3 + E^x)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] + 4*Defer[Int][(E^(3 + E^x + x)*x)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] + 12*E^6*Defer[Int][x^2/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] + 12*Defer[Int][(E^(2*E^x)*x^2)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] + 24*Defer[Int][(E^(3 + E^x)*x^2)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] - 4*E^6*Defer[Int][x^3/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] - 4*Defer[Int][(E^(2*E^x)*x^3)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x] - 8*Defer[Int][(E^(3 + E^x)*x^3)/(E^3*x*(5 - 6*x + x^2) + E^E^x*(-2 + 5*x - 6*x^2 + x^3))^2, x]","F",0,0,0,0,-1,"{}"
3401,1,711,0,0.4864976,"\int \left(1152+1800 x+2032 x^2+1130 x^3+934 x^4+526 x^5+114 x^6+8 x^7+e^8 \left(8 x-4 x^2+4 x^3\right)+e^6 \left(16+112 x-12 x^2+40 x^3+20 x^4\right)+e^4 \left(200+616 x+218 x^2+192 x^3+202 x^4+36 x^5\right)+e^2 \left(832+1632 x+1312 x^2+664 x^3+716 x^4+272 x^5+28 x^6\right)+\left(1024+1792 x+1740 x^2+1914 x^3+1006 x^4+206 x^5+14 x^6+e^8 \left(4-2 x+6 x^2\right)+e^6 \left(64+80 x^2+32 x^3\right)+e^4 \left(384+208 x+448 x^2+364 x^3+60 x^4\right)+e^2 \left(1024+1152 x+1328 x^2+1416 x^3+488 x^4+48 x^5\right)\right) \log (x)+\left(512 x+2 e^8 x+864 x^2+452 x^3+90 x^4+6 x^5+e^6 \left(32 x+12 x^2\right)+e^4 \left(192 x+150 x^2+24 x^3\right)+e^2 \left(512 x+624 x^2+208 x^3+20 x^4\right)\right) \log ^2(x)\right) \, dx","Int[1152 + 1800*x + 2032*x^2 + 1130*x^3 + 934*x^4 + 526*x^5 + 114*x^6 + 8*x^7 + E^8*(8*x - 4*x^2 + 4*x^3) + E^6*(16 + 112*x - 12*x^2 + 40*x^3 + 20*x^4) + E^4*(200 + 616*x + 218*x^2 + 192*x^3 + 202*x^4 + 36*x^5) + E^2*(832 + 1632*x + 1312*x^2 + 664*x^3 + 716*x^4 + 272*x^5 + 28*x^6) + (1024 + 1792*x + 1740*x^2 + 1914*x^3 + 1006*x^4 + 206*x^5 + 14*x^6 + E^8*(4 - 2*x + 6*x^2) + E^6*(64 + 80*x^2 + 32*x^3) + E^4*(384 + 208*x + 448*x^2 + 364*x^3 + 60*x^4) + E^2*(1024 + 1152*x + 1328*x^2 + 1416*x^3 + 488*x^4 + 48*x^5))*Log[x] + (512*x + 2*E^8*x + 864*x^2 + 452*x^3 + 90*x^4 + 6*x^5 + E^6*(32*x + 12*x^2) + E^4*(192*x + 150*x^2 + 24*x^3) + E^2*(512*x + 624*x^2 + 208*x^3 + 20*x^4))*Log[x]^2,x]","x^8+4 e^2 x^7+16 x^7+2 x^7 \log (x)-\frac{1}{18} \left(103+24 e^2\right) x^6+6 e^4 x^6+\frac{136 e^2 x^6}{3}+\frac{1579 x^6}{18}+x^6 \log ^2(x)+\frac{1}{3} \left(103+24 e^2\right) x^6 \log (x)-\frac{1}{3} x^6 \log (x)-\frac{2}{25} \left(503+244 e^2+30 e^4\right) x^5+\frac{4}{25} \left(9+2 e^2\right) x^5+4 e^6 x^5+\frac{202 e^4 x^5}{5}+\frac{716 e^2 x^5}{5}+\frac{934 x^5}{5}+2 \left(9+2 e^2\right) x^5 \log ^2(x)+\frac{2}{5} \left(503+244 e^2+30 e^4\right) x^5 \log (x)-\frac{4}{5} \left(9+2 e^2\right) x^5 \log (x)-\frac{1}{8} \left(957+708 e^2+182 e^4+16 e^6\right) x^4+\frac{1}{8} \left(113+52 e^2+6 e^4\right) x^4+e^8 x^4+10 e^6 x^4+48 e^4 x^4+166 e^2 x^4+\frac{565 x^4}{2}+\left(113+52 e^2+6 e^4\right) x^4 \log ^2(x)+\frac{1}{2} \left(957+708 e^2+182 e^4+16 e^6\right) x^4 \log (x)-\frac{1}{2} \left(113+52 e^2+6 e^4\right) x^4 \log (x)-\frac{2}{9} \left(870+664 e^2+224 e^4+40 e^6+3 e^8\right) x^3+\frac{4}{9} \left(4+e^2\right)^2 \left(9+2 e^2\right) x^3-\frac{4 e^8 x^3}{3}-4 e^6 x^3+\frac{218 e^4 x^3}{3}+\frac{1312 e^2 x^3}{3}+\frac{2032 x^3}{3}+2 \left(4+e^2\right)^2 \left(9+2 e^2\right) x^3 \log ^2(x)+\frac{2}{3} \left(870+664 e^2+224 e^4+40 e^6+3 e^8\right) x^3 \log (x)-\frac{4}{3} \left(4+e^2\right)^2 \left(9+2 e^2\right) x^3 \log (x)-\frac{1}{2} \left(4+e^2\right)^2 \left(56+8 e^2-e^4\right) x^2+\frac{1}{2} \left(4+e^2\right)^4 x^2+4 e^8 x^2+56 e^6 x^2+308 e^4 x^2+816 e^2 x^2+900 x^2+\left(4+e^2\right)^4 x^2 \log ^2(x)+\left(4+e^2\right)^2 \left(56+8 e^2-e^4\right) x^2 \log (x)-\left(4+e^2\right)^4 x^2 \log (x)-4 \left(4+e^2\right)^4 x+16 e^6 x+200 e^4 x+832 e^2 x+1152 x+4 \left(4+e^2\right)^4 x \log (x)","\left(\left(x+e^2+4\right)^2+x\right)^2 \left(x^2-x+x \log (x)+2\right)^2+5",1,"1152*x + 832*E^2*x + 200*E^4*x + 16*E^6*x - 4*(4 + E^2)^4*x + 900*x^2 + 816*E^2*x^2 + 308*E^4*x^2 + 56*E^6*x^2 + 4*E^8*x^2 + ((4 + E^2)^4*x^2)/2 - ((4 + E^2)^2*(56 + 8*E^2 - E^4)*x^2)/2 + (2032*x^3)/3 + (1312*E^2*x^3)/3 + (218*E^4*x^3)/3 - 4*E^6*x^3 - (4*E^8*x^3)/3 + (4*(4 + E^2)^2*(9 + 2*E^2)*x^3)/9 - (2*(870 + 664*E^2 + 224*E^4 + 40*E^6 + 3*E^8)*x^3)/9 + (565*x^4)/2 + 166*E^2*x^4 + 48*E^4*x^4 + 10*E^6*x^4 + E^8*x^4 + ((113 + 52*E^2 + 6*E^4)*x^4)/8 - ((957 + 708*E^2 + 182*E^4 + 16*E^6)*x^4)/8 + (934*x^5)/5 + (716*E^2*x^5)/5 + (202*E^4*x^5)/5 + 4*E^6*x^5 + (4*(9 + 2*E^2)*x^5)/25 - (2*(503 + 244*E^2 + 30*E^4)*x^5)/25 + (1579*x^6)/18 + (136*E^2*x^6)/3 + 6*E^4*x^6 - ((103 + 24*E^2)*x^6)/18 + 16*x^7 + 4*E^2*x^7 + x^8 + 4*(4 + E^2)^4*x*Log[x] - (4 + E^2)^4*x^2*Log[x] + (4 + E^2)^2*(56 + 8*E^2 - E^4)*x^2*Log[x] - (4*(4 + E^2)^2*(9 + 2*E^2)*x^3*Log[x])/3 + (2*(870 + 664*E^2 + 224*E^4 + 40*E^6 + 3*E^8)*x^3*Log[x])/3 - ((113 + 52*E^2 + 6*E^4)*x^4*Log[x])/2 + ((957 + 708*E^2 + 182*E^4 + 16*E^6)*x^4*Log[x])/2 - (4*(9 + 2*E^2)*x^5*Log[x])/5 + (2*(503 + 244*E^2 + 30*E^4)*x^5*Log[x])/5 - (x^6*Log[x])/3 + ((103 + 24*E^2)*x^6*Log[x])/3 + 2*x^7*Log[x] + (4 + E^2)^4*x^2*Log[x]^2 + 2*(4 + E^2)^2*(9 + 2*E^2)*x^3*Log[x]^2 + (113 + 52*E^2 + 6*E^4)*x^4*Log[x]^2 + 2*(9 + 2*E^2)*x^5*Log[x]^2 + x^6*Log[x]^2","B",27,5,345,0.01449,1,"{2356, 2295, 2304, 6, 2305}"
3402,0,0,0,1.2428525,"\int \frac{-32+12 x+2 e^x x^3-8 x^4}{8 x-6 x^2+9 x^3+e^x x^3-2 x^5} \, dx","Int[(-32 + 12*x + 2*E^x*x^3 - 8*x^4)/(8*x - 6*x^2 + 9*x^3 + E^x*x^3 - 2*x^5),x]","\int \frac{-32+12 x+2 e^x x^3-8 x^4}{8 x-6 x^2+9 x^3+e^x x^3-2 x^5} \, dx","\log \left(\left(-x^2+\frac{1}{2} \left(e^x-1\right)+\frac{\frac{4}{x}-3}{x}+5\right)^2\right)",1,"2*x + 4*Defer[Int][(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4)^(-1), x] + 32*Defer[Int][1/(x*(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4)), x] - 12*Defer[Int][x/(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4), x] + 18*Defer[Int][x^2/(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4), x] + 8*Defer[Int][x^3/(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4), x] - 4*Defer[Int][x^4/(-8 + 6*x - 9*x^2 - E^x*x^2 + 2*x^4), x]","F",0,0,0,0,-1,"{}"
3403,1,160,0,0.9428575,"\int \frac{e^{\frac{\log ^2(2 x)}{25 x^4-10 x^6+x^8}} \left(-375 x^4-250 x^5+225 x^6+150 x^7-45 x^8-30 x^9+3 x^{10}+2 x^{11}+\left(-30-10 x+6 x^2+2 x^3\right) \log (2 x)+\left(60+20 x-24 x^2-8 x^3\right) \log ^2(2 x)\right)}{-125 x^4+75 x^6-15 x^8+x^{10}} \, dx","Int[(E^(Log[2*x]^2/(25*x^4 - 10*x^6 + x^8))*(-375*x^4 - 250*x^5 + 225*x^6 + 150*x^7 - 45*x^8 - 30*x^9 + 3*x^10 + 2*x^11 + (-30 - 10*x + 6*x^2 + 2*x^3)*Log[2*x] + (60 + 20*x - 24*x^2 - 8*x^3)*Log[2*x]^2))/(-125*x^4 + 75*x^6 - 15*x^8 + x^10),x]","\frac{e^{\frac{\log ^2(2 x)}{x^8-10 x^6+25 x^4}} \left(\left(-x^3-3 x^2+5 x+15\right) \log (2 x)-2 \left(-2 x^3-6 x^2+5 x+15\right) \log ^2(2 x)\right)}{\left(-x^{10}+15 x^8-75 x^6+125 x^4\right) \left(\frac{\log (2 x)}{x \left(x^8-10 x^6+25 x^4\right)}-\frac{2 \left(2 x^7-15 x^5+25 x^3\right) \log ^2(2 x)}{\left(x^8-10 x^6+25 x^4\right)^2}\right)}","x (x+3) e^{\frac{\log ^2(2 x)}{x^4 \left(5-x^2\right)^2}}",1,"(E^(Log[2*x]^2/(25*x^4 - 10*x^6 + x^8))*((15 + 5*x - 3*x^2 - x^3)*Log[2*x] - 2*(15 + 5*x - 6*x^2 - 2*x^3)*Log[2*x]^2))/((125*x^4 - 75*x^6 + 15*x^8 - x^10)*(Log[2*x]/(x*(25*x^4 - 10*x^6 + x^8)) - (2*(25*x^3 - 15*x^5 + 2*x^7)*Log[2*x]^2)/(25*x^4 - 10*x^6 + x^8)^2))","B",1,1,130,0.007692,1,"{2288}"
3404,1,18,0,0.0212524,"\int \frac{-25 e-4 x^4+4 x^4 \log (x)}{20 x^6} \, dx","Int[(-25*E - 4*x^4 + 4*x^4*Log[x])/(20*x^6),x]","\frac{e}{4 x^5}-\frac{\log (x)}{5 x}","-\frac{\log (x)-\frac{5 e}{4 x^4}}{5 x}",1,"E/(4*x^5) - Log[x]/(5*x)","A",6,3,23,0.1304,1,"{12, 14, 2304}"
3405,1,20,0,0.0474802,"\int \frac{17 x+8 x^2+(2+x) \log (2+x)}{2+x} \, dx","Int[(17*x + 8*x^2 + (2 + x)*Log[2 + x])/(2 + x),x]","4 x^2+(x+2) \log (x+2)-2 \log (x+2)","4 \left(x^2+x\right)-x (4-\log (x+2))-5",1,"4*x^2 - 2*Log[2 + x] + (2 + x)*Log[2 + x]","A",6,4,23,0.1739,1,"{6688, 77, 2389, 2295}"
3406,0,0,0,30.7380077,"\int \frac{-54 x+81 x^3+e^8 \left(-6 x+9 x^3\right)+e^{2 x} \left(-5 x-6 x^2+9 x^3\right)+e^4 \left(-36 x+54 x^3\right)+e^x \left(-2+30 x+18 x^2-54 x^3+e^4 \left(10 x+6 x^2-18 x^3\right)\right)+\left(36 x-54 x^3+e^4 \left(12 x-18 x^3\right)+e^x \left(-10 x-6 x^2+18 x^3\right)\right) \log (x)+\left(-6 x+9 x^3\right) \log ^2(x)}{81 x^3+54 e^4 x^3+9 e^8 x^3+e^{2 x} \left(x-6 x^2+9 x^3\right)+e^x \left(18 x^2-54 x^3+e^4 \left(6 x^2-18 x^3\right)\right)+\left(-54 x^3-18 e^4 x^3+e^x \left(-6 x^2+18 x^3\right)\right) \log (x)+9 x^3 \log ^2(x)} \, dx","Int[(-54*x + 81*x^3 + E^8*(-6*x + 9*x^3) + E^(2*x)*(-5*x - 6*x^2 + 9*x^3) + E^4*(-36*x + 54*x^3) + E^x*(-2 + 30*x + 18*x^2 - 54*x^3 + E^4*(10*x + 6*x^2 - 18*x^3)) + (36*x - 54*x^3 + E^4*(12*x - 18*x^3) + E^x*(-10*x - 6*x^2 + 18*x^3))*Log[x] + (-6*x + 9*x^3)*Log[x]^2)/(81*x^3 + 54*E^4*x^3 + 9*E^8*x^3 + E^(2*x)*(x - 6*x^2 + 9*x^3) + E^x*(18*x^2 - 54*x^3 + E^4*(6*x^2 - 18*x^3)) + (-54*x^3 - 18*E^4*x^3 + E^x*(-6*x^2 + 18*x^3))*Log[x] + 9*x^3*Log[x]^2),x]","\int \frac{-54 x+81 x^3+e^8 \left(-6 x+9 x^3\right)+e^{2 x} \left(-5 x-6 x^2+9 x^3\right)+e^4 \left(-36 x+54 x^3\right)+e^x \left(-2+30 x+18 x^2-54 x^3+e^4 \left(10 x+6 x^2-18 x^3\right)\right)+\left(36 x-54 x^3+e^4 \left(12 x-18 x^3\right)+e^x \left(-10 x-6 x^2+18 x^3\right)\right) \log (x)+\left(-6 x+9 x^3\right) \log ^2(x)}{81 x^3+54 e^4 x^3+9 e^8 x^3+e^{2 x} \left(x-6 x^2+9 x^3\right)+e^x \left(18 x^2-54 x^3+e^4 \left(6 x^2-18 x^3\right)\right)+\left(-54 x^3-18 e^4 x^3+e^x \left(-6 x^2+18 x^3\right)\right) \log (x)+9 x^3 \log ^2(x)} \, dx","x+\frac{2}{3 x-\frac{e^x}{e^x+\log (x)-e^4-3}}+5",1,"-2/(1 - 3*x) + x - 2*(3 + E^4)^2*Defer[Int][(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^(-2), x] + 2*E^4*(3 + E^4)*Defer[Int][1/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 6*(2 + E^4)*(3 + E^4)*Defer[Int][1/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 2*(3 + E^4)^2*Defer[Int][1/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] + 2*E^4*(3 + E^4)*Defer[Int][1/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 4*(3 + E^4)^2*Defer[Int][1/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] + 4*(3 + E^4)*Defer[Int][Log[x]/(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2, x] + 4*(3 + E^4)*Defer[Int][Log[x]/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 2*(3 + 2*E^4)*Defer[Int][Log[x]/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] + 6*(5 + 2*E^4)*Defer[Int][Log[x]/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] + 8*(3 + E^4)*Defer[Int][Log[x]/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 2*(3 + 2*E^4)*Defer[Int][Log[x]/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 2*Defer[Int][Log[x]^2/(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2, x] - 6*Defer[Int][Log[x]^2/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] - 2*Defer[Int][Log[x]^2/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^2), x] + 2*(3 + E^4)*Defer[Int][(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^(-1), x] + 2*(18 + 5*E^4)*Defer[Int][(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])^(-1), x] + 2*(3 + E^4)*Defer[Int][1/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 2*(18 + 5*E^4)*Defer[Int][1/((1 - 3*x)^2*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 2*(3 + E^4)*Defer[Int][1/((1 - 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 2*(18 + 5*E^4)*Defer[Int][1/((1 - 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 6*(3 + E^4)*Defer[Int][x/(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x]), x] + 6*Defer[Int][1/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 4*(3 + E^4)*Defer[Int][1/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 2*(18 + 5*E^4)*Defer[Int][1/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 12*Defer[Int][Log[x]/(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x]), x] + 14*Defer[Int][Log[x]/((1 - 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 6*Defer[Int][(x*Log[x])/(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x]), x] + 12*Defer[Int][Log[x]/((-1 + 3*x)*(E^x - 3*E^x*x + 9*(1 + E^4/3)*x - 3*x*Log[x])), x] + 2*(3 + E^4)*Defer[Int][(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x])^(-1), x] + 2*(18 + 5*E^4)*Defer[Int][(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x])^(-1), x] + 6*Defer[Int][1/((1 - 3*x)^2*(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x])), x] + 2*Defer[Int][1/(x*(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x])), x] + 6*(3 + E^4)*Defer[Int][x/(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x]), x] + 12*Defer[Int][Log[x]/(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x]), x] + 12*Defer[Int][Log[x]/((1 - 3*x)^2*(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x])), x] + 6*Defer[Int][(x*Log[x])/(-E^x + 3*E^x*x - 9*(1 + E^4/3)*x + 3*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
3407,1,2,0,0.0002332,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
3408,0,0,0,2.8102418,"\int \frac{e^{2+3 x} \left(1+\log \left(x^2\right)\right)^3 \left(30+15 x+(15+15 x) \log \left(x^2\right)+15 \log ^2\left(x^2\right)\right)}{\left(-4-4 x-4 \log \left(x^2\right)\right)^3 \left(1+x+(2+x) \log \left(x^2\right)+\log ^2\left(x^2\right)\right)} \, dx","Int[(E^(2 + 3*x)*(1 + Log[x^2])^3*(30 + 15*x + (15 + 15*x)*Log[x^2] + 15*Log[x^2]^2))/((-4 - 4*x - 4*Log[x^2])^3*(1 + x + (2 + x)*Log[x^2] + Log[x^2]^2)),x]","\int \frac{e^{2+3 x} \left(1+\log \left(x^2\right)\right)^3 \left(30+15 x+(15+15 x) \log \left(x^2\right)+15 \log ^2\left(x^2\right)\right)}{\left(-4-4 x-4 \log \left(x^2\right)\right)^3 \left(1+x+(2+x) \log \left(x^2\right)+\log ^2\left(x^2\right)\right)} \, dx","5 \exp \left(3 \left(x-\log \left(4 \left(\frac{x}{-\log \left(x^2\right)-1}-1\right)\right)\right)+2\right)",1,"(-5*E^(2 + 3*x))/64 - (15*Defer[Int][(E^(2 + 3*x)*x^2)/(1 + x + Log[x^2])^4, x])/32 - (15*Defer[Int][(E^(2 + 3*x)*x^3)/(1 + x + Log[x^2])^4, x])/64 + (15*Defer[Int][(E^(2 + 3*x)*x)/(1 + x + Log[x^2])^3, x])/16 + (45*Defer[Int][(E^(2 + 3*x)*x^2)/(1 + x + Log[x^2])^3, x])/64 + (15*Defer[Int][(E^(2 + 3*x)*x^3)/(1 + x + Log[x^2])^3, x])/64 - (15*Defer[Int][E^(2 + 3*x)/(1 + x + Log[x^2])^2, x])/32 - (45*Defer[Int][(E^(2 + 3*x)*x)/(1 + x + Log[x^2])^2, x])/64 - (45*Defer[Int][(E^(2 + 3*x)*x^2)/(1 + x + Log[x^2])^2, x])/64 + (15*Defer[Int][E^(2 + 3*x)/(1 + x + Log[x^2]), x])/64 + (45*Defer[Int][(E^(2 + 3*x)*x)/(1 + x + Log[x^2]), x])/64","F",0,0,0,0,-1,"{}"
3409,1,7,0,0.0023138,"\int -30 e^{-x} \, dx","Int[-30/E^x,x]","30 e^{-x}","30 e^{-x}-5",1,"30/E^x","A",2,2,7,0.2857,1,"{12, 2194}"
3410,1,12,0,0.0785788,"\int e^{-x} \left(7-7 e^x-7 x\right) \, dx","Int[(7 - 7*E^x - 7*x)/E^x,x]","7 e^{-x} x-7 x","-7 \left(x-e^{-x} x\right)+4-\log ^2(5)",1,"-7*x + (7*x)/E^x","A",7,5,16,0.3125,1,"{6741, 12, 6742, 2194, 2176}"
3411,1,23,0,0.3087619,"\int \frac{2 e^{2+2 x}+e^{5 x} \left(-10 e^{2+2 x}+4 e^{4+4 x}\right)+e^{4+4 x} (8-4 x)+\left(-2+e^{5 x} \left(10-4 e^{2+2 x}\right)+e^{2+2 x} (-8+4 x)\right) \log \left(-2-e^{5 x}+x\right)}{2+e^{5 x}-x} \, dx","Int[(2*E^(2 + 2*x) + E^(5*x)*(-10*E^(2 + 2*x) + 4*E^(4 + 4*x)) + E^(4 + 4*x)*(8 - 4*x) + (-2 + E^(5*x)*(10 - 4*E^(2 + 2*x)) + E^(2 + 2*x)*(-8 + 4*x))*Log[-2 - E^(5*x) + x])/(2 + E^(5*x) - x),x]","\left(e^{2 x+2}-\log \left(x-e^{5 x}-2\right)\right)^2","\left(e^{2 x+2}-\log \left(x-e^{5 x}-2\right)\right)^2-1",1,"(E^(2 + 2*x) - Log[-2 - E^(5*x) + x])^2","A",3,3,105,0.02857,1,"{6688, 12, 6686}"
3412,1,222,0,0.9632859,"\int \frac{-200 x^3-80 x^3 \log (2)-8 x^3 \log ^2(2)+\left(24000 x^2+3100 x^3+\left(9600 x^2+1240 x^3\right) \log (2)+\left(960 x^2+124 x^3\right) \log ^2(2)\right) \log \left(x^2\right)+\left(-960000 x-252000 x^2-17000 x^3+\left(-384000 x-100800 x^2-6800 x^3\right) \log (2)+\left(-38400 x-10080 x^2-680 x^3\right) \log ^2(2)\right) \log ^2\left(x^2\right)+\left(12800000+5280000 x+780000 x^2+40000 x^3+\left(5120000+2112000 x+312000 x^2+16000 x^3\right) \log (2)+\left(512000+211200 x+31200 x^2+1600 x^3\right) \log ^2(2)\right) \log ^3\left(x^2\right)+\left(-6400000-4800000 x-900000 x^2-50000 x^3+\left(-2560000-1920000 x-360000 x^2-20000 x^3\right) \log (2)+\left(-256000-192000 x-36000 x^2-2000 x^3\right) \log ^2(2)\right) \log ^4\left(x^2\right)+\left(31999975+12000000 x+1500000 x^2+62500 x^3+\left(12800000+4800000 x+600000 x^2+25000 x^3\right) \log (2)+\left(1280000+480000 x+60000 x^2+2500 x^3\right) \log ^2(2)\right) \log ^5\left(x^2\right)}{25 \log ^5\left(x^2\right)} \, dx","Int[(-200*x^3 - 80*x^3*Log[2] - 8*x^3*Log[2]^2 + (24000*x^2 + 3100*x^3 + (9600*x^2 + 1240*x^3)*Log[2] + (960*x^2 + 124*x^3)*Log[2]^2)*Log[x^2] + (-960000*x - 252000*x^2 - 17000*x^3 + (-384000*x - 100800*x^2 - 6800*x^3)*Log[2] + (-38400*x - 10080*x^2 - 680*x^3)*Log[2]^2)*Log[x^2]^2 + (12800000 + 5280000*x + 780000*x^2 + 40000*x^3 + (5120000 + 2112000*x + 312000*x^2 + 16000*x^3)*Log[2] + (512000 + 211200*x + 31200*x^2 + 1600*x^3)*Log[2]^2)*Log[x^2]^3 + (-6400000 - 4800000*x - 900000*x^2 - 50000*x^3 + (-2560000 - 1920000*x - 360000*x^2 - 20000*x^3)*Log[2] + (-256000 - 192000*x - 36000*x^2 - 2000*x^3)*Log[2]^2)*Log[x^2]^4 + (31999975 + 12000000*x + 1500000*x^2 + 62500*x^3 + (12800000 + 4800000*x + 600000*x^2 + 25000*x^3)*Log[2] + (1280000 + 480000*x + 60000*x^2 + 2500*x^3)*Log[2]^2)*Log[x^2]^5)/(25*Log[x^2]^5),x]","25 x^4 (5+\log (2))^2+800 x^3 (5+\log (2))^2+\frac{384 x^2 (5+\log (2))^2}{\log ^2\left(x^2\right)}-\frac{3840 x^2 (5+\log (2))^2}{\log \left(x^2\right)}+9600 x^2 (5+\log (2))^2-\frac{10240 x (5+\log (2))^2}{\log \left(x^2\right)}+\frac{x^4 (5+\log (2))^2}{25 \log ^4\left(x^2\right)}-\frac{4 x^4 (5+\log (2))^2}{5 \log ^3\left(x^2\right)}+\frac{6 x^4 (5+\log (2))^2}{\log ^2\left(x^2\right)}-\frac{20 x^4 (5+\log (2))^2}{\log \left(x^2\right)}-\frac{32 x^3 (5+\log (2))^2}{5 \log ^3\left(x^2\right)}+\frac{96 x^3 (5+\log (2))^2}{\log ^2\left(x^2\right)}-\frac{480 x^3 (5+\log (2))^2}{\log \left(x^2\right)}+x \left(1279999+51200 \log ^2(2)+512000 \log (2)\right)","25 (5+\log (2))^2 \left(-\frac{x}{5 \log \left(x^2\right)}+x+8\right)^4-x",1,"9600*x^2*(5 + Log[2])^2 + 800*x^3*(5 + Log[2])^2 + 25*x^4*(5 + Log[2])^2 + x*(1279999 + 512000*Log[2] + 51200*Log[2]^2) + (x^4*(5 + Log[2])^2)/(25*Log[x^2]^4) - (32*x^3*(5 + Log[2])^2)/(5*Log[x^2]^3) - (4*x^4*(5 + Log[2])^2)/(5*Log[x^2]^3) + (384*x^2*(5 + Log[2])^2)/Log[x^2]^2 + (96*x^3*(5 + Log[2])^2)/Log[x^2]^2 + (6*x^4*(5 + Log[2])^2)/Log[x^2]^2 - (10240*x*(5 + Log[2])^2)/Log[x^2] - (3840*x^2*(5 + Log[2])^2)/Log[x^2] - (480*x^3*(5 + Log[2])^2)/Log[x^2] - (20*x^4*(5 + Log[2])^2)/Log[x^2]","B",62,12,315,0.03810,1,"{6, 12, 6688, 2306, 2310, 2178, 2353, 2356, 2307, 2298, 2297, 2300}"
3413,1,127,0,0.692415,"\int e^{3 x+e^{1+e^{e^{5+x}}+e^x \log (5)} x} \left(1+3 x+e^{1+e^{e^{5+x}}+e^x \log (5)} \left(x+e^{5+e^{5+x}+x} x^2+e^x x^2 \log (5)\right)\right) \, dx","Int[E^(3*x + E^(1 + E^E^(5 + x) + E^x*Log[5])*x)*(1 + 3*x + E^(1 + E^E^(5 + x) + E^x*Log[5])*(x + E^(5 + E^(5 + x) + x)*x^2 + E^x*x^2*Log[5])),x]","\frac{e^{5^{e^x} e^{e^{e^{x+5}}+1} x+3 x} \left(5^{e^x} e^{e^{e^{x+5}}+1} \left(e^{x+e^{x+5}+5} x^2+e^x x^2 \log (5)+x\right)+3 x\right)}{5^{e^x} e^{e^{e^{x+5}}+1}+5^{e^x} e^{e^{e^{x+5}}+1} x \left(e^{x+e^{x+5}+5}+e^x \log (5)\right)+3}","x e^{x \left(e^{e^{e^{x+5}}+e^x \log (5)+1}+3\right)}",1,"(E^(3*x + 5^E^x*E^(1 + E^E^(5 + x))*x)*(3*x + 5^E^x*E^(1 + E^E^(5 + x))*(x + E^(5 + E^(5 + x) + x)*x^2 + E^x*x^2*Log[5])))/(3 + 5^E^x*E^(1 + E^E^(5 + x)) + 5^E^x*E^(1 + E^E^(5 + x))*x*(E^(5 + E^(5 + x) + x) + E^x*Log[5]))","B",1,1,74,0.01351,1,"{2288}"
3414,1,22,0,0.0526443,"\int \frac{e^{18+e^4-3 x-x \log (x)} (-4-\log (x))}{2+\log (2)} \, dx","Int[(E^(18 + E^4 - 3*x - x*Log[x])*(-4 - Log[x]))/(2 + Log[2]),x]","\frac{e^{-3 x+e^4+18} x^{-x}}{2+\log (2)}","\frac{e^{-3 x+x (-\log (x))+e^4+18}}{2+\log (2)}",1,"E^(18 + E^4 - 3*x)/(x^x*(2 + Log[2]))","A",2,2,28,0.07143,1,"{12, 6706}"
3415,1,55,0,0.1035317,"\int \frac{-117+396 x-225 x^2-36 x^3+27 x^4+e^2 \left(54-198 x+162 x^2-36 x^3\right)}{4+e^4+e^2 (-4-2 x)+4 x+x^2} \, dx","Int[(-117 + 396*x - 225*x^2 - 36*x^3 + 27*x^4 + E^2*(54 - 198*x + 162*x^2 - 36*x^3))/(4 + E^4 + E^2*(-4 - 2*x) + 4*x + x^2),x]","9 x^3-9 \left(8-e^2\right) x^2+9 \left(27-10 e^2+e^4\right) x+\frac{9 \left(11-7 e^2+e^4\right)^2}{x-e^2+2}","\frac{9 \left(x^2-3 x+1\right)^2}{x-e^2+2}",1,"9*(27 - 10*E^2 + E^4)*x - 9*(8 - E^2)*x^2 + 9*x^3 + (9*(11 - 7*E^2 + E^4)^2)/(2 - E^2 + x)","B",4,3,62,0.04839,1,"{1986, 27, 1850}"
3416,1,103,0,0.1378429,"\int e^{16-32 e^8 x^2+24 e^{16} x^4-8 e^{24} x^6+e^{32} x^8} \left(-1+64 e^8 x^2-96 e^{16} x^4+48 e^{24} x^6-8 e^{32} x^8\right) \, dx","Int[E^(16 - 32*E^8*x^2 + 24*E^16*x^4 - 8*E^24*x^6 + E^32*x^8)*(-1 + 64*E^8*x^2 - 96*E^16*x^4 + 48*E^24*x^6 - 8*E^32*x^8),x]","-\frac{e^{e^{32} x^8-8 e^{24} x^6+24 e^{16} x^4-32 e^8 x^2+16} \left(-e^{32} x^8+6 e^{24} x^6-12 e^{16} x^4+8 e^8 x^2\right)}{-e^{32} x^7+6 e^{24} x^5-12 e^{16} x^3+8 e^8 x}","-e^{\left(e^8 x^2-2\right)^4} x-3",1,"-((E^(16 - 32*E^8*x^2 + 24*E^16*x^4 - 8*E^24*x^6 + E^32*x^8)*(8*E^8*x^2 - 12*E^16*x^4 + 6*E^24*x^6 - E^32*x^8))/(8*E^8*x - 12*E^16*x^3 + 6*E^24*x^5 - E^32*x^7))","B",1,1,70,0.01429,1,"{2288}"
3417,1,17,0,0.357822,"\int \frac{32 x^2+\left(12-16 x^2\right) \log \left(3-4 x^2\right)}{-9 x^2+12 x^4+\left(-3 x+4 x^3\right) \log \left(3-4 x^2\right)} \, dx","Int[(32*x^2 + (12 - 16*x^2)*Log[3 - 4*x^2])/(-9*x^2 + 12*x^4 + (-3*x + 4*x^3)*Log[3 - 4*x^2]),x]","4 \log \left(\frac{\log \left(3-4 x^2\right)}{x}+3\right)","4 \log \left(\frac{\log \left(3-4 x^2\right)}{x}+3\right)",1,"4*Log[3 + Log[3 - 4*x^2]/x]","A",3,3,54,0.05556,1,"{6741, 6712, 31}"
3418,1,8,0,0.0017485,"\int -e^{e^3} \, dx","Int[-E^E^3,x]","-e^{e^3} x","e^{e^3} (1-x)",1,"-(E^E^3*x)","A",1,1,7,0.1429,1,"{8}"
3419,1,11,0,0.011572,"\int \frac{-2-\log \left(\frac{1}{x^2}\right)}{32 x^2} \, dx","Int[(-2 - Log[x^(-2)])/(32*x^2),x]","\frac{\log \left(\frac{1}{x^2}\right)}{32 x}","\frac{\log \left(\frac{1}{x^2}\right)}{32 x}",1,"Log[x^(-2)]/(32*x)","A",2,2,15,0.1333,1,"{12, 2303}"
3420,0,0,0,0.5941107,"\int \frac{\left(1-4 x-1083 x^2-608 x^3-80 x^4\right) \log (4)}{x^2-4 x^3-718 x^4+1140 x^5+130897 x^6+109808 x^7+34656 x^8+4864 x^9+256 x^{10}} \, dx","Int[((1 - 4*x - 1083*x^2 - 608*x^3 - 80*x^4)*Log[4])/(x^2 - 4*x^3 - 718*x^4 + 1140*x^5 + 130897*x^6 + 109808*x^7 + 34656*x^8 + 4864*x^9 + 256*x^10),x]","\int \frac{\left(1-4 x-1083 x^2-608 x^3-80 x^4\right) \log (4)}{x^2-4 x^3-718 x^4+1140 x^5+130897 x^6+109808 x^7+34656 x^8+4864 x^9+256 x^{10}} \, dx","\frac{\log (4)}{x \left((x-4 x (x+5))^2+2 x-1\right)}",1,"-(Log[4]/x) - Log[4]/(2*(1 - 2*x - 361*x^2 - 152*x^3 - 16*x^4)) - 725*Log[4]*Defer[Int][(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4)^(-2), x] - 817*Log[4]*Defer[Int][x/(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4)^2, x] - 140*Log[4]*Defer[Int][x^2/(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4)^2, x] - 361*Log[4]*Defer[Int][(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4)^(-1), x] - 152*Log[4]*Defer[Int][x/(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4), x] - 16*Log[4]*Defer[Int][x^2/(-1 + 2*x + 361*x^2 + 152*x^3 + 16*x^4), x]","F",0,0,0,0,-1,"{}"
3421,1,19,0,0.0909602,"\int \frac{-2+2 e^x}{\left(5 e^x-5 x\right) \log ^2\left(-e^x \log (3)+x \log (3)\right)} \, dx","Int[(-2 + 2*E^x)/((5*E^x - 5*x)*Log[-(E^x*Log[3]) + x*Log[3]]^2),x]","-\frac{2}{5 \log \left(x \log (3)-e^x \log (3)\right)}","2-\frac{2}{5 \log \left(\left(x-e^x\right) \log (3)\right)}",1,"-2/(5*Log[-(E^x*Log[3]) + x*Log[3]])","A",1,1,34,0.02941,1,"{6686}"
3422,1,15,0,0.0167582,"\int \frac{19+2 x-2 x^2}{-17+2 x+2 x^2} \, dx","Int[(19 + 2*x - 2*x^2)/(-17 + 2*x + 2*x^2),x]","\log \left(-2 x^2-2 x+17\right)-x","\log \left(9-2 \left(x^2+x-4\right)\right)-x",1,"-x + Log[17 - 2*x - 2*x^2]","A",3,2,23,0.08696,1,"{1657, 628}"
3423,0,0,0,5.5256027,"\int \frac{-15 x+18 x^2+15 x^3-14 x^4+e^3 \left(12-15 x-16 x^2+15 x^3\right)+\left(2 x^3-2 x^4+e^3 \left(-2 x^2+2 x^3\right)\right) \log \left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)}{100 x^2-100 x^3+e^3 \left(-100 x+100 x^2\right)+\left(20 x^2-20 x^3+e^3 \left(-20 x+20 x^2\right)\right) \log \left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)+\left(x^2-x^3+e^3 \left(-x+x^2\right)\right) \log ^2\left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)} \, dx","Int[(-15*x + 18*x^2 + 15*x^3 - 14*x^4 + E^3*(12 - 15*x - 16*x^2 + 15*x^3) + (2*x^3 - 2*x^4 + E^3*(-2*x^2 + 2*x^3))*Log[-x^5 + x^6 + E^3*(x^4 - x^5)])/(100*x^2 - 100*x^3 + E^3*(-100*x + 100*x^2) + (20*x^2 - 20*x^3 + E^3*(-20*x + 20*x^2))*Log[-x^5 + x^6 + E^3*(x^4 - x^5)] + (x^2 - x^3 + E^3*(-x + x^2))*Log[-x^5 + x^6 + E^3*(x^4 - x^5)]^2),x]","\int \frac{-15 x+18 x^2+15 x^3-14 x^4+e^3 \left(12-15 x-16 x^2+15 x^3\right)+\left(2 x^3-2 x^4+e^3 \left(-2 x^2+2 x^3\right)\right) \log \left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)}{100 x^2-100 x^3+e^3 \left(-100 x+100 x^2\right)+\left(20 x^2-20 x^3+e^3 \left(-20 x+20 x^2\right)\right) \log \left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)+\left(x^2-x^3+e^3 \left(-x+x^2\right)\right) \log ^2\left(-x^5+x^6+e^3 \left(x^4-x^5\right)\right)} \, dx","\frac{x^2+3}{\log \left((1-x) \left(e^3-x\right) x^4\right)+10}",1,"-((1 + E^3)*Defer[Int][(10 + Log[(-1 + x)*x^4*(-E^3 + x)])^(-2), x]) + (3 + E^6)*Defer[Int][1/((E^3 - x)*(10 + Log[(-1 + x)*x^4*(-E^3 + x)])^2), x] - 4*Defer[Int][1/((-1 + x)*(10 + Log[(-1 + x)*x^4*(-E^3 + x)])^2), x] - 12*Defer[Int][1/(x*(10 + Log[(-1 + x)*x^4*(-E^3 + x)])^2), x] - 6*Defer[Int][x/(10 + Log[(-1 + x)*x^4*(-E^3 + x)])^2, x] + 2*Defer[Int][x/(10 + Log[(-1 + x)*x^4*(-E^3 + x)]), x]","F",0,0,0,0,-1,"{}"
3424,1,11,0,0.0010917,"\int \frac{1}{5} (-738-360 x) \, dx","Int[(-738 - 360*x)/5,x]","-\frac{9}{100} (20 x+41)^2","\frac{2 x}{5}-4 \left((3 x+6)^2+x+1\right)+e^4",1,"(-9*(41 + 20*x)^2)/100","A",1,1,9,0.1111,1,"{9}"
3425,1,23,0,0.2365972,"\int \frac{-1+\left(7 x-2 x^2-2 e^{x^2} x^2\right) \log (4 x)}{x \log (4 x)} \, dx","Int[(-1 + (7*x - 2*x^2 - 2*E^x^2*x^2)*Log[4*x])/(x*Log[4*x]),x]","-x^2-e^{x^2}+7 x-\log (\log (4 x))","-e^{x^2}-(x-3)^2+x-\log (\log (4 x))+4",1,"-E^x^2 + 7*x - x^2 - Log[Log[4*x]]","A",7,5,36,0.1389,1,"{6688, 14, 2209, 2302, 29}"
3426,0,0,0,9.7076557,"\int \frac{\exp \left(x-\frac{2 \log ^2(4)}{-3 \log ^2(4)+e^x \left(x^2-2 x \log (3) \log (4)+\log ^2(3) \log ^2(4)\right)}\right) \left(\left(-8 x-4 x^2\right) \log ^2(4)+(8+8 x) \log (3) \log ^3(4)-4 \log ^2(3) \log ^4(4)\right)}{9 \log ^4(4)+e^x \left(-6 x^2 \log ^2(4)+12 x \log (3) \log ^3(4)-6 \log ^2(3) \log ^4(4)\right)+e^{2 x} \left(x^4-4 x^3 \log (3) \log (4)+6 x^2 \log ^2(3) \log ^2(4)-4 x \log ^3(3) \log ^3(4)+\log ^4(3) \log ^4(4)\right)} \, dx","Int[(E^(x - (2*Log[4]^2)/(-3*Log[4]^2 + E^x*(x^2 - 2*x*Log[3]*Log[4] + Log[3]^2*Log[4]^2)))*((-8*x - 4*x^2)*Log[4]^2 + (8 + 8*x)*Log[3]*Log[4]^3 - 4*Log[3]^2*Log[4]^4))/(9*Log[4]^4 + E^x*(-6*x^2*Log[4]^2 + 12*x*Log[3]*Log[4]^3 - 6*Log[3]^2*Log[4]^4) + E^(2*x)*(x^4 - 4*x^3*Log[3]*Log[4] + 6*x^2*Log[3]^2*Log[4]^2 - 4*x*Log[3]^3*Log[4]^3 + Log[3]^4*Log[4]^4)),x]","\int \frac{\exp \left(x-\frac{2 \log ^2(4)}{-3 \log ^2(4)+e^x \left(x^2-2 x \log (3) \log (4)+\log ^2(3) \log ^2(4)\right)}\right) \left(\left(-8 x-4 x^2\right) \log ^2(4)+(8+8 x) \log (3) \log ^3(4)-4 \log ^2(3) \log ^4(4)\right)}{9 \log ^4(4)+e^x \left(-6 x^2 \log ^2(4)+12 x \log (3) \log ^3(4)-6 \log ^2(3) \log ^4(4)\right)+e^{2 x} \left(x^4-4 x^3 \log (3) \log (4)+6 x^2 \log ^2(3) \log ^2(4)-4 x \log ^3(3) \log ^3(4)+\log ^4(3) \log ^4(4)\right)} \, dx","2 \left(\log (2)-e^{\frac{2}{3-e^x \left(\log (3)-\frac{x}{\log (4)}\right)^2}}\right)",1,"4*Log[3]*Log[4]^3*(2 - Log[3]*Log[4])*Defer[Int][E^(x - (2*Log[4]^2)/(-3*Log[4]^2 + E^x*(x - Log[3]*Log[4])^2))/(3*Log[4]^2 - E^x*(x - Log[3]*Log[4])^2)^2, x] - 4*Log[4]^2*(2 - Log[4]*Log[9])*Defer[Int][(E^(x - (2*Log[4]^2)/(-3*Log[4]^2 + E^x*(x - Log[3]*Log[4])^2))*x)/(3*Log[4]^2 - E^x*(x - Log[3]*Log[4])^2)^2, x] - 4*Log[4]^2*Defer[Int][(E^(x - (2*Log[4]^2)/(-3*Log[4]^2 + E^x*(x - Log[3]*Log[4])^2))*x^2)/(3*Log[4]^2 - E^x*(x - Log[3]*Log[4])^2)^2, x]","F",0,0,0,0,-1,"{}"
3427,1,66,0,0.957108,"\int \frac{11250+6000 x+1050 x^2-60 x^3-90 x^4-24 x^5-2 x^6+e^{10/x} \left(250 x+100 x^2+10 x^3\right)+e^{5/x} \left(-3750-2750 x-900 x^2-100 x^3+10 x^4+2 x^5\right)}{25 x^3+10 x^4+x^5} \, dx","Int[(11250 + 6000*x + 1050*x^2 - 60*x^3 - 90*x^4 - 24*x^5 - 2*x^6 + E^(10/x)*(250*x + 100*x^2 + 10*x^3) + E^(5/x)*(-3750 - 2750*x - 900*x^2 - 100*x^3 + 10*x^4 + 2*x^5))/(25*x^3 + 10*x^4 + x^5),x]","-x^2-\frac{225}{x^2}+2 e^{5/x} x-4 x+4 e^{5/x}-e^{10/x}+\frac{20}{x+5}+\frac{30 e^{5/x}}{x}-\frac{60}{x}","\frac{20}{x+5}-\left(x-e^{5/x}+\frac{3 (x+5)}{x}-1\right)^2",1,"4*E^(5/x) - E^(10/x) - 225/x^2 - 60/x + (30*E^(5/x))/x - 4*x + 2*E^(5/x)*x - x^2 + 20/(5 + x)","B",25,9,102,0.08824,1,"{1594, 27, 6742, 2209, 44, 43, 2206, 2210, 2212}"
3428,0,0,0,0.8460989,"\int \frac{-60-30 x+\left(-30+15 x+6 x^2-3 x^3\right) \log \left(\frac{20-4 x^2}{x^2}\right)}{\left(-160-240 x-88 x^2+28 x^3+24 x^4+4 x^5\right) \log ^2\left(\frac{20-4 x^2}{x^2}\right)} \, dx","Int[(-60 - 30*x + (-30 + 15*x + 6*x^2 - 3*x^3)*Log[(20 - 4*x^2)/x^2])/((-160 - 240*x - 88*x^2 + 28*x^3 + 24*x^4 + 4*x^5)*Log[(20 - 4*x^2)/x^2]^2),x]","\int \frac{-60-30 x+\left(-30+15 x+6 x^2-3 x^3\right) \log \left(\frac{20-4 x^2}{x^2}\right)}{\left(-160-240 x-88 x^2+28 x^3+24 x^4+4 x^5\right) \log ^2\left(\frac{20-4 x^2}{x^2}\right)} \, dx","\frac{3 x}{4 (x+2)^2 \log \left(\frac{4 \left(\frac{5}{x}-x\right)}{x}\right)}",1,"(15*Defer[Int][1/((2 + x)^2*Log[-4 + 20/x^2]^2), x])/2 - 30*Defer[Int][1/((2 + x)*Log[-4 + 20/x^2]^2), x] - (135*Defer[Int][1/((-5 + x^2)*Log[-4 + 20/x^2]^2), x])/2 + 30*Defer[Int][x/((-5 + x^2)*Log[-4 + 20/x^2]^2), x] + 3*Defer[Int][1/((2 + x)^3*Log[-4 + 20/x^2]), x] - (3*Defer[Int][1/((2 + x)^2*Log[-4 + 20/x^2]), x])/4","F",0,0,0,0,-1,"{}"
3429,1,29,0,1.0990004,"\int \frac{e^x (-220-20 x+40 \log (2))+e^x (44+4 x) \log (2) \log (11+x)+\left(e^x \left(-220-240 x-20 x^2+\left(-44 x-48 x^2-4 x^3\right) \log (2)\right)+e^x \left(44+48 x+4 x^2\right) \log (2) \log (11+x)\right) \log \left(\frac{(1+x) \log (2)}{-5-x \log (2)+\log (2) \log (11+x)}\right)}{-55-60 x-5 x^2+\left(-11 x-12 x^2-x^3\right) \log (2)+\left(11+12 x+x^2\right) \log (2) \log (11+x)} \, dx","Int[(E^x*(-220 - 20*x + 40*Log[2]) + E^x*(44 + 4*x)*Log[2]*Log[11 + x] + (E^x*(-220 - 240*x - 20*x^2 + (-44*x - 48*x^2 - 4*x^3)*Log[2]) + E^x*(44 + 48*x + 4*x^2)*Log[2]*Log[11 + x])*Log[((1 + x)*Log[2])/(-5 - x*Log[2] + Log[2]*Log[11 + x])])/(-55 - 60*x - 5*x^2 + (-11*x - 12*x^2 - x^3)*Log[2] + (11 + 12*x + x^2)*Log[2]*Log[11 + x]),x]","4 e^x \log \left(-\frac{(x+1) \log (2)}{x \log (2)-\log (2) \log (x+11)+5}\right)","4 e^x \log \left(\frac{x+1}{-x+\log (x+11)-\frac{5}{\log (2)}}\right)",1,"4*E^x*Log[-(((1 + x)*Log[2])/(5 + x*Log[2] - Log[2]*Log[11 + x]))]","A",4,4,150,0.02667,1,"{6741, 6688, 12, 2288}"
3430,1,37,0,0.2697796,"\int \frac{-58 x+19 x^2+64 x^3+20 x^4+\left(4 x-3 x^2-x^3\right) \log (x)+\left(-40 x+30 x^3+10 x^4\right) \log \left(\frac{-8+8 x}{x}\right)}{-20+15 x^2+5 x^3} \, dx","Int[(-58*x + 19*x^2 + 64*x^3 + 20*x^4 + (4*x - 3*x^2 - x^3)*Log[x] + (-40*x + 30*x^3 + 10*x^4)*Log[(-8 + 8*x)/x])/(-20 + 15*x^2 + 5*x^3),x]","2 x^2+x^2 \log \left(8-\frac{8}{x}\right)+\frac{2 x \log (x)}{5 (x+2)}-\frac{1}{5} x \log (x)","x^2 \left(-\frac{\log (x)}{5 (x+2)}+\log \left(\frac{4 (2 x-2)}{x}\right)+2\right)",1,"2*x^2 + x^2*Log[8 - 8/x] - (x*Log[x])/5 + (2*x*Log[x])/(5*(2 + x))","A",19,10,76,0.1316,1,"{6742, 77, 88, 2455, 193, 43, 2357, 2295, 2314, 31}"
3431,0,0,0,13.9103281,"\int \frac{\left(-36 x^2+36 x \log (x)\right) \log (x-\log (x))+\frac{e^x \left(-15+15 x+\left(-15 x-15 x^2+(15+15 x) \log (x)\right) \log (x-\log (x))\right)}{\log (x-\log (x))}}{e^x \left(15 x^2-60 x^4+\left(-15 x+60 x^3\right) \log (x)\right)+\frac{e^{2 x} \left(-25 x^3+25 x^2 \log (x)\right)}{\log (x-\log (x))}+\left(18 x^3-36 x^5+\left(-18 x^2+36 x^4\right) \log (x)\right) \log (x-\log (x))} \, dx","Int[((-36*x^2 + 36*x*Log[x])*Log[x - Log[x]] + (E^x*(-15 + 15*x + (-15*x - 15*x^2 + (15 + 15*x)*Log[x])*Log[x - Log[x]]))/Log[x - Log[x]])/(E^x*(15*x^2 - 60*x^4 + (-15*x + 60*x^3)*Log[x]) + (E^(2*x)*(-25*x^3 + 25*x^2*Log[x]))/Log[x - Log[x]] + (18*x^3 - 36*x^5 + (-18*x^2 + 36*x^4)*Log[x])*Log[x - Log[x]]),x]","\int \frac{\left(-36 x^2+36 x \log (x)\right) \log (x-\log (x))+\frac{e^x \left(-15+15 x+\left(-15 x-15 x^2+(15+15 x) \log (x)\right) \log (x-\log (x))\right)}{\log (x-\log (x))}}{e^x \left(15 x^2-60 x^4+\left(-15 x+60 x^3\right) \log (x)\right)+\frac{e^{2 x} \left(-25 x^3+25 x^2 \log (x)\right)}{\log (x-\log (x))}+\left(18 x^3-36 x^5+\left(-18 x^2+36 x^4\right) \log (x)\right) \log (x-\log (x))} \, dx","\log \left(5-\frac{3}{x \left(\frac{6 x}{5}+\frac{e^x}{\log (x-\log (x))}\right)}\right)",1,"6*Defer[Int][1/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] - 6*Defer[Int][x/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] - 6*Defer[Int][(x*Log[x - Log[x]])/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] + 6*Defer[Int][(x^2*Log[x - Log[x]])/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] + 6*Defer[Int][(Log[x]*Log[x - Log[x]])/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] - 6*Defer[Int][(x*Log[x]*Log[x - Log[x]])/((x - Log[x])*(5*E^x + 6*x*Log[x - Log[x]])), x] - 3*Defer[Int][1/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 3*Defer[Int][1/(x*(x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] - 6*Defer[Int][x/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 6*Defer[Int][x^2/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 3*Defer[Int][Log[x - Log[x]]/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 3*Defer[Int][(x*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 6*Defer[Int][(x^2*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] - 6*Defer[Int][(x^3*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] - 3*Defer[Int][(Log[x]*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] - 3*Defer[Int][(Log[x]*Log[x - Log[x]])/(x*(x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] - 6*Defer[Int][(x*Log[x]*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x] + 6*Defer[Int][(x^2*Log[x]*Log[x - Log[x]])/((x - Log[x])*(5*E^x*x - 3*Log[x - Log[x]] + 6*x^2*Log[x - Log[x]])), x]","F",0,0,0,0,-1,"{}"
3432,0,0,0,59.579314,"\int \frac{\left(-6+2 e^{5 x^2-e^x x^2}+60 x^2+e^x \left(-12 x^2-6 x^3\right)\right) \log \left(e^{-5 x^2+e^x x^2} \left(e^{5 x^2-e^x x^2} (-6-x)+3 x\right)\right)}{-3 x+e^{5 x^2-e^x x^2} (6+x)} \, dx","Int[((-6 + 2*E^(5*x^2 - E^x*x^2) + 60*x^2 + E^x*(-12*x^2 - 6*x^3))*Log[E^(-5*x^2 + E^x*x^2)*(E^(5*x^2 - E^x*x^2)*(-6 - x) + 3*x)])/(-3*x + E^(5*x^2 - E^x*x^2)*(6 + x)),x]","\int \frac{\left(-6+2 e^{5 x^2-e^x x^2}+60 x^2+e^x \left(-12 x^2-6 x^3\right)\right) \log \left(e^{-5 x^2+e^x x^2} \left(e^{5 x^2-e^x x^2} (-6-x)+3 x\right)\right)}{-3 x+e^{5 x^2-e^x x^2} (6+x)} \, dx","\log ^2\left(\frac{3 e^{-\left(\left(5-e^x\right) x^2\right)} x^2-x^2-x}{x}-5\right)",1,"2*E^x - 2*E^x*x + 5*x^2 - 25*x^4 + 10*E^x*x^4 - E^(2*x)*x^4 - 10*x^2*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x] + 2*E^x*x^2*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x] - 12*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][E^(5*x^2)/(x*(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x)), x] + 120*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][(E^(5*x^2)*x)/(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x), x] - 24*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][(E^(x + 5*x^2)*x)/(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x), x] + 20*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][(E^(5*x^2)*x^2)/(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x), x] - 16*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][(E^(x + 5*x^2)*x^2)/(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x), x] - 2*Log[-6 - (1 - 3/E^((5 - E^x)*x^2))*x]*Defer[Int][(E^(x + 5*x^2)*x^3)/(6*E^(5*x^2) + E^(5*x^2)*x - 3*E^(E^x*x^2)*x), x] + 60*Defer[Int][x/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 12*Defer[Int][(E^x*x)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 600*Defer[Int][x^3/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 240*Defer[Int][(E^x*x^3)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 24*Defer[Int][(E^(2*x)*x^3)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 100*Defer[Int][x^4/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 100*Defer[Int][(E^x*x^4)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 16*Defer[Int][(E^(2*x)*x^4)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 10*Defer[Int][(E^x*x^5)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 2*Defer[Int][(E^(2*x)*x^5)/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 2*Defer[Int][Log[-6 + (-1 + 3*E^((-5 + E^x)*x^2))*x]/x, x] + 12*Defer[Int][Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x]/x, x] - 120*Defer[Int][x*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x], x] + 24*Defer[Int][E^x*x*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x], x] + 12*Defer[Int][E^x*x^2*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x], x] + 72*Defer[Int][Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] - 720*Defer[Int][(x*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 144*Defer[Int][(E^x*x*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 120*Defer[Int][(x^2*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 96*Defer[Int][(E^x*x^2*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 12*Defer[Int][(E^x*x^3*Defer[Int][E^(5*x^2)/(x*(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x))), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 120*Defer[Int][Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/x, x] + 1200*Defer[Int][x*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 240*Defer[Int][E^x*x*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 120*Defer[Int][E^x*x^2*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 720*Defer[Int][Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] + 7200*Defer[Int][(x*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 1440*Defer[Int][(E^x*x*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 1200*Defer[Int][(x^2*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 960*Defer[Int][(E^x*x^2*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 120*Defer[Int][(E^x*x^3*Defer[Int][(E^(5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 24*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/x, x] - 240*Defer[Int][x*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 48*Defer[Int][E^x*x*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 24*Defer[Int][E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 144*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] - 1440*Defer[Int][(x*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 288*Defer[Int][(E^x*x*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 240*Defer[Int][(x^2*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 192*Defer[Int][(E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 24*Defer[Int][(E^x*x^3*Defer[Int][(E^(x + 5*x^2)*x)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 20*Defer[Int][Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/x, x] + 200*Defer[Int][x*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 40*Defer[Int][E^x*x*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 20*Defer[Int][E^x*x^2*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] - 120*Defer[Int][Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] + 1200*Defer[Int][(x*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 240*Defer[Int][(E^x*x*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 200*Defer[Int][(x^2*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 160*Defer[Int][(E^x*x^2*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 20*Defer[Int][(E^x*x^3*Defer[Int][(E^(5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 16*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/x, x] - 160*Defer[Int][x*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 32*Defer[Int][E^x*x*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 16*Defer[Int][E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 96*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] - 960*Defer[Int][(x*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 192*Defer[Int][(E^x*x*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 160*Defer[Int][(x^2*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 128*Defer[Int][(E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 16*Defer[Int][(E^x*x^3*Defer[Int][(E^(x + 5*x^2)*x^2)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 2*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/x, x] - 20*Defer[Int][x*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 4*Defer[Int][E^x*x*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 2*Defer[Int][E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x], x] + 12*Defer[Int][Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x]/(x*(-6 - x + 3*E^((-5 + E^x)*x^2)*x)), x] - 120*Defer[Int][(x*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 24*Defer[Int][(E^x*x*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] - 20*Defer[Int][(x^2*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 16*Defer[Int][(E^x*x^2*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x] + 2*Defer[Int][(E^x*x^3*Defer[Int][(E^(x + 5*x^2)*x^3)/(-3*E^(E^x*x^2)*x + E^(5*x^2)*(6 + x)), x])/(-6 - x + 3*E^((-5 + E^x)*x^2)*x), x]","F",0,0,0,0,-1,"{}"
3433,0,0,0,17.7949432,"\int \frac{1}{5} e^{\frac{1}{5} \left(-256 x^3-256 x^4-96 x^5-16 x^6-x^7\right)} \left(25+10 x-3840 x^3-5888 x^4-3424 x^5-960 x^6-131 x^7-7 x^8+e^{\frac{1}{5} \left(256 x^3+256 x^4+96 x^5+16 x^6+x^7\right)} (50+20 x)\right) \, dx","Int[(E^((-256*x^3 - 256*x^4 - 96*x^5 - 16*x^6 - x^7)/5)*(25 + 10*x - 3840*x^3 - 5888*x^4 - 3424*x^5 - 960*x^6 - 131*x^7 - 7*x^8 + E^((256*x^3 + 256*x^4 + 96*x^5 + 16*x^6 + x^7)/5)*(50 + 20*x)))/5,x]","\int \frac{1}{5} e^{\frac{1}{5} \left(-256 x^3-256 x^4-96 x^5-16 x^6-x^7\right)} \left(25+10 x-3840 x^3-5888 x^4-3424 x^5-960 x^6-131 x^7-7 x^8+e^{\frac{1}{5} \left(256 x^3+256 x^4+96 x^5+16 x^6+x^7\right)} (50+20 x)\right) \, dx","(x+5) \left(e^{-\frac{1}{5} x^3 (x+4)^4} x+2 x\right)-4",1,"(5 + 2*x)^2/2 + 5*Defer[Int][E^(-1/5*(x^3*(4 + x)^4)), x] + 2*Defer[Int][x/E^((x^3*(4 + x)^4)/5), x] - 768*Defer[Int][x^3/E^((x^3*(4 + x)^4)/5), x] - (5888*Defer[Int][x^4/E^((x^3*(4 + x)^4)/5), x])/5 - (3424*Defer[Int][x^5/E^((x^3*(4 + x)^4)/5), x])/5 - 192*Defer[Int][x^6/E^((x^3*(4 + x)^4)/5), x] - (131*Defer[Int][x^7/E^((x^3*(4 + x)^4)/5), x])/5 - (7*Defer[Int][x^8/E^((x^3*(4 + x)^4)/5), x])/5","F",0,0,0,0,-1,"{}"
3434,1,249,0,3.5609924,"\int \frac{1}{2} e^{8-2 x} \left(64 x-112 x^2+40 x^3-4 x^4+e^{-4+x} \left(16-24 x+4 x^2\right)+3^{2 x} (-1+\log (3))+3^x \left(8-20 x+4 x^2+\left(8 x-2 x^2\right) \log (3)+e^{-4+x} (-2+2 \log (3))\right)\right) \, dx","Int[(E^(8 - 2*x)*(64*x - 112*x^2 + 40*x^3 - 4*x^4 + E^(-4 + x)*(16 - 24*x + 4*x^2) + 3^(2*x)*(-1 + Log[3]) + 3^x*(8 - 20*x + 4*x^2 + (8*x - 2*x^2)*Log[3] + E^(-4 + x)*(-2 + 2*Log[3]))))/2,x]","e^{8-2 x} x^4-8 e^{8-2 x} x^3+16 e^{8-2 x} x^2-2 e^{4-x} x^2-x^2 e^{8-x (2-\log (3))}+8 e^{4-x} x+\frac{2 x (5-\log (9)) e^{8-x (2-\log (3))}}{2-\log (3)}-\frac{2 x e^{8-x (2-\log (3))}}{2-\log (3)}+e^{4-x (1-\log (3))}+\frac{2 (5-\log (9)) e^{8-x (2-\log (3))}}{(2-\log (3))^2}+\frac{(1-\log (3)) e^{8-x (2-\log (9))}}{2 (2-\log (9))}-\frac{4 e^{8-x (2-\log (3))}}{2-\log (3)}-\frac{2 e^{8-x (2-\log (3))}}{(2-\log (3))^2}","\left(e^{4-x} \left(-x^2+4 x+\frac{3^x}{2}\right)+1\right)^2",1,"E^(4 - x*(1 - Log[3])) + 8*E^(4 - x)*x + 16*E^(8 - 2*x)*x^2 - 2*E^(4 - x)*x^2 - E^(8 - x*(2 - Log[3]))*x^2 - 8*E^(8 - 2*x)*x^3 + E^(8 - 2*x)*x^4 - (2*E^(8 - x*(2 - Log[3])))/(2 - Log[3])^2 - (4*E^(8 - x*(2 - Log[3])))/(2 - Log[3]) - (2*E^(8 - x*(2 - Log[3]))*x)/(2 - Log[3]) + (E^(8 - x*(2 - Log[9]))*(1 - Log[3]))/(2*(2 - Log[9])) + (2*E^(8 - x*(2 - Log[3]))*(5 - Log[9]))/(2 - Log[3])^2 + (2*E^(8 - x*(2 - Log[3]))*x*(5 - Log[9]))/(2 - Log[3])","B",43,7,94,0.07447,1,"{12, 6688, 6742, 2194, 2176, 2287, 2196}"
3435,1,17,0,0.0037708,"\int \left(-\frac{320 e^{10}}{x^5}-\frac{320 e^5}{x^3}\right) \, dx","Int[(-320*E^10)/x^5 - (320*E^5)/x^3,x]","\frac{80 e^{10}}{x^4}+\frac{160 e^5}{x^2}","80 \left(\frac{e^5}{x^2}+1\right)^2",1,"(80*E^10)/x^4 + (160*E^5)/x^2","A",1,0,17,0,1,"{}"
3436,1,26,0,0.3922164,"\int \frac{e^{\frac{x+\log \left(1600-800 e^{10/x}+100 e^{20/x}\right)}{x}} \left(-20 e^{10/x}+\left(4 x-e^{10/x} x\right) \log \left(1600-800 e^{10/x}+100 e^{20/x}\right)\right)}{-4 x^3+e^{10/x} x^3} \, dx","Int[(E^((x + Log[1600 - 800*E^(10/x) + 100*E^(20/x)])/x)*(-20*E^(10/x) + (4*x - E^(10/x)*x)*Log[1600 - 800*E^(10/x) + 100*E^(20/x)]))/(-4*x^3 + E^(10/x)*x^3),x]","e \left(-800 e^{10/x}+100 e^{20/x}+1600\right)^{\frac{1}{x}}","e^{\frac{x+\log \left(100 \left(e^{10/x}-4\right)^2\right)}{x}}",1,"E*(1600 - 800*E^(10/x) + 100*E^(20/x))^x^(-1)","A",1,1,95,0.01053,1,"{6706}"
3437,1,8,0,0.0016638,"\int \frac{1}{e^3 (4+x)} \, dx","Int[1/(E^3*(4 + x)),x]","\frac{\log (x+4)}{e^3}","\frac{\log (x+4)}{e^3}",1,"Log[4 + x]/E^3","A",2,2,9,0.2222,1,"{12, 31}"
3438,1,26,0,0.2028817,"\int \frac{4 e^x x^3+e^{\frac{-4-3 x-x^2}{4 x^2}} (24+9 x)}{12 x^3} \, dx","Int[(4*E^x*x^3 + E^((-4 - 3*x - x^2)/(4*x^2))*(24 + 9*x))/(12*x^3),x]","e^{-\frac{1}{x^2}-\frac{3}{4 x}-\frac{1}{4}}+\frac{e^x}{3}","e^{\frac{x-(x+2)^2}{4 x^2}}+\frac{e^x}{3}+18",1,"E^(-1/4 - x^(-2) - 3/(4*x)) + E^x/3","A",5,4,41,0.09756,1,"{12, 14, 2194, 6706}"
3439,1,25,0,0.0064133,"\int \left(-16-16 x+e^{2+5 e^5} (4+4 x)\right) \, dx","Int[-16 - 16*x + E^(2 + 5*E^5)*(4 + 4*x),x]","-8 x^2-16 x+2 e^{2+5 e^5} (x+1)^2","2 \left(e^{2+5 e^5}-4\right) (x+1)^2",1,"-16*x - 8*x^2 + 2*E^(2 + 5*E^5)*(1 + x)^2","A",1,0,20,0,1,"{}"
3440,0,0,0,1.1029563,"\int \frac{e^{\frac{-4 x+x \log \left(\frac{e^{2 x}}{x^6}\right)}{\log \left(\frac{e^{2 x}}{x^6}\right)}} \left(-24+8 x-4 \log \left(\frac{e^{2 x}}{x^6}\right)+\log ^2\left(\frac{e^{2 x}}{x^6}\right)\right)}{\log ^2\left(\frac{e^{2 x}}{x^6}\right)} \, dx","Int[(E^((-4*x + x*Log[E^(2*x)/x^6])/Log[E^(2*x)/x^6])*(-24 + 8*x - 4*Log[E^(2*x)/x^6] + Log[E^(2*x)/x^6]^2))/Log[E^(2*x)/x^6]^2,x]","\int \frac{e^{\frac{-4 x+x \log \left(\frac{e^{2 x}}{x^6}\right)}{\log \left(\frac{e^{2 x}}{x^6}\right)}} \left(-24+8 x-4 \log \left(\frac{e^{2 x}}{x^6}\right)+\log ^2\left(\frac{e^{2 x}}{x^6}\right)\right)}{\log ^2\left(\frac{e^{2 x}}{x^6}\right)} \, dx","e^{x-\frac{4 x}{\log \left(\frac{e^{2 x}}{x^6}\right)}}+4+e^{25}",1,"Defer[Int][E^(x - (4*x)/Log[E^(2*x)/x^6]), x] - 24*Defer[Int][E^(x - (4*x)/Log[E^(2*x)/x^6])/Log[E^(2*x)/x^6]^2, x] + 8*Defer[Int][(E^(x - (4*x)/Log[E^(2*x)/x^6])*x)/Log[E^(2*x)/x^6]^2, x] - 4*Defer[Int][E^(x - (4*x)/Log[E^(2*x)/x^6])/Log[E^(2*x)/x^6], x]","F",0,0,0,0,-1,"{}"
3441,-1,0,0,0,"\int \frac{e^{-\frac{-2 x-4 x^2}{5+20 x}} \left(10 x^6+82 x^7+168 x^8+16 x^9+e^{\frac{-2 x-4 x^2}{5+20 x}} \left(20+160 x+320 x^2+5 x^5+40 x^6+80 x^7\right)\right)}{5 x^5+40 x^6+80 x^7} \, dx","Int[(10*x^6 + 82*x^7 + 168*x^8 + 16*x^9 + E^((-2*x - 4*x^2)/(5 + 20*x))*(20 + 160*x + 320*x^2 + 5*x^5 + 40*x^6 + 80*x^7))/(E^((-2*x - 4*x^2)/(5 + 20*x))*(5*x^5 + 40*x^6 + 80*x^7)),x]","\text{\$Aborted}","-\frac{1}{x^4}+e^{\frac{1}{5} \left(\frac{x}{4 x+1}+x\right)} x^2+x",1,"$Aborted","F",0,0,0,0,-1,"{}"
3442,0,0,0,0.7109974,"\int \frac{e^x (-12-12 x) \log (4)+e^x \left(-12+12 x+12 x^2\right) \log (4) \log (x)+e^x \left(-3+3 x+3 x^2\right) \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(E^x*(-12 - 12*x)*Log[4] + E^x*(-12 + 12*x + 12*x^2)*Log[4]*Log[x] + E^x*(-3 + 3*x + 3*x^2)*Log[x]^2)/(x^2*Log[x]^2),x]","\int \frac{e^x (-12-12 x) \log (4)+e^x \left(-12+12 x+12 x^2\right) \log (4) \log (x)+e^x \left(-3+3 x+3 x^2\right) \log ^2(x)}{x^2 \log ^2(x)} \, dx","\frac{3 e^x (2 x+2) \left(\frac{2 \log (4)}{\log (x)}+\frac{1}{2}\right)}{x}",1,"3*E^x + (3*E^x)/x - 12*Log[4]*Defer[Int][E^x/(x^2*Log[x]^2), x] - 12*Log[4]*Defer[Int][E^x/(x*Log[x]^2), x] + 12*Log[4]*Defer[Int][E^x/Log[x], x] - 12*Log[4]*Defer[Int][E^x/(x^2*Log[x]), x] + 12*Log[4]*Defer[Int][E^x/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
3443,1,37,0,0.2200193,"\int \frac{6 x+3 x^2+\left(5-6 x-6 x^2-6 x^3-4 x^4\right) \log (x)+\left(6 x+6 x^2\right) \log (x) \log (\log (x))}{x \log (x)} \, dx","Int[(6*x + 3*x^2 + (5 - 6*x - 6*x^2 - 6*x^3 - 4*x^4)*Log[x] + (6*x + 6*x^2)*Log[x]*Log[Log[x]])/(x*Log[x]),x]","-x^4-2 x^3-3 x^2+3 x^2 \log (\log (x))-6 x+6 x \log (\log (x))+5 \log (x)","x (x+2) \left(-x^2+3 \log (\log (x))-3\right)+5 \log (x)+6",1,"-6*x - 3*x^2 - 2*x^3 - x^4 + 5*Log[x] + 6*x*Log[Log[x]] + 3*x^2*Log[Log[x]]","A",14,8,55,0.1455,1,"{6688, 2330, 2298, 2309, 2178, 6742, 2520, 2522}"
3444,1,72,0,0.2952208,"\int \frac{1}{9} \left(1458 x+810 x^2+316 x^3+50 x^4+6 x^5+e^{2 x} \left(4 x^3+2 x^4\right)+e^x \left(-162 x^2-94 x^3-20 x^4-2 x^5\right)\right) \, dx","Int[(1458*x + 810*x^2 + 316*x^3 + 50*x^4 + 6*x^5 + E^(2*x)*(4*x^3 + 2*x^4) + E^x*(-162*x^2 - 94*x^3 - 20*x^4 - 2*x^5))/9,x]","\frac{x^6}{9}-\frac{2 e^x x^5}{9}+\frac{10 x^5}{9}-\frac{10 e^x x^4}{9}+\frac{1}{9} e^{2 x} x^4+\frac{79 x^4}{9}-6 e^x x^3+30 x^3+81 x^2","\frac{1}{9} x^2 \left(-(x+4)^2+e^x x+3 x-11\right)^2",1,"81*x^2 + 30*x^3 - 6*E^x*x^3 + (79*x^4)/9 - (10*E^x*x^4)/9 + (E^(2*x)*x^4)/9 + (10*x^5)/9 - (2*E^x*x^5)/9 + x^6/9","B",34,5,70,0.07143,1,"{12, 1593, 2196, 2176, 2194}"
3445,1,36,0,0.0966716,"\int \frac{2-i \pi -x^2-\log \left(-4+3 e^5\right)}{-2 x+10 x^2-x^3+x \left(i \pi +\log \left(-4+3 e^5\right)\right)} \, dx","Int[(2 - I*Pi - x^2 - Log[-4 + 3*E^5])/(-2*x + 10*x^2 - x^3 + x*(I*Pi + Log[-4 + 3*E^5])),x]","-\log (x)+\log \left(i x^2-10 i x+\pi +i \left(2-\log \left(3 e^5-4\right)\right)\right)","\log \left(-x+\frac{-2+i \pi +\log \left(3 e^5-4\right)}{x}+10\right)",1,"-Log[x] + Log[Pi - (10*I)*x + I*x^2 + I*(2 - Log[-4 + 3*E^5])]","A",5,4,55,0.07273,1,"{6, 1594, 1628, 628}"
3446,1,66,0,0.0503591,"\int \frac{1}{5} \left(2 x+2 x \log (2)+e^{e^4} (x+x \log (2))+\left(4 x+4 x \log (2)+e^{e^4} (2 x+2 x \log (2))\right) \log (x)\right) \, dx","Int[(2*x + 2*x*Log[2] + E^E^4*(x + x*Log[2]) + (4*x + 4*x*Log[2] + E^E^4*(2*x + 2*x*Log[2]))*Log[x])/5,x]","\frac{1}{5} \left(2+e^{e^4}\right) x^2 (1+\log (2)) \log (x)-\frac{1}{10} \left(2+e^{e^4}\right) x^2 (1+\log (2))+\frac{1}{10} e^{e^4} x^2 (1+\log (2))+\frac{1}{5} x^2 (1+\log (2))","\frac{1}{5} x \left(e^{e^4} x+2 x\right) (1+\log (2)) \log (x)",1,"(x^2*(1 + Log[2]))/5 + (E^E^4*x^2*(1 + Log[2]))/10 - ((2 + E^E^4)*x^2*(1 + Log[2]))/10 + ((2 + E^E^4)*x^2*(1 + Log[2])*Log[x])/5","B",7,4,52,0.07692,1,"{6, 12, 2332, 2304}"
3447,1,44,0,2.5013998,"\int \frac{e^{-x} \left(20+40 x+20 x^2+e^x \left(-20 x-32 x^2-16 x^3\right)+\left(-20 x-40 x^2-20 x^3\right) \log (x)+\left(-5-10 x-5 x^2+e^x \left(5 x+8 x^2+4 x^3\right)+\left(5 x+10 x^2+5 x^3\right) \log (x)\right) \log (\log (2))\right)}{5 x+10 x^2+5 x^3} \, dx","Int[(20 + 40*x + 20*x^2 + E^x*(-20*x - 32*x^2 - 16*x^3) + (-20*x - 40*x^2 - 20*x^3)*Log[x] + (-5 - 10*x - 5*x^2 + E^x*(5*x + 8*x^2 + 4*x^3) + (5*x + 10*x^2 + 5*x^3)*Log[x])*Log[Log[2]])/(E^x*(5*x + 10*x^2 + 5*x^3)),x]","-\frac{4}{5} x (4-\log (\log (2)))+e^{-x} (4-\log (\log (2))) \log (x)+\frac{4-\log (\log (2))}{5 (x+1)}","(4-\log (\log (2))) \left(-\frac{4 x}{5}+\frac{1}{5 (x+1)}+e^{-x} \log (x)\right)",1,"(-4*x*(4 - Log[Log[2]]))/5 + (4 - Log[Log[2]])/(5*(1 + x)) + (Log[x]*(4 - Log[Log[2]]))/E^x","A",10,7,116,0.06034,1,"{1594, 27, 12, 6688, 6742, 683, 2288}"
3448,0,0,0,18.687908,"\int \frac{-2400+160 x^2-2400 x^3-2 x^4+80 x^5+2 x^7-80 x^8+4 x^{10}+e^{-2 e^x+2 x} \left(-150+50 x-150 x^3+100 x^4+50 x^7+e^x \left(-50 x-100 x^4-50 x^7\right)\right)+e^{-e^x+x} \left(1200-200 x-40 x^2+1210 x^3-400 x^4-20 x^5+20 x^6-200 x^7+20 x^8+10 x^9+e^x \left(200 x-10 x^3+400 x^4-20 x^6+200 x^7-10 x^9\right)\right)}{x^7} \, dx","Int[(-2400 + 160*x^2 - 2400*x^3 - 2*x^4 + 80*x^5 + 2*x^7 - 80*x^8 + 4*x^10 + E^(-2*E^x + 2*x)*(-150 + 50*x - 150*x^3 + 100*x^4 + 50*x^7 + E^x*(-50*x - 100*x^4 - 50*x^7)) + E^(-E^x + x)*(1200 - 200*x - 40*x^2 + 1210*x^3 - 400*x^4 - 20*x^5 + 20*x^6 - 200*x^7 + 20*x^8 + 10*x^9 + E^x*(200*x - 10*x^3 + 400*x^4 - 20*x^6 + 200*x^7 - 10*x^9)))/x^7,x]","\int \frac{-2400+160 x^2-2400 x^3-2 x^4+80 x^5+2 x^7-80 x^8+4 x^{10}+e^{-2 e^x+2 x} \left(-150+50 x-150 x^3+100 x^4+50 x^7+e^x \left(-50 x-100 x^4-50 x^7\right)\right)+e^{-e^x+x} \left(1200-200 x-40 x^2+1210 x^3-400 x^4-20 x^5+20 x^6-200 x^7+20 x^8+10 x^9+e^x \left(200 x-10 x^3+400 x^4-20 x^6+200 x^7-10 x^9\right)\right)}{x^7} \, dx","\left(\frac{1}{x^2}+x\right)^2 \left(\frac{5 \left(e^{x-e^x}-4\right)}{x}+x\right)^2",1,"25/(2*E^(2*E^x)) + 25*E^(-2*E^x + x) - 200*E^(-E^x + x) + 25*E^(-2*E^x + 2*x) + 400/x^6 - 40/x^4 + 800/x^3 + x^(-2) - 80/x + 2*x - 40*x^2 + x^4 + 50*Defer[Int][E^(-2*(E^x - x)), x] - 150*Defer[Int][1/(E^(2*(E^x - x))*x^7), x] + 1200*Defer[Int][E^(-E^x + x)/x^7, x] + 50*Defer[Int][1/(E^(2*(E^x - x))*x^6), x] - 200*Defer[Int][E^(-E^x + x)/x^6, x] + 200*Defer[Int][E^(-E^x + 2*x)/x^6, x] - 50*Defer[Int][E^(-2*E^x + 3*x)/x^6, x] - 40*Defer[Int][E^(-E^x + x)/x^5, x] - 150*Defer[Int][1/(E^(2*(E^x - x))*x^4), x] + 1210*Defer[Int][E^(-E^x + x)/x^4, x] - 10*Defer[Int][E^(-E^x + 2*x)/x^4, x] + 100*Defer[Int][1/(E^(2*(E^x - x))*x^3), x] - 400*Defer[Int][E^(-E^x + x)/x^3, x] + 400*Defer[Int][E^(-E^x + 2*x)/x^3, x] - 100*Defer[Int][E^(-2*E^x + 3*x)/x^3, x] - 20*Defer[Int][E^(-E^x + x)/x^2, x] + 20*Defer[Int][E^(-E^x + x)/x, x] - 20*Defer[Int][E^(-E^x + 2*x)/x, x] + 20*Defer[Int][E^(-E^x + x)*x, x] + 10*Defer[Int][E^(-E^x + x)*x^2, x] - 10*Defer[Int][E^(-E^x + 2*x)*x^2, x]","F",0,0,0,0,-1,"{}"
3449,1,67,0,0.2702716,"\int \frac{\left(-29 x-5 e^{16} x+5 x^2\right) \log (x)+\left(24+5 e^{16}-5 x\right) \log \left(\frac{1}{5} \left(-24-5 e^{16}+5 x\right)\right)}{72 x+15 e^{16} x-15 x^2} \, dx","Int[((-29*x - 5*E^16*x + 5*x^2)*Log[x] + (24 + 5*E^16 - 5*x)*Log[(-24 - 5*E^16 + 5*x)/5])/(72*x + 15*E^16*x - 15*x^2),x]","\frac{x}{3}-\frac{1}{3} x \log (x)+\frac{1}{3} \log \left(\frac{24}{5}+e^{16}\right) \log \left(-5 x+5 e^{16}+24\right)+\frac{1}{3} \log \left(\frac{5 x}{24+5 e^{16}}\right) \log \left(x+\frac{1}{5} \left(-24-5 e^{16}\right)\right)","\frac{1}{3} \left(x+\log (x) \left(\log \left(x-e^{16}-\frac{24}{5}\right)-x\right)\right)+\frac{1}{4}",1,"x/3 + (Log[24/5 + E^16]*Log[24 + 5*E^16 - 5*x])/3 - (x*Log[x])/3 + (Log[(5*x)/(24 + 5*E^16)]*Log[(-24 - 5*E^16)/5 + x])/3","B",12,9,63,0.1429,1,"{6, 1593, 6688, 12, 2357, 2295, 2316, 2315, 2394}"
3450,1,119,0,0.5028648,"\int \frac{\exp \left(\exp \left(4+256 x^2+e^{e^4} x^2+256 x^3+96 x^4+16 x^5+x^6\right)\right) \left(2+\exp \left(4+256 x^2+e^{e^4} x^2+256 x^3+96 x^4+16 x^5+x^6\right) \left(-1024 x^2-1024 x^3+224 x^5+68 x^6+6 x^7+e^{e^4} \left(-4 x^2+2 x^3\right)\right)\right)}{x^2} \, dx","Int[(E^E^(4 + 256*x^2 + E^E^4*x^2 + 256*x^3 + 96*x^4 + 16*x^5 + x^6)*(2 + E^(4 + 256*x^2 + E^E^4*x^2 + 256*x^3 + 96*x^4 + 16*x^5 + x^6)*(-1024*x^2 - 1024*x^3 + 224*x^5 + 68*x^6 + 6*x^7 + E^E^4*(-4*x^2 + 2*x^3))))/x^2,x]","-\frac{\left(-3 x^7-34 x^6-112 x^5+512 x^3+512 x^2+e^{e^4} \left(2 x^2-x^3\right)\right) \exp \left(\exp \left(x^6+16 x^5+96 x^4+256 x^3+e^{e^4} x^2+256 x^2+4\right)\right)}{x^2 \left(3 x^5+40 x^4+192 x^3+384 x^2+e^{e^4} x+256 x\right)}","\frac{e^{e^{\left((x+4)^4+e^{e^4}\right) x^2+4}} (x-2)}{x}",1,"-((E^E^(4 + 256*x^2 + E^E^4*x^2 + 256*x^3 + 96*x^4 + 16*x^5 + x^6)*(512*x^2 + 512*x^3 - 112*x^5 - 34*x^6 - 3*x^7 + E^E^4*(2*x^2 - x^3)))/(x^2*(256*x + E^E^4*x + 384*x^2 + 192*x^3 + 40*x^4 + 3*x^5)))","B",1,1,124,0.008065,1,"{2288}"
3451,0,0,0,1.0936943,"\int \frac{-7+e^x-4 x-\log (4)+\left(7-e^x+x-4 x^2+(1-x) \log (4)\right) \log (x)}{\left(-7 x+e^x x-4 x^2-x \log (4)\right) \log (x)} \, dx","Int[(-7 + E^x - 4*x - Log[4] + (7 - E^x + x - 4*x^2 + (1 - x)*Log[4])*Log[x])/((-7*x + E^x*x - 4*x^2 - x*Log[4])*Log[x]),x]","\int \frac{-7+e^x-4 x-\log (4)+\left(7-e^x+x-4 x^2+(1-x) \log (4)\right) \log (x)}{\left(-7 x+e^x x-4 x^2-x \log (4)\right) \log (x)} \, dx","\log \left(\frac{e^x \log (x)}{x^2+x+\frac{1}{4} x \left(-e^x+3+\log (4)\right)}\right)",1,"-Log[x] + Log[Log[x]] + (3 + Log[4])*Defer[Int][(-E^x + 4*x + 7*(1 + (2*Log[2])/7))^(-1), x] + 4*Defer[Int][x/(-E^x + 4*x + 7*(1 + (2*Log[2])/7)), x]","F",0,0,0,0,-1,"{}"
3452,1,34,0,0.7709005,"\int \frac{4-49 x-52 x^2+111 x^3-2 x^4-15 x^5+2 x^6+(-1-2 x) \log (1+2 x)}{-3-7 x-29 x^2-45 x^3+21 x^4+5 x^5-2 x^6+(1+2 x) \log (1+2 x)} \, dx","Int[(4 - 49*x - 52*x^2 + 111*x^3 - 2*x^4 - 15*x^5 + 2*x^6 + (-1 - 2*x)*Log[1 + 2*x])/(-3 - 7*x - 29*x^2 - 45*x^3 + 21*x^4 + 5*x^5 - 2*x^6 + (1 + 2*x)*Log[1 + 2*x]),x]","\log \left(x^5-3 x^4-9 x^3+27 x^2+x-\log (2 x+1)+3\right)-x","\log \left(\log (2 x+1)-(x+3) \left(\left(3 x-x^2\right)^2+1\right)\right)-x",1,"-x + Log[3 + x + 27*x^2 - 9*x^3 - 3*x^4 + x^5 - Log[1 + 2*x]]","A",4,3,87,0.03448,1,"{6741, 6742, 6684}"
3453,1,34,0,0.0803484,"\int \frac{-1-x^2+e^{256+32 x+x^2} \left(1-32 x-2 x^2\right)}{x^2} \, dx","Int[(-1 - x^2 + E^(256 + 32*x + x^2)*(1 - 32*x - 2*x^2))/x^2,x]","-\frac{e^{x^2+32 x+256} \left(x^2+16 x\right)}{(x+16) x^2}-x+\frac{1}{x}","\frac{-x^2-e^{(x+16)^2}+1}{x}",1,"x^(-1) - x - (E^(256 + 32*x + x^2)*(16*x + x^2))/(x^2*(16 + x))","A",5,2,32,0.06250,1,"{14, 2288}"
3454,1,25,0,0.484293,"\int \frac{-120-120 e^2+e^{e^{3 x^2}} \left(-24-24 e^2-288 e^{3 x^2} x\right)}{125 e^{x+e^2 x}+75 e^{e^{3 x^2}+x+e^2 x}+15 e^{2 e^{3 x^2}+x+e^2 x}+e^{3 e^{3 x^2}+x+e^2 x}} \, dx","Int[(-120 - 120*E^2 + E^E^(3*x^2)*(-24 - 24*E^2 - 288*E^(3*x^2)*x))/(125*E^(x + E^2*x) + 75*E^(E^(3*x^2) + x + E^2*x) + 15*E^(2*E^(3*x^2) + x + E^2*x) + E^(3*E^(3*x^2) + x + E^2*x)),x]","\frac{24 e^{-\left(\left(1+e^2\right) x\right)}}{\left(e^{e^{3 x^2}}+5\right)^2}","\frac{24 e^{-e^2 x-x}}{\left(e^{e^{3 x^2}}+5\right)^2}",1,"24/(E^((1 + E^2)*x)*(5 + E^E^(3*x^2))^2)","A",3,3,105,0.02857,1,"{6688, 12, 2288}"
3455,1,16,0,0.0016819,"\int \frac{1}{29} \left(-60-29 e^5+29 x\right) \, dx","Int[(-60 - 29*E^5 + 29*x)/29,x]","\frac{\left(-29 x+29 e^5+60\right)^2}{1682}","\frac{1}{2} \left(x-\frac{120}{29}\right) x-e^5 (x+21)",1,"(60 + 29*E^5 - 29*x)^2/1682","A",1,1,14,0.07143,1,"{9}"
3456,0,0,0,1.4596049,"\int \frac{48 \log (2)+e^x (16-16 x) \log ^2(2)+4 x^2 \log ^2(2)}{144-192 x+64 x^2+\left(-24 x^2+16 x^3\right) \log (2)+16 e^{2 x} \log ^2(2)+x^4 \log ^2(2)+e^x \left((96-64 x) \log (2)-8 x^2 \log ^2(2)\right)} \, dx","Int[(48*Log[2] + E^x*(16 - 16*x)*Log[2]^2 + 4*x^2*Log[2]^2)/(144 - 192*x + 64*x^2 + (-24*x^2 + 16*x^3)*Log[2] + 16*E^(2*x)*Log[2]^2 + x^4*Log[2]^2 + E^x*((96 - 64*x)*Log[2] - 8*x^2*Log[2]^2)),x]","\int \frac{48 \log (2)+e^x (16-16 x) \log ^2(2)+4 x^2 \log ^2(2)}{144-192 x+64 x^2+\left(-24 x^2+16 x^3\right) \log (2)+16 e^{2 x} \log ^2(2)+x^4 \log ^2(2)+e^x \left((96-64 x) \log (2)-8 x^2 \log ^2(2)\right)} \, dx","\frac{x}{-\frac{x^2}{4}+e^x+\frac{3-2 x}{\log (2)}}",1,"80*Log[2]*Defer[Int][x/(-12 + 8*x - 4*E^x*Log[2] + x^2*Log[2])^2, x] - 8*(4 - Log[2])*Log[2]*Defer[Int][x^2/(-12 + 8*x - 4*E^x*Log[2] + x^2*Log[2])^2, x] - 4*Log[2]^2*Defer[Int][x^3/(-12 + 8*x - 4*E^x*Log[2] + x^2*Log[2])^2, x] + 4*Log[2]*Defer[Int][x/(-12 + 8*x - 4*E^x*Log[2] + x^2*Log[2]), x] - 4*Log[2]*Defer[Int][(-12 + 8*x + x^2*Log[2] - E^x*Log[16])^(-1), x]","F",0,0,0,0,-1,"{}"
3457,1,2,0,0.0002185,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (5 x)+2",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
3458,1,57,0,0.0740153,"\int \frac{1}{9} \left(432-1056 x+564 x^2-32 x^3-20 x^4+e^{x^2} \left(144-360 x+288 x^2-72 x^3\right)\right) \, dx","Int[(432 - 1056*x + 564*x^2 - 32*x^3 - 20*x^4 + E^x^2*(144 - 360*x + 288*x^2 - 72*x^3))/9,x]","-\frac{4 x^5}{9}-\frac{8 x^4}{9}+\frac{188 x^3}{9}-4 e^{x^2} x^2-\frac{176 x^2}{3}+16 e^{x^2} x-16 e^{x^2}+48 x","(2 x-4)^2 \left(x \left(4-\frac{1}{9} (x+3)^2\right)-e^{x^2}\right)",1,"-16*E^x^2 + 48*x + 16*E^x^2*x - (176*x^2)/3 - 4*E^x^2*x^2 + (188*x^3)/9 - (8*x^4)/9 - (4*x^5)/9","A",10,5,45,0.1111,1,"{12, 2226, 2204, 2209, 2212}"
3459,1,44,0,0.2312927,"\int \frac{-3 x^2+3 x^4}{\left(1-6 x^2-2 x^3+9 x^4+6 x^5+x^6\right) \log ^2(4)} \, dx","Int[(-3*x^2 + 3*x^4)/((1 - 6*x^2 - 2*x^3 + 9*x^4 + 6*x^5 + x^6)*Log[4]^2),x]","\frac{3 x^2}{\left(-x^3-3 x^2+1\right) \log ^2(4)}-\frac{1}{\left(-x^3-3 x^2+1\right) \log ^2(4)}","\frac{x}{\left(-\frac{1}{x^2}+x+3\right) \log ^2(4)}",1,"-(1/((1 - 3*x^2 - x^3)*Log[4]^2)) + (3*x^2)/((1 - 3*x^2 - x^3)*Log[4]^2)","B",6,5,43,0.1163,1,"{12, 1593, 6688, 2102, 1588}"
3460,0,0,0,1.0284395,"\int \frac{24 x^2 \log (x)+\left(-12 x^2-24 x^2 \log (x)\right) \log \left(x^2\right)-6 \log ^2\left(x^2\right)}{4 x^5 \log ^2(x)+4 x^3 \log ^2(x) \log \left(x^2\right)+x \log ^2(x) \log ^2\left(x^2\right)} \, dx","Int[(24*x^2*Log[x] + (-12*x^2 - 24*x^2*Log[x])*Log[x^2] - 6*Log[x^2]^2)/(4*x^5*Log[x]^2 + 4*x^3*Log[x]^2*Log[x^2] + x*Log[x]^2*Log[x^2]^2),x]","\int \frac{24 x^2 \log (x)+\left(-12 x^2-24 x^2 \log (x)\right) \log \left(x^2\right)-6 \log ^2\left(x^2\right)}{4 x^5 \log ^2(x)+4 x^3 \log ^2(x) \log \left(x^2\right)+x \log ^2(x) \log ^2\left(x^2\right)} \, dx","\frac{6}{\log (x) \left(\frac{2 x^2}{\log \left(x^2\right)}+1\right)}",1,"6/Log[x] + 24*Defer[Int][x/(Log[x]*(2*x^2 + Log[x^2])^2), x] + 48*Defer[Int][x^3/(Log[x]*(2*x^2 + Log[x^2])^2), x] + 12*Defer[Int][x/(Log[x]^2*(2*x^2 + Log[x^2])), x] - 24*Defer[Int][x/(Log[x]*(2*x^2 + Log[x^2])), x]","F",0,0,0,0,-1,"{}"
3461,1,344,0,0.3781363,"\int \left(-7290 x^{10}+8748 x^{11}+e^{16} \left(-7290 x^6+5832 x^7\right)+e^{12} \left(29160 x^7-26244 x^8\right)+e^8 \left(-43740 x^8+43740 x^9\right)+e^4 \left(29160 x^9-32076 x^{10}\right)+\left(36450 x^9-80190 x^{10}+e^{16} \left(36450 x^5-51030 x^6\right)+e^{12} \left(-145800 x^6+233280 x^7\right)+e^8 \left(218700 x^7-393660 x^8\right)+e^4 \left(-145800 x^8+291600 x^9\right)\right) \log (x)+\left(109350 e^{16} x^5-510300 e^{12} x^6+874800 e^8 x^7-656100 e^4 x^8+182250 x^9\right) \log ^2(x)\right) \, dx","Int[-7290*x^10 + 8748*x^11 + E^16*(-7290*x^6 + 5832*x^7) + E^12*(29160*x^7 - 26244*x^8) + E^8*(-43740*x^8 + 43740*x^9) + E^4*(29160*x^9 - 32076*x^10) + (36450*x^9 - 80190*x^10 + E^16*(36450*x^5 - 51030*x^6) + E^12*(-145800*x^6 + 233280*x^7) + E^8*(218700*x^7 - 393660*x^8) + E^4*(-145800*x^8 + 291600*x^9))*Log[x] + (109350*E^16*x^5 - 510300*E^12*x^6 + 874800*E^8*x^7 - 656100*E^4*x^8 + 182250*x^9)*Log[x]^2,x]","729 x^{12}-2916 e^4 x^{11}-7290 x^{11} \log (x)-\frac{729}{2} \left(1+8 e^4\right) x^{10}+4374 e^8 x^{10}+2916 e^4 x^{10}+\frac{729 x^{10}}{2}+18225 x^{10} \log ^2(x)+3645 \left(1+8 e^4\right) x^{10} \log (x)-3645 x^{10} \log (x)+180 e^4 \left(10+27 e^4\right) x^9-2916 e^{12} x^9-4860 e^8 x^9-1800 e^4 x^9-72900 e^4 x^9 \log ^2(x)-1620 e^4 \left(10+27 e^4\right) x^9 \log (x)+16200 e^4 x^9 \log (x)-\frac{3645}{16} e^8 \left(15+16 e^4\right) x^8+729 e^{16} x^8+3645 e^{12} x^8+\frac{54675 e^8 x^8}{16}+109350 e^8 x^8 \log ^2(x)+\frac{3645}{2} e^8 \left(15+16 e^4\right) x^8 \log (x)-\frac{54675}{2} e^8 x^8 \log (x)+\frac{7290}{49} e^{12} \left(20+7 e^4\right) x^7-\frac{7290 e^{16} x^7}{7}-\frac{145800 e^{12} x^7}{49}-72900 e^{12} x^7 \log ^2(x)-\frac{7290}{7} e^{12} \left(20+7 e^4\right) x^7 \log (x)+\frac{145800}{7} e^{12} x^7 \log (x)+18225 e^{16} x^6 \log ^2(x)","729 \left(x-e^4\right)^4 x^6 (x-5 \log (x))^2+1",1,"(-145800*E^12*x^7)/49 - (7290*E^16*x^7)/7 + (7290*E^12*(20 + 7*E^4)*x^7)/49 + (54675*E^8*x^8)/16 + 3645*E^12*x^8 + 729*E^16*x^8 - (3645*E^8*(15 + 16*E^4)*x^8)/16 - 1800*E^4*x^9 - 4860*E^8*x^9 - 2916*E^12*x^9 + 180*E^4*(10 + 27*E^4)*x^9 + (729*x^10)/2 + 2916*E^4*x^10 + 4374*E^8*x^10 - (729*(1 + 8*E^4)*x^10)/2 - 2916*E^4*x^11 + 729*x^12 + (145800*E^12*x^7*Log[x])/7 - (7290*E^12*(20 + 7*E^4)*x^7*Log[x])/7 - (54675*E^8*x^8*Log[x])/2 + (3645*E^8*(15 + 16*E^4)*x^8*Log[x])/2 + 16200*E^4*x^9*Log[x] - 1620*E^4*(10 + 27*E^4)*x^9*Log[x] - 3645*x^10*Log[x] + 3645*(1 + 8*E^4)*x^10*Log[x] - 7290*x^11*Log[x] + 18225*E^16*x^6*Log[x]^2 - 72900*E^12*x^7*Log[x]^2 + 109350*E^8*x^8*Log[x]^2 - 72900*E^4*x^9*Log[x]^2 + 18225*x^10*Log[x]^2","B",25,3,188,0.01596,1,"{2356, 2304, 2305}"
3462,1,17,0,0.1820507,"\int \frac{1+e^x (1-x)-e^x x^2 \log (x)}{x} \, dx","Int[(1 + E^x*(1 - x) - E^x*x^2*Log[x])/x,x]","e^x \log (x)-e^x x \log (x)+\log (x)","-e^x (x-1) \log (x)+\log (x)-5 e^3+2",1,"Log[x] + E^x*Log[x] - E^x*x*Log[x]","A",13,7,25,0.2800,1,"{14, 6742, 2199, 2194, 2178, 2176, 2554}"
3463,0,0,0,1.1417275,"\int \frac{1+x+\left(-4 x+e^{2 x} \left(2 x+4 x^2+2 x^3\right)\right) \log (x)-x \log (x) \log (\log (x))}{\left(x+2 x^2+x^3\right) \log (x)} \, dx","Int[(1 + x + (-4*x + E^(2*x)*(2*x + 4*x^2 + 2*x^3))*Log[x] - x*Log[x]*Log[Log[x]])/((x + 2*x^2 + x^3)*Log[x]),x]","\int \frac{1+x+\left(-4 x+e^{2 x} \left(2 x+4 x^2+2 x^3\right)\right) \log (x)-x \log (x) \log (\log (x))}{\left(x+2 x^2+x^3\right) \log (x)} \, dx","e^{2 x}+\frac{2 x+\log (\log (x))+6}{x+1}",1,"E^(2*x) + 4/(1 + x) + Defer[Int][1/((1 + x)^2*Log[x]), x] + Defer[Int][1/(x*(1 + x)^2*Log[x]), x] - Defer[Int][Log[Log[x]]/(1 + x)^2, x]","F",0,0,0,0,-1,"{}"
3464,1,21,0,0.9066741,"\int \frac{e^{-\frac{5 x}{-3+4 e^{8-2 x} x^4}} \left(15+e^{8-2 x} \left(60 x^4-40 x^5\right)\right)}{9-24 e^{8-2 x} x^4+16 e^{16-4 x} x^8} \, dx","Int[(15 + E^(8 - 2*x)*(60*x^4 - 40*x^5))/(E^((5*x)/(-3 + 4*E^(8 - 2*x)*x^4))*(9 - 24*E^(8 - 2*x)*x^4 + 16*E^(16 - 4*x)*x^8)),x]","e^{\frac{5 x}{3-4 e^{8-2 x} x^4}}","e^{\frac{5 x}{3-4 e^{8-2 x} x^4}}",1,"E^((5*x)/(3 - 4*E^(8 - 2*x)*x^4))","A",1,1,71,0.01408,1,"{6706}"
3465,-1,0,0,180.0006358,"\int \frac{\exp \left(\frac{1024 x^2+17408 x^3+114368 x^4+364256 x^5+578769 x^6+432496 x^7+151036 x^8+23566 x^9+1812 x^{10}+68 x^{11}+x^{12}}{256+4096 x+24832 x^2+68608 x^3+77920 x^4+17152 x^5+1552 x^6+64 x^7+x^8}\right) \left(4096+81920 x+693248 x^2+3407872 x^3+11917824 x^4+34328064 x^5+78478560 x^6+118319872 x^7+97752008 x^8+40329056 x^9+7831044 x^{10}+802040 x^{11}+45152 x^{12}+1328 x^{13}+16 x^{14}\right)}{1024+20480 x+165120 x^2+675840 x^3+1434240 x^4+1383936 x^5+358560 x^6+42240 x^7+2580 x^8+80 x^9+x^{10}} \, dx","Int[(E^((1024*x^2 + 17408*x^3 + 114368*x^4 + 364256*x^5 + 578769*x^6 + 432496*x^7 + 151036*x^8 + 23566*x^9 + 1812*x^10 + 68*x^11 + x^12)/(256 + 4096*x + 24832*x^2 + 68608*x^3 + 77920*x^4 + 17152*x^5 + 1552*x^6 + 64*x^7 + x^8))*(4096 + 81920*x + 693248*x^2 + 3407872*x^3 + 11917824*x^4 + 34328064*x^5 + 78478560*x^6 + 118319872*x^7 + 97752008*x^8 + 40329056*x^9 + 7831044*x^10 + 802040*x^11 + 45152*x^12 + 1328*x^13 + 16*x^14))/(1024 + 20480*x + 165120*x^2 + 675840*x^3 + 1434240*x^4 + 1383936*x^5 + 358560*x^6 + 42240*x^7 + 2580*x^8 + 80*x^9 + x^10),x]","\text{\$Aborted}","4 e^{x^2 \left(x-\frac{25}{\left(x+\frac{4}{x}+16\right)^2}+2\right)^2} x",1,"$Aborted","F",0,0,0,0,-1,"{}"
3466,1,21,0,0.4990795,"\int \frac{-10-30 x+20 x^2-10 x \log (2)}{375 x+675 x^2+180 x^3-189 x^4-36 x^5+27 x^6-3 x^7+\left(225 x^2+270 x^3-9 x^4-54 x^5+9 x^6\right) \log (2)+\left(45 x^3+27 x^4-9 x^5\right) \log ^2(2)+3 x^4 \log ^3(2)+\left(225 x+270 x^2-9 x^3-54 x^4+9 x^5+\left(90 x^2+54 x^3-18 x^4\right) \log (2)+9 x^3 \log ^2(2)\right) \log (x)+\left(45 x+27 x^2-9 x^3+9 x^2 \log (2)\right) \log ^2(x)+3 x \log ^3(x)} \, dx","Int[(-10 - 30*x + 20*x^2 - 10*x*Log[2])/(375*x + 675*x^2 + 180*x^3 - 189*x^4 - 36*x^5 + 27*x^6 - 3*x^7 + (225*x^2 + 270*x^3 - 9*x^4 - 54*x^5 + 9*x^6)*Log[2] + (45*x^3 + 27*x^4 - 9*x^5)*Log[2]^2 + 3*x^4*Log[2]^3 + (225*x + 270*x^2 - 9*x^3 - 54*x^4 + 9*x^5 + (90*x^2 + 54*x^3 - 18*x^4)*Log[2] + 9*x^3*Log[2]^2)*Log[x] + (45*x + 27*x^2 - 9*x^3 + 9*x^2*Log[2])*Log[x]^2 + 3*x*Log[x]^3),x]","\frac{5}{3 \left(-x^2+x (3+\log (2))+\log (x)+5\right)^2}","\frac{5}{3 (x (-x+3+\log (2))+\log (x)+5)^2}",1,"5/(3*(5 - x^2 + x*(3 + Log[2]) + Log[x])^2)","A",5,4,199,0.02010,1,"{6, 6688, 12, 6686}"
3467,1,153,0,0.2028976,"\int \frac{65536+256 e^2-98304 x^4+65536 x^6-12288 x^8+e \left(-8192+2048 x^4\right)+e^2 \left(-16384 x+24576 x^3-12288 x^5+2048 x^7+e \left(1024 x-512 x^3\right)\right)}{e^6-24 e^4 x+192 e^2 x^2-512 x^3} \, dx","Int[(65536 + 256*E^2 - 98304*x^4 + 65536*x^6 - 12288*x^8 + E*(-8192 + 2048*x^4) + E^2*(-16384*x + 24576*x^3 - 12288*x^5 + 2048*x^7 + E*(1024*x - 512*x^3)))/(E^6 - 24*E^4*x + 192*E^2*x^2 - 512*x^3),x]","4 x^6+e^2 x^5-\frac{1}{16} \left(512-3 e^4\right) x^4-\frac{1}{32} e^2 \left(256-e^4\right) x^3+\frac{\left(98304-2048 e-1536 e^4+5 e^8\right) x^2}{1024}+\frac{e^2 \left(98304-2048 e-1024 e^4+3 e^8\right) x}{4096}+\frac{e^2 \left(128-e^4\right) \left(16384-1024 e-256 e^4+e^8\right)}{8192 \left(e^2-8 x\right)}+\frac{\left(16384-1024 e-256 e^4+e^8\right)^2}{65536 \left(e^2-8 x\right)^2}","\frac{4 \left(\frac{e}{4}-\left(2-x^2\right)^2\right)^2}{\left(x-\frac{e^2}{8}\right)^2}",1,"(16384 - 1024*E - 256*E^4 + E^8)^2/(65536*(E^2 - 8*x)^2) + (E^2*(128 - E^4)*(16384 - 1024*E - 256*E^4 + E^8))/(8192*(E^2 - 8*x)) + (E^2*(98304 - 2048*E - 1024*E^4 + 3*E^8)*x)/4096 + ((98304 - 2048*E - 1536*E^4 + 5*E^8)*x^2)/1024 - (E^2*(256 - E^4)*x^3)/32 - ((512 - 3*E^4)*x^4)/16 + E^2*x^5 + 4*x^6","B",2,1,91,0.01099,1,"{2074}"
3468,0,0,0,1.7097762,"\int \frac{5 e^2+e^{1+\frac{8+x^2+4 x^4}{x}} \left(40-5 x^2-60 x^4\right)}{e^2+2 e^{1+\frac{8+x^2+4 x^4}{x}} x+e^{\frac{2 \left(8+x^2+4 x^4\right)}{x}} x^2} \, dx","Int[(5*E^2 + E^(1 + (8 + x^2 + 4*x^4)/x)*(40 - 5*x^2 - 60*x^4))/(E^2 + 2*E^(1 + (8 + x^2 + 4*x^4)/x)*x + E^((2*(8 + x^2 + 4*x^4))/x)*x^2),x]","\int \frac{5 e^2+e^{1+\frac{8+x^2+4 x^4}{x}} \left(40-5 x^2-60 x^4\right)}{e^2+2 e^{1+\frac{8+x^2+4 x^4}{x}} x+e^{\frac{2 \left(8+x^2+4 x^4\right)}{x}} x^2} \, dx","\frac{5}{e^{\frac{4 \left(x^4+2\right)}{x}+x-1}+\frac{1}{x}}",1,"5*E^2*Defer[Int][(E + E^(8/x + x + 4*x^3)*x)^(-2), x] - 40*E^2*Defer[Int][1/(x*(E + E^(8/x + x + 4*x^3)*x)^2), x] + 5*E^2*Defer[Int][x/(E + E^(8/x + x + 4*x^3)*x)^2, x] + 60*E^2*Defer[Int][x^3/(E + E^(8/x + x + 4*x^3)*x)^2, x] + 40*E*Defer[Int][1/(x*(E + E^(8/x + x + 4*x^3)*x)), x] - 5*E*Defer[Int][x/(E + E^(8/x + x + 4*x^3)*x), x] - 60*E*Defer[Int][x^3/(E + E^(8/x + x + 4*x^3)*x), x]","F",0,0,0,0,-1,"{}"
3469,1,11,0,0.1331968,"\int \frac{\log (-x)-\log (2 x)}{x \log ^2(-x)} \, dx","Int[(Log[-x] - Log[2*x])/(x*Log[-x]^2),x]","\frac{\log (2 x)}{\log (-x)}","\frac{\log (2 x)}{\log (-x)}",1,"Log[2*x]/Log[-x]","A",7,5,21,0.2381,1,"{6742, 2302, 29, 30, 2366}"
3470,1,20,0,0.016278,"\int \frac{-5+e^4 (-6-3 x) x}{15+5 x+e^4 x \left(3 x+x^2\right)} \, dx","Int[(-5 + E^4*(-6 - 3*x)*x)/(15 + 5*x + E^4*x*(3*x + x^2)),x]","-\log \left(e^4 \left(x^2+3 x\right) x+5 x+15\right)","\log \left(\frac{2}{(x+3) \left(-e^4 x^2-5\right)}\right)",1,"-Log[15 + 5*x + E^4*x*(3*x + x^2)]","A",1,1,32,0.03125,1,"{1587}"
3471,0,0,0,1.0736861,"\int \frac{6-2 x-6 x^2+2 e^3 x^2+4 x^3+\left(-6-x+e^3 x+2 x^2\right) \log (x)+\left(4 x^2+2 x \log (x)\right) \log \left(\frac{2 x}{2 x+\log (x)}\right)}{4 x^2+2 x \log (x)} \, dx","Int[(6 - 2*x - 6*x^2 + 2*E^3*x^2 + 4*x^3 + (-6 - x + E^3*x + 2*x^2)*Log[x] + (4*x^2 + 2*x*Log[x])*Log[(2*x)/(2*x + Log[x])])/(4*x^2 + 2*x*Log[x]),x]","\int \frac{6-2 x-6 x^2+2 e^3 x^2+4 x^3+\left(-6-x+e^3 x+2 x^2\right) \log (x)+\left(4 x^2+2 x \log (x)\right) \log \left(\frac{2 x}{2 x+\log (x)}\right)}{4 x^2+2 x \log (x)} \, dx","(x-3) \left(\frac{1}{2} \left(x+e^3\right)+\log \left(\frac{2 x}{2 x+\log (x)}\right)\right)",1,"-x - ((1 - E^3)*x)/2 + x^2/2 - 3*Log[x] + x*Log[(2*x)/(2*x + Log[x])] - Defer[Int][(-2*x - Log[x])^(-1), x] + 5*Defer[Int][(2*x + Log[x])^(-1), x] + 3*Defer[Int][1/(x*(2*x + Log[x])), x]","F",0,0,0,0,-1,"{}"
3472,1,27,0,2.0024755,"\int \frac{e^{-2 x^2} \left(6 x-24 x^3-4 x^4+e^{2 x^2} \left(36 x^2+12 x^3+x^4\right)+e^{2 x^2} \left(-36-12 x-x^2\right) \log \left(\frac{55}{4} e^{\frac{e^{-2 x^2} x}{6+x}}\right)\right)}{36 x^2+12 x^3+x^4} \, dx","Int[(6*x - 24*x^3 - 4*x^4 + E^(2*x^2)*(36*x^2 + 12*x^3 + x^4) + E^(2*x^2)*(-36 - 12*x - x^2)*Log[(55*E^(x/(E^(2*x^2)*(6 + x))))/4])/(E^(2*x^2)*(36*x^2 + 12*x^3 + x^4)),x]","\frac{\log \left(\frac{55}{4} e^{\frac{e^{-2 x^2} x}{x+6}}\right)}{x}+x","\frac{\log \left(\frac{55}{4} e^{\frac{e^{-2 x^2} x}{x+6}}\right)}{x}+x",1,"x + Log[(55*E^(x/(E^(2*x^2)*(6 + x))))/4]/x","A",20,9,99,0.09091,1,"{1594, 27, 6688, 14, 6742, 2205, 2210, 2220, 2551}"
3473,1,29,0,0.1362842,"\int e^{4 e^x+e^5 x^2} \left(4 e^{5+x}+2 e^{10} x+\left(-4 e^x-2 e^5 x\right) \log ^2(1+\log (4))\right) \, dx","Int[E^(4*E^x + E^5*x^2)*(4*E^(5 + x) + 2*E^10*x + (-4*E^x - 2*E^5*x)*Log[1 + Log[4]]^2),x]","e^{e^5 x^2+4 e^x} \left(e^5-\log ^2(1+\log (4))\right)","e^{e^5 x^2+4 e^x} \left(e^5-\log ^2(1+\log (4))\right)",1,"E^(4*E^x + E^5*x^2)*(E^5 - Log[1 + Log[4]]^2)","A",1,1,50,0.02000,1,"{6706}"
3474,0,0,0,3.276468,"\int \frac{e^x x-2 x^2-\log \left(\frac{3}{2 x}\right)+\left(-1-8 x^2+2 x^3+e^x \left(2 x+x^2\right)+x \log \left(\frac{3}{2 x}\right)\right) \log (x)+x \log ^2(x)}{\left(-e^x x^2+2 x^3+x \log \left(\frac{3}{2 x}\right)\right) \log (x)+x \log ^2(x)} \, dx","Int[(E^x*x - 2*x^2 - Log[3/(2*x)] + (-1 - 8*x^2 + 2*x^3 + E^x*(2*x + x^2) + x*Log[3/(2*x)])*Log[x] + x*Log[x]^2)/((-(E^x*x^2) + 2*x^3 + x*Log[3/(2*x)])*Log[x] + x*Log[x]^2),x]","\int \frac{e^x x-2 x^2-\log \left(\frac{3}{2 x}\right)+\left(-1-8 x^2+2 x^3+e^x \left(2 x+x^2\right)+x \log \left(\frac{3}{2 x}\right)\right) \log (x)+x \log ^2(x)}{\left(-e^x x^2+2 x^3+x \log \left(\frac{3}{2 x}\right)\right) \log (x)+x \log ^2(x)} \, dx","x-\log \left(\log (x) \left(x \left(2 x-e^x\right)+\log \left(\frac{3}{2 x}\right)+\log (x)\right)^2\right)",1,"-x - 2*Log[x] - Log[Log[x]] - 4*Defer[Int][x/(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x]), x] + 4*Defer[Int][x^2/(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x]), x] + 2*Defer[Int][Log[3/(2*x)]/(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x]), x] + 2*Defer[Int][Log[3/(2*x)]/(x*(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x])), x] + 2*Defer[Int][Log[x]/(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x]), x] + 2*Defer[Int][Log[x]/(x*(-(E^x*x) + 2*x^2 + Log[3/(2*x)] + Log[x])), x]","F",0,0,0,0,-1,"{}"
3475,0,0,0,0.6312209,"\int \frac{4 e-6 x+\left(-3 e x+3 x^2\right) \log ^3\left(e x^2-x^3\right)}{\left(e x-x^2\right) \log ^3\left(e x^2-x^3\right)} \, dx","Int[(4*E - 6*x + (-3*E*x + 3*x^2)*Log[E*x^2 - x^3]^3)/((E*x - x^2)*Log[E*x^2 - x^3]^3),x]","\int \frac{4 e-6 x+\left(-3 e x+3 x^2\right) \log ^3\left(e x^2-x^3\right)}{\left(e x-x^2\right) \log ^3\left(e x^2-x^3\right)} \, dx","-\frac{1}{\log ^2\left((e-x) x^2\right)}-3 x+2",1,"-3*x + 2*Defer[Int][(2*E - 3*x)/((E - x)*x*Log[(E - x)*x^2]^3), x]","F",0,0,0,0,-1,"{}"
3476,1,21,0,0.0537811,"\int \frac{e^{-e^5} \left(5 e^x+e^{e^5} \left(2+4 x^2\right)+5 e^x x \log (x)\right)}{2 x} \, dx","Int[(5*E^x + E^E^5*(2 + 4*x^2) + 5*E^x*x*Log[x])/(2*E^E^5*x),x]","x^2+\frac{5}{2} e^{x-e^5} \log (x)+\log (x)","x^2+\frac{5}{2} e^{x-e^5} \log (x)+\log (x)+2",1,"x^2 + Log[x] + (5*E^(-E^5 + x)*Log[x])/2","A",6,3,41,0.07317,1,"{12, 14, 2288}"
3477,1,81,0,0.0887367,"\int \frac{1}{5} \left(3872+5368 x+648 x^2-144 x^3+\left(-2904-3696 x-792 x^2\right) \log (x)+\left(484+528 x+108 x^2\right) \log ^2(x)\right) \, dx","Int[(3872 + 5368*x + 648*x^2 - 144*x^3 + (-2904 - 3696*x - 792*x^2)*Log[x] + (484 + 528*x + 108*x^2)*Log[x]^2)/5,x]","-\frac{36 x^4}{5}+\frac{312 x^3}{5}+\frac{36}{5} x^3 \log ^2(x)-\frac{288}{5} x^3 \log (x)+748 x^2+\frac{264}{5} x^2 \log ^2(x)-\frac{2112}{5} x^2 \log (x)+\frac{7744 x}{5}+\frac{484}{5} x \log ^2(x)-\frac{3872}{5} x \log (x)","\frac{1}{5} x (x+5 (x+4)+2)^2 \left((\log (x)-4)^2-x\right)",1,"(7744*x)/5 + 748*x^2 + (312*x^3)/5 - (36*x^4)/5 - (3872*x*Log[x])/5 - (2112*x^2*Log[x])/5 - (288*x^3*Log[x])/5 + (484*x*Log[x]^2)/5 + (264*x^2*Log[x]^2)/5 + (36*x^3*Log[x]^2)/5","B",15,6,47,0.1277,1,"{12, 2356, 2295, 2304, 2296, 2305}"
3478,1,16,0,0.00714,"\int \frac{-6 e^{22}+25 e^4 x}{x^7} \, dx","Int[(-6*E^22 + 25*E^4*x)/x^7,x]","\frac{e^{22}}{x^6}-\frac{5 e^4}{x^5}","\frac{e^4 \left(e^{18}-5 x\right)}{x^6}",1,"E^22/x^6 - (5*E^4)/x^5","A",2,1,16,0.06250,1,"{43}"
3479,1,32,0,0.0900435,"\int \frac{2+2 x+2 x^2+(1+x) \log \left(\frac{e^{2 x} x^2}{100+200 x+100 x^2+e^3 \left(-40-80 x-40 x^2\right)+e^6 \left(4+8 x+4 x^2\right)}\right)}{2+2 x} \, dx","Int[(2 + 2*x + 2*x^2 + (1 + x)*Log[(E^(2*x)*x^2)/(100 + 200*x + 100*x^2 + E^3*(-40 - 80*x - 40*x^2) + E^6*(4 + 8*x + 4*x^2))])/(2 + 2*x),x]","\frac{1}{2} x \log \left(\frac{e^{2 x} x^2}{4 \left(5-e^3\right)^2 (x+1)^2}\right)","\frac{1}{2} x \log \left(\frac{e^{2 x} x^2}{4 \left(e^3-5\right)^2 (x+1)^2}\right)",1,"(x*Log[(E^(2*x)*x^2)/(4*(5 - E^3)^2*(1 + x)^2)])/2","A",8,4,72,0.05556,1,"{6688, 698, 2548, 12}"
3480,0,0,0,28.8326892,"\int \frac{3 x+x^2+\left(6 x+2 x^2\right) \log \left(\frac{3+x}{4}\right)+\left(3 x+x^2\right) \log ^2\left(\frac{3+x}{4}\right)+\log ^2(x) \left(3+x-9 x^2+\left(6+2 x-9 x^2-3 x^3\right) \log \left(\frac{3+x}{4}\right)+(3+x) \log ^2\left(\frac{3+x}{4}\right)\right)}{\log (x) \left(-3 x^2-x^3+\left(-6 x^2-2 x^3\right) \log \left(\frac{3+x}{4}\right)+\left(-3 x^2-x^3\right) \log ^2\left(\frac{3+x}{4}\right)\right)+\log ^2(x) \left(-3 x+2 x^2-8 x^3-3 x^4+\left(-6 x+4 x^2-7 x^3-3 x^4\right) \log \left(\frac{3+x}{4}\right)+\left(-3 x+2 x^2+x^3\right) \log ^2\left(\frac{3+x}{4}\right)\right)} \, dx","Int[(3*x + x^2 + (6*x + 2*x^2)*Log[(3 + x)/4] + (3*x + x^2)*Log[(3 + x)/4]^2 + Log[x]^2*(3 + x - 9*x^2 + (6 + 2*x - 9*x^2 - 3*x^3)*Log[(3 + x)/4] + (3 + x)*Log[(3 + x)/4]^2))/(Log[x]*(-3*x^2 - x^3 + (-6*x^2 - 2*x^3)*Log[(3 + x)/4] + (-3*x^2 - x^3)*Log[(3 + x)/4]^2) + Log[x]^2*(-3*x + 2*x^2 - 8*x^3 - 3*x^4 + (-6*x + 4*x^2 - 7*x^3 - 3*x^4)*Log[(3 + x)/4] + (-3*x + 2*x^2 + x^3)*Log[(3 + x)/4]^2)),x]","\int \frac{3 x+x^2+\left(6 x+2 x^2\right) \log \left(\frac{3+x}{4}\right)+\left(3 x+x^2\right) \log ^2\left(\frac{3+x}{4}\right)+\log ^2(x) \left(3+x-9 x^2+\left(6+2 x-9 x^2-3 x^3\right) \log \left(\frac{3+x}{4}\right)+(3+x) \log ^2\left(\frac{3+x}{4}\right)\right)}{\log (x) \left(-3 x^2-x^3+\left(-6 x^2-2 x^3\right) \log \left(\frac{3+x}{4}\right)+\left(-3 x^2-x^3\right) \log ^2\left(\frac{3+x}{4}\right)\right)+\log ^2(x) \left(-3 x+2 x^2-8 x^3-3 x^4+\left(-6 x+4 x^2-7 x^3-3 x^4\right) \log \left(\frac{3+x}{4}\right)+\left(-3 x+2 x^2+x^3\right) \log ^2\left(\frac{3+x}{4}\right)\right)} \, dx","\log \left(\frac{\frac{3 x^2}{\log \left(\frac{x+3}{4}\right)+1}-x+\frac{x}{\log (x)}+1}{x}\right)",1,"Log[1 - x] - Log[x] - Log[Log[x]] - Log[1 + Log[(3 + x)/4]] + Defer[Int][(-x - Log[x] + x*Log[x])^(-1), x] + Defer[Int][1/((-1 + x)*(-x - Log[x] + x*Log[x])), x] - Defer[Int][1/(x*(-x - Log[x] + x*Log[x])), x] + 3*Defer[Int][1/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - Defer[Int][x/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 3*Defer[Int][x^2/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 9*Defer[Int][1/((3 + x)*(-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 8*Defer[Int][Log[x]/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] + 2*Defer[Int][(x*Log[x])/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 3*Defer[Int][(x^2*Log[x])/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] + 24*Defer[Int][Log[x]/((3 + x)*(-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] + 5*Defer[Int][Log[x]^2/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 7*Defer[Int][(x*Log[x]^2)/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] + 3*Defer[Int][(x^2*Log[x]^2)/((-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x] - 16*Defer[Int][Log[x]^2/((3 + x)*(-x - Log[x] + x*Log[x])*(x + Log[x] - x*Log[x] + 3*x^2*Log[x] + x*Log[(3 + x)/4] + Log[x]*Log[(3 + x)/4] - x*Log[x]*Log[(3 + x)/4])), x]","F",0,0,0,0,-1,"{}"
3481,1,25,0,1.5339,"\int \frac{\exp \left(-\frac{2}{-45 x^3+9 x^4+e^6 \left(-45 x+9 x^2\right)+e^3 \left(90 x^2-18 x^3\right)}\right) \left(30 x-8 x^2+e^3 (-10+4 x)\right)}{-225 x^5+90 x^6-9 x^7+e^9 \left(225 x^2-90 x^3+9 x^4\right)+e^6 \left(-675 x^3+270 x^4-27 x^5\right)+e^3 \left(675 x^4-270 x^5+27 x^6\right)} \, dx","Int[(30*x - 8*x^2 + E^3*(-10 + 4*x))/(E^(2/(-45*x^3 + 9*x^4 + E^6*(-45*x + 9*x^2) + E^3*(90*x^2 - 18*x^3)))*(-225*x^5 + 90*x^6 - 9*x^7 + E^9*(225*x^2 - 90*x^3 + 9*x^4) + E^6*(-675*x^3 + 270*x^4 - 27*x^5) + E^3*(675*x^4 - 270*x^5 + 27*x^6))),x]","e^{\frac{2}{9 (5-x) \left(e^3-x\right)^2 x}}","e^{-\frac{2}{9 \left(e^3-x\right)^2 (x-5) x}}",1,"E^(2/(9*(5 - x)*(E^3 - x)^2*x))","A",3,3,142,0.02113,1,"{6688, 12, 6706}"
3482,1,28,0,0.0667708,"\int \frac{1}{5} e^{\frac{5-x}{5}} \left(-5+5 e^{\frac{1}{5} (-5+x)}+x\right) \, dx","Int[(E^((5 - x)/5)*(-5 + 5*E^((-5 + x)/5) + x))/5,x]","e^{1-\frac{x}{5}} (5-x)-5 e^{1-\frac{x}{5}}+x","x-\log \left(\frac{1}{2} e^{e^{1-\frac{x}{5}} x+4}\right)+\log (6)",1,"-5*E^(1 - x/5) + E^(1 - x/5)*(5 - x) + x","A",5,4,29,0.1379,1,"{12, 6688, 2176, 2194}"
3483,1,26,0,0.0295852,"\int \frac{-16 x+24 x^2+e^5 (-2+4 x)}{-36-4 x^2+4 x^3+e^5 \left(-x+x^2\right)} \, dx","Int[(-16*x + 24*x^2 + E^5*(-2 + 4*x))/(-36 - 4*x^2 + 4*x^3 + E^5*(-x + x^2)),x]","2 \log \left(-4 x^3+4 x^2+e^5 \left(x-x^2\right)+36\right)","\log \left(\left(\frac{1}{4} \left(4 x+e^5\right) \left(x-x^2\right)+9\right)^2\right)",1,"2*Log[36 + 4*x^2 - 4*x^3 + E^5*(x - x^2)]","A",1,1,44,0.02273,1,"{1587}"
3484,0,0,0,3.7202748,"\int \frac{e^{-3+e^x} \left(e^{2+4 x} \left(x^2-4 x^3+e^x x^3\right)-2 x \log (2)-e^x x^2 \log (2)\right)}{2 e^{4+8 x} x^2-4 e^{2+4 x} x \log (2)+2 \log ^2(2)} \, dx","Int[(E^(-3 + E^x)*(E^(2 + 4*x)*(x^2 - 4*x^3 + E^x*x^3) - 2*x*Log[2] - E^x*x^2*Log[2]))/(2*E^(4 + 8*x)*x^2 - 4*E^(2 + 4*x)*x*Log[2] + 2*Log[2]^2),x]","\int \frac{e^{-3+e^x} \left(e^{2+4 x} \left(x^2-4 x^3+e^x x^3\right)-2 x \log (2)-e^x x^2 \log (2)\right)}{2 e^{4+8 x} x^2-4 e^{2+4 x} x \log (2)+2 \log ^2(2)} \, dx","\frac{e^{e^x-3} x}{2 \left(e^{4 x+2}-\frac{\log (2)}{x}\right)}",1,"-1/2*(Log[2]*Defer[Int][(E^(-3 + E^x)*x)/(E^(2 + 4*x)*x - Log[2])^2, x]) - 2*Log[2]*Defer[Int][(E^(-3 + E^x)*x^2)/(E^(2 + 4*x)*x - Log[2])^2, x] + Defer[Int][(E^(-3 + E^x)*x)/(E^(2 + 4*x)*x - Log[2]), x]/2 - 2*Defer[Int][(E^(-3 + E^x)*x^2)/(E^(2 + 4*x)*x - Log[2]), x] + Defer[Int][(E^(-3 + E^x + x)*x^2)/(E^(2 + 4*x)*x - Log[2]), x]/2","F",0,0,0,0,-1,"{}"
3485,0,0,0,7.9026805,"\int \frac{192 x+e^{\frac{x}{\log (8)}} (8+384 x) \log (8)+\left(96 x+192 e^{\frac{x}{\log (8)}} x \log (8)\right) \log (x)+\left(12 x+24 e^{\frac{x}{\log (8)}} x \log (8)\right) \log ^2(x)}{-48 x \log (8)+e^{\frac{x}{\log (8)}} \left(-8 x+96 x^2\right) \log (8)+\left(-24 x \log (8)+e^{\frac{x}{\log (8)}} \left(-2 x+48 x^2\right) \log (8)\right) \log (x)+\left(-3 x \log (8)+6 e^{\frac{x}{\log (8)}} x^2 \log (8)\right) \log ^2(x)} \, dx","Int[(192*x + E^(x/Log[8])*(8 + 384*x)*Log[8] + (96*x + 192*E^(x/Log[8])*x*Log[8])*Log[x] + (12*x + 24*E^(x/Log[8])*x*Log[8])*Log[x]^2)/(-48*x*Log[8] + E^(x/Log[8])*(-8*x + 96*x^2)*Log[8] + (-24*x*Log[8] + E^(x/Log[8])*(-2*x + 48*x^2)*Log[8])*Log[x] + (-3*x*Log[8] + 6*E^(x/Log[8])*x^2*Log[8])*Log[x]^2),x]","\int \frac{192 x+e^{\frac{x}{\log (8)}} (8+384 x) \log (8)+\left(96 x+192 e^{\frac{x}{\log (8)}} x \log (8)\right) \log (x)+\left(12 x+24 e^{\frac{x}{\log (8)}} x \log (8)\right) \log ^2(x)}{-48 x \log (8)+e^{\frac{x}{\log (8)}} \left(-8 x+96 x^2\right) \log (8)+\left(-24 x \log (8)+e^{\frac{x}{\log (8)}} \left(-2 x+48 x^2\right) \log (8)\right) \log (x)+\left(-3 x \log (8)+6 e^{\frac{x}{\log (8)}} x^2 \log (8)\right) \log ^2(x)} \, dx","4 \log \left(-4 x+2 e^{-\frac{x}{\log (8)}}+\frac{4}{3 (\log (x)+4)}\right)",1,"4*Log[x] - 4*Log[4 + Log[x]] + 12*Defer[Int][(-1 + 12*x + 3*x*Log[x])^(-1), x] + 4*Defer[Int][1/(x*(-1 + 12*x + 3*x*Log[x])), x] - (48*(1 - 12*Log[8])*Defer[Int][1/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x])/Log[8] + 12*Defer[Int][1/(x*(-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x] + (576*Defer[Int][x/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x])/Log[8] - (12*(1 - 24*Log[8])*Defer[Int][Log[x]/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x])/Log[8] + (288*Defer[Int][(x*Log[x])/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x])/Log[8] + 36*Defer[Int][Log[x]^2/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x] + (36*Defer[Int][(x*Log[x]^2)/((-1 + 12*x + 3*x*Log[x])*(-12 - 2*E^(x/Log[8]) + 24*E^(x/Log[8])*x - 3*Log[x] + 6*E^(x/Log[8])*x*Log[x])), x])/Log[8]","F",0,0,0,0,-1,"{}"
3486,1,48,0,0.0669649,"\int \frac{1}{2} \left(50+e^{\frac{1}{2} \left(23 x+x^2+4 x \log (x)\right)} \left(2+27 x+2 x^2+4 x \log (x)\right)\right) \, dx","Int[(50 + E^((23*x + x^2 + 4*x*Log[x])/2)*(2 + 27*x + 2*x^2 + 4*x*Log[x]))/2,x]","\frac{e^{\frac{1}{2} \left(x^2+23 x\right)} x^{2 x} \left(2 x^2+27 x+4 x \log (x)\right)}{2 x+4 \log (x)+27}+25 x","x \left(e^{\frac{1}{2} x (x+15)+2 x (\log (x)+2)}+25\right)",1,"25*x + (E^((23*x + x^2)/2)*x^(2*x)*(27*x + 2*x^2 + 4*x*Log[x]))/(27 + 2*x + 4*Log[x])","B",3,2,40,0.05000,1,"{12, 2288}"
3487,1,19,0,0.7035264,"\int \frac{\exp \left(\frac{10 x^5-2 x^6}{81-432 x+864 x^2-768 x^3+256 x^4}\right) \left(-150 x^4+76 x^5-16 x^6\right)}{-243+1620 x-4320 x^2+5760 x^3-3840 x^4+1024 x^5} \, dx","Int[(E^((10*x^5 - 2*x^6)/(81 - 432*x + 864*x^2 - 768*x^3 + 256*x^4))*(-150*x^4 + 76*x^5 - 16*x^6))/(-243 + 1620*x - 4320*x^2 + 5760*x^3 - 3840*x^4 + 1024*x^5),x]","e^{\frac{2 (5-x) x^5}{(3-4 x)^4}}","e^{\frac{2 (5-x) x}{\left(4-\frac{3}{x}\right)^4}}",1,"E^((2*(5 - x)*x^5)/(3 - 4*x)^4)","A",4,4,80,0.05000,1,"{1594, 6688, 12, 6706}"
3488,1,11,0,0.0088515,"\int \frac{-2+144 x^2}{33-2 x+48 x^3} \, dx","Int[(-2 + 144*x^2)/(33 - 2*x + 48*x^3),x]","\log \left(48 x^3-2 x+33\right)","\log \left(\frac{1}{4} \left(-16 x^3+\frac{2 x}{3}-3\right)-2\right)",1,"Log[33 - 2*x + 48*x^3]","A",1,1,20,0.05000,1,"{1587}"
3489,0,0,0,2.7426498,"\int \frac{e^{\frac{2 \left(9 x^2+200 e^x \log ^2(x)\right)}{9 x^2}} \left(32 e^x \log (x)+e^x (-32+16 x) \log ^2(x)\right)}{27 x^3} \, dx","Int[(E^((2*(9*x^2 + 200*E^x*Log[x]^2))/(9*x^2))*(32*E^x*Log[x] + E^x*(-32 + 16*x)*Log[x]^2))/(27*x^3),x]","\int \frac{e^{\frac{2 \left(9 x^2+200 e^x \log ^2(x)\right)}{9 x^2}} \left(32 e^x \log (x)+e^x (-32+16 x) \log ^2(x)\right)}{27 x^3} \, dx","\frac{1}{75} e^{\frac{400 e^x \log ^2(x)}{9 x^2}+2}",1,"(32*Defer[Int][(E^(2 + x + (400*E^x*Log[x]^2)/(9*x^2))*Log[x])/x^3, x])/27 - (32*Defer[Int][(E^(2 + x + (400*E^x*Log[x]^2)/(9*x^2))*Log[x]^2)/x^3, x])/27 + (16*Defer[Int][(E^(2 + x + (400*E^x*Log[x]^2)/(9*x^2))*Log[x]^2)/x^2, x])/27","F",0,0,0,0,-1,"{}"
3490,0,0,0,0.3835901,"\int \frac{72 x+4 x^3}{1215 \log (3)+270 x^2 \log (3) \log \left(\frac{2}{x}\right)+15 x^4 \log (3) \log ^2\left(\frac{2}{x}\right)} \, dx","Int[(72*x + 4*x^3)/(1215*Log[3] + 270*x^2*Log[3]*Log[2/x] + 15*x^4*Log[3]*Log[2/x]^2),x]","\int \frac{72 x+4 x^3}{1215 \log (3)+270 x^2 \log (3) \log \left(\frac{2}{x}\right)+15 x^4 \log (3) \log ^2\left(\frac{2}{x}\right)} \, dx","\frac{4}{15 \log (3) \left(\frac{9}{x^2}+\log \left(\frac{2}{x}\right)\right)}",1,"(24*Defer[Int][x/(9 + x^2*Log[2/x])^2, x])/(5*Log[3]) + (4*Defer[Int][x^3/(9 + x^2*Log[2/x])^2, x])/(15*Log[3])","F",0,0,0,0,-1,"{}"
3491,0,0,0,1.7623045,"\int \frac{9+x+(-27-4 x) \log (x)+(-3+5 x) \log ^2(x)+(6-2 x) \log ^3(x)}{\left(9 x+x^2\right) \log (x)+\left(-3 x-2 x^2\right) \log ^2(x)+\left(-6 x+x^2\right) \log ^3(x)} \, dx","Int[(9 + x + (-27 - 4*x)*Log[x] + (-3 + 5*x)*Log[x]^2 + (6 - 2*x)*Log[x]^3)/((9*x + x^2)*Log[x] + (-3*x - 2*x^2)*Log[x]^2 + (-6*x + x^2)*Log[x]^3),x]","\int \frac{9+x+(-27-4 x) \log (x)+(-3+5 x) \log ^2(x)+(6-2 x) \log ^3(x)}{\left(9 x+x^2\right) \log (x)+\left(-3 x-2 x^2\right) \log ^2(x)+\left(-6 x+x^2\right) \log ^3(x)} \, dx","\log \left(\frac{4 \log (x)}{x \left(\frac{x}{3}+\frac{5}{1-\log (x)}-2\right)}\right)",1,"-Log[6 - x] - Log[x] + Log[1 - Log[x]] + Log[Log[x]] - Defer[Int][(-9 - x - 6*Log[x] + x*Log[x])^(-1), x] - 15*Defer[Int][1/((-6 + x)*(-9 - x - 6*Log[x] + x*Log[x])), x] + 6*Defer[Int][1/(x*(-9 - x - 6*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
3492,1,29,0,5.7946216,"\int \frac{e^{\frac{15}{-12+5 x}} \left(-351 x+180 x^2-100 x^3\right)+\left(6480-22680 x+27045 x^2-12600 x^3+2000 x^4+e^{\frac{15}{-12+5 x}} \left(-432+936 x-555 x^2+100 x^3\right)\right) \log \left(\frac{-15+e^{\frac{15}{-12+5 x}}+20 x}{-3+4 x}\right)}{6480-22680 x+27045 x^2-12600 x^3+2000 x^4+e^{\frac{15}{-12+5 x}} \left(-432+936 x-555 x^2+100 x^3\right)} \, dx","Int[(E^(15/(-12 + 5*x))*(-351*x + 180*x^2 - 100*x^3) + (6480 - 22680*x + 27045*x^2 - 12600*x^3 + 2000*x^4 + E^(15/(-12 + 5*x))*(-432 + 936*x - 555*x^2 + 100*x^3))*Log[(-15 + E^(15/(-12 + 5*x)) + 20*x)/(-3 + 4*x)])/(6480 - 22680*x + 27045*x^2 - 12600*x^3 + 2000*x^4 + E^(15/(-12 + 5*x))*(-432 + 936*x - 555*x^2 + 100*x^3)),x]","x \log \left(\frac{-20 x-e^{-\frac{15}{12-5 x}}+15}{3-4 x}\right)","x \log \left(\frac{e^{\frac{3}{x-\frac{12}{5}}}}{4 x-3}+5\right)",1,"x*Log[(15 - E^(-15/(12 - 5*x)) - 20*x)/(3 - 4*x)]","A",11,4,150,0.02667,1,"{6688, 6742, 2228, 2548}"
3493,0,0,0,19.4798745,"\int \frac{\exp \left(\frac{20 x^4+36 x^3 \log \left(2 x+25 x^2\right)+54 x^2 \log ^2\left(2 x+25 x^2\right)+36 x \log ^3\left(2 x+25 x^2\right)+9 \log ^4\left(2 x+25 x^2\right)}{9 x^4}\right) \left(8 x^3+200 x^4+\left(24 x^2+592 x^3-100 x^4\right) \log \left(2 x+25 x^2\right)+\left(24 x+576 x^2-300 x^3\right) \log ^2\left(2 x+25 x^2\right)+\left(8+176 x-300 x^2\right) \log ^3\left(2 x+25 x^2\right)+(-8-100 x) \log ^4\left(2 x+25 x^2\right)\right)}{2 x^5+25 x^6} \, dx","Int[(E^((20*x^4 + 36*x^3*Log[2*x + 25*x^2] + 54*x^2*Log[2*x + 25*x^2]^2 + 36*x*Log[2*x + 25*x^2]^3 + 9*Log[2*x + 25*x^2]^4)/(9*x^4))*(8*x^3 + 200*x^4 + (24*x^2 + 592*x^3 - 100*x^4)*Log[2*x + 25*x^2] + (24*x + 576*x^2 - 300*x^3)*Log[2*x + 25*x^2]^2 + (8 + 176*x - 300*x^2)*Log[2*x + 25*x^2]^3 + (-8 - 100*x)*Log[2*x + 25*x^2]^4))/(2*x^5 + 25*x^6),x]","\int \frac{\exp \left(\frac{20 x^4+36 x^3 \log \left(2 x+25 x^2\right)+54 x^2 \log ^2\left(2 x+25 x^2\right)+36 x \log ^3\left(2 x+25 x^2\right)+9 \log ^4\left(2 x+25 x^2\right)}{9 x^4}\right) \left(8 x^3+200 x^4+\left(24 x^2+592 x^3-100 x^4\right) \log \left(2 x+25 x^2\right)+\left(24 x+576 x^2-300 x^3\right) \log ^2\left(2 x+25 x^2\right)+\left(8+176 x-300 x^2\right) \log ^3\left(2 x+25 x^2\right)+(-8-100 x) \log ^4\left(2 x+25 x^2\right)\right)}{2 x^5+25 x^6} \, dx","e^{\frac{\left(\log \left(25 x^2+2 x\right)+x\right)^4}{x^4}+\frac{11}{9}}",1,"200*Defer[Int][E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x), x] + 8*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x))/x, x] - 100*Defer[Int][E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)], x] + 24*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)])/x^2, x] + 592*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)])/x, x] + 24*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^2)/x^3, x] + 576*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^2)/x^2, x] - 300*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^2)/x, x] + 8*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^3)/x^4, x] + 176*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^3)/x^3, x] - 300*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(-1 + 4/x)*Log[x*(2 + 25*x)]^3)/x^2, x] - 4*Defer[Int][(E^(20/9 + (6*Log[x*(2 + 25*x)]^2)/x^2 + (4*Log[x*(2 + 25*x)]^3)/x^3 + Log[x*(2 + 25*x)]^4/x^4)*(x*(2 + 25*x))^(4/x)*Log[x*(2 + 25*x)]^4)/x^5, x]","F",0,0,0,0,-1,"{}"
3494,0,0,0,107.757529,"\int \frac{-18 x^3+12 x^4-47 x^5+30 x^6-5 x^7+e^x \left(-9 x^5+6 x^6-x^7\right)+\left(-72 x^3+48 x^4-98 x^5+60 x^6-10 x^7+e^x \left(-18 x^5+21 x^6-8 x^7+x^8\right)\right) \log (x)+\left(30 x^5-6 x^6-6 x^7+x^8\right) \log ^2(x)}{36-24 x+184 x^2-120 x^3+245 x^4-150 x^5+25 x^6+e^{2 x} \left(9 x^4-6 x^5+x^6\right)+e^x \left(36 x^2-24 x^3+94 x^4-60 x^5+10 x^6\right)+\left(-60 x^2-16 x^3-126 x^4-44 x^5+60 x^6-10 x^7+e^x \left(-30 x^4-8 x^5+12 x^6-2 x^7\right)\right) \log (x)+\left(25 x^4+30 x^5-x^6-6 x^7+x^8\right) \log ^2(x)} \, dx","Int[(-18*x^3 + 12*x^4 - 47*x^5 + 30*x^6 - 5*x^7 + E^x*(-9*x^5 + 6*x^6 - x^7) + (-72*x^3 + 48*x^4 - 98*x^5 + 60*x^6 - 10*x^7 + E^x*(-18*x^5 + 21*x^6 - 8*x^7 + x^8))*Log[x] + (30*x^5 - 6*x^6 - 6*x^7 + x^8)*Log[x]^2)/(36 - 24*x + 184*x^2 - 120*x^3 + 245*x^4 - 150*x^5 + 25*x^6 + E^(2*x)*(9*x^4 - 6*x^5 + x^6) + E^x*(36*x^2 - 24*x^3 + 94*x^4 - 60*x^5 + 10*x^6) + (-60*x^2 - 16*x^3 - 126*x^4 - 44*x^5 + 60*x^6 - 10*x^7 + E^x*(-30*x^4 - 8*x^5 + 12*x^6 - 2*x^7))*Log[x] + (25*x^4 + 30*x^5 - x^6 - 6*x^7 + x^8)*Log[x]^2),x]","\int \frac{-18 x^3+12 x^4-47 x^5+30 x^6-5 x^7+e^x \left(-9 x^5+6 x^6-x^7\right)+\left(-72 x^3+48 x^4-98 x^5+60 x^6-10 x^7+e^x \left(-18 x^5+21 x^6-8 x^7+x^8\right)\right) \log (x)+\left(30 x^5-6 x^6-6 x^7+x^8\right) \log ^2(x)}{36-24 x+184 x^2-120 x^3+245 x^4-150 x^5+25 x^6+e^{2 x} \left(9 x^4-6 x^5+x^6\right)+e^x \left(36 x^2-24 x^3+94 x^4-60 x^5+10 x^6\right)+\left(-60 x^2-16 x^3-126 x^4-44 x^5+60 x^6-10 x^7+e^x \left(-30 x^4-8 x^5+12 x^6-2 x^7\right)\right) \log (x)+\left(25 x^4+30 x^5-x^6-6 x^7+x^8\right) \log ^2(x)} \, dx","\frac{x^2}{-\frac{\frac{2}{x^2}+e^x+5}{\log (x)}+x+\frac{5}{3-x}}",1,"-36*Defer[Int][(x^3*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] + 6*Defer[Int][(x^4*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] - 7*Defer[Int][(x^5*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] - 51*Defer[Int][(x^6*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] + 36*Defer[Int][(x^7*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] - 6*Defer[Int][(x^8*Log[x])/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] + Defer[Int][(x^6*Log[x]^2)/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] + 10*Defer[Int][(x^7*Log[x]^2)/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] - 7*Defer[Int][(x^8*Log[x]^2)/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] + Defer[Int][(x^9*Log[x]^2)/((-3 + x)*(2 + (5 + E^x)*x^2) + x^2*(5 + 3*x - x^2)*Log[x])^2, x] - 3*Defer[Int][x^3/(-((-3 + x)*(2 + (5 + E^x)*x^2)) + x^2*(-5 - 3*x + x^2)*Log[x]), x] + Defer[Int][x^4/(-((-3 + x)*(2 + (5 + E^x)*x^2)) + x^2*(-5 - 3*x + x^2)*Log[x]), x] - 6*Defer[Int][(x^3*Log[x])/(-((-3 + x)*(2 + (5 + E^x)*x^2)) + x^2*(-5 - 3*x + x^2)*Log[x]), x] + 5*Defer[Int][(x^4*Log[x])/(-((-3 + x)*(2 + (5 + E^x)*x^2)) + x^2*(-5 - 3*x + x^2)*Log[x]), x] - Defer[Int][(x^5*Log[x])/(-((-3 + x)*(2 + (5 + E^x)*x^2)) + x^2*(-5 - 3*x + x^2)*Log[x]), x]","F",0,0,0,0,-1,"{}"
3495,1,37,0,0.0649149,"\int \frac{-5+x^2-2 e^{2 x} x^2-20 x^3-4 x^5+e^x \left(-10 x^2-4 x^3-2 x^4\right)}{x^2} \, dx","Int[(-5 + x^2 - 2*E^(2*x)*x^2 - 20*x^3 - 4*x^5 + E^x*(-10*x^2 - 4*x^3 - 2*x^4))/x^2,x]","-x^4-2 e^x x^2-10 x^2+x-10 e^x-e^{2 x}+\frac{5}{x}","-\left(x^2+e^x+5\right)^2+x+\frac{5}{x}",1,"-10*E^x - E^(2*x) + 5/x + x - 10*x^2 - 2*E^x*x^2 - x^4","A",13,4,49,0.08163,1,"{14, 2194, 2196, 2176}"
3496,0,0,0,1.5104368,"\int \frac{1}{3} e^{-3-x+x^3-x^2 \log (x)} \left(25-23 x-26 x^2+74 x^3+3 x^4+\left(-50 x^2-2 x^3\right) \log (x)\right) \, dx","Int[(E^(-3 - x + x^3 - x^2*Log[x])*(25 - 23*x - 26*x^2 + 74*x^3 + 3*x^4 + (-50*x^2 - 2*x^3)*Log[x]))/3,x]","\int \frac{1}{3} e^{-3-x+x^3-x^2 \log (x)} \left(25-23 x-26 x^2+74 x^3+3 x^4+\left(-50 x^2-2 x^3\right) \log (x)\right) \, dx","\frac{1}{3} x (x+25) e^{x^2 (x-\log (x))-x-3}",1,"(25*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x]), x])/3 - (23*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x, x])/3 - (26*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x^2, x])/3 + (74*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x^3, x])/3 + Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x^4, x] - (50*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x^2*Log[x], x])/3 - (2*Defer[Int][E^(-3 - x + x^3 - x^2*Log[x])*x^3*Log[x], x])/3","F",0,0,0,0,-1,"{}"
3497,1,24,0,0.0345282,"\int e^{4-x-e^{4-x} (4+\log (2))} (-12-3 \log (2)) \, dx","Int[E^(4 - x - E^(4 - x)*(4 + Log[2]))*(-12 - 3*Log[2]),x]","-3 2^{-e^{4-x}} e^{-4 e^{4-x}}","\frac{1}{2}-3 e^{-e^{4-x} (4+\log (2))}",1,"-3/(2^E^(4 - x)*E^(4*E^(4 - x)))","A",3,3,27,0.1111,1,"{12, 2282, 2194}"
3498,0,0,0,4.2272804,"\int \frac{8 e^{\frac{1+16 x^3}{8 x^2}} x^3-16 e^{\frac{1+16 x^3}{16 x^2}} x^4+8 x^5+e^{e^x} \left(8 x^3-8 e^x x^4+e^{\frac{1+16 x^3}{16 x^2}} \left(1-8 x^3+8 e^x x^3\right)\right)}{8 e^{\frac{1+16 x^3}{8 x^2}} x^3-16 e^{\frac{1+16 x^3}{16 x^2}} x^4+8 x^5} \, dx","Int[(8*E^((1 + 16*x^3)/(8*x^2))*x^3 - 16*E^((1 + 16*x^3)/(16*x^2))*x^4 + 8*x^5 + E^E^x*(8*x^3 - 8*E^x*x^4 + E^((1 + 16*x^3)/(16*x^2))*(1 - 8*x^3 + 8*E^x*x^3)))/(8*E^((1 + 16*x^3)/(8*x^2))*x^3 - 16*E^((1 + 16*x^3)/(16*x^2))*x^4 + 8*x^5),x]","\int \frac{8 e^{\frac{1+16 x^3}{8 x^2}} x^3-16 e^{\frac{1+16 x^3}{16 x^2}} x^4+8 x^5+e^{e^x} \left(8 x^3-8 e^x x^4+e^{\frac{1+16 x^3}{16 x^2}} \left(1-8 x^3+8 e^x x^3\right)\right)}{8 e^{\frac{1+16 x^3}{8 x^2}} x^3-16 e^{\frac{1+16 x^3}{16 x^2}} x^4+8 x^5} \, dx","-\frac{e^{e^x}}{x-e^{\frac{1}{16 x^2}+x}}+x-\frac{7}{4}",1,"x + Defer[Int][E^(E^x - 1/(16*x^2)), x] + Defer[Int][E^E^x/(E^(1/(16*x^2) + x) - x)^2, x] - Defer[Int][E^E^x/(E^(1/(16*x^2) + x) - x), x] + Defer[Int][E^E^x/((E^(1/(16*x^2) + x) - x)*x^3), x]/8 + Defer[Int][E^E^x/((E^(1/(16*x^2) + x) - x)^2*x^2), x]/8 - Defer[Int][(E^E^x*x)/(E^(1/(16*x^2) + x) - x)^2, x] + Defer[Int][(E^(E^x - 1/(16*x^2))*x)/(E^(1/(16*x^2) + x) - x), x]","F",0,0,0,0,-1,"{}"
3499,0,0,0,1.3460977,"\int \frac{9 e^x-9 x+\left(e^x (-9-18 x)+27 x\right) \log (2 x)}{2 e^{3 x} x^2-6 e^{2 x} x^3+6 e^x x^4-2 x^5} \, dx","Int[(9*E^x - 9*x + (E^x*(-9 - 18*x) + 27*x)*Log[2*x])/(2*E^(3*x)*x^2 - 6*E^(2*x)*x^3 + 6*E^x*x^4 - 2*x^5),x]","\int \frac{9 e^x-9 x+\left(e^x (-9-18 x)+27 x\right) \log (2 x)}{2 e^{3 x} x^2-6 e^{2 x} x^3+6 e^x x^4-2 x^5} \, dx","\frac{9 \log (2 x)}{2 x \left(x-e^x\right)^2}",1,"-9*Log[2*x]*Defer[Int][(E^x - x)^(-3), x] + (9*Defer[Int][1/((E^x - x)^2*x^2), x])/2 - (9*Log[2*x]*Defer[Int][1/((E^x - x)^2*x^2), x])/2 - 9*Log[2*x]*Defer[Int][1/((E^x - x)^2*x), x] - 9*Log[2*x]*Defer[Int][1/(x*(-E^x + x)^3), x] + 9*Defer[Int][Defer[Int][(E^x - x)^(-3), x]/x, x] + (9*Defer[Int][Defer[Int][1/((E^x - x)^2*x^2), x]/x, x])/2 + 9*Defer[Int][Defer[Int][1/((E^x - x)^2*x), x]/x, x] + 9*Defer[Int][Defer[Int][1/(x*(-E^x + x)^3), x]/x, x]","F",0,0,0,0,-1,"{}"
3500,0,0,0,11.7091859,"\int \frac{2 e^{-e^3+i \pi +x} \left(125-50 x+5 x^2\right)+2 e^{-e^3+i \pi +x} (-25+5 x) \log (-5+x)+\left(2 e^{-e^3+i \pi +x} \left(145+90 x-50 x^2+5 x^3\right)+2 e^{-e^3+i \pi +x} \left(-25-20 x+5 x^2\right) \log (-5+x)\right) \log (1+x)}{-125-50 x+60 x^2-14 x^3+x^4+\left(50+30 x-18 x^2+2 x^3\right) \log (-5+x)+\left(-5-4 x+x^2\right) \log ^2(-5+x)} \, dx","Int[(2*E^(-E^3 + I*Pi + x)*(125 - 50*x + 5*x^2) + 2*E^(-E^3 + I*Pi + x)*(-25 + 5*x)*Log[-5 + x] + (2*E^(-E^3 + I*Pi + x)*(145 + 90*x - 50*x^2 + 5*x^3) + 2*E^(-E^3 + I*Pi + x)*(-25 - 20*x + 5*x^2)*Log[-5 + x])*Log[1 + x])/(-125 - 50*x + 60*x^2 - 14*x^3 + x^4 + (50 + 30*x - 18*x^2 + 2*x^3)*Log[-5 + x] + (-5 - 4*x + x^2)*Log[-5 + x]^2),x]","\int \frac{2 e^{-e^3+i \pi +x} \left(125-50 x+5 x^2\right)+2 e^{-e^3+i \pi +x} (-25+5 x) \log (-5+x)+\left(2 e^{-e^3+i \pi +x} \left(145+90 x-50 x^2+5 x^3\right)+2 e^{-e^3+i \pi +x} \left(-25-20 x+5 x^2\right) \log (-5+x)\right) \log (1+x)}{-125-50 x+60 x^2-14 x^3+x^4+\left(50+30 x-18 x^2+2 x^3\right) \log (-5+x)+\left(-5-4 x+x^2\right) \log ^2(-5+x)} \, dx","\frac{10 e^{x+i \pi -e^3} \log (x+1)}{x+\log (x-5)-5}",1,"-10*Defer[Int][E^(-E^3 + x)/((1 + x)*(-5 + x + Log[-5 + x])), x] + 60*Defer[Int][(E^(-E^3 + x)*Log[1 + x])/(-5 + x + Log[-5 + x])^2, x] + 10*Defer[Int][(E^(-E^3 + x)*Log[1 + x])/((-5 + x)*(-5 + x + Log[-5 + x])^2), x] - 10*Defer[Int][(E^(-E^3 + x)*x*Log[1 + x])/(-5 + x + Log[-5 + x])^2, x] - 10*Defer[Int][(E^(-E^3 + x)*Log[-5 + x]*Log[1 + x])/(-5 + x + Log[-5 + x])^2, x]","F",0,0,0,0,-1,"{}"
3501,1,11,0,0.0119857,"\int -72 e^{135-9 x^2} x \, dx","Int[-72*E^(135 - 9*x^2)*x,x]","4 e^{135-9 x^2}","4 e^{-9 \left(x^2-15\right)}",1,"4*E^(135 - 9*x^2)","A",2,2,12,0.1667,1,"{12, 2209}"
3502,0,0,0,1.0876249,"\int \frac{-2-2 x-2 x^2-x^3+\left(x+x^2\right) \log \left(\frac{4+4 x}{x^2}\right)}{-x^2-x^3+\left(x+x^2\right) \log \left(\frac{4+4 x}{x^2}\right)} \, dx","Int[(-2 - 2*x - 2*x^2 - x^3 + (x + x^2)*Log[(4 + 4*x)/x^2])/(-x^2 - x^3 + (x + x^2)*Log[(4 + 4*x)/x^2]),x]","\int \frac{-2-2 x-2 x^2-x^3+\left(x+x^2\right) \log \left(\frac{4+4 x}{x^2}\right)}{-x^2-x^3+\left(x+x^2\right) \log \left(\frac{4+4 x}{x^2}\right)} \, dx","\log \left(\left(5-e+e^4\right) e^x \left(\log \left(\frac{\frac{4}{x}+4}{x}\right)-x\right)\right)",1,"x + 2*Defer[Int][(x - Log[(4*(1 + x))/x^2])^(-1), x] + 2*Defer[Int][1/(x*(x - Log[(4*(1 + x))/x^2])), x] - Defer[Int][1/((1 + x)*(x - Log[(4*(1 + x))/x^2])), x] + Defer[Int][(-x + Log[(4*(1 + x))/x^2])^(-1), x]","F",0,0,0,0,-1,"{}"
3503,1,7,0,0.0029699,"\int \frac{-1-x^2}{x^2} \, dx","Int[(-1 - x^2)/x^2,x]","\frac{1}{x}-x","\frac{1}{3} \left(\frac{3}{x}+\frac{3}{2}\right)-x+\log (5)+\log (2)",1,"x^(-1) - x","A",2,1,11,0.09091,1,"{14}"
3504,1,21,0,0.0645207,"\int \frac{-4-e^{3+x}+36 e^{3+e^{18 x^2}+18 x^2} x}{e^3} \, dx","Int[(-4 - E^(3 + x) + 36*E^(3 + E^(18*x^2) + 18*x^2)*x)/E^3,x]","e^{e^{18 x^2}}-\frac{4 x}{e^3}-e^x","e^{e^{18 x^2}}-\frac{4 x}{e^3}-e^x-\frac{5}{2}",1,"E^E^(18*x^2) - E^x - (4*x)/E^3","A",6,4,32,0.1250,1,"{12, 2194, 6715, 2282}"
3505,1,49,0,0.1073094,"\int \frac{e^{x+\log ^4\left(\frac{e^x}{10}\right)} \left(-1+x+4 x \log ^3\left(\frac{e^x}{10}\right)\right)}{x^2} \, dx","Int[(E^(x + Log[E^x/10]^4)*(-1 + x + 4*x*Log[E^x/10]^3))/x^2,x]","\frac{e^{x+\log ^4\left(\frac{e^x}{10}\right)} \left(x+4 x \log ^3\left(\frac{e^x}{10}\right)\right)}{x^2 \left(4 \log ^3\left(\frac{e^x}{10}\right)+1\right)}","\frac{e^{x+\log ^4\left(\frac{e^x}{10}\right)}}{x}",1,"(E^(x + Log[E^x/10]^4)*(x + 4*x*Log[E^x/10]^3))/(x^2*(1 + 4*Log[E^x/10]^3))","B",1,1,34,0.02941,1,"{2288}"
3506,1,19,0,0.0032398,"\int \left(-60-42 x+126 x^2-84 x^3\right) \, dx","Int[-60 - 42*x + 126*x^2 - 84*x^3,x]","-21 x^4+42 x^3-21 x^2-60 x","3 \left(x-7 \left((1-x)^2 x^2+3 x-e^5+9\right)\right)",1,"-60*x - 21*x^2 + 42*x^3 - 21*x^4","A",1,0,15,0,1,"{}"
3507,1,27,0,0.1237482,"\int \frac{-20 e^{3 x}-5 e^{2 e^4+x}+20 e^{e^4+2 x}+2 e^x \log \left(\frac{4}{3}\right)}{5 e^{2 e^4}+20 e^{2 x}-20 e^{e^4+x}} \, dx","Int[(-20*E^(3*x) - 5*E^(2*E^4 + x) + 20*E^(E^4 + 2*x) + 2*E^x*Log[4/3])/(5*E^(2*E^4) + 20*E^(2*x) - 20*E^(E^4 + x)),x]","\frac{\log \left(\frac{16}{9}\right)}{10 \left(e^{e^4}-2 e^x\right)}-e^x","-e^x-\frac{\log \left(\frac{4}{3}\right)}{5 \left(2 e^x-e^{e^4}\right)}+4+\log (2)",1,"-E^x + Log[16/9]/(10*(E^E^4 - 2*E^x))","A",4,3,68,0.04412,1,"{2282, 12, 683}"
3508,1,22,0,0.0210132,"\int \frac{2+e^{e^{\frac{-60+e^4}{e^4}}} x^2+e^x x^2}{x^2} \, dx","Int[(2 + E^E^((-60 + E^4)/E^4)*x^2 + E^x*x^2)/x^2,x]","e^{e^{1-\frac{60}{e^4}}} x+e^x-\frac{2}{x}","e^{e^{1-\frac{60}{e^4}}} x+e^x-\frac{2}{x}",1,"E^x - 2/x + E^E^(1 - 60/E^4)*x","A",5,2,30,0.06667,1,"{14, 2194}"
3509,1,352,0,0.564344,"\int \frac{-4800+e^{4 x} (-3-12 x)-7680 x-1584 x^2+384 x^3-15 x^4+\left(-3840 x-2304 x^2+192 x^3\right) \log (2)+\left(3840+3072 x-864 x^2\right) \log ^2(2)+1536 x \log ^3(2)-768 \log ^4(2)+e^{3 x} \left(24 x+36 x^2+(-48-144 x) \log (2)\right)+e^{2 x} \left(240+672 x+138 x^2-36 x^3+\left(288 x+288 x^2\right) \log (2)+(-288-576 x) \log ^2(2)\right)+e^x \left(-960 x-1056 x^2-144 x^3+12 x^4+\left(1920+3456 x+336 x^2-144 x^3\right) \log (2)+\left(1152 x+576 x^2\right) \log ^2(2)+(-768-768 x) \log ^3(2)\right)}{4096} \, dx","Int[(-4800 + E^(4*x)*(-3 - 12*x) - 7680*x - 1584*x^2 + 384*x^3 - 15*x^4 + (-3840*x - 2304*x^2 + 192*x^3)*Log[2] + (3840 + 3072*x - 864*x^2)*Log[2]^2 + 1536*x*Log[2]^3 - 768*Log[2]^4 + E^(3*x)*(24*x + 36*x^2 + (-48 - 144*x)*Log[2]) + E^(2*x)*(240 + 672*x + 138*x^2 - 36*x^3 + (288*x + 288*x^2)*Log[2] + (-288 - 576*x)*Log[2]^2) + E^x*(-960*x - 1056*x^2 - 144*x^3 + 12*x^4 + (1920 + 3456*x + 336*x^2 - 144*x^3)*Log[2] + (1152*x + 576*x^2)*Log[2]^2 + (-768 - 768*x)*Log[2]^3))/4096,x]","-\frac{3 x^5}{4096}+\frac{3 e^x x^4}{1024}+\frac{3 x^4}{128}+\frac{3}{256} x^4 \log (2)-\frac{3 e^x x^3}{64}-\frac{9 e^{2 x} x^3}{2048}-\frac{33 x^3}{256}-\frac{9}{128} x^3 \log ^2(2)-\frac{9}{256} e^x x^3 \log (2)-\frac{3}{16} x^3 \log (2)-\frac{15 e^x x^2}{128}+\frac{3}{128} e^{2 x} x^2+\frac{3 e^{3 x} x^2}{1024}-\frac{3}{16} x^2 \left(5-\log ^3(2)\right)+\frac{9}{64} e^x x^2 \log ^2(2)+\frac{3}{8} x^2 \log ^2(2)+\frac{3}{16} e^x x^2 \log (2)+\frac{9}{256} e^{2 x} x^2 \log (2)-\frac{15}{32} x^2 \log (2)+\frac{15}{256} e^{2 x} x+\frac{3 e^{4 x}}{16384}-\frac{3 e^{4 x} (4 x+1)}{16384}-\frac{3}{64} x \left(25+4 \log ^4(2)\right)+\frac{3}{16} e^x \log ^3(2)-\frac{3}{16} e^x (x+1) \log ^3(2)+\frac{15}{16} x \log ^2(2)+\frac{9}{256} e^{2 x} \log ^2(2)-\frac{9}{256} e^{2 x} (2 x+1) \log ^2(2)+\frac{15}{32} e^x x \log (2)+\frac{1}{256} e^{3 x} \log (2)-\frac{1}{256} e^{3 x} (3 x+1) \log (2)","-\frac{3}{16} x \left(x-\left(\frac{1}{4} \left(e^x-x\right)+\log (2)\right)^2+\frac{5}{2}\right)^2",1,"(3*E^(4*x))/16384 + (15*E^(2*x)*x)/256 - (15*E^x*x^2)/128 + (3*E^(2*x)*x^2)/128 + (3*E^(3*x)*x^2)/1024 - (33*x^3)/256 - (3*E^x*x^3)/64 - (9*E^(2*x)*x^3)/2048 + (3*x^4)/128 + (3*E^x*x^4)/1024 - (3*x^5)/4096 - (3*E^(4*x)*(1 + 4*x))/16384 + (E^(3*x)*Log[2])/256 + (15*E^x*x*Log[2])/32 - (15*x^2*Log[2])/32 + (3*E^x*x^2*Log[2])/16 + (9*E^(2*x)*x^2*Log[2])/256 - (3*x^3*Log[2])/16 - (9*E^x*x^3*Log[2])/256 + (3*x^4*Log[2])/256 - (E^(3*x)*(1 + 3*x)*Log[2])/256 + (9*E^(2*x)*Log[2]^2)/256 + (15*x*Log[2]^2)/16 + (3*x^2*Log[2]^2)/8 + (9*E^x*x^2*Log[2]^2)/64 - (9*x^3*Log[2]^2)/128 - (9*E^(2*x)*(1 + 2*x)*Log[2]^2)/256 + (3*E^x*Log[2]^3)/16 - (3*E^x*(1 + x)*Log[2]^3)/16 - (3*x^2*(5 - Log[2]^3))/16 - (3*x*(25 + 4*Log[2]^4))/64","B",74,5,211,0.02370,1,"{6, 12, 2176, 2194, 2196}"
3510,1,41,0,0.0313177,"\int \frac{1}{5} \left(5 e^x+e^{\frac{1}{5} \left(-55-5 e^5+x\right)} (-10-2 x)\right) \, dx","Int[(5*E^x + E^((-55 - 5*E^5 + x)/5)*(-10 - 2*x))/5,x]","-2 e^{\frac{1}{5} \left(x-5 \left(11+e^5\right)\right)} (x+5)+e^x+10 e^{\frac{1}{5} \left(x-5 \left(11+e^5\right)\right)}","e^x-2 e^{\frac{x}{5}-e^5-11} x",1,"E^x + 10*E^((-5*(11 + E^5) + x)/5) - 2*E^((-5*(11 + E^5) + x)/5)*(5 + x)","A",5,3,30,0.1000,1,"{12, 2194, 2176}"
3511,1,19,0,0.4707837,"\int \frac{e^{-2+e^x+\frac{x^3}{27+9 x}} \left(9 x^2+2 x^3+e^x \left(81+54 x+9 x^2\right)\right)}{81+54 x+9 x^2} \, dx","Int[(E^(-2 + E^x + x^3/(27 + 9*x))*(9*x^2 + 2*x^3 + E^x*(81 + 54*x + 9*x^2)))/(81 + 54*x + 9*x^2),x]","e^{\frac{x^3}{9 (x+3)}+e^x-2}","e^{\frac{x^2}{3 \left(\frac{9}{x}+3\right)}+e^x-2}",1,"E^(-2 + E^x + x^3/(9*(3 + x)))","A",3,3,56,0.05357,1,"{27, 12, 6706}"
3512,1,19,0,0.0168572,"\int \frac{6-2 x^3+\left(3 x^2-2 x^3\right) \log (2)+x^2 \log (7)}{x^2} \, dx","Int[(6 - 2*x^3 + (3*x^2 - 2*x^3)*Log[2] + x^2*Log[7])/x^2,x]","-\left(x^2 (1+\log (2))\right)-\frac{6}{x}+x \log (56)","(3-x) \left(\frac{x^2 \log (2)-2}{x}+x-\log (7)\right)-3 x-1",1,"-6/x - x^2*(1 + Log[2]) + x*Log[56]","A",2,1,31,0.03226,1,"{14}"
3513,1,15,0,0.0102542,"\int \frac{-40+5 x+4 x^2}{8+2 x} \, dx","Int[(-40 + 5*x + 4*x^2)/(8 + 2*x),x]","x^2-\frac{11 x}{2}+2 \log (x+4)","(3-x)^2+\frac{x}{2}+\log \left((x+4)^2\right)-1",1,"(-11*x)/2 + x^2 + 2*Log[4 + x]","A",2,1,18,0.05556,1,"{698}"
3514,1,88,0,1.1068099,"\int \frac{-64-32 x^2-4 x^4+\left(-80 x+64 x^2-20 x^3+16 x^4\right) \log (5-4 x)}{(-5+4 x) \log ^2(5-4 x)} \, dx","Int[(-64 - 32*x^2 - 4*x^4 + (-80*x + 64*x^2 - 20*x^3 + 16*x^4)*Log[5 - 4*x])/((-5 + 4*x)*Log[5 - 4*x]^2),x]","-\frac{(5-4 x) x^3}{4 \log (5-4 x)}-\frac{5 (5-4 x) x^2}{16 \log (5-4 x)}-\frac{153 (5-4 x) x}{64 \log (5-4 x)}-\frac{765 (5-4 x)}{256 \log (5-4 x)}+\frac{7921}{256 \log (5-4 x)}","\frac{\left(x^2+4\right)^2}{\log (5-4 x)}+2",1,"7921/(256*Log[5 - 4*x]) - (765*(5 - 4*x))/(256*Log[5 - 4*x]) - (153*(5 - 4*x)*x)/(64*Log[5 - 4*x]) - (5*(5 - 4*x)*x^2)/(16*Log[5 - 4*x]) - ((5 - 4*x)*x^3)/(4*Log[5 - 4*x])","B",86,15,54,0.2778,1,"{6688, 12, 6742, 2418, 2389, 2297, 2298, 2400, 2399, 2390, 2309, 2178, 2302, 30, 2416}"
3515,1,25,0,0.035475,"\int \frac{-4+32 x+8 e^3 x-8 x \log (5)-8 x \log (x)}{x^2} \, dx","Int[(-4 + 32*x + 8*E^3*x - 8*x*Log[5] - 8*x*Log[x])/x^2,x]","\frac{4}{x}-4 \log ^2(x)+8 \left(4+e^3-\log (5)\right) \log (x)","\frac{4}{x}-4 \left(-\log (x)+e^3+4-\log (5)\right)^2+5",1,"4/x + 8*(4 + E^3 - Log[5])*Log[x] - 4*Log[x]^2","A",7,4,25,0.1600,1,"{6, 14, 43, 2301}"
3516,1,31,0,0.0067017,"\int \left(-11-72 x-144 x^2-96 x^3-20 x^4-\log \left(x^2\right)\right) \, dx","Int[-11 - 72*x - 144*x^2 - 96*x^3 - 20*x^4 - Log[x^2],x]","-4 x^5-24 x^4-48 x^3-36 x^2-x \log \left(x^2\right)-9 x","x \left(-\log \left(x^2\right)-(x+(x+1) (2 x+3))^2\right)",1,"-9*x - 36*x^2 - 48*x^3 - 24*x^4 - 4*x^5 - x*Log[x^2]","A",2,1,26,0.03846,1,"{2295}"
3517,1,60,0,0.26168,"\int \frac{14+15 e^{2 x}+e^x (29+x)}{1+2 e^x+e^{2 x}} \, dx","Int[(14 + 15*E^(2*x) + E^x*(29 + x))/(1 + 2*E^x + E^(2*x)),x]","-\frac{x^2}{2}+\frac{1}{2} (1-x)^2-\frac{x}{e^x+1}+16 x+(1-x) \log \left(e^x+1\right)+x \log \left(e^x+1\right)-\log \left(e^x+1\right)","-\frac{x}{e^x+1}+5 (3 x-9)+10",1,"(1 - x)^2/2 + 16*x - x/(1 + E^x) - x^2/2 - Log[1 + E^x] + (1 - x)*Log[1 + E^x] + x*Log[1 + E^x]","B",17,12,31,0.3871,1,"{6688, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
3518,1,84,0,0.1410817,"\int \frac{-162 x^4+50 e x^4-246 x^5-4 x^6+e^9 \left(2 x-50 e x+306 x^2+4 x^3\right)+e^6 \left(54 x^2+150 e x^2-838 x^3-12 x^4\right)+e^3 \left(306 x^3-150 e x^3+778 x^4+12 x^5\right)}{25 e^9-75 e^6 x+75 e^3 x^2-25 x^3} \, dx","Int[(-162*x^4 + 50*E*x^4 - 246*x^5 - 4*x^6 + E^9*(2*x - 50*E*x + 306*x^2 + 4*x^3) + E^6*(54*x^2 + 150*E*x^2 - 838*x^3 - 12*x^4) + E^3*(306*x^3 - 150*E*x^3 + 778*x^4 + 12*x^5))/(25*E^9 - 75*E^6*x + 75*E^3*x^2 - 25*x^3),x]","\frac{x^4}{25}+\frac{82 x^3}{25}+\frac{1}{25} \left(81-25 e-20 e^3\right) x^2+\frac{4}{5} e^3 \left(9-e^3\right) x-\frac{4 e^9 \left(19-e^3\right)}{5 \left(e^3-x\right)}+\frac{4 e^{12}}{\left(e^3-x\right)^2}","x^2 \left(\left(\frac{2 x}{e^3-x}+\frac{x+1}{5}\right)^2+4 x-e\right)",1,"(4*E^12)/(E^3 - x)^2 - (4*E^9*(19 - E^3))/(5*(E^3 - x)) + (4*E^3*(9 - E^3)*x)/5 + ((81 - 25*E - 20*E^3)*x^2)/25 + (82*x^3)/25 + x^4/25","B",3,2,124,0.01613,1,"{6, 2074}"
3519,0,0,0,0.3598474,"\int \frac{241+8 e^x+12 x+4 x^2}{948+16 e^x+16 x+16 x^2} \, dx","Int[(241 + 8*E^x + 12*x + 4*x^2)/(948 + 16*E^x + 16*x + 16*x^2),x]","\int \frac{241+8 e^x+12 x+4 x^2}{948+16 e^x+16 x+16 x^2} \, dx","\frac{1}{4} \left(\log \left(x^2+x+e^x+\frac{237}{4}\right)+x-1\right)",1,"x/2 - (233*Defer[Int][(237 + 4*E^x + 4*x + 4*x^2)^(-1), x])/4 + Defer[Int][x/(237 + 4*E^x + 4*x + 4*x^2), x] - Defer[Int][x^2/(237 + 4*E^x + 4*x + 4*x^2), x]","F",0,0,0,0,-1,"{}"
3520,1,27,0,0.736807,"\int \frac{e^{\frac{1}{x}} \left(-104 x+26 x^2-2 x^4+2 x^5+\left(-52 x-x^4\right) \log (3)\right)+e^{\frac{1}{x}} \left(52-26 x-2 x^3+x^4+\left(26-x^3\right) \log (3)\right) \log \left(\frac{52-26 x-2 x^3+x^4+\left(26-x^3\right) \log (3)}{x^2}\right)}{\left(-52 x^2+26 x^3+2 x^5-x^6+\left(-26 x^2+x^5\right) \log (3)\right) \log ^2\left(\frac{52-26 x-2 x^3+x^4+\left(26-x^3\right) \log (3)}{x^2}\right)} \, dx","Int[(E^x^(-1)*(-104*x + 26*x^2 - 2*x^4 + 2*x^5 + (-52*x - x^4)*Log[3]) + E^x^(-1)*(52 - 26*x - 2*x^3 + x^4 + (26 - x^3)*Log[3])*Log[(52 - 26*x - 2*x^3 + x^4 + (26 - x^3)*Log[3])/x^2])/((-52*x^2 + 26*x^3 + 2*x^5 - x^6 + (-26*x^2 + x^5)*Log[3])*Log[(52 - 26*x - 2*x^3 + x^4 + (26 - x^3)*Log[3])/x^2]^2),x]","\frac{e^{\frac{1}{x}}}{\log \left(\frac{\left(26-x^3\right) (-x+2+\log (3))}{x^2}\right)}","\frac{e^{\frac{1}{x}}}{\log \left(\left(\frac{26}{x^2}-x\right) (-x+2+\log (3))\right)}",1,"E^x^(-1)/Log[((26 - x^3)*(2 - x + Log[3]))/x^2]","A",2,2,161,0.01242,1,"{6688, 2288}"
3521,1,98,0,0.0206759,"\int \frac{16 x^3+20 x^4+6 x^5-56 x^6-64 x^7-18 x^8+40 x^9+44 x^{10}+12 x^{11}}{4+\log (4)} \, dx","Int[(16*x^3 + 20*x^4 + 6*x^5 - 56*x^6 - 64*x^7 - 18*x^8 + 40*x^9 + 44*x^10 + 12*x^11)/(4 + Log[4]),x]","\frac{x^{12}}{4+\log (4)}+\frac{4 x^{11}}{4+\log (4)}+\frac{4 x^{10}}{4+\log (4)}-\frac{2 x^9}{4+\log (4)}-\frac{8 x^8}{4+\log (4)}-\frac{8 x^7}{4+\log (4)}+\frac{x^6}{4+\log (4)}+\frac{4 x^5}{4+\log (4)}+\frac{4 x^4}{4+\log (4)}","\frac{x^2 (x+2)^2 \left(x-x^4\right)^2}{4+\log (4)}",1,"(4*x^4)/(4 + Log[4]) + (4*x^5)/(4 + Log[4]) + x^6/(4 + Log[4]) - (8*x^7)/(4 + Log[4]) - (8*x^8)/(4 + Log[4]) - (2*x^9)/(4 + Log[4]) + (4*x^10)/(4 + Log[4]) + (4*x^11)/(4 + Log[4]) + x^12/(4 + Log[4])","B",2,1,53,0.01887,1,"{12}"
3522,1,20,0,0.0050305,"\int \frac{1}{4} \left(1+e^6 (4-4 x)\right) \, dx","Int[(1 + E^6*(4 - 4*x))/4,x]","\frac{x}{4}-\frac{1}{2} e^6 (1-x)^2","-e^6 \left(\frac{x^2}{2}-x\right)+\frac{x}{4}-\frac{3}{5}",1,"-1/2*(E^6*(1 - x)^2) + x/4","A",2,1,15,0.06667,1,"{12}"
3523,1,26,0,0.8241187,"\int \frac{15 x+e^3 \left(1+10 x-5 x^2\right)+\left(3 x+e^3 \left(2 x-x^2\right)\right) \log (x)+\left(5 e^3 x+e^3 x \log (x)\right) \log (5+\log (x))}{15 x+e^3 \left(15 x-5 x^2\right)+\left(3 x+e^3 \left(3 x-x^2\right)\right) \log (x)+\left(5 e^3 x+e^3 x \log (x)\right) \log (5+\log (x))} \, dx","Int[(15*x + E^3*(1 + 10*x - 5*x^2) + (3*x + E^3*(2*x - x^2))*Log[x] + (5*E^3*x + E^3*x*Log[x])*Log[5 + Log[x]])/(15*x + E^3*(15*x - 5*x^2) + (3*x + E^3*(3*x - x^2))*Log[x] + (5*E^3*x + E^3*x*Log[x])*Log[5 + Log[x]]),x]","x+\log \left(-e^3 x+e^3 \log (\log (x)+5)+3 \left(1+e^3\right)\right)","x+\log \left(\frac{1}{5} \left(-x+\log (\log (x)+5)+\frac{3}{e^3}+3\right)\right)",1,"x + Log[3*(1 + E^3) - E^3*x + E^3*Log[5 + Log[x]]]","A",4,3,118,0.02542,1,"{6741, 6742, 6684}"
3524,-1,0,0,180.0014245,"\int \frac{e^{5 x} \left(-128-512 x-192 x^2\right)+e^{4 x} \left(-3072 x-5376 x^2-1536 x^3\right)+e^{2 x} \left(2304 x+6336 x^2-52224 x^3-34560 x^4\right)+e^{3 x} \left(192+896 x-20000 x^2-20608 x^3-3456 x^4\right)+e^x \left(-72-128 x+4804 x^2+10848 x^3-49184 x^4-21888 x^5+5184 x^6\right)}{324 x^2+900 x^3-13487 x^4-47536 x^5+197808 x^6+770240 x^7-1139360 x^8-4591872 x^9+3297024 x^{10}+5971968 x^{11}+1679616 x^{12}+e^{8 x} \left(1024 x^2+1024 x^3+256 x^4\right)+e^{7 x} \left(24576 x^3+24576 x^4+6144 x^5\right)+e^{6 x} \left(-3072 x^2-7168 x^3+253184 x^4+257024 x^5+64512 x^6\right)+e^{5 x} \left(-55296 x^3-129024 x^4+1460736 x^5+1529856 x^6+387072 x^7\right)+e^{4 x} \left(3456 x^2+10624 x^3-400544 x^4-959744 x^5+5150976 x^6+5667840 x^7+1451520 x^8\right)+e^{3 x} \left(41472 x^3+127488 x^4-1488768 x^5-3775488 x^6+11326464 x^7+13381632 x^8+3483648 x^9\right)+e^{2 x} \left(-1728 x^2-5568 x^3+177232 x^4+563520 x^5-2972352 x^6-8281600 x^7+15075072 x^8+19657728 x^9+5225472 x^{10}\right)+e^x \left(-10368 x^3-33408 x^4+316896 x^5+1086336 x^6-2980224 x^7-9600000 x^8+10990080 x^9+16422912 x^{10}+4478976 x^{11}\right)} \, dx","Int[(E^(5*x)*(-128 - 512*x - 192*x^2) + E^(4*x)*(-3072*x - 5376*x^2 - 1536*x^3) + E^(2*x)*(2304*x + 6336*x^2 - 52224*x^3 - 34560*x^4) + E^(3*x)*(192 + 896*x - 20000*x^2 - 20608*x^3 - 3456*x^4) + E^x*(-72 - 128*x + 4804*x^2 + 10848*x^3 - 49184*x^4 - 21888*x^5 + 5184*x^6))/(324*x^2 + 900*x^3 - 13487*x^4 - 47536*x^5 + 197808*x^6 + 770240*x^7 - 1139360*x^8 - 4591872*x^9 + 3297024*x^10 + 5971968*x^11 + 1679616*x^12 + E^(8*x)*(1024*x^2 + 1024*x^3 + 256*x^4) + E^(7*x)*(24576*x^3 + 24576*x^4 + 6144*x^5) + E^(6*x)*(-3072*x^2 - 7168*x^3 + 253184*x^4 + 257024*x^5 + 64512*x^6) + E^(5*x)*(-55296*x^3 - 129024*x^4 + 1460736*x^5 + 1529856*x^6 + 387072*x^7) + E^(4*x)*(3456*x^2 + 10624*x^3 - 400544*x^4 - 959744*x^5 + 5150976*x^6 + 5667840*x^7 + 1451520*x^8) + E^(3*x)*(41472*x^3 + 127488*x^4 - 1488768*x^5 - 3775488*x^6 + 11326464*x^7 + 13381632*x^8 + 3483648*x^9) + E^(2*x)*(-1728*x^2 - 5568*x^3 + 177232*x^4 + 563520*x^5 - 2972352*x^6 - 8281600*x^7 + 15075072*x^8 + 19657728*x^9 + 5225472*x^10) + E^x*(-10368*x^3 - 33408*x^4 + 316896*x^5 + 1086336*x^6 - 2980224*x^7 - 9600000*x^8 + 10990080*x^9 + 16422912*x^10 + 4478976*x^11)),x]","\text{\$Aborted}","\frac{e^x}{4 x (x+2) \left(\left(-\left(3 x+e^x\right)^2+x+\frac{3}{4}\right)^2-x\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3525,1,29,0,10.7219138,"\int \frac{e^{e^{-\frac{2 x}{3+e^{\frac{3-3 x}{x^2}}}} x+x^2} \left(18 x^2+12 e^{\frac{3-3 x}{x^2}} x^2+2 e^{\frac{2 (3-3 x)}{x^2}} x^2+e^{-\frac{2 x}{3+e^{\frac{3-3 x}{x^2}}}} \left(9 x+e^{\frac{2 (3-3 x)}{x^2}} x-6 x^2+e^{\frac{3-3 x}{x^2}} \left(-12+12 x-2 x^2\right)\right)\right)}{9 x+6 e^{\frac{3-3 x}{x^2}} x+e^{\frac{2 (3-3 x)}{x^2}} x} \, dx","Int[(E^(x/E^((2*x)/(3 + E^((3 - 3*x)/x^2))) + x^2)*(18*x^2 + 12*E^((3 - 3*x)/x^2)*x^2 + 2*E^((2*(3 - 3*x))/x^2)*x^2 + (9*x + E^((2*(3 - 3*x))/x^2)*x - 6*x^2 + E^((3 - 3*x)/x^2)*(-12 + 12*x - 2*x^2))/E^((2*x)/(3 + E^((3 - 3*x)/x^2)))))/(9*x + 6*E^((3 - 3*x)/x^2)*x + E^((2*(3 - 3*x))/x^2)*x),x]","e^{x^2+e^{-\frac{2 x}{e^{\frac{3 (1-x)}{x^2}}+3}} x}","e^{x \left(x+e^{\frac{2 x}{-e^{\frac{3}{\frac{x}{1-x}-x}}-3}}\right)}",1,"E^(x/E^((2*x)/(3 + E^((3*(1 - x))/x^2))) + x^2)","A",1,1,168,0.005952,1,"{6706}"
3526,0,0,0,1.4893151,"\int \frac{7 e^3-7 e^{x^2}+e^{x^2} \left(7-14 x^2\right) \log (x)}{5 e^6+10 e^3 x+5 x^2+e^{x^2} \left(10 e^3+10 x\right) \log (x)+5 e^{2 x^2} \log ^2(x)} \, dx","Int[(7*E^3 - 7*E^x^2 + E^x^2*(7 - 14*x^2)*Log[x])/(5*E^6 + 10*E^3*x + 5*x^2 + E^x^2*(10*E^3 + 10*x)*Log[x] + 5*E^(2*x^2)*Log[x]^2),x]","\int \frac{7 e^3-7 e^{x^2}+e^{x^2} \left(7-14 x^2\right) \log (x)}{5 e^6+10 e^3 x+5 x^2+e^{x^2} \left(10 e^3+10 x\right) \log (x)+5 e^{2 x^2} \log ^2(x)} \, dx","\frac{7 x}{5 \left(e^{x^2} \log (x)+x+e^3\right)}",1,"(-7*Defer[Int][x/(E^3 + x + E^x^2*Log[x])^2, x])/5 + (14*E^3*Defer[Int][x^2/(E^3 + x + E^x^2*Log[x])^2, x])/5 + (14*Defer[Int][x^3/(E^3 + x + E^x^2*Log[x])^2, x])/5 + (7*E^3*Defer[Int][1/(Log[x]*(E^3 + x + E^x^2*Log[x])^2), x])/5 + (7*Defer[Int][x/(Log[x]*(E^3 + x + E^x^2*Log[x])^2), x])/5 + (7*Defer[Int][(E^3 + x + E^x^2*Log[x])^(-1), x])/5 - (14*Defer[Int][x^2/(E^3 + x + E^x^2*Log[x]), x])/5 - (7*Defer[Int][1/(Log[x]*(E^3 + x + E^x^2*Log[x])), x])/5","F",0,0,0,0,-1,"{}"
3527,1,48,0,0.5812901,"\int \frac{-1+2 x-e^2 x^2+e^{2+\frac{2}{x}} \left(2-2 x-x^2\right)+e^x \left(2 x^3-3 x^4+x^6\right)}{x^2-2 x^3+x^4} \, dx","Int[(-1 + 2*x - E^2*x^2 + E^(2 + 2/x)*(2 - 2*x - x^2) + E^x*(2*x^3 - 3*x^4 + x^6))/(x^2 - 2*x^3 + x^4),x]","e^x x^2-\frac{e^{\frac{2}{x}+2}}{1-x}-\frac{e^2}{1-x}+\frac{1}{1-x}+\frac{1}{x}","e^x x^2+\frac{1-e^2 \left(e^{2/x}+1\right) x}{x-x^2}",1,"(1 - x)^(-1) - E^2/(1 - x) - E^(2 + 2/x)/(1 - x) + x^(-1) + E^x*x^2","A",16,8,66,0.1212,1,"{1594, 27, 6742, 44, 2196, 2176, 2194, 2288}"
3528,1,13,0,0.0038883,"\int \frac{1}{3} \left(1-3 e^{5+x}\right) \, dx","Int[(1 - 3*E^(5 + x))/3,x]","\frac{x}{3}-e^{x+5}","x-e^{x+5}+\frac{1}{3} \left(-2 x-1-\frac{1}{\log \left(\log \left(\frac{5}{4}\right)\right)+i \pi }\right)",1,"-E^(5 + x) + x/3","A",3,2,13,0.1538,1,"{12, 2194}"
3529,1,87,0,1.6895235,"\int \frac{e^{-2+x} \left(20+10 e^{2-x}-20 x+15 x^2+15 x^3+\left(10 x^3+5 x^4\right) \log (3)-10 e^{2-x} \log (x)\right)}{2 x^2} \, dx","Int[(E^(-2 + x)*(20 + 10*E^(2 - x) - 20*x + 15*x^2 + 15*x^3 + (10*x^3 + 5*x^4)*Log[3] - 10*E^(2 - x)*Log[x]))/(2*x^2),x]","\frac{5}{2} e^{x-2} x^2 \log (3)+\frac{15 e^{x-2}}{2}-\frac{10 e^{x-2}}{x}+\frac{5}{2} e^{x-2} x (3+\log (9))-5 e^{x-2} x \log (3)-\frac{5}{2} e^{x-2} (3+\log (9))+5 e^{x-2} \log (3)+\frac{5 \log (x)}{x}","\frac{5 \left(e^{x-2} \left(\frac{1}{2} x^2 (x \log (3)+3)-2\right)+\log (x)\right)}{x}",1,"(15*E^(-2 + x))/2 - (10*E^(-2 + x))/x + 5*E^(-2 + x)*Log[3] - 5*E^(-2 + x)*x*Log[3] + (5*E^(-2 + x)*x^2*Log[3])/2 - (5*E^(-2 + x)*(3 + Log[9]))/2 + (5*E^(-2 + x)*x*(3 + Log[9]))/2 + (5*Log[x])/x","B",15,8,61,0.1311,1,"{12, 6742, 2199, 2194, 2177, 2178, 2176, 2303}"
3530,1,24,0,0.0125022,"\int \frac{-16-2 x^2+8 x^3+8 e^5 x^3+8 x^5}{x^2} \, dx","Int[(-16 - 2*x^2 + 8*x^3 + 8*E^5*x^3 + 8*x^5)/x^2,x]","2 x^4+4 \left(1+e^5\right) x^2-2 x+\frac{16}{x}","2 \left(\left(x^2+e^5+1\right)^2-x+e^3+4\right)+\frac{16}{x}-5",1,"16/x - 2*x + 4*(1 + E^5)*x^2 + 2*x^4","A",3,2,29,0.06897,1,"{6, 14}"
3531,1,37,0,0.0143479,"\int \left(1-4 x+(1-4 x) \log \left(\frac{e}{625}\right)+\left(1+\log \left(\frac{e}{625}\right)\right) \log (\log (2))\right) \, dx","Int[1 - 4*x + (1 - 4*x)*Log[E/625] + (1 + Log[E/625])*Log[Log[2]],x]","-2 x^2-\frac{1}{8} (1-4 x)^2 \log \left(\frac{e}{625}\right)+x (1+(2-\log (625)) \log (\log (2)))","x \left(1+\log \left(\frac{e}{625}\right)\right) (-2 x+1+\log (\log (2)))",1,"-2*x^2 - ((1 - 4*x)^2*Log[E/625])/8 + x*(1 + (2 - Log[625])*Log[Log[2]])","B",1,0,29,0,1,"{}"
3532,1,8,0,0.0024685,"\int \frac{1}{5+\log (5)} \, dx","Int[(5 + Log[5])^(-1),x]","\frac{x}{5+\log (5)}","x^2-\left(x-\frac{1}{2}\right)^2-x+\frac{x}{5+\log (5)}+e+\log (3)",1,"x/(5 + Log[5])","A",1,1,6,0.1667,1,"{8}"
3533,1,27,0,145.5508941,"\int \frac{\exp \left(\frac{92416-184832 x^2-92416 x^3+138624 x^4+138624 x^5-11552 x^6-69312 x^7-28880 x^8+5776 x^9+8664 x^{10}+2888 x^{11}+361 x^{12}+e \left(-9728+19456 x^2+9728 x^3-14592 x^4-14592 x^5+1216 x^6+7296 x^7+3040 x^8-608 x^9-912 x^{10}-304 x^{11}-38 x^{12}\right)+e^2 \left(256-512 x^2-256 x^3+384 x^4+384 x^5-32 x^6-192 x^7-80 x^8+16 x^9+24 x^{10}+8 x^{11}+x^{12}\right)}{x^4}\right) \left(-369664+369664 x^2+92416 x^3+138624 x^5-23104 x^6-207936 x^7-115520 x^8+28880 x^9+51984 x^{10}+20216 x^{11}+2888 x^{12}+e \left(38912-38912 x^2-9728 x^3-14592 x^5+2432 x^6+21888 x^7+12160 x^8-3040 x^9-5472 x^{10}-2128 x^{11}-304 x^{12}\right)+e^2 \left(-1024+1024 x^2+256 x^3+384 x^5-64 x^6-576 x^7-320 x^8+80 x^9+144 x^{10}+56 x^{11}+8 x^{12}\right)\right)}{x^5} \, dx","Int[(E^((92416 - 184832*x^2 - 92416*x^3 + 138624*x^4 + 138624*x^5 - 11552*x^6 - 69312*x^7 - 28880*x^8 + 5776*x^9 + 8664*x^10 + 2888*x^11 + 361*x^12 + E*(-9728 + 19456*x^2 + 9728*x^3 - 14592*x^4 - 14592*x^5 + 1216*x^6 + 7296*x^7 + 3040*x^8 - 608*x^9 - 912*x^10 - 304*x^11 - 38*x^12) + E^2*(256 - 512*x^2 - 256*x^3 + 384*x^4 + 384*x^5 - 32*x^6 - 192*x^7 - 80*x^8 + 16*x^9 + 24*x^10 + 8*x^11 + x^12))/x^4)*(-369664 + 369664*x^2 + 92416*x^3 + 138624*x^5 - 23104*x^6 - 207936*x^7 - 115520*x^8 + 28880*x^9 + 51984*x^10 + 20216*x^11 + 2888*x^12 + E*(38912 - 38912*x^2 - 9728*x^3 - 14592*x^5 + 2432*x^6 + 21888*x^7 + 12160*x^8 - 3040*x^9 - 5472*x^10 - 2128*x^11 - 304*x^12) + E^2*(-1024 + 1024*x^2 + 256*x^3 + 384*x^5 - 64*x^6 - 576*x^7 - 320*x^8 + 80*x^9 + 144*x^10 + 56*x^11 + 8*x^12)))/x^5,x]","e^{\frac{(19-e)^2 \left(-x^3-2 x^2+4\right)^4}{x^4}}","e^{(e-19)^2 x^4 \left(-\frac{4}{x^2}+x+2\right)^4}",1,"E^(((19 - E)^2*(4 - 2*x^2 - x^3)^4)/x^4)","A",3,3,347,0.008646,1,"{6688, 12, 6706}"
3534,0,0,0,8.8151894,"\int \frac{-125 x-200 x^2-90 x^3-16 x^4-x^5+\left(-50 x-20 x^2-2 x^3\right) \log (4)+e^x \left(-625-1000 x-450 x^2-80 x^3-5 x^4+\left(-250 x-100 x^2-10 x^3\right) \log (4)\right)+\left(e^x \left(125+100 x+15 x^2\right) \log (4)+\left(25 x+20 x^2+3 x^3\right) \log (4)\right) \log \left(\frac{1}{5} \left(5 e^x+x\right)\right)}{-40500 x+97200 x^2-53460 x^3-18144 x^4+10692 x^5+3888 x^6+324 x^7+e^x \left(-202500+486000 x-267300 x^2-90720 x^3+53460 x^4+19440 x^5+1620 x^6\right)+\left(e^x \left(121500-194400 x+29160 x^2+38880 x^3+4860 x^4\right) \log (4)+\left(24300 x-38880 x^2+5832 x^3+7776 x^4+972 x^5\right) \log (4)\right) \log \left(\frac{1}{5} \left(5 e^x+x\right)\right)+\left(e^x \left(-24300+19440 x+4860 x^2\right) \log ^2(4)+\left(-4860 x+3888 x^2+972 x^3\right) \log ^2(4)\right) \log ^2\left(\frac{1}{5} \left(5 e^x+x\right)\right)+\left(1620 e^x \log ^3(4)+324 x \log ^3(4)\right) \log ^3\left(\frac{1}{5} \left(5 e^x+x\right)\right)} \, dx","Int[(-125*x - 200*x^2 - 90*x^3 - 16*x^4 - x^5 + (-50*x - 20*x^2 - 2*x^3)*Log[4] + E^x*(-625 - 1000*x - 450*x^2 - 80*x^3 - 5*x^4 + (-250*x - 100*x^2 - 10*x^3)*Log[4]) + (E^x*(125 + 100*x + 15*x^2)*Log[4] + (25*x + 20*x^2 + 3*x^3)*Log[4])*Log[(5*E^x + x)/5])/(-40500*x + 97200*x^2 - 53460*x^3 - 18144*x^4 + 10692*x^5 + 3888*x^6 + 324*x^7 + E^x*(-202500 + 486000*x - 267300*x^2 - 90720*x^3 + 53460*x^4 + 19440*x^5 + 1620*x^6) + (E^x*(121500 - 194400*x + 29160*x^2 + 38880*x^3 + 4860*x^4)*Log[4] + (24300*x - 38880*x^2 + 5832*x^3 + 7776*x^4 + 972*x^5)*Log[4])*Log[(5*E^x + x)/5] + (E^x*(-24300 + 19440*x + 4860*x^2)*Log[4]^2 + (-4860*x + 3888*x^2 + 972*x^3)*Log[4]^2)*Log[(5*E^x + x)/5]^2 + (1620*E^x*Log[4]^3 + 324*x*Log[4]^3)*Log[(5*E^x + x)/5]^3),x]","\int \frac{-125 x-200 x^2-90 x^3-16 x^4-x^5+\left(-50 x-20 x^2-2 x^3\right) \log (4)+e^x \left(-625-1000 x-450 x^2-80 x^3-5 x^4+\left(-250 x-100 x^2-10 x^3\right) \log (4)\right)+\left(e^x \left(125+100 x+15 x^2\right) \log (4)+\left(25 x+20 x^2+3 x^3\right) \log (4)\right) \log \left(\frac{1}{5} \left(5 e^x+x\right)\right)}{-40500 x+97200 x^2-53460 x^3-18144 x^4+10692 x^5+3888 x^6+324 x^7+e^x \left(-202500+486000 x-267300 x^2-90720 x^3+53460 x^4+19440 x^5+1620 x^6\right)+\left(e^x \left(121500-194400 x+29160 x^2+38880 x^3+4860 x^4\right) \log (4)+\left(24300 x-38880 x^2+5832 x^3+7776 x^4+972 x^5\right) \log (4)\right) \log \left(\frac{1}{5} \left(5 e^x+x\right)\right)+\left(e^x \left(-24300+19440 x+4860 x^2\right) \log ^2(4)+\left(-4860 x+3888 x^2+972 x^3\right) \log ^2(4)\right) \log ^2\left(\frac{1}{5} \left(5 e^x+x\right)\right)+\left(1620 e^x \log ^3(4)+324 x \log ^3(4)\right) \log ^3\left(\frac{1}{5} \left(5 e^x+x\right)\right)} \, dx","\frac{x}{324 \left(x+\frac{\log (4) \log \left(\frac{x}{5}+e^x\right)}{x+5}-1\right)^2}",1,"(-25*(8 + Log[16])*Defer[Int][x/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3, x])/324 - (5*(18 + Log[16])*Defer[Int][x^2/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3, x])/162 - ((48 + Log[16])*Defer[Int][x^3/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3, x])/324 - Defer[Int][x^4/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3, x]/81 - (25*Log[16]*Defer[Int][x/((5*E^x + x)*(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3), x])/324 + (5*Log[16]*Defer[Int][x^2/((5*E^x + x)*(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3), x])/108 + (Log[16]*Defer[Int][x^3/((5*E^x + x)*(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3), x])/36 + (Log[16]*Defer[Int][x^4/((5*E^x + x)*(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^3), x])/324 + (5*Defer[Int][x/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^2, x])/81 + Defer[Int][x^2/(-5 + 4*x + x^2 + Log[4]*Log[E^x + x/5])^2, x]/108 + (125*Defer[Subst][Defer[Int][(-5 + 20*x + 25*x^2 + Log[4]*Log[E^(5*x) + x])^(-2), x], x, x/5])/324","F",0,0,0,0,-1,"{}"
3535,0,0,0,3.0934518,"\int \frac{-e^{360 x^2-120 x^3+10 x^4} x+\left(e^{360 x^2-120 x^3+10 x^4} \left(-4+2 x-2880 x^2+2880 x^3-880 x^4+80 x^5\right)+e^{360 x^2-120 x^3+10 x^4} \left(-2+x-1440 x^2+1440 x^3-440 x^4+40 x^5\right) \log (2-x)\right) \log (2+\log (2-x))}{(-4+2 x+(-2+x) \log (2-x)) \log ^2(2+\log (2-x))} \, dx","Int[(-(E^(360*x^2 - 120*x^3 + 10*x^4)*x) + (E^(360*x^2 - 120*x^3 + 10*x^4)*(-4 + 2*x - 2880*x^2 + 2880*x^3 - 880*x^4 + 80*x^5) + E^(360*x^2 - 120*x^3 + 10*x^4)*(-2 + x - 1440*x^2 + 1440*x^3 - 440*x^4 + 40*x^5)*Log[2 - x])*Log[2 + Log[2 - x]])/((-4 + 2*x + (-2 + x)*Log[2 - x])*Log[2 + Log[2 - x]]^2),x]","\int \frac{-e^{360 x^2-120 x^3+10 x^4} x+\left(e^{360 x^2-120 x^3+10 x^4} \left(-4+2 x-2880 x^2+2880 x^3-880 x^4+80 x^5\right)+e^{360 x^2-120 x^3+10 x^4} \left(-2+x-1440 x^2+1440 x^3-440 x^4+40 x^5\right) \log (2-x)\right) \log (2+\log (2-x))}{(-4+2 x+(-2+x) \log (2-x)) \log ^2(2+\log (2-x))} \, dx","\frac{e^{10 (x-6)^2 x^2} x}{\log (\log (2-x)+2)}",1,"-Defer[Int][E^(10*(-6 + x)^2*x^2)/((2 + Log[2 - x])*Log[2 + Log[2 - x]]^2), x] - 2*Defer[Int][E^(10*(-6 + x)^2*x^2)/((-2 + x)*(2 + Log[2 - x])*Log[2 + Log[2 - x]]^2), x] + Defer[Int][E^(10*(-6 + x)^2*x^2)/Log[2 + Log[2 - x]], x] + 720*Defer[Int][(E^(10*(-6 + x)^2*x^2)*x^2)/Log[2 + Log[2 - x]], x] - 360*Defer[Int][(E^(10*(-6 + x)^2*x^2)*x^3)/Log[2 + Log[2 - x]], x] + 40*Defer[Int][(E^(10*(-6 + x)^2*x^2)*x^4)/Log[2 + Log[2 - x]], x]","F",0,0,0,0,-1,"{}"
3536,0,0,0,11.9047257,"\int \frac{e^{-3+e^{4+x+e^5 (4+x)}} \left(2 x^2 \log (1-x)+\left(-2 x+2 x^2+e^{4+x+e^5 (4+x)} \left(-x^2+x^3+e^5 \left(-x^2+x^3\right)\right)\right) \log ^2(1-x)\right)}{-1+x} \, dx","Int[(E^(-3 + E^(4 + x + E^5*(4 + x)))*(2*x^2*Log[1 - x] + (-2*x + 2*x^2 + E^(4 + x + E^5*(4 + x))*(-x^2 + x^3 + E^5*(-x^2 + x^3)))*Log[1 - x]^2))/(-1 + x),x]","\int \frac{e^{-3+e^{4+x+e^5 (4+x)}} \left(2 x^2 \log (1-x)+\left(-2 x+2 x^2+e^{4+x+e^5 (4+x)} \left(-x^2+x^3+e^5 \left(-x^2+x^3\right)\right)\right) \log ^2(1-x)\right)}{-1+x} \, dx","e^{e^{\left(1+e^5\right) (x+4)}-3} x^2 \log ^2(1-x)",1,"(2*ExpIntegralEi[E^(4 + x + E^5*(4 + x))]*Log[1 - x])/(E^3*(1 + E^5)) + 2*Log[1 - x]*Defer[Int][E^(-3 + E^(4 + x + E^5*(4 + x)))/(-1 + x), x] + 2*Log[1 - x]*Defer[Int][E^(-3 + E^(4 + x + E^5*(4 + x)))*x, x] - (2*Defer[Int][ExpIntegralEi[E^(4*(1 + E^5) + (1 + E^5)*x)]/(-1 + x), x])/(E^3*(1 + E^5)) + 2*Defer[Int][E^(-3 + E^(4 + x + E^5*(4 + x)))*Log[1 - x]^2, x] + (1 + E^5)*Defer[Int][E^(1 + E^((1 + E^5)*(4 + x)) + x + E^5*(4 + x))*Log[1 - x]^2, x] - 2*Defer[Int][E^(-3 + E^(4 + x + E^5*(4 + x)))*(1 - x)*Log[1 - x]^2, x] - 2*(1 + E^5)*Defer[Int][E^(1 + E^((1 + E^5)*(4 + x)) + x + E^5*(4 + x))*(1 - x)*Log[1 - x]^2, x] + (1 + E^5)*Defer[Int][E^(1 + E^((1 + E^5)*(4 + x)) + x + E^5*(4 + x))*(1 - x)^2*Log[1 - x]^2, x] - 2*Defer[Int][Defer[Int][E^(-3 + E^((1 + E^5)*(4 + x)))/(-1 + x), x]/(-1 + x), x] - 2*Defer[Int][Defer[Int][E^(-3 + E^((1 + E^5)*(4 + x)))*x, x]/(-1 + x), x]","F",0,0,0,0,-1,"{}"
3537,1,13,0,0.0083218,"\int \left(4 e^{e^x+x}-2 x\right) \, dx","Int[4*E^(E^x + x) - 2*x,x]","4 e^{e^x}-x^2","-x^2+4 e^{e^x}-4^{\frac{5}{e^4}}",1,"4*E^E^x - x^2","A",3,2,13,0.1538,1,"{2282, 2194}"
3538,0,0,0,4.1867588,"\int \frac{4 x^5+\left(-4 x^3-2 x^5\right) \log \left(4+4 x^2+x^4\right)+\left(-6-3 x^2\right) \log ^2\left(4+4 x^2+x^4\right)}{\left(-2 x^4-x^6\right) \log \left(4+4 x^2+x^4\right)+\left(6 x-2 x^2+3 x^3-x^4+\left(2 x^2+x^4\right) \log (5)\right) \log ^2\left(4+4 x^2+x^4\right)} \, dx","Int[(4*x^5 + (-4*x^3 - 2*x^5)*Log[4 + 4*x^2 + x^4] + (-6 - 3*x^2)*Log[4 + 4*x^2 + x^4]^2)/((-2*x^4 - x^6)*Log[4 + 4*x^2 + x^4] + (6*x - 2*x^2 + 3*x^3 - x^4 + (2*x^2 + x^4)*Log[5])*Log[4 + 4*x^2 + x^4]^2),x]","\int \frac{4 x^5+\left(-4 x^3-2 x^5\right) \log \left(4+4 x^2+x^4\right)+\left(-6-3 x^2\right) \log ^2\left(4+4 x^2+x^4\right)}{\left(-2 x^4-x^6\right) \log \left(4+4 x^2+x^4\right)+\left(6 x-2 x^2+3 x^3-x^4+\left(2 x^2+x^4\right) \log (5)\right) \log ^2\left(4+4 x^2+x^4\right)} \, dx","\log \left(-\frac{-x^2+x-3}{x}-\frac{x^2}{\log \left(\left(x^2+2\right)^2\right)}-x+\log (5)\right)",1,"-Log[x] + Log[3 - x*(1 - Log[5])] - Log[Log[(2 + x^2)^2]] + (9*Defer[Int][(-x^3 - (-3 + x - x*Log[5])*Log[(2 + x^2)^2])^(-1), x])/(1 - Log[5])^2 - 4*(1 - Log[5])*Defer[Int][(-x^3 - (-3 + x - x*Log[5])*Log[(2 + x^2)^2])^(-1), x] + 6*Defer[Int][1/((I*Sqrt[2] - x)*(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2])), x] - (2*I)*Sqrt[2]*(1 - Log[5])*Defer[Int][1/((I*Sqrt[2] - x)*(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2])), x] - (3*Defer[Int][x/(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2]), x])/(1 - Log[5]) + 2*Defer[Int][x^2/(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2]), x] - 6*Defer[Int][1/((I*Sqrt[2] + x)*(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2])), x] - (2*I)*Sqrt[2]*(1 - Log[5])*Defer[Int][1/((I*Sqrt[2] + x)*(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2])), x] + (27*Defer[Int][1/((3 + x*(-1 + Log[5]))*(x^3 + (-3 + x - x*Log[5])*Log[(2 + x^2)^2])), x])/(1 - Log[5])^2","F",0,0,0,0,-1,"{}"
3539,-1,0,0,180.0978933,"\int \frac{e^{-x^2} x \left(2 x^2+e^{2+2 e^{e^3}} \left(-2+2 x^2\right)+e^2 \left(-8+6 x^2+2 x^4\right)+e^{e^{e^3}} \left(-2 x+e^2 \left(4 x-4 x^3\right)\right)\right)+e^{-x^2} x \left(8-6 x^2-2 x^4+e^{2 e^{e^3}} \left(2-2 x^2\right)+e^{e^{e^3}} \left(-4 x+4 x^3\right)\right) \log \left(4+e^{2 e^{e^3}}-2 e^{e^{e^3}} x+x^2\right)}{4+e^{2 e^{e^3}}-2 e^{e^{e^3}} x+x^2} \, dx","Int[((x*(2*x^2 + E^(2 + 2*E^E^3)*(-2 + 2*x^2) + E^2*(-8 + 6*x^2 + 2*x^4) + E^E^E^3*(-2*x + E^2*(4*x - 4*x^3))))/E^x^2 + (x*(8 - 6*x^2 - 2*x^4 + E^(2*E^E^3)*(2 - 2*x^2) + E^E^E^3*(-4*x + 4*x^3))*Log[4 + E^(2*E^E^3) - 2*E^E^E^3*x + x^2])/E^x^2)/(4 + E^(2*E^E^3) - 2*E^E^E^3*x + x^2),x]","\text{\$Aborted}","e^{-x^2} x^2 \left(\log \left(\left(e^{e^{e^3}}-x\right)^2+4\right)-e^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
3540,0,0,0,21.448297,"\int \frac{-2+15 x-8 x^2+\left(1-6 x+3 x^2\right) \log (x)}{\left(-3 x+9 x^2-3 x^3+\left(x-3 x^2+x^3\right) \log (x)\right) \log \left(-54 x+162 x^2-54 x^3+\left(18 x-54 x^2+18 x^3\right) \log (4)+\left(18 x-54 x^2+18 x^3+\left(-6 x+18 x^2-6 x^3\right) \log (4)\right) \log (x)\right)} \, dx","Int[(-2 + 15*x - 8*x^2 + (1 - 6*x + 3*x^2)*Log[x])/((-3*x + 9*x^2 - 3*x^3 + (x - 3*x^2 + x^3)*Log[x])*Log[-54*x + 162*x^2 - 54*x^3 + (18*x - 54*x^2 + 18*x^3)*Log[4] + (18*x - 54*x^2 + 18*x^3 + (-6*x + 18*x^2 - 6*x^3)*Log[4])*Log[x]]),x]","\int \frac{-2+15 x-8 x^2+\left(1-6 x+3 x^2\right) \log (x)}{\left(-3 x+9 x^2-3 x^3+\left(x-3 x^2+x^3\right) \log (x)\right) \log \left(-54 x+162 x^2-54 x^3+\left(18 x-54 x^2+18 x^3\right) \log (4)+\left(18 x-54 x^2+18 x^3+\left(-6 x+18 x^2-6 x^3\right) \log (4)\right) \log (x)\right)} \, dx","\log \left(\log \left(6 x \left(x-(x-1)^2\right) (\log (4)-3) (\log (x)-3)\right)\right)",1,"(-18*Defer[Int][1/((3 + Sqrt[5] - 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/Sqrt[5] - 2*Defer[Int][1/(x*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x] - (6*(5 + 3*Sqrt[5])*Defer[Int][1/((-3 - Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/5 - (18*Defer[Int][1/((-3 + Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/Sqrt[5] - (6*(5 - 3*Sqrt[5])*Defer[Int][1/((-3 + Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/5 - (24*Defer[Int][Log[x]/((3 + Sqrt[5] - 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/Sqrt[5] + 6*Sqrt[5]*Defer[Int][Log[x]/((3 + Sqrt[5] - 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x] + Defer[Int][Log[x]/(x*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x] + (2*(5 + 3*Sqrt[5])*Defer[Int][Log[x]/((-3 - Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/5 - (24*Defer[Int][Log[x]/((-3 + Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/Sqrt[5] + 6*Sqrt[5]*Defer[Int][Log[x]/((-3 + Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x] + (2*(5 - 3*Sqrt[5])*Defer[Int][Log[x]/((-3 + Sqrt[5] + 2*x)*(-3 + Log[x])*Log[-6*x*(1 - 3*x + x^2)*(-3 + Log[4])*(-3 + Log[x])]), x])/5","F",0,0,0,0,-1,"{}"
3541,1,24,0,0.3685097,"\int \frac{e^{\frac{625}{25 x^3-10 x^4+x^5}} (-9375+3125 x)+e^x \left(125 x^2-200 x^3+90 x^4-16 x^5+x^6\right)}{-125 x^4+75 x^5-15 x^6+x^7} \, dx","Int[(E^(625/(25*x^3 - 10*x^4 + x^5))*(-9375 + 3125*x) + E^x*(125*x^2 - 200*x^3 + 90*x^4 - 16*x^5 + x^6))/(-125*x^4 + 75*x^5 - 15*x^6 + x^7),x]","\frac{e^x}{x}-e^{\frac{625}{(5-x)^2 x^3}}","\frac{e^x}{x}-e^{\frac{625}{(5-x)^2 x^3}}",1,"-E^(625/((5 - x)^2*x^3)) + E^x/x","A",4,3,77,0.03896,1,"{6688, 6706, 2197}"
3542,0,0,0,2.5390572,"\int \frac{e^x (-1-x)-3 x^2+\left(e^x x+x^3\right) \log \left(e^x x+x^3\right) \log ^2\left(\log \left(e^x x+x^3\right)\right)}{\left(e^x x+x^3\right) \log \left(e^x x+x^3\right) \log ^2\left(\log \left(e^x x+x^3\right)\right)} \, dx","Int[(E^x*(-1 - x) - 3*x^2 + (E^x*x + x^3)*Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2)/((E^x*x + x^3)*Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2),x]","\int \frac{e^x (-1-x)-3 x^2+\left(e^x x+x^3\right) \log \left(e^x x+x^3\right) \log ^2\left(\log \left(e^x x+x^3\right)\right)}{\left(e^x x+x^3\right) \log \left(e^x x+x^3\right) \log ^2\left(\log \left(e^x x+x^3\right)\right)} \, dx","\frac{1}{\log \left(\log \left(x^3+e^x x\right)\right)}+x",1,"x - Defer[Int][1/(Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2), x] - Defer[Int][1/(x*Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2), x] + 2*Defer[Int][x/((-E^x - x^2)*Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2), x] + Defer[Int][x^2/((E^x + x^2)*Log[E^x*x + x^3]*Log[Log[E^x*x + x^3]]^2), x]","F",0,0,0,0,-1,"{}"
3543,1,25,0,0.4175879,"\int \frac{2 x^2-4 x^3+\left(-16 x+4 e^4 x-4 x^2+4 x^3\right) \log \left(-4+e^4-x+x^2\right)}{-4 x^4+e^4 x^4-x^5+x^6+\left(16 x^2-4 e^4 x^2+4 x^3-4 x^4\right) \log \left(-4+e^4-x+x^2\right)+\left(-16+4 e^4-4 x+4 x^2\right) \log ^2\left(-4+e^4-x+x^2\right)} \, dx","Int[(2*x^2 - 4*x^3 + (-16*x + 4*E^4*x - 4*x^2 + 4*x^3)*Log[-4 + E^4 - x + x^2])/(-4*x^4 + E^4*x^4 - x^5 + x^6 + (16*x^2 - 4*E^4*x^2 + 4*x^3 - 4*x^4)*Log[-4 + E^4 - x + x^2] + (-16 + 4*E^4 - 4*x + 4*x^2)*Log[-4 + E^4 - x + x^2]^2),x]","\frac{2}{2-\frac{x^2}{\log \left(x^2-x+e^4-4\right)}}","\frac{x}{\frac{2 \left(\log \left(x^2-x+e^4-4\right)-x^2\right)}{x}+x}",1,"2/(2 - x^2/Log[-4 + E^4 - x + x^2])","A",5,5,135,0.03704,1,"{6, 6688, 12, 6711, 32}"
3544,1,36,0,0.0936405,"\int \frac{-8 x-32 x^2-16 x^3+\left(2-12 x-62 x^2-32 x^3\right) \log (2)}{\left(x+2 x^2+x^3\right) \log (2)} \, dx","Int[(-8*x - 32*x^2 - 16*x^3 + (2 - 12*x - 62*x^2 - 32*x^3)*Log[2])/((x + 2*x^2 + x^3)*Log[2]),x]","-\frac{16 x (1+\log (4))}{\log (2)}+\frac{\log (4) \log (x)}{\log (2)}-\frac{8 (1+\log (4))}{(x+1) \log (2)}","\log \left(x^2\right)-4 x \left(\frac{x}{x+1}+1\right) \left(4+\frac{2}{\log (2)}\right)",1,"(-16*x*(1 + Log[4]))/Log[2] - (8*(1 + Log[4]))/((1 + x)*Log[2]) + (Log[4]*Log[x])/Log[2]","A",5,4,49,0.08163,1,"{12, 1594, 27, 1620}"
3545,1,21,0,0.1467733,"\int \frac{4-x+x^2+\left(4 x^2-x^3\right) \log (5)+\left(-8 x+2 x^2\right) \log (-4+x)}{-4+x} \, dx","Int[(4 - x + x^2 + (4*x^2 - x^3)*Log[5] + (-8*x + 2*x^2)*Log[-4 + x])/(-4 + x),x]","-\frac{1}{3} x^3 \log (5)+x^2 \log (x-4)-x","\log \left(e^{x^2 \left(\log (x-4)-\frac{1}{3} x \log (5)\right)-x+1}\right)",1,"-x - (x^3*Log[5])/3 + x^2*Log[-4 + x]","A",7,4,42,0.09524,1,"{6742, 1850, 2395, 43}"
3546,1,172,0,1.2956536,"\int \frac{e^{3-e^{\log ^2(5)}} \left(10 x+4 x^2+2 x^3+\left(2+2 x-2 x^2-2 x^3\right) \log \left(1-x^2\right)\right)}{-25-20 x+11 x^2+16 x^3+13 x^4+4 x^5+x^6} \, dx","Int[(E^(3 - E^Log[5]^2)*(10*x + 4*x^2 + 2*x^3 + (2 + 2*x - 2*x^2 - 2*x^3)*Log[1 - x^2]))/(-25 - 20*x + 11*x^2 + 16*x^3 + 13*x^4 + 4*x^5 + x^6),x]","\frac{i e^{3-e^{\log ^2(5)}} \log \left(1-x^2\right)}{2 (-2 x-(2-4 i))}+\frac{i e^{3-e^{\log ^2(5)}} \log \left(1-x^2\right)}{2 (2 x+(2+4 i))}-\frac{3}{16} e^{3-e^{\log ^2(5)}} \log \left(x^2+2 x+5\right)+\left(\frac{3}{16}-\frac{i}{16}\right) e^{3-e^{\log ^2(5)}} \log (x+(1-2 i))+\left(\frac{3}{16}+\frac{i}{16}\right) e^{3-e^{\log ^2(5)}} \log (x+(1+2 i))-\frac{1}{8} e^{3-e^{\log ^2(5)}} \tan ^{-1}\left(\frac{x+1}{2}\right)","\frac{e^{3-e^{\log ^2(5)}} \log \left(1-x^2\right)}{x^2+2 x+5}",1,"-1/8*(E^(3 - E^Log[5]^2)*ArcTan[(1 + x)/2]) + (3/16 - I/16)*E^(3 - E^Log[5]^2)*Log[(1 - 2*I) + x] + (3/16 + I/16)*E^(3 - E^Log[5]^2)*Log[(1 + 2*I) + x] + ((I/2)*E^(3 - E^Log[5]^2)*Log[1 - x^2])/((-2 + 4*I) - 2*x) + ((I/2)*E^(3 - E^Log[5]^2)*Log[1 - x^2])/((2 + 4*I) + 2*x) - (3*E^(3 - E^Log[5]^2)*Log[5 + 2*x + x^2])/16","C",64,17,81,0.2099,1,"{12, 6688, 6725, 6728, 634, 618, 204, 628, 2528, 2463, 801, 2462, 260, 2416, 2394, 2393, 2391}"
3547,1,53,0,10.3378029,"\int \frac{\exp \left(81 x^2+216 x^2 \log \left(-e^{-4+x}+x^2-\log (x)\right)+144 x^2 \log ^2\left(-e^{-4+x}+x^2-\log (x)\right)\right) \left(216 x-594 x^3+e^{-4+x} \left(162 x+216 x^2\right)+162 x \log (x)+\left(288 x-1008 x^3+e^{-4+x} \left(432 x+288 x^2\right)+432 x \log (x)\right) \log \left(-e^{-4+x}+x^2-\log (x)\right)+\left(288 e^{-4+x} x-288 x^3+288 x \log (x)\right) \log ^2\left(-e^{-4+x}+x^2-\log (x)\right)\right)}{e^{-4+x}-x^2+\log (x)} \, dx","Int[(E^(81*x^2 + 216*x^2*Log[-E^(-4 + x) + x^2 - Log[x]] + 144*x^2*Log[-E^(-4 + x) + x^2 - Log[x]]^2)*(216*x - 594*x^3 + E^(-4 + x)*(162*x + 216*x^2) + 162*x*Log[x] + (288*x - 1008*x^3 + E^(-4 + x)*(432*x + 288*x^2) + 432*x*Log[x])*Log[-E^(-4 + x) + x^2 - Log[x]] + (288*E^(-4 + x)*x - 288*x^3 + 288*x*Log[x])*Log[-E^(-4 + x) + x^2 - Log[x]]^2))/(E^(-4 + x) - x^2 + Log[x]),x]","e^{81 x^2+144 x^2 \log ^2\left(x^2-e^{x-4}-\log (x)\right)} \left(x^2-e^{x-4}-\log (x)\right)^{216 x^2}","e^{9 x^2 \left(4 \log \left(x^2-e^{x-4}-\log (x)\right)+3\right)^2}",1,"E^(81*x^2 + 144*x^2*Log[-E^(-4 + x) + x^2 - Log[x]]^2)*(-E^(-4 + x) + x^2 - Log[x])^(216*x^2)","A",1,1,181,0.005525,1,"{6706}"
3548,0,0,0,17.6619063,"\int \exp \left(\frac{4-12 \log (3)+e^{2 e^{3+x}} \log ^2(3)+e^{e^{3+x}} \left(-4+2 x-2 x^2\right) \log ^2(3)+\left(13-4 x+5 x^2-2 x^3+x^4\right) \log ^2(3)}{\log ^2(3)}\right) \left(-4+2 e^{3+2 e^{3+x}+x}+10 x-6 x^2+4 x^3+e^{e^{3+x}} \left(2-4 x+e^{3+x} \left(-4+2 x-2 x^2\right)\right)\right) \, dx","Int[E^((4 - 12*Log[3] + E^(2*E^(3 + x))*Log[3]^2 + E^E^(3 + x)*(-4 + 2*x - 2*x^2)*Log[3]^2 + (13 - 4*x + 5*x^2 - 2*x^3 + x^4)*Log[3]^2)/Log[3]^2)*(-4 + 2*E^(3 + 2*E^(3 + x) + x) + 10*x - 6*x^2 + 4*x^3 + E^E^(3 + x)*(2 - 4*x + E^(3 + x)*(-4 + 2*x - 2*x^2))),x]","\int \exp \left(\frac{4-12 \log (3)+e^{2 e^{3+x}} \log ^2(3)+e^{e^{3+x}} \left(-4+2 x-2 x^2\right) \log ^2(3)+\left(13-4 x+5 x^2-2 x^3+x^4\right) \log ^2(3)}{\log ^2(3)}\right) \left(-4+2 e^{3+2 e^{3+x}+x}+10 x-6 x^2+4 x^3+e^{e^{3+x}} \left(2-4 x+e^{3+x} \left(-4+2 x-2 x^2\right)\right)\right) \, dx","e^{\left(x^2-x-e^{e^{x+3}}+2\right)^2+\left(3-\frac{2}{\log (3)}\right)^2}",1,"(-4*Defer[Int][E^(E^(2*E^(3 + x)) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2))), x])/E^(12/Log[3]) + (2*Defer[Int][E^(E^(2*E^(3 + x)) + E^(3 + x) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2))), x])/E^(12/Log[3]) - (4*Defer[Int][E^(E^(2*E^(3 + x)) + E^(3 + x) - 3*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 3*(16/3 + 4/(3*Log[3]^2))), x])/E^(12/Log[3]) + (2*Defer[Int][E^(E^(2*E^(3 + x)) + 2*E^(3 + x) - 3*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 3*(16/3 + 4/(3*Log[3]^2))), x])/E^(12/Log[3]) + (10*Defer[Int][E^(E^(2*E^(3 + x)) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2)))*x, x])/E^(12/Log[3]) - (4*Defer[Int][E^(E^(2*E^(3 + x)) + E^(3 + x) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2)))*x, x])/E^(12/Log[3]) + (2*Defer[Int][E^(E^(2*E^(3 + x)) + E^(3 + x) - 3*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 3*(16/3 + 4/(3*Log[3]^2)))*x, x])/E^(12/Log[3]) - (6*Defer[Int][E^(E^(2*E^(3 + x)) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2)))*x^2, x])/E^(12/Log[3]) - (2*Defer[Int][E^(E^(2*E^(3 + x)) + E^(3 + x) - 3*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 3*(16/3 + 4/(3*Log[3]^2)))*x^2, x])/E^(12/Log[3]) + (4*Defer[Int][E^(E^(2*E^(3 + x)) - 4*x + 5*x^2 - 2*x^3 + x^4 - 2*E^E^(3 + x)*(2 - x + x^2) + 13*(1 + 4/(13*Log[3]^2)))*x^3, x])/E^(12/Log[3])","F",0,0,0,0,-1,"{}"
3549,1,38,0,0.0184632,"\int \frac{1+e^4+e^9 \left(-640+752 x-288 x^2+36 x^3\right)}{e^4} \, dx","Int[(1 + E^4 + E^9*(-640 + 752*x - 288*x^2 + 36*x^3))/E^4,x]","9 e^5 x^4-96 e^5 x^3+376 e^5 x^2-640 e^5 x+\left(1+\frac{1}{e^4}\right) x","e^5 (4-2 x)^2 \left(\frac{3 x}{2}-5\right)^2+\frac{x}{e^4}+x",1,"(1 + E^(-4))*x - 640*E^5*x + 376*E^5*x^2 - 96*E^5*x^3 + 9*E^5*x^4","A",3,1,28,0.03571,1,"{12}"
3550,1,17,0,0.1367812,"\int \frac{-x^2+e^{\frac{1-2 x+2 x^2}{x}} \left(-1+2 x^2\right)}{e^2 x^2} \, dx","Int[(-x^2 + E^((1 - 2*x + 2*x^2)/x)*(-1 + 2*x^2))/(E^2*x^2),x]","e^{2 x+\frac{1}{x}-4}-\frac{x}{e^2}","\frac{-x+e^{\frac{1}{x}-2 (1-x)}-e^2-14}{e^2}",1,"E^(-4 + x^(-1) + 2*x) - x/E^2","A",4,3,37,0.08108,1,"{12, 14, 6706}"
3551,0,0,0,7.2295638,"\int \frac{\exp \left(\frac{2563093129+2096362816 x+688675888 x^2+115651112 x^3+10505414 x^4+513920 x^5+13600 x^6+184 x^7+x^8}{1+4 x+6 x^2+4 x^3+x^4}\right) \left(-8156009700-4911736672 x-1030398440 x^2-73629456 x^3+2569600 x^4+595520 x^5+28488 x^6+560 x^7+4 x^8\right)}{1+5 x+10 x^2+10 x^3+5 x^4+x^5} \, dx","Int[(E^((2563093129 + 2096362816*x + 688675888*x^2 + 115651112*x^3 + 10505414*x^4 + 513920*x^5 + 13600*x^6 + 184*x^7 + x^8)/(1 + 4*x + 6*x^2 + 4*x^3 + x^4))*(-8156009700 - 4911736672*x - 1030398440*x^2 - 73629456*x^3 + 2569600*x^4 + 595520*x^5 + 28488*x^6 + 560*x^7 + 4*x^8))/(1 + 5*x + 10*x^2 + 10*x^3 + 5*x^4 + x^5),x]","\int \frac{\exp \left(\frac{2563093129+2096362816 x+688675888 x^2+115651112 x^3+10505414 x^4+513920 x^5+13600 x^6+184 x^7+x^8}{1+4 x+6 x^2+4 x^3+x^4}\right) \left(-8156009700-4911736672 x-1030398440 x^2-73629456 x^3+2569600 x^4+595520 x^5+28488 x^6+560 x^7+4 x^8\right)}{1+5 x+10 x^2+10 x^3+5 x^4+x^5} \, dx","e^{\left(\left(x+\frac{45 (x+5)}{x+1}\right)^2+2\right)^2}",1,"461340*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4), x] + 25748*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)*x, x] + 540*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)*x^2, x] + 4*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)*x^3, x] - 4199040000*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)/(1 + x)^5, x] - 3079296000*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)/(1 + x)^4, x] - 799632000*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)/(1 + x)^3, x] - 78503040*Defer[Int][E^((50627 + 20704*x + 2568*x^2 + 92*x^3 + x^4)^2/(1 + x)^4)/(1 + x)^2, x]","F",0,0,0,0,-1,"{}"
3552,0,0,0,1.4773932,"\int \frac{e^2 (-1+x)-4 x^2+2 e^x x^2+3 x^3+x^4-x^2 \log (25)}{e^2 x-5 x^2+e^x x^2+x^3+x^4-x^2 \log (25)} \, dx","Int[(E^2*(-1 + x) - 4*x^2 + 2*E^x*x^2 + 3*x^3 + x^4 - x^2*Log[25])/(E^2*x - 5*x^2 + E^x*x^2 + x^3 + x^4 - x^2*Log[25]),x]","\int \frac{e^2 (-1+x)-4 x^2+2 e^x x^2+3 x^3+x^4-x^2 \log (25)}{e^2 x-5 x^2+e^x x^2+x^3+x^4-x^2 \log (25)} \, dx","\log \left(x^2+x+e^x+\frac{e^2}{x}-5-\log (25)\right)+x+5",1,"2*x + (6 + Log[25])*Defer[Int][x/(E^2 + E^x*x + x^2 + x^3 - 5*x*(1 + (2*Log[5])/5)), x] + Defer[Int][x^2/(E^2 + E^x*x + x^2 + x^3 - 5*x*(1 + (2*Log[5])/5)), x] + E^2*Defer[Int][(-E^2 - E^x*x - x^2 - x^3 + 5*x*(1 + (2*Log[5])/5))^(-1), x] + E^2*Defer[Int][1/(x*(-E^2 - E^x*x - x^2 - x^3 + 5*x*(1 + (2*Log[5])/5))), x] + Defer[Int][x^3/(-E^2 - E^x*x - x^2 - x^3 + 5*x*(1 + (2*Log[5])/5)), x]","F",0,0,0,0,-1,"{}"
3553,1,24,0,0.36594,"\int \frac{-3 e^2 x^2-6 e x^3-3 x^4+\left(16 e+2 e^2 (-8 e-12 x)+24 x\right) \log ^2(x)}{\left(e^2 x^3+2 e x^4+x^5\right) \log ^2(x)} \, dx","Int[(-3*E^2*x^2 - 6*E*x^3 - 3*x^4 + (16*E + 2*E^2*(-8*E - 12*x) + 24*x)*Log[x]^2)/((E^2*x^3 + 2*E*x^4 + x^5)*Log[x]^2),x]","\frac{3}{\log (x)}-\frac{8 \left(1-e^2\right)}{x^2 (x+e)}","\frac{4 \left(2 e^2-2\right)}{x^2 (x+e)}+\frac{3}{\log (x)}",1,"(-8*(1 - E^2))/(x^2*(E + x)) + 3/Log[x]","A",7,6,68,0.08824,1,"{1594, 27, 6688, 74, 2302, 30}"
3554,1,17,0,0.065863,"\int \frac{640+2 e^{2 e^{e^x}+e^x+x}}{-256+e^{2 e^{e^x}}+640 x} \, dx","Int[(640 + 2*E^(2*E^E^x + E^x + x))/(-256 + E^(2*E^E^x) + 640*x),x]","\log \left(-640 x-e^{2 e^{e^x}}+256\right)","\log \left(5 \left(e^{2 e^{e^x}}-64 (4-10 x)\right)\right)",1,"Log[256 - E^(2*E^E^x) - 640*x]","A",1,1,35,0.02857,1,"{6684}"
3555,1,58,0,0.4135135,"\int \frac{-144 x+(431+144 x+144 \log (2)) \log \left(\frac{1}{9} (431+144 x+144 \log (2))\right)}{(431+144 x+144 \log (2)) \log ^2\left(\frac{1}{9} (431+144 x+144 \log (2))\right)} \, dx","Int[(-144*x + (431 + 144*x + 144*Log[2])*Log[(431 + 144*x + 144*Log[2])/9])/((431 + 144*x + 144*Log[2])*Log[(431 + 144*x + 144*Log[2])/9]^2),x]","\frac{144 x+431+144 \log (2)}{144 \log \left(16 x+\frac{1}{9} (431+144 \log (2))\right)}-\frac{431+144 \log (2)}{144 \log \left(16 x+\frac{1}{9} (431+144 \log (2))\right)}","\frac{x}{\log \left(16 \left(x+\frac{431}{144}+\log (2)\right)\right)}",1,"-1/144*(431 + 144*Log[2])/Log[16*x + (431 + 144*Log[2])/9] + (431 + 144*x + 144*Log[2])/(144*Log[16*x + (431 + 144*Log[2])/9])","B",14,11,56,0.1964,1,"{6741, 6688, 6742, 2411, 12, 2353, 2297, 2298, 2302, 30, 2389}"
3556,0,0,0,9.2268348,"\int \frac{e^{\frac{-4+3 e^x (-2+x)+2 x-x^2}{2+3 e^x}} \left(-20+20 x-20 x^2+9 e^{2 x} (-5+5 x)+3 e^x \left(-20+20 x-10 x^2+5 x^3\right)\right)}{8 x^2+24 e^x x^2+18 e^{2 x} x^2} \, dx","Int[(E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))*(-20 + 20*x - 20*x^2 + 9*E^(2*x)*(-5 + 5*x) + 3*E^x*(-20 + 20*x - 10*x^2 + 5*x^3)))/(8*x^2 + 24*E^x*x^2 + 18*E^(2*x)*x^2),x]","\int \frac{e^{\frac{-4+3 e^x (-2+x)+2 x-x^2}{2+3 e^x}} \left(-20+20 x-20 x^2+9 e^{2 x} (-5+5 x)+3 e^x \left(-20+20 x-10 x^2+5 x^3\right)\right)}{8 x^2+24 e^x x^2+18 e^{2 x} x^2} \, dx","\frac{5 e^{-\frac{x^2}{3 e^x+2}+x-2}}{2 x}-1",1,"-5*Defer[Int][E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))/(2 + 3*E^x), x] - (5*Defer[Int][E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))/x^2, x])/2 + (5*Defer[Int][E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))/x, x])/2 - 5*Defer[Int][(E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))*x)/(2 + 3*E^x)^2, x] + (5*Defer[Int][(E^((-4 + 3*E^x*(-2 + x) + 2*x - x^2)/(2 + 3*E^x))*x)/(2 + 3*E^x), x])/2","F",0,0,0,0,-1,"{}"
3557,1,13,0,0.0101367,"\int \frac{2+5 x-2 e^x x}{x} \, dx","Int[(2 + 5*x - 2*E^x*x)/x,x]","5 x-2 e^x+2 \log (x)","x-2 \left(-2 x+e^x-\log (x)+5-\log (4)\right)",1,"-2*E^x + 5*x + 2*Log[x]","A",5,3,15,0.2000,1,"{14, 2194, 43}"
3558,1,117,0,0.4045066,"\int \left(311700512 x+46515384 x^2-60477948 x^3-3731570 x^4+2321298 x^5-8694 x^6+8 x^7+e^x \left(32 x+40 x^2+12 x^3+x^4\right)+e^{x/2} \left(-199744 x-139744 x^2-64 x^3+8033 x^4+605 x^5-x^6\right)\right) \, dx","Int[311700512*x + 46515384*x^2 - 60477948*x^3 - 3731570*x^4 + 2321298*x^5 - 8694*x^6 + 8*x^7 + E^x*(32*x + 40*x^2 + 12*x^3 + x^4) + E^(x/2)*(-199744*x - 139744*x^2 - 64*x^3 + 8033*x^4 + 605*x^5 - x^6),x]","x^8-1242 x^7-2 e^{x/2} x^6+386883 x^6+1234 e^{x/2} x^5-746314 x^5+3726 e^{x/2} x^4+e^x x^4-15119487 x^4-29936 e^{x/2} x^3+8 e^x x^3+15505128 x^3-99872 e^{x/2} x^2+16 e^x x^2+155850256 x^2","x^2 (x+4)^2 \left(-x^2+e^{x/2}+625 (x-5)+4\right)^2",1,"155850256*x^2 - 99872*E^(x/2)*x^2 + 16*E^x*x^2 + 15505128*x^3 - 29936*E^(x/2)*x^3 + 8*E^x*x^3 - 15119487*x^4 + 3726*E^(x/2)*x^4 + E^x*x^4 - 746314*x^5 + 1234*E^(x/2)*x^5 + 386883*x^6 - 2*E^(x/2)*x^6 - 1242*x^7 + x^8","B",46,3,92,0.03261,1,"{2196, 2176, 2194}"
3559,0,0,0,1.9451438,"\int \frac{e^{e^5} \left(4 x^2-4 x^4\right)+\left(e^{e^5} \left(-8 x^2+2 x^4+e^5 \left(-8+2 x^2\right)\right)+e^{e^5} \left(-24+6 x^2\right) \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right) \log \left(e^5+x^2+3 \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right)}{\left(-4 x^2+x^4+e^5 \left(-4+x^2\right)+\left(-12+3 x^2\right) \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right) \log ^2\left(e^5+x^2+3 \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right)} \, dx","Int[(E^E^5*(4*x^2 - 4*x^4) + (E^E^5*(-8*x^2 + 2*x^4 + E^5*(-8 + 2*x^2)) + E^E^5*(-24 + 6*x^2)*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]])/((-4*x^2 + x^4 + E^5*(-4 + x^2) + (-12 + 3*x^2)*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^2),x]","\int \frac{e^{e^5} \left(4 x^2-4 x^4\right)+\left(e^{e^5} \left(-8 x^2+2 x^4+e^5 \left(-8+2 x^2\right)\right)+e^{e^5} \left(-24+6 x^2\right) \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right) \log \left(e^5+x^2+3 \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right)}{\left(-4 x^2+x^4+e^5 \left(-4+x^2\right)+\left(-12+3 x^2\right) \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right) \log ^2\left(e^5+x^2+3 \log \left(\frac{1}{2} \left(-4+x^2\right)\right)\right)} \, dx","\frac{2 e^{e^5} x}{\log \left(x^2+3 \log \left(\frac{x^2}{2}-2\right)+e^5\right)}",1,"-12*E^E^5*Defer[Int][1/((E^5 + x^2 + 3*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^2), x] - 12*E^E^5*Defer[Int][1/((-2 + x)*(E^5 + x^2 + 3*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^2), x] - 4*E^E^5*Defer[Int][x^2/((E^5 + x^2 + 3*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^2), x] + 12*E^E^5*Defer[Int][1/((2 + x)*(E^5 + x^2 + 3*Log[(-4 + x^2)/2])*Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^2), x] + 2*E^E^5*Defer[Int][Log[E^5 + x^2 + 3*Log[(-4 + x^2)/2]]^(-1), x]","F",0,0,0,0,-1,"{}"
3560,0,0,0,0.3343412,"\int \frac{8 x+(12 x-8 x \log (x)) \log (\log (x))-24 x \log (x) \log ^2(\log (x))+(-18-36 x) \log (x) \log ^3(\log (x))}{9 \log (x) \log ^3(\log (x))} \, dx","Int[(8*x + (12*x - 8*x*Log[x])*Log[Log[x]] - 24*x*Log[x]*Log[Log[x]]^2 + (-18 - 36*x)*Log[x]*Log[Log[x]]^3)/(9*Log[x]*Log[Log[x]]^3),x]","\int \frac{8 x+(12 x-8 x \log (x)) \log (\log (x))-24 x \log (x) \log ^2(\log (x))+(-18-36 x) \log (x) \log ^3(\log (x))}{9 \log (x) \log ^3(\log (x))} \, dx","2 x-x (x+4)-\left(x+\frac{2 x}{3 \log (\log (x))}\right)^2+8",1,"-1/2*(1 + 2*x)^2 + (8*Defer[Int][x/(Log[x]*Log[Log[x]]^3), x])/9 - (8*Defer[Int][x/Log[Log[x]]^2, x])/9 + (4*Defer[Int][x/(Log[x]*Log[Log[x]]^2), x])/3 - (8*Defer[Int][x/Log[Log[x]], x])/3","F",0,0,0,0,-1,"{}"
3561,1,30,0,0.2398802,"\int \frac{x^2+12 x^3+\left(-12 x+2 x^2+24 x^3\right) \log (x)+(-1-12 x) \log \left(\frac{1}{3} (1+12 x)\right)}{3 x+36 x^2} \, dx","Int[(x^2 + 12*x^3 + (-12*x + 2*x^2 + 24*x^3)*Log[x] + (-1 - 12*x)*Log[(1 + 12*x)/3])/(3*x + 36*x^2),x]","\frac{1}{3} x^2 \log (x)+\frac{1}{3} \log (3) \log (x)-\frac{1}{3} \log (x) \log (12 x+1)","\frac{1}{3} \log (x) \left(x^2-\log \left(4 x+\frac{1}{3}\right)\right)",1,"(x^2*Log[x])/3 + (Log[3]*Log[x])/3 - (Log[x]*Log[1 + 12*x])/3","A",11,8,54,0.1481,1,"{1593, 6688, 12, 2357, 2304, 2317, 2391, 2392}"
3562,1,6,0,0.0012139,"\int \frac{4 e}{x^3} \, dx","Int[(4*E)/x^3,x]","-\frac{2 e}{x^2}","-\frac{2 e}{x^2}",1,"(-2*E)/x^2","A",2,2,6,0.3333,1,"{12, 30}"
3563,1,42,0,0.1228533,"\int \frac{2 e^{2+2 x} x^3+10 x \log (2)-200 \log ^2(2)+e^{1+x} \left(-x^3+\left(-20 x+20 x^2\right) \log (2)\right)}{x^3} \, dx","Int[(2*E^(2 + 2*x)*x^3 + 10*x*Log[2] - 200*Log[2]^2 + E^(1 + x)*(-x^3 + (-20*x + 20*x^2)*Log[2]))/x^3,x]","\frac{(x-20 \log (2))^2}{4 x^2}-e^{x+1}+e^{2 x+2}+\frac{20 e^{x+1} \log (2)}{x}","\frac{\left(x \left(e^{x+1}+\frac{10 \log (2)}{x}\right)-\frac{x}{2}\right)^2}{x^2}",1,"-E^(1 + x) + E^(2 + 2*x) + (x - 20*Log[2])^2/(4*x^2) + (20*E^(1 + x)*Log[2])/x","A",10,6,52,0.1154,1,"{14, 2194, 37, 2199, 2177, 2178}"
3564,1,13,0,0.0031,"\int \left(4+6 x^2+\log (x)\right) \, dx","Int[4 + 6*x^2 + Log[x],x]","2 x^3+3 x+x \log (x)","x \left(2 x^2+\log (x)+2\right)+x+e^4-5",1,"3*x + 2*x^3 + x*Log[x]","A",2,1,9,0.1111,1,"{2295}"
3565,1,32,0,0.8918792,"\int \frac{(4+4 x) \log (1+x)+(-4-8 x) \log ^2(1+x)+\log (3 x) (-4 x+(4+8 x) \log (1+x))}{\left(x+x^2\right) \log (3 x) \log (1+x)+\left(-x-x^2\right) \log ^2(1+x)} \, dx","Int[((4 + 4*x)*Log[1 + x] + (-4 - 8*x)*Log[1 + x]^2 + Log[3*x]*(-4*x + (4 + 8*x)*Log[1 + x]))/((x + x^2)*Log[3*x]*Log[1 + x] + (-x - x^2)*Log[1 + x]^2),x]","4 \log (x)+4 \log (x+1)+4 \log (\log (3 x)-\log (x+1))-4 \log (\log (x+1))","4 \log \left((x+1) \left(\frac{x \log (3 x)}{\log (x+1)}-x\right)\right)",1,"4*Log[x] + 4*Log[1 + x] + 4*Log[Log[3*x] - Log[1 + x]] - 4*Log[Log[1 + x]]","A",9,7,76,0.09211,1,"{6741, 6742, 72, 6684, 2390, 2302, 29}"
3566,0,0,0,0.9040661,"\int \frac{(10 x+10 x \log (4)+(20+20 \log (4)) \log (x)) \log \left(x+\log ^2(x)\right)+\left(-5 x-5 x \log (4)+(-5-5 \log (4)) \log ^2(x)\right) \log ^2\left(x+\log ^2(x)\right)}{x^3 \log (4)+x^2 \log (4) \log ^2(x)} \, dx","Int[((10*x + 10*x*Log[4] + (20 + 20*Log[4])*Log[x])*Log[x + Log[x]^2] + (-5*x - 5*x*Log[4] + (-5 - 5*Log[4])*Log[x]^2)*Log[x + Log[x]^2]^2)/(x^3*Log[4] + x^2*Log[4]*Log[x]^2),x]","\int \frac{(10 x+10 x \log (4)+(20+20 \log (4)) \log (x)) \log \left(x+\log ^2(x)\right)+\left(-5 x-5 x \log (4)+(-5-5 \log (4)) \log ^2(x)\right) \log ^2\left(x+\log ^2(x)\right)}{x^3 \log (4)+x^2 \log (4) \log ^2(x)} \, dx","\frac{5 \left(x+\frac{x}{\log (4)}\right) \log ^2\left(x+\log ^2(x)\right)}{x^2}",1,"(10*(1 + Log[4])*Defer[Int][Log[x + Log[x]^2]/(x*(x + Log[x]^2)), x])/Log[4] + (20*(1 + Log[4])*Defer[Int][(Log[x]*Log[x + Log[x]^2])/(x^2*(x + Log[x]^2)), x])/Log[4] - (5*(1 + Log[4])*Defer[Int][Log[x + Log[x]^2]^2/x^2, x])/Log[4]","F",0,0,0,0,-1,"{}"
3567,1,20,0,0.1365205,"\int \frac{1}{\left(\left(-8 x-4 e^5 x\right) \log \left(\frac{7}{x}\right)+4 x \log \left(\frac{7}{x}\right) \log \left(\log \left(\frac{7}{x}\right)\right)\right) \log \left(2+e^5-\log \left(\log \left(\frac{7}{x}\right)\right)\right)} \, dx","Int[1/(((-8*x - 4*E^5*x)*Log[7/x] + 4*x*Log[7/x]*Log[Log[7/x]])*Log[2 + E^5 - Log[Log[7/x]]]),x]","-\frac{1}{4} \log \left(\log \left(-\log \left(\log \left(\frac{7}{x}\right)\right)+e^5+2\right)\right)","16-\frac{1}{4} \log \left(\log \left(-\log \left(\log \left(\frac{7}{x}\right)\right)+e^5+2\right)\right)",1,"-1/4*Log[Log[2 + E^5 - Log[Log[7/x]]]]","A",6,4,54,0.07407,1,"{12, 2390, 2302, 29}"
3568,0,0,0,0.8322783,"\int \frac{2 x+e^x (-2+4 x)+2 \log \left(-3+e^{2 e^4}\right)}{-15 e^{3 x}-45 e^{2 x} x-45 e^x x^2-15 x^3+\left(45 e^{2 x}+90 e^x x+45 x^2\right) \log \left(-3+e^{2 e^4}\right)+\left(-45 e^x-45 x\right) \log ^2\left(-3+e^{2 e^4}\right)+15 \log ^3\left(-3+e^{2 e^4}\right)} \, dx","Int[(2*x + E^x*(-2 + 4*x) + 2*Log[-3 + E^(2*E^4)])/(-15*E^(3*x) - 45*E^(2*x)*x - 45*E^x*x^2 - 15*x^3 + (45*E^(2*x) + 90*E^x*x + 45*x^2)*Log[-3 + E^(2*E^4)] + (-45*E^x - 45*x)*Log[-3 + E^(2*E^4)]^2 + 15*Log[-3 + E^(2*E^4)]^3),x]","\int \frac{2 x+e^x (-2+4 x)+2 \log \left(-3+e^{2 e^4}\right)}{-15 e^{3 x}-45 e^{2 x} x-45 e^x x^2-15 x^3+\left(45 e^{2 x}+90 e^x x+45 x^2\right) \log \left(-3+e^{2 e^4}\right)+\left(-45 e^x-45 x\right) \log ^2\left(-3+e^{2 e^4}\right)+15 \log ^3\left(-3+e^{2 e^4}\right)} \, dx","\frac{2 x}{15 \left(x+e^x-\log \left(e^{2 e^4}-3\right)\right)^2}",1,"(-4*(1 + Log[-3 + E^(2*E^4)])*Defer[Int][x/(E^x + x - Log[-3 + E^(2*E^4)])^3, x])/15 + (4*Defer[Int][x^2/(E^x + x - Log[-3 + E^(2*E^4)])^3, x])/15 + (2*Defer[Int][(E^x + x - Log[-3 + E^(2*E^4)])^(-2), x])/15 - (4*Defer[Int][x/(E^x + x - Log[-3 + E^(2*E^4)])^2, x])/15","F",0,0,0,0,-1,"{}"
3569,1,22,0,0.1572357,"\int \frac{(4+2 \log (4)) \log (\log (-4+2 x))}{(4-2 x) \log (2) \log (-4+2 x)+(-2+x) \log (-4+2 x) \log ^2(\log (-4+2 x))} \, dx","Int[((4 + 2*Log[4])*Log[Log[-4 + 2*x]])/((4 - 2*x)*Log[2]*Log[-4 + 2*x] + (-2 + x)*Log[-4 + 2*x]*Log[Log[-4 + 2*x]]^2),x]","(2+\log (4)) \log \left(\log (4)-\log ^2(\log (-2 (2-x)))\right)","(2+\log (4)) \left(\log \left(2 \log (2)-\log ^2(\log (2-2 (3-x)))\right)+5\right)",1,"(2 + Log[4])*Log[Log[4] - Log[Log[-2*(2 - x)]]^2]","A",5,3,50,0.06000,1,"{12, 207, 260}"
3570,1,35,0,0.0944504,"\int \frac{-30+20 x+85 x^2-140 x^3-75 x^4+90 x^5}{-3+6 x+11 x^2-17 x^3-12 x^4+9 x^5} \, dx","Int[(-30 + 20*x + 85*x^2 - 140*x^3 - 75*x^4 + 90*x^5)/(-3 + 6*x + 11*x^2 - 17*x^3 - 12*x^4 + 9*x^5),x]","-5 \log \left(-3 x^2-x+1\right)+5 \log \left(3 x^3-5 x^2-3 x+3\right)+10 x","5 \left(-\log \left(\frac{1}{\frac{x}{-3 x^2-x+1}-(x-2) x}\right)+2 x-\log (x)\right)",1,"10*x - 5*Log[1 - x - 3*x^2] + 5*Log[3 - 3*x - 5*x^2 + 3*x^3]","A",4,3,53,0.05660,1,"{2074, 628, 1587}"
3571,0,0,0,0.2822113,"\int \frac{-93+138 x-32 x^2-10 x^3+3 x^4+\left(-63+70 x+2 x^2-6 x^3\right) \log (x)+\left(-11+8 x+3 x^2\right) \log ^2(x)}{9-6 x+x^2+(6-2 x) \log (x)+\log ^2(x)} \, dx","Int[(-93 + 138*x - 32*x^2 - 10*x^3 + 3*x^4 + (-63 + 70*x + 2*x^2 - 6*x^3)*Log[x] + (-11 + 8*x + 3*x^2)*Log[x]^2)/(9 - 6*x + x^2 + (6 - 2*x)*Log[x] + Log[x]^2),x]","\int \frac{-93+138 x-32 x^2-10 x^3+3 x^4+\left(-63+70 x+2 x^2-6 x^3\right) \log (x)+\left(-11+8 x+3 x^2\right) \log ^2(x)}{9-6 x+x^2+(6-2 x) \log (x)+\log ^2(x)} \, dx","x \left(x^2+4 (x-2)-\frac{3}{x-\log (x)-3}-3\right)",1,"-11*x + 4*x^2 + x^3 - 3*Defer[Int][(-3 + x - Log[x])^(-2), x] + 3*Defer[Int][x/(-3 + x - Log[x])^2, x] - 3*Defer[Int][(-3 + x - Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
3572,1,34,0,0.0303886,"\int \frac{e^4 (-1-10 x)-x+2 x^2+e^4 x \log (x)}{x} \, dx","Int[(E^4*(-1 - 10*x) - x + 2*x^2 + E^4*x*Log[x])/x,x]","x^2-\left(1+10 e^4\right) x-e^4 x+e^4 x \log (x)-e^4 \log (x)","(x-1) \left(x-e^4 (11-\log (x))\right)",1,"-(E^4*x) - (1 + 10*E^4)*x + x^2 - E^4*Log[x] + E^4*x*Log[x]","A",5,2,29,0.06897,1,"{14, 2295}"
3573,0,0,0,0.5304479,"\int \frac{1}{2} e^{-2-2 e^x} \left(1+2 e^{2 x} x^3+e^x \left(-2 x-3 x^2-x^3\right)\right) \, dx","Int[(E^(-2 - 2*E^x)*(1 + 2*E^(2*x)*x^3 + E^x*(-2*x - 3*x^2 - x^3)))/2,x]","\int \frac{1}{2} e^{-2-2 e^x} \left(1+2 e^{2 x} x^3+e^x \left(-2 x-3 x^2-x^3\right)\right) \, dx","\frac{1}{4} e^{-2 e^x-2} x \left(2-2 e^x x^2\right)",1,"ExpIntegralEi[-2*E^x]/(2*E^2) - Defer[Int][E^(-2*(1 + E^x) + x)*x, x] - (3*Defer[Int][E^(-2*(1 + E^x) + x)*x^2, x])/2 + Defer[Int][x^3/E^(2*(1 + E^x - x)), x] - Defer[Int][E^(-2*(1 + E^x) + x)*x^3, x]/2","F",0,0,0,0,-1,"{}"
3574,0,0,0,0.4159094,"\int \frac{e^{1+x+x^4} \left(-144+16 x+16 x^2+192 x^4+64 x^5\right)}{x^4} \, dx","Int[(E^(1 + x + x^4)*(-144 + 16*x + 16*x^2 + 192*x^4 + 64*x^5))/x^4,x]","\int \frac{e^{1+x+x^4} \left(-144+16 x+16 x^2+192 x^4+64 x^5\right)}{x^4} \, dx","\frac{16 e^{x^4+x+1} \left(\frac{3}{x}+1\right)}{x^2}",1,"192*Defer[Int][E^(1 + x + x^4), x] - 144*Defer[Int][E^(1 + x + x^4)/x^4, x] + 16*Defer[Int][E^(1 + x + x^4)/x^3, x] + 16*Defer[Int][E^(1 + x + x^4)/x^2, x] + 64*Defer[Int][E^(1 + x + x^4)*x, x]","F",0,0,0,0,-1,"{}"
3575,1,48,0,0.1864772,"\int \frac{9-6 e+e^2+(12 x-4 e x) \log (x)+(-12 x+4 e x) \log ^2(x)+\left(8 x-16 x^2\right) \log ^3(x)-32 x \log ^3(x) \log ^2(\log (4))}{8 x \log ^3(x)} \, dx","Int[(9 - 6*E + E^2 + (12*x - 4*E*x)*Log[x] + (-12*x + 4*E*x)*Log[x]^2 + (8*x - 16*x^2)*Log[x]^3 - 32*x*Log[x]^3*Log[Log[4]]^2)/(8*x*Log[x]^3),x]","-\frac{1}{4} \left(-2 x+1-4 \log ^2(\log (4))\right)^2-\frac{(3-e)^2}{16 \log ^2(x)}-\frac{(3-e) x}{2 \log (x)}","x-4 x \log ^2(\log (4))-\left(x+\frac{3-e}{4 \log (x)}\right)^2",1,"-1/16*(3 - E)^2/Log[x]^2 - ((3 - E)*x)/(2*Log[x]) - (1 - 2*x - 4*Log[Log[4]]^2)^2/4","A",8,6,69,0.08696,1,"{12, 6688, 2302, 30, 2297, 2298}"
3576,1,40,0,0.8089971,"\int \frac{-4+13 x-11 x^2+2 x^3+\left(4-9 x+2 x^2\right) \log (4)+\left(-2-3 x+x^2+x^3+\left(-2-2 x+2 x^2\right) \log (4)\right) \log \left(1+x-x^2\right)}{\left(-4+x+8 x^2-6 x^3+x^4+\left(4+3 x-5 x^2+x^3\right) \log (4)\right) \log \left(1+x-x^2\right)} \, dx","Int[(-4 + 13*x - 11*x^2 + 2*x^3 + (4 - 9*x + 2*x^2)*Log[4] + (-2 - 3*x + x^2 + x^3 + (-2 - 2*x + 2*x^2)*Log[4])*Log[1 + x - x^2])/((-4 + x + 8*x^2 - 6*x^3 + x^4 + (4 + 3*x - 5*x^2 + x^3)*Log[4])*Log[1 + x - x^2]),x]","\log \left(\log \left(-x^2+x+1\right)\right)+\frac{(6+\log (16)) \log (4-x)}{3+\log (4)}-\log (-x+1-\log (4))","\log \left(\frac{(4-x)^2 \log \left(-x^2+x+1\right)}{x-1+\log (4)}\right)",1,"((6 + Log[16])*Log[4 - x])/(3 + Log[4]) - Log[1 - x - Log[4]] + Log[Log[1 + x - x^2]]","A",6,4,108,0.03704,1,"{6688, 6742, 72, 6684}"
3577,1,20,0,0.0197711,"\int \frac{-15-15 x-20 x^2+(15+20 x) \log (5)}{-3 x+3 \log (5)} \, dx","Int[(-15 - 15*x - 20*x^2 + (15 + 20*x)*Log[5])/(-3*x + 3*Log[5]),x]","\frac{10 x^2}{3}+5 x+5 \log (x-\log (5))","5 \left(\frac{2 x^2}{3}+x+\log (x-\log (5))\right)",1,"5*x + (10*x^2)/3 + 5*Log[x - Log[5]]","A",2,1,29,0.03448,1,"{1850}"
3578,1,41,0,0.1228269,"\int \frac{2^{5+5 x} (-4-x)+8 x+2 x^2+\left(2 x^2+2^{5+5 x} \left(4+\left(-20 x-5 x^2\right) \log (2)\right)\right) \log (x)}{2 x^2} \, dx","Int[(2^(5 + 5*x)*(-4 - x) + 8*x + 2*x^2 + (2*x^2 + 2^(5 + 5*x)*(4 + (-20*x - 5*x^2)*Log[2]))*Log[x])/(2*x^2),x]","-\frac{2^{5 x+4} \left(x^2 \log (32) \log (x)+20 x \log (2) \log (x)\right)}{x^2 \log (32)}+x \log (x)+4 \log (x)","1-\frac{\left(2^{5 (x+1)}-2 x\right) (x+4) \log (x)}{2 x}",1,"4*Log[x] + x*Log[x] - (2^(4 + 5*x)*(20*x*Log[2]*Log[x] + x^2*Log[32]*Log[x]))/(x^2*Log[32])","A",9,5,60,0.08333,1,"{12, 14, 43, 2295, 2288}"
3579,1,14,0,0.0037222,"\int -\frac{8 x}{-13+10 e^6} \, dx","Int[(-8*x)/(-13 + 10*E^6),x]","\frac{4 x^2}{13-10 e^6}","\frac{4 x^2}{13-10 e^6}",1,"(4*x^2)/(13 - 10*E^6)","A",2,2,12,0.1667,1,"{12, 30}"
3580,1,121,0,1.212182,"\int \frac{220 x^3+\left(27500 x-33000 e^4 x+9900 e^8 x+1090 x^2\right) \log (3)+\left(-1250+1500 e^4-450 e^8-50 x\right) \log ^2(3)+\left(2 x^3+\left(250 x-300 e^4 x+90 e^8 x+10 x^2\right) \log (3)\right) \log \left(25-30 e^4+9 e^8+x\right)}{625 x^3-750 e^4 x^3+225 e^8 x^3+25 x^4} \, dx","Int[(220*x^3 + (27500*x - 33000*E^4*x + 9900*E^8*x + 1090*x^2)*Log[3] + (-1250 + 1500*E^4 - 450*E^8 - 50*x)*Log[3]^2 + (2*x^3 + (250*x - 300*E^4*x + 90*E^8*x + 10*x^2)*Log[3])*Log[25 - 30*E^4 + 9*E^8 + x])/(625*x^3 - 750*E^4*x^3 + 225*E^8*x^3 + 25*x^4),x]","\frac{\log ^2(3)}{x^2}+\frac{1}{25} \log ^2\left(x+\left(5-3 e^4\right)^2\right)+\frac{2 \left(550-660 e^4+198 e^8+\log (3)\right) \log \left(x+\left(5-3 e^4\right)^2\right)}{5 \left(5-3 e^4\right)^2}-\frac{2 \log (3) \log \left(x+\left(5-3 e^4\right)^2\right)}{5 x}-\frac{2 \log (3) \log \left(x+\left(5-3 e^4\right)^2\right)}{5 \left(5-3 e^4\right)^2}-\frac{44 \log (3)}{x}","\left(-\frac{1}{5} \log \left(x+\left(5-3 e^4\right)^2\right)+\frac{\log (3)}{x}-22\right)^2",1,"(-44*Log[3])/x + Log[3]^2/x^2 - (2*Log[3]*Log[(5 - 3*E^4)^2 + x])/(5*(5 - 3*E^4)^2) - (2*Log[3]*Log[(5 - 3*E^4)^2 + x])/(5*x) + (2*(550 - 660*E^4 + 198*E^8 + Log[3])*Log[(5 - 3*E^4)^2 + x])/(5*(5 - 3*E^4)^2) + Log[(5 - 3*E^4)^2 + x]^2/25","B",17,13,125,0.1040,1,"{6, 1593, 6688, 12, 6742, 1612, 2418, 2390, 2301, 2395, 36, 29, 31}"
3581,1,23,0,0.333345,"\int \frac{-45-9 x-x^2+e^x \left(32+12 x+x^2\right)}{324+153 x+22 x^2+x^3} \, dx","Int[(-45 - 9*x - x^2 + E^x*(32 + 12*x + x^2))/(324 + 153*x + 22*x^2 + x^3),x]","\frac{e^x}{x+9}-\frac{9}{x+9}-\log (x+4)","\frac{x+e^x}{x+9}-\log (x+4)",1,"-9/(9 + x) + E^x/(9 + x) - Log[4 + x]","A",10,6,38,0.1579,1,"{6688, 6742, 44, 77, 88, 2197}"
3582,1,13,0,0.1039083,"\int \frac{2 \log (3)-e^x \log (3)}{9+e^{2 x}+e^x (6-4 x)-12 x+4 x^2} \, dx","Int[(2*Log[3] - E^x*Log[3])/(9 + E^(2*x) + E^x*(6 - 4*x) - 12*x + 4*x^2),x]","\frac{\log (3)}{-2 x+e^x+3}","\frac{\log (3)}{-2 x+e^x+3}",1,"Log[3]/(3 + E^x - 2*x)","A",3,3,39,0.07692,1,"{6688, 12, 6686}"
3583,1,12,0,0.0041546,"\int \frac{25+x^3+2 x^4}{x^3} \, dx","Int[(25 + x^3 + 2*x^4)/x^3,x]","x^2-\frac{25}{2 x^2}+x","-\frac{25}{2 x^2}+(x+1)^2-x",1,"-25/(2*x^2) + x + x^2","A",2,1,14,0.07143,1,"{14}"
3584,1,22,0,0.1428531,"\int \frac{e^{\frac{1}{16} \left(-48-e^{-12+64 e^x}+16 \log (x)\right)} \left(-1+4 e^{-12+64 e^x+x} x\right)}{x} \, dx","Int[(E^((-48 - E^(-12 + 64*E^x) + 16*Log[x])/16)*(-1 + 4*E^(-12 + 64*E^x + x)*x))/x,x]","-e^{\frac{1}{16} \left(-e^{64 e^x-12}-48\right)} x","5-e^{-\frac{1}{16} e^{64 e^x-12}-3} x",1,"-(E^((-48 - E^(-12 + 64*E^x))/16)*x)","A",2,2,42,0.04762,1,"{2274, 2288}"
3585,1,32,0,0.0094056,"\int \frac{-64 e^4 x+\left(5+16 e^4 x\right) \log (3)}{20 \log (3)} \, dx","Int[(-64*E^4*x + (5 + 16*E^4*x)*Log[3])/(20*Log[3]),x]","\frac{\left(16 e^4 x+5\right)^2}{640 e^4}-\frac{8 e^4 x^2}{5 \log (3)}","\frac{x}{4}+\frac{2}{5} e^4 x \left(x-\frac{4 x}{\log (3)}\right)",1,"(5 + 16*E^4*x)^2/(640*E^4) - (8*E^4*x^2)/(5*Log[3])","A",2,1,26,0.03846,1,"{12}"
3586,1,11,0,0.0083623,"\int \frac{384+3 x^2}{-1152+384 x+x^3} \, dx","Int[(384 + 3*x^2)/(-1152 + 384*x + x^3),x]","\log \left(-x^3-384 x+1152\right)","\log \left(\frac{1}{2} \left(\frac{x^3}{192}-2\right)+x-2\right)",1,"Log[1152 - 384*x - x^3]","A",1,1,18,0.05556,1,"{1587}"
3587,0,0,0,8.4217582,"\int \frac{\exp \left(\frac{25+(10+10 x) \log (2 x)+\left(1+2 x+x^2\right) \log ^2(2 x)}{25+10 x \log (2 x)+x^2 \log ^2(2 x)}\right) \left(50+(10+10 x) \log (2 x)-10 x \log ^2(2 x)+\left(-2 x-2 x^2\right) \log ^3(2 x)\right)}{125 x+75 x^2 \log (2 x)+15 x^3 \log ^2(2 x)+x^4 \log ^3(2 x)} \, dx","Int[(E^((25 + (10 + 10*x)*Log[2*x] + (1 + 2*x + x^2)*Log[2*x]^2)/(25 + 10*x*Log[2*x] + x^2*Log[2*x]^2))*(50 + (10 + 10*x)*Log[2*x] - 10*x*Log[2*x]^2 + (-2*x - 2*x^2)*Log[2*x]^3))/(125*x + 75*x^2*Log[2*x] + 15*x^3*Log[2*x]^2 + x^4*Log[2*x]^3),x]","\int \frac{\exp \left(\frac{25+(10+10 x) \log (2 x)+\left(1+2 x+x^2\right) \log ^2(2 x)}{25+10 x \log (2 x)+x^2 \log ^2(2 x)}\right) \left(50+(10+10 x) \log (2 x)-10 x \log ^2(2 x)+\left(-2 x-2 x^2\right) \log ^3(2 x)\right)}{125 x+75 x^2 \log (2 x)+15 x^3 \log ^2(2 x)+x^4 \log ^3(2 x)} \, dx","e^{\left(\frac{1}{x+\frac{5}{\log (2 x)}}+1\right)^2}+1",1,"-2*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/x^3, x] - 2*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/x^2, x] + 250*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^3*(5 + x*Log[2*x])^3), x] - 50*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^2*(5 + x*Log[2*x])^3), x] - 150*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^3*(5 + x*Log[2*x])^2), x] - 40*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^2*(5 + x*Log[2*x])^2), x] + 10*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x*(5 + x*Log[2*x])^2), x] + 30*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^3*(5 + x*Log[2*x])), x] + 20*Defer[Int][E^((5 + Log[2*x] + x*Log[2*x])^2/(5 + x*Log[2*x])^2)/(x^2*(5 + x*Log[2*x])), x]","F",0,0,0,0,-1,"{}"
3588,1,17,0,0.0505797,"\int \frac{32+16 x+x^5+\left(-16 x^2-8 x^3\right) \log (3)}{2 x^5+x^6} \, dx","Int[(32 + 16*x + x^5 + (-16*x^2 - 8*x^3)*Log[3])/(2*x^5 + x^6),x]","-\frac{4}{x^4}+\frac{4 \log (3)}{x^2}+\log (x+2)","\log \left(\frac{x+2}{3}\right)-\left(\log (3)-\frac{2}{x^2}\right)^2",1,"-4/x^4 + (4*Log[3])/x^2 + Log[2 + x]","A",3,2,34,0.05882,1,"{1593, 1620}"
3589,1,43,0,0.9177618,"\int \frac{e^x \left(4 x^2+3 x^3\right)+e^x \left(-4 x^2-4 x^3-3 x^4\right) \log (x)+(-12-18 x) \log ^2(x)}{\left(48 x^2+72 x^3+27 x^4\right) \log ^2(x)} \, dx","Int[(E^x*(4*x^2 + 3*x^3) + E^x*(-4*x^2 - 4*x^3 - 3*x^4)*Log[x] + (-12 - 18*x)*Log[x]^2)/((48*x^2 + 72*x^3 + 27*x^4)*Log[x]^2),x]","\frac{1}{x (3 x+4)}-\frac{e^x \left(3 x^2 \log (x)+4 x \log (x)\right)}{3 (3 x+4)^2 \log ^2(x)}","\frac{2 x-\frac{2-x \left(\frac{3}{x}-\frac{e^x x}{3 \log (x)}\right)}{3 x+4}}{x}",1,"1/(x*(4 + 3*x)) - (E^x*(4*x*Log[x] + 3*x^2*Log[x]))/(3*(4 + 3*x)^2*Log[x]^2)","A",7,6,71,0.08451,1,"{1594, 27, 12, 6742, 74, 2288}"
3590,1,27,0,0.3972757,"\int \frac{-e^x \log (5)+e^{5+e^5 (2+x)} \log (5)-\log (5) \log (16)}{1+e^{2 x}+e^{2 e^5 (2+x)}-2 x \log (16)+x^2 \log ^2(16)+e^{e^5 (2+x)} \left(2-2 e^x-2 x \log (16)\right)+e^x (-2+2 x \log (16))} \, dx","Int[(-(E^x*Log[5]) + E^(5 + E^5*(2 + x))*Log[5] - Log[5]*Log[16])/(1 + E^(2*x) + E^(2*E^5*(2 + x)) - 2*x*Log[16] + x^2*Log[16]^2 + E^(E^5*(2 + x))*(2 - 2*E^x - 2*x*Log[16]) + E^x*(-2 + 2*x*Log[16])),x]","-\frac{\log (5)}{-e^x+e^{e^5 (x+2)}+x (-\log (16))+1}","\frac{\log (5)}{e^x-e^{e^5 (x+2)}+x \log (16)-1}",1,"-(Log[5]/(1 - E^x + E^(E^5*(2 + x)) - x*Log[16]))","A",3,3,94,0.03191,1,"{6688, 12, 6686}"
3591,0,0,0,0.1736789,"\int \frac{1-4 x+2 x^2}{-4 x^2+x^3+x \log (4 x)} \, dx","Int[(1 - 4*x + 2*x^2)/(-4*x^2 + x^3 + x*Log[4*x]),x]","\int \frac{1-4 x+2 x^2}{-4 x^2+x^3+x \log (4 x)} \, dx","\log \left(x \left(-x-\frac{\log (4 x)}{x}+4\right)\right)",1,"-4*Defer[Int][(-4*x + x^2 + Log[4*x])^(-1), x] + Defer[Int][1/(x*(-4*x + x^2 + Log[4*x])), x] + 2*Defer[Int][x/(-4*x + x^2 + Log[4*x]), x]","F",0,0,0,0,-1,"{}"
3592,1,3,0,0.0006317,"\int 2 x \, dx","Int[2*x,x]","x^2","x^2-\frac{11}{5}+\log (784)",1,"x^2","A",2,2,3,0.6667,1,"{12, 30}"
3593,1,51,0,0.1437946,"\int \frac{4+12 x+5 x^2+e^4 \left(-4+20 x-5 x^2\right)}{32+32 x-24 x^2-16 x^3+8 x^4+e^8 \left(32-32 x+8 x^2\right)+e^4 \left(64-48 x^2+16 x^3\right)} \, dx","Int[(4 + 12*x + 5*x^2 + E^4*(-4 + 20*x - 5*x^2))/(32 + 32*x - 24*x^2 - 16*x^3 + 8*x^4 + E^8*(32 - 32*x + 8*x^2) + E^4*(64 - 48*x^2 + 16*x^3)),x]","\frac{5 \left(1-e^4\right) x+2 \left(3+5 e^4\right)}{2 \left(\left(3+e^4\right)^2-4 \left(x+\frac{1}{32} \left(16 e^4-16\right)\right)^2\right)}","5 \left(\frac{\frac{4}{5}-x^2}{8 (x-2) \left(x+e^4+1\right)}+10\right)",1,"(2*(3 + 5*E^4) + 5*(1 - E^4)*x)/(2*((3 + E^4)^2 - 4*((-16 + 16*E^4)/32 + x)^2))","A",4,4,77,0.05195,1,"{1680, 12, 1814, 8}"
3594,1,23,0,0.0136917,"\int \frac{x-\frac{8 e^{5-e^3}}{x^2 \log (4)}}{4 x} \, dx","Int[(x - (8*E^(5 - E^3))/(x^2*Log[4]))/(4*x),x]","\frac{e^{5-e^3}}{x^2 \log (4)}+\frac{x}{4}","\frac{e^{5-e^3}}{x^2 \log (4)}+\frac{x-5}{4}",1,"x/4 + E^(5 - E^3)/(x^2*Log[4])","A",3,2,27,0.07407,1,"{12, 14}"
3595,1,174,0,0.3395891,"\int \frac{-64-648 x-1522 x^2-216 x^3+e^x \left(40 x^3-40 x^4-310 x^5-40 x^6+\left(-80 x^2-230 x^3+270 x^4+40 x^5\right) \log (4)\right)+e^{2 x} \left(50 x^6+50 x^7+\left(-50 x^5-100 x^6\right) \log (4)+50 x^5 \log ^2(4)\right)}{x^5} \, dx","Int[(-64 - 648*x - 1522*x^2 - 216*x^3 + E^x*(40*x^3 - 40*x^4 - 310*x^5 - 40*x^6 + (-80*x^2 - 230*x^3 + 270*x^4 + 40*x^5)*Log[4]) + E^(2*x)*(50*x^6 + 50*x^7 + (-50*x^5 - 100*x^6)*Log[4] + 50*x^5*Log[4]^2))/x^5,x]","-40 \log (4) \text{Ei}(x)+10 (4-23 \log (4)) \text{Ei}(x)-10 (4-27 \log (4)) \text{Ei}(x)+\frac{16}{x^4}+\frac{216}{x^3}+25 e^{2 x} x^2+\frac{761}{x^2}+\frac{40 e^x \log (4)}{x^2}-40 e^x x-25 e^{2 x} x+40 e^x+\frac{25 e^{2 x}}{2}+\frac{216}{x}+25 e^{2 x} x (1-2 \log (4))-10 e^x (31-\log (256))-\frac{25}{2} e^{2 x} (1-\log (16))-25 e^{2 x} (1-\log (4)) \log (4)+\frac{40 e^x \log (4)}{x}-\frac{10 e^x (4-23 \log (4))}{x}","\frac{\left(x-\frac{4}{x}-5 \left(x+e^x x (\log (4)-x)+5\right)-2\right)^2}{x^2}",1,"40*E^x + (25*E^(2*x))/2 + 16/x^4 + 216/x^3 + 761/x^2 + 216/x - 40*E^x*x - 25*E^(2*x)*x + 25*E^(2*x)*x^2 - 10*ExpIntegralEi[x]*(4 - 27*Log[4]) - (10*E^x*(4 - 23*Log[4]))/x + 10*ExpIntegralEi[x]*(4 - 23*Log[4]) + 25*E^(2*x)*x*(1 - 2*Log[4]) + (40*E^x*Log[4])/x^2 + (40*E^x*Log[4])/x - 40*ExpIntegralEi[x]*Log[4] - 25*E^(2*x)*(1 - Log[4])*Log[4] - (25*E^(2*x)*(1 - Log[16]))/2 - 10*E^x*(31 - Log[256])","C",23,7,108,0.06481,1,"{14, 2199, 2176, 2194, 2177, 2178, 2196}"
3596,0,0,0,6.3105088,"\int \frac{\left(12 x+18 x^2+e^x \left(12+12 x+6 x^2\right)+\left(6 x+6 e^x x\right) \log (x)\right) \log \left(25 e^x x^2+25 x^3+\left(50 e^x x+50 x^2\right) \log (x)+\left(25 e^x+25 x\right) \log ^2(x)\right)+\left(3 e^x x+3 x^2+\left(3 e^x+3 x\right) \log (x)\right) \log ^2\left(25 e^x x^2+25 x^3+\left(50 e^x x+50 x^2\right) \log (x)+\left(25 e^x+25 x\right) \log ^2(x)\right)}{2 e^x x+2 x^2+\left(2 e^x+2 x\right) \log (x)} \, dx","Int[((12*x + 18*x^2 + E^x*(12 + 12*x + 6*x^2) + (6*x + 6*E^x*x)*Log[x])*Log[25*E^x*x^2 + 25*x^3 + (50*E^x*x + 50*x^2)*Log[x] + (25*E^x + 25*x)*Log[x]^2] + (3*E^x*x + 3*x^2 + (3*E^x + 3*x)*Log[x])*Log[25*E^x*x^2 + 25*x^3 + (50*E^x*x + 50*x^2)*Log[x] + (25*E^x + 25*x)*Log[x]^2]^2)/(2*E^x*x + 2*x^2 + (2*E^x + 2*x)*Log[x]),x]","\int \frac{\left(12 x+18 x^2+e^x \left(12+12 x+6 x^2\right)+\left(6 x+6 e^x x\right) \log (x)\right) \log \left(25 e^x x^2+25 x^3+\left(50 e^x x+50 x^2\right) \log (x)+\left(25 e^x+25 x\right) \log ^2(x)\right)+\left(3 e^x x+3 x^2+\left(3 e^x+3 x\right) \log (x)\right) \log ^2\left(25 e^x x^2+25 x^3+\left(50 e^x x+50 x^2\right) \log (x)+\left(25 e^x+25 x\right) \log ^2(x)\right)}{2 e^x x+2 x^2+\left(2 e^x+2 x\right) \log (x)} \, dx","\frac{3}{2} x \log ^2\left(25 \left(x+e^x\right) (x+\log (x))^2\right)",1,"3*Log[25*(E^x + x)*(x + Log[x])^2]*Defer[Int][x/(E^x + x), x] - 3*Log[25*(E^x + x)*(x + Log[x])^2]*Defer[Int][x^2/(E^x + x), x] + 6*Defer[Int][Log[25*(E^x + x)*(x + Log[x])^2]/(x + Log[x]), x] + 6*Defer[Int][(x*Log[25*(E^x + x)*(x + Log[x])^2])/(x + Log[x]), x] + 3*Defer[Int][(x^2*Log[25*(E^x + x)*(x + Log[x])^2])/(x + Log[x]), x] + 3*Defer[Int][(x*Log[x]*Log[25*(E^x + x)*(x + Log[x])^2])/(x + Log[x]), x] + (3*Defer[Int][Log[25*(E^x + x)*(x + Log[x])^2]^2, x])/2 - 3*Defer[Int][Defer[Int][x/(E^x + x), x]/(E^x + x), x] + 3*Defer[Int][(x*Defer[Int][x/(E^x + x), x])/(E^x + x), x] - 6*Defer[Int][Defer[Int][x/(E^x + x), x]/(x + Log[x]), x] - 6*Defer[Int][Defer[Int][x/(E^x + x), x]/(x*(x + Log[x])), x] - 3*Defer[Int][(x*Defer[Int][x/(E^x + x), x])/(x + Log[x]), x] - 3*Defer[Int][(Log[x]*Defer[Int][x/(E^x + x), x])/(x + Log[x]), x] + 3*Defer[Int][Defer[Int][x^2/(E^x + x), x]/(E^x + x), x] - 3*Defer[Int][(x*Defer[Int][x^2/(E^x + x), x])/(E^x + x), x] + 6*Defer[Int][Defer[Int][x^2/(E^x + x), x]/(x + Log[x]), x] + 6*Defer[Int][Defer[Int][x^2/(E^x + x), x]/(x*(x + Log[x])), x] + 3*Defer[Int][(x*Defer[Int][x^2/(E^x + x), x])/(x + Log[x]), x] + 3*Defer[Int][(Log[x]*Defer[Int][x^2/(E^x + x), x])/(x + Log[x]), x]","F",0,0,0,0,-1,"{}"
3597,1,34,0,0.0856181,"\int \frac{-115 x^2+18 x^4-8 x^5-3 x^6+e^4 \left(-90-60 x-10 x^2\right)}{90 x^2+60 x^3+10 x^4} \, dx","Int[(-115*x^2 + 18*x^4 - 8*x^5 - 3*x^6 + E^4*(-90 - 60*x - 10*x^2))/(90*x^2 + 60*x^3 + 10*x^4),x]","-\frac{x^3}{10}+\frac{x^2}{2}-\frac{3 x}{2}-\frac{2}{x+3}+\frac{e^4}{x}","\frac{1}{2} x \left(-\frac{x^2}{5}+x-3\right)+\frac{-\frac{2 x}{x+3}+x+e^4}{x}",1,"E^4/x - (3*x)/2 + x^2/2 - x^3/10 - 2/(3 + x)","A",5,4,54,0.07407,1,"{1594, 27, 12, 1620}"
3598,0,0,0,3.4445866,"\int \frac{\left(-e^x+x\right) \log \left(e^x-x\right)+\left(2 e^x-2 x\right) \log ^2\left(e^x-x\right)+\left(-2+2 e^x\right) \log \left(\frac{8-16 \log \left(e^x-x\right)}{\log \left(e^x-x\right)}\right)}{\left(-e^x+x\right) \log \left(e^x-x\right)+\left(2 e^x-2 x\right) \log ^2\left(e^x-x\right)} \, dx","Int[((-E^x + x)*Log[E^x - x] + (2*E^x - 2*x)*Log[E^x - x]^2 + (-2 + 2*E^x)*Log[(8 - 16*Log[E^x - x])/Log[E^x - x]])/((-E^x + x)*Log[E^x - x] + (2*E^x - 2*x)*Log[E^x - x]^2),x]","\int \frac{\left(-e^x+x\right) \log \left(e^x-x\right)+\left(2 e^x-2 x\right) \log ^2\left(e^x-x\right)+\left(-2+2 e^x\right) \log \left(\frac{8-16 \log \left(e^x-x\right)}{\log \left(e^x-x\right)}\right)}{\left(-e^x+x\right) \log \left(e^x-x\right)+\left(2 e^x-2 x\right) \log ^2\left(e^x-x\right)} \, dx","x+\log ^2\left(4 \left(\frac{2}{\log \left(e^x-x\right)}-4\right)\right)",1,"x + 2*Defer[Int][Log[8*(-2 + Log[E^x - x]^(-1))]/(Log[E^x - x]*(-1 + 2*Log[E^x - x])), x] - 2*Defer[Int][Log[8*(-2 + Log[E^x - x]^(-1))]/((E^x - x)*Log[E^x - x]*(-1 + 2*Log[E^x - x])), x] + 2*Defer[Int][(x*Log[8*(-2 + Log[E^x - x]^(-1))])/((E^x - x)*Log[E^x - x]*(-1 + 2*Log[E^x - x])), x]","F",0,0,0,0,-1,"{}"
3599,1,28,0,1.2041814,"\int \frac{e^{-\frac{3-x}{e^2-x}} \left(6-2 e^2+e^{\frac{3-x}{e^2-x}} \left(2 e^4-4 e^2 x+2 x^2\right)\right)}{e^4-2 e^2 x+x^2} \, dx","Int[(6 - 2*E^2 + E^((3 - x)/(E^2 - x))*(2*E^4 - 4*E^2*x + 2*x^2))/(E^((3 - x)/(E^2 - x))*(E^4 - 2*E^2*x + x^2)),x]","2 x-2 e^{-\frac{3-e^2}{e^2-x}-1}","\log \left(e^{2 x-2 e^{-\frac{3-x}{e^2-x}}}\right)",1,"-2*E^(-1 - (3 - E^2)/(E^2 - x)) + 2*x","A",8,7,76,0.09211,1,"{27, 6741, 6688, 12, 6742, 2230, 2209}"
3600,1,47,0,0.0423655,"\int \left(16-2 x+e^{x+2 x^2+x^3} \left(5+5 x+20 x^2+15 x^3\right)\right) \, dx","Int[16 - 2*x + E^(x + 2*x^2 + x^3)*(5 + 5*x + 20*x^2 + 15*x^3),x]","-x^2+\frac{5 e^{x^3+2 x^2+x} \left(3 x^3+4 x^2+x\right)}{3 x^2+4 x+1}+16 x","5 \left(e^{\frac{\left(x^2+x\right)^2}{x}}+\frac{6-x}{5}+2\right) x",1,"16*x - x^2 + (5*E^(x + 2*x^2 + x^3)*(x + 4*x^2 + 3*x^3))/(1 + 4*x + 3*x^2)","A",2,1,33,0.03030,1,"{2288}"
3601,1,47,0,3.0977494,"\int \frac{-180 x^2+60 x^3+e^{\frac{1}{4} (3+4 x)} \left(-36 x^2+24 x^3-3 x^4\right)+e^x \left(36 x^2-24 x^3+3 x^4\right)}{25-10 e^x+e^{2 x}+e^{\frac{1}{2} (3+4 x)}+e^{\frac{1}{4} (3+4 x)} \left(10-2 e^x\right)} \, dx","Int[(-180*x^2 + 60*x^3 + E^((3 + 4*x)/4)*(-36*x^2 + 24*x^3 - 3*x^4) + E^x*(36*x^2 - 24*x^3 + 3*x^4))/(25 - 10*E^x + E^(2*x) + E^((3 + 4*x)/2) + E^((3 + 4*x)/4)*(10 - 2*E^x)),x]","\frac{3 x^4}{5-\left(1-e^{3/4}\right) e^x}-\frac{12 x^3}{5-\left(1-e^{3/4}\right) e^x}","\frac{3 (x-4) x^3}{-e^x+e^{x+\frac{3}{4}}+5}",1,"(-12*x^3)/(5 - (1 - E^(3/4))*E^x) + (3*x^4)/(5 - (1 - E^(3/4))*E^x)","A",54,11,104,0.1058,1,"{6688, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191}"
3602,1,25,0,0.3830844,"\int \frac{1530+1002 x-2902 x^2+1394 x^3-186 x^4+2 x^5+\left(-1530 x+1038 x^2-182 x^3+2 x^4\right) \log (x)+\left(18+12 x-34 x^2+16 x^3-2 x^4+\left(-18 x+12 x^2-2 x^3\right) \log (x)\right) \log \left(\frac{-4 x+x^2+(-3+x) \log (x)}{-3+x}\right)}{12 x^2-7 x^3+x^4+\left(9 x-6 x^2+x^3\right) \log (x)} \, dx","Int[(1530 + 1002*x - 2902*x^2 + 1394*x^3 - 186*x^4 + 2*x^5 + (-1530*x + 1038*x^2 - 182*x^3 + 2*x^4)*Log[x] + (18 + 12*x - 34*x^2 + 16*x^3 - 2*x^4 + (-18*x + 12*x^2 - 2*x^3)*Log[x])*Log[(-4*x + x^2 + (-3 + x)*Log[x])/(-3 + x)])/(12*x^2 - 7*x^3 + x^4 + (9*x - 6*x^2 + x^3)*Log[x]),x]","\left(-x+\log \left(\frac{(4-x) x}{3-x}+\log (x)\right)+85\right)^2","\left(-x+\log \left(\frac{x}{3-x}+x+\log (x)\right)+85\right)^2+e",1,"(85 - x + Log[((4 - x)*x)/(3 - x) + Log[x]])^2","A",3,3,137,0.02190,1,"{6688, 12, 6686}"
3603,1,16,0,0.0076634,"\int \frac{-54 x^2+27 x^4-3 \log (5)}{x^2} \, dx","Int[(-54*x^2 + 27*x^4 - 3*Log[5])/x^2,x]","9 x^3-54 x+\frac{3 \log (5)}{x}","3 \left(3 \left(x^2+2\right) x-24 x+\frac{\log (5)}{x}\right)",1,"-54*x + 9*x^3 + (3*Log[5])/x","A",2,1,19,0.05263,1,"{14}"
3604,1,62,0,0.0804556,"\int \left(-3 e^{3 x}+e^{2 x} \left(-2+4 e^4-4 x\right)+e^x \left(-e^8-2 x-x^2+e^4 (2+2 x)\right)\right) \, dx","Int[-3*E^(3*x) + E^(2*x)*(-2 + 4*E^4 - 4*x) + E^x*(-E^8 - 2*x - x^2 + E^4*(2 + 2*x)),x]","-e^x x^2+e^{2 x}-e^{3 x}-2 e^{x+4}-e^{x+8}+2 e^{x+4} (x+1)-e^{2 x} \left(2 x-2 e^4+1\right)","-e^x \left(-x-e^x+e^4\right)^2",1,"E^(2*x) - E^(3*x) - 2*E^(4 + x) - E^(8 + x) - E^x*x^2 + 2*E^(4 + x)*(1 + x) - E^(2*x)*(1 - 2*E^4 + 2*x)","B",14,3,51,0.05882,1,"{2194, 2176, 2196}"
3605,0,0,0,0.2505579,"\int \frac{\log \left(\frac{e^3}{x}\right) (-1+\log (x))+\log (x)}{\log ^2\left(\frac{e^3}{x}\right) \log ^2(x)} \, dx","Int[(Log[E^3/x]*(-1 + Log[x]) + Log[x])/(Log[E^3/x]^2*Log[x]^2),x]","\int \frac{\log \left(\frac{e^3}{x}\right) (-1+\log (x))+\log (x)}{\log ^2\left(\frac{e^3}{x}\right) \log ^2(x)} \, dx","\frac{x}{\log \left(\frac{e^3}{x}\right) \log (x)}",1,"-Defer[Int][1/((3 + Log[x^(-1)])*Log[x]^2), x] + 4*Defer[Int][1/((3 + Log[x^(-1)])^2*Log[x]), x] + Defer[Int][Log[x^(-1)]/((3 + Log[x^(-1)])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
3606,1,23,0,0.0325628,"\int \frac{1+5 x-3 e^{e^x+x} x+4 x^2+2 x \log (x)}{x} \, dx","Int[(1 + 5*x - 3*E^(E^x + x)*x + 4*x^2 + 2*x*Log[x])/x,x]","2 x^2+3 x-3 e^{e^x}+2 x \log (x)+\log (x)","x-3 e^{e^x}-\log (x)+(2 x+2) (x+\log (x))-4",1,"-3*E^E^x + 3*x + 2*x^2 + Log[x] + 2*x*Log[x]","A",9,4,29,0.1379,1,"{14, 2282, 2194, 2295}"
3607,1,44,0,0.0615414,"\int \frac{e^3 \left(8 x^2-8 e x^2\right)+\left(e^3 (-4 x+4 e x)+(-2+2 e) \log (2)\right) \log (5)}{16 e^3 x^2-8 e^3 x \log (5)+e^3 \log ^2(5)} \, dx","Int[(E^3*(8*x^2 - 8*E*x^2) + (E^3*(-4*x + 4*E*x) + (-2 + 2*E)*Log[2])*Log[5])/(16*E^3*x^2 - 8*E^3*x*Log[5] + E^3*Log[5]^2),x]","\frac{1}{2} (1-e) x+\frac{(1-e) \log (5) \left(e^3 \log (5)+\log (16)\right)}{8 e^3 (4 x-\log (5))}","\frac{(1-e) \left(x+\frac{\log (2)}{e^3}\right)}{2-\frac{\log (5)}{2 x}}",1,"((1 - E)*x)/2 + ((1 - E)*Log[5]*(E^3*Log[5] + Log[16]))/(8*E^3*(4*x - Log[5]))","A",4,3,69,0.04348,1,"{27, 12, 1850}"
3608,0,0,0,9.1410345,"\int \frac{e^{\frac{-1+\log \left(\frac{4}{x}\right)}{-5+2 e^x+x}} \left(-5+e^x (2-2 x)+\left(x+2 e^x x\right) \log \left(\frac{4}{x}\right)\right)}{25 x+4 e^{2 x} x-10 x^2+x^3+e^x \left(-20 x+4 x^2\right)} \, dx","Int[(E^((-1 + Log[4/x])/(-5 + 2*E^x + x))*(-5 + E^x*(2 - 2*x) + (x + 2*E^x*x)*Log[4/x]))/(25*x + 4*E^(2*x)*x - 10*x^2 + x^3 + E^x*(-20*x + 4*x^2)),x]","\int \frac{e^{\frac{-1+\log \left(\frac{4}{x}\right)}{-5+2 e^x+x}} \left(-5+e^x (2-2 x)+\left(x+2 e^x x\right) \log \left(\frac{4}{x}\right)\right)}{25 x+4 e^{2 x} x-10 x^2+x^3+e^x \left(-20 x+4 x^2\right)} \, dx","5-e^{\frac{\log \left(\frac{4}{x}\right)-1}{x+2 e^x-5}}",1,"-6*Defer[Int][E^((-1 + Log[4/x])/(-5 + 2*E^x + x))/(-5 + 2*E^x + x)^2, x] + Defer[Int][(E^((-1 + Log[4/x])/(-5 + 2*E^x + x))*x)/(-5 + 2*E^x + x)^2, x] - Defer[Int][E^((-1 + Log[4/x])/(-5 + 2*E^x + x))/(-5 + 2*E^x + x), x] + Defer[Int][E^((-1 + Log[4/x])/(-5 + 2*E^x + x))/(x*(-5 + 2*E^x + x)), x] + 6*Defer[Int][(E^((-1 + Log[4/x])/(-5 + 2*E^x + x))*Log[4/x])/(-5 + 2*E^x + x)^2, x] - Defer[Int][(E^((-1 + Log[4/x])/(-5 + 2*E^x + x))*x*Log[4/x])/(-5 + 2*E^x + x)^2, x] + Defer[Int][(E^((-1 + Log[4/x])/(-5 + 2*E^x + x))*Log[4/x])/(-5 + 2*E^x + x), x]","F",0,0,0,0,-1,"{}"
3609,1,60,0,1.1923843,"\int \frac{e^x \left(80 x^2+85 x^3+30 x^4+e^4 \left(75+75 x+25 x^2\right)+e^2 \left(15-165 x-165 x^2-55 x^3\right)\right)}{9 x^2+6 x^3+x^4+e^4 \left(9+6 x+x^2\right)+e^2 \left(-18 x-12 x^2-2 x^3\right)} \, dx","Int[(E^x*(80*x^2 + 85*x^3 + 30*x^4 + E^4*(75 + 75*x + 25*x^2) + E^2*(15 - 165*x - 165*x^2 - 55*x^3)))/(9*x^2 + 6*x^3 + x^4 + E^4*(9 + 6*x + x^2) + E^2*(-18*x - 12*x^2 - 2*x^3)),x]","30 e^x-\frac{15 \left(19+5 e^2\right) e^x}{\left(3+e^2\right) (x+3)}+\frac{5 \left(1-e^2\right) e^{x+2}}{\left(3+e^2\right) \left(e^2-x\right)}","\frac{5 e^x \left(5-\frac{x-1}{e^2-x}\right) x}{x+3}",1,"30*E^x + (5*E^(2 + x)*(1 - E^2))/((3 + E^2)*(E^2 - x)) - (15*E^x*(19 + 5*E^2))/((3 + E^2)*(3 + x))","B",12,7,99,0.07071,1,"{6741, 6688, 12, 6742, 2194, 2177, 2178}"
3610,0,0,0,6.7167662,"\int \frac{1000+1000 x+e^{x^2} \left(80 x-20 x^2-200 x^3-200 x^4\right)+e^{2 x^2} \left(-2 x^2-20 x^4\right)+\left(-600-1600 x-1000 x^2+4 e^{2 x^2} x^4+e^{x^2} \left(-36 x-96 x^2+80 x^3+80 x^4\right)\right) \log (x)+\left(120+1220 x+600 x^2+e^{x^2} \left(4 x+30 x^2-8 x^3-108 x^4\right)\right) \log ^2(x)+\left(-8-428 x-620 x^2+e^{x^2} \left(-2 x^2+40 x^4\right)\right) \log ^3(x)+\left(68 x+308 x^2-4 e^{x^2} x^4\right) \log ^4(x)+\left(-4 x-60 x^2\right) \log ^5(x)+4 x^2 \log ^6(x)}{-125 x^3+75 x^3 \log (x)-15 x^3 \log ^2(x)+x^3 \log ^3(x)} \, dx","Int[(1000 + 1000*x + E^x^2*(80*x - 20*x^2 - 200*x^3 - 200*x^4) + E^(2*x^2)*(-2*x^2 - 20*x^4) + (-600 - 1600*x - 1000*x^2 + 4*E^(2*x^2)*x^4 + E^x^2*(-36*x - 96*x^2 + 80*x^3 + 80*x^4))*Log[x] + (120 + 1220*x + 600*x^2 + E^x^2*(4*x + 30*x^2 - 8*x^3 - 108*x^4))*Log[x]^2 + (-8 - 428*x - 620*x^2 + E^x^2*(-2*x^2 + 40*x^4))*Log[x]^3 + (68*x + 308*x^2 - 4*E^x^2*x^4)*Log[x]^4 + (-4*x - 60*x^2)*Log[x]^5 + 4*x^2*Log[x]^6)/(-125*x^3 + 75*x^3*Log[x] - 15*x^3*Log[x]^2 + x^3*Log[x]^3),x]","\int \frac{1000+1000 x+e^{x^2} \left(80 x-20 x^2-200 x^3-200 x^4\right)+e^{2 x^2} \left(-2 x^2-20 x^4\right)+\left(-600-1600 x-1000 x^2+4 e^{2 x^2} x^4+e^{x^2} \left(-36 x-96 x^2+80 x^3+80 x^4\right)\right) \log (x)+\left(120+1220 x+600 x^2+e^{x^2} \left(4 x+30 x^2-8 x^3-108 x^4\right)\right) \log ^2(x)+\left(-8-428 x-620 x^2+e^{x^2} \left(-2 x^2+40 x^4\right)\right) \log ^3(x)+\left(68 x+308 x^2-4 e^{x^2} x^4\right) \log ^4(x)+\left(-4 x-60 x^2\right) \log ^5(x)+4 x^2 \log ^6(x)}{-125 x^3+75 x^3 \log (x)-15 x^3 \log ^2(x)+x^3 \log ^3(x)} \, dx","\left(\frac{e^{x^2}}{5-\log (x)}+\frac{x+2}{x}+\log ^2(x)+1\right)^2",1,"1200/x^2 + 1468/x + (3350*ExpIntegralEi[5 - Log[x]])/E^5 + (2600*ExpIntegralEi[2*(5 - Log[x])])/E^10 + (600*ExpIntegralEi[2*(5 - Log[x])]*(11 - 2*Log[x]))/E^10 - 2500/(5 - Log[x])^2 - 500/(x^2*(5 - Log[x])^2) + 5750/(x*(5 - Log[x])^2) + 1000/(5 - Log[x]) - 1000/(x^2*(5 - Log[x])) - 7550/(x*(5 - Log[x])) - (300*(11 - 2*Log[x]))/(x^2*(5 - Log[x])) - (800*ExpIntegralEi[5 - Log[x]]*(5 - Log[x]))/E^5 - (2400*ExpIntegralEi[2*(5 - Log[x])]*(5 - Log[x]))/E^10 + (8*Log[x])/x - (800*ExpIntegralEi[5 - Log[x]]*Log[x])/E^5 - (1200*ExpIntegralEi[2*(5 - Log[x])]*Log[x])/E^10 + 60*(x^(-1) - 15*Log[x])*Log[x] + (300*Log[x])/(x^2*(5 - Log[x])^2) + (800*Log[x])/(x*(5 - Log[x])^2) + (600*Log[x])/(x^2*(5 - Log[x])) + (800*Log[x])/(x*(5 - Log[x])) + 904*Log[x]^2 + (4*Log[x]^2)/x + (100*Log[x]^2)/(5 - Log[x])^2 + Log[x]^4 + (E^(2*x^2)*(5*x^2 - x^2*Log[x]))/(x^2*(5 - Log[x])^3) + (2*E^x^2*(10*x^2 + 10*x^3 - 2*x^2*Log[x] - 2*x^3*Log[x] + 5*x^3*Log[x]^2 - x^3*Log[x]^3))/(x^3*(5 - Log[x])^2) + 120*Defer[Int][Log[x]^2/(x^3*(-5 + Log[x])^3), x] + 1220*Defer[Int][Log[x]^2/(x^2*(-5 + Log[x])^3), x] - 8*Defer[Int][Log[x]^3/(x^3*(-5 + Log[x])^3), x] - 428*Defer[Int][Log[x]^3/(x^2*(-5 + Log[x])^3), x] + 68*Defer[Int][Log[x]^4/(x^2*(-5 + Log[x])^3), x]","F",0,0,0,0,-1,"{}"
3611,1,16,0,0.1492906,"\int e^{-4-x} \left(-e^{4+x}-30 x^2+10 x^3\right) \, dx","Int[E^(-4 - x)*(-E^(4 + x) - 30*x^2 + 10*x^3),x]","-10 e^{-x-4} x^3-x","-2 \left(5 e^{-x-4} x^3+5\right)-x+83",1,"-x - 10*E^(-4 - x)*x^3","A",11,4,26,0.1538,1,"{6688, 2196, 2176, 2194}"
3612,1,23,0,0.0317357,"\int \frac{75+27 e^4+18 x+27 x^2+e^2 (18+54 x)}{25+9 e^4+18 e^2 x+9 x^2} \, dx","Int[(75 + 27*E^4 + 18*x + 27*x^2 + E^2*(18 + 54*x))/(25 + 9*E^4 + 18*E^2*x + 9*x^2),x]","\log \left(9 x^2+18 e^2 x+9 e^4+25\right)+3 x","3 (x+4)+\log \left(9 \left(x+e^2\right)^2+25\right)",1,"3*x + Log[25 + 9*E^4 + 18*E^2*x + 9*x^2]","A",3,2,45,0.04444,1,"{1657, 628}"
3613,1,13,0,0.0014935,"\int \frac{1}{125} \left(-2 e^5+250 x\right) \, dx","Int[(-2*E^5 + 250*x)/125,x]","\frac{\left(e^5-125 x\right)^2}{15625}","\left(\frac{e^5}{125}-x\right)^2-3 e^3",1,"(E^5 - 125*x)^2/15625","A",1,1,13,0.07692,1,"{9}"
3614,1,51,0,0.7906222,"\int \frac{3+16 x-16 x^2+196 x^3-192 x^4+480 x^5-432 x^6+108 x^7+e^{2 x} \left(288 x^3-144 x^4-72 x^5+36 x^6\right)+e^x \left(144 x^2-96 x^3+708 x^4-564 x^5+36 x^6+36 x^7\right)}{8-8 x+2 x^2} \, dx","Int[(3 + 16*x - 16*x^2 + 196*x^3 - 192*x^4 + 480*x^5 - 432*x^6 + 108*x^7 + E^(2*x)*(288*x^3 - 144*x^4 - 72*x^5 + 36*x^6) + E^x*(144*x^2 - 96*x^3 + 708*x^4 - 564*x^5 + 36*x^6 + 36*x^7))/(8 - 8*x + 2*x^2),x]","9 x^6+18 e^x x^5+9 e^{2 x} x^4+6 x^4+6 e^x x^3+x^2+\frac{3}{2 (2-x)}","\left(3 \left(x+e^x\right) x^2+x\right)^2-\frac{5-x}{2 x-4}",1,"3/(2*(2 - x)) + x^2 + 6*E^x*x^3 + 6*x^4 + 9*E^(2*x)*x^4 + 18*E^x*x^5 + 9*x^6","A",49,7,110,0.06364,1,"{27, 12, 6742, 43, 2196, 2176, 2194}"
3615,1,38,0,0.8080224,"\int \frac{e^{-x} \left(-x+e^x \left(3 x^3-3 x^2 \log (3)\right)+\left(-x+x^2+(1-x) \log (3)\right) \log (x-\log (3))\right)}{-x+\log (3)} \, dx","Int[(-x + E^x*(3*x^3 - 3*x^2*Log[3]) + (-x + x^2 + (1 - x)*Log[3])*Log[x - Log[3]])/(E^x*(-x + Log[3])),x]","-x^3+e^{-x} \log (x-\log (3))-e^{-x} (1-x) \log (x-\log (3))","x \left(e^{-x} \log (x-\log (3))-x^2\right)",1,"-x^3 + Log[x - Log[3]]/E^x - ((1 - x)*Log[x - Log[3]])/E^x","A",14,7,58,0.1207,1,"{6742, 6688, 2199, 2194, 2178, 2176, 2554}"
3616,1,26,0,0.0514005,"\int \frac{-4624+680 x+876 x^2+96 x^3}{-1156 x-119 x^2+83 x^3+12 x^4} \, dx","Int[(-4624 + 680*x + 876*x^2 + 96*x^3)/(-1156*x - 119*x^2 + 83*x^3 + 12*x^4),x]","4 \log \left(-4 x^2-5 x+68\right)+4 \log (x)-4 \log (3 x+17)","4 \left(\log \left(\frac{x^2}{x+2 (x+8)+1}+x-4\right)+\log (x)\right)",1,"4*Log[x] - 4*Log[17 + 3*x] + 4*Log[68 - 5*x - 4*x^2]","A",3,2,37,0.05405,1,"{2074, 628}"
3617,1,22,0,0.3355479,"\int \frac{75-100 x^3+e^{e^x+x} \left(45 x^2-30 x^5+5 x^8\right)}{9 x^2-6 x^5+x^8} \, dx","Int[(75 - 100*x^3 + E^(E^x + x)*(45*x^2 - 30*x^5 + 5*x^8))/(9*x^2 - 6*x^5 + x^8),x]","5 e^{e^x}-\frac{25}{x \left(3-x^3\right)}","5 \left(\frac{5}{x \left(x^3-3\right)}+e^{e^x}\right)+8",1,"5*E^E^x - 25/(x*(3 - x^3))","A",7,6,48,0.1250,1,"{1594, 28, 6742, 2282, 2194, 449}"
3618,1,36,0,0.2564553,"\int \frac{145 x+50 x^2+5 x^3+e^{-x} x \left(-25+15 x+9 x^2+x^3\right)}{100 x+40 x^2+4 x^3} \, dx","Int[(145*x + 50*x^2 + 5*x^3 + (x*(-25 + 15*x + 9*x^2 + x^3))/E^x)/(100*x + 40*x^2 + 4*x^3),x]","\frac{1}{4} e^{-x} (1-x)-\frac{e^{-x}}{4}+\frac{5 x}{4}-\frac{5}{x+5}","\frac{x}{x+5}+x+\frac{1}{4} \left(-e^{-x} x+x-2\right)-10",1,"-1/4*1/E^x + (1 - x)/(4*E^x) + (5*x)/4 - 5/(5 + x)","A",9,7,51,0.1373,1,"{1594, 27, 12, 6688, 2176, 2194, 683}"
3619,0,0,0,4.0902495,"\int \frac{5-x+\left(5-51 x+20 x^2-2 x^3\right) \log (x) \log (\log (x))+5 \log (x) \log (\log (x)) \log \left(\frac{1}{5} x \log (\log (x))\right)}{\left(50 x^4-20 x^5+2 x^6\right) \log (x) \log (\log (x))+\left(-20 x^3+4 x^4\right) \log (x) \log (\log (x)) \log \left(\frac{1}{5} x \log (\log (x))\right)+2 x^2 \log (x) \log (\log (x)) \log ^2\left(\frac{1}{5} x \log (\log (x))\right)} \, dx","Int[(5 - x + (5 - 51*x + 20*x^2 - 2*x^3)*Log[x]*Log[Log[x]] + 5*Log[x]*Log[Log[x]]*Log[(x*Log[Log[x]])/5])/((50*x^4 - 20*x^5 + 2*x^6)*Log[x]*Log[Log[x]] + (-20*x^3 + 4*x^4)*Log[x]*Log[Log[x]]*Log[(x*Log[Log[x]])/5] + 2*x^2*Log[x]*Log[Log[x]]*Log[(x*Log[Log[x]])/5]^2),x]","\int \frac{5-x+\left(5-51 x+20 x^2-2 x^3\right) \log (x) \log (\log (x))+5 \log (x) \log (\log (x)) \log \left(\frac{1}{5} x \log (\log (x))\right)}{\left(50 x^4-20 x^5+2 x^6\right) \log (x) \log (\log (x))+\left(-20 x^3+4 x^4\right) \log (x) \log (\log (x)) \log \left(\frac{1}{5} x \log (\log (x))\right)+2 x^2 \log (x) \log (\log (x)) \log ^2\left(\frac{1}{5} x \log (\log (x))\right)} \, dx","\frac{5-x}{2 x \left(-x^2+5 x-\log \left(\frac{1}{5} x \log (\log (x))\right)\right)}",1,"-1/2*1/(5*x - x^2 - Log[(x*Log[Log[x]])/5]) + 5*Defer[Int][(-5*x + x^2 + Log[(x*Log[Log[x]])/5])^(-2), x] + (5*Defer[Int][1/(x^2*(-5*x + x^2 + Log[(x*Log[Log[x]])/5])^2), x])/2 - (25*Defer[Int][1/(x*(-5*x + x^2 + Log[(x*Log[Log[x]])/5])^2), x])/2 + (5*Defer[Int][1/(x^2*Log[x]*Log[Log[x]]*(-5*x + x^2 + Log[(x*Log[Log[x]])/5])^2), x])/2 + (5*Defer[Int][1/(x^2*(-5*x + x^2 + Log[(x*Log[Log[x]])/5])), x])/2","F",0,0,0,0,-1,"{}"
3620,1,20,0,0.0595298,"\int \frac{e^9 (15+10 x)+e^4 (45+30 x)+\left(15 e^4+5 e^9\right) \log (3)}{9 x^2+6 x^3+x^4+\left(6 x^2+2 x^3\right) \log (3)+x^2 \log ^2(3)} \, dx","Int[(E^9*(15 + 10*x) + E^4*(45 + 30*x) + (15*E^4 + 5*E^9)*Log[3])/(9*x^2 + 6*x^3 + x^4 + (6*x^2 + 2*x^3)*Log[3] + x^2*Log[3]^2),x]","-\frac{5 e^4 \left(3+e^5\right)}{x (x+3+\log (3))}","-\frac{5 e^4 \left(3+e^5\right)}{x (x+3+\log (3))}",1,"(-5*E^4*(3 + E^5))/(x*(3 + x + Log[3]))","A",4,4,72,0.05556,1,"{6, 1680, 12, 261}"
3621,1,46,0,0.0580465,"\int \frac{1}{3} e^{\frac{1}{3} \left(2 e^{e^{20}} x-9 x^2\right)} \left(-3-2 e^{e^{20}} x+18 x^2\right) \, dx","Int[(E^((2*E^E^20*x - 9*x^2)/3)*(-3 - 2*E^E^20*x + 18*x^2))/3,x]","-\frac{e^{\frac{1}{3} \left(2 e^{e^{20}} x-9 x^2\right)} \left(e^{e^{20}} x-9 x^2\right)}{e^{e^{20}}-9 x}","\frac{1}{\log \left(e^{-\frac{e^{3 x^2-\frac{2 e^{e^{20}} x}{3}}}{x}}\right)}",1,"-((E^((2*E^E^20*x - 9*x^2)/3)*(E^E^20*x - 9*x^2))/(E^E^20 - 9*x))","A",2,2,39,0.05128,1,"{12, 2288}"
3622,0,0,0,3.3658686,"\int \frac{-12 x^2-10 x^3+e^{2-2 x} \left(6 x^2+9 x^3+5 x^4\right)}{1536+3840 x+2400 x^2+e^{2-2 x} \left(-1536-3840 x-2400 x^2\right)+e^{4-4 x} \left(384+960 x+600 x^2\right)} \, dx","Int[(-12*x^2 - 10*x^3 + E^(2 - 2*x)*(6*x^2 + 9*x^3 + 5*x^4))/(1536 + 3840*x + 2400*x^2 + E^(2 - 2*x)*(-1536 - 3840*x - 2400*x^2) + E^(4 - 4*x)*(384 + 960*x + 600*x^2)),x]","\int \frac{-12 x^2-10 x^3+e^{2-2 x} \left(6 x^2+9 x^3+5 x^4\right)}{1536+3840 x+2400 x^2+e^{2-2 x} \left(-1536-3840 x-2400 x^2\right)+e^{4-4 x} \left(384+960 x+600 x^2\right)} \, dx","-\frac{x^3}{48 \left(2-e^{2-2 x}\right) (5 x+4)}",1,"E^2/(750*(E^2 - 2*E^(2*x))) + x/600 - (E^2*x)/(600*(E^2 - 2*E^(2*x))) - x^2/480 + (E^2*x^2)/(480*(E^2 - 2*E^(2*x))) - (2*E^2)/(375*(E^2 - 2*E^(2*x))*(4 + 5*x)) + (2*E^2*Defer[Int][1/((-E^2 + 2*E^(2*x))*(4 + 5*x)^2), x])/75 - (4*Defer[Int][E^(2*x)/((-E^2 + 2*E^(2*x))*(4 + 5*x)^2), x])/75","F",0,0,0,0,-1,"{}"
3623,0,0,0,3.8620217,"\int \frac{-x^4+e^{\frac{5-x+2 x^2-2 x \log (2)}{-x^2+x \log (2)}} \left(10 x-x^2-5 \log (2)\right)+2 x^3 \log (2)-x^2 \log ^2(2)}{x^4-2 x^3 \log (2)+x^2 \log ^2(2)} \, dx","Int[(-x^4 + E^((5 - x + 2*x^2 - 2*x*Log[2])/(-x^2 + x*Log[2]))*(10*x - x^2 - 5*Log[2]) + 2*x^3*Log[2] - x^2*Log[2]^2)/(x^4 - 2*x^3*Log[2] + x^2*Log[2]^2),x]","\int \frac{-x^4+e^{\frac{5-x+2 x^2-2 x \log (2)}{-x^2+x \log (2)}} \left(10 x-x^2-5 \log (2)\right)+2 x^3 \log (2)-x^2 \log ^2(2)}{x^4-2 x^3 \log (2)+x^2 \log ^2(2)} \, dx","e^{-\frac{\frac{5}{x}-1}{x-\log (2)}-2}-x",1,"-x - (Log[32]*Defer[Int][(4^(x - Log[2])^(-1)*E^((-5 + x - 2*x^2)/(x*(x - Log[2]))))/x^2, x])/Log[2]^2 - (1 - Log[32]/Log[2]^2)*Defer[Int][(4^(x - Log[2])^(-1)*E^((-5 + x - 2*x^2)/(x*(x - Log[2]))))/(x - Log[2])^2, x]","F",0,0,0,0,-1,"{}"
3624,1,56,0,0.1938776,"\int \frac{e^{-2 x} \left(-48-288 x-640 x^2-768 x^3-768 x^4-512 x^5\right)}{2401 x^4} \, dx","Int[(-48 - 288*x - 640*x^2 - 768*x^3 - 768*x^4 - 512*x^5)/(2401*E^(2*x)*x^4),x]","\frac{16 e^{-2 x}}{2401 x^3}+\frac{128 e^{-2 x}}{2401 x^2}+\frac{256 e^{-2 x} x}{2401}+\frac{512 e^{-2 x}}{2401}+\frac{384 e^{-2 x}}{2401 x}","\frac{16 e^{-2 x} (2 x+1)^4}{2401 x^3}",1,"512/(2401*E^(2*x)) + 16/(2401*E^(2*x)*x^3) + 128/(2401*E^(2*x)*x^2) + 384/(2401*E^(2*x)*x) + (256*x)/(2401*E^(2*x))","B",16,6,37,0.1622,1,"{12, 2199, 2194, 2177, 2178, 2176}"
3625,1,10,0,0.0041038,"\int -\frac{64 x^3}{-715+16 x^4} \, dx","Int[(-64*x^3)/(-715 + 16*x^4),x]","-\log \left(715-16 x^4\right)","\log \left(\frac{5}{x^4-\frac{715}{16}}\right)",1,"-Log[715 - 16*x^4]","A",2,2,14,0.1429,1,"{12, 260}"
3626,1,21,0,0.4952003,"\int \frac{625+75 e^{2 x}-5 e^{3 x}+e^x \left(-575+80 x-8 x^2\right)}{-3125+1250 x-125 x^2+e^{2 x} \left(-375+150 x-15 x^2\right)+e^{3 x} \left(25-10 x+x^2\right)+e^x \left(1875-750 x+75 x^2\right)} \, dx","Int[(625 + 75*E^(2*x) - 5*E^(3*x) + E^x*(-575 + 80*x - 8*x^2))/(-3125 + 1250*x - 125*x^2 + E^(2*x)*(-375 + 150*x - 15*x^2) + E^(3*x)*(25 - 10*x + x^2) + E^x*(1875 - 750*x + 75*x^2)),x]","\frac{4}{\left(5-e^x\right)^2}-\frac{5}{5-x}","\frac{x}{x-5}+\frac{4}{\left(5-e^x\right)^2}",1,"4/(5 - E^x)^2 - 5/(5 - x)","A",9,4,87,0.04598,1,"{6688, 6742, 2282, 44}"
3627,0,0,0,0.6699822,"\int \frac{4+e^{2 x} (-1-x)-x^2}{2-2 x+e^{2 x} x-x^2} \, dx","Int[(4 + E^(2*x)*(-1 - x) - x^2)/(2 - 2*x + E^(2*x)*x - x^2),x]","\int \frac{4+e^{2 x} (-1-x)-x^2}{2-2 x+e^{2 x} x-x^2} \, dx","x-\log \left(\left(-x+e^{2 x}-2\right) x+2\right)+1",1,"-x - Log[x] - 4*Defer[Int][(-2 + 2*x - E^(2*x)*x + x^2)^(-1), x] - 2*Defer[Int][1/(x*(-2 + 2*x - E^(2*x)*x + x^2)), x] + 3*Defer[Int][x/(-2 + 2*x - E^(2*x)*x + x^2), x] + 2*Defer[Int][x^2/(-2 + 2*x - E^(2*x)*x + x^2), x]","F",0,0,0,0,-1,"{}"
3628,1,69,0,1.2685054,"\int \frac{e^x \left(1-2 x-2560 x^2\right)+1280 e^x x \log (2 x)+\left(-2 e^x x^2+e^x x \log (2 x)\right) \log (2 x-\log (2 x))}{-512 x^2+256 x \log (2 x)} \, dx","Int[(E^x*(1 - 2*x - 2560*x^2) + 1280*E^x*x*Log[2*x] + (-2*E^x*x^2 + E^x*x*Log[2*x])*Log[2*x - Log[2*x]])/(-512*x^2 + 256*x*Log[2*x]),x]","\frac{e^x \left(2560 x^2+2 x^2 \log (2 x-\log (2 x))-1280 x \log (2 x)-x \log (2 x) \log (2 x-\log (2 x))\right)}{256 x (2 x-\log (2 x))}","e^x \left(\frac{1}{256} \log (2 x-\log (2 x))+5\right)",1,"(E^x*(2560*x^2 - 1280*x*Log[2*x] + 2*x^2*Log[2*x - Log[2*x]] - x*Log[2*x]*Log[2*x - Log[2*x]]))/(256*x*(2*x - Log[2*x]))","B",4,4,71,0.05634,1,"{2561, 6741, 12, 2288}"
3629,0,0,0,3.3380795,"\int \frac{-524880 x^2-430920 x^3-102960 x^4-10078 x^5-437 x^6-7 x^7+\left(1574640 x^2+677806 x^3+118800 x^4+9944 x^5+395 x^6+6 x^7\right) \log (x)+\left(-9715 x^2-2737 x^3-266 x^4-8 x^5\right) \log ^2(x)+\left(15 x^2+2 x^3\right) \log ^3(x)}{x^2+\left(-10 x-2 x^2\right) \log (x)+\left(25+10 x+x^2\right) \log ^2(x)} \, dx","Int[(-524880*x^2 - 430920*x^3 - 102960*x^4 - 10078*x^5 - 437*x^6 - 7*x^7 + (1574640*x^2 + 677806*x^3 + 118800*x^4 + 9944*x^5 + 395*x^6 + 6*x^7)*Log[x] + (-9715*x^2 - 2737*x^3 - 266*x^4 - 8*x^5)*Log[x]^2 + (15*x^2 + 2*x^3)*Log[x]^3)/(x^2 + (-10*x - 2*x^2)*Log[x] + (25 + 10*x + x^2)*Log[x]^2),x]","\int \frac{-524880 x^2-430920 x^3-102960 x^4-10078 x^5-437 x^6-7 x^7+\left(1574640 x^2+677806 x^3+118800 x^4+9944 x^5+395 x^6+6 x^7\right) \log (x)+\left(-9715 x^2-2737 x^3-266 x^4-8 x^5\right) \log ^2(x)+\left(15 x^2+2 x^3\right) \log ^3(x)}{x^2+\left(-10 x-2 x^2\right) \log (x)+\left(25+10 x+x^2\right) \log ^2(x)} \, dx","\frac{x^3 \left(\log (x)-(x+18)^2\right)^2}{(x+5) \log (x)-x}",1,"1680*x - 337*x^2 - 62*x^3 - 2*x^4 + 625/(5 + x)^2 + 41750/(5 + x) - 5*x*Log[x] + x^2*Log[x] + (25*x*Log[x])/(5 + x) + 3476750*Defer[Int][(-x + 5*Log[x] + x*Log[x])^(-2), x] - 703725*Defer[Int][x/(-x + 5*Log[x] + x*Log[x])^2, x] - 382455*Defer[Int][x^2/(-x + 5*Log[x] + x*Log[x])^2, x] - 144814*Defer[Int][x^3/(-x + 5*Log[x] + x*Log[x])^2, x] - 24941*Defer[Int][x^4/(-x + 5*Log[x] + x*Log[x])^2, x] - 1967*Defer[Int][x^5/(-x + 5*Log[x] + x*Log[x])^2, x] - 72*Defer[Int][x^6/(-x + 5*Log[x] + x*Log[x])^2, x] - Defer[Int][x^7/(-x + 5*Log[x] + x*Log[x])^2, x] - 15625*Defer[Int][1/((5 + x)^3*(-x + 5*Log[x] + x*Log[x])^2), x] - 1040625*Defer[Int][1/((5 + x)^2*(-x + 5*Log[x] + x*Log[x])^2), x] - 17175000*Defer[Int][1/((5 + x)*(-x + 5*Log[x] + x*Log[x])^2), x] - 703700*Defer[Int][(-x + 5*Log[x] + x*Log[x])^(-1), x] + 144100*Defer[Int][x/(-x + 5*Log[x] + x*Log[x]), x] + 285433*Defer[Int][x^2/(-x + 5*Log[x] + x*Log[x]), x] + 77833*Defer[Int][x^3/(-x + 5*Log[x] + x*Log[x]), x] + 8103*Defer[Int][x^4/(-x + 5*Log[x] + x*Log[x]), x] + 365*Defer[Int][x^5/(-x + 5*Log[x] + x*Log[x]), x] + 6*Defer[Int][x^6/(-x + 5*Log[x] + x*Log[x]), x] + 9375*Defer[Int][1/((5 + x)^3*(-x + 5*Log[x] + x*Log[x])), x] + 416250*Defer[Int][1/((5 + x)^2*(-x + 5*Log[x] + x*Log[x])), x] + 3434875*Defer[Int][1/((5 + x)*(-x + 5*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
3630,1,54,0,0.1297907,"\int \frac{-15 e^{\frac{5}{4 x^2}}+4 x^3-4 e^{2 x} x^3+4 x^4-12 x^5-8 x^6+e^x \left(12 x^4+4 x^5\right)}{2 x^3} \, dx","Int[(-15*E^(5/(4*x^2)) + 4*x^3 - 4*E^(2*x)*x^3 + 4*x^4 - 12*x^5 - 8*x^6 + E^x*(12*x^4 + 4*x^5))/(2*x^3),x]","-x^4-2 x^3+2 e^x x^2+x^2+3 e^{\frac{5}{4 x^2}}+2 e^x x+2 x-2 e^x-e^{2 x}","-\left(x^2+x-e^x-1\right)^2+3 e^{\frac{5}{4 x^2}}-5",1,"3*E^(5/(4*x^2)) - 2*E^x - E^(2*x) + 2*x + 2*E^x*x + x^2 + 2*E^x*x^2 - 2*x^3 - x^4","A",15,6,64,0.09375,1,"{12, 14, 2194, 2196, 2176, 2209}"
3631,1,43,0,0.4418626,"\int \frac{1125-450 x+45 x^2+12095 x^4-4879 x^5+492 x^6+\left(-615 x^4+82 x^5\right) \log (x)}{225 x^2-90 x^3+9 x^4} \, dx","Int[(1125 - 450*x + 45*x^2 + 12095*x^4 - 4879*x^5 + 492*x^6 + (-615*x^4 + 82*x^5)*Log[x])/(225*x^2 - 90*x^3 + 9*x^4),x]","\frac{164 x^3}{9}+\frac{41}{9} x^2 \log (x)-\frac{5}{x}-\frac{1025 x \log (x)}{9 (5-x)}+\frac{205}{9} x \log (x)","\frac{\frac{41}{9} x^4 \left(\frac{\log (x)}{x-5}+4\right)-5}{x}",1,"-5/x + (164*x^3)/9 + (205*x*Log[x])/9 - (1025*x*Log[x])/(9*(5 - x)) + (41*x^2*Log[x])/9","A",21,11,58,0.1897,1,"{1594, 27, 12, 6742, 44, 43, 2357, 2295, 2314, 31, 2304}"
3632,1,21,0,0.4011678,"\int \frac{e^{3-\frac{20 e^3 x^3}{-3+2 x}} \left(180 x^2-80 x^3\right)}{27-36 x+12 x^2} \, dx","Int[(E^(3 - (20*E^3*x^3)/(-3 + 2*x))*(180*x^2 - 80*x^3))/(27 - 36*x + 12*x^2),x]","\frac{1}{3} e^{\frac{20 e^3 x^3}{3-2 x}}","\frac{1}{3} e^{\frac{20 e^3 x^2}{\frac{3}{x}-2}}",1,"E^((20*E^3*x^3)/(3 - 2*x))/3","A",4,4,43,0.09302,1,"{27, 12, 1593, 6706}"
3633,1,6,0,0.0017159,"\int \frac{21}{-125+21 x} \, dx","Int[21/(-125 + 21*x),x]","\log (125-21 x)","\log \left(\left(1-\frac{125}{21 x}\right) x\right)",1,"Log[125 - 21*x]","A",2,2,9,0.2222,1,"{12, 31}"
3634,1,61,0,0.294142,"\int \frac{1}{18} e^{4 x} \left(x-4 x^2-12 x^3+26 x^4+51 x^5+18 x^6\right) \, dx","Int[(E^(4*x)*(x - 4*x^2 - 12*x^3 + 26*x^4 + 51*x^5 + 18*x^6))/18,x]","\frac{1}{4} e^{4 x} x^6+\frac{1}{3} e^{4 x} x^5-\frac{1}{18} e^{4 x} x^4-\frac{1}{9} e^{4 x} x^3+\frac{1}{36} e^{4 x} x^2","\frac{1}{4} e^{4 x} \left(x-\frac{1}{3}\right)^2 \left(x^2+x\right)^2",1,"(E^(4*x)*x^2)/36 - (E^(4*x)*x^3)/9 - (E^(4*x)*x^4)/18 + (E^(4*x)*x^5)/3 + (E^(4*x)*x^6)/4","B",30,4,36,0.1111,1,"{12, 2196, 2176, 2194}"
3635,1,48,0,3.6281237,"\int \frac{-108 x^2+e^{\frac{e^x}{x}} \left(e^x (162-162 x)-162 x\right) \log (x)+\left(108 x^2-486 x^3\right) \log (x)+\left(36 x+\left(-36 x+216 x^2\right) \log (x)\right) \log \left(\frac{x}{2 \log (x)}\right)-18 x \log (x) \log ^2\left(\frac{x}{2 \log (x)}\right)}{81 e^{\frac{2 e^x}{x}} x^3 \log (x)+162 e^{\frac{e^x}{x}} x^5 \log (x)+81 x^7 \log (x)+\left(-108 e^{\frac{e^x}{x}} x^4 \log (x)-108 x^6 \log (x)\right) \log \left(\frac{x}{2 \log (x)}\right)+\left(18 e^{\frac{e^x}{x}} x^3 \log (x)+54 x^5 \log (x)\right) \log ^2\left(\frac{x}{2 \log (x)}\right)-12 x^4 \log (x) \log ^3\left(\frac{x}{2 \log (x)}\right)+x^3 \log (x) \log ^4\left(\frac{x}{2 \log (x)}\right)} \, dx","Int[(-108*x^2 + E^(E^x/x)*(E^x*(162 - 162*x) - 162*x)*Log[x] + (108*x^2 - 486*x^3)*Log[x] + (36*x + (-36*x + 216*x^2)*Log[x])*Log[x/(2*Log[x])] - 18*x*Log[x]*Log[x/(2*Log[x])]^2)/(81*E^((2*E^x)/x)*x^3*Log[x] + 162*E^(E^x/x)*x^5*Log[x] + 81*x^7*Log[x] + (-108*E^(E^x/x)*x^4*Log[x] - 108*x^6*Log[x])*Log[x/(2*Log[x])] + (18*E^(E^x/x)*x^3*Log[x] + 54*x^5*Log[x])*Log[x/(2*Log[x])]^2 - 12*x^4*Log[x]*Log[x/(2*Log[x])]^3 + x^3*Log[x]*Log[x/(2*Log[x])]^4),x]","\frac{18}{x \left(9 \left(x^2+e^{\frac{e^x}{x}}\right)+\log ^2\left(\frac{x}{2 \log (x)}\right)-6 x \log \left(\frac{x}{2 \log (x)}\right)\right)}","\frac{2}{x \left(e^{\frac{e^x}{x}}+\left(x-\frac{1}{3} \log \left(\frac{x}{2 \log (x)}\right)\right)^2\right)}",1,"18/(x*(9*(E^(E^x/x) + x^2) - 6*x*Log[x/(2*Log[x])] + Log[x/(2*Log[x])]^2))","A",3,3,242,0.01240,1,"{6688, 12, 6687}"
3636,1,20,0,0.6902251,"\int \frac{-x^4+\left(4+x^5\right) \log (x)+e^{-3+e^x+x} \left(x^5+e^x x^5\right) \log (x)}{x^5 \log (x)} \, dx","Int[(-x^4 + (4 + x^5)*Log[x] + E^(-3 + E^x + x)*(x^5 + E^x*x^5)*Log[x])/(x^5*Log[x]),x]","-\frac{1}{x^4}+x+e^{x+e^x-3}-\log (\log (x))","-\frac{1}{x^4}+x+e^{x+e^x-3}-\log (\log (x))",1,"E^(-3 + E^x + x) - x^(-4) + x - Log[Log[x]]","A",11,7,44,0.1591,1,"{6742, 2282, 2194, 2176, 6688, 2302, 29}"
3637,1,487,0,1.1806813,"\int \frac{-16-32 x-175 x^2-158 x^3-389 x^4+10 x^5+25 x^6+\left(-8 x^2-8 x^3-40 x^4\right) \log (x)+\left(-4 x^2+20 x^4\right) \log ^2(x)}{x^2+2 x^3+11 x^4+10 x^5+25 x^6} \, dx","Int[(-16 - 32*x - 175*x^2 - 158*x^3 - 389*x^4 + 10*x^5 + 25*x^6 + (-8*x^2 - 8*x^3 - 40*x^4)*Log[x] + (-4*x^2 + 20*x^4)*Log[x]^2)/(x^2 + 2*x^3 + 11*x^4 + 10*x^5 + 25*x^6),x]","-\frac{160 \text{Li}_2\left(-\frac{10 x}{1-i \sqrt{19}}\right)}{19 \left(1-i \sqrt{19}\right)}+\frac{8 i \text{Li}_2\left(-\frac{10 x}{1-i \sqrt{19}}\right)}{\sqrt{19}}+\frac{8}{19} \text{Li}_2\left(-\frac{10 x}{1-i \sqrt{19}}\right)-\frac{160 \text{Li}_2\left(-\frac{10 x}{1+i \sqrt{19}}\right)}{19 \left(1+i \sqrt{19}\right)}-\frac{8 i \text{Li}_2\left(-\frac{10 x}{1+i \sqrt{19}}\right)}{\sqrt{19}}+\frac{8}{19} \text{Li}_2\left(-\frac{10 x}{1+i \sqrt{19}}\right)+x+\frac{16}{x}+\frac{800 x \log ^2(x)}{19 \left(1-i \sqrt{19}\right) \left(10 x-i \sqrt{19}+1\right)}-\frac{40 x \log ^2(x)}{19 \left(10 x-i \sqrt{19}+1\right)}+\frac{800 x \log ^2(x)}{19 \left(1+i \sqrt{19}\right) \left(10 x+i \sqrt{19}+1\right)}-\frac{40 x \log ^2(x)}{19 \left(10 x+i \sqrt{19}+1\right)}-\frac{160 \log \left(1+\frac{10 x}{1-i \sqrt{19}}\right) \log (x)}{19 \left(1-i \sqrt{19}\right)}+\frac{8 i \log \left(1+\frac{10 x}{1-i \sqrt{19}}\right) \log (x)}{\sqrt{19}}+\frac{8}{19} \log \left(1+\frac{10 x}{1-i \sqrt{19}}\right) \log (x)-\frac{160 \log \left(1+\frac{10 x}{1+i \sqrt{19}}\right) \log (x)}{19 \left(1+i \sqrt{19}\right)}-\frac{8 i \log \left(1+\frac{10 x}{1+i \sqrt{19}}\right) \log (x)}{\sqrt{19}}+\frac{8}{19} \log \left(1+\frac{10 x}{1+i \sqrt{19}}\right) \log (x)","\frac{(x-4)^2+x}{x}-\frac{4 \log ^2(x)}{5 x+\frac{x+1}{x}}",1,"16/x + x - (40*x*Log[x]^2)/(19*(1 - I*Sqrt[19] + 10*x)) + (800*x*Log[x]^2)/(19*(1 - I*Sqrt[19])*(1 - I*Sqrt[19] + 10*x)) - (40*x*Log[x]^2)/(19*(1 + I*Sqrt[19] + 10*x)) + (800*x*Log[x]^2)/(19*(1 + I*Sqrt[19])*(1 + I*Sqrt[19] + 10*x)) + (8*Log[x]*Log[1 + (10*x)/(1 - I*Sqrt[19])])/19 + ((8*I)*Log[x]*Log[1 + (10*x)/(1 - I*Sqrt[19])])/Sqrt[19] - (160*Log[x]*Log[1 + (10*x)/(1 - I*Sqrt[19])])/(19*(1 - I*Sqrt[19])) + (8*Log[x]*Log[1 + (10*x)/(1 + I*Sqrt[19])])/19 - ((8*I)*Log[x]*Log[1 + (10*x)/(1 + I*Sqrt[19])])/Sqrt[19] - (160*Log[x]*Log[1 + (10*x)/(1 + I*Sqrt[19])])/(19*(1 + I*Sqrt[19])) + (8*PolyLog[2, (-10*x)/(1 - I*Sqrt[19])])/19 + ((8*I)*PolyLog[2, (-10*x)/(1 - I*Sqrt[19])])/Sqrt[19] - (160*PolyLog[2, (-10*x)/(1 - I*Sqrt[19])])/(19*(1 - I*Sqrt[19])) + (8*PolyLog[2, (-10*x)/(1 + I*Sqrt[19])])/19 - ((8*I)*PolyLog[2, (-10*x)/(1 + I*Sqrt[19])])/Sqrt[19] - (160*PolyLog[2, (-10*x)/(1 + I*Sqrt[19])])/(19*(1 + I*Sqrt[19]))","C",48,7,92,0.07609,1,"{6688, 2357, 2317, 2391, 2318, 2374, 6589}"
3638,0,0,0,1.5158634,"\int \frac{25+e^{2 x}+e^{4 x}-40 x+61 x^2-24 x^3+e^x \left(10-8 x+9 x^2-3 x^3\right)+e^{2 x} \left(-10-2 e^x+8 x-9 x^2+6 x^3\right)}{25+e^{2 x}+e^{4 x}+e^x (10-8 x)-40 x+16 x^2+e^{2 x} \left(-10-2 e^x+8 x\right)} \, dx","Int[(25 + E^(2*x) + E^(4*x) - 40*x + 61*x^2 - 24*x^3 + E^x*(10 - 8*x + 9*x^2 - 3*x^3) + E^(2*x)*(-10 - 2*E^x + 8*x - 9*x^2 + 6*x^3))/(25 + E^(2*x) + E^(4*x) + E^x*(10 - 8*x) - 40*x + 16*x^2 + E^(2*x)*(-10 - 2*E^x + 8*x)),x]","\int \frac{25+e^{2 x}+e^{4 x}-40 x+61 x^2-24 x^3+e^x \left(10-8 x+9 x^2-3 x^3\right)+e^{2 x} \left(-10-2 e^x+8 x-9 x^2+6 x^3\right)}{25+e^{2 x}+e^{4 x}+e^x (10-8 x)-40 x+16 x^2+e^{2 x} \left(-10-2 e^x+8 x\right)} \, dx","-\frac{x^3}{x+\frac{1}{3} \left(x-e^x+e^{2 x}-5\right)}+x+3",1,"x + 42*Defer[Int][x^3/(-5 - E^x + E^(2*x) + 4*x)^2, x] + 3*Defer[Int][(E^x*x^3)/(-5 - E^x + E^(2*x) + 4*x)^2, x] - 24*Defer[Int][x^4/(-5 - E^x + E^(2*x) + 4*x)^2, x] - 9*Defer[Int][x^2/(-5 - E^x + E^(2*x) + 4*x), x] + 6*Defer[Int][x^3/(-5 - E^x + E^(2*x) + 4*x), x]","F",0,0,0,0,-1,"{}"
3639,0,0,0,8.8883766,"\int \frac{\exp \left(\frac{-150+10 e^{2 e^5 x^2}+2 x}{-15+e^{2 e^5 x^2}}\right) \left(-30+e^{2 e^5 x^2} \left(2-8 e^5 x^2\right)\right)}{225-30 e^{2 e^5 x^2}+e^{4 e^5 x^2}} \, dx","Int[(E^((-150 + 10*E^(2*E^5*x^2) + 2*x)/(-15 + E^(2*E^5*x^2)))*(-30 + E^(2*E^5*x^2)*(2 - 8*E^5*x^2)))/(225 - 30*E^(2*E^5*x^2) + E^(4*E^5*x^2)),x]","\int \frac{\exp \left(\frac{-150+10 e^{2 e^5 x^2}+2 x}{-15+e^{2 e^5 x^2}}\right) \left(-30+e^{2 e^5 x^2} \left(2-8 e^5 x^2\right)\right)}{225-30 e^{2 e^5 x^2}+e^{4 e^5 x^2}} \, dx","e^{2 \left(\frac{x}{e^{2 e^5 x^2}-15}+5\right)}+2",1,"2*Defer[Int][E^((2*(-75 + 5*E^(2*E^5*x^2) + x))/(-15 + E^(2*E^5*x^2)))/(-15 + E^(2*E^5*x^2)), x] - 120*Defer[Int][(E^((-225 + 15*E^(2*E^5*x^2) + 2*x)/(-15 + E^(2*E^5*x^2)))*x^2)/(15 - E^(2*E^5*x^2))^2, x] - 8*Defer[Int][(E^((-225 + 15*E^(2*E^5*x^2) + 2*x)/(-15 + E^(2*E^5*x^2)))*x^2)/(-15 + E^(2*E^5*x^2)), x]","F",0,0,0,0,-1,"{}"
3640,0,0,0,40.5648312,"\int \frac{\exp \left(\frac{x^2}{9+e^{2 e^{-x+x^2 \log (x)} x}-6 x^2+x^4+e^{e^{-x+x^2 \log (x)} x} \left(6-2 x^2\right)}\right) \left(e^{x-x^2 \log (x)} \left(6 x+2 x^3\right)+e^{e^{-x+x^2 \log (x)} x} \left(2 e^{x-x^2 \log (x)} x-2 x^2+2 x^3-2 x^4-4 x^4 \log (x)\right)\right)}{e^{x+3 e^{-x+x^2 \log (x)} x-x^2 \log (x)}+e^{x+2 e^{-x+x^2 \log (x)} x-x^2 \log (x)} \left(9-3 x^2\right)+e^{x+e^{-x+x^2 \log (x)} x-x^2 \log (x)} \left(27-18 x^2+3 x^4\right)+e^{x-x^2 \log (x)} \left(27-27 x^2+9 x^4-x^6\right)} \, dx","Int[(E^(x^2/(9 + E^(2*E^(-x + x^2*Log[x])*x) - 6*x^2 + x^4 + E^(E^(-x + x^2*Log[x])*x)*(6 - 2*x^2)))*(E^(x - x^2*Log[x])*(6*x + 2*x^3) + E^(E^(-x + x^2*Log[x])*x)*(2*E^(x - x^2*Log[x])*x - 2*x^2 + 2*x^3 - 2*x^4 - 4*x^4*Log[x])))/(E^(x + 3*E^(-x + x^2*Log[x])*x - x^2*Log[x]) + E^(x + 2*E^(-x + x^2*Log[x])*x - x^2*Log[x])*(9 - 3*x^2) + E^(x + E^(-x + x^2*Log[x])*x - x^2*Log[x])*(27 - 18*x^2 + 3*x^4) + E^(x - x^2*Log[x])*(27 - 27*x^2 + 9*x^4 - x^6)),x]","\int \frac{\exp \left(\frac{x^2}{9+e^{2 e^{-x+x^2 \log (x)} x}-6 x^2+x^4+e^{e^{-x+x^2 \log (x)} x} \left(6-2 x^2\right)}\right) \left(e^{x-x^2 \log (x)} \left(6 x+2 x^3\right)+e^{e^{-x+x^2 \log (x)} x} \left(2 e^{x-x^2 \log (x)} x-2 x^2+2 x^3-2 x^4-4 x^4 \log (x)\right)\right)}{e^{x+3 e^{-x+x^2 \log (x)} x-x^2 \log (x)}+e^{x+2 e^{-x+x^2 \log (x)} x-x^2 \log (x)} \left(9-3 x^2\right)+e^{x+e^{-x+x^2 \log (x)} x-x^2 \log (x)} \left(27-18 x^2+3 x^4\right)+e^{x-x^2 \log (x)} \left(27-27 x^2+9 x^4-x^6\right)} \, dx","e^{\frac{x^2}{\left(-x^2+e^{x e^{x^2 \log (x)-x}}+3\right)^2}}",1,"-2*Defer[Int][(E^(-x + x^(1 + x^2)/E^x + x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^(2 + x^2))/(3 + E^(x^(1 + x^2)/E^x) - x^2)^3, x] - 4*Defer[Int][(E^(x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^3)/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^3, x] - 2*Defer[Int][(E^(-x + x^(1 + x^2)/E^x + x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^(3 + x^2))/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^3, x] + 2*Defer[Int][(E^(-x + x^(1 + x^2)/E^x + x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^(4 + x^2))/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^3, x] + 4*Log[x]*Defer[Int][(E^(-x + x^(1 + x^2)/E^x + x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^(4 + x^2))/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^3, x] + 2*Defer[Int][(E^(x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x)/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^2, x] - 4*Defer[Int][Defer[Int][(E^(-x + x^(1 + x^2)/E^x + x^2/(3 + E^(x^(1 + x^2)/E^x) - x^2)^2)*x^(4 + x^2))/(-3 - E^(x^(1 + x^2)/E^x) + x^2)^3, x]/x, x]","F",0,0,0,0,-1,"{}"
3641,0,0,0,2.3194836,"\int \frac{25 e^2-40 x^3-12 x^4+400 x^6+160 x^7+16 x^8+e \left(5+200 x^3+40 x^4\right)+e^{2 x} \left(400 x^4+160 x^5+16 x^6\right)+e^x \left(-20 x^2-28 x^3-4 x^4+800 x^5+320 x^6+32 x^7+e \left(200 x^2+40 x^3\right)\right)}{50 e^2+800 x^6+320 x^7+32 x^8+e \left(400 x^3+80 x^4\right)+e^{2 x} \left(800 x^4+320 x^5+32 x^6\right)+e^x \left(1600 x^5+640 x^6+64 x^7+e \left(400 x^2+80 x^3\right)\right)} \, dx","Int[(25*E^2 - 40*x^3 - 12*x^4 + 400*x^6 + 160*x^7 + 16*x^8 + E*(5 + 200*x^3 + 40*x^4) + E^(2*x)*(400*x^4 + 160*x^5 + 16*x^6) + E^x*(-20*x^2 - 28*x^3 - 4*x^4 + 800*x^5 + 320*x^6 + 32*x^7 + E*(200*x^2 + 40*x^3)))/(50*E^2 + 800*x^6 + 320*x^7 + 32*x^8 + E*(400*x^3 + 80*x^4) + E^(2*x)*(800*x^4 + 320*x^5 + 32*x^6) + E^x*(1600*x^5 + 640*x^6 + 64*x^7 + E*(400*x^2 + 80*x^3))),x]","\int \frac{25 e^2-40 x^3-12 x^4+400 x^6+160 x^7+16 x^8+e \left(5+200 x^3+40 x^4\right)+e^{2 x} \left(400 x^4+160 x^5+16 x^6\right)+e^x \left(-20 x^2-28 x^3-4 x^4+800 x^5+320 x^6+32 x^7+e \left(200 x^2+40 x^3\right)\right)}{50 e^2+800 x^6+320 x^7+32 x^8+e \left(400 x^3+80 x^4\right)+e^{2 x} \left(800 x^4+320 x^5+32 x^6\right)+e^x \left(1600 x^5+640 x^6+64 x^7+e \left(400 x^2+80 x^3\right)\right)} \, dx","\frac{1}{2} \left(\frac{x}{4 (x+5) \left(x+e^x\right) x^2+5 e}-x\right)+x",1,"x/2 + (15*E*Defer[Int][(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^(-2), x])/2 + (5*E*Defer[Int][x/(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^2, x])/2 - 10*Defer[Int][x^3/(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^2, x] + 8*Defer[Int][x^4/(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^2, x] + 2*Defer[Int][x^5/(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^2, x] - (25*E*Defer[Int][1/((5 + x)*(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^2), x])/2 - Defer[Int][(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)^(-1), x] - Defer[Int][x/(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4), x]/2 + (5*Defer[Int][1/((5 + x)*(5*E + 20*E^x*x^2 + 20*x^3 + 4*E^x*x^3 + 4*x^4)), x])/2","F",0,0,0,0,-1,"{}"
3642,1,33,0,0.3134484,"\int \frac{74 e^{e^3} x-56 e^{e^3} x \log \left(3 x^2\right)+10 e^{e^3} x \log ^2\left(3 x^2\right)}{9-6 \log \left(3 x^2\right)+\log ^2\left(3 x^2\right)} \, dx","Int[(74*E^E^3*x - 56*E^E^3*x*Log[3*x^2] + 10*E^E^3*x*Log[3*x^2]^2)/(9 - 6*Log[3*x^2] + Log[3*x^2]^2),x]","5 e^{e^3} x^2-\frac{2 e^{e^3} x^2}{3-\log \left(3 x^2\right)}","e^{e^3} x^2 \left(5-\frac{2}{3-\log \left(3 x^2\right)}\right)",1,"5*E^E^3*x^2 - (2*E^E^3*x^2)/(3 - Log[3*x^2])","A",11,7,60,0.1167,1,"{6688, 12, 6715, 6742, 2297, 2299, 2178}"
3643,1,27,0,0.0267494,"\int \left(-1+4 e^x-3 x+x^2+\left(-2 x+3 x^2\right) \log (x)\right) \, dx","Int[-1 + 4*E^x - 3*x + x^2 + (-2*x + 3*x^2)*Log[x],x]","-x^2-\left(x^2-x^3\right) \log (x)-x+4 e^x","4 e^x-x \left(-\left(x^2-x\right) \log (x)+x+1\right)",1,"4*E^x - x - x^2 - (x^2 - x^3)*Log[x]","A",6,4,25,0.1600,1,"{2194, 1593, 43, 2334}"
3644,1,11,0,0.0037864,"\int \frac{5}{2} e^{\frac{2+x}{2}} \, dx","Int[(5*E^((2 + x)/2))/2,x]","5 e^{\frac{x+2}{2}}","5 e^{\frac{x}{2}+1}-5",1,"5*E^((2 + x)/2)","A",2,2,13,0.1538,1,"{12, 2194}"
3645,1,15,0,0.0372384,"\int \frac{8+2 x-2 x^2+x^3}{4 x-4 x^2+x^3} \, dx","Int[(8 + 2*x - 2*x^2 + x^3)/(4*x - 4*x^2 + x^3),x]","x+\frac{6}{2-x}+2 \log (x)","\log \left(-x^2\right)+x+\frac{6}{2-x}-4",1,"6/(2 - x) + x + 2*Log[x]","A",4,3,28,0.1071,1,"{1594, 27, 1620}"
3646,0,0,0,2.451981,"\int \frac{1+x+e^5 (3+x)+e^5 \log (x)+(3+x+\log (x)) \log (-3-x-\log (x))+\left(e^5 (-6-2 x)-2 e^5 \log (x)+(-6-2 x-2 \log (x)) \log (-3-x-\log (x))\right) \log \left(\frac{e^5 x+x \log (-3-x-\log (x))}{e^5}\right)}{e^5 \left(3 x^3+x^4\right)+e^5 x^3 \log (x)+\left(3 x^3+x^4+x^3 \log (x)\right) \log (-3-x-\log (x))} \, dx","Int[(1 + x + E^5*(3 + x) + E^5*Log[x] + (3 + x + Log[x])*Log[-3 - x - Log[x]] + (E^5*(-6 - 2*x) - 2*E^5*Log[x] + (-6 - 2*x - 2*Log[x])*Log[-3 - x - Log[x]])*Log[(E^5*x + x*Log[-3 - x - Log[x]])/E^5])/(E^5*(3*x^3 + x^4) + E^5*x^3*Log[x] + (3*x^3 + x^4 + x^3*Log[x])*Log[-3 - x - Log[x]]),x]","\int \frac{1+x+e^5 (3+x)+e^5 \log (x)+(3+x+\log (x)) \log (-3-x-\log (x))+\left(e^5 (-6-2 x)-2 e^5 \log (x)+(-6-2 x-2 \log (x)) \log (-3-x-\log (x))\right) \log \left(\frac{e^5 x+x \log (-3-x-\log (x))}{e^5}\right)}{e^5 \left(3 x^3+x^4\right)+e^5 x^3 \log (x)+\left(3 x^3+x^4+x^3 \log (x)\right) \log (-3-x-\log (x))} \, dx","\frac{\log \left(x+\frac{x \log (-x-\log (x)-3)}{e^5}\right)}{x^2}",1,"Log[(x*(E^5 + Log[-3 - x - Log[x]]))/E^5]/x^2 - E^5*Defer[Int][1/(x^3*(E^5 + Log[-3 - x - Log[x]])), x] + 3*E^5*Defer[Int][1/(x^3*(3 + x + Log[x])*(E^5 + Log[-3 - x - Log[x]])), x] + E^5*Defer[Int][1/(x^2*(3 + x + Log[x])*(E^5 + Log[-3 - x - Log[x]])), x] + E^5*Defer[Int][Log[x]/(x^3*(3 + x + Log[x])*(E^5 + Log[-3 - x - Log[x]])), x]","F",0,0,0,0,-1,"{}"
3647,0,0,0,51.7757285,"\int \frac{-300+270 x-72 x^2+6 x^3+e^4 (-12+6 x)+e^2 \left(-120+84 x-12 x^2\right)+e^{\frac{1}{5+e^2-x}} \left(-50+e^4 (-2+x)+43 x-13 x^2+x^3+e^2 \left(-20+14 x-2 x^2\right)\right)+\left(-600-24 e^4+240 x-24 x^2+e^2 (-240+48 x)+e^{\frac{1}{5+e^2-x}} \left(-100-4 e^4+36 x-6 x^2+e^2 (-40+8 x)\right)\right) \log (2+x)+\left(-300+e^4 (-12-6 x)-30 x+48 x^2-6 x^3+e^2 \left(-120-36 x+12 x^2\right)+e^{\frac{1}{5+e^2-x}} \left(-50+e^4 (-2-x)-7 x+7 x^2-x^3+e^2 \left(-20-6 x+2 x^2\right)\right)\right) \log ^2(2+x)}{1800 x^2+180 x^3-288 x^4+36 x^5+e^4 \left(72 x^2+36 x^3\right)+e^2 \left(720 x^2+216 x^3-72 x^4\right)+e^{\frac{1}{5+e^2-x}} \left(600 x^2+60 x^3-96 x^4+12 x^5+e^4 \left(24 x^2+12 x^3\right)+e^2 \left(240 x^2+72 x^3-24 x^4\right)\right)+e^{\frac{2}{5+e^2-x}} \left(50 x^2+5 x^3-8 x^4+x^5+e^4 \left(2 x^2+x^3\right)+e^2 \left(20 x^2+6 x^3-2 x^4\right)\right)} \, dx","Int[(-300 + 270*x - 72*x^2 + 6*x^3 + E^4*(-12 + 6*x) + E^2*(-120 + 84*x - 12*x^2) + E^(5 + E^2 - x)^(-1)*(-50 + E^4*(-2 + x) + 43*x - 13*x^2 + x^3 + E^2*(-20 + 14*x - 2*x^2)) + (-600 - 24*E^4 + 240*x - 24*x^2 + E^2*(-240 + 48*x) + E^(5 + E^2 - x)^(-1)*(-100 - 4*E^4 + 36*x - 6*x^2 + E^2*(-40 + 8*x)))*Log[2 + x] + (-300 + E^4*(-12 - 6*x) - 30*x + 48*x^2 - 6*x^3 + E^2*(-120 - 36*x + 12*x^2) + E^(5 + E^2 - x)^(-1)*(-50 + E^4*(-2 - x) - 7*x + 7*x^2 - x^3 + E^2*(-20 - 6*x + 2*x^2)))*Log[2 + x]^2)/(1800*x^2 + 180*x^3 - 288*x^4 + 36*x^5 + E^4*(72*x^2 + 36*x^3) + E^2*(720*x^2 + 216*x^3 - 72*x^4) + E^(5 + E^2 - x)^(-1)*(600*x^2 + 60*x^3 - 96*x^4 + 12*x^5 + E^4*(24*x^2 + 12*x^3) + E^2*(240*x^2 + 72*x^3 - 24*x^4)) + E^(2/(5 + E^2 - x))*(50*x^2 + 5*x^3 - 8*x^4 + x^5 + E^4*(2*x^2 + x^3) + E^2*(20*x^2 + 6*x^3 - 2*x^4))),x]","\int \frac{-300+270 x-72 x^2+6 x^3+e^4 (-12+6 x)+e^2 \left(-120+84 x-12 x^2\right)+e^{\frac{1}{5+e^2-x}} \left(-50+e^4 (-2+x)+43 x-13 x^2+x^3+e^2 \left(-20+14 x-2 x^2\right)\right)+\left(-600-24 e^4+240 x-24 x^2+e^2 (-240+48 x)+e^{\frac{1}{5+e^2-x}} \left(-100-4 e^4+36 x-6 x^2+e^2 (-40+8 x)\right)\right) \log (2+x)+\left(-300+e^4 (-12-6 x)-30 x+48 x^2-6 x^3+e^2 \left(-120-36 x+12 x^2\right)+e^{\frac{1}{5+e^2-x}} \left(-50+e^4 (-2-x)-7 x+7 x^2-x^3+e^2 \left(-20-6 x+2 x^2\right)\right)\right) \log ^2(2+x)}{1800 x^2+180 x^3-288 x^4+36 x^5+e^4 \left(72 x^2+36 x^3\right)+e^2 \left(720 x^2+216 x^3-72 x^4\right)+e^{\frac{1}{5+e^2-x}} \left(600 x^2+60 x^3-96 x^4+12 x^5+e^4 \left(24 x^2+12 x^3\right)+e^2 \left(240 x^2+72 x^3-24 x^4\right)\right)+e^{\frac{2}{5+e^2-x}} \left(50 x^2+5 x^3-8 x^4+x^5+e^4 \left(2 x^2+x^3\right)+e^2 \left(20 x^2+6 x^3-2 x^4\right)\right)} \, dx","\frac{(\log (x+2)+1)^2}{\left(e^{\frac{1}{-x+e^2+5}}+5\right) x+x}",1,"1/((5 + E^2)*(6 + E^(5 + E^2 - x)^(-1))) + 1/(6*(5 + E^2)*(5 + E^2 - x)) - 1/(3*(7 + E^2)*(5 + E^2 - x)) + (5 + E^2)/(6*(7 + E^2)*(5 + E^2 - x)) - (13 + 2*E^2)/(6*(7 + E^2)*(5 + E^2 - x)) + (43 + 14*E^2 + E^4)/(6*(5 + E^2)*(7 + E^2)*(5 + E^2 - x)) - Log[6 + E^(5 + E^2 - x)^(-1)]/(6*(5 + E^2)) + Log[6 + E^(5 + E^2 - x)^(-1)]/(3*(7 + E^2)) - ((5 + E^2)*Log[6 + E^(5 + E^2 - x)^(-1)])/(6*(7 + E^2)) + ((13 + 2*E^2)*Log[6 + E^(5 + E^2 - x)^(-1)])/(6*(7 + E^2)) - ((43 + 14*E^2 + E^4)*Log[6 + E^(5 + E^2 - x)^(-1)])/(6*(5 + E^2)*(7 + E^2)) - Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x^2), x] - 2*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x^2), x] + (6*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))^2*x), x])/(5 + E^2)^2 + (12*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))^2*x), x])/(5 + E^2)^2 + ((1 + E^2)*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(2*(5 + E^2)) + ((43 + 14*E^2 + E^4)*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(2*(5 + E^2)^2) + ((1 + E^2)*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(5 + E^2) + (2*(9 + 2*E^2)*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(5 + E^2)^2 + Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/(2*(5 + E^2)^2) - Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/(2*(7 + E^2)^2) + Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/((5 + E^2)^2*(7 + E^2)) + ((1 + E^2)*(13 + 2*E^2)*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(5 + E^2)^3) - ((13 + 2*E^2)*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(7 + E^2)^2) - ((19 + 3*E^2)*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^2*(7 + E^2)^2) + ((13 + 2*E^2)*(19 + 3*E^2)*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) + (3*(1 + E^2)*Log[2 + x]*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/(2*(5 + E^2)^3) - (3*Log[2 + x]*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/(2*(7 + E^2)^2) + (6*(19 + 3*E^2)*Log[2 + x]*Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) - ((1 + E^2)*Defer[Int][x^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(5 + E^2)^3) + Defer[Int][x^2/(6 + E^(5 + E^2 - x)^(-1)), x]/(4*(7 + E^2)^2) - ((19 + 3*E^2)*Defer[Int][x^2/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) - (2*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 - ((5 + E^2)^2*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(2*(7 + E^2)^2) - ((13 + 2*E^2)*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 - ((43 + 14*E^2 + E^4)*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(2*(7 + E^2)^2) - (6*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 - ((5 + E^2)^2*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 - (2*(9 + 2*E^2)*Log[2 + x]*Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 + (12*Defer[Int][Log[2 + x]/((6 + E^(5 + E^2 - x)^(-1))^2*(5 + E^2 - x)^2), x])/(5 + E^2) - (10*Defer[Int][Log[2 + x]/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/(7 + E^2) + (4*(9 + 2*E^2)*Defer[Int][Log[2 + x]/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/((5 + E^2)*(7 + E^2)) - Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x]/(7 + E^2)^2 + ((7 + 2*E^2)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(2*(5 + E^2)^2) - ((7 + 2*E^2)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(2*(7 + E^2)^2) + ((7 + 2*E^2)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^2*(7 + E^2)) + ((19 + 3*E^2)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)*(7 + E^2)^2) - ((7 + 2*E^2)*(19 + 3*E^2)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^2*(7 + E^2)^2) + ((1 + E^2)*(7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(5 + E^2)^3) - ((7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(7 + E^2)^2) + ((19 + 3*E^2)*(7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) - (2*Defer[Int][Log[2 + x]^2/(6 + E^(5 + E^2 - x)^(-1)), x])/(35 + 12*E^2 + E^4) + (6*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))^2*(5 + E^2 - x)^2), x])/(5 + E^2) - (2*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/(7 + E^2) - ((5 + E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/(7 + E^2) + ((7 + 2*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/(7 + E^2) - ((7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)^2), x])/((5 + E^2)*(7 + E^2)) + (6*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))^2*(5 + E^2 - x)), x])/(5 + E^2)^2 + (3*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/(7 + E^2) - (2*(7 + 2*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/((5 + E^2)*(7 + E^2)) - ((19 + 3*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/(7 + E^2)^2 - (2*(19 + 3*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/((5 + E^2)*(7 + E^2)^2) + ((7 + 2*E^2)*(19 + 3*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/((5 + E^2)*(7 + E^2)^2) + ((7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/((5 + E^2)^2*(7 + E^2)) - ((19 + 3*E^2)*(7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(5 + E^2 - x)), x])/((5 + E^2)^2*(7 + E^2)^2) - Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*x^2), x] + (6*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))^2*x), x])/(5 + E^2)^2 + ((1 + E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(2*(5 + E^2)) - ((7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*x), x])/(2*(5 + E^2)^2) - Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x]/(2*(5 + E^2)^2) + Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x]/(2*(7 + E^2)^2) - Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x]/((5 + E^2)^2*(7 + E^2)) - ((1 + E^2)*(7 + 2*E^2)*Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(5 + E^2)^3) + ((7 + 2*E^2)*Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(7 + E^2)^2) + ((19 + 3*E^2)*Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^2*(7 + E^2)^2) - ((7 + 2*E^2)*(19 + 3*E^2)*Defer[Int][(x*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) + ((1 + E^2)*Defer[Int][(x^2*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/(4*(5 + E^2)^3) - Defer[Int][(x^2*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x]/(4*(7 + E^2)^2) + ((19 + 3*E^2)*Defer[Int][(x^2*Log[2 + x]^2)/(6 + E^(5 + E^2 - x)^(-1)), x])/((5 + E^2)^3*(7 + E^2)^2) + (2*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 - ((5 + E^2)^2*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(2*(7 + E^2)^2) + ((7 + 2*E^2)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(7 + E^2)^2 + ((7 + 6*E^2 + E^4)*Defer[Int][Log[2 + x]^2/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x])/(2*(7 + E^2)^2) + 2*Defer[Int][Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*x^2), x]/(2 + x), x] - (12*Defer[Int][Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))^2*x), x]/(2 + x), x])/(5 + E^2)^2 - (3*(1 + E^2)*Defer[Int][Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/(2 + x), x])/(2*(5 + E^2)^3) + (3*Defer[Int][Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/(2 + x), x])/(2*(7 + E^2)^2) - (6*(19 + 3*E^2)*Defer[Int][Defer[Int][x/(6 + E^(5 + E^2 - x)^(-1)), x]/(2 + x), x])/((5 + E^2)^3*(7 + E^2)^2) + (6*Defer[Int][Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x]/(2 + x), x])/(7 + E^2)^2 + ((5 + E^2)^2*Defer[Int][Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x]/(2 + x), x])/(7 + E^2)^2 + (2*(9 + 2*E^2)*Defer[Int][Defer[Int][1/((6 + E^(5 + E^2 - x)^(-1))*(2 + x)), x]/(2 + x), x])/(7 + E^2)^2 - ((1 + E^2)*Defer[Int][Defer[Int][(6*x + E^(5 + E^2 - x)^(-1)*x)^(-1), x]/(2 + x), x])/(5 + E^2) - (2*(9 + 2*E^2)*Defer[Int][Defer[Int][(6*x + E^(5 + E^2 - x)^(-1)*x)^(-1), x]/(2 + x), x])/(5 + E^2)^2 - (3*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/(5 + E^2)^2 + (3*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/(7 + E^2)^2 - (6*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/((5 + E^2)^2*(7 + E^2)) - ((1 + E^2)*(9 + 2*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/(5 + E^2)^3 + ((9 + 2*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/(7 + E^2)^2 + (6*(19 + 3*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/((5 + E^2)^2*(7 + E^2)^2) - (4*(9 + 2*E^2)*(19 + 3*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(2 + x), x])/((5 + E^2)^3*(7 + E^2)^2) - (12*Defer[Int][Defer[Subst][Defer[Int][1/((6 + E^x)^2*x), x], x, (5 + E^2 - x)^(-1)]/(2 + x), x])/(5 + E^2)^2 + (4*(9 + 2*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)]/(2 + x), x])/((5 + E^2)^2*(7 + E^2)) + (10*(19 + 3*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)]/(2 + x), x])/((5 + E^2)*(7 + E^2)^2) - (4*(9 + 2*E^2)*(19 + 3*E^2)*Defer[Int][Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)]/(2 + x), x])/((5 + E^2)^2*(7 + E^2)^2) - (12*Defer[Int][Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)]/(2 + x), x])/(35 + 12*E^2 + E^4) - Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x]/(7 + E^2)^2 + ((13 + 2*E^2)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(2*(5 + E^2)^2) - ((13 + 2*E^2)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(2*(7 + E^2)^2) + ((13 + 2*E^2)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^2*(7 + E^2)) + ((19 + 3*E^2)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)*(7 + E^2)^2) - ((13 + 2*E^2)*(19 + 3*E^2)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^2*(7 + E^2)^2) - (2*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(35 + 12*E^2 + E^4) + ((1 + E^2)*(43 + 14*E^2 + E^4)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(4*(5 + E^2)^3) - ((43 + 14*E^2 + E^4)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(4*(7 + E^2)^2) + ((19 + 3*E^2)*(43 + 14*E^2 + E^4)*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^3*(7 + E^2)^2) + (3*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(5 + E^2)^2 - (3*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(7 + E^2)^2 + (6*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^2*(7 + E^2)) + ((1 + E^2)*(9 + 2*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(5 + E^2)^3 - ((9 + 2*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/(7 + E^2)^2 - (6*(19 + 3*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^2*(7 + E^2)^2) + (4*(9 + 2*E^2)*(19 + 3*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6 + E^x^(-1))^(-1), x], x, 5 + E^2 - x])/((5 + E^2)^3*(7 + E^2)^2) + (6*Defer[Subst][Defer[Int][1/((6 + E^x)^2*x), x], x, (5 + E^2 - x)^(-1)])/(5 + E^2)^2 + (12*Log[2 + x]*Defer[Subst][Defer[Int][1/((6 + E^x)^2*x), x], x, (5 + E^2 - x)^(-1)])/(5 + E^2)^2 - (3*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/(7 + E^2) + (2*(13 + 2*E^2)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)*(7 + E^2)) + ((19 + 3*E^2)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/(7 + E^2)^2 - (2*(19 + 3*E^2)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)*(7 + E^2)^2) - ((13 + 2*E^2)*(19 + 3*E^2)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)*(7 + E^2)^2) - ((43 + 14*E^2 + E^4)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)^2*(7 + E^2)) + ((19 + 3*E^2)*(43 + 14*E^2 + E^4)*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)^2*(7 + E^2)^2) - (4*(9 + 2*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)^2*(7 + E^2)) - (10*(19 + 3*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)*(7 + E^2)^2) + (4*(9 + 2*E^2)*(19 + 3*E^2)*Log[2 + x]*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/((5 + E^2)^2*(7 + E^2)^2) + (12*Log[2 + x]*Defer[Subst][Defer[Int][(6*x + E^x*x)^(-1), x], x, (5 + E^2 - x)^(-1)])/(35 + 12*E^2 + E^4)","F",0,0,0,0,-1,"{}"
3648,0,0,0,1.3244615,"\int \frac{e^{-x} \left(9 e^x x+e^{e^{-x} \left(e^x \left(5-e^2\right)-x+e^x \log \left(x^2\right)\right)} \left(-2 e^x+x-x^2\right)\right)}{x} \, dx","Int[(9*E^x*x + E^((E^x*(5 - E^2) - x + E^x*Log[x^2])/E^x)*(-2*E^x + x - x^2))/(E^x*x),x]","\int \frac{e^{-x} \left(9 e^x x+e^{e^{-x} \left(e^x \left(5-e^2\right)-x+e^x \log \left(x^2\right)\right)} \left(-2 e^x+x-x^2\right)\right)}{x} \, dx","-e^{-e^{-x} x-e^2+5} x^2+9 x+3",1,"9*x - 2*Defer[Int][x/E^((-5*E^x*(1 - E^2/5) + x)/E^x), x] + Defer[Int][x^2/E^((-5*E^x*(1 - E^2/5) + x + E^x*x)/E^x), x] - Defer[Int][x^3/E^((-5*E^x*(1 - E^2/5) + x + E^x*x)/E^x), x]","F",0,0,0,0,-1,"{}"
3649,1,38,0,0.204828,"\int \frac{\left(16-8 x+x^2\right) \log ^2(3)+\left(-16-60 x+32 x^2-4 x^3\right) \log (x)-4 x \log ^2(x)+\left(\left(16+60 x-32 x^2+4 x^3\right) \log (x)+4 x \log ^2(x)\right) \log (\log (x))+\left(\left(-4-15 x+8 x^2-x^3\right) \log (x)-x \log ^2(x)\right) \log ^2(\log (x))}{\left(64 x-32 x^2+4 x^3\right) \log (x)+\left(-64 x+32 x^2-4 x^3\right) \log (x) \log (\log (x))+\left(16 x-8 x^2+x^3\right) \log (x) \log ^2(\log (x))} \, dx","Int[((16 - 8*x + x^2)*Log[3]^2 + (-16 - 60*x + 32*x^2 - 4*x^3)*Log[x] - 4*x*Log[x]^2 + ((16 + 60*x - 32*x^2 + 4*x^3)*Log[x] + 4*x*Log[x]^2)*Log[Log[x]] + ((-4 - 15*x + 8*x^2 - x^3)*Log[x] - x*Log[x]^2)*Log[Log[x]]^2)/((64*x - 32*x^2 + 4*x^3)*Log[x] + (-64*x + 32*x^2 - 4*x^3)*Log[x]*Log[Log[x]] + (16*x - 8*x^2 + x^3)*Log[x]*Log[Log[x]]^2),x]","-x+\frac{\log ^2(3)}{2-\log (\log (x))}-\frac{x \log (x)}{4 (4-x)}-\frac{\log (x)}{4}","-x+\frac{\log ^2(3)}{2-\log (\log (x))}+\frac{\log (x)}{x-4}+16",1,"-x - Log[x]/4 - (x*Log[x])/(4*(4 - x)) + Log[3]^2/(2 - Log[Log[x]])","A",9,6,162,0.03704,1,"{6688, 893, 2314, 31, 2302, 30}"
3650,1,14,0,0.0675495,"\int \frac{-2+2 x+x^2+\left(1+2 x+x^2\right) \log (3 x)}{1+2 x+x^2} \, dx","Int[(-2 + 2*x + x^2 + (1 + 2*x + x^2)*Log[3*x])/(1 + 2*x + x^2),x]","\frac{3}{x+1}+x \log (3 x)","\frac{3}{x+1}+x \log (3 x)",1,"3/(1 + x) + x*Log[3*x]","A",6,4,32,0.1250,1,"{27, 6742, 683, 2295}"
3651,1,16,0,0.0197375,"\int -\frac{20}{x \log \left(\frac{2 x^2}{1+\log (\log (5))}\right)} \, dx","Int[-20/(x*Log[(2*x^2)/(1 + Log[Log[5]])]),x]","-10 \log \left(\log \left(\frac{2 x^2}{1+\log (\log (5))}\right)\right)","5 \left(\log \left(\frac{e^4}{\log ^2\left(\frac{2 x^3}{x+x \log (\log (5))}\right)}\right)+1\right)",1,"-10*Log[Log[(2*x^2)/(1 + Log[Log[5]])]]","A",3,3,20,0.1500,1,"{12, 2302, 29}"
3652,1,43,0,0.6022331,"\int \frac{e^{-4 x} \left(-25-10 x-x^2+\left(-25-100 x-39 x^2-4 x^3\right) \log \left(\frac{5}{x}\right)\right)}{x^2} \, dx","Int[(-25 - 10*x - x^2 + (-25 - 100*x - 39*x^2 - 4*x^3)*Log[5/x])/(E^(4*x)*x^2),x]","10 e^{-4 x} \log \left(\frac{5}{x}\right)+e^{-4 x} x \log \left(\frac{5}{x}\right)+\frac{25 e^{-4 x} \log \left(\frac{5}{x}\right)}{x}","\frac{e^{-4 x} (x+5)^2 \log \left(\frac{5}{x}\right)}{x}",1,"(10*Log[5/x])/E^(4*x) + (25*Log[5/x])/(E^(4*x)*x) + (x*Log[5/x])/E^(4*x)","B",15,7,41,0.1707,1,"{6742, 2199, 2194, 2177, 2178, 2176, 2554}"
3653,1,21,0,0.5078678,"\int \frac{e^{e^{4/x}} \left(-8 e^{4/x}-2 x\right)}{e^{8+2 e^{4/x}} x-2 e^{8+e^{4/x}} x^2+e^8 x^3} \, dx","Int[(E^E^(4/x)*(-8*E^(4/x) - 2*x))/(E^(8 + 2*E^(4/x))*x - 2*E^(8 + E^(4/x))*x^2 + E^8*x^3),x]","-\frac{2 x}{e^8 \left(e^{e^{4/x}}-x\right)}","2 \left(2-\frac{x}{e^8 \left(e^{e^{4/x}}-x\right)}\right)",1,"(-2*x)/(E^8*(E^E^(4/x) - x))","A",3,3,64,0.04688,1,"{6688, 12, 6687}"
3654,0,0,0,10.4417208,"\int \frac{3-3 x+e^x \left(-9 x-28 x^2+23 x^3+14 x^4\right)+\left(e^x \left(9 x+14 x^2\right)-3 \log (x)\right) \log \left(\frac{1}{3} \left(e^x \left(-9 x-14 x^2\right)+3 \log (x)\right)\right)}{e^x \left(-9 x^3-14 x^4\right)+3 x^2 \log (x)} \, dx","Int[(3 - 3*x + E^x*(-9*x - 28*x^2 + 23*x^3 + 14*x^4) + (E^x*(9*x + 14*x^2) - 3*Log[x])*Log[(E^x*(-9*x - 14*x^2) + 3*Log[x])/3])/(E^x*(-9*x^3 - 14*x^4) + 3*x^2*Log[x]),x]","\int \frac{3-3 x+e^x \left(-9 x-28 x^2+23 x^3+14 x^4\right)+\left(e^x \left(9 x+14 x^2\right)-3 \log (x)\right) \log \left(\frac{1}{3} \left(e^x \left(-9 x-14 x^2\right)+3 \log (x)\right)\right)}{e^x \left(-9 x^3-14 x^4\right)+3 x^2 \log (x)} \, dx","\left(\frac{1}{x}-1\right) \log \left(e^x \left(-\frac{14 x}{3}-3\right) x+\log (x)\right)",1,"-x^(-1) - x + (14*Log[x])/9 - (23*Log[9 + 14*x])/9 - 3*Defer[Int][1/(x^2*(9*E^x*x + 14*E^x*x^2 - 3*Log[x])), x] + 3*Defer[Int][1/(x*(9*E^x*x + 14*E^x*x^2 - 3*Log[x])), x] - 3*Defer[Int][Log[x]/(9*E^x*x + 14*E^x*x^2 - 3*Log[x]), x] + 3*Defer[Int][Log[x]/(x^2*(9*E^x*x + 14*E^x*x^2 - 3*Log[x])), x] + (14*Defer[Int][Log[x]/(x*(9*E^x*x + 14*E^x*x^2 - 3*Log[x])), x])/3 - (322*Defer[Int][Log[x]/((9 + 14*x)*(9*E^x*x + 14*E^x*x^2 - 3*Log[x])), x])/3 - Defer[Int][Log[-1/3*(E^x*x*(9 + 14*x)) + Log[x]]/x^2, x]","F",0,0,0,0,-1,"{}"
3655,1,164,0,0.325738,"\int \frac{1}{625} \left(625+3000 x+8775 x^2+12400 x^3+12960 x^4+7936 x^5+1792 x^6+\left(1100 x+3000 x^2+5280 x^3+4992 x^4+1536 x^5\right) \log (x)+\left(100 x+510 x^2+1008 x^3+480 x^4\right) \log ^2(x)+\left(64 x^2+64 x^3\right) \log ^3(x)+3 x^2 \log ^4(x)\right) \, dx","Int[(625 + 3000*x + 8775*x^2 + 12400*x^3 + 12960*x^4 + 7936*x^5 + 1792*x^6 + (1100*x + 3000*x^2 + 5280*x^3 + 4992*x^4 + 1536*x^5)*Log[x] + (100*x + 510*x^2 + 1008*x^3 + 480*x^4)*Log[x]^2 + (64*x^2 + 64*x^3)*Log[x]^3 + 3*x^2*Log[x]^4)/625,x]","\frac{256 x^7}{625}+\frac{256 x^6}{125}+\frac{256}{625} x^6 \log (x)+\frac{96 x^5}{25}+\frac{96}{625} x^5 \log ^2(x)+\frac{192}{125} x^5 \log (x)+\frac{112 x^4}{25}+\frac{16}{625} x^4 \log ^3(x)+\frac{48}{125} x^4 \log ^2(x)+\frac{48}{25} x^4 \log (x)+\frac{21 x^3}{5}+\frac{1}{625} x^3 \log ^4(x)+\frac{4}{125} x^3 \log ^3(x)+\frac{6}{25} x^3 \log ^2(x)+\frac{36}{25} x^3 \log (x)+2 x^2+\frac{2}{25} x^2 \log ^2(x)+\frac{4}{5} x^2 \log (x)+x","\frac{\left(x+\left(x+\frac{1}{5} x (4 x+\log (x))\right)^2\right)^2}{x}",1,"x + 2*x^2 + (21*x^3)/5 + (112*x^4)/25 + (96*x^5)/25 + (256*x^6)/125 + (256*x^7)/625 + (4*x^2*Log[x])/5 + (36*x^3*Log[x])/25 + (48*x^4*Log[x])/25 + (192*x^5*Log[x])/125 + (256*x^6*Log[x])/625 + (2*x^2*Log[x]^2)/25 + (6*x^3*Log[x]^2)/25 + (48*x^4*Log[x]^2)/125 + (96*x^5*Log[x]^2)/625 + (4*x^3*Log[x]^3)/125 + (16*x^4*Log[x]^3)/625 + (x^3*Log[x]^4)/625","B",32,6,110,0.05455,1,"{12, 2356, 2304, 2305, 1593, 2353}"
3656,0,0,0,1.3587293,"\int \frac{-119+61 x+e^x \left(-x-121 x^2+60 x^3\right)+\left(60+60 e^x x^2\right) \log (x)}{300 x-150 x^2+e^x \left(-300 x^2+150 x^3\right)+\left(-150 x+150 e^x x^2\right) \log (x)} \, dx","Int[(-119 + 61*x + E^x*(-x - 121*x^2 + 60*x^3) + (60 + 60*E^x*x^2)*Log[x])/(300*x - 150*x^2 + E^x*(-300*x^2 + 150*x^3) + (-150*x + 150*E^x*x^2)*Log[x]),x]","\int \frac{-119+61 x+e^x \left(-x-121 x^2+60 x^3\right)+\left(60+60 e^x x^2\right) \log (x)}{300 x-150 x^2+e^x \left(-300 x^2+150 x^3\right)+\left(-150 x+150 e^x x^2\right) \log (x)} \, dx","\frac{2}{5} \left(\log \left(\frac{1}{x}-e^x\right)-\frac{1}{60} \log (-x-\log (x)+2)\right)",1,"(2*x)/5 - Log[2 - x - Log[x]]/150 + (2*Defer[Int][(-1 + E^x*x)^(-1), x])/5 + (2*Defer[Int][1/(x*(-1 + E^x*x)), x])/5","F",0,0,0,0,-1,"{}"
3657,1,62,0,0.1571645,"\int \frac{e^{e^{\frac{e^{x^2}}{x}}} \left(10 x^2+2 x^3+e^{\frac{e^{x^2}}{x}+x^2} \left(-25-10 x+49 x^2+20 x^3+2 x^4\right)\right)}{x^2} \, dx","Int[(E^E^(E^x^2/x)*(10*x^2 + 2*x^3 + E^(E^x^2/x + x^2)*(-25 - 10*x + 49*x^2 + 20*x^3 + 2*x^4)))/x^2,x]","-\frac{e^{x^2+e^{\frac{e^{x^2}}{x}}} \left(-2 x^4-20 x^3-49 x^2+10 x+25\right)}{\left(2 e^{x^2}-\frac{e^{x^2}}{x^2}\right) x^2}","e^{e^{\frac{e^{x^2}}{x}}} (x+5)^2-2",1,"-((E^(E^(E^x^2/x) + x^2)*(25 + 10*x - 49*x^2 - 20*x^3 - 2*x^4))/((2*E^x^2 - E^x^2/x^2)*x^2))","B",1,1,64,0.01562,1,"{2288}"
3658,0,0,0,3.4957877,"\int \frac{e^{20} \left(548371200000000 x^3+172947840000000 x^4+23828513280000 x^5+1873311897600 x^6+91912863744 x^7+2882018304 x^8+56398848 x^9+629760 x^{10}+3072 x^{11}\right)}{152587890625 x^8+48828125000 x^9+6835937500 x^{10}+546875000 x^{11}+27343750 x^{12}+875000 x^{13}+17500 x^{14}+200 x^{15}+x^{16}+e^{40} \left(218971048064843776+67375707096875008 x+9069806724579328 x^2+697677440352256 x^3+33542184632320 x^4+1032067219456 x^5+19847446528 x^6+218103808 x^7+1048576 x^8\right)+e^{20} \left(365580800000000 x^4+114736128000000 x^5+15753287680000 x^6+1235891404800 x^7+60596226048 x^8+1901371392 x^9+37285888 x^{10}+417792 x^{11}+2048 x^{12}\right)} \, dx","Int[(E^20*(548371200000000*x^3 + 172947840000000*x^4 + 23828513280000*x^5 + 1873311897600*x^6 + 91912863744*x^7 + 2882018304*x^8 + 56398848*x^9 + 629760*x^10 + 3072*x^11))/(152587890625*x^8 + 48828125000*x^9 + 6835937500*x^10 + 546875000*x^11 + 27343750*x^12 + 875000*x^13 + 17500*x^14 + 200*x^15 + x^16 + E^40*(218971048064843776 + 67375707096875008*x + 9069806724579328*x^2 + 697677440352256*x^3 + 33542184632320*x^4 + 1032067219456*x^5 + 19847446528*x^6 + 218103808*x^7 + 1048576*x^8) + E^20*(365580800000000*x^4 + 114736128000000*x^5 + 15753287680000*x^6 + 1235891404800*x^7 + 60596226048*x^8 + 1901371392*x^9 + 37285888*x^10 + 417792*x^11 + 2048*x^12)),x]","\int \frac{e^{20} \left(548371200000000 x^3+172947840000000 x^4+23828513280000 x^5+1873311897600 x^6+91912863744 x^7+2882018304 x^8+56398848 x^9+629760 x^{10}+3072 x^{11}\right)}{152587890625 x^8+48828125000 x^9+6835937500 x^{10}+546875000 x^{11}+27343750 x^{12}+875000 x^{13}+17500 x^{14}+200 x^{15}+x^{16}+e^{40} \left(218971048064843776+67375707096875008 x+9069806724579328 x^2+697677440352256 x^3+33542184632320 x^4+1032067219456 x^5+19847446528 x^6+218103808 x^7+1048576 x^8\right)+e^{20} \left(365580800000000 x^4+114736128000000 x^5+15753287680000 x^6+1235891404800 x^7+60596226048 x^8+1901371392 x^9+37285888 x^{10}+417792 x^{11}+2048 x^{12}\right)} \, dx","\frac{3}{\frac{256 e^{20} \left(\frac{6}{x+25}+6\right)^4}{81 x^4}+4}",1,"(-3*E^10*(677 + 432*E^5 + 32*E^10))/(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4) - (3*E^10*(677 - 432*E^5 + 32*E^10))/(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4) + (3*E^5*Defer[Int][x^2/(-21632*E^10 + 208*E^5*(25 - 8*E^5)*x - (625 - 408*E^5 + 32*E^10)*x^2 - 2*(25 - 4*E^5)*x^3 - x^4), x])/2 + 624*E^15*(16925 - 16664*E^5 - 5984*E^10 - 256*E^15)*Defer[Int][(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4)^(-2), x] + 6*E^10*(421875 + 557416*E^5 - 1856*E^10 - 27392*E^15 - 1024*E^20)*Defer[Int][x/(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4)^2, x] + 6*E^10*(16875 + 19372*E^5 + 2592*E^10 - 128*E^15)*Defer[Int][x^2/(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4)^2, x] - 3*E^5*(325 - 212*E^5 - 32*E^10)*Defer[Int][(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4)^(-1), x] - 6*E^5*(13 - 2*E^5)*Defer[Int][x/(21632*E^10 - 208*E^5*(25 - 8*E^5)*x + (625 - 408*E^5 + 32*E^10)*x^2 + 2*(25 - 4*E^5)*x^3 + x^4), x] - 624*E^15*(16925 + 16664*E^5 - 5984*E^10 + 256*E^15)*Defer[Int][(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4)^(-2), x] + 6*E^10*(421875 - 557416*E^5 - 1856*E^10 + 27392*E^15 - 1024*E^20)*Defer[Int][x/(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4)^2, x] + 6*E^10*(16875 - 19372*E^5 + 2592*E^10 + 128*E^15)*Defer[Int][x^2/(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4)^2, x] + 3*E^5*(325 + 212*E^5 - 32*E^10)*Defer[Int][(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4)^(-1), x] + 6*E^5*(13 + 2*E^5)*Defer[Int][x/(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4), x] + (3*E^5*Defer[Int][x^2/(21632*E^10 + 208*E^5*(25 + 8*E^5)*x + (625 + 408*E^5 + 32*E^10)*x^2 + 2*(25 + 4*E^5)*x^3 + x^4), x])/2","F",0,0,0,0,-1,"{}"
3659,1,14,0,0.0048588,"\int \frac{-e^3+2 x}{e^3 x-x^2} \, dx","Int[(-E^3 + 2*x)/(E^3*x - x^2),x]","-\log \left(e^3 x-x^2\right)","\log \left(\frac{1}{5 \left(e^3-x\right) x}\right)+16",1,"-Log[E^3*x - x^2]","A",1,1,23,0.04348,1,"{628}"
3660,0,0,0,11.5540234,"\int \frac{x+e^{2 x} x+e^{-8 \log ^2(x)} x+x^3+e^x \left(-x-2 x^2\right)+e^{-4 \log ^2(x)} \left(-2 e^x x+2 x^2-8 \log (x)\right)}{e^{2 x} x+e^{-8 \log ^2(x)} x-2 e^x x^2+x^3+e^{-4 \log ^2(x)} \left(-2 e^x x+2 x^2\right)} \, dx","Int[(x + E^(2*x)*x + x/E^(8*Log[x]^2) + x^3 + E^x*(-x - 2*x^2) + (-2*E^x*x + 2*x^2 - 8*Log[x])/E^(4*Log[x]^2))/(E^(2*x)*x + x/E^(8*Log[x]^2) - 2*E^x*x^2 + x^3 + (-2*E^x*x + 2*x^2)/E^(4*Log[x]^2)),x]","\int \frac{x+e^{2 x} x+e^{-8 \log ^2(x)} x+x^3+e^x \left(-x-2 x^2\right)+e^{-4 \log ^2(x)} \left(-2 e^x x+2 x^2-8 \log (x)\right)}{e^{2 x} x+e^{-8 \log ^2(x)} x-2 e^x x^2+x^3+e^{-4 \log ^2(x)} \left(-2 e^x x+2 x^2\right)} \, dx","x+\frac{1}{-x+e^x-e^{-4 \log ^2(x)}}",1,"-E^(4*Log[x]^2) + x + Defer[Int][E^(8*Log[x]^2)/(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x)^2, x] - Defer[Int][E^(x + 8*Log[x]^2)/(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x)^2, x] + 8*Defer[Int][(E^(8*Log[x]^2)*Log[x])/(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x)^2, x] - 8*Defer[Int][(E^(x + 8*Log[x]^2)*Log[x])/(x*(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x)^2), x] - 8*Defer[Int][(E^(8*Log[x]^2)*Log[x])/(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x), x] + 8*Defer[Int][(E^(x + 8*Log[x]^2)*Log[x])/(x*(-1 + E^(x + 4*Log[x]^2) - E^(4*Log[x]^2)*x)), x]","F",0,0,0,0,-1,"{}"
3661,1,25,0,0.0600208,"\int \frac{-4+160 x-416 x^2-96 x^3}{x \log ^2\left(e^{-80 x+104 x^2+16 x^3} x^2\right)} \, dx","Int[(-4 + 160*x - 416*x^2 - 96*x^3)/(x*Log[E^(-80*x + 104*x^2 + 16*x^3)*x^2]^2),x]","\frac{2}{\log \left(e^{16 x^3+104 x^2-80 x} x^2\right)}","\frac{2}{\log \left(e^{8 x \left(2 \left(x^2+6 x-5\right)+x\right)} x^2\right)}",1,"2/Log[E^(-80*x + 104*x^2 + 16*x^3)*x^2]","A",1,1,42,0.02381,1,"{6686}"
3662,0,0,0,2.7000948,"\int \frac{-30+e^x \left(-200 x-200 x^2\right)+e^x \left(-80 x-80 x^2\right) \log (x)+e^x \left(-8 x-8 x^2\right) \log ^2(x)}{225 x-600 e^x x^2+400 e^{2 x} x^3+\left(-120 e^x x^2+160 e^{2 x} x^3\right) \log (x)+16 e^{2 x} x^3 \log ^2(x)} \, dx","Int[(-30 + E^x*(-200*x - 200*x^2) + E^x*(-80*x - 80*x^2)*Log[x] + E^x*(-8*x - 8*x^2)*Log[x]^2)/(225*x - 600*E^x*x^2 + 400*E^(2*x)*x^3 + (-120*E^x*x^2 + 160*E^(2*x)*x^3)*Log[x] + 16*E^(2*x)*x^3*Log[x]^2),x]","\int \frac{-30+e^x \left(-200 x-200 x^2\right)+e^x \left(-80 x-80 x^2\right) \log (x)+e^x \left(-8 x-8 x^2\right) \log ^2(x)}{225 x-600 e^x x^2+400 e^{2 x} x^3+\left(-120 e^x x^2+160 e^{2 x} x^3\right) \log (x)+16 e^{2 x} x^3 \log ^2(x)} \, dx","\frac{2}{4 e^x x+\frac{1}{\frac{1}{3} \left(2-\frac{\log (x)}{5}\right)-1}}",1,"-150*Defer[Int][(-15 + 20*E^x*x + 4*E^x*x*Log[x])^(-2), x] - 180*Defer[Int][1/(x*(-15 + 20*E^x*x + 4*E^x*x*Log[x])^2), x] - 30*Defer[Int][Log[x]/(-15 + 20*E^x*x + 4*E^x*x*Log[x])^2, x] - 30*Defer[Int][Log[x]/(x*(-15 + 20*E^x*x + 4*E^x*x*Log[x])^2), x] - 10*Defer[Int][(-15 + 20*E^x*x + 4*E^x*x*Log[x])^(-1), x] - 10*Defer[Int][1/(x*(-15 + 20*E^x*x + 4*E^x*x*Log[x])), x] - 2*Defer[Int][Log[x]/(-15 + 20*E^x*x + 4*E^x*x*Log[x]), x] - 2*Defer[Int][Log[x]/(x*(-15 + 20*E^x*x + 4*E^x*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
3663,1,104,0,0.5557297,"\int \frac{e^{-x} \left(-2+3 x-4 x^2+x^3+\frac{5}{2} e^2 \left(1-x+x^2\right)+\left(3 x-\frac{5 e^2 x}{2}-x^2\right) \log (x)\right)}{x} \, dx","Int[(-2 + 3*x - 4*x^2 + x^3 + (5*E^2*(1 - x + x^2))/2 + (3*x - (5*E^2*x)/2 - x^2)*Log[x])/(E^x*x),x]","-e^{-x} x^2-2 e^{-x} x+\frac{1}{2} \left(8-5 e^2\right) e^{-x} x-e^{-x}+\frac{1}{2} \left(8-5 e^2\right) e^{-x}-\frac{1}{2} \left(6-5 e^2\right) e^{-x}+e^{-x} \log (x)-\frac{1}{2} e^{-x} \left(-2 x-5 e^2+6\right) \log (x)","e^{-x} \left(x+\frac{5 e^2}{2}-2\right) (\log (x)-x)",1,"-E^(-x) - (6 - 5*E^2)/(2*E^x) + (8 - 5*E^2)/(2*E^x) - (2*x)/E^x + ((8 - 5*E^2)*x)/(2*E^x) - x^2/E^x + Log[x]/E^x - ((6 - 5*E^2 - 2*x)*Log[x])/(2*E^x)","B",16,6,57,0.1053,1,"{6742, 2199, 2194, 2178, 2176, 2554}"
3664,-1,0,0,188.078389,"\int \frac{-4398046511104 e^{-20460-20 x}-17179869184 e^{-15345-15 x} x-25165824 e^{-10230-10 x} x^2-16384 e^{-5115-5 x} x^3-4 x^4+\left(-21990232555520 e^{-20460-20 x} x+4 x^4+1073741824 e^{-15345-15 x} \left(4 x-60 x^2\right)+1048576 e^{-10230-10 x} \left(12 x^2-60 x^3\right)+1024 e^{-5115-5 x} \left(12 x^3-20 x^4\right)\right) \log (x)}{x \log ^5(x)} \, dx","Int[(-4398046511104*E^(-20460 - 20*x) - 17179869184*E^(-15345 - 15*x)*x - 25165824*E^(-10230 - 10*x)*x^2 - 16384*E^(-5115 - 5*x)*x^3 - 4*x^4 + (-21990232555520*E^(-20460 - 20*x)*x + 4*x^4 + 1073741824*E^(-15345 - 15*x)*(4*x - 60*x^2) + 1048576*E^(-10230 - 10*x)*(12*x^2 - 60*x^3) + 1024*E^(-5115 - 5*x)*(12*x^3 - 20*x^4))*Log[x])/(x*Log[x]^5),x]","\text{\$Aborted}","\frac{\left(x+e^{5 (-x-1023+\log (4))}\right)^4}{\log ^4(x)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3665,0,0,0,0.0972407,"\int \left(25-25 e^x+e^{x+e^x x} (1+x)\right) \, dx","Int[25 - 25*E^x + E^(x + E^x*x)*(1 + x),x]","\int \left(25-25 e^x+e^{x+e^x x} (1+x)\right) \, dx","e^{e^x x}-25 \left(-x+e^x-4\right)",1,"-25*E^x + 25*x + Defer[Int][E^(x + E^x*x), x] + Defer[Int][E^(x + E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
3666,1,23,0,0.0438775,"\int -\frac{20 e^{5 x}}{3-10 e^{5 x}+7 e^{10 x}} \, dx","Int[(-20*E^(5*x))/(3 - 10*E^(5*x) + 7*E^(10*x)),x]","\log \left(3-7 e^{5 x}\right)-\log \left(1-e^{5 x}\right)","\log \left(\frac{4 x^2}{x^2-e^{-5 x} x^2}+3\right)",1,"Log[3 - 7*E^(5*x)] - Log[1 - E^(5*x)]","A",5,4,25,0.1600,1,"{12, 2282, 616, 31}"
3667,0,0,0,19.4648423,"\int \frac{-48+48 x-12 x^2+e^{\frac{-12+4 x+2 \log (x)}{-4+2 x+\log (x)}} \left(4 x+8 x^2\right)+(24-12 x) \log (x)-3 \log ^2(x)}{48 x-48 x^2+12 x^3+\left(-24 x+12 x^2\right) \log (x)+3 x \log ^2(x)+e^{\frac{-12+4 x+2 \log (x)}{-4+2 x+\log (x)}} \left(16 x^2-16 x^3+4 x^4+\left(-8 x^2+4 x^3\right) \log (x)+x^2 \log ^2(x)\right)} \, dx","Int[(-48 + 48*x - 12*x^2 + E^((-12 + 4*x + 2*Log[x])/(-4 + 2*x + Log[x]))*(4*x + 8*x^2) + (24 - 12*x)*Log[x] - 3*Log[x]^2)/(48*x - 48*x^2 + 12*x^3 + (-24*x + 12*x^2)*Log[x] + 3*x*Log[x]^2 + E^((-12 + 4*x + 2*Log[x])/(-4 + 2*x + Log[x]))*(16*x^2 - 16*x^3 + 4*x^4 + (-8*x^2 + 4*x^3)*Log[x] + x^2*Log[x]^2)),x]","\int \frac{-48+48 x-12 x^2+e^{\frac{-12+4 x+2 \log (x)}{-4+2 x+\log (x)}} \left(4 x+8 x^2\right)+(24-12 x) \log (x)-3 \log ^2(x)}{48 x-48 x^2+12 x^3+\left(-24 x+12 x^2\right) \log (x)+3 x \log ^2(x)+e^{\frac{-12+4 x+2 \log (x)}{-4+2 x+\log (x)}} \left(16 x^2-16 x^3+4 x^4+\left(-8 x^2+4 x^3\right) \log (x)+x^2 \log ^2(x)\right)} \, dx","\log \left(\frac{3}{x}+e^{\frac{4}{-2 x-\log (x)+4}+2}\right)+9",1,"4*Defer[Int][(E^((4*x)/(-4 + 2*x + Log[x]))*x^(2/(-4 + 2*x + Log[x])))/((3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(4 - 2*x - Log[x])^2), x] + 8*Defer[Int][(E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))/((3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(4 - 2*x - Log[x])^2), x] + 48*Defer[Int][E^(12/(-4 + 2*x + Log[x]))/((3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x] - 48*Defer[Int][E^(12/(-4 + 2*x + Log[x]))/(x*(3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x] - 12*Defer[Int][(E^(12/(-4 + 2*x + Log[x]))*x)/((3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x] - 12*Defer[Int][(E^(12/(-4 + 2*x + Log[x]))*Log[x])/((3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x] + 24*Defer[Int][(E^(12/(-4 + 2*x + Log[x]))*Log[x])/(x*(3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x] - 3*Defer[Int][(E^(12/(-4 + 2*x + Log[x]))*Log[x]^2)/(x*(3*E^(12/(-4 + 2*x + Log[x])) + E^((4*x)/(-4 + 2*x + Log[x]))*x^(1 + 2/(-4 + 2*x + Log[x])))*(-4 + 2*x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
3668,1,13,0,0.10099,"\int \frac{8-8 x}{\left(-2 x+x^2\right) \log \left(-4 x+2 x^2\right)} \, dx","Int[(8 - 8*x)/((-2*x + x^2)*Log[-4*x + 2*x^2]),x]","-4 \log \left(\log \left(2 x^2-4 x\right)\right)","\log \left(\frac{256}{9 e^{16} \log ^4(x (2 x-4))}\right)",1,"-4*Log[Log[-4*x + 2*x^2]]","A",2,2,27,0.07407,1,"{1593, 6684}"
3669,1,26,0,0.0198397,"\int \left(240 x^4+48 x^5-64 x^7+e^{e^x} \left(-64 x^3-16 e^x x^4\right)\right) \, dx","Int[240*x^4 + 48*x^5 - 64*x^7 + E^E^x*(-64*x^3 - 16*E^x*x^4),x]","-8 x^8+8 x^6+48 x^5-16 e^{e^x} x^4","16 x^4 \left(\frac{1}{2} \left(x^2-x^4\right)+3 x-e^{e^x}\right)",1,"-16*E^E^x*x^4 + 48*x^5 + 8*x^6 - 8*x^8","A",2,1,36,0.02778,1,"{2288}"
3670,0,0,0,5.5213952,"\int \frac{3^{2/x} \left(x^4\right)^{-2/x} \left(-2 x^2+\left(-8 x+2 x^2\right) \log (x)+2 x \log (x) \log \left(\frac{x^4}{3}\right)+3^{-1/x} \left(x^4\right)^{\frac{1}{x}} \left(40 x \log (x)+(160-40 x) \log ^2(x)-40 \log ^2(x) \log \left(\frac{x^4}{3}\right)\right)\right)}{x \log ^3(x)} \, dx","Int[(3^(2/x)*(-2*x^2 + (-8*x + 2*x^2)*Log[x] + 2*x*Log[x]*Log[x^4/3] + ((x^4)^x^(-1)*(40*x*Log[x] + (160 - 40*x)*Log[x]^2 - 40*Log[x]^2*Log[x^4/3]))/3^x^(-1)))/(x*(x^4)^(2/x)*Log[x]^3),x]","\int \frac{3^{2/x} \left(x^4\right)^{-2/x} \left(-2 x^2+\left(-8 x+2 x^2\right) \log (x)+2 x \log (x) \log \left(\frac{x^4}{3}\right)+3^{-1/x} \left(x^4\right)^{\frac{1}{x}} \left(40 x \log (x)+(160-40 x) \log ^2(x)-40 \log ^2(x) \log \left(\frac{x^4}{3}\right)\right)\right)}{x \log ^3(x)} \, dx","\left(20-\frac{3^{\frac{1}{x}} x \left(x^4\right)^{-1/x}}{\log (x)}\right)^2",1,"-2*Defer[Int][(9^x^(-1)*x)/((x^4)^(2/x)*Log[x]^3), x] - 8*Defer[Int][9^x^(-1)/((x^4)^(2/x)*Log[x]^2), x] + 2*Defer[Int][(9^x^(-1)*x)/((x^4)^(2/x)*Log[x]^2), x] + 40*Defer[Int][3^x^(-1)/((x^4)^x^(-1)*Log[x]^2), x] - 40*Defer[Int][3^x^(-1)/((x^4)^x^(-1)*Log[x]), x] + 160*Defer[Int][3^x^(-1)/(x*(x^4)^x^(-1)*Log[x]), x] + 2*Defer[Int][(9^x^(-1)*Log[x^4/3])/((x^4)^(2/x)*Log[x]^2), x] - 40*Defer[Int][(3^x^(-1)*Log[x^4/3])/(x*(x^4)^x^(-1)*Log[x]), x]","F",0,0,0,0,-1,"{}"
3671,1,767,0,3.8198495,"\int \frac{-36+12 x+\left(-8+12 x-4 x^2\right) \log (4)+e^{2 x} \left(3+6 x-2 x^2 \log (4)\right)+e^x \left(3-3 x+3 x^2+\left(-4 x+2 x^2-x^3\right) \log (4)\right)+\left(-36+24 x-4 x^2 \log (4)+e^x \left(12+12 x-4 x^2 \log (4)\right)\right) \log (x)}{18-12 x \log (4)+2 x^2 \log ^2(4)} \, dx","Int[(-36 + 12*x + (-8 + 12*x - 4*x^2)*Log[4] + E^(2*x)*(3 + 6*x - 2*x^2*Log[4]) + E^x*(3 - 3*x + 3*x^2 + (-4*x + 2*x^2 - x^3)*Log[4]) + (-36 + 24*x - 4*x^2*Log[4] + E^x*(12 + 12*x - 4*x^2*Log[4]))*Log[x])/(18 - 12*x*Log[4] + 2*x^2*Log[4]^2),x]","\frac{9 e^{\frac{3}{\log (4)}} (3+\log (16)) \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{2 \log ^4(4)}-\frac{27 e^{\frac{3}{\log (4)}} \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{2 \log ^4(4)}-\frac{e^{\frac{6}{\log (4)}} \log (4096) \text{Ei}\left(-\frac{2 (3-x \log (4))}{\log (4)}\right)}{2 \log ^3(4)}-\frac{3 e^{\frac{3}{\log (4)}} (3+\log (256)) \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{2 \log ^3(4)}+\frac{3 e^{\frac{3}{\log (4)}} (3+\log (16)) \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{\log ^3(4)}-\frac{27 e^{\frac{3}{\log (4)}} \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{2 \log ^3(4)}-\frac{2^{\frac{6}{\log ^2(4)}-1} (3+\log (256)) \text{Ei}\left(\frac{x \log ^2(4)-\log (64)}{\log ^2(4)}\right)}{\log ^2(4)}+\frac{3 e^{\frac{6}{\log (4)}} \text{Ei}\left(-\frac{2 (3-x \log (4))}{\log (4)}\right)}{\log ^2(4)}+\frac{3 e^{\frac{3}{\log (4)}} \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{2 \log ^2(4)}+\frac{2 e^{\frac{3}{\log (4)}} \text{Ei}\left(-\frac{3-x \log (4)}{\log (4)}\right)}{\log (4)}+\frac{12 \text{Li}_2\left(1-\frac{1}{3} x \log (4)\right)}{\log ^2(4)}-\frac{12 \text{Li}_2\left(1-\frac{x \log ^2(4)}{\log (64)}\right)}{\log ^2(4)}-\frac{27 e^x}{2 \log ^3(4) (3-x \log (4))}+\frac{9 e^x (3+\log (16))}{2 \log ^3(4) (3-x \log (4))}-\frac{6 (2-\log (4)) \log (3-x \log (4))}{\log ^2(4)}+\frac{6 \log (3-x \log (4))}{\log ^2(4)}-\frac{12 \log \left(\frac{3}{\log (4)}\right) \log (x \log (4)-3)}{\log ^2(4)}+\frac{6 \log \left(x \log ^2(4)-\log (64)\right)}{\log ^2(4)}+\frac{18}{\log ^2(4) (3-x \log (4))}+\frac{12 \log \left(\frac{\log (64)}{\log ^2(4)}\right) \log \left(x \log ^2(4)-\log (64)\right)}{\log ^2(4)}-\frac{3 e^x (3+\log (256))}{2 \log ^2(4) (3-x \log (4))}+\frac{e^x (3+\log (16))}{2 \log ^2(4)}-\frac{e^{2 x} \log (16)}{4 \log ^2(4)}-\frac{2 (3-\log (4)) (3-\log (16))}{\log ^2(4) (3-x \log (4))}-\frac{3 e^x}{\log ^2(4)}+\frac{6 x \log (x)}{\log (4) (3-x \log (4))}-\frac{6 x \log (x)}{3-x \log (4)}-\frac{2 x \log (x)}{\log (4)}-\frac{e^x x}{2 \log (4)}+\frac{6 e^x \log (x)}{\log (4) (3-x \log (4))}-\frac{2 e^x \log (x)}{\log (4)}-\frac{6 \log (3-x \log (4))}{\log (4)}+\frac{3 e^x}{2 \log (4) (3-x \log (4))}+\frac{3 e^{2 x}}{2 \log (4) (3-x \log (4))}-\frac{18}{\log (4) (3-x \log (4))}+\frac{e^x}{2 \log (4)}","\frac{\frac{1}{2} \left(-x-e^x+3\right) x \left(e^x+4 \log (x)\right)+4}{x \log (4)-3}",1,"(-27*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])])/(2*Log[4]^4) - (27*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])])/(2*Log[4]^3) - (3*E^x)/Log[4]^2 + (3*E^(6/Log[4])*ExpIntegralEi[(-2*(3 - x*Log[4]))/Log[4]])/Log[4]^2 + (3*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])])/(2*Log[4]^2) + E^x/(2*Log[4]) - (E^x*x)/(2*Log[4]) + (2*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])])/Log[4] - (27*E^x)/(2*Log[4]^3*(3 - x*Log[4])) + 18/(Log[4]^2*(3 - x*Log[4])) - 18/(Log[4]*(3 - x*Log[4])) + (3*E^x)/(2*Log[4]*(3 - x*Log[4])) + (3*E^(2*x))/(2*Log[4]*(3 - x*Log[4])) - (2*(3 - Log[4])*(3 - Log[16]))/(Log[4]^2*(3 - x*Log[4])) - (E^(2*x)*Log[16])/(4*Log[4]^2) + (9*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])]*(3 + Log[16]))/(2*Log[4]^4) + (3*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])]*(3 + Log[16]))/Log[4]^3 + (E^x*(3 + Log[16]))/(2*Log[4]^2) + (9*E^x*(3 + Log[16]))/(2*Log[4]^3*(3 - x*Log[4])) - (3*E^(3/Log[4])*ExpIntegralEi[-((3 - x*Log[4])/Log[4])]*(3 + Log[256]))/(2*Log[4]^3) - (2^(-1 + 6/Log[4]^2)*ExpIntegralEi[(x*Log[4]^2 - Log[64])/Log[4]^2]*(3 + Log[256]))/Log[4]^2 - (3*E^x*(3 + Log[256]))/(2*Log[4]^2*(3 - x*Log[4])) - (E^(6/Log[4])*ExpIntegralEi[(-2*(3 - x*Log[4]))/Log[4]]*Log[4096])/(2*Log[4]^3) - (2*E^x*Log[x])/Log[4] - (2*x*Log[x])/Log[4] - (6*x*Log[x])/(3 - x*Log[4]) + (6*E^x*Log[x])/(Log[4]*(3 - x*Log[4])) + (6*x*Log[x])/(Log[4]*(3 - x*Log[4])) + (6*Log[3 - x*Log[4]])/Log[4]^2 - (6*(2 - Log[4])*Log[3 - x*Log[4]])/Log[4]^2 - (6*Log[3 - x*Log[4]])/Log[4] - (12*Log[3/Log[4]]*Log[-3 + x*Log[4]])/Log[4]^2 + (6*Log[x*Log[4]^2 - Log[64]])/Log[4]^2 + (12*Log[x*Log[4]^2 - Log[64]]*Log[Log[64]/Log[4]^2])/Log[4]^2 + (12*PolyLog[2, 1 - (x*Log[4])/3])/Log[4]^2 - (12*PolyLog[2, 1 - (x*Log[4]^2)/Log[64]])/Log[4]^2","C",55,18,117,0.1538,0,"{27, 12, 6742, 43, 77, 2199, 2177, 2178, 2194, 2314, 31, 2351, 2316, 2315, 2295, 6688, 2176, 2554}"
3672,1,19,0,0.5429243,"\int \frac{\left(-32+366 x-90 x^2+(-16+4 x) \log (-4+x)\right) \log \left(-\frac{9 x^2}{2-45 x+\log (-4+x)}\right)}{-8 x+182 x^2-45 x^3+\left(-4 x+x^2\right) \log (-4+x)} \, dx","Int[((-32 + 366*x - 90*x^2 + (-16 + 4*x)*Log[-4 + x])*Log[(-9*x^2)/(2 - 45*x + Log[-4 + x])])/(-8*x + 182*x^2 - 45*x^3 + (-4*x + x^2)*Log[-4 + x]),x]","\log ^2\left(-\frac{9 x^2}{-45 x+\log (x-4)+2}\right)","\log ^2\left(\frac{x}{5-\frac{\log (x-4)+2}{9 x}}\right)",1,"Log[(-9*x^2)/(2 - 45*x + Log[-4 + x])]^2","A",1,4,66,0.06061,1,"{6741, 6742, 6684, 6686}"
3673,1,6,0,0.0160558,"\int \frac{-1+\log (x)}{\log ^2(x)} \, dx","Int[(-1 + Log[x])/Log[x]^2,x]","\frac{x}{\log (x)}","\frac{x}{\log (x)}+\log (3 \log (5))",1,"x/Log[x]","A",5,3,9,0.3333,1,"{2360, 2297, 2298}"
3674,1,77,0,0.2499808,"\int \frac{e^{144 x^2-72 x^3+9 x^4} \left(-1-1152 x+1152 x^2-360 x^3+36 x^4\right)}{32-16 x+2 x^2+\left(16-8 x+x^2\right) \log (\log (4))} \, dx","Int[(E^(144*x^2 - 72*x^3 + 9*x^4)*(-1 - 1152*x + 1152*x^2 - 360*x^3 + 36*x^4))/(32 - 16*x + 2*x^2 + (16 - 8*x + x^2)*Log[Log[4]]),x]","-\frac{e^{9 x^4-72 x^3+144 x^2} \left(-x^4+10 x^3-32 x^2+32 x\right)}{\left(x^3-6 x^2+8 x\right) \left(2 x^2+\left(x^2-8 x+16\right) \log (\log (4))-16 x+32\right)}","\frac{e^{9 (x-4)^2 x^2}}{(x-4) (2+\log (\log (4)))}",1,"-((E^(144*x^2 - 72*x^3 + 9*x^4)*(32*x - 32*x^2 + 10*x^3 - x^4))/((8*x - 6*x^2 + x^3)*(32 - 16*x + 2*x^2 + (16 - 8*x + x^2)*Log[Log[4]])))","B",1,1,63,0.01587,1,"{2288}"
3675,1,39,0,0.0951862,"\int \frac{15 x+18 x^2+105 x^3+120 x^4+36 x^5+\left(-30-27 x+3 x^3\right) \log (4)}{50 x^3+60 x^4+18 x^5} \, dx","Int[(15*x + 18*x^2 + 105*x^3 + 120*x^4 + 36*x^5 + (-30 - 27*x + 3*x^3)*Log[4])/(50*x^3 + 60*x^4 + 18*x^5),x]","\frac{3 \log (4)}{10 x^2}+2 x+\frac{5+\log (64)}{75 (3 x+5)}-\frac{3 (5+\log (64))}{50 x}","2 x+\frac{\left(\frac{3}{x}-x\right) (\log (4)-x)}{2 (3 x+5) x}-1",1,"2*x + (3*Log[4])/(10*x^2) - (3*(5 + Log[64]))/(50*x) + (5 + Log[64])/(75*(5 + 3*x))","A",5,4,56,0.07143,1,"{1594, 27, 12, 1620}"
3676,0,0,0,0.1989642,"\int \frac{150-150 x+(-100+100 x) \log (x)+450 x \log ^2(x)+\left(-50+50 x-300 x \log ^2(x)\right) \log \left(x^2\right)+50 x \log ^2(x) \log ^2\left(x^2\right)}{\left(-9 x+9 x^2\right) \log ^2(x)+\left(6 x-6 x^2\right) \log ^2(x) \log \left(x^2\right)+\left(-x+x^2\right) \log ^2(x) \log ^2\left(x^2\right)} \, dx","Int[(150 - 150*x + (-100 + 100*x)*Log[x] + 450*x*Log[x]^2 + (-50 + 50*x - 300*x*Log[x]^2)*Log[x^2] + 50*x*Log[x]^2*Log[x^2]^2)/((-9*x + 9*x^2)*Log[x]^2 + (6*x - 6*x^2)*Log[x]^2*Log[x^2] + (-x + x^2)*Log[x]^2*Log[x^2]^2),x]","\int \frac{150-150 x+(-100+100 x) \log (x)+450 x \log ^2(x)+\left(-50+50 x-300 x \log ^2(x)\right) \log \left(x^2\right)+50 x \log ^2(x) \log ^2\left(x^2\right)}{\left(-9 x+9 x^2\right) \log ^2(x)+\left(6 x-6 x^2\right) \log ^2(x) \log \left(x^2\right)+\left(-x+x^2\right) \log ^2(x) \log ^2\left(x^2\right)} \, dx","10 \left(5 \left(\frac{1}{\log (x) \left(3-\log \left(x^2\right)\right)}+\log \left(\frac{1-x}{3}\right)\right)-3\right)",1,"50*Log[1 - x] + 100*Defer[Int][1/(x*Log[x]*(-3 + Log[x^2])^2), x] + 50*Defer[Int][1/(x*Log[x]^2*(-3 + Log[x^2])), x]","F",0,0,0,0,-1,"{}"
3677,1,28,0,0.2179516,"\int \frac{1}{3} e^{2 x+e x} \left(-10-20 x-10 e x+e^{76 x^2} (30+15 e+2280 x)\right) \, dx","Int[(E^(2*x + E*x)*(-10 - 20*x - 10*E*x + E^(76*x^2)*(30 + 15*E + 2280*x)))/3,x]","5 e^{76 x^2+(2+e) x}-\frac{10}{3} e^{(2+e) x} x","5 e^{(2+e) x} \left(e^{76 x^2}-\frac{2 x}{3}\right)",1,"5*E^((2 + E)*x + 76*x^2) - (10*E^((2 + E)*x)*x)/3","A",9,7,38,0.1842,1,"{6, 12, 6741, 6742, 2194, 2176, 2236}"
3678,0,0,0,8.5707984,"\int \frac{e^{20-4 e^x} \left(-144 x^2-576 x^3-864 x^4-576 x^5-144 x^6\right)+e^{10-2 e^x} \left(12 x+36 x^2+24 x^3+e^x \left(-12 x^2-24 x^3-12 x^4\right)\right)}{1+e^{10-2 e^x} \left(-48 x-96 x^2-48 x^3\right)+e^{20-4 e^x} \left(576 x^2+2304 x^3+3456 x^4+2304 x^5+576 x^6\right)} \, dx","Int[(E^(20 - 4*E^x)*(-144*x^2 - 576*x^3 - 864*x^4 - 576*x^5 - 144*x^6) + E^(10 - 2*E^x)*(12*x + 36*x^2 + 24*x^3 + E^x*(-12*x^2 - 24*x^3 - 12*x^4)))/(1 + E^(10 - 2*E^x)*(-48*x - 96*x^2 - 48*x^3) + E^(20 - 4*E^x)*(576*x^2 + 2304*x^3 + 3456*x^4 + 2304*x^5 + 576*x^6)),x]","\int \frac{e^{20-4 e^x} \left(-144 x^2-576 x^3-864 x^4-576 x^5-144 x^6\right)+e^{10-2 e^x} \left(12 x+36 x^2+24 x^3+e^x \left(-12 x^2-24 x^3-12 x^4\right)\right)}{1+e^{10-2 e^x} \left(-48 x-96 x^2-48 x^3\right)+e^{20-4 e^x} \left(576 x^2+2304 x^3+3456 x^4+2304 x^5+576 x^6\right)} \, dx","\frac{x}{\frac{e^{2 e^x-10}}{6 x (x+1)^2}-4}",1,"144*E^20*Defer[Int][x^2/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] - 12*E^10*Defer[Int][(E^(2*E^x + x)*x^2)/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] + 864*E^20*Defer[Int][x^3/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] - 24*E^10*Defer[Int][(E^(2*E^x + x)*x^3)/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] + 1728*E^20*Defer[Int][x^4/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] - 12*E^10*Defer[Int][(E^(2*E^x + x)*x^4)/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] + 1440*E^20*Defer[Int][x^5/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] + 432*E^20*Defer[Int][x^6/(E^(2*E^x) - 24*E^10*x*(1 + x)^2)^2, x] - 12*E^10*Defer[Int][x/(-E^(2*E^x) + 24*E^10*x*(1 + x)^2), x] - 36*E^10*Defer[Int][x^2/(-E^(2*E^x) + 24*E^10*x*(1 + x)^2), x] - 24*E^10*Defer[Int][x^3/(-E^(2*E^x) + 24*E^10*x*(1 + x)^2), x]","F",0,0,0,0,-1,"{}"
3679,0,0,0,0.7701548,"\int \frac{e^{-e^x} \left(18 x-6 x^2+e^x \left(-18 x^2+3 x^3\right)+e^{e^x} \left(-6+x+e^4 \left(18 x-6 x^2\right)+x \log (x)\right)\right)}{3 x} \, dx","Int[(18*x - 6*x^2 + E^x*(-18*x^2 + 3*x^3) + E^E^x*(-6 + x + E^4*(18*x - 6*x^2) + x*Log[x]))/(3*E^E^x*x),x]","\int \frac{e^{-e^x} \left(18 x-6 x^2+e^x \left(-18 x^2+3 x^3\right)+e^{e^x} \left(-6+x+e^4 \left(18 x-6 x^2\right)+x \log (x)\right)\right)}{3 x} \, dx","\left(\frac{x}{3}-2\right) \left(\log (x)-\left(3 e^{-e^x}+3 e^4\right) x\right)-e",1,"-(E^4*(3 - x)^2) + 6*ExpIntegralEi[-E^x] - 2*Log[x] + (x*Log[x])/3 - 2*Defer[Int][x/E^E^x, x] - 6*Defer[Int][E^(-E^x + x)*x, x] + Defer[Int][E^(-E^x + x)*x^2, x]","F",0,0,0,0,-1,"{}"
3680,0,0,0,1.3675357,"\int \frac{\sqrt{2} \left(1-e^{2 x}-2 x\right) \left(\frac{1}{\log \left(e^{-2 x} \left(2 x-2 e^{2 x} x\right)\right)}\right)^{5/4}}{-4 x+4 e^{2 x} x} \, dx","Int[(Sqrt[2]*(1 - E^(2*x) - 2*x)*(Log[(2*x - 2*E^(2*x)*x)/E^(2*x)]^(-1))^(5/4))/(-4*x + 4*E^(2*x)*x),x]","\int \frac{\sqrt{2} \left(1-e^{2 x}-2 x\right) \left(\frac{1}{\log \left(e^{-2 x} \left(2 x-2 e^{2 x} x\right)\right)}\right)^{5/4}}{-4 x+4 e^{2 x} x} \, dx","\sqrt{2} \sqrt[4]{\frac{1}{\log \left(2 \left(e^{-2 x} x-x\right)\right)}}",1,"-1/2*((Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(-1))^(1/4)*Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(1/4)*Defer[Int][1/((-1 + E^x)*Log[(-2*(-1 + E^(2*x))*x)/E^(2*x)]^(5/4)), x])/Sqrt[2] + ((Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(-1))^(1/4)*Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(1/4)*Defer[Int][1/((1 + E^x)*Log[(-2*(-1 + E^(2*x))*x)/E^(2*x)]^(5/4)), x])/(2*Sqrt[2]) - ((Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(-1))^(1/4)*Log[(2*(x - E^(2*x)*x))/E^(2*x)]^(1/4)*Defer[Int][1/(x*Log[(-2*(-1 + E^(2*x))*x)/E^(2*x)]^(5/4)), x])/(2*Sqrt[2])","F",0,0,0,0,-1,"{}"
3681,1,43,0,0.9329074,"\int \frac{2+\exp \left(1+e^{e^3} \left(-1+6 e^x-9 e^{2 x}\right)+x-6 e^x x+9 e^{2 x} x\right) \left(3 x^2+e^{e^3} \left(18 e^x x^2-54 e^{2 x} x^2\right)+e^x \left(-18 x^2-18 x^3\right)+e^{2 x} \left(27 x^2+54 x^3\right)\right)}{3 x^2} \, dx","Int[(2 + E^(1 + E^E^3*(-1 + 6*E^x - 9*E^(2*x)) + x - 6*E^x*x + 9*E^(2*x)*x)*(3*x^2 + E^E^3*(18*E^x*x^2 - 54*E^(2*x)*x^2) + E^x*(-18*x^2 - 18*x^3) + E^(2*x)*(27*x^2 + 54*x^3)))/(3*x^2),x]","\exp \left(-e^{e^3} \left(1-3 e^x\right)^2-6 e^x x+9 e^{2 x} x+x+1\right)-\frac{2}{3 x}","e^{\left(x-e^{e^3}\right) \left(3 e^x-1\right)^2+1}-\frac{2}{3 x}",1,"E^(1 - E^E^3*(1 - 3*E^x)^2 + x - 6*E^x*x + 9*E^(2*x)*x) - 2/(3*x)","A",4,3,112,0.02679,1,"{12, 14, 6706}"
3682,1,2,0,0.0002505,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (5 x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
3683,0,0,0,9.0528632,"\int \frac{-4 x-4 e^x x^2-8 x^3+\left(4+4 e^x x+8 x^2\right) \log (x)+\left(e^x (2-2 x)+2 x^2-2 x^3+(2-2 x) \log (x)\right) \log \left(e^x+x^2+\log (x)\right) \log \left(\log \left(e^x+x^2+\log (x)\right)\right)}{\left(-e^x x^2-x^4+\left(e^x x-x^2+x^3\right) \log (x)+x \log ^2(x)\right) \log \left(e^x+x^2+\log (x)\right) \log \left(\log \left(e^x+x^2+\log (x)\right)\right)} \, dx","Int[(-4*x - 4*E^x*x^2 - 8*x^3 + (4 + 4*E^x*x + 8*x^2)*Log[x] + (E^x*(2 - 2*x) + 2*x^2 - 2*x^3 + (2 - 2*x)*Log[x])*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]])/((-(E^x*x^2) - x^4 + (E^x*x - x^2 + x^3)*Log[x] + x*Log[x]^2)*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]),x]","\int \frac{-4 x-4 e^x x^2-8 x^3+\left(4+4 e^x x+8 x^2\right) \log (x)+\left(e^x (2-2 x)+2 x^2-2 x^3+(2-2 x) \log (x)\right) \log \left(e^x+x^2+\log (x)\right) \log \left(\log \left(e^x+x^2+\log (x)\right)\right)}{\left(-e^x x^2-x^4+\left(e^x x-x^2+x^3\right) \log (x)+x \log ^2(x)\right) \log \left(e^x+x^2+\log (x)\right) \log \left(\log \left(e^x+x^2+\log (x)\right)\right)} \, dx","\log \left((\log (x)-x)^2 \log ^4\left(\log \left(x^2+e^x+\log (x)\right)\right)\right)",1,"2*Log[x - Log[x]] + 4*Defer[Int][1/(Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]), x] + 4*Defer[Int][1/(x*(E^x + x^2 + Log[x])*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]), x] + 8*Defer[Int][x/((E^x + x^2 + Log[x])*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]), x] - 4*Defer[Int][x^2/((E^x + x^2 + Log[x])*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]), x] - 4*Defer[Int][Log[x]/((E^x + x^2 + Log[x])*Log[E^x + x^2 + Log[x]]*Log[Log[E^x + x^2 + Log[x]]]), x]","F",0,0,0,0,-1,"{}"
3684,0,0,0,1.4408202,"\int \frac{e^x (10+e+2 x)+\left(40+5 e+e^x (-8-e-2 x)+10 x\right) \log \left(5-e^x\right) \log \left(\log \left(5-e^x\right)\right)}{\left(-10 e^x+2 e^{2 x}\right) \log \left(5-e^x\right)} \, dx","Int[(E^x*(10 + E + 2*x) + (40 + 5*E + E^x*(-8 - E - 2*x) + 10*x)*Log[5 - E^x]*Log[Log[5 - E^x]])/((-10*E^x + 2*E^(2*x))*Log[5 - E^x]),x]","\int \frac{e^x (10+e+2 x)+\left(40+5 e+e^x (-8-e-2 x)+10 x\right) \log \left(5-e^x\right) \log \left(\log \left(5-e^x\right)\right)}{\left(-10 e^x+2 e^{2 x}\right) \log \left(5-e^x\right)} \, dx","e^{-x} \left(x+\frac{e}{2}+5\right) \log \left(\log \left(5-e^x\right)\right)",1,"((10 + E)*Log[Log[5 - E^x]])/10 + Defer[Int][x/((-5 + E^x)*Log[5 - E^x]), x] - ((8 + E)*Defer[Int][Log[Log[5 - E^x]]/E^x, x])/2 - Defer[Int][(x*Log[Log[5 - E^x]])/E^x, x] - ((10 + E)*Defer[Subst][Defer[Int][1/(x*Log[5 - x]), x], x, E^x])/10","F",0,0,0,0,-1,"{}"
3685,1,59,0,0.4387195,"\int \frac{e^{-x} \left(2 x-6 x^2+5 x^3+e^x \left(1-11 x+20 x^2+25 x^3\right)\right)}{1-10 x+25 x^2} \, dx","Int[(2*x - 6*x^2 + 5*x^3 + E^x*(1 - 11*x + 20*x^2 + 25*x^3))/(E^x*(1 - 10*x + 25*x^2)),x]","\frac{x^2}{2}-\frac{e^{-x} x}{5}+\frac{6 x}{5}-\frac{e^{-x}}{25}+\frac{e^{-x}}{25 (1-5 x)}-\frac{1}{25 (1-5 x)}","\left(\frac{e^{-x}-1}{\frac{1}{x}-5}+\frac{x}{2}\right) x+x-e^5+5",1,"-1/25*1/E^x - 1/(25*(1 - 5*x)) + 1/(25*E^x*(1 - 5*x)) + (6*x)/5 - x/(5*E^x) + x^2/2","A",13,8,51,0.1569,1,"{27, 6742, 2199, 2194, 2176, 2177, 2178, 1850}"
3686,1,52,0,0.1888893,"\int \frac{-6 x^4-2 e^{10} x^4+e^{12+4 x} (-4+4 x)+e^{6+2 x} \left(-14 x^2+12 x^3+e^{10} \left(-4 x^2+4 x^3\right)\right)+\left(2 x^4+e^{6+2 x} \left(4 x^2-4 x^3\right)\right) \log (x)}{e^8 x^5} \, dx","Int[(-6*x^4 - 2*E^10*x^4 + E^(12 + 4*x)*(-4 + 4*x) + E^(6 + 2*x)*(-14*x^2 + 12*x^3 + E^10*(-4*x^2 + 4*x^3)) + (2*x^4 + E^(6 + 2*x)*(4*x^2 - 4*x^3))*Log[x])/(E^8*x^5),x]","\frac{e^{4 x+4}}{x^4}+\frac{2 e^{2 x-2} \left(\left(3+e^{10}\right) x-x \log (x)\right)}{x^3}+\frac{\left(-\log (x)+e^{10}+3\right)^2}{e^8}","\frac{\left(\frac{e^{2 x+6}}{x^2}-\log (x)+e^{10}+3\right)^2}{e^8}",1,"E^(4 + 4*x)/x^4 + (3 + E^10 - Log[x])^2/E^8 + (2*E^(-2 + 2*x)*((3 + E^10)*x - x*Log[x]))/x^3","A",7,6,96,0.06250,1,"{6, 12, 14, 2197, 2301, 2288}"
3687,1,30,0,0.6190355,"\int \frac{-2 x^2-e^x x^2+e^{\frac{-3-2 x+3 e^4 x+e^x x^2}{x}} \left(-3+e^x \left(-x^2-x^3\right)\right)}{x^2} \, dx","Int[(-2*x^2 - E^x*x^2 + E^((-3 - 2*x + 3*E^4*x + E^x*x^2)/x)*(-3 + E^x*(-x^2 - x^3)))/x^2,x]","-2 x-e^x-e^{e^x x-\frac{3}{x}+3 e^4-2}","-2 x-e^x-e^{e^x x-\frac{3}{x}+3 e^4-2}+1",1,"-E^x - E^(-2 + 3*E^4 - 3/x + E^x*x) - 2*x","A",5,4,60,0.06667,1,"{14, 2194, 6688, 6706}"
3688,0,0,0,8.2452629,"\int \frac{(16-x)^{\frac{1}{2-4 x-8 x^2+2 \log (5)}} \left(1-2 x-4 x^2+\log (5)+\left(-32-126 x+8 x^2\right) \log (16-x)\right)}{-32+130 x+120 x^2-520 x^3-480 x^4+32 x^5+\left(-64+132 x+248 x^2-16 x^3\right) \log (5)+(-32+2 x) \log ^2(5)} \, dx","Int[((16 - x)^(2 - 4*x - 8*x^2 + 2*Log[5])^(-1)*(1 - 2*x - 4*x^2 + Log[5] + (-32 - 126*x + 8*x^2)*Log[16 - x]))/(-32 + 130*x + 120*x^2 - 520*x^3 - 480*x^4 + 32*x^5 + (-64 + 132*x + 248*x^2 - 16*x^3)*Log[5] + (-32 + 2*x)*Log[5]^2),x]","\int \frac{(16-x)^{\frac{1}{2-4 x-8 x^2+2 \log (5)}} \left(1-2 x-4 x^2+\log (5)+\left(-32-126 x+8 x^2\right) \log (16-x)\right)}{-32+130 x+120 x^2-520 x^3-480 x^4+32 x^5+\left(-64+132 x+248 x^2-16 x^3\right) \log (5)+(-32+2 x) \log ^2(5)} \, dx","(16-x)^{\frac{1}{2 \left(-4 x^2-2 x+1+\log (5)\right)}}",1,"((16 - x)^(2 - 4*x - 8*x^2 + Log[25])^(-1)*Hypergeometric2F1[1, (2 - 4*x - 8*x^2 + Log[25])^(-1), 1 + (2 - 4*x - 8*x^2 + Log[25])^(-1), (4*(16 - x))/(65 - Sqrt[5 + Log[625]])]*(2 - 4*x - 8*x^2 + Log[25]))/(5 + Log[625] - 65*Sqrt[5 + Log[625]]) + ((16 - x)^(2 - 4*x - 8*x^2 + Log[25])^(-1)*Hypergeometric2F1[1, (2 - 4*x - 8*x^2 + Log[25])^(-1), 1 + (2 - 4*x - 8*x^2 + Log[25])^(-1), (4*(16 - x))/(65 + Sqrt[5 + Log[625]])]*(2 - 4*x - 8*x^2 + Log[25]))/(5 + Log[625] + 65*Sqrt[5 + Log[625]]) + Defer[Int][((16 - x)^(2 - 4*x - 8*x^2 + Log[25])^(-1)*Log[16 - x])/(-1 + 2*x + 4*x^2 - Log[5])^2, x] + 4*Defer[Int][((16 - x)^(2 - 4*x - 8*x^2 + Log[25])^(-1)*x*Log[16 - x])/(-1 + 2*x + 4*x^2 - Log[5])^2, x]","F",0,0,0,0,-1,"{}"
3689,1,19,0,0.0552306,"\int \frac{e^{3+\log ^2(x)} \left(-2 \log (5)+2 \log (5) \log \left(-\frac{5}{2 x^2}\right) \log (x)\right)}{x} \, dx","Int[(E^(3 + Log[x]^2)*(-2*Log[5] + 2*Log[5]*Log[-5/(2*x^2)]*Log[x]))/x,x]","\log (5) e^{\log ^2(x)+3} \log \left(-\frac{5}{2 x^2}\right)","\log (5) e^{\log ^2(x)+3} \log \left(-\frac{5}{2 x^2}\right)",1,"E^(3 + Log[x]^2)*Log[5]*Log[-5/(2*x^2)]","A",1,1,31,0.03226,1,"{2288}"
3690,1,83,0,0.6024502,"\int \frac{\exp \left(\frac{1-2 x^3+2 x^3 \log (16)}{-2 x^2+2 x^2 \log (16)}\right) \left(-1-x^2-x^3+\left(x^2+x^3\right) \log (16)\right)}{-x^2+x^2 \log (16)} \, dx","Int[(E^((1 - 2*x^3 + 2*x^3*Log[16])/(-2*x^2 + 2*x^2*Log[16]))*(-1 - x^2 - x^3 + (x^2 + x^3)*Log[16]))/(-x^2 + x^2*Log[16]),x]","\frac{\left(x^3 (1-\log (16))+1\right) \exp \left(-\frac{1-2 x^3 (1-\log (16))}{2 x^2 (1-\log (16))}\right)}{x^2 (1-\log (16)) \left(\frac{1-2 x^3 (1-\log (16))}{x^3 (1-\log (16))}+3\right)}","x e^{\frac{1}{2 x^2 (\log (16)-1)}+x}",1,"(1 + x^3*(1 - Log[16]))/(E^((1 - 2*x^3*(1 - Log[16]))/(2*x^2*(1 - Log[16])))*x^2*(3 + (1 - 2*x^3*(1 - Log[16]))/(x^3*(1 - Log[16])))*(1 - Log[16]))","B",4,4,69,0.05797,1,"{6, 12, 6741, 2288}"
3691,1,386,0,6.4685777,"\int \frac{e^{\frac{x}{\log \left(-e^2+e^{\frac{7}{(5+x) \log (x)}}-x\right)}} \left(\left(25 x^2+10 x^3+x^4\right) \log ^2(x)+e^{\frac{7}{(5+x) \log (x)}} \left(35 x+7 x^2+7 x^2 \log (x)\right)+\log ^2\left(-e^2+e^{\frac{7}{(5+x) \log (x)}}-x\right) \left(e^{\frac{7}{(5+x) \log (x)}} \left(-25-10 x-x^2\right) \log ^2(x)+\left(25 x+10 x^2+x^3+e^2 \left(25+10 x+x^2\right)\right) \log ^2(x)\right)+\log \left(-e^2+e^{\frac{7}{(5+x) \log (x)}}-x\right) \left(e^{\frac{7}{(5+x) \log (x)}} \left(25 x+10 x^2+x^3\right) \log ^2(x)+\left(-25 x^2-10 x^3-x^4+e^2 \left(-25 x-10 x^2-x^3\right)\right) \log ^2(x)\right)\right)}{\log ^2\left(-e^2+e^{\frac{7}{(5+x) \log (x)}}-x\right) \left(e^{\frac{7}{(5+x) \log (x)}} \left(25 x^2+10 x^3+x^4\right) \log ^2(x)+\left(-25 x^3-10 x^4-x^5+e^2 \left(-25 x^2-10 x^3-x^4\right)\right) \log ^2(x)\right)} \, dx","Int[(E^(x/Log[-E^2 + E^(7/((5 + x)*Log[x])) - x])*((25*x^2 + 10*x^3 + x^4)*Log[x]^2 + E^(7/((5 + x)*Log[x]))*(35*x + 7*x^2 + 7*x^2*Log[x]) + Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]^2*(E^(7/((5 + x)*Log[x]))*(-25 - 10*x - x^2)*Log[x]^2 + (25*x + 10*x^2 + x^3 + E^2*(25 + 10*x + x^2))*Log[x]^2) + Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]*(E^(7/((5 + x)*Log[x]))*(25*x + 10*x^2 + x^3)*Log[x]^2 + (-25*x^2 - 10*x^3 - x^4 + E^2*(-25*x - 10*x^2 - x^3))*Log[x]^2)))/(Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]^2*(E^(7/((5 + x)*Log[x]))*(25*x^2 + 10*x^3 + x^4)*Log[x]^2 + (-25*x^3 - 10*x^4 - x^5 + E^2*(-25*x^2 - 10*x^3 - x^4))*Log[x]^2)),x]","\frac{e^{\frac{x}{\log \left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right)}} \left(7 e^{\frac{7}{(x+5) \log (x)}} \left(x^2+x^2 \log (x)+5 x\right)+\left(x^4+10 x^3+25 x^2\right) \log ^2(x)+\log \left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right) \left(\left(x^3+10 x^2+25 x\right) e^{\frac{7}{(x+5) \log (x)}} \log ^2(x)-\left(x^4+10 x^3+25 x^2+e^2 \left(x^3+10 x^2+25 x\right)\right) \log ^2(x)\right)\right)}{\log ^2\left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right) \left(\frac{1}{\log \left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right)}-\frac{x \left(7 e^{\frac{7}{(x+5) \log (x)}} \left(\frac{1}{x (x+5) \log ^2(x)}+\frac{1}{(x+5)^2 \log (x)}\right)+1\right)}{\left(x-e^{\frac{7}{(x+5) \log (x)}}+e^2\right) \log ^2\left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right)}\right) \left(\left(x^4+10 x^3+25 x^2\right) e^{\frac{7}{(x+5) \log (x)}} \log ^2(x)-\left(x^5+10 x^4+25 x^3+e^2 \left(x^4+10 x^3+25 x^2\right)\right) \log ^2(x)\right)}","\frac{e^{\frac{x}{\log \left(-x+e^{\frac{7}{(x+5) \log (x)}}-e^2\right)}}}{x}",1,"(E^(x/Log[-E^2 + E^(7/((5 + x)*Log[x])) - x])*((25*x^2 + 10*x^3 + x^4)*Log[x]^2 + 7*E^(7/((5 + x)*Log[x]))*(5*x + x^2 + x^2*Log[x]) + Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]*(E^(7/((5 + x)*Log[x]))*(25*x + 10*x^2 + x^3)*Log[x]^2 - (25*x^2 + 10*x^3 + x^4 + E^2*(25*x + 10*x^2 + x^3))*Log[x]^2)))/(Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]^2*(Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]^(-1) - (x*(1 + 7*E^(7/((5 + x)*Log[x]))*(1/(x*(5 + x)*Log[x]^2) + 1/((5 + x)^2*Log[x]))))/((E^2 - E^(7/((5 + x)*Log[x])) + x)*Log[-E^2 + E^(7/((5 + x)*Log[x])) - x]^2))*(E^(7/((5 + x)*Log[x]))*(25*x^2 + 10*x^3 + x^4)*Log[x]^2 - (25*x^3 + 10*x^4 + x^5 + E^2*(25*x^2 + 10*x^3 + x^4))*Log[x]^2))","B",1,1,359,0.002786,1,"{2288}"
3692,0,0,0,1.0195453,"\int \frac{32-48 x-8 x^2+e^5 \left(8-12 x-2 x^2\right)+\left(16+e^5 (4-x)-4 x\right) \log (x)+\left(-8 x^2-2 e^5 x^2\right) \log \left(x^2\right)}{576+432 x+108 x^2+9 x^3+\left(384+288 x+72 x^2+6 x^3\right) \log (x)+\left(64+48 x+12 x^2+x^3\right) \log ^2(x)+\left(384 x+288 x^2+72 x^3+6 x^4+\left(128 x+96 x^2+24 x^3+2 x^4\right) \log (x)\right) \log \left(x^2\right)+\left(64 x^2+48 x^3+12 x^4+x^5\right) \log ^2\left(x^2\right)} \, dx","Int[(32 - 48*x - 8*x^2 + E^5*(8 - 12*x - 2*x^2) + (16 + E^5*(4 - x) - 4*x)*Log[x] + (-8*x^2 - 2*E^5*x^2)*Log[x^2])/(576 + 432*x + 108*x^2 + 9*x^3 + (384 + 288*x + 72*x^2 + 6*x^3)*Log[x] + (64 + 48*x + 12*x^2 + x^3)*Log[x]^2 + (384*x + 288*x^2 + 72*x^3 + 6*x^4 + (128*x + 96*x^2 + 24*x^3 + 2*x^4)*Log[x])*Log[x^2] + (64*x^2 + 48*x^3 + 12*x^4 + x^5)*Log[x^2]^2),x]","\int \frac{32-48 x-8 x^2+e^5 \left(8-12 x-2 x^2\right)+\left(16+e^5 (4-x)-4 x\right) \log (x)+\left(-8 x^2-2 e^5 x^2\right) \log \left(x^2\right)}{576+432 x+108 x^2+9 x^3+\left(384+288 x+72 x^2+6 x^3\right) \log (x)+\left(64+48 x+12 x^2+x^3\right) \log ^2(x)+\left(384 x+288 x^2+72 x^3+6 x^4+\left(128 x+96 x^2+24 x^3+2 x^4\right) \log (x)\right) \log \left(x^2\right)+\left(64 x^2+48 x^3+12 x^4+x^5\right) \log ^2\left(x^2\right)} \, dx","\frac{\left(4+e^5\right) x}{(-x-4)^2 \left(x \log \left(x^2\right)+\log (x)+3\right)}",1,"10*(4 + E^5)*Defer[Int][1/((4 + x)^2*(3 + Log[x] + x*Log[x^2])^2), x] - 2*(4 + E^5)*Defer[Int][1/((4 + x)*(3 + Log[x] + x*Log[x^2])^2), x] + (4 + E^5)*Defer[Int][Log[x]/((4 + x)^2*(3 + Log[x] + x*Log[x^2])^2), x] + 8*(4 + E^5)*Defer[Int][1/((4 + x)^3*(3 + Log[x] + x*Log[x^2])), x] - 2*(4 + E^5)*Defer[Int][1/((4 + x)^2*(3 + Log[x] + x*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
3693,1,42,0,0.6439586,"\int \frac{2 x^3+e^x \left(-36+15 x-x^2+e x^2\right)+e^x \left(36-36 x+14 x^2-x^3\right) \log (x)}{x^2} \, dx","Int[(2*x^3 + E^x*(-36 + 15*x - x^2 + E*x^2) + E^x*(36 - 36*x + 14*x^2 - x^3)*Log[x])/x^2,x]","x^2-(1-e) e^x+e^x-e^x x \log (x)+15 e^x \log (x)-\frac{36 e^x \log (x)}{x}","x^2-e^x \left(\frac{(x-12) (x-3) \log (x)}{x}-e\right)",1,"E^x - (1 - E)*E^x + x^2 + 15*E^x*Log[x] - (36*E^x*Log[x])/x - E^x*x*Log[x]","A",17,8,50,0.1600,1,"{14, 6742, 2199, 2194, 2177, 2178, 2176, 2554}"
3694,0,0,0,0.5294771,"\int \frac{3 x+\log (2)+(-x-\log (2)) \log \left(x^3+2 x^2 \log (2)+x \log ^2(2)\right)}{\left(x^2+x \log (2)\right) \log \left(x^3+2 x^2 \log (2)+x \log ^2(2)\right)} \, dx","Int[(3*x + Log[2] + (-x - Log[2])*Log[x^3 + 2*x^2*Log[2] + x*Log[2]^2])/((x^2 + x*Log[2])*Log[x^3 + 2*x^2*Log[2] + x*Log[2]^2]),x]","\int \frac{3 x+\log (2)+(-x-\log (2)) \log \left(x^3+2 x^2 \log (2)+x \log ^2(2)\right)}{\left(x^2+x \log (2)\right) \log \left(x^3+2 x^2 \log (2)+x \log ^2(2)\right)} \, dx","\log \left(\frac{3 \log \left(x (-x-\log (2))^2\right)}{x}\right)",1,"-Log[x] + Defer[Int][(3*x + Log[2])/(x*(x + Log[2])*Log[x*(x + Log[2])^2]), x]","F",0,0,0,0,-1,"{}"
3695,0,0,0,11.2920755,"\int \frac{-x^5-3 x^6+e^x \left(-5 x^4+4 x^5\right)-8 x^4 \log (x)+5 x^4 \log ^2(x)}{-e^{5 x}-x^5+5 x^6-10 x^7+10 x^8-5 x^9+x^{10}+e^{4 x} \left(-5 x+5 x^2\right)+e^{3 x} \left(-10 x^2+20 x^3-10 x^4\right)+e^{2 x} \left(-10 x^3+30 x^4-30 x^5+10 x^6\right)+e^x \left(-5 x^4+20 x^5-30 x^6+20 x^7-5 x^8\right)+\left(5 e^{4 x}+5 x^4-20 x^5+30 x^6-20 x^7+5 x^8+e^{3 x} \left(20 x-20 x^2\right)+e^{2 x} \left(30 x^2-60 x^3+30 x^4\right)+e^x \left(20 x^3-60 x^4+60 x^5-20 x^6\right)\right) \log ^2(x)+\left(-10 e^{3 x}-10 x^3+30 x^4-30 x^5+10 x^6+e^{2 x} \left(-30 x+30 x^2\right)+e^x \left(-30 x^2+60 x^3-30 x^4\right)\right) \log ^4(x)+\left(10 e^{2 x}+10 x^2-20 x^3+10 x^4+e^x \left(20 x-20 x^2\right)\right) \log ^6(x)+\left(-5 e^x-5 x+5 x^2\right) \log ^8(x)+\log ^{10}(x)} \, dx","Int[(-x^5 - 3*x^6 + E^x*(-5*x^4 + 4*x^5) - 8*x^4*Log[x] + 5*x^4*Log[x]^2)/(-E^(5*x) - x^5 + 5*x^6 - 10*x^7 + 10*x^8 - 5*x^9 + x^10 + E^(4*x)*(-5*x + 5*x^2) + E^(3*x)*(-10*x^2 + 20*x^3 - 10*x^4) + E^(2*x)*(-10*x^3 + 30*x^4 - 30*x^5 + 10*x^6) + E^x*(-5*x^4 + 20*x^5 - 30*x^6 + 20*x^7 - 5*x^8) + (5*E^(4*x) + 5*x^4 - 20*x^5 + 30*x^6 - 20*x^7 + 5*x^8 + E^(3*x)*(20*x - 20*x^2) + E^(2*x)*(30*x^2 - 60*x^3 + 30*x^4) + E^x*(20*x^3 - 60*x^4 + 60*x^5 - 20*x^6))*Log[x]^2 + (-10*E^(3*x) - 10*x^3 + 30*x^4 - 30*x^5 + 10*x^6 + E^(2*x)*(-30*x + 30*x^2) + E^x*(-30*x^2 + 60*x^3 - 30*x^4))*Log[x]^4 + (10*E^(2*x) + 10*x^2 - 20*x^3 + 10*x^4 + E^x*(20*x - 20*x^2))*Log[x]^6 + (-5*E^x - 5*x + 5*x^2)*Log[x]^8 + Log[x]^10),x]","\int \frac{-x^5-3 x^6+e^x \left(-5 x^4+4 x^5\right)-8 x^4 \log (x)+5 x^4 \log ^2(x)}{-e^{5 x}-x^5+5 x^6-10 x^7+10 x^8-5 x^9+x^{10}+e^{4 x} \left(-5 x+5 x^2\right)+e^{3 x} \left(-10 x^2+20 x^3-10 x^4\right)+e^{2 x} \left(-10 x^3+30 x^4-30 x^5+10 x^6\right)+e^x \left(-5 x^4+20 x^5-30 x^6+20 x^7-5 x^8\right)+\left(5 e^{4 x}+5 x^4-20 x^5+30 x^6-20 x^7+5 x^8+e^{3 x} \left(20 x-20 x^2\right)+e^{2 x} \left(30 x^2-60 x^3+30 x^4\right)+e^x \left(20 x^3-60 x^4+60 x^5-20 x^6\right)\right) \log ^2(x)+\left(-10 e^{3 x}-10 x^3+30 x^4-30 x^5+10 x^6+e^{2 x} \left(-30 x+30 x^2\right)+e^x \left(-30 x^2+60 x^3-30 x^4\right)\right) \log ^4(x)+\left(10 e^{2 x}+10 x^2-20 x^3+10 x^4+e^x \left(20 x-20 x^2\right)\right) \log ^6(x)+\left(-5 e^x-5 x+5 x^2\right) \log ^8(x)+\log ^{10}(x)} \, dx","\frac{x^5}{\left(-x^2+x+e^x-\log ^2(x)\right)^4}",1,"4*Defer[Int][x^5/(-E^x - x + x^2 + Log[x]^2)^5, x] - 12*Defer[Int][x^6/(-E^x - x + x^2 + Log[x]^2)^5, x] + 4*Defer[Int][x^7/(-E^x - x + x^2 + Log[x]^2)^5, x] - 8*Defer[Int][(x^4*Log[x])/(-E^x - x + x^2 + Log[x]^2)^5, x] + 4*Defer[Int][(x^5*Log[x]^2)/(-E^x - x + x^2 + Log[x]^2)^5, x] + 5*Defer[Int][x^4/(-E^x - x + x^2 + Log[x]^2)^4, x] - 4*Defer[Int][x^5/(-E^x - x + x^2 + Log[x]^2)^4, x]","F",0,0,0,0,-1,"{}"
3696,0,0,0,0.7761662,"\int x^{-1+e^x} \left(8 x+8 x^2+e^x \left(4+8 x+4 x^2\right)+e^x \left(4 x+8 x^2+4 x^3\right) \log (x)\right) \, dx","Int[x^(-1 + E^x)*(8*x + 8*x^2 + E^x*(4 + 8*x + 4*x^2) + E^x*(4*x + 8*x^2 + 4*x^3)*Log[x]),x]","\int x^{-1+e^x} \left(8 x+8 x^2+e^x \left(4+8 x+4 x^2\right)+e^x \left(4 x+8 x^2+4 x^3\right) \log (x)\right) \, dx","x^{e^x} (2 x+2)^2",1,"(8*x^(1 + E^x)*(1 + x))/(2 + E^x) + (8*Defer[Int][x^E^x, x])/(2 + E^x) + 8*Defer[Int][E^x*x^E^x, x] + 4*Log[x]*Defer[Int][E^x*x^E^x, x] + 4*Defer[Int][E^x*x^(-1 + E^x), x] + 4*Defer[Int][E^x*x^(1 + E^x), x] + 8*Log[x]*Defer[Int][E^x*x^(1 + E^x), x] + 4*Log[x]*Defer[Int][E^x*x^(2 + E^x), x] - 4*Defer[Int][Defer[Int][E^x*x^E^x, x]/x, x] - 8*Defer[Int][Defer[Int][E^x*x^(1 + E^x), x]/x, x] - 4*Defer[Int][Defer[Int][E^x*x^(2 + E^x), x]/x, x]","F",0,0,0,0,-1,"{}"
3697,1,32,0,3.7868817,"\int \frac{\left(-32 x^2+16 x^3+e^2 \left(8 x-6 x^2\right)+\left(-16 x^2+4 x^3+e^2 \left(8 x-2 x^2\right)\right) \log \left(32 x^2-16 x^3+2 x^4+e^2 \left(-16 x+8 x^2-x^3\right)\right)\right) \log \left(\frac{5}{x \log \left(32 x^2-16 x^3+2 x^4+e^2 \left(-16 x+8 x^2-x^3\right)\right)}\right)+\left(16 x^2-4 x^3+e^2 \left(-8 x+2 x^2\right)\right) \log \left(32 x^2-16 x^3+2 x^4+e^2 \left(-16 x+8 x^2-x^3\right)\right) \log ^2\left(\frac{5}{x \log \left(32 x^2-16 x^3+2 x^4+e^2 \left(-16 x+8 x^2-x^3\right)\right)}\right)}{\left(e^2 (-4+x)+8 x-2 x^2\right) \log \left(32 x^2-16 x^3+2 x^4+e^2 \left(-16 x+8 x^2-x^3\right)\right)} \, dx","Int[((-32*x^2 + 16*x^3 + E^2*(8*x - 6*x^2) + (-16*x^2 + 4*x^3 + E^2*(8*x - 2*x^2))*Log[32*x^2 - 16*x^3 + 2*x^4 + E^2*(-16*x + 8*x^2 - x^3)])*Log[5/(x*Log[32*x^2 - 16*x^3 + 2*x^4 + E^2*(-16*x + 8*x^2 - x^3)])] + (16*x^2 - 4*x^3 + E^2*(-8*x + 2*x^2))*Log[32*x^2 - 16*x^3 + 2*x^4 + E^2*(-16*x + 8*x^2 - x^3)]*Log[5/(x*Log[32*x^2 - 16*x^3 + 2*x^4 + E^2*(-16*x + 8*x^2 - x^3)])]^2)/((E^2*(-4 + x) + 8*x - 2*x^2)*Log[32*x^2 - 16*x^3 + 2*x^4 + E^2*(-16*x + 8*x^2 - x^3)]),x]","x^2 \log ^2\left(\frac{5}{x \log \left(-\left(\left(e^2-2 x\right) (4-x)^2 x\right)\right)}\right)","x^2 \log ^2\left(\frac{5}{x \log \left((4-x)^2 x \left(2 x-e^2\right)\right)}\right)",1,"x^2*Log[5/(x*Log[-((E^2 - 2*x)*(4 - x)^2*x)])]^2","A",3,7,290,0.02414,1,"{6688, 12, 14, 6742, 30, 2555, 6687}"
3698,1,37,0,0.6729822,"\int \frac{-1+\left(-1-x+e^{2 x} \left(-5 x-10 x^2\right)\right) \log (x) \log (\log (x))}{x \log (x) \log (\log (x))} \, dx","Int[(-1 + (-1 - x + E^(2*x)*(-5*x - 10*x^2))*Log[x]*Log[Log[x]])/(x*Log[x]*Log[Log[x]]),x]","-x+\frac{5 e^{2 x}}{2}-\frac{5}{2} e^{2 x} (2 x+1)-\log (x)-\log (\log (\log (x)))","-5 e^{2 x} x-x-\log (x \log (\log (x)))+e^6-1",1,"(5*E^(2*x))/2 - x - (5*E^(2*x)*(1 + 2*x))/2 - Log[x] - Log[Log[Log[x]]]","A",9,6,41,0.1463,1,"{6742, 2176, 2194, 6688, 2302, 29}"
3699,1,21,0,0.0166528,"\int \frac{-1+25 x^2+6 x^3+16 x^2 \log (x)}{3 x^2} \, dx","Int[(-1 + 25*x^2 + 6*x^3 + 16*x^2*Log[x])/(3*x^2),x]","x^2+3 x+\frac{1}{3 x}+\frac{16}{3} x \log (x)","-x+\frac{1}{3 x}+x \left(x+\frac{16 \log (x)}{3}+4\right)",1,"1/(3*x) + 3*x + x^2 + (16*x*Log[x])/3","A",6,3,26,0.1154,1,"{12, 14, 2295}"
3700,1,56,0,0.1335263,"\int \frac{2-8 e^4 x+2 e^9 x+e^{4+x} \left(-6 x+6 x^2+2 x^3\right)-4 \log (x)}{e^4 x^3} \, dx","Int[(2 - 8*E^4*x + 2*E^9*x + E^(4 + x)*(-6*x + 6*x^2 + 2*x^3) - 4*Log[x])/(E^4*x^3),x]","-\frac{\left(1-e^4 \left(4-e^5\right) x\right)^2}{e^4 x^2}+\frac{1}{e^4 x^2}+\frac{2 \log (x)}{e^4 x^2}+2 e^x+\frac{6 e^x}{x}","\frac{2 \left(e^x (x+3)+\frac{x+\frac{\log (x)}{x}}{e^4}-e^5+4\right)}{x}",1,"2*E^x + 1/(E^4*x^2) + (6*E^x)/x - (1 - E^4*(4 - E^5)*x)^2/(E^4*x^2) + (2*Log[x])/(E^4*x^2)","A",14,9,45,0.2000,1,"{6, 12, 14, 2199, 2194, 2177, 2178, 37, 2304}"
3701,1,31,0,0.1847734,"\int e^{2 x} \left(243 x^2+594 x^3+396 x^4+72 x^5\right) \, dx","Int[E^(2*x)*(243*x^2 + 594*x^3 + 396*x^4 + 72*x^5),x]","36 e^{2 x} x^5+108 e^{2 x} x^4+81 e^{2 x} x^3","9 e^{2 x} x^3 \left(\log \left(e^{2 x}\right)+3\right)^2",1,"81*E^(2*x)*x^3 + 108*E^(2*x)*x^4 + 36*E^(2*x)*x^5","A",20,3,27,0.1111,1,"{2196, 2176, 2194}"
3702,0,0,0,4.0712711,"\int \frac{30-20 e^4+e^{2 x} \left(10-40 e^4\right)+10 x+e^{3 x} \left(10-40 e^4-x^3\right)+e^x \left(30-20 e^4+10 x-3 x^3-x^4\right)+\left(6 e^{4+3 x} x^2+e^{4+x} \left(18 x^2+6 x^3\right)\right) \log \left(3+e^{2 x}+x\right)+\left(-12 e^{8+3 x} x+e^{8+x} \left(-36 x-12 x^2\right)\right) \log ^2\left(3+e^{2 x}+x\right)+\left(8 e^{12+3 x}+e^{12+x} (24+8 x)\right) \log ^3\left(3+e^{2 x}+x\right)}{-3 x^3-e^{2 x} x^3-e^{3 x} x^3-x^4+e^x \left(-3 x^3-x^4\right)+\left(6 e^{4+2 x} x^2+6 e^{4+3 x} x^2+e^4 \left(18 x^2+6 x^3\right)+e^{4+x} \left(18 x^2+6 x^3\right)\right) \log \left(3+e^{2 x}+x\right)+\left(-12 e^{8+2 x} x-12 e^{8+3 x} x+e^8 \left(-36 x-12 x^2\right)+e^{8+x} \left(-36 x-12 x^2\right)\right) \log ^2\left(3+e^{2 x}+x\right)+\left(8 e^{12+2 x}+8 e^{12+3 x}+e^{12} (24+8 x)+e^{12+x} (24+8 x)\right) \log ^3\left(3+e^{2 x}+x\right)} \, dx","Int[(30 - 20*E^4 + E^(2*x)*(10 - 40*E^4) + 10*x + E^(3*x)*(10 - 40*E^4 - x^3) + E^x*(30 - 20*E^4 + 10*x - 3*x^3 - x^4) + (6*E^(4 + 3*x)*x^2 + E^(4 + x)*(18*x^2 + 6*x^3))*Log[3 + E^(2*x) + x] + (-12*E^(8 + 3*x)*x + E^(8 + x)*(-36*x - 12*x^2))*Log[3 + E^(2*x) + x]^2 + (8*E^(12 + 3*x) + E^(12 + x)*(24 + 8*x))*Log[3 + E^(2*x) + x]^3)/(-3*x^3 - E^(2*x)*x^3 - E^(3*x)*x^3 - x^4 + E^x*(-3*x^3 - x^4) + (6*E^(4 + 2*x)*x^2 + 6*E^(4 + 3*x)*x^2 + E^4*(18*x^2 + 6*x^3) + E^(4 + x)*(18*x^2 + 6*x^3))*Log[3 + E^(2*x) + x] + (-12*E^(8 + 2*x)*x - 12*E^(8 + 3*x)*x + E^8*(-36*x - 12*x^2) + E^(8 + x)*(-36*x - 12*x^2))*Log[3 + E^(2*x) + x]^2 + (8*E^(12 + 2*x) + 8*E^(12 + 3*x) + E^12*(24 + 8*x) + E^(12 + x)*(24 + 8*x))*Log[3 + E^(2*x) + x]^3),x]","\int \frac{30-20 e^4+e^{2 x} \left(10-40 e^4\right)+10 x+e^{3 x} \left(10-40 e^4-x^3\right)+e^x \left(30-20 e^4+10 x-3 x^3-x^4\right)+\left(6 e^{4+3 x} x^2+e^{4+x} \left(18 x^2+6 x^3\right)\right) \log \left(3+e^{2 x}+x\right)+\left(-12 e^{8+3 x} x+e^{8+x} \left(-36 x-12 x^2\right)\right) \log ^2\left(3+e^{2 x}+x\right)+\left(8 e^{12+3 x}+e^{12+x} (24+8 x)\right) \log ^3\left(3+e^{2 x}+x\right)}{-3 x^3-e^{2 x} x^3-e^{3 x} x^3-x^4+e^x \left(-3 x^3-x^4\right)+\left(6 e^{4+2 x} x^2+6 e^{4+3 x} x^2+e^4 \left(18 x^2+6 x^3\right)+e^{4+x} \left(18 x^2+6 x^3\right)\right) \log \left(3+e^{2 x}+x\right)+\left(-12 e^{8+2 x} x-12 e^{8+3 x} x+e^8 \left(-36 x-12 x^2\right)+e^{8+x} \left(-36 x-12 x^2\right)\right) \log ^2\left(3+e^{2 x}+x\right)+\left(8 e^{12+2 x}+8 e^{12+3 x}+e^{12} (24+8 x)+e^{12+x} (24+8 x)\right) \log ^3\left(3+e^{2 x}+x\right)} \, dx","\log \left(e^x+1\right)+\frac{5}{\left(2 e^4 \log \left(x+e^{2 x}+3\right)-x\right)^2}",1,"Log[1 + E^x] - 10*(1 - 4*E^4)*Defer[Int][(x - 2*E^4*Log[3 + E^(2*x) + x])^(-3), x] - 100*E^4*Defer[Int][1/((3 + E^(2*x) + x)*(x - 2*E^4*Log[3 + E^(2*x) + x])^3), x] - 40*E^4*Defer[Int][x/((3 + E^(2*x) + x)*(x - 2*E^4*Log[3 + E^(2*x) + x])^3), x]","F",0,0,0,0,-1,"{}"
3703,1,17,0,0.0756475,"\int \frac{-2+\log \left(x^2\right)+16 x \log ^2\left(x^2\right)}{2 \log ^2\left(x^2\right)} \, dx","Int[(-2 + Log[x^2] + 16*x*Log[x^2]^2)/(2*Log[x^2]^2),x]","4 x^2+\frac{x}{2 \log \left(x^2\right)}","x^2 \left(\frac{1}{2 x \log \left(x^2\right)}+4\right)",1,"4*x^2 + x/(2*Log[x^2])","A",8,5,25,0.2000,1,"{12, 6742, 2297, 2300, 2178}"
3704,1,18,0,0.4371593,"\int \frac{-1+2 x+e^{-5+e^{-5+3 x}+3 x} \left(-3 x+3 x^2\right)}{-x+x^2} \, dx","Int[(-1 + 2*x + E^(-5 + E^(-5 + 3*x) + 3*x)*(-3*x + 3*x^2))/(-x + x^2),x]","e^{e^{3 x-5}}+\log (1-x)+\log (x)","e^{e^{3 x-5}}+\log \left(\frac{1}{3} (x-1) x\right)",1,"E^E^(-5 + 3*x) + Log[1 - x] + Log[x]","A",7,5,39,0.1282,1,"{1593, 6742, 2282, 2194, 72}"
3705,1,14,0,0.0046249,"\int (-60+50 x-25 \log (x)) \, dx","Int[-60 + 50*x - 25*Log[x],x]","25 x^2-35 x-25 x \log (x)","5 x (5 (x-\log (x)-2)+3)",1,"-35*x + 25*x^2 - 25*x*Log[x]","A",2,1,9,0.1111,1,"{2295}"
3706,0,0,0,2.0158547,"\int \frac{1+2 x+x^2+x^{\frac{-x-2 x^2}{1+x}} \left(-1-x+2 x^2+2 x^3+\left(x+4 x^2+2 x^3\right) \log (x)\right)}{1+2 x+x^2} \, dx","Int[(1 + 2*x + x^2 + x^((-x - 2*x^2)/(1 + x))*(-1 - x + 2*x^2 + 2*x^3 + (x + 4*x^2 + 2*x^3)*Log[x]))/(1 + 2*x + x^2),x]","\int \frac{1+2 x+x^2+x^{\frac{-x-2 x^2}{1+x}} \left(-1-x+2 x^2+2 x^3+\left(x+4 x^2+2 x^3\right) \log (x)\right)}{1+2 x+x^2} \, dx","-x^{\frac{x^2}{-x-1}-x+1}+x-5",1,"x - x^(1 - (x*(1 + 2*x))/(1 + x))/(1 + x) + 1/(x^((x*(1 + 2*x))/(1 + x))*(1 + 2*x)) + (2*x^(2 - (x*(1 + 2*x))/(1 + x)))/((1 + x)*(1 - (x*(1 + 2*x))/(1 + x))) - (1 - (x*(1 + 2*x))/(1 + x))/(x^((x*(1 + 2*x))/(1 + x))*(1 + 2*x)) + (2*x^(3 - (x*(1 + 2*x))/(1 + x)))/((1 + x)*(2 - (x*(1 + 2*x))/(1 + x))) - (2*x^(1 + (1 - 2*x^2)/(1 + x))*(2 - (x*(1 + 2*x))/(1 + x)))/((1 + x)*(1 - (x*(1 + 2*x))/(1 + x))) - (2*x^(1 + (2 + x - 2*x^2)/(1 + x))*(3 - (x*(1 + 2*x))/(1 + x)))/((1 + x)*(2 - (x*(1 + 2*x))/(1 + x))) - x^(1 - (x*(1 + 2*x))/(1 + x))*Hypergeometric2F1[1, 1 - (x*(1 + 2*x))/(1 + x), 2 - (x*(1 + 2*x))/(1 + x), -x] - (x^(2 - (x*(1 + 2*x))/(1 + x))*(1 + 2*x)*Hypergeometric2F1[1, 1 - (x*(1 + 2*x))/(1 + x), 2 - (x*(1 + 2*x))/(1 + x), -x])/((1 + x)*(1 - (x*(1 + 2*x))/(1 + x))) + (2*x^(1 + (1 - 2*x^2)/(1 + x))*(1 - 2*x^2)*(2 - (x*(1 + 2*x))/(1 + x))*Hypergeometric2F1[1, 1 + (1 - 2*x^2)/(1 + x), 2 + (1 - 2*x^2)/(1 + x), -x])/((1 + x)*(1 - (x*(1 + 2*x))/(1 + x))*(1 + (1 - 2*x^2)/(1 + x))) + (2*x^(1 + (2 + x - 2*x^2)/(1 + x))*(2 + x - 2*x^2)*(3 - (x*(1 + 2*x))/(1 + x))*Hypergeometric2F1[1, 1 + (2 + x - 2*x^2)/(1 + x), 2 + (2 + x - 2*x^2)/(1 + x), -x])/((1 + x)*(2 - (x*(1 + 2*x))/(1 + x))*(1 + (2 + x - 2*x^2)/(1 + x))) + 2*Log[x]*Defer[Int][x^((1 - 2*x^2)/(1 + x)), x] - Defer[Int][(x^((1 - 2*x^2)/(1 + x))*Log[x])/(1 + x)^2, x] - 2*Defer[Int][Defer[Int][x^((1 - 2*x^2)/(1 + x)), x]/x, x]","F",0,0,0,0,-1,"{}"
3707,1,24,0,0.2540386,"\int \frac{40-180 x^2+360 x^2 \log (x)}{\left(-2 x+9 x^3\right) \log (4) \log (x)} \, dx","Int[(40 - 180*x^2 + 360*x^2*Log[x])/((-2*x + 9*x^3)*Log[4]*Log[x]),x]","\frac{20 \log \left(2-9 x^2\right)}{\log (4)}-\frac{20 \log (\log (x))}{\log (4)}","4 \left(\frac{5 \log \left(\frac{9 x^2-2}{\log (x)}\right)}{\log (4)}-8\right)",1,"(20*Log[2 - 9*x^2])/Log[4] - (20*Log[Log[x]])/Log[4]","A",7,6,34,0.1765,1,"{12, 1593, 6725, 260, 2302, 29}"
3708,1,17,0,0.0052577,"\int -\frac{9 e^5}{3 e^5 x+2 x^2} \, dx","Int[(-9*E^5)/(3*E^5*x + 2*x^2),x]","3 \log \left(2 x+3 e^5\right)-3 \log (x)","3 \log \left(\frac{5}{4} \left(-\frac{3 e^5}{2 x}-1\right)\right)",1,"-3*Log[x] + 3*Log[3*E^5 + 2*x]","A",2,2,19,0.1053,1,"{12, 615}"
3709,1,28,0,1.7956974,"\int \frac{e^{\frac{2 x}{-60+5 e^x+5 x+5 x^2+5 \log (x)}} \left(-26+e^x (2-2 x)-2 x^2+2 \log (x)\right)}{720+5 e^{2 x}-120 x-115 x^2+10 x^3+5 x^4+e^x \left(-120+10 x+10 x^2\right)+\left(-120+10 e^x+10 x+10 x^2\right) \log (x)+5 \log ^2(x)} \, dx","Int[(E^((2*x)/(-60 + 5*E^x + 5*x + 5*x^2 + 5*Log[x]))*(-26 + E^x*(2 - 2*x) - 2*x^2 + 2*Log[x]))/(720 + 5*E^(2*x) - 120*x - 115*x^2 + 10*x^3 + 5*x^4 + E^x*(-120 + 10*x + 10*x^2) + (-120 + 10*E^x + 10*x + 10*x^2)*Log[x] + 5*Log[x]^2),x]","e^{-\frac{2 x}{5 \left(-x^2-x-e^x-\log (x)+12\right)}}","e^{\frac{2 x}{5 \left(x^2+x+e^x+\log (x)-12\right)}}",1,"E^((-2*x)/(5*(12 - E^x - x - x^2 - Log[x])))","A",3,3,114,0.02632,1,"{6688, 12, 6706}"
3710,0,0,0,7.2836888,"\int \frac{32 x+16 x^2+2 x^3+e^{\frac{5}{-2+\log (5)}} \left(72 x-7 x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)+\left(e^{\frac{5}{-2+\log (5)}} \left(36 x+x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)\right) \log \left(\frac{e^{\frac{5}{-2+\log (5)}} x^2+\left(-4 x-x^2\right) \log (-9+2 x)}{4+x}\right)}{e^{\frac{5}{-2+\log (5)}} \left(36 x+x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)} \, dx","Int[(32*x + 16*x^2 + 2*x^3 + E^(5/(-2 + Log[5]))*(72*x - 7*x^2 - 2*x^3) + (-144 - 40*x + 7*x^2 + 2*x^3)*Log[-9 + 2*x] + (E^(5/(-2 + Log[5]))*(36*x + x^2 - 2*x^3) + (-144 - 40*x + 7*x^2 + 2*x^3)*Log[-9 + 2*x])*Log[(E^(5/(-2 + Log[5]))*x^2 + (-4*x - x^2)*Log[-9 + 2*x])/(4 + x)])/(E^(5/(-2 + Log[5]))*(36*x + x^2 - 2*x^3) + (-144 - 40*x + 7*x^2 + 2*x^3)*Log[-9 + 2*x]),x]","\int \frac{32 x+16 x^2+2 x^3+e^{\frac{5}{-2+\log (5)}} \left(72 x-7 x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)+\left(e^{\frac{5}{-2+\log (5)}} \left(36 x+x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)\right) \log \left(\frac{e^{\frac{5}{-2+\log (5)}} x^2+\left(-4 x-x^2\right) \log (-9+2 x)}{4+x}\right)}{e^{\frac{5}{-2+\log (5)}} \left(36 x+x^2-2 x^3\right)+\left(-144-40 x+7 x^2+2 x^3\right) \log (-9+2 x)} \, dx","x \log \left(x \left(\frac{x e^{\frac{5}{\log (5)-2}}}{x+4}-\log (2 x-9)\right)\right)",1,"x - (17*Defer[Int][(E^(5/(-2 + Log[5]))*x - 4*Log[-9 + 2*x] - x*Log[-9 + 2*x])^(-1), x])/2 + (4*Defer[Int][(E^(5/(-2 + Log[5]))*x - 4*Log[-9 + 2*x] - x*Log[-9 + 2*x])^(-1), x])/E^(5/(2 - Log[5])) - Defer[Int][x/(E^(5/(-2 + Log[5]))*x - 4*Log[-9 + 2*x] - x*Log[-9 + 2*x]), x] - (16*Defer[Int][1/((4 + x)*(E^(5/(-2 + Log[5]))*x - 4*Log[-9 + 2*x] - x*Log[-9 + 2*x])), x])/E^(5/(2 - Log[5])) - (153*Defer[Int][1/((-9 + 2*x)*(E^(5/(-2 + Log[5]))*x - 4*Log[-9 + 2*x] - x*Log[-9 + 2*x])), x])/2 + Defer[Int][Log[(E^(5/(-2 + Log[5]))*x^2)/(4 + x) - x*Log[-9 + 2*x]], x]","F",0,0,0,0,-1,"{}"
3711,1,15,0,0.4176471,"\int \frac{3+2 x+x^2+e \left(2 x+2 x^2\right)+\left(2 x+2 x^2\right) \log (x)}{e \left(3 x+2 x^2+x^3\right)+\left(3 x+2 x^2+x^3\right) \log (x)} \, dx","Int[(3 + 2*x + x^2 + E*(2*x + 2*x^2) + (2*x + 2*x^2)*Log[x])/(E*(3*x + 2*x^2 + x^3) + (3*x + 2*x^2 + x^3)*Log[x]),x]","\log \left(x^2+2 x+3\right)+\log (\log (x)+e)","\log \left(\left(x^2+2 x+3\right) (\log (x)+e)\right)",1,"Log[3 + 2*x + x^2] + Log[E + Log[x]]","A",6,5,64,0.07812,1,"{6688, 6728, 628, 2302, 29}"
3712,0,0,0,5.3944617,"\int \frac{200 x^4+e^{5 x} \left(-200 x^4-1250 x^5\right)+\left(-750 x^4+750 e^{5 x} x^4\right) \log \left(-1+e^{5 x}\right)+\left(-1250 x^4+1250 e^{5 x} x^4\right) \log ^2\left(-1+e^{5 x}\right)}{-1+e^{5 x}+\left(10-10 e^{5 x}\right) \log \left(-1+e^{5 x}\right)+\left(-25+25 e^{5 x}\right) \log ^2\left(-1+e^{5 x}\right)} \, dx","Int[(200*x^4 + E^(5*x)*(-200*x^4 - 1250*x^5) + (-750*x^4 + 750*E^(5*x)*x^4)*Log[-1 + E^(5*x)] + (-1250*x^4 + 1250*E^(5*x)*x^4)*Log[-1 + E^(5*x)]^2)/(-1 + E^(5*x) + (10 - 10*E^(5*x))*Log[-1 + E^(5*x)] + (-25 + 25*E^(5*x))*Log[-1 + E^(5*x)]^2),x]","\int \frac{200 x^4+e^{5 x} \left(-200 x^4-1250 x^5\right)+\left(-750 x^4+750 e^{5 x} x^4\right) \log \left(-1+e^{5 x}\right)+\left(-1250 x^4+1250 e^{5 x} x^4\right) \log ^2\left(-1+e^{5 x}\right)}{-1+e^{5 x}+\left(10-10 e^{5 x}\right) \log \left(-1+e^{5 x}\right)+\left(-25+25 e^{5 x}\right) \log ^2\left(-1+e^{5 x}\right)} \, dx","10 x^4 \left(x+\frac{x}{\log \left(e^{5 x}-1\right)-\frac{1}{5}}\right)",1,"10*x^5 - 1250*Defer[Int][x^5/(-1 + 5*Log[-1 + E^(5*x)])^2, x] - 250*Defer[Int][x^5/((-1 + E^x)*(-1 + 5*Log[-1 + E^(5*x)])^2), x] + 1000*Defer[Int][x^5/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*(-1 + 5*Log[-1 + E^(5*x)])^2), x] + 750*Defer[Int][(E^x*x^5)/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*(-1 + 5*Log[-1 + E^(5*x)])^2), x] + 500*Defer[Int][(E^(2*x)*x^5)/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*(-1 + 5*Log[-1 + E^(5*x)])^2), x] + 250*Defer[Int][(E^(3*x)*x^5)/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*(-1 + 5*Log[-1 + E^(5*x)])^2), x] + 250*Defer[Int][x^4/(-1 + 5*Log[-1 + E^(5*x)]), x]","F",0,0,0,0,-1,"{}"
3713,1,25,0,0.0812537,"\int \frac{-2 e^3-5 x^3}{20 x^3-5 x^4+e^3 \left(x+10 x^3\right)} \, dx","Int[(-2*E^3 - 5*x^3)/(20*x^3 - 5*x^4 + E^3*(x + 10*x^3)),x]","\log \left(-5 x^3+10 \left(2+e^3\right) x^2+e^3\right)-2 \log (x)","\log \left(\frac{2 e^3 \left(x^2+\frac{1}{10}\right)}{x^2}-x+4\right)",1,"-2*Log[x] + Log[E^3 + 10*(2 + E^3)*x^2 - 5*x^3]","A",3,2,36,0.05556,1,"{2074, 1587}"
3714,1,36,0,0.195365,"\int \frac{-3-12 x-10 x^2+e^x \left(-1-x-5 x^2\right)+\left(-x-e^x x\right) \log (x)}{x} \, dx","Int[(-3 - 12*x - 10*x^2 + E^x*(-1 - x - 5*x^2) + (-x - E^x*x)*Log[x])/x,x]","-5 x^2-5 e^x x-11 x+4 e^x-x \log (x)-e^x \log (x)-3 \log (x)","\left(x+e^x+3\right) (-5 x-\log (x)+4)+e^{25/4}",1,"4*E^x - 11*x - 5*E^x*x - 5*x^2 - 3*Log[x] - E^x*Log[x] - x*Log[x]","A",17,8,41,0.1951,1,"{14, 2295, 6742, 2199, 2194, 2178, 2176, 2554}"
3715,0,0,0,4.6544734,"\int \frac{-3 e^x x+e^{2 x} x^2+\left(12+4 e^x x^2\right) \log \left(\frac{9-6 e^x x+e^{2 x} x^2}{e^{8/5} x^2}\right)+\left(3 x-e^x x^2\right) \log ^2\left(\frac{9-6 e^x x+e^{2 x} x^2}{e^{8/5} x^2}\right)}{-3 e^x x+e^{2 x} x^2} \, dx","Int[(-3*E^x*x + E^(2*x)*x^2 + (12 + 4*E^x*x^2)*Log[(9 - 6*E^x*x + E^(2*x)*x^2)/(E^(8/5)*x^2)] + (3*x - E^x*x^2)*Log[(9 - 6*E^x*x + E^(2*x)*x^2)/(E^(8/5)*x^2)]^2)/(-3*E^x*x + E^(2*x)*x^2),x]","\int \frac{-3 e^x x+e^{2 x} x^2+\left(12+4 e^x x^2\right) \log \left(\frac{9-6 e^x x+e^{2 x} x^2}{e^{8/5} x^2}\right)+\left(3 x-e^x x^2\right) \log ^2\left(\frac{9-6 e^x x+e^{2 x} x^2}{e^{8/5} x^2}\right)}{-3 e^x x+e^{2 x} x^2} \, dx","x+e^{-x} \log ^2\left(\frac{\left(e^x-\frac{3}{x}\right)^2}{e^{8/5}}\right)",1,"224/(25*E^x) + x - (72*ExpIntegralEi[-x])/5 - (36*Log[(3 - E^x*x)^2/x^2])/(5*E^x) + (72*Defer[Int][(-3 + E^x*x)^(-1), x])/5 - (96*Defer[Int][1/(E^x*(-3 + E^x*x)), x])/5 + 12*Log[(3 - E^x*x)^2/x^2]*Defer[Int][1/(E^x*(-3 + E^x*x)), x] - (96*Defer[Int][1/(E^x*x*(-3 + E^x*x)), x])/5 + 12*Log[(3 - E^x*x)^2/x^2]*Defer[Int][1/(E^x*x*(-3 + E^x*x)), x] + (72*Defer[Int][x/(-3 + E^x*x), x])/5 - Defer[Int][Log[(-3 + E^x*x)^2/x^2]^2/E^x, x] - 24*Defer[Int][Defer[Int][1/(E^x*(-3 + E^x*x)), x], x] - 72*Defer[Int][Defer[Int][1/(E^x*(-3 + E^x*x)), x]/(-3 + E^x*x), x] - 72*Defer[Int][Defer[Int][1/(E^x*(-3 + E^x*x)), x]/(x*(-3 + E^x*x)), x] - 24*Defer[Int][Defer[Int][1/(E^x*x*(-3 + E^x*x)), x], x] - 72*Defer[Int][Defer[Int][1/(E^x*x*(-3 + E^x*x)), x]/(-3 + E^x*x), x] - 72*Defer[Int][Defer[Int][1/(E^x*x*(-3 + E^x*x)), x]/(x*(-3 + E^x*x)), x]","F",0,0,0,0,-1,"{}"
3716,0,0,0,0.2972996,"\int \frac{2 x+(-6+3 x) \log \left(\frac{e (2-x)}{x}\right)}{\left(-2 x^2+x^3\right) \log \left(\frac{e (2-x)}{x}\right)} \, dx","Int[(2*x + (-6 + 3*x)*Log[(E*(2 - x))/x])/((-2*x^2 + x^3)*Log[(E*(2 - x))/x]),x]","\int \frac{2 x+(-6+3 x) \log \left(\frac{e (2-x)}{x}\right)}{\left(-2 x^2+x^3\right) \log \left(\frac{e (2-x)}{x}\right)} \, dx","\log \left(\log \left(\frac{2 e}{x}-e\right)\right)-\frac{3}{x}",1,"-3/x + Defer[Int][1/((-2 + x)*Log[-E + (2*E)/x]), x] - Defer[Int][1/(x*Log[-E + (2*E)/x]), x]","F",0,0,0,0,-1,"{}"
3717,0,0,0,1.5270181,"\int e^{-9+4 e^{e^{-9-x} x}-x} \left(e^{9+x} \left(4-4 e^x\right)+e^{e^{-9-x} x} \left(16 x-16 x^2+e^x (-16+16 x)\right)\right) \, dx","Int[E^(-9 + 4*E^(E^(-9 - x)*x) - x)*(E^(9 + x)*(4 - 4*E^x) + E^(E^(-9 - x)*x)*(16*x - 16*x^2 + E^x*(-16 + 16*x))),x]","\int e^{-9+4 e^{e^{-9-x} x}-x} \left(e^{9+x} \left(4-4 e^x\right)+e^{e^{-9-x} x} \left(16 x-16 x^2+e^x (-16+16 x)\right)\right) \, dx","4 e^{4 e^{e^{-x-9} x}} \left(x-e^x\right)+1",1,"4*Defer[Int][E^(4*E^(E^(-9 - x)*x)), x] - 4*Defer[Int][E^(4*E^(E^(-9 - x)*x) + x), x] - 16*Defer[Int][E^(-9 + 4*E^(E^(-9 - x)*x) + E^(-9 - x)*x), x] + 16*Defer[Int][E^(-9 + 4*E^(E^(-9 - x)*x) + E^(-9 - x)*x)*x, x] + 16*Defer[Int][E^(-9 + 4*E^(E^(-9 - x)*x) - x + E^(-9 - x)*x)*x, x] - 16*Defer[Int][E^(-9 + 4*E^(E^(-9 - x)*x) - x + E^(-9 - x)*x)*x^2, x]","F",0,0,0,0,-1,"{}"
3718,1,22,0,0.5619039,"\int \frac{2 x-3 x^2-5 x^3-2 x^4+\left(-3-5 x-2 x^2\right) \log (3+2 x)}{6 x^2+7 x^3+2 x^4+\left(3 x+2 x^2\right) \log (3+2 x)} \, dx","Int[(2*x - 3*x^2 - 5*x^3 - 2*x^4 + (-3 - 5*x - 2*x^2)*Log[3 + 2*x])/(6*x^2 + 7*x^3 + 2*x^4 + (3*x + 2*x^2)*Log[3 + 2*x]),x]","\log \left(x^2+2 x+\log (2 x+3)\right)-x-\log (x)","\log \left(3 \left(x+\frac{x+\log (2 x+3)}{x}\right)+3\right)-x",1,"-x - Log[x] + Log[2*x + x^2 + Log[3 + 2*x]]","A",6,4,71,0.05634,1,"{6741, 6742, 43, 6684}"
3719,1,28,0,0.442509,"\int \frac{e^{\frac{4 \left(15 x^2+15 x \log (5)\right)}{8+12 x}} \left(-60 x-45 x^2-30 \log (5)\right)}{4+12 x+9 x^2} \, dx","Int[(E^((4*(15*x^2 + 15*x*Log[5]))/(8 + 12*x))*(-60*x - 45*x^2 - 30*Log[5]))/(4 + 12*x + 9*x^2),x]","-5^{\frac{60 x}{12 x+8}} e^{\frac{15 x^2}{3 x+2}}","3-e^{\frac{20 x (x+\log (5))}{2 (2 x+1)+\frac{2}{3}}}",1,"-(5^((60*x)/(8 + 12*x))*E^((15*x^2)/(2 + 3*x)))","A",3,3,48,0.06250,1,"{27, 6741, 6706}"
3720,1,65,0,0.2286502,"\int \frac{4 e^6 x+2 x^3-4 x^5+2 x^7+e^2 \left(1-3 x^2\right)+e^4 \left(-2 x^2-6 x^6\right)}{x^2-2 x^4+4 e^8 x^4+x^6+e^4 \left(4 x^3-4 x^5\right)} \, dx","Int[(4*E^6*x + 2*x^3 - 4*x^5 + 2*x^7 + E^2*(1 - 3*x^2) + E^4*(-2*x^2 - 6*x^6))/(x^2 - 2*x^4 + 4*E^8*x^4 + x^6 + E^4*(4*x^3 - 4*x^5)),x]","x^2+\frac{e^2 \left(2 e^4 \left(1-2 e^2\right)-\left(1+4 e^2+8 e^{10}\right) x\right)}{-x^2+2 e^4 x+1}+2 e^4 x-\frac{e^2}{x}","\frac{-x^4-\frac{e^2}{x}+1}{-x^2+2 e^4 x+1}",1,"-(E^2/x) + 2*E^4*x + x^2 + (E^2*(2*E^4*(1 - 2*E^2) - (1 + 4*E^2 + 8*E^10)*x))/(1 + 2*E^4*x - x^2)","B",8,5,86,0.05814,1,"{6, 2074, 638, 618, 206}"
3721,0,0,0,22.3407347,"\int \frac{\exp \left(x^3+e^x \left(-5 x^2-x^3\right)+e^x x^3 \log \left(64+32 x+4 x^2\right)\right) \left(12 x^2+3 x^3+e^x \left(-40 x-42 x^2-10 x^3-x^4\right)+e^x \left(12 x^2+7 x^3+x^4\right) \log \left(64+32 x+4 x^2\right)\right)}{4+x} \, dx","Int[(E^(x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*(12*x^2 + 3*x^3 + E^x*(-40*x - 42*x^2 - 10*x^3 - x^4) + E^x*(12*x^2 + 7*x^3 + x^4)*Log[64 + 32*x + 4*x^2]))/(4 + x),x]","\int \frac{\exp \left(x^3+e^x \left(-5 x^2-x^3\right)+e^x x^3 \log \left(64+32 x+4 x^2\right)\right) \left(12 x^2+3 x^3+e^x \left(-40 x-42 x^2-10 x^3-x^4\right)+e^x \left(12 x^2+7 x^3+x^4\right) \log \left(64+32 x+4 x^2\right)\right)}{4+x} \, dx","\exp \left(x^2 \left(x-e^x \left(x+x \left(-\log \left(4 (x+4)^2\right)\right)+5\right)\right)\right)",1,"32*Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2]), x] - 18*Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x, x] + 3*Defer[Int][E^(x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x^2, x] - 6*Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x^2, x] - Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x^3, x] - 128*Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])/(4 + x), x] + 3*Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x^2*Log[4*(4 + x)^2], x] + Defer[Int][E^(x + x^3 + E^x*(-5*x^2 - x^3) + E^x*x^3*Log[64 + 32*x + 4*x^2])*x^3*Log[4*(4 + x)^2], x]","F",0,0,0,0,-1,"{}"
3722,0,0,0,3.7440464,"\int \frac{e^{-\frac{50 e^{3-x}}{x}} \left(e^{3-x} (7200+7200 x)+e^{\frac{50 e^{3-x}}{x}} \left(18 x^2+18 x^3\right)+e^{\frac{25 e^{3-x}}{x}} \left(-72 x^2+e^{3-x} \left(-1800-3600 x-1800 x^2\right)\right)\right)}{x^2} \, dx","Int[(E^(3 - x)*(7200 + 7200*x) + E^((50*E^(3 - x))/x)*(18*x^2 + 18*x^3) + E^((25*E^(3 - x))/x)*(-72*x^2 + E^(3 - x)*(-1800 - 3600*x - 1800*x^2)))/(E^((50*E^(3 - x))/x)*x^2),x]","\int \frac{e^{-\frac{50 e^{3-x}}{x}} \left(e^{3-x} (7200+7200 x)+e^{\frac{50 e^{3-x}}{x}} \left(18 x^2+18 x^3\right)+e^{\frac{25 e^{3-x}}{x}} \left(-72 x^2+e^{3-x} \left(-1800-3600 x-1800 x^2\right)\right)\right)}{x^2} \, dx","9 \left(x-4 e^{-\frac{25 e^{3-x}}{x}}+1\right)^2",1,"18*x + 9*x^2 - 1800*Defer[Int][E^(3 - (25*E^(3 - x))/x - x), x] - 72*Defer[Int][E^((-25*E^(3 - x))/x), x] + 7200*Defer[Int][E^(3 - (50*E^(3 - x))/x - x)/x^2, x] - 1800*Defer[Int][E^(3 - (25*E^(3 - x))/x - x)/x^2, x] + 7200*Defer[Int][E^(3 - (50*E^(3 - x))/x - x)/x, x] - 3600*Defer[Int][E^(3 - (25*E^(3 - x))/x - x)/x, x]","F",0,0,0,0,-1,"{}"
3723,1,126,0,0.681118,"\int \frac{e^{4+4 e^{-6+x} x+e^{-12+2 x} x^2} \left(-1+e^{-6+x} \left(16 x+16 x^2\right)+e^{-12+2 x} \left(8 x^2+8 x^3\right)+\left(e^{-6+x} \left(-4 x-4 x^2\right)+e^{-12+2 x} \left(-2 x^2-2 x^3\right)\right) \log (x)\right)}{x} \, dx","Int[(E^(4 + 4*E^(-6 + x)*x + E^(-12 + 2*x)*x^2)*(-1 + E^(-6 + x)*(16*x + 16*x^2) + E^(-12 + 2*x)*(8*x^2 + 8*x^3) + (E^(-6 + x)*(-4*x - 4*x^2) + E^(-12 + 2*x)*(-2*x^2 - 2*x^3))*Log[x]))/x,x]","\frac{e^{e^{2 x-12} x^2+4 e^{x-6} x+4} \left(8 e^{x-6} \left(x^2+x\right)+4 e^{2 x-12} \left(x^3+x^2\right)-\left(2 e^{x-6} \left(x^2+x\right)+e^{2 x-12} \left(x^3+x^2\right)\right) \log (x)\right)}{x \left(e^{2 x-12} x^2+2 e^{x-6} x+e^{2 x-12} x+2 e^{x-6}\right)}","e^{\left(e^{x-6} x+2\right)^2} (4-\log (x))-4",1,"(E^(4 + 4*E^(-6 + x)*x + E^(-12 + 2*x)*x^2)*(8*E^(-6 + x)*(x + x^2) + 4*E^(-12 + 2*x)*(x^2 + x^3) - (2*E^(-6 + x)*(x + x^2) + E^(-12 + 2*x)*(x^2 + x^3))*Log[x]))/(x*(2*E^(-6 + x) + 2*E^(-6 + x)*x + E^(-12 + 2*x)*x + E^(-12 + 2*x)*x^2))","B",1,1,101,0.009901,1,"{2288}"
3724,0,0,0,0.1911991,"\int \frac{2 \left(i \pi +\log \left(\frac{18}{5}\right)\right)+2 \left(i \pi +\log \left(\frac{18}{5}\right)\right) \log (x)}{4-4 x+x^2+(4-2 x) \log (x)+\log ^2(x)} \, dx","Int[(2*(I*Pi + Log[18/5]) + 2*(I*Pi + Log[18/5])*Log[x])/(4 - 4*x + x^2 + (4 - 2*x)*Log[x] + Log[x]^2),x]","\int \frac{2 \left(i \pi +\log \left(\frac{18}{5}\right)\right)+2 \left(i \pi +\log \left(\frac{18}{5}\right)\right) \log (x)}{4-4 x+x^2+(4-2 x) \log (x)+\log ^2(x)} \, dx","\frac{2 x \left(\log \left(\frac{18}{5}\right)+i \pi \right)}{-x+\log (x)+2}",1,"-2*(I*Pi + Log[18/5])*Defer[Int][(-2 + x - Log[x])^(-2), x] + 2*(I*Pi + Log[18/5])*Defer[Int][x/(-2 + x - Log[x])^2, x] + 2*(I*Pi + Log[18/5])*Defer[Int][(2 - x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
3725,0,0,0,3.0782851,"\int \frac{2 e^x+e^{5 e^{-x} x} \left(5 x-5 x^2+2 e^x x^2\right)+2 e^x x^2 \log \left(x^2\right)}{e^{x+5 e^{-x} x} x+e^x x \log \left(x^2\right)} \, dx","Int[(2*E^x + E^((5*x)/E^x)*(5*x - 5*x^2 + 2*E^x*x^2) + 2*E^x*x^2*Log[x^2])/(E^(x + (5*x)/E^x)*x + E^x*x*Log[x^2]),x]","\int \frac{2 e^x+e^{5 e^{-x} x} \left(5 x-5 x^2+2 e^x x^2\right)+2 e^x x^2 \log \left(x^2\right)}{e^{x+5 e^{-x} x} x+e^x x \log \left(x^2\right)} \, dx","x^2+\log \left(-\log \left(x^2\right)-e^{5 e^{-x} x}\right)-5",1,"(5*x)/E^x + x^2 + 2*Defer[Int][1/(x*(E^((5*x)/E^x) + Log[x^2])), x] - 5*Defer[Int][Log[x^2]/(E^x*(E^((5*x)/E^x) + Log[x^2])), x] + 5*Defer[Int][(x*Log[x^2])/(E^x*(E^((5*x)/E^x) + Log[x^2])), x]","F",0,0,0,0,-1,"{}"
3726,1,124,0,0.2127011,"\int \frac{29 x-3 x^2+8 x^3+\left(3-55 x+17 x^2+18 x^3\right) \log \left(-3+x+x^2\right)}{-15+5 x+5 x^2} \, dx","Int[(29*x - 3*x^2 + 8*x^3 + (3 - 55*x + 17*x^2 + 18*x^3)*Log[-3 + x + x^2])/(-15 + 5*x + 5*x^2),x]","-x^2+\frac{1}{180} (1-18 x)^2 \log \left(x^2+x-3\right)+\frac{1}{5} \left(32-5 \sqrt{13}\right) \log \left(2 x-\sqrt{13}+1\right)-\frac{1}{180} \left(1153-180 \sqrt{13}\right) \log \left(2 x-\sqrt{13}+1\right)-\frac{1}{180} \left(1153+180 \sqrt{13}\right) \log \left(2 x+\sqrt{13}+1\right)+\frac{1}{5} \left(32+5 \sqrt{13}\right) \log \left(2 x+\sqrt{13}+1\right)","\frac{1}{5} \left(9 x^2-x\right) \log \left(x^2+x-3\right)-x^2",1,"-x^2 - ((1153 - 180*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/180 + ((32 - 5*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/5 + ((32 + 5*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/5 - ((1153 + 180*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/180 + ((1 - 18*x)^2*Log[-3 + x + x^2])/180","B",13,6,50,0.1200,1,"{6728, 1628, 632, 31, 2525, 800}"
3727,1,13,0,0.0149186,"\int \frac{-5+\left(-4-8 x-4 x^2\right) \log (2)}{1+2 x+x^2} \, dx","Int[(-5 + (-4 - 8*x - 4*x^2)*Log[2])/(1 + 2*x + x^2),x]","\frac{5}{x+1}-4 x \log (2)","\frac{4-x}{x+1}-4 x \log (2)",1,"5/(1 + x) - 4*x*Log[2]","A",3,2,26,0.07692,1,"{27, 1850}"
3728,0,0,0,42.1056081,"\int \frac{e^x \left(-8 x-44 x^2-48 x^3-220 x^4-640 x^5+384 x^6-2048 x^7+1024 x^8+e^{\frac{2 x^2}{1+3 x+16 x^3}} \left(-16-80 x-112 x^2-464 x^3-1024 x^4+2048 x^5-4096 x^6+4096 x^7\right)\right)}{x^4+6 x^5+9 x^6+32 x^7+96 x^8+256 x^{10}+e^{\frac{4 x^2}{1+3 x+16 x^3}} \left(16 x^2+96 x^3+144 x^4+512 x^5+1536 x^6+4096 x^8\right)+e^{\frac{2 x^2}{1+3 x+16 x^3}} \left(8 x^3+48 x^4+72 x^5+256 x^6+768 x^7+2048 x^9\right)} \, dx","Int[(E^x*(-8*x - 44*x^2 - 48*x^3 - 220*x^4 - 640*x^5 + 384*x^6 - 2048*x^7 + 1024*x^8 + E^((2*x^2)/(1 + 3*x + 16*x^3))*(-16 - 80*x - 112*x^2 - 464*x^3 - 1024*x^4 + 2048*x^5 - 4096*x^6 + 4096*x^7)))/(x^4 + 6*x^5 + 9*x^6 + 32*x^7 + 96*x^8 + 256*x^10 + E^((4*x^2)/(1 + 3*x + 16*x^3))*(16*x^2 + 96*x^3 + 144*x^4 + 512*x^5 + 1536*x^6 + 4096*x^8) + E^((2*x^2)/(1 + 3*x + 16*x^3))*(8*x^3 + 48*x^4 + 72*x^5 + 256*x^6 + 768*x^7 + 2048*x^9)),x]","\int \frac{e^x \left(-8 x-44 x^2-48 x^3-220 x^4-640 x^5+384 x^6-2048 x^7+1024 x^8+e^{\frac{2 x^2}{1+3 x+16 x^3}} \left(-16-80 x-112 x^2-464 x^3-1024 x^4+2048 x^5-4096 x^6+4096 x^7\right)\right)}{x^4+6 x^5+9 x^6+32 x^7+96 x^8+256 x^{10}+e^{\frac{4 x^2}{1+3 x+16 x^3}} \left(16 x^2+96 x^3+144 x^4+512 x^5+1536 x^6+4096 x^8\right)+e^{\frac{2 x^2}{1+3 x+16 x^3}} \left(8 x^3+48 x^4+72 x^5+256 x^6+768 x^7+2048 x^9\right)} \, dx","\frac{e^x}{\left(e^{\frac{2 x}{16 x^2+\frac{1}{x}+3}}+\frac{x}{4}\right) x}",1,"((-8*I)/3)*Sqrt[5/3]*Defer[Int][E^x/((1 + I*Sqrt[15] - 8*x)*(4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2), x] - 4*Defer[Int][E^x/(x*(4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2), x] - (((32*I)/3)*Defer[Int][E^x/((1 + I*Sqrt[15] - 8*x)*(4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)), x])/Sqrt[15] - 4*Defer[Int][E^x/(x^2*(4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)), x] + 4*Defer[Int][E^x/(x*(4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)), x] - (4*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2*(1 + 4*x)^2), x])/3 - (16*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(1 + 4*x)^2), x])/3 - (16*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(1 + 4*x)), x])/3 + (16*(15 - I*Sqrt[15])*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(-1 - I*Sqrt[15] + 8*x)), x])/45 - ((8*I)/3)*Sqrt[5/3]*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2*(-1 + I*Sqrt[15] + 8*x)), x] - (((32*I)/3)*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(-1 + I*Sqrt[15] + 8*x)), x])/Sqrt[15] + (16*(15 + I*Sqrt[15])*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(-1 + I*Sqrt[15] + 8*x)), x])/45 + 3*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2*(1 - x + 4*x^2)^2), x] + Defer[Int][(E^x*x)/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)^2*(1 - x + 4*x^2)^2), x] - 4*Defer[Int][E^x/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(1 - x + 4*x^2)^2), x] + 12*Defer[Int][(E^x*x)/((4*E^((2*x^2)/(1 + 3*x + 16*x^3)) + x)*(1 - x + 4*x^2)^2), x]","F",0,0,0,0,-1,"{}"
3729,1,26,0,0.8222811,"\int \frac{-1+x-x^2+e^x \left(1+x^2-x^3\right)+\left(x^2-e^x x^2-x^3\right) \log \left(2-2 e^x-2 x\right)+\left(1-e^x-x\right) \log (x)+\left(-x^2+e^x x^2+x^3\right) \log (e x)}{-x^2+e^x x^2+x^3} \, dx","Int[(-1 + x - x^2 + E^x*(1 + x^2 - x^3) + (x^2 - E^x*x^2 - x^3)*Log[2 - 2*E^x - 2*x] + (1 - E^x - x)*Log[x] + (-x^2 + E^x*x^2 + x^3)*Log[E*x])/(-x^2 + E^x*x^2 + x^3),x]","x+x \left(-\log \left(2 \left(-x-e^x+1\right)\right)\right)+\left(x+\frac{1}{x}\right) \log (x)","\frac{\log (x)}{x}+x \left(\log (e x)-\log \left(2 \left(-x-e^x+1\right)\right)\right)",1,"x - x*Log[2*(1 - E^x - x)] + (x^(-1) + x)*Log[x]","A",17,4,104,0.03846,1,"{6742, 14, 2334, 2548}"
3730,0,0,0,0.7829131,"\int \frac{-512+2560 x-3712 x^2+768 x^3+1152 x^4-256 x^5-128 x^6+\left(-512+1536 x-1280 x^2+1472 x^3-1536 x^4-192 x^5+384 x^6+64 x^7\right) \log (x)+\left(256 x-1856 x^3+768 x^4+1728 x^5-512 x^6-320 x^7\right) \log ^2(x)+\left(-320 x^3+928 x^4-288 x^5-576 x^6+160 x^7+96 x^8\right) \log ^3(x)}{25 x^3 \log ^3(x)} \, dx","Int[(-512 + 2560*x - 3712*x^2 + 768*x^3 + 1152*x^4 - 256*x^5 - 128*x^6 + (-512 + 1536*x - 1280*x^2 + 1472*x^3 - 1536*x^4 - 192*x^5 + 384*x^6 + 64*x^7)*Log[x] + (256*x - 1856*x^3 + 768*x^4 + 1728*x^5 - 512*x^6 - 320*x^7)*Log[x]^2 + (-320*x^3 + 928*x^4 - 288*x^5 - 576*x^6 + 160*x^7 + 96*x^8)*Log[x]^3)/(25*x^3*Log[x]^3),x]","\int \frac{-512+2560 x-3712 x^2+768 x^3+1152 x^4-256 x^5-128 x^6+\left(-512+1536 x-1280 x^2+1472 x^3-1536 x^4-192 x^5+384 x^6+64 x^7\right) \log (x)+\left(256 x-1856 x^3+768 x^4+1728 x^5-512 x^6-320 x^7\right) \log ^2(x)+\left(-320 x^3+928 x^4-288 x^5-576 x^6+160 x^7+96 x^8\right) \log ^3(x)}{25 x^3 \log ^3(x)} \, dx","\frac{16}{25} \left(-x^2-x-\frac{2}{x}+5\right)^2 \left(x-\frac{2}{\log (x)}\right)^2",1,"(16*(2 - 5*x + x^2 + x^3)^2)/25 - (128*Defer[Int][(2 - 5*x + x^2 + x^3)^2/(x^3*Log[x]^3), x])/25 + (64*Defer[Int][((2 - 5*x + x^2 + x^3)*(-4 + 2*x - 3*x^2 + 5*x^3 + x^4))/(x^3*Log[x]^2), x])/25 - (64*Defer[Int][((2 - 5*x + x^2 + x^3)*(-2 - 5*x + 3*x^2 + 5*x^3))/(x^2*Log[x]), x])/25","F",0,0,0,0,-1,"{}"
3731,1,11,0,0.1670945,"\int \frac{3+x-2 x \log (x)}{135 x+135 x^2+45 x^3+5 x^4} \, dx","Int[(3 + x - 2*x*Log[x])/(135*x + 135*x^2 + 45*x^3 + 5*x^4),x]","\frac{\log (x)}{5 (x+3)^2}","\frac{\log (x)}{5 (x+3)^2}+e^{e^{64 e^4}}+3",1,"Log[x]/(5*(3 + x)^2)","A",9,5,30,0.1667,1,"{6688, 12, 6742, 44, 2319}"
3732,1,136,0,0.9224859,"\int \frac{x^3+\left(x+8 x^2-2 x^3\right) \log (3)+\left(-4+15 x-8 x^2+x^3\right) \log ^2(3)+\left(x \log (3)-x \log ^2(3)\right) \log (x)}{x^3+\left(8 x^2-2 x^3\right) \log (3)+\left(16 x-8 x^2+x^3\right) \log ^2(3)} \, dx","Int[(x^3 + (x + 8*x^2 - 2*x^3)*Log[3] + (-4 + 15*x - 8*x^2 + x^3)*Log[3]^2 + (x*Log[3] - x*Log[3]^2)*Log[x])/(x^3 + (8*x^2 - 2*x^3)*Log[3] + (16*x - 8*x^2 + x^3)*Log[3]^2),x]","x-\frac{16 \log ^2(3)}{(1-\log (3)) (x (1-\log (3))+\log (81))}+\frac{x (1-\log (3)) \log (x)}{4 (x (1-\log (3))+\log (81))}-\frac{\log (x)}{4}+\frac{8 \log (3) \log (81)}{(1-\log (3)) (x (1-\log (3))+\log (81))}-\frac{\log (3) (1+15 \log (3))}{(1-\log (3)) (x (1-\log (3))+\log (81))}-\frac{\log (3)}{x (1-\log (3))+\log (81)}","x-\frac{\log (x)+2}{-x+\frac{x}{\log (3)}+4}-6",1,"x - Log[3]/(x*(1 - Log[3]) + Log[81]) - (16*Log[3]^2)/((1 - Log[3])*(x*(1 - Log[3]) + Log[81])) - (Log[3]*(1 + 15*Log[3]))/((1 - Log[3])*(x*(1 - Log[3]) + Log[81])) + (8*Log[3]*Log[81])/((1 - Log[3])*(x*(1 - Log[3]) + Log[81])) - Log[x]/4 + (x*(1 - Log[3])*Log[x])/(4*(x*(1 - Log[3]) + Log[81]))","B",11,6,90,0.06667,1,"{6688, 6742, 43, 44, 2314, 31}"
3733,1,6,0,0.0016926,"\int \frac{75}{-124+75 x} \, dx","Int[75/(-124 + 75*x),x]","\log (124-75 x)","\log \left(\frac{124}{25}-3 x\right)",1,"Log[124 - 75*x]","A",2,2,9,0.2222,1,"{12, 31}"
3734,-1,0,0,180.0002799,"\int \frac{e^{\frac{1-\frac{x \left(2+x^4\right)^{220}}{e^{1100}}}{x^2}} \left(-4-2 x^4+\frac{\left(2+x^4\right)^{220} \left(2 x-879 x^5\right)}{e^{1100}}\right)}{2 x^3+x^7} \, dx","Int[(E^((1 - (x*(2 + x^4)^220)/E^1100)/x^2)*(-4 - 2*x^4 + ((2 + x^4)^220*(2*x - 879*x^5))/E^1100))/(2*x^3 + x^7),x]","\text{\$Aborted}","e^{\frac{\frac{1}{x}-e^{220 \left(\log \left(x^4+2\right)-5\right)}}{x}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3735,0,0,0,0.1690498,"\int \frac{243-81 x}{-4 x-81 x^2+81 x \log \left(2 e^{-e^{10}} x^3\right)} \, dx","Int[(243 - 81*x)/(-4*x - 81*x^2 + 81*x*Log[(2*x^3)/E^E^10]),x]","\int \frac{243-81 x}{-4 x-81 x^2+81 x \log \left(2 e^{-e^{10}} x^3\right)} \, dx","\log \left(-\log \left(2 e^{-e^{10}} x^3\right)+x+\frac{4}{81}\right)",1,"81*Defer[Int][(4*(1 + (81*E^10)/4) + 81*x - 81*Log[2*x^3])^(-1), x] + 243*Defer[Int][1/(x*(-4*(1 + (81*E^10)/4) - 81*x + 81*Log[2*x^3])), x]","F",0,0,0,0,-1,"{}"
3736,0,0,0,2.9715908,"\int \frac{1055 x^2+2 x^3+e^{2 x} (1055+2 x)+e^x \left(-2110 x-4 x^2\right)+e^{-\frac{1}{e^x-x}} \left(-24+8 e^{2 x}+e^x (24-8 x)-8 x+8 x^2\right)}{4 e^{2 x}-8 e^x x+4 x^2} \, dx","Int[(1055*x^2 + 2*x^3 + E^(2*x)*(1055 + 2*x) + E^x*(-2110*x - 4*x^2) + (-24 + 8*E^(2*x) + E^x*(24 - 8*x) - 8*x + 8*x^2)/E^(E^x - x)^(-1))/(4*E^(2*x) - 8*E^x*x + 4*x^2),x]","\int \frac{1055 x^2+2 x^3+e^{2 x} (1055+2 x)+e^x \left(-2110 x-4 x^2\right)+e^{-\frac{1}{e^x-x}} \left(-24+8 e^{2 x}+e^x (24-8 x)-8 x+8 x^2\right)}{4 e^{2 x}-8 e^x x+4 x^2} \, dx","x+\left(2 \left(e^{\frac{1}{x-e^x}}+3\right)+\frac{x}{4}+256\right) (x+3)-2",1,"(1055*x)/4 + x^2/4 + 2*Defer[Int][E^(-(E^x - x)^(-1)), x] - 6*Defer[Int][1/(E^(E^x - x)^(-1)*(E^x - x)^2), x] + 6*Defer[Int][1/(E^(E^x - x)^(-1)*(E^x - x)), x] + 4*Defer[Int][x/(E^(E^x - x)^(-1)*(E^x - x)^2), x] + 2*Defer[Int][x/(E^(E^x - x)^(-1)*(E^x - x)), x] + 2*Defer[Int][x^2/(E^(E^x - x)^(-1)*(E^x - x)^2), x]","F",0,0,0,0,-1,"{}"
3737,0,0,0,0.7372478,"\int \frac{e^{4-100 e^{4-2 x}-x} \left(e^{-4+2 x} (-1+x)+200 x\right)}{x^2} \, dx","Int[(E^(4 - 100*E^(4 - 2*x) - x)*(E^(-4 + 2*x)*(-1 + x) + 200*x))/x^2,x]","\int \frac{e^{4-100 e^{4-2 x}-x} \left(e^{-4+2 x} (-1+x)+200 x\right)}{x^2} \, dx","\frac{e^{x-100 e^{4-2 x}}}{x}+5",1,"-Defer[Int][E^(-100*E^(4 - 2*x) + x)/x^2, x] + 200*Defer[Int][E^(4 - 100*E^(4 - 2*x) - x)/x, x] + Defer[Int][E^(-100*E^(4 - 2*x) + x)/x, x]","F",0,0,0,0,-1,"{}"
3738,0,0,0,7.9525322,"\int \frac{-32-32 e^5-32 x+e^x \left(e^{10} (-160+40 e)-160 x-160 x^2+e \left(40 x+40 x^2\right)+e^5 (-160-320 x+e (40+80 x))\right)}{16 e^5+16 x+e^x \left((160-40 e) e^{10}+160 x^2-40 e x^2+e^5 (320 x-80 e x)\right)+e^{2 x} \left(e^{15} \left(450-200 e+25 e^2\right)+450 x^3-200 e x^3+25 e^2 x^3+e^{10} \left(1350 x-600 e x+75 e^2 x\right)+e^5 \left(1350 x^2-600 e x^2+75 e^2 x^2\right)\right)} \, dx","Int[(-32 - 32*E^5 - 32*x + E^x*(E^10*(-160 + 40*E) - 160*x - 160*x^2 + E*(40*x + 40*x^2) + E^5*(-160 - 320*x + E*(40 + 80*x))))/(16*E^5 + 16*x + E^x*((160 - 40*E)*E^10 + 160*x^2 - 40*E*x^2 + E^5*(320*x - 80*E*x)) + E^(2*x)*(E^15*(450 - 200*E + 25*E^2) + 450*x^3 - 200*E*x^3 + 25*E^2*x^3 + E^10*(1350*x - 600*E*x + 75*E^2*x) + E^5*(1350*x^2 - 600*E*x^2 + 75*E^2*x^2))),x]","\int \frac{-32-32 e^5-32 x+e^x \left(e^{10} (-160+40 e)-160 x-160 x^2+e \left(40 x+40 x^2\right)+e^5 (-160-320 x+e (40+80 x))\right)}{16 e^5+16 x+e^x \left((160-40 e) e^{10}+160 x^2-40 e x^2+e^5 (320 x-80 e x)\right)+e^{2 x} \left(e^{15} \left(450-200 e+25 e^2\right)+450 x^3-200 e x^3+25 e^2 x^3+e^{10} \left(1350 x-600 e x+75 e^2 x\right)+e^5 \left(1350 x^2-600 e x^2+75 e^2 x^2\right)\right)} \, dx","\log \left(\left(-\frac{4 e^{-x}}{5 \left(x+e^5\right)}+e-4\right)^2+2\right)",1,"32*Defer[Int][(-16 - 160*(1 - E/4)*E^(5 + x) - 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) - 160*(1 - E/4)*E^x*x - 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x - 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2)^(-1), x] - 40*(4 - E)*Defer[Int][E^x/(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2), x] - 40*(4 - E)*Defer[Int][E^(5 + x)/(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2), x] + 32*Defer[Int][1/((-E^5 - x)*(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2)), x] - 40*(4 - E)*Defer[Int][E^(5 + x)/((-E^5 - x)*(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2)), x] - 40*(4 - E)*Defer[Int][(E^x*x)/(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2), x] - 40*(4 - E)*Defer[Int][E^(5 + x)/((E^5 + x)*(16 + 160*(1 - E/4)*E^(5 + x) + 450*E^(10 + 2*x)*(1 + ((-8 + E)*E)/18) + 160*(1 - E/4)*E^x*x + 900*E^(5 + 2*x)*(1 + ((-8 + E)*E)/18)*x + 450*E^(2*x)*(1 + ((-8 + E)*E)/18)*x^2)), x]","F",0,0,0,0,-1,"{}"
3739,1,7,0,0.0019223,"\int \frac{1}{\log (\log (3))} \, dx","Int[Log[Log[3]]^(-1),x]","\frac{x}{\log (\log (3))}","\frac{x}{\log (\log (3))}+3",1,"x/Log[Log[3]]","A",1,1,5,0.2000,1,"{8}"
3740,1,64,0,0.1225549,"\int \frac{-1125+(-675+2700 x) \log (3)+\left(-140+1080 x-2160 x^2\right) \log ^2(3)+\left(-10+104 x-432 x^2+576 x^3\right) \log ^3(3)+\left(675+(270-1080 x) \log (3)+\left(28-216 x+432 x^2\right) \log ^2(3)\right) \log (4)+(-135+(-27+108 x) \log (3)) \log ^2(4)+9 \log ^3(4)}{-1125+(-675+2700 x) \log (3)+\left(-135+1080 x-2160 x^2\right) \log ^2(3)+\left(-9+108 x-432 x^2+576 x^3\right) \log ^3(3)+\left(675+(270-1080 x) \log (3)+\left(27-216 x+432 x^2\right) \log ^2(3)\right) \log (4)+(-135+(-27+108 x) \log (3)) \log ^2(4)+9 \log ^3(4)} \, dx","Int[(-1125 + (-675 + 2700*x)*Log[3] + (-140 + 1080*x - 2160*x^2)*Log[3]^2 + (-10 + 104*x - 432*x^2 + 576*x^3)*Log[3]^3 + (675 + (270 - 1080*x)*Log[3] + (28 - 216*x + 432*x^2)*Log[3]^2)*Log[4] + (-135 + (-27 + 108*x)*Log[3])*Log[4]^2 + 9*Log[4]^3)/(-1125 + (-675 + 2700*x)*Log[3] + (-135 + 1080*x - 2160*x^2)*Log[3]^2 + (-9 + 108*x - 432*x^2 + 576*x^3)*Log[3]^3 + (675 + (270 - 1080*x)*Log[3] + (27 - 216*x + 432*x^2)*Log[3]^2)*Log[4] + (-135 + (-27 + 108*x)*Log[3])*Log[4]^2 + 9*Log[4]^3),x]","x-\frac{\log ^2(3)}{9 \log (81) \left(x (-\log (81))+5-\log \left(\frac{4}{3}\right)\right)}+\frac{\left(5-\log \left(\frac{4}{3}\right)\right) \log ^2(3)}{9 \log (81) \left(x (-\log (81))+5-\log \left(\frac{4}{3}\right)\right)^2}","x+\frac{x}{9 \left(4 x-1+\frac{\log (4)-5}{\log (3)}\right)^2}",1,"x + ((5 - Log[4/3])*Log[3]^2)/(9*Log[81]*(5 - Log[4/3] - x*Log[81])^2) - Log[3]^2/(9*Log[81]*(5 - Log[4/3] - x*Log[81]))","B",2,1,191,0.005236,1,"{2074}"
3741,0,0,0,0.1562698,"\int \frac{-e-x^2+e^{3 x+e^{3 x} x} \left(-5 x^2-15 x^3\right)+\left(-e-x^2\right) \log (4)}{x^2+x^2 \log (4)} \, dx","Int[(-E - x^2 + E^(3*x + E^(3*x)*x)*(-5*x^2 - 15*x^3) + (-E - x^2)*Log[4])/(x^2 + x^2*Log[4]),x]","\int \frac{-e-x^2+e^{3 x+e^{3 x} x} \left(-5 x^2-15 x^3\right)+\left(-e-x^2\right) \log (4)}{x^2+x^2 \log (4)} \, dx","-x+\frac{e}{x}+\frac{5 e^{e^{3 x} x}}{-1-\log (4)}",1,"E/x - x - (5*Defer[Int][E^(3*x + E^(3*x)*x), x])/(1 + Log[4]) - (15*Defer[Int][E^(3*x + E^(3*x)*x)*x, x])/(1 + Log[4])","F",0,0,0,0,-1,"{}"
3742,0,0,0,1.9897963,"\int \exp \left(-x+e^{-x} \left(-5 x+e^x \left(1+x^3\right)\right)+\frac{3-e^{e^{-x} \left(-5 x+e^x \left(1+x^3\right)\right)} \log (3)}{\log (3)}\right) \left(5-5 x-3 e^x x^2\right) \, dx","Int[E^(-x + (-5*x + E^x*(1 + x^3))/E^x + (3 - E^((-5*x + E^x*(1 + x^3))/E^x)*Log[3])/Log[3])*(5 - 5*x - 3*E^x*x^2),x]","\int \exp \left(-x+e^{-x} \left(-5 x+e^x \left(1+x^3\right)\right)+\frac{3-e^{e^{-x} \left(-5 x+e^x \left(1+x^3\right)\right)} \log (3)}{\log (3)}\right) \left(5-5 x-3 e^x x^2\right) \, dx","e^{\frac{3}{\log (3)}-e^{x \left(x^2-5 e^{-x}\right)+1}}",1,"5*Defer[Int][E^(1 - E^(1 - (5*x)/E^x + x^3) - x - (5*x)/E^x + x^3 + 3/Log[3]), x] - 5*Defer[Int][E^(1 - E^(1 - (5*x)/E^x + x^3) - x - (5*x)/E^x + x^3 + 3/Log[3])*x, x] - 3*Defer[Int][E^(1 - E^(1 - (5*x)/E^x + x^3) - (5*x)/E^x + x^3 + 3/Log[3])*x^2, x]","F",0,0,0,0,-1,"{}"
3743,1,10,0,0.0149236,"\int \frac{1-x+\log (\log (x))}{x} \, dx","Int[(1 - x + Log[Log[x]])/x,x]","\log (x) \log (\log (x))-x","\log (x) \log (\log (x))-x",1,"-x + Log[x]*Log[Log[x]]","A",5,3,12,0.2500,1,"{14, 43, 2521}"
3744,1,12,0,0.0098816,"\int -\frac{12}{324+e^2-36 x+x^2+e (-36+2 x)} \, dx","Int[-12/(324 + E^2 - 36*x + x^2 + E*(-36 + 2*x)),x]","-\frac{12}{-x-e+18}","\frac{12}{x+e-18}+4",1,"-12/(18 - E - x)","A",4,4,22,0.1818,1,"{12, 1981, 27, 32}"
3745,0,0,0,25.9385715,"\int \frac{50000+247000 x+57500 x^2-162500 x^3+375000 x^4+\left(30000+148200 x+34500 x^2-97500 x^3+225000 x^4\right) \log \left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)+\left(6000+29640 x+6900 x^2-19500 x^3+45000 x^4\right) \log ^2\left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)+\left(400+1976 x+460 x^2-1300 x^3+3000 x^4\right) \log ^3\left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)}{100 x-500 x^2+25 x^3-125 x^4+\left(-12+180 x-903 x^2+1545 x^3-225 x^4+375 x^5\right) \log \left(e^3 \left(4+x^2\right)\right)} \, dx","Int[(50000 + 247000*x + 57500*x^2 - 162500*x^3 + 375000*x^4 + (30000 + 148200*x + 34500*x^2 - 97500*x^3 + 225000*x^4)*Log[(25*x + (-3 + 30*x - 75*x^2)*Log[E^3*(4 + x^2)])/(3 - 30*x + 75*x^2)] + (6000 + 29640*x + 6900*x^2 - 19500*x^3 + 45000*x^4)*Log[(25*x + (-3 + 30*x - 75*x^2)*Log[E^3*(4 + x^2)])/(3 - 30*x + 75*x^2)]^2 + (400 + 1976*x + 460*x^2 - 1300*x^3 + 3000*x^4)*Log[(25*x + (-3 + 30*x - 75*x^2)*Log[E^3*(4 + x^2)])/(3 - 30*x + 75*x^2)]^3)/(100*x - 500*x^2 + 25*x^3 - 125*x^4 + (-12 + 180*x - 903*x^2 + 1545*x^3 - 225*x^4 + 375*x^5)*Log[E^3*(4 + x^2)]),x]","\int \frac{50000+247000 x+57500 x^2-162500 x^3+375000 x^4+\left(30000+148200 x+34500 x^2-97500 x^3+225000 x^4\right) \log \left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)+\left(6000+29640 x+6900 x^2-19500 x^3+45000 x^4\right) \log ^2\left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)+\left(400+1976 x+460 x^2-1300 x^3+3000 x^4\right) \log ^3\left(\frac{25 x+\left(-3+30 x-75 x^2\right) \log \left(e^3 \left(4+x^2\right)\right)}{3-30 x+75 x^2}\right)}{100 x-500 x^2+25 x^3-125 x^4+\left(-12+180 x-903 x^2+1545 x^3-225 x^4+375 x^5\right) \log \left(e^3 \left(4+x^2\right)\right)} \, dx","\left(\log \left(\frac{x}{3 \left(x-\frac{1}{5}\right)^2}-\log \left(e^3 \left(x^2+4\right)\right)\right)+5\right)^4",1,"-17500*Defer[Int][(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])^(-1), x] + (148500 + 30000*I)*Defer[Int][1/((2*I - x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 75000*Defer[Int][x/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] - (148500 - 30000*I)*Defer[Int][1/((2*I + x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 25000*Defer[Int][1/((-1 + 5*x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] - 10500*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] + (89100 + 18000*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]/((2*I - x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 45000*Defer[Int][(x*Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2])/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] - (89100 - 18000*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]/((2*I + x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 15000*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]/((-1 + 5*x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] - 2100*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^2/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] + (17820 + 3600*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^2/((2*I - x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 9000*Defer[Int][(x*Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^2)/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] - (17820 - 3600*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^2/((2*I + x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 3000*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^2/((-1 + 5*x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] - 140*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^3/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] + (1188 + 240*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^3/((2*I - x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 600*Defer[Int][(x*Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^3)/(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2]), x] - (1188 - 240*I)*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^3/((2*I + x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x] + 200*Defer[Int][Log[-1/3*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])/(1 - 5*x)^2]^3/((-1 + 5*x)*(9 - 115*x + 225*x^2 + 3*(1 - 5*x)^2*Log[4 + x^2])), x]","F",0,0,0,0,-1,"{}"
3746,1,26,0,0.2192723,"\int \frac{-5 x^5+e^{2 x} \left(-16+8 x-20 x^2+20 x^3\right)}{5 x^5} \, dx","Int[(-5*x^5 + E^(2*x)*(-16 + 8*x - 20*x^2 + 20*x^3))/(5*x^5),x]","\frac{4 e^{2 x}}{5 x^4}+\frac{2 e^{2 x}}{x^2}-x","\frac{2 e^{2 x} \left(\frac{2}{x^2}+5\right)}{5 x^2}-x",1,"(4*E^(2*x))/(5*x^4) + (2*E^(2*x))/x^2 - x","A",19,5,34,0.1471,1,"{12, 14, 2199, 2177, 2178}"
3747,1,217,0,0.6372222,"\int \frac{1}{625} \left(e^{2+4 x} \left(800 x+2200 x^2+900 x^3+100 x^4\right)+e^{2+2 x} \left(-2400 x^2-3200 x^3-1050 x^4-100 x^5+e \left(-320 x-560 x^2-200 x^3-20 x^4\right)\right)+e^2 \left(1600 x^3+1000 x^4+150 x^5+e^2 \left(32 x+24 x^2+4 x^3\right)+e \left(480 x^2+320 x^3+50 x^4\right)\right)\right) \, dx","Int[(E^(2 + 4*x)*(800*x + 2200*x^2 + 900*x^3 + 100*x^4) + E^(2 + 2*x)*(-2400*x^2 - 3200*x^3 - 1050*x^4 - 100*x^5 + E*(-320*x - 560*x^2 - 200*x^3 - 20*x^4)) + E^2*(1600*x^3 + 1000*x^4 + 150*x^5 + E^2*(32*x + 24*x^2 + 4*x^3) + E*(480*x^2 + 320*x^3 + 50*x^4)))/625,x]","\frac{e^2 x^6}{25}-\frac{2}{25} e^{2 x+2} x^5+\frac{2 e^3 x^5}{125}+\frac{8 e^2 x^5}{25}-\frac{16}{25} e^{2 x+2} x^4-\frac{2}{125} e^{2 x+3} x^4+\frac{1}{25} e^{4 x+2} x^4+\frac{e^4 x^4}{625}+\frac{16 e^3 x^4}{125}+\frac{16 e^2 x^4}{25}-\frac{32}{25} e^{2 x+2} x^3-\frac{16}{125} e^{2 x+3} x^3+\frac{8}{25} e^{4 x+2} x^3+\frac{8 e^4 x^3}{625}+\frac{32 e^3 x^3}{125}-\frac{32}{125} e^{2 x+3} x^2+\frac{16}{25} e^{4 x+2} x^2+\frac{16 e^4 x^2}{625}","\frac{1}{25} e^2 (-x-4)^2 \left(-x+e^{2 x}-\frac{e}{5}\right)^2 x^2",1,"(16*E^4*x^2)/625 - (32*E^(3 + 2*x)*x^2)/125 + (16*E^(2 + 4*x)*x^2)/25 + (32*E^3*x^3)/125 + (8*E^4*x^3)/625 - (32*E^(2 + 2*x)*x^3)/25 - (16*E^(3 + 2*x)*x^3)/125 + (8*E^(2 + 4*x)*x^3)/25 + (16*E^2*x^4)/25 + (16*E^3*x^4)/125 + (E^4*x^4)/625 - (16*E^(2 + 2*x)*x^4)/25 - (2*E^(3 + 2*x)*x^4)/125 + (E^(2 + 4*x)*x^4)/25 + (8*E^2*x^5)/25 + (2*E^3*x^5)/125 - (2*E^(2 + 2*x)*x^5)/25 + (E^2*x^6)/25","B",57,4,138,0.02899,1,"{12, 2196, 2176, 2194}"
3748,1,15,0,0.0056734,"\int (-470+50 x+10 \log (16)) \, dx","Int[-470 + 50*x + 10*Log[16],x]","25 x^2-10 x (47-\log (16))","(2 (x-21)+3 x-5+\log (16))^2",1,"25*x^2 - 10*x*(47 - Log[16])","A",1,0,9,0,1,"{}"
3749,1,30,0,0.235905,"\int \frac{e^{\frac{6 x^2-x^4-\log (3)}{x^2}} \left(2 x^4-2 \log (3)\right)}{x^3 \log (3)} \, dx","Int[(E^((6*x^2 - x^4 - Log[3])/x^2)*(2*x^4 - 2*Log[3]))/(x^3*Log[3]),x]","-\frac{3^{-\frac{1}{x^2}} e^{\frac{6 x^2-x^4}{x^2}}}{\log (3)}","\frac{-e^{-x^2-\frac{\log (3)}{x^2}+6}-3+5 \log (3)}{\log (3)}",1,"-(E^((6*x^2 - x^4)/x^2)/(3^x^(-2)*Log[3]))","A",2,2,39,0.05128,1,"{12, 6706}"
3750,0,0,0,8.2864843,"\int \frac{\exp \left(-9-x+e^{-9-x} x-\frac{3 e^{e^{-9-x} x} x^2}{-1+x}\right) \left(3 x^2-6 x^3+3 x^4+e^{9+x} \left(6 x-3 x^2\right)\right)}{5-10 x+5 x^2} \, dx","Int[(E^(-9 - x + E^(-9 - x)*x - (3*E^(E^(-9 - x)*x)*x^2)/(-1 + x))*(3*x^2 - 6*x^3 + 3*x^4 + E^(9 + x)*(6*x - 3*x^2)))/(5 - 10*x + 5*x^2),x]","\int \frac{\exp \left(-9-x+e^{-9-x} x-\frac{3 e^{e^{-9-x} x} x^2}{-1+x}\right) \left(3 x^2-6 x^3+3 x^4+e^{9+x} \left(6 x-3 x^2\right)\right)}{5-10 x+5 x^2} \, dx","\frac{1}{5} e^{\frac{3 e^{e^{-x-9} x} x^2}{1-x}}",1,"(-3*Defer[Int][E^(E^(-9 - x)*x - (3*E^(E^(-9 - x)*x)*x^2)/(-1 + x)), x])/5 + (3*Defer[Int][E^(E^(-9 - x)*x - (3*E^(E^(-9 - x)*x)*x^2)/(-1 + x))/(-1 + x)^2, x])/5 + (3*Defer[Int][E^(-9 - x + E^(-9 - x)*x - (3*E^(E^(-9 - x)*x)*x^2)/(-1 + x))*x^2, x])/5","F",0,0,0,0,-1,"{}"
3751,1,18,0,0.0120718,"\int \left(2+\log \left(\frac{\left(20 x^2+3 e x^2\right) \log (\log (5))}{e}\right)\right) \, dx","Int[2 + Log[((20*x^2 + 3*E*x^2)*Log[Log[5]])/E],x]","x \log \left(\frac{(20+3 e) x^2 \log (\log (5))}{e}\right)","x \log \left(\left(3+\frac{20}{e}\right) x^2 \log (\log (5))\right)",1,"x*Log[((20 + 3*E)*x^2*Log[Log[5]])/E]","A",3,2,22,0.09091,1,"{2453, 2295}"
3752,1,27,0,0.0637138,"\int \frac{-2+e^{e^x+x}+40 e^{20 x^2} x}{-5+e^5+e^{e^x}+e^{20 x^2}-2 x} \, dx","Int[(-2 + E^(E^x + x) + 40*E^(20*x^2)*x)/(-5 + E^5 + E^E^x + E^(20*x^2) - 2*x),x]","\log \left(-e^{20 x^2}+2 x-e^{e^x}-e^5+5\right)","\log \left(-e^{20 x^2}+2 x-e^{e^x}-e^5+5\right)",1,"Log[5 - E^5 - E^E^x - E^(20*x^2) + 2*x]","A",1,1,42,0.02381,1,"{6684}"
3753,0,0,0,4.5234956,"\int \frac{1512 x+3411 x^2+81 x^3-1503 x^4+315 x^5+e^{12} (-27+7 x)+e^6 \left(-504-552 x+666 x^2-126 x^3\right)+\left(e^{12} (4-x)-216 x-486 x^2-9 x^3+216 x^4-45 x^5+e^6 \left(72+78 x-96 x^2+18 x^3\right)\right) \log (-4+x)+\left(504 x+1386 x^2+630 x^3-252 x^4+e^6 \left(-168-294 x+84 x^2\right)+\left(-72 x-198 x^2-90 x^3+36 x^4+e^6 \left(24+42 x-12 x^2\right)\right) \log (-4+x)\right) \log (-7+\log (-4+x))}{252-63 x+(-36+9 x) \log (-4+x)} \, dx","Int[(1512*x + 3411*x^2 + 81*x^3 - 1503*x^4 + 315*x^5 + E^12*(-27 + 7*x) + E^6*(-504 - 552*x + 666*x^2 - 126*x^3) + (E^12*(4 - x) - 216*x - 486*x^2 - 9*x^3 + 216*x^4 - 45*x^5 + E^6*(72 + 78*x - 96*x^2 + 18*x^3))*Log[-4 + x] + (504*x + 1386*x^2 + 630*x^3 - 252*x^4 + E^6*(-168 - 294*x + 84*x^2) + (-72*x - 198*x^2 - 90*x^3 + 36*x^4 + E^6*(24 + 42*x - 12*x^2))*Log[-4 + x])*Log[-7 + Log[-4 + x]])/(252 - 63*x + (-36 + 9*x)*Log[-4 + x]),x]","\int \frac{1512 x+3411 x^2+81 x^3-1503 x^4+315 x^5+e^{12} (-27+7 x)+e^6 \left(-504-552 x+666 x^2-126 x^3\right)+\left(e^{12} (4-x)-216 x-486 x^2-9 x^3+216 x^4-45 x^5+e^6 \left(72+78 x-96 x^2+18 x^3\right)\right) \log (-4+x)+\left(504 x+1386 x^2+630 x^3-252 x^4+e^6 \left(-168-294 x+84 x^2\right)+\left(-72 x-198 x^2-90 x^3+36 x^4+e^6 \left(24+42 x-12 x^2\right)\right) \log (-4+x)\right) \log (-7+\log (-4+x))}{252-63 x+(-36+9 x) \log (-4+x)} \, dx","\left(-x^2-x+\frac{e^6}{3}\right)^2 (-x+\log (\log (x-4)-7)+3)",1,"-1/9*(E^6*(18 + E^6)*x) - (3*E^6*x^2)/2 + ((18 + E^6)*x^2)/6 + 3*x^3 + (5*E^6*x^3)/9 + ((18 + E^6)*x^3)/9 + x^4 - x^5 + E^28*ExpIntegralEi[-4*(7 - Log[-4 + x])] + 2845*E^21*ExpIntegralEi[-3*(7 - Log[-4 + x])] + (E^21*(633 - 7*E^6)*ExpIntegralEi[-3*(7 - Log[-4 + x])])/3 + (35*E^21*(60 - E^6)*ExpIntegralEi[-3*(7 - Log[-4 + x])])/3 - (35*E^21*(324 - E^6)*ExpIntegralEi[-3*(7 - Log[-4 + x])])/3 + (7*E^21*(18 + E^6)*ExpIntegralEi[-3*(7 - Log[-4 + x])])/3 - 416*E^14*ExpIntegralEi[-2*(7 - Log[-4 + x])] + (13*E^14*(633 - 7*E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])])/3 + (218*E^14*(60 - E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])])/3 - (280*E^14*(114 - E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])])/3 + 21*E^14*(168 - E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])] + 21*E^14*(18 + E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])] + 3*E^14*(56 + 3*E^6)*ExpIntegralEi[-2*(7 - Log[-4 + x])] - 8928*E^7*ExpIntegralEi[-7 + Log[-4 + x]] - (244*E^7*(60 - E^6)*ExpIntegralEi[-7 + Log[-4 + x]])/3 + (E^7*(633 - 7*E^6)*(168 - E^6)*ExpIntegralEi[-7 + Log[-4 + x]])/9 + (7*E^7*(60 - E^6)*(18 + E^6)*ExpIntegralEi[-7 + Log[-4 + x]])/9 + 27*E^7*(56 + 3*E^6)*ExpIntegralEi[-7 + Log[-4 + x]] - (992*(60 - E^6)*Log[7 - Log[-4 + x]])/3 + (4*(633 - 7*E^6)*(60 - E^6)*Log[7 - Log[-4 + x]])/9 + (60 - E^6)*(56 + 3*E^6)*Log[7 - Log[-4 + x]] + (2*(3 - 2*E^6)*Defer[Int][x*Log[-7 + Log[-4 + x]], x])/3 + 6*Defer[Int][x^2*Log[-7 + Log[-4 + x]], x] + 4*Defer[Int][x^3*Log[-7 + Log[-4 + x]], x] - (2*E^6*Defer[Subst][Defer[Int][Log[-7 + Log[x]], x], x, -4 + x])/3","F",0,0,0,0,-1,"{}"
3754,1,20,0,0.0303408,"\int \frac{e^{-2 e} \left(-10-12 x-6 x^2-x^3\right)}{8+12 x+6 x^2+x^3} \, dx","Int[(-10 - 12*x - 6*x^2 - x^3)/(E^(2*E)*(8 + 12*x + 6*x^2 + x^3)),x]","\frac{e^{-2 e}}{(x+2)^2}-e^{-2 e} x","e^{-2 e} \left(-x+\frac{1}{3} \left(\frac{3}{(x+2)^2}-4\right)+4\right)",1,"-(x/E^(2*E)) + 1/(E^(2*E)*(2 + x)^2)","A",3,2,36,0.05556,1,"{12, 2074}"
3755,1,25,0,1.3061527,"\int \frac{e^{2 x} \left(200+100 x-50 x^2\right)+e^x \left(-4+18 x-6 x^2\right)+\left(e^{2 x} \left(-200 x+50 x^2\right)+e^x \left(4 x-9 x^2+2 x^3\right)\right) \log \left(-4 x+9 x^2-2 x^3+e^x \left(200 x-50 x^2\right)\right)}{\left(4 x-9 x^2+2 x^3+e^x \left(-200 x+50 x^2\right)\right) \log ^2\left(-4 x+9 x^2-2 x^3+e^x \left(200 x-50 x^2\right)\right)} \, dx","Int[(E^(2*x)*(200 + 100*x - 50*x^2) + E^x*(-4 + 18*x - 6*x^2) + (E^(2*x)*(-200*x + 50*x^2) + E^x*(4*x - 9*x^2 + 2*x^3))*Log[-4*x + 9*x^2 - 2*x^3 + E^x*(200*x - 50*x^2)])/((4*x - 9*x^2 + 2*x^3 + E^x*(-200*x + 50*x^2))*Log[-4*x + 9*x^2 - 2*x^3 + E^x*(200*x - 50*x^2)]^2),x]","\frac{e^x}{\log \left(-\left(\left(-2 x-50 e^x+1\right) (4-x) x\right)\right)}","\frac{e^x}{\log \left(2 (4-x) x \left(x+25 e^x-\frac{1}{2}\right)\right)}+1",1,"E^x/Log[-((1 - 50*E^x - 2*x)*(4 - x)*x)]","A",2,2,154,0.01299,1,"{6688, 2288}"
3756,1,37,0,0.2935154,"\int \frac{e^{4+x} \left(-x^2-x^3\right)+\left(-8+8 x-4 e^4 x\right) \log ^3(x)+2 \log ^4(x)}{x^2} \, dx","Int[(E^(4 + x)*(-x^2 - x^3) + (-8 + 8*x - 4*E^4*x)*Log[x]^3 + 2*Log[x]^4)/x^2,x]","e^{x+4}-e^{x+4} (x+1)-\frac{2 \log ^4(x)}{x}+\left(2-e^4\right) \log ^4(x)","\left(-\frac{2}{x}-e^4+2\right) \log ^4(x)-e^{x+4} x",1,"E^(4 + x) - E^(4 + x)*(1 + x) + (2 - E^4)*Log[x]^4 - (2*Log[x]^4)/x","A",17,9,44,0.2045,1,"{14, 2176, 2194, 6742, 2353, 2305, 2304, 2302, 30}"
3757,0,0,0,7.2770444,"\int \frac{(4-8 x) \log ^2\left(\frac{x^2}{4}\right)+e^{\frac{x-x \log \left(\frac{x^2}{4}\right)}{\log \left(\frac{x^2}{4}\right)}} \left(-2 x+2 x^2+\left(x-x^2\right) \log \left(\frac{x^2}{4}\right)+\left(-1+x+x^2\right) \log ^2\left(\frac{x^2}{4}\right)\right)}{\left(9 x^2-18 x^3+9 x^4\right) \log ^2\left(\frac{x^2}{4}\right)} \, dx","Int[((4 - 8*x)*Log[x^2/4]^2 + E^((x - x*Log[x^2/4])/Log[x^2/4])*(-2*x + 2*x^2 + (x - x^2)*Log[x^2/4] + (-1 + x + x^2)*Log[x^2/4]^2))/((9*x^2 - 18*x^3 + 9*x^4)*Log[x^2/4]^2),x]","\int \frac{(4-8 x) \log ^2\left(\frac{x^2}{4}\right)+e^{\frac{x-x \log \left(\frac{x^2}{4}\right)}{\log \left(\frac{x^2}{4}\right)}} \left(-2 x+2 x^2+\left(x-x^2\right) \log \left(\frac{x^2}{4}\right)+\left(-1+x+x^2\right) \log ^2\left(\frac{x^2}{4}\right)\right)}{\left(9 x^2-18 x^3+9 x^4\right) \log ^2\left(\frac{x^2}{4}\right)} \, dx","\frac{e^{\frac{x}{\log \left(\frac{x^2}{4}\right)}-x}-4}{9 \left(x-x^2\right)}",1,"-4/(9*(1 - x)*x) + Defer[Int][E^(-x + x/Log[x^2/4])/(-1 + x)^2, x]/9 + Defer[Int][E^(-x + x/Log[x^2/4])/(-1 + x), x]/9 - Defer[Int][E^(-x + x/Log[x^2/4])/x^2, x]/9 - Defer[Int][E^(-x + x/Log[x^2/4])/x, x]/9 + (2*Defer[Int][E^(-x + x/Log[x^2/4])/((-1 + x)*Log[x^2/4]^2), x])/9 - (2*Defer[Int][E^(-x + x/Log[x^2/4])/(x*Log[x^2/4]^2), x])/9 - Defer[Int][E^(-x + x/Log[x^2/4])/((-1 + x)*Log[x^2/4]), x]/9 + Defer[Int][E^(-x + x/Log[x^2/4])/(x*Log[x^2/4]), x]/9","F",0,0,0,0,-1,"{}"
3758,1,87,0,0.0654441,"\int \frac{-15+10 x+e^{2 x^4} \left(-5-40 x^4\right)+\log (9)}{\log (9)} \, dx","Int[(-15 + 10*x + E^(2*x^4)*(-5 - 40*x^4) + Log[9])/Log[9],x]","\frac{5 x \Gamma \left(\frac{1}{4},-2 x^4\right)}{4 \sqrt[4]{2} \sqrt[4]{-x^4} \log (9)}+\frac{5 x^2}{\log (9)}+\frac{5 x^5 \Gamma \left(\frac{5}{4},-2 x^4\right)}{\sqrt[4]{2} \left(-x^4\right)^{5/4} \log (9)}-\frac{x (15-\log (9))}{\log (9)}","\frac{5 x \left(-e^{2 x^4}+x-\frac{\log (5)}{x}-3\right)}{\log (9)}+x",1,"(5*x^2)/Log[9] + (5*x*Gamma[1/4, -2*x^4])/(4*2^(1/4)*(-x^4)^(1/4)*Log[9]) + (5*x^5*Gamma[5/4, -2*x^4])/(2^(1/4)*(-x^4)^(5/4)*Log[9]) - (x*(15 - Log[9]))/Log[9]","C",6,4,27,0.1481,1,"{12, 2226, 2208, 2218}"
3759,0,0,0,0.8361693,"\int \frac{e^3 \left(-100 x^3+24 x^4\right)-2 e^3 x^4 \log (4)+2 e^3 x^4 \log (4) \log (x)}{-15625+22500 x-10800 x^2+1728 x^3+\left(1875 x-1800 x^2+432 x^3\right) \log (4) \log (x)+\left(-75 x^2+36 x^3\right) \log ^2(4) \log ^2(x)+x^3 \log ^3(4) \log ^3(x)} \, dx","Int[(E^3*(-100*x^3 + 24*x^4) - 2*E^3*x^4*Log[4] + 2*E^3*x^4*Log[4]*Log[x])/(-15625 + 22500*x - 10800*x^2 + 1728*x^3 + (1875*x - 1800*x^2 + 432*x^3)*Log[4]*Log[x] + (-75*x^2 + 36*x^3)*Log[4]^2*Log[x]^2 + x^3*Log[4]^3*Log[x]^3),x]","\int \frac{e^3 \left(-100 x^3+24 x^4\right)-2 e^3 x^4 \log (4)+2 e^3 x^4 \log (4) \log (x)}{-15625+22500 x-10800 x^2+1728 x^3+\left(1875 x-1800 x^2+432 x^3\right) \log (4) \log (x)+\left(-75 x^2+36 x^3\right) \log ^2(4) \log ^2(x)+x^3 \log ^3(4) \log ^3(x)} \, dx","\frac{e^3 x^2}{\left(\frac{(x-5)^2}{x}-x-\log (4) \log (x)-2\right)^2}",1,"-50*E^3*Defer[Int][x^3/(-25 + 12*x + x*Log[4]*Log[x])^3, x] - 2*E^3*Log[4]*Defer[Int][x^4/(-25 + 12*x + x*Log[4]*Log[x])^3, x] + 2*E^3*Defer[Int][x^3/(-25 + 12*x + x*Log[4]*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
3760,0,0,0,1.4657019,"\int \frac{96+e^4 (-8-2 x)+24 x+\left(96-8 e^4\right) \log (x)-10 \log ^2(x)}{\left(-96 x-24 x^2+e^4 \left(8 x+2 x^2\right)\right) \log (x)+\left(10 x+3 x^2\right) \log ^2(x)} \, dx","Int[(96 + E^4*(-8 - 2*x) + 24*x + (96 - 8*E^4)*Log[x] - 10*Log[x]^2)/((-96*x - 24*x^2 + E^4*(8*x + 2*x^2))*Log[x] + (10*x + 3*x^2)*Log[x]^2),x]","\int \frac{96+e^4 (-8-2 x)+24 x+\left(96-8 e^4\right) \log (x)-10 \log ^2(x)}{\left(-96 x-24 x^2+e^4 \left(8 x+2 x^2\right)\right) \log (x)+\left(10 x+3 x^2\right) \log ^2(x)} \, dx","\log \left(\frac{5}{x}-\frac{\left(12-e^4\right) (x+4)}{x \log (x)}+\frac{3}{2}\right)",1,"-Log[x] + Log[10 + 3*x] - Log[Log[x]] + 3*Defer[Int][(2*(-12 + E^4)*(4 + x) + (10 + 3*x)*Log[x])^(-1), x] - 4*(12 - E^4)*Defer[Int][1/((-10 - 3*x)*(2*(-12 + E^4)*(4 + x) + (10 + 3*x)*Log[x])), x] + 10*Defer[Int][1/(x*(2*(-12 + E^4)*(4 + x) + (10 + 3*x)*Log[x])), x]","F",0,0,0,0,-1,"{}"
3761,1,15,0,0.2335587,"\int \frac{4 x-x^2+(1-x) \log (1-x)}{-x+x^2+(-1+x) \log (1-x)} \, dx","Int[(4*x - x^2 + (1 - x)*Log[1 - x])/(-x + x^2 + (-1 + x)*Log[1 - x]),x]","3 \log (x+\log (1-x))-x","-x+3 \log (x+\log (1-x))+6",1,"-x + 3*Log[x + Log[1 - x]]","A",4,3,41,0.07317,1,"{6741, 6742, 6684}"
3762,0,0,0,21.5546855,"\int \frac{6 x^2+6 e^x x^2+\left(-2 x^2+e^x \left(-2 x^2+x^3\right)\right) \log \left(x^2\right)+\left(16-3 x+e^x \left(16+x-3 x^2\right)\right) \log ^2\left(x^2\right)+\left(-2 x^2-2 e^x x^2+\left(x^2+e^x x^2\right) \log \left(x^2\right)+\left(-4-4 e^x\right) \log ^2\left(x^2\right)\right) \log \left(x+e^x x\right)}{9 x^4+9 e^x x^4+\left(72 x^2-54 x^3+e^x \left(72 x^2-54 x^3\right)\right) \log \left(x^2\right)+\left(144-216 x+81 x^2+e^x \left(144-216 x+81 x^2\right)\right) \log ^2\left(x^2\right)+\left(-6 x^4-6 e^x x^4+\left(-48 x^2+36 x^3+e^x \left(-48 x^2+36 x^3\right)\right) \log \left(x^2\right)+\left(-96+144 x-54 x^2+e^x \left(-96+144 x-54 x^2\right)\right) \log ^2\left(x^2\right)\right) \log \left(x+e^x x\right)+\left(x^4+e^x x^4+\left(8 x^2-6 x^3+e^x \left(8 x^2-6 x^3\right)\right) \log \left(x^2\right)+\left(16-24 x+9 x^2+e^x \left(16-24 x+9 x^2\right)\right) \log ^2\left(x^2\right)\right) \log ^2\left(x+e^x x\right)} \, dx","Int[(6*x^2 + 6*E^x*x^2 + (-2*x^2 + E^x*(-2*x^2 + x^3))*Log[x^2] + (16 - 3*x + E^x*(16 + x - 3*x^2))*Log[x^2]^2 + (-2*x^2 - 2*E^x*x^2 + (x^2 + E^x*x^2)*Log[x^2] + (-4 - 4*E^x)*Log[x^2]^2)*Log[x + E^x*x])/(9*x^4 + 9*E^x*x^4 + (72*x^2 - 54*x^3 + E^x*(72*x^2 - 54*x^3))*Log[x^2] + (144 - 216*x + 81*x^2 + E^x*(144 - 216*x + 81*x^2))*Log[x^2]^2 + (-6*x^4 - 6*E^x*x^4 + (-48*x^2 + 36*x^3 + E^x*(-48*x^2 + 36*x^3))*Log[x^2] + (-96 + 144*x - 54*x^2 + E^x*(-96 + 144*x - 54*x^2))*Log[x^2]^2)*Log[x + E^x*x] + (x^4 + E^x*x^4 + (8*x^2 - 6*x^3 + E^x*(8*x^2 - 6*x^3))*Log[x^2] + (16 - 24*x + 9*x^2 + E^x*(16 - 24*x + 9*x^2))*Log[x^2]^2)*Log[x + E^x*x]^2),x]","\int \frac{6 x^2+6 e^x x^2+\left(-2 x^2+e^x \left(-2 x^2+x^3\right)\right) \log \left(x^2\right)+\left(16-3 x+e^x \left(16+x-3 x^2\right)\right) \log ^2\left(x^2\right)+\left(-2 x^2-2 e^x x^2+\left(x^2+e^x x^2\right) \log \left(x^2\right)+\left(-4-4 e^x\right) \log ^2\left(x^2\right)\right) \log \left(x+e^x x\right)}{9 x^4+9 e^x x^4+\left(72 x^2-54 x^3+e^x \left(72 x^2-54 x^3\right)\right) \log \left(x^2\right)+\left(144-216 x+81 x^2+e^x \left(144-216 x+81 x^2\right)\right) \log ^2\left(x^2\right)+\left(-6 x^4-6 e^x x^4+\left(-48 x^2+36 x^3+e^x \left(-48 x^2+36 x^3\right)\right) \log \left(x^2\right)+\left(-96+144 x-54 x^2+e^x \left(-96+144 x-54 x^2\right)\right) \log ^2\left(x^2\right)\right) \log \left(x+e^x x\right)+\left(x^4+e^x x^4+\left(8 x^2-6 x^3+e^x \left(8 x^2-6 x^3\right)\right) \log \left(x^2\right)+\left(16-24 x+9 x^2+e^x \left(16-24 x+9 x^2\right)\right) \log ^2\left(x^2\right)\right) \log ^2\left(x+e^x x\right)} \, dx","\frac{x}{\left(\frac{x^2}{\log \left(x^2\right)}-3 x+4\right) \left(3-\log \left(e^x x+x\right)\right)}",1,"-1/3*Defer[Int][(-3 + Log[(1 + E^x)*x])^(-2), x] - (7*Defer[Int][1/((-4 + 3*x)*(-3 + Log[(1 + E^x)*x])^2), x])/3 - 4*Defer[Int][1/((-4 + 3*x)^2*(-3 + Log[(1 + E^x)*x])), x] - (128*Defer[Int][1/((-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x])/81 - (16*Defer[Int][x/((-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x])/27 - 2*Defer[Int][x^2/((-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x] + Defer[Int][x^3/((-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x]/3 - (1024*Defer[Int][1/((-4 + 3*x)^2*(-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x])/81 - (256*Defer[Int][1/((-4 + 3*x)*(-3 + Log[(1 + E^x)*x])*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])^2), x])/27 - (8*Defer[Int][1/((-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/27 + (16*Defer[Int][x/((-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/9 + Defer[Int][x^2/((-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x]/3 - (128*Defer[Int][1/((-4 + 3*x)^2*(-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/3 - (320*Defer[Int][1/((-4 + 3*x)*(-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/27 - Defer[Int][(x*Log[x^2])/((1 + E^x)*(-3 + Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x] + (4*Defer[Int][Log[x + E^x*x]/((3 - Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/3 + (64*Defer[Int][Log[x + E^x*x]/((4 - 3*x)^2*(3 - Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/3 + (16*Defer[Int][Log[x + E^x*x]/((4 - 3*x)*(3 - Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/3 + (32*Defer[Int][Log[x + E^x*x]/((-4 + 3*x)*(3 - Log[(1 + E^x)*x])^2*(x^2 + 4*Log[x^2] - 3*x*Log[x^2])), x])/3 + (8*Defer[Int][Log[x + E^x*x]/((3 - Log[(1 + E^x)*x])^2*(-x^2 - 4*Log[x^2] + 3*x*Log[x^2])), x])/9 + (64*Defer[Int][Log[x + E^x*x]/((4 - 3*x)^2*(3 - Log[(1 + E^x)*x])^2*(-x^2 - 4*Log[x^2] + 3*x*Log[x^2])), x])/9 + Defer[Int][(x*Log[x + E^x*x])/((3 - Log[(1 + E^x)*x])^2*(-x^2 - 4*Log[x^2] + 3*x*Log[x^2])), x]/3","F",0,0,0,0,-1,"{}"
3763,0,0,0,6.6758256,"\int \frac{48+e^{8 x} (3-x)+80 x+40 x^2-5 x^4-x^5+e^{6 x} \left(24+4 x-4 x^2\right)+e^{4 x} \left(72+48 x-6 x^2-6 x^3\right)+e^{2 x} \left(96+112 x+24 x^2-12 x^3-4 x^4\right)+\left(-112 x-144 x^2-48 x^3+4 x^4+3 x^5+e^{8 x} \left(-25 x+8 x^2\right)+e^{6 x} \left(-164 x-24 x^2+24 x^3\right)+e^{4 x} \left(-384 x-228 x^2+30 x^3+24 x^4\right)+e^{2 x} \left(-368 x-368 x^2-60 x^3+32 x^4+8 x^5\right)\right) \log (x)+\left(54 x-36 x^2+6 x^3\right) \log ^2(x)}{\left(27 x-18 x^2+3 x^3\right) \log ^2(x)} \, dx","Int[(48 + E^(8*x)*(3 - x) + 80*x + 40*x^2 - 5*x^4 - x^5 + E^(6*x)*(24 + 4*x - 4*x^2) + E^(4*x)*(72 + 48*x - 6*x^2 - 6*x^3) + E^(2*x)*(96 + 112*x + 24*x^2 - 12*x^3 - 4*x^4) + (-112*x - 144*x^2 - 48*x^3 + 4*x^4 + 3*x^5 + E^(8*x)*(-25*x + 8*x^2) + E^(6*x)*(-164*x - 24*x^2 + 24*x^3) + E^(4*x)*(-384*x - 228*x^2 + 30*x^3 + 24*x^4) + E^(2*x)*(-368*x - 368*x^2 - 60*x^3 + 32*x^4 + 8*x^5))*Log[x] + (54*x - 36*x^2 + 6*x^3)*Log[x]^2)/((27*x - 18*x^2 + 3*x^3)*Log[x]^2),x]","\int \frac{48+e^{8 x} (3-x)+80 x+40 x^2-5 x^4-x^5+e^{6 x} \left(24+4 x-4 x^2\right)+e^{4 x} \left(72+48 x-6 x^2-6 x^3\right)+e^{2 x} \left(96+112 x+24 x^2-12 x^3-4 x^4\right)+\left(-112 x-144 x^2-48 x^3+4 x^4+3 x^5+e^{8 x} \left(-25 x+8 x^2\right)+e^{6 x} \left(-164 x-24 x^2+24 x^3\right)+e^{4 x} \left(-384 x-228 x^2+30 x^3+24 x^4\right)+e^{2 x} \left(-368 x-368 x^2-60 x^3+32 x^4+8 x^5\right)\right) \log (x)+\left(54 x-36 x^2+6 x^3\right) \log ^2(x)}{\left(27 x-18 x^2+3 x^3\right) \log ^2(x)} \, dx","2 (x+4)+\frac{\left(x+e^{2 x}+2\right)^4}{3 (x-3) \log (x)}",1,"2*x - 12*Defer[Int][E^(2*x)/Log[x]^2, x] - 2*Defer[Int][E^(4*x)/Log[x]^2, x] - (500*Defer[Int][E^(2*x)/((-3 + x)*Log[x]^2), x])/9 - (50*Defer[Int][E^(4*x)/((-3 + x)*Log[x]^2), x])/3 - (20*Defer[Int][E^(6*x)/((-3 + x)*Log[x]^2), x])/9 - Defer[Int][E^(8*x)/((-3 + x)*Log[x]^2), x]/9 + (32*Defer[Int][E^(2*x)/(x*Log[x]^2), x])/9 + (8*Defer[Int][E^(4*x)/(x*Log[x]^2), x])/3 + (8*Defer[Int][E^(6*x)/(x*Log[x]^2), x])/9 + Defer[Int][E^(8*x)/(x*Log[x]^2), x]/9 - (4*Defer[Int][(E^(2*x)*x)/Log[x]^2, x])/3 - Defer[Int][(2 + x)^4/((-3 + x)*x*Log[x]^2), x]/3 + 116*Defer[Int][E^(2*x)/Log[x], x] + 58*Defer[Int][E^(4*x)/Log[x], x] + 8*Defer[Int][E^(6*x)/Log[x], x] - (112*Defer[Int][1/((-3 + x)^2*Log[x]), x])/3 - (500*Defer[Int][E^(2*x)/((-3 + x)^2*Log[x]), x])/3 - 50*Defer[Int][E^(4*x)/((-3 + x)^2*Log[x]), x] - (20*Defer[Int][E^(6*x)/((-3 + x)^2*Log[x]), x])/3 - Defer[Int][E^(8*x)/((-3 + x)^2*Log[x]), x]/3 + (1000*Defer[Int][E^(2*x)/((-3 + x)*Log[x]), x])/3 + 200*Defer[Int][E^(4*x)/((-3 + x)*Log[x]), x] + 40*Defer[Int][E^(6*x)/((-3 + x)*Log[x]), x] + (8*Defer[Int][E^(8*x)/((-3 + x)*Log[x]), x])/3 + (80*Defer[Int][(E^(2*x)*x)/Log[x], x])/3 + 8*Defer[Int][(E^(4*x)*x)/Log[x], x] - 48*Defer[Int][x/((-3 + x)^2*Log[x]), x] + (8*Defer[Int][(E^(2*x)*x^2)/Log[x], x])/3 - 16*Defer[Int][x^2/((-3 + x)^2*Log[x]), x] + (4*Defer[Int][x^3/((-3 + x)^2*Log[x]), x])/3 + Defer[Int][x^4/((-3 + x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
3764,1,41,0,0.0185346,"\int \frac{900+90 x+902 x^2-60 x^3-45 x^4+90 x^5-18 x^6}{45 x^5} \, dx","Int[(900 + 90*x + 902*x^2 - 60*x^3 - 45*x^4 + 90*x^5 - 18*x^6)/(45*x^5),x]","-\frac{5}{x^4}-\frac{2}{3 x^3}-\frac{x^2}{5}-\frac{451}{45 x^2}+2 x+\frac{4}{3 x}-\log (x)","-\frac{1}{5} \left(\frac{\frac{x}{3}+5}{x^2}-x+5\right)^2-\log (x)+\frac{4}{3}",1,"-5/x^4 - 2/(3*x^3) - 451/(45*x^2) + 4/(3*x) + 2*x - x^2/5 - Log[x]","A",3,2,37,0.05405,1,"{12, 14}"
3765,0,0,0,0.3844044,"\int \frac{-2 x^2+\left(-2-8 x^2-10 x^4-4 x^6\right) \log \left(\frac{e^{-x^2}}{x}\right)+\left(4 x^2+4 x^4\right) \log ^2\left(\frac{e^{-x^2}}{x}\right)}{x} \, dx","Int[(-2*x^2 + (-2 - 8*x^2 - 10*x^4 - 4*x^6)*Log[1/(E^x^2*x)] + (4*x^2 + 4*x^4)*Log[1/(E^x^2*x)]^2)/x,x]","\int \frac{-2 x^2+\left(-2-8 x^2-10 x^4-4 x^6\right) \log \left(\frac{e^{-x^2}}{x}\right)+\left(4 x^2+4 x^4\right) \log ^2\left(\frac{e^{-x^2}}{x}\right)}{x} \, dx","-x^2+\left(x^2+1\right)^2 \log ^2\left(\frac{e^{-x^2}}{x}\right)+e^{e^4}",1,"-3*x^2 - (21*x^4)/8 - (17*x^6)/18 - x^8/6 - 4*x^2*Log[1/(E^x^2*x)] - (5*x^4*Log[1/(E^x^2*x)])/2 - (2*x^6*Log[1/(E^x^2*x)])/3 - 2*Defer[Int][Log[1/(E^x^2*x)]/x, x] + 4*Defer[Int][x*Log[1/(E^x^2*x)]^2, x] + 4*Defer[Int][x^3*Log[1/(E^x^2*x)]^2, x]","F",0,0,0,0,-1,"{}"
3766,1,25,0,0.3148072,"\int \frac{-45 e^4+e^x (-9-9 x)+45 \log (3)-9 \log (5)}{4+20 e^4 x+25 e^8 x^2+e^{2 x} x^2+\left(-20 x-50 e^4 x^2\right) \log (3)+25 x^2 \log ^2(3)+\left(4 x+10 e^4 x^2-10 x^2 \log (3)\right) \log (5)+x^2 \log ^2(5)+e^x \left(4 x+10 e^4 x^2-10 x^2 \log (3)+2 x^2 \log (5)\right)} \, dx","Int[(-45*E^4 + E^x*(-9 - 9*x) + 45*Log[3] - 9*Log[5])/(4 + 20*E^4*x + 25*E^8*x^2 + E^(2*x)*x^2 + (-20*x - 50*E^4*x^2)*Log[3] + 25*x^2*Log[3]^2 + (4*x + 10*E^4*x^2 - 10*x^2*Log[3])*Log[5] + x^2*Log[5]^2 + E^x*(4*x + 10*E^4*x^2 - 10*x^2*Log[3] + 2*x^2*Log[5])),x]","\frac{9}{e^x x+x \left(5 e^4-\log \left(\frac{243}{5}\right)\right)+2}","\frac{9}{x \left(e^x+5 e^4-5 \log (3)+\log (5)\right)+2}",1,"9/(2 + E^x*x + x*(5*E^4 - Log[243/5]))","A",5,4,135,0.02963,1,"{6, 6688, 12, 6686}"
3767,1,27,0,0.1877206,"\int \frac{e^{-x} \left(4 e^x (-2-56 x)+3 x+3 x^2\right)}{8 x^3} \, dx","Int[(4*E^x*(-2 - 56*x) + 3*x + 3*x^2)/(8*E^x*x^3),x]","\frac{(28 x+1)^2}{2 x^2}-\frac{3 e^{-x}}{8 x}","\frac{28-\frac{\frac{3 e^{-x} x}{4}-1}{2 x}}{x}",1,"-3/(8*E^x*x) + (1 + 28*x)^2/(2*x^2)","A",5,4,31,0.1290,1,"{12, 6742, 2197, 37}"
3768,1,28,0,0.3175928,"\int \frac{5-640 x+500 x^2+105 x \log (x)}{x-50 x^2+625 x^3} \, dx","Int[(5 - 640*x + 500*x^2 + 105*x*Log[x])/(x - 50*x^2 + 625*x^3),x]","-\frac{99}{5 (1-25 x)}+\frac{105 x \log (x)}{1-25 x}+5 \log (x)","\frac{x-4 x \log (x)+\log (x)-4}{\frac{1}{5}-5 x}",1,"-99/(5*(1 - 25*x)) + 5*Log[x] + (105*x*Log[x])/(1 - 25*x)","A",10,8,30,0.2667,1,"{1594, 27, 6741, 12, 6742, 893, 2314, 31}"
3769,0,0,0,31.8581936,"\int \frac{\exp \left(\frac{-2 e^{2 x}-8 x+e^x (8+2 x)+\left(4 x^2+3 x^3+e^x \left(-4 x-x^2\right)\right) \log (x)}{2 e^x-2 x}\right) \left(-2 e^{3 x}-4 x^2-3 x^3+e^{2 x} (-4+3 x)+e^x \left(8 x+2 x^2\right)+\left(e^{2 x} (-4-2 x)-4 x^2-6 x^3+e^x \left(8 x+10 x^2-2 x^3\right)\right) \log (x)\right)}{2 e^{2 x}-4 e^x x+2 x^2} \, dx","Int[(E^((-2*E^(2*x) - 8*x + E^x*(8 + 2*x) + (4*x^2 + 3*x^3 + E^x*(-4*x - x^2))*Log[x])/(2*E^x - 2*x))*(-2*E^(3*x) - 4*x^2 - 3*x^3 + E^(2*x)*(-4 + 3*x) + E^x*(8*x + 2*x^2) + (E^(2*x)*(-4 - 2*x) - 4*x^2 - 6*x^3 + E^x*(8*x + 10*x^2 - 2*x^3))*Log[x]))/(2*E^(2*x) - 4*E^x*x + 2*x^2),x]","\int \frac{\exp \left(\frac{-2 e^{2 x}-8 x+e^x (8+2 x)+\left(4 x^2+3 x^3+e^x \left(-4 x-x^2\right)\right) \log (x)}{2 e^x-2 x}\right) \left(-2 e^{3 x}-4 x^2-3 x^3+e^{2 x} (-4+3 x)+e^x \left(8 x+2 x^2\right)+\left(e^{2 x} (-4-2 x)-4 x^2-6 x^3+e^x \left(8 x+10 x^2-2 x^3\right)\right) \log (x)\right)}{2 e^{2 x}-4 e^x x+2 x^2} \, dx","\exp \left(\left(\frac{1}{2} \left(-\frac{4}{x}-1\right)+\frac{x}{e^x-x}\right) x^2 \log (x)-e^x+4\right)",1,"-2*Defer[Int][E^(4 - E^x)*x^((x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x] - 2*Log[x]*Defer[Int][E^(4 - E^x)*x^((x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x] - Defer[Int][E^(4 - E^x + x)*x^((x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x] - Defer[Int][E^(4 - E^x)*x^(1 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x]/2 - Log[x]*Defer[Int][E^(4 - E^x)*x^(1 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x] + Defer[Int][(E^(4 - E^x)*x^(2 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x), x] + 3*Log[x]*Defer[Int][(E^(4 - E^x)*x^(2 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x), x] + Log[x]*Defer[Int][(E^(4 - E^x)*x^(3 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x)^2, x] - Log[x]*Defer[Int][(E^(4 - E^x)*x^(3 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x), x] - Log[x]*Defer[Int][(E^(4 - E^x)*x^(4 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x)^2, x] + 2*Defer[Int][Defer[Int][E^(4 - E^x)*x^((x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x]/x, x] + Defer[Int][Defer[Int][E^(4 - E^x)*x^(1 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))), x]/x, x] - 3*Defer[Int][Defer[Int][(E^(4 - E^x)*x^(2 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x), x]/x, x] - Defer[Int][Defer[Int][(E^(4 - E^x)*x^(3 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x)^2, x]/x, x] + Defer[Int][Defer[Int][(E^(4 - E^x)*x^(3 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x), x]/x, x] + Defer[Int][Defer[Int][(E^(4 - E^x)*x^(4 + (x*(-(E^x*(4 + x)) + x*(4 + 3*x)))/(2*(E^x - x))))/(E^x - x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
3770,1,95,0,0.2911975,"\int \frac{-320 x+112 x^2-112 x^4+80 x^5-84 x^6+e^{x/4} \left(-480+264 x-188 x^2+40 x^3+12 x^4-46 x^5-7 x^6\right)}{8 x^4} \, dx","Int[(-320*x + 112*x^2 - 112*x^4 + 80*x^5 - 84*x^6 + E^(x/4)*(-480 + 264*x - 188*x^2 + 40*x^3 + 12*x^4 - 46*x^5 - 7*x^6))/(8*x^4),x]","-\frac{7 x^3}{2}+\frac{20 e^{x/4}}{x^3}-\frac{7}{2} e^{x/4} x^2+5 x^2-\frac{14 e^{x/4}}{x^2}+\frac{20}{x^2}+5 e^{x/4} x-14 x-14 e^{x/4}+\frac{20 e^{x/4}}{x}-\frac{14}{x}","\frac{\left(5-\frac{7 x}{2}\right) \left(x+e^{x/4}\right) \left(x+\frac{2}{x}\right)^2}{x}",1,"-14*E^(x/4) + (20*E^(x/4))/x^3 + 20/x^2 - (14*E^(x/4))/x^2 - 14/x + (20*E^(x/4))/x - 14*x + 5*E^(x/4)*x + 5*x^2 - (7*E^(x/4)*x^2)/2 - (7*x^3)/2","B",23,7,69,0.1014,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
3771,0,0,0,0.7535882,"\int \frac{-20 x-10 \log (x)-10 \log (2 x)}{12 x^3+12 x^2 \log (x) \log (2 x)+3 x \log ^2(x) \log ^2(2 x)} \, dx","Int[(-20*x - 10*Log[x] - 10*Log[2*x])/(12*x^3 + 12*x^2*Log[x]*Log[2*x] + 3*x*Log[x]^2*Log[2*x]^2),x]","\int \frac{-20 x-10 \log (x)-10 \log (2 x)}{12 x^3+12 x^2 \log (x) \log (2 x)+3 x \log ^2(x) \log ^2(2 x)} \, dx","\frac{10}{3 x \left(\frac{\log (x) \log (2 x)}{x}+2\right)}",1,"(-20*Defer[Int][(2*x + Log[x]*Log[2*x])^(-2), x])/3 + (20*Defer[Int][1/(Log[x]*(2*x + Log[x]*Log[2*x])^2), x])/3 - (10*Defer[Int][Log[x]/(x*(2*x + Log[x]*Log[2*x])^2), x])/3 - (10*Defer[Int][1/(x*Log[x]*(2*x + Log[x]*Log[2*x])), x])/3","F",0,0,0,0,-1,"{}"
3772,1,17,0,1.3911266,"\int \frac{36 x+348 x^2+841 x^3+e^x \left(-92 x+116 x^2\right)+\left(36 x+348 x^2+841 x^3+e^x (24+116 x)\right) \log \left(\frac{4 e^x+6 x+29 x^2}{6+29 x}\right)}{36 x+348 x^2+841 x^3+e^x (24+116 x)} \, dx","Int[(36*x + 348*x^2 + 841*x^3 + E^x*(-92*x + 116*x^2) + (36*x + 348*x^2 + 841*x^3 + E^x*(24 + 116*x))*Log[(4*E^x + 6*x + 29*x^2)/(6 + 29*x)])/(36*x + 348*x^2 + 841*x^3 + E^x*(24 + 116*x)),x]","x \log \left(x+\frac{4 e^x}{29 x+6}\right)","x \log \left(x+\frac{e^x}{2 x+5 \left(x+\frac{x+6}{20}\right)}\right)",1,"x*Log[x + (4*E^x)/(6 + 29*x)]","A",15,4,100,0.04000,1,"{6688, 6742, 77, 2548}"
3773,0,0,0,1.3702267,"\int \frac{\exp \left(\frac{1}{2} \left(-1-\left(-10 x^2+2 x^3\right) \log (\log (\log (x)))\right)\right) \left(5 x-x^2+\left(10 x-3 x^2\right) \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{20 \log (x) \log (\log (x))} \, dx","Int[(E^((-1 - (-10*x^2 + 2*x^3)*Log[Log[Log[x]]])/2)*(5*x - x^2 + (10*x - 3*x^2)*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]))/(20*Log[x]*Log[Log[x]]),x]","\int \frac{\exp \left(\frac{1}{2} \left(-1-\left(-10 x^2+2 x^3\right) \log (\log (\log (x)))\right)\right) \left(5 x-x^2+\left(10 x-3 x^2\right) \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{20 \log (x) \log (\log (x))} \, dx","\frac{1}{20} e^{-\left((x-5) x^2 \log (\log (\log (x)))\right)-\frac{1}{2}}",1,"Defer[Int][(x*Log[Log[x]]^(-1 + 5*x^2 - x^3))/Log[x], x]/(4*Sqrt[E]) - Defer[Int][(x^2*Log[Log[x]]^(-1 + 5*x^2 - x^3))/Log[x], x]/(20*Sqrt[E]) + Defer[Int][x*Log[Log[x]]^((5 - x)*x^2)*Log[Log[Log[x]]], x]/(2*Sqrt[E]) - (3*Defer[Int][x^2*Log[Log[x]]^((5 - x)*x^2)*Log[Log[Log[x]]], x])/(20*Sqrt[E])","F",0,0,0,0,-1,"{}"
3774,1,37,0,0.0154233,"\int \left(-3+30 x-12 x^2+e^{3 x} (1+3 x)\right) \, dx","Int[-3 + 30*x - 12*x^2 + E^(3*x)*(1 + 3*x),x]","-4 x^3+15 x^2-3 x-\frac{e^{3 x}}{3}+\frac{1}{3} e^{3 x} (3 x+1)","-x \left(-4 (4-x) x+x-e^{3 x}+3\right)+e^2-6",1,"-1/3*E^(3*x) - 3*x + 15*x^2 - 4*x^3 + (E^(3*x)*(1 + 3*x))/3","A",3,2,21,0.09524,1,"{2176, 2194}"
3775,1,28,0,0.2911437,"\int \frac{16-32 x^2-44 x^4-12 x^6+e^{\frac{9 x}{2+x^2}} \left(-18+9 x^2\right)+\left(32+32 x^2+8 x^4\right) \log (x)}{4+4 x^2+x^4} \, dx","Int[(16 - 32*x^2 - 44*x^4 - 12*x^6 + E^((9*x)/(2 + x^2))*(-18 + 9*x^2) + (32 + 32*x^2 + 8*x^4)*Log[x])/(4 + 4*x^2 + x^4),x]","-4 x^3-e^{\frac{9 x}{x^2+2}}-4 x+8 x \log (x)","4 x \left(-x^2+2 \log (x)-1\right)-e^{\frac{9}{x+\frac{2}{x}}}+2",1,"-E^((9*x)/(2 + x^2)) - 4*x - 4*x^3 + 8*x*Log[x]","A",5,4,65,0.06154,1,"{28, 6688, 6706, 2295}"
3776,0,0,0,0.4799917,"\int \frac{-3-2 x+2 x \log (x)+\log ^2(x)}{9 x+12 x^2+4 x^3+\left(6 x+4 x^2\right) \log ^2(x)+x \log ^4(x)} \, dx","Int[(-3 - 2*x + 2*x*Log[x] + Log[x]^2)/(9*x + 12*x^2 + 4*x^3 + (6*x + 4*x^2)*Log[x]^2 + x*Log[x]^4),x]","\int \frac{-3-2 x+2 x \log (x)+\log ^2(x)}{9 x+12 x^2+4 x^3+\left(6 x+4 x^2\right) \log ^2(x)+x \log ^4(x)} \, dx","-\frac{\log (x)}{2 x+\log ^2(x)+3}+\left(e^2-1\right)^2-e^3",1,"-4*Defer[Int][(3 + 2*x + Log[x]^2)^(-2), x] - 6*Defer[Int][1/(x*(3 + 2*x + Log[x]^2)^2), x] + 2*Defer[Int][Log[x]/(3 + 2*x + Log[x]^2)^2, x] + Defer[Int][1/(x*(3 + 2*x + Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
3777,1,21,0,0.8399134,"\int \frac{\exp \left(\frac{x+(9-x) \log \left(\frac{1}{4} (x+x \log (2))\right)}{\log \left(\frac{1}{4} (x+x \log (2))\right)}\right) \left(-1+\log \left(\frac{1}{4} (x+x \log (2))\right)-\log ^2\left(\frac{1}{4} (x+x \log (2))\right)\right)}{\log ^2\left(\frac{1}{4} (x+x \log (2))\right)} \, dx","Int[(E^((x + (9 - x)*Log[(x + x*Log[2])/4])/Log[(x + x*Log[2])/4])*(-1 + Log[(x + x*Log[2])/4] - Log[(x + x*Log[2])/4]^2))/Log[(x + x*Log[2])/4]^2,x]","e^{-x+\frac{x}{\log \left(\frac{1}{4} x (1+\log (2))\right)}+9}","e^{-x+\frac{x}{\log \left(\frac{1}{4} (x+x \log (2))\right)}+9}",1,"E^(9 - x + x/Log[(x*(1 + Log[2]))/4])","A",3,2,77,0.02597,1,"{2444, 6706}"
3778,0,0,0,1.6020484,"\int \frac{1}{5} e^{-x} \left(4+e^x (30-10 x)-4 x+e^{e^{e^{-x} (4+x)}} \left(5 e^x+e^{e^{-x} (4+x)} \left(-15 x-5 x^2\right)\right)\right) \, dx","Int[(4 + E^x*(30 - 10*x) - 4*x + E^E^((4 + x)/E^x)*(5*E^x + E^((4 + x)/E^x)*(-15*x - 5*x^2)))/(5*E^x),x]","\int \frac{1}{5} e^{-x} \left(4+e^x (30-10 x)-4 x+e^{e^{e^{-x} (4+x)}} \left(5 e^x+e^{e^{-x} (4+x)} \left(-15 x-5 x^2\right)\right)\right) \, dx","-x \left(x-e^{e^{e^{-x} (x+4)}}-\frac{4 e^{-x}}{5}-6\right)",1,"-(3 - x)^2 + (4*x)/(5*E^x) + Defer[Int][E^E^((4 + x)/E^x), x] - 3*Defer[Int][E^(E^((4 + x)/E^x) - x + (4 + x)/E^x)*x, x] - Defer[Int][E^(E^((4 + x)/E^x) - x + (4 + x)/E^x)*x^2, x]","F",0,0,0,0,-1,"{}"
3779,1,46,0,0.463832,"\int \frac{e^{-2 e^3} \left(-e^{2 e^3} x \log (4)+e^{2 e^3} (2+x) \log (4) \log (2+x)+\left(8 x+4 x^2+e^{2 e^3} (-4-2 x+(-2-x) \log (4))\right) \log ^2(2+x)\right)}{(2+x) \log (4) \log ^2(2+x)} \, dx","Int[(-(E^(2*E^3)*x*Log[4]) + E^(2*E^3)*(2 + x)*Log[4]*Log[2 + x] + (8*x + 4*x^2 + E^(2*E^3)*(-4 - 2*x + (-2 - x)*Log[4]))*Log[2 + x]^2)/(E^(2*E^3)*(2 + x)*Log[4]*Log[2 + x]^2),x]","\frac{2 e^{-2 e^3} x^2}{\log (4)}-\frac{x (2+\log (4))}{\log (4)}+\frac{x+2}{\log (x+2)}-\frac{2}{\log (x+2)}","\frac{2 \left(e^{-2 e^3} x^2-x\right)}{\log (4)}-x+\frac{x}{\log (x+2)}+2",1,"(2*x^2)/(E^(2*E^3)*Log[4]) - (x*(2 + Log[4]))/Log[4] - 2/Log[2 + x] + (2 + x)/Log[2 + x]","A",12,9,90,0.1000,1,"{12, 6688, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
3780,1,26,0,2.7724978,"\int \frac{e^{2-e^{10}+e^{\frac{2 x}{-6+2 e^{x^2}}}+x} \left(9-6 e^{x^2}+e^{2 x^2}+e^{\frac{2 x}{-6+2 e^{x^2}}} \left(-3+e^{x^2} \left(1-2 x^2\right)\right)\right)}{9-6 e^{x^2}+e^{2 x^2}} \, dx","Int[(E^(2 - E^10 + E^((2*x)/(-6 + 2*E^x^2)) + x)*(9 - 6*E^x^2 + E^(2*x^2) + E^((2*x)/(-6 + 2*E^x^2))*(-3 + E^x^2*(1 - 2*x^2))))/(9 - 6*E^x^2 + E^(2*x^2)),x]","e^{e^{-\frac{x}{3-e^{x^2}}}+x-e^{10}+2}","e^{e^{\frac{x}{e^{x^2}-3}}+x-e^{10}+2}",1,"E^(2 - E^10 + E^(-(x/(3 - E^x^2))) + x)","A",1,1,93,0.01075,1,"{6706}"
3781,1,18,0,0.1109729,"\int \frac{16 e^{4+2 e^{4+2 x}+2 x}}{-4+e^{2 e^{4+2 x}}} \, dx","Int[(16*E^(4 + 2*E^(4 + 2*x) + 2*x))/(-4 + E^(2*E^(4 + 2*x))),x]","4 \log \left(4-e^{2 e^{2 x+4}}\right)","\log \left(\left(e^{2 e^{2 x+4}}-4\right)^4\right)",1,"4*Log[4 - E^(2*E^(4 + 2*x))]","A",5,5,33,0.1515,1,"{12, 2282, 2247, 2246, 31}"
3782,0,0,0,1.9520368,"\int \frac{-192+64 x-96 x^3+32 x^4+e^x \left(-128 x+64 x^2+32 x^4-16 x^5\right)+e^{x^2} \left(-30 x^3+10 x^4+e^x \left(10 x^2-5 x^3\right)\right)+\left(-64 x+5 e^{x^2} x^2+16 x^4\right) \log \left(\frac{64-5 e^{x^2} x-16 x^3}{16 x}\right)}{-64 x+5 e^{x^2} x^2+16 x^4} \, dx","Int[(-192 + 64*x - 96*x^3 + 32*x^4 + E^x*(-128*x + 64*x^2 + 32*x^4 - 16*x^5) + E^x^2*(-30*x^3 + 10*x^4 + E^x*(10*x^2 - 5*x^3)) + (-64*x + 5*E^x^2*x^2 + 16*x^4)*Log[(64 - 5*E^x^2*x - 16*x^3)/(16*x)])/(-64*x + 5*E^x^2*x^2 + 16*x^4),x]","\int \frac{-192+64 x-96 x^3+32 x^4+e^x \left(-128 x+64 x^2+32 x^4-16 x^5\right)+e^{x^2} \left(-30 x^3+10 x^4+e^x \left(10 x^2-5 x^3\right)\right)+\left(-64 x+5 e^{x^2} x^2+16 x^4\right) \log \left(\frac{64-5 e^{x^2} x-16 x^3}{16 x}\right)}{-64 x+5 e^{x^2} x^2+16 x^4} \, dx","(3-x) \left(e^x-\log \left(-x^2-\frac{5 e^{x^2}}{16}+\frac{4}{x}\right)\right)",1,"3*E^x - E^x*x - 3*x^2 + x*Log[(64 - 5*E^x^2*x - 16*x^3)/(16*x)] - 192*Defer[Int][1/(x*(-64 + 5*E^x^2*x + 16*x^3)), x] - 384*Defer[Int][x/(-64 + 5*E^x^2*x + 16*x^3), x] - 96*Defer[Int][x^2/(-64 + 5*E^x^2*x + 16*x^3), x] + 96*Defer[Int][x^4/(-64 + 5*E^x^2*x + 16*x^3), x]","F",0,0,0,0,-1,"{}"
3783,0,0,0,9.7095667,"\int \frac{\left(27 x-27 x^3+9 x^5-x^7\right) \log ^5(2)+\left(135 x^2-135 x^4+45 x^6-5 x^8\right) \log ^4(2) \log (x)+\left(270 x^3-270 x^5+90 x^7-10 x^9\right) \log ^3(2) \log ^2(x)+\left(\left(-108+36 x^2\right) \log (2)+\left(270 x^4-270 x^6+90 x^8-10 x^{10}\right) \log ^2(2)\right) \log ^3(x)+\left(-36 x^2+135 x^5-135 x^7+45 x^9-5 x^{11}\right) \log (2) \log ^4(x)+\left(108 x-72 x^3+27 x^6-27 x^8+9 x^{10}-x^{12}\right) \log ^5(x)}{\left(-27 x+27 x^3-9 x^5+x^7\right) \log ^5(2)+\left(-135 x^2+135 x^4-45 x^6+5 x^8\right) \log ^4(2) \log (x)+\left(-270 x^3+270 x^5-90 x^7+10 x^9\right) \log ^3(2) \log ^2(x)+\left(-270 x^4+270 x^6-90 x^8+10 x^{10}\right) \log ^2(2) \log ^3(x)+\left(-135 x^5+135 x^7-45 x^9+5 x^{11}\right) \log (2) \log ^4(x)+\left(-27 x^6+27 x^8-9 x^{10}+x^{12}\right) \log ^5(x)} \, dx","Int[((27*x - 27*x^3 + 9*x^5 - x^7)*Log[2]^5 + (135*x^2 - 135*x^4 + 45*x^6 - 5*x^8)*Log[2]^4*Log[x] + (270*x^3 - 270*x^5 + 90*x^7 - 10*x^9)*Log[2]^3*Log[x]^2 + ((-108 + 36*x^2)*Log[2] + (270*x^4 - 270*x^6 + 90*x^8 - 10*x^10)*Log[2]^2)*Log[x]^3 + (-36*x^2 + 135*x^5 - 135*x^7 + 45*x^9 - 5*x^11)*Log[2]*Log[x]^4 + (108*x - 72*x^3 + 27*x^6 - 27*x^8 + 9*x^10 - x^12)*Log[x]^5)/((-27*x + 27*x^3 - 9*x^5 + x^7)*Log[2]^5 + (-135*x^2 + 135*x^4 - 45*x^6 + 5*x^8)*Log[2]^4*Log[x] + (-270*x^3 + 270*x^5 - 90*x^7 + 10*x^9)*Log[2]^3*Log[x]^2 + (-270*x^4 + 270*x^6 - 90*x^8 + 10*x^10)*Log[2]^2*Log[x]^3 + (-135*x^5 + 135*x^7 - 45*x^9 + 5*x^11)*Log[2]*Log[x]^4 + (-27*x^6 + 27*x^8 - 9*x^10 + x^12)*Log[x]^5),x]","\int \frac{\left(27 x-27 x^3+9 x^5-x^7\right) \log ^5(2)+\left(135 x^2-135 x^4+45 x^6-5 x^8\right) \log ^4(2) \log (x)+\left(270 x^3-270 x^5+90 x^7-10 x^9\right) \log ^3(2) \log ^2(x)+\left(\left(-108+36 x^2\right) \log (2)+\left(270 x^4-270 x^6+90 x^8-10 x^{10}\right) \log ^2(2)\right) \log ^3(x)+\left(-36 x^2+135 x^5-135 x^7+45 x^9-5 x^{11}\right) \log (2) \log ^4(x)+\left(108 x-72 x^3+27 x^6-27 x^8+9 x^{10}-x^{12}\right) \log ^5(x)}{\left(-27 x+27 x^3-9 x^5+x^7\right) \log ^5(2)+\left(-135 x^2+135 x^4-45 x^6+5 x^8\right) \log ^4(2) \log (x)+\left(-270 x^3+270 x^5-90 x^7+10 x^9\right) \log ^3(2) \log ^2(x)+\left(-270 x^4+270 x^6-90 x^8+10 x^{10}\right) \log ^2(2) \log ^3(x)+\left(-135 x^5+135 x^7-45 x^9+5 x^{11}\right) \log (2) \log ^4(x)+\left(-27 x^6+27 x^8-9 x^{10}+x^{12}\right) \log ^5(x)} \, dx","\frac{9}{\left(x^2-3\right)^2 \left(x+\frac{\log (2)}{\log (x)}\right)^4}-x+4",1,"x^(-4) + 2/(3*x^2) - x + 2/(3*(3 - x^2)) + (-3 + x^2)^(-2) - (4*Log[2]^4*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^5), x])/(3*Sqrt[3]) + (Log[2]^4*Log[262144]*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^5), x])/27 + (2*Log[2]^4*Log[262144]*Defer[Int][1/(x^5*(Log[2] + x*Log[x])^5), x])/9 - 4*Log[2]^4*Defer[Int][1/(x^4*(Log[2] + x*Log[x])^5), x] + (4*Log[2]^4*Log[262144]*Defer[Int][1/(x^3*(Log[2] + x*Log[x])^5), x])/27 - (8*Log[2]^4*Defer[Int][1/(x^2*(Log[2] + x*Log[x])^5), x])/3 + (2*Log[2]^4*Log[262144]*Defer[Int][1/(x*(Log[2] + x*Log[x])^5), x])/27 - (4*Log[2]^4*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^5), x])/(3*Sqrt[3]) - (Log[2]^4*Log[262144]*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^5), x])/27 - 4*Log[2]^4*Defer[Int][1/((-3 + x^2)^2*(Log[2] + x*Log[x])^5), x] + (2*Log[2]^4*Log[262144]*Defer[Int][x/((-3 + x^2)^2*(Log[2] + x*Log[x])^5), x])/27 + (4*Log[2]^3*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^4), x])/Sqrt[3] - (Log[2]^3*Log[16777216]*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^4), x])/9 - (2*Log[2]^3*Log[1073741824]*Defer[Int][1/(x^5*(Log[2] + x*Log[x])^4), x])/3 + 12*Log[2]^3*Defer[Int][1/(x^4*(Log[2] + x*Log[x])^4), x] - (2*Log[2]^3*Log[262144]*Defer[Int][1/(x^3*(Log[2] + x*Log[x])^4), x])/3 + 8*Log[2]^3*Defer[Int][1/(x^2*(Log[2] + x*Log[x])^4), x] - (2*Log[2]^3*Log[16777216]*Defer[Int][1/(x*(Log[2] + x*Log[x])^4), x])/9 + (4*Log[2]^3*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^4), x])/Sqrt[3] + (Log[2]^3*Log[16777216]*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^4), x])/9 - (2*Log[2]^3*Log[64]*Defer[Int][x/((-3 + x^2)^3*(Log[2] + x*Log[x])^4), x])/3 + 12*Log[2]^3*Defer[Int][1/((-3 + x^2)^2*(Log[2] + x*Log[x])^4), x] - (2*Log[2]^3*Log[64]*Defer[Int][x/((-3 + x^2)^2*(Log[2] + x*Log[x])^4), x])/3 - (4*Log[2]^2*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^3), x])/Sqrt[3] + 4*Log[2]^3*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^3), x] + 40*Log[2]^3*Defer[Int][1/(x^5*(Log[2] + x*Log[x])^3), x] - 12*Log[2]^2*Defer[Int][1/(x^4*(Log[2] + x*Log[x])^3), x] + (64*Log[2]^3*Defer[Int][1/(x^3*(Log[2] + x*Log[x])^3), x])/3 - 8*Log[2]^2*Defer[Int][1/(x^2*(Log[2] + x*Log[x])^3), x] + 8*Log[2]^3*Defer[Int][1/(x*(Log[2] + x*Log[x])^3), x] - (4*Log[2]^2*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^3), x])/Sqrt[3] - 4*Log[2]^3*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^3), x] + 16*Log[2]^3*Defer[Int][x/((-3 + x^2)^3*(Log[2] + x*Log[x])^3), x] - 12*Log[2]^2*Defer[Int][1/((-3 + x^2)^2*(Log[2] + x*Log[x])^3), x] + (4*Log[2]^2*Log[4]*Defer[Int][x/((-3 + x^2)^2*(Log[2] + x*Log[x])^3), x])/3 + (4*Log[2]*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^2), x])/(3*Sqrt[3]) - (4*Log[2]*Log[4]*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])^2), x])/3 - 40*Log[2]^2*Defer[Int][1/(x^5*(Log[2] + x*Log[x])^2), x] + 4*Log[2]*Defer[Int][1/(x^4*(Log[2] + x*Log[x])^2), x] - (56*Log[2]^2*Defer[Int][1/(x^3*(Log[2] + x*Log[x])^2), x])/3 + (8*Log[2]*Defer[Int][1/(x^2*(Log[2] + x*Log[x])^2), x])/3 - (16*Log[2]^2*Defer[Int][1/(x*(Log[2] + x*Log[x])^2), x])/3 + (4*Log[2]*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^2), x])/(3*Sqrt[3]) + (4*Log[2]*Log[4]*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])^2), x])/3 - 24*Log[2]^2*Defer[Int][x/((-3 + x^2)^3*(Log[2] + x*Log[x])^2), x] + 4*Log[2]*Defer[Int][1/((-3 + x^2)^2*(Log[2] + x*Log[x])^2), x] + (4*Log[2]*Log[4]*Defer[Int][x/((-3 + x^2)^2*(Log[2] + x*Log[x])^2), x])/3 + (2*Log[2]*Defer[Int][1/((Sqrt[3] - x)*(Log[2] + x*Log[x])), x])/3 + 20*Log[2]*Defer[Int][1/(x^5*(Log[2] + x*Log[x])), x] + 8*Log[2]*Defer[Int][1/(x^3*(Log[2] + x*Log[x])), x] + (4*Log[2]*Defer[Int][1/(x*(Log[2] + x*Log[x])), x])/3 - (2*Log[2]*Defer[Int][1/((Sqrt[3] + x)*(Log[2] + x*Log[x])), x])/3 + 16*Log[2]*Defer[Int][x/((-3 + x^2)^3*(Log[2] + x*Log[x])), x] - 4*Log[2]*Defer[Int][x/((-3 + x^2)^2*(Log[2] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
3784,1,38,0,0.0259384,"\int \left(-3+2 x+5 x^4+e^{-3 x-x^2} \left(1-3 x-2 x^2\right)\right) \, dx","Int[-3 + 2*x + 5*x^4 + E^(-3*x - x^2)*(1 - 3*x - 2*x^2),x]","x^5+x^2+\frac{e^{-x^2-3 x} \left(2 x^2+3 x\right)}{2 x+3}-3 x","x \left(x^4+x+e^{(-x-3) x}-3\right)",1,"-3*x + x^2 + x^5 + (E^(-3*x - x^2)*(3*x + 2*x^2))/(3 + 2*x)","B",2,1,32,0.03125,1,"{2288}"
3785,1,16,0,0.0974909,"\int \frac{2+6 x+9 x^2+e^x \left(1+6 x+9 x^2\right)}{1+6 x+9 x^2} \, dx","Int[(2 + 6*x + 9*x^2 + E^x*(1 + 6*x + 9*x^2))/(1 + 6*x + 9*x^2),x]","x+e^x-\frac{1}{3 (3 x+1)}","\frac{x}{3 x+1}+x+e^x-15",1,"E^x + x - 1/(3*(1 + 3*x))","A",6,4,37,0.1081,1,"{27, 6742, 2194, 683}"
3786,0,0,0,1.2020618,"\int \frac{64-16 x^2+e^x \left(-256-512 x+64 x^2-128 x^3\right)}{-x^2+12 e^x x^2-48 e^{2 x} x^2+64 e^{3 x} x^2} \, dx","Int[(64 - 16*x^2 + E^x*(-256 - 512*x + 64*x^2 - 128*x^3))/(-x^2 + 12*E^x*x^2 - 48*E^(2*x)*x^2 + 64*E^(3*x)*x^2),x]","\int \frac{64-16 x^2+e^x \left(-256-512 x+64 x^2-128 x^3\right)}{-x^2+12 e^x x^2-48 e^{2 x} x^2+64 e^{3 x} x^2} \, dx","\frac{\left(x^2+3\right) x+x}{\left(\frac{1}{4}-e^x\right)^2 x^2}",1,"(16*x)/(1 - 4*E^x)^2 - 64*Defer[Int][1/((-1 + 4*E^x)^2*x^2), x] - 128*Defer[Int][1/((-1 + 4*E^x)^3*x), x] - 128*Defer[Int][1/((-1 + 4*E^x)^2*x), x]","F",0,0,0,0,-1,"{}"
3787,0,0,0,0.5473111,"\int \frac{1}{2} e^{\frac{1}{6} (4-9 x)} \left(10 e^{5 x+\frac{1}{6} (-4+9 x)}+e^{e^{\frac{1}{6} (4-9 x)} x} (2-3 x)\right) \, dx","Int[(E^((4 - 9*x)/6)*(10*E^(5*x + (-4 + 9*x)/6) + E^(E^((4 - 9*x)/6)*x)*(2 - 3*x)))/2,x]","\int \frac{1}{2} e^{\frac{1}{6} (4-9 x)} \left(10 e^{5 x+\frac{1}{6} (-4+9 x)}+e^{e^{\frac{1}{6} (4-9 x)} x} (2-3 x)\right) \, dx","e^{5 x}+e^{e^{\frac{1}{2} \left(\frac{4}{3}-x\right)-x} x}+25",1,"E^(5*x) + Defer[Int][E^(2/3 + (-3/2 + E^(2/3 - (3*x)/2))*x), x] - (3*Defer[Int][E^(2/3 + (-3/2 + E^(2/3 - (3*x)/2))*x)*x, x])/2","F",0,0,0,0,-1,"{}"
3788,0,0,0,1.9305842,"\int \frac{e^{\frac{-6+5 e^{10} x-5 x \log (25 x)}{-10+5 x}} \left(16-10 e^{10}-5 x+10 \log (25 x)\right)}{20-20 x+5 x^2} \, dx","Int[(E^((-6 + 5*E^10*x - 5*x*Log[25*x])/(-10 + 5*x))*(16 - 10*E^10 - 5*x + 10*Log[25*x]))/(20 - 20*x + 5*x^2),x]","\int \frac{e^{\frac{-6+5 e^{10} x-5 x \log (25 x)}{-10+5 x}} \left(16-10 e^{10}-5 x+10 \log (25 x)\right)}{20-20 x+5 x^2} \, dx","e^{\frac{x \left(-\frac{6}{5 x}-\log (25 x)+e^{10}\right)}{x-2}}",1,"(2*(3 - 5*E^10)*Defer[Int][E^((-6 + 5*E^10*x - 5*x*Log[25*x])/(-10 + 5*x))/(-2 + x)^2, x])/5 - Defer[Int][E^((-6 + 5*E^10*x - 5*x*Log[25*x])/(-10 + 5*x))/(-2 + x), x] + 2*Defer[Int][(E^((-6 + 5*E^10*x - 5*x*Log[25*x])/(-10 + 5*x))*Log[25*x])/(-2 + x)^2, x]","F",0,0,0,0,-1,"{}"
3789,-1,0,0,180.0015161,"\int \frac{\exp \left(-\frac{256 x^2+6561 \log (x)+279936 \log ^3(x)+5225472 \log ^5(x)+55738368 \log ^7(x)+371589120 \log ^9(x)+1585446912 \log ^{11}(x)+4227858432 \log ^{13}(x)+6442450944 \log ^{15}(x)+4294967296 \log ^{17}(x)}{6561+279936 \log ^2(x)+5225472 \log ^4(x)+55738368 \log ^6(x)+371589120 \log ^8(x)+1585446912 \log ^{10}(x)+4227858432 \log ^{12}(x)+6442450944 \log ^{14}(x)+4294967296 \log ^{16}(x)}\right) \left(e^x \left(-39366+19683 x-1536 x^2\right)+65536 e^x x^2 \log (x)+e^x \left(-1889568+944784 x-8192 x^2\right) \log ^2(x)+e^x (-40310784+20155392 x) \log ^4(x)+e^x (-501645312+250822656 x) \log ^6(x)+e^x (-4013162496+2006581248 x) \log ^8(x)+e^x (-21403533312+10701766656 x) \log ^{10}(x)+e^x (-76101451776+38050725888 x) \log ^{12}(x)+e^x (-173946175488+86973087744 x) \log ^{14}(x)+e^x (-231928233984+115964116992 x) \log ^{16}(x)+e^x (-137438953472+68719476736 x) \log ^{18}(x)\right)}{19683 x^2+944784 x^2 \log ^2(x)+20155392 x^2 \log ^4(x)+250822656 x^2 \log ^6(x)+2006581248 x^2 \log ^8(x)+10701766656 x^2 \log ^{10}(x)+38050725888 x^2 \log ^{12}(x)+86973087744 x^2 \log ^{14}(x)+115964116992 x^2 \log ^{16}(x)+68719476736 x^2 \log ^{18}(x)} \, dx","Int[(E^x*(-39366 + 19683*x - 1536*x^2) + 65536*E^x*x^2*Log[x] + E^x*(-1889568 + 944784*x - 8192*x^2)*Log[x]^2 + E^x*(-40310784 + 20155392*x)*Log[x]^4 + E^x*(-501645312 + 250822656*x)*Log[x]^6 + E^x*(-4013162496 + 2006581248*x)*Log[x]^8 + E^x*(-21403533312 + 10701766656*x)*Log[x]^10 + E^x*(-76101451776 + 38050725888*x)*Log[x]^12 + E^x*(-173946175488 + 86973087744*x)*Log[x]^14 + E^x*(-231928233984 + 115964116992*x)*Log[x]^16 + E^x*(-137438953472 + 68719476736*x)*Log[x]^18)/(E^((256*x^2 + 6561*Log[x] + 279936*Log[x]^3 + 5225472*Log[x]^5 + 55738368*Log[x]^7 + 371589120*Log[x]^9 + 1585446912*Log[x]^11 + 4227858432*Log[x]^13 + 6442450944*Log[x]^15 + 4294967296*Log[x]^17)/(6561 + 279936*Log[x]^2 + 5225472*Log[x]^4 + 55738368*Log[x]^6 + 371589120*Log[x]^8 + 1585446912*Log[x]^10 + 4227858432*Log[x]^12 + 6442450944*Log[x]^14 + 4294967296*Log[x]^16))*(19683*x^2 + 944784*x^2*Log[x]^2 + 20155392*x^2*Log[x]^4 + 250822656*x^2*Log[x]^6 + 2006581248*x^2*Log[x]^8 + 10701766656*x^2*Log[x]^10 + 38050725888*x^2*Log[x]^12 + 86973087744*x^2*Log[x]^14 + 115964116992*x^2*Log[x]^16 + 68719476736*x^2*Log[x]^18)),x]","\text{\$Aborted}","\frac{e^{x-\frac{256 x^2}{\left(16 \log ^2(x)+3\right)^8}}}{x^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3790,0,0,0,2.8329919,"\int \frac{-8 e^{2 x}-8 x^2-32 x^3+x^4+e^x \left(16 x+44 x^2-13 x^3\right)+\left(3 x^4+e^x \left(-4 x^3+x^4\right)\right) \log (x)+\left(-8 x^3+e^x \left(12 x^2-4 x^3\right)\right) \log \left(x^2\right)}{2 e^{2 x}-4 e^x x+2 x^2} \, dx","Int[(-8*E^(2*x) - 8*x^2 - 32*x^3 + x^4 + E^x*(16*x + 44*x^2 - 13*x^3) + (3*x^4 + E^x*(-4*x^3 + x^4))*Log[x] + (-8*x^3 + E^x*(12*x^2 - 4*x^3))*Log[x^2])/(2*E^(2*x) - 4*E^x*x + 2*x^2),x]","\int \frac{-8 e^{2 x}-8 x^2-32 x^3+x^4+e^x \left(16 x+44 x^2-13 x^3\right)+\left(3 x^4+e^x \left(-4 x^3+x^4\right)\right) \log (x)+\left(-8 x^3+e^x \left(12 x^2-4 x^3\right)\right) \log \left(x^2\right)}{2 e^{2 x}-4 e^x x+2 x^2} \, dx","2 x \left(\frac{x^2 \left(\log \left(x^2\right)-\frac{1}{4} x \log (x)+3\right)}{e^x-x}-2\right)",1,"-4*x + 22*Defer[Int][x^2/(E^x - x), x] + 6*Log[x^2]*Defer[Int][x^2/(E^x - x), x] + 6*Defer[Int][x^3/(E^x - x)^2, x] + 2*Log[x^2]*Defer[Int][x^3/(E^x - x)^2, x] - (13*Defer[Int][x^3/(E^x - x), x])/2 - 2*Log[x]*Defer[Int][x^3/(E^x - x), x] - 2*Log[x^2]*Defer[Int][x^3/(E^x - x), x] - 6*Defer[Int][x^4/(E^x - x)^2, x] - (Log[x]*Defer[Int][x^4/(E^x - x)^2, x])/2 - 2*Log[x^2]*Defer[Int][x^4/(E^x - x)^2, x] + (Log[x]*Defer[Int][x^4/(E^x - x), x])/2 + (Log[x]*Defer[Int][x^5/(E^x - x)^2, x])/2 - 12*Defer[Int][Defer[Int][x^2/(E^x - x), x]/x, x] - 4*Defer[Int][Defer[Int][x^3/(E^x - x)^2, x]/x, x] + 6*Defer[Int][Defer[Int][x^3/(E^x - x), x]/x, x] + (9*Defer[Int][Defer[Int][x^4/(E^x - x)^2, x]/x, x])/2 - Defer[Int][Defer[Int][x^4/(E^x - x), x]/x, x]/2 - Defer[Int][Defer[Int][x^5/(E^x - x)^2, x]/x, x]/2","F",0,0,0,0,-1,"{}"
3791,1,19,0,0.0043029,"\int \frac{64-16 e^9+32 x}{\log (\log (4))} \, dx","Int[(64 - 16*E^9 + 32*x)/Log[Log[4]],x]","\frac{4 \left(2 x-e^9+4\right)^2}{\log (\log (4))}","\frac{16 x \left(x-e^9+4\right)}{\log (\log (4))}",1,"(4*(4 - E^9 + 2*x)^2)/Log[Log[4]]","A",1,1,16,0.06250,1,"{9}"
3792,1,17,0,0.1665642,"\int \frac{1+\left(8+2 x-16 x^3-4 x^4\right) \log ^2(4+x)}{(4+x) \log ^2(4+x)} \, dx","Int[(1 + (8 + 2*x - 16*x^3 - 4*x^4)*Log[4 + x]^2)/((4 + x)*Log[4 + x]^2),x]","-x^4+2 x-\frac{1}{\log (x+4)}","-x^4+2 x-\frac{1}{\log (x+4)}+2",1,"2*x - x^4 - Log[4 + x]^(-1)","A",7,5,36,0.1389,1,"{6688, 6742, 2390, 2302, 30}"
3793,0,0,0,7.5182086,"\int \frac{6 e^x+\left(-12 e^x-3 e^x \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)+\left(e^x \left(-24 x+12 x^2\right)+e^x \left(-6 x+3 x^2\right) \log \left(x^2\right)+\left(e^x (-24+12 x)+e^x (-6+3 x) \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)\right) \log \left(\frac{x}{x+\log \left(4+\log \left(x^2\right)\right)}\right)}{\left(4 x^4+x^4 \log \left(x^2\right)+\left(4 x^3+x^3 \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)\right) \log ^2\left(\frac{x}{x+\log \left(4+\log \left(x^2\right)\right)}\right)} \, dx","Int[(6*E^x + (-12*E^x - 3*E^x*Log[x^2])*Log[4 + Log[x^2]] + (E^x*(-24*x + 12*x^2) + E^x*(-6*x + 3*x^2)*Log[x^2] + (E^x*(-24 + 12*x) + E^x*(-6 + 3*x)*Log[x^2])*Log[4 + Log[x^2]])*Log[x/(x + Log[4 + Log[x^2]])])/((4*x^4 + x^4*Log[x^2] + (4*x^3 + x^3*Log[x^2])*Log[4 + Log[x^2]])*Log[x/(x + Log[4 + Log[x^2]])]^2),x]","\int \frac{6 e^x+\left(-12 e^x-3 e^x \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)+\left(e^x \left(-24 x+12 x^2\right)+e^x \left(-6 x+3 x^2\right) \log \left(x^2\right)+\left(e^x (-24+12 x)+e^x (-6+3 x) \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)\right) \log \left(\frac{x}{x+\log \left(4+\log \left(x^2\right)\right)}\right)}{\left(4 x^4+x^4 \log \left(x^2\right)+\left(4 x^3+x^3 \log \left(x^2\right)\right) \log \left(4+\log \left(x^2\right)\right)\right) \log ^2\left(\frac{x}{x+\log \left(4+\log \left(x^2\right)\right)}\right)} \, dx","\frac{3 e^x}{x^2 \log \left(\frac{x}{\log \left(\log \left(x^2\right)+4\right)+x}\right)}+4",1,"6*Defer[Int][E^x/(x^3*(4 + Log[x^2])*(x + Log[4 + Log[x^2]])*Log[x/(x + Log[4 + Log[x^2]])]^2), x] - 12*Defer[Int][(E^x*Log[4 + Log[x^2]])/(x^3*(4 + Log[x^2])*(x + Log[4 + Log[x^2]])*Log[x/(x + Log[4 + Log[x^2]])]^2), x] - 3*Defer[Int][(E^x*Log[x^2]*Log[4 + Log[x^2]])/(x^3*(4 + Log[x^2])*(x + Log[4 + Log[x^2]])*Log[x/(x + Log[4 + Log[x^2]])]^2), x] - 6*Defer[Int][E^x/(x^3*Log[x/(x + Log[4 + Log[x^2]])]), x] + 3*Defer[Int][E^x/(x^2*Log[x/(x + Log[4 + Log[x^2]])]), x]","F",0,0,0,0,-1,"{}"
3794,0,0,0,0.6771366,"\int \frac{-4-2 x+2 x^3+\left(-2-2 x^2\right) \log (5)+e^x \left(-4+2 x+2 x^2+(-2-2 x) \log (5)\right)}{-x-x^2+(1+x) \log (5)+e^x (-x+\log (5))} \, dx","Int[(-4 - 2*x + 2*x^3 + (-2 - 2*x^2)*Log[5] + E^x*(-4 + 2*x + 2*x^2 + (-2 - 2*x)*Log[5]))/(-x - x^2 + (1 + x)*Log[5] + E^x*(-x + Log[5])),x]","\int \frac{-4-2 x+2 x^3+\left(-2-2 x^2\right) \log (5)+e^x \left(-4+2 x+2 x^2+(-2-2 x) \log (5)\right)}{-x-x^2+(1+x) \log (5)+e^x (-x+\log (5))} \, dx","-x^2-2 x+4 \left(x+\log \left(\frac{x-\log (5)}{5 \left(-x-e^x-1\right)}\right)\right)",1,"-2*x - x^2 + (4 - 2*Log[5]^2 + Log[5]*Log[25])*Log[x - Log[5]] + 4*Defer[Int][x/(1 + E^x + x), x]","F",0,0,0,0,-1,"{}"
3795,0,0,0,1.0223737,"\int \frac{4-9 x+8 x^2-x^3-e^6 x \log (3)+x \log (x)}{16 x+8 x^2-7 x^3-2 x^4+x^5+e^6 \left(8 x+2 x^2-2 x^3\right) \log (3)+e^{12} x \log ^2(3)+\left(-8 x-2 x^2+2 x^3-2 e^6 x \log (3)\right) \log (x)+x \log ^2(x)} \, dx","Int[(4 - 9*x + 8*x^2 - x^3 - E^6*x*Log[3] + x*Log[x])/(16*x + 8*x^2 - 7*x^3 - 2*x^4 + x^5 + E^6*(8*x + 2*x^2 - 2*x^3)*Log[3] + E^12*x*Log[3]^2 + (-8*x - 2*x^2 + 2*x^3 - 2*E^6*x*Log[3])*Log[x] + x*Log[x]^2),x]","\int \frac{4-9 x+8 x^2-x^3-e^6 x \log (3)+x \log (x)}{16 x+8 x^2-7 x^3-2 x^4+x^5+e^6 \left(8 x+2 x^2-2 x^3\right) \log (3)+e^{12} x \log ^2(3)+\left(-8 x-2 x^2+2 x^3-2 e^6 x \log (3)\right) \log (x)+x \log ^2(x)} \, dx","\frac{x-4}{x^2-x+\log (x)-4-e^6 \log (3)}",1,"-5*Defer[Int][(x - x^2 + 4*(1 + (E^6*Log[3])/4) - Log[x])^(-2), x] + 4*Defer[Int][1/(x*(x - x^2 + 4*(1 + (E^6*Log[3])/4) - Log[x])^2), x] + 9*Defer[Int][x/(x - x^2 + 4*(1 + (E^6*Log[3])/4) - Log[x])^2, x] - 2*Defer[Int][x^2/(x - x^2 + 4*(1 + (E^6*Log[3])/4) - Log[x])^2, x] + Defer[Int][(-x + x^2 - 4*(1 + (E^6*Log[3])/4) + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
3796,0,0,0,8.1943964,"\int \frac{-4+4 x+60 x^2-448 x^3+\left(-12 x-64 x^2\right) \log (x)+\left(32+136 x-336 x^2+(-8-48 x) \log (x)\right) \log (4-7 x-\log (x))}{-4 x^5-25 x^6-8 x^7+112 x^8+\left(x^5+8 x^6+16 x^7\right) \log (x)+\left(-8 x^4-50 x^5-16 x^6+224 x^7+\left(2 x^4+16 x^5+32 x^6\right) \log (x)\right) \log (4-7 x-\log (x))+\left(-4 x^3-25 x^4-8 x^5+112 x^6+\left(x^3+8 x^4+16 x^5\right) \log (x)\right) \log ^2(4-7 x-\log (x))} \, dx","Int[(-4 + 4*x + 60*x^2 - 448*x^3 + (-12*x - 64*x^2)*Log[x] + (32 + 136*x - 336*x^2 + (-8 - 48*x)*Log[x])*Log[4 - 7*x - Log[x]])/(-4*x^5 - 25*x^6 - 8*x^7 + 112*x^8 + (x^5 + 8*x^6 + 16*x^7)*Log[x] + (-8*x^4 - 50*x^5 - 16*x^6 + 224*x^7 + (2*x^4 + 16*x^5 + 32*x^6)*Log[x])*Log[4 - 7*x - Log[x]] + (-4*x^3 - 25*x^4 - 8*x^5 + 112*x^6 + (x^3 + 8*x^4 + 16*x^5)*Log[x])*Log[4 - 7*x - Log[x]]^2),x]","\int \frac{-4+4 x+60 x^2-448 x^3+\left(-12 x-64 x^2\right) \log (x)+\left(32+136 x-336 x^2+(-8-48 x) \log (x)\right) \log (4-7 x-\log (x))}{-4 x^5-25 x^6-8 x^7+112 x^8+\left(x^5+8 x^6+16 x^7\right) \log (x)+\left(-8 x^4-50 x^5-16 x^6+224 x^7+\left(2 x^4+16 x^5+32 x^6\right) \log (x)\right) \log (4-7 x-\log (x))+\left(-4 x^3-25 x^4-8 x^5+112 x^6+\left(x^3+8 x^4+16 x^5\right) \log (x)\right) \log ^2(4-7 x-\log (x))} \, dx","\frac{4}{x \left(4 x^2+x\right) (x+\log (-7 x-\log (x)+4))}",1,"64/(x + Log[4 - 7*x - Log[x]]) + 192*Defer[Int][1/((-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] - 4*Defer[Int][1/(x^3*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 4*Defer[Int][1/(x^2*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 20*Defer[Int][1/(x*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 448*Defer[Int][x/((-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 176*Defer[Int][1/((1 + 4*x)*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 64*Defer[Int][Log[x]/((-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] - 4*Defer[Int][Log[x]/(x^2*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] + 16*Defer[Int][Log[x]/(x*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] - 64*Defer[Int][Log[x]/((1 + 4*x)*(-4 + 7*x + Log[x])*(x + Log[4 - 7*x - Log[x]])^2), x] - 8*Defer[Int][1/(x^3*(x + Log[4 - 7*x - Log[x]])), x] + 16*Defer[Int][1/(x^2*(x + Log[4 - 7*x - Log[x]])), x] - 256*Defer[Int][1/((1 + 4*x)^2*(x + Log[4 - 7*x - Log[x]])), x]","F",0,0,0,0,-1,"{}"
3797,0,0,0,4.7139495,"\int \frac{-28+13 x^2+8 x^3-2 x^4+\left(28+16 x-15 x^2-4 x^3+2 x^4\right) \log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right) \log \left(\log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right)\right)}{\left(28+16 x-15 x^2-4 x^3+2 x^4\right) \log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right)} \, dx","Int[(-28 + 13*x^2 + 8*x^3 - 2*x^4 + (28 + 16*x - 15*x^2 - 4*x^3 + 2*x^4)*Log[(7 + 4*x - 2*x^2)/(-4*x + x^3)]*Log[Log[(7 + 4*x - 2*x^2)/(-4*x + x^3)]])/((28 + 16*x - 15*x^2 - 4*x^3 + 2*x^4)*Log[(7 + 4*x - 2*x^2)/(-4*x + x^3)]),x]","\int \frac{-28+13 x^2+8 x^3-2 x^4+\left(28+16 x-15 x^2-4 x^3+2 x^4\right) \log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right) \log \left(\log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right)\right)}{\left(28+16 x-15 x^2-4 x^3+2 x^4\right) \log \left(\frac{7+4 x-2 x^2}{-4 x+x^3}\right)} \, dx","x \log \left(\log \left(\frac{4-\frac{1}{x}}{x^2-4}-\frac{2}{x}\right)\right)",1,"-Defer[Int][Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]^(-1), x] - (14*Sqrt[2]*Defer[Int][1/((4 + 6*Sqrt[2] - 4*x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x])/3 - 2*Defer[Int][1/((-2 + x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x] + 2*Defer[Int][1/((2 + x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x] + (4*(3 + Sqrt[2])*Defer[Int][1/((-4 - 6*Sqrt[2] + 4*x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x])/3 - (14*Sqrt[2]*Defer[Int][1/((-4 + 6*Sqrt[2] + 4*x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x])/3 + (4*(3 - Sqrt[2])*Defer[Int][1/((-4 + 6*Sqrt[2] + 4*x)*Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]), x])/3 + Defer[Int][Log[Log[(7 + 4*x - 2*x^2)/(x*(-4 + x^2))]], x]","F",0,0,0,0,-1,"{}"
3798,1,124,0,0.7721986,"\int \frac{\left(-15-5 x+e^4 (10+5 x)+e^{2 x} \left(-3-5 x-2 x^2+e^4 \left(2+5 x+2 x^2\right)\right)+e^{2 x} (-4-2 x) \log (2+x)\right) \log (\log (i \pi +\log (2)))}{2+x} \, dx","Int[((-15 - 5*x + E^4*(10 + 5*x) + E^(2*x)*(-3 - 5*x - 2*x^2 + E^4*(2 + 5*x + 2*x^2)) + E^(2*x)*(-4 - 2*x)*Log[2 + x])*Log[Log[I*Pi + Log[2]]])/(2 + x),x]","-\frac{\log (\log (\log (2)+i \pi )) \text{Ei}(2 (x+2))}{e^4}+\frac{\log (\log (\log (2)+i \pi )) \text{Ei}(2 x+4)}{e^4}+\left(1-e^4\right) \left(-e^{2 x}\right) x \log (\log (\log (2)+i \pi ))-5 \left(1-e^4\right) x \log (\log (\log (2)+i \pi ))-e^{2 x} \log (\log (\log (2)+i \pi )) \log (x+2)-5 \log (\log (\log (2)+i \pi )) \log (x+2)","\left(e^{2 x}+5\right) \log (\log (\log (2)+i \pi )) \left(e^4 x-x-\log (x+2)\right)",1,"-5*(1 - E^4)*x*Log[Log[I*Pi + Log[2]]] - E^(2*x)*(1 - E^4)*x*Log[Log[I*Pi + Log[2]]] - (ExpIntegralEi[2*(2 + x)]*Log[Log[I*Pi + Log[2]]])/E^4 + (ExpIntegralEi[4 + 2*x]*Log[Log[I*Pi + Log[2]]])/E^4 - 5*Log[2 + x]*Log[Log[I*Pi + Log[2]]] - E^(2*x)*Log[2 + x]*Log[Log[I*Pi + Log[2]]]","C",16,9,75,0.1200,1,"{12, 6742, 43, 6688, 2199, 2194, 2178, 2176, 2554}"
3799,0,0,0,1.0700649,"\int \frac{x^2+2 x^3+e^{10} (1+x)+e^5 \left(2 x+4 x^2\right)+e^{e^x} \left(-4 e^{10} x-8 e^5 x^2-4 x^3+e^x \left(-4 e^{10} x^2-8 e^5 x^3-4 x^4\right)\right)}{e^{10} x+2 e^5 x^2+x^3} \, dx","Int[(x^2 + 2*x^3 + E^10*(1 + x) + E^5*(2*x + 4*x^2) + E^E^x*(-4*E^10*x - 8*E^5*x^2 - 4*x^3 + E^x*(-4*E^10*x^2 - 8*E^5*x^3 - 4*x^4)))/(E^10*x + 2*E^5*x^2 + x^3),x]","\int \frac{x^2+2 x^3+e^{10} (1+x)+e^5 \left(2 x+4 x^2\right)+e^{e^x} \left(-4 e^{10} x-8 e^5 x^2-4 x^3+e^x \left(-4 e^{10} x^2-8 e^5 x^3-4 x^4\right)\right)}{e^{10} x+2 e^5 x^2+x^3} \, dx","\frac{x^2}{x+e^5}+\left(1-4 e^{e^x}\right) x+\log (x)",1,"2*x + E^5/(E^5 + x) - (2*E^10)/(E^5 + x) - (2*E^5*(1 - 2*E^5))/(E^5 + x) + (E^5*(1 - E^5))/(E^5 + x) - 4*ExpIntegralEi[E^x] + Log[x] - 4*Defer[Int][E^(E^x + x)*x, x]","F",0,0,0,0,-1,"{}"
3800,0,0,0,1.7670899,"\int \frac{-8 e^{2/x}+x^2+512 x^3-192 x^4+16 x^5+e^{\frac{1}{x}} \left(-64 x+72 x^2-16 x^3\right)+e^{2 x} \left(448 x^2-120 x^3+8 x^4\right)+e^x \left(-512 x^2-256 x^3+104 x^4-8 x^5+e^{\frac{1}{x}} \left(64-8 x-56 x^2+8 x^3\right)\right)}{x^2} \, dx","Int[(-8*E^(2/x) + x^2 + 512*x^3 - 192*x^4 + 16*x^5 + E^x^(-1)*(-64*x + 72*x^2 - 16*x^3) + E^(2*x)*(448*x^2 - 120*x^3 + 8*x^4) + E^x*(-512*x^2 - 256*x^3 + 104*x^4 - 8*x^5 + E^x^(-1)*(64 - 8*x - 56*x^2 + 8*x^3)))/x^2,x]","\int \frac{-8 e^{2/x}+x^2+512 x^3-192 x^4+16 x^5+e^{\frac{1}{x}} \left(-64 x+72 x^2-16 x^3\right)+e^{2 x} \left(448 x^2-120 x^3+8 x^4\right)+e^x \left(-512 x^2-256 x^3+104 x^4-8 x^5+e^{\frac{1}{x}} \left(64-8 x-56 x^2+8 x^3\right)\right)}{x^2} \, dx","4 \left((8-x) \left(e^x-x\right)-e^{\frac{1}{x}}\right)^2+x",1,"4*E^(2/x) + 256*E^(2*x) + x + 64*E^x^(-1)*x - 512*E^x*x - 64*E^(2*x)*x + 256*x^2 - 8*E^x^(-1)*x^2 + 128*E^x*x^2 + 4*E^(2*x)*x^2 - 64*x^3 - 8*E^x*x^3 + 4*x^4 - 56*Defer[Int][E^(x^(-1) + x), x] + 64*Defer[Int][E^(x^(-1) + x)/x^2, x] - 8*Defer[Int][E^(x^(-1) + x)/x, x] + 8*Defer[Int][E^(x^(-1) + x)*x, x]","F",0,0,0,0,-1,"{}"
3801,1,20,0,0.1551713,"\int \frac{20480+(-40960-14080 x) \log (x)}{\left(15129 x-5412 x^2+484 x^3\right) \log (x)+\left(-7872 x+1408 x^2\right) \log (x) \log \left(\frac{x^2}{\log (x)}\right)+1024 x \log (x) \log ^2\left(\frac{x^2}{\log (x)}\right)} \, dx","Int[(20480 + (-40960 - 14080*x)*Log[x])/((15129*x - 5412*x^2 + 484*x^3)*Log[x] + (-7872*x + 1408*x^2)*Log[x]*Log[x^2/Log[x]] + 1024*x*Log[x]*Log[x^2/Log[x]]^2),x]","-\frac{640}{-32 \log \left(\frac{x^2}{\log (x)}\right)-22 x+123}","\frac{20}{\log \left(\frac{x^2}{\log (x)}\right)+\frac{5}{16} \left(\frac{1}{2}-x\right)+x-4}",1,"-640/(123 - 22*x - 32*Log[x^2/Log[x]])","A",3,3,68,0.04412,1,"{6688, 12, 6686}"
3802,0,0,0,15.2410461,"\int \frac{24 x+16 x^3+e^x \left(12+8 x^2\right)+\left(6 x-40 x^3+e^x \left(3 x-20 x^3\right)+\left(-8 x^3-4 e^x x^3\right) \log (x)\right) \log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right) \log \left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right) \log \left(\log ^2\left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right)\right)}{\left(-12 x^3+80 x^5+e^{2 x} \left(-3 x+20 x^3\right)+e^x \left(-12 x^2+80 x^4\right)+\left(4 e^{2 x} x^3+16 e^x x^4+16 x^5\right) \log (x)\right) \log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right) \log \left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right)} \, dx","Int[(24*x + 16*x^3 + E^x*(12 + 8*x^2) + (6*x - 40*x^3 + E^x*(3*x - 20*x^3) + (-8*x^3 - 4*E^x*x^3)*Log[x])*Log[(-3 + 20*x^2 + 4*x^2*Log[x])/(4*x^2)]*Log[Log[(-3 + 20*x^2 + 4*x^2*Log[x])/(4*x^2)]]*Log[Log[Log[(-3 + 20*x^2 + 4*x^2*Log[x])/(4*x^2)]]^2])/((-12*x^3 + 80*x^5 + E^(2*x)*(-3*x + 20*x^3) + E^x*(-12*x^2 + 80*x^4) + (4*E^(2*x)*x^3 + 16*E^x*x^4 + 16*x^5)*Log[x])*Log[(-3 + 20*x^2 + 4*x^2*Log[x])/(4*x^2)]*Log[Log[(-3 + 20*x^2 + 4*x^2*Log[x])/(4*x^2)]]),x]","\int \frac{24 x+16 x^3+e^x \left(12+8 x^2\right)+\left(6 x-40 x^3+e^x \left(3 x-20 x^3\right)+\left(-8 x^3-4 e^x x^3\right) \log (x)\right) \log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right) \log \left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right) \log \left(\log ^2\left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right)\right)}{\left(-12 x^3+80 x^5+e^{2 x} \left(-3 x+20 x^3\right)+e^x \left(-12 x^2+80 x^4\right)+\left(4 e^{2 x} x^3+16 e^x x^4+16 x^5\right) \log (x)\right) \log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right) \log \left(\log \left(\frac{-3+20 x^2+4 x^2 \log (x)}{4 x^2}\right)\right)} \, dx","\frac{\log \left(\log ^2\left(\log \left(-\frac{3}{4 x^2}+\log (x)+5\right)\right)\right)}{\left(\frac{e^x}{x}+2\right) x}",1,"12*Defer[Int][1/(x*(E^x + 2*x)*(-3 + 20*x^2 + 4*x^2*Log[x])*Log[5 - 3/(4*x^2) + Log[x]]*Log[Log[5 - 3/(4*x^2) + Log[x]]]), x] + 8*Defer[Int][x/((E^x + 2*x)*(-3 + 20*x^2 + 4*x^2*Log[x])*Log[5 - 3/(4*x^2) + Log[x]]*Log[Log[5 - 3/(4*x^2) + Log[x]]]), x] - 2*Defer[Int][Log[Log[Log[5 - 3/(4*x^2) + Log[x]]]^2]/(E^x + 2*x)^2, x] + 2*Defer[Int][(x*Log[Log[Log[5 - 3/(4*x^2) + Log[x]]]^2])/(E^x + 2*x)^2, x] - Defer[Int][Log[Log[Log[5 - 3/(4*x^2) + Log[x]]]^2]/(E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
3803,1,30,0,0.2000328,"\int \frac{-1500+525 x+45 x^2-33 x^3+3 x^4+\left(-375 x+205 x^2-50 x^3+3 x^4\right) \log (x)}{\left(-1500 x+525 x^2+45 x^3-33 x^4+3 x^5\right) \log (x)} \, dx","Int[(-1500 + 525*x + 45*x^2 - 33*x^3 + 3*x^4 + (-375*x + 205*x^2 - 50*x^3 + 3*x^4)*Log[x])/((-1500*x + 525*x^2 + 45*x^3 - 33*x^4 + 3*x^5)*Log[x]),x]","-\frac{5}{3 (5-x)}+\frac{25}{6 (5-x)^2}+\log (x+4)+\log (\log (x))","\frac{x^2}{6 (5-x)^2}+\log ((x+4) \log (x))+7",1,"25/(6*(5 - x)^2) - 5/(3*(5 - x)) + Log[4 + x] + Log[Log[x]]","A",6,4,73,0.05479,1,"{6688, 1620, 2302, 29}"
3804,1,20,0,0.131379,"\int e^{-16-14 x+2 x^2-2 e^x x^3} \left(-14+4 x+e^x \left(-6 x^2-2 x^3\right)\right) \, dx","Int[E^(-16 - 14*x + 2*x^2 - 2*E^x*x^3)*(-14 + 4*x + E^x*(-6*x^2 - 2*x^3)),x]","e^{-2 e^x x^3+2 x^2-14 x-16}","e^{-2 e^x x^3+2 x^2-14 x-16}",1,"E^(-16 - 14*x + 2*x^2 - 2*E^x*x^3)","A",1,1,41,0.02439,1,"{6706}"
3805,0,0,0,0.2150587,"\int \frac{4+2 x^3+8 \log \left(\frac{5}{x}\right)+e^{x^{\frac{1}{x}}} x^{\frac{1}{x}} (x-x \log (x))}{x^3} \, dx","Int[(4 + 2*x^3 + 8*Log[5/x] + E^x^x^(-1)*x^x^(-1)*(x - x*Log[x]))/x^3,x]","\int \frac{4+2 x^3+8 \log \left(\frac{5}{x}\right)+e^{x^{\frac{1}{x}}} x^{\frac{1}{x}} (x-x \log (x))}{x^3} \, dx","e^{x^{\frac{1}{x}}}-\frac{4 \log \left(\frac{5}{x}\right)}{x^2}+2 x+\frac{3}{4}",1,"2*x - (4*Log[5/x])/x^2 + Defer[Int][E^x^x^(-1)*x^(-2 + x^(-1)), x] - Log[x]*Defer[Int][E^x^x^(-1)*x^(-2 + x^(-1)), x] + Defer[Int][Defer[Int][E^x^x^(-1)*x^(-2 + x^(-1)), x]/x, x]","F",0,0,0,0,-1,"{}"
3806,0,0,0,9.7263182,"\int \frac{8 x^2+8 \log (x)+\left(4 x^2+4 \log (x)\right) \log \left(x^2\right)+e^{\log ^2\left(x^2+\log (x)\right)} \left(-4 x^2+\left(-4-4 x^2\right) \log (x)-4 \log ^2(x)+\left(-8-16 x^2\right) \log (x) \log \left(x^2+\log (x)\right)\right)}{e^{2 \log ^2\left(x^2+\log (x)\right)} \left(x^4 \log ^2(x)+x^2 \log ^3(x)\right)+e^{\log ^2\left(x^2+\log (x)\right)} \left(-2 x^4 \log (x)-2 x^2 \log ^2(x)\right) \log \left(x^2\right)+\left(x^4+x^2 \log (x)\right) \log ^2\left(x^2\right)} \, dx","Int[(8*x^2 + 8*Log[x] + (4*x^2 + 4*Log[x])*Log[x^2] + E^Log[x^2 + Log[x]]^2*(-4*x^2 + (-4 - 4*x^2)*Log[x] - 4*Log[x]^2 + (-8 - 16*x^2)*Log[x]*Log[x^2 + Log[x]]))/(E^(2*Log[x^2 + Log[x]]^2)*(x^4*Log[x]^2 + x^2*Log[x]^3) + E^Log[x^2 + Log[x]]^2*(-2*x^4*Log[x] - 2*x^2*Log[x]^2)*Log[x^2] + (x^4 + x^2*Log[x])*Log[x^2]^2),x]","\int \frac{8 x^2+8 \log (x)+\left(4 x^2+4 \log (x)\right) \log \left(x^2\right)+e^{\log ^2\left(x^2+\log (x)\right)} \left(-4 x^2+\left(-4-4 x^2\right) \log (x)-4 \log ^2(x)+\left(-8-16 x^2\right) \log (x) \log \left(x^2+\log (x)\right)\right)}{e^{2 \log ^2\left(x^2+\log (x)\right)} \left(x^4 \log ^2(x)+x^2 \log ^3(x)\right)+e^{\log ^2\left(x^2+\log (x)\right)} \left(-2 x^4 \log (x)-2 x^2 \log ^2(x)\right) \log \left(x^2\right)+\left(x^4+x^2 \log (x)\right) \log ^2\left(x^2\right)} \, dx","\frac{4}{x \left(e^{\log ^2\left(x^2+\log (x)\right)} \log (x)-\log \left(x^2\right)\right)}",1,"8*Defer[Int][1/((x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x] + 8*Defer[Int][Log[x]/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x] - 4*Defer[Int][1/((x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 4*Defer[Int][1/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 4*Defer[Int][1/(Log[x]*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 4*Defer[Int][Log[x]/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 4*Defer[Int][Log[x^2]/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x] - 4*Defer[Int][Log[x^2]/(Log[x]*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x] - 16*Defer[Int][Log[x^2 + Log[x]]/((x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 8*Defer[Int][Log[x^2 + Log[x]]/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])), x] - 16*Defer[Int][(Log[x^2]*Log[x^2 + Log[x]])/((x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x] - 8*Defer[Int][(Log[x^2]*Log[x^2 + Log[x]])/(x^2*(x^2 + Log[x])*(E^Log[x^2 + Log[x]]^2*Log[x] - Log[x^2])^2), x]","F",0,0,0,0,-1,"{}"
3807,1,58,0,1.1709355,"\int \frac{16 e^{4+x} x+e^4 \left(8 x-56 x^2+64 x^3-8 x^5\right)+e^4 \left(32 x-32 x^2-8 x^3+8 x^4\right) \log (4)+e^4 \left(4 x^2-2 x^3\right) \log ^2(4)+\left(16 e^{4+x}+e^4 \left(8-56 x+64 x^2-8 x^4\right)+e^4 \left(32-32 x-8 x^2+8 x^3\right) \log (4)+e^4 \left(4 x-2 x^2\right) \log ^2(4)\right) \log \left(4 e^x+4 x-16 x^2+16 x^3-4 x^4+\left(16 x-16 x^2+4 x^3\right) \log (4)+\left(-4+4 x-x^2\right) \log ^2(4)\right)}{4 e^x+4 x-16 x^2+16 x^3-4 x^4+\left(16 x-16 x^2+4 x^3\right) \log (4)+\left(-4+4 x-x^2\right) \log ^2(4)} \, dx","Int[(16*E^(4 + x)*x + E^4*(8*x - 56*x^2 + 64*x^3 - 8*x^5) + E^4*(32*x - 32*x^2 - 8*x^3 + 8*x^4)*Log[4] + E^4*(4*x^2 - 2*x^3)*Log[4]^2 + (16*E^(4 + x) + E^4*(8 - 56*x + 64*x^2 - 8*x^4) + E^4*(32 - 32*x - 8*x^2 + 8*x^3)*Log[4] + E^4*(4*x - 2*x^2)*Log[4]^2)*Log[4*E^x + 4*x - 16*x^2 + 16*x^3 - 4*x^4 + (16*x - 16*x^2 + 4*x^3)*Log[4] + (-4 + 4*x - x^2)*Log[4]^2])/(4*E^x + 4*x - 16*x^2 + 16*x^3 - 4*x^4 + (16*x - 16*x^2 + 4*x^3)*Log[4] + (-4 + 4*x - x^2)*Log[4]^2),x]","e^4 \left(\log \left(-4 x^4+16 x^3-16 x^2+4 x+4 e^x-(2-x)^2 \log ^2(4)+4 (2-x)^2 x \log (4)\right)+x\right)^2","e^4 \left(x+\log \left(4 \left(e^x+x-(2-x)^2 \left(x-\frac{\log (4)}{2}\right)^2\right)\right)\right)^2",1,"E^4*(x + Log[4*E^x + 4*x - 16*x^2 + 16*x^3 - 4*x^4 + 4*(2 - x)^2*x*Log[4] - (2 - x)^2*Log[4]^2])^2","A",3,3,258,0.01163,1,"{6688, 12, 6686}"
3808,1,26,0,0.0594198,"\int \frac{15 x+e^{\frac{1+2 x-x^2 \log (x)}{x}} \left(-5-5 x-5 x^2-5 x^2 \log (x)\right)}{2 x^3} \, dx","Int[(15*x + E^((1 + 2*x - x^2*Log[x])/x)*(-5 - 5*x - 5*x^2 - 5*x^2*Log[x]))/(2*x^3),x]","\frac{5}{2} e^{\frac{1}{x}+2} x^{-x-1}-\frac{15}{2 x}","\frac{5 \left(e^{\frac{1}{x}-x \log (x)+2}-3\right)}{2 x}",1,"-15/(2*x) + (5*E^(2 + x^(-1))*x^(-1 - x))/2","A",4,3,47,0.06383,1,"{12, 14, 2288}"
3809,1,11,0,0.0751076,"\int \frac{\left(x-2 x^2\right) \log (x)+4 \log ^4(x)}{x \log (x)} \, dx","Int[((x - 2*x^2)*Log[x] + 4*Log[x]^4)/(x*Log[x]),x]","-x^2+x+\log ^4(x)","-x^2+x+\log ^4(x)",1,"x - x^2 + Log[x]^4","A",4,3,25,0.1200,1,"{6688, 2302, 30}"
3810,1,190,0,0.2099133,"\int \frac{12+23 e^4-3 e^4 \log (10)+\left(12+23 e^4-3 e^4 \log (10)\right) \log (x \log (\log (2)))}{3 e^4 x^2 \log ^2(x \log (\log (2)))} \, dx","Int[(12 + 23*E^4 - 3*E^4*Log[10] + (12 + 23*E^4 - 3*E^4*Log[10])*Log[x*Log[Log[2]]])/(3*E^4*x^2*Log[x*Log[Log[2]]]^2),x]","\frac{\left(12+e^4 (23-3 \log (10))\right) \log (\log (2)) \log (x \log (\log (2))) \text{Ei}(-\log (x \log (\log (2))))}{3 e^4}-\frac{\log (\log (2)) \left(\left(12+e^4 (23-3 \log (10))\right) \log (x \log (\log (2)))+12+e^4 (23-3 \log (10))\right) \text{Ei}(-\log (x \log (\log (2))))}{3 e^4}+\frac{\left(12+e^4 (23-3 \log (10))\right) \log (\log (2)) \text{Ei}(-\log (x \log (\log (2))))}{3 e^4}-\frac{\left(12+e^4 (23-3 \log (10))\right) \log (x \log (\log (2)))+12+e^4 (23-3 \log (10))}{3 e^4 x \log (x \log (\log (2)))}+\frac{12+e^4 (23-\log (1000))}{3 e^4 x}","\frac{-\frac{23}{3}-\frac{4}{e^4}+\log (10)}{x \log (x \log (\log (2)))}",1,"(12 + E^4*(23 - Log[1000]))/(3*E^4*x) + (ExpIntegralEi[-Log[x*Log[Log[2]]]]*(12 + E^4*(23 - 3*Log[10]))*Log[Log[2]])/(3*E^4) + (ExpIntegralEi[-Log[x*Log[Log[2]]]]*(12 + E^4*(23 - 3*Log[10]))*Log[Log[2]]*Log[x*Log[Log[2]]])/(3*E^4) - (ExpIntegralEi[-Log[x*Log[Log[2]]]]*Log[Log[2]]*(12 + E^4*(23 - 3*Log[10]) + (12 + E^4*(23 - 3*Log[10]))*Log[x*Log[Log[2]]]))/(3*E^4) - (12 + E^4*(23 - 3*Log[10]) + (12 + E^4*(23 - 3*Log[10]))*Log[x*Log[Log[2]]])/(3*E^4*x*Log[x*Log[Log[2]]])","C",8,7,53,0.1321,1,"{12, 2306, 2309, 2178, 2366, 14, 6482}"
3811,1,21,0,0.2890275,"\int \frac{x^5+e^{4+\frac{e^4 \left(4+4 x+5 x^2+2 x^3+x^4\right)}{x^4}} \left(16+12 x+10 x^2+2 x^3\right)}{x^5} \, dx","Int[(x^5 + E^(4 + (E^4*(4 + 4*x + 5*x^2 + 2*x^3 + x^4))/x^4)*(16 + 12*x + 10*x^2 + 2*x^3))/x^5,x]","x-e^{\frac{e^4 \left(x^2+x+2\right)^2}{x^4}}","-e^{\frac{e^4 \left(x+\frac{x+2}{x}\right)^2}{x^2}}+x+3",1,"-E^((E^4*(2 + x + x^2)^2)/x^4) + x","A",3,2,53,0.03774,1,"{14, 6706}"
3812,1,14,0,0.0055196,"\int \frac{e^3+x+2 x^2}{x^2} \, dx","Int[(E^3 + x + 2*x^2)/x^2,x]","2 x-\frac{e^3}{x}+\log (x)","2 x-\frac{e^3}{x}+\log \left(\frac{x}{25}\right)+e-6",1,"-(E^3/x) + 2*x + Log[x]","A",2,1,14,0.07143,1,"{14}"
3813,0,0,0,0.2153265,"\int \frac{-e^{10} x+2 e^{10} x \log (x) \log (\log (x))-2 e^{10} \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","Int[(-(E^10*x) + 2*E^10*x*Log[x]*Log[Log[x]] - 2*E^10*Log[x]*Log[Log[x]]^2)/(Log[x]*Log[Log[x]]^2),x]","\int \frac{-e^{10} x+2 e^{10} x \log (x) \log (\log (x))-2 e^{10} \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","e^{10} \left(\frac{x^2}{\log (\log (x))}-2 x+\frac{3}{\log (4)}\right)",1,"-2*E^10*x - E^10*Defer[Int][x/(Log[x]*Log[Log[x]]^2), x] + 2*E^10*Defer[Int][x/Log[Log[x]], x]","F",0,0,0,0,-1,"{}"
3814,1,16,0,0.0391352,"\int \frac{-5+\frac{e^{-5+x} \left(x-x^2\right)}{x}}{x^2} \, dx","Int[(-5 + (E^(-5 + x)*(x - x^2))/x)/x^2,x]","\frac{5}{x}-\frac{e^{x-5}}{x}","-\frac{e^{x-5}}{x}+\frac{5}{x}+5 e^6-8",1,"5/x - E^(-5 + x)/x","A",3,2,22,0.09091,1,"{14, 2197}"
3815,0,0,0,0.9656655,"\int \frac{50+e^{x-x^6} \left(50-300 x^5\right)+e^x \left(1-x-6 e^{x-x^6} x^5\right)}{5000+200 e^x+2 e^{2 x}} \, dx","Int[(50 + E^(x - x^6)*(50 - 300*x^5) + E^x*(1 - x - 6*E^(x - x^6)*x^5))/(5000 + 200*E^x + 2*E^(2*x)),x]","\int \frac{50+e^{x-x^6} \left(50-300 x^5\right)+e^x \left(1-x-6 e^{x-x^6} x^5\right)}{5000+200 e^x+2 e^{2 x}} \, dx","\frac{e^{x-x^6}+x}{4 \left(\frac{e^x}{2}+25\right)}+3",1,"-1/200*(1 - x)^2 - x/100 + x/(2*(50 + E^x)) + x^2/200 - ((1 - x)*Log[1 + E^x/50])/100 - (x*Log[1 + E^x/50])/100 + Log[50 + E^x]/100 + 25*Defer[Int][E^(x - x^6)/(50 + E^x)^2, x] - 3*Defer[Int][(E^(x - x^6)*x^5)/(50 + E^x), x]","F",0,0,0,0,-1,"{}"
3816,1,26,0,0.0121466,"\int \frac{4+5 x^2+8 x^3+x^2 \log \left(\frac{5}{3}\right)}{64 x^2} \, dx","Int[(4 + 5*x^2 + 8*x^3 + x^2*Log[5/3])/(64*x^2),x]","\frac{x^2}{16}-\frac{1}{16 x}+\frac{1}{64} x \left(5+\log \left(\frac{5}{3}\right)\right)","\frac{1}{16} x \left(-\frac{1}{x^2}+x+\frac{1}{4} \left(5+\log \left(\frac{5}{3}\right)\right)\right)",1,"-1/16*1/x + x^2/16 + (x*(5 + Log[5/3]))/64","A",4,3,27,0.1111,1,"{6, 12, 14}"
3817,0,0,0,0.8308766,"\int \frac{6 x+18 x^2-4 x^4+\left(12 x+4 x^4\right) \log (x)}{9-12 x^3+4 x^6} \, dx","Int[(6*x + 18*x^2 - 4*x^4 + (12*x + 4*x^4)*Log[x])/(9 - 12*x^3 + 4*x^6),x]","\int \frac{6 x+18 x^2-4 x^4+\left(12 x+4 x^4\right) \log (x)}{9-12 x^3+4 x^6} \, dx","2 \left(6-\frac{x+\log (x)}{2 x-\frac{3}{x^2}}\right)",1,"(2*x^3)/(3 - 2*x^3) - (2^(1/3)*ArcTan[(3^(1/3) + 2*2^(1/3)*x)/3^(5/6)])/3^(5/6) - ((-2/3)^(1/3)*Log[x]*Log[1 + (-2/3)^(1/3)*x])/3 + ((-1)^(2/3)*(2/3)^(1/3)*Log[x]*Log[1 - (-1)^(2/3)*(2/3)^(1/3)*x])/3 - ((2/3)^(1/3)*Log[3^(1/3) - 2^(1/3)*x])/3 + ((2/3)^(1/3)*Log[3/2]*Log[3^(1/3) - 2^(1/3)*x])/9 + Log[3^(2/3) + 6^(1/3)*x + 2^(2/3)*x^2]/(3*2^(2/3)*3^(1/3)) - ((-2/3)^(1/3)*PolyLog[2, -((-2/3)^(1/3)*x)])/3 + ((-1)^(2/3)*(2/3)^(1/3)*PolyLog[2, (-1)^(2/3)*(2/3)^(1/3)*x])/3 - ((2/3)^(1/3)*PolyLog[2, 1 - (2/3)^(1/3)*x])/3 + 18*Defer[Int][(x*Log[x])/(-3 + 2*x^3)^2, x]","F",0,0,0,0,-1,"{}"
3818,1,14,0,0.9424279,"\int \frac{-x+3 e^{x^3} x^3+\left(-e^{x^3}+x\right) \log \left(-e^{x^3}+x\right)}{e^{x^3} x^2-x^3} \, dx","Int[(-x + 3*E^x^3*x^3 + (-E^x^3 + x)*Log[-E^x^3 + x])/(E^x^3*x^2 - x^3),x]","\frac{\log \left(x-e^{x^3}\right)}{x}","\frac{\log \left(x-e^{x^3}\right)}{x}",1,"Log[-E^x^3 + x]/x","A",11,3,52,0.05769,1,"{6742, 14, 2551}"
3819,1,25,0,0.1397211,"\int \frac{1}{3} e^{\frac{1}{3} \left(3+9 x-6 x^2-4 x^2 \log ^2(x)\right)} \left(9-12 x-8 x \log (x)-8 x \log ^2(x)\right) \, dx","Int[(E^((3 + 9*x - 6*x^2 - 4*x^2*Log[x]^2)/3)*(9 - 12*x - 8*x*Log[x] - 8*x*Log[x]^2))/3,x]","e^{\frac{1}{3} \left(-6 x^2-4 x^2 \log ^2(x)+9 x+3\right)}","e^{x-\left(x \left(2 x+\frac{4}{3} x \log ^2(x)-2\right)\right)+1}",1,"E^((3 + 9*x - 6*x^2 - 4*x^2*Log[x]^2)/3)","A",2,2,46,0.04348,1,"{12, 6706}"
3820,1,983,0,41.4408988,"\int \frac{e^x \left(-2+64 x+27 x^2-66 x^3-30 x^4+17 x^5+8 x^6\right)+e^x \left(-32+2 x+32 x^2-x^3-8 x^4\right) \log \left(\frac{-4+2 x^2}{-80+5 x+40 x^2}\right)}{32-2 x-32 x^2+x^3+8 x^4} \, dx","Int[(E^x*(-2 + 64*x + 27*x^2 - 66*x^3 - 30*x^4 + 17*x^5 + 8*x^6) + E^x*(-32 + 2*x + 32*x^2 - x^3 - 8*x^4)*Log[(-4 + 2*x^2)/(-80 + 5*x + 40*x^2)])/(32 - 2*x - 32*x^2 + x^3 + 8*x^4),x]","e^x x^2+\left(39-23 \sqrt{2}\right) e^{\sqrt{2}} \text{Ei}\left(x-\sqrt{2}\right)-\left(38-23 \sqrt{2}\right) e^{\sqrt{2}} \text{Ei}\left(x-\sqrt{2}\right)-e^{\sqrt{2}} \text{Ei}\left(x-\sqrt{2}\right)+\left(39+23 \sqrt{2}\right) e^{-\sqrt{2}} \text{Ei}\left(x+\sqrt{2}\right)-\left(38+23 \sqrt{2}\right) e^{-\sqrt{2}} \text{Ei}\left(x+\sqrt{2}\right)-e^{-\sqrt{2}} \text{Ei}\left(x+\sqrt{2}\right)+\frac{1}{342} \left(171+\sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)-\frac{3}{38} \left(171-\sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)-\frac{3}{32} \left(443-49 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)+\frac{1}{32} \left(1297-147 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)-\frac{11}{456} \left(171-257 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)+\frac{5 \left(22059-385 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)}{3648}+\frac{17 \left(43947-33281 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)}{175104}-\frac{\left(2867499-82561 \sqrt{57}\right) e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)}{175104}-\frac{512 e^{\frac{1}{16} \left(-1+3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x-3 \sqrt{57}+1\right)\right)}{3 \sqrt{57}}-\frac{\left(2867499+82561 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)}{175104}+\frac{17 \left(43947+33281 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)}{175104}+\frac{5 \left(22059+385 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)}{3648}-\frac{11}{456} \left(171+257 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)+\frac{1}{32} \left(1297+147 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)-\frac{3}{32} \left(443+49 \sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)-\frac{3}{38} \left(171+\sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)+\frac{1}{342} \left(171-\sqrt{57}\right) e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)+\frac{512 e^{\frac{1}{16} \left(-1-3 \sqrt{57}\right)} \text{Ei}\left(\frac{1}{16} \left(16 x+3 \sqrt{57}+1\right)\right)}{3 \sqrt{57}}-e^x \log \left(\frac{2 \left(2-x^2\right)}{5 \left(-8 x^2-x+16\right)}\right)","e^x \left(x^2-\log \left(\frac{2}{5 \left(\frac{x}{x^2-2}+8\right)}\right)\right)",1,"E^x*x^2 - E^Sqrt[2]*ExpIntegralEi[-Sqrt[2] + x] - (38 - 23*Sqrt[2])*E^Sqrt[2]*ExpIntegralEi[-Sqrt[2] + x] + (39 - 23*Sqrt[2])*E^Sqrt[2]*ExpIntegralEi[-Sqrt[2] + x] - ExpIntegralEi[Sqrt[2] + x]/E^Sqrt[2] - ((38 + 23*Sqrt[2])*ExpIntegralEi[Sqrt[2] + x])/E^Sqrt[2] + ((39 + 23*Sqrt[2])*ExpIntegralEi[Sqrt[2] + x])/E^Sqrt[2] - (512*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/(3*Sqrt[57]) - ((2867499 - 82561*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/175104 + (17*(43947 - 33281*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/175104 + (5*(22059 - 385*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/3648 - (11*(171 - 257*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/456 + ((1297 - 147*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/32 - (3*(443 - 49*Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/32 - (3*(171 - Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/38 + ((171 + Sqrt[57])*E^((-1 + 3*Sqrt[57])/16)*ExpIntegralEi[(1 - 3*Sqrt[57] + 16*x)/16])/342 + (512*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/(3*Sqrt[57]) + ((171 - Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/342 - (3*(171 + Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/38 - (3*(443 + 49*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/32 + ((1297 + 147*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/32 - (11*(171 + 257*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/456 + (5*(22059 + 385*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/3648 + (17*(43947 + 33281*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/175104 - ((2867499 + 82561*Sqrt[57])*E^((-1 - 3*Sqrt[57])/16)*ExpIntegralEi[(1 + 3*Sqrt[57] + 16*x)/16])/175104 - E^x*Log[(2*(2 - x^2))/(5*(16 - x - 8*x^2))]","C",191,12,101,0.1188,1,"{6742, 6688, 6725, 2178, 2194, 2269, 2176, 2196, 2554, 2270, 6728, 2268}"
3821,1,19,0,0.0328079,"\int \frac{-3+e^2+e^x (-1+x)}{x^2} \, dx","Int[(-3 + E^2 + E^x*(-1 + x))/x^2,x]","\frac{e^x}{x}+\frac{3-e^2}{x}","\frac{-\frac{2 x}{3}+e^x-e^2+3}{x}",1,"E^x/x + (3 - E^2)/x","A",3,2,16,0.1250,1,"{14, 2197}"
3822,0,0,0,4.4942606,"\int \frac{e^{-e^{1+9 x}+x} \left(-3+27 e^{1+9 x}\right)+24 x}{e^{-2 e^{1+9 x}+2 x}-8 e^{-e^{1+9 x}+x} x^2+16 x^4} \, dx","Int[(E^(-E^(1 + 9*x) + x)*(-3 + 27*E^(1 + 9*x)) + 24*x)/(E^(-2*E^(1 + 9*x) + 2*x) - 8*E^(-E^(1 + 9*x) + x)*x^2 + 16*x^4),x]","\int \frac{e^{-e^{1+9 x}+x} \left(-3+27 e^{1+9 x}\right)+24 x}{e^{-2 e^{1+9 x}+2 x}-8 e^{-e^{1+9 x}+x} x^2+16 x^4} \, dx","\frac{3}{e^{x-e^{9 x+1}}-4 x^2}",1,"(-3*E^(1/9 + 8*x)*Gamma[8/9, -E^(1 + 9*x)])/(-E^(9*x))^(8/9) + 216*Defer[Int][E^(1 + 2*E^(1 + 9*x) + 7*x)*x^2, x] + 1296*Defer[Int][E^(1 + 3*E^(1 + 9*x) + 6*x)*x^4, x] + 6912*Defer[Int][E^(1 + 4*E^(1 + 9*x) + 5*x)*x^6, x] + 34560*Defer[Int][E^(1 + 5*E^(1 + 9*x) + 4*x)*x^8, x] + 165888*Defer[Int][E^(1 + 6*E^(1 + 9*x) + 3*x)*x^10, x] + 774144*Defer[Int][E^(1 + 7*E^(1 + 9*x) + 2*x)*x^12, x] + 3538944*Defer[Int][E^(1 + 8*E^(1 + 9*x) + x)*x^14, x] + 15925248*Defer[Int][E^(1 + 9*E^(1 + 9*x))*x^16, x] - 3*Defer[Int][E^E^(1 + 9*x)/(E^x - 4*E^E^(1 + 9*x)*x^2), x] + 24*Defer[Int][(E^(2*E^(1 + 9*x))*x)/(-E^x + 4*E^E^(1 + 9*x)*x^2)^2, x] - 12*Defer[Int][(E^(2*E^(1 + 9*x))*x^2)/(-E^x + 4*E^E^(1 + 9*x)*x^2)^2, x] + 28311552*Defer[Int][(E^(1 + 11*E^(1 + 9*x))*x^20)/(-E^x + 4*E^E^(1 + 9*x)*x^2)^2, x] - 70778880*Defer[Int][(E^(1 + 10*E^(1 + 9*x))*x^18)/(-E^x + 4*E^E^(1 + 9*x)*x^2), x]","F",0,0,0,0,-1,"{}"
3823,0,0,0,1.2704703,"\int \frac{-21 x^2+9 \log (4)+7 x^2 \log (x)+((27-63 x) \log (4)+(-9+21 x) \log (4) \log (x)) \log (-3+\log (x))}{-9 x^2+3 x^2 \log (x)+(-27 x \log (4)+9 x \log (4) \log (x)) \log (-3+\log (x))} \, dx","Int[(-21*x^2 + 9*Log[4] + 7*x^2*Log[x] + ((27 - 63*x)*Log[4] + (-9 + 21*x)*Log[4]*Log[x])*Log[-3 + Log[x]])/(-9*x^2 + 3*x^2*Log[x] + (-27*x*Log[4] + 9*x*Log[4]*Log[x])*Log[-3 + Log[x]]),x]","\int \frac{-21 x^2+9 \log (4)+7 x^2 \log (x)+((27-63 x) \log (4)+(-9+21 x) \log (4) \log (x)) \log (-3+\log (x))}{-9 x^2+3 x^2 \log (x)+(-27 x \log (4)+9 x \log (4) \log (x)) \log (-3+\log (x))} \, dx","\frac{7 x}{3}-\log (x)+\log (x+3 \log (4) \log (\log (x)-3))-5",1,"(7*x*Log[4])/Log[64] - (3*Log[4]*Log[x])/Log[64] - (Log[18014398509481984]*Defer[Int][1/((-3 + Log[x])*(x + Log[64]*Log[-3 + Log[x]])), x])/(3*Log[64]) + (Log[262144]*Defer[Int][1/(x*(-3 + Log[x])*(x + Log[64]*Log[-3 + Log[x]])), x])/3 + (Log[262144]*Defer[Int][Log[x]/((-3 + Log[x])*(x + Log[64]*Log[-3 + Log[x]])), x])/(3*Log[64])","F",0,0,0,0,-1,"{}"
3824,1,56,0,0.1408971,"\int \frac{3-x-x \log (x)+\left(3+x-5 x^2+\left(-2+x-10 x^2\right) \log (x)-\log \left(5 x^2\right)\right) \log (\log (4))}{x} \, dx","Int[(3 - x - x*Log[x] + (3 + x - 5*x^2 + (-2 + x - 10*x^2)*Log[x] - Log[5*x^2])*Log[Log[4]])/x,x]","-\frac{1}{4} \log (\log (4)) \log ^2\left(5 x^2\right)-5 x^2 \log (\log (4)) \log (x)-\log (\log (4)) \log ^2(x)-x (1-\log (\log (4))) \log (x)+3 (1+\log (\log (4))) \log (x)","\log (x) \left(-\log (\log (4)) \left(5 x^2+\log \left(5 x^2\right)-x-3\right)-x+3\right)",1,"-(x*Log[x]*(1 - Log[Log[4]])) - 5*x^2*Log[x]*Log[Log[4]] - Log[x]^2*Log[Log[4]] - (Log[5*x^2]^2*Log[Log[4]])/4 + 3*Log[x]*(1 + Log[Log[4]])","A",12,5,45,0.1111,1,"{14, 2301, 2357, 2295, 2304}"
3825,1,13,0,0.0134092,"\int \frac{20 e^{\frac{-400+60 e^2+20 e^2 \log (x)}{e^2}}}{x} \, dx","Int[(20*E^((-400 + 60*E^2 + 20*E^2*Log[x])/E^2))/x,x]","e^{60-\frac{400}{e^2}} x^{20}","e^{20 \left(\log (x)-\frac{20}{e^2}+3\right)}",1,"E^(60 - 400/E^2)*x^20","A",4,3,25,0.1200,1,"{12, 1586, 30}"
3826,1,14,0,0.0402953,"\int \frac{-6+8 x+4 x^4}{2 x+x^4} \, dx","Int[(-6 + 8*x + 4*x^4)/(2*x + x^4),x]","\log \left(x^3+2\right)+4 x-3 \log (x)","\log \left(\frac{2}{x^3}+1\right)+4 x-\frac{11}{4}",1,"4*x - 3*Log[x] + Log[2 + x^3]","A",4,3,20,0.1500,1,"{1593, 1834, 260}"
3827,1,32,0,0.0635156,"\int \frac{432 x+216 e^3 x^2+e^6 \left(-18900+36 x^3\right)+e^9 \left(3150 x+2 x^4\right)}{216+108 e^3 x+18 e^6 x^2+e^9 x^3} \, dx","Int[(432*x + 216*E^3*x^2 + E^6*(-18900 + 36*x^3) + E^9*(3150*x + 2*x^4))/(216 + 108*E^3*x + 18*E^6*x^2 + E^9*x^3),x]","x^2-\frac{3150 e^3}{e^3 x+6}+\frac{18900 e^3}{\left(e^3 x+6\right)^2}","x \left(x-\frac{3150}{\left(x+\frac{6}{e^3}\right)^2}\right)",1,"x^2 + (18900*E^3)/(6 + E^3*x)^2 - (3150*E^3)/(6 + E^3*x)","B",2,1,62,0.01613,1,"{2074}"
3828,0,0,0,1.2028137,"\int \frac{e^{\frac{1800 e^{-\frac{4 x}{-12+e^4}}}{x^2}-\frac{4 x}{-12+e^4}} \left(43200-3600 e^4-7200 x\right)}{-12 x^3+e^4 x^3} \, dx","Int[(E^(1800/(E^((4*x)/(-12 + E^4))*x^2) - (4*x)/(-12 + E^4))*(43200 - 3600*E^4 - 7200*x))/(-12*x^3 + E^4*x^3),x]","\int \frac{e^{\frac{1800 e^{-\frac{4 x}{-12+e^4}}}{x^2}-\frac{4 x}{-12+e^4}} \left(43200-3600 e^4-7200 x\right)}{-12 x^3+e^4 x^3} \, dx","e^{\frac{1800 e^{\frac{x}{3-\frac{e^4}{4}}}}{x^2}}",1,"-3600*Defer[Int][E^(1800/(E^((4*x)/(-12 + E^4))*x^2) - (4*x)/(-12 + E^4))/x^3, x] + (7200*Defer[Int][E^(1800/(E^((4*x)/(-12 + E^4))*x^2) - (4*x)/(-12 + E^4))/x^2, x])/(12 - E^4)","F",0,0,0,0,-1,"{}"
3829,1,20,0,0.0456343,"\int \frac{e^x (1-x)-3 x^2-\log ^2(4)}{x^2} \, dx","Int[(E^x*(1 - x) - 3*x^2 - Log[4]^2)/x^2,x]","-3 x-\frac{e^x}{x}+\frac{\log ^2(4)}{x}","\frac{\log ^2(4)}{x}-\frac{3 \left(x^2+2 x\right)-x+e^x}{x}",1,"-(E^x/x) - 3*x + Log[4]^2/x","A",5,2,25,0.08000,1,"{14, 2197}"
3830,1,133,0,0.3525971,"\int \frac{e^{\frac{e^{2 x}+2 e^x x+x^2}{x^2}} \left(-46 x^3+6 x^4+e^{2 x} \left(-60+44 x+28 x^2-12 x^3\right)+e^x \left(-60 x+44 x^2+28 x^3-12 x^4\right)\right)}{125 x^3+225 x^4+135 x^5+27 x^6} \, dx","Int[(E^((E^(2*x) + 2*E^x*x + x^2)/x^2)*(-46*x^3 + 6*x^4 + E^(2*x)*(-60 + 44*x + 28*x^2 - 12*x^3) + E^x*(-60*x + 44*x^2 + 28*x^3 - 12*x^4)))/(125*x^3 + 225*x^4 + 135*x^5 + 27*x^6),x]","-\frac{2 e^{\frac{x^2+2 e^x x+e^{2 x}}{x^2}} \left(e^{2 x} \left(3 x^3-7 x^2-11 x+15\right)+e^x \left(3 x^4-7 x^3-11 x^2+15 x\right)\right)}{\left(27 x^6+135 x^5+225 x^4+125 x^3\right) \left(\frac{e^x x+x+e^x+e^{2 x}}{x^2}-\frac{x^2+2 e^x x+e^{2 x}}{x^3}\right)}","\frac{2 e^{\frac{\left(x+e^x\right)^2}{x^2}} (3-x)}{(3 x+5)^2}",1,"(-2*E^((E^(2*x) + 2*E^x*x + x^2)/x^2)*(E^(2*x)*(15 - 11*x - 7*x^2 + 3*x^3) + E^x*(15*x - 11*x^2 - 7*x^3 + 3*x^4)))/((125*x^3 + 225*x^4 + 135*x^5 + 27*x^6)*((E^x + E^(2*x) + x + E^x*x)/x^2 - (E^(2*x) + 2*E^x*x + x^2)/x^3))","B",1,1,100,0.0100,1,"{2288}"
3831,1,12,0,0.0030391,"\int \frac{1}{2} \left(-5+60 e^3\right) \, dx","Int[(-5 + 60*E^3)/2,x]","-\frac{5}{2} \left(1-12 e^3\right) x","-\frac{5 x}{2}+6 e^3 (5 x+5)+1",1,"(-5*(1 - 12*E^3)*x)/2","A",1,1,11,0.09091,1,"{8}"
3832,1,14,0,0.0042081,"\int 12 e^{1-e^3} x^2 \, dx","Int[12*E^(1 - E^3)*x^2,x]","4 e^{1-e^3} x^3","4 e^{1-e^3} x^3",1,"4*E^(1 - E^3)*x^3","A",2,2,14,0.1429,1,"{12, 30}"
3833,0,0,0,3.8182328,"\int \frac{e^{\frac{\log (5) \log \left(\frac{x}{3}\right)}{-x+(2+x) \log \left(\frac{x}{3}\right)}} \left(-\log (5)+\log (5) \log \left(\frac{x}{3}\right)-\log (5) \log ^2\left(\frac{x}{3}\right)\right)}{x^2+\left(-4 x-2 x^2\right) \log \left(\frac{x}{3}\right)+\left(4+4 x+x^2\right) \log ^2\left(\frac{x}{3}\right)} \, dx","Int[(E^((Log[5]*Log[x/3])/(-x + (2 + x)*Log[x/3]))*(-Log[5] + Log[5]*Log[x/3] - Log[5]*Log[x/3]^2))/(x^2 + (-4*x - 2*x^2)*Log[x/3] + (4 + 4*x + x^2)*Log[x/3]^2),x]","\int \frac{e^{\frac{\log (5) \log \left(\frac{x}{3}\right)}{-x+(2+x) \log \left(\frac{x}{3}\right)}} \left(-\log (5)+\log (5) \log \left(\frac{x}{3}\right)-\log (5) \log ^2\left(\frac{x}{3}\right)\right)}{x^2+\left(-4 x-2 x^2\right) \log \left(\frac{x}{3}\right)+\left(4+4 x+x^2\right) \log ^2\left(\frac{x}{3}\right)} \, dx","5^{\frac{1}{x-\frac{x}{\log \left(\frac{x}{3}\right)}+2}}-e^5",1,"-3*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/(2 + 3*x)^2, x], x, x/3] - 3*(2 + Log[3])*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/(-3*x + 2*Log[x] + 3*x*Log[x])^2, x], x, x/3] - 12*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/((2 + 3*x)^2*(-3*x + 2*Log[x] + 3*x*Log[x])^2), x], x, x/3] + 12*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/((2 + 3*x)*(-3*x + 2*Log[x] + 3*x*Log[x])^2), x], x, x/3] + 12*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/((2 + 3*x)^2*(-3*x + 2*Log[x] + 3*x*Log[x])), x], x, x/3] - 6*Log[5]*Defer[Subst][Defer[Int][E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))/((2 + 3*x)*(-3*x + 2*Log[x] + 3*x*Log[x])), x], x, x/3] + 3*Log[5]*Defer[Subst][Defer[Int][(E^((Log[5]*Log[x])/(-3*x + (2 + 3*x)*Log[x]))*Log[3*x])/(-3*x + 2*Log[x] + 3*x*Log[x])^2, x], x, x/3]","F",0,0,0,0,-1,"{}"
3834,1,12,0,0.0048855,"\int \frac{e^6-\frac{35 x^{4/3}}{e^5}}{e^6} \, dx","Int[(E^6 - (35*x^(4/3))/E^5)/E^6,x]","x-\frac{15 x^{7/3}}{e^{11}}","x-\frac{15 x^{7/3}}{e^{11}}",1,"x - (15*x^(7/3))/E^11","A",2,1,18,0.05556,1,"{12}"
3835,0,0,0,0.6162031,"\int \frac{\exp \left(\frac{5 e^5 x+\left(2 x+e^4 x\right) \log (x)}{2 \log (x)}\right) \left(-5 e^5+5 e^5 \log (x)+\left(2+e^4\right) \log ^2(x)\right)}{2 \log ^2(x)} \, dx","Int[(E^((5*E^5*x + (2*x + E^4*x)*Log[x])/(2*Log[x]))*(-5*E^5 + 5*E^5*Log[x] + (2 + E^4)*Log[x]^2))/(2*Log[x]^2),x]","\int \frac{\exp \left(\frac{5 e^5 x+\left(2 x+e^4 x\right) \log (x)}{2 \log (x)}\right) \left(-5 e^5+5 e^5 \log (x)+\left(2+e^4\right) \log ^2(x)\right)}{2 \log ^2(x)} \, dx","e^{x+\frac{1}{2} e^4 \left(x+\frac{5 e x}{\log (x)}\right)}",1,"((2 + E^4)*Defer[Int][E^((5*E^5*x + (2*x + E^4*x)*Log[x])/(2*Log[x])), x])/2 - (5*Defer[Int][E^((5*E^5*x + 10*Log[x] + 2*(1 + E^4/2)*x*Log[x])/(2*Log[x]))/Log[x]^2, x])/2 + (5*Defer[Int][E^((5*E^5*x + 10*Log[x] + 2*(1 + E^4/2)*x*Log[x])/(2*Log[x]))/Log[x], x])/2","F",0,0,0,0,-1,"{}"
3836,0,0,0,5.8533297,"\int \frac{-80 x-80 x^3+e^x \left(-16 x-16 x^2-16 x^3\right)-32 \log (x)-16 x^2 \log ^2(x)}{e^{2 x^2} \left(3125 x^6+3125 e^x x^6+1250 e^{2 x} x^6+250 e^{3 x} x^6+25 e^{4 x} x^6+e^{5 x} x^6\right)+e^{2 x^2} \left(3125 x^5+2500 e^x x^5+750 e^{2 x} x^5+100 e^{3 x} x^5+5 e^{4 x} x^5\right) \log ^2(x)+e^{2 x^2} \left(1250 x^4+750 e^x x^4+150 e^{2 x} x^4+10 e^{3 x} x^4\right) \log ^4(x)+e^{2 x^2} \left(250 x^3+100 e^x x^3+10 e^{2 x} x^3\right) \log ^6(x)+e^{2 x^2} \left(25 x^2+5 e^x x^2\right) \log ^8(x)+e^{2 x^2} x \log ^{10}(x)} \, dx","Int[(-80*x - 80*x^3 + E^x*(-16*x - 16*x^2 - 16*x^3) - 32*Log[x] - 16*x^2*Log[x]^2)/(E^(2*x^2)*(3125*x^6 + 3125*E^x*x^6 + 1250*E^(2*x)*x^6 + 250*E^(3*x)*x^6 + 25*E^(4*x)*x^6 + E^(5*x)*x^6) + E^(2*x^2)*(3125*x^5 + 2500*E^x*x^5 + 750*E^(2*x)*x^5 + 100*E^(3*x)*x^5 + 5*E^(4*x)*x^5)*Log[x]^2 + E^(2*x^2)*(1250*x^4 + 750*E^x*x^4 + 150*E^(2*x)*x^4 + 10*E^(3*x)*x^4)*Log[x]^4 + E^(2*x^2)*(250*x^3 + 100*E^x*x^3 + 10*E^(2*x)*x^3)*Log[x]^6 + E^(2*x^2)*(25*x^2 + 5*E^x*x^2)*Log[x]^8 + E^(2*x^2)*x*Log[x]^10),x]","\int \frac{-80 x-80 x^3+e^x \left(-16 x-16 x^2-16 x^3\right)-32 \log (x)-16 x^2 \log ^2(x)}{e^{2 x^2} \left(3125 x^6+3125 e^x x^6+1250 e^{2 x} x^6+250 e^{3 x} x^6+25 e^{4 x} x^6+e^{5 x} x^6\right)+e^{2 x^2} \left(3125 x^5+2500 e^x x^5+750 e^{2 x} x^5+100 e^{3 x} x^5+5 e^{4 x} x^5\right) \log ^2(x)+e^{2 x^2} \left(1250 x^4+750 e^x x^4+150 e^{2 x} x^4+10 e^{3 x} x^4\right) \log ^4(x)+e^{2 x^2} \left(250 x^3+100 e^x x^3+10 e^{2 x} x^3\right) \log ^6(x)+e^{2 x^2} \left(25 x^2+5 e^x x^2\right) \log ^8(x)+e^{2 x^2} x \log ^{10}(x)} \, dx","\frac{4 e^{-2 x^2}}{\left(e^x x+5 x+\log ^2(x)\right)^4}",1,"80*Defer[Int][x/(E^(2*x^2)*(5*x + E^x*x + Log[x]^2)^5), x] - 32*Defer[Int][Log[x]/(E^(2*x^2)*x*(5*x + E^x*x + Log[x]^2)^5), x] + 16*Defer[Int][Log[x]^2/(E^(2*x^2)*(5*x + E^x*x + Log[x]^2)^5), x] + 16*Defer[Int][Log[x]^2/(E^(2*x^2)*x*(5*x + E^x*x + Log[x]^2)^5), x] - 16*Defer[Int][1/(E^(2*x^2)*(5*x + E^x*x + Log[x]^2)^4), x] - 16*Defer[Int][1/(E^(2*x^2)*x*(5*x + E^x*x + Log[x]^2)^4), x] - 16*Defer[Int][x/(E^(2*x^2)*(5*x + E^x*x + Log[x]^2)^4), x]","F",0,0,0,0,-1,"{}"
3837,1,46,0,0.1519988,"\int \frac{1+\left(-1+(-2+e) e^{-2-2 x+e x}\right) \log ^2(\log (3))}{x+\left(e^{-2-2 x+e x}-x\right) \log ^2(\log (3))} \, dx","Int[(1 + (-1 + (-2 + E)*E^(-2 - 2*x + E*x))*Log[Log[3]]^2)/(x + (E^(-2 - 2*x + E*x) - x)*Log[Log[3]]^2),x]","\log \left(-e^{-2 x-2} \left(e^{2 x+2} x-e^{2 x+2} x \log ^2(\log (3))+e^{e x} \log ^2(\log (3))\right)\right)","\log \left(\left(x-e^{e x-2 x-2}\right) \log ^2(\log (3))-x\right)",1,"Log[-(E^(-2 - 2*x)*(E^(2 + 2*x)*x + E^(E*x)*Log[Log[3]]^2 - E^(2 + 2*x)*x*Log[Log[3]]^2))]","A",1,1,49,0.02041,1,"{6684}"
3838,1,23,0,0.5077134,"\int \frac{9 x-3 x^3+\left(-3+12 x-10 x^2+2 x^3+3 x^4\right) \log (-1+3 x)}{\left(3 x-9 x^2-x^3+3 x^4\right) \log (-1+3 x)} \, dx","Int[(9*x - 3*x^3 + (-3 + 12*x - 10*x^2 + 2*x^3 + 3*x^4)*Log[-1 + 3*x])/((3*x - 9*x^2 - x^3 + 3*x^4)*Log[-1 + 3*x]),x]","\log \left(3-x^2\right)+x-\log (x)-\log (\log (3 x-1))","x+\log \left(\frac{\frac{3}{x}-x}{8 \log (5) \log (3 x-1)}\right)",1,"x - Log[x] + Log[3 - x^2] - Log[Log[-1 + 3*x]]","A",9,7,66,0.1061,1,"{6741, 6742, 1802, 260, 2390, 2302, 29}"
3839,1,9,0,0.0474603,"\int \frac{1}{x \log (x) \log \left(-e^2 \log (x)\right)} \, dx","Int[1/(x*Log[x]*Log[-(E^2*Log[x])]),x]","\log \left(\log \left(-e^2 \log (x)\right)\right)","\log \left(\log \left(-e^2 \log (x)\right)\right)",1,"Log[Log[-(E^2*Log[x])]]","A",3,2,18,0.1111,1,"{2302, 29}"
3840,1,15,0,0.0068745,"\int \frac{-8+9 x-49 x^2}{9 x^2} \, dx","Int[(-8 + 9*x - 49*x^2)/(9*x^2),x]","-\frac{49 x}{9}+\frac{8}{9 x}+\log (x)","\log \left(e^{\frac{40}{9} \left(\frac{1}{5 x}-x\right)-x-6} x\right)",1,"8/(9*x) - (49*x)/9 + Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
3841,0,0,0,15.0081056,"\int \frac{\exp \left(-2+\frac{e^{-2-2 x} \left(7744 e^2+e^x \left(-704 e-704 e^{2+\frac{2}{x}}\right)+e^{2 x} \left(16+32 e^{1+\frac{2}{x}}+16 e^{2+\frac{4}{x}}\right)\right)}{x^2}-2 x\right) \left(e^{2 x} \left(e^{1+\frac{2}{x}} (-64-64 x)+e^{2+\frac{4}{x}} (-64-32 x)-32 x\right)+e^2 \left(-15488 x-15488 x^2\right)+e^x \left(e \left(1408 x+704 x^2\right)+e^{2+\frac{2}{x}} \left(1408+1408 x+704 x^2\right)\right)\right)}{x^4} \, dx","Int[(E^(-2 + (E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 - 2*x)*(E^(2*x)*(E^(1 + 2/x)*(-64 - 64*x) + E^(2 + 4/x)*(-64 - 32*x) - 32*x) + E^2*(-15488*x - 15488*x^2) + E^x*(E*(1408*x + 704*x^2) + E^(2 + 2/x)*(1408 + 1408*x + 704*x^2))))/x^4,x]","\int \frac{\exp \left(-2+\frac{e^{-2-2 x} \left(7744 e^2+e^x \left(-704 e-704 e^{2+\frac{2}{x}}\right)+e^{2 x} \left(16+32 e^{1+\frac{2}{x}}+16 e^{2+\frac{4}{x}}\right)\right)}{x^2}-2 x\right) \left(e^{2 x} \left(e^{1+\frac{2}{x}} (-64-64 x)+e^{2+\frac{4}{x}} (-64-32 x)-32 x\right)+e^2 \left(-15488 x-15488 x^2\right)+e^x \left(e \left(1408 x+704 x^2\right)+e^{2+\frac{2}{x}} \left(1408+1408 x+704 x^2\right)\right)\right)}{x^4} \, dx","e^{\frac{16 \left(-e^{2/x}+22 e^{-x}-\frac{1}{e}\right)^2}{x^2}}",1,"-64*Defer[Int][E^(-1 + (E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 2/x)/x^4, x] - 64*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 4/x)/x^4, x] + 1408*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 2/x - x)/x^4, x] - 32*Defer[Int][E^(-2 + (16*(-22*E + E^x + E^(1 + 2/x + x))^2)/(E^(2*(1 + x))*x^2))/x^3, x] - 64*Defer[Int][E^(-1 + (E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 2/x)/x^3, x] - 32*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 4/x)/x^3, x] - 15488*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 - 2*x)/x^3, x] + 1408*Defer[Int][E^(-1 + (E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 - x)/x^3, x] + 1408*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 2/x - x)/x^3, x] - 15488*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 - 2*x)/x^2, x] + 704*Defer[Int][E^(-1 + (E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 - x)/x^2, x] + 704*Defer[Int][E^((E^(-2 - 2*x)*(7744*E^2 + E^x*(-704*E - 704*E^(2 + 2/x)) + E^(2*x)*(16 + 32*E^(1 + 2/x) + 16*E^(2 + 4/x))))/x^2 + 2/x - x)/x^2, x]","F",0,0,0,0,-1,"{}"
3842,0,0,0,1.9443438,"\int \frac{2 e^{\frac{e^4-x^2}{x}} x-x^2+\left(-3 x^2+e^{\frac{e^4-x^2}{x}} \left(-2 e^4+4 x-2 x^2\right)\right) \log (x)}{\left(2 e^{\frac{e^4-x^2}{x}} x^2-x^3\right) \log (x)} \, dx","Int[(2*E^((E^4 - x^2)/x)*x - x^2 + (-3*x^2 + E^((E^4 - x^2)/x)*(-2*E^4 + 4*x - 2*x^2))*Log[x])/((2*E^((E^4 - x^2)/x)*x^2 - x^3)*Log[x]),x]","\int \frac{2 e^{\frac{e^4-x^2}{x}} x-x^2+\left(-3 x^2+e^{\frac{e^4-x^2}{x}} \left(-2 e^4+4 x-2 x^2\right)\right) \log (x)}{\left(2 e^{\frac{e^4-x^2}{x}} x^2-x^3\right) \log (x)} \, dx","\log \left(\frac{3}{2} \left(\frac{x}{2}-e^{\frac{e^4}{x}-x}\right) x^2 \log (x)\right)",1,"3*Log[x] + Log[Log[x]] - 2*Defer[Int][E^(E^4/x)/(2*E^(E^4/x) - E^x*x), x] + 2*Defer[Int][E^(4 + E^4/x)/(x^2*(-2*E^(E^4/x) + E^x*x)), x] + Defer[Subst][Defer[Int][E^((E^(4 - E^4/x)*(E^x - x))/2)/x, x], x, (-2*E^(E^4/x) + E^x*x)/x]/E^(E^4/x)","F",0,0,0,0,-1,"{}"
3843,0,0,0,0.209021,"\int \frac{1-4 x-2 x^2}{2 x-4 x^2-x^3+x \log (x)} \, dx","Int[(1 - 4*x - 2*x^2)/(2*x - 4*x^2 - x^3 + x*Log[x]),x]","\int \frac{1-4 x-2 x^2}{2 x-4 x^2-x^3+x \log (x)} \, dx","\log (-((x+5) x)+x+\log (x)+2)",1,"4*Defer[Int][(-2 + 4*x + x^2 - Log[x])^(-1), x] - Defer[Int][1/(x*(-2 + 4*x + x^2 - Log[x])), x] + 2*Defer[Int][x/(-2 + 4*x + x^2 - Log[x]), x]","F",0,0,0,0,-1,"{}"
3844,1,17,0,0.0631594,"\int e^{-x^2} \left(10 x+e^{x^2} \left(1+2 x+3 x^2\right)\right) \, dx","Int[(10*x + E^x^2*(1 + 2*x + 3*x^2))/E^x^2,x]","x^3+x^2-5 e^{-x^2}+x","\left(x^2+x\right) x-5 e^{-x^2}+x",1,"-5/E^x^2 + x + x^2 + x^3","A",5,3,28,0.1071,1,"{6688, 14, 2209}"
3845,0,0,0,2.5190843,"\int \frac{e^{-6-2 x} \left(120+105 x+18 x^2+4 e^{6+2 x} x^3+\left(-70-68 x-12 x^2\right) \log (x)+\left(10+11 x+2 x^2\right) \log ^2(x)\right)}{3 x^3} \, dx","Int[(E^(-6 - 2*x)*(120 + 105*x + 18*x^2 + 4*E^(6 + 2*x)*x^3 + (-70 - 68*x - 12*x^2)*Log[x] + (10 + 11*x + 2*x^2)*Log[x]^2))/(3*x^3),x]","\int \frac{e^{-6-2 x} \left(120+105 x+18 x^2+4 e^{6+2 x} x^3+\left(-70-68 x-12 x^2\right) \log (x)+\left(10+11 x+2 x^2\right) \log ^2(x)\right)}{3 x^3} \, dx","\frac{1}{3} (x+5) \left(3-\frac{e^{-2 x-6} (3-\log (x))^2}{x^2}\right)+\frac{x}{3}",1,"(-85*E^(-6 - 2*x))/(6*x^2) - (22*E^(-6 - 2*x))/(3*x) + (4*x)/3 - (26*ExpIntegralEi[-2*x])/(3*E^6) - (32*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -2*x])/(3*E^6) + (16*EulerGamma*Log[x])/(3*E^6) + (35*E^(-6 - 2*x)*Log[x])/(3*x^2) - (2*E^(-6 - 2*x)*Log[x])/(3*x) - (16*ExpIntegralEi[-2*x]*Log[x])/(3*E^6) + (16*(ExpIntegralE[1, 2*x] + ExpIntegralEi[-2*x])*Log[x])/(3*E^6) + (8*Log[2*x]^2)/(3*E^6) + (10*Defer[Int][(E^(-6 - 2*x)*Log[x]^2)/x^3, x])/3 + (11*Defer[Int][(E^(-6 - 2*x)*Log[x]^2)/x^2, x])/3 + (2*Defer[Int][(E^(-6 - 2*x)*Log[x]^2)/x, x])/3","F",0,0,0,0,-1,"{}"
3846,1,10,0,0.0211517,"\int -\frac{2 e^{\frac{1}{3} (15-\log (x))}}{3 x} \, dx","Int[(-2*E^((15 - Log[x])/3))/(3*x),x]","\frac{2 e^5}{\sqrt[3]{x}}","\frac{2 e^5}{\sqrt[3]{x}}+3",1,"(2*E^5)/x^(1/3)","A",4,3,19,0.1579,1,"{12, 2274, 30}"
3847,1,57,0,0.1898985,"\int \frac{e^{\frac{5-x \log (3)}{\log (3)}} \left(-15-15 x-10 x^2+\left(2+2 x-2 x^2\right) \log (2)+(1+x) \log ^2(2)\right)}{x^2} \, dx","Int[(E^((5 - x*Log[3])/Log[3])*(-15 - 15*x - 10*x^2 + (2 + 2*x - 2*x^2)*Log[2] + (1 + x)*Log[2]^2))/x^2,x]","\frac{e^{\frac{5}{\log (3)}} \left(15-\log ^2(2)-\log (4)\right) 3^{-\frac{x}{\log (3)}}}{x}+2 e^{\frac{5}{\log (3)}} (5+\log (2)) 3^{-\frac{x}{\log (3)}}","\frac{(5+\log (2)) e^{\frac{5}{\log (3)}-x} (2 x+3-\log (2))}{x}",1,"(2*E^(5/Log[3])*(5 + Log[2]))/3^(x/Log[3]) + (E^(5/Log[3])*(15 - Log[2]^2 - Log[4]))/(3^(x/Log[3])*x)","A",6,4,49,0.08163,1,"{2199, 2194, 2177, 2178}"
3848,1,30,0,0.0349189,"\int e^{-2+e^x} \left(\left(216+432 x+288 x^2+64 x^3\right) \log (9)+e^x \left(81+216 x+216 x^2+96 x^3+16 x^4\right) \log (9)\right) \, dx","Int[E^(-2 + E^x)*((216 + 432*x + 288*x^2 + 64*x^3)*Log[9] + E^x*(81 + 216*x + 216*x^2 + 96*x^3 + 16*x^4)*Log[9]),x]","e^{e^x-2} \left(16 x^4+96 x^3+216 x^2+216 x+81\right) \log (9)","e^{e^x-2} (2 x+3)^4 \log (9)",1,"E^(-2 + E^x)*(81 + 216*x + 216*x^2 + 96*x^3 + 16*x^4)*Log[9]","A",1,1,53,0.01887,1,"{2288}"
3849,0,0,0,0.5998529,"\int \frac{1}{3} \left(-3+e^{\frac{1}{3} \left(e^{2 x}-10 x+e^x (-5+2 x)\right)} \left(-10+2 e^{2 x}+e^x (-3+2 x)\right)\right) \, dx","Int[(-3 + E^((E^(2*x) - 10*x + E^x*(-5 + 2*x))/3)*(-10 + 2*E^(2*x) + E^x*(-3 + 2*x)))/3,x]","\int \frac{1}{3} \left(-3+e^{\frac{1}{3} \left(e^{2 x}-10 x+e^x (-5+2 x)\right)} \left(-10+2 e^{2 x}+e^x (-3+2 x)\right)\right) \, dx","e^{\frac{1}{3} \left(e^x-5\right) \left(2 x+e^x\right)}-x",1,"-x - (10*Defer[Int][E^(((-5 + E^x)*(E^x + 2*x))/3), x])/3 - Defer[Int][E^(x + ((-5 + E^x)*(E^x + 2*x))/3), x] + (2*Defer[Int][E^(2*x + ((-5 + E^x)*(E^x + 2*x))/3), x])/3 + (2*Defer[Int][E^(x + ((-5 + E^x)*(E^x + 2*x))/3)*x, x])/3","F",0,0,0,0,-1,"{}"
3850,1,16,0,0.1025158,"\int e^{40-16 x^2+2 x^4} \left(32 x-8 x^3\right) \, dx","Int[E^(40 - 16*x^2 + 2*x^4)*(32*x - 8*x^3),x]","-e^{2 x^4-16 x^2+40}","\log (2)-e^{2 \left(4-x^2\right)^2+8}",1,"-E^(40 - 16*x^2 + 2*x^4)","A",2,2,24,0.08333,1,"{1593, 6706}"
3851,1,30,0,0.0122476,"\int \frac{1}{2} \left(-1+e^2-e^{25}+2 x-9 x^2\right) \, dx","Int[(-1 + E^2 - E^25 + 2*x - 9*x^2)/2,x]","-\frac{3 x^3}{2}+\frac{x^2}{2}-\frac{1}{2} \left(1-e^2+e^{25}\right) x","\frac{1}{2} x \left(-3 x^2+x-e^{25}+e^2-1\right)",1,"-1/2*((1 - E^2 + E^25)*x) + x^2/2 - (3*x^3)/2","A",2,1,22,0.04545,1,"{12}"
3852,1,32,0,0.6036435,"\int \frac{e^{-\frac{16-x^3}{x}} \left(240+3 e^{\frac{16-x^3}{x}} x^2+30 x^3+e^{x+\frac{16-x^3}{x}} \left(5 x^2+3 x^3\right)\right)}{3 x^2} \, dx","Int[(240 + 3*E^((16 - x^3)/x)*x^2 + 30*x^3 + E^(x + (16 - x^3)/x)*(5*x^2 + 3*x^3))/(3*E^((16 - x^3)/x)*x^2),x]","5 e^{x^2-\frac{16}{x}}+x-e^x+\frac{1}{3} e^x (3 x+5)","5 e^{x^2-\frac{16}{x}}+\left(e^x+1\right) \left(x+\frac{2}{3}\right)+4",1,"-E^x + 5*E^(-16/x + x^2) + x + (E^x*(5 + 3*x))/3","A",6,5,73,0.06849,1,"{12, 6688, 2176, 2194, 6706}"
3853,0,0,0,3.2553693,"\int \frac{\exp \left(e^{5 e^{e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}}}+5 e^{e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}}+e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}+\frac{9+8 x^2+3 e^5 x^2}{x^3}\right) \left(-135-40 x^2-15 e^5 x^2\right)}{x^4} \, dx","Int[(E^(E^(5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3)) + 5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + (9 + 8*x^2 + 3*E^5*x^2)/x^3)*(-135 - 40*x^2 - 15*E^5*x^2))/x^4,x]","\int \frac{\exp \left(e^{5 e^{e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}}}+5 e^{e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}}+e^{\frac{9+8 x^2+3 e^5 x^2}{x^3}}+\frac{9+8 x^2+3 e^5 x^2}{x^3}\right) \left(-135-40 x^2-15 e^5 x^2\right)}{x^4} \, dx","e^{e^{5 e^{e^{\frac{\frac{9}{x^2}+3 e^5+5}{x}+\frac{3}{x}}}}}",1,"-135*Defer[Int][E^(E^(5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3)) + 5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + (9 + 8*x^2 + 3*E^5*x^2)/x^3)/x^4, x] - 5*(8 + 3*E^5)*Defer[Int][E^(E^(5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3)) + 5*E^E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + E^((9 + 8*x^2 + 3*E^5*x^2)/x^3) + (9 + 8*x^2 + 3*E^5*x^2)/x^3)/x^2, x]","F",0,0,0,0,-1,"{}"
3854,0,0,0,1.3709021,"\int \frac{e^{-3-3 x+\frac{e^{-3-3 x} x}{\log (4 x)}} (-1+(1-3 x) \log (4 x))}{\log ^2(4 x)} \, dx","Int[(E^(-3 - 3*x + (E^(-3 - 3*x)*x)/Log[4*x])*(-1 + (1 - 3*x)*Log[4*x]))/Log[4*x]^2,x]","\int \frac{e^{-3-3 x+\frac{e^{-3-3 x} x}{\log (4 x)}} (-1+(1-3 x) \log (4 x))}{\log ^2(4 x)} \, dx","e^{\frac{e^{-3 x-3} x}{\log (4 x)}}+3",1,"-Defer[Int][E^(-3 - 3*x + (E^(-3 - 3*x)*x)/Log[4*x])/Log[4*x]^2, x] + Defer[Int][E^(-3 - 3*x + (E^(-3 - 3*x)*x)/Log[4*x])/Log[4*x], x] - 3*Defer[Int][(E^(-3 - 3*x + (E^(-3 - 3*x)*x)/Log[4*x])*x)/Log[4*x], x]","F",0,0,0,0,-1,"{}"
3855,1,295,0,1.2865142,"\int \frac{1464843750 x^2+e^8 \left(-46875000000 x+187500000 x^2-187500 x^3\right)+e^{16} \left(375000000000-3000000000 x+9000000 x^2-12000 x^3+6 x^4\right)+e^x \left(244140625 x-244140625 x^2+e^8 \left(3921875000 x-15656250 x^2+15625 x^3\right)\right)}{244140625 x^3+e^8 \left(-7812500000 x^2+31250000 x^3-31250 x^4\right)+e^{16} \left(62500000000 x-500000000 x^2+1500000 x^3-2000 x^4+x^5\right)} \, dx","Int[(1464843750*x^2 + E^8*(-46875000000*x + 187500000*x^2 - 187500*x^3) + E^16*(375000000000 - 3000000000*x + 9000000*x^2 - 12000*x^3 + 6*x^4) + E^x*(244140625*x - 244140625*x^2 + E^8*(3921875000*x - 15656250*x^2 + 15625*x^3)))/(244140625*x^3 + E^8*(-7812500000*x^2 + 31250000*x^3 - 31250*x^4) + E^16*(62500000000*x - 500000000*x^2 + 1500000*x^3 - 2000*x^4 + x^5)),x]","-\frac{1500 e^8 (500-x) (x+500)}{\left(125+16 e^8\right) \left(e^8 x^2-125 \left(125+8 e^8\right) x+250000 e^8\right)}+\frac{15625 e^x}{e^8 x^2-125 \left(125+8 e^8\right) x+250000 e^8}+\frac{187500 \left(4000 e^8-\left(125+8 e^8\right) x\right)}{\left(125+16 e^8\right) \left(e^8 x^2-125 \left(125+8 e^8\right) x+250000 e^8\right)}+6 \log (x)+\frac{60 \sqrt{5} \left(125+24 e^8\right) \tanh ^{-1}\left(\frac{2 e^8 (500-x)+15625}{625 \sqrt{5 \left(125+16 e^8\right)}}\right)}{\left(125+16 e^8\right)^{3/2}}-\frac{60 \sqrt{5} \left(125+8 e^8\right) \tanh ^{-1}\left(\frac{2 e^8 (500-x)+15625}{625 \sqrt{5 \left(125+16 e^8\right)}}\right)}{\left(125+16 e^8\right)^{3/2}}-\frac{960 \sqrt{5} e^8 \tanh ^{-1}\left(\frac{2 e^8 (500-x)+15625}{625 \sqrt{5 \left(125+16 e^8\right)}}\right)}{\left(125+16 e^8\right)^{3/2}}","\frac{e^x}{e^8 \left(4-\frac{x}{125}\right)^2-x}+6 \log (x)",1,"(15625*E^x)/(250000*E^8 - 125*(125 + 8*E^8)*x + E^8*x^2) - (1500*E^8*(500 - x)*(500 + x))/((125 + 16*E^8)*(250000*E^8 - 125*(125 + 8*E^8)*x + E^8*x^2)) + (187500*(4000*E^8 - (125 + 8*E^8)*x))/((125 + 16*E^8)*(250000*E^8 - 125*(125 + 8*E^8)*x + E^8*x^2)) - (960*Sqrt[5]*E^8*ArcTanh[(15625 + 2*E^8*(500 - x))/(625*Sqrt[5*(125 + 16*E^8)])])/(125 + 16*E^8)^(3/2) - (60*Sqrt[5]*(125 + 8*E^8)*ArcTanh[(15625 + 2*E^8*(500 - x))/(625*Sqrt[5*(125 + 16*E^8)])])/(125 + 16*E^8)^(3/2) + (60*Sqrt[5]*(125 + 24*E^8)*ArcTanh[(15625 + 2*E^8*(500 - x))/(625*Sqrt[5*(125 + 16*E^8)])])/(125 + 16*E^8)^(3/2) + 6*Log[x]","B",15,9,134,0.06716,1,"{6688, 6742, 722, 618, 206, 1646, 1628, 638, 2289}"
3856,0,0,0,3.7780134,"\int \frac{4 e^{20+4 x}+96 x+16 e^{15+3 x} x-140 x^2-8 x^3+4 x^4+e^{10+2 x} \left(-48-104 x+24 x^2\right)+e^{5+x} \left(-192 x-112 x^2+16 x^3\right)+\left(-4 e^{20+4 x}-16 e^{15+3 x} x-4 x^2+8 x^3-4 x^4+e^{10+2 x} \left(8 x-24 x^2\right)+e^{5+x} \left(16 x^2-16 x^3\right)\right) \log (x)}{e^{20+4 x} x^2+4 e^{15+3 x} x^3+x^4-2 x^5+x^6+e^{10+2 x} \left(-2 x^3+6 x^4\right)+e^{5+x} \left(-4 x^4+4 x^5\right)} \, dx","Int[(4*E^(20 + 4*x) + 96*x + 16*E^(15 + 3*x)*x - 140*x^2 - 8*x^3 + 4*x^4 + E^(10 + 2*x)*(-48 - 104*x + 24*x^2) + E^(5 + x)*(-192*x - 112*x^2 + 16*x^3) + (-4*E^(20 + 4*x) - 16*E^(15 + 3*x)*x - 4*x^2 + 8*x^3 - 4*x^4 + E^(10 + 2*x)*(8*x - 24*x^2) + E^(5 + x)*(16*x^2 - 16*x^3))*Log[x])/(E^(20 + 4*x)*x^2 + 4*E^(15 + 3*x)*x^3 + x^4 - 2*x^5 + x^6 + E^(10 + 2*x)*(-2*x^3 + 6*x^4) + E^(5 + x)*(-4*x^4 + 4*x^5)),x]","\int \frac{4 e^{20+4 x}+96 x+16 e^{15+3 x} x-140 x^2-8 x^3+4 x^4+e^{10+2 x} \left(-48-104 x+24 x^2\right)+e^{5+x} \left(-192 x-112 x^2+16 x^3\right)+\left(-4 e^{20+4 x}-16 e^{15+3 x} x-4 x^2+8 x^3-4 x^4+e^{10+2 x} \left(8 x-24 x^2\right)+e^{5+x} \left(16 x^2-16 x^3\right)\right) \log (x)}{e^{20+4 x} x^2+4 e^{15+3 x} x^3+x^4-2 x^5+x^6+e^{10+2 x} \left(-2 x^3+6 x^4\right)+e^{5+x} \left(-4 x^4+4 x^5\right)} \, dx","\frac{4 \left(\log (x)-\frac{12}{x-\left(x+e^{x+5}\right)^2}\right)}{x}+6",1,"(4*Log[x])/x - 192*Defer[Int][(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)^(-2), x] + 96*Defer[Int][E^(5 + x)/(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)^2, x] + 48*Defer[Int][1/(x*(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)^2), x] - 96*Defer[Int][E^(5 + x)/(x*(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)^2), x] + 96*Defer[Int][x/(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)^2, x] - 48*Defer[Int][1/(x^2*(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)), x] - 96*Defer[Int][1/(x*(E^(10 + 2*x) - x + 2*E^(5 + x)*x + x^2)), x]","F",0,0,0,0,-1,"{}"
3857,0,0,0,11.4482276,"\int \frac{-4 x^5-4 x^4 \log (3)+e^x (50 x+25 \log (3))+e^x \left(25 x^2+25 x \log (3)\right) \log \left(x^2+x \log (3)\right)}{-x^6-x^5 \log (3)+e^x \left(25 x^2+25 x \log (3)\right) \log \left(x^2+x \log (3)\right)} \, dx","Int[(-4*x^5 - 4*x^4*Log[3] + E^x*(50*x + 25*Log[3]) + E^x*(25*x^2 + 25*x*Log[3])*Log[x^2 + x*Log[3]])/(-x^6 - x^5*Log[3] + E^x*(25*x^2 + 25*x*Log[3])*Log[x^2 + x*Log[3]]),x]","\int \frac{-4 x^5-4 x^4 \log (3)+e^x (50 x+25 \log (3))+e^x \left(25 x^2+25 x \log (3)\right) \log \left(x^2+x \log (3)\right)}{-x^6-x^5 \log (3)+e^x \left(25 x^2+25 x \log (3)\right) \log \left(x^2+x \log (3)\right)} \, dx","\log \left(\log (x (x+\log (3)))-\frac{1}{25} e^{-x} x^4\right)+x",1,"x + Defer[Int][(2*x + Log[3])/(x*(x + Log[3])*Log[x*(x + Log[3])]), x] - (4 - Log[3])*Log[3]^3*Defer[Int][(x^4 - 25*E^x*Log[x*(x + Log[3])])^(-1), x] - Log[3]^4*Defer[Int][(x^4 - 25*E^x*Log[x*(x + Log[3])])^(-1), x] + Log[3]^2*Log[81]*Defer[Int][(x^4 - 25*E^x*Log[x*(x + Log[3])])^(-1), x] - 4*Log[3]^2*Defer[Int][x/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] + (4 - Log[3])*Log[3]^2*Defer[Int][x/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] + Log[3]^3*Defer[Int][x/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] - (4 - Log[3])*Log[3]*Defer[Int][x^2/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] - Log[3]^2*Defer[Int][x^2/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] + Log[81]*Defer[Int][x^2/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] + (4 - Log[3])*Defer[Int][x^3/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] + Log[3]*Defer[Int][x^3/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] - Defer[Int][x^4/(x^4 - 25*E^x*Log[x*(x + Log[3])]), x] - 4*Log[3]^4*Defer[Int][1/((x + Log[3])*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] + (4 - Log[3])*Log[3]^4*Defer[Int][1/((x + Log[3])*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] + Log[3]^5*Defer[Int][1/((x + Log[3])*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] - Log[3]^2*Defer[Int][x/(Log[x*(x + Log[3])]*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] + Log[3]*Defer[Int][x^2/(Log[x*(x + Log[3])]*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] - 2*Defer[Int][x^3/(Log[x*(x + Log[3])]*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] - Log[3]^4*Defer[Int][1/((x + Log[3])*Log[x*(x + Log[3])]*(x^4 - 25*E^x*Log[x*(x + Log[3])])), x] - Log[3]^3*Defer[Int][1/(Log[x*(x + Log[3])]*(-x^4 + 25*E^x*Log[x*(x + Log[3])])), x]","F",0,0,0,0,-1,"{}"
3858,1,54,0,0.2043971,"\int \frac{e^{\frac{1}{15} \left(35 e^{\frac{e^6}{4}}+3 x\right)} \left(20+4 x-4 x^2\right)}{5-10 x+5 x^2} \, dx","Int[(E^((35*E^(E^6/4) + 3*x)/15)*(20 + 4*x - 4*x^2))/(5 - 10*x + 5*x^2),x]","\frac{4 e^{\frac{1}{15} \left(3 x+35 e^{\frac{e^6}{4}}\right)}}{1-x}-4 e^{\frac{1}{15} \left(3 x+35 e^{\frac{e^6}{4}}\right)}","\frac{4 e^{\frac{x}{5}+\frac{7 e^{\frac{e^6}{4}}}{3}} x}{1-x}",1,"-4*E^((35*E^(E^6/4) + 3*x)/15) + (4*E^((35*E^(E^6/4) + 3*x)/15))/(1 - x)","A",8,6,44,0.1364,1,"{27, 12, 2199, 2194, 2177, 2178}"
3859,0,0,0,66.1159655,"\int \frac{-100 x+40 x^2+e^{12 x^4} \left(-100 x+20 x^2+2400 x^5-960 x^6+96 x^7\right)+e^{6 x^4} \left(-200 x+60 x^2+2400 x^5-1440 x^6+192 x^7\right)}{625-1000 x+350 x^2+40 x^3+x^4+e^{6 x^4} \left(2500-3500 x+1300 x^2-100 x^3-8 x^4\right)+e^{24 x^4} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^{18 x^4} \left(2500-2500 x+900 x^2-140 x^3+8 x^4\right)+e^{12 x^4} \left(3750-4500 x+1700 x^2-260 x^3+14 x^4\right)} \, dx","Int[(-100*x + 40*x^2 + E^(12*x^4)*(-100*x + 20*x^2 + 2400*x^5 - 960*x^6 + 96*x^7) + E^(6*x^4)*(-200*x + 60*x^2 + 2400*x^5 - 1440*x^6 + 192*x^7))/(625 - 1000*x + 350*x^2 + 40*x^3 + x^4 + E^(6*x^4)*(2500 - 3500*x + 1300*x^2 - 100*x^3 - 8*x^4) + E^(24*x^4)*(625 - 500*x + 150*x^2 - 20*x^3 + x^4) + E^(18*x^4)*(2500 - 2500*x + 900*x^2 - 140*x^3 + 8*x^4) + E^(12*x^4)*(3750 - 4500*x + 1700*x^2 - 260*x^3 + 14*x^4)),x]","\int \frac{-100 x+40 x^2+e^{12 x^4} \left(-100 x+20 x^2+2400 x^5-960 x^6+96 x^7\right)+e^{6 x^4} \left(-200 x+60 x^2+2400 x^5-1440 x^6+192 x^7\right)}{625-1000 x+350 x^2+40 x^3+x^4+e^{6 x^4} \left(2500-3500 x+1300 x^2-100 x^3-8 x^4\right)+e^{24 x^4} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^{18 x^4} \left(2500-2500 x+900 x^2-140 x^3+8 x^4\right)+e^{12 x^4} \left(3750-4500 x+1700 x^2-260 x^3+14 x^4\right)} \, dx","\frac{2}{5-\left(\frac{-e^{6 x^4} (x-5)+x+5}{x}-3\right)^2}",1,"2000*Defer[Int][(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^(-2), x] + 10000*Defer[Int][1/((-5 + x)*(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2), x] + 400*Defer[Int][x/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] + 60*Defer[Int][x^2/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] - 20*Defer[Int][(E^(6*x^4)*x^2)/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] - 2400*Defer[Int][x^5/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] - 2400*Defer[Int][(E^(6*x^4)*x^5)/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] + 1920*Defer[Int][x^6/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] + 1440*Defer[Int][(E^(6*x^4)*x^6)/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] + 96*Defer[Int][x^7/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] - 192*Defer[Int][(E^(6*x^4)*x^7)/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^2, x] + 20*Defer[Int][(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))^(-1), x] + 100*Defer[Int][1/((-5 + x)*(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2))), x] + 96*Defer[Int][x^5/(25 + E^(12*x^4)*(-5 + x)^2 - 20*x - x^2 + E^(6*x^4)*(50 - 30*x + 4*x^2)), x]","F",0,0,0,0,-1,"{}"
3860,0,0,0,7.2997743,"\int \frac{e^{84+2 x} \left(4 x^4-2 x^5\right)+e^{42+x} \left(4 x^6-2 x^7\right)+e^{x^2} \left(2 x^7-4 x^9+e^{126+3 x} \left(2 x-4 x^3\right)+e^{84+2 x} \left(6 x^3-12 x^5\right)+e^{42+x} \left(6 x^5-12 x^7\right)\right)}{-x^9+e^{3 x^2} \left(e^{126+3 x}+3 e^{84+2 x} x^2+3 e^{42+x} x^4+x^6\right)+e^{2 x^2} \left(-3 e^{84+2 x} x^3-6 e^{42+x} x^5-3 x^7\right)+e^{x^2} \left(3 e^{42+x} x^6+3 x^8\right)} \, dx","Int[(E^(84 + 2*x)*(4*x^4 - 2*x^5) + E^(42 + x)*(4*x^6 - 2*x^7) + E^x^2*(2*x^7 - 4*x^9 + E^(126 + 3*x)*(2*x - 4*x^3) + E^(84 + 2*x)*(6*x^3 - 12*x^5) + E^(42 + x)*(6*x^5 - 12*x^7)))/(-x^9 + E^(3*x^2)*(E^(126 + 3*x) + 3*E^(84 + 2*x)*x^2 + 3*E^(42 + x)*x^4 + x^6) + E^(2*x^2)*(-3*E^(84 + 2*x)*x^3 - 6*E^(42 + x)*x^5 - 3*x^7) + E^x^2*(3*E^(42 + x)*x^6 + 3*x^8)),x]","\int \frac{e^{84+2 x} \left(4 x^4-2 x^5\right)+e^{42+x} \left(4 x^6-2 x^7\right)+e^{x^2} \left(2 x^7-4 x^9+e^{126+3 x} \left(2 x-4 x^3\right)+e^{84+2 x} \left(6 x^3-12 x^5\right)+e^{42+x} \left(6 x^5-12 x^7\right)\right)}{-x^9+e^{3 x^2} \left(e^{126+3 x}+3 e^{84+2 x} x^2+3 e^{42+x} x^4+x^6\right)+e^{2 x^2} \left(-3 e^{84+2 x} x^3-6 e^{42+x} x^5-3 x^7\right)+e^{x^2} \left(3 e^{42+x} x^6+3 x^8\right)} \, dx","\frac{x^2}{\left(\frac{x^3}{x^2+e^{x+42}}-e^{x^2}\right)^2}",1,"6*Defer[Int][(E^(84 + 2*x)*x^4)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] - 2*Defer[Int][(E^(84 + 2*x)*x^5)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] + 8*Defer[Int][(E^(42 + x)*x^6)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] - 4*Defer[Int][(E^(84 + 2*x)*x^6)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] - 2*Defer[Int][(E^(42 + x)*x^7)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] - 8*Defer[Int][(E^(42 + x)*x^8)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^3, x] + 2*Defer[Int][(E^(84 + 2*x)*x)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^2, x] + 4*Defer[Int][(E^(42 + x)*x^3)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^2, x] - 4*Defer[Int][(E^(84 + 2*x)*x^3)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^2, x] - 8*Defer[Int][(E^(42 + x)*x^5)/(E^(42 + x + x^2) + E^x^2*x^2 - x^3)^2, x] - 2*Defer[Int][x^8/(-E^(42 + x + x^2) - E^x^2*x^2 + x^3)^3, x] + 4*Defer[Int][x^10/(-E^(42 + x + x^2) - E^x^2*x^2 + x^3)^3, x] + 2*Defer[Int][x^5/(-E^(42 + x + x^2) - E^x^2*x^2 + x^3)^2, x] - 4*Defer[Int][x^7/(-E^(42 + x + x^2) - E^x^2*x^2 + x^3)^2, x]","F",0,0,0,0,-1,"{}"
3861,1,86,0,0.353429,"\int \frac{-189-198 x+e^4 \left(22 x+23 x^2\right)+\left(-9-9 x+e^4 \left(x+x^2\right)\right) \log \left(\frac{9 x+9 x^2+e^4 \left(-x^2-x^3\right)}{e^4}\right)}{-180-180 x+e^4 \left(20 x+20 x^2\right)} \, dx","Int[(-189 - 198*x + E^4*(22*x + 23*x^2) + (-9 - 9*x + E^4*(x + x^2))*Log[(9*x + 9*x^2 + E^4*(-x^2 - x^3))/E^4])/(-180 - 180*x + E^4*(20*x + 20*x^2)),x]","\frac{1}{20} x \log \left(x \left(-e^4 x^2+\left(9-e^4\right) x+9\right)\right)+\frac{4 x}{5}-\frac{1}{20} \log (x+1)+\frac{9 \log \left(9-e^4 x\right)}{20 e^4}-\frac{9 \log \left(e^4 x-9\right)}{20 e^4}+\frac{1}{20} \log \left(e^4 x+e^4\right)","\frac{1}{20} x \log \left(\left(\frac{9}{e^4}-x\right) \left(x^2+x\right)\right)+x+3",1,"(4*x)/5 - Log[1 + x]/20 + (9*Log[9 - E^4*x])/(20*E^4) - (9*Log[-9 + E^4*x])/(20*E^4) + Log[E^4 + E^4*x]/20 + (x*Log[x*(9 + (9 - E^4)*x - E^4*x^2)])/20","B",12,7,83,0.08434,1,"{6741, 6728, 893, 2523, 1657, 632, 31}"
3862,0,0,0,0.5555892,"\int \frac{6340+144 e^{2 x}-640 x+16 x^2+e^x (-1911+87 x)}{6400+144 e^{2 x}-640 x+16 x^2+e^x (-1920+96 x)} \, dx","Int[(6340 + 144*E^(2*x) - 640*x + 16*x^2 + E^x*(-1911 + 87*x))/(6400 + 144*E^(2*x) - 640*x + 16*x^2 + E^x*(-1920 + 96*x)),x]","\int \frac{6340+144 e^{2 x}-640 x+16 x^2+e^x (-1911+87 x)}{6400+144 e^{2 x}-640 x+16 x^2+e^x (-1920+96 x)} \, dx","\frac{x}{16 \left(\frac{x-5}{3}+e^x-5\right)}+x",1,"x - (63*Defer[Int][x/(-20 + 3*E^x + x)^2, x])/16 + (3*Defer[Int][x^2/(-20 + 3*E^x + x)^2, x])/16 + (3*Defer[Int][(-20 + 3*E^x + x)^(-1), x])/16 - (3*Defer[Int][x/(-20 + 3*E^x + x), x])/16","F",0,0,0,0,-1,"{}"
3863,1,59,0,2.7899361,"\int \frac{e^{-x} \left(768 x^2-128 x^3+52 x^4-2 x^5+e^x \left(-32 x-98 x^3+4 x^4\right)+e^x \left(-768+32 x+48 x^2-2 x^3\right) \log \left(\frac{1}{3} (-24+x)\right)\right)}{-24 x^2+x^3} \, dx","Int[(768*x^2 - 128*x^3 + 52*x^4 - 2*x^5 + E^x*(-32*x - 98*x^3 + 4*x^4) + E^x*(-768 + 32*x + 48*x^2 - 2*x^3)*Log[(-24 + x)/3])/(E^x*(-24*x^2 + x^3)),x]","2 e^{-x} x^2+2 x^2+32 e^{-x}-48 \log (24-x)+2 (24-x) \log \left(\frac{x}{3}-8\right)-\frac{32 \log \left(\frac{x}{3}-8\right)}{x}","\log \left(e^{2 x+\frac{32}{x}}\right) \left(e^{-x} x+x-\log \left(\frac{x}{3}-8\right)\right)",1,"32/E^x + 2*x^2 + (2*x^2)/E^x - 48*Log[24 - x] + 2*(24 - x)*Log[-8 + x/3] - (32*Log[-8 + x/3])/x","A",24,14,83,0.1687,1,"{1593, 6742, 2196, 2194, 2176, 6688, 1620, 2418, 2389, 2295, 2395, 36, 31, 29}"
3864,1,42,0,0.0970438,"\int \frac{625+(13500+7500 x) \log (2)+\left(97200+108000 x+37200 x^2\right) \log ^2(2)+\left(233280+388800 x+216000 x^2+68800 x^3\right) \log ^3(2)}{125 x^2+\left(2700 x^2+1500 x^3\right) \log (2)+\left(19440 x^2+21600 x^3+6000 x^4\right) \log ^2(2)+\left(46656 x^2+77760 x^3+43200 x^4+8000 x^5\right) \log ^3(2)} \, dx","Int[(625 + (13500 + 7500*x)*Log[2] + (97200 + 108000*x + 37200*x^2)*Log[2]^2 + (233280 + 388800*x + 216000*x^2 + 68800*x^3)*Log[2]^3)/(125*x^2 + (2700*x^2 + 1500*x^3)*Log[2] + (19440*x^2 + 21600*x^3 + 6000*x^4)*Log[2]^2 + (46656*x^2 + 77760*x^3 + 43200*x^4 + 8000*x^5)*Log[2]^3),x]","-\frac{5}{x}+\frac{1296 \log ^2(2)}{(20 x \log (2)+5+36 \log (2))^2}-\frac{72 \log (2)}{20 x \log (2)+5+36 \log (2)}","\frac{x^2}{\left(x+\frac{9}{\frac{5}{4 x \log (2)}+5}\right)^2}-\frac{5}{x}",1,"-5/x + (1296*Log[2]^2)/(5 + 36*Log[2] + 20*x*Log[2])^2 - (72*Log[2])/(5 + 36*Log[2] + 20*x*Log[2])","A",2,1,115,0.008696,1,"{2074}"
3865,1,99,0,0.0560113,"\int e^{-4 x+e^4 x+e^6 x} \left(1-4 x+e^4 x+e^6 x+\left(4-e^4-e^6\right) \log (4)\right) \, dx","Int[E^(-4*x + E^4*x + E^6*x)*(1 - 4*x + E^4*x + E^6*x + (4 - E^4 - E^6)*Log[4]),x]","\frac{e^{-\left(\left(4-e^4-e^6\right) x\right)}}{4-e^4-e^6}-\frac{e^{-\left(\left(4-e^4-e^6\right) x\right)} \left(-\left(\left(4-e^4-e^6\right) x\right)+1+\log (256)-e^6 \log (4)-e^4 \log (4)\right)}{4-e^4-e^6}","e^{\left(-4+e^4+e^6\right) x} (x-\log (4))",1,"1/(E^((4 - E^4 - E^6)*x)*(4 - E^4 - E^6)) - (1 - (4 - E^4 - E^6)*x - E^4*Log[4] - E^6*Log[4] + Log[256])/(E^((4 - E^4 - E^6)*x)*(4 - E^4 - E^6))","B",5,4,47,0.08511,1,"{6, 2187, 2176, 2194}"
3866,1,421,0,7.341463,"\int \frac{-7938-11250 e^8-18900 x-11250 x^2+e^4 (18900+22500 x)+e^{-\frac{50 x}{-21+25 e^4-25 x}} \left(-882-1250 e^8-1050 x-1250 x^2+e^4 (2100+1250 x)\right)+e^{-\frac{25 x}{-21+25 e^4-25 x}} \left(-5292-7500 e^8-9450 x-7500 x^2+e^4 (12600+11250 x)\right)}{3969 x^3+5625 e^8 x^3+9450 x^4+5625 x^5+e^4 \left(-9450 x^3-11250 x^4\right)} \, dx","Int[(-7938 - 11250*E^8 - 18900*x - 11250*x^2 + E^4*(18900 + 22500*x) + (-882 - 1250*E^8 - 1050*x - 1250*x^2 + E^4*(2100 + 1250*x))/E^((50*x)/(-21 + 25*E^4 - 25*x)) + (-5292 - 7500*E^8 - 9450*x - 7500*x^2 + E^4*(12600 + 11250*x))/E^((25*x)/(-21 + 25*E^4 - 25*x)))/(3969*x^3 + 5625*E^8*x^3 + 9450*x^4 + 5625*x^5 + E^4*(-9450*x^3 - 11250*x^4)),x]","\frac{2 e^{\frac{25 x}{25 x-25 e^4+21}}}{3 x^2}+\frac{e^{\frac{50 x}{25 x-25 e^4+21}}}{9 x^2}+\frac{441+625 e^8}{\left(21-25 e^4\right)^2 x^2}-\frac{1050 e^4}{\left(21-25 e^4\right)^2 x^2}-\frac{100 \left(441+625 e^8\right)}{\left(21-25 e^4\right)^3 x}+\frac{2500 e^4 \left(21+25 e^4\right)}{\left(21-25 e^4\right)^3 x}+\frac{2100}{\left(21-25 e^4\right)^2 x}-\frac{1250 \left(441+625 e^8\right)}{\left(21-25 e^4\right)^3 \left(25 x-25 e^4+21\right)}-\frac{1250}{\left(21-25 e^4\right) \left(25 x-25 e^4+21\right)}+\frac{52500}{\left(21-25 e^4\right)^2 \left(25 x-25 e^4+21\right)}+\frac{1562500 e^8}{\left(21-25 e^4\right)^3 \left(25 x-25 e^4+21\right)}-\frac{3750 \left(441+625 e^8\right) \log (x)}{\left(21-25 e^4\right)^4}+\frac{62500 e^4 \left(21+50 e^4\right) \log (x)}{\left(21-25 e^4\right)^4}-\frac{1250 \log (x)}{\left(21-25 e^4\right)^2}+\frac{105000 \log (x)}{\left(21-25 e^4\right)^3}+\frac{3750 \left(441+625 e^8\right) \log \left(25 x-25 e^4+21\right)}{\left(21-25 e^4\right)^4}-\frac{62500 e^4 \left(21+50 e^4\right) \log \left(25 x-25 e^4+21\right)}{\left(21-25 e^4\right)^4}+\frac{1250 \log \left(25 x-25 e^4+21\right)}{\left(21-25 e^4\right)^2}-\frac{105000 \log \left(25 x-25 e^4+21\right)}{\left(21-25 e^4\right)^3}","\frac{\left(e^{\frac{x}{x-e^4+\frac{21}{25}}}+3\right)^2}{9 x^2}",1,"(2*E^((25*x)/(21 - 25*E^4 + 25*x)))/(3*x^2) + E^((50*x)/(21 - 25*E^4 + 25*x))/(9*x^2) - (1050*E^4)/((21 - 25*E^4)^2*x^2) + (441 + 625*E^8)/((21 - 25*E^4)^2*x^2) + 2100/((21 - 25*E^4)^2*x) + (2500*E^4*(21 + 25*E^4))/((21 - 25*E^4)^3*x) - (100*(441 + 625*E^8))/((21 - 25*E^4)^3*x) + (1562500*E^8)/((21 - 25*E^4)^3*(21 - 25*E^4 + 25*x)) + 52500/((21 - 25*E^4)^2*(21 - 25*E^4 + 25*x)) - 1250/((21 - 25*E^4)*(21 - 25*E^4 + 25*x)) - (1250*(441 + 625*E^8))/((21 - 25*E^4)^3*(21 - 25*E^4 + 25*x)) + (105000*Log[x])/(21 - 25*E^4)^3 - (1250*Log[x])/(21 - 25*E^4)^2 + (62500*E^4*(21 + 50*E^4)*Log[x])/(21 - 25*E^4)^4 - (3750*(441 + 625*E^8)*Log[x])/(21 - 25*E^4)^4 - (105000*Log[21 - 25*E^4 + 25*x])/(21 - 25*E^4)^3 + (1250*Log[21 - 25*E^4 + 25*x])/(21 - 25*E^4)^2 - (62500*E^4*(21 + 50*E^4)*Log[21 - 25*E^4 + 25*x])/(21 - 25*E^4)^4 + (3750*(441 + 625*E^8)*Log[21 - 25*E^4 + 25*x])/(21 - 25*E^4)^4","B",107,13,150,0.08667,1,"{6, 6741, 12, 6742, 44, 77, 2230, 2209, 2210, 2232, 2231, 2233, 2178}"
3867,0,0,0,2.6109627,"\int \frac{7 x+e^{\log ^2\left(x^2\right)} \left(3 x+(4-12 x) \log \left(x^2\right)\right)}{12 x+3 e^{2 \log ^2\left(x^2\right)} x+12 x^2+3 x^3+e^{\log ^2\left(x^2\right)} \left(12 x+6 x^2\right)} \, dx","Int[(7*x + E^Log[x^2]^2*(3*x + (4 - 12*x)*Log[x^2]))/(12*x + 3*E^(2*Log[x^2]^2)*x + 12*x^2 + 3*x^3 + E^Log[x^2]^2*(12*x + 6*x^2)),x]","\int \frac{7 x+e^{\log ^2\left(x^2\right)} \left(3 x+(4-12 x) \log \left(x^2\right)\right)}{12 x+3 e^{2 \log ^2\left(x^2\right)} x+12 x^2+3 x^3+e^{\log ^2\left(x^2\right)} \left(12 x+6 x^2\right)} \, dx","\frac{3 x-1}{3 \left(e^{\log ^2\left(x^2\right)}+2\right)+3 x}",1,"Defer[Int][(2 + E^Log[x^2]^2 + x)^(-2), x]/3 - Defer[Int][x/(2 + E^Log[x^2]^2 + x)^2, x] + Defer[Int][(2 + E^Log[x^2]^2 + x)^(-1), x] + (20*Defer[Int][Log[x^2]/(2 + E^Log[x^2]^2 + x)^2, x])/3 - (8*Defer[Int][Log[x^2]/(x*(2 + E^Log[x^2]^2 + x)^2), x])/3 + 4*Defer[Int][(x*Log[x^2])/(2 + E^Log[x^2]^2 + x)^2, x] - 4*Defer[Int][Log[x^2]/(2 + E^Log[x^2]^2 + x), x] + (4*Defer[Int][Log[x^2]/(x*(2 + E^Log[x^2]^2 + x)), x])/3","F",0,0,0,0,-1,"{}"
3868,1,31,0,0.3740337,"\int \frac{-4-x^2+e^{e^x+x} x^2+e^{3+x} \left(-128+128 x-64 x^2\right)}{x^2} \, dx","Int[(-4 - x^2 + E^(E^x + x)*x^2 + E^(3 + x)*(-128 + 128*x - 64*x^2))/x^2,x]","-x+e^{e^x}-64 e^{x+3}+\frac{128 e^{x+3}}{x}+\frac{4}{x}","\frac{(2-x) \left(x+64 e^{x+3}+2\right)}{x}+e^{e^x}-5",1,"E^E^x - 64*E^(3 + x) + 4/x + (128*E^(3 + x))/x - x","A",14,7,38,0.1842,1,"{14, 6742, 2282, 2194, 2199, 2177, 2178}"
3869,0,0,0,1.4178066,"\int \frac{80 e^{2 x}+160 e^x x+80 x^2+\left(e^{2 x} (40-160 x)+40 x-160 x^2+e^x \left(40-120 x-160 x^2\right)\right) \log (-3+12 x)+(-3+12 x) \log ^2(-3+12 x)}{(-2+8 x) \log ^2(-3+12 x)} \, dx","Int[(80*E^(2*x) + 160*E^x*x + 80*x^2 + (E^(2*x)*(40 - 160*x) + 40*x - 160*x^2 + E^x*(40 - 120*x - 160*x^2))*Log[-3 + 12*x] + (-3 + 12*x)*Log[-3 + 12*x]^2)/((-2 + 8*x)*Log[-3 + 12*x]^2),x]","\int \frac{80 e^{2 x}+160 e^x x+80 x^2+\left(e^{2 x} (40-160 x)+40 x-160 x^2+e^x \left(40-120 x-160 x^2\right)\right) \log (-3+12 x)+(-3+12 x) \log ^2(-3+12 x)}{(-2+8 x) \log ^2(-3+12 x)} \, dx","x+\frac{1}{2} \left(x-\frac{20 \left(x+e^x\right)^2}{\log (12 x-3)}\right)",1,"(3*x)/2 - 5/(8*Log[-3 + 12*x]) + (5*(1 - 4*x))/(4*Log[-3 + 12*x]) - (5*(1 - 4*x)^2)/(8*Log[-3 + 12*x]) + 20*Defer[Int][E^x/Log[-3 + 12*x]^2, x] + 20*Defer[Int][E^x/((-1 + 4*x)*Log[-3 + 12*x]^2), x] + 40*Defer[Int][E^(2*x)/((-1 + 4*x)*Log[-3 + 12*x]^2), x] - 25*Defer[Int][E^x/Log[-3 + 12*x], x] - 20*Defer[Int][E^(2*x)/Log[-3 + 12*x], x] - (5*Defer[Int][(E^x*(-3 + 12*x))/Log[-3 + 12*x], x])/3","F",0,0,0,0,-1,"{}"
3870,0,0,0,0.5837943,"\int \frac{3+117 x+30 x^2-45 x^3+\left(24 x+6 x^2-9 x^3\right) \log (3 x)+(-15 x-3 x \log (3 x)) \log (5+\log (3 x))}{5 x+x \log (3 x)} \, dx","Int[(3 + 117*x + 30*x^2 - 45*x^3 + (24*x + 6*x^2 - 9*x^3)*Log[3*x] + (-15*x - 3*x*Log[3*x])*Log[5 + Log[3*x]])/(5*x + x*Log[3*x]),x]","\int \frac{3+117 x+30 x^2-45 x^3+\left(24 x+6 x^2-9 x^3\right) \log (3 x)+(-15 x-3 x \log (3 x)) \log (5+\log (3 x))}{5 x+x \log (3 x)} \, dx","3 (1-x) \left(x^2+\log (\log (3 x)+5)-8\right)",1,"24*x + 3*x^2 - 3*x^3 - ExpIntegralEi[5 + Log[3*x]]/E^5 + 3*Log[5 + Log[3*x]] - Defer[Subst][Defer[Int][Log[5 + Log[x]], x], x, 3*x]","F",0,0,0,0,-1,"{}"
3871,0,0,0,12.2687406,"\int \frac{\left(-323 x+160 x^2-16 x^3\right)^{2-5^{\frac{1}{x}}} \left(323 x-480 x^2+80 x^3+5^{\frac{1}{x}} \left(-323 x+320 x^2-48 x^3\right)+5^{\frac{1}{x}} \left(323-160 x+16 x^2\right) \log (5) \log \left(-323 x+160 x^2-16 x^3\right)\right)}{323 x^3-160 x^4+16 x^5} \, dx","Int[((-323*x + 160*x^2 - 16*x^3)^(2 - 5^x^(-1))*(323*x - 480*x^2 + 80*x^3 + 5^x^(-1)*(-323*x + 320*x^2 - 48*x^3) + 5^x^(-1)*(323 - 160*x + 16*x^2)*Log[5]*Log[-323*x + 160*x^2 - 16*x^3]))/(323*x^3 - 160*x^4 + 16*x^5),x]","\int \frac{\left(-323 x+160 x^2-16 x^3\right)^{2-5^{\frac{1}{x}}} \left(323 x-480 x^2+80 x^3+5^{\frac{1}{x}} \left(-323 x+320 x^2-48 x^3\right)+5^{\frac{1}{x}} \left(323-160 x+16 x^2\right) \log (5) \log \left(-323 x+160 x^2-16 x^3\right)\right)}{323 x^3-160 x^4+16 x^5} \, dx","\frac{\left(\left(16 \left(5-(5-x)^2\right)-3\right) x\right)^{2-5^{\frac{1}{x}}}}{x}",1,"-20672*Log[5]*Log[-(x*(323 - 160*x + 16*x^2))]*Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] - 104329*Defer[Int][5^x^(-1)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] + 104329*Log[5]*Log[-(x*(323 - 160*x + 16*x^2))]*Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x] + 31008*Defer[Int][(5^(1 + x^(-1))*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] + 35936*Log[5]*Log[-(x*(323 - 160*x + 16*x^2))]*Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] - 1024*Log[5]*Log[-(x*(323 - 160*x + 16*x^2))]*Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] - 71872*Defer[Int][(5^x^(-1)*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] + 512*Defer[Int][(5^(2 + x^(-1))*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] + 256*Log[5]*Log[-(x*(323 - 160*x + 16*x^2))]*Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] - 768*Defer[Int][(5^x^(-1)*x^4)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x] + Defer[Int][(x*(-323 + 160*x - 16*x^2))^(2 - 5^x^(-1))/x^2, x] - (320*Defer[Int][(x*(-323 + 160*x - 16*x^2))^(2 - 5^x^(-1))/x, x])/323 + (256*(20 - Sqrt[77])*Defer[Int][(x*(-323 + 160*x - 16*x^2))^(2 - 5^x^(-1))/(-160 - 8*Sqrt[77] + 32*x), x])/323 + (256*(20 + Sqrt[77])*Defer[Int][(x*(-323 + 160*x - 16*x^2))^(2 - 5^x^(-1))/(-160 + 8*Sqrt[77] + 32*x), x])/323 + (13230080*Log[5]*Defer[Int][Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(160 + 8*Sqrt[77] - 32*x), x])/Sqrt[77] + 20672*Log[5]*Defer[Int][Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/x, x] + (661504*(77 + 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 - 8*Sqrt[77] + 32*x), x])/77 + (13230080*Log[5]*Defer[Int][Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/Sqrt[77] + (661504*(77 - 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][5^(1 + x^(-1))/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/77 - (66770560*Log[5]*Defer[Int][Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x]/(160 + 8*Sqrt[77] - 32*x), x])/Sqrt[77] - 104329*Log[5]*Defer[Int][Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x]/x, x] - (3338528*(77 + 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x]/(-160 - 8*Sqrt[77] + 32*x), x])/77 - (66770560*Log[5]*Defer[Int][Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x]/(-160 + 8*Sqrt[77] + 32*x), x])/Sqrt[77] - (3338528*(77 - 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][5^x^(-1)/(x*(x*(-323 + 160*x - 16*x^2))^5^x^(-1)), x]/(-160 + 8*Sqrt[77] + 32*x), x])/77 - (22999040*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(160 + 8*Sqrt[77] - 32*x), x])/Sqrt[77] - 35936*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/x, x] - (1149952*(77 + 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 - 8*Sqrt[77] + 32*x), x])/77 - (22999040*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/Sqrt[77] - (1149952*(77 - 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/77 + (655360*Log[5]*Defer[Int][Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(160 + 8*Sqrt[77] - 32*x), x])/Sqrt[77] + 1024*Log[5]*Defer[Int][Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/x, x] + (32768*(77 + 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 - 8*Sqrt[77] + 32*x), x])/77 + (655360*Log[5]*Defer[Int][Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/Sqrt[77] + (32768*(77 - 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^(1 + x^(-1))*x^2)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/77 - (163840*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(160 + 8*Sqrt[77] - 32*x), x])/Sqrt[77] - 256*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/x, x] - (8192*(77 + 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 - 8*Sqrt[77] + 32*x), x])/77 - (163840*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/Sqrt[77] - (8192*(77 - 20*Sqrt[77])*Log[5]*Defer[Int][Defer[Int][(5^x^(-1)*x^3)/(x*(-323 + 160*x - 16*x^2))^5^x^(-1), x]/(-160 + 8*Sqrt[77] + 32*x), x])/77","F",0,0,0,0,-1,"{}"
3872,0,0,0,2.6525572,"\int \frac{\left(-12+24 x-12 x^2-12 x^3-2 x^4\right) \log \left(e^{2 x} x^2\right)+\left(-12+18 x+22 x^2-20 x^3-14 x^4-2 x^5\right) \log \left(\frac{3 x-3 x^2-x^3}{-2+3 x+x^2}\right)}{\left(6 x-15 x^2+4 x^3+6 x^4+x^5\right) \log \left(e^{2 x} x^2\right) \log \left(\frac{3 x-3 x^2-x^3}{-2+3 x+x^2}\right)} \, dx","Int[((-12 + 24*x - 12*x^2 - 12*x^3 - 2*x^4)*Log[E^(2*x)*x^2] + (-12 + 18*x + 22*x^2 - 20*x^3 - 14*x^4 - 2*x^5)*Log[(3*x - 3*x^2 - x^3)/(-2 + 3*x + x^2)])/((6*x - 15*x^2 + 4*x^3 + 6*x^4 + x^5)*Log[E^(2*x)*x^2]*Log[(3*x - 3*x^2 - x^3)/(-2 + 3*x + x^2)]),x]","\int \frac{\left(-12+24 x-12 x^2-12 x^3-2 x^4\right) \log \left(e^{2 x} x^2\right)+\left(-12+18 x+22 x^2-20 x^3-14 x^4-2 x^5\right) \log \left(\frac{3 x-3 x^2-x^3}{-2+3 x+x^2}\right)}{\left(6 x-15 x^2+4 x^3+6 x^4+x^5\right) \log \left(e^{2 x} x^2\right) \log \left(\frac{3 x-3 x^2-x^3}{-2+3 x+x^2}\right)} \, dx","\log \left(\frac{1}{\log \left(e^{2 x} x^2\right) \log ^2\left(\frac{1}{x-\frac{2}{x}+3}-x\right)}\right)",1,"-Log[Log[E^(2*x)*x^2]] - (12*Defer[Int][1/((-3 + Sqrt[17] - 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/Sqrt[17] + 4*Sqrt[3/7]*Defer[Int][1/((-3 + Sqrt[21] - 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x] - 2*Defer[Int][1/(x*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x] + (4*(17 - 3*Sqrt[17])*Defer[Int][1/((3 - Sqrt[17] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/17 - (12*Defer[Int][1/((3 + Sqrt[17] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/Sqrt[17] + (4*(17 + 3*Sqrt[17])*Defer[Int][1/((3 + Sqrt[17] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/17 - (4*(7 - Sqrt[21])*Defer[Int][1/((3 - Sqrt[21] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/7 + 4*Sqrt[3/7]*Defer[Int][1/((3 + Sqrt[21] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x] - (4*(7 + Sqrt[21])*Defer[Int][1/((3 + Sqrt[21] + 2*x)*Log[-((x*(-3 + 3*x + x^2))/(-2 + 3*x + x^2))]), x])/7","F",0,0,0,0,-1,"{}"
3873,0,0,0,18.9975719,"\int \frac{\log (x)+e^{e^{3 x}} \left(-2 e^5+\left(2-2 e^5+6 e^{5+3 x} x\right) \log (x)+\left(2-6 e^{3 x} x\right) \log ^2(x)\right)+e^{e^{3 x}} \left(-e^5+\left(1-e^5+3 e^{5+3 x} x\right) \log (x)+\left(1-3 e^{3 x} x\right) \log ^2(x)\right) \log \left(-e^5+\log (x)\right)+\left(2 e^5+\left(-2+2 e^5\right) \log (x)-2 \log ^2(x)+\left(e^5+\left(-1+e^5\right) \log (x)-\log ^2(x)\right) \log \left(-e^5+\log (x)\right)\right) \log \left(2+\log \left(-e^5+\log (x)\right)\right)}{e^{e^{3 x}} \left(2 e^5 x \log (x)-2 x \log ^2(x)\right)+e^{e^{3 x}} \left(e^5 x \log (x)-x \log ^2(x)\right) \log \left(-e^5+\log (x)\right)+\left(-2 e^5 x \log (x)+2 x \log ^2(x)+\left(-e^5 x \log (x)+x \log ^2(x)\right) \log \left(-e^5+\log (x)\right)\right) \log \left(2+\log \left(-e^5+\log (x)\right)\right)} \, dx","Int[(Log[x] + E^E^(3*x)*(-2*E^5 + (2 - 2*E^5 + 6*E^(5 + 3*x)*x)*Log[x] + (2 - 6*E^(3*x)*x)*Log[x]^2) + E^E^(3*x)*(-E^5 + (1 - E^5 + 3*E^(5 + 3*x)*x)*Log[x] + (1 - 3*E^(3*x)*x)*Log[x]^2)*Log[-E^5 + Log[x]] + (2*E^5 + (-2 + 2*E^5)*Log[x] - 2*Log[x]^2 + (E^5 + (-1 + E^5)*Log[x] - Log[x]^2)*Log[-E^5 + Log[x]])*Log[2 + Log[-E^5 + Log[x]]])/(E^E^(3*x)*(2*E^5*x*Log[x] - 2*x*Log[x]^2) + E^E^(3*x)*(E^5*x*Log[x] - x*Log[x]^2)*Log[-E^5 + Log[x]] + (-2*E^5*x*Log[x] + 2*x*Log[x]^2 + (-(E^5*x*Log[x]) + x*Log[x]^2)*Log[-E^5 + Log[x]])*Log[2 + Log[-E^5 + Log[x]]]),x]","\int \frac{\log (x)+e^{e^{3 x}} \left(-2 e^5+\left(2-2 e^5+6 e^{5+3 x} x\right) \log (x)+\left(2-6 e^{3 x} x\right) \log ^2(x)\right)+e^{e^{3 x}} \left(-e^5+\left(1-e^5+3 e^{5+3 x} x\right) \log (x)+\left(1-3 e^{3 x} x\right) \log ^2(x)\right) \log \left(-e^5+\log (x)\right)+\left(2 e^5+\left(-2+2 e^5\right) \log (x)-2 \log ^2(x)+\left(e^5+\left(-1+e^5\right) \log (x)-\log ^2(x)\right) \log \left(-e^5+\log (x)\right)\right) \log \left(2+\log \left(-e^5+\log (x)\right)\right)}{e^{e^{3 x}} \left(2 e^5 x \log (x)-2 x \log ^2(x)\right)+e^{e^{3 x}} \left(e^5 x \log (x)-x \log ^2(x)\right) \log \left(-e^5+\log (x)\right)+\left(-2 e^5 x \log (x)+2 x \log ^2(x)+\left(-e^5 x \log (x)+x \log ^2(x)\right) \log \left(-e^5+\log (x)\right)\right) \log \left(2+\log \left(-e^5+\log (x)\right)\right)} \, dx","\log \left(\frac{e^{e^{3 x}}-\log \left(\log \left(\log (x)-e^5\right)+2\right)}{x \log (x)}\right)",1,"3*Defer[Int][E^(E^(3*x) + 3*x)/(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]]), x] - 2*Defer[Int][E^E^(3*x)/(x*(2 + Log[-E^5 + Log[x]])*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] + Defer[Int][1/(x*(E^5 - Log[x])*(2 + Log[-E^5 + Log[x]])*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] - 2*Defer[Int][E^E^(3*x)/(x*Log[x]*(2 + Log[-E^5 + Log[x]])*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] - Defer[Int][(E^E^(3*x)*Log[-E^5 + Log[x]])/(x*(2 + Log[-E^5 + Log[x]])*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] - Defer[Int][(E^E^(3*x)*Log[-E^5 + Log[x]])/(x*Log[x]*(2 + Log[-E^5 + Log[x]])*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] + Defer[Int][Log[2 + Log[-E^5 + Log[x]]]/(x*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x] + Defer[Int][Log[2 + Log[-E^5 + Log[x]]]/(x*Log[x]*(E^E^(3*x) - Log[2 + Log[-E^5 + Log[x]]])), x]","F",0,0,0,0,-1,"{}"
3874,1,14,0,0.0125236,"\int \frac{1+e^x (4 x-4 x \log (2))}{x} \, dx","Int[(1 + E^x*(4*x - 4*x*Log[2]))/x,x]","\log (x)+4 e^x (1-\log (2))","\log \left(\frac{1}{16} x e^{-4 e^x (\log (2)-1)}\right)",1,"4*E^x*(1 - Log[2]) + Log[x]","A",3,2,19,0.1053,1,"{14, 2194}"
3875,1,18,0,0.1239234,"\int \frac{e^{9+\frac{4}{8 x+e x}} (-4+16 x+2 e x)}{8+e} \, dx","Int[(E^(9 + 4/(8*x + E*x))*(-4 + 16*x + 2*E*x))/(8 + E),x]","e^{\frac{4}{(8+e) x}+9} x^2","e^{\frac{4}{(8+e) x}+9} x^2",1,"E^(9 + 4/((8 + E)*x))*x^2","A",10,7,30,0.2333,1,"{6, 12, 2227, 2226, 2206, 2210, 2214}"
3876,1,26,0,0.2767188,"\int \frac{2+4 x-2 x^2-4 x^3+\left(-1-2 x+x^2+2 x^3\right) \log (4)}{-4 x^3+4 x^4+4 x^5+\left(4 x^2-4 x^3-4 x^4\right) \log \left(\frac{6-6 x-6 x^2}{x}\right)+\left(-x+x^2+x^3\right) \log ^2\left(\frac{6-6 x-6 x^2}{x}\right)} \, dx","Int[(2 + 4*x - 2*x^2 - 4*x^3 + (-1 - 2*x + x^2 + 2*x^3)*Log[4])/(-4*x^3 + 4*x^4 + 4*x^5 + (4*x^2 - 4*x^3 - 4*x^4)*Log[(6 - 6*x - 6*x^2)/x] + (-x + x^2 + x^3)*Log[(6 - 6*x - 6*x^2)/x]^2),x]","\frac{2-\log (4)}{2 x-\log \left(-6 x+\frac{6}{x}-6\right)}","\frac{\log (4)-2}{x \left(\frac{\log \left(3 \left(\frac{-x^2+x+2}{x}-x-3\right)\right)}{x}-2\right)}",1,"(2 - Log[4])/(2*x - Log[-6 + 6/x - 6*x])","A",3,3,110,0.02727,1,"{6688, 12, 6686}"
3877,1,17,0,0.0086981,"\int \frac{-96+x^2-2 x^3+x^2 \log (2)}{x^2} \, dx","Int[(-96 + x^2 - 2*x^3 + x^2*Log[2])/x^2,x]","-x^2+\frac{96}{x}+x (1+\log (2))","x+\frac{96}{x}+x (\log (2)-x)",1,"96/x - x^2 + x*(1 + Log[2])","A",3,2,20,0.1000,1,"{6, 14}"
3878,1,29,0,0.8931254,"\int \frac{\exp \left(\frac{1}{2} \left(-10+\log \left(15-12 x \log \left(2+\log ^2\left(4+x^2\right)\right)\right)\right)\right) \left(8 x^2 \log \left(4+x^2\right)+\left(16+4 x^2+\left(8+2 x^2\right) \log ^2\left(4+x^2\right)\right) \log \left(2+\log ^2\left(4+x^2\right)\right)\right)}{-40-10 x^2+\left(-20-5 x^2\right) \log ^2\left(4+x^2\right)+\left(32 x+8 x^3+\left(16 x+4 x^3\right) \log ^2\left(4+x^2\right)\right) \log \left(2+\log ^2\left(4+x^2\right)\right)} \, dx","Int[(E^((-10 + Log[15 - 12*x*Log[2 + Log[4 + x^2]^2]])/2)*(8*x^2*Log[4 + x^2] + (16 + 4*x^2 + (8 + 2*x^2)*Log[4 + x^2]^2)*Log[2 + Log[4 + x^2]^2]))/(-40 - 10*x^2 + (-20 - 5*x^2)*Log[4 + x^2]^2 + (32*x + 8*x^3 + (16*x + 4*x^3)*Log[4 + x^2]^2)*Log[2 + Log[4 + x^2]^2]),x]","\frac{\sqrt{3} \sqrt{5-4 x \log \left(\log ^2\left(x^2+4\right)+2\right)}}{e^5}","\frac{\sqrt{3} \sqrt{5-4 x \log \left(\log ^2\left(x^2+4\right)+2\right)}}{e^5}",1,"(Sqrt[3]*Sqrt[5 - 4*x*Log[2 + Log[4 + x^2]^2]])/E^5","A",5,4,137,0.02920,1,"{2274, 12, 6741, 6686}"
3879,0,0,0,1.0076913,"\int \frac{-x^4+\left(200 x+30 x^2-40 x^3-x^4+2 x^5-4 x^8\right) \log (x)+\left(40 x^3+x^4-4 x^5\right) \log (x) \log \left(e^{x^4} \log (x)\right)+2 x^5 \log (x) \log ^2\left(e^{x^4} \log (x)\right)}{\left(300-60 x^2+3 x^4\right) \log (x)+\left(60 x^2-6 x^4\right) \log (x) \log \left(e^{x^4} \log (x)\right)+3 x^4 \log (x) \log ^2\left(e^{x^4} \log (x)\right)} \, dx","Int[(-x^4 + (200*x + 30*x^2 - 40*x^3 - x^4 + 2*x^5 - 4*x^8)*Log[x] + (40*x^3 + x^4 - 4*x^5)*Log[x]*Log[E^x^4*Log[x]] + 2*x^5*Log[x]*Log[E^x^4*Log[x]]^2)/((300 - 60*x^2 + 3*x^4)*Log[x] + (60*x^2 - 6*x^4)*Log[x]*Log[E^x^4*Log[x]] + 3*x^4*Log[x]*Log[E^x^4*Log[x]]^2),x]","\int \frac{-x^4+\left(200 x+30 x^2-40 x^3-x^4+2 x^5-4 x^8\right) \log (x)+\left(40 x^3+x^4-4 x^5\right) \log (x) \log \left(e^{x^4} \log (x)\right)+2 x^5 \log (x) \log ^2\left(e^{x^4} \log (x)\right)}{\left(300-60 x^2+3 x^4\right) \log (x)+\left(60 x^2-6 x^4\right) \log (x) \log \left(e^{x^4} \log (x)\right)+3 x^4 \log (x) \log ^2\left(e^{x^4} \log (x)\right)} \, dx","\frac{1}{3} \left(x^2+\frac{x}{\log \left(e^{x^4} \log (x)\right)+\frac{10}{x^2}-1}\right)",1,"x^2/3 + (20*Defer[Int][x^2/(10 - x^2 + x^2*Log[E^x^4*Log[x]])^2, x])/3 - (4*Defer[Int][x^8/(10 - x^2 + x^2*Log[E^x^4*Log[x]])^2, x])/3 - Defer[Int][x^4/(Log[x]*(10 - x^2 + x^2*Log[E^x^4*Log[x]])^2), x]/3 + Defer[Int][x^2/(10 - x^2 + x^2*Log[E^x^4*Log[x]]), x]/3","F",0,0,0,0,-1,"{}"
3880,0,0,0,11.0940425,"\int \frac{\left(-3 x+6 x^2-x^3+2 x^4+\left(-5 x^3+10 x^4\right) \log (4)\right) \log \left(-3-x^2-5 x^2 \log (4)\right)+\log \left(5-x+x^2\right) \left(-10 x^2+2 x^3-2 x^4+\left(-50 x^2+10 x^3-10 x^4\right) \log (4)+\left(15-3 x+8 x^2-x^3+x^4+\left(25 x^2-5 x^3+5 x^4\right) \log (4)\right) \log \left(-3-x^2-5 x^2 \log (4)\right)\right)}{\left(15-3 x+8 x^2-x^3+x^4+\left(25 x^2-5 x^3+5 x^4\right) \log (4)\right) \log ^2\left(-3-x^2-5 x^2 \log (4)\right)} \, dx","Int[((-3*x + 6*x^2 - x^3 + 2*x^4 + (-5*x^3 + 10*x^4)*Log[4])*Log[-3 - x^2 - 5*x^2*Log[4]] + Log[5 - x + x^2]*(-10*x^2 + 2*x^3 - 2*x^4 + (-50*x^2 + 10*x^3 - 10*x^4)*Log[4] + (15 - 3*x + 8*x^2 - x^3 + x^4 + (25*x^2 - 5*x^3 + 5*x^4)*Log[4])*Log[-3 - x^2 - 5*x^2*Log[4]]))/((15 - 3*x + 8*x^2 - x^3 + x^4 + (25*x^2 - 5*x^3 + 5*x^4)*Log[4])*Log[-3 - x^2 - 5*x^2*Log[4]]^2),x]","\int \frac{\left(-3 x+6 x^2-x^3+2 x^4+\left(-5 x^3+10 x^4\right) \log (4)\right) \log \left(-3-x^2-5 x^2 \log (4)\right)+\log \left(5-x+x^2\right) \left(-10 x^2+2 x^3-2 x^4+\left(-50 x^2+10 x^3-10 x^4\right) \log (4)+\left(15-3 x+8 x^2-x^3+x^4+\left(25 x^2-5 x^3+5 x^4\right) \log (4)\right) \log \left(-3-x^2-5 x^2 \log (4)\right)\right)}{\left(15-3 x+8 x^2-x^3+x^4+\left(25 x^2-5 x^3+5 x^4\right) \log (4)\right) \log ^2\left(-3-x^2-5 x^2 \log (4)\right)} \, dx","\frac{x \log \left(x^2-x+5\right)}{\log \left(-x^2-5 x^2 \log (4)-3\right)}",1,"2*Defer[Int][Log[-3 + x^2*(-1 - 5*Log[4])]^(-1), x] - ((20*I)*Defer[Int][1/((1 + I*Sqrt[19] - 2*x)*Log[-3 + x^2*(-1 - 5*Log[4])]), x])/Sqrt[19] + ((19 - I*Sqrt[19])*Defer[Int][1/((-1 - I*Sqrt[19] + 2*x)*Log[-3 + x^2*(-1 - 5*Log[4])]), x])/19 - ((20*I)*Defer[Int][1/((-1 + I*Sqrt[19] + 2*x)*Log[-3 + x^2*(-1 - 5*Log[4])]), x])/Sqrt[19] + ((19 + I*Sqrt[19])*Defer[Int][1/((-1 + I*Sqrt[19] + 2*x)*Log[-3 + x^2*(-1 - 5*Log[4])]), x])/19 - 2*Defer[Int][Log[5 - x + x^2]/Log[-3 - x^2*(1 + 5*Log[4])]^2, x] + I*Sqrt[3/(1 + 5*Log[4])]*Defer[Int][Log[5 - x + x^2]/((-x + I*Sqrt[3/(1 + 5*Log[4])])*Log[-3 - x^2*(1 + 5*Log[4])]^2), x] + I*Sqrt[3/(1 + 5*Log[4])]*Defer[Int][Log[5 - x + x^2]/((x + I*Sqrt[3/(1 + 5*Log[4])])*Log[-3 - x^2*(1 + 5*Log[4])]^2), x] + Defer[Int][Log[5 - x + x^2]/Log[-3 - x^2*(1 + 5*Log[4])], x]","F",0,0,0,0,-1,"{}"
3881,1,11,0,0.0024725,"\int -\frac{1}{-x+x^2} \, dx","Int[-(-x + x^2)^(-1),x]","\log (x)-\log (1-x)","\log \left(\frac{x}{6 (1-x)}\right)",1,"-Log[1 - x] + Log[x]","A",1,1,11,0.09091,1,"{615}"
3882,1,24,0,0.019327,"\int \frac{-67+4 e^5}{-17+34 x-17 x^2+e^5 \left(4-8 x+4 x^2\right)} \, dx","Int[(-67 + 4*E^5)/(-17 + 34*x - 17*x^2 + E^5*(4 - 8*x + 4*x^2)),x]","\frac{67-4 e^5}{\left(17-4 e^5\right) (1-x)}","\frac{1+\frac{50}{17-4 e^5}}{1-x}-2",1,"(67 - 4*E^5)/((17 - 4*E^5)*(1 - x))","A",5,4,34,0.1176,1,"{12, 1981, 27, 32}"
3883,0,0,0,45.6577858,"\int \frac{e^{-2-\frac{1+4 x}{-1+x}} \left(-x^2-3 x^3-7 x^4+2 x^5-11 x^6+5 x^7-5 x^8+e^2 \left(16-112 x+16 x^2\right)+e^{2+\frac{1+4 x}{-1+x}} \left(x-2 x^2+x^3\right)+e \left(40 x^2+16 x^3+8 x^4+16 x^5\right)\right)}{x^2-2 x^3+x^4} \, dx","Int[(E^(-2 - (1 + 4*x)/(-1 + x))*(-x^2 - 3*x^3 - 7*x^4 + 2*x^5 - 11*x^6 + 5*x^7 - 5*x^8 + E^2*(16 - 112*x + 16*x^2) + E^(2 + (1 + 4*x)/(-1 + x))*(x - 2*x^2 + x^3) + E*(40*x^2 + 16*x^3 + 8*x^4 + 16*x^5)))/(x^2 - 2*x^3 + x^4),x]","\int \frac{e^{-2-\frac{1+4 x}{-1+x}} \left(-x^2-3 x^3-7 x^4+2 x^5-11 x^6+5 x^7-5 x^8+e^2 \left(16-112 x+16 x^2\right)+e^{2+\frac{1+4 x}{-1+x}} \left(x-2 x^2+x^3\right)+e \left(40 x^2+16 x^3+8 x^4+16 x^5\right)\right)}{x^2-2 x^3+x^4} \, dx","\log (x)-\frac{e^{\frac{5}{1-x}-4} \left(\frac{x \left(x^2+1\right)}{e}-4\right)^2}{x}",1,"-4*E^(-6 + 5/(1 - x)) + 16*E^(-5 + 5/(1 - x)) - (16*E^((1 + 4*x)/(1 - x)))/x + (60*ExpIntegralEi[5/(1 - x)])/E^6 - (80*ExpIntegralEi[5/(1 - x)])/E^5 + Log[x] - 41*Defer[Int][E^((1 - 6*x)/(-1 + x)), x] + 40*Defer[Int][E^((-5*x)/(-1 + x)), x] - 25*Defer[Int][E^((1 - 6*x)/(-1 + x))*x, x] + 16*Defer[Int][x/E^((5*x)/(-1 + x)), x] - 16*Defer[Int][E^((1 - 6*x)/(-1 + x))*x^2, x] - 5*Defer[Int][E^((1 - 6*x)/(-1 + x))*x^3, x] - 5*Defer[Int][E^((1 - 6*x)/(-1 + x))*x^4, x]","F",0,0,0,0,-1,"{}"
3884,0,0,0,8.2528434,"\int \frac{-320-32 x+\exp \left(4294967296 x^4+2147483648 x^5+469762048 x^6+58720256 x^7+4587520 x^8+229376 x^9+7168 x^{10}+128 x^{11}+x^{12}\right) \left(-400 x-60 x^2-2 x^3-3435973836800 x^5-2834678415360 x^6-1027570925568 x^7-216426086400 x^8-29418848256 x^9-2702966784 x^{10}-170311680 x^{11}-7277568 x^{12}-202080 x^{13}-3296 x^{14}-24 x^{15}\right)}{-4096+768 \exp \left(4294967296 x^4+2147483648 x^5+469762048 x^6+58720256 x^7+4587520 x^8+229376 x^9+7168 x^{10}+128 x^{11}+x^{12}\right) x^2-48 \exp \left(8589934592 x^4+4294967296 x^5+939524096 x^6+117440512 x^7+9175040 x^8+458752 x^9+14336 x^{10}+256 x^{11}+2 x^{12}\right) x^4+\exp \left(12884901888 x^4+6442450944 x^5+1409286144 x^6+176160768 x^7+13762560 x^8+688128 x^9+21504 x^{10}+384 x^{11}+3 x^{12}\right) x^6} \, dx","Int[(-320 - 32*x + E^(4294967296*x^4 + 2147483648*x^5 + 469762048*x^6 + 58720256*x^7 + 4587520*x^8 + 229376*x^9 + 7168*x^10 + 128*x^11 + x^12)*(-400*x - 60*x^2 - 2*x^3 - 3435973836800*x^5 - 2834678415360*x^6 - 1027570925568*x^7 - 216426086400*x^8 - 29418848256*x^9 - 2702966784*x^10 - 170311680*x^11 - 7277568*x^12 - 202080*x^13 - 3296*x^14 - 24*x^15))/(-4096 + 768*E^(4294967296*x^4 + 2147483648*x^5 + 469762048*x^6 + 58720256*x^7 + 4587520*x^8 + 229376*x^9 + 7168*x^10 + 128*x^11 + x^12)*x^2 - 48*E^(8589934592*x^4 + 4294967296*x^5 + 939524096*x^6 + 117440512*x^7 + 9175040*x^8 + 458752*x^9 + 14336*x^10 + 256*x^11 + 2*x^12)*x^4 + E^(12884901888*x^4 + 6442450944*x^5 + 1409286144*x^6 + 176160768*x^7 + 13762560*x^8 + 688128*x^9 + 21504*x^10 + 384*x^11 + 3*x^12)*x^6),x]","\int \frac{-320-32 x+\exp \left(4294967296 x^4+2147483648 x^5+469762048 x^6+58720256 x^7+4587520 x^8+229376 x^9+7168 x^{10}+128 x^{11}+x^{12}\right) \left(-400 x-60 x^2-2 x^3-3435973836800 x^5-2834678415360 x^6-1027570925568 x^7-216426086400 x^8-29418848256 x^9-2702966784 x^{10}-170311680 x^{11}-7277568 x^{12}-202080 x^{13}-3296 x^{14}-24 x^{15}\right)}{-4096+768 \exp \left(4294967296 x^4+2147483648 x^5+469762048 x^6+58720256 x^7+4587520 x^8+229376 x^9+7168 x^{10}+128 x^{11}+x^{12}\right) x^2-48 \exp \left(8589934592 x^4+4294967296 x^5+939524096 x^6+117440512 x^7+9175040 x^8+458752 x^9+14336 x^{10}+256 x^{11}+2 x^{12}\right) x^4+\exp \left(12884901888 x^4+6442450944 x^5+1409286144 x^6+176160768 x^7+13762560 x^8+688128 x^9+21504 x^{10}+384 x^{11}+3 x^{12}\right) x^6} \, dx","\frac{(x+10)^2}{\left(e^{x^4 (x+16)^8} x^2-16\right)^2}",1,"-1280*Defer[Int][(-16 + E^(x^4*(16 + x)^8)*x^2)^(-3), x] - 6400*Defer[Int][1/(x*(-16 + E^(x^4*(16 + x)^8)*x^2)^3), x] - 64*Defer[Int][x/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 54975581388800*Defer[Int][x^3/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 45354854645760*Defer[Int][x^4/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 16441134809088*Defer[Int][x^5/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 3462817382400*Defer[Int][x^6/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 470701572096*Defer[Int][x^7/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 43247468544*Defer[Int][x^8/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 2724986880*Defer[Int][x^9/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 116441088*Defer[Int][x^10/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 3233280*Defer[Int][x^11/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 52736*Defer[Int][x^12/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 384*Defer[Int][x^13/(-16 + E^(x^4*(16 + x)^8)*x^2)^3, x] - 60*Defer[Int][(-16 + E^(x^4*(16 + x)^8)*x^2)^(-2), x] - 400*Defer[Int][1/(x*(-16 + E^(x^4*(16 + x)^8)*x^2)^2), x] - 2*Defer[Int][x/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 3435973836800*Defer[Int][x^3/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 2834678415360*Defer[Int][x^4/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 1027570925568*Defer[Int][x^5/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 216426086400*Defer[Int][x^6/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 29418848256*Defer[Int][x^7/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 2702966784*Defer[Int][x^8/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 170311680*Defer[Int][x^9/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 7277568*Defer[Int][x^10/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 202080*Defer[Int][x^11/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 3296*Defer[Int][x^12/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x] - 24*Defer[Int][x^13/(-16 + E^(x^4*(16 + x)^8)*x^2)^2, x]","F",0,0,0,0,-1,"{}"
3885,1,83,0,0.3751312,"\int \frac{-512+88 x+21 x^2-2 x^3+(256-64 x) \log \left(8 x-x^2\right)}{-8 x+x^2} \, dx","Int[(-512 + 88*x + 21*x^2 - 2*x^3 + (256 - 64*x)*Log[8*x - x^2])/(-8*x + x^2),x]","-x^2+5 x+16 \log ^2(x-8)+16 \log ^2(x)+32 \log (8) \log (8-x)+64 \log (8-x)+32 \log (x-8) \log \left(\frac{x}{8}\right)+64 \log (x)-32 \log (x-8) \log ((8-x) x)-32 \log (x) \log ((8-x) x)","-x^2+5 x-16 (\log ((8-x) x)-2)^2+4",1,"5*x - x^2 + 64*Log[8 - x] + 32*Log[8]*Log[8 - x] + 16*Log[-8 + x]^2 + 32*Log[-8 + x]*Log[x/8] + 64*Log[x] + 16*Log[x]^2 - 32*Log[-8 + x]*Log[(8 - x)*x] - 32*Log[x]*Log[(8 - x)*x]","B",16,10,41,0.2439,1,"{1593, 6742, 1620, 2514, 2494, 2390, 2301, 2394, 2315, 2316}"
3886,0,0,0,3.3903205,"\int \frac{(-6-6 x) \log (16)+(-6-6 x) \log (1+x)+(9-6 x) \log (-3+2 x)}{\left(\left(-3-x+2 x^2\right) \log ^2(16)+\left(-6-2 x+4 x^2\right) \log (16) \log (1+x)+\left(-3-x+2 x^2\right) \log ^2(1+x)\right) \log ^2(-3+2 x)} \, dx","Int[((-6 - 6*x)*Log[16] + (-6 - 6*x)*Log[1 + x] + (9 - 6*x)*Log[-3 + 2*x])/(((-3 - x + 2*x^2)*Log[16]^2 + (-6 - 2*x + 4*x^2)*Log[16]*Log[1 + x] + (-3 - x + 2*x^2)*Log[1 + x]^2)*Log[-3 + 2*x]^2),x]","\int \frac{(-6-6 x) \log (16)+(-6-6 x) \log (1+x)+(9-6 x) \log (-3+2 x)}{\left(\left(-3-x+2 x^2\right) \log ^2(16)+\left(-6-2 x+4 x^2\right) \log (16) \log (1+x)+\left(-3-x+2 x^2\right) \log ^2(1+x)\right) \log ^2(-3+2 x)} \, dx","\frac{3}{(\log (x+1)+\log (16)) \log (2 x-3)}",1,"3*Log[256]*Defer[Int][1/((3 - 2*x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x] + (3*Log[256]*Defer[Int][1/((-1 - x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x])/5 + (3*Log[256]*Defer[Int][1/((1 + x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x])/5 + 6*Defer[Int][Log[1 + x]/((3 - 2*x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x] + (6*Defer[Int][Log[1 + x]/((-1 - x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x])/5 + (6*Defer[Int][Log[1 + x]/((1 + x)*Log[-3 + 2*x]^2*Log[16 + 16*x]^2), x])/5 + (18*Defer[Int][1/((3 - 2*x)*Log[-3 + 2*x]*Log[16 + 16*x]^2), x])/5 + 3*Defer[Int][1/((-1 - x)*Log[-3 + 2*x]*Log[16 + 16*x]^2), x] + (18*Defer[Int][1/((-3 + 2*x)*Log[-3 + 2*x]*Log[16 + 16*x]^2), x])/5","F",0,0,0,0,-1,"{}"
3887,1,136,0,2.8066254,"\int \frac{15+5 x+e^{-4+x} \left(-15+9 x+5 x^2\right)+\left(3+x+e^{-4+x} \left(-3+2 x+x^2\right)\right) \log \left(\frac{1}{15+5 x}\right)+\log (x) \left(-15-6 x+(-3-x) \log \left(\frac{1}{15+5 x}\right)\right)}{3 x^2+x^3} \, dx","Int[(15 + 5*x + E^(-4 + x)*(-15 + 9*x + 5*x^2) + (3 + x + E^(-4 + x)*(-3 + 2*x + x^2))*Log[(15 + 5*x)^(-1)] + Log[x]*(-15 - 6*x + (-3 - x)*Log[(15 + 5*x)^(-1)]))/(3*x^2 + x^3),x]","\frac{5 e^{x-4}}{x}-\frac{1}{3} \log ^2(x)+\frac{1}{3} \log \left(\frac{x}{3}+1\right) \log (x)-\frac{1}{3} (1-\log (x)) \log (x)+\frac{5 \log (x)}{x}+\frac{1}{3} \log (3) \log (x)+\frac{\log (x)}{3}+\frac{1}{3} (1-\log (x)) \log (x+3)-\frac{1}{3} \log (x+3)-\frac{(1-\log (x)) \log \left(\frac{1}{5 x+15}\right)}{x}+\frac{e^{x-4} \log \left(\frac{1}{5 x+15}\right)}{x}+\frac{\log \left(\frac{1}{5 x+15}\right)}{x}","\frac{\left(e^{x-4}+\log (x)\right) \left(\log \left(\frac{1}{5 (x+3)}\right)+5\right)}{x}",1,"(5*E^(-4 + x))/x + Log[x]/3 + (5*Log[x])/x + (Log[3]*Log[x])/3 + (Log[1 + x/3]*Log[x])/3 - ((1 - Log[x])*Log[x])/3 - Log[x]^2/3 - Log[3 + x]/3 + ((1 - Log[x])*Log[3 + x])/3 + Log[(15 + 5*x)^(-1)]/x + (E^(-4 + x)*Log[(15 + 5*x)^(-1)])/x - ((1 - Log[x])*Log[(15 + 5*x)^(-1)])/x","B",37,18,81,0.2222,1,"{1593, 6742, 6688, 2177, 2178, 2197, 2554, 2357, 2304, 2301, 2317, 2391, 2395, 36, 29, 31, 2376, 2392}"
3888,0,0,0,1.8873605,"\int \frac{e^{-25+\frac{e^{-25+10 x-x^2}}{5 x}+10 x-x^2} \left(-1+10 x-2 x^2+\left(1-10 x+2 x^2\right) \log (3)\right)}{5 x^2} \, dx","Int[(E^(-25 + E^(-25 + 10*x - x^2)/(5*x) + 10*x - x^2)*(-1 + 10*x - 2*x^2 + (1 - 10*x + 2*x^2)*Log[3]))/(5*x^2),x]","\int \frac{e^{-25+\frac{e^{-25+10 x-x^2}}{5 x}+10 x-x^2} \left(-1+10 x-2 x^2+\left(1-10 x+2 x^2\right) \log (3)\right)}{5 x^2} \, dx","e^{\frac{e^{-(x-5)^2}}{5 x}} (1-\log (3))",1,"(-2*(1 - Log[3])*Defer[Int][E^(-(-5 + x)^2 + 1/(5*E^(-5 + x)^2*x)), x])/5 - ((1 - Log[3])*Defer[Int][E^(-(-5 + x)^2 + 1/(5*E^(-5 + x)^2*x))/x^2, x])/5 + 2*(1 - Log[3])*Defer[Int][E^(-(-5 + x)^2 + 1/(5*E^(-5 + x)^2*x))/x, x]","F",0,0,0,0,-1,"{}"
3889,0,0,0,8.6810448,"\int \frac{(-225+x)^{-\frac{e^4}{-e^{2/x}+e^{5+x}}} \left(e^{4+\frac{2}{x}} x^2-e^{9+x} x^2+\left(e^{4+\frac{2}{x}} (-450+2 x)+e^{9+x} \left(-225 x^2+x^3\right)\right) \log (-225+x)\right)}{e^{5+\frac{2}{x}+x} \left(450 x^2-2 x^3\right)+e^{4/x} \left(-225 x^2+x^3\right)+e^{10+2 x} \left(-225 x^2+x^3\right)} \, dx","Int[(E^(4 + 2/x)*x^2 - E^(9 + x)*x^2 + (E^(4 + 2/x)*(-450 + 2*x) + E^(9 + x)*(-225*x^2 + x^3))*Log[-225 + x])/((-225 + x)^(E^4/(-E^(2/x) + E^(5 + x)))*(E^(5 + 2/x + x)*(450*x^2 - 2*x^3) + E^(4/x)*(-225*x^2 + x^3) + E^(10 + 2*x)*(-225*x^2 + x^3))),x]","\int \frac{(-225+x)^{-\frac{e^4}{-e^{2/x}+e^{5+x}}} \left(e^{4+\frac{2}{x}} x^2-e^{9+x} x^2+\left(e^{4+\frac{2}{x}} (-450+2 x)+e^{9+x} \left(-225 x^2+x^3\right)\right) \log (-225+x)\right)}{e^{5+\frac{2}{x}+x} \left(450 x^2-2 x^3\right)+e^{4/x} \left(-225 x^2+x^3\right)+e^{10+2 x} \left(-225 x^2+x^3\right)} \, dx","(x-225)^{\frac{e^4}{e^{2/x}-e^{x+5}}}",1,"-225*E^4*Log[-225 + x]*Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/(E^(2/x) - E^(5 + x))^2, x] + E^4*Defer[Int][(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))/(E^(2/x) - E^(5 + x)), x] + 225*E^4*Log[-225 + x]*Defer[Int][(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))/(E^(2/x) - E^(5 + x)), x] - 450*E^4*Log[-225 + x]*Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/((E^(2/x) - E^(5 + x))^2*x^2), x] + 2*E^4*Log[-225 + x]*Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/((E^(2/x) - E^(5 + x))^2*x), x] + E^4*Log[-225 + x]*Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))*x)/(E^(2/x) - E^(5 + x))^2, x] - E^4*Log[-225 + x]*Defer[Int][((-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))*x)/(E^(2/x) - E^(5 + x)), x] + 225*E^4*Defer[Int][Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/(E^(2/x) - E^(5 + x))^2, x]/(-225 + x), x] - 225*E^4*Defer[Int][Defer[Int][(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))/(E^(2/x) - E^(5 + x)), x]/(-225 + x), x] + 450*E^4*Defer[Int][Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/((E^(2/x) - E^(5 + x))^2*x^2), x]/(-225 + x), x] - 2*E^4*Defer[Int][Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x))))/((E^(2/x) - E^(5 + x))^2*x), x]/(-225 + x), x] - E^4*Defer[Int][Defer[Int][(E^(2/x)*(-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))*x)/(E^(2/x) - E^(5 + x))^2, x]/(-225 + x), x] + E^4*Defer[Int][Defer[Int][((-225 + x)^(-1 + E^4/(E^(2/x) - E^(5 + x)))*x)/(E^(2/x) - E^(5 + x)), x]/(-225 + x), x]","F",0,0,0,0,-1,"{}"
3890,1,65,0,0.1546711,"\int \frac{4-2 e^4+x-4 e^x x-2 \log \left(2 e^{-4 e^x+2 x} x^4\right)}{x^3} \, dx","Int[(4 - 2*E^4 + x - 4*E^x*x - 2*Log[2*E^(-4*E^x + 2*x)*x^4])/x^3,x]","\frac{(x+2)^2}{2 x^2}-\frac{\left(x+2 \left(2-e^4\right)\right)^2}{4 \left(2-e^4\right) x^2}+\frac{\log \left(2 e^{-2 \left(2 e^x-x\right)} x^4\right)}{x^2}","\frac{\log \left(2 e^{2 x-4 e^x} x^4\right)+x+e^4}{x^2}",1,"(2 + x)^2/(2*x^2) - (2*(2 - E^4) + x)^2/(4*(2 - E^4)*x^2) + Log[(2*x^4)/E^(2*(2*E^x - x))]/x^2","B",14,6,37,0.1622,1,"{14, 2177, 2178, 37, 2551, 12}"
3891,1,57,0,0.1591285,"\int \frac{1}{50} \left(-500+100 x+e^{\frac{1}{2} (-96-7 x)} \left(4 x-7 x^2\right)+e^{\frac{1}{4} (-96-7 x)} \left(100-215 x+35 x^2\right)\right) \, dx","Int[(-500 + 100*x + E^((-96 - 7*x)/2)*(4*x - 7*x^2) + E^((-96 - 7*x)/4)*(100 - 215*x + 35*x^2))/50,x]","-\frac{2}{5} e^{\frac{1}{4} (-7 x-96)} x^2+\frac{1}{25} e^{\frac{1}{2} (-7 x-96)} x^2+x^2+2 e^{\frac{1}{4} (-7 x-96)} x-10 x","\left(-\frac{1}{5} e^{-\frac{7 x}{4}-24} x+x-5\right)^2",1,"-10*x + 2*E^((-96 - 7*x)/4)*x + x^2 - (2*E^((-96 - 7*x)/4)*x^2)/5 + (E^((-96 - 7*x)/2)*x^2)/25","B",18,5,52,0.09615,1,"{12, 1593, 2196, 2176, 2194}"
3892,1,10,0,0.0041766,"\int \frac{-8-x^2}{x^3} \, dx","Int[(-8 - x^2)/x^3,x]","\frac{4}{x^2}-\log (x)","\frac{4}{x^2}-\log (x)+1",1,"4/x^2 - Log[x]","A",2,1,11,0.09091,1,"{14}"
3893,1,32,0,0.0932983,"\int e^{-3-x} \left(-5+5 x+e^{3+x} \left(20736+13828 x+2592 x^2+192 x^3+5 x^4\right)\right) \, dx","Int[E^(-3 - x)*(-5 + 5*x + E^(3 + x)*(20736 + 13828*x + 2592*x^2 + 192*x^3 + 5*x^4)),x]","x^5+48 x^4+864 x^3+6914 x^2-5 e^{-x-3} x+20736 x","x^2+\left((x+12)^4-5 e^{-x-3}+x\right) x",1,"20736*x - 5*E^(-3 - x)*x + 6914*x^2 + 864*x^3 + 48*x^4 + x^5","A",5,3,39,0.07692,1,"{6742, 2194, 2176}"
3894,1,20,0,0.0578016,"\int \frac{630+630 x-1311 x^2+101 x^3-2 x^4}{630 x-50 x^2+x^3} \, dx","Int[(630 + 630*x - 1311*x^2 + 101*x^3 - 2*x^4)/(630*x - 50*x^2 + x^3),x]","-x^2-\log \left(x^2-50 x+630\right)+x+\log (x)","-x^2+x-\log \left(\frac{(x-25)^2+5}{x}\right)",1,"x - x^2 + Log[x] - Log[630 - 50*x + x^2]","A",4,3,35,0.08571,1,"{1594, 1628, 628}"
3895,1,23,0,0.2036658,"\int \frac{10+80 x+90 x^2}{-x-4 x^2-3 x^3+\left(x+4 x^2+3 x^3\right) \log \left(\left(2 x+8 x^2+6 x^3\right) \log (5)\right)} \, dx","Int[(10 + 80*x + 90*x^2)/(-x - 4*x^2 - 3*x^3 + (x + 4*x^2 + 3*x^3)*Log[(2*x + 8*x^2 + 6*x^3)*Log[5]]),x]","10 \log \left(1-\log \left(2 x \left(3 x^2+4 x+1\right) \log (5)\right)\right)","10 \log (\log (x (2 x (3 x+4)+2) \log (5))-1)",1,"10*Log[1 - Log[2*x*(1 + 4*x + 3*x^2)*Log[5]]]","A",2,2,58,0.03448,1,"{6741, 6684}"
3896,0,0,0,0.7202178,"\int \frac{-24 x^2+3 x \log (4)+\left(-12 x^2+3 x \log (4)\right) \log \left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)}{-36 x+9 \log (4)+(-24 x+6 \log (4)) \log \left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)+(-4 x+\log (4)) \log ^2\left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)} \, dx","Int[(-24*x^2 + 3*x*Log[4] + (-12*x^2 + 3*x*Log[4])*Log[x^4/(16*x^2 - 8*x*Log[4] + Log[4]^2)])/(-36*x + 9*Log[4] + (-24*x + 6*Log[4])*Log[x^4/(16*x^2 - 8*x*Log[4] + Log[4]^2)] + (-4*x + Log[4])*Log[x^4/(16*x^2 - 8*x*Log[4] + Log[4]^2)]^2),x]","\int \frac{-24 x^2+3 x \log (4)+\left(-12 x^2+3 x \log (4)\right) \log \left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)}{-36 x+9 \log (4)+(-24 x+6 \log (4)) \log \left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)+(-4 x+\log (4)) \log ^2\left(\frac{x^4}{16 x^2-8 x \log (4)+\log ^2(4)}\right)} \, dx","3 \left(\frac{x^2}{2 \left(\log \left(\frac{x^2}{\left(4-\frac{\log (4)}{x}\right)^2}\right)+3\right)}+5\right)",1,"(3*Log[4]*Defer[Int][(3 + Log[x^4/(-4*x + Log[4])^2])^(-2), x])/4 - 3*Defer[Int][x/(3 + Log[x^4/(-4*x + Log[4])^2])^2, x] + (3*Log[4]^2*Defer[Int][1/((4*x - Log[4])*(3 + Log[x^4/(-4*x + Log[4])^2])^2), x])/4 + 3*Defer[Int][x/(3 + Log[x^4/(-4*x + Log[4])^2]), x]","F",0,0,0,0,-1,"{}"
3897,1,30,0,0.0983363,"\int \frac{e^{-2+x} \left(-32+32 x+108 x^2+20 x^3\right)}{5 x^2} \, dx","Int[(E^(-2 + x)*(-32 + 32*x + 108*x^2 + 20*x^3))/(5*x^2),x]","4 e^{x-2} x+\frac{88 e^{x-2}}{5}+\frac{32 e^{x-2}}{5 x}","\frac{2 e^{x-2} (x+4) \left(2 x+\frac{4}{5}\right)}{x}",1,"(88*E^(-2 + x))/5 + (32*E^(-2 + x))/(5*x) + 4*E^(-2 + x)*x","A",9,6,27,0.2222,1,"{12, 2199, 2194, 2177, 2178, 2176}"
3898,0,0,0,7.9593206,"\int \frac{5 x^4+10 x^5+e^{4 x} (5+10 x)+e^{10} (42+90 x)+e^5 \left(31 x^2+60 x^3\right)+e^{2 x} \left(42+e^5 (-58-122 x)+90 x-10 x^2-20 x^3+e^{10} (5+10 x)\right)+e^{3 x} \left(-29-61 x+e^5 (10+20 x)\right)+e^x \left(e^{10} (-29-61 x)+31 x^2+59 x^3+e^5 \left(84+180 x-10 x^2-20 x^3\right)\right)+\left(45 e^{10}+5 e^{4 x}+e^{3 x} \left(-30+10 e^5\right)+30 e^5 x^2+5 x^4+e^{2 x} \left(45-60 e^5+5 e^{10}-10 x^2\right)+e^x \left(-30 e^{10}+30 x^2+e^5 \left(90-10 x^2\right)\right)\right) \log (2 x)}{9 e^{10}+e^{4 x}+e^{3 x} \left(-6+2 e^5\right)+6 e^5 x^2+x^4+e^{2 x} \left(9-12 e^5+e^{10}-2 x^2\right)+e^x \left(-6 e^{10}+6 x^2+e^5 \left(18-2 x^2\right)\right)} \, dx","Int[(5*x^4 + 10*x^5 + E^(4*x)*(5 + 10*x) + E^10*(42 + 90*x) + E^5*(31*x^2 + 60*x^3) + E^(2*x)*(42 + E^5*(-58 - 122*x) + 90*x - 10*x^2 - 20*x^3 + E^10*(5 + 10*x)) + E^(3*x)*(-29 - 61*x + E^5*(10 + 20*x)) + E^x*(E^10*(-29 - 61*x) + 31*x^2 + 59*x^3 + E^5*(84 + 180*x - 10*x^2 - 20*x^3)) + (45*E^10 + 5*E^(4*x) + E^(3*x)*(-30 + 10*E^5) + 30*E^5*x^2 + 5*x^4 + E^(2*x)*(45 - 60*E^5 + 5*E^10 - 10*x^2) + E^x*(-30*E^10 + 30*x^2 + E^5*(90 - 10*x^2)))*Log[2*x])/(9*E^10 + E^(4*x) + E^(3*x)*(-6 + 2*E^5) + 6*E^5*x^2 + x^4 + E^(2*x)*(9 - 12*E^5 + E^10 - 2*x^2) + E^x*(-6*E^10 + 6*x^2 + E^5*(18 - 2*x^2))),x]","\int \frac{5 x^4+10 x^5+e^{4 x} (5+10 x)+e^{10} (42+90 x)+e^5 \left(31 x^2+60 x^3\right)+e^{2 x} \left(42+e^5 (-58-122 x)+90 x-10 x^2-20 x^3+e^{10} (5+10 x)\right)+e^{3 x} \left(-29-61 x+e^5 (10+20 x)\right)+e^x \left(e^{10} (-29-61 x)+31 x^2+59 x^3+e^5 \left(84+180 x-10 x^2-20 x^3\right)\right)+\left(45 e^{10}+5 e^{4 x}+e^{3 x} \left(-30+10 e^5\right)+30 e^5 x^2+5 x^4+e^{2 x} \left(45-60 e^5+5 e^{10}-10 x^2\right)+e^x \left(-30 e^{10}+30 x^2+e^5 \left(90-10 x^2\right)\right)\right) \log (2 x)}{9 e^{10}+e^{4 x}+e^{3 x} \left(-6+2 e^5\right)+6 e^5 x^2+x^4+e^{2 x} \left(9-12 e^5+e^{10}-2 x^2\right)+e^x \left(-6 e^{10}+6 x^2+e^5 \left(18-2 x^2\right)\right)} \, dx","5 x (x+\log (2 x))-\frac{x}{\frac{x^2}{e^x+e^5}-e^x+3}",1,"5*x^2 + 5*x*Log[2*x] + E^5*Defer[Int][(-3*E^5 + E^(2*x) - 3*E^x*(1 - E^5/3) - x^2)^(-1), x] + Defer[Int][E^x/(-3*E^5 + E^(2*x) - 3*E^x*(1 - E^5/3) - x^2), x] - 3*E^5*(3 + E^5)*Defer[Int][x/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] - 3*(3 + E^5)*Defer[Int][(E^x*x)/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] + 2*E^5*Defer[Int][x^2/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] + 2*Defer[Int][(E^x*x^2)/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] - (3 + E^5)*Defer[Int][x^3/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] - 2*Defer[Int][(E^x*x^3)/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2)^2, x] + (3 + E^5)*Defer[Int][x/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2), x] + Defer[Int][(E^x*x)/(3*E^5 - E^(2*x) + 3*E^x*(1 - E^5/3) + x^2), x]","F",0,0,0,0,-1,"{}"
3899,0,0,0,85.9428794,"\int \frac{-20-10 x-5 x^2+\left(8 x+8 x^2-2 x^3-2 x^4+e^{12 x} \left(-48-48 x+12 x^2+12 x^3\right)\right) \log ^2\left(\frac{-4+x^2}{1+x}\right)}{\left(-20-20 x+5 x^2+5 x^3\right) \log \left(\frac{-4+x^2}{1+x}\right)+\left(4 x^2+4 x^3-x^4-x^5+e^{12 x} \left(-4-4 x+x^2+x^3\right)\right) \log ^2\left(\frac{-4+x^2}{1+x}\right)} \, dx","Int[(-20 - 10*x - 5*x^2 + (8*x + 8*x^2 - 2*x^3 - 2*x^4 + E^(12*x)*(-48 - 48*x + 12*x^2 + 12*x^3))*Log[(-4 + x^2)/(1 + x)]^2)/((-20 - 20*x + 5*x^2 + 5*x^3)*Log[(-4 + x^2)/(1 + x)] + (4*x^2 + 4*x^3 - x^4 - x^5 + E^(12*x)*(-4 - 4*x + x^2 + x^3))*Log[(-4 + x^2)/(1 + x)]^2),x]","\int \frac{-20-10 x-5 x^2+\left(8 x+8 x^2-2 x^3-2 x^4+e^{12 x} \left(-48-48 x+12 x^2+12 x^3\right)\right) \log ^2\left(\frac{-4+x^2}{1+x}\right)}{\left(-20-20 x+5 x^2+5 x^3\right) \log \left(\frac{-4+x^2}{1+x}\right)+\left(4 x^2+4 x^3-x^4-x^5+e^{12 x} \left(-4-4 x+x^2+x^3\right)\right) \log ^2\left(\frac{-4+x^2}{1+x}\right)} \, dx","\log \left(\log (4) \left(-x^2+e^{12 x}+\frac{5}{\log \left(x-\frac{x+4}{x+1}\right)}\right)\right)",1,"12*x + 5*Defer[Int][1/((-2 + x)*Log[(-4 + x^2)/(1 + x)]*(-5 - E^(12*x)*Log[(-4 + x^2)/(1 + x)] + x^2*Log[(-4 + x^2)/(1 + x)])), x] - 5*Defer[Int][1/((1 + x)*Log[(-4 + x^2)/(1 + x)]*(-5 - E^(12*x)*Log[(-4 + x^2)/(1 + x)] + x^2*Log[(-4 + x^2)/(1 + x)])), x] + 5*Defer[Int][1/((2 + x)*Log[(-4 + x^2)/(1 + x)]*(-5 - E^(12*x)*Log[(-4 + x^2)/(1 + x)] + x^2*Log[(-4 + x^2)/(1 + x)])), x] - 60*Defer[Int][(5 + (E^(12*x) - x^2)*Log[(-4 + x^2)/(1 + x)])^(-1), x] + 2*Defer[Int][(x*Log[(-4 + x^2)/(1 + x)])/(-5 + (-E^(12*x) + x^2)*Log[(-4 + x^2)/(1 + x)]), x] - 12*Defer[Int][(x^2*Log[(-4 + x^2)/(1 + x)])/(-5 + (-E^(12*x) + x^2)*Log[(-4 + x^2)/(1 + x)]), x]","F",0,0,0,0,-1,"{}"
3900,0,0,0,1.0093638,"\int \frac{-9 e^{10} x+\left(6 e^{20}-6 e^{10} x\right) \log (x)-3 e^{10} x \log ^2(x)}{-\left(\left(9 e^{20} x-18 e^{10} x^2+9 x^3\right) \log \left(\frac{5}{2}\right)\right)-\left(6 e^{20} x-12 e^{10} x^2+6 x^3\right) \log \left(\frac{5}{2}\right) \log ^2(x)-\left(e^{20} x-2 e^{10} x^2+x^3\right) \log \left(\frac{5}{2}\right) \log ^4(x)} \, dx","Int[(-9*E^10*x + (6*E^20 - 6*E^10*x)*Log[x] - 3*E^10*x*Log[x]^2)/(-((9*E^20*x - 18*E^10*x^2 + 9*x^3)*Log[5/2]) - (6*E^20*x - 12*E^10*x^2 + 6*x^3)*Log[5/2]*Log[x]^2 - (E^20*x - 2*E^10*x^2 + x^3)*Log[5/2]*Log[x]^4),x]","\int \frac{-9 e^{10} x+\left(6 e^{20}-6 e^{10} x\right) \log (x)-3 e^{10} x \log ^2(x)}{-\left(\left(9 e^{20} x-18 e^{10} x^2+9 x^3\right) \log \left(\frac{5}{2}\right)\right)-\left(6 e^{20} x-12 e^{10} x^2+6 x^3\right) \log \left(\frac{5}{2}\right) \log ^2(x)-\left(e^{20} x-2 e^{10} x^2+x^3\right) \log \left(\frac{5}{2}\right) \log ^4(x)} \, dx","-\frac{3 x}{\left(\frac{x^2}{e^{10}}-x\right) \log \left(\frac{5}{2}\right) \left(\log ^2(x)+3\right)}",1,"3/(Log[5/2]*(3 + Log[x]^2)) - (6*Defer[Int][Log[x]/((E^10 - x)*(3 + Log[x]^2)^2), x])/Log[5/2] + (3*E^10*Defer[Int][1/((E^10 - x)^2*(3 + Log[x]^2)), x])/Log[5/2]","F",0,0,0,0,-1,"{}"
3901,1,94,0,0.1346368,"\int \frac{e^{\frac{16+6 x-x^2+24 x^3+9 x^6}{x}} \left(-16+x-x^2+48 x^3+45 x^6\right)}{x} \, dx","Int[(E^((16 + 6*x - x^2 + 24*x^3 + 9*x^6)/x)*(-16 + x - x^2 + 48*x^3 + 45*x^6))/x,x]","-\frac{e^{\frac{9 x^6+24 x^3-x^2+6 x+16}{x}} \left(-45 x^6-48 x^3+x^2+16\right)}{x \left(\frac{2 \left(27 x^5+36 x^2-x+3\right)}{x}-\frac{9 x^6+24 x^3-x^2+6 x+16}{x^2}\right)}","e^{\frac{\left(3 x^3+4\right)^2}{x}-x+6} x+2",1,"-((E^((16 + 6*x - x^2 + 24*x^3 + 9*x^6)/x)*(16 + x^2 - 48*x^3 - 45*x^6))/(x*((2*(3 - x + 36*x^2 + 27*x^5))/x - (16 + 6*x - x^2 + 24*x^3 + 9*x^6)/x^2)))","B",1,1,48,0.02083,1,"{2288}"
3902,0,0,0,0.7801991,"\int \frac{-8 \log (x) \log (\log (x))+(-16+8 \log (2 x)) \log (2-\log (2 x))}{(-2 x \log (x)+x \log (x) \log (2 x)) \log ^2(2-\log (2 x))} \, dx","Int[(-8*Log[x]*Log[Log[x]] + (-16 + 8*Log[2*x])*Log[2 - Log[2*x]])/((-2*x*Log[x] + x*Log[x]*Log[2*x])*Log[2 - Log[2*x]]^2),x]","\int \frac{-8 \log (x) \log (\log (x))+(-16+8 \log (2 x)) \log (2-\log (2 x))}{(-2 x \log (x)+x \log (x) \log (2 x)) \log ^2(2-\log (2 x))} \, dx","\frac{8 \log (\log (x))}{\log (2-\log (2 x))}+1",1,"-8*Defer[Int][Log[Log[x]]/(x*(-2 + Log[2*x])*Log[2 - Log[2*x]]^2), x] + 8*Defer[Int][1/(x*Log[x]*Log[2 - Log[2*x]]), x]","F",0,0,0,0,-1,"{}"
3903,1,27,0,8.9184032,"\int \frac{4 x-6 x^3-3 \log (4)+\left(x-x^3-\log (4)\right) \log \left(\frac{-x^2+x^4+x \log (4)}{\log (4)}\right)}{-x+x^3+\log (4)} \, dx","Int[(4*x - 6*x^3 - 3*Log[4] + (x - x^3 - Log[4])*Log[(-x^2 + x^4 + x*Log[4])/Log[4]])/(-x + x^3 + Log[4]),x]","x \left(-\log \left(-x \left(-x^3+x-\log (4)\right)\right)\right)-2 x+x \log (\log (4))","x-x \left(\log \left(\frac{\left(x^3-x\right) x}{\log (4)}+x\right)+3\right)",1,"-2*x - x*Log[-(x*(x - x^3 - Log[4]))] + x*Log[Log[4]]","A",21,8,56,0.1429,1,"{6742, 2079, 800, 634, 618, 204, 628, 2523}"
3904,1,33,0,0.4554372,"\int \frac{-490000+7791 x+2401 x^2+\left(-7791 x-4802 x^2\right) \log (x)}{100000000 x-3180000 x^2-954719 x^3+15582 x^4+2401 x^5} \, dx","Int[(-490000 + 7791*x + 2401*x^2 + (-7791*x - 4802*x^2)*Log[x])/(100000000*x - 3180000*x^2 - 954719*x^3 + 15582*x^4 + 2401*x^5),x]","-\frac{117649 x \log (x)}{880625 (625-49 x)}+\frac{49 x \log (x)}{22544 (x+16)}-\frac{49 \log (x)}{10000}","\frac{\log (x)}{\left(x-\frac{625}{49}\right) (x+16)}",1,"(-49*Log[x])/10000 - (117649*x*Log[x])/(880625*(625 - 49*x)) + (49*x*Log[x])/(22544*(16 + x))","B",16,9,49,0.1837,1,"{6741, 12, 6742, 44, 88, 77, 2357, 2314, 31}"
3905,0,0,0,0.4381698,"\int \frac{-25 x-15 x^2-2 x^3+\left(5+27 x+15 x^2+2 x^3\right) \log \left(1+5 x+x^2\right)}{\left(1+5 x+x^2\right) \log ^2\left(1+5 x+x^2\right)} \, dx","Int[(-25*x - 15*x^2 - 2*x^3 + (5 + 27*x + 15*x^2 + 2*x^3)*Log[1 + 5*x + x^2])/((1 + 5*x + x^2)*Log[1 + 5*x + x^2]^2),x]","\int \frac{-25 x-15 x^2-2 x^3+\left(5+27 x+15 x^2+2 x^3\right) \log \left(1+5 x+x^2\right)}{\left(1+5 x+x^2\right) \log ^2\left(1+5 x+x^2\right)} \, dx","\frac{x (x+5)}{\log \left(x \left(x+\frac{1}{x}+5\right)\right)}",1,"-Log[1 + 5*x + x^2]^(-1) - 5*Defer[Int][Log[1 + 5*x + x^2]^(-2), x] - 2*Defer[Int][x/Log[1 + 5*x + x^2]^2, x] + 5*Defer[Int][Log[1 + 5*x + x^2]^(-1), x] + 2*Defer[Int][x/Log[1 + 5*x + x^2], x]","F",0,0,0,0,-1,"{}"
3906,1,83,0,0.1476816,"\int \frac{-18-18 e^9+36 x}{\left(8000+1200 x-1140 x^2-119 x^3+57 x^4+3 x^5-x^6+e^{27} \left(64+48 x+12 x^2+x^3\right)+e^{18} \left(960+528 x+36 x^2-21 x^3-3 x^4\right)+e^9 \left(4800+1680 x-348 x^2-141 x^3+6 x^4+3 x^5\right)\right) \log ^2(5)} \, dx","Int[(-18 - 18*E^9 + 36*x)/((8000 + 1200*x - 1140*x^2 - 119*x^3 + 57*x^4 + 3*x^5 - x^6 + E^27*(64 + 48*x + 12*x^2 + x^3) + E^18*(960 + 528*x + 36*x^2 - 21*x^3 - 3*x^4) + E^9*(4800 + 1680*x - 348*x^2 - 141*x^3 + 6*x^4 + 3*x^5))*Log[5]^2),x]","\frac{18}{\left(9+e^9\right)^3 (x+4) \log ^2(5)}+\frac{9}{\left(9+e^9\right)^2 (x+4)^2 \log ^2(5)}+\frac{18}{\left(9+e^9\right)^3 \left(-x+e^9+5\right) \log ^2(5)}+\frac{9}{\left(9+e^9\right)^2 \left(-x+e^9+5\right)^2 \log ^2(5)}","\frac{9}{(x+4)^2 \left(x-e^9-5\right)^2 \log ^2(5)}",1,"9/((9 + E^9)^2*(5 + E^9 - x)^2*Log[5]^2) + 18/((9 + E^9)^3*(5 + E^9 - x)*Log[5]^2) + 9/((9 + E^9)^2*(4 + x)^2*Log[5]^2) + 18/((9 + E^9)^3*(4 + x)*Log[5]^2)","B",3,2,117,0.01709,1,"{12, 2074}"
3907,0,0,0,20.8818667,"\int \frac{48+e^{2 e^{\frac{x^2}{2}}} \left(4+e^{3+x} (-1+x)\right)+e^{3+x} (-12+12 x)+e^{e^{\frac{x^2}{2}}} \left(-28+e^{3+x} (7-7 x)+e^{\frac{x^2}{2}} \left(4 x^2-e^{3+x} x^2\right)\right)}{-48 x+12 e^{3+x} x+e^{e^{\frac{x^2}{2}}} \left(28 x-7 e^{3+x} x\right)+e^{2 e^{\frac{x^2}{2}}} \left(-4 x+e^{3+x} x\right)} \, dx","Int[(48 + E^(2*E^(x^2/2))*(4 + E^(3 + x)*(-1 + x)) + E^(3 + x)*(-12 + 12*x) + E^E^(x^2/2)*(-28 + E^(3 + x)*(7 - 7*x) + E^(x^2/2)*(4*x^2 - E^(3 + x)*x^2)))/(-48*x + 12*E^(3 + x)*x + E^E^(x^2/2)*(28*x - 7*E^(3 + x)*x) + E^(2*E^(x^2/2))*(-4*x + E^(3 + x)*x)),x]","\int \frac{48+e^{2 e^{\frac{x^2}{2}}} \left(4+e^{3+x} (-1+x)\right)+e^{3+x} (-12+12 x)+e^{e^{\frac{x^2}{2}}} \left(-28+e^{3+x} (7-7 x)+e^{\frac{x^2}{2}} \left(4 x^2-e^{3+x} x^2\right)\right)}{-48 x+12 e^{3+x} x+e^{e^{\frac{x^2}{2}}} \left(28 x-7 e^{3+x} x\right)+e^{2 e^{\frac{x^2}{2}}} \left(-4 x+e^{3+x} x\right)} \, dx","\log \left(\frac{4-e^{x+3}}{\frac{x}{3-e^{e^{\frac{x^2}{2}}}}+x}\right)-2",1,"x + Log[3 - E^E^(x^2/2)] - Log[4 - E^E^(x^2/2)] + 16*Defer[Int][(-4 + E^E^(x^2/2))^(-1), x] - 9*Defer[Int][(-3 + E^E^(x^2/2))^(-1), x] + 4*Defer[Int][E^(2*E^(x^2/2))/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] + 12*Defer[Int][E^(3 + x)/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] - 7*Defer[Int][E^(3 + E^(x^2/2) + x)/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] - 4*Defer[Int][E^(2*E^(x^2/2))/((-3 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] - 12*Defer[Int][E^(3 + x)/((-3 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] + 7*Defer[Int][E^(3 + E^(x^2/2) + x)/((-3 + E^E^(x^2/2))*(-4 + E^(3 + x))), x] + 48*Defer[Int][1/((3 - E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] - 28*Defer[Int][E^E^(x^2/2)/((3 - E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] + 48*Defer[Int][1/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] - 28*Defer[Int][E^E^(x^2/2)/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] - 12*Defer[Int][E^(3 + x)/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] + 7*Defer[Int][E^(3 + E^(x^2/2) + x)/((-4 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] + 12*Defer[Int][E^(3 + x)/((-3 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] - 7*Defer[Int][E^(3 + E^(x^2/2) + x)/((-3 + E^E^(x^2/2))*(-4 + E^(3 + x))*x), x] - Defer[Subst][Defer[Int][E^(2*E^(x/2))/((-4 + E^E^(x/2))*x), x], x, x^2]/2 + Defer[Subst][Defer[Int][E^(2*E^(x/2))/((-3 + E^E^(x/2))*x), x], x, x^2]/2","F",0,0,0,0,-1,"{}"
3908,0,0,0,0.7809427,"\int \frac{-3375 x^2+2025 x^3-405 x^4+27 x^5+e^2 (-117+81 x)+\left(9 e^2+675 x^2-270 x^3+27 x^4\right) \log (x)+\left(-45 x^2+9 x^3\right) \log ^2(x)+x^2 \log ^3(x)}{-3375 x^2+2025 x^3-405 x^4+27 x^5+\left(675 x^2-270 x^3+27 x^4\right) \log (x)+\left(-45 x^2+9 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","Int[(-3375*x^2 + 2025*x^3 - 405*x^4 + 27*x^5 + E^2*(-117 + 81*x) + (9*E^2 + 675*x^2 - 270*x^3 + 27*x^4)*Log[x] + (-45*x^2 + 9*x^3)*Log[x]^2 + x^2*Log[x]^3)/(-3375*x^2 + 2025*x^3 - 405*x^4 + 27*x^5 + (675*x^2 - 270*x^3 + 27*x^4)*Log[x] + (-45*x^2 + 9*x^3)*Log[x]^2 + x^2*Log[x]^3),x]","\int \frac{-3375 x^2+2025 x^3-405 x^4+27 x^5+e^2 (-117+81 x)+\left(9 e^2+675 x^2-270 x^3+27 x^4\right) \log (x)+\left(-45 x^2+9 x^3\right) \log ^2(x)+x^2 \log ^3(x)}{-3375 x^2+2025 x^3-405 x^4+27 x^5+\left(675 x^2-270 x^3+27 x^4\right) \log (x)+\left(-45 x^2+9 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","x-\frac{x+\frac{e^2}{\left(-x-\frac{\log (x)}{3}+5\right)^2}}{x}+e^2",1,"x + 18*E^2*Defer[Int][1/(x^2*(-15 + 3*x + Log[x])^3), x] + 54*E^2*Defer[Int][1/(x*(-15 + 3*x + Log[x])^3), x] + 9*E^2*Defer[Int][1/(x^2*(-15 + 3*x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
3909,0,0,0,34.7848578,"\int \frac{200 x^2+80 x^3+\left(-50 x^3-20 x^4\right) \log (x)+\left(-400 x-160 x^2+\left(100 x^2+40 x^3\right) \log (x)\right) \log \left(x^2\right)+\left(200+80 x+\left(-50 x-20 x^2\right) \log (x)\right) \log ^2\left(x^2\right)+\left(\frac{4-x \log (x)}{x}\right)^{\frac{x}{-2 x+2 \log \left(x^2\right)}} \left(-100 x-85 x^2-5 x^3+10 x^3 \log (x)+\left(100+125 x+5 x^2-20 x^2 \log (x)\right) \log \left(x^2\right)+(-40+10 x \log (x)) \log ^2\left(x^2\right)+\left(200+40 x+\left(-50 x-10 x^2\right) \log (x)+\left(-100-20 x+\left(25 x+5 x^2\right) \log (x)\right) \log \left(x^2\right)\right) \log \left(\frac{4-x \log (x)}{x}\right)\right)}{-8 x^2+2 x^3 \log (x)+\left(16 x-4 x^2 \log (x)\right) \log \left(x^2\right)+(-8+2 x \log (x)) \log ^2\left(x^2\right)} \, dx","Int[(200*x^2 + 80*x^3 + (-50*x^3 - 20*x^4)*Log[x] + (-400*x - 160*x^2 + (100*x^2 + 40*x^3)*Log[x])*Log[x^2] + (200 + 80*x + (-50*x - 20*x^2)*Log[x])*Log[x^2]^2 + ((4 - x*Log[x])/x)^(x/(-2*x + 2*Log[x^2]))*(-100*x - 85*x^2 - 5*x^3 + 10*x^3*Log[x] + (100 + 125*x + 5*x^2 - 20*x^2*Log[x])*Log[x^2] + (-40 + 10*x*Log[x])*Log[x^2]^2 + (200 + 40*x + (-50*x - 10*x^2)*Log[x] + (-100 - 20*x + (25*x + 5*x^2)*Log[x])*Log[x^2])*Log[(4 - x*Log[x])/x]))/(-8*x^2 + 2*x^3*Log[x] + (16*x - 4*x^2*Log[x])*Log[x^2] + (-8 + 2*x*Log[x])*Log[x^2]^2),x]","\int \frac{200 x^2+80 x^3+\left(-50 x^3-20 x^4\right) \log (x)+\left(-400 x-160 x^2+\left(100 x^2+40 x^3\right) \log (x)\right) \log \left(x^2\right)+\left(200+80 x+\left(-50 x-20 x^2\right) \log (x)\right) \log ^2\left(x^2\right)+\left(\frac{4-x \log (x)}{x}\right)^{\frac{x}{-2 x+2 \log \left(x^2\right)}} \left(-100 x-85 x^2-5 x^3+10 x^3 \log (x)+\left(100+125 x+5 x^2-20 x^2 \log (x)\right) \log \left(x^2\right)+(-40+10 x \log (x)) \log ^2\left(x^2\right)+\left(200+40 x+\left(-50 x-10 x^2\right) \log (x)+\left(-100-20 x+\left(25 x+5 x^2\right) \log (x)\right) \log \left(x^2\right)\right) \log \left(\frac{4-x \log (x)}{x}\right)\right)}{-8 x^2+2 x^3 \log (x)+\left(16 x-4 x^2 \log (x)\right) \log \left(x^2\right)+(-8+2 x \log (x)) \log ^2\left(x^2\right)} \, dx","5 (x+5) \left(\left(\frac{4}{x}-\log (x)\right)^{\frac{x}{2 \left(\log \left(x^2\right)-x\right)}}-x\right)",1,"-25*x - 5*x^2 + 5*Defer[Int][(4/x - Log[x])^(-1/2*x/(x - Log[x^2])), x] + 25*Defer[Int][x^2/(x - Log[x^2])^2, x] + 10*Defer[Int][x^3/(x - Log[x^2])^2, x] + 100*Defer[Int][x^2/((-4 + x*Log[x])*(x - Log[x^2])^2), x] + 40*Defer[Int][x^3/((-4 + x*Log[x])*(x - Log[x^2])^2), x] - 25*Defer[Int][(x^3*Log[x])/((-4 + x*Log[x])*(x - Log[x^2])^2), x] - 10*Defer[Int][(x^4*Log[x])/((-4 + x*Log[x])*(x - Log[x^2])^2), x] - 50*Defer[Int][1/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(-4 + x*Log[x])*(x - Log[x^2])), x] - (45*Defer[Int][x/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(-4 + x*Log[x])*(x - Log[x^2])), x])/2 - (5*Defer[Int][x^2/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(-4 + x*Log[x])*(x - Log[x^2])), x])/2 - 25*Defer[Int][Log[4/x - Log[x]]/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(x - Log[x^2])^2), x] - 5*Defer[Int][(x*Log[4/x - Log[x]])/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(x - Log[x^2])^2), x] + (25*Defer[Int][(Log[x^2]*Log[4/x - Log[x]])/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(x - Log[x^2])^2), x])/2 + (5*Defer[Int][(x*Log[x^2]*Log[4/x - Log[x]])/((4/x - Log[x])^(x/(2*(x - Log[x^2])))*(x - Log[x^2])^2), x])/2","F",0,0,0,0,-1,"{}"
3910,0,0,0,10.5494064,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(45 x^3+e^x \left(15-10 x-x^3\right)\right)}{-15+x^3}\right) \left(-2025 x^2+675 x^3-45 x^6+e^x \left(150+20 x^3\right)\right)}{225-30 x^3+x^6} \, dx","Int[(E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))*(-2025*x^2 + 675*x^3 - 45*x^6 + E^x*(150 + 20*x^3)))/(225 - 30*x^3 + x^6),x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(45 x^3+e^x \left(15-10 x-x^3\right)\right)}{-15+x^3}\right) \left(-2025 x^2+675 x^3-45 x^6+e^x \left(150+20 x^3\right)\right)}{225-30 x^3+x^6} \, dx","e^{\frac{x \left(9 e^{-x} x^2-2\right)}{\frac{x^3}{5}-3}-1}",1,"-45*Defer[Int][E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3))), x] + (2*5^(2/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) - x)^2, x])/(3*3^(1/3)) - (4*5^(1/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) - x), x])/(3*3^(2/3)) + 15*15^(1/3)*Defer[Int][E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) - x), x] + (2*5^(2/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) + (-1)^(1/3)*x)^2, x])/(3*3^(1/3)) - (4*5^(1/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) + (-1)^(1/3)*x), x])/(3*3^(2/3)) + 15*15^(1/3)*Defer[Int][E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) + (-1)^(1/3)*x), x] - (4*5^(1/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) - (-1)^(2/3)*x), x])/(3*3^(2/3)) + 15*15^(1/3)*Defer[Int][E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3) - (-1)^(2/3)*x), x] - (20*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(-15 + 15^(2/3)*x), x])/3 + (2*15^(2/3)*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(15^(1/3)*(1 - (-1)^(1/3)) - (1 + (-1)^(2/3))*x)^2, x])/(1 + (-1)^(1/3))^4 + (40*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(30 + 15^(2/3)*(1 - I*Sqrt[3])*x), x])/3 + (40*Defer[Int][E^((45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))/(30 + 15^(2/3)*(1 + I*Sqrt[3])*x), x])/3 - 2025*Defer[Int][(E^(-x + (45*x^3 + E^x*(15 - 10*x - x^3))/(E^x*(-15 + x^3)))*x^2)/(-15 + x^3)^2, x]","F",0,0,0,0,-1,"{}"
3911,0,0,0,3.6585569,"\int \frac{\exp \left(\frac{-12-6 x-x^2+(4+x) \log \left(4 x^2\right)}{-3-x+\log \left(4 x^2\right)}\right) \left(4+6 x+x^2+(-5-2 x) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)\right)}{9+6 x+x^2+(-6-2 x) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)} \, dx","Int[(E^((-12 - 6*x - x^2 + (4 + x)*Log[4*x^2])/(-3 - x + Log[4*x^2]))*(4 + 6*x + x^2 + (-5 - 2*x)*Log[4*x^2] + Log[4*x^2]^2))/(9 + 6*x + x^2 + (-6 - 2*x)*Log[4*x^2] + Log[4*x^2]^2),x]","\int \frac{\exp \left(\frac{-12-6 x-x^2+(4+x) \log \left(4 x^2\right)}{-3-x+\log \left(4 x^2\right)}\right) \left(4+6 x+x^2+(-5-2 x) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)\right)}{9+6 x+x^2+(-6-2 x) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)} \, dx","e^{-\frac{x}{-\log \left(4 x^2\right)+x+3}+x+4}",1,"Defer[Int][E^((-12 - 6*x - x^2 + (4 + x)*Log[4*x^2])/(-3 - x + Log[4*x^2])), x] - 2*Defer[Int][E^((-12 - 6*x - x^2 + (4 + x)*Log[4*x^2])/(-3 - x + Log[4*x^2]))/(3 + x - Log[4*x^2])^2, x] + Defer[Int][(E^((-12 - 6*x - x^2 + (4 + x)*Log[4*x^2])/(-3 - x + Log[4*x^2]))*x)/(3 + x - Log[4*x^2])^2, x] + Defer[Int][E^((-12 - 6*x - x^2 + (4 + x)*Log[4*x^2])/(-3 - x + Log[4*x^2]))/(-3 - x + Log[4*x^2]), x]","F",0,0,0,0,-1,"{}"
3912,0,0,0,5.3879928,"\int \frac{-4096 x^3-768 x^6-48 x^9-x^{12}+\left(-73728+442368 x-516096 x^2-446976 x^3-18432 x^4-105984 x^5-82944 x^6-12096 x^7-7200 x^8-5184 x^9-864 x^{10}-162 x^{11}-108 x^{12}-18 x^{13}\right) \log (x)+\left(73728-221184 x-202752 x^3-142848 x^4-13824 x^5-41472 x^6-17280 x^7-864 x^8-2592 x^9-864 x^{10}-54 x^{12}-18 x^{13}\right) \log ^2(x)}{4096 x^3+768 x^6+48 x^9+x^{12}} \, dx","Int[(-4096*x^3 - 768*x^6 - 48*x^9 - x^12 + (-73728 + 442368*x - 516096*x^2 - 446976*x^3 - 18432*x^4 - 105984*x^5 - 82944*x^6 - 12096*x^7 - 7200*x^8 - 5184*x^9 - 864*x^10 - 162*x^11 - 108*x^12 - 18*x^13)*Log[x] + (73728 - 221184*x - 202752*x^3 - 142848*x^4 - 13824*x^5 - 41472*x^6 - 17280*x^7 - 864*x^8 - 2592*x^9 - 864*x^10 - 54*x^12 - 18*x^13)*Log[x]^2)/(4096*x^3 + 768*x^6 + 48*x^9 + x^12),x]","\int \frac{-4096 x^3-768 x^6-48 x^9-x^{12}+\left(-73728+442368 x-516096 x^2-446976 x^3-18432 x^4-105984 x^5-82944 x^6-12096 x^7-7200 x^8-5184 x^9-864 x^{10}-162 x^{11}-108 x^{12}-18 x^{13}\right) \log (x)+\left(73728-221184 x-202752 x^3-142848 x^4-13824 x^5-41472 x^6-17280 x^7-864 x^8-2592 x^9-864 x^{10}-54 x^{12}-18 x^{13}\right) \log ^2(x)}{4096 x^3+768 x^6+48 x^9+x^{12}} \, dx","-9 \left(-\frac{1}{\frac{x^4}{16}+x}+x+3\right)^2 \log ^2(x)-x+e^5+3",1,"-x + 12*Log[1 + 16/x^3]*Log[x] - 63*Log[x]^2 + ((-1/2)^(2/3)*Log[x]^2)/4 + Log[x]^2/(4*2^(2/3)) - ((-1)^(1/3)*Log[x]^2)/(4*2^(2/3)) - (9*Log[x]^2)/x^2 + (54*Log[x]^2)/x - 54*x*Log[x]^2 - 9*x^2*Log[x]^2 - Log[x]^2/(2*2^(1/3) + x)^2 + (x*Log[x]^2)/(2^(2/3)*(2*2^(1/3) + x)) - ((-1)^(2/3)*Log[x]^2)/(2*2^(1/3) - (-1)^(1/3)*x)^2 + (x*Log[x]^2)/(2^(2/3)*(2*2^(1/3) - (-1)^(1/3)*x)) + ((-1)^(1/3)*Log[x]^2)/(2*2^(1/3) + (-1)^(2/3)*x)^2 + (x*Log[x]^2)/(2^(2/3)*(2*2^(1/3) + (-1)^(2/3)*x)) + (288*Log[x]^2)/(16 + x^3) + ((-1/2)^(2/3)*Log[2*2^(1/3) - (-1)^(1/3)*x])/2 + (9*(-1)^(1/3)*Log[2*2^(1/3) - (-1)^(1/3)*x])/(2*2^(2/3)*(1 + (-1)^(1/3))^4) - ((-1/2)^(2/3)*Log[x]*Log[1 - ((-1/2)^(1/3)*x)/2])/2 - (9*(-1)^(1/3)*Log[x]*Log[1 - ((-1/2)^(1/3)*x)/2])/(2^(2/3)*(1 + (-1)^(1/3))^4) + (81*(-1/2)^(2/3)*(2 + (-1)^(2/3))*Log[x]*Log[1 - ((-1/2)^(1/3)*x)/2])/(1 + (-1)^(1/3))^7 - (3*(16 + 2^(1/3)*(12*(-2)^(1/3) - (-1)^(2/3)))*Log[x]*Log[1 - ((-1/2)^(1/3)*x)/2])/4 + (405*Log[x]^2*Log[1 - ((-1/2)^(1/3)*x)/2])/(2*2^(2/3)*(1 + (-1)^(1/3))^8) - (3*(-1)^(1/3)*((-1)^(1/3) - 6*2^(1/3))*Log[x]^2*Log[1 - ((-1/2)^(1/3)*x)/2])/(2*2^(2/3)) - (3*Log[x]*Log[1 + x/(2*2^(1/3))])/(2*2^(2/3)) - (3*(16 - 2^(1/3)*(1 + 12*2^(1/3)))*Log[x]*Log[1 + x/(2*2^(1/3))])/4 - (Log[x]^2*Log[1 + x/(2*2^(1/3))])/2^(2/3) - (3*(1 + 6*2^(1/3))*Log[x]^2*Log[1 + x/(2*2^(1/3))])/(2*2^(2/3)) - (5*(2 - (-1)^(1/3))*Log[x]^2*Log[1 + x/(2*2^(1/3))])/(2^(2/3)*Sqrt[3]*(I - Sqrt[3])) - ((-1)^(1/3)*Log[x]*Log[1 + ((-1)^(2/3)*x)/(2*2^(1/3))])/(2*2^(2/3)) - (3*(16 + (-2)^(1/3) - 12*(-2)^(2/3))*Log[x]*Log[1 + ((-1)^(2/3)*x)/(2*2^(1/3))])/4 - (3*Log[x]*Log[1 + ((-1)^(2/3)*x)/(2*2^(1/3))])/(2^(2/3)*(1 - (-1)^(1/3))^4) + (3*(-1)^(1/3)*(1 - 6*(-2)^(1/3))*Log[x]^2*Log[1 + ((-1)^(2/3)*x)/(2*2^(1/3))])/(2*2^(2/3)) - (2^(1/3)*Log[x]*Log[1 - ((1 - I*Sqrt[3])*x)/(4*2^(1/3))])/(1 - I*Sqrt[3]) + (2^(1/3)*Log[x]^2*Log[1 - ((1 - I*Sqrt[3])*x)/(4*2^(1/3))])/(1 - I*Sqrt[3]) - (2^(1/3)*Log[x]*Log[1 - ((1 + I*Sqrt[3])*x)/(4*2^(1/3))])/(1 + I*Sqrt[3]) + (2^(1/3)*Log[x]^2*Log[1 - ((1 + I*Sqrt[3])*x)/(4*2^(1/3))])/(1 + I*Sqrt[3]) - (5*(1 + I*Sqrt[3])*Log[x]^2*Log[1 - (Sqrt[3]*x)/(2^(1/3)*(3*I + Sqrt[3]))])/(4*2^(2/3)) - 4*PolyLog[2, -16/x^3] - ((-1/2)^(2/3)*PolyLog[2, ((-1/2)^(1/3)*x)/2])/2 - (9*(-1)^(1/3)*PolyLog[2, ((-1/2)^(1/3)*x)/2])/(2^(2/3)*(1 + (-1)^(1/3))^4) + (81*(-1/2)^(2/3)*(2 + (-1)^(2/3))*PolyLog[2, ((-1/2)^(1/3)*x)/2])/(1 + (-1)^(1/3))^7 - (3*(16 + 2^(1/3)*(12*(-2)^(1/3) - (-1)^(2/3)))*PolyLog[2, ((-1/2)^(1/3)*x)/2])/4 + (405*Log[x]*PolyLog[2, ((-1/2)^(1/3)*x)/2])/(2^(2/3)*(1 + (-1)^(1/3))^8) - (3*(-1)^(1/3)*((-1)^(1/3) - 6*2^(1/3))*Log[x]*PolyLog[2, ((-1/2)^(1/3)*x)/2])/2^(2/3) - (3*PolyLog[2, -1/2*x/2^(1/3)])/(2*2^(2/3)) - (3*(16 - 2^(1/3)*(1 + 12*2^(1/3)))*PolyLog[2, -1/2*x/2^(1/3)])/4 - 2^(1/3)*Log[x]*PolyLog[2, -1/2*x/2^(1/3)] - (3*(1 + 6*2^(1/3))*Log[x]*PolyLog[2, -1/2*x/2^(1/3)])/2^(2/3) - (5*2^(1/3)*(2 - (-1)^(1/3))*Log[x]*PolyLog[2, -1/2*x/2^(1/3)])/(Sqrt[3]*(I - Sqrt[3])) - ((-1)^(1/3)*PolyLog[2, -1/2*((-1)^(2/3)*x)/2^(1/3)])/(2*2^(2/3)) - (3*(16 + (-2)^(1/3) - 12*(-2)^(2/3))*PolyLog[2, -1/2*((-1)^(2/3)*x)/2^(1/3)])/4 - (3*PolyLog[2, -1/2*((-1)^(2/3)*x)/2^(1/3)])/(2^(2/3)*(1 - (-1)^(1/3))^4) + (3*(-1)^(1/3)*(1 - 6*(-2)^(1/3))*Log[x]*PolyLog[2, -1/2*((-1)^(2/3)*x)/2^(1/3)])/2^(2/3) - (2^(1/3)*PolyLog[2, ((1 - I*Sqrt[3])*x)/(4*2^(1/3))])/(1 - I*Sqrt[3]) + (2*2^(1/3)*Log[x]*PolyLog[2, ((1 - I*Sqrt[3])*x)/(4*2^(1/3))])/(1 - I*Sqrt[3]) - (2^(1/3)*PolyLog[2, ((1 + I*Sqrt[3])*x)/(4*2^(1/3))])/(1 + I*Sqrt[3]) + (2*2^(1/3)*Log[x]*PolyLog[2, ((1 + I*Sqrt[3])*x)/(4*2^(1/3))])/(1 + I*Sqrt[3]) - (5*(1 + I*Sqrt[3])*Log[x]*PolyLog[2, (Sqrt[3]*x)/(2^(1/3)*(3*I + Sqrt[3]))])/(2*2^(2/3)) - (405*PolyLog[3, ((-1/2)^(1/3)*x)/2])/(2^(2/3)*(1 + (-1)^(1/3))^8) + (3*(-1)^(1/3)*((-1)^(1/3) - 6*2^(1/3))*PolyLog[3, ((-1/2)^(1/3)*x)/2])/2^(2/3) + 2^(1/3)*PolyLog[3, -1/2*x/2^(1/3)] + (3*(1 + 6*2^(1/3))*PolyLog[3, -1/2*x/2^(1/3)])/2^(2/3) + (5*2^(1/3)*(2 - (-1)^(1/3))*PolyLog[3, -1/2*x/2^(1/3)])/(Sqrt[3]*(I - Sqrt[3])) - (3*(-1)^(1/3)*(1 - 6*(-2)^(1/3))*PolyLog[3, -1/2*((-1)^(2/3)*x)/2^(1/3)])/2^(2/3) - (2*2^(1/3)*PolyLog[3, ((1 - I*Sqrt[3])*x)/(4*2^(1/3))])/(1 - I*Sqrt[3]) - (2*2^(1/3)*PolyLog[3, ((1 + I*Sqrt[3])*x)/(4*2^(1/3))])/(1 + I*Sqrt[3]) + (5*(1 + I*Sqrt[3])*PolyLog[3, (Sqrt[3]*x)/(2^(1/3)*(3*I + Sqrt[3]))])/(2*2^(2/3)) - 2592*Defer[Int][(x*Log[x]^2)/(16 + x^3)^2, x]","F",0,0,0,0,-1,"{}"
3913,0,0,0,0.5235024,"\int e^{-x} \left(e^x (-71+8 x)+e^{e^{-x} \left(2 x+x^2+x^3\right)} \left(-2-2 x^2+x^3\right)\right) \, dx","Int[(E^x*(-71 + 8*x) + E^((2*x + x^2 + x^3)/E^x)*(-2 - 2*x^2 + x^3))/E^x,x]","\int e^{-x} \left(e^x (-71+8 x)+e^{e^{-x} \left(2 x+x^2+x^3\right)} \left(-2-2 x^2+x^3\right)\right) \, dx","-e^{e^{-x} x \left(x^2+x+2\right)}+4 (x-9)^2+x",1,"-71*x + 4*x^2 - 2*Defer[Int][E^(-x + (x*(2 + x + x^2))/E^x), x] - 2*Defer[Int][E^(-x + (x*(2 + x + x^2))/E^x)*x^2, x] + Defer[Int][E^(-x + (x*(2 + x + x^2))/E^x)*x^3, x]","F",0,0,0,0,-1,"{}"
3914,1,23,0,0.11278,"\int \frac{2+e^{-5+2 x} \left(-16+24 x-12 x^2+2 x^3\right)-2 \log (2)}{-8+12 x-6 x^2+x^3} \, dx","Int[(2 + E^(-5 + 2*x)*(-16 + 24*x - 12*x^2 + 2*x^3) - 2*Log[2])/(-8 + 12*x - 6*x^2 + x^3),x]","e^{2 x-5}-\frac{1-\log (2)}{(2-x)^2}","e^{2 x-5}+\frac{\log (2)-1}{(x-2)^2}",1,"E^(-5 + 2*x) - (1 - Log[2])/(2 - x)^2","A",3,2,45,0.04444,1,"{6688, 2194}"
3915,1,257,0,13.7917345,"\int \frac{-32-32 x-3136 x^2-5856 x^3-135264 x^4-361536 x^5-3470656 x^6-11342464 x^7-60505088 x^8-209432832 x^9-761634048 x^{10}-2431822848 x^{11}-6896916992 x^{12}-18247276544 x^{13}-42386477056 x^{14}-87747545088 x^{15}-160647395328 x^{16}-251744145408 x^{17}-329327366144 x^{18}-354061008896 x^{19}-305923072000 x^{20}-201710469120 x^{21}-86671294464 x^{22}-4145971200 x^{23}+30720819200 x^{24}+31082479616 x^{25}+18860670976 x^{26}+8172208128 x^{27}+2618032128 x^{28}+614203392 x^{29}+100925440 x^{30}+10485760 x^{31}+524288 x^{32}}{131072 x^{17}+1114112 x^{18}+4456448 x^{19}+11141120 x^{20}+19496960 x^{21}+25346048 x^{22}+25346048 x^{23}+19914752 x^{24}+12446720 x^{25}+6223360 x^{26}+2489344 x^{27}+792064 x^{28}+198016 x^{29}+38080 x^{30}+5440 x^{31}+544 x^{32}+34 x^{33}+x^{34}} \, dx","Int[(-32 - 32*x - 3136*x^2 - 5856*x^3 - 135264*x^4 - 361536*x^5 - 3470656*x^6 - 11342464*x^7 - 60505088*x^8 - 209432832*x^9 - 761634048*x^10 - 2431822848*x^11 - 6896916992*x^12 - 18247276544*x^13 - 42386477056*x^14 - 87747545088*x^15 - 160647395328*x^16 - 251744145408*x^17 - 329327366144*x^18 - 354061008896*x^19 - 305923072000*x^20 - 201710469120*x^21 - 86671294464*x^22 - 4145971200*x^23 + 30720819200*x^24 + 31082479616*x^25 + 18860670976*x^26 + 8172208128*x^27 + 2618032128*x^28 + 614203392*x^29 + 100925440*x^30 + 10485760*x^31 + 524288*x^32)/(131072*x^17 + 1114112*x^18 + 4456448*x^19 + 11141120*x^20 + 19496960*x^21 + 25346048*x^22 + 25346048*x^23 + 19914752*x^24 + 12446720*x^25 + 6223360*x^26 + 2489344*x^27 + 792064*x^28 + 198016*x^29 + 38080*x^30 + 5440*x^31 + 544*x^32 + 34*x^33 + x^34),x]","\frac{1}{65536 x^{16}}-\frac{1}{8192 x^{15}}+\frac{73}{32768 x^{14}}-\frac{451}{32768 x^{13}}+\frac{35209}{262144 x^{12}}-\frac{86793}{131072 x^{11}}+\frac{2331487}{524288 x^{10}}-\frac{9314723}{524288 x^9}+\frac{751825061}{8388608 x^8}-\frac{610621687}{2097152 x^7}+\frac{9584001347}{8388608 x^6}-\frac{25159927717}{8388608 x^5}+\frac{618957835629}{67108864 x^4}-\frac{647127286119}{33554432 x^3}+\frac{6154395725533}{134217728 x^2}-\frac{60269601838595}{134217728 (x+2)}+\frac{365887609840925}{134217728 (x+2)^2}-\frac{303271381877625}{33554432 (x+2)^3}+\frac{1712660764398125}{67108864 (x+2)^4}-\frac{471710683246875}{8388608 (x+2)^5}+\frac{886272205671875}{8388608 (x+2)^6}-\frac{346786757265625}{2097152 (x+2)^7}+\frac{1871087401953125}{8388608 (x+2)^8}-\frac{133520798828125}{524288 (x+2)^9}+\frac{131157099609375}{524288 (x+2)^{10}}-\frac{27015771484375}{131072 (x+2)^{11}}+\frac{37592041015625}{262144 (x+2)^{12}}-\frac{2628173828125}{32768 (x+2)^{13}}+\frac{1177978515625}{32768 (x+2)^{14}}-\frac{91552734375}{8192 (x+2)^{15}}+\frac{152587890625}{65536 (x+2)^{16}}-\frac{10099142339069}{134217728 x}","\left(\frac{\left(x+\frac{1}{x}\right)^2}{(x+2)^2}+3\right)^8+1+\log (2)",1,"1/(65536*x^16) - 1/(8192*x^15) + 73/(32768*x^14) - 451/(32768*x^13) + 35209/(262144*x^12) - 86793/(131072*x^11) + 2331487/(524288*x^10) - 9314723/(524288*x^9) + 751825061/(8388608*x^8) - 610621687/(2097152*x^7) + 9584001347/(8388608*x^6) - 25159927717/(8388608*x^5) + 618957835629/(67108864*x^4) - 647127286119/(33554432*x^3) + 6154395725533/(134217728*x^2) - 10099142339069/(134217728*x) + 152587890625/(65536*(2 + x)^16) - 91552734375/(8192*(2 + x)^15) + 1177978515625/(32768*(2 + x)^14) - 2628173828125/(32768*(2 + x)^13) + 37592041015625/(262144*(2 + x)^12) - 27015771484375/(131072*(2 + x)^11) + 131157099609375/(524288*(2 + x)^10) - 133520798828125/(524288*(2 + x)^9) + 1871087401953125/(8388608*(2 + x)^8) - 346786757265625/(2097152*(2 + x)^7) + 886272205671875/(8388608*(2 + x)^6) - 471710683246875/(8388608*(2 + x)^5) + 1712660764398125/(67108864*(2 + x)^4) - 303271381877625/(33554432*(2 + x)^3) + 365887609840925/(134217728*(2 + x)^2) - 60269601838595/(134217728*(2 + x))","B",2,1,252,0.003968,1,"{2074}"
3916,1,28,0,0.0276978,"\int \frac{-3+4 x+6 x^2-11 x^3+\left(x^2-2 x^3\right) \log (x)}{x^2} \, dx","Int[(-3 + 4*x + 6*x^2 - 11*x^3 + (x^2 - 2*x^3)*Log[x])/x^2,x]","-5 x^2+\left(x-x^2\right) \log (x)+5 x+\frac{3}{x}+4 \log (x)","5 \left(x-x^2\right)-\left(x^2-x-4\right) \log (x)-\frac{x-3}{x}",1,"3/x + 5*x - 5*x^2 + 4*Log[x] + (x - x^2)*Log[x]","A",6,2,31,0.06452,1,"{14, 2313}"
3917,1,42,0,0.2303646,"\int \frac{e^{2+\frac{1}{4} (9+8 x)} \left(160 x+152 x^2-16 x^3\right)}{100-20 x+x^2} \, dx","Int[(E^(2 + (9 + 8*x)/4)*(160*x + 152*x^2 - 16*x^3))/(100 - 20*x + x^2),x]","-8 e^{2 x+\frac{17}{4}} x-80 e^{2 x+\frac{17}{4}}+\frac{800 e^{2 x+\frac{17}{4}}}{10-x}","\frac{8 e^{2 x+\frac{17}{4}} x^2}{10-x}",1,"-80*E^(17/4 + 2*x) + (800*E^(17/4 + 2*x))/(10 - x) - 8*E^(17/4 + 2*x)*x","A",10,7,38,0.1842,1,"{27, 1594, 2199, 2194, 2177, 2178, 2176}"
3918,1,41,0,0.0866654,"\int \frac{e^{\log ^2(4+2 x)} \left(8+4 x+(4+4 x) \log (4+2 x) \log \left(4+8 x+4 x^2\right)\right)}{18+27 x+9 x^2} \, dx","Int[(E^Log[4 + 2*x]^2*(8 + 4*x + (4 + 4*x)*Log[4 + 2*x]*Log[4 + 8*x + 4*x^2]))/(18 + 27*x + 9*x^2),x]","\frac{2 (x+1) (x+2) e^{\log ^2(2 x+4)} \log \left(4 x^2+8 x+4\right)}{9 \left(x^2+3 x+2\right)}","\frac{2}{9} e^{\log ^2(2 x+4)} \log \left(\left(5-\left(\frac{3}{x}-2\right) x\right)^2\right)",1,"(2*E^Log[4 + 2*x]^2*(1 + x)*(2 + x)*Log[4 + 8*x + 4*x^2])/(9*(2 + 3*x + x^2))","A",1,1,51,0.01961,1,"{2288}"
3919,1,19,0,0.0202203,"\int \frac{-9-14 x+6 x^2+4 x^3}{17-9 x-7 x^2+2 x^3+x^4} \, dx","Int[(-9 - 14*x + 6*x^2 + 4*x^3)/(17 - 9*x - 7*x^2 + 2*x^3 + x^4),x]","\log \left(x^4+2 x^3-7 x^2-9 x+17\right)","\log \left(-\left(x^2+x-4\right)^2+x-1\right)+\log (4)",1,"Log[17 - 9*x - 7*x^2 + 2*x^3 + x^4]","A",1,1,36,0.02778,1,"{1587}"
3920,0,0,0,3.1345812,"\int \frac{-3072+4608 x-1152 x^2+48 x^3-16 x^4+x^5+\left(-192 x^2+48 x^3+x^5\right) \log (3)+\left(1536-96 x-96 x^2-26 x^3+2 x^4+\left(-96 x+6 x^3+2 x^4\right) \log (3)\right) \log \left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)+\left(-16 x^2+x^3+x^3 \log (3)\right) \log ^2\left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)}{-16 x^4+x^5+x^5 \log (3)+\left(-32 x^3+2 x^4+2 x^4 \log (3)\right) \log \left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)+\left(-16 x^2+x^3+x^3 \log (3)\right) \log ^2\left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)} \, dx","Int[(-3072 + 4608*x - 1152*x^2 + 48*x^3 - 16*x^4 + x^5 + (-192*x^2 + 48*x^3 + x^5)*Log[3] + (1536 - 96*x - 96*x^2 - 26*x^3 + 2*x^4 + (-96*x + 6*x^3 + 2*x^4)*Log[3])*Log[(256 - 32*x + x^2 + (-32*x + 2*x^2)*Log[3] + x^2*Log[3]^2)/x^2] + (-16*x^2 + x^3 + x^3*Log[3])*Log[(256 - 32*x + x^2 + (-32*x + 2*x^2)*Log[3] + x^2*Log[3]^2)/x^2]^2)/(-16*x^4 + x^5 + x^5*Log[3] + (-32*x^3 + 2*x^4 + 2*x^4*Log[3])*Log[(256 - 32*x + x^2 + (-32*x + 2*x^2)*Log[3] + x^2*Log[3]^2)/x^2] + (-16*x^2 + x^3 + x^3*Log[3])*Log[(256 - 32*x + x^2 + (-32*x + 2*x^2)*Log[3] + x^2*Log[3]^2)/x^2]^2),x]","\int \frac{-3072+4608 x-1152 x^2+48 x^3-16 x^4+x^5+\left(-192 x^2+48 x^3+x^5\right) \log (3)+\left(1536-96 x-96 x^2-26 x^3+2 x^4+\left(-96 x+6 x^3+2 x^4\right) \log (3)\right) \log \left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)+\left(-16 x^2+x^3+x^3 \log (3)\right) \log ^2\left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)}{-16 x^4+x^5+x^5 \log (3)+\left(-32 x^3+2 x^4+2 x^4 \log (3)\right) \log \left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)+\left(-16 x^2+x^3+x^3 \log (3)\right) \log ^2\left(\frac{256-32 x+x^2+\left(-32 x+2 x^2\right) \log (3)+x^2 \log ^2(3)}{x^2}\right)} \, dx","x+\frac{6 (4-x)^2}{x \left(x+\log \left(\left(-\frac{16}{x}+1+\log (3)\right)^2\right)\right)}",1,"x + 48*Defer[Int][(x + Log[(-16 + x + x*Log[3])^2/x^2])^(-2), x] + 192*Defer[Int][1/(x^2*(x + Log[(-16 + x + x*Log[3])^2/x^2])^2), x] - 6*(30 - Log[9])*Defer[Int][1/(x*(x + Log[(-16 + x + x*Log[3])^2/x^2])^2), x] - 6*Defer[Int][x/(x + Log[(-16 + x + x*Log[3])^2/x^2])^2, x] + 12*(3 - Log[3])^2*Defer[Int][1/((16 - x*(1 + Log[3]))*(x + Log[(-16 + x + x*Log[3])^2/x^2])^2), x] + 6*Defer[Int][(x + Log[(-16 + x + x*Log[3])^2/x^2])^(-1), x] - 96*Defer[Int][1/(x^2*(x + Log[(-16 + x + x*Log[3])^2/x^2])), x]","F",0,0,0,0,-1,"{}"
3921,1,8,0,0.0509436,"\int \frac{2}{(4+x) \log (4+x) \log (\log (4+x))} \, dx","Int[2/((4 + x)*Log[4 + x]*Log[Log[4 + x]]),x]","2 \log (\log (\log (x+4)))","\log \left(2304 \log ^2(\log (x+4))\right)",1,"2*Log[Log[Log[4 + x]]]","A",2,2,20,0.1000,1,"{12, 6684}"
3922,1,25,0,1.7071861,"\int \frac{\left(1+e^5-2 x\right) \log ^2\left(1+e^5-2 x\right)+e^{\frac{x}{\log \left(1+e^5-2 x\right)}} \left(-2 x^2 \log \left(\frac{3 x}{2}\right)+\left(-x-e^5 x+2 x^2\right) \log \left(1+e^5-2 x\right) \log \left(\frac{3 x}{2}\right)\right)}{\left(x+e^5 x-2 x^2\right) \log ^2\left(1+e^5-2 x\right) \log \left(\frac{3 x}{2}\right)} \, dx","Int[((1 + E^5 - 2*x)*Log[1 + E^5 - 2*x]^2 + E^(x/Log[1 + E^5 - 2*x])*(-2*x^2*Log[(3*x)/2] + (-x - E^5*x + 2*x^2)*Log[1 + E^5 - 2*x]*Log[(3*x)/2]))/((x + E^5*x - 2*x^2)*Log[1 + E^5 - 2*x]^2*Log[(3*x)/2]),x]","\log \left(\log \left(\frac{3 x}{2}\right)\right)-e^{\frac{x}{\log \left(-2 x+e^5+1\right)}}","\log \left(e^{-e^{\frac{x}{\log \left(-2 x+e^5+1\right)}}} \log \left(\frac{3 x}{2}\right)\right)",1,"-E^(x/Log[1 + E^5 - 2*x]) + Log[Log[(3*x)/2]]","A",7,6,114,0.05263,1,"{6, 1593, 6688, 6706, 2302, 29}"
3923,1,2,0,0.0002675,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log \left(e^{-e^6} x\right)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
3924,1,22,0,0.046626,"\int \frac{e^{\left.-\frac{8}{5}\right/x} (8-5 x)+45 x}{15 x^3} \, dx","Int[((8 - 5*x)/E^(8/(5*x)) + 45*x)/(15*x^3),x]","\frac{e^{\left.-\frac{8}{5}\right/x}}{3 x}-\frac{3}{x}","\frac{\frac{1}{3} e^{\left.-\frac{8}{5}\right/x}-3}{x}+5",1,"-3/x + 1/(3*E^(8/(5*x))*x)","A",4,3,26,0.1154,1,"{12, 14, 2288}"
3925,1,42,0,0.0425217,"\int \frac{1}{25} \left(45+5 e^{28 x/5}+\left(-5+e^{28 x/5} (5+28 x)\right) \log (x)\right) \, dx","Int[(45 + 5*E^((28*x)/5) + (-5 + E^((28*x)/5)*(5 + 28*x))*Log[x])/25,x]","2 x-\frac{1}{5} x \log (x)-\frac{1}{28} e^{28 x/5} \log (x)+\frac{1}{140} e^{28 x/5} (28 x+5) \log (x)","2 x-\frac{1}{5} \left(1-e^{28 x/5}\right) x \log (x)",1,"2*x - (E^((28*x)/5)*Log[x])/28 - (x*Log[x])/5 + (E^((28*x)/5)*(5 + 28*x)*Log[x])/140","A",7,4,33,0.1212,1,"{12, 2194, 2176, 2554}"
3926,0,0,0,3.2787677,"\int \frac{4 x^2+\exp \left(4-16 x+16 x^2+(-4+8 x) \log (x)+\log ^2(x)\right) \left(160+272 x-992 x^2-128 x^3+\left(-64-264 x-32 x^2\right) \log (x)\right)}{x^2} \, dx","Int[(4*x^2 + E^(4 - 16*x + 16*x^2 + (-4 + 8*x)*Log[x] + Log[x]^2)*(160 + 272*x - 992*x^2 - 128*x^3 + (-64 - 264*x - 32*x^2)*Log[x]))/x^2,x]","\int \frac{4 x^2+\exp \left(4-16 x+16 x^2+(-4+8 x) \log (x)+\log ^2(x)\right) \left(160+272 x-992 x^2-128 x^3+\left(-64-264 x-32 x^2\right) \log (x)\right)}{x^2} \, dx","4 \left(x-\frac{(x+8) e^{(4 x+\log (x)-2)^2}}{x}\right)",1,"4*x + 160*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-6 + 8*x), x] + 272*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-5 + 8*x), x] - 992*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-4 + 8*x), x] - 128*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-3 + 8*x), x] - 64*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-6 + 8*x)*Log[x], x] - 264*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-5 + 8*x)*Log[x], x] - 32*Defer[Int][E^(4*(1 - 2*x)^2 + Log[x]^2)*x^(-4 + 8*x)*Log[x], x]","F",0,0,0,0,-1,"{}"
3927,0,0,0,6.5369311,"\int \frac{10 x+2 x^2+\frac{e^{-2 x} (1+2 x)}{x}+\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right) \log \left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right)}{\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right) \log ^2\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right)} \, dx","Int[(10*x + 2*x^2 + (1 + 2*x)/(E^(2*x)*x) + (-26 + 1/(E^(2*x)*x) - 10*x - x^2)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2])/((-26 + 1/(E^(2*x)*x) - 10*x - x^2)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2),x]","\int \frac{10 x+2 x^2+\frac{e^{-2 x} (1+2 x)}{x}+\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right) \log \left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right)}{\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right) \log ^2\left(-26+\frac{e^{-2 x}}{x}-10 x-x^2\right)} \, dx","\frac{x}{\log \left(-(x+5)^2+\frac{e^{-2 x}}{x}-1\right)}",1,"-2*Defer[Int][Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^(-2), x] + (52*I)*Defer[Int][1/(((-10 + 2*I) - 2*x)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + (10 + 50*I)*Defer[Int][1/(((10 - 2*I) + 2*x)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + (10 + 2*I)*Defer[Int][1/(((10 + 2*I) + 2*x)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + (52*I)*Defer[Int][1/(((-10 + 2*I) - 2*x)*(-1 + 26*E^(2*x)*x + 10*E^(2*x)*x^2 + E^(2*x)*x^3)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + (10 + 50*I)*Defer[Int][1/(((10 - 2*I) + 2*x)*(-1 + 26*E^(2*x)*x + 10*E^(2*x)*x^2 + E^(2*x)*x^3)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + (10 + 2*I)*Defer[Int][1/(((10 + 2*I) + 2*x)*(-1 + 26*E^(2*x)*x + 10*E^(2*x)*x^2 + E^(2*x)*x^3)*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] - 3*Defer[Int][1/((-1 + E^(2*x)*x*(26 + 10*x + x^2))*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] - 2*Defer[Int][x/((-1 + E^(2*x)*x*(26 + 10*x + x^2))*Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^2), x] + Defer[Int][Log[-26 + 1/(E^(2*x)*x) - 10*x - x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
3928,1,19,0,0.0066938,"\int \left(e^{-5+x+\log ^2(2)}-\log \left(\frac{e^{32}}{5}\right)\right) \, dx","Int[E^(-5 + x + Log[2]^2) - Log[E^32/5],x]","e^{x-5+\log ^2(2)}-x (32-\log (5))","e^{x-5+\log ^2(2)}+x \left(-\log \left(\frac{e^{32}}{5}\right)\right)+25",1,"E^(-5 + x + Log[2]^2) - x*(32 - Log[5])","A",2,1,20,0.05000,1,"{2194}"
3929,1,51,0,0.0723606,"\int \frac{-1+16 x^2+4 x^3-4 x^4+\left(8 x+2 x^2-6 x^3\right) \log (x)-2 x^2 \log ^2(x)}{x} \, dx","Int[(-1 + 16*x^2 + 4*x^3 - 4*x^4 + (8*x + 2*x^2 - 6*x^3)*Log[x] - 2*x^2*Log[x]^2)/x,x]","-x^4+2 x^3-2 x^3 \log (x)+7 x^2-x^2 \log ^2(x)+2 x^2 \log (x)-8 x+8 x \log (x)-\log (x)","-(x-(x (x+\log (x)))+4)^2-\log (x)+11+\log (5)",1,"-8*x + 7*x^2 + 2*x^3 - x^4 - Log[x] + 8*x*Log[x] + 2*x^2*Log[x] - 2*x^3*Log[x] - x^2*Log[x]^2","B",11,5,47,0.1064,1,"{14, 2356, 2295, 2304, 2305}"
3930,1,15,0,0.0802467,"\int \frac{16 e^{e^x+x}}{18 e^{e^x}+9 \log (3)} \, dx","Int[(16*E^(E^x + x))/(18*E^E^x + 9*Log[3]),x]","\frac{8}{9} \log \left(2 e^{e^x}+\log (3)\right)","\frac{8}{9} \log \left(2 e^{e^x}+\log (3)\right)",1,"(8*Log[2*E^E^x + Log[3]])/9","A",5,4,23,0.1739,1,"{12, 2282, 2246, 31}"
3931,0,0,0,1.407738,"\int \frac{50 x+e^{\frac{1}{625} e^2 \left(9-150 x+625 x^2\right)} \left(-50 x+e^2 \left(-6 x^2+50 x^3\right)\right)}{25-50 e^{\frac{1}{625} e^2 \left(9-150 x+625 x^2\right)}+25 e^{\frac{2}{625} e^2 \left(9-150 x+625 x^2\right)}} \, dx","Int[(50*x + E^((E^2*(9 - 150*x + 625*x^2))/625)*(-50*x + E^2*(-6*x^2 + 50*x^3)))/(25 - 50*E^((E^2*(9 - 150*x + 625*x^2))/625) + 25*E^((2*E^2*(9 - 150*x + 625*x^2))/625)),x]","\int \frac{50 x+e^{\frac{1}{625} e^2 \left(9-150 x+625 x^2\right)} \left(-50 x+e^2 \left(-6 x^2+50 x^3\right)\right)}{25-50 e^{\frac{1}{625} e^2 \left(9-150 x+625 x^2\right)}+25 e^{\frac{2}{625} e^2 \left(9-150 x+625 x^2\right)}} \, dx","\frac{x^2}{1-e^{e^2 \left(x-\frac{3}{25}\right)^2}}",1,"-2*Defer[Int][x/(-1 + E^((E^2*(3 - 25*x)^2)/625)), x] - (6*E^2*Defer[Int][x^2/(-1 + E^((E^2*(3 - 25*x)^2)/625))^2, x])/25 - (6*E^2*Defer[Int][x^2/(-1 + E^((E^2*(3 - 25*x)^2)/625)), x])/25 + 2*E^2*Defer[Int][x^3/(-1 + E^((E^2*(3 - 25*x)^2)/625))^2, x] + 2*E^2*Defer[Int][x^3/(-1 + E^((E^2*(3 - 25*x)^2)/625)), x]","F",0,0,0,0,-1,"{}"
3932,1,132,0,2.0406736,"\int \frac{5 x^2-4 x^3-x^4+\left(5 x+x^2\right) \log \left(\frac{15}{x}\right)+\left(-5-6 x-7 x^2-6 x^3+\left(-5-7 x-2 x^2\right) \log \left(\frac{15}{x}\right)\right) \log \left(\frac{1+x}{4}\right)}{400 x^2+560 x^3+176 x^4+16 x^5} \, dx","Int[(5*x^2 - 4*x^3 - x^4 + (5*x + x^2)*Log[15/x] + (-5 - 6*x - 7*x^2 - 6*x^3 + (-5 - 7*x - 2*x^2)*Log[15/x])*Log[(1 + x)/4])/(400*x^2 + 560*x^3 + 176*x^4 + 16*x^5),x]","\frac{\log \left(\frac{15}{x}\right) \log \left(\frac{x}{4}+\frac{1}{4}\right)}{16 x (x+5)}-\frac{1}{400} \log \left(\frac{x+5}{4}\right) \log \left(\frac{x}{4}+\frac{1}{4}\right)+\frac{\log \left(\frac{x}{4}+\frac{1}{4}\right)}{80 x}+\frac{3 \log \left(\frac{x}{4}+\frac{1}{4}\right)}{8 (x+5)}+\frac{\log (4)-\log (x+1)}{80 x}-\frac{1}{16} \log (x+1)-\frac{1}{400} (\log (4)-\log (x+1)) \log \left(\frac{x+5}{4}\right)","\frac{\left(-x^2+x+\log \left(\frac{15}{x}\right)\right) \log \left(\frac{x+1}{4}\right)}{16 x (x+5)}",1,"Log[1/4 + x/4]/(80*x) + (3*Log[1/4 + x/4])/(8*(5 + x)) + (Log[1/4 + x/4]*Log[15/x])/(16*x*(5 + x)) + (Log[4] - Log[1 + x])/(80*x) - Log[1 + x]/16 - (Log[1/4 + x/4]*Log[(5 + x)/4])/400 - ((Log[4] - Log[1 + x])*Log[(5 + x)/4])/400","B",53,24,95,0.2526,1,"{6741, 12, 6742, 44, 77, 88, 2357, 2301, 2317, 2391, 893, 2304, 2314, 31, 2418, 2395, 36, 29, 2392, 2394, 2393, 74, 2557, 2416}"
3933,0,0,0,12.2729178,"\int \frac{\exp \left(-\frac{2 \left(-2 x^3+2 x^4\right)}{-4-6 x^2+6 x^3+e^4 \left(-x^2+x^3\right)}\right) \left(-16-48 x^2+96 x^3-100 x^4+96 x^5-84 x^6+24 x^7+e^8 \left(-x^4+2 x^5-x^6\right)+e^4 \left(-8 x^2+8 x^3-12 x^4+28 x^5-20 x^6+4 x^7\right)\right)}{16+48 x^2-48 x^3+36 x^4-72 x^5+36 x^6+e^8 \left(x^4-2 x^5+x^6\right)+e^4 \left(8 x^2-8 x^3+12 x^4-24 x^5+12 x^6\right)} \, dx","Int[(-16 - 48*x^2 + 96*x^3 - 100*x^4 + 96*x^5 - 84*x^6 + 24*x^7 + E^8*(-x^4 + 2*x^5 - x^6) + E^4*(-8*x^2 + 8*x^3 - 12*x^4 + 28*x^5 - 20*x^6 + 4*x^7))/(E^((2*(-2*x^3 + 2*x^4))/(-4 - 6*x^2 + 6*x^3 + E^4*(-x^2 + x^3)))*(16 + 48*x^2 - 48*x^3 + 36*x^4 - 72*x^5 + 36*x^6 + E^8*(x^4 - 2*x^5 + x^6) + E^4*(8*x^2 - 8*x^3 + 12*x^4 - 24*x^5 + 12*x^6))),x]","\int \frac{\exp \left(-\frac{2 \left(-2 x^3+2 x^4\right)}{-4-6 x^2+6 x^3+e^4 \left(-x^2+x^3\right)}\right) \left(-16-48 x^2+96 x^3-100 x^4+96 x^5-84 x^6+24 x^7+e^8 \left(-x^4+2 x^5-x^6\right)+e^4 \left(-8 x^2+8 x^3-12 x^4+28 x^5-20 x^6+4 x^7\right)\right)}{16+48 x^2-48 x^3+36 x^4-72 x^5+36 x^6+e^8 \left(x^4-2 x^5+x^6\right)+e^4 \left(8 x^2-8 x^3+12 x^4-24 x^5+12 x^6\right)} \, dx","3-e^{-\frac{4 x}{\frac{4}{x \left(x-x^2\right)}+e^4+6}} x",1,"-Defer[Int][E^((-4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3)), x] + (4*Defer[Int][x/E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3)), x])/(6 + E^4) - (64*Defer[Int][1/(E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3))*(4 + (6 + E^4)*x^2 - (6 + E^4)*x^3)^2), x])/(6 + E^4) - (192*Defer[Int][x/(E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3))*(4 + (6 + E^4)*x^2 - (6 + E^4)*x^3)^2), x])/(6 + E^4) - 16*Defer[Int][x^2/(E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3))*(4 + (6 + E^4)*x^2 - (6 + E^4)*x^3)^2), x] + (16*Defer[Int][1/(E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3))*(4 + (6 + E^4)*x^2 - (6 + E^4)*x^3)), x])/(6 + E^4) + (32*Defer[Int][x/(E^((4*(-1 + x)*x^3)/(-4 - (6 + E^4)*x^2 + (6 + E^4)*x^3))*(4 + (6 + E^4)*x^2 - (6 + E^4)*x^3)), x])/(6 + E^4)","F",0,0,0,0,-1,"{}"
3934,1,59,0,0.1437359,"\int \frac{-2-48 x-102 x^3+2 e^{2 x} x^3-280 x^4+36 x^5+36 x^6+e^x \left(2 x-2 x^2-44 x^3+16 x^4+6 x^5\right)}{x^3} \, dx","Int[(-2 - 48*x - 102*x^3 + 2*E^(2*x)*x^3 - 280*x^4 + 36*x^5 + 36*x^6 + E^x*(2*x - 2*x^2 - 44*x^3 + 16*x^4 + 6*x^5))/x^3,x]","9 x^4+12 x^3+6 e^x x^2-140 x^2+\frac{1}{x^2}+4 e^x x-102 x-48 e^x+e^{2 x}-\frac{2 e^x}{x}+\frac{48}{x}","\left(3 \left(x^2-x-8\right)+5 x+e^x-\frac{1}{x}\right)^2",1,"-48*E^x + E^(2*x) + x^(-2) + 48/x - (2*E^x)/x - 102*x + 4*E^x*x - 140*x^2 + 6*E^x*x^2 + 12*x^3 + 9*x^4","B",16,6,67,0.08955,1,"{14, 2194, 2199, 2177, 2178, 2176}"
3935,1,4,0,0.0007227,"\int \frac{6}{x} \, dx","Int[6/x,x]","6 \log (x)","5-3 \left(-2 \log (x)+3-\log \left(\frac{16}{5}\right)\right)",1,"6*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
3936,0,0,0,2.0703917,"\int \frac{e^{-x} \left(e^{5+\frac{4}{-3+x}} \left(-1440-1120 x+800 x^2-160 x^3\right)+e^5 \left(180+60 x-460 x^2+260 x^3-40 x^4\right)\right)}{9 x^2-6 x^3+x^4} \, dx","Int[(E^(5 + 4/(-3 + x))*(-1440 - 1120*x + 800*x^2 - 160*x^3) + E^5*(180 + 60*x - 460*x^2 + 260*x^3 - 40*x^4))/(E^x*(9*x^2 - 6*x^3 + x^4)),x]","\int \frac{e^{-x} \left(e^{5+\frac{4}{-3+x}} \left(-1440-1120 x+800 x^2-160 x^3\right)+e^5 \left(180+60 x-460 x^2+260 x^3-40 x^4\right)\right)}{9 x^2-6 x^3+x^4} \, dx","\frac{20 e^{5-x} \left(2 x+8 e^{\frac{4}{x-3}}-1\right)}{x}",1,"40*E^(5 - x) - (20*E^(5 - x))/x - (640*Defer[Int][E^((-11 + 8*x - x^2)/(-3 + x))/(-3 + x)^2, x])/3 + (640*Defer[Int][E^((-11 + 8*x - x^2)/(-3 + x))/(-3 + x), x])/9 - 160*Defer[Int][E^((-11 + 8*x - x^2)/(-3 + x))/x^2, x] - (2080*Defer[Int][E^((-11 + 8*x - x^2)/(-3 + x))/x, x])/9","F",0,0,0,0,-1,"{}"
3937,0,0,0,3.5268283,"\int \frac{-1280-1920 x^2+128 x^3-720 x^4+e^x \left(-1280+1280 x-1920 x^2+1920 x^3-720 x^4+720 x^5\right)+8 x^4 \log (x)+\left(160 x+120 x^3-4 x^4+e^x \left(160 x-160 x^2+120 x^3-120 x^4\right)\right) \log ^2(x)+\left(-5 x^2+e^x \left(-5 x^2+5 x^3\right)\right) \log ^4(x)}{1280 x^2+1920 x^4+720 x^6+\left(-160 x^3-120 x^5\right) \log ^2(x)+5 x^4 \log ^4(x)} \, dx","Int[(-1280 - 1920*x^2 + 128*x^3 - 720*x^4 + E^x*(-1280 + 1280*x - 1920*x^2 + 1920*x^3 - 720*x^4 + 720*x^5) + 8*x^4*Log[x] + (160*x + 120*x^3 - 4*x^4 + E^x*(160*x - 160*x^2 + 120*x^3 - 120*x^4))*Log[x]^2 + (-5*x^2 + E^x*(-5*x^2 + 5*x^3))*Log[x]^4)/(1280*x^2 + 1920*x^4 + 720*x^6 + (-160*x^3 - 120*x^5)*Log[x]^2 + 5*x^4*Log[x]^4),x]","\int \frac{-1280-1920 x^2+128 x^3-720 x^4+e^x \left(-1280+1280 x-1920 x^2+1920 x^3-720 x^4+720 x^5\right)+8 x^4 \log (x)+\left(160 x+120 x^3-4 x^4+e^x \left(160 x-160 x^2+120 x^3-120 x^4\right)\right) \log ^2(x)+\left(-5 x^2+e^x \left(-5 x^2+5 x^3\right)\right) \log ^4(x)}{1280 x^2+1920 x^4+720 x^6+\left(-160 x^3-120 x^5\right) \log ^2(x)+5 x^4 \log ^4(x)} \, dx","\frac{2 x+e^x-\frac{x}{5 \left(\frac{\frac{\log ^2(x)}{4}-\frac{4}{x}}{x}-3\right)}+1}{x}",1,"x^(-1) + E^x/x + (64*Defer[Int][x/(16 + 12*x^2 - x*Log[x]^2)^2, x])/5 - (48*Defer[Int][x^3/(16 + 12*x^2 - x*Log[x]^2)^2, x])/5 + (8*Defer[Int][(x^2*Log[x])/(16 + 12*x^2 - x*Log[x]^2)^2, x])/5 + (4*Defer[Int][x/(16 + 12*x^2 - x*Log[x]^2), x])/5","F",0,0,0,0,-1,"{}"
3938,1,20,0,0.22039,"\int \frac{e^{-2 x} \left(-8 x+\left(8 x-8 x^2\right) \log \left(-\frac{2 x}{5}\right)\right)}{25 \log ^3\left(-\frac{2 x}{5}\right)} \, dx","Int[(-8*x + (8*x - 8*x^2)*Log[(-2*x)/5])/(25*E^(2*x)*Log[(-2*x)/5]^3),x]","\frac{4 e^{-2 x} x^2}{25 \log ^2\left(-\frac{2 x}{5}\right)}","\frac{4 e^{-2 x} x^2}{25 \log ^2\left(-\frac{2 x}{5}\right)}+3",1,"(4*x^2)/(25*E^(2*x)*Log[(-2*x)/5]^2)","A",4,3,37,0.08108,1,"{12, 6741, 2288}"
3939,0,0,0,1.1860037,"\int \frac{\exp \left(-2-e^{\frac{-x+(4-\log (3)) \log \left(x^3\right)}{\log \left(x^3\right)}}-x\right) \left(e^{\frac{-x+(4-\log (3)) \log \left(x^3\right)}{\log \left(x^3\right)}} \left(-3+\log \left(x^3\right)\right)-\log ^2\left(x^3\right)\right)}{\log ^2\left(x^3\right)} \, dx","Int[(E^(-2 - E^((-x + (4 - Log[3])*Log[x^3])/Log[x^3]) - x)*(E^((-x + (4 - Log[3])*Log[x^3])/Log[x^3])*(-3 + Log[x^3]) - Log[x^3]^2))/Log[x^3]^2,x]","\int \frac{\exp \left(-2-e^{\frac{-x+(4-\log (3)) \log \left(x^3\right)}{\log \left(x^3\right)}}-x\right) \left(e^{\frac{-x+(4-\log (3)) \log \left(x^3\right)}{\log \left(x^3\right)}} \left(-3+\log \left(x^3\right)\right)-\log ^2\left(x^3\right)\right)}{\log ^2\left(x^3\right)} \, dx","e^{-\frac{1}{3} e^{4-\frac{x}{\log \left(x^3\right)}}-x-2}",1,"-Defer[Int][E^(-2 - E^(4 - x/Log[x^3])/3 - x), x] - Defer[Int][E^(2 - E^((-x + (4 - Log[3])*Log[x^3])/Log[x^3]) - x - x/Log[x^3])/Log[x^3]^2, x] + Defer[Int][E^(2 - E^((-x + (4 - Log[3])*Log[x^3])/Log[x^3]) - x - x/Log[x^3])/Log[x^3], x]/3","F",0,0,0,0,-1,"{}"
3940,1,10,0,0.0396555,"\int \frac{e^{-\frac{24}{x^2}} \left(96+2 x^2\right)}{x^2} \, dx","Int[(96 + 2*x^2)/(E^(24/x^2)*x^2),x]","2 e^{-\frac{24}{x^2}} x","2 e^{-\frac{24}{x^2}} x+3 e^9-e^5",1,"(2*x)/E^(24/x^2)","A",1,1,18,0.05556,1,"{2288}"
3941,1,24,0,0.2409736,"\int \frac{-105 x-x^2-2 x^3-2 x^5+\left(-105-210 x^3\right) \log (4)+\left(-105-210 x^3\right) \log (x)}{x^4+105 x^2 \log (4)+105 x^2 \log (x)} \, dx","Int[(-105*x - x^2 - 2*x^3 - 2*x^5 + (-105 - 210*x^3)*Log[4] + (-105 - 210*x^3)*Log[x])/(x^4 + 105*x^2*Log[4] + 105*x^2*Log[x]),x]","-x^2-\log \left(x^2+105 \log (x)+105 \log (4)\right)+\frac{1}{x}","-x^2-\log \left(x^2+105 (\log (x)+\log (4))\right)+\frac{1}{x}",1,"x^(-1) - x^2 - Log[x^2 + 105*Log[4] + 105*Log[x]]","A",5,3,60,0.05000,1,"{6742, 14, 6684}"
3942,0,0,0,25.1720222,"\int \frac{\exp \left(\exp \left(\frac{-8-12 x-28 x^2-13 x^3+e^x \left(4+4 x+12 x^2\right)}{4 x^3}\right)+\frac{-8-12 x-28 x^2-13 x^3+e^x \left(4+4 x+12 x^2\right)}{4 x^3}\right) \left(e^4 \left(6+6 x+7 x^2\right)+e^{4+x} \left(-3-x-2 x^2+3 x^3\right)\right)}{x^4} \, dx","Int[(E^(E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))*(E^4*(6 + 6*x + 7*x^2) + E^(4 + x)*(-3 - x - 2*x^2 + 3*x^3)))/x^4,x]","\int \frac{\exp \left(\exp \left(\frac{-8-12 x-28 x^2-13 x^3+e^x \left(4+4 x+12 x^2\right)}{4 x^3}\right)+\frac{-8-12 x-28 x^2-13 x^3+e^x \left(4+4 x+12 x^2\right)}{4 x^3}\right) \left(e^4 \left(6+6 x+7 x^2\right)+e^{4+x} \left(-3-x-2 x^2+3 x^3\right)\right)}{x^4} \, dx","\exp \left(e^{\frac{\left(-x+e^x-2\right) \left(\frac{x+1}{x^2}+3\right)-\frac{x}{4}}{x}}+4\right)",1,"6*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^4, x] - 3*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + x + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^4, x] + 6*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^3, x] - Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + x + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^3, x] + 7*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^2, x] - 2*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + x + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x^2, x] + 3*Defer[Int][E^(4 + E^((-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3)) + x + (-8 - 12*x - 28*x^2 - 13*x^3 + E^x*(4 + 4*x + 12*x^2))/(4*x^3))/x, x]","F",0,0,0,0,-1,"{}"
3943,1,13,0,0.0117942,"\int \frac{125}{1-10 x+25 x^2+(8-40 x) \log (16)+16 \log ^2(16)} \, dx","Int[125/(1 - 10*x + 25*x^2 + (8 - 40*x)*Log[16] + 16*Log[16]^2),x]","\frac{25}{-5 x+1+4 \log (16)}","\frac{25 x}{x-x (x+4 (x-\log (16)))}",1,"25/(1 - 5*x + 4*Log[16])","A",4,4,28,0.1429,1,"{12, 1981, 27, 32}"
3944,1,16,0,0.0948254,"\int \frac{-16 x+3 x^2}{\left(10-8 x^2+x^3\right) \log \left(\frac{1}{5} \left(10-8 x^2+x^3\right)\right)} \, dx","Int[(-16*x + 3*x^2)/((10 - 8*x^2 + x^3)*Log[(10 - 8*x^2 + x^3)/5]),x]","\log \left(\log \left(\frac{1}{5} \left(x^3-8 x^2+10\right)\right)\right)","\log \left(\log \left(3-x \left(\frac{1}{5} (3-x) x+x+\frac{1}{x}\right)\right)\right)",1,"Log[Log[(10 - 8*x^2 + x^3)/5]]","A",2,2,39,0.05128,1,"{1593, 6684}"
3945,0,0,0,2.3376255,"\int \frac{-800-800 x+\left(1600-400 x-800 x^2\right) \log (x)+\left(-5 x+2 x^3\right) \log ^3(x)+\left((400+400 x) \log (x)+\left(-x-x^2\right) \log ^3(x)\right) \log \left(\frac{400-x \log ^2(x)}{\log ^2(x)}\right)}{(-400-400 x) \log (x)+\left(x+x^2\right) \log ^3(x)} \, dx","Int[(-800 - 800*x + (1600 - 400*x - 800*x^2)*Log[x] + (-5*x + 2*x^3)*Log[x]^3 + ((400 + 400*x)*Log[x] + (-x - x^2)*Log[x]^3)*Log[(400 - x*Log[x]^2)/Log[x]^2])/((-400 - 400*x)*Log[x] + (x + x^2)*Log[x]^3),x]","\int \frac{-800-800 x+\left(1600-400 x-800 x^2\right) \log (x)+\left(-5 x+2 x^3\right) \log ^3(x)+\left((400+400 x) \log (x)+\left(-x-x^2\right) \log ^3(x)\right) \log \left(\frac{400-x \log ^2(x)}{\log ^2(x)}\right)}{(-400-400 x) \log (x)+\left(x+x^2\right) \log ^3(x)} \, dx","x \left(x-\log \left(\frac{400}{\log ^2(x)}-x\right)-1\right)-3 \log (x+1)+5",1,"-2*x + x^2 - 3*Log[1 + x] + 2*Defer[Int][1/((1 + x)*Log[x]), x] + 2*Defer[Int][x/((1 + x)*Log[x]), x] - 400*Defer[Int][(400 - x*Log[x]^2)^(-1), x] - 800*Defer[Int][(-400 + x*Log[x]^2)^(-1), x] - 2*Defer[Int][(x*Log[x])/(-400 + x*Log[x]^2), x] - Defer[Int][Log[-x + 400/Log[x]^2], x]","F",0,0,0,0,-1,"{}"
3946,0,0,0,151.8228403,"\int \frac{\left(128 x-18 x^3+36 x^4-18 x^5+\left(-768-256 x+324 x^2-756 x^3+252 x^4+180 x^5\right) \log (3+x)\right) \log \left(\frac{4096 \log (3+x)}{4096 x^2-1152 x^4+2304 x^5-1071 x^6-324 x^7+486 x^8-324 x^9+81 x^{10}}\right)}{\left(-192 x-64 x^2+27 x^3-45 x^4+9 x^5+9 x^6\right) \log (3+x)} \, dx","Int[((128*x - 18*x^3 + 36*x^4 - 18*x^5 + (-768 - 256*x + 324*x^2 - 756*x^3 + 252*x^4 + 180*x^5)*Log[3 + x])*Log[(4096*Log[3 + x])/(4096*x^2 - 1152*x^4 + 2304*x^5 - 1071*x^6 - 324*x^7 + 486*x^8 - 324*x^9 + 81*x^10)])/((-192*x - 64*x^2 + 27*x^3 - 45*x^4 + 9*x^5 + 9*x^6)*Log[3 + x]),x]","\int \frac{\left(128 x-18 x^3+36 x^4-18 x^5+\left(-768-256 x+324 x^2-756 x^3+252 x^4+180 x^5\right) \log (3+x)\right) \log \left(\frac{4096 \log (3+x)}{4096 x^2-1152 x^4+2304 x^5-1071 x^6-324 x^7+486 x^8-324 x^9+81 x^{10}}\right)}{\left(-192 x-64 x^2+27 x^3-45 x^4+9 x^5+9 x^6\right) \log (3+x)} \, dx","4-\log ^2\left(\frac{\log (x+3)}{\left(x-\frac{9}{64} x \left(x^2-x\right)^2\right)^2}\right)",1,"(-7555*Sqrt[5/21]*ArcTanh[Sqrt[3/35]*(1 - 2*x)])/64 + (297*Sqrt[15/7]*ArcTanh[Sqrt[3/35]*(1 - 2*x)])/8 - (1921*Sqrt[35/3]*ArcTanh[Sqrt[3/35]*(1 - 2*x)])/704 + (27*Sqrt[105]*ArcTanh[Sqrt[3/35]*(1 - 2*x)])/22 - (24*I)*Sqrt[3/29]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(3 + I*Sqrt[87] - 6*x), x] - (363*Sqrt[3/35]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(3 + Sqrt[105] - 6*x), x])/14 - (507*Sqrt[15/7]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(3 + Sqrt[105] - 6*x), x])/14 + 33*Sqrt[21/5]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(3 + Sqrt[105] - 6*x), x] + 4*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/x, x] + (24*(29 - I*Sqrt[87])*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 - I*Sqrt[87] + 6*x), x])/29 - (24*I)*Sqrt[3/29]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + I*Sqrt[87] + 6*x), x] + (24*(29 + I*Sqrt[87])*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + I*Sqrt[87] + 6*x), x])/29 + (24*(35 + Sqrt[105])*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 - Sqrt[105] + 6*x), x])/35 - (363*Sqrt[3/35]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + Sqrt[105] + 6*x), x])/14 - (507*Sqrt[15/7]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + Sqrt[105] + 6*x), x])/14 + 33*Sqrt[21/5]*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + Sqrt[105] + 6*x), x] + (24*(35 - Sqrt[105])*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/(-3 + Sqrt[105] + 6*x), x])/35 - 2*Defer[Int][Log[(4096*Log[3 + x])/(x^2*(64 - 9*x^2 + 18*x^3 - 9*x^4)^2)]/((3 + x)*Log[3 + x]), x]","F",0,0,0,0,-1,"{}"
3947,0,0,0,2.5246334,"\int \frac{21+e^{-8+50 x^2} \left(3-300 x^2\right)-3 \log (5)-3 \log \left(x^2\right)}{25+e^{-16+100 x^2}+10 x+x^2+e^{-8+50 x^2} (10+2 x-2 \log (5))+(-10-2 x) \log (5)+\log ^2(5)+\left(-10-2 e^{-8+50 x^2}-2 x+2 \log (5)\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","Int[(21 + E^(-8 + 50*x^2)*(3 - 300*x^2) - 3*Log[5] - 3*Log[x^2])/(25 + E^(-16 + 100*x^2) + 10*x + x^2 + E^(-8 + 50*x^2)*(10 + 2*x - 2*Log[5]) + (-10 - 2*x)*Log[5] + Log[5]^2 + (-10 - 2*E^(-8 + 50*x^2) - 2*x + 2*Log[5])*Log[x^2] + Log[x^2]^2),x]","\int \frac{21+e^{-8+50 x^2} \left(3-300 x^2\right)-3 \log (5)-3 \log \left(x^2\right)}{25+e^{-16+100 x^2}+10 x+x^2+e^{-8+50 x^2} (10+2 x-2 \log (5))+(-10-2 x) \log (5)+\log ^2(5)+\left(-10-2 e^{-8+50 x^2}-2 x+2 \log (5)\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","\frac{3 x}{e^{50 x^2-8}-\log \left(x^2\right)+x+5-\log (5)}",1,"6*E^16*Defer[Int][(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^(-2), x] - 3*E^16*Defer[Int][x/(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^2, x] + 300*E^16*(5 - Log[5])*Defer[Int][x^2/(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^2, x] + 300*E^16*Defer[Int][x^3/(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^2, x] - 300*E^16*Defer[Int][(x^2*Log[x^2])/(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^2, x] + 3*E^8*Defer[Int][(E^(50*x^2) + E^8*x + 5*E^8*(1 - Log[5]/5) - E^8*Log[x^2])^(-1), x] + 300*E^8*Defer[Int][x^2/(-E^(50*x^2) - E^8*x - 5*E^8*(1 - Log[5]/5) + E^8*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
3948,0,0,0,0.4839581,"\int \frac{-4-4 x+2 x^2+5 x^3+2 x^4+\left(7 x^2+6 x^3\right) \log \left(\frac{3 e^{x+x^2}}{4}\right)+\left(-2+3 x+6 x^2\right) \log ^2\left(\frac{3 e^{x+x^2}}{4}\right)+(1+2 x) \log ^3\left(\frac{3 e^{x+x^2}}{4}\right)}{x^3+3 x^2 \log \left(\frac{3 e^{x+x^2}}{4}\right)+3 x \log ^2\left(\frac{3 e^{x+x^2}}{4}\right)+\log ^3\left(\frac{3 e^{x+x^2}}{4}\right)} \, dx","Int[(-4 - 4*x + 2*x^2 + 5*x^3 + 2*x^4 + (7*x^2 + 6*x^3)*Log[(3*E^(x + x^2))/4] + (-2 + 3*x + 6*x^2)*Log[(3*E^(x + x^2))/4]^2 + (1 + 2*x)*Log[(3*E^(x + x^2))/4]^3)/(x^3 + 3*x^2*Log[(3*E^(x + x^2))/4] + 3*x*Log[(3*E^(x + x^2))/4]^2 + Log[(3*E^(x + x^2))/4]^3),x]","\int \frac{-4-4 x+2 x^2+5 x^3+2 x^4+\left(7 x^2+6 x^3\right) \log \left(\frac{3 e^{x+x^2}}{4}\right)+\left(-2+3 x+6 x^2\right) \log ^2\left(\frac{3 e^{x+x^2}}{4}\right)+(1+2 x) \log ^3\left(\frac{3 e^{x+x^2}}{4}\right)}{x^3+3 x^2 \log \left(\frac{3 e^{x+x^2}}{4}\right)+3 x \log ^2\left(\frac{3 e^{x+x^2}}{4}\right)+\log ^3\left(\frac{3 e^{x+x^2}}{4}\right)} \, dx","\left(\frac{1}{\log \left(\frac{3 e^{x^2+x}}{4}\right)+x}-x\right)^2+x+1",1,"x + x^2 + (x + Log[(3*E^(x + x^2))/4])^(-2) + 4*Defer[Int][x/(x + Log[(3*E^(x + x^2))/4])^2, x] + 4*Defer[Int][x^2/(x + Log[(3*E^(x + x^2))/4])^2, x] - 2*Defer[Int][(x + Log[(3*E^(x + x^2))/4])^(-1), x]","F",0,0,0,0,-1,"{}"
3949,0,0,0,14.3800866,"\int \frac{(16-8 x) \log (x)+4 x \log ^2(x)+\sqrt{\frac{e^{x/2}}{x^2}} \left(-8 \log (x)+(-4+x) \log ^2(x)\right)}{\frac{4 e^{x/2}}{x}+16 x-16 x^2+4 x^3+\sqrt{\frac{e^{x/2}}{x^2}} \left(-16 x+8 x^2\right)} \, dx","Int[((16 - 8*x)*Log[x] + 4*x*Log[x]^2 + Sqrt[E^(x/2)/x^2]*(-8*Log[x] + (-4 + x)*Log[x]^2))/((4*E^(x/2))/x + 16*x - 16*x^2 + 4*x^3 + Sqrt[E^(x/2)/x^2]*(-16*x + 8*x^2)),x]","\int \frac{(16-8 x) \log (x)+4 x \log ^2(x)+\sqrt{\frac{e^{x/2}}{x^2}} \left(-8 \log (x)+(-4+x) \log ^2(x)\right)}{\frac{4 e^{x/2}}{x}+16 x-16 x^2+4 x^3+\sqrt{\frac{e^{x/2}}{x^2}} \left(-16 x+8 x^2\right)} \, dx","\frac{\log ^2(x)}{-\sqrt{\frac{e^{x/2}}{x^2}}-x+2}+3",1,"(-2*Sqrt[E^(x/2)/x^2]*x*Log[x]*Defer[Int][E^(x/4)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4), x])/E^(x/4) + 4*Log[x]*Defer[Int][x/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4), x] - 2*Log[x]*Defer[Int][x^2/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4), x] - (8*Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*x^2*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4)^2, x])/E^(x/4) + (14*Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*x^3*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4)^2, x])/E^(x/4) - (6*Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*x^4*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4)^2, x])/E^(x/4) + (Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*x^5*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4)^2, x])/(2*E^(x/4)) - (Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4), x])/E^(x/4) + (Sqrt[E^(x/2)/x^2]*x*Defer[Int][(E^(x/4)*x*Log[x]^2)/(E^(x/2) - 4*x^2 + 4*x^3 - x^4), x])/(4*E^(x/4)) - 16*Defer[Int][(x^3*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4)^2, x] + 36*Defer[Int][(x^4*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4)^2, x] - 26*Defer[Int][(x^5*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4)^2, x] + 7*Defer[Int][(x^6*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4)^2, x] - Defer[Int][(x^7*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4)^2, x]/2 + 4*Defer[Int][(x*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4), x] - 4*Defer[Int][(x^2*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4), x] + Defer[Int][(x^3*Log[x]^2)/(-E^(x/2) + 4*x^2 - 4*x^3 + x^4), x]/2 + (2*Sqrt[E^(x/2)/x^2]*x*Defer[Int][Defer[Int][E^(x/4)/(E^(x/2) - (-2 + x)^2*x^2), x]/x, x])/E^(x/4) - 4*Defer[Int][Defer[Int][x/(-E^(x/2) + (-2 + x)^2*x^2), x]/x, x] + 2*Defer[Int][Defer[Int][x^2/(-E^(x/2) + (-2 + x)^2*x^2), x]/x, x]","F",0,0,0,0,-1,"{}"
3950,1,31,0,0.0203272,"\int \frac{-80-15 x+10 x^2+5 x^5+\left(3 x^3-5 x^5\right) \log (2)}{5 x^5} \, dx","Int[(-80 - 15*x + 10*x^2 + 5*x^5 + (3*x^3 - 5*x^5)*Log[2])/(5*x^5),x]","\frac{4}{x^4}+\frac{1}{x^3}-\frac{1}{x^2}+x (1-\log (2))-\frac{\log (8)}{5 x}","x-\frac{\frac{x-\frac{4}{x}-1}{x^2}+\left(x^2-x+\frac{3}{5}\right) \log (2)}{x}",1,"4/x^4 + x^(-3) - x^(-2) + x*(1 - Log[2]) - Log[8]/(5*x)","A",3,2,36,0.05556,1,"{12, 14}"
3951,1,464,0,0.304809,"\int \left(1-3 x+2 x^2+2 x^3-3 x^4+x^5+\left(8-16 x+16 x^3-8 x^4\right) \log (25)+\left(28-32 x-24 x^2+32 x^3-4 x^4\right) \log ^2(25)+\left(56-24 x-56 x^2+24 x^3\right) \log ^3(25)+\left(70+10 x-54 x^2+6 x^3\right) \log ^4(25)+\left(56+32 x-24 x^2\right) \log ^5(25)+\left(28+24 x-4 x^2\right) \log ^6(25)+(8+8 x) \log ^7(25)+(1+x) \log ^8(25)+\left(1-6 x+6 x^2+8 x^3-15 x^4+6 x^5+\left(8-32 x+64 x^3-40 x^4\right) \log (25)+\left(28-64 x-72 x^2+128 x^3-20 x^4\right) \log ^2(25)+\left(56-48 x-168 x^2+96 x^3\right) \log ^3(25)+\left(70+20 x-162 x^2+24 x^3\right) \log ^4(25)+\left(56+64 x-72 x^2\right) \log ^5(25)+\left(28+48 x-12 x^2\right) \log ^6(25)+(8+16 x) \log ^7(25)+(1+2 x) \log ^8(25)\right) \log (x)\right) \, dx","Int[1 - 3*x + 2*x^2 + 2*x^3 - 3*x^4 + x^5 + (8 - 16*x + 16*x^3 - 8*x^4)*Log[25] + (28 - 32*x - 24*x^2 + 32*x^3 - 4*x^4)*Log[25]^2 + (56 - 24*x - 56*x^2 + 24*x^3)*Log[25]^3 + (70 + 10*x - 54*x^2 + 6*x^3)*Log[25]^4 + (56 + 32*x - 24*x^2)*Log[25]^5 + (28 + 24*x - 4*x^2)*Log[25]^6 + (8 + 8*x)*Log[25]^7 + (1 + x)*Log[25]^8 + (1 - 6*x + 6*x^2 + 8*x^3 - 15*x^4 + 6*x^5 + (8 - 32*x + 64*x^3 - 40*x^4)*Log[25] + (28 - 64*x - 72*x^2 + 128*x^3 - 20*x^4)*Log[25]^2 + (56 - 48*x - 168*x^2 + 96*x^3)*Log[25]^3 + (70 + 20*x - 162*x^2 + 24*x^3)*Log[25]^4 + (56 + 64*x - 72*x^2)*Log[25]^5 + (28 + 48*x - 12*x^2)*Log[25]^6 + (8 + 16*x)*Log[25]^7 + (1 + 2*x)*Log[25]^8)*Log[x],x]","x^6 \log (x)-\frac{3 x^5}{5}-x^5 \left(3+4 \log ^2(25)+8 \log (25)\right) \log (x)+\frac{1}{5} x^5 \left(3+4 \log ^2(25)+8 \log (25)\right)-\frac{4}{5} x^5 \log ^2(25)-\frac{8}{5} x^5 \log (25)+\frac{x^4}{2}+\frac{3}{2} x^4 \log ^4(25)+6 x^4 \log ^3(25)+2 x^4 (1+\log (25))^2 \left(1+3 \log ^2(25)+6 \log (25)\right) \log (x)-\frac{1}{2} x^4 (1+\log (25))^2 \left(1+3 \log ^2(25)+6 \log (25)\right)+8 x^4 \log ^2(25)+4 x^4 \log (25)+\frac{2 x^3}{3}-\frac{4}{3} x^3 \log ^6(25)-8 x^3 \log ^5(25)-18 x^3 \log ^4(25)-\frac{56}{3} x^3 \log ^3(25)+2 x^3 (1+\log (25))^4 \left(1-2 \log ^2(25)-4 \log (25)\right) \log (x)-\frac{2}{3} x^3 (1+\log (25))^4 \left(1-2 \log ^2(25)-4 \log (25)\right)-8 x^3 \log ^2(25)-\frac{3 x^2}{2}+12 x^2 \log ^6(25)+16 x^2 \log ^5(25)+5 x^2 \log ^4(25)-12 x^2 \log ^3(25)-x^2 (1+\log (25))^6 \left(3-\log ^2(25)-\log (625)\right) \log (x)+\frac{1}{2} x^2 (1+\log (25))^6 \left(3-\log ^2(25)-\log (625)\right)-16 x^2 \log ^2(25)-8 x^2 \log (25)+x+\frac{1}{2} (x+1)^2 \log ^8(25)+4 (x+1)^2 \log ^7(25)+28 x \log ^6(25)+56 x \log ^5(25)+70 x \log ^4(25)+56 x \log ^3(25)+28 x \log ^2(25)+x (1+\log (25))^8 \log (x)-x (1+\log (25))^8+8 x \log (25)","\left(x^2+x\right) \left(x-(1+\log (25))^2\right)^4 \log (x)",1,"x - (3*x^2)/2 + (2*x^3)/3 + x^4/2 - (3*x^5)/5 + 8*x*Log[25] - 8*x^2*Log[25] + 4*x^4*Log[25] - (8*x^5*Log[25])/5 + 28*x*Log[25]^2 - 16*x^2*Log[25]^2 - 8*x^3*Log[25]^2 + 8*x^4*Log[25]^2 - (4*x^5*Log[25]^2)/5 + 56*x*Log[25]^3 - 12*x^2*Log[25]^3 - (56*x^3*Log[25]^3)/3 + 6*x^4*Log[25]^3 + 70*x*Log[25]^4 + 5*x^2*Log[25]^4 - 18*x^3*Log[25]^4 + (3*x^4*Log[25]^4)/2 + 56*x*Log[25]^5 + 16*x^2*Log[25]^5 - 8*x^3*Log[25]^5 + 28*x*Log[25]^6 + 12*x^2*Log[25]^6 - (4*x^3*Log[25]^6)/3 + 4*(1 + x)^2*Log[25]^7 + ((1 + x)^2*Log[25]^8)/2 - x*(1 + Log[25])^8 - (2*x^3*(1 + Log[25])^4*(1 - 4*Log[25] - 2*Log[25]^2))/3 - (x^4*(1 + Log[25])^2*(1 + 6*Log[25] + 3*Log[25]^2))/2 + (x^5*(3 + 8*Log[25] + 4*Log[25]^2))/5 + (x^2*(1 + Log[25])^6*(3 - Log[25]^2 - Log[625]))/2 + x^6*Log[x] + x*(1 + Log[25])^8*Log[x] + 2*x^3*(1 + Log[25])^4*(1 - 4*Log[25] - 2*Log[25]^2)*Log[x] + 2*x^4*(1 + Log[25])^2*(1 + 6*Log[25] + 3*Log[25]^2)*Log[x] - x^5*(3 + 8*Log[25] + 4*Log[25]^2)*Log[x] - x^2*(1 + Log[25])^6*(3 - Log[25]^2 - Log[625])*Log[x]","B",15,3,315,0.009524,1,"{2356, 2304, 2295}"
3952,1,14,0,0.0033593,"\int \left(-2+\log \left(\frac{3 x^3}{125}\right)\right) \, dx","Int[-2 + Log[(3*x^3)/125],x]","x \log \left(\frac{3 x^3}{125}\right)-5 x","x \left(\log \left(\frac{3 x^3}{125}\right)-5\right)",1,"-5*x + x*Log[(3*x^3)/125]","A",2,1,10,0.1000,1,"{2295}"
3953,1,53,0,0.0678627,"\int \frac{e^5 (-800-160 x)+25600 x+19200 x^2+1920 x^3-320 x^4}{e^5 \left(-125+75 x-15 x^2+x^3\right)} \, dx","Int[(E^5*(-800 - 160*x) + 25600*x + 19200*x^2 + 1920*x^3 - 320*x^4)/(E^5*(-125 + 75*x - 15*x^2 + x^3)),x]","-\frac{160 x^2}{e^5}-\frac{2880 x}{e^5}+\frac{160 \left(1260-e^5\right)}{e^5 (5-x)}-\frac{800 \left(405-e^5\right)}{e^5 (5-x)^2}","\frac{160 x^2 \left(\frac{1}{x}-\frac{(x+4)^2}{e^5}\right)}{(x-5)^2}",1,"(-800*(405 - E^5))/(E^5*(5 - x)^2) + (160*(1260 - E^5))/(E^5*(5 - x)) - (2880*x)/E^5 - (160*x^2)/E^5","B",3,2,47,0.04255,1,"{12, 2074}"
3954,0,0,0,0.9779578,"\int \frac{e^5 \left(-4+4 x^2\right)+e^5 \left(-4+3 x-4 x^2\right) \log \left(\frac{12-9 x+12 x^2}{4 x}\right)+\left(8 x-6 x^2+8 x^3\right) \log ^2\left(\frac{12-9 x+12 x^2}{4 x}\right)}{\left(20-15 x+20 x^2\right) \log ^2\left(\frac{12-9 x+12 x^2}{4 x}\right)} \, dx","Int[(E^5*(-4 + 4*x^2) + E^5*(-4 + 3*x - 4*x^2)*Log[(12 - 9*x + 12*x^2)/(4*x)] + (8*x - 6*x^2 + 8*x^3)*Log[(12 - 9*x + 12*x^2)/(4*x)]^2)/((20 - 15*x + 20*x^2)*Log[(12 - 9*x + 12*x^2)/(4*x)]^2),x]","\int \frac{e^5 \left(-4+4 x^2\right)+e^5 \left(-4+3 x-4 x^2\right) \log \left(\frac{12-9 x+12 x^2}{4 x}\right)+\left(8 x-6 x^2+8 x^3\right) \log ^2\left(\frac{12-9 x+12 x^2}{4 x}\right)}{\left(20-15 x+20 x^2\right) \log ^2\left(\frac{12-9 x+12 x^2}{4 x}\right)} \, dx","\frac{1}{5} x \left(x-\frac{e^5}{\log \left(3 \left(x+\frac{1}{x}-\frac{3}{4}\right)\right)}\right)",1,"x^2/5 + (E^5*Defer[Int][Log[-9/4 + 3/x + 3*x]^(-2), x])/5 - (((64*I)/5)*E^5*Defer[Int][1/((3 + I*Sqrt[55] - 8*x)*Log[-9/4 + 3/x + 3*x]^2), x])/Sqrt[55] + (3*(55 - (3*I)*Sqrt[55])*E^5*Defer[Int][1/((-3 - I*Sqrt[55] + 8*x)*Log[-9/4 + 3/x + 3*x]^2), x])/275 - (((64*I)/5)*E^5*Defer[Int][1/((-3 + I*Sqrt[55] + 8*x)*Log[-9/4 + 3/x + 3*x]^2), x])/Sqrt[55] + (3*(55 + (3*I)*Sqrt[55])*E^5*Defer[Int][1/((-3 + I*Sqrt[55] + 8*x)*Log[-9/4 + 3/x + 3*x]^2), x])/275 - (E^5*Defer[Int][Log[-9/4 + 3/x + 3*x]^(-1), x])/5","F",0,0,0,0,-1,"{}"
3955,0,0,0,11.6411091,"\int \frac{-6 \log (4)+\left(6 x^2-9 x^3\right) \log ^2(x)+\left(6 \log (4) \log (x)+\left(3 x^2-3 x^3\right) \log ^2(x)\right) \log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right) \log \left(\log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right)\right)}{\left(-2 x^2 \log (4) \log (x)+\left(-x^4+x^5\right) \log ^2(x)\right) \log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right) \log ^2\left(\log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right)\right)} \, dx","Int[(-6*Log[4] + (6*x^2 - 9*x^3)*Log[x]^2 + (6*Log[4]*Log[x] + (3*x^2 - 3*x^3)*Log[x]^2)*Log[(4*Log[4] + (2*x^2 - 2*x^3)*Log[x])/Log[x]]*Log[Log[(4*Log[4] + (2*x^2 - 2*x^3)*Log[x])/Log[x]]])/((-2*x^2*Log[4]*Log[x] + (-x^4 + x^5)*Log[x]^2)*Log[(4*Log[4] + (2*x^2 - 2*x^3)*Log[x])/Log[x]]*Log[Log[(4*Log[4] + (2*x^2 - 2*x^3)*Log[x])/Log[x]]]^2),x]","\int \frac{-6 \log (4)+\left(6 x^2-9 x^3\right) \log ^2(x)+\left(6 \log (4) \log (x)+\left(3 x^2-3 x^3\right) \log ^2(x)\right) \log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right) \log \left(\log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right)\right)}{\left(-2 x^2 \log (4) \log (x)+\left(-x^4+x^5\right) \log ^2(x)\right) \log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right) \log ^2\left(\log \left(\frac{4 \log (4)+\left(2 x^2-2 x^3\right) \log (x)}{\log (x)}\right)\right)} \, dx","\frac{3}{x \log \left(\log \left(x \log \left(e^{2 x-2 x^2}\right)+\frac{4 \log (4)}{\log (x)}\right)\right)}",1,"-6*Defer[Int][Log[x]/((Log[16] + x^2*Log[x] - x^3*Log[x])*Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]*Log[Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]]^2), x] - 3*Log[16]*Defer[Int][1/(x^2*Log[x]*(-Log[16] - x^2*Log[x] + x^3*Log[x])*Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]*Log[Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]]^2), x] - 9*Defer[Int][(x*Log[x])/((-Log[16] - x^2*Log[x] + x^3*Log[x])*Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]*Log[Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]]^2), x] - 3*Defer[Int][1/(x^2*Log[Log[-2*(-1 + x)*x^2 + Log[256]/Log[x]]]), x]","F",0,0,0,0,-1,"{}"
3956,-1,0,0,180.0005652,"\int \frac{-40 e^x x^2+e^{2 x} \left(100 x+140 x^2+40 x^3\right)+e^{1+x} \left(40 e^x x^2+e^{2 x} \left(-40 x-40 x^2\right)\right)+\left(40 x^2+e^x \left(-200 x-180 x^2-40 x^3\right)+e^{1+x} \left(-40 x^2+e^x \left(80 x+40 x^2\right)\right)\right) \log \left(10-4 e^{1+x}+4 x\right)+\left(100 x-40 e^{1+x} x+40 x^2\right) \log ^2\left(10-4 e^{1+x}+4 x\right)}{-125-50 x+e^{2 x} \left(-50 x^2-20 x^3\right)+e^{1+x} \left(50+20 e^{2 x} x^2+2 e^{4 x} x^4\right)+e^{4 x} \left(-5 x^4-2 x^5\right)+\left(e^x \left(100 x^2+40 x^3\right)+e^{1+x} \left(-40 e^x x^2-8 e^{3 x} x^4\right)+e^{3 x} \left(20 x^4+8 x^5\right)\right) \log \left(10-4 e^{1+x}+4 x\right)+\left(-50 x^2-20 x^3+e^{1+x} \left(20 x^2+12 e^{2 x} x^4\right)+e^{2 x} \left(-30 x^4-12 x^5\right)\right) \log ^2\left(10-4 e^{1+x}+4 x\right)+\left(-8 e^{1+2 x} x^4+e^x \left(20 x^4+8 x^5\right)\right) \log ^3\left(10-4 e^{1+x}+4 x\right)+\left(-5 x^4+2 e^{1+x} x^4-2 x^5\right) \log ^4\left(10-4 e^{1+x}+4 x\right)} \, dx","Int[(-40*E^x*x^2 + E^(2*x)*(100*x + 140*x^2 + 40*x^3) + E^(1 + x)*(40*E^x*x^2 + E^(2*x)*(-40*x - 40*x^2)) + (40*x^2 + E^x*(-200*x - 180*x^2 - 40*x^3) + E^(1 + x)*(-40*x^2 + E^x*(80*x + 40*x^2)))*Log[10 - 4*E^(1 + x) + 4*x] + (100*x - 40*E^(1 + x)*x + 40*x^2)*Log[10 - 4*E^(1 + x) + 4*x]^2)/(-125 - 50*x + E^(2*x)*(-50*x^2 - 20*x^3) + E^(1 + x)*(50 + 20*E^(2*x)*x^2 + 2*E^(4*x)*x^4) + E^(4*x)*(-5*x^4 - 2*x^5) + (E^x*(100*x^2 + 40*x^3) + E^(1 + x)*(-40*E^x*x^2 - 8*E^(3*x)*x^4) + E^(3*x)*(20*x^4 + 8*x^5))*Log[10 - 4*E^(1 + x) + 4*x] + (-50*x^2 - 20*x^3 + E^(1 + x)*(20*x^2 + 12*E^(2*x)*x^4) + E^(2*x)*(-30*x^4 - 12*x^5))*Log[10 - 4*E^(1 + x) + 4*x]^2 + (-8*E^(1 + 2*x)*x^4 + E^x*(20*x^4 + 8*x^5))*Log[10 - 4*E^(1 + x) + 4*x]^3 + (-5*x^4 + 2*E^(1 + x)*x^4 - 2*x^5)*Log[10 - 4*E^(1 + x) + 4*x]^4),x]","\text{\$Aborted}","\frac{2}{\frac{1}{5} x^2 \left(\log \left(4 \left(x-e^{x+1}\right)+10\right)-e^x\right)^2+1}",1,"$Aborted","F",0,0,0,0,-1,"{}"
3957,0,0,0,0.3073531,"\int \frac{15+e^x \left(-10 x-10 x^2\right)}{-3+e^x x^2} \, dx","Int[(15 + E^x*(-10*x - 10*x^2))/(-3 + E^x*x^2),x]","\int \frac{15+e^x \left(-10 x-10 x^2\right)}{-3+e^x x^2} \, dx","5 \left(\log \left(\frac{4}{3-e^x x^2}\right)-x+4-\log \left(4 \sqrt{e}\right)\right)",1,"-10*x - 10*Log[x] - 15*Defer[Int][(-3 + E^x*x^2)^(-1), x] - 30*Defer[Int][1/(x*(-3 + E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
3958,1,28,0,0.0836588,"\int \frac{750 \log \left(\frac{x^3+2 e^5 x^3+e^{10} x^3}{e^{10}}\right)-125 \log ^2\left(\frac{x^3+2 e^5 x^3+e^{10} x^3}{e^{10}}\right)}{13 x^2} \, dx","Int[(750*Log[(x^3 + 2*E^5*x^3 + E^10*x^3)/E^10] - 125*Log[(x^3 + 2*E^5*x^3 + E^10*x^3)/E^10]^2)/(13*x^2),x]","\frac{125 \left(2 \left(5-\log \left(1+e^5\right)\right)-\log \left(x^3\right)\right)^2}{13 x}","\frac{125 \log ^2\left(x \left(\frac{x}{e^5}+x\right)^2\right)}{13 x}",1,"(125*(2*(5 - Log[1 + E^5]) - Log[x^3])^2)/(13*x)","A",6,4,62,0.06452,1,"{12, 14, 2305, 2304}"
3959,0,0,0,1.2779532,"\int \frac{e^{2 x} (-5+10 x) \log (4)+e^{\frac{3 \log (4)-e^x \log (4)-2 x \log \left(x^2\right)}{\log (4)}} \left(-e^{3 x} x \log (4)+e^{2 x} (-4 x+(-1+2 x) \log (4))-2 e^{2 x} x \log \left(x^2\right)\right)}{x^2 \log (4)} \, dx","Int[(E^(2*x)*(-5 + 10*x)*Log[4] + E^((3*Log[4] - E^x*Log[4] - 2*x*Log[x^2])/Log[4])*(-(E^(3*x)*x*Log[4]) + E^(2*x)*(-4*x + (-1 + 2*x)*Log[4]) - 2*E^(2*x)*x*Log[x^2]))/(x^2*Log[4]),x]","\int \frac{e^{2 x} (-5+10 x) \log (4)+e^{\frac{3 \log (4)-e^x \log (4)-2 x \log \left(x^2\right)}{\log (4)}} \left(-e^{3 x} x \log (4)+e^{2 x} (-4 x+(-1+2 x) \log (4))-2 e^{2 x} x \log \left(x^2\right)\right)}{x^2 \log (4)} \, dx","\frac{e^{2 x} \left(e^{-\frac{2 x \log \left(x^2\right)}{\log (4)}-e^x+3}+5\right)}{x}",1,"(5*E^(2*x))/x - Defer[Int][E^(3 - E^x + 2*x)*(x^2)^(-1 - (2*x)/Log[4]), x] - (4*(1 - Log[2])*Defer[Int][E^(3 - E^x + 2*x)*x*(x^2)^(-1 - (2*x)/Log[4]), x])/Log[4] - (2*Log[x^2]*Defer[Int][E^(3 - E^x + 2*x)*x*(x^2)^(-1 - (2*x)/Log[4]), x])/Log[4] - Defer[Int][E^(3 - E^x + 3*x)*x*(x^2)^(-1 - (2*x)/Log[4]), x] + (4*Defer[Int][Defer[Int][E^(3 - E^x + 2*x)/(x*(x^2)^((2*x)/Log[4])), x]/x, x])/Log[4]","F",0,0,0,0,-1,"{}"
3960,0,0,0,36.9996897,"\int \frac{e^{5 x+x^2} \left(-512+2560 x+1024 x^2\right)+e^{5 x+x^2} \left(128 x-640 x^2-256 x^3\right) \log \left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)+\left(\left(-128 e^{5 x+x^2} x-512 x^2\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(-512 e^{5 x+x^2} x-2048 x^2\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^2\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)+\left(\left(32 e^{5 x+x^2} x^2+128 x^3\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(128 e^{5 x+x^2} x^2+512 x^3\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^3\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)}{\left(\left(e^{5 x+x^2} x+4 x^2\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(4 e^{5 x+x^2} x+16 x^2\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^3\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)} \, dx","Int[(E^(5*x + x^2)*(-512 + 2560*x + 1024*x^2) + E^(5*x + x^2)*(128*x - 640*x^2 - 256*x^3)*Log[(1 + 4*Log[(E^(5*x + x^2) + 4*x)/x])/Log[(E^(5*x + x^2) + 4*x)/x]] + ((-128*E^(5*x + x^2)*x - 512*x^2)*Log[(E^(5*x + x^2) + 4*x)/x] + (-512*E^(5*x + x^2)*x - 2048*x^2)*Log[(E^(5*x + x^2) + 4*x)/x]^2)*Log[(1 + 4*Log[(E^(5*x + x^2) + 4*x)/x])/Log[(E^(5*x + x^2) + 4*x)/x]]^2 + ((32*E^(5*x + x^2)*x^2 + 128*x^3)*Log[(E^(5*x + x^2) + 4*x)/x] + (128*E^(5*x + x^2)*x^2 + 512*x^3)*Log[(E^(5*x + x^2) + 4*x)/x]^2)*Log[(1 + 4*Log[(E^(5*x + x^2) + 4*x)/x])/Log[(E^(5*x + x^2) + 4*x)/x]]^3)/(((E^(5*x + x^2)*x + 4*x^2)*Log[(E^(5*x + x^2) + 4*x)/x] + (4*E^(5*x + x^2)*x + 16*x^2)*Log[(E^(5*x + x^2) + 4*x)/x]^2)*Log[(1 + 4*Log[(E^(5*x + x^2) + 4*x)/x])/Log[(E^(5*x + x^2) + 4*x)/x]]^3),x]","\int \frac{e^{5 x+x^2} \left(-512+2560 x+1024 x^2\right)+e^{5 x+x^2} \left(128 x-640 x^2-256 x^3\right) \log \left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)+\left(\left(-128 e^{5 x+x^2} x-512 x^2\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(-512 e^{5 x+x^2} x-2048 x^2\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^2\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)+\left(\left(32 e^{5 x+x^2} x^2+128 x^3\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(128 e^{5 x+x^2} x^2+512 x^3\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^3\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)}{\left(\left(e^{5 x+x^2} x+4 x^2\right) \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)+\left(4 e^{5 x+x^2} x+16 x^2\right) \log ^2\left(\frac{e^{5 x+x^2}+4 x}{x}\right)\right) \log ^3\left(\frac{1+4 \log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}{\log \left(\frac{e^{5 x+x^2}+4 x}{x}\right)}\right)} \, dx","16 \left(\frac{4}{\log \left(\frac{1}{\log \left(\frac{4 x+e^{x (x+5)}}{x}\right)}+4\right)}-x\right)^2+2",1,"16*x^2 + 2560*Defer[Int][1/(Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] - 512*Defer[Int][1/(x*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] + 1024*Defer[Int][x/(Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] + 2048*Defer[Int][1/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] - 10240*Defer[Int][x/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] - 4096*Defer[Int][x^2/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^3), x] + 128*Defer[Int][1/(Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] - 640*Defer[Int][x/(Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] - 256*Defer[Int][x^2/(Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] - 512*Defer[Int][x/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] + 2560*Defer[Int][x^2/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] + 1024*Defer[Int][x^3/((E^(x*(5 + x)) + 4*x)*Log[4 + E^(x*(5 + x))/x]*(1 + 4*Log[4 + E^(x*(5 + x))/x])*Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^2), x] - 128*Defer[Int][Log[4 + Log[4 + E^(x*(5 + x))/x]^(-1)]^(-1), x]","F",0,0,0,0,-1,"{}"
3961,0,0,0,112.1165046,"\int \frac{-6 e^{2+2 x} x^3+e^{\frac{e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}} \left(27+21 x-6 x^2+3 e^{2+2 x} x^2+6 x^3+(-6-6 x) \log (x)\right)}{\exp \left(2+2 x+\frac{2 e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}\right) x^4-2 \exp \left(2+2 x+\frac{e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}\right) x^5+e^{2+2 x} x^6} \, dx","Int[(-6*E^(2 + 2*x)*x^3 + E^((E^(-2 - 2*x)*(-4 + x - x^2 + Log[x]))/x^2)*(27 + 21*x - 6*x^2 + 3*E^(2 + 2*x)*x^2 + 6*x^3 + (-6 - 6*x)*Log[x]))/(E^(2 + 2*x + (2*E^(-2 - 2*x)*(-4 + x - x^2 + Log[x]))/x^2)*x^4 - 2*E^(2 + 2*x + (E^(-2 - 2*x)*(-4 + x - x^2 + Log[x]))/x^2)*x^5 + E^(2 + 2*x)*x^6),x]","\int \frac{-6 e^{2+2 x} x^3+e^{\frac{e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}} \left(27+21 x-6 x^2+3 e^{2+2 x} x^2+6 x^3+(-6-6 x) \log (x)\right)}{\exp \left(2+2 x+\frac{2 e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}\right) x^4-2 \exp \left(2+2 x+\frac{e^{-2-2 x} \left(-4+x-x^2+\log (x)\right)}{x^2}\right) x^5+e^{2+2 x} x^6} \, dx","\frac{3}{x \left(x-e^{e^{-2 x-2} \left(\frac{x+\log (x)-4}{x^2}-1\right)}\right)}",1,"27*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(x^3*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] - 6*Log[x]*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(x^3*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] + 21*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(x^2*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] - 6*Log[x]*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(x^2*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] - 6*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(x*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] - 3*Defer[Int][E^((2*E^(-2 - 2*x)*(4 + x^2))/x^2)/(x*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2), x] - 3*Defer[Int][E^((E^(-2 - 2*x)*(4 + x^2))/x^2)/(x^2*(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x - E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))), x] + 6*Defer[Int][E^(-2 + 2*E^(-2 - 2*x) + (8*E^(-2 - 2*x))/x^2 - 2*x)/(-(E^(E^(-2 - 2*x) + (4*E^(-2 - 2*x))/x^2)*x) + E^(E^(-2 - 2*x)/x)*x^(E^(-2 - 2*x)/x^2))^2, x] - 27*Defer[Int][E^(-2 - 2*x)/(x^4*(x - x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] - 21*Defer[Int][E^(-2 - 2*x)/(x^3*(x - x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] - 6*Defer[Int][E^(-2 - 2*x)/(x*(x - x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] - 6*Log[x]*Defer[Int][E^(-2 - 2*x)/(x^4*(-x + x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] - 6*Log[x]*Defer[Int][E^(-2 - 2*x)/(x^3*(-x + x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] - 6*Defer[Int][E^(-2 - 2*x)/(x^2*(-x + x^(1/(E^(2*(1 + x))*x^2))/E^((4 - x + x^2)/(E^(2*(1 + x))*x^2)))), x] + 6*Defer[Int][Defer[Int][E^((2 + 8/x^2)/E^(2*(1 + x)) - 2*(1 + x))/(x^3*(E^((4 + x^2)/(E^(2*(1 + x))*x^2))*x - E^(1/(E^(2*(1 + x))*x))*x^(1/(E^(2*(1 + x))*x^2)))^2), x]/x, x] + 6*Defer[Int][Defer[Int][E^((2 + 8/x^2)/E^(2*(1 + x)) - 2*(1 + x))/(x^2*(E^((4 + x^2)/(E^(2*(1 + x))*x^2))*x - E^(1/(E^(2*(1 + x))*x))*x^(1/(E^(2*(1 + x))*x^2)))^2), x]/x, x] + 6*Defer[Int][Defer[Int][E^(-2 - 2*x)/(x^4*(-x + E^((-4 + x - x^2)/(E^(2*(1 + x))*x^2))*x^(1/(E^(2*(1 + x))*x^2)))), x]/x, x] + 6*Defer[Int][Defer[Int][E^(-2 - 2*x)/(x^3*(-x + E^((-4 + x - x^2)/(E^(2*(1 + x))*x^2))*x^(1/(E^(2*(1 + x))*x^2)))), x]/x, x]","F",0,0,0,0,-1,"{}"
3962,0,0,0,0.4932774,"\int \frac{800 e^4 x+\left(100 e^2-800 e^4 x\right) \log (x)-100 e^2 \log ^2(x)}{1000 e^6 x^3+300 e^4 x^2 \log (x)+30 e^2 x \log ^2(x)+\log ^3(x)} \, dx","Int[(800*E^4*x + (100*E^2 - 800*E^4*x)*Log[x] - 100*E^2*Log[x]^2)/(1000*E^6*x^3 + 300*E^4*x^2*Log[x] + 30*E^2*x*Log[x]^2 + Log[x]^3),x]","\int \frac{800 e^4 x+\left(100 e^2-800 e^4 x\right) \log (x)-100 e^2 \log ^2(x)}{1000 e^6 x^3+300 e^4 x^2 \log (x)+30 e^2 x \log ^2(x)+\log ^3(x)} \, dx","\left(5-\frac{x}{x+\frac{\log (x)}{10 e^2}}\right)^2",1,"100*E^2*Defer[Int][(-10*E^2*x - Log[x])^(-1), x] - 200*E^4*Defer[Int][x/(10*E^2*x + Log[x])^3, x] - 2000*E^6*Defer[Int][x^2/(10*E^2*x + Log[x])^3, x] + 100*E^2*Defer[Int][(10*E^2*x + Log[x])^(-2), x] + 1200*E^4*Defer[Int][x/(10*E^2*x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
3963,1,15,0,0.0193377,"\int \frac{-4+4 x^5-\log (x)}{x^2} \, dx","Int[(-4 + 4*x^5 - Log[x])/x^2,x]","x^4+\frac{5}{x}+\frac{\log (x)}{x}","\frac{\left(x^4+6\right) x-2 x+\log (x)+5}{x}",1,"5/x + x^4 + Log[x]/x","A",5,2,15,0.1333,1,"{14, 2304}"
3964,1,32,0,0.3375515,"\int \frac{e^{\frac{3+16 e^4 x-16 x^2+48 e^{3/4} x^2}{16 x}} \left(-3-16 x^2+48 e^{3/4} x^2\right)}{16 x^2} \, dx","Int[(E^((3 + 16*E^4*x - 16*x^2 + 48*E^(3/4)*x^2)/(16*x))*(-3 - 16*x^2 + 48*E^(3/4)*x^2))/(16*x^2),x]","e^{\frac{48 e^{3/4} x^2-16 x^2+16 e^4 x+3}{16 x}}","e^{3 \left(\frac{1}{16 x^2}+e^{3/4}\right) x-x+e^4}",1,"E^((3 + 16*E^4*x - 16*x^2 + 48*E^(3/4)*x^2)/(16*x))","A",3,3,56,0.05357,1,"{6, 12, 6706}"
3965,1,13,0,0.0113805,"\int \frac{-18 x+2 x \log (25)}{-8-9 x^2+x^2 \log (25)} \, dx","Int[(-18*x + 2*x*Log[25])/(-8 - 9*x^2 + x^2*Log[25]),x]","\log \left(x^2 (9-\log (25))+8\right)","\log \left(\frac{1}{4} \left(-5 x^2+\frac{1}{2} x (x+x \log (25))-4\right)\right)",1,"Log[8 + x^2*(9 - Log[25])]","A",4,3,25,0.1200,1,"{6, 12, 260}"
3966,0,0,0,3.4529411,"\int \frac{-1000-1500 x-1500 x^2+e^{x^2} \left(200+340 x+300 x^2-60 x^3\right)+\left(400+300 x+600 x^2+e^{x^2} \left(-80-60 x-120 x^2\right)\right) \log \left(5-e^{x^2}\right)+\left(-40-60 x^2+e^{x^2} \left(8+12 x^2\right)\right) \log ^2\left(5-e^{x^2}\right)}{-500+1500 x^2-1125 x^4+e^{x^2} \left(100-300 x^2+225 x^4\right)+\left(200-600 x^2+450 x^4+e^{x^2} \left(-40+120 x^2-90 x^4\right)\right) \log \left(5-e^{x^2}\right)+\left(-20+60 x^2-45 x^4+e^{x^2} \left(4-12 x^2+9 x^4\right)\right) \log ^2\left(5-e^{x^2}\right)} \, dx","Int[(-1000 - 1500*x - 1500*x^2 + E^x^2*(200 + 340*x + 300*x^2 - 60*x^3) + (400 + 300*x + 600*x^2 + E^x^2*(-80 - 60*x - 120*x^2))*Log[5 - E^x^2] + (-40 - 60*x^2 + E^x^2*(8 + 12*x^2))*Log[5 - E^x^2]^2)/(-500 + 1500*x^2 - 1125*x^4 + E^x^2*(100 - 300*x^2 + 225*x^4) + (200 - 600*x^2 + 450*x^4 + E^x^2*(-40 + 120*x^2 - 90*x^4))*Log[5 - E^x^2] + (-20 + 60*x^2 - 45*x^4 + E^x^2*(4 - 12*x^2 + 9*x^4))*Log[5 - E^x^2]^2),x]","\int \frac{-1000-1500 x-1500 x^2+e^{x^2} \left(200+340 x+300 x^2-60 x^3\right)+\left(400+300 x+600 x^2+e^{x^2} \left(-80-60 x-120 x^2\right)\right) \log \left(5-e^{x^2}\right)+\left(-40-60 x^2+e^{x^2} \left(8+12 x^2\right)\right) \log ^2\left(5-e^{x^2}\right)}{-500+1500 x^2-1125 x^4+e^{x^2} \left(100-300 x^2+225 x^4\right)+\left(200-600 x^2+450 x^4+e^{x^2} \left(-40+120 x^2-90 x^4\right)\right) \log \left(5-e^{x^2}\right)+\left(-20+60 x^2-45 x^4+e^{x^2} \left(4-12 x^2+9 x^4\right)\right) \log ^2\left(5-e^{x^2}\right)} \, dx","\frac{2 \left(\frac{5}{5-\log \left(5-e^{x^2}\right)}+2 x\right)}{2-3 x^2}",1,"(4*x)/(2 - 3*x^2) - 10*Defer[Subst][Defer[Int][1/((-2 + 3*x)*(-5 + Log[5 - E^x])^2), x], x, x^2] - 50*Defer[Subst][Defer[Int][1/((-5 + E^x)*(-2 + 3*x)*(-5 + Log[5 - E^x])^2), x], x, x^2] - 30*Defer[Subst][Defer[Int][1/((-2 + 3*x)^2*(-5 + Log[5 - E^x])), x], x, x^2]","F",0,0,0,0,-1,"{}"
3967,1,33,0,0.0669232,"\int \frac{e^x (4-4 x)+e^x (-1+x) \log (4 \log (5)+\log (5) \log (25))}{-6 x^2+x^2 \log (4 \log (5)+\log (5) \log (25))} \, dx","Int[(E^x*(4 - 4*x) + E^x*(-1 + x)*Log[4*Log[5] + Log[5]*Log[25]])/(-6*x^2 + x^2*Log[4*Log[5] + Log[5]*Log[25]]),x]","\frac{e^x (4-\log (\log (5) (4+\log (25))))}{x (6-\log (\log (5) (4+\log (25))))}","\frac{e^x}{x+\frac{2 x}{4-\log (\log (5) (4+\log (25)))}}",1,"(E^x*(4 - Log[Log[5]*(4 + Log[25])]))/(x*(6 - Log[Log[5]*(4 + Log[25])]))","A",7,5,52,0.09615,1,"{6, 12, 14, 2177, 2178}"
3968,1,31,0,0.6619607,"\int \frac{-29+290 x-290 x^2+58 x^3+e^x \left(1-9 x+9 x^2-2 x^3\right)}{29 x-29 x^2+e^x \left(-x+x^2\right)} \, dx","Int[(-29 + 290*x - 290*x^2 + 58*x^3 + E^x*(1 - 9*x + 9*x^2 - 2*x^3))/(29*x - 29*x^2 + E^x*(-x + x^2)),x]","-x^2+8 x-\log \left(29-e^x\right)-\log (1-x)-\log (x)","4-\log \left(e^{(x-4)^2} \left(29-e^x\right) (1-x) x\right)",1,"8*x - x^2 - Log[29 - E^x] - Log[1 - x] - Log[x]","A",9,7,57,0.1228,1,"{6741, 6742, 2282, 36, 31, 29, 1620}"
3969,0,0,0,2.9780153,"\int \frac{-216 x+216 x^3-54 x^5+e^{4/x} \left(-216+54 x+108 x^2+27 x^3\right)+\left(-54 x-27 x^3\right) \log (2)}{16 x^3+e^{8/x} x^3-16 x^5+4 x^7+\left(8 x^3-4 x^5\right) \log (2)+x^3 \log ^2(2)+e^{4/x} \left(-8 x^3+4 x^5-2 x^3 \log (2)\right)} \, dx","Int[(-216*x + 216*x^3 - 54*x^5 + E^(4/x)*(-216 + 54*x + 108*x^2 + 27*x^3) + (-54*x - 27*x^3)*Log[2])/(16*x^3 + E^(8/x)*x^3 - 16*x^5 + 4*x^7 + (8*x^3 - 4*x^5)*Log[2] + x^3*Log[2]^2 + E^(4/x)*(-8*x^3 + 4*x^5 - 2*x^3*Log[2])),x]","\int \frac{-216 x+216 x^3-54 x^5+e^{4/x} \left(-216+54 x+108 x^2+27 x^3\right)+\left(-54 x-27 x^3\right) \log (2)}{16 x^3+e^{8/x} x^3-16 x^5+4 x^7+\left(8 x^3-4 x^5\right) \log (2)+x^3 \log ^2(2)+e^{4/x} \left(-8 x^3+4 x^5-2 x^3 \log (2)\right)} \, dx","\frac{27}{2 x-\frac{x \left(e^{4/x}-\log (2)\right)}{2-x^2}}",1,"216*Defer[Int][(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^(-2), x] - 216*(4 + Log[2])*Defer[Int][1/(x^3*(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^2), x] + 108*(8 + Log[2])*Defer[Int][1/(x*(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^2), x] - 216*Defer[Int][x/(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^2, x] - 108*Defer[Int][x^2/(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^2, x] + 27*Defer[Int][(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))^(-1), x] + 54*Defer[Int][1/(x^2*(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))), x] + 108*Defer[Int][1/(x*(E^(4/x) + 2*x^2 - 4*(1 + Log[2]/4))), x] + 216*Defer[Int][1/(x^3*(-E^(4/x) - 2*x^2 + 4*(1 + Log[2]/4))), x]","F",0,0,0,0,-1,"{}"
3970,1,51,0,0.0202157,"\int \left(5-16 x+3 x^2+(-6+4 x) \log \left(x^2\right)+\log ^2\left(x^2\right)\right) \, dx","Int[5 - 16*x + 3*x^2 + (-6 + 4*x)*Log[x^2] + Log[x^2]^2,x]","x^3-8 x^2+x \log ^2\left(x^2\right)-4 x \log \left(x^2\right)-2 \left(3 x-x^2\right) \log \left(x^2\right)+13 x-2 (3-x)^2","x \left(\left(\log \left(x^2\right)+x-5\right)^2-\frac{4}{x}\right)",1,"-2*(3 - x)^2 + 13*x - 8*x^2 + x^3 - 4*x*Log[x^2] - 2*(3*x - x^2)*Log[x^2] + x*Log[x^2]^2","B",5,4,26,0.1538,1,"{2313, 9, 2296, 2295}"
3971,1,568,0,10.7217343,"\int \frac{-10 x^7 \log (2)+\left(45 x^4+5 x^9\right) \log ^2(2)+\left(10 x^5+\left(-54 x^2-6 x^7\right) \log (2)\right) \log \left(9+x^5\right)+\left(9+x^5\right) \log ^2\left(9+x^5\right)}{\left(9+x^5\right) \log ^2(2)} \, dx","Int[(-10*x^7*Log[2] + (45*x^4 + 5*x^9)*Log[2]^2 + (10*x^5 + (-54*x^2 - 6*x^7)*Log[2])*Log[9 + x^5] + (9 + x^5)*Log[9 + x^5]^2)/((9 + x^5)*Log[2]^2),x]","x^5+\frac{x \log ^2\left(x^5+9\right)}{\log ^2(2)}+\frac{10 x^3 \log (8)}{9 \log ^2(2)}-\frac{10 x^3}{3 \log (2)}+\frac{\sqrt[5]{3} \left(1+\sqrt{5}\right) \log (8) \log \left(x^2-\frac{1}{2} 3^{2/5} \left(1-\sqrt{5}\right) x+3^{4/5}\right)}{2 \log ^2(2)}+\frac{\sqrt[5]{3} \left(1-\sqrt{5}\right) \log (8) \log \left(x^2-\frac{1}{2} 3^{2/5} \left(1+\sqrt{5}\right) x+3^{4/5}\right)}{2 \log ^2(2)}-\frac{3 \sqrt[5]{3} \left(1+\sqrt{5}\right) \log \left(x^2-\frac{1}{2} 3^{2/5} \left(1-\sqrt{5}\right) x+3^{4/5}\right)}{2 \log (2)}-\frac{3 \sqrt[5]{3} \left(1-\sqrt{5}\right) \log \left(x^2-\frac{1}{2} 3^{2/5} \left(1+\sqrt{5}\right) x+3^{4/5}\right)}{2 \log (2)}-\frac{2 x^3 \log (8) \log \left(x^5+9\right)}{3 \log ^2(2)}-\frac{2 \sqrt[5]{3} \log (8) \log \left(x+3^{2/5}\right)}{\log ^2(2)}+\frac{6 \sqrt[5]{3} \log \left(x+3^{2/5}\right)}{\log (2)}-\frac{2 \sqrt[5]{3} \sqrt{10} \log (8) \tan ^{-1}\left(\frac{3^{2/5} \left(1-\sqrt{5}\right)-4 x}{3^{2/5} \sqrt{2 \left(5+\sqrt{5}\right)}}\right)}{\sqrt{5+\sqrt{5}} \log ^2(2)}+\frac{\sqrt[5]{3} \sqrt{2 \left(5+\sqrt{5}\right)} \log (8) \tan ^{-1}\left(\frac{\sqrt{\frac{1}{10} \left(5+\sqrt{5}\right)} \left(3^{2/5} \left(1+\sqrt{5}\right)-4 x\right)}{2\ 3^{2/5}}\right)}{\log ^2(2)}+\frac{6 \sqrt[5]{3} \sqrt{10} \tan ^{-1}\left(\frac{3^{2/5} \left(1-\sqrt{5}\right)-4 x}{3^{2/5} \sqrt{2 \left(5+\sqrt{5}\right)}}\right)}{\sqrt{5+\sqrt{5}} \log (2)}-\frac{3 \sqrt[5]{3} \sqrt{2 \left(5+\sqrt{5}\right)} \tan ^{-1}\left(\frac{\sqrt{\frac{1}{10} \left(5+\sqrt{5}\right)} \left(3^{2/5} \left(1+\sqrt{5}\right)-4 x\right)}{2\ 3^{2/5}}\right)}{\log (2)}","x \left(\frac{\log \left(x^5+9\right)}{\log (2)}-x^2\right)^2",1,"x^5 - (10*x^3)/(3*Log[2]) + (6*3^(1/5)*Sqrt[10]*ArcTan[(3^(2/5)*(1 - Sqrt[5]) - 4*x)/(3^(2/5)*Sqrt[2*(5 + Sqrt[5])])])/(Sqrt[5 + Sqrt[5]]*Log[2]) - (3*3^(1/5)*Sqrt[2*(5 + Sqrt[5])]*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(3^(2/5)*(1 + Sqrt[5]) - 4*x))/(2*3^(2/5))])/Log[2] + (10*x^3*Log[8])/(9*Log[2]^2) - (2*3^(1/5)*Sqrt[10]*ArcTan[(3^(2/5)*(1 - Sqrt[5]) - 4*x)/(3^(2/5)*Sqrt[2*(5 + Sqrt[5])])]*Log[8])/(Sqrt[5 + Sqrt[5]]*Log[2]^2) + (3^(1/5)*Sqrt[2*(5 + Sqrt[5])]*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(3^(2/5)*(1 + Sqrt[5]) - 4*x))/(2*3^(2/5))]*Log[8])/Log[2]^2 + (6*3^(1/5)*Log[3^(2/5) + x])/Log[2] - (2*3^(1/5)*Log[8]*Log[3^(2/5) + x])/Log[2]^2 - (3*3^(1/5)*(1 + Sqrt[5])*Log[3^(4/5) - (3^(2/5)*(1 - Sqrt[5])*x)/2 + x^2])/(2*Log[2]) + (3^(1/5)*(1 + Sqrt[5])*Log[8]*Log[3^(4/5) - (3^(2/5)*(1 - Sqrt[5])*x)/2 + x^2])/(2*Log[2]^2) - (3*3^(1/5)*(1 - Sqrt[5])*Log[3^(4/5) - (3^(2/5)*(1 + Sqrt[5])*x)/2 + x^2])/(2*Log[2]) + (3^(1/5)*(1 - Sqrt[5])*Log[8]*Log[3^(4/5) - (3^(2/5)*(1 + Sqrt[5])*x)/2 + x^2])/(2*Log[2]^2) - (2*x^3*Log[8]*Log[9 + x^5])/(3*Log[2]^2) + (x*Log[9 + x^5]^2)/Log[2]^2","B",223,25,77,0.3247,1,"{12, 6725, 1836, 321, 293, 634, 618, 204, 628, 31, 2528, 2448, 201, 2471, 2462, 260, 2416, 2394, 2393, 2391, 2390, 2301, 2455, 2450, 2476}"
3972,1,18,0,0.0563548,"\int \frac{3 x+\frac{x^3 \left(-27+18 x-3 x^2\right)}{e^{16}}}{9 x-6 x^2+x^3} \, dx","Int[(3*x + (x^3*(-27 + 18*x - 3*x^2))/E^16)/(9*x - 6*x^2 + x^3),x]","\frac{3}{3-x}-\frac{x^3}{e^{16}}","\frac{3}{3-x}-e^{3 (\log (x)-7)+5}+\log (3)",1,"3/(3 - x) - x^3/E^16","A",5,4,36,0.1111,1,"{1594, 27, 1586, 1850}"
3973,1,104,0,0.1961015,"\int \frac{-9+24 x+32 x^3+16 x^4+e^4 \left(-12 x-16 x^3\right)+e^{4 x} \left(16 x^4+32 x^5\right)+e^{2 x} \left(8 x^3+96 x^4+32 x^5+e^4 \left(-16 x^3-32 x^4\right)\right)}{8 x^3} \, dx","Int[(-9 + 24*x + 32*x^3 + 16*x^4 + E^4*(-12*x - 16*x^3) + E^(4*x)*(16*x^4 + 32*x^5) + E^(2*x)*(8*x^3 + 96*x^4 + 32*x^5 + E^4*(-16*x^3 - 32*x^4)))/(8*x^3),x]","2 e^{2 x} x^2+e^{4 x} x^2+\frac{\left(-4 x^2-4 \left(2-e^4\right) x+3\right)^2}{16 x^2}-2 e^{2 x} x+2 \left(3-e^4\right) e^{2 x} x+e^{2 x}-\left(3-e^4\right) e^{2 x}+\frac{1}{2} \left(1-2 e^4\right) e^{2 x}","\left(\left(\frac{3}{4 x^2}-e^{2 x}-1\right) x+e^4-2\right)^2",1,"E^(2*x) + (E^(2*x)*(1 - 2*E^4))/2 - E^(2*x)*(3 - E^4) - 2*E^(2*x)*x + 2*E^(2*x)*(3 - E^4)*x + 2*E^(2*x)*x^2 + E^(4*x)*x^2 + (3 - 4*(2 - E^4)*x - 4*x^2)^2/(16*x^2)","B",19,6,89,0.06742,1,"{12, 14, 2196, 2176, 2194, 1590}"
3974,1,25,0,0.0147855,"\int \frac{1}{3} \left(e^x (1+x)-5^x \log (5)\right) \, dx","Int[(E^x*(1 + x) - 5^x*Log[5])/3,x]","\frac{1}{3} e^x (x+1)-\frac{5^x}{3}-\frac{e^x}{3}","\frac{1}{3} \left(e^x x-5^x-e^{12-\frac{2}{e^2}}-3\right)",1,"-1/3*5^x - E^x/3 + (E^x*(1 + x))/3","A",5,3,19,0.1579,1,"{12, 2176, 2194}"
3975,1,17,0,0.0574326,"\int \frac{-4-e^x+4 x+8 x \log (2 x)}{-e^x-4 x+4 x^2 \log (2 x)} \, dx","Int[(-4 - E^x + 4*x + 8*x*Log[2*x])/(-E^x - 4*x + 4*x^2*Log[2*x]),x]","\log \left(-4 x^2 \log (2 x)+4 x+e^x\right)","\log \left(e^x+4 x (1-x \log (2 x))\right)",1,"Log[E^x + 4*x - 4*x^2*Log[2*x]]","A",1,1,38,0.02632,1,"{6684}"
3976,0,0,0,7.2598062,"\int \frac{e^x x^3+x^4+e^{e^x} \left(-6 x^2-6 e^x x^2\right)+\left(e^{2 e^x} \left(2 x+2 e^x x\right)+e^{e^x} \left(6 x^2-6 e^{2 x} x^2+e^x \left(6 x-6 x^3\right)\right)\right) \log \left(2 e^x+2 x\right)+e^{2 e^x} \left(-2 x+2 e^{2 x} x+e^x \left(-2+2 x^2\right)\right) \log ^2\left(2 e^x+2 x\right)}{e^x x^3+x^4} \, dx","Int[(E^x*x^3 + x^4 + E^E^x*(-6*x^2 - 6*E^x*x^2) + (E^(2*E^x)*(2*x + 2*E^x*x) + E^E^x*(6*x^2 - 6*E^(2*x)*x^2 + E^x*(6*x - 6*x^3)))*Log[2*E^x + 2*x] + E^(2*E^x)*(-2*x + 2*E^(2*x)*x + E^x*(-2 + 2*x^2))*Log[2*E^x + 2*x]^2)/(E^x*x^3 + x^4),x]","\int \frac{e^x x^3+x^4+e^{e^x} \left(-6 x^2-6 e^x x^2\right)+\left(e^{2 e^x} \left(2 x+2 e^x x\right)+e^{e^x} \left(6 x^2-6 e^{2 x} x^2+e^x \left(6 x-6 x^3\right)\right)\right) \log \left(2 e^x+2 x\right)+e^{2 e^x} \left(-2 x+2 e^{2 x} x+e^x \left(-2+2 x^2\right)\right) \log ^2\left(2 e^x+2 x\right)}{e^x x^3+x^4} \, dx","x+\left(3-\frac{e^{e^x} \log \left(2 \left(x+e^x\right)\right)}{x}\right)^2",1,"x + 6*Log[2*(E^x + x)]*Defer[Int][E^E^x/x^2, x] + 2*Log[2*(E^x + x)]*Defer[Int][E^(2*E^x)/x^2, x] - 6*Defer[Int][E^E^x/x, x] - 6*Log[2*(E^x + x)]*Defer[Int][E^(E^x + x)/x, x] + 6*Defer[Int][E^E^x/(E^x + x), x] + 2*Log[2*(E^x + x)]*Defer[Int][E^(2*E^x)/(x^2*(E^x + x)), x] - 6*Defer[Int][E^E^x/(x*(E^x + x)), x] - 2*Log[2*(E^x + x)]*Defer[Int][E^(2*E^x)/(x*(E^x + x)), x] - 2*Defer[Int][(E^(2*E^x)*Log[2*(E^x + x)]^2)/x^3, x] + 2*Defer[Int][(E^(2*E^x + x)*Log[2*(E^x + x)]^2)/x^2, x] - 6*Defer[Int][Defer[Int][E^E^x/x^2, x], x] - 6*Defer[Int][Defer[Int][E^E^x/x^2, x]/(E^x + x), x] + 6*Defer[Int][(x*Defer[Int][E^E^x/x^2, x])/(E^x + x), x] - 2*Defer[Int][Defer[Int][E^(2*E^x)/x^2, x], x] - 2*Defer[Int][Defer[Int][E^(2*E^x)/x^2, x]/(E^x + x), x] + 2*Defer[Int][(x*Defer[Int][E^(2*E^x)/x^2, x])/(E^x + x), x] + 6*Defer[Int][Defer[Int][E^(E^x + x)/x, x], x] + 6*Defer[Int][Defer[Int][E^(E^x + x)/x, x]/(E^x + x), x] - 6*Defer[Int][(x*Defer[Int][E^(E^x + x)/x, x])/(E^x + x), x] - 2*Defer[Int][Defer[Int][E^(2*E^x)/(x^2*(E^x + x)), x], x] - 2*Defer[Int][Defer[Int][E^(2*E^x)/(x^2*(E^x + x)), x]/(E^x + x), x] + 2*Defer[Int][(x*Defer[Int][E^(2*E^x)/(x^2*(E^x + x)), x])/(E^x + x), x] + 2*Defer[Int][Defer[Int][E^(2*E^x)/(x*(E^x + x)), x], x] + 2*Defer[Int][Defer[Int][E^(2*E^x)/(x*(E^x + x)), x]/(E^x + x), x] - 2*Defer[Int][(x*Defer[Int][E^(2*E^x)/(x*(E^x + x)), x])/(E^x + x), x]","F",0,0,0,0,-1,"{}"
3977,1,52,0,0.2635521,"\int \frac{e^{4 x} \left(50 x^2+100 x^3\right)+e^{-2 x+2 \log ^2(x)} \left(2 e^{4 x} x+4 e^{4 x} \log (x)\right)+e^{-x+\log ^2(x)} \left(e^{4 x} \left(-10 x-30 x^2\right)-20 e^{4 x} x \log (x)\right)}{x} \, dx","Int[(E^(4*x)*(50*x^2 + 100*x^3) + E^(-2*x + 2*Log[x]^2)*(2*E^(4*x)*x + 4*E^(4*x)*Log[x]) + E^(-x + Log[x]^2)*(E^(4*x)*(-10*x - 30*x^2) - 20*E^(4*x)*x*Log[x]))/x,x]","25 e^{4 x} x^2+e^{2 \left(x+\log ^2(x)\right)}-\frac{10 e^{3 x+\log ^2(x)} (3 x+2 \log (x))}{\frac{2 \log (x)}{x}+3}","e^{4 x} \left(5 x-e^{\log ^2(x)-x}\right)^2",1,"E^(2*(x + Log[x]^2)) + 25*E^(4*x)*x^2 - (10*E^(3*x + Log[x]^2)*(3*x + 2*Log[x]))/(3 + (2*Log[x])/x)","B",11,6,90,0.06667,1,"{14, 2196, 2176, 2194, 6706, 2288}"
3978,0,0,0,0.6561083,"\int \frac{12+e^x \left(3+3 x+x^2\right)}{16 x^2+8 e^x x^2+e^{2 x} x^2} \, dx","Int[(12 + E^x*(3 + 3*x + x^2))/(16*x^2 + 8*E^x*x^2 + E^(2*x)*x^2),x]","\int \frac{12+e^x \left(3+3 x+x^2\right)}{16 x^2+8 e^x x^2+e^{2 x} x^2} \, dx","\frac{x-\frac{4 (x+3)}{e^x+4}}{4 x}",1,"-(4 + E^x)^(-1) + 3*Defer[Int][1/((4 + E^x)*x^2), x] - 12*Defer[Int][1/((4 + E^x)^2*x), x] + 3*Defer[Int][1/((4 + E^x)*x), x]","F",0,0,0,0,-1,"{}"
3979,1,20,0,0.0121884,"\int \frac{-10-3 x^2+x^2 \log (x)}{6 x^2} \, dx","Int[(-10 - 3*x^2 + x^2*Log[x])/(6*x^2),x]","-\frac{2 x}{3}+\frac{5}{3 x}+\frac{1}{6} x \log (x)","\frac{4 \left(2-x^2\right)+x^2 \log (x)+2}{6 x}",1,"5/(3*x) - (2*x)/3 + (x*Log[x])/6","A",6,3,20,0.1500,1,"{12, 14, 2295}"
3980,1,20,0,0.1005087,"\int \frac{-14-4 \log \left(\frac{4}{x}\right)+\log (x)}{-9 x-4 x \log \left(\frac{4}{x}\right)+x \log (x)} \, dx","Int[(-14 - 4*Log[4/x] + Log[x])/(-9*x - 4*x*Log[4/x] + x*Log[x]),x]","\log (x)-\log \left(4 \log \left(\frac{4}{x}\right)-\log (x)+9\right)","\log \left(\frac{3 x}{4 \left(\log \left(\frac{4}{x}\right)+\frac{1}{4} (-\log (x)-3)+3\right)}\right)",1,"Log[x] - Log[9 + 4*Log[4/x] - Log[x]]","A",3,2,32,0.06250,1,"{6742, 6684}"
3981,1,21,0,0.3374667,"\int \frac{1+x+2 e x^2+\left(-8 x+2 x^2+2 e x^3+2 x \log (x)\right) \log \left(4-x-e x^2-\log (x)\right)}{\left(-4 x+x^2+e x^3+x \log (x)\right) \log \left(4-x-e x^2-\log (x)\right)} \, dx","Int[(1 + x + 2*E*x^2 + (-8*x + 2*x^2 + 2*E*x^3 + 2*x*Log[x])*Log[4 - x - E*x^2 - Log[x]])/((-4*x + x^2 + E*x^3 + x*Log[x])*Log[4 - x - E*x^2 - Log[x]]),x]","\log \left(\log \left(-e x^2-x-\log (x)+4\right)\right)+2 x","\log \left(\log \left(-e x^2-x-\log (x)+4\right)\right)+2 x-3",1,"2*x + Log[Log[4 - x - E*x^2 - Log[x]]]","A",3,2,83,0.02410,1,"{6742, 6684}"
3982,1,44,0,0.0868701,"\int \frac{-2 e x^2+e^{\frac{1}{2} \left(28+e^4\right)} \left(-2 e^5+4 e x\right)}{e^8 x^2-2 e^4 x^3+x^4} \, dx","Int[(-2*E*x^2 + E^((28 + E^4)/2)*(-2*E^5 + 4*E*x))/(E^8*x^2 - 2*E^4*x^3 + x^4),x]","\frac{2 e^{11+\frac{e^4}{2}}}{x}-\frac{2 e \left(1-e^{10+\frac{e^4}{2}}\right)}{e^4-x}","\frac{2 e \left(e^{\frac{1}{2} \left(28+e^4\right)}-x\right)}{\left(e^4-x\right) x}",1,"(-2*E*(1 - E^(10 + E^4/2)))/(E^4 - x) + (2*E^(11 + E^4/2))/x","A",4,3,51,0.05882,1,"{1594, 27, 1820}"
3983,1,20,0,0.0398844,"\int \frac{-2+2 x-3 e^x x-3 e^{x^3} x^3}{x} \, dx","Int[(-2 + 2*x - 3*E^x*x - 3*E^x^3*x^3)/x,x]","-e^{x^3}+2 x-3 e^x-2 \log (x)","-e^{x^3}-\log \left(x^2\right)+2 x-3 e^x+\log (2)",1,"-3*E^x - E^x^3 + 2*x - 2*Log[x]","A",8,4,25,0.1600,1,"{14, 2209, 2194, 43}"
3984,0,0,0,1.053884,"\int \frac{e^{-2 x} \left(2 e^{2 x} x^2+e^{\frac{e^{-2 x} \left(-1+e^{2 x} x \log ^2(4)\right)}{2 x}} (1+2 x)\right)}{2 x^2} \, dx","Int[(2*E^(2*x)*x^2 + E^((-1 + E^(2*x)*x*Log[4]^2)/(2*E^(2*x)*x))*(1 + 2*x))/(2*E^(2*x)*x^2),x]","\int \frac{e^{-2 x} \left(2 e^{2 x} x^2+e^{\frac{e^{-2 x} \left(-1+e^{2 x} x \log ^2(4)\right)}{2 x}} (1+2 x)\right)}{2 x^2} \, dx","x+e^{\frac{1}{2} \left(\log ^2(4)-\frac{e^{-2 x}}{x}\right)}",1,"x + Defer[Int][E^((-(1/(E^(2*x)*x)) - 4*x + Log[4]^2)/2)/x^2, x]/2 + Defer[Int][E^((-(1/(E^(2*x)*x)) - 4*x + Log[4]^2)/2)/x, x]","F",0,0,0,0,-1,"{}"
3985,0,0,0,2.2853965,"\int \frac{\left(-25 x+9 x^2-8 x^3+16 x^4-50 \log (x)\right) \log \left(\frac{e^{\frac{25}{16 x^2}}}{x-x^2+2 \log (x)}\right)}{4 x^4-4 x^5+8 x^3 \log (x)} \, dx","Int[((-25*x + 9*x^2 - 8*x^3 + 16*x^4 - 50*Log[x])*Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])])/(4*x^4 - 4*x^5 + 8*x^3*Log[x]),x]","\int \frac{\left(-25 x+9 x^2-8 x^3+16 x^4-50 \log (x)\right) \log \left(\frac{e^{\frac{25}{16 x^2}}}{x-x^2+2 \log (x)}\right)}{4 x^4-4 x^5+8 x^3 \log (x)} \, dx","\log ^2\left(\frac{e^{\frac{25}{16 x^2}}}{-x^2+x+2 \log (x)}\right)",1,"2*Defer[Int][Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])]/(-x + x^2 - 2*Log[x]), x] + (25*Defer[Int][Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])]/(x^2*(-x + x^2 - 2*Log[x])), x])/4 - (9*Defer[Int][Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])]/(x*(-x + x^2 - 2*Log[x])), x])/4 - 4*Defer[Int][(x*Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])])/(-x + x^2 - 2*Log[x]), x] + (25*Defer[Int][(Log[x]*Log[E^(25/(16*x^2))/(x - x^2 + 2*Log[x])])/(x^3*(-x + x^2 - 2*Log[x])), x])/2","F",0,0,0,0,-1,"{}"
3986,1,243,0,0.2645411,"\int \frac{e^4 \left(480 x-144 x^2-120 x^3+12 x^4\right)+e^2 \left(1600 x^2-640 x^3-1200 x^4+160 x^5\right)}{25600 x^2+19200 x^4+4800 x^6+400 x^8+e^4 \left(576+432 x^2+108 x^4+9 x^6\right)+e^2 \left(7680 x+5760 x^3+1440 x^5+120 x^7\right)} \, dx","Int[(E^4*(480*x - 144*x^2 - 120*x^3 + 12*x^4) + E^2*(1600*x^2 - 640*x^3 - 1200*x^4 + 160*x^5))/(25600*x^2 + 19200*x^4 + 4800*x^6 + 400*x^8 + E^4*(576 + 432*x^2 + 108*x^4 + 9*x^6) + E^2*(7680*x + 5760*x^3 + 1440*x^5 + 120*x^7)),x]","\frac{6 e^2 \left(100+3 e^2\right) x}{\left(1600+9 e^4\right) \left(x^2+4\right)}-\frac{10 e^2 \left(3 \left(100+3 e^2\right) \left(320+3 e^4\right) x+2 \left(25600+288 e^4-27 e^6\right)\right)}{\left(1600+9 e^4\right)^2 \left(x^2+4\right)}+\frac{16 e^2 \left(\left(100+3 e^2\right) x+5 \left(16-3 e^2\right)\right)}{\left(1600+9 e^4\right) \left(x^2+4\right)^2}+\frac{720 e^6 \left(100+3 e^2\right)}{\left(1600+9 e^4\right)^2 \left(20 x+3 e^2\right)}+\frac{3 e^2 \left(100+3 e^2\right) \tan ^{-1}\left(\frac{x}{2}\right)}{1600+9 e^4}-\frac{15 e^2 \left(100+3 e^2\right) \left(320+3 e^4\right) \tan ^{-1}\left(\frac{x}{2}\right)}{\left(1600+9 e^4\right)^2}+\frac{18 e^6 \left(100+3 e^2\right) \tan ^{-1}\left(\frac{x}{2}\right)}{\left(1600+9 e^4\right)^2}","\frac{(5-x) x^2}{\left(\frac{5 x}{e^2}+\frac{3}{4}\right) \left(x^2+4\right)^2}",1,"(720*E^6*(100 + 3*E^2))/((1600 + 9*E^4)^2*(3*E^2 + 20*x)) + (16*E^2*(5*(16 - 3*E^2) + (100 + 3*E^2)*x))/((1600 + 9*E^4)*(4 + x^2)^2) + (6*E^2*(100 + 3*E^2)*x)/((1600 + 9*E^4)*(4 + x^2)) - (10*E^2*(2*(25600 + 288*E^4 - 27*E^6) + 3*(100 + 3*E^2)*(320 + 3*E^4)*x))/((1600 + 9*E^4)^2*(4 + x^2)) + (18*E^6*(100 + 3*E^2)*ArcTan[x/2])/(1600 + 9*E^4)^2 - (15*E^2*(100 + 3*E^2)*(320 + 3*E^4)*ArcTan[x/2])/(1600 + 9*E^4)^2 + (3*E^2*(100 + 3*E^2)*ArcTan[x/2])/(1600 + 9*E^4)","C",8,4,117,0.03419,1,"{2074, 639, 199, 203}"
3987,1,25,0,0.0895658,"\int \frac{e^{1+e^{3+x}} \left(-16-12 x-2 x^2+e^{3+x} \left(4 x+4 x^2+x^3\right)\right)}{x^5} \, dx","Int[(E^(1 + E^(3 + x))*(-16 - 12*x - 2*x^2 + E^(3 + x)*(4*x + 4*x^2 + x^3)))/x^5,x]","\frac{e^{e^{x+3}+1} \left(x^3+4 x^2+4 x\right)}{x^5}","\frac{e^{e^{x+3}+1} (x (x+4)+4)^2}{x^4 (x+2)^2}",1,"(E^(1 + E^(3 + x))*(4*x + 4*x^2 + x^3))/x^5","A",1,1,41,0.02439,1,"{2288}"
3988,1,9,0,0.0080498,"\int \frac{6}{2 x+3 x \log (x)} \, dx","Int[6/(2*x + 3*x*Log[x]),x]","2 \log (3 \log (x)+2)","\log \left(\frac{(3 \log (x)+2)^2}{e^2}\right)",1,"2*Log[2 + 3*Log[x]]","A",3,2,13,0.1538,1,"{12, 31}"
3989,0,0,0,1.1280876,"\int \frac{3 e^{\log ^8(4)} \log (x)+e^{\log ^8(4)} (-3-8 x) \log \left(\frac{3+8 x}{x}\right)+3 e^{\log ^8(4)} \log (\log (2))}{\left(3 x+8 x^2\right) \log ^2(x) \log ^2\left(\frac{3+8 x}{x}\right)+\left(6 x+16 x^2\right) \log (x) \log ^2\left(\frac{3+8 x}{x}\right) \log (\log (2))+\left(3 x+8 x^2\right) \log ^2\left(\frac{3+8 x}{x}\right) \log ^2(\log (2))} \, dx","Int[(3*E^Log[4]^8*Log[x] + E^Log[4]^8*(-3 - 8*x)*Log[(3 + 8*x)/x] + 3*E^Log[4]^8*Log[Log[2]])/((3*x + 8*x^2)*Log[x]^2*Log[(3 + 8*x)/x]^2 + (6*x + 16*x^2)*Log[x]*Log[(3 + 8*x)/x]^2*Log[Log[2]] + (3*x + 8*x^2)*Log[(3 + 8*x)/x]^2*Log[Log[2]]^2),x]","\int \frac{3 e^{\log ^8(4)} \log (x)+e^{\log ^8(4)} (-3-8 x) \log \left(\frac{3+8 x}{x}\right)+3 e^{\log ^8(4)} \log (\log (2))}{\left(3 x+8 x^2\right) \log ^2(x) \log ^2\left(\frac{3+8 x}{x}\right)+\left(6 x+16 x^2\right) \log (x) \log ^2\left(\frac{3+8 x}{x}\right) \log (\log (2))+\left(3 x+8 x^2\right) \log ^2\left(\frac{3+8 x}{x}\right) \log ^2(\log (2))} \, dx","\frac{e^{\log ^8(4)}}{\log \left(\frac{3}{x}+8\right) (\log (x)+\log (\log (2)))}",1,"-(E^Log[4]^8*Defer[Int][1/(x*Log[8 + 3/x]*Log[x*Log[2]]^2), x]) + E^Log[4]^8*Defer[Int][1/(x*Log[8 + 3/x]^2*Log[x*Log[2]]), x] - 8*E^Log[4]^8*Defer[Int][1/((3 + 8*x)*Log[8 + 3/x]^2*Log[x*Log[2]]), x]","F",0,0,0,0,-1,"{}"
3990,0,0,0,1.0072275,"\int \frac{\log (x)+(8 e-16 e \log (x)+(1-2 \log (x)) \log (2 x)) \log \left(\frac{8 e+\log (2 x)}{4 e}\right)}{72 e x^3+9 x^3 \log (2 x)} \, dx","Int[(Log[x] + (8*E - 16*E*Log[x] + (1 - 2*Log[x])*Log[2*x])*Log[(8*E + Log[2*x])/(4*E)])/(72*E*x^3 + 9*x^3*Log[2*x]),x]","\int \frac{\log (x)+(8 e-16 e \log (x)+(1-2 \log (x)) \log (2 x)) \log \left(\frac{8 e+\log (2 x)}{4 e}\right)}{72 e x^3+9 x^3 \log (2 x)} \, dx","\frac{\log (x) \log \left(\frac{\log (2 x)}{4 e}+2\right)}{9 x^2}",1,"-1/18*1/x^2 + (4*E^(16*E)*ExpIntegralEi[-2*(8*E + Log[2*x])]*Log[x])/9 - ((1 + Log[4])*Log[x])/(9*x^2) - (4*E^(16*E)*ExpIntegralEi[-2*(8*E + Log[2*x])]*(8*E + Log[2*x]))/9 + Defer[Int][Log[8*E + Log[2*x]]/x^3, x]/9 - (2*Defer[Int][(Log[x]*Log[8*E + Log[2*x]])/x^3, x])/9","F",0,0,0,0,-1,"{}"
3991,0,0,0,27.2227536,"\int \frac{x+10 x^2+x^4-25 x^6+e^{2 x} \left(x^2+2 x^3-17 x^4-10 x^5\right)+e^x \left(-2 x^3-2 x^4+42 x^5+10 x^6\right)+\left(-1-4 x+5 x^2\right) \log \left(x+5 x^2\right)}{-x^6-5 x^7+e^{2 x} \left(-x^4-5 x^5\right)+e^x \left(2 x^5+10 x^6\right)+\left(x^2+5 x^3\right) \log \left(x+5 x^2\right)} \, dx","Int[(x + 10*x^2 + x^4 - 25*x^6 + E^(2*x)*(x^2 + 2*x^3 - 17*x^4 - 10*x^5) + E^x*(-2*x^3 - 2*x^4 + 42*x^5 + 10*x^6) + (-1 - 4*x + 5*x^2)*Log[x + 5*x^2])/(-x^6 - 5*x^7 + E^(2*x)*(-x^4 - 5*x^5) + E^x*(2*x^5 + 10*x^6) + (x^2 + 5*x^3)*Log[x + 5*x^2]),x]","\int \frac{x+10 x^2+x^4-25 x^6+e^{2 x} \left(x^2+2 x^3-17 x^4-10 x^5\right)+e^x \left(-2 x^3-2 x^4+42 x^5+10 x^6\right)+\left(-1-4 x+5 x^2\right) \log \left(x+5 x^2\right)}{-x^6-5 x^7+e^{2 x} \left(-x^4-5 x^5\right)+e^x \left(2 x^5+10 x^6\right)+\left(x^2+5 x^3\right) \log \left(x+5 x^2\right)} \, dx","\log \left(x^2 \left(x-e^x\right)^2-\log \left(5 x^2+x\right)\right)+\frac{1}{x}+\log (x)",1,"x^(-1) + 2*x + 3*Log[x] - 2*Defer[Int][(E^x*x^2)/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)]), x] + 2*Defer[Int][x^3/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)]), x] + 2*Defer[Int][(E^x*x^3)/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)]), x] - 2*Defer[Int][x^4/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)]), x] - 5*Defer[Int][1/((1 + 5*x)*(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)])), x] + 2*Defer[Int][Log[x*(1 + 5*x)]/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 - Log[x*(1 + 5*x)]), x] - Defer[Int][((E^x - x)^2*x^3 - x*Log[x*(1 + 5*x)])^(-1), x] + 2*Defer[Int][Log[x*(1 + 5*x)]/((E^x - x)^2*x^3 - x*Log[x*(1 + 5*x)]), x]","F",0,0,0,0,-1,"{}"
3992,1,98,0,0.2198622,"\int \frac{35+7 x+(-6+2 x) \log (5+x)+(-5-x) \log ^2(5+x)}{45-21 x-x^2+x^3} \, dx","Int[(35 + 7*x + (-6 + 2*x)*Log[5 + x] + (-5 - x)*Log[5 + x]^2)/(45 - 21*x - x^2 + x^3),x]","-\frac{1}{4} \text{Li}_2\left(\frac{3-x}{8}\right)-\frac{1}{4} \text{Li}_2\left(\frac{x+5}{8}\right)+\frac{7}{3-x}-\frac{(x+5) \log ^2(x+5)}{8 (3-x)}-\frac{1}{8} \log ^2(x+5)-\frac{1}{4} \log \left(\frac{3-x}{8}\right) \log (x+5)+\frac{1}{4} \log (8) \log (3-x)","\frac{-x+\log ^2(x+5)-4}{x-3}+1",1,"7/(3 - x) + (Log[8]*Log[3 - x])/4 - (Log[(3 - x)/8]*Log[5 + x])/4 - Log[5 + x]^2/8 - ((5 + x)*Log[5 + x]^2)/(8*(3 - x)) - PolyLog[2, (3 - x)/8]/4 - PolyLog[2, (5 + x)/8]/4","C",11,10,43,0.2326,1,"{6742, 2411, 2344, 2301, 2316, 2315, 2397, 2394, 2393, 2391}"
3993,0,0,0,1.4245792,"\int \frac{-50 x^4-50 x \log (x)+\left(-100-25 x-300 x^3-75 x^4\right) \log (4+x)}{\left(4 x^7+x^8+\left(8 x^4+2 x^5\right) \log (x)+\left(4 x+x^2\right) \log ^2(x)\right) \log ^3(4+x)} \, dx","Int[(-50*x^4 - 50*x*Log[x] + (-100 - 25*x - 300*x^3 - 75*x^4)*Log[4 + x])/((4*x^7 + x^8 + (8*x^4 + 2*x^5)*Log[x] + (4*x + x^2)*Log[x]^2)*Log[4 + x]^3),x]","\int \frac{-50 x^4-50 x \log (x)+\left(-100-25 x-300 x^3-75 x^4\right) \log (4+x)}{\left(4 x^7+x^8+\left(8 x^4+2 x^5\right) \log (x)+\left(4 x+x^2\right) \log ^2(x)\right) \log ^3(4+x)} \, dx","\frac{25}{\left(x^3+\log (x)\right) \log ^2(x+4)}",1,"-50*Defer[Int][1/((4 + x)*(x^3 + Log[x])*Log[4 + x]^3), x] - 25*Defer[Int][1/(x*(x^3 + Log[x])^2*Log[4 + x]^2), x] - 75*Defer[Int][x^2/((x^3 + Log[x])^2*Log[4 + x]^2), x]","F",0,0,0,0,-1,"{}"
3994,1,28,0,0.2839047,"\int \frac{1}{4} e^{-3+x^2} \left(e^{3-x^2} (8 e+8 x)+e^{30 e^{-3+x^2}} \left(e^{3-x^2} x^3+15 x^5\right)+e^{15 e^{-3+x^2}} \left(60 e x^3+60 x^4+e^{3-x^2} \left(4 e x+6 x^2\right)\right)\right) \, dx","Int[(E^(-3 + x^2)*(E^(3 - x^2)*(8*E + 8*x) + E^(30*E^(-3 + x^2))*(E^(3 - x^2)*x^3 + 15*x^5) + E^(15*E^(-3 + x^2))*(60*E*x^3 + 60*x^4 + E^(3 - x^2)*(4*E*x + 6*x^2))))/4,x]","\frac{1}{16} \left(e^{15 e^{x^2-3}} x^2+4 x+4 e\right)^2","\left(\frac{1}{4} e^{15 e^{x^2-3}} x^2+x+e\right)^2",1,"(4*E + 4*x + E^(15*E^(-3 + x^2))*x^2)^2/16","A",4,3,104,0.02885,1,"{12, 6688, 6686}"
3995,0,0,0,0.528418,"\int \frac{e^{-3+e^{-\frac{x}{5-x+\log (2)}}-\frac{x}{5-x+\log (2)}} (-15-3 \log (2))}{50-20 x+2 x^2+(20-4 x) \log (2)+2 \log ^2(2)} \, dx","Int[(E^(-3 + E^(-(x/(5 - x + Log[2]))) - x/(5 - x + Log[2]))*(-15 - 3*Log[2]))/(50 - 20*x + 2*x^2 + (20 - 4*x)*Log[2] + 2*Log[2]^2),x]","\int \frac{e^{-3+e^{-\frac{x}{5-x+\log (2)}}-\frac{x}{5-x+\log (2)}} (-15-3 \log (2))}{50-20 x+2 x^2+(20-4 x) \log (2)+2 \log ^2(2)} \, dx","\frac{3}{2} e^{e^{\frac{x}{x-5-\log (2)}}-3}",1,"(-3*(5 + Log[2])*Defer[Int][E^(-3 + E^(x/(-5 + x - Log[2])) + x/(-5 + x - Log[2]))/(5 - x + Log[2])^2, x])/2","F",0,0,0,0,-1,"{}"
3996,1,96,0,0.063254,"\int \left(-20+e^x (4+4 x)+e^{5+x} (4+4 x)+e^{5 e^2} \left(-5+e^x (1+x)+e^{5+x} (1+x)\right)\right) \, dx","Int[-20 + E^x*(4 + 4*x) + E^(5 + x)*(4 + 4*x) + E^(5*E^2)*(-5 + E^x*(1 + x) + E^(5 + x)*(1 + x)),x]","-5 e^{5 e^2} x-20 x-4 e^x-4 e^{x+5}-e^{x+5 e^2}-e^{x+5 \left(1+e^2\right)}+4 e^x (x+1)+4 e^{x+5} (x+1)+e^{x+5 e^2} (x+1)+e^{x+5 \left(1+e^2\right)} (x+1)","\left(4+e^{5 e^2}\right) \left(e^x+e^{x+5}-5\right) x",1,"-4*E^x - 4*E^(5 + x) - E^(5*E^2 + x) - E^(5*(1 + E^2) + x) - 20*x - 5*E^(5*E^2)*x + 4*E^x*(1 + x) + 4*E^(5 + x)*(1 + x) + E^(5*E^2 + x)*(1 + x) + E^(5*(1 + E^2) + x)*(1 + x)","B",10,2,48,0.04167,1,"{2176, 2194}"
3997,0,0,0,0.1194739,"\int \frac{1}{3} \left(1+3 e^3+4 x+e^{5+x+e^x x} (3+3 x)\right) \, dx","Int[(1 + 3*E^3 + 4*x + E^(5 + x + E^x*x)*(3 + 3*x))/3,x]","\int \frac{1}{3} \left(1+3 e^3+4 x+e^{5+x+e^x x} (3+3 x)\right) \, dx","\frac{1}{3} \left(2 x^2+x+6\right)+e^3 x+e^{e^x x+5}",1,"((1 + 3*E^3)*x)/3 + (2*x^2)/3 + Defer[Int][E^(5 + x + E^x*x), x] + Defer[Int][E^(5 + x + E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
3998,0,0,0,0.5861696,"\int \frac{-10+e^{e^{x^2}} \left(2-4 e^{x^2} x^2\right)}{-5 x+e^{e^{x^2}} x+x^2} \, dx","Int[(-10 + E^E^x^2*(2 - 4*E^x^2*x^2))/(-5*x + E^E^x^2*x + x^2),x]","\int \frac{-10+e^{e^{x^2}} \left(2-4 e^{x^2} x^2\right)}{-5 x+e^{e^{x^2}} x+x^2} \, dx","\log \left(\frac{x^2 (\log (16)-2)}{\left(e^{e^{x^2}}+x-5\right)^2}\right)",1,"2*Log[x] - 2*Defer[Int][(-5 + E^E^x^2 + x)^(-1), x] - 4*Defer[Int][(E^(E^x^2 + x^2)*x)/(-5 + E^E^x^2 + x), x]","F",0,0,0,0,-1,"{}"
3999,1,13,0,0.1718833,"\int \frac{3+4 x+(1+x) \log (1+x)}{9 x^2+9 x^3+\left(6 x^2+6 x^3\right) \log (1+x)+\left(x^2+x^3\right) \log ^2(1+x)} \, dx","Int[(3 + 4*x + (1 + x)*Log[1 + x])/(9*x^2 + 9*x^3 + (6*x^2 + 6*x^3)*Log[1 + x] + (x^2 + x^3)*Log[1 + x]^2),x]","-\frac{1}{x (\log (x+1)+3)}","\frac{1}{x (-\log (x+1)-3)}",1,"-(1/(x*(3 + Log[1 + x])))","A",2,2,57,0.03509,1,"{6688, 6687}"
4000,1,38,0,0.1418091,"\int \frac{8 e^x \log (-7+4 x)+e^x (-7+4 x) \log ^2(-7+4 x)}{-175+100 x} \, dx","Int[(8*E^x*Log[-7 + 4*x] + E^x*(-7 + 4*x)*Log[-7 + 4*x]^2)/(-175 + 100*x),x]","\frac{e^x \log (4 x-7) (7 \log (4 x-7)-4 x \log (4 x-7))}{25 (7-4 x)}","\frac{1}{25} e^x \log ^2(4 x-7)",1,"(E^x*Log[-7 + 4*x]*(7*Log[-7 + 4*x] - 4*x*Log[-7 + 4*x]))/(25*(7 - 4*x))","B",2,2,37,0.05405,1,"{6741, 2288}"
4001,1,27,0,0.0088767,"\int -\frac{1568 e^{\frac{1}{16} e^{4+\log ^2(2)}} x}{\left(49+16 x^2\right) \left(196+64 x^2\right)} \, dx","Int[(-1568*E^(E^(4 + Log[2]^2)/16)*x)/((49 + 16*x^2)*(196 + 64*x^2)),x]","\frac{49 e^{\frac{1}{16} e^{4+\log ^2(2)}}}{4 \left(16 x^2+49\right)}","\frac{e^{e^{(\log (2)-2)^2}}}{\frac{64 x^2}{49}+4}",1,"(49*E^(E^(4 + Log[2]^2)/16))/(4*(49 + 16*x^2))","A",3,3,35,0.08571,1,"{12, 21, 261}"
4002,0,0,0,0.5069695,"\int \frac{-12-24 x-20 e^6 x-4 e^6 x \log (x)}{36 x+24 x^2+4 x^3+\left(12 x+4 x^2\right) \log (x)+x \log ^2(x)} \, dx","Int[(-12 - 24*x - 20*E^6*x - 4*E^6*x*Log[x])/(36*x + 24*x^2 + 4*x^3 + (12*x + 4*x^2)*Log[x] + x*Log[x]^2),x]","\int \frac{-12-24 x-20 e^6 x-4 e^6 x \log (x)}{36 x+24 x^2+4 x^3+\left(12 x+4 x^2\right) \log (x)+x \log ^2(x)} \, dx","\frac{3-e^6 x}{\frac{1}{4} (2 x+\log (x)+2)+1}",1,"-4*(6 - E^6)*Defer[Int][(6 + 2*x + Log[x])^(-2), x] - 12*Defer[Int][1/(x*(6 + 2*x + Log[x])^2), x] + 8*E^6*Defer[Int][x/(6 + 2*x + Log[x])^2, x] - 4*E^6*Defer[Int][(6 + 2*x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
4003,0,0,0,3.6372396,"\int \frac{e^{-4+e^{\frac{x^2}{5+x}}-x} \left(-500-200 x-20 x^2+e^4 \left(-50 x-20 x^2-2 x^3\right)+e^{\frac{x^2}{5+x}} \left(200 x+20 x^2+e^4 \left(20 x+22 x^2+2 x^3\right)\right)\right)}{25+10 x+x^2} \, dx","Int[(E^(-4 + E^(x^2/(5 + x)) - x)*(-500 - 200*x - 20*x^2 + E^4*(-50*x - 20*x^2 - 2*x^3) + E^(x^2/(5 + x))*(200*x + 20*x^2 + E^4*(20*x + 22*x^2 + 2*x^3))))/(25 + 10*x + x^2),x]","\int \frac{e^{-4+e^{\frac{x^2}{5+x}}-x} \left(-500-200 x-20 x^2+e^4 \left(-50 x-20 x^2-2 x^3\right)+e^{\frac{x^2}{5+x}} \left(200 x+20 x^2+e^4 \left(20 x+22 x^2+2 x^3\right)\right)\right)}{25+10 x+x^2} \, dx","2 e^{e^{\frac{x^2}{x+5}}-x} \left(x+\frac{10}{e^4}+1\right)",1,"-20*Defer[Int][E^(-4 + E^(x^2/(5 + x)) - x), x] + 2*(10 + E^4)*Defer[Int][E^(-4 + E^(x^2/(5 + x)) - x + x^2/(5 + x)), x] - 2*Defer[Int][E^(E^(x^2/(5 + x)) - x)*x, x] + 2*Defer[Int][E^(E^(x^2/(5 + x)) - x + x^2/(5 + x))*x, x] - 100*(5 - 2*E^4)*Defer[Int][E^(-4 + E^(x^2/(5 + x)) - x + x^2/(5 + x))/(5 + x)^2, x] - 50*Defer[Int][E^(E^(x^2/(5 + x)) - x + x^2/(5 + x))/(5 + x), x]","F",0,0,0,0,-1,"{}"
4004,1,51,0,1.7511548,"\int \frac{e^{-\frac{4+x+x^4}{x^3}} \left(3 x^4+\left(36+42 x+6 x^2+3 x^3-3 x^5\right) \log (2+2 x)\right)}{x^3+x^4} \, dx","Int[(3*x^4 + (36 + 42*x + 6*x^2 + 3*x^3 - 3*x^5)*Log[2 + 2*x])/(E^((4 + x + x^4)/x^3)*(x^3 + x^4)),x]","-\frac{3 e^{-\frac{4}{x^3}-\frac{1}{x^2}-x} \left(-x^4+2 x+12\right) \log (2 x+2)}{\left(-\frac{12}{x^4}-\frac{2}{x^3}+1\right) x^3}","3 e^{-\frac{x+4}{x^3}-x} x \log (2 x+2)",1,"(-3*E^(-4/x^3 - x^(-2) - x)*(12 + 2*x - x^4)*Log[2 + 2*x])/((1 - 12/x^4 - 2/x^3)*x^3)","B",9,5,56,0.08929,1,"{1593, 6741, 6742, 2288, 2554}"
4005,1,24,0,0.0518359,"\int \frac{4 (5+i \pi )^2-2 e^8 x^2+4 e^{16} x^4+(5+i \pi ) \left(-2-8 e^8 x^2\right)}{(5+i \pi )^2-2 e^8 (5+i \pi ) x^2+e^{16} x^4} \, dx","Int[(4*(5 + I*Pi)^2 - 2*E^8*x^2 + 4*E^16*x^4 + (5 + I*Pi)*(-2 - 8*E^8*x^2))/((5 + I*Pi)^2 - 2*E^8*(5 + I*Pi)*x^2 + E^16*x^4),x]","4 x-\frac{2 x}{-e^8 x^2+i \pi +5}","x \left(4-\frac{2}{-e^8 x^2+i \pi +5}\right)",1,"4*x - (2*x)/(5 + I*Pi - E^8*x^2)","A",4,4,81,0.04938,1,"{28, 1814, 21, 8}"
4006,1,19,0,0.7395348,"\int \frac{-4-40 x-100 x^2+x^5+10 x^6+25 x^7+e^{\frac{4 x^2}{1+5 x}} \left(8 x^6+20 x^7\right)}{x^5+10 x^6+25 x^7} \, dx","Int[(-4 - 40*x - 100*x^2 + x^5 + 10*x^6 + 25*x^7 + E^((4*x^2)/(1 + 5*x))*(8*x^6 + 20*x^7))/(x^5 + 10*x^6 + 25*x^7),x]","\frac{1}{x^4}+e^{\frac{4 x^2}{5 x+1}}+x","\frac{1}{x^4}+x+e^{\frac{4 x}{\frac{1}{x}+5}}-\frac{e^9}{2}",1,"E^((4*x^2)/(1 + 5*x)) + x^(-4) + x","A",15,6,66,0.09091,1,"{1594, 27, 6742, 44, 43, 6706}"
4007,1,18,0,0.1793702,"\int \frac{2-2 x-x \log \left(\frac{16}{25} e^{-2 x} x^2\right)}{x \log \left(\frac{16}{25} e^{-2 x} x^2\right)} \, dx","Int[(2 - 2*x - x*Log[(16*x^2)/(25*E^(2*x))])/(x*Log[(16*x^2)/(25*E^(2*x))]),x]","\log \left(\log \left(\frac{16}{25} e^{-2 x} x^2\right)\right)-x","\log \left(25 \log \left(\frac{16}{25} e^{-2 x} x^2\right)\right)-x",1,"-x + Log[Log[(16*x^2)/(25*E^(2*x))]]","A",3,2,40,0.05000,1,"{6742, 6684}"
4008,1,32,0,0.0518136,"\int \frac{e^{-6+3 e^3} (-1-\log (4))+e^{-6+3 e^3} \log (x)}{-x \log (4)+x \log (x)} \, dx","Int[(E^(-6 + 3*E^3)*(-1 - Log[4]) + E^(-6 + 3*E^3)*Log[x])/(-(x*Log[4]) + x*Log[x]),x]","e^{3 e^3-6} \log (x)-e^{3 e^3-6} \log (\log (4)-\log (x))","e^{3 \left(e^3-2\right)} (\log (x)-\log (\log (4)-\log (x)))",1,"E^(-6 + 3*E^3)*Log[x] - E^(-6 + 3*E^3)*Log[Log[4] - Log[x]]","A",4,2,42,0.04762,1,"{12, 43}"
4009,0,0,0,14.0590974,"\int \exp \left(-2 x+e^{-2 x} \left(225 x^6+90 x^7+9 x^8+e^{2 x} \left(25-450 x+1645 x^2+3360 x^3+1984 x^4+456 x^5+36 x^6\right)+e^x \left(-150 x^3+1320 x^4+1410 x^5+408 x^6+36 x^7\right)\right)\right) \left(1350 x^5+180 x^6-108 x^7-18 x^8+e^{2 x} \left(-450+3290 x+10080 x^2+7936 x^3+2280 x^4+216 x^5\right)+e^x \left(-450 x^2+5430 x^3+5730 x^4+1038 x^5-156 x^6-36 x^7\right)\right) \, dx","Int[E^(-2*x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*(1350*x^5 + 180*x^6 - 108*x^7 - 18*x^8 + E^(2*x)*(-450 + 3290*x + 10080*x^2 + 7936*x^3 + 2280*x^4 + 216*x^5) + E^x*(-450*x^2 + 5430*x^3 + 5730*x^4 + 1038*x^5 - 156*x^6 - 36*x^7)),x]","\int \exp \left(-2 x+e^{-2 x} \left(225 x^6+90 x^7+9 x^8+e^{2 x} \left(25-450 x+1645 x^2+3360 x^3+1984 x^4+456 x^5+36 x^6\right)+e^x \left(-150 x^3+1320 x^4+1410 x^5+408 x^6+36 x^7\right)\right)\right) \left(1350 x^5+180 x^6-108 x^7-18 x^8+e^{2 x} \left(-450+3290 x+10080 x^2+7936 x^3+2280 x^4+216 x^5\right)+e^x \left(-450 x^2+5430 x^3+5730 x^4+1038 x^5-156 x^6-36 x^7\right)\right) \, dx","\exp \left(\left(-x^2+3 (x+5) \left(e^{-x} x^2+2 x+3\right) x-5\right)^2\right)",1,"-450*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x)), x] + 3290*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x))*x, x] + 10080*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x))*x^2, x] - 450*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^2, x] + 7936*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x))*x^3, x] + 5430*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^3, x] + 2280*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x))*x^4, x] + 5730*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^4, x] + 216*Defer[Int][E^((3*x^3*(5 + x) + E^x*(-5 + 45*x + 38*x^2 + 6*x^3))^2/E^(2*x))*x^5, x] + 1350*Defer[Int][E^(-2*x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^5, x] + 1038*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^5, x] + 180*Defer[Int][E^(-2*x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^6, x] - 156*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^6, x] - 108*Defer[Int][E^(-2*x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^7, x] - 36*Defer[Int][E^(-x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^7, x] - 18*Defer[Int][E^(-2*x + (225*x^6 + 90*x^7 + 9*x^8 + E^(2*x)*(25 - 450*x + 1645*x^2 + 3360*x^3 + 1984*x^4 + 456*x^5 + 36*x^6) + E^x*(-150*x^3 + 1320*x^4 + 1410*x^5 + 408*x^6 + 36*x^7))/E^(2*x))*x^8, x]","F",0,0,0,0,-1,"{}"
4010,0,0,0,13.6856456,"\int \frac{2 x^2+\left(-4 x+2 x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(2-4 x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2+\left(x^3+\left(-2 x^2+x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(x-x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log \left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)}{-x^3+\left(2 x^2-x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2+\left(-2 x^3+\left(4 x^2-2 x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-2 x+2 x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log \left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)+\left(-x^3+\left(2 x^2-x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log ^2\left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)} \, dx","Int[(2*x^2 + (-4*x + 2*x^2)*(I*Pi + Log[5/4]) + (2 - 4*x + x^2)*(I*Pi + Log[5/4])^2 + (x^3 + (-2*x^2 + x^3)*(I*Pi + Log[5/4]) + (x - x^2)*(I*Pi + Log[5/4])^2)*Log[(x^2 + (-x + x^2)*(I*Pi + Log[5/4]))/(I*Pi - x + Log[5/4])])/(-x^3 + (2*x^2 - x^3)*(I*Pi + Log[5/4]) + (-x + x^2)*(I*Pi + Log[5/4])^2 + (-2*x^3 + (4*x^2 - 2*x^3)*(I*Pi + Log[5/4]) + (-2*x + 2*x^2)*(I*Pi + Log[5/4])^2)*Log[(x^2 + (-x + x^2)*(I*Pi + Log[5/4]))/(I*Pi - x + Log[5/4])] + (-x^3 + (2*x^2 - x^3)*(I*Pi + Log[5/4]) + (-x + x^2)*(I*Pi + Log[5/4])^2)*Log[(x^2 + (-x + x^2)*(I*Pi + Log[5/4]))/(I*Pi - x + Log[5/4])]^2),x]","\int \frac{2 x^2+\left(-4 x+2 x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(2-4 x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2+\left(x^3+\left(-2 x^2+x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(x-x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log \left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)}{-x^3+\left(2 x^2-x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2+\left(-2 x^3+\left(4 x^2-2 x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-2 x+2 x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log \left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)+\left(-x^3+\left(2 x^2-x^3\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)^2\right) \log ^2\left(\frac{x^2+\left(-x+x^2\right) \left(i \pi +\log \left(\frac{5}{4}\right)\right)}{i \pi -x+\log \left(\frac{5}{4}\right)}\right)} \, dx","\frac{2-x}{1+\log \left(-x+\frac{x^2}{1-\frac{x}{\log \left(\frac{5}{4}\right)+i \pi }}\right)}",1,"Defer[Int][(-1 - Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^(-1), x] + Defer[Int][(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^(-2), x] - 2*Defer[Int][1/(x*(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^2), x] - (2*I)*Defer[Int][1/((-Pi - I*x + I*Log[5/4])*(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^2), x] - I*(Pi - I*Log[5/4])^2*(1 + ((Pi - I*Log[5/4])*(2 + I*Pi + Log[5/4]))/Sqrt[-(Pi - I*Log[5/4])^4])*Defer[Int][1/((-Sqrt[-(Pi - I*Log[5/4])^4] + (2*I - Pi + I*Log[5/4])*(I*Pi + Log[5/4]) + 2*x*(Pi - I*(1 + Log[5/4])))*(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^2), x] - I*(Pi - I*Log[5/4])^2*(1 - ((Pi - I*Log[5/4])*(2 + I*Pi + Log[5/4]))/Sqrt[-(Pi - I*Log[5/4])^4])*Defer[Int][1/((Sqrt[-(Pi - I*Log[5/4])^4] + (2*I - Pi + I*Log[5/4])*(I*Pi + Log[5/4]) + 2*x*(Pi - I*(1 + Log[5/4])))*(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^2), x] - 4*(Pi - I*(1 + Log[5/4]))*Defer[Int][1/((-2*Pi + 2*x*(Pi - I*(1 + Log[5/4])) + I*Log[25/16])*(1 + Log[(x*(x + (-1 + x)*(I*Pi + Log[5/4])))/(I*Pi - x + Log[5/4])])^2), x]","F",0,0,0,0,-1,"{}"
4011,1,10,0,0.0055825,"\int \frac{76-3 x}{-25+x} \, dx","Int[(76 - 3*x)/(-25 + x),x]","\log (25-x)-3 x","\log (25-x)-3 x",1,"-3*x + Log[25 - x]","A",2,1,11,0.09091,1,"{43}"
4012,0,0,0,1.8798166,"\int \frac{108-111 x-267 x^2+6 x^3+143 x^4+39 x^5+\left(72-30 x-99 x^2-27 x^3\right) \log (x)+(12+4 x) \log ^2(x)+\left(-72+30 x+99 x^2+27 x^3+(-24-8 x) \log (x)\right) \log (15+5 x)+(12+4 x) \log ^2(15+5 x)}{27-9 x-57 x^2+x^3+33 x^4+9 x^5+\left(18-20 x^2-6 x^3\right) \log (x)+(3+x) \log ^2(x)+\left(-18+20 x^2+6 x^3+(-6-2 x) \log (x)\right) \log (15+5 x)+(3+x) \log ^2(15+5 x)} \, dx","Int[(108 - 111*x - 267*x^2 + 6*x^3 + 143*x^4 + 39*x^5 + (72 - 30*x - 99*x^2 - 27*x^3)*Log[x] + (12 + 4*x)*Log[x]^2 + (-72 + 30*x + 99*x^2 + 27*x^3 + (-24 - 8*x)*Log[x])*Log[15 + 5*x] + (12 + 4*x)*Log[15 + 5*x]^2)/(27 - 9*x - 57*x^2 + x^3 + 33*x^4 + 9*x^5 + (18 - 20*x^2 - 6*x^3)*Log[x] + (3 + x)*Log[x]^2 + (-18 + 20*x^2 + 6*x^3 + (-6 - 2*x)*Log[x])*Log[15 + 5*x] + (3 + x)*Log[15 + 5*x]^2),x]","\int \frac{108-111 x-267 x^2+6 x^3+143 x^4+39 x^5+\left(72-30 x-99 x^2-27 x^3\right) \log (x)+(12+4 x) \log ^2(x)+\left(-72+30 x+99 x^2+27 x^3+(-24-8 x) \log (x)\right) \log (15+5 x)+(12+4 x) \log ^2(15+5 x)}{27-9 x-57 x^2+x^3+33 x^4+9 x^5+\left(18-20 x^2-6 x^3\right) \log (x)+(3+x) \log ^2(x)+\left(-18+20 x^2+6 x^3+(-6-2 x) \log (x)\right) \log (15+5 x)+(3+x) \log ^2(15+5 x)} \, dx","x \left(\frac{x (x+5)}{3 x^2+x-\log (x)+\log (5 (x+3))-3}+4\right)",1,"4*x + 6*Defer[Int][(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^(-2), x] + 3*Defer[Int][x/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^2, x] - 5*Defer[Int][x^2/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^2, x] - 31*Defer[Int][x^3/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^2, x] - 6*Defer[Int][x^4/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^2, x] - 18*Defer[Int][1/((3 + x)*(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)])^2), x] + 10*Defer[Int][x/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)]), x] + 3*Defer[Int][x^2/(-3 + x + 3*x^2 - Log[x] + Log[5*(3 + x)]), x]","F",0,0,0,0,-1,"{}"
4013,0,0,0,0.2387191,"\int \frac{-x^2+\left(-40 x-2 x^2\right) \log (20+x) \log (\log (20+x))}{(240+12 x) \log (20+x)} \, dx","Int[(-x^2 + (-40*x - 2*x^2)*Log[20 + x]*Log[Log[20 + x]])/((240 + 12*x)*Log[20 + x]),x]","\int \frac{-x^2+\left(-40 x-2 x^2\right) \log (20+x) \log (\log (20+x))}{(240+12 x) \log (20+x)} \, dx","-\frac{1}{12} x^2 \log (\log (x+20))",1,"-1/12*ExpIntegralEi[2*Log[20 + x]] - (100*Log[Log[20 + x]])/3 + (10*LogIntegral[20 + x])/3 - Defer[Int][x*Log[Log[20 + x]], x]/6","F",0,0,0,0,-1,"{}"
4014,1,11,0,0.026183,"\int \frac{1}{441} e^{\frac{1}{441} \left(441+42 x+x^2\right)} (42+2 x) \, dx","Int[(E^((441 + 42*x + x^2)/441)*(42 + 2*x))/441,x]","e^{\frac{1}{441} (x+21)^2}","e^{\left(\frac{x}{21}+1\right)^2}",1,"E^((21 + x)^2/441)","A",3,3,23,0.1304,1,"{12, 2227, 2209}"
4015,0,0,0,2.2130664,"\int \frac{-x^5+e^{2 \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-4+2 x-2 e^{25} x+4 x^2-2 x \log (x)\right)+e^{\frac{3}{2} \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-12 x+6 x^2-6 e^{25} x^2+12 x^3-6 x^2 \log (x)\right)+e^{2 x-e^{25} x+x^2-x \log (x)} \left(-12 x^2+6 x^3-6 e^{25} x^3+12 x^4-6 x^3 \log (x)\right)+e^{\frac{1}{2} \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-4 x^3+2 x^4-2 e^{25} x^4+4 x^5-2 x^4 \log (x)\right)}{x^5} \, dx","Int[(-x^5 + E^(2*(2*x - E^25*x + x^2 - x*Log[x]))*(-4 + 2*x - 2*E^25*x + 4*x^2 - 2*x*Log[x]) + E^((3*(2*x - E^25*x + x^2 - x*Log[x]))/2)*(-12*x + 6*x^2 - 6*E^25*x^2 + 12*x^3 - 6*x^2*Log[x]) + E^(2*x - E^25*x + x^2 - x*Log[x])*(-12*x^2 + 6*x^3 - 6*E^25*x^3 + 12*x^4 - 6*x^3*Log[x]) + E^((2*x - E^25*x + x^2 - x*Log[x])/2)*(-4*x^3 + 2*x^4 - 2*E^25*x^4 + 4*x^5 - 2*x^4*Log[x]))/x^5,x]","\int \frac{-x^5+e^{2 \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-4+2 x-2 e^{25} x+4 x^2-2 x \log (x)\right)+e^{\frac{3}{2} \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-12 x+6 x^2-6 e^{25} x^2+12 x^3-6 x^2 \log (x)\right)+e^{2 x-e^{25} x+x^2-x \log (x)} \left(-12 x^2+6 x^3-6 e^{25} x^3+12 x^4-6 x^3 \log (x)\right)+e^{\frac{1}{2} \left(2 x-e^{25} x+x^2-x \log (x)\right)} \left(-4 x^3+2 x^4-2 e^{25} x^4+4 x^5-2 x^4 \log (x)\right)}{x^5} \, dx","\frac{\left(x+e^{\frac{1}{2} x \left(x-\log (x)-e^{25}+2\right)}\right)^4}{x^4}-x",1,"-x - 4*Defer[Int][E^(2*x*(2 - E^25 + x))*x^(-5 - 2*x), x] + 2*(1 - E^25)*Defer[Int][E^(2*x*(2 - E^25 + x))*x^(-4 - 2*x), x] - 2*Log[x]*Defer[Int][E^(2*x*(2 - E^25 + x))*x^(-4 - 2*x), x] + 4*Defer[Int][E^(2*x*(2 - E^25 + x))*x^(-3 - 2*x), x] - 12*Defer[Int][E^((3*x*(2 - E^25 + x))/2)*x^(-4 - (3*x)/2), x] + 6*(1 - E^25)*Defer[Int][E^((3*x*(2 - E^25 + x))/2)*x^(-3 - (3*x)/2), x] - 6*Log[x]*Defer[Int][E^((3*x*(2 - E^25 + x))/2)*x^(-3 - (3*x)/2), x] + 12*Defer[Int][E^((3*x*(2 - E^25 + x))/2)*x^(-2 - (3*x)/2), x] - 12*Defer[Int][E^((2 - E^25)*x + x^2)*x^(-3 - x), x] + 6*(1 - E^25)*Defer[Int][E^((2 - E^25)*x + x^2)*x^(-2 - x), x] - 6*Log[x]*Defer[Int][E^((2 - E^25)*x + x^2)*x^(-2 - x), x] + 12*Defer[Int][E^((2 - E^25)*x + x^2)*x^(-1 - x), x] - 4*Defer[Int][E^((x*(2 - E^25 + x))/2)*x^(-2 - x/2), x] + 2*(1 - E^25)*Defer[Int][E^((x*(2 - E^25 + x))/2)*x^(-1 - x/2), x] - 2*Log[x]*Defer[Int][E^((x*(2 - E^25 + x))/2)*x^(-1 - x/2), x] + 4*Defer[Int][E^((x*(2 - E^25 + x))/2)/x^(x/2), x] + 2*Defer[Int][Defer[Int][E^(2*x*(2 - E^25 + x))*x^(-4 - 2*x), x]/x, x] + 6*Defer[Int][Defer[Int][E^((3*x*(2 - E^25 + x))/2)*x^(-3 - (3*x)/2), x]/x, x] + 6*Defer[Int][Defer[Int][E^((2 - E^25)*x + x^2)*x^(-2 - x), x]/x, x] + 2*Defer[Int][Defer[Int][E^((x*(2 - E^25 + x))/2)*x^(-1 - x/2), x]/x, x]","F",0,0,0,0,-1,"{}"
4016,1,10,0,0.0114228,"\int \frac{50}{625 x+50 x \log \left(x^2\right)+x \log ^2\left(x^2\right)} \, dx","Int[50/(625*x + 50*x*Log[x^2] + x*Log[x^2]^2),x]","-\frac{25}{\log \left(x^2\right)+25}","\frac{x}{\frac{25 x}{\log \left(x^2\right)}+x}+4",1,"-25/(25 + Log[x^2])","A",3,2,23,0.08696,1,"{12, 32}"
4017,1,18,0,0.0062194,"\int \frac{-e^5+e^2 (6+8 x)}{e^5} \, dx","Int[(-E^5 + E^2*(6 + 8*x))/E^5,x]","\frac{(4 x+3)^2}{4 e^3}-x","\frac{4 x \left(x+\frac{3}{2}\right)}{e^3}-x",1,"-x + (3 + 4*x)^2/(4*E^3)","A",2,1,19,0.05263,1,"{12}"
4018,0,0,0,7.3475877,"\int \frac{-e^{e^4+x} x+2 x^2+x \log (x)+\left(-16-x+e^{e^4+x} \left(-16+15 x+x^2\right)+(16+x) \log (x)\right) \log (16+x)}{64 x^2+4 x^3+e^{2 e^4+2 x} (16+x)+e^{e^4+x} \left(-64 x-4 x^2\right)+\left(e^{e^4+x} (-32-2 x)+64 x+4 x^2\right) \log (x)+(16+x) \log ^2(x)} \, dx","Int[(-(E^(E^4 + x)*x) + 2*x^2 + x*Log[x] + (-16 - x + E^(E^4 + x)*(-16 + 15*x + x^2) + (16 + x)*Log[x])*Log[16 + x])/(64*x^2 + 4*x^3 + E^(2*E^4 + 2*x)*(16 + x) + E^(E^4 + x)*(-64*x - 4*x^2) + (E^(E^4 + x)*(-32 - 2*x) + 64*x + 4*x^2)*Log[x] + (16 + x)*Log[x]^2),x]","\int \frac{-e^{e^4+x} x+2 x^2+x \log (x)+\left(-16-x+e^{e^4+x} \left(-16+15 x+x^2\right)+(16+x) \log (x)\right) \log (16+x)}{64 x^2+4 x^3+e^{2 e^4+2 x} (16+x)+e^{e^4+x} \left(-64 x-4 x^2\right)+\left(e^{e^4+x} (-32-2 x)+64 x+4 x^2\right) \log (x)+(16+x) \log ^2(x)} \, dx","\frac{x \log (x+16)}{2 x-e^{x+e^4}+\log (x)}+2",1,"-Defer[Int][(E^(E^4 + x) - 2*x - Log[x])^(-1), x] - 16*Defer[Int][1/((16 + x)*(-E^(E^4 + x) + 2*x + Log[x])), x] - Defer[Int][Log[16 + x]/(E^(E^4 + x) - 2*x - Log[x])^2, x] - Defer[Int][Log[16 + x]/(E^(E^4 + x) - 2*x - Log[x]), x] - 2*Defer[Int][(x*Log[16 + x])/(-E^(E^4 + x) + 2*x + Log[x])^2, x] + 2*Defer[Int][(x^2*Log[16 + x])/(-E^(E^4 + x) + 2*x + Log[x])^2, x] + Defer[Int][(x*Log[x]*Log[16 + x])/(-E^(E^4 + x) + 2*x + Log[x])^2, x] - Defer[Int][(x*Log[16 + x])/(-E^(E^4 + x) + 2*x + Log[x]), x]","F",0,0,0,0,-1,"{}"
4019,0,0,0,0.8524483,"\int \frac{2+4 e^x+e^{1+x} \left(2+4 e^x\right)+\left(-4 e^x x+2 e^{1+x} x\right) \log (x)}{x+4 e^x x+4 e^{2 x} x} \, dx","Int[(2 + 4*E^x + E^(1 + x)*(2 + 4*E^x) + (-4*E^x*x + 2*E^(1 + x)*x)*Log[x])/(x + 4*E^x*x + 4*E^(2*x)*x),x]","\int \frac{2+4 e^x+e^{1+x} \left(2+4 e^x\right)+\left(-4 e^x x+2 e^{1+x} x\right) \log (x)}{x+4 e^x x+4 e^{2 x} x} \, dx","\frac{\left(e^{x+1} x+x\right) \log (x)}{\left(e^x+\frac{1}{2}\right) x}",1,"E*Log[x] + (2 - E)*Defer[Int][1/((1 + 2*E^x)*x), x] + (2 - E)*Defer[Int][Log[x]/(1 + 2*E^x)^2, x] - (2 - E)*Defer[Int][Log[x]/(1 + 2*E^x), x]","F",0,0,0,0,-1,"{}"
4020,1,17,0,0.0224432,"\int \frac{e^{-2 e} \left(16+e^{2 e} \left(-5+2 x^3\right)\right)}{x^2} \, dx","Int[(16 + E^(2*E)*(-5 + 2*x^3))/(E^(2*E)*x^2),x]","x^2+\frac{5-16 e^{-2 e}}{x}","x \left(x-\frac{\sqrt{e}}{x}\right)-\frac{16 e^{-2 e}-5}{x}",1,"(5 - 16/E^(2*E))/x + x^2","A",3,2,24,0.08333,1,"{12, 14}"
4021,0,0,0,2.9269768,"\int \frac{\left(\frac{6+2 x}{x+x^2}\right)^{-x+x^2} \left(3+3 x-5 x^2-x^3+\left(-3+2 x+7 x^2+2 x^3\right) \log \left(\frac{6+2 x}{x+x^2}\right)\right)}{3+4 x+x^2} \, dx","Int[(((6 + 2*x)/(x + x^2))^(-x + x^2)*(3 + 3*x - 5*x^2 - x^3 + (-3 + 2*x + 7*x^2 + 2*x^3)*Log[(6 + 2*x)/(x + x^2)]))/(3 + 4*x + x^2),x]","\int \frac{\left(\frac{6+2 x}{x+x^2}\right)^{-x+x^2} \left(3+3 x-5 x^2-x^3+\left(-3+2 x+7 x^2+2 x^3\right) \log \left(\frac{6+2 x}{x+x^2}\right)\right)}{3+4 x+x^2} \, dx","\left(\frac{2 x+6}{x (x+1)}\right)^{x^2-x}",1,"-Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x] - Log[(2*(3 + x))/(x*(1 + x))]*Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x] - 3*Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x)/(-2 - 2*x), x] - Defer[Int][x*((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x] + 2*Log[(2*(3 + x))/(x*(1 + x))]*Defer[Int][x*((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x] - 7*Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x)/(2 + 2*x), x] + 24*Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x)/(6 + 2*x), x] - Defer[Int][Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/(-3 - x), x] - Defer[Int][Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/x, x] - Defer[Int][Defer[Int][((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/(1 + x), x] - 2*Defer[Int][Defer[Int][x*((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/(-1 - x), x] + 2*Defer[Int][Defer[Int][x*((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/x, x] - 2*Defer[Int][Defer[Int][x*((6 + 2*x)/(x*(1 + x)))^((-1 + x)*x), x]/(3 + x), x]","F",0,0,0,0,-1,"{}"
4022,1,22,0,0.045888,"\int \frac{3-18 x+e^{25-11 x+x^2} \left(11 x-2 x^2\right)-18 x \log (x)}{x} \, dx","Int[(3 - 18*x + E^(25 - 11*x + x^2)*(11*x - 2*x^2) - 18*x*Log[x])/x,x]","-e^{x^2-11 x+25}-18 x \log (x)+3 \log (x)","(3-18 x) \log (x)-e^{(x-5)^2-x}",1,"-E^(25 - 11*x + x^2) + 3*Log[x] - 18*x*Log[x]","A",8,4,34,0.1176,1,"{14, 2236, 43, 2295}"
4023,1,7,0,0.0023151,"\int 10 e^{-2 x} \, dx","Int[10/E^(2*x),x]","-5 e^{-2 x}","-5 e^{-2 x}-4-\log (3)",1,"-5/E^(2*x)","A",2,2,7,0.2857,1,"{12, 2194}"
4024,1,3,0,0.0010293,"\int e^x \, dx","Int[E^x,x]","e^x","e^x+2",1,"E^x","A",1,1,3,0.3333,1,"{2194}"
4025,0,0,0,0.2220588,"\int \frac{\log ^2\left(e^{-10+2 x+2 \log ^2(x)}\right)+\log \left(e^{-10+2 x+2 \log ^2(x)}\right) (4 x+8 \log (x))}{\log ^4(2)} \, dx","Int[(Log[E^(-10 + 2*x + 2*Log[x]^2)]^2 + Log[E^(-10 + 2*x + 2*Log[x]^2)]*(4*x + 8*Log[x]))/Log[2]^4,x]","\int \frac{\log ^2\left(e^{-10+2 x+2 \log ^2(x)}\right)+\log \left(e^{-10+2 x+2 \log ^2(x)}\right) (4 x+8 \log (x))}{\log ^4(2)} \, dx","\frac{x \log ^2\left(e^{2 x+2 \log ^2(x)-10}\right)}{\log ^4(2)}",1,"(4*Defer[Int][x*Log[E^(2*(-5 + x + Log[x]^2))], x])/Log[2]^4 + Defer[Int][Log[E^(2*(-5 + x + Log[x]^2))]^2, x]/Log[2]^4 + (8*Defer[Int][Log[E^(2*(-5 + x + Log[x]^2))]*Log[x], x])/Log[2]^4","F",0,0,0,0,-1,"{}"
4026,1,6,0,0.0008691,"\int \frac{19}{32 x} \, dx","Int[19/(32*x),x]","\frac{19 \log (x)}{32}","\frac{x+\frac{19}{32} x \log (x)}{x}",1,"(19*Log[x])/32","A",2,2,7,0.2857,1,"{12, 29}"
4027,1,12,0,0.0297043,"\int \frac{e^{-4+x} (15-5 x)}{2 x^4} \, dx","Int[(E^(-4 + x)*(15 - 5*x))/(2*x^4),x]","-\frac{5 e^{x-4}}{2 x^3}","3-\frac{5 e^{x-4}}{2 x^3}",1,"(-5*E^(-4 + x))/(2*x^3)","A",2,2,17,0.1176,1,"{12, 2197}"
4028,1,21,0,0.0248162,"\int \frac{31-30 x-30 x^2-30 \log (x)}{30 x^2} \, dx","Int[(31 - 30*x - 30*x^2 - 30*Log[x])/(30*x^2),x]","-x-\frac{1}{30 x}-\log (x)+\frac{\log (x)}{x}","-x-\frac{1}{30 x}-\log (x)+\frac{\log (x)}{x}",1,"-1/30*1/x - x - Log[x] + Log[x]/x","A",6,3,21,0.1429,1,"{12, 14, 2304}"
4029,1,12,0,0.0046056,"\int \left(10+2 e^6+2 x\right) \, dx","Int[10 + 2*E^6 + 2*x,x]","x^2+2 \left(5+e^6\right) x","\left(x+e^6+5\right)^2",1,"2*(5 + E^6)*x + x^2","A",1,0,10,0,1,"{}"
4030,0,0,0,1.5667982,"\int \frac{2-2 x+e^x \left(-2 x^2-x^3\right)}{-2 x^2-e^x x^3+2 x \log \left(\frac{x}{3 e^5}\right)} \, dx","Int[(2 - 2*x + E^x*(-2*x^2 - x^3))/(-2*x^2 - E^x*x^3 + 2*x*Log[x/(3*E^5)]),x]","\int \frac{2-2 x+e^x \left(-2 x^2-x^3\right)}{-2 x^2-e^x x^3+2 x \log \left(\frac{x}{3 e^5}\right)} \, dx","\log \left(x \left(e^x x-\frac{2 \left(\log \left(\frac{x}{3 e^5}\right)-x\right)}{x}\right)\right)",1,"x + 2*Log[x] - 2*(11 + Log[9])*Defer[Int][1/(x*(2*x + E^x*x^2 + 10*(1 + Log[3]/5) - 2*Log[x])), x] + 2*Defer[Int][Log[x/3]/(2*x + E^x*x^2 + 10*(1 + Log[3]/5) - 2*Log[x]), x] + 4*Defer[Int][Log[x]/(x*(2*x + E^x*x^2 + 10*(1 + Log[3]/5) - 2*Log[x])), x] + 12*Defer[Int][(-2*x - E^x*x^2 - 10*(1 + Log[3]/5) + 2*Log[x])^(-1), x] + 2*Defer[Int][x/(-2*x - E^x*x^2 - 10*(1 + Log[3]/5) + 2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4031,1,49,0,1.9509996,"\int \frac{-13 x-4 x^2+e^{x+x^2} \left(14+4 x-3 x^2-2 x^3\right)+\left(e^{x+x^2} (-1-2 x)+x+2 x^2\right) \log \left(-e^{x+x^2} x+x^2\right)}{3 e^{x+x^2}-3 x} \, dx","Int[(-13*x - 4*x^2 + E^(x + x^2)*(14 + 4*x - 3*x^2 - 2*x^3) + (E^(x + x^2)*(-1 - 2*x) + x + 2*x^2)*Log[-(E^(x + x^2)*x) + x^2])/(3*E^(x + x^2) - 3*x),x]","x^2-\frac{1}{3} x^2 \log \left(x^2-e^{x^2+x} x\right)-\frac{1}{3} x \log \left(x^2-e^{x^2+x} x\right)+5 x","x (x+1) \left(\frac{x+4}{x}-\frac{1}{3} \log \left(x \left(x-e^{x^2+x}\right)\right)\right)",1,"5*x + x^2 - (x*Log[-(E^(x + x^2)*x) + x^2])/3 - (x^2*Log[-(E^(x + x^2)*x) + x^2])/3","A",18,6,84,0.07143,1,"{6741, 12, 6742, 2548, 2551, 14}"
4032,1,25,0,0.1598728,"\int \frac{1600 x^4+1250 x^5+300 x^6+25 x^7+e^{\frac{6}{25 x^3}} \left(-1152-864 x-216 x^2-18 x^3\right)}{1600 x^4+1200 x^5+300 x^6+25 x^7} \, dx","Int[(1600*x^4 + 1250*x^5 + 300*x^6 + 25*x^7 + E^(6/(25*x^3))*(-1152 - 864*x - 216*x^2 - 18*x^3))/(1600*x^4 + 1200*x^5 + 300*x^6 + 25*x^7),x]","e^{\frac{6}{25 x^3}}+x-\frac{2}{x+4}+\frac{4}{(x+4)^2}","e^{\frac{6}{25 x^3}}+\frac{x^2}{4 (x+4)^2}+x+1",1,"E^(6/(25*x^3)) + x + 4/(4 + x)^2 - 2/(4 + x)","A",5,3,70,0.04286,1,"{6688, 2209, 1850}"
4033,1,38,0,0.2989098,"\int \frac{2+2 x-x^2-x^3+\left(2 x-x^2+x^3\right) \log \left(\frac{x}{2-x+x^2}\right)}{10 x-5 x^2+5 x^3} \, dx","Int[(2 + 2*x - x^2 - x^3 + (2*x - x^2 + x^3)*Log[x/(2 - x + x^2)])/(10*x - 5*x^2 + 5*x^3),x]","\frac{1}{5} x \log \left(\frac{x}{x^2-x+2}\right)-\frac{1}{5} \log \left(x^2-x+2\right)+\frac{\log (x)}{5}","\frac{1}{20} (4 x+4) \log \left(\frac{x}{x^2-x+2}\right)",1,"Log[x]/5 + (x*Log[x/(2 - x + x^2)])/5 - Log[2 - x + x^2]/5","A",16,9,58,0.1552,1,"{1594, 6728, 1628, 634, 618, 204, 628, 2523, 1657}"
4034,1,18,0,0.223551,"\int \frac{-48+e^{e^{4+e^x}} \left(-16-16 e^{4+e^x+x}\right)}{3+e^{e^{4+e^x}}} \, dx","Int[(-48 + E^E^(4 + E^x)*(-16 - 16*E^(4 + E^x + x)))/(3 + E^E^(4 + E^x)),x]","-16 \log \left(e^x \left(e^{e^{e^x+4}}+3\right)\right)","16 \left(-x-\log \left(e^{e^{e^x+4}}+3\right)+15\right)",1,"-16*Log[E^x*(3 + E^E^(4 + E^x))]","A",3,3,38,0.07895,1,"{2282, 12, 6685}"
4035,1,6,0,0.0019956,"\int \frac{1-x}{x} \, dx","Int[(1 - x)/x,x]","\log (x)-x","-x+\log (x)+1+\log (4)",1,"-x + Log[x]","A",2,1,9,0.1111,1,"{43}"
4036,1,2,0,0.0002236,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)+e^{429940225+e}+1",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
4037,1,165,0,0.0965884,"\int \frac{1}{9} \left(-9+e^{8 x} (-250-2000 x)+e^{12 x} (-96-1152 x)+e^{6 x} (-48-288 x)+e^{16 x} (-1-16 x)+e^{14 x} (16+224 x)+e^{4 x} (96+384 x)+e^{10 x} (256+2560 x)\right) \, dx","Int[(-9 + E^(8*x)*(-250 - 2000*x) + E^(12*x)*(-96 - 1152*x) + E^(6*x)*(-48 - 288*x) + E^(16*x)*(-1 - 16*x) + E^(14*x)*(16 + 224*x) + E^(4*x)*(96 + 384*x) + E^(10*x)*(256 + 2560*x))/9,x]","-x-\frac{8 e^{4 x}}{3}+\frac{8 e^{6 x}}{9}+\frac{125 e^{8 x}}{36}-\frac{128 e^{10 x}}{45}+\frac{8 e^{12 x}}{9}-\frac{8 e^{14 x}}{63}+\frac{e^{16 x}}{144}+\frac{8}{3} e^{4 x} (4 x+1)-\frac{8}{9} e^{6 x} (6 x+1)-\frac{125}{36} e^{8 x} (8 x+1)+\frac{128}{45} e^{10 x} (10 x+1)-\frac{8}{9} e^{12 x} (12 x+1)+\frac{8}{63} e^{14 x} (14 x+1)-\frac{1}{144} e^{16 x} (16 x+1)","3-\frac{1}{9} \left(3-e^{4 x} \left(4-e^{2 x}\right)^2\right)^2 x",1,"(-8*E^(4*x))/3 + (8*E^(6*x))/9 + (125*E^(8*x))/36 - (128*E^(10*x))/45 + (8*E^(12*x))/9 - (8*E^(14*x))/63 + E^(16*x)/144 - x + (8*E^(4*x)*(1 + 4*x))/3 - (8*E^(6*x)*(1 + 6*x))/9 - (125*E^(8*x)*(1 + 8*x))/36 + (128*E^(10*x)*(1 + 10*x))/45 - (8*E^(12*x)*(1 + 12*x))/9 + (8*E^(14*x)*(1 + 14*x))/63 - (E^(16*x)*(1 + 16*x))/144","B",16,3,83,0.03614,1,"{12, 2176, 2194}"
4038,1,79,0,0.3194664,"\int \frac{468512 \log (5 x)+e^{2-2 x} x^2 \left(702768 \log (5 x)+(702768-702768 x) \log ^2(5 x)\right)+e^{1-x} x \left(937024 \log (5 x)+(468512-468512 x) \log ^2(5 x)\right)+e^{3-3 x} x^3 \left(234256 \log (5 x)+(351384-351384 x) \log ^2(5 x)\right)+e^{4-4 x} x^4 \left(29282 \log (5 x)+(58564-58564 x) \log ^2(5 x)\right)}{x} \, dx","Int[(468512*Log[5*x] + E^(2 - 2*x)*x^2*(702768*Log[5*x] + (702768 - 702768*x)*Log[5*x]^2) + E^(1 - x)*x*(937024*Log[5*x] + (468512 - 468512*x)*Log[5*x]^2) + E^(3 - 3*x)*x^3*(234256*Log[5*x] + (351384 - 351384*x)*Log[5*x]^2) + E^(4 - 4*x)*x^4*(29282*Log[5*x] + (58564 - 58564*x)*Log[5*x]^2))/x,x]","14641 e^{4-4 x} x^4 \log ^2(5 x)+117128 e^{3-3 x} x^3 \log ^2(5 x)+351384 e^{2-2 x} x^2 \log ^2(5 x)+468512 e^{1-x} x \log ^2(5 x)+234256 \log ^2(5 x)","14641 \left(e^{1-x} x+2\right)^4 \log ^2(5 x)",1,"234256*Log[5*x]^2 + 468512*E^(1 - x)*x*Log[5*x]^2 + 351384*E^(2 - 2*x)*x^2*Log[5*x]^2 + 117128*E^(3 - 3*x)*x^3*Log[5*x]^2 + 14641*E^(4 - 4*x)*x^4*Log[5*x]^2","B",7,3,129,0.02326,1,"{14, 2301, 2288}"
4039,0,0,0,0.4964843,"\int \frac{-15+5 x-4 x^4+\left(20 x+8 x^5\right) \log (x)-4 x^6 \log ^2(x)}{x^4-2 x^5 \log (x)+x^6 \log ^2(x)} \, dx","Int[(-15 + 5*x - 4*x^4 + (20*x + 8*x^5)*Log[x] - 4*x^6*Log[x]^2)/(x^4 - 2*x^5*Log[x] + x^6*Log[x]^2),x]","\int \frac{-15+5 x-4 x^4+\left(20 x+8 x^5\right) \log (x)-4 x^6 \log ^2(x)}{x^4-2 x^5 \log (x)+x^6 \log ^2(x)} \, dx","\frac{5}{x^2 \left(x-x^2 \log (x)\right)}-4 x+1",1,"-4*x + 5*Defer[Int][1/(x^4*(-1 + x*Log[x])^2), x] + 5*Defer[Int][1/(x^3*(-1 + x*Log[x])^2), x] + 20*Defer[Int][1/(x^4*(-1 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
4040,1,17,0,0.0116052,"\int \frac{-6+5 x+2 x^2+x \log \left(x^2\right)}{x} \, dx","Int[(-6 + 5*x + 2*x^2 + x*Log[x^2])/x,x]","x^2+x \log \left(x^2\right)+3 x-6 \log (x)","x^2-(3-x) \log \left(x^2\right)+3 x+4",1,"3*x + x^2 - 6*Log[x] + x*Log[x^2]","A",5,2,20,0.1000,1,"{14, 2295}"
4041,1,23,0,0.5640382,"\int \frac{20 x+e^{2 x} \left(50+10 x^2\right)+e^{2 x} \left(-10-2 x^2\right) \log \left(25+10 x^2+x^4\right)}{-25-5 x^2+\left(5+x^2\right) \log \left(25+10 x^2+x^4\right)} \, dx","Int[(20*x + E^(2*x)*(50 + 10*x^2) + E^(2*x)*(-10 - 2*x^2)*Log[25 + 10*x^2 + x^4])/(-25 - 5*x^2 + (5 + x^2)*Log[25 + 10*x^2 + x^4]),x]","5 \log \left(5-\log \left(\left(x^2+5\right)^2\right)\right)-e^{2 x}","5 \log \left(5-\log \left(\left(x^2+5\right)^2\right)\right)-e^{2 x}",1,"-E^(2*x) + 5*Log[5 - Log[(5 + x^2)^2]]","A",8,7,68,0.1029,1,"{6741, 6725, 2194, 2475, 2390, 2302, 29}"
4042,0,0,0,6.9940692,"\int \frac{\exp \left(\frac{32-12 e^{\frac{1}{3} \left(-e^x+3 x\right)}-4 x-12 x^2}{4+x}\right) \left(-48-96 x-12 x^2+e^{\frac{1}{3} \left(-e^x+3 x\right)} \left(-36-12 x+e^x (16+4 x)\right)\right)}{16+8 x+x^2} \, dx","Int[(E^((32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x))*(-48 - 96*x - 12*x^2 + E^((-E^x + 3*x)/3)*(-36 - 12*x + E^x*(16 + 4*x))))/(16 + 8*x + x^2),x]","\int \frac{\exp \left(\frac{32-12 e^{\frac{1}{3} \left(-e^x+3 x\right)}-4 x-12 x^2}{4+x}\right) \left(-48-96 x-12 x^2+e^{\frac{1}{3} \left(-e^x+3 x\right)} \left(-36-12 x+e^x (16+4 x)\right)\right)}{16+8 x+x^2} \, dx","e^{\frac{12 \left(-x^2-e^{x-\frac{e^x}{3}}+4\right)}{x+4}-4}",1,"-12*Defer[Int][E^((32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x)), x] + 144*Defer[Int][E^((32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x))/(4 + x)^2, x] + 12*Defer[Int][E^(-1/3*E^x + x + (32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x))/(4 + x)^2, x] - 12*Defer[Int][E^(-1/3*E^x + x + (32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x))/(4 + x), x] + 4*Defer[Int][E^((-E^x + 6*x)/3 + (32 - 12*E^((-E^x + 3*x)/3) - 4*x - 12*x^2)/(4 + x))/(4 + x), x]","F",0,0,0,0,-1,"{}"
4043,0,0,0,0.2843242,"\int \frac{8 x^4-4 x^5+\left(-20 x^4+8 x^5\right) \log (2 x)+\left(72-72 x+18 x^2\right) \log ^3(2 x)}{\left(36-36 x+9 x^2\right) \log ^3(2 x)} \, dx","Int[(8*x^4 - 4*x^5 + (-20*x^4 + 8*x^5)*Log[2*x] + (72 - 72*x + 18*x^2)*Log[2*x]^3)/((36 - 36*x + 9*x^2)*Log[2*x]^3),x]","\int \frac{8 x^4-4 x^5+\left(-20 x^4+8 x^5\right) \log (2 x)+\left(72-72 x+18 x^2\right) \log ^3(2 x)}{\left(36-36 x+9 x^2\right) \log ^3(2 x)} \, dx","-\frac{2 x^5}{9 (2-x) \log ^2(2 x)}+2 x-4",1,"2*x - (4*Defer[Int][x^4/((-2 + x)*Log[2*x]^3), x])/9 + (4*Defer[Int][(x^4*(-5 + 2*x))/((-2 + x)^2*Log[2*x]^2), x])/9","F",0,0,0,0,-1,"{}"
4044,1,17,0,0.089365,"\int \frac{-3+3 e^2-6 x-3 \log \left(9 e^6\right)}{x^2+e^4 x^2+2 x^3+x^4+e^2 \left(-2 x^2-2 x^3\right)+\left(2 x^2-2 e^2 x^2+2 x^3\right) \log \left(9 e^6\right)+x^2 \log ^2\left(9 e^6\right)} \, dx","Int[(-3 + 3*E^2 - 6*x - 3*Log[9*E^6])/(x^2 + E^4*x^2 + 2*x^3 + x^4 + E^2*(-2*x^2 - 2*x^3) + (2*x^2 - 2*E^2*x^2 + 2*x^3)*Log[9*E^6] + x^2*Log[9*E^6]^2),x]","\frac{3}{x \left(x-e^2+7+\log (9)\right)}","\frac{3}{x \left(x-e^2+1+\log \left(9 e^6\right)\right)}",1,"3/(x*(7 - E^2 + x + Log[9]))","A",5,4,93,0.04301,1,"{6, 1680, 12, 261}"
4045,1,7,0,0.0096607,"\int \frac{-1+\log (x)}{x^2} \, dx","Int[(-1 + Log[x])/x^2,x]","-\frac{\log (x)}{x}","\frac{\frac{1}{3} x (1+2 \log (3))-\log (x)}{x}",1,"-(Log[x]/x)","A",1,1,8,0.1250,1,"{2303}"
4046,0,0,0,0.3843812,"\int \frac{-8+22 x+13 x^2-13 x \log \left(\frac{3 e^x x^2}{2}\right)+2 x \log ^2\left(\frac{3 e^x x^2}{2}\right)}{x \log ^2\left(\frac{3 e^x x^2}{2}\right)} \, dx","Int[(-8 + 22*x + 13*x^2 - 13*x*Log[(3*E^x*x^2)/2] + 2*x*Log[(3*E^x*x^2)/2]^2)/(x*Log[(3*E^x*x^2)/2]^2),x]","\int \frac{-8+22 x+13 x^2-13 x \log \left(\frac{3 e^x x^2}{2}\right)+2 x \log ^2\left(\frac{3 e^x x^2}{2}\right)}{x \log ^2\left(\frac{3 e^x x^2}{2}\right)} \, dx","\frac{4-13 x}{\log \left(\frac{3 e^x x^2}{2}\right)}+2 x",1,"2*x + 22*Defer[Int][Log[(3*E^x*x^2)/2]^(-2), x] - 8*Defer[Int][1/(x*Log[(3*E^x*x^2)/2]^2), x] + 13*Defer[Int][x/Log[(3*E^x*x^2)/2]^2, x] - 13*Defer[Int][Log[(3*E^x*x^2)/2]^(-1), x]","F",0,0,0,0,-1,"{}"
4047,1,14,0,0.0042764,"\int \left(8+6 e^{6 x}-4 x\right) \, dx","Int[8 + 6*E^(6*x) - 4*x,x]","-2 x^2+8 x+e^{6 x}","e^{6 x}-2 (x-2)^2",1,"E^(6*x) + 8*x - 2*x^2","A",2,1,12,0.08333,1,"{2194}"
4048,0,0,0,1.7364051,"\int \frac{2 \log (2)-4 e^{3+x} \log (2)-2 e^{3+x} x \log (2) \log \left(x^2\right)+\left(\log (2)-2 e^{3+x} \log (2)\right) \log \left(x^2\right) \log \left(\left(1-2 e^{3+x}\right) \log \left(x^2\right)\right)}{\left(-x^2+2 e^{3+x} x^2\right) \log \left(x^2\right) \log ^2\left(\left(1-2 e^{3+x}\right) \log \left(x^2\right)\right)} \, dx","Int[(2*Log[2] - 4*E^(3 + x)*Log[2] - 2*E^(3 + x)*x*Log[2]*Log[x^2] + (Log[2] - 2*E^(3 + x)*Log[2])*Log[x^2]*Log[(1 - 2*E^(3 + x))*Log[x^2]])/((-x^2 + 2*E^(3 + x)*x^2)*Log[x^2]*Log[(1 - 2*E^(3 + x))*Log[x^2]]^2),x]","\int \frac{2 \log (2)-4 e^{3+x} \log (2)-2 e^{3+x} x \log (2) \log \left(x^2\right)+\left(\log (2)-2 e^{3+x} \log (2)\right) \log \left(x^2\right) \log \left(\left(1-2 e^{3+x}\right) \log \left(x^2\right)\right)}{\left(-x^2+2 e^{3+x} x^2\right) \log \left(x^2\right) \log ^2\left(\left(1-2 e^{3+x}\right) \log \left(x^2\right)\right)} \, dx","\frac{\log (2)}{x \log \left(-\left(\left(2 e^{x+3}-1\right) \log \left(x^2\right)\right)\right)}",1,"-(Log[2]*Defer[Int][1/(x*Log[(1 - 2*E^(3 + x))*Log[x^2]]^2), x]) - Log[2]*Defer[Int][1/((-1 + 2*E^(3 + x))*x*Log[(1 - 2*E^(3 + x))*Log[x^2]]^2), x] - 2*Log[2]*Defer[Int][1/(x^2*Log[x^2]*Log[(1 - 2*E^(3 + x))*Log[x^2]]^2), x] - Log[2]*Defer[Int][1/(x^2*Log[(1 - 2*E^(3 + x))*Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
4049,1,20,0,0.02428,"\int \frac{8+16 x+e^3 \left(6 x-3 x^2-6 x^3\right)}{-8+3 e^3 x^2} \, dx","Int[(8 + 16*x + E^3*(6*x - 3*x^2 - 6*x^3))/(-8 + 3*E^3*x^2),x]","-x^2+\log \left(8-3 e^3 x^2\right)-x","-x^2+\log \left(\frac{8}{3}-e^3 x^2\right)-x",1,"-x - x^2 + Log[8 - 3*E^3*x^2]","A",3,2,36,0.05556,1,"{1810, 260}"
4050,0,0,0,6.3908653,"\int \frac{-9 x^4-6 x^5+6 x^6+e^{16 e^x} \left(-4+4 x-x^2\right)+e^{8 e^x} \left(12 x^2+6 x^3-12 x^4+3 x^5+e^x \left(-32 x^4+32 x^5-8 x^6\right)\right)}{9 x^5+e^{16 e^x} \left(4 x-4 x^2+x^3\right)+e^{8 e^x} \left(-12 x^3+6 x^4\right)} \, dx","Int[(-9*x^4 - 6*x^5 + 6*x^6 + E^(16*E^x)*(-4 + 4*x - x^2) + E^(8*E^x)*(12*x^2 + 6*x^3 - 12*x^4 + 3*x^5 + E^x*(-32*x^4 + 32*x^5 - 8*x^6)))/(9*x^5 + E^(16*E^x)*(4*x - 4*x^2 + x^3) + E^(8*E^x)*(-12*x^3 + 6*x^4)),x]","\int \frac{-9 x^4-6 x^5+6 x^6+e^{16 e^x} \left(-4+4 x-x^2\right)+e^{8 e^x} \left(12 x^2+6 x^3-12 x^4+3 x^5+e^x \left(-32 x^4+32 x^5-8 x^6\right)\right)}{9 x^5+e^{16 e^x} \left(4 x-4 x^2+x^3\right)+e^{8 e^x} \left(-12 x^3+6 x^4\right)} \, dx","\frac{x}{\frac{e^{8 e^x}}{x^2}+\frac{3}{x-2}}-\log (x)",1,"-Log[x] - 32*Defer[Int][(E^(8*E^x + x)*x^3)/(E^(8*E^x)*(-2 + x) + 3*x^2)^2, x] + 12*Defer[Int][x^4/(E^(8*E^x)*(-2 + x) + 3*x^2)^2, x] + 32*Defer[Int][(E^(8*E^x + x)*x^4)/(E^(8*E^x)*(-2 + x) + 3*x^2)^2, x] - 3*Defer[Int][x^5/(E^(8*E^x)*(-2 + x) + 3*x^2)^2, x] - 8*Defer[Int][(E^(8*E^x + x)*x^5)/(E^(8*E^x)*(-2 + x) + 3*x^2)^2, x] - 6*Defer[Int][x^2/(E^(8*E^x)*(-2 + x) + 3*x^2), x] + 3*Defer[Int][x^3/(E^(8*E^x)*(-2 + x) + 3*x^2), x]","F",0,0,0,0,-1,"{}"
4051,1,35,0,1.0652136,"\int \frac{e^{\frac{4 x^2+x^2 \log (169)}{20 \log (50-x)}} \left(-4 x^2-x^2 \log (169)+\left(-400 x+8 x^2+\left(-100 x+2 x^2\right) \log (169)\right) \log (50-x)\right)}{(-1000+20 x) \log ^2(50-x)} \, dx","Int[(E^((4*x^2 + x^2*Log[169])/(20*Log[50 - x]))*(-4*x^2 - x^2*Log[169] + (-400*x + 8*x^2 + (-100*x + 2*x^2)*Log[169])*Log[50 - x]))/((-1000 + 20*x)*Log[50 - x]^2),x]","13^{\frac{x^2}{10 \log (50-x)}} e^{\frac{x^2}{5 \log (50-x)}}","e^{\frac{x^2 (4+\log (169))}{20 \log (50-x)}}",1,"13^(x^2/(10*Log[50 - x]))*E^(x^2/(5*Log[50 - x]))","A",4,4,83,0.04819,1,"{6, 6741, 12, 6706}"
4052,1,17,0,0.1910171,"\int \frac{e^{\frac{x}{e^{12} (2+2 x)^2}} (1-x)+e^{12} (1+x) (2+2 x)^2}{e^{12} (1+x) (2+2 x)^2} \, dx","Int[(E^(x/(E^12*(2 + 2*x)^2))*(1 - x) + E^12*(1 + x)*(2 + 2*x)^2)/(E^12*(1 + x)*(2 + 2*x)^2),x]","x+e^{\frac{x}{4 e^{12} (x+1)^2}}","x+e^{\frac{x}{e^{12} (2 x+2)^2}}+4",1,"E^(x/(4*E^12*(1 + x)^2)) + x","A",5,4,51,0.07843,1,"{12, 21, 6688, 6706}"
4053,1,33,0,0.2178926,"\int \left(e^{4 x} \left(-36 x^3-36 x^4\right)+e^{2 x} \left(72 x+72 x^2+e \left(12 x+12 x^2\right)\right)\right) \, dx","Int[E^(4*x)*(-36*x^3 - 36*x^4) + E^(2*x)*(72*x + 72*x^2 + E*(12*x + 12*x^2)),x]","-9 e^{4 x} x^4+36 e^{2 x} x^2+6 e^{2 x+1} x^2","-\left(-3 e^{2 x} x^2+e+6\right)^2",1,"36*E^(2*x)*x^2 + 6*E^(1 + 2*x)*x^2 - 9*E^(4*x)*x^4","A",27,4,44,0.09091,1,"{1593, 2196, 2176, 2194}"
4054,1,62,0,0.4936433,"\int \frac{e^{2 x} \left(8-20 x+24 x^2-14 x^3+2 x^4\right)+e^{3+x} \left(-5184 x^3+3888 x^4-972 x^5+81 x^6\right)}{-5184 x^3+3888 x^4-972 x^5+81 x^6} \, dx","Int[(E^(2*x)*(8 - 20*x + 24*x^2 - 14*x^3 + 2*x^4) + E^(3 + x)*(-5184*x^3 + 3888*x^4 - 972*x^5 + 81*x^6))/(-5184*x^3 + 3888*x^4 - 972*x^5 + 81*x^6),x]","\frac{e^{2 x}}{1296 x^2}+e^{x+3}-\frac{e^{2 x}}{864 x}-\frac{e^{2 x}}{864 (4-x)}+\frac{e^{2 x}}{144 (4-x)^2}","\frac{e^{2 x} (x-1)^2}{81 (x-4)^2 x^2}+e^{x+3}",1,"E^(3 + x) + E^(2*x)/(144*(4 - x)^2) - E^(2*x)/(864*(4 - x)) + E^(2*x)/(1296*x^2) - E^(2*x)/(864*x)","B",17,5,78,0.06410,1,"{6688, 2194, 6742, 2177, 2178}"
4055,1,71,0,0.0902245,"\int \frac{1}{5} \exp \left(\frac{1}{5} \left(-60+15 e x+15 x^2-(3 e+3 x) \log (x)\right)\right) \left(20 x-6 x^2+60 x^3+e \left(-6 x+30 x^2\right)-6 x^2 \log (x)\right) \, dx","Int[(E^((-60 + 15*E*x + 15*x^2 - (3*E + 3*x)*Log[x])/5)*(20*x - 6*x^2 + 60*x^3 + E*(-6*x + 30*x^2) - 6*x^2*Log[x]))/5,x]","-\frac{2 e^{-3 \left(-x^2-e x+4\right)} x^{-\frac{3}{5} (x+e)} \left(-10 x^3+x^2+e \left(x-5 x^2\right)+x^2 \log (x)\right)}{10 x-\frac{x+e}{x}-\log (x)+5 e}","2 x^2 e^{-3 \left(4-(x+e) \left(x-\frac{\log (x)}{5}\right)\right)}",1,"(-2*(x^2 - 10*x^3 + E*(x - 5*x^2) + x^2*Log[x]))/(E^(3*(4 - E*x - x^2))*x^((3*(E + x))/5)*(5*E + 10*x - (E + x)/x - Log[x]))","B",2,2,64,0.03125,1,"{12, 2288}"
4056,-1,0,0,180.0003488,"\int \frac{\exp \left(\frac{1}{15} \left(12+5 \exp \left(\frac{2-16 x+4 x^2+4 x \log \left(25+10 x+x^2\right)}{-4 x+x^2+x \log \left(25+10 x+x^2\right)}\right) x\right)+\frac{2-16 x+4 x^2+4 x \log \left(25+10 x+x^2\right)}{-4 x+x^2+x \log \left(25+10 x+x^2\right)}\right) \left(40+64 x-28 x^2-3 x^3+x^4+\left(-10-42 x+2 x^2+2 x^3\right) \log \left(25+10 x+x^2\right)+\left(5 x+x^2\right) \log ^2\left(25+10 x+x^2\right)\right)}{240 x-72 x^2-9 x^3+3 x^4+\left(-120 x+6 x^2+6 x^3\right) \log \left(25+10 x+x^2\right)+\left(15 x+3 x^2\right) \log ^2\left(25+10 x+x^2\right)} \, dx","Int[(E^((12 + 5*E^((2 - 16*x + 4*x^2 + 4*x*Log[25 + 10*x + x^2])/(-4*x + x^2 + x*Log[25 + 10*x + x^2]))*x)/15 + (2 - 16*x + 4*x^2 + 4*x*Log[25 + 10*x + x^2])/(-4*x + x^2 + x*Log[25 + 10*x + x^2]))*(40 + 64*x - 28*x^2 - 3*x^3 + x^4 + (-10 - 42*x + 2*x^2 + 2*x^3)*Log[25 + 10*x + x^2] + (5*x + x^2)*Log[25 + 10*x + x^2]^2))/(240*x - 72*x^2 - 9*x^3 + 3*x^4 + (-120*x + 6*x^2 + 6*x^3)*Log[25 + 10*x + x^2] + (15*x + 3*x^2)*Log[25 + 10*x + x^2]^2),x]","\text{\$Aborted}","\exp \left(\frac{1}{3} x e^{4-\frac{2}{x \left(-x-\log \left((x+5)^2\right)+5\right)-x}}+\frac{4}{5}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
4057,0,0,0,9.8412212,"\int \frac{-8 x^4-16 x^5-8 x^6+\left(16 x^4+40 x^5+24 x^6+e^{2+x} \left(-4 x^3-4 x^4\right)+e^3 \left(16 x^3+40 x^4+24 x^5\right)\right) \log \left(e^3+x\right)+e^x \left(e^5 \left(12 x^2+20 x^3+4 x^4\right)+e^2 \left(12 x^3+20 x^4+4 x^5\right)\right) \log ^2\left(e^3+x\right)+e^{2 x} \left(e^7 \left(2 x+2 x^2\right)+e^4 \left(2 x^2+2 x^3\right)\right) \log ^3\left(e^3+x\right)}{\left(e^3+x\right) \log ^3\left(e^3+x\right)} \, dx","Int[(-8*x^4 - 16*x^5 - 8*x^6 + (16*x^4 + 40*x^5 + 24*x^6 + E^(2 + x)*(-4*x^3 - 4*x^4) + E^3*(16*x^3 + 40*x^4 + 24*x^5))*Log[E^3 + x] + E^x*(E^5*(12*x^2 + 20*x^3 + 4*x^4) + E^2*(12*x^3 + 20*x^4 + 4*x^5))*Log[E^3 + x]^2 + E^(2*x)*(E^7*(2*x + 2*x^2) + E^4*(2*x^2 + 2*x^3))*Log[E^3 + x]^3)/((E^3 + x)*Log[E^3 + x]^3),x]","\int \frac{-8 x^4-16 x^5-8 x^6+\left(16 x^4+40 x^5+24 x^6+e^{2+x} \left(-4 x^3-4 x^4\right)+e^3 \left(16 x^3+40 x^4+24 x^5\right)\right) \log \left(e^3+x\right)+e^x \left(e^5 \left(12 x^2+20 x^3+4 x^4\right)+e^2 \left(12 x^3+20 x^4+4 x^5\right)\right) \log ^2\left(e^3+x\right)+e^{2 x} \left(e^7 \left(2 x+2 x^2\right)+e^4 \left(2 x^2+2 x^3\right)\right) \log ^3\left(e^3+x\right)}{\left(e^3+x\right) \log ^3\left(e^3+x\right)} \, dx","\left(\frac{2 \left(x^2+x\right) x}{\log \left(x+e^3\right)}+e^{x+2} x\right)^2",1,"E^(4 + 2*x)*x^2 - 80*E^12*ExpIntegralEi[2*Log[E^3 + x]] - 96*E^6*(1 - E^3)^2*ExpIntegralEi[2*Log[E^3 + x]] + 64*E^9*(2 - E^3)*ExpIntegralEi[2*Log[E^3 + x]] + 16*E^6*(6 - 20*E^3 + 15*E^6)*ExpIntegralEi[2*Log[E^3 + x]] + 360*E^9*ExpIntegralEi[3*Log[E^3 + x]] + 144*E^3*(1 - E^3)^2*ExpIntegralEi[3*Log[E^3 + x]] - 216*E^6*(2 - E^3)*ExpIntegralEi[3*Log[E^3 + x]] - 144*E^3*(1 - 5*E^3 + 5*E^6)*ExpIntegralEi[3*Log[E^3 + x]] - 640*E^6*ExpIntegralEi[4*Log[E^3 + x]] - 64*(1 - E^3)^2*ExpIntegralEi[4*Log[E^3 + x]] + 256*E^3*(2 - E^3)*ExpIntegralEi[4*Log[E^3 + x]] + 64*(1 - 10*E^3 + 15*E^6)*ExpIntegralEi[4*Log[E^3 + x]] + 500*E^3*ExpIntegralEi[5*Log[E^3 + x]] + 200*(1 - 3*E^3)*ExpIntegralEi[5*Log[E^3 + x]] - 100*(2 - E^3)*ExpIntegralEi[5*Log[E^3 + x]] + (4*E^12*(1 - E^3)^2)/Log[E^3 + x]^2 - (4*E^9*(1 - E^3)^2*(E^3 + x))/Log[E^3 + x]^2 + (4*E^6*(1 - E^3)^2*x*(E^3 + x))/Log[E^3 + x]^2 - (4*E^3*(1 - E^3)^2*x^2*(E^3 + x))/Log[E^3 + x]^2 + (4*(1 - E^3)^2*x^3*(E^3 + x))/Log[E^3 + x]^2 + (4*(2 - E^3)*x^4*(E^3 + x))/Log[E^3 + x]^2 + (4*x^5*(E^3 + x))/Log[E^3 + x]^2 + (8*E^9*(2 - 5*E^3 + 3*E^6)*(E^3 + x))/Log[E^3 + x] + (16*(1 - E^3)^2*x^3*(E^3 + x))/Log[E^3 + x] + (16*E^3*(2 - E^3)*x^3*(E^3 + x))/Log[E^3 + x] + (20*E^3*x^4*(E^3 + x))/Log[E^3 + x] + (20*(2 - E^3)*x^4*(E^3 + x))/Log[E^3 + x] + (24*x^5*(E^3 + x))/Log[E^3 + x] - (8*E^6*(6 - 20*E^3 + 15*E^6)*(E^3 + x)^2)/Log[E^3 + x] + (48*E^3*(1 - 5*E^3 + 5*E^6)*(E^3 + x)^3)/Log[E^3 + x] - (16*(1 - 10*E^3 + 15*E^6)*(E^3 + x)^4)/Log[E^3 + x] - (40*(1 - 3*E^3)*(E^3 + x)^5)/Log[E^3 + x] - (24*(E^3 + x)^6)/Log[E^3 + x] + 4*E^15*LogIntegral[E^3 + x] + 16*E^9*(1 - E^3)^2*LogIntegral[E^3 + x] - 4*E^12*(2 - E^3)*LogIntegral[E^3 + x] - 8*E^9*(2 - 5*E^3 + 3*E^6)*LogIntegral[E^3 + x] - 4*E^6*(1 - E^3)*Defer[Int][E^(2 + x)/Log[E^3 + x]^2, x] - 8*(1 - E^3)*Defer[Int][E^(8 + x)/Log[E^3 + x]^2, x] + 4*Defer[Int][E^(11 + x)/Log[E^3 + x]^2, x] + 4*(1 - E^3)*Defer[Int][E^(11 + x)/((E^3 + x)*Log[E^3 + x]^2), x] + 12*(1 - E^3)*Defer[Int][(E^(5 + x)*(E^3 + x))/Log[E^3 + x]^2, x] - 12*Defer[Int][(E^(8 + x)*(E^3 + x))/Log[E^3 + x]^2, x] - 4*(1 - E^3)*Defer[Int][(E^(2 + x)*(E^3 + x)^2)/Log[E^3 + x]^2, x] + 12*Defer[Int][(E^(5 + x)*(E^3 + x)^2)/Log[E^3 + x]^2, x] - 4*Defer[Int][(E^(2 + x)*(E^3 + x)^3)/Log[E^3 + x]^2, x] + 4*(3 - 5*E^3 + E^6)*Defer[Int][E^(8 + x)/Log[E^3 + x], x] - 4*E^3*(6 - 15*E^3 + 4*E^6)*Defer[Int][(E^(2 + x)*(E^3 + x))/Log[E^3 + x], x] + 12*(1 - 5*E^3 + 2*E^6)*Defer[Int][(E^(2 + x)*(E^3 + x)^2)/Log[E^3 + x], x] + 4*(5 - 4*E^3)*Defer[Int][(E^(2 + x)*(E^3 + x)^3)/Log[E^3 + x], x] + 4*Defer[Int][(E^(2 + x)*(E^3 + x)^4)/Log[E^3 + x], x]","F",0,0,0,0,-1,"{}"
4058,0,0,0,0.7480408,"\int \frac{-10-2 x+e^{-2-6 x} (5+x)^2 \left(10+30 x+6 x^2\right)}{-5 x-x^2+e^{-2-6 x} (5+x)^2 \left(5 x+x^2\right)} \, dx","Int[(-10 - 2*x + E^(-2 - 6*x)*(5 + x)^2*(10 + 30*x + 6*x^2))/(-5*x - x^2 + E^(-2 - 6*x)*(5 + x)^2*(5*x + x^2)),x]","\int \frac{-10-2 x+e^{-2-6 x} (5+x)^2 \left(10+30 x+6 x^2\right)}{-5 x-x^2+e^{-2-6 x} (5+x)^2 \left(5 x+x^2\right)} \, dx","\log \left(\frac{x^2}{e^{6 (1-x)-8} (x+5)^2-1}\right)",1,"2*Log[x] - 14*Defer[Int][(-5 + E^(1 + 3*x) - x)^(-1), x] + 3*Defer[Int][x/(5 - E^(1 + 3*x) + x), x] + 14*Defer[Int][(5 + E^(1 + 3*x) + x)^(-1), x] + 3*Defer[Int][x/(5 + E^(1 + 3*x) + x), x]","F",0,0,0,0,-1,"{}"
4059,0,0,0,127.7514021,"\int \frac{\exp \left(9 x+3 x^2+\left(3 x+x^2\right) \log \left(-1+e^{e^x}+x\right)\right) \left(-9+6 x+7 x^2+e^{e^x} \left(9+6 x+e^x \left(3 x+x^2\right)\right)+\left(-3+x+2 x^2+e^{e^x} (3+2 x)\right) \log \left(-1+e^{e^x}+x\right)\right)}{-1+e^{e^x}+x} \, dx","Int[(E^(9*x + 3*x^2 + (3*x + x^2)*Log[-1 + E^E^x + x])*(-9 + 6*x + 7*x^2 + E^E^x*(9 + 6*x + E^x*(3*x + x^2)) + (-3 + x + 2*x^2 + E^E^x*(3 + 2*x))*Log[-1 + E^E^x + x]))/(-1 + E^E^x + x),x]","\int \frac{\exp \left(9 x+3 x^2+\left(3 x+x^2\right) \log \left(-1+e^{e^x}+x\right)\right) \left(-9+6 x+7 x^2+e^{e^x} \left(9+6 x+e^x \left(3 x+x^2\right)\right)+\left(-3+x+2 x^2+e^{e^x} (3+2 x)\right) \log \left(-1+e^{e^x}+x\right)\right)}{-1+e^{e^x}+x} \, dx","e^{x (x+3) \left(\log \left(x+e^{e^x}-1\right)+3\right)}",1,"9*Defer[Int][E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x])), x] + 6*Defer[Int][E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x, x] + 3*Defer[Int][(E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x)/(-1 + E^E^x + x), x] + 3*Defer[Int][(E^(E^x + x + x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x)/(-1 + E^E^x + x), x] + Defer[Int][(E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x^2)/(-1 + E^E^x + x), x] + Defer[Int][(E^(E^x + x + x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x^2)/(-1 + E^E^x + x), x] + 3*Defer[Int][E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*Log[-1 + E^E^x + x], x] + 2*Defer[Int][E^(x*(3 + x)*(3 + Log[-1 + E^E^x + x]))*x*Log[-1 + E^E^x + x], x]","F",0,0,0,0,-1,"{}"
4060,1,18,0,0.0364257,"\int \frac{e^3 \left(4+x^2\right)}{16+16 x-4 x^2-4 x^3+x^4} \, dx","Int[(E^3*(4 + x^2))/(16 + 16*x - 4*x^2 - 4*x^3 + x^4),x]","\frac{e^3 x}{5-(1-x)^2}","-\frac{e^3}{x-\frac{x+4}{x}-1}+e+5",1,"(E^3*x)/(5 - (1 - x)^2)","A",4,4,29,0.1379,1,"{12, 1680, 1814, 8}"
4061,0,0,0,0.2539673,"\int \frac{288+504 x+16 x^2}{-144 x-504 x^2-437 x^3+16 x^3 \log (x)} \, dx","Int[(288 + 504*x + 16*x^2)/(-144*x - 504*x^2 - 437*x^3 + 16*x^3*Log[x]),x]","\int \frac{288+504 x+16 x^2}{-144 x-504 x^2-437 x^3+16 x^3 \log (x)} \, dx","\log \left(\left(-\frac{3}{x}-\frac{21}{4}\right)^2-\log (x)-\frac{1}{4}\right)",1,"504*Defer[Int][(-144 - 504*x - 437*x^2 + 16*x^2*Log[x])^(-1), x] + 288*Defer[Int][1/(x*(-144 - 504*x - 437*x^2 + 16*x^2*Log[x])), x] + 16*Defer[Int][x/(-144 - 504*x - 437*x^2 + 16*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4062,0,0,0,4.9031813,"\int \frac{\exp \left(9 e^{\frac{5 x}{\log \left(e^{e^x}-\log (x)\right)}}+\frac{5 x}{\log \left(e^{e^x}-\log (x)\right)}\right) \left(45-45 e^{e^x+x} x+\left(45 e^{e^x}-45 \log (x)\right) \log \left(e^{e^x}-\log (x)\right)\right)}{\left(e^{e^x}-\log (x)\right) \log ^2\left(e^{e^x}-\log (x)\right)} \, dx","Int[(E^(9*E^((5*x)/Log[E^E^x - Log[x]]) + (5*x)/Log[E^E^x - Log[x]])*(45 - 45*E^(E^x + x)*x + (45*E^E^x - 45*Log[x])*Log[E^E^x - Log[x]]))/((E^E^x - Log[x])*Log[E^E^x - Log[x]]^2),x]","\int \frac{\exp \left(9 e^{\frac{5 x}{\log \left(e^{e^x}-\log (x)\right)}}+\frac{5 x}{\log \left(e^{e^x}-\log (x)\right)}\right) \left(45-45 e^{e^x+x} x+\left(45 e^{e^x}-45 \log (x)\right) \log \left(e^{e^x}-\log (x)\right)\right)}{\left(e^{e^x}-\log (x)\right) \log ^2\left(e^{e^x}-\log (x)\right)} \, dx","e^{9 e^{\frac{5 x}{\log \left(e^{e^x}-\log (x)\right)}}}",1,"45*Defer[Int][E^(9*E^((5*x)/Log[E^E^x - Log[x]]) + (5*x)/Log[E^E^x - Log[x]])/((E^E^x - Log[x])*Log[E^E^x - Log[x]]^2), x] - 45*Defer[Int][(E^(E^x + 9*E^((5*x)/Log[E^E^x - Log[x]]) + x + (5*x)/Log[E^E^x - Log[x]])*x)/((E^E^x - Log[x])*Log[E^E^x - Log[x]]^2), x] + 45*Defer[Int][E^(9*E^((5*x)/Log[E^E^x - Log[x]]) + (5*x)/Log[E^E^x - Log[x]])/Log[E^E^x - Log[x]], x]","F",0,0,0,0,-1,"{}"
4063,0,0,0,8.5059834,"\int \frac{e^{-x} \left(e^x \left(-4+8 x^3\right)+e^{2 e^{-x} \left(3 x+6 x \log (x)+3 x \log ^2(x)\right)} \left(72 x^2-24 x^3+\left(96 x^2-48 x^3\right) \log (x)+\left(24 x^2-24 x^3\right) \log ^2(x)\right)+e^{e^{-x} \left(3 x+6 x \log (x)+3 x \log ^2(x)\right)} \left(8 e^x x^2+72 x^3-24 x^4+\left(96 x^3-48 x^4\right) \log (x)+\left(24 x^3-24 x^4\right) \log ^2(x)\right)\right)}{x^2} \, dx","Int[(E^x*(-4 + 8*x^3) + E^((2*(3*x + 6*x*Log[x] + 3*x*Log[x]^2))/E^x)*(72*x^2 - 24*x^3 + (96*x^2 - 48*x^3)*Log[x] + (24*x^2 - 24*x^3)*Log[x]^2) + E^((3*x + 6*x*Log[x] + 3*x*Log[x]^2)/E^x)*(8*E^x*x^2 + 72*x^3 - 24*x^4 + (96*x^3 - 48*x^4)*Log[x] + (24*x^3 - 24*x^4)*Log[x]^2))/(E^x*x^2),x]","\int \frac{e^{-x} \left(e^x \left(-4+8 x^3\right)+e^{2 e^{-x} \left(3 x+6 x \log (x)+3 x \log ^2(x)\right)} \left(72 x^2-24 x^3+\left(96 x^2-48 x^3\right) \log (x)+\left(24 x^2-24 x^3\right) \log ^2(x)\right)+e^{e^{-x} \left(3 x+6 x \log (x)+3 x \log ^2(x)\right)} \left(8 e^x x^2+72 x^3-24 x^4+\left(96 x^3-48 x^4\right) \log (x)+\left(24 x^3-24 x^4\right) \log ^2(x)\right)\right)}{x^2} \, dx","\frac{4}{x}+4 \left(x+e^{3 e^{-x} x (\log (x)+1)^2}\right)^2-1",1,"4/x + 4*x^2 + 8*Defer[Int][E^((3*x*(1 + Log[x]^2))/E^x)*x^((6*x)/E^x), x] + 72*Defer[Int][x^((12*x)/E^x)/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x] + 72*Defer[Int][x^(1 + (6*x)/E^x)/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 24*Defer[Int][x^(2 + (6*x)/E^x)/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 24*Defer[Int][x^(1 + (12*x)/E^x)/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x] + 96*Defer[Int][(x^((12*x)/E^x)*Log[x])/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x] + 96*Defer[Int][(x^(1 + (6*x)/E^x)*Log[x])/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 48*Defer[Int][(x^(2 + (6*x)/E^x)*Log[x])/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 48*Defer[Int][(x^(1 + (12*x)/E^x)*Log[x])/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x] + 24*Defer[Int][(x^((12*x)/E^x)*Log[x]^2)/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x] + 24*Defer[Int][(x^(1 + (6*x)/E^x)*Log[x]^2)/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 24*Defer[Int][(x^(2 + (6*x)/E^x)*Log[x]^2)/E^((x*(-3 + E^x - 3*Log[x]^2))/E^x), x] - 24*Defer[Int][(x^(1 + (12*x)/E^x)*Log[x]^2)/E^((x*(-6 + E^x - 6*Log[x]^2))/E^x), x]","F",0,0,0,0,-1,"{}"
4064,0,0,0,2.1183234,"\int \frac{-21-3 x+7 x^2-x^3+e^x (5+x)+\left(5+2 x-x^2\right) \log (x)+\left(5-e^x+4 x-x^2+(-1-x) \log (x)\right) \log \left(x^2\right)}{4 x-5 x^2+x^3+e^x \left(-x+x^2\right)+\left(-x+x^2\right) \log (x)+\left(-4 x+e^x x+x^2+x \log (x)\right) \log \left(x^2\right)} \, dx","Int[(-21 - 3*x + 7*x^2 - x^3 + E^x*(5 + x) + (5 + 2*x - x^2)*Log[x] + (5 - E^x + 4*x - x^2 + (-1 - x)*Log[x])*Log[x^2])/(4*x - 5*x^2 + x^3 + E^x*(-x + x^2) + (-x + x^2)*Log[x] + (-4*x + E^x*x + x^2 + x*Log[x])*Log[x^2]),x]","\int \frac{-21-3 x+7 x^2-x^3+e^x (5+x)+\left(5+2 x-x^2\right) \log (x)+\left(5-e^x+4 x-x^2+(-1-x) \log (x)\right) \log \left(x^2\right)}{4 x-5 x^2+x^3+e^x \left(-x+x^2\right)+\left(-x+x^2\right) \log (x)+\left(-4 x+e^x x+x^2+x \log (x)\right) \log \left(x^2\right)} \, dx","\log \left(\frac{\left(-x-e^x-\log (x)+4\right) \left(\log \left(x^2\right)+x-1\right)^2}{x}\right)-x",1,"-Log[x] + 2*Log[1 - x - Log[x^2]] + 5*Defer[Int][(-4 + E^x + x + Log[x])^(-1), x] + Defer[Int][1/(x*(-4 + E^x + x + Log[x])), x] - Defer[Int][x/(-4 + E^x + x + Log[x]), x] - Defer[Int][Log[x]/(-4 + E^x + x + Log[x]), x]","F",0,0,0,0,-1,"{}"
4065,1,10,0,0.0010473,"\int \frac{1}{x+\log \left(\frac{\log (5)}{4}\right)} \, dx","Int[(x + Log[Log[5]/4])^(-1),x]","\log \left(x+\log \left(\frac{\log (5)}{4}\right)\right)","\log \left(\frac{2}{5} \left(x+\log \left(\frac{\log (5)}{4}\right)\right)\right)+\log (11)",1,"Log[x + Log[Log[5]/4]]","A",1,1,11,0.09091,1,"{31}"
4066,1,16,0,0.0044754,"\int \frac{1}{5} (30+e (19+20 x)) \, dx","Int[(30 + E*(19 + 20*x))/5,x]","\frac{1}{200} e (20 x+19)^2+6 x","x \left(e \left(2 x+\frac{19}{5}\right)+6\right)",1,"6*x + (E*(19 + 20*x)^2)/200","A",2,1,13,0.07692,1,"{12}"
4067,1,43,0,0.1851468,"\int \frac{1}{9} e^{-24-x} \left(27 e^{24+4 x}+e^{24} (-9+9 x)+e^x \left(32 x^7-256 e^3 x^7+896 e^6 x^7-1792 e^9 x^7+2240 e^{12} x^7-1792 e^{15} x^7+896 e^{18} x^7-256 e^{21} x^7+32 e^{24} x^7\right)\right) \, dx","Int[(E^(-24 - x)*(27*E^(24 + 4*x) + E^24*(-9 + 9*x) + E^x*(32*x^7 - 256*E^3*x^7 + 896*E^6*x^7 - 1792*E^9*x^7 + 2240*E^12*x^7 - 1792*E^15*x^7 + 896*E^18*x^7 - 256*E^21*x^7 + 32*E^24*x^7)))/9,x]","\frac{4 \left(1-e^3\right)^8 x^8}{9 e^{24}}-e^{-x}+e^{3 x}+e^{-x} (1-x)","\frac{4}{9} \left(x-\frac{x}{e^3}\right)^8-e^{-x} \left(x-e^{4 x}\right)",1,"-E^(-x) + E^(3*x) + (1 - x)/E^x + (4*(1 - E^3)^8*x^8)/(9*E^24)","A",6,4,104,0.03846,1,"{12, 6742, 2194, 2176}"
4068,1,28,0,0.0260271,"\int \left(8 x-139 x^2+e^{e^x} \left(-2 x-e^x x^2\right)+51 x^2 \log (x)\right) \, dx","Int[8*x - 139*x^2 + E^E^x*(-2*x - E^x*x^2) + 51*x^2*Log[x],x]","-52 x^3+17 x^3 \log (x)-e^{e^x} x^2+4 x^2","x^2 \left(-x-e^{e^x}-17 x (3-\log (x))+4\right)",1,"4*x^2 - E^E^x*x^2 - 52*x^3 + 17*x^3*Log[x]","A",3,2,34,0.05882,1,"{2288, 2304}"
4069,0,0,0,0.3964353,"\int \frac{-104+9 x+1803 x^2+\left(-4+147 x^2\right) \log (x)+3 x^2 \log ^2(x)}{1875 x^2+150 x^2 \log (x)+3 x^2 \log ^2(x)} \, dx","Int[(-104 + 9*x + 1803*x^2 + (-4 + 147*x^2)*Log[x] + 3*x^2*Log[x]^2)/(1875*x^2 + 150*x^2*Log[x] + 3*x^2*Log[x]^2),x]","\int \frac{-104+9 x+1803 x^2+\left(-4+147 x^2\right) \log (x)+3 x^2 \log ^2(x)}{1875 x^2+150 x^2 \log (x)+3 x^2 \log ^2(x)} \, dx","x-\frac{x-\frac{4}{3 x}+3}{\log (x)+25}",1,"x - (4*E^25*ExpIntegralEi[-25 - Log[x]])/3 - ExpIntegralEi[25 + Log[x]]/E^25 + Defer[Int][(-4 + 9*x + 3*x^2)/(x^2*(25 + Log[x])^2), x]/3","F",0,0,0,0,-1,"{}"
4070,1,26,0,0.5654844,"\int \frac{8 x+4 e^{2 x} x+e^x \left(-4-4 x-4 x^2\right)}{4 e^{3 x} x-4 e^{2 x} x^2+\left(-4 e^{2 x} x+4 e^x x^2\right) \log \left(x^2\right)+\left(e^x x-x^2\right) \log ^2\left(x^2\right)+\left(-8 e^{2 x} x+8 e^x x^2+\left(4 e^x x-4 x^2\right) \log \left(x^2\right)\right) \log \left(-e^x+x\right)+\left(4 e^x x-4 x^2\right) \log ^2\left(-e^x+x\right)} \, dx","Int[(8*x + 4*E^(2*x)*x + E^x*(-4 - 4*x - 4*x^2))/(4*E^(3*x)*x - 4*E^(2*x)*x^2 + (-4*E^(2*x)*x + 4*E^x*x^2)*Log[x^2] + (E^x*x - x^2)*Log[x^2]^2 + (-8*E^(2*x)*x + 8*E^x*x^2 + (4*E^x*x - 4*x^2)*Log[x^2])*Log[-E^x + x] + (4*E^x*x - 4*x^2)*Log[-E^x + x]^2),x]","-\frac{2}{-\log \left(x^2\right)+2 e^x-2 \log \left(x-e^x\right)}","\frac{1}{\frac{\log \left(x^2\right)}{2}-e^x+\log \left(x-e^x\right)}",1,"-2/(2*E^x - Log[x^2] - 2*Log[-E^x + x])","A",2,2,154,0.01299,1,"{6688, 6686}"
4071,1,10,0,0.0232762,"\int \frac{-1+3 x+2 x^2}{-x+2 x^2} \, dx","Int[(-1 + 3*x + 2*x^2)/(-x + 2*x^2),x]","x+\log (1-2 x)+\log (x)","x+\log \left(\frac{6 x (2 x-1)}{e^5}\right)-5",1,"x + Log[1 - 2*x] + Log[x]","A",3,2,22,0.09091,1,"{1593, 893}"
4072,1,78,0,0.2169615,"\int \frac{8 x+\left(12 x+16 x^2\right) \log (2)+\left(12+8 x+\left(12 x+8 x^2\right) \log (2)\right) \log \left(\frac{9+6 x+\left(9 x+6 x^2\right) \log (2)}{x}\right)}{3+2 x+\left(3 x+2 x^2\right) \log (2)} \, dx","Int[(8*x + (12*x + 16*x^2)*Log[2] + (12 + 8*x + (12*x + 8*x^2)*Log[2])*Log[(9 + 6*x + (9*x + 6*x^2)*Log[2])/x])/(3 + 2*x + (3*x + 2*x^2)*Log[2]),x]","-4 x-\frac{4 \left(3 \log ^2(2)-\log (4)\right) \log (x \log (2)+1)}{\log ^2(2) (2-\log (8))}+4 x \log \left(\frac{3 (2 x+3) (x \log (2)+1)}{x}\right)+\frac{4 x \log (16)}{\log (4)}-\frac{4 \log (x \log (2)+1)}{\log (2)}","4 x \left(\log \left(3 (2 x+3) \left(\frac{1}{x}+\log (2)\right)\right)+1\right)",1,"-4*x + (4*x*Log[16])/Log[4] - (4*Log[1 + x*Log[2]])/Log[2] - (4*(3*Log[2]^2 - Log[4])*Log[1 + x*Log[2]])/(Log[2]^2*(2 - Log[8])) + 4*x*Log[(3*(3 + 2*x)*(1 + x*Log[2]))/x]","B",8,5,76,0.06579,1,"{6688, 12, 142, 2523, 894}"
4073,0,0,0,2.9196511,"\int \frac{e^{3/x} (240-95 x)-2240 x^2+310 x^3-10 x^4+e^5 \left(1280 x-160 x^2+5 x^3\right)}{3 e^{6/x} x^3+588 x^5-84 x^6+3 x^7+e^{10} \left(768 x^3-96 x^4+3 x^5\right)+e^5 \left(-1344 x^4+180 x^5-6 x^6\right)+e^{3/x} \left(84 x^4-6 x^5+e^5 \left(-96 x^3+6 x^4\right)\right)} \, dx","Int[(E^(3/x)*(240 - 95*x) - 2240*x^2 + 310*x^3 - 10*x^4 + E^5*(1280*x - 160*x^2 + 5*x^3))/(3*E^(6/x)*x^3 + 588*x^5 - 84*x^6 + 3*x^7 + E^10*(768*x^3 - 96*x^4 + 3*x^5) + E^5*(-1344*x^4 + 180*x^5 - 6*x^6) + E^(3/x)*(84*x^4 - 6*x^5 + E^5*(-96*x^3 + 6*x^4))),x]","\int \frac{e^{3/x} (240-95 x)-2240 x^2+310 x^3-10 x^4+e^5 \left(1280 x-160 x^2+5 x^3\right)}{3 e^{6/x} x^3+588 x^5-84 x^6+3 x^7+e^{10} \left(768 x^3-96 x^4+3 x^5\right)+e^5 \left(-1344 x^4+180 x^5-6 x^6\right)+e^{3/x} \left(84 x^4-6 x^5+e^5 \left(-96 x^3+6 x^4\right)\right)} \, dx","\frac{5}{3 x \left(\frac{e^{3/x}-2 x}{16-x}+x-e^5\right)}",1,"(5*(43 + E^5)*Defer[Int][(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)^(-2), x])/3 + 1280*E^5*Defer[Int][1/(x^3*(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)^2), x] - 160*(7 + E^5)*Defer[Int][1/(x^2*(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)^2), x] - (5*(134 + 13*E^5)*Defer[Int][1/(x*(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)^2), x])/3 - (10*Defer[Int][x/(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)^2, x])/3 + 80*Defer[Int][1/(x^3*(E^(3/x) + E^5*(-16 + x) - (-14 + x)*x)), x] + (95*Defer[Int][1/(x^2*(16*E^5 - E^(3/x) - 14*(1 + E^5/14)*x + x^2)), x])/3","F",0,0,0,0,-1,"{}"
4074,0,0,0,0.091273,"\int x^{-3+x^2} \left(-2+x^2+2 x^2 \log (x)\right) \, dx","Int[x^(-3 + x^2)*(-2 + x^2 + 2*x^2*Log[x]),x]","\int x^{-3+x^2} \left(-2+x^2+2 x^2 \log (x)\right) \, dx","\frac{225 x^2+x^{x^2}}{x^2}",1,"-2*Defer[Int][x^(-3 + x^2), x] + Defer[Int][x^(-1 + x^2), x] + 2*Log[x]*Defer[Int][x^(-1 + x^2), x] - 2*Defer[Int][Defer[Int][x^(-1 + x^2), x]/x, x]","F",0,0,0,0,-1,"{}"
4075,0,0,0,2.4902014,"\int \frac{2 e^6 x+2 e^3 x^2+\left(-2 e^3 x^2-2 x^3\right) \log \left(-\frac{15 x}{16}\right)+\left(4 e^3 x+\left(-2 e^3 x-6 x^2\right) \log \left(-\frac{15 x}{16}\right)\right) \log (x)+\left(2 e^3-6 x \log \left(-\frac{15 x}{16}\right)\right) \log ^2(x)-2 \log \left(-\frac{15 x}{16}\right) \log ^3(x)+\left(-4 e^3 x+\left(2 e^3 x+6 x^2\right) \log \left(-\frac{15 x}{16}\right)+\left(-4 e^3+12 x \log \left(-\frac{15 x}{16}\right)\right) \log (x)+6 \log \left(-\frac{15 x}{16}\right) \log ^2(x)\right) \log (2 x)+\left(2 e^3-6 x \log \left(-\frac{15 x}{16}\right)-6 \log \left(-\frac{15 x}{16}\right) \log (x)\right) \log ^2(2 x)+2 \log \left(-\frac{15 x}{16}\right) \log ^3(2 x)}{-x^4-3 x^3 \log (x)-3 x^2 \log ^2(x)-x \log ^3(x)+\left(3 x^3+6 x^2 \log (x)+3 x \log ^2(x)\right) \log (2 x)+\left(-3 x^2-3 x \log (x)\right) \log ^2(2 x)+x \log ^3(2 x)} \, dx","Int[(2*E^6*x + 2*E^3*x^2 + (-2*E^3*x^2 - 2*x^3)*Log[(-15*x)/16] + (4*E^3*x + (-2*E^3*x - 6*x^2)*Log[(-15*x)/16])*Log[x] + (2*E^3 - 6*x*Log[(-15*x)/16])*Log[x]^2 - 2*Log[(-15*x)/16]*Log[x]^3 + (-4*E^3*x + (2*E^3*x + 6*x^2)*Log[(-15*x)/16] + (-4*E^3 + 12*x*Log[(-15*x)/16])*Log[x] + 6*Log[(-15*x)/16]*Log[x]^2)*Log[2*x] + (2*E^3 - 6*x*Log[(-15*x)/16] - 6*Log[(-15*x)/16]*Log[x])*Log[2*x]^2 + 2*Log[(-15*x)/16]*Log[2*x]^3)/(-x^4 - 3*x^3*Log[x] - 3*x^2*Log[x]^2 - x*Log[x]^3 + (3*x^3 + 6*x^2*Log[x] + 3*x*Log[x]^2)*Log[2*x] + (-3*x^2 - 3*x*Log[x])*Log[2*x]^2 + x*Log[2*x]^3),x]","\int \frac{2 e^6 x+2 e^3 x^2+\left(-2 e^3 x^2-2 x^3\right) \log \left(-\frac{15 x}{16}\right)+\left(4 e^3 x+\left(-2 e^3 x-6 x^2\right) \log \left(-\frac{15 x}{16}\right)\right) \log (x)+\left(2 e^3-6 x \log \left(-\frac{15 x}{16}\right)\right) \log ^2(x)-2 \log \left(-\frac{15 x}{16}\right) \log ^3(x)+\left(-4 e^3 x+\left(2 e^3 x+6 x^2\right) \log \left(-\frac{15 x}{16}\right)+\left(-4 e^3+12 x \log \left(-\frac{15 x}{16}\right)\right) \log (x)+6 \log \left(-\frac{15 x}{16}\right) \log ^2(x)\right) \log (2 x)+\left(2 e^3-6 x \log \left(-\frac{15 x}{16}\right)-6 \log \left(-\frac{15 x}{16}\right) \log (x)\right) \log ^2(2 x)+2 \log \left(-\frac{15 x}{16}\right) \log ^3(2 x)}{-x^4-3 x^3 \log (x)-3 x^2 \log ^2(x)-x \log ^3(x)+\left(3 x^3+6 x^2 \log (x)+3 x \log ^2(x)\right) \log (2 x)+\left(-3 x^2-3 x \log (x)\right) \log ^2(2 x)+x \log ^3(2 x)} \, dx","\left(\frac{e^3}{x+\log (x)-\log (2 x)}-\log \left(-\frac{15 x}{16}\right)\right)^2",1,"-2*Log[16/15]*Log[2]^2*Defer[Int][(x + Log[x] - Log[2*x])^(-3), x] - 2*(E^3 - Log[16/15]*Log[2])*(E^3 - Log[4])*Defer[Int][(x + Log[x] - Log[2*x])^(-3), x] - 2*Log[2]^2*(E^3 - Log[16/15]*Log[2])*Defer[Int][1/(x*(x + Log[x] - Log[2*x])^3), x] - 2*(E^3 - Log[16/15]*Log[2])*Defer[Int][x/(x + Log[x] - Log[2*x])^3, x] - 2*Log[16/15]*(E^3 - Log[4])*Defer[Int][x/(x + Log[x] - Log[2*x])^3, x] - 2*Log[16/15]*Defer[Int][x^2/(x + Log[x] - Log[2*x])^3, x] + 2*Log[2]^2*Defer[Int][Log[-x]/(x + Log[x] - Log[2*x])^3, x] - 2*Log[2]*(E^3 - Log[4])*Defer[Int][Log[-x]/(x + Log[x] - Log[2*x])^3, x] - 2*Log[2]^3*Defer[Int][Log[-x]/(x*(x + Log[x] - Log[2*x])^3), x] - 2*Log[2]*Defer[Int][(x*Log[-x])/(x + Log[x] - Log[2*x])^3, x] + 2*(E^3 - Log[4])*Defer[Int][(x*Log[-x])/(x + Log[x] - Log[2*x])^3, x] + 2*Defer[Int][(x^2*Log[-x])/(x + Log[x] - Log[2*x])^3, x]","F",0,0,0,0,-1,"{}"
4076,0,0,0,3.3203959,"\int \frac{\left(-2 x-x^2+2 x^3+e^x \left(-1-x+x^2\right)\right) \log (x)+\left(-e^x x-x^2\right) \log (x) \log \left(e^x x+x^2\right)+\left(-2 e^x x-2 x^2+\left(2 e^x+2 x\right) \log \left(e^x x+x^2\right)\right) \log (\log (x))+\left(e^x+2 x-x^2\right) \log (x) \log ^2(\log (x))}{\left(2 e^x x+2 x^2\right) \log (x)} \, dx","Int[((-2*x - x^2 + 2*x^3 + E^x*(-1 - x + x^2))*Log[x] + (-(E^x*x) - x^2)*Log[x]*Log[E^x*x + x^2] + (-2*E^x*x - 2*x^2 + (2*E^x + 2*x)*Log[E^x*x + x^2])*Log[Log[x]] + (E^x + 2*x - x^2)*Log[x]*Log[Log[x]]^2)/((2*E^x*x + 2*x^2)*Log[x]),x]","\int \frac{\left(-2 x-x^2+2 x^3+e^x \left(-1-x+x^2\right)\right) \log (x)+\left(-e^x x-x^2\right) \log (x) \log \left(e^x x+x^2\right)+\left(-2 e^x x-2 x^2+\left(2 e^x+2 x\right) \log \left(e^x x+x^2\right)\right) \log (\log (x))+\left(e^x+2 x-x^2\right) \log (x) \log ^2(\log (x))}{\left(2 e^x x+2 x^2\right) \log (x)} \, dx","\frac{1}{2} \left(\log \left(x \left(x+e^x\right)\right)-x\right) \left(-x+\log ^2(\log (x))-1\right)",1,"x^2/2 + Log[x]/2 - (x*Log[E^x*x + x^2])/2 - Log[x]*Log[Log[x]] + (Log[x]*Log[Log[x]]^2)/2 - Defer[Int][(E^x + x)^(-1), x]/2 + Defer[Int][x/(E^x + x), x]/2 - Defer[Int][Log[Log[x]]/Log[x], x] + Defer[Int][(Log[E^x*x + x^2]*Log[Log[x]])/(x*Log[x]), x] + Defer[Int][Log[Log[x]]^2/(E^x + x), x]/2 - Defer[Int][(x*Log[Log[x]]^2)/(E^x + x), x]/2","F",0,0,0,0,-1,"{}"
4077,0,0,0,0.5774645,"\int \frac{1}{5} \left(9+6 x-3 x^2+e^x (-15+5 x)+\left(9+15 x-11 x^2+e^x \left(-15-5 x+5 x^2\right)\right) \log (x)+\left(-3 x+x^2+\left(-6 x+3 x^2\right) \log (x)\right) \log (x \log (x))\right) \, dx","Int[(9 + 6*x - 3*x^2 + E^x*(-15 + 5*x) + (9 + 15*x - 11*x^2 + E^x*(-15 - 5*x + 5*x^2))*Log[x] + (-3*x + x^2 + (-6*x + 3*x^2)*Log[x])*Log[x*Log[x]])/5,x]","\int \frac{1}{5} \left(9+6 x-3 x^2+e^x (-15+5 x)+\left(9+15 x-11 x^2+e^x \left(-15-5 x+5 x^2\right)\right) \log (x)+\left(-3 x+x^2+\left(-6 x+3 x^2\right) \log (x)\right) \log (x \log (x))\right) \, dx","(3-x) x \log (x) \left(x-e^x+\frac{1}{5} (-x+x (-\log (x \log (x)))+3)\right)",1,"x^3/45 + (9*x*Log[x])/5 - 3*E^x*x*Log[x] + (3*x^2*Log[x])/2 + E^x*x^2*Log[x] - (11*x^3*Log[x])/15 - (3*ExpIntegralEi[2*Log[x]]*Log[x])/10 + (ExpIntegralEi[3*Log[x]]*Log[x])/15 + (3*ExpIntegralEi[2*Log[x]]*(1 + Log[x]))/10 - (ExpIntegralEi[3*Log[x]]*(1 + Log[x]))/15 - (3*x^2*Log[x*Log[x]])/10 + (x^3*Log[x*Log[x]])/15 - (6*Defer[Int][x*Log[x]*Log[x*Log[x]], x])/5 + (3*Defer[Int][x^2*Log[x]*Log[x*Log[x]], x])/5","F",0,0,0,0,-1,"{}"
4078,0,0,0,1.1821589,"\int \frac{2\ 3^{e^x (12-6 x)}+3^{e^x (12-6 x)} \left(2+e^x \left(12 x-12 x^2\right) \log (3)\right) \log (x) \log (\log (x))}{\log (x)} \, dx","Int[(2*3^(E^x*(12 - 6*x)) + 3^(E^x*(12 - 6*x))*(2 + E^x*(12*x - 12*x^2)*Log[3])*Log[x]*Log[Log[x]])/Log[x],x]","\int \frac{2\ 3^{e^x (12-6 x)}+3^{e^x (12-6 x)} \left(2+e^x \left(12 x-12 x^2\right) \log (3)\right) \log (x) \log (\log (x))}{\log (x)} \, dx","2\ 3^{6 e^x (2-x)} x \log (\log (x))",1,"2*Defer[Int][1/(3^(6*E^x*(-2 + x))*Log[x]), x] + 2*Defer[Int][Log[Log[x]]/3^(6*E^x*(-2 + x)), x] + 4*Log[3]*Defer[Int][3^(1 - 6*E^x*(-2 + x))*E^x*x*Log[Log[x]], x] - 4*Log[3]*Defer[Int][3^(1 - 6*E^x*(-2 + x))*E^x*x^2*Log[Log[x]], x]","F",0,0,0,0,-1,"{}"
4079,0,0,0,2.9962594,"\int \frac{e^{-x^3} \left((12-4 x) \log (3-x)+\left(4 x+\left(-36 x^3+12 x^4\right) \log (3-x)\right) \log (x)+\left(e^{x^3} (3-x) \log (3-x)+e^{x^3} x \log (x)\right) \log (\log (4))\right)}{\left(-3 x+x^2\right) \log ^2(3-x)} \, dx","Int[((12 - 4*x)*Log[3 - x] + (4*x + (-36*x^3 + 12*x^4)*Log[3 - x])*Log[x] + (E^x^3*(3 - x)*Log[3 - x] + E^x^3*x*Log[x])*Log[Log[4]])/(E^x^3*(-3*x + x^2)*Log[3 - x]^2),x]","\int \frac{e^{-x^3} \left((12-4 x) \log (3-x)+\left(4 x+\left(-36 x^3+12 x^4\right) \log (3-x)\right) \log (x)+\left(e^{x^3} (3-x) \log (3-x)+e^{x^3} x \log (x)\right) \log (\log (4))\right)}{\left(-3 x+x^2\right) \log ^2(3-x)} \, dx","\frac{\log (x) \left(-4 e^{-x^3}-\log (\log (4))\right)}{\log (3-x)}-4",1,"(-4*(3*x^3*Log[3 - x]*Log[x] - x^4*Log[3 - x]*Log[x]))/(E^x^3*(3 - x)*x^3*Log[3 - x]^2) - Log[Log[4]]*Defer[Int][1/(x*Log[3 - x]), x] + Log[Log[4]]*Defer[Subst][Defer[Int][Log[3 - x]/(x*Log[x]^2), x], x, 3 - x]","F",0,0,0,0,-1,"{}"
4080,1,19,0,0.079781,"\int \frac{1-\log \left(\frac{1}{75} (12 x+4 x \log (2))\right)-2 \log ^2\left(\frac{1}{75} (12 x+4 x \log (2))\right)}{\log ^2\left(\frac{1}{75} (12 x+4 x \log (2))\right)} \, dx","Int[(1 - Log[(12*x + 4*x*Log[2])/75] - 2*Log[(12*x + 4*x*Log[2])/75]^2)/Log[(12*x + 4*x*Log[2])/75]^2,x]","-2 x-\frac{x}{\log \left(\frac{4}{75} x (3+\log (2))\right)}","-2 x-\frac{x}{\log \left(\frac{4}{75} x (3+\log (2))\right)}+2",1,"-2*x - x/Log[(4*x*(3 + Log[2]))/75]","A",6,4,53,0.07547,1,"{2444, 6688, 2297, 2298}"
4081,0,0,0,12.6494778,"\int \frac{-50 x^4-20 x^3 \log (\log (4))-2 x^2 \log ^2(\log (4))+\exp \left(\frac{-e^5+x-10 x^3-2 x^2 \log (\log (4))}{10 x^2+2 x \log (\log (4))}\right) \left(10 e^5 x-5 x^2-50 x^4+\left(e^5-20 x^3\right) \log (\log (4))-2 x^2 \log ^2(\log (4))\right)}{50 x^4+20 x^3 \log (\log (4))+2 x^2 \log ^2(\log (4))} \, dx","Int[(-50*x^4 - 20*x^3*Log[Log[4]] - 2*x^2*Log[Log[4]]^2 + E^((-E^5 + x - 10*x^3 - 2*x^2*Log[Log[4]])/(10*x^2 + 2*x*Log[Log[4]]))*(10*E^5*x - 5*x^2 - 50*x^4 + (E^5 - 20*x^3)*Log[Log[4]] - 2*x^2*Log[Log[4]]^2))/(50*x^4 + 20*x^3*Log[Log[4]] + 2*x^2*Log[Log[4]]^2),x]","\int \frac{-50 x^4-20 x^3 \log (\log (4))-2 x^2 \log ^2(\log (4))+\exp \left(\frac{-e^5+x-10 x^3-2 x^2 \log (\log (4))}{10 x^2+2 x \log (\log (4))}\right) \left(10 e^5 x-5 x^2-50 x^4+\left(e^5-20 x^3\right) \log (\log (4))-2 x^2 \log ^2(\log (4))\right)}{50 x^4+20 x^3 \log (\log (4))+2 x^2 \log ^2(\log (4))} \, dx","-x+e^{\frac{x-e^5}{2 x (5 x+\log (\log (4)))}-x}+1",1,"-x - Defer[Int][E^((-E^5 + x - 10*x^3)/(2*x*(5*x + Log[Log[4]])))/Log[4]^(x/(5*x + Log[Log[4]])), x] + Defer[Int][E^(5 + (-E^5 + x - 10*x^3)/(2*x*(5*x + Log[Log[4]])))/(x^2*Log[4]^(x/(5*x + Log[Log[4]]))), x]/(2*Log[Log[4]]) - (5*(1 + (5*E^5)/Log[Log[4]])*Defer[Int][E^((-E^5 + x - 10*x^3)/(2*x*(5*x + Log[Log[4]])))/(Log[4]^(x/(5*x + Log[Log[4]]))*(5*x + Log[Log[4]])^2), x])/2","F",0,0,0,0,-1,"{}"
4082,0,0,0,2.3209746,"\int \frac{e (1-x)+e^6 \left(-x+2 x^2\right)-e x \log (x)+\left(e^6 \left(2+x-x^2\right)+e (-1+x) \log (x)\right) \log \left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)+\left(e^{10} \left(2+x-x^2\right)+e^5 \left(-6+x+5 x^2-2 x^3\right)+\left(3+e^5 (-1+x)-5 x+2 x^2\right) \log (x)\right) \log ^2\left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)}{\left(e^5 \left(2+x-x^2\right)+(-1+x) \log (x)\right) \log ^2\left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)} \, dx","Int[(E*(1 - x) + E^6*(-x + 2*x^2) - E*x*Log[x] + (E^6*(2 + x - x^2) + E*(-1 + x)*Log[x])*Log[(E^5*(-2 - x + x^2) + (1 - x)*Log[x])/E^5] + (E^10*(2 + x - x^2) + E^5*(-6 + x + 5*x^2 - 2*x^3) + (3 + E^5*(-1 + x) - 5*x + 2*x^2)*Log[x])*Log[(E^5*(-2 - x + x^2) + (1 - x)*Log[x])/E^5]^2)/((E^5*(2 + x - x^2) + (-1 + x)*Log[x])*Log[(E^5*(-2 - x + x^2) + (1 - x)*Log[x])/E^5]^2),x]","\int \frac{e (1-x)+e^6 \left(-x+2 x^2\right)-e x \log (x)+\left(e^6 \left(2+x-x^2\right)+e (-1+x) \log (x)\right) \log \left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)+\left(e^{10} \left(2+x-x^2\right)+e^5 \left(-6+x+5 x^2-2 x^3\right)+\left(3+e^5 (-1+x)-5 x+2 x^2\right) \log (x)\right) \log ^2\left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)}{\left(e^5 \left(2+x-x^2\right)+(-1+x) \log (x)\right) \log ^2\left(\frac{e^5 \left(-2-x+x^2\right)+(1-x) \log (x)}{e^5}\right)} \, dx","x \left(x+\frac{e}{\log \left((1-x) \left(\frac{\log (x)}{e^5}-x\right)-2\right)}+e^5-3\right)",1,"-((3 - E^5)*x) + x^2 - E*Defer[Int][1/((-2*E^5 - E^5*x + E^5*x^2 + Log[x] - x*Log[x])*Log[-2 - x + x^2 - ((-1 + x)*Log[x])/E^5]^2), x] + E*(1 + E^5)*Defer[Int][x/((-2*E^5 - E^5*x + E^5*x^2 + Log[x] - x*Log[x])*Log[-2 - x + x^2 - ((-1 + x)*Log[x])/E^5]^2), x] - 2*E^6*Defer[Int][x^2/((-2*E^5 - E^5*x + E^5*x^2 + Log[x] - x*Log[x])*Log[-2 - x + x^2 - ((-1 + x)*Log[x])/E^5]^2), x] + E*Defer[Int][(x*Log[x])/((-2*E^5 - E^5*x + E^5*x^2 + Log[x] - x*Log[x])*Log[-2 - x + x^2 - ((-1 + x)*Log[x])/E^5]^2), x] + E*Defer[Int][Log[-2 - x + x^2 - ((-1 + x)*Log[x])/E^5]^(-1), x]","F",0,0,0,0,-1,"{}"
4083,1,64,0,0.1832934,"\int \frac{18-123 x^2+160 x^3-60 x^4+e^{2/x} \left(12-8 x+6 x^2-2 x^3\right)}{15 x^2} \, dx","Int[(18 - 123*x^2 + 160*x^3 - 60*x^4 + E^(2/x)*(12 - 8*x + 6*x^2 - 2*x^3))/(15*x^2),x]","-\frac{4 x^3}{3}-\frac{1}{15} e^{2/x} x^2+\frac{16 x^2}{3}+\frac{4}{15} e^{2/x} x-\frac{41 x}{5}-\frac{2 e^{2/x}}{5}-\frac{6}{5 x}","\frac{1}{3} \left((x-2)^2+2\right) \left(-4 x-\frac{e^{2/x} x+3}{5 x}\right)",1,"(-2*E^(2/x))/5 - 6/(5*x) - (41*x)/5 + (4*E^(2/x)*x)/15 + (16*x^2)/3 - (E^(2/x)*x^2)/15 - (4*x^3)/3","A",14,7,47,0.1489,1,"{12, 14, 6742, 2206, 2210, 2209, 2214}"
4084,0,0,0,5.0611696,"\int \frac{e^{\frac{1}{\log ^4\left(2 x^5-x^6+\left(2 x-x^2\right) \log (36)\right)}} \left(40 x^4-24 x^5+(8-8 x) \log (36)\right)}{\left(-2 x^5+x^6+\left(-2 x+x^2\right) \log (36)\right) \log ^5\left(2 x^5-x^6+\left(2 x-x^2\right) \log (36)\right)} \, dx","Int[(E^Log[2*x^5 - x^6 + (2*x - x^2)*Log[36]]^(-4)*(40*x^4 - 24*x^5 + (8 - 8*x)*Log[36]))/((-2*x^5 + x^6 + (-2*x + x^2)*Log[36])*Log[2*x^5 - x^6 + (2*x - x^2)*Log[36]]^5),x]","\int \frac{e^{\frac{1}{\log ^4\left(2 x^5-x^6+\left(2 x-x^2\right) \log (36)\right)}} \left(40 x^4-24 x^5+(8-8 x) \log (36)\right)}{\left(-2 x^5+x^6+\left(-2 x+x^2\right) \log (36)\right) \log ^5\left(2 x^5-x^6+\left(2 x-x^2\right) \log (36)\right)} \, dx","e^{\frac{1}{\log ^4\left((2-x) x \left(x^4+\log (36)\right)\right)}}",1,"-4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/((-2 + x)*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x] - 4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/(x*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x] + 4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/((-x + (-Log[36])^(1/4))*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x] - 4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/((x + (-Log[36])^(1/4))*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x] + 4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/((-x - (-1)^(3/4)*Log[36]^(1/4))*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x] - 4*Defer[Int][E^Log[-((-2 + x)*x*(x^4 + Log[36]))]^(-4)/((x - (-1)^(3/4)*Log[36]^(1/4))*Log[-((-2 + x)*x*(x^4 + Log[36]))]^5), x]","F",0,0,0,0,-1,"{}"
4085,1,11,0,0.0022886,"\int \left(2+3 e^5 x^2\right) \, dx","Int[2 + 3*E^5*x^2,x]","e^5 x^3+2 x","e^5 x^3+2 x-5",1,"2*x + E^5*x^3","A",1,0,10,0,1,"{}"
4086,1,8,0,0.0025192,"\int \frac{2-3 x}{x} \, dx","Int[(2 - 3*x)/x,x]","2 \log (x)-3 x","\log \left(\frac{2 e^8 x^2}{e-1}\right)-3 x",1,"-3*x + 2*Log[x]","A",2,1,9,0.1111,1,"{43}"
4087,1,18,0,0.3557752,"\int \frac{(6-x) \log (4)+(3-x) \log (4) \log (-3+x)}{-3 x^2+x^3} \, dx","Int[((6 - x)*Log[4] + (3 - x)*Log[4]*Log[-3 + x])/(-3*x^2 + x^3),x]","\frac{\log (4) \log (x-3)}{x}+\frac{2 \log (4)}{x}","\frac{\log (4) (\log (x-3)+2)}{x}",1,"(2*Log[4])/x + (Log[4]*Log[-3 + x])/x","A",12,10,33,0.3030,1,"{1593, 6741, 12, 6688, 6742, 77, 2395, 36, 31, 29}"
4088,0,0,0,22.3730985,"\int \frac{\left(-2 e^x x+2 x^2\right) \log ^2(x)+\left(\left(e^x (-10-2 x)+10 x+2 x^2\right) \log ^2(x)+\left(10 x+12 x^2+2 x^3+e^{2 x} \left(10 x+2 x^2\right)+e^x \left(-10 x-12 x^2-2 x^3\right)\right) \log ^3(x)\right) \log (5+x)+\left(2 x \log (x)+\left(\left(10-8 x-2 x^2+e^x (10+2 x)\right) \log (x)+\left(10 x+2 x^2+e^x \left(-10 x-2 x^2\right)\right) \log ^2(x)\right) \log (5+x)\right) \log (x \log (5+x))+(-10-2 x) \log (5+x) \log ^2(x \log (5+x))}{\left(5 x+x^2\right) \log ^3(x) \log (5+x)} \, dx","Int[((-2*E^x*x + 2*x^2)*Log[x]^2 + ((E^x*(-10 - 2*x) + 10*x + 2*x^2)*Log[x]^2 + (10*x + 12*x^2 + 2*x^3 + E^(2*x)*(10*x + 2*x^2) + E^x*(-10*x - 12*x^2 - 2*x^3))*Log[x]^3)*Log[5 + x] + (2*x*Log[x] + ((10 - 8*x - 2*x^2 + E^x*(10 + 2*x))*Log[x] + (10*x + 2*x^2 + E^x*(-10*x - 2*x^2))*Log[x]^2)*Log[5 + x])*Log[x*Log[5 + x]] + (-10 - 2*x)*Log[5 + x]*Log[x*Log[5 + x]]^2)/((5*x + x^2)*Log[x]^3*Log[5 + x]),x]","\int \frac{\left(-2 e^x x+2 x^2\right) \log ^2(x)+\left(\left(e^x (-10-2 x)+10 x+2 x^2\right) \log ^2(x)+\left(10 x+12 x^2+2 x^3+e^{2 x} \left(10 x+2 x^2\right)+e^x \left(-10 x-12 x^2-2 x^3\right)\right) \log ^3(x)\right) \log (5+x)+\left(2 x \log (x)+\left(\left(10-8 x-2 x^2+e^x (10+2 x)\right) \log (x)+\left(10 x+2 x^2+e^x \left(-10 x-2 x^2\right)\right) \log ^2(x)\right) \log (5+x)\right) \log (x \log (5+x))+(-10-2 x) \log (5+x) \log ^2(x \log (5+x))}{\left(5 x+x^2\right) \log ^3(x) \log (5+x)} \, dx","2 x+\left(-x+e^x-\frac{\log (x \log (x+5))}{\log (x)}\right)^2+2",1,"E^(2*x) + 4*x - 2*E^x*x + x^2 + 2*LogIntegral[x] - 2*Log[x]*LogIntegral[x] + 2*Log[x*Log[5 + x]]*LogIntegral[x] - 2*Defer[Int][E^x/(x*Log[x]), x] + 2*Defer[Int][1/(Log[x]*Log[5 + x]), x] - 10*Defer[Int][1/((5 + x)*Log[x]*Log[5 + x]), x] - 2*Defer[Int][E^x/((5 + x)*Log[x]*Log[5 + x]), x] - 2*Defer[Int][Log[x*Log[5 + x]]/Log[x]^2, x] + 2*Defer[Int][Log[x*Log[5 + x]]/(x*Log[x]^2), x] + 2*Defer[Int][(E^x*Log[x*Log[5 + x]])/(x*Log[x]^2), x] - 2*Defer[Int][(E^x*Log[x*Log[5 + x]])/Log[x], x] + 2*Defer[Int][Log[x*Log[5 + x]]/((5 + x)*Log[x]^2*Log[5 + x]), x] - 2*Defer[Int][Log[x*Log[5 + x]]^2/(x*Log[x]^3), x] - 2*Defer[Int][LogIntegral[x]/((5 + x)*Log[5 + x]), x]","F",0,0,0,0,-1,"{}"
4089,1,42,0,0.4336619,"\int \frac{\left(-2+4 e^{2 x}+e^{2+2 x+2 x^2} (4+8 x)+e^{1+2 x+x^2} (8+8 x)\right) \log \left(\frac{4}{e^{2 x}+2 e^{1+2 x+x^2}+e^{2+2 x+2 x^2}-x}\right)}{e^{2 x}+2 e^{1+2 x+x^2}+e^{2+2 x+2 x^2}-x} \, dx","Int[((-2 + 4*E^(2*x) + E^(2 + 2*x + 2*x^2)*(4 + 8*x) + E^(1 + 2*x + x^2)*(8 + 8*x))*Log[4/(E^(2*x) + 2*E^(1 + 2*x + x^2) + E^(2 + 2*x + 2*x^2) - x)])/(E^(2*x) + 2*E^(1 + 2*x + x^2) + E^(2 + 2*x + 2*x^2) - x),x]","-\log ^2\left(\frac{4}{2 e^{x^2+2 x+1}+e^{2 x^2+2 x+2}-x+e^{2 x}}\right)","5-\log ^2\left(\frac{4}{\left(e^{x^2+x+1}+e^x\right)^2-x}\right)",1,"-Log[4/(E^(2*x) + 2*E^(1 + 2*x + x^2) + E^(2 + 2*x + 2*x^2) - x)]^2","A",1,2,117,0.01709,1,"{6684, 6686}"
4090,1,52,0,0.0283885,"\int \left(-3-2 x-8 e^3 x^2-5 e^6 x^4+\left(-4-6 e^3 x^2\right) \log (x)-\log ^2(x)\right) \, dx","Int[-3 - 2*x - 8*E^3*x^2 - 5*E^6*x^4 + (-4 - 6*E^3*x^2)*Log[x] - Log[x]^2,x]","-e^6 x^5-2 e^3 x^3-2 \left(e^3 x^3+2 x\right) \log (x)-x^2-x-x \log ^2(x)+2 x \log (x)","-x^2-x \left(e^3 x^2+\log (x)+1\right)^2+2",1,"-x - x^2 - 2*E^3*x^3 - E^6*x^5 + 2*x*Log[x] - 2*(2*x + E^3*x^3)*Log[x] - x*Log[x]^2","B",6,4,40,0.1000,1,"{2313, 12, 2296, 2295}"
4091,0,0,0,1.2598501,"\int \frac{e^{-2 e^{-x+x^2}} \left(e^{-x+x^2} \left(8 x-16 x^2\right)-e^{2 e^{-x+x^2}} x \log ^2(16)+2 e^{2 e^{-x+x^2}+\log ^2(x)} \log ^2(16) \log (x)\right)}{x \log ^2(16)} \, dx","Int[(E^(-x + x^2)*(8*x - 16*x^2) - E^(2*E^(-x + x^2))*x*Log[16]^2 + 2*E^(2*E^(-x + x^2) + Log[x]^2)*Log[16]^2*Log[x])/(E^(2*E^(-x + x^2))*x*Log[16]^2),x]","\int \frac{e^{-2 e^{-x+x^2}} \left(e^{-x+x^2} \left(8 x-16 x^2\right)-e^{2 e^{-x+x^2}} x \log ^2(16)+2 e^{2 e^{-x+x^2}+\log ^2(x)} \log ^2(16) \log (x)\right)}{x \log ^2(16)} \, dx","\frac{4 e^{-2 e^{x^2-x}}}{\log ^2(16)}-x+e^{\log ^2(x)}",1,"E^Log[x]^2 - x + (8*Defer[Int][E^(-2*E^((-1 + x)*x) + (-1 + x)*x), x])/Log[16]^2 - (16*Defer[Int][E^(-2*E^((-1 + x)*x) + (-1 + x)*x)*x, x])/Log[16]^2","F",0,0,0,0,-1,"{}"
4092,1,29,0,0.0143642,"\int \left(141+10 x+e^x (1+x) \log ^2(5)\right) \, dx","Int[141 + 10*x + E^x*(1 + x)*Log[5]^2,x]","5 x^2+141 x-e^x \log ^2(5)+e^x (x+1) \log ^2(5)","5 (x+14)^2+x \left(e^x \log ^2(5)+1\right)-5",1,"141*x + 5*x^2 - E^x*Log[5]^2 + E^x*(1 + x)*Log[5]^2","A",3,2,16,0.1250,1,"{2176, 2194}"
4093,1,26,0,0.040477,"\int e^{-8 e^4} \left(-4 e^{2 e^4}-12 x^2\right) \left(x^3+e^{2 e^4} (3+x)\right)^3 \, dx","Int[((-4*E^(2*E^4) - 12*x^2)*(x^3 + E^(2*E^4)*(3 + x))^3)/E^(8*E^4),x]","-e^{-8 e^4} \left(x^3+e^{2 e^4} (x+3)\right)^4","\frac{1}{4}-\left(e^{-2 e^4} x^3+x+3\right)^4",1,"-((x^3 + E^(2*E^4)*(3 + x))^4/E^(8*E^4))","A",2,2,40,0.05000,1,"{12, 1588}"
4094,1,26,0,0.3971401,"\int \frac{6+2 x+4 x^2+2 x^3-4 \log \left(3 x^2\right)+\left(3+2 x^2\right) \log ^2\left(3 x^2\right)}{6 x+3 x^2+3 x \log ^2\left(3 x^2\right)} \, dx","Int[(6 + 2*x + 4*x^2 + 2*x^3 - 4*Log[3*x^2] + (3 + 2*x^2)*Log[3*x^2]^2)/(6*x + 3*x^2 + 3*x*Log[3*x^2]^2),x]","\frac{x^2}{3}-\frac{1}{3} \log \left(\log ^2\left(3 x^2\right)+x+2\right)+\log (x)","\frac{1}{3} \left(x^2+\log \left(\frac{x^3}{\log ^2\left(3 x^2\right)+x+2}\right)\right)",1,"x^2/3 + Log[x] - Log[2 + x + Log[3*x^2]^2]/3","A",7,5,62,0.08065,1,"{6741, 12, 6742, 14, 6684}"
4095,1,36,0,0.0261236,"\int \left(1-i \pi -2 x-6 x^2-\log \left(1+e^5\right)-4 x \log \left(4 x+e^4 x\right)\right) \, dx","Int[1 - I*Pi - 2*x - 6*x^2 - Log[1 + E^5] - 4*x*Log[4*x + E^4*x],x]","-2 x^3-2 x^2 \log \left(\left(4+e^4\right) x\right)+x \left(1-i \pi -\log \left(1+e^5\right)\right)","x \left(-2 x \left(x+\log \left(\left(4+e^4\right) x\right)\right)-i \pi +1-\log \left(1+e^5\right)\right)",1,"-2*x^3 + x*(1 - I*Pi - Log[1 + E^5]) - 2*x^2*Log[(4 + E^4)*x]","A",3,2,36,0.05556,1,"{2421, 2304}"
4096,1,28,0,0.0608116,"\int \frac{-1650-150 x+\left(968 x^3+88 x^4+2 x^5\right) \log ^2(3)}{12100 x^2+1100 x^3+25 x^4} \, dx","Int[(-1650 - 150*x + (968*x^3 + 88*x^4 + 2*x^5)*Log[3]^2)/(12100*x^2 + 1100*x^3 + 25*x^4),x]","\frac{1}{25} x^2 \log ^2(3)-\frac{3}{22 (x+22)}+\frac{3}{22 x}","\frac{1}{25} x^2 \log ^2(3)-\frac{3}{(-x-22) x}",1,"3/(22*x) - 3/(22*(22 + x)) + (x^2*Log[3]^2)/25","A",5,4,45,0.08889,1,"{1594, 27, 12, 1620}"
4097,0,0,0,0.9848122,"\int \frac{3+x^x (3+3 \log (x))+\left(-x-x^x\right) \log \left(x+x^x\right)}{\left(3 x+3 x^x\right) \log \left(x+x^x\right)} \, dx","Int[(3 + x^x*(3 + 3*Log[x]) + (-x - x^x)*Log[x + x^x])/((3*x + 3*x^x)*Log[x + x^x]),x]","\int \frac{3+x^x (3+3 \log (x))+\left(-x-x^x\right) \log \left(x+x^x\right)}{\left(3 x+3 x^x\right) \log \left(x+x^x\right)} \, dx","\log \left(\log \left(x^x+x\right)\right)-\frac{x}{3}+5",1,"-1/3*x + Defer[Int][Log[x + x^x]^(-1), x] + Defer[Int][1/((x + x^x)*Log[x + x^x]), x] - Defer[Int][x/((x + x^x)*Log[x + x^x]), x] + Defer[Int][Log[x]/Log[x + x^x], x] - Defer[Int][(x*Log[x])/((x + x^x)*Log[x + x^x]), x]","F",0,0,0,0,-1,"{}"
4098,1,12,0,0.0020012,"\int \frac{3 e^4 \log (2)}{2 x^2} \, dx","Int[(3*E^4*Log[2])/(2*x^2),x]","-\frac{3 e^4 \log (2)}{2 x}","-\frac{3 e^4 \log (2)}{2 x}-3",1,"(-3*E^4*Log[2])/(2*x)","A",2,2,12,0.1667,1,"{12, 30}"
4099,1,31,0,0.1052639,"\int \frac{2 e^4+e^{\frac{16+32 x-9 x^2+4 x^3-x^4}{4 e^4}} \left(16-9 x+6 x^2-2 x^3\right)}{2 e^4} \, dx","Int[(2*E^4 + E^((16 + 32*x - 9*x^2 + 4*x^3 - x^4)/(4*E^4))*(16 - 9*x + 6*x^2 - 2*x^3))/(2*E^4),x]","e^{\frac{-x^4+4 x^3-9 x^2+32 x+16}{4 e^4}}+x","e^{\frac{(4-x) x \left(x^2+\frac{4}{x}+9\right)}{4 e^4}}+x",1,"E^((16 + 32*x - 9*x^2 + 4*x^3 - x^4)/(4*E^4)) + x","A",3,2,58,0.03448,1,"{12, 6706}"
4100,1,37,0,0.648223,"\int \frac{\exp \left(\frac{-e^{2 x}+8 x^2+2 e^x x^2-x^4-x^2 \log ^2(2)}{x^2}\right) \left(e^{2 x} (2-2 x)+2 e^x x^3-2 x^4\right)}{x^3} \, dx","Int[(E^((-E^(2*x) + 8*x^2 + 2*E^x*x^2 - x^4 - x^2*Log[2]^2)/x^2)*(E^(2*x)*(2 - 2*x) + 2*E^x*x^3 - 2*x^4))/x^3,x]","\exp \left(-\frac{x^4-2 e^x x^2-8 x^2+x^2 \log ^2(2)+e^{2 x}}{x^2}\right)","e^{-\left(x-\frac{e^x}{x}\right)^2+8-\log ^2(2)}",1,"E^(-((E^(2*x) - 8*x^2 - 2*E^x*x^2 + x^4 + x^2*Log[2]^2)/x^2))","A",1,1,70,0.01429,1,"{6706}"
4101,0,0,0,1.9439967,"\int \frac{-40 x-90 x^2-20 x^3+\left(60+220 x-50 x^2-10 x^3\right) \log \left(9-6 x+x^2\right)+\left(-93 x^2+31 x^3\right) \log ^2\left(9-6 x+x^2\right)}{\left(-3 x^2-11 x^3-8 x^4+4 x^5\right) \log ^2\left(9-6 x+x^2\right)} \, dx","Int[(-40*x - 90*x^2 - 20*x^3 + (60 + 220*x - 50*x^2 - 10*x^3)*Log[9 - 6*x + x^2] + (-93*x^2 + 31*x^3)*Log[9 - 6*x + x^2]^2)/((-3*x^2 - 11*x^3 - 8*x^4 + 4*x^5)*Log[9 - 6*x + x^2]^2),x]","\int \frac{-40 x-90 x^2-20 x^3+\left(60+220 x-50 x^2-10 x^3\right) \log \left(9-6 x+x^2\right)+\left(-93 x^2+31 x^3\right) \log ^2\left(9-6 x+x^2\right)}{\left(-3 x^2-11 x^3-8 x^4+4 x^5\right) \log ^2\left(9-6 x+x^2\right)} \, dx","\frac{x+5 \left(\frac{x+4}{x \log \left((x-3)^2\right)}-3\right)}{2 x+1}",1,"-31/(2*(1 + 2*x)) + 5/(3*Log[(-3 + x)^2]) + (40*Defer[Int][1/(x*Log[(-3 + x)^2]^2), x])/3 - 20*Defer[Int][1/((1 + 2*x)*Log[(-3 + x)^2]^2), x] - 20*Defer[Int][1/(x^2*Log[(-3 + x)^2]), x] + 70*Defer[Int][1/((1 + 2*x)^2*Log[(-3 + x)^2]), x]","F",0,0,0,0,-1,"{}"
4102,0,0,0,7.4379304,"\int \frac{4+e^{e^{18-2 e^x-2 x}+4 x-x \log (3)} \left(16+e^{18-2 e^x-2 x} \left(-8-8 e^x\right)-4 \log (3)\right)}{25+e^{2 e^{18-2 e^x-2 x}+8 x-2 x \log (3)}-10 x+x^2+e^{e^{18-2 e^x-2 x}+4 x-x \log (3)} (-10+2 x)} \, dx","Int[(4 + E^(E^(18 - 2*E^x - 2*x) + 4*x - x*Log[3])*(16 + E^(18 - 2*E^x - 2*x)*(-8 - 8*E^x) - 4*Log[3]))/(25 + E^(2*E^(18 - 2*E^x - 2*x) + 8*x - 2*x*Log[3]) - 10*x + x^2 + E^(E^(18 - 2*E^x - 2*x) + 4*x - x*Log[3])*(-10 + 2*x)),x]","\int \frac{4+e^{e^{18-2 e^x-2 x}+4 x-x \log (3)} \left(16+e^{18-2 e^x-2 x} \left(-8-8 e^x\right)-4 \log (3)\right)}{25+e^{2 e^{18-2 e^x-2 x}+8 x-2 x \log (3)}-10 x+x^2+e^{e^{18-2 e^x-2 x}+4 x-x \log (3)} (-10+2 x)} \, dx","5-\frac{4}{x+e^{e^{-2 x-2 e^x+18}-x (\log (3)-4)}-5}",1,"4*(4 - Log[3])*Defer[Int][(3^x*E^(E^(-2*(-9 + E^x + x)) + 4*x))/(E^(E^(-2*(-9 + E^x + x)) + 4*x) + 3^x*(-5 + x))^2, x] + 4*Defer[Int][3^(2*x)/(-5*3^x + E^(E^(18 - 2*E^x - 2*x) + 4*x) + 3^x*x)^2, x] - 8*Defer[Int][(3^x*E^(18 + E^(18 - 2*E^x - 2*x) - 2*E^x + 2*x))/(-5*3^x + E^(E^(18 - 2*E^x - 2*x) + 4*x) + 3^x*x)^2, x] - 8*Defer[Int][(3^x*E^(18 + E^(18 - 2*E^x - 2*x) - 2*E^x + 3*x))/(-5*3^x + E^(E^(18 - 2*E^x - 2*x) + 4*x) + 3^x*x)^2, x]","F",0,0,0,0,-1,"{}"
4103,1,31,0,0.0795226,"\int \frac{e^{-2 x} \left(1-2 x+\left(3-6 x^2\right) \log (4)\right)}{3 \log (4)} \, dx","Int[(1 - 2*x + (3 - 6*x^2)*Log[4])/(3*E^(2*x)*Log[4]),x]","e^{-2 x} x^2+e^{-2 x} x+\frac{e^{-2 x} x}{3 \log (4)}","e^{-2 x} \left(x^2+x+\frac{x}{3 \log (4)}\right)",1,"x/E^(2*x) + x^2/E^(2*x) + x/(3*E^(2*x)*Log[4])","A",12,4,28,0.1429,1,"{12, 2196, 2194, 2176}"
4104,1,16,0,0.0049907,"\int \frac{1}{3} \left(253-3 e^x+96 x\right) \, dx","Int[(253 - 3*E^x + 96*x)/3,x]","16 x^2+\frac{253 x}{3}-e^x","\frac{x}{3}-e^x+4 (x+4 (x+2) (x+3))",1,"-E^x + (253*x)/3 + 16*x^2","A",3,2,14,0.1429,1,"{12, 2194}"
4105,1,7,0,0.0013228,"\int (28+2 x) \, dx","Int[28 + 2*x,x]","x^2+28 x","2 x+(x-4) (x+30)+\log (5)",1,"28*x + x^2","A",1,0,5,0,1,"{}"
4106,0,0,0,1.2219981,"\int \frac{4095-2047 x+384 x^2-32 x^3+x^4+e^x \left(4095-2047 x+384 x^2-32 x^3+x^4\right)+\left(2047-2815 x+864 x^2-100 x^3+4 x^4+e^x \left(-2047+768 x-96 x^2+4 x^3\right)\right) \log \left(\frac{-1+e^x+x}{\log (3)}\right)}{-1+e^x+x} \, dx","Int[(4095 - 2047*x + 384*x^2 - 32*x^3 + x^4 + E^x*(4095 - 2047*x + 384*x^2 - 32*x^3 + x^4) + (2047 - 2815*x + 864*x^2 - 100*x^3 + 4*x^4 + E^x*(-2047 + 768*x - 96*x^2 + 4*x^3))*Log[(-1 + E^x + x)/Log[3]])/(-1 + E^x + x),x]","\int \frac{4095-2047 x+384 x^2-32 x^3+x^4+e^x \left(4095-2047 x+384 x^2-32 x^3+x^4\right)+\left(2047-2815 x+864 x^2-100 x^3+4 x^4+e^x \left(-2047+768 x-96 x^2+4 x^3\right)\right) \log \left(\frac{-1+e^x+x}{\log (3)}\right)}{-1+e^x+x} \, dx","\left((8-x)^4+x-1\right) \log \left(\frac{x+e^x-1}{\log (3)}\right)",1,"4095*x - 2047*x*Log[-((1 - E^x - x)/Log[3])] + 384*x^2*Log[-((1 - E^x - x)/Log[3])] - 32*x^3*Log[-((1 - E^x - x)/Log[3])] + x^4*Log[-((1 - E^x - x)/Log[3])] + 8190*Defer[Int][(-1 + E^x + x)^(-1), x] - 4095*Defer[Int][x/(-1 + E^x + x), x]","F",0,0,0,0,-1,"{}"
4107,0,0,0,0.8696511,"\int \frac{-1+x+e^x x}{-e^x x-x^2+x \log \left(\frac{103}{5}\right)+x \log (x)} \, dx","Int[(-1 + x + E^x*x)/(-(E^x*x) - x^2 + x*Log[103/5] + x*Log[x]),x]","\int \frac{-1+x+e^x x}{-e^x x-x^2+x \log \left(\frac{103}{5}\right)+x \log (x)} \, dx","\log \left(\frac{1}{-x-e^x+\log (x)+\log \left(\frac{103}{5}\right)}\right)+\log (5)",1,"-x + Defer[Int][1/(x*(E^x + x - Log[(103*x)/5])), x] + Defer[Int][x/(E^x + x - Log[(103*x)/5]), x] - 5*(1 + Log[103/5])*Defer[Subst][Defer[Int][(E^(5*x) + 5*x - Log[103*x])^(-1), x], x, x/5] - 5*Defer[Subst][Defer[Int][Log[5*x]/(E^(5*x) + 5*x - Log[103*x]), x], x, x/5]","F",0,0,0,0,-1,"{}"
4108,1,120,0,0.1838284,"\int \frac{e^4 (-207360-810 x)+e^9 \left(17694720+138240 x+270 x^2\right)}{81+e^4 \left(-14155776-110592 x-216 x^2\right)+e^{15} \left(-201326592-2359296 x-9216 x^2-12 x^3\right)+e^{20} \left(4294967296+67108864 x+393216 x^2+1024 x^3+x^4\right)+e^8 \left(618475290624+9663676416 x+56623104 x^2+147456 x^3+144 x^4\right)+e^3 \left(e^2 (-27648-108 x)+e^6 \left(2415919104+28311552 x+110592 x^2+144 x^3\right)\right)+e^6 \left(e^4 \left(3538944+27648 x+54 x^2\right)+e^8 \left(-103079215104-1610612736 x-9437184 x^2-24576 x^3-24 x^4\right)\right)} \, dx","Int[(E^4*(-207360 - 810*x) + E^9*(17694720 + 138240*x + 270*x^2))/(81 + E^4*(-14155776 - 110592*x - 216*x^2) + E^15*(-201326592 - 2359296*x - 9216*x^2 - 12*x^3) + E^20*(4294967296 + 67108864*x + 393216*x^2 + 1024*x^3 + x^4) + E^8*(618475290624 + 9663676416*x + 56623104*x^2 + 147456*x^3 + 144*x^4) + E^3*(E^2*(-27648 - 108*x) + E^6*(2415919104 + 28311552*x + 110592*x^2 + 144*x^3)) + E^6*(E^4*(3538944 + 27648*x + 54*x^2) + E^8*(-103079215104 - 1610612736*x - 9437184*x^2 - 24576*x^3 - 24*x^4))),x]","-\frac{135 \left(3 \left(144-e^{12}\right)-2 e^5 \left(12-e^6\right) \left(\left(12-e^6\right) x-256 e^6+3 e+3072\right)\right)}{\left(12-e^6\right)^2 \left(108-e^4 \left(12-e^6\right)^2 \left(x+\frac{147456 e^8+144 e^9-24576 e^{14}-12 e^{15}+1024 e^{20}}{4 \left(144 e^8-24 e^{14}+e^{20}\right)}\right)^2\right)}","\frac{5}{\frac{4}{3}-\left(\frac{e^3}{3}-\frac{1}{e^2 (x+256)}\right)^2}",1,"(-135*(3*(144 - E^12) - 2*E^5*(12 - E^6)*(3072 + 3*E - 256*E^6 + (12 - E^6)*x)))/((12 - E^6)^2*(108 - E^4*(12 - E^6)^2*((147456*E^8 + 144*E^9 - 24576*E^14 - 12*E^15 + 1024*E^20)/(4*(144*E^8 - 24*E^14 + E^20)) + x)^2))","B",4,4,184,0.02174,1,"{1680, 12, 1814, 8}"
4109,0,0,0,16.0887642,"\int \frac{30 x^2-10 x^4+\left(30-10 x^2+9 x^5-6 x^7+x^9-60 x^6 \log (3)\right) \log (x)+\left(18 x^3-12 x^5+2 x^7-120 x^4 \log (3)\right) \log ^2(x)+\left(9 x-6 x^3+x^5-60 x^2 \log (3)\right) \log ^3(x)+\left(\left(-30-50 x^2+40 x^4\right) \log (x)+20 x^2 \log ^2(x)\right) \log (\log (x))}{\left(9 x^5-6 x^7+x^9\right) \log (x)+\left(18 x^3-12 x^5+2 x^7\right) \log ^2(x)+\left(9 x-6 x^3+x^5\right) \log ^3(x)} \, dx","Int[(30*x^2 - 10*x^4 + (30 - 10*x^2 + 9*x^5 - 6*x^7 + x^9 - 60*x^6*Log[3])*Log[x] + (18*x^3 - 12*x^5 + 2*x^7 - 120*x^4*Log[3])*Log[x]^2 + (9*x - 6*x^3 + x^5 - 60*x^2*Log[3])*Log[x]^3 + ((-30 - 50*x^2 + 40*x^4)*Log[x] + 20*x^2*Log[x]^2)*Log[Log[x]])/((9*x^5 - 6*x^7 + x^9)*Log[x] + (18*x^3 - 12*x^5 + 2*x^7)*Log[x]^2 + (9*x - 6*x^3 + x^5)*Log[x]^3),x]","\int \frac{30 x^2-10 x^4+\left(30-10 x^2+9 x^5-6 x^7+x^9-60 x^6 \log (3)\right) \log (x)+\left(18 x^3-12 x^5+2 x^7-120 x^4 \log (3)\right) \log ^2(x)+\left(9 x-6 x^3+x^5-60 x^2 \log (3)\right) \log ^3(x)+\left(\left(-30-50 x^2+40 x^4\right) \log (x)+20 x^2 \log ^2(x)\right) \log (\log (x))}{\left(9 x^5-6 x^7+x^9\right) \log (x)+\left(18 x^3-12 x^5+2 x^7\right) \log ^2(x)+\left(9 x-6 x^3+x^5\right) \log ^3(x)} \, dx","x-\frac{10 \left(\frac{\log (\log (x))}{x^2+\log (x)}-3 \log (3)\right)}{x^2-3}",1,"x - (30*Log[3])/(3 - x^2) + 30*Defer[Int][1/(x^3*(-3 + x^2)^2*Log[x]), x] - 10*Defer[Int][1/(x*(-3 + x^2)^2*Log[x]), x] - (5*Defer[Int][1/((Sqrt[3] - x)*(x^2 + Log[x])^2), x])/3 - 180*Log[3]*Defer[Int][1/((Sqrt[3] - x)*(x^2 + Log[x])^2), x] + (5*(1 + 108*Log[3])*Defer[Int][1/((Sqrt[3] - x)*(x^2 + Log[x])^2), x])/3 + (5*Defer[Int][1/((Sqrt[3] + x)*(x^2 + Log[x])^2), x])/3 + 180*Log[3]*Defer[Int][1/((Sqrt[3] + x)*(x^2 + Log[x])^2), x] - (5*(1 + 108*Log[3])*Defer[Int][1/((Sqrt[3] + x)*(x^2 + Log[x])^2), x])/3 - (5*Defer[Int][1/((Sqrt[3] - x)*(x^2 + Log[x])), x])/9 - (10*Defer[Int][1/(x^3*(x^2 + Log[x])), x])/3 - (10*Defer[Int][1/(x*(x^2 + Log[x])), x])/9 + (5*Defer[Int][1/((Sqrt[3] + x)*(x^2 + Log[x])), x])/9 - (65*Defer[Int][Log[Log[x]]/((Sqrt[3] - x)*(x^2 + Log[x])^2), x])/3 - (10*Defer[Int][Log[Log[x]]/(x*(x^2 + Log[x])^2), x])/3 + (65*Defer[Int][Log[Log[x]]/((Sqrt[3] + x)*(x^2 + Log[x])^2), x])/3 + 60*Defer[Int][(x*Log[Log[x]])/((-3 + x^2)^2*(x^2 + Log[x])^2), x] + 20*Defer[Int][(x*Log[x]*Log[Log[x]])/((-3 + x^2)^2*(x^2 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
4110,1,20,0,0.1600507,"\int \frac{-19200+3840 x+(-1-32 x) \log \left(1+64 x+1024 x^2\right)}{\left(-5-159 x+32 x^2\right) \log \left(1+64 x+1024 x^2\right)} \, dx","Int[(-19200 + 3840*x + (-1 - 32*x)*Log[1 + 64*x + 1024*x^2])/((-5 - 159*x + 32*x^2)*Log[1 + 64*x + 1024*x^2]),x]","60 \log \left(\log \left((32 x+1)^2\right)\right)-\log (5-x)","-\log (x-5)+60 \left(\log \left(\log \left((32 x+1)^2\right)\right)-5\right)-3",1,"-Log[5 - x] + 60*Log[Log[(1 + 32*x)^2]]","A",5,4,48,0.08333,1,"{6728, 2390, 2302, 29}"
4111,0,0,0,6.9600866,"\int \frac{e^2 (-200-300 x)+48 x-104 x^2+40 x^3+24 x^4-12 x^5+e \left(-80-200 x-160 x^2+120 x^3\right)+\left(160+128 x+100 e^2 x+192 x^2-112 x^3-16 x^4+4 x^5+e \left(400+560 x+80 x^2-40 x^3\right)\right) \log (x)+\left(-200-260 x-200 e x-80 x^2+40 x^3\right) \log ^2(x)+100 x \log ^3(x)}{25 e^2 x^3+4 x^5-4 x^6+x^7+e \left(20 x^4-10 x^5\right)+\left(50 e^2 x^2-12 x^4+2 x^5+2 x^6+e \left(-10 x^3-20 x^4\right)\right) \log (x)+\left(25 e^2 x-11 x^3+16 x^4+x^5+e \left(-80 x^2-10 x^3\right)\right) \log ^2(x)+\left(-50 e x+30 x^2+10 x^3\right) \log ^3(x)+25 x \log ^4(x)} \, dx","Int[(E^2*(-200 - 300*x) + 48*x - 104*x^2 + 40*x^3 + 24*x^4 - 12*x^5 + E*(-80 - 200*x - 160*x^2 + 120*x^3) + (160 + 128*x + 100*E^2*x + 192*x^2 - 112*x^3 - 16*x^4 + 4*x^5 + E*(400 + 560*x + 80*x^2 - 40*x^3))*Log[x] + (-200 - 260*x - 200*E*x - 80*x^2 + 40*x^3)*Log[x]^2 + 100*x*Log[x]^3)/(25*E^2*x^3 + 4*x^5 - 4*x^6 + x^7 + E*(20*x^4 - 10*x^5) + (50*E^2*x^2 - 12*x^4 + 2*x^5 + 2*x^6 + E*(-10*x^3 - 20*x^4))*Log[x] + (25*E^2*x - 11*x^3 + 16*x^4 + x^5 + E*(-80*x^2 - 10*x^3))*Log[x]^2 + (-50*E*x + 30*x^2 + 10*x^3)*Log[x]^3 + 25*x*Log[x]^4),x]","\int \frac{e^2 (-200-300 x)+48 x-104 x^2+40 x^3+24 x^4-12 x^5+e \left(-80-200 x-160 x^2+120 x^3\right)+\left(160+128 x+100 e^2 x+192 x^2-112 x^3-16 x^4+4 x^5+e \left(400+560 x+80 x^2-40 x^3\right)\right) \log (x)+\left(-200-260 x-200 e x-80 x^2+40 x^3\right) \log ^2(x)+100 x \log ^3(x)}{25 e^2 x^3+4 x^5-4 x^6+x^7+e \left(20 x^4-10 x^5\right)+\left(50 e^2 x^2-12 x^4+2 x^5+2 x^6+e \left(-10 x^3-20 x^4\right)\right) \log (x)+\left(25 e^2 x-11 x^3+16 x^4+x^5+e \left(-80 x^2-10 x^3\right)\right) \log ^2(x)+\left(-50 e x+30 x^2+10 x^3\right) \log ^3(x)+25 x \log ^4(x)} \, dx","\frac{4 \left(x+\frac{2}{x-\frac{5 (\log (x)-e)}{2-x}}+2\right)}{x+\log (x)}",1,"80*Defer[Int][(5*E + 2*x - x^2 - 5*Log[x])^(-2), x] + (80*(1 - 4*E)*(1 - 7/Sqrt[49 + 20*E])*Defer[Int][1/((7 - Sqrt[49 + 20*E] - 2*x)*(5*E + 2*x - x^2 - 5*Log[x])^2), x])/E - (80*(14 + E*(9 + 10*E))*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(5*E + 2*x - x^2 - 5*Log[x])^2), x])/(E*Sqrt[49 + 20*E]) + (80*(1 - 4*E)*(1 + 7/Sqrt[49 + 20*E])*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(5*E + 2*x - x^2 - 5*Log[x])^2), x])/E + (80*Defer[Int][1/(x*(5*E + 2*x - x^2 - 5*Log[x])^2), x])/E - (80*(14 + E*(9 + 10*E))*Defer[Int][1/((-7 + Sqrt[49 + 20*E] + 2*x)*(5*E + 2*x - x^2 - 5*Log[x])^2), x])/(E*Sqrt[49 + 20*E]) + (80*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(5*E + 2*x - x^2 - 5*Log[x])), x])/Sqrt[49 + 20*E] + (80*Defer[Int][1/((-7 + Sqrt[49 + 20*E] + 2*x)*(5*E + 2*x - x^2 - 5*Log[x])), x])/Sqrt[49 + 20*E] - 80*(7 + 5*E)*Defer[Int][1/((5*E + 7*x - x^2)^2*(5*E + 2*x - x^2 - 5*Log[x])), x] - 120*Defer[Int][x/((5*E + 7*x - x^2)^2*(5*E + 2*x - x^2 - 5*Log[x])), x] - 12*Defer[Int][(x + Log[x])^(-2), x] - (8*(2 - 5*E)*(1 - 7/Sqrt[49 + 20*E])*Defer[Int][1/((7 - Sqrt[49 + 20*E] - 2*x)*(x + Log[x])^2), x])/(5*E) + (16*(14 - 5*E)*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(x + Log[x])^2), x])/(5*E*Sqrt[49 + 20*E]) - (8*(2 - 5*E)*(1 + 7/Sqrt[49 + 20*E])*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(x + Log[x])^2), x])/(5*E) - (8*(2 + 5*E)*Defer[Int][1/(x*(x + Log[x])^2), x])/(5*E) - 4*Defer[Int][x/(x + Log[x])^2, x] + (16*(14 - 5*E)*Defer[Int][1/((-7 + Sqrt[49 + 20*E] + 2*x)*(x + Log[x])^2), x])/(5*E*Sqrt[49 + 20*E]) + 4*Defer[Int][(x + Log[x])^(-1), x] + (16*Defer[Int][1/((7 + Sqrt[49 + 20*E] - 2*x)*(x + Log[x])), x])/Sqrt[49 + 20*E] + (16*Defer[Int][1/((-7 + Sqrt[49 + 20*E] + 2*x)*(x + Log[x])), x])/Sqrt[49 + 20*E] - 16*(7 + 5*E)*Defer[Int][1/((5*E + 7*x - x^2)^2*(x + Log[x])), x] - 24*Defer[Int][x/((5*E + 7*x - x^2)^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
4112,1,20,0,0.3567814,"\int \frac{-90+84 x-27 x^2+4 x^3+\left(-144+72 x-12 x^2\right) \log \left(12-6 x+x^2\right)}{-36 x+18 x^2-3 x^3+\left(108-54 x+9 x^2\right) \log \left(12-6 x+x^2\right)} \, dx","Int[(-90 + 84*x - 27*x^2 + 4*x^3 + (-144 + 72*x - 12*x^2)*Log[12 - 6*x + x^2])/(-36*x + 18*x^2 - 3*x^3 + (108 - 54*x + 9*x^2)*Log[12 - 6*x + x^2]),x]","\log \left(x-3 \log \left(x^2-6 x+12\right)\right)-\frac{4 x}{3}","-\frac{4 x}{3}+\log \left(x-3 \log \left((x-3)^2+3\right)\right)-255",1,"(-4*x)/3 + Log[x - 3*Log[12 - 6*x + x^2]]","A",5,4,72,0.05556,1,"{6741, 12, 6728, 6684}"
4113,1,29,0,0.1049146,"\int \frac{e^{\frac{1}{4} (2-\log (4))} \left(\left(-9-x^2\right) \log (4)+e^{\frac{1}{4} (-2+\log (4))} \left(18 x+2 x^3+4 x \log (4)\right)\right)}{\left(9+x^2\right) \log (4)} \, dx","Int[(E^((2 - Log[4])/4)*((-9 - x^2)*Log[4] + E^((-2 + Log[4])/4)*(18*x + 2*x^3 + 4*x*Log[4])))/((9 + x^2)*Log[4]),x]","\frac{x^2}{\log (4)}+2 \log \left(x^2+9\right)-\sqrt{\frac{e}{2}} x","\frac{x^2}{\log (4)}+2 \log \left(x^2+9\right)-x e^{\frac{1}{4} (2-\log (4))}",1,"-(Sqrt[E/2]*x) + x^2/Log[4] + 2*Log[9 + x^2]","A",4,3,60,0.05000,1,"{12, 1810, 260}"
4114,0,0,0,3.5219847,"\int \frac{-2 x^4-2 x^4 \log (x)+\left(5 x^2+x^4+\left(5 x^2+x^4\right) \log (x)\right) \log \left(5+x^2\right)+\left(2 x^2+2 x^2 \log (x)+\left(-5-x^2+\left(-5-x^2\right) \log (x)\right) \log \left(5+x^2\right)\right) \log (1+\log (x))+\left(-5+9 x^2+2 x^4+\left(10 x^2+2 x^4\right) \log (x)\right) \log \left(5+x^2\right) \log \left(\frac{x}{2 \log \left(5+x^2\right)}\right)}{\left(5 x+x^3+\left(5 x+x^3\right) \log (x)\right) \log \left(5+x^2\right)} \, dx","Int[(-2*x^4 - 2*x^4*Log[x] + (5*x^2 + x^4 + (5*x^2 + x^4)*Log[x])*Log[5 + x^2] + (2*x^2 + 2*x^2*Log[x] + (-5 - x^2 + (-5 - x^2)*Log[x])*Log[5 + x^2])*Log[1 + Log[x]] + (-5 + 9*x^2 + 2*x^4 + (10*x^2 + 2*x^4)*Log[x])*Log[5 + x^2]*Log[x/(2*Log[5 + x^2])])/((5*x + x^3 + (5*x + x^3)*Log[x])*Log[5 + x^2]),x]","\int \frac{-2 x^4-2 x^4 \log (x)+\left(5 x^2+x^4+\left(5 x^2+x^4\right) \log (x)\right) \log \left(5+x^2\right)+\left(2 x^2+2 x^2 \log (x)+\left(-5-x^2+\left(-5-x^2\right) \log (x)\right) \log \left(5+x^2\right)\right) \log (1+\log (x))+\left(-5+9 x^2+2 x^4+\left(10 x^2+2 x^4\right) \log (x)\right) \log \left(5+x^2\right) \log \left(\frac{x}{2 \log \left(5+x^2\right)}\right)}{\left(5 x+x^3+\left(5 x+x^3\right) \log (x)\right) \log \left(5+x^2\right)} \, dx","\left(x^2-\log (\log (x)+1)\right) \log \left(\frac{x}{2 \log \left(x^2+5\right)}\right)",1,"x^2/2 + Log[x] - (1 + Log[x])*Log[1 + Log[x]] + 5*Log[Log[5 + x^2]] - LogIntegral[5 + x^2] - Defer[Int][Log[1 + Log[x]]/((I*Sqrt[5] - x)*Log[5 + x^2]), x] + Defer[Int][Log[1 + Log[x]]/((I*Sqrt[5] + x)*Log[5 + x^2]), x] - Defer[Int][Log[x/(2*Log[5 + x^2])]/(x*(1 + Log[x])), x] + 2*Defer[Int][(x*Log[x/(2*Log[5 + x^2])])/(1 + Log[x]), x] + 2*Defer[Int][(x*Log[x]*Log[x/(2*Log[5 + x^2])])/(1 + Log[x]), x]","F",0,0,0,0,-1,"{}"
4115,1,10,0,0.0019206,"\int -\frac{48828125}{7558272 e^{16} x^{11}} \, dx","Int[-48828125/(7558272*E^16*x^11),x]","\frac{9765625}{15116544 e^{16} x^{10}}","\frac{9765625}{15116544 e^{16} x^{10}}",1,"9765625/(15116544*E^16*x^10)","A",2,2,10,0.2000,1,"{12, 30}"
4116,1,50,0,0.2056937,"\int \frac{9 e+9 e^5+9 x^2}{e^2 \left(e+e^5-x\right) \left(-x-2 x^2-x^3+e \left(1+2 x+x^2\right)+e^5 \left(1+2 x+x^2\right)\right)} \, dx","Int[(9*E + 9*E^5 + 9*x^2)/(E^2*(E + E^5 - x)*(-x - 2*x^2 - x^3 + E*(1 + 2*x + x^2) + E^5*(1 + 2*x + x^2))),x]","\frac{9 \left(1+e^4\right)}{e \left(1+e+e^5\right) \left(e \left(1+e^4\right)-x\right)}-\frac{9}{e^2 \left(1+e+e^5\right) (x+1)}","\frac{9 x}{e^2 \left(-x+e^5+e\right) (x+1)}-25",1,"(9*(1 + E^4))/(E*(1 + E + E^5)*(E*(1 + E^4) - x)) - 9/(E^2*(1 + E + E^5)*(1 + x))","B",6,4,66,0.06061,1,"{6, 12, 6688, 894}"
4117,0,0,0,57.5244534,"\int \frac{e^x \left(64+16 x^4+x^8\right)+e^x \left(64+8 x^4\right) \log \left(x^2\right)+16 e^x \log ^2\left(x^2\right)+e^{\frac{5 x^3+x^4}{e^x \left(8+x^4\right)+4 e^x \log \left(x^2\right)}} \left(80 x^2-16 x^3-8 x^4-5 x^6-5 x^7-x^8+\left(60 x^2-4 x^3-4 x^4\right) \log \left(x^2\right)\right)}{e^x \left(64+16 x^4+x^8\right)+e^x \left(64+8 x^4\right) \log \left(x^2\right)+16 e^x \log ^2\left(x^2\right)} \, dx","Int[(E^x*(64 + 16*x^4 + x^8) + E^x*(64 + 8*x^4)*Log[x^2] + 16*E^x*Log[x^2]^2 + E^((5*x^3 + x^4)/(E^x*(8 + x^4) + 4*E^x*Log[x^2]))*(80*x^2 - 16*x^3 - 8*x^4 - 5*x^6 - 5*x^7 - x^8 + (60*x^2 - 4*x^3 - 4*x^4)*Log[x^2]))/(E^x*(64 + 16*x^4 + x^8) + E^x*(64 + 8*x^4)*Log[x^2] + 16*E^x*Log[x^2]^2),x]","\int \frac{e^x \left(64+16 x^4+x^8\right)+e^x \left(64+8 x^4\right) \log \left(x^2\right)+16 e^x \log ^2\left(x^2\right)+e^{\frac{5 x^3+x^4}{e^x \left(8+x^4\right)+4 e^x \log \left(x^2\right)}} \left(80 x^2-16 x^3-8 x^4-5 x^6-5 x^7-x^8+\left(60 x^2-4 x^3-4 x^4\right) \log \left(x^2\right)\right)}{e^x \left(64+16 x^4+x^8\right)+e^x \left(64+8 x^4\right) \log \left(x^2\right)+16 e^x \log ^2\left(x^2\right)} \, dx","e^{\frac{e^{-x} (x+5)}{\frac{4 \left(\log \left(x^2\right)+2\right)}{x^3}+x}}+x",1,"x - 40*Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^2)/(8 + x^4 + 4*Log[x^2])^2, x] - 8*Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^3)/(8 + x^4 + 4*Log[x^2])^2, x] - 20*Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^6)/(8 + x^4 + 4*Log[x^2])^2, x] - 4*Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^7)/(8 + x^4 + 4*Log[x^2])^2, x] + 15*Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^2)/(8 + x^4 + 4*Log[x^2]), x] - Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^3)/(8 + x^4 + 4*Log[x^2]), x] - Defer[Int][(E^(-x + (x^3*(5 + x))/(E^x*(8 + x^4 + 4*Log[x^2])))*x^4)/(8 + x^4 + 4*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
4118,0,0,0,2.4005269,"\int \frac{94 x+4 x^3+28 x \log (x)+2 x \log ^2(x)+\left(126 x-4 x^3+32 x \log (x)+2 x \log ^2(x)\right) \log \left(\frac{63-2 x^2+16 \log (x)+\log ^2(x)}{x}\right)}{\left(63-2 x^2+16 \log (x)+\log ^2(x)\right) \log ^3\left(\frac{63-2 x^2+16 \log (x)+\log ^2(x)}{x}\right)} \, dx","Int[(94*x + 4*x^3 + 28*x*Log[x] + 2*x*Log[x]^2 + (126*x - 4*x^3 + 32*x*Log[x] + 2*x*Log[x]^2)*Log[(63 - 2*x^2 + 16*Log[x] + Log[x]^2)/x])/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[(63 - 2*x^2 + 16*Log[x] + Log[x]^2)/x]^3),x]","\int \frac{94 x+4 x^3+28 x \log (x)+2 x \log ^2(x)+\left(126 x-4 x^3+32 x \log (x)+2 x \log ^2(x)\right) \log \left(\frac{63-2 x^2+16 \log (x)+\log ^2(x)}{x}\right)}{\left(63-2 x^2+16 \log (x)+\log ^2(x)\right) \log ^3\left(\frac{63-2 x^2+16 \log (x)+\log ^2(x)}{x}\right)} \, dx","\frac{x^2}{\log ^2\left(\frac{(\log (x)+8)^2-1}{x}-2 x\right)}",1,"94*Defer[Int][x/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^3), x] + 4*Defer[Int][x^3/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^3), x] + 28*Defer[Int][(x*Log[x])/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^3), x] + 2*Defer[Int][(x*Log[x]^2)/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^3), x] + 4*Defer[Int][x^3/((-63 + 2*x^2 - 16*Log[x] - Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^2), x] + 126*Defer[Int][x/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^2), x] + 32*Defer[Int][(x*Log[x])/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^2), x] + 2*Defer[Int][(x*Log[x]^2)/((63 - 2*x^2 + 16*Log[x] + Log[x]^2)*Log[63/x - 2*x + (16*Log[x])/x + Log[x]^2/x]^2), x]","F",0,0,0,0,-1,"{}"
4119,1,11,0,0.001528,"\int \frac{1}{-1+e^4+x} \, dx","Int[(-1 + E^4 + x)^(-1),x]","\log \left(-x-e^4+1\right)","\log \left(x+e^4-1\right)",1,"Log[1 - E^4 - x]","A",1,1,8,0.1250,1,"{31}"
4120,0,0,0,0.7351726,"\int \frac{e^x \left(-3-3 x+x^2\right)}{36-24 x+4 x^2+e^x \left(-3 x+x^2\right)} \, dx","Int[(E^x*(-3 - 3*x + x^2))/(36 - 24*x + 4*x^2 + E^x*(-3*x + x^2)),x]","\int \frac{e^x \left(-3-3 x+x^2\right)}{36-24 x+4 x^2+e^x \left(-3 x+x^2\right)} \, dx","\log \left(4-\frac{e^x x}{3-x}\right)",1,"-3*Defer[Int][E^x/((-3 + x)*(-12 + 4*x + E^x*x)), x] + Defer[Int][(E^x*x)/(-12 + 4*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
4121,0,0,0,2.1803022,"\int \frac{-2 x \log (x)+2 \log (x) \log ^2\left(x^2\right)+\left((-x-x \log (x)) \log \left(x^2\right)+(2+2 \log (x)) \log ^2\left(x^2\right)\right) \log \left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)+\left(-5 x \log \left(x^2\right)+10 \log ^2\left(x^2\right)\right) \log ^2\left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)}{\left(-5 x \log \left(x^2\right)+10 \log ^2\left(x^2\right)\right) \log ^2\left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)} \, dx","Int[(-2*x*Log[x] + 2*Log[x]*Log[x^2]^2 + ((-x - x*Log[x])*Log[x^2] + (2 + 2*Log[x])*Log[x^2]^2)*Log[(-x + 2*Log[x^2])/(5*x*Log[x^2])] + (-5*x*Log[x^2] + 10*Log[x^2]^2)*Log[(-x + 2*Log[x^2])/(5*x*Log[x^2])]^2)/((-5*x*Log[x^2] + 10*Log[x^2]^2)*Log[(-x + 2*Log[x^2])/(5*x*Log[x^2])]^2),x]","\int \frac{-2 x \log (x)+2 \log (x) \log ^2\left(x^2\right)+\left((-x-x \log (x)) \log \left(x^2\right)+(2+2 \log (x)) \log ^2\left(x^2\right)\right) \log \left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)+\left(-5 x \log \left(x^2\right)+10 \log ^2\left(x^2\right)\right) \log ^2\left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)}{\left(-5 x \log \left(x^2\right)+10 \log ^2\left(x^2\right)\right) \log ^2\left(\frac{-x+2 \log \left(x^2\right)}{5 x \log \left(x^2\right)}\right)} \, dx","\frac{1}{5} \left(\frac{x \log (x)}{\log \left(\frac{2-\frac{x}{\log \left(x^2\right)}}{5 x}\right)}+3\right)+x",1,"x + (2*Defer[Int][(x*Log[x])/((x - 2*Log[x^2])*Log[x^2]*Log[2/(5*x) - 1/(5*Log[x^2])]^2), x])/5 - (2*Defer[Int][(Log[x]*Log[x^2])/((x - 2*Log[x^2])*Log[2/(5*x) - 1/(5*Log[x^2])]^2), x])/5 + Defer[Int][Log[2/(5*x) - 1/(5*Log[x^2])]^(-1), x]/5 + Defer[Int][Log[x]/Log[2/(5*x) - 1/(5*Log[x^2])], x]/5","F",0,0,0,0,-1,"{}"
4122,1,26,0,0.1949042,"\int \frac{4-2 x^4+\left(-2+5 x^4\right) \log \left(x^2\right)+25 \log ^2\left(x^2\right)}{25 \log ^2\left(x^2\right)} \, dx","Int[(4 - 2*x^4 + (-2 + 5*x^4)*Log[x^2] + 25*Log[x^2]^2)/(25*Log[x^2]^2),x]","-\frac{2 x}{25 \log \left(x^2\right)}+\frac{x^5}{25 \log \left(x^2\right)}+x","\frac{\left(x^4-2\right) x}{25 \log \left(x^2\right)}+x+2",1,"x - (2*x)/(25*Log[x^2]) + x^5/(25*Log[x^2])","A",17,8,37,0.2162,1,"{12, 6742, 2330, 2297, 2300, 2178, 2306, 2310}"
4123,1,50,0,0.2473478,"\int \frac{8-2 x+24 x^2+2 x^3+e^x \left(4+3 x+x^2\right)}{128+96 x+24 x^2+2 x^3} \, dx","Int[(8 - 2*x + 24*x^2 + 2*x^3 + E^x*(4 + 3*x + x^2))/(128 + 96*x + 24*x^2 + 2*x^3),x]","-\frac{x^2}{8 (x+4)^2}+x+\frac{e^x}{2 (x+4)}+\frac{48}{x+4}-\frac{2 e^x}{(x+4)^2}-\frac{66}{(x+4)^2}","6-\frac{x \left(2 \left(-x^2-1\right)-e^x\right)}{2 (x+4)^2}",1,"x - 66/(4 + x)^2 - (2*E^x)/(4 + x)^2 - x^2/(8*(4 + x)^2) + 48/(4 + x) + E^x/(2*(4 + x))","A",15,6,45,0.1333,1,"{6742, 37, 43, 2199, 2177, 2178}"
4124,1,12,0,0.0038659,"\int -\frac{2250}{16 x^4-8 e x^4+e^2 x^4} \, dx","Int[-2250/(16*x^4 - 8*E*x^4 + E^2*x^4),x]","\frac{750}{(4-e)^2 x^3}","\frac{750}{(4-e)^2 x^3}",1,"750/((4 - E)^2*x^3)","A",4,3,23,0.1304,1,"{6, 12, 30}"
4125,1,36,0,0.0792151,"\int e^{x^4+\log ^2(x)} x^3 \left(4+4 x^4+2 \log (x)\right) \, dx","Int[E^(x^4 + Log[x]^2)*x^3*(4 + 4*x^4 + 2*Log[x]),x]","\frac{x^3 e^{x^4+\log ^2(x)} \left(2 x^4+\log (x)\right)}{2 x^3+\frac{\log (x)}{x}}","e^{x^4+\frac{(5 x+x (\log (x)-1)) \log (x)}{x}}",1,"(E^(x^4 + Log[x]^2)*x^3*(2*x^4 + Log[x]))/(2*x^3 + Log[x]/x)","A",1,1,25,0.04000,1,"{2288}"
4126,1,17,0,0.7713686,"\int -\frac{e^{\frac{1}{3+\log ^2(3+\log (x))}} \log (3+\log (x))}{54 x+18 x \log (x)+(36 x+12 x \log (x)) \log ^2(3+\log (x))+(6 x+2 x \log (x)) \log ^4(3+\log (x))} \, dx","Int[-((E^(3 + Log[3 + Log[x]]^2)^(-1)*Log[3 + Log[x]])/(54*x + 18*x*Log[x] + (36*x + 12*x*Log[x])*Log[3 + Log[x]]^2 + (6*x + 2*x*Log[x])*Log[3 + Log[x]]^4)),x]","\frac{1}{4} e^{\frac{1}{\log ^2(\log (x)+3)+3}}","\frac{1}{4} \left(e^{\frac{x}{3 x+x \log ^2(\log (x)+3)}}+7\right)",1,"E^(3 + Log[3 + Log[x]]^2)^(-1)/4","A",3,4,65,0.06154,1,"{12, 6742, 6725, 6706}"
4127,1,188,0,2.0776391,"\int \frac{2 x^2 \log ^2(x)+\left(\left(96+2 x^2\right) \log (x)+\left(-96-2 x^2\right) \log ^2(x)\right) \log \left(\frac{1}{16} e^4 \left(48+x^2\right)\right)}{48 x^3+x^5} \, dx","Int[(2*x^2*Log[x]^2 + ((96 + 2*x^2)*Log[x] + (-96 - 2*x^2)*Log[x]^2)*Log[(E^4*(48 + x^2))/16])/(48*x^3 + x^5),x]","-\frac{1}{96} \text{Li}_2\left(-\frac{48}{x^2}\right)-\frac{1}{96} \text{Li}_2\left(-\frac{x^2}{48}\right)-\frac{1}{96} \text{Li}_3\left(-\frac{48}{x^2}\right)+\frac{1}{96} \text{Li}_3\left(-\frac{x^2}{48}\right)-\frac{1}{48} \text{Li}_2\left(-\frac{48}{x^2}\right) \log (x)-\frac{1}{48} \text{Li}_2\left(-\frac{x^2}{48}\right) \log (x)+\frac{1}{48} \log \left(\frac{48}{x^2}+1\right) \log ^2(x)-\frac{1}{48} \log \left(\frac{x^2}{48}+1\right) \log ^2(x)+\frac{\log \left(\frac{x^2}{16}+3\right) \log ^2(x)}{x^2}+\frac{4 \log ^2(x)}{x^2}+\frac{1}{48} \log \left(\frac{48}{x^2}+1\right) \log (x)-\frac{1}{48} \log \left(x^2+48\right) \log (x)+\frac{\log ^3(x)}{72}+\frac{\log ^2(x)}{48}+\frac{1}{48} \log (48) \log (x)","\frac{\log ^2(x) \log \left(e^4 \left(\frac{x^2}{16}+3\right)\right)}{x^2}",1,"(Log[48]*Log[x])/48 + (Log[1 + 48/x^2]*Log[x])/48 + Log[x]^2/48 + (4*Log[x]^2)/x^2 + (Log[1 + 48/x^2]*Log[x]^2)/48 + Log[x]^3/72 - (Log[x]^2*Log[1 + x^2/48])/48 + (Log[x]^2*Log[3 + x^2/16])/x^2 - (Log[x]*Log[48 + x^2])/48 - PolyLog[2, -48/x^2]/96 - (Log[x]*PolyLog[2, -48/x^2])/48 - PolyLog[2, -1/48*x^2]/96 - (Log[x]*PolyLog[2, -1/48*x^2])/48 - PolyLog[3, -48/x^2]/96 + PolyLog[3, -1/48*x^2]/96","C",42,27,59,0.4576,1,"{1593, 6688, 12, 14, 2357, 2304, 2301, 2337, 2391, 2454, 2395, 36, 31, 29, 2376, 2392, 6742, 2305, 2302, 30, 2374, 6589, 2366, 2303, 2378, 266, 2345}"
4128,1,20,0,0.2670321,"\int \frac{-5+e^x (-3+x)+2 x}{-6+e^2 (3-x)+e^x (-3+x)-4 x+2 x^2+(-3+x) \log (3-x)} \, dx","Int[(-5 + E^x*(-3 + x) + 2*x)/(-6 + E^2*(3 - x) + E^x*(-3 + x) - 4*x + 2*x^2 + (-3 + x)*Log[3 - x]),x]","\log \left(2 x+e^x+\log (3-x)-e^2+2\right)","\log \left(-2 x-e^x-\log (3-x)+e^2-2\right)",1,"Log[2 - E^2 + E^x + 2*x + Log[3 - x]]","A",2,2,51,0.03922,1,"{6741, 6684}"
4129,1,22,0,0.0731087,"\int \left(-5+e^x (1+x)+\left(-5+e^x \left(1+3 x+x^2\right)\right) \log (x)\right) \, dx","Int[-5 + E^x*(1 + x) + (-5 + E^x*(1 + 3*x + x^2))*Log[x],x]","e^x x^2 \log (x)+e^x x \log (x)-5 x \log (x)","x \left(e^x (x+1)-5\right) \log (x)",1,"-5*x*Log[x] + E^x*x*Log[x] + E^x*x^2*Log[x]","A",7,4,26,0.1538,1,"{2176, 2194, 2196, 2554}"
4130,1,26,0,0.1874397,"\int \frac{-253-2 x-625 x^2+\left(253+4 x+1875 x^2\right) \log (x)}{\log ^2(x)} \, dx","Int[(-253 - 2*x - 625*x^2 + (253 + 4*x + 1875*x^2)*Log[x])/Log[x]^2,x]","\frac{625 x^3}{\log (x)}+\frac{2 x^2}{\log (x)}+\frac{253 x}{\log (x)}","\frac{x \left(625 x^2+2 x+253\right)}{\log (x)}",1,"(253*x)/Log[x] + (2*x^2)/Log[x] + (625*x^3)/Log[x]","A",19,7,28,0.2500,1,"{6742, 2356, 2297, 2298, 2306, 2309, 2178}"
4131,1,26,0,0.7803616,"\int \frac{-3-9 x-6 x^2+12 x^3+\left(-1-3 x-2 x^2+4 x^3\right) \log (4)+\left(6 x+12 x^2+\left(2 x+4 x^2\right) \log (4)\right) \log (x)+\left(-6 x+6 x^2+\left(-2 x+2 x^2\right) \log (4)+(6 x+2 x \log (4)) \log (x)\right) \log (-1+x+\log (x))}{-2 x+2 x^3+\left(2 x+2 x^2\right) \log (x)+\left(-x+x^2+x \log (x)\right) \log (-1+x+\log (x))} \, dx","Int[(-3 - 9*x - 6*x^2 + 12*x^3 + (-1 - 3*x - 2*x^2 + 4*x^3)*Log[4] + (6*x + 12*x^2 + (2*x + 4*x^2)*Log[4])*Log[x] + (-6*x + 6*x^2 + (-2*x + 2*x^2)*Log[4] + (6*x + 2*x*Log[4])*Log[x])*Log[-1 + x + Log[x]])/(-2*x + 2*x^3 + (2*x + 2*x^2)*Log[x] + (-x + x^2 + x*Log[x])*Log[-1 + x + Log[x]]),x]","2 x (3+\log (4))-(3+\log (4)) \log (2 x+\log (x+\log (x)-1)+2)","(3+\log (4)) \left(2 x-\log \left(x+\frac{1}{2} (\log (x+\log (x)-1)+2)\right)\right)",1,"2*x*(3 + Log[4]) - (3 + Log[4])*Log[2 + 2*x + Log[-1 + x + Log[x]]]","A",5,4,139,0.02878,1,"{6688, 12, 6742, 6684}"
4132,1,330,0,29.8216902,"\int \frac{\exp \left(\frac{100+80 x^2-60 x^3-4 x^4+e^{2 x} x^4-24 x^5+x^6+6 x^7+x^8+e^x \left(20 x^2+8 x^4-6 x^5-2 x^6\right)}{x^4}\right) \left(-400-160 x^2+60 x^3+x^4-24 x^5+2 e^{2 x} x^5+2 x^6+18 x^7+4 x^8+e^x \left(-40 x^2+20 x^3+2 x^5-10 x^6-2 x^7\right)\right)}{x^4} \, dx","Int[(E^((100 + 80*x^2 - 60*x^3 - 4*x^4 + E^(2*x)*x^4 - 24*x^5 + x^6 + 6*x^7 + x^8 + E^x*(20*x^2 + 8*x^4 - 6*x^5 - 2*x^6))/x^4)*(-400 - 160*x^2 + 60*x^3 + x^4 - 24*x^5 + 2*E^(2*x)*x^5 + 2*x^6 + 18*x^7 + 4*x^8 + E^x*(-40*x^2 + 20*x^3 + 2*x^5 - 10*x^6 - 2*x^7)))/x^4,x]","-\frac{\left(-2 x^8-9 x^7-x^6-e^{2 x} x^5+12 x^5-30 x^3+80 x^2+e^x \left(x^7+5 x^6-x^5-10 x^3+20 x^2\right)+200\right) \exp \left(\frac{x^8+6 x^7+x^6-24 x^5+e^{2 x} x^4-4 x^4-60 x^3+80 x^2+2 e^x \left(-x^6-3 x^5+4 x^4+10 x^2\right)+100}{x^4}\right)}{x^4 \left(\frac{4 x^7+21 x^6+3 x^5+e^{2 x} x^4-60 x^4+2 e^{2 x} x^3-8 x^3-90 x^2+e^x \left(-6 x^5-15 x^4+16 x^3+20 x\right)+e^x \left(-x^6-3 x^5+4 x^4+10 x^2\right)+80 x}{x^4}-\frac{2 \left(x^8+6 x^7+x^6-24 x^5+e^{2 x} x^4-4 x^4-60 x^3+80 x^2+2 e^x \left(-x^6-3 x^5+4 x^4+10 x^2\right)+100\right)}{x^5}\right)}","e^{\left(\frac{10}{x^2}-((x+4) x)+x+e^x+4\right)^2} x+1",1,"-((E^((100 + 80*x^2 - 60*x^3 - 4*x^4 + E^(2*x)*x^4 - 24*x^5 + x^6 + 6*x^7 + x^8 + 2*E^x*(10*x^2 + 4*x^4 - 3*x^5 - x^6))/x^4)*(200 + 80*x^2 - 30*x^3 + 12*x^5 - E^(2*x)*x^5 - x^6 - 9*x^7 - 2*x^8 + E^x*(20*x^2 - 10*x^3 - x^5 + 5*x^6 + x^7)))/(x^4*((80*x - 90*x^2 - 8*x^3 + 2*E^(2*x)*x^3 - 60*x^4 + E^(2*x)*x^4 + 3*x^5 + 21*x^6 + 4*x^7 + E^x*(20*x + 16*x^3 - 15*x^4 - 6*x^5) + E^x*(10*x^2 + 4*x^4 - 3*x^5 - x^6))/x^4 - (2*(100 + 80*x^2 - 60*x^3 - 4*x^4 + E^(2*x)*x^4 - 24*x^5 + x^6 + 6*x^7 + x^8 + 2*E^x*(10*x^2 + 4*x^4 - 3*x^5 - x^6)))/x^5)))","B",1,1,152,0.006579,1,"{2288}"
4133,1,48,0,4.6917745,"\int \frac{-11 x+e^{\sqrt[4]{e}} \left(11 x+12 x^2\right)+\left(2 x+e^{\sqrt[4]{e}} \left(-2 x-2 x^2\right)\right) \log \left(x+e^{\sqrt[4]{e}} \left(-x-x^2\right)\right)}{-25-5 x^2+e^{\sqrt[4]{e}} \left(25+25 x+5 x^2+5 x^3\right)+\left(10+x^2+e^{\sqrt[4]{e}} \left(-10-10 x-x^2-x^3\right)\right) \log \left(x+e^{\sqrt[4]{e}} \left(-x-x^2\right)\right)+\left(-1+e^{\sqrt[4]{e}} (1+x)\right) \log ^2\left(x+e^{\sqrt[4]{e}} \left(-x-x^2\right)\right)} \, dx","Int[(-11*x + E^E^(1/4)*(11*x + 12*x^2) + (2*x + E^E^(1/4)*(-2*x - 2*x^2))*Log[x + E^E^(1/4)*(-x - x^2)])/(-25 - 5*x^2 + E^E^(1/4)*(25 + 25*x + 5*x^2 + 5*x^3) + (10 + x^2 + E^E^(1/4)*(-10 - 10*x - x^2 - x^3))*Log[x + E^E^(1/4)*(-x - x^2)] + (-1 + E^E^(1/4)*(1 + x))*Log[x + E^E^(1/4)*(-x - x^2)]^2),x]","\log \left(x^2-\log \left(x-e^{\sqrt[4]{e}} x (x+1)\right)+5\right)-\log \left(5-\log \left(x-e^{\sqrt[4]{e}} x (x+1)\right)\right)","\log \left(\frac{x^2}{\log \left(x-e^{\sqrt[4]{e}} x (x+1)\right)-5}-1\right)",1,"-Log[5 - Log[x - E^E^(1/4)*x*(1 + x)]] + Log[5 + x^2 - Log[x - E^E^(1/4)*x*(1 + x)]]","A",5,3,181,0.01657,1,"{6688, 6742, 6684}"
4134,0,0,0,15.9443343,"\int \frac{e^{\frac{-15+3 x}{x+\log (x)}} \left(15 x^3+12 x^4+3 x^5+e^x \left(-15-12 x-x^3\right)+\left(-15 x^2-12 x^3-2 x^4\right) \log (15)+\left(9 x^4+e^x \left(-3 x-2 x^2\right)-7 x^3 \log (15)\right) \log (x)+\left(-e^x x+3 x^3-2 x^2 \log (15)\right) \log ^2(x)\right)}{2 x^3+4 x^2 \log (x)+2 x \log ^2(x)} \, dx","Int[(E^((-15 + 3*x)/(x + Log[x]))*(15*x^3 + 12*x^4 + 3*x^5 + E^x*(-15 - 12*x - x^3) + (-15*x^2 - 12*x^3 - 2*x^4)*Log[15] + (9*x^4 + E^x*(-3*x - 2*x^2) - 7*x^3*Log[15])*Log[x] + (-(E^x*x) + 3*x^3 - 2*x^2*Log[15])*Log[x]^2))/(2*x^3 + 4*x^2*Log[x] + 2*x*Log[x]^2),x]","\int \frac{e^{\frac{-15+3 x}{x+\log (x)}} \left(15 x^3+12 x^4+3 x^5+e^x \left(-15-12 x-x^3\right)+\left(-15 x^2-12 x^3-2 x^4\right) \log (15)+\left(9 x^4+e^x \left(-3 x-2 x^2\right)-7 x^3 \log (15)\right) \log (x)+\left(-e^x x+3 x^3-2 x^2 \log (15)\right) \log ^2(x)\right)}{2 x^3+4 x^2 \log (x)+2 x \log ^2(x)} \, dx","\frac{1}{2} e^{\frac{3 (x-5)}{x+\log (x)}} \left(x^2 (x-\log (15))-e^x\right)",1,"-1/2*Defer[Int][E^(x + (-15 + 3*x)/(x + Log[x])), x] - Log[15]*Defer[Int][E^((-15 + 3*x)/(x + Log[x]))*x, x] + (3*Defer[Int][E^((-15 + 3*x)/(x + Log[x]))*x^2, x])/2 - 6*Defer[Int][E^(x + (-15 + 3*x)/(x + Log[x]))/(x + Log[x])^2, x] - (15*Defer[Int][E^(x + (-15 + 3*x)/(x + Log[x]))/(x*(x + Log[x])^2), x])/2 - (15*Log[15]*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x)/(x + Log[x])^2, x])/2 + (3*Defer[Int][(E^(x + (-15 + 3*x)/(x + Log[x]))*x)/(x + Log[x])^2, x])/2 + (15*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^2)/(x + Log[x])^2, x])/2 - 6*Log[15]*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^2)/(x + Log[x])^2, x] + 6*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^3)/(x + Log[x])^2, x] + (3*Log[15]*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^3)/(x + Log[x])^2, x])/2 - (3*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^4)/(x + Log[x])^2, x])/2 - (3*Defer[Int][E^(x + (-15 + 3*x)/(x + Log[x]))/(x + Log[x]), x])/2 - (3*Log[15]*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^2)/(x + Log[x]), x])/2 + (3*Defer[Int][(E^((-15 + 3*x)/(x + Log[x]))*x^3)/(x + Log[x]), x])/2","F",0,0,0,0,-1,"{}"
4135,1,23,0,0.0277022,"\int \frac{8+x-x^3-10 e^{10} x^{12}-x \log (x)}{x^3} \, dx","Int[(8 + x - x^3 - 10*E^10*x^12 - x*Log[x])/x^3,x]","-e^{10} x^{10}-\frac{4}{x^2}-x+\frac{\log (x)}{x}","-\frac{4}{x^2}-e^{5 \left(\log \left(x^2\right)+2\right)}-x+\frac{\log (x)}{x}+4",1,"-4/x^2 - x - E^10*x^10 + Log[x]/x","A",5,2,25,0.08000,1,"{14, 2304}"
4136,1,14,0,0.0065289,"\int \left(30 x \log (2)+16 x \log (2) \log (4)+2 x \log (2) \log ^2(4)\right) \, dx","Int[30*x*Log[2] + 16*x*Log[2]*Log[4] + 2*x*Log[2]*Log[4]^2,x]","x^2 \log (2) (3+\log (4)) (5+\log (4))","\log (2) \left(x \left(-x+\frac{4}{x}+x (4+\log (4))^2\right)+e^4\right)-3",1,"x^2*Log[2]*(3 + Log[4])*(5 + Log[4])","A",4,3,22,0.1364,1,"{6, 12, 30}"
4137,0,0,0,12.6725359,"\int \frac{\left(810+385 x-10 x^2\right) \log (5)+\left(-810-395 x+5 x^2\right) \log (5) \log \left(\frac{1}{81} \left(81 x-x^2\right)\right)+(81-x) \log (5) \log ^2\left(\frac{1}{81} \left(81 x-x^2\right)\right)}{-4050 x^2-1975 x^3+25 x^4+\left(1620 x+790 x^2-10 x^3\right) \log (2+x) \log \left(\frac{1}{81} \left(81 x-x^2\right)\right)+\left(-162-79 x+x^2\right) \log ^2(2+x) \log ^2\left(\frac{1}{81} \left(81 x-x^2\right)\right)} \, dx","Int[((810 + 385*x - 10*x^2)*Log[5] + (-810 - 395*x + 5*x^2)*Log[5]*Log[(81*x - x^2)/81] + (81 - x)*Log[5]*Log[(81*x - x^2)/81]^2)/(-4050*x^2 - 1975*x^3 + 25*x^4 + (1620*x + 790*x^2 - 10*x^3)*Log[2 + x]*Log[(81*x - x^2)/81] + (-162 - 79*x + x^2)*Log[2 + x]^2*Log[(81*x - x^2)/81]^2),x]","\int \frac{\left(810+385 x-10 x^2\right) \log (5)+\left(-810-395 x+5 x^2\right) \log (5) \log \left(\frac{1}{81} \left(81 x-x^2\right)\right)+(81-x) \log (5) \log ^2\left(\frac{1}{81} \left(81 x-x^2\right)\right)}{-4050 x^2-1975 x^3+25 x^4+\left(1620 x+790 x^2-10 x^3\right) \log (2+x) \log \left(\frac{1}{81} \left(81 x-x^2\right)\right)+\left(-162-79 x+x^2\right) \log ^2(2+x) \log ^2\left(\frac{1}{81} \left(81 x-x^2\right)\right)} \, dx","\frac{\log (5)}{\log (x+2)-\frac{5 x}{\log \left(x-\frac{x^2}{81}\right)}}",1,"Log[5]/Log[2 + x] - 10*Log[5]*Defer[Int][(5*x - Log[2 + x]*Log[x - x^2/81])^(-2), x] - 405*Log[5]*Defer[Int][1/((-81 + x)*(5*x - Log[2 + x]*Log[x - x^2/81])^2), x] - 100*Log[5]*Defer[Int][1/((2 + x)*Log[2 + x]^2*(5*x - Log[2 + x]*Log[x - x^2/81])^2), x] - 20*Log[5]*Defer[Int][1/((2 + x)*Log[2 + x]^2*(5*x - Log[2 + x]*Log[x - x^2/81])), x] + 50*Log[5]*Defer[Int][1/(Log[2 + x]^2*(-5*x + Log[2 + x]*Log[x - x^2/81])^2), x] - 25*Log[5]*Defer[Int][x/(Log[2 + x]^2*(-5*x + Log[2 + x]*Log[x - x^2/81])^2), x] + 25*Log[5]*Defer[Int][x/(Log[2 + x]*(-5*x + Log[2 + x]*Log[x - x^2/81])^2), x] - 10*Log[5]*Defer[Int][1/(Log[2 + x]^2*(-5*x + Log[2 + x]*Log[x - x^2/81])), x] + 5*Log[5]*Defer[Int][1/(Log[2 + x]*(-5*x + Log[2 + x]*Log[x - x^2/81])), x]","F",0,0,0,0,-1,"{}"
4138,0,0,0,32.5230869,"\int \frac{\exp \left(\frac{-5 e^{-1+x}-14 x-5 x^2+e^x \left(e^{-1+x}+3 x+x^2\right)+\left(5-e^x\right) \log \left(x^2\right)}{x}\right) \left(10+e^{-1+x} (5-5 x)-5 x^2+e^x \left(-2+4 x^2+x^3+e^{-1+x} (-1+2 x)\right)+\left(-5+e^x (1-x)\right) \log \left(x^2\right)\right)}{x^2} \, dx","Int[(E^((-5*E^(-1 + x) - 14*x - 5*x^2 + E^x*(E^(-1 + x) + 3*x + x^2) + (5 - E^x)*Log[x^2])/x)*(10 + E^(-1 + x)*(5 - 5*x) - 5*x^2 + E^x*(-2 + 4*x^2 + x^3 + E^(-1 + x)*(-1 + 2*x)) + (-5 + E^x*(1 - x))*Log[x^2]))/x^2,x]","\int \frac{\exp \left(\frac{-5 e^{-1+x}-14 x-5 x^2+e^x \left(e^{-1+x}+3 x+x^2\right)+\left(5-e^x\right) \log \left(x^2\right)}{x}\right) \left(10+e^{-1+x} (5-5 x)-5 x^2+e^x \left(-2+4 x^2+x^3+e^{-1+x} (-1+2 x)\right)+\left(-5+e^x (1-x)\right) \log \left(x^2\right)\right)}{x^2} \, dx","e^{\left(5-e^x\right) \left(\frac{\log \left(x^2\right)-e^{x-1}}{x}-x-3\right)+1}",1,"-5*Defer[Int][E^(-14 - (5*E^(-1 + x))/x - 5*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x), x] + 4*Defer[Int][E^(-14 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x), x] + 10*Defer[Int][E^(-14 - (5*E^(-1 + x))/x - 5*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)/x^2, x] + (5 - 2*E)*Defer[Int][E^(-15 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)/x^2, x] - Defer[Int][E^(-15 - (5*E^(-1 + x))/x - 3*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)/x^2, x] - 5*Defer[Int][E^(-15 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)/x, x] + 2*Defer[Int][E^(-15 - (5*E^(-1 + x))/x - 3*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)/x, x] + Defer[Int][E^(-14 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)*x, x] - 5*Defer[Int][(E^(-14 - (5*E^(-1 + x))/x - 5*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)*Log[x^2])/x^2, x] + Defer[Int][(E^(-14 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)*Log[x^2])/x^2, x] - Defer[Int][(E^(-14 - (5*E^(-1 + x))/x - 4*x + (E^x*(E^(-1 + x) + 3*x + x^2))/x + ((5 - E^x)*Log[x^2])/x)*Log[x^2])/x, x]","F",0,0,0,0,-1,"{}"
4139,0,0,0,0.5219125,"\int \frac{-15+10 e^x x^2}{3 x-3 x^2+2 e^x x^2} \, dx","Int[(-15 + 10*E^x*x^2)/(3*x - 3*x^2 + 2*E^x*x^2),x]","\int \frac{-15+10 e^x x^2}{3 x-3 x^2+2 e^x x^2} \, dx","5 \left(\log \left(\frac{2 e^x}{3}+\frac{1}{x}-1\right)-e^{e^4}\right)",1,"5*x - 15*Defer[Int][(3 - 3*x + 2*E^x*x)^(-1), x] - 15*Defer[Int][1/(x*(3 - 3*x + 2*E^x*x)), x] + 15*Defer[Int][x/(3 - 3*x + 2*E^x*x), x]","F",0,0,0,0,-1,"{}"
4140,1,86,0,0.1601062,"\int \left(\left(4-2 e^2\right) \log (x)+\left(8-e^2\right) \log ^2(x)+\left(6 \log (x)+3 \log ^2(x)\right) \log \left(9 x^2\right)\right) \, dx","Int[(4 - 2*E^2)*Log[x] + (8 - E^2)*Log[x]^2 + (6*Log[x] + 3*Log[x]^2)*Log[9*x^2],x]","3 x \log \left(9 x^2\right) \log ^2(x)+2 \left(8-e^2\right) x-2 \left(2-e^2\right) x-12 x+\left(8-e^2\right) x \log ^2(x)-6 x \log ^2(x)-2 \left(8-e^2\right) x \log (x)+2 \left(2-e^2\right) x \log (x)+12 x \log (x)","x \log ^2(x) \left(3 \log \left(9 x^2\right)-e^2+2\right)",1,"-12*x - 2*(2 - E^2)*x + 2*(8 - E^2)*x + 12*x*Log[x] + 2*(2 - E^2)*x*Log[x] - 2*(8 - E^2)*x*Log[x] - 6*x*Log[x]^2 + (8 - E^2)*x*Log[x]^2 + 3*x*Log[x]^2*Log[9*x^2]","B",16,7,41,0.1707,1,"{2295, 2296, 6688, 12, 2361, 2360, 6742}"
4141,1,21,0,0.3363056,"\int \frac{-2 x+e^{3 x+6 x^2+3 x^3} \left(1+3 x+12 x^2+9 x^3\right)}{e^{6 x+12 x^2+6 x^3} x^2-2 e^{3 x+6 x^2+3 x^3} x^3+x^4} \, dx","Int[(-2*x + E^(3*x + 6*x^2 + 3*x^3)*(1 + 3*x + 12*x^2 + 9*x^3))/(E^(6*x + 12*x^2 + 6*x^3)*x^2 - 2*E^(3*x + 6*x^2 + 3*x^3)*x^3 + x^4),x]","-\frac{1}{\left(e^{3 x (x+1)^2}-x\right) x}","\frac{1}{x \left(x-e^{x (x+1) (3 x+3)}\right)}-3",1,"-(1/((E^(3*x*(1 + x)^2) - x)*x))","A",2,2,84,0.02381,1,"{6688, 6687}"
4142,1,11,0,0.0036796,"\int (8+5 \log (4 x)) \, dx","Int[8 + 5*Log[4*x],x]","3 x+5 x \log (4 x)","2 \left(\frac{3 x}{2}+6\right)+5 x \log (4 x)",1,"3*x + 5*x*Log[4*x]","A",2,1,8,0.1250,1,"{2295}"
4143,1,7,0,0.0013654,"\int \frac{\log (3)}{x^2} \, dx","Int[Log[3]/x^2,x]","-\frac{\log (3)}{x}","\log \left(\frac{3^{-1/x}}{5}\right)",1,"-(Log[3]/x)","A",2,2,6,0.3333,1,"{12, 30}"
4144,1,81,0,0.3217685,"\int \frac{25-260 x+130 x^2-15 x^3+e^4 \left(-5+40 x-10 x^2\right)+e^x \left(5+15 x-30 x^2+5 x^3\right)+\left(5 x-5 e^x x\right) \log \left(-\frac{4}{x}\right)}{x} \, dx","Int[(25 - 260*x + 130*x^2 - 15*x^3 + E^4*(-5 + 40*x - 10*x^2) + E^x*(5 + 15*x - 30*x^2 + 5*x^3) + (5*x - 5*E^x*x)*Log[-4/x])/x,x]","-5 x^3+5 e^x x^2+5 \left(13-e^4\right) x^2-40 e^x x-20 \left(13-2 e^4\right) x+5 x+55 e^x+5 x \log \left(-\frac{4}{x}\right)-5 e^x \log \left(-\frac{4}{x}\right)+5 \left(5-e^4\right) \log (x)","5 \left(x-e^x+e^4-5\right) \left(-(4-x)^2+\log \left(-\frac{4}{x}\right)+5\right)",1,"55*E^x + 5*x - 40*E^x*x - 20*(13 - 2*E^4)*x + 5*E^x*x^2 + 5*(13 - E^4)*x^2 - 5*x^3 - 5*E^x*Log[-4/x] + 5*x*Log[-4/x] + 5*(5 - E^4)*Log[x]","B",20,8,69,0.1159,1,"{14, 6742, 2199, 2194, 2178, 2176, 2554, 2295}"
4145,0,0,0,17.2726621,"\int \frac{e^{\frac{1}{10} \left(-x+10 x^2\right)} \left(e^{2 x+\frac{1}{10} \left(x-10 x^2\right)} \left(-10+10 x+20 x^3+10 x^4+10 x^5\right)+e^{2 e^{\frac{1}{10} \left(-x+10 x^2\right)} x} \left(10 x^3-x^4+20 x^5\right)+e^{x+e^{\frac{1}{10} \left(-x+10 x^2\right)} x} \left(-10 x^2+x^3-30 x^4+x^5-20 x^6+e^{\frac{1}{10} \left(x-10 x^2\right)} \left(10 x-10 x^2-10 x^3-10 x^4\right)\right)\right)}{5 x^3} \, dx","Int[(E^((-x + 10*x^2)/10)*(E^(2*x + (x - 10*x^2)/10)*(-10 + 10*x + 20*x^3 + 10*x^4 + 10*x^5) + E^(2*E^((-x + 10*x^2)/10)*x)*(10*x^3 - x^4 + 20*x^5) + E^(x + E^((-x + 10*x^2)/10)*x)*(-10*x^2 + x^3 - 30*x^4 + x^5 - 20*x^6 + E^((x - 10*x^2)/10)*(10*x - 10*x^2 - 10*x^3 - 10*x^4))))/(5*x^3),x]","\int \frac{e^{\frac{1}{10} \left(-x+10 x^2\right)} \left(e^{2 x+\frac{1}{10} \left(x-10 x^2\right)} \left(-10+10 x+20 x^3+10 x^4+10 x^5\right)+e^{2 e^{\frac{1}{10} \left(-x+10 x^2\right)} x} \left(10 x^3-x^4+20 x^5\right)+e^{x+e^{\frac{1}{10} \left(-x+10 x^2\right)} x} \left(-10 x^2+x^3-30 x^4+x^5-20 x^6+e^{\frac{1}{10} \left(x-10 x^2\right)} \left(10 x-10 x^2-10 x^3-10 x^4\right)\right)\right)}{5 x^3} \, dx","\left(e^{e^{x^2-\frac{x}{10}} x}-e^x x-\frac{e^x}{x}\right)^2",1,"2*E^(2*x) + E^(2*x)/x^2 + E^(2*x)*x^2 - 2*Defer[Int][E^(x + E^(-1/10*x + x^2)*x), x] + Defer[Int][E^((9*x)/10 + E^(-1/10*x + x^2)*x + x^2), x]/5 + 2*Defer[Int][E^(-1/10*x + 2*E^(-1/10*x + x^2)*x + x^2), x] + 2*Defer[Int][E^(x + E^(-1/10*x + x^2)*x)/x^2, x] - 2*Defer[Int][E^(x + E^(-1/10*x + x^2)*x)/x, x] - 2*Defer[Int][E^((9*x)/10 + E^(-1/10*x + x^2)*x + x^2)/x, x] - 2*Defer[Int][E^(x + E^(-1/10*x + x^2)*x)*x, x] - 6*Defer[Int][E^((9*x)/10 + E^(-1/10*x + x^2)*x + x^2)*x, x] - Defer[Int][E^(-1/10*x + 2*E^(-1/10*x + x^2)*x + x^2)*x, x]/5 + Defer[Int][E^((9*x)/10 + E^(-1/10*x + x^2)*x + x^2)*x^2, x]/5 + 4*Defer[Int][E^(-1/10*x + 2*E^(-1/10*x + x^2)*x + x^2)*x^2, x] - 4*Defer[Int][E^((9*x)/10 + E^(-1/10*x + x^2)*x + x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
4146,0,0,0,11.2726257,"\int \frac{-80 x^2+80 x^3-23 x^4+2 x^5+\left(50-20 x+2 x^2\right) \log (x)+\left(-25+10 x-x^2\right) \log ^2(x)}{-80 x^3+56 x^4-13 x^5+x^6+\left(25 x-10 x^2+x^3\right) \log ^2(x)} \, dx","Int[(-80*x^2 + 80*x^3 - 23*x^4 + 2*x^5 + (50 - 20*x + 2*x^2)*Log[x] + (-25 + 10*x - x^2)*Log[x]^2)/(-80*x^3 + 56*x^4 - 13*x^5 + x^6 + (25*x - 10*x^2 + x^3)*Log[x]^2),x]","\int \frac{-80 x^2+80 x^3-23 x^4+2 x^5+\left(50-20 x+2 x^2\right) \log (x)+\left(-25+10 x-x^2\right) \log ^2(x)}{-80 x^3+56 x^4-13 x^5+x^6+\left(25 x-10 x^2+x^3\right) \log ^2(x)} \, dx","\log \left((x-3) x-\frac{x}{5-x}+\frac{\log ^2(x)}{x}\right)",1,"-Log[x] - 5*Defer[Int][((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2)^(-1), x] - 25*Defer[Int][1/((-5 + x)*((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2)), x] + 31*Defer[Int][x/((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2), x] - 21*Defer[Int][x^2/((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2), x] + 3*Defer[Int][x^3/((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2), x] + 2*Defer[Int][Log[x]/((-4 + x)^2*x^2 + (-5 + x)*Log[x]^2), x] - 10*Defer[Int][Log[x]/((-4 + x)^2*x^3 + (-5 + x)*x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
4147,1,14,0,0.1450193,"\int \frac{e^{\frac{-150-x^4}{5 x^2}} \left(300-2 x^4\right)}{5 x^3} \, dx","Int[(E^((-150 - x^4)/(5*x^2))*(300 - 2*x^4))/(5*x^3),x]","e^{-\frac{x^4+150}{5 x^2}}","e^{\frac{1}{5} \left(-x^2-\frac{150}{x^2}\right)}",1,"E^(-1/5*(150 + x^4)/x^2)","A",2,2,30,0.06667,1,"{12, 6706}"
4148,1,14,0,0.1100933,"\int \frac{5 \log (5)+(5+x) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(5*Log[5] + (5 + x)*Log[x]^2)/(x*Log[x]^2),x]","x+5 \log (x)-\frac{5 \log (5)}{\log (x)}","x-5 \left(-x+\log \left(\frac{e^x}{x}\right)+\frac{\log (5)}{\log (x)}-\frac{11}{5}\right)",1,"x - (5*Log[5])/Log[x] + 5*Log[x]","A",6,4,21,0.1905,1,"{6742, 43, 2302, 30}"
4149,1,18,0,0.0040538,"\int \left(-e^{3+e^5+x}+x^3\right) \, dx","Int[-E^(3 + E^5 + x) + x^3,x]","\frac{x^4}{4}-e^{x+e^5+3}","\frac{x^4}{4}-e^{x+e^5+3}",1,"-E^(3 + E^5 + x) + x^4/4","A",2,1,14,0.07143,1,"{2194}"
4150,0,0,0,0.7951505,"\int \frac{30 x^3-30 x^4+e^{e^x} \left(-9-5 x^2+e^x \left(9 x-9 x^2+5 x^3-5 x^4\right)\right)+\left(-27 x^2-15 x^4\right) \log \left(\frac{1}{9} \left(45+25 x^2\right)\right)}{9 x^2+5 x^4} \, dx","Int[(30*x^3 - 30*x^4 + E^E^x*(-9 - 5*x^2 + E^x*(9*x - 9*x^2 + 5*x^3 - 5*x^4)) + (-27*x^2 - 15*x^4)*Log[(45 + 25*x^2)/9])/(9*x^2 + 5*x^4),x]","\int \frac{30 x^3-30 x^4+e^{e^x} \left(-9-5 x^2+e^x \left(9 x-9 x^2+5 x^3-5 x^4\right)\right)+\left(-27 x^2-15 x^4\right) \log \left(\frac{1}{9} \left(45+25 x^2\right)\right)}{9 x^2+5 x^4} \, dx","\frac{(1-x) \left(3 x \log \left(\frac{25 x^2}{9}+5\right)+e^{e^x}\right)}{x}",1,"-E^E^x - 3*x*Log[5 + (25*x^2)/9] + 3*Log[9 + 5*x^2] - Defer[Int][E^E^x/x^2, x] + Defer[Int][E^(E^x + x)/x, x]","F",0,0,0,0,-1,"{}"
4151,1,9,0,0.0120887,"\int 2 e^{1+e^{1+2 x}+2 x} \, dx","Int[2*E^(1 + E^(1 + 2*x) + 2*x),x]","e^{e^{2 x+1}}","e^{e^{2 x+1}}-\log (3)",1,"E^E^(1 + 2*x)","A",3,3,16,0.1875,1,"{12, 2282, 2194}"
4152,0,0,0,1.4745418,"\int \frac{4 x^2+e^{625 x^6} \left(2-7500 x^6\right)}{3 e^{1250 x^6}+12 x^4+12 x^3 \log (4)+3 x^2 \log ^2(4)+e^{625 x^6} \left(-12 x^2-6 x \log (4)\right)} \, dx","Int[(4*x^2 + E^(625*x^6)*(2 - 7500*x^6))/(3*E^(1250*x^6) + 12*x^4 + 12*x^3*Log[4] + 3*x^2*Log[4]^2 + E^(625*x^6)*(-12*x^2 - 6*x*Log[4])),x]","\int \frac{4 x^2+e^{625 x^6} \left(2-7500 x^6\right)}{3 e^{1250 x^6}+12 x^4+12 x^3 \log (4)+3 x^2 \log ^2(4)+e^{625 x^6} \left(-12 x^2-6 x \log (4)\right)} \, dx","\frac{2}{3 \left(\frac{e^{625 x^6}}{x}-2 x-\log (4)\right)}",1,"(2*Defer[Int][(E^(625*x^6) - 2*x^2 - x*Log[4])^(-1), x])/3 + (2*Log[4]*Defer[Int][x/(-E^(625*x^6) + 2*x^2 + x*Log[4])^2, x])/3 + (8*Defer[Int][x^2/(-E^(625*x^6) + 2*x^2 + x*Log[4])^2, x])/3 - 2500*Log[4]*Defer[Int][x^7/(-E^(625*x^6) + 2*x^2 + x*Log[4])^2, x] - 5000*Defer[Int][x^8/(-E^(625*x^6) + 2*x^2 + x*Log[4])^2, x] + 2500*Defer[Int][x^6/(-E^(625*x^6) + 2*x^2 + x*Log[4]), x]","F",0,0,0,0,-1,"{}"
4153,0,0,0,0.7161225,"\int \frac{8+14 x^2+2 e^{2 x} x^2-12 x^3+2 x^4+e^x \left(-8+16 x^2-4 x^3\right)+\left(-18+12 x+7 x^2-6 x^3+x^4+e^{2 x} \left(-2+x^2\right)+e^x \left(-12+4 x+6 x^2-2 x^3\right)\right) \log \left(-2+x^2\right)}{-18+12 x+7 x^2-6 x^3+x^4+e^{2 x} \left(-2+x^2\right)+e^x \left(-12+4 x+6 x^2-2 x^3\right)} \, dx","Int[(8 + 14*x^2 + 2*E^(2*x)*x^2 - 12*x^3 + 2*x^4 + E^x*(-8 + 16*x^2 - 4*x^3) + (-18 + 12*x + 7*x^2 - 6*x^3 + x^4 + E^(2*x)*(-2 + x^2) + E^x*(-12 + 4*x + 6*x^2 - 2*x^3))*Log[-2 + x^2])/(-18 + 12*x + 7*x^2 - 6*x^3 + x^4 + E^(2*x)*(-2 + x^2) + E^x*(-12 + 4*x + 6*x^2 - 2*x^3)),x]","\int \frac{8+14 x^2+2 e^{2 x} x^2-12 x^3+2 x^4+e^x \left(-8+16 x^2-4 x^3\right)+\left(-18+12 x+7 x^2-6 x^3+x^4+e^{2 x} \left(-2+x^2\right)+e^x \left(-12+4 x+6 x^2-2 x^3\right)\right) \log \left(-2+x^2\right)}{-18+12 x+7 x^2-6 x^3+x^4+e^{2 x} \left(-2+x^2\right)+e^x \left(-12+4 x+6 x^2-2 x^3\right)} \, dx","x \left(\log \left(x^2-2\right)+\frac{4}{x-\left(-x+e^x+4\right) x}\right)+5",1,"x*Log[-2 + x^2] - 16*Defer[Int][(3 + E^x - x)^(-2), x] + 4*Defer[Int][(3 + E^x - x)^(-1), x] + 4*Defer[Int][x/(3 + E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
4154,0,0,0,1.8633258,"\int \frac{\left(200 x-80 x^2+8 x^3\right) \log \left(\frac{25}{x^2}\right)+\left(400 x-160 x^2+16 x^3+\left(200 x-120 x^2+16 x^3\right) \log \left(\frac{25}{x^2}\right)\right) \log \left(\frac{12}{x}\right)}{\log ^3\left(\frac{25}{x^2}\right) \log ^3\left(\frac{12}{x}\right)} \, dx","Int[((200*x - 80*x^2 + 8*x^3)*Log[25/x^2] + (400*x - 160*x^2 + 16*x^3 + (200*x - 120*x^2 + 16*x^3)*Log[25/x^2])*Log[12/x])/(Log[25/x^2]^3*Log[12/x]^3),x]","\int \frac{\left(200 x-80 x^2+8 x^3\right) \log \left(\frac{25}{x^2}\right)+\left(400 x-160 x^2+16 x^3+\left(200 x-120 x^2+16 x^3\right) \log \left(\frac{25}{x^2}\right)\right) \log \left(\frac{12}{x}\right)}{\log ^3\left(\frac{25}{x^2}\right) \log ^3\left(\frac{12}{x}\right)} \, dx","\frac{4 (5-x)^2 x^2}{\log ^2\left(\frac{25}{x^2}\right) \log ^2\left(\frac{12}{x}\right)}",1,"200*Defer[Int][x/(Log[25/x^2]^2*Log[12/x]^3), x] - 80*Defer[Int][x^2/(Log[25/x^2]^2*Log[12/x]^3), x] + 8*Defer[Int][x^3/(Log[25/x^2]^2*Log[12/x]^3), x] + 400*Defer[Int][x/(Log[25/x^2]^3*Log[12/x]^2), x] - 160*Defer[Int][x^2/(Log[25/x^2]^3*Log[12/x]^2), x] + 16*Defer[Int][x^3/(Log[25/x^2]^3*Log[12/x]^2), x] + 200*Defer[Int][x/(Log[25/x^2]^2*Log[12/x]^2), x] - 120*Defer[Int][x^2/(Log[25/x^2]^2*Log[12/x]^2), x] + 16*Defer[Int][x^3/(Log[25/x^2]^2*Log[12/x]^2), x]","F",0,0,0,0,-1,"{}"
4155,0,0,0,0.2597464,"\int \frac{10 x^2+10 x^2 \log (x)+(-8-10 x) \log ^2(x)+8 \log (x) \log \left(e^{\left.-\frac{2}{5}\right/x} x^2\right)+10 x \log ^2\left(e^{\left.-\frac{2}{5}\right/x} x^2\right)}{125 x^2} \, dx","Int[(10*x^2 + 10*x^2*Log[x] + (-8 - 10*x)*Log[x]^2 + 8*Log[x]*Log[x^2/E^(2/(5*x))] + 10*x*Log[x^2/E^(2/(5*x))]^2)/(125*x^2),x]","\int \frac{10 x^2+10 x^2 \log (x)+(-8-10 x) \log ^2(x)+8 \log (x) \log \left(e^{\left.-\frac{2}{5}\right/x} x^2\right)+10 x \log ^2\left(e^{\left.-\frac{2}{5}\right/x} x^2\right)}{125 x^2} \, dx","\frac{2}{25} \log (x) \left(\left(\log \left(e^{\left.-\frac{2}{5}\right/x} x^2\right)-\log (x)\right)^2+x\right)",1,"-4/(625*x^2) - (8*(1 + 5*x)^2)/(625*x^2) + (8*Log[x])/25 + (16*Log[x])/(125*x) + (2*x*Log[x])/25 - (8*(1 + 5*x)^2*Log[x])/(625*x^2) + (8*Log[x]^2)/(125*x) - (2*Log[x]^3)/75 - (8*Log[x^2/E^(2/(5*x))])/(125*x) - (8*Log[x]*Log[x^2/E^(2/(5*x))])/(125*x) + (2*Defer[Int][Log[x^2/E^(2/(5*x))]^2/x, x])/25","F",0,0,0,0,-1,"{}"
4156,1,22,0,0.0664983,"\int \frac{-26-10 x+13 x^2+5 x^3+e^4 \left(13 x+10 x^2\right)}{e^4 \left(13 x^2+5 x^3\right)} \, dx","Int[(-26 - 10*x + 13*x^2 + 5*x^3 + E^4*(13*x + 10*x^2))/(E^4*(13*x^2 + 5*x^3)),x]","\frac{x}{e^4}+\frac{2}{e^4 x}+\log (x)+\log (5 x+13)","\frac{x+\frac{2}{x}+4}{e^4}+\log (x (5 x+13))+3",1,"2/(E^4*x) + x/E^4 + Log[x] + Log[13 + 5*x]","A",4,3,45,0.06667,1,"{12, 1593, 1620}"
4157,0,0,0,1.2366063,"\int \frac{\exp \left(\frac{-10-2 x+\left(-3 x-x^2\right) \log (5)}{(5+x) \log (5)}\right) \left(15+10 x+x^2\right)}{25+10 x+x^2} \, dx","Int[(E^((-10 - 2*x + (-3*x - x^2)*Log[5])/((5 + x)*Log[5]))*(15 + 10*x + x^2))/(25 + 10*x + x^2),x]","\int \frac{\exp \left(\frac{-10-2 x+\left(-3 x-x^2\right) \log (5)}{(5+x) \log (5)}\right) \left(15+10 x+x^2\right)}{25+10 x+x^2} \, dx","1-e^{\frac{2 x}{x+5}-x-\frac{2}{\log (5)}}",1,"Defer[Int][E^((-10 - x^2*Log[5] - x*(2 + Log[125]))/((5 + x)*Log[5])), x] - 10*Defer[Int][E^((-10 - x^2*Log[5] - x*(2 + Log[125]))/((5 + x)*Log[5]))/(5 + x)^2, x]","F",0,0,0,0,-1,"{}"
4158,1,13,0,0.0441293,"\int \frac{5}{12} e^{-3+\frac{5}{12} e^{e^{-3+x}}+e^{-3+x}+x} \, dx","Int[(5*E^(-3 + (5*E^E^(-3 + x))/12 + E^(-3 + x) + x))/12,x]","e^{\frac{5 e^{e^{x-3}}}{12}}","e^{\frac{5 e^{e^{x-3}}}{12}}+6",1,"E^((5*E^E^(-3 + x))/12)","A",4,3,25,0.1200,1,"{12, 2282, 2194}"
4159,1,28,0,0.6736223,"\int \frac{e^{-3-e^x+e^{\frac{-3-e^3 x}{e^3 x}}-x} \left(3 e^{\frac{-3-e^3 x}{e^3 x}}-e^3 x^2-e^{3+x} x^2\right)}{x^2} \, dx","Int[(E^(-3 - E^x + E^((-3 - E^3*x)/(E^3*x)) - x)*(3*E^((-3 - E^3*x)/(E^3*x)) - E^3*x^2 - E^(3 + x)*x^2))/x^2,x]","e^{-x-e^x+e^{-\frac{e^3 x+3}{e^3 x}}}","e^{-x+e^{-\frac{3}{e^3 x}-1}-e^x}",1,"E^(-E^x + E^(-((3 + E^3*x)/(E^3*x))) - x)","A",1,1,71,0.01408,1,"{6706}"
4160,1,30,0,0.3211814,"\int \frac{1}{2} \left(e^x \left(16+e^4 \left(6+x^4\right)\right)+e^{4+x} \left(6+6 x+5 x^4+x^5\right) \log (x)\right) \, dx","Int[(E^x*(16 + E^4*(6 + x^4)) + E^(4 + x)*(6 + 6*x + 5*x^4 + x^5)*Log[x])/2,x]","\frac{1}{2} e^{x+4} x^5 \log (x)+8 e^x+3 e^{x+4} x \log (x)","2 e^x \left(\frac{1}{4} e^4 x \left(x^4+6\right) \log (x)+4\right)",1,"8*E^x + 3*E^(4 + x)*x*Log[x] + (E^(4 + x)*x^5*Log[x])/2","A",22,5,41,0.1220,1,"{12, 2196, 2194, 2176, 2554}"
4161,0,0,0,6.5886399,"\int \frac{e^{-\frac{5 x^2}{5 e^{2 x}-6 e^x x}} \left(100 e^{3 x}-240 e^{2 x} x+120 x^3-120 x^4+e^x \left(-56 x^2+200 x^3\right)\right)}{25 e^{3 x}-60 e^{2 x} x+36 e^x x^2} \, dx","Int[(100*E^(3*x) - 240*E^(2*x)*x + 120*x^3 - 120*x^4 + E^x*(-56*x^2 + 200*x^3))/(E^((5*x^2)/(5*E^(2*x) - 6*E^x*x))*(25*E^(3*x) - 60*E^(2*x)*x + 36*E^x*x^2)),x]","\int \frac{e^{-\frac{5 x^2}{5 e^{2 x}-6 e^x x}} \left(100 e^{3 x}-240 e^{2 x} x+120 x^3-120 x^4+e^x \left(-56 x^2+200 x^3\right)\right)}{25 e^{3 x}-60 e^{2 x} x+36 e^x x^2} \, dx","4 e^{\frac{e^{-x} x^2}{\frac{6 x}{5}-e^x}} x",1,"4*Defer[Int][E^((-5*x^2)/(E^x*(5*E^x - 6*x))), x] - 40*Defer[Int][(E^(-x - (5*x^2)/(E^x*(5*E^x - 6*x)))*x^2)/(5*E^x - 6*x), x] - 120*Defer[Int][(E^(-x - (5*x^2)/(E^x*(5*E^x - 6*x)))*x^3)/(5*E^x - 6*x)^2, x] + 40*Defer[Int][(E^(-x - (5*x^2)/(E^x*(5*E^x - 6*x)))*x^3)/(5*E^x - 6*x), x] + 120*Defer[Int][(E^(-x - (5*x^2)/(E^x*(5*E^x - 6*x)))*x^4)/(5*E^x - 6*x)^2, x]","F",0,0,0,0,-1,"{}"
4162,1,65,0,0.2797781,"\int \frac{e^{3 x+9 e^{4+x} x} \left(2+6 x+3 x^2+e^{4+x} \left(18 x+27 x^2+9 x^3\right)\right)}{4+4 x+x^2} \, dx","Int[(E^(3*x + 9*E^(4 + x)*x)*(2 + 6*x + 3*x^2 + E^(4 + x)*(18*x + 27*x^2 + 9*x^3)))/(4 + 4*x + x^2),x]","\frac{e^{9 e^{x+4} x+3 x} \left(x^2+3 e^{x+4} \left(x^3+3 x^2+2 x\right)+2 x\right)}{(x+2)^2 \left(3 e^{x+4} x+3 e^{x+4}+1\right)}","\frac{e^{3 \left(3 e^{x+4} x+x\right)} x}{x+2}+3",1,"(E^(3*x + 9*E^(4 + x)*x)*(2*x + x^2 + 3*E^(4 + x)*(2*x + 3*x^2 + x^3)))/((2 + x)^2*(1 + 3*E^(4 + x) + 3*E^(4 + x)*x))","B",2,2,55,0.03636,1,"{27, 2288}"
4163,-1,0,0,180.0003013,"\int \frac{-4 e^{10 x}-80 e^{8 x} x-640 e^{6 x} x^2-2560 e^{4 x} x^3-5120 e^{2 x} x^4-4096 x^5+\exp \left(\frac{65536 x^2+25 e^{8 x} x^2+400 e^{6 x} x^3-40960 x^4+6400 x^6+e^{4 x} \left(-2560 x^2+2400 x^4\right)+e^{2 x} \left(-20480 x^3+6400 x^5\right)}{e^{8 x}+16 e^{6 x} x+96 e^{4 x} x^2+256 e^{2 x} x^3+256 x^4}\right) \left(-1572864 x^4+6144 x^6+153600 x^8+e^{10 x} \left(6 x+150 x^3\right)+e^{8 x} \left(120 x^2+3000 x^4\right)+e^{6 x} \left(-14400 x^3+30720 x^4+24000 x^5\right)+e^{4 x} \left(-119040 x^4+245760 x^5+96000 x^6\right)+e^{2 x} \left(393216 x^3-1572864 x^4-238080 x^5+491520 x^6+192000 x^7\right)\right)}{3 e^{10 x}+60 e^{8 x} x+480 e^{6 x} x^2+1920 e^{4 x} x^3+3840 e^{2 x} x^4+3072 x^5} \, dx","Int[(-4*E^(10*x) - 80*E^(8*x)*x - 640*E^(6*x)*x^2 - 2560*E^(4*x)*x^3 - 5120*E^(2*x)*x^4 - 4096*x^5 + E^((65536*x^2 + 25*E^(8*x)*x^2 + 400*E^(6*x)*x^3 - 40960*x^4 + 6400*x^6 + E^(4*x)*(-2560*x^2 + 2400*x^4) + E^(2*x)*(-20480*x^3 + 6400*x^5))/(E^(8*x) + 16*E^(6*x)*x + 96*E^(4*x)*x^2 + 256*E^(2*x)*x^3 + 256*x^4))*(-1572864*x^4 + 6144*x^6 + 153600*x^8 + E^(10*x)*(6*x + 150*x^3) + E^(8*x)*(120*x^2 + 3000*x^4) + E^(6*x)*(-14400*x^3 + 30720*x^4 + 24000*x^5) + E^(4*x)*(-119040*x^4 + 245760*x^5 + 96000*x^6) + E^(2*x)*(393216*x^3 - 1572864*x^4 - 238080*x^5 + 491520*x^6 + 192000*x^7)))/(3*E^(10*x) + 60*E^(8*x)*x + 480*E^(6*x)*x^2 + 1920*E^(4*x)*x^3 + 3840*E^(2*x)*x^4 + 3072*x^5),x]","\text{\$Aborted}","\left(e^{x^2 \left(\frac{16}{\left(x+\frac{e^{2 x}}{4}\right)^2}-5\right)^2}-\frac{4}{3 x}\right) x^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
4164,1,44,0,0.0977407,"\int \frac{x^2+e^{\frac{-2-3 x+5 x^2+x^3}{x^2}} \left(-4-3 x-x^2-x^3\right)}{x^2} \, dx","Int[(x^2 + E^((-2 - 3*x + 5*x^2 + x^3)/x^2)*(-4 - 3*x - x^2 - x^3))/x^2,x]","x-\frac{e^{-\frac{2}{x^2}+x-\frac{3}{x}+5} \left(x^3+3 x+4\right)}{\left(\frac{4}{x^3}+\frac{3}{x^2}+1\right) x^2}","-e^{\frac{(x-2) (x+1)^2}{x^2}+5} x+x+14",1,"x - (E^(5 - 2/x^2 - 3/x + x)*(4 + 3*x + x^3))/((1 + 4/x^3 + 3/x^2)*x^2)","A",3,2,43,0.04651,1,"{14, 2288}"
4165,1,22,0,0.0832979,"\int \frac{10 x^2-5 x^4+\left(40 x-40 x^3\right) \log \left(4+4 \log (5)+\log ^2(5)\right)+\left(80-80 x^2\right) \log ^2\left(4+4 \log (5)+\log ^2(5)\right)}{x^4+8 x^3 \log \left(4+4 \log (5)+\log ^2(5)\right)+16 x^2 \log ^2\left(4+4 \log (5)+\log ^2(5)\right)} \, dx","Int[(10*x^2 - 5*x^4 + (40*x - 40*x^3)*Log[4 + 4*Log[5] + Log[5]^2] + (80 - 80*x^2)*Log[4 + 4*Log[5] + Log[5]^2]^2)/(x^4 + 8*x^3*Log[4 + 4*Log[5] + Log[5]^2] + 16*x^2*Log[4 + 4*Log[5] + Log[5]^2]^2),x]","-5 x-\frac{5}{x}-\frac{5}{x+8 \log (2+\log (5))}","-5 x-\frac{5}{x}-\frac{5}{x+8 \log (2+\log (5))}+25",1,"-5/x - 5*x - 5/(x + 8*Log[2 + Log[5]])","A",4,3,94,0.03191,1,"{1594, 27, 1620}"
4166,0,0,0,1.6914326,"\int \frac{-36+e^{x+x^2 \log (3 x)} \left(-16+16 x+16 x^2+32 x^2 \log (3 x)\right)}{81+16 e^{2 x+2 x^2 \log (3 x)}+e^{x+x^2 \log (3 x)} (72-32 x)-72 x+16 x^2} \, dx","Int[(-36 + E^(x + x^2*Log[3*x])*(-16 + 16*x + 16*x^2 + 32*x^2*Log[3*x]))/(81 + 16*E^(2*x + 2*x^2*Log[3*x]) + E^(x + x^2*Log[3*x])*(72 - 32*x) - 72*x + 16*x^2),x]","\int \frac{-36+e^{x+x^2 \log (3 x)} \left(-16+16 x+16 x^2+32 x^2 \log (3 x)\right)}{81+16 e^{2 x+2 x^2 \log (3 x)}+e^{x+x^2 \log (3 x)} (72-32 x)-72 x+16 x^2} \, dx","\frac{x}{-e^{x^2 \log (3 x)+x}+x-\frac{9}{4}}",1,"-36*Defer[Int][(9 - 4*x + 4*3^x^2*E^x*x^x^2)^(-2), x] - 16*Defer[Int][E^(x + x^2*Log[3*x])/(9 - 4*x + 4*3^x^2*E^x*x^x^2)^2, x] + 16*Defer[Int][(E^(x + x^2*Log[3*x])*x)/(9 - 4*x + 4*3^x^2*E^x*x^x^2)^2, x] + 16*Defer[Int][(E^(x + x^2*Log[3])*x^(2 + x^2))/(9 - 4*x + 4*3^x^2*E^x*x^x^2)^2, x] + 32*Log[3*x]*Defer[Int][(E^(x + x^2*Log[3])*x^(2 + x^2))/(9 - 4*x + 4*3^x^2*E^x*x^x^2)^2, x] - 32*Defer[Int][Defer[Int][(3^x^2*E^x*x^(2 + x^2))/(9 - 4*x + 4*3^x^2*E^x*x^x^2)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
4167,1,26,0,0.0631473,"\int \frac{x^3-10 x^4-15 x^5+e^{\frac{e^2}{x^4}} \left(-20 e^2+10 x^4\right)}{x^3} \, dx","Int[(x^3 - 10*x^4 - 15*x^5 + E^(E^2/x^4)*(-20*E^2 + 10*x^4))/x^3,x]","-5 x^3-5 x^2+5 e^{\frac{e^2}{x^4}} x^2+x","5 \left(e^{\frac{e^2}{x^4}} x-x^2-x\right) x+x",1,"x - 5*x^2 + 5*E^(E^2/x^4)*x^2 - 5*x^3","A",3,2,39,0.05128,1,"{14, 2288}"
4168,1,27,0,0.0106534,"\int \frac{-i \pi -e^2 \log (3)-\log \left(4 e^2-4 \log (4)\right)}{x^2} \, dx","Int[((-I)*Pi - E^2*Log[3] - Log[4*E^2 - 4*Log[4]])/x^2,x]","\frac{i \pi +e^2 \log (3)+\log \left(4 \left(e^2-\log (4)\right)\right)}{x}","\frac{-x+i \pi +\log \left(-4 \left(\log (4)-e^2\right)\right)+e^2 \log (3)}{x}",1,"(I*Pi + E^2*Log[3] + Log[4*(E^2 - Log[4])])/x","A",2,2,30,0.06667,1,"{12, 30}"
4169,0,0,0,22.8444848,"\int \frac{-1+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} \left(2000-2200 x+840 x^2-136 x^3+8 x^4\right)}{-36+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} (24-12 x)+18 x+e^{2500-2000 x+600 x^2-80 x^3+4 x^4} (-4+2 x)+\left(-24+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} (8-4 x)+12 x\right) \log (-2+x)+(-4+2 x) \log ^2(-2+x)} \, dx","Int[(-1 + E^(1250 - 1000*x + 300*x^2 - 40*x^3 + 2*x^4)*(2000 - 2200*x + 840*x^2 - 136*x^3 + 8*x^4))/(-36 + E^(1250 - 1000*x + 300*x^2 - 40*x^3 + 2*x^4)*(24 - 12*x) + 18*x + E^(2500 - 2000*x + 600*x^2 - 80*x^3 + 4*x^4)*(-4 + 2*x) + (-24 + E^(1250 - 1000*x + 300*x^2 - 40*x^3 + 2*x^4)*(8 - 4*x) + 12*x)*Log[-2 + x] + (-4 + 2*x)*Log[-2 + x]^2),x]","\int \frac{-1+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} \left(2000-2200 x+840 x^2-136 x^3+8 x^4\right)}{-36+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} (24-12 x)+18 x+e^{2500-2000 x+600 x^2-80 x^3+4 x^4} (-4+2 x)+\left(-24+e^{1250-1000 x+300 x^2-40 x^3+2 x^4} (8-4 x)+12 x\right) \log (-2+x)+(-4+2 x) \log ^2(-2+x)} \, dx","\frac{1}{2 \left(-e^{2 (5-x)^4}+\log (x-2)+3\right)}",1,"-500*Defer[Int][E^(1250 + 1000*x + 300*x^2 + 40*x^3 + 2*x^4)/(3*E^(40*x*(25 + x^2)) - E^(1250 + 300*x^2 + 2*x^4) + E^(40*x*(25 + x^2))*Log[-2 + x])^2, x] - Defer[Int][E^(80*x*(25 + x^2))/((-2 + x)*(3*E^(40*x*(25 + x^2)) - E^(1250 + 300*x^2 + 2*x^4) + E^(40*x*(25 + x^2))*Log[-2 + x])^2), x]/2 + 300*Defer[Int][(E^(1250 + 1000*x + 300*x^2 + 40*x^3 + 2*x^4)*x)/(3*E^(40*x*(25 + x^2)) - E^(1250 + 300*x^2 + 2*x^4) + E^(40*x*(25 + x^2))*Log[-2 + x])^2, x] - 60*Defer[Int][(E^(1250 + 1000*x + 300*x^2 + 40*x^3 + 2*x^4)*x^2)/(3*E^(40*x*(25 + x^2)) - E^(1250 + 300*x^2 + 2*x^4) + E^(40*x*(25 + x^2))*Log[-2 + x])^2, x] + 4*Defer[Int][(E^(1250 + 1000*x + 300*x^2 + 40*x^3 + 2*x^4)*x^3)/(3*E^(40*x*(25 + x^2)) - E^(1250 + 300*x^2 + 2*x^4) + E^(40*x*(25 + x^2))*Log[-2 + x])^2, x]","F",0,0,0,0,-1,"{}"
4170,0,0,0,3.1708374,"\int \frac{\exp \left(e^{e^{\frac{1}{2} (-3 x+2 \log (-x+\log (3)))}}+e^{\frac{1}{2} (-3 x+2 \log (-x+\log (3)))}+\frac{1}{2} (-3 x+2 \log (-x+\log (3)))\right) (-2+3 x-3 \log (3))}{-2 x+2 \log (3)} \, dx","Int[(E^(E^E^((-3*x + 2*Log[-x + Log[3]])/2) + E^((-3*x + 2*Log[-x + Log[3]])/2) + (-3*x + 2*Log[-x + Log[3]])/2)*(-2 + 3*x - 3*Log[3]))/(-2*x + 2*Log[3]),x]","\int \frac{\exp \left(e^{e^{\frac{1}{2} (-3 x+2 \log (-x+\log (3)))}}+e^{\frac{1}{2} (-3 x+2 \log (-x+\log (3)))}+\frac{1}{2} (-3 x+2 \log (-x+\log (3)))\right) (-2+3 x-3 \log (3))}{-2 x+2 \log (3)} \, dx","e^{e^{e^{-3 x/2} x \left(\frac{\log (3)}{x}-1\right)}}+\frac{4}{3}",1,"-1/2*((2 + Log[27])*Defer[Int][3^E^((-3*x)/2)*E^(3^E^((-3*x)/2)/E^(x/E^((3*x)/2)) - (3*x)/2 - x/E^((3*x)/2)), x]) + Defer[Int][3^(1 + E^((-3*x)/2))*E^(3^E^((-3*x)/2)/E^(x/E^((3*x)/2)) - (3*x)/2 - x/E^((3*x)/2))*x, x]/2","F",0,0,0,0,-1,"{}"
4171,1,19,0,0.4544766,"\int \frac{e^{4 x \log (5) \log \left(e^{3 x}-x\right)} \left(-100 x \log (5)+300 e^{3 x} x \log (5)+\left(100 e^{3 x} \log (5)-100 x \log (5)\right) \log \left(e^{3 x}-x\right)\right)}{e^{3 x}-x} \, dx","Int[(E^(4*x*Log[5]*Log[E^(3*x) - x])*(-100*x*Log[5] + 300*E^(3*x)*x*Log[5] + (100*E^(3*x)*Log[5] - 100*x*Log[5])*Log[E^(3*x) - x]))/(E^(3*x) - x),x]","25 e^{4 x \log (5) \log \left(e^{3 x}-x\right)}","25 e^{4 x \log (5) \log \left(e^{3 x}-x\right)}",1,"25*E^(4*x*Log[5]*Log[E^(3*x) - x])","A",1,1,71,0.01408,1,"{6706}"
4172,1,38,0,0.4085894,"\int \frac{(20+180 x) \log (x)+(10-90 x) \log ^2(x)}{1+27 x+243 x^2+729 x^3} \, dx","Int[((20 + 180*x)*Log[x] + (10 - 90*x)*Log[x]^2)/(1 + 27*x + 243*x^2 + 729*x^3),x]","-\frac{10 x \log ^2(x)}{9 x+1}-\frac{10 \log ^2(x)}{9 (9 x+1)^2}+\frac{10 \log ^2(x)}{9}","2 \left(\frac{5 \log ^2(x)}{\left(\frac{1}{x}+9\right)^2 x}+1\right)",1,"(10*Log[x]^2)/9 - (10*Log[x]^2)/(9*(1 + 9*x)^2) - (10*x*Log[x]^2)/(1 + 9*x)","A",19,14,37,0.3784,1,"{6688, 12, 6742, 2357, 2319, 44, 2314, 31, 2347, 2344, 2301, 2317, 2391, 2318}"
4173,1,22,0,0.0341203,"\int \frac{-5+96 x \log ^3\left(\frac{16}{e x^3}\right)}{x^2} \, dx","Int[(-5 + 96*x*Log[16/(E*x^3)]^3)/x^2,x]","\frac{5}{x}-8 \left(-\log \left(\frac{1}{x^3}\right)+1-\log (16)\right)^4","\frac{5}{x}-8 \log ^4\left(\frac{16}{e x^3}\right)",1,"5/x - 8*(1 - Log[16] - Log[x^(-3)])^4","A",4,3,20,0.1500,1,"{14, 2302, 30}"
4174,1,19,0,0.0272545,"\int \frac{-45+x^2+2 x^3+4 e^{10+2 x^2} x^3}{x^2} \, dx","Int[(-45 + x^2 + 2*x^3 + 4*E^(10 + 2*x^2)*x^3)/x^2,x]","x^2+e^{2 x^2+10}+x+\frac{45}{x}","x^2+e^{2 x^2+10}+x+\frac{9 (5-x)}{x}",1,"E^(10 + 2*x^2) + 45/x + x + x^2","A",5,2,28,0.07143,1,"{14, 2209}"
4175,0,0,0,9.0601057,"\int \frac{\exp \left(\frac{-50 x-2 x^2}{-43-53 x-2 x^2+e^x \left(50 x+2 x^2\right)}\right) \left(2150+172 x+6 x^2+e^x \left(2500 x^2+200 x^3+4 x^4\right)\right)}{1849+4558 x+2981 x^2+212 x^3+4 x^4+e^x \left(-4300 x-5472 x^2-412 x^3-8 x^4\right)+e^{2 x} \left(2500 x^2+200 x^3+4 x^4\right)} \, dx","Int[(E^((-50*x - 2*x^2)/(-43 - 53*x - 2*x^2 + E^x*(50*x + 2*x^2)))*(2150 + 172*x + 6*x^2 + E^x*(2500*x^2 + 200*x^3 + 4*x^4)))/(1849 + 4558*x + 2981*x^2 + 212*x^3 + 4*x^4 + E^x*(-4300*x - 5472*x^2 - 412*x^3 - 8*x^4) + E^(2*x)*(2500*x^2 + 200*x^3 + 4*x^4)),x]","\int \frac{\exp \left(\frac{-50 x-2 x^2}{-43-53 x-2 x^2+e^x \left(50 x+2 x^2\right)}\right) \left(2150+172 x+6 x^2+e^x \left(2500 x^2+200 x^3+4 x^4\right)\right)}{1849+4558 x+2981 x^2+212 x^3+4 x^4+e^x \left(-4300 x-5472 x^2-412 x^3-8 x^4\right)+e^{2 x} \left(2500 x^2+200 x^3+4 x^4\right)} \, dx","e^{\frac{x}{\frac{x-7}{2 (x+25)}-e^x x+x+1}}",1,"2150*Defer[Int][1/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)^2), x] + 2322*Defer[Int][x/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)^2), x] + 2742*Defer[Int][x^2/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)^2), x] + 206*Defer[Int][x^3/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)^2), x] + 4*Defer[Int][x^4/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)^2), x] + 50*Defer[Int][x/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)), x] + 2*Defer[Int][x^2/(E^((2*x*(25 + x))/(-43 + (-53 + 50*E^x)*x + 2*(-1 + E^x)*x^2))*(-43 - 53*x + 50*E^x*x - 2*x^2 + 2*E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
4176,1,24,0,0.0495638,"\int \frac{20-23 x^2+2 x^4+e^{12} \left(-8 x+2 x^3\right)}{-4 x+x^3} \, dx","Int[(20 - 23*x^2 + 2*x^4 + E^12*(-8*x + 2*x^3))/(-4*x + x^3),x]","x^2-5 \log \left(4-x^2\right)+2 e^{12} x-5 \log (x)","5 \left(4-\log \left(x \left(8-2 x^2\right)\right)\right)+\left(x+e^{12}\right)^2",1,"2*E^12*x + x^2 - 5*Log[x] - 5*Log[4 - x^2]","A",4,3,35,0.08571,1,"{1593, 1802, 260}"
4177,0,0,0,2.4910317,"\int \frac{e^{-\frac{180 x^3}{(-1+x) \log (x)}} \left(-180 x^2+180 x^3+\left(540 x^2-360 x^3\right) \log (x)\right)}{\left(1-2 x+x^2\right) \log ^2(x)} \, dx","Int[(-180*x^2 + 180*x^3 + (540*x^2 - 360*x^3)*Log[x])/(E^((180*x^3)/((-1 + x)*Log[x]))*(1 - 2*x + x^2)*Log[x]^2),x]","\int \frac{e^{-\frac{180 x^3}{(-1+x) \log (x)}} \left(-180 x^2+180 x^3+\left(540 x^2-360 x^3\right) \log (x)\right)}{\left(1-2 x+x^2\right) \log ^2(x)} \, dx","e^{\frac{180 x^3}{(1-x) \log (x)}}",1,"180*Defer[Int][1/(E^((180*x^3)/((-1 + x)*Log[x]))*Log[x]^2), x] + 180*Defer[Int][1/(E^((180*x^3)/((-1 + x)*Log[x]))*(-1 + x)*Log[x]^2), x] + 180*Defer[Int][x/(E^((180*x^3)/((-1 + x)*Log[x]))*Log[x]^2), x] - 180*Defer[Int][1/(E^((180*x^3)/((-1 + x)*Log[x]))*Log[x]), x] + 180*Defer[Int][1/(E^((180*x^3)/((-1 + x)*Log[x]))*(-1 + x)^2*Log[x]), x] - 360*Defer[Int][x/(E^((180*x^3)/((-1 + x)*Log[x]))*Log[x]), x]","F",0,0,0,0,-1,"{}"
4178,1,34,0,0.0725324,"\int \left(-3+2 e^{3+2 e^{e^{3+x}}+e^{3+x}+x}+2 x+e^{e^{e^{3+x}}} \left(2+e^{3+e^{3+x}+x} (-4+2 x)\right)\right) \, dx","Int[-3 + 2*E^(3 + 2*E^E^(3 + x) + E^(3 + x) + x) + 2*x + E^E^E^(3 + x)*(2 + E^(3 + E^(3 + x) + x)*(-4 + 2*x)),x]","x^2-3 x+e^{2 e^{e^{x+3}}}-2 e^{e^{e^{x+3}}} (2-x)","\left(x+e^{e^{e^{x+3}}}-2\right)^2+x+2+\log (5)",1,"E^(2*E^E^(3 + x)) - 2*E^E^E^(3 + x)*(2 - x) - 3*x + x^2","A",5,3,54,0.05556,1,"{2282, 2194, 2288}"
4179,1,6,0,0.0009819,"\int \frac{1}{-1-x} \, dx","Int[(-1 - x)^(-1),x]","-\log (x+1)","e^{3/2}-\log (x+1)",1,"-Log[1 + x]","A",1,1,7,0.1429,1,"{31}"
4180,1,23,0,0.0446299,"\int \frac{-x^2+e^x (-12+12 x)-2 \log (4)}{3 x^2} \, dx","Int[(-x^2 + E^x*(-12 + 12*x) - 2*Log[4])/(3*x^2),x]","-\frac{x}{3}+\frac{4 e^x}{x}+\frac{2 \log (4)}{3 x}","\frac{4 e^x}{x}+\frac{(x+2) (\log (4)-x)}{3 x}",1,"(4*E^x)/x - x/3 + (2*Log[4])/(3*x)","A",6,3,26,0.1154,1,"{12, 14, 2197}"
4181,0,0,0,6.300513,"\int \frac{e^{2 e^{\frac{-5+10 x}{2 x}}} \left(-2 x-5 e^{\frac{-5+10 x}{2 x}} \log (4)+5 e^{\frac{-5+10 x}{2 x}} \log \left(\frac{x}{5}\right)\right)+e^{e^{\frac{-5+10 x}{2 x}}} \left(-30 x \log (4)-75 e^{\frac{-5+10 x}{2 x}} \log ^2(4)+\left(30 x+150 e^{\frac{-5+10 x}{2 x}} \log (4)\right) \log \left(\frac{x}{5}\right)-75 e^{\frac{-5+10 x}{2 x}} \log ^2\left(\frac{x}{5}\right)\right)}{-x^2 \log ^3(4)+3 x^2 \log ^2(4) \log \left(\frac{x}{5}\right)-3 x^2 \log (4) \log ^2\left(\frac{x}{5}\right)+x^2 \log ^3\left(\frac{x}{5}\right)} \, dx","Int[(E^(2*E^((-5 + 10*x)/(2*x)))*(-2*x - 5*E^((-5 + 10*x)/(2*x))*Log[4] + 5*E^((-5 + 10*x)/(2*x))*Log[x/5]) + E^E^((-5 + 10*x)/(2*x))*(-30*x*Log[4] - 75*E^((-5 + 10*x)/(2*x))*Log[4]^2 + (30*x + 150*E^((-5 + 10*x)/(2*x))*Log[4])*Log[x/5] - 75*E^((-5 + 10*x)/(2*x))*Log[x/5]^2))/(-(x^2*Log[4]^3) + 3*x^2*Log[4]^2*Log[x/5] - 3*x^2*Log[4]*Log[x/5]^2 + x^2*Log[x/5]^3),x]","\int \frac{e^{2 e^{\frac{-5+10 x}{2 x}}} \left(-2 x-5 e^{\frac{-5+10 x}{2 x}} \log (4)+5 e^{\frac{-5+10 x}{2 x}} \log \left(\frac{x}{5}\right)\right)+e^{e^{\frac{-5+10 x}{2 x}}} \left(-30 x \log (4)-75 e^{\frac{-5+10 x}{2 x}} \log ^2(4)+\left(30 x+150 e^{\frac{-5+10 x}{2 x}} \log (4)\right) \log \left(\frac{x}{5}\right)-75 e^{\frac{-5+10 x}{2 x}} \log ^2\left(\frac{x}{5}\right)\right)}{-x^2 \log ^3(4)+3 x^2 \log ^2(4) \log \left(\frac{x}{5}\right)-3 x^2 \log (4) \log ^2\left(\frac{x}{5}\right)+x^2 \log ^3\left(\frac{x}{5}\right)} \, dx","\left(15-\frac{e^{e^{5-\frac{5}{2 x}}}}{\log \left(\frac{x}{5}\right)-\log (4)}\right)^2",1,"-2*Defer[Int][E^(2*E^(5 - 5/(2*x)))/(x*Log[x/20]^3), x] + 5*Defer[Int][E^(5 + 2*E^(5 - 5/(2*x)) - 5/(2*x))/(x^2*Log[x/20]^2), x] + 30*Defer[Int][E^E^(5 - 5/(2*x))/(x*Log[x/20]^2), x] - 75*Defer[Int][E^(5 + E^(5 - 5/(2*x)) - 5/(2*x))/(x^2*Log[x/20]), x]","F",0,0,0,0,-1,"{}"
4182,1,27,0,0.0818084,"\int \frac{e^{256+x} \left(342 x+171 x^2-81 x^4+81 x^5\right)}{361+342 x^3+81 x^6} \, dx","Int[(E^(256 + x)*(342*x + 171*x^2 - 81*x^4 + 81*x^5))/(361 + 342*x^3 + 81*x^6),x]","\frac{9 e^{x+256} \left(9 x^5+19 x^2\right)}{\left(9 x^3+19\right)^2}","\frac{e^{x+256}}{\frac{19}{9 x^2}+x}",1,"(9*E^(256 + x)*(19*x^2 + 9*x^5))/(19 + 9*x^3)^2","A",2,2,39,0.05128,1,"{28, 2288}"
4183,1,29,0,0.0201572,"\int \frac{-20 x+2 x^2+\left(-10 x+x^2\right) \log (2)+(-81+18 x) \log (3)}{x^4} \, dx","Int[(-20*x + 2*x^2 + (-10*x + x^2)*Log[2] + (-81 + 18*x)*Log[3])/x^4,x]","\frac{27 \log (3)}{x^3}+\frac{10-\log \left(\frac{19683}{32}\right)}{x^2}-\frac{2+\log (2)}{x}","\frac{\frac{9 (3-x) \log (3)}{x^2}+\frac{(5-x) (2+\log (2))}{x}}{x}",1,"-((2 + Log[2])/x) + (27*Log[3])/x^3 + (10 - Log[19683/32])/x^2","A",2,1,31,0.03226,1,"{14}"
4184,1,32,0,0.0489198,"\int \frac{3+2 x^2-8 x^3+\left(-3+2 x^2\right) \log (x)+x^2 \log ^2(x)}{x^2} \, dx","Int[(3 + 2*x^2 - 8*x^3 + (-3 + 2*x^2)*Log[x] + x^2*Log[x]^2)/x^2,x]","-4 x^2+2 x+x \log ^2(x)-2 x \log (x)+\left(2 x+\frac{3}{x}\right) \log (x)","-\left(x \left(-\log (x) \left(\frac{3}{x^2}+\log (x)\right)+4 x+1\right)\right)+3 x+1",1,"2*x - 4*x^2 - 2*x*Log[x] + (3/x + 2*x)*Log[x] + x*Log[x]^2","A",8,4,34,0.1176,1,"{14, 2334, 2296, 2295}"
4185,1,29,0,0.0189384,"\int \frac{-16 e^{2 e^2}-80 x^4+40 e^5 x^4-5 e^{10} x^4+5 x^5}{5 x^5} \, dx","Int[(-16*E^(2*E^2) - 80*x^4 + 40*E^5*x^4 - 5*E^10*x^4 + 5*x^5)/(5*x^5),x]","\frac{4 e^{2 e^2}}{5 x^4}+x-\left(4-e^5\right)^2 \log (x)","\frac{4 e^{2 e^2}}{5 x^4}+x-\left(4-e^5\right)^2 \log (x)+5",1,"(4*E^(2*E^2))/(5*x^4) + x - (4 - E^5)^2*Log[x]","A",5,3,43,0.06977,1,"{6, 12, 14}"
4186,-1,0,0,180.0151147,"\int \frac{25-40 x+160 x^2-80 x^3+32 x^4+4 x^2 \log (5)}{25-320 x^2+80 x^3+1024 x^4-512 x^5+64 x^6+\left(-10 x+64 x^3-16 x^4\right) \log (5)+x^2 \log ^2(5)} \, dx","Int[(25 - 40*x + 160*x^2 - 80*x^3 + 32*x^4 + 4*x^2*Log[5])/(25 - 320*x^2 + 80*x^3 + 1024*x^4 - 512*x^5 + 64*x^6 + (-10*x + 64*x^3 - 16*x^4)*Log[5] + x^2*Log[5]^2),x]","\text{\$Aborted}","\frac{\frac{5}{x}-4}{8 (x-4)-\frac{\log (5)-\frac{5}{x}}{x}}+5",1,"$Aborted","F",0,0,0,0,-1,"{}"
4187,1,15,0,0.0419798,"\int \frac{36-12 x+x^2+\left(-36+x^2\right) \log (x)}{x^2} \, dx","Int[(36 - 12*x + x^2 + (-36 + x^2)*Log[x])/x^2,x]","\left(x+\frac{36}{x}\right) \log (x)-12 \log (x)","\frac{(6-x)^2 \log (x)}{x}",1,"-12*Log[x] + (36/x + x)*Log[x]","A",6,3,20,0.1500,1,"{14, 43, 2334}"
4188,0,0,0,1.7097579,"\int \frac{1200 x+240 e^x x+12 e^{2 x} x+e^{18 x} \left(e^{2 x} (-4+18 x)+e^x (-40+190 x)\right)}{100 x^5+20 e^x x^5+e^{2 x} x^5} \, dx","Int[(1200*x + 240*E^x*x + 12*E^(2*x)*x + E^(18*x)*(E^(2*x)*(-4 + 18*x) + E^x*(-40 + 190*x)))/(100*x^5 + 20*E^x*x^5 + E^(2*x)*x^5),x]","\int \frac{1200 x+240 e^x x+12 e^{2 x} x+e^{18 x} \left(e^{2 x} (-4+18 x)+e^x (-40+190 x)\right)}{100 x^5+20 e^x x^5+e^{2 x} x^5} \, dx","\frac{\frac{e^{18 x}}{10 e^{-x} x+x}-4}{x^3}",1,"1000000000000000000/x^4 - (100000000000000000*E^x)/x^4 + (10000000000000000*E^(2*x))/x^4 - (1000000000000000*E^(3*x))/x^4 + (100000000000000*E^(4*x))/x^4 - (10000000000000*E^(5*x))/x^4 + (1000000000000*E^(6*x))/x^4 - (100000000000*E^(7*x))/x^4 + (10000000000*E^(8*x))/x^4 - (1000000000*E^(9*x))/x^4 + (100000000*E^(10*x))/x^4 - (10000000*E^(11*x))/x^4 + (1000000*E^(12*x))/x^4 - (100000*E^(13*x))/x^4 + (10000*E^(14*x))/x^4 - (1000*E^(15*x))/x^4 + (100*E^(16*x))/x^4 - (10*E^(17*x))/x^4 + E^(18*x)/x^4 - 4/x^3 + 40000000000000000000*Defer[Int][1/((10 + E^x)*x^5), x] - 100000000000000000000*Defer[Int][1/((10 + E^x)^2*x^4), x] + 10000000000000000000*Defer[Int][1/((10 + E^x)*x^4), x]","F",0,0,0,0,-1,"{}"
4189,1,35,0,2.3923244,"\int \frac{-9-486 x-6237 x^2+(-6-324 x) \log (2)}{9+462 x+5929 x^2+(12+308 x) \log (2)+4 \log ^2(2)} \, dx","Int[(-9 - 486*x - 6237*x^2 + (-6 - 324*x)*Log[2])/(9 + 462*x + 5929*x^2 + (12 + 308*x)*Log[2] + 4*Log[2]^2),x]","-\frac{81 x}{77}-\frac{3 \left(12+27 \log ^2(4)-154 \log (2)+162 \log (4)\right)}{5929 (77 x+3+\log (4))}","81-\frac{x}{1-\frac{2 (2 x-\log (2))}{81 x+3}}",1,"(-81*x)/77 - (3*(12 - 154*Log[2] + 162*Log[4] + 27*Log[4]^2))/(5929*(3 + 77*x + Log[4]))","A",4,3,45,0.06667,1,"{1984, 27, 683}"
4190,1,40,0,1.0612217,"\int \exp \left(\frac{1}{5} \left(-4+5 x^3+40 x^4+120 x^5+160 x^6+80 x^7-5 x \log (3)\right)\right) \left(12 x^2+128 x^3+480 x^4+768 x^5+448 x^6-4 \log (3)\right) \, dx","Int[E^((-4 + 5*x^3 + 40*x^4 + 120*x^5 + 160*x^6 + 80*x^7 - 5*x*Log[3])/5)*(12*x^2 + 128*x^3 + 480*x^4 + 768*x^5 + 448*x^6 - 4*Log[3]),x]","4\ 3^{-x} \exp \left(\frac{1}{5} \left(80 x^7+160 x^6+120 x^5+40 x^4+5 x^3-4\right)\right)","4 \exp \left(-x \left(-x^2 (2 x+1)^4+\frac{4}{5 x}+\log (3)\right)\right)",1,"(4*E^((-4 + 5*x^3 + 40*x^4 + 120*x^5 + 160*x^6 + 80*x^7)/5))/3^x","A",1,1,69,0.01449,1,"{6706}"
4191,0,0,0,128.6071137,"\int \frac{200 x+300 x^2+80 x^3+120 x^4+8 x^5+12 x^6+e^{\frac{10}{5+x^2}} \left(-50 x-20 x^3-2 x^5\right)+e^{\frac{5}{5+x^2}} \left(150 x-75 x^2+10 x^3-40 x^4+6 x^5-3 x^6\right)+e^x \left(-200 x-100 x^2-80 x^3-40 x^4-8 x^5-4 x^6+e^{\frac{5}{5+x^2}} \left(50 x+25 x^2+30 x^3+10 x^4+2 x^5+x^6\right)\right)}{800+420 x^2+100 x^3+72 x^4+40 x^5+4 x^6+4 x^7+e^{\frac{10}{5+x^2}} \left(50-5 x^2-8 x^4-x^6\right)+e^{\frac{5}{5+x^2}} \left(-400-85 x^2-25 x^3+14 x^4-10 x^5+3 x^6-x^7\right)+e^x \left(-100 x^2-40 x^4-4 x^6+e^{\frac{5}{5+x^2}} \left(25 x^2+10 x^4+x^6\right)\right)} \, dx","Int[(200*x + 300*x^2 + 80*x^3 + 120*x^4 + 8*x^5 + 12*x^6 + E^(10/(5 + x^2))*(-50*x - 20*x^3 - 2*x^5) + E^(5/(5 + x^2))*(150*x - 75*x^2 + 10*x^3 - 40*x^4 + 6*x^5 - 3*x^6) + E^x*(-200*x - 100*x^2 - 80*x^3 - 40*x^4 - 8*x^5 - 4*x^6 + E^(5/(5 + x^2))*(50*x + 25*x^2 + 30*x^3 + 10*x^4 + 2*x^5 + x^6)))/(800 + 420*x^2 + 100*x^3 + 72*x^4 + 40*x^5 + 4*x^6 + 4*x^7 + E^(10/(5 + x^2))*(50 - 5*x^2 - 8*x^4 - x^6) + E^(5/(5 + x^2))*(-400 - 85*x^2 - 25*x^3 + 14*x^4 - 10*x^5 + 3*x^6 - x^7) + E^x*(-100*x^2 - 40*x^4 - 4*x^6 + E^(5/(5 + x^2))*(25*x^2 + 10*x^4 + x^6))),x]","\int \frac{200 x+300 x^2+80 x^3+120 x^4+8 x^5+12 x^6+e^{\frac{10}{5+x^2}} \left(-50 x-20 x^3-2 x^5\right)+e^{\frac{5}{5+x^2}} \left(150 x-75 x^2+10 x^3-40 x^4+6 x^5-3 x^6\right)+e^x \left(-200 x-100 x^2-80 x^3-40 x^4-8 x^5-4 x^6+e^{\frac{5}{5+x^2}} \left(50 x+25 x^2+30 x^3+10 x^4+2 x^5+x^6\right)\right)}{800+420 x^2+100 x^3+72 x^4+40 x^5+4 x^6+4 x^7+e^{\frac{10}{5+x^2}} \left(50-5 x^2-8 x^4-x^6\right)+e^{\frac{5}{5+x^2}} \left(-400-85 x^2-25 x^3+14 x^4-10 x^5+3 x^6-x^7\right)+e^x \left(-100 x^2-40 x^4-4 x^6+e^{\frac{5}{5+x^2}} \left(25 x^2+10 x^4+x^6\right)\right)} \, dx","\log \left(-\frac{\left(x-e^x+5\right) x^2}{4-e^{\frac{5}{x^2+5}}}+x^2-2\right)",1,"5/(5 + x^2) - Log[4 - E^(5/(5 + x^2))] + Log[2 - x^2] + (50*Defer[Int][E^x/((Sqrt[2] - x)*(-8 + 2*E^(5/(5 + x^2)) - x^2 + E^x*x^2 - E^(5/(5 + x^2))*x^2 - x^3)), x])/49 - (50*Defer[Int][E^x/((Sqrt[2] + x)*(-8 + 2*E^(5/(5 + x^2)) - x^2 + E^x*x^2 - E^(5/(5 + x^2))*x^2 - x^3)), x])/49 + (50*Defer[Int][E^x/((I*Sqrt[5] + x)*(-8 + 2*E^(5/(5 + x^2)) - x^2 + E^x*x^2 - E^(5/(5 + x^2))*x^2 - x^3)), x])/49 + (100*Defer[Int][(E^x*x)/((5 + x^2)^2*(-8 + 2*E^(5/(5 + x^2)) - x^2 + E^x*x^2 - E^(5/(5 + x^2))*x^2 - x^3)), x])/7 + 6*Defer[Int][(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)^(-1), x] + 10*Defer[Int][1/((Sqrt[2] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + 2*Sqrt[2]*Defer[Int][1/((Sqrt[2] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] - (48*Defer[Int][E^x/((Sqrt[2] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x])/49 - 5*Defer[Int][1/((I*Sqrt[5] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] - (10*I)*Sqrt[5]*Defer[Int][1/((I*Sqrt[5] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + (195*Defer[Int][E^x/((I*Sqrt[5] - x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x])/49 + Defer[Int][x^2/(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3), x] - Defer[Int][(E^x*x^2)/(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3), x] - 10*Defer[Int][1/((Sqrt[2] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + 2*Sqrt[2]*Defer[Int][1/((Sqrt[2] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + (48*Defer[Int][E^x/((Sqrt[2] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x])/49 + 5*Defer[Int][1/((I*Sqrt[5] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] - (10*I)*Sqrt[5]*Defer[Int][1/((I*Sqrt[5] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] - (195*Defer[Int][E^x/((I*Sqrt[5] + x)*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x])/49 + 250*Defer[Int][1/((5 + x^2)^2*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + 30*Defer[Int][x/((5 + x^2)^2*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x] + (450*Defer[Int][(E^x*x)/((5 + x^2)^2*(8 - 2*E^(5/(5 + x^2)) + x^2 - E^x*x^2 + E^(5/(5 + x^2))*x^2 + x^3)), x])/7 - (50*Defer[Int][E^x/(((-I)*Sqrt[5] + x)*(8 + x^2 - E^x*x^2 + x^3 + E^(5/(5 + x^2))*(-2 + x^2))), x])/49","F",0,0,0,0,-1,"{}"
4192,0,0,0,29.9701551,"\int \frac{60 x^3-20 x^4+144 x^5-48 x^6+4 x^7+\left(120 x^2-40 x^3+216 x^4-72 x^5+6 x^6\right) \log ^2(4)+\left(60 x-20 x^2+72 x^3-24 x^4+2 x^5\right) \log ^4(4)+e^{2 x} \left(72 x^3+48 x^4-22 x^5+2 x^6+\left(72 x^2+120 x^3-46 x^4+4 x^5\right) \log ^2(4)+\left(72 x^2-24 x^3+2 x^4\right) \log ^4(4)\right)+e^x \left(60 x^2-20 x^3+216 x^4-18 x^6+2 x^7+\left(120 x-40 x^2+288 x^3+48 x^4-40 x^5+4 x^6\right) \log ^2(4)+\left(60-20 x+72 x^2+48 x^3-22 x^4+2 x^5\right) \log ^4(4)\right)+\left(-60 x^2+20 x^3-216 x^4+72 x^5-6 x^6+\left(-120 x+40 x^2-288 x^3+96 x^4-8 x^5\right) \log ^2(4)+\left(-60+20 x-72 x^2+24 x^3-2 x^4\right) \log ^4(4)+e^x \left(-144 x^3-24 x^4+20 x^5-2 x^6+\left(-144 x^2-96 x^3+44 x^4-4 x^5\right) \log ^2(4)+\left(-72 x^2+24 x^3-2 x^4\right) \log ^4(4)\right)\right) \log \left(2 e^{-\frac{5}{-6 x+x^2}}\right)+\left(72 x^3-24 x^4+2 x^5+\left(72 x^2-24 x^3+2 x^4\right) \log ^2(4)\right) \log ^2\left(2 e^{-\frac{5}{-6 x+x^2}}\right)}{36 x^2-12 x^3+x^4} \, dx","Int[(60*x^3 - 20*x^4 + 144*x^5 - 48*x^6 + 4*x^7 + (120*x^2 - 40*x^3 + 216*x^4 - 72*x^5 + 6*x^6)*Log[4]^2 + (60*x - 20*x^2 + 72*x^3 - 24*x^4 + 2*x^5)*Log[4]^4 + E^(2*x)*(72*x^3 + 48*x^4 - 22*x^5 + 2*x^6 + (72*x^2 + 120*x^3 - 46*x^4 + 4*x^5)*Log[4]^2 + (72*x^2 - 24*x^3 + 2*x^4)*Log[4]^4) + E^x*(60*x^2 - 20*x^3 + 216*x^4 - 18*x^6 + 2*x^7 + (120*x - 40*x^2 + 288*x^3 + 48*x^4 - 40*x^5 + 4*x^6)*Log[4]^2 + (60 - 20*x + 72*x^2 + 48*x^3 - 22*x^4 + 2*x^5)*Log[4]^4) + (-60*x^2 + 20*x^3 - 216*x^4 + 72*x^5 - 6*x^6 + (-120*x + 40*x^2 - 288*x^3 + 96*x^4 - 8*x^5)*Log[4]^2 + (-60 + 20*x - 72*x^2 + 24*x^3 - 2*x^4)*Log[4]^4 + E^x*(-144*x^3 - 24*x^4 + 20*x^5 - 2*x^6 + (-144*x^2 - 96*x^3 + 44*x^4 - 4*x^5)*Log[4]^2 + (-72*x^2 + 24*x^3 - 2*x^4)*Log[4]^4))*Log[2/E^(5/(-6*x + x^2))] + (72*x^3 - 24*x^4 + 2*x^5 + (72*x^2 - 24*x^3 + 2*x^4)*Log[4]^2)*Log[2/E^(5/(-6*x + x^2))]^2)/(36*x^2 - 12*x^3 + x^4),x]","\int \frac{60 x^3-20 x^4+144 x^5-48 x^6+4 x^7+\left(120 x^2-40 x^3+216 x^4-72 x^5+6 x^6\right) \log ^2(4)+\left(60 x-20 x^2+72 x^3-24 x^4+2 x^5\right) \log ^4(4)+e^{2 x} \left(72 x^3+48 x^4-22 x^5+2 x^6+\left(72 x^2+120 x^3-46 x^4+4 x^5\right) \log ^2(4)+\left(72 x^2-24 x^3+2 x^4\right) \log ^4(4)\right)+e^x \left(60 x^2-20 x^3+216 x^4-18 x^6+2 x^7+\left(120 x-40 x^2+288 x^3+48 x^4-40 x^5+4 x^6\right) \log ^2(4)+\left(60-20 x+72 x^2+48 x^3-22 x^4+2 x^5\right) \log ^4(4)\right)+\left(-60 x^2+20 x^3-216 x^4+72 x^5-6 x^6+\left(-120 x+40 x^2-288 x^3+96 x^4-8 x^5\right) \log ^2(4)+\left(-60+20 x-72 x^2+24 x^3-2 x^4\right) \log ^4(4)+e^x \left(-144 x^3-24 x^4+20 x^5-2 x^6+\left(-144 x^2-96 x^3+44 x^4-4 x^5\right) \log ^2(4)+\left(-72 x^2+24 x^3-2 x^4\right) \log ^4(4)\right)\right) \log \left(2 e^{-\frac{5}{-6 x+x^2}}\right)+\left(72 x^3-24 x^4+2 x^5+\left(72 x^2-24 x^3+2 x^4\right) \log ^2(4)\right) \log ^2\left(2 e^{-\frac{5}{-6 x+x^2}}\right)}{36 x^2-12 x^3+x^4} \, dx","\left(x+\log ^2(4)\right)^2 \left(-x-e^x+\log \left(2 e^{-\frac{5}{(x-6) x}}\right)\right)^2",1,"-12*E^x + E^(2*x)/2 + 240/(6 - x) + 20*x + 12*E^x*x - E^(2*x)*x - 6*E^x*x^2 + E^(2*x)*x^2 + 2*E^x*x^3 + x^4 + 22*E^x*Log[4]^2 - 22*E^x*x*Log[4]^2 - (10*ExpIntegralEi[x]*Log[4]^2)/3 - (25*Log[4]^4)/(108*(6 - x)) - (25*Log[4]^4)/(36*x^2) - 4*E^x*(3 - Log[4])*(3 + Log[4]) + 4*E^x*x*(3 - Log[4])*(3 + Log[4]) - 2*E^x*x^2*(3 - Log[4])*(3 + Log[4]) - (10*(5 - 18*Log[4]^2))/(3*(6 - x)) - 4*x*(5 - 18*Log[4]^2) - 4*E^6*ExpIntegralEi[-6 + x]*(5 - 18*Log[4]^2) - (25*Log[4]^2*(3 - Log[4]^2))/(54*(6 - x)) + (25*Log[4]^2*(3 - Log[4]^2))/(54*x) - (5*E^6*ExpIntegralEi[-6 + x]*Log[4]^2*(3 - Log[4]^2))/9 + (5*ExpIntegralEi[x]*Log[4]^2*(3 - Log[4]^2))/9 + (120*(6 - Log[4]^2))/(6 - x) + 12*x^2*(6 - Log[4]^2) - (30*(24 - Log[4]^2))/(6 - x) - (2*x^3*(24 - Log[4]^2))/3 + E^(2*x)*Log[4]^2*(1 + Log[4]^2) - (25*Log[4]^2*(3 + Log[4]^2))/(54*(6 - x)) + (25*Log[4]^2*(3 + Log[4]^2))/(54*x) - (5*E^6*ExpIntegralEi[-6 + x]*Log[4]^2*(3 + Log[4]^2))/9 + (5*ExpIntegralEi[x]*Log[4]^2*(3 + Log[4]^2))/9 + (30*(4 + Log[4]^2))/(6 - x) + (360*(6 + Log[4]^2))/(6 - x)^2 + (5184*(6 + Log[4]^2))/(6 - x) + (2592*E^x*(6 + Log[4]^2))/(6 - x) + (120*(6 + Log[4]^2))/x + (7786*E^6*ExpIntegralEi[-6 + x]*(6 + Log[4]^2))/3 + (25*Log[4]^2*(6 + Log[4]^2))/(36*(6 - x)^2) + (10*Log[4]^2*(6 + Log[4]^2))/(6 - x) - (2371*E^x*Log[4]^2*(6 + Log[4]^2))/(3*(6 - x)) + (25*Log[4]^2*(6 + Log[4]^2))/(108*x) - (2371*E^6*ExpIntegralEi[-6 + x]*Log[4]^2*(6 + Log[4]^2))/3 - (432*E^x*(3 - Log[4])*(3 + Log[4])*(6 + Log[4]^2))/(6 - x) - 432*E^6*ExpIntegralEi[-6 + x]*(3 - Log[4])*(3 + Log[4])*(6 + Log[4]^2) - (5*(5 - 18*Log[4]^2)*(6 + Log[4]^2))/(3*(6 - x)^2) - (24*(5 - 18*Log[4]^2)*(6 + Log[4]^2))/(6 - x) - (4*E^x*(5 - 18*Log[4]^2)*(6 + Log[4]^2))/(6 - x) - (5*(5 - 18*Log[4]^2)*(6 + Log[4]^2))/(9*x) - 4*E^6*ExpIntegralEi[-6 + x]*(5 - 18*Log[4]^2)*(6 + Log[4]^2) + (25*(3 - Log[4]^2)*(6 + Log[4]^2))/(18*(6 - x)^2) + (20*(3 - Log[4]^2)*(6 + Log[4]^2))/(6 - x) + (10*E^x*(3 - Log[4]^2)*(6 + Log[4]^2))/(3*(6 - x)) + (25*(3 - Log[4]^2)*(6 + Log[4]^2))/(54*x) + (10*E^6*ExpIntegralEi[-6 + x]*(3 - Log[4]^2)*(6 + Log[4]^2))/3 - (30*(24 - Log[4]^2)*(6 + Log[4]^2))/(6 - x)^2 - (432*(24 - Log[4]^2)*(6 + Log[4]^2))/(6 - x) - (10*(24 - Log[4]^2)*(6 + Log[4]^2))/x + (5*E^x*(6 + Log[4]^2)^2)/(3*(6 - x)) + (5*E^6*ExpIntegralEi[-6 + x]*(6 + Log[4]^2)^2)/3 + 216*E^x*(8 + Log[4]^2) + (360*(8 + Log[4]^2))/(6 - x) + 432*x*(8 + Log[4]^2) - 216*E^6*ExpIntegralEi[-6 + x]*(3 - Log[4])*(3 + Log[4])*(8 + Log[4]^2) - 24*E^x*(9 + Log[4]^2) + (240*(9 + Log[4]^2))/(6 - x) + 24*E^x*x*(9 + Log[4]^2) + 24*x^2*(9 + Log[4]^2) - 264*E^6*ExpIntegralEi[-6 + x]*Log[4]^2*(9 + Log[4]^2) - (20*(24 - Log[4]^2)*(9 + Log[4]^2))/(6 - x) - 24*x*(24 - Log[4]^2)*(9 + Log[4]^2) + 4*E^x*(12 + Log[4]^2) + (60*(12 + Log[4]^2))/(6 - x) - 4*E^x*x*(12 + Log[4]^2) + 2*E^x*x^2*(12 + Log[4]^2) + (4*x^3*(12 + Log[4]^2))/3 - 22*E^x*Log[4]^2*(12 + Log[4]^2) + 2*E^x*(3 - Log[4])*(3 + Log[4])*(12 + Log[4]^2) - 2*E^x*x*(3 - Log[4])*(3 + Log[4])*(12 + Log[4]^2) + (20*(6 - Log[4]^2)*(12 + Log[4]^2))/(6 - x) + 24*x*(6 - Log[4]^2)*(12 + Log[4]^2) - (10*(24 - Log[4]^2)*(12 + Log[4]^2))/(6 - x) - x^2*(24 - Log[4]^2)*(12 + Log[4]^2) - (E^(2*x)*(1 + 2*Log[4]^2))/2 + E^(2*x)*x*(1 + 2*Log[4]^2) + 24*E^x*(9 + 2*Log[4]^2) + (144*E^x*(6 + Log[4]^2)*(9 + 2*Log[4]^2))/(6 - x) + 144*E^6*ExpIntegralEi[-6 + x]*(6 + Log[4]^2)*(9 + 2*Log[4]^2) + 24*E^6*ExpIntegralEi[-6 + x]*(12 + Log[4]^2)*(9 + 2*Log[4]^2) + 864*E^6*ExpIntegralEi[-6 + x]*(15 + 2*Log[4]^2) + (60*(36 - Log[4]^4))/(6 - x)^2 + (864*(36 - Log[4]^4))/(6 - x) + (20*(36 - Log[4]^4))/x - 24*E^x*(81 - Log[4]^4) - 4*E^x*Log[2*E^(5/((6 - x)*x))] + 4*E^x*x*Log[2*E^(5/((6 - x)*x))] - 2*E^x*x^2*Log[2*E^(5/((6 - x)*x))] - 2*x^3*Log[2*E^(5/((6 - x)*x))] - x^2*Log[4]^2*Log[2*E^(5/((6 - x)*x))] + (5*Log[4]^4*Log[2*E^(5/((6 - x)*x))])/(3*x) - 24*x*(6 - Log[4]^2)*Log[2*E^(5/((6 - x)*x))] + x^2*(24 - Log[4]^2)*Log[2*E^(5/((6 - x)*x))] + 4*E^x*(1 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] - 4*E^x*x*(1 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] - 2*E^x*Log[4]^2*(2 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] - (864*(6 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))])/(6 - x) - (5*Log[4]^2*(6 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))])/(3*(6 - x)) + (4*(5 - 18*Log[4]^2)*(6 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))])/(6 - x) - (10*(3 - Log[4]^2)*(6 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))])/(3*(6 - x)) + (72*(24 - Log[4]^2)*(6 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))])/(6 - x) - 48*x*(9 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] - 2*x^2*(12 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] + 2*x*(24 - Log[4]^2)*(12 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))] - (144*(36 - Log[4]^4)*Log[2*E^(5/((6 - x)*x))])/(6 - x) + 120*Log[6 - x] - (1055*Log[4]^4*Log[6 - x])/648 + (5*(5 - 18*Log[4]^2)*Log[6 - x])/9 + 20*(3 - Log[4]^2)*Log[6 - x] + (25*Log[4]^2*(3 - Log[4]^2)*Log[6 - x])/162 + 20*(6 - Log[4]^2)*Log[6 - x] - 10*(24 - Log[4]^2)*Log[6 - x] + (25*Log[4]^2*(3 + Log[4]^2)*Log[6 - x])/162 + 30*(6 + Log[4]^2)*Log[6 - x] + (25*Log[4]^2*(6 + Log[4]^2)*Log[6 - x])/648 - (5*(5 - 18*Log[4]^2)*(6 + Log[4]^2)*Log[6 - x])/54 + (25*(3 - Log[4]^2)*(6 + Log[4]^2)*Log[6 - x])/324 - (5*(24 - Log[4]^2)*(6 + Log[4]^2)*Log[6 - x])/3 - 60*(8 + Log[4]^2)*Log[6 - x] - 216*(24 - Log[4]^2)*(8 + Log[4]^2)*Log[6 - x] + 40*(9 + Log[4]^2)*Log[6 - x] + 288*(6 - Log[4]^2)*(9 + Log[4]^2)*Log[6 - x] + (10*(24 - Log[4]^2)*(9 + Log[4]^2)*Log[6 - x])/3 + 20*(12 + Log[4]^2)*Log[6 - x] - 4*(5 - 18*Log[4]^2)*(12 + Log[4]^2)*Log[6 - x] - (10*(6 - Log[4]^2)*(12 + Log[4]^2)*Log[6 - x])/3 - (5*(24 - Log[4]^2)*(12 + Log[4]^2)*Log[6 - x])/3 + 1728*(15 + 2*Log[4]^2)*Log[6 - x] + (10*(36 - Log[4]^4)*Log[6 - x])/3 - (10*(5 - 18*Log[4]^2)*Log[-6 + x])/(3*(6 - x)) - (10*(5 - 18*Log[4]^2)*Log[-6 + x])/(3*x) - (25*Log[4]^2*(3 - Log[4]^2)*Log[-6 + x])/(54*(6 - x)) - (25*Log[4]^2*(3 - Log[4]^2)*Log[-6 + x])/(54*x) - (25*Log[4]^2*(3 + Log[4]^2)*Log[-6 + x])/(54*(6 - x)) - (25*Log[4]^2*(3 + Log[4]^2)*Log[-6 + x])/(54*x) + (360*(8 + Log[4]^2)*Log[-6 + x])/(6 - x) + (360*(8 + Log[4]^2)*Log[-6 + x])/x - (20*(24 - Log[4]^2)*(9 + Log[4]^2)*Log[-6 + x])/(6 - x) - (20*(24 - Log[4]^2)*(9 + Log[4]^2)*Log[-6 + x])/x + (20*(6 - Log[4]^2)*(12 + Log[4]^2)*Log[-6 + x])/(6 - x) + (20*(6 - Log[4]^2)*(12 + Log[4]^2)*Log[-6 + x])/x + 4*(5 - 18*Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x] + (5*Log[4]^2*(3 - Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x])/9 + (5*Log[4]^2*(3 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x])/9 - 432*(8 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x] + 24*(24 - Log[4]^2)*(9 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x] - 24*(6 - Log[4]^2)*(12 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[-6 + x] + (1055*Log[4]^4*Log[x])/648 - (5*(5 - 18*Log[4]^2)*Log[x])/9 - (25*Log[4]^2*(3 - Log[4]^2)*Log[x])/324 + (25*Log[4]^2*(3 - Log[4]^2)*Log[x])/(54*x) + (25*x*Log[4]^2*(3 - Log[4]^2)*Log[x])/(324*(6 - x)) - 20*(6 - Log[4]^2)*Log[x] - (25*Log[4]^2*(3 + Log[4]^2)*Log[x])/324 + (25*Log[4]^2*(3 + Log[4]^2)*Log[x])/(54*x) + (25*x*Log[4]^2*(3 + Log[4]^2)*Log[x])/(324*(6 - x)) - 20*(6 + Log[4]^2)*Log[x] - (25*Log[4]^2*(6 + Log[4]^2)*Log[x])/648 + (5*(5 - 18*Log[4]^2)*(6 + Log[4]^2)*Log[x])/54 - (25*(3 - Log[4]^2)*(6 + Log[4]^2)*Log[x])/324 + (5*(24 - Log[4]^2)*(6 + Log[4]^2)*Log[x])/3 + 60*(8 + Log[4]^2)*Log[x] - 40*(9 + Log[4]^2)*Log[x] - (10*(24 - Log[4]^2)*(9 + Log[4]^2)*Log[x])/3 + (10*(6 - Log[4]^2)*(12 + Log[4]^2)*Log[x])/3 + (5*(24 - Log[4]^2)*(12 + Log[4]^2)*Log[x])/3 - (10*(36 - Log[4]^4)*Log[x])/3 - (5*Log[4]^2*(3 - Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[x])/9 - (5*Log[4]^2*(3 + Log[4]^2)*Log[2*E^(5/((6 - x)*x))]*Log[x])/9 + 2*Log[4]^2*Defer[Int][Log[2/E^(5/((-6 + x)*x))]^2, x] + 2*Defer[Int][x*Log[2/E^(5/((-6 + x)*x))]^2, x]","F",0,0,0,0,-1,"{}"
4193,1,8,0,0.002698,"\int \frac{1-3 x^3}{x} \, dx","Int[(1 - 3*x^3)/x,x]","\log (x)-x^3","-x^3+\log (-2 x)+e^{e^4}",1,"-x^3 + Log[x]","A",2,1,11,0.09091,1,"{14}"
4194,1,48,0,0.9921271,"\int \frac{e^{x^2} \left(e^8 \left(2 x^4+2 x^6\right)+\left(e^{12} \left(4 x^3+8 x^5\right)+e^8 \left(8 x^4+8 x^6\right)\right) \log (4)+\left(12 e^{16} x^4+e^{12} \left(12 x^3+24 x^5\right)+e^8 \left(12 x^4+12 x^6\right)\right) \log ^2(4)+\left(24 e^{16} x^4+e^{20} \left(-4 x+8 x^3\right)+e^{12} \left(12 x^3+24 x^5\right)+e^8 \left(8 x^4+8 x^6\right)\right) \log ^3(4)+\left(12 e^{16} x^4+e^{24} \left(-2+2 x^2\right)+e^{20} \left(-4 x+8 x^3\right)+e^{12} \left(4 x^3+8 x^5\right)+e^8 \left(2 x^4+2 x^6\right)\right) \log ^4(4)\right)}{x^3 \log ^4(4)} \, dx","Int[(E^x^2*(E^8*(2*x^4 + 2*x^6) + (E^12*(4*x^3 + 8*x^5) + E^8*(8*x^4 + 8*x^6))*Log[4] + (12*E^16*x^4 + E^12*(12*x^3 + 24*x^5) + E^8*(12*x^4 + 12*x^6))*Log[4]^2 + (24*E^16*x^4 + E^20*(-4*x + 8*x^3) + E^12*(12*x^3 + 24*x^5) + E^8*(8*x^4 + 8*x^6))*Log[4]^3 + (12*E^16*x^4 + E^24*(-2 + 2*x^2) + E^20*(-4*x + 8*x^3) + E^12*(4*x^3 + 8*x^5) + E^8*(2*x^4 + 2*x^6))*Log[4]^4))/(x^3*Log[4]^4),x]","\frac{e^{x^2+8} \left(x (1+\log (4))+e^4 \log (4)\right)^3 \left(x^3 (1+\log (4))+e^4 x^2 \log (4)\right)}{x^4 \log ^4(4)}","\frac{e^{x^2+8} \left(x+\frac{x}{\log (4)}+e^4\right)^4}{x^2}",1,"(E^(8 + x^2)*(E^4*Log[4] + x*(1 + Log[4]))^3*(E^4*x^2*Log[4] + x^3*(1 + Log[4])))/(x^4*Log[4]^4)","A",4,3,232,0.01293,1,"{12, 6688, 2288}"
4195,1,26,0,0.0302676,"\int \left(e^x (-2-x)+2 e^{x^2} x+10 e^{-3+5 x^2} x\right) \, dx","Int[E^x*(-2 - x) + 2*E^x^2*x + 10*E^(-3 + 5*x^2)*x,x]","e^{x^2}+e^{5 x^2-3}-e^x (x+2)+e^x","e^{x^2}+e^{5 x^2-3}+e^x (-x-1)",1,"E^x + E^x^2 + E^(-3 + 5*x^2) - E^x*(2 + x)","A",5,3,30,0.1000,1,"{2176, 2194, 2209}"
4196,1,18,0,0.7302766,"\int \frac{e^{-\frac{75}{x^2+x^5-x \log (2)}} \left(150 x+375 x^4-75 \log (2)\right)}{x^4+x^{10}-2 x^3 \log (2)+x^2 \log ^2(2)+x^4 \left(2 x^3-2 x^2 \log (2)\right)} \, dx","Int[(150*x + 375*x^4 - 75*Log[2])/(E^(75/(x^2 + x^5 - x*Log[2]))*(x^4 + x^10 - 2*x^3*Log[2] + x^2*Log[2]^2 + x^4*(2*x^3 - 2*x^2*Log[2]))),x]","e^{-\frac{75}{x \left(x^4+x-\log (2)\right)}}","e^{-\frac{75}{x \left(x^4+x-\log (2)\right)}}",1,"E^(-75/(x*(x + x^4 - Log[2])))","A",3,3,73,0.04110,1,"{6688, 12, 6706}"
4197,1,21,0,0.0992998,"\int e^{2 x} \left(14 x+11 x^2-2 x^3\right) \, dx","Int[E^(2*x)*(14*x + 11*x^2 - 2*x^3),x]","7 e^{2 x} x^2-e^{2 x} x^3","e^{2 x} x \left(7 x-x^2\right)",1,"7*E^(2*x)*x^2 - E^(2*x)*x^3","A",12,4,20,0.2000,1,"{1594, 2196, 2176, 2194}"
4198,1,116,0,1.4572981,"\int \frac{e^{e^3-x} (5+x-e x-x \log (2)) \left(10+21 x+8 x^2+x^3+e \left(-x-3 x^2-x^3\right)+\left(-x-3 x^2-x^3\right) \log (2)\right)}{\left(x^2+x^3\right) \left(-5 x-6 x^2-x^3+e \left(x^2+x^3\right)+\left(x^2+x^3\right) \log (2)\right)} \, dx","Int[(E^(E^3 - x)*(5 + x - E*x - x*Log[2])*(10 + 21*x + 8*x^2 + x^3 + E*(-x - 3*x^2 - x^3) + (-x - 3*x^2 - x^3)*Log[2]))/((x^2 + x^3)*(-5*x - 6*x^2 - x^3 + E*(x^2 + x^3) + (x^2 + x^3)*Log[2])),x]","-5 e^{e^3} \text{Ei}(-x)+e^{e^3} (4+e+\log (2)) \text{Ei}(-x)+e^{e^3} (1-e-\log (2)) \text{Ei}(-x)+\frac{5 e^{e^3-x}}{x^2}-\frac{5 e^{e^3-x}}{x}+\frac{e^{e^3-x} (4+e+\log (2))}{x+1}+\frac{e^{e^3-x} (1-e-\log (2))}{x}","\frac{e^{e^3-x} \left(\frac{5}{x}-e+1-\log (2)\right)}{x^2+x}",1,"(5*E^(E^3 - x))/x^2 - (5*E^(E^3 - x))/x - 5*E^E^3*ExpIntegralEi[-x] + (E^(E^3 - x)*(1 - E - Log[2]))/x + E^E^3*ExpIntegralEi[-x]*(1 - E - Log[2]) + (E^(E^3 - x)*(4 + E + Log[2]))/(1 + x) + E^E^3*ExpIntegralEi[-x]*(4 + E + Log[2])","C",21,10,112,0.08929,1,"{6, 1586, 3, 1593, 1584, 21, 6741, 6742, 2177, 2178}"
4199,0,0,0,1.2852403,"\int \frac{4 x+e^{x+\frac{2 \left(10+2 x^2\right)}{x}} x^2+e^x \left(4-4 x^2+x^4\right)+e^{\frac{10+2 x^2}{x}} \left(-10 x-x^2+2 x^3+e^x \left(-4 x+2 x^3\right)\right)}{4-4 x^2+e^{\frac{2 \left(10+2 x^2\right)}{x}} x^2+x^4+e^{\frac{10+2 x^2}{x}} \left(-4 x+2 x^3\right)} \, dx","Int[(4*x + E^(x + (2*(10 + 2*x^2))/x)*x^2 + E^x*(4 - 4*x^2 + x^4) + E^((10 + 2*x^2)/x)*(-10*x - x^2 + 2*x^3 + E^x*(-4*x + 2*x^3)))/(4 - 4*x^2 + E^((2*(10 + 2*x^2))/x)*x^2 + x^4 + E^((10 + 2*x^2)/x)*(-4*x + 2*x^3)),x]","\int \frac{4 x+e^{x+\frac{2 \left(10+2 x^2\right)}{x}} x^2+e^x \left(4-4 x^2+x^4\right)+e^{\frac{10+2 x^2}{x}} \left(-10 x-x^2+2 x^3+e^x \left(-4 x+2 x^3\right)\right)}{4-4 x^2+e^{\frac{2 \left(10+2 x^2\right)}{x}} x^2+x^4+e^{\frac{10+2 x^2}{x}} \left(-4 x+2 x^3\right)} \, dx","-\frac{x}{x+e^{2 x+\frac{10}{x}}-\frac{2}{x}}+e^x+1",1,"E^x - 20*Defer[Int][(-2 + E^(10/x + 2*x)*x + x^2)^(-2), x] + 2*Defer[Int][x/(-2 + E^(10/x + 2*x)*x + x^2)^2, x] + 14*Defer[Int][x^2/(-2 + E^(10/x + 2*x)*x + x^2)^2, x] + Defer[Int][x^3/(-2 + E^(10/x + 2*x)*x + x^2)^2, x] - 2*Defer[Int][x^4/(-2 + E^(10/x + 2*x)*x + x^2)^2, x] - 10*Defer[Int][(-2 + E^(10/x + 2*x)*x + x^2)^(-1), x] - Defer[Int][x/(-2 + E^(10/x + 2*x)*x + x^2), x] + 2*Defer[Int][x^2/(-2 + E^(10/x + 2*x)*x + x^2), x]","F",0,0,0,0,-1,"{}"
4200,1,51,0,0.0748526,"\int \frac{2-12 x-2 x^2+e^{2 x} x^2-e^x x^2 \log (2)-16 \log \left(x^3\right)+2 \log ^2\left(x^3\right)}{2 x^2} \, dx","Int[(2 - 12*x - 2*x^2 + E^(2*x)*x^2 - E^x*x^2*Log[2] - 16*Log[x^3] + 2*Log[x^3]^2)/(2*x^2),x]","-\frac{\log ^2\left(x^3\right)}{x}+\frac{2 \log \left(x^3\right)}{x}+\frac{e^{2 x}}{4}-x+\frac{5}{x}-6 \log (x)-\frac{1}{2} e^x \log (2)","\frac{6-\left(-\log \left(x^3\right)-x+1\right)^2}{x}+\frac{1}{4} \left(e^x-\log (2)\right)^2",1,"E^(2*x)/4 + 5/x - x - (E^x*Log[2])/2 - 6*Log[x] + (2*Log[x^3])/x - Log[x^3]^2/x","A",12,5,50,0.1000,1,"{12, 14, 2194, 2304, 2305}"
4201,1,110,0,0.404746,"\int e^{-10 \sqrt{\frac{2}{3}}} \left(4 e^6 x^3+10 e^3 x^4+6 x^5+e^{2 x} \left(4 x^3+2 x^4\right)+e^x \left(10 x^4+2 x^5+e^3 \left(8 x^3+2 x^4\right)\right)\right) \, dx","Int[(4*E^6*x^3 + 10*E^3*x^4 + 6*x^5 + E^(2*x)*(4*x^3 + 2*x^4) + E^x*(10*x^4 + 2*x^5 + E^3*(8*x^3 + 2*x^4)))/E^(10*Sqrt[2/3]),x]","e^{-10 \sqrt{\frac{2}{3}}} x^6+2 e^{x-10 \sqrt{\frac{2}{3}}} x^5+2 e^{3-10 \sqrt{\frac{2}{3}}} x^5+2 e^{x+\frac{1}{3} \left(9-10 \sqrt{6}\right)} x^4+e^{2 x-10 \sqrt{\frac{2}{3}}} x^4+e^{6-10 \sqrt{\frac{2}{3}}} x^4","e^{-10 \sqrt{\frac{2}{3}}} x^4 \left(x+e^x+e^3\right)^2",1,"E^(6 - 10*Sqrt[2/3])*x^4 + 2*E^((9 - 10*Sqrt[6])/3 + x)*x^4 + E^(-10*Sqrt[2/3] + 2*x)*x^4 + 2*E^(3 - 10*Sqrt[2/3])*x^5 + 2*E^(-10*Sqrt[2/3] + x)*x^5 + x^6/E^(10*Sqrt[2/3])","B",38,5,81,0.06173,1,"{12, 1593, 2196, 2176, 2194}"
4202,1,17,0,0.6344386,"\int \frac{20-2 e^x+\left(-20 e^x x+2 e^{2 x} x\right) \log (x) \log (\log (x))+\left(2-2 e^x x \log (x) \log (\log (x))\right) \log (\log (\log (x)))}{9 x \log (x) \log (\log (x))} \, dx","Int[(20 - 2*E^x + (-20*E^x*x + 2*E^(2*x)*x)*Log[x]*Log[Log[x]] + (2 - 2*E^x*x*Log[x]*Log[Log[x]])*Log[Log[Log[x]]])/(9*x*Log[x]*Log[Log[x]]),x]","\frac{1}{9} \left(-e^x+\log (\log (\log (x)))+10\right)^2","\frac{1}{9} \left(2 (3-x)+e^x+2 x-\log (\log (\log (x)))-16\right)^2",1,"(10 - E^x + Log[Log[Log[x]]])^2/9","A",4,3,62,0.04839,1,"{12, 6688, 6686}"
4203,1,23,0,0.1277065,"\int \frac{-900 e^{225 \log ^2(x)} \log (x)+540 e^{450 \log ^2(x)} \log (x)}{x} \, dx","Int[(-900*E^(225*Log[x]^2)*Log[x] + 540*E^(450*Log[x]^2)*Log[x])/x,x]","\frac{3}{5} e^{450 \log ^2(x)}-2 e^{225 \log ^2(x)}","\frac{3}{5} \left(e^{225 \log ^2(x)}-\frac{5}{3}\right)^2",1,"-2*E^(225*Log[x]^2) + (3*E^(450*Log[x]^2))/5","A",6,4,29,0.1379,1,"{14, 2276, 2204, 2209}"
4204,0,0,0,6.4009526,"\int \frac{\left(-128 x^3+256 x^4+\left(128 x^2-256 x^3\right) \log (2)+\left(-128 x^2+256 x^3+\left(128 x-256 x^2\right) \log (2)\right) \log (x)\right) \log \left(-12-x+x^2\right)+\left(768 x+64 x^2-64 x^3+\left(-768-832 x+64 x^3\right) \log (2)+\left(-768 x-64 x^2+64 x^3\right) \log (x)\right) \log ^2\left(-12-x+x^2\right)}{-12 x^3-x^4+x^5+\left(-24 x^2-2 x^3+2 x^4\right) \log (x)+\left(-12 x-x^2+x^3\right) \log ^2(x)} \, dx","Int[((-128*x^3 + 256*x^4 + (128*x^2 - 256*x^3)*Log[2] + (-128*x^2 + 256*x^3 + (128*x - 256*x^2)*Log[2])*Log[x])*Log[-12 - x + x^2] + (768*x + 64*x^2 - 64*x^3 + (-768 - 832*x + 64*x^3)*Log[2] + (-768*x - 64*x^2 + 64*x^3)*Log[x])*Log[-12 - x + x^2]^2)/(-12*x^3 - x^4 + x^5 + (-24*x^2 - 2*x^3 + 2*x^4)*Log[x] + (-12*x - x^2 + x^3)*Log[x]^2),x]","\int \frac{\left(-128 x^3+256 x^4+\left(128 x^2-256 x^3\right) \log (2)+\left(-128 x^2+256 x^3+\left(128 x-256 x^2\right) \log (2)\right) \log (x)\right) \log \left(-12-x+x^2\right)+\left(768 x+64 x^2-64 x^3+\left(-768-832 x+64 x^3\right) \log (2)+\left(-768 x-64 x^2+64 x^3\right) \log (x)\right) \log ^2\left(-12-x+x^2\right)}{-12 x^3-x^4+x^5+\left(-24 x^2-2 x^3+2 x^4\right) \log (x)+\left(-12 x-x^2+x^3\right) \log ^2(x)} \, dx","\frac{64 (x-\log (2)) \log ^2((x-4) (x+3))}{x+\log (x)}",1,"256*Defer[Int][Log[-12 - x + x^2]/(x + Log[x]), x] + 64*(8 - Log[4])*Defer[Int][Log[-12 - x + x^2]/((-4 + x)*(x + Log[x])), x] - 64*(6 + Log[4])*Defer[Int][Log[-12 - x + x^2]/((3 + x)*(x + Log[x])), x] - 64*(1 - Log[2])*Defer[Int][Log[-12 - x + x^2]^2/(x + Log[x])^2, x] + 64*Log[2]*Defer[Int][Log[-12 - x + x^2]^2/(x*(x + Log[x])^2), x] + 64*Defer[Int][(Log[x]*Log[-12 - x + x^2]^2)/(x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
4205,0,0,0,1.0010923,"\int e^{-\frac{12 e^x}{x}} \left(-2 e^{\frac{12 e^x}{x}} x-4 x^3+e^x \left(-12 x^2+12 x^3\right)\right) \, dx","Int[(-2*E^((12*E^x)/x)*x - 4*x^3 + E^x*(-12*x^2 + 12*x^3))/E^((12*E^x)/x),x]","\int e^{-\frac{12 e^x}{x}} \left(-2 e^{\frac{12 e^x}{x}} x-4 x^3+e^x \left(-12 x^2+12 x^3\right)\right) \, dx","-e^{-\frac{12 e^x}{x}} x^4-x^2+2",1,"-x^2 - 12*Defer[Int][E^((-12*E^x)/x + x)*x^2, x] - 4*Defer[Int][x^3/E^((12*E^x)/x), x] + 12*Defer[Int][E^((-12*E^x)/x + x)*x^3, x]","F",0,0,0,0,-1,"{}"
4206,1,14,0,0.0033498,"\int \frac{3 e^2}{8 x^3 \log ^2(5)} \, dx","Int[(3*E^2)/(8*x^3*Log[5]^2),x]","-\frac{3 e^2}{16 x^2 \log ^2(5)}","-\frac{3 e^2}{16 x^2 \log ^2(5)}",1,"(-3*E^2)/(16*x^2*Log[5]^2)","A",2,2,14,0.1429,1,"{12, 30}"
4207,0,0,0,1.8915346,"\int \frac{32-656 x-496 x^2+\left(-24 x-24 x^2\right) \log (x)}{32000 x^4+32000 x^5+8000 x^6+\left(-4800 x^3+3600 x^5+1200 x^6\right) \log (x)+\left(240 x^2-240 x^3-180 x^4+120 x^5+60 x^6\right) \log ^2(x)+\left(-4 x+8 x^2-x^3-5 x^4+x^5+x^6\right) \log ^3(x)} \, dx","Int[(32 - 656*x - 496*x^2 + (-24*x - 24*x^2)*Log[x])/(32000*x^4 + 32000*x^5 + 8000*x^6 + (-4800*x^3 + 3600*x^5 + 1200*x^6)*Log[x] + (240*x^2 - 240*x^3 - 180*x^4 + 120*x^5 + 60*x^6)*Log[x]^2 + (-4*x + 8*x^2 - x^3 - 5*x^4 + x^5 + x^6)*Log[x]^3),x]","\int \frac{32-656 x-496 x^2+\left(-24 x-24 x^2\right) \log (x)}{32000 x^4+32000 x^5+8000 x^6+\left(-4800 x^3+3600 x^5+1200 x^6\right) \log (x)+\left(240 x^2-240 x^3-180 x^4+120 x^5+60 x^6\right) \log ^2(x)+\left(-4 x+8 x^2-x^3-5 x^4+x^5+x^6\right) \log ^3(x)} \, dx","\frac{1}{(2 x+4) \left(5 x+\frac{((x-2) x+x) \log (x)}{4 x}\right)^2}",1,"(320*Defer[Int][1/((-1 + x)*(20*x - Log[x] + x*Log[x])^3), x])/3 + 8*Defer[Int][1/(x*(20*x - Log[x] + x*Log[x])^3), x] - (392*Defer[Int][1/((2 + x)*(20*x - Log[x] + x*Log[x])^3), x])/3 - (16*Defer[Int][1/((-1 + x)*(20*x - Log[x] + x*Log[x])^2), x])/3 - 8*Defer[Int][1/((2 + x)^2*(20*x - Log[x] + x*Log[x])^2), x] + (16*Defer[Int][1/((2 + x)*(20*x - Log[x] + x*Log[x])^2), x])/3","F",0,0,0,0,-1,"{}"
4208,0,0,0,5.7012867,"\int \frac{-30 x^4+150 x^5+\left(-60 x^2+300 x^3\right) \log (4)+(-30+150 x) \log ^2(4)+e^x \left(-3 x^4+\left(-6 x-3 x^2\right) \log (4)\right)}{8 x^4+8 e^{2 x} x^4-160 x^5+1200 x^6-4000 x^7+5000 x^8+\left(16 x^2-320 x^3+2400 x^4-8000 x^5+10000 x^6\right) \log (4)+\left(8-160 x+1200 x^2-4000 x^3+5000 x^4\right) \log ^2(4)+e^x \left(-16 x^4+160 x^5-400 x^6+\left(-16 x^2+160 x^3-400 x^4\right) \log (4)\right)} \, dx","Int[(-30*x^4 + 150*x^5 + (-60*x^2 + 300*x^3)*Log[4] + (-30 + 150*x)*Log[4]^2 + E^x*(-3*x^4 + (-6*x - 3*x^2)*Log[4]))/(8*x^4 + 8*E^(2*x)*x^4 - 160*x^5 + 1200*x^6 - 4000*x^7 + 5000*x^8 + (16*x^2 - 320*x^3 + 2400*x^4 - 8000*x^5 + 10000*x^6)*Log[4] + (8 - 160*x + 1200*x^2 - 4000*x^3 + 5000*x^4)*Log[4]^2 + E^x*(-16*x^4 + 160*x^5 - 400*x^6 + (-16*x^2 + 160*x^3 - 400*x^4)*Log[4])),x]","\int \frac{-30 x^4+150 x^5+\left(-60 x^2+300 x^3\right) \log (4)+(-30+150 x) \log ^2(4)+e^x \left(-3 x^4+\left(-6 x-3 x^2\right) \log (4)\right)}{8 x^4+8 e^{2 x} x^4-160 x^5+1200 x^6-4000 x^7+5000 x^8+\left(16 x^2-320 x^3+2400 x^4-8000 x^5+10000 x^6\right) \log (4)+\left(8-160 x+1200 x^2-4000 x^3+5000 x^4\right) \log ^2(4)+e^x \left(-16 x^4+160 x^5-400 x^6+\left(-16 x^2+160 x^3-400 x^4\right) \log (4)\right)} \, dx","\frac{3}{8 \left(\frac{e^x}{\frac{\log (4)}{x^2}+1}-(1-5 x)^2\right)}",1,"(27*Log[4]^2*Defer[Int][(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^(-2), x])/8 - (3*Log[4]^2*Defer[Int][1/(x*(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2), x])/4 - (3*Log[4]*(1 - Log[1024])*Defer[Int][x/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/4 - (3*Log[4]*(1 + 5*Log[32])*Defer[Int][x^2/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/4 + (105*Log[4]*Defer[Int][x^3/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/4 - (3*(11 + 50*Log[4])*Defer[Int][x^4/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/8 + (45*Defer[Int][x^5/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/2 - (75*Defer[Int][x^6/(E^x*x^2 + 10*x^3 - 25*x^4 - Log[4] + 10*x*Log[4] - x^2*(1 + 25*Log[4]))^2, x])/8 + (3*Log[4]*Defer[Int][(-(E^x*x^2) - 10*x^3 + 25*x^4 + Log[4] - 10*x*Log[4] + x^2*(1 + 25*Log[4]))^(-1), x])/8 + (3*Log[16]*Defer[Int][1/(x*(-(E^x*x^2) - 10*x^3 + 25*x^4 + Log[4] - 10*x*Log[4] + x^2*(1 + 25*Log[4]))), x])/8 + (3*Defer[Int][x^2/(-(E^x*x^2) - 10*x^3 + 25*x^4 + Log[4] - 10*x*Log[4] + x^2*(1 + 25*Log[4])), x])/8","F",0,0,0,0,-1,"{}"
4209,0,0,0,36.8217875,"\int \frac{\exp \left(\frac{2 \left(-e^6+x+4 e^3 x-4 x^2+\left(2+e^6-x-4 e^3 x+4 x^2+\left(e^6 x-x^2-4 e^3 x^2+4 x^3\right) \log (4)\right) \log (x)\right)}{-1+(1+x \log (4)) \log (x)}\right) \left(-4-2 x-8 e^3 x+16 x^2+\left(4 x+16 e^3 x-32 x^2+\left(4 x^2+16 e^3 x^2-32 x^3\right) \log (4)\right) \log (x)+\left(-2 x-8 e^3 x+16 x^2+\left(-4 x-4 x^2-16 e^3 x^2+32 x^3\right) \log (4)+\left(-2 x^3-8 e^3 x^3+16 x^4\right) \log ^2(4)\right) \log ^2(x)\right)}{x+\left(-2 x-2 x^2 \log (4)\right) \log (x)+\left(x+2 x^2 \log (4)+x^3 \log ^2(4)\right) \log ^2(x)} \, dx","Int[(E^((2*(-E^6 + x + 4*E^3*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))*(-4 - 2*x - 8*E^3*x + 16*x^2 + (4*x + 16*E^3*x - 32*x^2 + (4*x^2 + 16*E^3*x^2 - 32*x^3)*Log[4])*Log[x] + (-2*x - 8*E^3*x + 16*x^2 + (-4*x - 4*x^2 - 16*E^3*x^2 + 32*x^3)*Log[4] + (-2*x^3 - 8*E^3*x^3 + 16*x^4)*Log[4]^2)*Log[x]^2))/(x + (-2*x - 2*x^2*Log[4])*Log[x] + (x + 2*x^2*Log[4] + x^3*Log[4]^2)*Log[x]^2),x]","\int \frac{\exp \left(\frac{2 \left(-e^6+x+4 e^3 x-4 x^2+\left(2+e^6-x-4 e^3 x+4 x^2+\left(e^6 x-x^2-4 e^3 x^2+4 x^3\right) \log (4)\right) \log (x)\right)}{-1+(1+x \log (4)) \log (x)}\right) \left(-4-2 x-8 e^3 x+16 x^2+\left(4 x+16 e^3 x-32 x^2+\left(4 x^2+16 e^3 x^2-32 x^3\right) \log (4)\right) \log (x)+\left(-2 x-8 e^3 x+16 x^2+\left(-4 x-4 x^2-16 e^3 x^2+32 x^3\right) \log (4)+\left(-2 x^3-8 e^3 x^3+16 x^4\right) \log ^2(4)\right) \log ^2(x)\right)}{x+\left(-2 x-2 x^2 \log (4)\right) \log (x)+\left(x+2 x^2 \log (4)+x^3 \log ^2(4)\right) \log ^2(x)} \, dx","\exp \left(2 \left(e^3-2 x\right)^2-2 x+\frac{4}{x \log (4)-\frac{1}{\log (x)}+1}\right)",1,"-2*(1 + 4*E^3)*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x])), x] + 16*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))*x, x] - 2*Log[16]*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))/(1 + x*Log[4])^2, x] - 4*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))/(x*(-1 + Log[x] + x*Log[4]*Log[x])^2), x] - 4*Log[4]*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))/((1 + x*Log[4])^2*(-1 + Log[x] + x*Log[4]*Log[x])^2), x] - 8*Log[4]*Defer[Int][E^((2*(-E^6 + (1 + 4*E^3)*x - 4*x^2 + (2 + E^6 - x - 4*E^3*x + 4*x^2 + (E^6*x - x^2 - 4*E^3*x^2 + 4*x^3)*Log[4])*Log[x]))/(-1 + (1 + x*Log[4])*Log[x]))/((1 + x*Log[4])^2*(-1 + Log[x] + x*Log[4]*Log[x])), x]","F",0,0,0,0,-1,"{}"
4210,1,8,0,0.0047815,"\int \frac{2+e^x x}{x} \, dx","Int[(2 + E^x*x)/x,x]","e^x+2 \log (x)","\log \left(\frac{1}{4} e^{e^x+\frac{2}{e^3}} x^2\right)",1,"E^x + 2*Log[x]","A",3,2,11,0.1818,1,"{14, 2194}"
4211,0,0,0,20.6395782,"\int \frac{-4 e^{\frac{2 (-7+x)}{x^2}} x^4+e^{\frac{-7+x}{x^2}} \left(3 x^2+x^4\right)+e^{\frac{-7+x}{x^2}} \left(-42+3 x-14 x^2+x^3-2 x^4\right) \log (x)}{4 e^{\frac{2 (-7+x)}{x^2}} x^3+4 e^{\frac{-7+x}{x^2}} x^3 \log (x)+x^3 \log ^2(x)} \, dx","Int[(-4*E^((2*(-7 + x))/x^2)*x^4 + E^((-7 + x)/x^2)*(3*x^2 + x^4) + E^((-7 + x)/x^2)*(-42 + 3*x - 14*x^2 + x^3 - 2*x^4)*Log[x])/(4*E^((2*(-7 + x))/x^2)*x^3 + 4*E^((-7 + x)/x^2)*x^3*Log[x] + x^3*Log[x]^2),x]","\int \frac{-4 e^{\frac{2 (-7+x)}{x^2}} x^4+e^{\frac{-7+x}{x^2}} \left(3 x^2+x^4\right)+e^{\frac{-7+x}{x^2}} \left(-42+3 x-14 x^2+x^3-2 x^4\right) \log (x)}{4 e^{\frac{2 (-7+x)}{x^2}} x^3+4 e^{\frac{-7+x}{x^2}} x^3 \log (x)+x^3 \log ^2(x)} \, dx","4-\frac{x^2+3}{e^{-\frac{x-7}{x^2}} \log (x)+2}",1,"-1/2*x^2 - (3*Defer[Int][(E^(14/x^2)*Log[x])/(x*(2*E^x^(-1) + E^(7/x^2)*Log[x])^2), x])/2 - Defer[Int][(E^(14/x^2)*x*Log[x])/(2*E^x^(-1) + E^(7/x^2)*Log[x])^2, x]/2 - Defer[Int][(E^(14/x^2)*Log[x]^2)/(2*E^x^(-1) + E^(7/x^2)*Log[x])^2, x]/2 + 21*Defer[Int][(E^(14/x^2)*Log[x]^2)/(x^3*(2*E^x^(-1) + E^(7/x^2)*Log[x])^2), x] - (3*Defer[Int][(E^(14/x^2)*Log[x]^2)/(x^2*(2*E^x^(-1) + E^(7/x^2)*Log[x])^2), x])/2 + 7*Defer[Int][(E^(14/x^2)*Log[x]^2)/(x*(2*E^x^(-1) + E^(7/x^2)*Log[x])^2), x] + (3*Defer[Int][E^(7/x^2)/(x*(2*E^x^(-1) + E^(7/x^2)*Log[x])), x])/2 + Defer[Int][(E^(7/x^2)*x)/(2*E^x^(-1) + E^(7/x^2)*Log[x]), x]/2 + Defer[Int][(E^(7/x^2)*Log[x])/(2*E^x^(-1) + E^(7/x^2)*Log[x]), x]/2 - 21*Defer[Int][(E^(7/x^2)*Log[x])/(x^3*(2*E^x^(-1) + E^(7/x^2)*Log[x])), x] + (3*Defer[Int][(E^(7/x^2)*Log[x])/(x^2*(2*E^x^(-1) + E^(7/x^2)*Log[x])), x])/2 - 7*Defer[Int][(E^(7/x^2)*Log[x])/(x*(2*E^x^(-1) + E^(7/x^2)*Log[x])), x] + Defer[Int][(E^(7/x^2)*x*Log[x])/(2*E^x^(-1) + E^(7/x^2)*Log[x]), x]","F",0,0,0,0,-1,"{}"
4212,0,0,0,8.7623189,"\int \frac{\exp \left(-\frac{2 e^2 \left(4-4 x+x^2\right)}{100-120 x+36 x^2+(20-12 x) \log (x)+\log ^2(x)}\right) \left(-2000 x+3600 x^2-2160 x^3+432 x^4+e^2 \left(-16 x+32 x^2-12 x^3\right)+\left(-600 x+720 x^2-216 x^3+e^2 \left(-8 x^2+4 x^3\right)\right) \log (x)+\left(-60 x+36 x^2\right) \log ^2(x)-2 x \log ^3(x)\right)}{1000-1800 x+1080 x^2-216 x^3+\left(300-360 x+108 x^2\right) \log (x)+(30-18 x) \log ^2(x)+\log ^3(x)} \, dx","Int[(-2000*x + 3600*x^2 - 2160*x^3 + 432*x^4 + E^2*(-16*x + 32*x^2 - 12*x^3) + (-600*x + 720*x^2 - 216*x^3 + E^2*(-8*x^2 + 4*x^3))*Log[x] + (-60*x + 36*x^2)*Log[x]^2 - 2*x*Log[x]^3)/(E^((2*E^2*(4 - 4*x + x^2))/(100 - 120*x + 36*x^2 + (20 - 12*x)*Log[x] + Log[x]^2))*(1000 - 1800*x + 1080*x^2 - 216*x^3 + (300 - 360*x + 108*x^2)*Log[x] + (30 - 18*x)*Log[x]^2 + Log[x]^3)),x]","\int \frac{\exp \left(-\frac{2 e^2 \left(4-4 x+x^2\right)}{100-120 x+36 x^2+(20-12 x) \log (x)+\log ^2(x)}\right) \left(-2000 x+3600 x^2-2160 x^3+432 x^4+e^2 \left(-16 x+32 x^2-12 x^3\right)+\left(-600 x+720 x^2-216 x^3+e^2 \left(-8 x^2+4 x^3\right)\right) \log (x)+\left(-60 x+36 x^2\right) \log ^2(x)-2 x \log ^3(x)\right)}{1000-1800 x+1080 x^2-216 x^3+\left(300-360 x+108 x^2\right) \log (x)+(30-18 x) \log ^2(x)+\log ^3(x)} \, dx","5-x^2 e^{-\frac{2 e^2}{\left(\frac{x-\log (x)}{x-2}+5\right)^2}}",1,"-2*Defer[Int][x/E^((2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2), x] + 16*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x)/(-10 + 6*x - Log[x])^3, x] - 112*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x^2)/(-10 + 6*x - Log[x])^3, x] + 100*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x^3)/(-10 + 6*x - Log[x])^3, x] - 24*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x^4)/(-10 + 6*x - Log[x])^3, x] - 8*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x^2)/(-10 + 6*x - Log[x])^2, x] + 4*Defer[Int][(E^(2 - (2*E^2*(-2 + x)^2)/(10 - 6*x + Log[x])^2)*x^3)/(-10 + 6*x - Log[x])^2, x]","F",0,0,0,0,-1,"{}"
4213,0,0,0,2.9108076,"\int \frac{-27+9 x+e^{e^x} \left(-10 x-x^2+x^3+e^x \left(-5 x^2+x^3\right)\right)}{-45+9 x+e^{e^x} \left(-5 x^2+x^3\right)} \, dx","Int[(-27 + 9*x + E^E^x*(-10*x - x^2 + x^3 + E^x*(-5*x^2 + x^3)))/(-45 + 9*x + E^E^x*(-5*x^2 + x^3)),x]","\int \frac{-27+9 x+e^{e^x} \left(-10 x-x^2+x^3+e^x \left(-5 x^2+x^3\right)\right)}{-45+9 x+e^{e^x} \left(-5 x^2+x^3\right)} \, dx","\log \left(\frac{1}{3} e^{e^x} x^2+3\right)+x+\log \left((x-5)^2\right)-5",1,"x + 10*Defer[Int][E^E^x/(9 + E^E^x*x^2), x] + 18*Defer[Int][1/((-5 + x)*(9 + E^E^x*x^2)), x] + 50*Defer[Int][E^E^x/((-5 + x)*(9 + E^E^x*x^2)), x] + 4*Defer[Int][(E^E^x*x)/(9 + E^E^x*x^2), x] + Defer[Int][(E^(E^x + x)*x^2)/(9 + E^E^x*x^2), x]","F",0,0,0,0,-1,"{}"
4214,1,12,0,0.1949953,"\int \frac{-28 x+14 x \log (x)+2 \log (-2+\log (x))}{-28 x^2+14 x^2 \log (x)+(-2 x+x \log (x)) \log ^2(-2+\log (x))} \, dx","Int[(-28*x + 14*x*Log[x] + 2*Log[-2 + Log[x]])/(-28*x^2 + 14*x^2*Log[x] + (-2*x + x*Log[x])*Log[-2 + Log[x]]^2),x]","\log \left(14 x+\log ^2(\log (x)-2)\right)","\log \left(14 x+\log ^2(\log (x)-2)\right)",1,"Log[14*x + Log[-2 + Log[x]]^2]","A",3,3,48,0.06250,1,"{6741, 12, 6684}"
4215,0,0,0,1.9142897,"\int \frac{-5 x^3+e^{\frac{4+4 x+x^2}{x^2}} \left(8+4 x-4 x^2\right)}{2 e^{\frac{3 \left(4+4 x+x^2\right)}{x^2}} x^{11}+6 e^{\frac{2 \left(4+4 x+x^2\right)}{x^2}} x^{12}+6 e^{\frac{4+4 x+x^2}{x^2}} x^{13}+2 x^{14}} \, dx","Int[(-5*x^3 + E^((4 + 4*x + x^2)/x^2)*(8 + 4*x - 4*x^2))/(2*E^((3*(4 + 4*x + x^2))/x^2)*x^11 + 6*E^((2*(4 + 4*x + x^2))/x^2)*x^12 + 6*E^((4 + 4*x + x^2)/x^2)*x^13 + 2*x^14),x]","\int \frac{-5 x^3+e^{\frac{4+4 x+x^2}{x^2}} \left(8+4 x-4 x^2\right)}{2 e^{\frac{3 \left(4+4 x+x^2\right)}{x^2}} x^{11}+6 e^{\frac{2 \left(4+4 x+x^2\right)}{x^2}} x^{12}+6 e^{\frac{4+4 x+x^2}{x^2}} x^{13}+2 x^{14}} \, dx","\frac{1}{4 x^8 \left(e^{\frac{(x+2)^2}{x^2}}+x\right)^2}",1,"-4*Defer[Int][1/(x^10*(E^((2 + x)^2/x^2) + x)^3), x] - 2*Defer[Int][1/(x^9*(E^((2 + x)^2/x^2) + x)^3), x] - Defer[Int][1/(x^8*(E^((2 + x)^2/x^2) + x)^3), x]/2 + 4*Defer[Int][1/(x^11*(E^((2 + x)^2/x^2) + x)^2), x] + 2*Defer[Int][1/(x^10*(E^((2 + x)^2/x^2) + x)^2), x] - 2*Defer[Int][1/(x^9*(E^((2 + x)^2/x^2) + x)^2), x]","F",0,0,0,0,-1,"{}"
4216,1,36,0,0.0265382,"\int \frac{1-256 x+8 x^2+\left(2-384 x+8 x^2\right) \log (3)+\left(1-128 x+2 x^2\right) \log ^2(3)}{x+2 x \log (3)+x \log ^2(3)} \, dx","Int[(1 - 256*x + 8*x^2 + (2 - 384*x + 8*x^2)*Log[3] + (1 - 128*x + 2*x^2)*Log[3]^2)/(x + 2*x*Log[3] + x*Log[3]^2),x]","\frac{x^2 (2+\log (3))^2}{(1+\log (3))^2}-\frac{128 x \left(2+\log ^2(3)+\log (27)\right)}{(1+\log (3))^2}+\log (x)","\left(-x-\frac{x}{1+\log (3)}+64\right)^2+\log (x)",1,"(x^2*(2 + Log[3])^2)/(1 + Log[3])^2 - (128*x*(2 + Log[3]^2 + Log[27]))/(1 + Log[3])^2 + Log[x]","A",5,3,54,0.05556,1,"{6, 12, 14}"
4217,1,13,0,0.0113247,"\int \frac{2}{-4 x-5 x \log (3)+x \log (2 x)} \, dx","Int[2/(-4*x - 5*x*Log[3] + x*Log[2*x]),x]","2 \log (-\log (2 x)+4+\log (243))","\log \left((-\log (2 x)+4+5 \log (3))^2\right)",1,"2*Log[4 + Log[243] - Log[2*x]]","A",4,3,19,0.1579,1,"{6, 12, 31}"
4218,1,60,0,0.1064379,"\int \frac{4-x+e^{e^2-2 e x+x^2} \left(-2-2 e x+2 x^2\right)-2 \log (4)}{x^3} \, dx","Int[(4 - x + E^(E^2 - 2*E*x + x^2)*(-2 - 2*E*x + 2*x^2) - 2*Log[4])/x^3,x]","\frac{e^{x^2-2 e x+e^2} \left(e x-x^2\right)}{(e-x) x^3}-\frac{(-x+4-\log (16))^2}{2 x^2 (4-\log (16))}","\frac{x+e^{(x-e)^2}-2+\log (4)}{x^2}+1",1,"(E^(E^2 - 2*E*x + x^2)*(E*x - x^2))/((E - x)*x^3) - (4 - x - Log[16])^2/(2*x^2*(4 - Log[16]))","B",4,3,38,0.07895,1,"{14, 2288, 37}"
4219,1,1101,0,2.2883296,"\int \frac{\left(-14+64 x-24 x^2\right) \log \left(-112+28 x-64 x^2+16 x^3\right)+\left(-7-4 x^2\right) \log ^2\left(-112+28 x-64 x^2+16 x^3\right)}{7+4 x^2} \, dx","Int[((-14 + 64*x - 24*x^2)*Log[-112 + 28*x - 64*x^2 + 16*x^3] + (-7 - 4*x^2)*Log[-112 + 28*x - 64*x^2 + 16*x^3]^2)/(7 + 4*x^2),x]","-\frac{1}{2} \left(8-i \sqrt{7}\right) \log ^2\left(i \sqrt{7}-2 x\right)-\frac{1}{2} i \sqrt{7} \log ^2\left(i \sqrt{7}-2 x\right)-\left(8-i \sqrt{7}\right) \log \left(\frac{2 (4-x)}{8-i \sqrt{7}}\right) \log \left(i \sqrt{7}-2 x\right)-i \sqrt{7} \log \left(\frac{2 (4-x)}{8-i \sqrt{7}}\right) \log \left(i \sqrt{7}-2 x\right)-\left(8-i \sqrt{7}\right) \log \left(-\frac{i \left(2 x+i \sqrt{7}\right)}{2 \sqrt{7}}\right) \log \left(i \sqrt{7}-2 x\right)-i \sqrt{7} \log \left(-\frac{i \left(2 x+i \sqrt{7}\right)}{2 \sqrt{7}}\right) \log \left(i \sqrt{7}-2 x\right)+\left(8-i \sqrt{7}\right) \log \left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right) \log \left(i \sqrt{7}-2 x\right)+i \sqrt{7} \log \left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right) \log \left(i \sqrt{7}-2 x\right)-4 \log ^2(x-4)-\frac{1}{2} \left(8+i \sqrt{7}\right) \log ^2\left(2 x+i \sqrt{7}\right)+\frac{1}{2} i \sqrt{7} \log ^2\left(2 x+i \sqrt{7}\right)-x \log ^2\left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right)-8 \log \left(-\frac{i \sqrt{7}-2 x}{8-i \sqrt{7}}\right) \log (x-4)-\left(8+i \sqrt{7}\right) \log \left(-\frac{i \left(i \sqrt{7}-2 x\right)}{2 \sqrt{7}}\right) \log \left(2 x+i \sqrt{7}\right)+i \sqrt{7} \log \left(-\frac{i \left(i \sqrt{7}-2 x\right)}{2 \sqrt{7}}\right) \log \left(2 x+i \sqrt{7}\right)-\left(8+i \sqrt{7}\right) \log \left(\frac{2 (4-x)}{8+i \sqrt{7}}\right) \log \left(2 x+i \sqrt{7}\right)+i \sqrt{7} \log \left(\frac{2 (4-x)}{8+i \sqrt{7}}\right) \log \left(2 x+i \sqrt{7}\right)-8 \log (x-4) \log \left(\frac{2 x+i \sqrt{7}}{8+i \sqrt{7}}\right)+8 \log (x-4) \log \left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right)+\left(8+i \sqrt{7}\right) \log \left(2 x+i \sqrt{7}\right) \log \left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right)-i \sqrt{7} \log \left(2 x+i \sqrt{7}\right) \log \left(-4 \left(-4 x^3+16 x^2-7 x+28\right)\right)-8 \text{Li}_2\left(\frac{2 (4-x)}{8-i \sqrt{7}}\right)-8 \text{Li}_2\left(\frac{2 (4-x)}{8+i \sqrt{7}}\right)-\left(8+i \sqrt{7}\right) \text{Li}_2\left(-\frac{\sqrt{7}-2 i x}{8 i-\sqrt{7}}\right)+i \sqrt{7} \text{Li}_2\left(-\frac{\sqrt{7}-2 i x}{8 i-\sqrt{7}}\right)-\left(8-i \sqrt{7}\right) \text{Li}_2\left(\frac{2 i x+\sqrt{7}}{8 i+\sqrt{7}}\right)-i \sqrt{7} \text{Li}_2\left(\frac{2 i x+\sqrt{7}}{8 i+\sqrt{7}}\right)-\left(8+i \sqrt{7}\right) \text{Li}_2\left(\frac{1}{2}-\frac{i x}{\sqrt{7}}\right)+i \sqrt{7} \text{Li}_2\left(\frac{1}{2}-\frac{i x}{\sqrt{7}}\right)-\left(8-i \sqrt{7}\right) \text{Li}_2\left(\frac{i x}{\sqrt{7}}+\frac{1}{2}\right)-i \sqrt{7} \text{Li}_2\left(\frac{i x}{\sqrt{7}}+\frac{1}{2}\right)","(4-x) \log ^2\left((x-4) \left(16 x^2+28\right)\right)",1,"(-1/2*I)*Sqrt[7]*Log[I*Sqrt[7] - 2*x]^2 - ((8 - I*Sqrt[7])*Log[I*Sqrt[7] - 2*x]^2)/2 - I*Sqrt[7]*Log[I*Sqrt[7] - 2*x]*Log[(2*(4 - x))/(8 - I*Sqrt[7])] - (8 - I*Sqrt[7])*Log[I*Sqrt[7] - 2*x]*Log[(2*(4 - x))/(8 - I*Sqrt[7])] - 8*Log[-((I*Sqrt[7] - 2*x)/(8 - I*Sqrt[7]))]*Log[-4 + x] - 4*Log[-4 + x]^2 + I*Sqrt[7]*Log[((-1/2*I)*(I*Sqrt[7] - 2*x))/Sqrt[7]]*Log[I*Sqrt[7] + 2*x] - (8 + I*Sqrt[7])*Log[((-1/2*I)*(I*Sqrt[7] - 2*x))/Sqrt[7]]*Log[I*Sqrt[7] + 2*x] + I*Sqrt[7]*Log[(2*(4 - x))/(8 + I*Sqrt[7])]*Log[I*Sqrt[7] + 2*x] - (8 + I*Sqrt[7])*Log[(2*(4 - x))/(8 + I*Sqrt[7])]*Log[I*Sqrt[7] + 2*x] + (I/2)*Sqrt[7]*Log[I*Sqrt[7] + 2*x]^2 - ((8 + I*Sqrt[7])*Log[I*Sqrt[7] + 2*x]^2)/2 - I*Sqrt[7]*Log[I*Sqrt[7] - 2*x]*Log[((-1/2*I)*(I*Sqrt[7] + 2*x))/Sqrt[7]] - (8 - I*Sqrt[7])*Log[I*Sqrt[7] - 2*x]*Log[((-1/2*I)*(I*Sqrt[7] + 2*x))/Sqrt[7]] - 8*Log[-4 + x]*Log[(I*Sqrt[7] + 2*x)/(8 + I*Sqrt[7])] + I*Sqrt[7]*Log[I*Sqrt[7] - 2*x]*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)] + (8 - I*Sqrt[7])*Log[I*Sqrt[7] - 2*x]*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)] + 8*Log[-4 + x]*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)] - I*Sqrt[7]*Log[I*Sqrt[7] + 2*x]*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)] + (8 + I*Sqrt[7])*Log[I*Sqrt[7] + 2*x]*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)] - x*Log[-4*(28 - 7*x + 16*x^2 - 4*x^3)]^2 - 8*PolyLog[2, (2*(4 - x))/(8 - I*Sqrt[7])] - 8*PolyLog[2, (2*(4 - x))/(8 + I*Sqrt[7])] + I*Sqrt[7]*PolyLog[2, -((Sqrt[7] - (2*I)*x)/(8*I - Sqrt[7]))] - (8 + I*Sqrt[7])*PolyLog[2, -((Sqrt[7] - (2*I)*x)/(8*I - Sqrt[7]))] - I*Sqrt[7]*PolyLog[2, (Sqrt[7] + (2*I)*x)/(8*I + Sqrt[7])] - (8 - I*Sqrt[7])*PolyLog[2, (Sqrt[7] + (2*I)*x)/(8*I + Sqrt[7])] + I*Sqrt[7]*PolyLog[2, 1/2 - (I*x)/Sqrt[7]] - (8 + I*Sqrt[7])*PolyLog[2, 1/2 - (I*x)/Sqrt[7]] - I*Sqrt[7]*PolyLog[2, 1/2 + (I*x)/Sqrt[7]] - (8 - I*Sqrt[7])*PolyLog[2, 1/2 + (I*x)/Sqrt[7]]","C",86,14,64,0.2188,1,"{6725, 2528, 2523, 2075, 203, 2524, 2418, 2394, 2393, 2391, 260, 2416, 2390, 2301}"
4220,1,58,0,0.3368816,"\int \frac{2 e^x x^3+10 x^4+e^x x \left(e^x+5 x\right) \left(e^x+5 x+\left(5 x+2 e^x x+5 x^2\right) \log (x)\right)}{e^x x^2+5 x^3} \, dx","Int[(2*E^x*x^3 + 10*x^4 + E^x*x*(E^x + 5*x)*(E^x + 5*x + (5*x + 2*E^x*x + 5*x^2)*Log[x]))/(E^x*x^2 + 5*x^3),x]","x^2+\frac{25 x}{2}+5 e^x+\frac{e^{2 x}}{2 x}-\frac{\left(5 x+e^x\right)^2}{2 x}+5 e^x x \log (x)+e^{2 x} \log (x)","x^2+e^x \left(5 x+e^x\right) \log (x)",1,"5*E^x + E^(2*x)/(2*x) + (25*x)/2 + x^2 - (E^x + 5*x)^2/(2*x) + E^(2*x)*Log[x] + 5*E^x*x*Log[x]","B",14,9,67,0.1343,1,"{6688, 2194, 2178, 6742, 2176, 2554, 2262, 2177, 14}"
4221,1,21,0,0.2842997,"\int \frac{-5 e-5 x-5 e \log (x)}{512 x^2 \log ^2(x)} \, dx","Int[(-5*E - 5*x - 5*E*Log[x])/(512*x^2*Log[x]^2),x]","\frac{5 e}{512 x \log (x)}+\frac{5}{512 \log (x)}","\frac{5}{2} \left(\frac{x+e}{256 x \log (x)}-9\right)+4",1,"5/(512*Log[x]) + (5*E)/(512*x*Log[x])","A",14,9,23,0.3913,1,"{12, 6741, 6742, 2353, 2306, 2309, 2178, 2302, 30}"
4222,0,0,0,106.6909458,"\int \frac{18+6 x-22 x^2-6 x^3+6 x^4+2 x^5+e^8 (2+2 x)+e^4 \left(12+8 x-8 x^2-4 x^3\right)+e^{2 e^x} \left(2 x^2+2 x^3\right)+e^{e^x} \left(12 x+8 x^2-8 x^3-4 x^4+e^4 \left(4 x+4 x^2\right)\right)+e^{\frac{1}{3+e^4-x+e^{e^x} x-x^2}} \left(-9-e^8+5 x+3 x^2-e^{2 e^x} x^2-2 x^3-x^4+e^4 \left(-6+2 x+2 x^2\right)+e^{e^x} \left(-5 x-2 e^4 x+2 x^2+e^x x^2+2 x^3\right)\right)}{9+e^8-6 x-5 x^2+e^{2 e^x} x^2+2 x^3+x^4+e^4 \left(6-2 x-2 x^2\right)+e^{e^x} \left(6 x+2 e^4 x-2 x^2-2 x^3\right)} \, dx","Int[(18 + 6*x - 22*x^2 - 6*x^3 + 6*x^4 + 2*x^5 + E^8*(2 + 2*x) + E^4*(12 + 8*x - 8*x^2 - 4*x^3) + E^(2*E^x)*(2*x^2 + 2*x^3) + E^E^x*(12*x + 8*x^2 - 8*x^3 - 4*x^4 + E^4*(4*x + 4*x^2)) + E^(3 + E^4 - x + E^E^x*x - x^2)^(-1)*(-9 - E^8 + 5*x + 3*x^2 - E^(2*E^x)*x^2 - 2*x^3 - x^4 + E^4*(-6 + 2*x + 2*x^2) + E^E^x*(-5*x - 2*E^4*x + 2*x^2 + E^x*x^2 + 2*x^3)))/(9 + E^8 - 6*x - 5*x^2 + E^(2*E^x)*x^2 + 2*x^3 + x^4 + E^4*(6 - 2*x - 2*x^2) + E^E^x*(6*x + 2*E^4*x - 2*x^2 - 2*x^3)),x]","\int \frac{18+6 x-22 x^2-6 x^3+6 x^4+2 x^5+e^8 (2+2 x)+e^4 \left(12+8 x-8 x^2-4 x^3\right)+e^{2 e^x} \left(2 x^2+2 x^3\right)+e^{e^x} \left(12 x+8 x^2-8 x^3-4 x^4+e^4 \left(4 x+4 x^2\right)\right)+e^{\frac{1}{3+e^4-x+e^{e^x} x-x^2}} \left(-9-e^8+5 x+3 x^2-e^{2 e^x} x^2-2 x^3-x^4+e^4 \left(-6+2 x+2 x^2\right)+e^{e^x} \left(-5 x-2 e^4 x+2 x^2+e^x x^2+2 x^3\right)\right)}{9+e^8-6 x-5 x^2+e^{2 e^x} x^2+2 x^3+x^4+e^4 \left(6-2 x-2 x^2\right)+e^{e^x} \left(6 x+2 e^4 x-2 x^2-2 x^3\right)} \, dx","x \left(-e^{\frac{1}{-x^2+e^{e^x} x-x+e^4+3}}+x+2\right)",1,"18*Defer[Int][(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-2), x] + 12*E^4*Defer[Int][(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-2), x] + 2*E^8*Defer[Int][(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-2), x] - (3 + E^4)^2*Defer[Int][E^(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 6*Defer[Int][x/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 8*E^4*Defer[Int][x/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*E^8*Defer[Int][x/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 4*(3 + E^4)*Defer[Int][(E^E^x*x)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + (5 + 2*E^4)*Defer[Int][(E^(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1)*x)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - (5 + 2*E^4)*Defer[Int][(E^(E^x + (3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1))*x)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 22*Defer[Int][x^2/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 8*E^4*Defer[Int][x^2/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 4*(2 + E^4)*Defer[Int][(E^E^x*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*Defer[Int][(E^(2*E^x)*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + (3 + 2*E^4)*Defer[Int][(E^(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1)*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*Defer[Int][(E^(E^x + (3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1))*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - Defer[Int][(E^(2*E^x + (3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1))*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + Defer[Int][(E^(E^x + x + (3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1))*x^2)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 6*Defer[Int][x^3/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 4*E^4*Defer[Int][x^3/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 8*Defer[Int][(E^E^x*x^3)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*Defer[Int][(E^(2*E^x)*x^3)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 2*Defer[Int][(E^(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1)*x^3)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*Defer[Int][(E^(E^x + (3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1))*x^3)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 6*Defer[Int][x^4/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - 4*Defer[Int][(E^E^x*x^4)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] - Defer[Int][(E^(3*(1 + E^4/3) - x + E^E^x*x - x^2)^(-1)*x^4)/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x] + 2*Defer[Int][x^5/(3*(1 + E^4/3) - x + E^E^x*x - x^2)^2, x]","F",0,0,0,0,-1,"{}"
4223,0,0,0,0.638706,"\int \frac{15 x^2-3 x^3+\left(45 x-45 x^2+10 x^3\right) \log \left(\frac{-3+2 x}{-3+x}\right)}{\left(-2250+3600 x-2120 x^2+588 x^3-78 x^4+4 x^5\right) \log ^3\left(\frac{-3+2 x}{-3+x}\right)} \, dx","Int[(15*x^2 - 3*x^3 + (45*x - 45*x^2 + 10*x^3)*Log[(-3 + 2*x)/(-3 + x)])/((-2250 + 3600*x - 2120*x^2 + 588*x^3 - 78*x^4 + 4*x^5)*Log[(-3 + 2*x)/(-3 + x)]^3),x]","\int \frac{15 x^2-3 x^3+\left(45 x-45 x^2+10 x^3\right) \log \left(\frac{-3+2 x}{-3+x}\right)}{\left(-2250+3600 x-2120 x^2+588 x^3-78 x^4+4 x^5\right) \log ^3\left(\frac{-3+2 x}{-3+x}\right)} \, dx","\log (2)-\frac{x^2}{4 (5-x)^2 \log ^2\left(\frac{2 x-3}{x-3}\right)}",1,"(-3*Defer[Int][x^2/((-5 + x)^2*(-3 + x)*(-3 + 2*x)*Log[(-3 + 2*x)/(-3 + x)]^3), x])/2 + (5*Defer[Int][x/((-5 + x)^3*Log[(-3 + 2*x)/(-3 + x)]^2), x])/2","F",0,0,0,0,-1,"{}"
4224,1,87,0,0.0258307,"\int \left(1-6 x^2+5 x^4+\left(4-12 x^2\right) \log \left(\frac{1}{5} \left(-2+5 e^3\right)\right)+\left(6-6 x^2\right) \log ^2\left(\frac{1}{5} \left(-2+5 e^3\right)\right)+4 \log ^3\left(\frac{1}{5} \left(-2+5 e^3\right)\right)+\log ^4\left(\frac{1}{5} \left(-2+5 e^3\right)\right)\right) \, dx","Int[1 - 6*x^2 + 5*x^4 + (4 - 12*x^2)*Log[(-2 + 5*E^3)/5] + (6 - 6*x^2)*Log[(-2 + 5*E^3)/5]^2 + 4*Log[(-2 + 5*E^3)/5]^3 + Log[(-2 + 5*E^3)/5]^4,x]","x^5-2 x^3-2 x^3 \log ^2\left(e^3-\frac{2}{5}\right)-4 x^3 \log \left(e^3-\frac{2}{5}\right)+6 x \log ^2\left(e^3-\frac{2}{5}\right)+x \left(1+\log ^4\left(e^3-\frac{2}{5}\right)+4 \log ^3\left(e^3-\frac{2}{5}\right)\right)+4 x \log \left(e^3-\frac{2}{5}\right)","x \left(x^2-\left(1+\log \left(e^3-\frac{2}{5}\right)\right)^2\right)^2",1,"-2*x^3 + x^5 + 4*x*Log[-2/5 + E^3] - 4*x^3*Log[-2/5 + E^3] + 6*x*Log[-2/5 + E^3]^2 - 2*x^3*Log[-2/5 + E^3]^2 + x*(1 + 4*Log[-2/5 + E^3]^3 + Log[-2/5 + E^3]^4)","B",3,0,84,0,1,"{}"
4225,1,20,0,0.0099043,"\int e^{-x} (-2+2 x) \, dx","Int[(-2 + 2*x)/E^x,x]","2 e^{-x} (1-x)-2 e^{-x}","-2 e^{-x} x-\log ^2(2)",1,"-2/E^x + (2*(1 - x))/E^x","A",2,2,11,0.1818,1,"{2176, 2194}"
4226,0,0,0,2.8348234,"\int \frac{1}{15} \exp \left(\frac{1}{15} \left(105+15 x+5 x^2+\left(-3 x-5 x^2\right) \log \left(e^{-e^x} x\right)\right)\right) \left(12+5 x+e^x \left(3 x+5 x^2\right)+(-3-10 x) \log \left(e^{-e^x} x\right)\right) \, dx","Int[(E^((105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*(12 + 5*x + E^x*(3*x + 5*x^2) + (-3 - 10*x)*Log[x/E^E^x]))/15,x]","\int \frac{1}{15} \exp \left(\frac{1}{15} \left(105+15 x+5 x^2+\left(-3 x-5 x^2\right) \log \left(e^{-e^x} x\right)\right)\right) \left(12+5 x+e^x \left(3 x+5 x^2\right)+(-3-10 x) \log \left(e^{-e^x} x\right)\right) \, dx","\exp \left(x+\frac{1}{3} x \left(x-\left(x+\frac{3}{5}\right) \log \left(e^{-e^x} x\right)\right)+7\right)",1,"(4*Defer[Int][E^((105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15), x])/5 + Defer[Int][E^((105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*x, x]/3 + Defer[Int][E^(x + (105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*x, x]/5 + Defer[Int][E^(x + (105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*x^2, x]/3 - Defer[Int][E^((105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*Log[x/E^E^x], x]/5 - (2*Defer[Int][E^((105 + 15*x + 5*x^2 + (-3*x - 5*x^2)*Log[x/E^E^x])/15)*x*Log[x/E^E^x], x])/3","F",0,0,0,0,-1,"{}"
4227,1,49,0,0.0437982,"\int \left(6-6 x+3 x^2-12 x^3+15 x^4-6 x^5+e^{-2+5 e^x} \left(2 x-6 x^2+4 x^3+e^x \left(5 x^2-10 x^3+5 x^4\right)\right)\right) \, dx","Int[6 - 6*x + 3*x^2 - 12*x^3 + 15*x^4 - 6*x^5 + E^(-2 + 5*E^x)*(2*x - 6*x^2 + 4*x^3 + E^x*(5*x^2 - 10*x^3 + 5*x^4)),x]","-x^6+3 x^5-3 x^4+x^3-3 x^2+e^{5 e^x-2} \left(x^4-2 x^3+x^2\right)+6 x","(1-x)^2 \left(x^2 \left((1-x) x+e^{5 e^x-2}\right)-3\right)",1,"6*x - 3*x^2 + x^3 - 3*x^4 + 3*x^5 - x^6 + E^(-2 + 5*E^x)*(x^2 - 2*x^3 + x^4)","A",2,1,69,0.01449,1,"{2288}"
4228,1,25,0,0.5446228,"\int \frac{x+e^x \left(-3 x+x^2\right)+377801998336 e^{16+\log ^2(28 x)} x^8 (-24+8 x+(-6+2 x) \log (28 x))}{-3 x+x^2} \, dx","Int[(x + E^x*(-3*x + x^2) + 377801998336*E^(16 + Log[28*x]^2)*x^8*(-24 + 8*x + (-6 + 2*x)*Log[28*x]))/(-3*x + x^2),x]","377801998336 x^8 e^{\log ^2(28 x)+16}+e^x+\log (3-x)","e^x+\log (3-x)+e^{(\log (28 x)+4)^2}",1,"E^x + 377801998336*E^(16 + Log[28*x]^2)*x^8 + Log[3 - x]","A",5,4,53,0.07547,1,"{1593, 6688, 2194, 2288}"
4229,1,18,0,0.2925156,"\int \frac{-3-x+2 x^2+\left(-3+4 x+2 x^2\right) \log (x)}{\left(-3 x-x^2+2 x^3\right) \log (x)} \, dx","Int[(-3 - x + 2*x^2 + (-3 + 4*x + 2*x^2)*Log[x])/((-3*x - x^2 + 2*x^3)*Log[x]),x]","\log (3-2 x)+\log (x)-\log (x+1)+\log (\log (x))","\log (x)-\log \left(\frac{2}{\left(\frac{5}{x+1}-2\right) \log (x)}\right)",1,"Log[3 - 2*x] + Log[x] - Log[1 + x] + Log[Log[x]]","A",7,5,44,0.1136,1,"{1594, 6728, 1628, 2302, 29}"
4230,1,27,0,0.4408433,"\int \frac{(16+20 x) \log \left(\frac{1}{16} \left(64+80 x+25 x^2+(-64-40 x) \log ^2(4)+16 \log ^4(4)+\left(64+40 x-32 \log ^2(4)\right) \log (x)+16 \log ^2(x)\right)\right)}{8 x+5 x^2-4 x \log ^2(4)+4 x \log (x)} \, dx","Int[((16 + 20*x)*Log[(64 + 80*x + 25*x^2 + (-64 - 40*x)*Log[4]^2 + 16*Log[4]^4 + (64 + 40*x - 32*Log[4]^2)*Log[x] + 16*Log[x]^2)/16])/(8*x + 5*x^2 - 4*x*Log[4]^2 + 4*x*Log[x]),x]","\log ^2\left(\frac{1}{16} \left(5 x+4 \log (x)+4 \left(2-\log ^2(4)\right)\right)^2\right)","\log ^2\left(\left(-\frac{5 x}{4}-\log (x)-2+\log ^2(4)\right)^2\right)-5",1,"Log[(5*x + 4*(2 - Log[4]^2) + 4*Log[x])^2/16]^2","A",4,6,80,0.07500,1,"{6, 6742, 6688, 12, 6684, 6686}"
4231,0,0,0,0.2773002,"\int \frac{6+e^x \left(-2 x+x^2\right)}{-2 x+e^x x^2} \, dx","Int[(6 + E^x*(-2*x + x^2))/(-2*x + E^x*x^2),x]","\int \frac{6+e^x \left(-2 x+x^2\right)}{-2 x+e^x x^2} \, dx","\log \left(\frac{2}{x}-e^x\right)-\log \left(64 x^2\right)",1,"x - 2*Log[x] + 2*Defer[Int][(-2 + E^x*x)^(-1), x] + 2*Defer[Int][1/(x*(-2 + E^x*x)), x]","F",0,0,0,0,-1,"{}"
4232,1,160,0,0.2004406,"\int \frac{e^2 (-2-6 x)+4 x+12 x^2+\left(-6 x+6 e^2 x-30 x^2\right) \log (4)+18 x^2 \log ^2(4)+\left(-8 x+8 e^2 x-40 x^2+48 x^2 \log (4)\right) \log (16)+32 x^2 \log ^2(16)+\left(2+8 x-2 e^2 x+10 x^2+\left(-6 x-12 x^2\right) \log (4)+\left(-8 x-16 x^2\right) \log (16)\right) \log (x)+\left(2 x+2 x^2\right) \log ^2(x)}{x} \, dx","Int[(E^2*(-2 - 6*x) + 4*x + 12*x^2 + (-6*x + 6*E^2*x - 30*x^2)*Log[4] + 18*x^2*Log[4]^2 + (-8*x + 8*E^2*x - 40*x^2 + 48*x^2*Log[4])*Log[16] + 32*x^2*Log[16]^2 + (2 + 8*x - 2*E^2*x + 10*x^2 + (-6*x - 12*x^2)*Log[4] + (-8*x - 16*x^2)*Log[16])*Log[x] + (2*x + 2*x^2)*Log[x]^2)/x,x]","\frac{x^2}{2}+x^2 \log ^2(x)+x^2 (5-6 \log (4)-8 \log (16)) \log (x)-x^2 \log (x)+x^2 (2-4 \log (16)-\log (64)) (3-4 \log (16)-\log (64))-\frac{1}{2} x^2 (5-6 \log (4)-8 \log (16))+4 x+2 x \log ^2(x)+\log ^2(x)+2 x \left(4-e^2-\log (4194304)\right) \log (x)-4 x \log (x)+2 x \left(2-e^2 (3-4 \log (16)-\log (64))-\log (4194304)\right)-2 x \left(4-e^2-\log (4194304)\right)-2 e^2 \log (x)","\left(\log (x)+x (\log (x)+2-4 \log (16)-3 \log (4))-e^2\right)^2",1,"4*x + x^2/2 - (x^2*(5 - 6*Log[4] - 8*Log[16]))/2 + x^2*(2 - 4*Log[16] - Log[64])*(3 - 4*Log[16] - Log[64]) - 2*x*(4 - E^2 - Log[4194304]) + 2*x*(2 - E^2*(3 - 4*Log[16] - Log[64]) - Log[4194304]) - 2*E^2*Log[x] - 4*x*Log[x] - x^2*Log[x] + x^2*(5 - 6*Log[4] - 8*Log[16])*Log[x] + 2*x*(4 - E^2 - Log[4194304])*Log[x] + Log[x]^2 + 2*x*Log[x]^2 + x^2*Log[x]^2","B",17,10,140,0.07143,1,"{6, 14, 76, 2357, 2301, 2304, 2295, 2330, 2296, 2305}"
4233,0,0,0,0.6116458,"\int \left(e^{4 x+4 x^2+x^3} \left(1296+2880 x+2016 x^2+432 x^3\right)+e^{8 x+8 x^2+2 x^3} \left(144+392 x+384 x^2+160 x^3+24 x^4\right)\right) \, dx","Int[E^(4*x + 4*x^2 + x^3)*(1296 + 2880*x + 2016*x^2 + 432*x^3) + E^(8*x + 8*x^2 + 2*x^3)*(144 + 392*x + 384*x^2 + 160*x^3 + 24*x^4),x]","\int \left(e^{4 x+4 x^2+x^3} \left(1296+2880 x+2016 x^2+432 x^3\right)+e^{8 x+8 x^2+2 x^3} \left(144+392 x+384 x^2+160 x^3+24 x^4\right)\right) \, dx","\left(2 e^{x (x+2)^2} (x+2)+36\right)^2",1,"1296*Defer[Int][E^(x*(2 + x)^2), x] + 144*Defer[Int][E^(2*x*(2 + x)^2), x] + 2880*Defer[Int][E^(x*(2 + x)^2)*x, x] + 392*Defer[Int][E^(2*x*(2 + x)^2)*x, x] + 2016*Defer[Int][E^(x*(2 + x)^2)*x^2, x] + 384*Defer[Int][E^(2*x*(2 + x)^2)*x^2, x] + 432*Defer[Int][E^(x*(2 + x)^2)*x^3, x] + 160*Defer[Int][E^(2*x*(2 + x)^2)*x^3, x] + 24*Defer[Int][E^(2*x*(2 + x)^2)*x^4, x]","F",0,0,0,0,-1,"{}"
4234,1,19,0,0.003334,"\int \left(-51-250 x-300 x^2-400 x^3\right) \, dx","Int[-51 - 250*x - 300*x^2 - 400*x^3,x]","-100 x^4-100 x^3-125 x^2-51 x","-\left(-x^2+(x+5 (2 x+1)) x+5\right)^2-x+\frac{1}{e}",1,"-51*x - 125*x^2 - 100*x^3 - 100*x^4","A",1,0,15,0,1,"{}"
4235,1,62,0,0.2285237,"\int \frac{1}{4} \left(-125+75 x-15 x^2+x^3+29^{2 x} \left(8 x+8 x^2 \log (29)\right)+29^x \left(50-40 x+6 x^2+\left(50 x-20 x^2+2 x^3\right) \log (29)\right)\right) \, dx","Int[(-125 + 75*x - 15*x^2 + x^3 + 29^(2*x)*(8*x + 8*x^2*Log[29]) + 29^x*(50 - 40*x + 6*x^2 + (50*x - 20*x^2 + 2*x^3)*Log[29]))/4,x]","\frac{x^4}{16}+\frac{29^x x^3}{2}-\frac{5 x^3}{4}-5\ 29^x x^2+29^{2 x} x^2+\frac{75 x^2}{8}+\frac{25\ 29^x x}{2}-\frac{125 x}{4}","\left(\frac{1}{4} (5-x)^2+29^x x\right)^2",1,"(-125*x)/4 + (25*29^x*x)/2 + (75*x^2)/8 - 5*29^x*x^2 + 29^(2*x)*x^2 - (5*x^3)/4 + (29^x*x^3)/2 + x^4/16","B",29,5,65,0.07692,1,"{12, 1593, 2196, 2176, 2194}"
4236,1,21,0,0.4111865,"\int \frac{-25 x-10 x^2-x^3+e^{\frac{e^4}{x}} \left(x^2+e^4 (5+x)\right)}{25 x^2+10 x^3+x^4} \, dx","Int[(-25*x - 10*x^2 - x^3 + E^(E^4/x)*(x^2 + E^4*(5 + x)))/(25*x^2 + 10*x^3 + x^4),x]","-\frac{e^{\frac{e^4}{x}}}{x+5}-\log (x)","-\frac{e^{\frac{e^4}{x}}}{x+5}-\log (x)+2",1,"-(E^(E^4/x)/(5 + x)) - Log[x]","A",5,4,52,0.07692,1,"{1594, 27, 6742, 2288}"
4237,1,47,0,0.0309644,"\int \frac{e^{2 x}+\left(5+\frac{1}{16} e^{2 x} (88+16 x)\right) \log (i \pi +\log (2))}{\log (i \pi +\log (2))} \, dx","Int[(E^(2*x) + (5 + (E^(2*x)*(88 + 16*x))/16)*Log[I*Pi + Log[2]])/Log[I*Pi + Log[2]],x]","5 x-\frac{e^{2 x}}{4}+\frac{1}{4} e^{2 x} (2 x+11)+\frac{e^{2 x}}{2 \log (\log (2)+i \pi )}","\left(\frac{e^{2 x}}{2}+5\right) \left(x+5+\frac{1}{\log (\log (2)+i \pi )}\right)",1,"-1/4*E^(2*x) + 5*x + (E^(2*x)*(11 + 2*x))/4 + E^(2*x)/(2*Log[I*Pi + Log[2]])","A",6,3,44,0.06818,1,"{12, 2194, 2176}"
4238,0,0,0,1.3648786,"\int \frac{\exp \left(\frac{160016-128625 x+38900 x^2-5270 x^3+276 x^4-x^5}{625-500 x+150 x^2-20 x^3+x^4}\right) \left(-3061+3125 x-1250 x^2+250 x^3-25 x^4+x^5\right)}{-3125+3125 x-1250 x^2+250 x^3-25 x^4+x^5} \, dx","Int[(E^((160016 - 128625*x + 38900*x^2 - 5270*x^3 + 276*x^4 - x^5)/(625 - 500*x + 150*x^2 - 20*x^3 + x^4))*(-3061 + 3125*x - 1250*x^2 + 250*x^3 - 25*x^4 + x^5))/(-3125 + 3125*x - 1250*x^2 + 250*x^3 - 25*x^4 + x^5),x]","\int \frac{\exp \left(\frac{160016-128625 x+38900 x^2-5270 x^3+276 x^4-x^5}{625-500 x+150 x^2-20 x^3+x^4}\right) \left(-3061+3125 x-1250 x^2+250 x^3-25 x^4+x^5\right)}{-3125+3125 x-1250 x^2+250 x^3-25 x^4+x^5} \, dx","-e^{-x+\frac{16}{(x-5)^4}+256}+3+e",1,"Defer[Int][E^((160016 - 128625*x + 38900*x^2 - 5270*x^3 + 276*x^4 - x^5)/(-5 + x)^4), x] + 64*Defer[Int][E^((160016 - 128625*x + 38900*x^2 - 5270*x^3 + 276*x^4 - x^5)/(-5 + x)^4)/(-5 + x)^5, x]","F",0,0,0,0,-1,"{}"
4239,1,43,0,1.4429614,"\int \frac{e^{2 x} \left(4 x-x^3\right)+e^{2 x} \left(-8 x-8 x^2+4 x^3+2 x^4\right) \log (x)+\left(1+e^{2 x} \left(x+6 x^2+4 x^3\right)\right) \log ^2(x)+e^{2 x} \left(2 x+2 x^2\right) \log ^3(x)}{\log ^2(x)} \, dx","Int[(E^(2*x)*(4*x - x^3) + E^(2*x)*(-8*x - 8*x^2 + 4*x^3 + 2*x^4)*Log[x] + (1 + E^(2*x)*(x + 6*x^2 + 4*x^3))*Log[x]^2 + E^(2*x)*(2*x + 2*x^2)*Log[x]^3)/Log[x]^2,x]","x-\frac{e^{2 x} x \left(x^3 (-\log (x))-2 x^2 \log ^2(x)-x \log ^3(x)+4 x \log (x)\right)}{\log ^2(x)}","x-\frac{e^{2 x} x^2 \left(4-(x+\log (x))^2\right)}{\log (x)}",1,"x - (E^(2*x)*x*(4*x*Log[x] - x^3*Log[x] - 2*x^2*Log[x]^2 - x*Log[x]^3))/Log[x]^2","A",3,2,92,0.02174,1,"{6742, 2288}"
4240,1,15,0,0.2099846,"\int \frac{120 x+(-28+8 x) \log ^2(-7+2 x)}{\left(-7 x+2 x^2\right) \log ^2(-7+2 x)} \, dx","Int[(120*x + (-28 + 8*x)*Log[-7 + 2*x]^2)/((-7*x + 2*x^2)*Log[-7 + 2*x]^2),x]","4 \log (x)-\frac{60}{\log (2 x-7)}","4 \left(\log \left(\frac{x}{2}\right)-\frac{15}{\log (2 x-7)}\right)",1,"4*Log[x] - 60/Log[-7 + 2*x]","A",7,6,38,0.1579,1,"{1593, 6688, 12, 2390, 2302, 30}"
4241,1,893,0,1.9790174,"\int \frac{-64 x^3-32 x^4-4 x^7+\left(-192 x^2-160 x^3-8 x^4-24 x^6\right) \log (49)+\left(-192 x-288 x^2-36 x^3-60 x^5\right) \log ^2(49)+\left(-64-224 x-60 x^2-80 x^4\right) \log ^3(49)+\left(-64-44 x-60 x^3\right) \log ^4(49)+\left(-12-24 x^2\right) \log ^5(49)-4 x \log ^6(49)}{-4096-12288 x-15360 x^2-10240 x^3-3072 x^4+768 x^5+1088 x^6+384 x^7-48 x^9-12 x^{10}+x^{12}+\left(-18432-46080 x-46080 x^2-21504 x^3-384 x^4+5184 x^5+2496 x^6+192 x^7-264 x^8-84 x^9+6 x^{11}\right) \log (49)+\left(-34560-69120 x-51072 x^2-11136 x^3+8496 x^4+6432 x^5+984 x^6-576 x^7-243 x^8+15 x^{10}\right) \log ^2(49)+\left(-34560-51840 x-23616 x^2+4320 x^3+8208 x^4+2040 x^5-624 x^6-372 x^7+20 x^9\right) \log ^3(49)+\left(-19440-19440 x-2268 x^2+5184 x^3+2139 x^4-336 x^5-318 x^6+15 x^8\right) \log ^4(49)+\left(-5832-2916 x+1296 x^2+1134 x^3-72 x^4-144 x^5+6 x^7\right) \log ^5(49)+\left(-729+243 x^2-27 x^4+x^6\right) \log ^6(49)} \, dx","Int[(-64*x^3 - 32*x^4 - 4*x^7 + (-192*x^2 - 160*x^3 - 8*x^4 - 24*x^6)*Log[49] + (-192*x - 288*x^2 - 36*x^3 - 60*x^5)*Log[49]^2 + (-64 - 224*x - 60*x^2 - 80*x^4)*Log[49]^3 + (-64 - 44*x - 60*x^3)*Log[49]^4 + (-12 - 24*x^2)*Log[49]^5 - 4*x*Log[49]^6)/(-4096 - 12288*x - 15360*x^2 - 10240*x^3 - 3072*x^4 + 768*x^5 + 1088*x^6 + 384*x^7 - 48*x^9 - 12*x^10 + x^12 + (-18432 - 46080*x - 46080*x^2 - 21504*x^3 - 384*x^4 + 5184*x^5 + 2496*x^6 + 192*x^7 - 264*x^8 - 84*x^9 + 6*x^11)*Log[49] + (-34560 - 69120*x - 51072*x^2 - 11136*x^3 + 8496*x^4 + 6432*x^5 + 984*x^6 - 576*x^7 - 243*x^8 + 15*x^10)*Log[49]^2 + (-34560 - 51840*x - 23616*x^2 + 4320*x^3 + 8208*x^4 + 2040*x^5 - 624*x^6 - 372*x^7 + 20*x^9)*Log[49]^3 + (-19440 - 19440*x - 2268*x^2 + 5184*x^3 + 2139*x^4 - 336*x^5 - 318*x^6 + 15*x^8)*Log[49]^4 + (-5832 - 2916*x + 1296*x^2 + 1134*x^3 - 72*x^4 - 144*x^5 + 6*x^7)*Log[49]^5 + (-729 + 243*x^2 - 27*x^4 + x^6)*Log[49]^6),x]","-\frac{\left(8+\log ^3(49)+\log (2401)\right) \tan ^{-1}\left(\frac{2 x+\log (49)+2}{\sqrt{12+8 \log (49)-\log ^2(49)}}\right)}{2 (4+3 \log (49))^3 \sqrt{12+8 \log (49)-\log ^2(49)}}+\frac{\left(96+280 \log (49)+248 \log ^2(49)+58 \log ^3(49)-10 \log ^4(49)-\log ^5(49)\right) \tan ^{-1}\left(\frac{2 x+\log (49)+2}{\sqrt{12+8 \log (49)-\log ^2(49)}}\right)}{2 (4+3 \log (49))^3 \left(12+8 \log (49)-\log ^2(49)\right)^{3/2}}-\frac{3 \log (49) \left(8+4 \log (49)-\log ^2(49)\right) \tan ^{-1}\left(\frac{2 x+\log (49)+2}{\sqrt{12+8 \log (49)-\log ^2(49)}}\right)}{(4+3 \log (49))^2 \left(12+8 \log (49)-\log ^2(49)\right)^{3/2}}+\frac{-\log (49) \left(8+4 \log (49)-\log ^2(49)\right) x+\log ^4(49)-5 \log ^3(49)-11 \log ^2(49)+8 \log (49)+16}{4 (4+3 \log (49))^2 \left(x^2+(2+\log (49)) x+3 \log (49)+4\right)^2}+\frac{\log (49) \left(8+4 \log (49)+\log ^2(49)\right) x+\log ^4(49)+5 \log ^3(49)+13 \log ^2(49)+8 \log (49)+16}{4 (4+3 \log (49))^2 \left(-x^2+(2-\log (49)) x+3 \log (49)+4\right)^2}+\frac{\left(96+280 \log (49)+248 \log ^2(49)+58 \log ^3(49)-10 \log ^4(49)-\log ^5(49)\right) x+\log (49) (4+\log (49)) \left(36+64 \log (49)+31 \log ^2(49)+\log ^3(49)-\log ^4(49)\right)}{4 (4+3 \log (49))^3 \left(12+8 \log (49)-\log ^2(49)\right) \left(x^2+(2+\log (49)) x+3 \log (49)+4\right)}-\frac{-\left(\left(160-88 \log (49)-216 \log ^2(49)-74 \log ^3(49)-10 \log ^4(49)+\log ^5(49)\right) x\right)-\log ^6(49)+3 \log ^5(49)+27 \log ^4(49)+84 \log ^3(49)+4 \log ^2(49)+304 \log (49)+640}{4 (4+3 \log (49))^3 \left(-x^2+(2-\log (49)) x+3 \log (49)+4\right) \left(20+8 \log (49)+\log ^2(49)\right)}-\frac{3 \log (49) (2 x+\log (49)+2) \left(8+4 \log (49)-\log ^2(49)\right)}{4 (4+3 \log (49))^2 \left(12+8 \log (49)-\log ^2(49)\right) \left(x^2+(2+\log (49)) x+3 \log (49)+4\right)}+\frac{\tanh ^{-1}\left(\frac{-2 x-\log (49)+2}{\sqrt{20+8 \log (49)+\log ^2(49)}}\right) \left(8+\log ^3(49)+\log (2401)\right)}{2 (4+3 \log (49))^3 \sqrt{20+8 \log (49)+\log ^2(49)}}-\frac{\tanh ^{-1}\left(\frac{-2 x-\log (49)+2}{\sqrt{20+8 \log (49)+\log ^2(49)}}\right) \left(160-88 \log (49)-216 \log ^2(49)-74 \log ^3(49)-10 \log ^4(49)+\log ^5(49)\right)}{2 (4+3 \log (49))^3 \left(20+8 \log (49)+\log ^2(49)\right)^{3/2}}-\frac{3 (-2 x-\log (49)+2) \log (49) \left(8+4 \log (49)+\log ^2(49)\right)}{4 (4+3 \log (49))^2 \left(-x^2+(2-\log (49)) x+3 \log (49)+4\right) \left(20+8 \log (49)+\log ^2(49)\right)}-\frac{3 \tanh ^{-1}\left(\frac{-2 x-\log (49)+2}{\sqrt{20+8 \log (49)+\log ^2(49)}}\right) \log (49) \left(8+4 \log (49)+\log ^2(49)\right)}{(4+3 \log (49))^2 \left(20+8 \log (49)+\log ^2(49)\right)^{3/2}}","\frac{1}{\left(x^2-\left(3-\frac{x-4}{x+\log (49)}\right)^2\right)^2}",1,"(-3*ArcTan[(2 + 2*x + Log[49])/Sqrt[12 + 8*Log[49] - Log[49]^2]]*Log[49]*(8 + 4*Log[49] - Log[49]^2))/((4 + 3*Log[49])^2*(12 + 8*Log[49] - Log[49]^2)^(3/2)) - (3*ArcTanh[(2 - 2*x - Log[49])/Sqrt[20 + 8*Log[49] + Log[49]^2]]*Log[49]*(8 + 4*Log[49] + Log[49]^2))/((4 + 3*Log[49])^2*(20 + 8*Log[49] + Log[49]^2)^(3/2)) - (3*(2 - 2*x - Log[49])*Log[49]*(8 + 4*Log[49] + Log[49]^2))/(4*(4 + 3*Log[49])^2*(4 - x^2 + x*(2 - Log[49]) + 3*Log[49])*(20 + 8*Log[49] + Log[49]^2)) + (ArcTan[(2 + 2*x + Log[49])/Sqrt[12 + 8*Log[49] - Log[49]^2]]*(96 + 280*Log[49] + 248*Log[49]^2 + 58*Log[49]^3 - 10*Log[49]^4 - Log[49]^5))/(2*(4 + 3*Log[49])^3*(12 + 8*Log[49] - Log[49]^2)^(3/2)) - (ArcTanh[(2 - 2*x - Log[49])/Sqrt[20 + 8*Log[49] + Log[49]^2]]*(160 - 88*Log[49] - 216*Log[49]^2 - 74*Log[49]^3 - 10*Log[49]^4 + Log[49]^5))/(2*(4 + 3*Log[49])^3*(20 + 8*Log[49] + Log[49]^2)^(3/2)) - (3*Log[49]*(2 + 2*x + Log[49])*(8 + 4*Log[49] - Log[49]^2))/(4*(4 + 3*Log[49])^2*(12 + 8*Log[49] - Log[49]^2)*(4 + x^2 + 3*Log[49] + x*(2 + Log[49]))) + (16 + 8*Log[49] - 11*Log[49]^2 - 5*Log[49]^3 + Log[49]^4 - x*Log[49]*(8 + 4*Log[49] - Log[49]^2))/(4*(4 + 3*Log[49])^2*(4 + x^2 + 3*Log[49] + x*(2 + Log[49]))^2) + (16 + 8*Log[49] + 13*Log[49]^2 + 5*Log[49]^3 + Log[49]^4 + x*Log[49]*(8 + 4*Log[49] + Log[49]^2))/(4*(4 + 3*Log[49])^2*(4 - x^2 + x*(2 - Log[49]) + 3*Log[49])^2) + (Log[49]*(4 + Log[49])*(36 + 64*Log[49] + 31*Log[49]^2 + Log[49]^3 - Log[49]^4) + x*(96 + 280*Log[49] + 248*Log[49]^2 + 58*Log[49]^3 - 10*Log[49]^4 - Log[49]^5))/(4*(4 + 3*Log[49])^3*(12 + 8*Log[49] - Log[49]^2)*(4 + x^2 + 3*Log[49] + x*(2 + Log[49]))) - (640 + 304*Log[49] + 4*Log[49]^2 + 84*Log[49]^3 + 27*Log[49]^4 + 3*Log[49]^5 - Log[49]^6 - x*(160 - 88*Log[49] - 216*Log[49]^2 - 74*Log[49]^3 - 10*Log[49]^4 + Log[49]^5))/(4*(4 + 3*Log[49])^3*(4 - x^2 + x*(2 - Log[49]) + 3*Log[49])*(20 + 8*Log[49] + Log[49]^2)) - (ArcTan[(2 + 2*x + Log[49])/Sqrt[12 + 8*Log[49] - Log[49]^2]]*(8 + Log[49]^3 + Log[2401]))/(2*(4 + 3*Log[49])^3*Sqrt[12 + 8*Log[49] - Log[49]^2]) + (ArcTanh[(2 - 2*x - Log[49])/Sqrt[20 + 8*Log[49] + Log[49]^2]]*(8 + Log[49]^3 + Log[2401]))/(2*(4 + 3*Log[49])^3*Sqrt[20 + 8*Log[49] + Log[49]^2])","B",20,6,412,0.01456,1,"{2074, 638, 618, 204, 206, 614}"
4242,0,0,0,0.8137544,"\int \frac{-580+600 x-150 x^2+\left(100-100 x+25 x^2\right) \log (2)+e^{2 x} (-54+9 \log (2))+e^x (354-174 x+(-60+30 x) \log (2))}{-600+600 x-150 x^2+\left(100-100 x+25 x^2\right) \log (2)+e^{2 x} (-54+9 \log (2))+e^x (360-180 x+(-60+30 x) \log (2))} \, dx","Int[(-580 + 600*x - 150*x^2 + (100 - 100*x + 25*x^2)*Log[2] + E^(2*x)*(-54 + 9*Log[2]) + E^x*(354 - 174*x + (-60 + 30*x)*Log[2]))/(-600 + 600*x - 150*x^2 + (100 - 100*x + 25*x^2)*Log[2] + E^(2*x)*(-54 + 9*Log[2]) + E^x*(360 - 180*x + (-60 + 30*x)*Log[2])),x]","\int \frac{-580+600 x-150 x^2+\left(100-100 x+25 x^2\right) \log (2)+e^{2 x} (-54+9 \log (2))+e^x (354-174 x+(-60+30 x) \log (2))}{-600+600 x-150 x^2+\left(100-100 x+25 x^2\right) \log (2)+e^{2 x} (-54+9 \log (2))+e^x (360-180 x+(-60+30 x) \log (2))} \, dx","x+\frac{x}{\left(-x-\frac{3}{2} \left(x+e^x\right)+5\right) (\log (2)-6)}+3",1,"x - (30*Defer[Int][x/(-10 + 3*E^x + 5*x)^2, x])/(6 - Log[2]) + (10*Defer[Int][x^2/(-10 + 3*E^x + 5*x)^2, x])/(6 - Log[2]) + (2*Defer[Int][(-10 + 3*E^x + 5*x)^(-1), x])/(6 - Log[2]) - (2*Defer[Int][x/(-10 + 3*E^x + 5*x), x])/(6 - Log[2])","F",0,0,0,0,-1,"{}"
4243,1,40,0,0.3173821,"\int \frac{4-3 x^2-3 x^3+6 x^5-2 x^6+\left(4 x-4 x^3+2 x^4\right) \log (x)+\left(-x^2+x^5-x^3 \log (x)\right) \log \left(\frac{1-x^3+x \log (x)}{x}\right)}{\left(4 x+x^2+4 x^3-5 x^4-x^5-4 x^6+x^7+\left(4 x^2+x^3+4 x^4-x^5\right) \log (x)+\left(x^3-x^6+x^4 \log (x)\right) \log \left(\frac{1-x^3+x \log (x)}{x}\right)\right) \log ^2\left(\frac{4+x+4 x^2-x^3+x^2 \log \left(\frac{1-x^3+x \log (x)}{x}\right)}{x}\right)} \, dx","Int[(4 - 3*x^2 - 3*x^3 + 6*x^5 - 2*x^6 + (4*x - 4*x^3 + 2*x^4)*Log[x] + (-x^2 + x^5 - x^3*Log[x])*Log[(1 - x^3 + x*Log[x])/x])/((4*x + x^2 + 4*x^3 - 5*x^4 - x^5 - 4*x^6 + x^7 + (4*x^2 + x^3 + 4*x^4 - x^5)*Log[x] + (x^3 - x^6 + x^4*Log[x])*Log[(1 - x^3 + x*Log[x])/x])*Log[(4 + x + 4*x^2 - x^3 + x^2*Log[(1 - x^3 + x*Log[x])/x])/x]^2),x]","\frac{1}{\log \left(\frac{-x^3+4 x^2+x^2 \log \left(\frac{-x^3+x \log (x)+1}{x}\right)+x+4}{x}\right)}","\frac{1}{\log \left(x \left(\log \left(-x^2+\frac{1}{x}+\log (x)\right)-x+4\right)+\frac{x+4}{x}\right)}",1,"Log[(4 + x + 4*x^2 - x^3 + x^2*Log[(1 - x^3 + x*Log[x])/x])/x]^(-1)","A",1,1,199,0.005025,1,"{6686}"
4244,1,21,0,0.1562054,"\int \frac{(1-x) \log (5)}{-4 x-4 x^2+4 x \log \left(\frac{3 x}{4}\right)+\left(-4 x-4 x^2+4 x \log \left(\frac{3 x}{4}\right)\right) \log \left(1+x-\log \left(\frac{3 x}{4}\right)\right)} \, dx","Int[((1 - x)*Log[5])/(-4*x - 4*x^2 + 4*x*Log[(3*x)/4] + (-4*x - 4*x^2 + 4*x*Log[(3*x)/4])*Log[1 + x - Log[(3*x)/4]]),x]","\frac{1}{4} \log (5) \log \left(\log \left(x-\log \left(\frac{3 x}{4}\right)+1\right)+1\right)","\frac{1}{4} \log (5) \left(\log \left(\frac{1}{2} \left(\log \left(x-\log \left(\frac{3 x}{4}\right)+1\right)+1\right)\right)+1\right)",1,"(Log[5]*Log[1 + Log[1 + x - Log[(3*x)/4]]])/4","A",4,3,59,0.05085,1,"{12, 6688, 6684}"
4245,1,30,0,0.4194502,"\int \frac{156-30 x^2+\left(-52+12 x^2\right) \log (x)+\left(13-3 x^2\right) \log \left(\frac{1}{3} \left(-52+12 x^2\right)\right)}{-52 x^2+12 x^4} \, dx","Int[(156 - 30*x^2 + (-52 + 12*x^2)*Log[x] + (13 - 3*x^2)*Log[(-52 + 12*x^2)/3])/(-52*x^2 + 12*x^4),x]","\frac{\log \left(4 x^2-\frac{52}{3}\right)}{4 x}+\frac{2}{x}-\frac{\log (x)}{x}","\frac{\frac{1}{4} \log \left(4 \left(x^2-\frac{13}{3}\right)\right)-x-\log (x)+2}{x}",1,"2/x - Log[x]/x + Log[-52/3 + 4*x^2]/(4*x)","A",10,6,51,0.1176,1,"{1593, 6725, 453, 207, 2304, 2455}"
4246,1,13,0,1.6863583,"\int \frac{-2+e^{5 x} (-2-10 x)+\left(-2-2 e^{5 x}\right) \log \left(x+e^{5 x} x\right)}{1+e^{5 x}} \, dx","Int[(-2 + E^(5*x)*(-2 - 10*x) + (-2 - 2*E^(5*x))*Log[x + E^(5*x)*x])/(1 + E^(5*x)),x]","-2 x \log \left(\left(e^{5 x}+1\right) x\right)","5-\log \left(e^{2 x}\right) \log \left(e^{5 x} x+x\right)",1,"-2*x*Log[(1 + E^(5*x))*x]","A",18,6,43,0.1395,1,"{6742, 2184, 2190, 2279, 2391, 2548}"
4247,1,20,0,0.1731423,"\int \frac{-32-2 x}{e^{3 e^2} \left(e^4 x+2 e^2 x^2+x^3\right)+e^{3 e^2} \left(32 e^2 x+32 x^2\right) \log (x)+256 e^{3 e^2} x \log ^2(x)} \, dx","Int[(-32 - 2*x)/(E^(3*E^2)*(E^4*x + 2*E^2*x^2 + x^3) + E^(3*E^2)*(32*E^2*x + 32*x^2)*Log[x] + 256*E^(3*E^2)*x*Log[x]^2),x]","\frac{2 e^{-3 e^2}}{x+16 \log (x)+e^2}","\frac{2 e^{-3 e^2}}{x+16 \log (x)+e^2}",1,"2/(E^(3*E^2)*(E^2 + x + 16*Log[x]))","A",3,3,70,0.04286,1,"{6688, 12, 6686}"
4248,1,39,0,0.9531326,"\int \frac{\left(-15-5 e x^2\right) \log \left(\frac{4}{3 x \log (2)}\right)+\log (x) \left(-15-5 e x^2+10 e x^2 \log \left(\frac{4}{3 x \log (2)}\right)\right)}{e x \log ^2(x)} \, dx","Int[((-15 - 5*E*x^2)*Log[4/(3*x*Log[2])] + Log[x]*(-15 - 5*E*x^2 + 10*E*x^2*Log[4/(3*x*Log[2])]))/(E*x*Log[x]^2),x]","\frac{5 x^2 \log \left(\frac{4}{x \log (8)}\right)}{\log (x)}+\frac{15 \log \left(\frac{4}{x \log (8)}\right)}{e \log (x)}","\frac{5 \left(x^2+\frac{3}{e}\right) \log \left(\frac{4}{3 x \log (2)}\right)}{\log (x)}",1,"(15*Log[4/(x*Log[8])])/(E*Log[x]) + (5*x^2*Log[4/(x*Log[8])])/Log[x]","A",23,11,62,0.1774,1,"{12, 6742, 2353, 2302, 29, 2309, 2178, 30, 2306, 2366, 6482}"
4249,0,0,0,0.8703725,"\int \frac{100-50 x+e^{-e^{-3+x}+x} \left(-19-e^{-3+x}+10 x\right)}{-25+5 e^{-e^{-3+x}+x}} \, dx","Int[(100 - 50*x + E^(-E^(-3 + x) + x)*(-19 - E^(-3 + x) + 10*x))/(-25 + 5*E^(-E^(-3 + x) + x)),x]","\int \frac{100-50 x+e^{-e^{-3+x}+x} \left(-19-e^{-3+x}+10 x\right)}{-25+5 e^{-e^{-3+x}+x}} \, dx","(x-4) x+\frac{1}{5} \log \left(5-e^{x-e^{x-3}}\right)-\log (4)",1,"-4*x + x^2 - Defer[Subst][Defer[Int][(5*E^(x/E^3) - x)^(-1), x], x, E^x]/5 + Defer[Subst][Defer[Int][x/(5*E^(x/E^3) - x), x], x, E^x]/(5*E^3)","F",0,0,0,0,-1,"{}"
4250,0,0,0,1.0193617,"\int \frac{31250 x^4-100 x^8+20 x^8 \log (x)}{390625-10000 x^4+2500 x^5+64 x^8-32 x^9+4 x^{10}+\left(2500 x^4-32 x^8+8 x^9\right) \log (x)+4 x^8 \log ^2(x)} \, dx","Int[(31250*x^4 - 100*x^8 + 20*x^8*Log[x])/(390625 - 10000*x^4 + 2500*x^5 + 64*x^8 - 32*x^9 + 4*x^10 + (2500*x^4 - 32*x^8 + 8*x^9)*Log[x] + 4*x^8*Log[x]^2),x]","\int \frac{31250 x^4-100 x^8+20 x^8 \log (x)}{390625-10000 x^4+2500 x^5+64 x^8-32 x^9+4 x^{10}+\left(2500 x^4-32 x^8+8 x^9\right) \log (x)+4 x^8 \log ^2(x)} \, dx","\frac{5 x}{\frac{625}{2 x^4}+x+\log (x)-4}",1,"25000*Defer[Int][x^4/(625 - 8*x^4 + 2*x^5 + 2*x^4*Log[x])^2, x] - 20*Defer[Int][x^8/(625 - 8*x^4 + 2*x^5 + 2*x^4*Log[x])^2, x] - 20*Defer[Int][x^9/(625 - 8*x^4 + 2*x^5 + 2*x^4*Log[x])^2, x] + 10*Defer[Int][x^4/(625 - 8*x^4 + 2*x^5 + 2*x^4*Log[x]), x]","F",0,0,0,0,-1,"{}"
4251,-1,0,0,180.0017384,"\int \exp \left(100 x^2-40 x \log (4)+4 \log ^2(4)+4 \left(-10 x^3-20 x^4-10 x^5+\left(2 x^2+4 x^3+2 x^4\right) \log (4)\right) \log (x)+4 \left(x^4+4 x^5+6 x^6+4 x^7+x^8\right) \log ^2(x)\right) \left(200 x-40 x^2-80 x^3-40 x^4+\left(-40+8 x+16 x^2+8 x^3\right) \log (4)+\left(-120 x^2-312 x^3-168 x^4+48 x^5+32 x^6+8 x^7+\left(16 x+48 x^2+32 x^3\right) \log (4)\right) \log (x)+\left(16 x^3+80 x^4+144 x^5+112 x^6+32 x^7\right) \log ^2(x)\right) \, dx","Int[E^(100*x^2 - 40*x*Log[4] + 4*Log[4]^2 + 4*(-10*x^3 - 20*x^4 - 10*x^5 + (2*x^2 + 4*x^3 + 2*x^4)*Log[4])*Log[x] + 4*(x^4 + 4*x^5 + 6*x^6 + 4*x^7 + x^8)*Log[x]^2)*(200*x - 40*x^2 - 80*x^3 - 40*x^4 + (-40 + 8*x + 16*x^2 + 8*x^3)*Log[4] + (-120*x^2 - 312*x^3 - 168*x^4 + 48*x^5 + 32*x^6 + 8*x^7 + (16*x + 48*x^2 + 32*x^3)*Log[4])*Log[x] + (16*x^3 + 80*x^4 + 144*x^5 + 112*x^6 + 32*x^7)*Log[x]^2),x]","\text{\$Aborted}","e^{4 \left(\left(x^2+x\right)^2 \log (x)-5 x+\log (4)\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
4252,0,0,0,2.0528755,"\int \frac{10 x-20 x \log (x)+\left(45+110 x+27 x^2\right) \log ^2(x)}{-10 x^2 \log (x)+\left(45 x+55 x^2+9 x^3\right) \log ^2(x)} \, dx","Int[(10*x - 20*x*Log[x] + (45 + 110*x + 27*x^2)*Log[x]^2)/(-10*x^2*Log[x] + (45*x + 55*x^2 + 9*x^3)*Log[x]^2),x]","\int \frac{10 x-20 x \log (x)+\left(45+110 x+27 x^2\right) \log ^2(x)}{-10 x^2 \log (x)+\left(45 x+55 x^2+9 x^3\right) \log ^2(x)} \, dx","\log \left(\frac{1}{3} x \left((-x-3)^2-x \left(-\frac{4 x}{5}+\frac{2}{\log (x)}-5\right)\right)\right)",1,"Log[x] + Log[45 + 55*x + 9*x^2] - Log[Log[x]] + 65*Defer[Int][(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])^(-1), x] + 3240*Sqrt[5/281]*Defer[Int][1/((-55 + Sqrt[1405] - 18*x)*(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])), x] + 45*Defer[Int][1/(x*(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])), x] + 9*Defer[Int][x/(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x]), x] - (550*(281 - 11*Sqrt[1405])*Defer[Int][1/((55 - Sqrt[1405] + 18*x)*(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])), x])/281 + 3240*Sqrt[5/281]*Defer[Int][1/((55 + Sqrt[1405] + 18*x)*(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])), x] - (550*(281 + 11*Sqrt[1405])*Defer[Int][1/((55 + Sqrt[1405] + 18*x)*(-10*x + 45*Log[x] + 55*x*Log[x] + 9*x^2*Log[x])), x])/281","F",0,0,0,0,-1,"{}"
4253,1,18,0,0.0395489,"\int \frac{4 x^2+24 x^4+e^{2 x} (-1+2 x)}{x^2} \, dx","Int[(4*x^2 + 24*x^4 + E^(2*x)*(-1 + 2*x))/x^2,x]","8 x^3+4 x+\frac{e^{2 x}}{x}","\left(8 x^2+2\right) x+2 x+\frac{e^{2 x}}{x}",1,"E^(2*x)/x + 4*x + 8*x^3","A",4,2,26,0.07692,1,"{14, 2197}"
4254,0,0,0,0.8209636,"\int \frac{\left(-9-13 x-3 x^2\right) \log ^2(5)+(-6-2 x) \log ^2(5) \log \left(-3 x-x^2\right)}{3 x^3+7 x^4+5 x^5+x^6+\left(6 x^3+8 x^4+2 x^5\right) \log \left(-3 x-x^2\right)+\left(3 x^3+x^4\right) \log ^2\left(-3 x-x^2\right)} \, dx","Int[((-9 - 13*x - 3*x^2)*Log[5]^2 + (-6 - 2*x)*Log[5]^2*Log[-3*x - x^2])/(3*x^3 + 7*x^4 + 5*x^5 + x^6 + (6*x^3 + 8*x^4 + 2*x^5)*Log[-3*x - x^2] + (3*x^3 + x^4)*Log[-3*x - x^2]^2),x]","\int \frac{\left(-9-13 x-3 x^2\right) \log ^2(5)+(-6-2 x) \log ^2(5) \log \left(-3 x-x^2\right)}{3 x^3+7 x^4+5 x^5+x^6+\left(6 x^3+8 x^4+2 x^5\right) \log \left(-3 x-x^2\right)+\left(3 x^3+x^4\right) \log ^2\left(-3 x-x^2\right)} \, dx","\frac{\log ^2(5)}{x^2 (x+\log ((-x-3) x)+1)}",1,"-(Log[5]^2*Defer[Int][1/(x^3*(1 + x + Log[-(x*(3 + x))])^2), x]) - (4*Log[5]^2*Defer[Int][1/(x^2*(1 + x + Log[-(x*(3 + x))])^2), x])/3 + (Log[5]^2*Defer[Int][1/(x*(1 + x + Log[-(x*(3 + x))])^2), x])/9 - (Log[5]^2*Defer[Int][1/((3 + x)*(1 + x + Log[-(x*(3 + x))])^2), x])/9 - 2*Log[5]^2*Defer[Int][1/(x^3*(1 + x + Log[-(x*(3 + x))])), x]","F",0,0,0,0,-1,"{}"
4255,0,0,0,14.7458756,"\int \frac{\exp \left(-5+\frac{e^{-5+x+\frac{-10-10 x+2 x^2}{-5 x+x^2}}}{x}+x+\frac{-10-10 x+2 x^2}{-5 x+x^2}\right) \left(-50-5 x+35 x^2-11 x^3+x^4\right)}{25 x^3-10 x^4+x^5} \, dx","Int[(E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))*(-50 - 5*x + 35*x^2 - 11*x^3 + x^4))/(25*x^3 - 10*x^4 + x^5),x]","\int \frac{\exp \left(-5+\frac{e^{-5+x+\frac{-10-10 x+2 x^2}{-5 x+x^2}}}{x}+x+\frac{-10-10 x+2 x^2}{-5 x+x^2}\right) \left(-50-5 x+35 x^2-11 x^3+x^4\right)}{25 x^3-10 x^4+x^5} \, dx","e^{\frac{e^{x+2 \left(\frac{1-\frac{x}{x-5}}{x}+1\right)-5}}{x}}",1,"(2*Defer[Int][E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/(-5 + x)^2, x])/5 - (2*Defer[Int][E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/(-5 + x), x])/25 - 2*Defer[Int][E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x^3, x] - Defer[Int][E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x^2, x] + (27*Defer[Int][E^(-5 + E^(-5 + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x + x + (-10 - 10*x + 2*x^2)/(-5*x + x^2))/x, x])/25","F",0,0,0,0,-1,"{}"
4256,0,0,0,2.7848229,"\int \frac{e^x \left(40+30 x-10 x^2\right)+\left(20-5 x+e^x \left(80 x+20 x^2-10 x^3\right)\right) \log (\log (2))+\left(-10 e^x x+\left(-5 x-10 e^x x^2\right) \log (\log (2))\right) \log \left(\frac{2 e^x x+\left(x+2 e^x x^2\right) \log (\log (2))}{\log (\log (2))}\right)}{2 e^x x+\left(x+2 e^x x^2\right) \log (\log (2))} \, dx","Int[(E^x*(40 + 30*x - 10*x^2) + (20 - 5*x + E^x*(80*x + 20*x^2 - 10*x^3))*Log[Log[2]] + (-10*E^x*x + (-5*x - 10*E^x*x^2)*Log[Log[2]])*Log[(2*E^x*x + (x + 2*E^x*x^2)*Log[Log[2]])/Log[Log[2]]])/(2*E^x*x + (x + 2*E^x*x^2)*Log[Log[2]]),x]","\int \frac{e^x \left(40+30 x-10 x^2\right)+\left(20-5 x+e^x \left(80 x+20 x^2-10 x^3\right)\right) \log (\log (2))+\left(-10 e^x x+\left(-5 x-10 e^x x^2\right) \log (\log (2))\right) \log \left(\frac{2 e^x x+\left(x+2 e^x x^2\right) \log (\log (2))}{\log (\log (2))}\right)}{2 e^x x+\left(x+2 e^x x^2\right) \log (\log (2))} \, dx","5 (4-x) \log \left(x+e^x x \left(2 x+\frac{2}{\log (\log (2))}\right)\right)",1,"20*x + 20*Log[x] - 5*x*Log[x + 2*E^x*x*(x + Log[Log[2]]^(-1))] + 5*(4 + Log[Log[2]]^(-1))*Log[1 + x*Log[Log[2]]] - (5*Log[1 + x*Log[Log[2]]])/Log[Log[2]] - 20*Log[Log[2]]*Defer[Int][(2*E^x + Log[Log[2]] + 2*E^x*x*Log[Log[2]])^(-1), x] + 5*Log[Log[2]]*Defer[Int][1/((1 + x*Log[Log[2]])*(2*E^x + Log[Log[2]] + 2*E^x*x*Log[Log[2]])), x] - 5*Log[Log[2]]*(1 + 4*Log[Log[2]])*Defer[Int][1/((1 + x*Log[Log[2]])*(2*E^x + Log[Log[2]] + 2*E^x*x*Log[Log[2]])), x]","F",0,0,0,0,-1,"{}"
4257,0,0,0,2.2772518,"\int \frac{-4 e^{4 e^x+4 x} \log ^3\left(\frac{3}{\log (4) \log (x)}\right)+e^{4 e^x+4 x} \left(1+4 x+4 e^x x\right) \log (x) \log ^4\left(\frac{3}{\log (4) \log (x)}\right)}{\log (x)} \, dx","Int[(-4*E^(4*E^x + 4*x)*Log[3/(Log[4]*Log[x])]^3 + E^(4*E^x + 4*x)*(1 + 4*x + 4*E^x*x)*Log[x]*Log[3/(Log[4]*Log[x])]^4)/Log[x],x]","\int \frac{-4 e^{4 e^x+4 x} \log ^3\left(\frac{3}{\log (4) \log (x)}\right)+e^{4 e^x+4 x} \left(1+4 x+4 e^x x\right) \log (x) \log ^4\left(\frac{3}{\log (4) \log (x)}\right)}{\log (x)} \, dx","e^{4 \left(x+e^x\right)} x \log ^4\left(\frac{3}{\log (4) \log (x)}\right)-2",1,"-4*Defer[Int][(E^(4*(E^x + x))*Log[3/(Log[4]*Log[x])]^3)/Log[x], x] + Defer[Int][E^(4*(E^x + x))*Log[3/(Log[4]*Log[x])]^4, x] + 4*Defer[Int][E^(4*(E^x + x))*x*Log[3/(Log[4]*Log[x])]^4, x] + 4*Defer[Int][E^(4*E^x + 5*x)*x*Log[3/(Log[4]*Log[x])]^4, x]","F",0,0,0,0,-1,"{}"
4258,0,0,0,1.1736435,"\int \frac{e^{-2 x^2 \log ^2(5) \log ^4(x)} \left(e^{2 x^2 \log ^2(5) \log ^4(x)}+e^{e^{-2 x^2 \log ^2(5) \log ^4(x)}} \left(-16 x^2 \log ^2(5) \log ^3(x)-8 x^2 \log ^2(5) \log ^4(x)\right)\right)}{2 x} \, dx","Int[(E^(2*x^2*Log[5]^2*Log[x]^4) + E^E^(-2*x^2*Log[5]^2*Log[x]^4)*(-16*x^2*Log[5]^2*Log[x]^3 - 8*x^2*Log[5]^2*Log[x]^4))/(2*E^(2*x^2*Log[5]^2*Log[x]^4)*x),x]","\int \frac{e^{-2 x^2 \log ^2(5) \log ^4(x)} \left(e^{2 x^2 \log ^2(5) \log ^4(x)}+e^{e^{-2 x^2 \log ^2(5) \log ^4(x)}} \left(-16 x^2 \log ^2(5) \log ^3(x)-8 x^2 \log ^2(5) \log ^4(x)\right)\right)}{2 x} \, dx","e^{e^{-2 x^2 \log ^2(5) \log ^4(x)}}+\frac{\log \left(x^2\right)}{4}",1,"Log[x]/2 - 8*Log[5]^2*Defer[Int][E^(E^(-2*x^2*Log[5]^2*Log[x]^4) - 2*x^2*Log[5]^2*Log[x]^4)*x*Log[x]^3, x] - 4*Log[5]^2*Defer[Int][E^(E^(-2*x^2*Log[5]^2*Log[x]^4) - 2*x^2*Log[5]^2*Log[x]^4)*x*Log[x]^4, x]","F",0,0,0,0,-1,"{}"
4259,0,0,0,2.9301907,"\int \frac{e^{-e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}}} \left(8 e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}} x+x \log ^3\left(\frac{x}{4}\right)+e^{e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}}} \left(\left(-5+3 x+2 x^2+(1-x) \log (3)\right) \log ^3\left(\frac{x}{4}\right)-x \log ^3\left(\frac{x}{4}\right) \log (x)\right)\right)}{x \log ^3\left(\frac{x}{4}\right)} \, dx","Int[(8*E^(4/Log[x/4]^2)*x + x*Log[x/4]^3 + E^E^(4/Log[x/4]^2)*((-5 + 3*x + 2*x^2 + (1 - x)*Log[3])*Log[x/4]^3 - x*Log[x/4]^3*Log[x]))/(E^E^(4/Log[x/4]^2)*x*Log[x/4]^3),x]","\int \frac{e^{-e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}}} \left(8 e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}} x+x \log ^3\left(\frac{x}{4}\right)+e^{e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}}} \left(\left(-5+3 x+2 x^2+(1-x) \log (3)\right) \log ^3\left(\frac{x}{4}\right)-x \log ^3\left(\frac{x}{4}\right) \log (x)\right)\right)}{x \log ^3\left(\frac{x}{4}\right)} \, dx","x e^{-e^{\frac{4}{\log ^2\left(\frac{x}{4}\right)}}}+(x+5-\log (3)) (x-\log (x)-1)",1,"x + x^2 + x*(3 - Log[3]) - x*Log[x] - (5 - Log[3])*Log[x] + 4*Defer[Subst][Defer[Int][E^(-E^(4/Log[x]^2)), x], x, x/4] + 32*Defer[Subst][Defer[Int][E^(-E^(4/Log[x]^2) + 4/Log[x]^2)/Log[x]^3, x], x, x/4]","F",0,0,0,0,-1,"{}"
4260,1,39,0,1.119815,"\int \frac{-5 \log (\log (3))+e^{e^x} \log (\log (3))+24 e^{e^x+x} \log \left(25-10 e^{e^x}+e^{2 e^x}\right) \log (\log (3))+8 e^{e^x+x} \log ^3\left(25-10 e^{e^x}+e^{2 e^x}\right) \log (\log (3))}{-5+e^{e^x}} \, dx","Int[(-5*Log[Log[3]] + E^E^x*Log[Log[3]] + 24*E^(E^x + x)*Log[25 - 10*E^E^x + E^(2*E^x)]*Log[Log[3]] + 8*E^(E^x + x)*Log[25 - 10*E^E^x + E^(2*E^x)]^3*Log[Log[3]])/(-5 + E^E^x),x]","\log (\log (3)) \log ^4\left(\left(e^{e^x}-5\right)^2\right)+6 \log (\log (3)) \log ^2\left(\left(e^{e^x}-5\right)^2\right)+x \log (\log (3))","\log (\log (3)) \left(x+\left(\log ^2\left(\left(5-e^{e^x}\right)^2\right)+3\right)^2\right)+5",1,"x*Log[Log[3]] + 6*Log[(-5 + E^E^x)^2]^2*Log[Log[3]] + Log[(-5 + E^E^x)^2]^4*Log[Log[3]]","A",31,21,85,0.2471,1,"{2282, 12, 6742, 36, 31, 29, 2411, 2344, 2302, 30, 2317, 2374, 6589, 2301, 2391, 2383, 14, 2394, 2315, 2396, 2433}"
4261,1,119,0,0.3126399,"\int \frac{2-4 x+6 x^2-2 x^3+x^4+\left(4-4 x+5 x^2-2 x^3+x^4\right) \log (x)}{4-4 x+5 x^2-2 x^3+x^4} \, dx","Int[(2 - 4*x + 6*x^2 - 2*x^3 + x^4 + (4 - 4*x + 5*x^2 - 2*x^3 + x^4)*Log[x])/(4 - 4*x + 5*x^2 - 2*x^3 + x^4),x]","\frac{2 (4-x) x^2}{7 \left(x^2-x+2\right)}-\frac{x^2}{7}-\frac{6 (4-x) x}{7 \left(x^2-x+2\right)}-\frac{2 (1-2 x)}{7 \left(x^2-x+2\right)}+\frac{4 (4-x)}{7 \left(x^2-x+2\right)}-\frac{(4-x) x^3}{7 \left(x^2-x+2\right)}+\frac{5 x}{7}+x \log (x)","\frac{x}{\frac{x}{x+\frac{2}{x}}-x}+x \log (x)-2",1,"(5*x)/7 - x^2/7 - (2*(1 - 2*x))/(7*(2 - x + x^2)) + (4*(4 - x))/(7*(2 - x + x^2)) - (6*(4 - x)*x)/(7*(2 - x + x^2)) + (2*(4 - x)*x^2)/(7*(2 - x + x^2)) - ((4 - x)*x^3)/(7*(2 - x + x^2)) + x*Log[x]","B",26,13,60,0.2167,1,"{6688, 6742, 614, 618, 204, 638, 722, 738, 773, 634, 628, 800, 2295}"
4262,1,115,0,0.5018087,"\int \frac{-3168+4032 x-228 x^2+342 x^3-2 x^4+8 x^5+\left(1728-1728 x-12 x^4+12 x^5\right) \log \left(x^2-x^3\right)}{-x^3+x^4} \, dx","Int[(-3168 + 4032*x - 228*x^2 + 342*x^3 - 2*x^4 + 8*x^5 + (1728 - 1728*x - 12*x^4 + 12*x^5)*Log[x^2 - x^3])/(-x^3 + x^4),x]","-5 x^2-\frac{720}{x^2}+6 x^2 \log (1-x)+12 x^2 \log (x)-6 x^2 \left(-\log \left((1-x) x^2\right)+\log (1-x)+2 \log (x)\right)+\frac{864 \log (1-x)}{x^2}+\frac{1728 \log (x)}{x^2}-\frac{864 \left(-\log \left((1-x) x^2\right)+\log (1-x)+2 \log (x)\right)}{x^2}+114 \log (1-x)+228 \log (x)","\left(\left(x+\frac{12}{x}\right)^2-5\right) \left(6 \log \left(x \left(x-x^2\right)\right)-5\right)",1,"-720/x^2 - 5*x^2 + 114*Log[1 - x] + (864*Log[1 - x])/x^2 + 6*x^2*Log[1 - x] + 228*Log[x] + (1728*Log[x])/x^2 + 12*x^2*Log[x] - (864*(Log[1 - x] + 2*Log[x] - Log[(1 - x)*x^2]))/x^2 - 6*x^2*(Log[1 - x] + 2*Log[x] - Log[(1 - x)*x^2])","B",22,13,63,0.2063,1,"{1593, 6742, 1620, 2513, 2418, 2395, 44, 43, 2357, 2304, 446, 73, 14}"
4263,0,0,0,53.2655137,"\int \frac{\exp \left(\frac{8-4 x-8 x^2+4 x^3+e^{x/2} (-4+4 x)+e^x \left(8-4 e^{x/2}+4 x-4 x^2\right)}{e^x-x}\right) \left(8+e^{2 x} \left(4-2 e^{x/2}-8 x\right)+8 x^2-8 x^3+e^{x/2} \left(-4+2 x-2 x^2\right)+e^x \left(-4-20 x+20 x^2+e^{x/2} (2+4 x)\right)\right)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*(8 + E^(2*x)*(4 - 2*E^(x/2) - 8*x) + 8*x^2 - 8*x^3 + E^(x/2)*(-4 + 2*x - 2*x^2) + E^x*(-4 - 20*x + 20*x^2 + E^(x/2)*(2 + 4*x))))/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{\exp \left(\frac{8-4 x-8 x^2+4 x^3+e^{x/2} (-4+4 x)+e^x \left(8-4 e^{x/2}+4 x-4 x^2\right)}{e^x-x}\right) \left(8+e^{2 x} \left(4-2 e^{x/2}-8 x\right)+8 x^2-8 x^3+e^{x/2} \left(-4+2 x-2 x^2\right)+e^x \left(-4-20 x+20 x^2+e^{x/2} (2+4 x)\right)\right)}{e^{2 x}-2 e^x x+x^2} \, dx","e^{\frac{4}{3} \left(x^2-x+e^{x/2}-2\right) \left(\frac{3}{x-e^x}-3\right)}",1,"4*Defer[Int][E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x)), x] - 2*Defer[Int][E^(x/2 + (8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x)), x] + 8*Defer[Int][E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))/(E^x - x)^2, x] - 4*Defer[Int][E^(x/2 + (8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))/(E^x - x)^2, x] - 4*Defer[Int][E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))/(E^x - x), x] + 2*Defer[Int][E^(x/2 + (8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))/(E^x - x), x] - 8*Defer[Int][E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x, x] - 4*Defer[Int][(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x)/(E^x - x)^2, x] + 4*Defer[Int][(E^(x/2 + (8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x)/(E^x - x)^2, x] - 12*Defer[Int][(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x)/(E^x - x), x] - 8*Defer[Int][(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x^2)/(E^x - x)^2, x] + 4*Defer[Int][(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x^2)/(E^x - x), x] + 4*Defer[Int][(E^((8 - 4*x - 8*x^2 + 4*x^3 + E^(x/2)*(-4 + 4*x) + E^x*(8 - 4*E^(x/2) + 4*x - 4*x^2))/(E^x - x))*x^3)/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
4264,1,14,0,0.0209925,"\int \left(1+e^{e^{2 x}} \left(-3 x^2-2 e^{2 x} x^3\right)\right) \, dx","Int[1 + E^E^(2*x)*(-3*x^2 - 2*E^(2*x)*x^3),x]","x-e^{e^{2 x}} x^3","-e^{e^{2 x}} x^3+x+e^3-3-\log (3)",1,"x - E^E^(2*x)*x^3","A",2,1,26,0.03846,1,"{2288}"
4265,0,0,0,25.6330778,"\int \frac{-36+54 x+\left(-12+63 x-27 x^2\right) \log (x)+\left(30-36 x+27 x^2\right) \log ^2(x)}{\left(\left(6 x-9 x^2\right) \log (x)+\left(10 x-21 x^2+9 x^3\right) \log ^2(x)\right) \log \left(\frac{(-6+9 x) \log ^2(x)}{-3 x+\left(-5 x+3 x^2\right) \log (x)}\right) \log ^2\left(\log \left(\frac{(-6+9 x) \log ^2(x)}{-3 x+\left(-5 x+3 x^2\right) \log (x)}\right)\right)} \, dx","Int[(-36 + 54*x + (-12 + 63*x - 27*x^2)*Log[x] + (30 - 36*x + 27*x^2)*Log[x]^2)/(((6*x - 9*x^2)*Log[x] + (10*x - 21*x^2 + 9*x^3)*Log[x]^2)*Log[((-6 + 9*x)*Log[x]^2)/(-3*x + (-5*x + 3*x^2)*Log[x])]*Log[Log[((-6 + 9*x)*Log[x]^2)/(-3*x + (-5*x + 3*x^2)*Log[x])]]^2),x]","\int \frac{-36+54 x+\left(-12+63 x-27 x^2\right) \log (x)+\left(30-36 x+27 x^2\right) \log ^2(x)}{\left(\left(6 x-9 x^2\right) \log (x)+\left(10 x-21 x^2+9 x^3\right) \log ^2(x)\right) \log \left(\frac{(-6+9 x) \log ^2(x)}{-3 x+\left(-5 x+3 x^2\right) \log (x)}\right) \log ^2\left(\log \left(\frac{(-6+9 x) \log ^2(x)}{-3 x+\left(-5 x+3 x^2\right) \log (x)}\right)\right)} \, dx","\frac{3}{\log \left(\log \left(\frac{3 \log (x)}{x+\frac{x+\frac{x}{\log (x)}}{\frac{2}{3}-x}}\right)\right)}",1,"-9*Defer[Int][1/((-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] + 6*Defer[Int][1/(x*(-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] + 27*Defer[Int][1/((-2 + 3*x)*(-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] + 18*Defer[Int][1/(x*Log[x]*(-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] + 9*Defer[Int][Log[x]/((-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] - 15*Defer[Int][Log[x]/(x*(-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x] + 27*Defer[Int][Log[x]/((-2 + 3*x)*(-3 - 5*Log[x] + 3*x*Log[x])*Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]*Log[Log[(3*(-2 + 3*x)*Log[x]^2)/(x*(-3 + (-5 + 3*x)*Log[x]))]]^2), x]","F",0,0,0,0,-1,"{}"
4266,1,15,0,0.0071376,"\int \frac{5 x^2-3 e^3 \log (5)}{x^4} \, dx","Int[(5*x^2 - 3*E^3*Log[5])/x^4,x]","\frac{e^3 \log (5)}{x^3}-\frac{5}{x}","\frac{5 x (5 x-1)+\frac{e^3 \log (5)}{x}}{x^2}",1,"-5/x + (E^3*Log[5])/x^3","A",2,1,17,0.05882,1,"{14}"
4267,1,27,0,0.0034871,"\int \frac{1}{3} \left(14 x-6 \left(i \pi +\log \left(\frac{1}{20} \log \left(\frac{25}{16}\right)\right)\right)\right) \, dx","Int[(14*x - 6*(I*Pi + Log[Log[25/16]/20]))/3,x]","\frac{1}{21} \left(7 x-3 \left(\log \left(\frac{1}{20} \log \left(\frac{25}{16}\right)\right)+i \pi \right)\right)^2","\frac{x^2}{3}-2 x \left(-x+i \pi +\log \left(\frac{1}{20} \log \left(\frac{25}{16}\right)\right)\right)",1,"(7*x - 3*(I*Pi + Log[Log[25/16]/20]))^2/21","A",1,1,25,0.04000,1,"{9}"
4268,1,21,0,0.045981,"\int \frac{5 x^2-40 x^9+e^{-23-x} (1+x)}{5 x^2} \, dx","Int[(5*x^2 - 40*x^9 + E^(-23 - x)*(1 + x))/(5*x^2),x]","-x^8+x-\frac{e^{-x-23}}{5 x}","-x^8+x-\frac{e^{-x-23}}{5 x}+3",1,"-1/5*E^(-23 - x)/x + x - x^8","A",5,3,29,0.1034,1,"{12, 14, 2197}"
4269,1,26,0,0.0647219,"\int \frac{-40-6 x+9 x^6+4 x^5 \log (x)+\left(6 x^4+2 x^5\right) \log ^2(x)}{2 x^5} \, dx","Int[(-40 - 6*x + 9*x^6 + 4*x^5*Log[x] + (6*x^4 + 2*x^5)*Log[x]^2)/(2*x^5),x]","\frac{5}{x^4}+\frac{1}{x^3}+\frac{9 x^2}{4}+\log ^3(x)+x \log ^2(x)","\frac{x+5}{x^4}+\frac{9 x^2}{4}+\log ^2(x) (x+\log (x))",1,"5/x^4 + x^(-3) + (9*x^2)/4 + x*Log[x]^2 + Log[x]^3","A",11,7,40,0.1750,1,"{12, 14, 2295, 2346, 2302, 30, 2296}"
4270,1,54,0,0.151475,"\int \frac{8 x+x^2+\left(16 x+2 x^2\right) \log (2)+\left(8 x+x^2\right) \log ^2(2)+\left(-8+2 x^2+\left(-8+2 x^2\right) \log (2)\right) \log (3)+(-1-2 x) \log ^2(3)}{16+8 x+9 x^2+2 x^3+x^4} \, dx","Int[(8*x + x^2 + (16*x + 2*x^2)*Log[2] + (8*x + x^2)*Log[2]^2 + (-8 + 2*x^2 + (-8 + 2*x^2)*Log[2])*Log[3] + (-1 - 2*x)*Log[3]^2)/(16 + 8*x + 9*x^2 + 2*x^3 + x^4),x]","-\frac{2 \left(2 \left(x+\frac{1}{2}\right) (1+\log (2)) (1+\log (18))+7-2 \log ^2(3)+7 \log ^2(2)+\log \left(\frac{16384}{9}\right)-\log (3) \log (4)\right)}{4 \left(x+\frac{1}{2}\right)^2+15}","\frac{(-x+x (-\log (2))+\log (3))^2}{x^2+x+4}",1,"(-2*(7 + 7*Log[2]^2 - 2*Log[3]^2 - Log[3]*Log[4] + 2*(1/2 + x)*(1 + Log[2])*(1 + Log[18]) + Log[16384/9]))/(15 + 4*(1/2 + x)^2)","B",4,4,82,0.04878,1,"{1680, 12, 1814, 8}"
4271,1,111,0,1.5476927,"\int \frac{28-42 x+20 x^2+8 x^3-8 x^4+\left(-6 x-8 x^2+8 x^3\right) \log (x)+\left(4-6 x-6 x^2+12 x^3-4 x^4+\left(4-6 x+2 x^2\right) \log (x)\right) \log \left(2-3 x+x^2\right)}{2+5 x-3 x^2-8 x^3+4 x^4} \, dx","Int[(28 - 42*x + 20*x^2 + 8*x^3 - 8*x^4 + (-6*x - 8*x^2 + 8*x^3)*Log[x] + (4 - 6*x - 6*x^2 + 12*x^3 - 4*x^4 + (4 - 6*x + 2*x^2)*Log[x])*Log[2 - 3*x + x^2])/(2 + 5*x - 3*x^2 - 8*x^3 + 4*x^4),x]","-x \log \left(x^2-3 x+2\right)-\frac{\log (x) \log \left(x^2-3 x+2\right)}{2 x+1}+\log (x) \log \left(x^2-3 x+2\right)-\frac{\log \left(x^2-3 x+2\right)}{2 (2 x+1)}-\frac{7}{2 x+1}+\frac{1}{2} \log (1-x)+\frac{1}{2} \log (2-x)+\log (2) \log (x-2)-\log (2) \log (2 x-4)","\frac{x ((\log (x)-x) \log ((x-3) x+2)+7)}{x+\frac{1}{2}}",1,"-7/(1 + 2*x) + Log[1 - x]/2 + Log[2 - x]/2 + Log[2]*Log[-2 + x] - Log[2]*Log[-4 + 2*x] - x*Log[2 - 3*x + x^2] - Log[2 - 3*x + x^2]/(2*(1 + 2*x)) + Log[x]*Log[2 - 3*x + x^2] - (Log[x]*Log[2 - 3*x + x^2])/(1 + 2*x)","B",69,25,103,0.2427,1,"{6742, 72, 148, 180, 2357, 2316, 2315, 2317, 2391, 697, 2314, 31, 2525, 2074, 2528, 2523, 773, 632, 2524, 2418, 2394, 2393, 32, 2557, 12}"
4272,1,14,0,0.0249404,"\int \frac{24-4 x+x^2}{32-6 x^2+x^3} \, dx","Int[(24 - 4*x + x^2)/(32 - 6*x^2 + x^3),x]","\frac{4}{4-x}+\log (x+2)","\frac{x}{4-x}+\log (x+2)-2",1,"4/(4 - x) + Log[2 + x]","A",2,1,21,0.04762,1,"{2074}"
4273,1,17,0,0.0188225,"\int \frac{-250+\left(-4-100 x-625 x^2\right) \log (3)}{\left(4+100 x+625 x^2\right) \log (3)} \, dx","Int[(-250 + (-4 - 100*x - 625*x^2)*Log[3])/((4 + 100*x + 625*x^2)*Log[3]),x]","\frac{10}{(25 x+2) \log (3)}-x","-x+5 \left(\frac{2}{(25 x+2) \log (3)}+3\right)-e^4",1,"-x + 10/((2 + 25*x)*Log[3])","A",4,3,32,0.09375,1,"{12, 27, 1850}"
4274,0,0,0,0.1299965,"\int x^{-3+x} \left(e^2 (4-2 x)-2 e^2 x \log (x)\right) \, dx","Int[x^(-3 + x)*(E^2*(4 - 2*x) - 2*E^2*x*Log[x]),x]","\int x^{-3+x} \left(e^2 (4-2 x)-2 e^2 x \log (x)\right) \, dx","2 e^2 \left(3-x^{x-2}\right)",1,"4*E^2*Defer[Int][x^(-3 + x), x] - 2*E^2*Defer[Int][x^(-2 + x), x] - 2*E^2*Log[x]*Defer[Int][x^(-2 + x), x] + 2*E^2*Defer[Int][Defer[Int][x^(-2 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
4275,1,28,0,0.0690595,"\int e^{5-9 e^{10}+x} \left(5+7 x+x^2\right) \, dx","Int[E^(5 - 9*E^10 + x)*(5 + 7*x + x^2),x]","e^{x-9 e^{10}+5} x^2+5 e^{x-9 e^{10}+5} x","e^{x-9 e^{10}+5} x (x+5)",1,"5*E^(5 - 9*E^10 + x)*x + E^(5 - 9*E^10 + x)*x^2","A",8,3,19,0.1579,1,"{2196, 2194, 2176}"
4276,0,0,0,25.7091189,"\int \frac{e^{\frac{-5 x-x^2}{3-4 x+e^{e x+x^2} x-x^2}} \left(-15-6 x-x^2+e^{e x+x^2} \left(-x^2+10 x^3+2 x^4+e \left(5 x^2+x^3\right)\right)\right)}{9-24 x+10 x^2+e^{2 e x+2 x^2} x^2+8 x^3+x^4+e^{e x+x^2} \left(6 x-8 x^2-2 x^3\right)} \, dx","Int[(E^((-5*x - x^2)/(3 - 4*x + E^(E*x + x^2)*x - x^2))*(-15 - 6*x - x^2 + E^(E*x + x^2)*(-x^2 + 10*x^3 + 2*x^4 + E*(5*x^2 + x^3))))/(9 - 24*x + 10*x^2 + E^(2*E*x + 2*x^2)*x^2 + 8*x^3 + x^4 + E^(E*x + x^2)*(6*x - 8*x^2 - 2*x^3)),x]","\int \frac{e^{\frac{-5 x-x^2}{3-4 x+e^{e x+x^2} x-x^2}} \left(-15-6 x-x^2+e^{e x+x^2} \left(-x^2+10 x^3+2 x^4+e \left(5 x^2+x^3\right)\right)\right)}{9-24 x+10 x^2+e^{2 e x+2 x^2} x^2+8 x^3+x^4+e^{e x+x^2} \left(6 x-8 x^2-2 x^3\right)} \, dx","e^{\frac{x+5}{-\frac{3-x}{x}-e^{x (x+e)}+x+3}}",1,"-15*Defer[Int][E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] - 3*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] - (35 + 3*E)*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^2)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] + 5*Defer[Int][(E^(1 + E*x + x^2 + (x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^2)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] + (33 + 4*E)*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^3)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] + (18 + E)*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^4)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] + 2*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^5)/(-3 + 4*x - E^(x*(E + x))*x + x^2)^2, x] + Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x)/(-3 + 4*x - E^(x*(E + x))*x + x^2), x] - (10 + E)*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^2)/(-3 + 4*x - E^(x*(E + x))*x + x^2), x] - 2*Defer[Int][(E^((x*(5 + x))/(-3 - (-4 + E^(x*(E + x)))*x + x^2))*x^3)/(-3 + 4*x - E^(x*(E + x))*x + x^2), x]","F",0,0,0,0,-1,"{}"
4277,0,0,0,2.6307338,"\int \frac{-8-e^4+x^2-\log (x)+\left(9+e^4+8 x+x^2+\log (x)\right) \log \left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)+\left(9+e^4+8 x+x^2+e^x \left(-9-e^4-8 x-x^2\right)+\left(1-e^x\right) \log (x)\right) \log ^2\left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)}{\left(9+e^4+8 x+x^2+\log (x)\right) \log ^2\left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)} \, dx","Int[(-8 - E^4 + x^2 - Log[x] + (9 + E^4 + 8*x + x^2 + Log[x])*Log[x/(9 + E^4 + 8*x + x^2 + Log[x])] + (9 + E^4 + 8*x + x^2 + E^x*(-9 - E^4 - 8*x - x^2) + (1 - E^x)*Log[x])*Log[x/(9 + E^4 + 8*x + x^2 + Log[x])]^2)/((9 + E^4 + 8*x + x^2 + Log[x])*Log[x/(9 + E^4 + 8*x + x^2 + Log[x])]^2),x]","\int \frac{-8-e^4+x^2-\log (x)+\left(9+e^4+8 x+x^2+\log (x)\right) \log \left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)+\left(9+e^4+8 x+x^2+e^x \left(-9-e^4-8 x-x^2\right)+\left(1-e^x\right) \log (x)\right) \log ^2\left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)}{\left(9+e^4+8 x+x^2+\log (x)\right) \log ^2\left(\frac{x}{9+e^4+8 x+x^2+\log (x)}\right)} \, dx","x-e^x+\frac{x}{\log \left(\frac{x}{(x+3)^2+2 x+\log (x)+e^4}\right)}",1,"-E^x + x + (9 + E^4)*Defer[Int][(-9*(1 + E^4/9) - 8*x - x^2 - Log[x])^(-1), x] + 8*Defer[Int][x/(-9*(1 + E^4/9) - 8*x - x^2 - Log[x]), x] + Defer[Int][x^2/(-9*(1 + E^4/9) - 8*x - x^2 - Log[x]), x] + (9 + E^4)*Defer[Int][(9*(1 + E^4/9) + 8*x + x^2 + Log[x])^(-1), x] + 8*Defer[Int][x/(9*(1 + E^4/9) + 8*x + x^2 + Log[x]), x] + Defer[Int][x^2/(9*(1 + E^4/9) + 8*x + x^2 + Log[x]), x] + Defer[Int][Log[x]/((-9*(1 + E^4/9) - 8*x - x^2 - Log[x])*Log[x/(9*(1 + E^4/9) + 8*x + x^2 + Log[x])]^2), x] - (8 + E^4)*Defer[Int][1/((9*(1 + E^4/9) + 8*x + x^2 + Log[x])*Log[x/(9*(1 + E^4/9) + 8*x + x^2 + Log[x])]^2), x] + Defer[Int][x^2/((9*(1 + E^4/9) + 8*x + x^2 + Log[x])*Log[x/(9*(1 + E^4/9) + 8*x + x^2 + Log[x])]^2), x] + Defer[Int][Log[x/(9*(1 + E^4/9) + 8*x + x^2 + Log[x])]^(-1), x]","F",0,0,0,0,-1,"{}"
4278,1,26,0,0.0748338,"\int \frac{108+108 \log (x)+36 \log ^2(x)+4 \log ^3(x)}{84 x+e^4 x+108 x \log (x)+54 x \log ^2(x)+12 x \log ^3(x)+x \log ^4(x)} \, dx","Int[(108 + 108*Log[x] + 36*Log[x]^2 + 4*Log[x]^3)/(84*x + E^4*x + 108*x*Log[x] + 54*x*Log[x]^2 + 12*x*Log[x]^3 + x*Log[x]^4),x]","\log \left(\log ^4(x)+12 \log ^3(x)+54 \log ^2(x)+108 \log (x)+e^4+84\right)","\log \left((\log (x)+3)^4+e^4+3\right)",1,"Log[84 + E^4 + 108*Log[x] + 54*Log[x]^2 + 12*Log[x]^3 + Log[x]^4]","B",4,3,55,0.05455,1,"{6, 12, 1587}"
4279,1,27,0,0.430209,"\int \frac{-15+10 x-5 x^2+\left(15 x+5 x^2\right) \log \left(\frac{16}{9+6 x+x^2}\right)}{3 x+x^2} \, dx","Int[(-15 + 10*x - 5*x^2 + (15*x + 5*x^2)*Log[16/(9 + 6*x + x^2)])/(3*x + x^2),x]","5 x-5 \log (x)+5 (x+3) \log \left(\frac{16}{(x+3)^2}\right)+30 \log (x+3)","5 \left(x+x \log \left(\frac{16}{(x+3)^2}\right)-\log (x)-2\right)",1,"5*x - 5*Log[x] + 5*(3 + x)*Log[16/(3 + x)^2] + 30*Log[3 + x]","A",10,8,43,0.1860,1,"{1593, 6741, 12, 6688, 6742, 893, 2389, 2295}"
4280,1,31,0,0.2588769,"\int \frac{18 x-24 x^2+8 x^3+e^{\frac{x}{-3+2 x+\log (25)}} (-3+\log (25))+\left(-12 x+8 x^2\right) \log (25)+2 x \log ^2(25)}{9-12 x+4 x^2+(-6+4 x) \log (25)+\log ^2(25)} \, dx","Int[(18*x - 24*x^2 + 8*x^3 + E^(x/(-3 + 2*x + Log[25]))*(-3 + Log[25]) + (-12*x + 8*x^2)*Log[25] + 2*x*Log[25]^2)/(9 - 12*x + 4*x^2 + (-6 + 4*x)*Log[25] + Log[25]^2),x]","x^2+e^{\frac{1}{2}-\frac{3-\log (25)}{2 (-2 x+3-\log (25))}}","x^2+e^{\frac{x}{2 x-3+\log (25)}}+4",1,"E^(1/2 - (3 - Log[25])/(2*(3 - 2*x - Log[25]))) + x^2","A",5,4,76,0.05263,1,"{6, 6688, 2230, 2209}"
4281,0,0,0,20.2353522,"\int \frac{\exp \left(\frac{-23+12 x+\left(-18-21 x+9 x^2+3 x^3\right) \log (3)+\left(-8+4 x+\left(-6-7 x+3 x^2+x^3\right) \log (3)\right) \log (x)}{-6+3 x+(-2+x) \log (x)}\right) \left(2-4 x+\left(180 x-108 x^2-27 x^3+18 x^4\right) \log (3)+\left(-x+\left(120 x-72 x^2-18 x^3+12 x^4\right) \log (3)\right) \log (x)+\left(20 x-12 x^2-3 x^3+2 x^4\right) \log (3) \log ^2(x)\right)}{36 x-36 x^2+9 x^3+\left(24 x-24 x^2+6 x^3\right) \log (x)+\left(4 x-4 x^2+x^3\right) \log ^2(x)} \, dx","Int[(E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/(-6 + 3*x + (-2 + x)*Log[x]))*(2 - 4*x + (180*x - 108*x^2 - 27*x^3 + 18*x^4)*Log[3] + (-x + (120*x - 72*x^2 - 18*x^3 + 12*x^4)*Log[3])*Log[x] + (20*x - 12*x^2 - 3*x^3 + 2*x^4)*Log[3]*Log[x]^2))/(36*x - 36*x^2 + 9*x^3 + (24*x - 24*x^2 + 6*x^3)*Log[x] + (4*x - 4*x^2 + x^3)*Log[x]^2),x]","\int \frac{\exp \left(\frac{-23+12 x+\left(-18-21 x+9 x^2+3 x^3\right) \log (3)+\left(-8+4 x+\left(-6-7 x+3 x^2+x^3\right) \log (3)\right) \log (x)}{-6+3 x+(-2+x) \log (x)}\right) \left(2-4 x+\left(180 x-108 x^2-27 x^3+18 x^4\right) \log (3)+\left(-x+\left(120 x-72 x^2-18 x^3+12 x^4\right) \log (3)\right) \log (x)+\left(20 x-12 x^2-3 x^3+2 x^4\right) \log (3) \log ^2(x)\right)}{36 x-36 x^2+9 x^3+\left(24 x-24 x^2+6 x^3\right) \log (x)+\left(4 x-4 x^2+x^3\right) \log ^2(x)} \, dx","\exp \left(\left(x^2+5 x+3\right) \log (3)-\frac{1}{(2-x) (\log (x)+3)}+4\right)",1,"5*Log[3]*Defer[Int][E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/((-2 + x)*(3 + Log[x]))), x] + 2*Log[3]*Defer[Int][E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/((-2 + x)*(3 + Log[x])))*x, x] - Defer[Int][E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/((-2 + x)*(3 + Log[x])))/((-2 + x)*(3 + Log[x])^2), x]/2 + Defer[Int][E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/((-2 + x)*(3 + Log[x])))/(x*(3 + Log[x])^2), x]/2 - Defer[Int][E^((-23 + 12*x + (-18 - 21*x + 9*x^2 + 3*x^3)*Log[3] + (-8 + 4*x + (-6 - 7*x + 3*x^2 + x^3)*Log[3])*Log[x])/((-2 + x)*(3 + Log[x])))/((-2 + x)^2*(3 + Log[x])), x]","F",0,0,0,0,-1,"{}"
4282,0,0,0,2.12116,"\int \frac{5 e^x \left(1+x-2 x^2\right)+5 e^x \left(3 x-2 x^2\right) \log \left(\frac{5}{x}\right)}{4 x-16 x^2+16 x^3+\left(8 x-32 x^2+32 x^3\right) \log \left(\frac{5}{x}\right)+\left(4 x-16 x^2+16 x^3\right) \log ^2\left(\frac{5}{x}\right)} \, dx","Int[(5*E^x*(1 + x - 2*x^2) + 5*E^x*(3*x - 2*x^2)*Log[5/x])/(4*x - 16*x^2 + 16*x^3 + (8*x - 32*x^2 + 32*x^3)*Log[5/x] + (4*x - 16*x^2 + 16*x^3)*Log[5/x]^2),x]","\int \frac{5 e^x \left(1+x-2 x^2\right)+5 e^x \left(3 x-2 x^2\right) \log \left(\frac{5}{x}\right)}{4 x-16 x^2+16 x^3+\left(8 x-32 x^2+32 x^3\right) \log \left(\frac{5}{x}\right)+\left(4 x-16 x^2+16 x^3\right) \log ^2\left(\frac{5}{x}\right)} \, dx","\frac{5 e^x}{(1-2 x) \left(4 \log \left(\frac{5}{x}\right)+4\right)}",1,"(5*Defer[Int][E^x/(x*(1 + Log[5/x])^2), x])/4 - (5*Defer[Int][E^x/((-1 + 2*x)*(1 + Log[5/x])^2), x])/2 + (5*Defer[Int][E^x/((-1 + 2*x)^2*(1 + Log[5/x])), x])/2 - (5*Defer[Int][E^x/((-1 + 2*x)*(1 + Log[5/x])), x])/4","F",0,0,0,0,-1,"{}"
4283,1,99,0,10.7802514,"\int \frac{9 x^2-18 x^3+e^{x^2} \left(-25+158 x^2-240 x^3+216 x^4+e^{2 x} \left(-9+18 x+18 x^2\right)+e^x \left(-30+30 x-12 x^2-144 x^3\right)\right)}{9 x^2} \, dx","Int[(9*x^2 - 18*x^3 + E^x^2*(-25 + 158*x^2 - 240*x^3 + 216*x^4 + E^(2*x)*(-9 + 18*x + 18*x^2) + E^x*(-30 + 30*x - 12*x^2 - 144*x^3)))/(9*x^2),x]","-\frac{40 e^{x^2}}{3}+12 e^{x^2} x+\frac{e^{x^2+2 x} \left(x^2+x\right)}{x^2 (x+1)}+\frac{25 e^{x^2}}{9 x}+\frac{2 e^{x^2+x} \left(-24 x^3-2 x^2+5 x\right)}{3 x^2 (2 x+1)}-\frac{1}{4} (1-2 x)^2","\left(e^{x^2} \left(\left(\frac{4 x-e^x}{x}-\frac{5}{3 x}\right)^2-4\right)-x\right) x+x",1,"(-40*E^x^2)/3 - (1 - 2*x)^2/4 + (25*E^x^2)/(9*x) + 12*E^x^2*x + (E^(2*x + x^2)*(x + x^2))/(x^2*(1 + x)) + (2*E^(x + x^2)*(5*x - 2*x^2 - 24*x^3))/(3*x^2*(1 + 2*x))","B",15,8,76,0.1053,1,"{12, 14, 6742, 2288, 2204, 2214, 2209, 2212}"
4284,1,59,0,0.25816,"\int e^{-20 x} \left(-7812500-2812500 e^{5 x}+e^{20 x} (-21+2 x)+e^{15 x} (-15300+1500 x)+e^{10 x} (-351250+12500 x)\right) \, dx","Int[(-7812500 - 2812500*E^(5*x) + E^(20*x)*(-21 + 2*x) + E^(15*x)*(-15300 + 1500*x) + E^(10*x)*(-351250 + 12500*x))/E^(20*x),x]","x^2-21 x+390625 e^{-20 x}+187500 e^{-15 x}-125 e^{-10 x}-60 e^{-5 x}+125 e^{-10 x} (281-10 x)+60 e^{-5 x} (51-5 x)","\left(-\left(25 e^{-5 x}+3\right)^2+x-1\right)^2-x-2",1,"390625/E^(20*x) + 187500/E^(15*x) - 125/E^(10*x) - 60/E^(5*x) + (125*(281 - 10*x))/E^(10*x) + (60*(51 - 5*x))/E^(5*x) - 21*x + x^2","B",8,3,48,0.06250,1,"{6742, 2194, 2176}"
4285,0,0,0,26.4671406,"\int \frac{1250-2000 x-100 x^2+140 x^3-10 x^4+e^x \left(-250 x-200 x^2+100 x^3-10 x^4\right)}{125 x+300 x^2+315 x^3+184 x^4+e^{3 x} x^4+63 x^5+12 x^6+x^7+\left(-375 x-525 x^2-270 x^3-42 x^4+9 x^5+3 x^6\right) \log (5)+\left(375 x+150 x^2-30 x^3-18 x^4+3 x^5\right) \log ^2(5)+\left(-125 x+75 x^2-15 x^3+x^4\right) \log ^3(5)+e^{2 x} \left(15 x^3+12 x^4+3 x^5+\left(-15 x^3+3 x^4\right) \log (5)\right)+e^x \left(75 x^2+120 x^3+78 x^4+24 x^5+3 x^6+\left(-150 x^2-90 x^3-6 x^4+6 x^5\right) \log (5)+\left(75 x^2-30 x^3+3 x^4\right) \log ^2(5)\right)+\left(-375 x-525 x^2-270 x^3-42 x^4+9 x^5+3 x^6+e^{2 x} \left(-15 x^3+3 x^4\right)+\left(750 x+300 x^2-60 x^3-36 x^4+6 x^5\right) \log (5)+\left(-375 x+225 x^2-45 x^3+3 x^4\right) \log ^2(5)+e^x \left(-150 x^2-90 x^3-6 x^4+6 x^5+\left(150 x^2-60 x^3+6 x^4\right) \log (5)\right)\right) \log (x)+\left(375 x+150 x^2-30 x^3-18 x^4+3 x^5+e^x \left(75 x^2-30 x^3+3 x^4\right)+\left(-375 x+225 x^2-45 x^3+3 x^4\right) \log (5)\right) \log ^2(x)+\left(-125 x+75 x^2-15 x^3+x^4\right) \log ^3(x)} \, dx","Int[(1250 - 2000*x - 100*x^2 + 140*x^3 - 10*x^4 + E^x*(-250*x - 200*x^2 + 100*x^3 - 10*x^4))/(125*x + 300*x^2 + 315*x^3 + 184*x^4 + E^(3*x)*x^4 + 63*x^5 + 12*x^6 + x^7 + (-375*x - 525*x^2 - 270*x^3 - 42*x^4 + 9*x^5 + 3*x^6)*Log[5] + (375*x + 150*x^2 - 30*x^3 - 18*x^4 + 3*x^5)*Log[5]^2 + (-125*x + 75*x^2 - 15*x^3 + x^4)*Log[5]^3 + E^(2*x)*(15*x^3 + 12*x^4 + 3*x^5 + (-15*x^3 + 3*x^4)*Log[5]) + E^x*(75*x^2 + 120*x^3 + 78*x^4 + 24*x^5 + 3*x^6 + (-150*x^2 - 90*x^3 - 6*x^4 + 6*x^5)*Log[5] + (75*x^2 - 30*x^3 + 3*x^4)*Log[5]^2) + (-375*x - 525*x^2 - 270*x^3 - 42*x^4 + 9*x^5 + 3*x^6 + E^(2*x)*(-15*x^3 + 3*x^4) + (750*x + 300*x^2 - 60*x^3 - 36*x^4 + 6*x^5)*Log[5] + (-375*x + 225*x^2 - 45*x^3 + 3*x^4)*Log[5]^2 + E^x*(-150*x^2 - 90*x^3 - 6*x^4 + 6*x^5 + (150*x^2 - 60*x^3 + 6*x^4)*Log[5]))*Log[x] + (375*x + 150*x^2 - 30*x^3 - 18*x^4 + 3*x^5 + E^x*(75*x^2 - 30*x^3 + 3*x^4) + (-375*x + 225*x^2 - 45*x^3 + 3*x^4)*Log[5])*Log[x]^2 + (-125*x + 75*x^2 - 15*x^3 + x^4)*Log[x]^3),x]","\int \frac{1250-2000 x-100 x^2+140 x^3-10 x^4+e^x \left(-250 x-200 x^2+100 x^3-10 x^4\right)}{125 x+300 x^2+315 x^3+184 x^4+e^{3 x} x^4+63 x^5+12 x^6+x^7+\left(-375 x-525 x^2-270 x^3-42 x^4+9 x^5+3 x^6\right) \log (5)+\left(375 x+150 x^2-30 x^3-18 x^4+3 x^5\right) \log ^2(5)+\left(-125 x+75 x^2-15 x^3+x^4\right) \log ^3(5)+e^{2 x} \left(15 x^3+12 x^4+3 x^5+\left(-15 x^3+3 x^4\right) \log (5)\right)+e^x \left(75 x^2+120 x^3+78 x^4+24 x^5+3 x^6+\left(-150 x^2-90 x^3-6 x^4+6 x^5\right) \log (5)+\left(75 x^2-30 x^3+3 x^4\right) \log ^2(5)\right)+\left(-375 x-525 x^2-270 x^3-42 x^4+9 x^5+3 x^6+e^{2 x} \left(-15 x^3+3 x^4\right)+\left(750 x+300 x^2-60 x^3-36 x^4+6 x^5\right) \log (5)+\left(-375 x+225 x^2-45 x^3+3 x^4\right) \log ^2(5)+e^x \left(-150 x^2-90 x^3-6 x^4+6 x^5+\left(150 x^2-60 x^3+6 x^4\right) \log (5)\right)\right) \log (x)+\left(375 x+150 x^2-30 x^3-18 x^4+3 x^5+e^x \left(75 x^2-30 x^3+3 x^4\right)+\left(-375 x+225 x^2-45 x^3+3 x^4\right) \log (5)\right) \log ^2(x)+\left(-125 x+75 x^2-15 x^3+x^4\right) \log ^3(x)} \, dx","\frac{5}{\left(\frac{x \left(x+e^x+5\right)}{5-x}-\log (x)+1-\log (5)\right)^2}",1,"100*Defer[Int][x^3/(-(E^x*x) - x^2 - 5*(1 - Log[5]) - 4*x*(1 + Log[5]/4) + 5*Log[x] - x*Log[x])^3, x] + 1250*Defer[Int][Log[x]/(-(E^x*x) - x^2 - 5*(1 - Log[5]) - 4*x*(1 + Log[5]/4) + 5*Log[x] - x*Log[x])^3, x] + 1250*Defer[Int][Log[x]/(x*(-(E^x*x) - x^2 - 5*(1 - Log[5]) - 4*x*(1 + Log[5]/4) + 5*Log[x] - x*Log[x])^3), x] + 50*Defer[Int][(x*Log[x])/(-(E^x*x) - x^2 - 5*(1 - Log[5]) - 4*x*(1 + Log[5]/4) + 5*Log[x] - x*Log[x])^3, x] + 150*Defer[Int][(x^2*Log[x])/(-(E^x*x) - x^2 - 5*(1 - Log[5]) - 4*x*(1 + Log[5]/4) + 5*Log[x] - x*Log[x])^3, x] + 250*(4 - 5*Log[5])*Defer[Int][(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^(-3), x] - 500*(2 - Log[5])*Defer[Int][(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^(-3), x] + 1250*(2 - Log[5])*Defer[Int][1/(x*(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3), x] - 100*(4 - 5*Log[5])*Defer[Int][x/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 50*(2 - Log[5])*Defer[Int][x/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 250*(3 + Log[5])*Defer[Int][x/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 250*Defer[Int][x^2/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 10*(4 - 5*Log[5])*Defer[Int][x^2/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] - 100*(3 + Log[5])*Defer[Int][x^2/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 10*(3 + Log[5])*Defer[Int][x^3/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 10*Defer[Int][x^4/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 500*Defer[Int][Log[x]/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 750*Defer[Int][(x*Log[x])/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] + 10*Defer[Int][(x^3*Log[x])/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^3, x] - 200*Defer[Int][(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^(-2), x] - 250*Defer[Int][1/(x*(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^2), x] + 100*Defer[Int][x/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^2, x] - 10*Defer[Int][x^2/(E^x*x + x^2 + 5*(1 - Log[5]) + 4*x*(1 + Log[5]/4) - 5*Log[x] + x*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
4286,0,0,0,135.7250535,"\int \frac{\exp \left(\frac{e^{-x} \left(x+x^2+3 \log \left(4 x^2\right)\right)}{\log \left(4 x^2\right) \log (\log (4))}\right) \left(-2-2 x+\left(1+x-x^2\right) \log \left(4 x^2\right)-3 \log ^2\left(4 x^2\right)\right)}{3 e^x \log ^2\left(4 x^2\right) \log (\log (4))+\exp \left(x+\frac{e^{-x} \left(x+x^2+3 \log \left(4 x^2\right)\right)}{\log \left(4 x^2\right) \log (\log (4))}\right) \log ^2\left(4 x^2\right) \log (\log (4))} \, dx","Int[(E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]]))*(-2 - 2*x + (1 + x - x^2)*Log[4*x^2] - 3*Log[4*x^2]^2))/(3*E^x*Log[4*x^2]^2*Log[Log[4]] + E^(x + (x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]]))*Log[4*x^2]^2*Log[Log[4]]),x]","\int \frac{\exp \left(\frac{e^{-x} \left(x+x^2+3 \log \left(4 x^2\right)\right)}{\log \left(4 x^2\right) \log (\log (4))}\right) \left(-2-2 x+\left(1+x-x^2\right) \log \left(4 x^2\right)-3 \log ^2\left(4 x^2\right)\right)}{3 e^x \log ^2\left(4 x^2\right) \log (\log (4))+\exp \left(x+\frac{e^{-x} \left(x+x^2+3 \log \left(4 x^2\right)\right)}{\log \left(4 x^2\right) \log (\log (4))}\right) \log ^2\left(4 x^2\right) \log (\log (4))} \, dx","\log \left(e^{\frac{e^{-x} \left(\frac{x^2+x}{\log \left(4 x^2\right)}+3\right)}{\log (\log (4))}}+3\right)",1,"3/(E^x*Log[Log[4]]) + (9*Defer[Int][1/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))), x])/Log[Log[4]] - (2*Defer[Int][1/(E^x*Log[4*x^2]^2), x])/Log[Log[4]] + (6*Defer[Int][1/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))*Log[4*x^2]^2), x])/Log[Log[4]] - (2*Defer[Int][x/(E^x*Log[4*x^2]^2), x])/Log[Log[4]] + (6*Defer[Int][x/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))*Log[4*x^2]^2), x])/Log[Log[4]] + Defer[Int][1/(E^x*Log[4*x^2]), x]/Log[Log[4]] - (3*Defer[Int][1/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))*Log[4*x^2]), x])/Log[Log[4]] + Defer[Int][x/(E^x*Log[4*x^2]), x]/Log[Log[4]] - (3*Defer[Int][x/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))*Log[4*x^2]), x])/Log[Log[4]] - Defer[Int][x^2/(E^x*Log[4*x^2]), x]/Log[Log[4]] + (3*Defer[Int][x^2/(E^x*(3 + E^((x + x^2 + 3*Log[4*x^2])/(E^x*Log[4*x^2]*Log[Log[4]])))*Log[4*x^2]), x])/Log[Log[4]]","F",0,0,0,0,-1,"{}"
4287,0,0,0,0.2321774,"\int \left(\left(-88 e^5+88 e^{4 x}\right) \log (x)+\left(-44 e^5+e^{4 x} (44+176 x)\right) \log ^2(x)\right) \, dx","Int[(-88*E^5 + 88*E^(4*x))*Log[x] + (-44*E^5 + E^(4*x)*(44 + 176*x))*Log[x]^2,x]","\int \left(\left(-88 e^5+88 e^{4 x}\right) \log (x)+\left(-44 e^5+e^{4 x} (44+176 x)\right) \log ^2(x)\right) \, dx","-44 \left(e^5-e^{4 x}\right) x \log ^2(x)",1,"-22*ExpIntegralEi[4*x] + 22*E^(4*x)*Log[x] - 44*E^5*x*Log[x]^2 + 44*Defer[Int][E^(4*x)*Log[x]^2, x] + 176*Defer[Int][E^(4*x)*x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
4288,1,54,0,0.0625298,"\int \left(-8 x-75 x^4+18 x^5+e^x \left(e (-1-x)+2 x+x^2\right)+e \left(4+60 x^3-15 x^4\right)\right) \, dx","Int[-8*x - 75*x^4 + 18*x^5 + E^x*(E*(-1 - x) + 2*x + x^2) + E*(4 + 60*x^3 - 15*x^4),x]","3 x^6-3 e x^5-15 x^5+15 e x^4+e^x x^2-4 x^2+4 e x+e^{x+1}-e^{x+1} (x+1)","x (x-e) \left(3 (x-5) x^3+e^x-4\right)",1,"E^(1 + x) + 4*E*x - 4*x^2 + E^x*x^2 + 15*E*x^4 - 15*x^5 - 3*E*x^5 + 3*x^6 - E^(1 + x)*(1 + x)","B",11,3,46,0.06522,1,"{2196, 2176, 2194}"
4289,1,12,0,0.0027491,"\int \frac{1}{9} \left(18+44 e^{10}\right) \, dx","Int[(18 + 44*E^10)/9,x]","\frac{2}{9} \left(9+22 e^{10}\right) x","\frac{44 e^{10} x}{9}+2 x-7",1,"(2*(9 + 22*E^10)*x)/9","A",1,1,11,0.09091,1,"{8}"
4290,1,12,0,0.0057237,"\int \frac{5+5 x \log (4)}{x \log (4)} \, dx","Int[(5 + 5*x*Log[4])/(x*Log[4]),x]","5 x+\frac{5 \log (x)}{\log (4)}","5 x+\frac{5 \log (x)}{\log (4)}+3+\log (5)-\log (3)",1,"5*x + (5*Log[x])/Log[4]","A",3,2,15,0.1333,1,"{12, 43}"
4291,1,11,0,0.003747,"\int \frac{1}{5} \left(1+5 e^{-1+x}\right) \, dx","Int[(1 + 5*E^(-1 + x))/5,x]","\frac{x}{5}+e^{x-1}","\frac{x-5}{5}+e^{x-1}-7",1,"E^(-1 + x) + x/5","A",3,2,13,0.1538,1,"{12, 2194}"
4292,1,15,0,0.0086103,"\int \frac{-2-e^5-3 x+x^2}{x^2} \, dx","Int[(-2 - E^5 - 3*x + x^2)/x^2,x]","x+\frac{2+e^5}{x}-3 \log (x)","-\log \left(x^3\right)+x+\frac{e^5}{x}+\frac{2}{x}-2-\log (3)",1,"(2 + E^5)/x + x - 3*Log[x]","A",2,1,17,0.05882,1,"{14}"
4293,1,51,0,0.0228446,"\int \frac{1}{16} \left(e^3 (-80+40 x)+e^3 (-37-80 x) \log (x)\right) \, dx","Int[(E^3*(-80 + 40*x) + E^3*(-37 - 80*x)*Log[x])/16,x]","\frac{5 e^3 x^2}{4}-\frac{1}{16} e^3 \left(40 x^2+37 x\right) \log (x)+\frac{5}{4} e^3 (2-x)^2+\frac{37 e^3 x}{16}","e^3 \left(-5 x-\frac{37}{8}\right) \left(\frac{1}{2} x (\log (x)-1)+1\right)",1,"(5*E^3*(2 - x)^2)/4 + (37*E^3*x)/16 + (5*E^3*x^2)/4 - (E^3*(37*x + 40*x^2)*Log[x])/16","B",4,2,25,0.08000,1,"{12, 2313}"
4294,0,0,0,2.190101,"\int \frac{e^6 (8-6 x)+e^3 \left(-8 x^2+8 x^3-2 x^4\right)+2 x^{19} \log (2 x)+\left(-16 x^4+24 x^5-12 x^6+2 x^7+e^3 \left(16 x^2-20 x^3+6 x^4\right)\right) \log (2 x)+x^{10} \left(-2 e^3 x^2+\left(14 e^3 x^2-12 x^4+6 x^5\right) \log (2 x)\right)+x^5 \left(-14 e^6+e^3 \left(8 x^2-4 x^3\right)+\left(24 x^4-24 x^5+6 x^6+e^3 \left(-36 x^2+20 x^3\right)\right) \log (2 x)\right)}{-8 x^5+12 x^6-6 x^7+x^8+x^{20}+x^{10} \left(-6 x^5+3 x^6\right)+x^5 \left(12 x^5-12 x^6+3 x^7\right)} \, dx","Int[(E^6*(8 - 6*x) + E^3*(-8*x^2 + 8*x^3 - 2*x^4) + 2*x^19*Log[2*x] + (-16*x^4 + 24*x^5 - 12*x^6 + 2*x^7 + E^3*(16*x^2 - 20*x^3 + 6*x^4))*Log[2*x] + x^10*(-2*E^3*x^2 + (14*E^3*x^2 - 12*x^4 + 6*x^5)*Log[2*x]) + x^5*(-14*E^6 + E^3*(8*x^2 - 4*x^3) + (24*x^4 - 24*x^5 + 6*x^6 + E^3*(-36*x^2 + 20*x^3))*Log[2*x]))/(-8*x^5 + 12*x^6 - 6*x^7 + x^8 + x^20 + x^10*(-6*x^5 + 3*x^6) + x^5*(12*x^5 - 12*x^6 + 3*x^7)),x]","\int \frac{e^6 (8-6 x)+e^3 \left(-8 x^2+8 x^3-2 x^4\right)+2 x^{19} \log (2 x)+\left(-16 x^4+24 x^5-12 x^6+2 x^7+e^3 \left(16 x^2-20 x^3+6 x^4\right)\right) \log (2 x)+x^{10} \left(-2 e^3 x^2+\left(14 e^3 x^2-12 x^4+6 x^5\right) \log (2 x)\right)+x^5 \left(-14 e^6+e^3 \left(8 x^2-4 x^3\right)+\left(24 x^4-24 x^5+6 x^6+e^3 \left(-36 x^2+20 x^3\right)\right) \log (2 x)\right)}{-8 x^5+12 x^6-6 x^7+x^8+x^{20}+x^{10} \left(-6 x^5+3 x^6\right)+x^5 \left(12 x^5-12 x^6+3 x^7\right)} \, dx","\left(\frac{e^3}{x^2 \left(x^5+x-2\right)}-\log (2 x)\right)^2",1,"E^6/(36*(1 - x)^2) + (11*E^6)/(54*(1 - x)) + E^6/(4*x^4) + E^6/(4*x^3) + E^3/(2*x^2) - (E^3*(8 - 3*E^3))/(16*x^2) + E^3/(2*x) - (E^3*(4 - E^3))/(8*x) - (119*E^6)/(576*(2 + x + x^2 + x^3 + x^4)^2) - (83*E^6)/(432*(2 + x + x^2 + x^3 + x^4)) + (E^3*Log[x])/4 + (E^3*Log[2*x])/x^2 + (E^3*Log[2*x])/(2*x) + (E^3*x*Log[2*x])/(3*(1 - x)) + Log[2*x]^2 + (E^3*Log[2 + x + x^2 + x^3 + x^4])/48 - (305*E^6*Defer[Int][(2 + x + x^2 + x^3 + x^4)^(-3), x])/96 - (341*E^6*Defer[Int][x/(2 + x + x^2 + x^3 + x^4)^3, x])/144 - (209*E^6*Defer[Int][x^2/(2 + x + x^2 + x^3 + x^4)^3, x])/288 + (121*E^6*Defer[Int][(2 + x + x^2 + x^3 + x^4)^(-2), x])/144 + (17*E^6*Defer[Int][x/(2 + x + x^2 + x^3 + x^4)^2, x])/27 + (181*E^6*Defer[Int][x^2/(2 + x + x^2 + x^3 + x^4)^2, x])/432 - (E^3*(7 - 4*E^3)*Defer[Int][(2 + x + x^2 + x^3 + x^4)^(-1), x])/16 - (E^3*(57 + 4*E^3)*Defer[Int][x/(2 + x + x^2 + x^3 + x^4), x])/72 - (E^3*(63 + 34*E^3)*Defer[Int][x^2/(2 + x + x^2 + x^3 + x^4), x])/432 - (11*E^3*Defer[Int][Log[2*x]/(2 + x + x^2 + x^3 + x^4)^2, x])/6 - (13*E^3*Defer[Int][(x*Log[2*x])/(2 + x + x^2 + x^3 + x^4)^2, x])/2 - (19*E^3*Defer[Int][(x^2*Log[2*x])/(2 + x + x^2 + x^3 + x^4)^2, x])/6 - (5*E^3*Defer[Int][(x^3*Log[2*x])/(2 + x + x^2 + x^3 + x^4)^2, x])/6 + (E^3*Defer[Int][Log[2*x]/(2 + x + x^2 + x^3 + x^4), x])/2 + (3*E^3*Defer[Int][(x*Log[2*x])/(2 + x + x^2 + x^3 + x^4), x])/2 + (E^3*Defer[Int][(x^2*Log[2*x])/(2 + x + x^2 + x^3 + x^4), x])/6","F",0,0,0,0,-1,"{}"
4295,0,0,0,2.0026894,"\int \frac{-28+16 x+60000 x^4-10000 x^5+\left(24-12 x-30000 x^4+5000 x^5\right) \log (x)+\left(-4+2 x+3750 x^4-625 x^5\right) \log ^2(x)}{-16 x+10000 x^5+\left(12 x-5000 x^5\right) \log (x)+\left(-2 x+625 x^5\right) \log ^2(x)} \, dx","Int[(-28 + 16*x + 60000*x^4 - 10000*x^5 + (24 - 12*x - 30000*x^4 + 5000*x^5)*Log[x] + (-4 + 2*x + 3750*x^4 - 625*x^5)*Log[x]^2)/(-16*x + 10000*x^5 + (12*x - 5000*x^5)*Log[x] + (-2*x + 625*x^5)*Log[x]^2),x]","\int \frac{-28+16 x+60000 x^4-10000 x^5+\left(24-12 x-30000 x^4+5000 x^5\right) \log (x)+\left(-4+2 x+3750 x^4-625 x^5\right) \log ^2(x)}{-16 x+10000 x^5+\left(12 x-5000 x^5\right) \log (x)+\left(-2 x+625 x^5\right) \log ^2(x)} \, dx","\log \left(x \left(x-x \left(625 x^4-\frac{4}{\log (x)-4}-1\right)\right)\right)-x",1,"-x + 2*Log[x] + Log[2 - 625*x^4] - Log[4 - Log[x]] - 20*Defer[Int][1/((I*2^(1/4) - 5*x)*(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x])), x] - 20*Defer[Int][1/((2^(1/4) - 5*x)*(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x])), x] - 2*Defer[Int][1/(x*(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x])), x] + 625*Defer[Int][x^3/(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x]), x] + 20*Defer[Int][1/((I*2^(1/4) + 5*x)*(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x])), x] + 20*Defer[Int][1/((2^(1/4) + 5*x)*(4 - 2500*x^4 - 2*Log[x] + 625*x^4*Log[x])), x]","F",0,0,0,0,-1,"{}"
4296,0,0,0,0.4965865,"\int \frac{4 x+4 x^3-4 \log (3)+\left(4 x+12 x^3\right) \log (x)}{\left(x^3+2 x^5+x^7+\left(-2 x^2-2 x^4\right) \log (3)+x \log ^2(3)\right) \log ^2(x)} \, dx","Int[(4*x + 4*x^3 - 4*Log[3] + (4*x + 12*x^3)*Log[x])/((x^3 + 2*x^5 + x^7 + (-2*x^2 - 2*x^4)*Log[3] + x*Log[3]^2)*Log[x]^2),x]","\int \frac{4 x+4 x^3-4 \log (3)+\left(4 x+12 x^3\right) \log (x)}{\left(x^3+2 x^5+x^7+\left(-2 x^2-2 x^4\right) \log (3)+x \log ^2(3)\right) \log ^2(x)} \, dx","2-\frac{4}{\left(x \left(x^2+1\right)-\log (3)\right) \log (x)}",1,"4*Defer[Int][1/(x*(x + x^3 - Log[3])*Log[x]^2), x] + 4*Defer[Int][(1 + 3*x^2)/((x + x^3 - Log[3])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4297,1,45,0,0.6852583,"\int \frac{x^3+e^{2 \left(4 \log (3)+5 e^x x \log (3)\right)} \left(16-2 x+e^x \left(-80 x-70 x^2+10 x^3\right) \log (3)\right)}{-8 x^3+x^4} \, dx","Int[(x^3 + E^(2*(4*Log[3] + 5*E^x*x*Log[3]))*(16 - 2*x + E^x*(-80*x - 70*x^2 + 10*x^3)*Log[3]))/(-8*x^3 + x^4),x]","\frac{2\ 9^{5 e^x x+4} e^x (x+1) \log (3)}{x^2 \left(e^x x+e^x\right) \log (9)}+\log (8-x)","\frac{3^{10 e^x x+8}}{x^2}+\log (8-x)",1,"(2*9^(4 + 5*E^x*x)*E^x*(1 + x)*Log[3])/(x^2*(E^x + E^x*x)*Log[9]) + Log[8 - x]","B",4,3,59,0.05085,1,"{1593, 6688, 2288}"
4298,0,0,0,1.0434831,"\int \exp \left(1+e^{25+50 x+15 x^2-10 x^3+x^4}+50 x+15 x^2-10 x^3+x^4\right) \left(50+30 x-30 x^2+4 x^3\right) \, dx","Int[E^(1 + E^(25 + 50*x + 15*x^2 - 10*x^3 + x^4) + 50*x + 15*x^2 - 10*x^3 + x^4)*(50 + 30*x - 30*x^2 + 4*x^3),x]","\int \exp \left(1+e^{25+50 x+15 x^2-10 x^3+x^4}+50 x+15 x^2-10 x^3+x^4\right) \left(50+30 x-30 x^2+4 x^3\right) \, dx","e^{e^{((5-x) x+5)^2}-24}",1,"50*Defer[Int][E^(1 + E^(25 + 50*x + 15*x^2 - 10*x^3 + x^4) + 50*x + 15*x^2 - 10*x^3 + x^4), x] + 30*Defer[Int][E^(1 + E^(25 + 50*x + 15*x^2 - 10*x^3 + x^4) + 50*x + 15*x^2 - 10*x^3 + x^4)*x, x] - 30*Defer[Int][E^(1 + E^(25 + 50*x + 15*x^2 - 10*x^3 + x^4) + 50*x + 15*x^2 - 10*x^3 + x^4)*x^2, x] + 4*Defer[Int][E^(1 + E^(25 + 50*x + 15*x^2 - 10*x^3 + x^4) + 50*x + 15*x^2 - 10*x^3 + x^4)*x^3, x]","F",0,0,0,0,-1,"{}"
4299,1,83,0,0.4839997,"\int \frac{-x+x^3+e^{12} \left(-x+x^3\right)+e^6 \left(-2 x+2 x^3\right)+\left(-1+2 x^2+e^{12} \left(-1+2 x^2\right)+e^6 \left(-2+4 x^2\right)\right) \log (3)+\left(x+2 e^6 x+e^{12} x\right) \log (x)}{x^3+2 x^2 \log (3)+x \log ^2(3)} \, dx","Int[(-x + x^3 + E^12*(-x + x^3) + E^6*(-2*x + 2*x^3) + (-1 + 2*x^2 + E^12*(-1 + 2*x^2) + E^6*(-2 + 4*x^2))*Log[3] + (x + 2*E^6*x + E^12*x)*Log[x])/(x^3 + 2*x^2*Log[3] + x*Log[3]^2),x]","\left(1+e^6\right)^2 x-\frac{\left(1+e^6\right)^2 \log ^2(3)}{x+\log (3)}+\frac{\left(1+e^6\right)^2 x \log (x)}{\log (3) (x+\log (3))}-\frac{\left(1+e^6\right)^2 \log (x)}{\log (3)}+\frac{\left(1+e^6\right)^2 \log (3) \log (9)}{x+\log (3)}","\left(1+e^6\right)^2 \left(1-\frac{\log (x)-x^2}{x+\log (3)}\right)",1,"(1 + E^6)^2*x - ((1 + E^6)^2*Log[3]^2)/(x + Log[3]) + ((1 + E^6)^2*Log[3]*Log[9])/(x + Log[3]) - ((1 + E^6)^2*Log[x])/Log[3] + ((1 + E^6)^2*x*Log[x])/(Log[3]*(x + Log[3]))","B",14,9,99,0.09091,1,"{1594, 27, 6688, 12, 6742, 43, 44, 2314, 31}"
4300,1,12,0,0.1910465,"\int \frac{-16+x+(-16+2 x) \log (x)}{\left(-16 x+x^2\right) \log (x)} \, dx","Int[(-16 + x + (-16 + 2*x)*Log[x])/((-16*x + x^2)*Log[x]),x]","\log (16-x)+\log (x)+\log (\log (x))","\log \left(\frac{\left(\frac{x^2}{16}-x\right) \log (x)}{24 e^4}\right)",1,"Log[16 - x] + Log[x] + Log[Log[x]]","A",7,5,25,0.2000,1,"{1593, 6742, 72, 2302, 29}"
4301,0,0,0,2.4888295,"\int e^{-2 x} \left(2 e^x+e^{9 e^{-2 x} x^2 \log ^2(x)} \left(18 x \log (x)+\left(18 x-18 x^2\right) \log ^2(x)\right)\right) \, dx","Int[(2*E^x + E^((9*x^2*Log[x]^2)/E^(2*x))*(18*x*Log[x] + (18*x - 18*x^2)*Log[x]^2))/E^(2*x),x]","\int e^{-2 x} \left(2 e^x+e^{9 e^{-2 x} x^2 \log ^2(x)} \left(18 x \log (x)+\left(18 x-18 x^2\right) \log ^2(x)\right)\right) \, dx","e^{9 e^{-2 x} x^2 \log ^2(x)}-2 e^{-x}",1,"-2/E^x + 18*Defer[Int][E^(-2*x + (9*x^2*Log[x]^2)/E^(2*x))*x*Log[x], x] + 18*Defer[Int][E^(-2*x + (9*x^2*Log[x]^2)/E^(2*x))*x*Log[x]^2, x] - 18*Defer[Int][E^(-2*x + (9*x^2*Log[x]^2)/E^(2*x))*x^2*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
4302,1,18,0,0.1261644,"\int \frac{x \log \left(x^2\right)+\frac{9 x^2 \left(-2+2 \log \left(x^2\right)\right)}{5 e^5 \log \left(x^2\right)}}{x \log \left(x^2\right)} \, dx","Int[(x*Log[x^2] + (9*x^2*(-2 + 2*Log[x^2]))/(5*E^5*Log[x^2]))/(x*Log[x^2]),x]","\frac{9 x^2}{5 e^5 \log \left(x^2\right)}+x","\frac{9 x^2}{5 e^5 \log \left(x^2\right)}+x",1,"x + (9*x^2)/(5*E^5*Log[x^2])","A",7,4,41,0.09756,1,"{6688, 2306, 2307, 2298}"
4303,0,0,0,1.3811301,"\int \frac{e^{\frac{x^4+x^2 \log (5)}{2+x^3+x \log (5)}} \left(8 x^3+x^6+\left(4 x+2 x^4\right) \log (5)+x^2 \log ^2(5)\right)}{20+20 x^3+5 x^6+\left(20 x+10 x^4\right) \log (5)+5 x^2 \log ^2(5)} \, dx","Int[(E^((x^4 + x^2*Log[5])/(2 + x^3 + x*Log[5]))*(8*x^3 + x^6 + (4*x + 2*x^4)*Log[5] + x^2*Log[5]^2))/(20 + 20*x^3 + 5*x^6 + (20*x + 10*x^4)*Log[5] + 5*x^2*Log[5]^2),x]","\int \frac{e^{\frac{x^4+x^2 \log (5)}{2+x^3+x \log (5)}} \left(8 x^3+x^6+\left(4 x+2 x^4\right) \log (5)+x^2 \log ^2(5)\right)}{20+20 x^3+5 x^6+\left(20 x+10 x^4\right) \log (5)+5 x^2 \log ^2(5)} \, dx","\frac{1}{5} e^{\frac{x^2}{\frac{2}{x^2+\log (5)}+x}}",1,"Defer[Int][E^((x^2*(x^2 + Log[5]))/(2 + x^3 + x*Log[5])), x]/5 - (12*Defer[Int][E^((x^2*(x^2 + Log[5]))/(2 + x^3 + x*Log[5]))/(2 + x^3 + x*Log[5])^2, x])/5 - (4*Log[5]*Defer[Int][(E^((x^2*(x^2 + Log[5]))/(2 + x^3 + x*Log[5]))*x)/(2 + x^3 + x*Log[5])^2, x])/5 + (4*Defer[Int][E^((x^2*(x^2 + Log[5]))/(2 + x^3 + x*Log[5]))/(2 + x^3 + x*Log[5]), x])/5","F",0,0,0,0,-1,"{}"
4304,1,73,0,0.1369816,"\int \frac{-32000 x+9600 x^2-960 x^3-3968 x^4+720 x^5-32 x^6-80 x^7+6 x^8+e^5 \left(-8000+2400 x-240 x^2-792 x^3+140 x^4-6 x^5\right)}{-1000+300 x-30 x^2+x^3} \, dx","Int[(-32000*x + 9600*x^2 - 960*x^3 - 3968*x^4 + 720*x^5 - 32*x^6 - 80*x^7 + 6*x^8 + E^5*(-8000 + 2400*x - 240*x^2 - 792*x^3 + 140*x^4 - 6*x^5))/(-1000 + 300*x - 30*x^2 + x^3),x]","x^6+20 x^5+292 x^4+2 \left(1960-e^5\right) x^3+4 \left(12304-5 e^5\right) x^2+64 \left(9250-3 e^5\right) x-\frac{20000 \left(3960-e^5\right)}{10-x}+\frac{100000000}{(10-x)^2}","\left(-\frac{x^4}{x-10}+4 x+e^5\right)^2-1",1,"100000000/(10 - x)^2 - (20000*(3960 - E^5))/(10 - x) + 64*(9250 - 3*E^5)*x + 4*(12304 - 5*E^5)*x^2 + 2*(1960 - E^5)*x^3 + 292*x^4 + 20*x^5 + x^6","B",2,1,84,0.01190,1,"{2074}"
4305,0,0,0,0.2560082,"\int \frac{150 x^2+e^{\frac{e^x}{x^2}} \left(50 x^2+e^x (-50+25 x)\right)}{2 x} \, dx","Int[(150*x^2 + E^(E^x/x^2)*(50*x^2 + E^x*(-50 + 25*x)))/(2*x),x]","\int \frac{150 x^2+e^{\frac{e^x}{x^2}} \left(50 x^2+e^x (-50+25 x)\right)}{2 x} \, dx","\frac{25}{2} \left(e^{\frac{e^x}{x^2}}+3\right) x^2+1",1,"(75*x^2)/2 + (25*Defer[Int][E^(E^x/x^2 + x), x])/2 - 25*Defer[Int][E^(E^x/x^2 + x)/x, x] + 25*Defer[Int][E^(E^x/x^2)*x, x]","F",0,0,0,0,-1,"{}"
4306,1,26,0,0.0047371,"\int \left(1+e^3 (1-4 x)-2 x+6 x^2\right) \, dx","Int[1 + E^3*(1 - 4*x) - 2*x + 6*x^2,x]","2 x^3-x^2+x-\frac{1}{8} e^3 (1-4 x)^2","x+\left(e^3-x\right) ((2-2 x) x-x)",1,"-1/8*(E^3*(1 - 4*x)^2) + x - x^2 + 2*x^3","A",1,0,19,0,1,"{}"
4307,1,39,0,0.0530322,"\int \frac{1-15 x+2 x^2+e^{-x+x^2} \left(x-x^2+2 x^3\right)+2 x \log (4)}{x} \, dx","Int[(1 - 15*x + 2*x^2 + E^(-x + x^2)*(x - x^2 + 2*x^3) + 2*x*Log[4])/x,x]","x^2+\frac{e^{x^2-x} \left(x-2 x^2\right)}{1-2 x}-x (15-\log (16))+\log (x)","\left(e^{x^2-x}+5\right) x+(-x+10-\log (4))^2+\log (x)",1,"x^2 + (E^(-x + x^2)*(x - 2*x^2))/(1 - 2*x) - x*(15 - Log[16]) + Log[x]","A",6,3,41,0.07317,1,"{6, 14, 2288}"
4308,-1,0,0,179.9999781,"\int \frac{e^{e^x} \left(-10+5 x-2 x^2-x^3+e^x \left(-10 x+9 x^2-4 x^3+x^4\right)+\left(-10+5 x+2 x^2-x^3+e^x \left(-10 x+9 x^2-4 x^3+x^4\right)\right) \log \left(4-4 x+x^2\right)+\left(-4 x+e^x \left(-4 x^2+2 x^3\right)+e^x \left(-4 x^2+2 x^3\right) \log \left(4-4 x+x^2\right)\right) \log \left(1+\log \left(4-4 x+x^2\right)\right)+\left(-2+x+e^x \left(-2 x+x^2\right)+\left(-2+x+e^x \left(-2 x+x^2\right)\right) \log \left(4-4 x+x^2\right)\right) \log ^2\left(1+\log \left(4-4 x+x^2\right)\right)\right)}{\left(5-2 x+x^2+2 x \log \left(1+\log \left(4-4 x+x^2\right)\right)+\log ^2\left(1+\log \left(4-4 x+x^2\right)\right)\right) \left(-10+9 x-4 x^2+x^3+\left(-10+9 x-4 x^2+x^3\right) \log \left(4-4 x+x^2\right)+\left(-4 x+2 x^2+\left(-4 x+2 x^2\right) \log \left(4-4 x+x^2\right)\right) \log \left(1+\log \left(4-4 x+x^2\right)\right)+\left(-2+x+(-2+x) \log \left(4-4 x+x^2\right)\right) \log ^2\left(1+\log \left(4-4 x+x^2\right)\right)\right)} \, dx","Int[(E^E^x*(-10 + 5*x - 2*x^2 - x^3 + E^x*(-10*x + 9*x^2 - 4*x^3 + x^4) + (-10 + 5*x + 2*x^2 - x^3 + E^x*(-10*x + 9*x^2 - 4*x^3 + x^4))*Log[4 - 4*x + x^2] + (-4*x + E^x*(-4*x^2 + 2*x^3) + E^x*(-4*x^2 + 2*x^3)*Log[4 - 4*x + x^2])*Log[1 + Log[4 - 4*x + x^2]] + (-2 + x + E^x*(-2*x + x^2) + (-2 + x + E^x*(-2*x + x^2))*Log[4 - 4*x + x^2])*Log[1 + Log[4 - 4*x + x^2]]^2))/((5 - 2*x + x^2 + 2*x*Log[1 + Log[4 - 4*x + x^2]] + Log[1 + Log[4 - 4*x + x^2]]^2)*(-10 + 9*x - 4*x^2 + x^3 + (-10 + 9*x - 4*x^2 + x^3)*Log[4 - 4*x + x^2] + (-4*x + 2*x^2 + (-4*x + 2*x^2)*Log[4 - 4*x + x^2])*Log[1 + Log[4 - 4*x + x^2]] + (-2 + x + (-2 + x)*Log[4 - 4*x + x^2])*Log[1 + Log[4 - 4*x + x^2]]^2)),x]","\text{\$Aborted}","\frac{e^{e^x} x}{-2 x+\left(x+\log \left(\log \left((2-x)^2\right)+1\right)\right)^2+5}",1,"$Aborted","F",0,0,0,0,-1,"{}"
4309,0,0,0,2.6529658,"\int \frac{-36-6 x-3 x^2+e^x \left(-9+3 x-3 x^2\right)+\left(12+e^x (3-3 x)\right) \log \left(x^2\right)}{64-96 x+4 x^2+24 x^3+4 x^4+e^{2 x} \left(4-8 x+4 x^2\right)+e^x \left(32-56 x+16 x^2+8 x^3\right)+\left(-128+64 x+56 x^2+8 x^3+e^{2 x} (-8+8 x)+e^x \left(-64+48 x+16 x^2\right)\right) \log \left(x^2\right)+\left(64+4 e^{2 x}+32 x+4 x^2+e^x (32+8 x)\right) \log ^2\left(x^2\right)} \, dx","Int[(-36 - 6*x - 3*x^2 + E^x*(-9 + 3*x - 3*x^2) + (12 + E^x*(3 - 3*x))*Log[x^2])/(64 - 96*x + 4*x^2 + 24*x^3 + 4*x^4 + E^(2*x)*(4 - 8*x + 4*x^2) + E^x*(32 - 56*x + 16*x^2 + 8*x^3) + (-128 + 64*x + 56*x^2 + 8*x^3 + E^(2*x)*(-8 + 8*x) + E^x*(-64 + 48*x + 16*x^2))*Log[x^2] + (64 + 4*E^(2*x) + 32*x + 4*x^2 + E^x*(32 + 8*x))*Log[x^2]^2),x]","\int \frac{-36-6 x-3 x^2+e^x \left(-9+3 x-3 x^2\right)+\left(12+e^x (3-3 x)\right) \log \left(x^2\right)}{64-96 x+4 x^2+24 x^3+4 x^4+e^{2 x} \left(4-8 x+4 x^2\right)+e^x \left(32-56 x+16 x^2+8 x^3\right)+\left(-128+64 x+56 x^2+8 x^3+e^{2 x} (-8+8 x)+e^x \left(-64+48 x+16 x^2\right)\right) \log \left(x^2\right)+\left(64+4 e^{2 x}+32 x+4 x^2+e^x (32+8 x)\right) \log ^2\left(x^2\right)} \, dx","\frac{3 x}{4 \left(x+e^x+4\right) \left(\log \left(x^2\right)+x-1\right)}",1,"(-9*Defer[Int][1/((4 + E^x + x)*(-1 + x + Log[x^2])^2), x])/4 + (3*Defer[Int][x/((4 + E^x + x)*(-1 + x + Log[x^2])^2), x])/4 - (3*Defer[Int][x^2/((4 + E^x + x)*(-1 + x + Log[x^2])^2), x])/4 + (3*Defer[Int][Log[x^2]/((4 + E^x + x)*(-1 + x + Log[x^2])^2), x])/4 - (3*Defer[Int][(x*Log[x^2])/((4 + E^x + x)*(-1 + x + Log[x^2])^2), x])/4 + (9*Defer[Int][x/((4 + E^x + x)^2*(-1 + x + Log[x^2])), x])/4 + (3*Defer[Int][x^2/((4 + E^x + x)^2*(-1 + x + Log[x^2])), x])/4","F",0,0,0,0,-1,"{}"
4310,1,28,0,0.3432292,"\int \frac{-4+38 x+(2-18 x) \log \left(\frac{25}{x^2 \log ^2(2)}\right)+2 x \log ^2\left(\frac{25}{x^2 \log ^2(2)}\right)}{16-8 \log \left(\frac{25}{x^2 \log ^2(2)}\right)+\log ^2\left(\frac{25}{x^2 \log ^2(2)}\right)} \, dx","Int[(-4 + 38*x + (2 - 18*x)*Log[25/(x^2*Log[2]^2)] + 2*x*Log[25/(x^2*Log[2]^2)]^2)/(16 - 8*Log[25/(x^2*Log[2]^2)] + Log[25/(x^2*Log[2]^2)]^2),x]","x^2-\frac{(2-x) x}{4-\log \left(\frac{25}{x^2 \log ^2(2)}\right)}","x \left(x-\frac{x-2}{\log \left(\frac{25}{x^2 \log ^2(2)}\right)-4}\right)",1,"x^2 - ((2 - x)*x)/(4 - Log[25/(x^2*Log[2]^2)])","A",18,7,65,0.1077,1,"{6741, 6742, 2320, 2330, 2300, 2178, 2310}"
4311,1,73,0,0.2225853,"\int \frac{e^{-2 x-4 x^2-4 x^4-x^6-\log ^2(x)} \left(-1-2 x-8 x^2-16 x^4-6 x^6-2 \log (x)\right)}{x^2} \, dx","Int[(E^(-2*x - 4*x^2 - 4*x^4 - x^6 - Log[x]^2)*(-1 - 2*x - 8*x^2 - 16*x^4 - 6*x^6 - 2*Log[x]))/x^2,x]","\frac{e^{-x^6-4 x^4-4 x^2-2 x-\log ^2(x)} \left(3 x^6+8 x^4+4 x^2+x+\log (x)\right)}{x^2 \left(3 x^5+8 x^3+4 x+\frac{\log (x)}{x}+1\right)}","\frac{e^{-x \left(x \left(x^2+2\right)^2+3\right)+x-\log ^2(x)}}{x}",1,"(E^(-2*x - 4*x^2 - 4*x^4 - x^6 - Log[x]^2)*(x + 4*x^2 + 8*x^4 + 3*x^6 + Log[x]))/(x^2*(1 + 4*x + 8*x^3 + 3*x^5 + Log[x]/x))","B",1,1,55,0.01818,1,"{2288}"
4312,1,16,0,0.1576183,"\int \frac{e^{\frac{2 \left(3+x+x^2+x^3\right)}{x}} \left(-6+2 x^2+4 x^3\right)}{x^2} \, dx","Int[(E^((2*(3 + x + x^2 + x^3))/x)*(-6 + 2*x^2 + 4*x^3))/x^2,x]","e^{\frac{2 \left(x^3+x^2+x+3\right)}{x}}","e^{2 x^2+2 x+\frac{2 (x+3)}{x}}",1,"E^((2*(3 + x + x^2 + x^3))/x)","A",1,1,32,0.03125,1,"{6706}"
4313,0,0,0,4.2114522,"\int \frac{-5+e^{8 e^{2-2 x}+24 e^{1-x} x+18 x^2} \left(-80 e^{2-2 x}+e^{1-x} (120-120 x)+180 x\right)}{32+2 e^{16 e^{2-2 x}+48 e^{1-x} x+36 x^2}+e^{8 e^{2-2 x}+24 e^{1-x} x+18 x^2} (-16-4 x)+16 x+2 x^2} \, dx","Int[(-5 + E^(8*E^(2 - 2*x) + 24*E^(1 - x)*x + 18*x^2)*(-80*E^(2 - 2*x) + E^(1 - x)*(120 - 120*x) + 180*x))/(32 + 2*E^(16*E^(2 - 2*x) + 48*E^(1 - x)*x + 36*x^2) + E^(8*E^(2 - 2*x) + 24*E^(1 - x)*x + 18*x^2)*(-16 - 4*x) + 16*x + 2*x^2),x]","\int \frac{-5+e^{8 e^{2-2 x}+24 e^{1-x} x+18 x^2} \left(-80 e^{2-2 x}+e^{1-x} (120-120 x)+180 x\right)}{32+2 e^{16 e^{2-2 x}+48 e^{1-x} x+36 x^2}+e^{8 e^{2-2 x}+24 e^{1-x} x+18 x^2} (-16-4 x)+16 x+2 x^2} \, dx","\frac{5}{2 \left(x-e^{2 \left(x+2 \left(x+e^{1-x}\right)\right)^2}+4\right)}",1,"(-5*Defer[Int][(-4 + E^((2*(2*E + 3*E^x*x)^2)/E^(2*x)) - x)^(-2), x])/2 + 60*Defer[Int][E^(1 + 8*E^(2 - 2*x) - x + 24*E^(1 - x)*x + 18*x^2)/(-4 + E^((2*(2*E + 3*E^x*x)^2)/E^(2*x)) - x)^2, x] - 40*Defer[Int][E^(2 + 8*E^(2 - 2*x) + 24*E^(1 - x)*x + 2*x*(-1 + 9*x))/(-4 + E^((2*(2*E + 3*E^x*x)^2)/E^(2*x)) - x)^2, x] + 90*Defer[Int][(E^((2*(2*E + 3*E^x*x)^2)/E^(2*x))*x)/(-4 + E^((2*(2*E + 3*E^x*x)^2)/E^(2*x)) - x)^2, x] - 60*Defer[Int][(E^(1 + 8*E^(2 - 2*x) - x + 24*E^(1 - x)*x + 18*x^2)*x)/(-4 + E^((2*(2*E + 3*E^x*x)^2)/E^(2*x)) - x)^2, x]","F",0,0,0,0,-1,"{}"
4314,0,0,0,0.3639397,"\int \frac{e^4 (-8+2 x)+\left(16 x-8 x^2+x^3+e^4 \left(-16 x+8 x^2-x^3\right)\right) \log \left(x^2\right)-e^4 x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{e^4 \left(16 x-8 x^2+x^3\right) \log \left(x^2\right)} \, dx","Int[(E^4*(-8 + 2*x) + (16*x - 8*x^2 + x^3 + E^4*(-16*x + 8*x^2 - x^3))*Log[x^2] - E^4*x*Log[x^2]*Log[Log[x^2]])/(E^4*(16*x - 8*x^2 + x^3)*Log[x^2]),x]","\int \frac{e^4 (-8+2 x)+\left(16 x-8 x^2+x^3+e^4 \left(-16 x+8 x^2-x^3\right)\right) \log \left(x^2\right)-e^4 x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{e^4 \left(16 x-8 x^2+x^3\right) \log \left(x^2\right)} \, dx","\frac{\log \left(\log \left(x^2\right)\right)}{x-4}+\frac{x}{e^4}-x",1,"-((1 - E^(-4))*x) + 2*Defer[Int][1/((-4 + x)*x*Log[x^2]), x] - Defer[Int][Log[Log[x^2]]/(-4 + x)^2, x]","F",0,0,0,0,-1,"{}"
4315,1,27,0,0.2293196,"\int \frac{8 e^{3+e^{e^3}}-27 x+\left(e^{3+e^{e^3}}-3 x\right) \log \left(\frac{-e^{3+e^{e^3}}+3 x}{2 x}\right)}{e^{3+e^{e^3}}-3 x} \, dx","Int[(8*E^(3 + E^E^3) - 27*x + (E^(3 + E^E^3) - 3*x)*Log[(-E^(3 + E^E^3) + 3*x)/(2*x)])/(E^(3 + E^E^3) - 3*x),x]","9 x+x \log \left(\frac{3}{2}-\frac{e^{3+e^{e^3}}}{2 x}\right)","x \left(\frac{1}{x}+\log \left(\frac{1}{2} \left(3-\frac{e^{3+e^{e^3}}}{x}\right)\right)+9\right)",1,"9*x + x*Log[3/2 - E^(3 + E^E^3)/(2*x)]","A",7,5,68,0.07353,1,"{6742, 43, 2448, 263, 31}"
4316,0,0,0,0.9213161,"\int \frac{-24 x+4 e^{2 x} x+12 x^2+e^x \left(-12-8 x+8 x^2\right)}{3 x^2+e^{2 x} (1+x)+e^x \left(3+3 x+x^2\right)} \, dx","Int[(-24*x + 4*E^(2*x)*x + 12*x^2 + E^x*(-12 - 8*x + 8*x^2))/(3*x^2 + E^(2*x)*(1 + x) + E^x*(3 + 3*x + x^2)),x]","\int \frac{-24 x+4 e^{2 x} x+12 x^2+e^x \left(-12-8 x+8 x^2\right)}{3 x^2+e^{2 x} (1+x)+e^x \left(3+3 x+x^2\right)} \, dx","4 \log \left(\frac{9 \left(e^x+3\right)}{4 x \left(e^{-x} x+\frac{1}{x}+1\right)}\right)",1,"4*Log[3 + E^x] - 4*Log[1 + x] - 4*Defer[Int][(E^x + E^x*x + x^2)^(-1), x] - 4*Defer[Int][x/(E^x + E^x*x + x^2), x] + 4*Defer[Int][x^2/(E^x + E^x*x + x^2), x] + 4*Defer[Int][1/((1 + x)*(E^x + E^x*x + x^2)), x]","F",0,0,0,0,-1,"{}"
4317,1,140,0,0.0811185,"\int \frac{1}{8} \left(-16 e^4+\left(16 e^4-e^8 x\right) \log (3)+e^8 x \log ^2(3)+\left(16 e^4-e^8 x+2 e^8 x \log (3)\right) \log \left(\frac{3}{x}\right)+e^8 x \log ^2\left(\frac{3}{x}\right)\right) \, dx","Int[(-16*E^4 + (16*E^4 - E^8*x)*Log[3] + E^8*x*Log[3]^2 + (16*E^4 - E^8*x + 2*E^8*x*Log[3])*Log[3/x] + E^8*x*Log[3/x]^2)/8,x]","\frac{e^8 x^2}{32}+\frac{1}{16} e^8 x^2 \log ^2\left(\frac{3}{x}\right)+\frac{1}{16} e^8 x^2 \log ^2(3)+\frac{1}{16} e^8 x^2 \log \left(\frac{3}{x}\right)+\frac{1}{16} \left(32 e^4 x-e^8 x^2 (1-\log (9))\right) \log \left(\frac{3}{x}\right)-2 e^4 x-\frac{\left(32-e^4 x (1-\log (9))\right)^2}{32 (1-\log (9))}-\frac{1}{16} \left(16-e^4 x\right)^2 \log (3)","\frac{\left(x+x \left(\frac{1}{4} e^4 x \left(\log \left(\frac{3}{x}\right)+\log (3)\right)+3\right)\right)^2}{x^2}",1,"-2*E^4*x + (E^8*x^2)/32 - ((16 - E^4*x)^2*Log[3])/16 + (E^8*x^2*Log[3]^2)/16 - (32 - E^4*x*(1 - Log[9]))^2/(32*(1 - Log[9])) + (E^8*x^2*Log[3/x])/16 + ((32*E^4*x - E^8*x^2*(1 - Log[9]))*Log[3/x])/16 + (E^8*x^2*Log[3/x]^2)/16","B",7,6,74,0.08108,1,"{12, 6, 2313, 9, 2305, 2304}"
4318,0,0,0,1.6711153,"\int \frac{2 x-8 x^2+2 (2-6 x) \log (\log (3))+\log \left(e^{-x} x\right) (4 x+4 \log (\log (3)))}{5-x^3-2 x^2 \log (\log (3))+\log \left(e^{-x} x\right) \left(x^2+2 x \log (\log (3))\right)} \, dx","Int[(2*x - 8*x^2 + 2*(2 - 6*x)*Log[Log[3]] + Log[x/E^x]*(4*x + 4*Log[Log[3]]))/(5 - x^3 - 2*x^2*Log[Log[3]] + Log[x/E^x]*(x^2 + 2*x*Log[Log[3]])),x]","\int \frac{2 x-8 x^2+2 (2-6 x) \log (\log (3))+\log \left(e^{-x} x\right) (4 x+4 \log (\log (3)))}{5-x^3-2 x^2 \log (\log (3))+\log \left(e^{-x} x\right) \left(x^2+2 x \log (\log (3))\right)} \, dx","\log \left(\left(x \left(\log \left(e^{-x} x\right)-x\right) (x+2 \log (\log (3)))+5\right)^2\right)",1,"2*Log[x] + 2*Log[x + 2*Log[Log[3]]] - 4*Log[Log[3]]*Defer[Int][(-5 + x^3 - x^2*Log[x/E^x] + 2*x^2*Log[Log[3]] - 2*x*Log[x/E^x]*Log[Log[3]])^(-1), x] + 10*Defer[Int][1/(x*(-5 + x^3 - x^2*Log[x/E^x] + 2*x^2*Log[Log[3]] - 2*x*Log[x/E^x]*Log[Log[3]])), x] - 2*(1 - 4*Log[Log[3]])*Defer[Int][x/(-5 + x^3 - x^2*Log[x/E^x] + 2*x^2*Log[Log[3]] - 2*x*Log[x/E^x]*Log[Log[3]]), x] + 4*Defer[Int][x^2/(-5 + x^3 - x^2*Log[x/E^x] + 2*x^2*Log[Log[3]] - 2*x*Log[x/E^x]*Log[Log[3]]), x] + 10*Defer[Int][1/((x + 2*Log[Log[3]])*(-5 + x^3 - x^2*Log[x/E^x] + 2*x^2*Log[Log[3]] - 2*x*Log[x/E^x]*Log[Log[3]])), x]","F",0,0,0,0,-1,"{}"
4319,1,28,0,0.026661,"\int \frac{1+32 e^{2 x} x+288 x^2+e^x \left(-96 x-96 x^2\right)}{x} \, dx","Int[(1 + 32*E^(2*x)*x + 288*x^2 + E^x*(-96*x - 96*x^2))/x,x]","144 x^2+96 e^x+16 e^{2 x}-96 e^x (x+1)+\log (x)","\log \left(\frac{1}{2} e^{16 \left(e^x-3 x\right)^2} x\right)",1,"96*E^x + 16*E^(2*x) + 144*x^2 - 96*E^x*(1 + x) + Log[x]","A",7,3,32,0.09375,1,"{14, 2194, 2176}"
4320,0,0,0,0.558116,"\int \frac{-36 x-36 x^2+\left(-36 x-12 x^2\right) \log \left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)+(30+10 x) \log ^2\left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)}{(3+x) \log ^2\left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)} \, dx","Int[(-36*x - 36*x^2 + (-36*x - 12*x^2)*Log[1/(E^2*(81*x^2 + 108*x^3 + 54*x^4 + 12*x^5 + x^6))] + (30 + 10*x)*Log[1/(E^2*(81*x^2 + 108*x^3 + 54*x^4 + 12*x^5 + x^6))]^2)/((3 + x)*Log[1/(E^2*(81*x^2 + 108*x^3 + 54*x^4 + 12*x^5 + x^6))]^2),x]","\int \frac{-36 x-36 x^2+\left(-36 x-12 x^2\right) \log \left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)+(30+10 x) \log ^2\left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)}{(3+x) \log ^2\left(\frac{1}{e^2 \left(81 x^2+108 x^3+54 x^4+12 x^5+x^6\right)}\right)} \, dx","2 x \left(5-\frac{3 x}{\log \left(\frac{1}{e^2 x^2 (x+3)^4}\right)}\right)",1,"10*x + 72*Defer[Int][(-2 + Log[1/(x^2*(3 + x)^4)])^(-2), x] - 36*Defer[Int][x/(-2 + Log[1/(x^2*(3 + x)^4)])^2, x] - 216*Defer[Int][1/((3 + x)*(-2 + Log[1/(x^2*(3 + x)^4)])^2), x] - 12*Defer[Int][x/(-2 + Log[1/(x^2*(3 + x)^4)]), x]","F",0,0,0,0,-1,"{}"
4321,1,27,0,0.6004739,"\int \frac{-36+e^{-6+2 x} (-9+18 x)}{\left(16 x+4 e^{-6+2 x} x\right) \log \left(\frac{x}{4+e^{-6+2 x}}\right)+\left(-16 x-4 e^{-6+2 x} x\right) \log \left(\frac{x}{4+e^{-6+2 x}}\right) \log \left(\frac{1}{5} \log \left(\frac{x}{4+e^{-6+2 x}}\right)\right)+\left(4 x+e^{-6+2 x} x\right) \log \left(\frac{x}{4+e^{-6+2 x}}\right) \log ^2\left(\frac{1}{5} \log \left(\frac{x}{4+e^{-6+2 x}}\right)\right)} \, dx","Int[(-36 + E^(-6 + 2*x)*(-9 + 18*x))/((16*x + 4*E^(-6 + 2*x)*x)*Log[x/(4 + E^(-6 + 2*x))] + (-16*x - 4*E^(-6 + 2*x)*x)*Log[x/(4 + E^(-6 + 2*x))]*Log[Log[x/(4 + E^(-6 + 2*x))]/5] + (4*x + E^(-6 + 2*x)*x)*Log[x/(4 + E^(-6 + 2*x))]*Log[Log[x/(4 + E^(-6 + 2*x))]/5]^2),x]","-\frac{9}{2-\log \left(\frac{1}{5} \log \left(\frac{x}{e^{2 x-6}+4}\right)\right)}","\frac{9}{\log \left(\frac{1}{5} \log \left(\frac{x}{e^{2 x-6}+4}\right)\right)-2}",1,"-9/(2 - Log[Log[x/(4 + E^(-6 + 2*x))]/5])","A",3,3,145,0.02069,1,"{6688, 12, 6686}"
4322,1,111,0,4.3601877,"\int \frac{e^{2-x} \left(e^{-5+x} x-3 \log (3)\right)^4 \left(8 e^{-5+x} x-24 \log (3)+\left(e^{-5+x} \left(4 x+3 x^2\right)+3 x \log (3)\right) \log \left(\frac{2}{x^2}\right)\right)}{81 \left(e^{-5+x} x^2-3 x \log (3)\right) \log ^5\left(\frac{2}{x^2}\right)} \, dx","Int[(E^(2 - x)*(E^(-5 + x)*x - 3*Log[3])^4*(8*E^(-5 + x)*x - 24*Log[3] + (E^(-5 + x)*(4*x + 3*x^2) + 3*x*Log[3])*Log[2/x^2]))/(81*(E^(-5 + x)*x^2 - 3*x*Log[3])*Log[2/x^2]^5),x]","\frac{e^{2-x} \log ^4(3)}{\log ^4\left(\frac{2}{x^2}\right)}-\frac{4 x \log ^3(3)}{3 e^3 \log ^4\left(\frac{2}{x^2}\right)}+\frac{2 e^{x-8} x^2 \log ^2(3)}{3 \log ^4\left(\frac{2}{x^2}\right)}+\frac{e^{3 x-18} x^4}{81 \log ^4\left(\frac{2}{x^2}\right)}-\frac{4 e^{2 x-13} x^3 \log (3)}{27 \log ^4\left(\frac{2}{x^2}\right)}","\frac{e^{2-x} \left(\frac{1}{3} e^{x-5} x-\log (3)\right)^4}{\log ^4\left(\frac{2}{x^2}\right)}",1,"(E^(-18 + 3*x)*x^4)/(81*Log[2/x^2]^4) - (4*E^(-13 + 2*x)*x^3*Log[3])/(27*Log[2/x^2]^4) + (2*E^(-8 + x)*x^2*Log[3]^2)/(3*Log[2/x^2]^4) - (4*x*Log[3]^3)/(3*E^3*Log[2/x^2]^4) + (E^(2 - x)*Log[3]^4)/Log[2/x^2]^4","B",20,7,91,0.07692,1,"{12, 6742, 2360, 2297, 2300, 2178, 2288}"
4323,1,40,0,0.1827471,"\int e^{-7+e^{e+2 x}-x} \left(e (1-x)+2 e^{1+e+2 x} x\right) \, dx","Int[E^(-7 + E^(E + 2*x) - x)*(E*(1 - x) + 2*E^(1 + E + 2*x)*x),x]","\frac{e^{-x+e^{2 x+e}-6} \left(x-2 e^{2 x+e} x\right)}{1-2 e^{2 x+e}}","e^{-x+e^{2 x+e}-6} x",1,"(E^(-6 + E^(E + 2*x) - x)*(x - 2*E^(E + 2*x)*x))/(1 - 2*E^(E + 2*x))","B",2,2,34,0.05882,1,"{6741, 2288}"
4324,1,7,0,0.0012012,"\int (-6+2 x) \, dx","Int[-6 + 2*x,x]","x^2-6 x","(x-1)^2-4 x+e^{2+e^{1+\frac{1}{e}}}+2",1,"-6*x + x^2","A",1,0,5,0,1,"{}"
4325,0,0,0,2.7165022,"\int \frac{64 x^2+27 e^{\frac{3 (-1+2 x)}{x}} x^4-81 e^{\frac{2 (-1+2 x)}{x}} x^5-27 x^7+128 x^2 \log (2)+64 x^2 \log ^2(2)+e^{\frac{-1+2 x}{x}} \left(-32-32 x+81 x^6+(-64-64 x) \log (2)+(-32-32 x) \log ^2(2)\right)}{9 e^{\frac{3 (-1+2 x)}{x}} x^4-27 e^{\frac{2 (-1+2 x)}{x}} x^5+27 e^{\frac{-1+2 x}{x}} x^6-9 x^7} \, dx","Int[(64*x^2 + 27*E^((3*(-1 + 2*x))/x)*x^4 - 81*E^((2*(-1 + 2*x))/x)*x^5 - 27*x^7 + 128*x^2*Log[2] + 64*x^2*Log[2]^2 + E^((-1 + 2*x)/x)*(-32 - 32*x + 81*x^6 + (-64 - 64*x)*Log[2] + (-32 - 32*x)*Log[2]^2))/(9*E^((3*(-1 + 2*x))/x)*x^4 - 27*E^((2*(-1 + 2*x))/x)*x^5 + 27*E^((-1 + 2*x)/x)*x^6 - 9*x^7),x]","\int \frac{64 x^2+27 e^{\frac{3 (-1+2 x)}{x}} x^4-81 e^{\frac{2 (-1+2 x)}{x}} x^5-27 x^7+128 x^2 \log (2)+64 x^2 \log ^2(2)+e^{\frac{-1+2 x}{x}} \left(-32-32 x+81 x^6+(-64-64 x) \log (2)+(-32-32 x) \log ^2(2)\right)}{9 e^{\frac{3 (-1+2 x)}{x}} x^4-27 e^{\frac{2 (-1+2 x)}{x}} x^5+27 e^{\frac{-1+2 x}{x}} x^6-9 x^7} \, dx","\frac{(4+4 \log (2))^2}{9 \left(e^{\frac{2 x-1}{x}}-x\right)^2 x^2}+3 x",1,"3*x + (16*(1 + Log[2])^2)/(9*x^4) + (32*E^6*(1 + Log[2])^2*Defer[Int][1/(x^6*(-E^2 + E^x^(-1)*x)^3), x])/9 - (32*E^6*(1 + Log[2])^2*Defer[Int][1/(x^5*(-E^2 + E^x^(-1)*x)^3), x])/9 + (64*E^4*(1 + Log[2])^2*Defer[Int][1/(x^6*(-E^2 + E^x^(-1)*x)^2), x])/9 - (128*E^4*(1 + Log[2])^2*Defer[Int][1/(x^5*(-E^2 + E^x^(-1)*x)^2), x])/9 + (32*E^2*(1 + Log[2])^2*Defer[Int][1/(x^6*(-E^2 + E^x^(-1)*x)), x])/9 - (160*E^2*(1 + Log[2])^2*Defer[Int][1/(x^5*(-E^2 + E^x^(-1)*x)), x])/9","F",0,0,0,0,-1,"{}"
4326,0,0,0,6.7608825,"\int \frac{\exp \left(\frac{25 x^4+\left(x+400 x^3+25 x^4\right) \log (x)}{25 x+(400+25 x) \log (x)}\right) \left(x+75 x^4+\left(2400 x^3+150 x^4\right) \log (x)+\left(16+19200 x^2+2400 x^3+75 x^4\right) \log ^2(x)\right)}{25 x^2+\left(800 x+50 x^2\right) \log (x)+\left(6400+800 x+25 x^2\right) \log ^2(x)} \, dx","Int[(E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*x + (400 + 25*x)*Log[x]))*(x + 75*x^4 + (2400*x^3 + 150*x^4)*Log[x] + (16 + 19200*x^2 + 2400*x^3 + 75*x^4)*Log[x]^2))/(25*x^2 + (800*x + 50*x^2)*Log[x] + (6400 + 800*x + 25*x^2)*Log[x]^2),x]","\int \frac{\exp \left(\frac{25 x^4+\left(x+400 x^3+25 x^4\right) \log (x)}{25 x+(400+25 x) \log (x)}\right) \left(x+75 x^4+\left(2400 x^3+150 x^4\right) \log (x)+\left(16+19200 x^2+2400 x^3+75 x^4\right) \log ^2(x)\right)}{25 x^2+\left(800 x+50 x^2\right) \log (x)+\left(6400+800 x+25 x^2\right) \log ^2(x)} \, dx","e^{x \left(x^2+\frac{1}{25 \left(x+\frac{x}{\log (x)}+16\right)}\right)}+1",1,"3*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))*x^2, x] + (16*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/(16 + x)^2, x])/25 + (16*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/(x + 16*Log[x] + x*Log[x])^2, x])/25 + Defer[Int][(E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))*x)/(x + 16*Log[x] + x*Log[x])^2, x]/25 + (4096*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/((16 + x)^2*(x + 16*Log[x] + x*Log[x])^2), x])/25 - (512*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/((16 + x)*(x + 16*Log[x] + x*Log[x])^2), x])/25 + (512*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/((16 + x)^2*(x + 16*Log[x] + x*Log[x])), x])/25 - (32*Defer[Int][E^((25*x^4 + (x + 400*x^3 + 25*x^4)*Log[x])/(25*(x + 16*Log[x] + x*Log[x])))/((16 + x)*(x + 16*Log[x] + x*Log[x])), x])/25","F",0,0,0,0,-1,"{}"
4327,1,41,0,0.0672718,"\int \frac{6 x+3 x^2+2 x \log \left(\frac{1+2 e^3+e^6}{4 e^6}\right)}{9+18 x+9 x^2+(6+6 x) \log \left(\frac{1+2 e^3+e^6}{4 e^6}\right)+\log ^2\left(\frac{1+2 e^3+e^6}{4 e^6}\right)} \, dx","Int[(6*x + 3*x^2 + 2*x*Log[(1 + 2*E^3 + E^6)/(4*E^6)])/(9 + 18*x + 9*x^2 + (6 + 6*x)*Log[(1 + 2*E^3 + E^6)/(4*E^6)] + Log[(1 + 2*E^3 + E^6)/(4*E^6)]^2),x]","-\frac{\left(3 x-2 \left(3+\log (4)-2 \log \left(1+e^3\right)\right)\right)^2}{9 \left(-3 x+3-2 \log \left(1+e^3\right)+\log (4)\right)}","\frac{x^2}{3 x+3+\log \left(\frac{1}{4} \left(1+\frac{1}{e^3}\right)^2\right)}",1,"-1/9*(3*x - 2*(3 + Log[4] - 2*Log[1 + E^3]))^2/(3 - 3*x + Log[4] - 2*Log[1 + E^3])","A",5,5,87,0.05747,1,"{6, 1593, 1983, 27, 74}"
4328,1,20,0,0.0058203,"\int \frac{88 e^5+e (33+88 x)}{16 e} \, dx","Int[(88*E^5 + E*(33 + 88*x))/(16*E),x]","\frac{11}{256} (8 x+3)^2+\frac{11 e^4 x}{2}","\frac{11}{4} x \left(x+2 e^4+\frac{3}{4}\right)",1,"(11*E^4*x)/2 + (11*(3 + 8*x)^2)/256","A",2,1,20,0.05000,1,"{12}"
4329,0,0,0,1.2666217,"\int \frac{-625 e^x x+e^x (625-625 x) \log \left(3 e^x\right)+e^x (-100+100 x) \log ^2\left(3 e^x\right)}{10000 x^2-3200 x^2 \log \left(3 e^x\right)+256 x^2 \log ^2\left(3 e^x\right)} \, dx","Int[(-625*E^x*x + E^x*(625 - 625*x)*Log[3*E^x] + E^x*(-100 + 100*x)*Log[3*E^x]^2)/(10000*x^2 - 3200*x^2*Log[3*E^x] + 256*x^2*Log[3*E^x]^2),x]","\int \frac{-625 e^x x+e^x (625-625 x) \log \left(3 e^x\right)+e^x (-100+100 x) \log ^2\left(3 e^x\right)}{10000 x^2-3200 x^2 \log \left(3 e^x\right)+256 x^2 \log ^2\left(3 e^x\right)} \, dx","\frac{e^x}{\frac{64 x}{25}-\frac{16 x}{\log \left(3 e^x\right)}}",1,"(25*E^x)/(64*x) - (625*Defer[Int][E^x/(x*(-25 + 4*Log[3*E^x])^2), x])/16 - (625*Defer[Int][E^x/(x^2*(-25 + 4*Log[3*E^x])), x])/64 + (625*Defer[Int][E^x/(x*(-25 + 4*Log[3*E^x])), x])/64","F",0,0,0,0,-1,"{}"
4330,1,23,0,0.7863273,"\int \frac{54-6 x^2+\left(72 x+8 x^2+8 x^3\right) \log \left(\frac{9+x+x^2}{x}\right) \log ^2\left(\log \left(\frac{9+x+x^2}{x}\right)\right)}{\left(\left(27 x+3 x^2+3 x^3\right) \log \left(\frac{9+x+x^2}{x}\right) \log \left(\log \left(\frac{9+x+x^2}{x}\right)\right)+\left(-45 x+31 x^2-x^3+4 x^4\right) \log \left(\frac{9+x+x^2}{x}\right) \log ^2\left(\log \left(\frac{9+x+x^2}{x}\right)\right)\right) \log \left(\frac{3+(-5+4 x) \log \left(\log \left(\frac{9+x+x^2}{x}\right)\right)}{\log \left(\log \left(\frac{9+x+x^2}{x}\right)\right)}\right)} \, dx","Int[(54 - 6*x^2 + (72*x + 8*x^2 + 8*x^3)*Log[(9 + x + x^2)/x]*Log[Log[(9 + x + x^2)/x]]^2)/(((27*x + 3*x^2 + 3*x^3)*Log[(9 + x + x^2)/x]*Log[Log[(9 + x + x^2)/x]] + (-45*x + 31*x^2 - x^3 + 4*x^4)*Log[(9 + x + x^2)/x]*Log[Log[(9 + x + x^2)/x]]^2)*Log[(3 + (-5 + 4*x)*Log[Log[(9 + x + x^2)/x]])/Log[Log[(9 + x + x^2)/x]]]),x]","2 \log \left(\log \left(4 x+\frac{3}{\log \left(\log \left(x+\frac{9}{x}+1\right)\right)}-5\right)\right)","\log \left(\log ^2\left(4 x+\frac{3}{\log \left(\log \left(x+\frac{9}{x}+1\right)\right)}-5\right)\right)",1,"2*Log[Log[-5 + 4*x + 3/Log[Log[1 + 9/x + x]]]]","A",2,2,172,0.01163,1,"{6688, 6684}"
4331,1,12,0,0.0376412,"\int \frac{e^{5+\frac{-e^5+2 x}{x}}}{x^2} \, dx","Int[E^(5 + (-E^5 + 2*x)/x)/x^2,x]","e^{2-\frac{e^5}{x}}","e^{3-\frac{x+e^5}{x}}-16+e^3+\log ^2(2)",1,"E^(2 - E^5/x)","A",2,2,21,0.09524,1,"{2225, 2209}"
4332,0,0,0,2.9207807,"\int \frac{-54 x+3 x^2+12 e^x x^2+\left(6 x^2+e^x \left(-12 x^2+12 x^3\right)\right) \log (x)}{81-54 x+9 x^2+\left(-36 x+12 x^2+e^x \left(72 x-24 x^2\right)\right) \log (x)+\left(4 x^2-16 e^x x^2+16 e^{2 x} x^2\right) \log ^2(x)} \, dx","Int[(-54*x + 3*x^2 + 12*E^x*x^2 + (6*x^2 + E^x*(-12*x^2 + 12*x^3))*Log[x])/(81 - 54*x + 9*x^2 + (-36*x + 12*x^2 + E^x*(72*x - 24*x^2))*Log[x] + (4*x^2 - 16*E^x*x^2 + 16*E^(2*x)*x^2)*Log[x]^2),x]","\int \frac{-54 x+3 x^2+12 e^x x^2+\left(6 x^2+e^x \left(-12 x^2+12 x^3\right)\right) \log (x)}{81-54 x+9 x^2+\left(-36 x+12 x^2+e^x \left(72 x-24 x^2\right)\right) \log (x)+\left(4 x^2-16 e^x x^2+16 e^{2 x} x^2\right) \log ^2(x)} \, dx","5-\frac{x^2}{-x-\frac{1}{3} \left(2-4 e^x\right) x \log (x)+3}",1,"-27*Defer[Int][x/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2, x] - 27*Defer[Int][x^2/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2, x] + 9*Defer[Int][x^3/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2, x] - 27*Defer[Int][x/(Log[x]*(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2), x] + 9*Defer[Int][x^2/(Log[x]*(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2), x] + 6*Defer[Int][(x^3*Log[x])/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])^2, x] - 3*Defer[Int][x/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x]), x] + 3*Defer[Int][x^2/(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x]), x] + 3*Defer[Int][x/(Log[x]*(9 - 3*x - 2*x*Log[x] + 4*E^x*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
4333,0,0,0,1.0234875,"\int \frac{e^{3+e^5} (-20+12 x)+e^{3+e^5} (-20+24 x) \log (x)}{\left(25 x^2-30 x^3+9 x^4\right) \log ^2(x)} \, dx","Int[(E^(3 + E^5)*(-20 + 12*x) + E^(3 + E^5)*(-20 + 24*x)*Log[x])/((25*x^2 - 30*x^3 + 9*x^4)*Log[x]^2),x]","\int \frac{e^{3+e^5} (-20+12 x)+e^{3+e^5} (-20+24 x) \log (x)}{\left(25 x^2-30 x^3+9 x^4\right) \log ^2(x)} \, dx","\frac{e^{3+e^5}}{\left(\frac{3}{4} (3-x) x-x\right) \log (x)}",1,"4*E^(3 + E^5)*Defer[Int][1/(x^2*(-5 + 3*x)*Log[x]^2), x] + 4*E^(3 + E^5)*Defer[Int][(-5 + 6*x)/(x^2*(-5 + 3*x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4334,0,0,0,1.1673706,"\int \frac{-1800 x+1800 \log (4)+e^{x/5} \left(-360 x+72 x^2+(360-72 x) \log (4)\right)+\left(1800 x+360 e^{x/5} x-360 x^2\right) \log \left(\frac{-75-15 e^{x/5}+15 x}{x}\right)}{25 x+5 e^{x/5} x-5 x^2} \, dx","Int[(-1800*x + 1800*Log[4] + E^(x/5)*(-360*x + 72*x^2 + (360 - 72*x)*Log[4]) + (1800*x + 360*E^(x/5)*x - 360*x^2)*Log[(-75 - 15*E^(x/5) + 15*x)/x])/(25*x + 5*E^(x/5)*x - 5*x^2),x]","\int \frac{-1800 x+1800 \log (4)+e^{x/5} \left(-360 x+72 x^2+(360-72 x) \log (4)\right)+\left(1800 x+360 e^{x/5} x-360 x^2\right) \log \left(\frac{-75-15 e^{x/5}+15 x}{x}\right)}{25 x+5 e^{x/5} x-5 x^2} \, dx","72 (x-\log (4)) \log \left(\frac{15 \left(x-e^{x/5}-5\right)}{x}\right)",1,"(-36*(5 - x)^2)/5 + (36*x^2)/5 - (72*x*(5 + Log[4]))/5 + 72*x*Log[(-15*(5 + E^(x/5) - x))/x] + 72*Log[4]*Log[x] - (72*(10 + Log[4])*Defer[Int][x/(5 + E^(x/5) - x), x])/5 + (72*Defer[Int][x^2/(5 + E^(x/5) - x), x])/5 + 720*Log[4]*Defer[Subst][Defer[Int][(5 + E^x - 5*x)^(-1), x], x, x/5] + 3600*Defer[Subst][Defer[Int][x/(5 + E^x - 5*x), x], x, x/5] - 1800*Defer[Subst][Defer[Int][x^2/(5 + E^x - 5*x), x], x, x/5]","F",0,0,0,0,-1,"{}"
4335,0,0,0,1.9043252,"\int \frac{-e^x+3 e^{5 x}+e^{5 x} (1+5 x) \log \left(x^3\right)}{-2-e^x+e^{5 x} x \log \left(x^3\right)} \, dx","Int[(-E^x + 3*E^(5*x) + E^(5*x)*(1 + 5*x)*Log[x^3])/(-2 - E^x + E^(5*x)*x*Log[x^3]),x]","\int \frac{-e^x+3 e^{5 x}+e^{5 x} (1+5 x) \log \left(x^3\right)}{-2-e^x+e^{5 x} x \log \left(x^3\right)} \, dx","\log \left(e^{5 x} x \log \left(x^3\right)-e^x-2\right)",1,"5*x + Log[x] + Log[Log[x^3]] + 10*Defer[Int][(-2 - E^x + E^(5*x)*x*Log[x^3])^(-1), x] + 4*Defer[Int][E^x/(-2 - E^x + E^(5*x)*x*Log[x^3]), x] + 2*Defer[Int][1/(x*(-2 - E^x + E^(5*x)*x*Log[x^3])), x] + Defer[Int][E^x/(x*(-2 - E^x + E^(5*x)*x*Log[x^3])), x] + 6*Defer[Int][1/(x*Log[x^3]*(-2 - E^x + E^(5*x)*x*Log[x^3])), x] + 3*Defer[Int][E^x/(x*Log[x^3]*(-2 - E^x + E^(5*x)*x*Log[x^3])), x]","F",0,0,0,0,-1,"{}"
4336,0,0,0,6.6061318,"\int \frac{e^{1+e^5} x+e^{-4+2 e^5} \left(e^3 (-1+x)-2 e^6 x+e^{3+x} \left(2 x-x^2\right)\right)-e^{-1+2 e^5} x \log (x)}{x+e^{-2+e^5} \left(2 e^x x+e^3 \left(-6 x+2 x^2\right)\right)+e^{-4+2 e^5} \left(e^{2 x} x+e^{3+x} \left(-6 x+2 x^2\right)+e^6 \left(9 x-6 x^2+x^3\right)\right)+\left(-2 e^{-2+e^5} x+e^{-4+2 e^5} \left(-2 e^x x+e^3 \left(6 x-2 x^2\right)\right)\right) \log (x)+e^{-4+2 e^5} x \log ^2(x)} \, dx","Int[(E^(1 + E^5)*x + E^(-4 + 2*E^5)*(E^3*(-1 + x) - 2*E^6*x + E^(3 + x)*(2*x - x^2)) - E^(-1 + 2*E^5)*x*Log[x])/(x + E^(-2 + E^5)*(2*E^x*x + E^3*(-6*x + 2*x^2)) + E^(-4 + 2*E^5)*(E^(2*x)*x + E^(3 + x)*(-6*x + 2*x^2) + E^6*(9*x - 6*x^2 + x^3)) + (-2*E^(-2 + E^5)*x + E^(-4 + 2*E^5)*(-2*E^x*x + E^3*(6*x - 2*x^2)))*Log[x] + E^(-4 + 2*E^5)*x*Log[x]^2),x]","\int \frac{e^{1+e^5} x+e^{-4+2 e^5} \left(e^3 (-1+x)-2 e^6 x+e^{3+x} \left(2 x-x^2\right)\right)-e^{-1+2 e^5} x \log (x)}{x+e^{-2+e^5} \left(2 e^x x+e^3 \left(-6 x+2 x^2\right)\right)+e^{-4+2 e^5} \left(e^{2 x} x+e^{3+x} \left(-6 x+2 x^2\right)+e^6 \left(9 x-6 x^2+x^3\right)\right)+\left(-2 e^{-2+e^5} x+e^{-4+2 e^5} \left(-2 e^x x+e^3 \left(6 x-2 x^2\right)\right)\right) \log (x)+e^{-4+2 e^5} x \log ^2(x)} \, dx","\frac{1-x}{-x-\frac{e^x-\log (x)+e^{2-e^5}}{e^3}+3}",1,"E^(3 + 2*E^5)*Defer[Int][(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^(-2), x] - E^(5 + E^5)*(1 - 4*E^(1 + E^5))*Defer[Int][(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^(-2), x] - E^(3 + 2*E^5)*Defer[Int][1/(x*(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2), x] - E^(6 + 2*E^5)*Defer[Int][x/(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2, x] + E^(5 + E^5)*(1 - 4*E^(1 + E^5))*Defer[Int][x/(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2, x] + E^(6 + 2*E^5)*Defer[Int][x^2/(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2, x] + E^(3 + 2*E^5)*Defer[Int][Log[x]/(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2, x] - E^(3 + 2*E^5)*Defer[Int][(x*Log[x])/(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^2, x] + 2*E^(3 + E^5)*Defer[Int][(E^(E^5 + x) + E^2*(1 - 3*E^(1 + E^5)) + E^(3 + E^5)*x - E^E^5*Log[x])^(-1), x] + E^(3 + E^5)*Defer[Int][x/(-E^(E^5 + x) - E^2*(1 - 3*E^(1 + E^5)) - E^(3 + E^5)*x + E^E^5*Log[x]), x]","F",0,0,0,0,-1,"{}"
4337,0,0,0,8.7839196,"\int \frac{\left(-8 x+4 x^2\right) \log (-2+x)+\left(2 x^2-x^3+(2-x) \log (3)\right) \log (-2+x) \log ^2\left(x^2\right)+\left(-2 x^2 \log \left(x^2\right)+\left(-x^3+x \log (3)\right) \log ^2\left(x^2\right)\right) \log \left(\frac{-2 x+\left(-x^2+\log (3)\right) \log \left(x^2\right)}{x \log \left(x^2\right)}\right)}{\left(4 x^2-2 x^3\right) \log \left(x^2\right)+\left(2 x^3-x^4+\left(-2 x+x^2\right) \log (3)\right) \log ^2\left(x^2\right)} \, dx","Int[((-8*x + 4*x^2)*Log[-2 + x] + (2*x^2 - x^3 + (2 - x)*Log[3])*Log[-2 + x]*Log[x^2]^2 + (-2*x^2*Log[x^2] + (-x^3 + x*Log[3])*Log[x^2]^2)*Log[(-2*x + (-x^2 + Log[3])*Log[x^2])/(x*Log[x^2])])/((4*x^2 - 2*x^3)*Log[x^2] + (2*x^3 - x^4 + (-2*x + x^2)*Log[3])*Log[x^2]^2),x]","\int \frac{\left(-8 x+4 x^2\right) \log (-2+x)+\left(2 x^2-x^3+(2-x) \log (3)\right) \log (-2+x) \log ^2\left(x^2\right)+\left(-2 x^2 \log \left(x^2\right)+\left(-x^3+x \log (3)\right) \log ^2\left(x^2\right)\right) \log \left(\frac{-2 x+\left(-x^2+\log (3)\right) \log \left(x^2\right)}{x \log \left(x^2\right)}\right)}{\left(4 x^2-2 x^3\right) \log \left(x^2\right)+\left(2 x^3-x^4+\left(-2 x+x^2\right) \log (3)\right) \log ^2\left(x^2\right)} \, dx","\log (x-2) \log \left(-\frac{2}{\log \left(x^2\right)}-x+\frac{\log (3)}{x}\right)",1,"-(Log[-2 + x]*Log[x/2]) + Log[-2 + x]*Log[(x - Sqrt[Log[3]])/(2 - Sqrt[Log[3]])] + Log[-2 + x]*Log[(x + Sqrt[Log[3]])/(2 + Sqrt[Log[3]])] - PolyLog[2, 1 - x/2] + PolyLog[2, (2 - x)/(2 - Sqrt[Log[3]])] + PolyLog[2, (2 - x)/(2 + Sqrt[Log[3]])] - 2*Defer[Int][Log[-2 + x]/(x*Log[x^2]), x] - 2*Defer[Int][Log[-2 + x]/(2*x + x^2*Log[x^2] - Log[3]*Log[x^2]), x] - 2*Log[3]*Defer[Int][Log[-2 + x]/(x*(2*x + x^2*Log[x^2] - Log[3]*Log[x^2])), x] + 2*Defer[Int][(x*Log[-2 + x])/(2*x + x^2*Log[x^2] - Log[3]*Log[x^2]), x] + (Log[9]*Defer[Int][Log[-2 + x]/((-x + Sqrt[Log[3]])*(2*x + x^2*Log[x^2] - Log[3]*Log[x^2])), x])/Sqrt[Log[3]] + (Log[9]*Defer[Int][Log[-2 + x]/((x + Sqrt[Log[3]])*(2*x + x^2*Log[x^2] - Log[3]*Log[x^2])), x])/Sqrt[Log[3]] + Defer[Int][Log[-x + Log[3]/x - 2/Log[x^2]]/(-2 + x), x]","F",0,0,0,0,-1,"{}"
4338,0,0,0,0.5225356,"\int \frac{16-24 e^{2 x}-16 x+e^x \left(40-8 x-4 x^2\right)}{-2 x+3 e^{2 x} x+e^x \left(-5 x-x^2\right)} \, dx","Int[(16 - 24*E^(2*x) - 16*x + E^x*(40 - 8*x - 4*x^2))/(-2*x + 3*E^(2*x)*x + E^x*(-5*x - x^2)),x]","\int \frac{16-24 e^{2 x}-16 x+e^x \left(40-8 x-4 x^2\right)}{-2 x+3 e^{2 x} x+e^x \left(-5 x-x^2\right)} \, dx","4 \left(-\log \left(\frac{1}{15} \left(-x-2 e^{-x}+3 e^x-5\right) x^2\right)+x+4\right)",1,"-8*Log[x] - 16*Defer[Int][(-2 - 5*E^x + 3*E^(2*x) - E^x*x)^(-1), x] - 16*Defer[Int][E^x/(-2 - 5*E^x + 3*E^(2*x) - E^x*x), x] - 4*Defer[Int][(E^x*x)/(-2 - 5*E^x + 3*E^(2*x) - E^x*x), x]","F",0,0,0,0,-1,"{}"
4339,0,0,0,10.650459,"\int \frac{e^{e^x} \left(5-10 x+e^x \left(25-5 x+5 x^2\right)-80 x^2 \log ^3\left(x^2\right)+\left(-30 x^2+10 e^x x^3\right) \log ^4\left(x^2\right)-80 x^3 \log ^7\left(x^2\right)+\left(-20 x^3+5 e^x x^4\right) \log ^8\left(x^2\right)\right)}{25-10 x+11 x^2-2 x^3+x^4+\left(20 x^3-4 x^4+4 x^5\right) \log ^4\left(x^2\right)+\left(10 x^4-2 x^5+6 x^6\right) \log ^8\left(x^2\right)+4 x^7 \log ^{12}\left(x^2\right)+x^8 \log ^{16}\left(x^2\right)} \, dx","Int[(E^E^x*(5 - 10*x + E^x*(25 - 5*x + 5*x^2) - 80*x^2*Log[x^2]^3 + (-30*x^2 + 10*E^x*x^3)*Log[x^2]^4 - 80*x^3*Log[x^2]^7 + (-20*x^3 + 5*E^x*x^4)*Log[x^2]^8))/(25 - 10*x + 11*x^2 - 2*x^3 + x^4 + (20*x^3 - 4*x^4 + 4*x^5)*Log[x^2]^4 + (10*x^4 - 2*x^5 + 6*x^6)*Log[x^2]^8 + 4*x^7*Log[x^2]^12 + x^8*Log[x^2]^16),x]","\int \frac{e^{e^x} \left(5-10 x+e^x \left(25-5 x+5 x^2\right)-80 x^2 \log ^3\left(x^2\right)+\left(-30 x^2+10 e^x x^3\right) \log ^4\left(x^2\right)-80 x^3 \log ^7\left(x^2\right)+\left(-20 x^3+5 e^x x^4\right) \log ^8\left(x^2\right)\right)}{25-10 x+11 x^2-2 x^3+x^4+\left(20 x^3-4 x^4+4 x^5\right) \log ^4\left(x^2\right)+\left(10 x^4-2 x^5+6 x^6\right) \log ^8\left(x^2\right)+4 x^7 \log ^{12}\left(x^2\right)+x^8 \log ^{16}\left(x^2\right)} \, dx","\frac{e^{e^x}}{\frac{1}{5} \left(\left(x^2 \log ^4\left(x^2\right)+x\right)^2-x\right)+1}",1,"-15*Defer[Int][E^E^x/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2, x] + 100*Defer[Int][E^E^x/(x*(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2), x] + 10*Defer[Int][(E^E^x*x)/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2, x] - 80*Defer[Int][(E^E^x*x^2*Log[x^2]^3)/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2, x] + 10*Defer[Int][(E^E^x*x^2*Log[x^2]^4)/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2, x] - 80*Defer[Int][(E^E^x*x^3*Log[x^2]^7)/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)^2, x] + 5*Defer[Int][E^(E^x + x)/(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8), x] - 20*Defer[Int][E^E^x/(x*(5 - x + x^2 + 2*x^3*Log[x^2]^4 + x^4*Log[x^2]^8)), x]","F",0,0,0,0,-1,"{}"
4340,0,0,0,0.7410946,"\int \frac{648-8 e^3+e^{\frac{e^{2+x}}{4}} \left(324-4 e^3+e^{2+x} \left(-81 x+e^3 x\right)\right)}{16+4 e^{\frac{e^{2+x}}{2}}+e^{\frac{e^{2+x}}{4}} (16-16 x)-32 x+16 x^2} \, dx","Int[(648 - 8*E^3 + E^(E^(2 + x)/4)*(324 - 4*E^3 + E^(2 + x)*(-81*x + E^3*x)))/(16 + 4*E^(E^(2 + x)/2) + E^(E^(2 + x)/4)*(16 - 16*x) - 32*x + 16*x^2),x]","\int \frac{648-8 e^3+e^{\frac{e^{2+x}}{4}} \left(324-4 e^3+e^{2+x} \left(-81 x+e^3 x\right)\right)}{16+4 e^{\frac{e^{2+x}}{2}}+e^{\frac{e^{2+x}}{4}} (16-16 x)-32 x+16 x^2} \, dx","\frac{\left(e^3-81\right) x}{2 x-e^{\frac{e^{x+2}}{4}}-2}",1,"(81 - E^3)*Defer[Int][(2 + E^(E^(2 + x)/4) - 2*x)^(-1), x] + 2*(81 - E^3)*Defer[Int][x/(2 + E^(E^(2 + x)/4) - 2*x)^2, x] - ((81 - E^3)*Defer[Int][(E^((8 + E^(2 + x) + 4*x)/4)*x)/(2 + E^(E^(2 + x)/4) - 2*x)^2, x])/4","F",0,0,0,0,-1,"{}"
4341,1,36,0,0.0486939,"\int e^{\frac{1}{2} \left(-e^x+x\right)} \left(-6 x^2-x^3+e^x x^3\right) \, dx","Int[E^((-E^x + x)/2)*(-6*x^2 - x^3 + E^x*x^3),x]","-\frac{2 e^{\frac{1}{2} \left(x-e^x\right)} \left(x^3-e^x x^3\right)}{1-e^x}","-2 e^{\frac{1}{2} \left(x-e^x\right)} x^3-4",1,"(-2*E^((-E^x + x)/2)*(x^3 - E^x*x^3))/(1 - E^x)","A",1,1,32,0.03125,1,"{2288}"
4342,1,129,0,0.309481,"\int \frac{10 x^2+4 x^3+e^{5+x^2 \log (7)} \left(1+2 x^2+\left(-2 x^2+20 x^3+4 x^4\right) \log (7)\right)}{2 x^2} \, dx","Int[(10*x^2 + 4*x^3 + E^(5 + x^2*Log[7])*(1 + 2*x^2 + (-2*x^2 + 20*x^3 + 4*x^4)*Log[7]))/(2*x^2),x]","\frac{1}{2} e^5 \sqrt{\pi  \log (7)} \text{erfi}\left(x \sqrt{\log (7)}\right)-\frac{1}{2} e^5 \sqrt{\frac{\pi }{\log (7)}} \text{erfi}\left(x \sqrt{\log (7)}\right)+\frac{1}{2} e^5 (1-\log (7)) \sqrt{\frac{\pi }{\log (7)}} \text{erfi}\left(x \sqrt{\log (7)}\right)+e^5 7^{x^2} x-\frac{e^5 7^{x^2}}{2 x}+5 e^5 7^{x^2}+\frac{1}{4} (2 x+5)^2","\left(x-\frac{1}{2 x}+5\right) \left(e^{x^2 \log (7)+5}+x\right)-1",1,"5*7^x^2*E^5 - (7^x^2*E^5)/(2*x) + 7^x^2*E^5*x + (5 + 2*x)^2/4 - (E^5*Erfi[x*Sqrt[Log[7]]]*Sqrt[Pi/Log[7]])/2 + (E^5*Erfi[x*Sqrt[Log[7]]]*(1 - Log[7])*Sqrt[Pi/Log[7]])/2 + (E^5*Erfi[x*Sqrt[Log[7]]]*Sqrt[Pi*Log[7]])/2","C",11,7,55,0.1273,1,"{12, 14, 6742, 2214, 2204, 2209, 2212}"
4343,0,0,0,1.8429645,"\int \frac{-\frac{240}{e^3}+e^{e^{-3+e^{e^x}}} \left(-\frac{60}{e^3}+4 e^{-6+e^{e^x}+e^x+x} x^2\right)+\left(-\frac{32 x}{e^3}-8 e^{-3+e^{-3+e^{e^x}}} x\right) \log \left(4+e^{e^{-3+e^{e^x}}}\right)}{4 x^4+e^{e^{-3+e^{e^x}}} x^4} \, dx","Int[(-240/E^3 + E^E^(-3 + E^E^x)*(-60/E^3 + 4*E^(-6 + E^E^x + E^x + x)*x^2) + ((-32*x)/E^3 - 8*E^(-3 + E^(-3 + E^E^x))*x)*Log[4 + E^E^(-3 + E^E^x)])/(4*x^4 + E^E^(-3 + E^E^x)*x^4),x]","\int \frac{-\frac{240}{e^3}+e^{e^{-3+e^{e^x}}} \left(-\frac{60}{e^3}+4 e^{-6+e^{e^x}+e^x+x} x^2\right)+\left(-\frac{32 x}{e^3}-8 e^{-3+e^{-3+e^{e^x}}} x\right) \log \left(4+e^{e^{-3+e^{e^x}}}\right)}{4 x^4+e^{e^{-3+e^{e^x}}} x^4} \, dx","\frac{4 \left(\frac{5}{x}+\log \left(e^{e^{e^{e^x}-3}}+4\right)\right)}{e^3 x^2}",1,"20/(E^3*x^3) + (4*Log[4 + E^E^(-3 + E^E^x)])/(E^3*x^2) + 4*Defer[Int][E^(-6 + E^E^x + E^(-3 + E^E^x) + E^x + x)/((4 + E^E^(-3 + E^E^x))*x^2), x] - (4*Defer[Int][E^(-3 + E^E^x + E^(-3 + E^E^x) + E^x + x)/((4 + E^E^(-3 + E^E^x))*x^2), x])/E^3","F",0,0,0,0,-1,"{}"
4344,0,0,0,1.3344019,"\int \frac{8 x^3+6 x^5-4 x^6+e^{x^2} \left(16-16 x^2+x^3-4 x^4+2 x^5\right)}{8 x^4+2 x^6-x^7+e^{x^2} \left(-8 x-2 x^3+x^4\right)} \, dx","Int[(8*x^3 + 6*x^5 - 4*x^6 + E^x^2*(16 - 16*x^2 + x^3 - 4*x^4 + 2*x^5))/(8*x^4 + 2*x^6 - x^7 + E^x^2*(-8*x - 2*x^3 + x^4)),x]","\int \frac{8 x^3+6 x^5-4 x^6+e^{x^2} \left(16-16 x^2+x^3-4 x^4+2 x^5\right)}{8 x^4+2 x^6-x^7+e^{x^2} \left(-8 x-2 x^3+x^4\right)} \, dx","\log \left(\left(\frac{8}{x^2}-x+2\right) \left(x^3-e^{x^2}\right)\right)",1,"x^2 - 2*Log[x] + Log[8 + 2*x^2 - x^3] + 3*Defer[Int][x^2/(-E^x^2 + x^3), x] - 2*Defer[Int][x^4/(-E^x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
4345,1,18,0,0.2792993,"\int \frac{-3 \log (144)-3 e^9 x \log (4 x)}{x \log (144) \log (4 x)} \, dx","Int[(-3*Log[144] - 3*E^9*x*Log[4*x])/(x*Log[144]*Log[4*x]),x]","-\frac{3 e^9 x}{\log (144)}-3 \log (\log (4 x))","5-3 \left(\frac{e^9 x}{\log (144)}+\log (\log (4 x))+e^4\right)",1,"(-3*E^9*x)/Log[144] - 3*Log[Log[4*x]]","A",7,5,29,0.1724,1,"{12, 6741, 6742, 2302, 29}"
4346,1,7,0,0.0019481,"\int -\frac{1}{\log (4)} \, dx","Int[-Log[4]^(-1),x]","-\frac{x}{\log (4)}","\frac{\frac{5}{4}-x}{\log (4)}",1,"-(x/Log[4])","A",1,1,6,0.1667,1,"{8}"
4347,1,16,0,0.1240432,"\int \frac{e^x \left(-4+9 x+3 x^2\right)}{121+330 x+291 x^2+90 x^3+9 x^4} \, dx","Int[(E^x*(-4 + 9*x + 3*x^2))/(121 + 330*x + 291*x^2 + 90*x^3 + 9*x^4),x]","\frac{e^x}{3 x^2+15 x+11}","\frac{e^x}{-\frac{3 (-x-4) \left(x^2+x\right)}{x}-1}",1,"E^x/(11 + 15*x + 3*x^2)","A",2,2,36,0.05556,1,"{6688, 2289}"
4348,1,37,0,1.6217827,"\int \frac{4-4 x-8 x^2+4 x^3+16 x^4+16 x^5+\left(4+16 x-4 x^2-24 x^3-32 x^4\right) \log (\log (5))+\left(-8+8 x^2+16 x^3\right) \log ^2(\log (5))+\left(8 x^2+32 x^3+32 x^4+\left(-8 x-48 x^2-64 x^3\right) \log (\log (5))+\left(16 x+32 x^2\right) \log ^2(\log (5))\right) \log \left(\frac{1+2 x-2 \log (\log (5))}{-x+\log (\log (5))}\right)+\left(4 x+16 x^2+16 x^3+\left(-4-24 x-32 x^2\right) \log (\log (5))+(8+16 x) \log ^2(\log (5))\right) \log ^2\left(\frac{1+2 x-2 \log (\log (5))}{-x+\log (\log (5))}\right)}{x^3+2 x^4+\left(-x^2-4 x^3\right) \log (\log (5))+2 x^2 \log ^2(\log (5))+\left(2 x^2+4 x^3+\left(-2 x-8 x^2\right) \log (\log (5))+4 x \log ^2(\log (5))\right) \log \left(\frac{1+2 x-2 \log (\log (5))}{-x+\log (\log (5))}\right)+\left(x+2 x^2+(-1-4 x) \log (\log (5))+2 \log ^2(\log (5))\right) \log ^2\left(\frac{1+2 x-2 \log (\log (5))}{-x+\log (\log (5))}\right)} \, dx","Int[(4 - 4*x - 8*x^2 + 4*x^3 + 16*x^4 + 16*x^5 + (4 + 16*x - 4*x^2 - 24*x^3 - 32*x^4)*Log[Log[5]] + (-8 + 8*x^2 + 16*x^3)*Log[Log[5]]^2 + (8*x^2 + 32*x^3 + 32*x^4 + (-8*x - 48*x^2 - 64*x^3)*Log[Log[5]] + (16*x + 32*x^2)*Log[Log[5]]^2)*Log[(1 + 2*x - 2*Log[Log[5]])/(-x + Log[Log[5]])] + (4*x + 16*x^2 + 16*x^3 + (-4 - 24*x - 32*x^2)*Log[Log[5]] + (8 + 16*x)*Log[Log[5]]^2)*Log[(1 + 2*x - 2*Log[Log[5]])/(-x + Log[Log[5]])]^2)/(x^3 + 2*x^4 + (-x^2 - 4*x^3)*Log[Log[5]] + 2*x^2*Log[Log[5]]^2 + (2*x^2 + 4*x^3 + (-2*x - 8*x^2)*Log[Log[5]] + 4*x*Log[Log[5]]^2)*Log[(1 + 2*x - 2*Log[Log[5]])/(-x + Log[Log[5]])] + (x + 2*x^2 + (-1 - 4*x)*Log[Log[5]] + 2*Log[Log[5]]^2)*Log[(1 + 2*x - 2*Log[Log[5]])/(-x + Log[Log[5]])]^2),x]","4 x^2+4 x+\frac{4}{x+\log \left(-\frac{2 x+1-2 \log (\log (5))}{x-\log (\log (5))}\right)}","4 \left(x^2+x+\frac{1}{x+\log \left(\frac{1}{\log (\log (5))-x}-2\right)}\right)",1,"4*x + 4*x^2 + 4/(x + Log[-((1 + 2*x - 2*Log[Log[5]])/(x - Log[Log[5]]))])","A",5,4,339,0.01180,1,"{6688, 12, 6728, 6686}"
4349,1,71,0,0.2830336,"\int \frac{e^{e^{-4+e^{\frac{1}{4} \left(e^x+8 x\right)}}} \left(\exp \left(-4+e^{\frac{1}{4} \left(e^x+8 x\right)}+\frac{1}{4} \left(e^x+8 x\right)+\log ^2(x)\right) \left(8 x+e^x x\right)+8 e^{\log ^2(x)} \log (x)\right)}{8 x} \, dx","Int[(E^E^(-4 + E^((E^x + 8*x)/4))*(E^(-4 + E^((E^x + 8*x)/4) + (E^x + 8*x)/4 + Log[x]^2)*(8*x + E^x*x) + 8*E^Log[x]^2*Log[x]))/(8*x),x]","\frac{\left(e^x x+8 x\right) \exp \left(e^{e^{\frac{1}{4} \left(8 x+e^x\right)}-4}+\frac{1}{4} \left(-8 x-e^x\right)+\frac{1}{4} \left(8 x+e^x\right)+\log ^2(x)\right)}{2 \left(e^x+8\right) x}","\frac{1}{2} e^{e^{e^{2 x+\frac{e^x}{4}}-4}+\log ^2(x)}",1,"(E^(E^(-4 + E^((E^x + 8*x)/4)) + (-E^x - 8*x)/4 + (E^x + 8*x)/4 + Log[x]^2)*(8*x + E^x*x))/(2*(8 + E^x)*x)","B",2,2,79,0.02532,1,"{12, 2288}"
4350,1,7,0,0.0027963,"\int \frac{-3+x^2}{x^2} \, dx","Int[(-3 + x^2)/x^2,x]","x+\frac{3}{x}","x+\frac{3}{x}-e^{8-2 e^4}",1,"3/x + x","A",2,1,9,0.1111,1,"{14}"
4351,1,15,0,0.0956406,"\int \frac{e^{\frac{1}{12} \left(x^2-\log (x)\right)} \left(-1+2 x^2\right)}{12 x} \, dx","Int[(E^((x^2 - Log[x])/12)*(-1 + 2*x^2))/(12*x),x]","\frac{e^{\frac{x^2}{12}}}{\sqrt[12]{x}}","e^{\frac{1}{12} \left(x^2-\log (x)\right)}",1,"E^(x^2/12)/x^(1/12)","A",3,3,28,0.1071,1,"{12, 2274, 2288}"
4352,0,0,0,0.888055,"\int \frac{24+e^{2 x^2} \left(6+24 x^2-32 \log (4)\right)-64 \log (4)-4 e^{4 x^2} \log (4)}{16 x^2+8 e^{2 x^2} x^2+e^{4 x^2} x^2} \, dx","Int[(24 + E^(2*x^2)*(6 + 24*x^2 - 32*Log[4]) - 64*Log[4] - 4*E^(4*x^2)*Log[4])/(16*x^2 + 8*E^(2*x^2)*x^2 + E^(4*x^2)*x^2),x]","\int \frac{24+e^{2 x^2} \left(6+24 x^2-32 \log (4)\right)-64 \log (4)-4 e^{4 x^2} \log (4)}{16 x^2+8 e^{2 x^2} x^2+e^{4 x^2} x^2} \, dx","\frac{x-4 \left(\frac{3}{2 \left(e^{2 x^2}+4\right)}-\log (4)\right)}{x}",1,"(4*Log[4])/x - 96*Defer[Int][(4 + E^(2*x^2))^(-2), x] + 24*Defer[Int][(4 + E^(2*x^2))^(-1), x] + 6*Defer[Int][1/((4 + E^(2*x^2))*x^2), x]","F",0,0,0,0,-1,"{}"
4353,1,18,0,0.3616543,"\int \frac{e^{10+x} \left(x^3+x^4+e^{\frac{2 \left(625+4 x^2\right)}{x^2}} \left(-2500+x^3\right)\right)}{x^3} \, dx","Int[(E^(10 + x)*(x^3 + x^4 + E^((2*(625 + 4*x^2))/x^2)*(-2500 + x^3)))/x^3,x]","e^{\frac{1250}{x^2}+x+18}+e^{x+10} x","e^{x+10} \left(e^{\frac{1250}{x^2}+8}+x\right)",1,"E^(18 + 1250/x^2 + x) + E^(10 + x)*x","A",7,5,36,0.1389,1,"{6688, 6742, 2194, 2176, 6706}"
4354,1,48,0,0.0244615,"\int \frac{2 e+32 x^3+\left(e+16 x^3\right) \left(i \pi +\log \left(-\left((-3+e) e^3\right)\right)\right)}{e} \, dx","Int[(2*E + 32*x^3 + (E + 16*x^3)*(I*Pi + Log[-((-3 + E)*E^3)]))/E,x]","\frac{8 x^4}{e}+\frac{4 x^4 (3+i \pi +\log (3-e))}{e}+2 x+x (3+i \pi +\log (3-e))","\left(\frac{4 x^4}{e}+x\right) \left(2+i \pi +\log \left(-\left((e-3) e^3\right)\right)\right)",1,"2*x + (8*x^4)/E + x*(3 + I*Pi + Log[3 - E]) + (4*x^4*(3 + I*Pi + Log[3 - E]))/E","A",3,1,36,0.02778,1,"{12}"
4355,0,0,0,3.6643987,"\int \frac{4+8 x+14 x^2+24 x^3+36 x^4+32 x^5+18 x^6+6 x^7+x^8}{-2 x-2 x^2-x^3+\left(8 x^3+24 x^4+36 x^5+32 x^6+18 x^7+6 x^8+x^9\right) \log (x)} \, dx","Int[(4 + 8*x + 14*x^2 + 24*x^3 + 36*x^4 + 32*x^5 + 18*x^6 + 6*x^7 + x^8)/(-2*x - 2*x^2 - x^3 + (8*x^3 + 24*x^4 + 36*x^5 + 32*x^6 + 18*x^7 + 6*x^8 + x^9)*Log[x]),x]","\int \frac{4+8 x+14 x^2+24 x^3+36 x^4+32 x^5+18 x^6+6 x^7+x^8}{-2 x-2 x^2-x^3+\left(8 x^3+24 x^4+36 x^5+32 x^6+18 x^7+6 x^8+x^9\right) \log (x)} \, dx","\log \left(\log (x)-\frac{1}{x^2 \left(x^2+2 x+2\right)^2}\right)",1,"(4 - 4*I)*Defer[Int][1/(((-2 - 2*I) - 2*x)*(1 - x^2*(2 + 2*x + x^2)^2*Log[x])), x] + 4*Defer[Int][1/(((-2 + 2*I) - 2*x)*(1 - x^2*(2 + 2*x + x^2)^2*Log[x])), x] - (4*I)*Defer[Int][1/(((2 + 2*I) + 2*x)*(1 - x^2*(2 + 2*x + x^2)^2*Log[x])), x] + 2*Defer[Int][1/(x*(-1 + x^2*(2 + 2*x + x^2)^2*Log[x])), x] + 4*Defer[Int][x/(-1 + x^2*(2 + 2*x + x^2)^2*Log[x]), x] + 8*Defer[Int][x^2/(-1 + x^2*(2 + 2*x + x^2)^2*Log[x]), x] + 8*Defer[Int][x^3/(-1 + x^2*(2 + 2*x + x^2)^2*Log[x]), x] + 4*Defer[Int][x^4/(-1 + x^2*(2 + 2*x + x^2)^2*Log[x]), x] + Defer[Int][x^5/(-1 + x^2*(2 + 2*x + x^2)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4356,1,49,0,3.4428182,"\int \frac{\exp \left(\frac{8-4 x+64 e^{2 x} x+(128-64 x) \log (2)}{x+16 x \log (2)}\right) \left(-8+128 e^{2 x} x^2-128 \log (2)\right)}{x^2+16 x^2 \log (2)} \, dx","Int[(E^((8 - 4*x + 64*E^(2*x)*x + (128 - 64*x)*Log[2])/(x + 16*x*Log[2]))*(-8 + 128*E^(2*x)*x^2 - 128*Log[2]))/(x^2 + 16*x^2*Log[2]),x]","2^{\frac{64 (2-x)}{x (1+16 \log (2))}} e^{\frac{4 \left(16 e^{2 x} x-x+2\right)}{x (1+16 \log (2))}}","e^{4 \left(\frac{2}{x}+\frac{e^{2 x}}{\frac{1}{16}+\log (2)}-1\right)}",1,"2^((64*(2 - x))/(x*(1 + 16*Log[2])))*E^((4*(2 - x + 16*E^(2*x)*x))/(x*(1 + 16*Log[2])))","A",5,4,63,0.06349,1,"{6, 12, 6741, 6706}"
4357,0,0,0,2.6943028,"\int \frac{-300+170 x-10 x^2-130 x \log (2 x) \log (\log (2 x)) \log (\log (\log (2 x)))+\left(-900 x+120 x^2-4 x^3\right) \log (2 x) \log (\log (2 x)) \log ^2(\log (\log (2 x)))}{\left(225 x-30 x^2+x^3\right) \log (2 x) \log (\log (2 x)) \log ^2(\log (\log (2 x)))} \, dx","Int[(-300 + 170*x - 10*x^2 - 130*x*Log[2*x]*Log[Log[2*x]]*Log[Log[Log[2*x]]] + (-900*x + 120*x^2 - 4*x^3)*Log[2*x]*Log[Log[2*x]]*Log[Log[Log[2*x]]]^2)/((225*x - 30*x^2 + x^3)*Log[2*x]*Log[Log[2*x]]*Log[Log[Log[2*x]]]^2),x]","\int \frac{-300+170 x-10 x^2-130 x \log (2 x) \log (\log (2 x)) \log (\log (\log (2 x)))+\left(-900 x+120 x^2-4 x^3\right) \log (2 x) \log (\log (2 x)) \log ^2(\log (\log (2 x)))}{\left(225 x-30 x^2+x^3\right) \log (2 x) \log (\log (2 x)) \log ^2(\log (\log (2 x)))} \, dx","x+(2-x) \left(\frac{2}{\left(3-\frac{x}{5}\right) \log (\log (\log (2 x)))}+5\right)",1,"-4*x + 4/(3*Log[Log[Log[2*x]]]) - (26*Defer[Int][1/((-15 + x)*Log[2*x]*Log[Log[2*x]]*Log[Log[Log[2*x]]]^2), x])/3 - 130*Defer[Int][1/((-15 + x)^2*Log[Log[Log[2*x]]]), x]","F",0,0,0,0,-1,"{}"
4358,1,28,0,0.0079871,"\int \left(55+e^2 (44-22 x)-11 x-11 e^4 x\right) \, dx","Int[55 + E^2*(44 - 22*x) - 11*x - 11*E^4*x,x]","-\frac{11}{2} \left(1+e^4\right) x^2-11 e^2 (2-x)^2+55 x","\frac{11}{2} \left(-\left(e^2 x+x-4\right)^2+2 x+1\right)",1,"-11*E^2*(2 - x)^2 + 55*x - (11*(1 + E^4)*x^2)/2","A",2,1,20,0.05000,1,"{6}"
4359,1,19,0,0.2323182,"\int \frac{2-6 x+e^{18} \left(-100 x-20 e x-e^2 x\right)}{-6 x^2+e^{18} \left(-100 x^2-20 e x^2-e^2 x^2\right)+2 x \log (x)} \, dx","Int[(2 - 6*x + E^18*(-100*x - 20*E*x - E^2*x))/(-6*x^2 + E^18*(-100*x^2 - 20*E*x^2 - E^2*x^2) + 2*x*Log[x]),x]","\log \left(\left(6+e^{18} (10+e)^2\right) x-2 \log (x)\right)","\log \left(\frac{1}{2} e^{18} (10+e)^2 x+3 x-\log (x)\right)",1,"Log[(6 + E^18*(10 + E)^2)*x - 2*Log[x]]","A",3,3,61,0.04918,1,"{6741, 2561, 6684}"
4360,1,13,0,0.1215228,"\int \frac{-12-4 x}{144+84 x+16 x^2+x^3+\left(-48-20 x-2 x^2\right) \log (4+x)+(4+x) \log ^2(4+x)} \, dx","Int[(-12 - 4*x)/(144 + 84*x + 16*x^2 + x^3 + (-48 - 20*x - 2*x^2)*Log[4 + x] + (4 + x)*Log[4 + x]^2),x]","\frac{4}{x-\log (x+4)+6}","\log \left(2 e^{\frac{4}{x-\log (x+4)+6}-2}\right)",1,"4/(6 + x - Log[4 + x])","A",3,3,46,0.06522,1,"{6688, 12, 6686}"
4361,1,6,0,0.0071157,"\int \frac{2 \log (-5 x)}{x} \, dx","Int[(2*Log[-5*x])/x,x]","\log ^2(-5 x)","\log ^2(-5 x)",1,"Log[-5*x]^2","A",2,2,9,0.2222,1,"{12, 2301}"
4362,0,0,0,1.2165129,"\int \frac{-1-e^4+6 x-3 x^2+e^{2 x} \left(13+e^4 (13-2 x)+12 x+11 x^2-2 x^3\right)}{-3+e^4 (-3+x)+x-3 x^2+x^3+e^{2 x} \left(-7+e^4 (-7+x)+x-7 x^2+x^3\right)} \, dx","Int[(-1 - E^4 + 6*x - 3*x^2 + E^(2*x)*(13 + E^4*(13 - 2*x) + 12*x + 11*x^2 - 2*x^3))/(-3 + E^4*(-3 + x) + x - 3*x^2 + x^3 + E^(2*x)*(-7 + E^4*(-7 + x) + x - 7*x^2 + x^3)),x]","\int \frac{-1-e^4+6 x-3 x^2+e^{2 x} \left(13+e^4 (13-2 x)+12 x+11 x^2-2 x^3\right)}{-3+e^4 (-3+x)+x-3 x^2+x^3+e^{2 x} \left(-7+e^4 (-7+x)+x-7 x^2+x^3\right)} \, dx","\log \left(\frac{1}{\left(e^{2 x} (7-x)-x+3\right) \left(x^2+e^4+1\right)}\right)",1,"-2*x - Log[7 - x] - Log[1 + E^4 + x^2] - 6*Defer[Int][(-3 + E^(2*x)*(-7 + x) + x)^(-1), x] + 2*Defer[Int][x/(-3 + E^(2*x)*(-7 + x) + x), x] + 4*Defer[Int][1/((-7 + x)*(-3 - 7*E^(2*x) + x + E^(2*x)*x)), x]","F",0,0,0,0,-1,"{}"
4363,1,35,0,1.2987389,"\int \frac{-10 x^2+e^x \left(-10+2 x-e^5 x^2-2 x^3\right)+\left(10 x^2+e^x \left(10+e^5 x^2+2 x^3\right)\right) \log (x)}{-2 e^x x^2+2 e^x x^2 \log (x)} \, dx","Int[(-10*x^2 + E^x*(-10 + 2*x - E^5*x^2 - 2*x^3) + (10*x^2 + E^x*(10 + E^5*x^2 + 2*x^3))*Log[x])/(-2*E^x*x^2 + 2*E^x*x^2*Log[x]),x]","\frac{x^2}{2}+\frac{e^5 x}{2}-5 e^{-x}-\frac{5}{x}+\log (1-\log (x))","\frac{1}{2} x \left(x+e^5\right)-5 e^{-x}-\frac{5}{x}+\log (\log (x)-1)+3",1,"-5/E^x - 5/x + (E^5*x)/2 + x^2/2 + Log[1 - Log[x]]","A",11,7,77,0.09091,1,"{6741, 12, 6742, 2194, 14, 2302, 29}"
4364,1,19,0,0.0147129,"\int \frac{-2-8 e^4}{3-2 x-8 e^4 x+2 e^4 \log (5)} \, dx","Int[(-2 - 8*E^4)/(3 - 2*x - 8*E^4*x + 2*E^4*Log[5]),x]","\log \left(-2 \left(1+4 e^4\right) x+3+e^4 \log (25)\right)","\log \left(-4 x+4 \left(2-e^4 (4 x-\log (5))\right)-2\right)",1,"Log[3 - 2*(1 + 4*E^4)*x + E^4*Log[25]]","A",3,3,28,0.1071,1,"{6, 12, 31}"
4365,1,13,0,0.0048501,"\int \left(1+20 e^5+e^x\right) \, dx","Int[1 + 20*E^5 + E^x,x]","\left(1+20 e^5\right) x+e^x","x+e^x+20 \left(e^5 x+6\right)",1,"E^x + (1 + 20*E^5)*x","A",2,1,10,0.1000,1,"{2194}"
4366,1,19,0,0.0814306,"\int \frac{e^{\frac{1}{4} \left(-99+20 e^{e^x}\right)} \left(-1+5 e^{e^x+x} x\right)}{x^2} \, dx","Int[(E^((-99 + 20*E^E^x)/4)*(-1 + 5*E^(E^x + x)*x))/x^2,x]","\frac{e^{\frac{1}{4} \left(20 e^{e^x}-99\right)}}{x}","\frac{e^{5 \left(e^{e^x}-5\right)+\frac{1}{4}}}{x}+25",1,"E^((-99 + 20*E^E^x)/4)/x","A",1,1,31,0.03226,1,"{2288}"
4367,1,11,0,0.0009972,"\int \frac{1}{8} (250-125 x) \, dx","Int[(250 - 125*x)/8,x]","-\frac{125}{16} (2-x)^2","5 \left(3-\frac{25}{16} (2-x)^2\right)+e^5-2",1,"(-125*(2 - x)^2)/16","A",1,1,9,0.1111,1,"{9}"
4368,1,14,0,0.8050265,"\int \frac{e^x \log (5)+e^x \log (5) \log (x)+e^x (-1+x) \log (5) \log (x) \log (x \log (x))}{x^2 \log (x)} \, dx","Int[(E^x*Log[5] + E^x*Log[5]*Log[x] + E^x*(-1 + x)*Log[5]*Log[x]*Log[x*Log[x]])/(x^2*Log[x]),x]","\frac{e^x \log (5) \log (x \log (x))}{x}","\log (5) \left(\frac{e^x \log (x \log (x))}{x}+9\right)",1,"(E^x*Log[5]*Log[x*Log[x]])/x","A",13,7,39,0.1795,1,"{6688, 12, 6742, 2177, 2178, 2197, 2555}"
4369,1,11,0,0.0709957,"\int \frac{1-8 x \log (x)}{2 x \log (x)} \, dx","Int[(1 - 8*x*Log[x])/(2*x*Log[x]),x]","\frac{1}{2} \log (\log (x))-4 x","\frac{1}{4} \log \left(\log ^2(x)\right)-4 x",1,"-4*x + Log[Log[x]]/2","A",5,4,18,0.2222,1,"{12, 6688, 2302, 29}"
4370,1,13,0,0.0104412,"\int \frac{-3+7 x+3 e^x x}{3 x} \, dx","Int[(-3 + 7*x + 3*E^x*x)/(3*x),x]","\frac{7 x}{3}+e^x-\log (x)","\frac{7 x}{3}+e^x+\log \left(\frac{12}{x}\right)-5",1,"E^x + (7*x)/3 - Log[x]","A",6,4,18,0.2222,1,"{12, 14, 2194, 43}"
4371,0,0,0,5.262973,"\int \frac{e^{e^8} \left(20-4 e^x\right)+e^{e^8} \left(-20+4 e^x\right) \log (x)+e^{e^8} \left(10+e^x (-2+2 x)\right) \log (x) \log \left(\frac{x}{\log (x)}\right) \log \left(\log ^2\left(\frac{x}{\log (x)}\right)\right)}{\left(25-10 e^x+e^{2 x}\right) \log (x) \log \left(\frac{x}{\log (x)}\right) \log ^2\left(\log ^2\left(\frac{x}{\log (x)}\right)\right)} \, dx","Int[(E^E^8*(20 - 4*E^x) + E^E^8*(-20 + 4*E^x)*Log[x] + E^E^8*(10 + E^x*(-2 + 2*x))*Log[x]*Log[x/Log[x]]*Log[Log[x/Log[x]]^2])/((25 - 10*E^x + E^(2*x))*Log[x]*Log[x/Log[x]]*Log[Log[x/Log[x]]^2]^2),x]","\int \frac{e^{e^8} \left(20-4 e^x\right)+e^{e^8} \left(-20+4 e^x\right) \log (x)+e^{e^8} \left(10+e^x (-2+2 x)\right) \log (x) \log \left(\frac{x}{\log (x)}\right) \log \left(\log ^2\left(\frac{x}{\log (x)}\right)\right)}{\left(25-10 e^x+e^{2 x}\right) \log (x) \log \left(\frac{x}{\log (x)}\right) \log ^2\left(\log ^2\left(\frac{x}{\log (x)}\right)\right)} \, dx","\frac{2 e^{e^8} x}{\left(5-e^x\right) \log \left(\log ^2\left(\frac{x}{\log (x)}\right)\right)}",1,"4*E^E^8*Defer[Int][1/((-5 + E^x)*Log[x/Log[x]]*Log[Log[x/Log[x]]^2]^2), x] - 4*E^E^8*Defer[Int][1/((-5 + E^x)*Log[x]*Log[x/Log[x]]*Log[Log[x/Log[x]]^2]^2), x] - 2*E^E^8*Defer[Int][1/((-5 + E^x)*Log[Log[x/Log[x]]^2]), x] + 10*E^E^8*Defer[Int][x/((-5 + E^x)^2*Log[Log[x/Log[x]]^2]), x] + 2*E^E^8*Defer[Int][x/((-5 + E^x)*Log[Log[x/Log[x]]^2]), x]","F",0,0,0,0,-1,"{}"
4372,1,26,0,0.2658732,"\int \frac{2 x+3 x^2+3 \log (5)+\left(-x-3 x^2-\log (5)\right) \log \left(\frac{x+3 x^2+\log (5)}{3 x}\right)}{-x-5 x^2-6 x^3+(-1-2 x) \log (5)+\left(x^2+3 x^3+x \log (5)\right) \log \left(\frac{x+3 x^2+\log (5)}{3 x}\right)} \, dx","Int[(2*x + 3*x^2 + 3*Log[5] + (-x - 3*x^2 - Log[5])*Log[(x + 3*x^2 + Log[5])/(3*x)])/(-x - 5*x^2 - 6*x^3 + (-1 - 2*x)*Log[5] + (x^2 + 3*x^3 + x*Log[5])*Log[(x + 3*x^2 + Log[5])/(3*x)]),x]","-\log \left(2 x+x \left(-\log \left(x+\frac{\log (5)}{3 x}+\frac{1}{3}\right)\right)+1\right)","\log \left(\frac{x}{2 \left(x^2 \left(\log \left(\frac{x^2+\frac{1}{3} (x+\log (5))}{x}\right)-2\right)-x\right)}\right)+4",1,"-Log[1 + 2*x - x*Log[1/3 + x + Log[5]/(3*x)]]","A",2,2,100,0.02000,1,"{6741, 6684}"
4373,0,0,0,5.7174409,"\int \frac{\left(-15-3 e^x+3 x\right) \log \left(5 x+e^x x-x^2\right)+\left(-40 x+16 x^2+e^x \left(-8 x-8 x^2\right)\right) \log \left(\log \left(5 x+e^x x-x^2\right)\right)+\left(-120-24 e^x+24 x\right) \log \left(5 x+e^x x-x^2\right) \log ^2\left(\log \left(5 x+e^x x-x^2\right)\right)+\left(-240-48 e^x+48 x\right) \log \left(5 x+e^x x-x^2\right) \log ^4\left(\log \left(5 x+e^x x-x^2\right)\right)}{\left(15 x^2+3 e^x x^2-3 x^3\right) \log \left(5 x+e^x x-x^2\right)+\left(120 x^2+24 e^x x^2-24 x^3\right) \log \left(5 x+e^x x-x^2\right) \log ^2\left(\log \left(5 x+e^x x-x^2\right)\right)+\left(240 x^2+48 e^x x^2-48 x^3\right) \log \left(5 x+e^x x-x^2\right) \log ^4\left(\log \left(5 x+e^x x-x^2\right)\right)} \, dx","Int[((-15 - 3*E^x + 3*x)*Log[5*x + E^x*x - x^2] + (-40*x + 16*x^2 + E^x*(-8*x - 8*x^2))*Log[Log[5*x + E^x*x - x^2]] + (-120 - 24*E^x + 24*x)*Log[5*x + E^x*x - x^2]*Log[Log[5*x + E^x*x - x^2]]^2 + (-240 - 48*E^x + 48*x)*Log[5*x + E^x*x - x^2]*Log[Log[5*x + E^x*x - x^2]]^4)/((15*x^2 + 3*E^x*x^2 - 3*x^3)*Log[5*x + E^x*x - x^2] + (120*x^2 + 24*E^x*x^2 - 24*x^3)*Log[5*x + E^x*x - x^2]*Log[Log[5*x + E^x*x - x^2]]^2 + (240*x^2 + 48*E^x*x^2 - 48*x^3)*Log[5*x + E^x*x - x^2]*Log[Log[5*x + E^x*x - x^2]]^4),x]","\int \frac{\left(-15-3 e^x+3 x\right) \log \left(5 x+e^x x-x^2\right)+\left(-40 x+16 x^2+e^x \left(-8 x-8 x^2\right)\right) \log \left(\log \left(5 x+e^x x-x^2\right)\right)+\left(-120-24 e^x+24 x\right) \log \left(5 x+e^x x-x^2\right) \log ^2\left(\log \left(5 x+e^x x-x^2\right)\right)+\left(-240-48 e^x+48 x\right) \log \left(5 x+e^x x-x^2\right) \log ^4\left(\log \left(5 x+e^x x-x^2\right)\right)}{\left(15 x^2+3 e^x x^2-3 x^3\right) \log \left(5 x+e^x x-x^2\right)+\left(120 x^2+24 e^x x^2-24 x^3\right) \log \left(5 x+e^x x-x^2\right) \log ^2\left(\log \left(5 x+e^x x-x^2\right)\right)+\left(240 x^2+48 e^x x^2-48 x^3\right) \log \left(5 x+e^x x-x^2\right) \log ^4\left(\log \left(5 x+e^x x-x^2\right)\right)} \, dx","\frac{1}{2} \left(\frac{2}{x}-\frac{2}{\frac{3}{4 \log ^2\left(\log \left(\left(-x+e^x+5\right) x\right)\right)}+3}\right)-3",1,"x^(-1) - (8*Defer[Int][Log[Log[5*x + E^x*x - x^2]]/(Log[5*x + E^x*x - x^2]*(1 + 4*Log[Log[-(x*(-5 - E^x + x))]]^2)^2), x])/3 + 16*Defer[Int][Log[Log[5*x + E^x*x - x^2]]/((5 + E^x - x)*Log[5*x + E^x*x - x^2]*(1 + 4*Log[Log[-(x*(-5 - E^x + x))]]^2)^2), x] - (8*Defer[Int][Log[Log[5*x + E^x*x - x^2]]/(x*Log[5*x + E^x*x - x^2]*(1 + 4*Log[Log[-(x*(-5 - E^x + x))]]^2)^2), x])/3 + (8*Defer[Int][(x*Log[Log[5*x + E^x*x - x^2]])/((-5 - E^x + x)*Log[5*x + E^x*x - x^2]*(1 + 4*Log[Log[-(x*(-5 - E^x + x))]]^2)^2), x])/3","F",0,0,0,0,-1,"{}"
4374,1,16,0,0.0324093,"\int \frac{1}{3} e^{\frac{1}{3} \left(12-43 x+12 x^2\right)} (-172+96 x) \, dx","Int[(E^((12 - 43*x + 12*x^2)/3)*(-172 + 96*x))/3,x]","4 e^{4 x^2-\frac{43 x}{3}+4}","4 \exp \left(\left(\frac{4}{3}-4 x\right) \left(\frac{x (x+4)-x}{x}-2 x\right)-x\right)",1,"4*E^(4 - (43*x)/3 + 4*x^2)","A",3,3,25,0.1200,1,"{12, 2244, 2236}"
4375,0,0,0,3.6977299,"\int \frac{e^{\frac{6}{-9-5 x+3 \log (x)}} \left(-36-39 x-60 x^2-25 x^3+\left(54 x+30 x^2\right) \log (x)-9 x \log ^2(x)\right)}{324 x+684 x^2+541 x^3+190 x^4+25 x^5+\left(-216 x-336 x^2-174 x^3-30 x^4\right) \log (x)+\left(36 x+36 x^2+9 x^3\right) \log ^2(x)} \, dx","Int[(E^(6/(-9 - 5*x + 3*Log[x]))*(-36 - 39*x - 60*x^2 - 25*x^3 + (54*x + 30*x^2)*Log[x] - 9*x*Log[x]^2))/(324*x + 684*x^2 + 541*x^3 + 190*x^4 + 25*x^5 + (-216*x - 336*x^2 - 174*x^3 - 30*x^4)*Log[x] + (36*x + 36*x^2 + 9*x^3)*Log[x]^2),x]","\int \frac{e^{\frac{6}{-9-5 x+3 \log (x)}} \left(-36-39 x-60 x^2-25 x^3+\left(54 x+30 x^2\right) \log (x)-9 x \log ^2(x)\right)}{324 x+684 x^2+541 x^3+190 x^4+25 x^5+\left(-216 x-336 x^2-174 x^3-30 x^4\right) \log (x)+\left(36 x+36 x^2+9 x^3\right) \log ^2(x)} \, dx","\frac{e^{\frac{2}{-2 x+\frac{x+3}{3}+\log (x)-4}}}{x+2}-e+4",1,"-Defer[Int][1/(E^(6/(9 + 5*x - 3*Log[x]))*(2 + x)^2), x] - 9*Defer[Int][1/(E^(6/(9 + 5*x - 3*Log[x]))*x*(9 + 5*x - 3*Log[x])^2), x] + 39*Defer[Int][1/(E^(6/(9 + 5*x - 3*Log[x]))*(2 + x)*(9 + 5*x - 3*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
4376,1,18,0,0.189917,"\int \frac{e^{-2 x} \left(112+80 x+e^{2 x} \left(-8-60 x-150 x^2-125 x^3\right)\right)}{8+60 x+150 x^2+125 x^3} \, dx","Int[(112 + 80*x + E^(2*x)*(-8 - 60*x - 150*x^2 - 125*x^3))/(E^(2*x)*(8 + 60*x + 150*x^2 + 125*x^3)),x]","-x-\frac{8 e^{-2 x}}{(5 x+2)^2}","-x-\frac{2 e^{-2 x}}{\left(\frac{5 x}{2}+1\right)^2}+e^5-1",1,"-x - 8/(E^(2*x)*(2 + 5*x)^2)","A",3,2,49,0.04082,1,"{6688, 2197}"
4377,1,26,0,0.0819495,"\int \frac{1}{6} \left(2 x-216 x^2+24 x^3+e^x \left(9 x^2+3 x^3\right)\right) \, dx","Int[(2*x - 216*x^2 + 24*x^3 + E^x*(9*x^2 + 3*x^3))/6,x]","x^4+\frac{e^x x^3}{2}-12 x^3+\frac{x^2}{6}","\frac{1}{2} x^3 \left(2 x+e^x+\frac{1}{3 x}-24\right)",1,"x^2/6 - 12*x^3 + (E^x*x^3)/2 + x^4","A",12,5,33,0.1515,1,"{12, 1593, 2196, 2176, 2194}"
4378,1,25,0,1.10835,"\int \frac{1}{5} e^{\frac{1}{5} \left(-16 x-2 e x-2 e^4 x+2 x^2\right)} \left(-48-6 e-6 e^4+5 e^{\frac{1}{5} \left(16 x+2 e x+2 e^4 x-2 x^2\right)}+12 x\right) \, dx","Int[(E^((-16*x - 2*E*x - 2*E^4*x + 2*x^2)/5)*(-48 - 6*E - 6*E^4 + 5*E^((16*x + 2*E*x + 2*E^4*x - 2*x^2)/5) + 12*x))/5,x]","3 e^{\frac{2 x^2}{5}-\frac{2}{5} \left(8+e+e^4\right) x}+x","x+3 e^{-\frac{2}{5} \left(-x+e^4+e\right) x-\frac{16 x}{5}}",1,"3*E^((-2*(8 + E + E^4)*x)/5 + (2*x^2)/5) + x","A",13,10,69,0.1449,1,"{12, 6741, 6742, 6688, 8, 2235, 2234, 2204, 2244, 2240}"
4379,1,17,0,0.1239804,"\int \frac{-2 x-2 e^4 x+\left(2 x+2 e^4 x\right) \log (x)+9 \log ^3(x)}{\log ^3(x)} \, dx","Int[(-2*x - 2*E^4*x + (2*x + 2*E^4*x)*Log[x] + 9*Log[x]^3)/Log[x]^3,x]","\frac{\left(1+e^4\right) x^2}{\log ^2(x)}+9 x","\frac{\left(1+e^4\right) x^2}{\log ^2(x)}-\left(\frac{e^3}{x}-9\right) x",1,"9*x + ((1 + E^4)*x^2)/Log[x]^2","A",10,5,34,0.1471,1,"{6, 6742, 2306, 2309, 2178}"
4380,0,0,0,40.4319791,"\int \frac{\exp \left(2 \exp \left(-x^5+2 x^4 \log \left(\frac{45+x \log (5)}{x}\right)-x^3 \log ^2\left(\frac{45+x \log (5)}{x}\right)\right)-x^5+2 x^4 \log \left(\frac{45+x \log (5)}{x}\right)-x^3 \log ^2\left(\frac{45+x \log (5)}{x}\right)\right) \left(-180 x^3-450 x^4-10 x^5 \log (5)+\left(180 x^2+720 x^3+16 x^4 \log (5)\right) \log \left(\frac{45+x \log (5)}{x}\right)+\left(-270 x^2-6 x^3 \log (5)\right) \log ^2\left(\frac{45+x \log (5)}{x}\right)\right)}{45+x \log (5)} \, dx","Int[(E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*(-180*x^3 - 450*x^4 - 10*x^5*Log[5] + (180*x^2 + 720*x^3 + 16*x^4*Log[5])*Log[(45 + x*Log[5])/x] + (-270*x^2 - 6*x^3*Log[5])*Log[(45 + x*Log[5])/x]^2))/(45 + x*Log[5]),x]","\int \frac{\exp \left(2 \exp \left(-x^5+2 x^4 \log \left(\frac{45+x \log (5)}{x}\right)-x^3 \log ^2\left(\frac{45+x \log (5)}{x}\right)\right)-x^5+2 x^4 \log \left(\frac{45+x \log (5)}{x}\right)-x^3 \log ^2\left(\frac{45+x \log (5)}{x}\right)\right) \left(-180 x^3-450 x^4-10 x^5 \log (5)+\left(180 x^2+720 x^3+16 x^4 \log (5)\right) \log \left(\frac{45+x \log (5)}{x}\right)+\left(-270 x^2-6 x^3 \log (5)\right) \log ^2\left(\frac{45+x \log (5)}{x}\right)\right)}{45+x \log (5)} \, dx","e^{2 e^{-x^3 \left(\log \left(\frac{45}{x}+\log (5)\right)-x\right)^2}}",1,"(-364500*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2), x])/Log[5]^3 + (8100*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x, x])/Log[5]^2 - (180*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x^2, x])/Log[5] - 10*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x^4, x] + (16402500*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)/(45 + x*Log[5]), x])/Log[5]^3 - (8100*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*Log[45/x + Log[5]], x])/Log[5]^2 + (180*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x*Log[45/x + Log[5]], x])/Log[5] + 16*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x^3*Log[45/x + Log[5]], x] + (364500*Defer[Int][(E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*Log[45/x + Log[5]])/(45 + x*Log[5]), x])/Log[5]^2 - 6*Defer[Int][E^(2*E^(-x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2) - x^5 + 2*x^4*Log[(45 + x*Log[5])/x] - x^3*Log[(45 + x*Log[5])/x]^2)*x^2*Log[45/x + Log[5]]^2, x]","F",0,0,0,0,-1,"{}"
4381,1,29,0,0.0349932,"\int \frac{-9-3 e+3 \log \left(36 x^2-12 x^2 \log (3)+x^2 \log ^2(3)\right)}{x^2} \, dx","Int[(-9 - 3*E + 3*Log[36*x^2 - 12*x^2*Log[3] + x^2*Log[3]^2])/x^2,x]","\frac{3 \left(-\log \left(x^2 (6-\log (3))^2\right)+e+3\right)}{x}-\frac{6}{x}","\frac{3 \left(-\log \left(x^2 (6-\log (3))^2\right)+e+1\right)}{x}",1,"-6/x + (3*(3 + E - Log[x^2*(6 - Log[3])^2]))/x","A",2,2,33,0.06061,1,"{2461, 2304}"
4382,1,41,0,0.0095648,"\int \frac{1}{25} \left(340-2724 x-2580 x^2+7396 x^3+e^{10} (-100+860 x)\right) \, dx","Int[(340 - 2724*x - 2580*x^2 + 7396*x^3 + E^10*(-100 + 860*x))/25,x]","\frac{1849 x^4}{25}-\frac{172 x^3}{5}-\frac{1362 x^2}{25}+\frac{68 x}{5}+\frac{2}{215} e^{10} (5-43 x)^2","\left(-9 x^2+\frac{1}{5} \left(2 x^2-3\right)+2 x-e^{10}+4\right)^2",1,"(2*E^10*(5 - 43*x)^2)/215 + (68*x)/5 - (1362*x^2)/25 - (172*x^3)/5 + (1849*x^4)/25","A",2,1,28,0.03571,1,"{12}"
4383,1,166,0,1.7831699,"\int \frac{10+10 e^{4 x/5}+e^{3 x/5} (40-40 x)-40 x+60 x^2-40 x^3+10 x^4+e^{2 x/5} \left(60-120 x+60 x^2\right)+e^{x/5} \left(40-120 x+120 x^2-40 x^3\right)+\left(10+60 x^2-80 x^3+30 x^4+e^{4 x/5} (-10+8 x)+e^{3 x/5} \left(-40+24 x-24 x^2\right)+e^{2 x/5} \left(-60+24 x+12 x^2+24 x^3\right)+e^{x/5} \left(-40+8 x+96 x^2-56 x^3-8 x^4\right)\right) \log (x)-10 \log ^2(x)}{5 x^2} \, dx","Int[(10 + 10*E^((4*x)/5) + E^((3*x)/5)*(40 - 40*x) - 40*x + 60*x^2 - 40*x^3 + 10*x^4 + E^((2*x)/5)*(60 - 120*x + 60*x^2) + E^(x/5)*(40 - 120*x + 120*x^2 - 40*x^3) + (10 + 60*x^2 - 80*x^3 + 30*x^4 + E^((4*x)/5)*(-10 + 8*x) + E^((3*x)/5)*(-40 + 24*x - 24*x^2) + E^((2*x)/5)*(-60 + 24*x + 12*x^2 + 24*x^3) + E^(x/5)*(-40 + 8*x + 96*x^2 - 56*x^3 - 8*x^4))*Log[x] - 10*Log[x]^2)/(5*x^2),x]","2 x^3 \log (x)-8 e^{x/5} x^2 \log (x)-8 x^2 \log (x)+\frac{8 e^{3 x/5} \left(x \log (x)-x^2 \log (x)\right)}{x^2}+\frac{2 \log ^2(x)}{x}+24 e^{x/5} x \log (x)+12 e^{2 x/5} x \log (x)+12 x \log (x)-24 e^{x/5} \log (x)-24 e^{2 x/5} \log (x)-8 \log (x)+\frac{8 e^{x/5} \log (x)}{x}+\frac{12 e^{2 x/5} \log (x)}{x}+\frac{2 e^{4 x/5} \log (x)}{x}+\frac{2 \log (x)}{x}","\frac{2 \log (x) \left(\left(x-e^{x/5}-1\right)^4+\log (x)\right)}{x}",1,"-8*Log[x] - 24*E^(x/5)*Log[x] - 24*E^((2*x)/5)*Log[x] + (2*Log[x])/x + (8*E^(x/5)*Log[x])/x + (12*E^((2*x)/5)*Log[x])/x + (2*E^((4*x)/5)*Log[x])/x + 12*x*Log[x] + 24*E^(x/5)*x*Log[x] + 12*E^((2*x)/5)*x*Log[x] - 8*x^2*Log[x] - 8*E^(x/5)*x^2*Log[x] + 2*x^3*Log[x] + (2*Log[x]^2)/x + (8*E^((3*x)/5)*(x*Log[x] - x^2*Log[x]))/x^2","B",53,15,198,0.07576,1,"{12, 14, 2288, 6742, 2199, 2194, 2177, 2178, 2176, 2554, 43, 2357, 2295, 2304, 2305}"
4384,1,117,0,0.2076869,"\int \frac{-12-34 x+12 x^2+e (-1+8 x)+\left(-16-x+4 x^2\right) \log \left(-64-4 x+16 x^2\right)}{-16-x+4 x^2} \, dx","Int[(-12 - 34*x + 12*x^2 + E*(-1 + 8*x) + (-16 - x + 4*x^2)*Log[-64 - 4*x + 16*x^2])/(-16 - x + 4*x^2),x]","x \log \left(16 x^2-4 x-64\right)+x-\frac{1}{8} \left(31+\sqrt{257}-8 e\right) \log \left(-8 x-\sqrt{257}+1\right)-\frac{1}{8} \left(1-\sqrt{257}\right) \log \left(-8 x-\sqrt{257}+1\right)-\frac{1}{8} \left(31-\sqrt{257}-8 e\right) \log \left(-8 x+\sqrt{257}+1\right)-\frac{1}{8} \left(1+\sqrt{257}\right) \log \left(-8 x+\sqrt{257}+1\right)","(x+e-4) \log \left(4 \left(4 x^2-x-16\right)\right)+x",1,"x - ((1 - Sqrt[257])*Log[1 - Sqrt[257] - 8*x])/8 - ((31 + Sqrt[257] - 8*E)*Log[1 - Sqrt[257] - 8*x])/8 - ((1 + Sqrt[257])*Log[1 + Sqrt[257] - 8*x])/8 - ((31 - Sqrt[257] - 8*E)*Log[1 + Sqrt[257] - 8*x])/8 + x*Log[-64 - 4*x + 16*x^2]","B",12,6,52,0.1154,1,"{6728, 1657, 632, 31, 2523, 773}"
4385,1,22,0,0.1073772,"\int \left(5+e^{e^{2 e^{5-x}}+x} \left(1-2 e^{5+2 e^{5-x}-x}\right)+2 x\right) \, dx","Int[5 + E^(E^(2*E^(5 - x)) + x)*(1 - 2*E^(5 + 2*E^(5 - x) - x)) + 2*x,x]","x^2+5 x+e^{x+e^{2 e^{5-x}}}","x (x+5)+e^{x+e^{2 e^{5-x}}}-\frac{7}{3}",1,"E^(E^(2*E^(5 - x)) + x) + 5*x + x^2","A",3,2,41,0.04878,1,"{2282, 2288}"
4386,0,0,0,19.6204144,"\int \frac{\exp \left(-2+\frac{e^{4 x}+4 e^{3 x} x^2-9 e^2 x^3+6 e^{2 x} x^4+4 e^x x^6+x^8}{9 e^2 x^2}\right) \left(18 x^8+6 x^9+e^{4 x} \left(-6+10 x+4 x^2\right)+e^2 \left(-36 x^3-9 x^4\right)+e^{3 x} \left(36 x^3+12 x^4\right)+e^{2 x} \left(36 x^4+48 x^5+12 x^6\right)+e^x \left(48 x^6+28 x^7+4 x^8\right)\right)}{243 x^3+162 x^4+27 x^5} \, dx","Int[(E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*(18*x^8 + 6*x^9 + E^(4*x)*(-6 + 10*x + 4*x^2) + E^2*(-36*x^3 - 9*x^4) + E^(3*x)*(36*x^3 + 12*x^4) + E^(2*x)*(36*x^4 + 48*x^5 + 12*x^6) + E^x*(48*x^6 + 28*x^7 + 4*x^8)))/(243*x^3 + 162*x^4 + 27*x^5),x]","\int \frac{\exp \left(-2+\frac{e^{4 x}+4 e^{3 x} x^2-9 e^2 x^3+6 e^{2 x} x^4+4 e^x x^6+x^8}{9 e^2 x^2}\right) \left(18 x^8+6 x^9+e^{4 x} \left(-6+10 x+4 x^2\right)+e^2 \left(-36 x^3-9 x^4\right)+e^{3 x} \left(36 x^3+12 x^4\right)+e^{2 x} \left(36 x^4+48 x^5+12 x^6\right)+e^x \left(48 x^6+28 x^7+4 x^8\right)\right)}{243 x^3+162 x^4+27 x^5} \, dx","\frac{e^{\frac{\left(x^2+e^x\right)^4}{9 e^2 x^2}-x}}{3 (x+3)}",1,"(4*Defer[Int][E^(-1/9*(-E^(4*x) + 18*E^2*x^2 - 4*E^(3*x)*x^2 - 6*E^(2*x)*x^4 - 4*E^x*x^6 - x^8)/(E^2*x^2)), x])/3 + 18*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2)), x] - (8*Defer[Int][E^(-2 + 2*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2)), x])/9 - (2*Defer[Int][E^(-2 + 4*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/x^3, x])/81 + (14*Defer[Int][E^(-2 + 4*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/x^2, x])/243 - (14*Defer[Int][E^(-2 + 4*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/x, x])/729 - (4*Defer[Int][x/E^((-E^(4*x) + 18*E^2*x^2 - 4*E^(3*x)*x^2 - 6*E^(2*x)*x^4 - 4*E^x*x^6 - x^8)/(9*E^2*x^2)), x])/9 - 6*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*x, x] + (4*Defer[Int][E^(-2 + 2*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*x, x])/9 + (4*Defer[Int][x^2/E^((-E^(4*x) + 18*E^2*x^2 - 4*E^(3*x)*x^2 - 6*E^(2*x)*x^4 - 4*E^x*x^6 - x^8)/(9*E^2*x^2)), x])/27 + 2*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*x^2, x] + (4*Defer[Int][x^3/E^((-E^(4*x) + 18*E^2*x^2 - 4*E^(3*x)*x^2 - 6*E^(2*x)*x^4 - 4*E^x*x^6 - x^8)/(9*E^2*x^2)), x])/27 - (2*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*x^3, x])/3 + (2*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))*x^4, x])/9 - Defer[Int][E^((E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/(3 + x)^2, x]/3 - 4*Defer[Int][1/(E^((-E^(4*x) + 18*E^2*x^2 - 4*E^(3*x)*x^2 - 6*E^(2*x)*x^4 - 4*E^x*x^6 - x^8)/(9*E^2*x^2))*(3 + x)), x] - ((162 + E^2)*Defer[Int][E^(-2 + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/(3 + x), x])/3 + (8*Defer[Int][E^(-2 + 2*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/(3 + x), x])/3 + (4*Defer[Int][E^(-2 + 3*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/(3 + x), x])/9 + (14*Defer[Int][E^(-2 + 4*x + (E^(4*x) + 4*E^(3*x)*x^2 - 9*E^2*x^3 + 6*E^(2*x)*x^4 + 4*E^x*x^6 + x^8)/(9*E^2*x^2))/(3 + x), x])/729","F",0,0,0,0,-1,"{}"
4387,1,28,0,0.1008633,"\int \frac{160-224 x+104 x^2-16 x^3+\left(-4-4 x+x^2\right) \log (4)}{448-288 x-80 x^2+72 x^3-8 x^4+\left(-4 x+x^3\right) \log (4)} \, dx","Int[(160 - 224*x + 104*x^2 - 16*x^3 + (-4 - 4*x + x^2)*Log[4])/(448 - 288*x - 80*x^2 + 72*x^3 - 8*x^4 + (-4*x + x^3)*Log[4]),x]","\log \left(8 x^2-x (72+\log (4))+112\right)-\log (2-x)+\log (x+2)","\log \left((x+2) \left(-2 (7-x)-\frac{x \log (4)}{4 (x-2)}\right)\right)",1,"-Log[2 - x] + Log[2 + x] + Log[112 + 8*x^2 - x*(72 + Log[4])]","A",3,2,59,0.03390,1,"{2074, 628}"
4388,1,18,0,0.0224225,"\int \frac{-3+9 x-2 x^2+(9-2 x) \log (2)}{3 x+3 \log (2)} \, dx","Int[(-3 + 9*x - 2*x^2 + (9 - 2*x)*Log[2])/(3*x + 3*Log[2]),x]","-\frac{x^2}{3}+3 x-\log (x+\log (2))","\frac{1}{3} \left(\log \left(2 e^2\right)-x^2\right)+3 x-\log (x+\log (2))-3",1,"3*x - x^2/3 - Log[x + Log[2]]","A",2,1,29,0.03448,1,"{1850}"
4389,0,0,0,33.4997269,"\int \frac{-5 x-x^2-6 x^3+10 x^4-4 x^5+(-10+2 x) \log (2 x)+\left(-2 x-12 x^2+20 x^3-8 x^4\right) \log ^2(2 x)+\left(-6 x+10 x^2-4 x^3\right) \log ^4(2 x)+\left(-x^2-3 x^3-x^5+\left(-x-6 x^2-2 x^4\right) \log ^2(2 x)+\left(-3 x-x^3\right) \log ^4(2 x)\right) \log \left(\frac{1+3 x+x^3+\left(3+x^2\right) \log ^2(2 x)}{x+\log ^2(2 x)}\right)}{x^2+3 x^3+x^5+\left(x+6 x^2+2 x^4\right) \log ^2(2 x)+\left(3 x+x^3\right) \log ^4(2 x)} \, dx","Int[(-5*x - x^2 - 6*x^3 + 10*x^4 - 4*x^5 + (-10 + 2*x)*Log[2*x] + (-2*x - 12*x^2 + 20*x^3 - 8*x^4)*Log[2*x]^2 + (-6*x + 10*x^2 - 4*x^3)*Log[2*x]^4 + (-x^2 - 3*x^3 - x^5 + (-x - 6*x^2 - 2*x^4)*Log[2*x]^2 + (-3*x - x^3)*Log[2*x]^4)*Log[(1 + 3*x + x^3 + (3 + x^2)*Log[2*x]^2)/(x + Log[2*x]^2)])/(x^2 + 3*x^3 + x^5 + (x + 6*x^2 + 2*x^4)*Log[2*x]^2 + (3*x + x^3)*Log[2*x]^4),x]","\int \frac{-5 x-x^2-6 x^3+10 x^4-4 x^5+(-10+2 x) \log (2 x)+\left(-2 x-12 x^2+20 x^3-8 x^4\right) \log ^2(2 x)+\left(-6 x+10 x^2-4 x^3\right) \log ^4(2 x)+\left(-x^2-3 x^3-x^5+\left(-x-6 x^2-2 x^4\right) \log ^2(2 x)+\left(-3 x-x^3\right) \log ^4(2 x)\right) \log \left(\frac{1+3 x+x^3+\left(3+x^2\right) \log ^2(2 x)}{x+\log ^2(2 x)}\right)}{x^2+3 x^3+x^5+\left(x+6 x^2+2 x^4\right) \log ^2(2 x)+\left(3 x+x^3\right) \log ^4(2 x)} \, dx","(5-x) \left(\log \left(x^2+\frac{1}{x+\log ^2(2 x)}+3\right)+2\right)+2",1,"-2*x + 5*Log[3 + x^2] - 5*Log[x + Log[2*x]^2] - x*Log[(1 + 3*x + x^3 + (3 + x^2)*Log[2*x]^2)/(x + Log[2*x]^2)] + 15*Defer[Int][(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2)^(-1), x] + 5*Defer[Int][1/((I*Sqrt[3] - x)*(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2)), x] + 5*Defer[Int][x^2/(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2), x] - 5*Defer[Int][1/((I*Sqrt[3] + x)*(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2)), x] + 30*Defer[Int][Log[2*x]/(x*(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2)), x] + 10*Defer[Int][(x*Log[2*x])/(1 + 3*x + x^3 + 3*Log[2*x]^2 + x^2*Log[2*x]^2), x]","F",0,0,0,0,-1,"{}"
4390,1,8,0,0.0016474,"\int \frac{e^{98}}{x^2} \, dx","Int[E^98/x^2,x]","-\frac{e^{98}}{x}","-\frac{e^{98}}{x}",1,"-(E^98/x)","A",2,2,7,0.2857,1,"{12, 30}"
4391,1,40,0,1.7939511,"\int \frac{-180-72 x+9 x^2+e^2 \left(120+48 x-6 x^2\right)+e^4 \left(-20-8 x+x^2\right)+e^{-8+2 x} \left(-20-8 x+x^2\right)+e^{-4+x} \left(120+48 x-131 x^2-50 x^3-5 x^4+e^2 \left(-40-16 x+2 x^2\right)\right)}{225 x^2+90 x^3+9 x^4+e^2 \left(-150 x^2-60 x^3-6 x^4\right)+e^4 \left(25 x^2+10 x^3+x^4\right)+e^{-8+2 x} \left(25 x^2+10 x^3+x^4\right)+e^{-4+x} \left(-150 x^2-60 x^3-6 x^4+e^2 \left(50 x^2+20 x^3+2 x^4\right)\right)} \, dx","Int[(-180 - 72*x + 9*x^2 + E^2*(120 + 48*x - 6*x^2) + E^4*(-20 - 8*x + x^2) + E^(-8 + 2*x)*(-20 - 8*x + x^2) + E^(-4 + x)*(120 + 48*x - 131*x^2 - 50*x^3 - 5*x^4 + E^2*(-40 - 16*x + 2*x^2)))/(225*x^2 + 90*x^3 + 9*x^4 + E^2*(-150*x^2 - 60*x^3 - 6*x^4) + E^4*(25*x^2 + 10*x^3 + x^4) + E^(-8 + 2*x)*(25*x^2 + 10*x^3 + x^4) + E^(-4 + x)*(-150*x^2 - 60*x^3 - 6*x^4 + E^2*(50*x^2 + 20*x^3 + 2*x^4))),x]","\frac{4}{5 x}-\frac{9}{5 (x+5)}+\frac{5 e^4}{e^x-e^4 \left(3-e^2\right)}","-\frac{x-4}{x (x+5)}+\frac{5}{e^{x-4}-3+e^2}+1",1,"(5*E^4)/(E^x - E^4*(3 - E^2)) + 4/(5*x) - 9/(5*(5 + x))","A",12,8,213,0.03756,1,"{6688, 6742, 2282, 44, 36, 31, 29, 893}"
4392,1,31,0,0.1376924,"\int \frac{x^3-10 e^{\frac{2}{e^3}-5 x^2} x^4+e^x \left(-6-x+4 x^2\right)}{x^3} \, dx","Int[(x^3 - 10*E^(2/E^3 - 5*x^2)*x^4 + E^x*(-6 - x + 4*x^2))/x^3,x]","e^{\frac{2}{e^3}-5 x^2}+\frac{3 e^x}{x^2}+x+\frac{4 e^x}{x}","e^{\frac{2}{e^3}-5 x^2}+\frac{e^x \left(\frac{3}{x}+4\right)}{x}+x-3",1,"E^(2/E^3 - 5*x^2) + (3*E^x)/x^2 + (4*E^x)/x + x","A",13,5,40,0.1250,1,"{14, 2209, 2199, 2177, 2178}"
4393,1,27,0,0.0570616,"\int \frac{4 x+4 x^2+e^{5+e} \left(4 x+4 x^2\right)}{1+4 x+12 x^2+16 x^3+16 x^4} \, dx","Int[(4*x + 4*x^2 + E^(5 + E)*(4*x + 4*x^2))/(1 + 4*x + 12*x^2 + 16*x^3 + 16*x^4),x]","-\frac{2 \left(1+e^{5+e}\right) (2 x+1)}{16 \left(x+\frac{1}{4}\right)^2+3}","\frac{2 \left(1+e^{5+e}\right)}{\frac{1}{x^2}+\frac{2}{x}+4}",1,"(-2*(1 + E^(5 + E))*(1 + 2*x))/(3 + 16*(1/4 + x)^2)","A",4,4,47,0.08511,1,"{1680, 12, 1814, 8}"
4394,1,20,0,0.0534078,"\int \frac{1-2 e^7+\left(7-6 e^7\right) \log (x)+6 \log ^2(x)}{\left(x-2 e^7 x\right) \log (x)+2 x \log ^2(x)} \, dx","Int[(1 - 2*E^7 + (7 - 6*E^7)*Log[x] + 6*Log[x]^2)/((x - 2*E^7*x)*Log[x] + 2*x*Log[x]^2),x]","3 \log (x)+\log (\log (x))+\log \left(2 \log (x)-2 e^7+1\right)","\log \left(3 x^3 \log (x) \left(2 \left(\log (x)-e^7\right)+1\right)\right)+2",1,"3*Log[x] + Log[Log[x]] + Log[1 - 2*E^7 + 2*Log[x]]","A",4,2,45,0.04444,1,"{6, 893}"
4395,0,0,0,9.6815757,"\int \frac{-480-84 x+21 x^2+3 x^3+e^{25+10 x+x^2} \left(-160-28 x+7 x^2+x^3\right) \log (5-x)+\left(60 x-12 x^2+e^{25+10 x+x^2} \left(32 x+12 x^2+x^3\right)+e^{25+10 x+x^2} \left(-1580 x-604 x^2+14 x^3+24 x^4+2 x^5\right) \log (5-x)\right) \log (x)}{\left(-480 x-84 x^2+21 x^3+3 x^4+e^{25+10 x+x^2} \left(-160 x-28 x^2+7 x^3+x^4\right) \log (5-x)\right) \log (x)} \, dx","Int[(-480 - 84*x + 21*x^2 + 3*x^3 + E^(25 + 10*x + x^2)*(-160 - 28*x + 7*x^2 + x^3)*Log[5 - x] + (60*x - 12*x^2 + E^(25 + 10*x + x^2)*(32*x + 12*x^2 + x^3) + E^(25 + 10*x + x^2)*(-1580*x - 604*x^2 + 14*x^3 + 24*x^4 + 2*x^5)*Log[5 - x])*Log[x])/((-480*x - 84*x^2 + 21*x^3 + 3*x^4 + E^(25 + 10*x + x^2)*(-160*x - 28*x^2 + 7*x^3 + x^4)*Log[5 - x])*Log[x]),x]","\int \frac{-480-84 x+21 x^2+3 x^3+e^{25+10 x+x^2} \left(-160-28 x+7 x^2+x^3\right) \log (5-x)+\left(60 x-12 x^2+e^{25+10 x+x^2} \left(32 x+12 x^2+x^3\right)+e^{25+10 x+x^2} \left(-1580 x-604 x^2+14 x^3+24 x^4+2 x^5\right) \log (5-x)\right) \log (x)}{\left(-480 x-84 x^2+21 x^3+3 x^4+e^{25+10 x+x^2} \left(-160 x-28 x^2+7 x^3+x^4\right) \log (5-x)\right) \log (x)} \, dx","\log \left(\frac{(x+8) \left(e^{(x+5)^2} \log (5-x)+3\right) \log (x)}{x+4}\right)",1,"10*x + x^2 - Log[4 + x] + Log[8 + x] + Log[Log[5 - x]] + Log[Log[x]] - 30*Defer[Int][(3 + E^(5 + x)^2*Log[5 - x])^(-1), x] - 6*Defer[Int][x/(3 + E^(5 + x)^2*Log[5 - x]), x] - 3*Defer[Int][1/((-5 + x)*Log[5 - x]*(3 + E^(5 + x)^2*Log[5 - x])), x]","F",0,0,0,0,-1,"{}"
4396,0,0,0,18.7569923,"\int \frac{\exp \left(\frac{-3 x+x^2+e^{2 x} \left(-5 x-2 x^2\right)+e^{2 x} \log \left(-3 x+x^2\right)}{x}\right) \left(-3 x^2+x^3+e^{2 x} \left(-3+2 x+36 x^2-4 x^4\right)+e^{2 x} \left(3-7 x+2 x^2\right) \log \left(-3 x+x^2\right)\right)}{-3 x^2+x^3} \, dx","Int[(E^((-3*x + x^2 + E^(2*x)*(-5*x - 2*x^2) + E^(2*x)*Log[-3*x + x^2])/x)*(-3*x^2 + x^3 + E^(2*x)*(-3 + 2*x + 36*x^2 - 4*x^4) + E^(2*x)*(3 - 7*x + 2*x^2)*Log[-3*x + x^2]))/(-3*x^2 + x^3),x]","\int \frac{\exp \left(\frac{-3 x+x^2+e^{2 x} \left(-5 x-2 x^2\right)+e^{2 x} \log \left(-3 x+x^2\right)}{x}\right) \left(-3 x^2+x^3+e^{2 x} \left(-3+2 x+36 x^2-4 x^4\right)+e^{2 x} \left(3-7 x+2 x^2\right) \log \left(-3 x+x^2\right)\right)}{-3 x^2+x^3} \, dx","e^{x-e^{2 x} \left(2 x-\frac{\log ((x-3) x)}{x}+5\right)-3}",1,"Defer[Int][E^(-3 + x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x), x] - 12*Defer[Int][E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x), x] + Defer[Int][E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)/(-3 + x), x]/3 + Defer[Int][E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)/x^2, x] - Defer[Int][E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)/x, x]/3 - 4*Defer[Int][E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)*x, x] - Defer[Int][(E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)*Log[(-3 + x)*x])/x^2, x] + 2*Defer[Int][(E^(-3 + 3*x + (E^(2*x)*(-5*x - 2*x^2))/x + (E^(2*x)*Log[-3*x + x^2])/x)*Log[(-3 + x)*x])/x, x]","F",0,0,0,0,-1,"{}"
4397,1,17,0,0.0081239,"\int \frac{-2916-3240 e^4 x^2}{e^8 x^5} \, dx","Int[(-2916 - 3240*E^4*x^2)/(E^8*x^5),x]","\frac{729}{e^8 x^4}+\frac{1620}{e^4 x^2}","9 \left(\frac{9}{e^4 x^2}+10\right)^2",1,"729/(E^8*x^4) + 1620/(E^4*x^2)","A",3,2,17,0.1176,1,"{12, 14}"
4398,1,23,0,0.6628925,"\int \frac{-180000+640 x+191250 x^2-680 x^3+\left(-144000 x-71488 x^2-152744 x^3+544 x^4\right) \log \left(\frac{16+8 x+17 x^2}{16 x}\right)+\left(-800+850 x^2+\left(-640 x-320 x^2-680 x^3\right) \log \left(\frac{16+8 x+17 x^2}{16 x}\right)\right) \log \left(\log \left(\frac{16+8 x+17 x^2}{16 x}\right)\right)}{\left(16 x+8 x^2+17 x^3\right) \log \left(\frac{16+8 x+17 x^2}{16 x}\right)} \, dx","Int[(-180000 + 640*x + 191250*x^2 - 680*x^3 + (-144000*x - 71488*x^2 - 152744*x^3 + 544*x^4)*Log[(16 + 8*x + 17*x^2)/(16*x)] + (-800 + 850*x^2 + (-640*x - 320*x^2 - 680*x^3)*Log[(16 + 8*x + 17*x^2)/(16*x)])*Log[Log[(16 + 8*x + 17*x^2)/(16*x)]])/((16*x + 8*x^2 + 17*x^3)*Log[(16 + 8*x + 17*x^2)/(16*x)]),x]","\left(-4 x+5 \log \left(\log \left(\frac{17 x}{16}+\frac{1}{x}+\frac{1}{2}\right)\right)+1125\right)^2","\left(x-5 \left(x-\log \left(\log \left(\frac{(x+4)^2}{16 x}+x\right)\right)-225\right)\right)^2",1,"(1125 - 4*x + 5*Log[Log[1/2 + x^(-1) + (17*x)/16]])^2","A",4,4,150,0.02667,1,"{1594, 6688, 12, 6686}"
4399,1,21,0,0.1218509,"\int \frac{-2+x-\log \left(\frac{5}{2}\right)+e^x \left(2-x+\log \left(\frac{5}{2}\right)\right)-4 \log \left(2-x+\log \left(\frac{5}{2}\right)\right)}{2-x+\log \left(\frac{5}{2}\right)} \, dx","Int[(-2 + x - Log[5/2] + E^x*(2 - x + Log[5/2]) - 4*Log[2 - x + Log[5/2]])/(2 - x + Log[5/2]),x]","e^x-x+2 \log ^2\left(-x+2+\log \left(\frac{5}{2}\right)\right)","-x+e^x+2 \left(\log ^2\left(-x+2+\log \left(\frac{5}{2}\right)\right)+e^3\right)",1,"E^x - x + 2*Log[2 - x + Log[5/2]]^2","A",6,5,46,0.1087,1,"{6688, 2194, 2390, 12, 2301}"
4400,1,46,0,0.0325618,"\int \frac{-100-10 x^3+x^5+2 x^6-400 e^{50 x^2} x^6}{x^5 \log (3)} \, dx","Int[(-100 - 10*x^3 + x^5 + 2*x^6 - 400*E^(50*x^2)*x^6)/(x^5*Log[3]),x]","\frac{25}{x^4 \log (3)}+\frac{x^2}{\log (3)}-\frac{4 e^{50 x^2}}{\log (3)}+\frac{x}{\log (3)}+\frac{10}{x \log (3)}","\frac{\left(-\frac{5}{x^2}-x\right)^2-4 e^{50 x^2}+x}{\log (3)}",1,"(-4*E^(50*x^2))/Log[3] + 25/(x^4*Log[3]) + 10/(x*Log[3]) + x/Log[3] + x^2/Log[3]","A",6,3,35,0.08571,1,"{12, 14, 2209}"
4401,0,0,0,1.7640667,"\int x^{-2 x} \left(-225-50 x+x^{2 x} \left(75-e^x+30 x+3 x^2\right)+(-250-50 x) \log (x)+x^x \left(-150-80 x-10 x^2+\left(-250-100 x-10 x^2\right) \log (x)\right)\right) \, dx","Int[(-225 - 50*x + x^(2*x)*(75 - E^x + 30*x + 3*x^2) + (-250 - 50*x)*Log[x] + x^x*(-150 - 80*x - 10*x^2 + (-250 - 100*x - 10*x^2)*Log[x]))/x^(2*x),x]","\int x^{-2 x} \left(-225-50 x+x^{2 x} \left(75-e^x+30 x+3 x^2\right)+(-250-50 x) \log (x)+x^x \left(-150-80 x-10 x^2+\left(-250-100 x-10 x^2\right) \log (x)\right)\right) \, dx","(x+5) \left(5 x^{-x}+x+5\right)^2-e^x",1,"-E^x + 75*x + 15*x^2 + x^3 + (150*x^(1 - 2*x)*Hypergeometric2F1[1, 1 - 2*x, 2 - 2*x, x])/(1 - 2*x) - (160*x^(1 - x)*Hypergeometric2F1[1, 1 - x, 2 - x, x/3])/(3*(1 - x)) + (350*x^(1 - x)*Hypergeometric2F1[1, 1 - x, 2 - x, x/2])/(1 - x) - (25*x^(1 - 2*x)*(5 + x)*Log[x])/(1 - x) - (100*x^(1 - x)*(5 + x)*Log[x])/((2 - x)*(3 - x)) - (10*x^(1 - x)*(5 + x)^2*Log[x])/(3 - x) - 50*Defer[Int][x^(1 - 2*x), x] - 90*Defer[Int][x^(1 - x), x] - 10*Defer[Int][x^(2 - x), x] - 250*Defer[Int][x^(-2*x), x] - (125*Log[x]*Defer[Int][x^(-2*x), x])/(1 - x) - 280*Defer[Int][x^(-x), x] - (500*Log[x]*Defer[Int][x^(-x), x])/((2 - x)*(3 - x)) - 125*Defer[Int][Defer[Int][x^(-2*x), x]/(-1 + x), x] + 125*Defer[Int][Defer[Int][x^(-2*x), x]/x, x] + (500*Defer[Int][Defer[Int][x^(-x), x]/(-3 + x), x])/3 - 250*Defer[Int][Defer[Int][x^(-x), x]/(-2 + x), x] + (250*Defer[Int][Defer[Int][x^(-x), x]/x, x])/3","F",0,0,0,0,-1,"{}"
4402,0,0,0,6.3677911,"\int \frac{e^{2 e^4} \left(36-24 e^{2 x}+4 e^{4 x}\right)+36 x^2+3 x^3+\left(72 x+6 x^2\right) \log (3)+36 \log ^2(3)+e^{2 x} \left(-24 x^2-x^3+2 x^4+\left(-48 x-2 x^2+2 x^3\right) \log (3)-24 \log ^2(3)\right)+e^{4 x} \left(4 x^2+8 x \log (3)+4 \log ^2(3)\right)+e^{e^4} \left(-72 x-6 x^2+e^{4 x} (-8 x-8 \log (3))-72 \log (3)+e^{2 x} \left(48 x+2 x^2-2 x^3+48 \log (3)\right)\right)}{9 x^3+e^{2 e^4} \left(9 x-6 e^{2 x} x+e^{4 x} x\right)+18 x^2 \log (3)+9 x \log ^2(3)+e^{2 x} \left(-6 x^3-12 x^2 \log (3)-6 x \log ^2(3)\right)+e^{4 x} \left(x^3+2 x^2 \log (3)+x \log ^2(3)\right)+e^{e^4} \left(-18 x^2-18 x \log (3)+e^{4 x} \left(-2 x^2-2 x \log (3)\right)+e^{2 x} \left(12 x^2+12 x \log (3)\right)\right)} \, dx","Int[(E^(2*E^4)*(36 - 24*E^(2*x) + 4*E^(4*x)) + 36*x^2 + 3*x^3 + (72*x + 6*x^2)*Log[3] + 36*Log[3]^2 + E^(2*x)*(-24*x^2 - x^3 + 2*x^4 + (-48*x - 2*x^2 + 2*x^3)*Log[3] - 24*Log[3]^2) + E^(4*x)*(4*x^2 + 8*x*Log[3] + 4*Log[3]^2) + E^E^4*(-72*x - 6*x^2 + E^(4*x)*(-8*x - 8*Log[3]) - 72*Log[3] + E^(2*x)*(48*x + 2*x^2 - 2*x^3 + 48*Log[3])))/(9*x^3 + E^(2*E^4)*(9*x - 6*E^(2*x)*x + E^(4*x)*x) + 18*x^2*Log[3] + 9*x*Log[3]^2 + E^(2*x)*(-6*x^3 - 12*x^2*Log[3] - 6*x*Log[3]^2) + E^(4*x)*(x^3 + 2*x^2*Log[3] + x*Log[3]^2) + E^E^4*(-18*x^2 - 18*x*Log[3] + E^(4*x)*(-2*x^2 - 2*x*Log[3]) + E^(2*x)*(12*x^2 + 12*x*Log[3]))),x]","\int \frac{e^{2 e^4} \left(36-24 e^{2 x}+4 e^{4 x}\right)+36 x^2+3 x^3+\left(72 x+6 x^2\right) \log (3)+36 \log ^2(3)+e^{2 x} \left(-24 x^2-x^3+2 x^4+\left(-48 x-2 x^2+2 x^3\right) \log (3)-24 \log ^2(3)\right)+e^{4 x} \left(4 x^2+8 x \log (3)+4 \log ^2(3)\right)+e^{e^4} \left(-72 x-6 x^2+e^{4 x} (-8 x-8 \log (3))-72 \log (3)+e^{2 x} \left(48 x+2 x^2-2 x^3+48 \log (3)\right)\right)}{9 x^3+e^{2 e^4} \left(9 x-6 e^{2 x} x+e^{4 x} x\right)+18 x^2 \log (3)+9 x \log ^2(3)+e^{2 x} \left(-6 x^3-12 x^2 \log (3)-6 x \log ^2(3)\right)+e^{4 x} \left(x^3+2 x^2 \log (3)+x \log ^2(3)\right)+e^{e^4} \left(-18 x^2-18 x \log (3)+e^{4 x} \left(-2 x^2-2 x \log (3)\right)+e^{2 x} \left(12 x^2+12 x \log (3)\right)\right)} \, dx","\frac{x^2}{\left(3-e^{2 x}\right) \left(x-e^{e^4}+\log (3)\right)}+4 \log (x)",1,"-1/3*x + x/(3 - E^(2*x)) + (2*E^E^4 - Log[9])/(2*(3 - E^(2*x))) + (x*(2*E^E^4 - Log[9]))/3 + (x*(1 - 2*E^E^4 + (2*Log[9]^2)/Log[81]))/3 + Log[3 - E^(2*x)]/6 - ((2*E^E^4 - Log[9])*Log[3 - E^(2*x)])/6 - ((1 - 2*E^E^4 + (2*Log[9]^2)/Log[81])*Log[3 - E^(2*x)])/6 + 4*Log[x] + (E^E^4 - Log[3])^2*Defer[Int][1/((-3 + E^(2*x))*(E^E^4 - x - Log[3])^2), x] - (2*E^(2*E^4) + 6*Log[3]^2 - Log[9]^2 - E^E^4*Log[81])*Defer[Int][1/((-3 + E^(2*x))*(E^E^4 - x - Log[3])), x] - 3*(2*E^E^4 - Log[9])^2*Defer[Int][1/((-3 + E^(2*x))^2*(2*E^E^4 - 2*x - Log[9])), x]","F",0,0,0,0,-1,"{}"
4403,1,28,0,0.1374536,"\int \frac{-50 x+e^{\frac{9+12 x+4 x^2}{x^2}} \left(-360-240 x+e^5 (72+48 x)\right)}{x^3} \, dx","Int[(-50*x + E^((9 + 12*x + 4*x^2)/x^2)*(-360 - 240*x + E^5*(72 + 48*x)))/x^3,x]","4 \left(5-e^5\right) e^{\frac{(2 x+3)^2}{x^2}}+\frac{50}{x}","4 \left(5-e^5\right) e^{\frac{(2 x+3)^2}{x^2}}+\frac{50}{x}",1,"4*E^((3 + 2*x)^2/x^2)*(5 - E^5) + 50/x","A",3,2,39,0.05128,1,"{14, 6706}"
4404,1,39,0,0.2419544,"\int \frac{-4 x+6 x^2-2 x^3+e^{x^2} (-2+x) \left(-1+5 x-6 x^2+2 x^3\right)+\left(-4 x+2 x^2\right) \log (-1+x)+\left(2-3 x+x^2\right) \log ^2(-1+x)}{2-3 x+x^2} \, dx","Int[(-4*x + 6*x^2 - 2*x^3 + E^x^2*(-2 + x)*(-1 + 5*x - 6*x^2 + 2*x^3) + (-4*x + 2*x^2)*Log[-1 + x] + (2 - 3*x + x^2)*Log[-1 + x]^2)/(2 - 3*x + x^2),x]","-x^2+e^{x^2} x-2 e^{x^2}-(1-x) \log ^2(x-1)+\log ^2(x-1)","-x^2+e^{x^2} (x-2)+x \log ^2(x-1)+3",1,"-2*E^x^2 + E^x^2*x - x^2 + Log[-1 + x]^2 - (1 - x)*Log[-1 + x]^2","A",15,11,78,0.1410,1,"{6688, 2226, 2204, 2209, 2212, 2411, 2346, 2301, 2295, 2389, 2296}"
4405,1,47,0,0.524745,"\int \frac{-32+16 x+30 x^2-16 x^3+2 x^4+(64-16 x) \log \left(x^2\right)+(-16+8 x) \log ^2\left(x^2\right)}{16 x^2-8 x^3+x^4} \, dx","Int[(-32 + 16*x + 30*x^2 - 16*x^3 + 2*x^4 + (64 - 16*x)*Log[x^2] + (-16 + 8*x)*Log[x^2]^2)/(16*x^2 - 8*x^3 + x^4),x]","\frac{x \log ^2\left(x^2\right)}{4 (4-x)}+\frac{\log ^2\left(x^2\right)}{x}+\frac{1}{4} \log ^2\left(x^2\right)+2 x+\frac{2}{x}","2 x+\frac{\frac{4 \log ^2((x-1) x+x)}{4-x}+2}{x}-6",1,"2/x + 2*x + Log[x^2]^2/4 + Log[x^2]^2/x + (x*Log[x^2]^2)/(4*(4 - x))","A",25,13,59,0.2203,1,"{1594, 27, 6742, 44, 43, 2351, 2317, 2391, 2304, 2301, 2357, 2318, 2305}"
4406,1,12,0,0.0088324,"\int \frac{3-2 e^{x/3} x}{3 x} \, dx","Int[(3 - 2*E^(x/3)*x)/(3*x),x]","\log (x)-2 e^{x/3}","\log \left(\left(\frac{5}{86}+e\right) e^{-2 e^{x/3}} x\right)",1,"-2*E^(x/3) + Log[x]","A",4,3,19,0.1579,1,"{12, 14, 2194}"
4407,0,0,0,1.1821318,"\int \exp \left(-x+2 e^{-x} \left(-x+e^x \left(x+781250 x^2 \log (4)\right)\right)\right) \left(-2+2 x+e^x (2+3125000 x \log (4))\right) \, dx","Int[E^(-x + (2*(-x + E^x*(x + 781250*x^2*Log[4])))/E^x)*(-2 + 2*x + E^x*(2 + 3125000*x*Log[4])),x]","\int \exp \left(-x+2 e^{-x} \left(-x+e^x \left(x+781250 x^2 \log (4)\right)\right)\right) \left(-2+2 x+e^x (2+3125000 x \log (4))\right) \, dx","e^{1562500 x^2 \log (4)-2 e^{-x} x+2 x}",1,"2*Defer[Int][E^((2*x*(-1 + E^x + 781250*E^x*x*Log[4]))/E^x), x] - 2*Defer[Int][E^((x*(-2 + E^x + 1562500*E^x*x*Log[4]))/E^x), x] + 3125000*Log[4]*Defer[Int][E^((2*x*(-1 + E^x + 781250*E^x*x*Log[4]))/E^x)*x, x] + 2*Defer[Int][E^((x*(-2 + E^x + 1562500*E^x*x*Log[4]))/E^x)*x, x]","F",0,0,0,0,-1,"{}"
4408,0,0,0,2.5823773,"\int \frac{\left(\frac{x}{\log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)}\right)^{\frac{1}{-1+e^2}} \left(-1+\log \left(\frac{x}{2}\right) \log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)\right)}{\left(-x+e^2 x\right) \log \left(\frac{x}{2}\right) \log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)} \, dx","Int[((x/Log[(3*Log[x/2])/4])^(-1 + E^2)^(-1)*(-1 + Log[x/2]*Log[(3*Log[x/2])/4]))/((-x + E^2*x)*Log[x/2]*Log[(3*Log[x/2])/4]),x]","\int \frac{\left(\frac{x}{\log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)}\right)^{\frac{1}{-1+e^2}} \left(-1+\log \left(\frac{x}{2}\right) \log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)\right)}{\left(-x+e^2 x\right) \log \left(\frac{x}{2}\right) \log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)} \, dx","\left(\frac{x}{\log \left(\frac{3}{4} \log \left(\frac{x}{2}\right)\right)}\right)^{\frac{1}{e^2-1}}",1,"-((x^(1 - E^2)^(-1)*(x/Log[(3*Log[x/2])/4])^(-1 + E^2)^(-1)*Log[(3*Log[x/2])/4]^(-1 + E^2)^(-1)*Defer[Int][x^(-1 + (-1 + E^2)^(-1))*Log[(3*Log[x/2])/4]^(1 - E^2)^(-1), x])/(1 - E^2)) - (x^(1 - E^2)^(-1)*(x/Log[(3*Log[x/2])/4])^(-1 + E^2)^(-1)*Log[(3*Log[x/2])/4]^(-1 + E^2)^(-1)*Defer[Int][(x^(-1 + (-1 + E^2)^(-1))*Log[(3*Log[x/2])/4]^(E^2/(1 - E^2)))/(Log[2] - Log[x]), x])/(1 - E^2)","F",0,0,0,0,-1,"{}"
4409,0,0,0,1.4761252,"\int \exp \left(-320-340 x-20 x^2+e^{1+x} \left(80 x+85 x^2+5 x^3\right)\right) \left(-340-40 x+e^{1+x} \left(80+250 x+100 x^2+5 x^3\right)\right) \, dx","Int[E^(-320 - 340*x - 20*x^2 + E^(1 + x)*(80*x + 85*x^2 + 5*x^3))*(-340 - 40*x + E^(1 + x)*(80 + 250*x + 100*x^2 + 5*x^3)),x]","\int \exp \left(-320-340 x-20 x^2+e^{1+x} \left(80 x+85 x^2+5 x^3\right)\right) \left(-340-40 x+e^{1+x} \left(80+250 x+100 x^2+5 x^3\right)\right) \, dx","e^{5 (x+1) (x+16) \left(e^{x+1} x-4\right)}",1,"-340*Defer[Int][E^(5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2)), x] + 80*Defer[Int][E^(1 + x + 5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2)), x] - 40*Defer[Int][E^(5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2))*x, x] + 250*Defer[Int][E^(1 + x + 5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2))*x, x] + 100*Defer[Int][E^(1 + x + 5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2))*x^2, x] + 5*Defer[Int][E^(1 + x + 5*(-4 + E^(1 + x)*x)*(16 + 17*x + x^2))*x^3, x]","F",0,0,0,0,-1,"{}"
4410,1,33,0,1.7901893,"\int \frac{3-x^2+\left(-2 x^2+e^x (2+2 x)\right) \log (x)+\left(e^x (1+x)+e^x \left(2 x+x^2\right) \log (x)\right) \log \left(x^2\right)}{x} \, dx","Int[(3 - x^2 + (-2*x^2 + E^x*(2 + 2*x))*Log[x] + (E^x*(1 + x) + E^x*(2*x + x^2)*Log[x])*Log[x^2])/x,x]","x^2 (-\log (x))+e^x x \log (x) \log \left(x^2\right)+e^x \log (x) \log \left(x^2\right)+3 \log (x)","\log (x) \left(3-x \left(x-\frac{e^x (x+1) \log \left(x^2\right)}{x}\right)\right)",1,"3*Log[x] - x^2*Log[x] + E^x*Log[x]*Log[x^2] + E^x*x*Log[x]*Log[x^2]","A",50,13,55,0.2364,1,"{14, 2304, 6688, 6742, 2199, 2194, 2178, 2554, 6483, 6475, 2176, 12, 2557}"
4411,0,0,0,4.9925272,"\int \frac{15+27 x+12 x^2-3 x^3-3 x^4+\left(27 x+24 x^2-9 x^3-12 x^4\right) \log (x)+\left(25 x+40 x^2+16 x^3-10 x^4-8 x^5+x^7\right) \log ^2(x)}{\left(-15 x-27 x^2-12 x^3+3 x^4+3 x^5\right) \log (x)+\left(475 x+1735 x^2+2364 x^3+1234 x^4-222 x^5-512 x^6-141 x^7+39 x^8+20 x^9\right) \log ^2(x)} \, dx","Int[(15 + 27*x + 12*x^2 - 3*x^3 - 3*x^4 + (27*x + 24*x^2 - 9*x^3 - 12*x^4)*Log[x] + (25*x + 40*x^2 + 16*x^3 - 10*x^4 - 8*x^5 + x^7)*Log[x]^2)/((-15*x - 27*x^2 - 12*x^3 + 3*x^4 + 3*x^5)*Log[x] + (475*x + 1735*x^2 + 2364*x^3 + 1234*x^4 - 222*x^5 - 512*x^6 - 141*x^7 + 39*x^8 + 20*x^9)*Log[x]^2),x]","\int \frac{15+27 x+12 x^2-3 x^3-3 x^4+\left(27 x+24 x^2-9 x^3-12 x^4\right) \log (x)+\left(25 x+40 x^2+16 x^3-10 x^4-8 x^5+x^7\right) \log ^2(x)}{\left(-15 x-27 x^2-12 x^3+3 x^4+3 x^5\right) \log (x)+\left(475 x+1735 x^2+2364 x^3+1234 x^4-222 x^5-512 x^6-141 x^7+39 x^8+20 x^9\right) \log ^2(x)} \, dx","\log \left(\frac{\frac{3}{x \left(4-x^2\right)+5}+\log (x)}{4 (x+1) \log (x)}-5\right)",1,"-Log[1 + x] + Log[19 + 20*x] - Log[Log[x]] - 176*Defer[Int][(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x])^(-1), x] - 95*Defer[Int][1/(x*(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x])), x] - 80*Defer[Int][x/(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x]), x] + 19*Defer[Int][x^2/(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x]), x] + 20*Defer[Int][x^3/(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x]), x] - 60*Defer[Int][1/((19 + 20*x)*(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x])), x] + 12*Defer[Int][1/((-5 - 4*x + x^3)*(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x])), x] - 9*Defer[Int][x^2/((-5 - 4*x + x^3)*(3 - 95*Log[x] - 176*x*Log[x] - 80*x^2*Log[x] + 19*x^3*Log[x] + 20*x^4*Log[x])), x]","F",0,0,0,0,-1,"{}"
4412,1,53,0,0.0975314,"\int \frac{e^{-e^2 x+e^2 \log ^2(x)} \left(-3 e-3 e^3 x+6 e^3 \log (x)\right)}{4 x^2} \, dx","Int[(E^(-(E^2*x) + E^2*Log[x]^2)*(-3*E - 3*E^3*x + 6*E^3*Log[x]))/(4*x^2),x]","\frac{3 e^{e^2 \log ^2(x)-e^2 x} \left(e^3 x-2 e^3 \log (x)\right)}{4 x^2 \left(e^2-\frac{2 e^2 \log (x)}{x}\right)}","\frac{3 e^{e^2 \left(\log ^2(x)-x\right)+1}}{4 x}",1,"(3*E^(-(E^2*x) + E^2*Log[x]^2)*(E^3*x - 2*E^3*Log[x]))/(4*x^2*(E^2 - (2*E^2*Log[x])/x))","B",2,2,41,0.04878,1,"{12, 2288}"
4413,1,20,0,0.3670513,"\int \frac{4+4 x+(-4-6 x) \log (x)+(-2-2 x) \log (x) \log (1+x)+(-2-2 x) \log (x) \log \left(\frac{x^2}{\log ^2(x)}\right)}{\left(x^3+x^4\right) \log (x) \log ^3(1+x)+\left(3 x^3+3 x^4\right) \log (x) \log ^2(1+x) \log \left(\frac{x^2}{\log ^2(x)}\right)+\left(3 x^3+3 x^4\right) \log (x) \log (1+x) \log ^2\left(\frac{x^2}{\log ^2(x)}\right)+\left(x^3+x^4\right) \log (x) \log ^3\left(\frac{x^2}{\log ^2(x)}\right)} \, dx","Int[(4 + 4*x + (-4 - 6*x)*Log[x] + (-2 - 2*x)*Log[x]*Log[1 + x] + (-2 - 2*x)*Log[x]*Log[x^2/Log[x]^2])/((x^3 + x^4)*Log[x]*Log[1 + x]^3 + (3*x^3 + 3*x^4)*Log[x]*Log[1 + x]^2*Log[x^2/Log[x]^2] + (3*x^3 + 3*x^4)*Log[x]*Log[1 + x]*Log[x^2/Log[x]^2]^2 + (x^3 + x^4)*Log[x]*Log[x^2/Log[x]^2]^3),x]","\frac{1}{x^2 \left(\log \left(\frac{x^2}{\log ^2(x)}\right)+\log (x+1)\right)^2}","\frac{1}{\left(x \left(\log \left(\frac{x^2}{\log ^2(x)}\right)+\log (x+1)+1\right)-x\right)^2}",1,"1/(x^2*(Log[1 + x] + Log[x^2/Log[x]^2])^2)","A",2,2,141,0.01418,1,"{6688, 6687}"
4414,0,0,0,1.5487979,"\int \frac{3 x-6 x^2+57 x^3-108 x^4+54 x^5+e^{-\frac{2}{-3 x+3 x^2}} (-2+4 x)+e^{-\frac{1}{-3 x+3 x^2}} \left(-6 x+30 x^2-36 x^3+18 x^4\right)}{3 x^2-6 x^3+3 x^4} \, dx","Int[(3*x - 6*x^2 + 57*x^3 - 108*x^4 + 54*x^5 + (-2 + 4*x)/E^(2/(-3*x + 3*x^2)) + (-6*x + 30*x^2 - 36*x^3 + 18*x^4)/E^(-3*x + 3*x^2)^(-1))/(3*x^2 - 6*x^3 + 3*x^4),x]","\int \frac{3 x-6 x^2+57 x^3-108 x^4+54 x^5+e^{-\frac{2}{-3 x+3 x^2}} (-2+4 x)+e^{-\frac{1}{-3 x+3 x^2}} \left(-6 x+30 x^2-36 x^3+18 x^4\right)}{3 x^2-6 x^3+3 x^4} \, dx","\left(e^{\frac{x}{3 \left(x^2-x^3\right)}}+3 x\right)^2+\log (2 x)+1",1,"E^(2/(3*(1 - x)*x)) + 9*x^2 + Log[x] + 6*Defer[Int][E^(1/((3 - 3*x)*x)), x] + 2*Defer[Int][E^(1/((3 - 3*x)*x))/(-1 + x)^2, x] + 2*Defer[Int][E^(1/((3 - 3*x)*x))/(-1 + x), x] - 2*Defer[Int][E^(1/((3 - 3*x)*x))/x, x]","F",0,0,0,0,-1,"{}"
4415,1,22,0,0.0413971,"\int \left(15-6 x+e^x \left(-5-3 x+x^2\right)\right) \, dx","Int[15 - 6*x + E^x*(-5 - 3*x + x^2),x]","e^x x^2-3 x^2-5 e^x x+15 x","\left(e^x-3\right) (x-5) x",1,"15*x - 5*E^x*x - 3*x^2 + E^x*x^2","B",9,3,17,0.1765,1,"{2196, 2194, 2176}"
4416,1,42,0,0.4884589,"\int \frac{e^{-x} \left(e^x \left(84+132 x-108 x^2-72 x^3\right)+e^{2+e^{e^{2-x}}+e^{2-x}} \left(81-81 x-54 x^2+51 x^3+18 x^4-9 x^5-3 x^6\right)\right)}{-27+27 x+18 x^2-17 x^3-6 x^4+3 x^5+x^6} \, dx","Int[(E^x*(84 + 132*x - 108*x^2 - 72*x^3) + E^(2 + E^E^(2 - x) + E^(2 - x))*(81 - 81*x - 54*x^2 + 51*x^3 + 18*x^4 - 9*x^5 - 3*x^6))/(E^x*(-27 + 27*x + 18*x^2 - 17*x^3 - 6*x^4 + 3*x^5 + x^6)),x]","-\frac{36}{-x^2-x+3}+\frac{12}{\left(-x^2-x+3\right)^2}+3 e^{e^{e^{2-x}}}","3 \left(\left(\frac{2}{x^2+x-3}+3\right)^2+e^{e^{e^{2-x}}}\right)+2",1,"3*E^E^E^(2 - x) + 12/(3 - x - x^2)^2 - 36/(3 - x - x^2)","A",7,5,107,0.04673,1,"{6688, 2282, 2194, 1660, 629}"
4417,1,15,0,0.0049498,"\int \frac{1}{32} e^{\frac{1}{32} (-16+x+16 \log (3))} \, dx","Int[E^((-16 + x + 16*Log[3])/32)/32,x]","\sqrt{3} e^{\frac{x-16}{32}}","e^{\frac{\frac{x^2}{16}-x+x \log (3)}{2 x}}+3",1,"Sqrt[3]*E^((-16 + x)/32)","A",2,2,17,0.1176,1,"{12, 2194}"
4418,1,97,0,0.8490864,"\int \frac{e^{-4+2 x} \left(4-x^2\right)^2 \left(4000-4300 x+200 x^2+350 x^3-50 x^4+\frac{e^{4-2 x} \left(324-81 x^2\right)}{\left(4-x^2\right)^2}\right)}{-324+81 x^2} \, dx","Int[(E^(-4 + 2*x)*(4 - x^2)^2*(4000 - 4300*x + 200*x^2 + 350*x^3 - 50*x^4 + (E^(4 - 2*x)*(324 - 81*x^2))/(4 - x^2)^2))/(-324 + 81*x^2),x]","-\frac{25}{81} e^{2 x-4} x^6+\frac{250}{81} e^{2 x-4} x^5-\frac{425}{81} e^{2 x-4} x^4-\frac{2000}{81} e^{2 x-4} x^3+\frac{4600}{81} e^{2 x-4} x^2+\frac{4000}{81} e^{2 x-4} x-x-\frac{10000}{81} e^{2 x-4}","-\frac{25}{81} e^{2 x-4} (5-x)^2 \left(4-x^2\right)^2-x+5",1,"(-10000*E^(-4 + 2*x))/81 - x + (4000*E^(-4 + 2*x)*x)/81 + (4600*E^(-4 + 2*x)*x^2)/81 - (2000*E^(-4 + 2*x)*x^3)/81 - (425*E^(-4 + 2*x)*x^4)/81 + (250*E^(-4 + 2*x)*x^5)/81 - (25*E^(-4 + 2*x)*x^6)/81","B",33,5,70,0.07143,1,"{21, 6688, 2196, 2194, 2176}"
4419,1,24,0,0.0347677,"\int \frac{3 x+2 x^2+(-18+6 x) \log \left(\frac{1}{x}\right)}{9 x} \, dx","Int[(3*x + 2*x^2 + (-18 + 6*x)*Log[x^(-1)])/(9*x),x]","\frac{x^2}{9}+x+\log ^2\left(\frac{1}{x}\right)+\frac{2}{3} x \log \left(\frac{1}{x}\right)","x+\left(\frac{x}{3}+\log \left(\frac{1}{x}\right)\right)^2",1,"x + x^2/9 + (2*x*Log[x^(-1)])/3 + Log[x^(-1)]^2","A",6,5,26,0.1923,1,"{12, 14, 2346, 2301, 2295}"
4420,1,33,0,0.6825494,"\int \frac{-10-2 x+2 x \log (x)+32 e^{e^{16 x^2}+16 x^2} x^2 \log ^2(x)+\left(-2+6 x+2 x^2\right) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(-10 - 2*x + 2*x*Log[x] + 32*E^(E^(16*x^2) + 16*x^2)*x^2*Log[x]^2 + (-2 + 6*x + 2*x^2)*Log[x]^2)/(x*Log[x]^2),x]","x^2+e^{e^{16 x^2}}+6 x+\frac{2 x}{\log (x)}-2 \log (x)+\frac{10}{\log (x)}","e^{e^{16 x^2}}-\log \left(x^2\right)+x+(x+5) \left(x+\frac{2}{\log (x)}\right)",1,"E^E^(16*x^2) + 6*x + x^2 + 10/Log[x] + (2*x)/Log[x] - 2*Log[x]","A",17,11,57,0.1930,1,"{6742, 6715, 2282, 2194, 6688, 14, 2353, 2297, 2298, 2302, 30}"
4421,0,0,0,4.8706516,"\int \frac{-1+x-2 x^2+x^3+e^x \left(-2+16 e^2 x^3\right)+\left(1-3 x+x^2+e^x \left(2+32 e^2 x^2\right)\right) \log (x)+16 e^{2+x} x \log ^2(x)}{4 e^{2+x} x^2+8 e^{2+x} x \log (x)+4 e^{2+x} \log ^2(x)} \, dx","Int[(-1 + x - 2*x^2 + x^3 + E^x*(-2 + 16*E^2*x^3) + (1 - 3*x + x^2 + E^x*(2 + 32*E^2*x^2))*Log[x] + 16*E^(2 + x)*x*Log[x]^2)/(4*E^(2 + x)*x^2 + 8*E^(2 + x)*x*Log[x] + 4*E^(2 + x)*Log[x]^2),x]","\int \frac{-1+x-2 x^2+x^3+e^x \left(-2+16 e^2 x^3\right)+\left(1-3 x+x^2+e^x \left(2+32 e^2 x^2\right)\right) \log (x)+16 e^{2+x} x \log ^2(x)}{4 e^{2+x} x^2+8 e^{2+x} x \log (x)+4 e^{2+x} \log ^2(x)} \, dx","x \left(2 x+\frac{e^{-x} (1-x)+2}{4 e^2 (x+\log (x))}\right)",1,"2*x^2 - Defer[Int][(x + Log[x])^(-2), x]/(2*E^2) - Defer[Int][E^(-2 - x)/(x + Log[x])^2, x]/4 - Defer[Int][x/(x + Log[x])^2, x]/(2*E^2) + Defer[Int][(E^(-2 - x)*x^2)/(x + Log[x])^2, x]/4 + Defer[Int][(x + Log[x])^(-1), x]/(2*E^2) + Defer[Int][E^(-2 - x)/(x + Log[x]), x]/4 - (3*Defer[Int][(E^(-2 - x)*x)/(x + Log[x]), x])/4 + Defer[Int][(E^(-2 - x)*x^2)/(x + Log[x]), x]/4","F",0,0,0,0,-1,"{}"
4422,0,0,0,2.5727729,"\int \frac{2+e^{2+e^{e^{e^x}-x} (-4+x)-x} \left(-16+8 x-x^2+e^{e^{e^x}-x} \left(80-56 x+13 x^2-x^3+e^{e^x+x} \left(-64+48 x-12 x^2+x^3\right)\right)\right)}{16-8 x+x^2} \, dx","Int[(2 + E^(2 + E^(E^E^x - x)*(-4 + x) - x)*(-16 + 8*x - x^2 + E^(E^E^x - x)*(80 - 56*x + 13*x^2 - x^3 + E^(E^x + x)*(-64 + 48*x - 12*x^2 + x^3))))/(16 - 8*x + x^2),x]","\int \frac{2+e^{2+e^{e^{e^x}-x} (-4+x)-x} \left(-16+8 x-x^2+e^{e^{e^x}-x} \left(80-56 x+13 x^2-x^3+e^{e^x+x} \left(-64+48 x-12 x^2+x^3\right)\right)\right)}{16-8 x+x^2} \, dx","\frac{2-x}{x-4}+e^{e^{e^{e^x}-x} (x-4)-x+2}",1,"2/(4 - x) + 5*Defer[Int][E^(2 + E^E^x + E^(E^E^x - x)*(-4 + x) - 2*x), x] - Defer[Int][E^(2 + E^(E^E^x - x)*(-4 + x) - x), x] - 4*Defer[Int][E^(2 + E^E^x + E^x + E^(E^E^x - x)*(-4 + x) - x), x] - Defer[Int][E^(2 + E^E^x + E^(E^E^x - x)*(-4 + x) - 2*x)*x, x] + Defer[Int][E^(2 + E^E^x + E^x + E^(E^E^x - x)*(-4 + x) - x)*x, x]","F",0,0,0,0,-1,"{}"
4423,1,15,0,0.0034109,"\int \left(-4 x-4 x^3+\log (3)\right) \, dx","Int[-4*x - 4*x^3 + Log[3],x]","-x^4-2 x^2+x \log (3)","-\left(x^2+1\right)^2+x \log (3)-e^2",1,"-2*x^2 - x^4 + x*Log[3]","A",1,0,11,0,1,"{}"
4424,1,33,0,0.1895349,"\int \frac{1}{25} e^{\frac{1}{25} \left(x^3+x^2 \log (3)-25 x^2 \log (5 x)\right)} \left(-25 x+3 x^2+2 x \log (3)-50 x \log (5 x)\right) \, dx","Int[(E^((x^3 + x^2*Log[3] - 25*x^2*Log[5*x])/25)*(-25*x + 3*x^2 + 2*x*Log[3] - 50*x*Log[5*x]))/25,x]","3^{\frac{x^2}{25}} 5^{-x^2} e^{\frac{x^3}{25}} x^{-x^2}","e^{\frac{1}{25} x^2 (x-25 \log (5 x)+\log (3))}",1,"(3^(x^2/25)*E^(x^3/25))/(5^x^2*x^x^2)","A",3,3,50,0.06000,1,"{6, 12, 6706}"
4425,1,39,0,0.0594136,"\int \frac{2-4 x+x^2}{x-x^2+\left(-x+x^2\right) \log (4)} \, dx","Int[(2 - 4*x + x^2)/(x - x^2 + (-x + x^2)*Log[4]),x]","-\frac{x}{1-\log (4)}+\frac{\log (1-x)}{1-\log (4)}+\frac{2 \log (x)}{1-\log (4)}","\frac{x-\log \left(8 e^2 x \left(x^2-x\right)\right)}{\log (4)-1}",1,"-(x/(1 - Log[4])) + Log[1 - x]/(1 - Log[4]) + (2*Log[x])/(1 - Log[4])","A",4,3,28,0.1071,1,"{1984, 1593, 893}"
4426,1,51,0,0.0276849,"\int \left(2-2 e^{32+4 e^2-2 x}+2 x+2 e^{16+2 e^2-x} x\right) \, dx","Int[2 - 2*E^(32 + 4*E^2 - 2*x) + 2*x + 2*E^(16 + 2*E^2 - x)*x,x]","x^2-2 e^{2 \left(8+e^2\right)-x} x+2 x+e^{4 \left(8+e^2\right)-2 x}-2 e^{2 \left(8+e^2\right)-x}","\left(x-e^{-x+2 e^2+16}+1\right)^2+2",1,"E^(4*(8 + E^2) - 2*x) - 2*E^(2*(8 + E^2) - x) + 2*x - 2*E^(2*(8 + E^2) - x)*x + x^2","B",4,2,34,0.05882,1,"{2194, 2176}"
4427,0,0,0,0.9898131,"\int \frac{1}{144} \exp \left(\frac{1}{36} \left(17 e^{x/4}-17 x+e^x \left(-9 e^{x/4}+9 x\right)\right)\right) \left(-68+17 e^{x/4}+e^x \left(36-45 e^{x/4}+36 x\right)\right) \, dx","Int[(E^((17*E^(x/4) - 17*x + E^x*(-9*E^(x/4) + 9*x))/36)*(-68 + 17*E^(x/4) + E^x*(36 - 45*E^(x/4) + 36*x)))/144,x]","\int \frac{1}{144} \exp \left(\frac{1}{36} \left(17 e^{x/4}-17 x+e^x \left(-9 e^{x/4}+9 x\right)\right)\right) \left(-68+17 e^{x/4}+e^x \left(36-45 e^{x/4}+36 x\right)\right) \, dx","e^{\frac{1}{4} \left(e^x-\frac{17}{9}\right) \left(x-e^{x/4}\right)}",1,"(-17*Defer[Subst][Defer[Int][E^(-1/36*((-17 + 9*E^(4*x))*(E^x - 4*x))), x], x, x/4])/9 + (17*Defer[Subst][Defer[Int][E^(-1/36*((-17 + 9*E^(4*x))*(E^x - 4*x)) + x), x], x, x/4])/36 + Defer[Subst][Defer[Int][E^(-1/36*((-17 + 9*E^(4*x))*(E^x - 4*x)) + 4*x), x], x, x/4] - (5*Defer[Subst][Defer[Int][E^(-1/36*((-17 + 9*E^(4*x))*(E^x - 4*x)) + 5*x), x], x, x/4])/4 + 4*Defer[Subst][Defer[Int][E^(-1/36*((-17 + 9*E^(4*x))*(E^x - 4*x)) + 4*x)*x, x], x, x/4]","F",0,0,0,0,-1,"{}"
4428,0,0,0,32.8057678,"\int \frac{200+150 x-75 e x-100 x^2+e^{18-12 e^x+2 e^{2 x}} \left(8+6 x-3 e x-4 x^2+e^x \left(48 x+24 x^2-12 e x^2-12 x^3\right)+e^{2 x} \left(-16 x-8 x^2+4 e x^2+4 x^3\right)\right)+e^{9-6 e^x+e^{2 x}} \left(-80-60 x+30 e x+40 x^2+e^{2 x} \left(80 x+40 x^2-20 e x^2-20 x^3\right)+e^x \left(-240 x-120 x^2+60 e x^2+60 x^3\right)\right)}{16 x^3+16 x^4-4 x^5+e^2 x^5-4 x^6+x^7+e \left(-8 x^4-4 x^5+2 x^6\right)} \, dx","Int[(200 + 150*x - 75*E*x - 100*x^2 + E^(18 - 12*E^x + 2*E^(2*x))*(8 + 6*x - 3*E*x - 4*x^2 + E^x*(48*x + 24*x^2 - 12*E*x^2 - 12*x^3) + E^(2*x)*(-16*x - 8*x^2 + 4*E*x^2 + 4*x^3)) + E^(9 - 6*E^x + E^(2*x))*(-80 - 60*x + 30*E*x + 40*x^2 + E^(2*x)*(80*x + 40*x^2 - 20*E*x^2 - 20*x^3) + E^x*(-240*x - 120*x^2 + 60*E*x^2 + 60*x^3)))/(16*x^3 + 16*x^4 - 4*x^5 + E^2*x^5 - 4*x^6 + x^7 + E*(-8*x^4 - 4*x^5 + 2*x^6)),x]","\int \frac{200+150 x-75 e x-100 x^2+e^{18-12 e^x+2 e^{2 x}} \left(8+6 x-3 e x-4 x^2+e^x \left(48 x+24 x^2-12 e x^2-12 x^3\right)+e^{2 x} \left(-16 x-8 x^2+4 e x^2+4 x^3\right)\right)+e^{9-6 e^x+e^{2 x}} \left(-80-60 x+30 e x+40 x^2+e^{2 x} \left(80 x+40 x^2-20 e x^2-20 x^3\right)+e^x \left(-240 x-120 x^2+60 e x^2+60 x^3\right)\right)}{16 x^3+16 x^4-4 x^5+e^2 x^5-4 x^6+x^7+e \left(-8 x^4-4 x^5+2 x^6\right)} \, dx","\frac{\left(e^{\left(e^x-3\right)^2}-5\right)^2}{x^3 \left(x-\frac{4}{x}+e-2\right)}",1,"(-25*(44 - 12*E + 3*E^2))/(4*(20 - 4*E + E^2)*x^2) - (75*(2 - E)*(16 - 4*E + E^2))/(8*(20 - 4*E + E^2)*x) + (25*(2 - E)*(56 - 12*E + 3*E^2))/(8*(20 - 4*E + E^2)*x) - (25*(12 - 4*E + E^2 - (2 - E)*x))/((20 - 4*E + E^2)*(4 + (2 - E)*x - x^2)) + (50*(12 - 4*E + E^2 - (2 - E)*x))/((20 - 4*E + E^2)*x^2*(4 + (2 - E)*x - x^2)) + (75*(2 - E)*(12 - 4*E + E^2 - (2 - E)*x))/(4*(20 - 4*E + E^2)*x*(4 + (2 - E)*x - x^2)) - (25*(2 - E)*(28 - 4*E + E^2)*ArcTanh[(2 - E - 2*x)/Sqrt[20 - 4*E + E^2]])/(4*(20 - 4*E + E^2)^(3/2)) - (75*(2 - E)*(208 - 128*E + 48*E^2 - 8*E^3 + E^4)*ArcTanh[(2 - E - 2*x)/Sqrt[20 - 4*E + E^2]])/(32*(20 - 4*E + E^2)^(3/2)) + (25*(2 - E)*(848 - 416*E + 152*E^2 - 24*E^3 + 3*E^4)*ArcTanh[(2 - E - 2*x)/Sqrt[20 - 4*E + E^2]])/(32*(20 - 4*E + E^2)^(3/2)) - (25*Log[x])/4 - (75*(2 - E)^2*Log[x])/32 + (25*(20 - 12*E + 3*E^2)*Log[x])/32 + (25*Log[4 + (2 - E)*x - x^2])/8 + (75*(2 - E)^2*Log[4 + (2 - E)*x - x^2])/64 - (25*(20 - 12*E + 3*E^2)*Log[4 + (2 - E)*x - x^2])/64 + (5*(1 + (2 - E)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/2 + (15*(2 - E)*(2 - E + (8 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/16 - (5*(20 - 12*E + 3*E^2 + (3*(24 - 20*E + 6*E^2 - E^3))/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/16 - ((1 + (2 - E)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (3*(2 - E)*(2 - E + (8 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/32 + ((20 - 12*E + 3*E^2 + (3*(24 - 20*E + 6*E^2 - E^3))/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/32 + ((2 - E + (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(9 - 6*E^x + E^(2*x) + x))/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/4 + (15*(2 - E + (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^((-3 + E^x)^2 + x)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (3*(2 - E + (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2 + x)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (5*(2 - E + (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^((-3 + E^x)^2 + 2*x)/(2 - E - Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (40*(2 - E)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(20 - 4*E + E^2) - (15*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(2*(20 - 4*E + E^2)) + (5*(2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(20 - 4*E + E^2) + (20*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(20 - 4*E + E^2) + (15*(2 - E)^2*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(4*(20 - 4*E + E^2)) - (5*(8 - 4*E + E^2)*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(2*(20 - 4*E + E^2)) + (4*(2 - E)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(20 - 4*E + E^2) + (3*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(4*(20 - 4*E + E^2)) - ((2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(2*(20 - 4*E + E^2)) - (2*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(20 - 4*E + E^2) - (3*(2 - E)^2*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(8*(20 - 4*E + E^2)) + ((8 - 4*E + E^2)*(2 - E + Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x)^2, x])/(4*(20 - 4*E + E^2)) - (20*(2 - E)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(20 - 4*E + E^2)^(3/2) + (15*(2 - E)^3*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(4*(20 - 4*E + E^2)^(3/2)) - (10*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(20 - 4*E + E^2)^(3/2) + (5*(2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(20 - 4*E + E^2)^(3/2) + (5*(1 - (2 - E)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/2 + (15*(2 - E)*(2 - E - (8 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/16 - (5*(20 - 12*E + 3*E^2 - (3*(24 - 20*E + 6*E^2 - E^3))/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/16 + (2*(2 - E)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(20 - 4*E + E^2)^(3/2) - (3*(2 - E)^3*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(8*(20 - 4*E + E^2)^(3/2)) + ((2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(20 - 4*E + E^2)^(3/2) - ((2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/(2*(20 - 4*E + E^2)^(3/2)) - ((1 - (2 - E)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (3*(2 - E)*(2 - E - (8 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/32 + ((20 - 12*E + 3*E^2 - (3*(24 - 20*E + 6*E^2 - E^3))/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/32 + ((2 - E - (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(9 - 6*E^x + E^(2*x) + x))/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/4 + (15*(2 - E - (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^((-3 + E^x)^2 + x)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (3*(2 - E - (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2 + x)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - (5*(2 - E - (12 - 4*E + E^2)/Sqrt[20 - 4*E + E^2])*Defer[Int][E^((-3 + E^x)^2 + 2*x)/(2 - E + Sqrt[20 - 4*E + E^2] - 2*x), x])/4 - 5*Defer[Int][E^(-3 + E^x)^2/x^3, x] + Defer[Int][E^(2*(-3 + E^x)^2)/x^3, x]/2 + (5*(2 - E)*Defer[Int][E^(-3 + E^x)^2/x^2, x])/8 - ((2 - E)*Defer[Int][E^(2*(-3 + E^x)^2)/x^2, x])/16 - Defer[Int][E^(2*(9 - 6*E^x + E^(2*x) + x))/x^2, x] - 15*Defer[Int][E^((-3 + E^x)^2 + x)/x^2, x] + 3*Defer[Int][E^(2*(-3 + E^x)^2 + x)/x^2, x] + 5*Defer[Int][E^((-3 + E^x)^2 + 2*x)/x^2, x] + (5*Defer[Int][E^(-3 + E^x)^2/x, x])/2 + (15*(2 - E)^2*Defer[Int][E^(-3 + E^x)^2/x, x])/16 - (5*(20 - 12*E + 3*E^2)*Defer[Int][E^(-3 + E^x)^2/x, x])/16 - Defer[Int][E^(2*(-3 + E^x)^2)/x, x]/4 - (3*(2 - E)^2*Defer[Int][E^(2*(-3 + E^x)^2)/x, x])/32 + ((20 - 12*E + 3*E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/x, x])/32 + ((2 - E)*Defer[Int][E^(2*(9 - 6*E^x + E^(2*x) + x))/x, x])/4 + (15*(2 - E)*Defer[Int][E^((-3 + E^x)^2 + x)/x, x])/4 - (3*(2 - E)*Defer[Int][E^(2*(-3 + E^x)^2 + x)/x, x])/4 - (5*(2 - E)*Defer[Int][E^((-3 + E^x)^2 + 2*x)/x, x])/4 - (40*(2 - E)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(20 - 4*E + E^2) - (15*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(2*(20 - 4*E + E^2)) + (5*(2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(20 - 4*E + E^2) + (20*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(20 - 4*E + E^2) + (15*(2 - E)^2*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(4*(20 - 4*E + E^2)) - (5*(8 - 4*E + E^2)*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(2*(20 - 4*E + E^2)) + (4*(2 - E)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(20 - 4*E + E^2) + (3*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(4*(20 - 4*E + E^2)) - ((2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(2*(20 - 4*E + E^2)) - (2*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(20 - 4*E + E^2) - (3*(2 - E)^2*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(8*(20 - 4*E + E^2)) + ((8 - 4*E + E^2)*(2 - E - Sqrt[20 - 4*E + E^2])*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x)^2, x])/(4*(20 - 4*E + E^2)) - (20*(2 - E)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(20 - 4*E + E^2)^(3/2) + (15*(2 - E)^3*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(4*(20 - 4*E + E^2)^(3/2)) - (10*(2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(20 - 4*E + E^2)^(3/2) + (5*(2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(-3 + E^x)^2/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(20 - 4*E + E^2)^(3/2) + (2*(2 - E)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(20 - 4*E + E^2)^(3/2) - (3*(2 - E)^3*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(8*(20 - 4*E + E^2)^(3/2)) + ((2 - E)*(8 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(20 - 4*E + E^2)^(3/2) - ((2 - E)*(12 - 4*E + E^2)*Defer[Int][E^(2*(-3 + E^x)^2)/(-2 + E + Sqrt[20 - 4*E + E^2] + 2*x), x])/(2*(20 - 4*E + E^2)^(3/2))","F",0,0,0,0,-1,"{}"
4429,0,0,0,37.0750406,"\int \frac{30 x+10 x^2+\left(384+544 x+264 x^2+54 x^3+4 x^4\right) \log \left(3 x+x^2\right)}{-60 x-35 x^2-5 x^3+\left(192 x+208 x^2+84 x^3+15 x^4+x^5\right) \log ^2\left(3 x+x^2\right)} \, dx","Int[(30*x + 10*x^2 + (384 + 544*x + 264*x^2 + 54*x^3 + 4*x^4)*Log[3*x + x^2])/(-60*x - 35*x^2 - 5*x^3 + (192*x + 208*x^2 + 84*x^3 + 15*x^4 + x^5)*Log[3*x + x^2]^2),x]","\int \frac{30 x+10 x^2+\left(384+544 x+264 x^2+54 x^3+4 x^4\right) \log \left(3 x+x^2\right)}{-60 x-35 x^2-5 x^3+\left(192 x+208 x^2+84 x^3+15 x^4+x^5\right) \log ^2\left(3 x+x^2\right)} \, dx","\log \left(\frac{5}{(x+4)^2}-\log ^2\left(x^2+3 x\right)\right)+2",1,"10*Defer[Int][1/((-4 - x)*(5 - (4 + x)^2*Log[x*(3 + x)]^2)), x] + 2*Defer[Int][Log[x*(3 + x)]/((-3 - x)*(5 - (4 + x)^2*Log[x*(3 + x)]^2)), x] + 26*Defer[Int][Log[x*(3 + x)]/(-5 + (4 + x)^2*Log[x*(3 + x)]^2), x] + 32*Defer[Int][Log[x*(3 + x)]/(x*(-5 + (4 + x)^2*Log[x*(3 + x)]^2)), x] + 4*Defer[Int][(x*Log[x*(3 + x)])/(-5 + (4 + x)^2*Log[x*(3 + x)]^2), x]","F",0,0,0,0,-1,"{}"
4430,1,23,0,0.0055301,"\int \frac{2 x}{\log ^2\left(7+6 \log (9+\log (5))+\log ^2(9+\log (5))\right)} \, dx","Int[(2*x)/Log[7 + 6*Log[9 + Log[5]] + Log[9 + Log[5]]^2]^2,x]","\frac{x^2}{\log ^2\left(7+\log ^2(9+\log (5))+6 \log (9+\log (5))\right)}","\frac{x^2}{\log ^2\left((3+\log (9+\log (5)))^2-2\right)}",1,"x^2/Log[7 + 6*Log[9 + Log[5]] + Log[9 + Log[5]]^2]^2","A",2,2,22,0.09091,1,"{12, 30}"
4431,1,21,0,0.040365,"\int \left(-1-2 x+e^x \left(1+3 x+x^2\right)\right) \, dx","Int[-1 - 2*x + E^x*(1 + 3*x + x^2),x]","e^x x^2-x^2+e^x x-x","(-x-1) \left(\left(-e^x-3\right) x+4 x\right)",1,"-x + E^x*x - x^2 + E^x*x^2","A",9,3,17,0.1765,1,"{2196, 2194, 2176}"
4432,1,41,0,0.0384724,"\int \frac{-81-54 x^3+5184 e^{e^x+x} x^5+108 x^6+120 x^9+32 x^{12}}{5184 x^5} \, dx","Int[(-81 - 54*x^3 + 5184*E^(E^x + x)*x^5 + 108*x^6 + 120*x^9 + 32*x^12)/(5184*x^5),x]","\frac{x^8}{1296}+\frac{x^5}{216}+\frac{1}{256 x^4}+\frac{x^2}{96}+e^{e^x}+\frac{1}{96 x}","\frac{\left(\frac{x^3}{3}+\frac{1}{2}\right)^4}{16 x^4}+e^{e^x}-5",1,"E^E^x + 1/(256*x^4) + 1/(96*x) + x^2/96 + x^5/216 + x^8/1296","A",7,5,41,0.1220,1,"{12, 14, 2282, 2194, 448}"
4433,1,27,0,1.093518,"\int \frac{-e^{e^{4-x}}+e^{4+e^{4-x}-x} x \log (x) \log \left(\left(-20+5 e^2+5 \log (5)\right) \log (x)\right)}{x \log (x)} \, dx","Int[(-E^E^(4 - x) + E^(4 + E^(4 - x) - x)*x*Log[x]*Log[(-20 + 5*E^2 + 5*Log[5])*Log[x]])/(x*Log[x]),x]","-e^{e^{4-x}} \log \left(-5 \left(4-e^2-\log (5)\right) \log (x)\right)","-e^{e^{4-x}} \log \left(5 \left(-4+e^2+\log (5)\right) \log (x)\right)",1,"-(E^E^(4 - x)*Log[-5*(4 - E^2 - Log[5])*Log[x]])","A",4,5,53,0.09434,1,"{6741, 6742, 2282, 2194, 2555}"
4434,1,24,0,0.05327,"\int \frac{798-479 x+80 x^2-4 x^3}{399 x-80 x^2+4 x^3} \, dx","Int[(798 - 479*x + 80*x^2 - 4*x^3)/(399*x - 80*x^2 + 4*x^3),x]","-x-\log (19-2 x)-\log (21-2 x)+2 \log (x)","\log \left(\frac{e^{-x} x^2}{1-(2 x-20)^2}\right)",1,"-x - Log[19 - 2*x] - Log[21 - 2*x] + 2*Log[x]","A",3,2,32,0.06250,1,"{1594, 1628}"
4435,0,0,0,23.9887787,"\int \frac{-75 e^{4 x} x-150 e^{4 x} x \log (x)+\left(6 e^{4 x} x^2+e^{2 x} \left(-18 x-18 x^2\right)\right) \log ^2(x)}{1250 e^{4 x}+\left(300 e^{2 x}-200 e^{4 x} x\right) \log (x)+\left(18-24 e^{2 x} x+8 e^{4 x} x^2\right) \log ^2(x)} \, dx","Int[(-75*E^(4*x)*x - 150*E^(4*x)*x*Log[x] + (6*E^(4*x)*x^2 + E^(2*x)*(-18*x - 18*x^2))*Log[x]^2)/(1250*E^(4*x) + (300*E^(2*x) - 200*E^(4*x)*x)*Log[x] + (18 - 24*E^(2*x)*x + 8*E^(4*x)*x^2)*Log[x]^2),x]","\int \frac{-75 e^{4 x} x-150 e^{4 x} x \log (x)+\left(6 e^{4 x} x^2+e^{2 x} \left(-18 x-18 x^2\right)\right) \log ^2(x)}{1250 e^{4 x}+\left(300 e^{2 x}-200 e^{4 x} x\right) \log (x)+\left(18-24 e^{2 x} x+8 e^{4 x} x^2\right) \log ^2(x)} \, dx","\frac{3 x^2}{2 \left(2 x-3 e^{-2 x}-\frac{25}{\log (x)}\right)}",1,"(-225*Defer[Int][(E^(2*x)*x*Log[x])/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])^2), x])/2 + 225*Defer[Int][(E^(2*x)*x^2*Log[x]^2)/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])^2), x] - 9*Defer[Int][(E^(2*x)*x^2*Log[x]^3)/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])^2), x] - 18*Defer[Int][(E^(2*x)*x^3*Log[x]^3)/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])^2), x] - (75*Defer[Int][(E^(2*x)*x)/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])), x])/2 - 75*Defer[Int][(E^(2*x)*x*Log[x])/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])), x] + 3*Defer[Int][(E^(2*x)*x^2*Log[x]^2)/((-25 + 2*x*Log[x])*(-25*E^(2*x) - 3*Log[x] + 2*E^(2*x)*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
4436,1,116,0,0.3452554,"\int \frac{-3-96 x^2-24 x^3-720 x^4-288 x^5+2880 x^7+7488 x^8+21120 x^9+23040 x^{10}+7680 x^{11}+768 x^{12}+e^{2 x} \left(64 x^8+64 x^9\right)+e^x \left(16 x^4-8 x^5-256 x^7-1216 x^8-2880 x^9-1280 x^{10}-128 x^{11}\right)}{32 x^7} \, dx","Int[(-3 - 96*x^2 - 24*x^3 - 720*x^4 - 288*x^5 + 2880*x^7 + 7488*x^8 + 21120*x^9 + 23040*x^10 + 7680*x^11 + 768*x^12 + E^(2*x)*(64*x^8 + 64*x^9) + E^x*(16*x^4 - 8*x^5 - 256*x^7 - 1216*x^8 - 2880*x^9 - 1280*x^10 - 128*x^11))/(32*x^7),x]","4 x^6+\frac{1}{64 x^6}+48 x^5-4 e^x x^4+180 x^4+\frac{3}{4 x^4}-24 e^x x^3+220 x^3+\frac{1}{4 x^3}-18 e^x x^2+e^{2 x} x^2+117 x^2-\frac{e^x}{4 x^2}+\frac{45}{4 x^2}-2 e^x x+90 x-6 e^x+\frac{9}{x}","x^2 \left(-2 \left(\frac{1}{4 x^2}+x+3\right)^2+e^x+9\right)^2",1,"-6*E^x + 1/(64*x^6) + 3/(4*x^4) + 1/(4*x^3) + 45/(4*x^2) - E^x/(4*x^2) + 9/x + 90*x - 2*E^x*x + 117*x^2 - 18*E^x*x^2 + E^(2*x)*x^2 + 220*x^3 - 24*E^x*x^3 + 180*x^4 - 4*E^x*x^4 + 48*x^5 + 4*x^6","B",34,8,116,0.06897,1,"{12, 14, 2196, 2176, 2194, 2199, 2177, 2178}"
4437,1,191,0,1.5293834,"\int \frac{-2 e^{2+\frac{2 e^2}{x}} \log (5)+e^{2 x} \left(2 x^3+2 x^4\right) \log (5)+e^x \left(4 x^3+8 x^4+2 x^5+e^3 \left(2 x^2+2 x^3\right)\right) \log (5)+\left(2 x^3+6 x^4+4 x^5+e^3 \left(2 x^2+4 x^3\right)\right) \log (5)+e^{\frac{e^2}{x}} \left(e^x \left(-2 e^2 x+2 x^2+2 x^3\right) \log (5)+\left(-2 e^5+2 x^2+4 x^3+e^2 \left(-2 x-2 x^2\right)\right) \log (5)\right)}{x^2} \, dx","Int[(-2*E^(2 + (2*E^2)/x)*Log[5] + E^(2*x)*(2*x^3 + 2*x^4)*Log[5] + E^x*(4*x^3 + 8*x^4 + 2*x^5 + E^3*(2*x^2 + 2*x^3))*Log[5] + (2*x^3 + 6*x^4 + 4*x^5 + E^3*(2*x^2 + 4*x^3))*Log[5] + E^(E^2/x)*(E^x*(-2*E^2*x + 2*x^2 + 2*x^3)*Log[5] + (-2*E^5 + 2*x^2 + 4*x^3 + E^2*(-2*x - 2*x^2))*Log[5]))/x^2,x]","2 e^x x^3 \log (5)+2 e^{\frac{e^2}{x}} x^2 \log (5)+2 e^x x^2 \log (5)+e^{2 x} x^2 \log (5)+\left(x^2+x+e^3\right)^2 \log (5)-\frac{2 e^{x+\frac{e^2}{x}} \left(e^2-x^2\right) \log (5)}{\left(1-\frac{e^2}{x^2}\right) x}+2 e^{\frac{e^2}{x}} x \log (5)-4 e^x x \log (5)+2 \left(2+e^3\right) e^x x \log (5)+2 e^{\frac{e^2}{x}+3} \log (5)+e^{\frac{2 e^2}{x}} \log (5)+4 e^x \log (5)+2 e^{x+3} \log (5)-2 \left(2+e^3\right) e^x \log (5)","\left(\left(x+e^x\right) x+x+e^{\frac{e^2}{x}}+e^3\right)^2 \log (5)",1,"2*E^(3 + E^2/x)*Log[5] + E^((2*E^2)/x)*Log[5] + 4*E^x*Log[5] + 2*E^(3 + x)*Log[5] - 2*E^x*(2 + E^3)*Log[5] + 2*E^(E^2/x)*x*Log[5] - 4*E^x*x*Log[5] + 2*E^x*(2 + E^3)*x*Log[5] + 2*E^(E^2/x)*x^2*Log[5] + 2*E^x*x^2*Log[5] + E^(2*x)*x^2*Log[5] + 2*E^x*x^3*Log[5] - (2*E^(E^2/x + x)*(E^2 - x^2)*Log[5])/((1 - E^2/x^2)*x) + (E^3 + x + x^2)^2*Log[5]","B",38,12,177,0.06780,1,"{14, 2196, 2176, 2194, 6688, 6742, 2288, 2209, 629, 2206, 2210, 2214}"
4438,0,0,0,4.7142359,"\int \frac{250000-45000 x^5-187500 x^6+e^{5 x} \left(-1562500 x^3+1171875 x^9\right)+e^{5 x} \left(-187500 x^2+140625 x^8\right) \log \left(-4+3 x^6\right)+e^{5 x} \left(-7500 x+5625 x^7\right) \log ^2\left(-4+3 x^6\right)+e^{5 x} \left(-100+75 x^6\right) \log ^3\left(-4+3 x^6\right)}{-62500 x^3+46875 x^9+\left(-7500 x^2+5625 x^8\right) \log \left(-4+3 x^6\right)+\left(-300 x+225 x^7\right) \log ^2\left(-4+3 x^6\right)+\left(-4+3 x^6\right) \log ^3\left(-4+3 x^6\right)} \, dx","Int[(250000 - 45000*x^5 - 187500*x^6 + E^(5*x)*(-1562500*x^3 + 1171875*x^9) + E^(5*x)*(-187500*x^2 + 140625*x^8)*Log[-4 + 3*x^6] + E^(5*x)*(-7500*x + 5625*x^7)*Log[-4 + 3*x^6]^2 + E^(5*x)*(-100 + 75*x^6)*Log[-4 + 3*x^6]^3)/(-62500*x^3 + 46875*x^9 + (-7500*x^2 + 5625*x^8)*Log[-4 + 3*x^6] + (-300*x + 225*x^7)*Log[-4 + 3*x^6]^2 + (-4 + 3*x^6)*Log[-4 + 3*x^6]^3),x]","\int \frac{250000-45000 x^5-187500 x^6+e^{5 x} \left(-1562500 x^3+1171875 x^9\right)+e^{5 x} \left(-187500 x^2+140625 x^8\right) \log \left(-4+3 x^6\right)+e^{5 x} \left(-7500 x+5625 x^7\right) \log ^2\left(-4+3 x^6\right)+e^{5 x} \left(-100+75 x^6\right) \log ^3\left(-4+3 x^6\right)}{-62500 x^3+46875 x^9+\left(-7500 x^2+5625 x^8\right) \log \left(-4+3 x^6\right)+\left(-300 x+225 x^7\right) \log ^2\left(-4+3 x^6\right)+\left(-4+3 x^6\right) \log ^3\left(-4+3 x^6\right)} \, dx","\frac{2}{\left(\frac{1}{25} \log \left(3 x^6-4\right)+x\right)^2}+5 e^{5 x}",1,"5*E^(5*x) - 62500*Defer[Int][(25*x + Log[-4 + 3*x^6])^(-3), x] + 2500*3^(1/6)*Defer[Int][1/((-(-2)^(1/3) - 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x] + 2500*3^(1/6)*Defer[Int][1/((2^(1/3) - 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x] + 2500*3^(1/6)*Defer[Int][1/(((-1)^(2/3)*2^(1/3) - 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x] - 2500*3^(1/6)*Defer[Int][1/((-(-2)^(1/3) + 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x] - 2500*3^(1/6)*Defer[Int][1/((2^(1/3) + 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x] - 2500*3^(1/6)*Defer[Int][1/(((-1)^(2/3)*2^(1/3) + 3^(1/6)*x)*(25*x + Log[-4 + 3*x^6])^3), x]","F",0,0,0,0,-1,"{}"
4439,0,0,0,37.9153586,"\int \frac{e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)} \left(\left(32 x^3-24 x^4+2 x^6\right) \log (x)+\left(64 x^3-64 x^4+4 x^5+6 x^6\right) \log ^2(x)\right)+\left(-4-2 e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)}-2 \log (4)\right) \log \left(2+e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)}+\log (4)\right)}{128+96 x+24 x^2+2 x^3+e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)} \left(64+48 x+12 x^2+x^3\right)+\left(64+48 x+12 x^2+x^3\right) \log (4)} \, dx","Int[(E^((4*x^4 - 4*x^5 + x^6)*Log[x]^2)*((32*x^3 - 24*x^4 + 2*x^6)*Log[x] + (64*x^3 - 64*x^4 + 4*x^5 + 6*x^6)*Log[x]^2) + (-4 - 2*E^((4*x^4 - 4*x^5 + x^6)*Log[x]^2) - 2*Log[4])*Log[2 + E^((4*x^4 - 4*x^5 + x^6)*Log[x]^2) + Log[4]])/(128 + 96*x + 24*x^2 + 2*x^3 + E^((4*x^4 - 4*x^5 + x^6)*Log[x]^2)*(64 + 48*x + 12*x^2 + x^3) + (64 + 48*x + 12*x^2 + x^3)*Log[4]),x]","\int \frac{e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)} \left(\left(32 x^3-24 x^4+2 x^6\right) \log (x)+\left(64 x^3-64 x^4+4 x^5+6 x^6\right) \log ^2(x)\right)+\left(-4-2 e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)}-2 \log (4)\right) \log \left(2+e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)}+\log (4)\right)}{128+96 x+24 x^2+2 x^3+e^{\left(4 x^4-4 x^5+x^6\right) \log ^2(x)} \left(64+48 x+12 x^2+x^3\right)+\left(64+48 x+12 x^2+x^3\right) \log (4)} \, dx","\frac{\log \left(e^{x^2 \left(2 x-x^2\right)^2 \log ^2(x)}+2+\log (4)\right)}{(x+4)^2}",1,"-4288*x + 74*x^2 - (64*x^3)/27 + x^4/16 + 4288*x*Log[x] - 148*x^2*Log[x] + (64*x^3*Log[x])/9 - (x^4*Log[x])/4 - (1152*x*Log[x])/(4 + x) + 11136*Log[1 + x/4]*Log[x] - 2624*x*Log[x]^2 + 232*x^2*Log[x]^2 - (68*x^3*Log[x]^2)/3 + (3*x^4*Log[x]^2)/2 - (3072*x*Log[x]^2)/(4 + x) + 13568*Log[1 + x/4]*Log[x]^2 + 1152*Log[4 + x] + 11136*PolyLog[2, -1/4*x] + 27136*Log[x]*PolyLog[2, -1/4*x] - 27136*PolyLog[3, -1/4*x] + 336*(1 + Log[2])*Defer[Int][(x*Log[x])/(-E^((-2 + x)^2*x^4*Log[x]^2) - 2*(1 + Log[2])), x] + 4*(1 + Log[2])*Defer[Int][(x^3*Log[x])/(-E^((-2 + x)^2*x^4*Log[x]^2) - 2*(1 + Log[2])), x] + 1920*(1 + Log[2])*Defer[Int][Log[x]/(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2])), x] + 9984*(1 + Log[2])*Defer[Int][Log[x]/((-4 - x)*(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2]))), x] + 48*(1 + Log[2])*Defer[Int][(x^2*Log[x])/(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2])), x] + 9216*(1 + Log[2])*Defer[Int][Log[x]/((4 + x)^2*(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2]))), x] + 928*(1 + Log[2])*Defer[Int][(x*Log[x]^2)/(-E^((-2 + x)^2*x^4*Log[x]^2) - 2*(1 + Log[2])), x] + 12*(1 + Log[2])*Defer[Int][(x^3*Log[x]^2)/(-E^((-2 + x)^2*x^4*Log[x]^2) - 2*(1 + Log[2])), x] + 5248*(1 + Log[2])*Defer[Int][Log[x]^2/(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2])), x] + 27136*(1 + Log[2])*Defer[Int][Log[x]^2/((-4 - x)*(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2]))), x] + 136*(1 + Log[2])*Defer[Int][(x^2*Log[x]^2)/(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2])), x] + 24576*(1 + Log[2])*Defer[Int][Log[x]^2/((4 + x)^2*(E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2]))), x] + 2*Defer[Int][Log[E^((-2 + x)^2*x^4*Log[x]^2) + 2*(1 + Log[2])]/(-4 - x)^3, x]","F",0,0,0,0,-1,"{}"
4440,1,272,0,3.3663578,"\int \frac{e^{\frac{8-3 x+e^2 x}{x}} \left(e^2 x-x^2\right)+e^{\frac{8-3 x+e^2 x}{x}} \left(e^2 (-8-3 x)+8 x+4 x^2\right) \log (x)}{e^4 x^5-2 e^2 x^6+x^7} \, dx","Int[(E^((8 - 3*x + E^2*x)/x)*(E^2*x - x^2) + E^((8 - 3*x + E^2*x)/x)*(E^2*(-8 - 3*x) + 8*x + 4*x^2)*Log[x])/(E^4*x^5 - 2*E^2*x^6 + x^7),x]","\frac{e^{\frac{8}{x}+e^2-5} \log (x)}{x^3}-\frac{3 e^{\frac{8}{x}+e^2-5} \log (x)}{8 x^2}+\frac{\left(8+3 e^2\right) e^{\frac{8}{x}+e^2-7} \log (x)}{8 x^2}-e^{\frac{8}{x}+e^2-11} \log (x)-\frac{3}{256} e^{\frac{8}{x}+e^2-5} \log (x)+\frac{e^{\frac{8}{x}+e^2-9} \log (x)}{e^2-x}+\frac{3 e^{\frac{8}{x}+e^2-5} \log (x)}{32 x}-\frac{\left(8+3 e^2\right) e^{\frac{8}{x}+e^2-7} \log (x)}{32 x}+\frac{\left(4+e^2\right) e^{\frac{8}{x}+e^2-9} \log (x)}{4 x}+\frac{1}{256} \left(8+3 e^2\right) e^{\frac{8}{x}+e^2-7} \log (x)+\frac{1}{8} \left(8+e^2\right) e^{\frac{8}{x}+e^2-11} \log (x)-\frac{1}{32} \left(4+e^2\right) e^{\frac{8}{x}+e^2-9} \log (x)","\frac{e^{\frac{8}{x}+e^2-3} \log (x)}{\left(e^2-x\right) x^3}",1,"-(E^(-11 + E^2 + 8/x)*Log[x]) - (3*E^(-5 + E^2 + 8/x)*Log[x])/256 - (E^(-9 + E^2 + 8/x)*(4 + E^2)*Log[x])/32 + (E^(-11 + E^2 + 8/x)*(8 + E^2)*Log[x])/8 + (E^(-7 + E^2 + 8/x)*(8 + 3*E^2)*Log[x])/256 + (E^(-9 + E^2 + 8/x)*Log[x])/(E^2 - x) + (E^(-5 + E^2 + 8/x)*Log[x])/x^3 - (3*E^(-5 + E^2 + 8/x)*Log[x])/(8*x^2) + (E^(-7 + E^2 + 8/x)*(8 + 3*E^2)*Log[x])/(8*x^2) + (3*E^(-5 + E^2 + 8/x)*Log[x])/(32*x) + (E^(-9 + E^2 + 8/x)*(4 + E^2)*Log[x])/(4*x) - (E^(-7 + E^2 + 8/x)*(8 + 3*E^2)*Log[x])/(32*x)","B",32,12,88,0.1364,1,"{1594, 27, 6688, 6742, 2222, 2210, 2228, 2178, 2212, 2209, 2223, 2554}"
4441,0,0,0,37.4365699,"\int \frac{x^3 \log ^3(x)+\exp \left(\frac{144+(-120-120 x+24 \log (3)) \log (x)+\left(25+50 x+25 x^2+(-10-10 x) \log (3)+\log ^2(3)\right) \log ^2(x)}{x^2 \log ^2(x)}\right) \left(-288+(-168+120 x-24 \log (3)) \log (x)+(240+120 x-48 \log (3)) \log ^2(x)+\left(-50-50 x+(20+10 x) \log (3)-2 \log ^2(3)\right) \log ^3(x)\right)}{x^3 \log ^3(x)} \, dx","Int[(x^3*Log[x]^3 + E^((144 + (-120 - 120*x + 24*Log[3])*Log[x] + (25 + 50*x + 25*x^2 + (-10 - 10*x)*Log[3] + Log[3]^2)*Log[x]^2)/(x^2*Log[x]^2))*(-288 + (-168 + 120*x - 24*Log[3])*Log[x] + (240 + 120*x - 48*Log[3])*Log[x]^2 + (-50 - 50*x + (20 + 10*x)*Log[3] - 2*Log[3]^2)*Log[x]^3))/(x^3*Log[x]^3),x]","\int \frac{x^3 \log ^3(x)+\exp \left(\frac{144+(-120-120 x+24 \log (3)) \log (x)+\left(25+50 x+25 x^2+(-10-10 x) \log (3)+\log ^2(3)\right) \log ^2(x)}{x^2 \log ^2(x)}\right) \left(-288+(-168+120 x-24 \log (3)) \log (x)+(240+120 x-48 \log (3)) \log ^2(x)+\left(-50-50 x+(20+10 x) \log (3)-2 \log ^2(3)\right) \log ^3(x)\right)}{x^3 \log ^3(x)} \, dx","x+e^{\left(\frac{-x-\frac{12}{\log (x)}+5-\log (3)}{x}+6\right)^2}",1,"x - 2*(5 - Log[3])^2*Defer[Int][E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2))/(3^((2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*x^3), x] - 10*(5 - Log[3])*Defer[Int][E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2))/(3^((2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*x^2), x] - 32*Defer[Int][(3^(2 - (2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2)))/(x^3*Log[x]^3), x] - 8*(7 + Log[3])*Defer[Int][(3^(1 - (2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2)))/(x^3*Log[x]^2), x] + 40*Defer[Int][(3^(1 - (2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2)))/(x^2*Log[x]^2), x] + 8*(10 - Log[9])*Defer[Int][(3^(1 - (2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2)))/(x^3*Log[x]), x] + 40*Defer[Int][(3^(1 - (2*(-12 + 5*Log[x] + 5*x*Log[x]))/(x^2*Log[x]))*E^((144 - 120*Log[x] - 120*x*Log[x] + 50*x*Log[x]^2 + 25*x^2*Log[x]^2 + 25*(1 + Log[3]^2/25)*Log[x]^2)/(x^2*Log[x]^2)))/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4442,1,38,0,0.3290327,"\int \exp \left(\frac{127-250 x+125 x^2+5 \log (2)+\left(25-50 x+25 x^2+\log (2)\right) \log (3) \log ^2(4)}{5+\log (3) \log ^2(4)}\right) (-50+50 x) \, dx","Int[E^((127 - 250*x + 125*x^2 + 5*Log[2] + (25 - 50*x + 25*x^2 + Log[2])*Log[3]*Log[4]^2)/(5 + Log[3]*Log[4]^2))*(-50 + 50*x),x]","\exp \left(25 x^2-50 x+\frac{127+(25+\log (2)) \log (3) \log ^2(4)+\log (32)}{5+\log (3) \log ^2(4)}\right)","2 e^{25 (x-1)^2+\frac{2}{5+\log (3) \log ^2(4)}}",1,"E^(-50*x + 25*x^2 + (127 + (25 + Log[2])*Log[3]*Log[4]^2 + Log[32])/(5 + Log[3]*Log[4]^2))","A",2,2,53,0.03774,1,"{2244, 2236}"
4443,1,21,0,0.0252463,"\int \frac{1}{20} \left(20-160 e^{4 x^2} x+e^{e^x} \left(-1-e^x x\right)\right) \, dx","Int[(20 - 160*E^(4*x^2)*x + E^E^x*(-1 - E^x*x))/20,x]","-e^{4 x^2}-\frac{1}{20} e^{e^x} x+x","-e^{4 x^2}-\frac{1}{20} e^{e^x} x+x-3",1,"-E^(4*x^2) + x - (E^E^x*x)/20","A",4,3,30,0.1000,1,"{12, 2209, 2288}"
4444,0,0,0,0.4035967,"\int \frac{2 \log (2)+\left(4+8 x+4 x^2-2 \log (2)\right) \log (x)+(8+8 x-2 \log (2)) \log (x) \log (\log (x))+4 \log (x) \log ^2(\log (x))}{\left(1+2 x+x^2\right) \log (x)+(2+2 x) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))} \, dx","Int[(2*Log[2] + (4 + 8*x + 4*x^2 - 2*Log[2])*Log[x] + (8 + 8*x - 2*Log[2])*Log[x]*Log[Log[x]] + 4*Log[x]*Log[Log[x]]^2)/((1 + 2*x + x^2)*Log[x] + (2 + 2*x)*Log[x]*Log[Log[x]] + Log[x]*Log[Log[x]]^2),x]","\int \frac{2 \log (2)+\left(4+8 x+4 x^2-2 \log (2)\right) \log (x)+(8+8 x-2 \log (2)) \log (x) \log (\log (x))+4 \log (x) \log ^2(\log (x))}{\left(1+2 x+x^2\right) \log (x)+(2+2 x) \log (x) \log (\log (x))+\log (x) \log ^2(\log (x))} \, dx","61-x \left(\frac{2 \log (2)}{x+\log (\log (x))+1}-4\right)",1,"4*x + 2*Log[2]*Defer[Int][x/(1 + x + Log[Log[x]])^2, x] + 2*Log[2]*Defer[Int][1/(Log[x]*(1 + x + Log[Log[x]])^2), x] - 2*Log[2]*Defer[Int][(1 + x + Log[Log[x]])^(-1), x]","F",0,0,0,0,-1,"{}"
4445,1,26,0,0.2183505,"\int \frac{-1-2 x-4 x^2+(-1-4 x) \log (x)}{2 e^{4 x} x^4+4 e^{4 x} x^3 \log (x)+2 e^{4 x} x^2 \log ^2(x)} \, dx","Int[(-1 - 2*x - 4*x^2 + (-1 - 4*x)*Log[x])/(2*E^(4*x)*x^4 + 4*E^(4*x)*x^3*Log[x] + 2*E^(4*x)*x^2*Log[x]^2),x]","\frac{e^{-4 x} \left(x^2+x \log (x)\right)}{2 x^2 (x+\log (x))^2}","\frac{e^{-4 x}}{2 x (x+\log (x))}-9",1,"(x^2 + x*Log[x])/(2*E^(4*x)*x^2*(x + Log[x])^2)","A",3,3,58,0.05172,1,"{6688, 12, 2288}"
4446,1,23,0,0.3981901,"\int \frac{-1-11 x-5 e^5 x+5 x^2+5 x \log \left(\frac{3 x}{2}\right)}{-10 x-5 e^5 x+5 x^2+5 x \log \left(\frac{3 x}{2}\right)} \, dx","Int[(-1 - 11*x - 5*E^5*x + 5*x^2 + 5*x*Log[(3*x)/2])/(-10*x - 5*E^5*x + 5*x^2 + 5*x*Log[(3*x)/2]),x]","x-\frac{1}{5} \log \left(-x-\log \left(\frac{3 x}{2}\right)+e^5+2\right)","x-\frac{1}{5} \log \left(x+\log \left(\frac{3 x}{2}\right)-e^5-2\right)+1",1,"x - Log[2 + E^5 - x - Log[(3*x)/2]]/5","A",7,5,52,0.09615,1,"{6, 6741, 12, 6742, 6684}"
4447,0,0,0,3.448919,"\int \frac{e^{-2 x} \log (x) \left(-128 \log (x)+(64+(-64-64 x) \log (x)) \log \left(\frac{x^2}{4}\right)\right)}{3 x^3 \log ^3\left(\frac{x^2}{4}\right)} \, dx","Int[(Log[x]*(-128*Log[x] + (64 + (-64 - 64*x)*Log[x])*Log[x^2/4]))/(3*E^(2*x)*x^3*Log[x^2/4]^3),x]","\int \frac{e^{-2 x} \log (x) \left(-128 \log (x)+(64+(-64-64 x) \log (x)) \log \left(\frac{x^2}{4}\right)\right)}{3 x^3 \log ^3\left(\frac{x^2}{4}\right)} \, dx","\frac{32 e^{-2 x} \log ^2(x)}{3 x^2 \log ^2\left(\frac{x^2}{4}\right)}",1,"(-128*Defer[Int][Log[x]^2/(E^(2*x)*x^3*Log[x^2/4]^3), x])/3 + (64*Defer[Int][Log[x]/(E^(2*x)*x^3*Log[x^2/4]^2), x])/3 - (64*Defer[Int][Log[x]^2/(E^(2*x)*x^3*Log[x^2/4]^2), x])/3 - (64*Defer[Int][Log[x]^2/(E^(2*x)*x^2*Log[x^2/4]^2), x])/3","F",0,0,0,0,-1,"{}"
4448,0,0,0,0.6951475,"\int \frac{\left(-2+\left(2-6 x^2\right) \log (x)-4 x^2 \log ^2(x)\right) \log \left(\frac{4 e^{-x^2-x^2 \log (x)} x}{5 \log (x)}\right)}{x \log (x)} \, dx","Int[((-2 + (2 - 6*x^2)*Log[x] - 4*x^2*Log[x]^2)*Log[(4*E^(-x^2 - x^2*Log[x])*x)/(5*Log[x])])/(x*Log[x]),x]","\int \frac{\left(-2+\left(2-6 x^2\right) \log (x)-4 x^2 \log ^2(x)\right) \log \left(\frac{4 e^{-x^2-x^2 \log (x)} x}{5 \log (x)}\right)}{x \log (x)} \, dx","\log ^2\left(\frac{4 x e^{x^2 (-\log (x))-x^2}}{5 \log (x)}\right)",1,"(3*x^2)/2 - (15*x^4)/8 - 3*ExpIntegralEi[2*Log[x]] - (3*x^4*Log[x])/2 - 3*x^2*Log[(4*x^(1 - x^2))/(5*E^x^2*Log[x])] + 2*Defer[Int][Log[(4*x^(1 - x^2))/(5*E^x^2*Log[x])]/x, x] - 2*Defer[Int][Log[(4*x^(1 - x^2))/(5*E^x^2*Log[x])]/(x*Log[x]), x] - 4*Defer[Int][x*Log[x]*Log[(4*x^(1 - x^2))/(5*E^x^2*Log[x])], x]","F",0,0,0,0,-1,"{}"
4449,1,16,0,0.0166806,"\int \frac{-4 x+\left(4-2 e^2\right) \log (x)}{x} \, dx","Int[(-4*x + (4 - 2*E^2)*Log[x])/x,x]","\left(2-e^2\right) \log ^2(x)-4 x","-4 x-\left(\left(e^2-2\right) \log ^2(x)\right)+4",1,"-4*x + (2 - E^2)*Log[x]^2","A",3,2,18,0.1111,1,"{14, 2301}"
4450,1,14,0,0.0088724,"\int \frac{12 e^3+x^2 \log (2)}{x^2 \log (2)} \, dx","Int[(12*E^3 + x^2*Log[2])/(x^2*Log[2]),x]","x-\frac{12 e^3}{x \log (2)}","9-3 \left(-\frac{x}{3}+\frac{4 e^3}{x \log (2)}-5\right)",1,"x - (12*E^3)/(x*Log[2])","A",3,2,20,0.1000,1,"{12, 14}"
4451,1,44,0,0.1423365,"\int \frac{e^x \left(-10+5 e^{-x^2}\right)+5 x+e^x \left(-10 x+e^{-x^2} \left(5 x-10 x^2\right)\right) \log (x)}{x} \, dx","Int[(E^x*(-10 + 5/E^x^2) + 5*x + E^x*(-10*x + (5*x - 10*x^2)/E^x^2)*Log[x])/x,x]","\frac{5 e^{x-x^2} \left(x \log (x)-2 x^2 \log (x)\right)}{(1-2 x) x}+5 x-10 e^x \log (x)","5 \left(x-e^x \left(2-e^{-x^2}\right) \log (x)\right)",1,"5*x - 10*E^x*Log[x] + (5*E^(x - x^2)*(x*Log[x] - 2*x^2*Log[x]))/((1 - 2*x)*x)","A",6,2,50,0.04000,1,"{14, 2288}"
4452,1,17,0,0.3494633,"\int \frac{-2+(-1+3 \log (x)) \log \left(x^2\right)+\log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{(2 x+3 x \log (x)) \log \left(x^2\right)+x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(-2 + (-1 + 3*Log[x])*Log[x^2] + Log[x^2]*Log[Log[x^2]])/((2*x + 3*x*Log[x])*Log[x^2] + x*Log[x^2]*Log[Log[x^2]]),x]","\log (x)-\log \left(\log \left(\log \left(x^2\right)\right)+3 \log (x)+2\right)","-\log \left(\frac{1}{3} \left(\log \left(\log \left(x^2\right)\right)+2\right)+\log (x)\right)+\log \left(\frac{x}{5+e^{e^5}}\right)+3",1,"Log[x] - Log[2 + 3*Log[x] + Log[Log[x^2]]]","A",4,3,52,0.05769,1,"{6741, 6742, 6684}"
4453,1,27,0,0.5216642,"\int \frac{-9+8 x+4 x^3-4 x^4+x^5+\left(4+x+x^2-x^3\right) \log \left(4+x+x^2-x^3\right)}{4-3 x+4 x^2-x^3+2 x^4-x^5+\left(-4-x-x^2+x^3\right) \log \left(4+x+x^2-x^3\right)} \, dx","Int[(-9 + 8*x + 4*x^3 - 4*x^4 + x^5 + (4 + x + x^2 - x^3)*Log[4 + x + x^2 - x^3])/(4 - 3*x + 4*x^2 - x^3 + 2*x^4 - x^5 + (-4 - x - x^2 + x^3)*Log[4 + x + x^2 - x^3]),x]","\log \left(x^2-\log \left(-x^3+x^2+x+4\right)-x+1\right)-x","\log \left(-\log \left(4-x \left(x^2-x-1\right)\right)+(x-1)^2+x\right)-x-4",1,"-x + Log[1 - x + x^2 - Log[4 + x + x^2 - x^3]]","A",4,3,96,0.03125,1,"{6741, 6742, 6684}"
4454,1,25,0,0.601553,"\int \frac{-20-10 x+e^x \left(-15 x-5 x^2\right)-5 e^x x \log \left(20 x^2\right)}{27 x+9 x^2+e^x \left(-18 x-6 x^2\right)+e^{2 x} \left(3 x+x^2\right)+\left(9 x-6 e^x x+e^{2 x} x\right) \log \left(20 x^2\right)+\left(-18 x-6 x^2+e^x \left(6 x+2 x^2\right)+\left(-6 x+2 e^x x\right) \log \left(20 x^2\right)\right) \log \left(9+6 x+x^2+(6+2 x) \log \left(20 x^2\right)+\log ^2\left(20 x^2\right)\right)+\left(3 x+x^2+x \log \left(20 x^2\right)\right) \log ^2\left(9+6 x+x^2+(6+2 x) \log \left(20 x^2\right)+\log ^2\left(20 x^2\right)\right)} \, dx","Int[(-20 - 10*x + E^x*(-15*x - 5*x^2) - 5*E^x*x*Log[20*x^2])/(27*x + 9*x^2 + E^x*(-18*x - 6*x^2) + E^(2*x)*(3*x + x^2) + (9*x - 6*E^x*x + E^(2*x)*x)*Log[20*x^2] + (-18*x - 6*x^2 + E^x*(6*x + 2*x^2) + (-6*x + 2*E^x*x)*Log[20*x^2])*Log[9 + 6*x + x^2 + (6 + 2*x)*Log[20*x^2] + Log[20*x^2]^2] + (3*x + x^2 + x*Log[20*x^2])*Log[9 + 6*x + x^2 + (6 + 2*x)*Log[20*x^2] + Log[20*x^2]^2]^2),x]","-\frac{5}{-\log \left(\left(\log \left(20 x^2\right)+x+3\right)^2\right)-e^x+3}","\frac{5}{\log \left(\left(\log \left(20 x^2\right)+x+3\right)^2\right)+e^x-3}",1,"-5/(3 - E^x - Log[(3 + x + Log[20*x^2])^2])","A",3,3,208,0.01442,1,"{6688, 12, 6686}"
4455,1,31,0,0.0560661,"\int \frac{-2+e^2+\left(-4-e^4+e^2 (4-4 x)+8 x-4 x^2\right) \log (4)}{\left(4+e^4-8 x+4 x^2+e^2 (-4+4 x)\right) \log (4)} \, dx","Int[(-2 + E^2 + (-4 - E^4 + E^2*(4 - 4*x) + 8*x - 4*x^2)*Log[4])/((4 + E^4 - 8*x + 4*x^2 + E^2*(-4 + 4*x))*Log[4]),x]","-x-\frac{2-e^2}{2 \left(-2 x-e^2+2\right) \log (4)}","-x+\frac{x}{\left(2 x+e^2-2\right) \log (4)}+\frac{1}{e^3}+2",1,"-x - (2 - E^2)/(2*(2 - E^2 - 2*x)*Log[4])","A",5,4,61,0.06557,1,"{12, 1984, 27, 683}"
4456,1,21,0,0.0322538,"\int \frac{-24-6 x-48 x^3-3 x^4+e \left(-45-90 x^3\right)}{e \left(1-2 x^3+x^6\right)} \, dx","Int[(-24 - 6*x - 48*x^3 - 3*x^4 + E*(-45 - 90*x^3))/(E*(1 - 2*x^3 + x^6)),x]","-\frac{3 x (x+15 e+8)}{e \left(1-x^3\right)}","\frac{9 x \left(\frac{x+8}{3 e}+5\right)}{x^3-1}",1,"(-3*x*(8 + 15*E + x))/(E*(1 - x^3))","A",4,4,40,0.1000,1,"{12, 28, 1858, 8}"
4457,1,13,0,0.0280377,"\int \frac{1}{625} e^{\frac{1}{625} \left(625-450 x+81 x^2\right)} (-450+162 x) \, dx","Int[(E^((625 - 450*x + 81*x^2)/625)*(-450 + 162*x))/625,x]","e^{\frac{1}{625} (25-9 x)^2}","e^{\left(\frac{9 x}{25}-1\right)^2}-5",1,"E^((25 - 9*x)^2/625)","A",3,3,25,0.1200,1,"{12, 2227, 2209}"
4458,-1,0,0,179.9998675,"\int \frac{\exp \left(\frac{17-34 x^2+17 e^8 x^2+32 x^3-15 x^4-32 x^5+48 x^6-32 x^7+16 x^8+e^4 \left(34 x-34 x^3+32 x^4-32 x^5\right)+e^{2 x} \left(1-2 x^2+e^8 x^2+x^4+e^4 \left(2 x-2 x^3\right)\right)+e^x \left(8-16 x^2+8 e^8 x^2+8 x^3-8 x^5+8 x^6+e^4 \left(16 x-16 x^3+8 x^4-8 x^5\right)\right)}{1-2 x^2+e^8 x^2+x^4+e^4 \left(2 x-2 x^3\right)}\right) \left(96 x^2-128 x^3-128 x^4+288 x^5-192 x^6+32 x^7+96 x^8-64 x^9+e^8 \left(64 x^4-96 x^5\right)+e^4 \left(160 x^3-224 x^4-96 x^5+224 x^6-160 x^7+96 x^8\right)+e^{2 x} \left(2-6 x^2+2 e^{12} x^3+6 x^4-2 x^6+e^8 \left(6 x^2-6 x^4\right)+e^4 \left(6 x-12 x^3+6 x^5\right)\right)+e^x \left(8-24 x^3+8 e^{12} x^3-16 x^4+32 x^5+16 x^6-8 x^7-8 x^8+e^8 \left(24 x^2-8 x^4-16 x^5-8 x^6\right)+e^4 \left(24 x-8 x^3-40 x^4-16 x^5+24 x^6+16 x^7\right)\right)\right)}{1-3 x^2+e^{12} x^3+3 x^4-x^6+e^8 \left(3 x^2-3 x^4\right)+e^4 \left(3 x-6 x^3+3 x^5\right)} \, dx","Int[(E^((17 - 34*x^2 + 17*E^8*x^2 + 32*x^3 - 15*x^4 - 32*x^5 + 48*x^6 - 32*x^7 + 16*x^8 + E^4*(34*x - 34*x^3 + 32*x^4 - 32*x^5) + E^(2*x)*(1 - 2*x^2 + E^8*x^2 + x^4 + E^4*(2*x - 2*x^3)) + E^x*(8 - 16*x^2 + 8*E^8*x^2 + 8*x^3 - 8*x^5 + 8*x^6 + E^4*(16*x - 16*x^3 + 8*x^4 - 8*x^5)))/(1 - 2*x^2 + E^8*x^2 + x^4 + E^4*(2*x - 2*x^3)))*(96*x^2 - 128*x^3 - 128*x^4 + 288*x^5 - 192*x^6 + 32*x^7 + 96*x^8 - 64*x^9 + E^8*(64*x^4 - 96*x^5) + E^4*(160*x^3 - 224*x^4 - 96*x^5 + 224*x^6 - 160*x^7 + 96*x^8) + E^(2*x)*(2 - 6*x^2 + 2*E^12*x^3 + 6*x^4 - 2*x^6 + E^8*(6*x^2 - 6*x^4) + E^4*(6*x - 12*x^3 + 6*x^5)) + E^x*(8 - 24*x^3 + 8*E^12*x^3 - 16*x^4 + 32*x^5 + 16*x^6 - 8*x^7 - 8*x^8 + E^8*(24*x^2 - 8*x^4 - 16*x^5 - 8*x^6) + E^4*(24*x - 8*x^3 - 40*x^4 - 16*x^5 + 24*x^6 + 16*x^7))))/(1 - 3*x^2 + E^12*x^3 + 3*x^4 - x^6 + E^8*(3*x^2 - 3*x^4) + E^4*(3*x - 6*x^3 + 3*x^5)),x]","\text{\$Aborted}","\exp \left(\left(-\frac{4 (x-1) x^2}{-x+\frac{1}{x}+e^4}+e^x+4\right)^2+1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
4459,1,101,0,1.1378374,"\int \frac{\left(15 e^3-30 x\right) \log \left(-\frac{5}{e^3-2 x}\right)+\left(30 x+\left(-15 e^3+30 x\right) \log \left(-\frac{5}{e^3-2 x}\right)\right) \log (x)}{4 e^3 x^2-8 x^3} \, dx","Int[((15*E^3 - 30*x)*Log[-5/(E^3 - 2*x)] + (30*x + (-15*E^3 + 30*x)*Log[-5/(E^3 - 2*x)])*Log[x])/(4*E^3*x^2 - 8*x^3),x]","\frac{15 \text{Li}_2\left(\frac{2 x}{e^3}\right)}{2 e^3}+\frac{15 \text{Li}_2\left(1-\frac{2 x}{e^3}\right)}{2 e^3}+\frac{15 \log (x) \log \left(e^3-2 x\right)}{2 e^3}-\frac{15 (3-\log (2)) \log \left(e^3-2 x\right)}{2 e^3}+\frac{15 \log \left(-\frac{5}{e^3-2 x}\right) \log (x)}{4 x}-\frac{45 \log (x)}{2 e^3}","\frac{15 \log (x) \log \left(\frac{5}{2 x-e^3}\right)}{4 x}",1,"(-15*(3 - Log[2])*Log[E^3 - 2*x])/(2*E^3) - (45*Log[x])/(2*E^3) + (15*Log[-5/(E^3 - 2*x)]*Log[x])/(4*x) + (15*Log[E^3 - 2*x]*Log[x])/(2*E^3) + (15*PolyLog[2, (2*x)/E^3])/(2*E^3) + (15*PolyLog[2, 1 - (2*x)/E^3])/(2*E^3)","C",26,16,69,0.2319,1,"{1593, 6688, 12, 14, 2395, 36, 31, 29, 6742, 2344, 2301, 2316, 2315, 2376, 2392, 2391}"
4460,1,21,0,0.0234808,"\int \frac{(-3+3 \log (x)) (i \pi +\log (\log (1+5 \log (4))))}{\log ^2(x)} \, dx","Int[((-3 + 3*Log[x])*(I*Pi + Log[Log[1 + 5*Log[4]]]))/Log[x]^2,x]","\frac{3 x (\log (\log (1+5 \log (4)))+i \pi )}{\log (x)}","\frac{3 x \left(\log \left(-\log \left(\frac{5}{5+25 \log (4)}\right)\right)+i \pi \right)}{\log (x)}",1,"(3*x*(I*Pi + Log[Log[1 + 5*Log[4]]]))/Log[x]","A",6,4,25,0.1600,1,"{12, 2360, 2297, 2298}"
4461,0,0,0,79.3858947,"\int \frac{\exp \left(-e^x x+3 e^{x+\frac{4 x}{(-25+10 x) \log (x)}} x\right) \left(e^x \left(-125-25 x+80 x^2-20 x^3\right) \log ^2(x)+e^{\frac{4 x}{(-25+10 x) \log (x)}} \left(e^x \left(60 x-24 x^2\right)-60 e^x x \log (x)+e^x \left(375+75 x-240 x^2+60 x^3\right) \log ^2(x)\right)\right)}{\left(125-100 x+20 x^2\right) \log ^2(x)} \, dx","Int[(E^(-(E^x*x) + 3*E^(x + (4*x)/((-25 + 10*x)*Log[x]))*x)*(E^x*(-125 - 25*x + 80*x^2 - 20*x^3)*Log[x]^2 + E^((4*x)/((-25 + 10*x)*Log[x]))*(E^x*(60*x - 24*x^2) - 60*E^x*x*Log[x] + E^x*(375 + 75*x - 240*x^2 + 60*x^3)*Log[x]^2)))/((125 - 100*x + 20*x^2)*Log[x]^2),x]","\int \frac{\exp \left(-e^x x+3 e^{x+\frac{4 x}{(-25+10 x) \log (x)}} x\right) \left(e^x \left(-125-25 x+80 x^2-20 x^3\right) \log ^2(x)+e^{\frac{4 x}{(-25+10 x) \log (x)}} \left(e^x \left(60 x-24 x^2\right)-60 e^x x \log (x)+e^x \left(375+75 x-240 x^2+60 x^3\right) \log ^2(x)\right)\right)}{\left(125-100 x+20 x^2\right) \log ^2(x)} \, dx","e^{e^x \left(3 x e^{\frac{4}{5 \left(2-\frac{5}{x}\right) \log (x)}}-x\right)}",1,"-Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x), x] + 3*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x])), x] - Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x)*x, x] + 3*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x]))*x, x] - (6*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x]))/Log[x]^2, x])/5 - 6*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x]))/((-5 + 2*x)*Log[x]^2), x] - 30*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x]))/((-5 + 2*x)^2*Log[x]), x] - 6*Defer[Int][E^(x + E^x*(-1 + 3*E^((4*x)/(5*(-5 + 2*x)*Log[x])))*x + (4*x)/(5*(-5 + 2*x)*Log[x]))/((-5 + 2*x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
4462,0,0,0,11.5719287,"\int \frac{\exp \left(\frac{-100-e^{225 x/8}+20 x^2+x^3-x^4+e^{225 x/16} \left(-20+2 x^2\right)}{x^2}\right) \left(1600+e^{225 x/8} (16-225 x)+8 x^3-16 x^4+e^{225 x/16} \left(320-2250 x+225 x^3\right)\right)}{8 x^3} \, dx","Int[(E^((-100 - E^((225*x)/8) + 20*x^2 + x^3 - x^4 + E^((225*x)/16)*(-20 + 2*x^2))/x^2)*(1600 + E^((225*x)/8)*(16 - 225*x) + 8*x^3 - 16*x^4 + E^((225*x)/16)*(320 - 2250*x + 225*x^3)))/(8*x^3),x]","\int \frac{\exp \left(\frac{-100-e^{225 x/8}+20 x^2+x^3-x^4+e^{225 x/16} \left(-20+2 x^2\right)}{x^2}\right) \left(1600+e^{225 x/8} (16-225 x)+8 x^3-16 x^4+e^{225 x/16} \left(320-2250 x+225 x^3\right)\right)}{8 x^3} \, dx","e^{x-\left(x-\frac{e^{225 x/16}+10}{x}\right)^2}",1,"Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + x - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2), x] + (225*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + (241*x)/16 - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2), x])/8 + 200*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + x - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)/x^3, x] + 40*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + (241*x)/16 - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)/x^3, x] + 2*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + (233*x)/8 - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)/x^3, x] - (1125*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + (241*x)/16 - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)/x^2, x])/4 - (225*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + (233*x)/8 - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)/x^2, x])/8 - 2*Defer[Int][E^(20 - 100/x^2 - E^((225*x)/8)/x^2 + x - x^2 + (E^((225*x)/16)*(-20 + 2*x^2))/x^2)*x, x]","F",0,0,0,0,-1,"{}"
4463,-1,0,0,180.0058766,"\int \frac{19+52 x+73 x^2+58 x^3+28 x^4+8 x^5+x^6+e^x \left(25+60 x+76 x^2+58 x^3+28 x^4+8 x^5+x^6\right)}{25+60 x+76 x^2+58 x^3+28 x^4+8 x^5+x^6} \, dx","Int[(19 + 52*x + 73*x^2 + 58*x^3 + 28*x^4 + 8*x^5 + x^6 + E^x*(25 + 60*x + 76*x^2 + 58*x^3 + 28*x^4 + 8*x^5 + x^6))/(25 + 60*x + 76*x^2 + 58*x^3 + 28*x^4 + 8*x^5 + x^6),x]","\text{\$Aborted}","\frac{x}{(x+1)^4+x-1}+x+e^x+4",1,"$Aborted","F",0,0,0,0,-1,"{}"
4464,1,16,0,0.0219747,"\int \frac{2+x+6 \log \left(\frac{x^3}{e^2}\right)}{x} \, dx","Int[(2 + x + 6*Log[x^3/E^2])/x,x]","\left(2-\log \left(x^3\right)\right)^2+x+2 \log (x)","\log ^2\left(\frac{x^3}{e^2}\right)+\log \left(4 x^2\right)+x",1,"x + 2*Log[x] + (2 - Log[x^3])^2","A",5,3,17,0.1765,1,"{14, 43, 2301}"
4465,1,13,0,0.1997109,"\int \frac{1-\log (x)-2 \log (x) \log \left(\frac{\log (x)}{x}\right)}{x \log (x) \log \left(\frac{\log (x)}{x}\right)} \, dx","Int[(1 - Log[x] - 2*Log[x]*Log[Log[x]/x])/(x*Log[x]*Log[Log[x]/x]),x]","\log \left(\log \left(\frac{\log (x)}{x}\right)\right)-2 \log (x)","\log \left(\frac{4 \log \left(\frac{\log (x)}{x}\right)}{x^2}\right)",1,"-2*Log[x] + Log[Log[Log[x]/x]]","A",3,2,34,0.05882,1,"{6742, 6684}"
4466,1,18,0,0.1607295,"\int \frac{x+2 x^2+(1+10 x+2 x \log (x)) \log (\log (2))}{x^2+(5 x+x \log (x)) \log (\log (2))} \, dx","Int[(x + 2*x^2 + (1 + 10*x + 2*x*Log[x])*Log[Log[2]])/(x^2 + (5*x + x*Log[x])*Log[Log[2]]),x]","2 x+\log (x+\log (\log (2)) \log (x)+5 \log (\log (2)))","2 x+\log (x-\log (\log (2)) (-\log (x)-5))-10",1,"2*x + Log[x + 5*Log[Log[2]] + Log[x]*Log[Log[2]]]","A",3,2,40,0.05000,1,"{6742, 6684}"
4467,1,39,0,0.2145271,"\int \frac{-250 e^4 x+500 e^4 x \log (x)-500 e^4 x \log ^2(x)+\left(25 e^7+250 e^4 x\right) \log ^3(x)}{\log ^3(x)} \, dx","Int[(-250*E^4*x + 500*E^4*x*Log[x] - 500*E^4*x*Log[x]^2 + (25*E^7 + 250*E^4*x)*Log[x]^3)/Log[x]^3,x]","125 e^4 x^2+\frac{125 e^4 x^2}{\log ^2(x)}-\frac{250 e^4 x^2}{\log (x)}+25 e^7 x","5 \left(e^4 \left(5 e^3 x+25 \left(x-\frac{x}{\log (x)}\right)^2+2\right)-2\right)",1,"25*E^7*x + 125*E^4*x^2 + (125*E^4*x^2)/Log[x]^2 - (250*E^4*x^2)/Log[x]","A",13,6,47,0.1277,1,"{6741, 12, 6742, 2306, 2309, 2178}"
4468,0,0,0,1.2616076,"\int \frac{-9-18 x+e^{x^2} \left(1+2 x-8 x^2-2 x^3-2 x^4\right)+\left(-36-9 x-9 x^2+e^{x^2} \left(4+x+x^2\right)\right) \log \left(\frac{2}{-9+e^{x^2}}\right)}{-36-9 x-9 x^2+e^{x^2} \left(4+x+x^2\right)} \, dx","Int[(-9 - 18*x + E^x^2*(1 + 2*x - 8*x^2 - 2*x^3 - 2*x^4) + (-36 - 9*x - 9*x^2 + E^x^2*(4 + x + x^2))*Log[2/(-9 + E^x^2)])/(-36 - 9*x - 9*x^2 + E^x^2*(4 + x + x^2)),x]","\int \frac{-9-18 x+e^{x^2} \left(1+2 x-8 x^2-2 x^3-2 x^4\right)+\left(-36-9 x-9 x^2+e^{x^2} \left(4+x+x^2\right)\right) \log \left(\frac{2}{-9+e^{x^2}}\right)}{-36-9 x-9 x^2+e^{x^2} \left(4+x+x^2\right)} \, dx","x \log \left(\frac{2}{e^{x^2}-9}\right)+\log \left(x^2+x+4\right)",1,"(-2*x^3)/3 + x*Log[-2/(9 - E^x^2)] + Log[4 + x + x^2] - 18*Defer[Int][x^2/(-9 + E^x^2), x] + 2*Defer[Int][(E^x^2*x^2)/(-9 + E^x^2), x]","F",0,0,0,0,-1,"{}"
4469,0,0,0,0.3933355,"\int \frac{12 x+16 x^2+\left(-14 x-8 x^2\right) \log (x)+\left(3 x+10 x^2+8 x^3\right) \log ^3(x)+(12+16 x) \log (3+4 x)}{\left(3 x+4 x^2\right) \log ^3(x)} \, dx","Int[(12*x + 16*x^2 + (-14*x - 8*x^2)*Log[x] + (3*x + 10*x^2 + 8*x^3)*Log[x]^3 + (12 + 16*x)*Log[3 + 4*x])/((3*x + 4*x^2)*Log[x]^3),x]","\int \frac{12 x+16 x^2+\left(-14 x-8 x^2\right) \log (x)+\left(3 x+10 x^2+8 x^3\right) \log ^3(x)+(12+16 x) \log (3+4 x)}{\left(3 x+4 x^2\right) \log ^3(x)} \, dx","x^2+x-\frac{2 (x+\log (4 x+3))}{\log ^2(x)}-2",1,"x + x^2 - (2*x)/Log[x]^2 - (2*x)/Log[x] + 2*LogIntegral[x] - 2*Defer[Int][(7 + 4*x)/((3 + 4*x)*Log[x]^2), x] + 4*Defer[Int][Log[3 + 4*x]/(x*Log[x]^3), x]","F",0,0,0,0,-1,"{}"
4470,0,0,0,1.6914504,"\int \frac{25 e^4+e^{4+x} (5-5 x)}{\left(25+e^{2 x}+15 x+2 x^2+e^x (10+3 x)\right) \log ^2\left(\frac{10+2 e^x+2 x}{5+e^x+2 x}\right)} \, dx","Int[(25*E^4 + E^(4 + x)*(5 - 5*x))/((25 + E^(2*x) + 15*x + 2*x^2 + E^x*(10 + 3*x))*Log[(10 + 2*E^x + 2*x)/(5 + E^x + 2*x)]^2),x]","\int \frac{25 e^4+e^{4+x} (5-5 x)}{\left(25+e^{2 x}+15 x+2 x^2+e^x (10+3 x)\right) \log ^2\left(\frac{10+2 e^x+2 x}{5+e^x+2 x}\right)} \, dx","\frac{5 e^4}{\log \left(\frac{2}{\frac{x}{x+e^x+5}+1}\right)}",1,"20*E^4*Defer[Int][1/((5 + E^x + x)*Log[(2*(5 + E^x + x))/(5 + E^x + 2*x)]^2), x] + 5*E^4*Defer[Int][x/((5 + E^x + x)*Log[(2*(5 + E^x + x))/(5 + E^x + 2*x)]^2), x] - 15*E^4*Defer[Int][1/((5 + E^x + 2*x)*Log[(2*(5 + E^x + x))/(5 + E^x + 2*x)]^2), x] - 10*E^4*Defer[Int][x/((5 + E^x + 2*x)*Log[(2*(5 + E^x + x))/(5 + E^x + 2*x)]^2), x]","F",0,0,0,0,-1,"{}"
4471,0,0,0,2.6360053,"\int \left(-1+e^{x-x^4 \log (x)} \left(-24-4 x+7 x^2-x^3+24 x^4-10 x^5+x^6+\left(96 x^4-40 x^5+4 x^6\right) \log (x)\right)\right) \, dx","Int[-1 + E^(x - x^4*Log[x])*(-24 - 4*x + 7*x^2 - x^3 + 24*x^4 - 10*x^5 + x^6 + (96*x^4 - 40*x^5 + 4*x^6)*Log[x]),x]","\int \left(-1+e^{x-x^4 \log (x)} \left(-24-4 x+7 x^2-x^3+24 x^4-10 x^5+x^6+\left(96 x^4-40 x^5+4 x^6\right) \log (x)\right)\right) \, dx","x \left(\left(1-(x-5)^2\right) e^{x-x^4 \log (x)}-1\right)",1,"-x - 24*Defer[Int][E^(x - x^4*Log[x]), x] - 4*Defer[Int][E^(x - x^4*Log[x])*x, x] + 7*Defer[Int][E^(x - x^4*Log[x])*x^2, x] - Defer[Int][E^(x - x^4*Log[x])*x^3, x] + 24*Defer[Int][E^(x - x^4*Log[x])*x^4, x] - 10*Defer[Int][E^(x - x^4*Log[x])*x^5, x] + Defer[Int][E^(x - x^4*Log[x])*x^6, x] + 96*Defer[Int][E^(x - x^4*Log[x])*x^4*Log[x], x] - 40*Defer[Int][E^(x - x^4*Log[x])*x^5*Log[x], x] + 4*Defer[Int][E^(x - x^4*Log[x])*x^6*Log[x], x]","F",0,0,0,0,-1,"{}"
4472,0,0,0,33.6182509,"\int \frac{\left(4 x^3+\left(32 x^3-4 x^3 \log (x)\right) \log (16-2 \log (x))+\left(-16+18 \log (x)-2 \log ^2(x)\right) \log ^3(16-2 \log (x))\right) \log \left(\frac{x^3+(-x-\log (x)) \log ^2(16-2 \log (x))}{x \log ^2(16-2 \log (x))}\right)}{\left(8 x^4-x^4 \log (x)\right) \log (16-2 \log (x))+\left(-8 x^2+\left(-8 x+x^2\right) \log (x)+x \log ^2(x)\right) \log ^3(16-2 \log (x))} \, dx","Int[((4*x^3 + (32*x^3 - 4*x^3*Log[x])*Log[16 - 2*Log[x]] + (-16 + 18*Log[x] - 2*Log[x]^2)*Log[16 - 2*Log[x]]^3)*Log[(x^3 + (-x - Log[x])*Log[16 - 2*Log[x]]^2)/(x*Log[16 - 2*Log[x]]^2)])/((8*x^4 - x^4*Log[x])*Log[16 - 2*Log[x]] + (-8*x^2 + (-8*x + x^2)*Log[x] + x*Log[x]^2)*Log[16 - 2*Log[x]]^3),x]","\int \frac{\left(4 x^3+\left(32 x^3-4 x^3 \log (x)\right) \log (16-2 \log (x))+\left(-16+18 \log (x)-2 \log ^2(x)\right) \log ^3(16-2 \log (x))\right) \log \left(\frac{x^3+(-x-\log (x)) \log ^2(16-2 \log (x))}{x \log ^2(16-2 \log (x))}\right)}{\left(8 x^4-x^4 \log (x)\right) \log (16-2 \log (x))+\left(-8 x^2+\left(-8 x+x^2\right) \log (x)+x \log ^2(x)\right) \log ^3(16-2 \log (x))} \, dx","\log ^2\left(\frac{x^2}{\log ^2(2 (8-\log (x)))}-\frac{x+\log (x)}{x}\right)",1,"32*Defer[Int][(x^2*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/((-8 + Log[x])*(-x^3 + x*Log[-2*(-8 + Log[x])]^2 + Log[x]*Log[-2*(-8 + Log[x])]^2)), x] - 4*Defer[Int][(x^2*Log[x]*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/((-8 + Log[x])*(-x^3 + x*Log[-2*(-8 + Log[x])]^2 + Log[x]*Log[-2*(-8 + Log[x])]^2)), x] + 4*Defer[Int][(x^2*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/((-8 + Log[x])*Log[-2*(-8 + Log[x])]*(-x^3 + x*Log[-2*(-8 + Log[x])]^2 + Log[x]*Log[-2*(-8 + Log[x])]^2)), x] + 16*Defer[Int][(Log[-2*(-8 + Log[x])]^2*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/(x*(-8 + Log[x])*(x^3 - (x + Log[x])*Log[-2*(-8 + Log[x])]^2)), x] - 18*Defer[Int][(Log[x]*Log[-2*(-8 + Log[x])]^2*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/(x*(-8 + Log[x])*(x^3 - (x + Log[x])*Log[-2*(-8 + Log[x])]^2)), x] + 2*Defer[Int][(Log[x]^2*Log[-2*(-8 + Log[x])]^2*Log[-1 - Log[x]/x + x^2/Log[-2*(-8 + Log[x])]^2])/(x*(-8 + Log[x])*(x^3 - (x + Log[x])*Log[-2*(-8 + Log[x])]^2)), x]","F",0,0,0,0,-1,"{}"
4473,1,14,0,0.0094913,"\int \left(1+e^x (2+x)\right) \, dx","Int[1 + E^x*(2 + x),x]","x-e^x+e^x (x+2)","e^x x+x+e^x+4",1,"-E^x + x + E^x*(2 + x)","A",3,2,9,0.2222,1,"{2176, 2194}"
4474,1,18,0,0.1936299,"\int -\frac{8}{(1620+144 x+180 \log (2)) \log \left(\frac{1}{5} (45+4 x+5 \log (2))\right) \log \left(\log \left(\frac{1}{5} (45+4 x+5 \log (2))\right)\right)+(540+48 x+60 \log (2)) \log \left(\frac{1}{5} (45+4 x+5 \log (2))\right) \log \left(\log \left(\frac{1}{5} (45+4 x+5 \log (2))\right)\right) \log \left(\log \left(\log \left(\frac{1}{5} (45+4 x+5 \log (2))\right)\right)\right)+(45+4 x+5 \log (2)) \log \left(\frac{1}{5} (45+4 x+5 \log (2))\right) \log \left(\log \left(\frac{1}{5} (45+4 x+5 \log (2))\right)\right) \log ^2\left(\log \left(\log \left(\frac{1}{5} (45+4 x+5 \log (2))\right)\right)\right)} \, dx","Int[-8/((1620 + 144*x + 180*Log[2])*Log[(45 + 4*x + 5*Log[2])/5]*Log[Log[(45 + 4*x + 5*Log[2])/5]] + (540 + 48*x + 60*Log[2])*Log[(45 + 4*x + 5*Log[2])/5]*Log[Log[(45 + 4*x + 5*Log[2])/5]]*Log[Log[Log[(45 + 4*x + 5*Log[2])/5]]] + (45 + 4*x + 5*Log[2])*Log[(45 + 4*x + 5*Log[2])/5]*Log[Log[(45 + 4*x + 5*Log[2])/5]]*Log[Log[Log[(45 + 4*x + 5*Log[2])/5]]]^2),x]","\frac{2}{\log \left(\log \left(\log \left(\frac{4 x}{5}+9+\log (2)\right)\right)\right)+6}","\frac{x}{3 x+\frac{1}{2} x \log \left(\log \left(\log \left(\frac{4 x}{5}+9+\log (2)\right)\right)\right)}",1,"2/(6 + Log[Log[Log[9 + (4*x)/5 + Log[2]]]])","A",3,3,156,0.01923,1,"{12, 6688, 6686}"
4475,1,18,0,0.0225305,"\int \frac{1}{10} e^{-e^{1-x}} \left(1+e^{1-x} (1+x)\right) \, dx","Int[(1 + E^(1 - x)*(1 + x))/(10*E^E^(1 - x)),x]","\frac{1}{10} e^{-e^{1-x}} (x+1)","\frac{5 e^{-e^{1-x}} \left(x^2+x\right)-x}{50 x}",1,"(1 + x)/(10*E^E^(1 - x))","A",2,2,28,0.07143,1,"{12, 2288}"
4476,1,89,0,1.7622475,"\int \frac{\exp \left(-4+\frac{-2 x+e^4 \log \left(x+x^2\right) \log (\log (x))}{e^4 \log \left(x+x^2\right)}\right) \left(\left(12 x+24 x^2\right) \log (x)+\left(-12 x-12 x^2\right) \log (x) \log \left(x+x^2\right)+e^4 (6+6 x) \log ^2\left(x+x^2\right)\right)}{\left(x+x^2\right) \log (x) \log ^2\left(x+x^2\right)} \, dx","Int[(E^(-4 + (-2*x + E^4*Log[x + x^2]*Log[Log[x]])/(E^4*Log[x + x^2]))*((12*x + 24*x^2)*Log[x] + (-12*x - 12*x^2)*Log[x]*Log[x + x^2] + E^4*(6 + 6*x)*Log[x + x^2]^2))/((x + x^2)*Log[x]*Log[x + x^2]^2),x]","\frac{6 e^{-\frac{2 x}{e^4 \log (x (x+1))}-4} \log (x) (2 x-(x+1) \log (x (x+1))+1)}{(x+1) \left(\frac{2 x+1}{e^4 (x+1) \log ^2(x (x+1))}-\frac{1}{e^4 \log (x (x+1))}\right) \log ^2(x (x+1))}","6 e^{-\frac{2 x}{e^4 \log \left(x^2+x\right)}} \log (x)",1,"(6*E^(-4 - (2*x)/(E^4*Log[x*(1 + x)]))*Log[x]*(1 + 2*x - (1 + x)*Log[x*(1 + x)]))/((1 + x)*((1 + 2*x)/(E^4*(1 + x)*Log[x*(1 + x)]^2) - 1/(E^4*Log[x*(1 + x)]))*Log[x*(1 + x)]^2)","B",4,4,101,0.03960,1,"{1593, 6688, 12, 2288}"
4477,1,24,0,0.1141725,"\int \left(-1+e^{-2 e^{\frac{625+x \log (2)}{x}} x^2+2 x^3} \left(e^{\frac{625+x \log (2)}{x}} (1250-4 x)+6 x^2\right)\right) \, dx","Int[-1 + E^(-2*E^((625 + x*Log[2])/x)*x^2 + 2*x^3)*(E^((625 + x*Log[2])/x)*(1250 - 4*x) + 6*x^2),x]","e^{2 x^3-4 e^{625/x} x^2}-x","e^{2 x^2 \left(x-2 e^{625/x}\right)}-x",1,"E^(-4*E^(625/x)*x^2 + 2*x^3) - x","A",2,1,52,0.01923,1,"{6706}"
4478,1,23,0,0.0438296,"\int \frac{5+10 x^3+5 e^x x^3+2 e^3 x^4-10 \log (x)}{5 x^3} \, dx","Int[(5 + 10*x^3 + 5*E^x*x^3 + 2*E^3*x^4 - 10*Log[x])/(5*x^3),x]","\frac{e^3 x^2}{5}+\frac{\log (x)}{x^2}+2 x+e^x","\frac{\log (x)}{x^2}+\left(\frac{e^3 x}{5}+1\right) x+x+e^x+1",1,"E^x + 2*x + (E^3*x^2)/5 + Log[x]/x^2","A",9,4,34,0.1176,1,"{12, 14, 2194, 2304}"
4479,1,20,0,3.5074047,"\int \frac{e^{-x+e^{e^x} x} \left(-4 x+e^{e^x} \left(4 x+4 e^x x^2\right)\right)+\left(-4+4 e^{-x+e^{e^x} x}\right) \log \left(-1+e^{-x+e^{e^x} x}\right)}{-1+e^{-x+e^{e^x} x}} \, dx","Int[(E^(-x + E^E^x*x)*(-4*x + E^E^x*(4*x + 4*E^x*x^2)) + (-4 + 4*E^(-x + E^E^x*x))*Log[-1 + E^(-x + E^E^x*x)])/(-1 + E^(-x + E^E^x*x)),x]","4 x \log \left(e^{-\left(\left(1-e^{e^x}\right) x\right)}-1\right)","4 x \log \left(e^{\left(e^{e^x}-1\right) x}-1\right)",1,"4*x*Log[-1 + E^(-((1 - E^E^x)*x))]","A",15,4,89,0.04494,1,"{6742, 2548, 6688, 14}"
4480,0,0,0,7.0957883,"\int \frac{\left(-x^3-x^4\right) \log (x)+\left(5 x^2+6 x^3+x^4+\left(5 x^2+6 x^3+x^4\right) \log (x)\right) \log (5+x)+\left(-500-600 x-100 x^2\right) \log ^2(5+x)+\left(\left(5 x^2+11 x^3+2 x^4\right) \log (x) \log (5+x)+\left(500+1225 x+475 x^2+50 x^3\right) \log ^2(5+x)\right) \log \left(\frac{x^2 \log (x)+(100+25 x) \log (5+x)}{25 x \log (5+x)}\right)}{\left(5 x^2+x^3\right) \log (x) \log (5+x)+\left(500+225 x+25 x^2\right) \log ^2(5+x)} \, dx","Int[((-x^3 - x^4)*Log[x] + (5*x^2 + 6*x^3 + x^4 + (5*x^2 + 6*x^3 + x^4)*Log[x])*Log[5 + x] + (-500 - 600*x - 100*x^2)*Log[5 + x]^2 + ((5*x^2 + 11*x^3 + 2*x^4)*Log[x]*Log[5 + x] + (500 + 1225*x + 475*x^2 + 50*x^3)*Log[5 + x]^2)*Log[(x^2*Log[x] + (100 + 25*x)*Log[5 + x])/(25*x*Log[5 + x])])/((5*x^2 + x^3)*Log[x]*Log[5 + x] + (500 + 225*x + 25*x^2)*Log[5 + x]^2),x]","\int \frac{\left(-x^3-x^4\right) \log (x)+\left(5 x^2+6 x^3+x^4+\left(5 x^2+6 x^3+x^4\right) \log (x)\right) \log (5+x)+\left(-500-600 x-100 x^2\right) \log ^2(5+x)+\left(\left(5 x^2+11 x^3+2 x^4\right) \log (x) \log (5+x)+\left(500+1225 x+475 x^2+50 x^3\right) \log ^2(5+x)\right) \log \left(\frac{x^2 \log (x)+(100+25 x) \log (5+x)}{25 x \log (5+x)}\right)}{\left(5 x^2+x^3\right) \log (x) \log (5+x)+\left(500+225 x+25 x^2\right) \log ^2(5+x)} \, dx","x (x+1) \log \left(\frac{\frac{x^2 \log (x)}{25 \log (x+5)}+x+4}{x}\right)",1,"-4*x - ExpIntegralEi[2*Log[5 + x]] + 12*Log[4 + x] - 20*Log[Log[5 + x]] + 9*LogIntegral[5 + x] + 100*Defer[Int][(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x])^(-1), x] + 26*Defer[Int][x^2/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] + Defer[Int][x^3/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] - 500*Defer[Int][1/((5 + x)*(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x])), x] + 48*Defer[Int][Log[x]/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] - 12*Defer[Int][(x*Log[x])/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] + 5*Defer[Int][(x^2*Log[x])/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] + Defer[Int][(x^3*Log[x])/(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x]), x] - 192*Defer[Int][Log[x]/((4 + x)*(x^2*Log[x] + 100*Log[5 + x] + 25*x*Log[5 + x])), x] + Defer[Int][Log[1 + 4/x + (x*Log[x])/(25*Log[5 + x])], x] + 2*Defer[Int][x*Log[1 + 4/x + (x*Log[x])/(25*Log[5 + x])], x]","F",0,0,0,0,-1,"{}"
4481,0,0,0,2.8602847,"\int \frac{e^{x+2 e^8 x^2} (-5+5 x)+e^{x+e^8 x^2} \left(2 x-x^2-2 e^8 x^3\right)}{25 e^{3+2 e^8 x^2} x^2-10 e^{3+e^8 x^2} x^3+e^3 x^4} \, dx","Int[(E^(x + 2*E^8*x^2)*(-5 + 5*x) + E^(x + E^8*x^2)*(2*x - x^2 - 2*E^8*x^3))/(25*E^(3 + 2*E^8*x^2)*x^2 - 10*E^(3 + E^8*x^2)*x^3 + E^3*x^4),x]","\int \frac{e^{x+2 e^8 x^2} (-5+5 x)+e^{x+e^8 x^2} \left(2 x-x^2-2 e^8 x^3\right)}{25 e^{3+2 e^8 x^2} x^2-10 e^{3+e^8 x^2} x^3+e^3 x^4} \, dx","\frac{e^{x-3}}{x \left(5-e^{-e^8 x^2} x\right)}",1,"-Defer[Int][E^(-3 + x + E^8*x^2)/((5*E^(E^8*x^2) - x)*x^2), x] + Defer[Int][E^(-3 + x + E^8*x^2)/((5*E^(E^8*x^2) - x)*x), x] - 2*Defer[Int][(E^(5 + x + E^8*x^2)*x)/(5*E^(E^8*x^2) - x)^2, x] + Defer[Int][E^(-3 + x + E^8*x^2)/(x*(-5*E^(E^8*x^2) + x)^2), x]","F",0,0,0,0,-1,"{}"
4482,0,0,0,1.2752249,"\int \frac{-2 x^2+3 x^3+3 x^5+e^x \left(2 x-3 x^3-4 x^4+x^5\right)+\left(3 x^2+e^x \left(-2 x-x^2\right)\right) \log (x)}{108 x^3-108 x^5+36 x^7-4 x^9+\left(108 x^2-72 x^4+12 x^6\right) \log (x)+\left(36 x-12 x^3\right) \log ^2(x)+4 \log ^3(x)} \, dx","Int[(-2*x^2 + 3*x^3 + 3*x^5 + E^x*(2*x - 3*x^3 - 4*x^4 + x^5) + (3*x^2 + E^x*(-2*x - x^2))*Log[x])/(108*x^3 - 108*x^5 + 36*x^7 - 4*x^9 + (108*x^2 - 72*x^4 + 12*x^6)*Log[x] + (36*x - 12*x^3)*Log[x]^2 + 4*Log[x]^3),x]","\int \frac{-2 x^2+3 x^3+3 x^5+e^x \left(2 x-3 x^3-4 x^4+x^5\right)+\left(3 x^2+e^x \left(-2 x-x^2\right)\right) \log (x)}{108 x^3-108 x^5+36 x^7-4 x^9+\left(108 x^2-72 x^4+12 x^6\right) \log (x)+\left(36 x-12 x^3\right) \log ^2(x)+4 \log ^3(x)} \, dx","\frac{\frac{\left(x-e^x\right) x}{4 \left(x^2-\frac{\log (x)}{x}-3\right)^2}+x}{x}",1,"-1/4*(E^x*x*(3*x^2 - x^4 + x*Log[x]))/(3*x - x^3 + Log[x])^3 + Defer[Int][x^2/(-3*x + x^3 - Log[x])^3, x]/2 + (3*Defer[Int][x^3/(-3*x + x^3 - Log[x])^3, x])/2 - (3*Defer[Int][x^5/(-3*x + x^3 - Log[x])^3, x])/2 + (3*Defer[Int][x^2/(-3*x + x^3 - Log[x])^2, x])/4","F",0,0,0,0,-1,"{}"
4483,1,21,0,0.10411,"\int \frac{e^{1+6 x} \left(30 e^{8-2 x}-20 e^{4-x}\right)}{16+25 e^{8-2 x}-40 e^{4-x}} \, dx","Int[(E^(1 + 6*x)*(30*E^(8 - 2*x) - 20*E^(4 - x)))/(16 + 25*E^(8 - 2*x) - 40*E^(4 - x)),x]","\frac{e^{6 x+5}}{5 e^4-4 e^x}","\frac{e^{6 x+1}}{5-4 e^{x-4}}",1,"E^(5 + 6*x)/(5*E^4 - 4*E^x)","A",3,3,49,0.06122,1,"{2282, 12, 74}"
4484,1,21,0,0.0884758,"\int e^{-10-x^2} \left(e^{4+x^2} \left(-e^6-e^{6+x}\right)-2 x \log (4)\right) \, dx","Int[E^(-10 - x^2)*(E^(4 + x^2)*(-E^6 - E^(6 + x)) - 2*x*Log[4]),x]","e^{-x^2-10} \log (4)-x-e^x","e^{-x^2-10} \log (4)-x-e^x",1,"-E^x - x + E^(-10 - x^2)*Log[4]","A",4,3,37,0.08108,1,"{6688, 2194, 2209}"
4485,0,0,0,25.0976794,"\int \exp \left(\exp \left(e^{2-e^{-4+x}+x} (-15-15 x)-2 x-3 x^2+e^5 (3+3 x)\right)+e^{2-e^{-4+x}+x} (-15-15 x)-2 x-3 x^2+e^5 (3+3 x)\right) \left(-2+3 e^5-6 x+e^{2-e^{-4+x}+x} \left(-30-15 x+e^{-4+x} (15+15 x)\right)\right) \, dx","Int[E^(E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x))*(-2 + 3*E^5 - 6*x + E^(2 - E^(-4 + x) + x)*(-30 - 15*x + E^(-4 + x)*(15 + 15*x))),x]","\int \exp \left(\exp \left(e^{2-e^{-4+x}+x} (-15-15 x)-2 x-3 x^2+e^5 (3+3 x)\right)+e^{2-e^{-4+x}+x} (-15-15 x)-2 x-3 x^2+e^5 (3+3 x)\right) \left(-2+3 e^5-6 x+e^{2-e^{-4+x}+x} \left(-30-15 x+e^{-4+x} (15+15 x)\right)\right) \, dx","\exp \left(e^{x-3 (x+1) \left(x+5 e^{x-e^{x-4}+2}-e^5\right)}\right)",1,"15*Defer[Int][E^(-2 - E^(-4 + x) + E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 3*x^2 + E^5*(3 + 3*x)), x] - (2 - 3*E^5)*Defer[Int][E^(E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)), x] - 30*Defer[Int][E^(2 - E^(-4 + x) + E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - x - 3*x^2 + E^5*(3 + 3*x)), x] + 15*Defer[Int][E^(-2 - E^(-4 + x) + E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 3*x^2 + E^5*(3 + 3*x))*x, x] - 6*Defer[Int][E^(E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x))*x, x] - 15*Defer[Int][E^(2 - E^(-4 + x) + E^(E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - 2*x - 3*x^2 + E^5*(3 + 3*x)) + E^(2 - E^(-4 + x) + x)*(-15 - 15*x) - x - 3*x^2 + E^5*(3 + 3*x))*x, x]","F",0,0,0,0,-1,"{}"
4486,1,32,0,0.3020175,"\int \frac{6+13 x+6 x^2+x^3+e (2+x)+\left(-2 x^2-x^3\right) \log \left(\frac{e^{e^4}}{x}\right)}{2 x^2+x^3} \, dx","Int[(6 + 13*x + 6*x^2 + x^3 + E*(2 + x) + (-2*x^2 - x^3)*Log[E^E^4/x])/(2*x^2 + x^3),x]","-\frac{3+e}{x}-x \log \left(\frac{e^{e^4}}{x}\right)+5 \log (x)-\log (x+2)","\frac{x-e-3}{x}-(x+5) \log \left(\frac{e^{e^4}}{x}\right)-\log (x+2)",1,"-((3 + E)/x) - x*Log[E^E^4/x] + 5*Log[x] - Log[2 + x]","A",6,4,52,0.07692,1,"{1593, 6742, 1620, 2295}"
4487,0,0,0,2.1273935,"\int \frac{e^{5-2 e^4+6 x} (-1+6 x)+e^2 \log (2)}{e^{6-4 e^4+12 x}+x^2+e^{3-2 e^4+6 x} (-2 x-2 \log (2))+2 x \log (2)+\log ^2(2)} \, dx","Int[(E^(5 - 2*E^4 + 6*x)*(-1 + 6*x) + E^2*Log[2])/(E^(6 - 4*E^4 + 12*x) + x^2 + E^(3 - 2*E^4 + 6*x)*(-2*x - 2*Log[2]) + 2*x*Log[2] + Log[2]^2),x]","\int \frac{e^{5-2 e^4+6 x} (-1+6 x)+e^2 \log (2)}{e^{6-4 e^4+12 x}+x^2+e^{3-2 e^4+6 x} (-2 x-2 \log (2))+2 x \log (2)+\log ^2(2)} \, dx","\frac{e^2 x}{x-e^{6 x-2 e^4+3}+\log (2)}",1,"-6*E^(2 + 2*E^4)*Defer[Int][x/(-E^(3 + 6*x) + E^(2*E^4)*x + E^(2*E^4)*Log[2]), x] - E^(2 + 4*E^4)*(1 - Log[64])*Defer[Int][x/(E^(3 + 6*x) - E^(2*E^4)*(x + Log[2]))^2, x] + 6*E^(2 + 4*E^4)*Defer[Int][x^2/(E^(3 + 6*x) - E^(2*E^4)*(x + Log[2]))^2, x] - E^(2 + 2*E^4)*Defer[Int][(E^(3 + 6*x) - E^(2*E^4)*(x + Log[2]))^(-1), x]","F",0,0,0,0,-1,"{}"
4488,0,0,0,0.6300392,"\int \left(-1+5^{-x} \left(3 x-4 x \log (5)+x \log ^2(5)\right)^x \left(1+x+x \log \left(\frac{1}{5} \left(3 x-4 x \log (5)+x \log ^2(5)\right)\right)\right)\right) \, dx","Int[-1 + ((3*x - 4*x*Log[5] + x*Log[5]^2)^x*(1 + x + x*Log[(3*x - 4*x*Log[5] + x*Log[5]^2)/5]))/5^x,x]","\int \left(-1+5^{-x} \left(3 x-4 x \log (5)+x \log ^2(5)\right)^x \left(1+x+x \log \left(\frac{1}{5} \left(3 x-4 x \log (5)+x \log ^2(5)\right)\right)\right)\right) \, dx","x \left(5^{-x} \left(x \left((\log (5)-2)^2-1\right)\right)^x-1\right)",1,"-x + Defer[Int][(x*(1 - Log[5]))^x*((3 - Log[5])/5)^x, x] + Defer[Int][(x*(1 - Log[5]))^(1 + x)*((3 - Log[5])/5)^x, x]/(1 - Log[5]) + (Log[(x*(1 - Log[5])*(3 - Log[5]))/5]*Defer[Int][(x*(1 - Log[5]))^(1 + x)*((3 - Log[5])/5)^x, x])/(1 - Log[5]) - Defer[Int][Defer[Int][(x*(1 - Log[5]))^(1 + x)*((3 - Log[5])/5)^x, x]/x, x]/(1 - Log[5])","F",0,0,0,0,-1,"{}"
4489,1,125,0,1.0134732,"\int \frac{e^{e^{\frac{x^4-6 x^2 \log (x)+9 \log ^2(x)}{x^2}}} \left(3 x^2+9 x^4+e^{\frac{x^4-6 x^2 \log (x)+9 \log ^2(x)}{x^2}} \left(-18 x^2+60 x^4-18 x^6+\left(54-162 x^2\right) \log (x)+\left(-54+162 x^2\right) \log ^2(x)\right)\right)}{x^2-6 x^4+9 x^6} \, dx","Int[(E^E^((x^4 - 6*x^2*Log[x] + 9*Log[x]^2)/x^2)*(3*x^2 + 9*x^4 + E^((x^4 - 6*x^2*Log[x] + 9*Log[x]^2)/x^2)*(-18*x^2 + 60*x^4 - 18*x^6 + (54 - 162*x^2)*Log[x] + (-54 + 162*x^2)*Log[x]^2)))/(x^2 - 6*x^4 + 9*x^6),x]","\frac{3 e^{\frac{e^{\frac{x^4+9 \log ^2(x)}{x^2}}}{x^6}} \left(3 x^6-10 x^4+3 x^2+9 \left(1-3 x^2\right) \log ^2(x)-9 \left(1-3 x^2\right) \log (x)\right)}{x^2 \left(1-3 x^2\right)^2 \left(\frac{-2 x^3+3 x+6 x \log (x)-\frac{9 \log (x)}{x}}{x^2}+\frac{x^4-6 x^2 \log (x)+9 \log ^2(x)}{x^3}\right)}","\frac{e^{e^{\left(\frac{3 \log (x)}{x}-x\right)^2}}}{\frac{1}{3 x}-x}",1,"(3*E^(E^((x^4 + 9*Log[x]^2)/x^2)/x^6)*(3*x^2 - 10*x^4 + 3*x^6 - 9*(1 - 3*x^2)*Log[x] + 9*(1 - 3*x^2)*Log[x]^2))/(x^2*(1 - 3*x^2)^2*((3*x - 2*x^3 - (9*Log[x])/x + 6*x*Log[x])/x^2 + (x^4 - 6*x^2*Log[x] + 9*Log[x]^2)/x^3))","B",3,3,115,0.02609,1,"{1594, 28, 2288}"
4490,1,23,0,0.0081955,"\int \frac{-2+3 e^{4/5}}{3+3 e^{4/5}} \, dx","Int[(-2 + 3*E^(4/5))/(3 + 3*E^(4/5)),x]","-\frac{\left(2-3 e^{4/5}\right) x}{3 \left(1+e^{4/5}\right)}","x-\frac{5 (4-x)}{3 \left(-1-e^{4/5}\right)}",1,"-1/3*((2 - 3*E^(4/5))*x)/(1 + E^(4/5))","A",1,1,21,0.04762,1,"{8}"
4491,1,33,0,0.1335831,"\int \frac{-e^3-x^2-16 x^3+3 x^4+x^2 \log (\log (3))}{e^3 x-x^2-x^3-8 x^4+x^5+x^3 \log (\log (3))} \, dx","Int[(-E^3 - x^2 - 16*x^3 + 3*x^4 + x^2*Log[Log[3]])/(E^3*x - x^2 - x^3 - 8*x^4 + x^5 + x^3*Log[Log[3]]),x]","\log \left(x^4-8 x^3-x^2 (1-\log (\log (3)))-x+e^3\right)-\log (x)","\log \left(x \left(\left(-\frac{e^3}{x^3}-x+8\right) x-\log (\log (3))\right)+x+1\right)",1,"-Log[x] + Log[E^3 - x - 8*x^3 + x^4 - x^2*(1 - Log[Log[3]])]","A",5,3,62,0.04839,1,"{6, 2074, 1587}"
4492,1,17,0,0.0252472,"\int \frac{2 \log \left(\frac{1}{120} \left(x+240 e^{e^{10}} x\right)\right)}{x} \, dx","Int[(2*Log[(x + 240*E^E^10*x)/120])/x,x]","\log ^2\left(\frac{1}{120} \left(1+240 e^{e^{10}}\right) x\right)","\log ^2\left(2 e^{e^{10}} x+\frac{x}{120}\right)",1,"Log[((1 + 240*E^E^10)*x)/120]^2","A",3,3,20,0.1500,1,"{12, 2421, 2301}"
4493,1,13,0,0.0116722,"\int \frac{5-5 x-4 e^x x}{5 x} \, dx","Int[(5 - 5*x - 4*E^x*x)/(5*x),x]","-x-\frac{4 e^x}{5}+\log (x)","-x-\frac{4 e^x}{5}+\log \left(\frac{x}{9}\right)+2",1,"(-4*E^x)/5 - x + Log[x]","A",6,4,18,0.2222,1,"{12, 14, 2194, 43}"
4494,1,7,0,0.0011543,"\int \left(2 x+3 x^2\right) \, dx","Int[2*x + 3*x^2,x]","x^3+x^2","(x+2) x^2-x^2+1-4 \log (2)",1,"x^2 + x^3","A",1,0,9,0,1,"{}"
4495,1,29,0,0.1498358,"\int \frac{2-x+\left(-x-2 x^2\right) \log \left(\frac{x}{3+6 x}\right)}{x+2 x^2} \, dx","Int[(2 - x + (-x - 2*x^2)*Log[x/(3 + 6*x)])/(x + 2*x^2),x]","2 \log (x)-x \log \left(\frac{x}{3 (2 x+1)}\right)-2 \log (2 x+1)","\frac{\left(2 x-x^2\right) \log \left(\frac{x^2}{3 \left(2 x^2+x\right)}\right)}{x}-2+\log (4)",1,"2*Log[x] - x*Log[x/(3*(1 + 2*x))] - 2*Log[1 + 2*x]","A",7,5,35,0.1429,1,"{1593, 6742, 72, 2486, 31}"
4496,1,19,0,0.1478154,"\int \frac{-8-5 x+(2+x) \log (2+x)}{800 x^2+400 x^3} \, dx","Int[(-8 - 5*x + (2 + x)*Log[2 + x])/(800*x^2 + 400*x^3),x]","\frac{1}{100 x}-\frac{\log (x+2)}{400 x}","\frac{4-\log (x+2)}{400 x}",1,"1/(100*x) - Log[2 + x]/(400*x)","A",9,7,27,0.2593,1,"{1593, 6742, 77, 2395, 36, 29, 31}"
4497,0,0,0,3.0342847,"\int \frac{e^{2 x} (-5+x)^2 \left(30+42 x-12 x^2+e^{-4+x} \left(-15-6 x+3 x^2\right)\right)}{4 \left(-20+e^{-4+x} (20-4 x)+e^{-8+2 x} (-5+x)+4 x\right)} \, dx","Int[(E^(2*x)*(-5 + x)^2*(30 + 42*x - 12*x^2 + E^(-4 + x)*(-15 - 6*x + 3*x^2)))/(4*(-20 + E^(-4 + x)*(20 - 4*x) + E^(-8 + 2*x)*(-5 + x) + 4*x)),x]","\int \frac{e^{2 x} (-5+x)^2 \left(30+42 x-12 x^2+e^{-4+x} \left(-15-6 x+3 x^2\right)\right)}{4 \left(-20+e^{-4+x} (20-4 x)+e^{-8+2 x} (-5+x)+4 x\right)} \, dx","\frac{3 x e^{2 \left(x-\log \left(\frac{2}{x-5}\right)\right)}}{e^{x-4}-2}",1,"(75*E^(4 + x))/4 + (75*E^8*Log[2*E^4 - E^x])/2 - (75*Defer[Int][(E^(8 + 2*x)*x)/(-2*E^4 + E^x)^2, x])/2 + (15*Defer[Int][(E^(4 + 2*x)*x)/(-2*E^4 + E^x), x])/4 + 15*Defer[Int][(E^(8 + 2*x)*x^2)/(-2*E^4 + E^x)^2, x] - (21*Defer[Int][(E^(4 + 2*x)*x^2)/(-2*E^4 + E^x), x])/4 - (3*Defer[Int][(E^(8 + 2*x)*x^3)/(-2*E^4 + E^x)^2, x])/2 + (3*Defer[Int][(E^(4 + 2*x)*x^3)/(-2*E^4 + E^x), x])/4","F",0,0,0,0,-1,"{}"
4498,0,0,0,49.4605749,"\int \frac{\exp \left(\frac{x+\left(3+3 e^x+12 x-3 x^2\right) \log \left(\frac{x+2 \log (\log (4))}{\log (\log (4))}\right)}{3+3 e^x+12 x-3 x^2}\right) \left(3+3 e^{2 x}+25 x+42 x^2-23 x^3+3 x^4+e^x \left(6+25 x-7 x^2\right)+\left(2+e^x (2-2 x)+2 x^2\right) \log (\log (4))\right)}{3 x+3 e^{2 x} x+24 x^2+42 x^3-24 x^4+3 x^5+e^x \left(6 x+24 x^2-6 x^3\right)+\left(6+6 e^{2 x}+48 x+84 x^2-48 x^3+6 x^4+e^x \left(12+48 x-12 x^2\right)\right) \log (\log (4))} \, dx","Int[(E^((x + (3 + 3*E^x + 12*x - 3*x^2)*Log[(x + 2*Log[Log[4]])/Log[Log[4]]])/(3 + 3*E^x + 12*x - 3*x^2))*(3 + 3*E^(2*x) + 25*x + 42*x^2 - 23*x^3 + 3*x^4 + E^x*(6 + 25*x - 7*x^2) + (2 + E^x*(2 - 2*x) + 2*x^2)*Log[Log[4]]))/(3*x + 3*E^(2*x)*x + 24*x^2 + 42*x^3 - 24*x^4 + 3*x^5 + E^x*(6*x + 24*x^2 - 6*x^3) + (6 + 6*E^(2*x) + 48*x + 84*x^2 - 48*x^3 + 6*x^4 + E^x*(12 + 48*x - 12*x^2))*Log[Log[4]]),x]","\int \frac{\exp \left(\frac{x+\left(3+3 e^x+12 x-3 x^2\right) \log \left(\frac{x+2 \log (\log (4))}{\log (\log (4))}\right)}{3+3 e^x+12 x-3 x^2}\right) \left(3+3 e^{2 x}+25 x+42 x^2-23 x^3+3 x^4+e^x \left(6+25 x-7 x^2\right)+\left(2+e^x (2-2 x)+2 x^2\right) \log (\log (4))\right)}{3 x+3 e^{2 x} x+24 x^2+42 x^3-24 x^4+3 x^5+e^x \left(6 x+24 x^2-6 x^3\right)+\left(6+6 e^{2 x}+48 x+84 x^2-48 x^3+6 x^4+e^x \left(12+48 x-12 x^2\right)\right) \log (\log (4))} \, dx","e^{-\frac{x}{3 \left(x \left(x-\frac{1}{x}-4\right)-e^x\right)}} \left(\frac{x}{\log (\log (4))}+2\right)",1,"Defer[Int][E^(x/(3*(1 + E^x + 4*x - x^2))), x]/Log[Log[4]] + (2*Defer[Int][E^(x/(3*(1 + E^x + 4*x - x^2)))/(1 + E^x + 4*x - x^2), x])/3 - 2*Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x)/(-1 - E^x - 4*x + x^2)^2, x] + (4 - Log[Log[4]]^(-1))*Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x^2)/(-1 - E^x - 4*x + x^2)^2, x] + (2*(3 - Log[Log[4]])*Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x^3)/(-1 - E^x - 4*x + x^2)^2, x])/(3*Log[Log[4]]) - Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x^4)/(-1 - E^x - 4*x + x^2)^2, x]/(3*Log[Log[4]]) + ((2 - Log[Log[4]]^(-1))*Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x)/(-1 - E^x - 4*x + x^2), x])/3 + Defer[Int][(E^(x/(3*(1 + E^x + 4*x - x^2)))*x^2)/(-1 - E^x - 4*x + x^2), x]/(3*Log[Log[4]])","F",0,0,0,0,-1,"{}"
4499,1,532,0,3.939241,"\int \frac{-839808 x-2239488 x^2-2620512 x^3-1670400 x^4-595968 x^5-110592 x^6-8192 x^7+e^{8 x} \left(-13436928 x-53747712 x^2-10077696 x^3+13436928 x^4\right)+e^{6 x} \left(-26873856 x-98537472 x^2-55987200 x^3+12690432 x^4+8957952 x^5\right)+e^{4 x} \left(-20155392 x-67184640 x^2-58910976 x^3-9082368 x^4+6967296 x^5+1990656 x^6\right)+e^{2 x} \left(-6718464 x-20155392 x^2-21959424 x^3-9374976 x^4-340992 x^5+774144 x^6+147456 x^7\right)}{-6718464+8398080 x^2-4199040 x^4+1049760 x^6-131220 x^8+6561 x^{10}} \, dx","Int[(-839808*x - 2239488*x^2 - 2620512*x^3 - 1670400*x^4 - 595968*x^5 - 110592*x^6 - 8192*x^7 + E^(8*x)*(-13436928*x - 53747712*x^2 - 10077696*x^3 + 13436928*x^4) + E^(6*x)*(-26873856*x - 98537472*x^2 - 55987200*x^3 + 12690432*x^4 + 8957952*x^5) + E^(4*x)*(-20155392*x - 67184640*x^2 - 58910976*x^3 - 9082368*x^4 + 6967296*x^5 + 1990656*x^6) + E^(2*x)*(-6718464*x - 20155392*x^2 - 21959424*x^3 - 9374976*x^4 - 340992*x^5 + 774144*x^6 + 147456*x^7))/(-6718464 + 8398080*x^2 - 4199040*x^4 + 1049760*x^6 - 131220*x^8 + 6561*x^10),x]","\frac{1280 x}{729 \left(4-x^2\right)^2}-\frac{12896 x}{729 \left(4-x^2\right)^3}+\frac{128 x}{3 \left(4-x^2\right)^4}+\frac{49664}{2187 \left(4-x^2\right)^2}-\frac{1231376}{6561 \left(4-x^2\right)^3}+\frac{869056}{2187 \left(4-x^2\right)^4}+\frac{256 x^8}{6561 \left(4-x^2\right)^4}+\frac{512 x^5}{243 \left(4-x^2\right)^4}-\frac{1280 x^3}{729 \left(4-x^2\right)^3}+\frac{23200 x^3}{729 \left(4-x^2\right)^4}+\frac{256 e^{8 x} \left(4 x-x^3\right) x}{\left(4-x^2\right)^5}+\frac{37 e^{2 x}}{216 (2-x)}-\frac{17 e^{4 x}}{216 (2-x)}-\frac{e^{6 x}}{2 (2-x)}+\frac{37 e^{2 x}}{216 (x+2)}-\frac{17 e^{4 x}}{216 (x+2)}-\frac{e^{6 x}}{2 (x+2)}+\frac{1615 e^{2 x}}{2916 (2-x)^2}-\frac{161 e^{4 x}}{108 (2-x)^2}-\frac{17 e^{6 x}}{9 (2-x)^2}+\frac{383 e^{2 x}}{2916 (x+2)^2}+\frac{127 e^{4 x}}{108 (x+2)^2}-\frac{e^{6 x}}{9 (x+2)^2}-\frac{2312 e^{2 x}}{243 (2-x)^3}-\frac{272 e^{4 x}}{27 (2-x)^3}-\frac{32 e^{6 x}}{9 (2-x)^3}+\frac{8 e^{2 x}}{243 (x+2)^3}+\frac{16 e^{4 x}}{27 (x+2)^3}+\frac{32 e^{6 x}}{9 (x+2)^3}+\frac{9826 e^{2 x}}{729 (2-x)^4}+\frac{578 e^{4 x}}{27 (2-x)^4}+\frac{136 e^{6 x}}{9 (2-x)^4}+\frac{2 e^{2 x}}{729 (x+2)^4}+\frac{2 e^{4 x}}{27 (x+2)^4}+\frac{8 e^{6 x}}{9 (x+2)^4}","\frac{\left(\frac{8 x}{9}+4 e^{2 x}+2\right)^4 x^2}{\left(x^2-4\right)^4}",1,"(9826*E^(2*x))/(729*(2 - x)^4) + (578*E^(4*x))/(27*(2 - x)^4) + (136*E^(6*x))/(9*(2 - x)^4) - (2312*E^(2*x))/(243*(2 - x)^3) - (272*E^(4*x))/(27*(2 - x)^3) - (32*E^(6*x))/(9*(2 - x)^3) + (1615*E^(2*x))/(2916*(2 - x)^2) - (161*E^(4*x))/(108*(2 - x)^2) - (17*E^(6*x))/(9*(2 - x)^2) + (37*E^(2*x))/(216*(2 - x)) - (17*E^(4*x))/(216*(2 - x)) - E^(6*x)/(2*(2 - x)) + (2*E^(2*x))/(729*(2 + x)^4) + (2*E^(4*x))/(27*(2 + x)^4) + (8*E^(6*x))/(9*(2 + x)^4) + (8*E^(2*x))/(243*(2 + x)^3) + (16*E^(4*x))/(27*(2 + x)^3) + (32*E^(6*x))/(9*(2 + x)^3) + (383*E^(2*x))/(2916*(2 + x)^2) + (127*E^(4*x))/(108*(2 + x)^2) - E^(6*x)/(9*(2 + x)^2) + (37*E^(2*x))/(216*(2 + x)) - (17*E^(4*x))/(216*(2 + x)) - E^(6*x)/(2*(2 + x)) + 869056/(2187*(4 - x^2)^4) + (128*x)/(3*(4 - x^2)^4) + (23200*x^3)/(729*(4 - x^2)^4) + (512*x^5)/(243*(4 - x^2)^4) + (256*x^8)/(6561*(4 - x^2)^4) - 1231376/(6561*(4 - x^2)^3) - (12896*x)/(729*(4 - x^2)^3) - (1280*x^3)/(729*(4 - x^2)^3) + 49664/(2187*(4 - x^2)^2) + (1280*x)/(729*(4 - x^2)^2) + (256*E^(8*x)*x*(4*x - x^3))/(4 - x^2)^5","B",130,14,194,0.07216,1,"{6688, 12, 6742, 261, 288, 199, 207, 266, 43, 264, 2288, 2177, 2178, 2269}"
4500,1,27,0,0.2171107,"\int \frac{-2+\left(2 x+e^{4 x^2} \left(1+8 x^2\right)\right) \log (x)-\log (x) \log \left(\frac{1}{12} x \log ^2(x)\right)}{\log (x)} \, dx","Int[(-2 + (2*x + E^(4*x^2)*(1 + 8*x^2))*Log[x] - Log[x]*Log[(x*Log[x]^2)/12])/Log[x],x]","x^2+e^{4 x^2} x+x-x \log \left(\frac{1}{12} x \log ^2(x)\right)","x \left(e^{4 x^2}+x-\log \left(\frac{1}{12} x \log ^2(x)\right)+1\right)",1,"x + E^(4*x^2)*x + x^2 - x*Log[(x*Log[x]^2)/12]","A",15,7,43,0.1628,1,"{6742, 2226, 2204, 2212, 6688, 2298, 2549}"
4501,0,0,0,2.1954885,"\int \frac{e^{-\frac{x+(-2+x) \log (9 \log (x))}{-2+x}} \left(-4+4 x-x^2+\left(-4+6 x-x^2\right) \log (x)\right)}{\left(20 x^2-20 x^3+5 x^4\right) \log (x)} \, dx","Int[(-4 + 4*x - x^2 + (-4 + 6*x - x^2)*Log[x])/(E^((x + (-2 + x)*Log[9*Log[x]])/(-2 + x))*(20*x^2 - 20*x^3 + 5*x^4)*Log[x]),x]","\int \frac{e^{-\frac{x+(-2+x) \log (9 \log (x))}{-2+x}} \left(-4+4 x-x^2+\left(-4+6 x-x^2\right) \log (x)\right)}{\left(20 x^2-20 x^3+5 x^4\right) \log (x)} \, dx","\frac{e^{-\frac{x}{x-2}}}{45 x \log (x)}",1,"Defer[Int][1/(E^((x + (-2 + x)*Log[9*Log[x]])/(-2 + x))*(-2 + x)^2), x]/5 - Defer[Int][1/(E^((x + (-2 + x)*Log[9*Log[x]])/(-2 + x))*(-2 + x)), x]/10 - Defer[Int][1/(E^((x + (-2 + x)*Log[9*Log[x]])/(-2 + x))*x^2), x]/5 + Defer[Int][1/(E^((x + (-2 + x)*Log[9*Log[x]])/(-2 + x))*x), x]/10 - Defer[Int][1/(E^(x/(-2 + x))*x^2*Log[x]^2), x]/45","F",0,0,0,0,-1,"{}"
4502,1,23,0,0.1936617,"\int \frac{5 e^{4 x}+e^{4 x} (-5-20 x) \log (x)-11 \log ^2(x)+5 e^{e^x+x} \log ^2(x)}{5 \log ^2(x)} \, dx","Int[(5*E^(4*x) + E^(4*x)*(-5 - 20*x)*Log[x] - 11*Log[x]^2 + 5*E^(E^x + x)*Log[x]^2)/(5*Log[x]^2),x]","-\frac{11 x}{5}+e^{e^x}-\frac{e^{4 x} x}{\log (x)}","-\frac{11 x}{5}+e^{e^x}-\frac{e^{4 x} x}{\log (x)}-1",1,"E^E^x - (11*x)/5 - (E^(4*x)*x)/Log[x]","A",6,5,48,0.1042,1,"{12, 6742, 2282, 2194, 2288}"
4503,1,19,0,0.1265228,"\int e^{e^{4-6 x+6 x^2}-x} \left(-e^2+e^{6-6 x+6 x^2} (-6+12 x)\right) \, dx","Int[E^(E^(4 - 6*x + 6*x^2) - x)*(-E^2 + E^(6 - 6*x + 6*x^2)*(-6 + 12*x)),x]","e^{e^{6 x^2-6 x+4}-x+2}","e^{e^{6 x^2-6 x+4}-x+2}",1,"E^(2 + E^(4 - 6*x + 6*x^2) - x)","A",1,1,43,0.02326,1,"{6706}"
4504,0,0,0,10.2563705,"\int \frac{\exp \left(2+4 e^{e^x}+\frac{e^{2+4 e^{e^x}} (2+2 x)^2}{(3+x)^2}\right) (2+2 x)^2 \left(4+e^{e^x+x} \left(12+16 x+4 x^2\right)\right)}{(3+x)^2 \left(3+4 x+x^2\right)} \, dx","Int[(E^(2 + 4*E^E^x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2)*(2 + 2*x)^2*(4 + E^(E^x + x)*(12 + 16*x + 4*x^2)))/((3 + x)^2*(3 + 4*x + x^2)),x]","\int \frac{\exp \left(2+4 e^{e^x}+\frac{e^{2+4 e^{e^x}} (2+2 x)^2}{(3+x)^2}\right) (2+2 x)^2 \left(4+e^{e^x+x} \left(12+16 x+4 x^2\right)\right)}{(3+x)^2 \left(3+4 x+x^2\right)} \, dx","e^{\frac{4 e^{4 e^{e^x}+2} (x+1)^2}{(x+3)^2}}-5",1,"16*Defer[Int][E^(2 + 4*E^E^x + E^x + x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2), x] - 32*Defer[Int][E^(2 + 4*E^E^x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2)/(3 + x)^3, x] + 16*Defer[Int][E^(2 + 4*E^E^x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2)/(3 + x)^2, x] + 64*Defer[Int][E^(2 + 4*E^E^x + E^x + x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2)/(3 + x)^2, x] - 64*Defer[Int][E^(2 + 4*E^E^x + E^x + x + (E^(2 + 4*E^E^x)*(2 + 2*x)^2)/(3 + x)^2)/(3 + x), x]","F",0,0,0,0,-1,"{}"
4505,0,0,0,8.0265909,"\int \frac{e^x \left(1+e^4 (32-16 x)+\left(1+e^4 (16-16 x)\right) \log (3)\right)+e^x \left(-1+e^4 (-16+16 x)\right) \log \left(-\frac{400}{-1+e^4 (-16+16 x)}\right)}{-1+e^4 (-16+16 x)+\left(-2+e^4 (-32+32 x)\right) \log (3)+\left(-1+e^4 (-16+16 x)\right) \log ^2(3)+\left(2+e^4 (32-32 x)+\left(2+e^4 (32-32 x)\right) \log (3)\right) \log \left(-\frac{400}{-1+e^4 (-16+16 x)}\right)+\left(-1+e^4 (-16+16 x)\right) \log ^2\left(-\frac{400}{-1+e^4 (-16+16 x)}\right)} \, dx","Int[(E^x*(1 + E^4*(32 - 16*x) + (1 + E^4*(16 - 16*x))*Log[3]) + E^x*(-1 + E^4*(-16 + 16*x))*Log[-400/(-1 + E^4*(-16 + 16*x))])/(-1 + E^4*(-16 + 16*x) + (-2 + E^4*(-32 + 32*x))*Log[3] + (-1 + E^4*(-16 + 16*x))*Log[3]^2 + (2 + E^4*(32 - 32*x) + (2 + E^4*(32 - 32*x))*Log[3])*Log[-400/(-1 + E^4*(-16 + 16*x))] + (-1 + E^4*(-16 + 16*x))*Log[-400/(-1 + E^4*(-16 + 16*x))]^2),x]","\int \frac{e^x \left(1+e^4 (32-16 x)+\left(1+e^4 (16-16 x)\right) \log (3)\right)+e^x \left(-1+e^4 (-16+16 x)\right) \log \left(-\frac{400}{-1+e^4 (-16+16 x)}\right)}{-1+e^4 (-16+16 x)+\left(-2+e^4 (-32+32 x)\right) \log (3)+\left(-1+e^4 (-16+16 x)\right) \log ^2(3)+\left(2+e^4 (32-32 x)+\left(2+e^4 (32-32 x)\right) \log (3)\right) \log \left(-\frac{400}{-1+e^4 (-16+16 x)}\right)+\left(-1+e^4 (-16+16 x)\right) \log ^2\left(-\frac{400}{-1+e^4 (-16+16 x)}\right)} \, dx","\frac{e^x}{\log \left(\frac{25}{\frac{1}{16}-e^4 (x-1)}\right)-1-\log (3)}",1,"-((1 + 16*E^4)*(1 + Log[3])*Defer[Int][E^x/((-1 - 16*E^4 + 16*E^4*x)*(1 + Log[3] - Log[-400/(-1 - 16*E^4 + 16*E^4*x)])^2), x]) + (1 + Log[3] + 16*E^4*(2 + Log[3]))*Defer[Int][E^x/((-1 - 16*E^4 + 16*E^4*x)*(1 + Log[3] - Log[-400/(-1 - 16*E^4 + 16*E^4*x)])^2), x] - Defer[Int][E^x/(1 + Log[3] - Log[-400/(-1 - 16*E^4 + 16*E^4*x)]), x]","F",0,0,0,0,-1,"{}"
4506,0,0,0,0.7770406,"\int \frac{\exp \left(e^{\frac{10-4 x^2-5 \log (\log (5))}{4 x^2}}+\frac{10-4 x^2-5 \log (\log (5))}{4 x^2}\right) (-10+5 \log (\log (5)))}{2 x^3} \, dx","Int[(E^(E^((10 - 4*x^2 - 5*Log[Log[5]])/(4*x^2)) + (10 - 4*x^2 - 5*Log[Log[5]])/(4*x^2))*(-10 + 5*Log[Log[5]]))/(2*x^3),x]","\int \frac{\exp \left(e^{\frac{10-4 x^2-5 \log (\log (5))}{4 x^2}}+\frac{10-4 x^2-5 \log (\log (5))}{4 x^2}\right) (-10+5 \log (\log (5)))}{2 x^3} \, dx","e^{e^{\frac{5 (2-\log (\log (5)))}{4 x^2}-1}}-3",1,"(2 - Log[Log[5]])*Defer[Subst][Defer[Int][E^(-1 + E^(-1 + 2*x)/Log[5]^x - x*(-2 + Log[Log[5]])), x], x, 5/(4*x^2)]","F",0,0,0,0,-1,"{}"
4507,1,93,0,0.9181377,"\int \frac{e^{-6+x^2+2 e^{4/x} x^2+e^{8/x} x^2} \left(e^2 \left(-1+2 x^2\right)+e^{2+\frac{8}{x}} \left(-8 x+2 x^2\right)+e^{2+\frac{4}{x}} \left(-8 x+4 x^2\right)\right)}{x^2} \, dx","Int[(E^(-6 + x^2 + 2*E^(4/x)*x^2 + E^(8/x)*x^2)*(E^2*(-1 + 2*x^2) + E^(2 + 8/x)*(-8*x + 2*x^2) + E^(2 + 4/x)*(-8*x + 4*x^2)))/x^2,x]","\frac{e^{\left(e^{4/x}+1\right)^2 x^2-4} \left(-x^2+2 e^{4/x} (2-x) x+e^{8/x} (4-x) x\right)}{x^2 \left(4 e^{4/x} \left(e^{4/x}+1\right)-\left(e^{4/x}+1\right)^2 x\right)}","\frac{e^{\left(e^{4/x} x+x\right)^2-4}}{x}",1,"(E^(-4 + (1 + E^(4/x))^2*x^2)*(2*E^(4/x)*(2 - x)*x + E^(8/x)*(4 - x)*x - x^2))/(x^2*(4*E^(4/x)*(1 + E^(4/x)) - (1 + E^(4/x))^2*x))","B",2,2,84,0.02381,1,"{6688, 2288}"
4508,1,47,0,0.0906566,"\int \frac{3-3 x+x^2+(-3+2 x) \log (49)+\log ^2(49)}{-3 x+x^2+(-3+2 x) \log (49)+\log ^2(49)} \, dx","Int[(3 - 3*x + x^2 + (-3 + 2*x)*Log[49] + Log[49]^2)/(-3*x + x^2 + (-3 + 2*x)*Log[49] + Log[49]^2),x]","x+\frac{6 \tanh ^{-1}\left(\frac{-2 x+3-\log (2401)}{\sqrt{9+\log ^2(2401)-\log (49) \log (5764801)}}\right)}{\sqrt{9+\log ^2(2401)-\log (49) \log (5764801)}}","x+\log \left(\frac{2}{3}-\frac{2}{x+\log (49)}\right)+e^{10}+2",1,"x + (6*ArcTanh[(3 - 2*x - Log[2401])/Sqrt[9 + Log[2401]^2 - Log[49]*Log[5764801]]])/Sqrt[9 + Log[2401]^2 - Log[49]*Log[5764801]]","B",5,4,42,0.09524,1,"{1984, 1657, 618, 206}"
4509,0,0,0,5.619163,"\int \frac{e^x \left(162-5832 x+1458 x^2+729 x^3\right)+e^x \left(-81 x+2916 x^2-729 x^3\right) \log (x)}{-46656 x^4-34992 x^5-8748 x^6-729 x^7+\left(3888 x^3+1944 x^4+35235 x^5+17496 x^6+2187 x^7\right) \log (x)+\left(-108 x^2-27 x^3-1944 x^4-486 x^5-8748 x^6-2187 x^7\right) \log ^2(x)+\left(x+27 x^3+243 x^5+729 x^7\right) \log ^3(x)} \, dx","Int[(E^x*(162 - 5832*x + 1458*x^2 + 729*x^3) + E^x*(-81*x + 2916*x^2 - 729*x^3)*Log[x])/(-46656*x^4 - 34992*x^5 - 8748*x^6 - 729*x^7 + (3888*x^3 + 1944*x^4 + 35235*x^5 + 17496*x^6 + 2187*x^7)*Log[x] + (-108*x^2 - 27*x^3 - 1944*x^4 - 486*x^5 - 8748*x^6 - 2187*x^7)*Log[x]^2 + (x + 27*x^3 + 243*x^5 + 729*x^7)*Log[x]^3),x]","\int \frac{e^x \left(162-5832 x+1458 x^2+729 x^3\right)+e^x \left(-81 x+2916 x^2-729 x^3\right) \log (x)}{-46656 x^4-34992 x^5-8748 x^6-729 x^7+\left(3888 x^3+1944 x^4+35235 x^5+17496 x^6+2187 x^7\right) \log (x)+\left(-108 x^2-27 x^3-1944 x^4-486 x^5-8748 x^6-2187 x^7\right) \log ^2(x)+\left(x+27 x^3+243 x^5+729 x^7\right) \log ^3(x)} \, dx","-\frac{e^x}{\left(\frac{\log (x)}{9}+x (-x+x \log (x)-4)\right)^2}",1,"5832*Defer[Int][E^x/(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^3, x] + (486 - 5832*I)*Defer[Int][E^x/((I - 3*x)*(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^3), x] + 162*Defer[Int][E^x/(x*(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^3), x] + 1458*Defer[Int][(E^x*x)/(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^3, x] - (486 + 5832*I)*Defer[Int][E^x/((I + 3*x)*(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^3), x] - 81*Defer[Int][E^x/(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^2, x] - 486*Defer[Int][E^x/((I - 3*x)*(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^2), x] + 486*Defer[Int][E^x/((I + 3*x)*(-36*x - 9*x^2 + Log[x] + 9*x^2*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
4510,1,26,0,0.1319241,"\int \left(e^{2 x} \left(-6 x-6 x^2\right)+e^x \left(-18 x-6 x^2+x^3\right)\right) \, dx","Int[E^(2*x)*(-6*x - 6*x^2) + E^x*(-18*x - 6*x^2 + x^3),x]","e^x x^3-9 e^x x^2-3 e^{2 x} x^2","e^x x^2 \left(x-3 \left(e^x+3\right)\right)",1,"-9*E^x*x^2 - 3*E^(2*x)*x^2 + E^x*x^3","A",21,5,32,0.1562,1,"{1593, 2196, 2176, 2194, 1594}"
4511,1,27,0,0.1027934,"\int \frac{5 x-10 x^2+5 x^3+e^2 \left(4 x^2-2 x^3\right)+\left(2-4 x+2 x^2\right) \log (5)}{x-2 x^2+x^3} \, dx","Int[(5*x - 10*x^2 + 5*x^3 + E^2*(4*x^2 - 2*x^3) + (2 - 4*x + 2*x^2)*Log[5])/(x - 2*x^2 + x^3),x]","\left(5-2 e^2\right) x+\frac{2 e^2}{1-x}+\log (25) \log (x)","2 \left(\frac{e^2 x^2}{1-x}+2 x-\log (5) (5-\log (x))\right)+x",1,"(2*E^2)/(1 - x) + (5 - 2*E^2)*x + Log[25]*Log[x]","A",4,3,55,0.05455,1,"{1594, 27, 1620}"
4512,1,19,0,0.0902773,"\int \frac{-5-4 x^2}{5 x+80 x^2-4 x^3+6 x^2 \log (2)} \, dx","Int[(-5 - 4*x^2)/(5*x + 80*x^2 - 4*x^3 + 6*x^2*Log[2]),x]","\log \left(-4 x^2+x (80+\log (64))+5\right)-\log (x)","\log \left(x-4 \left(\frac{5}{16 x}+5+\frac{3 \log (2)}{8}\right)\right)",1,"-Log[x] + Log[5 - 4*x^2 + x*(80 + Log[64])]","A",5,4,31,0.1290,1,"{6, 1594, 1628, 628}"
4513,1,16,0,0.0115323,"\int \frac{-2-8 x-x^2 \log (x)}{x^2} \, dx","Int[(-2 - 8*x - x^2*Log[x])/x^2,x]","x+\frac{2}{x}+x (-\log (x))-8 \log (x)","-4 \log \left(x^2 (3+\log (5))\right)+x+\frac{2}{x}+x (-\log (x))",1,"2/x + x - 8*Log[x] - x*Log[x]","A",5,3,16,0.1875,1,"{14, 43, 2295}"
4514,1,25,0,0.0093833,"\int \frac{1}{6} \left(9 x^2+18 e^4 x^2+24 x^3-22 x^{10}\right) \, dx","Int[(9*x^2 + 18*E^4*x^2 + 24*x^3 - 22*x^10)/6,x]","-\frac{x^{11}}{3}+x^4+\frac{1}{2} \left(1+2 e^4\right) x^3","x^3 \left(-\frac{x^8}{3}+x+e^4+\frac{1}{2}\right)",1,"((1 + 2*E^4)*x^3)/2 + x^4 - x^11/3","A",3,2,28,0.07143,1,"{6, 12}"
4515,1,33,0,0.4471458,"\int \frac{-45+30 x-48 x^2+\left(-45+96 x^2\right) \log \left(x^2\right)-48 x^2 \log ^2\left(x^2\right)}{5 x^2-10 x^2 \log \left(x^2\right)+5 x^2 \log ^2\left(x^2\right)} \, dx","Int[(-45 + 30*x - 48*x^2 + (-45 + 96*x^2)*Log[x^2] - 48*x^2*Log[x^2]^2)/(5*x^2 - 10*x^2*Log[x^2] + 5*x^2*Log[x^2]^2),x]","\frac{3}{1-\log \left(x^2\right)}-\frac{9}{x \left(1-\log \left(x^2\right)\right)}-\frac{48 x}{5}","\frac{3 (3-x)}{x \left(\log \left(x^2\right)-1\right)}-\frac{48 x}{5}",1,"(-48*x)/5 + 3/(1 - Log[x^2]) - 9/(x*(1 - Log[x^2]))","A",13,9,62,0.1452,1,"{6688, 12, 6742, 2353, 2306, 2310, 2178, 2302, 30}"
4516,1,24,0,0.2785885,"\int \frac{e (-24-8 x)+42 x^2+\left(-18 x^2+e (24+8 x)\right) \log (x)+e (-6-2 x) \log ^2(x)}{4 e-4 e \log (x)+e \log ^2(x)} \, dx","Int[(E*(-24 - 8*x) + 42*x^2 + (-18*x^2 + E*(24 + 8*x))*Log[x] + E*(-6 - 2*x)*Log[x]^2)/(4*E - 4*E*Log[x] + E*Log[x]^2),x]","\frac{6 x^3}{e (2-\log (x))}-(x+3)^2","x \left(3 \left(-\frac{2 x^2}{e (\log (x)-2)}-2\right)-x\right)",1,"-(3 + x)^2 + (6*x^3)/(E*(2 - Log[x]))","A",9,6,58,0.1034,1,"{6741, 12, 6742, 2306, 2309, 2178}"
4517,0,0,0,40.1904265,"\int \frac{e^{\frac{4}{2+e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)}}} \left(72+18 e^{\frac{4}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)}+e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} (136-288 \log (x))\right)}{36 \log (2)+36 e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} \log (2)+9 e^{\frac{4}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} \log (2)} \, dx","Int[(E^(4/(2 + E^((2*(4 - 36*Log[x] + 81*Log[x]^2))/81)))*(72 + 18*E^((4*(4 - 36*Log[x] + 81*Log[x]^2))/81) + E^((2*(4 - 36*Log[x] + 81*Log[x]^2))/81)*(136 - 288*Log[x])))/(36*Log[2] + 36*E^((2*(4 - 36*Log[x] + 81*Log[x]^2))/81)*Log[2] + 9*E^((4*(4 - 36*Log[x] + 81*Log[x]^2))/81)*Log[2]),x]","\int \frac{e^{\frac{4}{2+e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)}}} \left(72+18 e^{\frac{4}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)}+e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} (136-288 \log (x))\right)}{36 \log (2)+36 e^{\frac{2}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} \log (2)+9 e^{\frac{4}{81} \left(4-36 \log (x)+81 \log ^2(x)\right)} \log (2)} \, dx","\frac{2 x e^{\frac{4}{e^{2 \left(\log (x)-\frac{2}{9}\right)^2}+2}}}{\log (2)}",1,"(18*Defer[Subst][Defer[Int][E^(4/(2 + E^(8/81 + 2*Log[x^9]^2)/x^8))*x^8, x], x, x^(1/9)])/Log[2] - (128*Defer[Subst][Defer[Int][(E^(4/(2 + E^(8/81 + 2*Log[x^9]^2)/(x^9)^(8/9)))*x^24)/(E^(8/81 + 2*Log[x^9]^2) + 2*x^8)^2, x], x, x^(1/9)])/Log[2] + (64*Defer[Subst][Defer[Int][(E^(4/(2 + E^(8/81 + 2*Log[x^9]^2)/(x^9)^(8/9)))*x^16)/(E^(8/81 + 2*Log[x^9]^2) + 2*x^8), x], x, x^(1/9)])/Log[2] + (576*Defer[Subst][Defer[Int][(E^(4/(2 + E^(8/81 + 2*Log[x^9]^2)/(x^9)^(8/9)))*x^24*Log[x^9])/(E^(8/81 + 2*Log[x^9]^2) + 2*x^8)^2, x], x, x^(1/9)])/Log[2] - (288*Defer[Subst][Defer[Int][(E^(4/(2 + E^(8/81 + 2*Log[x^9]^2)/(x^9)^(8/9)))*x^16*Log[x^9])/(E^(8/81 + 2*Log[x^9]^2) + 2*x^8), x], x, x^(1/9)])/Log[2]","F",0,0,0,0,-1,"{}"
4518,0,0,0,0.5022795,"\int \frac{90+56 x-5 x^2-30 \log (x)}{576 x^2+240 x^3+25 x^4+\left(-288 x^2-60 x^3\right) \log (x)+36 x^2 \log ^2(x)} \, dx","Int[(90 + 56*x - 5*x^2 - 30*Log[x])/(576*x^2 + 240*x^3 + 25*x^4 + (-288*x^2 - 60*x^3)*Log[x] + 36*x^2*Log[x]^2),x]","\int \frac{90+56 x-5 x^2-30 \log (x)}{576 x^2+240 x^3+25 x^4+\left(-288 x^2-60 x^3\right) \log (x)+36 x^2 \log ^2(x)} \, dx","-\frac{5-x}{x (6 (x-\log (x)+4)-x)}-\log (5)",1,"-5*Defer[Int][(24 + 5*x - 6*Log[x])^(-2), x] - 30*Defer[Int][1/(x^2*(24 + 5*x - 6*Log[x])^2), x] + 31*Defer[Int][1/(x*(24 + 5*x - 6*Log[x])^2), x] + 5*Defer[Int][1/(x^2*(24 + 5*x - 6*Log[x])), x]","F",0,0,0,0,-1,"{}"
4519,0,0,0,0.843539,"\int \frac{1+2 x-6 x^2+\frac{1}{2} e^{-5+e^4+x} \left(2 x+7 x^2+2 x^3\right)}{x+x^2-2 x^3+\frac{1}{2} e^{-5+e^4+x} \left(x^2+2 x^3\right)} \, dx","Int[(1 + 2*x - 6*x^2 + (E^(-5 + E^4 + x)*(2*x + 7*x^2 + 2*x^3))/2)/(x + x^2 - 2*x^3 + (E^(-5 + E^4 + x)*(x^2 + 2*x^3))/2),x]","\int \frac{1+2 x-6 x^2+\frac{1}{2} e^{-5+e^4+x} \left(2 x+7 x^2+2 x^3\right)}{x+x^2-2 x^3+\frac{1}{2} e^{-5+e^4+x} \left(x^2+2 x^3\right)} \, dx","\log \left(x (2 x+1) \left(\frac{1}{2} e^{x+e^4-5} x-x+1\right)\right)",1,"x + 2*Log[x] + Log[1 + 2*x] + 2*E^5*Defer[Int][(-2*E^5 + 2*E^5*x - E^(E^4 + x)*x)^(-1), x] + 2*E^5*Defer[Int][1/(x*(-2*E^5 + 2*E^5*x - E^(E^4 + x)*x)), x] - 2*E^5*Defer[Int][x/(-2*E^5 + 2*E^5*x - E^(E^4 + x)*x), x]","F",0,0,0,0,-1,"{}"
4520,1,57,0,0.2433297,"\int \frac{128 e^8 x-16 e^8 x^2 (i \pi +\log (-\log (2 \log (\log (5)))))}{256 e^8-32 e^4 x^2+x^4+\left(-128 e^8 x+8 e^4 x^3\right) (i \pi +\log (-\log (2 \log (\log (5)))))+16 e^8 x^2 (i \pi +\log (-\log (2 \log (\log (5)))))^2} \, dx","Int[(128*E^8*x - 16*E^8*x^2*(I*Pi + Log[-Log[2*Log[Log[5]]]]))/(256*E^8 - 32*E^4*x^2 + x^4 + (-128*E^8*x + 8*E^4*x^3)*(I*Pi + Log[-Log[2*Log[Log[5]]]]) + 16*E^8*x^2*(I*Pi + Log[-Log[2*Log[Log[5]]]])^2),x]","-\frac{16 e^8 (4-x (\log (-\log (2 \log (\log (5))))+i \pi ))}{x^2+4 e^4 x (\log (-\log (2 \log (\log (5))))+i \pi )-16 e^4}","\frac{x}{\frac{16-\frac{x^2}{e^4}}{4 x}-i \pi -\log (-\log (2 \log (\log (5))))}",1,"(-16*E^8*(4 - x*(I*Pi + Log[-Log[2*Log[Log[5]]]])))/(-16*E^4 + x^2 + 4*E^4*x*(I*Pi + Log[-Log[2*Log[Log[5]]]]))","A",5,5,106,0.04717,1,"{6, 1593, 1680, 12, 776}"
4521,1,126,0,0.1081641,"\int \frac{-200000000 x^2-125000000 x^3+2500000 x^5+120000 x^6+37500 x^7+1600 x^8+6 x^{10}+e^{32} \left(-10000000000-200000000 x^2+20000 x^6+100 x^8\right)+e^{16} \left(-3000000000 x-1250000000 x^2-40000000 x^3+600000 x^5+125000 x^6+12000 x^7+50 x^9\right)}{9765625 x^5} \, dx","Int[(-200000000*x^2 - 125000000*x^3 + 2500000*x^5 + 120000*x^6 + 37500*x^7 + 1600*x^8 + 6*x^10 + E^32*(-10000000000 - 200000000*x^2 + 20000*x^6 + 100*x^8) + E^16*(-3000000000*x - 1250000000*x^2 - 40000000*x^3 + 600000*x^5 + 125000*x^6 + 12000*x^7 + 50*x^9))/(9765625*x^5),x]","\frac{x^6}{9765625}+\frac{2 e^{16} x^5}{1953125}+\frac{\left(16+e^{32}\right) x^4}{390625}+\frac{256 e^{32}}{x^4}+\frac{4 \left(25+8 e^{16}\right) x^3}{78125}+\frac{512 e^{16}}{5 x^3}+\frac{4 \left(24+25 e^{16}+4 e^{32}\right) x^2}{15625}+\frac{64 \left(4+25 e^{16}+4 e^{32}\right)}{25 x^2}+\frac{32 \left(25+6 e^{16}\right) x}{3125}+\frac{64 \left(25+8 e^{16}\right)}{125 x}","\frac{\left(\frac{\left(\frac{x}{5}+e^{16}\right) \left(\frac{x^2}{25}+4\right)^2}{x}+2 x\right)^2}{x^2}",1,"(256*E^32)/x^4 + (512*E^16)/(5*x^3) + (64*(4 + 25*E^16 + 4*E^32))/(25*x^2) + (64*(25 + 8*E^16))/(125*x) + (32*(25 + 6*E^16)*x)/3125 + (4*(24 + 25*E^16 + 4*E^32)*x^2)/15625 + (4*(25 + 8*E^16)*x^3)/78125 + ((16 + E^32)*x^4)/390625 + (2*E^16*x^5)/1953125 + x^6/9765625","B",3,2,102,0.01961,1,"{12, 14}"
4522,0,0,0,3.0722087,"\int e^{-17-e^{3^{\frac{x}{e^8}}} (-3+x)+3 x} \left(e^8 (1+3 x)+e^{3^{\frac{x}{e^8}}} \left(-e^8 x+3^{\frac{x}{e^8}} \left(3 x-x^2\right) \log (3)\right)\right) \, dx","Int[E^(-17 - E^3^(x/E^8)*(-3 + x) + 3*x)*(E^8*(1 + 3*x) + E^3^(x/E^8)*(-(E^8*x) + 3^(x/E^8)*(3*x - x^2)*Log[3])),x]","\int e^{-17-e^{3^{\frac{x}{e^8}}} (-3+x)+3 x} \left(e^8 (1+3 x)+e^{3^{\frac{x}{e^8}}} \left(-e^8 x+3^{\frac{x}{e^8}} \left(3 x-x^2\right) \log (3)\right)\right) \, dx","e^{-\left(\left(3-e^{3^{\frac{x}{e^8}}}\right) (3-x)\right)} x",1,"Defer[Int][E^(-((-3 + E^3^(x/E^8))*(-3 + x))), x] + 3*Defer[Int][x/E^((-3 + E^3^(x/E^8))*(-3 + x)), x] + Log[3]*Defer[Int][3^(1 + x/E^8)*E^(-17 + 3^(x/E^8) - E^3^(x/E^8)*(-3 + x) + 3*x)*x, x] - Defer[Int][E^(-9 + 3^(x/E^8) - E^3^(x/E^8)*(-3 + x) + 3*x)*x, x] - Log[3]*Defer[Int][3^(x/E^8)*E^(-17 + 3^(x/E^8) - E^3^(x/E^8)*(-3 + x) + 3*x)*x^2, x]","F",0,0,0,0,-1,"{}"
4523,1,6,0,0.0020028,"\int \frac{-2+x}{x} \, dx","Int[(-2 + x)/x,x]","x-2 \log (x)","\log \left(\frac{25}{x^2}\right)+x+3",1,"x - 2*Log[x]","A",2,1,7,0.1429,1,"{43}"
4524,1,47,0,0.7021745,"\int \frac{e^{e^x} \left(-1+e^x (-8+x)+e^{x^2} \left(-e^x+2 x\right)\right)}{-256+64 x-4 x^2+e^{2 x^2} (-4+\log (3))+\left(64-16 x+x^2\right) \log (3)+e^{x^2} (-64+8 x+(16-2 x) \log (3))} \, dx","Int[(E^E^x*(-1 + E^x*(-8 + x) + E^x^2*(-E^x + 2*x)))/(-256 + 64*x - 4*x^2 + E^(2*x^2)*(-4 + Log[3]) + (64 - 16*x + x^2)*Log[3] + E^x^2*(-64 + 8*x + (16 - 2*x)*Log[3])),x]","\frac{e^{e^x-x} \left(e^{x^2+x}+e^x (8-x)\right)}{\left(e^{x^2}-x+8\right)^2 (4-\log (3))}","\frac{e^{e^x}}{\left(e^{x^2}-x+8\right) (4-\log (3))}",1,"(E^(E^x - x)*(E^(x + x^2) + E^x*(8 - x)))/((8 + E^x^2 - x)^2*(4 - Log[3]))","A",3,3,84,0.03571,1,"{6688, 12, 2288}"
4525,1,15,0,0.0079713,"\int \frac{-5+4 x+e^4 x}{5 x} \, dx","Int[(-5 + 4*x + E^4*x)/(5*x),x]","\frac{1}{5} \left(4+e^4\right) x-\log (x)","\frac{1}{5} x \left(\frac{5 \left(x+\log \left(\frac{3}{x}\right)+2\right)}{x}+e^4-1\right)",1,"((4 + E^4)*x)/5 - Log[x]","A",4,3,17,0.1765,1,"{6, 12, 43}"
4526,1,36,0,0.0870586,"\int \frac{-25920-60480 x-52560 x^2-20160 x^3-2880 x^4+\left(-72-168 x-72 x^2\right) \log (2)}{180 x^2+420 x^3+365 x^4+140 x^5+20 x^6} \, dx","Int[(-25920 - 60480*x - 52560*x^2 - 20160*x^3 - 2880*x^4 + (-72 - 168*x - 72*x^2)*Log[2])/(180*x^2 + 420*x^3 + 365*x^4 + 140*x^5 + 20*x^6),x]","\frac{6 \log (2)}{5 (x+2)}-\frac{16 \log (2)}{5 (2 x+3)}+\frac{720+\log (4)}{5 x}","\frac{12 \left(\frac{\log (2)}{5 (x+2) (2 x+3)}+12\right)}{x}",1,"(6*Log[2])/(5*(2 + x)) - (16*Log[2])/(5*(3 + 2*x)) + (720 + Log[4])/(5*x)","A",2,1,62,0.01613,1,"{2074}"
4527,1,71,0,1.061718,"\int \frac{e^{\frac{2+x^3+x \log \left(\frac{5 \log \left(\frac{1}{x}\right)-5 \log (x)}{x}\right)}{x}} \left(2 x+\left(2+x-2 x^3\right) \log \left(\frac{1}{x}\right)+\left(-2-x+2 x^3\right) \log (x)\right)}{-x^2 \log \left(\frac{1}{x}\right)+x^2 \log (x)} \, dx","Int[(E^((2 + x^3 + x*Log[(5*Log[x^(-1)] - 5*Log[x])/x])/x)*(2*x + (2 + x - 2*x^3)*Log[x^(-1)] + (-2 - x + 2*x^3)*Log[x]))/(-(x^2*Log[x^(-1)]) + x^2*Log[x]),x]","\frac{5 e^{x^2+\frac{2}{x}} \left(1-x^3\right) \log \left(\frac{1}{x}\right)}{\left(\frac{1}{x^2}-x\right) x^3}-\frac{5 e^{x^2+\frac{2}{x}} \left(1-x^3\right) \log (x)}{\left(\frac{1}{x^2}-x\right) x^3}","\frac{5 e^{x^2+\frac{2}{x}} \left(\log \left(\frac{1}{x}\right)-\log (x)\right)}{x}",1,"(5*E^(2/x + x^2)*(1 - x^3)*Log[x^(-1)])/((x^(-2) - x)*x^3) - (5*E^(2/x + x^2)*(1 - x^3)*Log[x])/((x^(-2) - x)*x^3)","B",9,5,78,0.06410,1,"{6688, 12, 6742, 2288, 2554}"
4528,1,12,0,0.0028513,"\int \left(1+e^2 (-4-4 x)\right) \, dx","Int[1 + E^2*(-4 - 4*x),x]","x-2 e^2 (x+1)^2","-2 e^2 (x+2) x+x+\log (7)",1,"x - 2*E^2*(1 + x)^2","A",1,0,11,0,1,"{}"
4529,1,22,0,0.1125277,"\int \frac{e^{e^{\frac{1}{x^2 \log ^2(2+\log (4))}}} \left(-2 e^{x+\frac{1}{x^2 \log ^2(2+\log (4))}}+e^x \left(x^2+x^3\right) \log ^2(2+\log (4))\right)}{8 x^2 \log ^2(2+\log (4))} \, dx","Int[(E^E^(1/(x^2*Log[2 + Log[4]]^2))*(-2*E^(x + 1/(x^2*Log[2 + Log[4]]^2)) + E^x*(x^2 + x^3)*Log[2 + Log[4]]^2))/(8*x^2*Log[2 + Log[4]]^2),x]","\frac{1}{8} x e^{e^{\frac{1}{x^2 \log ^2(2+\log (4))}}+x}","\frac{1}{8} x e^{e^{\frac{1}{x^2 \log ^2(2+\log (4))}}+x}+2",1,"(E^(E^(1/(x^2*Log[2 + Log[4]]^2)) + x)*x)/8","A",2,2,65,0.03077,1,"{12, 2288}"
4530,1,28,0,0.5093428,"\int \frac{\exp \left(\frac{\left(-125+25 x^3\right) \log ^2(4)+4 x^6 \log (x)}{25 x^2 \log ^2(4)}\right) \left(4 x^6+\left(250+25 x^3\right) \log ^2(4)+16 x^6 \log (x)\right)}{25 x^3 \log ^2(4)} \, dx","Int[(E^(((-125 + 25*x^3)*Log[4]^2 + 4*x^6*Log[x])/(25*x^2*Log[4]^2))*(4*x^6 + (250 + 25*x^3)*Log[4]^2 + 16*x^6*Log[x]))/(25*x^3*Log[4]^2),x]","e^{-\frac{5-x^3}{x^2}} x^{\frac{4 x^4}{25 \log ^2(4)}}","\exp \left(x-\left(\frac{5}{x^2 \log (x)}-\frac{4 x^4}{25 \log ^2(4)}\right) \log (x)\right)",1,"x^((4*x^4)/(25*Log[4]^2))/E^((5 - x^3)/x^2)","A",2,2,69,0.02899,1,"{12, 6706}"
4531,1,18,0,0.1245129,"\int \frac{3 \sqrt[5]{e}-3 \sqrt[5]{e} \log (x)}{e^{2/5} x^2-2 \sqrt[5]{e} x \log (x)+\log ^2(x)} \, dx","Int[(3*E^(1/5) - 3*E^(1/5)*Log[x])/(E^(2/5)*x^2 - 2*E^(1/5)*x*Log[x] + Log[x]^2),x]","-\frac{3}{1-\frac{\sqrt[5]{e} x}{\log (x)}}","\frac{3}{1-\frac{\log (x)}{\sqrt[5]{e} x}}",1,"-3/(1 - (E^(1/5)*x)/Log[x])","A",4,4,44,0.09091,1,"{6688, 12, 6711, 32}"
4532,0,0,0,0.8965105,"\int \frac{-x^2+e^{\frac{-60+40 e^x+30 x+5 x^2}{x}} \left(60+5 x^2+e^x (-40+40 x)\right)}{x^2} \, dx","Int[(-x^2 + E^((-60 + 40*E^x + 30*x + 5*x^2)/x)*(60 + 5*x^2 + E^x*(-40 + 40*x)))/x^2,x]","\int \frac{-x^2+e^{\frac{-60+40 e^x+30 x+5 x^2}{x}} \left(60+5 x^2+e^x (-40+40 x)\right)}{x^2} \, dx","-x+e^{5 \left(-\frac{4 \left(-x-2 e^x+3\right)}{x}+x+2\right)}+1",1,"-x + 5*Defer[Int][E^((5*(-12 + 8*E^x + 6*x + x^2))/x), x] + 60*Defer[Int][E^((5*(-12 + 8*E^x + 6*x + x^2))/x)/x^2, x] - 40*Defer[Int][E^((2*(-30 + 20*E^x + 15*x + 3*x^2))/x)/x^2, x] + 40*Defer[Int][E^((2*(-30 + 20*E^x + 15*x + 3*x^2))/x)/x, x]","F",0,0,0,0,-1,"{}"
4533,1,24,0,0.6339368,"\int \frac{-32768+73728 x-61440 x^2+23040 x^3-3840 x^4+288 x^5-8 x^6+\left(-24576 x+59392 x^2-55296 x^3+24960 x^4-5760 x^5+696 x^6-42 x^7+x^8+\left(-24576+59392 x-55296 x^2+24960 x^3-5760 x^4+696 x^5-42 x^6+x^7\right) \log (3)\right) \log \left(x^2+2 x \log (3)+\log ^2(3)\right)+\left(49152-73728 x+33792 x^2-4608 x^3+192 x^4+\left(36864 x-61440 x^2+34560 x^3-7680 x^4+720 x^5-24 x^6+\left(36864-61440 x+34560 x^2-7680 x^3+720 x^4-24 x^5\right) \log (3)\right) \log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right) \log \left(\log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right)+\left(-24576+18432 x-1536 x^2+\left(-18432 x+16896 x^2-3456 x^3+192 x^4+\left(-18432+16896 x-3456 x^2+192 x^3\right) \log (3)\right) \log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right) \log ^2\left(\log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right)+\left(4096+\left(3072 x-512 x^2+(3072-512 x) \log (3)\right) \log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right) \log ^3\left(\log \left(x^2+2 x \log (3)+\log ^2(3)\right)\right)}{(800 x+800 \log (3)) \log \left(x^2+2 x \log (3)+\log ^2(3)\right)} \, dx","Int[(-32768 + 73728*x - 61440*x^2 + 23040*x^3 - 3840*x^4 + 288*x^5 - 8*x^6 + (-24576*x + 59392*x^2 - 55296*x^3 + 24960*x^4 - 5760*x^5 + 696*x^6 - 42*x^7 + x^8 + (-24576 + 59392*x - 55296*x^2 + 24960*x^3 - 5760*x^4 + 696*x^5 - 42*x^6 + x^7)*Log[3])*Log[x^2 + 2*x*Log[3] + Log[3]^2] + (49152 - 73728*x + 33792*x^2 - 4608*x^3 + 192*x^4 + (36864*x - 61440*x^2 + 34560*x^3 - 7680*x^4 + 720*x^5 - 24*x^6 + (36864 - 61440*x + 34560*x^2 - 7680*x^3 + 720*x^4 - 24*x^5)*Log[3])*Log[x^2 + 2*x*Log[3] + Log[3]^2])*Log[Log[x^2 + 2*x*Log[3] + Log[3]^2]] + (-24576 + 18432*x - 1536*x^2 + (-18432*x + 16896*x^2 - 3456*x^3 + 192*x^4 + (-18432 + 16896*x - 3456*x^2 + 192*x^3)*Log[3])*Log[x^2 + 2*x*Log[3] + Log[3]^2])*Log[Log[x^2 + 2*x*Log[3] + Log[3]^2]]^2 + (4096 + (3072*x - 512*x^2 + (3072 - 512*x)*Log[3])*Log[x^2 + 2*x*Log[3] + Log[3]^2])*Log[Log[x^2 + 2*x*Log[3] + Log[3]^2]]^3)/((800*x + 800*Log[3])*Log[x^2 + 2*x*Log[3] + Log[3]^2]),x]","\frac{\left(x^2-12 x-8 \log \left(\log \left((x+\log (3))^2\right)\right)+16\right)^4}{6400}","\frac{1}{25} \left(-\frac{1}{4} (x-4)^2+x+2 \log \left(\log \left((x+\log (3))^2\right)\right)\right)^4-5",1,"(16 - 12*x + x^2 - 8*Log[Log[(x + Log[3])^2]])^4/6400","A",3,3,385,0.007792,1,"{6688, 12, 6686}"
4534,1,20,0,0.0498061,"\int \frac{1}{3} \left(3+e^{e^{x/3}-x} \left(-3+e^{x/3}\right)+30 x\right) \, dx","Int[(3 + E^(E^(x/3) - x)*(-3 + E^(x/3)) + 30*x)/3,x]","5 x^2+x+e^{e^{x/3}-x}","5 x^2+x+e^{e^{x/3}-x}-3+\log (4)",1,"E^(E^(x/3) - x) + x + 5*x^2","A",4,3,32,0.09375,1,"{12, 2282, 2197}"
4535,1,21,0,0.0413069,"\int \frac{2+40 x^3-40 x^4+\left(-30 x^2+30 x^3\right) \log (4)}{-1+x} \, dx","Int[(2 + 40*x^3 - 40*x^4 + (-30*x^2 + 30*x^3)*Log[4])/(-1 + x),x]","-10 x^4+10 x^3 \log (4)+2 \log (1-x)","2 \left(5 x^3 (\log (4)-x)+\log (x-1)-1\right)",1,"-10*x^4 + 10*x^3*Log[4] + 2*Log[1 - x]","A",2,1,32,0.03125,1,"{1850}"
4536,0,0,0,4.7264962,"\int \frac{\exp \left(-2+\frac{2}{e^2 \log \left(\frac{-75+75 x+2 x^3-x^4}{-x^2+x^3}\right)}\right) \left(-300+600 x-300 x^2-4 x^3+4 x^4-2 x^5\right)}{\left(-75 x+150 x^2-75 x^3+2 x^4-3 x^5+x^6\right) \log ^2\left(\frac{-75+75 x+2 x^3-x^4}{-x^2+x^3}\right)} \, dx","Int[(E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))*(-300 + 600*x - 300*x^2 - 4*x^3 + 4*x^4 - 2*x^5))/((-75*x + 150*x^2 - 75*x^3 + 2*x^4 - 3*x^5 + x^6)*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]^2),x]","\int \frac{\exp \left(-2+\frac{2}{e^2 \log \left(\frac{-75+75 x+2 x^3-x^4}{-x^2+x^3}\right)}\right) \left(-300+600 x-300 x^2-4 x^3+4 x^4-2 x^5\right)}{\left(-75 x+150 x^2-75 x^3+2 x^4-3 x^5+x^6\right) \log ^2\left(\frac{-75+75 x+2 x^3-x^4}{-x^2+x^3}\right)} \, dx","e^{\frac{2}{e^2 \log \left(\frac{x^2}{x^2-x}+\frac{75}{x^2}-x\right)}}",1,"2*Defer[Int][E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))/((-1 + x)*Log[-((75 - 75*x - 2*x^3 + x^4)/((-1 + x)*x^2))]^2), x] + 4*Defer[Int][E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))/(x*Log[-((75 - 75*x - 2*x^3 + x^4)/((-1 + x)*x^2))]^2), x] + 150*Defer[Int][E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))/((75 - 75*x - 2*x^3 + x^4)*Log[-((75 - 75*x - 2*x^3 + x^4)/((-1 + x)*x^2))]^2), x] + 12*Defer[Int][(E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))*x^2)/((75 - 75*x - 2*x^3 + x^4)*Log[-((75 - 75*x - 2*x^3 + x^4)/((-1 + x)*x^2))]^2), x] - 8*Defer[Int][(E^(-2 + 2/(E^2*Log[(-75 + 75*x + 2*x^3 - x^4)/(-x^2 + x^3)]))*x^3)/((75 - 75*x - 2*x^3 + x^4)*Log[-((75 - 75*x - 2*x^3 + x^4)/((-1 + x)*x^2))]^2), x]","F",0,0,0,0,-1,"{}"
4537,1,50,0,0.0695046,"\int \frac{\exp \left(e^2+\frac{e^{e^2} (x+\log (4))}{-e^{\frac{1}{e^{26}}}+5 e^{e^2}}\right)}{-e^{\frac{1}{e^{26}}}+5 e^{e^2}} \, dx","Int[E^(E^2 + (E^E^2*(x + Log[4]))/(-E^E^(-26) + 5*E^E^2))/(-E^E^(-26) + 5*E^E^2),x]","4^{-\frac{e^{e^2}}{e^{\frac{1}{e^{26}}}-5 e^{e^2}}} e^{-\frac{e^{e^2} x}{e^{\frac{1}{e^{26}}}-5 e^{e^2}}}","e^{\frac{x+\log (4)}{5-e^{\frac{1}{e^{26}}-e^2}}}",1,"1/(4^(E^E^2/(E^E^(-26) - 5*E^E^2))*E^((E^E^2*x)/(E^E^(-26) - 5*E^E^2)))","B",2,2,51,0.03922,1,"{12, 2203}"
4538,0,0,0,4.7021854,"\int \frac{-x^2+768 x^3+128 x^4+5 x^5+\left(512 x^3+96 x^4+4 x^5+e^x \left(2 x-1024 x^2-192 x^3-8 x^4\right)\right) \log (x)+\left(e^{2 x} \left(-1+512 x+96 x^2+4 x^3\right)+e^x \left(-768 x^2+128 x^3+27 x^4+x^5\right)\right) \log ^2(x)}{x^2-2 e^x x \log (x)+e^{2 x} \log ^2(x)} \, dx","Int[(-x^2 + 768*x^3 + 128*x^4 + 5*x^5 + (512*x^3 + 96*x^4 + 4*x^5 + E^x*(2*x - 1024*x^2 - 192*x^3 - 8*x^4))*Log[x] + (E^(2*x)*(-1 + 512*x + 96*x^2 + 4*x^3) + E^x*(-768*x^2 + 128*x^3 + 27*x^4 + x^5))*Log[x]^2)/(x^2 - 2*E^x*x*Log[x] + E^(2*x)*Log[x]^2),x]","\int \frac{-x^2+768 x^3+128 x^4+5 x^5+\left(512 x^3+96 x^4+4 x^5+e^x \left(2 x-1024 x^2-192 x^3-8 x^4\right)\right) \log (x)+\left(e^{2 x} \left(-1+512 x+96 x^2+4 x^3\right)+e^x \left(-768 x^2+128 x^3+27 x^4+x^5\right)\right) \log ^2(x)}{x^2-2 e^x x \log (x)+e^{2 x} \log ^2(x)} \, dx","x^2 (x+16)^2 \left(\frac{x}{\frac{x}{\log (x)}-e^x}+1\right)-x+3",1,"-x + 256*x^2 + 32*x^3 + x^4 + 256*Defer[Int][x^3/(x - E^x*Log[x])^2, x] + 32*Defer[Int][x^4/(x - E^x*Log[x])^2, x] + Defer[Int][x^5/(x - E^x*Log[x])^2, x] - 256*Defer[Int][(x^3*Log[x])/(x - E^x*Log[x])^2, x] + 224*Defer[Int][(x^4*Log[x])/(x - E^x*Log[x])^2, x] + 31*Defer[Int][(x^5*Log[x])/(x - E^x*Log[x])^2, x] + Defer[Int][(x^6*Log[x])/(x - E^x*Log[x])^2, x] + 768*Defer[Int][(x^2*Log[x])/(x - E^x*Log[x]), x] - 128*Defer[Int][(x^3*Log[x])/(x - E^x*Log[x]), x] - 27*Defer[Int][(x^4*Log[x])/(x - E^x*Log[x]), x] - Defer[Int][(x^5*Log[x])/(x - E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
4539,1,68,0,0.0657155,"\int \frac{-1800+900 x-300 x^2+330 x^3+132 x^4+\left(-150 x^3-170 x^4\right) \log \left(\frac{4}{x}\right)+50 x^4 \log ^2\left(\frac{4}{x}\right)}{25 x^3} \, dx","Int[(-1800 + 900*x - 300*x^2 + 330*x^3 + 132*x^4 + (-150*x^3 - 170*x^4)*Log[4/x] + 50*x^4*Log[4/x]^2)/(25*x^3),x]","\frac{36 x^2}{25}+\frac{36}{x^2}+x^2 \log ^2\left(\frac{4}{x}\right)+x^2 \log \left(\frac{4}{x}\right)-\frac{1}{5} \left(17 x^2+30 x\right) \log \left(\frac{4}{x}\right)+\frac{36 x}{5}-\frac{36}{x}-12 \log (x)","\left(-\frac{6-x^2 \left(\frac{1}{5}-\log \left(\frac{4}{x}\right)\right)}{x}+x+3\right)^2",1,"36/x^2 - 36/x + (36*x)/5 + (36*x^2)/25 + x^2*Log[4/x] - ((30*x + 17*x^2)*Log[4/x])/5 + x^2*Log[4/x]^2 - 12*Log[x]","B",9,5,58,0.08621,1,"{12, 14, 2313, 2305, 2304}"
4540,1,13,0,0.0045964,"\int \frac{8-4 x^2}{5 x^2} \, dx","Int[(8 - 4*x^2)/(5*x^2),x]","-\frac{4 x}{5}-\frac{8}{5 x}","\frac{4}{5} \left(-x-\frac{2}{x}-e^5+2\right)+e^2",1,"-8/(5*x) - (4*x)/5","A",3,2,14,0.1429,1,"{12, 14}"
4541,0,0,0,3.2534368,"\int \frac{2+2 x+2 \log (16)-2 x \log (x)+\left(26 x+2 x^2\right) \log ^2(x)}{\left(-2 x-2 x^2-2 x \log (16)\right) \log (x)+\left(x+26 x^2+x^3+x \log (16)\right) \log ^2(x)} \, dx","Int[(2 + 2*x + 2*Log[16] - 2*x*Log[x] + (26*x + 2*x^2)*Log[x]^2)/((-2*x - 2*x^2 - 2*x*Log[16])*Log[x] + (x + 26*x^2 + x^3 + x*Log[16])*Log[x]^2),x]","\int \frac{2+2 x+2 \log (16)-2 x \log (x)+\left(26 x+2 x^2\right) \log ^2(x)}{\left(-2 x-2 x^2-2 x \log (16)\right) \log (x)+\left(x+26 x^2+x^3+x \log (16)\right) \log ^2(x)} \, dx","\log \left(x^2+25 x-(x+1+\log (16)) \left(\frac{2}{\log (x)}-1\right)\right)",1,"Log[1 + 26*x + x^2 + Log[16]] - Log[Log[x]] - (1 + Log[16])*Defer[Int][1/(x*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x] + 4*(1 - 13/Sqrt[168 - Log[16]])*(12 - Log[16])*Defer[Int][1/((26 + 2*x - 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x] + (48*(1 + Log[16])*Defer[Int][1/((-26 - 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x])/Sqrt[168 - Log[16]] + 4*(1 + 13/Sqrt[168 - Log[16]])*(12 - Log[16])*Defer[Int][1/((26 + 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x] + (48*(1 + Log[16])*Defer[Int][1/((26 + 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x])/Sqrt[168 - Log[16]] + 28*Defer[Int][(-2*x - 2*(1 + Log[16]) + 26*x*Log[x] + x^2*Log[x] + (1 + Log[16])*Log[x])^(-1), x] + Defer[Int][x/(-2*x - 2*(1 + Log[16]) + 26*x*Log[x] + x^2*Log[x] + (1 + Log[16])*Log[x]), x]","F",0,0,0,0,-1,"{}"
4542,0,0,0,20.5283694,"\int \frac{112 x^6+288 x^{10}-144 x^{14}+\left(96 x^{10}-96 x^{14}\right) \log ^2(3)-16 x^{14} \log ^4(3)}{1+12 x^4+32 x^7+54 x^8+192 x^{11}+108 x^{12}+256 x^{14}+288 x^{15}+81 x^{16}+\left(4 x^4+36 x^8+64 x^{11}+108 x^{12}+192 x^{15}+108 x^{16}\right) \log ^2(3)+\left(6 x^8+36 x^{12}+32 x^{15}+54 x^{16}\right) \log ^4(3)+\left(4 x^{12}+12 x^{16}\right) \log ^6(3)+x^{16} \log ^8(3)} \, dx","Int[(112*x^6 + 288*x^10 - 144*x^14 + (96*x^10 - 96*x^14)*Log[3]^2 - 16*x^14*Log[3]^4)/(1 + 12*x^4 + 32*x^7 + 54*x^8 + 192*x^11 + 108*x^12 + 256*x^14 + 288*x^15 + 81*x^16 + (4*x^4 + 36*x^8 + 64*x^11 + 108*x^12 + 192*x^15 + 108*x^16)*Log[3]^2 + (6*x^8 + 36*x^12 + 32*x^15 + 54*x^16)*Log[3]^4 + (4*x^12 + 12*x^16)*Log[3]^6 + x^16*Log[3]^8),x]","\int \frac{112 x^6+288 x^{10}-144 x^{14}+\left(96 x^{10}-96 x^{14}\right) \log ^2(3)-16 x^{14} \log ^4(3)}{1+12 x^4+32 x^7+54 x^8+192 x^{11}+108 x^{12}+256 x^{14}+288 x^{15}+81 x^{16}+\left(4 x^4+36 x^8+64 x^{11}+108 x^{12}+192 x^{15}+108 x^{16}\right) \log ^2(3)+\left(6 x^8+36 x^{12}+32 x^{15}+54 x^{16}\right) \log ^4(3)+\left(4 x^{12}+12 x^{16}\right) \log ^6(3)+x^{16} \log ^8(3)} \, dx","\frac{x}{\frac{1}{16} x^2 \left(\frac{1}{x^4}+3+\log ^2(3)\right)^2+x}-5",1,"(-16384*(17459 - 35721*Log[3]^2 - 35721*Log[3]^4 - 19845*Log[3]^6 - 6615*Log[3]^8 - 1323*Log[3]^10 - 147*Log[3]^12 - 7*Log[3]^14))/((3 + Log[3]^2)^14*(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)) + (4096*Defer[Int][x^4/(-1 - 16*x^7 - 2*x^4*(3 + Log[3]^2) - x^8*(3 + Log[3]^2)^2), x])/(3 + Log[3]^2)^4 + 16*Defer[Int][x^6/(-1 - 16*x^7 - 2*x^4*(3 + Log[3]^2) - x^8*(3 + Log[3]^2)^2), x] + (16384*(9823 - 15309*Log[3]^2 - 15309*Log[3]^4 - 8505*Log[3]^6 - 2835*Log[3]^8 - 567*Log[3]^10 - 63*Log[3]^12 - 3*Log[3]^14)*Defer[Int][(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^(-2), x])/(3 + Log[3]^2)^12 - (512*(21833 - 25515*Log[3]^2 - 25515*Log[3]^4 - 14175*Log[3]^6 - 4725*Log[3]^8 - 945*Log[3]^10 - 105*Log[3]^12 - 5*Log[3]^14)*Defer[Int][x/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^10 + (128*(6005 - 5103*Log[3]^2 - 5103*Log[3]^4 - 2835*Log[3]^6 - 945*Log[3]^8 - 189*Log[3]^10 - 21*Log[3]^12 - Log[3]^14)*Defer[Int][x^2/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^8 - (65536*(37105 - 66339*Log[3]^2 - 66339*Log[3]^4 - 36855*Log[3]^6 - 12285*Log[3]^8 - 2457*Log[3]^10 - 273*Log[3]^12 - 13*Log[3]^14)*Defer[Int][x^3/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^13 + (4096*(80771 - 117369*Log[3]^2 - 117369*Log[3]^4 - 65205*Log[3]^6 - 21735*Log[3]^8 - 4347*Log[3]^10 - 483*Log[3]^12 - 23*Log[3]^14)*Defer[Int][x^4/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^11 - (256*(89519 - 96957*Log[3]^2 - 96957*Log[3]^4 - 53865*Log[3]^6 - 17955*Log[3]^8 - 3591*Log[3]^10 - 399*Log[3]^12 - 19*Log[3]^14)*Defer[Int][x^5/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^9 - (128*(219243385 - 573383286*Log[3]^2 - 547342677*Log[3]^4 - 266465052*Log[3]^6 - 51207471*Log[3]^8 + 17342262*Log[3]^10 + 17251227*Log[3]^12 + 7389048*Log[3]^14 + 2189187*Log[3]^16 + 486486*Log[3]^18 + 81081*Log[3]^20 + 9828*Log[3]^22 + 819*Log[3]^24 + 42*Log[3]^26 + Log[3]^28)*Defer[Int][x^6/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^2, x])/(3 + Log[3]^2)^14 - (16384*(9823 - 15309*Log[3]^2 - 15309*Log[3]^4 - 8505*Log[3]^6 - 2835*Log[3]^8 - 567*Log[3]^10 - 63*Log[3]^12 - 3*Log[3]^14)*Defer[Int][(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2)^(-1), x])/(3 + Log[3]^2)^12 + (512*(21833 - 25515*Log[3]^2 - 25515*Log[3]^4 - 14175*Log[3]^6 - 4725*Log[3]^8 - 945*Log[3]^10 - 105*Log[3]^12 - 5*Log[3]^14)*Defer[Int][x/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2), x])/(3 + Log[3]^2)^10 - (128*(6005 - 5103*Log[3]^2 - 5103*Log[3]^4 - 2835*Log[3]^6 - 945*Log[3]^8 - 189*Log[3]^10 - 21*Log[3]^12 - Log[3]^14)*Defer[Int][x^2/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2), x])/(3 + Log[3]^2)^8 + (65536*Defer[Int][x^3/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2), x])/(3 + Log[3]^2)^6 + (256*Defer[Int][x^5/(1 + 16*x^7 + 2*x^4*(3 + Log[3]^2) + x^8*(3 + Log[3]^2)^2), x])/(3 + Log[3]^2)^2","F",0,0,0,0,-1,"{}"
4543,1,226,0,1.0452255,"\int \frac{e^{10} \left(5+e^4 \left(-3 x+4 x^2\right)\right)+e^5 \left(-5 x^2+e^4 \left(4 x^2-5 x^3\right)\right)}{3125 x^2-6250 x^3+3125 x^4+e^4 \left(3125 x^3-6250 x^4+3125 x^5\right)+e^8 \left(1250 x^4-2500 x^5+1250 x^6\right)+e^{12} \left(250 x^5-500 x^6+250 x^7\right)+e^{16} \left(25 x^6-50 x^7+25 x^8\right)+e^{20} \left(x^7-2 x^8+x^9\right)+e^{10} \left(3125-6250 x+3125 x^2+e^4 \left(3125 x-6250 x^2+3125 x^3\right)+e^8 \left(1250 x^2-2500 x^3+1250 x^4\right)+e^{12} \left(250 x^3-500 x^4+250 x^5\right)+e^{16} \left(25 x^4-50 x^5+25 x^6\right)+e^{20} \left(x^5-2 x^6+x^7\right)\right)+e^5 \left(-6250 x+12500 x^2-6250 x^3+e^4 \left(-6250 x^2+12500 x^3-6250 x^4\right)+e^8 \left(-2500 x^3+5000 x^4-2500 x^5\right)+e^{12} \left(-500 x^4+1000 x^5-500 x^6\right)+e^{16} \left(-50 x^5+100 x^6-50 x^7\right)+e^{20} \left(-2 x^6+4 x^7-2 x^8\right)\right)} \, dx","Int[(E^10*(5 + E^4*(-3*x + 4*x^2)) + E^5*(-5*x^2 + E^4*(4*x^2 - 5*x^3)))/(3125*x^2 - 6250*x^3 + 3125*x^4 + E^4*(3125*x^3 - 6250*x^4 + 3125*x^5) + E^8*(1250*x^4 - 2500*x^5 + 1250*x^6) + E^12*(250*x^5 - 500*x^6 + 250*x^7) + E^16*(25*x^6 - 50*x^7 + 25*x^8) + E^20*(x^7 - 2*x^8 + x^9) + E^10*(3125 - 6250*x + 3125*x^2 + E^4*(3125*x - 6250*x^2 + 3125*x^3) + E^8*(1250*x^2 - 2500*x^3 + 1250*x^4) + E^12*(250*x^3 - 500*x^4 + 250*x^5) + E^16*(25*x^4 - 50*x^5 + 25*x^6) + E^20*(x^5 - 2*x^6 + x^7)) + E^5*(-6250*x + 12500*x^2 - 6250*x^3 + E^4*(-6250*x^2 + 12500*x^3 - 6250*x^4) + E^8*(-2500*x^3 + 5000*x^4 - 2500*x^5) + E^12*(-500*x^4 + 1000*x^5 - 500*x^6) + E^16*(-50*x^5 + 100*x^6 - 50*x^7) + E^20*(-2*x^6 + 4*x^7 - 2*x^8))),x]","\frac{e^{10}}{\left(1-e^5\right) \left(5+e^9\right)^4 \left(e^5-x\right)}-\frac{e^9 \left(625-150 e^{13}-20 e^{17}-e^{21}-20 e^{22}-e^{26}-e^{31}\right)}{\left(5+e^4\right)^4 \left(5+e^9\right)^4 \left(e^4 x+5\right)}-\frac{e^9 \left(125-15 e^{13}-e^{17}-e^{22}\right)}{\left(5+e^4\right)^3 \left(5+e^9\right)^3 \left(e^4 x+5\right)^2}-\frac{e^9 \left(25-e^{13}\right)}{\left(5+e^4\right)^2 \left(5+e^9\right)^2 \left(e^4 x+5\right)^3}-\frac{5 e^9}{\left(5+e^4\right) \left(5+e^9\right) \left(e^4 x+5\right)^4}-\frac{e^5}{\left(5+e^4\right)^4 \left(1-e^5\right) (1-x)}","\frac{x}{\left(e^4 x+5\right)^4 \left(-\frac{x-x^2}{e^5}-x+1\right)}",1,"-(E^5/((5 + E^4)^4*(1 - E^5)*(1 - x))) + E^10/((1 - E^5)*(5 + E^9)^4*(E^5 - x)) - (5*E^9)/((5 + E^4)*(5 + E^9)*(5 + E^4*x)^4) - (E^9*(25 - E^13))/((5 + E^4)^2*(5 + E^9)^2*(5 + E^4*x)^3) - (E^9*(125 - 15*E^13 - E^17 - E^22))/((5 + E^4)^3*(5 + E^9)^3*(5 + E^4*x)^2) - (E^9*(625 - 150*E^13 - 20*E^17 - E^21 - 20*E^22 - E^26 - E^31))/((5 + E^4)^4*(5 + E^9)^4*(5 + E^4*x))","B",2,1,386,0.002591,1,"{2074}"
4544,0,0,0,0.6720599,"\int \frac{1}{5} e^{e^{-2 x} \left(3 e^{2 x}-4 x\right)-2 x} \left(e^{8+2 x} (-3+2 x)+e^8 \left(12 x-28 x^2+8 x^3\right)\right) \, dx","Int[(E^((3*E^(2*x) - 4*x)/E^(2*x) - 2*x)*(E^(8 + 2*x)*(-3 + 2*x) + E^8*(12*x - 28*x^2 + 8*x^3)))/5,x]","\int \frac{1}{5} e^{e^{-2 x} \left(3 e^{2 x}-4 x\right)-2 x} \left(e^{8+2 x} (-3+2 x)+e^8 \left(12 x-28 x^2+8 x^3\right)\right) \, dx","\frac{1}{5} e^{11-4 e^{-2 x} x} (x-3) x",1,"(-3*Defer[Int][E^(11 - (4*x)/E^(2*x)), x])/5 + (2*Defer[Int][E^(11 - (4*x)/E^(2*x))*x, x])/5 + (12*Defer[Int][E^(11 - 2*x - (4*x)/E^(2*x))*x, x])/5 - (28*Defer[Int][E^(11 - 2*x - (4*x)/E^(2*x))*x^2, x])/5 + (8*Defer[Int][E^(11 - 2*x - (4*x)/E^(2*x))*x^3, x])/5","F",0,0,0,0,-1,"{}"
4545,1,17,0,0.0333484,"\int \frac{1}{9} \left(9+e^{\frac{1}{9} \left(160 x-32 x^2\right)} (160-64 x)\right) \, dx","Int[(9 + E^((160*x - 32*x^2)/9)*(160 - 64*x))/9,x]","e^{\frac{160 x}{9}-\frac{32 x^2}{9}}+x","x+e^{\frac{32}{9} (5-x) x}",1,"E^((160*x)/9 - (32*x^2)/9) + x","A",4,3,27,0.1111,1,"{12, 2244, 2236}"
4546,1,21,0,0.0210395,"\int \frac{4+4 x^2+e^x \left(7 x^2-x^3\right)}{x^2} \, dx","Int[(4 + 4*x^2 + E^x*(7*x^2 - x^3))/x^2,x]","e^x (7-x)+e^x+4 x-\frac{4}{x}","4 \left(x+2 e^x-\frac{1}{x}+4+\log (2)\right)-e^x x",1,"E^x + E^x*(7 - x) - 4/x + 4*x","A",6,3,26,0.1154,1,"{14, 2176, 2194}"
4547,1,21,0,0.6294312,"\int \frac{-4-x+\left(4+e^x (-4-x)\right) \log (x)+(4+x) \log (x) \log \left(-\frac{1}{(4+x) \log (x)}\right)}{(4+x) \log (x)} \, dx","Int[(-4 - x + (4 + E^x*(-4 - x))*Log[x] + (4 + x)*Log[x]*Log[-(1/((4 + x)*Log[x]))])/((4 + x)*Log[x]),x]","x-e^x+x \log \left(-\frac{1}{(x+4) \log (x)}\right)","x-e^x+x \log \left(-\frac{1}{(x+4) \log (x)}\right)-10",1,"-E^x + x + x*Log[-(1/((4 + x)*Log[x]))]","A",15,6,47,0.1277,1,"{6742, 2194, 6688, 2298, 2549, 43}"
4548,1,9,0,0.014469,"\int -e^{-2+e^{-2-x}-x} \, dx","Int[-E^(-2 + E^(-2 - x) - x),x]","e^{e^{-x-2}}","e^{e^{-x-2}}",1,"E^E^(-2 - x)","A",2,2,16,0.1250,1,"{2282, 2194}"
4549,0,0,0,0.6779519,"\int \frac{30+896 x+980 x^2-944 x^3-640 x^4+400 x^5+\left(240 x^2+128 x^3-160 x^4\right) \log (5 x)+16 x^3 \log ^2(5 x)}{225+240 x-236 x^2-160 x^3+100 x^4+\left(60 x+32 x^2-40 x^3\right) \log (5 x)+4 x^2 \log ^2(5 x)} \, dx","Int[(30 + 896*x + 980*x^2 - 944*x^3 - 640*x^4 + 400*x^5 + (240*x^2 + 128*x^3 - 160*x^4)*Log[5*x] + 16*x^3*Log[5*x]^2)/(225 + 240*x - 236*x^2 - 160*x^3 + 100*x^4 + (60*x + 32*x^2 - 40*x^3)*Log[5*x] + 4*x^2*Log[5*x]^2),x]","\int \frac{30+896 x+980 x^2-944 x^3-640 x^4+400 x^5+\left(240 x^2+128 x^3-160 x^4\right) \log (5 x)+16 x^3 \log ^2(5 x)}{225+240 x-236 x^2-160 x^3+100 x^4+\left(60 x+32 x^2-40 x^3\right) \log (5 x)+4 x^2 \log ^2(5 x)} \, dx","2 x^2+\frac{1}{5 \left(\frac{3}{2 x}-x\right)+\log (5 x)+4}",1,"2*x^2 + 30*Defer[Int][(-15 - 8*x + 10*x^2 - 2*x*Log[5*x])^(-2), x] - 4*Defer[Int][x/(-15 - 8*x + 10*x^2 - 2*x*Log[5*x])^2, x] + 20*Defer[Int][x^2/(-15 - 8*x + 10*x^2 - 2*x*Log[5*x])^2, x]","F",0,0,0,0,-1,"{}"
4550,0,0,0,2.9635266,"\int \frac{e^{e^x} \left(250-200 x^2\right) \log \left(\log \left(\frac{x}{20+16 x^2}\right)\right)+e^{e^x+x} \left(125 x+100 x^3\right) \log \left(\frac{x}{20+16 x^2}\right) \log ^2\left(\log \left(\frac{x}{20+16 x^2}\right)\right)}{\left(5 x+4 x^3\right) \log \left(\frac{x}{20+16 x^2}\right)} \, dx","Int[(E^E^x*(250 - 200*x^2)*Log[Log[x/(20 + 16*x^2)]] + E^(E^x + x)*(125*x + 100*x^3)*Log[x/(20 + 16*x^2)]*Log[Log[x/(20 + 16*x^2)]]^2)/((5*x + 4*x^3)*Log[x/(20 + 16*x^2)]),x]","\int \frac{e^{e^x} \left(250-200 x^2\right) \log \left(\log \left(\frac{x}{20+16 x^2}\right)\right)+e^{e^x+x} \left(125 x+100 x^3\right) \log \left(\frac{x}{20+16 x^2}\right) \log ^2\left(\log \left(\frac{x}{20+16 x^2}\right)\right)}{\left(5 x+4 x^3\right) \log \left(\frac{x}{20+16 x^2}\right)} \, dx","25 e^{e^x} \log ^2\left(\log \left(\frac{x}{4 \left(4 x^2+5\right)}\right)\right)",1,"100*Defer[Int][(E^E^x*Log[Log[x/(20 + 16*x^2)]])/((I*Sqrt[5] - 2*x)*Log[x/(20 + 16*x^2)]), x] + 50*Defer[Int][(E^E^x*Log[Log[x/(20 + 16*x^2)]])/(x*Log[x/(20 + 16*x^2)]), x] - 100*Defer[Int][(E^E^x*Log[Log[x/(20 + 16*x^2)]])/((I*Sqrt[5] + 2*x)*Log[x/(20 + 16*x^2)]), x] + 25*Defer[Int][E^(E^x + x)*Log[Log[x/(20 + 16*x^2)]]^2, x]","F",0,0,0,0,-1,"{}"
4551,1,25,0,1.0182162,"\int \frac{-5-2 x+\left(-20-4 x+(40+8 x) \log (x)+(-5-x+(10+2 x) \log (x)) \log \left(5 x+x^2\right)\right) \log \left(4+\log \left(5 x+x^2\right)\right)}{\left(20 x+4 x^2+\left(5 x+x^2\right) \log \left(5 x+x^2\right)\right) \log \left(4+\log \left(5 x+x^2\right)\right)} \, dx","Int[(-5 - 2*x + (-20 - 4*x + (40 + 8*x)*Log[x] + (-5 - x + (10 + 2*x)*Log[x])*Log[5*x + x^2])*Log[4 + Log[5*x + x^2]])/((20*x + 4*x^2 + (5*x + x^2)*Log[5*x + x^2])*Log[4 + Log[5*x + x^2]]),x]","\frac{1}{4} (1-2 \log (x))^2-\log (\log (\log (x (x+5))+4))","\log ^2(x)-\log \left(\frac{1}{9} x \log (\log (x (x+5))+4)\right)",1,"(1 - 2*Log[x])^2/4 - Log[Log[4 + Log[x*(5 + x)]]]","A",5,4,93,0.04301,1,"{6688, 6742, 2301, 6684}"
4552,0,0,0,1.8299085,"\int \frac{1}{9} e^{\frac{1}{9} \left(-4 x-4 e^{4+3 x} x\right)} \left(90-9 e^{\frac{1}{9} \left(4 x+4 e^{4+3 x} x\right)}-40 x+e^{4+3 x} \left(-40 x-120 x^2\right)\right) \, dx","Int[(E^((-4*x - 4*E^(4 + 3*x)*x)/9)*(90 - 9*E^((4*x + 4*E^(4 + 3*x)*x)/9) - 40*x + E^(4 + 3*x)*(-40*x - 120*x^2)))/9,x]","\int \frac{1}{9} e^{\frac{1}{9} \left(-4 x-4 e^{4+3 x} x\right)} \left(90-9 e^{\frac{1}{9} \left(4 x+4 e^{4+3 x} x\right)}-40 x+e^{4+3 x} \left(-40 x-120 x^2\right)\right) \, dx","10 e^{-\frac{4}{9} \left(e^{3 x+4}+1\right) x} x-x",1,"-x + 10*Defer[Int][E^((-4*(1 + E^(4 + 3*x))*x)/9), x] - (40*Defer[Int][x/E^((4*(1 + E^(4 + 3*x))*x)/9), x])/9 - (40*Defer[Int][E^((36 + 23*x - 4*E^(4 + 3*x)*x)/9)*x, x])/9 - (40*Defer[Int][E^((36 + 23*x - 4*E^(4 + 3*x)*x)/9)*x^2, x])/3","F",0,0,0,0,-1,"{}"
4553,0,0,0,3.1772244,"\int \frac{-25+4 x^2+e^2 \left(-625-1000 x-600 x^2-160 x^3-16 x^4\right)+e^2 \left(625+1000 x+600 x^2+160 x^3+16 x^4\right) \log ^2(4)+e^{2 e^x} \left(-e^2+e^2 \log ^2(4)\right)+e^{e^x} \left(1-e^x x+e^2 \left(50+40 x+8 x^2\right)+e^2 \left(-50-40 x-8 x^2\right) \log ^2(4)\right)}{-625-1000 x-600 x^2-160 x^3-16 x^4+\left(625+1000 x+600 x^2+160 x^3+16 x^4\right) \log ^2(4)+e^{2 e^x} \left(-1+\log ^2(4)\right)+e^{e^x} \left(50+40 x+8 x^2+\left(-50-40 x-8 x^2\right) \log ^2(4)\right)} \, dx","Int[(-25 + 4*x^2 + E^2*(-625 - 1000*x - 600*x^2 - 160*x^3 - 16*x^4) + E^2*(625 + 1000*x + 600*x^2 + 160*x^3 + 16*x^4)*Log[4]^2 + E^(2*E^x)*(-E^2 + E^2*Log[4]^2) + E^E^x*(1 - E^x*x + E^2*(50 + 40*x + 8*x^2) + E^2*(-50 - 40*x - 8*x^2)*Log[4]^2))/(-625 - 1000*x - 600*x^2 - 160*x^3 - 16*x^4 + (625 + 1000*x + 600*x^2 + 160*x^3 + 16*x^4)*Log[4]^2 + E^(2*E^x)*(-1 + Log[4]^2) + E^E^x*(50 + 40*x + 8*x^2 + (-50 - 40*x - 8*x^2)*Log[4]^2)),x]","\int \frac{-25+4 x^2+e^2 \left(-625-1000 x-600 x^2-160 x^3-16 x^4\right)+e^2 \left(625+1000 x+600 x^2+160 x^3+16 x^4\right) \log ^2(4)+e^{2 e^x} \left(-e^2+e^2 \log ^2(4)\right)+e^{e^x} \left(1-e^x x+e^2 \left(50+40 x+8 x^2\right)+e^2 \left(-50-40 x-8 x^2\right) \log ^2(4)\right)}{-625-1000 x-600 x^2-160 x^3-16 x^4+\left(625+1000 x+600 x^2+160 x^3+16 x^4\right) \log ^2(4)+e^{2 e^x} \left(-1+\log ^2(4)\right)+e^{e^x} \left(50+40 x+8 x^2+\left(-50-40 x-8 x^2\right) \log ^2(4)\right)} \, dx","e^2 x-\frac{x}{\left(e^{e^x}-(2 x+5)^2\right) \left(1-\log ^2(4)\right)}",1,"625*E^2*Defer[Int][(-25 + E^E^x - 20*x - 4*x^2)^(-2), x] + (25*Defer[Int][(-25 + E^E^x - 20*x - 4*x^2)^(-2), x])/(1 - Log[4]^2) - Defer[Int][E^E^x/(-25 + E^E^x - 20*x - 4*x^2)^2, x]/(1 - Log[4]^2) - 50*Defer[Int][E^(2 + E^x)/(-25 + E^E^x - 20*x - 4*x^2)^2, x] + Defer[Int][(E^(E^x + x)*x)/(-25 + E^E^x - 20*x - 4*x^2)^2, x]/(1 - Log[4]^2) + Defer[Int][E^(2*(1 + E^x))/(25 - E^E^x + 20*x + 4*x^2)^2, x] + 1000*E^2*Defer[Int][x/(25 - E^E^x + 20*x + 4*x^2)^2, x] - 40*Defer[Int][(E^(2 + E^x)*x)/(25 - E^E^x + 20*x + 4*x^2)^2, x] + 600*E^2*Defer[Int][x^2/(25 - E^E^x + 20*x + 4*x^2)^2, x] - (4*Defer[Int][x^2/(25 - E^E^x + 20*x + 4*x^2)^2, x])/(1 - Log[4]^2) - 8*Defer[Int][(E^(2 + E^x)*x^2)/(25 - E^E^x + 20*x + 4*x^2)^2, x] + 160*E^2*Defer[Int][x^3/(25 - E^E^x + 20*x + 4*x^2)^2, x] + 16*E^2*Defer[Int][x^4/(25 - E^E^x + 20*x + 4*x^2)^2, x]","F",0,0,0,0,-1,"{}"
4554,1,24,0,8.2254056,"\int \frac{-30 x-6 x^3+\left(-10+2 e^5-30 x-2 x^3\right) \log \left(\frac{1}{5} \left(-15+3 e^5-45 x-3 x^3\right)\right)}{e^{10}+e^5 \left(-5-15 x-x^3\right)} \, dx","Int[(-30*x - 6*x^3 + (-10 + 2*E^5 - 30*x - 2*x^3)*Log[(-15 + 3*E^5 - 45*x - 3*x^3)/5])/(E^10 + E^5*(-5 - 15*x - x^3)),x]","\frac{2 x \log \left(-\frac{3}{5} \left(x^3+15 x-e^5+5\right)\right)}{e^5}","\frac{2 x \log \left(9 \left(\frac{1}{15} \left(-x^3+e^5-5\right)-x\right)\right)}{e^5}",1,"(2*x*Log[(-3*(5 - E^5 + 15*x + x^3))/5])/E^5","A",23,10,66,0.1515,1,"{6688, 12, 6742, 2079, 800, 634, 618, 204, 628, 2523}"
4555,1,35,0,0.0684312,"\int \frac{16+144 x+36 x^2+e^2 x^2+e \left(-8 x-20 x^2\right)}{16+16 x+4 x^2+e^2 x^2+e \left(-8 x-4 x^2\right)} \, dx","Int[(16 + 144*x + 36*x^2 + E^2*x^2 + E*(-8*x - 20*x^2))/(16 + 16*x + 4*x^2 + E^2*x^2 + E*(-8*x - 4*x^2)),x]","\frac{(18-e) x}{2-e}+\frac{256}{(2-e)^2 ((2-e) x+4)}","\frac{16 x}{\frac{x+4}{x}-e+1}+x+2",1,"((18 - E)*x)/(2 - E) + 256/((2 - E)^2*(4 + (2 - E)*x))","A",7,4,59,0.06780,1,"{6, 1984, 27, 683}"
4556,1,19,0,0.1337472,"\int \frac{-26+26 x^2+e^{\frac{1-3 x-x^2}{x}} \left(-1-x^2\right)}{26 x^2} \, dx","Int[(-26 + 26*x^2 + E^((1 - 3*x - x^2)/x)*(-1 - x^2))/(26*x^2),x]","x+\frac{1}{26} e^{-x+\frac{1}{x}-3}+\frac{1}{x}","\frac{(1-x)^2}{x}+\frac{1}{26} e^{-x+\frac{1}{x}-3}",1,"E^(-3 + x^(-1) - x)/26 + x^(-1) + x","A",6,3,38,0.07895,1,"{12, 14, 6706}"
4557,0,0,0,2.8543558,"\int \frac{-30 x+6 x^2+e^x \left(-45+54 x-9 x^2\right) \log (4)+\left(-90 x^2+18 x^3\right) \log (4)+\left(-10 x+2 x^2+e^x \left(-30+36 x-6 x^2\right) \log (4)+\left(-60 x^2+12 x^3\right) \log (4)\right) \log (5-x)+\left(e^x \left(-5+6 x-x^2\right) \log (4)+\left(-10 x^2+2 x^3\right) \log (4)\right) \log ^2(5-x)-2 x^2 \log (x)}{-45 x^2+9 x^3+\left(-30 x^2+6 x^3\right) \log (5-x)+\left(-5 x^2+x^3\right) \log ^2(5-x)} \, dx","Int[(-30*x + 6*x^2 + E^x*(-45 + 54*x - 9*x^2)*Log[4] + (-90*x^2 + 18*x^3)*Log[4] + (-10*x + 2*x^2 + E^x*(-30 + 36*x - 6*x^2)*Log[4] + (-60*x^2 + 12*x^3)*Log[4])*Log[5 - x] + (E^x*(-5 + 6*x - x^2)*Log[4] + (-10*x^2 + 2*x^3)*Log[4])*Log[5 - x]^2 - 2*x^2*Log[x])/(-45*x^2 + 9*x^3 + (-30*x^2 + 6*x^3)*Log[5 - x] + (-5*x^2 + x^3)*Log[5 - x]^2),x]","\int \frac{-30 x+6 x^2+e^x \left(-45+54 x-9 x^2\right) \log (4)+\left(-90 x^2+18 x^3\right) \log (4)+\left(-10 x+2 x^2+e^x \left(-30+36 x-6 x^2\right) \log (4)+\left(-60 x^2+12 x^3\right) \log (4)\right) \log (5-x)+\left(e^x \left(-5+6 x-x^2\right) \log (4)+\left(-10 x^2+2 x^3\right) \log (4)\right) \log ^2(5-x)-2 x^2 \log (x)}{-45 x^2+9 x^3+\left(-30 x^2+6 x^3\right) \log (5-x)+\left(-5 x^2+x^3\right) \log ^2(5-x)} \, dx","\frac{2 \log (x)}{\log (5-x)+3}-\left(\frac{e^x}{x}-2 x\right) \log (4)",1,"-((E^x*Log[4])/x) + 2*x*Log[4] + 6*Defer[Int][1/(x*(3 + Log[5 - x])^2), x] + 2*Defer[Int][Log[5 - x]/(x*(3 + Log[5 - x])^2), x] - 2*Defer[Subst][Defer[Int][Log[5 - x]/(x*(3 + Log[x])^2), x], x, 5 - x]","F",0,0,0,0,-1,"{}"
4558,1,9,0,0.0027169,"\int \left(-1-5 e^x\right) \, dx","Int[-1 - 5*E^x,x]","-x-5 e^x","-x-5 e^x+4",1,"-5*E^x - x","A",2,1,7,0.1429,1,"{2194}"
4559,1,51,0,0.691224,"\int \frac{2 x^2+\log ^{e^{2 x} x}(3) \left(-4+8 x-4 x^2+e^{2 x} \left(4 x-12 x^3+8 x^4\right) \log (\log (3))\right)}{x^2-2 x^3+x^4} \, dx","Int[(2*x^2 + Log[3]^(E^(2*x)*x)*(-4 + 8*x - 4*x^2 + E^(2*x)*(4*x - 12*x^3 + 8*x^4)*Log[Log[3]]))/(x^2 - 2*x^3 + x^4),x]","\frac{2}{1-x}+\frac{4 e^{2 x} (2 x+1) \log ^{e^{2 x} x}(3)}{x \left(2 e^{2 x} x+e^{2 x}\right)}","\frac{2 x}{x-x^2}+\frac{4 \log ^{e^{2 x} x}(3)}{x}",1,"2/(1 - x) + (4*E^(2*x)*(1 + 2*x)*Log[3]^(E^(2*x)*x))/(x*(E^(2*x) + 2*E^(2*x)*x))","A",5,4,65,0.06154,1,"{1594, 27, 6688, 2288}"
4560,0,0,0,4.8885484,"\int \frac{15 x^2+e^{\frac{2 e^{6-x}}{3 x}} \left(27+12 x+3 x^2\right)+e^{\frac{e^{6-x}}{3 x}} \left(-30 x+e^{6-x} \left(4+8 x+5 x^2+x^3\right)\right)}{12 x^2+12 x^3+3 x^4+e^{\frac{2 e^{6-x}}{3 x}} \left(12+12 x+3 x^2\right)+e^{\frac{e^{6-x}}{3 x}} \left(-24 x-24 x^2-6 x^3\right)} \, dx","Int[(15*x^2 + E^((2*E^(6 - x))/(3*x))*(27 + 12*x + 3*x^2) + E^(E^(6 - x)/(3*x))*(-30*x + E^(6 - x)*(4 + 8*x + 5*x^2 + x^3)))/(12*x^2 + 12*x^3 + 3*x^4 + E^((2*E^(6 - x))/(3*x))*(12 + 12*x + 3*x^2) + E^(E^(6 - x)/(3*x))*(-24*x - 24*x^2 - 6*x^3)),x]","\int \frac{15 x^2+e^{\frac{2 e^{6-x}}{3 x}} \left(27+12 x+3 x^2\right)+e^{\frac{e^{6-x}}{3 x}} \left(-30 x+e^{6-x} \left(4+8 x+5 x^2+x^3\right)\right)}{12 x^2+12 x^3+3 x^4+e^{\frac{2 e^{6-x}}{3 x}} \left(12+12 x+3 x^2\right)+e^{\frac{e^{6-x}}{3 x}} \left(-24 x-24 x^2-6 x^3\right)} \, dx","\frac{x}{1-e^{-\frac{e^{6-x}}{3 x}} x}-\frac{5}{x+2}+5",1,"5*Defer[Int][(E^(E^(6 - x)/(3*x)) - x)^(-2), x] + Defer[Int][E^(6 + E^(6 - x)/(3*x) - x)/(E^(E^(6 - x)/(3*x)) - x)^2, x]/3 + Defer[Int][E^((2*E^(6 - x))/(3*x))/(E^(E^(6 - x)/(3*x)) - x)^2, x] + Defer[Int][(E^(6 + E^(6 - x)/(3*x) - x)*x)/(E^(E^(6 - x)/(3*x)) - x)^2, x]/3 + 20*Defer[Int][1/((E^(E^(6 - x)/(3*x)) - x)^2*(2 + x)^2), x] + 20*Defer[Int][E^(E^(6 - x)/(3*x))/((E^(E^(6 - x)/(3*x)) - x)^2*(2 + x)^2), x] + 5*Defer[Int][E^((2*E^(6 - x))/(3*x))/((E^(E^(6 - x)/(3*x)) - x)^2*(2 + x)^2), x] - 20*Defer[Int][1/((E^(E^(6 - x)/(3*x)) - x)^2*(2 + x)), x] - 10*Defer[Int][E^(E^(6 - x)/(3*x))/((E^(E^(6 - x)/(3*x)) - x)^2*(2 + x)), x]","F",0,0,0,0,-1,"{}"
4561,0,0,0,0.4047784,"\int \frac{-400 x^6+\left(100 x^3+100 x^4-640 x^5+400 x^6\right) \log (x)+\left(100 x^3+640 x^5\right) \log ^2(x)+\left(-50-75 x+295 x^2+160 x^3-8 x^5\right) \log ^3(x)}{8 x^5 \log ^3(x)} \, dx","Int[(-400*x^6 + (100*x^3 + 100*x^4 - 640*x^5 + 400*x^6)*Log[x] + (100*x^3 + 640*x^5)*Log[x]^2 + (-50 - 75*x + 295*x^2 + 160*x^3 - 8*x^5)*Log[x]^3)/(8*x^5*Log[x]^3),x]","\int \frac{-400 x^6+\left(100 x^3+100 x^4-640 x^5+400 x^6\right) \log (x)+\left(100 x^3+640 x^5\right) \log ^2(x)+\left(-50-75 x+295 x^2+160 x^3-8 x^5\right) \log ^3(x)}{8 x^5 \log ^3(x)} \, dx","\left(2-\frac{5}{4} \left(4 \left(\frac{x}{\log (x)}+2\right)-\frac{x+1}{x^2}\right)\right)^2-x+4",1,"25/(16*x^4) + 25/(8*x^3) - 295/(16*x^2) - 20/x - x + (25*ExpIntegralEi[-Log[x]])/2 - 100*ExpIntegralEi[2*Log[x]] + (25*x^2)/Log[x]^2 + (50*x^2)/Log[x] + 80*LogIntegral[x] + (5*Defer[Int][(5 + 5*x - 32*x^2 + 20*x^3)/(x^2*Log[x]^2), x])/2","F",0,0,0,0,-1,"{}"
4562,1,76,0,0.2011271,"\int \frac{-10 x^2+2 x^3-9 x^5+4 x^6-40 x^8+10 x^9+8 x^{12}+e^{5/2} \left(2 x^2+2 x^5+8 x^8\right)+\left(2+20 x^2-4 e^{5/2} x^2-2 x^3+4 x^6\right) \log (x)-4 \log ^2(x)}{x^5} \, dx","Int[(-10*x^2 + 2*x^3 - 9*x^5 + 4*x^6 - 40*x^8 + 10*x^9 + 8*x^12 + E^(5/2)*(2*x^2 + 2*x^5 + 8*x^8) + (2 + 20*x^2 - 4*E^(5/2)*x^2 - 2*x^3 + 4*x^6)*Log[x] - 4*Log[x]^2)/x^5,x]","x^8+2 x^5-2 \left(5-e^{5/2}\right) x^4+\frac{\log ^2(x)}{x^4}+x^2+2 x^2 \log (x)-\frac{2 \left(5-e^{5/2}\right) \log (x)}{x^2}-\left(9-2 e^{5/2}\right) x+\frac{2 \log (x)}{x}","\left(x^4+\frac{\log (x)}{x^2}+x+e^{5/2}-5\right)^2+x-5",1,"-((9 - 2*E^(5/2))*x) + x^2 - 2*(5 - E^(5/2))*x^4 + 2*x^5 + x^8 - (2*(5 - E^(5/2))*Log[x])/x^2 + (2*Log[x])/x + 2*x^2*Log[x] + Log[x]^2/x^4","B",12,4,98,0.04082,1,"{14, 2357, 2304, 2305}"
4563,1,288,0,0.6177164,"\int \frac{240 x^4+1713 x^5+3776 x^6+3328 x^7+1024 x^8+\left(-52 x^3+384 x^4+960 x^5+512 x^6\right) \log (4)+\left(-140 x^2-144 x^3\right) \log ^2(4)+\left(-44 x-32 x^2\right) \log ^3(4)-4 \log ^4(4)+\left(188 x^4+1136 x^5+1728 x^6+768 x^7+\left(-92 x^3+96 x^4+192 x^5\right) \log (4)+\left(-84 x^2-48 x^3\right) \log ^2(4)-12 x \log ^3(4)\right) \log (x)+\left(48 x^4+240 x^5+192 x^6-36 x^3 \log (4)-12 x^2 \log ^2(4)\right) \log ^2(x)+\left(4 x^4+16 x^5-4 x^3 \log (4)\right) \log ^3(x)}{x^5} \, dx","Int[(240*x^4 + 1713*x^5 + 3776*x^6 + 3328*x^7 + 1024*x^8 + (-52*x^3 + 384*x^4 + 960*x^5 + 512*x^6)*Log[4] + (-140*x^2 - 144*x^3)*Log[4]^2 + (-44*x - 32*x^2)*Log[4]^3 - 4*Log[4]^4 + (188*x^4 + 1136*x^5 + 1728*x^6 + 768*x^7 + (-92*x^3 + 96*x^4 + 192*x^5)*Log[4] + (-84*x^2 - 48*x^3)*Log[4]^2 - 12*x*Log[4]^3)*Log[x] + (48*x^4 + 240*x^5 + 192*x^6 - 36*x^3*Log[4] - 12*x^2*Log[4]^2)*Log[x]^2 + (4*x^4 + 16*x^5 - 4*x^3*Log[4])*Log[x]^3)/x^5,x]","256 x^4+\frac{\log ^4(4)}{x^4}+1024 x^3+\frac{4 \log ^3(4) \log (x)}{x^3}+\frac{16 \log ^3(4)}{x^3}+256 x^3 \log (x)-384 x^2+96 x^2 \log ^2(x)+\frac{6 \log ^2(4) \log ^2(x)}{x^2}+\frac{48 \log ^2(4) \log (x)}{x^2}+\frac{2 \log ^2(4) (35+8 \log (4))}{x^2}+\frac{24 \log ^2(4)}{x^2}+768 x^2 \log (x)+32 x^2 (59+8 \log (4))+384 x+\log ^4(x)+16 x \log ^3(x)+16 \log ^3(x)+\frac{4 \log (4) \log ^3(x)}{x}+192 x \log ^2(x)+2 (47+24 \log (4)) \log ^2(x)+\frac{48 \log (4) \log ^2(x)}{x}+16 x (71+12 \log (4)) \log (x)-384 x \log (x)+3 x (571+320 \log (4))-16 x (71+12 \log (4))+48 (5+8 \log (4)) \log (x)+\frac{4 \log (4) (23+12 \log (4)) \log (x)}{x}+\frac{96 \log (4) \log (x)}{x}+\frac{4 \log (4) (13+36 \log (4))}{x}+\frac{4 \log (4) (23+12 \log (4))}{x}+\frac{96 \log (4)}{x}","x+\left(\left(\frac{4 x (x+1)+\log (4)}{x}+\log (x)\right)^2-1\right)^2",1,"384*x - 384*x^2 + 1024*x^3 + 256*x^4 + (96*Log[4])/x + (24*Log[4]^2)/x^2 + (16*Log[4]^3)/x^3 + Log[4]^4/x^4 + (2*Log[4]^2*(35 + 8*Log[4]))/x^2 + 32*x^2*(59 + 8*Log[4]) + (4*Log[4]*(23 + 12*Log[4]))/x - 16*x*(71 + 12*Log[4]) + (4*Log[4]*(13 + 36*Log[4]))/x + 3*x*(571 + 320*Log[4]) - 384*x*Log[x] + 768*x^2*Log[x] + 256*x^3*Log[x] + (96*Log[4]*Log[x])/x + (48*Log[4]^2*Log[x])/x^2 + (4*Log[4]^3*Log[x])/x^3 + 48*(5 + 8*Log[4])*Log[x] + (4*Log[4]*(23 + 12*Log[4])*Log[x])/x + 16*x*(71 + 12*Log[4])*Log[x] + 192*x*Log[x]^2 + 96*x^2*Log[x]^2 + (48*Log[4]*Log[x]^2)/x + (6*Log[4]^2*Log[x]^2)/x^2 + 2*(47 + 24*Log[4])*Log[x]^2 + 16*Log[x]^3 + 16*x*Log[x]^3 + (4*Log[4]*Log[x]^3)/x + Log[x]^4","B",35,9,216,0.04167,1,"{14, 2357, 2304, 2295, 2301, 2296, 2302, 30, 2305}"
4564,0,0,0,0.4114863,"\int \left(1+e^{1+e^{1+2 x^2+x^4}+2 x^2+x^4} \left(4 x+4 x^3\right)\right) \, dx","Int[1 + E^(1 + E^(1 + 2*x^2 + x^4) + 2*x^2 + x^4)*(4*x + 4*x^3),x]","\int \left(1+e^{1+e^{1+2 x^2+x^4}+2 x^2+x^4} \left(4 x+4 x^3\right)\right) \, dx","e^{e^{\left(-x^2-1\right)^2}}+x",1,"x + 2*Defer[Subst][Defer[Int][E^(1 + E^(1 + 2*x + x^2) + 2*x + x^2), x], x, x^2] + 2*Defer[Subst][Defer[Int][E^(1 + E^(1 + 2*x + x^2) + 2*x + x^2)*x, x], x, x^2]","F",0,0,0,0,-1,"{}"
4565,0,0,0,0.7904139,"\int \frac{\left(-30+5 x^3\right) \log (3)+\left(\left(45+150 x^2+15 x^3\right) \log (3)+\left(15+50 x^2+5 x^3\right) \log (3) \log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)\right) \log \left(3+\log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)\right)}{9+30 x^2+3 x^3+\left(3+10 x^2+x^3\right) \log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)} \, dx","Int[((-30 + 5*x^3)*Log[3] + ((45 + 150*x^2 + 15*x^3)*Log[3] + (15 + 50*x^2 + 5*x^3)*Log[3]*Log[(-3 - 10*x^2 - x^3)/(2*x^2)])*Log[3 + Log[(-3 - 10*x^2 - x^3)/(2*x^2)]])/(9 + 30*x^2 + 3*x^3 + (3 + 10*x^2 + x^3)*Log[(-3 - 10*x^2 - x^3)/(2*x^2)]),x]","\int \frac{\left(-30+5 x^3\right) \log (3)+\left(\left(45+150 x^2+15 x^3\right) \log (3)+\left(15+50 x^2+5 x^3\right) \log (3) \log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)\right) \log \left(3+\log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)\right)}{9+30 x^2+3 x^3+\left(3+10 x^2+x^3\right) \log \left(\frac{-3-10 x^2-x^3}{2 x^2}\right)} \, dx","5 x \log (3) \log \left(\log \left(\frac{1}{2} \left(-\frac{3}{x^2}-x-10\right)\right)+3\right)",1,"5*Log[3]*Defer[Int][(3 + Log[-5 - 3/(2*x^2) - x/2])^(-1), x] - 45*Log[3]*Defer[Int][1/((3 + 10*x^2 + x^3)*(3 + Log[-5 - 3/(2*x^2) - x/2])), x] - 50*Log[3]*Defer[Int][x^2/((3 + 10*x^2 + x^3)*(3 + Log[-5 - 3/(2*x^2) - x/2])), x] + 5*Log[3]*Defer[Int][Log[3 + Log[-5 - 3/(2*x^2) - x/2]], x]","F",0,0,0,0,-1,"{}"
4566,0,0,0,5.1443859,"\int \frac{e^{-4+\frac{e^{20+\frac{x}{4}} x+e^{x/4} \log (x)}{e^4 x^2}} \left(e^{x/4} \left(4+e^{20} \left(-4 x+x^2\right)\right)+e^{x/4} (-8+x) \log (x)\right)}{4 x^3} \, dx","Int[(E^(-4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))*(E^(x/4)*(4 + E^20*(-4*x + x^2)) + E^(x/4)*(-8 + x)*Log[x]))/(4*x^3),x]","\int \frac{e^{-4+\frac{e^{20+\frac{x}{4}} x+e^{x/4} \log (x)}{e^4 x^2}} \left(e^{x/4} \left(4+e^{20} \left(-4 x+x^2\right)\right)+e^{x/4} (-8+x) \log (x)\right)}{4 x^3} \, dx","e^{\frac{e^{\frac{x}{4}-4} \left(\frac{\log (x)}{x}+e^{20}\right)}{x}}",1,"Defer[Int][E^(-4 + x/4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))/x^3, x] - Defer[Int][E^(16 + x/4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))/x^2, x] + Defer[Int][E^(16 + x/4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))/x, x]/4 - 2*Defer[Int][(E^(-4 + x/4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))*Log[x])/x^3, x] + Defer[Int][(E^(-4 + x/4 + (E^(20 + x/4)*x + E^(x/4)*Log[x])/(E^4*x^2))*Log[x])/x^2, x]/4","F",0,0,0,0,-1,"{}"
4567,1,39,0,0.274578,"\int \frac{-2 x^3 \log ^2(25) \log ^2(x)+\left(x^3 \log ^2(25) \log (x)+2 x^3 \log ^2(25) \log ^2(x)\right) \log (4 x)+128 x \log (25) \log (x) \log ^2(4 x)+(-64 x \log (25)-128 x \log (25) \log (x)) \log ^3(4 x)}{128 \log ^5(4 x)} \, dx","Int[(-2*x^3*Log[25]^2*Log[x]^2 + (x^3*Log[25]^2*Log[x] + 2*x^3*Log[25]^2*Log[x]^2)*Log[4*x] + 128*x*Log[25]*Log[x]*Log[4*x]^2 + (-64*x*Log[25] - 128*x*Log[25]*Log[x])*Log[4*x]^3)/(128*Log[4*x]^5),x]","\frac{x^4 \log ^2(25) \log ^2(x)}{256 \log ^4(4 x)}-\frac{x^2 \log (25) \log (x)}{2 \log ^2(4 x)}","\left(4-\frac{x^2 \log (25) \log (x)}{16 \log ^2(4 x)}\right)^2",1,"(x^4*Log[25]^2*Log[x]^2)/(256*Log[4*x]^4) - (x^2*Log[25]*Log[x])/(2*Log[4*x]^2)","A",5,3,86,0.03488,1,"{12, 6688, 6712}"
4568,0,0,0,3.3679891,"\int \frac{e^{\frac{3-x^3+x^2 \log (11+5 x)}{-x+\log (11+5 x)}} \left(18+15 x+22 x^3+10 x^4+\left(-44 x^2-20 x^3\right) \log (11+5 x)+\left(22 x+10 x^2\right) \log ^2(11+5 x)\right)}{11 x^2+5 x^3+\left(-22 x-10 x^2\right) \log (11+5 x)+(11+5 x) \log ^2(11+5 x)} \, dx","Int[(E^((3 - x^3 + x^2*Log[11 + 5*x])/(-x + Log[11 + 5*x]))*(18 + 15*x + 22*x^3 + 10*x^4 + (-44*x^2 - 20*x^3)*Log[11 + 5*x] + (22*x + 10*x^2)*Log[11 + 5*x]^2))/(11*x^2 + 5*x^3 + (-22*x - 10*x^2)*Log[11 + 5*x] + (11 + 5*x)*Log[11 + 5*x]^2),x]","\int \frac{e^{\frac{3-x^3+x^2 \log (11+5 x)}{-x+\log (11+5 x)}} \left(18+15 x+22 x^3+10 x^4+\left(-44 x^2-20 x^3\right) \log (11+5 x)+\left(22 x+10 x^2\right) \log ^2(11+5 x)\right)}{11 x^2+5 x^3+\left(-22 x-10 x^2\right) \log (11+5 x)+(11+5 x) \log ^2(11+5 x)} \, dx","e^{x^2+\frac{3}{\log (5 (x+2)+1)-x}}+1",1,"2*Defer[Int][E^((3 - x^3 + x^2*Log[11 + 5*x])/(-x + Log[11 + 5*x]))*x, x] + 3*Defer[Int][E^((3 - x^3 + x^2*Log[11 + 5*x])/(-x + Log[11 + 5*x]))/(x - Log[11 + 5*x])^2, x] - 15*Defer[Int][E^((3 - x^3 + x^2*Log[11 + 5*x])/(-x + Log[11 + 5*x]))/((11 + 5*x)*(x - Log[11 + 5*x])^2), x]","F",0,0,0,0,-1,"{}"
4569,1,37,0,0.1906433,"\int \frac{-250+e^{4 x} \left(9000+49500 x+60750 x^2+28125 x^3+4500 x^4+\left(1200+6600 x+8100 x^2+3750 x^3+600 x^4\right) \log (4)+\left(40+220 x+270 x^2+125 x^3+20 x^4\right) \log ^2(4)\right)}{1800+2700 x+1350 x^2+225 x^3+\left(240+360 x+180 x^2+30 x^3\right) \log (4)+\left(8+12 x+6 x^2+x^3\right) \log ^2(4)} \, dx","Int[(-250 + E^(4*x)*(9000 + 49500*x + 60750*x^2 + 28125*x^3 + 4500*x^4 + (1200 + 6600*x + 8100*x^2 + 3750*x^3 + 600*x^4)*Log[4] + (40 + 220*x + 270*x^2 + 125*x^3 + 20*x^4)*Log[4]^2))/(1800 + 2700*x + 1350*x^2 + 225*x^3 + (240 + 360*x + 180*x^2 + 30*x^3)*Log[4] + (8 + 12*x + 6*x^2 + x^3)*Log[4]^2),x]","\frac{5}{4} e^{4 x} (4 x+1)-\frac{5 e^{4 x}}{4}+\frac{125}{(x+2)^2 (15+\log (4))^2}","5 \left(e^{4 x} x+\frac{25}{(x+2)^2 (15+\log (4))^2}-5 e^2\right)",1,"(-5*E^(4*x))/4 + (5*E^(4*x)*(1 + 4*x))/4 + 125/((2 + x)^2*(15 + Log[4])^2)","A",4,3,130,0.02308,1,"{6688, 2176, 2194}"
4570,1,12,0,0.0238317,"\int \frac{4+3 x+4 x^2}{x+2 x^2+x^3} \, dx","Int[(4 + 3*x + 4*x^2)/(x + 2*x^2 + x^3),x]","\frac{5}{x+1}+4 \log (x)","\left(\frac{5}{x^2+x}+1\right) x-x+4 \left(\log (x)+2 e^{-e^2}+4\right)",1,"5/(1 + x) + 4*Log[x]","A",4,3,23,0.1304,1,"{1594, 27, 893}"
4571,0,0,0,1.1956064,"\int \frac{e^{\frac{1+e^{12} x}{x}} \left(x-x^2-4 x^5\right)+\left(e^{\frac{1+e^{12} x}{x}} \left(x-2 x^2+x^4-2 x^5\right)+e^{\frac{1+e^{12} x}{x}} (-1+2 x) \log (x)\right) \log \left(x+x^4-\log (x)\right)}{-x-x^4+\log (x)} \, dx","Int[(E^((1 + E^12*x)/x)*(x - x^2 - 4*x^5) + (E^((1 + E^12*x)/x)*(x - 2*x^2 + x^4 - 2*x^5) + E^((1 + E^12*x)/x)*(-1 + 2*x)*Log[x])*Log[x + x^4 - Log[x]])/(-x - x^4 + Log[x]),x]","\int \frac{e^{\frac{1+e^{12} x}{x}} \left(x-x^2-4 x^5\right)+\left(e^{\frac{1+e^{12} x}{x}} \left(x-2 x^2+x^4-2 x^5\right)+e^{\frac{1+e^{12} x}{x}} (-1+2 x) \log (x)\right) \log \left(x+x^4-\log (x)\right)}{-x-x^4+\log (x)} \, dx","e^{\frac{1}{x}+e^{12}} x^2 \log \left(x^4+x-\log (x)\right)",1,"-Defer[Int][(E^(E^12 + x^(-1))*x)/(x + x^4 - Log[x]), x] + Defer[Int][(E^(E^12 + x^(-1))*x^2)/(x + x^4 - Log[x]), x] + 4*Defer[Int][(E^(E^12 + x^(-1))*x^5)/(x + x^4 - Log[x]), x] - Defer[Int][E^(E^12 + x^(-1))*Log[x + x^4 - Log[x]], x] + 2*Defer[Int][E^(E^12 + x^(-1))*x*Log[x + x^4 - Log[x]], x]","F",0,0,0,0,-1,"{}"
4572,1,13,0,0.0091851,"\int \frac{-36+8 x-x^2}{16-8 x+x^2} \, dx","Int[(-36 + 8*x - x^2)/(16 - 8*x + x^2),x]","-x-\frac{20}{4-x}","-\frac{5 x}{4-x}-x+2^{2/3}-2+\log (3)",1,"-20/(4 - x) - x","A",3,2,21,0.09524,1,"{27, 683}"
4573,1,37,0,0.0398336,"\int e^{-e^{2 e^{-x} x}} \left(3 e^x+e^{2 e^{-x} x} (-6+6 x)\right) \, dx","Int[(3*E^x + E^((2*x)/E^x)*(-6 + 6*x))/E^E^((2*x)/E^x),x]","\frac{3 e^{-e^{2 e^{-x} x}} (1-x)}{e^{-x}-e^{-x} x}","3 e^{x-e^{2 e^{-x} x}}-1",1,"(3*(1 - x))/(E^E^((2*x)/E^x)*(E^(-x) - x/E^x))","A",1,1,37,0.02703,1,"{2288}"
4574,1,28,0,0.0138334,"\int e^x \left(-1293+864 e-216 e^2+24 e^3-e^4-x\right) \, dx","Int[E^x*(-1293 + 864*E - 216*E^2 + 24*E^3 - E^4 - x),x]","e^x-e^x \left(x+e^4-24 e^3+216 e^2-864 e+1293\right)","e^x \left(-x-(e-6)^4+4\right)",1,"E^x - E^x*(1293 - 864*E + 216*E^2 - 24*E^3 + E^4 + x)","A",2,2,27,0.07407,1,"{2176, 2194}"
4575,1,48,0,0.5398959,"\int \frac{-120 e^x+4 x-x^3+e^x \left(60 x-15 x^3\right) \log \left(\frac{4-x^2}{x^2}\right)}{-60 x+15 x^3} \, dx","Int[(-120*E^x + 4*x - x^3 + E^x*(60*x - 15*x^3)*Log[(4 - x^2)/x^2])/(-60*x + 15*x^3),x]","-\frac{e^x \left(4 x \log \left(\frac{4}{x^2}-1\right)-x^3 \log \left(\frac{4}{x^2}-1\right)\right)}{\left(4-x^2\right) x}-\frac{x}{15}","-e^x \log \left(\frac{4}{x^2}-1\right)+\frac{1}{15} \left(-x-e^2\right)+2",1,"-1/15*x - (E^x*(4*x*Log[-1 + 4/x^2] - x^3*Log[-1 + 4/x^2]))/(x*(4 - x^2))","A",4,3,51,0.05882,1,"{1593, 6725, 2288}"
4576,1,486,0,1.2226832,"\int \frac{17-37 x+15 x^2+\left(7-17 x+6 x^2\right) \log (6)+\left(-7+17 x-6 x^2\right) \log (-7+3 x)}{-7+17 x-27 x^2+23 x^3-13 x^4+3 x^5} \, dx","Int[(17 - 37*x + 15*x^2 + (7 - 17*x + 6*x^2)*Log[6] + (-7 + 17*x - 6*x^2)*Log[-7 + 3*x])/(-7 + 17*x - 27*x^2 + 23*x^3 - 13*x^4 + 3*x^5),x]","\frac{17 (10-11 x)}{111 \left(x^2-x+1\right)}-\frac{11-x}{3 \left(x^2-x+1\right)}+\frac{5 (10 x+1)}{37 \left(x^2-x+1\right)}-\frac{9}{74} \log \left(x^2-x+1\right)-\frac{\log (6)}{x^2-x+1}+\frac{2 \left(-\sqrt{3}+i\right) \log (7-3 x)}{3 \sqrt{3}+11 i}+\frac{2 \left(\sqrt{3}+i\right) \log (7-3 x)}{-3 \sqrt{3}+11 i}-\frac{2 \log (7-3 x)}{11+3 i \sqrt{3}}-\frac{2 \log (7-3 x)}{11-3 i \sqrt{3}}+\frac{9}{37} \log (7-3 x)-\frac{2 \left(\sqrt{3}+i\right) \log \left(-2 x-i \sqrt{3}+1\right)}{-3 \sqrt{3}+11 i}+\frac{2 \log \left(-2 x-i \sqrt{3}+1\right)}{11+3 i \sqrt{3}}-\frac{2 \left(-\sqrt{3}+i\right) \log \left(-2 x+i \sqrt{3}+1\right)}{3 \sqrt{3}+11 i}+\frac{2 \log \left(-2 x+i \sqrt{3}+1\right)}{11-3 i \sqrt{3}}+\frac{2 \left(1-i \sqrt{3}\right) \log (3 x-7)}{3 \left(-2 x-i \sqrt{3}+1\right)}-\frac{2 \log (3 x-7)}{3 \left(-2 x-i \sqrt{3}+1\right)}+\frac{2 \left(1+i \sqrt{3}\right) \log (3 x-7)}{3 \left(-2 x+i \sqrt{3}+1\right)}-\frac{2 \log (3 x-7)}{3 \left(-2 x+i \sqrt{3}+1\right)}+\frac{11}{37} \sqrt{3} \tan ^{-1}\left(\frac{1-2 x}{\sqrt{3}}\right)","\frac{\log (2 (x-4)+x+1)-2-\log (6)}{(x-1)^2+x}",1,"(17*(10 - 11*x))/(111*(1 - x + x^2)) - (11 - x)/(3*(1 - x + x^2)) + (5*(1 + 10*x))/(37*(1 - x + x^2)) + (11*Sqrt[3]*ArcTan[(1 - 2*x)/Sqrt[3]])/37 - Log[6]/(1 - x + x^2) + (9*Log[7 - 3*x])/37 - (2*Log[7 - 3*x])/(11 - (3*I)*Sqrt[3]) - (2*Log[7 - 3*x])/(11 + (3*I)*Sqrt[3]) + (2*(I + Sqrt[3])*Log[7 - 3*x])/(11*I - 3*Sqrt[3]) + (2*(I - Sqrt[3])*Log[7 - 3*x])/(11*I + 3*Sqrt[3]) + (2*Log[1 - I*Sqrt[3] - 2*x])/(11 + (3*I)*Sqrt[3]) - (2*(I + Sqrt[3])*Log[1 - I*Sqrt[3] - 2*x])/(11*I - 3*Sqrt[3]) + (2*Log[1 + I*Sqrt[3] - 2*x])/(11 - (3*I)*Sqrt[3]) - (2*(I - Sqrt[3])*Log[1 + I*Sqrt[3] - 2*x])/(11*I + 3*Sqrt[3]) - (2*Log[-7 + 3*x])/(3*(1 - I*Sqrt[3] - 2*x)) + (2*(1 - I*Sqrt[3])*Log[-7 + 3*x])/(3*(1 - I*Sqrt[3] - 2*x)) - (2*Log[-7 + 3*x])/(3*(1 + I*Sqrt[3] - 2*x)) + (2*(1 + I*Sqrt[3])*Log[-7 + 3*x])/(3*(1 + I*Sqrt[3] - 2*x)) - (9*Log[1 - x + x^2])/74","C",59,18,68,0.2647,1,"{6741, 6742, 740, 800, 634, 618, 204, 628, 822, 1646, 629, 2418, 2395, 36, 31, 2394, 2393, 2391}"
4577,1,25,0,0.0982083,"\int \frac{3 e^3 x^2+e^{2 x} \left(3 x^2+2 x^3\right)}{\log (5)} \, dx","Int[(3*E^3*x^2 + E^(2*x)*(3*x^2 + 2*x^3))/Log[5],x]","\frac{e^{2 x} x^3}{\log (5)}+\frac{e^3 x^3}{\log (5)}","\frac{\left(e^{2 x}+e^3\right) x^3}{\log (5)}",1,"(E^3*x^3)/Log[5] + (E^(2*x)*x^3)/Log[5]","A",12,5,31,0.1613,1,"{12, 1593, 2196, 2176, 2194}"
4578,1,238,0,0.8325155,"\int \frac{80-16 x-4 x^2+\left(80+4 x^2\right) \log \left(-\frac{x}{\log (5)}\right)}{400-160 x-24 x^2+8 x^3+x^4} \, dx","Int[(80 - 16*x - 4*x^2 + (80 + 4*x^2)*Log[-(x/Log[5])])/(400 - 160*x - 24*x^2 + 8*x^3 + x^4),x]","-\frac{5 \log \left(x+2 \left(1-\sqrt{6}\right)\right)}{6 \left(1-\sqrt{6}\right)}-\frac{1}{6} \log \left(x+2 \left(1-\sqrt{6}\right)\right)-\frac{5 \log \left(x+2 \left(1+\sqrt{6}\right)\right)}{6 \left(1+\sqrt{6}\right)}-\frac{1}{6} \log \left(x+2 \left(1+\sqrt{6}\right)\right)+\frac{5 x \log \left(-\frac{x}{\log (5)}\right)}{6 \left(1-\sqrt{6}\right) \left(x+2 \left(1-\sqrt{6}\right)\right)}+\frac{x \log \left(-\frac{x}{\log (5)}\right)}{6 \left(x+2 \left(1-\sqrt{6}\right)\right)}+\frac{5 x \log \left(-\frac{x}{\log (5)}\right)}{6 \left(1+\sqrt{6}\right) \left(x+2 \left(1+\sqrt{6}\right)\right)}+\frac{x \log \left(-\frac{x}{\log (5)}\right)}{6 \left(x+2 \left(1+\sqrt{6}\right)\right)}+\sqrt{\frac{2}{3}} \tanh ^{-1}\left(\frac{x+2}{2 \sqrt{6}}\right)","\frac{x \log \left(-\frac{x}{\log (5)}\right)}{5-\left(\frac{x}{4}+1\right) x}",1,"Sqrt[2/3]*ArcTanh[(2 + x)/(2*Sqrt[6])] - Log[2*(1 - Sqrt[6]) + x]/6 - (5*Log[2*(1 - Sqrt[6]) + x])/(6*(1 - Sqrt[6])) - Log[2*(1 + Sqrt[6]) + x]/6 - (5*Log[2*(1 + Sqrt[6]) + x])/(6*(1 + Sqrt[6])) + (x*Log[-(x/Log[5])])/(6*(2*(1 - Sqrt[6]) + x)) + (5*x*Log[-(x/Log[5])])/(6*(1 - Sqrt[6])*(2*(1 - Sqrt[6]) + x)) + (x*Log[-(x/Log[5])])/(6*(2*(1 + Sqrt[6]) + x)) + (5*x*Log[-(x/Log[5])])/(6*(1 + Sqrt[6])*(2*(1 + Sqrt[6]) + x))","B",34,10,47,0.2128,1,"{6742, 618, 206, 2357, 2314, 31, 2317, 2391, 2316, 2315}"
4579,0,0,0,13.2009843,"\int \frac{\exp \left(\log ^2\left(\frac{1}{2} \left(4+x^2+\log \left(2+e^x (-2+x)\right)\right)\right)\right) \left(8 x+e^x \left(-2-6 x+4 x^2\right)\right) \log \left(\frac{1}{2} \left(4+x^2+\log \left(2+e^x (-2+x)\right)\right)\right)}{8+2 x^2+e^x \left(-8+4 x-2 x^2+x^3\right)+\left(2+e^x (-2+x)\right) \log \left(2+e^x (-2+x)\right)} \, dx","Int[(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*(8*x + E^x*(-2 - 6*x + 4*x^2))*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/(8 + 2*x^2 + E^x*(-8 + 4*x - 2*x^2 + x^3) + (2 + E^x*(-2 + x))*Log[2 + E^x*(-2 + x)]),x]","\int \frac{\exp \left(\log ^2\left(\frac{1}{2} \left(4+x^2+\log \left(2+e^x (-2+x)\right)\right)\right)\right) \left(8 x+e^x \left(-2-6 x+4 x^2\right)\right) \log \left(\frac{1}{2} \left(4+x^2+\log \left(2+e^x (-2+x)\right)\right)\right)}{8+2 x^2+e^x \left(-8+4 x-2 x^2+x^3\right)+\left(2+e^x (-2+x)\right) \log \left(2+e^x (-2+x)\right)} \, dx","\exp \left(\log ^2\left(\frac{1}{2} \left(x^2+\log \left(2-e^x (2-x)\right)\right)+2\right)\right)",1,"2*Defer[Int][(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/(4 + x^2 + Log[2 + E^x*(-2 + x)]), x] + 2*Defer[Int][(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/((-2 + x)*(4 + x^2 + Log[2 + E^x*(-2 + x)])), x] + 4*Defer[Int][(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*x*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/(4 + x^2 + Log[2 + E^x*(-2 + x)]), x] - 4*Defer[Int][(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/((2 - 2*E^x + E^x*x)*(4 + x^2 + Log[2 + E^x*(-2 + x)])), x] - 4*Defer[Int][(E^Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2]^2*Log[(4 + x^2 + Log[2 + E^x*(-2 + x)])/2])/((-2 + x)*(2 - 2*E^x + E^x*x)*(4 + x^2 + Log[2 + E^x*(-2 + x)])), x]","F",0,0,0,0,-1,"{}"
4580,1,16,0,1.6308923,"\int \frac{e \left(50 x+4 x^2\right) \log \left(3+25 x+x^2\right)+e \left(-3-25 x-x^2\right) \log ^2\left(3+25 x+x^2\right)}{3 x^2+25 x^3+x^4} \, dx","Int[(E*(50*x + 4*x^2)*Log[3 + 25*x + x^2] + E*(-3 - 25*x - x^2)*Log[3 + 25*x + x^2]^2)/(3*x^2 + 25*x^3 + x^4),x]","\frac{e \log ^2\left(x^2+25 x+3\right)}{x}","\frac{e \log ^2(x (x+25)+3)}{x}+i \pi +\log (3+\log (2))",1,"(E*Log[3 + 25*x + x^2]^2)/x","A",60,19,61,0.3115,1,"{1594, 6688, 12, 14, 800, 632, 31, 2525, 6742, 2528, 2524, 2357, 2317, 2391, 2418, 2390, 2301, 2394, 2393}"
4581,0,0,0,0.2614647,"\int \frac{-3 x-8 \log \left(\frac{3}{16 x}\right)+\left(-3 x+4 \log ^2\left(\frac{3}{16 x}\right)\right) \log \left(\frac{1}{4} \left(-3 x+4 \log ^2\left(\frac{3}{16 x}\right)\right)\right)}{-3 x+4 \log ^2\left(\frac{3}{16 x}\right)} \, dx","Int[(-3*x - 8*Log[3/(16*x)] + (-3*x + 4*Log[3/(16*x)]^2)*Log[(-3*x + 4*Log[3/(16*x)]^2)/4])/(-3*x + 4*Log[3/(16*x)]^2),x]","\int \frac{-3 x-8 \log \left(\frac{3}{16 x}\right)+\left(-3 x+4 \log ^2\left(\frac{3}{16 x}\right)\right) \log \left(\frac{1}{4} \left(-3 x+4 \log ^2\left(\frac{3}{16 x}\right)\right)\right)}{-3 x+4 \log ^2\left(\frac{3}{16 x}\right)} \, dx","x \log \left(\log ^2\left(\frac{3}{16 x}\right)-\frac{3 x}{4}\right)",1,"3*Defer[Int][x/(3*x - 4*Log[3/(16*x)]^2), x] - 8*Defer[Int][Log[3/(16*x)]/(-3*x + 4*Log[3/(16*x)]^2), x] + Defer[Int][Log[(-3*x)/4 + Log[3/(16*x)]^2], x]","F",0,0,0,0,-1,"{}"
4582,1,18,0,0.0129497,"\int e^{-24+2 x} \left(8+8 e^{12} \log (4)+2 e^{24} \log ^2(4)\right) \, dx","Int[E^(-24 + 2*x)*(8 + 8*E^12*Log[4] + 2*E^24*Log[4]^2),x]","e^{2 x-24} \left(2+e^{12} \log (4)\right)^2","e^{2 x} \left(-\frac{2}{e^{12}}-\log (4)\right)^2",1,"E^(-24 + 2*x)*(2 + E^12*Log[4])^2","A",2,2,26,0.07692,1,"{12, 2194}"
4583,0,0,0,1.107046,"\int \frac{e^x \left(50 x \log (5)+450 \log ^2(5)\right)+\left(100 \log (5)+25 e^x \log (5)\right) \log \left(\frac{12}{4+e^x}\right)}{\left(4+e^x\right) \log ^3\left(\frac{12}{4+e^x}\right)} \, dx","Int[(E^x*(50*x*Log[5] + 450*Log[5]^2) + (100*Log[5] + 25*E^x*Log[5])*Log[12/(4 + E^x)])/((4 + E^x)*Log[12/(4 + E^x)]^3),x]","\int \frac{e^x \left(50 x \log (5)+450 \log ^2(5)\right)+\left(100 \log (5)+25 e^x \log (5)\right) \log \left(\frac{12}{4+e^x}\right)}{\left(4+e^x\right) \log ^3\left(\frac{12}{4+e^x}\right)} \, dx","\frac{25 \log (5) (x+9 \log (5))}{\log ^2\left(\frac{3}{\frac{e^x}{4}+1}\right)}",1,"(225*Log[5]^2)/Log[12/(4 + E^x)]^2 + 50*Log[5]*Defer[Int][x/Log[12/(4 + E^x)]^3, x] - 200*Log[5]*Defer[Int][x/((4 + E^x)*Log[12/(4 + E^x)]^3), x] + 25*Log[5]*Defer[Subst][Defer[Int][1/(x*Log[12/(4 + x)]^2), x], x, E^x]","F",0,0,0,0,-1,"{}"
4584,1,174,0,1.0212753,"\int \frac{e^{2 e^{6 x}-4 e^{3 x} x^2+2 x^4} \left(\left(24-8 x^2\right) \log \left(\frac{3+x^2-x \log (2)}{x}\right)+\left(-96 x^4-32 x^6+32 x^5 \log (2)+e^{6 x} \left(-144 x-48 x^3+48 x^2 \log (2)\right)+e^{3 x} \left(96 x^2+144 x^3+32 x^4+48 x^5+\left(-32 x^3-48 x^4\right) \log (2)\right)\right) \log ^2\left(\frac{3+x^2-x \log (2)}{x}\right)\right)}{-3 x-x^3+x^2 \log (2)} \, dx","Int[(E^(2*E^(6*x) - 4*E^(3*x)*x^2 + 2*x^4)*((24 - 8*x^2)*Log[(3 + x^2 - x*Log[2])/x] + (-96*x^4 - 32*x^6 + 32*x^5*Log[2] + E^(6*x)*(-144*x - 48*x^3 + 48*x^2*Log[2]) + E^(3*x)*(96*x^2 + 144*x^3 + 32*x^4 + 48*x^5 + (-32*x^3 - 48*x^4)*Log[2]))*Log[(3 + x^2 - x*Log[2])/x]^2))/(-3*x - x^3 + x^2*Log[2]),x]","\frac{4 e^{2 x^4-4 e^{3 x} x^2+2 e^{6 x}} \left(2 x^6-2 x^5 \log (2)+6 x^4+3 e^{6 x} \left(x^3-x^2 \log (2)+3 x\right)-e^{3 x} \left(3 x^5+2 x^4+9 x^3+6 x^2-\left(3 x^4+2 x^3\right) \log (2)\right)\right) \log ^2\left(\frac{x^2-x \log (2)+3}{x}\right)}{x \left(2 x^3-3 e^{3 x} x^2-2 e^{3 x} x+3 e^{6 x}\right) \left(x^2-x \log (2)+3\right)}","4 e^{2 \left(e^{3 x}-x^2\right)^2} \log ^2\left(\frac{x^2+3}{x}-\log (2)\right)",1,"(4*E^(2*E^(6*x) - 4*E^(3*x)*x^2 + 2*x^4)*(6*x^4 + 2*x^6 - 2*x^5*Log[2] + 3*E^(6*x)*(3*x + x^3 - x^2*Log[2]) - E^(3*x)*(6*x^2 + 9*x^3 + 2*x^4 + 3*x^5 - (2*x^3 + 3*x^4)*Log[2]))*Log[(3 + x^2 - x*Log[2])/x]^2)/(x*(3*E^(6*x) - 2*E^(3*x)*x - 3*E^(3*x)*x^2 + 2*x^3)*(3 + x^2 - x*Log[2]))","B",2,2,166,0.01205,1,"{1594, 2288}"
4585,1,13,0,0.0206466,"\int 6 e^{11+e-2 e^{11-3 x}-3 x} \, dx","Int[6*E^(11 + E - 2*E^(11 - 3*x) - 3*x),x]","e^{e-2 e^{11-3 x}}","e^{e-2 e^{11-3 x}}",1,"E^(E - 2*E^(11 - 3*x))","A",3,3,19,0.1579,1,"{12, 2282, 2194}"
4586,1,261,0,1.1840252,"\int \frac{-1875 x^3-8250 x^4-4806 x^5+16380 x^6+5952 x^7-22224 x^8+2304 x^9+10560 x^{10}-5376 x^{11}+768 x^{12}-2 x^3 \log (3)+\left(11250 x^2+28875 x^3-16200 x^4-37980 x^5+53328 x^6+5328 x^7-34560 x^8+16320 x^9-2304 x^{10}\right) \log (x)+\left(-22500 x-20250 x^2+36900 x^3-37440 x^4-4896 x^5+30816 x^6-15552 x^7+2304 x^8\right) \log ^2(x)+\left(15000-1500 x+20400 x^2-20640 x^3+384 x^4+3648 x^5-768 x^6\right) \log ^3(x)+\left(-15000+18000 x-7200 x^2+960 x^3\right) \log ^4(x)}{6 x^5} \, dx","Int[(-1875*x^3 - 8250*x^4 - 4806*x^5 + 16380*x^6 + 5952*x^7 - 22224*x^8 + 2304*x^9 + 10560*x^10 - 5376*x^11 + 768*x^12 - 2*x^3*Log[3] + (11250*x^2 + 28875*x^3 - 16200*x^4 - 37980*x^5 + 53328*x^6 + 5328*x^7 - 34560*x^8 + 16320*x^9 - 2304*x^10)*Log[x] + (-22500*x - 20250*x^2 + 36900*x^3 - 37440*x^4 - 4896*x^5 + 30816*x^6 - 15552*x^7 + 2304*x^8)*Log[x]^2 + (15000 - 1500*x + 20400*x^2 - 20640*x^3 + 384*x^4 + 3648*x^5 - 768*x^6)*Log[x]^3 + (-15000 + 18000*x - 7200*x^2 + 960*x^3)*Log[x]^4)/(6*x^5),x]","16 x^8-128 x^7+304 x^6-64 x^6 \log (x)-32 x^5+544 x^5 \log (x)-554 x^4+\frac{625 \log ^4(x)}{x^4}+96 x^4 \log ^2(x)-1488 x^4 \log (x)+40 x^3-\frac{1000 \log ^4(x)}{x^3}-\frac{1250 \log ^3(x)}{x^3}-864 x^3 \log ^2(x)+872 x^3 \log (x)+475 x^2+\frac{600 \log ^4(x)}{x^2}-64 x^2 \log ^3(x)-\frac{500 \log ^3(x)}{x^2}+2664 x^2 \log ^2(x)+\frac{1875 \log ^2(x)}{2 x^2}+1780 x^2 \log (x)+249 x-\frac{625}{2 x}+16 \log ^4(x)-\frac{160 \log ^4(x)}{x}+608 x \log ^3(x)-2080 \log ^3(x)+\frac{2800 \log ^3(x)}{x}-2640 x \log ^2(x)-1350 \log ^2(x)+\frac{2250 \log ^2(x)}{x}-1050 x \log (x)-1375 \log (x)-\frac{625 \log (x)}{2 x}+\frac{1875+\log (9)}{6 x}","-x+(2 x-5)^4 \left(x+\frac{\frac{x}{2}-\log (x)}{x}\right)^4+\frac{\log (3)}{3 x}",1,"-625/(2*x) + 249*x + 475*x^2 + 40*x^3 - 554*x^4 - 32*x^5 + 304*x^6 - 128*x^7 + 16*x^8 + (1875 + Log[9])/(6*x) - 1375*Log[x] - (625*Log[x])/(2*x) - 1050*x*Log[x] + 1780*x^2*Log[x] + 872*x^3*Log[x] - 1488*x^4*Log[x] + 544*x^5*Log[x] - 64*x^6*Log[x] - 1350*Log[x]^2 + (1875*Log[x]^2)/(2*x^2) + (2250*Log[x]^2)/x - 2640*x*Log[x]^2 + 2664*x^2*Log[x]^2 - 864*x^3*Log[x]^2 + 96*x^4*Log[x]^2 - 2080*Log[x]^3 - (1250*Log[x]^3)/x^3 - (500*Log[x]^3)/x^2 + (2800*Log[x]^3)/x + 608*x*Log[x]^3 - 64*x^2*Log[x]^3 + 16*Log[x]^4 + (625*Log[x]^4)/x^4 - (1000*Log[x]^4)/x^3 + (600*Log[x]^4)/x^2 - (160*Log[x]^4)/x","B",75,12,213,0.05634,1,"{6, 12, 14, 2357, 2295, 2304, 2301, 2296, 2305, 2302, 30, 2353}"
4587,1,21,0,0.6386218,"\int \frac{e^{e^3+x} \left(64 x+32 x^2\right)}{64 e^{2 e^3+2 x} x^4-16 e^{e^3+x} x^2 \log (16)+\log ^2(16)} \, dx","Int[(E^(E^3 + x)*(64*x + 32*x^2))/(64*E^(2*E^3 + 2*x)*x^4 - 16*E^(E^3 + x)*x^2*Log[16] + Log[16]^2),x]","-\frac{4}{8 e^{x+e^3} x^2-\log (16)}","\frac{4}{\log (16)-8 e^{x+e^3} x^2}",1,"-4/(8*E^(E^3 + x)*x^2 - Log[16])","A",4,4,54,0.07407,1,"{1593, 6688, 12, 6686}"
4588,1,25,0,0.1436352,"\int \frac{4-8 e^3+4 e^{3+x} x}{e^3 \left(1+2 x+x^2\right)} \, dx","Int[(4 - 8*E^3 + 4*E^(3 + x)*x)/(E^3*(1 + 2*x + x^2)),x]","\frac{4 e^x}{x+1}+\frac{4 \left(2-\frac{1}{e^3}\right)}{x+1}","-\frac{4 x \left(x-e^x+\frac{1}{e^3}-1\right)}{x^2+x}",1,"(4*(2 - E^(-3)))/(1 + x) + (4*E^x)/(1 + x)","A",7,5,29,0.1724,1,"{12, 27, 6741, 6742, 2197}"
4589,1,267,0,0.7913182,"\int \frac{-8 x-8 x^2+8 x \log (5)+\left(16 x+20 x^2+e^5 (4+8 x)+\left(-4 e^5-16 x\right) \log (5)\right) \log \left(e^5+x\right)+\left(e^5 (-12-24 x)-12 x-24 x^2+\left(12 e^5+12 x\right) \log (5)\right) \log ^2\left(e^5+x\right)+\left(9 x+16 x^2-3 x^3+e^5 \left(9+16 x-3 x^2\right)+\left(-9 x+2 x^2+e^5 (-9+2 x)\right) \log (5)\right) \log ^3\left(e^5+x\right)}{\left(e^5+x\right) \log ^3\left(e^5+x\right)} \, dx","Int[(-8*x - 8*x^2 + 8*x*Log[5] + (16*x + 20*x^2 + E^5*(4 + 8*x) + (-4*E^5 - 16*x)*Log[5])*Log[E^5 + x] + (E^5*(-12 - 24*x) - 12*x - 24*x^2 + (12*E^5 + 12*x)*Log[5])*Log[E^5 + x]^2 + (9*x + 16*x^2 - 3*x^3 + E^5*(9 + 16*x - 3*x^2) + (-9*x + 2*x^2 + E^5*(-9 + 2*x))*Log[5])*Log[E^5 + x]^3)/((E^5 + x)*Log[E^5 + x]^3),x]","-16 e^5 \text{li}\left(x+e^5\right)-4 \left(1-e^5-\log (5)\right) \text{li}\left(x+e^5\right)-12 \left(1-2 e^5-\log (5)\right) \text{li}\left(x+e^5\right)+4 \left(4-3 e^5-4 \log (5)\right) \text{li}\left(x+e^5\right)-x^3+x^2 (8+\log (5))+\frac{4 \left(x+e^5\right) x}{\log ^2\left(x+e^5\right)}+\frac{4 \left(x+e^5\right) \left(1-e^5-\log (5)\right)}{\log ^2\left(x+e^5\right)}-\frac{4 e^5 \left(1-e^5-\log (5)\right)}{\log ^2\left(x+e^5\right)}-\frac{12 \left(x+e^5\right) x}{\log \left(x+e^5\right)}+9 x (1-\log (5))+\frac{4 e^5 \left(x+e^5\right)}{\log \left(x+e^5\right)}-\frac{4 \left(x+e^5\right) \left(4-3 e^5-\log (625)\right)}{\log \left(x+e^5\right)}+\frac{4 \left(x+e^5\right) \left(1-e^5-\log (5)\right)}{\log \left(x+e^5\right)}+\frac{12 e^5 \left(1-e^5-\log (5)\right)}{\log \left(x+e^5\right)}","\left(-x^2-x+x \log (5)\right) \left(x-\left(\frac{2}{\log \left(x+e^5\right)}-3\right)^2\right)",1,"-x^3 + 9*x*(1 - Log[5]) + x^2*(8 + Log[5]) + (4*x*(E^5 + x))/Log[E^5 + x]^2 - (4*E^5*(1 - E^5 - Log[5]))/Log[E^5 + x]^2 + (4*(E^5 + x)*(1 - E^5 - Log[5]))/Log[E^5 + x]^2 + (4*E^5*(E^5 + x))/Log[E^5 + x] - (12*x*(E^5 + x))/Log[E^5 + x] + (12*E^5*(1 - E^5 - Log[5]))/Log[E^5 + x] + (4*(E^5 + x)*(1 - E^5 - Log[5]))/Log[E^5 + x] - (4*(E^5 + x)*(4 - 3*E^5 - Log[625]))/Log[E^5 + x] - 16*E^5*LogIntegral[E^5 + x] + 4*(4 - 3*E^5 - 4*Log[5])*LogIntegral[E^5 + x] - 12*(1 - 2*E^5 - Log[5])*LogIntegral[E^5 + x] - 4*(1 - E^5 - Log[5])*LogIntegral[E^5 + x]","C",51,13,164,0.07927,1,"{6, 6688, 2418, 2400, 2399, 2389, 2298, 2390, 2309, 2178, 2297, 2302, 30}"
4590,1,24,0,0.1051991,"\int \frac{-16-144 e^3+16 e^{e^9}+288 x}{x^2+81 e^6 x^2+e^{2 e^9} x^2-18 x^3+81 x^4+e^3 \left(18 x^2-162 x^3\right)+e^{e^9} \left(-2 x^2-18 e^3 x^2+18 x^3\right)} \, dx","Int[(-16 - 144*E^3 + 16*E^E^9 + 288*x)/(x^2 + 81*E^6*x^2 + E^(2*E^9)*x^2 - 18*x^3 + 81*x^4 + E^3*(18*x^2 - 162*x^3) + E^E^9*(-2*x^2 - 18*E^3*x^2 + 18*x^3)),x]","\frac{16}{\left(-9 x-e^{e^9}+9 e^3+1\right) x}","\frac{16}{\left(9 \left(e^3-x\right)-e^{e^9}+1\right) x}",1,"16/((1 + 9*E^3 - E^E^9 - 9*x)*x)","A",5,4,93,0.04301,1,"{6, 1680, 12, 261}"
4591,0,0,0,1.9433345,"\int e^{4 e^{2 x}-e^x (1-4 x)+x^2} \left(40 e^{2 x}+e^{-4 e^{2 x}+e^x (1-4 x)-x^2}+10 x+e^x (15+20 x)\right) \, dx","Int[E^(4*E^(2*x) - E^x*(1 - 4*x) + x^2)*(40*E^(2*x) + E^(-4*E^(2*x) + E^x*(1 - 4*x) - x^2) + 10*x + E^x*(15 + 20*x)),x]","\int e^{4 e^{2 x}-e^x (1-4 x)+x^2} \left(40 e^{2 x}+e^{-4 e^{2 x}+e^x (1-4 x)-x^2}+10 x+e^x (15+20 x)\right) \, dx","x+5 e^{\left(x+2 e^x\right)^2-e^x}+3",1,"x + 15*Defer[Int][E^(4*E^(2*x) - E^x*(1 - 4*x) + x + x^2), x] + 40*Defer[Int][E^(4*E^(2*x) - E^x*(1 - 4*x) + 2*x + x^2), x] + 10*Defer[Int][E^(4*E^(2*x) - E^x*(1 - 4*x) + x^2)*x, x] + 20*Defer[Int][E^(4*E^(2*x) - E^x*(1 - 4*x) + x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
4592,0,0,0,4.862965,"\int \frac{90+30 x+45 x^2+15 x^3+e^x \left(45-30 x-15 x^2\right)+e^{\frac{1}{5} (x+5 \log (3+x))} \left(-93-87 x-3 x^2+3 x^3+e^x (21+12 x)\right)}{15 x^2+5 x^3+e^{\frac{2}{5} (x+5 \log (3+x))} (15+5 x)+e^{\frac{1}{5} (x+5 \log (3+x))} \left(-30 x-10 x^2\right)} \, dx","Int[(90 + 30*x + 45*x^2 + 15*x^3 + E^x*(45 - 30*x - 15*x^2) + E^((x + 5*Log[3 + x])/5)*(-93 - 87*x - 3*x^2 + 3*x^3 + E^x*(21 + 12*x)))/(15*x^2 + 5*x^3 + E^((2*(x + 5*Log[3 + x]))/5)*(15 + 5*x) + E^((x + 5*Log[3 + x])/5)*(-30*x - 10*x^2)),x]","\int \frac{90+30 x+45 x^2+15 x^3+e^x \left(45-30 x-15 x^2\right)+e^{\frac{1}{5} (x+5 \log (3+x))} \left(-93-87 x-3 x^2+3 x^3+e^x (21+12 x)\right)}{15 x^2+5 x^3+e^{\frac{2}{5} (x+5 \log (3+x))} (15+5 x)+e^{\frac{1}{5} (x+5 \log (3+x))} \left(-30 x-10 x^2\right)} \, dx","\frac{3 \left(-x^2-x+e^x+2\right)}{e^{x/5} (x+3)-x}",1,"(3*x^4)/(3 + x)^5 - (81*E^(x/5))/(3 + x)^4 + (81*E^(x/5))/(3 + x)^3 + (27*E^((2*x)/5))/(3 + x)^3 - (27*E^(x/5))/(3 + x)^2 - (18*E^((2*x)/5))/(3 + x)^2 - (9*E^((3*x)/5))/(3 + x)^2 + (3*E^(x/5))/(3 + x) + (3*E^((2*x)/5))/(3 + x) + (3*E^((3*x)/5))/(3 + x) + (3*E^((4*x)/5))/(3 + x) - (29646*Defer[Int][1/((3 + x)^5*(3*E^(x/5) - x + E^(x/5)*x)), x])/5 - 648*Defer[Int][1/((3 + x)^3*(3*E^(x/5) - x + E^(x/5)*x)), x] + 18*Defer[Int][1/((3 + x)*(3*E^(x/5) - x + E^(x/5)*x)), x] + 27*Defer[Int][(x - E^(x/5)*(3 + x))^(-2), x] - (54*Defer[Int][x/(x - E^(x/5)*(3 + x))^2, x])/5 + (3*Defer[Int][x^2/(x - E^(x/5)*(3 + x))^2, x])/5 + (3*Defer[Int][x^3/(x - E^(x/5)*(3 + x))^2, x])/5 - 2187*Defer[Int][1/((3 + x)^6*(x - E^(x/5)*(3 + x))^2), x] + (16038*Defer[Int][1/((3 + x)^5*(x - E^(x/5)*(3 + x))^2), x])/5 - (7776*Defer[Int][1/((3 + x)^4*(x - E^(x/5)*(3 + x))^2), x])/5 + 81*Defer[Int][1/((3 + x)^3*(x - E^(x/5)*(3 + x))^2), x] + 189*Defer[Int][1/((3 + x)^2*(x - E^(x/5)*(3 + x))^2), x] - 108*Defer[Int][1/((3 + x)*(x - E^(x/5)*(3 + x))^2), x] - (54*Defer[Int][(-x + E^(x/5)*(3 + x))^(-1), x])/5 - (12*Defer[Int][x/(-x + E^(x/5)*(3 + x)), x])/5 + (3*Defer[Int][x^2/(-x + E^(x/5)*(3 + x)), x])/5 + 4374*Defer[Int][1/((3 + x)^6*(-x + E^(x/5)*(3 + x))), x] + 2997*Defer[Int][1/((3 + x)^4*(-x + E^(x/5)*(3 + x))), x] + 36*Defer[Int][1/((3 + x)^2*(-x + E^(x/5)*(3 + x))), x]","F",0,0,0,0,-1,"{}"
4593,0,0,0,1.1578065,"\int \frac{-6144 x^3+24 x^4+\left(-1572894 x^2+12288 x^3-24 x^4\right) \log \left(262149-2048 x+4 x^2\right)+\left(-262149+2048 x-4 x^2\right) \log ^2\left(262149-2048 x+4 x^2\right)}{\left(262149 x-2048 x^2+4 x^3\right) \log ^2\left(262149-2048 x+4 x^2\right)} \, dx","Int[(-6144*x^3 + 24*x^4 + (-1572894*x^2 + 12288*x^3 - 24*x^4)*Log[262149 - 2048*x + 4*x^2] + (-262149 + 2048*x - 4*x^2)*Log[262149 - 2048*x + 4*x^2]^2)/((262149*x - 2048*x^2 + 4*x^3)*Log[262149 - 2048*x + 4*x^2]^2),x]","\int \frac{-6144 x^3+24 x^4+\left(-1572894 x^2+12288 x^3-24 x^4\right) \log \left(262149-2048 x+4 x^2\right)+\left(-262149+2048 x-4 x^2\right) \log ^2\left(262149-2048 x+4 x^2\right)}{\left(262149 x-2048 x^2+4 x^3\right) \log ^2\left(262149-2048 x+4 x^2\right)} \, dx","-\frac{3 x^2}{\log \left(4 (256-x)^2+5\right)}-\log (x)+e^3",1,"-Log[x] + 1536*Defer[Int][Log[262149 - 2048*x + 4*x^2]^(-2), x] - ((805321728*I)*Defer[Int][1/((2048 + (4*I)*Sqrt[5] - 8*x)*Log[262149 - 2048*x + 4*x^2]^2), x])/Sqrt[5] + 6*Defer[Int][x/Log[262149 - 2048*x + 4*x^2]^2, x] + (1572834*(5 - (512*I)*Sqrt[5])*Defer[Int][1/((-2048 - (4*I)*Sqrt[5] + 8*x)*Log[262149 - 2048*x + 4*x^2]^2), x])/5 - ((805321728*I)*Defer[Int][1/((-2048 + (4*I)*Sqrt[5] + 8*x)*Log[262149 - 2048*x + 4*x^2]^2), x])/Sqrt[5] + (1572834*(5 + (512*I)*Sqrt[5])*Defer[Int][1/((-2048 + (4*I)*Sqrt[5] + 8*x)*Log[262149 - 2048*x + 4*x^2]^2), x])/5 - 6*Defer[Int][x/Log[262149 - 2048*x + 4*x^2], x]","F",0,0,0,0,-1,"{}"
4594,0,0,0,97.7483602,"\int \frac{\exp \left(\frac{1}{9} \left(2 x^2+4 x^3+2 x^4+\left(4 x+4 x^2\right) \log \left(\frac{1}{8} (7 x+8 \log (x))\right)+2 \log ^2\left(\frac{1}{8} (7 x+8 \log (x))\right)\right)\right) \left(32 x+60 x^2+56 x^3+84 x^4+56 x^5+\left(32 x^2+96 x^3+64 x^4\right) \log (x)+\left(32+28 x+28 x^2+56 x^3+\left(32 x+64 x^2\right) \log (x)\right) \log \left(\frac{1}{8} (7 x+8 \log (x))\right)\right)}{63 x^2+72 x \log (x)} \, dx","Int[(E^((2*x^2 + 4*x^3 + 2*x^4 + (4*x + 4*x^2)*Log[(7*x + 8*Log[x])/8] + 2*Log[(7*x + 8*Log[x])/8]^2)/9)*(32*x + 60*x^2 + 56*x^3 + 84*x^4 + 56*x^5 + (32*x^2 + 96*x^3 + 64*x^4)*Log[x] + (32 + 28*x + 28*x^2 + 56*x^3 + (32*x + 64*x^2)*Log[x])*Log[(7*x + 8*Log[x])/8]))/(63*x^2 + 72*x*Log[x]),x]","\int \frac{\exp \left(\frac{1}{9} \left(2 x^2+4 x^3+2 x^4+\left(4 x+4 x^2\right) \log \left(\frac{1}{8} (7 x+8 \log (x))\right)+2 \log ^2\left(\frac{1}{8} (7 x+8 \log (x))\right)\right)\right) \left(32 x+60 x^2+56 x^3+84 x^4+56 x^5+\left(32 x^2+96 x^3+64 x^4\right) \log (x)+\left(32+28 x+28 x^2+56 x^3+\left(32 x+64 x^2\right) \log (x)\right) \log \left(\frac{1}{8} (7 x+8 \log (x))\right)\right)}{63 x^2+72 x \log (x)} \, dx","e^{\frac{2}{9} \left(x^2+x+\log \left(\frac{7 x}{8}+\log (x)\right)\right)^2}",1,"Defer[Int][2^(5 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x]/9 + (5*Defer[Int][2^(2 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x])/3 + (7*Defer[Int][2^(3 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^2*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x])/9 + (7*Defer[Int][2^(2 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^3*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x])/3 + (7*Defer[Int][2^(3 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^4*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x])/9 + Defer[Int][2^(5 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x*Log[x]*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x]/9 + Defer[Int][2^(5 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^2*Log[x]*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x]/3 + Defer[Int][2^(6 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^3*Log[x]*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9), x]/9 + (7*Defer[Int][2^(2 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]], x])/9 + Defer[Int][(2^(5 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]])/x, x]/9 + (7*Defer[Int][2^(2 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]], x])/9 + (7*Defer[Int][2^(3 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x^2*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]], x])/9 + Defer[Int][2^(5 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*Log[x]*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]], x]/9 + Defer[Int][2^(6 - (4*x)/3 - (4*x^2)/3)*E^((2*(x^2*(1 + x)^2 + Log[(7*x)/8 + Log[x]]^2))/9)*x*Log[x]*(7*x + 8*Log[x])^(-1 + (4*x)/9 + (4*x^2)/9)*Log[(7*x)/8 + Log[x]], x]/9","F",0,0,0,0,-1,"{}"
4595,1,57,0,0.0294727,"\int \frac{1}{8} \left(33+e^{6-2 x}-x+e^{3-x} (-26+x-\log (3))+\log (3)\right) \, dx","Int[(33 + E^(6 - 2*x) - x + E^(3 - x)*(-26 + x - Log[3]) + Log[3])/8,x]","-\frac{x^2}{16}-\frac{1}{16} e^{6-2 x}-\frac{e^{3-x}}{8}+\frac{1}{8} x (33+\log (3))+\frac{1}{8} e^{3-x} (-x+26+\log (3))","x-\left(\frac{1}{4} \left(-x-e^{3-x}-3+\log (3)\right)+7\right)^2",1,"-1/16*E^(6 - 2*x) - E^(3 - x)/8 - x^2/16 + (x*(33 + Log[3]))/8 + (E^(3 - x)*(26 - x + Log[3]))/8","B",5,3,33,0.09091,1,"{12, 2194, 2176}"
4596,1,31,0,1.3518911,"\int \frac{-3 x \log (3)+e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} \left(6 x^2-6 x \log (3)\right)+\left(6 e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} \log (3)+6 x \log (3)\right) \log (x)}{36 e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)+36 x^2 \log (3)+\left(-12 e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)-12 x^2 \log (3)\right) \log ^2(x)+\left(e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)+x^2 \log (3)\right) \log ^4(x)+\left(12 e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)+12 x^2 \log (3)+\left(-2 e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)-2 x^2 \log (3)\right) \log ^2(x)\right) \log \left(e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}}+x\right)+\left(e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}} x \log (3)+x^2 \log (3)\right) \log ^2\left(e^{\frac{-x^2+(-2+2 x) \log (3)}{\log (3)}}+x\right)} \, dx","Int[(-3*x*Log[3] + E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*(6*x^2 - 6*x*Log[3]) + (6*E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*Log[3] + 6*x*Log[3])*Log[x])/(36*E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] + 36*x^2*Log[3] + (-12*E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] - 12*x^2*Log[3])*Log[x]^2 + (E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] + x^2*Log[3])*Log[x]^4 + (12*E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] + 12*x^2*Log[3] + (-2*E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] - 2*x^2*Log[3])*Log[x]^2)*Log[E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3]) + x] + (E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3])*x*Log[3] + x^2*Log[3])*Log[E^((-x^2 + (-2 + 2*x)*Log[3])/Log[3]) + x]^2),x]","\frac{3}{\log \left(e^{-\frac{x^2}{\log (3)}+2 x-2}+x\right)-\log ^2(x)+6}","\frac{3}{\log \left(e^{-\frac{x^2}{\log (3)}+2 x-2}+x\right)-\log ^2(x)+6}",1,"3/(6 - Log[x]^2 + Log[E^(-2 + 2*x - x^2/Log[3]) + x])","A",3,3,343,0.008746,1,"{6688, 12, 6686}"
4597,1,28,0,0.5616246,"\int \frac{e^x \log (2)+(-1-20 x) \log (2)+\left(20 x \log (2)-e^x x \log (2)\right) \log (x)}{x \log ^2(x)} \, dx","Int[(E^x*Log[2] + (-1 - 20*x)*Log[2] + (20*x*Log[2] - E^x*x*Log[2])*Log[x])/(x*Log[x]^2),x]","\frac{20 x \log (2)}{\log (x)}-\frac{e^x \log (2)}{\log (x)}+\frac{\log (2)}{\log (x)}","\frac{\left(4 (5 x-1)-e^x+5\right) \log (2)}{\log (x)}",1,"Log[2]/Log[x] - (E^x*Log[2])/Log[x] + (20*x*Log[2])/Log[x]","A",14,9,40,0.2250,1,"{6688, 12, 6742, 2202, 2353, 2297, 2298, 2302, 30}"
4598,1,22,0,0.1841519,"\int \frac{-5+e^{9+e^{9-x}-x} \left(-50-25 x-3 x^2\right)}{50+25 x+3 x^2} \, dx","Int[(-5 + E^(9 + E^(9 - x) - x)*(-50 - 25*x - 3*x^2))/(50 + 25*x + 3*x^2),x]","e^{e^{9-x}}+\log (x+5)-\log (3 x+10)","e^{e^{9-x}}-\log \left(\frac{x^2}{x^2+5 x}+2\right)",1,"E^E^(9 - x) + Log[5 + x] - Log[10 + 3*x]","A",7,5,40,0.1250,1,"{6728, 2282, 2194, 616, 31}"
4599,1,18,0,0.5700005,"\int \frac{\left(4+2 e^4+2 \log (x)\right) \log \left(e^8 x+2 e^4 x \log (x)+x \log ^2(x)\right)}{3 e^4 x+e^4 x \log (2)+(3 x+x \log (2)) \log (x)+\left(e^4 x+x \log (x)\right) \log ^2\left(e^8 x+2 e^4 x \log (x)+x \log ^2(x)\right)} \, dx","Int[((4 + 2*E^4 + 2*Log[x])*Log[E^8*x + 2*E^4*x*Log[x] + x*Log[x]^2])/(3*E^4*x + E^4*x*Log[2] + (3*x + x*Log[2])*Log[x] + (E^4*x + x*Log[x])*Log[E^8*x + 2*E^4*x*Log[x] + x*Log[x]^2]^2),x]","\log \left(\log ^2\left(x \left(\log (x)+e^4\right)^2\right)+3+\log (2)\right)","\log \left(\log ^2\left(x \left(\log (x)+e^4\right)^2\right)+3+\log (2)\right)",1,"Log[3 + Log[2] + Log[x*(E^4 + Log[x])^2]^2]","A",4,6,94,0.06383,1,"{6, 6688, 12, 6696, 203, 6684}"
4600,0,0,0,2.9566732,"\int \frac{\exp \left(-2 x-\frac{1}{5} e^{-2 x} \left(5 e^{-e^x+x} x+x^2\right)\right) \left(-5 e^{2 x}-2 x^2+2 x^3+e^{-e^x+x} \left(-5 x+5 x^2+5 e^x x^2\right)\right)}{5 x^2} \, dx","Int[(E^(-2*x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x)))*(-5*E^(2*x) - 2*x^2 + 2*x^3 + E^(-E^x + x)*(-5*x + 5*x^2 + 5*E^x*x^2)))/(5*x^2),x]","\int \frac{\exp \left(-2 x-\frac{1}{5} e^{-2 x} \left(5 e^{-e^x+x} x+x^2\right)\right) \left(-5 e^{2 x}-2 x^2+2 x^3+e^{-e^x+x} \left(-5 x+5 x^2+5 e^x x^2\right)\right)}{5 x^2} \, dx","\frac{e^{-e^{-2 x} \left(\frac{x}{5}+e^{x-e^x}\right) x}}{x}",1,"Defer[Int][E^(-E^x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x))), x] - (2*Defer[Int][E^(-2*x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x))), x])/5 + Defer[Int][E^(-E^x - x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x))), x] - Defer[Int][1/(E^((5*E^(-E^x + x)*x + x^2)/(5*E^(2*x)))*x^2), x] - Defer[Int][E^(-E^x - x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x)))/x, x] + (2*Defer[Int][E^(-2*x - (5*E^(-E^x + x)*x + x^2)/(5*E^(2*x)))*x, x])/5","F",0,0,0,0,-1,"{}"
4601,1,48,0,0.220547,"\int \frac{e^8 \left(-75-50 x-25 x^3+\frac{x^2 \left(108 x^2+108 x^3+36 x^4+4 x^5\right)}{e^8}\right)}{x^2 \left(54 x+54 x^2+18 x^3+2 x^4\right)} \, dx","Int[(E^8*(-75 - 50*x - 25*x^3 + (x^2*(108*x^2 + 108*x^3 + 36*x^4 + 4*x^5))/E^8))/(x^2*(54*x + 54*x^2 + 18*x^3 + 2*x^4)),x]","x^2+\frac{25 e^8}{36 x^2}+\frac{25 e^8}{54 (x+3)}+\frac{125 e^8}{18 (x+3)^2}-\frac{25 e^8}{54 x}","x^2+\frac{25 e^8 \left(x^2+1\right)}{4 (x+3)^2 x^2}",1,"(25*E^8)/(36*x^2) - (25*E^8)/(54*x) + x^2 + (125*E^8)/(18*(3 + x)^2) + (25*E^8)/(54*(3 + x))","A",5,3,66,0.04545,1,"{12, 6688, 1620}"
4602,1,95,0,0.4241287,"\int \frac{e^{2 e^e+2 (-5+x) \log ^4(2+x)} \left(e^{2 x^2} \left(8 x+4 x^2\right)+e^{2 x^2} (-40+8 x) \log ^3(2+x)+e^{2 x^2} (4+2 x) \log ^4(2+x)\right)}{2+x} \, dx","Int[(E^(2*E^E + 2*(-5 + x)*Log[2 + x]^4)*(E^(2*x^2)*(8*x + 4*x^2) + E^(2*x^2)*(-40 + 8*x)*Log[2 + x]^3 + E^(2*x^2)*(4 + 2*x)*Log[2 + x]^4))/(2 + x),x]","\frac{e^{2 e^e-2 (5-x) \log ^4(x+2)} \left(4 e^{2 x^2} (5-x) \log ^3(x+2)-e^{2 x^2} (x+2) \log ^4(x+2)\right)}{(x+2) \left(\frac{4 (5-x) \log ^3(x+2)}{x+2}-\log ^4(x+2)\right)}","e^{2 x^2-2 (5-x) \log ^4(x+2)+2 e^e}",1,"(E^(2*E^E - 2*(5 - x)*Log[2 + x]^4)*(4*E^(2*x^2)*(5 - x)*Log[2 + x]^3 - E^(2*x^2)*(2 + x)*Log[2 + x]^4))/((2 + x)*((4*(5 - x)*Log[2 + x]^3)/(2 + x) - Log[2 + x]^4))","B",1,1,81,0.01235,1,"{2288}"
4603,1,31,0,0.9194367,"\int \frac{e^{\frac{1}{3} \left(5-\log \left(6 x^2-x^3\right)\right)} (-4+x)-18 x+3 x^2+\left(6 x-x^2\right) \log (20)}{-6 x+x^2} \, dx","Int[(E^((5 - Log[6*x^2 - x^3])/3)*(-4 + x) - 18*x + 3*x^2 + (6*x - x^2)*Log[20])/(-6*x + x^2),x]","x (3-\log (20))-\frac{e^{5/3}}{\sqrt[3]{6 x^2-x^3}}","-e^{\frac{1}{3} \left(5-\log \left((6-x) x^2\right)\right)}+3 x+x (-\log (20))",1,"-(E^(5/3)/(6*x^2 - x^3)^(1/3)) + x*(3 - Log[20])","A",4,3,57,0.05263,1,"{1593, 6742, 1588}"
4604,1,30,0,0.1931474,"\int \frac{-27+27 x+72 x^2+\exp \left(\frac{1}{9} \left(100 x^2+40 x^3+44 x^4+8 x^5+4 x^6\right)\right) \left(200 x^2+120 x^3+176 x^4+40 x^5+24 x^6\right)}{9 x} \, dx","Int[(-27 + 27*x + 72*x^2 + E^((100*x^2 + 40*x^3 + 44*x^4 + 8*x^5 + 4*x^6)/9)*(200*x^2 + 120*x^3 + 176*x^4 + 40*x^5 + 24*x^6))/(9*x),x]","4 x^2+e^{\frac{4}{9} x^2 \left(x^2+x+5\right)^2}+3 x-3 \log (x)","4 x^2+e^{\frac{4}{9} x^2 \left(x^2+x+5\right)^2}+3 (x-\log (x))",1,"E^((4*x^2*(5 + x + x^2)^2)/9) + 3*x + 4*x^2 - 3*Log[x]","A",6,3,76,0.03947,1,"{12, 14, 6706}"
4605,0,0,0,0.748645,"\int \frac{25 e^{4 x}+256 x^2+e^{2 x} (160 x+(8-16 x) \log (2))}{25 e^{4 x}+160 e^{2 x} x+256 x^2} \, dx","Int[(25*E^(4*x) + 256*x^2 + E^(2*x)*(160*x + (8 - 16*x)*Log[2]))/(25*E^(4*x) + 160*E^(2*x)*x + 256*x^2),x]","\int \frac{25 e^{4 x}+256 x^2+e^{2 x} (160 x+(8-16 x) \log (2))}{25 e^{4 x}+160 e^{2 x} x+256 x^2} \, dx","x-\frac{\log (2)}{32 e^{-2 x} x+10}+30",1,"x - (128*Log[2]*Defer[Int][x/(5*E^(2*x) + 16*x)^2, x])/5 + (256*Log[2]*Defer[Int][x^2/(5*E^(2*x) + 16*x)^2, x])/5 + (4*Log[2]*Defer[Subst][Defer[Int][(5*E^x + 8*x)^(-1), x], x, 2*x])/5 - (4*Log[2]*Defer[Subst][Defer[Int][x/(5*E^x + 8*x), x], x, 2*x])/5","F",0,0,0,0,-1,"{}"
4606,1,24,0,0.3648791,"\int \frac{-2+3 x+2 x^2+\frac{e^{12-2 x} \left(6 x+2 x^2\right)}{(4+2 x)^2}}{2 x+x^2} \, dx","Int[(-2 + 3*x + 2*x^2 + (E^(12 - 2*x)*(6*x + 2*x^2))/(4 + 2*x)^2)/(2*x + x^2),x]","2 x-\frac{e^{12-2 x}}{4 (x+2)^2}-\log (x)","2 x-\frac{e^{12-2 x}}{(2 x+4)^2}-\log (x)",1,"2*x - E^(12 - 2*x)/(4*(2 + x)^2) - Log[x]","A",4,3,44,0.06818,1,"{1593, 6688, 2197}"
4607,1,6,0,0.0007926,"\int -2 e^2 \, dx","Int[-2*E^2,x]","-2 e^2 x","-2 e^2 x+e^{e^2}+e^{25}-25",1,"-2*E^2*x","A",1,1,5,0.2000,1,"{8}"
4608,1,19,0,0.1440376,"\int \frac{-14+2 x+6 x^2}{48-56 x+4 x^2+8 x^3+\left(12-14 x+x^2+2 x^3\right) \log \left(-12+14 x-x^2-2 x^3\right)} \, dx","Int[(-14 + 2*x + 6*x^2)/(48 - 56*x + 4*x^2 + 8*x^3 + (12 - 14*x + x^2 + 2*x^3)*Log[-12 + 14*x - x^2 - 2*x^3]),x]","\log \left(\log \left(-2 x^3-x^2+14 x-12\right)+4\right)","\log (\log ((2 x-3) ((-x-2) x+4))+4)",1,"Log[4 + Log[-12 + 14*x - x^2 - 2*x^3]]","A",2,2,58,0.03448,1,"{6741, 6684}"
4609,1,13,0,0.0038076,"\int \frac{1}{5} \left(-1-20 x^3-\log (x)\right) \, dx","Int[(-1 - 20*x^3 - Log[x])/5,x]","-x^4-\frac{1}{5} x \log (x)","-x^4-\frac{1}{5} x \log (x)+7",1,"-x^4 - (x*Log[x])/5","A",3,2,15,0.1333,1,"{12, 2295}"
4610,1,16,0,0.0032156,"\int \frac{10}{e^4+2 x-\log \left(\frac{4}{3}\right)} \, dx","Int[10/(E^4 + 2*x - Log[4/3]),x]","5 \log \left(2 x+e^4-\log \left(\frac{4}{3}\right)\right)","5 \log \left(\frac{1}{2} \left(-2 x-e^4+\log \left(\frac{4}{3}\right)\right)\right)",1,"5*Log[E^4 + 2*x - Log[4/3]]","A",2,2,17,0.1176,1,"{12, 31}"
4611,1,46,0,0.3910528,"\int \frac{15 x-25 x \log (x)+\left(-4+9 x+2 x^2+3 x^3\right) \log ^2(x)+(5 x-5 x \log (x)) \log \left(x^2\right)}{4 x \log ^2(x)} \, dx","Int[(15*x - 25*x*Log[x] + (-4 + 9*x + 2*x^2 + 3*x^3)*Log[x]^2 + (5*x - 5*x*Log[x])*Log[x^2])/(4*x*Log[x]^2),x]","\frac{x^3}{4}+\frac{x^2}{4}-\frac{5 x \log \left(x^2\right)}{4 \log (x)}+\frac{9 x}{4}-\frac{15 x}{4 \log (x)}-\log (x)","\frac{1}{4} x \left(x^2-\frac{5 \left(\log \left(x^2\right)+3\right)}{\log (x)}+x+5\right)+x-\log (x)",1,"(9*x)/4 + x^2/4 + x^3/4 - (15*x)/(4*Log[x]) - Log[x] - (5*x*Log[x^2])/(4*Log[x])","A",16,8,54,0.1481,1,"{12, 6742, 6688, 2297, 2298, 2360, 2361, 6496}"
4612,1,16,0,0.0390767,"\int \frac{1}{5} e^{-2 x} \left(-2+e^{2 x} (-5+10 x)\right) \, dx","Int[(-2 + E^(2*x)*(-5 + 10*x))/(5*E^(2*x)),x]","x^2-x+\frac{e^{-2 x}}{5}","x^2-x+\frac{e^{-2 x}}{5}+16+\log ^2(2)",1,"1/(5*E^(2*x)) - x + x^2","A",4,3,22,0.1364,1,"{12, 6688, 2194}"
4613,0,0,0,0.2222144,"\int \left(-8+2 x+e^{2 e^{4 x+x^2}+4 x+x^2} (8+4 x)+e^{e^{4 x+x^2}} \left(2+e^{4 x+x^2} \left(-32-8 x+4 x^2\right)\right)\right) \, dx","Int[-8 + 2*x + E^(2*E^(4*x + x^2) + 4*x + x^2)*(8 + 4*x) + E^E^(4*x + x^2)*(2 + E^(4*x + x^2)*(-32 - 8*x + 4*x^2)),x]","\int \left(-8+2 x+e^{2 e^{4 x+x^2}+4 x+x^2} (8+4 x)+e^{e^{4 x+x^2}} \left(2+e^{4 x+x^2} \left(-32-8 x+4 x^2\right)\right)\right) \, dx","\left(x+e^{e^{x (x+4)}}-4\right)^2",1,"-8*x + x^2 - (2*E^E^(4*x + x^2)*(8 + 2*x - x^2))/(2 + x) + 8*Defer[Int][E^(2*E^(4*x + x^2) + 4*x + x^2), x] + 4*Defer[Int][E^(2*E^(4*x + x^2) + 4*x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
4614,1,47,0,1.0840144,"\int \frac{(-3-3 x) \log (3)+(-3-3 x) \log (3) \log \left(x^2\right)+\left(\left(9+9 x-9 x^2\right) \log (3)+\left(3+3 x-3 x^2\right) \log (3) \log \left(x^2\right)\right) \log \left(\frac{9+3 \log \left(x^2\right)}{x}\right)}{3 e^x+e^x \log \left(x^2\right)} \, dx","Int[((-3 - 3*x)*Log[3] + (-3 - 3*x)*Log[3]*Log[x^2] + ((9 + 9*x - 9*x^2)*Log[3] + (3 + 3*x - 3*x^2)*Log[3]*Log[x^2])*Log[(9 + 3*Log[x^2])/x])/(3*E^x + E^x*Log[x^2]),x]","3 e^{-x} x^2 \log (3) \log \left(\frac{3 \left(\log \left(x^2\right)+3\right)}{x}\right)+3 e^{-x} x \log (3) \log \left(\frac{3 \left(\log \left(x^2\right)+3\right)}{x}\right)","3 e^{-x} \left(x^2+x\right) \log (3) \log \left(\frac{3 \left(\log \left(x^2\right)+3\right)}{x}\right)",1,"(3*x*Log[3]*Log[(3*(3 + Log[x^2]))/x])/E^x + (3*x^2*Log[3]*Log[(3*(3 + Log[x^2]))/x])/E^x","A",18,6,83,0.07229,1,"{6741, 6742, 2194, 2176, 2196, 2555}"
4615,1,14,0,0.1722313,"\int \frac{2 x-5 x^2-5 x^3+(-1-x) \log \left(1+2 x+x^2\right)}{x^2+x^3} \, dx","Int[(2*x - 5*x^2 - 5*x^3 + (-1 - x)*Log[1 + 2*x + x^2])/(x^2 + x^3),x]","\frac{\log \left((x+1)^2\right)}{x}-5 x","\frac{\log \left((x+1)^2\right)}{x}-5 x",1,"-5*x + Log[(1 + x)^2]/x","A",10,8,39,0.2051,1,"{1593, 6688, 14, 893, 2395, 36, 29, 31}"
4616,0,0,0,1.7694347,"\int \frac{e^{-x} \left(e^{e^{e^{-x} x}} \left(-12 e^x x^2+e^{e^{-x} x} \left(-4 x^3+4 x^4\right)\right)+e^x \left(16 x^3+4 \log (9)\right)\right)}{\log (9)} \, dx","Int[(E^E^(x/E^x)*(-12*E^x*x^2 + E^(x/E^x)*(-4*x^3 + 4*x^4)) + E^x*(16*x^3 + 4*Log[9]))/(E^x*Log[9]),x]","\int \frac{e^{-x} \left(e^{e^{e^{-x} x}} \left(-12 e^x x^2+e^{e^{-x} x} \left(-4 x^3+4 x^4\right)\right)+e^x \left(16 x^3+4 \log (9)\right)\right)}{\log (9)} \, dx","4 \left(x-\frac{\left(e^{e^{e^{-x} x}}-x\right) x^3}{\log (9)}\right)",1,"4*x + (4*x^4)/Log[9] - (12*Defer[Int][E^E^(x/E^x)*x^2, x])/Log[9] - (4*Defer[Int][E^(E^(x/E^x) - x + x/E^x)*x^3, x])/Log[9] + (4*Defer[Int][E^(E^(x/E^x) - x + x/E^x)*x^4, x])/Log[9]","F",0,0,0,0,-1,"{}"
4617,1,21,0,0.0034756,"\int \frac{-7 e-14 x-60 \log (4)}{3 \log (4)} \, dx","Int[(-7*E - 14*x - 60*Log[4])/(3*Log[4]),x]","-\frac{(14 x+7 e+60 \log (4))^2}{84 \log (4)}","2-(x+e) \left(\frac{7 x}{3 \log (4)}+20\right)",1,"-1/84*(7*E + 14*x + 60*Log[4])^2/Log[4]","A",1,1,19,0.05263,1,"{9}"
4618,0,0,0,0.6898089,"\int \frac{8 x+e^x x \left(-3-3 x-x^2\right)}{64 x+16 e^x x^2+e^{2 x} x^3} \, dx","Int[(8*x + E^x*x*(-3 - 3*x - x^2))/(64*x + 16*E^x*x^2 + E^(2*x)*x^3),x]","\int \frac{8 x+e^x x \left(-3-3 x-x^2\right)}{64 x+16 e^x x^2+e^{2 x} x^3} \, dx","\frac{x+3}{e^x x+8}",1,"32*Defer[Int][(8 + E^x*x)^(-2), x] + 24*Defer[Int][1/(x*(8 + E^x*x)^2), x] + 8*Defer[Int][x/(8 + E^x*x)^2, x] - 3*Defer[Int][(8 + E^x*x)^(-1), x] - 3*Defer[Int][1/(x*(8 + E^x*x)), x] - Defer[Int][x/(8 + E^x*x), x]","F",0,0,0,0,-1,"{}"
4619,1,48,0,0.0326428,"\int \frac{-75-500 x-565 x^2+36 x^4+\left(-600-1920 x+440 x^2\right) \log (4)+\left(-1200+320 x-16 x^2\right) \log ^2(4)}{x^4} \, dx","Int[(-75 - 500*x - 565*x^2 + 36*x^4 + (-600 - 1920*x + 440*x^2)*Log[4] + (-1200 + 320*x - 16*x^2)*Log[4]^2)/x^4,x]","\frac{25 (1+\log (256))^2}{x^3}+\frac{10 \left(25-16 \log ^2(4)+96 \log (4)\right)}{x^2}+36 x+\frac{565+16 \log ^2(4)-440 \log (4)}{x}","\frac{\left(-x-\frac{(x-5) (x+4 (x+\log (4))+1)}{x}+1\right)^2}{x}+4",1,"36*x + (10*(25 + 96*Log[4] - 16*Log[4]^2))/x^2 + (565 - 440*Log[4] + 16*Log[4]^2)/x + (25*(1 + Log[256])^2)/x^3","A",2,1,47,0.02128,1,"{14}"
4620,0,0,0,3.4258096,"\int \frac{-5 e+5 e^{e^5 x^2+x^3}+5 x+\left(5 e-10 x+e^{e^5 x^2+x^3} \left(-5-10 e^5 x^2-15 x^3\right)\right) \log (x)}{e^2 x^2+e^{2 e^5 x^2+2 x^3} x^2-2 e x^3+x^4+e^{e^5 x^2+x^3} \left(-2 e x^2+2 x^3\right)} \, dx","Int[(-5*E + 5*E^(E^5*x^2 + x^3) + 5*x + (5*E - 10*x + E^(E^5*x^2 + x^3)*(-5 - 10*E^5*x^2 - 15*x^3))*Log[x])/(E^2*x^2 + E^(2*E^5*x^2 + 2*x^3)*x^2 - 2*E*x^3 + x^4 + E^(E^5*x^2 + x^3)*(-2*E*x^2 + 2*x^3)),x]","\int \frac{-5 e+5 e^{e^5 x^2+x^3}+5 x+\left(5 e-10 x+e^{e^5 x^2+x^3} \left(-5-10 e^5 x^2-15 x^3\right)\right) \log (x)}{e^2 x^2+e^{2 e^5 x^2+2 x^3} x^2-2 e x^3+x^4+e^{e^5 x^2+x^3} \left(-2 e x^2+2 x^3\right)} \, dx","\frac{5 \log (x)}{x \left(e^{x^2 \left(x+e^5\right)}+x-e\right)}",1,"-10*Log[x]*Defer[Int][E^(5 + E^5*x^2 + x^3)/(E - E^(x^2*(E^5 + x)) - x)^2, x] - 15*E*Log[x]*Defer[Int][x/(E - E^(x^2*(E^5 + x)) - x)^2, x] - 5*Log[x]*Defer[Int][1/(x*(-E + E^(x^2*(E^5 + x)) + x)^2), x] + 15*Log[x]*Defer[Int][x^2/(-E + E^(x^2*(E^5 + x)) + x)^2, x] + 5*Defer[Int][1/(x^2*(-E + E^(x^2*(E^5 + x)) + x)), x] - 5*Log[x]*Defer[Int][1/(x^2*(-E + E^(x^2*(E^5 + x)) + x)), x] - 15*Log[x]*Defer[Int][x/(-E + E^(x^2*(E^5 + x)) + x), x] + 10*Defer[Int][Defer[Int][E^(5 + E^5*x^2 + x^3)/(-E + E^(x^2*(E^5 + x)) + x)^2, x]/x, x] + 5*Defer[Int][Defer[Int][1/(x*(-E + E^(x^2*(E^5 + x)) + x)^2), x]/x, x] + 15*E*Defer[Int][Defer[Int][x/(-E + E^(x^2*(E^5 + x)) + x)^2, x]/x, x] - 15*Defer[Int][Defer[Int][x^2/(-E + E^(x^2*(E^5 + x)) + x)^2, x]/x, x] + 5*Defer[Int][Defer[Int][1/(x^2*(-E + E^(x^2*(E^5 + x)) + x)), x]/x, x] + 15*Defer[Int][Defer[Int][x/(-E + E^(x^2*(E^5 + x)) + x), x]/x, x]","F",0,0,0,0,-1,"{}"
4621,0,0,0,2.5667138,"\int \frac{e^{\frac{8}{9} e^{-2 x} x^2} \left(-72 e^{2+2 x}+e^2 \left(64 x^2-64 x^3\right)+e^{2 x} \left(-144 e^{2+2 x}+e^2 \left(64 x-64 x^2\right)\right)\right)}{9 e^{8 x}+27 e^{6 x} x+27 e^{4 x} x^2+9 e^{2 x} x^3} \, dx","Int[(E^((8*x^2)/(9*E^(2*x)))*(-72*E^(2 + 2*x) + E^2*(64*x^2 - 64*x^3) + E^(2*x)*(-144*E^(2 + 2*x) + E^2*(64*x - 64*x^2))))/(9*E^(8*x) + 27*E^(6*x)*x + 27*E^(4*x)*x^2 + 9*E^(2*x)*x^3),x]","\int \frac{e^{\frac{8}{9} e^{-2 x} x^2} \left(-72 e^{2+2 x}+e^2 \left(64 x^2-64 x^3\right)+e^{2 x} \left(-144 e^{2+2 x}+e^2 \left(64 x-64 x^2\right)\right)\right)}{9 e^{8 x}+27 e^{6 x} x+27 e^{4 x} x^2+9 e^{2 x} x^3} \, dx","\frac{4 e^{\frac{8}{9} e^{-2 x} x^2+2}}{\left(x+e^{2 x}\right)^2}",1,"8*Defer[Int][(E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))*x)/(E^(2*x) + x)^3, x] - 16*Defer[Int][(E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))*x^2)/(E^(2*x) + x)^3, x] - 8*Defer[Int][E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))/(E^(2*x) + x)^2, x] + (352*Defer[Int][(E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))*x)/(E^(2*x) + x)^2, x])/9 - (64*Defer[Int][(E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))*x^2)/(E^(2*x) + x)^2, x])/9 - 16*Defer[Int][E^(2 - 2*x + (8*x^2)/(9*E^(2*x)))/(E^(2*x) + x), x]","F",0,0,0,0,-1,"{}"
4622,1,18,0,0.0109142,"\int \frac{-5+\log \left(\frac{3}{x}\right)}{x^2} \, dx","Int[(-5 + Log[3/x])/x^2,x]","\frac{1}{x}+\frac{5-\log \left(\frac{3}{x}\right)}{x}","\frac{6-\log \left(\frac{3}{x}\right)}{x}",1,"x^(-1) + (5 - Log[3/x])/x","A",1,1,12,0.08333,1,"{2304}"
4623,0,0,0,2.1867723,"\int \frac{\exp \left(\frac{2 x \log (2)+\log (2) \log (2 x)+\log (-4+2 x)}{\log (2)}\right) \left(x+x^2+\left(-2-3 x-2 x^2+2 x^3\right) \log (2)\right)}{\left(-2 x-3 x^2+x^4\right) \log (2)} \, dx","Int[(E^((2*x*Log[2] + Log[2]*Log[2*x] + Log[-4 + 2*x])/Log[2])*(x + x^2 + (-2 - 3*x - 2*x^2 + 2*x^3)*Log[2]))/((-2*x - 3*x^2 + x^4)*Log[2]),x]","\int \frac{\exp \left(\frac{2 x \log (2)+\log (2) \log (2 x)+\log (-4+2 x)}{\log (2)}\right) \left(x+x^2+\left(-2-3 x-2 x^2+2 x^3\right) \log (2)\right)}{\left(-2 x-3 x^2+x^4\right) \log (2)} \, dx","\frac{e^{x \left(\frac{\log (2 x)+\frac{\log (2 x-4)}{\log (2)}}{x}+2\right)}}{x+1}",1,"(2*E^4*(-4 + 2*x)^Log[2]^(-1)*Gamma[1 + Log[2]^(-1), 4 - 2*x])/(4 - 2*x)^Log[2]^(-1) - (2*E^4*(-4 + 2*x)^Log[2]^(-1)*Gamma[Log[2]^(-1), 4 - 2*x]*(1 - Log[4]))/((4 - 2*x)^Log[2]^(-1)*Log[2]) - (4*Log[8]*Defer[Int][(E^(2*x)*(-4 + 2*x)^(-1 + Log[2]^(-1)))/(1 + x)^2, x])/Log[2] - (4*(1 - Log[128])*Defer[Int][(E^(2*x)*(-4 + 2*x)^(-1 + Log[2]^(-1)))/(1 + x), x])/Log[2]","F",0,0,0,0,-1,"{}"
4624,0,0,0,0.6162292,"\int \frac{125+e^{1+\frac{1}{25} (-25 x+e x)}+150 x}{-25+25 e^{\frac{1}{25} (-25 x+e x)}+150 x} \, dx","Int[(125 + E^(1 + (-25*x + E*x)/25) + 150*x)/(-25 + 25*E^((-25*x + E*x)/25) + 150*x),x]","\int \frac{125+e^{1+\frac{1}{25} (-25 x+e x)}+150 x}{-25+25 e^{\frac{1}{25} (-25 x+e x)}+150 x} \, dx","x+\log \left(6 x+e^{\frac{e x}{25}-x}-1\right)",1,"(E*x)/25 + (125 + E)*Defer[Subst][Defer[Int][(-1 + E^((-25 + E)*x) + 150*x)^(-1), x], x, x/25] + 150*(25 - E)*Defer[Subst][Defer[Int][x/(-1 + E^((-25 + E)*x) + 150*x), x], x, x/25]","F",0,0,0,0,-1,"{}"
4625,0,0,0,0.9966881,"\int \frac{1}{36} e^{\frac{1}{9} \left(-45-9 e^x+4 x\right)} \left(-56-40 x+16 x^2+e^x \left(-441+252 x-36 x^2\right)\right) \, dx","Int[(E^((-45 - 9*E^x + 4*x)/9)*(-56 - 40*x + 16*x^2 + E^x*(-441 + 252*x - 36*x^2)))/36,x]","\int \frac{1}{36} e^{\frac{1}{9} \left(-45-9 e^x+4 x\right)} \left(-56-40 x+16 x^2+e^x \left(-441+252 x-36 x^2\right)\right) \, dx","e^{-5 \left(\frac{x}{9}+1\right)-e^x+x} \left(\frac{7}{2}-x\right)^2",1,"(-14*Defer[Int][E^((-45 - 9*E^x + 4*x)/9), x])/9 - (49*Defer[Int][E^((-45 - 9*E^x + 13*x)/9), x])/4 - (10*Defer[Int][E^((-45 - 9*E^x + 4*x)/9)*x, x])/9 + 7*Defer[Int][E^((-45 - 9*E^x + 13*x)/9)*x, x] + (4*Defer[Int][E^((-45 - 9*E^x + 4*x)/9)*x^2, x])/9 - Defer[Int][E^((-45 - 9*E^x + 13*x)/9)*x^2, x]","F",0,0,0,0,-1,"{}"
4626,1,6,0,0.0020866,"\int \frac{1-3 x}{x} \, dx","Int[(1 - 3*x)/x,x]","\log (x)-3 x","-3 x+\log (x)-390621",1,"-3*x + Log[x]","A",2,1,9,0.1111,1,"{43}"
4627,0,0,0,14.2325061,"\int \frac{\exp \left(\frac{9+24 x^2+72 x^3+70 x^4+96 x^5+216 x^6+216 x^7+81 x^8}{3 x+x^2}\right) \left(-27-18 x+72 x^2+432 x^3+702 x^4+1292 x^5+3528 x^6+4752 x^7+2781 x^8+486 x^9\right)}{9 x^2+6 x^3+x^4} \, dx","Int[(E^((9 + 24*x^2 + 72*x^3 + 70*x^4 + 96*x^5 + 216*x^6 + 216*x^7 + 81*x^8)/(3*x + x^2))*(-27 - 18*x + 72*x^2 + 432*x^3 + 702*x^4 + 1292*x^5 + 3528*x^6 + 4752*x^7 + 2781*x^8 + 486*x^9))/(9*x^2 + 6*x^3 + x^4),x]","\int \frac{\exp \left(\frac{9+24 x^2+72 x^3+70 x^4+96 x^5+216 x^6+216 x^7+81 x^8}{3 x+x^2}\right) \left(-27-18 x+72 x^2+432 x^3+702 x^4+1292 x^5+3528 x^6+4752 x^7+2781 x^8+486 x^9\right)}{9 x^2+6 x^3+x^4} \, dx","e^{\frac{\left(\left(3 \left(x^2+x\right)-x\right)^2+3\right)^2}{x (x+3)}}-2",1,"-7293*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x))), x] - 3*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))/x^2, x] + 4910*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))*x, x] - 2385*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))*x^2, x] + 1188*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))*x^3, x] - 135*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))*x^4, x] + 486*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))*x^5, x] + 65712*Defer[Int][E^((3 + 4*x^2 + 12*x^3 + 9*x^4)^2/(x*(3 + x)))/(3 + x)^2, x]","F",0,0,0,0,-1,"{}"
4628,0,0,0,4.1561037,"\int \frac{\exp \left(\frac{-5-14 x-5 x^2-x^3-x^4+\left(-2 x^2-x^3\right) \log (3)}{1+2 x+x^2}\right) \left(-4+4 x-3 x^2-5 x^3-2 x^4+\left(-4 x-3 x^2-x^3\right) \log (3)\right)}{1+3 x+3 x^2+x^3} \, dx","Int[(E^((-5 - 14*x - 5*x^2 - x^3 - x^4 + (-2*x^2 - x^3)*Log[3])/(1 + 2*x + x^2))*(-4 + 4*x - 3*x^2 - 5*x^3 - 2*x^4 + (-4*x - 3*x^2 - x^3)*Log[3]))/(1 + 3*x + 3*x^2 + x^3),x]","\int \frac{\exp \left(\frac{-5-14 x-5 x^2-x^3-x^4+\left(-2 x^2-x^3\right) \log (3)}{1+2 x+x^2}\right) \left(-4+4 x-3 x^2-5 x^3-2 x^4+\left(-4 x-3 x^2-x^3\right) \log (3)\right)}{1+3 x+3 x^2+x^3} \, dx","\exp \left(\frac{x (x+2) (x (-x+1-\log (3))-2)}{(x+1)^2}-5\right)",1,"(1 - Log[3])*Defer[Int][E^(-((5 + 14*x + x^4 + x^3*(1 + Log[3]) + x^2*(5 + Log[9]))/(1 + x)^2)), x] - 2*Defer[Int][x/E^((5 + 14*x + x^4 + x^3*(1 + Log[3]) + x^2*(5 + Log[9]))/(1 + x)^2), x] - (8 - Log[9])*Defer[Int][1/(E^((5 + 14*x + x^4 + x^3*(1 + Log[3]) + x^2*(5 + Log[9]))/(1 + x)^2)*(1 + x)^3), x] + (3 - Log[3])*Defer[Int][1/(E^((5 + 14*x + x^4 + x^3*(1 + Log[3]) + x^2*(5 + Log[9]))/(1 + x)^2)*(1 + x)^2), x]","F",0,0,0,0,-1,"{}"
4629,0,0,0,32.5670898,"\int \frac{81 x^2+18 x^4+x^6+\left(162 x+18 x^3\right) \log (2)+81 \log ^2(2)+\left(-81 x^2-18 x^3-18 x^4-2 x^5-x^6+\left(-162 x-18 x^2-18 x^3\right) \log (2)-81 \log ^2(2)\right) \log (x)+\left(18 x^3+x^4+2 x^5+18 x^2 \log (2)\right) \log ^2(x)-x^4 \log ^3(x)+e^{-\frac{3}{-9 x-x^3-9 \log (2)+x^2 \log (x)}} \left(27 x+78 x^2+9 x^3+18 x^4+x^6+\left(162 x+18 x^3\right) \log (2)+81 \log ^2(2)+\left(-6 x^2-18 x^3-2 x^5-18 x^2 \log (2)\right) \log (x)+x^4 \log ^2(x)\right)}{81 x^4+18 x^6+x^8+\left(162 x^3+18 x^5\right) \log (2)+81 x^2 \log ^2(2)+\left(-18 x^5-2 x^7-18 x^4 \log (2)\right) \log (x)+x^6 \log ^2(x)} \, dx","Int[(81*x^2 + 18*x^4 + x^6 + (162*x + 18*x^3)*Log[2] + 81*Log[2]^2 + (-81*x^2 - 18*x^3 - 18*x^4 - 2*x^5 - x^6 + (-162*x - 18*x^2 - 18*x^3)*Log[2] - 81*Log[2]^2)*Log[x] + (18*x^3 + x^4 + 2*x^5 + 18*x^2*Log[2])*Log[x]^2 - x^4*Log[x]^3 + (27*x + 78*x^2 + 9*x^3 + 18*x^4 + x^6 + (162*x + 18*x^3)*Log[2] + 81*Log[2]^2 + (-6*x^2 - 18*x^3 - 2*x^5 - 18*x^2*Log[2])*Log[x] + x^4*Log[x]^2)/E^(3/(-9*x - x^3 - 9*Log[2] + x^2*Log[x])))/(81*x^4 + 18*x^6 + x^8 + (162*x^3 + 18*x^5)*Log[2] + 81*x^2*Log[2]^2 + (-18*x^5 - 2*x^7 - 18*x^4*Log[2])*Log[x] + x^6*Log[x]^2),x]","\int \frac{81 x^2+18 x^4+x^6+\left(162 x+18 x^3\right) \log (2)+81 \log ^2(2)+\left(-81 x^2-18 x^3-18 x^4-2 x^5-x^6+\left(-162 x-18 x^2-18 x^3\right) \log (2)-81 \log ^2(2)\right) \log (x)+\left(18 x^3+x^4+2 x^5+18 x^2 \log (2)\right) \log ^2(x)-x^4 \log ^3(x)+e^{-\frac{3}{-9 x-x^3-9 \log (2)+x^2 \log (x)}} \left(27 x+78 x^2+9 x^3+18 x^4+x^6+\left(162 x+18 x^3\right) \log (2)+81 \log ^2(2)+\left(-6 x^2-18 x^3-2 x^5-18 x^2 \log (2)\right) \log (x)+x^4 \log ^2(x)\right)}{81 x^4+18 x^6+x^8+\left(162 x^3+18 x^5\right) \log (2)+81 x^2 \log ^2(2)+\left(-18 x^5-2 x^7-18 x^4 \log (2)\right) \log (x)+x^6 \log ^2(x)} \, dx","\frac{\log (x)-e^{\frac{1}{3 \left(\frac{1}{9} x^2 (x-\log (x))+x+\log (2)\right)}}}{x}",1,"(-6*Log[2])/x^3 + (2*Log[512])/(3*x^3) + Log[x]/x + Defer[Int][E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))/x^2, x] + 81*Defer[Int][(9*x + x^3 + Log[512] - x^2*Log[x])^(-2), x] - 54*Log[512]*Defer[Int][(9*x + x^3 + Log[512] - x^2*Log[x])^(-2), x] - 54*(3 + Log[512])*Defer[Int][(9*x + x^3 + Log[512] - x^2*Log[x])^(-2), x] + 9*(9 + 36*Log[2] + 8*Log[512])*Defer[Int][(9*x + x^3 + Log[512] - x^2*Log[x])^(-2), x] - 3*Defer[Int][E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 18*Log[2]*Log[512]^2*Defer[Int][1/(x^4*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 2*Log[512]^3*Defer[Int][1/(x^4*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 54*Log[512]^2*Defer[Int][1/(x^3*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + 18*Log[512]*Log[134217728]*Defer[Int][1/(x^3*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + 81*Log[2]^2*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 243*Log[512]*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + 9*Log[2]*(486 + Log[512])*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - Log[512]*(243 + 2*Log[512])*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + (81*Log[2]^2 + Log[512]^2 - Log[512]*Log[262144] - Log[18014398509481984])*Defer[Int][E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + 162*Log[2]*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 3*(243 + Log[512]^2)*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 3*(243 + 12*Log[512] + Log[512]^2)*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] + 2*(729 + 9*(1 + Log[4])*Log[512] + Log[512]^2)*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 27*Defer[Int][E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))/(x*(9*x + x^3 + Log[512] - x^2*Log[x])^2), x] - 243*Defer[Int][x/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 18*Log[2]*Defer[Int][x/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 2*(243 + Log[512])*Defer[Int][x/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] - (243 + 4*Log[512])*Defer[Int][x/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 3*Defer[Int][(E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))*x)/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 18*Defer[Int][x^2/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] - 3*Log[512]*Defer[Int][x^2/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] + 6*(3 + Log[512])*Defer[Int][x^2/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] - 3*(12 + Log[512])*Defer[Int][x^2/(9*x + x^3 + Log[512] - x^2*Log[x])^2, x] - 36*Log[2]*Log[512]*Defer[Int][1/(x^4*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + 4*Log[512]^2*Defer[Int][1/(x^4*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + 243*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])), x] - 2*(162 + Log[512])*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + (81 + 2*Log[512])*Defer[Int][1/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + 6*Defer[Int][E^(3/(9*x + x^3 + Log[512] - x^2*Log[x]))/(x^2*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + 6*Log[512]*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])), x] + 2*(9 + Log[512])*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])), x] - 2*(9 + 2*Log[262144])*Defer[Int][1/(x*(9*x + x^3 + Log[512] - x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
4630,1,11,0,0.0033592,"\int \frac{1}{4} (1+\log (9 x \log (4))) \, dx","Int[(1 + Log[9*x*Log[4]])/4,x]","\frac{1}{4} x \log (9 x \log (4))","\frac{1}{4} x \log (9 x \log (4))+81",1,"(x*Log[9*x*Log[4]])/4","A",3,2,12,0.1667,1,"{12, 2295}"
4631,1,22,0,0.0459877,"\int \frac{289 x-289 x^2+e^{2 x} (-1156+2312 x)}{4 x^2} \, dx","Int[(289*x - 289*x^2 + E^(2*x)*(-1156 + 2312*x))/(4*x^2),x]","-\frac{289 x}{4}+\frac{289 e^{2 x}}{x}+\frac{289 \log (x)}{4}","3-\frac{289}{4} \left(x-\frac{4 e^{2 x}}{x}-\log (3 x)\right)",1,"(289*E^(2*x))/x - (289*x)/4 + (289*Log[x])/4","A",6,4,27,0.1481,1,"{12, 14, 43, 2197}"
4632,0,0,0,4.496537,"\int \frac{1-2 x-4 x^3+e^{-2 x} \left(4+4 x^2\right) (4+4 \log (5))^2+\left(4 x^2-4 e^{-2 x} x (4+4 \log (5))^2\right) \log \left(-x+e^{-2 x} (4+4 \log (5))^2\right)+\left(-x+e^{-2 x} (4+4 \log (5))^2\right) \log ^2\left(-x+e^{-2 x} (4+4 \log (5))^2\right)}{-4 x^3+4 e^{-2 x} x^2 (4+4 \log (5))^2+\left(4 x^2-4 e^{-2 x} x (4+4 \log (5))^2\right) \log \left(-x+e^{-2 x} (4+4 \log (5))^2\right)+\left(-x+e^{-2 x} (4+4 \log (5))^2\right) \log ^2\left(-x+e^{-2 x} (4+4 \log (5))^2\right)} \, dx","Int[(1 - 2*x - 4*x^3 + ((4 + 4*x^2)*(4 + 4*Log[5])^2)/E^(2*x) + (4*x^2 - (4*x*(4 + 4*Log[5])^2)/E^(2*x))*Log[-x + (4 + 4*Log[5])^2/E^(2*x)] + (-x + (4 + 4*Log[5])^2/E^(2*x))*Log[-x + (4 + 4*Log[5])^2/E^(2*x)]^2)/(-4*x^3 + (4*x^2*(4 + 4*Log[5])^2)/E^(2*x) + (4*x^2 - (4*x*(4 + 4*Log[5])^2)/E^(2*x))*Log[-x + (4 + 4*Log[5])^2/E^(2*x)] + (-x + (4 + 4*Log[5])^2/E^(2*x))*Log[-x + (4 + 4*Log[5])^2/E^(2*x)]^2),x]","\int \frac{1-2 x-4 x^3+e^{-2 x} \left(4+4 x^2\right) (4+4 \log (5))^2+\left(4 x^2-4 e^{-2 x} x (4+4 \log (5))^2\right) \log \left(-x+e^{-2 x} (4+4 \log (5))^2\right)+\left(-x+e^{-2 x} (4+4 \log (5))^2\right) \log ^2\left(-x+e^{-2 x} (4+4 \log (5))^2\right)}{-4 x^3+4 e^{-2 x} x^2 (4+4 \log (5))^2+\left(4 x^2-4 e^{-2 x} x (4+4 \log (5))^2\right) \log \left(-x+e^{-2 x} (4+4 \log (5))^2\right)+\left(-x+e^{-2 x} (4+4 \log (5))^2\right) \log ^2\left(-x+e^{-2 x} (4+4 \log (5))^2\right)} \, dx","x+\frac{1}{\log \left(e^{-2 x} (4+4 \log (5))^2-x\right)-2 x}",1,"x + 2*Defer[Int][(2*x - Log[-x + (16*(1 + Log[5])^2)/E^(2*x)])^(-2), x] - Defer[Int][1/(x*(2*x - Log[-x + (16*(1 + Log[5])^2)/E^(2*x)])^2), x] + 32*(1 + Log[5])^2*Defer[Int][1/((-(E^(2*x)*x) + 16*(1 + Log[5]*(2 + Log[5])))*(2*x - Log[-x + (16*(1 + Log[5])^2)/E^(2*x)])^2), x] + 16*(1 + Log[5])^2*Defer[Int][1/(x*(-(E^(2*x)*x) + 16*(1 + Log[5]*(2 + Log[5])))*(2*x - Log[-x + (16*(1 + Log[5])^2)/E^(2*x)])^2), x]","F",0,0,0,0,-1,"{}"
4633,1,40,0,0.1476416,"\int \frac{-8 x-6 e x+2 e^4 x-4 e^2 x^2}{16+9 e^2+e^8-8 e^6 x-32 x^2+16 x^4+e \left(24-24 x^2\right)+e^4 \left(-8-6 e+24 x^2\right)+e^2 \left(32 x+24 e x-32 x^3\right)} \, dx","Int[(-8*x - 6*E*x + 2*E^4*x - 4*E^2*x^2)/(16 + 9*E^2 + E^8 - 8*E^6*x - 32*x^2 + 16*x^4 + E*(24 - 24*x^2) + E^4*(-8 - 6*E + 24*x^2) + E^2*(32*x + 24*E*x - 32*x^3)),x]","-\frac{4 e^2 x-e^4+3 e+4}{4 \left(-4 \left(x-\frac{e^2}{2}\right)^2+3 e+4\right)}","\frac{x^2}{\left(2 x-e^2\right)^2-3 e-4}",1,"-1/4*(4 + 3*E - E^4 + 4*E^2*x)/(4 + 3*E - 4*(-1/2*E^2 + x)^2)","A",5,4,91,0.04396,1,"{6, 1593, 1680, 776}"
4634,1,8,0,0.001028,"\int \frac{1}{200 e^8} \, dx","Int[1/(200*E^8),x]","\frac{x}{200 e^8}","\frac{1}{25} x e^{7-3 (5+\log (2))}",1,"x/(200*E^8)","A",1,1,7,0.1429,1,"{8}"
4635,1,19,0,0.0752671,"\int \frac{-62-32 x-4 x^2+\left(32+16 x+2 x^2\right) \log (2 x)+\left(16+8 x+x^2\right) \log ^2(2 x)}{16+8 x+x^2} \, dx","Int[(-62 - 32*x - 4*x^2 + (32 + 16*x + 2*x^2)*Log[2*x] + (16 + 8*x + x^2)*Log[2*x]^2)/(16 + 8*x + x^2),x]","-4 x-\frac{2}{x+4}+x \log ^2(2 x)","-x \left(\frac{x+\frac{2}{x+4}}{x}-\log ^2(2 x)\right)-3 (x-\log (3))+3",1,"-4*x - 2/(4 + x) + x*Log[2*x]^2","A",8,5,51,0.09804,1,"{27, 6688, 683, 2295, 2296}"
4636,1,18,0,0.0055348,"\int \left(2+\left(-2 x+8 x^3\right) \log (2)\right) \, dx","Int[2 + (-2*x + 8*x^3)*Log[2],x]","2 x^4 \log (2)-x^2 \log (2)+2 x","2 x \left(x^3 \log (2)+1\right)-x^2 \log (2)",1,"2*x - x^2*Log[2] + 2*x^4*Log[2]","A",2,0,14,0,1,"{}"
4637,1,27,0,1.0846306,"\int \frac{-45-8 x+5 x^2+e^x \left(12 x+3 x^2\right)+\left(-15-2 x+3 e^x x+x^2\right) \log \left(\frac{1}{3} \left(-60-8 x+12 e^x x+4 x^2\right)\right)}{-15-2 x+3 e^x x+x^2} \, dx","Int[(-45 - 8*x + 5*x^2 + E^x*(12*x + 3*x^2) + (-15 - 2*x + 3*E^x*x + x^2)*Log[(-60 - 8*x + 12*E^x*x + 4*x^2)/3])/(-15 - 2*x + 3*E^x*x + x^2),x]","x \log \left(-\frac{4}{3} \left(-x^2+\left(2-3 e^x\right) x+15\right)\right)+3 x","x \left(\log \left(4 \left(e^x x-\frac{1}{3} (2-x) x-5\right)\right)+3\right)",1,"3*x + x*Log[(-4*(15 + (2 - 3*E^x)*x - x^2))/3]","A",9,2,76,0.02632,1,"{6742, 2548}"
4638,0,0,0,0.7366149,"\int \frac{-8 x+\left(-24-8 x-8 x^2 \log (3)\right) \log (3+x)+\left(-24 x-8 x^2\right) \log (3) \log ^2(3+x)+\left(3 x^3+x^4\right) \log ^3(3+x)}{\left(12 x^3+4 x^4\right) \log ^3(3+x)} \, dx","Int[(-8*x + (-24 - 8*x - 8*x^2*Log[3])*Log[3 + x] + (-24*x - 8*x^2)*Log[3]*Log[3 + x]^2 + (3*x^3 + x^4)*Log[3 + x]^3)/((12*x^3 + 4*x^4)*Log[3 + x]^3),x]","\int \frac{-8 x+\left(-24-8 x-8 x^2 \log (3)\right) \log (3+x)+\left(-24 x-8 x^2\right) \log (3) \log ^2(3+x)+\left(3 x^3+x^4\right) \log ^3(3+x)}{\left(12 x^3+4 x^4\right) \log ^3(3+x)} \, dx","\frac{x}{4}+\left(\frac{1}{x \log (x+3)}+\log (3)\right)^2",1,"x/4 + 1/(9*Log[3 + x]^2) - (2*Log[3])/(3*Log[3 + x]) - (2*Defer[Int][1/(x^2*Log[3 + x]^3), x])/3 + (2*Defer[Int][1/(x*Log[3 + x]^3), x])/9 - 2*Defer[Int][1/(x^3*Log[3 + x]^2), x] - (2*Log[3]*Defer[Int][1/(x*Log[3 + x]^2), x])/3 - Log[9]*Defer[Int][1/(x^2*Log[3 + x]), x]","F",0,0,0,0,-1,"{}"
4639,1,9,0,0.0025512,"\int \left(-1-\log \left(x^2\right)\right) \, dx","Int[-1 - Log[x^2],x]","x-x \log \left(x^2\right)","x \left(-\log \left(x^2\right)\right)+x-e^5+3",1,"x - x*Log[x^2]","A",2,1,8,0.1250,1,"{2295}"
4640,0,0,0,3.1723439,"\int \frac{6 x^2+x^{\frac{1}{x}} \left(3+x+4 x^2+x^3+(-3-x) \log (x)\right)}{6 x^2+x^{\frac{1}{x}} \left(3 x^2+x^3\right)} \, dx","Int[(6*x^2 + x^x^(-1)*(3 + x + 4*x^2 + x^3 + (-3 - x)*Log[x]))/(6*x^2 + x^x^(-1)*(3*x^2 + x^3)),x]","\int \frac{6 x^2+x^{\frac{1}{x}} \left(3+x+4 x^2+x^3+(-3-x) \log (x)\right)}{6 x^2+x^{\frac{1}{x}} \left(3 x^2+x^3\right)} \, dx","\log \left(-\left((x+3) x^{\frac{1}{x}}\right)-6\right)+x-1",1,"x + Log[x]/x + Log[3 + x] - 6*Defer[Int][1/(x^2*(6 + x^(1 + x^(-1)) + 3*x^x^(-1))), x] + 6*Log[x]*Defer[Int][1/(x^2*(6 + x^(1 + x^(-1)) + 3*x^x^(-1))), x] - 6*Defer[Int][1/((3 + x)*(6 + x^(1 + x^(-1)) + 3*x^x^(-1))), x] - 6*Defer[Int][Defer[Int][1/(x^2*(6 + x^(1 + x^(-1)) + 3*x^x^(-1))), x]/x, x]","F",0,0,0,0,-1,"{}"
4641,1,33,0,0.0330358,"\int \frac{e^3 (31+9 x)+\left(12+28 x+8 x^2\right) \log (5)}{e^3 (12+4 x)} \, dx","Int[(E^3*(31 + 9*x) + (12 + 28*x + 8*x^2)*Log[5])/(E^3*(12 + 4*x)),x]","\frac{x^2 \log (25)}{2 e^3}+\frac{x \left(9 e^3+\log (625)\right)}{4 e^3}+\log (x+3)","\frac{\left(x^2+x+3\right) \log (5)}{e^3}+\frac{9 x}{4}+\log (x+3)",1,"(x^2*Log[25])/(2*E^3) + (x*(9*E^3 + Log[625]))/(4*E^3) + Log[3 + x]","A",3,2,34,0.05882,1,"{12, 1850}"
4642,0,0,0,3.6254583,"\int \frac{-520+40 e^4-20 x+e^{-x+x^2} \left(-52+24 x-50 x^2-4 x^3+e^4 \left(4-2 x+4 x^2\right)\right)}{100 x^3+20 e^{-x+x^2} x^3+e^{-2 x+2 x^2} x^3} \, dx","Int[(-520 + 40*E^4 - 20*x + E^(-x + x^2)*(-52 + 24*x - 50*x^2 - 4*x^3 + E^4*(4 - 2*x + 4*x^2)))/(100*x^3 + 20*E^(-x + x^2)*x^3 + E^(-2*x + 2*x^2)*x^3),x]","\int \frac{-520+40 e^4-20 x+e^{-x+x^2} \left(-52+24 x-50 x^2-4 x^3+e^4 \left(4-2 x+4 x^2\right)\right)}{100 x^3+20 e^{-x+x^2} x^3+e^{-2 x+2 x^2} x^3} \, dx","\frac{x-e^4+13}{\left(\frac{1}{2} e^{(x-1) x}+5\right) x^2}",1,"40*Defer[Int][E^(2*x)/(10*E^x + E^x^2)^2, x] - 4*Defer[Int][E^x/(10*E^x + E^x^2), x] - 4*(13 - E^4)*Defer[Int][E^x/((10*E^x + E^x^2)*x^3), x] - 20*(13 - E^4)*Defer[Int][E^(2*x)/((10*E^x + E^x^2)^2*x^2), x] + 2*(12 - E^4)*Defer[Int][E^x/((10*E^x + E^x^2)*x^2), x] + 20*(25 - 2*E^4)*Defer[Int][E^(2*x)/((10*E^x + E^x^2)^2*x), x] - 2*(25 - 2*E^4)*Defer[Int][E^x/((10*E^x + E^x^2)*x), x]","F",0,0,0,0,-1,"{}"
4643,-1,0,0,180.0087628,"\int \frac{-16384 x^2-90112 x^3-236544 x^4-311808 x^5-108800 x^6+263744 x^7+404160 x^8+167680 x^9-15488 x^{10}+436 x^{11}-4 x^{12}+e^9 \left(-256 x^8+256 x^9\right)+e^6 \left(-3072 x^6-3584 x^7+384 x^8+7104 x^9-192 x^{10}\right)+e^3 \left(-12288 x^4-40960 x^5-57600 x^6-2944 x^7+70912 x^8+61856 x^9-3504 x^{10}+48 x^{11}\right)+\left(16384 x+81920 x^2+193536 x^3+163328 x^4-204544 x^5-671168 x^6-709472 x^7-241792 x^8+22976 x^9-652 x^{10}+6 x^{11}+e^9 \left(256 x^7-384 x^8\right)+e^6 \left(3072 x^5+2048 x^6-4352 x^7-10560 x^8+288 x^9\right)+e^3 \left(12288 x^3+34816 x^4+30976 x^5-56960 x^6-141568 x^7-90816 x^8+5232 x^9-72 x^{10}\right)\right) \log \left(x^2\right)+\left(8192 x+43008 x^2+148480 x^3+313344 x^4+407424 x^5+305312 x^6+74112 x^7+128 e^9 x^7-7488 x^8+216 x^9-2 x^{10}+e^6 \left(1536 x^5+3968 x^6+3456 x^7-96 x^8\right)+e^3 \left(6144 x^3+26624 x^4+59904 x^5+70656 x^6+28960 x^7-1728 x^8+24 x^9\right)\right) \log ^2\left(x^2\right)}{4096+36864 x+138240 x^2+275712 x^3+306432 x^4+176256 x^5+36336 x^6+64 e^9 x^6-3744 x^7+108 x^8-x^9+e^6 \left(768 x^4+2304 x^5+1728 x^6-48 x^7\right)+e^3 \left(3072 x^2+18432 x^3+41472 x^4+41088 x^5+14400 x^6-864 x^7+12 x^8\right)} \, dx","Int[(-16384*x^2 - 90112*x^3 - 236544*x^4 - 311808*x^5 - 108800*x^6 + 263744*x^7 + 404160*x^8 + 167680*x^9 - 15488*x^10 + 436*x^11 - 4*x^12 + E^9*(-256*x^8 + 256*x^9) + E^6*(-3072*x^6 - 3584*x^7 + 384*x^8 + 7104*x^9 - 192*x^10) + E^3*(-12288*x^4 - 40960*x^5 - 57600*x^6 - 2944*x^7 + 70912*x^8 + 61856*x^9 - 3504*x^10 + 48*x^11) + (16384*x + 81920*x^2 + 193536*x^3 + 163328*x^4 - 204544*x^5 - 671168*x^6 - 709472*x^7 - 241792*x^8 + 22976*x^9 - 652*x^10 + 6*x^11 + E^9*(256*x^7 - 384*x^8) + E^6*(3072*x^5 + 2048*x^6 - 4352*x^7 - 10560*x^8 + 288*x^9) + E^3*(12288*x^3 + 34816*x^4 + 30976*x^5 - 56960*x^6 - 141568*x^7 - 90816*x^8 + 5232*x^9 - 72*x^10))*Log[x^2] + (8192*x + 43008*x^2 + 148480*x^3 + 313344*x^4 + 407424*x^5 + 305312*x^6 + 74112*x^7 + 128*E^9*x^7 - 7488*x^8 + 216*x^9 - 2*x^10 + E^6*(1536*x^5 + 3968*x^6 + 3456*x^7 - 96*x^8) + E^3*(6144*x^3 + 26624*x^4 + 59904*x^5 + 70656*x^6 + 28960*x^7 - 1728*x^8 + 24*x^9))*Log[x^2]^2)/(4096 + 36864*x + 138240*x^2 + 275712*x^3 + 306432*x^4 + 176256*x^5 + 36336*x^6 + 64*E^9*x^6 - 3744*x^7 + 108*x^8 - x^9 + E^6*(768*x^4 + 2304*x^5 + 1728*x^6 - 48*x^7) + E^3*(3072*x^2 + 18432*x^3 + 41472*x^4 + 41088*x^5 + 14400*x^6 - 864*x^7 + 12*x^8)),x]","\text{\$Aborted}","\left(x-\frac{5}{\left(\frac{2}{x}+3\right)^2-\frac{x}{4}+e^3}\right)^2 \left(\log \left(x^2\right)-x\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
4644,1,13,0,0.0599996,"\int \frac{-11+e^x (-1+x)}{x^2} \, dx","Int[(-11 + E^x*(-1 + x))/x^2,x]","\frac{e^x}{x}+\frac{11}{x}","\frac{e^3 x-x+e^x+11}{x}",1,"11/x + E^x/x","A",3,2,13,0.1538,1,"{14, 2197}"
4645,1,62,0,0.2208948,"\int \frac{-11 x+4 \log ^2\left(-5+e^5\right)+x \log \left(\frac{x^4}{16}\right)}{x^3-2 x^2 \log ^2\left(-5+e^5\right)+x \log ^4\left(-5+e^5\right)} \, dx","Int[(-11*x + 4*Log[-5 + E^5]^2 + x*Log[x^4/16])/(x^3 - 2*x^2*Log[-5 + E^5]^2 + x*Log[-5 + E^5]^4),x]","-\frac{x \log \left(\frac{x^4}{16}\right)}{\log ^2\left(e^5-5\right) \left(x-\log ^2\left(e^5-5\right)\right)}+\frac{4 \log (x)}{\log ^2\left(e^5-5\right)}+\frac{7}{x-\log ^2\left(e^5-5\right)}","\frac{\log \left(\frac{x^4}{16}\right)-7}{\log ^2\left(e^5-5\right)-x}",1,"7/(x - Log[-5 + E^5]^2) + (4*Log[x])/Log[-5 + E^5]^2 - (x*Log[x^4/16])/(Log[-5 + E^5]^2*(x - Log[-5 + E^5]^2))","B",8,6,54,0.1111,1,"{1594, 27, 6742, 77, 2314, 31}"
4646,1,14,0,0.014329,"\int -\frac{8}{x \log ^2\left(\frac{4 x^3}{3}\right)} \, dx","Int[-8/(x*Log[(4*x^3)/3]^2),x]","\frac{8}{3 \log \left(\frac{4 x^3}{3}\right)}","\frac{8}{3 \log \left(\frac{4 x^3}{3}\right)}",1,"8/(3*Log[(4*x^3)/3])","A",3,3,15,0.2000,1,"{12, 2302, 30}"
4647,1,16,0,0.1503841,"\int \frac{2 x^2+e^{\frac{3-6 x-2 x^2}{2 x}} \left(-3-2 x^2\right)}{2 x^2} \, dx","Int[(2*x^2 + E^((3 - 6*x - 2*x^2)/(2*x))*(-3 - 2*x^2))/(2*x^2),x]","x+e^{-x+\frac{3}{2 x}-3}","x+e^{-x+\frac{3}{2 x}-3}-1",1,"E^(-3 + 3/(2*x) - x) + x","A",4,3,40,0.07500,1,"{12, 14, 6706}"
4648,0,0,0,6.2558677,"\int \frac{-6-2 x+\left(18+12 x+2 x^2+\left(-27-18 x-3 x^2\right) \log (2)\right) \log (2 x)+3 \log (2 x) \log \left(\frac{25}{\log ^2(2 x)}\right)}{\left(54 x+36 x^2+6 x^3+\left(-81 x-54 x^2-9 x^3\right) \log (2)\right) \log (2 x)+\left(9 x+3 x^2\right) \log (2 x) \log \left(\frac{25}{\log ^2(2 x)}\right)} \, dx","Int[(-6 - 2*x + (18 + 12*x + 2*x^2 + (-27 - 18*x - 3*x^2)*Log[2])*Log[2*x] + 3*Log[2*x]*Log[25/Log[2*x]^2])/((54*x + 36*x^2 + 6*x^3 + (-81*x - 54*x^2 - 9*x^3)*Log[2])*Log[2*x] + (9*x + 3*x^2)*Log[2*x]*Log[25/Log[2*x]^2]),x]","\int \frac{-6-2 x+\left(18+12 x+2 x^2+\left(-27-18 x-3 x^2\right) \log (2)\right) \log (2 x)+3 \log (2 x) \log \left(\frac{25}{\log ^2(2 x)}\right)}{\left(54 x+36 x^2+6 x^3+\left(-81 x-54 x^2-9 x^3\right) \log (2)\right) \log (2 x)+\left(9 x+3 x^2\right) \log (2 x) \log \left(\frac{25}{\log ^2(2 x)}\right)} \, dx","\frac{1}{3} \log \left(\frac{x \log \left(\frac{25}{\log ^2(2 x)}\right)}{(x+3) (3 \log (2)-2)}-x\right)",1,"Log[x]/3 - Log[3 + x]/3 - ((2 - Log[8])*Defer[Int][(-2*x*(1 - Log[8]/2) - 6*(1 - Log[512]/6) - Log[25/Log[2*x]^2])^(-1), x])/3 - ((6 - Log[512])*Defer[Int][(-2*x*(1 - Log[8]/2) - 6*(1 - Log[512]/6) - Log[25/Log[2*x]^2])^(-1), x])/9 + (2*Defer[Int][1/(Log[2*x]*(-2*x*(1 - Log[8]/2) - 6*(1 - Log[512]/6) - Log[25/Log[2*x]^2])), x])/9 + (2*Defer[Int][1/(x*Log[2*x]*(-2*x*(1 - Log[8]/2) - 6*(1 - Log[512]/6) - Log[25/Log[2*x]^2])), x])/3 - ((6 - Log[512])*Defer[Int][(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])^(-1), x])/9 - ((6 - Log[512])*Defer[Int][1/((-3 - x)*(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])), x])/3 - (2 - Log[8])*Defer[Int][1/((3 + x)*(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])), x] + (2*Defer[Int][1/(Log[2*x]*(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])), x])/9 + (2*Defer[Int][1/((-3 - x)*Log[2*x]*(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])), x])/3 + (2*Defer[Int][1/((3 + x)*Log[2*x]*(2*x*(1 - Log[8]/2) + 6*(1 - Log[512]/6) + Log[25/Log[2*x]^2])), x])/3","F",0,0,0,0,-1,"{}"
4649,1,127,0,0.1583832,"\int \left(20+2 x+3 x^2-8 x^3-5 x^4+\left(8-16 x-24 x^2\right) \log (2)-16 \log ^2(2)+e^{2 x} (-1-2 x) \log ^2(2)+e^x \left(\left(-2+2 x+8 x^2+2 x^3\right) \log (2)+(8+8 x) \log ^2(2)\right)\right) \, dx","Int[20 + 2*x + 3*x^2 - 8*x^3 - 5*x^4 + (8 - 16*x - 24*x^2)*Log[2] - 16*Log[2]^2 + E^(2*x)*(-1 - 2*x)*Log[2]^2 + E^x*((-2 + 2*x + 8*x^2 + 2*x^3)*Log[2] + (8 + 8*x)*Log[2]^2),x]","-x^5-2 x^4+x^3+2 e^x x^3 \log (2)-8 x^3 \log (2)+x^2+2 e^x x^2 \log (2)-8 x^2 \log (2)+4 x \left(5-4 \log ^2(2)\right)-8 e^x \log ^2(2)+\frac{1}{2} e^{2 x} \log ^2(2)+8 e^x (x+1) \log ^2(2)-\frac{1}{2} e^{2 x} (2 x+1) \log ^2(2)-2 e^x x \log (2)+8 x \log (2)","x-x \left(\left(x^2+x-\left(e^x-4\right) \log (2)-1\right)^2+x-20\right)",1,"x^2 + x^3 - 2*x^4 - x^5 + 8*x*Log[2] - 2*E^x*x*Log[2] - 8*x^2*Log[2] + 2*E^x*x^2*Log[2] - 8*x^3*Log[2] + 2*E^x*x^3*Log[2] - 8*E^x*Log[2]^2 + (E^(2*x)*Log[2]^2)/2 + 8*E^x*(1 + x)*Log[2]^2 - (E^(2*x)*(1 + 2*x)*Log[2]^2)/2 + 4*x*(5 - 4*Log[2]^2)","B",20,3,87,0.03448,1,"{2176, 2194, 2196}"
4650,0,0,0,2.0012084,"\int \frac{\exp \left(1-2 x-4 e^{-2 x} x+e^{-4 e^{-2 x} x} \log (x)\right) \left(e^{2 x}+\left(-4 x+8 x^2\right) \log (x)\right)}{21 x} \, dx","Int[(E^(1 - 2*x - (4*x)/E^(2*x) + Log[x]/E^((4*x)/E^(2*x)))*(E^(2*x) + (-4*x + 8*x^2)*Log[x]))/(21*x),x]","\int \frac{\exp \left(1-2 x-4 e^{-2 x} x+e^{-4 e^{-2 x} x} \log (x)\right) \left(e^{2 x}+\left(-4 x+8 x^2\right) \log (x)\right)}{21 x} \, dx","\frac{1}{21} \left(e^{e^{-4 e^{-2 x} x} \log (x)+1}+25\right)",1,"Defer[Int][E^(1 - (4*x)/E^(2*x) + Log[x]/E^((4*x)/E^(2*x)))/x, x]/21 - (4*Defer[Int][E^(1 - 2*x - (4*x)/E^(2*x) + Log[x]/E^((4*x)/E^(2*x)))*Log[x], x])/21 + (8*Defer[Int][E^(1 - 2*x - (4*x)/E^(2*x) + Log[x]/E^((4*x)/E^(2*x)))*x*Log[x], x])/21","F",0,0,0,0,-1,"{}"
4651,1,26,0,0.0716459,"\int \frac{e^{-3+e-x} \left(12-2 x^2\right) \left(6+2 x-x^2\right)}{3 \left(-6+x^2\right)} \, dx","Int[(E^(-3 + E - x)*(12 - 2*x^2)*(6 + 2*x - x^2))/(3*(-6 + x^2)),x]","4 e^{-x+e-3}-\frac{2}{3} e^{-x+e-3} x^2","e^{-x+e-3} \left(4-\frac{2 x^2}{3}\right)",1,"4*E^(-3 + E - x) - (2*E^(-3 + E - x)*x^2)/3","A",10,5,36,0.1389,1,"{12, 21, 2196, 2194, 2176}"
4652,1,16,0,0.0100737,"\int \frac{12 e^2+4 e^{6+x} x^2}{x^2} \, dx","Int[(12*E^2 + 4*E^(6 + x)*x^2)/x^2,x]","4 e^{x+6}-\frac{12 e^2}{x}","3-4 e^2 \left(\frac{3}{x}-e^{x+4}\right)",1,"4*E^(6 + x) - (12*E^2)/x","A",3,2,20,0.1000,1,"{14, 2194}"
4653,1,15,0,0.0050382,"\int (17640-4410 x+2 x \log (3)) \, dx","Int[17640 - 4410*x + 2*x*Log[3],x]","17640 x-x^2 (2205-\log (3))","x^2 \left(\log (3)-\frac{2205 (x-8)}{x}\right)",1,"17640*x - x^2*(2205 - Log[3])","A",2,1,10,0.1000,1,"{6}"
4654,0,0,0,2.4425585,"\int \frac{140-140 x^2+35 x^4+e^{\frac{2 e^2}{-2+x^2}} \left(4-4 x^2+x^4\right)+e^{\frac{e^2}{-2+x^2}} \left(48-48 x^2+4 e^2 x^2+12 x^4\right)}{200-200 x^2+50 x^4+e^{\frac{2 e^2}{-2+x^2}} \left(8-8 x^2+2 x^4\right)+e^{\frac{e^2}{-2+x^2}} \left(80-80 x^2+20 x^4\right)} \, dx","Int[(140 - 140*x^2 + 35*x^4 + E^((2*E^2)/(-2 + x^2))*(4 - 4*x^2 + x^4) + E^(E^2/(-2 + x^2))*(48 - 48*x^2 + 4*E^2*x^2 + 12*x^4))/(200 - 200*x^2 + 50*x^4 + E^((2*E^2)/(-2 + x^2))*(8 - 8*x^2 + 2*x^4) + E^(E^2/(-2 + x^2))*(80 - 80*x^2 + 20*x^4)),x]","\int \frac{140-140 x^2+35 x^4+e^{\frac{2 e^2}{-2+x^2}} \left(4-4 x^2+x^4\right)+e^{\frac{e^2}{-2+x^2}} \left(48-48 x^2+4 e^2 x^2+12 x^4\right)}{200-200 x^2+50 x^4+e^{\frac{2 e^2}{-2+x^2}} \left(8-8 x^2+2 x^4\right)+e^{\frac{e^2}{-2+x^2}} \left(80-80 x^2+20 x^4\right)} \, dx","\frac{x}{e^{\frac{e^2}{x \left(x-\frac{2}{x}\right)}}+5}+\frac{x+1}{2}",1,"x/2 + Defer[Int][(5 + E^(E^2/(-2 + x^2)))^(-1), x] + (5*E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))^2*(Sqrt[2] - x)), x])/Sqrt[2] - (E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))*(Sqrt[2] - x)), x])/Sqrt[2] + (5*E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))^2*(Sqrt[2] + x)), x])/Sqrt[2] - (E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))*(Sqrt[2] + x)), x])/Sqrt[2] - 20*E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))^2*(-2 + x^2)^2), x] + 4*E^2*Defer[Int][1/((5 + E^(E^2/(-2 + x^2)))*(-2 + x^2)^2), x]","F",0,0,0,0,-1,"{}"
4655,1,35,0,0.042632,"\int \frac{-3+e^{5/3} (-18-2 x)+(18+2 x) \log (3)}{-2 e^{5/3} x^2+2 x^2 \log (3)} \, dx","Int[(-3 + E^(5/3)*(-18 - 2*x) + (18 + 2*x)*Log[3])/(-2*E^(5/3)*x^2 + 2*x^2*Log[3]),x]","\log (x)-\frac{3 \left(1+6 e^{5/3}-6 \log (3)\right)}{x \left(2 e^{5/3}-\log (9)\right)}","\log (x)-\frac{9-\frac{x+\frac{3}{2}}{\log (3)-e^{5/3}}}{x}",1,"(-3*(1 + 6*E^(5/3) - 6*Log[3]))/(x*(2*E^(5/3) - Log[9])) + Log[x]","A",5,4,42,0.09524,1,"{6, 12, 186, 43}"
4656,1,15,0,0.065276,"\int \frac{1}{99} \left(99+800 e^{e^{-\frac{400 x^2}{99}}-\frac{400 x^2}{99}} x\right) \, dx","Int[(99 + 800*E^(E^((-400*x^2)/99) - (400*x^2)/99)*x)/99,x]","x-e^{e^{-\frac{400 x^2}{99}}}","-e^{e^{-\frac{400 x^2}{99}}}+x-4",1,"-E^E^((-400*x^2)/99) + x","A",5,4,28,0.1429,1,"{12, 6715, 2282, 2194}"
4657,1,8,0,0.0024914,"\int \frac{3}{-5+45 x^2} \, dx","Int[3/(-5 + 45*x^2),x]","-\frac{1}{5} \tanh ^{-1}(3 x)","\frac{1}{10} \log \left(\frac{x-x \log \left(e^{\frac{10}{\frac{5}{3 x}+5}}\right)}{x}\right)",1,"-1/5*ArcTanh[3*x]","A",2,2,11,0.1818,1,"{12, 207}"
4658,0,0,0,7.1584234,"\int \frac{e^{3 x} (2-6 x) \log (5)+e^x (4-4 x) \log (5)-8 e^{2 x} x^2 \log (5)}{e^{6 x}+16 e^x x+16 e^{3 x} x+4 e^{5 x} x+16 x^2+e^{4 x} \left(4+4 x^2\right)+e^{2 x} \left(4+16 x^2\right)} \, dx","Int[(E^(3*x)*(2 - 6*x)*Log[5] + E^x*(4 - 4*x)*Log[5] - 8*E^(2*x)*x^2*Log[5])/(E^(6*x) + 16*E^x*x + 16*E^(3*x)*x + 4*E^(5*x)*x + 16*x^2 + E^(4*x)*(4 + 4*x^2) + E^(2*x)*(4 + 16*x^2)),x]","\int \frac{e^{3 x} (2-6 x) \log (5)+e^x (4-4 x) \log (5)-8 e^{2 x} x^2 \log (5)}{e^{6 x}+16 e^x x+16 e^{3 x} x+4 e^{5 x} x+16 x^2+e^{4 x} \left(4+4 x^2\right)+e^{2 x} \left(4+16 x^2\right)} \, dx","\frac{\log (5)}{\left(e^{2 x}+2\right) \left(\frac{e^x}{2 x}+1\right)}",1,"Log[5]/(2 + E^(2*x)) - ((I/2)*Log[5])/((2 + E^(2*x))*(I - Sqrt[2]*x)) - ((I/2)*Log[5])/((2 + E^(2*x))*(I + Sqrt[2]*x)) + (I*Log[5]*Defer[Int][1/((2 + E^(2*x))*(I - Sqrt[2]*x)^2), x])/Sqrt[2] - (I/4)*Log[5]*Defer[Int][1/((I*Sqrt[2] - E^x)*(I - Sqrt[2]*x)), x] + (Log[5]*Defer[Int][1/((I*Sqrt[2] - E^x)*(I - Sqrt[2]*x)), x])/(4*Sqrt[2]) + (I/4)*Log[5]*Defer[Int][1/((I*Sqrt[2] + E^x)*(I - Sqrt[2]*x)), x] - (Log[5]*Defer[Int][1/((I*Sqrt[2] + E^x)*(I - Sqrt[2]*x)), x])/(4*Sqrt[2]) + Sqrt[2]*Log[5]*Defer[Int][E^x/((2 + E^(2*x))^2*(I - Sqrt[2]*x)), x] + (I/2)*Log[5]*Defer[Int][E^x/((E^x + 2*x)^2*(I - Sqrt[2]*x)), x] + (Log[5]*Defer[Int][E^x/((E^x + 2*x)^2*(I - Sqrt[2]*x)), x])/(2*Sqrt[2]) - (I*Log[5]*Defer[Int][1/((2 + E^(2*x))*(I + Sqrt[2]*x)^2), x])/Sqrt[2] - (I/4)*Log[5]*Defer[Int][1/((I*Sqrt[2] - E^x)*(I + Sqrt[2]*x)), x] - (Log[5]*Defer[Int][1/((I*Sqrt[2] - E^x)*(I + Sqrt[2]*x)), x])/(4*Sqrt[2]) + (I/4)*Log[5]*Defer[Int][1/((I*Sqrt[2] + E^x)*(I + Sqrt[2]*x)), x] + (Log[5]*Defer[Int][1/((I*Sqrt[2] + E^x)*(I + Sqrt[2]*x)), x])/(4*Sqrt[2]) - Sqrt[2]*Log[5]*Defer[Int][E^x/((2 + E^(2*x))^2*(I + Sqrt[2]*x)), x] + (I/2)*Log[5]*Defer[Int][E^x/((E^x + 2*x)^2*(I + Sqrt[2]*x)), x] - (Log[5]*Defer[Int][E^x/((E^x + 2*x)^2*(I + Sqrt[2]*x)), x])/(2*Sqrt[2]) - 2*Log[5]*Defer[Int][E^x/((2 + E^(2*x))*(1 + 2*x^2)^2), x] - 2*Log[5]*Defer[Int][(E^(2*x)*x)/((2 + E^(2*x))*(1 + 2*x^2)^2), x] + 2*Log[5]*Defer[Int][(E^x*x)/((E^x + 2*x)*(1 + 2*x^2)^2), x]","F",0,0,0,0,-1,"{}"
4659,0,0,0,0.3661641,"\int \frac{192 x^2+36 x^3-3 x^4+\left(-576 x^2-48 x^3+9 x^4\right) \log (x)+\left(16-1528 x-47 x^2+24 x^3\right) \log ^2(x)}{\left(16+8 x+x^2\right) \log ^2(x)} \, dx","Int[(192*x^2 + 36*x^3 - 3*x^4 + (-576*x^2 - 48*x^3 + 9*x^4)*Log[x] + (16 - 1528*x - 47*x^2 + 24*x^3)*Log[x]^2)/((16 + 8*x + x^2)*Log[x]^2),x]","\int \frac{192 x^2+36 x^3-3 x^4+\left(-576 x^2-48 x^3+9 x^4\right) \log (x)+\left(16-1528 x-47 x^2+24 x^3\right) \log ^2(x)}{\left(16+8 x+x^2\right) \log ^2(x)} \, dx","\frac{3 (x-16) x^2 \left(\frac{x}{\log (x)}+4\right)}{x+4}+x",1,"-239*x + 12*x^2 - 3840/(4 + x) - 3*Defer[Int][((-16 + x)*x^2)/((4 + x)*Log[x]^2), x] + 3*Defer[Int][(x^2*(-192 - 16*x + 3*x^2))/((4 + x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4660,1,16,0,0.0331811,"\int \left(1+10750 x-10752 x^2 \log (x)-16128 x^2 \log ^2(x)\right) \, dx","Int[1 + 10750*x - 10752*x^2*Log[x] - 16128*x^2*Log[x]^2,x]","-5376 x^3 \log ^2(x)+5375 x^2+x","-x^2+5376 x \left(x-x^2 \log ^2(x)\right)+x",1,"x + 5375*x^2 - 5376*x^3*Log[x]^2","A",4,2,21,0.09524,1,"{2304, 2305}"
4661,1,21,0,0.0030985,"\int \left(-1+16 e^4+2 x\right) \log (5+\log (16)) \, dx","Int[(-1 + 16*E^4 + 2*x)*Log[5 + Log[16]],x]","\frac{1}{4} \left(-2 x-16 e^4+1\right)^2 \log (5+\log (16))","\left(\left(x+16 e^4\right) x-x+2\right) \log (5+\log (16))",1,"((1 - 16*E^4 - 2*x)^2*Log[5 + Log[16]])/4","A",1,1,16,0.06250,1,"{9}"
4662,0,0,0,4.0300746,"\int \frac{256\ 25^{108+36 x+4 x^2} \left(e^{-x} x\right)^{108+36 x+4 x^2} \left(108-72 x-32 x^2-4 x^3+\left(36 x+8 x^2\right) \log \left(25 e^{-x} x\right)\right)}{x} \, dx","Int[(256*25^(108 + 36*x + 4*x^2)*(x/E^x)^(108 + 36*x + 4*x^2)*(108 - 72*x - 32*x^2 - 4*x^3 + (36*x + 8*x^2)*Log[(25*x)/E^x]))/x,x]","\int \frac{256\ 25^{108+36 x+4 x^2} \left(e^{-x} x\right)^{108+36 x+4 x^2} \left(108-72 x-32 x^2-4 x^3+\left(36 x+8 x^2\right) \log \left(25 e^{-x} x\right)\right)}{x} \, dx","\exp \left(4 \left(\left((x+5)^2-x+2\right) \log \left(25 e^{-x} x\right)+\log (4)\right)\right)+3",1,"-18432*Defer[Int][25^(108 + 36*x + 4*x^2)*(x/E^x)^(108 + 36*x + 4*x^2), x] + 9216*Log[(25*x)/E^x]*Defer[Int][25^(108 + 36*x + 4*x^2)*(x/E^x)^(108 + 36*x + 4*x^2), x] + 27648*Defer[Int][(25^(108 + 36*x + 4*x^2)*(x/E^x)^(108 + 36*x + 4*x^2))/x, x] - 8192*Defer[Int][25^(108 + 36*x + 4*x^2)*x*(x/E^x)^(108 + 36*x + 4*x^2), x] + 2048*Log[(25*x)/E^x]*Defer[Int][25^(108 + 36*x + 4*x^2)*x*(x/E^x)^(108 + 36*x + 4*x^2), x] - 1024*Defer[Int][25^(108 + 36*x + 4*x^2)*x^2*(x/E^x)^(108 + 36*x + 4*x^2), x] + 9216*Defer[Int][Defer[Int][25^(4*(27 + 9*x + x^2))*(x/E^x)^(4*(27 + 9*x + x^2)), x], x] - 9216*Defer[Int][Defer[Int][25^(4*(27 + 9*x + x^2))*(x/E^x)^(4*(27 + 9*x + x^2)), x]/x, x] + 2048*Defer[Int][Defer[Int][25^(4*(27 + 9*x + x^2))*x*(x/E^x)^(4*(27 + 9*x + x^2)), x], x] - 2048*Defer[Int][Defer[Int][25^(4*(27 + 9*x + x^2))*x*(x/E^x)^(4*(27 + 9*x + x^2)), x]/x, x]","F",0,0,0,0,-1,"{}"
4663,1,36,0,0.3749535,"\int \frac{32 x^3-16 x^5+2 x^7+\left(16 x^2-4 x^4\right) \log (4)+2 x \log ^2(4)+e^x \left(4 x^2+2 x^3-x^4+(1+x) \log (4)\right)}{16 x^2-8 x^4+x^6+\left(8 x-2 x^3\right) \log (4)+\log ^2(4)} \, dx","Int[(32*x^3 - 16*x^5 + 2*x^7 + (16*x^2 - 4*x^4)*Log[4] + 2*x*Log[4]^2 + E^x*(4*x^2 + 2*x^3 - x^4 + (1 + x)*Log[4]))/(16*x^2 - 8*x^4 + x^6 + (8*x - 2*x^3)*Log[4] + Log[4]^2),x]","x^2+\frac{e^x \left(-x^4+4 x^2+x \log (4)\right)}{\left(-x^3+4 x+\log (4)\right)^2}","x^2+\frac{e^x x}{-\left(\left(x^2-5\right) x\right)-x+\log (4)}-80",1,"x^2 + (E^x*(4*x^2 - x^4 + x*Log[4]))/(4*x - x^3 + Log[4])^2","A",3,2,96,0.02083,1,"{6688, 2288}"
4664,0,0,0,0.0991367,"\int e^{x+e^x x} (-1-x) \, dx","Int[E^(x + E^x*x)*(-1 - x),x]","\int e^{x+e^x x} (-1-x) \, dx","2-e^{e^x x}",1,"-Defer[Int][E^(x + E^x*x), x] - Defer[Int][E^(x + E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
4665,1,18,0,0.0157416,"\int \frac{-4-6 x-4 x^2-2 x \log (x)}{x} \, dx","Int[(-4 - 6*x - 4*x^2 - 2*x*Log[x])/x,x]","-2 x^2-4 x-2 x \log (x)-4 \log (x)","\frac{4 \left(-\frac{x^2}{2}-x\right) (x+\log (x))}{x}",1,"-4*x - 2*x^2 - 4*Log[x] - 2*x*Log[x]","A",5,2,19,0.1053,1,"{14, 2295}"
4666,0,0,0,35.0351619,"\int \frac{e^{-x-\frac{2 e^{-x} \left(e^{\frac{1}{x}} x^2-x^3\right)}{\log (x)}} \left(-5 e^{\frac{1}{x}} x+5 x^2+\left(-15 x^2+5 x^3+e^{\frac{1}{x}} \left(-5+10 x-5 x^2\right)\right) \log (x)+e^{x+\frac{2 e^{-x} \left(e^{\frac{1}{x}} x^2-x^3\right)}{\log (x)}} \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^(-x - (2*(E^x^(-1)*x^2 - x^3))/(E^x*Log[x]))*(-5*E^x^(-1)*x + 5*x^2 + (-15*x^2 + 5*x^3 + E^x^(-1)*(-5 + 10*x - 5*x^2))*Log[x] + E^(x + (2*(E^x^(-1)*x^2 - x^3))/(E^x*Log[x]))*Log[x]^2))/Log[x]^2,x]","\int \frac{e^{-x-\frac{2 e^{-x} \left(e^{\frac{1}{x}} x^2-x^3\right)}{\log (x)}} \left(-5 e^{\frac{1}{x}} x+5 x^2+\left(-15 x^2+5 x^3+e^{\frac{1}{x}} \left(-5+10 x-5 x^2\right)\right) \log (x)+e^{x+\frac{2 e^{-x} \left(e^{\frac{1}{x}} x^2-x^3\right)}{\log (x)}} \log ^2(x)\right)}{\log ^2(x)} \, dx","x-\frac{5}{2} e^{-\frac{2 e^{-x} \left(e^{\frac{1}{x}}-x\right) x^2}{\log (x)}}",1,"x - 5*Defer[Int][(E^(x^(-1) - x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x)/Log[x]^2, x] + 5*Defer[Int][(E^(-x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x^2)/Log[x]^2, x] - 5*Defer[Int][E^(x^(-1) - x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))/Log[x], x] + 10*Defer[Int][(E^(x^(-1) - x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x)/Log[x], x] - 15*Defer[Int][(E^(-x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x^2)/Log[x], x] - 5*Defer[Int][(E^(x^(-1) - x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x^2)/Log[x], x] + 5*Defer[Int][(E^(-x - (2*(E^x^(-1) - x)*x^2)/(E^x*Log[x]))*x^3)/Log[x], x]","F",0,0,0,0,-1,"{}"
4667,1,58,0,0.2055933,"\int \frac{\left(-157464-96228 e-9396 e^2-332 e^3-4 e^4\right) \log (2)+\left(-87480-50220 e-3360 e^2-60 e^3\right) \log (2) \log (x)+\left(-16200-8700 e-300 e^2\right) \log (2) \log ^2(x)+(-1000-500 e) \log (2) \log ^3(x)}{3125 x+3125 x \log (x)+1250 x \log ^2(x)+250 x \log ^3(x)+25 x \log ^4(x)+x \log ^5(x)} \, dx","Int[((-157464 - 96228*E - 9396*E^2 - 332*E^3 - 4*E^4)*Log[2] + (-87480 - 50220*E - 3360*E^2 - 60*E^3)*Log[2]*Log[x] + (-16200 - 8700*E - 300*E^2)*Log[2]*Log[x]^2 + (-1000 - 500*E)*Log[2]*Log[x]^3)/(3125*x + 3125*x*Log[x] + 1250*x*Log[x]^2 + 250*x*Log[x]^3 + 25*x*Log[x]^4 + x*Log[x]^5),x]","\frac{500 (2+e) \log (2)}{\log (x)+5}+\frac{150 (2+e)^2 \log (2)}{(\log (x)+5)^2}+\frac{20 (2+e)^3 \log (2)}{(\log (x)+5)^3}+\frac{(2+e)^4 \log (2)}{(\log (x)+5)^4}","\log (2) \left(\frac{2+e}{\log (x)+5}+5\right)^4",1,"((2 + E)^4*Log[2])/(5 + Log[x])^4 + (20*(2 + E)^3*Log[2])/(5 + Log[x])^3 + (150*(2 + E)^2*Log[2])/(5 + Log[x])^2 + (500*(2 + E)*Log[2])/(5 + Log[x])","B",10,3,112,0.02679,1,"{6, 12, 1850}"
4668,1,25,0,0.012671,"\int e^{3-x} (1-e-x) \, dx","Int[E^(3 - x)*(1 - E - x),x]","e^{3-x}-e^{3-x} (-x-e+1)","e^{3-x} (x+e)",1,"E^(3 - x) - E^(3 - x)*(1 - E - x)","B",2,2,16,0.1250,1,"{2176, 2194}"
4669,1,30,0,0.015644,"\int \left(2+2 e^{2 x}+2 x+256 x^3+e^x (8+2 x)\right) \, dx","Int[2 + 2*E^(2*x) + 2*x + 256*x^3 + E^x*(8 + 2*x),x]","64 x^4+x^2+2 x-2 e^x+e^{2 x}+2 e^x (x+4)","-4 \left(-16 x^4+x+10\right)+\left(x+e^x+3\right)^2+4",1,"-2*E^x + E^(2*x) + 2*x + x^2 + 64*x^4 + 2*E^x*(4 + x)","A",4,2,26,0.07692,1,"{2194, 2176}"
4670,1,15,0,0.0034756,"\int (-24 x+(48+24 x) \log (2)) \, dx","Int[-24*x + (48 + 24*x)*Log[2],x]","12 (x+2)^2 \log (2)-12 x^2","12 (x+4) (3 x+x (\log (2)-4)+4)",1,"-12*x^2 + 12*(2 + x)^2*Log[2]","A",1,0,12,0,1,"{}"
4671,1,85,0,0.5665273,"\int \frac{2 x+\left(-6+2 e^2-2 x\right) \log \left(3-e^2+x\right)+\left(-21+e^{4+2 x} \left(-3+e^2-x\right)-10 x-x^2+e^2 (7+x)+e^{2+x} \left(18+e^2 (-6-x)+9 x+x^2\right)\right) \log ^2\left(3-e^2+x\right)}{\left(-6+2 e^2-2 x\right) \log ^2\left(3-e^2+x\right)} \, dx","Int[(2*x + (-6 + 2*E^2 - 2*x)*Log[3 - E^2 + x] + (-21 + E^(4 + 2*x)*(-3 + E^2 - x) - 10*x - x^2 + E^2*(7 + x) + E^(2 + x)*(18 + E^2*(-6 - x) + 9*x + x^2))*Log[3 - E^2 + x]^2)/((-6 + 2*E^2 - 2*x)*Log[3 - E^2 + x]^2),x]","\frac{x^2}{4}+\frac{7 x}{2}+\frac{e^{x+2}}{2}+\frac{1}{4} e^{2 x+4}-\frac{1}{2} e^{x+2} (x+6)+\frac{x-e^2+3}{\log \left(x-e^2+3\right)}-\frac{3-e^2}{\log \left(x-e^2+3\right)}","\frac{1}{4} \left(x-e^{x+2}+5\right)^2+x+\frac{x}{\log \left(x-e^2+3\right)}-1",1,"E^(2 + x)/2 + E^(4 + 2*x)/4 + (7*x)/2 + x^2/4 - (E^(2 + x)*(6 + x))/2 - (3 - E^2)/Log[3 - E^2 + x] + (3 - E^2 + x)/Log[3 - E^2 + x]","B",15,10,116,0.08621,1,"{6688, 2194, 2176, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
4672,1,2,0,0.0002476,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)+4",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
4673,1,77,0,7.3429298,"\int \frac{25-25 x+e^{2 e^x-2 x} \left(-5-5 x+12 x^2-2 x^3+e^x \left(10 x-12 x^2+2 x^3\right)\right)+\left(25-55 x+10 x^2+e^{2 e^x-2 x} \left(-5+11 x-2 x^2\right)\right) \log \left(-\frac{x}{25+e^{2 e^x-2 x} (-5+x)-5 x}\right)}{25+e^{2 e^x-2 x} (-5+x)-5 x} \, dx","Int[(25 - 25*x + E^(2*E^x - 2*x)*(-5 - 5*x + 12*x^2 - 2*x^3 + E^x*(10*x - 12*x^2 + 2*x^3)) + (25 - 55*x + 10*x^2 + E^(2*E^x - 2*x)*(-5 + 11*x - 2*x^2))*Log[-(x/(25 + E^(2*E^x - 2*x)*(-5 + x) - 5*x))])/(25 + E^(2*E^x - 2*x)*(-5 + x) - 5*x),x]","-\frac{1}{4} (1-2 x)^2 \log \left(-\frac{x}{-e^{2 e^x-2 x} (5-x)-5 x+25}\right)-\frac{1}{4} \log \left(5-e^{2 e^x-2 x}\right)-\frac{1}{4} \log (5-x)+\frac{\log (x)}{4}","(1-x) x \log \left(\frac{x}{\left(5-e^{2 e^x-2 x}\right) (x-5)}\right)-4",1,"-1/4*Log[5 - E^(2*E^x - 2*x)] - Log[5 - x]/4 + Log[x]/4 - ((1 - 2*x)^2*Log[-(x/(25 - E^(2*E^x - 2*x)*(5 - x) - 5*x))])/4","B",27,8,132,0.06061,1,"{6742, 6688, 43, 2551, 2282, 6712, 31, 72}"
4674,1,36,0,0.2391626,"\int \frac{e^{-2/x} \left(32 x+e^{2/x} (-8192+48 x)+e^{\frac{1}{x}} (-512+512 x)\right)}{x^3} \, dx","Int[(32*x + E^(2/x)*(-8192 + 48*x) + E^x^(-1)*(-512 + 512*x))/(E^(2/x)*x^3),x]","\frac{(512-3 x)^2}{64 x^2}+16 e^{-2/x}-\frac{512 e^{-1/x}}{x}","\frac{16 \left(16-e^{-1/x} x\right)^2}{x^2}+\frac{16 (x-3)}{x}",1,"16/E^(2/x) + (512 - 3*x)^2/(64*x^2) - 512/(E^x^(-1)*x)","A",5,4,39,0.1026,1,"{6742, 2288, 2209, 37}"
4675,1,21,0,0.0071046,"\int \left(-3272+32 x-640 \log (5)-32 \log ^2(5)\right) \, dx","Int[-3272 + 32*x - 640*Log[5] - 32*Log[5]^2,x]","16 x^2-8 x \left(409+4 \log ^2(5)+80 \log (5)\right)","\left(\log \left(e^{4 (10+\log (5))^2-4 x}\right)+9\right)^2",1,"16*x^2 - 8*x*(409 + 80*Log[5] + 4*Log[5]^2)","A",1,0,15,0,1,"{}"
4676,1,26,0,0.0124118,"\int \frac{1}{3} \left(-6-6 x+e^x (1+x)\right) \, dx","Int[(-6 - 6*x + E^x*(1 + x))/3,x]","-x^2-2 x-\frac{e^x}{3}+\frac{1}{3} e^x (x+1)","-x^2+\frac{e^x x}{3}-2 x+8",1,"-1/3*E^x - 2*x - x^2 + (E^x*(1 + x))/3","A",4,3,16,0.1875,1,"{12, 2176, 2194}"
4677,0,0,0,0.3409766,"\int \frac{-192+64 x+192 \log \left(\frac{x}{4}\right)}{\left(225-150 x+25 x^2+e^2 \left(-90+60 x-10 x^2\right)+e^4 \left(9-6 x+x^2\right)\right) \log ^2\left(\frac{x}{4}\right)} \, dx","Int[(-192 + 64*x + 192*Log[x/4])/((225 - 150*x + 25*x^2 + E^2*(-90 + 60*x - 10*x^2) + E^4*(9 - 6*x + x^2))*Log[x/4]^2),x]","\int \frac{-192+64 x+192 \log \left(\frac{x}{4}\right)}{\left(225-150 x+25 x^2+e^2 \left(-90+60 x-10 x^2\right)+e^4 \left(9-6 x+x^2\right)\right) \log ^2\left(\frac{x}{4}\right)} \, dx","\frac{64 x}{\left(5-e^2\right)^2 (3-x) \log \left(\frac{x}{4}\right)}",1,"(256*Defer[Subst][Defer[Int][1/((-3 + 4*x)*Log[x]^2), x], x, x/4])/(5 - E^2)^2 + (768*Defer[Subst][Defer[Int][1/((-3 + 4*x)^2*Log[x]), x], x, x/4])/(5 - E^2)^2","F",0,0,0,0,-1,"{}"
4678,1,15,0,0.2721081,"\int \frac{e^{-e^{-\frac{2}{x^2}}+x} \left(-8 e^{-\frac{2}{x^2}}+2 x^3\right)}{x^3} \, dx","Int[(E^(-E^(-2/x^2) + x)*(-8/E^(2/x^2) + 2*x^3))/x^3,x]","2 e^{x-e^{-\frac{2}{x^2}}}","2 e^{x-e^{-\frac{2}{x^2}}}",1,"2*E^(-E^(-2/x^2) + x)","A",1,1,32,0.03125,1,"{6706}"
4679,0,0,0,3.504622,"\int \frac{-18 x^2-15 x^3+(90+75 x) \log (4)-8 x^2 \log \left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\left(6 x^2+5 x^3+(-30-25 x) \log (4)\right) \log ^2\left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\log (x) \left(30 x^3-150 x \log (4)+20 x^3 \log \left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\left(-10 x^3+50 x \log (4)\right) \log ^2\left(\frac{-x^2+5 \log (4)}{\log (4)}\right)\right)}{-5 x^6+25 x^4 \log (4)} \, dx","Int[(-18*x^2 - 15*x^3 + (90 + 75*x)*Log[4] - 8*x^2*Log[(-x^2 + 5*Log[4])/Log[4]] + (6*x^2 + 5*x^3 + (-30 - 25*x)*Log[4])*Log[(-x^2 + 5*Log[4])/Log[4]]^2 + Log[x]*(30*x^3 - 150*x*Log[4] + 20*x^3*Log[(-x^2 + 5*Log[4])/Log[4]] + (-10*x^3 + 50*x*Log[4])*Log[(-x^2 + 5*Log[4])/Log[4]]^2))/(-5*x^6 + 25*x^4*Log[4]),x]","\int \frac{-18 x^2-15 x^3+(90+75 x) \log (4)-8 x^2 \log \left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\left(6 x^2+5 x^3+(-30-25 x) \log (4)\right) \log ^2\left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\log (x) \left(30 x^3-150 x \log (4)+20 x^3 \log \left(\frac{-x^2+5 \log (4)}{\log (4)}\right)+\left(-10 x^3+50 x \log (4)\right) \log ^2\left(\frac{-x^2+5 \log (4)}{\log (4)}\right)\right)}{-5 x^6+25 x^4 \log (4)} \, dx","\frac{\left(\log (x)-\frac{2}{5 x}\right) \left(3-\log ^2\left(5-\frac{x^2}{\log (4)}\right)\right)}{x^2}+2",1,"-6/(5*x^3) + (3*Log[x])/x^2 + (2*Log[5]*Log[x])/(5*Log[4]) + (2*Log[x]^2*Log[5 - x^2/Log[4]])/(5*Log[4]) + (2*Log[5 - x^2/Log[4]]^2)/(5*x^3) + ((5 - x^2/Log[4])*Log[5 - x^2/Log[4]]^2)/(10*x^2) - (2*Log[x]^2*Log[1 - x^2/(5*Log[4])])/(5*Log[4]) - (2*Log[x]*PolyLog[2, x^2/(5*Log[4])])/(5*Log[4]) - PolyLog[2, x^2/Log[1024]]/(5*Log[4]) + PolyLog[3, x^2/(5*Log[4])]/(5*Log[4]) + (2*Defer[Int][(Log[x]*Log[5 - x^2/Log[4]])/(-x + Sqrt[5*Log[4]]), x])/(5*Log[4]) - (2*Defer[Int][(Log[x]*Log[5 - x^2/Log[4]])/(x + Sqrt[5*Log[4]]), x])/(5*Log[4]) + 2*Defer[Int][(Log[x]*Log[5 - x^2/Log[4]]^2)/x^3, x]","F",0,0,0,0,-1,"{}"
4680,1,26,0,0.0047957,"\int \left(-69+20 x+3 x^2+e^5 (15+2 x)\right) \, dx","Int[-69 + 20*x + 3*x^2 + E^5*(15 + 2*x),x]","x^3+10 x^2-69 x+\frac{1}{4} e^5 (2 x+15)^2","x+(x+15) \left(x \left(x+e^5-5\right)+5\right)+4",1,"-69*x + 10*x^2 + x^3 + (E^5*(15 + 2*x)^2)/4","A",1,0,19,0,1,"{}"
4681,1,23,0,0.0473036,"\int \frac{(-5+x) x^6 (-250+60 x+(125-30 x) \log (4))}{-5 x^2+x^3} \, dx","Int[((-5 + x)*x^6*(-250 + 60*x + (125 - 30*x)*Log[4]))/(-5*x^2 + x^3),x]","5 x^6 (2-\log (4))-25 x^5 (2-\log (4))","5 (x-5) x^5 (2-\log (4))+15",1,"-25*x^5*(2 - Log[4]) + 5*x^6*(2 - Log[4])","A",4,3,31,0.09677,1,"{1584, 186, 43}"
4682,0,0,0,0.5739011,"\int \frac{e^2 \left(144-288 x+172 x^2-40 x^4+16 x^5-2 x^6\right)}{1296-3744 x+5296 x^2-4680 x^3+2792 x^4-1144 x^5+313 x^6-52 x^7+4 x^8} \, dx","Int[(E^2*(144 - 288*x + 172*x^2 - 40*x^4 + 16*x^5 - 2*x^6))/(1296 - 3744*x + 5296*x^2 - 4680*x^3 + 2792*x^4 - 1144*x^5 + 313*x^6 - 52*x^7 + 4*x^8),x]","\int \frac{e^2 \left(144-288 x+172 x^2-40 x^4+16 x^5-2 x^6\right)}{1296-3744 x+5296 x^2-4680 x^3+2792 x^4-1144 x^5+313 x^6-52 x^7+4 x^8} \, dx","\frac{e^2 x}{x^2-x+\left(-\frac{x}{x-2}-x+3\right)^2}",1,"(21*E^2)/(32*(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4)) - (1353*E^2*Defer[Int][(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4)^(-2), x])/8 + (433*E^2*Defer[Int][x/(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4)^2, x])/4 - (595*E^2*Defer[Int][x^2/(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4)^2, x])/32 + (31*E^2*Defer[Int][(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4)^(-1), x])/4 + (3*E^2*Defer[Int][x/(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4), x])/2 - E^2*Defer[Int][x^2/(36 - 52*x + 36*x^2 - 13*x^3 + 2*x^4), x]","F",0,0,0,0,-1,"{}"
4683,0,0,0,5.4085455,"\int \frac{-3 x^2+6 x^3+e^x \left(2 x^2+6 x^3-2 x^4\right)+\left(-6 x^2+e^x \left(-8 x-4 x^2+4 x^3\right)\right) \log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right) \log \left(\log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right)\right)}{\left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right) \log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right)} \, dx","Int[(-3*x^2 + 6*x^3 + E^x*(2*x^2 + 6*x^3 - 2*x^4) + (-6*x^2 + E^x*(-8*x - 4*x^2 + 4*x^3))*Log[(-3*x + E^x*(-4 - 2*x + 2*x^2))/(3*E^(2*x))]*Log[Log[(-3*x + E^x*(-4 - 2*x + 2*x^2))/(3*E^(2*x))]])/((-3*x + E^x*(-4 - 2*x + 2*x^2))*Log[(-3*x + E^x*(-4 - 2*x + 2*x^2))/(3*E^(2*x))]),x]","\int \frac{-3 x^2+6 x^3+e^x \left(2 x^2+6 x^3-2 x^4\right)+\left(-6 x^2+e^x \left(-8 x-4 x^2+4 x^3\right)\right) \log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right) \log \left(\log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right)\right)}{\left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right) \log \left(\frac{1}{3} e^{-2 x} \left(-3 x+e^x \left(-4-2 x+2 x^2\right)\right)\right)} \, dx","x^2 \log \left(\log \left(\frac{1}{3} e^{-x} \left(2 x^2-\left(3 e^{-x}+2\right) x-4\right)\right)\right)",1,"Defer[Int][Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]^(-1), x] + 4*Defer[Int][1/((-2 + x)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 2*Defer[Int][x/Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))], x] - Defer[Int][x^2/Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))], x] + Defer[Int][1/((1 + x)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 15*Defer[Int][1/((-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 24*Defer[Int][1/((-2 + x)*(-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 3*Defer[Int][x/((-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 3*Defer[Int][x^2/((-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 3*Defer[Int][x^3/((-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] - 3*Defer[Int][1/((1 + x)*(-4*E^x - 3*x - 2*E^x*x + 2*E^x*x^2)*Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]), x] + 2*Defer[Int][x*Log[Log[(-3*x + 2*E^x*(-2 - x + x^2))/(3*E^(2*x))]], x]","F",0,0,0,0,-1,"{}"
4684,0,0,0,13.0827494,"\int \frac{-2 x^3+2 x^2 \log ^2(2)+\left(-5 x^2-6 x^3-x^4+\left(5 x^2+x^3\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x^2+2 x^3+\left(-10 x-2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)+\left(-10 x^2-2 x^3+\left(10 x+2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(\log ^2\left(\frac{3}{5+x}\right)\right)}{\left(-5 x^3-x^4+\left(5 x^2+x^3\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x^2+2 x^3+\left(-10 x-2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)+\left(-5 x-x^2+(5+x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log ^2\left(-x+\log ^2(2)\right)+\left(\left(-10 x^2-2 x^3+\left(10 x+2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x+2 x^2+(-10-2 x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)\right) \log \left(\log ^2\left(\frac{3}{5+x}\right)\right)+\left(-5 x-x^2+(5+x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log ^2\left(\log ^2\left(\frac{3}{5+x}\right)\right)} \, dx","Int[(-2*x^3 + 2*x^2*Log[2]^2 + (-5*x^2 - 6*x^3 - x^4 + (5*x^2 + x^3)*Log[2]^2)*Log[3/(5 + x)] + (10*x^2 + 2*x^3 + (-10*x - 2*x^2)*Log[2]^2)*Log[3/(5 + x)]*Log[-x + Log[2]^2] + (-10*x^2 - 2*x^3 + (10*x + 2*x^2)*Log[2]^2)*Log[3/(5 + x)]*Log[Log[3/(5 + x)]^2])/((-5*x^3 - x^4 + (5*x^2 + x^3)*Log[2]^2)*Log[3/(5 + x)] + (10*x^2 + 2*x^3 + (-10*x - 2*x^2)*Log[2]^2)*Log[3/(5 + x)]*Log[-x + Log[2]^2] + (-5*x - x^2 + (5 + x)*Log[2]^2)*Log[3/(5 + x)]*Log[-x + Log[2]^2]^2 + ((-10*x^2 - 2*x^3 + (10*x + 2*x^2)*Log[2]^2)*Log[3/(5 + x)] + (10*x + 2*x^2 + (-10 - 2*x)*Log[2]^2)*Log[3/(5 + x)]*Log[-x + Log[2]^2])*Log[Log[3/(5 + x)]^2] + (-5*x - x^2 + (5 + x)*Log[2]^2)*Log[3/(5 + x)]*Log[Log[3/(5 + x)]^2]^2),x]","\int \frac{-2 x^3+2 x^2 \log ^2(2)+\left(-5 x^2-6 x^3-x^4+\left(5 x^2+x^3\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x^2+2 x^3+\left(-10 x-2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)+\left(-10 x^2-2 x^3+\left(10 x+2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(\log ^2\left(\frac{3}{5+x}\right)\right)}{\left(-5 x^3-x^4+\left(5 x^2+x^3\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x^2+2 x^3+\left(-10 x-2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)+\left(-5 x-x^2+(5+x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log ^2\left(-x+\log ^2(2)\right)+\left(\left(-10 x^2-2 x^3+\left(10 x+2 x^2\right) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right)+\left(10 x+2 x^2+(-10-2 x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log \left(-x+\log ^2(2)\right)\right) \log \left(\log ^2\left(\frac{3}{5+x}\right)\right)+\left(-5 x-x^2+(5+x) \log ^2(2)\right) \log \left(\frac{3}{5+x}\right) \log ^2\left(\log ^2\left(\frac{3}{5+x}\right)\right)} \, dx","\frac{x^2}{x-\log \left(\log ^2(2)-x\right)+\log \left(\log ^2\left(\frac{3}{x+5}\right)\right)}",1,"5*(1 + Log[2]^2)*Defer[Int][(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^(-2), x] - (125*Defer[Int][(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^(-2), x])/(5 + Log[2]^2) - (Log[2]^6*Defer[Int][(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^(-2), x])/(5 + Log[2]^2) + (25*(4 - Log[2]^2)*Defer[Int][(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^(-2), x])/(5 + Log[2]^2) - (Log[2]^4*(4 - Log[2]^2)*Defer[Int][(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^(-2), x])/(5 + Log[2]^2) - (4 - Log[2]^2)*Defer[Int][x/(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2, x] + (25*Defer[Int][x/(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2, x])/(5 + Log[2]^2) - (Log[2]^4*Defer[Int][x/(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2, x])/(5 + Log[2]^2) - Defer[Int][x^2/(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2, x] + (625*Defer[Int][1/((5 + x)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) - (125*(4 - Log[2]^2)*Defer[Int][1/((5 + x)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) - (125*(1 + Log[2]^2)*Defer[Int][1/((5 + x)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + (5*Log[2]^4*(1 + Log[2]^2)*Defer[Int][1/((x - Log[2]^2)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + (Log[2]^8*Defer[Int][1/((-x + Log[2]^2)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + (Log[2]^6*(4 - Log[2]^2)*Defer[Int][1/((-x + Log[2]^2)*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) - 2*Log[2]^2*Defer[Int][1/(Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x] - (50*Defer[Int][1/(Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + (2*Log[2]^4*Defer[Int][1/(Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + 2*Defer[Int][x/(Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x] + (250*Defer[Int][1/((5 + x)*Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + (50*Log[2]^2*Defer[Int][1/((5 + x)*Log[3/(5 + x)]*(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2])^2), x])/(5 + Log[2]^2) + 2*Defer[Int][x/(x - Log[-x + Log[2]^2] + Log[Log[3/(5 + x)]^2]), x]","F",0,0,0,0,-1,"{}"
4685,1,44,0,0.3228479,"\int \frac{4-5 x-2 x^2+2 x^3+e^5 \left(-2+3 x-x^2\right)+e^2 \left(-x+x^2\right)+\left(-x+x^2\right) \log \left(\frac{1}{x^2}\right)}{-x+x^2} \, dx","Int[(4 - 5*x - 2*x^2 + 2*x^3 + E^5*(-2 + 3*x - x^2) + E^2*(-x + x^2) + (-x + x^2)*Log[x^(-2)])/(-x + x^2),x]","x^2+x \log \left(\frac{1}{x^2}\right)+e^2 \left(1-e^3\right) x+2 x-\log (1-x)-2 \left(2-e^5\right) \log (x)","\left(x-e^5+2\right) \left(\log \left(\frac{1}{x^2}\right)+x+e^2\right)-\log (1-x)-4",1,"2*x + E^2*(1 - E^3)*x + x^2 - Log[1 - x] + x*Log[x^(-2)] - 2*(2 - E^5)*Log[x]","A",6,4,62,0.06452,1,"{1593, 6742, 1620, 2295}"
4686,1,31,0,33.1502788,"\int \frac{\exp \left(\frac{100 x^2+100 x^3+25 x^4+\left(100 x^2+50 x^3\right) \log \left(49-14 x+x^2\right)+25 x^2 \log ^2\left(49-14 x+x^2\right)}{\log ^2\left(49-14 x+x^2\right)}\right) \left(-400 x^2-400 x^3-100 x^4+\left(-1400 x-2100 x^2-500 x^3+100 x^4\right) \log \left(49-14 x+x^2\right)+\left(-1400 x-850 x^2+150 x^3\right) \log ^2\left(49-14 x+x^2\right)+\left(-350 x+50 x^2\right) \log ^3\left(49-14 x+x^2\right)\right)}{(21-3 x) \log ^3\left(49-14 x+x^2\right)+\exp \left(\frac{100 x^2+100 x^3+25 x^4+\left(100 x^2+50 x^3\right) \log \left(49-14 x+x^2\right)+25 x^2 \log ^2\left(49-14 x+x^2\right)}{\log ^2\left(49-14 x+x^2\right)}\right) (-7+x) \log ^3\left(49-14 x+x^2\right)} \, dx","Int[(E^((100*x^2 + 100*x^3 + 25*x^4 + (100*x^2 + 50*x^3)*Log[49 - 14*x + x^2] + 25*x^2*Log[49 - 14*x + x^2]^2)/Log[49 - 14*x + x^2]^2)*(-400*x^2 - 400*x^3 - 100*x^4 + (-1400*x - 2100*x^2 - 500*x^3 + 100*x^4)*Log[49 - 14*x + x^2] + (-1400*x - 850*x^2 + 150*x^3)*Log[49 - 14*x + x^2]^2 + (-350*x + 50*x^2)*Log[49 - 14*x + x^2]^3))/((21 - 3*x)*Log[49 - 14*x + x^2]^3 + E^((100*x^2 + 100*x^3 + 25*x^4 + (100*x^2 + 50*x^3)*Log[49 - 14*x + x^2] + 25*x^2*Log[49 - 14*x + x^2]^2)/Log[49 - 14*x + x^2]^2)*(-7 + x)*Log[49 - 14*x + x^2]^3),x]","\log \left(3-\exp \left(\frac{25 x^2 \left(x+\log \left((x-7)^2\right)+2\right)^2}{\log ^2\left((x-7)^2\right)}\right)\right)","\log \left(3-e^{x^2 \left(\frac{5 (x+2)}{\log \left((7-x)^2\right)}+5\right)^2}\right)",1,"Log[3 - E^((25*x^2*(2 + x + Log[(-7 + x)^2])^2)/Log[(-7 + x)^2]^2)]","A",4,4,262,0.01527,1,"{6688, 12, 6708, 31}"
4687,1,21,0,0.157851,"\int \frac{-1+\left(5 x+16 x^2\right) \log (x) \log (\log (x))}{16 x \log (x) \log (\log (x))} \, dx","Int[(-1 + (5*x + 16*x^2)*Log[x]*Log[Log[x]])/(16*x*Log[x]*Log[Log[x]]),x]","\frac{x^2}{2}+\frac{5 x}{16}-\frac{1}{16} \log (\log (\log (x)))","\frac{1}{16} (4 (2 x+1) x+x-\log (\log (\log (x))))+e^4",1,"(5*x)/16 + x^2/2 - Log[Log[Log[x]]]/16","A",6,4,33,0.1212,1,"{12, 6688, 2302, 29}"
4688,0,0,0,10.6704739,"\int \frac{\exp \left(e^{\log ^2\left(\frac{-4 e^x+x}{16+12 x}\right)}+\log ^2\left(\frac{-4 e^x+x}{16+12 x}\right)\right) \left(-8+e^x (8+24 x)\right) \log \left(\frac{-4 e^x+x}{16+12 x}\right)}{-4 x-3 x^2+e^x (16+12 x)} \, dx","Int[(E^(E^Log[(-4*E^x + x)/(16 + 12*x)]^2 + Log[(-4*E^x + x)/(16 + 12*x)]^2)*(-8 + E^x*(8 + 24*x))*Log[(-4*E^x + x)/(16 + 12*x)])/(-4*x - 3*x^2 + E^x*(16 + 12*x)),x]","\int \frac{\exp \left(e^{\log ^2\left(\frac{-4 e^x+x}{16+12 x}\right)}+\log ^2\left(\frac{-4 e^x+x}{16+12 x}\right)\right) \left(-8+e^x (8+24 x)\right) \log \left(\frac{-4 e^x+x}{16+12 x}\right)}{-4 x-3 x^2+e^x (16+12 x)} \, dx","e^{e^{\log ^2\left(\frac{x-4 e^x}{2 (x+5 (x+1)+3)}\right)}}",1,"2*Defer[Int][E^(E^Log[(-4*E^x + x)/(16 + 12*x)]^2 + Log[(-4*E^x + x)/(16 + 12*x)]^2)*Log[(-4*E^x + x)/(16 + 12*x)], x] - 2*Defer[Int][(E^(E^Log[(-4*E^x + x)/(16 + 12*x)]^2 + Log[(-4*E^x + x)/(16 + 12*x)]^2)*Log[(-4*E^x + x)/(16 + 12*x)])/(4*E^x - x), x] + 2*Defer[Int][(E^(E^Log[(-4*E^x + x)/(16 + 12*x)]^2 + Log[(-4*E^x + x)/(16 + 12*x)]^2)*x*Log[(-4*E^x + x)/(16 + 12*x)])/(4*E^x - x), x] - 6*Defer[Int][(E^(E^Log[(-4*E^x + x)/(16 + 12*x)]^2 + Log[(-4*E^x + x)/(16 + 12*x)]^2)*Log[(-4*E^x + x)/(16 + 12*x)])/(4 + 3*x), x]","F",0,0,0,0,-1,"{}"
4689,1,9,0,0.0436281,"\int \frac{-e^{2 x}-2 e^{2 x} x \log (x)}{x} \, dx","Int[(-E^(2*x) - 2*E^(2*x)*x*Log[x])/x,x]","-e^{2 x} \log (x)","5-e^{2 x} \log (x)",1,"-(E^(2*x)*Log[x])","A",6,5,22,0.2273,1,"{14, 2178, 2194, 2554, 12}"
4690,0,0,0,0.4720331,"\int \frac{e^3 (-1-x)-x^2-3 x^3+(-1-x) \log (4)-2 x^2 \log (x)+e^{e^x} \left(x+2 x^2+e^x x^3+\left(x+e^x x^2\right) \log (x)\right)}{x} \, dx","Int[(E^3*(-1 - x) - x^2 - 3*x^3 + (-1 - x)*Log[4] - 2*x^2*Log[x] + E^E^x*(x + 2*x^2 + E^x*x^3 + (x + E^x*x^2)*Log[x]))/x,x]","\int \frac{e^3 (-1-x)-x^2-3 x^3+(-1-x) \log (4)-2 x^2 \log (x)+e^{e^x} \left(x+2 x^2+e^x x^3+\left(x+e^x x^2\right) \log (x)\right)}{x} \, dx","\left(\left(e^{e^x}-x\right) x-e^3-\log (4)\right) (x+\log (x))-3",1,"-x^3 + ExpIntegralEi[E^x] - x*(E^3 + Log[4]) - x^2*Log[x] + ExpIntegralEi[E^x]*Log[x] - (E^3 + Log[4])*Log[x] + 2*Defer[Int][E^E^x*x, x] + Log[x]*Defer[Int][E^(E^x + x)*x, x] + Defer[Int][E^(E^x + x)*x^2, x] - Defer[Int][ExpIntegralEi[E^x]/x, x] - Defer[Int][Defer[Int][E^(E^x + x)*x, x]/x, x]","F",0,0,0,0,-1,"{}"
4691,1,110,0,0.0395245,"\int \frac{1}{125} \left(-21349+20690 x+9450 x^2-13000 x^3+3125 x^4+\left(34020-5400 x-25500 x^2+10000 x^3\right) \log (3)+\left(-14850-12000 x+11250 x^2\right) \log ^2(3)+(500+5000 x) \log ^3(3)+625 \log ^4(3)\right) \, dx","Int[(-21349 + 20690*x + 9450*x^2 - 13000*x^3 + 3125*x^4 + (34020 - 5400*x - 25500*x^2 + 10000*x^3)*Log[3] + (-14850 - 12000*x + 11250*x^2)*Log[3]^2 + (500 + 5000*x)*Log[3]^3 + 625*Log[3]^4)/125,x]","5 x^5-26 x^4+20 x^4 \log (3)+\frac{126 x^3}{5}+30 x^3 \log ^2(3)-68 x^3 \log (3)+\frac{2069 x^2}{25}-48 x^2 \log ^2(3)-\frac{108}{5} x^2 \log (3)-\frac{1}{125} x \left(21349-625 \log ^4(3)\right)+\frac{1}{5} (10 x+1)^2 \log ^3(3)-\frac{594}{5} x \log ^2(3)+\frac{6804}{25} x \log (3)","5 \left((x+2) \left(x+\left(x-\frac{9}{5}+\log (3)\right)^4\right)-3\right)",1,"(2069*x^2)/25 + (126*x^3)/5 - 26*x^4 + 5*x^5 + (6804*x*Log[3])/25 - (108*x^2*Log[3])/5 - 68*x^3*Log[3] + 20*x^4*Log[3] - (594*x*Log[3]^2)/5 - 48*x^2*Log[3]^2 + 30*x^3*Log[3]^2 + ((1 + 10*x)^2*Log[3]^3)/5 - (x*(21349 - 625*Log[3]^4))/125","B",4,1,73,0.01370,1,"{12}"
4692,1,38,0,0.0130044,"\int \frac{1}{3} \left(42+72 x-18 x^2+e^5 \left(12 x^2+16 x^3\right) \log (5)\right) \, dx","Int[(42 + 72*x - 18*x^2 + E^5*(12*x^2 + 16*x^3)*Log[5])/3,x]","\frac{4}{3} e^5 x^4 \log (5)-2 x^3+\frac{4}{3} e^5 x^3 \log (5)+12 x^2+14 x","x (2 x+2) \left(\frac{2}{3} e^5 x^2 \log (5)-x+7\right)",1,"14*x + 12*x^2 - 2*x^3 + (4*E^5*x^3*Log[5])/3 + (4*E^5*x^4*Log[5])/3","A",3,1,31,0.03226,1,"{12}"
4693,0,0,0,0.9710179,"\int \frac{-98+68 x-2 x^2-62 x^3+16 x^4-2 x^6}{\left(49 x-14 x^2+x^3-14 x^4+2 x^5+x^7\right) \log ^2\left(e^{-\frac{15-5 x}{-7+x+x^3}} x\right)} \, dx","Int[(-98 + 68*x - 2*x^2 - 62*x^3 + 16*x^4 - 2*x^6)/((49*x - 14*x^2 + x^3 - 14*x^4 + 2*x^5 + x^7)*Log[x/E^((15 - 5*x)/(-7 + x + x^3))]^2),x]","\int \frac{-98+68 x-2 x^2-62 x^3+16 x^4-2 x^6}{\left(49 x-14 x^2+x^3-14 x^4+2 x^5+x^7\right) \log ^2\left(e^{-\frac{15-5 x}{-7+x+x^3}} x\right)} \, dx","\frac{2}{\log \left(e^{-\frac{5 (3-x)}{x^3+x-7}} x\right)}",1,"-2*Defer[Int][1/(x*Log[E^((5*(-3 + x))/(-7 + x + x^3))*x]^2), x] + 180*Defer[Int][1/((-7 + x + x^3)^2*Log[E^((5*(-3 + x))/(-7 + x + x^3))*x]^2), x] - 20*Defer[Int][x/((-7 + x + x^3)^2*Log[E^((5*(-3 + x))/(-7 + x + x^3))*x]^2), x] - 90*Defer[Int][x^2/((-7 + x + x^3)^2*Log[E^((5*(-3 + x))/(-7 + x + x^3))*x]^2), x] + 20*Defer[Int][1/((-7 + x + x^3)*Log[E^((5*(-3 + x))/(-7 + x + x^3))*x]^2), x]","F",0,0,0,0,-1,"{}"
4694,0,0,0,3.3106685,"\int \frac{2 \log ^3\left(\frac{1}{5 x}\right)+\left(-4 \log ^3\left(\frac{1}{5 x}\right)-\log ^4\left(\frac{1}{5 x}\right)\right) \log (x)+\left(6 \log ^2\left(\frac{1}{5 x}\right)+\left(-12 \log ^2\left(\frac{1}{5 x}\right)-4 \log ^3\left(\frac{1}{5 x}\right)\right) \log (x)\right) \log \left(\frac{\log (x)}{x}\right)+\left(6 \log \left(\frac{1}{5 x}\right)+\left(-12 \log \left(\frac{1}{5 x}\right)-6 \log ^2\left(\frac{1}{5 x}\right)\right) \log (x)\right) \log ^2\left(\frac{\log (x)}{x}\right)+\left(2+\left(-4-4 \log \left(\frac{1}{5 x}\right)\right) \log (x)\right) \log ^3\left(\frac{\log (x)}{x}\right)-\log (x) \log ^4\left(\frac{\log (x)}{x}\right)}{2 x^3 \log (x)} \, dx","Int[(2*Log[1/(5*x)]^3 + (-4*Log[1/(5*x)]^3 - Log[1/(5*x)]^4)*Log[x] + (6*Log[1/(5*x)]^2 + (-12*Log[1/(5*x)]^2 - 4*Log[1/(5*x)]^3)*Log[x])*Log[Log[x]/x] + (6*Log[1/(5*x)] + (-12*Log[1/(5*x)] - 6*Log[1/(5*x)]^2)*Log[x])*Log[Log[x]/x]^2 + (2 + (-4 - 4*Log[1/(5*x)])*Log[x])*Log[Log[x]/x]^3 - Log[x]*Log[Log[x]/x]^4)/(2*x^3*Log[x]),x]","\int \frac{2 \log ^3\left(\frac{1}{5 x}\right)+\left(-4 \log ^3\left(\frac{1}{5 x}\right)-\log ^4\left(\frac{1}{5 x}\right)\right) \log (x)+\left(6 \log ^2\left(\frac{1}{5 x}\right)+\left(-12 \log ^2\left(\frac{1}{5 x}\right)-4 \log ^3\left(\frac{1}{5 x}\right)\right) \log (x)\right) \log \left(\frac{\log (x)}{x}\right)+\left(6 \log \left(\frac{1}{5 x}\right)+\left(-12 \log \left(\frac{1}{5 x}\right)-6 \log ^2\left(\frac{1}{5 x}\right)\right) \log (x)\right) \log ^2\left(\frac{\log (x)}{x}\right)+\left(2+\left(-4-4 \log \left(\frac{1}{5 x}\right)\right) \log (x)\right) \log ^3\left(\frac{\log (x)}{x}\right)-\log (x) \log ^4\left(\frac{\log (x)}{x}\right)}{2 x^3 \log (x)} \, dx","\frac{\left(\log \left(\frac{1}{5 x}\right)+\log \left(\frac{\log (x)}{x}\right)\right)^4}{4 x^2}",1,"3/(8*x^2) - (9*Log[1/(5*x)])/(16*x^2) + (3*Log[1/(5*x)]^2)/(8*x^2) - Log[1/(5*x)]^3/(8*x^2) - (3*(4 + Log[1/(5*x)]))/(16*x^2) + (3*Log[1/(5*x)]*(4 + Log[1/(5*x)]))/(8*x^2) - (3*Log[1/(5*x)]^2*(4 + Log[1/(5*x)]))/(8*x^2) + (Log[1/(5*x)]^3*(4 + Log[1/(5*x)]))/(4*x^2) + Defer[Int][Log[1/(5*x)]^3/(x^3*Log[x]), x] - 6*Defer[Int][(Log[1/(5*x)]^2*Log[Log[x]/x])/x^3, x] - 2*Defer[Int][(Log[1/(5*x)]^3*Log[Log[x]/x])/x^3, x] + 3*Defer[Int][(Log[1/(5*x)]^2*Log[Log[x]/x])/(x^3*Log[x]), x] - 6*Defer[Int][(Log[1/(5*x)]*Log[Log[x]/x]^2)/x^3, x] - 3*Defer[Int][(Log[1/(5*x)]^2*Log[Log[x]/x]^2)/x^3, x] + 3*Defer[Int][(Log[1/(5*x)]*Log[Log[x]/x]^2)/(x^3*Log[x]), x] - 2*Defer[Int][Log[Log[x]/x]^3/x^3, x] - 2*Defer[Int][(Log[1/(5*x)]*Log[Log[x]/x]^3)/x^3, x] + Defer[Int][Log[Log[x]/x]^3/(x^3*Log[x]), x] - Defer[Int][Log[Log[x]/x]^4/x^3, x]/2","F",0,0,0,0,-1,"{}"
4695,1,32,0,2.4272513,"\int \frac{2-5 x+2 x^2+\left(2-7 x+5 x^2+3 x^3-4 x^4+x^5\right) \log (-1+x)+\left(2-7 x+5 x^2+3 x^3-4 x^4+x^5\right) \log (x)+\left(\left(3 x-4 x^2+x^3\right) \log (-1+x)+\left(3 x-4 x^2+x^3\right) \log (x)\right) \log (x \log (-1+x)+x \log (x))}{\left(-4 x^2+8 x^3-5 x^4+x^5\right) \log (-1+x)+\left(-4 x^2+8 x^3-5 x^4+x^5\right) \log (x)+\left(\left(2 x-3 x^2+x^3\right) \log (-1+x)+\left(2 x-3 x^2+x^3\right) \log (x)\right) \log (x \log (-1+x)+x \log (x))} \, dx","Int[(2 - 5*x + 2*x^2 + (2 - 7*x + 5*x^2 + 3*x^3 - 4*x^4 + x^5)*Log[-1 + x] + (2 - 7*x + 5*x^2 + 3*x^3 - 4*x^4 + x^5)*Log[x] + ((3*x - 4*x^2 + x^3)*Log[-1 + x] + (3*x - 4*x^2 + x^3)*Log[x])*Log[x*Log[-1 + x] + x*Log[x]])/((-4*x^2 + 8*x^3 - 5*x^4 + x^5)*Log[-1 + x] + (-4*x^2 + 8*x^3 - 5*x^4 + x^5)*Log[x] + ((2*x - 3*x^2 + x^3)*Log[-1 + x] + (2*x - 3*x^2 + x^3)*Log[x])*Log[x*Log[-1 + x] + x*Log[x]]),x]","\log \left(-x^2+2 x-\log (x (\log (x-1)+\log (x)))\right)+x-\log (2-x)","\log \left(\frac{x \log (x (\log (x-1)+\log (x)))}{2 x-x^2}-x\right)+x+3",1,"x - Log[2 - x] + Log[2*x - x^2 - Log[x*(Log[-1 + x] + Log[x])]]","A",6,4,206,0.01942,1,"{6688, 6728, 43, 6684}"
4696,1,43,0,0.0595001,"\int \frac{500+440 x+32 x^2+(500+40 x) \log (4)+(2500+200 x) \log \left(x^2\right)}{25 x} \, dx","Int[(500 + 440*x + 32*x^2 + (500 + 40*x)*Log[4] + (2500 + 200*x)*Log[x^2])/(25*x),x]","\frac{16 x^2}{25}+25 \log ^2\left(x^2\right)+8 x \log \left(x^2\right)-16 x+\frac{8}{5} x (11+\log (4))+20 (1+\log (4)) \log (x)","\left(5 \log \left(x^2\right)+\frac{4 x}{5}+1+\log (4)\right)^2",1,"-16*x + (16*x^2)/25 + (8*x*(11 + Log[4]))/5 + 20*(1 + Log[4])*Log[x] + 8*x*Log[x^2] + 25*Log[x^2]^2","B",8,6,35,0.1714,1,"{12, 14, 76, 2346, 2301, 2295}"
4697,1,41,0,0.548878,"\int \frac{24-44 x+2 x^2-26 x^4+2 x^5+\left(20-24 x+4 x^2-5 x^4+x^5\right) \log \left(\frac{1}{4} \left(-4+4 x+x^4\right)\right)}{-8+8 x+2 x^4} \, dx","Int[(24 - 44*x + 2*x^2 - 26*x^4 + 2*x^5 + (20 - 24*x + 4*x^2 - 5*x^4 + x^5)*Log[(-4 + 4*x + x^4)/4])/(-8 + 8*x + 2*x^4),x]","\frac{1}{4} (5-x)^2 \log \left(\frac{x^4}{4}+x-1\right)-\frac{25}{4} \log \left(-x^4-4 x+4\right)-3 x","-\frac{1}{4} (10-x) x \log \left(\frac{x^4}{4}+x-1\right)-3 x+3",1,"-3*x - (25*Log[4 - 4*x - x^4])/4 + ((5 - x)^2*Log[-1 + x + x^4/4])/4","A",13,4,65,0.06154,1,"{6742, 2525, 12, 2100}"
4698,0,0,0,5.6805222,"\int \frac{\left(4 x+8 x^2+4 x^3\right) \log (x)+\left(e^x \left(-x^2-3 x^3-3 x^4-x^5+\left(-2 x-6 x^2-6 x^3-2 x^4\right) \log (2)\right)+\left(8 x+8 x^2+(16+16 x) \log (2)\right) \log (x)+\left(-8 x^2-16 x \log (2)\right) \log ^2(x)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)+\left(2 x+6 x^2+6 x^3+2 x^4+\left(4 x+8 x^2+4 x^3+\left(8+16 x+8 x^2\right) \log (2)+\left(-4 x^2-4 x^3+\left(-8 x-8 x^2\right) \log (2)\right) \log (x)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)\right) \log \left(\log \left(\frac{1}{2} (x+2 \log (2))\right)\right)}{\left(x^2+3 x^3+3 x^4+x^5+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log (2)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)} \, dx","Int[((4*x + 8*x^2 + 4*x^3)*Log[x] + (E^x*(-x^2 - 3*x^3 - 3*x^4 - x^5 + (-2*x - 6*x^2 - 6*x^3 - 2*x^4)*Log[2]) + (8*x + 8*x^2 + (16 + 16*x)*Log[2])*Log[x] + (-8*x^2 - 16*x*Log[2])*Log[x]^2)*Log[(x + 2*Log[2])/2] + (2*x + 6*x^2 + 6*x^3 + 2*x^4 + (4*x + 8*x^2 + 4*x^3 + (8 + 16*x + 8*x^2)*Log[2] + (-4*x^2 - 4*x^3 + (-8*x - 8*x^2)*Log[2])*Log[x])*Log[(x + 2*Log[2])/2])*Log[Log[(x + 2*Log[2])/2]])/((x^2 + 3*x^3 + 3*x^4 + x^5 + (2*x + 6*x^2 + 6*x^3 + 2*x^4)*Log[2])*Log[(x + 2*Log[2])/2]),x]","\int \frac{\left(4 x+8 x^2+4 x^3\right) \log (x)+\left(e^x \left(-x^2-3 x^3-3 x^4-x^5+\left(-2 x-6 x^2-6 x^3-2 x^4\right) \log (2)\right)+\left(8 x+8 x^2+(16+16 x) \log (2)\right) \log (x)+\left(-8 x^2-16 x \log (2)\right) \log ^2(x)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)+\left(2 x+6 x^2+6 x^3+2 x^4+\left(4 x+8 x^2+4 x^3+\left(8+16 x+8 x^2\right) \log (2)+\left(-4 x^2-4 x^3+\left(-8 x-8 x^2\right) \log (2)\right) \log (x)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)\right) \log \left(\log \left(\frac{1}{2} (x+2 \log (2))\right)\right)}{\left(x^2+3 x^3+3 x^4+x^5+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log (2)\right) \log \left(\frac{1}{2} (x+2 \log (2))\right)} \, dx","\left(\frac{2 \log (x)}{x+1}+\log \left(\log \left(\frac{x}{2}+\log (2)\right)\right)\right)^2-e^x",1,"-E^x + (4*Log[x]^2)/(1 + x)^2 + Log[Log[x/2 + Log[2]]]^2 - (4*Defer[Int][Log[x]/((1 + x)*Log[x/2 + Log[2]]), x])/(1 - Log[4]) + 4*Defer[Int][Log[Log[x/2 + Log[2]]]/x, x] - 4*Defer[Int][Log[Log[x/2 + Log[2]]]/(1 + x), x] - 4*Defer[Int][(Log[x]*Log[Log[x/2 + Log[2]]])/(1 + x)^2, x] + (8*Log[2]*Defer[Subst][Defer[Int][Log[2*x - 2*Log[2]]/(x*Log[x]), x], x, x/2 + Log[2]])/((1 - Log[4])*Log[4])","F",0,0,0,0,-1,"{}"
4699,0,0,0,1.8891147,"\int \frac{-80+184 x+41 x^2+\left(-18+38 x+4 x^2\right) \log (x)+(-1+2 x) \log ^2(x)}{10000+8200 x+2481 x^2+328 x^3+16 x^4+\left(4000+2440 x+488 x^2+32 x^3\right) \log (x)+\left(600+242 x+24 x^2\right) \log ^2(x)+(40+8 x) \log ^3(x)+\log ^4(x)} \, dx","Int[(-80 + 184*x + 41*x^2 + (-18 + 38*x + 4*x^2)*Log[x] + (-1 + 2*x)*Log[x]^2)/(10000 + 8200*x + 2481*x^2 + 328*x^3 + 16*x^4 + (4000 + 2440*x + 488*x^2 + 32*x^3)*Log[x] + (600 + 242*x + 24*x^2)*Log[x]^2 + (40 + 8*x)*Log[x]^3 + Log[x]^4),x]","\int \frac{-80+184 x+41 x^2+\left(-18+38 x+4 x^2\right) \log (x)+(-1+2 x) \log ^2(x)}{10000+8200 x+2481 x^2+328 x^3+16 x^4+\left(4000+2440 x+488 x^2+32 x^3\right) \log (x)+\left(600+242 x+24 x^2\right) \log ^2(x)+(40+8 x) \log ^3(x)+\log ^4(x)} \, dx","\frac{\left(1-\frac{1}{x}\right) x^2}{x+(2 (x+5)+\log (x))^2}",1,"20*Defer[Int][(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^(-2), x] + 25*Defer[Int][x/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 37*Defer[Int][x^2/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 8*Defer[Int][x^3/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] + 2*Defer[Int][Log[x]/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] + 2*Defer[Int][(x*Log[x])/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - 4*Defer[Int][(x^2*Log[x])/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^2, x] - Defer[Int][(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2)^(-1), x] + 2*Defer[Int][x/(100 + 41*x + 4*x^2 + 20*Log[x] + 4*x*Log[x] + Log[x]^2), x]","F",0,0,0,0,-1,"{}"
4700,0,0,0,4.3722194,"\int \frac{\exp \left(x \log ^{-\frac{2}{3 x}}\left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)\right) \log ^{-1-\frac{2}{3 x}}\left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right) \left(8 x+\left(-45 x+3 e^5 x-3 x^2\right) \log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)+\left(-30+2 e^5-2 x\right) \log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right) \log \left(\log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)\right)\right)}{-45 x+3 e^5 x-3 x^2} \, dx","Int[(E^(x/Log[50625 + E^20 + E^15*(-60 - 4*x) + 13500*x + 1350*x^2 + 60*x^3 + x^4 + E^10*(1350 + 180*x + 6*x^2) + E^5*(-13500 - 2700*x - 180*x^2 - 4*x^3)]^(2/(3*x)))*Log[50625 + E^20 + E^15*(-60 - 4*x) + 13500*x + 1350*x^2 + 60*x^3 + x^4 + E^10*(1350 + 180*x + 6*x^2) + E^5*(-13500 - 2700*x - 180*x^2 - 4*x^3)]^(-1 - 2/(3*x))*(8*x + (-45*x + 3*E^5*x - 3*x^2)*Log[50625 + E^20 + E^15*(-60 - 4*x) + 13500*x + 1350*x^2 + 60*x^3 + x^4 + E^10*(1350 + 180*x + 6*x^2) + E^5*(-13500 - 2700*x - 180*x^2 - 4*x^3)] + (-30 + 2*E^5 - 2*x)*Log[50625 + E^20 + E^15*(-60 - 4*x) + 13500*x + 1350*x^2 + 60*x^3 + x^4 + E^10*(1350 + 180*x + 6*x^2) + E^5*(-13500 - 2700*x - 180*x^2 - 4*x^3)]*Log[Log[50625 + E^20 + E^15*(-60 - 4*x) + 13500*x + 1350*x^2 + 60*x^3 + x^4 + E^10*(1350 + 180*x + 6*x^2) + E^5*(-13500 - 2700*x - 180*x^2 - 4*x^3)]]))/(-45*x + 3*E^5*x - 3*x^2),x]","\int \frac{\exp \left(x \log ^{-\frac{2}{3 x}}\left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)\right) \log ^{-1-\frac{2}{3 x}}\left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right) \left(8 x+\left(-45 x+3 e^5 x-3 x^2\right) \log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)+\left(-30+2 e^5-2 x\right) \log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right) \log \left(\log \left(50625+e^{20}+e^{15} (-60-4 x)+13500 x+1350 x^2+60 x^3+x^4+e^{10} \left(1350+180 x+6 x^2\right)+e^5 \left(-13500-2700 x-180 x^2-4 x^3\right)\right)\right)\right)}{-45 x+3 e^5 x-3 x^2} \, dx","e^{x \log ^{-\frac{2}{3 x}}\left(\left(x-e^5+15\right)^4\right)}",1,"(8*Defer[Int][(E^(x/Log[(15 - E^5 + x)^4]^(2/(3*x)))*Log[(15 - E^5 + x)^4]^(-1 - 2/(3*x)))/(-15 + E^5 - x), x])/3 + Defer[Int][E^(x/Log[(15 - E^5 + x)^4]^(2/(3*x)))/Log[(15 - E^5 + x)^4]^(2/(3*x)), x] + (2*Defer[Int][(E^(x/Log[(15 - E^5 + x)^4]^(2/(3*x)))*Log[Log[(15 - E^5 + x)^4]])/(x*Log[(15 - E^5 + x)^4]^(2/(3*x))), x])/3","F",0,0,0,0,-1,"{}"
4701,1,25,0,0.235496,"\int \frac{240 x+768 x^4}{25-320 x^3+64 e^2 x^4+1024 x^6+e \left(80 x^2-512 x^5\right)+\left(-80 x^2-128 e x^4+512 x^5\right) \log (4)+64 x^4 \log ^2(4)} \, dx","Int[(240*x + 768*x^4)/(25 - 320*x^3 + 64*E^2*x^4 + 1024*x^6 + E*(80*x^2 - 512*x^5) + (-80*x^2 - 128*E*x^4 + 512*x^5)*Log[4] + 64*x^4*Log[4]^2),x]","\frac{24 x^2}{-32 x^3+8 x^2 (e-\log (4))+5}","-\frac{3}{4 \left(x-\frac{5}{32 x^2}\right)-e+\log (4)}",1,"(24*x^2)/(5 - 32*x^3 + 8*x^2*(E - Log[4]))","A",5,5,74,0.06757,1,"{6, 1593, 6688, 12, 1588}"
4702,1,46,0,0.0877147,"\int \left(1+e^{e^{3-x+x \log ^2(x)}} \left(1+e^{3-x+x \log ^2(x)} \left(-x+2 x \log (x)+x \log ^2(x)\right)\right)\right) \, dx","Int[1 + E^E^(3 - x + x*Log[x]^2)*(1 + E^(3 - x + x*Log[x]^2)*(-x + 2*x*Log[x] + x*Log[x]^2)),x]","x+\frac{e^{e^{-x+x \log ^2(x)+3}} \left(x-x \log ^2(x)-2 x \log (x)\right)}{-\log ^2(x)-2 \log (x)+1}","x+x e^{e^{-x+x \log ^2(x)+3}}+\frac{3}{4}",1,"x + (E^E^(3 - x + x*Log[x]^2)*(x - 2*x*Log[x] - x*Log[x]^2))/(1 - 2*Log[x] - Log[x]^2)","B",2,1,49,0.02041,1,"{2288}"
4703,1,103,0,9.8424809,"\int \frac{55+30 x-18 x^2+102 x^3+110 x^4-56 x^5+6 x^6+100 x^7-40 x^8+4 x^9+e^2 \left(-50 x^2+20 x^3-2 x^4-100 x^5+40 x^6-4 x^7\right)+\left(275+150 x-90 x^2+410 x^3+390 x^4-204 x^5+22 x^6+200 x^7-80 x^8+8 x^9+e^4 \left(100 x^3-40 x^4+4 x^5\right)+e^2 \left(-100 x-210 x^2+96 x^3-10 x^4-300 x^5+120 x^6-12 x^7\right)\right) \log (x)+\left(550+300 x-180 x^2+520 x^3+450 x^4-240 x^5+26 x^6+e^2 \left(-200 x-270 x^2+132 x^3-14 x^4\right)\right) \log ^2(x)+\left(550+300 x-180 x^2+220 x^3+170 x^4-92 x^5+10 x^6+e^2 \left(-100 x-110 x^2+56 x^3-6 x^4\right)\right) \log ^3(x)+\left(275+150 x-90 x^2+10 x^3\right) \log ^4(x)+\left(55+30 x-18 x^2+2 x^3\right) \log ^5(x)}{25-10 x+x^2+\left(125-50 x+5 x^2\right) \log (x)+\left(250-100 x+10 x^2\right) \log ^2(x)+\left(250-100 x+10 x^2\right) \log ^3(x)+\left(125-50 x+5 x^2\right) \log ^4(x)+\left(25-10 x+x^2\right) \log ^5(x)} \, dx","Int[(55 + 30*x - 18*x^2 + 102*x^3 + 110*x^4 - 56*x^5 + 6*x^6 + 100*x^7 - 40*x^8 + 4*x^9 + E^2*(-50*x^2 + 20*x^3 - 2*x^4 - 100*x^5 + 40*x^6 - 4*x^7) + (275 + 150*x - 90*x^2 + 410*x^3 + 390*x^4 - 204*x^5 + 22*x^6 + 200*x^7 - 80*x^8 + 8*x^9 + E^4*(100*x^3 - 40*x^4 + 4*x^5) + E^2*(-100*x - 210*x^2 + 96*x^3 - 10*x^4 - 300*x^5 + 120*x^6 - 12*x^7))*Log[x] + (550 + 300*x - 180*x^2 + 520*x^3 + 450*x^4 - 240*x^5 + 26*x^6 + E^2*(-200*x - 270*x^2 + 132*x^3 - 14*x^4))*Log[x]^2 + (550 + 300*x - 180*x^2 + 220*x^3 + 170*x^4 - 92*x^5 + 10*x^6 + E^2*(-100*x - 110*x^2 + 56*x^3 - 6*x^4))*Log[x]^3 + (275 + 150*x - 90*x^2 + 10*x^3)*Log[x]^4 + (55 + 30*x - 18*x^2 + 2*x^3)*Log[x]^5)/(25 - 10*x + x^2 + (125 - 50*x + 5*x^2)*Log[x] + (250 - 100*x + 10*x^2)*Log[x]^2 + (250 - 100*x + 10*x^2)*Log[x]^3 + (125 - 50*x + 5*x^2)*Log[x]^4 + (25 - 10*x + x^2)*Log[x]^5),x]","\frac{x^8}{(\log (x)+1)^4}-\frac{2 e^2 x^6}{(\log (x)+1)^4}+\frac{2 x^5}{(\log (x)+1)^2}+\frac{2 x^4}{(\log (x)+1)^2}+\frac{e^4 x^4}{(\log (x)+1)^4}-\frac{2 e^2 x^3}{(\log (x)+1)^2}+x^2-\frac{2 e^2 x^2}{(\log (x)+1)^2}+2 x+\frac{5}{5-x}","\left(\frac{\left(e^2-x^2\right) x^2}{(\log (x)+1)^2}-x-1\right)^2+\frac{5}{5-x}",1,"5/(5 - x) + 2*x + x^2 + (E^4*x^4)/(1 + Log[x])^4 - (2*E^2*x^6)/(1 + Log[x])^4 + x^8/(1 + Log[x])^4 - (2*E^2*x^2)/(1 + Log[x])^2 - (2*E^2*x^3)/(1 + Log[x])^2 + (2*x^4)/(1 + Log[x])^2 + (2*x^5)/(1 + Log[x])^2","B",74,8,424,0.01887,1,"{6741, 6742, 1850, 2353, 2306, 2309, 2178, 2356}"
4704,1,45,0,0.0383666,"\int \frac{2 e^{3+8 e^5} x}{e^9-15 e^6 x+75 e^3 x^2-125 x^3} \, dx","Int[(2*E^(3 + 8*E^5)*x)/(E^9 - 15*E^6*x + 75*E^3*x^2 - 125*x^3),x]","\frac{e^{6+8 e^5}}{25 \left(e^3-5 x\right)^2}-\frac{2 e^{3+8 e^5}}{25 \left(e^3-5 x\right)}","\frac{e^{8 e^5} x^2}{\left(5 x-e^3\right)^2}",1,"E^(6 + 8*E^5)/(25*(E^3 - 5*x)^2) - (2*E^(3 + 8*E^5))/(25*(E^3 - 5*x))","B",3,2,37,0.05405,1,"{12, 2074}"
4705,0,0,0,0.3667891,"\int \frac{-1+3 \log (x)}{x^2 \log (x)+x \log (x) \log \left(\frac{e^{-4-x} x^3}{10 \log (x)}\right)} \, dx","Int[(-1 + 3*Log[x])/(x^2*Log[x] + x*Log[x]*Log[(E^(-4 - x)*x^3)/(10*Log[x])]),x]","\int \frac{-1+3 \log (x)}{x^2 \log (x)+x \log (x) \log \left(\frac{e^{-4-x} x^3}{10 \log (x)}\right)} \, dx","\log \left(\frac{1}{2} \left(\log \left(\frac{e^{-x-4} x^3}{10 \log (x)}\right)+x\right)\right)",1,"3*Defer[Int][1/(x*(x + Log[(E^(-4 - x)*x^3)/(10*Log[x])])), x] - Defer[Int][1/(x*Log[x]*(x + Log[(E^(-4 - x)*x^3)/(10*Log[x])])), x]","F",0,0,0,0,-1,"{}"
4706,0,0,0,2.4704089,"\int \frac{-8 e^{x/2} x^2+e^{x/2} \left(8 x+2 x^2\right) \log \left(4 e^{5+x}\right)}{-64 e^{3 x/4} x^3+48 e^{x/2} x^2 \log \left(4 e^{5+x}\right)-12 e^{x/4} x \log ^2\left(4 e^{5+x}\right)+\log ^3\left(4 e^{5+x}\right)} \, dx","Int[(-8*E^(x/2)*x^2 + E^(x/2)*(8*x + 2*x^2)*Log[4*E^(5 + x)])/(-64*E^((3*x)/4)*x^3 + 48*E^(x/2)*x^2*Log[4*E^(5 + x)] - 12*E^(x/4)*x*Log[4*E^(5 + x)]^2 + Log[4*E^(5 + x)]^3),x]","\int \frac{-8 e^{x/2} x^2+e^{x/2} \left(8 x+2 x^2\right) \log \left(4 e^{5+x}\right)}{-64 e^{3 x/4} x^3+48 e^{x/2} x^2 \log \left(4 e^{5+x}\right)-12 e^{x/4} x \log ^2\left(4 e^{5+x}\right)+\log ^3\left(4 e^{5+x}\right)} \, dx","\frac{4}{\left(4-\frac{e^{-x/4} \log \left(4 e^{x+5}\right)}{x}\right)^2}",1,"8*Defer[Int][(E^(x/2)*x^2)/(4*E^(x/4)*x - Log[4*E^(5 + x)])^3, x] - 8*Defer[Int][(E^(x/2)*x*Log[4*E^(5 + x)])/(4*E^(x/4)*x - Log[4*E^(5 + x)])^3, x] - 2*Defer[Int][(E^(x/2)*x^2*Log[4*E^(5 + x)])/(4*E^(x/4)*x - Log[4*E^(5 + x)])^3, x]","F",0,0,0,0,-1,"{}"
4707,0,0,0,4.0444478,"\int \frac{x^3+\left(2 x^2+x^3\right) \log \left(\frac{1}{2} (6+3 x)\right)+e^{e^x} \left(-4-2 x-x^2+e^x \left(4 x+2 x^2\right)+\left(-4 x-2 x^2+e^x \left(2 x^2+x^3\right)\right) \log \left(\frac{1}{2} (6+3 x)\right)\right)}{8 x^2+4 x^3+\left(8 x^3+4 x^4\right) \log \left(\frac{1}{2} (6+3 x)\right)+\left(2 x^4+x^5\right) \log ^2\left(\frac{1}{2} (6+3 x)\right)} \, dx","Int[(x^3 + (2*x^2 + x^3)*Log[(6 + 3*x)/2] + E^E^x*(-4 - 2*x - x^2 + E^x*(4*x + 2*x^2) + (-4*x - 2*x^2 + E^x*(2*x^2 + x^3))*Log[(6 + 3*x)/2]))/(8*x^2 + 4*x^3 + (8*x^3 + 4*x^4)*Log[(6 + 3*x)/2] + (2*x^4 + x^5)*Log[(6 + 3*x)/2]^2),x]","\int \frac{x^3+\left(2 x^2+x^3\right) \log \left(\frac{1}{2} (6+3 x)\right)+e^{e^x} \left(-4-2 x-x^2+e^x \left(4 x+2 x^2\right)+\left(-4 x-2 x^2+e^x \left(2 x^2+x^3\right)\right) \log \left(\frac{1}{2} (6+3 x)\right)\right)}{8 x^2+4 x^3+\left(8 x^3+4 x^4\right) \log \left(\frac{1}{2} (6+3 x)\right)+\left(2 x^4+x^5\right) \log ^2\left(\frac{1}{2} (6+3 x)\right)} \, dx","\frac{\log \left(e^{e^{e^x}-x}\right)}{x \left(x \log \left(\frac{3 x}{2}+3\right)+2\right)}",1,"Defer[Int][(2 + x*Log[(3*(2 + x))/2])^(-2), x] - 2*Defer[Int][E^E^x/(x^2*(2 + x*Log[(3*(2 + x))/2])^2), x] - 2*Defer[Int][1/((2 + x)*(2 + x*Log[(3*(2 + x))/2])^2), x] - Defer[Int][E^E^x/((2 + x)*(2 + x*Log[(3*(2 + x))/2])^2), x] + Defer[Int][E^(E^x + x)/(x*(2 + x*Log[(3*(2 + x))/2])), x] + Defer[Int][Log[3 + (3*x)/2]/(2 + x*Log[(3*(2 + x))/2])^2, x] - 2*Defer[Int][(E^E^x*Log[3 + (3*x)/2])/(x*(2 + x*Log[(3*(2 + x))/2])^2), x]","F",0,0,0,0,-1,"{}"
4708,1,6,0,0.0007469,"\int 18 e^4 \, dx","Int[18*E^4,x]","18 e^4 x","18 e^4 x",1,"18*E^4*x","A",1,1,5,0.2000,1,"{8}"
4709,1,228,0,0.6620711,"\int \left(324 x^3+e^{9 e^{e^{e^x}}+3 x} \left(-750000 x^3-562500 x^4-1687500 e^{e^{e^x}+e^x+x} x^4\right)+e^{3 e^{e^{e^x}}+x} \left(-10800 x^3-2700 x^4-8100 e^{e^{e^x}+e^x+x} x^4\right)+e^{6 e^{e^{e^x}}+2 x} \left(135000 x^3+67500 x^4+202500 e^{e^{e^x}+e^x+x} x^4\right)+e^{12 e^{e^{e^x}}+4 x} \left(1562500 x^3+1562500 x^4+4687500 e^{e^{e^x}+e^x+x} x^4\right)\right) \, dx","Int[324*x^3 + E^(9*E^E^E^x + 3*x)*(-750000*x^3 - 562500*x^4 - 1687500*E^(E^E^x + E^x + x)*x^4) + E^(3*E^E^E^x + x)*(-10800*x^3 - 2700*x^4 - 8100*E^(E^E^x + E^x + x)*x^4) + E^(6*E^E^E^x + 2*x)*(135000*x^3 + 67500*x^4 + 202500*E^(E^E^x + E^x + x)*x^4) + E^(12*E^E^E^x + 4*x)*(1562500*x^3 + 1562500*x^4 + 4687500*E^(E^E^x + E^x + x)*x^4),x]","81 x^4-\frac{2700 e^{x+3 e^{e^{e^x}}} \left(3 e^{x+e^{e^x}+e^x} x^4+x^4\right)}{3 e^{x+e^{e^x}+e^x}+1}+\frac{33750 e^{2 x+6 e^{e^{e^x}}} \left(3 e^{x+e^{e^x}+e^x} x^4+x^4\right)}{3 e^{x+e^{e^x}+e^x}+1}-\frac{187500 e^{3 x+9 e^{e^{e^x}}} \left(3 e^{x+e^{e^x}+e^x} x^4+x^4\right)}{3 e^{x+e^{e^x}+e^x}+1}+\frac{390625 e^{4 x+12 e^{e^{e^x}}} \left(3 e^{x+e^{e^x}+e^x} x^4+x^4\right)}{3 e^{x+e^{e^x}+e^x}+1}","\left(\left(4-25 e^{x+3 e^{e^{e^x}}}\right) x-x\right)^4",1,"81*x^4 - (2700*E^(3*E^E^E^x + x)*(x^4 + 3*E^(E^E^x + E^x + x)*x^4))/(1 + 3*E^(E^E^x + E^x + x)) + (33750*E^(6*E^E^E^x + 2*x)*(x^4 + 3*E^(E^E^x + E^x + x)*x^4))/(1 + 3*E^(E^E^x + E^x + x)) - (187500*E^(9*E^E^E^x + 3*x)*(x^4 + 3*E^(E^E^x + E^x + x)*x^4))/(1 + 3*E^(E^E^x + E^x + x)) + (390625*E^(12*E^E^E^x + 4*x)*(x^4 + 3*E^(E^E^x + E^x + x)*x^4))/(1 + 3*E^(E^E^x + E^x + x))","B",5,1,180,0.005556,1,"{2288}"
4710,1,22,0,0.0569964,"\int \frac{e^{11}+e^{11+x} (-1-x)+4 x^3}{e^{11} (-7-x)+e^{11+x} x-x^4} \, dx","Int[(E^11 + E^(11 + x)*(-1 - x) + 4*x^3)/(E^11*(-7 - x) + E^(11 + x)*x - x^4),x]","-\log \left(x^4-e^{x+11} x+e^{11} (x+7)\right)","\log \left(\frac{2}{\frac{x^4}{e^{11}}-e^x x+x+7}\right)",1,"-Log[-(E^(11 + x)*x) + x^4 + E^11*(7 + x)]","A",1,1,45,0.02222,1,"{6684}"
4711,0,0,0,3.9130481,"\int \frac{e^{\frac{3 x^2}{4 e^x x-x \log (4)}} \left(-64 e^{2 x} x^2-12 x^3 \log (4)-4 x^2 \log ^2(4)+e^x x \left(48 x^2-48 x^3+32 x \log (4)\right)\right)}{16 e^{2 x} x^4-8 e^x x^4 \log (4)+x^4 \log ^2(4)} \, dx","Int[(E^((3*x^2)/(4*E^x*x - x*Log[4]))*(-64*E^(2*x)*x^2 - 12*x^3*Log[4] - 4*x^2*Log[4]^2 + E^x*x*(48*x^2 - 48*x^3 + 32*x*Log[4])))/(16*E^(2*x)*x^4 - 8*E^x*x^4*Log[4] + x^4*Log[4]^2),x]","\int \frac{e^{\frac{3 x^2}{4 e^x x-x \log (4)}} \left(-64 e^{2 x} x^2-12 x^3 \log (4)-4 x^2 \log ^2(4)+e^x x \left(48 x^2-48 x^3+32 x \log (4)\right)\right)}{16 e^{2 x} x^4-8 e^x x^4 \log (4)+x^4 \log ^2(4)} \, dx","\frac{4 e^{-\frac{3 x^2}{x \log (4)-4 e^x x}}}{x}",1,"-4*Defer[Int][E^((3*x)/(4*E^x - Log[4]))/x^2, x] - 12*Log[4]*Defer[Int][E^((3*x)/(4*E^x - Log[4]))/(4*E^x - Log[4])^2, x] - 12*Defer[Int][E^((3*x)/(4*E^x - Log[4]))/(4*E^x - Log[4]), x] + 12*Defer[Int][E^((3*x)/(4*E^x - Log[4]))/(x*(4*E^x - Log[4])), x]","F",0,0,0,0,-1,"{}"
4712,1,218,0,4.5228539,"\int \frac{-3 x^3+e^3 \left(10 x^2-x^3-x^4\right)+e^x \left(-6 x^3+e^3 \left(-10 x^2-2 x^3-2 x^4\right)\right)+e^{2 x} \left(6 x^3+e^3 \left(2 x^3+2 x^4\right)\right)+\left(-30 x+e^3 \left(40 x-10 x^2\right)+e^x \left(30 x-30 x^2+e^3 \left(10 x-10 x^3\right)\right)\right) \log \left(3+e^3 (1+x)\right)+\left(-150+e^3 (-50-50 x)\right) \log ^2\left(3+e^3 (1+x)\right)}{3 x^3+e^3 \left(x^3+x^4\right)} \, dx","Int[(-3*x^3 + E^3*(10*x^2 - x^3 - x^4) + E^x*(-6*x^3 + E^3*(-10*x^2 - 2*x^3 - 2*x^4)) + E^(2*x)*(6*x^3 + E^3*(2*x^3 + 2*x^4)) + (-30*x + E^3*(40*x - 10*x^2) + E^x*(30*x - 30*x^2 + E^3*(10*x - 10*x^3)))*Log[3 + E^3*(1 + x)] + (-150 + E^3*(-50 - 50*x))*Log[3 + E^3*(1 + x)]^2)/(3*x^3 + E^3*(x^3 + x^4)),x]","\frac{25 \log ^2\left(e^3 x+e^3+3\right)}{x^2}-2 e^x+e^{2 x}-x-\frac{10 e^x \log \left(e^3 x+e^3+3\right)}{x}+\frac{10 \left(3-4 e^3\right) \log \left(e^3 x+e^3+3\right)}{\left(3+e^3\right) x}-\frac{10 e^3 \log \left(e^3 x+e^3+3\right)}{3+e^3}+\frac{10 e^3 \left(3-4 e^3\right) \log \left(e^3 x+e^3+3\right)}{\left(3+e^3\right)^2}+\frac{10 e^3 \log (x)}{3+e^3}-\frac{10 e^3 \left(3-4 e^3\right) \log (x)}{\left(3+e^3\right)^2}-\frac{50 e^6 \log (x)}{\left(3+e^3\right)^2}+\frac{50 e^3 \left(e^3 x+e^3+3\right) \log \left(e^3 (x+1)+3\right)}{\left(3+e^3\right)^2 x}","\left(e^x-\frac{5 \log \left(e^3 (x+1)+3\right)}{x}-1\right)^2-x",1,"-2*E^x + E^(2*x) - x - (50*E^6*Log[x])/(3 + E^3)^2 - (10*E^3*(3 - 4*E^3)*Log[x])/(3 + E^3)^2 + (10*E^3*Log[x])/(3 + E^3) + (10*E^3*(3 - 4*E^3)*Log[3 + E^3 + E^3*x])/(3 + E^3)^2 - (10*E^3*Log[3 + E^3 + E^3*x])/(3 + E^3) - (10*E^x*Log[3 + E^3 + E^3*x])/x + (10*(3 - 4*E^3)*Log[3 + E^3 + E^3*x])/((3 + E^3)*x) + (25*Log[3 + E^3 + E^3*x]^2)/x^2 + (50*E^3*(3 + E^3 + E^3*x)*Log[3 + E^3*(1 + x)])/((3 + E^3)^2*x)","B",41,24,181,0.1326,1,"{6741, 6742, 2194, 6688, 2178, 2197, 2554, 893, 2418, 2395, 36, 29, 31, 2392, 2391, 2390, 2301, 2398, 2411, 2347, 2344, 2316, 2315, 2314}"
4713,1,44,0,0.0658358,"\int \frac{1}{256} \left(e^{2 x} (-9-18 x)+512 x-27 x^2+e^x \left(-36 x-18 x^2\right)\right) \, dx","Int[(E^(2*x)*(-9 - 18*x) + 512*x - 27*x^2 + E^x*(-36*x - 18*x^2))/256,x]","-\frac{9 x^3}{256}-\frac{9 e^x x^2}{128}+x^2+\frac{9 e^{2 x}}{512}-\frac{9}{512} e^{2 x} (2 x+1)","x \left(x-\frac{9}{256} \left(x+e^x\right)^2\right)-e^{16}",1,"(9*E^(2*x))/512 + x^2 - (9*E^x*x^2)/128 - (9*x^3)/256 - (9*E^(2*x)*(1 + 2*x))/512","B",12,5,37,0.1351,1,"{12, 2176, 2194, 1593, 2196}"
4714,1,65,0,0.2841264,"\int \frac{e^{3+\frac{e^{2+e^x}}{5}} \left(4 e^x+e^x (-4+4 x) \log (x)+\frac{1}{5} e^{2+e^x} \left(8 e^x x^2-4 e^{2 x} x \log (x)\right)\right)}{4 x^2-4 e^x x \log (x)+e^{2 x} \log ^2(x)} \, dx","Int[(E^(3 + E^(2 + E^x)/5)*(4*E^x + E^x*(-4 + 4*x)*Log[x] + (E^(2 + E^x)*(8*E^x*x^2 - 4*E^(2*x)*x*Log[x]))/5))/(4*x^2 - 4*E^x*x*Log[x] + E^(2*x)*Log[x]^2),x]","\frac{4 e^{-x+\frac{e^{e^x+2}}{5}+3} \left(2 e^x x^2-e^{2 x} x \log (x)\right)}{4 x^2+e^{2 x} \log ^2(x)-4 e^x x \log (x)}","\frac{2 e^{\frac{e^{e^x+2}}{5}+3} x}{x-\frac{1}{2} e^x \log (x)}",1,"(4*E^(3 + E^(2 + E^x)/5 - x)*(2*E^x*x^2 - E^(2*x)*x*Log[x]))/(4*x^2 - 4*E^x*x*Log[x] + E^(2*x)*Log[x]^2)","B",1,1,89,0.01124,1,"{2288}"
4715,0,0,0,11.3908812,"\int \frac{e^{e^2+x^2} \left(-3-6 x^2\right)+e^{x^2} \left(3 x+6 x^3\right)+e^{e^2} \left(-1+e^4-3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right)+\left(-1+e^4-3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log \left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)}{\left(x^2-e^4 x^2+3 e^{x^2} x^3\right) \log \left(-1+e^4-3 e^{x^2} x\right)+\left(2 x-2 e^4 x+6 e^{x^2} x^2\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log \left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)+\left(1-e^4+3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log ^2\left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)} \, dx","Int[(E^(E^2 + x^2)*(-3 - 6*x^2) + E^x^2*(3*x + 6*x^3) + E^E^2*(-1 + E^4 - 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x] + (-1 + E^4 - 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*Log[Log[-1 + E^4 - 3*E^x^2*x]])/((x^2 - E^4*x^2 + 3*E^x^2*x^3)*Log[-1 + E^4 - 3*E^x^2*x] + (2*x - 2*E^4*x + 6*E^x^2*x^2)*Log[-1 + E^4 - 3*E^x^2*x]*Log[Log[-1 + E^4 - 3*E^x^2*x]] + (1 - E^4 + 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*Log[Log[-1 + E^4 - 3*E^x^2*x]]^2),x]","\int \frac{e^{e^2+x^2} \left(-3-6 x^2\right)+e^{x^2} \left(3 x+6 x^3\right)+e^{e^2} \left(-1+e^4-3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right)+\left(-1+e^4-3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log \left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)}{\left(x^2-e^4 x^2+3 e^{x^2} x^3\right) \log \left(-1+e^4-3 e^{x^2} x\right)+\left(2 x-2 e^4 x+6 e^{x^2} x^2\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log \left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)+\left(1-e^4+3 e^{x^2} x\right) \log \left(-1+e^4-3 e^{x^2} x\right) \log ^2\left(\log \left(-1+e^4-3 e^{x^2} x\right)\right)} \, dx","\frac{e^{e^2}-x}{\log \left(\log \left(-3 e^{x^2} x+e^4-1\right)\right)+x}",1,"Defer[Int][(-x - Log[Log[-1 + E^4 - 3*E^x^2*x]])^(-1), x] - E^E^2*Defer[Int][(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^(-2), x] + Defer[Int][x/(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2, x] + Defer[Int][1/(Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] - E^E^2*Defer[Int][1/(x*Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] - 2*E^E^2*Defer[Int][x/(Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] + 2*Defer[Int][x^2/(Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] + (1 - E^4)*Defer[Int][1/((-1 + E^4 - 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] + E^E^2*(1 - E^4)*Defer[Int][1/(x*(1 - E^4 + 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] + 2*E^E^2*(1 - E^4)*Defer[Int][x/((1 - E^4 + 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x] - 2*(1 - E^4)*Defer[Int][x^2/((1 - E^4 + 3*E^x^2*x)*Log[-1 + E^4 - 3*E^x^2*x]*(x + Log[Log[-1 + E^4 - 3*E^x^2*x]])^2), x]","F",0,0,0,0,-1,"{}"
4716,1,16,0,0.0064804,"\int \frac{25+16 x^2+8 x^3}{16 x^2} \, dx","Int[(25 + 16*x^2 + 8*x^3)/(16*x^2),x]","\frac{x^2}{4}+x-\frac{25}{16 x}","\log \left(\frac{3}{8} e^{-\frac{(2 x+5)^2 \left(x-x^2\right)}{16 x^2}}\right)",1,"-25/(16*x) + x + x^2/4","A",3,2,19,0.1053,1,"{12, 14}"
4717,0,0,0,3.5502437,"\int \frac{2 x+e^{e^5} x+25 e^{-2 e^{1+x}} \left(-4 e^{1+3 e^5+x}+e^{1+2 e^5+x} (-24+12 x)+e^{1+e^5+x} \left(-48+48 x-12 x^2\right)+e^{1+x} \left(-32+48 x-24 x^2+4 x^3\right)\right)+5 e^{-e^{1+x}} \left(8-4 x+e^{2 e^5} \left(2-2 e^{1+x} x\right)+e^{1+x} \left(-8 x+8 x^2-2 x^3\right)+e^{e^5} \left(8-2 x+e^{1+x} \left(-8 x+4 x^2\right)\right)\right)}{16+2 e^{3 e^5}+e^{2 e^5} (12-6 x)-24 x+12 x^2-2 x^3+e^{e^5} \left(24-24 x+6 x^2\right)} \, dx","Int[(2*x + E^E^5*x + (25*(-4*E^(1 + 3*E^5 + x) + E^(1 + 2*E^5 + x)*(-24 + 12*x) + E^(1 + E^5 + x)*(-48 + 48*x - 12*x^2) + E^(1 + x)*(-32 + 48*x - 24*x^2 + 4*x^3)))/E^(2*E^(1 + x)) + (5*(8 - 4*x + E^(2*E^5)*(2 - 2*E^(1 + x)*x) + E^(1 + x)*(-8*x + 8*x^2 - 2*x^3) + E^E^5*(8 - 2*x + E^(1 + x)*(-8*x + 4*x^2))))/E^E^(1 + x))/(16 + 2*E^(3*E^5) + E^(2*E^5)*(12 - 6*x) - 24*x + 12*x^2 - 2*x^3 + E^E^5*(24 - 24*x + 6*x^2)),x]","\int \frac{2 x+e^{e^5} x+25 e^{-2 e^{1+x}} \left(-4 e^{1+3 e^5+x}+e^{1+2 e^5+x} (-24+12 x)+e^{1+e^5+x} \left(-48+48 x-12 x^2\right)+e^{1+x} \left(-32+48 x-24 x^2+4 x^3\right)\right)+5 e^{-e^{1+x}} \left(8-4 x+e^{2 e^5} \left(2-2 e^{1+x} x\right)+e^{1+x} \left(-8 x+8 x^2-2 x^3\right)+e^{e^5} \left(8-2 x+e^{1+x} \left(-8 x+4 x^2\right)\right)\right)}{16+2 e^{3 e^5}+e^{2 e^5} (12-6 x)-24 x+12 x^2-2 x^3+e^{e^5} \left(24-24 x+6 x^2\right)} \, dx","\left(5 e^{-e^{x+1}}-\frac{x}{2 \left(x-e^{e^5}-2\right)}\right)^2",1,"25/E^(2*E^(1 + x)) - 5/E^E^(1 + x) + x^2/(4*(2 + E^E^5 - x)^2) + 5*(2 + E^E^5)*Defer[Int][1/(E^E^(1 + x)*(2 + E^E^5 - x)^2), x] - 5*(2 + E^E^5)*Defer[Int][E^(1 - E^(1 + x) + x)/(2 + E^E^5 - x), x]","F",0,0,0,0,-1,"{}"
4718,1,35,0,0.4809964,"\int \frac{-256-512 x-256 x^2+\left(-64+64 x^2\right) \log \left(x^2\right)}{5 x^2 \log ^3\left(x^2\right)} \, dx","Int[(-256 - 512*x - 256*x^2 + (-64 + 64*x^2)*Log[x^2])/(5*x^2*Log[x^2]^3),x]","\frac{64 x}{5 \log ^2\left(x^2\right)}+\frac{128}{5 \log ^2\left(x^2\right)}+\frac{64}{5 x \log ^2\left(x^2\right)}","\frac{16 (2 x+2)^2}{5 x \log ^2\left(x^2\right)}-5",1,"128/(5*Log[x^2]^2) + 64/(5*x*Log[x^2]^2) + (64*x)/(5*Log[x^2]^2)","A",25,11,35,0.3143,1,"{12, 6741, 6742, 2353, 2297, 2300, 2178, 2306, 2310, 2302, 30}"
4719,1,27,0,0.2566334,"\int \frac{-50+185 x-60 x^2-100 x^3}{3 x+14 x^2-7 x^3-10 x^4+e^4 \left(15-5 x-10 x^2\right)+\left(3-x-2 x^2\right) \log (-1+x)+\left(-15+5 x+10 x^2\right) \log (3+2 x)} \, dx","Int[(-50 + 185*x - 60*x^2 - 100*x^3)/(3*x + 14*x^2 - 7*x^3 - 10*x^4 + E^4*(15 - 5*x - 10*x^2) + (3 - x - 2*x^2)*Log[-1 + x] + (-15 + 5*x + 10*x^2)*Log[3 + 2*x]),x]","5 \log \left(5 x^2+x+\log (x-1)-5 \log (2 x+3)+5 e^4\right)","5 \log \left(x^2+\frac{1}{5} (x+\log (x-1))-\log (2 x+3)+e^4\right)",1,"5*Log[5*E^4 + x + 5*x^2 + Log[-1 + x] - 5*Log[3 + 2*x]]","A",3,3,83,0.03614,1,"{6688, 12, 6684}"
4720,1,56,0,0.1474471,"\int \left(16 x^3+e^{2 x+2 x^3} \left(2+6 x^2\right)-16 x^3 \log (5)+4 x^3 \log ^2(5)+e^{x+x^3} \left(8 x+4 x^2+12 x^4+\left(-4 x-2 x^2-6 x^4\right) \log (5)\right)\right) \, dx","Int[16*x^3 + E^(2*x + 2*x^3)*(2 + 6*x^2) - 16*x^3*Log[5] + 4*x^3*Log[5]^2 + E^(x + x^3)*(8*x + 4*x^2 + 12*x^4 + (-4*x - 2*x^2 - 6*x^4)*Log[5]),x]","x^4 (2-\log (5))^2+e^{2 x^3+2 x}+\frac{2 e^{x^3+x} \left(3 x^3+x\right) x (2-\log (5))}{3 x^2+1}","\left(e^{x^3+x}+x (2 x-x \log (5))\right)^2",1,"E^(2*x + 2*x^3) + (2*E^(x + x^3)*x*(x + 3*x^3)*(2 - Log[5]))/(1 + 3*x^2) + x^4*(2 - Log[5])^2","B",7,5,80,0.06250,1,"{6, 6706, 6688, 12, 2288}"
4721,0,0,0,14.784517,"\int \frac{-8 x-2 x^2+\left(16+12 x+2 x^2-48 x^3-36 x^4-6 x^5\right) \log (2+x)+\left(8+6 x+x^2-24 x^3-18 x^4-3 x^5\right) \log ^2(2+x)+\left(\left(-16 x^3-8 x^4\right) \log (2+x)+\left(-8 x^3-4 x^4\right) \log ^2(2+x)+\left((16+8 x) \log (2+x)+(8+4 x) \log ^2(2+x)\right) \log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)\right) \log \left(-x^3+\log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)\right)}{\left(-64 x^3-64 x^4-20 x^5-2 x^6\right) \log (2+x)+\left(-32 x^3-32 x^4-10 x^5-x^6\right) \log ^2(2+x)+\left(\left(64+64 x+20 x^2+2 x^3\right) \log (2+x)+\left(32+32 x+10 x^2+x^3\right) \log ^2(2+x)\right) \log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)} \, dx","Int[(-8*x - 2*x^2 + (16 + 12*x + 2*x^2 - 48*x^3 - 36*x^4 - 6*x^5)*Log[2 + x] + (8 + 6*x + x^2 - 24*x^3 - 18*x^4 - 3*x^5)*Log[2 + x]^2 + ((-16*x^3 - 8*x^4)*Log[2 + x] + (-8*x^3 - 4*x^4)*Log[2 + x]^2 + ((16 + 8*x)*Log[2 + x] + (8 + 4*x)*Log[2 + x]^2)*Log[(2*x + x*Log[2 + x])/Log[2 + x]])*Log[-x^3 + Log[(2*x + x*Log[2 + x])/Log[2 + x]]])/((-64*x^3 - 64*x^4 - 20*x^5 - 2*x^6)*Log[2 + x] + (-32*x^3 - 32*x^4 - 10*x^5 - x^6)*Log[2 + x]^2 + ((64 + 64*x + 20*x^2 + 2*x^3)*Log[2 + x] + (32 + 32*x + 10*x^2 + x^3)*Log[2 + x]^2)*Log[(2*x + x*Log[2 + x])/Log[2 + x]]),x]","\int \frac{-8 x-2 x^2+\left(16+12 x+2 x^2-48 x^3-36 x^4-6 x^5\right) \log (2+x)+\left(8+6 x+x^2-24 x^3-18 x^4-3 x^5\right) \log ^2(2+x)+\left(\left(-16 x^3-8 x^4\right) \log (2+x)+\left(-8 x^3-4 x^4\right) \log ^2(2+x)+\left((16+8 x) \log (2+x)+(8+4 x) \log ^2(2+x)\right) \log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)\right) \log \left(-x^3+\log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)\right)}{\left(-64 x^3-64 x^4-20 x^5-2 x^6\right) \log (2+x)+\left(-32 x^3-32 x^4-10 x^5-x^6\right) \log ^2(2+x)+\left(\left(64+64 x+20 x^2+2 x^3\right) \log (2+x)+\left(32+32 x+10 x^2+x^3\right) \log ^2(2+x)\right) \log \left(\frac{2 x+x \log (2+x)}{\log (2+x)}\right)} \, dx","\frac{x \log \left(\log \left(x+\frac{2 x}{\log (x+2)}\right)-x^3\right)}{x+4}",1,"96*Defer[Int][1/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] - 24*Defer[Int][x/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] + 6*Defer[Int][x^2/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] - 386*Defer[Int][1/((4 + x)*(2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] - 2*Defer[Int][1/((2 + x)*Log[2 + x]*(2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] + 4*Defer[Int][1/((4 + x)*Log[2 + x]*(2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] + 48*Defer[Int][Log[2 + x]/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] - 12*Defer[Int][(x*Log[2 + x])/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] + 3*Defer[Int][(x^2*Log[2 + x])/((2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] - 193*Defer[Int][Log[2 + x]/((4 + x)*(2 + Log[2 + x])*(x^3 - Log[x + (2*x)/Log[2 + x]])), x] + 4*Defer[Int][Log[-x^3 + Log[x + (2*x)/Log[2 + x]]]/(4 + x)^2, x]","F",0,0,0,0,-1,"{}"
4722,1,36,0,0.0771193,"\int \frac{20+5 x-2 x^2+(5-x) \log (5-x)}{-10+2 x} \, dx","Int[(20 + 5*x - 2*x^2 + (5 - x)*Log[5 - x])/(-10 + 2*x),x]","-\frac{x^2}{2}-2 x+\frac{1}{2} (5-x) \log (5-x)-\frac{5}{2} \log (5-x)","\frac{1}{2} (-x-(x (x+\log (5-x)+3))-6)+4",1,"-2*x - x^2/2 - (5*Log[5 - x])/2 + ((5 - x)*Log[5 - x])/2","A",6,4,30,0.1333,1,"{6742, 698, 2389, 2295}"
4723,0,0,0,1.3269667,"\int \frac{-24+e^x (-40-40 x)-38 x-45 x^2-10 x^3}{\left(4+20 e^x+20 x+5 x^2\right) \log ^2\left(\frac{1}{20} e^{x+x^2} \left(4+20 e^x+20 x+5 x^2\right)\right)} \, dx","Int[(-24 + E^x*(-40 - 40*x) - 38*x - 45*x^2 - 10*x^3)/((4 + 20*E^x + 20*x + 5*x^2)*Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^2),x]","\int \frac{-24+e^x (-40-40 x)-38 x-45 x^2-10 x^3}{\left(4+20 e^x+20 x+5 x^2\right) \log ^2\left(\frac{1}{20} e^{x+x^2} \left(4+20 e^x+20 x+5 x^2\right)\right)} \, dx","\frac{1}{\log \left(e^{x (x+1)} \left(\frac{x^2}{4}+x+e^x+\frac{1}{5}\right)\right)}",1,"-2*Defer[Int][Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^(-2), x] - 2*Defer[Int][x/Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^2, x] - 16*Defer[Int][1/((4 + 20*E^x + 20*x + 5*x^2)*Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^2), x] + 10*Defer[Int][x/((4 + 20*E^x + 20*x + 5*x^2)*Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^2), x] + 5*Defer[Int][x^2/((4 + 20*E^x + 20*x + 5*x^2)*Log[(E^(x + x^2)*(4 + 20*E^x + 20*x + 5*x^2))/20]^2), x]","F",0,0,0,0,-1,"{}"
4724,1,20,0,0.0894383,"\int \frac{1}{5} \left(4-e^x x+e^x \left(-2 x-x^2\right) \log (10 x)\right) \, dx","Int[(4 - E^x*x + E^x*(-2*x - x^2)*Log[10*x])/5,x]","\frac{4 x}{5}-\frac{1}{5} e^x x^2 \log (10 x)","\frac{1}{5} x \left(4-e^x x \log (10 x)\right)",1,"(4*x)/5 - (E^x*x^2*Log[10*x])/5","A",8,6,29,0.2069,1,"{12, 2176, 2194, 1593, 2196, 2554}"
4725,1,46,0,0.0930243,"\int \frac{-10 e^6 \log (5)+e^x \left(10+e^3 (20-10 x)-5 x\right) \log (5)+e^{2 x} (-10+10 x) \log (5)}{6 x^3} \, dx","Int[(-10*E^6*Log[5] + E^x*(10 + E^3*(20 - 10*x) - 5*x)*Log[5] + E^(2*x)*(-10 + 10*x)*Log[5])/(6*x^3),x]","\frac{5 e^{2 x} \log (5)}{6 x^2}-\frac{5 \left(1+2 e^3\right) e^x \log (5)}{6 x^2}+\frac{5 e^6 \log (5)}{6 x^2}","\frac{5 \left(\left(e^3-e^x\right)^2-e^x\right) \log (5)}{6 x^2}",1,"(5*E^6*Log[5])/(6*x^2) + (5*E^(2*x)*Log[5])/(6*x^2) - (5*E^x*(1 + 2*E^3)*Log[5])/(6*x^2)","A",5,3,48,0.06250,1,"{12, 14, 2197}"
4726,0,0,0,2.050158,"\int \frac{e^{\frac{3}{3+\log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)}} \left(18-36 x+6 x^2+\left(18-24 x+6 x^2\right) \log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)+\left(3-4 x+x^2\right) \log ^2\left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)\right)}{27-36 x+9 x^2+\left(18-24 x+6 x^2\right) \log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)+\left(3-4 x+x^2\right) \log ^2\left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)} \, dx","Int[(E^(3/(3 + Log[(9*x - 6*x^2 + x^3)/(4 - 8*x + 4*x^2)]))*(18 - 36*x + 6*x^2 + (18 - 24*x + 6*x^2)*Log[(9*x - 6*x^2 + x^3)/(4 - 8*x + 4*x^2)] + (3 - 4*x + x^2)*Log[(9*x - 6*x^2 + x^3)/(4 - 8*x + 4*x^2)]^2))/(27 - 36*x + 9*x^2 + (18 - 24*x + 6*x^2)*Log[(9*x - 6*x^2 + x^3)/(4 - 8*x + 4*x^2)] + (3 - 4*x + x^2)*Log[(9*x - 6*x^2 + x^3)/(4 - 8*x + 4*x^2)]^2),x]","\int \frac{e^{\frac{3}{3+\log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)}} \left(18-36 x+6 x^2+\left(18-24 x+6 x^2\right) \log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)+\left(3-4 x+x^2\right) \log ^2\left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)\right)}{27-36 x+9 x^2+\left(18-24 x+6 x^2\right) \log \left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)+\left(3-4 x+x^2\right) \log ^2\left(\frac{9 x-6 x^2+x^3}{4-8 x+4 x^2}\right)} \, dx","x e^{\frac{3}{\log \left(\frac{(3-x)^2 x^3}{4 \left(x^2-x\right)^2}\right)+3}}",1,"Defer[Int][E^(3/(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)])), x] - 3*Defer[Int][E^(3/(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)]))/(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)])^2, x] - 18*Defer[Int][E^(3/(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)]))/((-3 + x)*(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)])^2), x] + 6*Defer[Int][E^(3/(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)]))/((-1 + x)*(3 + Log[((-3 + x)^2*x)/(4*(-1 + x)^2)])^2), x]","F",0,0,0,0,-1,"{}"
4727,1,162,0,1.3846639,"\int \frac{3 x+2 x^2+\left(4 e^{2 e}+e^e \left(9 x+6 x^2\right)\right) \log (x)+e^{2 e} \left(-2+9 x+6 x^2\right) \log ^2(x)+e^{3 e} \left(-2+3 x+2 x^2\right) \log ^3(x)}{2 x^2+6 e^e x^2 \log (x)+6 e^{2 e} x^2 \log ^2(x)+2 e^{3 e} x^2 \log ^3(x)} \, dx","Int[(3*x + 2*x^2 + (4*E^(2*E) + E^E*(9*x + 6*x^2))*Log[x] + E^(2*E)*(-2 + 9*x + 6*x^2)*Log[x]^2 + E^(3*E)*(-2 + 3*x + 2*x^2)*Log[x]^3)/(2*x^2 + 6*E^E*x^2*Log[x] + 6*E^(2*E)*x^2*Log[x]^2 + 2*E^(3*E)*x^2*Log[x]^3),x]","e^{e^{-e}-2 e} \left(1-2 e^e\right) \text{Ei}\left(-e^{-e} \left(e^e \log (x)+1\right)\right)+2 e^{e^{-e}-e} \text{Ei}\left(-e^{-e} \left(e^e \log (x)+1\right)\right)-e^{e^{-e}-2 e} \text{Ei}\left(-e^{-e} \left(e^e \log (x)+1\right)\right)+x+\frac{1}{x}+\frac{3 \log (x)}{2}-\frac{2-e^{-e}}{x \left(e^e \log (x)+1\right)}-\frac{e^{-e}}{x \left(e^e \log (x)+1\right)}+\frac{1}{x \left(e^e \log (x)+1\right)^2}","x+\frac{x}{\left(x+\frac{e^{-e} x}{\log (x)}\right)^2}+\frac{3 \log (x)}{2}+2",1,"x^(-1) + x - E^(-2*E + E^(-E))*ExpIntegralEi[-((1 + E^E*Log[x])/E^E)] + 2*E^(-E + E^(-E))*ExpIntegralEi[-((1 + E^E*Log[x])/E^E)] + E^(-2*E + E^(-E))*(1 - 2*E^E)*ExpIntegralEi[-((1 + E^E*Log[x])/E^E)] + (3*Log[x])/2 + 1/(x*(1 + E^E*Log[x])^2) - 1/(E^E*x*(1 + E^E*Log[x])) - (2 - E^(-E))/(x*(1 + E^E*Log[x]))","C",15,7,120,0.05833,1,"{6688, 12, 6742, 14, 2306, 2309, 2178}"
4728,1,28,0,0.024703,"\int \frac{2+e^{e^{x^2}} \left(-2+e^{x^2} \left(-16 x-4 x^2\right)\right)}{e} \, dx","Int[(2 + E^E^x^2*(-2 + E^x^2*(-16*x - 4*x^2)))/E,x]","\frac{2 x}{e}-\frac{2 e^{e^{x^2}-1} \left(x^2+4 x\right)}{x}","-\frac{2 \left(e^{e^{x^2}} (x+4)-x+e^3\right)}{e}",1,"(2*x)/E - (2*E^(-1 + E^x^2)*(4*x + x^2))/x","A",3,2,31,0.06452,1,"{12, 2288}"
4729,0,0,0,5.7973997,"\int \frac{-2 x^2+60 x^3+e^{\frac{-1-3 x+2 x^2}{2 x}} \left(5+10 x^2\right)}{10 e^{\frac{-1-3 x+2 x^2}{2 x}} x^2-2 x^3+30 x^4} \, dx","Int[(-2*x^2 + 60*x^3 + E^((-1 - 3*x + 2*x^2)/(2*x))*(5 + 10*x^2))/(10*E^((-1 - 3*x + 2*x^2)/(2*x))*x^2 - 2*x^3 + 30*x^4),x]","\int \frac{-2 x^2+60 x^3+e^{\frac{-1-3 x+2 x^2}{2 x}} \left(5+10 x^2\right)}{10 e^{\frac{-1-3 x+2 x^2}{2 x}} x^2-2 x^3+30 x^4} \, dx","\log \left(3 x^2-\frac{x}{5}+e^{x-\frac{x+1}{2 x}-1}\right)",1,"-1/2*1/x + x - (17*Defer[Int][E^(3/2 + 1/(2*x))/(5*E^x + E^((3 + x^(-1))/2)*x*(-1 + 15*x)), x])/2 + 31*Defer[Int][(E^(3/2 + 1/(2*x))*x)/(5*E^x + E^((3 + x^(-1))/2)*x*(-1 + 15*x)), x] - 15*Defer[Int][(E^(3/2 + 1/(2*x))*x^2)/(5*E^x + E^((3 + x^(-1))/2)*x*(-1 + 15*x)), x] - Defer[Subst][Defer[Int][E^((15*E^x + x + E^((3 + x^(-1))/2)*(1 + 45*x^2))/(10*(E^x + 3*E^((3 + x^(-1))/2)*x^2)))/x, x], x, (5*E^x - E^(3/2 + 1/(2*x))*x + 15*E^(3/2 + 1/(2*x))*x^2)/x]/(10*(E^x + 3*E^(3/2 + 1/(2*x))*x^2))","F",0,0,0,0,-1,"{}"
4730,1,30,0,0.0346229,"\int \frac{8-5 x^2-e x^2+4 e^{-e^2} x^2-2 x^3}{2 x^2} \, dx","Int[(8 - 5*x^2 - E*x^2 + (4*x^2)/E^E^2 - 2*x^3)/(2*x^2),x]","-\frac{x^2}{2}-\frac{1}{2} \left(5+e-4 e^{-e^2}\right) x-\frac{4}{x}","-\left(\left(\frac{x}{2}+2\right) \left(x-4 e^{-e^2}+e+1\right)\right)-\frac{4}{x}+5",1,"-4/x - ((5 + E - 4/E^E^2)*x)/2 - x^2/2","A",5,3,37,0.08108,1,"{6, 12, 14}"
4731,0,0,0,1.2740966,"\int \frac{-37 x^2+e^{x^2} \left(-1+37 x+2 x^2\right)}{e^{x^2} x-x^2+\left(e^{x^2} x-x^2\right) \log \left(\frac{e^{37 x+x^2}-e^{37 x} x}{x}\right)} \, dx","Int[(-37*x^2 + E^x^2*(-1 + 37*x + 2*x^2))/(E^x^2*x - x^2 + (E^x^2*x - x^2)*Log[(E^(37*x + x^2) - E^(37*x)*x)/x]),x]","\int \frac{-37 x^2+e^{x^2} \left(-1+37 x+2 x^2\right)}{e^{x^2} x-x^2+\left(e^{x^2} x-x^2\right) \log \left(\frac{e^{37 x+x^2}-e^{37 x} x}{x}\right)} \, dx","\log \left(\log \left(\frac{e^{37 x} \left(e^{x^2}-x\right)}{x}\right)+1\right)",1,"37*Defer[Int][(1 + Log[(E^(37*x)*(E^x^2 - x))/x])^(-1), x] - Defer[Int][1/((E^x^2 - x)*(1 + Log[(E^(37*x)*(E^x^2 - x))/x])), x] - Defer[Int][1/(x*(1 + Log[(E^(37*x)*(E^x^2 - x))/x])), x] + 2*Defer[Int][x/(1 + Log[(E^(37*x)*(E^x^2 - x))/x]), x] + 2*Defer[Int][x^2/((E^x^2 - x)*(1 + Log[(E^(37*x)*(E^x^2 - x))/x])), x]","F",0,0,0,0,-1,"{}"
4732,1,24,0,0.2647315,"\int \frac{-3 x^4 \log ^2(4)-6 x^4 \log ^2(4) \log (x)+\left(-96+18 x^4 \log ^2(4)\right) \log ^2(x)}{x^7 \log ^2(4) \log ^2(x)} \, dx","Int[(-3*x^4*Log[4]^2 - 6*x^4*Log[4]^2*Log[x] + (-96 + 18*x^4*Log[4]^2)*Log[x]^2)/(x^7*Log[4]^2*Log[x]^2),x]","\frac{16}{x^6 \log ^2(4)}-\frac{9}{x^2}+\frac{3}{x^2 \log (x)}","\frac{\frac{16}{x^4 \log ^2(4)}+\frac{3}{\log (x)}-9}{x^2}",1,"-9/x^2 + 16/(x^6*Log[4]^2) + 3/(x^2*Log[x])","A",10,6,49,0.1224,1,"{12, 6742, 14, 2306, 2309, 2178}"
4733,0,0,0,1.391363,"\int \frac{8 x+e^{x^2} \left(8+16 x-16 x^2-16 x^3\right)+(8+16 x) \log (x)}{x+x^2+e^{x^2} \left(x+x^2\right)+\left(x+x^2\right) \log (x)} \, dx","Int[(8*x + E^x^2*(8 + 16*x - 16*x^2 - 16*x^3) + (8 + 16*x)*Log[x])/(x + x^2 + E^x^2*(x + x^2) + (x + x^2)*Log[x]),x]","\int \frac{8 x+e^{x^2} \left(8+16 x-16 x^2-16 x^3\right)+(8+16 x) \log (x)}{x+x^2+e^{x^2} \left(x+x^2\right)+\left(x+x^2\right) \log (x)} \, dx","4 \log \left(\frac{625 \left(x^2+x\right)^2}{\left(e^{x^2}+\log (x)+1\right)^2}\right)",1,"-8*x^2 + 8*Log[x] + 8*Log[1 + x] - 8*Defer[Int][1/(x*(1 + E^x^2 + Log[x])), x] + 16*Defer[Int][x/(1 + E^x^2 + Log[x]), x] + 16*Defer[Int][(x*Log[x])/(1 + E^x^2 + Log[x]), x]","F",0,0,0,0,-1,"{}"
4734,1,35,0,0.0738323,"\int \frac{80 x^2-10 x^4+e^4 \left(-64+96 x-180 x^2+204 x^3-105 x^4+24 x^5-2 x^6\right)}{e^4 \left(128 x^2-192 x^3+104 x^4-24 x^5+2 x^6\right)} \, dx","Int[(80*x^2 - 10*x^4 + E^4*(-64 + 96*x - 180*x^2 + 204*x^3 - 105*x^4 + 24*x^5 - 2*x^6))/(E^4*(128*x^2 - 192*x^3 + 104*x^4 - 24*x^5 + 2*x^6)),x]","-x+\frac{5}{e^4 (2-x)}-\frac{10}{e^4 (4-x)}+\frac{1}{2 x}","\frac{5 x}{e^4 (x-4) (x-2)}-x+\frac{1}{2 x}-4",1,"5/(E^4*(2 - x)) - 10/(E^4*(4 - x)) + 1/(2*x) - x","A",3,2,77,0.02597,1,"{12, 2074}"
4735,0,0,0,6.0745705,"\int \frac{-36 x-x^4+e^x \left(36+x^3\right)+\left(-e^x x^3+x^4\right) \log (x)+\left(2 x^5-2 e^x x^5+\left(-x^5+e^x x^5\right) \log \left(3 e^{\frac{9}{x^4}}\right)+\left(x^4-e^x x^4\right) \log (x)\right) \log \left(\frac{-2 x+x \log \left(3 e^{\frac{9}{x^4}}\right)-\log (x)}{x}\right)}{-2 e^{2 x} x^5+4 e^x x^6-2 x^7+\left(e^{2 x} x^5-2 e^x x^6+x^7\right) \log \left(3 e^{\frac{9}{x^4}}\right)+\left(-e^{2 x} x^4+2 e^x x^5-x^6\right) \log (x)} \, dx","Int[(-36*x - x^4 + E^x*(36 + x^3) + (-(E^x*x^3) + x^4)*Log[x] + (2*x^5 - 2*E^x*x^5 + (-x^5 + E^x*x^5)*Log[3*E^(9/x^4)] + (x^4 - E^x*x^4)*Log[x])*Log[(-2*x + x*Log[3*E^(9/x^4)] - Log[x])/x])/(-2*E^(2*x)*x^5 + 4*E^x*x^6 - 2*x^7 + (E^(2*x)*x^5 - 2*E^x*x^6 + x^7)*Log[3*E^(9/x^4)] + (-(E^(2*x)*x^4) + 2*E^x*x^5 - x^6)*Log[x]),x]","\int \frac{-36 x-x^4+e^x \left(36+x^3\right)+\left(-e^x x^3+x^4\right) \log (x)+\left(2 x^5-2 e^x x^5+\left(-x^5+e^x x^5\right) \log \left(3 e^{\frac{9}{x^4}}\right)+\left(x^4-e^x x^4\right) \log (x)\right) \log \left(\frac{-2 x+x \log \left(3 e^{\frac{9}{x^4}}\right)-\log (x)}{x}\right)}{-2 e^{2 x} x^5+4 e^x x^6-2 x^7+\left(e^{2 x} x^5-2 e^x x^6+x^7\right) \log \left(3 e^{\frac{9}{x^4}}\right)+\left(-e^{2 x} x^4+2 e^x x^5-x^6\right) \log (x)} \, dx","\frac{\log \left(\log \left(3 e^{\frac{9}{x^4}}\right)-\frac{\log (x)}{x}-2\right)}{x-e^x}",1,"36*Defer[Int][1/((E^x - x)*x^4*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x] + Defer[Int][1/((E^x - x)*x*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x] - Defer[Int][Log[x]/((E^x - x)*x*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x] - Defer[Int][Log[-2 + Log[3*E^(9/x^4)] - Log[x]/x]/(E^x - x)^2, x] + Defer[Int][(x*Log[-2 + Log[3*E^(9/x^4)] - Log[x]/x])/(E^x - x)^2, x] - 2*Defer[Int][(x*Log[-2 + Log[3*E^(9/x^4)] - Log[x]/x])/((E^x - x)*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x] + Defer[Int][(x*Log[3*E^(9/x^4)]*Log[-2 + Log[3*E^(9/x^4)] - Log[x]/x])/((E^x - x)*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x] - Defer[Int][(Log[x]*Log[-2 + Log[3*E^(9/x^4)] - Log[x]/x])/((E^x - x)*(-2*x + x*Log[3*E^(9/x^4)] - Log[x])), x]","F",0,0,0,0,-1,"{}"
4736,1,138,0,0.2006146,"\int \frac{-972-648 x+\left(3888+3564 x+756 x^2\right) \log (3)+\left(-5832-6804 x-2592 x^2-324 x^3\right) \log ^2(3)+\left(3888+5508 x+2916 x^2+684 x^3+60 x^4\right) \log ^3(3)+\left(-972-1620 x-1080 x^2-360 x^3-60 x^4-4 x^5\right) \log ^4(3)}{243 x^5+405 x^6+270 x^7+90 x^8+15 x^9+x^{10}} \, dx","Int[(-972 - 648*x + (3888 + 3564*x + 756*x^2)*Log[3] + (-5832 - 6804*x - 2592*x^2 - 324*x^3)*Log[3]^2 + (3888 + 5508*x + 2916*x^2 + 684*x^3 + 60*x^4)*Log[3]^3 + (-972 - 1620*x - 1080*x^2 - 360*x^3 - 60*x^4 - 4*x^5)*Log[3]^4)/(243*x^5 + 405*x^6 + 270*x^7 + 90*x^8 + 15*x^9 + x^10),x]","\frac{(1-\log (3))^4}{x^4}-\frac{4 (1-\log (3))^3}{3 x^3}+\frac{2 (1-\log (3))^2 (5-\log (9))}{9 x^2}+\frac{1}{(x+3)^4}+\frac{4 (1-\log (3)) \left(5+\log ^2(3)-5 \log (3)\right)}{27 (x+3)}-\frac{4 (1-\log (3)) \left(5+\log ^2(3)-5 \log (3)\right)}{27 x}+\frac{2 (1-\log (3)) (5-\log (27))}{9 (x+3)^2}+\frac{4 (1-\log (3))}{3 (x+3)^3}","\frac{\left(\frac{3}{x+3}-\log (3)\right)^4}{x^4}",1,"(3 + x)^(-4) + (4*(1 - Log[3]))/(3*(3 + x)^3) - (4*(1 - Log[3])^3)/(3*x^3) + (1 - Log[3])^4/x^4 - (4*(1 - Log[3])*(5 - 5*Log[3] + Log[3]^2))/(27*x) + (4*(1 - Log[3])*(5 - 5*Log[3] + Log[3]^2))/(27*(3 + x)) + (2*(1 - Log[3])^2*(5 - Log[9]))/(9*x^2) + (2*(1 - Log[3])*(5 - Log[27]))/(9*(3 + x)^2)","B",2,1,125,0.008000,1,"{2074}"
4737,1,26,0,0.06717,"\int \frac{-153600+\left(320 x+800 x^2\right) \log (3)-x^4 \log ^2(3)}{153600-800 x^2 \log (3)+x^4 \log ^2(3)} \, dx","Int[(-153600 + (320*x + 800*x^2)*Log[3] - x^4*Log[3]^2)/(153600 - 800*x^2*Log[3] + x^4*Log[3]^2),x]","-\log \left(320-x^2 \log (3)\right)+\log \left(480-x^2 \log (3)\right)-x","\log \left(5 \left(1-\frac{x}{3 \left(x-\frac{320}{x \log (3)}\right)}\right)\right)-x",1,"-x - Log[320 - x^2*Log[3]] + Log[480 - x^2*Log[3]]","A",8,7,43,0.1628,1,"{1673, 1586, 8, 12, 1107, 616, 31}"
4738,1,48,0,1.3715364,"\int \frac{5-25 x-108 x^2-180 x^3+36 x^2 \log (x)+\left(15-11 x-60 x^2+(-5+12 x) \log (x)\right) \log (3+5 x-\log (x))+(-3-5 x+\log (x)) \log ^2(3+5 x-\log (x))}{360 x^2+168 x^3-720 x^4+\left(-120 x^2+144 x^3\right) \log (x)+\left(60 x-44 x^2-240 x^3+\left(-20 x+48 x^2\right) \log (x)\right) \log (3+5 x-\log (x))+\left(-12 x-20 x^2+4 x \log (x)\right) \log ^2(3+5 x-\log (x))} \, dx","Int[(5 - 25*x - 108*x^2 - 180*x^3 + 36*x^2*Log[x] + (15 - 11*x - 60*x^2 + (-5 + 12*x)*Log[x])*Log[3 + 5*x - Log[x]] + (-3 - 5*x + Log[x])*Log[3 + 5*x - Log[x]]^2)/(360*x^2 + 168*x^3 - 720*x^4 + (-120*x^2 + 144*x^3)*Log[x] + (60*x - 44*x^2 - 240*x^3 + (-20*x + 48*x^2)*Log[x])*Log[3 + 5*x - Log[x]] + (-12*x - 20*x^2 + 4*x*Log[x])*Log[3 + 5*x - Log[x]]^2),x]","\frac{\log (x)}{4}+\frac{1}{4} \log (-6 x-\log (5 x-\log (x)+3)+5)-\frac{1}{4} \log (6 x+\log (5 x-\log (x)+3))","\frac{1}{4} \log \left(x-\frac{x}{x+\frac{1}{5} (x+\log (5 x-\log (x)+3))}\right)",1,"Log[x]/4 + Log[5 - 6*x - Log[3 + 5*x - Log[x]]]/4 - Log[6*x + Log[3 + 5*x - Log[x]]]/4","A",6,4,168,0.02381,1,"{6741, 12, 6742, 6684}"
4739,0,0,0,4.4888546,"\int \frac{-16 x^2-16 e^2 x^2+16 x^3+e^x \left(16 x-16 x^3+e^2 \left(-32+16 x^2\right)\right)+e^x \left(e^2 (16-16 x)-16 x+16 x^2\right) \log \left(e^2-x\right)}{e^{2 x} \left(e^2-x\right)+e^2 x^2-x^3+e^x \left(2 e^2 x-2 x^2\right)} \, dx","Int[(-16*x^2 - 16*E^2*x^2 + 16*x^3 + E^x*(16*x - 16*x^3 + E^2*(-32 + 16*x^2)) + E^x*(E^2*(16 - 16*x) - 16*x + 16*x^2)*Log[E^2 - x])/(E^(2*x)*(E^2 - x) + E^2*x^2 - x^3 + E^x*(2*E^2*x - 2*x^2)),x]","\int \frac{-16 x^2-16 e^2 x^2+16 x^3+e^x \left(16 x-16 x^3+e^2 \left(-32+16 x^2\right)\right)+e^x \left(e^2 (16-16 x)-16 x+16 x^2\right) \log \left(e^2-x\right)}{e^{2 x} \left(e^2-x\right)+e^2 x^2-x^3+e^x \left(2 e^2 x-2 x^2\right)} \, dx","\frac{16 x \left(-x+\log \left(e^2-x\right)-2\right)}{x+e^x}+3",1,"32/(E^x + x) - (16*Log[E^2 - x])/(E^x + x) + 32*Defer[Int][(E^x + x)^(-2), x] - 16*Log[E^2 - x]*Defer[Int][(E^x + x)^(-2), x] - 16*Defer[Int][x^2/(E^x + x)^2, x] + 16*Log[E^2 - x]*Defer[Int][x^2/(E^x + x)^2, x] - 16*Defer[Int][x^3/(E^x + x)^2, x] + 16*Defer[Int][(E^x + x)^(-1), x] - 16*Log[E^2 - x]*Defer[Int][(E^x + x)^(-1), x] - 16*E^2*Log[E^2 - x]*Defer[Int][(E^x + x)^(-1), x] + 16*(1 + E^2)*Log[E^2 - x]*Defer[Int][(E^x + x)^(-1), x] - 16*Defer[Int][1/((E^2 - x)*(E^x + x)), x] - 16*E^2*Defer[Int][1/((E^2 - x)*(E^x + x)), x] + 16*E^2*Log[E^2 - x]*Defer[Int][1/((E^2 - x)*(E^x + x)), x] + 16*E^4*Log[E^2 - x]*Defer[Int][1/((E^2 - x)*(E^x + x)), x] - 16*E^2*(1 + E^2)*Log[E^2 - x]*Defer[Int][1/((E^2 - x)*(E^x + x)), x] - 16*Log[E^2 - x]*Defer[Int][x/(E^x + x), x] + 16*Defer[Int][x^2/(E^x + x), x] - 16*Defer[Int][Defer[Int][(E^x + x)^(-2), x]/(E^2 - x), x] + 16*Defer[Int][Defer[Int][x^2/(E^x + x)^2, x]/(E^2 - x), x] - 16*Defer[Int][Defer[Int][(E^x + x)^(-1), x]/(E^2 - x), x] - 16*E^2*Defer[Int][Defer[Int][(E^x + x)^(-1), x]/(E^2 - x), x] + 16*(1 + E^2)*Defer[Int][Defer[Int][(E^x + x)^(-1), x]/(E^2 - x), x] + 16*E^2*Defer[Int][Defer[Int][1/((E^2 - x)*(E^x + x)), x]/(E^2 - x), x] + 16*E^4*Defer[Int][Defer[Int][1/((E^2 - x)*(E^x + x)), x]/(E^2 - x), x] - 16*E^2*(1 + E^2)*Defer[Int][Defer[Int][1/((E^2 - x)*(E^x + x)), x]/(E^2 - x), x] - 16*Defer[Int][Defer[Int][x/(E^x + x), x]/(E^2 - x), x]","F",0,0,0,0,-1,"{}"
4740,1,61,0,1.7449296,"\int \frac{\exp \left(\frac{125 x^2+25 e^x x^2 (i \pi +\log (3))+25 x^3 (i \pi +\log (3))-25 x^2 (i \pi +\log (3)) \log (x)}{\log (2)}\right) \left(250 x+e^x \left(50 x+25 x^2\right) (i \pi +\log (3))+\left(-25 x+75 x^2\right) (i \pi +\log (3))-50 x (i \pi +\log (3)) \log (x)\right)}{\log (2)} \, dx","Int[(E^((125*x^2 + 25*E^x*x^2*(I*Pi + Log[3]) + 25*x^3*(I*Pi + Log[3]) - 25*x^2*(I*Pi + Log[3])*Log[x])/Log[2])*(250*x + E^x*(50*x + 25*x^2)*(I*Pi + Log[3]) + (-25*x + 75*x^2)*(I*Pi + Log[3]) - 50*x*(I*Pi + Log[3])*Log[x]))/Log[2],x]","x^{-\frac{25 x^2 (\log (3)+i \pi )}{\log (2)}} \exp \left(\frac{25 \left(x^3 (\log (3)+i \pi )+5 x^2+e^x x^2 (\log (3)+i \pi )\right)}{\log (2)}\right)","\exp \left(\frac{25 x^2 \left(5+(\log (3)+i \pi ) \left(x+e^x-\log (x)\right)\right)}{\log (2)}\right)",1,"E^((25*(5*x^2 + E^x*x^2*(I*Pi + Log[3]) + x^3*(I*Pi + Log[3])))/Log[2])/x^((25*x^2*(I*Pi + Log[3]))/Log[2])","A",2,2,118,0.01695,1,"{12, 6706}"
4741,0,0,0,22.3289929,"\int \frac{-2 x-2 x^2+e^x (2+2 x)+e^x (-2-2 x) \log \left(\frac{1+x}{5}\right)+\log \left(\frac{x^2}{3}\right) \left(-2 x-2 x^2+e^x \left(1+x+x^2\right)+e^x \left(-1-2 x-x^2\right) \log \left(\frac{1+x}{5}\right)\right) \log \left(\log \left(\frac{x^2}{3}\right)\right)}{(1+x) \log \left(\frac{x^2}{3}\right)} \, dx","Int[(-2*x - 2*x^2 + E^x*(2 + 2*x) + E^x*(-2 - 2*x)*Log[(1 + x)/5] + Log[x^2/3]*(-2*x - 2*x^2 + E^x*(1 + x + x^2) + E^x*(-1 - 2*x - x^2)*Log[(1 + x)/5])*Log[Log[x^2/3]])/((1 + x)*Log[x^2/3]),x]","\int \frac{-2 x-2 x^2+e^x (2+2 x)+e^x (-2-2 x) \log \left(\frac{1+x}{5}\right)+\log \left(\frac{x^2}{3}\right) \left(-2 x-2 x^2+e^x \left(1+x+x^2\right)+e^x \left(-1-2 x-x^2\right) \log \left(\frac{1+x}{5}\right)\right) \log \left(\log \left(\frac{x^2}{3}\right)\right)}{(1+x) \log \left(\frac{x^2}{3}\right)} \, dx","x \left(-x+e^x-e^x \log \left(\frac{x+1}{5}\right)\right) \log \left(\log \left(\frac{x^2}{3}\right)\right)",1,"-(x^2*Log[Log[x^2/3]]) - 2*Defer[Int][(E^x*Log[1/5 + x/5])/Log[x^2/3], x] - 2*Defer[Int][E^x/(Log[3] - Log[x^2]), x] + Defer[Int][E^x*x*Log[Log[x^2/3]], x] + Defer[Int][(E^x*Log[Log[x^2/3]])/(1 + x), x] - Defer[Int][E^x*Log[1/5 + x/5]*Log[Log[x^2/3]], x] - 2*Defer[Int][(E^x*Log[1/5 + x/5]*Log[Log[x^2/3]])/(-1 - x), x] - Defer[Int][E^x*x*Log[1/5 + x/5]*Log[Log[x^2/3]], x] - 2*Defer[Int][(E^x*Log[1/5 + x/5]*Log[Log[x^2/3]])/(1 + x), x]","F",0,0,0,0,-1,"{}"
4742,1,14,0,0.0468916,"\int -\frac{80 \log \left(x^2\right)}{x+4 x \log ^2\left(x^2\right)+4 x \log ^4\left(x^2\right)} \, dx","Int[(-80*Log[x^2])/(x + 4*x*Log[x^2]^2 + 4*x*Log[x^2]^4),x]","\frac{10}{2 \log ^2\left(x^2\right)+1}","\frac{5}{\log ^2\left(x^2\right)+\frac{1}{2}}",1,"10/(1 + 2*Log[x^2]^2)","A",3,4,28,0.1429,1,"{12, 199, 203, 261}"
4743,0,0,0,3.3844819,"\int \frac{e^{\frac{4+x-x^2}{x}} (-4-x)-x^3}{\left(e^{\frac{4+x-x^2}{x}} x^2-x^3\right) \log \left(\frac{e^{e^3+x} \left(-e^{\frac{4+x-x^2}{x}}+x\right)}{x}\right)} \, dx","Int[(E^((4 + x - x^2)/x)*(-4 - x) - x^3)/((E^((4 + x - x^2)/x)*x^2 - x^3)*Log[(E^(E^3 + x)*(-E^((4 + x - x^2)/x) + x))/x]),x]","\int \frac{e^{\frac{4+x-x^2}{x}} (-4-x)-x^3}{\left(e^{\frac{4+x-x^2}{x}} x^2-x^3\right) \log \left(\frac{e^{e^3+x} \left(-e^{\frac{4+x-x^2}{x}}+x\right)}{x}\right)} \, dx","\log \left(\log \left(\frac{e^{x+e^3} \left(x-e^{\frac{-x^2+x+4}{x}}\right)}{x}\right)\right)",1,"Defer[Int][Log[E^E^3*(E^x - E^(1 + 4/x)/x)]^(-1), x] - Defer[Int][E^(1 + 4/x)/((E^(1 + 4/x) - E^x*x)*Log[E^E^3*(E^x - E^(1 + 4/x)/x)]), x] + 4*Defer[Int][E^(1 + 4/x)/(x^2*(-E^(1 + 4/x) + E^x*x)*Log[E^E^3*(E^x - E^(1 + 4/x)/x)]), x] + Defer[Int][E^(1 + 4/x)/(x*(-E^(1 + 4/x) + E^x*x)*Log[E^E^3*(E^x - E^(1 + 4/x)/x)]), x]","F",0,0,0,0,-1,"{}"
4744,0,0,0,7.1790924,"\int \frac{\frac{5 \left(12-6 e^x-18 x\right)}{e^2}+\frac{25 \left(-200+297 x+18 x^2+e^x (109+6 x)\right)}{e^4}+\frac{25 \left(8-4 e^x-12 x\right) \log \left(e^x+x\right)}{e^4}}{9 e^x+9 x+\frac{5 \left(e^x (-300-18 x)-300 x-18 x^2\right)}{e^2}+\frac{25 \left(2500 x+309 x^2+9 x^3+e^x \left(2500+309 x+9 x^2\right)\right)}{e^4}+\left(\frac{5 \left(12 e^x+12 x\right)}{e^2}+\frac{25 \left(e^x (-200-12 x)-200 x-12 x^2\right)}{e^4}\right) \log \left(e^x+x\right)+\frac{25 \left(4 e^x+4 x\right) \log ^2\left(e^x+x\right)}{e^4}} \, dx","Int[((5*(12 - 6*E^x - 18*x))/E^2 + (25*(-200 + 297*x + 18*x^2 + E^x*(109 + 6*x)))/E^4 + (25*(8 - 4*E^x - 12*x)*Log[E^x + x])/E^4)/(9*E^x + 9*x + (5*(E^x*(-300 - 18*x) - 300*x - 18*x^2))/E^2 + (25*(2500*x + 309*x^2 + 9*x^3 + E^x*(2500 + 309*x + 9*x^2)))/E^4 + ((5*(12*E^x + 12*x))/E^2 + (25*(E^x*(-200 - 12*x) - 200*x - 12*x^2))/E^4)*Log[E^x + x] + (25*(4*E^x + 4*x)*Log[E^x + x]^2)/E^4),x]","\int \frac{\frac{5 \left(12-6 e^x-18 x\right)}{e^2}+\frac{25 \left(-200+297 x+18 x^2+e^x (109+6 x)\right)}{e^4}+\frac{25 \left(8-4 e^x-12 x\right) \log \left(e^x+x\right)}{e^4}}{9 e^x+9 x+\frac{5 \left(e^x (-300-18 x)-300 x-18 x^2\right)}{e^2}+\frac{25 \left(2500 x+309 x^2+9 x^3+e^x \left(2500+309 x+9 x^2\right)\right)}{e^4}+\left(\frac{5 \left(12 e^x+12 x\right)}{e^2}+\frac{25 \left(e^x (-200-12 x)-200 x-12 x^2\right)}{e^4}\right) \log \left(e^x+x\right)+\frac{25 \left(4 e^x+4 x\right) \log ^2\left(e^x+x\right)}{e^4}} \, dx","\log \left(x+\left(x+\frac{2}{3} \left(25-\log \left(x+e^x\right)\right)-\frac{e^2}{5}\right)^2\right)",1,"100*Defer[Int][Log[E^x + x]/(-62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) - 7725*(1 - (6*E^2)/515)*x - 225*x^2 + 5000*(1 - (3*E^2)/250)*Log[E^x + x] + 300*x*Log[E^x + x] - 100*Log[E^x + x]^2), x] + 5*(545 - 6*E^2)*Defer[Int][(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)^(-1), x] + 150*Defer[Int][x/(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2), x] + 300*Defer[Int][x/((-E^x - x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x] - 20*(250 - 3*E^2)*Defer[Int][1/((E^x + x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x] + 20*(250 - 3*E^2)*Defer[Int][x/((E^x + x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x] + 300*Defer[Int][x^2/((E^x + x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x] + 200*Defer[Int][(x*Log[E^x + x])/((-E^x - x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x] + 200*Defer[Int][Log[E^x + x]/((E^x + x)*(62500*(1 + (3*E^2*(-500 + 3*E^2))/62500) + 7725*(1 - (6*E^2)/515)*x + 225*x^2 - 5000*(1 - (3*E^2)/250)*Log[E^x + x] - 300*x*Log[E^x + x] + 100*Log[E^x + x]^2)), x]","F",0,0,0,0,-1,"{}"
4745,1,26,0,0.0900606,"\int \left(e^{4+x^2} \left(-5-10 x^2\right)+e^{2 x^2} \left(5+20 x^2\right)+5 \log (3)\right) \, dx","Int[E^(4 + x^2)*(-5 - 10*x^2) + E^(2*x^2)*(5 + 20*x^2) + 5*Log[3],x]","5 e^{2 x^2} x-5 e^{x^2+4} x+5 x \log (3)","5 x \left(e^{2 x^2}-e^{x^2+4}+\log (3)\right)",1,"5*E^(2*x^2)*x - 5*E^(4 + x^2)*x + 5*x*Log[3]","A",11,3,35,0.08571,1,"{2226, 2204, 2212}"
4746,0,0,0,0.5677463,"\int \frac{131072+\left(-65536 x+4 x^3+2 x^4\right) \log (x)+\left(-65536-12 x^2-6 x^3\right) \log (x) \log (\log (x))+\left(12 x+6 x^2\right) \log (x) \log ^2(\log (x))+(-4-2 x) \log (x) \log ^3(\log (x))}{-\sqrt[3]{e} x^3 \log (x)+3 \sqrt[3]{e} x^2 \log (x) \log (\log (x))-3 \sqrt[3]{e} x \log (x) \log ^2(\log (x))+\sqrt[3]{e} \log (x) \log ^3(\log (x))} \, dx","Int[(131072 + (-65536*x + 4*x^3 + 2*x^4)*Log[x] + (-65536 - 12*x^2 - 6*x^3)*Log[x]*Log[Log[x]] + (12*x + 6*x^2)*Log[x]*Log[Log[x]]^2 + (-4 - 2*x)*Log[x]*Log[Log[x]]^3)/(-(E^(1/3)*x^3*Log[x]) + 3*E^(1/3)*x^2*Log[x]*Log[Log[x]] - 3*E^(1/3)*x*Log[x]*Log[Log[x]]^2 + E^(1/3)*Log[x]*Log[Log[x]]^3),x]","\int \frac{131072+\left(-65536 x+4 x^3+2 x^4\right) \log (x)+\left(-65536-12 x^2-6 x^3\right) \log (x) \log (\log (x))+\left(12 x+6 x^2\right) \log (x) \log ^2(\log (x))+(-4-2 x) \log (x) \log ^3(\log (x))}{-\sqrt[3]{e} x^3 \log (x)+3 \sqrt[3]{e} x^2 \log (x) \log (\log (x))-3 \sqrt[3]{e} x \log (x) \log ^2(\log (x))+\sqrt[3]{e} \log (x) \log ^3(\log (x))} \, dx","2-\frac{x \left(x+\frac{65536}{(\log (\log (x))-x)^2}+4\right)}{\sqrt[3]{e}}",1,"(-4*x)/E^(1/3) - x^2/E^(1/3) + (131072*Defer[Int][x/(x - Log[Log[x]])^3, x])/E^(1/3) - (131072*Defer[Int][1/(Log[x]*(x - Log[Log[x]])^3), x])/E^(1/3) - (65536*Defer[Int][(x - Log[Log[x]])^(-2), x])/E^(1/3)","F",0,0,0,0,-1,"{}"
4747,1,20,0,0.0762532,"\int \frac{6-3 x-3 \log \left(\frac{e^x}{27 x^2}\right)}{10 x^2 \log ^2\left(\frac{e^x}{27 x^2}\right)} \, dx","Int[(6 - 3*x - 3*Log[E^x/(27*x^2)])/(10*x^2*Log[E^x/(27*x^2)]^2),x]","\frac{3}{10 x \log \left(\frac{e^x}{27 x^2}\right)}","\frac{3}{10 x \log \left(\frac{e^x}{27 x^2}\right)}",1,"3/(10*x*Log[E^x/(27*x^2)])","A",2,2,38,0.05263,1,"{12, 6687}"
4748,1,20,0,0.002308,"\int \frac{1}{2} \left(-6+9 x+2 \log ^2(16)\right) \, dx","Int[(-6 + 9*x + 2*Log[16]^2)/2,x]","\frac{1}{36} \left(9 x-2 \left(3-\log ^2(16)\right)\right)^2","x \left(\frac{9 x}{4}-3+\log ^2(16)\right)",1,"(9*x - 2*(3 - Log[16]^2))^2/36","A",1,1,15,0.06667,1,"{9}"
4749,1,108,0,0.3682437,"\int \left(2 x+e^{e^{-x+x^2+8 x^7+16 x^{12}}-x} \left(1-x+e^{-x+x^2+8 x^7+16 x^{12}} \left(-x+2 x^2+56 x^7+192 x^{12}\right)\right)\right) \, dx","Int[2*x + E^(E^(-x + x^2 + 8*x^7 + 16*x^12) - x)*(1 - x + E^(-x + x^2 + 8*x^7 + 16*x^12)*(-x + 2*x^2 + 56*x^7 + 192*x^12)),x]","x^2+\frac{e^{e^{16 x^{12}+8 x^7+x^2-x}-x} \left(e^{16 x^{12}+8 x^7+x^2-x} \left(-192 x^{12}-56 x^7-2 x^2+x\right)+x\right)}{e^{16 x^{12}+8 x^7+x^2-x} \left(-192 x^{11}-56 x^6-2 x+1\right)+1}","x \left(e^{e^{\left(4 x^6+x\right)^2-x}-x}+x\right)-4",1,"x^2 + (E^(E^(-x + x^2 + 8*x^7 + 16*x^12) - x)*(x + E^(-x + x^2 + 8*x^7 + 16*x^12)*(x - 2*x^2 - 56*x^7 - 192*x^12)))/(1 + E^(-x + x^2 + 8*x^7 + 16*x^12)*(1 - 2*x - 56*x^6 - 192*x^11))","B",2,1,74,0.01351,1,"{2288}"
4750,0,0,0,0.4098052,"\int \frac{-2 e^{679} x^2 \log (2)+2 x \log (2) \log (x)+(-2 \log (2)+2 \log (2) \log (x)) \log \left(\frac{e^{679} x-\log (x)}{x}\right)+\left(e^{679} x \log (2)-\log (2) \log (x)\right) \log ^2\left(\frac{e^{679} x-\log (x)}{x}\right)}{-e^{679} x+\log (x)} \, dx","Int[(-2*E^679*x^2*Log[2] + 2*x*Log[2]*Log[x] + (-2*Log[2] + 2*Log[2]*Log[x])*Log[(E^679*x - Log[x])/x] + (E^679*x*Log[2] - Log[2]*Log[x])*Log[(E^679*x - Log[x])/x]^2)/(-(E^679*x) + Log[x]),x]","\int \frac{-2 e^{679} x^2 \log (2)+2 x \log (2) \log (x)+(-2 \log (2)+2 \log (2) \log (x)) \log \left(\frac{e^{679} x-\log (x)}{x}\right)+\left(e^{679} x \log (2)-\log (2) \log (x)\right) \log ^2\left(\frac{e^{679} x-\log (x)}{x}\right)}{-e^{679} x+\log (x)} \, dx","x \log (2) \left(x-\log ^2\left(e^{679}-\frac{\log (x)}{x}\right)\right)-3",1,"(x^2*Log[4])/2 + 2*Log[2]*Defer[Int][Log[E^679 - Log[x]/x]/(E^679*x - Log[x]), x] - 2*Log[2]*Defer[Int][(Log[x]*Log[E^679 - Log[x]/x])/(E^679*x - Log[x]), x] - Log[2]*Defer[Int][Log[E^679 - Log[x]/x]^2, x]","F",0,0,0,0,-1,"{}"
4751,1,4,0,0.0006537,"\int \frac{2}{x} \, dx","Int[2/x,x]","2 \log (x)","\log \left(36 x^2\right)",1,"2*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
4752,0,0,0,45.6147889,"\int \frac{-2 e x^8+2 e^x x^8+2 x^9-2 x^8 \log (x)+\left(x^7-8 x^8-9 x^9+e \left(8 x^7+8 x^8\right)+e^x \left(-8 x^7-9 x^8-x^9\right)+\left(8 x^7+8 x^8\right) \log (x)\right) \log (2+2 x)}{(1+x) \log ^3(2+2 x)} \, dx","Int[(-2*E*x^8 + 2*E^x*x^8 + 2*x^9 - 2*x^8*Log[x] + (x^7 - 8*x^8 - 9*x^9 + E*(8*x^7 + 8*x^8) + E^x*(-8*x^7 - 9*x^8 - x^9) + (8*x^7 + 8*x^8)*Log[x])*Log[2 + 2*x])/((1 + x)*Log[2 + 2*x]^3),x]","\int \frac{-2 e x^8+2 e^x x^8+2 x^9-2 x^8 \log (x)+\left(x^7-8 x^8-9 x^9+e \left(8 x^7+8 x^8\right)+e^x \left(-8 x^7-9 x^8-x^9\right)+\left(8 x^7+8 x^8\right) \log (x)\right) \log (2+2 x)}{(1+x) \log ^3(2+2 x)} \, dx","\frac{x^8 \left(-x-e^x+\log (x)+e\right)}{\log ^2(2 (x+1))}",1,"126*ExpIntegralEi[2*Log[2*(1 + x)]] - 112*(1 - E)*ExpIntegralEi[2*Log[2*(1 + x)]] - 28*E*ExpIntegralEi[2*Log[2*(1 + x)]] - (21*(1 + 8*E)*ExpIntegralEi[2*Log[2*(1 + x)]])/2 - 189*ExpIntegralEi[3*Log[2*(1 + x)]] + 168*(1 - E)*ExpIntegralEi[3*Log[2*(1 + x)]] + 63*E*ExpIntegralEi[3*Log[2*(1 + x)]] + (105*(1 + 8*E)*ExpIntegralEi[3*Log[2*(1 + x)]])/8 + (315*ExpIntegralEi[4*Log[2*(1 + x)]])/2 - 140*(1 - E)*ExpIntegralEi[4*Log[2*(1 + x)]] - 70*E*ExpIntegralEi[4*Log[2*(1 + x)]] - (35*(1 + 8*E)*ExpIntegralEi[4*Log[2*(1 + x)]])/4 - (315*ExpIntegralEi[5*Log[2*(1 + x)]])/4 + 70*(1 - E)*ExpIntegralEi[5*Log[2*(1 + x)]] + (175*E*ExpIntegralEi[5*Log[2*(1 + x)]])/4 + (105*(1 + 8*E)*ExpIntegralEi[5*Log[2*(1 + x)]])/32 + (189*ExpIntegralEi[6*Log[2*(1 + x)]])/8 - 21*(1 - E)*ExpIntegralEi[6*Log[2*(1 + x)]] - (63*E*ExpIntegralEi[6*Log[2*(1 + x)]])/4 - (21*(1 + 8*E)*ExpIntegralEi[6*Log[2*(1 + x)]])/32 - (63*ExpIntegralEi[7*Log[2*(1 + x)]])/16 + (7*(1 - E)*ExpIntegralEi[7*Log[2*(1 + x)]])/2 + (49*E*ExpIntegralEi[7*Log[2*(1 + x)]])/16 + (7*(1 + 8*E)*ExpIntegralEi[7*Log[2*(1 + x)]])/128 + (9*ExpIntegralEi[8*Log[2*(1 + x)]])/32 - ((1 - E)*ExpIntegralEi[8*Log[2*(1 + x)]])/4 - (E*ExpIntegralEi[8*Log[2*(1 + x)]])/4 + Log[2*(1 + x)]^(-2) + E/Log[2*(1 + x)]^2 - (2*(1 + x))/Log[2*(1 + x)]^2 - (E*(1 + x))/Log[2*(1 + x)]^2 + (1 + x)^2/Log[2*(1 + x)]^2 - 9/Log[2*(1 + x)] + (8*(1 - E))/Log[2*(1 + x)] + (1 + 8*E)/Log[2*(1 + x)] + (16*(1 + x))/Log[2*(1 + x)] - (8*(1 - E)*(1 + x))/Log[2*(1 + x)] - ((1 + 8*E)*(1 + x))/Log[2*(1 + x)] - (7*(1 + x)^2)/Log[2*(1 + x)] + (E*x*(1 + x))/Log[2 + 2*x]^2 - (x^2*(1 + x))/Log[2 + 2*x]^2 - (E*x^2*(1 + x))/Log[2 + 2*x]^2 + (x^3*(1 + x))/Log[2 + 2*x]^2 + (E*x^3*(1 + x))/Log[2 + 2*x]^2 - (x^4*(1 + x))/Log[2 + 2*x]^2 - (E*x^4*(1 + x))/Log[2 + 2*x]^2 + (x^5*(1 + x))/Log[2 + 2*x]^2 + (E*x^5*(1 + x))/Log[2 + 2*x]^2 - (x^6*(1 + x))/Log[2 + 2*x]^2 - (E*x^6*(1 + x))/Log[2 + 2*x]^2 + (x^7*(1 + x))/Log[2 + 2*x]^2 + (E*x^7*(1 + x))/Log[2 + 2*x]^2 - (x^8*(1 + x))/Log[2 + 2*x]^2 - (2*x*(1 + x))/Log[2 + 2*x] + (8*(1 - E)*x*(1 + x))/Log[2 + 2*x] + ((1 + 8*E)*x*(1 + x))/Log[2 + 2*x] + (9*x^2*(1 + x))/Log[2 + 2*x] - (8*(1 - E)*x^2*(1 + x))/Log[2 + 2*x] - ((1 + 8*E)*x^2*(1 + x))/Log[2 + 2*x] - (9*x^3*(1 + x))/Log[2 + 2*x] + (8*(1 - E)*x^3*(1 + x))/Log[2 + 2*x] + ((1 + 8*E)*x^3*(1 + x))/Log[2 + 2*x] + (9*x^4*(1 + x))/Log[2 + 2*x] - (8*(1 - E)*x^4*(1 + x))/Log[2 + 2*x] - ((1 + 8*E)*x^4*(1 + x))/Log[2 + 2*x] - (9*x^5*(1 + x))/Log[2 + 2*x] + (8*(1 - E)*x^5*(1 + x))/Log[2 + 2*x] + ((1 + 8*E)*x^5*(1 + x))/Log[2 + 2*x] + (9*x^6*(1 + x))/Log[2 + 2*x] - (8*(1 - E)*x^6*(1 + x))/Log[2 + 2*x] - ((1 + 8*E)*x^6*(1 + x))/Log[2 + 2*x] - (9*x^7*(1 + x))/Log[2 + 2*x] + (8*(1 - E)*x^7*(1 + x))/Log[2 + 2*x] + (8*E*x^7*(1 + x))/Log[2 + 2*x] - 36*LogIntegral[2*(1 + x)] + 32*(1 - E)*LogIntegral[2*(1 + x)] + 4*E*LogIntegral[2*(1 + x)] + (7*(1 + 8*E)*LogIntegral[2*(1 + x)])/2 - 16*Defer[Int][E^x/Log[2 + 2*x]^3, x] + 2*Defer[Int][E^x/((1 + x)*Log[2 + 2*x]^3), x] + 28*Defer[Int][(E^x*(2 + 2*x))/Log[2 + 2*x]^3, x] - 28*Defer[Int][(E^x*(2 + 2*x)^2)/Log[2 + 2*x]^3, x] + (35*Defer[Int][(E^x*(2 + 2*x)^3)/Log[2 + 2*x]^3, x])/2 - 7*Defer[Int][(E^x*(2 + 2*x)^4)/Log[2 + 2*x]^3, x] + (7*Defer[Int][(E^x*(2 + 2*x)^5)/Log[2 + 2*x]^3, x])/4 - Defer[Int][(E^x*(2 + 2*x)^6)/Log[2 + 2*x]^3, x]/4 + Defer[Int][(E^x*(2 + 2*x)^7)/Log[2 + 2*x]^3, x]/64 + 2*Defer[Int][Log[x]/Log[2 + 2*x]^3, x] - 2*Defer[Int][(x*Log[x])/Log[2 + 2*x]^3, x] + 2*Defer[Int][(x^2*Log[x])/Log[2 + 2*x]^3, x] - 2*Defer[Int][(x^3*Log[x])/Log[2 + 2*x]^3, x] + 2*Defer[Int][(x^4*Log[x])/Log[2 + 2*x]^3, x] - 2*Defer[Int][(x^5*Log[x])/Log[2 + 2*x]^3, x] + 2*Defer[Int][(x^6*Log[x])/Log[2 + 2*x]^3, x] - 2*Defer[Int][(x^7*Log[x])/Log[2 + 2*x]^3, x] + 7*Defer[Int][E^x/Log[2 + 2*x]^2, x] + 9*Defer[Int][E^x/((-1 - x)*Log[2 + 2*x]^2), x] + 9*Defer[Int][E^x/((1 + x)*Log[2 + 2*x]^2), x] - 24*Defer[Int][(E^x*(2 + 2*x))/Log[2 + 2*x]^2, x] + 35*Defer[Int][(E^x*(2 + 2*x)^2)/Log[2 + 2*x]^2, x] - 28*Defer[Int][(E^x*(2 + 2*x)^3)/Log[2 + 2*x]^2, x] + (105*Defer[Int][(E^x*(2 + 2*x)^4)/Log[2 + 2*x]^2, x])/8 - (7*Defer[Int][(E^x*(2 + 2*x)^5)/Log[2 + 2*x]^2, x])/2 + (7*Defer[Int][(E^x*(2 + 2*x)^6)/Log[2 + 2*x]^2, x])/16 - Defer[Int][(E^x*(2 + 2*x)^8)/Log[2 + 2*x]^2, x]/256 + 8*Defer[Int][(x^7*Log[x])/Log[2 + 2*x]^2, x] - 2*Defer[Subst][Defer[Int][Log[-1 + x/2]/(x*Log[x]^3), x], x, 2 + 2*x]","F",0,0,0,0,-1,"{}"
4753,0,0,0,7.7991542,"\int \frac{e^{\frac{2 (12-3 \log (\log (4)))}{9+4 x}} \left(-162-240 x-32 x^2+24 x \log (\log (4))\right)+e^{\frac{12-3 \log (\log (4))}{9+4 x}} \left(-486 x-720 x^2-96 x^3+72 x^2 \log (\log (4))\right)}{81 x^3+72 x^4+16 x^5} \, dx","Int[(E^((2*(12 - 3*Log[Log[4]]))/(9 + 4*x))*(-162 - 240*x - 32*x^2 + 24*x*Log[Log[4]]) + E^((12 - 3*Log[Log[4]])/(9 + 4*x))*(-486*x - 720*x^2 - 96*x^3 + 72*x^2*Log[Log[4]]))/(81*x^3 + 72*x^4 + 16*x^5),x]","\int \frac{e^{\frac{2 (12-3 \log (\log (4)))}{9+4 x}} \left(-162-240 x-32 x^2+24 x \log (\log (4))\right)+e^{\frac{12-3 \log (\log (4))}{9+4 x}} \left(-486 x-720 x^2-96 x^3+72 x^2 \log (\log (4))\right)}{81 x^3+72 x^4+16 x^5} \, dx","\left(\frac{e^{\frac{4-\log (\log (4))}{\frac{4 x}{3}+3}}}{x}+3\right)^2",1,"(16*E^(24/(9 + 4*x)))/(81*Log[4]^(6/(9 + 4*x))) - (8*E^(12/(9 + 4*x)))/(3*Log[4]^(3/(9 + 4*x))) - (8*ExpIntegralEi[(3*(4 - Log[Log[4]]))/(9 + 4*x)]*(4 - Log[Log[4]]))/9 + (64*ExpIntegralEi[(6*(4 - Log[Log[4]]))/(9 + 4*x)]*(4 - Log[Log[4]]))/243 - 2*Defer[Int][E^(24/(9 + 4*x))/(x^3*Log[4]^(6/(9 + 4*x))), x] - (8*(4 - Log[Log[4]])*Defer[Int][E^(24/(9 + 4*x))/(x^2*Log[4]^(6/(9 + 4*x))), x])/27 + (64*(4 - Log[Log[4]])*Defer[Int][E^(24/(9 + 4*x))/(x*Log[4]^(6/(9 + 4*x))), x])/243 - 6*Defer[Int][E^(12/(9 + 4*x))/(x^2*Log[4]^(3/(9 + 4*x))), x] - (8*(4 - Log[Log[4]])*Defer[Int][E^(12/(9 + 4*x))/(x*Log[4]^(3/(9 + 4*x))), x])/9","F",0,0,0,0,-1,"{}"
4754,0,0,0,11.2222995,"\int \frac{\left(\frac{e^x}{2+e^x+x}\right)^{\frac{2 e^{-3+x^2}}{x}} \left(e^{-3+x^2} \left(2 x+2 x^2\right)+e^{-3+x^2} \left(-4-2 x+8 x^2+4 x^3+e^x \left(-2+4 x^2\right)\right) \log \left(\frac{e^x}{2+e^x+x}\right)\right)}{2 x^2+e^x x^2+x^3} \, dx","Int[((E^x/(2 + E^x + x))^((2*E^(-3 + x^2))/x)*(E^(-3 + x^2)*(2*x + 2*x^2) + E^(-3 + x^2)*(-4 - 2*x + 8*x^2 + 4*x^3 + E^x*(-2 + 4*x^2))*Log[E^x/(2 + E^x + x)]))/(2*x^2 + E^x*x^2 + x^3),x]","\int \frac{\left(\frac{e^x}{2+e^x+x}\right)^{\frac{2 e^{-3+x^2}}{x}} \left(e^{-3+x^2} \left(2 x+2 x^2\right)+e^{-3+x^2} \left(-4-2 x+8 x^2+4 x^3+e^x \left(-2+4 x^2\right)\right) \log \left(\frac{e^x}{2+e^x+x}\right)\right)}{2 x^2+e^x x^2+x^3} \, dx","\left(\frac{e^x}{x+e^x+2}\right)^{\frac{2 e^{x^2-3}}{x}}",1,"4*Log[E^x/(2 + E^x + x)]*Defer[Int][E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x] + 2*Defer[Int][E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x] + 8*Log[E^x/(2 + E^x + x)]*Defer[Int][E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x] - 2*Log[E^x/(2 + E^x + x)]*Defer[Int][(E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x] - 4*Log[E^x/(2 + E^x + x)]*Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x] + 2*Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x, x] - 2*Log[E^x/(2 + E^x + x)]*Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x, x] + 4*Log[E^x/(2 + E^x + x)]*Defer[Int][E^(-3 - x + x^2)*x*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x] - 4*Defer[Int][Defer[Int][E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x]/(2 + E^x + x), x] - 4*Defer[Int][(x*Defer[Int][E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x])/(2 + E^x + x), x] - 8*Defer[Int][Defer[Int][E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x]/(2 + E^x + x), x] - 8*Defer[Int][(x*Defer[Int][E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x])/(2 + E^x + x), x] + 2*Defer[Int][Defer[Int][(E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x]/(2 + E^x + x), x] + 2*Defer[Int][(x*Defer[Int][(E^(-3 + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x])/(2 + E^x + x), x] + 4*Defer[Int][Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x]/(2 + E^x + x), x] + 4*Defer[Int][(x*Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x^2, x])/(2 + E^x + x), x] + 2*Defer[Int][Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x, x]/(2 + E^x + x), x] + 2*Defer[Int][(x*Defer[Int][(E^(-3 - x + x^2)*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x))/x, x])/(2 + E^x + x), x] - 4*Defer[Int][Defer[Int][E^(-3 - x + x^2)*x*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x]/(2 + E^x + x), x] - 4*Defer[Int][(x*Defer[Int][E^(-3 - x + x^2)*x*(E^x/(2 + E^x + x))^(1 + (2*E^(-3 + x^2))/x), x])/(2 + E^x + x), x]","F",0,0,0,0,-1,"{}"
4755,1,23,0,0.1320976,"\int \frac{-3 x^2-9 x^2 \log \left(\frac{75}{x}\right)+4 x^3 \log ^2\left(\frac{75}{x}\right)}{5 \log ^2\left(\frac{75}{x}\right)} \, dx","Int[(-3*x^2 - 9*x^2*Log[75/x] + 4*x^3*Log[75/x]^2)/(5*Log[75/x]^2),x]","\frac{x^4}{5}-\frac{3 x^3}{5 \log \left(\frac{75}{x}\right)}","\frac{1}{5} x^3 \left(x-\frac{3}{\log \left(\frac{75}{x}\right)}\right)",1,"x^4/5 - (3*x^3)/(5*Log[75/x])","A",9,6,42,0.1429,1,"{12, 6688, 14, 2306, 2310, 2178}"
4756,1,18,0,0.0467152,"\int \frac{36+21 x+2 x^2+e (12+3 x)}{9 x+3 e x+2 x^2} \, dx","Int[(36 + 21*x + 2*x^2 + E*(12 + 3*x))/(9*x + 3*E*x + 2*x^2),x]","x+4 \log (x)+2 \log (2 x+3 (3+e))","\log \left(\left(\frac{2 x}{3}+e+3\right)^2 x^4\right)+x+7",1,"x + 4*Log[x] + 2*Log[3*(3 + E) + 2*x]","A",4,3,33,0.09091,1,"{6, 1593, 1820}"
4757,1,16,0,0.0046567,"\int \left(-1+e^{e^5}+2 x\right) \, dx","Int[-1 + E^E^5 + 2*x,x]","x^2-\left(1-e^{e^5}\right) x","x^2+\left(-x+e^{e^5}-2\right) x+\left(x+\frac{1}{2}\right)^2-2",1,"-((1 - E^E^5)*x) + x^2","A",1,0,10,0,1,"{}"
4758,1,43,0,17.1599548,"\int \frac{-1485 x-255 x^2+188 x^3-25 x^4+x^5+\left(4374-2214 x-330 x^2+211 x^3-26 x^4+x^5+\left(-2187+162 x^2-24 x^3+x^4\right) \log \left(\frac{5}{3+x}\right)\right) \log \left(\frac{162-118 x+20 x^2-x^3+\left(-81+18 x-x^2\right) \log \left(\frac{5}{3+x}\right)}{81-18 x+x^2}\right)}{4374-2214 x-330 x^2+211 x^3-26 x^4+x^5+\left(-2187+162 x^2-24 x^3+x^4\right) \log \left(\frac{5}{3+x}\right)} \, dx","Int[(-1485*x - 255*x^2 + 188*x^3 - 25*x^4 + x^5 + (4374 - 2214*x - 330*x^2 + 211*x^3 - 26*x^4 + x^5 + (-2187 + 162*x^2 - 24*x^3 + x^4)*Log[5/(3 + x)])*Log[(162 - 118*x + 20*x^2 - x^3 + (-81 + 18*x - x^2)*Log[5/(3 + x)])/(81 - 18*x + x^2)])/(4374 - 2214*x - 330*x^2 + 211*x^3 - 26*x^4 + x^5 + (-2187 + 162*x^2 - 24*x^3 + x^4)*Log[5/(3 + x)]),x]","x \log \left(\frac{-x^3+20 x^2-118 x-(9-x)^2 \log \left(\frac{5}{x+3}\right)+162}{(9-x)^2}\right)","x \log \left(-\frac{x}{(9-x)^2}-x-\log \left(\frac{5}{x+3}\right)+2\right)",1,"x*Log[(162 - 118*x + 20*x^2 - x^3 - (9 - x)^2*Log[5/(3 + x)])/(9 - x)^2]","A",46,3,166,0.01807,1,"{6742, 6688, 2549}"
4759,1,42,0,0.0174893,"\int \frac{1}{3} \left(2+3 x-3 x^2+(1-2 x) \log (5)+(-1+2 x) \log (x)\right) \, dx","Int[(2 + 3*x - 3*x^2 + (1 - 2*x)*Log[5] + (-1 + 2*x)*Log[x])/3,x]","-\frac{x^3}{3}+\frac{x^2}{3}-\frac{1}{3} \left(x-x^2\right) \log (x)+x-\frac{1}{12} (1-2 x)^2 \log (5)","(x-1) \left(1-\frac{1}{3} x (x-\log (x)+\log (5))\right)-5",1,"x + x^2/3 - x^3/3 - ((1 - 2*x)^2*Log[5])/12 - ((x - x^2)*Log[x])/3","A",4,2,30,0.06667,1,"{12, 2313}"
4760,1,187,0,0.4441117,"\int \frac{-50+6 e^4-6 \log (4)+6 \log \left(x^2\right)+\left(-8+e^4-\log (4)+\log \left(x^2\right)\right) \log \left(-\frac{5 x}{-8+e^4-\log (4)+\log \left(x^2\right)}\right)}{-24+3 e^4-3 \log (4)+3 \log \left(x^2\right)} \, dx","Int[(-50 + 6*E^4 - 6*Log[4] + 6*Log[x^2] + (-8 + E^4 - Log[4] + Log[x^2])*Log[(-5*x)/(-8 + E^4 - Log[4] + Log[x^2])])/(-24 + 3*E^4 - 3*Log[4] + 3*Log[x^2]),x]","\frac{2 e^{4-\frac{e^4}{2}} x \text{Ei}\left(\frac{1}{2} \left(\log \left(\frac{x^2}{4}\right)+e^4-8\right)\right)}{3 \sqrt{x^2}}+\frac{2 e^{4-\frac{e^4}{2}} x \left(-\log \left(\frac{x^2}{4}\right)-e^4+8\right) \text{Ei}\left(\frac{1}{2} \left(\log \left(\frac{x^2}{4}\right)+e^4-8\right)\right)}{\sqrt{x^2}}-\frac{2 e^{4-\frac{e^4}{2}} x \left(-3 \log \left(x^2\right)-3 e^4+25+\log (64)\right) \text{Ei}\left(\frac{1}{2} \left(\log \left(\frac{x^2}{4}\right)+e^4-8\right)\right)}{3 \sqrt{x^2}}+\frac{1}{3} x \log \left(\frac{5 x}{-\log \left(\frac{x^2}{4}\right)-e^4+8}\right)+\frac{5 x}{3}","\frac{1}{3} x \left(\log \left(\frac{5 x}{-\log \left(x^2\right)-e^4+8+\log (4)}\right)+5\right)",1,"(5*x)/3 + (2*E^(4 - E^4/2)*x*ExpIntegralEi[(-8 + E^4 + Log[x^2/4])/2])/(3*Sqrt[x^2]) + (2*E^(4 - E^4/2)*x*ExpIntegralEi[(-8 + E^4 + Log[x^2/4])/2]*(8 - E^4 - Log[x^2/4]))/Sqrt[x^2] - (2*E^(4 - E^4/2)*x*ExpIntegralEi[(-8 + E^4 + Log[x^2/4])/2]*(25 - 3*E^4 + Log[64] - 3*Log[x^2]))/(3*Sqrt[x^2]) + (x*Log[(5*x)/(8 - E^4 - Log[x^2/4])])/3","C",15,10,70,0.1429,1,"{6741, 12, 6742, 2300, 2178, 2361, 15, 6482, 2549, 2360}"
4761,1,50,0,0.033319,"\int \frac{26+128 x-520 x^3-576 x^4-96 x^5-4 x^6+e^4 \left(-8 x+32 x^3+4 x^4\right)}{x^3} \, dx","Int[(26 + 128*x - 520*x^3 - 576*x^4 - 96*x^5 - 4*x^6 + E^4*(-8*x + 32*x^3 + 4*x^4))/x^3,x]","-x^4-32 x^3-2 \left(144-e^4\right) x^2-\frac{13}{x^2}-8 \left(65-4 e^4\right) x-\frac{8 \left(16-e^4\right)}{x}","-\left(-x^2-\frac{(4 x+2)^2}{x}+e^4\right)^2+\frac{\frac{3}{x}-x}{x}+3",1,"-13/x^2 - (8*(16 - E^4))/x - 8*(65 - 4*E^4)*x - 2*(144 - E^4)*x^2 - 32*x^3 - x^4","A",2,1,47,0.02128,1,"{14}"
4762,1,15,0,0.009454,"\int \frac{4+\log (x)}{x^2} \, dx","Int[(4 + Log[x])/x^2,x]","-\frac{1}{x}-\frac{\log (x)+4}{x}","\frac{x-\log (x)-5}{x}",1,"-x^(-1) - (4 + Log[x])/x","A",1,1,8,0.1250,1,"{2304}"
4763,1,9,0,0.0277704,"\int \frac{e^{-4 x} (-2-4 x)}{x^3} \, dx","Int[(-2 - 4*x)/(E^(4*x)*x^3),x]","\frac{e^{-4 x}}{x^2}","\frac{e^{-4 x}}{x^2}",1,"1/(E^(4*x)*x^2)","A",1,1,14,0.07143,1,"{2197}"
4764,1,28,0,0.0167417,"\int \left(2+e^7+x+\left(e^7+2 x\right) \log (4 x)\right) \, dx","Int[2 + E^7 + x + (E^7 + 2*x)*Log[4*x],x]","\left(x^2+e^7 x\right) \log (4 x)+\left(2+e^7\right) x-e^7 x","2 x+\left(x+e^7\right) x \log (4 x)+9",1,"-(E^7*x) + (2 + E^7)*x + (E^7*x + x^2)*Log[4*x]","A",3,1,18,0.05556,1,"{2313}"
4765,1,83,0,0.5273595,"\int \frac{e^{-4 x} \left(288 x-576 x^2+\left(-2880 x+5760 x^2-1152 x^3+1152 x^4\right) \log (5)+\left(7200 x-14400 x^2+5760 x^3-5760 x^4+864 x^5-576 x^6\right) \log ^2(5)\right)}{25 \log ^2(5)} \, dx","Int[(288*x - 576*x^2 + (-2880*x + 5760*x^2 - 1152*x^3 + 1152*x^4)*Log[5] + (7200*x - 14400*x^2 + 5760*x^3 - 5760*x^4 + 864*x^5 - 576*x^6)*Log[5]^2)/(25*E^(4*x)*Log[5]^2),x]","\frac{144}{25} e^{-4 x} x^6+\frac{288}{5} e^{-4 x} x^4-\frac{288 e^{-4 x} x^4}{25 \log (5)}+144 e^{-4 x} x^2+\frac{144 e^{-4 x} x^2}{25 \log ^2(5)}-\frac{288 e^{-4 x} x^2}{5 \log (5)}","\frac{144}{25} e^{-4 x} x^2 \left(x^2+5-\frac{1}{\log (5)}\right)^2",1,"(144*x^2)/E^(4*x) + (288*x^4)/(5*E^(4*x)) + (144*x^6)/(25*E^(4*x)) + (144*x^2)/(25*E^(4*x)*Log[5]^2) - (288*x^2)/(5*E^(4*x)*Log[5]) - (288*x^4)/(25*E^(4*x)*Log[5])","B",53,4,78,0.05128,1,"{12, 2196, 2176, 2194}"
4766,1,11,0,0.6232405,"\int e^{104976-186624 x+124416 x^2-36864 x^3+4096 x^4} \left(-186624+248832 x-110592 x^2+16384 x^3\right) \, dx","Int[E^(104976 - 186624*x + 124416*x^2 - 36864*x^3 + 4096*x^4)*(-186624 + 248832*x - 110592*x^2 + 16384*x^3),x]","e^{16 (9-4 x)^4}","e^{\left(2-\frac{3 (6-2 x)}{x}\right)^4 x^4}",1,"E^(16*(9 - 4*x)^4)","A",3,3,38,0.07895,1,"{6688, 12, 2209}"
4767,1,36,0,0.2987633,"\int \left(2+\exp \left(-x^2+x^3+\left(-x+x^2\right) \log (3)+(-x-\log (3)) \log (4)\right) \left(2 x-3 x^2+(1-2 x) \log (3)+\log (4)\right)\right) \, dx","Int[2 + E^(-x^2 + x^3 + (-x + x^2)*Log[3] + (-x - Log[3])*Log[4])*(2*x - 3*x^2 + (1 - 2*x)*Log[3] + Log[4]),x]","2 x-3^{x^2-x} e^{x^3-x^2} 4^{-x-\log (3)}","2 x-e^{(x+\log (3)) ((x-2) x+x-\log (4))}-1",1,"-(3^(-x + x^2)*4^(-x - Log[3])*E^(-x^2 + x^3)) + 2*x","A",2,1,54,0.01852,1,"{6706}"
4768,1,74,0,0.4890618,"\int \frac{-24 x+4 x^2+6 x^3-x^4+\left(288+40 x-32 x^2-6 x^3\right) \log (4)+\left(288+40 x-32 x^2-6 x^3\right) \log (4+x)}{4 x^4+x^5} \, dx","Int[(-24*x + 4*x^2 + 6*x^3 - x^4 + (288 + 40*x - 32*x^2 - 6*x^3)*Log[4] + (288 + 40*x - 32*x^2 - 6*x^3)*Log[4 + x])/(4*x^4 + x^5),x]","-\frac{24 \log (x+4)}{x^3}-\frac{24 \log (4)}{x^3}-\frac{3}{x^2}+\frac{4 \log (x+4)}{x^2}+\frac{3+\log (256)}{x^2}+\frac{5}{2 x}+\frac{6 \log (x+4)}{x}-\log (x+4)-\frac{5-12 \log (4)}{2 x}","\frac{(6-x) \left(x-\frac{4}{x}\right) (\log (x+4)+\log (4))}{x^2}",1,"-3/x^2 + 5/(2*x) - (5 - 12*Log[4])/(2*x) - (24*Log[4])/x^3 + (3 + Log[256])/x^2 - Log[4 + x] - (24*Log[4 + x])/x^3 + (4*Log[4 + x])/x^2 + (6*Log[4 + x])/x","B",17,9,69,0.1304,1,"{1593, 6742, 1620, 2418, 2395, 44, 36, 29, 31}"
4769,0,0,0,2.7453068,"\int \frac{(2+2 x) \log \left(\frac{5}{4 x^3}\right)+\left(2+4 x+2 x^2\right) \log ^2\left(\frac{5}{4 x^3}\right)+\left(-3-3 x+x \log \left(\frac{5}{4 x^3}\right)\right) \log \left(x^2\right)}{x+\left(2 x+2 x^2\right) \log \left(\frac{5}{4 x^3}\right)+\left(x+2 x^2+x^3\right) \log ^2\left(\frac{5}{4 x^3}\right)} \, dx","Int[((2 + 2*x)*Log[5/(4*x^3)] + (2 + 4*x + 2*x^2)*Log[5/(4*x^3)]^2 + (-3 - 3*x + x*Log[5/(4*x^3)])*Log[x^2])/(x + (2*x + 2*x^2)*Log[5/(4*x^3)] + (x + 2*x^2 + x^3)*Log[5/(4*x^3)]^2),x]","\int \frac{(2+2 x) \log \left(\frac{5}{4 x^3}\right)+\left(2+4 x+2 x^2\right) \log ^2\left(\frac{5}{4 x^3}\right)+\left(-3-3 x+x \log \left(\frac{5}{4 x^3}\right)\right) \log \left(x^2\right)}{x+\left(2 x+2 x^2\right) \log \left(\frac{5}{4 x^3}\right)+\left(x+2 x^2+x^3\right) \log ^2\left(\frac{5}{4 x^3}\right)} \, dx","\frac{x \log \left(x^2\right)}{\frac{x}{(x+1) \log \left(\frac{5}{4 x^3}\right)}+x}",1,"2*Log[x] - 2*Defer[Int][(x + x*(1 + x)*Log[5/(4*x^3)])^(-1), x] - 3*Defer[Int][Log[x^2]/(1 + (1 + x)*Log[5/(4*x^3)])^2, x] - 3*Defer[Int][Log[x^2]/(x*(1 + (1 + x)*Log[5/(4*x^3)])^2), x] + Defer[Int][(Log[5/(4*x^3)]*Log[x^2])/(1 + (1 + x)*Log[5/(4*x^3)])^2, x]","F",0,0,0,0,-1,"{}"
4770,0,0,0,0.2161632,"\int \frac{2-4 x-2 x^2}{-e x-4 x^2-x^3+x \log \left(25 x^2\right)} \, dx","Int[(2 - 4*x - 2*x^2)/(-(E*x) - 4*x^2 - x^3 + x*Log[25*x^2]),x]","\int \frac{2-4 x-2 x^2}{-e x-4 x^2-x^3+x \log \left(25 x^2\right)} \, dx","\log \left(x^2-\log \left(25 x^2\right)+4 x+e\right)+4",1,"4*Defer[Int][(E + 4*x + x^2 - Log[25*x^2])^(-1), x] - 2*Defer[Int][1/(x*(E + 4*x + x^2 - Log[25*x^2])), x] + 2*Defer[Int][x/(E + 4*x + x^2 - Log[25*x^2]), x]","F",0,0,0,0,-1,"{}"
4771,0,0,0,9.8969302,"\int \frac{-8-18 x-4 \log (5)+e^{1-x} \left(20 x+4 x^2+8 x \log (5)\right)+x \log \left(x^2\right)}{512 x+32 e^{2-2 x} x-256 e^{1-x} x+\left(-64 x+16 e^{1-x} x\right) \log \left(x^2\right)+2 x \log ^2\left(x^2\right)} \, dx","Int[(-8 - 18*x - 4*Log[5] + E^(1 - x)*(20*x + 4*x^2 + 8*x*Log[5]) + x*Log[x^2])/(512*x + 32*E^(2 - 2*x)*x - 256*E^(1 - x)*x + (-64*x + 16*E^(1 - x)*x)*Log[x^2] + 2*x*Log[x^2]^2),x]","\int \frac{-8-18 x-4 \log (5)+e^{1-x} \left(20 x+4 x^2+8 x \log (5)\right)+x \log \left(x^2\right)}{512 x+32 e^{2-2 x} x-256 e^{1-x} x+\left(-64 x+16 e^{1-x} x\right) \log \left(x^2\right)+2 x \log ^2\left(x^2\right)} \, dx","\frac{\frac{x}{2}+2+\log (5)}{4 \left(\frac{\log \left(x^2\right)}{4}+e^{1-x}-4\right)}",1,"4*Defer[Int][E^(1 + x)/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] - 32*(4 + Log[25])*Defer[Int][E^(1 + x)/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] + 4*(4 + Log[25])*Defer[Int][E^(1 + x)/(x*(-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] - 32*Defer[Int][(E^(1 + x)*x)/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] + 2*(4 + Log[25])*Defer[Int][(E^(1 + x)*Log[x^2])/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] + 2*Defer[Int][(E^(1 + x)*x*Log[x^2])/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])^2), x] - 9*Defer[Int][E^x/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])), x] - 2*(2 + Log[5])*Defer[Int][E^x/(x*(-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])), x] + Defer[Int][(E^x*Log[x^2])/((-16 + Log[x^2])*(4*E - 16*E^x + E^x*Log[x^2])), x]/2","F",0,0,0,0,-1,"{}"
4772,1,18,0,0.0103697,"\int \frac{-1-2 x+2 x^2}{-2+2 x} \, dx","Int[(-1 - 2*x + 2*x^2)/(-2 + 2*x),x]","\frac{x^2}{2}-\frac{1}{2} \log (1-x)","\frac{1}{2} \left(x^2-\log (1-x)\right)",1,"x^2/2 - Log[1 - x]/2","A",2,1,18,0.05556,1,"{698}"
4773,1,14,0,0.0075452,"\int \left(-1+4 x^3+8 x^3 \log (4)+4 x^3 \log ^2(4)\right) \, dx","Int[-1 + 4*x^3 + 8*x^3*Log[4] + 4*x^3*Log[4]^2,x]","x^4 (1+\log (4))^2-x","x^4 (1+\log (4))^2-x+1029",1,"-x + x^4*(1 + Log[4])^2","A",3,1,23,0.04348,1,"{6}"
4774,1,16,0,0.0325997,"\int \frac{e^{-262144 (4-x)} (-16+(16+4194304 x) \log (x))}{\log ^2(x)} \, dx","Int[(-16 + (16 + 4194304*x)*Log[x])/(E^(262144*(4 - x))*Log[x]^2),x]","\frac{16 e^{-262144 (4-x)} x}{\log (x)}","\frac{16 e^{-262144 (4-x)} x}{\log (x)}",1,"(16*x)/(E^(262144*(4 - x))*Log[x])","A",1,1,24,0.04167,1,"{2201}"
4775,0,0,0,1.8036056,"\int \frac{-6 x^3+28 x^5-22 x^7+16 x \log (3)+\left(2 x^3-4 x^5+2 x^7+16 x \log (3)\right) \log \left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)}{x^2-2 x^4+x^6+8 \log (3)+\left(3 x^2-6 x^4+3 x^6+24 \log (3)\right) \log \left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)+\left(3 x^2-6 x^4+3 x^6+24 \log (3)\right) \log ^2\left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)+\left(x^2-2 x^4+x^6+8 \log (3)\right) \log ^3\left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)} \, dx","Int[(-6*x^3 + 28*x^5 - 22*x^7 + 16*x*Log[3] + (2*x^3 - 4*x^5 + 2*x^7 + 16*x*Log[3])*Log[(x^4 - 4*x^6 + 6*x^8 - 4*x^10 + x^12 + (16*x^2 - 32*x^4 + 16*x^6)*Log[3] + 64*Log[3]^2)/64])/(x^2 - 2*x^4 + x^6 + 8*Log[3] + (3*x^2 - 6*x^4 + 3*x^6 + 24*Log[3])*Log[(x^4 - 4*x^6 + 6*x^8 - 4*x^10 + x^12 + (16*x^2 - 32*x^4 + 16*x^6)*Log[3] + 64*Log[3]^2)/64] + (3*x^2 - 6*x^4 + 3*x^6 + 24*Log[3])*Log[(x^4 - 4*x^6 + 6*x^8 - 4*x^10 + x^12 + (16*x^2 - 32*x^4 + 16*x^6)*Log[3] + 64*Log[3]^2)/64]^2 + (x^2 - 2*x^4 + x^6 + 8*Log[3])*Log[(x^4 - 4*x^6 + 6*x^8 - 4*x^10 + x^12 + (16*x^2 - 32*x^4 + 16*x^6)*Log[3] + 64*Log[3]^2)/64]^3),x]","\int \frac{-6 x^3+28 x^5-22 x^7+16 x \log (3)+\left(2 x^3-4 x^5+2 x^7+16 x \log (3)\right) \log \left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)}{x^2-2 x^4+x^6+8 \log (3)+\left(3 x^2-6 x^4+3 x^6+24 \log (3)\right) \log \left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)+\left(3 x^2-6 x^4+3 x^6+24 \log (3)\right) \log ^2\left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)+\left(x^2-2 x^4+x^6+8 \log (3)\right) \log ^3\left(\frac{1}{64} \left(x^4-4 x^6+6 x^8-4 x^{10}+x^{12}+\left(16 x^2-32 x^4+16 x^6\right) \log (3)+64 \log ^2(3)\right)\right)} \, dx","\frac{x^2}{\left(\log \left(\left(\frac{1}{8} \left(x-x^3\right)^2+\log (3)\right)^2\right)+1\right)^2}",1,"-12*Defer[Subst][Defer[Int][(1 + Log[(x - 2*x^2 + x^3 + 8*Log[3])^2/64])^(-3), x], x, x^2] + 96*Log[3]*Defer[Subst][Defer[Int][1/((x - 2*x^2 + x^3 + 8*Log[3])*(1 + Log[(x - 2*x^2 + x^3 + 8*Log[3])^2/64])^3), x], x, x^2] + 8*Defer[Subst][Defer[Int][x/((x - 2*x^2 + x^3 + 8*Log[3])*(1 + Log[(x - 2*x^2 + x^3 + 8*Log[3])^2/64])^3), x], x, x^2] - 8*Defer[Subst][Defer[Int][x^2/((x - 2*x^2 + x^3 + 8*Log[3])*(1 + Log[(x - 2*x^2 + x^3 + 8*Log[3])^2/64])^3), x], x, x^2] + Defer[Subst][Defer[Int][(1 + Log[(x - 2*x^2 + x^3 + 8*Log[3])^2/64])^(-2), x], x, x^2]","F",0,0,0,0,-1,"{}"
4776,1,15,0,0.0363034,"\int \frac{8-4 e^{2+x}}{e^{4+x}-2 e^2 x} \, dx","Int[(8 - 4*E^(2 + x))/(E^(4 + x) - 2*E^2*x),x]","-\frac{4 \log \left(e^{x+2}-2 x\right)}{e^2}","-\frac{4 \log \left(e^{x+2}-2 x\right)}{e^2}",1,"(-4*Log[E^(2 + x) - 2*x])/E^2","A",1,1,24,0.04167,1,"{6684}"
4777,0,0,0,14.6431146,"\int \frac{e^{2 x} \left(15 x^2+20 x^3-4 x^4\right)+e^{2 x} \left(24 x+19 x^2-2 x^3\right) \log (4-x)+e^{2 x} \left(2 x+2 x^2\right) \log ^2(4-x)}{-2 x^2+e^{2 x} \left(12 x^3-2 x^4\right)+\left(-4 x+e^{2 x} \left(12 x^2-x^3\right)\right) \log (4-x)+\left(-2+e^{2 x} x^2\right) \log ^2(4-x)} \, dx","Int[(E^(2*x)*(15*x^2 + 20*x^3 - 4*x^4) + E^(2*x)*(24*x + 19*x^2 - 2*x^3)*Log[4 - x] + E^(2*x)*(2*x + 2*x^2)*Log[4 - x]^2)/(-2*x^2 + E^(2*x)*(12*x^3 - 2*x^4) + (-4*x + E^(2*x)*(12*x^2 - x^3))*Log[4 - x] + (-2 + E^(2*x)*x^2)*Log[4 - x]^2),x]","\int \frac{e^{2 x} \left(15 x^2+20 x^3-4 x^4\right)+e^{2 x} \left(24 x+19 x^2-2 x^3\right) \log (4-x)+e^{2 x} \left(2 x+2 x^2\right) \log ^2(4-x)}{-2 x^2+e^{2 x} \left(12 x^3-2 x^4\right)+\left(-4 x+e^{2 x} \left(12 x^2-x^3\right)\right) \log (4-x)+\left(-2+e^{2 x} x^2\right) \log ^2(4-x)} \, dx","\log \left(e^{2 x} x \left(x-\frac{3 ((x-3) x-x)}{x+\log (4-x)}\right)-2\right)",1,"-15*Defer[Int][(E^(2*x)*x^2)/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] - 20*Defer[Int][(E^(2*x)*x^3)/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] + 4*Defer[Int][(E^(2*x)*x^4)/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] - 24*Defer[Int][(E^(2*x)*x*Log[4 - x])/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] - 19*Defer[Int][(E^(2*x)*x^2*Log[4 - x])/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] + 2*Defer[Int][(E^(2*x)*x^3*Log[4 - x])/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] - 2*Defer[Int][(E^(2*x)*x*Log[4 - x]^2)/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x] - 2*Defer[Int][(E^(2*x)*x^2*Log[4 - x]^2)/((x + Log[4 - x])*(2*x*(1 + E^(2*x)*(-6 + x)*x) + (2 - E^(2*x)*x^2)*Log[4 - x])), x]","F",0,0,0,0,-1,"{}"
4778,1,4,0,0.0006536,"\int \frac{4}{x} \, dx","Int[4/x,x]","4 \log (x)","2 \log \left(\frac{2 x^2}{625 e^3}\right)",1,"4*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
4779,1,16,0,0.0080436,"\int (-80 \log (5)+80 (i \pi +\log (\log (2)))) \, dx","Int[-80*Log[5] + 80*(I*Pi + Log[Log[2]]),x]","80 x \left(\log \left(\frac{\log (2)}{5}\right)+i \pi \right)","80 x (i \pi -\log (5)+\log (\log (2)))",1,"80*x*(I*Pi + Log[Log[2]/5])","A",1,1,16,0.06250,1,"{8}"
4780,1,17,0,0.0158438,"\int \frac{-8 e^3+e^{-3+e^{-6+x}+x}}{16 e^3} \, dx","Int[(-8*E^3 + E^(-3 + E^(-6 + x) + x))/(16*E^3),x]","\frac{e^{e^{x-6}}}{16}-\frac{x}{2}","\frac{e^{e^{x-6}}}{16}-\frac{x}{2}",1,"E^E^(-6 + x)/16 - x/2","A",4,3,23,0.1304,1,"{12, 2282, 2194}"
4781,0,0,0,4.3983221,"\int \frac{9+3 e^{e^5 x} x-3 x^2+\left(-18+18 x^2+e^{e^5 x} \left(-12 x-6 e^5 x^2\right)\right) \log (x) \log (\log (x))}{\left(27 x^3-27 x^5+e^{3 e^5 x} x^6+9 x^7-x^9+e^{2 e^5 x} \left(9 x^5-3 x^7\right)+e^{e^5 x} \left(27 x^4-18 x^6+3 x^8\right)\right) \log (x)} \, dx","Int[(9 + 3*E^(E^5*x)*x - 3*x^2 + (-18 + 18*x^2 + E^(E^5*x)*(-12*x - 6*E^5*x^2))*Log[x]*Log[Log[x]])/((27*x^3 - 27*x^5 + E^(3*E^5*x)*x^6 + 9*x^7 - x^9 + E^(2*E^5*x)*(9*x^5 - 3*x^7) + E^(E^5*x)*(27*x^4 - 18*x^6 + 3*x^8))*Log[x]),x]","\int \frac{9+3 e^{e^5 x} x-3 x^2+\left(-18+18 x^2+e^{e^5 x} \left(-12 x-6 e^5 x^2\right)\right) \log (x) \log (\log (x))}{\left(27 x^3-27 x^5+e^{3 e^5 x} x^6+9 x^7-x^9+e^{2 e^5 x} \left(9 x^5-3 x^7\right)+e^{e^5 x} \left(27 x^4-18 x^6+3 x^8\right)\right) \log (x)} \, dx","\frac{3 \log (\log (x))}{x^2 \left(x \left(x-e^{e^5 x}\right)-3\right)^2}+\log (5)",1,"3*Defer[Int][1/(x^3*(-3 - E^(E^5*x)*x + x^2)^2*Log[x]), x] - 6*E^5*Defer[Int][Log[Log[x]]/(3 + E^(E^5*x)*x - x^2)^3, x] - 18*Defer[Int][Log[Log[x]]/(x^3*(-3 - E^(E^5*x)*x + x^2)^3), x] - 18*E^5*Defer[Int][Log[Log[x]]/(x^2*(-3 - E^(E^5*x)*x + x^2)^3), x] - 6*Defer[Int][Log[Log[x]]/(x*(-3 - E^(E^5*x)*x + x^2)^3), x] - 12*Defer[Int][Log[Log[x]]/(x^3*(-3 - E^(E^5*x)*x + x^2)^2), x] - 6*E^5*Defer[Int][Log[Log[x]]/(x^2*(-3 - E^(E^5*x)*x + x^2)^2), x]","F",0,0,0,0,-1,"{}"
4782,1,230,0,4.5552239,"\int \left(2 e^2 x+e^{1+3 x} \left(-64 x^3-48 x^4+96 x^5+48 x^6\right)+e^{8 x} \left(96 x^5+128 x^6\right)+e^{7 x} \left(384 x^5+448 x^6-512 x^7-448 x^8\right)+e^{1+2 x} \left(-32 x^3-16 x^4+96 x^5+32 x^6-64 x^7-16 x^8\right)+e^{6 x} \left(576 x^5+576 x^6-1536 x^7-1152 x^8+960 x^9+576 x^{10}\right)+e^{5 x} \left(384 x^5+320 x^6-1536 x^7-960 x^8+1920 x^9+960 x^{10}-768 x^{11}-320 x^{12}\right)+e^{4 x} \left(96 x^5+64 x^6-512 x^7-256 x^8+960 x^9+384 x^{10}-768 x^{11}-256 x^{12}+224 x^{13}+64 x^{14}+e \left(-32 x^3-32 x^4\right)\right)\right) \, dx","Int[2*E^2*x + E^(1 + 3*x)*(-64*x^3 - 48*x^4 + 96*x^5 + 48*x^6) + E^(8*x)*(96*x^5 + 128*x^6) + E^(7*x)*(384*x^5 + 448*x^6 - 512*x^7 - 448*x^8) + E^(1 + 2*x)*(-32*x^3 - 16*x^4 + 96*x^5 + 32*x^6 - 64*x^7 - 16*x^8) + E^(6*x)*(576*x^5 + 576*x^6 - 1536*x^7 - 1152*x^8 + 960*x^9 + 576*x^10) + E^(5*x)*(384*x^5 + 320*x^6 - 1536*x^7 - 960*x^8 + 1920*x^9 + 960*x^10 - 768*x^11 - 320*x^12) + E^(4*x)*(96*x^5 + 64*x^6 - 512*x^7 - 256*x^8 + 960*x^9 + 384*x^10 - 768*x^11 - 256*x^12 + 224*x^13 + 64*x^14 + E*(-32*x^3 - 32*x^4)),x]","16 e^{4 x} x^{14}-64 e^{4 x} x^{12}-64 e^{5 x} x^{12}+96 e^{4 x} x^{10}+192 e^{5 x} x^{10}+96 e^{6 x} x^{10}-64 e^{4 x} x^8-192 e^{5 x} x^8-192 e^{6 x} x^8-64 e^{7 x} x^8-8 e^{2 x+1} x^8+16 e^{4 x} x^6+64 e^{5 x} x^6+96 e^{6 x} x^6+64 e^{7 x} x^6+16 e^{8 x} x^6+16 e^{2 x+1} x^6+16 e^{3 x+1} x^6-8 e^{2 x+1} x^4-16 e^{3 x+1} x^4-8 e^{4 x+1} x^4+e^2 x^2","x^2 \left(4 e^{2 x} x^2 \left(-x^2+e^x+1\right)^2-e\right)^2",1,"E^2*x^2 - 8*E^(1 + 2*x)*x^4 - 16*E^(1 + 3*x)*x^4 - 8*E^(1 + 4*x)*x^4 + 16*E^(4*x)*x^6 + 64*E^(5*x)*x^6 + 96*E^(6*x)*x^6 + 64*E^(7*x)*x^6 + 16*E^(8*x)*x^6 + 16*E^(1 + 2*x)*x^6 + 16*E^(1 + 3*x)*x^6 - 64*E^(4*x)*x^8 - 192*E^(5*x)*x^8 - 192*E^(6*x)*x^8 - 64*E^(7*x)*x^8 - 8*E^(1 + 2*x)*x^8 + 96*E^(4*x)*x^10 + 192*E^(5*x)*x^10 + 96*E^(6*x)*x^10 - 64*E^(4*x)*x^12 - 64*E^(5*x)*x^12 + 16*E^(4*x)*x^14","B",363,4,273,0.01465,1,"{2196, 2176, 2194, 1593}"
4783,0,0,0,16.9108029,"\int \frac{\exp \left(-e^4+\frac{e^{-e^4+48 \log ^2(5)} \left(-1+e^{e^4} \left(-2 x+2 x^2\right)\right)}{-x+x^2}+48 \log ^2(5)\right) (-1+2 x)}{x^2-2 x^3+x^4} \, dx","Int[(E^(-E^4 + (E^(-E^4 + 48*Log[5]^2)*(-1 + E^E^4*(-2*x + 2*x^2)))/(-x + x^2) + 48*Log[5]^2)*(-1 + 2*x))/(x^2 - 2*x^3 + x^4),x]","\int \frac{\exp \left(-e^4+\frac{e^{-e^4+48 \log ^2(5)} \left(-1+e^{e^4} \left(-2 x+2 x^2\right)\right)}{-x+x^2}+48 \log ^2(5)\right) (-1+2 x)}{x^2-2 x^3+x^4} \, dx","e^{\left(\frac{e^{-e^4}}{(1-x) x}+2\right) e^{48 \log ^2(5)}}",1,"Defer[Int][E^((E^(-E^4 + 48*Log[5]^2)*(-1 + E^E^4*(-2*x + 2*x^2)))/(-x + x^2) - E^4*(1 - (48*Log[5]^2)/E^4))/(-1 + x)^2, x] - Defer[Int][E^((E^(-E^4 + 48*Log[5]^2)*(-1 + E^E^4*(-2*x + 2*x^2)))/(-x + x^2) - E^4*(1 - (48*Log[5]^2)/E^4))/x^2, x]","F",0,0,0,0,-1,"{}"
4784,1,16,0,0.0519279,"\int \frac{11 x^2+e^{5+x^2} \left(5-10 x^2\right)}{x^2} \, dx","Int[(11*x^2 + E^(5 + x^2)*(5 - 10*x^2))/x^2,x]","11 x-\frac{5 e^{x^2+5}}{x}","5 \left(-\frac{e^{x^2+5}}{x}+2 x+3\right)+x",1,"(-5*E^(5 + x^2))/x + 11*x","A",3,2,25,0.08000,1,"{14, 2288}"
4785,1,33,0,0.4937687,"\int \frac{1}{5} \left(5+4 e^{1+e^{\frac{1}{5} \left(1-20 x+4 x^2-\log (4)\right)}-x} \left(5+e^{\frac{1}{5} \left(1-20 x+4 x^2-\log (4)\right)} (20-8 x)\right)\right) \, dx","Int[(5 + 4*E^(1 + E^((1 - 20*x + 4*x^2 - Log[4])/5) - x)*(5 + E^((1 - 20*x + 4*x^2 - Log[4])/5)*(20 - 8*x)))/5,x]","x-4 e^{\frac{e^{\frac{1}{5} \left(4 x^2-20 x+1\right)}}{2^{2/5}}-x+1}","x-4 e^{e^{\frac{1}{5} \left(4 \left(x^2-5 x\right)+1-\log (4)\right)}-x+1}",1,"-4*E^(1 + E^((1 - 20*x + 4*x^2)/5)/2^(2/5) - x) + x","A",3,2,63,0.03175,1,"{12, 6706}"
4786,1,31,0,0.6555934,"\int \frac{126-54 \log (x)+6 \log ^2(x)+e^{\frac{1}{6} \left(-30+35 x^2+5 x \log (x)\right)} \left(80+1120 x+(40-560 x) \log (x)+(-35+70 x) \log ^2(x)+5 \log ^3(x)\right)}{96-48 \log (x)+6 \log ^2(x)} \, dx","Int[(126 - 54*Log[x] + 6*Log[x]^2 + E^((-30 + 35*x^2 + 5*x*Log[x])/6)*(80 + 1120*x + (40 - 560*x)*Log[x] + (-35 + 70*x)*Log[x]^2 + 5*Log[x]^3))/(96 - 48*Log[x] + 6*Log[x]^2),x]","e^{\frac{35 x^2}{6}-5} x^{5 x/6}+x+\frac{x}{4-\log (x)}","x+\frac{x}{4-\log (x)}+e^{5 x \left(x+\frac{1}{6} (x+\log (x))\right)-5}",1,"x + E^(-5 + (35*x^2)/6)*x^((5*x)/6) + x/(4 - Log[x])","A",12,7,75,0.09333,1,"{6741, 12, 6742, 2288, 2299, 2178, 2297}"
4787,0,0,0,5.5333933,"\int \frac{-16 x+4 x^3+\left(-80+20 x^2\right) \log (3)+\left(-8 x-12 x^2+2 x^3+x^4+\left(-40-80 x+10 x^2\right) \log (3)+\left(-100-25 x^2\right) \log ^2(3)\right) \log (x)+\left(16-4 x^2+\left(8+16 x-2 x^2+\left(40+10 x^2\right) \log (3)\right) \log (x)\right) \log \left(\frac{5}{2 x \log ^2(x)}\right)+\left(-4-x^2\right) \log (x) \log ^2\left(\frac{5}{2 x \log ^2(x)}\right)}{\left(16-8 x^2+x^4\right) \log ^2(3) \log (x)} \, dx","Int[(-16*x + 4*x^3 + (-80 + 20*x^2)*Log[3] + (-8*x - 12*x^2 + 2*x^3 + x^4 + (-40 - 80*x + 10*x^2)*Log[3] + (-100 - 25*x^2)*Log[3]^2)*Log[x] + (16 - 4*x^2 + (8 + 16*x - 2*x^2 + (40 + 10*x^2)*Log[3])*Log[x])*Log[5/(2*x*Log[x]^2)] + (-4 - x^2)*Log[x]*Log[5/(2*x*Log[x]^2)]^2)/((16 - 8*x^2 + x^4)*Log[3]^2*Log[x]),x]","\int \frac{-16 x+4 x^3+\left(-80+20 x^2\right) \log (3)+\left(-8 x-12 x^2+2 x^3+x^4+\left(-40-80 x+10 x^2\right) \log (3)+\left(-100-25 x^2\right) \log ^2(3)\right) \log (x)+\left(16-4 x^2+\left(8+16 x-2 x^2+\left(40+10 x^2\right) \log (3)\right) \log (x)\right) \log \left(\frac{5}{2 x \log ^2(x)}\right)+\left(-4-x^2\right) \log (x) \log ^2\left(\frac{5}{2 x \log ^2(x)}\right)}{\left(16-8 x^2+x^4\right) \log ^2(3) \log (x)} \, dx","\frac{\left(\frac{x-\log \left(\frac{5}{2 x \log ^2(x)}\right)}{\log (3)}+5\right)^2}{x-\frac{4}{x}}",1,"(3*x)/(2*Log[3]^2) - (6*x)/((4 - x^2)*Log[3]^2) + x^3/(2*(4 - x^2)*Log[3]^2) + (2*(2 - Log[243]))/((4 - x^2)*Log[3]^2) - (2*(2 + Log[243]))/((4 - x^2)*Log[3]^2) - Log[2 - x]/(4*Log[3]^2) + ((2 - Log[243])*Log[2 - x])/(8*Log[3]^2) - ((2 + Log[243])*Log[2 - x])/(8*Log[3]^2) + (2*Log[x])/Log[3]^2 - Log[2 + x]/(4*Log[3]^2) - ((2 - Log[243])*Log[2 + x])/(8*Log[3]^2) + ((2 + Log[243])*Log[2 + x])/(8*Log[3]^2) - (3*Log[4 - x^2])/(4*Log[3]^2) + ((2 - Log[243])*Log[4 - x^2])/(2*Log[3]^2) - Log[5/(486*x*Log[x]^2)]/(2*(2 - x)*Log[3]^2) - Log[5/(486*x*Log[x]^2)]/(2*(2 + x)*Log[3]^2) + (6*Log[5/(486*x*Log[x]^2)])/((4 - x^2)*Log[3]^2) - ((2 - Log[243])*Log[5/(486*x*Log[x]^2)])/(4*(2 - x)*Log[3]^2) + ((2 - Log[243])*Log[5/(486*x*Log[x]^2)])/(4*(2 + x)*Log[3]^2) + ((2 + Log[243])*Log[5/(486*x*Log[x]^2)])/(4*(2 - x)*Log[3]^2) - ((2 + Log[243])*Log[5/(486*x*Log[x]^2)])/(4*(2 + x)*Log[3]^2) + Log[5/(2*x*Log[x]^2)]/((2 - x)*Log[3]^2) + Log[5/(2*x*Log[x]^2)]/((2 + x)*Log[3]^2) - Defer[Int][1/((-2 + x)*x*Log[x]), x]/Log[3]^2 + ((2 - Log[243])*Defer[Int][1/((-2 + x)*x*Log[x]), x])/(2*Log[3]^2) - ((2 + Log[243])*Defer[Int][1/((-2 + x)*x*Log[x]), x])/(2*Log[3]^2) + Defer[Int][1/(x*(2 + x)*Log[x]), x]/Log[3]^2 + ((2 - Log[243])*Defer[Int][1/(x*(2 + x)*Log[x]), x])/(2*Log[3]^2) - ((2 + Log[243])*Defer[Int][1/(x*(2 + x)*Log[x]), x])/(2*Log[3]^2) - (12*Defer[Int][1/(x*(-4 + x^2)*Log[x]), x])/Log[3]^2 + (4*Defer[Int][x/((-4 + x^2)*Log[x]), x])/Log[3]^2 - Defer[Int][Log[5/(486*x*Log[x]^2)]/(-2 + x), x]/(2*Log[3]^2) - ((2 - Log[243])*Defer[Int][Log[5/(486*x*Log[x]^2)]/(-2 + x), x])/(8*Log[3]^2) - ((2 + Log[243])*Defer[Int][Log[5/(486*x*Log[x]^2)]/(-2 + x), x])/(8*Log[3]^2) - Defer[Int][Log[5/(486*x*Log[x]^2)]/(2 + x), x]/(2*Log[3]^2) + ((2 - Log[243])*Defer[Int][Log[5/(486*x*Log[x]^2)]/(2 + x), x])/(8*Log[3]^2) + ((2 + Log[243])*Defer[Int][Log[5/(486*x*Log[x]^2)]/(2 + x), x])/(8*Log[3]^2) - Defer[Int][Log[5/(486*x*Log[x]^2)]/((-2 + x)*Log[x]), x]/Log[3]^2 + Defer[Int][Log[5/(486*x*Log[x]^2)]/((2 + x)*Log[x]), x]/Log[3]^2 + Defer[Int][Log[5/(2*x*Log[x]^2)]/(-2 + x), x]/(2*Log[3]^2) + Defer[Int][Log[5/(2*x*Log[x]^2)]/(2 + x), x]/(2*Log[3]^2) - Defer[Int][(Log[5/(486*x*Log[x]^2)]*Log[5/(2*x*Log[x]^2)])/(-2 + x)^2, x]/(2*Log[3]^2) - Defer[Int][(Log[5/(486*x*Log[x]^2)]*Log[5/(2*x*Log[x]^2)])/(2 + x)^2, x]/(2*Log[3]^2)","F",0,0,0,0,-1,"{}"
4788,1,18,0,0.3808893,"\int \frac{x+(-225-i \pi -x-\log (\log (7))) \log (225+i \pi +x+\log (\log (7)))}{\left(225 x+x^2+x (i \pi +\log (\log (7)))\right) \log (225+i \pi +x+\log (\log (7)))} \, dx","Int[(x + (-225 - I*Pi - x - Log[Log[7]])*Log[225 + I*Pi + x + Log[Log[7]]])/((225*x + x^2 + x*(I*Pi + Log[Log[7]]))*Log[225 + I*Pi + x + Log[Log[7]]]),x]","-\log (x)+\log (\log (x+i \pi +225+\log (\log (7))))","-1+\log \left(\frac{\log (4) \log (x+i \pi +225+\log (\log (7)))}{x}\right)",1,"-Log[x] + Log[Log[225 + I*Pi + x + Log[Log[7]]]]","A",8,7,65,0.1077,1,"{6, 1593, 6742, 2390, 12, 2302, 29}"
4789,0,0,0,1.5412311,"\int \frac{50 e^{2 x}+100 e^x x+50 x^2+\left(-100 e^{2 x} x-100 x^2+e^x \left(-100 x-100 x^2\right)\right) \log (x)+\left(2 x-10 x^2+12 x^3+e^{2 x} \left(-2-4 x+8 x^2\right)+e^x \left(-12 x+8 x^2+8 x^3\right)\right) \log ^2(x)+\left(-4 e^{2 x} x-4 x^2+e^x \left(-4 x-4 x^2\right)\right) \log ^3(x)}{x \log ^2(x)} \, dx","Int[(50*E^(2*x) + 100*E^x*x + 50*x^2 + (-100*E^(2*x)*x - 100*x^2 + E^x*(-100*x - 100*x^2))*Log[x] + (2*x - 10*x^2 + 12*x^3 + E^(2*x)*(-2 - 4*x + 8*x^2) + E^x*(-12*x + 8*x^2 + 8*x^3))*Log[x]^2 + (-4*E^(2*x)*x - 4*x^2 + E^x*(-4*x - 4*x^2))*Log[x]^3)/(x*Log[x]^2),x]","\int \frac{50 e^{2 x}+100 e^x x+50 x^2+\left(-100 e^{2 x} x-100 x^2+e^x \left(-100 x-100 x^2\right)\right) \log (x)+\left(2 x-10 x^2+12 x^3+e^{2 x} \left(-2-4 x+8 x^2\right)+e^x \left(-12 x+8 x^2+8 x^3\right)\right) \log ^2(x)+\left(-4 e^{2 x} x-4 x^2+e^x \left(-4 x-4 x^2\right)\right) \log ^3(x)}{x \log ^2(x)} \, dx","2 \left(x-\left(x+e^x\right)^2 \left(-2 x+\log (x)+\frac{25}{\log (x)}+2\right)\right)",1,"-4*E^(2*x) + 2*x - 8*E^x*x + 4*E^(2*x)*x - 4*x^2 + 8*E^x*x^2 + 4*x^3 - (50*x^2)/Log[x] - 2*(E^x + x)^2*Log[x] + 100*Defer[Int][E^x/Log[x]^2, x] + 50*Defer[Int][E^(2*x)/(x*Log[x]^2), x] - 100*Defer[Int][E^x/Log[x], x] - 100*Defer[Int][E^(2*x)/Log[x], x] - 100*Defer[Int][(E^x*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
4790,1,28,0,0.2243381,"\int \frac{4+2 x^3+x^2 \log \left(9 e^{2 x}\right)-4 \log (2 x)}{81 x^2+x^3 \log \left(9 e^{2 x}\right)+4 x \log (2 x)} \, dx","Int[(4 + 2*x^3 + x^2*Log[9*E^(2*x)] - 4*Log[2*x])/(81*x^2 + x^3*Log[9*E^(2*x)] + 4*x*Log[2*x]),x]","\log \left(x^2 \log \left(9 e^{2 x}\right)+81 x+4 \log (2 x)\right)-\log (x)","\log \left(x \log \left(9 e^{2 x}\right)+4 \left(\frac{\log (2 x)}{x}+20\right)+1\right)",1,"-Log[x] + Log[81*x + x^2*Log[9*E^(2*x)] + 4*Log[2*x]]","A",3,2,53,0.03774,1,"{6742, 6684}"
4791,1,19,0,0.0106405,"\int \left(-1+e^x (-2+x)\right) \, dx","Int[-1 + E^x*(-2 + x),x]","-e^x (2-x)-e^x-x","-e^x (3-x)-x+e^2+6",1,"-E^x - E^x*(2 - x) - x","A",3,2,9,0.2222,1,"{2176, 2194}"
4792,1,22,0,0.2074817,"\int \frac{3+71 x-48 x^2+8 x^3+x \log (x)}{72 x-48 x^2+8 x^3} \, dx","Int[(3 + 71*x - 48*x^2 + 8*x^3 + x*Log[x])/(72*x - 48*x^2 + 8*x^3),x]","x+\frac{x \log (x)}{24 (3-x)}+\frac{\log (x)}{24}","x+\frac{\log (x)}{8 (3-x)}-21",1,"x + Log[x]/24 + (x*Log[x])/(24*(3 - x))","A",13,8,36,0.2222,1,"{1594, 27, 12, 6742, 44, 43, 2314, 31}"
4793,0,0,0,2.2505482,"\int \frac{e^{\frac{1}{2} (-1-10 x)} (-17-85 x)+e^x \left(-3 x^2+e^{\frac{1}{2} (-1-10 x)} (3+18 x)\right)}{3 e^{-1-10 x}-6 e^{\frac{1}{2} (-1-10 x)} x+3 x^2} \, dx","Int[(E^((-1 - 10*x)/2)*(-17 - 85*x) + E^x*(-3*x^2 + E^((-1 - 10*x)/2)*(3 + 18*x)))/(3*E^(-1 - 10*x) - 6*E^((-1 - 10*x)/2)*x + 3*x^2),x]","\int \frac{e^{\frac{1}{2} (-1-10 x)} (-17-85 x)+e^x \left(-3 x^2+e^{\frac{1}{2} (-1-10 x)} (3+18 x)\right)}{3 e^{-1-10 x}-6 e^{\frac{1}{2} (-1-10 x)} x+3 x^2} \, dx","\frac{\left(\frac{17}{3}-e^x\right) x}{x-e^{5 \left(-x-\frac{1}{10}\right)}}",1,"(-17*Defer[Int][E^(1/2 + 5*x)/(-1 + E^(1/2 + 5*x)*x)^2, x])/3 + Defer[Int][E^(1/2 + 6*x)/(-1 + E^(1/2 + 5*x)*x)^2, x] - (85*Defer[Int][(E^(1/2 + 5*x)*x)/(-1 + E^(1/2 + 5*x)*x)^2, x])/3 + 5*Defer[Int][(E^(1/2 + 6*x)*x)/(-1 + E^(1/2 + 5*x)*x)^2, x] - Defer[Int][(E^(1/2 + 6*x)*x)/(-1 + E^(1/2 + 5*x)*x), x]","F",0,0,0,0,-1,"{}"
4794,1,58,0,0.1321509,"\int \left(-1+e^{2 x} (3+x)+e^{2 x} \left(3+8 x+2 x^2\right) \log (x)+\left(e^{2 x}+e^{2 x} (1+2 x) \log (x)\right) \log \left(\frac{\log (4)}{2}\right)\right) \, dx","Int[-1 + E^(2*x)*(3 + x) + E^(2*x)*(3 + 8*x + 2*x^2)*Log[x] + (E^(2*x) + E^(2*x)*(1 + 2*x)*Log[x])*Log[Log[4]/2],x]","e^{2 x} x^2 \log (x)-x+3 e^{2 x} x \log (x)-\frac{1}{2} e^{2 x} \log (\log (2)) \log (x)+\frac{1}{2} e^{2 x} (2 x+1) \log (\log (2)) \log (x)","\left(e^{2 x} x \log (x)-1\right) \left(x+3+\log \left(\frac{\log (4)}{2}\right)\right)",1,"-x + 3*E^(2*x)*x*Log[x] + E^(2*x)*x^2*Log[x] - (E^(2*x)*Log[x]*Log[Log[2]])/2 + (E^(2*x)*(1 + 2*x)*Log[x]*Log[Log[2]])/2","B",10,4,56,0.07143,1,"{2176, 2194, 2196, 2554}"
4795,1,17,0,0.025195,"\int \frac{-45-9 e^2 x}{900 x^3+240 e^2 x^4+16 e^4 x^5} \, dx","Int[(-45 - 9*E^2*x)/(900*x^3 + 240*E^2*x^4 + 16*E^4*x^5),x]","\frac{3}{8 x^2 \left(2 e^2 x+15\right)}","\frac{1}{4 x^2 \left(\frac{4 e^2 x}{3}+10\right)}",1,"3/(8*x^2*(15 + 2*E^2*x))","A",4,4,33,0.1212,1,"{1594, 27, 12, 74}"
4796,1,30,0,0.0577108,"\int \frac{1}{5} \left(1-48 x+12 e^5 x+e^x \left(-12 x-6 x^2\right)\right) \, dx","Int[(1 - 48*x + 12*E^5*x + E^x*(-12*x - 6*x^2))/5,x]","-\frac{6}{5} e^x x^2-\frac{6}{5} \left(4-e^5\right) x^2+\frac{x}{5}","\frac{1}{5} \left(6 \left(-e^x-4+e^5\right) x^2+x-e^3-5\right)",1,"x/5 - (6*E^x*x^2)/5 - (6*(4 - E^5)*x^2)/5","A",11,6,28,0.2143,1,"{6, 12, 1593, 2196, 2176, 2194}"
4797,0,0,0,2.1323977,"\int \frac{3065 x^2+(-200-550 x) \log (4)+25 \log ^2(4)+\left(40 x^2+1100 x^3+\left(-80 x-210 x^2\right) \log (4)+10 x \log ^2(4)\right) \log (x)+\left(100 x^4+\left(-8 x^2-20 x^3\right) \log (4)+x^2 \log ^2(4)\right) \log ^2(x)}{3025 x^2-550 x \log (4)+25 \log ^2(4)+\left(1100 x^3-210 x^2 \log (4)+10 x \log ^2(4)\right) \log (x)+\left(100 x^4-20 x^3 \log (4)+x^2 \log ^2(4)\right) \log ^2(x)} \, dx","Int[(3065*x^2 + (-200 - 550*x)*Log[4] + 25*Log[4]^2 + (40*x^2 + 1100*x^3 + (-80*x - 210*x^2)*Log[4] + 10*x*Log[4]^2)*Log[x] + (100*x^4 + (-8*x^2 - 20*x^3)*Log[4] + x^2*Log[4]^2)*Log[x]^2)/(3025*x^2 - 550*x*Log[4] + 25*Log[4]^2 + (1100*x^3 - 210*x^2*Log[4] + 10*x*Log[4]^2)*Log[x] + (100*x^4 - 20*x^3*Log[4] + x^2*Log[4]^2)*Log[x]^2),x]","\int \frac{3065 x^2+(-200-550 x) \log (4)+25 \log ^2(4)+\left(40 x^2+1100 x^3+\left(-80 x-210 x^2\right) \log (4)+10 x \log ^2(4)\right) \log (x)+\left(100 x^4+\left(-8 x^2-20 x^3\right) \log (4)+x^2 \log ^2(4)\right) \log ^2(x)}{3025 x^2-550 x \log (4)+25 \log ^2(4)+\left(1100 x^3-210 x^2 \log (4)+10 x \log ^2(4)\right) \log (x)+\left(100 x^4-20 x^3 \log (4)+x^2 \log ^2(4)\right) \log ^2(x)} \, dx","x+\frac{x}{x+\frac{1}{8} \left(2 x+\frac{5 x}{x \log (x)+5}-\log (4)\right)}",1,"x + (4*Log[4])/(5*(10*x - Log[4])) - 220*Defer[Int][x/(55*x - 5*Log[4] + 10*x^2*Log[x] - x*Log[4]*Log[x])^2, x] + 40*Defer[Int][x^2/(55*x - 5*Log[4] + 10*x^2*Log[x] - x*Log[4]*Log[x])^2, x] - 6*Log[4]^2*Defer[Int][1/((10*x - Log[4])*(55*x - 5*Log[4] + 10*x^2*Log[x] - x*Log[4]*Log[x])^2), x] + 4*Defer[Int][(55*x - 5*Log[4] + 10*x^2*Log[x] - x*Log[4]*Log[x])^(-1), x] + 4*Log[64]*Defer[Int][1/((10*x - Log[4])*(55*x - 5*Log[4] + 10*x^2*Log[x] - x*Log[4]*Log[x])), x] - 4*Log[4]*Defer[Int][(-55*x + 5*Log[4] - 10*x^2*Log[x] + x*Log[4]*Log[x])^(-2), x] - 2*Log[4]^3*Defer[Int][1/((-10*x + Log[4])^2*(-55*x + 5*Log[4] - 10*x^2*Log[x] + x*Log[4]*Log[x])^2), x] - 8*Log[4]^2*Defer[Int][1/((-10*x + Log[4])^2*(-55*x + 5*Log[4] - 10*x^2*Log[x] + x*Log[4]*Log[x])), x]","F",0,0,0,0,-1,"{}"
4798,1,21,0,0.0264441,"\int \frac{36+54 x-9 x^2+\left(18 x-3 x^2\right) \log (4)}{9-6 x+x^2} \, dx","Int[(36 + 54*x - 9*x^2 + (18*x - 3*x^2)*Log[4])/(9 - 6*x + x^2),x]","\frac{9 (13+\log (64))}{3-x}-3 x (3+\log (4))","\frac{3 x^2 \left(-\frac{4}{x}-3-\log (4)\right)}{x-3}",1,"-3*x*(3 + Log[4]) + (9*(13 + Log[64]))/(3 - x)","A",3,2,33,0.06061,1,"{27, 1850}"
4799,0,0,0,1.5174344,"\int \frac{e^{2 x} \left(-e^{10}+16 x+15 x^2+e^5 (8+14 x)\right)+e^{2 x} \left(x^2+2 x^3+e^{10} (1+2 x)+e^5 \left(2 x+4 x^2\right)\right) \log (x)}{64+\left(16 e^5+16 x\right) \log (x)+\left(e^{10}+2 e^5 x+x^2\right) \log ^2(x)} \, dx","Int[(E^(2*x)*(-E^10 + 16*x + 15*x^2 + E^5*(8 + 14*x)) + E^(2*x)*(x^2 + 2*x^3 + E^10*(1 + 2*x) + E^5*(2*x + 4*x^2))*Log[x])/(64 + (16*E^5 + 16*x)*Log[x] + (E^10 + 2*E^5*x + x^2)*Log[x]^2),x]","\int \frac{e^{2 x} \left(-e^{10}+16 x+15 x^2+e^5 (8+14 x)\right)+e^{2 x} \left(x^2+2 x^3+e^{10} (1+2 x)+e^5 \left(2 x+4 x^2\right)\right) \log (x)}{64+\left(16 e^5+16 x\right) \log (x)+\left(e^{10}+2 e^5 x+x^2\right) \log ^2(x)} \, dx","\frac{e^{2 x} x}{\frac{8}{x+e^5}+\log (x)}",1,"-Defer[Int][E^(10 + 2*x)/(8 + E^5*Log[x] + x*Log[x])^2, x] + 2*(4 - E^5)*Defer[Int][(E^(2*x)*x)/(8 + E^5*Log[x] + x*Log[x])^2, x] - Defer[Int][(E^(2*x)*x^2)/(8 + E^5*Log[x] + x*Log[x])^2, x] + Defer[Int][E^(5 + 2*x)/(8 + E^5*Log[x] + x*Log[x]), x] + (1 + 2*E^5)*Defer[Int][(E^(2*x)*x)/(8 + E^5*Log[x] + x*Log[x]), x] + 2*Defer[Int][(E^(2*x)*x^2)/(8 + E^5*Log[x] + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
4800,1,28,0,0.0501256,"\int \frac{-10+6 x+6 x^2+2 x^3+e^4 \left(-5+2 x+x^2\right)+\left(-5+2 x+x^2\right) \log (3)}{1+2 x+x^2} \, dx","Int[(-10 + 6*x + 6*x^2 + 2*x^3 + E^4*(-5 + 2*x + x^2) + (-5 + 2*x + x^2)*Log[3])/(1 + 2*x + x^2),x]","(x+1)^2+x \left(e^4+\log (3)\right)+\frac{6 \left(2+e^4+\log (3)\right)}{x+1}","\frac{x \left(x^2+5\right) \left(x+e^4+3+\log (3)\right)}{x^2+x}",1,"(1 + x)^2 + x*(E^4 + Log[3]) + (6*(2 + E^4 + Log[3]))/(1 + x)","A",4,3,49,0.06122,1,"{6, 27, 1850}"
4801,1,53,0,0.0166404,"\int \left(-2 e^{2 x}-8 x+e^5 \left(-30 x+51 x^2+16 x^3+100 x^4+24 x^5\right)\right) \, dx","Int[-2*E^(2*x) - 8*x + E^5*(-30*x + 51*x^2 + 16*x^3 + 100*x^4 + 24*x^5),x]","4 e^5 x^6+20 e^5 x^5+4 e^5 x^4+17 e^5 x^3-15 e^5 x^2-4 x^2-e^{2 x}","x^2 \left(e^5 (x+5) \left(4 x \left(x^2+1\right)-3\right)-4\right)-e^{2 x}",1,"-E^(2*x) - 4*x^2 - 15*E^5*x^2 + 17*E^5*x^3 + 4*E^5*x^4 + 20*E^5*x^5 + 4*E^5*x^6","A",3,1,39,0.02564,1,"{2194}"
4802,1,12,0,0.0587777,"\int e^{-2 x} \left(54 x-54 x^2\right) \log (5) \, dx","Int[((54*x - 54*x^2)*Log[5])/E^(2*x),x]","27 e^{-2 x} x^2 \log (5)","27 e^{-2 x} x^2 \log (5)+15",1,"(27*x^2*Log[5])/E^(2*x)","A",9,5,17,0.2941,1,"{12, 1593, 2196, 2176, 2194}"
4803,1,32,0,0.4382282,"\int \frac{-30 x^2+e^{\frac{25+10 x+x^2}{x}} \left(-125+5 x^2\right)+6 x^2 \log (2)}{-75 x^2+5 e^{\frac{25+10 x+x^2}{x}} x^2-30 x^3+\left(15 x^2+6 x^3\right) \log (2)} \, dx","Int[(-30*x^2 + E^((25 + 10*x + x^2)/x)*(-125 + 5*x^2) + 6*x^2*Log[2])/(-75*x^2 + 5*E^((25 + 10*x + x^2)/x)*x^2 - 30*x^3 + (15*x^2 + 6*x^3)*Log[2]),x]","\log \left(5 e^{\frac{(x+5)^2}{x}}-(x (30-\log (64)))-15 (5-\log (2))\right)","\log \left(x+5 \left(x+\frac{e^{\frac{(x+5)^2}{x}}}{\log (2)-5}+3\right)\right)+\log (2)",1,"Log[5*E^((5 + x)^2/x) - 15*(5 - Log[2]) - x*(30 - Log[64])]","A",3,3,82,0.03659,1,"{6, 6688, 6684}"
4804,1,13,0,0.0034153,"\int \left(\frac{e^{-5+x}}{3}+2 x\right) \, dx","Int[E^(-5 + x)/3 + 2*x,x]","x^2+\frac{e^{x-5}}{3}","x^2+\frac{e^{x-5}}{3}+4-\log (4)",1,"E^(-5 + x)/3 + x^2","A",2,1,13,0.07692,1,"{2194}"
4805,1,14,0,0.0352173,"\int \frac{e^{\frac{1}{x}} (112-112 x)-336 x^3}{x} \, dx","Int[(E^x^(-1)*(112 - 112*x) - 336*x^3)/x,x]","-112 x^3-112 e^{\frac{1}{x}} x","112 x \left(-x^2-e^{\frac{1}{x}}+\frac{25}{x}\right)",1,"-112*E^x^(-1)*x - 112*x^3","A",3,2,21,0.09524,1,"{14, 2288}"
4806,1,45,0,0.0671964,"\int \frac{e^{x+x^2} \left(4+e^{\frac{1}{e^3}} (-1-2 x)+8 x\right)+e^{x+2 x^2} \left(-1-x-4 x^2\right)}{e} \, dx","Int[(E^(x + x^2)*(4 + E^E^(-3)*(-1 - 2*x) + 8*x) + E^(x + 2*x^2)*(-1 - x - 4*x^2))/E,x]","\left(4-e^{\frac{1}{e^3}}\right) e^{x^2+x-1}-\frac{e^{2 x^2+x-1} \left(4 x^2+x\right)}{4 x+1}","e^{x^2+x-1} \left(-e^{x^2} x-e^{\frac{1}{e^3}}+4\right)",1,"E^(-1 + x + x^2)*(4 - E^E^(-3)) - (E^(-1 + x + 2*x^2)*(x + 4*x^2))/(1 + 4*x)","A",5,4,49,0.08163,1,"{12, 2244, 2236, 2288}"
4807,0,0,0,62.2204133,"\int \frac{\exp \left(\frac{1}{16} \left(1-8 x+24 x^2-32 x^3+16 x^4+\left(-4+24 x-48 x^2+32 x^3\right) \log \left(\frac{x^2}{1+x}\right)+\left(6-24 x+24 x^2\right) \log ^2\left(\frac{x^2}{1+x}\right)+(-4+8 x) \log ^3\left(\frac{x^2}{1+x}\right)+\log ^4\left(\frac{x^2}{1+x}\right)\right)\right) \left(-2+9 x-8 x^2-8 x^3+16 x^5+\left(6-15 x-6 x^2+12 x^3+24 x^4\right) \log \left(\frac{x^2}{1+x}\right)+\left(-6+3 x+12 x^2+12 x^3\right) \log ^2\left(\frac{x^2}{1+x}\right)+\left(2+3 x+2 x^2\right) \log ^3\left(\frac{x^2}{1+x}\right)\right)}{4 x+4 x^2} \, dx","Int[(E^((1 - 8*x + 24*x^2 - 32*x^3 + 16*x^4 + (-4 + 24*x - 48*x^2 + 32*x^3)*Log[x^2/(1 + x)] + (6 - 24*x + 24*x^2)*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(-2 + 9*x - 8*x^2 - 8*x^3 + 16*x^5 + (6 - 15*x - 6*x^2 + 12*x^3 + 24*x^4)*Log[x^2/(1 + x)] + (-6 + 3*x + 12*x^2 + 12*x^3)*Log[x^2/(1 + x)]^2 + (2 + 3*x + 2*x^2)*Log[x^2/(1 + x)]^3))/(4*x + 4*x^2),x]","\int \frac{\exp \left(\frac{1}{16} \left(1-8 x+24 x^2-32 x^3+16 x^4+\left(-4+24 x-48 x^2+32 x^3\right) \log \left(\frac{x^2}{1+x}\right)+\left(6-24 x+24 x^2\right) \log ^2\left(\frac{x^2}{1+x}\right)+(-4+8 x) \log ^3\left(\frac{x^2}{1+x}\right)+\log ^4\left(\frac{x^2}{1+x}\right)\right)\right) \left(-2+9 x-8 x^2-8 x^3+16 x^5+\left(6-15 x-6 x^2+12 x^3+24 x^4\right) \log \left(\frac{x^2}{1+x}\right)+\left(-6+3 x+12 x^2+12 x^3\right) \log ^2\left(\frac{x^2}{1+x}\right)+\left(2+3 x+2 x^2\right) \log ^3\left(\frac{x^2}{1+x}\right)\right)}{4 x+4 x^2} \, dx","e^{\frac{1}{16} \left(\log \left(\frac{x^2}{x+1}\right)+2 x-1\right)^4}",1,"-2*Defer[Int][E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3), x] - Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3))/x^3, x]/2 + (9*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3))/x^2, x])/4 - 2*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3))/x, x] + 4*Defer[Int][E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*x^2*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3), x] + 3*Defer[Int][E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)], x] + (3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)])/x^3, x])/2 - (15*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)])/x^2, x])/4 - (3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)])/x, x])/2 + 6*Defer[Int][E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*x*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)], x] + 3*Defer[Int][E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^2, x] - (3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^2)/x^3, x])/2 + (3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^2)/x^2, x])/4 + 3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^2)/x, x] + Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^3)/x^3, x]/2 + (3*Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^3)/x^2, x])/4 + Defer[Int][(E^(((1 - 2*x)^4 + 6*(1 - 2*x)^2*Log[x^2/(1 + x)]^2 + (-4 + 8*x)*Log[x^2/(1 + x)]^3 + Log[x^2/(1 + x)]^4)/16)*(x^2/(1 + x))^(3/4 + (3*x)/2 - 3*x^2 + 2*x^3)*Log[x^2/(1 + x)]^3)/x, x]/2","F",0,0,0,0,-1,"{}"
4808,0,0,0,0.7265526,"\int \frac{-5760+1728 x+180 x^2-36 x^3+(-960+192 x) \log (2)+(2880-576 x) \log \left(-5 x^2+x^3\right)}{-45 x^4+9 x^5+\left(-480 x^2+96 x^3\right) \log (2)+(-1280+256 x) \log ^2(2)+\left(1440 x^2-288 x^3+(7680-1536 x) \log (2)\right) \log \left(-5 x^2+x^3\right)+(-11520+2304 x) \log ^2\left(-5 x^2+x^3\right)} \, dx","Int[(-5760 + 1728*x + 180*x^2 - 36*x^3 + (-960 + 192*x)*Log[2] + (2880 - 576*x)*Log[-5*x^2 + x^3])/(-45*x^4 + 9*x^5 + (-480*x^2 + 96*x^3)*Log[2] + (-1280 + 256*x)*Log[2]^2 + (1440*x^2 - 288*x^3 + (7680 - 1536*x)*Log[2])*Log[-5*x^2 + x^3] + (-11520 + 2304*x)*Log[-5*x^2 + x^3]^2),x]","\int \frac{-5760+1728 x+180 x^2-36 x^3+(-960+192 x) \log (2)+(2880-576 x) \log \left(-5 x^2+x^3\right)}{-45 x^4+9 x^5+\left(-480 x^2+96 x^3\right) \log (2)+(-1280+256 x) \log ^2(2)+\left(1440 x^2-288 x^3+(7680-1536 x) \log (2)\right) \log \left(-5 x^2+x^3\right)+(-11520+2304 x) \log ^2\left(-5 x^2+x^3\right)} \, dx","\frac{x}{4 \left(\frac{x^2}{16}-\log \left((x-5) x^2\right)+\frac{\log (2)}{3}\right)}-1",1,"1728*Defer[Int][(3*x^2 + 16*Log[2] - 48*Log[(-5 + x)*x^2])^(-2), x] + 2880*Defer[Int][1/((-5 + x)*(3*x^2 + 16*Log[2] - 48*Log[(-5 + x)*x^2])^2), x] - 72*Defer[Int][x^2/(3*x^2 + 16*Log[2] - 48*Log[(-5 + x)*x^2])^2, x] + 12*Defer[Int][(3*x^2 + 16*Log[2] - 48*Log[(-5 + x)*x^2])^(-1), x]","F",0,0,0,0,-1,"{}"
4809,1,109,0,0.7450613,"\int \left(e^{3+x} \left(4-16 x+16 x^2+32 x^3-32 x^4-32 x^5-4 x^6\right)+e^{3+x} \left(4-12 x-20 x^2+28 x^3+28 x^4+4 x^5\right) \log (x)\right) \, dx","Int[E^(3 + x)*(4 - 16*x + 16*x^2 + 32*x^3 - 32*x^4 - 32*x^5 - 4*x^6) + E^(3 + x)*(4 - 12*x - 20*x^2 + 28*x^3 + 28*x^4 + 4*x^5)*Log[x],x]","-4 e^{x+3} x^6-8 e^{x+3} x^5+4 e^{x+3} x^5 \log (x)+4 e^{x+3} x^4+8 e^{x+3} x^4 \log (x)+8 e^{x+3} x^3-4 e^{x+3} x^3 \log (x)-4 e^{x+3} x^2-8 e^{x+3} x^2 \log (x)+4 e^{x+3} x \log (x)","e^{x+3} x (2-x (2 x+2))^2 (\log (x)-x)",1,"-4*E^(3 + x)*x^2 + 8*E^(3 + x)*x^3 + 4*E^(3 + x)*x^4 - 8*E^(3 + x)*x^5 - 4*E^(3 + x)*x^6 + 4*E^(3 + x)*x*Log[x] - 8*E^(3 + x)*x^2*Log[x] - 4*E^(3 + x)*x^3*Log[x] + 8*E^(3 + x)*x^4*Log[x] + 4*E^(3 + x)*x^5*Log[x]","B",50,5,70,0.07143,1,"{2196, 2194, 2176, 2554, 12}"
4810,0,0,0,3.7030224,"\int \frac{-16 x+4 x^2-4 x^3-4 e^x x^4-9 x^6+\left(16+4 e^x x^3+9 x^5\right) \log (x)+\left(8 x^3-2 x^4+2 x^5+2 e^x x^6+\left(-8 x^2-2 e^x x^5\right) \log (x)\right) \log \left(e^{e^8+e^x} (x-\log (x))\right)}{-9 x^6+9 x^5 \log (x)} \, dx","Int[(-16*x + 4*x^2 - 4*x^3 - 4*E^x*x^4 - 9*x^6 + (16 + 4*E^x*x^3 + 9*x^5)*Log[x] + (8*x^3 - 2*x^4 + 2*x^5 + 2*E^x*x^6 + (-8*x^2 - 2*E^x*x^5)*Log[x])*Log[E^(E^8 + E^x)*(x - Log[x])])/(-9*x^6 + 9*x^5*Log[x]),x]","\int \frac{-16 x+4 x^2-4 x^3-4 e^x x^4-9 x^6+\left(16+4 e^x x^3+9 x^5\right) \log (x)+\left(8 x^3-2 x^4+2 x^5+2 e^x x^6+\left(-8 x^2-2 e^x x^5\right) \log (x)\right) \log \left(e^{e^8+e^x} (x-\log (x))\right)}{-9 x^6+9 x^5 \log (x)} \, dx","x-\frac{1}{9} \left(\frac{2}{x^2}-\log \left(e^{e^x+e^8} (x-\log (x))\right)\right)^2",1,"E^(2*x)/9 - 4/(9*x^4) - (4*E^x)/(9*x) + x + (4*ExpIntegralEi[x])/9 - (2*E^x*Log[E^(E^8 + E^x)*(x - Log[x])])/9 + (2*Defer[Int][E^x/(x - Log[x]), x])/9 - (4*Defer[Int][1/(x^3*(x - Log[x])), x])/9 + (4*Defer[Int][1/(x^2*(x - Log[x])), x])/9 - (2*Defer[Int][E^x/(x*(x - Log[x])), x])/9 - (2*Defer[Int][Log[E^(E^8 + E^x)*(x - Log[x])]/(x - Log[x]), x])/9 - (8*Defer[Int][Log[E^(E^8 + E^x)*(x - Log[x])]/(x^2*(x - Log[x])), x])/9 + (2*Defer[Int][Log[E^(E^8 + E^x)*(x - Log[x])]/(x*(x - Log[x])), x])/9 + (8*Defer[Int][(Log[x]*Log[E^(E^8 + E^x)*(x - Log[x])])/(x^3*(x - Log[x])), x])/9","F",0,0,0,0,-1,"{}"
4811,1,22,0,0.1732379,"\int \frac{e^{\frac{e^{15}}{x}} \left(-36 e^{15}+36 x+\left(48 e^{15}-48 x\right) \log (2)+\left(-16 e^{15}+16 x\right) \log ^2(2)\right)}{3 x} \, dx","Int[(E^(E^15/x)*(-36*E^15 + 36*x + (48*E^15 - 48*x)*Log[2] + (-16*E^15 + 16*x)*Log[2]^2))/(3*x),x]","\frac{4}{3} e^{\frac{e^{15}}{x}} x (3-\log (4))^2","\frac{4}{3} e^{\frac{e^{15}}{x}} x (3-2 \log (2))^2",1,"(4*E^(E^15/x)*x*(3 - Log[4])^2)/3","A",4,3,51,0.05882,1,"{12, 6688, 2288}"
4812,1,69,0,0.0622433,"\int e^{\frac{2 \left(2+\left(450 x+525 x^2\right) \log (4)\right)}{x}} \left(-4+2 x+1050 x^2 \log (4)\right) \, dx","Int[E^((2*(2 + (450*x + 525*x^2)*Log[4]))/x)*(-4 + 2*x + 1050*x^2*Log[4]),x]","-\frac{4^{\frac{2 \left(525 x^2+450 x\right)}{x}} e^{4/x} \left(2-525 x^2 \log (4)\right)}{\frac{150 (7 x+3) \log (4)}{x}-\frac{75 \left(7 x^2+6 x\right) \log (4)+2}{x^2}}","x^2 e^{\frac{2 (75 x (x+6 (x+1)) \log (4)+2)}{x}}",1,"-((4^((2*(450*x + 525*x^2))/x)*E^(4/x)*(2 - 525*x^2*Log[4]))/((150*(3 + 7*x)*Log[4])/x - (2 + 75*(6*x + 7*x^2)*Log[4])/x^2))","B",1,1,34,0.02941,1,"{2288}"
4813,1,18,0,0.0274612,"\int \frac{-e^4-e^e \log ^2(5)+x^2 \log ^2(5)}{x^2 \log ^2(5)} \, dx","Int[(-E^4 - E^E*Log[5]^2 + x^2*Log[5]^2)/(x^2*Log[5]^2),x]","x+\frac{e^e+\frac{e^4}{\log ^2(5)}}{x}","\frac{x^2+x+e^e+\frac{e^4}{\log ^2(5)}}{x}",1,"x + (E^E + E^4/Log[5]^2)/x","A",3,2,31,0.06452,1,"{12, 14}"
4814,1,42,0,0.3469738,"\int \frac{2+2 x+x^2+e^{8-2 x} \left(-1+3 x^2+2 x^3\right)-\log (7)}{1+2 x+x^2} \, dx","Int[(2 + 2*x + x^2 + E^(8 - 2*x)*(-1 + 3*x^2 + 2*x^3) - Log[7])/(1 + 2*x + x^2),x]","\frac{1}{2} e^{8-2 x} (1-2 x)-\frac{1}{2} e^{8-2 x}+x-\frac{1-\log (7)}{x+1}","\frac{x (x+\log (7))}{x^2+x}-e^{8-2 x} x+x",1,"-1/2*E^(8 - 2*x) + (E^(8 - 2*x)*(1 - 2*x))/2 + x - (1 - Log[7])/(1 + x)","A",8,6,43,0.1395,1,"{27, 6741, 6742, 2176, 2194, 683}"
4815,1,37,0,0.4119964,"\int \frac{e^x \left(-32+56 x-32 x^2+4 x^3\right)}{-64 x^2+48 x^3-12 x^4+x^5} \, dx","Int[(E^x*(-32 + 56*x - 32*x^2 + 4*x^3))/(-64*x^2 + 48*x^3 - 12*x^4 + x^5),x]","-\frac{e^x}{2 x}-\frac{e^x}{2 (4-x)}+\frac{2 e^x}{(4-x)^2}","\frac{4 e^x (x-2)}{(x-4)^2 x}+25",1,"(2*E^x)/(4 - x)^2 - E^x/(2*(4 - x)) - E^x/(2*x)","B",13,5,40,0.1250,1,"{6688, 12, 6742, 2177, 2178}"
4816,1,39,0,2.4623928,"\int \frac{64 e x-64 e^4 x-16 e^2 x^3+e^{2 x} \left(e \left(4 x-2 x^2\right)+e^4 \left(-4 x+2 x^2\right)\right)+e^x \left(e^4 \left(32 x-8 x^2\right)+e \left(-32 x+8 x^2\right)+e^2 \left(4 x^3-2 x^4\right)\right)}{-64+48 e^x-12 e^{2 x}+e^{3 x}} \, dx","Int[(64*E*x - 64*E^4*x - 16*E^2*x^3 + E^(2*x)*(E*(4*x - 2*x^2) + E^4*(-4*x + 2*x^2)) + E^x*(E^4*(32*x - 8*x^2) + E*(-32*x + 8*x^2) + E^2*(4*x^3 - 2*x^4)))/(-64 + 48*E^x - 12*E^(2*x) + E^(3*x)),x]","\frac{e^2 x^4}{\left(4-e^x\right)^2}-\frac{2 e \left(1-e^3\right) x^2}{4-e^x}","\left(\frac{e x^2}{4-e^x}+e^3-1\right)^2",1,"(-2*E*(1 - E^3)*x^2)/(4 - E^x) + (E^2*x^4)/(4 - E^x)^2","A",87,14,116,0.1207,1,"{6, 6688, 12, 6742, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 2185, 6609, 2191}"
4817,0,0,0,6.6376842,"\int \frac{48+48 e^x+12 e^{2 x}+e^{\frac{4 e^3+2 x+2 x^2+e^x \left(x+x^2\right)}{2+e^x}} \left(4+8 x+e^{2 x} (1+2 x)+e^x \left(4-4 e^3+8 x\right)\right)}{4+4 e^x+e^{2 x}} \, dx","Int[(48 + 48*E^x + 12*E^(2*x) + E^((4*E^3 + 2*x + 2*x^2 + E^x*(x + x^2))/(2 + E^x))*(4 + 8*x + E^(2*x)*(1 + 2*x) + E^x*(4 - 4*E^3 + 8*x)))/(4 + 4*E^x + E^(2*x)),x]","\int \frac{48+48 e^x+12 e^{2 x}+e^{\frac{4 e^3+2 x+2 x^2+e^x \left(x+x^2\right)}{2+e^x}} \left(4+8 x+e^{2 x} (1+2 x)+e^x \left(4-4 e^3+8 x\right)\right)}{4+4 e^x+e^{2 x}} \, dx","e^{x^2+x+\frac{4 e^3}{e^x+2}}+12 x",1,"12*x + Defer[Int][E^((4*E^3 + 2*x + E^x*x + 2*x^2 + E^x*x^2)/(2 + E^x)), x] + 8*Defer[Int][E^(3 + (4*E^3 + 2*x + E^x*x + 2*x^2 + E^x*x^2)/(2 + E^x))/(2 + E^x)^2, x] - 4*Defer[Int][E^(3 + (4*E^3 + 2*x + E^x*x + 2*x^2 + E^x*x^2)/(2 + E^x))/(2 + E^x), x] + 2*Defer[Int][E^((4*E^3 + 2*x + E^x*x + 2*x^2 + E^x*x^2)/(2 + E^x))*x, x]","F",0,0,0,0,-1,"{}"
4818,1,3,0,0.0011924,"\int 2 x \, dx","Int[2*x,x]","x^2","x^2+e-\sqrt[5]{5}+\frac{8}{5}",1,"x^2","A",2,2,3,0.6667,1,"{12, 30}"
4819,0,0,0,2.4334247,"\int \frac{-18 e^6 x^2+\left(6 e^3 x^2+e^6 \left(54 x+18 x^2\right) \log (3+x)\right) \log (\log (3+x))+e^3 \left(-36 x-12 x^2\right) \log (3+x) \log ^2(\log (3+x))+\left(27+e^{16-x} (-27-9 x)+15 x+2 x^2\right) \log (3+x) \log ^3(\log (3+x))}{(27+9 x) \log (3+x) \log ^3(\log (3+x))} \, dx","Int[(-18*E^6*x^2 + (6*E^3*x^2 + E^6*(54*x + 18*x^2)*Log[3 + x])*Log[Log[3 + x]] + E^3*(-36*x - 12*x^2)*Log[3 + x]*Log[Log[3 + x]]^2 + (27 + E^(16 - x)*(-27 - 9*x) + 15*x + 2*x^2)*Log[3 + x]*Log[Log[3 + x]]^3)/((27 + 9*x)*Log[3 + x]*Log[Log[3 + x]]^3),x]","\int \frac{-18 e^6 x^2+\left(6 e^3 x^2+e^6 \left(54 x+18 x^2\right) \log (3+x)\right) \log (\log (3+x))+e^3 \left(-36 x-12 x^2\right) \log (3+x) \log ^2(\log (3+x))+\left(27+e^{16-x} (-27-9 x)+15 x+2 x^2\right) \log (3+x) \log ^3(\log (3+x))}{(27+9 x) \log (3+x) \log ^3(\log (3+x))} \, dx","e^{16-x}+x+\left(\frac{x}{3}-\frac{e^3 x}{\log (\log (x+3))}\right)^2",1,"E^(16 - x) + x + x^2/9 + (9*E^6)/Log[Log[3 + x]]^2 - (6*E^3)/Log[Log[3 + x]] - 2*E^6*Defer[Int][x/(Log[3 + x]*Log[Log[3 + x]]^3), x] + 2*E^6*Defer[Int][x/Log[Log[3 + x]]^2, x] + (2*E^3*Defer[Int][x/(Log[3 + x]*Log[Log[3 + x]]^2), x])/3 - (4*E^3*Defer[Int][x/Log[Log[3 + x]], x])/3 + 6*E^6*Defer[Subst][Defer[Int][1/(Log[x]*Log[Log[x]]^3), x], x, 3 + x] - 2*E^3*Defer[Subst][Defer[Int][1/(Log[x]*Log[Log[x]]^2), x], x, 3 + x]","F",0,0,0,0,-1,"{}"
4820,1,15,0,0.0045268,"\int \frac{1}{128} \left(e^{2 x}-1152 x^2\right) \, dx","Int[(E^(2*x) - 1152*x^2)/128,x]","\frac{e^{2 x}}{256}-3 x^3","-3 \left(\frac{e}{x^2}+x\right) x^2+\frac{e^{2 x}}{256}-e^2+2",1,"E^(2*x)/256 - 3*x^3","A",3,2,15,0.1333,1,"{12, 2194}"
4821,1,16,0,0.0814335,"\int \frac{e^{-18+2 \log ^{2 x}(2)} \left(-1+4 x \log ^{2 x}(2) \log (\log (2))\right)}{x^2} \, dx","Int[(E^(-18 + 2*Log[2]^(2*x))*(-1 + 4*x*Log[2]^(2*x)*Log[Log[2]]))/x^2,x]","\frac{e^{2 \log ^{2 x}(2)-18}}{x}","\frac{e^{2 \log ^{2 x}(2)-18}}{x}",1,"E^(-18 + 2*Log[2]^(2*x))/x","A",1,1,30,0.03333,1,"{2288}"
4822,1,17,0,0.2436862,"\int \frac{e^8 (-4-20 x) \log ^4(4)}{3125 x+15625 x^2+31250 x^3+31250 x^4+15625 x^5+3125 x^6+\left(3125 x+12500 x^2+18750 x^3+12500 x^4+3125 x^5\right) \log (x)+\left(1250 x+3750 x^2+3750 x^3+1250 x^4\right) \log ^2(x)+\left(250 x+500 x^2+250 x^3\right) \log ^3(x)+\left(25 x+25 x^2\right) \log ^4(x)+x \log ^5(x)} \, dx","Int[(E^8*(-4 - 20*x)*Log[4]^4)/(3125*x + 15625*x^2 + 31250*x^3 + 31250*x^4 + 15625*x^5 + 3125*x^6 + (3125*x + 12500*x^2 + 18750*x^3 + 12500*x^4 + 3125*x^5)*Log[x] + (1250*x + 3750*x^2 + 3750*x^3 + 1250*x^4)*Log[x]^2 + (250*x + 500*x^2 + 250*x^3)*Log[x]^3 + (25*x + 25*x^2)*Log[x]^4 + x*Log[x]^5),x]","\frac{e^8 \log ^4(4)}{(5 x+\log (x)+5)^4}","\frac{e^8 \log ^4(4)}{(5 x+\log (x)+5)^4}",1,"(E^8*Log[4]^4)/(5 + 5*x + Log[x])^4","A",4,3,134,0.02239,1,"{12, 6688, 6686}"
4823,0,0,0,56.3062764,"\int \frac{\exp \left(-\frac{36 x^2-12 x^2 \log \left(\frac{5}{x}\right)+x^2 \log ^2\left(\frac{5}{x}\right)+\left(108 x-30 x \log \left(\frac{5}{x}\right)+2 x \log ^2\left(\frac{5}{x}\right)\right) \log (x)+\left(81-18 \log \left(\frac{5}{x}\right)+\log ^2\left(\frac{5}{x}\right)\right) \log ^2(x)}{x^2}\right) \left(-216 x-22 x^2+\left(60 x+4 x^2\right) \log \left(\frac{5}{x}\right)-4 x \log ^2\left(\frac{5}{x}\right)+\left(-324+156 x+(72-52 x) \log \left(\frac{5}{x}\right)+(-4+4 x) \log ^2\left(\frac{5}{x}\right)\right) \log (x)+\left(288-68 \log \left(\frac{5}{x}\right)+4 \log ^2\left(\frac{5}{x}\right)\right) \log ^2(x)\right)}{x^2} \, dx","Int[(-216*x - 22*x^2 + (60*x + 4*x^2)*Log[5/x] - 4*x*Log[5/x]^2 + (-324 + 156*x + (72 - 52*x)*Log[5/x] + (-4 + 4*x)*Log[5/x]^2)*Log[x] + (288 - 68*Log[5/x] + 4*Log[5/x]^2)*Log[x]^2)/(E^((36*x^2 - 12*x^2*Log[5/x] + x^2*Log[5/x]^2 + (108*x - 30*x*Log[5/x] + 2*x*Log[5/x]^2)*Log[x] + (81 - 18*Log[5/x] + Log[5/x]^2)*Log[x]^2)/x^2)*x^2),x]","\int \frac{\exp \left(-\frac{36 x^2-12 x^2 \log \left(\frac{5}{x}\right)+x^2 \log ^2\left(\frac{5}{x}\right)+\left(108 x-30 x \log \left(\frac{5}{x}\right)+2 x \log ^2\left(\frac{5}{x}\right)\right) \log (x)+\left(81-18 \log \left(\frac{5}{x}\right)+\log ^2\left(\frac{5}{x}\right)\right) \log ^2(x)}{x^2}\right) \left(-216 x-22 x^2+\left(60 x+4 x^2\right) \log \left(\frac{5}{x}\right)-4 x \log ^2\left(\frac{5}{x}\right)+\left(-324+156 x+(72-52 x) \log \left(\frac{5}{x}\right)+(-4+4 x) \log ^2\left(\frac{5}{x}\right)\right) \log (x)+\left(288-68 \log \left(\frac{5}{x}\right)+4 \log ^2\left(\frac{5}{x}\right)\right) \log ^2(x)\right)}{x^2} \, dx","2 x e^{-\left(\frac{\left(9-\log \left(\frac{5}{x}\right)\right) (x+\log (x))}{x}-3\right)^2}+\log (2)",1,"-5371093750*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)/x^((2*(54 + 6*x - 15*Log[5/x] + Log[5/x]^2))/x), x] - 52734375000*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] + 976562500*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[5/x])/x^((2*(54 + 6*x - 15*Log[5/x] + Log[5/x]^2))/x), x] + 14648437500*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x)*Log[5/x], x] - 976562500*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x)*Log[5/x]^2, x] - 79101562500*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[x])/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] + 38085937500*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x)*Log[x], x] + 17578125000*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[5/x]*Log[x])/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] - 12695312500*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x)*Log[5/x]*Log[x], x] - 976562500*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[5/x]^2*Log[x])/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] + 976562500*Defer[Int][E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*x^(1 - (2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x)*Log[5/x]^2*Log[x], x] + 70312500000*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[x]^2)/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] - 16601562500*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[5/x]*Log[x]^2)/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x] + 976562500*Defer[Int][(E^(-36 - Log[5/x]^2 - ((-9 + Log[5/x])^2*Log[x]^2)/x^2)*Log[5/x]^2*Log[x]^2)/x^((2*(54 + 7*x - 15*Log[5/x] + Log[5/x]^2))/x), x]","F",0,0,0,0,-1,"{}"
4824,1,62,0,3.8826536,"\int \frac{2 e^x x+\left(4 x^2+e^x \left(-4 x+2 x^2\right)\right) \log \left(\frac{x}{2}\right)+\left(4 x^2-4 x^2 \log \left(\frac{x}{2}\right)\right) \log (x)+\left(-e^x+\left(e^x (1-x)-4 x\right) \log \left(\frac{x}{2}\right)+\left(-4 x+4 x \log \left(\frac{x}{2}\right)\right) \log (x)\right) \log (\log (\log (4)))+\left(\log \left(\frac{x}{2}\right)+\left(1-\log \left(\frac{x}{2}\right)\right) \log (x)\right) \log ^2(\log (\log (4)))}{4 x^4-4 x^3 \log (\log (\log (4)))+x^2 \log ^2(\log (\log (4)))} \, dx","Int[(2*E^x*x + (4*x^2 + E^x*(-4*x + 2*x^2))*Log[x/2] + (4*x^2 - 4*x^2*Log[x/2])*Log[x] + (-E^x + (E^x*(1 - x) - 4*x)*Log[x/2] + (-4*x + 4*x*Log[x/2])*Log[x])*Log[Log[Log[4]]] + (Log[x/2] + (1 - Log[x/2])*Log[x])*Log[Log[Log[4]]]^2)/(4*x^4 - 4*x^3*Log[Log[Log[4]]] + x^2*Log[Log[Log[4]]]^2),x]","\frac{\log (x) \log \left(\frac{x}{2}\right)}{x}-\frac{e^x \log \left(\frac{x}{2}\right)}{x \log (\log (\log (4)))}+\frac{2 e^x \log \left(\frac{x}{2}\right)}{\log (\log (\log (4))) (2 x-\log (\log (\log (4))))}","\frac{\log \left(\frac{x}{2}\right) \left(\log (x)+\frac{e^x}{2 x-\log (\log (\log (4)))}\right)}{x}",1,"(Log[x/2]*Log[x])/x - (E^x*Log[x/2])/(x*Log[Log[Log[4]]]) + (2*E^x*Log[x/2])/((2*x - Log[Log[Log[4]]])*Log[Log[Log[4]]])","B",26,11,155,0.07097,1,"{1594, 27, 6688, 6742, 14, 2304, 2303, 2366, 2178, 2177, 2554}"
4825,1,98,0,0.3468288,"\int \frac{4 x^2-9 x^4+4 x^5+e^3 \left(-2+2 x^2\right)+\left(-4 x+4 x^2+5 x^3-3 x^4\right) \log (-1-x)}{e^3 \left(x+x^2\right)} \, dx","Int[(4*x^2 - 9*x^4 + 4*x^5 + E^3*(-2 + 2*x^2) + (-4*x + 4*x^2 + 5*x^3 - 3*x^4)*Log[-1 - x])/(E^3*(x + x^2)),x]","\frac{x^4}{e^3}-\frac{4 x^3}{e^3}-\frac{x^3 \log (-x-1)}{e^3}+\frac{4 x^2}{e^3}+\frac{4 x^2 \log (-x-1)}{e^3}-\frac{\left(9-2 e^3\right) x}{e^3}+\frac{9 x}{e^3}-\frac{4 (x+1) \log (-x-1)}{e^3}-2 \log (x)+\frac{4 \log (x+1)}{e^3}","x \left(\frac{(x-2)^2 (x-\log (-x-1))}{e^3}+2\right)-2 \log (x)",1,"(9*x)/E^3 - ((9 - 2*E^3)*x)/E^3 + (4*x^2)/E^3 - (4*x^3)/E^3 + x^4/E^3 + (4*x^2*Log[-1 - x])/E^3 - (x^3*Log[-1 - x])/E^3 - (4*(1 + x)*Log[-1 - x])/E^3 - 2*Log[x] + (4*Log[1 + x])/E^3","B",16,9,64,0.1406,1,"{12, 1593, 6742, 1620, 2417, 2389, 2295, 2395, 43}"
4826,1,24,0,0.2477378,"\int \frac{-2+6 x-2 x^2+\left(3 x^2-x^3+(3-x) \log \left(\frac{1}{4} \left(9-6 x+x^2\right)\right)\right) \log \left(x^2+\log \left(\frac{1}{4} \left(9-6 x+x^2\right)\right)\right)}{\left(-3 x^2+x^3+(-3+x) \log \left(\frac{1}{4} \left(9-6 x+x^2\right)\right)\right) \log \left(x^2+\log \left(\frac{1}{4} \left(9-6 x+x^2\right)\right)\right)} \, dx","Int[(-2 + 6*x - 2*x^2 + (3*x^2 - x^3 + (3 - x)*Log[(9 - 6*x + x^2)/4])*Log[x^2 + Log[(9 - 6*x + x^2)/4]])/((-3*x^2 + x^3 + (-3 + x)*Log[(9 - 6*x + x^2)/4])*Log[x^2 + Log[(9 - 6*x + x^2)/4]]),x]","-\log \left(\log \left(x^2+\log \left(\frac{1}{4} (3-x)^2\right)\right)\right)-x","-\log \left(\log \left(x^2+\log \left(\frac{1}{4} (x-3)^2\right)\right)\right)-x+6",1,"-x - Log[Log[x^2 + Log[(3 - x)^2/4]]]","A",3,2,108,0.01852,1,"{6688, 6684}"
4827,0,0,0,1.0724963,"\int \frac{-72+216 x^2+72 x^5-72 x^7+4 x^9-144 x^{12}+\left(-72-72 x^3-12 x^7+432 x^{10}\right) \log (x)+\left(72 x^3+12 x^5-432 x^8\right) \log ^2(x)+\left(-4 x^3+144 x^6\right) \log ^3(x)}{-x^9+3 x^7 \log (x)-3 x^5 \log ^2(x)+x^3 \log ^3(x)} \, dx","Int[(-72 + 216*x^2 + 72*x^5 - 72*x^7 + 4*x^9 - 144*x^12 + (-72 - 72*x^3 - 12*x^7 + 432*x^10)*Log[x] + (72*x^3 + 12*x^5 - 432*x^8)*Log[x]^2 + (-4*x^3 + 144*x^6)*Log[x]^3)/(-x^9 + 3*x^7*Log[x] - 3*x^5*Log[x]^2 + x^3*Log[x]^3),x]","\int \frac{-72+216 x^2+72 x^5-72 x^7+4 x^9-144 x^{12}+\left(-72-72 x^3-12 x^7+432 x^{10}\right) \log (x)+\left(72 x^3+12 x^5-432 x^8\right) \log ^2(x)+\left(-4 x^3+144 x^6\right) \log ^3(x)}{-x^9+3 x^7 \log (x)-3 x^5 \log ^2(x)+x^3 \log ^3(x)} \, dx","36 \left(x^2+\frac{1}{x \left(\log (x)-x^2\right)}\right)^2-4 x-1",1,"-4*x + 36*x^4 + 72*Defer[Int][1/(x^3*(x^2 - Log[x])^3), x] - 144*Defer[Int][1/(x*(x^2 - Log[x])^3), x] - 72*Defer[Int][(x^2 - Log[x])^(-2), x] - 72*Defer[Int][1/(x^3*(x^2 - Log[x])^2), x] + 144*Defer[Int][x^2/(x^2 - Log[x])^2, x] - 72*Defer[Int][(x^2 - Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
4828,1,24,0,0.1135334,"\int \frac{4 e^{e^{x+x \log (x)}+i \pi +x} \left(1+e^{x+x \log (x)} (2+\log (x))\right)}{5+5 \log (3)} \, dx","Int[(4*E^(E^(x + x*Log[x]) + I*Pi + x)*(1 + E^(x + x*Log[x])*(2 + Log[x])))/(5 + 5*Log[3]),x]","\frac{4 e^{e^x x^x+x+i \pi }}{5+\log (243)}","-\frac{4 e^{x+e^{x+x \log (x)}+i \pi }}{5 (-1-\log (3))}",1,"(4*E^(I*Pi + x + E^x*x^x))/(5 + Log[243])","A",2,2,42,0.04762,1,"{12, 6706}"
4829,1,5,0,0.0011077,"\int -e^x \, dx","Int[-E^x,x]","-e^x","-e^x",1,"-E^x","A",1,1,5,0.2000,1,"{2194}"
4830,1,10,0,0.0017472,"\int \frac{1}{30} \left(6+e^{10}\right) \, dx","Int[(6 + E^10)/30,x]","\frac{1}{30} \left(6+e^{10}\right) x","\frac{1}{5} \left(\frac{e^{10} x}{6}+x+1\right)",1,"((6 + E^10)*x)/30","A",1,1,9,0.1111,1,"{8}"
4831,1,25,0,0.7899949,"\int \frac{e^{\frac{2+x}{x}} (-32-16 x)+\left(16 e^{\frac{2+x}{x}} x+16 x^2\right) \log \left(e^{\frac{2+x}{x}} x+x^2\right)}{4 e^{\frac{2+x}{x}} x^3+4 x^4+\left(-4 e^{\frac{2+x}{x}} x^3-4 x^4\right) \log \left(e^{\frac{2+x}{x}} x+x^2\right)+\left(e^{\frac{2+x}{x}} x^3+x^4\right) \log ^2\left(e^{\frac{2+x}{x}} x+x^2\right)} \, dx","Int[(E^((2 + x)/x)*(-32 - 16*x) + (16*E^((2 + x)/x)*x + 16*x^2)*Log[E^((2 + x)/x)*x + x^2])/(4*E^((2 + x)/x)*x^3 + 4*x^4 + (-4*E^((2 + x)/x)*x^3 - 4*x^4)*Log[E^((2 + x)/x)*x + x^2] + (E^((2 + x)/x)*x^3 + x^4)*Log[E^((2 + x)/x)*x + x^2]^2),x]","\frac{16}{x \left(2-\log \left(x \left(x+e^{\frac{2}{x}+1}\right)\right)\right)}","\frac{16}{x \left(2-\log \left(x^2+e^{\frac{x+2}{x}} x\right)\right)}",1,"16/(x*(2 - Log[x*(E^(1 + 2/x) + x)]))","A",3,3,147,0.02041,1,"{6688, 12, 6687}"
4832,0,0,0,1.5918801,"\int \frac{2 e^{\frac{-1+x^2}{x^2}} x^2+2 x^5+e^{2 x} \left(2 e^{\frac{-1+x^2}{x^2}}+2 x^3\right)+e^x \left(-4 e^{\frac{-1+x^2}{x^2}} x-4 x^4\right)+2 \left(-2 x^3+e^x \left(x^3+x^4\right)\right) \log (\log (5))}{e^{2 x} x^3-2 e^x x^4+x^5} \, dx","Int[(2*E^((-1 + x^2)/x^2)*x^2 + 2*x^5 + E^(2*x)*(2*E^((-1 + x^2)/x^2) + 2*x^3) + E^x*(-4*E^((-1 + x^2)/x^2)*x - 4*x^4) + 2*(-2*x^3 + E^x*(x^3 + x^4))*Log[Log[5]])/(E^(2*x)*x^3 - 2*E^x*x^4 + x^5),x]","\int \frac{2 e^{\frac{-1+x^2}{x^2}} x^2+2 x^5+e^{2 x} \left(2 e^{\frac{-1+x^2}{x^2}}+2 x^3\right)+e^x \left(-4 e^{\frac{-1+x^2}{x^2}} x-4 x^4\right)+2 \left(-2 x^3+e^x \left(x^3+x^4\right)\right) \log (\log (5))}{e^{2 x} x^3-2 e^x x^4+x^5} \, dx","e^{\frac{x-\frac{1}{x}}{x}}+(x+2) \left(\frac{2 \log (\log (5))}{x-e^x}+2\right)",1,"E^(1 - x^(-2)) + 2*x - 4*Log[Log[5]]*Defer[Int][(E^x - x)^(-2), x] + 2*Log[Log[5]]*Defer[Int][(E^x - x)^(-1), x] + 2*Log[Log[5]]*Defer[Int][x/(E^x - x)^2, x] + 2*Log[Log[5]]*Defer[Int][x/(E^x - x), x] + 2*Log[Log[5]]*Defer[Int][x^2/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
4833,0,0,0,1.8094146,"\int \frac{-96+208 x^2+x^3-62 x^4-6 x^5+52 x^6+12 x^7+24 x^8-8 x^9-16 x^{10}+\left(-64+32 x^2+6 x^3-52 x^4-24 x^5-48 x^6+24 x^7+48 x^8\right) \log (x)+\left(12 x^3+24 x^4-24 x^5-48 x^6\right) \log ^2(x)+\left(8 x^3+16 x^4\right) \log ^3(x)}{x^3-6 x^5+12 x^7-8 x^9+\left(6 x^3-24 x^5+24 x^7\right) \log (x)+\left(12 x^3-24 x^5\right) \log ^2(x)+8 x^3 \log ^3(x)} \, dx","Int[(-96 + 208*x^2 + x^3 - 62*x^4 - 6*x^5 + 52*x^6 + 12*x^7 + 24*x^8 - 8*x^9 - 16*x^10 + (-64 + 32*x^2 + 6*x^3 - 52*x^4 - 24*x^5 - 48*x^6 + 24*x^7 + 48*x^8)*Log[x] + (12*x^3 + 24*x^4 - 24*x^5 - 48*x^6)*Log[x]^2 + (8*x^3 + 16*x^4)*Log[x]^3)/(x^3 - 6*x^5 + 12*x^7 - 8*x^9 + (6*x^3 - 24*x^5 + 24*x^7)*Log[x] + (12*x^3 - 24*x^5)*Log[x]^2 + 8*x^3*Log[x]^3),x]","\int \frac{-96+208 x^2+x^3-62 x^4-6 x^5+52 x^6+12 x^7+24 x^8-8 x^9-16 x^{10}+\left(-64+32 x^2+6 x^3-52 x^4-24 x^5-48 x^6+24 x^7+48 x^8\right) \log (x)+\left(12 x^3+24 x^4-24 x^5-48 x^6\right) \log ^2(x)+\left(8 x^3+16 x^4\right) \log ^3(x)}{x^3-6 x^5+12 x^7-8 x^9+\left(6 x^3-24 x^5+24 x^7\right) \log (x)+\left(12 x^3-24 x^5\right) \log ^2(x)+8 x^3 \log ^3(x)} \, dx","\left(\frac{2}{x \left(-x^2+\log (x)+\frac{1}{2}\right)}-x\right)^2+x-2",1,"x + x^2 + 64*Defer[Int][1/(x^3*(-1 + 2*x^2 - 2*Log[x])^3), x] - 128*Defer[Int][1/(x*(-1 + 2*x^2 - 2*Log[x])^3), x] - 32*Defer[Int][1/(x^3*(-1 + 2*x^2 - 2*Log[x])^2), x] + 16*Defer[Int][1/(x*(-1 + 2*x^2 - 2*Log[x])^2), x] - 32*Defer[Int][x/(-1 + 2*x^2 - 2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
4834,0,0,0,0.8798346,"\int \frac{e^{e^5} \left(e^2 \left(-36-12 x-x^2\right)+e^{x^2} \left(-36-12 x-73 x^2-24 x^3-2 x^4\right)\right)+x^{\frac{1}{6+x}} \left(e^{e^5} \left(42+13 x+x^2\right)-e^{e^5} x \log (x)\right)}{36+12 x+x^2} \, dx","Int[(E^E^5*(E^2*(-36 - 12*x - x^2) + E^x^2*(-36 - 12*x - 73*x^2 - 24*x^3 - 2*x^4)) + x^(6 + x)^(-1)*(E^E^5*(42 + 13*x + x^2) - E^E^5*x*Log[x]))/(36 + 12*x + x^2),x]","\int \frac{e^{e^5} \left(e^2 \left(-36-12 x-x^2\right)+e^{x^2} \left(-36-12 x-73 x^2-24 x^3-2 x^4\right)\right)+x^{\frac{1}{6+x}} \left(e^{e^5} \left(42+13 x+x^2\right)-e^{e^5} x \log (x)\right)}{36+12 x+x^2} \, dx","e^{e^5} x \left(x^{\frac{1}{x+6}}-e^{x^2}-e^2\right)",1,"-(E^(2 + E^5)*x) - E^(E^5 + x^2)*x + (E^E^5*x^(1 + (6 + x)^(-1))*Hypergeometric2F1[1, 1 + (6 + x)^(-1), 2 + (6 + x)^(-1), -1/6*x])/(6*(1 + (6 + x)^(-1))) + E^E^5*Defer[Int][x^(6 + x)^(-1), x] - E^E^5*Defer[Int][(x^((7 + x)/(6 + x))*Log[x])/(6 + x)^2, x]","F",0,0,0,0,-1,"{}"
4835,1,20,0,0.049019,"\int \frac{e^{4 e+x}-3750 x}{e^{4 e} \left(-27+e^x\right)-1875 x^2} \, dx","Int[(E^(4*E + x) - 3750*x)/(E^(4*E)*(-27 + E^x) - 1875*x^2),x]","\log \left(1875 x^2+e^{4 e} \left(27-e^x\right)\right)","\log \left(625 e^{-4 e} x^2-\frac{e^x}{3}+9\right)",1,"Log[E^(4*E)*(27 - E^x) + 1875*x^2]","A",1,1,31,0.03226,1,"{6684}"
4836,1,18,0,0.0055216,"\int \frac{1}{10} \left(-22 x-5 \log \left(x^2\right)\right) \, dx","Int[(-22*x - 5*Log[x^2])/10,x]","-\frac{11 x^2}{10}-\frac{1}{2} x \log \left(x^2\right)+x","x \left(\frac{1}{2} \left(x-\log \left(x^2\right)\right)-\frac{8 x}{5}+\frac{x+1}{x}\right)",1,"x - (11*x^2)/10 - (x*Log[x^2])/2","A",3,2,14,0.1429,1,"{12, 2295}"
4837,1,75,0,0.0942682,"\int \frac{1}{2} \left(-94-188 x+94 \log (5)+e^x \left(-47-94 x-47 x^2+(47+47 x) \log (5)\right)+\left(-94+e^x (-47-47 x)\right) \log (x)\right) \, dx","Int[(-94 - 188*x + 94*Log[5] + E^x*(-47 - 94*x - 47*x^2 + (47 + 47*x)*Log[5]) + (-94 + E^x*(-47 - 47*x))*Log[x])/2,x]","-\frac{47}{2} e^x x^2-47 x^2+47 x-47 x \log (x)-47 x (1-\log (5))+\frac{47}{2} e^x \log (x)-\frac{47}{2} e^x (x+1) \log (x)-\frac{47}{2} e^x \log (5)+\frac{47}{2} e^x (x+1) \log (5)","\frac{3}{2}-\frac{47}{2} \left(e^x+2\right) x (x+\log (x)-\log (5))",1,"47*x - 47*x^2 - (47*E^x*x^2)/2 - 47*x*(1 - Log[5]) - (47*E^x*Log[5])/2 + (47*E^x*(1 + x)*Log[5])/2 + (47*E^x*Log[x])/2 - 47*x*Log[x] - (47*E^x*(1 + x)*Log[x])/2","B",16,5,49,0.1020,1,"{12, 2196, 2194, 2176, 2554}"
4838,1,56,0,0.162142,"\int e^{-2+2 e^{4 e^x}-2 x} x^2 \left(2 x-x^2+4 e^{4 e^x+x} x^2\right) \, dx","Int[E^(-2 + 2*E^(4*E^x) - 2*x)*x^2*(2*x - x^2 + 4*E^(4*E^x + x)*x^2),x]","\frac{e^{-2 x+2 e^{4 e^x}-2} x^2 \left(x^2-4 e^{x+4 e^x} x^2\right)}{2 \left(1-4 e^{x+4 e^x}\right)}","\frac{1}{2} e^{-2 x+2 e^{4 e^x}-2} x^4",1,"(E^(-2 + 2*E^(4*E^x) - 2*x)*x^2*(x^2 - 4*E^(4*E^x + x)*x^2))/(2*(1 - 4*E^(4*E^x + x)))","B",1,1,43,0.02326,1,"{2288}"
4839,0,0,0,7.6921357,"\int \frac{75 x-90 x^2-30 x^4-24 x^5-3 x^8+e^x \left(125 x-25 x^2+50 x^4-10 x^5+5 x^7-x^8\right)+\left(-125+50 x-50 x^3+20 x^4-5 x^6+2 x^7\right) \log \left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)}{100 x^2-100 x^3+25 x^4+40 x^5-40 x^6+10 x^7+4 x^8-4 x^9+x^{10}+\left(100 x-50 x^2+40 x^4-20 x^5+4 x^7-2 x^8\right) \log \left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)+\left(25+10 x^3+x^6\right) \log ^2\left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)} \, dx","Int[(75*x - 90*x^2 - 30*x^4 - 24*x^5 - 3*x^8 + E^x*(125*x - 25*x^2 + 50*x^4 - 10*x^5 + 5*x^7 - x^8) + (-125 + 50*x - 50*x^3 + 20*x^4 - 5*x^6 + 2*x^7)*Log[E^((3*x + E^x*(5 + x^3))/(5 + x^3))/3])/(100*x^2 - 100*x^3 + 25*x^4 + 40*x^5 - 40*x^6 + 10*x^7 + 4*x^8 - 4*x^9 + x^10 + (100*x - 50*x^2 + 40*x^4 - 20*x^5 + 4*x^7 - 2*x^8)*Log[E^((3*x + E^x*(5 + x^3))/(5 + x^3))/3] + (25 + 10*x^3 + x^6)*Log[E^((3*x + E^x*(5 + x^3))/(5 + x^3))/3]^2),x]","\int \frac{75 x-90 x^2-30 x^4-24 x^5-3 x^8+e^x \left(125 x-25 x^2+50 x^4-10 x^5+5 x^7-x^8\right)+\left(-125+50 x-50 x^3+20 x^4-5 x^6+2 x^7\right) \log \left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)}{100 x^2-100 x^3+25 x^4+40 x^5-40 x^6+10 x^7+4 x^8-4 x^9+x^{10}+\left(100 x-50 x^2+40 x^4-20 x^5+4 x^7-2 x^8\right) \log \left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)+\left(25+10 x^3+x^6\right) \log ^2\left(\frac{1}{3} e^{\frac{3 x+e^x \left(5+x^3\right)}{5+x^3}}\right)} \, dx","\frac{5-x}{-\frac{\log \left(\frac{1}{3} e^{\frac{3 x}{x^3+5}+e^x}\right)}{x}+x-2}",1,"10*Defer[Int][x/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2, x] + 5*Defer[Int][(E^x*x)/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2, x] - 12*Defer[Int][x^2/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2, x] - Defer[Int][(E^x*x^2)/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2, x] + 2*Defer[Int][x^3/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2, x] + 2*Defer[Int][1/((-(-5)^(1/3) + x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 2*Defer[Int][1/((5^(1/3) + x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 2*5^(2/3)*Defer[Int][1/((5^(1/3) + x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 2*Defer[Int][1/(((-1)^(2/3)*5^(1/3) + x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 2*(-5)^(2/3)*Defer[Int][1/((5^(1/3) - (-1)^(1/3)*x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] - 2*(-1)^(1/3)*5^(2/3)*Defer[Int][1/((5^(1/3) + (-1)^(2/3)*x)*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 225*Defer[Int][x/((5 + x^3)^2*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] - 45*Defer[Int][x^2/((5 + x^3)^2*(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^2), x] + 5*Defer[Int][(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3])^(-1), x] - 2*Defer[Int][x/(-2*x + x^2 - Log[E^(E^x + (3*x)/(5 + x^3))/3]), x]","F",0,0,0,0,-1,"{}"
4840,1,57,0,0.1976847,"\int \frac{425-275 x-125 x^2-25 x^3+\left(300+600 x+300 x^2\right) \log (5-x)+\left(-125-225 x-75 x^2+25 x^3\right) \log ^2(5-x)}{-5-9 x-3 x^2+x^3} \, dx","Int[(425 - 275*x - 125*x^2 - 25*x^3 + (300 + 600*x + 300*x^2)*Log[5 - x] + (-125 - 225*x - 75*x^2 + 25*x^3)*Log[5 - x]^2)/(-5 - 9*x - 3*x^2 + x^3),x]","25 x+\frac{100}{x+1}-25 (5-x) \log ^2(5-x)+150 \log ^2(5-x)+50 (5-x) \log (5-x)-200 \log (5-x)","25 (x+1) \left(\frac{2}{x+1}+\log (5-x)-1\right)^2",1,"25*x + 100/(1 + x) - 200*Log[5 - x] + 50*(5 - x)*Log[5 - x] + 150*Log[5 - x]^2 - 25*(5 - x)*Log[5 - x]^2","B",15,9,72,0.1250,1,"{6742, 44, 77, 88, 2390, 2301, 2389, 2296, 2295}"
4841,0,0,0,8.0940956,"\int \frac{-2352-532 x+292 x^2-24 x^3+\left(-392-84 x+48 x^2-4 x^3\right) \log (9 x)+(-56-28 x) \log (2+x)}{2450 x^2+525 x^3-300 x^4+25 x^5+\left(98 x^2+21 x^3-12 x^4+x^5\right) \log ^2(9 x)+\left(140 x^2+50 x^3-10 x^4\right) \log (2+x)+\left(2 x^2+x^3\right) \log ^2(2+x)+\log (9 x) \left(980 x^2+210 x^3-120 x^4+10 x^5+\left(28 x^2+10 x^3-2 x^4\right) \log (2+x)\right)} \, dx","Int[(-2352 - 532*x + 292*x^2 - 24*x^3 + (-392 - 84*x + 48*x^2 - 4*x^3)*Log[9*x] + (-56 - 28*x)*Log[2 + x])/(2450*x^2 + 525*x^3 - 300*x^4 + 25*x^5 + (98*x^2 + 21*x^3 - 12*x^4 + x^5)*Log[9*x]^2 + (140*x^2 + 50*x^3 - 10*x^4)*Log[2 + x] + (2*x^2 + x^3)*Log[2 + x]^2 + Log[9*x]*(980*x^2 + 210*x^3 - 120*x^4 + 10*x^5 + (28*x^2 + 10*x^3 - 2*x^4)*Log[2 + x])),x]","\int \frac{-2352-532 x+292 x^2-24 x^3+\left(-392-84 x+48 x^2-4 x^3\right) \log (9 x)+(-56-28 x) \log (2+x)}{2450 x^2+525 x^3-300 x^4+25 x^5+\left(98 x^2+21 x^3-12 x^4+x^5\right) \log ^2(9 x)+\left(140 x^2+50 x^3-10 x^4\right) \log (2+x)+\left(2 x^2+x^3\right) \log ^2(2+x)+\log (9 x) \left(980 x^2+210 x^3-120 x^4+10 x^5+\left(28 x^2+10 x^3-2 x^4\right) \log (2+x)\right)} \, dx","\frac{4}{x \left(\log (9 x)+\frac{\log (x+2)}{7-x}+5\right)}",1,"-24*Defer[Int][(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^(-2), x] - 196*Defer[Int][1/(x^2*(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^2), x] + 182*Defer[Int][1/(x*(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^2), x] + 18*Defer[Int][1/((2 + x)*(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^2), x] - 4*Defer[Int][Log[9*x]/(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^2, x] + 28*Defer[Int][Log[9*x]/(x*(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])^2), x] + 28*Defer[Int][1/(x^2*(-35 + 5*x - 7*Log[9*x] + x*Log[9*x] - Log[2 + x])), x]","F",0,0,0,0,-1,"{}"
4842,1,42,0,0.0216576,"\int \left(e^x (-3-3 x)+3 x+6 e^3 x+6 x \log (x)\right) \, dx","Int[E^x*(-3 - 3*x) + 3*x + 6*E^3*x + 6*x*Log[x],x]","\frac{3}{2} \left(1+2 e^3\right) x^2-\frac{3 x^2}{2}+3 x^2 \log (x)+3 e^x-3 e^x (x+1)","3 x \left(e^3 x-e^x+x \log (x)\right)",1,"3*E^x - (3*x^2)/2 + (3*(1 + 2*E^3)*x^2)/2 - 3*E^x*(1 + x) + 3*x^2*Log[x]","B",5,4,24,0.1667,1,"{6, 2176, 2194, 2304}"
4843,1,23,0,0.040097,"\int \frac{-4+2 x-7 x^2-4 x^3+x^4+2 x^5-2 x \log (\log (4))}{1-2 x^2+x^4} \, dx","Int[(-4 + 2*x - 7*x^2 - 4*x^3 + x^4 + 2*x^5 - 2*x*Log[Log[4]])/(1 - 2*x^2 + x^4),x]","x^2-\frac{5 x+\log (\log (4))}{1-x^2}+x","x^2+x-\frac{5 x+\log (\log (4))}{\left(\frac{1}{x}-x\right) x}",1,"x + x^2 - (5*x + Log[Log[4]])/(1 - x^2)","A",5,4,42,0.09524,1,"{6, 28, 1814, 1586}"
4844,1,10,0,0.05066,"\int \frac{-2+\log \left(-x^2\right)}{\log ^2\left(-x^2\right)} \, dx","Int[(-2 + Log[-x^2])/Log[-x^2]^2,x]","\frac{x}{\log \left(-x^2\right)}","\frac{x}{\log \left(-x^2\right)}+\frac{2}{e^4}+4",1,"x/Log[-x^2]","A",7,4,17,0.2353,1,"{2360, 2297, 2300, 2178}"
4845,0,0,0,17.8250176,"\int \frac{-e^{5 x} x^5+e^{10 x} \left(-3 x^4+x^5-x^6\right)+\left(e^{10 x} \left(15 x^4-4 x^5+3 x^6\right)+e^{5 x} \left(4 x^5+5 x^6\right)\right) \log (x)}{\left(e^{5 x} x^6+e^{10 x} \left(3 x^5-x^6+x^7\right)\right) \log (x)+\left(2 x^2+e^{5 x} \left(12 x-4 x^2+4 x^3\right)+e^{10 x} \left(18-12 x+14 x^2-4 x^3+2 x^4\right)\right) \log ^2(x)} \, dx","Int[(-(E^(5*x)*x^5) + E^(10*x)*(-3*x^4 + x^5 - x^6) + (E^(10*x)*(15*x^4 - 4*x^5 + 3*x^6) + E^(5*x)*(4*x^5 + 5*x^6))*Log[x])/((E^(5*x)*x^6 + E^(10*x)*(3*x^5 - x^6 + x^7))*Log[x] + (2*x^2 + E^(5*x)*(12*x - 4*x^2 + 4*x^3) + E^(10*x)*(18 - 12*x + 14*x^2 - 4*x^3 + 2*x^4))*Log[x]^2),x]","\int \frac{-e^{5 x} x^5+e^{10 x} \left(-3 x^4+x^5-x^6\right)+\left(e^{10 x} \left(15 x^4-4 x^5+3 x^6\right)+e^{5 x} \left(4 x^5+5 x^6\right)\right) \log (x)}{\left(e^{5 x} x^6+e^{10 x} \left(3 x^5-x^6+x^7\right)\right) \log (x)+\left(2 x^2+e^{5 x} \left(12 x-4 x^2+4 x^3\right)+e^{10 x} \left(18-12 x+14 x^2-4 x^3+2 x^4\right)\right) \log ^2(x)} \, dx","\log \left(\frac{x^4}{\left(-x-\frac{e^{-5 x} x+3}{x}+1\right) \log (x)}-2\right)",1,"-Log[1 + (E^(5*x)*(3 - x + x^2))/x] + 4*Defer[Int][(E^(5*x)*x^4)/(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x] + 5*Defer[Int][(E^(5*x)*x^5)/(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x] - Defer[Int][(E^(5*x)*x^4)/(Log[x]*(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x])), x] + 30*Defer[Int][(E^(5*x)*Log[x])/(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x] - 8*Defer[Int][(E^(5*x)*x*Log[x])/(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x] + 10*Defer[Int][(E^(5*x)*x^2*Log[x])/(E^(5*x)*x^5 + 2*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x] - 6*Defer[Int][(E^(5*x)*Log[x])/(E^(5*x)*x^6 + 2*x*(x + E^(5*x)*(3 - x + x^2))*Log[x]), x]","F",0,0,0,0,-1,"{}"
4846,0,0,0,12.3799445,"\int \frac{e^{\frac{15+e^{e^{-4+x}} (-15+3 x)}{-12+e-3 x}} \left(45+e^{e^{-4+x}} \left(-81+3 e+e^{-4+x} \left(180+9 x-9 x^2+e (-15+3 x)\right)\right)\right)}{144+e^2+e (-24-6 x)+72 x+9 x^2} \, dx","Int[(E^((15 + E^E^(-4 + x)*(-15 + 3*x))/(-12 + E - 3*x))*(45 + E^E^(-4 + x)*(-81 + 3*E + E^(-4 + x)*(180 + 9*x - 9*x^2 + E*(-15 + 3*x)))))/(144 + E^2 + E*(-24 - 6*x) + 72*x + 9*x^2),x]","\int \frac{e^{\frac{15+e^{e^{-4+x}} (-15+3 x)}{-12+e-3 x}} \left(45+e^{e^{-4+x}} \left(-81+3 e+e^{-4+x} \left(180+9 x-9 x^2+e (-15+3 x)\right)\right)\right)}{144+e^2+e (-24-6 x)+72 x+9 x^2} \, dx","e^{\frac{e^{e^{x-4}} (5-x)-5}{x-\frac{e}{3}+4}}",1,"-Defer[Int][E^(-4 + E^(-4 + x) + x + (15 + E^E^(-4 + x)*(-15 + 3*x))/(-12 + E - 3*x)), x] + 45*Defer[Int][E^((15 + E^E^(-4 + x)*(-15 + 3*x))/(-12 + E - 3*x))/(-12 + E - 3*x)^2, x] - 3*(27 - E)*Defer[Int][E^(E^(-4 + x) + (15 + E^E^(-4 + x)*(-15 + 3*x))/(-12 + E - 3*x))/(-12 + E - 3*x)^2, x] - (27 - E)*Defer[Int][E^(-4 + E^(-4 + x) + x + (15 + E^E^(-4 + x)*(-15 + 3*x))/(-12 + E - 3*x))/(-12 + E - 3*x), x]","F",0,0,0,0,-1,"{}"
4847,1,44,0,4.3289606,"\int \frac{\exp \left(\frac{\left(64-32 x+260 x^2+208 x^4+136 x^5-48 x^6-16 x^7+4 x^8\right) \log ^2(3)}{x^2}\right) \left(-128+32 x+416 x^4+408 x^5-192 x^6-80 x^7+24 x^8\right) \log ^2(3)}{x^3} \, dx","Int[(E^(((64 - 32*x + 260*x^2 + 208*x^4 + 136*x^5 - 48*x^6 - 16*x^7 + 4*x^8)*Log[3]^2)/x^2)*(-128 + 32*x + 416*x^4 + 408*x^5 - 192*x^6 - 80*x^7 + 24*x^8)*Log[3]^2)/x^3,x]","\exp \left(\frac{4 \left(x^8-4 x^7-12 x^6+34 x^5+52 x^4+65 x^2-8 x+16\right) \log ^2(3)}{x^2}\right)","\exp \left(\frac{4 (4-x)^2 \left((x+2) x^2+1\right)^2 \log ^2(3)}{x^2}\right)",1,"E^((4*(16 - 8*x + 65*x^2 + 52*x^4 + 34*x^5 - 12*x^6 - 4*x^7 + x^8)*Log[3]^2)/x^2)","A",2,2,83,0.02410,1,"{12, 6706}"
4848,1,57,0,1.0742947,"\int \frac{-e^{\frac{1+30 x}{2 x^2}} x^2+e^{\frac{1+30 x}{2 x^2}} \left(-1-15 x+x^2\right) \log (x)+\left(-x^2+e^{\frac{1+30 x}{2 x^2}} \left(-1-15 x+x^2\right)\right) \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(-(E^((1 + 30*x)/(2*x^2))*x^2) + E^((1 + 30*x)/(2*x^2))*(-1 - 15*x + x^2)*Log[x] + (-x^2 + E^((1 + 30*x)/(2*x^2))*(-1 - 15*x + x^2))*Log[x]^2)/(x^2*Log[x]^2),x]","\frac{e^{\frac{1}{2 x^2}+\frac{15}{x}} \left(15 x \log ^2(x)+\log ^2(x)+15 x \log (x)+\log (x)\right)}{\left(\frac{1}{x^3}+\frac{15}{x^2}\right) x^2 \log ^2(x)}-x","e^{\frac{5 \left(\frac{1}{10 x}+3\right)}{x}} \left(x+\frac{x}{\log (x)}\right)-x",1,"-x + (E^(1/(2*x^2) + 15/x)*(Log[x] + 15*x*Log[x] + Log[x]^2 + 15*x*Log[x]^2))/((x^(-3) + 15/x^2)*x^2*Log[x]^2)","A",3,2,87,0.02299,1,"{6742, 2288}"
4849,1,26,0,0.1027886,"\int \frac{1}{2} \left(2 e^x+e^{\frac{1}{4} \left(-40 x+7 x^2+4 x \log (2 x)\right)} (-18+7 x+2 \log (2 x))\right) \, dx","Int[(2*E^x + E^((-40*x + 7*x^2 + 4*x*Log[2*x])/4)*(-18 + 7*x + 2*Log[2*x]))/2,x]","2^x e^{\frac{1}{4} \left(7 x^2-40 x\right)} x^x+e^x","e^x+e^{x \left(\frac{7 x}{4}+\log (2 x)-10\right)}",1,"E^x + 2^x*E^((-40*x + 7*x^2)/4)*x^x","A",4,3,44,0.06818,1,"{12, 2194, 6706}"
4850,1,11,0,0.0126182,"\int 100 e^{-2-25 x^2} x \, dx","Int[100*E^(-2 - 25*x^2)*x,x]","-2 e^{-25 x^2-2}","\frac{1}{e^{10}}-2 e^{-25 x^2-2}",1,"-2*E^(-2 - 25*x^2)","A",2,2,12,0.1667,1,"{12, 2209}"
4851,0,0,0,1.6331835,"\int \frac{e^4 (-42-60 x)-486 x^2-1620 x^3-2160 x^4-1440 x^5-480 x^6-64 x^7+\left(-6 e^4-810 x^2-2160 x^3-2160 x^4-960 x^5-160 x^6\right) \log (x)+\left(-540 x^2-1080 x^3-720 x^4-160 x^5\right) \log ^2(x)+\left(-180 x^2-240 x^3-80 x^4\right) \log ^3(x)+\left(-30 x^2-20 x^3\right) \log ^4(x)-2 x^2 \log ^5(x)}{243 x^2+810 x^3+1080 x^4+720 x^5+240 x^6+32 x^7+\left(405 x^2+1080 x^3+1080 x^4+480 x^5+80 x^6\right) \log (x)+\left(270 x^2+540 x^3+360 x^4+80 x^5\right) \log ^2(x)+\left(90 x^2+120 x^3+40 x^4\right) \log ^3(x)+\left(15 x^2+10 x^3\right) \log ^4(x)+x^2 \log ^5(x)} \, dx","Int[(E^4*(-42 - 60*x) - 486*x^2 - 1620*x^3 - 2160*x^4 - 1440*x^5 - 480*x^6 - 64*x^7 + (-6*E^4 - 810*x^2 - 2160*x^3 - 2160*x^4 - 960*x^5 - 160*x^6)*Log[x] + (-540*x^2 - 1080*x^3 - 720*x^4 - 160*x^5)*Log[x]^2 + (-180*x^2 - 240*x^3 - 80*x^4)*Log[x]^3 + (-30*x^2 - 20*x^3)*Log[x]^4 - 2*x^2*Log[x]^5)/(243*x^2 + 810*x^3 + 1080*x^4 + 720*x^5 + 240*x^6 + 32*x^7 + (405*x^2 + 1080*x^3 + 1080*x^4 + 480*x^5 + 80*x^6)*Log[x] + (270*x^2 + 540*x^3 + 360*x^4 + 80*x^5)*Log[x]^2 + (90*x^2 + 120*x^3 + 40*x^4)*Log[x]^3 + (15*x^2 + 10*x^3)*Log[x]^4 + x^2*Log[x]^5),x]","\int \frac{e^4 (-42-60 x)-486 x^2-1620 x^3-2160 x^4-1440 x^5-480 x^6-64 x^7+\left(-6 e^4-810 x^2-2160 x^3-2160 x^4-960 x^5-160 x^6\right) \log (x)+\left(-540 x^2-1080 x^3-720 x^4-160 x^5\right) \log ^2(x)+\left(-180 x^2-240 x^3-80 x^4\right) \log ^3(x)+\left(-30 x^2-20 x^3\right) \log ^4(x)-2 x^2 \log ^5(x)}{243 x^2+810 x^3+1080 x^4+720 x^5+240 x^6+32 x^7+\left(405 x^2+1080 x^3+1080 x^4+480 x^5+80 x^6\right) \log (x)+\left(270 x^2+540 x^3+360 x^4+80 x^5\right) \log ^2(x)+\left(90 x^2+120 x^3+40 x^4\right) \log ^3(x)+\left(15 x^2+10 x^3\right) \log ^4(x)+x^2 \log ^5(x)} \, dx","2 \left(\frac{3 e^4}{x (2 x+\log (x)+3)^4}-x\right)",1,"-2*x - 24*E^4*Defer[Int][1/(x^2*(3 + 2*x + Log[x])^5), x] - 48*E^4*Defer[Int][1/(x*(3 + 2*x + Log[x])^5), x] - 6*E^4*Defer[Int][1/(x^2*(3 + 2*x + Log[x])^4), x]","F",0,0,0,0,-1,"{}"
4852,1,19,0,0.3302655,"\int \frac{3-11 x-3 x^2+72 x^5+24 x^6+\left(6 x+2 x^2\right) \log (3+x)}{3 x-5 x^2-2 x^3+12 x^6+4 x^7+\left(3 x^2+x^3\right) \log (3+x)} \, dx","Int[(3 - 11*x - 3*x^2 + 72*x^5 + 24*x^6 + (6*x + 2*x^2)*Log[3 + x])/(3*x - 5*x^2 - 2*x^3 + 12*x^6 + 4*x^7 + (3*x^2 + x^3)*Log[3 + x]),x]","\log \left(x \left(4 x^5-2 x+x \log (x+3)+1\right)\right)","\log \left(x^2 \log (x+3)-\left(\left(2-4 x^4\right) x^2\right)+x\right)",1,"Log[x*(1 - 2*x + 4*x^5 + x*Log[3 + x])]","A",2,2,75,0.02667,1,"{6741, 6685}"
4853,1,55,0,0.0227574,"\int \left(1+3 x+4 x^3+e^3 \left(12 x+16 x^3\right)+\left(2 x+8 e^3 x\right) \log (x)\right) \, dx","Int[1 + 3*x + 4*x^3 + E^3*(12*x + 16*x^3) + (2*x + 8*E^3*x)*Log[x],x]","4 e^3 x^4+x^4-\frac{1}{2} \left(1+4 e^3\right) x^2+6 e^3 x^2+\frac{3 x^2}{2}+\left(1+4 e^3\right) x^2 \log (x)+x","\left(4 e^3 x+x\right) x \left(x^2+\log (x)+1\right)+x+3",1,"x + (3*x^2)/2 + 6*E^3*x^2 - ((1 + 4*E^3)*x^2)/2 + x^4 + 4*E^3*x^4 + (1 + 4*E^3)*x^2*Log[x]","B",5,3,36,0.08333,1,"{6, 12, 2304}"
4854,1,27,0,0.0168949,"\int \frac{1}{2} \left(6 e^{6 x^2} x+(i \pi +\log (5))^2\right) \, dx","Int[(6*E^(6*x^2)*x + (I*Pi + Log[5])^2)/2,x]","\frac{e^{6 x^2}}{4}+\frac{1}{2} x (\log (5)+i \pi )^2","\frac{1}{4} \left(e^{6 x^2}+2 x (\log (5)+i \pi )^2\right)",1,"E^(6*x^2)/4 + (x*(I*Pi + Log[5])^2)/2","A",3,2,25,0.08000,1,"{12, 2209}"
4855,1,21,0,0.0189045,"\int \frac{5 x+e^{7+x} x (5+5 x)}{x} \, dx","Int[(5*x + E^(7 + x)*x*(5 + 5*x))/x,x]","5 x-5 e^{x+7}+5 e^{x+7} (x+1)","5 \left(e^{x+7} x+x+2\right)",1,"-5*E^(7 + x) + 5*x + 5*E^(7 + x)*(1 + x)","A",4,3,20,0.1500,1,"{14, 2176, 2194}"
4856,1,21,0,0.5515275,"\int \frac{10 e^{36 x^4}+x^2 \log \left(4 x^2\right)+e^{36 x^4} \left(-5+720 x^4\right) \log \left(4 x^2\right) \log \left(\log \left(4 x^2\right)\right)}{x^2 \log \left(4 x^2\right)} \, dx","Int[(10*E^(36*x^4) + x^2*Log[4*x^2] + E^(36*x^4)*(-5 + 720*x^4)*Log[4*x^2]*Log[Log[4*x^2]])/(x^2*Log[4*x^2]),x]","\frac{5 e^{36 x^4} \log \left(\log \left(4 x^2\right)\right)}{x}+x","\frac{5 e^{36 x^4} \log \left(\log \left(4 x^2\right)\right)}{x}+x",1,"x + (5*E^(36*x^4)*Log[Log[4*x^2]])/x","A",3,2,60,0.03333,1,"{6742, 2288}"
4857,1,55,0,0.0453409,"\int \left(64 x-32 x \log (2)+e^{2 x} (64-32 \log (2)-32 \log (15))-32 x \log (15)+e^x (-64-64 x+(32+32 x) \log (2)+(32+32 x) \log (15))\right) \, dx","Int[64*x - 32*x*Log[2] + E^(2*x)*(64 - 32*Log[2] - 32*Log[15]) - 32*x*Log[15] + E^x*(-64 - 64*x + (32 + 32*x)*Log[2] + (32 + 32*x)*Log[15]),x]","16 x^2 (2-\log (30))-32 e^x (x (2-\log (30))+2-\log (30))+32 e^x (2-\log (30))+16 e^{2 x} (2-\log (30))","16 \left(x-e^x\right)^2 (2-\log (2)-\log (15))",1,"32*E^x*(2 - Log[30]) + 16*E^(2*x)*(2 - Log[30]) + 16*x^2*(2 - Log[30]) - 32*E^x*(2 + x*(2 - Log[30]) - Log[30])","B",8,4,55,0.07273,1,"{6, 2194, 2187, 2176}"
4858,1,25,0,0.2827377,"\int \frac{2-4 x+2 x^2-6 x^3-6 x^4-4 x^5}{x^3-4 x^4-3 x^5-2 x^6+\left(-x+4 x^2+3 x^3+2 x^4\right) \log \left(\frac{-1+4 x+3 x^2+2 x^3}{2 x^2}\right)} \, dx","Int[(2 - 4*x + 2*x^2 - 6*x^3 - 6*x^4 - 4*x^5)/(x^3 - 4*x^4 - 3*x^5 - 2*x^6 + (-x + 4*x^2 + 3*x^3 + 2*x^4)*Log[(-1 + 4*x + 3*x^2 + 2*x^3)/(2*x^2)]),x]","\log \left(x^2-\log \left(-\frac{1}{2 x^2}+x+\frac{2}{x}+\frac{3}{2}\right)\right)","\log \left(x^2-\log \left(-\frac{\frac{1-x}{x}-x-3}{2 x}+x+1\right)\right)",1,"Log[x^2 - Log[3/2 - 1/(2*x^2) + 2/x + x]]","A",3,3,90,0.03333,1,"{6741, 12, 6684}"
4859,1,39,0,0.83023,"\int \frac{x^4+x^5+4 x^4 \log (3)+\left(x^4-12 x^5-7 x^6-24 x^5 \log (3)\right) \log (x)+5 x^4 \log ^2(x)+\left(5 x^4+6 x^5+20 x^4 \log (3)\right) \log (x) \log (\log (x))}{\log (x)} \, dx","Int[(x^4 + x^5 + 4*x^4*Log[3] + (x^4 - 12*x^5 - 7*x^6 - 24*x^5*Log[3])*Log[x] + 5*x^4*Log[x]^2 + (5*x^4 + 6*x^5 + 20*x^4*Log[3])*Log[x]*Log[Log[x]])/Log[x],x]","-x^7+x^6 \log (\log (x))-2 x^6 (1+\log (9))+x^5 \log (x)+x^5 (1+\log (81)) \log (\log (x))","x^5 (-x+\log (x)+(x+1+4 \log (3)) (\log (\log (x))-x))",1,"-x^7 - 2*x^6*(1 + Log[9]) + x^5*Log[x] + x^6*Log[Log[x]] + x^5*(1 + Log[81])*Log[Log[x]]","A",21,8,76,0.1053,1,"{6, 6688, 6742, 2353, 2309, 2178, 2304, 2522}"
4860,0,0,0,7.4345149,"\int \exp \left(81 x+e^{100 x-4 x^3} x-12 e^{75 x-3 x^3} x+54 e^{50 x-2 x^3} x-108 e^{25 x-x^3} x\right) \left(81+e^{50 x-2 x^3} \left(54+2700 x-324 x^3\right)+e^{100 x-4 x^3} \left(1+100 x-12 x^3\right)+e^{75 x-3 x^3} \left(-12-900 x+108 x^3\right)+e^{25 x-x^3} \left(-108-2700 x+324 x^3\right)\right) \, dx","Int[E^(81*x + E^(100*x - 4*x^3)*x - 12*E^(75*x - 3*x^3)*x + 54*E^(50*x - 2*x^3)*x - 108*E^(25*x - x^3)*x)*(81 + E^(50*x - 2*x^3)*(54 + 2700*x - 324*x^3) + E^(100*x - 4*x^3)*(1 + 100*x - 12*x^3) + E^(75*x - 3*x^3)*(-12 - 900*x + 108*x^3) + E^(25*x - x^3)*(-108 - 2700*x + 324*x^3)),x]","\int \exp \left(81 x+e^{100 x-4 x^3} x-12 e^{75 x-3 x^3} x+54 e^{50 x-2 x^3} x-108 e^{25 x-x^3} x\right) \left(81+e^{50 x-2 x^3} \left(54+2700 x-324 x^3\right)+e^{100 x-4 x^3} \left(1+100 x-12 x^3\right)+e^{75 x-3 x^3} \left(-12-900 x+108 x^3\right)+e^{25 x-x^3} \left(-108-2700 x+324 x^3\right)\right) \, dx","e^{\left(3-e^{x \left(26-x^2\right)-x}\right)^4 x}",1,"81*Defer[Int][E^(((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3)), x] + Defer[Int][E^(100*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3), x] - 12*Defer[Int][E^(75*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 3*x^3), x] - 108*Defer[Int][E^(25*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - x^3), x] + 54*Defer[Int][E^(((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3 + 2*x*(25 + x^2)), x] + 100*Defer[Int][E^(100*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3)*x, x] - 900*Defer[Int][E^(75*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 3*x^3)*x, x] - 2700*Defer[Int][E^(25*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - x^3)*x, x] + 2700*Defer[Int][E^(((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3 + 2*x*(25 + x^2))*x, x] - 12*Defer[Int][E^(100*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3)*x^3, x] + 108*Defer[Int][E^(75*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 3*x^3)*x^3, x] + 324*Defer[Int][E^(25*x + ((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - x^3)*x^3, x] - 324*Defer[Int][E^(((E^(25*x) - 3*E^x^3)^4*x)/E^(4*x^3) - 4*x^3 + 2*x*(25 + x^2))*x^3, x]","F",0,0,0,0,-1,"{}"
4861,1,784,0,17.4927075,"\int \frac{1332+e^{20+4 e^3} x^4+e^{10} \left(5751 x^2+1260 x^3+69 x^4\right)+e^{20+3 e^3} \left(-36 x^4-4 x^5\right)+e^{20} \left(6561 x^4+2916 x^5+486 x^6+36 x^7+x^8\right)+e^{2 e^3} \left(71 e^{10} x^2+e^{20} \left(486 x^4+108 x^5+6 x^6\right)\right)+e^{e^3} \left(e^{10} \left(-1278 x^2-140 x^3\right)+e^{20} \left(-2916 x^4-972 x^5-108 x^6-4 x^7\right)\right)}{1296+e^{20+4 e^3} x^4+e^{10} \left(5832 x^2+1296 x^3+72 x^4\right)+e^{20+3 e^3} \left(-36 x^4-4 x^5\right)+e^{20} \left(6561 x^4+2916 x^5+486 x^6+36 x^7+x^8\right)+e^{2 e^3} \left(72 e^{10} x^2+e^{20} \left(486 x^4+108 x^5+6 x^6\right)\right)+e^{e^3} \left(e^{10} \left(-1296 x^2-144 x^3\right)+e^{20} \left(-2916 x^4-972 x^5-108 x^6-4 x^7\right)\right)} \, dx","Int[(1332 + E^(20 + 4*E^3)*x^4 + E^10*(5751*x^2 + 1260*x^3 + 69*x^4) + E^(20 + 3*E^3)*(-36*x^4 - 4*x^5) + E^20*(6561*x^4 + 2916*x^5 + 486*x^6 + 36*x^7 + x^8) + E^(2*E^3)*(71*E^10*x^2 + E^20*(486*x^4 + 108*x^5 + 6*x^6)) + E^E^3*(E^10*(-1278*x^2 - 140*x^3) + E^20*(-2916*x^4 - 972*x^5 - 108*x^6 - 4*x^7)))/(1296 + E^(20 + 4*E^3)*x^4 + E^10*(5832*x^2 + 1296*x^3 + 72*x^4) + E^(20 + 3*E^3)*(-36*x^4 - 4*x^5) + E^20*(6561*x^4 + 2916*x^5 + 486*x^6 + 36*x^7 + x^8) + E^(2*E^3)*(72*E^10*x^2 + E^20*(486*x^4 + 108*x^5 + 6*x^6)) + E^E^3*(E^10*(-1296*x^2 - 144*x^3) + E^20*(-2916*x^4 - 972*x^5 - 108*x^6 - 4*x^7))),x]","\frac{2 x-e^{e^3}+9}{2 \left(e^{10} x^4+2 e^{10} \left(9-e^{e^3}\right) x^3+e^{10} \left(9-e^{e^3}\right)^2 x^2+36\right)}-\frac{9-e^{e^3}}{2 \left(e^{10} x^4+2 e^{10} \left(9-e^{e^3}\right) x^3+e^{10} \left(9-e^{e^3}\right)^2 x^2+36\right)}+x+\frac{0 \sqrt{-\frac{2}{\left(576+6561 e^{10}-2916 e^{10+e^3}+486 e^{10+2 e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}\right) \left(81 e^5-18 e^{5+e^3}+e^{5+2 e^3}-\sqrt{576+6561 e^{10}-2916 e^{10+e^3}+486 e^{10+2 e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}\right)}} \tanh ^{-1}\left(\frac{\frac{1}{\sqrt{\frac{2}{81 e^5-18 e^{5+e^3}+e^{5+2 e^3}+\sqrt{576+6561 e^{10}+486 e^{2 \left(5+e^3\right)}-2916 e^{10+e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}}}}-e^{5/2} \left(2 x-e^{e^3}+9\right)}{\sqrt{\frac{1}{2} \left(81 e^5-18 e^{5+e^3}+e^{5+2 e^3}-\sqrt{576+6561 e^{10}+486 e^{2 \left(5+e^3\right)}-2916 e^{10+e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}\right)}}\right)}{e^{5/2}}+\frac{0 \sqrt{-\frac{2}{\left(576+6561 e^{10}-2916 e^{10+e^3}+486 e^{10+2 e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}\right) \left(81 e^5-18 e^{5+e^3}+e^{5+2 e^3}-\sqrt{576+6561 e^{10}-2916 e^{10+e^3}+486 e^{10+2 e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}\right)}} \tanh ^{-1}\left(\frac{e^{5/2} \left(2 x-e^{e^3}+9\right)+\frac{1}{\sqrt{\frac{2}{81 e^5-18 e^{5+e^3}+e^{5+2 e^3}+\sqrt{576+6561 e^{10}+486 e^{2 \left(5+e^3\right)}-2916 e^{10+e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}}}}}{\sqrt{\frac{1}{2} \left(81 e^5-18 e^{5+e^3}+e^{5+2 e^3}-\sqrt{576+6561 e^{10}+486 e^{2 \left(5+e^3\right)}-2916 e^{10+e^3}-36 e^{10+3 e^3}+e^{10+4 e^3}}\right)}}\right)}{e^{5/2}}","\frac{x}{e^{10} \left(-x+e^{e^3}-9\right)^2 x^2+36}+x-1",1,"x - (9 - E^E^3)/(2*(36 + E^10*(9 - E^E^3)^2*x^2 + 2*E^10*(9 - E^E^3)*x^3 + E^10*x^4)) + (9 - E^E^3 + 2*x)/(2*(36 + E^10*(9 - E^E^3)^2*x^2 + 2*E^10*(9 - E^E^3)*x^3 + E^10*x^4)) + (0*Sqrt[-2/((576 + 6561*E^10 - 2916*E^(10 + E^3) + 486*E^(10 + 2*E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3))*(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) - Sqrt[576 + 6561*E^10 - 2916*E^(10 + E^3) + 486*E^(10 + 2*E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)]))]*ArcTanh[(1/Sqrt[2/(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) + Sqrt[576 + 6561*E^10 + 486*E^(2*(5 + E^3)) - 2916*E^(10 + E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)])] - E^(5/2)*(9 - E^E^3 + 2*x))/Sqrt[(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) - Sqrt[576 + 6561*E^10 + 486*E^(2*(5 + E^3)) - 2916*E^(10 + E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)])/2]])/E^(5/2) + (0*Sqrt[-2/((576 + 6561*E^10 - 2916*E^(10 + E^3) + 486*E^(10 + 2*E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3))*(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) - Sqrt[576 + 6561*E^10 - 2916*E^(10 + E^3) + 486*E^(10 + 2*E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)]))]*ArcTanh[(1/Sqrt[2/(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) + Sqrt[576 + 6561*E^10 + 486*E^(2*(5 + E^3)) - 2916*E^(10 + E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)])] + E^(5/2)*(9 - E^E^3 + 2*x))/Sqrt[(81*E^5 - 18*E^(5 + E^3) + E^(5 + 2*E^3) - Sqrt[576 + 6561*E^10 + 486*E^(2*(5 + E^3)) - 2916*E^(10 + E^3) - 36*E^(10 + 3*E^3) + E^(10 + 4*E^3)])/2]])/E^(5/2)","B",27,13,339,0.03835,1,"{2074, 1106, 1094, 634, 618, 206, 628, 1680, 1673, 1178, 12, 1247, 629}"
4862,0,0,0,0.3145217,"\int \frac{-88-22 x+x^2}{5808+396 x-216 x^2+12 x^3+\left(528 x+84 x^2-12 x^3\right) \log (4+x)+\left(12 x^2+3 x^3\right) \log ^2(4+x)} \, dx","Int[(-88 - 22*x + x^2)/(5808 + 396*x - 216*x^2 + 12*x^3 + (528*x + 84*x^2 - 12*x^3)*Log[4 + x] + (12*x^2 + 3*x^3)*Log[4 + x]^2),x]","\int \frac{-88-22 x+x^2}{5808+396 x-216 x^2+12 x^3+\left(528 x+84 x^2-12 x^3\right) \log (4+x)+\left(12 x^2+3 x^3\right) \log ^2(4+x)} \, dx","\frac{x}{3 (3 x-5 (x+3)+x (4-\log (x+4))-7)}",1,"(-26*Defer[Int][(22 - 2*x + x*Log[4 + x])^(-2), x])/3 + Defer[Int][x/(22 - 2*x + x*Log[4 + x])^2, x]/3 + (16*Defer[Int][1/((4 + x)*(22 - 2*x + x*Log[4 + x])^2), x])/3","F",0,0,0,0,-1,"{}"
4863,1,47,0,0.4393044,"\int \exp \left(25+e^2+e^{2 e^3+2 e^4}-x-4 e^{e^3+2 e^4} x+4 e^{2 e^4} x^2\right) \left(-1-4 e^{e^3+2 e^4}+8 e^{2 e^4} x\right) \, dx","Int[E^(25 + E^2 + E^(2*E^3 + 2*E^4) - x - 4*E^(E^3 + 2*E^4)*x + 4*E^(2*E^4)*x^2)*(-1 - 4*E^(E^3 + 2*E^4) + 8*E^(2*E^4)*x),x]","\exp \left(4 e^{2 e^4} x^2-\left(1+4 e^{e^3+2 e^4}\right) x+e^{2 e^3 (1+e)}+e^2+25\right)","e^{e^{2 e^4} \left(2 x-e^{e^3}\right)^2-x+e^2+25}",1,"E^(25 + E^2 + E^(2*E^3*(1 + E)) - (1 + 4*E^(E^3 + 2*E^4))*x + 4*E^(2*E^4)*x^2)","A",2,2,75,0.02667,1,"{2244, 2236}"
4864,1,15,0,0.3727246,"\int \frac{4-98 x^2+8 x^2 \log \left(\frac{x}{4}\right)}{-49 x+4 x \log \left(\frac{x}{4}\right)} \, dx","Int[(4 - 98*x^2 + 8*x^2*Log[x/4])/(-49*x + 4*x*Log[x/4]),x]","x^2+\log \left(49-4 \log \left(\frac{x}{4}\right)\right)","x^2+\log \left(\log \left(\frac{x}{4}\right)-\frac{49}{4}\right)",1,"x^2 + Log[49 - 4*Log[x/4]]","A",7,6,34,0.1765,1,"{2561, 6741, 12, 6742, 2302, 29}"
4865,1,33,0,0.7746752,"\int \frac{32-72 x+72 x^2-30 x^3+4 x^4+\left(8 x-20 x^2+2 x^3+2 x^4\right) \log \left(x^2\right)}{\left(16 x-36 x^2+36 x^3-15 x^4+2 x^5\right) \log \left(x^2\right)} \, dx","Int[(32 - 72*x + 72*x^2 - 30*x^3 + 4*x^4 + (8*x - 20*x^2 + 2*x^3 + 2*x^4)*Log[x^2])/((16*x - 36*x^2 + 36*x^3 - 15*x^4 + 2*x^5)*Log[x^2]),x]","-\log \left(2 x^2-3 x+2\right)+\log \left(\log \left(x^2\right)\right)+\log (2-x)+2 \log (4-x)","\log \left(\frac{(x-4)^2 \log \left(x^2\right)}{2 x-\frac{4}{2-x}+1}\right)",1,"Log[2 - x] + 2*Log[4 - x] - Log[2 - 3*x + 2*x^2] + Log[Log[x^2]]","A",8,6,77,0.07792,1,"{6741, 6742, 6728, 628, 2302, 29}"
4866,0,0,0,5.7468221,"\int \frac{\left(2+e^x+x\right)^{\frac{1}{2 \log \left(\frac{1}{4} (-12+x)\right)}} \left(\left(-12+e^x (-12+x)+x\right) \log \left(\frac{1}{4} (-12+x)\right)+\left(-2-e^x-x\right) \log \left(2+e^x+x\right)\right)}{\left(-48-20 x+2 x^2+e^x (-24+2 x)\right) \log ^2\left(\frac{1}{4} (-12+x)\right)} \, dx","Int[((2 + E^x + x)^(1/(2*Log[(-12 + x)/4]))*((-12 + E^x*(-12 + x) + x)*Log[(-12 + x)/4] + (-2 - E^x - x)*Log[2 + E^x + x]))/((-48 - 20*x + 2*x^2 + E^x*(-24 + 2*x))*Log[(-12 + x)/4]^2),x]","\int \frac{\left(2+e^x+x\right)^{\frac{1}{2 \log \left(\frac{1}{4} (-12+x)\right)}} \left(\left(-12+e^x (-12+x)+x\right) \log \left(\frac{1}{4} (-12+x)\right)+\left(-2-e^x-x\right) \log \left(2+e^x+x\right)\right)}{\left(-48-20 x+2 x^2+e^x (-24+2 x)\right) \log ^2\left(\frac{1}{4} (-12+x)\right)} \, dx","\left(x+e^x+2\right)^{\frac{1}{2 \log \left(\frac{x}{4}-3\right)}}",1,"Defer[Int][(2 + E^x + x)^(-1 + 1/(2*Log[-3 + x/4]))/Log[-3 + x/4], x]/2 + Defer[Int][(E^x*(2 + E^x + x)^(-1 + 1/(2*Log[-3 + x/4])))/Log[-3 + x/4], x]/2 - Defer[Int][((2 + E^x + x)^(-1 + 1/(2*Log[-3 + x/4]))*Log[2 + E^x + x])/Log[-3 + x/4]^2, x]/2 - 7*Defer[Int][((2 + E^x + x)^(-1 + 1/(2*Log[-3 + x/4]))*Log[2 + E^x + x])/((-12 + x)*Log[-3 + x/4]^2), x] - Defer[Int][(E^x*(2 + E^x + x)^(-1 + 1/(2*Log[-3 + x/4]))*Log[2 + E^x + x])/((-12 + x)*Log[-3 + x/4]^2), x]/2","F",0,0,0,0,-1,"{}"
4867,0,0,0,54.2244203,"\int \frac{5 x^3+135 e^{12-3 e^x} x^3+135 e^{8-2 e^x} x^3+45 e^{4-e^x} x^3+\exp \left(\frac{2}{5 x^2+45 e^{8-2 e^x} x^2+30 e^{4-e^x} x^2}\right) \left(-4+e^{4-e^x} \left(-12+12 e^x x\right)\right)+\exp \left(\frac{1}{5 x^2+45 e^{8-2 e^x} x^2+30 e^{4-e^x} x^2}\right) \left(-8+e^{4-e^x} \left(-24+24 e^x x\right)\right)}{5 x^3+135 e^{12-3 e^x} x^3+135 e^{8-2 e^x} x^3+45 e^{4-e^x} x^3} \, dx","Int[(5*x^3 + 135*E^(12 - 3*E^x)*x^3 + 135*E^(8 - 2*E^x)*x^3 + 45*E^(4 - E^x)*x^3 + E^(2/(5*x^2 + 45*E^(8 - 2*E^x)*x^2 + 30*E^(4 - E^x)*x^2))*(-4 + E^(4 - E^x)*(-12 + 12*E^x*x)) + E^(5*x^2 + 45*E^(8 - 2*E^x)*x^2 + 30*E^(4 - E^x)*x^2)^(-1)*(-8 + E^(4 - E^x)*(-24 + 24*E^x*x)))/(5*x^3 + 135*E^(12 - 3*E^x)*x^3 + 135*E^(8 - 2*E^x)*x^3 + 45*E^(4 - E^x)*x^3),x]","\int \frac{5 x^3+135 e^{12-3 e^x} x^3+135 e^{8-2 e^x} x^3+45 e^{4-e^x} x^3+\exp \left(\frac{2}{5 x^2+45 e^{8-2 e^x} x^2+30 e^{4-e^x} x^2}\right) \left(-4+e^{4-e^x} \left(-12+12 e^x x\right)\right)+\exp \left(\frac{1}{5 x^2+45 e^{8-2 e^x} x^2+30 e^{4-e^x} x^2}\right) \left(-8+e^{4-e^x} \left(-24+24 e^x x\right)\right)}{5 x^3+135 e^{12-3 e^x} x^3+135 e^{8-2 e^x} x^3+45 e^{4-e^x} x^3} \, dx","\left(e^{\frac{1}{5 \left(3 e^{4-e^x}+1\right)^2 x^2}}+2\right)^2+x",1,"(-27*E^(8 - x))/(2*(3*E^4 + E^E^x)^2) + x - (8*Defer[Int][E^(2*E^x + E^(2*E^x)/(5*(3*E^4 + E^E^x)^2*x^2))/((3*E^4 + E^E^x)^2*x^3), x])/5 - (4*Defer[Int][E^(2*E^x + (2*E^(2*E^x))/(5*(3*E^4 + E^E^x)^2*x^2))/((3*E^4 + E^E^x)^2*x^3), x])/5 + (24*Defer[Int][E^(4 + 2*E^x + E^(2*E^x)/(5*(3*E^4 + E^E^x)^2*x^2) + x)/((3*E^4 + E^E^x)^3*x^2), x])/5 + (12*Defer[Int][E^(4 + 2*E^x + (2*E^(2*E^x))/(5*(3*E^4 + E^E^x)^2*x^2) + x)/((3*E^4 + E^E^x)^3*x^2), x])/5 - (27*E^8*Defer[Subst][Defer[Int][1/((3*E^4 + E^x)^2*x^2), x], x, E^x])/2 + 9*Defer[Subst][Defer[Int][E^(4 + 2*x)/((3*E^4 + E^x)^3*x), x], x, E^x] + 27*E^8*Defer[Subst][Defer[Int][1/((3*E^4 + E^x)^2*x), x], x, E^x] - 9*E^4*Defer[Subst][Defer[Int][1/((3*E^4 + E^x)*x), x], x, E^x]","F",0,0,0,0,-1,"{}"
4868,0,0,0,0.6137104,"\int \frac{-648+474 x-60 x^2+2 x^3+\left(288-72 x+4 x^2\right) \log \left(\frac{1}{3} (-12+x)\right)+(-24+2 x) \log ^2\left(\frac{1}{3} (-12+x)\right)}{-972+297 x-30 x^2+x^3+\left(216-42 x+2 x^2\right) \log \left(\frac{1}{3} (-12+x)\right)+(-12+x) \log ^2\left(\frac{1}{3} (-12+x)\right)} \, dx","Int[(-648 + 474*x - 60*x^2 + 2*x^3 + (288 - 72*x + 4*x^2)*Log[(-12 + x)/3] + (-24 + 2*x)*Log[(-12 + x)/3]^2)/(-972 + 297*x - 30*x^2 + x^3 + (216 - 42*x + 2*x^2)*Log[(-12 + x)/3] + (-12 + x)*Log[(-12 + x)/3]^2),x]","\int \frac{-648+474 x-60 x^2+2 x^3+\left(288-72 x+4 x^2\right) \log \left(\frac{1}{3} (-12+x)\right)+(-24+2 x) \log ^2\left(\frac{1}{3} (-12+x)\right)}{-972+297 x-30 x^2+x^3+\left(216-42 x+2 x^2\right) \log \left(\frac{1}{3} (-12+x)\right)+(-12+x) \log ^2\left(\frac{1}{3} (-12+x)\right)} \, dx","2 x+\frac{12 x}{x+\log \left(\frac{x}{3}-4\right)-9}",1,"2*x - 12*Defer[Int][(-9 + x + Log[-4 + x/3])^(-2), x] - 144*Defer[Int][1/((-12 + x)*(-9 + x + Log[-4 + x/3])^2), x] - 12*Defer[Int][x/(-9 + x + Log[-4 + x/3])^2, x] + 12*Defer[Int][(-9 + x + Log[-4 + x/3])^(-1), x]","F",0,0,0,0,-1,"{}"
4869,1,1653,0,8.4048707,"\int \frac{e^{-5-x} \left(-1+x-2 x^2+x^3-(-1+x) \log \left(\frac{7}{4}\right)+e^{5+x} \left(1-6 x+11 x^2-6 x^3+x^4-\left(2-6 x+2 x^2\right) \log \left(\frac{7}{4}\right)+\log ^2\left(\frac{7}{4}\right)\right)\right)}{1-6 x+11 x^2-6 x^3+x^4-\left(2-6 x+2 x^2\right) \log \left(\frac{7}{4}\right)+\log ^2\left(\frac{7}{4}\right)} \, dx","Int[(E^(-5 - x)*(-1 + x - 2*x^2 + x^3 - (-1 + x)*Log[7/4] + E^(5 + x)*(1 - 6*x + 11*x^2 - 6*x^3 + x^4 - (2 - 6*x + 2*x^2)*Log[7/4] + Log[7/4]^2)))/(1 - 6*x + 11*x^2 - 6*x^3 + x^4 - (2 - 6*x + 2*x^2)*Log[7/4] + Log[7/4]^2),x]","x-\frac{6 e^{-x-5} \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}+\frac{e^{-x-5} \left(8+\log \left(\frac{7}{4}\right)\right) \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}+\frac{e^{-x-5} \left(1-\log \left(\frac{7}{4}\right)\right) \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}-\frac{4 e^{-x-5} \left(1-\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}-\frac{6 e^{-x-5} \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}+\frac{e^{-x-5} \left(8+\log \left(\frac{7}{4}\right)\right) \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}+\frac{e^{-x-5} \left(1-\log \left(\frac{7}{4}\right)\right) \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}-\frac{4 e^{-x-5} \left(1-\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right) \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)}+\frac{3 e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{5+4 \log \left(\frac{7}{4}\right)}-\frac{e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(8+\log \left(\frac{7}{4}\right)\right) \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{2 \left(5+4 \log \left(\frac{7}{4}\right)\right)}-\frac{e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right) \left(3+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{2 \left(5+4 \log \left(\frac{7}{4}\right)\right)}+\frac{3 e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{5+4 \log \left(\frac{7}{4}\right)}-\frac{e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(8+\log \left(\frac{7}{4}\right)\right) \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{2 \left(5+4 \log \left(\frac{7}{4}\right)\right)}-\frac{e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right) \left(3-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)}{2 \left(5+4 \log \left(\frac{7}{4}\right)\right)}+\frac{1}{2} e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1+\frac{9}{\sqrt{5+4 \log \left(\frac{7}{4}\right)}}\right)+\frac{1}{2} e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\frac{9}{\sqrt{5+4 \log \left(\frac{7}{4}\right)}}\right)+\frac{2 e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right)}{\sqrt{5+4 \log \left(\frac{7}{4}\right)}}-\frac{2 e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right)}{\sqrt{5+4 \log \left(\frac{7}{4}\right)}}+\frac{2 e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right)}{5+4 \log \left(\frac{7}{4}\right)}+\frac{2 e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right)}{5+4 \log \left(\frac{7}{4}\right)}-\frac{18 e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}+\frac{18 e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}+\frac{3 e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(8+\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}-\frac{3 e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(8+\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}-\frac{e^{\frac{1}{2} \left(-13+\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}+\frac{e^{\frac{1}{2} \left(-13-\sqrt{5+4 \log \left(\frac{7}{4}\right)}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{5+4 \log \left(\frac{7}{4}\right)}+3\right)\right) \left(1-\log \left(\frac{7}{4}\right)\right)}{\left(5+4 \log \left(\frac{7}{4}\right)\right)^{3/2}}","\frac{e^{-x-5} x}{-x^2+3 x-1+\log \left(\frac{7}{4}\right)}+x",1,"x - (18*E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2])/(5 + 4*Log[7/4])^(3/2) + (18*E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2])/(5 + 4*Log[7/4])^(3/2) - (E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4]))/(5 + 4*Log[7/4])^(3/2) + (E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4]))/(5 + 4*Log[7/4])^(3/2) + (3*E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(8 + Log[7/4]))/(5 + 4*Log[7/4])^(3/2) - (3*E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(8 + Log[7/4]))/(5 + 4*Log[7/4])^(3/2) + (2*E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4]))/(5 + 4*Log[7/4]) + (2*E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4]))/(5 + 4*Log[7/4]) + (2*E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2])/Sqrt[5 + 4*Log[7/4]] - (2*E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2])/Sqrt[5 + 4*Log[7/4]] + (E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(1 - 9/Sqrt[5 + 4*Log[7/4]]))/2 + (E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(1 + 9/Sqrt[5 + 4*Log[7/4]]))/2 + (3*E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(3 - Sqrt[5 + 4*Log[7/4]]))/(5 + 4*Log[7/4]) - (E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4])*(3 - Sqrt[5 + 4*Log[7/4]]))/(2*(5 + 4*Log[7/4])) - (E^((-13 + Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x - Sqrt[5 + 4*Log[7/4]])/2]*(8 + Log[7/4])*(3 - Sqrt[5 + 4*Log[7/4]]))/(2*(5 + 4*Log[7/4])) - (4*E^(-5 - x)*(1 - Log[7/4]))/((5 + 4*Log[7/4])*(3 - 2*x - Sqrt[5 + 4*Log[7/4]])) - (6*E^(-5 - x)*(3 - Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x - Sqrt[5 + 4*Log[7/4]])) + (E^(-5 - x)*(1 - Log[7/4])*(3 - Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x - Sqrt[5 + 4*Log[7/4]])) + (E^(-5 - x)*(8 + Log[7/4])*(3 - Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x - Sqrt[5 + 4*Log[7/4]])) + (3*E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(3 + Sqrt[5 + 4*Log[7/4]]))/(5 + 4*Log[7/4]) - (E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(1 - Log[7/4])*(3 + Sqrt[5 + 4*Log[7/4]]))/(2*(5 + 4*Log[7/4])) - (E^((-13 - Sqrt[5 + 4*Log[7/4]])/2)*ExpIntegralEi[(3 - 2*x + Sqrt[5 + 4*Log[7/4]])/2]*(8 + Log[7/4])*(3 + Sqrt[5 + 4*Log[7/4]]))/(2*(5 + 4*Log[7/4])) - (4*E^(-5 - x)*(1 - Log[7/4]))/((5 + 4*Log[7/4])*(3 - 2*x + Sqrt[5 + 4*Log[7/4]])) - (6*E^(-5 - x)*(3 + Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x + Sqrt[5 + 4*Log[7/4]])) + (E^(-5 - x)*(1 - Log[7/4])*(3 + Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x + Sqrt[5 + 4*Log[7/4]])) + (E^(-5 - x)*(8 + Log[7/4])*(3 + Sqrt[5 + 4*Log[7/4]]))/((5 + 4*Log[7/4])*(3 - 2*x + Sqrt[5 + 4*Log[7/4]]))","C",67,6,116,0.05172,1,"{6688, 6742, 2268, 2178, 2177, 6728}"
4870,1,11,0,0.0034028,"\int -\frac{40}{40 x+11 x^2} \, dx","Int[-40/(40*x + 11*x^2),x]","\log (11 x+40)-\log (x)","\log \left(\frac{4 \left(\frac{11 x}{10}+4\right)}{x \log (4)}\right)",1,"-Log[x] + Log[40 + 11*x]","A",2,2,13,0.1538,1,"{12, 615}"
4871,1,45,0,0.014003,"\int \frac{1}{4} \left(-8 x-12 x^2+e^4 \left(-4 x-3 x^2\right)+e^4 (-4-4 x) \log (5)\right) \, dx","Int[(-8*x - 12*x^2 + E^4*(-4*x - 3*x^2) + E^4*(-4 - 4*x)*Log[5])/4,x]","-\frac{1}{4} e^4 x^3-x^3-\frac{e^4 x^2}{2}-x^2-\frac{1}{2} e^4 (x+1)^2 \log (5)","2-x \left(x^2+x+\frac{1}{4} e^4 (x+2) (x+2 \log (5))\right)",1,"-x^2 - (E^4*x^2)/2 - x^3 - (E^4*x^3)/4 - (E^4*(1 + x)^2*Log[5])/2","A",3,1,37,0.02703,1,"{12}"
4872,0,0,0,145.3796115,"\int \frac{e^x \left(-2-2 x+2 x^2+2 x^3\right)+e^{\frac{5 e^{e^x} x-2 x^2-2 x^3}{2+2 x}} \left(e^x \left(2+8 x+10 x^2+4 x^3\right)+e^{e^x} \left(-5 e^x+e^{2 x} \left(-5 x-5 x^2\right)\right)\right)}{8 x^2+16 x^3+8 x^4+e^{\frac{2 \left(5 e^{e^x} x-2 x^2-2 x^3\right)}{2+2 x}} \left(8+16 x+8 x^2\right)+e^{\frac{5 e^{e^x} x-2 x^2-2 x^3}{2+2 x}} \left(16 x+32 x^2+16 x^3\right)} \, dx","Int[(E^x*(-2 - 2*x + 2*x^2 + 2*x^3) + E^((5*E^E^x*x - 2*x^2 - 2*x^3)/(2 + 2*x))*(E^x*(2 + 8*x + 10*x^2 + 4*x^3) + E^E^x*(-5*E^x + E^(2*x)*(-5*x - 5*x^2))))/(8*x^2 + 16*x^3 + 8*x^4 + E^((2*(5*E^E^x*x - 2*x^2 - 2*x^3))/(2 + 2*x))*(8 + 16*x + 8*x^2) + E^((5*E^E^x*x - 2*x^2 - 2*x^3)/(2 + 2*x))*(16*x + 32*x^2 + 16*x^3)),x]","\int \frac{e^x \left(-2-2 x+2 x^2+2 x^3\right)+e^{\frac{5 e^{e^x} x-2 x^2-2 x^3}{2+2 x}} \left(e^x \left(2+8 x+10 x^2+4 x^3\right)+e^{e^x} \left(-5 e^x+e^{2 x} \left(-5 x-5 x^2\right)\right)\right)}{8 x^2+16 x^3+8 x^4+e^{\frac{2 \left(5 e^{e^x} x-2 x^2-2 x^3\right)}{2+2 x}} \left(8+16 x+8 x^2\right)+e^{\frac{5 e^{e^x} x-2 x^2-2 x^3}{2+2 x}} \left(16 x+32 x^2+16 x^3\right)} \, dx","\frac{e^x}{4 \left(x+e^{x \left(\frac{5 e^{e^x}}{2 (x+1)}-x\right)}\right)}",1,"-1/4*Defer[Int][E^(x + 2*x^2)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2, x] - (5*Defer[Int][E^(E^x + 2*x + 2*x^2)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2, x])/8 + (5*Defer[Int][(E^(E^x + 2*x + 2*x^2)*x)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2, x])/8 - Defer[Int][(E^(x + 2*x^2)*x^2)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2, x]/2 - (5*Defer[Int][E^(E^x + x + 2*x^2)/((1 + x)^2*(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2), x])/8 + (5*Defer[Int][E^(E^x + x + 2*x^2)/((1 + x)*(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2), x])/8 + (5*Defer[Int][E^(E^x + 2*x + 2*x^2)/((1 + x)*(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)^2), x])/8 + Defer[Int][E^(x + x^2)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x), x]/4 - (5*Defer[Int][E^(E^x + 2*x + x^2)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x), x])/8 + Defer[Int][(E^(x + x^2)*x)/(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x), x]/2 - (5*Defer[Int][E^(E^x + x + x^2)/((1 + x)^2*(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)), x])/8 + (5*Defer[Int][E^(E^x + 2*x + x^2)/((1 + x)*(E^((5*E^E^x*x)/(2 + 2*x)) + E^x^2*x)), x])/8","F",0,0,0,0,-1,"{}"
4873,0,0,0,1.6009043,"\int \frac{-135+750 x-81 x^2+477 x^3-150 x^4+\left(-810 x^2+2655 x^3-1125 x^4+\left(-162 x^2+531 x^3-225 x^4\right) \log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)\right) \log \left(5+\log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)\right)}{-45 x+125 x^2+\left(-9 x+25 x^2\right) \log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)} \, dx","Int[(-135 + 750*x - 81*x^2 + 477*x^3 - 150*x^4 + (-810*x^2 + 2655*x^3 - 1125*x^4 + (-162*x^2 + 531*x^3 - 225*x^4)*Log[(-9*x + 25*x^2)/9])*Log[5 + Log[(-9*x + 25*x^2)/9]])/(-45*x + 125*x^2 + (-9*x + 25*x^2)*Log[(-9*x + 25*x^2)/9]),x]","\int \frac{-135+750 x-81 x^2+477 x^3-150 x^4+\left(-810 x^2+2655 x^3-1125 x^4+\left(-162 x^2+531 x^3-225 x^4\right) \log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)\right) \log \left(5+\log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)\right)}{-45 x+125 x^2+\left(-9 x+25 x^2\right) \log \left(\frac{1}{9} \left(-9 x+25 x^2\right)\right)} \, dx","3 \left(5-(x-3) x^2\right) \log \left(\log \left(\frac{25 x^2}{9}-x\right)+5\right)-3",1,"(1782*Defer[Int][(5 + Log[(x*(-9 + 25*x))/9])^(-1), x])/625 + 15*Defer[Int][1/(x*(5 + Log[(x*(-9 + 25*x))/9])), x] + (423*Defer[Int][x/(5 + Log[(x*(-9 + 25*x))/9]), x])/25 - 6*Defer[Int][x^2/(5 + Log[(x*(-9 + 25*x))/9]), x] + (250413*Defer[Int][1/((-9 + 25*x)*(5 + Log[(x*(-9 + 25*x))/9])), x])/625 + 18*Defer[Int][x*Log[5 + Log[(x*(-9 + 25*x))/9]], x] - 9*Defer[Int][x^2*Log[5 + Log[(x*(-9 + 25*x))/9]], x]","F",0,0,0,0,-1,"{}"
4874,1,15,0,0.1706581,"\int \frac{4+4 x+2 x^2}{-2 x^2-x^3+\left(2 x+x^2\right) \log \left(\frac{4+2 x}{x}\right)} \, dx","Int[(4 + 4*x + 2*x^2)/(-2*x^2 - x^3 + (2*x + x^2)*Log[(4 + 2*x)/x]),x]","-2 \log \left(x-\log \left(\frac{4}{x}+2\right)\right)","\log \left(\frac{3 \log (3)}{\left(\log \left(\frac{2 x+4}{x}\right)-x\right)^2}\right)",1,"-2*Log[x - Log[2 + 4/x]]","A",2,2,42,0.04762,1,"{6741, 6684}"
4875,0,0,0,1.4091501,"\int e^{-x-e^{-x} \left(10 x^2+2 x^3\right) \log ^2(5)} \left(e^x+\left(-20 x^2+4 x^3+2 x^4\right) \log ^2(5)\right) \, dx","Int[E^(-x - ((10*x^2 + 2*x^3)*Log[5]^2)/E^x)*(E^x + (-20*x^2 + 4*x^3 + 2*x^4)*Log[5]^2),x]","\int e^{-x-e^{-x} \left(10 x^2+2 x^3\right) \log ^2(5)} \left(e^x+\left(-20 x^2+4 x^3+2 x^4\right) \log ^2(5)\right) \, dx","x e^{-2 e^{-x} x^2 (x+5) \log ^2(5)}",1,"Defer[Int][E^((-2*x^2*(5 + x)*Log[5]^2)/E^x), x] - 20*Log[5]^2*Defer[Int][x^2/E^((x*(E^x + 10*x*Log[5]^2 + 2*x^2*Log[5]^2))/E^x), x] + 4*Log[5]^2*Defer[Int][x^3/E^((x*(E^x + 10*x*Log[5]^2 + 2*x^2*Log[5]^2))/E^x), x] + 2*Log[5]^2*Defer[Int][x^4/E^((x*(E^x + 10*x*Log[5]^2 + 2*x^2*Log[5]^2))/E^x), x]","F",0,0,0,0,-1,"{}"
4876,1,201,0,0.32644,"\int \frac{-39-83 x+24 x^2+43 x^3-4 x^5+\left(18 x+3 x^2-9 x^3-3 x^4\right) \log \left(-3+x+x^2\right)}{-15+5 x+5 x^2} \, dx","Int[(-39 - 83*x + 24*x^2 + 43*x^3 - 4*x^5 + (18*x + 3*x^2 - 9*x^3 - 3*x^4)*Log[-3 + x + x^2])/(-15 + 5*x + 5*x^2),x]","-\frac{x^4}{5}+\frac{2 x^3}{5}+\frac{16 x^2}{5}-\frac{3}{5} x^2 \log \left(x^2+x-3\right)-\frac{1}{5} x^3 \log \left(x^2+x-3\right)+\frac{13 x}{5}-\frac{1}{10} \left(11+\sqrt{13}\right) \log \left(2 x-\sqrt{13}+1\right)+\frac{3}{10} \left(7-\sqrt{13}\right) \log \left(2 x-\sqrt{13}+1\right)-\frac{1}{5} \left(5-2 \sqrt{13}\right) \log \left(2 x-\sqrt{13}+1\right)-\frac{1}{5} \left(5+2 \sqrt{13}\right) \log \left(2 x+\sqrt{13}+1\right)+\frac{3}{10} \left(7+\sqrt{13}\right) \log \left(2 x+\sqrt{13}+1\right)-\frac{1}{10} \left(11-\sqrt{13}\right) \log \left(2 x+\sqrt{13}+1\right)","\frac{1}{5} (x+3) \left(x^2 \left(-\log \left(x^2+x-3\right)-x+5\right)+x+10\right)",1,"(13*x)/5 + (16*x^2)/5 + (2*x^3)/5 - x^4/5 - ((5 - 2*Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/5 + (3*(7 - Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/10 - ((11 + Sqrt[13])*Log[1 - Sqrt[13] + 2*x])/10 - ((11 - Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/10 + (3*(7 + Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/10 - ((5 + 2*Sqrt[13])*Log[1 + Sqrt[13] + 2*x])/5 - (3*x^2*Log[-3 + x + x^2])/5 - (x^3*Log[-3 + x + x^2])/5","B",21,7,60,0.1167,1,"{6728, 1657, 632, 31, 2528, 2525, 800}"
4877,1,45,0,0.1101707,"\int e^{-x} \left(-18+x-x^2+e^5 \left(20-18 x-x^2\right)\right) \, dx","Int[(-18 + x - x^2 + E^5*(20 - 18*x - x^2))/E^x,x]","e^{5-x} x^2+e^{-x} x^2+20 e^{5-x} x+e^{-x} x+19 e^{-x}","e^{-x} \left(x^2+(x+20) \left(e^5 x+1\right)-1\right)",1,"19/E^x + 20*E^(5 - x)*x + x/E^x + E^(5 - x)*x^2 + x^2/E^x","B",16,3,28,0.1071,1,"{2196, 2194, 2176}"
4878,1,8,0,0.0051061,"\int \frac{-1+e^x x}{x} \, dx","Int[(-1 + E^x*x)/x,x]","e^x-\log (x)","x+e^x-\log \left(e^x x\right)+3+\log (\log (5))",1,"E^x - Log[x]","A",3,2,11,0.1818,1,"{14, 2194}"
4879,0,0,0,10.5745076,"\int \frac{e^{1+e^{x^2} x+e^{x^2} \log \left(\frac{x^2}{256+x^2}\right)} \left(e^{x^2} \left(512+256 x+513 x^3+2 x^5\right)+e^{x^2} \left(512 x^2+2 x^4\right) \log \left(\frac{x^2}{256+x^2}\right)\right)}{256 x+x^3} \, dx","Int[(E^(1 + E^x^2*x + E^x^2*Log[x^2/(256 + x^2)])*(E^x^2*(512 + 256*x + 513*x^3 + 2*x^5) + E^x^2*(512*x^2 + 2*x^4)*Log[x^2/(256 + x^2)]))/(256*x + x^3),x]","\int \frac{e^{1+e^{x^2} x+e^{x^2} \log \left(\frac{x^2}{256+x^2}\right)} \left(e^{x^2} \left(512+256 x+513 x^3+2 x^5\right)+e^{x^2} \left(512 x^2+2 x^4\right) \log \left(\frac{x^2}{256+x^2}\right)\right)}{256 x+x^3} \, dx","e^{e^{x^2} \left(\log \left(\frac{x^2}{x^2+256}\right)+x\right)+1}",1,"Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)]), x] + Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)])/(16*I - x), x] + 2*Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)])/x, x] + 2*Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)])*x^2, x] - Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)])/(16*I + x), x] + 2*Defer[Int][E^(1 + E^x^2*x + x^2 + E^x^2*Log[x^2/(256 + x^2)])*x*Log[x^2/(256 + x^2)], x]","F",0,0,0,0,-1,"{}"
4880,0,0,0,1.5409765,"\int \frac{78+26 x+e^x \left(-6-5 x-2 x^2\right)+(-12-4 x) \log (3)}{169 x^3+e^{2 x} x^3-52 x^3 \log (3)+4 x^3 \log ^2(3)+e^x \left(-26 x^3+4 x^3 \log (3)\right)} \, dx","Int[(78 + 26*x + E^x*(-6 - 5*x - 2*x^2) + (-12 - 4*x)*Log[3])/(169*x^3 + E^(2*x)*x^3 - 52*x^3*Log[3] + 4*x^3*Log[3]^2 + E^x*(-26*x^3 + 4*x^3*Log[3])),x]","\int \frac{78+26 x+e^x \left(-6-5 x-2 x^2\right)+(-12-4 x) \log (3)}{169 x^3+e^{2 x} x^3-52 x^3 \log (3)+4 x^3 \log ^2(3)+e^x \left(-26 x^3+4 x^3 \log (3)\right)} \, dx","\frac{2 x+3}{x^2 \left(2 x+e^x-2 (x+4-\log (3))-5\right)}",1,"-((39 - Log[729])*Defer[Int][1/(x^2*(E^x - 13*(1 - (2*Log[3])/13))^2), x]) - (26 - Log[81])*Defer[Int][1/(x*(E^x - 13*(1 - (2*Log[3])/13))^2), x] + 6*Defer[Int][1/(x^3*(-E^x + 13*(1 - (2*Log[3])/13))), x] + 5*Defer[Int][1/(x^2*(-E^x + 13*(1 - (2*Log[3])/13))), x] + 2*Defer[Int][1/(x*(-E^x + 13*(1 - (2*Log[3])/13))), x]","F",0,0,0,0,-1,"{}"
4881,0,0,0,1.8675383,"\int \frac{\exp \left(\frac{11 e^{\frac{-4+9 x}{3 x}}}{8+x}+\frac{-4+9 x}{3 x}\right) \left(352+44 x-33 x^2\right)}{576 x^2+144 x^3+9 x^4} \, dx","Int[(E^((11*E^((-4 + 9*x)/(3*x)))/(8 + x) + (-4 + 9*x)/(3*x))*(352 + 44*x - 33*x^2))/(576*x^2 + 144*x^3 + 9*x^4),x]","\int \frac{\exp \left(\frac{11 e^{\frac{-4+9 x}{3 x}}}{8+x}+\frac{-4+9 x}{3 x}\right) \left(352+44 x-33 x^2\right)}{576 x^2+144 x^3+9 x^4} \, dx","\frac{1}{3} e^{\frac{11 e^{3-\frac{4}{3 x}}}{x+8}}",1,"(11*Defer[Int][E^((11*E^((-4 + 9*x)/(3*x)))/(8 + x) + (-4 + 9*x)/(3*x))/x^2, x])/18 - (11*Defer[Int][E^((11*E^((-4 + 9*x)/(3*x)))/(8 + x) + (-4 + 9*x)/(3*x))/x, x])/144 - (11*Defer[Int][E^((11*E^((-4 + 9*x)/(3*x)))/(8 + x) + (-4 + 9*x)/(3*x))/(8 + x)^2, x])/3 + (11*Defer[Int][E^((11*E^((-4 + 9*x)/(3*x)))/(8 + x) + (-4 + 9*x)/(3*x))/(8 + x), x])/144","F",0,0,0,0,-1,"{}"
4882,0,0,0,1.994498,"\int \frac{-2 e^x x+\left(16+8 e^x\right) \log \left(18+9 e^x\right)+\left(4+2 e^x\right) \log \left(18+9 e^x\right) \log \left(\log \left(18+9 e^x\right)\right)}{\left(160+80 x+10 x^2+e^x \left(80+40 x+5 x^2\right)\right) \log \left(18+9 e^x\right)+\left(80+20 x+e^x (40+10 x)\right) \log \left(18+9 e^x\right) \log \left(\log \left(18+9 e^x\right)\right)+\left(10+5 e^x\right) \log \left(18+9 e^x\right) \log ^2\left(\log \left(18+9 e^x\right)\right)} \, dx","Int[(-2*E^x*x + (16 + 8*E^x)*Log[18 + 9*E^x] + (4 + 2*E^x)*Log[18 + 9*E^x]*Log[Log[18 + 9*E^x]])/((160 + 80*x + 10*x^2 + E^x*(80 + 40*x + 5*x^2))*Log[18 + 9*E^x] + (80 + 20*x + E^x*(40 + 10*x))*Log[18 + 9*E^x]*Log[Log[18 + 9*E^x]] + (10 + 5*E^x)*Log[18 + 9*E^x]*Log[Log[18 + 9*E^x]]^2),x]","\int \frac{-2 e^x x+\left(16+8 e^x\right) \log \left(18+9 e^x\right)+\left(4+2 e^x\right) \log \left(18+9 e^x\right) \log \left(\log \left(18+9 e^x\right)\right)}{\left(160+80 x+10 x^2+e^x \left(80+40 x+5 x^2\right)\right) \log \left(18+9 e^x\right)+\left(80+20 x+e^x (40+10 x)\right) \log \left(18+9 e^x\right) \log \left(\log \left(18+9 e^x\right)\right)+\left(10+5 e^x\right) \log \left(18+9 e^x\right) \log ^2\left(\log \left(18+9 e^x\right)\right)} \, dx","\frac{2 x}{5 \left(x+\log \left(\log \left(9 \left(e^x+2\right)\right)\right)+4\right)}",1,"(-2*Defer[Int][x/(4 + x + Log[Log[9*(2 + E^x)]])^2, x])/5 - (2*Defer[Int][x/(Log[9*(2 + E^x)]*(4 + x + Log[Log[9*(2 + E^x)]])^2), x])/5 + (4*Defer[Int][x/((2 + E^x)*Log[9*(2 + E^x)]*(4 + x + Log[Log[9*(2 + E^x)]])^2), x])/5 + (2*Defer[Int][(4 + x + Log[Log[9*(2 + E^x)]])^(-1), x])/5","F",0,0,0,0,-1,"{}"
4883,1,20,0,0.2051945,"\int \frac{2+5 x^2+(-2+10 x) \log (x)+5 \log ^2(x)}{-2 x^2+5 x^3+\left(-2 x+10 x^2\right) \log (x)+5 x \log ^2(x)} \, dx","Int[(2 + 5*x^2 + (-2 + 10*x)*Log[x] + 5*Log[x]^2)/(-2*x^2 + 5*x^3 + (-2*x + 10*x^2)*Log[x] + 5*x*Log[x]^2),x]","\log (x)+\log (-5 x-5 \log (x)+2)-\log (x+\log (x))","\log \left(\frac{5}{3} \left(\frac{2 x}{5 (x+\log (x))}-x\right)\right)",1,"Log[x] + Log[2 - 5*x - 5*Log[x]] - Log[x + Log[x]]","A",4,2,54,0.03704,1,"{6742, 6684}"
4884,1,27,0,0.0323255,"\int \frac{-2 e^{5/2}-3 e^5}{4 x^2+e^5 \left(121+66 x+9 x^2\right)+e^{5/2} \left(44 x+12 x^2\right)} \, dx","Int[(-2*E^(5/2) - 3*E^5)/(4*x^2 + E^5*(121 + 66*x + 9*x^2) + E^(5/2)*(44*x + 12*x^2)),x]","\frac{e^{5/2}}{\left(2+3 e^{5/2}\right) x+11 e^{5/2}}","\frac{1}{2 \left(\frac{x}{e^{5/2}}+x+\frac{x+1}{2}+5\right)}-4",1,"E^(5/2)/(11*E^(5/2) + (2 + 3*E^(5/2))*x)","A",5,5,51,0.09804,1,"{12, 1981, 27, 6, 32}"
4885,1,122,0,0.4192251,"\int \frac{-32 e x^5+32 x^6+e^{8 x^2} \left(-32 x^2+256 x^4+e^2 \left(-64+256 x^2\right)+e \left(96 x-512 x^3\right)\right)+e^{6 x^2} \left(64 x^3-768 x^5+e^2 \left(192 x-768 x^3\right)+e \left(-256 x^2+1536 x^4\right)\right)+e^{4 x^2} \left(768 x^6+e^2 \left(-192 x^2+768 x^4\right)+e \left(192 x^3-1536 x^5\right)\right)+e^{2 x^2} \left(-64 x^5+512 e x^6-256 x^7+e^2 \left(64 x^3-256 x^5\right)\right)}{x^5} \, dx","Int[(-32*E*x^5 + 32*x^6 + E^(8*x^2)*(-32*x^2 + 256*x^4 + E^2*(-64 + 256*x^2) + E*(96*x - 512*x^3)) + E^(6*x^2)*(64*x^3 - 768*x^5 + E^2*(192*x - 768*x^3) + E*(-256*x^2 + 1536*x^4)) + E^(4*x^2)*(768*x^6 + E^2*(-192*x^2 + 768*x^4) + E*(192*x^3 - 1536*x^5)) + E^(2*x^2)*(-64*x^5 + 512*E*x^6 - 256*x^7 + E^2*(64*x^3 - 256*x^5)))/x^5,x]","-\frac{64 e^{2 x^2} \left(e x^2-x^3\right) (e-x)}{x^3}+\frac{16 e^{8 x^2} \left(e x^2-x^3\right) (e-x)}{x^6}-\frac{64 e^{6 x^2} \left(e x^2-x^3\right) (e-x)}{x^5}+\frac{96 e^{4 x^2} \left(e x^2-x^3\right) (e-x)}{x^4}+16 (e-x)^2","\frac{16 (e-x)^2 \left(x-e^{2 x^2}\right)^4}{x^4}",1,"16*(E - x)^2 + (16*E^(8*x^2)*(E - x)*(E*x^2 - x^3))/x^6 - (64*E^(6*x^2)*(E - x)*(E*x^2 - x^3))/x^5 + (96*E^(4*x^2)*(E - x)*(E*x^2 - x^3))/x^4 - (64*E^(2*x^2)*(E - x)*(E*x^2 - x^3))/x^3","B",6,2,184,0.01087,1,"{14, 2288}"
4886,0,0,0,1.0485096,"\int \frac{\left(-\frac{1}{-3 e^4+3 e^5+3 x}\right)^{x/4} \left(-4 e^4+4 e^5+4 x-x^2+\left(-e^4 x+e^5 x+x^2\right) \log \left(-\frac{1}{-3 e^4+3 e^5+3 x}\right)\right)}{-e^4+e^5+x} \, dx","Int[((-(-3*E^4 + 3*E^5 + 3*x)^(-1))^(x/4)*(-4*E^4 + 4*E^5 + 4*x - x^2 + (-(E^4*x) + E^5*x + x^2)*Log[-(-3*E^4 + 3*E^5 + 3*x)^(-1)]))/(-E^4 + E^5 + x),x]","\int \frac{\left(-\frac{1}{-3 e^4+3 e^5+3 x}\right)^{x/4} \left(-4 e^4+4 e^5+4 x-x^2+\left(-e^4 x+e^5 x+x^2\right) \log \left(-\frac{1}{-3 e^4+3 e^5+3 x}\right)\right)}{-e^4+e^5+x} \, dx","4\ 3^{-x/4} \left(\frac{1}{-x-e^5+e^4}\right)^{x/4} x",1,"Log[(3*(1 - E)*E^4 - 3*x)^(-1)]*Defer[Int][x*(-(-3*E^4 + 3*E^5 + 3*x)^(-1))^(x/4), x] - Defer[Int][Defer[Int][((3*E^4 - 3*E^5 - 3*x)^(-1))^(x/4)*x, x]/(E^4 - E^5 - x), x] + 4*(4 - E^4 + E^5)*Defer[Subst][Defer[Int][(-(-3*E^4 + 3*E^5 + 12*x)^(-1))^x, x], x, x/4] - 16*Defer[Subst][Defer[Int][x*(-(-3*E^4 + 3*E^5 + 12*x)^(-1))^x, x], x, x/4] - 4*(1 - E)^2*E^8*Defer[Subst][Defer[Int][(-(-3*E^4 + 3*E^5 + 12*x)^(-1))^x/(-E^4 + E^5 + 4*x), x], x, x/4]","F",0,0,0,0,-1,"{}"
4887,0,0,0,1.464686,"\int \frac{-32 x-4 e^x x-4 x^2+\left(16+12 x+2 x^2+e^x \left(2+3 x+x^2\right)\right) \log \left(16+16 x+4 x^2\right)+e^{x^2} \left(4 x+2 x^2\right) \log ^3\left(16+16 x+4 x^2\right)}{(2+x) \log ^3\left(16+16 x+4 x^2\right)} \, dx","Int[(-32*x - 4*E^x*x - 4*x^2 + (16 + 12*x + 2*x^2 + E^x*(2 + 3*x + x^2))*Log[16 + 16*x + 4*x^2] + E^x^2*(4*x + 2*x^2)*Log[16 + 16*x + 4*x^2]^3)/((2 + x)*Log[16 + 16*x + 4*x^2]^3),x]","\int \frac{-32 x-4 e^x x-4 x^2+\left(16+12 x+2 x^2+e^x \left(2+3 x+x^2\right)\right) \log \left(16+16 x+4 x^2\right)+e^{x^2} \left(4 x+2 x^2\right) \log ^3\left(16+16 x+4 x^2\right)}{(2+x) \log ^3\left(16+16 x+4 x^2\right)} \, dx","e^{x^2}+\frac{x \left(x+e^x+8\right)}{\log ^2\left((2 x+4)^2\right)}+2",1,"E^x^2 - 12/Log[4*(2 + x)^2]^2 + (6*(2 + x))/Log[4*(2 + x)^2]^2 + (x*(2 + x))/Log[4*(2 + x)^2]^2 + (4*(2 + x))/Log[4*(2 + x)^2] + (x*(2 + x))/Log[4*(2 + x)^2] - ((2 + x)*(4 + x))/Log[4*(2 + x)^2] - 4*Defer[Int][E^x/Log[4*(2 + x)^2]^3, x] + 8*Defer[Int][E^x/((2 + x)*Log[4*(2 + x)^2]^3), x] - Defer[Int][E^x/Log[4*(2 + x)^2]^2, x] + Defer[Int][(E^x*(2 + x))/Log[4*(2 + x)^2]^2, x]","F",0,0,0,0,-1,"{}"
4888,1,150,0,0.6537524,"\int \frac{\exp \left(\frac{324-72 x+4 x^2+4 e^6 x^2+e^3 \left(72 x-8 x^2\right)}{x^4}\right) \left(-2592+1728 x-232 x^2+8 x^3-x^5+e^3 \left(-432 x+248 x^2-16 x^3\right)+e^6 \left(-16 x^2+8 x^3\right)\right)}{x^5} \, dx","Int[(E^((324 - 72*x + 4*x^2 + 4*E^6*x^2 + E^3*(72*x - 8*x^2))/x^4)*(-2592 + 1728*x - 232*x^2 + 8*x^3 - x^5 + E^3*(-432*x + 248*x^2 - 16*x^3) + E^6*(-16*x^2 + 8*x^3)))/x^5,x]","\frac{\left(-x^3+29 x^2+e^6 \left(2 x^2-x^3\right)+e^3 \left(2 x^3-31 x^2+54 x\right)-216 x+324\right) \exp \left(\frac{4 \left(e^6 x^2+x^2+2 e^3 \left(9 x-x^2\right)-18 x+81\right)}{x^4}\right)}{x^5 \left(\frac{-e^3 (9-2 x)-e^6 x-x+9}{x^4}+\frac{2 \left(e^6 x^2+x^2+2 e^3 \left(9 x-x^2\right)-18 x+81\right)}{x^5}\right)}","e^{\frac{4 \left(-\frac{9}{x}-e^3+1\right)^2}{x^2}} (2-x)-2",1,"(E^((4*(81 - 18*x + x^2 + E^6*x^2 + 2*E^3*(9*x - x^2)))/x^4)*(324 - 216*x + 29*x^2 - x^3 + E^6*(2*x^2 - x^3) + E^3*(54*x - 31*x^2 + 2*x^3)))/(x^5*((9 - E^3*(9 - 2*x) - x - E^6*x)/x^4 + (2*(81 - 18*x + x^2 + E^6*x^2 + 2*E^3*(9*x - x^2)))/x^5))","B",1,1,94,0.01064,1,"{2288}"
4889,1,53,0,0.8901825,"\int \frac{10 x-6 x^5+e^x \left(-5 x+4 x^4-x^5\right)+e^{\log ^2(x)} \left(4 x^4+\left(-10-2 x^4\right) \log (x)\right)}{25 x+10 x^5+x^9} \, dx","Int[(10*x - 6*x^5 + E^x*(-5*x + 4*x^4 - x^5) + E^Log[x]^2*(4*x^4 + (-10 - 2*x^4)*Log[x]))/(25*x + 10*x^5 + x^9),x]","\frac{2 x}{x^4+5}-\frac{e^x}{x^4+5}-\frac{e^{\log ^2(x)} \left(x^4 \log (x)+5 \log (x)\right)}{\left(x^4+5\right)^2 \log (x)}","\frac{2 x-e^x-e^{\log ^2(x)}}{x^4+5}",1,"-(E^x/(5 + x^4)) + (2*x)/(5 + x^4) - (E^Log[x]^2*(5*Log[x] + x^4*Log[x]))/((5 + x^4)^2*Log[x])","B",9,5,65,0.07692,1,"{1594, 28, 6742, 2288, 383}"
4890,0,0,0,4.7873182,"\int \frac{2+x-2 x^2-x \log (16)+\left(-x+x^2+(-1+x) \log (16)-\log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)+\left(-x+x^2+(-1+x) \log (16)-\log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right) \log \left(\log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)\right)}{\left(x^3-x^4+\left(x^2-x^3\right) \log (16)+x^2 \log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)} \, dx","Int[(2 + x - 2*x^2 - x*Log[16] + (-x + x^2 + (-1 + x)*Log[16] - Log[x^2])*Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]*Log[Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]] + (-x + x^2 + (-1 + x)*Log[16] - Log[x^2])*Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]*Log[Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]]*Log[Log[Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]]])/((x^3 - x^4 + (x^2 - x^3)*Log[16] + x^2*Log[x^2])*Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]*Log[Log[x - x^2 + (1 - x)*Log[16] + Log[x^2]]]),x]","\int \frac{2+x-2 x^2-x \log (16)+\left(-x+x^2+(-1+x) \log (16)-\log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)+\left(-x+x^2+(-1+x) \log (16)-\log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right) \log \left(\log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)\right)}{\left(x^3-x^4+\left(x^2-x^3\right) \log (16)+x^2 \log \left(x^2\right)\right) \log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right) \log \left(\log \left(x-x^2+(1-x) \log (16)+\log \left(x^2\right)\right)\right)} \, dx","\frac{\log \left(\log \left(\log \left(\log \left(x^2\right)+(1-x) (x+\log (16))\right)\right)\right)+1}{x}",1,"x^(-1) + 2*Defer[Int][1/((x^2 - x*(1 - Log[16]) - Log[16*x^2])*Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]*Log[Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]]), x] - (1 - Log[16])*Defer[Int][1/(x*(x^2 - x*(1 - Log[16]) - Log[16*x^2])*Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]*Log[Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]]), x] + 2*Defer[Int][1/(x^2*(-x^2 + x*(1 - Log[16]) + Log[16*x^2])*Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]*Log[Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]]), x] - Defer[Int][Log[Log[Log[-((-1 + x)*(x + Log[16])) + Log[x^2]]]]/x^2, x]","F",0,0,0,0,-1,"{}"
4891,1,34,0,0.288226,"\int \left(15 x^3+e^{2+x} \left(-16 x^3-4 x^4\right)+e^{4+2 x} \left(4 x^3+2 x^4\right)-4 x^3 \log (x)\right) \, dx","Int[15*x^3 + E^(2 + x)*(-16*x^3 - 4*x^4) + E^(4 + 2*x)*(4*x^3 + 2*x^4) - 4*x^3*Log[x],x]","-4 e^{x+2} x^4+e^{2 x+4} x^4+4 x^4-x^4 \log (x)","x^4 \left(\left(e^{x+2}-2\right)^2-\log (x)\right)",1,"4*x^4 - 4*E^(2 + x)*x^4 + E^(4 + 2*x)*x^4 - x^4*Log[x]","A",26,5,49,0.1020,1,"{1593, 2196, 2176, 2194, 2304}"
4892,1,26,0,0.0072504,"\int \left(5-4 e^{3+x}-2 e^{5/4} x+9 x^2\right) \, dx","Int[5 - 4*E^(3 + x) - 2*E^(5/4)*x + 9*x^2,x]","3 x^3-e^{5/4} x^2+5 x-4 e^{x+3}","x \left(3 x^2+5\right)-x \left(\frac{4 \left(e^{x+3}+5\right)}{x}+e^{5/4} x\right)",1,"-4*E^(3 + x) + 5*x - E^(5/4)*x^2 + 3*x^3","A",2,1,22,0.04545,1,"{2194}"
4893,1,23,0,0.0128731,"\int \frac{2 x-x^2}{2 e^4 \left(4-8 x+4 x^2\right)} \, dx","Int[(2*x - x^2)/(2*E^4*(4 - 8*x + 4*x^2)),x]","\frac{1}{8 e^4 (1-x)}-\frac{x}{8 e^4}","e^2-\frac{x^2}{8 e^4 (x-1)}",1,"1/(8*E^4*(1 - x)) - x/(8*E^4)","A",5,3,28,0.1071,1,"{12, 27, 683}"
4894,1,11,0,0.002284,"\int \left(80 x+64 x^3\right) \, dx","Int[80*x + 64*x^3,x]","16 x^4+40 x^2","\left(-4 x^2-5\right)^2",1,"40*x^2 + 16*x^4","A",1,0,9,0,1,"{}"
4895,0,0,0,1.0843896,"\int \frac{450-141855 x+93650 x^2-15476 x^3+\left(-11250 x+7470 x^2-1240 x^3\right) \log \left(\frac{e^{2 x}}{x}\right)+\left(-225 x+150 x^2-25 x^3\right) \log ^2\left(\frac{e^{2 x}}{x}\right)}{562500 x-372000 x^2+61504 x^3+\left(45000 x-29880 x^2+4960 x^3\right) \log \left(\frac{e^{2 x}}{x}\right)+\left(900 x-600 x^2+100 x^3\right) \log ^2\left(\frac{e^{2 x}}{x}\right)} \, dx","Int[(450 - 141855*x + 93650*x^2 - 15476*x^3 + (-11250*x + 7470*x^2 - 1240*x^3)*Log[E^(2*x)/x] + (-225*x + 150*x^2 - 25*x^3)*Log[E^(2*x)/x]^2)/(562500*x - 372000*x^2 + 61504*x^3 + (45000*x - 29880*x^2 + 4960*x^3)*Log[E^(2*x)/x] + (900*x - 600*x^2 + 100*x^3)*Log[E^(2*x)/x]^2),x]","\int \frac{450-141855 x+93650 x^2-15476 x^3+\left(-11250 x+7470 x^2-1240 x^3\right) \log \left(\frac{e^{2 x}}{x}\right)+\left(-225 x+150 x^2-25 x^3\right) \log ^2\left(\frac{e^{2 x}}{x}\right)}{562500 x-372000 x^2+61504 x^3+\left(45000 x-29880 x^2+4960 x^3\right) \log \left(\frac{e^{2 x}}{x}\right)+\left(900 x-600 x^2+100 x^3\right) \log ^2\left(\frac{e^{2 x}}{x}\right)} \, dx","\frac{1}{4} \left(\frac{2}{\frac{x}{5 (3-x)}+\log \left(\frac{e^{2 x}}{x}\right)+25}-x\right)",1,"-1/4*x - (615*Defer[Int][(375 - 124*x - 5*(-3 + x)*Log[E^(2*x)/x])^(-2), x])/2 + (225*Defer[Int][1/(x*(375 - 124*x - 5*(-3 + x)*Log[E^(2*x)/x])^2), x])/2 + (325*Defer[Int][x/(375 - 124*x - 5*(-3 + x)*Log[E^(2*x)/x])^2, x])/2 - 25*Defer[Int][x^2/(375 - 124*x - 5*(-3 + x)*Log[E^(2*x)/x])^2, x]","F",0,0,0,0,-1,"{}"
4896,1,38,0,4.140649,"\int \frac{e^{-2 x} \left(576+36 x+e^{2 x} \left(288 x+19 x^2\right)+\left(576-1112 x-72 x^2\right) \log (x)+\left(64+4 x+e^{2 x} \left(32 x+2 x^2\right)+\left(64-124 x-8 x^2\right) \log (x)\right) \log (16+x)\right)}{16+x} \, dx","Int[(576 + 36*x + E^(2*x)*(288*x + 19*x^2) + (576 - 1112*x - 72*x^2)*Log[x] + (64 + 4*x + E^(2*x)*(32*x + 2*x^2) + (64 - 124*x - 8*x^2)*Log[x])*Log[16 + x])/(E^(2*x)*(16 + x)),x]","9 x^2+x^2 \log (x+16)+36 e^{-2 x} x \log (x)+4 e^{-2 x} x \log (x) \log (x+16)","x \left(x+4 e^{-2 x} \log (x)\right) (\log (x+16)+9)",1,"9*x^2 + (36*x*Log[x])/E^(2*x) + x^2*Log[16 + x] + (4*x*Log[x]*Log[16 + x])/E^(2*x)","A",45,14,82,0.1707,1,"{6742, 77, 2395, 43, 6688, 2194, 2199, 2176, 2178, 2554, 12, 2288, 2557, 14}"
4897,1,66,0,0.3319267,"\int \frac{e^{\frac{1}{5} (-4-x)} \left(-180 x^2+42 x^3-3 x^4\right)}{160-80 x+10 x^2} \, dx","Int[(E^((-4 - x)/5)*(-180*x^2 + 42*x^3 - 3*x^4))/(160 - 80*x + 10*x^2),x]","\frac{3}{2} e^{\frac{1}{5} (-x-4)} x^2+6 e^{\frac{1}{5} (-x-4)} x+24 e^{\frac{1}{5} (-x-4)}-\frac{96 e^{\frac{1}{5} (-x-4)}}{4-x}","\frac{3 e^{\frac{1}{5} (-x-4)} x^3}{2 (x-4)}",1,"24*E^((-4 - x)/5) - (96*E^((-4 - x)/5))/(4 - x) + 6*E^((-4 - x)/5)*x + (3*E^((-4 - x)/5)*x^2)/2","B",14,8,40,0.2000,1,"{27, 12, 1594, 2199, 2194, 2177, 2178, 2176}"
4898,1,35,0,0.03062,"\int \frac{1}{2} e^{-x} (50+(-5+5 x-5 \log (4)) \log (5)) \, dx","Int[(50 + (-5 + 5*x - 5*Log[4])*Log[5])/(2*E^x),x]","-\frac{5}{2} e^{-x} (x \log (5)+10-(1+\log (4)) \log (5))-\frac{5}{2} e^{-x} \log (5)","\frac{5}{2} e^{-x} (-\log (5) (x-\log (4))-10)",1,"(-5*Log[5])/(2*E^x) - (5*(10 + x*Log[5] - (1 + Log[4])*Log[5]))/(2*E^x)","A",4,4,23,0.1739,1,"{12, 2187, 2176, 2194}"
4899,1,18,0,0.0417522,"\int \frac{e^{2 x} (3-6 x)+3 x+3 x^2}{x^2} \, dx","Int[(E^(2*x)*(3 - 6*x) + 3*x + 3*x^2)/x^2,x]","3 x-\frac{3 e^{2 x}}{x}+3 \log (x)","5-\frac{3 \left(e^{2 x}-x (x+\log (x)+2)\right)}{x}",1,"(-3*E^(2*x))/x + 3*x + 3*Log[x]","A",5,3,24,0.1250,1,"{14, 43, 2197}"
4900,1,32,0,0.0269105,"\int \frac{1-x+e x+2 x^2-3 x^3-x \log \left(5 x+x \log ^2(5)\right)}{x} \, dx","Int[(1 - x + E*x + 2*x^2 - 3*x^3 - x*Log[5*x + x*Log[5]^2])/x,x]","-x^3+x^2-(1-e) x+x-x \log \left(x \left(5+\log ^2(5)\right)\right)+\log (x)","(1-x) \left(x^2+\log \left(x \left(5+\log ^2(5)\right)\right)-e\right)",1,"x - (1 - E)*x + x^2 - x^3 + Log[x] - x*Log[x*(5 + Log[5]^2)]","A",6,3,36,0.08333,1,"{6, 14, 2295}"
4901,1,45,0,0.097049,"\int \frac{e^{e^{16 x}} \left(6-12 x^2+e^{16 x} \left(96 x+704 x^2+192 x^3\right)\right)}{9+132 x+520 x^2+264 x^3+36 x^4} \, dx","Int[(E^E^(16*x)*(6 - 12*x^2 + E^(16*x)*(96*x + 704*x^2 + 192*x^3)))/(9 + 132*x + 520*x^2 + 264*x^3 + 36*x^4),x]","\frac{2 e^{e^{16 x}} \left(6 x^3+22 x^2+3 x\right)}{36 x^4+264 x^3+520 x^2+132 x+9}","\frac{e^{e^{16 x}}}{3 (x+2)+\frac{3}{2 x}+5}",1,"(2*E^E^(16*x)*(3*x + 22*x^2 + 6*x^3))/(9 + 132*x + 520*x^2 + 264*x^3 + 36*x^4)","A",1,1,57,0.01754,1,"{2288}"
4902,0,0,0,7.7985983,"\int \frac{\exp \left(\frac{2 \left(3 e^x-3 x\right)}{-32+2 e^x+30 x-8 x^2}\right) \left(48-12 x^2+e^x \left(-96+72 x-12 x^2\right)\right)}{256+e^{2 x}-480 x+353 x^2-120 x^3+16 x^4+e^x \left(-32+30 x-8 x^2\right)} \, dx","Int[(E^((2*(3*E^x - 3*x))/(-32 + 2*E^x + 30*x - 8*x^2))*(48 - 12*x^2 + E^x*(-96 + 72*x - 12*x^2)))/(256 + E^(2*x) - 480*x + 353*x^2 - 120*x^3 + 16*x^4 + E^x*(-32 + 30*x - 8*x^2)),x]","\int \frac{\exp \left(\frac{2 \left(3 e^x-3 x\right)}{-32+2 e^x+30 x-8 x^2}\right) \left(48-12 x^2+e^x \left(-96+72 x-12 x^2\right)\right)}{256+e^{2 x}-480 x+353 x^2-120 x^3+16 x^4+e^x \left(-32+30 x-8 x^2\right)} \, dx","e^{\frac{6}{2-\frac{8 (2-x)^2}{e^x-x}}}",1,"-1488*Defer[Int][E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))/(-16 + E^x + 15*x - 4*x^2)^2, x] - 96*Defer[Int][E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))/(-16 + E^x + 15*x - 4*x^2), x] + 2592*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x)/(16 - E^x - 15*x + 4*x^2)^2, x] - 1668*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x^2)/(16 - E^x - 15*x + 4*x^2)^2, x] + 468*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x^3)/(16 - E^x - 15*x + 4*x^2)^2, x] - 48*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x^4)/(16 - E^x - 15*x + 4*x^2)^2, x] - 72*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x)/(16 - E^x - 15*x + 4*x^2), x] + 12*Defer[Int][(E^((3*(E^x - x))/(-16 + E^x + 15*x - 4*x^2))*x^2)/(16 - E^x - 15*x + 4*x^2), x]","F",0,0,0,0,-1,"{}"
4903,0,0,0,1.7724754,"\int \frac{\left(64+32 x+12 x^2+x^3\right) \log (x) \log \left(\frac{1}{3} e^{\frac{-8-2 x+x^2}{16+4 x}} x\right)+\left(32+16 x+2 x^2\right) \log ^2\left(\frac{1}{3} e^{\frac{-8-2 x+x^2}{16+4 x}} x\right)}{16 x+8 x^2+x^3} \, dx","Int[((64 + 32*x + 12*x^2 + x^3)*Log[x]*Log[(E^((-8 - 2*x + x^2)/(16 + 4*x))*x)/3] + (32 + 16*x + 2*x^2)*Log[(E^((-8 - 2*x + x^2)/(16 + 4*x))*x)/3]^2)/(16*x + 8*x^2 + x^3),x]","\int \frac{\left(64+32 x+12 x^2+x^3\right) \log (x) \log \left(\frac{1}{3} e^{\frac{-8-2 x+x^2}{16+4 x}} x\right)+\left(32+16 x+2 x^2\right) \log ^2\left(\frac{1}{3} e^{\frac{-8-2 x+x^2}{16+4 x}} x\right)}{16 x+8 x^2+x^3} \, dx","2 \log (x) \log ^2\left(\frac{1}{3} e^{\frac{x-2}{4}-\frac{x}{x+4}} x\right)",1,"2*x + (3*x^2)/16 - 8/(4 + x) + 2*Log[x] - x*Log[x] - (x^2*Log[x])/8 - (32*Log[x])/(4 + x)^2 - (4*x*Log[x])/(4 + x) + 4*Log[1 + x/4]*Log[x] - 2*Log[x]^2 - x*Log[x/(3*E^((8 + 2*x - x^2)/(4*(4 + x))))] + x*Log[x]*Log[x/(3*E^((8 + 2*x - x^2)/(4*(4 + x))))] + (16*Log[x]*Log[x/(3*E^((8 + 2*x - x^2)/(4*(4 + x))))])/(4 + x) - 2*Log[4 + x] + 4*PolyLog[2, -1/4*x] - 4*Defer[Int][Log[(E^((-8 - 2*x + x^2)/(4*(4 + x)))*x)/3]/x, x] + 4*Defer[Int][Log[(E^((-8 - 2*x + x^2)/(4*(4 + x)))*x)/3]/(4 + x), x] + 4*Defer[Int][(Log[x]*Log[(E^((-8 - 2*x + x^2)/(4*(4 + x)))*x)/3])/x, x] + 2*Defer[Int][Log[(E^((-8 - 2*x + x^2)/(4*(4 + x)))*x)/3]^2/x, x]","F",0,0,0,0,-1,"{}"
4904,1,23,0,0.2268727,"\int \frac{4096-256 x-64 x^2}{4 x^3+x^4+\left(128 x^2+32 x^3\right) \log (x)+\left(1024 x+256 x^2\right) \log ^2(x)+\left(-128 x^2-32 x^3+\left(-2048 x-512 x^2\right) \log (x)\right) \log \left(\frac{5 x^2}{4+x}\right)+\left(1024 x+256 x^2\right) \log ^2\left(\frac{5 x^2}{4+x}\right)} \, dx","Int[(4096 - 256*x - 64*x^2)/(4*x^3 + x^4 + (128*x^2 + 32*x^3)*Log[x] + (1024*x + 256*x^2)*Log[x]^2 + (-128*x^2 - 32*x^3 + (-2048*x - 512*x^2)*Log[x])*Log[(5*x^2)/(4 + x)] + (1024*x + 256*x^2)*Log[(5*x^2)/(4 + x)]^2),x]","\frac{64}{-16 \log \left(\frac{5 x^2}{x+4}\right)+x+16 \log (x)}","\frac{4}{-\log \left(\frac{5 x^2}{x+4}\right)+\frac{x}{16}+\log (x)}",1,"64/(x + 16*Log[x] - 16*Log[(5*x^2)/(4 + x)])","A",3,3,108,0.02778,1,"{6688, 12, 6686}"
4905,-1,0,0,180.0021058,"\int \frac{\left(-12+30 x-24 x^2+(24-12 x) \log (2-x)\right) \log (x)+\left(72 x-96 x^2+14 x^3+24 x^4-8 x^5+\left(-96 x+64 x^2+24 x^3-16 x^4\right) \log (2-x)+\left(32 x-8 x^3\right) \log ^2(2-x)\right) \log (3 \log (x))+\left(72 x-114 x^2+47 x^3+4 x^4-4 x^5+\left(-96 x+88 x^2-4 x^3-8 x^4\right) \log (2-x)+\left(32 x-8 x^2-4 x^3\right) \log ^2(2-x)\right) \log (x) \log ^2(3 \log (x))}{(-72+36 x) \log (x)+\left(-72 x^2+84 x^3-24 x^4+\left(48 x^2-24 x^3\right) \log (2-x)\right) \log (x) \log ^2(3 \log (x))+\left(-18 x^4+33 x^5-20 x^6+4 x^7+\left(24 x^4-28 x^5+8 x^6\right) \log (2-x)+\left(-8 x^4+4 x^5\right) \log ^2(2-x)\right) \log (x) \log ^4(3 \log (x))} \, dx","Int[((-12 + 30*x - 24*x^2 + (24 - 12*x)*Log[2 - x])*Log[x] + (72*x - 96*x^2 + 14*x^3 + 24*x^4 - 8*x^5 + (-96*x + 64*x^2 + 24*x^3 - 16*x^4)*Log[2 - x] + (32*x - 8*x^3)*Log[2 - x]^2)*Log[3*Log[x]] + (72*x - 114*x^2 + 47*x^3 + 4*x^4 - 4*x^5 + (-96*x + 88*x^2 - 4*x^3 - 8*x^4)*Log[2 - x] + (32*x - 8*x^2 - 4*x^3)*Log[2 - x]^2)*Log[x]*Log[3*Log[x]]^2)/((-72 + 36*x)*Log[x] + (-72*x^2 + 84*x^3 - 24*x^4 + (48*x^2 - 24*x^3)*Log[2 - x])*Log[x]*Log[3*Log[x]]^2 + (-18*x^4 + 33*x^5 - 20*x^6 + 4*x^7 + (24*x^4 - 28*x^5 + 8*x^6)*Log[2 - x] + (-8*x^4 + 4*x^5)*Log[2 - x]^2)*Log[x]*Log[3*Log[x]]^4),x]","\text{\$Aborted}","\frac{x+2}{x^2 \log ^2(3 \log (x))-\frac{3}{x+\log (2-x)-\frac{3}{2}}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
4906,0,0,0,8.0655159,"\int \frac{-60 x+81 x^2+24 x^3+\frac{e^{-1+x} \left(-12+57 x+12 x^2\right)}{4+x}+\left(24-42 x-12 x^2+\frac{e^{-1+x} (-30-6 x)}{4+x}\right) \log \left(x+\frac{e^{-1+x}}{4+x}\right)}{-4 x^2+15 x^3+4 x^4+\frac{e^{-1+x} \left(-4 x+15 x^2+4 x^3\right)}{4+x}+\left(-16 x^2-4 x^3+\frac{e^{-1+x} \left(-16 x-4 x^2\right)}{4+x}\right) \log \left(x+\frac{e^{-1+x}}{4+x}\right)+\left(e^{-1+x}+4 x+x^2\right) \log ^2\left(x+\frac{e^{-1+x}}{4+x}\right)} \, dx","Int[(-60*x + 81*x^2 + 24*x^3 + (E^(-1 + x)*(-12 + 57*x + 12*x^2))/(4 + x) + (24 - 42*x - 12*x^2 + (E^(-1 + x)*(-30 - 6*x))/(4 + x))*Log[x + E^(-1 + x)/(4 + x)])/(-4*x^2 + 15*x^3 + 4*x^4 + (E^(-1 + x)*(-4*x + 15*x^2 + 4*x^3))/(4 + x) + (-16*x^2 - 4*x^3 + (E^(-1 + x)*(-16*x - 4*x^2))/(4 + x))*Log[x + E^(-1 + x)/(4 + x)] + (E^(-1 + x) + 4*x + x^2)*Log[x + E^(-1 + x)/(4 + x)]^2),x]","\int \frac{-60 x+81 x^2+24 x^3+\frac{e^{-1+x} \left(-12+57 x+12 x^2\right)}{4+x}+\left(24-42 x-12 x^2+\frac{e^{-1+x} (-30-6 x)}{4+x}\right) \log \left(x+\frac{e^{-1+x}}{4+x}\right)}{-4 x^2+15 x^3+4 x^4+\frac{e^{-1+x} \left(-4 x+15 x^2+4 x^3\right)}{4+x}+\left(-16 x^2-4 x^3+\frac{e^{-1+x} \left(-16 x-4 x^2\right)}{4+x}\right) \log \left(x+\frac{e^{-1+x}}{4+x}\right)+\left(e^{-1+x}+4 x+x^2\right) \log ^2\left(x+\frac{e^{-1+x}}{4+x}\right)} \, dx","3 \log \left(x-x^2 \left(\frac{\log \left(x+\frac{e^{x-1}}{x+4}\right)}{x}-2\right)^2\right)",1,"9*Defer[Int][(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)^(-1), x] + 12*Defer[Int][x/(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2), x] - 48*Defer[Int][1/((4 + x)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] - 48*E*Defer[Int][x/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] + 24*E*Defer[Int][x^2/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] + 12*E*Defer[Int][x^3/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] - 6*Defer[Int][Log[x + E^(-1 + x)/(4 + x)]/(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2), x] - 6*Defer[Int][Log[x + E^(-1 + x)/(4 + x)]/((4 + x)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] + 24*E*Defer[Int][Log[x + E^(-1 + x)/(4 + x)]/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] - 12*E*Defer[Int][(x*Log[x + E^(-1 + x)/(4 + x)])/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x] - 6*E*Defer[Int][(x^2*Log[x + E^(-1 + x)/(4 + x)])/((E^x + 4*E*x + E*x^2)*(-x + 4*x^2 - 4*x*Log[x + E^(-1 + x)/(4 + x)] + Log[x + E^(-1 + x)/(4 + x)]^2)), x]","F",0,0,0,0,-1,"{}"
4907,1,39,0,0.058106,"\int \frac{7 x+2 x^2+(-6-2 x) \log (2)+\left(-2 x \log (2)+2 \log ^2(2)\right) \log (x)}{x} \, dx","Int[(7*x + 2*x^2 + (-6 - 2*x)*Log[2] + (-2*x*Log[2] + 2*Log[2]^2)*Log[x])/x,x]","x^2+\log ^2(2) \log ^2(x)-2 x \log (2) \log (x)+x (7-\log (4))+2 x \log (2)-6 \log (2) \log (x)","x+(-x+\log (2) \log (x)-3)^2-1-3 \log (25)",1,"x^2 + 2*x*Log[2] + x*(7 - Log[4]) - 6*Log[2]*Log[x] - 2*x*Log[2]*Log[x] + Log[2]^2*Log[x]^2","B",7,4,36,0.1111,1,"{14, 2346, 2301, 2295}"
4908,-1,0,0,180.0012154,"\int \frac{\left(625+1500 x+1350 x^2+540 x^3+81 x^4\right) \log (2)+\left(625+1500 x+1350 x^2+540 x^3+81 x^4\right) \log ^2(2)+e^{2 x} \left(4 x^2+4 x^3+\left(4 x^3+x^4\right) \log (2)+x^4 \log ^2(2)\right)+e^x \left(-10 x^2+22 x^3+18 x^4+\left(-100 x-170 x^2-96 x^3-18 x^4\right) \log (2)+\left(-50 x^2-60 x^3-18 x^4\right) \log ^2(2)\right)+\left(\left(50 x^2+60 x^3+18 x^4\right) \log (2)+\left(50 x^2+60 x^3+18 x^4\right) \log ^2(2)+e^x \left(-4 x^3+2 x^4+\left(-4 x^3-2 x^4\right) \log (2)-2 x^4 \log ^2(2)\right)\right) \log (x)+\left(x^4 \log (2)+x^4 \log ^2(2)\right) \log ^2(x)}{\left(625+1500 x+1350 x^2+540 x^3+81 x^4\right) \log ^2(2)+e^{2 x} \left(4 x^2+4 x^3 \log (2)+x^4 \log ^2(2)\right)+e^x \left(\left(-100 x-120 x^2-36 x^3\right) \log (2)+\left(-50 x^2-60 x^3-18 x^4\right) \log ^2(2)\right)+\left(\left(50 x^2+60 x^3+18 x^4\right) \log ^2(2)+e^x \left(-4 x^3 \log (2)-2 x^4 \log ^2(2)\right)\right) \log (x)+x^4 \log ^2(2) \log ^2(x)} \, dx","Int[((625 + 1500*x + 1350*x^2 + 540*x^3 + 81*x^4)*Log[2] + (625 + 1500*x + 1350*x^2 + 540*x^3 + 81*x^4)*Log[2]^2 + E^(2*x)*(4*x^2 + 4*x^3 + (4*x^3 + x^4)*Log[2] + x^4*Log[2]^2) + E^x*(-10*x^2 + 22*x^3 + 18*x^4 + (-100*x - 170*x^2 - 96*x^3 - 18*x^4)*Log[2] + (-50*x^2 - 60*x^3 - 18*x^4)*Log[2]^2) + ((50*x^2 + 60*x^3 + 18*x^4)*Log[2] + (50*x^2 + 60*x^3 + 18*x^4)*Log[2]^2 + E^x*(-4*x^3 + 2*x^4 + (-4*x^3 - 2*x^4)*Log[2] - 2*x^4*Log[2]^2))*Log[x] + (x^4*Log[2] + x^4*Log[2]^2)*Log[x]^2)/((625 + 1500*x + 1350*x^2 + 540*x^3 + 81*x^4)*Log[2]^2 + E^(2*x)*(4*x^2 + 4*x^3*Log[2] + x^4*Log[2]^2) + E^x*((-100*x - 120*x^2 - 36*x^3)*Log[2] + (-50*x^2 - 60*x^3 - 18*x^4)*Log[2]^2) + ((50*x^2 + 60*x^3 + 18*x^4)*Log[2]^2 + E^x*(-4*x^3*Log[2] - 2*x^4*Log[2]^2))*Log[x] + x^4*Log[2]^2*Log[x]^2),x]","\text{\$Aborted}","x+\frac{x}{\log (2)-\frac{2 e^x}{x \left(\left(\frac{5}{x}+3\right)^2-e^x+\log (x)\right)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
4909,0,0,0,2.4324127,"\int \frac{-x^2+x^3+\left(2 e^x x+2 x^2\right) \log \left(e^x+x\right)}{x^3-4 x^4+4 x^5+e^x \left(x^2-4 x^3+4 x^4\right)+\left(2 x^2-4 x^3+e^x \left(2 x-4 x^2\right)\right) \log \left(e^x+x\right)+\left(e^x+x\right) \log ^2\left(e^x+x\right)} \, dx","Int[(-x^2 + x^3 + (2*E^x*x + 2*x^2)*Log[E^x + x])/(x^3 - 4*x^4 + 4*x^5 + E^x*(x^2 - 4*x^3 + 4*x^4) + (2*x^2 - 4*x^3 + E^x*(2*x - 4*x^2))*Log[E^x + x] + (E^x + x)*Log[E^x + x]^2),x]","\int \frac{-x^2+x^3+\left(2 e^x x+2 x^2\right) \log \left(e^x+x\right)}{x^3-4 x^4+4 x^5+e^x \left(x^2-4 x^3+4 x^4\right)+\left(2 x^2-4 x^3+e^x \left(2 x-4 x^2\right)\right) \log \left(e^x+x\right)+\left(e^x+x\right) \log ^2\left(e^x+x\right)} \, dx","\frac{x^2}{-2 x^2+x+\log \left(x+e^x\right)}+3",1,"-2*Defer[Int][x^2/(-x + 2*x^2 - Log[E^x + x])^2, x] + 4*Defer[Int][x^3/(-x + 2*x^2 - Log[E^x + x])^2, x] - Defer[Int][x^2/((E^x + x)*(-x + 2*x^2 - Log[E^x + x])^2), x] + Defer[Int][x^3/((E^x + x)*(-x + 2*x^2 - Log[E^x + x])^2), x] - 2*Defer[Int][x/(-x + 2*x^2 - Log[E^x + x]), x]","F",0,0,0,0,-1,"{}"
4910,1,51,0,1.4264522,"\int \frac{e^x \left(-4+111 x-48 x^2-125 x^3+3 x^4+111 x^5-59 x^6+9 x^7\right)+\left(e^x \left(x+3 x^2+57 x^3+113 x^4-84 x^5-57 x^6+50 x^7-9 x^8\right)+e^x \left(-1-3 x-57 x^2-113 x^3+84 x^4+57 x^5-50 x^6+9 x^7\right) \log \left(\frac{1+x+56 x^2+2 x^3-32 x^4+9 x^5}{9+36 x+18 x^2-36 x^3+9 x^4}\right)\right) \log \left(-x+\log \left(\frac{1+x+56 x^2+2 x^3-32 x^4+9 x^5}{9+36 x+18 x^2-36 x^3+9 x^4}\right)\right)}{\left(x+3 x^2+57 x^3+113 x^4-84 x^5-57 x^6+50 x^7-9 x^8+\left(-1-3 x-57 x^2-113 x^3+84 x^4+57 x^5-50 x^6+9 x^7\right) \log \left(\frac{1+x+56 x^2+2 x^3-32 x^4+9 x^5}{9+36 x+18 x^2-36 x^3+9 x^4}\right)\right) \log ^2\left(-x+\log \left(\frac{1+x+56 x^2+2 x^3-32 x^4+9 x^5}{9+36 x+18 x^2-36 x^3+9 x^4}\right)\right)} \, dx","Int[(E^x*(-4 + 111*x - 48*x^2 - 125*x^3 + 3*x^4 + 111*x^5 - 59*x^6 + 9*x^7) + (E^x*(x + 3*x^2 + 57*x^3 + 113*x^4 - 84*x^5 - 57*x^6 + 50*x^7 - 9*x^8) + E^x*(-1 - 3*x - 57*x^2 - 113*x^3 + 84*x^4 + 57*x^5 - 50*x^6 + 9*x^7)*Log[(1 + x + 56*x^2 + 2*x^3 - 32*x^4 + 9*x^5)/(9 + 36*x + 18*x^2 - 36*x^3 + 9*x^4)])*Log[-x + Log[(1 + x + 56*x^2 + 2*x^3 - 32*x^4 + 9*x^5)/(9 + 36*x + 18*x^2 - 36*x^3 + 9*x^4)]])/((x + 3*x^2 + 57*x^3 + 113*x^4 - 84*x^5 - 57*x^6 + 50*x^7 - 9*x^8 + (-1 - 3*x - 57*x^2 - 113*x^3 + 84*x^4 + 57*x^5 - 50*x^6 + 9*x^7)*Log[(1 + x + 56*x^2 + 2*x^3 - 32*x^4 + 9*x^5)/(9 + 36*x + 18*x^2 - 36*x^3 + 9*x^4)])*Log[-x + Log[(1 + x + 56*x^2 + 2*x^3 - 32*x^4 + 9*x^5)/(9 + 36*x + 18*x^2 - 36*x^3 + 9*x^4)]]^2),x]","\frac{e^x}{\log \left(\log \left(\frac{9 x^5-32 x^4+2 x^3+56 x^2+x+1}{9 \left(-x^2+2 x+1\right)^2}\right)-x\right)}","\frac{e^x}{\log \left(\log \left(\frac{1}{9} \left(\frac{3}{x^2-2 x-1}+2\right)^2+x\right)-x\right)}",1,"E^x/Log[-x + Log[(1 + x + 56*x^2 + 2*x^3 - 32*x^4 + 9*x^5)/(9*(1 + 2*x - x^2)^2)]]","A",2,2,398,0.005025,1,"{6688, 2288}"
4911,-1,0,0,180.0005726,"\int \frac{e^{4 x} (-256+64 x)+(16-5 x) \log (2)+(-256+64 x) \log ^2(2)+e^{2 x} \left(-16+37 x-8 x^2+(512-128 x) \log (2)\right)+\left(e^{4 x} (-128+32 x)+(4-x) \log (2)+(-128+32 x) \log ^2(2)+e^{2 x} \left(-4+9 x-2 x^2+(256-64 x) \log (2)\right)\right) \log \left(-\frac{4}{-4+x}\right)+\left(e^{4 x} (-16+4 x)+e^{2 x} (32-8 x) \log (2)+(-16+4 x) \log ^2(2)\right) \log ^2\left(-\frac{4}{-4+x}\right)}{e^{4 x} \left(-256-192 x+64 x^2\right)+\left(16 x-4 x^2\right) \log (2)+\left(-256-192 x+64 x^2\right) \log ^2(2)+e^{2 x} \left(-16 x+4 x^2+\left(512+384 x-128 x^2\right) \log (2)\right)+\left(e^{4 x} \left(-128-96 x+32 x^2\right)+\left(4 x-x^2\right) \log (2)+\left(-128-96 x+32 x^2\right) \log ^2(2)+e^{2 x} \left(-4 x+x^2+\left(256+192 x-64 x^2\right) \log (2)\right)\right) \log \left(-\frac{4}{-4+x}\right)+\left(e^{4 x} \left(-16-12 x+4 x^2\right)+e^{2 x} \left(32+24 x-8 x^2\right) \log (2)+\left(-16-12 x+4 x^2\right) \log ^2(2)\right) \log ^2\left(-\frac{4}{-4+x}\right)} \, dx","Int[(E^(4*x)*(-256 + 64*x) + (16 - 5*x)*Log[2] + (-256 + 64*x)*Log[2]^2 + E^(2*x)*(-16 + 37*x - 8*x^2 + (512 - 128*x)*Log[2]) + (E^(4*x)*(-128 + 32*x) + (4 - x)*Log[2] + (-128 + 32*x)*Log[2]^2 + E^(2*x)*(-4 + 9*x - 2*x^2 + (256 - 64*x)*Log[2]))*Log[-4/(-4 + x)] + (E^(4*x)*(-16 + 4*x) + E^(2*x)*(32 - 8*x)*Log[2] + (-16 + 4*x)*Log[2]^2)*Log[-4/(-4 + x)]^2)/(E^(4*x)*(-256 - 192*x + 64*x^2) + (16*x - 4*x^2)*Log[2] + (-256 - 192*x + 64*x^2)*Log[2]^2 + E^(2*x)*(-16*x + 4*x^2 + (512 + 384*x - 128*x^2)*Log[2]) + (E^(4*x)*(-128 - 96*x + 32*x^2) + (4*x - x^2)*Log[2] + (-128 - 96*x + 32*x^2)*Log[2]^2 + E^(2*x)*(-4*x + x^2 + (256 + 192*x - 64*x^2)*Log[2]))*Log[-4/(-4 + x)] + (E^(4*x)*(-16 - 12*x + 4*x^2) + E^(2*x)*(32 + 24*x - 8*x^2)*Log[2] + (-16 - 12*x + 4*x^2)*Log[2]^2)*Log[-4/(-4 + x)]^2),x]","\text{\$Aborted}","\log \left(x+\frac{x}{4 \left(e^{2 x}-\log (2)\right) \left(\log \left(\frac{x}{4-x}+1\right)+4\right)}+1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
4912,0,0,0,13.3975893,"\int \frac{e^3 (-5-x)+e^3 (-5-x) \log (x)+5 e^3 \log (x) \log (x \log (x))+e^3 \left(4-10 x-x^2\right) \log (x) \log ^2(x \log (x))}{x^2 \log (x)+\left(-8 x-2 x^3\right) \log (x) \log (x \log (x))+\left(16+8 x^2+x^4\right) \log (x) \log ^2(x \log (x))} \, dx","Int[(E^3*(-5 - x) + E^3*(-5 - x)*Log[x] + 5*E^3*Log[x]*Log[x*Log[x]] + E^3*(4 - 10*x - x^2)*Log[x]*Log[x*Log[x]]^2)/(x^2*Log[x] + (-8*x - 2*x^3)*Log[x]*Log[x*Log[x]] + (16 + 8*x^2 + x^4)*Log[x]*Log[x*Log[x]]^2),x]","\int \frac{e^3 (-5-x)+e^3 (-5-x) \log (x)+5 e^3 \log (x) \log (x \log (x))+e^3 \left(4-10 x-x^2\right) \log (x) \log ^2(x \log (x))}{x^2 \log (x)+\left(-8 x-2 x^3\right) \log (x) \log (x \log (x))+\left(16+8 x^2+x^4\right) \log (x) \log ^2(x \log (x))} \, dx","\frac{e^3 (x+5)}{x^2-\frac{x}{\log (x \log (x))}+4}",1,"(E^3*(5 + x))/(4 + x^2) + (1 - (15*I)/4)*E^3*Defer[Int][1/((2*I - x)*(-x + 4*Log[x*Log[x]] + x^2*Log[x*Log[x]])), x] - (1 + (15*I)/4)*E^3*Defer[Int][1/((2*I + x)*(-x + 4*Log[x*Log[x]] + x^2*Log[x*Log[x]])), x] + 80*E^3*Defer[Int][1/((4 + x^2)^2*(-x + 4*Log[x*Log[x]] + x^2*Log[x*Log[x]])), x] + 16*E^3*Defer[Int][x/((4 + x^2)^2*(-x + 4*Log[x*Log[x]] + x^2*Log[x*Log[x]])), x] - 6*E^3*Defer[Int][(x - (4 + x^2)*Log[x*Log[x]])^(-2), x] + (5/2 + 3*I)*E^3*Defer[Int][1/((2*I - x)*(x - (4 + x^2)*Log[x*Log[x]])^2), x] - E^3*Defer[Int][x/(x - (4 + x^2)*Log[x*Log[x]])^2, x] - (5/2 - 3*I)*E^3*Defer[Int][1/((2*I + x)*(x - (4 + x^2)*Log[x*Log[x]])^2), x] - 32*E^3*Defer[Int][1/((4 + x^2)^2*(x - (4 + x^2)*Log[x*Log[x]])^2), x] + 40*E^3*Defer[Int][x/((4 + x^2)^2*(x - (4 + x^2)*Log[x*Log[x]])^2), x] - 5*E^3*Defer[Int][1/(Log[x]*(x - (4 + x^2)*Log[x*Log[x]])^2), x] - E^3*Defer[Int][x/(Log[x]*(x - (4 + x^2)*Log[x*Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
4913,0,0,0,0.2124845,"\int \frac{8 x^2+\left(2 e^3-4 x^2\right) \log \left(e^3-2 x^2\right)+\left(4 e^3-8 x^2\right) \log ^2\left(e^3-2 x^2\right)}{\left(e^3-2 x^2\right) \log ^2\left(e^3-2 x^2\right)} \, dx","Int[(8*x^2 + (2*E^3 - 4*x^2)*Log[E^3 - 2*x^2] + (4*E^3 - 8*x^2)*Log[E^3 - 2*x^2]^2)/((E^3 - 2*x^2)*Log[E^3 - 2*x^2]^2),x]","\int \frac{8 x^2+\left(2 e^3-4 x^2\right) \log \left(e^3-2 x^2\right)+\left(4 e^3-8 x^2\right) \log ^2\left(e^3-2 x^2\right)}{\left(e^3-2 x^2\right) \log ^2\left(e^3-2 x^2\right)} \, dx","2 \left(\frac{x}{\log \left(e^3-2 x^2\right)}+2 x+4+\log (4)\right)-2",1,"4*x + 8*Defer[Int][x^2/((E^3 - 2*x^2)*Log[E^3 - 2*x^2]^2), x] + 2*Defer[Int][Log[E^3 - 2*x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
4914,1,244,0,0.9899488,"\int \frac{2450-189 x+x^2+e^{2 e^5 x+2 x^2} \left(49 e^5 x+98 x^2\right)+e^{e^5 x+x^2} \left(98-7 x+2450 x^2-14 x^3+e^5 \left(1225 x-7 x^2\right)\right)+\left(98-7 x+e^{e^5 x+x^2} \left(49 e^5 x+98 x^2\right)\right) \log \left(x^2\right)}{49 x} \, dx","Int[(2450 - 189*x + x^2 + E^(2*E^5*x + 2*x^2)*(49*E^5*x + 98*x^2) + E^(E^5*x + x^2)*(98 - 7*x + 2450*x^2 - 14*x^3 + E^5*(1225*x - 7*x^2)) + (98 - 7*x + E^(E^5*x + x^2)*(49*E^5*x + 98*x^2))*Log[x^2])/(49*x),x]","-\frac{1}{28} e^{5-\frac{e^{10}}{4}} \left(350-e^5\right) \sqrt{\pi } \text{erfi}\left(\frac{1}{2} \left(2 x+e^5\right)\right)-\frac{1}{14} e^{-\frac{e^{10}}{4}} \left(1-175 e^5\right) \sqrt{\pi } \text{erfi}\left(\frac{1}{2} \left(2 x+e^5\right)\right)-\frac{1}{28} e^{10-\frac{e^{10}}{4}} \sqrt{\pi } \text{erfi}\left(\frac{1}{2} \left(2 x+e^5\right)\right)+\frac{1}{14} e^{-\frac{e^{10}}{4}} \sqrt{\pi } \text{erfi}\left(\frac{1}{2} \left(2 x+e^5\right)\right)+\frac{1}{14} e^{x^2+e^5 x+5}+\frac{1}{2} e^{2 x^2+2 e^5 x}-\frac{1}{7} e^{x^2+e^5 x} x+\frac{1}{14} \left(350-e^5\right) e^{x^2+e^5 x}+\frac{1}{98} \left(7 \log \left(x^2\right)-x+175\right)^2+e^{x^2+e^5 x} \log \left(x^2\right)","\frac{1}{2} \left(\log \left(x^2\right)-\frac{x}{7}+e^{x \left(x+e^5\right)}+25\right)^2+2",1,"E^(5 + E^5*x + x^2)/14 + E^(2*E^5*x + 2*x^2)/2 + (E^(E^5*x + x^2)*(350 - E^5))/14 - (E^(E^5*x + x^2)*x)/7 + (Sqrt[Pi]*Erfi[(E^5 + 2*x)/2])/(14*E^(E^10/4)) - (E^(10 - E^10/4)*Sqrt[Pi]*Erfi[(E^5 + 2*x)/2])/28 - ((1 - 175*E^5)*Sqrt[Pi]*Erfi[(E^5 + 2*x)/2])/(14*E^(E^10/4)) - (E^(5 - E^10/4)*(350 - E^5)*Sqrt[Pi]*Erfi[(E^5 + 2*x)/2])/28 + E^(E^5*x + x^2)*Log[x^2] + (175 - x + 7*Log[x^2])^2/98","C",23,11,116,0.09483,1,"{12, 14, 2244, 2236, 6686, 6742, 2234, 2204, 2240, 2241, 2554}"
4915,1,24,0,0.4337661,"\int \frac{e^{-1/x} \left(-12 x^2+12 x \log (3)+\left(12 x+12 x^2-12 \log (3)\right) \log (x)\right)}{x^2 \log ^2(x)} \, dx","Int[(-12*x^2 + 12*x*Log[3] + (12*x + 12*x^2 - 12*Log[3])*Log[x])/(E^x^(-1)*x^2*Log[x]^2),x]","\frac{12 e^{-1/x} (x \log (x)-\log (3) \log (x))}{\log ^2(x)}","3 \left(\frac{4 e^{-1/x} (x-\log (3))}{\log (x)}-2\right)+e^3-81",1,"(12*(x*Log[x] - Log[3]*Log[x]))/(E^x^(-1)*Log[x]^2)","A",3,3,42,0.07143,1,"{6741, 12, 2288}"
4916,0,0,0,4.1159535,"\int \frac{1+3 x \log (4)+\exp \left(3+e^{3-x \log \left(\frac{1}{27} (1+3 x \log (4))\right)}-x \log \left(\frac{1}{27} (1+3 x \log (4))\right)\right) \left(-3 x \log (4)+(-1-3 x \log (4)) \log \left(\frac{1}{27} (1+3 x \log (4))\right)\right)}{1+3 x \log (4)} \, dx","Int[(1 + 3*x*Log[4] + E^(3 + E^(3 - x*Log[(1 + 3*x*Log[4])/27]) - x*Log[(1 + 3*x*Log[4])/27])*(-3*x*Log[4] + (-1 - 3*x*Log[4])*Log[(1 + 3*x*Log[4])/27]))/(1 + 3*x*Log[4]),x]","\int \frac{1+3 x \log (4)+\exp \left(3+e^{3-x \log \left(\frac{1}{27} (1+3 x \log (4))\right)}-x \log \left(\frac{1}{27} (1+3 x \log (4))\right)\right) \left(-3 x \log (4)+(-1-3 x \log (4)) \log \left(\frac{1}{27} (1+3 x \log (4))\right)\right)}{1+3 x \log (4)} \, dx","x+e^{e^{x \left(\frac{3}{x}-\log \left(\frac{1}{9} x \left(\frac{1}{3 x}+\log (4)\right)\right)\right)}}",1,"x - Log[64]*Defer[Int][27^x*E^(3 + (27^x*E^3)/(1 + 3*x*Log[4])^x)*x*(1 + x*Log[64])^(-1 - x), x] - Log[1/27 + (2*x*Log[2])/9]*Defer[Int][(27^x*E^(3 + (27^x*E^3)/(1 + 3*x*Log[4])^x))/(1 + x*Log[64])^x, x] + 6*Log[2]*Defer[Int][Defer[Int][(27^x*E^(3 + (27^x*E^3)/(1 + 3*x*Log[4])^x))/(1 + x*Log[64])^x, x]/(1 + x*Log[64]), x]","F",0,0,0,0,-1,"{}"
4917,1,32,0,0.075348,"\int \frac{25 x^2+10 x^3+x^4+\left(-80+e^2 (-5-2 x)-32 x\right) \log (3)}{25 x^2+10 x^3+x^4} \, dx","Int[(25*x^2 + 10*x^3 + x^4 + (-80 + E^2*(-5 - 2*x) - 32*x)*Log[3])/(25*x^2 + 10*x^3 + x^4),x]","x-\frac{\left(16+e^2\right) \log (3)}{5 (x+5)}+\frac{\left(16+e^2\right) \log (3)}{5 x}","x+\frac{\left(16+e^2\right) \log (3)}{(x+5) x}+e^4+1",1,"x + ((16 + E^2)*Log[3])/(5*x) - ((16 + E^2)*Log[3])/(5*(5 + x))","A",4,3,48,0.06250,1,"{1594, 27, 1620}"
4918,1,28,0,2.1284998,"\int \frac{75 x^2+155 x^3+103 x^4+15 x^5+e^x \left(-6 x^2-10 x^3-10 x^4\right)+\left(500 x^3-40 e^x x^3+200 x^4+20 x^5\right) \log \left(25 x-2 e^x x+10 x^2+x^3\right)}{-125+10 e^x-50 x-5 x^2} \, dx","Int[(75*x^2 + 155*x^3 + 103*x^4 + 15*x^5 + E^x*(-6*x^2 - 10*x^3 - 10*x^4) + (500*x^3 - 40*E^x*x^3 + 200*x^4 + 20*x^5)*Log[25*x - 2*E^x*x + 10*x^2 + x^3])/(-125 + 10*E^x - 50*x - 5*x^2),x]","x^4 \left(-\log \left(x (x+5)^2-2 e^x x\right)\right)-\frac{x^3}{5}","x^4 \left(-\frac{1}{5 x}-\log \left(x \left((x+5)^2-2 e^x\right)\right)\right)",1,"-1/5*x^3 - x^4*Log[-2*E^x*x + x*(5 + x)^2]","A",18,7,103,0.06796,1,"{6741, 12, 6688, 6742, 14, 2551, 43}"
4919,1,28,0,0.0113405,"\int \frac{-4 x^3+e^5 \left(-6+18 x^2-18 x^4\right)}{x^2} \, dx","Int[(-4*x^3 + E^5*(-6 + 18*x^2 - 18*x^4))/x^2,x]","-6 e^5 x^3-2 x^2+18 e^5 x+\frac{6 e^5}{x}","x^2+3 \left(e^5 \left(-\left(\left(2 x^2-5\right) x\right)+x+\frac{2}{x}\right)-x^2\right)",1,"(6*E^5)/x + 18*E^5*x - 2*x^2 - 6*E^5*x^3","A",2,1,26,0.03846,1,"{14}"
4920,1,26,0,0.5044602,"\int \frac{e^2+e^{e^{e+3 x+x^2}+x} \left(e^2 \left(1-2 x+x^2\right)+e^{2+e+3 x+x^2} \left(3-4 x-x^2+2 x^3\right)\right)}{1-2 x+x^2} \, dx","Int[(E^2 + E^(E^(E + 3*x + x^2) + x)*(E^2*(1 - 2*x + x^2) + E^(2 + E + 3*x + x^2)*(3 - 4*x - x^2 + 2*x^3)))/(1 - 2*x + x^2),x]","e^{x+e^{x (x+3)+e}+2}+\frac{e^2}{1-x}","e^2 \left(-\frac{x}{x-1}+e^{x+e^{x (x+3)+e}}-1\right)",1,"E^(2 + E^(E + x*(3 + x)) + x) + E^2/(1 - x)","A",5,4,70,0.05714,1,"{27, 6688, 12, 6706}"
4921,0,0,0,0.4899532,"\int \frac{48 x+116 x^2+58 x^3-14 x^4+\left(-48 x-84 x^2-47 x^3-7 x^4\right) \log (x)}{\left(-192-720 x-756 x^2-15 x^3+189 x^4-45 x^5+3 x^6\right) \log ^3(x)} \, dx","Int[(48*x + 116*x^2 + 58*x^3 - 14*x^4 + (-48*x - 84*x^2 - 47*x^3 - 7*x^4)*Log[x])/((-192 - 720*x - 756*x^2 - 15*x^3 + 189*x^4 - 45*x^5 + 3*x^6)*Log[x]^3),x]","\int \frac{48 x+116 x^2+58 x^3-14 x^4+\left(-48 x-84 x^2-47 x^3-7 x^4\right) \log (x)}{\left(-192-720 x-756 x^2-15 x^3+189 x^4-45 x^5+3 x^6\right) \log ^3(x)} \, dx","\frac{\frac{7 x}{3}+2}{\left(x-\frac{4}{x}-5\right)^2 \log ^2(x)}",1,"(-2*Defer[Int][(x*(6 + 7*x))/((-4 - 5*x + x^2)^2*Log[x]^3), x])/3 - Defer[Int][(x*(48 + 84*x + 47*x^2 + 7*x^3))/((-4 - 5*x + x^2)^3*Log[x]^2), x]/3","F",0,0,0,0,-1,"{}"
4922,0,0,0,1.3063424,"\int \frac{e^{x/5} (5-x)+\left(-5 x-125 x^2+e^{x/5} (5+125 x)\right) \log \left(\frac{-e^{x/5}+x}{x}\right)}{\left(25 e^{x/5} x-25 x^2\right) \log \left(\frac{-e^{x/5}+x}{x}\right)} \, dx","Int[(E^(x/5)*(5 - x) + (-5*x - 125*x^2 + E^(x/5)*(5 + 125*x))*Log[(-E^(x/5) + x)/x])/((25*E^(x/5)*x - 25*x^2)*Log[(-E^(x/5) + x)/x]),x]","\int \frac{e^{x/5} (5-x)+\left(-5 x-125 x^2+e^{x/5} (5+125 x)\right) \log \left(\frac{-e^{x/5}+x}{x}\right)}{\left(25 e^{x/5} x-25 x^2\right) \log \left(\frac{-e^{x/5}+x}{x}\right)} \, dx","5 x+\frac{1}{5} \left(\log (3 x)-\log \left(\log \left(\frac{x-e^{x/5}}{x}\right)\right)\right)",1,"5*x + Log[x]/5 - Defer[Int][Log[1 - E^(x/5)/x]^(-1), x]/25 + Defer[Int][1/((E^(x/5) - x)*Log[1 - E^(x/5)/x]), x]/5 + Defer[Int][1/(x*Log[1 - E^(x/5)/x]), x]/5 - Defer[Int][x/((E^(x/5) - x)*Log[1 - E^(x/5)/x]), x]/25","F",0,0,0,0,-1,"{}"
4923,1,19,0,0.0090062,"\int \frac{1-3 e^{23-3 x}}{\log (16)} \, dx","Int[(1 - 3*E^(23 - 3*x))/Log[16],x]","\frac{x}{\log (16)}+\frac{e^{23-3 x}}{\log (16)}","\frac{x+e^{-4 (x-6)+x-1}-e^4+1}{\log (16)}",1,"E^(23 - 3*x)/Log[16] + x/Log[16]","A",3,2,16,0.1250,1,"{12, 2194}"
4924,1,10,0,0.0018334,"\int -\frac{3 e^{18}}{4 x^4} \, dx","Int[(-3*E^18)/(4*x^4),x]","\frac{e^{18}}{4 x^3}","\frac{e^{18}}{4 x^3}",1,"E^18/(4*x^3)","A",2,2,10,0.2000,1,"{12, 30}"
4925,1,3,0,0.0007139,"\int -\frac{1}{x^2} \, dx","Int[-x^(-2),x]","\frac{1}{x}","\frac{x (147+\log (5))^4+5}{5 x}",1,"x^(-1)","A",1,1,5,0.2000,1,"{30}"
4926,0,0,0,5.2001589,"\int \frac{15 x^2-5 x^3-10 x^4+\left(20 x^2+80 x^3\right) \log (x)-160 x^2 \log ^2(x)+\left(70 x^2-15 x^3+20 x^4+\left(70 x-15 x^2+20 x^3\right) \log (5)+\left(-40 x^2-160 x^3+\left(-40 x-160 x^2\right) \log (5)\right) \log (x)+\left(320 x^2+320 x \log (5)\right) \log ^2(x)\right) \log (x+\log (5))}{\left(x-2 x^2+x^3+\left(1-2 x+x^2\right) \log (5)+\left(8 x-8 x^2+(8-8 x) \log (5)\right) \log (x)+(16 x+16 \log (5)) \log ^2(x)\right) \log ^2(x+\log (5))} \, dx","Int[(15*x^2 - 5*x^3 - 10*x^4 + (20*x^2 + 80*x^3)*Log[x] - 160*x^2*Log[x]^2 + (70*x^2 - 15*x^3 + 20*x^4 + (70*x - 15*x^2 + 20*x^3)*Log[5] + (-40*x^2 - 160*x^3 + (-40*x - 160*x^2)*Log[5])*Log[x] + (320*x^2 + 320*x*Log[5])*Log[x]^2)*Log[x + Log[5]])/((x - 2*x^2 + x^3 + (1 - 2*x + x^2)*Log[5] + (8*x - 8*x^2 + (8 - 8*x)*Log[5])*Log[x] + (16*x + 16*Log[5])*Log[x]^2)*Log[x + Log[5]]^2),x]","\int \frac{15 x^2-5 x^3-10 x^4+\left(20 x^2+80 x^3\right) \log (x)-160 x^2 \log ^2(x)+\left(70 x^2-15 x^3+20 x^4+\left(70 x-15 x^2+20 x^3\right) \log (5)+\left(-40 x^2-160 x^3+\left(-40 x-160 x^2\right) \log (5)\right) \log (x)+\left(320 x^2+320 x \log (5)\right) \log ^2(x)\right) \log (x+\log (5))}{\left(x-2 x^2+x^3+\left(1-2 x+x^2\right) \log (5)+\left(8 x-8 x^2+(8-8 x) \log (5)\right) \log (x)+(16 x+16 \log (5)) \log ^2(x)\right) \log ^2(x+\log (5))} \, dx","\frac{5 x \left(2 x-\frac{5 x}{-x+4 \log (x)+1}\right)}{\log (x+\log (5))}+1",1,"15*Log[5]*Defer[Int][1/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] - 10*Log[5]^2*Defer[Int][1/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] - 15*Defer[Int][x/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] + 10*Log[5]*Defer[Int][x/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] - 10*Defer[Int][x^2/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] - 15*Log[5]^2*Defer[Int][1/((x + Log[5])*(-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] + 10*Log[5]^3*Defer[Int][1/((x + Log[5])*(-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] - 40*Log[5]*Defer[Int][Log[x]/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] + 40*Defer[Int][(x*Log[x])/((-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] + 40*Log[5]^2*Defer[Int][Log[x]/((x + Log[5])*(-1 + x - 4*Log[x])*Log[x + Log[5]]^2), x] + 70*Defer[Int][x/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x] - 15*Defer[Int][x^2/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x] + 20*Defer[Int][x^3/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x] - 40*Defer[Int][(x*Log[x])/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x] - 160*Defer[Int][(x^2*Log[x])/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x] + 320*Defer[Int][(x*Log[x]^2)/((-1 + x - 4*Log[x])^2*Log[x + Log[5]]), x]","F",0,0,0,0,-1,"{}"
4927,1,48,0,0.0830041,"\int \frac{-1+2 e^x x^2 \log (5)+\left(-2 x^2+e^2 \left(8 x^2+4 x^3\right)\right) \log (5)-\log \left(\frac{4}{x}\right)}{2 x^2 \log (5)} \, dx","Int[(-1 + 2*E^x*x^2*Log[5] + (-2*x^2 + E^2*(8*x^2 + 4*x^3))*Log[5] - Log[4/x])/(2*x^2*Log[5]),x]","e^2 x^2-\left(1-4 e^2\right) x+\frac{e^x \log (25)}{2 \log (5)}+\frac{\log \left(\frac{4}{x}\right)}{2 x \log (5)}","e^2 (x+2)^2+e^x-x+\frac{\log \left(\frac{4}{x}\right)}{2 x \log (5)}",1,"-((1 - 4*E^2)*x) + E^2*x^2 + (E^x*Log[25])/(2*Log[5]) + Log[4/x]/(2*x*Log[5])","A",9,4,55,0.07273,1,"{12, 14, 2194, 2304}"
4928,1,771,0,1.691731,"\int \frac{-512-2304 x-2224 x^2+420 x^3+1044 x^4+52 x^5-180 x^6-12 x^7+12 x^8+\left(-1024-2048 x-288 x^2+1000 x^3+232 x^4-192 x^5-32 x^6+16 x^7\right) \log (x)+\left(-256-192 x+144 x^2+92 x^3-36 x^4-12 x^5+4 x^6\right) \log ^2(x)}{-64-48 x+36 x^2+23 x^3-9 x^4-3 x^5+x^6} \, dx","Int[(-512 - 2304*x - 2224*x^2 + 420*x^3 + 1044*x^4 + 52*x^5 - 180*x^6 - 12*x^7 + 12*x^8 + (-1024 - 2048*x - 288*x^2 + 1000*x^3 + 232*x^4 - 192*x^5 - 32*x^6 + 16*x^7)*Log[x] + (-256 - 192*x + 144*x^2 + 92*x^3 - 36*x^4 - 12*x^5 + 4*x^6)*Log[x]^2)/(-64 - 48*x + 36*x^2 + 23*x^3 - 9*x^4 - 3*x^5 + x^6),x]","\frac{654 x^4}{289}+\frac{4960 x^3}{289}+\frac{26 (41 x+260) x^2}{289 \left(-x^2+x+4\right)}+\frac{14 x^2}{289}+\frac{11898 (x+8) x}{289 \left(-x^2+x+4\right)}+\frac{1112 (x+8) x}{17 \left(-x^2+x+4\right)^2}+\frac{2224 (12-7 x)}{289 \left(-x^2+x+4\right)}-\frac{4992 (1-2 x)}{289 \left(-x^2+x+4\right)}-\frac{256 (1-2 x)}{17 \left(-x^2+x+4\right)^2}+\frac{1152 (x+8)}{17 \left(-x^2+x+4\right)^2}+8 x^2 \log (x)-\frac{6 (x+8) x^7}{17 \left(-x^2+x+4\right)^2}+\frac{6 (x+8) x^6}{17 \left(-x^2+x+4\right)^2}+\frac{24 (23 x+116) x^5}{289 \left(-x^2+x+4\right)}+\frac{90 (x+8) x^5}{17 \left(-x^2+x+4\right)^2}-\frac{18 (25 x+132) x^4}{289 \left(-x^2+x+4\right)}-\frac{26 (x+8) x^4}{17 \left(-x^2+x+4\right)^2}-\frac{180 (29 x+164) x^3}{289 \left(-x^2+x+4\right)}+\frac{210 (1-2 x) x^3}{17 \left(-x^2+x+4\right)^2}-\frac{522 (x+8) x^3}{17 \left(-x^2+x+4\right)^2}-\frac{27504 x}{289}+4 x \log ^2(x)+\frac{128 x \log (x)}{17 \left(1-\sqrt{17}\right) \left(-2 x-\sqrt{17}+1\right)}+\frac{144 x \log (x)}{17 \left(-2 x-\sqrt{17}+1\right)}+\frac{128 x \log (x)}{17 \left(1+\sqrt{17}\right) \left(-2 x+\sqrt{17}+1\right)}+\frac{144 x \log (x)}{17 \left(-2 x+\sqrt{17}+1\right)}+8 x \log (x)+\frac{64 \log \left(-2 x-\sqrt{17}+1\right)}{17 \left(1-\sqrt{17}\right)}+\frac{26 \left(4913-521 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+1\right)}{4913}-\frac{270 \left(4913-1801 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+1\right)}{4913}-\frac{36 \left(14739-2843 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+1\right)}{4913}+\frac{12 \left(142477-39429 \sqrt{17}\right) \log \left(-2 x-\sqrt{17}+1\right)}{4913}+\frac{72}{17} \log \left(-2 x-\sqrt{17}+1\right)+\frac{12 \left(142477+39429 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+1\right)}{4913}-\frac{36 \left(14739+2843 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+1\right)}{4913}-\frac{270 \left(4913+1801 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+1\right)}{4913}+\frac{26 \left(4913+521 \sqrt{17}\right) \log \left(-2 x+\sqrt{17}+1\right)}{4913}+\frac{64 \log \left(-2 x+\sqrt{17}+1\right)}{17 \left(1+\sqrt{17}\right)}+\frac{72}{17} \log \left(-2 x+\sqrt{17}+1\right)+\frac{201536 \tanh ^{-1}\left(\frac{1-2 x}{\sqrt{17}}\right)}{289 \sqrt{17}}","x \left(4 \left(\frac{x}{-x^2+x+4}+x+\log (x)+1\right)^2-4\right)",1,"(-27504*x)/289 + (14*x^2)/289 + (4960*x^3)/289 + (654*x^4)/289 - (256*(1 - 2*x))/(17*(4 + x - x^2)^2) + (210*(1 - 2*x)*x^3)/(17*(4 + x - x^2)^2) + (1152*(8 + x))/(17*(4 + x - x^2)^2) + (1112*x*(8 + x))/(17*(4 + x - x^2)^2) - (522*x^3*(8 + x))/(17*(4 + x - x^2)^2) - (26*x^4*(8 + x))/(17*(4 + x - x^2)^2) + (90*x^5*(8 + x))/(17*(4 + x - x^2)^2) + (6*x^6*(8 + x))/(17*(4 + x - x^2)^2) - (6*x^7*(8 + x))/(17*(4 + x - x^2)^2) + (2224*(12 - 7*x))/(289*(4 + x - x^2)) - (4992*(1 - 2*x))/(289*(4 + x - x^2)) + (11898*x*(8 + x))/(289*(4 + x - x^2)) + (24*x^5*(116 + 23*x))/(289*(4 + x - x^2)) - (18*x^4*(132 + 25*x))/(289*(4 + x - x^2)) - (180*x^3*(164 + 29*x))/(289*(4 + x - x^2)) + (26*x^2*(260 + 41*x))/(289*(4 + x - x^2)) + (201536*ArcTanh[(1 - 2*x)/Sqrt[17]])/(289*Sqrt[17]) + (72*Log[1 - Sqrt[17] - 2*x])/17 + (12*(142477 - 39429*Sqrt[17])*Log[1 - Sqrt[17] - 2*x])/4913 - (36*(14739 - 2843*Sqrt[17])*Log[1 - Sqrt[17] - 2*x])/4913 - (270*(4913 - 1801*Sqrt[17])*Log[1 - Sqrt[17] - 2*x])/4913 + (26*(4913 - 521*Sqrt[17])*Log[1 - Sqrt[17] - 2*x])/4913 + (64*Log[1 - Sqrt[17] - 2*x])/(17*(1 - Sqrt[17])) + (72*Log[1 + Sqrt[17] - 2*x])/17 + (64*Log[1 + Sqrt[17] - 2*x])/(17*(1 + Sqrt[17])) + (26*(4913 + 521*Sqrt[17])*Log[1 + Sqrt[17] - 2*x])/4913 - (270*(4913 + 1801*Sqrt[17])*Log[1 + Sqrt[17] - 2*x])/4913 - (36*(14739 + 2843*Sqrt[17])*Log[1 + Sqrt[17] - 2*x])/4913 + (12*(142477 + 39429*Sqrt[17])*Log[1 + Sqrt[17] - 2*x])/4913 + 8*x*Log[x] + (144*x*Log[x])/(17*(1 - Sqrt[17] - 2*x)) + (128*x*Log[x])/(17*(1 - Sqrt[17])*(1 - Sqrt[17] - 2*x)) + (144*x*Log[x])/(17*(1 + Sqrt[17] - 2*x)) + (128*x*Log[x])/(17*(1 + Sqrt[17])*(1 + Sqrt[17] - 2*x)) + 8*x^2*Log[x] + 4*x*Log[x]^2","B",85,24,144,0.1667,1,"{6688, 12, 6742, 614, 618, 206, 638, 738, 728, 722, 818, 773, 632, 31, 800, 2357, 2295, 2304, 2314, 2316, 2315, 2317, 2391, 2296}"
4929,1,25,0,0.124815,"\int \frac{1}{4} \left(-4+e^{\frac{1}{4} \left(17 x-7 e^x x+2 x^2\right)} \left(17+e^x (-7-7 x)+4 x\right)\right) \, dx","Int[(-4 + E^((17*x - 7*E^x*x + 2*x^2)/4)*(17 + E^x*(-7 - 7*x) + 4*x))/4,x]","e^{\frac{1}{4} \left(2 x^2-7 e^x x+17 x\right)}-x","e^{\frac{1}{4} x \left(-7 \left(e^x-1\right)+2 x+10\right)}-x",1,"E^((17*x - 7*E^x*x + 2*x^2)/4) - x","A",3,2,42,0.04762,1,"{12, 6706}"
4930,1,9,0,0.0016715,"\int (5-2 x) \, dx","Int[5 - 2*x,x]","5 x-x^2","(5-x) x+6 e^{16}+6",1,"5*x - x^2","A",1,0,5,0,1,"{}"
4931,1,17,0,0.0243848,"\int \frac{1}{5} \left(-10 x+e^{1-2 x+x^2} (-8+8 x)\right) \, dx","Int[(-10*x + E^(1 - 2*x + x^2)*(-8 + 8*x))/5,x]","\frac{4}{5} e^{(x-1)^2}-x^2","\frac{4}{5} \left(e^{\frac{\left(x-x^2\right)^2}{x^2}}+5\right)-x^2",1,"(4*E^(-1 + x)^2)/5 - x^2","A",4,3,24,0.1250,1,"{12, 2227, 2209}"
4932,1,19,0,0.0473421,"\int \frac{3-48 x+32 x^2}{3 x-19 x^2+16 x^3} \, dx","Int[(3 - 48*x + 32*x^2)/(3*x - 19*x^2 + 16*x^3),x]","2 \log (3-16 x)-\log (1-x)+\log (x)","\log \left(\frac{25 (3-16 x)^2 x}{x-1}\right)",1,"2*Log[3 - 16*x] - Log[1 - x] + Log[x]","A",3,2,27,0.07407,1,"{1594, 1628}"
4933,1,15,0,0.02039,"\int \frac{9+60 e-66 x-47 x^2-8 x^3}{9+6 x+x^2} \, dx","Int[(9 + 60*E - 66*x - 47*x^2 - 8*x^3)/(9 + 6*x + x^2),x]","-4 x^2+x-\frac{60 e}{x+3}","4 \left(\frac{5 e}{x+3}-x\right) x+x-9",1,"x - 4*x^2 - (60*E)/(3 + x)","A",3,2,29,0.06897,1,"{27, 1850}"
4934,1,34,0,0.0483992,"\int \frac{48+e^{4 x} (24-48 x)+e^{e^2} \left(-16+e^{4 x} (-8+16 x)\right)}{x^3} \, dx","Int[(48 + E^(4*x)*(24 - 48*x) + E^E^2*(-16 + E^(4*x)*(-8 + 16*x)))/x^3,x]","-\frac{4 \left(3-e^{e^2}\right) e^{4 x}}{x^2}-\frac{8 \left(3-e^{e^2}\right)}{x^2}","4-\frac{4 \left(e^{e^2}-3\right) \left(-e^{4 x}-2\right)}{x^2}",1,"(-8*(3 - E^E^2))/x^2 - (4*E^(4*x)*(3 - E^E^2))/x^2","A",3,2,36,0.05556,1,"{14, 2197}"
4935,1,35,0,0.643548,"\int \frac{-18+12 x^4-2 x^8+e^x \left(6 x^4-2 x^8\right)+e^x \left(24 x^4+6 x^5-2 x^9\right) \log (x)}{9 x-6 x^5+x^9} \, dx","Int[(-18 + 12*x^4 - 2*x^8 + E^x*(6*x^4 - 2*x^8) + E^x*(24*x^4 + 6*x^5 - 2*x^9)*Log[x])/(9*x - 6*x^5 + x^9),x]","\frac{2 e^x x^3 \left(3 x \log (x)-x^5 \log (x)\right)}{\left(3-x^4\right)^2}-2 \log (x)","\log \left(\frac{1}{9} x^{\frac{2 e^x x}{\frac{3}{x^3}-x}-2}\right)",1,"-2*Log[x] + (2*E^x*x^3*(3*x*Log[x] - x^5*Log[x]))/(3 - x^4)^2","A",5,4,64,0.06250,1,"{1594, 28, 6742, 2288}"
4936,0,0,0,118.0179612,"\int \frac{16 x+8 x^2-7 x^3-2 x^4+x^5+e^{-\frac{2 x}{-4-x+x^2}} \left(48-16 x-21 x^2-5 x^3+7 x^4-x^5\right)+\left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right) \log \left(-\frac{10}{-3+x}\right)}{e^{-\frac{4 x}{-4-x+x^2}} \left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right)+e^{-\frac{2 x}{-4-x+x^2}} \left(96+16 x-58 x^2+2 x^3+10 x^4-2 x^5\right) \log \left(-\frac{10}{-3+x}\right)+\left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right) \log ^2\left(-\frac{10}{-3+x}\right)} \, dx","Int[(16*x + 8*x^2 - 7*x^3 - 2*x^4 + x^5 + (48 - 16*x - 21*x^2 - 5*x^3 + 7*x^4 - x^5)/E^((2*x)/(-4 - x + x^2)) + (-48 - 8*x + 29*x^2 - x^3 - 5*x^4 + x^5)*Log[-10/(-3 + x)])/((-48 - 8*x + 29*x^2 - x^3 - 5*x^4 + x^5)/E^((4*x)/(-4 - x + x^2)) + ((96 + 16*x - 58*x^2 + 2*x^3 + 10*x^4 - 2*x^5)*Log[-10/(-3 + x)])/E^((2*x)/(-4 - x + x^2)) + (-48 - 8*x + 29*x^2 - x^3 - 5*x^4 + x^5)*Log[-10/(-3 + x)]^2),x]","\int \frac{16 x+8 x^2-7 x^3-2 x^4+x^5+e^{-\frac{2 x}{-4-x+x^2}} \left(48-16 x-21 x^2-5 x^3+7 x^4-x^5\right)+\left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right) \log \left(-\frac{10}{-3+x}\right)}{e^{-\frac{4 x}{-4-x+x^2}} \left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right)+e^{-\frac{2 x}{-4-x+x^2}} \left(96+16 x-58 x^2+2 x^3+10 x^4-2 x^5\right) \log \left(-\frac{10}{-3+x}\right)+\left(-48-8 x+29 x^2-x^3-5 x^4+x^5\right) \log ^2\left(-\frac{10}{-3+x}\right)} \, dx","\frac{x}{\log \left(\frac{10}{3-x}\right)-e^{\frac{2 x}{-x^2+x+4}}}",1,"Defer[Int][(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^(-2), x] + 3*Defer[Int][1/((-3 + x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x] - Defer[Int][(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^(-1), x] - (4*Defer[Int][1/((1 + Sqrt[17] - 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x])/Sqrt[17] + (2*(17 + Sqrt[17])*Defer[Int][1/((-1 - Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x])/17 - (4*Defer[Int][1/((-1 + Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x])/Sqrt[17] + (2*(17 - Sqrt[17])*Defer[Int][1/((-1 + Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x])/17 + 8*Defer[Int][1/((-4 - x + x^2)^2*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x] + 18*Defer[Int][x/((-4 - x + x^2)^2*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])), x] - (4*Defer[Int][Log[-10/(-3 + x)]/((1 + Sqrt[17] - 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x])/Sqrt[17] + (2*(17 + Sqrt[17])*Defer[Int][Log[-10/(-3 + x)]/((-1 - Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x])/17 - (4*Defer[Int][Log[-10/(-3 + x)]/((-1 + Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x])/Sqrt[17] + (2*(17 - Sqrt[17])*Defer[Int][Log[-10/(-3 + x)]/((-1 + Sqrt[17] + 2*x)*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x])/17 + 8*Defer[Int][Log[-10/(-3 + x)]/((-4 - x + x^2)^2*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x] + 18*Defer[Int][(x*Log[-10/(-3 + x)])/((-4 - x + x^2)^2*(E^((2*x)/(4 + x - x^2)) - Log[-10/(-3 + x)])^2), x]","F",0,0,0,0,-1,"{}"
4937,1,28,0,0.5226515,"\int \frac{-8-12 x-4 x^2-100 x^4-50 x^5+\left(-4-4 x-300 x^3-150 x^4\right) \log (x)+\left(-300 x^2-150 x^3\right) \log ^2(x)+\left(-100 x-50 x^2\right) \log ^3(x)}{25 x^4+75 x^3 \log (x)+75 x^2 \log ^2(x)+25 x \log ^3(x)} \, dx","Int[(-8 - 12*x - 4*x^2 - 100*x^4 - 50*x^5 + (-4 - 4*x - 300*x^3 - 150*x^4)*Log[x] + (-300*x^2 - 150*x^3)*Log[x]^2 + (-100*x - 50*x^2)*Log[x]^3)/(25*x^4 + 75*x^3*Log[x] + 75*x^2*Log[x]^2 + 25*x*Log[x]^3),x]","-(x+2)^2+\frac{4}{25 (x+\log (x))}+\frac{4}{25 (x+\log (x))^2}","-x^2-4 x+\frac{1}{25} \left(\frac{2}{x+\log (x)}+1\right)^2-4-\log (3)",1,"-(2 + x)^2 + 4/(25*(x + Log[x])^2) + 4/(25*(x + Log[x]))","A",6,4,100,0.04000,1,"{6688, 12, 6742, 6686}"
4938,1,41,0,0.1140348,"\int \frac{e^{\frac{1}{5} (-4+2 x-\log (5))} (-180+72 x)-18 e^{\frac{1}{5} (-4+2 x-\log (5))} x \log \left(x^4\right)}{5 x} \, dx","Int[(E^((-4 + 2*x - Log[5])/5)*(-180 + 72*x) - 18*E^((-4 + 2*x - Log[5])/5)*x*Log[x^4])/(5*x),x]","\frac{36 e^{\frac{2 x}{5}-\frac{4}{5}}}{\sqrt[5]{5}}-\frac{9 e^{\frac{2 x}{5}-\frac{4}{5}} \log \left(x^4\right)}{\sqrt[5]{5}}","9 e^{\frac{1}{5} (2 x-4-\log (5))} \left(4-\log \left(x^4\right)\right)",1,"(36*E^(-4/5 + (2*x)/5))/5^(1/5) - (9*E^(-4/5 + (2*x)/5)*Log[x^4])/5^(1/5)","A",8,5,51,0.09804,1,"{12, 14, 2194, 2178, 2554}"
4939,1,18,0,0.3735704,"\int \frac{-35+180 x^2+36 x^2 \log (3)+\left(-5+60 x^2+12 x^2 \log (3)\right) \log (x)+\left(5 x^2+x^2 \log (3)\right) \log ^2(x)}{36 x^2+12 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(-35 + 180*x^2 + 36*x^2*Log[3] + (-5 + 60*x^2 + 12*x^2*Log[3])*Log[x] + (5*x^2 + x^2*Log[3])*Log[x]^2)/(36*x^2 + 12*x^2*Log[x] + x^2*Log[x]^2),x]","x (5+\log (3))+\frac{5}{x (\log (x)+6)}","x \log (3)+5 \left(x+\frac{1}{x (\log (x)+6)}\right)-2",1,"x*(5 + Log[3]) + 5/(x*(6 + Log[x]))","A",9,6,72,0.08333,1,"{6, 6688, 6742, 2306, 2309, 2178}"
4940,1,25,0,0.1178568,"\int \frac{1}{6} \left(24 x+36 x^2+e^{3+2 x} \left(3 x^2+2 x^3\right)\right) \, dx","Int[(24*x + 36*x^2 + E^(3 + 2*x)*(3*x^2 + 2*x^3))/6,x]","\frac{1}{6} e^{2 x+3} x^3+2 x^3+2 x^2","2 x \left(\frac{1}{12} e^{2 x+3} x^2+x^2+x\right)",1,"2*x^2 + 2*x^3 + (E^(3 + 2*x)*x^3)/6","A",12,5,32,0.1562,1,"{12, 1593, 2196, 2176, 2194}"
4941,1,36,0,0.0913467,"\int \frac{e^{-16+x} \left(-13+39 x+11 x^2-x^3\right)-13 e^{-16+x} x \log (x)}{13 x} \, dx","Int[(E^(-16 + x)*(-13 + 39*x + 11*x^2 - x^3) - 13*E^(-16 + x)*x*Log[x])/(13*x),x]","-\frac{1}{13} e^{x-16} x^2+e^{x-16} x+2 e^{x-16}-e^{x-16} \log (x)","e^{x-16} \left(-\frac{x^2}{13}+x-\log (x)+2\right)",1,"2*E^(-16 + x) + E^(-16 + x)*x - (E^(-16 + x)*x^2)/13 - E^(-16 + x)*Log[x]","A",12,6,39,0.1538,1,"{12, 14, 2194, 2178, 2176, 2554}"
4942,0,0,0,2.9904179,"\int \frac{e^{4-x+x^2} \left(5 x^2-x^3+\left(-15 x^2+7 x^3-11 x^4+2 x^5\right) \log (x) \log (\log (x))\right)}{\left(225-90 x+9 x^2\right) \log (x) \log ^2(\log (x))} \, dx","Int[(E^(4 - x + x^2)*(5*x^2 - x^3 + (-15*x^2 + 7*x^3 - 11*x^4 + 2*x^5)*Log[x]*Log[Log[x]]))/((225 - 90*x + 9*x^2)*Log[x]*Log[Log[x]]^2),x]","\int \frac{e^{4-x+x^2} \left(5 x^2-x^3+\left(-15 x^2+7 x^3-11 x^4+2 x^5\right) \log (x) \log (\log (x))\right)}{\left(225-90 x+9 x^2\right) \log (x) \log ^2(\log (x))} \, dx","\frac{e^{x^2-x+4} x^3}{9 (x-5) \log (\log (x))}",1,"(-5*Defer[Int][E^(4 - x + x^2)/(Log[x]*Log[Log[x]]^2), x])/9 - (25*Defer[Int][E^(4 - x + x^2)/((-5 + x)*Log[x]*Log[Log[x]]^2), x])/9 - Defer[Int][(E^(4 - x + x^2)*x)/(Log[x]*Log[Log[x]]^2), x]/9 + (230*Defer[Int][E^(4 - x + x^2)/Log[Log[x]], x])/9 - (125*Defer[Int][E^(4 - x + x^2)/((-5 + x)^2*Log[Log[x]]), x])/9 + 125*Defer[Int][E^(4 - x + x^2)/((-5 + x)*Log[Log[x]]), x] + (47*Defer[Int][(E^(4 - x + x^2)*x)/Log[Log[x]], x])/9 + Defer[Int][(E^(4 - x + x^2)*x^2)/Log[Log[x]], x] + (2*Defer[Int][(E^(4 - x + x^2)*x^3)/Log[Log[x]], x])/9","F",0,0,0,0,-1,"{}"
4943,1,46,0,0.312339,"\int \frac{e^{-2 x} \left(-7 e^{5+2 x}+e^5 \left(2 x^2-6 x^3+2 x^4\right)+e^{5+2 x} \log \left(x^2\right)\right)}{x^2} \, dx","Int[(-7*E^(5 + 2*x) + E^5*(2*x^2 - 6*x^3 + 2*x^4) + E^(5 + 2*x)*Log[x^2])/(E^(2*x)*x^2),x]","-e^{5-2 x} x^2+\frac{e^5 \left(7-\log \left(x^2\right)\right)}{x}+2 e^{5-2 x} x-\frac{2 e^5}{x}","\frac{e^5 \left(-e^{-2 x} (x-2) x^2-\log \left(x^2\right)+2 x+5\right)}{x}",1,"(-2*E^5)/x + 2*E^(5 - 2*x)*x - E^(5 - 2*x)*x^2 + (E^5*(7 - Log[x^2]))/x","A",13,7,51,0.1373,1,"{6688, 12, 14, 2196, 2194, 2176, 2304}"
4944,0,0,0,3.2081688,"\int \frac{\left(6 x^2+2 x^3\right) \log (1-x)+\left(3+x-4 x^2\right) \log ^2(1-x)+\left(\left(6 x+2 x^2\right) \log (1-x)+\left(-x+x^2\right) \log ^2(1-x)\right) \log (x)}{-x^3+x^4+\left(-2 x^2+2 x^3\right) \log (x)+\left(-x+x^2\right) \log ^2(x)} \, dx","Int[((6*x^2 + 2*x^3)*Log[1 - x] + (3 + x - 4*x^2)*Log[1 - x]^2 + ((6*x + 2*x^2)*Log[1 - x] + (-x + x^2)*Log[1 - x]^2)*Log[x])/(-x^3 + x^4 + (-2*x^2 + 2*x^3)*Log[x] + (-x + x^2)*Log[x]^2),x]","\int \frac{\left(6 x^2+2 x^3\right) \log (1-x)+\left(3+x-4 x^2\right) \log ^2(1-x)+\left(\left(6 x+2 x^2\right) \log (1-x)+\left(-x+x^2\right) \log ^2(1-x)\right) \log (x)}{-x^3+x^4+\left(-2 x^2+2 x^3\right) \log (x)+\left(-x+x^2\right) \log ^2(x)} \, dx","\frac{(x+3) \log ^2(1-x)}{x+\log (x)}",1,"-4*Defer[Int][Log[1 - x]^2/(x + Log[x])^2, x] - 3*Defer[Int][Log[1 - x]^2/(x*(x + Log[x])^2), x] - Defer[Int][(x*Log[1 - x]^2)/(x + Log[x])^2, x] + 2*Defer[Int][Log[1 - x]/(x + Log[x]), x] + 8*Defer[Int][Log[1 - x]/((-1 + x)*(x + Log[x])), x] + Defer[Int][Log[1 - x]^2/(x + Log[x]), x]","F",0,0,0,0,-1,"{}"
4945,0,0,0,1.8737738,"\int \frac{-2-2 x-3 x^2+(-2-4 x) \log (x)-\log ^2(x)+\left(2+x^2+2 x \log (x)+\log ^2(x)\right) \log \left(\frac{1}{2} \left(2 x+x^3+2 x^2 \log (x)+x \log ^2(x)\right)\right)}{\left(2+x^2+2 x \log (x)+\log ^2(x)\right) \log ^2\left(\frac{1}{2} \left(2 x+x^3+2 x^2 \log (x)+x \log ^2(x)\right)\right)} \, dx","Int[(-2 - 2*x - 3*x^2 + (-2 - 4*x)*Log[x] - Log[x]^2 + (2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(2*x + x^3 + 2*x^2*Log[x] + x*Log[x]^2)/2])/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(2*x + x^3 + 2*x^2*Log[x] + x*Log[x]^2)/2]^2),x]","\int \frac{-2-2 x-3 x^2+(-2-4 x) \log (x)-\log ^2(x)+\left(2+x^2+2 x \log (x)+\log ^2(x)\right) \log \left(\frac{1}{2} \left(2 x+x^3+2 x^2 \log (x)+x \log ^2(x)\right)\right)}{\left(2+x^2+2 x \log (x)+\log ^2(x)\right) \log ^2\left(\frac{1}{2} \left(2 x+x^3+2 x^2 \log (x)+x \log ^2(x)\right)\right)} \, dx","\frac{x}{\log \left(x+\frac{1}{2} x (x+\log (x))^2\right)}+4",1,"-2*Defer[Int][1/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] - 2*Defer[Int][x/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] - 3*Defer[Int][x^2/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] - 2*Defer[Int][Log[x]/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] - 4*Defer[Int][(x*Log[x])/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] - Defer[Int][Log[x]^2/((2 + x^2 + 2*x*Log[x] + Log[x]^2)*Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^2), x] + Defer[Int][Log[(x*(2 + x^2 + 2*x*Log[x] + Log[x]^2))/2]^(-1), x]","F",0,0,0,0,-1,"{}"
4946,0,0,0,4.1164629,"\int \frac{216-900 x+630 x^2+72 x^3-92 x^4-x^5+3 x^6+\left(-18+204 x-52 x^2-20 x^3+2 x^4\right) \log (x)+\left(-11 x-x^2\right) \log ^2(x)+\left(-144+906 x-254 x^2-184 x^3+22 x^4+9 x^5+\left(6-108 x-8 x^2+6 x^3\right) \log (x)+x \log ^2(x)\right) \log (3+x)+\left(24-322 x-48 x^2+45 x^3+9 x^4+\left(14 x+4 x^2\right) \log (x)\right) \log ^2(3+x)+\left(40 x+22 x^2+3 x^3\right) \log ^3(3+x)}{-27 x+27 x^2-9 x^3+x^4+\left(27 x-18 x^2+3 x^3\right) \log (3+x)+\left(-9 x+3 x^2\right) \log ^2(3+x)+x \log ^3(3+x)} \, dx","Int[(216 - 900*x + 630*x^2 + 72*x^3 - 92*x^4 - x^5 + 3*x^6 + (-18 + 204*x - 52*x^2 - 20*x^3 + 2*x^4)*Log[x] + (-11*x - x^2)*Log[x]^2 + (-144 + 906*x - 254*x^2 - 184*x^3 + 22*x^4 + 9*x^5 + (6 - 108*x - 8*x^2 + 6*x^3)*Log[x] + x*Log[x]^2)*Log[3 + x] + (24 - 322*x - 48*x^2 + 45*x^3 + 9*x^4 + (14*x + 4*x^2)*Log[x])*Log[3 + x]^2 + (40*x + 22*x^2 + 3*x^3)*Log[3 + x]^3)/(-27*x + 27*x^2 - 9*x^3 + x^4 + (27*x - 18*x^2 + 3*x^3)*Log[3 + x] + (-9*x + 3*x^2)*Log[3 + x]^2 + x*Log[3 + x]^3),x]","\int \frac{216-900 x+630 x^2+72 x^3-92 x^4-x^5+3 x^6+\left(-18+204 x-52 x^2-20 x^3+2 x^4\right) \log (x)+\left(-11 x-x^2\right) \log ^2(x)+\left(-144+906 x-254 x^2-184 x^3+22 x^4+9 x^5+\left(6-108 x-8 x^2+6 x^3\right) \log (x)+x \log ^2(x)\right) \log (3+x)+\left(24-322 x-48 x^2+45 x^3+9 x^4+\left(14 x+4 x^2\right) \log (x)\right) \log ^2(3+x)+\left(40 x+22 x^2+3 x^3\right) \log ^3(3+x)}{-27 x+27 x^2-9 x^3+x^4+\left(27 x-18 x^2+3 x^3\right) \log (3+x)+\left(-9 x+3 x^2\right) \log ^2(3+x)+x \log ^3(3+x)} \, dx","(x+3) \left(x+\frac{x+\log (x)}{x+\log (x+3)-3}+4\right)^2",1,"40*x + 11*x^2 + x^3 - 8*Defer[Int][x^2/(-3 + x + Log[3 + x])^3, x] - 2*Defer[Int][x^3/(-3 + x + Log[3 + x])^3, x] - 16*Defer[Int][(x*Log[x])/(-3 + x + Log[3 + x])^3, x] - 4*Defer[Int][(x^2*Log[x])/(-3 + x + Log[3 + x])^3, x] - 8*Defer[Int][Log[x]^2/(-3 + x + Log[3 + x])^3, x] - 2*Defer[Int][(x*Log[x]^2)/(-3 + x + Log[3 + x])^3, x] + 6*Defer[Int][(-3 + x + Log[3 + x])^(-2), x] - 24*Defer[Int][x/(-3 + x + Log[3 + x])^2, x] - 13*Defer[Int][x^2/(-3 + x + Log[3 + x])^2, x] - 2*Defer[Int][x^3/(-3 + x + Log[3 + x])^2, x] - 24*Defer[Int][Log[x]/(-3 + x + Log[3 + x])^2, x] + 6*Defer[Int][Log[x]/(x*(-3 + x + Log[3 + x])^2), x] - 12*Defer[Int][(x*Log[x])/(-3 + x + Log[3 + x])^2, x] - 2*Defer[Int][(x^2*Log[x])/(-3 + x + Log[3 + x])^2, x] + Defer[Int][Log[x]^2/(-3 + x + Log[3 + x])^2, x] + 38*Defer[Int][(-3 + x + Log[3 + x])^(-1), x] + 24*Defer[Int][1/(x*(-3 + x + Log[3 + x])), x] + 30*Defer[Int][x/(-3 + x + Log[3 + x]), x] + 6*Defer[Int][x^2/(-3 + x + Log[3 + x]), x] + 14*Defer[Int][Log[x]/(-3 + x + Log[3 + x]), x] + 4*Defer[Int][(x*Log[x])/(-3 + x + Log[3 + x]), x]","F",0,0,0,0,-1,"{}"
4947,1,142,0,0.4120725,"\int \frac{1}{2} \left(-2 e^x+12 x^2+60 x^3+100 x^4+52 x^5+\left(9 x+60 x^2+142 x^3+116 x^4+25 x^5\right) \log (x)+\left(9 x+45 x^2+72 x^3+43 x^4+3 x^5\right) \log ^2(x)+\left(9 x^2+18 x^3+5 x^4\right) \log ^3(x)+2 x^3 \log ^4(x)\right) \, dx","Int[(-2*E^x + 12*x^2 + 60*x^3 + 100*x^4 + 52*x^5 + (9*x + 60*x^2 + 142*x^3 + 116*x^4 + 25*x^5)*Log[x] + (9*x + 45*x^2 + 72*x^3 + 43*x^4 + 3*x^5)*Log[x]^2 + (9*x^2 + 18*x^3 + 5*x^4)*Log[x]^3 + 2*x^3*Log[x]^4)/2,x]","4 x^6+\frac{1}{4} x^6 \log ^2(x)+2 x^6 \log (x)+8 x^5+\frac{1}{2} x^5 \log ^3(x)+4 x^5 \log ^2(x)+10 x^5 \log (x)+4 x^4+\frac{1}{4} x^4 \log ^4(x)+2 x^4 \log ^3(x)+\frac{15}{2} x^4 \log ^2(x)+14 x^4 \log (x)+\frac{3}{2} x^3 \log ^3(x)+6 x^3 \log ^2(x)+6 x^3 \log (x)+\frac{9}{4} x^2 \log ^2(x)-e^x","\frac{1}{4} x^2 ((x (-\log (x)-4)-3) (x+\log (x))-x)^2-e^x",1,"-E^x + 4*x^4 + 8*x^5 + 4*x^6 + 6*x^3*Log[x] + 14*x^4*Log[x] + 10*x^5*Log[x] + 2*x^6*Log[x] + (9*x^2*Log[x]^2)/4 + 6*x^3*Log[x]^2 + (15*x^4*Log[x]^2)/2 + 4*x^5*Log[x]^2 + (x^6*Log[x]^2)/4 + (3*x^3*Log[x]^3)/2 + 2*x^4*Log[x]^3 + (x^5*Log[x]^3)/2 + (x^4*Log[x]^4)/4","B",38,6,116,0.05172,1,"{12, 2194, 2356, 2304, 2305, 1594}"
4948,1,44,0,1.1129135,"\int \frac{e^{-x} \left(e^x (-8-4 x)+20 x+\left(-40 x+30 x^2-5 x^3+e^x \left(8+6 x-2 x^2\right)\right) \log \left(\frac{4-x}{x}\right)\right)}{-4+x} \, dx","Int[(E^x*(-8 - 4*x) + 20*x + (-40*x + 30*x^2 - 5*x^3 + E^x*(8 + 6*x - 2*x^2))*Log[(4 - x)/x])/(E^x*(-4 + x)),x]","5 e^{-x} x^2 \log \left(\frac{4}{x}-1\right)-(x+1)^2 \log \left(\frac{4}{x}-1\right)+\log (4-x)-\log (x)","x \left(5 e^{-x} x-x-2\right) \log \left(\frac{4-x}{x}\right)",1,"(5*x^2*Log[-1 + 4/x])/E^x - (1 + x)^2*Log[-1 + 4/x] + Log[4 - x] - Log[x]","A",24,13,63,0.2063,1,"{6742, 6688, 2199, 2194, 2178, 2196, 2176, 2554, 12, 43, 2463, 514, 72}"
4949,1,18,0,0.0053641,"\int \frac{4-27 x-8 x^2-16 x^4}{x} \, dx","Int[(4 - 27*x - 8*x^2 - 16*x^4)/x,x]","-4 x^4-4 x^2-27 x+4 \log (x)","x-4 \left(x^4+x^2+7 x-\log (x)-6\right)",1,"-27*x - 4*x^2 - 4*x^4 + 4*Log[x]","A",2,1,19,0.05263,1,"{14}"
4950,0,0,0,2.2416893,"\int \frac{e^{-x} \left(x-x^2+e^x \left(x-60 x^2\right)-22 e^x x^2 \log (x)-2 e^x x^2 \log ^2(x)+e^{e^x} \left(10 e^x+25 e^{2 x} x+\left(2 e^x+10 e^{2 x} x\right) \log (x)+e^{2 x} x \log ^2(x)\right)\right)}{x} \, dx","Int[(x - x^2 + E^x*(x - 60*x^2) - 22*E^x*x^2*Log[x] - 2*E^x*x^2*Log[x]^2 + E^E^x*(10*E^x + 25*E^(2*x)*x + (2*E^x + 10*E^(2*x)*x)*Log[x] + E^(2*x)*x*Log[x]^2))/(E^x*x),x]","\int \frac{e^{-x} \left(x-x^2+e^x \left(x-60 x^2\right)-22 e^x x^2 \log (x)-2 e^x x^2 \log ^2(x)+e^{e^x} \left(10 e^x+25 e^{2 x} x+\left(2 e^x+10 e^{2 x} x\right) \log (x)+e^{2 x} x \log ^2(x)\right)\right)}{x} \, dx","\left(e^{e^x}-x^2\right) (\log (x)+5)^2+e^{-x} x+x+2+\log (5)",1,"25*E^E^x + x + x/E^x - 25*x^2 + 10*E^E^x*Log[x] - 10*x^2*Log[x] - x^2*Log[x]^2 + 2*Log[x]*Defer[Int][E^E^x/x, x] + Defer[Int][E^(E^x + x)*Log[x]^2, x] - 2*Defer[Int][Defer[Int][E^E^x/x, x]/x, x]","F",0,0,0,0,-1,"{}"
4951,0,0,0,28.9654272,"\int \frac{\exp \left(\frac{16+16 e^x+3 x^2+16 \log ^2(3)-3 x^2 \log ^2(x)}{1+e^x+\log ^2(3)}\right) \left(6 x+e^x \left(6 x-3 x^2\right)+6 x \log ^2(3)+\left(-6 x-6 e^x x-6 x \log ^2(3)\right) \log (x)+\left(-6 x+e^x \left(-6 x+3 x^2\right)-6 x \log ^2(3)\right) \log ^2(x)\right)}{1+e^{2 x}+2 \log ^2(3)+\log ^4(3)+e^x \left(2+2 \log ^2(3)\right)} \, dx","Int[(E^((16 + 16*E^x + 3*x^2 + 16*Log[3]^2 - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*(6*x + E^x*(6*x - 3*x^2) + 6*x*Log[3]^2 + (-6*x - 6*E^x*x - 6*x*Log[3]^2)*Log[x] + (-6*x + E^x*(-6*x + 3*x^2) - 6*x*Log[3]^2)*Log[x]^2))/(1 + E^(2*x) + 2*Log[3]^2 + Log[3]^4 + E^x*(2 + 2*Log[3]^2)),x]","\int \frac{\exp \left(\frac{16+16 e^x+3 x^2+16 \log ^2(3)-3 x^2 \log ^2(x)}{1+e^x+\log ^2(3)}\right) \left(6 x+e^x \left(6 x-3 x^2\right)+6 x \log ^2(3)+\left(-6 x-6 e^x x-6 x \log ^2(3)\right) \log (x)+\left(-6 x+e^x \left(-6 x+3 x^2\right)-6 x \log ^2(3)\right) \log ^2(x)\right)}{1+e^{2 x}+2 \log ^2(3)+\log ^4(3)+e^x \left(2+2 \log ^2(3)\right)} \, dx","e^{16-\frac{x^2 \left(3 \log ^2(x)-3\right)}{e^x+1+\log ^2(3)}}",1,"3*(1 + Log[3]^2)*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x^2)/(1 + E^x + Log[3]^2)^2, x] + 6*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x)/(1 + E^x + Log[3]^2), x] - 3*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x^2)/(1 + E^x + Log[3]^2), x] - 6*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x*Log[x])/(1 + E^x + Log[3]^2), x] - 3*(1 + Log[3]^2)*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x^2*Log[x]^2)/(1 + E^x + Log[3]^2)^2, x] - 6*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x*Log[x]^2)/(1 + E^x + Log[3]^2), x] + 3*Defer[Int][(E^((16*E^x + 3*x^2 + 16*(1 + Log[3]^2) - 3*x^2*Log[x]^2)/(1 + E^x + Log[3]^2))*x^2*Log[x]^2)/(1 + E^x + Log[3]^2), x]","F",0,0,0,0,-1,"{}"
4952,1,19,0,0.5189084,"\int \frac{-60+169 x^2+\left(-5+26 x^2\right) \log ^2(4)+x^2 \log ^4(4)+\left(5-26 x^2-2 x^2 \log ^2(4)\right) \log (x)+x^2 \log ^2(x)}{169 x^2+26 x^2 \log ^2(4)+x^2 \log ^4(4)+\left(-26 x^2-2 x^2 \log ^2(4)\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(-60 + 169*x^2 + (-5 + 26*x^2)*Log[4]^2 + x^2*Log[4]^4 + (5 - 26*x^2 - 2*x^2*Log[4]^2)*Log[x] + x^2*Log[x]^2)/(169*x^2 + 26*x^2*Log[4]^2 + x^2*Log[4]^4 + (-26*x^2 - 2*x^2*Log[4]^2)*Log[x] + x^2*Log[x]^2),x]","x+\frac{5}{x \left(-\log (x)+13+\log ^2(4)\right)}","x+\frac{5}{x \left(-\log (x)+13+\log ^2(4)\right)}",1,"x + 5/(x*(13 + Log[4]^2 - Log[x]))","A",11,6,106,0.05660,1,"{6, 6688, 6742, 2306, 2309, 2178}"
4953,1,25,0,0.0372817,"\int \frac{2-e^{25}+e^x (-1+x)}{5 x^2} \, dx","Int[(2 - E^25 + E^x*(-1 + x))/(5*x^2),x]","\frac{e^x}{5 x}-\frac{2-e^{25}}{5 x}","\frac{-x+e^x+e^{25}-2}{5 x}",1,"E^x/(5*x) - (2 - E^25)/(5*x)","A",4,3,21,0.1429,1,"{12, 14, 2197}"
4954,0,0,0,6.8904428,"\int \frac{100+560 x+960 x^2+504 x^3-48 x^4-96 x^5-64 x^6+e^{3 x^2} \left(8 x^3-x^6\right)+\left(-130-464 x-384 x^2+12 x^3+48 x^4+48 x^5\right) \log ^2(5)+\left(56+96 x-6 x^3-12 x^4\right) \log ^4(5)+\left(-8+x^3\right) \log ^6(5)+e^{2 x^2} \left(60 x^2+96 x^3+8 x^4-6 x^5-12 x^6+\left(-24 x^2+3 x^5\right) \log ^2(5)\right)+e^{x^2} \left(140 x+480 x^2+404 x^3+20 x^4-48 x^5-48 x^6+\left(-116 x-192 x^2-8 x^3+12 x^4+24 x^5\right) \log ^2(5)+\left(24 x-3 x^4\right) \log ^4(5)\right)}{8 x^3+48 x^4+96 x^5+64 x^6+e^{3 x^2} x^6+\left(-12 x^3-48 x^4-48 x^5\right) \log ^2(5)+\left(6 x^3+12 x^4\right) \log ^4(5)-x^3 \log ^6(5)+e^{2 x^2} \left(6 x^5+12 x^6-3 x^5 \log ^2(5)\right)+e^{x^2} \left(12 x^4+48 x^5+48 x^6+\left(-12 x^4-24 x^5\right) \log ^2(5)+3 x^4 \log ^4(5)\right)} \, dx","Int[(100 + 560*x + 960*x^2 + 504*x^3 - 48*x^4 - 96*x^5 - 64*x^6 + E^(3*x^2)*(8*x^3 - x^6) + (-130 - 464*x - 384*x^2 + 12*x^3 + 48*x^4 + 48*x^5)*Log[5]^2 + (56 + 96*x - 6*x^3 - 12*x^4)*Log[5]^4 + (-8 + x^3)*Log[5]^6 + E^(2*x^2)*(60*x^2 + 96*x^3 + 8*x^4 - 6*x^5 - 12*x^6 + (-24*x^2 + 3*x^5)*Log[5]^2) + E^x^2*(140*x + 480*x^2 + 404*x^3 + 20*x^4 - 48*x^5 - 48*x^6 + (-116*x - 192*x^2 - 8*x^3 + 12*x^4 + 24*x^5)*Log[5]^2 + (24*x - 3*x^4)*Log[5]^4))/(8*x^3 + 48*x^4 + 96*x^5 + 64*x^6 + E^(3*x^2)*x^6 + (-12*x^3 - 48*x^4 - 48*x^5)*Log[5]^2 + (6*x^3 + 12*x^4)*Log[5]^4 - x^3*Log[5]^6 + E^(2*x^2)*(6*x^5 + 12*x^6 - 3*x^5*Log[5]^2) + E^x^2*(12*x^4 + 48*x^5 + 48*x^6 + (-12*x^4 - 24*x^5)*Log[5]^2 + 3*x^4*Log[5]^4)),x]","\int \frac{100+560 x+960 x^2+504 x^3-48 x^4-96 x^5-64 x^6+e^{3 x^2} \left(8 x^3-x^6\right)+\left(-130-464 x-384 x^2+12 x^3+48 x^4+48 x^5\right) \log ^2(5)+\left(56+96 x-6 x^3-12 x^4\right) \log ^4(5)+\left(-8+x^3\right) \log ^6(5)+e^{2 x^2} \left(60 x^2+96 x^3+8 x^4-6 x^5-12 x^6+\left(-24 x^2+3 x^5\right) \log ^2(5)\right)+e^{x^2} \left(140 x+480 x^2+404 x^3+20 x^4-48 x^5-48 x^6+\left(-116 x-192 x^2-8 x^3+12 x^4+24 x^5\right) \log ^2(5)+\left(24 x-3 x^4\right) \log ^4(5)\right)}{8 x^3+48 x^4+96 x^5+64 x^6+e^{3 x^2} x^6+\left(-12 x^3-48 x^4-48 x^5\right) \log ^2(5)+\left(6 x^3+12 x^4\right) \log ^4(5)-x^3 \log ^6(5)+e^{2 x^2} \left(6 x^5+12 x^6-3 x^5 \log ^2(5)\right)+e^{x^2} \left(12 x^4+48 x^5+48 x^6+\left(-12 x^4-24 x^5\right) \log ^2(5)+3 x^4 \log ^4(5)\right)} \, dx","-\frac{\left(\frac{1}{e^{x^2} x+4 x+2-\log ^2(5)}+2\right)^2}{x^2}-x+5",1,"-4/x^2 - x + 16*Defer[Int][(-4*x - E^x^2*x - 2*(1 - Log[5]^2/2))^(-3), x] - 2*(2 - Log[5]^2)*Defer[Int][1/(x^3*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))^3), x] - 4*(2 - Log[5]^2)*Defer[Int][1/(x*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))^3), x] - 32*Defer[Int][(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))^(-2), x] - 4*(1 - Log[5]^2)*Defer[Int][1/(x^3*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))^2), x] - 4*(3 - 2*Log[5]^2)*Defer[Int][1/(x*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))^2), x] + 12*Defer[Int][1/(x^3*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))), x] + 8*Defer[Int][1/(x*(4*x + E^x^2*x + 2*(1 - Log[5]^2/2))), x]","F",0,0,0,0,-1,"{}"
4955,1,1291,0,10.6754865,"\int \frac{e^x \left(-7+x+9 x^2+x^3-x^4\right)+e^x \left(7-9 x-2 x^2+x^3\right) \log (x)}{49 x^2-14 x^3-13 x^4+2 x^5+x^6} \, dx","Int[(E^x*(-7 + x + 9*x^2 + x^3 - x^4) + E^x*(7 - 9*x - 2*x^2 + x^3)*Log[x])/(49*x^2 - 14*x^3 - 13*x^4 + 2*x^5 + x^6),x]","\frac{1}{98} \left(3+\sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \log (x) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)+\frac{1}{406} \left(1-\sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \log (x) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)+\frac{2 \left(29-9 \sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \log (x) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{1421}+\frac{e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \log (x) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{7 \sqrt{29}}-\frac{15}{203} e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \log (x) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)-\frac{\left(29+181 \sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{2842}-\frac{\left(29+15 \sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{2842}+\frac{9 \left(29+13 \sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{2842}+\frac{\left(87+4 \sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{1421}-\frac{1}{98} \left(13+\sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)-\frac{1}{29} \left(1-\sqrt{29}\right) e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)+\frac{e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)}{49 \sqrt{29}}+\frac{1}{29} e^{\frac{1}{2} \left(-1+\sqrt{29}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{29}+1\right)\right)-\frac{1}{29} \left(1+\sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)-\frac{1}{98} \left(13-\sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)+\frac{\left(87-4 \sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)}{1421}+\frac{9 \left(29-13 \sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)}{2842}-\frac{\left(29-15 \sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)}{2842}-\frac{\left(29-181 \sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)}{2842}-\frac{e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)}{49 \sqrt{29}}+\frac{1}{29} e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right)+\frac{2 \left(29+9 \sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right) \log (x)}{1421}+\frac{1}{406} \left(1+\sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right) \log (x)+\frac{1}{98} \left(3-\sqrt{29}\right) e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right) \log (x)-\frac{e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right) \log (x)}{7 \sqrt{29}}-\frac{15}{203} e^{-\frac{1}{2}-\frac{\sqrt{29}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{29}+1\right)\right) \log (x)-\frac{e^x \log (x)}{7 x}-\frac{\left(1-\sqrt{29}\right) e^x \log (x)}{203 \left(2 x-\sqrt{29}+1\right)}+\frac{30 e^x \log (x)}{203 \left(2 x-\sqrt{29}+1\right)}-\frac{\left(1+\sqrt{29}\right) e^x \log (x)}{203 \left(2 x+\sqrt{29}+1\right)}+\frac{30 e^x \log (x)}{203 \left(2 x+\sqrt{29}+1\right)}+\frac{2 \left(1-\sqrt{29}\right) e^x}{29 \left(2 x-\sqrt{29}+1\right)}-\frac{2 e^x}{29 \left(2 x-\sqrt{29}+1\right)}+\frac{2 \left(1+\sqrt{29}\right) e^x}{29 \left(2 x+\sqrt{29}+1\right)}-\frac{2 e^x}{29 \left(2 x+\sqrt{29}+1\right)}","\frac{e^x (x-\log (x))}{x \left(-(x+1)^2+x+8\right)}",1,"(-2*E^x)/(29*(1 - Sqrt[29] + 2*x)) + (2*(1 - Sqrt[29])*E^x)/(29*(1 - Sqrt[29] + 2*x)) - (2*E^x)/(29*(1 + Sqrt[29] + 2*x)) + (2*(1 + Sqrt[29])*E^x)/(29*(1 + Sqrt[29] + 2*x)) + (E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/29 + (E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/(49*Sqrt[29]) - ((1 - Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/29 - ((13 + Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/98 + ((87 + 4*Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/1421 + (9*(29 + 13*Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/2842 - ((29 + 15*Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/2842 - ((29 + 181*Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2])/2842 + (E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/29 - (E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/(49*Sqrt[29]) - ((29 - 181*Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/2842 - ((29 - 15*Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/2842 + (9*(29 - 13*Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/2842 + ((87 - 4*Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/1421 - ((13 - Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/98 - ((1 + Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2])/29 - (E^x*Log[x])/(7*x) + (30*E^x*Log[x])/(203*(1 - Sqrt[29] + 2*x)) - ((1 - Sqrt[29])*E^x*Log[x])/(203*(1 - Sqrt[29] + 2*x)) + (30*E^x*Log[x])/(203*(1 + Sqrt[29] + 2*x)) - ((1 + Sqrt[29])*E^x*Log[x])/(203*(1 + Sqrt[29] + 2*x)) - (15*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2]*Log[x])/203 + (E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2]*Log[x])/(7*Sqrt[29]) + (2*(29 - 9*Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2]*Log[x])/1421 + ((1 - Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2]*Log[x])/406 + ((3 + Sqrt[29])*E^((-1 + Sqrt[29])/2)*ExpIntegralEi[(1 - Sqrt[29] + 2*x)/2]*Log[x])/98 - (15*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2]*Log[x])/203 - (E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2]*Log[x])/(7*Sqrt[29]) + ((3 - Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2]*Log[x])/98 + ((1 + Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2]*Log[x])/406 + (2*(29 + 9*Sqrt[29])*E^(-1/2 - Sqrt[29]/2)*ExpIntegralEi[(1 + Sqrt[29] + 2*x)/2]*Log[x])/1421","C",189,14,67,0.2090,1,"{6741, 6742, 2199, 2194, 2177, 2178, 2176, 2554, 14, 6483, 6475, 2268, 6728, 12}"
4956,0,0,0,1.9719315,"\int \frac{x^2+e^{\frac{2}{x^2}} \left(4+x^2\right)+\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log \left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right)+\log ^2\left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right) \left(x^2+e^{\frac{2}{x^2}} x^2+e^x \left(x^2+x^3+e^{\frac{2}{x^2}} \left(x^2+x^3\right)\right)+\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log (x)\right)}{\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log ^2\left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right)} \, dx","Int[(x^2 + E^(2/x^2)*(4 + x^2) + (x^2 + E^(2/x^2)*x^2)*Log[(1 + E^(2/x^2))/(5*x)] + Log[(1 + E^(2/x^2))/(5*x)]^2*(x^2 + E^(2/x^2)*x^2 + E^x*(x^2 + x^3 + E^(2/x^2)*(x^2 + x^3)) + (x^2 + E^(2/x^2)*x^2)*Log[x]))/((x^2 + E^(2/x^2)*x^2)*Log[(1 + E^(2/x^2))/(5*x)]^2),x]","\int \frac{x^2+e^{\frac{2}{x^2}} \left(4+x^2\right)+\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log \left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right)+\log ^2\left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right) \left(x^2+e^{\frac{2}{x^2}} x^2+e^x \left(x^2+x^3+e^{\frac{2}{x^2}} \left(x^2+x^3\right)\right)+\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log (x)\right)}{\left(x^2+e^{\frac{2}{x^2}} x^2\right) \log ^2\left(\frac{1+e^{\frac{2}{x^2}}}{5 x}\right)} \, dx","x \left(\frac{1}{\log \left(\frac{e^{\frac{2}{x^2}}+1}{5 x}\right)}+e^x+\log (x)\right)",1,"E^x*x + x*Log[x] + Defer[Int][Log[(1 + E^(2/x^2))/(5*x)]^(-2), x] + Defer[Int][Log[(1 + E^(2/x^2))/(5*x)]^(-1), x] - 4*Defer[Subst][Defer[Int][Log[((1 + E^(2*x^2))*x)/5]^(-2), x], x, x^(-1)] + 4*Defer[Subst][Defer[Int][1/((1 + E^(2*x^2))*Log[((1 + E^(2*x^2))*x)/5]^2), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
4957,1,65,0,0.3905042,"\int \frac{1-6 x+3 x^2+e^x \left(-2-2 x+2 x^2\right)+e^{4 x} \left(-2-8 x+8 x^2+e^x (-12+10 x)\right)}{1-2 x+x^2} \, dx","Int[(1 - 6*x + 3*x^2 + E^x*(-2 - 2*x + 2*x^2) + E^(4*x)*(-2 - 8*x + 8*x^2 + E^x*(-12 + 10*x)))/(1 - 2*x + x^2),x]","3 x+2 e^x+2 e^{4 x}-\frac{2 e^x}{1-x}-\frac{2 e^{4 x}}{1-x}-\frac{2 e^{5 x}}{1-x}-\frac{2}{1-x}","x+\frac{2 \left(x+e^x\right) \left(x+e^{4 x}\right)}{x-1}",1,"2*E^x + 2*E^(4*x) - 2/(1 - x) - (2*E^x)/(1 - x) - (2*E^(4*x))/(1 - x) - (2*E^(5*x))/(1 - x) + 3*x","B",18,8,60,0.1333,1,"{27, 6742, 2197, 2199, 2194, 2177, 2178, 683}"
4958,0,0,0,1.3298077,"\int \frac{1}{5} \exp \left(-x-\frac{2}{5} e^{-x} \left(5 e^{2 x}-4 x+5 e^x x\right)\right) \left(32 x^2-40 e^{2 x} x^2-32 x^3+e^x \left(40 x-40 x^2\right)\right) \, dx","Int[(E^(-x - (2*(5*E^(2*x) - 4*x + 5*E^x*x))/(5*E^x))*(32*x^2 - 40*E^(2*x)*x^2 - 32*x^3 + E^x*(40*x - 40*x^2)))/5,x]","\int \frac{1}{5} \exp \left(-x-\frac{2}{5} e^{-x} \left(5 e^{2 x}-4 x+5 e^x x\right)\right) \left(32 x^2-40 e^{2 x} x^2-32 x^3+e^x \left(40 x-40 x^2\right)\right) \, dx","4 e^{\frac{8 e^{-x} x}{5}-2 x-2 e^x} x^2",1,"8*Defer[Int][E^(-2*E^x - 2*x + (8*x)/(5*E^x))*x, x] + (32*Defer[Int][E^(-2*E^x - 3*x + (8*x)/(5*E^x))*x^2, x])/5 - 8*Defer[Int][E^(-2*E^x - 2*x + (8*x)/(5*E^x))*x^2, x] - 8*Defer[Int][E^(-2*E^x - x + (8*x)/(5*E^x))*x^2, x] - (32*Defer[Int][E^(-2*E^x - 3*x + (8*x)/(5*E^x))*x^3, x])/5","F",0,0,0,0,-1,"{}"
4959,0,0,0,4.2312576,"\int \frac{4-2 x+e^x (-4+2 x)+\left(12-18 x+12 x^2+e^x \left(-12+14 x-10 x^2\right)\right) \log (x)+\left(-8+e^x (8-8 x)+8 x\right) \log (x) \log \left(\left(x-e^x x\right) \log (x)\right)}{\left(8 x^3-12 x^4+6 x^5-x^6+e^x \left(-8 x^3+12 x^4-6 x^5+x^6\right)\right) \log (x)} \, dx","Int[(4 - 2*x + E^x*(-4 + 2*x) + (12 - 18*x + 12*x^2 + E^x*(-12 + 14*x - 10*x^2))*Log[x] + (-8 + E^x*(8 - 8*x) + 8*x)*Log[x]*Log[(x - E^x*x)*Log[x]])/((8*x^3 - 12*x^4 + 6*x^5 - x^6 + E^x*(-8*x^3 + 12*x^4 - 6*x^5 + x^6))*Log[x]),x]","\int \frac{4-2 x+e^x (-4+2 x)+\left(12-18 x+12 x^2+e^x \left(-12+14 x-10 x^2\right)\right) \log (x)+\left(-8+e^x (8-8 x)+8 x\right) \log (x) \log \left(\left(x-e^x x\right) \log (x)\right)}{\left(8 x^3-12 x^4+6 x^5-x^6+e^x \left(-8 x^3+12 x^4-6 x^5+x^6\right)\right) \log (x)} \, dx","\frac{2 \left(2 x+\log \left(\left(1-e^x\right) x \log (x)\right)-1\right)}{(2-x)^2 x^2}",1,"3/(2*(2 - x)^2) + 1/(2*(2 - x)) - 1/(2*x^2) + 1/(2*x) + (2*Log[(1 - E^x)*x*Log[x]])/((2 - x)^2*x^2) - 4*Defer[Int][1/((-2 + x)^3*x^3*Log[x]), x] - 2*Defer[Int][1/((-2 + x)^2*x^3*Log[x]), x] + 2*Defer[Int][1/((-2 + x)^3*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
4960,1,22,0,0.0237658,"\int \frac{-1-18 e^4-81 e^8+\left(6 e^4+54 e^8\right) \log (20)-9 e^8 \log ^2(20)}{e^8 x^2} \, dx","Int[(-1 - 18*E^4 - 81*E^8 + (6*E^4 + 54*E^8)*Log[20] - 9*E^8*Log[20]^2)/(E^8*x^2),x]","\frac{\left(1+3 e^4 (3-\log (20))\right)^2}{e^8 x}","\frac{\left(9+\frac{1}{e^4}-3 \log (20)\right)^2}{x}",1,"(1 + 3*E^4*(3 - Log[20]))^2/(E^8*x)","A",2,2,42,0.04762,1,"{12, 30}"
4961,1,17,0,0.0045937,"\int \left(1-e^x+2 e^4 x+3 x^2\right) \, dx","Int[1 - E^x + 2*E^4*x + 3*x^2,x]","x^3+e^4 x^2+x-e^x","x^2 \left(\frac{x+\frac{4}{3}}{x^2}+x+e^4\right)-e^x",1,"-E^x + x + E^4*x^2 + x^3","A",2,1,18,0.05556,1,"{2194}"
4962,1,21,0,0.9611665,"\int \frac{-5-5 x^2+\left(-5-15 x^2\right) \log (x)+\left(2+6 x^2\right) \log ^2(x)}{\left(-5 x-5 x^3\right) \log (x)+\left(2 x+2 x^3\right) \log ^2(x)} \, dx","Int[(-5 - 5*x^2 + (-5 - 15*x^2)*Log[x] + (2 + 6*x^2)*Log[x]^2)/((-5*x - 5*x^3)*Log[x] + (2*x + 2*x^3)*Log[x]^2),x]","\log \left(x^2+1\right)+\log (x)-\log (5-2 \log (x))+\log (\log (x))","\log \left(\frac{5 x \left(x^2+1\right)}{e^6 \left(\frac{5}{\log (x)}-2\right)}\right)",1,"Log[x] + Log[1 + x^2] - Log[5 - 2*Log[x]] + Log[Log[x]]","A",10,6,59,0.1017,1,"{6741, 6725, 446, 72, 2302, 29}"
4963,1,22,0,0.012762,"\int \frac{-24+9 (6-2 x) (6-x)+4 x+(6-x) \left(i \pi +\log \left(-2+e^4\right)\right)}{-6+x} \, dx","Int[(-24 + 9*(6 - 2*x)*(6 - x) + 4*x + (6 - x)*(I*Pi + Log[-2 + E^4]))/(-6 + x),x]","9 x^2-x \left(50+i \pi +\log \left(e^4-2\right)\right)","x \left(-9 (6-x)-i \pi +4-\log \left(e^4-2\right)\right)",1,"9*x^2 - x*(50 + I*Pi + Log[-2 + E^4])","A",2,1,41,0.02439,1,"{1586}"
4964,1,29,0,0.3396696,"\int \frac{2960 x+1865 x^2+300 x^3+15 x^4+e^x \left(640 x+480 x^2+90 x^3+5 x^4\right)}{64+16 x+x^2} \, dx","Int[(2960*x + 1865*x^2 + 300*x^3 + 15*x^4 + E^x*(640*x + 480*x^2 + 90*x^3 + 5*x^4))/(64 + 16*x + x^2),x]","5 x^3+5 e^x x^2+30 x^2-55 x-\frac{3520}{x+8}","5 x^2 \left(x+e^x+\frac{2 x+5}{x+8}+4\right)",1,"-55*x + 30*x^2 + 5*E^x*x^2 + 5*x^3 - 3520/(8 + x)","A",20,8,53,0.1509,1,"{27, 6688, 12, 6742, 2196, 2176, 2194, 43}"
4965,1,22,0,0.1020495,"\int e^{-4 x-x^2} \left(-16+e^{4 x+x^2} (2-2 x)-8 x\right) \, dx","Int[E^(-4*x - x^2)*(-16 + E^(4*x + x^2)*(2 - 2*x) - 8*x),x]","-x^2+4 e^{-x^2-4 x}+2 x","-((x-2) x)+4 e^{-x (x+4)}-3",1,"4*E^(-4*x - x^2) + 2*x - x^2","A",3,2,32,0.06250,1,"{6688, 2236}"
4966,1,31,0,0.0335417,"\int \frac{1}{10} \left(-10+6 x^3-7 x^3 \log (x)+2 x^3 \log ^2(x)\right) \, dx","Int[(-10 + 6*x^3 - 7*x^3*Log[x] + 2*x^3*Log[x]^2)/10,x]","\frac{x^4}{5}+\frac{1}{20} x^4 \log ^2(x)-\frac{1}{5} x^4 \log (x)-x","\frac{1}{5} x^2 \left(\frac{1}{2} x \log (x)-x\right)^2-x",1,"-x + x^4/5 - (x^4*Log[x])/5 + (x^4*Log[x]^2)/20","A",5,3,27,0.1111,1,"{12, 2304, 2305}"
4967,1,89,0,1.4779849,"\int \frac{\left(-405+2 x+x^2\right) \log \left(\frac{1}{2} \left(405-2 x-x^2\right)\right)+\log (x) \left(2 x+2 x^2+\left(405-2 x-x^2\right) \log \left(\frac{1}{2} \left(405-2 x-x^2\right)\right)\right)}{\left(-810 x^2+4 x^3+2 x^4\right) \log (2)} \, dx","Int[((-405 + 2*x + x^2)*Log[(405 - 2*x - x^2)/2] + Log[x]*(2*x + 2*x^2 + (405 - 2*x - x^2)*Log[(405 - 2*x - x^2)/2]))/((-810*x^2 + 4*x^3 + 2*x^4)*Log[2]),x]","\frac{\log \left(-x^2-2 x+405\right) \log (x)}{2 x \log (2)}-\frac{\log \left(\frac{1}{2} \left(-x^2-2 x+405\right)\right)}{2 x \log (2)}+\frac{\log \left(-x^2-2 x+405\right)}{2 x \log (2)}-\frac{1}{2 x}-\frac{\log (x)}{2 x}","\frac{\log (x) \log \left(\frac{1}{2} \left(405-x^2\right)-x\right)}{2 x \log (2)}",1,"-1/2*1/x - Log[x]/(2*x) - Log[(405 - 2*x - x^2)/2]/(2*x*Log[2]) + Log[405 - 2*x - x^2]/(2*x*Log[2]) + (Log[x]*Log[405 - 2*x - x^2])/(2*x*Log[2])","B",44,17,86,0.1977,1,"{12, 1594, 6688, 14, 2357, 2301, 2316, 2315, 2317, 2391, 2304, 2525, 800, 632, 31, 30, 2557}"
4968,1,19,0,0.3157646,"\int \frac{e^{\frac{256}{\log ^2\left(5-2 x-x^2+\log (x)\right)}} \left(-512+1024 x+1024 x^2\right)}{\left(5 x-2 x^2-x^3+x \log (x)\right) \log ^3\left(5-2 x-x^2+\log (x)\right)} \, dx","Int[(E^(256/Log[5 - 2*x - x^2 + Log[x]]^2)*(-512 + 1024*x + 1024*x^2))/((5*x - 2*x^2 - x^3 + x*Log[x])*Log[5 - 2*x - x^2 + Log[x]]^3),x]","e^{\frac{256}{\log ^2\left(-x^2-2 x+\log (x)+5\right)}}","e^{\frac{256}{\log ^2\left(-x^2-2 x+\log (x)+5\right)}}",1,"E^(256/Log[5 - 2*x - x^2 + Log[x]]^2)","A",1,1,65,0.01538,1,"{6706}"
4969,0,0,0,6.717269,"\int \frac{-18-30 x+6 x^2+20 x^3+4 x^4+e^{2 e^x} \left(-2 x^3+e^x \left(2 x^3+2 x^4\right)\right)+\left(-6 x-16 x^2-2 x^3+4 x^4\right) \log (x)-2 x^3 \log ^2(x)+e^{e^x} \left(-6 x-16 x^2-2 x^3+4 x^4+e^x \left(6 x^2+6 x^3-4 x^4-4 x^5\right)+\left(-4 x^3+e^x \left(2 x^3+2 x^4\right)\right) \log (x)\right)}{9 x^3+27 x^4+27 x^5+9 x^6} \, dx","Int[(-18 - 30*x + 6*x^2 + 20*x^3 + 4*x^4 + E^(2*E^x)*(-2*x^3 + E^x*(2*x^3 + 2*x^4)) + (-6*x - 16*x^2 - 2*x^3 + 4*x^4)*Log[x] - 2*x^3*Log[x]^2 + E^E^x*(-6*x - 16*x^2 - 2*x^3 + 4*x^4 + E^x*(6*x^2 + 6*x^3 - 4*x^4 - 4*x^5) + (-4*x^3 + E^x*(2*x^3 + 2*x^4))*Log[x]))/(9*x^3 + 27*x^4 + 27*x^5 + 9*x^6),x]","\int \frac{-18-30 x+6 x^2+20 x^3+4 x^4+e^{2 e^x} \left(-2 x^3+e^x \left(2 x^3+2 x^4\right)\right)+\left(-6 x-16 x^2-2 x^3+4 x^4\right) \log (x)-2 x^3 \log ^2(x)+e^{e^x} \left(-6 x-16 x^2-2 x^3+4 x^4+e^x \left(6 x^2+6 x^3-4 x^4-4 x^5\right)+\left(-4 x^3+e^x \left(2 x^3+2 x^4\right)\right) \log (x)\right)}{9 x^3+27 x^4+27 x^5+9 x^6} \, dx","\frac{\left(x \left(-2 x+e^{e^x}+\log (x)\right)+3\right)^2}{\left(3 x^2+3 x\right)^2}",1,"x^(-2) - 2/x - 1/(9*(1 + x)^2) + (2*x^2)/(9*(1 + x)^2) + 14/(9*(1 + x)) - (8*Log[x])/9 + (2*Log[x])/(3*x) - (4*Log[x])/(9*(1 + x)^2) + (2*x^2*Log[x])/(9*(1 + x)^2) + (2*x*Log[x])/(3*(1 + x)) + Log[x]^2/(9*(1 + x)^2) - (16*Defer[Int][E^E^x/(-1 - x), x])/9 - (2*Defer[Int][E^E^x/x^2, x])/3 + (2*Defer[Int][E^E^x/x, x])/9 + (2*Defer[Int][E^(E^x + x)/x, x])/3 + (4*Defer[Int][E^E^x/(1 + x)^3, x])/9 - (4*Log[x]*Defer[Int][E^E^x/(1 + x)^3, x])/9 - (2*Defer[Int][E^(2*E^x)/(1 + x)^3, x])/9 + (8*Defer[Int][E^E^x/(1 + x)^2, x])/9 - (2*Defer[Int][E^(E^x + x)/(1 + x)^2, x])/9 + (2*Log[x]*Defer[Int][E^(E^x + x)/(1 + x)^2, x])/9 + (2*Defer[Int][E^(2*E^x + x)/(1 + x)^2, x])/9 - 2*Defer[Int][E^E^x/(1 + x), x] - (10*Defer[Int][E^(E^x + x)/(1 + x), x])/9 + (4*Defer[Int][Defer[Int][E^E^x/(1 + x)^3, x]/x, x])/9 - (2*Defer[Int][Defer[Int][E^(E^x + x)/(1 + x)^2, x]/x, x])/9","F",0,0,0,0,-1,"{}"
4970,0,0,0,0.4353641,"\int \frac{1}{80} 3^{5+x^2} x^{-10-x^2} \left(81+9 x^2+18 x^2 \log \left(\frac{x}{3}\right)\right) \, dx","Int[(3^(5 + x^2)*x^(-10 - x^2)*(81 + 9*x^2 + 18*x^2*Log[x/3]))/80,x]","\int \frac{1}{80} 3^{5+x^2} x^{-10-x^2} \left(81+9 x^2+18 x^2 \log \left(\frac{x}{3}\right)\right) \, dx","-\frac{1}{80} 3^{x^2+7} x^{-x^2-9}",1,"Defer[Int][3^(9 + x^2)*x^(-10 - x^2), x]/80 + Defer[Int][3^(7 + x^2)*x^(-8 - x^2), x]/80 + (Log[x/3]*Defer[Int][3^(7 + x^2)*x^(-8 - x^2), x])/40 - Defer[Int][Defer[Int][3^(7 + x^2)*x^(-8 - x^2), x]/x, x]/40","F",0,0,0,0,-1,"{}"
4971,1,19,0,0.6696695,"\int \frac{-2 x+e^{3+x} x \left(-2-2 x+x^2\right)}{-2 x^2+x^3+e^{3+x} x \left(-2 x+x^2\right)} \, dx","Int[(-2*x + E^(3 + x)*x*(-2 - 2*x + x^2))/(-2*x^2 + x^3 + E^(3 + x)*x*(-2*x + x^2)),x]","\log \left(e^{x+3}+1\right)-\log (2-x)+\log (x)","\log \left(\frac{16 \left(e^{x+3} x+x\right)}{2-x}\right)",1,"Log[1 + E^(3 + x)] - Log[2 - x] + Log[x]","A",9,7,45,0.1556,1,"{6741, 6742, 2282, 36, 29, 31, 893}"
4972,1,17,0,0.0140294,"\int -\frac{440}{576+4 e^{16}-2640 x+3025 x^2+e^8 (-96+220 x)} \, dx","Int[-440/(576 + 4*E^16 - 2640*x + 3025*x^2 + E^8*(-96 + 220*x)),x]","-\frac{8}{2 \left(12-e^8\right)-55 x}","\frac{4}{-3 \left(\frac{x}{2}+4\right)+29 x+e^8}",1,"-8/(2*(12 - E^8) - 55*x)","A",4,4,28,0.1429,1,"{12, 1981, 27, 32}"
4973,1,29,0,0.0086502,"\int \frac{-3125+6250 x-1250 x^2+9225 x^3-4 x^4}{3125 x} \, dx","Int[(-3125 + 6250*x - 1250*x^2 + 9225*x^3 - 4*x^4)/(3125*x),x]","-\frac{x^4}{3125}+\frac{123 x^3}{125}-\frac{x^2}{5}+2 x-\log (x)","x^3-\frac{1}{5} \left(\frac{x^2}{25}+x\right)^2+2 x-\log (2 x)-4",1,"2*x - x^2/5 + (123*x^3)/125 - x^4/3125 - Log[x]","A",3,2,27,0.07407,1,"{12, 14}"
4974,1,21,0,0.05146,"\int \frac{14+25 e^{-5+e^5-x} (-2-x)}{x^3} \, dx","Int[(14 + 25*E^(-5 + E^5 - x)*(-2 - x))/x^3,x]","\frac{25 e^{-x+e^5-5}}{x^2}-\frac{7}{x^2}","-\frac{7-25 e^{-x+e^5-5}}{x^2}+5-\log ^2(3)",1,"-7/x^2 + (25*E^(-5 + E^5 - x))/x^2","A",3,2,23,0.08696,1,"{14, 2197}"
4975,1,16,0,0.1297949,"\int \frac{-4+e^x \left(-200 x+50 x^2\right)}{-4 x+x^2} \, dx","Int[(-4 + E^x*(-200*x + 50*x^2))/(-4*x + x^2),x]","50 e^x-\log (4-x)+\log (x)","\log \left(\frac{e^{50 e^x} x}{6 (x-4)}\right)",1,"50*E^x - Log[4 - x] + Log[x]","A",7,6,25,0.2400,1,"{1593, 6688, 2194, 36, 31, 29}"
4976,1,85,0,0.0787316,"\int \frac{1}{3} \left(-6 x+e^{x/3} \left(6+x+e^4 (3+x)+e^2 (6+2 x)\right)+e^{x/3} (3+x) \log (x)\right) \, dx","Int[(-6*x + E^(x/3)*(6 + x + E^4*(3 + x) + E^2*(6 + 2*x)) + E^(x/3)*(3 + x)*Log[x])/3,x]","-x^2-3 e^{x/3}+e^{x/3} \left(\left(1+e^2\right)^2 x+3 \left(2+2 e^2+e^4\right)\right)-3 \left(1+e^2\right)^2 e^{x/3}-3 e^{x/3} \log (x)+e^{x/3} (x+3) \log (x)","x \left(e^{x/3} \left(\log (x)+\left(1+e^2\right)^2\right)-x\right)",1,"-3*E^(x/3) - 3*E^(x/3)*(1 + E^2)^2 - x^2 + E^(x/3)*(3*(2 + 2*E^2 + E^4) + (1 + E^2)^2*x) - 3*E^(x/3)*Log[x] + E^(x/3)*(3 + x)*Log[x]","B",8,5,48,0.1042,1,"{12, 2187, 2176, 2194, 2554}"
4977,0,0,0,0.8722543,"\int \frac{-810+81 x^3+18 x^6 \log (x)+\left(180 x^4+36 x^6-18 x^7\right) \log ^2(x)+\left(-10 x^8+x^{11}\right) \log ^4(x)}{81 x^3-18 x^7 \log ^2(x)+x^{11} \log ^4(x)} \, dx","Int[(-810 + 81*x^3 + 18*x^6*Log[x] + (180*x^4 + 36*x^6 - 18*x^7)*Log[x]^2 + (-10*x^8 + x^11)*Log[x]^4)/(81*x^3 - 18*x^7*Log[x]^2 + x^11*Log[x]^4),x]","\int \frac{-810+81 x^3+18 x^6 \log (x)+\left(180 x^4+36 x^6-18 x^7\right) \log ^2(x)+\left(-10 x^8+x^{11}\right) \log ^4(x)}{81 x^3-18 x^7 \log ^2(x)+x^{11} \log ^4(x)} \, dx","-\frac{\frac{x}{1-\frac{9}{x^4 \log ^2(x)}}-\frac{5}{x}}{x}+x-\frac{49}{16}",1,"5/x^2 + x + 9*Defer[Int][1/(x*(-3 + x^2*Log[x])^2), x] + (3*Defer[Int][x/(-3 + x^2*Log[x])^2, x])/2 + 3*Defer[Int][1/(x*(-3 + x^2*Log[x])), x] + 9*Defer[Int][1/(x*(3 + x^2*Log[x])^2), x] - (3*Defer[Int][x/(3 + x^2*Log[x])^2, x])/2 - 3*Defer[Int][1/(x*(3 + x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
4978,0,0,0,0.5639958,"\int \frac{3 e^8+2 e^{13}-9 x-6 x^2-x^3+e^4 \left(-9-6 x-x^2\right)+\left(-6 e^4 x-4 e^9 x\right) \log (x)+\left(3 x^2+2 e^5 x^2\right) \log ^2(x)}{e^8 \left(9+6 x+x^2\right)+e^4 \left(-18 x-12 x^2-2 x^3\right) \log (x)+\left(9 x^2+6 x^3+x^4\right) \log ^2(x)} \, dx","Int[(3*E^8 + 2*E^13 - 9*x - 6*x^2 - x^3 + E^4*(-9 - 6*x - x^2) + (-6*E^4*x - 4*E^9*x)*Log[x] + (3*x^2 + 2*E^5*x^2)*Log[x]^2)/(E^8*(9 + 6*x + x^2) + E^4*(-18*x - 12*x^2 - 2*x^3)*Log[x] + (9*x^2 + 6*x^3 + x^4)*Log[x]^2),x]","\int \frac{3 e^8+2 e^{13}-9 x-6 x^2-x^3+e^4 \left(-9-6 x-x^2\right)+\left(-6 e^4 x-4 e^9 x\right) \log (x)+\left(3 x^2+2 e^5 x^2\right) \log ^2(x)}{e^8 \left(9+6 x+x^2\right)+e^4 \left(-18 x-12 x^2-2 x^3\right) \log (x)+\left(9 x^2+6 x^3+x^4\right) \log ^2(x)} \, dx","\frac{x-2 e^5}{x+3}+\frac{x}{x \log (x)-e^4}",1,"-((3 + 2*E^5)/(3 + x)) - E^4*Defer[Int][(E^4 - x*Log[x])^(-2), x] - Defer[Int][x/(E^4 - x*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
4979,1,92,0,1.3572753,"\int e^{-e^3-e^x x+2 x^3-2 x^2 \log (x)} \left(-1-10 x+32 x^2-6 x^3+e^x \left(-5-4 x+x^2\right)+\left(-20 x+4 x^2\right) \log (x)\right) \, dx","Int[E^(-E^3 - E^x*x + 2*x^3 - 2*x^2*Log[x])*(-1 - 10*x + 32*x^2 - 6*x^3 + E^x*(-5 - 4*x + x^2) + (-20*x + 4*x^2)*Log[x]),x]","\frac{e^{2 x^3-e^x x-e^3} x^{-2 x^2} \left(6 x^3-32 x^2+e^x \left(-x^2+4 x+5\right)+4 \left(5 x-x^2\right) \log (x)+10 x\right)}{-6 x^2+e^x x+2 x+e^x+4 x \log (x)}","8-(x-5) e^{-x \left(e^x+\frac{e^3}{x}+2 x (\log (x)-x)\right)}",1,"(E^(-E^3 - E^x*x + 2*x^3)*(10*x - 32*x^2 + 6*x^3 + E^x*(5 + 4*x - x^2) + 4*(5*x - x^2)*Log[x]))/(x^(2*x^2)*(E^x + 2*x + E^x*x - 6*x^2 + 4*x*Log[x]))","B",1,1,66,0.01515,1,"{2288}"
4980,1,77,0,0.0799894,"\int \frac{1}{8} \left(10+9 x-18 x^2+e^2 (-2+4 x)+e^{-4+x} \left(-2-14 x-6 x^2+e^2 (2+2 x)\right)\right) \, dx","Int[(10 + 9*x - 18*x^2 + E^2*(-2 + 4*x) + E^(-4 + x)*(-2 - 14*x - 6*x^2 + E^2*(2 + 2*x)))/8,x]","-\frac{3 x^3}{4}-\frac{3}{4} e^{x-4} x^2+\frac{9 x^2}{16}-\frac{1}{4} e^{x-4} x+\frac{5 x}{4}-\frac{e^{x-2}}{4}+\frac{1}{16} e^2 (1-2 x)^2+\frac{1}{4} e^{x-2} (x+1)","\frac{1}{4} \left(\frac{x}{4}+\left(-x-e^{x-4}+1\right) \left(3 x-e^2+1\right)\right) x+x",1,"-1/4*E^(-2 + x) + (E^2*(1 - 2*x)^2)/16 + (5*x)/4 - (E^(-4 + x)*x)/4 + (9*x^2)/16 - (3*E^(-4 + x)*x^2)/4 - (3*x^3)/4 + (E^(-2 + x)*(1 + x))/4","B",12,4,48,0.08333,1,"{12, 2196, 2194, 2176}"
4981,1,22,0,0.0178199,"\int \frac{-240 e^4-360 x+240 x^2}{9-24 x+16 x^2} \, dx","Int[(-240*E^4 - 360*x + 240*x^2)/(9 - 24*x + 16*x^2),x]","15 x-\frac{15 \left(9+16 e^4\right)}{4 (3-4 x)}","\frac{15 \left(x^2+e^4\right)}{x-\frac{3}{4}}",1,"(-15*(9 + 16*E^4))/(4*(3 - 4*x)) + 15*x","A",3,2,27,0.07407,1,"{27, 683}"
4982,1,11,0,0.0033343,"\int -\frac{e^{2-x}}{81} \, dx","Int[-1/81*E^(2 - x),x]","\frac{e^{2-x}}{81}","\frac{1}{81} \left(e^{2-x}-\frac{10}{3}\right)",1,"E^(2 - x)/81","A",2,2,11,0.1818,1,"{12, 2194}"
4983,1,20,0,6.0916326,"\int \frac{3+5 x^2+2 x^3+\left(3+x-5 x^2-x^3\right) \log \left(\frac{3+x-5 x^2-x^3}{x}\right)}{-3 x^2-x^3+5 x^4+x^5} \, dx","Int[(3 + 5*x^2 + 2*x^3 + (3 + x - 5*x^2 - x^3)*Log[(3 + x - 5*x^2 - x^3)/x])/(-3*x^2 - x^3 + 5*x^4 + x^5),x]","\frac{\log \left(-x^2-5 x+\frac{3}{x}+1\right)}{x}","\frac{\log \left((x-1)^2-x-x (2 x+2)+\frac{3}{x}\right)}{x}",1,"Log[1 + 3/x - 5*x - x^2]/x","A",26,11,66,0.1667,1,"{6741, 6742, 2100, 2081, 2079, 800, 634, 618, 206, 628, 2525}"
4984,0,0,0,1.7644162,"\int \frac{-5 x^2+e^{e^{\frac{4}{x^2}}} \left(e^{\frac{4}{x^2}} (120-24 x)-15 x^2\right)}{x^4+6 e^{e^{\frac{4}{x^2}}} x^4+9 e^{2 e^{\frac{4}{x^2}}} x^4} \, dx","Int[(-5*x^2 + E^E^(4/x^2)*(E^(4/x^2)*(120 - 24*x) - 15*x^2))/(x^4 + 6*E^E^(4/x^2)*x^4 + 9*E^(2*E^(4/x^2))*x^4),x]","\int \frac{-5 x^2+e^{e^{\frac{4}{x^2}}} \left(e^{\frac{4}{x^2}} (120-24 x)-15 x^2\right)}{x^4+6 e^{e^{\frac{4}{x^2}}} x^4+9 e^{2 e^{\frac{4}{x^2}}} x^4} \, dx","\frac{5-x}{\left(3 e^{e^{\frac{4}{x^2}}}+1\right) x}",1,"-(1 + 3*E^E^(4/x^2))^(-1) + 120*Defer[Int][E^(E^(4/x^2) + 4/x^2)/((1 + 3*E^E^(4/x^2))^2*x^4), x] + 5*Defer[Subst][Defer[Int][(1 + 3*E^E^(4*x^2))^(-1), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
4985,1,21,0,0.0885994,"\int \frac{1200+e^x (-1200-25 x)+25 x-50 \log \left(\frac{48+x}{12}\right)}{48+x} \, dx","Int[(1200 + E^x*(-1200 - 25*x) + 25*x - 50*Log[(48 + x)/12])/(48 + x),x]","-25 e^x+25 x-25 \log ^2\left(\frac{x}{12}+4\right)","25 \left(-e^x+x-\log ^2\left(\frac{x}{12}+4\right)+e^3+1\right)",1,"-25*E^x + 25*x - 25*Log[4 + x/12]^2","A",6,5,30,0.1667,1,"{6688, 2194, 2390, 12, 2301}"
4986,1,25,0,0.2446611,"\int \frac{-x+(32+2 x) \log (16+x)}{-64 x^3-4 x^4+\left(64 x+4 x^2\right) \log (16+x)+\left(-16 x^3-x^4+\left(16 x+x^2\right) \log (16+x)\right) \log \left(\frac{e^3 x^2}{-x^2 \log (2)+\log (2) \log (16+x)}\right)} \, dx","Int[(-x + (32 + 2*x)*Log[16 + x])/(-64*x^3 - 4*x^4 + (64*x + 4*x^2)*Log[16 + x] + (-16*x^3 - x^4 + (16*x + x^2)*Log[16 + x])*Log[(E^3*x^2)/(-(x^2*Log[2]) + Log[2]*Log[16 + x])]),x]","\log \left(\log \left(-\frac{x^2}{\log (2) \left(x^2-\log (x+16)\right)}\right)+7\right)","\log \left(\log \left(\frac{e^3 x^2}{\log (2) \left(\log (x+16)-x^2\right)}\right)+4\right)",1,"Log[7 + Log[-(x^2/(Log[2]*(x^2 - Log[16 + x])))]]","A",2,2,91,0.02198,1,"{6688, 6684}"
4987,1,36,0,0.021248,"\int \frac{e^6-4 x^2-2 e^8 x^2-6 x^3+e^4 \left(6 x^2+3 x^3\right)}{e^6 x} \, dx","Int[(E^6 - 4*x^2 - 2*E^8*x^2 - 6*x^3 + E^4*(6*x^2 + 3*x^3))/(E^6*x),x]","-\frac{\left(2-e^4\right) x^3}{e^6}-\frac{\left(2-3 e^4+e^8\right) x^2}{e^6}+\log (x)","\log (x)-\frac{\left(e^4-2\right) \left(-x+e^4-1\right) x^2}{e^6}",1,"-(((2 - 3*E^4 + E^8)*x^2)/E^6) - ((2 - E^4)*x^3)/E^6 + Log[x]","A",4,3,44,0.06818,1,"{6, 12, 14}"
4988,1,9,0,0.0031708,"\int \frac{1}{2} \left(7+2 e^x\right) \, dx","Int[(7 + 2*E^x)/2,x]","\frac{7 x}{2}+e^x","\frac{7 x}{2}+e^x-\frac{9}{4}",1,"E^x + (7*x)/2","A",3,2,11,0.1818,1,"{12, 2194}"
4989,1,34,0,8.4493293,"\int \frac{\exp \left(\frac{2 \left(-2+x \log \left(\frac{3-2 x+e^{\frac{4}{621+50 x+x^2}} x}{x}\right)\right)}{x}\right) \left(4627692-4653774 x-824496 x^2-51188 x^3-1388 x^4-14 x^5+e^{\frac{4}{621+50 x+x^2}} \left(1542564 x+248400 x^2+14568 x^3+384 x^4+4 x^5\right)\right)}{1156923 x^2-584982 x^3-112974 x^4-7184 x^5-197 x^6-2 x^7+e^{\frac{4}{621+50 x+x^2}} \left(385641 x^3+62100 x^4+3742 x^5+100 x^6+x^7\right)} \, dx","Int[(E^((2*(-2 + x*Log[(3 - 2*x + E^(4/(621 + 50*x + x^2))*x)/x]))/x)*(4627692 - 4653774*x - 824496*x^2 - 51188*x^3 - 1388*x^4 - 14*x^5 + E^(4/(621 + 50*x + x^2))*(1542564*x + 248400*x^2 + 14568*x^3 + 384*x^4 + 4*x^5)))/(1156923*x^2 - 584982*x^3 - 112974*x^4 - 7184*x^5 - 197*x^6 - 2*x^7 + E^(4/(621 + 50*x + x^2))*(385641*x^3 + 62100*x^4 + 3742*x^5 + 100*x^6 + x^7)),x]","\frac{e^{-4/x} \left(e^{\frac{4}{x^2+50 x+621}} x-2 x+3\right)^2}{x^2}","e^{-4/x} \left(e^{\frac{4}{(x+25)^2-4}}+\frac{3}{x}-2\right)^2-1",1,"(3 - 2*x + E^(4/(621 + 50*x + x^2))*x)^2/(E^(4/x)*x^2)","A",1,1,174,0.005747,1,"{6706}"
4990,1,17,0,0.2686312,"\int \frac{6 x^3+3 x^2 \log (2)+\left(9 x^3+9 x^2 \log (2)\right) \log \left(\frac{1}{4} \left(x^2+x \log (2)\right)\right)}{10 x+10 \log (2)} \, dx","Int[(6*x^3 + 3*x^2*Log[2] + (9*x^3 + 9*x^2*Log[2])*Log[(x^2 + x*Log[2])/4])/(10*x + 10*Log[2]),x]","\frac{3}{10} x^3 \log \left(\frac{1}{4} x (x+\log (2))\right)","\frac{3}{10} x^3 \log \left(\frac{1}{4} x (x+\log (2))\right)",1,"(3*x^3*Log[(x*(x + Log[2]))/4])/10","A",10,7,51,0.1373,1,"{6688, 12, 6742, 77, 2495, 30, 43}"
4991,1,136,0,0.2687238,"\int \frac{e^4 x^2-e x^4+e^x \left(-48+16 x+\left(-16 x+8 x^2\right) \log (5)+\left(-x^2+x^3\right) \log ^2(5)\right)}{e x^4} \, dx","Int[(E^4*x^2 - E*x^4 + E^x*(-48 + 16*x + (-16*x + 8*x^2)*Log[5] + (-x^2 + x^3)*Log[5]^2))/(E*x^4),x]","-\frac{8 \text{Ei}(x)}{e}+\frac{\log ^2(5) \text{Ei}(x)}{e}+\frac{(8-\log (5)) \log (5) \text{Ei}(x)}{e}+\frac{8 (1-\log (5)) \text{Ei}(x)}{e}+\frac{16 e^{x-1}}{x^3}+\frac{8 e^{x-1}}{x^2}-\frac{8 e^{x-1} (1-\log (5))}{x^2}-x+\frac{8 e^{x-1}}{x}-\frac{e^3}{x}-\frac{e^{x-1} (8-\log (5)) \log (5)}{x}-\frac{8 e^{x-1} (1-\log (5))}{x}","-x-\frac{e^3}{x}+\frac{e^{x-1} \left(\frac{4}{x}+\log (5)\right)^2}{x}",1,"(16*E^(-1 + x))/x^3 + (8*E^(-1 + x))/x^2 - E^3/x + (8*E^(-1 + x))/x - x - (8*ExpIntegralEi[x])/E - (8*E^(-1 + x)*(1 - Log[5]))/x^2 - (8*E^(-1 + x)*(1 - Log[5]))/x + (8*ExpIntegralEi[x]*(1 - Log[5]))/E - (E^(-1 + x)*(8 - Log[5])*Log[5])/x + (ExpIntegralEi[x]*(8 - Log[5])*Log[5])/E + (ExpIntegralEi[x]*Log[5]^2)/E","C",17,5,56,0.08929,1,"{12, 14, 2199, 2177, 2178}"
4992,1,82,0,0.060062,"\int \frac{-10000-30000 x-19600 x^2+200 x^3+792 x^5-24 x^6+48 x^7+64 x^8+e^4 \left(16 x^5+32 x^6\right)+e^2 \left(400 x^2+800 x^3+8 x^5-64 x^6-96 x^7\right)}{x^5} \, dx","Int[(-10000 - 30000*x - 19600*x^2 + 200*x^3 + 792*x^5 - 24*x^6 + 48*x^7 + 64*x^8 + E^4*(16*x^5 + 32*x^6) + E^2*(400*x^2 + 800*x^3 + 8*x^5 - 64*x^6 - 96*x^7))/x^5,x]","16 x^4+\frac{2500}{x^4}+16 \left(1-2 e^2\right) x^3+\frac{10000}{x^3}-4 \left(3+8 e^2-4 e^4\right) x^2+\frac{200 \left(49-e^2\right)}{x^2}+8 \left(99+e^2+2 e^4\right) x-\frac{200 \left(1+4 e^2\right)}{x}","\left(-\left(\left(-\frac{25}{x^2}-x+e^2\right) (4 x+2)\right)-2\right)^2",1,"2500/x^4 + 10000/x^3 + (200*(49 - E^2))/x^2 - (200*(1 + 4*E^2))/x + 8*(99 + E^2 + 2*E^4)*x - 4*(3 + 8*E^2 - 4*E^4)*x^2 + 16*(1 - 2*E^2)*x^3 + 16*x^4","B",2,1,84,0.01190,1,"{14}"
4993,0,0,0,51.1462988,"\int \frac{40 x^3+42 x^4-2 x^6+e^{3 x} \left(2 x+6 x^2+2 x^3\right)+e^{2 x} \left(20 x+38 x^2-32 x^3-16 x^4\right)+e^x \left(50 x+40 x^2-182 x^3-24 x^4+16 x^5\right)+\left(-8 x^3-10 x^4-2 x^5+e^{2 x} \left(-4 x-10 x^2+2 x^3+2 x^4\right)+e^x \left(-20 x-28 x^2+60 x^3+20 x^4-2 x^5\right)\right) \log \left(9+27 x+9 x^2\right)+e^x \left(2 x+4 x^2-4 x^3-2 x^4\right) \log ^2\left(9+27 x+9 x^2\right)}{-x^3-3 x^4-x^5+e^{3 x} \left(1+3 x+x^2\right)+e^{2 x} \left(-3 x-9 x^2-3 x^3\right)+e^x \left(3 x^2+9 x^3+3 x^4\right)} \, dx","Int[(40*x^3 + 42*x^4 - 2*x^6 + E^(3*x)*(2*x + 6*x^2 + 2*x^3) + E^(2*x)*(20*x + 38*x^2 - 32*x^3 - 16*x^4) + E^x*(50*x + 40*x^2 - 182*x^3 - 24*x^4 + 16*x^5) + (-8*x^3 - 10*x^4 - 2*x^5 + E^(2*x)*(-4*x - 10*x^2 + 2*x^3 + 2*x^4) + E^x*(-20*x - 28*x^2 + 60*x^3 + 20*x^4 - 2*x^5))*Log[9 + 27*x + 9*x^2] + E^x*(2*x + 4*x^2 - 4*x^3 - 2*x^4)*Log[9 + 27*x + 9*x^2]^2)/(-x^3 - 3*x^4 - x^5 + E^(3*x)*(1 + 3*x + x^2) + E^(2*x)*(-3*x - 9*x^2 - 3*x^3) + E^x*(3*x^2 + 9*x^3 + 3*x^4)),x]","\int \frac{40 x^3+42 x^4-2 x^6+e^{3 x} \left(2 x+6 x^2+2 x^3\right)+e^{2 x} \left(20 x+38 x^2-32 x^3-16 x^4\right)+e^x \left(50 x+40 x^2-182 x^3-24 x^4+16 x^5\right)+\left(-8 x^3-10 x^4-2 x^5+e^{2 x} \left(-4 x-10 x^2+2 x^3+2 x^4\right)+e^x \left(-20 x-28 x^2+60 x^3+20 x^4-2 x^5\right)\right) \log \left(9+27 x+9 x^2\right)+e^x \left(2 x+4 x^2-4 x^3-2 x^4\right) \log ^2\left(9+27 x+9 x^2\right)}{-x^3-3 x^4-x^5+e^{3 x} \left(1+3 x+x^2\right)+e^{2 x} \left(-3 x-9 x^2-3 x^3\right)+e^x \left(3 x^2+9 x^3+3 x^4\right)} \, dx","\left(x+x \left(\frac{5-\log \left(9 \left((x+1)^2+x\right)\right)}{x-e^x}-2\right)\right)^2",1,"x^2 + 30*Defer[Int][(E^x - x)^(-2), x] - 6*Log[9*(1 + 3*x + x^2)]*Defer[Int][(E^x - x)^(-2), x] + 12*Sqrt[5]*Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x] + (228*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x])/Sqrt[5] - 48*Sqrt[5]*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x] + 6*Defer[Int][(E^x - x)^(-1), x] + (172*Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)), x])/Sqrt[5] - 32*Sqrt[5]*Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)), x] + 30*Defer[Int][x/(E^x - x)^2, x] - 16*Log[9*(1 + 3*x + x^2)]*Defer[Int][x/(E^x - x)^2, x] + 16*Defer[Int][x/(E^x - x), x] - 4*Log[9*(1 + 3*x + x^2)]*Defer[Int][x/(E^x - x), x] + 50*Defer[Int][x^2/(E^x - x)^3, x] - 20*Log[9*(1 + 3*x + x^2)]*Defer[Int][x^2/(E^x - x)^3, x] - 40*Defer[Int][x^2/(E^x - x)^2, x] + 18*Log[9*(1 + 3*x + x^2)]*Defer[Int][x^2/(E^x - x)^2, x] - 10*Defer[Int][x^2/(E^x - x), x] + 2*Log[9*(1 + 3*x + x^2)]*Defer[Int][x^2/(E^x - x), x] - 50*Defer[Int][x^3/(E^x - x)^3, x] + 20*Log[9*(1 + 3*x + x^2)]*Defer[Int][x^3/(E^x - x)^3, x] - 10*Defer[Int][x^3/(E^x - x)^2, x] + 2*Log[9*(1 + 3*x + x^2)]*Defer[Int][x^3/(E^x - x)^2, x] - 14*(5 - 3*Sqrt[5])*Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x] + (14*(5 - 3*Sqrt[5])*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x])/5 - (14*(5 - 3*Sqrt[5])*Defer[Int][1/((E^x - x)*(3 - Sqrt[5] + 2*x)), x])/5 + 12*Sqrt[5]*Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x] - 14*(5 + 3*Sqrt[5])*Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x] + (228*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x])/Sqrt[5] - 48*Sqrt[5]*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x] + (14*(5 + 3*Sqrt[5])*Log[9*(1 + 3*x + x^2)]*Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x])/5 + (172*Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x])/Sqrt[5] - 32*Sqrt[5]*Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x] - (14*(5 + 3*Sqrt[5])*Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x])/5 + 2*Defer[Int][(x*Log[9*(1 + 3*x + x^2)]^2)/(E^x - x)^2, x] + 2*Defer[Int][(x^2*Log[9*(1 + 3*x + x^2)]^2)/(E^x - x)^3, x] - 2*Defer[Int][(x^2*Log[9*(1 + 3*x + x^2)]^2)/(E^x - x)^2, x] - 2*Defer[Int][(x^3*Log[9*(1 + 3*x + x^2)]^2)/(E^x - x)^3, x] + (684*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] - 144*Sqrt[5]*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(-3 + Sqrt[5] - 2*x), x] + (12*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(3 - Sqrt[5] + 2*x), x])/5 + (684*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] - 144*Sqrt[5]*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(3 + Sqrt[5] + 2*x), x] + (12*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(3 + Sqrt[5] + 2*x), x])/5 - (72*Defer[Int][Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x]/(-3 + Sqrt[5] - 2*x), x])/5 - (24*(3 - Sqrt[5])*Defer[Int][Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x]/(3 - Sqrt[5] + 2*x), x])/5 - (72*Defer[Int][Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x]/(3 + Sqrt[5] + 2*x), x])/5 + (24*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((-3 + Sqrt[5] - 2*x)*(E^x - x)^2), x]/(3 + Sqrt[5] + 2*x), x])/5 - (336*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] + 48*Sqrt[5]*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(-3 + Sqrt[5] - 2*x), x] + (32*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(3 - Sqrt[5] + 2*x), x])/5 - (336*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] + 48*Sqrt[5]*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x] + (32*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/5 - (24*Defer[Int][Defer[Int][x/(E^x - x), x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] + (8*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x/(E^x - x), x]/(3 - Sqrt[5] + 2*x), x])/5 - (24*Defer[Int][Defer[Int][x/(E^x - x), x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] + (8*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x/(E^x - x), x]/(3 + Sqrt[5] + 2*x), x])/5 - 24*Sqrt[5]*Defer[Int][Defer[Int][x^2/(E^x - x)^3, x]/(-3 + Sqrt[5] - 2*x), x] + 8*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x)^3, x]/(3 - Sqrt[5] + 2*x), x] - 24*Sqrt[5]*Defer[Int][Defer[Int][x^2/(E^x - x)^3, x]/(3 + Sqrt[5] + 2*x), x] + 8*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x)^3, x]/(3 + Sqrt[5] + 2*x), x] + (108*Defer[Int][Defer[Int][x^2/(E^x - x)^2, x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] - (36*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x)^2, x]/(3 - Sqrt[5] + 2*x), x])/5 + (108*Defer[Int][Defer[Int][x^2/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] - (36*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/5 + (12*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] - (4*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(3 - Sqrt[5] + 2*x), x])/5 + (12*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] - (4*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x^2/(E^x - x), x]/(3 + Sqrt[5] + 2*x), x])/5 + 24*Sqrt[5]*Defer[Int][Defer[Int][x^3/(E^x - x)^3, x]/(-3 + Sqrt[5] - 2*x), x] - 8*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x^3/(E^x - x)^3, x]/(3 - Sqrt[5] + 2*x), x] + 24*Sqrt[5]*Defer[Int][Defer[Int][x^3/(E^x - x)^3, x]/(3 + Sqrt[5] + 2*x), x] - 8*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x^3/(E^x - x)^3, x]/(3 + Sqrt[5] + 2*x), x] + (12*Defer[Int][Defer[Int][x^3/(E^x - x)^2, x]/(-3 + Sqrt[5] - 2*x), x])/Sqrt[5] - (4*(5 - 3*Sqrt[5])*Defer[Int][Defer[Int][x^3/(E^x - x)^2, x]/(3 - Sqrt[5] + 2*x), x])/5 + (12*Defer[Int][Defer[Int][x^3/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/Sqrt[5] - (4*(5 + 3*Sqrt[5])*Defer[Int][Defer[Int][x^3/(E^x - x)^2, x]/(3 + Sqrt[5] + 2*x), x])/5 - (84*(3 - Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 - (56*(7 - 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 + (112*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - (84*(3 - Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 - Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - 24*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x] + (216*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 + 96*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x] - (144*(47 + 21*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 + (12*(123 + 55*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 - 32*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x] + (144*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 + 32*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x] - (192*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 + (8*(47 + 21*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 - 24*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x] + (296*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 + (192*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - (304*(47 + 21*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 + (108*(123 + 55*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - (16*(161 + 72*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)^2*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - (24*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 + 12*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x] + (24*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 - (12*(47 + 21*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(-3 + Sqrt[5] - 2*x), x])/5 - (32*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 + 8*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x] + (8*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 - (16*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 - Sqrt[5] + 2*x), x])/5 - (24*(3 + Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 + (76*(7 + 3*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - (56*(9 + 4*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5 - 4*(47 + 21*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x] + (8*(123 + 55*Sqrt[5])*Defer[Int][Defer[Int][1/((E^x - x)*(3 + Sqrt[5] + 2*x)), x]/(3 + Sqrt[5] + 2*x), x])/5","F",0,0,0,0,-1,"{}"
4994,1,164,0,0.2542124,"\int \frac{\exp \left(\frac{\left(-9 x-27 x^2\right) \log ^2(3)}{-x-x^2+e^4 (1+3 x)}\right) \left(x^2+2 x^3+x^4+e^8 \left(1+6 x+9 x^2\right)+e^4 \left(-2 x-8 x^2-6 x^3\right)+\left(18 x^3+e^4 \left(-9 x-54 x^2-81 x^3\right)\right) \log ^2(3)\right)}{x^2+2 x^3+x^4+e^8 \left(1+6 x+9 x^2\right)+e^4 \left(-2 x-8 x^2-6 x^3\right)} \, dx","Int[(E^(((-9*x - 27*x^2)*Log[3]^2)/(-x - x^2 + E^4*(1 + 3*x)))*(x^2 + 2*x^3 + x^4 + E^8*(1 + 6*x + 9*x^2) + E^4*(-2*x - 8*x^2 - 6*x^3) + (18*x^3 + E^4*(-9*x - 54*x^2 - 81*x^3))*Log[3]^2))/(x^2 + 2*x^3 + x^4 + E^8*(1 + 6*x + 9*x^2) + E^4*(-2*x - 8*x^2 - 6*x^3)),x]","-\frac{\left(2 x^3-e^4 \left(9 x^3+6 x^2+x\right)\right) \exp \left(\frac{9 \left(3 x^2+x\right) \log ^2(3)}{x^2+x-e^4 (3 x+1)}\right)}{\left(x^4+2 x^3+x^2+e^8 \left(9 x^2+6 x+1\right)-2 e^4 \left(3 x^3+4 x^2+x\right)\right) \left(\frac{\left(2 x-3 e^4+1\right) \left(3 x^2+x\right)}{\left(x^2+x-e^4 (3 x+1)\right)^2}-\frac{6 x+1}{x^2+x-e^4 (3 x+1)}\right)}","x e^{\frac{9 x \log ^2(3)}{\frac{x^2+x}{3 x+1}-e^4}}",1,"-((E^((9*(x + 3*x^2)*Log[3]^2)/(x + x^2 - E^4*(1 + 3*x)))*(2*x^3 - E^4*(x + 6*x^2 + 9*x^3)))/((x^2 + 2*x^3 + x^4 + E^8*(1 + 6*x + 9*x^2) - 2*E^4*(x + 4*x^2 + 3*x^3))*(((1 - 3*E^4 + 2*x)*(x + 3*x^2))/(x + x^2 - E^4*(1 + 3*x))^2 - (1 + 6*x)/(x + x^2 - E^4*(1 + 3*x)))))","B",1,1,156,0.006410,1,"{2288}"
4995,1,129,0,1.059733,"\int \frac{1+54 x^4+144 x^5+90 x^6-567 x^8-1296 x^9-729 x^{10}+e^{-4+2 x} \left(1-2 x+54 x^4+36 x^5-567 x^8-162 x^9\right)+e^{-2+x} \left(2-2 x-2 x^2+108 x^4+180 x^5+36 x^6-1134 x^8-1458 x^9-162 x^{10}\right)}{x^2} \, dx","Int[(1 + 54*x^4 + 144*x^5 + 90*x^6 - 567*x^8 - 1296*x^9 - 729*x^10 + E^(-4 + 2*x)*(1 - 2*x + 54*x^4 + 36*x^5 - 567*x^8 - 162*x^9) + E^(-2 + x)*(2 - 2*x - 2*x^2 + 108*x^4 + 180*x^5 + 36*x^6 - 1134*x^8 - 1458*x^9 - 162*x^10))/x^2,x]","-81 x^9-162 e^{x-2} x^8-162 x^8-162 e^{x-2} x^7-81 e^{2 x-4} x^7-81 x^7+18 x^5+36 e^{x-2} x^4+36 x^4+36 e^{x-2} x^3+18 e^{2 x-4} x^3+18 x^3-2 e^{x-2}-\frac{2 e^{x-2}}{x}-\frac{e^{2 x-4}}{x}-\frac{1}{x}","x-\frac{\left(x+e^{x-2}+1\right)^2 \left(1-9 x^4\right)^2}{x}",1,"-2*E^(-2 + x) - x^(-1) - (2*E^(-2 + x))/x - E^(-4 + 2*x)/x + 18*x^3 + 36*E^(-2 + x)*x^3 + 18*E^(-4 + 2*x)*x^3 + 36*x^4 + 36*E^(-2 + x)*x^4 + 18*x^5 - 81*x^7 - 162*E^(-2 + x)*x^7 - 81*E^(-4 + 2*x)*x^7 - 162*x^8 - 162*E^(-2 + x)*x^8 - 81*x^9","B",73,6,115,0.05217,1,"{14, 2199, 2194, 2177, 2178, 2176}"
4996,0,0,0,6.0194988,"\int \frac{20^{\frac{1}{\log \left(\frac{1}{16} \left(64+16 x+x^2+(-64-8 x) \log \left(3+e^{e^x}\right)+16 \log ^2\left(3+e^{e^x}\right)\right)\right)}} \left(6 \log (20)+e^{e^x} \left(2 \log (20)-8 e^x \log (20)\right)\right)}{\left(-24+e^{e^x} (-8-x)-3 x+\left(12+4 e^{e^x}\right) \log \left(3+e^{e^x}\right)\right) \log ^2\left(\frac{1}{16} \left(64+16 x+x^2+(-64-8 x) \log \left(3+e^{e^x}\right)+16 \log ^2\left(3+e^{e^x}\right)\right)\right)} \, dx","Int[(20^Log[(64 + 16*x + x^2 + (-64 - 8*x)*Log[3 + E^E^x] + 16*Log[3 + E^E^x]^2)/16]^(-1)*(6*Log[20] + E^E^x*(2*Log[20] - 8*E^x*Log[20])))/((-24 + E^E^x*(-8 - x) - 3*x + (12 + 4*E^E^x)*Log[3 + E^E^x])*Log[(64 + 16*x + x^2 + (-64 - 8*x)*Log[3 + E^E^x] + 16*Log[3 + E^E^x]^2)/16]^2),x]","\int \frac{20^{\frac{1}{\log \left(\frac{1}{16} \left(64+16 x+x^2+(-64-8 x) \log \left(3+e^{e^x}\right)+16 \log ^2\left(3+e^{e^x}\right)\right)\right)}} \left(6 \log (20)+e^{e^x} \left(2 \log (20)-8 e^x \log (20)\right)\right)}{\left(-24+e^{e^x} (-8-x)-3 x+\left(12+4 e^{e^x}\right) \log \left(3+e^{e^x}\right)\right) \log ^2\left(\frac{1}{16} \left(64+16 x+x^2+(-64-8 x) \log \left(3+e^{e^x}\right)+16 \log ^2\left(3+e^{e^x}\right)\right)\right)} \, dx","20^{\frac{1}{\log \left(\left(\frac{x}{4}-\log \left(e^{e^x}+3\right)+2\right)^2\right)}}",1,"-(Log[20]*Defer[Int][(2^(1 + 2/Log[(8 + x - 4*Log[3 + E^E^x])^2/16])*5^Log[(8 + x - 4*Log[3 + E^E^x])^2/16]^(-1))/((8 + x - 4*Log[3 + E^E^x])*Log[(8 + x - 4*Log[3 + E^E^x])^2/16]^2), x]) + Log[20]*Defer[Int][(2^(3 + 2/Log[(8 + x - 4*Log[3 + E^E^x])^2/16])*5^Log[(8 + x - 4*Log[3 + E^E^x])^2/16]^(-1)*E^(E^x + x))/((3 + E^E^x)*(8 + x - 4*Log[3 + E^E^x])*Log[(8 + x - 4*Log[3 + E^E^x])^2/16]^2), x]","F",0,0,0,0,-1,"{}"
4997,0,0,0,2.9555183,"\int \frac{e^{\frac{-x-x^2+e^x \left(10+5 x-5 x^2\right)}{x \log (3)}} \left(-x^2+e^x \left(-10+10 x-5 x^3\right)\right)+x^2 \log (3)}{x^2 \log (3)} \, dx","Int[(E^((-x - x^2 + E^x*(10 + 5*x - 5*x^2))/(x*Log[3]))*(-x^2 + E^x*(-10 + 10*x - 5*x^3)) + x^2*Log[3])/(x^2*Log[3]),x]","\int \frac{e^{\frac{-x-x^2+e^x \left(10+5 x-5 x^2\right)}{x \log (3)}} \left(-x^2+e^x \left(-10+10 x-5 x^3\right)\right)+x^2 \log (3)}{x^2 \log (3)} \, dx","x+e^{\frac{\left(\frac{5 e^x (2-x)}{x}-1\right) (x+1)}{\log (3)}}",1,"x - Defer[Int][E^(-(((1 + x)*(5*E^x*(-2 + x) + x))/(x*Log[3]))), x]/Log[3] - (10*Defer[Int][E^(x - ((1 + x)*(5*E^x*(-2 + x) + x))/(x*Log[3]))/x^2, x])/Log[3] + (10*Defer[Int][E^(x - ((1 + x)*(5*E^x*(-2 + x) + x))/(x*Log[3]))/x, x])/Log[3] - (5*Defer[Int][E^(x - ((1 + x)*(5*E^x*(-2 + x) + x))/(x*Log[3]))*x, x])/Log[3]","F",0,0,0,0,-1,"{}"
4998,1,88,0,0.3445409,"\int \frac{-225-30 x-4 x^2-6 x^3-x^4+e^{12} \left(-625-250 x-25 x^2\right)+e^9 \left(-2000-525 x+50 x^2+15 x^3\right)+e^3 \left(-1200-215 x+40 x^2+4 x^3-2 x^4\right)+e^6 \left(-2350-500 x+115 x^2+25 x^3-x^4\right)}{225 x+240 x^2+94 x^3+16 x^4+x^5+e^{12} \left(625 x+250 x^2+25 x^3\right)+e^9 \left(2000 x+1150 x^2+200 x^3+10 x^4\right)+e^6 \left(2350 x+1750 x^2+435 x^3+40 x^4+x^5\right)+e^3 \left(1200 x+1090 x^2+350 x^3+46 x^4+2 x^5\right)} \, dx","Int[(-225 - 30*x - 4*x^2 - 6*x^3 - x^4 + E^12*(-625 - 250*x - 25*x^2) + E^9*(-2000 - 525*x + 50*x^2 + 15*x^3) + E^3*(-1200 - 215*x + 40*x^2 + 4*x^3 - 2*x^4) + E^6*(-2350 - 500*x + 115*x^2 + 25*x^3 - x^4))/(225*x + 240*x^2 + 94*x^3 + 16*x^4 + x^5 + E^12*(625*x + 250*x^2 + 25*x^3) + E^9*(2000*x + 1150*x^2 + 200*x^3 + 10*x^4) + E^6*(2350*x + 1750*x^2 + 435*x^3 + 40*x^4 + x^5) + E^3*(1200*x + 1090*x^2 + 350*x^3 + 46*x^4 + 2*x^5)),x]","-\frac{5 \left(1+20 e^3+40 e^6+25 e^9\right)}{\left(2+5 e^3+5 e^6\right) \left(x+5 \left(1+e^3\right)\right)}-\frac{5 \left(3+5 e^3\right)}{\left(2+5 e^3+5 e^6\right) \left(\left(1+e^3\right) x+5 e^3+3\right)}-\log (x)","\frac{\frac{x}{x+e^3 (x+5)+3}+x+2}{\frac{x}{5}+e^3+1}-\log (x)",1,"(-5*(1 + 20*E^3 + 40*E^6 + 25*E^9))/((2 + 5*E^3 + 5*E^6)*(5*(1 + E^3) + x)) - (5*(3 + 5*E^3))/((2 + 5*E^3 + 5*E^6)*(3 + 5*E^3 + (1 + E^3)*x)) - Log[x]","B",2,1,221,0.004525,1,"{2074}"
4999,1,93,0,0.1861856,"\int \frac{e^{-\frac{-3 x+5 e^2 x \log (x)}{\log (x)}} \left(4 \log ^2(x)+\left(-3 x+3 x \log (x)-5 e^2 x \log ^2(x)\right) \log \left(16 x^4\right)\right)}{x \log ^2(x)} \, dx","Int[(4*Log[x]^2 + (-3*x + 3*x*Log[x] - 5*E^2*x*Log[x]^2)*Log[16*x^4])/(E^((-3*x + 5*E^2*x*Log[x])/Log[x])*x*Log[x]^2),x]","-\frac{e^{\frac{3 x}{\log (x)}-5 e^2 x} \left(3 x+5 e^2 x \log ^2(x)-3 x \log (x)\right) \log \left(16 x^4\right)}{x \log ^2(x) \left(\frac{-5 e^2 \log (x)-5 e^2+3}{\log (x)}-\frac{3 x-5 e^2 x \log (x)}{x \log ^2(x)}\right)}","e^{\frac{3 x}{\log (x)}-5 e^2 x} \log \left(16 x^4\right)",1,"-((E^(-5*E^2*x + (3*x)/Log[x])*(3*x - 3*x*Log[x] + 5*E^2*x*Log[x]^2)*Log[16*x^4])/(x*Log[x]^2*((3 - 5*E^2 - 5*E^2*Log[x])/Log[x] - (3*x - 5*E^2*x*Log[x])/(x*Log[x]^2))))","B",1,1,61,0.01639,1,"{2288}"
5000,1,17,0,0.0043426,"\int \frac{1-2 \log (x)}{2 e} \, dx","Int[(1 - 2*Log[x])/(2*E),x]","\frac{3 x}{2 e}-\frac{x \log (x)}{e}","\frac{x+x (-\log (x))+\frac{1}{2} (x-2+4 \log (2))}{e}",1,"(3*x)/(2*E) - (x*Log[x])/E","A",3,2,13,0.1538,1,"{12, 2295}"
5001,1,25,0,0.5674508,"\int \frac{324 x^4+195 x^5+26 x^6+x^7+\left(141 x+24 x^2+x^3+1296 x^4+780 x^5+104 x^6+4 x^7\right) \log (x)+\left(324+195 x+26 x^2+x^3\right) \log \left(\frac{27+14 x+x^2}{12+x}\right)}{324 x+195 x^2+26 x^3+x^4} \, dx","Int[(324*x^4 + 195*x^5 + 26*x^6 + x^7 + (141*x + 24*x^2 + x^3 + 1296*x^4 + 780*x^5 + 104*x^6 + 4*x^7)*Log[x] + (324 + 195*x + 26*x^2 + x^3)*Log[(27 + 14*x + x^2)/(12 + x)])/(324*x + 195*x^2 + 26*x^3 + x^4),x]","x^4 \log (x)+\log (x) \log \left(\frac{x^2+14 x+27}{x+12}\right)","\log (x) \left(x^4+\log \left(x+\frac{1}{\frac{x}{3}+4}+2\right)\right)",1,"x^4*Log[x] + Log[x]*Log[(27 + 14*x + x^2)/(12 + x)]","A",28,7,103,0.06796,1,"{6688, 2357, 2304, 2317, 2391, 14, 2524}"
5002,0,0,0,81.6583373,"\int \frac{120 x+116 x^2+36 x^3+58 x^4+54 x^5+18 x^6+2 x^7+e^{3 x} \left(4 x+2 x^4\right)+e^{2 x} \left(36 x+12 x^2+18 x^4+6 x^5\right)+e^x \left(112 x+76 x^2+12 x^3+54 x^4+36 x^5+6 x^6\right)+e^{4 x} \left(54 x^2+2 e^{3 x} x^2+54 x^3+18 x^4+2 x^5+e^{2 x} \left(18 x^2+6 x^3\right)+e^x \left(54 x^2+36 x^3+6 x^4\right)\right)+e^{2 x} \left(-60-180 x-130 x^2-146 x^3-112 x^4-36 x^5-4 x^6+e^{3 x} \left(-2-4 x-4 x^3\right)+e^{2 x} \left(-18-42 x-12 x^2-36 x^3-12 x^4\right)+e^x \left(-56-152 x-78 x^2-120 x^3-72 x^4-12 x^5\right)\right)}{27 x^4+e^{3 x} x^4+27 x^5+9 x^6+x^7+e^{2 x} \left(9 x^4+3 x^5\right)+e^x \left(27 x^4+18 x^5+3 x^6\right)+e^{4 x} \left(27 x^2+e^{3 x} x^2+27 x^3+9 x^4+x^5+e^{2 x} \left(9 x^2+3 x^3\right)+e^x \left(27 x^2+18 x^3+3 x^4\right)\right)+e^{2 x} \left(-54 x^3-2 e^{3 x} x^3-54 x^4-18 x^5-2 x^6+e^{2 x} \left(-18 x^3-6 x^4\right)+e^x \left(-54 x^3-36 x^4-6 x^5\right)\right)} \, dx","Int[(120*x + 116*x^2 + 36*x^3 + 58*x^4 + 54*x^5 + 18*x^6 + 2*x^7 + E^(3*x)*(4*x + 2*x^4) + E^(2*x)*(36*x + 12*x^2 + 18*x^4 + 6*x^5) + E^x*(112*x + 76*x^2 + 12*x^3 + 54*x^4 + 36*x^5 + 6*x^6) + E^(4*x)*(54*x^2 + 2*E^(3*x)*x^2 + 54*x^3 + 18*x^4 + 2*x^5 + E^(2*x)*(18*x^2 + 6*x^3) + E^x*(54*x^2 + 36*x^3 + 6*x^4)) + E^(2*x)*(-60 - 180*x - 130*x^2 - 146*x^3 - 112*x^4 - 36*x^5 - 4*x^6 + E^(3*x)*(-2 - 4*x - 4*x^3) + E^(2*x)*(-18 - 42*x - 12*x^2 - 36*x^3 - 12*x^4) + E^x*(-56 - 152*x - 78*x^2 - 120*x^3 - 72*x^4 - 12*x^5)))/(27*x^4 + E^(3*x)*x^4 + 27*x^5 + 9*x^6 + x^7 + E^(2*x)*(9*x^4 + 3*x^5) + E^x*(27*x^4 + 18*x^5 + 3*x^6) + E^(4*x)*(27*x^2 + E^(3*x)*x^2 + 27*x^3 + 9*x^4 + x^5 + E^(2*x)*(9*x^2 + 3*x^3) + E^x*(27*x^2 + 18*x^3 + 3*x^4)) + E^(2*x)*(-54*x^3 - 2*E^(3*x)*x^3 - 54*x^4 - 18*x^5 - 2*x^6 + E^(2*x)*(-18*x^3 - 6*x^4) + E^x*(-54*x^3 - 36*x^4 - 6*x^5))),x]","\int \frac{120 x+116 x^2+36 x^3+58 x^4+54 x^5+18 x^6+2 x^7+e^{3 x} \left(4 x+2 x^4\right)+e^{2 x} \left(36 x+12 x^2+18 x^4+6 x^5\right)+e^x \left(112 x+76 x^2+12 x^3+54 x^4+36 x^5+6 x^6\right)+e^{4 x} \left(54 x^2+2 e^{3 x} x^2+54 x^3+18 x^4+2 x^5+e^{2 x} \left(18 x^2+6 x^3\right)+e^x \left(54 x^2+36 x^3+6 x^4\right)\right)+e^{2 x} \left(-60-180 x-130 x^2-146 x^3-112 x^4-36 x^5-4 x^6+e^{3 x} \left(-2-4 x-4 x^3\right)+e^{2 x} \left(-18-42 x-12 x^2-36 x^3-12 x^4\right)+e^x \left(-56-152 x-78 x^2-120 x^3-72 x^4-12 x^5\right)\right)}{27 x^4+e^{3 x} x^4+27 x^5+9 x^6+x^7+e^{2 x} \left(9 x^4+3 x^5\right)+e^x \left(27 x^4+18 x^5+3 x^6\right)+e^{4 x} \left(27 x^2+e^{3 x} x^2+27 x^3+9 x^4+x^5+e^{2 x} \left(9 x^2+3 x^3\right)+e^x \left(27 x^2+18 x^3+3 x^4\right)\right)+e^{2 x} \left(-54 x^3-2 e^{3 x} x^3-54 x^4-18 x^5-2 x^6+e^{2 x} \left(-18 x^3-6 x^4\right)+e^x \left(-54 x^3-36 x^4-6 x^5\right)\right)} \, dx","2 x+\frac{2}{\left(e^{2 x}-x\right) \left(\frac{x}{-\left(x+e^x+3\right)^2-1}+x\right)}",1,"2*x - 4*Defer[Int][(E^(2*x) - x)^(-2), x] + (((1052*I)/9)*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)^2), x])/Sqrt[11] - ((104*I)/9)*Sqrt[11]*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)^2), x] + (((40*I)/27)*Defer[Int][E^x/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)^2), x])/Sqrt[11] + ((4*I)/9)*Sqrt[11]*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)), x] - (((7280*I)/729)*Defer[Int][E^x/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)), x])/Sqrt[11] + ((544*I)/729)*Sqrt[11]*Defer[Int][E^x/((-5 + I*Sqrt[11] - 2*x)*(E^(2*x) - x)), x] - (20*Defer[Int][1/((E^(2*x) - x)*x^2), x])/9 + (4*Defer[Int][E^x/((E^(2*x) - x)*x^2), x])/27 + (20*Defer[Int][1/((E^(2*x) - x)^2*x), x])/9 - (4*Defer[Int][E^x/((E^(2*x) - x)^2*x), x])/27 - (40*Defer[Int][1/((E^(2*x) - x)*x), x])/9 + (4*Defer[Int][E^x/((E^(2*x) - x)*x), x])/27 - (((8*I)/9)*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(3 + E^x + x)^3), x])/Sqrt[11] + (8*Defer[Int][1/(x*(3 + E^x + x)^3), x])/9 + (((52*I)/27)*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(3 + E^x + x)^2), x])/Sqrt[11] - (2*Defer[Int][1/(x^2*(3 + E^x + x)^2), x])/9 - (4*Defer[Int][1/(x*(3 + E^x + x)^2), x])/27 + (((16*I)/9)*Defer[Int][1/((-5 + I*Sqrt[11] - 2*x)*(3 + E^x + x)), x])/Sqrt[11] - (4*Defer[Int][1/(x^2*(3 + E^x + x)), x])/27 - (4*Defer[Int][1/(x*(3 + E^x + x)), x])/27 - (2*(11 + (5*I)*Sqrt[11])*Defer[Int][1/((E^(2*x) - x)^2*(5 - I*Sqrt[11] + 2*x)), x])/99 + (4*(11 + (5*I)*Sqrt[11])*Defer[Int][E^x/((E^(2*x) - x)^2*(5 - I*Sqrt[11] + 2*x)), x])/297 + (4*(11 + (5*I)*Sqrt[11])*Defer[Int][1/((E^(2*x) - x)*(5 - I*Sqrt[11] + 2*x)), x])/99 - (4*(11 + (5*I)*Sqrt[11])*Defer[Int][E^x/((E^(2*x) - x)*(5 - I*Sqrt[11] + 2*x)), x])/297 - (8*(11 + (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)^3*(5 - I*Sqrt[11] + 2*x)), x])/99 + (4*(11 + (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)^2*(5 - I*Sqrt[11] + 2*x)), x])/297 + (4*(11 + (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)*(5 - I*Sqrt[11] + 2*x)), x])/297 + (((1052*I)/9)*Defer[Int][1/((E^(2*x) - x)^2*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] - ((104*I)/9)*Sqrt[11]*Defer[Int][1/((E^(2*x) - x)^2*(5 + I*Sqrt[11] + 2*x)), x] - (2*(11 - (5*I)*Sqrt[11])*Defer[Int][1/((E^(2*x) - x)^2*(5 + I*Sqrt[11] + 2*x)), x])/99 + (((40*I)/27)*Defer[Int][E^x/((E^(2*x) - x)^2*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] + (4*(11 - (5*I)*Sqrt[11])*Defer[Int][E^x/((E^(2*x) - x)^2*(5 + I*Sqrt[11] + 2*x)), x])/297 + ((4*I)/9)*Sqrt[11]*Defer[Int][1/((E^(2*x) - x)*(5 + I*Sqrt[11] + 2*x)), x] + (4*(11 - (5*I)*Sqrt[11])*Defer[Int][1/((E^(2*x) - x)*(5 + I*Sqrt[11] + 2*x)), x])/99 - (((7280*I)/729)*Defer[Int][E^x/((E^(2*x) - x)*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] + ((544*I)/729)*Sqrt[11]*Defer[Int][E^x/((E^(2*x) - x)*(5 + I*Sqrt[11] + 2*x)), x] - (4*(11 - (5*I)*Sqrt[11])*Defer[Int][E^x/((E^(2*x) - x)*(5 + I*Sqrt[11] + 2*x)), x])/297 - (((8*I)/9)*Defer[Int][1/((3 + E^x + x)^3*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] - (8*(11 - (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)^3*(5 + I*Sqrt[11] + 2*x)), x])/99 + (((52*I)/27)*Defer[Int][1/((3 + E^x + x)^2*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] + (4*(11 - (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)^2*(5 + I*Sqrt[11] + 2*x)), x])/297 + (((16*I)/9)*Defer[Int][1/((3 + E^x + x)*(5 + I*Sqrt[11] + 2*x)), x])/Sqrt[11] + (4*(11 - (5*I)*Sqrt[11])*Defer[Int][1/((3 + E^x + x)*(5 + I*Sqrt[11] + 2*x)), x])/297 - 40*Defer[Int][1/((E^(2*x) - x)*(9 + 5*x + x^2)^3), x] + (64*Defer[Int][E^x/((E^(2*x) - x)*(9 + 5*x + x^2)^3), x])/3 - 16*Defer[Int][x/((E^(2*x) - x)*(9 + 5*x + x^2)^3), x] + (8*Defer[Int][(E^x*x)/((E^(2*x) - x)*(9 + 5*x + x^2)^3), x])/3 - (64*Defer[Int][1/((3 + E^x + x)*(9 + 5*x + x^2)^3), x])/3 - (8*Defer[Int][x/((3 + E^x + x)*(9 + 5*x + x^2)^3), x])/3 + 4*Defer[Int][1/((E^(2*x) - x)^2*(9 + 5*x + x^2)^2), x] + (80*Defer[Int][E^x/((E^(2*x) - x)^2*(9 + 5*x + x^2)^2), x])/3 - (58*Defer[Int][1/((E^(2*x) - x)*(9 + 5*x + x^2)^2), x])/9 - (208*Defer[Int][E^x/((E^(2*x) - x)*(9 + 5*x + x^2)^2), x])/27 - 8*Defer[Int][x/((E^(2*x) - x)^2*(9 + 5*x + x^2)^2), x] + (28*Defer[Int][(E^x*x)/((E^(2*x) - x)^2*(9 + 5*x + x^2)^2), x])/3 + (10*Defer[Int][x/((E^(2*x) - x)*(9 + 5*x + x^2)^2), x])/9 - (56*Defer[Int][(E^x*x)/((E^(2*x) - x)*(9 + 5*x + x^2)^2), x])/27 + (74*Defer[Int][1/((3 + E^x + x)^2*(9 + 5*x + x^2)^2), x])/9 + (22*Defer[Int][x/((3 + E^x + x)^2*(9 + 5*x + x^2)^2), x])/9 + (208*Defer[Int][1/((3 + E^x + x)*(9 + 5*x + x^2)^2), x])/27 + (56*Defer[Int][x/((3 + E^x + x)*(9 + 5*x + x^2)^2), x])/27","F",0,0,0,0,-1,"{}"
5003,1,23,0,0.1970524,"\int \frac{12 x^2+4 x^3+(8+4 x) \log ^2\left(5 e^3\right)+\left(2 x^2+2 \log ^2\left(5 e^3\right)\right) \log \left(x^2+\log ^2\left(5 e^3\right)\right)}{x^2+\log ^2\left(5 e^3\right)} \, dx","Int[(12*x^2 + 4*x^3 + (8 + 4*x)*Log[5*E^3]^2 + (2*x^2 + 2*Log[5*E^3]^2)*Log[x^2 + Log[5*E^3]^2])/(x^2 + Log[5*E^3]^2),x]","2 x^2+2 x \log \left(x^2+(3+\log (5))^2\right)+8 x","2 \left(x \left(\log \left(x^2+\log ^2\left(5 e^3\right)\right)+x\right)+x\right)+3 (2 x+3)",1,"8*x + 2*x^2 + 2*x*Log[x^2 + (3 + Log[5])^2]","A",8,5,70,0.07143,1,"{6725, 1810, 203, 2448, 321}"
5004,0,0,0,1.2527766,"\int \frac{e^x \left(-x^2+x^3\right)+e^{\frac{3 x^2+30 \log (x)}{x}} \left(-120-12 x^2+4 x^3+120 \log (x)\right)}{e^x x^2+4 e^{\frac{3 x^2+30 \log (x)}{x}} x^2} \, dx","Int[(E^x*(-x^2 + x^3) + E^((3*x^2 + 30*Log[x])/x)*(-120 - 12*x^2 + 4*x^3 + 120*Log[x]))/(E^x*x^2 + 4*E^((3*x^2 + 30*Log[x])/x)*x^2),x]","\int \frac{e^x \left(-x^2+x^3\right)+e^{\frac{3 x^2+30 \log (x)}{x}} \left(-120-12 x^2+4 x^3+120 \log (x)\right)}{e^x x^2+4 e^{\frac{3 x^2+30 \log (x)}{x}} x^2} \, dx","\frac{x^2}{2}-\log \left(e^x+4 e^{3 x+\frac{30 \log (x)}{x}}\right)",1,"-3*x + x^2/2 - (30*Log[x])/x + 2*Defer[Int][(1 + 4*E^(2*x)*x^(30/x))^(-1), x] + 30*Defer[Int][1/(x^2*(1 + 4*E^(2*x)*x^(30/x))), x] - 30*Log[x]*Defer[Int][1/(x^2*(1 + 4*E^(2*x)*x^(30/x))), x] + 30*Defer[Int][Defer[Int][(x^2 + 4*E^(2*x)*x^(2 + 30/x))^(-1), x]/x, x]","F",0,0,0,0,-1,"{}"
5005,1,11,0,0.0387614,"\int \frac{e^{\frac{4}{3 x^3}} \left(-4+x^3\right)}{x^3} \, dx","Int[(E^(4/(3*x^3))*(-4 + x^3))/x^3,x]","e^{\frac{4}{3 x^3}} x","e^{\frac{4}{3 x^3}} x-1",1,"E^(4/(3*x^3))*x","A",1,1,18,0.05556,1,"{2288}"
5006,1,21,0,0.0164059,"\int \frac{-228+20 \log (2)}{11520-2880 x+180 x^2+(-1440+180 x) \log (2)+45 \log ^2(2)} \, dx","Int[(-228 + 20*Log[2])/(11520 - 2880*x + 180*x^2 + (-1440 + 180*x)*Log[2] + 45*Log[2]^2),x]","-\frac{2 (57-\log (32))}{45 (-2 x+16-\log (2))}","\frac{2 \left(x+\frac{x+4}{9}-3\right)}{5 (2 x-16+\log (2))}",1,"(-2*(57 - Log[32]))/(45*(16 - 2*x - Log[2]))","A",5,4,33,0.1212,1,"{12, 1981, 27, 32}"
5007,1,25,0,0.5660017,"\int \frac{3-6 x+e^{e^x} \left(-1-4 e^x+2 x\right)+(1-2 x) \log (3)-2 e^{e^x+x} \log \left(3-e^{e^x}+\log (3)\right)}{-3+e^{e^x}-\log (3)} \, dx","Int[(3 - 6*x + E^E^x*(-1 - 4*E^x + 2*x) + (1 - 2*x)*Log[3] - 2*E^(E^x + x)*Log[3 - E^E^x + Log[3]])/(-3 + E^E^x - Log[3]),x]","x^2-x-\left(\log \left(-e^{e^x}+3+\log (3)\right)+2\right)^2","x^2-x-\left(\log \left(-e^{e^x}+3+\log (3)\right)+2\right)^2+3",1,"-x + x^2 - (2 + Log[3 - E^E^x + Log[3]])^2","A",7,5,64,0.07812,1,"{6741, 6742, 2282, 2390, 2301}"
5008,1,26,0,0.0628809,"\int \left(-1-2 x+e^{2 x} \left(2 x+2 x^2\right)+8 x^7 \log ^4(2)\right) \, dx","Int[-1 - 2*x + E^(2*x)*(2*x + 2*x^2) + 8*x^7*Log[2]^4,x]","x^8 \log ^4(2)+e^{2 x} x^2-x^2-x","x^8 \log ^4(2)+e^{2 x} x^2-x^2-x-4",1,"-x - x^2 + E^(2*x)*x^2 + x^8*Log[2]^4","A",9,4,29,0.1379,1,"{1593, 2196, 2176, 2194}"
5009,1,25,0,0.108059,"\int \frac{1}{8} e^{-x^2} \left(-1+8 e^{x^2}+10 x+2 x^2\right) \, dx","Int[(-1 + 8*E^x^2 + 10*x + 2*x^2)/(8*E^x^2),x]","-\frac{1}{8} e^{-x^2} x-\frac{5 e^{-x^2}}{8}+x","\frac{1}{8} \left(-e^{-x^2} (x+5)-3\right)+x-\log (4)",1,"-5/(8*E^x^2) + x - x/(8*E^x^2)","A",7,5,28,0.1786,1,"{12, 6742, 2205, 2209, 2212}"
5010,1,11,0,0.0048963,"\int \frac{16 x}{81-72 x^2+16 x^4} \, dx","Int[(16*x)/(81 - 72*x^2 + 16*x^4),x]","\frac{2}{9-4 x^2}","-\frac{2}{\left(4-\frac{9}{x^2}\right) x^2}",1,"2/(9 - 4*x^2)","A",3,3,17,0.1765,1,"{12, 28, 261}"
5011,1,10,0,0.1239313,"\int \frac{x+(9-x) \log (9-x)}{-9 x^2+x^3} \, dx","Int[(x + (9 - x)*Log[9 - x])/(-9*x^2 + x^3),x]","\frac{\log (9-x)}{x}","\frac{\log (9-x)}{x}",1,"Log[9 - x]/x","A",10,6,26,0.2308,1,"{1593, 6742, 36, 31, 29, 2395}"
5012,0,0,0,3.5188172,"\int \frac{-16 x+e^{e^{25 x^2}} \left(8-16 x+e^{25 x^2} \left(400 x^2-400 x^3\right)\right)}{-25+75 x^2-75 x^4+25 x^6+e^{3 e^{25 x^2}} \left(-25 x^3+75 x^4-75 x^5+25 x^6\right)+e^{2 e^{25 x^2}} \left(-75 x^2+150 x^3-150 x^5+75 x^6\right)+e^{e^{25 x^2}} \left(-75 x+75 x^2+150 x^3-150 x^4-75 x^5+75 x^6\right)} \, dx","Int[(-16*x + E^E^(25*x^2)*(8 - 16*x + E^(25*x^2)*(400*x^2 - 400*x^3)))/(-25 + 75*x^2 - 75*x^4 + 25*x^6 + E^(3*E^(25*x^2))*(-25*x^3 + 75*x^4 - 75*x^5 + 25*x^6) + E^(2*E^(25*x^2))*(-75*x^2 + 150*x^3 - 150*x^5 + 75*x^6) + E^E^(25*x^2)*(-75*x + 75*x^2 + 150*x^3 - 150*x^4 - 75*x^5 + 75*x^6)),x]","\int \frac{-16 x+e^{e^{25 x^2}} \left(8-16 x+e^{25 x^2} \left(400 x^2-400 x^3\right)\right)}{-25+75 x^2-75 x^4+25 x^6+e^{3 e^{25 x^2}} \left(-25 x^3+75 x^4-75 x^5+25 x^6\right)+e^{2 e^{25 x^2}} \left(-75 x^2+150 x^3-150 x^5+75 x^6\right)+e^{e^{25 x^2}} \left(-75 x+75 x^2+150 x^3-150 x^4-75 x^5+75 x^6\right)} \, dx","\frac{4}{25 (1-x)^2 \left(e^{e^{25 x^2}} x+x+1\right)^2}",1,"-16*Defer[Int][E^(E^(25*x^2) + 25*x^2)/(1 + x + E^E^(25*x^2)*x)^3, x] - (16*Defer[Int][1/((-1 + x)^3*(1 + x + E^E^(25*x^2)*x)^3), x])/25 - (8*Defer[Int][E^E^(25*x^2)/((-1 + x)^3*(1 + x + E^E^(25*x^2)*x)^3), x])/25 - (16*Defer[Int][1/((-1 + x)^2*(1 + x + E^E^(25*x^2)*x)^3), x])/25 - (16*Defer[Int][E^E^(25*x^2)/((-1 + x)^2*(1 + x + E^E^(25*x^2)*x)^3), x])/25 - 16*Defer[Int][E^(E^(25*x^2) + 25*x^2)/((-1 + x)^2*(1 + x + E^E^(25*x^2)*x)^3), x] - 32*Defer[Int][E^(E^(25*x^2) + 25*x^2)/((-1 + x)*(1 + x + E^E^(25*x^2)*x)^3), x]","F",0,0,0,0,-1,"{}"
5013,1,15,0,0.0023811,"\int \frac{1}{6} (-125-120 x+30 \log (4)) \, dx","Int[(-125 - 120*x + 30*Log[4])/6,x]","-\frac{5}{288} (24 x+25-6 \log (4))^2","5 x \left(-2 x-\frac{25}{6}+\log (4)\right)",1,"(-5*(25 + 24*x - 6*Log[4])^2)/288","A",1,1,13,0.07692,1,"{9}"
5014,1,14,0,0.031169,"\int e^{-9-e^x} x \left(12 x-4 e^x x^2\right) \, dx","Int[E^(-9 - E^x)*x*(12*x - 4*E^x*x^2),x]","4 e^{-e^x-9} x^3","4 e^{-e^x-9} x^3",1,"4*E^(-9 - E^x)*x^3","A",1,1,23,0.04348,1,"{2288}"
5015,0,0,0,1.7011647,"\int \frac{12+2 x+\left(732-1248 x+582 x^2-27 x^3-27 x^4\right) \log (x)+\left(-444+466 x-72 x^2-27 x^3\right) \log (x) \log \left(\frac{6+x}{x \log (x)}\right)+\left(90-39 x-9 x^2\right) \log (x) \log ^2\left(\frac{6+x}{x \log (x)}\right)+(-6-x) \log (x) \log ^3\left(\frac{6+x}{x \log (x)}\right)}{\left(-750+1225 x-585 x^2+27 x^3+27 x^4\right) \log (x)+\left(450-465 x+72 x^2+27 x^3\right) \log (x) \log \left(\frac{6+x}{x \log (x)}\right)+\left(-90+39 x+9 x^2\right) \log (x) \log ^2\left(\frac{6+x}{x \log (x)}\right)+(6+x) \log (x) \log ^3\left(\frac{6+x}{x \log (x)}\right)} \, dx","Int[(12 + 2*x + (732 - 1248*x + 582*x^2 - 27*x^3 - 27*x^4)*Log[x] + (-444 + 466*x - 72*x^2 - 27*x^3)*Log[x]*Log[(6 + x)/(x*Log[x])] + (90 - 39*x - 9*x^2)*Log[x]*Log[(6 + x)/(x*Log[x])]^2 + (-6 - x)*Log[x]*Log[(6 + x)/(x*Log[x])]^3)/((-750 + 1225*x - 585*x^2 + 27*x^3 + 27*x^4)*Log[x] + (450 - 465*x + 72*x^2 + 27*x^3)*Log[x]*Log[(6 + x)/(x*Log[x])] + (-90 + 39*x + 9*x^2)*Log[x]*Log[(6 + x)/(x*Log[x])]^2 + (6 + x)*Log[x]*Log[(6 + x)/(x*Log[x])]^3),x]","\int \frac{12+2 x+\left(732-1248 x+582 x^2-27 x^3-27 x^4\right) \log (x)+\left(-444+466 x-72 x^2-27 x^3\right) \log (x) \log \left(\frac{6+x}{x \log (x)}\right)+\left(90-39 x-9 x^2\right) \log (x) \log ^2\left(\frac{6+x}{x \log (x)}\right)+(-6-x) \log (x) \log ^3\left(\frac{6+x}{x \log (x)}\right)}{\left(-750+1225 x-585 x^2+27 x^3+27 x^4\right) \log (x)+\left(450-465 x+72 x^2+27 x^3\right) \log (x) \log \left(\frac{6+x}{x \log (x)}\right)+\left(-90+39 x+9 x^2\right) \log (x) \log ^2\left(\frac{6+x}{x \log (x)}\right)+(6+x) \log (x) \log ^3\left(\frac{6+x}{x \log (x)}\right)} \, dx","\frac{x}{\left(3 x+\log \left(\frac{\frac{6}{x}+1}{\log (x)}\right)-5\right)^2}-x",1,"-x - 6*Defer[Int][x/(-5 + 3*x + Log[(6 + x)/(x*Log[x])])^3, x] + 12*Defer[Int][1/((6 + x)*(-5 + 3*x + Log[(6 + x)/(x*Log[x])])^3), x] + 2*Defer[Int][1/(Log[x]*(-5 + 3*x + Log[(6 + x)/(x*Log[x])])^3), x] + Defer[Int][(-5 + 3*x + Log[(6 + x)/(x*Log[x])])^(-2), x]","F",0,0,0,0,-1,"{}"
5016,1,49,0,0.2104965,"\int \frac{-100 x^3-200 e^2 x^3-100 e^4 x^3+\left(60 x+100 x^3+100 e^4 x^3+e^4 \left(20 x+20 e^2 x\right)+e^2 \left(60 x+200 x^3\right)\right) \log \left(x^2\right)+\left(-60 x-60 e^2 x+e^4 \left(-20 x-20 e^2 x\right)\right) \log ^2\left(x^2\right)}{\left(9+6 e^4+e^8\right) \log ^3\left(x^2\right)} \, dx","Int[(-100*x^3 - 200*E^2*x^3 - 100*E^4*x^3 + (60*x + 100*x^3 + 100*E^4*x^3 + E^4*(20*x + 20*E^2*x) + E^2*(60*x + 200*x^3))*Log[x^2] + (-60*x - 60*E^2*x + E^4*(-20*x - 20*E^2*x))*Log[x^2]^2)/((9 + 6*E^4 + E^8)*Log[x^2]^3),x]","\frac{25 \left(1+e^2\right)^2 x^4}{\left(3+e^4\right)^2 \log ^2\left(x^2\right)}-\frac{10 \left(1+e^2\right) x^2}{\left(3+e^4\right) \log \left(x^2\right)}","\left(\frac{\left(5+5 e^2\right) x^2}{\left(-3-e^4\right) \log \left(x^2\right)}+1\right)^2",1,"(25*(1 + E^2)^2*x^4)/((3 + E^4)^2*Log[x^2]^2) - (10*(1 + E^2)*x^2)/((3 + E^4)*Log[x^2])","A",7,4,121,0.03306,1,"{6, 12, 6688, 6712}"
5017,0,0,0,2.3034941,"\int \frac{125+50 x+5 x^2+(-50-10 x) \log (8)+5 \log ^2(8)+e^{\frac{-6-e^5-6 x-x^2}{-25-5 x+5 \log (8)}} \left(24-e^5+10 x+x^2+(-6-2 x) \log (8)\right)}{125+50 x+5 x^2+(-50-10 x) \log (8)+5 \log ^2(8)} \, dx","Int[(125 + 50*x + 5*x^2 + (-50 - 10*x)*Log[8] + 5*Log[8]^2 + E^((-6 - E^5 - 6*x - x^2)/(-25 - 5*x + 5*Log[8]))*(24 - E^5 + 10*x + x^2 + (-6 - 2*x)*Log[8]))/(125 + 50*x + 5*x^2 + (-50 - 10*x)*Log[8] + 5*Log[8]^2),x]","\int \frac{125+50 x+5 x^2+(-50-10 x) \log (8)+5 \log ^2(8)+e^{\frac{-6-e^5-6 x-x^2}{-25-5 x+5 \log (8)}} \left(24-e^5+10 x+x^2+(-6-2 x) \log (8)\right)}{125+50 x+5 x^2+(-50-10 x) \log (8)+5 \log ^2(8)} \, dx","x+e^{\frac{(x+3)^2+e^5-3}{5 (x+5-\log (8))}}-4",1,"x + (10*(5 - Log[8]))/(5 + x - Log[8]) - (5 - Log[8])^2/(5 + x - Log[8]) + (2*Log[8]^2)/(5 + x - Log[8]) - (25 + Log[8]^2)/(5 + x - Log[8]) + 10*Log[5 + x - Log[8]] - 2*(5 - Log[8])*Log[5 + x - Log[8]] - 2*Log[8]*Log[5 + x - Log[8]] + Defer[Int][E^((6 + E^5 + 6*x + x^2)/(5*(5 + x - Log[8]))), x]/5 - ((1 + E^5 - 4*Log[8] + Log[8]^2)*Defer[Int][E^((6 + E^5 + 6*x + x^2)/(5*(5 + x - Log[8])))/(5 + x - Log[8])^2, x])/5","F",0,0,0,0,-1,"{}"
5018,1,13,0,0.0627282,"\int e^{-e^x} \left(-e^{1+x}+2 e^{e^x} x\right) \, dx","Int[(-E^(1 + x) + 2*E^E^x*x)/E^E^x,x]","x^2+e^{1-e^x}","x^2+e^{1-e^x}+1+\log (3)",1,"E^(1 - E^x) + x^2","A",4,3,24,0.1250,1,"{6688, 2282, 2194}"
5019,1,15,0,0.0554581,"\int e^{2 e^{2 x}-2 x^2} \left(4 e^{2 x}-4 x\right) \, dx","Int[E^(2*E^(2*x) - 2*x^2)*(4*E^(2*x) - 4*x),x]","e^{2 e^{2 x}-2 x^2}","e^{2 e^{2 x}-2 x^2}+\frac{105}{16}+e^4",1,"E^(2*E^(2*x) - 2*x^2)","A",1,1,27,0.03704,1,"{6706}"
5020,0,0,0,0.7292598,"\int \frac{216+72 x+e^x \left(-54-45 x-9 x^2\right)}{2 e^{3 x} \log ^4(5)+e^{2 x} (30-6 x) \log ^4(5)+e^x \left(150-60 x+6 x^2\right) \log ^4(5)+\left(250-150 x+30 x^2-2 x^3\right) \log ^4(5)} \, dx","Int[(216 + 72*x + E^x*(-54 - 45*x - 9*x^2))/(2*E^(3*x)*Log[5]^4 + E^(2*x)*(30 - 6*x)*Log[5]^4 + E^x*(150 - 60*x + 6*x^2)*Log[5]^4 + (250 - 150*x + 30*x^2 - 2*x^3)*Log[5]^4),x]","\int \frac{216+72 x+e^x \left(-54-45 x-9 x^2\right)}{2 e^{3 x} \log ^4(5)+e^{2 x} (30-6 x) \log ^4(5)+e^x \left(150-60 x+6 x^2\right) \log ^4(5)+\left(250-150 x+30 x^2-2 x^3\right) \log ^4(5)} \, dx","\frac{9 (x+3)^2}{4 \left(-x+e^x+5\right)^2 \log ^4(5)}",1,"(243*Defer[Int][(5 + E^x - x)^(-3), x])/Log[5]^4 - (27*Defer[Int][(5 + E^x - x)^(-2), x])/Log[5]^4 + (243*Defer[Int][x/(5 + E^x - x)^3, x])/(2*Log[5]^4) - (45*Defer[Int][x/(5 + E^x - x)^2, x])/(2*Log[5]^4) - (9*Defer[Int][x^2/(5 + E^x - x)^2, x])/(2*Log[5]^4) - (9*Defer[Int][x^3/(5 + E^x - x)^3, x])/(2*Log[5]^4)","F",0,0,0,0,-1,"{}"
5021,1,15,0,0.0068624,"\int \left(25+25 e^x-25 \log (3)\right) \, dx","Int[25 + 25*E^x - 25*Log[3],x]","25 e^x+25 x (1-\log (3))","-25 \left(-x-e^x+x \log (3)+e^3+e\right)",1,"25*E^x + 25*x*(1 - Log[3])","A",2,1,11,0.09091,1,"{2194}"
5022,0,0,0,0.6922868,"\int \frac{500-5 x^2+125 \log (3)+(-625-125 \log (3)) \log (x)+(-125+125 \log (x)) \log (\log (x))}{25 x^2+10 x^3+x^4+\left(-1250 x-250 x^2+\left(-250 x-50 x^2\right) \log (3)\right) \log (x)+\left(15625+6250 \log (3)+625 \log ^2(3)\right) \log ^2(x)+\left(\left(250 x+50 x^2\right) \log (x)+(-6250-1250 \log (3)) \log ^2(x)\right) \log (\log (x))+625 \log ^2(x) \log ^2(\log (x))} \, dx","Int[(500 - 5*x^2 + 125*Log[3] + (-625 - 125*Log[3])*Log[x] + (-125 + 125*Log[x])*Log[Log[x]])/(25*x^2 + 10*x^3 + x^4 + (-1250*x - 250*x^2 + (-250*x - 50*x^2)*Log[3])*Log[x] + (15625 + 6250*Log[3] + 625*Log[3]^2)*Log[x]^2 + ((250*x + 50*x^2)*Log[x] + (-6250 - 1250*Log[3])*Log[x]^2)*Log[Log[x]] + 625*Log[x]^2*Log[Log[x]]^2),x]","\int \frac{500-5 x^2+125 \log (3)+(-625-125 \log (3)) \log (x)+(-125+125 \log (x)) \log (\log (x))}{25 x^2+10 x^3+x^4+\left(-1250 x-250 x^2+\left(-250 x-50 x^2\right) \log (3)\right) \log (x)+\left(15625+6250 \log (3)+625 \log ^2(3)\right) \log ^2(x)+\left(\left(250 x+50 x^2\right) \log (x)+(-6250-1250 \log (3)) \log ^2(x)\right) \log (\log (x))+625 \log ^2(x) \log ^2(\log (x))} \, dx","\frac{x}{\frac{1}{5} x (x+5)+5 \log (x) (\log (\log (x))-5-\log (3))}",1,"125*(4 + Log[3])*Defer[Int][(5*x + x^2 - 125*Log[x] + 25*Log[x]*Log[Log[x]/3])^(-2), x] - 5*Defer[Int][x^2/(5*x + x^2 - 125*Log[x] + 25*Log[x]*Log[Log[x]/3])^2, x] - 125*(5 + Log[3])*Defer[Int][Log[x]/(5*x + x^2 - 125*Log[x] + 25*Log[x]*Log[Log[x]/3])^2, x] - 125*Defer[Int][Log[Log[x]]/(5*x + x^2 - 125*Log[x] + 25*Log[x]*Log[Log[x]/3])^2, x] + 125*Defer[Int][(Log[x]*Log[Log[x]])/(5*x + x^2 - 125*Log[x] + 25*Log[x]*Log[Log[x]/3])^2, x]","F",0,0,0,0,-1,"{}"
5023,1,33,0,1.0229417,"\int \frac{e^{-e^2} \left(-3 x^2+e^{e^2} \left(4+x^2\right)+8 e^{e^2} \log (x)+e^{e^2} \left(-x^3+e^x x^3\right) \log ^2(x)\right)}{x^3 \log ^2(x)} \, dx","Int[(-3*x^2 + E^E^2*(4 + x^2) + 8*E^E^2*Log[x] + E^E^2*(-x^3 + E^x*x^3)*Log[x]^2)/(E^E^2*x^3*Log[x]^2),x]","-\frac{4}{x^2 \log (x)}-x+e^x-\frac{1-3 e^{-e^2}}{\log (x)}","\frac{-\frac{4}{x^2}+3 e^{-e^2}-1}{\log (x)}+e^x-x-2",1,"E^x - x - (1 - 3/E^E^2)/Log[x] - 4/(x^2*Log[x])","A",15,9,64,0.1406,1,"{12, 6742, 2194, 2353, 2306, 2309, 2178, 2302, 30}"
5024,-1,0,0,180.0034094,"\int e^{-5+x^4+e^{\frac{3 e^{3 x^{-x}}}{x}} \left(-4 e^{3 x} x-12 e^{2 x} x^2-12 e^x x^3-4 x^4\right)+e^{\frac{e^{3 x^{-x}}}{x}} \left(-4 e^x x^3-4 x^4\right)+e^{\frac{4 e^{3 x^{-x}}}{x}} \left(e^{4 x}+4 e^{3 x} x+6 e^{2 x} x^2+4 e^x x^3+x^4\right)+e^{\frac{2 e^{3 x^{-x}}}{x}} \left(6 e^{2 x} x^2+12 e^x x^3+6 x^4\right)} x^{-2-x} \left(4 x^{5+x}+e^{\frac{2 e^{3 x^{-x}}}{x}} \left(x^x \left(24 x^5+e^{2 x} \left(12 x^3+12 x^4\right)+e^x \left(36 x^4+12 x^5\right)\right)+e^{3 x^{-x}} \left(-36 e^{2 x} x^3-72 e^x x^4-36 x^5+x^x \left(-12 e^{2 x} x^2-24 e^x x^3-12 x^4\right)+\left(-36 e^{2 x} x^3-72 e^x x^4-36 x^5\right) \log (x)\right)\right)+e^{\frac{4 e^{3 x^{-x}}}{x}} \left(x^x \left(4 e^{4 x} x^2+4 x^5+e^{3 x} \left(4 x^2+12 x^3\right)+e^{2 x} \left(12 x^3+12 x^4\right)+e^x \left(12 x^4+4 x^5\right)\right)+e^{3 x^{-x}} \left(-12 e^{4 x} x-48 e^{3 x} x^2-72 e^{2 x} x^3-48 e^x x^4-12 x^5+x^x \left(-4 e^{4 x}-16 e^{3 x} x-24 e^{2 x} x^2-16 e^x x^3-4 x^4\right)+\left(-12 e^{4 x} x-48 e^{3 x} x^2-72 e^{2 x} x^3-48 e^x x^4-12 x^5\right) \log (x)\right)\right)+e^{\frac{e^{3 x^{-x}}}{x}} \left(x^x \left(-16 x^5+e^x \left(-12 x^4-4 x^5\right)\right)+e^{3 x^{-x}} \left(12 e^x x^4+12 x^5+x^x \left(4 e^x x^3+4 x^4\right)+\left(12 e^x x^4+12 x^5\right) \log (x)\right)\right)+e^{\frac{3 e^{3 x^{-x}}}{x}} \left(x^x \left(-16 x^5+e^{3 x} \left(-4 x^2-12 x^3\right)+e^{2 x} \left(-24 x^3-24 x^4\right)+e^x \left(-36 x^4-12 x^5\right)\right)+e^{3 x^{-x}} \left(36 e^{3 x} x^2+108 e^{2 x} x^3+108 e^x x^4+36 x^5+x^x \left(12 e^{3 x} x+36 e^{2 x} x^2+36 e^x x^3+12 x^4\right)+\left(36 e^{3 x} x^2+108 e^{2 x} x^3+108 e^x x^4+36 x^5\right) \log (x)\right)\right)\right) \, dx","Int[E^(-5 + x^4 + E^((3*E^(3/x^x))/x)*(-4*E^(3*x)*x - 12*E^(2*x)*x^2 - 12*E^x*x^3 - 4*x^4) + E^(E^(3/x^x)/x)*(-4*E^x*x^3 - 4*x^4) + E^((4*E^(3/x^x))/x)*(E^(4*x) + 4*E^(3*x)*x + 6*E^(2*x)*x^2 + 4*E^x*x^3 + x^4) + E^((2*E^(3/x^x))/x)*(6*E^(2*x)*x^2 + 12*E^x*x^3 + 6*x^4))*x^(-2 - x)*(4*x^(5 + x) + E^((2*E^(3/x^x))/x)*(x^x*(24*x^5 + E^(2*x)*(12*x^3 + 12*x^4) + E^x*(36*x^4 + 12*x^5)) + E^(3/x^x)*(-36*E^(2*x)*x^3 - 72*E^x*x^4 - 36*x^5 + x^x*(-12*E^(2*x)*x^2 - 24*E^x*x^3 - 12*x^4) + (-36*E^(2*x)*x^3 - 72*E^x*x^4 - 36*x^5)*Log[x])) + E^((4*E^(3/x^x))/x)*(x^x*(4*E^(4*x)*x^2 + 4*x^5 + E^(3*x)*(4*x^2 + 12*x^3) + E^(2*x)*(12*x^3 + 12*x^4) + E^x*(12*x^4 + 4*x^5)) + E^(3/x^x)*(-12*E^(4*x)*x - 48*E^(3*x)*x^2 - 72*E^(2*x)*x^3 - 48*E^x*x^4 - 12*x^5 + x^x*(-4*E^(4*x) - 16*E^(3*x)*x - 24*E^(2*x)*x^2 - 16*E^x*x^3 - 4*x^4) + (-12*E^(4*x)*x - 48*E^(3*x)*x^2 - 72*E^(2*x)*x^3 - 48*E^x*x^4 - 12*x^5)*Log[x])) + E^(E^(3/x^x)/x)*(x^x*(-16*x^5 + E^x*(-12*x^4 - 4*x^5)) + E^(3/x^x)*(12*E^x*x^4 + 12*x^5 + x^x*(4*E^x*x^3 + 4*x^4) + (12*E^x*x^4 + 12*x^5)*Log[x])) + E^((3*E^(3/x^x))/x)*(x^x*(-16*x^5 + E^(3*x)*(-4*x^2 - 12*x^3) + E^(2*x)*(-24*x^3 - 24*x^4) + E^x*(-36*x^4 - 12*x^5)) + E^(3/x^x)*(36*E^(3*x)*x^2 + 108*E^(2*x)*x^3 + 108*E^x*x^4 + 36*x^5 + x^x*(12*E^(3*x)*x + 36*E^(2*x)*x^2 + 36*E^x*x^3 + 12*x^4) + (36*E^(3*x)*x^2 + 108*E^(2*x)*x^3 + 108*E^x*x^4 + 36*x^5)*Log[x]))),x]","\text{\$Aborted}","e^{\left(e^{\frac{e^{3 x^{-x}}}{x}} \left(x+e^x\right)-x\right)^4-5}",1,"$Aborted","F",0,0,0,0,-1,"{}"
5025,0,0,0,0.9808563,"\int \exp \left(-x+e^{-x} \left(e^{2 x}+e^x (-3-x)+x-e^x \log (x)+e^x \log (4 x)\right)\right) \left(e^x (1-x)+x+e^{2 x} x-x^2\right) \, dx","Int[E^(-x + (E^(2*x) + E^x*(-3 - x) + x - E^x*Log[x] + E^x*Log[4*x])/E^x)*(E^x*(1 - x) + x + E^(2*x)*x - x^2),x]","\int \exp \left(-x+e^{-x} \left(e^{2 x}+e^x (-3-x)+x-e^x \log (x)+e^x \log (4 x)\right)\right) \left(e^x (1-x)+x+e^{2 x} x-x^2\right) \, dx","4 e^{e^{-x} x-x+e^x-3} x",1,"4*Defer[Int][E^(-3 + E^x - x + x/E^x), x] + 4*Defer[Int][E^(-3 + E^x + x/E^x)*x, x] + 4*Defer[Int][E^(-3 + E^x - 2*x + x/E^x)*x, x] - 4*Defer[Int][E^(-3 + E^x - x + x/E^x)*x, x] - 4*Defer[Int][E^(-3 + E^x - 2*x + x/E^x)*x^2, x]","F",0,0,0,0,-1,"{}"
5026,0,0,0,6.8221675,"\int \frac{4 e^{10}+e^{e^{4-4 x+x^2}-x} \left(-2 e^5+e^{9-4 x+x^2} (-8+4 x)\right)}{4 e^{2 e^{4-4 x+x^2}-2 x}+e^{5+e^{4-4 x+x^2}-x} (44+16 x)+e^{10} \left(121+88 x+16 x^2\right)} \, dx","Int[(4*E^10 + E^(E^(4 - 4*x + x^2) - x)*(-2*E^5 + E^(9 - 4*x + x^2)*(-8 + 4*x)))/(4*E^(2*E^(4 - 4*x + x^2) - 2*x) + E^(5 + E^(4 - 4*x + x^2) - x)*(44 + 16*x) + E^10*(121 + 88*x + 16*x^2)),x]","\int \frac{4 e^{10}+e^{e^{4-4 x+x^2}-x} \left(-2 e^5+e^{9-4 x+x^2} (-8+4 x)\right)}{4 e^{2 e^{4-4 x+x^2}-2 x}+e^{5+e^{4-4 x+x^2}-x} (44+16 x)+e^{10} \left(121+88 x+16 x^2\right)} \, dx","\frac{1}{5-2 \left(2 (x+4)+e^{-x+e^{(2-x)^2}-5}\right)}",1,"-2*Defer[Int][E^(5 + E^(-2 + x)^2 + x)/(2*E^E^(-2 + x)^2 + 11*E^(5 + x) + 4*E^(5 + x)*x)^2, x] - 8*Defer[Int][E^(9 + E^(-2 + x)^2 - 3*x + x^2)/(2*E^E^(-2 + x)^2 + 11*E^(5 + x) + 4*E^(5 + x)*x)^2, x] + 4*Defer[Int][(E^(9 + E^(-2 + x)^2 - 3*x + x^2)*x)/(2*E^E^(-2 + x)^2 + 11*E^(5 + x) + 4*E^(5 + x)*x)^2, x] - 8*Defer[Int][E^(5 + E^(-2 + x)^2 + x)/((11 + 4*x)*(2*E^E^(-2 + x)^2 + 11*E^(5 + x) + 4*E^(5 + x)*x)^2), x] + 4*Defer[Int][E^(5 + x)/((11 + 4*x)*(2*E^E^(-2 + x)^2 + 11*E^(5 + x) + 4*E^(5 + x)*x)), x]","F",0,0,0,0,-1,"{}"
5027,0,0,0,2.872519,"\int \frac{\left(-3 x-2 x^2\right) \log \left(x^2\right)+\left(4+6 x+2 x^2\right) \log \left(2+3 x+x^2\right)+\left(-2 x-3 x^2-x^3\right) \log ^2\left(2+3 x+x^2\right)+e^{e^x} \left(3 x+2 x^2+e^x \left(-2 x-3 x^2-x^3\right) \log \left(2+3 x+x^2\right)\right)}{\left(2 x+3 x^2+x^3\right) \log ^2\left(2+3 x+x^2\right)} \, dx","Int[((-3*x - 2*x^2)*Log[x^2] + (4 + 6*x + 2*x^2)*Log[2 + 3*x + x^2] + (-2*x - 3*x^2 - x^3)*Log[2 + 3*x + x^2]^2 + E^E^x*(3*x + 2*x^2 + E^x*(-2*x - 3*x^2 - x^3)*Log[2 + 3*x + x^2]))/((2*x + 3*x^2 + x^3)*Log[2 + 3*x + x^2]^2),x]","\int \frac{\left(-3 x-2 x^2\right) \log \left(x^2\right)+\left(4+6 x+2 x^2\right) \log \left(2+3 x+x^2\right)+\left(-2 x-3 x^2-x^3\right) \log ^2\left(2+3 x+x^2\right)+e^{e^x} \left(3 x+2 x^2+e^x \left(-2 x-3 x^2-x^3\right) \log \left(2+3 x+x^2\right)\right)}{\left(2 x+3 x^2+x^3\right) \log ^2\left(2+3 x+x^2\right)} \, dx","\frac{\log \left(x^2\right)-e^{e^x}}{\log \left(\frac{(x+2) \left(x^2+x\right)}{x}\right)}-x",1,"-x + Defer[Int][E^E^x/((1 + x)*Log[2 + 3*x + x^2]^2), x] + Defer[Int][E^E^x/((2 + x)*Log[2 + 3*x + x^2]^2), x] - Defer[Int][Log[x^2]/((1 + x)*Log[2 + 3*x + x^2]^2), x] - Defer[Int][Log[x^2]/((2 + x)*Log[2 + 3*x + x^2]^2), x] - Defer[Int][E^(E^x + x)/Log[2 + 3*x + x^2], x] + 2*Defer[Int][1/(x*Log[2 + 3*x + x^2]), x]","F",0,0,0,0,-1,"{}"
5028,1,15,0,0.1203686,"\int \frac{-1+(-2+2 x) \log (4 x)}{x \log (4 x)} \, dx","Int[(-1 + (-2 + 2*x)*Log[4*x])/(x*Log[4*x]),x]","2 x-2 \log (x)-\log (\log (4 x))","-\log \left(-\frac{2}{3} x^2 \log (4 x)\right)+2 x+9",1,"2*x - 2*Log[x] - Log[Log[4*x]]","A",6,4,22,0.1818,1,"{6742, 43, 2302, 29}"
5029,1,6,0,0.000868,"\int -\frac{288}{e^5} \, dx","Int[-288/E^5,x]","-\frac{288 x}{e^5}","-x^2+\left(x-\frac{144}{e^5}\right)^2+15",1,"(-288*x)/E^5","A",1,1,5,0.2000,1,"{8}"
5030,0,0,0,1.5925386,"\int \left(1+e^{2+e^{-3 x+x^2}+x} \left(e^{10} \left(4-12 x+4 x^2+4 x^3\right)+e^{10-3 x+x^2} \left(-12 x+32 x^2-28 x^3+8 x^4\right)\right)\right) \, dx","Int[1 + E^(2 + E^(-3*x + x^2) + x)*(E^10*(4 - 12*x + 4*x^2 + 4*x^3) + E^(10 - 3*x + x^2)*(-12*x + 32*x^2 - 28*x^3 + 8*x^4)),x]","\int \left(1+e^{2+e^{-3 x+x^2}+x} \left(e^{10} \left(4-12 x+4 x^2+4 x^3\right)+e^{10-3 x+x^2} \left(-12 x+32 x^2-28 x^3+8 x^4\right)\right)\right) \, dx","4 e^{x+e^{(x-3) x}+12} x (x-1)^2+x",1,"x + 4*Defer[Int][E^(12 + E^(-3*x + x^2) + x), x] - 12*Defer[Int][E^(12 + E^(-3*x + x^2) + x)*x, x] - 12*Defer[Int][E^(12 + E^(-3*x + x^2) - 2*x + x^2)*x, x] + 4*Defer[Int][E^(12 + E^(-3*x + x^2) + x)*x^2, x] + 32*Defer[Int][E^(12 + E^(-3*x + x^2) - 2*x + x^2)*x^2, x] + 4*Defer[Int][E^(12 + E^(-3*x + x^2) + x)*x^3, x] - 28*Defer[Int][E^(12 + E^(-3*x + x^2) - 2*x + x^2)*x^3, x] + 8*Defer[Int][E^(12 + E^(-3*x + x^2) - 2*x + x^2)*x^4, x]","F",0,0,0,0,-1,"{}"
5031,1,30,0,0.0516713,"\int \frac{-13+e+4 x^2+e^{2 x} (-1+2 x)}{3 x^2} \, dx","Int[(-13 + E + 4*x^2 + E^(2*x)*(-1 + 2*x))/(3*x^2),x]","\frac{4 x}{3}+\frac{e^{2 x}}{3 x}+\frac{13-e}{3 x}","x+\frac{1}{3} \left(\frac{e^{2 x}+13-e}{x}+x\right)-2",1,"(13 - E)/(3*x) + E^(2*x)/(3*x) + (4*x)/3","A",6,3,26,0.1154,1,"{12, 14, 2197}"
5032,0,0,0,1.421719,"\int \frac{144 x+70 x^2+9 x^3+16 x^4+8 x^5+x^6+\left(-32 x-16 x^2-2 x^3\right) \log \left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)}{400+200 x+25 x^2-160 x^3-80 x^4-10 x^5+16 x^6+8 x^7+x^8+\left(-160-80 x-10 x^2+32 x^3+16 x^4+2 x^5\right) \log \left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)+\left(16+8 x+x^2\right) \log ^2\left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)} \, dx","Int[(144*x + 70*x^2 + 9*x^3 + 16*x^4 + 8*x^5 + x^6 + (-32*x - 16*x^2 - 2*x^3)*Log[(4*E^((14 + 3*x)/(4 + x)))/x])/(400 + 200*x + 25*x^2 - 160*x^3 - 80*x^4 - 10*x^5 + 16*x^6 + 8*x^7 + x^8 + (-160 - 80*x - 10*x^2 + 32*x^3 + 16*x^4 + 2*x^5)*Log[(4*E^((14 + 3*x)/(4 + x)))/x] + (16 + 8*x + x^2)*Log[(4*E^((14 + 3*x)/(4 + x)))/x]^2),x]","\int \frac{144 x+70 x^2+9 x^3+16 x^4+8 x^5+x^6+\left(-32 x-16 x^2-2 x^3\right) \log \left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)}{400+200 x+25 x^2-160 x^3-80 x^4-10 x^5+16 x^6+8 x^7+x^8+\left(-160-80 x-10 x^2+32 x^3+16 x^4+2 x^5\right) \log \left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)+\left(16+8 x+x^2\right) \log ^2\left(\frac{4 e^{\frac{14+3 x}{4+x}}}{x}\right)} \, dx","\frac{x^2}{-x^3-\log \left(\frac{4 e^{\frac{2}{x+4}+3}}{x}\right)+5}",1,"-2*Defer[Int][(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x])^(-2), x] - Defer[Int][x/(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x])^2, x] + 3*Defer[Int][x^4/(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x])^2, x] - 32*Defer[Int][1/((4 + x)^2*(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x])^2), x] + 16*Defer[Int][1/((4 + x)*(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x])^2), x] - 2*Defer[Int][x/(-5 + x^3 + Log[(4*E^((14 + 3*x)/(4 + x)))/x]), x]","F",0,0,0,0,-1,"{}"
5033,0,0,0,9.437164,"\int \frac{e^{-x^2+x^4} \left(x+6 \log \left(4 x+5 x^2+x^3\right)\right) \left(24+64 x+23 x^2-7 x^3-10 x^4+14 x^5+20 x^6+4 x^7+\left(-48 x^2-60 x^3+84 x^4+120 x^5+24 x^6\right) \log \left(4 x+5 x^2+x^3\right)\right)}{4 x^2+5 x^3+x^4+\left(24 x+30 x^2+6 x^3\right) \log \left(4 x+5 x^2+x^3\right)} \, dx","Int[(E^(-x^2 + x^4)*(x + 6*Log[4*x + 5*x^2 + x^3])*(24 + 64*x + 23*x^2 - 7*x^3 - 10*x^4 + 14*x^5 + 20*x^6 + 4*x^7 + (-48*x^2 - 60*x^3 + 84*x^4 + 120*x^5 + 24*x^6)*Log[4*x + 5*x^2 + x^3]))/(4*x^2 + 5*x^3 + x^4 + (24*x + 30*x^2 + 6*x^3)*Log[4*x + 5*x^2 + x^3]),x]","\int \frac{e^{-x^2+x^4} \left(x+6 \log \left(4 x+5 x^2+x^3\right)\right) \left(24+64 x+23 x^2-7 x^3-10 x^4+14 x^5+20 x^6+4 x^7+\left(-48 x^2-60 x^3+84 x^4+120 x^5+24 x^6\right) \log \left(4 x+5 x^2+x^3\right)\right)}{4 x^2+5 x^3+x^4+\left(24 x+30 x^2+6 x^3\right) \log \left(4 x+5 x^2+x^3\right)} \, dx","e^{x^4-x^2} \left(6 \log \left((x+4) \left(x^2+x\right)\right)+x\right)",1,"6*E^(-x^2 + x^4)*Log[x*(4 + 5*x + x^2)] + Defer[Int][E^(-x^2 + x^4), x] - (128*Defer[Int][E^(-x^2 + x^4)/(-2 - 2*x), x])/3 - 2*Defer[Int][E^(-x^2 + x^4)*x^2, x] + 4*Defer[Int][E^(-x^2 + x^4)*x^4, x] - 14*Defer[Int][E^(-x^2 + x^4)/(1 + x), x] - 4*Defer[Int][E^(-x^2 + x^4)/(4 + x), x] - (44*Defer[Int][E^(-x^2 + x^4)/(2 + 2*x), x])/3 + 8*Defer[Int][E^(-x^2 + x^4)/(8 + 2*x), x]","F",0,0,0,0,-1,"{}"
5034,1,467,0,1.9007468,"\int \frac{3-6 x+9 x^2+e^{2+2 x} \left(-1+4 x-5 x^2+2 x^3\right)}{x^2-2 x^3+3 x^4-2 x^5+x^6} \, dx","Int[(3 - 6*x + 9*x^2 + E^(2 + 2*x)*(-1 + 4*x - 5*x^2 + 2*x^3))/(x^2 - 2*x^3 + 3*x^4 - 2*x^5 + x^6),x]","-\frac{1}{3} \left(3+2 i \sqrt{3}\right) e^{3+i \sqrt{3}} \text{Ei}\left(2 x-i \sqrt{3}-1\right)+\frac{1}{3} \left(1+i \sqrt{3}\right) e^{3+i \sqrt{3}} \text{Ei}\left(2 x-i \sqrt{3}-1\right)+\frac{i e^{3+i \sqrt{3}} \text{Ei}\left(2 x-i \sqrt{3}-1\right)}{\sqrt{3}}+\frac{2}{3} e^{3+i \sqrt{3}} \text{Ei}\left(2 x-i \sqrt{3}-1\right)-\frac{1}{3} \left(3-2 i \sqrt{3}\right) e^{3-i \sqrt{3}} \text{Ei}\left(2 x+i \sqrt{3}-1\right)+\frac{1}{3} \left(1-i \sqrt{3}\right) e^{3-i \sqrt{3}} \text{Ei}\left(2 x+i \sqrt{3}-1\right)-\frac{i e^{3-i \sqrt{3}} \text{Ei}\left(2 x+i \sqrt{3}-1\right)}{\sqrt{3}}+\frac{2}{3} e^{3-i \sqrt{3}} \text{Ei}\left(2 x+i \sqrt{3}-1\right)-\frac{3}{x \left(x^2-x+1\right)}+\frac{\left(1-i \sqrt{3}\right) e^{2 x+2}}{3 \left(-2 x-i \sqrt{3}+1\right)}+\frac{2 e^{2 x+2}}{3 \left(-2 x-i \sqrt{3}+1\right)}+\frac{\left(1+i \sqrt{3}\right) e^{2 x+2}}{3 \left(-2 x+i \sqrt{3}+1\right)}+\frac{2 e^{2 x+2}}{3 \left(-2 x+i \sqrt{3}+1\right)}+\frac{e^{2 x+2}}{x}","\frac{e^{2 x+2}-3}{x \left(x^2-x+1\right)}",1,"(2*E^(2 + 2*x))/(3*(1 - I*Sqrt[3] - 2*x)) + ((1 - I*Sqrt[3])*E^(2 + 2*x))/(3*(1 - I*Sqrt[3] - 2*x)) + (2*E^(2 + 2*x))/(3*(1 + I*Sqrt[3] - 2*x)) + ((1 + I*Sqrt[3])*E^(2 + 2*x))/(3*(1 + I*Sqrt[3] - 2*x)) + E^(2 + 2*x)/x - 3/(x*(1 - x + x^2)) + (2*E^(3 + I*Sqrt[3])*ExpIntegralEi[-1 - I*Sqrt[3] + 2*x])/3 + (I*E^(3 + I*Sqrt[3])*ExpIntegralEi[-1 - I*Sqrt[3] + 2*x])/Sqrt[3] + ((1 + I*Sqrt[3])*E^(3 + I*Sqrt[3])*ExpIntegralEi[-1 - I*Sqrt[3] + 2*x])/3 - ((3 + (2*I)*Sqrt[3])*E^(3 + I*Sqrt[3])*ExpIntegralEi[-1 - I*Sqrt[3] + 2*x])/3 + (2*E^(3 - I*Sqrt[3])*ExpIntegralEi[-1 + I*Sqrt[3] + 2*x])/3 - (I*E^(3 - I*Sqrt[3])*ExpIntegralEi[-1 + I*Sqrt[3] + 2*x])/Sqrt[3] + ((1 - I*Sqrt[3])*E^(3 - I*Sqrt[3])*ExpIntegralEi[-1 + I*Sqrt[3] + 2*x])/3 - ((3 - (2*I)*Sqrt[3])*E^(3 - I*Sqrt[3])*ExpIntegralEi[-1 + I*Sqrt[3] + 2*x])/3","C",31,6,58,0.1034,1,"{6688, 6742, 2177, 2178, 6728, 1590}"
5035,1,20,0,0.0406233,"\int \frac{15}{(-3+3 x+10 \log (10+e)) \log ^2\left(-\frac{9}{-3+3 x+10 \log (10+e)}\right)} \, dx","Int[15/((-3 + 3*x + 10*Log[10 + E])*Log[-9/(-3 + 3*x + 10*Log[10 + E])]^2),x]","\frac{5}{\log \left(\frac{9}{-3 x+3-10 \log (10+e)}\right)}","\frac{5}{\log \left(\frac{3}{-x+1-\frac{10}{3} \log (10+e)}\right)}",1,"5/Log[9/(3 - 3*x - 10*Log[10 + E])]","A",4,4,33,0.1212,1,"{12, 2390, 2302, 30}"
5036,1,22,0,0.0399627,"\int \frac{-12 x^2-8 x^3+e^4 (8+4 x)}{2 x+x^2} \, dx","Int[(-12*x^2 - 8*x^3 + E^4*(8 + 4*x))/(2*x + x^2),x]","-4 x^2+4 x+4 e^4 \log (x)-8 \log (x+2)","4 \left(-x^2+x+e^4 (\log (x)-3)-\log \left(\frac{1}{2} (x+2)^2\right)\right)",1,"4*x - 4*x^2 + 4*E^4*Log[x] - 8*Log[2 + x]","A",3,2,30,0.06667,1,"{1593, 1620}"
5037,1,25,0,0.0177016,"\int \frac{1-2 e^4+e^8+4096 x^3-16384 e^2 x^3+16384 e^4 x^3}{1-2 e^4+e^8} \, dx","Int[(1 - 2*E^4 + E^8 + 4096*x^3 - 16384*E^2*x^3 + 16384*E^4*x^3)/(1 - 2*E^4 + E^8),x]","\frac{1024 \left(1-2 e^2\right)^2 x^4}{\left(1-e^4\right)^2}+x","\frac{64 \left(8 e^2-4\right)^2 x^4}{\left(1-e^4\right)^2}+x",1,"x + (1024*(1 - 2*E^2)^2*x^4)/(1 - E^4)^2","A",4,2,44,0.04545,1,"{6, 12}"
5038,1,39,0,0.0203354,"\int \frac{7442-3904 x+3278 x^3-4590 x^4+2496 x^5-1408 x^6+320 x^7-96 x^8}{x^3} \, dx","Int[(7442 - 3904*x + 3278*x^3 - 4590*x^4 + 2496*x^5 - 1408*x^6 + 320*x^7 - 96*x^8)/x^3,x]","-16 x^6+64 x^5-352 x^4+832 x^3-2295 x^2-\frac{3721}{x^2}+3278 x+\frac{3904}{x}","x^2-\frac{\left(3-4 \left(x^2-x+4\right)^2\right)^2}{x^2}-2 x+5 e^3",1,"-3721/x^2 + 3904/x + 3278*x - 2295*x^2 + 832*x^3 - 352*x^4 + 64*x^5 - 16*x^6","A",2,1,39,0.02564,1,"{14}"
5039,0,0,0,0.1994814,"\int \frac{4 e^x-8 x+4 x^2}{e^x x-x^2} \, dx","Int[(4*E^x - 8*x + 4*x^2)/(E^x*x - x^2),x]","\int \frac{4 e^x-8 x+4 x^2}{e^x x-x^2} \, dx","4 \left(-x+\log \left(x \left(x-e^x\right)\right)-5+\log ^2(25)+\log (5)\right)",1,"4*Log[x] - 4*Defer[Int][(E^x - x)^(-1), x] + 4*Defer[Int][x/(E^x - x), x]","F",0,0,0,0,-1,"{}"
5040,1,23,0,0.2553885,"\int \frac{-6-4 \log \left(\frac{x^3}{2}\right)-3 x^3 \log ^2\left(\frac{x^3}{2}\right)}{12 x^3 \log ^2\left(\frac{x^3}{2}\right)} \, dx","Int[(-6 - 4*Log[x^3/2] - 3*x^3*Log[x^3/2]^2)/(12*x^3*Log[x^3/2]^2),x]","\frac{1}{6 x^2 \log \left(\frac{x^3}{2}\right)}-\frac{x}{4}","\frac{1}{4} \left(\frac{2}{3 x^2 \log \left(\frac{x^3}{2}\right)}-x-4\right)",1,"-1/4*x + 1/(6*x^2*Log[x^3/2])","A",8,5,44,0.1136,1,"{12, 6742, 2306, 2310, 2178}"
5041,1,49,0,0.0690064,"\int \frac{27 e^{10} x^2+e^{-x^2+x \log \left(x^2\right)} \left(4+8 x-8 x^2+4 x \log \left(x^2\right)\right)}{4 e^{10}} \, dx","Int[(27*E^10*x^2 + E^(-x^2 + x*Log[x^2])*(4 + 8*x - 8*x^2 + 4*x*Log[x^2]))/(4*E^10),x]","\frac{9 x^3}{4}+\frac{e^{-x^2-10} \left(x^2\right)^x \left(-2 x^2+x \log \left(x^2\right)+2 x\right)}{\log \left(x^2\right)-2 x+2}","x \left(\frac{9 x^2}{4}+e^{x \left(\log \left(x^2\right)-x\right)-10}\right)",1,"(9*x^3)/4 + (E^(-10 - x^2)*(x^2)^x*(2*x - 2*x^2 + x*Log[x^2]))/(2 - 2*x + Log[x^2])","B",3,2,48,0.04167,1,"{12, 2288}"
5042,1,16,0,0.0136588,"\int -\frac{84 e^2}{6480+80 e^2+360 x+5 x^2+e (1440+40 x)} \, dx","Int[(-84*E^2)/(6480 + 80*E^2 + 360*x + 5*x^2 + E*(1440 + 40*x)),x]","\frac{84 e^2}{5 (x+4 (9+e))}","e^2 \left(\frac{84}{5 (x+4 (9+e))}+10\right)",1,"(84*E^2)/(5*(4*(9 + E) + x))","A",5,4,29,0.1379,1,"{12, 1981, 27, 32}"
5043,0,0,0,3.6329335,"\int \frac{4 x^3+2 x^4+e^{\frac{-x^3+e^{x^2} \left(25-10 x+x^2\right)}{x^2}} \left(-x^3+e^{x^2} \left(-50+10 x+50 x^2-20 x^3+2 x^4\right)\right)}{x^3} \, dx","Int[(4*x^3 + 2*x^4 + E^((-x^3 + E^x^2*(25 - 10*x + x^2))/x^2)*(-x^3 + E^x^2*(-50 + 10*x + 50*x^2 - 20*x^3 + 2*x^4)))/x^3,x]","\int \frac{4 x^3+2 x^4+e^{\frac{-x^3+e^{x^2} \left(25-10 x+x^2\right)}{x^2}} \left(-x^3+e^{x^2} \left(-50+10 x+50 x^2-20 x^3+2 x^4\right)\right)}{x^3} \, dx","e^{e^{x^2} \left(\frac{-x-5}{x}+2\right)^2-x}+(x+2)^2",1,"(2 + x)^2 - Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x), x] - 20*Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x + x^2), x] - 50*Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x + x^2)/x^3, x] + 10*Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x + x^2)/x^2, x] + 50*Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x + x^2)/x, x] + 2*Defer[Int][E^((E^x^2*(-5 + x)^2)/x^2 - x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
5044,0,0,0,3.3155991,"\int \frac{3 x^3-x^4+\left(3 x+x^2\right) \log \left(\frac{16}{5}\right)+\left(2 x^4-2 x^2 \log \left(\frac{16}{5}\right)+\left(-6 x^3+6 x \log \left(\frac{16}{5}\right)\right) \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right) \log \left(\frac{1}{3} \left(x-3 \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right)\right)}{\left(x^3-x \log \left(\frac{16}{5}\right)+\left(-3 x^2+3 \log \left(\frac{16}{5}\right)\right) \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right) \log ^2\left(\frac{1}{3} \left(x-3 \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right)\right)} \, dx","Int[(3*x^3 - x^4 + (3*x + x^2)*Log[16/5] + (2*x^4 - 2*x^2*Log[16/5] + (-6*x^3 + 6*x*Log[16/5])*Log[(x^2 - Log[16/5])/x])*Log[(x - 3*Log[(x^2 - Log[16/5])/x])/3])/((x^3 - x*Log[16/5] + (-3*x^2 + 3*Log[16/5])*Log[(x^2 - Log[16/5])/x])*Log[(x - 3*Log[(x^2 - Log[16/5])/x])/3]^2),x]","\int \frac{3 x^3-x^4+\left(3 x+x^2\right) \log \left(\frac{16}{5}\right)+\left(2 x^4-2 x^2 \log \left(\frac{16}{5}\right)+\left(-6 x^3+6 x \log \left(\frac{16}{5}\right)\right) \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right) \log \left(\frac{1}{3} \left(x-3 \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right)\right)}{\left(x^3-x \log \left(\frac{16}{5}\right)+\left(-3 x^2+3 \log \left(\frac{16}{5}\right)\right) \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right) \log ^2\left(\frac{1}{3} \left(x-3 \log \left(\frac{x^2-\log \left(\frac{16}{5}\right)}{x}\right)\right)\right)} \, dx","\frac{x^2}{\log \left(\frac{x}{3}-\log \left(x-\frac{\log \left(\frac{16}{5}\right)}{x}\right)\right)}",1,"3*Defer[Int][x/((x - 3*Log[x - Log[16/5]/x])*Log[(x - 3*Log[x - Log[16/5]/x])/3]^2), x] - Defer[Int][x^2/((x - 3*Log[x - Log[16/5]/x])*Log[(x - 3*Log[x - Log[16/5]/x])/3]^2), x] - 3*Log[16/5]*Defer[Int][1/((-x + Sqrt[Log[16/5]])*(x - 3*Log[x - Log[16/5]/x])*Log[(x - 3*Log[x - Log[16/5]/x])/3]^2), x] + 3*Log[16/5]*Defer[Int][1/((x + Sqrt[Log[16/5]])*(x - 3*Log[x - Log[16/5]/x])*Log[(x - 3*Log[x - Log[16/5]/x])/3]^2), x] + 2*Defer[Int][x/Log[(x - 3*Log[x - Log[16/5]/x])/3], x]","F",0,0,0,0,-1,"{}"
5045,1,20,0,0.0049244,"\int \frac{-34+40 x}{-35-17 x+10 x^2+7 \log (3)} \, dx","Int[(-34 + 40*x)/(-35 - 17*x + 10*x^2 + 7*Log[3]),x]","2 \log \left(-10 x^2+17 x+7 (5-\log (3))\right)","\log \left(\left(\frac{10}{7} \left(x-x^2\right)+x+5-\log (3)\right)^2\right)",1,"2*Log[17*x - 10*x^2 + 7*(5 - Log[3])]","A",1,1,22,0.04545,1,"{628}"
5046,1,10,0,0.0027042,"\int \frac{20 \log \left(4 e^5\right)}{e^{10}} \, dx","Int[(20*Log[4*E^5])/E^10,x]","\frac{20 x (5+\log (4))}{e^{10}}","\frac{20 x \log \left(4 e^5\right)}{e^{10}}",1,"(20*x*(5 + Log[4]))/E^10","A",1,1,11,0.09091,1,"{8}"
5047,1,102,0,0.2921936,"\int \frac{15+10 e^2-20 x+\left(2+6 x-6 x^2+e^2 (-4+4 x)\right) \log (3)}{500+1500 x+125 x^2-1500 x^3+500 x^4+e^4 \left(2000-2000 x+500 x^2\right)+e^2 \left(-2000-2000 x+3500 x^2-1000 x^3\right)+\left(200 x+600 x^2+50 x^3-600 x^4+200 x^5+e^4 \left(800 x-800 x^2+200 x^3\right)+e^2 \left(-800 x-800 x^2+1400 x^3-400 x^4\right)\right) \log (3)+\left(20 x^2+60 x^3+5 x^4-60 x^5+20 x^6+e^4 \left(80 x^2-80 x^3+20 x^4\right)+e^2 \left(-80 x^2-80 x^3+140 x^4-40 x^5\right)\right) \log ^2(3)} \, dx","Int[(15 + 10*E^2 - 20*x + (2 + 6*x - 6*x^2 + E^2*(-4 + 4*x))*Log[3])/(500 + 1500*x + 125*x^2 - 1500*x^3 + 500*x^4 + E^4*(2000 - 2000*x + 500*x^2) + E^2*(-2000 - 2000*x + 3500*x^2 - 1000*x^3) + (200*x + 600*x^2 + 50*x^3 - 600*x^4 + 200*x^5 + E^4*(800*x - 800*x^2 + 200*x^3) + E^2*(-800*x - 800*x^2 + 1400*x^3 - 400*x^4))*Log[3] + (20*x^2 + 60*x^3 + 5*x^4 - 60*x^5 + 20*x^6 + E^4*(80*x^2 - 80*x^3 + 20*x^4) + E^2*(-80*x^2 - 80*x^3 + 140*x^4 - 40*x^5))*Log[3]^2),x]","\frac{\log ^2(3)}{5 (5+\log (9)) \left(10-\log (3)+e^2 \log (9)\right) (x \log (3)+5)}-\frac{4}{5 \left(5-2 e^2\right) \left(2 x-2 e^2+1\right) \left(10-\log (3)+e^2 \log (9)\right)}-\frac{1}{5 \left(5-2 e^2\right) (2-x) (5+\log (9))}","\frac{1}{5 (x-2) \left(2 x-2 e^2+1\right) (x \log (3)+5)}",1,"-1/5*1/((5 - 2*E^2)*(2 - x)*(5 + Log[9])) - 4/(5*(5 - 2*E^2)*(1 - 2*E^2 + 2*x)*(10 - Log[3] + E^2*Log[9])) + Log[3]^2/(5*(5 + x*Log[3])*(5 + Log[9])*(10 - Log[3] + E^2*Log[9]))","B",2,1,232,0.004310,1,"{2074}"
5048,0,0,0,0.9983289,"\int \frac{-3+36 x-12 e^{x^2} x-6 x^2}{e^{3 x^2}+e^{2 x^2} (-12+2 x)+e^{x^2} \left(36-12 x+x^2\right)} \, dx","Int[(-3 + 36*x - 12*E^x^2*x - 6*x^2)/(E^(3*x^2) + E^(2*x^2)*(-12 + 2*x) + E^x^2*(36 - 12*x + x^2)),x]","\int \frac{-3+36 x-12 e^{x^2} x-6 x^2}{e^{3 x^2}+e^{2 x^2} (-12+2 x)+e^{x^2} \left(36-12 x+x^2\right)} \, dx","\frac{3 e^{-x^2}}{e^{x^2}+x-6}",1,"-3*Defer[Int][1/(E^x^2*(-6 + E^x^2 + x)^2), x] - 36*Defer[Int][x/(E^x^2*(-6 + E^x^2 + x)^2), x] + 6*Defer[Int][x^2/(E^x^2*(-6 + E^x^2 + x)^2), x] - 12*Defer[Int][x/(E^x^2*(-6 + E^x^2 + x)), x]","F",0,0,0,0,-1,"{}"
5049,1,20,0,0.0050961,"\int \frac{1}{5} \left(1+e^3 (5+90 x)\right) \, dx","Int[(1 + E^3*(5 + 90*x))/5,x]","\frac{1}{36} e^3 (18 x+1)^2+\frac{x}{5}","e^3 \left(9 x^2+x\right)+\frac{x}{5}",1,"x/5 + (E^3*(1 + 18*x)^2)/36","A",2,1,15,0.06667,1,"{12}"
5050,1,25,0,0.2316979,"\int \frac{150-50 x+(150-21 x) \log \left(\frac{50-7 x}{2 x}\right)}{-50 x^2+7 x^3+\left(300 x-142 x^2+14 x^3\right) \log \left(\frac{50-7 x}{2 x}\right)+\left(-450+363 x-92 x^2+7 x^3\right) \log ^2\left(\frac{50-7 x}{2 x}\right)} \, dx","Int[(150 - 50*x + (150 - 21*x)*Log[(50 - 7*x)/(2*x)])/(-50*x^2 + 7*x^3 + (300*x - 142*x^2 + 14*x^3)*Log[(50 - 7*x)/(2*x)] + (-450 + 363*x - 92*x^2 + 7*x^3)*Log[(50 - 7*x)/(2*x)]^2),x]","-\frac{1}{\frac{x}{(x-3) \log \left(\frac{25}{x}-\frac{7}{2}\right)}+1}","\frac{x}{x-(3-x) \log \left(\frac{50-x}{2 x}-3\right)}-2",1,"-(1 + x/((-3 + x)*Log[-7/2 + 25/x]))^(-1)","A",3,3,97,0.03093,1,"{6688, 6711, 32}"
5051,0,0,0,1.343179,"\int \frac{e^x \left(-8+2 e^3\right) (i \pi +\log (10))+e^x \left(-4 x+e^3 x\right) (i \pi +\log (10)) \log \left(\frac{5}{x^2}\right)+\left(-4 x+e^3 x\right) (i \pi +\log (10)) \log ^2\left(\frac{5}{x^2}\right)}{e^x x \log \left(\frac{5}{x^2}\right)+x^2 \log ^2\left(\frac{5}{x^2}\right)} \, dx","Int[(E^x*(-8 + 2*E^3)*(I*Pi + Log[10]) + E^x*(-4*x + E^3*x)*(I*Pi + Log[10])*Log[5/x^2] + (-4*x + E^3*x)*(I*Pi + Log[10])*Log[5/x^2]^2)/(E^x*x*Log[5/x^2] + x^2*Log[5/x^2]^2),x]","\int \frac{e^x \left(-8+2 e^3\right) (i \pi +\log (10))+e^x \left(-4 x+e^3 x\right) (i \pi +\log (10)) \log \left(\frac{5}{x^2}\right)+\left(-4 x+e^3 x\right) (i \pi +\log (10)) \log ^2\left(\frac{5}{x^2}\right)}{e^x x \log \left(\frac{5}{x^2}\right)+x^2 \log ^2\left(\frac{5}{x^2}\right)} \, dx","\left(e^3-4\right) (\log (10)+i \pi ) \log \left(\frac{e^x}{\log \left(\frac{5}{x^2}\right)}+x\right)",1,"-((4 - E^3)*x*(I*Pi + Log[10])) + (4 - E^3)*(I*Pi + Log[10])*Log[Log[5/x^2]] + 2*(4 - E^3)*(I*Pi + Log[10])*Defer[Int][(E^x + x*Log[5/x^2])^(-1), x] - (4 - E^3)*(I*Pi + Log[10])*Defer[Int][Log[5/x^2]/(E^x + x*Log[5/x^2]), x] + (4 - E^3)*(I*Pi + Log[10])*Defer[Int][(x*Log[5/x^2])/(E^x + x*Log[5/x^2]), x]","F",0,0,0,0,-1,"{}"
5052,1,19,0,0.5701988,"\int \frac{2 \log \left(\frac{2 x}{\log (3)}\right)-\log ^2\left(\frac{2 x}{\log (3)}\right)}{x^2+(8 x-2 e x) \log ^2\left(\frac{2 x}{\log (3)}\right)+\left(16-8 e+e^2\right) \log ^4\left(\frac{2 x}{\log (3)}\right)} \, dx","Int[(2*Log[(2*x)/Log[3]] - Log[(2*x)/Log[3]]^2)/(x^2 + (8*x - 2*E*x)*Log[(2*x)/Log[3]]^2 + (16 - 8*E + E^2)*Log[(2*x)/Log[3]]^4),x]","\frac{1}{\frac{x}{\log ^2\left(\frac{2 x}{\log (3)}\right)}-e+4}","\frac{1}{\frac{x}{\log ^2\left(\frac{2 x}{\log (3)}\right)}-e+4}",1,"(4 - E + x/Log[(2*x)/Log[3]]^2)^(-1)","A",3,4,68,0.05882,1,"{6688, 2547, 6711, 32}"
5053,1,5,0,0.0016292,"\int \left(1+e^x\right) \, dx","Int[1 + E^x,x]","x+e^x","x+e^x",1,"E^x + x","A",2,1,5,0.2000,1,"{2194}"
5054,0,0,0,0.2819153,"\int \frac{-x+e^{\frac{e^{x^2}}{x}+x^2} \left(3-6 x^2\right)}{3 x^2} \, dx","Int[(-x + E^(E^x^2/x + x^2)*(3 - 6*x^2))/(3*x^2),x]","\int \frac{-x+e^{\frac{e^{x^2}}{x}+x^2} \left(3-6 x^2\right)}{3 x^2} \, dx","-e^{\frac{e^{x^2}}{x}}-\frac{\log (x)}{3}+3+\log (4)",1,"-1/3*Log[x] - 2*Defer[Int][E^(E^x^2/x + x^2), x] + Defer[Int][E^(E^x^2/x + x^2)/x^2, x]","F",0,0,0,0,-1,"{}"
5055,1,22,0,0.7248167,"\int \frac{\left(-2-2 x^2+2 \log \left(16 x \log ^2(\log (5))\right)\right) \log \left(\frac{x^2+\log \left(16 x \log ^2(\log (5))\right)}{x}\right)}{x^3+x \log \left(16 x \log ^2(\log (5))\right)} \, dx","Int[((-2 - 2*x^2 + 2*Log[16*x*Log[Log[5]]^2])*Log[(x^2 + Log[16*x*Log[Log[5]]^2])/x])/(x^3 + x*Log[16*x*Log[Log[5]]^2]),x]","-\log ^2\left(\frac{x^2+\log \left(16 x \log ^2(\log (5))\right)}{x}\right)","-\log ^2\left(x+\frac{\log \left(16 x \log ^2(\log (5))\right)}{x}\right)-e^{12}+1",1,"-Log[(x^2 + Log[16*x*Log[Log[5]]^2])/x]^2","A",2,6,54,0.1111,1,"{2561, 6741, 12, 6742, 6684, 6686}"
5056,0,0,0,0.6297505,"\int \frac{8-17 x+3 x^2+\left(8-16 x+x^2\right) \log \left(\frac{x}{5}\right)+(2-4 x) \log ^2\left(\frac{x}{5}\right)}{4 x^2-8 x^3+4 x^4+e^2 \left(4 x^2-8 x^3+4 x^4\right)+\left(4 x^2-8 x^3+4 x^4+e^2 \left(4 x^2-8 x^3+4 x^4\right)\right) \log \left(\frac{x}{5}\right)+\left(x^2-2 x^3+x^4+e^2 \left(x^2-2 x^3+x^4\right)\right) \log ^2\left(\frac{x}{5}\right)} \, dx","Int[(8 - 17*x + 3*x^2 + (8 - 16*x + x^2)*Log[x/5] + (2 - 4*x)*Log[x/5]^2)/(4*x^2 - 8*x^3 + 4*x^4 + E^2*(4*x^2 - 8*x^3 + 4*x^4) + (4*x^2 - 8*x^3 + 4*x^4 + E^2*(4*x^2 - 8*x^3 + 4*x^4))*Log[x/5] + (x^2 - 2*x^3 + x^4 + E^2*(x^2 - 2*x^3 + x^4))*Log[x/5]^2),x]","\int \frac{8-17 x+3 x^2+\left(8-16 x+x^2\right) \log \left(\frac{x}{5}\right)+(2-4 x) \log ^2\left(\frac{x}{5}\right)}{4 x^2-8 x^3+4 x^4+e^2 \left(4 x^2-8 x^3+4 x^4\right)+\left(4 x^2-8 x^3+4 x^4+e^2 \left(4 x^2-8 x^3+4 x^4\right)\right) \log \left(\frac{x}{5}\right)+\left(x^2-2 x^3+x^4+e^2 \left(x^2-2 x^3+x^4\right)\right) \log ^2\left(\frac{x}{5}\right)} \, dx","\frac{2-\frac{x}{\log \left(\frac{x}{5}\right)+2}}{\left(1+e^2\right) (x-1) x}",1,"-2/((1 + E^2)*(1 - x)*x) + Defer[Int][1/((-1 + x)*x*(2 + Log[x/5])^2), x]/(1 + E^2) + Defer[Int][1/((-1 + x)^2*(2 + Log[x/5])), x]/(1 + E^2)","F",0,0,0,0,-1,"{}"
5057,0,0,0,1.9549645,"\int \frac{-400 e^{-3+x}-4 e^{-3+3 x} x^2+40 \log (6)+e^x \left(80 e^{-3+x} x+(-4-8 x) \log (6)\right)}{100 e^{-3+x}-20 e^{-3+2 x} x+e^{-3+3 x} x^2} \, dx","Int[(-400*E^(-3 + x) - 4*E^(-3 + 3*x)*x^2 + 40*Log[6] + E^x*(80*E^(-3 + x)*x + (-4 - 8*x)*Log[6]))/(100*E^(-3 + x) - 20*E^(-3 + 2*x)*x + E^(-3 + 3*x)*x^2),x]","\int \frac{-400 e^{-3+x}-4 e^{-3+3 x} x^2+40 \log (6)+e^x \left(80 e^{-3+x} x+(-4-8 x) \log (6)\right)}{100 e^{-3+x}-20 e^{-3+2 x} x+e^{-3+3 x} x^2} \, dx","\frac{4 e^{3-x} \log (6)}{\left(e^x-\frac{10}{x}\right) x}-4 x",1,"-4*x - 40*Log[6]*Defer[Int][E^(3 - x)/(-10 + E^x*x)^2, x] - 40*Log[6]*Defer[Int][E^(3 - x)/(x*(-10 + E^x*x)^2), x] - 8*Log[6]*Defer[Int][E^(3 - x)/(-10 + E^x*x), x] - 4*Log[6]*Defer[Int][E^(3 - x)/(x*(-10 + E^x*x)), x]","F",0,0,0,0,-1,"{}"
5058,1,45,0,0.1766409,"\int \frac{10 x^3+e^x \left(e^5 (2-x)-3 x^3-3 x^4\right)-6 x^3 (i \pi +\log (3))+x^3 (i \pi +\log (3))^2}{x^3} \, dx","Int[(10*x^3 + E^x*(E^5*(2 - x) - 3*x^3 - 3*x^4) - 6*x^3*(I*Pi + Log[3]) + x^3*(I*Pi + Log[3])^2)/x^3,x]","-\frac{e^{x+5}}{x^2}-3 e^x x+x \left(10-\pi ^2+\log ^2(3)-2 i \pi  (3-\log (3))-\log (729)\right)","-e^x \left(\frac{e^5}{x^2}+3 x\right)+x+x (3-i \pi -\log (3))^2",1,"-(E^(5 + x)/x^2) - 3*E^x*x + x*(10 - Pi^2 - (2*I)*Pi*(3 - Log[3]) + Log[3]^2 - Log[729])","A",14,7,61,0.1148,1,"{6, 14, 2199, 2194, 2177, 2178, 2176}"
5059,0,0,0,0.7879651,"\int \frac{e^{\frac{2 \left(50 e^2+45 x-5 x^2\right)}{-4+x}} \left(1600-36800 x-10000 e^2 x+8100 x^2-1000 x^3\right)}{16-8 x+x^2} \, dx","Int[(E^((2*(50*E^2 + 45*x - 5*x^2))/(-4 + x))*(1600 - 36800*x - 10000*E^2*x + 8100*x^2 - 1000*x^3))/(16 - 8*x + x^2),x]","\int \frac{e^{\frac{2 \left(50 e^2+45 x-5 x^2\right)}{-4+x}} \left(1600-36800 x-10000 e^2 x+8100 x^2-1000 x^3\right)}{16-8 x+x^2} \, dx","100 e^{10 \left(\frac{5 \left(x+2 e^2\right)}{x-4}-x\right)} x",1,"100*Defer[Int][E^((2*(50*E^2 + 45*x - 5*x^2))/(-4 + x)), x] - 40000*(2 + E^2)*Defer[Int][E^((2*(50*E^2 + 45*x - 5*x^2))/(-4 + x))/(-4 + x)^2, x] - 10000*(2 + E^2)*Defer[Int][E^((2*(50*E^2 + 45*x - 5*x^2))/(-4 + x))/(-4 + x), x] - 1000*Defer[Int][E^((2*(50*E^2 + 45*x - 5*x^2))/(-4 + x))*x, x]","F",0,0,0,0,-1,"{}"
5060,1,65,0,0.4067898,"\int \frac{e^{-\frac{e^2}{x}} \left(15 x+e^2 (-15+5 x)+e^{\frac{e^2}{x}} \left(-12+5 x-3 x^3+2 x^4\right)\right)}{x^3} \, dx","Int[(15*x + E^2*(-15 + 5*x) + E^(E^2/x)*(-12 + 5*x - 3*x^3 + 2*x^4))/(E^(E^2/x)*x^3),x]","x^2+\frac{6}{x^2}-3 x-15 e^{-\frac{e^2}{x}-2}+5 \left(3+e^2\right) e^{-\frac{e^2}{x}-2}-\frac{15 e^{-\frac{e^2}{x}}}{x}-\frac{5}{x}","\frac{(x-3) \left(x^2+5 e^{-\frac{e^2}{x}}+\frac{2 x-2}{x}-1\right)}{x}",1,"-15*E^(-2 - E^2/x) + 5*E^(-2 - E^2/x)*(3 + E^2) + 6/x^2 - 5/x - 15/(E^(E^2/x)*x) - 3*x + x^2","A",9,4,52,0.07692,1,"{6742, 2212, 2209, 14}"
5061,0,0,0,1.0438687,"\int \frac{e (-1+x)+e^x \left(-1-x^2\right)+e^x x \log (x)}{2 e^2 x+2 e^{2 x} x+4 e^{1+x} x} \, dx","Int[(E*(-1 + x) + E^x*(-1 - x^2) + E^x*x*Log[x])/(2*E^2*x + 2*E^(2*x)*x + 4*E^(1 + x)*x),x]","\int \frac{e (-1+x)+e^x \left(-1-x^2\right)+e^x x \log (x)}{2 e^2 x+2 e^{2 x} x+4 e^{1+x} x} \, dx","\frac{x-\log (x)+1}{2 \left(e^x+e\right)}",1,"1/(2*(E + E^x)) + x/(2*(E + E^x)) - Defer[Int][1/((E + E^x)*x), x]/2 - (E*Defer[Int][Log[x]/(E + E^x)^2, x])/2 + Defer[Int][Log[x]/(E + E^x), x]/2","F",0,0,0,0,-1,"{}"
5062,0,0,0,1.468874,"\int \frac{32 x+26 x^2+6 x^4-2 x^5+e^6 \left(2 x+2 x^2\right)+e^3 \left(-16 x-14 x^2-2 x^4\right)}{256+832 x+708 x^2-140 x^3-279 x^4+40 x^5+38 x^6-12 x^7+x^8+e^{12} \left(1+4 x+6 x^2+4 x^3+x^4\right)+e^9 \left(-16-60 x-80 x^2-40 x^3+4 x^5\right)+e^6 \left(96+340 x+398 x^2+124 x^3-60 x^4-24 x^5+6 x^6\right)+e^3 \left(-256-864 x-872 x^2-76 x^3+248 x^4+24 x^5-32 x^6+4 x^7\right)} \, dx","Int[(32*x + 26*x^2 + 6*x^4 - 2*x^5 + E^6*(2*x + 2*x^2) + E^3*(-16*x - 14*x^2 - 2*x^4))/(256 + 832*x + 708*x^2 - 140*x^3 - 279*x^4 + 40*x^5 + 38*x^6 - 12*x^7 + x^8 + E^12*(1 + 4*x + 6*x^2 + 4*x^3 + x^4) + E^9*(-16 - 60*x - 80*x^2 - 40*x^3 + 4*x^5) + E^6*(96 + 340*x + 398*x^2 + 124*x^3 - 60*x^4 - 24*x^5 + 6*x^6) + E^3*(-256 - 864*x - 872*x^2 - 76*x^3 + 248*x^4 + 24*x^5 - 32*x^6 + 4*x^7)),x]","\int \frac{32 x+26 x^2+6 x^4-2 x^5+e^6 \left(2 x+2 x^2\right)+e^3 \left(-16 x-14 x^2-2 x^4\right)}{256+832 x+708 x^2-140 x^3-279 x^4+40 x^5+38 x^6-12 x^7+x^8+e^{12} \left(1+4 x+6 x^2+4 x^3+x^4\right)+e^9 \left(-16-60 x-80 x^2-40 x^3+4 x^5\right)+e^6 \left(96+340 x+398 x^2+124 x^3-60 x^4-24 x^5+6 x^6\right)+e^3 \left(-256-864 x-872 x^2-76 x^3+248 x^4+24 x^5-32 x^6+4 x^7\right)} \, dx","\frac{x^2}{(x+1)^2 \left(x+e^3-4\right)^2+2 x}",1,"(17 - 8*E^3 + E^6)/(2*((-4 + E^3)^2 + 2*(13 - 7*E^3 + E^6)*x + (1 - 4*E^3 + E^6)*x^2 - 2*(3 - E^3)*x^3 + x^4)) + 2*(3 - E^3)*Defer[Int][(-(4 - E^3)^2 - 2*(13 - 7*E^3 + E^6)*x - (1 - 4*E^3 + E^6)*x^2 + 2*(3 - E^3)*x^3 - x^4)^(-1), x] + 2*Defer[Int][x/(-(4 - E^3)^2 - 2*(13 - 7*E^3 + E^6)*x - (1 - 4*E^3 + E^6)*x^2 + 2*(3 - E^3)*x^3 - x^4), x] + (317 - 303*E^3 + 108*E^6 - 17*E^9 + E^12)*Defer[Int][((-4 + E^3)^2 + 2*(13 - 7*E^3 + E^6)*x + (1 - 4*E^3 + E^6)*x^2 - 2*(3 - E^3)*x^3 + x^4)^(-2), x] + (237 - 244*E^3 + 94*E^6 - 16*E^9 + E^12)*Defer[Int][x/((-4 + E^3)^2 + 2*(13 - 7*E^3 + E^6)*x + (1 - 4*E^3 + E^6)*x^2 - 2*(3 - E^3)*x^3 + x^4)^2, x] - (69 - 55*E^3 + 13*E^6 - E^9)*Defer[Int][x^2/((-4 + E^3)^2 + 2*(13 - 7*E^3 + E^6)*x + (1 - 4*E^3 + E^6)*x^2 - 2*(3 - E^3)*x^3 + x^4)^2, x]","F",0,0,0,0,-1,"{}"
5063,1,16,0,0.2025034,"\int \frac{2+\left(-2 x^2+324 x^4\right) \log (x)}{x \log (x)} \, dx","Int[(2 + (-2*x^2 + 324*x^4)*Log[x])/(x*Log[x]),x]","81 x^4-x^2+2 \log (\log (x))","81 x^4-x^2+\log \left(\log ^2(x)\right)",1,"-x^2 + 81*x^4 + 2*Log[Log[x]]","A",6,5,24,0.2083,1,"{6741, 12, 6688, 2302, 29}"
5064,1,30,0,0.2567526,"\int \frac{\left(-4-e^3+2 x^2\right) \log (x)+(-16 x-32 x \log (x)) \log ^3\left(\frac{1}{16} x^4 \log ^2(x)\right)}{2 x^2 \log (x)} \, dx","Int[((-4 - E^3 + 2*x^2)*Log[x] + (-16*x - 32*x*Log[x])*Log[(x^4*Log[x]^2)/16]^3)/(2*x^2*Log[x]),x]","-\log ^4\left(\frac{1}{16} x^4 \log ^2(x)\right)+x+\frac{4+e^3}{2 x}","-\log ^4\left(\frac{1}{16} x^4 \log ^2(x)\right)+x-\frac{-4-e^3}{2 x}",1,"(4 + E^3)/(2*x) + x - Log[(x^4*Log[x]^2)/16]^4","A",6,4,51,0.07843,1,"{12, 6742, 14, 6686}"
5065,1,7,0,0.001511,"\int \frac{2 x}{e^2} \, dx","Int[(2*x)/E^2,x]","\frac{x^2}{e^2}","\frac{x^2}{e^2}+5+\log (3)",1,"x^2/E^2","A",2,2,6,0.3333,1,"{12, 30}"
5066,0,0,0,46.1166712,"\int \frac{\exp \left(2 \exp \left(\frac{1}{3} \left(-3+\log \left(\frac{e^4 x+x^2-3 x \log (x)}{e^4+x}\right)\right)\right)+\frac{1}{3} \left(-3+\log \left(\frac{e^4 x+x^2-3 x \log (x)}{e^4+x}\right)\right)\right) \left(-2 e^8+e^4 (6-4 x)+6 x-2 x^2+6 e^4 \log (x)\right)}{-3 e^8 x-6 e^4 x^2-3 x^3+\left(9 e^4 x+9 x^2\right) \log (x)} \, dx","Int[(E^(2*E^((-3 + Log[(E^4*x + x^2 - 3*x*Log[x])/(E^4 + x)])/3) + (-3 + Log[(E^4*x + x^2 - 3*x*Log[x])/(E^4 + x)])/3)*(-2*E^8 + E^4*(6 - 4*x) + 6*x - 2*x^2 + 6*E^4*Log[x]))/(-3*E^8*x - 6*E^4*x^2 - 3*x^3 + (9*E^4*x + 9*x^2)*Log[x]),x]","\int \frac{\exp \left(2 \exp \left(\frac{1}{3} \left(-3+\log \left(\frac{e^4 x+x^2-3 x \log (x)}{e^4+x}\right)\right)\right)+\frac{1}{3} \left(-3+\log \left(\frac{e^4 x+x^2-3 x \log (x)}{e^4+x}\right)\right)\right) \left(-2 e^8+e^4 (6-4 x)+6 x-2 x^2+6 e^4 \log (x)\right)}{-3 e^8 x-6 e^4 x^2-3 x^3+\left(9 e^4 x+9 x^2\right) \log (x)} \, dx","e^{2 e^{\frac{1}{3} \left(\log \left(x-\frac{3 x \log (x)}{x+e^4}\right)-3\right)}}",1,"(-6*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][E^(3 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3)) + (2*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][E^(7 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3)) - (6*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][(E^(-1 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)*x^3)/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3)) + (4*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][(E^(3 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)*x^3)/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3)) + (2*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][(E^(-1 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)*x^6)/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3)) - (6*x^(2/3)*(E^4 + x - 3*Log[x])^(2/3)*Defer[Subst][Defer[Int][(E^(3 + (2*((x^3*(E^4 + x^3 - 3*Log[x^3]))/(E^4 + x^3))^(1/3))/E)*Log[x^3])/((E^4 + x^3)^(4/3)*(E^4 + x^3 - 3*Log[x^3])^(2/3)), x], x, x^(1/3)])/((E^4 + x)^(2/3)*((x*(E^4 + x - 3*Log[x]))/(E^4 + x))^(2/3))","F",0,0,0,0,-1,"{}"
5067,0,0,0,1.3310627,"\int \frac{-6 x-12 x^3-6 x^5+e^{4+\frac{4 e^4}{1+x^2}} \left(-648 x-648 x^2-192 x^3-16 x^4\right) \log \left(\frac{27+18 x+2 x^2}{9+6 x+x^2}\right)}{\left(81+81 x+186 x^2+164 x^3+129 x^4+85 x^5+24 x^6+2 x^7\right) \log \left(\frac{27+18 x+2 x^2}{9+6 x+x^2}\right)} \, dx","Int[(-6*x - 12*x^3 - 6*x^5 + E^(4 + (4*E^4)/(1 + x^2))*(-648*x - 648*x^2 - 192*x^3 - 16*x^4)*Log[(27 + 18*x + 2*x^2)/(9 + 6*x + x^2)])/((81 + 81*x + 186*x^2 + 164*x^3 + 129*x^4 + 85*x^5 + 24*x^6 + 2*x^7)*Log[(27 + 18*x + 2*x^2)/(9 + 6*x + x^2)]),x]","\int \frac{-6 x-12 x^3-6 x^5+e^{4+\frac{4 e^4}{1+x^2}} \left(-648 x-648 x^2-192 x^3-16 x^4\right) \log \left(\frac{27+18 x+2 x^2}{9+6 x+x^2}\right)}{\left(81+81 x+186 x^2+164 x^3+129 x^4+85 x^5+24 x^6+2 x^7\right) \log \left(\frac{27+18 x+2 x^2}{9+6 x+x^2}\right)} \, dx","e^{\frac{4 e^4}{x^2+1}}+\log \left(2 \log \left(3-\frac{x^2}{(x+3)^2}\right)\right)",1,"E^((4*E^4)/(1 + x^2)) - 4*Sqrt[3]*Defer[Int][1/((-18 + 6*Sqrt[3] - 4*x)*Log[(27 + 18*x + 2*x^2)/(3 + x)^2]), x] - 2*Defer[Int][1/((3 + x)*Log[(27 + 18*x + 2*x^2)/(3 + x)^2]), x] + 4*(1 - Sqrt[3])*Defer[Int][1/((18 - 6*Sqrt[3] + 4*x)*Log[(27 + 18*x + 2*x^2)/(3 + x)^2]), x] - 4*Sqrt[3]*Defer[Int][1/((18 + 6*Sqrt[3] + 4*x)*Log[(27 + 18*x + 2*x^2)/(3 + x)^2]), x] + 4*(1 + Sqrt[3])*Defer[Int][1/((18 + 6*Sqrt[3] + 4*x)*Log[(27 + 18*x + 2*x^2)/(3 + x)^2]), x]","F",0,0,0,0,-1,"{}"
5068,0,0,0,2.5572878,"\int \frac{\left(6 x+2 x^2\right) \log \left(\frac{3+x}{3}\right)+\left(\left(2 x-x^2\right) \log (2-x)+\left(6-13 x+x^2+2 x^3\right) \log (2-x) \log \left(\frac{3+x}{3}\right)\right) \log (\log (2-x))}{\left(-6 x+x^2+x^3\right) \log (2-x) \log \left(\frac{3+x}{3}\right) \log (\log (2-x))} \, dx","Int[((6*x + 2*x^2)*Log[(3 + x)/3] + ((2*x - x^2)*Log[2 - x] + (6 - 13*x + x^2 + 2*x^3)*Log[2 - x]*Log[(3 + x)/3])*Log[Log[2 - x]])/((-6*x + x^2 + x^3)*Log[2 - x]*Log[(3 + x)/3]*Log[Log[2 - x]]),x]","\int \frac{\left(6 x+2 x^2\right) \log \left(\frac{3+x}{3}\right)+\left(\left(2 x-x^2\right) \log (2-x)+\left(6-13 x+x^2+2 x^3\right) \log (2-x) \log \left(\frac{3+x}{3}\right)\right) \log (\log (2-x))}{\left(-6 x+x^2+x^3\right) \log (2-x) \log \left(\frac{3+x}{3}\right) \log (\log (2-x))} \, dx","2 x-\log \left(\frac{x \log \left(\frac{x+3}{3}\right)}{\log ^2(\log (2-x))}\right)",1,"2*x - ((3 + Log[27])*Log[Log[(3 + x)/3]])/3 - Log[(3 + x)/3]*Log[Log[(3 + x)/3]] + Log[3 + x]*Log[Log[(3 + x)/3]] + 2*Log[Log[Log[2 - x]]] + (Log[27]*Defer[Int][1/(x*Log[1 + x/3]), x])/3 - Defer[Int][Log[3 + x]/(x*Log[1 + x/3]), x]","F",0,0,0,0,-1,"{}"
5069,0,0,0,21.0481895,"\int \frac{e^{\frac{256-\log \left(x^3\right)}{-5+x}} \left(25 x-10 x^2+x^3+\left(-30-757 x-252 x^2-x^3\right) \log (6+2 x)+\left(3 x+x^2\right) \log \left(x^3\right) \log (6+2 x)\right)}{75 x^2-5 x^3-7 x^4+x^5} \, dx","Int[(E^((256 - Log[x^3])/(-5 + x))*(25*x - 10*x^2 + x^3 + (-30 - 757*x - 252*x^2 - x^3)*Log[6 + 2*x] + (3*x + x^2)*Log[x^3]*Log[6 + 2*x]))/(75*x^2 - 5*x^3 - 7*x^4 + x^5),x]","\int \frac{e^{\frac{256-\log \left(x^3\right)}{-5+x}} \left(25 x-10 x^2+x^3+\left(-30-757 x-252 x^2-x^3\right) \log (6+2 x)+\left(3 x+x^2\right) \log \left(x^3\right) \log (6+2 x)\right)}{75 x^2-5 x^3-7 x^4+x^5} \, dx","\frac{e^{\frac{\log \left(x^3\right)-256}{5-x}} \log (2 (x+3))}{x}",1,"Defer[Int][E^((256 - Log[x^3])/(-5 + x))/x, x]/3 - Defer[Int][E^((256 - Log[x^3])/(-5 + x))/(3 + x), x]/3 - (2*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[6 + 2*x])/(5 - x)^2, x])/5 - (254*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[6 + 2*x])/(-5 + x)^2, x])/5 + (253*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[6 + 2*x])/(-5 + x), x])/25 - (2*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[6 + 2*x])/x^2, x])/5 - (253*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[6 + 2*x])/x, x])/25 + Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[x^3]*Log[6 + 2*x])/(5 - x)^2, x]/5 + (2*Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[x^3]*Log[6 + 2*x])/(5 - x), x])/25 + Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[x^3]*Log[6 + 2*x])/(-5 + x), x]/25 + Defer[Int][(E^((256 - Log[x^3])/(-5 + x))*Log[x^3]*Log[6 + 2*x])/x, x]/25","F",0,0,0,0,-1,"{}"
5070,-1,0,0,180.0017703,"\int \frac{\exp \left(\frac{144 x^2-e^{4 x^2} x^2-288 x^3-2 e^{2 x^2} x^3+143 x^4+\left(288 x-288 x^2\right) \log (x)+144 \log ^2(x)}{9 e^{4 x^2}+18 e^{2 x^2} x+9 x^2}\right) \left(288 x^2-2 e^{6 x^2} x^2-288 x^3-6 e^{4 x^2} x^3-288 x^4+286 x^5+e^{2 x^2} \left(288 x-864 x^3-582 x^4+2304 x^5-1152 x^6\right)+\left(288 x-288 x^2+e^{2 x^2} \left(288+288 x-576 x^2-2304 x^3+2304 x^4\right)\right) \log (x)+\left(-288 x-1152 e^{2 x^2} x^2\right) \log ^2(x)\right)}{9 e^{6 x^2} x+27 e^{4 x^2} x^2+27 e^{2 x^2} x^3+9 x^4} \, dx","Int[(E^((144*x^2 - E^(4*x^2)*x^2 - 288*x^3 - 2*E^(2*x^2)*x^3 + 143*x^4 + (288*x - 288*x^2)*Log[x] + 144*Log[x]^2)/(9*E^(4*x^2) + 18*E^(2*x^2)*x + 9*x^2))*(288*x^2 - 2*E^(6*x^2)*x^2 - 288*x^3 - 6*E^(4*x^2)*x^3 - 288*x^4 + 286*x^5 + E^(2*x^2)*(288*x - 864*x^3 - 582*x^4 + 2304*x^5 - 1152*x^6) + (288*x - 288*x^2 + E^(2*x^2)*(288 + 288*x - 576*x^2 - 2304*x^3 + 2304*x^4))*Log[x] + (-288*x - 1152*E^(2*x^2)*x^2)*Log[x]^2))/(9*E^(6*x^2)*x + 27*E^(4*x^2)*x^2 + 27*E^(2*x^2)*x^3 + 9*x^4),x]","\text{\$Aborted}","\exp \left(\frac{16 \left(x^2-x-\log (x)\right)^2}{\left(e^{2 x^2}+x\right)^2}-\frac{x^2}{9}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5071,1,57,0,1.7685018,"\int \frac{e^{16} \left(12 x-9 x^2\right)+e^{2 x} \left(12 x-9 x^2\right)+e^8 \left(-12 x+9 x^2\right)+e^x \left(-12 x+3 x^2+3 x^3+e^8 \left(24 x-18 x^2\right)\right)}{4-8 e^8+4 e^{16}+4 e^{2 x}+e^x \left(-8+8 e^8\right)} \, dx","Int[(E^16*(12*x - 9*x^2) + E^(2*x)*(12*x - 9*x^2) + E^8*(-12*x + 9*x^2) + E^x*(-12*x + 3*x^2 + 3*x^3 + E^8*(24*x - 18*x^2)))/(4 - 8*E^8 + 4*E^16 + 4*E^(2*x) + E^x*(-8 + 8*E^8)),x]","\frac{3 x^3}{4 \left(-e^x+1-e^8\right)}-\frac{3 x^3}{4}-\frac{3 x^2}{2 \left(-e^x+1-e^8\right)}+\frac{3 x^2}{2}","3-\frac{3 (2-x) x^2}{\frac{4}{e^x+e^8}-4}",1,"(3*x^2)/2 - (3*x^2)/(2*(1 - E^8 - E^x)) - (3*x^3)/4 + (3*x^3)/(4*(1 - E^8 - E^x))","B",49,14,106,0.1321,1,"{6688, 12, 6742, 2185, 2184, 2190, 2531, 2282, 6589, 2191, 2279, 2391, 6609, 43}"
5072,1,17,0,0.0039556,"\int \left(e^x+(1-2 x) \log (5)\right) \, dx","Int[E^x + (1 - 2*x)*Log[5],x]","e^x-\frac{1}{4} (1-2 x)^2 \log (5)","\left(x^2-x+2\right) (-\log (5))+e^x-1",1,"E^x - ((1 - 2*x)^2*Log[5])/4","A",2,1,12,0.08333,1,"{2194}"
5073,1,137,0,24.6892932,"\int \frac{e^{-\frac{3+e^x}{3 e^{x^2}-6 x}} \left(-6 e^{2 x^2} \log (5)+\left(-6 x-24 x^2\right) \log (5)+e^x \left(-2 x+2 x^2\right) \log (5)+e^{x^2} \left(e^x \left(-x+2 x^2\right) \log (5)+\left(24 x+6 x^2\right) \log (5)\right)\right)}{48 e^{2 x^2} x^3-192 e^{x^2} x^4+192 x^5} \, dx","Int[(-6*E^(2*x^2)*Log[5] + (-6*x - 24*x^2)*Log[5] + E^x*(-2*x + 2*x^2)*Log[5] + E^x^2*(E^x*(-x + 2*x^2)*Log[5] + (24*x + 6*x^2)*Log[5]))/(E^((3 + E^x)/(3*E^x^2 - 6*x))*(48*E^(2*x^2)*x^3 - 192*E^x^2*x^4 + 192*x^5)),x]","\frac{e^{-\frac{e^x+3}{3 \left(e^{x^2}-2 x\right)}} \left(-6 e^{x^2} x^2-2 e^x x^2-2 e^{x^2+x} x^2+e^{x^2+x} x+2 e^x x+6 x\right) \log (5)}{16 \left(e^{x^2}-2 x\right)^2 x^3 \left(\frac{2 \left(e^x+3\right) \left(1-e^{x^2} x\right)}{\left(e^{x^2}-2 x\right)^2}+\frac{e^x}{e^{x^2}-2 x}\right)}","\frac{e^{-\frac{e^x+3}{3 \left(e^{x^2}-2 x\right)}} \log (5)}{16 x^2}",1,"((6*x + 2*E^x*x + E^(x + x^2)*x - 2*E^x*x^2 - 6*E^x^2*x^2 - 2*E^(x + x^2)*x^2)*Log[5])/(16*E^((3 + E^x)/(3*(E^x^2 - 2*x)))*(E^x^2 - 2*x)^2*x^3*(E^x/(E^x^2 - 2*x) + (2*(3 + E^x)*(1 - E^x^2*x))/(E^x^2 - 2*x)^2))","B",3,3,126,0.02381,1,"{6741, 12, 2288}"
5074,0,0,0,3.8560141,"\int \frac{e^x (-2-2 x)-294 x^2+336 x^2 (i \pi +\log (3))-96 x^2 (i \pi +\log (3))^2+\left(147 x^2+e^x (1+x)-168 x^2 (i \pi +\log (3))+48 x^2 (i \pi +\log (3))^2\right) \log (x)+\left(e^x+49 x^2-56 x^2 (i \pi +\log (3))+16 x^2 (i \pi +\log (3))^2\right) \log \left(e^x x+49 x^3-56 x^3 (i \pi +\log (3))+16 x^3 (i \pi +\log (3))^2\right)}{e^x x+49 x^3-56 x^3 (i \pi +\log (3))+16 x^3 (i \pi +\log (3))^2} \, dx","Int[(E^x*(-2 - 2*x) - 294*x^2 + 336*x^2*(I*Pi + Log[3]) - 96*x^2*(I*Pi + Log[3])^2 + (147*x^2 + E^x*(1 + x) - 168*x^2*(I*Pi + Log[3]) + 48*x^2*(I*Pi + Log[3])^2)*Log[x] + (E^x + 49*x^2 - 56*x^2*(I*Pi + Log[3]) + 16*x^2*(I*Pi + Log[3])^2)*Log[E^x*x + 49*x^3 - 56*x^3*(I*Pi + Log[3]) + 16*x^3*(I*Pi + Log[3])^2])/(E^x*x + 49*x^3 - 56*x^3*(I*Pi + Log[3]) + 16*x^3*(I*Pi + Log[3])^2),x]","\int \frac{e^x (-2-2 x)-294 x^2+336 x^2 (i \pi +\log (3))-96 x^2 (i \pi +\log (3))^2+\left(147 x^2+e^x (1+x)-168 x^2 (i \pi +\log (3))+48 x^2 (i \pi +\log (3))^2\right) \log (x)+\left(e^x+49 x^2-56 x^2 (i \pi +\log (3))+16 x^2 (i \pi +\log (3))^2\right) \log \left(e^x x+49 x^3-56 x^3 (i \pi +\log (3))+16 x^3 (i \pi +\log (3))^2\right)}{e^x x+49 x^3-56 x^3 (i \pi +\log (3))+16 x^3 (i \pi +\log (3))^2} \, dx","(\log (x)-2) \log \left(x \left(e^x+(x-4 x (2-i \pi -\log (3)))^2\right)\right)",1,"-3*x + (2 - Log[x])^2/2 + x*Log[x] + 2*(7*I + 4*Pi - (4*I)*Log[3])^2*Log[x]*Defer[Int][x/(-E^x - 49*x^2*(1 + (-16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81]))/49)), x] + 2*(7*I + 4*Pi - (4*I)*Log[3])^2*Defer[Int][x^2/(-E^x - 49*x^2*(1 + (-16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81]))/49)), x] + 4*(7*I + 4*Pi - (4*I)*Log[3])^2*Defer[Int][x/(E^x + 49*x^2*(1 + (-16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81]))/49)), x] + (7*I + 4*Pi - (4*I)*Log[3])^2*Log[x]*Defer[Int][x^2/(E^x + 49*x^2*(1 + (-16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81]))/49)), x] + Defer[Int][Log[E^x*x - x^3*(7*I + 4*Pi - (4*I)*Log[3])^2]/x, x] - 2*(7*I + 4*Pi - (4*I)*Log[3])^2*Defer[Int][Defer[Int][-(x/(E^x + x^2*(49 - 16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81])))), x]/x, x] - (7*I + 4*Pi - (4*I)*Log[3])^2*Defer[Int][Defer[Int][x^2/(E^x + x^2*(49 - 16*Pi^2 + 8*Log[3]*(-7 + Log[9]) + (8*I)*Pi*(-7 + Log[81]))), x]/x, x]","F",0,0,0,0,-1,"{}"
5075,1,57,0,0.0227809,"\int \left(1+e^{16}+e^{20}+2 x-6 x^2+5 x^4+e^8 \left(-2+6 x^2\right)+e^{10} \left(-2+2 e^8+6 x^2\right)\right) \, dx","Int[1 + E^16 + E^20 + 2*x - 6*x^2 + 5*x^4 + E^8*(-2 + 6*x^2) + E^10*(-2 + 2*E^8 + 6*x^2),x]","x^5+2 e^{10} x^3+2 e^8 x^3-2 x^3+x^2+\left(1+e^{16}+e^{20}\right) x-2 e^{10} \left(1-e^8\right) x-2 e^8 x","x^2+\left(x^2+e^{10}+e^8-1\right)^2 x",1,"-2*E^8*x - 2*E^10*(1 - E^8)*x + (1 + E^16 + E^20)*x + x^2 - 2*x^3 + 2*E^8*x^3 + 2*E^10*x^3 + x^5","B",3,0,48,0,1,"{}"
5076,1,26,0,0.687376,"\int \frac{4-16 x+4 x^2+e^{\frac{1}{4} \left(5 x^2-x^3\right)} \left(10 x^2-23 x^3+16 x^4-3 x^5\right)}{4 x-8 x^2+4 x^3} \, dx","Int[(4 - 16*x + 4*x^2 + E^((5*x^2 - x^3)/4)*(10*x^2 - 23*x^3 + 16*x^4 - 3*x^5))/(4*x - 8*x^2 + 4*x^3),x]","e^{\frac{1}{4} (5-x) x^2}-\frac{2}{1-x}+\log (x)","e^{\frac{1}{4} (5-x) x^2}+\frac{2}{1-\frac{1}{x}}+\log (x)+2",1,"E^(((5 - x)*x^2)/4) - 2/(1 - x) + Log[x]","A",8,6,66,0.09091,1,"{1594, 27, 12, 6742, 6706, 893}"
5077,1,23,0,0.0743664,"\int \frac{1}{2} \left(1+4 x+e^{-6+2 x} \left(-2 x-2 x^2\right)\right) \, dx","Int[(1 + 4*x + E^(-6 + 2*x)*(-2*x - 2*x^2))/2,x]","-\frac{1}{2} e^{2 x-6} x^2+x^2+\frac{x}{2}","\left(x-\frac{1}{2} \left(e^{2 x-6}+\frac{1}{x}\right) x\right) x+x",1,"x/2 + x^2 - (E^(-6 + 2*x)*x^2)/2","A",10,5,26,0.1923,1,"{12, 1593, 2196, 2176, 2194}"
5078,1,664,0,19.9220977,"\int e^{-2 x} \left(1024 x^3-1152 x^4+352 x^5-32 x^6+e^{2 x+2 \log ^2(4)} (-8+2 x)+e^{2 x} \left(-168+146 x-42 x^2+4 x^3\right)+\left(-1536 x^2+2048 x^3-672 x^4+64 x^5\right) \log (3)+\left(512 x-896 x^2+320 x^3-32 x^4\right) \log ^2(3)+e^x \left(-768 x+1344 x^2-672 x^3+128 x^4-8 x^5+\left(384-1024 x+584 x^2-120 x^3+8 x^4\right) \log (3)\right)+e^{\log ^2(4)} \left(e^{2 x} \left(-80+44 x-6 x^2\right)+e^x \left(-256 x+320 x^2-96 x^3+8 x^4+\left(128-256 x+88 x^2-8 x^3\right) \log (3)\right)\right)\right) \, dx","Int[(1024*x^3 - 1152*x^4 + 352*x^5 - 32*x^6 + E^(2*x + 2*Log[4]^2)*(-8 + 2*x) + E^(2*x)*(-168 + 146*x - 42*x^2 + 4*x^3) + (-1536*x^2 + 2048*x^3 - 672*x^4 + 64*x^5)*Log[3] + (512*x - 896*x^2 + 320*x^3 - 32*x^4)*Log[3]^2 + E^x*(-768*x + 1344*x^2 - 672*x^3 + 128*x^4 - 8*x^5 + (384 - 1024*x + 584*x^2 - 120*x^3 + 8*x^4)*Log[3]) + E^Log[4]^2*(E^(2*x)*(-80 + 44*x - 6*x^2) + E^x*(-256*x + 320*x^2 - 96*x^3 + 8*x^4 + (128 - 256*x + 88*x^2 - 8*x^3)*Log[3])))/E^(2*x),x]","16 e^{-2 x} x^6-128 e^{-2 x} x^5+8 e^{-x} x^5-32 e^{-2 x} x^5 \log (3)+256 e^{-2 x} x^4+40 e^{-x} x^4+x^4-8 x^4 e^{\log ^2(4)-x}+16 e^{-2 x} x^4 \log ^2(3)-8 e^{-x} x^4 (16+\log (3))+256 e^{-2 x} x^4 \log (3)+160 e^{-x} x^3-14 x^3-32 x^3 e^{\log ^2(4)-x}+8 x^3 (12+\log (3)) e^{\log ^2(4)-x}-128 e^{-2 x} x^3 \log ^2(3)-2 x^3 e^{\log ^2(4)}+24 e^{-x} x^3 (28+\log (243))-32 e^{-x} x^3 (16+\log (3))-512 e^{-2 x} x^3 \log (3)+480 e^{-x} x^2+73 x^2-96 x^2 e^{\log ^2(4)-x}-8 x^2 (40+11 \log (3)) e^{\log ^2(4)-x}+24 x^2 (12+\log (3)) e^{\log ^2(4)-x}+256 e^{-2 x} x^2 \log ^2(3)+22 x^2 e^{\log ^2(4)}+72 e^{-x} x^2 (28+\log (243))-8 e^{-x} x^2 (168+73 \log (3))-96 e^{-x} x^2 (16+\log (3))+960 e^{-x} x-168 x+960 e^{-x}-192 x e^{\log ^2(4)-x}-16 x (40+11 \log (3)) e^{\log ^2(4)-x}+48 x (12+\log (3)) e^{\log ^2(4)-x}+256 x (1+\log (3)) e^{\log ^2(4)-x}-80 x e^{\log ^2(4)}-192 e^{\log ^2(4)-x}+(4-x)^2 e^{2 \log ^2(4)}-16 (40+11 \log (3)) e^{\log ^2(4)-x}+48 (12+\log (3)) e^{\log ^2(4)-x}+256 (1+\log (3)) e^{\log ^2(4)-x}-128 \log (3) e^{\log ^2(4)-x}+144 e^{-x} x (28+\log (243))+256 e^{-x} x (3+\log (81))-16 e^{-x} x (168+73 \log (3))-192 e^{-x} x (16+\log (3))+144 e^{-x} (28+\log (243))+256 e^{-x} (3+\log (81))-16 e^{-x} (168+73 \log (3))-192 e^{-x} (16+\log (3))-384 e^{-x} \log (3)","(4-x)^2 \left(x-4 e^{-x} x (\log (3)-x)-3-e^{\log ^2(4)}\right)^2",1,"960/E^x - 192*E^(-x + Log[4]^2) + E^(2*Log[4]^2)*(4 - x)^2 - 168*x + (960*x)/E^x - 80*E^Log[4]^2*x - 192*E^(-x + Log[4]^2)*x + 73*x^2 + (480*x^2)/E^x + 22*E^Log[4]^2*x^2 - 96*E^(-x + Log[4]^2)*x^2 - 14*x^3 + (160*x^3)/E^x - 2*E^Log[4]^2*x^3 - 32*E^(-x + Log[4]^2)*x^3 + x^4 + (256*x^4)/E^(2*x) + (40*x^4)/E^x - 8*E^(-x + Log[4]^2)*x^4 - (128*x^5)/E^(2*x) + (8*x^5)/E^x + (16*x^6)/E^(2*x) - (384*Log[3])/E^x - 128*E^(-x + Log[4]^2)*Log[3] - (512*x^3*Log[3])/E^(2*x) + (256*x^4*Log[3])/E^(2*x) - (32*x^5*Log[3])/E^(2*x) + (256*x^2*Log[3]^2)/E^(2*x) - (128*x^3*Log[3]^2)/E^(2*x) + (16*x^4*Log[3]^2)/E^(2*x) + 256*E^(-x + Log[4]^2)*(1 + Log[3]) + 256*E^(-x + Log[4]^2)*x*(1 + Log[3]) + 48*E^(-x + Log[4]^2)*(12 + Log[3]) + 48*E^(-x + Log[4]^2)*x*(12 + Log[3]) + 24*E^(-x + Log[4]^2)*x^2*(12 + Log[3]) + 8*E^(-x + Log[4]^2)*x^3*(12 + Log[3]) - (192*(16 + Log[3]))/E^x - (192*x*(16 + Log[3]))/E^x - (96*x^2*(16 + Log[3]))/E^x - (32*x^3*(16 + Log[3]))/E^x - (8*x^4*(16 + Log[3]))/E^x - 16*E^(-x + Log[4]^2)*(40 + 11*Log[3]) - 16*E^(-x + Log[4]^2)*x*(40 + 11*Log[3]) - 8*E^(-x + Log[4]^2)*x^2*(40 + 11*Log[3]) - (16*(168 + 73*Log[3]))/E^x - (16*x*(168 + 73*Log[3]))/E^x - (8*x^2*(168 + 73*Log[3]))/E^x + (256*(3 + Log[81]))/E^x + (256*x*(3 + Log[81]))/E^x + (144*(28 + Log[243]))/E^x + (144*x*(28 + Log[243]))/E^x + (72*x^2*(28 + Log[243]))/E^x + (24*x^3*(28 + Log[243]))/E^x","B",104,4,230,0.01739,1,"{6742, 2176, 2194, 2196}"
5079,1,24,0,0.0539651,"\int \frac{1}{10} \left(40+10 e^x+e^{\frac{1}{5} \left(-5 e^x+x\right)} \left(-1+5 e^x\right)\right) \, dx","Int[(40 + 10*E^x + E^((-5*E^x + x)/5)*(-1 + 5*E^x))/10,x]","4 x+e^x-\frac{1}{2} e^{\frac{1}{5} \left(x-5 e^x\right)}","2 \left(2-\frac{\frac{1}{2} e^{\frac{x}{5}-e^x}-e^x}{2 x}\right) x",1,"E^x - E^((-5*E^x + x)/5)/2 + 4*x","A",4,3,32,0.09375,1,"{12, 2194, 6706}"
5080,0,0,0,8.2012918,"\int \frac{-25+e^{-2+2 e^{\sqrt[4]{e}}-e^{x^2}-x} \left(-25-50 e^{x^2} x\right)}{1+e^{-4+4 e^{\sqrt[4]{e}}-2 e^{x^2}-2 x}+e^{-2+2 e^{\sqrt[4]{e}}-e^{x^2}-x} (-2-2 x)+2 x+x^2} \, dx","Int[(-25 + E^(-2 + 2*E^E^(1/4) - E^x^2 - x)*(-25 - 50*E^x^2*x))/(1 + E^(-4 + 4*E^E^(1/4) - 2*E^x^2 - 2*x) + E^(-2 + 2*E^E^(1/4) - E^x^2 - x)*(-2 - 2*x) + 2*x + x^2),x]","\int \frac{-25+e^{-2+2 e^{\sqrt[4]{e}}-e^{x^2}-x} \left(-25-50 e^{x^2} x\right)}{1+e^{-4+4 e^{\sqrt[4]{e}}-2 e^{x^2}-2 x}+e^{-2+2 e^{\sqrt[4]{e}}-e^{x^2}-x} (-2-2 x)+2 x+x^2} \, dx","\frac{25}{-e^{-e^{x^2}-x+2 e^{\sqrt[4]{e}}-2}+x+1}",1,"-25*Defer[Int][E^(E^x^2 + 2*(1 + E^E^(1/4)) + x)/((1 + x)*(-E^(2*E^E^(1/4)) + E^(2 + E^x^2 + x) + E^(2 + E^x^2 + x)*x)^2), x] - 25*Defer[Int][E^(2 + E^x^2 + x)/((1 + x)*(-E^(2*E^E^(1/4)) + E^(2 + E^x^2 + x) + E^(2 + E^x^2 + x)*x)), x] - 25*Defer[Int][E^(E^x^2 + 2*(1 + E^E^(1/4)) + x)/(E^(2*E^E^(1/4)) - E^(2 + E^x^2 + x)*(1 + x))^2, x] - 50*Defer[Int][(E^(E^x^2 + 2*(1 + E^E^(1/4)) + x + x^2)*x)/(E^(2*E^E^(1/4)) - E^(2 + E^x^2 + x)*(1 + x))^2, x]","F",0,0,0,0,-1,"{}"
5081,0,0,0,3.1446402,"\int e^{-2 x^2-2 x^3} \left(32 e^{2 x^2+2 x^3} x+150 x^5-100 x^7-150 x^8+\left(250 x^4-200 x^6-300 x^7\right) \log (5)+\left(100 x^3-100 x^5-150 x^6\right) \log ^2(5)+e^{x^2+x^3} \left(160 x^3-80 x^5-120 x^6+\left(120 x^2-80 x^4-120 x^5\right) \log (5)\right)\right) \, dx","Int[E^(-2*x^2 - 2*x^3)*(32*E^(2*x^2 + 2*x^3)*x + 150*x^5 - 100*x^7 - 150*x^8 + (250*x^4 - 200*x^6 - 300*x^7)*Log[5] + (100*x^3 - 100*x^5 - 150*x^6)*Log[5]^2 + E^(x^2 + x^3)*(160*x^3 - 80*x^5 - 120*x^6 + (120*x^2 - 80*x^4 - 120*x^5)*Log[5])),x]","\int e^{-2 x^2-2 x^3} \left(32 e^{2 x^2+2 x^3} x+150 x^5-100 x^7-150 x^8+\left(250 x^4-200 x^6-300 x^7\right) \log (5)+\left(100 x^3-100 x^5-150 x^6\right) \log ^2(5)+e^{x^2+x^3} \left(160 x^3-80 x^5-120 x^6+\left(120 x^2-80 x^4-120 x^5\right) \log (5)\right)\right) \, dx","\left(5 e^{-x \left(x^2+x\right)} x^2 (x+\log (5))+4 x\right)^2",1,"16*x^2 + (50*E^(-2*x^2 - 2*x^3)*x^4*(2*x^2 + 3*x^3)*Log[5])/(2*x + 3*x^2) + (25*E^(-2*x^2 - 2*x^3)*x^3*(2*x^2 + 3*x^3)*Log[5]^2)/(2*x + 3*x^2) + (40*E^(-x^2 - x^3)*x^2*(3*x^4 + x^2*Log[25] + x^3*(2 + Log[125])))/(2*x + 3*x^2) + 150*Defer[Int][E^(-2*x^2 - 2*x^3)*x^5, x] - 100*Defer[Int][E^(-2*x^2 - 2*x^3)*x^7, x] - 150*Defer[Int][E^(-2*x^2 - 2*x^3)*x^8, x]","F",0,0,0,0,-1,"{}"
5082,1,29,0,0.7083513,"\int \frac{\left(20-48 x+12 x^2\right) \log ^4(3)+\left(5 x-6 x^2+x^3\right) \log ^4(3) \log (5)+\left(5 x-6 x^2+x^3\right) \log ^4(3) \log \left(-5 x+6 x^2-x^3\right)}{\left(5 x-6 x^2+x^3\right) \log (5)+\left(5 x-6 x^2+x^3\right) \log \left(-5 x+6 x^2-x^3\right)} \, dx","Int[((20 - 48*x + 12*x^2)*Log[3]^4 + (5*x - 6*x^2 + x^3)*Log[3]^4*Log[5] + (5*x - 6*x^2 + x^3)*Log[3]^4*Log[-5*x + 6*x^2 - x^3])/((5*x - 6*x^2 + x^3)*Log[5] + (5*x - 6*x^2 + x^3)*Log[-5*x + 6*x^2 - x^3]),x]","4 \log ^4(3) \log \left(\log \left(-x \left(x^2-6 x+5\right)\right)+\log (5)\right)+x \log ^4(3)","\log ^4(3) (x+4 \log (\log ((5-x) (x-1) x)+\log (5)))",1,"x*Log[3]^4 + 4*Log[3]^4*Log[Log[5] + Log[-(x*(5 - 6*x + x^2))]]","A",5,4,114,0.03509,1,"{6688, 12, 6728, 6684}"
5083,1,36,0,0.2554425,"\int \frac{-3 e^2-12 e x-12 x^2+e^{\frac{x^2}{6}} \left(-6+e x+2 x^2\right)+e^x \left(3 e^2+12 e x+12 x^2\right)}{3 e^2+12 e x+12 x^2} \, dx","Int[(-3*E^2 - 12*E*x - 12*x^2 + E^(x^2/6)*(-6 + E*x + 2*x^2) + E^x*(3*E^2 + 12*E*x + 12*x^2))/(3*E^2 + 12*E*x + 12*x^2),x]","\frac{e^{\frac{x^2}{6}} \left(2 x^2+e x\right)}{(2 x+e)^2 x}-x+e^x","\frac{e^{\frac{x^2}{6}}}{2 x+e}-x+e^x-4",1,"E^x - x + (E^(x^2/6)*(E*x + 2*x^2))/(x*(E + 2*x)^2)","A",7,5,72,0.06944,1,"{27, 12, 6742, 2194, 2288}"
5084,0,0,0,1.8130785,"\int \frac{e^x (-16-16 x)+e^{x+\frac{2}{3} \left(2 x+2 x^2\right)} (-1-x)+e^{x+\frac{1}{3} \left(2 x+2 x^2\right)} \left(10+6 x-8 x^2\right)}{4-4 e^{\frac{1}{3} \left(2 x+2 x^2\right)}+e^{\frac{2}{3} \left(2 x+2 x^2\right)}} \, dx","Int[(E^x*(-16 - 16*x) + E^(x + (2*(2*x + 2*x^2))/3)*(-1 - x) + E^(x + (2*x + 2*x^2)/3)*(10 + 6*x - 8*x^2))/(4 - 4*E^((2*x + 2*x^2)/3) + E^((2*(2*x + 2*x^2))/3)),x]","\int \frac{e^x (-16-16 x)+e^{x+\frac{2}{3} \left(2 x+2 x^2\right)} (-1-x)+e^{x+\frac{1}{3} \left(2 x+2 x^2\right)} \left(10+6 x-8 x^2\right)}{4-4 e^{\frac{1}{3} \left(2 x+2 x^2\right)}+e^{\frac{2}{3} \left(2 x+2 x^2\right)}} \, dx","e^x \left(\frac{6 x}{e^{\frac{1}{3} x (2 x+2)}-2}-x\right)",1,"-(E^x*x) + 6*Defer[Int][E^x/(-2 + E^((2*x*(1 + x))/3)), x] - 8*Defer[Int][(E^x*x)/(-2 + E^((2*x*(1 + x))/3))^2, x] + 2*Defer[Int][(E^x*x)/(-2 + E^((2*x*(1 + x))/3)), x] - 16*Defer[Int][(E^x*x^2)/(-2 + E^((2*x*(1 + x))/3))^2, x] - 8*Defer[Int][(E^x*x^2)/(-2 + E^((2*x*(1 + x))/3)), x]","F",0,0,0,0,-1,"{}"
5085,0,0,0,3.2127486,"\int \frac{e^{2/3} \left(-48 x^4-2 x^6\right)+\sqrt[3]{e} \left(-16800 x^4-480 x^5-700 x^6-20 x^7\right)+\left(e^{2/3} \left(-8 x^3+24 x^4\right)+\sqrt[3]{e} \left(-8560 x^3+8320 x^4\right)\right) \log \left(x^2\right)+\left(4 e^{2/3} x^3+\sqrt[3]{e} \left(-1440 x^2+4280 x^3+20 x^4\right)\right) \log ^2\left(x^2\right)+\sqrt[3]{e} \left(-80 x+720 x^2\right) \log ^3\left(x^2\right)+40 \sqrt[3]{e} x \log ^4\left(x^2\right)}{42875 x^6+3675 x^7+105 x^8+x^9+\left(44100 x^5+2520 x^6+36 x^7\right) \log \left(x^2\right)+\left(18795 x^4+642 x^5+3 x^6\right) \log ^2\left(x^2\right)+\left(4248 x^3+72 x^4\right) \log ^3\left(x^2\right)+\left(537 x^2+3 x^3\right) \log ^4\left(x^2\right)+36 x \log ^5\left(x^2\right)+\log ^6\left(x^2\right)} \, dx","Int[(E^(2/3)*(-48*x^4 - 2*x^6) + E^(1/3)*(-16800*x^4 - 480*x^5 - 700*x^6 - 20*x^7) + (E^(2/3)*(-8*x^3 + 24*x^4) + E^(1/3)*(-8560*x^3 + 8320*x^4))*Log[x^2] + (4*E^(2/3)*x^3 + E^(1/3)*(-1440*x^2 + 4280*x^3 + 20*x^4))*Log[x^2]^2 + E^(1/3)*(-80*x + 720*x^2)*Log[x^2]^3 + 40*E^(1/3)*x*Log[x^2]^4)/(42875*x^6 + 3675*x^7 + 105*x^8 + x^9 + (44100*x^5 + 2520*x^6 + 36*x^7)*Log[x^2] + (18795*x^4 + 642*x^5 + 3*x^6)*Log[x^2]^2 + (4248*x^3 + 72*x^4)*Log[x^2]^3 + (537*x^2 + 3*x^3)*Log[x^2]^4 + 36*x*Log[x^2]^5 + Log[x^2]^6),x]","\int \frac{e^{2/3} \left(-48 x^4-2 x^6\right)+\sqrt[3]{e} \left(-16800 x^4-480 x^5-700 x^6-20 x^7\right)+\left(e^{2/3} \left(-8 x^3+24 x^4\right)+\sqrt[3]{e} \left(-8560 x^3+8320 x^4\right)\right) \log \left(x^2\right)+\left(4 e^{2/3} x^3+\sqrt[3]{e} \left(-1440 x^2+4280 x^3+20 x^4\right)\right) \log ^2\left(x^2\right)+\sqrt[3]{e} \left(-80 x+720 x^2\right) \log ^3\left(x^2\right)+40 \sqrt[3]{e} x \log ^4\left(x^2\right)}{42875 x^6+3675 x^7+105 x^8+x^9+\left(44100 x^5+2520 x^6+36 x^7\right) \log \left(x^2\right)+\left(18795 x^4+642 x^5+3 x^6\right) \log ^2\left(x^2\right)+\left(4248 x^3+72 x^4\right) \log ^3\left(x^2\right)+\left(537 x^2+3 x^3\right) \log ^4\left(x^2\right)+36 x \log ^5\left(x^2\right)+\log ^6\left(x^2\right)} \, dx","\left(\frac{\sqrt[3]{e}}{\left(\frac{\log \left(x^2\right)}{x}+6\right)^2+x-1}+10\right)^2",1,"-48*E^(2/3)*Defer[Int][x^4/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^3, x] - 140*E^(2/3)*Defer[Int][x^5/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^3, x] - 6*E^(2/3)*Defer[Int][x^6/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^3, x] - 8*E^(2/3)*Defer[Int][(x^3*Log[x^2])/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^3, x] - 24*E^(2/3)*Defer[Int][(x^4*Log[x^2])/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^3, x] - 480*E^(1/3)*Defer[Int][x^2/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^2, x] - 4*(350 - E^(1/3))*E^(1/3)*Defer[Int][x^3/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^2, x] - 60*E^(1/3)*Defer[Int][x^4/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^2, x] - 80*E^(1/3)*Defer[Int][(x*Log[x^2])/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^2, x] - 240*E^(1/3)*Defer[Int][(x^2*Log[x^2])/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2)^2, x] + 40*E^(1/3)*Defer[Int][x/(35*x^2 + x^3 + 12*x*Log[x^2] + Log[x^2]^2), x]","F",0,0,0,0,-1,"{}"
5086,1,26,0,0.5547696,"\int \frac{2-33 x+16 x^2-2 x^3+\left(16 x-8 x^2+x^3\right) \log \left(3 \exp \left(\frac{-1+\left(-8 x+2 x^2\right) \log (x)}{-8 x+2 x^2}\right) x\right)}{\left(16 x-8 x^2+x^3\right) \log ^2\left(3 \exp \left(\frac{-1+\left(-8 x+2 x^2\right) \log (x)}{-8 x+2 x^2}\right) x\right)} \, dx","Int[(2 - 33*x + 16*x^2 - 2*x^3 + (16*x - 8*x^2 + x^3)*Log[3*E^((-1 + (-8*x + 2*x^2)*Log[x])/(-8*x + 2*x^2))*x])/((16*x - 8*x^2 + x^3)*Log[3*E^((-1 + (-8*x + 2*x^2)*Log[x])/(-8*x + 2*x^2))*x]^2),x]","\frac{x}{\log \left(3 e^{\frac{1}{2 (4-x) x}} x^2\right)}","\frac{x}{\log \left(3 e^{\frac{1}{2 (4-x) x}} x^2\right)}",1,"x/Log[3*E^(1/(2*(4 - x)*x))*x^2]","A",4,4,109,0.03670,1,"{1594, 27, 6688, 6687}"
5087,1,7,0,0.0011155,"\int 2 \log \left(\frac{25}{4}\right) \, dx","Int[2*Log[25/4],x]","2 x \log \left(\frac{25}{4}\right)","-\left(\left(e^3-2 x\right) \log \left(\frac{25}{4}\right)\right)",1,"2*x*Log[25/4]","A",1,1,6,0.1667,1,"{8}"
5088,1,15,0,0.0192869,"\int -\frac{10 e^5}{-21+e^5 (20-10 x)+10 e^5 \log (4)} \, dx","Int[(-10*E^5)/(-21 + E^5*(20 - 10*x) + 10*E^5*Log[4]),x]","\log \left(21-10 e^5 (-x+2+\log (4))\right)","\log \left(21-10 e^5 (-x+2+\log (4))\right)",1,"Log[21 - 10*E^5*(2 - x + Log[4])]","A",3,3,25,0.1200,1,"{12, 33, 31}"
5089,1,44,0,0.0982836,"\int \frac{e^{\frac{1}{-4+e \log (x)}} \left(800-320 x+e (-50+10 x)+e (-400+160 x) \log (x)+e^2 (50-20 x) \log ^2(x)\right)}{16-8 e \log (x)+e^2 \log ^2(x)} \, dx","Int[(E^(-4 + E*Log[x])^(-1)*(800 - 320*x + E*(-50 + 10*x) + E*(-400 + 160*x)*Log[x] + E^2*(50 - 20*x)*Log[x]^2))/(16 - 8*E*Log[x] + E^2*Log[x]^2),x]","\frac{10 (5-x) x e^{\frac{1}{e \log (x)-4}} (4-e \log (x))^2}{e^2 \log ^2(x)-8 e \log (x)+16}","10 (5-x) x e^{-\frac{1}{4-e \log (x)}}+5",1,"(10*E^(-4 + E*Log[x])^(-1)*(5 - x)*x*(4 - E*Log[x])^2)/(16 - 8*E*Log[x] + E^2*Log[x]^2)","A",1,1,62,0.01613,1,"{2288}"
5090,1,26,0,0.12171,"\int e^{6401 x-6400 x^3+2400 x^5-400 x^7+25 x^9} \left(6401-19200 x^2+12000 x^4-2800 x^6+225 x^8\right) \, dx","Int[E^(6401*x - 6400*x^3 + 2400*x^5 - 400*x^7 + 25*x^9)*(6401 - 19200*x^2 + 12000*x^4 - 2800*x^6 + 225*x^8),x]","e^{25 x^9-400 x^7+2400 x^5-6400 x^3+6401 x}","e^{25 x \left(x^2-4\right)^4+x}",1,"E^(6401*x - 6400*x^3 + 2400*x^5 - 400*x^7 + 25*x^9)","A",1,1,49,0.02041,1,"{6706}"
5091,0,0,0,0.151735,"\int \frac{x+e^{16} x^2 \left(e^{e^x} \left(-2 e^{12}-e^{12+x} x\right)+e^{12+x^2} \left(2+2 x^2\right)\right)}{x} \, dx","Int[(x + E^16*x^2*(E^E^x*(-2*E^12 - E^(12 + x)*x) + E^(12 + x^2)*(2 + 2*x^2)))/x,x]","\int \frac{x+e^{16} x^2 \left(e^{e^x} \left(-2 e^{12}-e^{12+x} x\right)+e^{12+x^2} \left(2+2 x^2\right)\right)}{x} \, dx","e^{28} \left(e^{x^2}-e^{e^x}\right) x^2+x",1,"x + E^(28 + x^2)*x^2 - 2*Defer[Int][E^(28 + E^x)*x, x] - Defer[Int][E^(28 + E^x + x)*x^2, x]","F",0,0,0,0,-1,"{}"
5092,0,0,0,3.6503343,"\int \frac{-24+4 e^{x/2}+e^{x/4} (3-16 x)+16 x^2+e^x \left(24+24 x-16 x^2+16 x^3+e^{x/2} (-4+4 x)+e^{x/4} \left(-15+16 x-16 x^2\right)\right)}{36+48 x^2+4 e^{x/2} x^2+16 x^4+e^{x/4} \left(-24 x-16 x^3\right)} \, dx","Int[(-24 + 4*E^(x/2) + E^(x/4)*(3 - 16*x) + 16*x^2 + E^x*(24 + 24*x - 16*x^2 + 16*x^3 + E^(x/2)*(-4 + 4*x) + E^(x/4)*(-15 + 16*x - 16*x^2)))/(36 + 48*x^2 + 4*E^(x/2)*x^2 + 16*x^4 + E^(x/4)*(-24*x - 16*x^3)),x]","\int \frac{-24+4 e^{x/2}+e^{x/4} (3-16 x)+16 x^2+e^x \left(24+24 x-16 x^2+16 x^3+e^{x/2} (-4+4 x)+e^{x/4} \left(-15+16 x-16 x^2\right)\right)}{36+48 x^2+4 e^{x/2} x^2+16 x^4+e^{x/4} \left(-24 x-16 x^3\right)} \, dx","\frac{e^x-1}{x-\frac{3}{e^{x/4}-2 x}}",1,"12*E^(x/4) + 81/x^5 + (27*E^(x/4))/x^4 + 162/x^3 + (9*E^(x/2))/x^3 + (36*E^(x/4))/x^2 + (3*E^((3*x)/4))/x^2 + 107/x + (6*E^(x/2))/x + E^x/x + 24*x + 426*Defer[Int][(-3 + E^(x/4)*x - 2*x^2)^(-2), x] - 729*Defer[Int][1/(x^6*(3 - E^(x/4)*x + 2*x^2)^2), x] - (729*Defer[Int][1/(x^5*(3 - E^(x/4)*x + 2*x^2)^2), x])/4 - 1458*Defer[Int][1/(x^4*(3 - E^(x/4)*x + 2*x^2)^2), x] - (1215*Defer[Int][1/(x^3*(3 - E^(x/4)*x + 2*x^2)^2), x])/2 - 639*Defer[Int][1/(x^2*(3 - E^(x/4)*x + 2*x^2)^2), x] - (3231*Defer[Int][1/(x*(3 - E^(x/4)*x + 2*x^2)^2), x])/4 - (1077*Defer[Int][x/(3 - E^(x/4)*x + 2*x^2)^2, x])/2 + 432*Defer[Int][x^2/(3 - E^(x/4)*x + 2*x^2)^2, x] - 180*Defer[Int][x^3/(3 - E^(x/4)*x + 2*x^2)^2, x] + 96*Defer[Int][x^4/(3 - E^(x/4)*x + 2*x^2)^2, x] - 24*Defer[Int][x^5/(3 - E^(x/4)*x + 2*x^2)^2, x] + 1458*Defer[Int][1/(x^6*(3 - E^(x/4)*x + 2*x^2)), x] + (243*Defer[Int][1/(x^5*(3 - E^(x/4)*x + 2*x^2)), x])/4 + 2592*Defer[Int][1/(x^4*(3 - E^(x/4)*x + 2*x^2)), x] + 162*Defer[Int][1/(x^3*(3 - E^(x/4)*x + 2*x^2)), x] + 1290*Defer[Int][1/(x^2*(3 - E^(x/4)*x + 2*x^2)), x] + (645*Defer[Int][1/(x*(3 - E^(x/4)*x + 2*x^2)), x])/4 + 72*Defer[Int][x/(3 - E^(x/4)*x + 2*x^2), x] - 96*Defer[Int][x^2/(3 - E^(x/4)*x + 2*x^2), x] + 12*Defer[Int][x^3/(3 - E^(x/4)*x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
5093,1,21,0,0.6598602,"\int \frac{6 x^4+24 x^9+12 x^3 \log ^2(2)}{x^3+3 x^4+3 x^5+x^6-3 x^8-6 x^9-3 x^{10}+3 x^{13}+3 x^{14}-x^{18}+\left(3 x^2+6 x^3+3 x^4-6 x^7-6 x^8+3 x^{12}\right) \log ^2(2)+\left(3 x+3 x^2-3 x^6\right) \log ^4(2)+\log ^6(2)} \, dx","Int[(6*x^4 + 24*x^9 + 12*x^3*Log[2]^2)/(x^3 + 3*x^4 + 3*x^5 + x^6 - 3*x^8 - 6*x^9 - 3*x^10 + 3*x^13 + 3*x^14 - x^18 + (3*x^2 + 6*x^3 + 3*x^4 - 6*x^7 - 6*x^8 + 3*x^12)*Log[2]^2 + (3*x + 3*x^2 - 3*x^6)*Log[2]^4 + Log[2]^6),x]","\frac{3 x^4}{\left(-x^6+x^2+x+\log ^2(2)\right)^2}","\frac{3}{\left(-x^4+\frac{\log ^2(2)}{x^2}+\frac{1}{x}+1\right)^2}",1,"(3*x^4)/(x + x^2 - x^6 + Log[2]^2)^2","A",4,4,129,0.03101,1,"{1594, 6688, 12, 1588}"
5094,1,23,0,0.1952462,"\int \frac{1}{5} e^{\frac{1}{5} \left(60+15 x+e^{-2+x} x+100 x^2\right)} \left(15+200 x+e^{-2+x} (1+x)\right) \, dx","Int[(E^((60 + 15*x + E^(-2 + x)*x + 100*x^2)/5)*(15 + 200*x + E^(-2 + x)*(1 + x)))/5,x]","e^{\frac{1}{5} \left(100 x^2+e^{x-2} x+15 x+60\right)}","e^{5 \left(4 x^2+2\right)+\left(\frac{e^{x-2}}{5}+4\right) x-x+2}",1,"E^((60 + 15*x + E^(-2 + x)*x + 100*x^2)/5)","A",2,2,41,0.04878,1,"{12, 6706}"
5095,0,0,0,0.7807672,"\int \frac{-2 x-x \log (15 x)+(2 x+2 x \log (15 x)) \log (x+x \log (15 x))}{(2+2 \log (15 x)) \log ^2(x+x \log (15 x))} \, dx","Int[(-2*x - x*Log[15*x] + (2*x + 2*x*Log[15*x])*Log[x + x*Log[15*x]])/((2 + 2*Log[15*x])*Log[x + x*Log[15*x]]^2),x]","\int \frac{-2 x-x \log (15 x)+(2 x+2 x \log (15 x)) \log (x+x \log (15 x))}{(2+2 \log (15 x)) \log ^2(x+x \log (15 x))} \, dx","\frac{x^2}{2 \log (x+x \log (15 x))}",1,"Defer[Int][x/((-1 - Log[15*x])*Log[x + x*Log[15*x]]^2), x] + Defer[Int][(x*Log[15*x])/((-1 - Log[15*x])*Log[x + x*Log[15*x]]^2), x]/2 + Defer[Int][x/Log[x + x*Log[15*x]], x]","F",0,0,0,0,-1,"{}"
5096,0,0,0,0.3758071,"\int \frac{-2+\left(16-15 e^x+12 x\right) \log (9+\log (5))}{1+\left(-5+5 e^x-6 x\right) \log (9+\log (5))} \, dx","Int[(-2 + (16 - 15*E^x + 12*x)*Log[9 + Log[5]])/(1 + (-5 + 5*E^x - 6*x)*Log[9 + Log[5]]),x]","\int \frac{-2+\left(16-15 e^x+12 x\right) \log (9+\log (5))}{1+\left(-5+5 e^x-6 x\right) \log (9+\log (5))} \, dx","-2 x-\log \left(1-\left(x+5 \left(x-e^x\right)+5\right) \log (9+\log (5))\right)+3",1,"-3*x + (1 + Log[9 + Log[5]])*Defer[Int][(1 - 5*Log[9 + Log[5]] + 5*E^x*Log[9 + Log[5]] - 6*x*Log[9 + Log[5]])^(-1), x] + 6*Log[9 + Log[5]]*Defer[Int][x/(-1 + 5*Log[9 + Log[5]] - 5*E^x*Log[9 + Log[5]] + 6*x*Log[9 + Log[5]]), x]","F",0,0,0,0,-1,"{}"
5097,1,39,0,0.1664311,"\int \frac{-48 x-48 x^2-192 x^3-152 x^4-62 x^5-4 x^6+6 x^7+\left(-16-16 x+4 x^2+4 x^3-x^4\right) \log (5)}{16 x+16 x^2-4 x^3-4 x^4+x^5} \, dx","Int[(-48*x - 48*x^2 - 192*x^3 - 152*x^4 - 62*x^5 - 4*x^6 + 6*x^7 + (-16 - 16*x + 4*x^2 + 4*x^3 - x^4)*Log[5])/(16*x + 16*x^2 - 4*x^3 - 4*x^4 + x^5),x]","2 x^3+10 x^2-\frac{40 (11 x+13)}{-x^2+2 x+4}+42 x-\log (5) \log (x)","\left(x^2+1\right) \left(x-\frac{(x+4)^2}{-x+\frac{4}{x}+2}\right)-\log (5) \log (x)",1,"42*x + 10*x^2 + 2*x^3 - (40*(13 + 11*x))/(4 + 2*x - x^2) - Log[5]*Log[x]","A",7,4,82,0.04878,1,"{2074, 638, 618, 206}"
5098,1,15,0,0.0156502,"\int \frac{-1-x-4 e^{1024-4 x} x}{x} \, dx","Int[(-1 - x - 4*E^(1024 - 4*x)*x)/x,x]","-x+e^{1024-4 x}-\log (x)","-x+e^{1024-4 x}-\log (x)+4",1,"E^(1024 - 4*x) - x - Log[x]","A",5,3,19,0.1579,1,"{14, 2194, 43}"
5099,1,20,0,0.0707569,"\int \frac{2-x^2}{-2 x-15 x^2+e^2 x^2-x^3} \, dx","Int[(2 - x^2)/(-2*x - 15*x^2 + E^2*x^2 - x^3),x]","\log \left(x^2+\left(15-e^2\right) x+2\right)-\log (x)","\log \left(x+\frac{2}{x}-e^2+15\right)",1,"-Log[x] + Log[2 + (15 - E^2)*x + x^2]","A",5,4,31,0.1290,1,"{6, 1594, 1628, 628}"
5100,1,16,0,0.025043,"\int \frac{-3 e^{\frac{3+4 x}{x}}+5 x^2+2 x^3}{x^2} \, dx","Int[(-3*E^((3 + 4*x)/x) + 5*x^2 + 2*x^3)/x^2,x]","x^2+5 x+e^{\frac{3}{x}+4}","5 x^2+4 \left(x-x^2\right)+x+e^{\frac{3}{x}+4}+1-\log (4)",1,"E^(4 + 3/x) + 5*x + x^2","A",3,2,28,0.07143,1,"{14, 2209}"
5101,0,0,0,1.1576343,"\int \frac{e^x \left(84+6 e^5\right)+e^x \left(-70-70 x+14 x^2+e^5 \left(-5-5 x+x^2\right)\right) \log (x)}{1+(-10+2 x) \log (x)+\left(25-10 x+x^2\right) \log ^2(x)} \, dx","Int[(E^x*(84 + 6*E^5) + E^x*(-70 - 70*x + 14*x^2 + E^5*(-5 - 5*x + x^2))*Log[x])/(1 + (-10 + 2*x)*Log[x] + (25 - 10*x + x^2)*Log[x]^2),x]","\int \frac{e^x \left(84+6 e^5\right)+e^x \left(-70-70 x+14 x^2+e^5 \left(-5-5 x+x^2\right)\right) \log (x)}{1+(-10+2 x) \log (x)+\left(25-10 x+x^2\right) \log ^2(x)} \, dx","\frac{e^x \left(2 x-\left(16+e^5\right) x\right)}{(5-x) \log (x)-1}",1,"6*(14 + E^5)*Defer[Int][E^x/(1 - 5*Log[x] + x*Log[x])^2, x] + 5*(14 + E^5)*Defer[Int][E^x/((-5 + x)*(1 - 5*Log[x] + x*Log[x])^2), x] - (14 + E^5)*Defer[Int][(E^x*x)/(1 - 5*Log[x] + x*Log[x])^2, x] - 5*(14 + E^5)*Defer[Int][E^x/((-5 + x)*(1 - 5*Log[x] + x*Log[x])), x] + (14 + E^5)*Defer[Int][(E^x*x)/(1 - 5*Log[x] + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
5102,1,232,0,0.75503,"\int \frac{e^5 (3-12 x)+x-4 x^2+\left(-x+2 x^2\right) \log \left(x-2 x^2\right)}{-x^3+2 x^4+e^{10} \left(-9 x+18 x^2\right)+e^5 \left(-6 x^2+12 x^3\right)} \, dx","Int[(E^5*(3 - 12*x) + x - 4*x^2 + (-x + 2*x^2)*Log[x - 2*x^2])/(-x^3 + 2*x^4 + E^10*(-9*x + 18*x^2) + E^5*(-6*x^2 + 12*x^3)),x]","-\frac{1+12 e^5}{\left(1+6 e^5\right) \left(x+3 e^5\right)}+\frac{12 e^5}{\left(1+6 e^5\right) \left(x+3 e^5\right)}+\frac{1}{\left(1+6 e^5\right) \left(x+3 e^5\right)}+\frac{2 \log (1-2 x)}{1+6 e^5}-\frac{12 e^5 \log (1-2 x)}{\left(1+6 e^5\right)^2}-\frac{2 \log (1-2 x)}{\left(1+6 e^5\right)^2}-\frac{\log ((1-2 x) x)}{x+3 e^5}+\frac{\left(1+12 e^5+72 e^{10}\right) \log \left(x+3 e^5\right)}{3 e^5 \left(1+6 e^5\right)^2}-\frac{2 \log \left(x+3 e^5\right)}{1+6 e^5}+\frac{2 \log \left(x+3 e^5\right)}{\left(1+6 e^5\right)^2}-\frac{\log \left(x+3 e^5\right)}{3 e^5}","\frac{\log (-x (2 x-1))}{-x-3 e^5}",1,"1/((1 + 6*E^5)*(3*E^5 + x)) + (12*E^5)/((1 + 6*E^5)*(3*E^5 + x)) - (1 + 12*E^5)/((1 + 6*E^5)*(3*E^5 + x)) - (2*Log[1 - 2*x])/(1 + 6*E^5)^2 - (12*E^5*Log[1 - 2*x])/(1 + 6*E^5)^2 + (2*Log[1 - 2*x])/(1 + 6*E^5) - Log[(1 - 2*x)*x]/(3*E^5 + x) - Log[3*E^5 + x]/(3*E^5) + (2*Log[3*E^5 + x])/(1 + 6*E^5)^2 - (2*Log[3*E^5 + x])/(1 + 6*E^5) + ((1 + 12*E^5 + 72*E^10)*Log[3*E^5 + x])/(3*E^5*(1 + 6*E^5)^2)","B",16,9,76,0.1184,1,"{6688, 6742, 44, 77, 148, 2495, 36, 31, 29}"
5103,1,42,0,0.5139154,"\int \frac{20880+41760 x+20880 x^2+\left(41760 x+41760 x^2\right) \log (x)+\left(1600 x+1600 x^2\right) \log ^2(x)}{68121 x+5220 x \log (x)+100 x \log ^2(x)} \, dx","Int[(20880 + 41760*x + 20880*x^2 + (41760*x + 41760*x^2)*Log[x] + (1600*x + 1600*x^2)*Log[x]^2)/(68121*x + 5220*x*Log[x] + 100*x*Log[x]^2),x]","-\frac{2088 x^2}{10 \log (x)+261}+8 (x+1)^2-\frac{4176 x}{10 \log (x)+261}-\frac{2088}{10 \log (x)+261}","\frac{(4 x+4)^2 \log (x)}{2 (\log (x)+26)+\frac{1}{5}}",1,"8*(1 + x)^2 - 2088/(261 + 10*Log[x]) - (4176*x)/(261 + 10*Log[x]) - (2088*x^2)/(261 + 10*Log[x])","A",20,12,55,0.2182,1,"{6688, 12, 6742, 2353, 2297, 2299, 2178, 2302, 30, 2306, 2309, 2330}"
5104,1,28,0,0.0237094,"\int \frac{1}{9} \left(108 x+e^{\frac{\log ^2(x)}{9}} (18+4 \log (x))-72 \log \left(x^2\right)-18 \log ^2\left(x^2\right)\right) \, dx","Int[(108*x + E^(Log[x]^2/9)*(18 + 4*Log[x]) - 72*Log[x^2] - 18*Log[x^2]^2)/9,x]","6 x^2-2 x \log ^2\left(x^2\right)+2 x e^{\frac{\log ^2(x)}{9}}","2 x \left(-\log ^2\left(x^2\right)+3 x+e^{\frac{\log ^2(x)}{9}}\right)",1,"2*E^(Log[x]^2/9)*x + 6*x^2 - 2*x*Log[x^2]^2","A",6,4,39,0.1026,1,"{12, 2288, 2295, 2296}"
5105,1,64,0,0.8945061,"\int \frac{e^{-4-x} \left(18+6 x-15 x^2-3 x^3+\left(-6-6 x+9 x^2+3 x^3\right) \log \left(\frac{4+16 x+20 x^2+8 x^3+x^4}{x^2}\right)\right)}{2+4 x+x^2} \, dx","Int[(E^(-4 - x)*(18 + 6*x - 15*x^2 - 3*x^3 + (-6 - 6*x + 9*x^2 + 3*x^3)*Log[(4 + 16*x + 20*x^2 + 8*x^3 + x^4)/x^2]))/(2 + 4*x + x^2),x]","-3 e^{-x-4} \log \left(\frac{\left(x^2+4 x+2\right)^2}{x^2}\right)+3 e^{-x-4} (1-x) \log \left(\frac{\left(x^2+4 x+2\right)^2}{x^2}\right)+3 e^{-x-4} x","3 e^{-x-4} x \left(1-\log \left(\left(\frac{x-2}{x}-x-5\right)^2\right)\right)",1,"3*E^(-4 - x)*x - 3*E^(-4 - x)*Log[(2 + 4*x + x^2)^2/x^2] + 3*E^(-4 - x)*(1 - x)*Log[(2 + 4*x + x^2)^2/x^2]","B",20,6,72,0.08333,1,"{6728, 2194, 2176, 2178, 2554, 12}"
5106,1,25,0,0.493239,"\int \frac{-32-16 x+64 x^2+32 x^3+4 x^4+e^4 \left(-32 x^2-16 x^3-2 x^4\right)+e^x \left(16 x^2+8 x^3+x^4\right)}{16 x^2+8 x^3+x^4} \, dx","Int[(-32 - 16*x + 64*x^2 + 32*x^3 + 4*x^4 + E^4*(-32*x^2 - 16*x^3 - 2*x^4) + E^x*(16*x^2 + 8*x^3 + x^4))/(16*x^2 + 8*x^3 + x^4),x]","-2 e^4 x+4 x+e^x-\frac{2}{x+4}+\frac{2}{x}","\frac{2}{\frac{x^2}{4}+x}-2 \left(e^4-2\right) x+e^x",1,"E^x + 2/x + 4*x - 2*E^4*x - 2/(4 + x)","A",13,6,75,0.08000,1,"{1594, 27, 6742, 2194, 44, 43}"
5107,1,22,0,0.0115152,"\int \frac{3 x^3+(30-30 x) \log (3) \log (25)}{x^3} \, dx","Int[(3*x^3 + (30 - 30*x)*Log[3]*Log[25])/x^3,x]","-\frac{15 \log (3) \log (25)}{x^2}+3 x+\frac{30 \log (3) \log (25)}{x}","3 \left(x-\frac{5 (1-x)^2 \log (3) \log (25)}{x^2}\right)",1,"3*x - (15*Log[3]*Log[25])/x^2 + (30*Log[3]*Log[25])/x","A",2,1,20,0.05000,1,"{14}"
5108,0,0,0,3.0916982,"\int \frac{\left(6-2 x-4 x^2\right) \log ^2(1-x)+\left(x^2+\left(x-x^2\right) \log (1-x)-4 x \log ^2(1-x)\right) \log \left(-\frac{e^{-\frac{x}{4 \log (1-x)}}}{-1+x}\right)+(-2+2 x) \log ^2(1-x) \log ^2\left(-\frac{e^{-\frac{x}{4 \log (1-x)}}}{-1+x}\right)}{(-2+2 x) \log ^2(1-x)} \, dx","Int[((6 - 2*x - 4*x^2)*Log[1 - x]^2 + (x^2 + (x - x^2)*Log[1 - x] - 4*x*Log[1 - x]^2)*Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))] + (-2 + 2*x)*Log[1 - x]^2*Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))]^2)/((-2 + 2*x)*Log[1 - x]^2),x]","\int \frac{\left(6-2 x-4 x^2\right) \log ^2(1-x)+\left(x^2+\left(x-x^2\right) \log (1-x)-4 x \log ^2(1-x)\right) \log \left(-\frac{e^{-\frac{x}{4 \log (1-x)}}}{-1+x}\right)+(-2+2 x) \log ^2(1-x) \log ^2\left(-\frac{e^{-\frac{x}{4 \log (1-x)}}}{-1+x}\right)}{(-2+2 x) \log ^2(1-x)} \, dx","x+x \left(-x+\log ^2\left(\frac{e^{-\frac{x}{4 \log (1-x)}}}{1-x}\right)-4\right)",1,"-5*x - x^2 + ExpIntegralEi[2*Log[1 - x]]/2 - 2*x*Log[1/(E^(x/(4*Log[1 - x]))*(1 - x))] - 1/(2*Log[1 - x]) + (1 - x)/Log[1 - x] - (1 - x)^2/(2*Log[1 - x]) - 2*Log[1 - x] - LogIntegral[1 - x]/2 - 2*Defer[Int][Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))]/(-1 + x), x] + Defer[Int][Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))]/Log[1 - x]^2, x]/2 + Defer[Int][Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))]/((-1 + x)*Log[1 - x]^2), x]/2 + Defer[Int][(x*Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))])/Log[1 - x]^2, x]/2 - Defer[Int][(x*Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))])/Log[1 - x], x]/2 + Defer[Int][Log[-(1/(E^(x/(4*Log[1 - x]))*(-1 + x)))]^2, x]","F",0,0,0,0,-1,"{}"
5109,0,0,0,6.2468349,"\int \frac{-512-448 x-226 x^2-56 x^3-8 x^4+e^x \left(160-218 x-202 x^2-142 x^3-40 x^4-8 x^5+\left(-32-14 x-4 x^2\right) \log (2)\right)+e^{2 x} \left(90 x+30 x^2+20 x^3+\left(-18 x-6 x^2-4 x^3\right) \log (2)\right)+\left(160+294 x+246 x^2+84 x^3+16 x^4+\left(-32-14 x-4 x^2\right) \log (2)+e^x \left(20 x-10 x^2+20 x^3+\left(-4 x+2 x^2-4 x^3\right) \log (2)\right)\right) \log (x)+\left(-70 x-40 x^2+\left(14 x+8 x^2\right) \log (2)\right) \log ^2(x)}{e^{3 x} x+3 e^{2 x} x \log (x)+3 e^x x \log ^2(x)+x \log ^3(x)} \, dx","Int[(-512 - 448*x - 226*x^2 - 56*x^3 - 8*x^4 + E^x*(160 - 218*x - 202*x^2 - 142*x^3 - 40*x^4 - 8*x^5 + (-32 - 14*x - 4*x^2)*Log[2]) + E^(2*x)*(90*x + 30*x^2 + 20*x^3 + (-18*x - 6*x^2 - 4*x^3)*Log[2]) + (160 + 294*x + 246*x^2 + 84*x^3 + 16*x^4 + (-32 - 14*x - 4*x^2)*Log[2] + E^x*(20*x - 10*x^2 + 20*x^3 + (-4*x + 2*x^2 - 4*x^3)*Log[2]))*Log[x] + (-70*x - 40*x^2 + (14*x + 8*x^2)*Log[2])*Log[x]^2)/(E^(3*x)*x + 3*E^(2*x)*x*Log[x] + 3*E^x*x*Log[x]^2 + x*Log[x]^3),x]","\int \frac{-512-448 x-226 x^2-56 x^3-8 x^4+e^x \left(160-218 x-202 x^2-142 x^3-40 x^4-8 x^5+\left(-32-14 x-4 x^2\right) \log (2)\right)+e^{2 x} \left(90 x+30 x^2+20 x^3+\left(-18 x-6 x^2-4 x^3\right) \log (2)\right)+\left(160+294 x+246 x^2+84 x^3+16 x^4+\left(-32-14 x-4 x^2\right) \log (2)+e^x \left(20 x-10 x^2+20 x^3+\left(-4 x+2 x^2-4 x^3\right) \log (2)\right)\right) \log (x)+\left(-70 x-40 x^2+\left(14 x+8 x^2\right) \log (2)\right) \log ^2(x)}{e^{3 x} x+3 e^{2 x} x \log (x)+3 e^x x \log ^2(x)+x \log ^3(x)} \, dx","\left(-\frac{-x^2+x-(x+4)^2}{e^x+\log (x)}-5+\log (2)\right)^2",1,"-448*Defer[Int][(E^x + Log[x])^(-3), x] - 512*Defer[Int][1/(x*(E^x + Log[x])^3), x] - 226*Defer[Int][x/(E^x + Log[x])^3, x] - 56*Defer[Int][x^2/(E^x + Log[x])^3, x] - 8*Defer[Int][x^3/(E^x + Log[x])^3, x] + 512*Defer[Int][Log[x]/(E^x + Log[x])^3, x] + 448*Defer[Int][(x*Log[x])/(E^x + Log[x])^3, x] + 226*Defer[Int][(x^2*Log[x])/(E^x + Log[x])^3, x] + 56*Defer[Int][(x^3*Log[x])/(E^x + Log[x])^3, x] + 8*Defer[Int][(x^4*Log[x])/(E^x + Log[x])^3, x] - 288*Defer[Int][(E^x + Log[x])^(-2), x] + 14*(5 - Log[2])*Defer[Int][(E^x + Log[x])^(-2), x] + 32*(5 - Log[2])*Defer[Int][1/(x*(E^x + Log[x])^2), x] - 222*Defer[Int][x/(E^x + Log[x])^2, x] + 4*(5 - Log[2])*Defer[Int][x/(E^x + Log[x])^2, x] - 142*Defer[Int][x^2/(E^x + Log[x])^2, x] - 40*Defer[Int][x^3/(E^x + Log[x])^2, x] - 8*Defer[Int][x^4/(E^x + Log[x])^2, x] - 32*(5 - Log[2])*Defer[Int][Log[x]/(E^x + Log[x])^2, x] - 14*(5 - Log[2])*Defer[Int][(x*Log[x])/(E^x + Log[x])^2, x] - 4*(5 - Log[2])*Defer[Int][(x^2*Log[x])/(E^x + Log[x])^2, x] + 18*(5 - Log[2])*Defer[Int][(E^x + Log[x])^(-1), x] + 6*(5 - Log[2])*Defer[Int][x/(E^x + Log[x]), x] + 4*(5 - Log[2])*Defer[Int][x^2/(E^x + Log[x]), x]","F",0,0,0,0,-1,"{}"
5110,1,11,0,0.0009921,"\int \frac{1}{25} (92-2 x) \, dx","Int[(92 - 2*x)/25,x]","-\frac{1}{25} (46-x)^2","-\left(\frac{x+4}{5}-5\right)^2+2 x-e+6",1,"-1/25*(46 - x)^2","A",1,1,9,0.1111,1,"{9}"
5111,1,21,0,0.0065706,"\int \left(-144+2 e^{30}+148 x-24 x^2\right) \, dx","Int[-144 + 2*E^30 + 148*x - 24*x^2,x]","-8 x^3+74 x^2-2 \left(72-e^{30}\right) x","2 \left(2-\left((9-2 x)^2-x-e^{30}-9\right) x\right)-1",1,"-2*(72 - E^30)*x + 74*x^2 - 8*x^3","A",1,0,15,0,1,"{}"
5112,0,0,0,0.301511,"\int e^{-e^{x^2}} \left(3 x^2-2 e^{x^2} x^4+e^{e^{x^2}} \left(2+e^{6+x} (1+x)\right)\right) \, dx","Int[(3*x^2 - 2*E^x^2*x^4 + E^E^x^2*(2 + E^(6 + x)*(1 + x)))/E^E^x^2,x]","\int e^{-e^{x^2}} \left(3 x^2-2 e^{x^2} x^4+e^{e^{x^2}} \left(2+e^{6+x} (1+x)\right)\right) \, dx","x \left(e^{-e^{x^2}} x^2+e^{x+6}+2\right)",1,"2*x + E^(6 + x)*x + 3*Defer[Int][x^2/E^E^x^2, x] - 2*Defer[Int][E^(-E^x^2 + x^2)*x^4, x]","F",0,0,0,0,-1,"{}"
5113,1,123,0,0.3297572,"\int \frac{36 x^6-36 x^7+8 x^8+e^e \left(-64+180 x^6-144 x^7+4 x^8+8 x^9\right)+e^{2 e} \left(-160-40 x+225 x^6-135 x^7-31 x^8+11 x^9+2 x^{10}\right)}{32 x^5+e^e \left(160 x^5+32 x^6\right)+e^{2 e} \left(200 x^5+80 x^6+8 x^7\right)} \, dx","Int[(36*x^6 - 36*x^7 + 8*x^8 + E^E*(-64 + 180*x^6 - 144*x^7 + 4*x^8 + 8*x^9) + E^(2*E)*(-160 - 40*x + 225*x^6 - 135*x^7 - 31*x^8 + 11*x^9 + 2*x^10))/(32*x^5 + E^E*(160*x^5 + 32*x^6) + E^(2*E)*(200*x^5 + 80*x^6 + 8*x^7)),x]","\frac{x^4}{16}+\frac{e^e}{\left(2+5 e^e\right) x^4}-\frac{3 x^3}{8}-\frac{e^{2 e}}{\left(2+5 e^e\right)^2 x^3}+\frac{9 x^2}{16}+\frac{e^{3 e}}{\left(2+5 e^e\right)^3 x^2}+\frac{e^{5 e}}{\left(2+5 e^e\right)^4 \left(e^e x+5 e^e+2\right)}-\frac{e^{4 e}}{\left(2+5 e^e\right)^4 x}","\frac{1}{\left(x+2 e^{-e}+5\right) x^4}+\frac{1}{16} (x-3)^2 x^2",1,"E^E/((2 + 5*E^E)*x^4) - E^(2*E)/((2 + 5*E^E)^2*x^3) + E^(3*E)/((2 + 5*E^E)^3*x^2) - E^(4*E)/((2 + 5*E^E)^4*x) + (9*x^2)/16 - (3*x^3)/8 + x^4/16 + E^(5*E)/((2 + 5*E^E)^4*(2 + 5*E^E + E^E*x))","B",2,1,124,0.008065,1,"{2074}"
5114,0,0,0,1.0945867,"\int \frac{10 e^{e^{5/x}+\frac{5}{x}} x-x^3+e^{-2+e^{5/x}+e^x+2 x} \left(-5 e^{5/x}-x+2 x^2+e^x x^2\right)}{x^3} \, dx","Int[(10*E^(E^(5/x) + 5/x)*x - x^3 + E^(-2 + E^(5/x) + E^x + 2*x)*(-5*E^(5/x) - x + 2*x^2 + E^x*x^2))/x^3,x]","\int \frac{10 e^{e^{5/x}+\frac{5}{x}} x-x^3+e^{-2+e^{5/x}+e^x+2 x} \left(-5 e^{5/x}-x+2 x^2+e^x x^2\right)}{x^3} \, dx","-e^{e^{5/x}} \left(2-\frac{e^{2 x+e^x-2}}{x}\right)-x+7",1,"-2*E^E^(5/x) - x - 5*Defer[Int][E^(-2 + E^(5/x) + E^x + 5/x + 2*x)/x^3, x] - Defer[Int][E^(-2 + E^(5/x) + E^x + 2*x)/x^2, x] + 2*Defer[Int][E^(-2 + E^(5/x) + E^x + 2*x)/x, x] + Defer[Int][E^(-2 + E^(5/x) + E^x + 3*x)/x, x]","F",0,0,0,0,-1,"{}"
5115,1,43,0,0.6390877,"\int \frac{e^{-\frac{3-4 e^3}{4 x}} \left(e^x \left(-3+4 e^3-4 x^2\right)+\left(3 x-4 e^3 x+4 x^2\right) \log (4)\right)}{4 x^2 \log (4)} \, dx","Int[(E^x*(-3 + 4*E^3 - 4*x^2) + (3*x - 4*E^3*x + 4*x^2)*Log[4])/(4*E^((3 - 4*E^3)/(4*x))*x^2*Log[4]),x]","e^{-\frac{3-4 e^3}{4 x}} x-\frac{e^{x-\frac{3-4 e^3}{4 x}}}{\log (4)}","e^{\frac{e^3}{x}-\frac{3}{4 x}} \left(x-\frac{e^x}{\log (4)}\right)",1,"x/E^((3 - 4*E^3)/(4*x)) - E^(-1/4*(3 - 4*E^3)/x + x)/Log[4]","A",5,4,62,0.06452,1,"{12, 6742, 6706, 2288}"
5116,1,74,0,0.4139664,"\int \frac{e^x \left(-4+\left(-6 x-4 x^2\right) \log (3)\right) \left(2+\left(3 x+2 x^2\right) \log (3)+\left(2 x+\left(3 x+7 x^2+2 x^3\right) \log (3)\right) \log (x)\right)}{\log (3) \left(2 x+\left(3 x^2+2 x^3\right) \log (3)\right)} \, dx","Int[(E^x*(-4 + (-6*x - 4*x^2)*Log[3])*(2 + (3*x + 2*x^2)*Log[3] + (2*x + (3*x + 7*x^2 + 2*x^3)*Log[3])*Log[x]))/(Log[3]*(2*x + (3*x^2 + 2*x^3)*Log[3])),x]","-\frac{2 e^x x^2 \log (9) \log (x)}{\log (3)}-14 e^x x \log (x)+\frac{4 e^x x \log (9) \log (x)}{\log (3)}+14 e^x \log (x)-\frac{2 e^x (2+\log (27)) \log (x)}{\log (3)}-\frac{4 e^x \log (9) \log (x)}{\log (3)}","e^x \left(-4 (x+2) x+2 x-\frac{4}{\log (3)}\right) \log (x)",1,"14*E^x*Log[x] - 14*E^x*x*Log[x] - (4*E^x*Log[9]*Log[x])/Log[3] + (4*E^x*x*Log[9]*Log[x])/Log[3] - (2*E^x*x^2*Log[9]*Log[x])/Log[3] - (2*E^x*(2 + Log[27])*Log[x])/Log[3]","B",18,9,80,0.1125,1,"{12, 1586, 6742, 2199, 2178, 2176, 2194, 2196, 2554}"
5117,-1,0,0,180.0001625,"\int \frac{\exp \left(\frac{2 \left(4 x^2+e^x \left(4 x^2-4 x^3\right)+e^{2 x} \left(-e^3+x^2-2 x^3+x^4\right)+\left(4 x^2-4 x^3+e^x \left(-2 e^3+2 x^2-4 x^3+2 x^4\right)\right) \log (x)+\left(-e^3+x^2-2 x^3+x^4\right) \log ^2(x)\right)}{e^{2 x}+2 e^x \log (x)+\log ^2(x)}\right) \left(-16 x+e^x \left(8 x-8 x^2\right)+e^{2 x} \left(16 x-32 x^2+8 x^3\right)+e^{3 x} \left(4 x-12 x^2+8 x^3\right)+\left(8 x+8 x^2+e^x \left(32 x-56 x^2+8 x^3\right)+e^{2 x} \left(12 x-36 x^2+24 x^3\right)\right) \log (x)+\left(16 x-24 x^2+e^x \left(12 x-36 x^2+24 x^3\right)\right) \log ^2(x)+\left(4 x-12 x^2+8 x^3\right) \log ^3(x)\right)}{e^{3 x}+3 e^{2 x} \log (x)+3 e^x \log ^2(x)+\log ^3(x)} \, dx","Int[(E^((2*(4*x^2 + E^x*(4*x^2 - 4*x^3) + E^(2*x)*(-E^3 + x^2 - 2*x^3 + x^4) + (4*x^2 - 4*x^3 + E^x*(-2*E^3 + 2*x^2 - 4*x^3 + 2*x^4))*Log[x] + (-E^3 + x^2 - 2*x^3 + x^4)*Log[x]^2))/(E^(2*x) + 2*E^x*Log[x] + Log[x]^2))*(-16*x + E^x*(8*x - 8*x^2) + E^(2*x)*(16*x - 32*x^2 + 8*x^3) + E^(3*x)*(4*x - 12*x^2 + 8*x^3) + (8*x + 8*x^2 + E^x*(32*x - 56*x^2 + 8*x^3) + E^(2*x)*(12*x - 36*x^2 + 24*x^3))*Log[x] + (16*x - 24*x^2 + E^x*(12*x - 36*x^2 + 24*x^3))*Log[x]^2 + (4*x - 12*x^2 + 8*x^3)*Log[x]^3))/(E^(3*x) + 3*E^(2*x)*Log[x] + 3*E^x*Log[x]^2 + Log[x]^3),x]","\text{\$Aborted}","\exp \left(2 \left(-x^2+x+\frac{2 x}{e^x+\log (x)}\right)^2-2 e^3\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5118,0,0,0,0.4102692,"\int \frac{-25-5 x+10 x^2+2 x^3+\left(-25-10 x+5 x^2+2 x^3+(-25-10 x) \log (x)\right) \log \left(\frac{1}{5} \left(5-x^2+5 \log (x)\right)\right)}{5-x^2+5 \log (x)} \, dx","Int[(-25 - 5*x + 10*x^2 + 2*x^3 + (-25 - 10*x + 5*x^2 + 2*x^3 + (-25 - 10*x)*Log[x])*Log[(5 - x^2 + 5*Log[x])/5])/(5 - x^2 + 5*Log[x]),x]","\int \frac{-25-5 x+10 x^2+2 x^3+\left(-25-10 x+5 x^2+2 x^3+(-25-10 x) \log (x)\right) \log \left(\frac{1}{5} \left(5-x^2+5 \log (x)\right)\right)}{5-x^2+5 \log (x)} \, dx","(-x-5) x \log \left(-\frac{x^2}{5}+\log (x)+1\right)",1,"25*Defer[Int][(-5 + x^2 - 5*Log[x])^(-1), x] + 5*Defer[Int][x/(-5 + x^2 - 5*Log[x]), x] - 10*Defer[Int][x^2/(-5 + x^2 - 5*Log[x]), x] - 2*Defer[Int][x^3/(-5 + x^2 - 5*Log[x]), x] - 5*Defer[Int][Log[1 - x^2/5 + Log[x]], x] - 2*Defer[Int][x*Log[1 - x^2/5 + Log[x]], x]","F",0,0,0,0,-1,"{}"
5119,0,0,0,1.1468942,"\int \frac{-200-280 x+18 x^2+122 x^3+34 x^4+\left(20 x^2-2 x^4\right) \log (x)}{100-140 x+9 x^2+68 x^3-24 x^4-8 x^5+4 x^6+\left(20 x^2-14 x^3-4 x^4+4 x^5\right) \log (x)+x^4 \log ^2(x)} \, dx","Int[(-200 - 280*x + 18*x^2 + 122*x^3 + 34*x^4 + (20*x^2 - 2*x^4)*Log[x])/(100 - 140*x + 9*x^2 + 68*x^3 - 24*x^4 - 8*x^5 + 4*x^6 + (20*x^2 - 14*x^3 - 4*x^4 + 4*x^5)*Log[x] + x^4*Log[x]^2),x]","\int \frac{-200-280 x+18 x^2+122 x^3+34 x^4+\left(20 x^2-2 x^4\right) \log (x)}{100-140 x+9 x^2+68 x^3-24 x^4-8 x^5+4 x^6+\left(20 x^2-14 x^3-4 x^4+4 x^5\right) \log (x)+x^4 \log ^2(x)} \, dx","\frac{x+5}{-\frac{\frac{x^2 \log (x)}{x+2}+5}{2 x}-x+3}-3",1,"-400*Defer[Int][(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^(-2), x] - 140*Defer[Int][x/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^2, x] + 78*Defer[Int][x^2/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^2, x] + 68*Defer[Int][x^3/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^2, x] + 30*Defer[Int][x^4/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^2, x] + 4*Defer[Int][x^5/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^2, x] + 20*Defer[Int][(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x])^(-1), x] - 2*Defer[Int][x^2/(10 - 7*x - 2*x^2 + 2*x^3 + x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
5120,0,0,0,0.542679,"\int \left(4+e^{64-16 e^{2 e^{4 x}-x}+2 e^{4 x}-x} \left(16-128 e^{4 x}\right)\right) \, dx","Int[4 + E^(64 - 16*E^(2*E^(4*x) - x) + 2*E^(4*x) - x)*(16 - 128*E^(4*x)),x]","\int \left(4+e^{64-16 e^{2 e^{4 x}-x}+2 e^{4 x}-x} \left(16-128 e^{4 x}\right)\right) \, dx","4 x+e^{16 \left(4-e^{2 e^{4 x}-x}\right)}-4",1,"4*x + 16*Defer[Subst][Defer[Int][E^(2*(32 - (8*E^(2*x^4))/x + x^4))/x^2, x], x, E^x] - 128*Defer[Subst][Defer[Int][E^(2*(32 - (8*E^(2*x^4))/x + x^4))*x^2, x], x, E^x]","F",0,0,0,0,-1,"{}"
5121,1,2,0,0.0002638,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (5 x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
5122,1,33,0,2.1137457,"\int \frac{-20 x-40 x^2+e^{\frac{e^x}{5}} \left(20+8 e^x x^2\right)+\left(-40 e^{\frac{e^x}{5}} x+40 x^2\right) \log \left(e^{\frac{e^x}{5}}-x\right)}{5 e^{\frac{e^x}{5}} x^3 \log (2)-5 x^4 \log (2)} \, dx","Int[(-20*x - 40*x^2 + E^(E^x/5)*(20 + 8*E^x*x^2) + (-40*E^(E^x/5)*x + 40*x^2)*Log[E^(E^x/5) - x])/(5*E^(E^x/5)*x^3*Log[2] - 5*x^4*Log[2]),x]","\frac{8 \log \left(e^{\frac{e^x}{5}}-x\right)}{x \log (2)}-\frac{2}{x^2 \log (2)}","\frac{8 \left(-x-\frac{1}{4 x}+\log \left(e^{\frac{e^x}{5}}-x\right)\right)}{x \log (2)}",1,"-2/(x^2*Log[2]) + (8*Log[E^(E^x/5) - x])/(x*Log[2])","A",12,5,89,0.05618,1,"{6741, 12, 6742, 14, 2551}"
5123,1,20,0,0.7253873,"\int \frac{e^{2+\frac{e^2}{\left(16 x+8 x^3+x^5\right) \log ^2(81)}} \left(-4-5 x^2\right)}{\left(64 x^2+48 x^4+12 x^6+x^8\right) \log ^2(81)} \, dx","Int[(E^(2 + E^2/((16*x + 8*x^3 + x^5)*Log[81]^2))*(-4 - 5*x^2))/((64*x^2 + 48*x^4 + 12*x^6 + x^8)*Log[81]^2),x]","e^{\frac{e^2}{x \left(x^2+4\right)^2 \log ^2(81)}}","e^{\frac{e^2}{x \left(x^2+4\right)^2 \log ^2(81)}}",1,"E^(E^2/(x*(4 + x^2)^2*Log[81]^2))","A",3,3,59,0.05085,1,"{12, 6688, 6706}"
5124,1,16,0,0.560301,"\int \frac{3+3 x+\left(3 e^x x^2+3 e^x x \log (x)\right) \log (x+\log (x))}{\left(-16 x^2+3 e^x x^2+\left(-16 x+3 e^x x\right) \log (x)\right) \log (x+\log (x))+\left(3 x^2+3 x \log (x)\right) \log (x+\log (x)) \log (\log (x+\log (x)))} \, dx","Int[(3 + 3*x + (3*E^x*x^2 + 3*E^x*x*Log[x])*Log[x + Log[x]])/((-16*x^2 + 3*E^x*x^2 + (-16*x + 3*E^x*x)*Log[x])*Log[x + Log[x]] + (3*x^2 + 3*x*Log[x])*Log[x + Log[x]]*Log[Log[x + Log[x]]]),x]","\log \left(-3 e^x-3 \log (\log (x+\log (x)))+16\right)","\log \left(\frac{1}{45} \left(-e^x-\log (\log (x+\log (x)))+\frac{16}{3}\right)\right)",1,"Log[16 - 3*E^x - 3*Log[Log[x + Log[x]]]]","A",3,3,88,0.03409,1,"{6688, 12, 6684}"
5125,0,0,0,1.1725323,"\int \frac{384+576 e^x+288 e^{2 x}+48 e^{3 x}+\left(8 x^2+4 e^x x^2\right) \log ^3(x)+\left(4 x^2+e^x \left(2 x^2-2 x^3\right)\right) \log ^4(x)}{8 x+12 e^x x+6 e^{2 x} x+e^{3 x} x} \, dx","Int[(384 + 576*E^x + 288*E^(2*x) + 48*E^(3*x) + (8*x^2 + 4*E^x*x^2)*Log[x]^3 + (4*x^2 + E^x*(2*x^2 - 2*x^3))*Log[x]^4)/(8*x + 12*E^x*x + 6*E^(2*x)*x + E^(3*x)*x),x]","\int \frac{384+576 e^x+288 e^{2 x}+48 e^{3 x}+\left(8 x^2+4 e^x x^2\right) \log ^3(x)+\left(4 x^2+e^x \left(2 x^2-2 x^3\right)\right) \log ^4(x)}{8 x+12 e^x x+6 e^{2 x} x+e^{3 x} x} \, dx","16 \log \left(\frac{x^3}{2}\right)+\frac{x^2 \log ^4(x)}{\left(e^x+2\right)^2}",1,"48*Log[x] + 4*Defer[Int][(x*Log[x]^3)/(2 + E^x)^2, x] + 2*Defer[Int][(x*Log[x]^4)/(2 + E^x)^2, x] + 4*Defer[Int][(x^2*Log[x]^4)/(2 + E^x)^3, x] - 2*Defer[Int][(x^2*Log[x]^4)/(2 + E^x)^2, x]","F",0,0,0,0,-1,"{}"
5126,0,0,0,1.8094066,"\int \frac{-54 e^6 x^3+\left(-864 e^2+e^4 \left(-1296 x^2-540 x^3\right)\right) \log (x)+e^2 \left(864-10368 x-8640 x^2-1800 x^3\right) \log ^2(x)+\left(-24768-34560 x-14400 x^2-2000 x^3\right) \log ^3(x)}{27 e^6 x^3+e^4 \left(648 x^2+270 x^3\right) \log (x)+e^2 \left(5184 x+4320 x^2+900 x^3\right) \log ^2(x)+\left(13824+17280 x+7200 x^2+1000 x^3\right) \log ^3(x)} \, dx","Int[(-54*E^6*x^3 + (-864*E^2 + E^4*(-1296*x^2 - 540*x^3))*Log[x] + E^2*(864 - 10368*x - 8640*x^2 - 1800*x^3)*Log[x]^2 + (-24768 - 34560*x - 14400*x^2 - 2000*x^3)*Log[x]^3)/(27*E^6*x^3 + E^4*(648*x^2 + 270*x^3)*Log[x] + E^2*(5184*x + 4320*x^2 + 900*x^3)*Log[x]^2 + (13824 + 17280*x + 7200*x^2 + 1000*x^3)*Log[x]^3),x]","\int \frac{-54 e^6 x^3+\left(-864 e^2+e^4 \left(-1296 x^2-540 x^3\right)\right) \log (x)+e^2 \left(864-10368 x-8640 x^2-1800 x^3\right) \log ^2(x)+\left(-24768-34560 x-14400 x^2-2000 x^3\right) \log ^3(x)}{27 e^6 x^3+e^4 \left(648 x^2+270 x^3\right) \log (x)+e^2 \left(5184 x+4320 x^2+900 x^3\right) \log ^2(x)+\left(13824+17280 x+7200 x^2+1000 x^3\right) \log ^3(x)} \, dx","-2 x-\frac{4}{\left(-\frac{5 x}{3}-\frac{e^2 x}{2 \log (x)}-4\right)^2}+1",1,"-2*x - 36/(12 + 5*x)^2 + (1296*E^4*Defer[Int][(3*E^2*x + 24*Log[x] + 10*x*Log[x])^(-3), x])/5 + (3359232*E^6*Defer[Int][1/((12 + 5*x)^3*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^3), x])/25 - (559872*E^6*Defer[Int][1/((12 + 5*x)^2*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^3), x])/25 - (7776*E^4*(10 - 3*E^2)*Defer[Int][1/((12 + 5*x)*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^3), x])/25 + (279936*E^4*Defer[Int][1/((12 + 5*x)^3*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^2), x])/5 - (31104*E^4*Defer[Int][1/((12 + 5*x)^2*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^2), x])/5 - (216*E^2*(10 - 3*E^2)*Defer[Int][1/((12 + 5*x)*(3*E^2*x + 24*Log[x] + 10*x*Log[x])^2), x])/5 + 7776*E^2*Defer[Int][1/((12 + 5*x)^3*(3*E^2*x + 24*Log[x] + 10*x*Log[x])), x] - 432*E^2*Defer[Int][1/((12 + 5*x)^2*(3*E^2*x + 24*Log[x] + 10*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
5127,0,0,0,4.2814938,"\int \frac{\exp \left(\frac{2 x^3+30 \log (x)+15 x \log ^2(x)}{10 \log (x)+5 x \log ^2(x)}\right) \left(-4 x^2+\left(12 x^2-4 x^3\right) \log (x)+4 x^3 \log ^2(x)\right)}{20 \log ^2(x)+20 x \log ^3(x)+5 x^2 \log ^4(x)} \, dx","Int[(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(10*Log[x] + 5*x*Log[x]^2))*(-4*x^2 + (12*x^2 - 4*x^3)*Log[x] + 4*x^3*Log[x]^2))/(20*Log[x]^2 + 20*x*Log[x]^3 + 5*x^2*Log[x]^4),x]","\int \frac{\exp \left(\frac{2 x^3+30 \log (x)+15 x \log ^2(x)}{10 \log (x)+5 x \log ^2(x)}\right) \left(-4 x^2+\left(12 x^2-4 x^3\right) \log (x)+4 x^3 \log ^2(x)\right)}{20 \log ^2(x)+20 x \log ^3(x)+5 x^2 \log ^4(x)} \, dx","e^{\frac{2 x^2}{5 \log (x) \left(\frac{2}{x}+\log (x)\right)}+3}",1,"-1/5*Defer[Int][(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(5*Log[x]*(2 + x*Log[x])))*x^2)/Log[x]^2, x] + (3*Defer[Int][(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(5*Log[x]*(2 + x*Log[x])))*x^2)/Log[x], x])/5 - (2*Defer[Int][(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(5*Log[x]*(2 + x*Log[x])))*x^3)/(2 + x*Log[x])^2, x])/5 + Defer[Int][(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(5*Log[x]*(2 + x*Log[x])))*x^4)/(2 + x*Log[x])^2, x]/5 - (3*Defer[Int][(E^((2*x^3 + 30*Log[x] + 15*x*Log[x]^2)/(5*Log[x]*(2 + x*Log[x])))*x^3)/(2 + x*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
5128,1,24,0,0.0116222,"\int e^{-x} (21-9 x-4 \log (3)) \, dx","Int[(21 - 9*x - 4*Log[3])/E^x,x]","9 e^{-x}-e^{-x} (-9 x+21-4 \log (3))","x \left(9 e^{-x}+\frac{4 e^{-x} (\log (3)-3)+\frac{9}{4}}{x}\right)",1,"9/E^x - (21 - 9*x - 4*Log[3])/E^x","A",2,2,15,0.1333,1,"{2176, 2194}"
5129,1,24,0,0.3007115,"\int \frac{x^2+\left(16 e^8+16 e^{2 e^5}-32 e^{4+e^5}\right) \log (x)+x^2 \log (x) \log (\log (x))}{x^2 \log (x)} \, dx","Int[(x^2 + (16*E^8 + 16*E^(2*E^5) - 32*E^(4 + E^5))*Log[x] + x^2*Log[x]*Log[Log[x]])/(x^2*Log[x]),x]","x \log (\log (x))-\frac{16 \left(e^4-e^{e^5}\right)^2}{x}","x \left(\log (\log (x))-\frac{16 \left(e^{e^5}-e^4\right)^2}{x^2}\right)",1,"(-16*(E^4 - E^E^5)^2)/x + x*Log[Log[x]]","A",7,4,48,0.08333,1,"{6688, 2298, 14, 2520}"
5130,0,0,0,0.6122035,"\int \frac{x+x^{\frac{3 e^{e^3+4 x^2}}{x}} \left(3 e^{e^3+4 x^2}+e^{e^3+4 x^2} \left(-3+24 x^2\right) \log (x)\right)}{x^2} \, dx","Int[(x + x^((3*E^(E^3 + 4*x^2))/x)*(3*E^(E^3 + 4*x^2) + E^(E^3 + 4*x^2)*(-3 + 24*x^2)*Log[x]))/x^2,x]","\int \frac{x+x^{\frac{3 e^{e^3+4 x^2}}{x}} \left(3 e^{e^3+4 x^2}+e^{e^3+4 x^2} \left(-3+24 x^2\right) \log (x)\right)}{x^2} \, dx","x^{\frac{3 e^{4 x^2+e^3}}{x}}+\log (x)",1,"Log[x] + 3*Defer[Int][E^(E^3 + 4*x^2)*x^(-2 + (3*E^(E^3 + 4*x^2))/x), x] - 3*Log[x]*Defer[Int][E^(E^3 + 4*x^2)*x^(-2 + (3*E^(E^3 + 4*x^2))/x), x] + 24*Log[x]*Defer[Int][E^(E^3 + 4*x^2)*x^((3*E^(E^3 + 4*x^2))/x), x] + 3*Defer[Int][Defer[Int][E^(E^3 + 4*x^2)*x^(-2 + (3*E^(E^3 + 4*x^2))/x), x]/x, x] - 24*Defer[Int][Defer[Int][E^(E^3 + 4*x^2)*x^((3*E^(E^3 + 4*x^2))/x), x]/x, x]","F",0,0,0,0,-1,"{}"
5131,1,22,0,0.355236,"\int \frac{-4-9 x+8 x^2+(-7+8 x) \log \left(2 x^2\right)+\left(-2 x-2 \log \left(2 x^2\right)\right) \log \left(x+\log \left(2 x^2\right)\right)}{49 x^3-56 x^4+16 x^5+\left(49 x^2-56 x^3+16 x^4\right) \log \left(2 x^2\right)+\left(28 x^3-16 x^4+\left(28 x^2-16 x^3\right) \log \left(2 x^2\right)\right) \log \left(x+\log \left(2 x^2\right)\right)+\left(4 x^3+4 x^2 \log \left(2 x^2\right)\right) \log ^2\left(x+\log \left(2 x^2\right)\right)} \, dx","Int[(-4 - 9*x + 8*x^2 + (-7 + 8*x)*Log[2*x^2] + (-2*x - 2*Log[2*x^2])*Log[x + Log[2*x^2]])/(49*x^3 - 56*x^4 + 16*x^5 + (49*x^2 - 56*x^3 + 16*x^4)*Log[2*x^2] + (28*x^3 - 16*x^4 + (28*x^2 - 16*x^3)*Log[2*x^2])*Log[x + Log[2*x^2]] + (4*x^3 + 4*x^2*Log[2*x^2])*Log[x + Log[2*x^2]]^2),x]","\frac{1}{x \left(2 \log \left(\log \left(2 x^2\right)+x\right)-4 x+7\right)}","\frac{1}{2 x \left(\log \left(\log \left(2 x^2\right)+x\right)-2 x+\frac{7}{2}\right)}",1,"1/(x*(7 - 4*x + 2*Log[x + Log[2*x^2]]))","A",2,2,154,0.01299,1,"{6688, 6687}"
5132,1,20,0,0.330469,"\int -\frac{54 e^{\frac{54-3 e^4+18 e^x}{15-e^4+6 e^x}+x}}{225-30 e^4+e^8+36 e^{2 x}+e^x \left(180-12 e^4\right)} \, dx","Int[(-54*E^((54 - 3*E^4 + 18*E^x)/(15 - E^4 + 6*E^x) + x))/(225 - 30*E^4 + E^8 + 36*E^(2*x) + E^x*(180 - 12*E^4)),x]","e^{\frac{9}{6 e^x+15-e^4}+3}","e^{\frac{3}{2 e^x+5-\frac{e^4}{3}}+3}",1,"E^(3 + 9/(15 - E^4 + 6*E^x))","A",4,4,63,0.06349,1,"{12, 2282, 2230, 2209}"
5133,0,0,0,1.8011993,"\int \frac{x^2+5 x^4+\left(-x^2-15 x^4\right) \log (x)+\left(-5-10 x^2\right) \log ^2(x)+5 \log ^3(x)}{16 x^4+160 x^6+400 x^8+\left(320 x^4+1600 x^6\right) \log (x)+\left(160 x^2+2400 x^4\right) \log ^2(x)+1600 x^2 \log ^3(x)+400 \log ^4(x)} \, dx","Int[(x^2 + 5*x^4 + (-x^2 - 15*x^4)*Log[x] + (-5 - 10*x^2)*Log[x]^2 + 5*Log[x]^3)/(16*x^4 + 160*x^6 + 400*x^8 + (320*x^4 + 1600*x^6)*Log[x] + (160*x^2 + 2400*x^4)*Log[x]^2 + 1600*x^2*Log[x]^3 + 400*Log[x]^4),x]","\int \frac{x^2+5 x^4+\left(-x^2-15 x^4\right) \log (x)+\left(-5-10 x^2\right) \log ^2(x)+5 \log ^3(x)}{16 x^4+160 x^6+400 x^8+\left(320 x^4+1600 x^6\right) \log (x)+\left(160 x^2+2400 x^4\right) \log ^2(x)+1600 x^2 \log ^3(x)+400 \log ^4(x)} \, dx","\frac{\log (x)}{4 x \left(5 \left(2 x+\frac{2 \log (x)}{x}\right)^2+4\right)}",1,"Defer[Int][(-x^2 - 5*x^4 - 10*x^2*Log[x] - 5*Log[x]^2)^(-1), x]/16 + Defer[Int][x^2/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2)^2, x]/8 + (7*Defer[Int][x^4/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2)^2, x])/8 + (5*Defer[Int][x^6/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2)^2, x])/4 + Defer[Int][(x^2*Log[x])/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2)^2, x]/2 + (5*Defer[Int][(x^4*Log[x])/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2)^2, x])/4 - Defer[Int][x^2/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2), x]/4 + Defer[Int][Log[x]/(x^2 + 5*x^4 + 10*x^2*Log[x] + 5*Log[x]^2), x]/16","F",0,0,0,0,-1,"{}"
5134,1,33,0,0.3067518,"\int \frac{e^{-2 x} \left(-544 x-e^{3 x} x+66 x^2-2 x^3+e^{2 x} (1+x)\right)}{x} \, dx","Int[(-544*x - E^(3*x)*x + 66*x^2 - 2*x^3 + E^(2*x)*(1 + x))/(E^(2*x)*x),x]","e^{-2 x} x^2-32 e^{-2 x} x+x+256 e^{-2 x}-e^x+\log (x)","e^{-2 x} (x-16)^2-e^x+x+\log (x)+2",1,"256/E^(2*x) - E^x + x - (32*x)/E^(2*x) + x^2/E^(2*x) + Log[x]","A",11,4,40,0.1000,1,"{6688, 2194, 2196, 2176}"
5135,1,12,0,0.0061484,"\int (405+405 (i \pi +\log (4))) \, dx","Int[405 + 405*(I*Pi + Log[4]),x]","405 x (1+i \pi +\log (4))","81 x \left(\frac{x+4}{x}+4\right) (1+i \pi +\log (4))",1,"405*x*(1 + I*Pi + Log[4])","A",1,1,12,0.08333,1,"{8}"
5136,-1,0,0,180.000897,"\int \frac{e^x \left(2 x-4 x^2\right)+e^{x+x^2} \left(x-2 x^2\right)+\left(e^x \left(4 x-2 x^2-2 x^3\right)+e^{x+x^2} \left(2 x-x^2-3 x^3+2 x^4\right)\right) \log \left(-x+x^2\right)+e^x \left(-9 x^2+4 x^4+4 x^5+x^6\right) \log ^2\left(-x+x^2\right)}{-4+e^{2 x^2} (-1+x)+4 x+e^{x^2} (-4+4 x)+\left(36 x-12 x^2-20 x^3-4 x^4+e^{x^2} \left(18 x-6 x^2-10 x^3-2 x^4\right)\right) \log \left(-x+x^2\right)+\left(-81 x^2-27 x^3+54 x^4+42 x^5+11 x^6+x^7\right) \log ^2\left(-x+x^2\right)} \, dx","Int[(E^x*(2*x - 4*x^2) + E^(x + x^2)*(x - 2*x^2) + (E^x*(4*x - 2*x^2 - 2*x^3) + E^(x + x^2)*(2*x - x^2 - 3*x^3 + 2*x^4))*Log[-x + x^2] + E^x*(-9*x^2 + 4*x^4 + 4*x^5 + x^6)*Log[-x + x^2]^2)/(-4 + E^(2*x^2)*(-1 + x) + 4*x + E^x^2*(-4 + 4*x) + (36*x - 12*x^2 - 20*x^3 - 4*x^4 + E^x^2*(18*x - 6*x^2 - 10*x^3 - 2*x^4))*Log[-x + x^2] + (-81*x^2 - 27*x^3 + 54*x^4 + 42*x^5 + 11*x^6 + x^7)*Log[-x + x^2]^2),x]","\text{\$Aborted}","\frac{e^x x}{(x+3)^2-\frac{e^{x^2}+2}{x \log \left(x^2-x\right)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
5137,0,0,0,0.7973003,"\int \frac{\left(12+2 x+22 x^2-8 x^3\right) \log \left(\frac{4 e^x x^2}{1+8 x+16 x^2}\right)+\left(-x-4 x^2\right) \log ^2\left(\frac{4 e^x x^2}{1+8 x+16 x^2}\right)}{x+4 x^2} \, dx","Int[((12 + 2*x + 22*x^2 - 8*x^3)*Log[(4*E^x*x^2)/(1 + 8*x + 16*x^2)] + (-x - 4*x^2)*Log[(4*E^x*x^2)/(1 + 8*x + 16*x^2)]^2)/(x + 4*x^2),x]","\int \frac{\left(12+2 x+22 x^2-8 x^3\right) \log \left(\frac{4 e^x x^2}{1+8 x+16 x^2}\right)+\left(-x-4 x^2\right) \log ^2\left(\frac{4 e^x x^2}{1+8 x+16 x^2}\right)}{x+4 x^2} \, dx","(3-x) \log ^2\left(\frac{e^x}{\left(\frac{1}{4} \left(\frac{2}{x}+4\right)+1\right)^2}\right)",1,"x/2 - 3*x^2 + x^3/3 + 6*x*Log[(4*E^x*x^2)/(1 + 4*x)^2] - x^2*Log[(4*E^x*x^2)/(1 + 4*x)^2] - (25*Log[1 + 4*x])/8 + 12*Defer[Int][Log[(4*E^x*x^2)/(1 + 4*x)^2]/x, x] - 52*Defer[Int][Log[(4*E^x*x^2)/(1 + 4*x)^2]/(1 + 4*x), x] - Defer[Int][Log[(4*E^x*x^2)/(1 + 4*x)^2]^2, x]","F",0,0,0,0,-1,"{}"
5138,0,0,0,0.5986066,"\int \frac{-184-64 x-4 x^2+e^{625 e^{5-x}} \left(8+e^{5-x} \left(-5000 x-625 x^2\right)\right)}{64+16 x+x^2} \, dx","Int[(-184 - 64*x - 4*x^2 + E^(625*E^(5 - x))*(8 + E^(5 - x)*(-5000*x - 625*x^2)))/(64 + 16*x + x^2),x]","\int \frac{-184-64 x-4 x^2+e^{625 e^{5-x}} \left(8+e^{5-x} \left(-5000 x-625 x^2\right)\right)}{64+16 x+x^2} \, dx","x \left(\frac{-x+e^{625 e^{5-x}}+1}{x+8}-3\right)",1,"E^(625*E^(5 - x)) - 4*x - 72/(8 + x) + 8*Defer[Int][E^(625*E^(5 - x))/(8 + x)^2, x] + 5000*Defer[Int][E^(5 + 625*E^(5 - x) - x)/(8 + x), x]","F",0,0,0,0,-1,"{}"
5139,1,10,0,0.0049227,"\int \frac{-5+6 x}{6 x^2} \, dx","Int[(-5 + 6*x)/(6*x^2),x]","\frac{5}{6 x}+\log (x)","\frac{1}{3} \left(\frac{4}{x}-25\right)-\frac{1}{2 x}+\log (x)+e^4",1,"5/(6*x) + Log[x]","A",3,2,12,0.1667,1,"{12, 43}"
5140,0,0,0,1.2610155,"\int \frac{-450-1350 x+e^x (-30+120 x)+\left(-450 x+30 e^x x\right) \log (x)}{225 x+e^{2 x} x-450 x^2+225 x^3+e^x \left(30 x-30 x^2\right)} \, dx","Int[(-450 - 1350*x + E^x*(-30 + 120*x) + (-450*x + 30*E^x*x)*Log[x])/(225*x + E^(2*x)*x - 450*x^2 + 225*x^3 + E^x*(30*x - 30*x^2)),x]","\int \frac{-450-1350 x+e^x (-30+120 x)+\left(-450 x+30 e^x x\right) \log (x)}{225 x+e^{2 x} x-450 x^2+225 x^3+e^x \left(30 x-30 x^2\right)} \, dx","\frac{\log (x)+4}{\frac{1}{4} (2 x-2)-\frac{e^x}{30}}",1,"-3600*Defer[Int][(15 + E^x - 15*x)^(-2), x] - 900*Log[x]*Defer[Int][(15 + E^x - 15*x)^(-2), x] + 120*Defer[Int][(15 + E^x - 15*x)^(-1), x] + 30*Log[x]*Defer[Int][(15 + E^x - 15*x)^(-1), x] - 30*Defer[Int][1/((15 + E^x - 15*x)*x), x] + 1800*Defer[Int][x/(15 + E^x - 15*x)^2, x] + 450*Log[x]*Defer[Int][x/(15 + E^x - 15*x)^2, x] + 900*Defer[Int][Defer[Int][(15 + E^x - 15*x)^(-2), x]/x, x] - 30*Defer[Int][Defer[Int][(15 + E^x - 15*x)^(-1), x]/x, x] - 450*Defer[Int][Defer[Int][x/(15 + E^x - 15*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
5141,1,7,0,0.001196,"\int \left(-2+3 x^2\right) \, dx","Int[-2 + 3*x^2,x]","x^3-2 x","2 \left(\frac{x^3}{2}-x+e+\frac{13}{2}\right)",1,"-2*x + x^3","A",1,0,7,0,1,"{}"
5142,1,30,0,0.4288892,"\int \frac{-14-5 x+24 x^2+11 x^3+\left(-4-2 x+6 x^2+3 x^3\right) \log \left(\frac{e^2}{2+x}\right)}{-14 x-7 x^2+8 x^3+4 x^4+\left(-4 x-2 x^2+2 x^3+x^4\right) \log \left(\frac{e^2}{2+x}\right)} \, dx","Int[(-14 - 5*x + 24*x^2 + 11*x^3 + (-4 - 2*x + 6*x^2 + 3*x^3)*Log[E^2/(2 + x)])/(-14*x - 7*x^2 + 8*x^3 + 4*x^4 + (-4*x - 2*x^2 + 2*x^3 + x^4)*Log[E^2/(2 + x)]),x]","\log \left(-x \left(-6 x^2+x^2 \left(-\log \left(\frac{1}{x+2}\right)\right)+2 \log \left(\frac{1}{x+2}\right)+11\right)\right)","\log \left(\left(x^2-2\right) x \left(\log \left(\frac{e^2}{x+2}\right)+4\right)+x\right)",1,"Log[-(x*(11 - 6*x^2 + 2*Log[(2 + x)^(-1)] - x^2*Log[(2 + x)^(-1)]))]","A",2,2,91,0.02198,1,"{6741, 6685}"
5143,1,24,0,0.1534211,"\int \frac{1}{2} e^{2+e^{\frac{1}{2} \left(-60 x^2+15 x^3\right)}-x} \left(-2+e^{\frac{1}{2} \left(-60 x^2+15 x^3\right)} \left(-120 x+45 x^2\right)\right) \, dx","Int[(E^(2 + E^((-60*x^2 + 15*x^3)/2) - x)*(-2 + E^((-60*x^2 + 15*x^3)/2)*(-120*x + 45*x^2)))/2,x]","e^{e^{-\frac{15}{2} \left(4 x^2-x^3\right)}-x+2}","e^{e^{\frac{15}{2} (x-4) x^2}-x+2}",1,"E^(2 + E^((-15*(4*x^2 - x^3))/2) - x)","A",2,2,57,0.03509,1,"{12, 6706}"
5144,0,0,0,4.1707256,"\int \frac{e^{-e^{e+x}} \left(4 x \log (x)+e^{e^e} \left(-x+e^{e+x} x^2\right) \log ^2(x)+\left(-4 x^2+4 e^{e+x} x^3\right) \log ^2(x)+\left(-4 x-4 e^{e+x} x^2 \log (x)+e^{e^e} \left(-1-e^{e+x} x \log (x)\right)\right) \log \left(\frac{1}{4} \left(e^{e^e}+4 x\right)\right)\right)}{e^{e^e} x \log ^2(x)+4 x^2 \log ^2(x)} \, dx","Int[(4*x*Log[x] + E^E^E*(-x + E^(E + x)*x^2)*Log[x]^2 + (-4*x^2 + 4*E^(E + x)*x^3)*Log[x]^2 + (-4*x - 4*E^(E + x)*x^2*Log[x] + E^E^E*(-1 - E^(E + x)*x*Log[x]))*Log[(E^E^E + 4*x)/4])/(E^E^(E + x)*(E^E^E*x*Log[x]^2 + 4*x^2*Log[x]^2)),x]","\int \frac{e^{-e^{e+x}} \left(4 x \log (x)+e^{e^e} \left(-x+e^{e+x} x^2\right) \log ^2(x)+\left(-4 x^2+4 e^{e+x} x^3\right) \log ^2(x)+\left(-4 x-4 e^{e+x} x^2 \log (x)+e^{e^e} \left(-1-e^{e+x} x \log (x)\right)\right) \log \left(\frac{1}{4} \left(e^{e^e}+4 x\right)\right)\right)}{e^{e^e} x \log ^2(x)+4 x^2 \log ^2(x)} \, dx","e^{-e^{x+e}} \left(\frac{\log \left(x+\frac{e^{e^e}}{4}\right)}{\log (x)}-x\right)",1,"-ExpIntegralEi[-E^(E + x)] + Defer[Int][E^(E - E^(E + x) + x)*x, x] + 4*Defer[Int][1/(E^E^(E + x)*(E^E^E + 4*x)*Log[x]), x] - Defer[Int][Log[E^E^E/4 + x]/(E^E^(E + x)*x*Log[x]^2), x] - Defer[Int][(E^(E - E^(E + x) + x)*Log[E^E^E/4 + x])/Log[x], x]","F",0,0,0,0,-1,"{}"
5145,1,122,0,5.033244,"\int \frac{4 x+e^{2 x} x+x^2+x \log ^2\left(4 e^3 x\right)+\left(5 x+x^2+e^x (10+2 x)+e^{2 x} \left(10 x+2 x^2\right)\right) \log (5+x)+\log \left(4 e^3 x\right) \left(2 e^x x+\left(10+2 x+e^x \left(10 x+2 x^2\right)\right) \log (5+x)\right)}{5 x+x^2} \, dx","Int[(4*x + E^(2*x)*x + x^2 + x*Log[4*E^3*x]^2 + (5*x + x^2 + E^x*(10 + 2*x) + E^(2*x)*(10*x + 2*x^2))*Log[5 + x] + Log[4*E^3*x]*(2*E^x*x + (10 + 2*x + E^x*(10*x + 2*x^2))*Log[5 + x]))/(5*x + x^2),x]","\frac{6 \text{Ei}(x+5)}{e^5}-\frac{2 \text{Ei}(x+5) \log (x)}{e^5}+\frac{2 \text{Ei}(x+5) \log (4 x)}{e^5}-\frac{2 (3+\log (4)) \text{Ei}(x+5)}{e^5}+\log (x+5) (\log (x)+3+\log (4))^2+(x+5) \log (x+5)+2 e^x \log (x) \log (x+5)+2 e^x (3+\log (4)) \log (x+5)-\log (x+5)+\frac{e^{2 x} (x \log (x+5)+5 \log (x+5))}{x+5}","\left(x+\left(e^x+\log \left(4 e^3 x\right)\right)^2+4\right) \log (x+5)",1,"(6*ExpIntegralEi[5 + x])/E^5 - (2*ExpIntegralEi[5 + x]*(3 + Log[4]))/E^5 - (2*ExpIntegralEi[5 + x]*Log[x])/E^5 + (2*ExpIntegralEi[5 + x]*Log[4*x])/E^5 - Log[5 + x] + (5 + x)*Log[5 + x] + 2*E^x*(3 + Log[4])*Log[5 + x] + 2*E^x*Log[x]*Log[5 + x] + (3 + Log[4] + Log[x])^2*Log[5 + x] + (E^(2*x)*(5*Log[5 + x] + x*Log[5 + x]))/(5 + x)","C",49,23,109,0.2110,1,"{1593, 6742, 43, 2317, 2374, 6589, 2390, 2301, 2411, 2346, 2295, 2433, 2425, 2344, 2391, 2375, 2288, 6688, 2178, 2554, 12, 2194, 2557}"
5146,1,12,0,0.0290708,"\int \frac{4 e^{-16+4 x}}{3+e^{-16+4 x}} \, dx","Int[(4*E^(-16 + 4*x))/(3 + E^(-16 + 4*x)),x]","\log \left(e^{4 x}+3 e^{16}\right)","\log \left(\left(e^{4 (x-4)}+3\right) (2+\log (\log (4)))\right)",1,"Log[3*E^16 + E^(4*x)]","A",3,3,20,0.1500,1,"{12, 2246, 31}"
5147,0,0,0,6.7260268,"\int \frac{-7 x^2+e^x \left(2+x+x^2\right)}{7 x^2+e^x \left(-2 x+3 x^2+e^3 x^2+x^3\right)+e^x x^2 \log (x)} \, dx","Int[(-7*x^2 + E^x*(2 + x + x^2))/(7*x^2 + E^x*(-2*x + 3*x^2 + E^3*x^2 + x^3) + E^x*x^2*Log[x]),x]","\int \frac{-7 x^2+e^x \left(2+x+x^2\right)}{7 x^2+e^x \left(-2 x+3 x^2+e^3 x^2+x^3\right)+e^x x^2 \log (x)} \, dx","\log \left(\frac{x+7 e^{-x}-\frac{x+2}{x}+\log (x)+4}{e}+e^2\right)",1,"Defer[Int][(-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x])^(-1), x] + 2*Defer[Int][1/(x*(-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x])), x] + Defer[Int][x/(-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x]), x] + 14*Defer[Int][1/((-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x])*(2*E^x - 7*x - 3*E^x*(1 + E^3/3)*x - E^x*x^2 - E^x*x*Log[x])), x] + 7*Defer[Int][x^3/((-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x])*(2*E^x - 7*x - 3*E^x*(1 + E^3/3)*x - E^x*x^2 - E^x*x*Log[x])), x] + 7*Defer[Int][(x^2*Log[x])/((-2 + 3*(1 + E^3/3)*x + x^2 + x*Log[x])*(2*E^x - 7*x - 3*E^x*(1 + E^3/3)*x - E^x*x^2 - E^x*x*Log[x])), x] + 7*Defer[Int][x/((-2 + (3 + E^3)*x + x^2 + x*Log[x])*(7*x + E^(3 + x)*x + E^x*(-2 + 3*x + x^2) + E^x*x*Log[x])), x] - 7*(4 + E^3)*Defer[Int][x^2/((-2 + (3 + E^3)*x + x^2 + x*Log[x])*(7*x + E^(3 + x)*x + E^x*(-2 + 3*x + x^2) + E^x*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
5148,1,25,0,0.6353096,"\int \frac{e^{-25/x} \left(6 e^{25/x} x^2+e^{2 e^{-25/x}} \left(-2250-3000 x-1000 x^2\right)\right)}{45 x^2+60 x^3+20 x^4} \, dx","Int[(6*E^(25/x)*x^2 + E^(2/E^(25/x))*(-2250 - 3000*x - 1000*x^2))/(E^(25/x)*(45*x^2 + 60*x^3 + 20*x^4)),x]","-e^{2 e^{-25/x}}-\frac{3}{5 (2 x+3)}","\frac{2 x}{5 (2 x+3)}-e^{2 e^{-25/x}}",1,"-E^(2/E^(25/x)) - 3/(5*(3 + 2*x))","A",8,7,61,0.1148,1,"{1594, 27, 12, 6742, 6715, 2282, 2194}"
5149,0,0,0,2.9846846,"\int \frac{-1-64 e^{-1250+2 x}+\left(3 x+e^{-1250+2 x} (-32+32 x)\right) \log (x)-3 x^2 \log ^2(x)+x^3 \log ^3(x)}{-1+3 x \log (x)-3 x^2 \log ^2(x)+x^3 \log ^3(x)} \, dx","Int[(-1 - 64*E^(-1250 + 2*x) + (3*x + E^(-1250 + 2*x)*(-32 + 32*x))*Log[x] - 3*x^2*Log[x]^2 + x^3*Log[x]^3)/(-1 + 3*x*Log[x] - 3*x^2*Log[x]^2 + x^3*Log[x]^3),x]","\int \frac{-1-64 e^{-1250+2 x}+\left(3 x+e^{-1250+2 x} (-32+32 x)\right) \log (x)-3 x^2 \log ^2(x)+x^3 \log ^3(x)}{-1+3 x \log (x)-3 x^2 \log ^2(x)+x^3 \log ^3(x)} \, dx","\frac{16 e^{2 x-1250} x^2}{\left(x-x^2 \log (x)\right)^2}+x",1,"x - 32*Defer[Int][E^(-1250 + 2*x)/(-1 + x*Log[x])^3, x] - 32*Defer[Int][E^(-1250 + 2*x)/(x*(-1 + x*Log[x])^3), x] + 32*Defer[Int][E^(-1250 + 2*x)/(-1 + x*Log[x])^2, x] - 32*Defer[Int][E^(-1250 + 2*x)/(x*(-1 + x*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
5150,0,0,0,1.3625712,"\int \left(3+\exp \left(4+4 e^{e^{e^x}}+e^{2 e^{e^x}}+e^{4+4 e^{e^{e^x}}+e^{2 e^{e^x}}+e^x}+e^x\right) \left(e^x+4 e^{e^{e^x}+e^x+x}+2 e^{2 e^{e^x}+e^x+x}\right)\right) \, dx","Int[3 + E^(4 + 4*E^E^E^x + E^(2*E^E^x) + E^(4 + 4*E^E^E^x + E^(2*E^E^x) + E^x) + E^x)*(E^x + 4*E^(E^E^x + E^x + x) + 2*E^(2*E^E^x + E^x + x)),x]","\int \left(3+\exp \left(4+4 e^{e^{e^x}}+e^{2 e^{e^x}}+e^{4+4 e^{e^{e^x}}+e^{2 e^{e^x}}+e^x}+e^x\right) \left(e^x+4 e^{e^{e^x}+e^x+x}+2 e^{2 e^{e^x}+e^x+x}\right)\right) \, dx","3 x+e^{e^{\left(e^{e^{e^x}}+2\right)^2+e^x}}-5",1,"3*x + Defer[Subst][Defer[Int][E^(4 + 4*E^x + E^(2*x) + E^(2 + E^x)^2*x), x], x, E^E^x] + 4*Defer[Subst][Defer[Int][E^(4 + 4*E^x + E^(2*x) + x + E^(2 + E^x)^2*x)*x, x], x, E^E^x] + 2*Defer[Subst][Defer[Int][E^(4 + 4*E^x + E^(2*x) + 2*x + E^(2 + E^x)^2*x)*x, x], x, E^E^x]","F",0,0,0,0,-1,"{}"
5151,1,41,0,0.0959943,"\int \frac{120 x+2 e x-8 x^2+(64+e-4 x) \log \left(4096+e^2+e (128-8 x)-512 x+16 x^2\right)}{768+12 e-48 x} \, dx","Int[(120*x + 2*E*x - 8*x^2 + (64 + E - 4*x)*Log[4096 + E^2 + E*(128 - 8*x) - 512*x + 16*x^2])/(768 + 12*E - 48*x),x]","\frac{x^2}{12}+\frac{1}{24} (64+e) \log (-4 x+e+64)-\frac{1}{48} (-4 x+e+64) \log \left((-4 x+e+64)^2\right)","\frac{1}{12} x \left(x+\log \left((e-4 (x-16))^2\right)\right)+3",1,"x^2/12 + ((64 + E)*Log[64 + E - 4*x])/24 - ((64 + E - 4*x)*Log[(64 + E - 4*x)^2])/48","B",8,6,52,0.1154,1,"{6, 6688, 12, 77, 2389, 2295}"
5152,1,55,0,1.5350117,"\int \frac{21-8 x-11 x^2-2 x^3+\left(-32-46 x-16 x^2-2 x^3\right) \log \left(-\frac{\log (2)}{32+14 x+2 x^2}\right)}{288-258 x-214 x^2+76 x^3+84 x^4+22 x^5+2 x^6} \, dx","Int[(21 - 8*x - 11*x^2 - 2*x^3 + (-32 - 46*x - 16*x^2 - 2*x^3)*Log[-(Log[2]/(32 + 14*x + 2*x^2))])/(288 - 258*x - 214*x^2 + 76*x^3 + 84*x^4 + 22*x^5 + 2*x^6),x]","-\frac{\log \left(-\frac{\log (2)}{2 \left(x^2+7 x+16\right)}\right)}{8 (1-x)}-\frac{\log \left(-\frac{\log (2)}{2 \left(x^2+7 x+16\right)}\right)}{8 (x+3)}","\frac{\log \left(\frac{\log (2)}{2 \left(x-(x+4)^2\right)}\right)}{2 \left(x^2+2 x-3\right)}",1,"-1/8*Log[-1/2*Log[2]/(16 + 7*x + x^2)]/(1 - x) - Log[-1/2*Log[2]/(16 + 7*x + x^2)]/(8*(3 + x))","A",44,11,81,0.1358,1,"{6741, 12, 6728, 893, 634, 618, 204, 628, 2528, 2525, 800}"
5153,1,16,0,0.0089671,"\int e^{-\frac{1}{e^{7/18}}} \left(-21+21 e^{\frac{1}{e^{7/18}}}\right) \, dx","Int[(-21 + 21*E^E^(-7/18))/E^E^(-7/18),x]","21 \left(1-e^{-\frac{1}{e^{7/18}}}\right) x","21 \left(x-e^{-\frac{1}{e^{7/18}}} x\right)",1,"21*(1 - E^(-E^(-7/18)))*x","A",1,1,21,0.04762,1,"{8}"
5154,0,0,0,3.083455,"\int \frac{15-5 e^x-5 e^x x \log (x) \log (\log (x))+\left(27 x-27 e^x x+9 e^{2 x} x-e^{3 x} x\right) \log (x) \log ^2(\log (x))}{\left(9 x-6 e^x x+e^{2 x} x\right) \log (x) \log ^2(\log (x))} \, dx","Int[(15 - 5*E^x - 5*E^x*x*Log[x]*Log[Log[x]] + (27*x - 27*E^x*x + 9*E^(2*x)*x - E^(3*x)*x)*Log[x]*Log[Log[x]]^2)/((9*x - 6*E^x*x + E^(2*x)*x)*Log[x]*Log[Log[x]]^2),x]","\int \frac{15-5 e^x-5 e^x x \log (x) \log (\log (x))+\left(27 x-27 e^x x+9 e^{2 x} x-e^{3 x} x\right) \log (x) \log ^2(\log (x))}{\left(9 x-6 e^x x+e^{2 x} x\right) \log (x) \log ^2(\log (x))} \, dx","3 (x-1)-e^x+\frac{5}{\left(e^x-3\right) \log (\log (x))}+4",1,"-E^x + 3*x - 5*Defer[Int][1/((-3 + E^x)*x*Log[x]*Log[Log[x]]^2), x] - 15*Defer[Int][1/((-3 + E^x)^2*Log[Log[x]]), x] - 5*Defer[Int][1/((-3 + E^x)*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
5155,0,0,0,8.8727047,"\int \frac{162 e^x+e^{4 x^2} \left(8 e^{5 x}-32 e^{4 x} x+48 e^{3 x} x^2-32 e^{2 x} x^3+8 e^x x^4\right)+e^{2 x^2} \left(72 e^{3 x}+e^{2 x} (27-90 x)+27 x+54 x^3+e^x \left(-27-27 x-36 x^2\right)\right)}{162+e^{2 x^2} \left(72 e^{2 x}-144 e^x x+72 x^2\right)+e^{4 x^2} \left(8 e^{4 x}-32 e^{3 x} x+48 e^{2 x} x^2-32 e^x x^3+8 x^4\right)} \, dx","Int[(162*E^x + E^(4*x^2)*(8*E^(5*x) - 32*E^(4*x)*x + 48*E^(3*x)*x^2 - 32*E^(2*x)*x^3 + 8*E^x*x^4) + E^(2*x^2)*(72*E^(3*x) + E^(2*x)*(27 - 90*x) + 27*x + 54*x^3 + E^x*(-27 - 27*x - 36*x^2)))/(162 + E^(2*x^2)*(72*E^(2*x) - 144*E^x*x + 72*x^2) + E^(4*x^2)*(8*E^(4*x) - 32*E^(3*x)*x + 48*E^(2*x)*x^2 - 32*E^x*x^3 + 8*x^4)),x]","\int \frac{162 e^x+e^{4 x^2} \left(8 e^{5 x}-32 e^{4 x} x+48 e^{3 x} x^2-32 e^{2 x} x^3+8 e^x x^4\right)+e^{2 x^2} \left(72 e^{3 x}+e^{2 x} (27-90 x)+27 x+54 x^3+e^x \left(-27-27 x-36 x^2\right)\right)}{162+e^{2 x^2} \left(72 e^{2 x}-144 e^x x+72 x^2\right)+e^{4 x^2} \left(8 e^{4 x}-32 e^{3 x} x+48 e^{2 x} x^2-32 e^x x^3+8 x^4\right)} \, dx","\frac{3}{-\frac{16}{9} e^{2 x^2} \left(e^x-x\right)^2-8}+e^x",1,"81*Defer[Int][E^x/(-9 - 2*E^(2*x*(1 + x)) + 4*E^(x + 2*x^2)*x - 2*E^(2*x^2)*x^2)^2, x] - (27*Defer[Int][E^(x + 2*x^2)/(-9 - 2*E^(2*x*(1 + x)) + 4*E^(x + 2*x^2)*x - 2*E^(2*x^2)*x^2)^2, x])/2 - (27*Defer[Int][(E^(x + 2*x^2)*x)/(-9 - 2*E^(2*x*(1 + x)) + 4*E^(x + 2*x^2)*x - 2*E^(2*x^2)*x^2)^2, x])/2 - 18*Defer[Int][(E^(x + 2*x^2)*x^2)/(-9 - 2*E^(2*x*(1 + x)) + 4*E^(x + 2*x^2)*x - 2*E^(2*x^2)*x^2)^2, x] + 4*Defer[Int][(E^(x + 4*x^2)*x^4)/(-9 - 2*E^(2*x*(1 + x)) + 4*E^(x + 2*x^2)*x - 2*E^(2*x^2)*x^2)^2, x] + (27*Defer[Int][E^(2*x*(1 + x))/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x])/2 + 36*Defer[Int][E^(3*x + 2*x^2)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] + 4*Defer[Int][E^(5*x + 4*x^2)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] + (27*Defer[Int][(E^(2*x^2)*x)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x])/2 - 45*Defer[Int][(E^(2*x*(1 + x))*x)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] - 16*Defer[Int][(E^(4*x*(1 + x))*x)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] + 24*Defer[Int][(E^(3*x + 4*x^2)*x^2)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] + 27*Defer[Int][(E^(2*x^2)*x^3)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x] - 16*Defer[Int][(E^(2*x*(1 + 2*x))*x^3)/(9 + 2*E^(2*x*(1 + x)) - 4*E^(x + 2*x^2)*x + 2*E^(2*x^2)*x^2)^2, x]","F",0,0,0,0,-1,"{}"
5156,1,41,0,0.4466915,"\int \frac{-20 x^2+12 x^3-2 x^4+e^{\frac{-6+x^2}{x}} \left(-162+162 x-81 x^2+33 x^3-9 x^4+x^5\right)+\left(-18 x^2-48 x^3+54 x^4-18 x^5+2 x^6\right) \log (2 x)+\left(-54 x^3+54 x^4-18 x^5+2 x^6\right) \log ^2(2 x)}{-27 x^2+27 x^3-9 x^4+x^5} \, dx","Int[(-20*x^2 + 12*x^3 - 2*x^4 + E^((-6 + x^2)/x)*(-162 + 162*x - 81*x^2 + 33*x^3 - 9*x^4 + x^5) + (-18*x^2 - 48*x^3 + 54*x^4 - 18*x^5 + 2*x^6)*Log[2*x] + (-54*x^3 + 54*x^4 - 18*x^5 + 2*x^6)*Log[2*x]^2)/(-27*x^2 + 27*x^3 - 9*x^4 + x^5),x]","x^2 \log ^2(2 x)+e^{x-\frac{6}{x}}+\frac{1}{(3-x)^2}+\frac{2 x \log (2 x)}{3-x}","e^{x-\frac{6}{x}}+\left(\frac{1}{x-3}-x \log (2 x)\right)^2",1,"E^(-6/x + x) + (3 - x)^(-2) + (2*x*Log[2*x])/(3 - x) + x^2*Log[2*x]^2","A",12,8,132,0.06061,1,"{6688, 6706, 683, 2357, 2314, 31, 2304, 2305}"
5157,1,34,0,0.1651998,"\int \exp \left(2-4 e-8 x+4 x^2+(-8+8 x) \log (4)+4 \log ^2(4)\right) (-8+8 x+8 \log (4)) \, dx","Int[E^(2 - 4*E - 8*x + 4*x^2 + (-8 + 8*x)*Log[4] + 4*Log[4]^2)*(-8 + 8*x + 8*Log[4]),x]","\exp \left(4 x^2-8 x (1-\log (4))+2 \left(1-2 e+2 \log ^2(4)-4 \log (4)\right)\right)","e^{(2-2 (x+\log (4)))^2-4 e-2}",1,"E^(4*x^2 - 8*x*(1 - Log[4]) + 2*(1 - 2*E - 4*Log[4] + 2*Log[4]^2))","A",2,2,39,0.05128,1,"{2244, 2236}"
5158,0,0,0,0.1667745,"\int \frac{e^5 (-1-2 x)+\left(-6-24 x-24 x^2\right) \log (5 x)-e^5 \log (5 x) \log (\log (5 x))}{\left(6+24 x+24 x^2\right) \log (5 x)} \, dx","Int[(E^5*(-1 - 2*x) + (-6 - 24*x - 24*x^2)*Log[5*x] - E^5*Log[5*x]*Log[Log[5*x]])/((6 + 24*x + 24*x^2)*Log[5*x]),x]","\int \frac{e^5 (-1-2 x)+\left(-6-24 x-24 x^2\right) \log (5 x)-e^5 \log (5 x) \log (\log (5 x))}{\left(6+24 x+24 x^2\right) \log (5 x)} \, dx","-x-\frac{e^5 \log (\log (5 x))}{3 \left(\frac{2}{x}+4\right)}",1,"-x - (E^5*Defer[Int][1/((1 + 2*x)*Log[5*x]), x])/6 - (E^5*Defer[Int][Log[Log[5*x]]/(1 + 2*x)^2, x])/6","F",0,0,0,0,-1,"{}"
5159,1,21,0,0.1325188,"\int e^{100 x-240 x^2-20 e^x x^2} \left(1600-7680 x+e^x \left(-640 x-320 x^2\right)\right) \, dx","Int[E^(100*x - 240*x^2 - 20*E^x*x^2)*(1600 - 7680*x + E^x*(-640*x - 320*x^2)),x]","16 e^{-20 e^x x^2-240 x^2+100 x}","16 e^{20 x \left(5-\left(e^x+12\right) x\right)}",1,"16*E^(100*x - 240*x^2 - 20*E^x*x^2)","A",1,1,38,0.02632,1,"{6706}"
5160,0,0,0,0.1185862,"\int x^{-11+2 x} (-10+2 x+2 x \log (x)) \, dx","Int[x^(-11 + 2*x)*(-10 + 2*x + 2*x*Log[x]),x]","\int x^{-11+2 x} (-10+2 x+2 x \log (x)) \, dx","x^{2 (x-5)}+i \pi +\log \left(e^6-\frac{5}{2}\right)",1,"-10*Defer[Int][x^(-11 + 2*x), x] + 2*Defer[Int][x^(-10 + 2*x), x] + 2*Log[x]*Defer[Int][x^(-10 + 2*x), x] - 2*Defer[Int][Defer[Int][x^(-10 + 2*x), x]/x, x]","F",0,0,0,0,-1,"{}"
5161,0,0,0,1.0142375,"\int \frac{150-24 x-12 x \log (x)}{e^{10} x-4 e^5 x^2+4 x^3+\left(-100 x^2+8 x^3+e^5 \left(50 x-4 x^2\right)\right) \log (x)+\left(625 x-100 x^2+4 x^3\right) \log ^2(x)} \, dx","Int[(150 - 24*x - 12*x*Log[x])/(E^10*x - 4*E^5*x^2 + 4*x^3 + (-100*x^2 + 8*x^3 + E^5*(50*x - 4*x^2))*Log[x] + (625*x - 100*x^2 + 4*x^3)*Log[x]^2),x]","\int \frac{150-24 x-12 x \log (x)}{e^{10} x-4 e^5 x^2+4 x^3+\left(-100 x^2+8 x^3+e^5 \left(50 x-4 x^2\right)\right) \log (x)+\left(625 x-100 x^2+4 x^3\right) \log ^2(x)} \, dx","\frac{6}{2 x-(25-2 x) \log (x)-e^5}",1,"-12*Defer[Int][(E^5 - 2*x + 25*Log[x] - 2*x*Log[x])^(-2), x] + 150*Defer[Int][1/(x*(-E^5 + 2*x - 25*Log[x] + 2*x*Log[x])^2), x] + 12*(25 - E^5)*Defer[Int][1/((-25 + 2*x)*(-E^5 + 2*x - 25*Log[x] + 2*x*Log[x])^2), x] - 12*Defer[Int][1/((-25 + 2*x)*(-E^5 + 2*x - 25*Log[x] + 2*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
5162,1,13,0,0.0037636,"\int \frac{4}{\left(9+12 x+4 x^2\right) \log (5)} \, dx","Int[4/((9 + 12*x + 4*x^2)*Log[5]),x]","-\frac{2}{(2 x+3) \log (5)}","\log \left(4+e^{e^4}\right)-\frac{2}{(2 x+3) \log (5)}",1,"-2/((3 + 2*x)*Log[5])","A",3,3,18,0.1667,1,"{12, 27, 32}"
5163,1,49,0,0.0979588,"\int \frac{28800 x+97200 x^2+119700 x^3+63900 x^4+13500 x^5+900 x^6+\left(960+1200 x+360 x^2+120 x^3\right) \log ^2(2)-32 \log ^4(2)}{225+675 x+675 x^2+225 x^3} \, dx","Int[(28800*x + 97200*x^2 + 119700*x^3 + 63900*x^4 + 13500*x^5 + 900*x^6 + (960 + 1200*x + 360*x^2 + 120*x^3)*Log[2]^2 - 32*Log[2]^4)/(225 + 675*x + 675*x^2 + 225*x^3),x]","x^4+16 x^3+64 x^2+\frac{16 \log ^4(2)}{225 (x+1)^2}+\frac{8}{15} x \log ^2(2)-\frac{56 \log ^2(2)}{15 (x+1)}","\left(x^2+4 \left(2 x+\frac{\log ^2(2)}{5 (3 x+3)}\right)\right)^2",1,"64*x^2 + 16*x^3 + x^4 + (8*x*Log[2]^2)/15 - (56*Log[2]^2)/(15*(1 + x)) + (16*Log[2]^4)/(225*(1 + x)^2)","A",2,1,73,0.01370,1,"{2074}"
5164,1,33,0,0.0327282,"\int \frac{6561+e^{4-24 x+\frac{x^2}{13122}} \left(6561-157464 x+x^2\right)}{6561} \, dx","Int[(6561 + E^(4 - 24*x + x^2/13122)*(6561 - 157464*x + x^2))/6561,x]","\frac{e^{\frac{x^2}{13122}-24 x+4} \left(157464 x-x^2\right)}{157464-x}+x","e^{\frac{x^2}{13122}+4 (1-6 x)} x+x+5",1,"x + (E^(4 - 24*x + x^2/13122)*(157464*x - x^2))/(157464 - x)","A",3,2,29,0.06897,1,"{12, 2288}"
5165,1,13,0,0.0110282,"\int \frac{-17+12 x+12 x^2}{3+12 x+12 x^2} \, dx","Int[(-17 + 12*x + 12*x^2)/(3 + 12*x + 12*x^2),x]","x+\frac{10}{3 (2 x+1)}","-\frac{20 x}{3 (2 x+1)}+x-e^5",1,"x + 10/(3*(1 + 2*x))","A",4,3,23,0.1304,1,"{27, 12, 683}"
5166,0,0,0,0.4200171,"\int \frac{-640+256 x-32 x^2+\left(320-144 x+16 x^2\right) \log \left(\frac{-5 x+x^2}{-4+x}\right)}{\left(79380-35721 x+3969 x^2\right) \log ^3\left(\frac{-5 x+x^2}{-4+x}\right)} \, dx","Int[(-640 + 256*x - 32*x^2 + (320 - 144*x + 16*x^2)*Log[(-5*x + x^2)/(-4 + x)])/((79380 - 35721*x + 3969*x^2)*Log[(-5*x + x^2)/(-4 + x)]^3),x]","\int \frac{-640+256 x-32 x^2+\left(320-144 x+16 x^2\right) \log \left(\frac{-5 x+x^2}{-4+x}\right)}{\left(79380-35721 x+3969 x^2\right) \log ^3\left(\frac{-5 x+x^2}{-4+x}\right)} \, dx","\frac{16 x}{3969 \log ^2\left(x-\frac{x}{x-4}\right)}",1,"(-32*Defer[Int][Log[((-5 + x)*x)/(-4 + x)]^(-3), x])/3969 - (160*Defer[Int][1/((-5 + x)*Log[((-5 + x)*x)/(-4 + x)]^3), x])/3969 + (128*Defer[Int][1/((-4 + x)*Log[((-5 + x)*x)/(-4 + x)]^3), x])/3969 + (16*Defer[Int][Log[((-5 + x)*x)/(-4 + x)]^(-2), x])/3969","F",0,0,0,0,-1,"{}"
5167,0,0,0,1.262809,"\int \frac{1}{3} e^{-x-e^{-x} \left(75 x-15 x^2+2 e^x x^2\right)} \left(-75 x+105 x^2-15 x^3+e^x \left(1-4 x^2\right)\right) \, dx","Int[(E^(-x - (75*x - 15*x^2 + 2*E^x*x^2)/E^x)*(-75*x + 105*x^2 - 15*x^3 + E^x*(1 - 4*x^2)))/3,x]","\int \frac{1}{3} e^{-x-e^{-x} \left(75 x-15 x^2+2 e^x x^2\right)} \left(-75 x+105 x^2-15 x^3+e^x \left(1-4 x^2\right)\right) \, dx","\frac{1}{3} e^{-2 x^2-15 e^{-x} (5-x) x} x",1,"Defer[Int][E^(-((x*(75 - 15*x + 2*E^x*x))/E^x)), x]/3 - 25*Defer[Int][x/E^((x*(75 + E^x - 15*x + 2*E^x*x))/E^x), x] - (4*Defer[Int][x^2/E^((x*(75 - 15*x + 2*E^x*x))/E^x), x])/3 + 35*Defer[Int][x^2/E^((x*(75 + E^x - 15*x + 2*E^x*x))/E^x), x] - 5*Defer[Int][x^3/E^((x*(75 + E^x - 15*x + 2*E^x*x))/E^x), x]","F",0,0,0,0,-1,"{}"
5168,0,0,0,68.7100526,"\int \frac{\exp \left(-\frac{-18-9 x-8 x^2-6 x^3-2 x^4-x^5}{9+6 x^2+x^4}\right) \left(162 x+63 x^3+24 x^4+51 x^5-8 x^6-3 x^7-x^9+\exp \left(\frac{-18-9 x-8 x^2-6 x^3-2 x^4-x^5}{9+6 x^2+x^4}\right) \left(-81+54 x-81 x^2+54 x^3-27 x^4+18 x^5-3 x^6+2 x^7\right)\right)}{27+27 x^2+9 x^4+x^6} \, dx","Int[(162*x + 63*x^3 + 24*x^4 + 51*x^5 - 8*x^6 - 3*x^7 - x^9 + E^((-18 - 9*x - 8*x^2 - 6*x^3 - 2*x^4 - x^5)/(9 + 6*x^2 + x^4))*(-81 + 54*x - 81*x^2 + 54*x^3 - 27*x^4 + 18*x^5 - 3*x^6 + 2*x^7))/(E^((-18 - 9*x - 8*x^2 - 6*x^3 - 2*x^4 - x^5)/(9 + 6*x^2 + x^4))*(27 + 27*x^2 + 9*x^4 + x^6)),x]","\int \frac{\exp \left(-\frac{-18-9 x-8 x^2-6 x^3-2 x^4-x^5}{9+6 x^2+x^4}\right) \left(162 x+63 x^3+24 x^4+51 x^5-8 x^6-3 x^7-x^9+\exp \left(\frac{-18-9 x-8 x^2-6 x^3-2 x^4-x^5}{9+6 x^2+x^4}\right) \left(-81+54 x-81 x^2+54 x^3-27 x^4+18 x^5-3 x^6+2 x^7\right)\right)}{27+27 x^2+9 x^4+x^6} \, dx","(3-x) \left(e^{-\frac{4 x^2}{\left(x^2+3\right)^2}+x+2} x^2-x\right)",1,"-3*x + x^2 - 8*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2), x] - (6*I)*Sqrt[3]*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] - x)^3, x] + 21*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] - x)^2, x] - 12*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] - x), x] + (9*I)*Sqrt[3]*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] - x), x] + 6*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)*x, x] - Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)*x^3, x] - (6*I)*Sqrt[3]*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] + x)^3, x] + 21*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] + x)^2, x] + 12*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] + x), x] + (9*I)*Sqrt[3]*Defer[Int][E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)/(I*Sqrt[3] + x), x] + 432*Defer[Int][(E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)*x)/(3 + x^2)^3, x] - 216*Defer[Int][(E^((18 + 9*x + 8*x^2 + 6*x^3 + 2*x^4 + x^5)/(3 + x^2)^2)*x)/(3 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
5169,0,0,0,2.9404466,"\int e^{\frac{1}{5} \left(-5 x-80 x^2-x \log ^2\left(\frac{5}{x}\right)\right)} \left(-5+e^{\frac{1}{5} \left(5 x+80 x^2+x \log ^2\left(\frac{5}{x}\right)\right)}-160 x+2 \log \left(\frac{5}{x}\right)-\log ^2\left(\frac{5}{x}\right)\right) \, dx","Int[E^((-5*x - 80*x^2 - x*Log[5/x]^2)/5)*(-5 + E^((5*x + 80*x^2 + x*Log[5/x]^2)/5) - 160*x + 2*Log[5/x] - Log[5/x]^2),x]","\int e^{\frac{1}{5} \left(-5 x-80 x^2-x \log ^2\left(\frac{5}{x}\right)\right)} \left(-5+e^{\frac{1}{5} \left(5 x+80 x^2+x \log ^2\left(\frac{5}{x}\right)\right)}-160 x+2 \log \left(\frac{5}{x}\right)-\log ^2\left(\frac{5}{x}\right)\right) \, dx","x+5 e^{-x \left(16 x+\frac{1}{5} \log ^2\left(\frac{5}{x}\right)+1\right)}+1",1,"x - 5*Defer[Int][E^((-5*x - 80*x^2 - x*Log[5/x]^2)/5), x] - 160*Defer[Int][E^((-5*x - 80*x^2 - x*Log[5/x]^2)/5)*x, x] + 2*Defer[Int][E^((-5*x - 80*x^2 - x*Log[5/x]^2)/5)*Log[5/x], x] - Defer[Int][E^((-5*x - 80*x^2 - x*Log[5/x]^2)/5)*Log[5/x]^2, x]","F",0,0,0,0,-1,"{}"
5170,1,41,0,0.0217556,"\int \frac{-1176+172 x-172 x^3+24 x^4+e^5 \left(43 x^3-6 x^4\right)}{5 x^3} \, dx","Int[(-1176 + 172*x - 172*x^3 + 24*x^4 + E^5*(43*x^3 - 6*x^4))/(5*x^3),x]","\frac{3}{5} \left(4-e^5\right) x^2+\frac{588}{5 x^2}-\frac{43}{5} \left(4-e^5\right) x-\frac{172}{5 x}","\frac{1}{5} \left(\frac{4}{x^2}-e^5+4\right) \left(3 (7-x)^2-x\right)",1,"588/(5*x^2) - 172/(5*x) - (43*(4 - E^5)*x)/5 + (3*(4 - E^5)*x^2)/5","A",3,2,37,0.05405,1,"{12, 14}"
5171,1,297,0,0.5553341,"\int \frac{24 x^2+72 x^3+72 x^4+48 x^5+e^{\frac{2 e^2}{3 x}} \left(6 x^2+18 x^3+18 x^4+12 x^5+e^2 \left(-2-4 x-6 x^2-4 x^3-2 x^4\right)\right)}{3 x^2} \, dx","Int[(24*x^2 + 72*x^3 + 72*x^4 + 48*x^5 + E^((2*E^2)/(3*x))*(6*x^2 + 18*x^3 + 18*x^4 + 12*x^5 + E^2*(-2 - 4*x - 6*x^2 - 4*x^3 - 2*x^4)))/(3*x^2),x]","-\frac{8}{243} e^6 \left(9-e^2\right) \text{Ei}\left(\frac{2 e^2}{3 x}\right)-\frac{4}{3} e^2 \left(1-e^2\right) \text{Ei}\left(\frac{2 e^2}{3 x}\right)-\frac{4}{27} e^4 \left(9-2 e^2\right) \text{Ei}\left(\frac{2 e^2}{3 x}\right)+\frac{4}{3} e^2 \text{Ei}\left(\frac{2 e^2}{3 x}\right)+4 x^4+\frac{2}{9} \left(9-e^2\right) e^{\frac{2 e^2}{3 x}} x^3+8 x^3+\frac{2}{27} \left(9-e^2\right) e^{\frac{2 e^2}{3 x}+2} x^2+\frac{1}{3} \left(9-2 e^2\right) e^{\frac{2 e^2}{3 x}} x^2+12 x^2+\frac{4}{81} \left(9-e^2\right) e^{\frac{2 e^2}{3 x}+4} x+2 \left(1-e^2\right) e^{\frac{2 e^2}{3 x}} x+\frac{2}{9} \left(9-2 e^2\right) e^{\frac{2 e^2}{3 x}+2} x+8 x+e^{\frac{2 e^2}{3 x}}+\frac{64}{81} e^8 \Gamma \left(-4,-\frac{2 e^2}{3 x}\right)","\left(e^{\frac{2 e^2}{3 x}}+4\right) \left(x^2+x+1\right)^2",1,"E^((2*E^2)/(3*x)) + 8*x + (2*E^(2 + (2*E^2)/(3*x))*(9 - 2*E^2)*x)/9 + 2*E^((2*E^2)/(3*x))*(1 - E^2)*x + (4*E^(4 + (2*E^2)/(3*x))*(9 - E^2)*x)/81 + 12*x^2 + (E^((2*E^2)/(3*x))*(9 - 2*E^2)*x^2)/3 + (2*E^(2 + (2*E^2)/(3*x))*(9 - E^2)*x^2)/27 + 8*x^3 + (2*E^((2*E^2)/(3*x))*(9 - E^2)*x^3)/9 + 4*x^4 + (4*E^2*ExpIntegralEi[(2*E^2)/(3*x)])/3 - (4*E^4*(9 - 2*E^2)*ExpIntegralEi[(2*E^2)/(3*x)])/27 - (4*E^2*(1 - E^2)*ExpIntegralEi[(2*E^2)/(3*x)])/3 - (8*E^6*(9 - E^2)*ExpIntegralEi[(2*E^2)/(3*x)])/243 + (64*E^8*Gamma[-4, (-2*E^2)/(3*x)])/81","C",18,8,86,0.09302,1,"{12, 14, 6742, 2206, 2210, 2209, 2214, 2218}"
5172,1,35,0,0.0151229,"\int \left(-6+6 e^{2 x/3}+2 x-2 e^{x/3} x\right) \, dx","Int[-6 + 6*E^((2*x)/3) + 2*x - 2*E^(x/3)*x,x]","x^2-6 e^{x/3} x-6 x+18 e^{x/3}+9 e^{2 x/3}","\left(x-3 \left(e^{x/3}+1\right)\right)^2+e^5-4",1,"18*E^(x/3) + 9*E^((2*x)/3) - 6*x - 6*E^(x/3)*x + x^2","A",4,2,24,0.08333,1,"{2194, 2176}"
5173,1,13,0,0.1740966,"\int \frac{-4+2 x+\left(-x+x^2\right) \log (x)}{\left(-2 x+x^2\right) \log (x)} \, dx","Int[(-4 + 2*x + (-x + x^2)*Log[x])/((-2*x + x^2)*Log[x]),x]","x+\log (2-x)+2 \log (\log (x))","\log \left(4 e^x (4-2 x) \log ^2(x)\right)",1,"x + Log[2 - x] + 2*Log[Log[x]]","A",7,5,29,0.1724,1,"{1593, 6688, 43, 2302, 29}"
5174,1,28,0,0.0446153,"\int \frac{27 e^{81 e^2+81 x} x+e^{1+\log ^2(x)} x^2 (2+2 \log (x))}{x} \, dx","Int[(27*E^(81*E^2 + 81*x)*x + E^(1 + Log[x]^2)*x^2*(2 + 2*Log[x]))/x,x]","x^2 e^{\log ^2(x)+1}+\frac{1}{3} e^{81 x+81 e^2}","\frac{1}{3} e^{81 \left(x+e^2\right)}+e^{(\log (x)+1)^2}",1,"E^(81*E^2 + 81*x)/3 + E^(1 + Log[x]^2)*x^2","A",4,3,37,0.08108,1,"{14, 2194, 2288}"
5175,1,15,0,0.0263342,"\int \frac{-4 e^{4/x}+14 x^2+e^e x^2}{x^2} \, dx","Int[(-4*E^(4/x) + 14*x^2 + E^E*x^2)/x^2,x]","\left(14+e^e\right) x+e^{4/x}","e^e x+14 x+e^{4/x}-4",1,"E^(4/x) + (14 + E^E)*x","A",4,3,26,0.1154,1,"{6, 14, 2209}"
5176,1,45,0,0.0629335,"\int \left(1+2 x-3 x^2+3 e^{x^3} x^2+e^x \left(-1+x+x^2-\log (25)\right)+\log (25)\right) \, dx","Int[1 + 2*x - 3*x^2 + 3*E^x^3*x^2 + E^x*(-1 + x + x^2 - Log[25]) + Log[25],x]","-x^3+e^{x^3}+e^x x^2+x^2-e^x x+e^x+x (1+\log (25))-e^x (1+\log (25))","e^{x^3}+\left(x-e^x\right) \left(-x^2+x+\log (25)\right)+x",1,"E^x + E^x^3 - E^x*x + x^2 + E^x*x^2 - x^3 - E^x*(1 + Log[25]) + x*(1 + Log[25])","A",10,4,36,0.1111,1,"{2209, 2196, 2176, 2194}"
5177,1,67,0,0.9181846,"\int \frac{e^{-e^{e^3+x}-2 x+x^2 \log (x)} \left(-1-2 x-e^{e^3+x} x+x^2+2 x^2 \log (x)\right)}{x^2} \, dx","Int[(E^(-E^(E^3 + x) - 2*x + x^2*Log[x])*(-1 - 2*x - E^(E^3 + x)*x + x^2 + 2*x^2*Log[x]))/x^2,x]","\frac{e^{-2 x-e^{x+e^3}} x^{x^2-2} \left(-x^2-2 x^2 \log (x)+e^{x+e^3} x+2 x\right)}{-x+e^{x+e^3}-2 x \log (x)+2}","\frac{e^{x (x \log (x)-2)-e^{x+e^3}}}{x}+\log (5)",1,"(E^(-E^(E^3 + x) - 2*x)*x^(-2 + x^2)*(2*x + E^(E^3 + x)*x - x^2 - 2*x^2*Log[x]))/(2 + E^(E^3 + x) - x - 2*x*Log[x])","B",1,1,50,0.02000,1,"{2288}"
5178,1,57,0,0.0175185,"\int \frac{63-3 e^9-66 x+9 x^2-3 \log ^2(16)}{e^9+\log ^2(16)} \, dx","Int[(63 - 3*E^9 - 66*x + 9*x^2 - 3*Log[16]^2)/(E^9 + Log[16]^2),x]","\frac{3 x^3}{e^9+\log ^2(16)}-\frac{33 x^2}{e^9+\log ^2(16)}+\frac{3 x \left(21-e^9-\log ^2(16)\right)}{e^9+\log ^2(16)}","3 \left(-x+\frac{\left((x-5)^2-x-4\right) x}{e^9+\log ^2(16)}+5\right)",1,"(-33*x^2)/(E^9 + Log[16]^2) + (3*x^3)/(E^9 + Log[16]^2) + (3*x*(21 - E^9 - Log[16]^2))/(E^9 + Log[16]^2)","A",2,1,32,0.03125,1,"{12}"
5179,1,186,0,5.3593766,"\int \frac{-2 x^3+e^{10} \left(-3+x^2\right)+e^5 \left(-6 x+2 x^3\right)+e^{2 e^3-2 x} \left(-2 x+e^5 \left(6-2 x^2\right)\right)+e^{e^3-x} \left(-4 x^2+e^5 \left(-6+6 x+2 x^2-2 x^3\right)\right)+\left(-6 x+2 x^3+e^{2 e^3-2 x} \left(6-2 x^2\right)+e^5 \left(-6+2 x^2\right)+e^{e^3-x} \left(-6+6 x+2 x^2-2 x^3\right)\right) \log \left(3-x^2\right)+\left(-3+x^2\right) \log ^2\left(3-x^2\right)}{e^{10} \left(-3+x^2\right)+e^5 \left(-6+2 x^2\right) \log \left(3-x^2\right)+\left(-3+x^2\right) \log ^2\left(3-x^2\right)} \, dx","Int[(-2*x^3 + E^10*(-3 + x^2) + E^5*(-6*x + 2*x^3) + E^(2*E^3 - 2*x)*(-2*x + E^5*(6 - 2*x^2)) + E^(E^3 - x)*(-4*x^2 + E^5*(-6 + 6*x + 2*x^2 - 2*x^3)) + (-6*x + 2*x^3 + E^(2*E^3 - 2*x)*(6 - 2*x^2) + E^5*(-6 + 2*x^2) + E^(E^3 - x)*(-6 + 6*x + 2*x^2 - 2*x^3))*Log[3 - x^2] + (-3 + x^2)*Log[3 - x^2]^2)/(E^10*(-3 + x^2) + E^5*(-6 + 2*x^2)*Log[3 - x^2] + (-3 + x^2)*Log[3 - x^2]^2),x]","\frac{e^{2 e^3-2 x} \left(-e^5 x^2+x^2 \left(-\log \left(3-x^2\right)\right)+3 \log \left(3-x^2\right)+3 e^5\right)}{\left(3-x^2\right) \left(\log \left(3-x^2\right)+e^5\right)^2}-\frac{3-x^2}{\log \left(3-x^2\right)+e^5}+\frac{3}{\log \left(3-x^2\right)+e^5}+\frac{2 e^{e^3-x} \left(-e^5 x^3+3 x \log \left(3-x^2\right)+x^3 \left(-\log \left(3-x^2\right)\right)+3 e^5 x\right)}{\left(3-x^2\right) \left(\log \left(3-x^2\right)+e^5\right)^2}+x","\frac{\left(x+e^{e^3-x}\right)^2}{\log \left(3-x^2\right)+e^5}+x",1,"x + 3/(E^5 + Log[3 - x^2]) - (3 - x^2)/(E^5 + Log[3 - x^2]) + (E^(2*E^3 - 2*x)*(3*E^5 - E^5*x^2 + 3*Log[3 - x^2] - x^2*Log[3 - x^2]))/((3 - x^2)*(E^5 + Log[3 - x^2])^2) + (2*E^(E^3 - x)*(3*E^5*x - E^5*x^3 + 3*x*Log[3 - x^2] - x^3*Log[3 - x^2]))/((3 - x^2)*(E^5 + Log[3 - x^2])^2)","B",45,18,227,0.07930,1,"{6741, 6725, 2454, 2389, 2297, 2299, 2178, 2475, 2411, 2353, 2302, 30, 6742, 2390, 6692, 43, 29, 2288}"
5180,1,31,0,0.0245434,"\int \frac{1-50 x^2+e^{2 x} \left(25 x+50 x^2\right)}{x} \, dx","Int[(1 - 50*x^2 + E^(2*x)*(25*x + 50*x^2))/x,x]","-25 x^2-\frac{25 e^{2 x}}{2}+\frac{25}{2} e^{2 x} (2 x+1)+\log (x)","-25 x \left(x-e^{2 x}\right)+\log (x)+1",1,"(-25*E^(2*x))/2 - 25*x^2 + (25*E^(2*x)*(1 + 2*x))/2 + Log[x]","A",6,3,26,0.1154,1,"{14, 2176, 2194}"
5181,1,27,0,0.3310149,"\int \frac{-e^{12+x} x+e^3 \left(-3-8 x^2\right)}{100 x+4 e^{18+2 x} x+160 x^3+64 x^5+e^{9+x} \left(40 x+32 x^3\right)+\left(40 x+8 e^{9+x} x+32 x^3\right) \log \left(2 x^3\right)+4 x \log ^2\left(2 x^3\right)} \, dx","Int[(-(E^(12 + x)*x) + E^3*(-3 - 8*x^2))/(100*x + 4*E^(18 + 2*x)*x + 160*x^3 + 64*x^5 + E^(9 + x)*(40*x + 32*x^3) + (40*x + 8*E^(9 + x)*x + 32*x^3)*Log[2*x^3] + 4*x*Log[2*x^3]^2),x]","\frac{e^3}{4 \left(\log \left(2 x^3\right)+4 x^2+e^{x+9}+5\right)}","\frac{e^3}{4 \left(\log \left(2 x^3\right)+4 x^2+e^{x+9}+5\right)}",1,"E^3/(4*(5 + E^(9 + x) + 4*x^2 + Log[2*x^3]))","A",3,3,97,0.03093,1,"{6688, 12, 6686}"
5182,1,36,0,0.0724518,"\int \frac{(-8-6 x) \log ^2(5) \log (2 x-x \log (3))-3 x \log ^2(5) \log ^2(2 x-x \log (3))}{x} \, dx","Int[((-8 - 6*x)*Log[5]^2*Log[2*x - x*Log[3]] - 3*x*Log[5]^2*Log[2*x - x*Log[3]]^2)/x,x]","-3 x \log ^2(5) \log ^2(x (2-\log (3)))-4 \log ^2(5) \log ^2(x (2-\log (3)))","(-3 x-4) \log ^2(5) \log ^2(x (2-\log (3)))",1,"-4*Log[5]^2*Log[x*(2 - Log[3])]^2 - 3*x*Log[5]^2*Log[x*(2 - Log[3])]^2","A",7,5,44,0.1136,1,"{14, 2346, 2301, 2295, 2296}"
5183,1,57,0,6.1253678,"\int \frac{e^{-8/x} \left(e^{4/x} \left(-2560 x-1280 x^2-160 x^3\right) \log (x)+e^{4/x} \left(-5120-2560 x+80 x^3\right) \log ^2(x)+\left(64 x+16 x^2\right) \log ^3(x)+\left(128+32 x-8 x^2\right) \log ^4(x)\right)}{1600 x^2+1200 x^3+300 x^4+25 x^5} \, dx","Int[(E^(4/x)*(-2560*x - 1280*x^2 - 160*x^3)*Log[x] + E^(4/x)*(-5120 - 2560*x + 80*x^3)*Log[x]^2 + (64*x + 16*x^2)*Log[x]^3 + (128 + 32*x - 8*x^2)*Log[x]^4)/(E^(8/x)*(1600*x^2 + 1200*x^3 + 300*x^4 + 25*x^5)),x]","\frac{4 e^{-8/x} \log ^3(x) (x \log (x)+4 \log (x))}{25 (x+4)^3}-\frac{16 e^{-4/x} \log (x) (x \log (x)+4 \log (x))}{5 (x+4)^2}","\left(4-\frac{2 e^{-4/x} \log ^2(x)}{5 (x+4)}\right)^2",1,"(-16*Log[x]*(4*Log[x] + x*Log[x]))/(5*E^(4/x)*(4 + x)^2) + (4*Log[x]^3*(4*Log[x] + x*Log[x]))/(25*E^(8/x)*(4 + x)^3)","B",6,7,107,0.06542,1,"{6688, 12, 6742, 2228, 2178, 2288, 2554}"
5184,1,52,0,0.1178597,"\int \frac{-3 e^{\frac{x}{5 \log (2)}} x^3+\left(-150-15 x-180 x^3+90 x^4+495 x^5+420 x^6+75 x^7\right) \log (2)}{5 x^3 \log (2)} \, dx","Int[(-3*E^(x/(5*Log[2]))*x^3 + (-150 - 15*x - 180*x^3 + 90*x^4 + 495*x^5 + 420*x^6 + 75*x^7)*Log[2])/(5*x^3*Log[2]),x]","3 x^5+21 x^4+33 x^3+9 x^2+\frac{15}{x^2}-36 x+\frac{3}{x}-\frac{3 \log (32) e^{\frac{x}{\log (32)}}}{5 \log (2)}","3 \left((x+5) \left(x^2+x-\frac{1}{x}\right)^2-e^{\frac{x}{5 \log (2)}}\right)",1,"15/x^2 + 3/x - 36*x + 9*x^2 + 33*x^3 + 21*x^4 + 3*x^5 - (3*E^(x/Log[32])*Log[32])/(5*Log[2])","A",6,4,61,0.06557,1,"{12, 14, 2194, 6742}"
5185,1,20,0,0.0176757,"\int \frac{-9-10 x^4+4 x^5+2 x^4 \log (2 x)}{2 x^4} \, dx","Int[(-9 - 10*x^4 + 4*x^5 + 2*x^4*Log[2*x])/(2*x^4),x]","\frac{3}{2 x^3}+x^2-6 x+x \log (2 x)","\frac{3}{2 x^3}+\frac{x^2 (x+\log (2 x)-5)+x}{x}-x",1,"3/(2*x^3) - 6*x + x^2 + x*Log[2*x]","A",6,3,28,0.1071,1,"{12, 14, 2295}"
5186,0,0,0,0.7764348,"\int \frac{25-25 x^2-25 \log (-3 x)+\log \left(\frac{1}{4} \left(4+e^5\right)\right) \left(-3-x+4 x^2+(3+2 x) \log (-3 x)\right)}{\log \left(\frac{1}{4} \left(4+e^5\right)\right) \left(x^2-2 x^3+x^4+\left(2 x-2 x^2\right) \log (-3 x)+\log ^2(-3 x)\right)} \, dx","Int[(25 - 25*x^2 - 25*Log[-3*x] + Log[(4 + E^5)/4]*(-3 - x + 4*x^2 + (3 + 2*x)*Log[-3*x]))/(Log[(4 + E^5)/4]*(x^2 - 2*x^3 + x^4 + (2*x - 2*x^2)*Log[-3*x] + Log[-3*x]^2)),x]","\int \frac{25-25 x^2-25 \log (-3 x)+\log \left(\frac{1}{4} \left(4+e^5\right)\right) \left(-3-x+4 x^2+(3+2 x) \log (-3 x)\right)}{\log \left(\frac{1}{4} \left(4+e^5\right)\right) \left(x^2-2 x^3+x^4+\left(2 x-2 x^2\right) \log (-3 x)+\log ^2(-3 x)\right)} \, dx","\frac{x+3-\frac{25}{\log \left(1+\frac{e^5}{4}\right)}}{-x+\frac{\log (-3 x)}{x}+1}",1,"((25 + Log[64] - 3*Log[4 + E^5])*Defer[Int][(-x + x^2 - Log[-3*x])^(-2), x])/Log[(4 + E^5)/4] - (4 - 25/Log[(4 + E^5)/4])*Defer[Int][x/(-x + x^2 - Log[-3*x])^2, x] + 5*(1 - 10/Log[(4 + E^5)/4])*Defer[Int][x^2/(-x + x^2 - Log[-3*x])^2, x] + 2*Defer[Int][x^3/(-x + x^2 - Log[-3*x])^2, x] + ((25 + Log[64] - 3*Log[4 + E^5])*Defer[Int][(-x + x^2 - Log[-3*x])^(-1), x])/Log[(4 + E^5)/4] - 2*Defer[Int][x/(-x + x^2 - Log[-3*x]), x]","F",0,0,0,0,-1,"{}"
5187,1,22,0,0.0069008,"\int \left(-1+e^x+e^3 \left(-46 x+3 x^2\right)\right) \, dx","Int[-1 + E^x + E^3*(-46*x + 3*x^2),x]","e^3 x^3-23 e^3 x^2-x+e^x","-e^3 (23-x) x^2-x+e^x",1,"E^x - x - 23*E^3*x^2 + E^3*x^3","A",3,1,18,0.05556,1,"{2194}"
5188,0,0,0,1.3387549,"\int \frac{e^{\frac{2 \left(e^{3-x}-x^2\right)}{x}} \left(2 x^2-4 x^3+e^{3-x} \left(-4 x-4 x^2\right)\right)+x^{\left.\frac{1}{2}\right/x} (25-25 \log (x))}{50 x^2} \, dx","Int[(E^((2*(E^(3 - x) - x^2))/x)*(2*x^2 - 4*x^3 + E^(3 - x)*(-4*x - 4*x^2)) + x^(1/(2*x))*(25 - 25*Log[x]))/(50*x^2),x]","\int \frac{e^{\frac{2 \left(e^{3-x}-x^2\right)}{x}} \left(2 x^2-4 x^3+e^{3-x} \left(-4 x-4 x^2\right)\right)+x^{\left.\frac{1}{2}\right/x} (25-25 \log (x))}{50 x^2} \, dx","x^{\left.\frac{1}{2}\right/x}+\frac{1}{25} e^{\frac{2 e^{3-x}}{x}-2 x} x",1,"(-2*Defer[Int][E^(3 + (2*E^(3 - x))/x - 3*x), x])/25 + Defer[Int][E^((2*E^(3 - x))/x - 2*x), x]/25 - (2*Defer[Int][E^(3 + (2*E^(3 - x))/x - 3*x)/x, x])/25 - (2*Defer[Int][E^((2*E^(3 - x))/x - 2*x)*x, x])/25 + Defer[Int][x^(-2 + 1/(2*x)), x]/2 - (Log[x]*Defer[Int][x^(-2 + 1/(2*x)), x])/2 + Defer[Int][Defer[Int][x^(-2 + 1/(2*x)), x]/x, x]/2","F",0,0,0,0,-1,"{}"
5189,1,44,0,8.3632354,"\int \exp \left(1-e^{18 x^7 \log ^8\left(e^5 x\right)}+2 e^{9 x^7 \log ^8\left(e^5 x\right)} x-x^2\right) \left(-2 x+e^{18 x^7 \log ^8\left(e^5 x\right)} \left(-144 x^6 \log ^7\left(e^5 x\right)-126 x^6 \log ^8\left(e^5 x\right)\right)+e^{9 x^7 \log ^8\left(e^5 x\right)} \left(2+144 x^7 \log ^7\left(e^5 x\right)+126 x^7 \log ^8\left(e^5 x\right)\right)\right) \, dx","Int[E^(1 - E^(18*x^7*Log[E^5*x]^8) + 2*E^(9*x^7*Log[E^5*x]^8)*x - x^2)*(-2*x + E^(18*x^7*Log[E^5*x]^8)*(-144*x^6*Log[E^5*x]^7 - 126*x^6*Log[E^5*x]^8) + E^(9*x^7*Log[E^5*x]^8)*(2 + 144*x^7*Log[E^5*x]^7 + 126*x^7*Log[E^5*x]^8)),x]","\exp \left(2 x e^{9 x^7 \log ^8\left(e^5 x\right)}-e^{18 x^7 \log ^8\left(e^5 x\right)}-x^2+1\right)","e^{1-\left(e^{9 x^7 \log ^8\left(e^5 x\right)}-x\right)^2}",1,"E^(1 - E^(18*x^7*Log[E^5*x]^8) + 2*E^(9*x^7*Log[E^5*x]^8)*x - x^2)","A",1,1,136,0.007353,1,"{6706}"
5190,0,0,0,0.1385565,"\int \frac{16 x^2-32 x^3+96 x^7+e^{e^{5 x/4}} \left(-4+5 e^{5 x/4} x\right)}{16 x^2} \, dx","Int[(16*x^2 - 32*x^3 + 96*x^7 + E^E^((5*x)/4)*(-4 + 5*E^((5*x)/4)*x))/(16*x^2),x]","\int \frac{16 x^2-32 x^3+96 x^7+e^{e^{5 x/4}} \left(-4+5 e^{5 x/4} x\right)}{16 x^2} \, dx","\left(x^5-x\right) x+x+\frac{e^{e^{5 x/4}}}{4 x}+4",1,"x - x^2 + x^6 - Defer[Int][E^E^((5*x)/4)/x^2, x]/4 + (5*Defer[Int][E^(E^((5*x)/4) + (5*x)/4)/x, x])/16","F",0,0,0,0,-1,"{}"
5191,1,32,0,0.2414494,"\int \frac{e^{18} \left(96+32 e^3\right)+e^{36} \left(9 x+6 e^3 x+e^6 x\right)+e^{18} \left(6+2 e^3\right) \log (x)}{65536 x+e^{18} \left(1536 x^2+512 e^3 x^2\right)+e^{36} \left(9 x^3+6 e^3 x^3+e^6 x^3\right)+\left(16384 x+e^{18} \left(192 x^2+64 e^3 x^2\right)\right) \log (x)+\left(1536 x+e^{18} \left(6 x^2+2 e^3 x^2\right)\right) \log ^2(x)+64 x \log ^3(x)+x \log ^4(x)} \, dx","Int[(E^18*(96 + 32*E^3) + E^36*(9*x + 6*E^3*x + E^6*x) + E^18*(6 + 2*E^3)*Log[x])/(65536*x + E^18*(1536*x^2 + 512*E^3*x^2) + E^36*(9*x^3 + 6*E^3*x^3 + E^6*x^3) + (16384*x + E^18*(192*x^2 + 64*E^3*x^2))*Log[x] + (1536*x + E^18*(6*x^2 + 2*E^3*x^2))*Log[x]^2 + 64*x*Log[x]^3 + x*Log[x]^4),x]","-\frac{e^{18} \left(3+e^3\right)}{e^{18} \left(3+e^3\right) x+\log ^2(x)+32 \log (x)+256}","5-\frac{1}{x+\frac{(\log (x)+16)^2}{e^{18} \left(3+e^3\right)}}",1,"-((E^18*(3 + E^3))/(256 + E^18*(3 + E^3)*x + 32*Log[x] + Log[x]^2))","A",3,3,159,0.01887,1,"{6688, 12, 6686}"
5192,1,31,0,0.4674342,"\int \frac{e^{\frac{4+2 x}{x}} \left(26 x+5 x^3\right)+e^{\frac{4+2 x}{x}} \left(-104-20 x^2+10 x^3\right) \log (x)}{5 x^2} \, dx","Int[(E^((4 + 2*x)/x)*(26*x + 5*x^3) + E^((4 + 2*x)/x)*(-104 - 20*x^2 + 10*x^3)*Log[x])/(5*x^2),x]","e^{\frac{4}{x}+2} x^2 \log (x)+\frac{26}{5} e^{\frac{4}{x}+2} \log (x)","e^{\frac{2 x+4}{x}} \left(x^2+\frac{26}{5}\right) \log (x)+5",1,"(26*E^(2 + 4/x)*Log[x])/5 + E^(2 + 4/x)*x^2*Log[x]","A",30,10,55,0.1818,1,"{12, 14, 2210, 2214, 2206, 2554, 6483, 6475, 2209, 2226}"
5193,0,0,0,0.1681127,"\int \frac{2 x+x^2+x^3+e^x \left(2+2 x^2\right)}{e^x x^2+x^3} \, dx","Int[(2*x + x^2 + x^3 + E^x*(2 + 2*x^2))/(E^x*x^2 + x^3),x]","\int \frac{2 x+x^2+x^3+e^x \left(2+2 x^2\right)}{e^x x^2+x^3} \, dx","\log \left(\frac{1}{2} e^{\frac{(x-5) x-2}{x}} \left(x+e^x\right)\right)",1,"-2/x + 2*x + Defer[Int][(E^x + x)^(-1), x] - Defer[Int][x/(E^x + x), x]","F",0,0,0,0,-1,"{}"
5194,1,27,0,0.676619,"\int \frac{4+\left(5 x+5 x^3+e^x \left(10 x^2+5 x^3+10 x^4+5 x^5\right)\right) \log ^2\left(\frac{x^2}{1+x^2}\right)}{\left(5 x+5 x^3\right) \log ^2\left(\frac{x^2}{1+x^2}\right)} \, dx","Int[(4 + (5*x + 5*x^3 + E^x*(10*x^2 + 5*x^3 + 10*x^4 + 5*x^5))*Log[x^2/(1 + x^2)]^2)/((5*x + 5*x^3)*Log[x^2/(1 + x^2)]^2),x]","e^x x^2-\frac{2}{5 \log \left(\frac{x^2}{x^2+1}\right)}+x","e^x x^2+x-\frac{2}{5 \log \left(\frac{x}{x+\frac{1}{x}}\right)}",1,"x + E^x*x^2 - 2/(5*Log[x^2/(1 + x^2)])","A",11,6,77,0.07792,1,"{1593, 6688, 2196, 2176, 2194, 6686}"
5195,1,38,0,0.0221952,"\int \frac{-512+768 x+x^3+(2-3 x) \log (3)}{-256 x^3+x^3 \log (3)} \, dx","Int[(-512 + 768*x + x^3 + (2 - 3*x)*Log[3])/(-256*x^3 + x^3*Log[3]),x]","-\frac{512-\log (9)}{2 x^2 (256-\log (3))}+\frac{3}{x}-\frac{x}{256-\log (3)}","-\frac{(2-3 x)^2}{4 x^2}+\frac{x}{\log (3)-256}+2",1,"3/x - x/(256 - Log[3]) - (512 - Log[9])/(2*x^2*(256 - Log[3]))","A",4,3,31,0.09677,1,"{6, 12, 14}"
5196,0,0,0,12.2070836,"\int \frac{16 x^5+4 x^6+e^{\frac{3 (-1+2 x)}{x}} \left(-1296 x-756 x^2\right)+e^{\frac{4 (-1+2 x)}{x}} \left(1296+324 x-108 x^2\right)+e^{\frac{2 (-1+2 x)}{x}} \left(432 x^2+540 x^3+72 x^4\right)+e^{\frac{-1+2 x}{x}} \left(-48 x^3-156 x^4-32 x^5\right)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(-1728-432 x+108 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(1296 x+756 x^2+36 x^3\right)+e^{\frac{2 (-1+2 x)}{x}} \left(-288 x^2-360 x^3-60 x^4\right)+e^{\frac{-1+2 x}{x}} \left(16 x^3+52 x^4+12 x^5\right)\right) \log (4+x)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(864+216 x-36 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(-432 x-252 x^2-24 x^3\right)+e^{\frac{2 (-1+2 x)}{x}} \left(48 x^2+60 x^3+12 x^4\right)\right) \log ^2(4+x)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(-192-48 x+4 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(48 x+28 x^2+4 x^3\right)\right) \log ^3(4+x)+e^{\frac{4 (-1+2 x)}{x}} (16+4 x) \log ^4(4+x)}{4 x^2+x^3} \, dx","Int[(16*x^5 + 4*x^6 + E^((3*(-1 + 2*x))/x)*(-1296*x - 756*x^2) + E^((4*(-1 + 2*x))/x)*(1296 + 324*x - 108*x^2) + E^((2*(-1 + 2*x))/x)*(432*x^2 + 540*x^3 + 72*x^4) + E^((-1 + 2*x)/x)*(-48*x^3 - 156*x^4 - 32*x^5) + (E^((4*(-1 + 2*x))/x)*(-1728 - 432*x + 108*x^2) + E^((3*(-1 + 2*x))/x)*(1296*x + 756*x^2 + 36*x^3) + E^((2*(-1 + 2*x))/x)*(-288*x^2 - 360*x^3 - 60*x^4) + E^((-1 + 2*x)/x)*(16*x^3 + 52*x^4 + 12*x^5))*Log[4 + x] + (E^((4*(-1 + 2*x))/x)*(864 + 216*x - 36*x^2) + E^((3*(-1 + 2*x))/x)*(-432*x - 252*x^2 - 24*x^3) + E^((2*(-1 + 2*x))/x)*(48*x^2 + 60*x^3 + 12*x^4))*Log[4 + x]^2 + (E^((4*(-1 + 2*x))/x)*(-192 - 48*x + 4*x^2) + E^((3*(-1 + 2*x))/x)*(48*x + 28*x^2 + 4*x^3))*Log[4 + x]^3 + E^((4*(-1 + 2*x))/x)*(16 + 4*x)*Log[4 + x]^4)/(4*x^2 + x^3),x]","\int \frac{16 x^5+4 x^6+e^{\frac{3 (-1+2 x)}{x}} \left(-1296 x-756 x^2\right)+e^{\frac{4 (-1+2 x)}{x}} \left(1296+324 x-108 x^2\right)+e^{\frac{2 (-1+2 x)}{x}} \left(432 x^2+540 x^3+72 x^4\right)+e^{\frac{-1+2 x}{x}} \left(-48 x^3-156 x^4-32 x^5\right)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(-1728-432 x+108 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(1296 x+756 x^2+36 x^3\right)+e^{\frac{2 (-1+2 x)}{x}} \left(-288 x^2-360 x^3-60 x^4\right)+e^{\frac{-1+2 x}{x}} \left(16 x^3+52 x^4+12 x^5\right)\right) \log (4+x)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(864+216 x-36 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(-432 x-252 x^2-24 x^3\right)+e^{\frac{2 (-1+2 x)}{x}} \left(48 x^2+60 x^3+12 x^4\right)\right) \log ^2(4+x)+\left(e^{\frac{4 (-1+2 x)}{x}} \left(-192-48 x+4 x^2\right)+e^{\frac{3 (-1+2 x)}{x}} \left(48 x+28 x^2+4 x^3\right)\right) \log ^3(4+x)+e^{\frac{4 (-1+2 x)}{x}} (16+4 x) \log ^4(4+x)}{4 x^2+x^3} \, dx","\left(e^{2-\frac{1}{x}} (3-\log (x+4))-x\right)^4",1,"-36*E^(6 - 3/x)*x + 90*E^(4 - 2/x)*x + 51*E^(4 - 2/x)*x^2 - 12*E^(2 - x^(-1))*x^3 + x^4 + 504*E^6*ExpIntegralEi[-3/x] + 516*E^4*ExpIntegralEi[-2/x] - 288*E^(27/4)*ExpIntegralEi[(-3*(4 + x))/(4*x)] - 336*E^(9/2)*ExpIntegralEi[-1/2*(4 + x)/x] + 36*E^(6 - 3/x)*x*Log[4 + x] - 60*E^(4 - 2/x)*x*Log[4 + x] - 30*E^(4 - 2/x)*x^2*Log[4 + x] + 4*E^(2 - x^(-1))*x^3*Log[4 + x] - 504*E^6*ExpIntegralEi[-3/x]*Log[4 + x] - 312*E^4*ExpIntegralEi[-2/x]*Log[4 + x] + 288*E^(27/4)*ExpIntegralEi[(-3*(4 + x))/(4*x)]*Log[4 + x] + 192*E^(9/2)*ExpIntegralEi[-1/2*(4 + x)/x]*Log[4 + x] + (E^(8 - 4/x)*(3 - Log[4 + x])^3*(12 + 3*x - 4*Log[4 + x] - x*Log[4 + x]))/(4 + x) - 288*E^(27/4)*Defer[Int][ExpIntegralEi[-3/4 - 3/x]/(4 + x), x] - 192*E^(9/2)*Defer[Int][ExpIntegralEi[-1/2 - 2/x]/(4 + x), x] + 504*E^6*Defer[Int][ExpIntegralEi[-3/x]/(4 + x), x] + 312*E^4*Defer[Int][ExpIntegralEi[-2/x]/(4 + x), x] - 24*Defer[Int][E^(6 - 3/x)*Log[4 + x]^2, x] - 36*Defer[Int][E^(4 - 2/x)*Log[4 + x]^2, x] - 108*Defer[Int][(E^(6 - 3/x)*Log[4 + x]^2)/x, x] - 48*Defer[Int][(E^(6 - 3/x)*Log[4 + x]^2)/(4 + x), x] + 12*Defer[Int][E^(4 - 2/x)*(4 + x)*Log[4 + x]^2, x] + 4*Defer[Int][E^(6 - 3/x)*Log[4 + x]^3, x] + 12*Defer[Int][(E^(6 - 3/x)*Log[4 + x]^3)/x, x]","F",0,0,0,0,-1,"{}"
5197,1,32,0,0.013083,"\int \left(-1+15 x^2+e^{2 x} (1+2 x)\right) \, dx","Int[-1 + 15*x^2 + E^(2*x)*(1 + 2*x),x]","5 x^3-x-\frac{e^{2 x}}{2}+\frac{1}{2} e^{2 x} (2 x+1)","5 x^3+e^{2 x} x-x+2",1,"-1/2*E^(2*x) - x + 5*x^3 + (E^(2*x)*(1 + 2*x))/2","A",3,2,18,0.1111,1,"{2176, 2194}"
5198,1,32,0,0.21957,"\int \frac{e^{-x^2} \left(e^{x^2} \left(-e^{3+x} \log (5)+(1-4 x) \log (5)\right)+\left(2 x-2 x^3\right) \log (\log (4))\right)}{\log (5)} \, dx","Int[(E^x^2*(-(E^(3 + x)*Log[5]) + (1 - 4*x)*Log[5]) + (2*x - 2*x^3)*Log[Log[4]])/(E^x^2*Log[5]),x]","-2 x^2+\frac{e^{-x^2} x^2 \log (\log (4))}{\log (5)}+x-e^{x+3}","-\left(x \left(2 x-\frac{e^{-x^2} x \log (\log (4))}{\log (5)}\right)\right)+x-e^{x+3}",1,"-E^(3 + x) + x - 2*x^2 + (x^2*Log[Log[4]])/(E^x^2*Log[5])","A",10,6,50,0.1200,1,"{12, 6742, 2194, 2226, 2209, 2212}"
5199,1,68,0,0.2439302,"\int \frac{-48+3 x^4+6 e^{2 x^2} x^4+\sqrt[3]{e} \left(-12 x+3 x^3\right)+e^{x^2} \left(12 x-27 x^3-6 \sqrt[3]{e} x^4-6 x^5\right)}{8 x^3} \, dx","Int[(-48 + 3*x^4 + 6*E^(2*x^2)*x^4 + E^(1/3)*(-12*x + 3*x^3) + E^x^2*(12*x - 27*x^3 - 6*E^(1/3)*x^4 - 6*x^5))/(8*x^3),x]","\frac{3 \left(x^2+\sqrt[3]{e} x+4\right)^2}{16 x^2}+\frac{3 e^{2 x^2}}{16}-\frac{3}{8} e^{x^2+\frac{1}{3}}-\frac{3 e^{x^2} x}{8}-\frac{3 e^{x^2}}{2 x}","3 \left(\frac{1}{4} \left(-e^{x^2}+x+\sqrt[3]{e}\right)+\frac{1}{x}\right)^2",1,"(3*E^(2*x^2))/16 - (3*E^(1/3 + x^2))/8 - (3*E^x^2)/(2*x) - (3*E^x^2*x)/8 + (3*(4 + E^(1/3)*x + x^2)^2)/(16*x^2)","B",13,8,71,0.1127,1,"{12, 14, 2209, 1590, 6742, 2204, 2214, 2212}"
5200,1,6,0,0.0021118,"\int \frac{-2+x}{x} \, dx","Int[(-2 + x)/x,x]","x-2 \log (x)","\log \left(\frac{1}{x^2}\right)+x+\frac{1}{16+e^2}-1",1,"x - 2*Log[x]","A",2,1,7,0.1429,1,"{43}"
5201,0,0,0,10.3438108,"\int \frac{\exp \left(\frac{x^2-2 e^{-48+4 e} x^3+e^{-96+8 e} \left(x+x^4\right)}{1-2 e^{-48+4 e} x+e^{-96+8 e} x^2}\right) \left(-2 x-2 x^3+e^{-48+4 e} \left(6 x^2+6 x^4\right)+e^{-96+8 e} \left(-x^2-6 x^3-6 x^5\right)+e^{-144+12 e} \left(-x^3+2 x^4+2 x^6\right)\right)}{-16+48 e^{-48+4 e} x-48 e^{-96+8 e} x^2+16 e^{-144+12 e} x^3} \, dx","Int[(E^((x^2 - 2*E^(-48 + 4*E)*x^3 + E^(-96 + 8*E)*(x + x^4))/(1 - 2*E^(-48 + 4*E)*x + E^(-96 + 8*E)*x^2))*(-2*x - 2*x^3 + E^(-48 + 4*E)*(6*x^2 + 6*x^4) + E^(-96 + 8*E)*(-x^2 - 6*x^3 - 6*x^5) + E^(-144 + 12*E)*(-x^3 + 2*x^4 + 2*x^6)))/(-16 + 48*E^(-48 + 4*E)*x - 48*E^(-96 + 8*E)*x^2 + 16*E^(-144 + 12*E)*x^3),x]","\int \frac{\exp \left(\frac{x^2-2 e^{-48+4 e} x^3+e^{-96+8 e} \left(x+x^4\right)}{1-2 e^{-48+4 e} x+e^{-96+8 e} x^2}\right) \left(-2 x-2 x^3+e^{-48+4 e} \left(6 x^2+6 x^4\right)+e^{-96+8 e} \left(-x^2-6 x^3-6 x^5\right)+e^{-144+12 e} \left(-x^3+2 x^4+2 x^6\right)\right)}{-16+48 e^{-48+4 e} x-48 e^{-96+8 e} x^2+16 e^{-144+12 e} x^3} \, dx","\frac{1}{16} e^{x^2+\frac{x}{\left(x-e^{4 (12-e)}\right)^2}} x^2",1,"-1/16*Defer[Int][E^((x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2), x] + Defer[Int][E^((x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2)*x, x]/8 + Defer[Int][E^((x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2)*x^3, x]/8 + Defer[Int][E^(144 + (x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2)/(E^48 - E^(4*E)*x)^3, x]/8 - (5*Defer[Int][E^(96 + (x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2)/(E^48 - E^(4*E)*x)^2, x])/16 + Defer[Int][E^(48 + (x*(E^(8*E) + E^96*x - 2*E^(48 + 4*E)*x^2 + E^(8*E)*x^3))/(E^48 - E^(4*E)*x)^2)/(E^48 - E^(4*E)*x), x]/4","F",0,0,0,0,-1,"{}"
5202,0,0,0,3.8490902,"\int \frac{-3 e^{\frac{2 \left(2 e-2 e^4+2 x-2 x \log (2)\right)}{x}} x+e^{\frac{2 e-2 e^4+2 x-2 x \log (2)}{x}} \left(-2 e+2 e^4+x\right)}{x-6 e^{\frac{2 e-2 e^4+2 x-2 x \log (2)}{x}} x+9 e^{\frac{2 \left(2 e-2 e^4+2 x-2 x \log (2)\right)}{x}} x} \, dx","Int[(-3*E^((2*(2*E - 2*E^4 + 2*x - 2*x*Log[2]))/x)*x + E^((2*E - 2*E^4 + 2*x - 2*x*Log[2])/x)*(-2*E + 2*E^4 + x))/(x - 6*E^((2*E - 2*E^4 + 2*x - 2*x*Log[2])/x)*x + 9*E^((2*(2*E - 2*E^4 + 2*x - 2*x*Log[2]))/x)*x),x]","\int \frac{-3 e^{\frac{2 \left(2 e-2 e^4+2 x-2 x \log (2)\right)}{x}} x+e^{\frac{2 e-2 e^4+2 x-2 x \log (2)}{x}} \left(-2 e+2 e^4+x\right)}{x-6 e^{\frac{2 e-2 e^4+2 x-2 x \log (2)}{x}} x+9 e^{\frac{2 \left(2 e-2 e^4+2 x-2 x \log (2)\right)}{x}} x} \, dx","\frac{x}{e^{-2 \left(\frac{x-e^4+e}{x}-\log (2)\right)}-3}",1,"Defer[Int][E^(2 + (2*E)/x)/(-3*E^(2 + (2*E)/x) + 4*E^((2*E^4)/x)), x] + 6*(1 - E^3)*Defer[Subst][Defer[Int][E^(5 + 4*E*(1 - E^3)*x)/((4 - 3*E^(2 + 2*E*(1 - E^3)*x))^2*x), x], x, x^(-1)] + 2*(1 - E^3)*Defer[Subst][Defer[Int][E^(3 + 2*E*x)/(4*E^(2*E^4*x)*x - 3*E^(2 + 2*E*x)*x), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
5203,1,12,0,0.0129086,"\int \frac{96-9 x}{256 x^3-32 x^4+x^5} \, dx","Int[(96 - 9*x)/(256*x^3 - 32*x^4 + x^5),x]","-\frac{3}{(16-x) x^2}","\frac{3}{(x-16) x^2}",1,"-3/((16 - x)*x^2)","A",3,3,22,0.1364,1,"{1594, 27, 74}"
5204,1,5,0,0.0020607,"\int 4 e^{4 x} \, dx","Int[4*E^(4*x),x]","e^{4 x}","e^{4 x}-e^3+e^5",1,"E^(4*x)","A",2,2,7,0.2857,1,"{12, 2194}"
5205,0,0,0,0.911075,"\int \frac{\left(-10+e^{4 x} \left(75+270 x-117 x^2+12 x^3\right)\right) \log (x)+\left(-10+2 x+e^{4 x} \left(75-30 x+3 x^2\right)\right) \log \left(\frac{e^e \left(2 x+e^{4 x} \left(-15 x+3 x^2\right)\right)}{-5+x}\right)}{-50 x+10 x^2+e^{4 x} \left(375 x-150 x^2+15 x^3\right)} \, dx","Int[((-10 + E^(4*x)*(75 + 270*x - 117*x^2 + 12*x^3))*Log[x] + (-10 + 2*x + E^(4*x)*(75 - 30*x + 3*x^2))*Log[(E^E*(2*x + E^(4*x)*(-15*x + 3*x^2)))/(-5 + x)])/(-50*x + 10*x^2 + E^(4*x)*(375*x - 150*x^2 + 15*x^3)),x]","\int \frac{\left(-10+e^{4 x} \left(75+270 x-117 x^2+12 x^3\right)\right) \log (x)+\left(-10+2 x+e^{4 x} \left(75-30 x+3 x^2\right)\right) \log \left(\frac{e^e \left(2 x+e^{4 x} \left(-15 x+3 x^2\right)\right)}{-5+x}\right)}{-50 x+10 x^2+e^{4 x} \left(375 x-150 x^2+15 x^3\right)} \, dx","\frac{1}{5} \log (x) \log \left(e^e \left(3 e^{4 x}-\frac{2}{5-x}\right) x\right)",1,"(-4*x)/5 + (4*x*Log[x])/5 + Log[x]^2/10 - (8*Log[x]*Defer[Int][(2 + 3*E^(4*x)*(-5 + x))^(-1), x])/5 - (2*Log[x]*Defer[Int][1/((-5 + x)*(2 - 15*E^(4*x) + 3*E^(4*x)*x)), x])/5 + Defer[Int][Log[E^E*(3*E^(4*x) + 2/(-5 + x))*x]/x, x]/5 + (8*Defer[Int][Defer[Int][(2 + 3*E^(4*x)*(-5 + x))^(-1), x]/x, x])/5 + (2*Defer[Int][Defer[Int][1/((2 + 3*E^(4*x)*(-5 + x))*(-5 + x)), x]/x, x])/5","F",0,0,0,0,-1,"{}"
5206,0,0,0,0.2278848,"\int \frac{5 x+5 x^2+5 e^x x^2+e^{x^{2/x}} x^{2/x} (10-10 \log (x))}{x^2} \, dx","Int[(5*x + 5*x^2 + 5*E^x*x^2 + E^x^(2/x)*x^(2/x)*(10 - 10*Log[x]))/x^2,x]","\int \frac{5 x+5 x^2+5 e^x x^2+e^{x^{2/x}} x^{2/x} (10-10 \log (x))}{x^2} \, dx","5 \left(e^{x^{2/x}}+x+e^x+\log (x)-5\right)",1,"5*E^x + 5*x + 5*Log[x] + 10*Defer[Int][E^x^(2/x)*x^(-2 + 2/x), x] - 10*Log[x]*Defer[Int][E^x^(2/x)*x^(-2 + 2/x), x] + 10*Defer[Int][Defer[Int][E^x^(2/x)*x^(-2 + 2/x), x]/x, x]","F",0,0,0,0,-1,"{}"
5207,0,0,0,0.3230949,"\int \frac{-30 x \log \left(x^2\right)+(90+60 x) \log (3+2 x)}{\left(3 x+2 x^2\right) \log ^2(3+2 x)} \, dx","Int[(-30*x*Log[x^2] + (90 + 60*x)*Log[3 + 2*x])/((3*x + 2*x^2)*Log[3 + 2*x]^2),x]","\int \frac{-30 x \log \left(x^2\right)+(90+60 x) \log (3+2 x)}{\left(3 x+2 x^2\right) \log ^2(3+2 x)} \, dx","\frac{15 \log \left(x^2\right)}{\log (2 x+3)}",1,"30*Defer[Int][1/(x*Log[3 + 2*x]), x] - 15*Defer[Subst][Defer[Int][Log[(-3/2 + x/2)^2]/(x*Log[x]^2), x], x, 3 + 2*x]","F",0,0,0,0,-1,"{}"
5208,0,0,0,2.3663664,"\int \frac{1250 x^2-2500 x^3+1250 x^4+\left(625 x^2-2500 x^3+1875 x^4\right) \log \left(\frac{6}{5 x^2}\right)+\left(-2000 x^2+2000 x^3\right) \log \left(\frac{6}{5 x^2}\right) \log \left(x^2\right)+\left(-1000 x^2+1000 x^3+\left(-500 x^2+1000 x^3\right) \log \left(\frac{6}{5 x^2}\right)\right) \log ^2\left(x^2\right)+\left(-400 x+1200 x^2\right) \log \left(\frac{6}{5 x^2}\right) \log ^3\left(x^2\right)+\left(-100 x+300 x^2+150 x^2 \log \left(\frac{6}{5 x^2}\right)\right) \log ^4\left(x^2\right)+240 x \log \left(\frac{6}{5 x^2}\right) \log ^5\left(x^2\right)+40 x \log ^6\left(x^2\right)+16 \log \left(\frac{6}{5 x^2}\right) \log ^7\left(x^2\right)+\left(2-\log \left(\frac{6}{5 x^2}\right)\right) \log ^8\left(x^2\right)}{625 x^2 \log ^2\left(\frac{6}{5 x^2}\right)} \, dx","Int[(1250*x^2 - 2500*x^3 + 1250*x^4 + (625*x^2 - 2500*x^3 + 1875*x^4)*Log[6/(5*x^2)] + (-2000*x^2 + 2000*x^3)*Log[6/(5*x^2)]*Log[x^2] + (-1000*x^2 + 1000*x^3 + (-500*x^2 + 1000*x^3)*Log[6/(5*x^2)])*Log[x^2]^2 + (-400*x + 1200*x^2)*Log[6/(5*x^2)]*Log[x^2]^3 + (-100*x + 300*x^2 + 150*x^2*Log[6/(5*x^2)])*Log[x^2]^4 + 240*x*Log[6/(5*x^2)]*Log[x^2]^5 + 40*x*Log[x^2]^6 + 16*Log[6/(5*x^2)]*Log[x^2]^7 + (2 - Log[6/(5*x^2)])*Log[x^2]^8)/(625*x^2*Log[6/(5*x^2)]^2),x]","\int \frac{1250 x^2-2500 x^3+1250 x^4+\left(625 x^2-2500 x^3+1875 x^4\right) \log \left(\frac{6}{5 x^2}\right)+\left(-2000 x^2+2000 x^3\right) \log \left(\frac{6}{5 x^2}\right) \log \left(x^2\right)+\left(-1000 x^2+1000 x^3+\left(-500 x^2+1000 x^3\right) \log \left(\frac{6}{5 x^2}\right)\right) \log ^2\left(x^2\right)+\left(-400 x+1200 x^2\right) \log \left(\frac{6}{5 x^2}\right) \log ^3\left(x^2\right)+\left(-100 x+300 x^2+150 x^2 \log \left(\frac{6}{5 x^2}\right)\right) \log ^4\left(x^2\right)+240 x \log \left(\frac{6}{5 x^2}\right) \log ^5\left(x^2\right)+40 x \log ^6\left(x^2\right)+16 \log \left(\frac{6}{5 x^2}\right) \log ^7\left(x^2\right)+\left(2-\log \left(\frac{6}{5 x^2}\right)\right) \log ^8\left(x^2\right)}{625 x^2 \log ^2\left(\frac{6}{5 x^2}\right)} \, dx","\frac{\left(x-\left(\frac{1}{5} \log ^2\left(x^2\right)+x\right)^2\right)^2}{x \log \left(\frac{6}{5 x^2}\right)}",1,"(16*x)/5 - (8*x^2)/5 + ((1 - x)^2*x)/Log[6/(5*x^2)] - (48*ExpIntegralEi[-Log[6/(5*x^2)]]*Log[6/(5*x^2)])/25 + (8*Sqrt[6/5]*Sqrt[x^(-2)]*x*ExpIntegralEi[-1/2*Log[6/(5*x^2)]]*Log[6/(5*x^2)])/5 - (48*ExpIntegralEi[-Log[6/(5*x^2)]]*Log[x^2])/25 + (8*Sqrt[6/5]*Sqrt[x^(-2)]*x*ExpIntegralEi[-1/2*Log[6/(5*x^2)]]*Log[x^2])/5 - (8*Defer[Int][Log[x^2]^2/Log[6/(5*x^2)]^2, x])/5 + (8*Defer[Int][(x*Log[x^2]^2)/Log[6/(5*x^2)]^2, x])/5 - (4*Defer[Int][Log[x^2]^2/Log[6/(5*x^2)], x])/5 + (8*Defer[Int][(x*Log[x^2]^2)/Log[6/(5*x^2)], x])/5 + (48*Defer[Int][Log[x^2]^3/Log[6/(5*x^2)], x])/25 - (16*Defer[Int][Log[x^2]^3/(x*Log[6/(5*x^2)]), x])/25 + (12*Defer[Int][Log[x^2]^4/Log[6/(5*x^2)]^2, x])/25 - (4*Defer[Int][Log[x^2]^4/(x*Log[6/(5*x^2)]^2), x])/25 + (6*Defer[Int][Log[x^2]^4/Log[6/(5*x^2)], x])/25 + (48*Defer[Int][Log[x^2]^5/(x*Log[6/(5*x^2)]), x])/125 + (8*Defer[Int][Log[x^2]^6/(x*Log[6/(5*x^2)]^2), x])/125 + (16*Defer[Int][Log[x^2]^7/(x^2*Log[6/(5*x^2)]), x])/625 + (2*Defer[Int][Log[x^2]^8/(x^2*Log[6/(5*x^2)]^2), x])/625 - Defer[Int][Log[x^2]^8/(x^2*Log[6/(5*x^2)]), x]/625","F",0,0,0,0,-1,"{}"
5209,0,0,0,49.8254432,"\int \frac{1-5 x-9 x^2-2 x^3+2 x^4+e^{2 x} \left(1-6 x-2 x^2+2 x^3\right)+e^x \left(2-10 x-12 x^2+2 x^3+2 x^4\right)+\left(-4 x-6 x^2-3 x^3+e^{2 x} \left(-3 x-2 x^2\right)+e^x \left(-6 x-8 x^2-2 x^3\right)\right) \log (x)}{5 x+40 x^2+110 x^3+130 x^4+85 x^5+30 x^6+5 x^7+e^{4 x} \left(5 x+10 x^2+5 x^3\right)+e^{3 x} \left(20 x+60 x^2+60 x^3+20 x^4\right)+e^{2 x} \left(30 x+130 x^2+190 x^3+120 x^4+30 x^5\right)+e^x \left(20 x+120 x^2+240 x^3+220 x^4+100 x^5+20 x^6\right)} \, dx","Int[(1 - 5*x - 9*x^2 - 2*x^3 + 2*x^4 + E^(2*x)*(1 - 6*x - 2*x^2 + 2*x^3) + E^x*(2 - 10*x - 12*x^2 + 2*x^3 + 2*x^4) + (-4*x - 6*x^2 - 3*x^3 + E^(2*x)*(-3*x - 2*x^2) + E^x*(-6*x - 8*x^2 - 2*x^3))*Log[x])/(5*x + 40*x^2 + 110*x^3 + 130*x^4 + 85*x^5 + 30*x^6 + 5*x^7 + E^(4*x)*(5*x + 10*x^2 + 5*x^3) + E^(3*x)*(20*x + 60*x^2 + 60*x^3 + 20*x^4) + E^(2*x)*(30*x + 130*x^2 + 190*x^3 + 120*x^4 + 30*x^5) + E^x*(20*x + 120*x^2 + 240*x^3 + 220*x^4 + 100*x^5 + 20*x^6)),x]","\int \frac{1-5 x-9 x^2-2 x^3+2 x^4+e^{2 x} \left(1-6 x-2 x^2+2 x^3\right)+e^x \left(2-10 x-12 x^2+2 x^3+2 x^4\right)+\left(-4 x-6 x^2-3 x^3+e^{2 x} \left(-3 x-2 x^2\right)+e^x \left(-6 x-8 x^2-2 x^3\right)\right) \log (x)}{5 x+40 x^2+110 x^3+130 x^4+85 x^5+30 x^6+5 x^7+e^{4 x} \left(5 x+10 x^2+5 x^3\right)+e^{3 x} \left(20 x+60 x^2+60 x^3+20 x^4\right)+e^{2 x} \left(30 x+130 x^2+190 x^3+120 x^4+30 x^5\right)+e^x \left(20 x+120 x^2+240 x^3+220 x^4+100 x^5+20 x^6\right)} \, dx","\frac{-x+\log (x)+2}{5 \left((x+1) \left(x+e^x+1\right)^2+x\right)}+5",1,"Defer[Int][(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^(-2), x]/5 + (8*Defer[Int][x/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (4*Log[x]*Defer[Int][x/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (4*Defer[Int][(E^x*x)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (2*Log[x]*Defer[Int][(E^x*x)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (4*Defer[Int][x^2/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (4*Log[x]*Defer[Int][x^2/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (2*Defer[Int][(E^x*x^2)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (2*Log[x]*Defer[Int][(E^x*x^2)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 + (2*Log[x]*Defer[Int][x^3/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 - (2*Defer[Int][(E^x*x^3)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 - (2*Defer[Int][x^4/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x])/5 - (3*Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2), x])/5 - (Log[x]*Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2), x])/5 - (4*Defer[Int][(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^(-1), x])/5 - (2*Log[x]*Defer[Int][(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^(-1), x])/5 + Defer[Int][1/(x*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)), x]/5 + (2*Defer[Int][x/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2), x])/5 - (3*Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)), x])/5 - (Log[x]*Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)), x])/5 - (4*Defer[Int][Defer[Int][x/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x]/x, x])/5 - (2*Defer[Int][Defer[Int][(E^x*x)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x]/x, x])/5 - (4*Defer[Int][Defer[Int][x^2/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x]/x, x])/5 - (2*Defer[Int][Defer[Int][(E^x*x^2)/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x]/x, x])/5 - (2*Defer[Int][Defer[Int][x^3/(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2, x]/x, x])/5 + Defer[Int][Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^2), x]/x, x]/5 + (2*Defer[Int][Defer[Int][(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)^(-1), x]/x, x])/5 + Defer[Int][Defer[Int][1/((1 + x)*(1 + 4*x + 3*x^2 + x^3 + E^(2*x)*(1 + x) + 2*E^x*(1 + x)^2)), x]/x, x]/5","F",0,0,0,0,-1,"{}"
5210,0,0,0,3.4165609,"\int \frac{e^{\frac{2 \left(e^4 x+3 \log (4)\right)}{3 e^4}} \left(3 e^{2 x}+e^x \left(-15 x+25 x^2\right)\right)-2 e^{2 x+\frac{2 \left(e^4 x+3 \log (4)\right)}{3 e^4}} x \log (x)}{75 x^3-30 e^x x^2 \log (x)+3 e^{2 x} x \log ^2(x)} \, dx","Int[(E^((2*(E^4*x + 3*Log[4]))/(3*E^4))*(3*E^(2*x) + E^x*(-15*x + 25*x^2)) - 2*E^(2*x + (2*(E^4*x + 3*Log[4]))/(3*E^4))*x*Log[x])/(75*x^3 - 30*E^x*x^2*Log[x] + 3*E^(2*x)*x*Log[x]^2),x]","\int \frac{e^{\frac{2 \left(e^4 x+3 \log (4)\right)}{3 e^4}} \left(3 e^{2 x}+e^x \left(-15 x+25 x^2\right)\right)-2 e^{2 x+\frac{2 \left(e^4 x+3 \log (4)\right)}{3 e^4}} x \log (x)}{75 x^3-30 e^x x^2 \log (x)+3 e^{2 x} x \log ^2(x)} \, dx","\frac{e^{\frac{2 x}{3}+\frac{2 \log (4)}{e^4}}}{5 e^{-x} x-\log (x)}",1,"5*16^E^(-4)*Defer[Int][(E^((5*x)/3)*x)/(5*x - E^x*Log[x])^2, x] - 16^E^(-4)*Defer[Int][E^((5*x)/3)/(x*Log[x]*(5*x - E^x*Log[x])), x] - 15*16^E^(-4)*Defer[Subst][Defer[Int][E^(5*x)/(15*x - E^(3*x)*Log[3*x])^2, x], x, x/3] + 2^(1 + 4/E^4)*Defer[Subst][Defer[Int][E^(5*x)/(15*x - E^(3*x)*Log[3*x]), x], x, x/3] + 15*16^E^(-4)*Defer[Subst][Defer[Int][E^(5*x)/(Log[3*x]*(-15*x + E^(3*x)*Log[3*x])^2), x], x, x/3]","F",0,0,0,0,-1,"{}"
5211,0,0,0,4.7209843,"\int \frac{e^x \left(125+220 x-90 x^2+100 x^3+e^2 \left(-10 x+20 x^2\right)\right)+e^x \left(125+125 x-20 x^2+10 e^2 x^2+50 x^3\right) \log (x)}{2500+1200 x+2144 x^2+16 e^4 x^2+480 x^3+400 x^4+e^2 \left(400 x+96 x^2+160 x^3\right)+\left(2500+1200 x+2144 x^2+16 e^4 x^2+480 x^3+400 x^4+e^2 \left(400 x+96 x^2+160 x^3\right)\right) \log (x)+\left(625+300 x+536 x^2+4 e^4 x^2+120 x^3+100 x^4+e^2 \left(100 x+24 x^2+40 x^3\right)\right) \log ^2(x)} \, dx","Int[(E^x*(125 + 220*x - 90*x^2 + 100*x^3 + E^2*(-10*x + 20*x^2)) + E^x*(125 + 125*x - 20*x^2 + 10*E^2*x^2 + 50*x^3)*Log[x])/(2500 + 1200*x + 2144*x^2 + 16*E^4*x^2 + 480*x^3 + 400*x^4 + E^2*(400*x + 96*x^2 + 160*x^3) + (2500 + 1200*x + 2144*x^2 + 16*E^4*x^2 + 480*x^3 + 400*x^4 + E^2*(400*x + 96*x^2 + 160*x^3))*Log[x] + (625 + 300*x + 536*x^2 + 4*E^4*x^2 + 120*x^3 + 100*x^4 + E^2*(100*x + 24*x^2 + 40*x^3))*Log[x]^2),x]","\int \frac{e^x \left(125+220 x-90 x^2+100 x^3+e^2 \left(-10 x+20 x^2\right)\right)+e^x \left(125+125 x-20 x^2+10 e^2 x^2+50 x^3\right) \log (x)}{2500+1200 x+2144 x^2+16 e^4 x^2+480 x^3+400 x^4+e^2 \left(400 x+96 x^2+160 x^3\right)+\left(2500+1200 x+2144 x^2+16 e^4 x^2+480 x^3+400 x^4+e^2 \left(400 x+96 x^2+160 x^3\right)\right) \log (x)+\left(625+300 x+536 x^2+4 e^4 x^2+120 x^3+100 x^4+e^2 \left(100 x+24 x^2+40 x^3\right)\right) \log ^2(x)} \, dx","\frac{e^x}{2 \left(x+\frac{5}{2 x}+\frac{1}{5} \left(3+e^2\right)\right) (\log (x)+2)}",1,"((-50*I)*Defer[Int][E^x/((-6 - 2*E^2 + (2*I)*Sqrt[241 - 6*E^2 - E^4] - 20*x)*(2 + Log[x])^2), x])/Sqrt[241 - 6*E^2 - E^4] - ((50*I)*Defer[Int][E^x/((6 + 2*E^2 + (2*I)*Sqrt[241 - 6*E^2 - E^4] + 20*x)*(2 + Log[x])^2), x])/Sqrt[241 - 6*E^2 - E^4] - ((50*I)*Defer[Int][E^x/((-6 - 2*E^2 + (2*I)*Sqrt[241 - 6*E^2 - E^4] - 20*x)*(2 + Log[x])), x])/Sqrt[241 - 6*E^2 - E^4] + 5*(1 + (I*(3 + E^2))/Sqrt[241 - 6*E^2 - E^4])*Defer[Int][E^x/((2*(3 + E^2) - (2*I)*Sqrt[241 - 6*E^2 - E^4] + 20*x)*(2 + Log[x])), x] - ((50*I)*Defer[Int][E^x/((6 + 2*E^2 + (2*I)*Sqrt[241 - 6*E^2 - E^4] + 20*x)*(2 + Log[x])), x])/Sqrt[241 - 6*E^2 - E^4] + 5*(1 - (I*(3 + E^2))/Sqrt[241 - 6*E^2 - E^4])*Defer[Int][E^x/((2*(3 + E^2) + (2*I)*Sqrt[241 - 6*E^2 - E^4] + 20*x)*(2 + Log[x])), x] + 250*Defer[Int][E^x/((25 + 2*(3 + E^2)*x + 10*x^2)^2*(2 + Log[x])), x] + 10*(3 + E^2)*Defer[Int][(E^x*x)/((25 + 2*(3 + E^2)*x + 10*x^2)^2*(2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
5212,1,38,0,0.0953223,"\int \frac{8 x^2+2 x^6+\left(-57 x-12 x^5\right) \log ^2(2)+\left(90+18 x^4\right) \log ^4(2)}{x^5-6 x^4 \log ^2(2)+9 x^3 \log ^4(2)} \, dx","Int[(8*x^2 + 2*x^6 + (-57*x - 12*x^5)*Log[2]^2 + (90 + 18*x^4)*Log[2]^4)/(x^5 - 6*x^4*Log[2]^2 + 9*x^3*Log[2]^4),x]","x^2-\frac{5}{x^2}+\frac{1}{3 \log ^2(2) \left(x-3 \log ^2(2)\right)}-\frac{1}{3 x \log ^2(2)}","x^2-\frac{4-\frac{3}{\frac{x}{\log ^2(2)}-3}}{x^2}",1,"-5/x^2 + x^2 - 1/(3*x*Log[2]^2) + 1/(3*Log[2]^2*(x - 3*Log[2]^2))","A",4,3,62,0.04839,1,"{1594, 27, 1620}"
5213,1,15,0,0.0126883,"\int 64 e^{4+2 x^2} x \log ^2(4) \, dx","Int[64*E^(4 + 2*x^2)*x*Log[4]^2,x]","16 e^{2 x^2+4} \log ^2(4)","16 e^{2 x^2+4} \log ^2(4)",1,"16*E^(4 + 2*x^2)*Log[4]^2","A",2,2,16,0.1250,1,"{12, 2209}"
5214,1,28,0,0.0649309,"\int \frac{100-20 x-59 x^2+10 x^3+8 x^4}{-80 x^2+16 x^3+16 x^4} \, dx","Int[(100 - 20*x - 59*x^2 + 10*x^3 + 8*x^4)/(-80*x^2 + 16*x^3 + 16*x^4),x]","\frac{1}{16} \log \left(-x^2-x+5\right)+\frac{x}{2}+\frac{5}{4 x}","\frac{1}{4} \left(\frac{1}{4} \log \left(-x^2-x+5\right)+\frac{5}{x}+3\right)+\frac{x-2}{2}+5",1,"5/(4*x) + x/2 + Log[5 - x - x^2]/16","A",4,3,39,0.07692,1,"{1594, 1628, 628}"
5215,0,0,0,1.0330884,"\int \frac{-480+60 x^2+80 x^4+\left(-60+10 x^2+20 x^4\right) \log \left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)}{-384+64 x^2+128 x^4+\left(-96+16 x^2+32 x^4\right) \log \left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)+\left(-6+x^2+2 x^4\right) \log ^2\left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)} \, dx","Int[(-480 + 60*x^2 + 80*x^4 + (-60 + 10*x^2 + 20*x^4)*Log[(6 - x^2 - 2*x^4)/2])/(-384 + 64*x^2 + 128*x^4 + (-96 + 16*x^2 + 32*x^4)*Log[(6 - x^2 - 2*x^4)/2] + (-6 + x^2 + 2*x^4)*Log[(6 - x^2 - 2*x^4)/2]^2),x]","\int \frac{-480+60 x^2+80 x^4+\left(-60+10 x^2+20 x^4\right) \log \left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)}{-384+64 x^2+128 x^4+\left(-96+16 x^2+32 x^4\right) \log \left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)+\left(-6+x^2+2 x^4\right) \log ^2\left(\frac{1}{2} \left(6-x^2-2 x^4\right)\right)} \, dx","\frac{10 x}{\log \left(-x^4-\frac{x^2}{2}+3\right)+8}",1,"-40*Defer[Int][(8 + Log[3 - x^2/2 - x^4])^(-2), x] + (10*I)*Sqrt[2]*Defer[Int][1/((I*Sqrt[2] - x)*(8 + Log[3 - x^2/2 - x^4])^2), x] + (10*I)*Sqrt[2]*Defer[Int][1/((I*Sqrt[2] + x)*(8 + Log[3 - x^2/2 - x^4])^2), x] + 10*Sqrt[3]*Defer[Int][1/((Sqrt[3] - Sqrt[2]*x)*(8 + Log[3 - x^2/2 - x^4])^2), x] + 10*Sqrt[3]*Defer[Int][1/((Sqrt[3] + Sqrt[2]*x)*(8 + Log[3 - x^2/2 - x^4])^2), x] + 10*Defer[Int][(8 + Log[3 - x^2/2 - x^4])^(-1), x]","F",0,0,0,0,-1,"{}"
5216,1,42,0,0.5234103,"\int \frac{9 x^2+e \left(-54 x+18 x^2\right)+\left(-54 x+18 x^2\right) \log (3-x)+\left(108 x-36 x^2\right) \log \left(x^2\right)+\left(54 x-18 x^2\right) \log ^2\left(x^2\right)}{-3+x} \, dx","Int[(9*x^2 + E*(-54*x + 18*x^2) + (-54*x + 18*x^2)*Log[3 - x] + (108*x - 36*x^2)*Log[x^2] + (54*x - 18*x^2)*Log[x^2]^2)/(-3 + x),x]","\frac{9}{2} (1+2 e) x^2-\frac{9 x^2}{2}-9 x^2 \log ^2\left(x^2\right)+9 x^2 \log (3-x)","9 x^2 \left(-\log ^2\left(x^2\right)+\log (3-x)+e\right)",1,"(-9*x^2)/2 + (9*(1 + 2*E)*x^2)/2 + 9*x^2*Log[3 - x] - 9*x^2*Log[x^2]^2","A",16,10,69,0.1449,1,"{6741, 12, 6688, 6742, 14, 77, 2395, 43, 2304, 2305}"
5217,1,40,0,0.5441536,"\int \frac{12 x^3-12 x^4+\left(-36 x^2+36 x^3\right) \log (x)+\left(36 x-36 x^2\right) \log ^2(x)+(-12+12 x) \log ^3(x)}{16 x-8 x^5+x^9+\left(32 x^4-8 x^8\right) \log (x)+\left(-48 x^3+28 x^7\right) \log ^2(x)+\left(32 x^2-56 x^6\right) \log ^3(x)+\left(-8 x+70 x^5\right) \log ^4(x)-56 x^4 \log ^5(x)+28 x^3 \log ^6(x)-8 x^2 \log ^7(x)+x \log ^8(x)} \, dx","Int[(12*x^3 - 12*x^4 + (-36*x^2 + 36*x^3)*Log[x] + (36*x - 36*x^2)*Log[x]^2 + (-12 + 12*x)*Log[x]^3)/(16*x - 8*x^5 + x^9 + (32*x^4 - 8*x^8)*Log[x] + (-48*x^3 + 28*x^7)*Log[x]^2 + (32*x^2 - 56*x^6)*Log[x]^3 + (-8*x + 70*x^5)*Log[x]^4 - 56*x^4*Log[x]^5 + 28*x^3*Log[x]^6 - 8*x^2*Log[x]^7 + x*Log[x]^8),x]","-\frac{3}{-x^4+4 x^3 \log (x)-6 x^2 \log ^2(x)-\log ^4(x)+4 x \log ^3(x)+4}","\frac{3}{(x-\log (x))^4-4}",1,"-3/(4 - x^4 + 4*x^3*Log[x] - 6*x^2*Log[x]^2 + 4*x*Log[x]^3 - Log[x]^4)","B",3,3,157,0.01911,1,"{6688, 12, 6686}"
5218,1,24,0,0.051437,"\int \frac{-12+4 x^2+e^x (-4+4 x)+4 \log (x)}{x^2} \, dx","Int[(-12 + 4*x^2 + E^x*(-4 + 4*x) + 4*Log[x])/x^2,x]","4 x+\frac{4 e^x}{x}+\frac{8}{x}-\frac{4 \log (x)}{x}","\frac{2}{x}-\frac{2 \left(2 \left(-x^2-e^x+\log (x)\right)+x-3\right)}{x}",1,"8/x + (4*E^x)/x + 4*x - (4*Log[x])/x","A",8,3,24,0.1250,1,"{14, 2197, 2304}"
5219,1,22,0,0.1725207,"\int \frac{e^{\frac{8427+636 x+12 x^2+x^3}{3 x^2}} \left(-16854-636 x+x^3\right)}{3 x^3} \, dx","Int[(E^((8427 + 636*x + 12*x^2 + x^3)/(3*x^2))*(-16854 - 636*x + x^3))/(3*x^3),x]","e^{\frac{x^3+12 x^2+636 x+8427}{3 x^2}}","e^{\frac{(-2 x-53)^2}{x^2}+\frac{x}{3}}",1,"E^((8427 + 636*x + 12*x^2 + x^3)/(3*x^2))","A",2,2,37,0.05405,1,"{12, 6706}"
5220,0,0,0,8.2183501,"\int \frac{-32+e^{\frac{-1+9 x}{x}}+14 x+64 x^2-16 x^3+\left(16-4 x-32 x^2+4 x^3\right) \log \left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)+\left(-2+4 x^2\right) \log ^2\left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)}{32 x-8 x^2+\left(-16 x+2 x^2\right) \log \left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)+2 x \log ^2\left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)} \, dx","Int[(-32 + E^((-1 + 9*x)/x) + 14*x + 64*x^2 - 16*x^3 + (16 - 4*x - 32*x^2 + 4*x^3)*Log[E^(E^((-1 + 9*x)/x)/2)/x] + (-2 + 4*x^2)*Log[E^(E^((-1 + 9*x)/x)/2)/x]^2)/(32*x - 8*x^2 + (-16*x + 2*x^2)*Log[E^(E^((-1 + 9*x)/x)/2)/x] + 2*x*Log[E^(E^((-1 + 9*x)/x)/2)/x]^2),x]","\int \frac{-32+e^{\frac{-1+9 x}{x}}+14 x+64 x^2-16 x^3+\left(16-4 x-32 x^2+4 x^3\right) \log \left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)+\left(-2+4 x^2\right) \log ^2\left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)}{32 x-8 x^2+\left(-16 x+2 x^2\right) \log \left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)+2 x \log ^2\left(\frac{e^{\frac{1}{2} e^{\frac{-1+9 x}{x}}}}{x}\right)} \, dx","x^2-\log \left(x-\frac{x^2}{4-\log \left(\frac{e^{\frac{1}{2} e^{9-\frac{1}{x}}}}{x}\right)}\right)",1,"x^2 - Log[x] + 32*Defer[Int][(4 - x - Log[E^(E^(9 - x^(-1))/2)/x])^(-1), x] + 31*Defer[Int][(-4 + x + Log[E^(E^(9 - x^(-1))/2)/x])^(-1), x] - Defer[Int][E^(9 - x^(-1))/(x^2*(-4 + x + Log[E^(E^(9 - x^(-1))/2)/x])), x]/2 + Defer[Int][1/(x*(-4 + x + Log[E^(E^(9 - x^(-1))/2)/x])), x] - Defer[Subst][Defer[Int][E^(9 - x)/(-4 + Log[E^(E^(9 - x)/2)*x]), x], x, x^(-1)]/2 + Defer[Subst][Defer[Int][1/(x*(-4 + Log[E^(E^(9 - x)/2)*x])), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
5221,0,0,0,1.1162157,"\int \frac{4+8 x^4+4 x^8+e^{\frac{11 x+4 x^4+11 x^5}{4+4 x^4}} \left(11+16 x^3+22 x^4+11 x^8\right)}{4+8 x^4+4 x^8} \, dx","Int[(4 + 8*x^4 + 4*x^8 + E^((11*x + 4*x^4 + 11*x^5)/(4 + 4*x^4))*(11 + 16*x^3 + 22*x^4 + 11*x^8))/(4 + 8*x^4 + 4*x^8),x]","\int \frac{4+8 x^4+4 x^8+e^{\frac{11 x+4 x^4+11 x^5}{4+4 x^4}} \left(11+16 x^3+22 x^4+11 x^8\right)}{4+8 x^4+4 x^8} \, dx","e^{\frac{x^4}{x^4+1}+\frac{11 x}{4}}+x-5",1,"x + (11*Defer[Int][E^((x*(11 + 4*x^3 + 11*x^4))/(4*(1 + x^4))), x])/4 - I*Defer[Int][(E^((x*(11 + 4*x^3 + 11*x^4))/(4*(1 + x^4)))*x)/(I - x^2)^2, x] + I*Defer[Int][(E^((x*(11 + 4*x^3 + 11*x^4))/(4*(1 + x^4)))*x)/(I + x^2)^2, x]","F",0,0,0,0,-1,"{}"
5222,1,45,0,0.2659716,"\int \frac{-e^x+\exp \left(x^2+2 x^2 \log ^2\left(\frac{4}{\log (3)}\right)+x^2 \log ^4\left(\frac{4}{\log (3)}\right)\right) \left(2 x+4 x \log ^2\left(\frac{4}{\log (3)}\right)+2 x \log ^4\left(\frac{4}{\log (3)}\right)\right)}{e^{e^2}-e^x+\exp \left(x^2+2 x^2 \log ^2\left(\frac{4}{\log (3)}\right)+x^2 \log ^4\left(\frac{4}{\log (3)}\right)\right)} \, dx","Int[(-E^x + E^(x^2 + 2*x^2*Log[4/Log[3]]^2 + x^2*Log[4/Log[3]]^4)*(2*x + 4*x*Log[4/Log[3]]^2 + 2*x*Log[4/Log[3]]^4))/(E^E^2 - E^x + E^(x^2 + 2*x^2*Log[4/Log[3]]^2 + x^2*Log[4/Log[3]]^4)),x]","\log \left(\exp \left(x^2+x^2 \log ^4\left(\frac{4}{\log (3)}\right)+2 x^2 \log ^2\left(\frac{4}{\log (3)}\right)\right)-e^x+e^{e^2}\right)","\log \left(e^x-e^{\left(x+x \log ^2\left(\frac{4}{\log (3)}\right)\right)^2}-e^{e^2}\right)",1,"Log[E^E^2 - E^x + E^(x^2 + 2*x^2*Log[4/Log[3]]^2 + x^2*Log[4/Log[3]]^4)]","A",1,1,115,0.008696,1,"{6684}"
5223,1,32,0,0.1287169,"\int \frac{e^{-x} \left(-132-836 x+648 x^2-96 x^3+4 x^4\right)}{121-22 x+x^2} \, dx","Int[(-132 - 836*x + 648*x^2 - 96*x^3 + 4*x^4)/(E^x*(121 - 22*x + x^2)),x]","-4 e^{-x} x^2+12 e^{-x}-\frac{132 e^{-x}}{11-x}","-4 e^{-x} x \left(x+\frac{3}{11-x}\right)",1,"12/E^x - 132/(E^x*(11 - x)) - (4*x^2)/E^x","A",12,6,36,0.1667,1,"{27, 2199, 2194, 2177, 2178, 2176}"
5224,1,14,0,0.0354357,"\int \frac{-125+250 x^2+374 x^3}{125 x+187 x^2} \, dx","Int[(-125 + 250*x^2 + 374*x^3)/(125*x + 187*x^2),x]","x^2-\log (x)+\log (187 x+125)","x^2-\log \left(\frac{x}{\frac{187 x}{25}+5}\right)",1,"x^2 - Log[x] + Log[125 + 187*x]","A",3,2,24,0.08333,1,"{1593, 1620}"
5225,1,12,0,0.1175048,"\int 65536 e^{-3-14 x} \left(3 x^2-14 x^3\right) \, dx","Int[65536*E^(-3 - 14*x)*(3*x^2 - 14*x^3),x]","65536 e^{-14 x-3} x^3","x^3 e^{2 x-16 (x-\log (2))-3}",1,"65536*E^(-3 - 14*x)*x^3","A",11,5,20,0.2500,1,"{12, 1593, 2196, 2176, 2194}"
5226,1,82,0,0.0348933,"\int \frac{e^{32} \left(1024+4096 x+4608 x^2+2048 x^3+320 x^4\right)+\left(32 x+96 x^2+96 x^3+40 x^4+6 x^5\right) \log ^2(2)}{\log ^2(2)} \, dx","Int[(E^32*(1024 + 4096*x + 4608*x^2 + 2048*x^3 + 320*x^4) + (32*x + 96*x^2 + 96*x^3 + 40*x^4 + 6*x^5)*Log[2]^2)/Log[2]^2,x]","x^6+8 x^5+\frac{64 e^{32} x^5}{\log ^2(2)}+24 x^4+\frac{512 e^{32} x^4}{\log ^2(2)}+32 x^3+\frac{1536 e^{32} x^3}{\log ^2(2)}+16 x^2+\frac{2048 e^{32} x^2}{\log ^2(2)}+\frac{1024 e^{32} x}{\log ^2(2)}","(x+2)^4 \left(x^2+\frac{64 e^{32} x}{\log ^2(2)}\right)",1,"16*x^2 + 32*x^3 + 24*x^4 + 8*x^5 + x^6 + (1024*E^32*x)/Log[2]^2 + (2048*E^32*x^2)/Log[2]^2 + (1536*E^32*x^3)/Log[2]^2 + (512*E^32*x^4)/Log[2]^2 + (64*E^32*x^5)/Log[2]^2","B",4,1,59,0.01695,1,"{12}"
5227,1,47,0,0.1020509,"\int \frac{-19-e^6+e^3 (-8-2 x)-9 x-x^2+\left(20+19 x+5 x^2\right) \log (5)+\left(-9 x-2 e^3 x-2 x^2+\left(19 x+10 x^2\right) \log (5)\right) \log (x)}{x} \, dx","Int[(-19 - E^6 + E^3*(-8 - 2*x) - 9*x - x^2 + (20 + 19*x + 5*x^2)*Log[5] + (-9*x - 2*E^3*x - 2*x^2 + (19*x + 10*x^2)*Log[5])*Log[x])/x,x]","-\left(\left(x^2 (1-5 \log (5))+x \left(9+2 e^3-19 \log (5)\right)\right) \log (x)\right)-\left(19+8 e^3+e^6-20 \log (5)\right) \log (x)","\left(-\left(x+e^3+4\right)^2-x+\left(5 (x+2)^2-x\right) \log (5)-3\right) \log (x)",1,"-((x*(9 + 2*E^3 - 19*Log[5]) + x^2*(1 - 5*Log[5]))*Log[x]) - (19 + 8*E^3 + E^6 - 20*Log[5])*Log[x]","A",6,2,71,0.02817,1,"{14, 2313}"
5228,1,8,0,0.0015342,"\int -\frac{4 e^2}{x^3} \, dx","Int[(-4*E^2)/x^3,x]","\frac{2 e^2}{x^2}","\frac{e^{4 e^{e^2}} x+\frac{2 e^2}{x}}{x}",1,"(2*E^2)/x^2","A",2,2,8,0.2500,1,"{12, 30}"
5229,1,48,0,0.1940548,"\int \frac{12+32 x+2 x^5+15 x^6+16 x^7+e^x \left(48-16 x+8 x^5+16 x^6+4 x^7\right)}{x^4} \, dx","Int[(12 + 32*x + 2*x^5 + 15*x^6 + 16*x^7 + E^x*(48 - 16*x + 8*x^5 + 16*x^6 + 4*x^7))/x^4,x]","4 x^4+4 e^x x^3+5 x^3-\frac{16 e^x}{x^3}-\frac{4}{x^3}+4 e^x x^2+x^2-\frac{16}{x^2}","\left(-\frac{4}{x^4}+x^2+x\right) \left(4 \left(x+e^x\right) x+x\right)",1,"-4/x^3 - (16*E^x)/x^3 - 16/x^2 + x^2 + 4*E^x*x^2 + 5*x^3 + 4*E^x*x^3 + 4*x^4","B",22,6,48,0.1250,1,"{14, 2199, 2177, 2178, 2176, 2194}"
5230,1,37,0,0.0648087,"\int \frac{-200+40 x+3 x^3+2 x^4+e^{-2+x^2} \left(-x+2 x^3\right)}{2 x^3} \, dx","Int[(-200 + 40*x + 3*x^3 + 2*x^4 + E^(-2 + x^2)*(-x + 2*x^3))/(2*x^3),x]","\frac{x^2}{2}+\frac{e^{x^2-2}}{2 x}+\frac{50}{x^2}+\frac{3 x}{2}-\frac{20}{x}","\frac{1}{2} \left(\frac{e^{x^2-2}}{x}+\left(-x+\frac{10}{x}-2\right)^2-x\right)",1,"50/x^2 - 20/x + E^(-2 + x^2)/(2*x) + (3*x)/2 + x^2/2","A",6,3,39,0.07692,1,"{12, 14, 2288}"
5231,1,21,0,0.0048312,"\int \frac{6 e^3-3 x}{e x^3} \, dx","Int[(6*E^3 - 3*x)/(E*x^3),x]","-\frac{3 \left(2 e^3-x\right)^2}{4 e^4 x^2}","-\frac{3 \left(e^3-x\right)}{e x^2}-2",1,"(-3*(2*E^3 - x)^2)/(4*E^4*x^2)","A",2,2,16,0.1250,1,"{12, 37}"
5232,1,25,0,0.2935763,"\int \frac{-160-2 x^2+\left(320-4 x^2\right) \log \left(-\frac{x}{-80+x^2}\right)+\left(-160+2 x^2\right) \log \left(-\frac{x}{-80+x^2}\right) \log \left(x \log \left(-\frac{x}{-80+x^2}\right)\right)}{\left(240 x-3 x^3\right) \log \left(-\frac{x}{-80+x^2}\right)+\left(-80 x+x^3\right) \log \left(-\frac{x}{-80+x^2}\right) \log \left(x \log \left(-\frac{x}{-80+x^2}\right)\right)} \, dx","Int[(-160 - 2*x^2 + (320 - 4*x^2)*Log[-(x/(-80 + x^2))] + (-160 + 2*x^2)*Log[-(x/(-80 + x^2))]*Log[x*Log[-(x/(-80 + x^2))]])/((240*x - 3*x^3)*Log[-(x/(-80 + x^2))] + (-80*x + x^3)*Log[-(x/(-80 + x^2))]*Log[x*Log[-(x/(-80 + x^2))]]),x]","2 \log \left(-x \left(3-\log \left(x \log \left(\frac{x}{80-x^2}\right)\right)\right)\right)","\log \left(5 x^2 \left(\log \left(x \log \left(\frac{x}{80-x^2}\right)\right)-3\right)^2\right)",1,"2*Log[-(x*(3 - Log[x*Log[x/(80 - x^2)]]))]","A",3,3,117,0.02564,1,"{6688, 12, 6685}"
5233,0,0,0,7.3723916,"\int \frac{-2-6 x+2 x \log (x)+e^{e^{x^2}-x} \left(-93 x+93 x^2-186 e^{x^2} x^3+\left(31 x-31 x^2+62 e^{x^2} x^3\right) \log (x)\right)}{-6 x+2 x \log (x)} \, dx","Int[(-2 - 6*x + 2*x*Log[x] + E^(E^x^2 - x)*(-93*x + 93*x^2 - 186*E^x^2*x^3 + (31*x - 31*x^2 + 62*E^x^2*x^3)*Log[x]))/(-6*x + 2*x*Log[x]),x]","\int \frac{-2-6 x+2 x \log (x)+e^{e^{x^2}-x} \left(-93 x+93 x^2-186 e^{x^2} x^3+\left(31 x-31 x^2+62 e^{x^2} x^3\right) \log (x)\right)}{-6 x+2 x \log (x)} \, dx","\frac{31}{2} e^{e^{x^2}-x} x+x-\log (5 (\log (x)-3))",1,"x - Log[3 - Log[x]] + (31*Defer[Int][E^(E^x^2 - x), x])/2 - (31*Defer[Int][E^(E^x^2 - x)*x, x])/2 + 31*Defer[Int][E^(E^x^2 + (-1 + x)*x)*x^2, x]","F",0,0,0,0,-1,"{}"
5234,1,25,0,10.6380775,"\int \frac{\exp \left(\exp \left(\frac{2 \left(4+x \log \left(2 x+4 x^2+2 x^3\right)\right)}{\log \left(2 x+4 x^2+2 x^3\right)}\right)+4 \exp \left(\frac{4+x \log \left(2 x+4 x^2+2 x^3\right)}{\log \left(2 x+4 x^2+2 x^3\right)}\right) x+4 x^2\right) \left(\left(8 x^2+8 x^3\right) \log ^2\left(2 x+4 x^2+2 x^3\right)+\exp \left(\frac{2 \left(4+x \log \left(2 x+4 x^2+2 x^3\right)\right)}{\log \left(2 x+4 x^2+2 x^3\right)}\right) \left(-8-24 x+\left(2 x+2 x^2\right) \log ^2\left(2 x+4 x^2+2 x^3\right)\right)+\exp \left(\frac{4+x \log \left(2 x+4 x^2+2 x^3\right)}{\log \left(2 x+4 x^2+2 x^3\right)}\right) \left(-16 x-48 x^2+\left(4 x+8 x^2+4 x^3\right) \log ^2\left(2 x+4 x^2+2 x^3\right)\right)\right)}{\left(x+x^2\right) \log ^2\left(2 x+4 x^2+2 x^3\right)} \, dx","Int[(E^(E^((2*(4 + x*Log[2*x + 4*x^2 + 2*x^3]))/Log[2*x + 4*x^2 + 2*x^3]) + 4*E^((4 + x*Log[2*x + 4*x^2 + 2*x^3])/Log[2*x + 4*x^2 + 2*x^3])*x + 4*x^2)*((8*x^2 + 8*x^3)*Log[2*x + 4*x^2 + 2*x^3]^2 + E^((2*(4 + x*Log[2*x + 4*x^2 + 2*x^3]))/Log[2*x + 4*x^2 + 2*x^3])*(-8 - 24*x + (2*x + 2*x^2)*Log[2*x + 4*x^2 + 2*x^3]^2) + E^((4 + x*Log[2*x + 4*x^2 + 2*x^3])/Log[2*x + 4*x^2 + 2*x^3])*(-16*x - 48*x^2 + (4*x + 8*x^2 + 4*x^3)*Log[2*x + 4*x^2 + 2*x^3]^2)))/((x + x^2)*Log[2*x + 4*x^2 + 2*x^3]^2),x]","e^{\left(2 x+e^{x+\frac{4}{\log \left(2 x (x+1)^2\right)}}\right)^2}","\exp \left(\left(e^{\frac{4}{\log \left((2 x+2) \left(x^2+x\right)\right)}+x}+2 x\right)^2\right)",1,"E^(E^(x + 4/Log[2*x*(1 + x)^2]) + 2*x)^2","A",4,4,299,0.01338,1,"{1593, 6688, 12, 6706}"
5235,1,36,0,7.1939041,"\int \frac{-115+122 x+26 x^2+15 x^3+3 x^4+\left(-27 x-36 x^2-6 x^3\right) \log (x)+\left(15 x+3 x^2\right) \log ^2(x)+\left(-15+12 x+3 x^2\right) \log (5+x)}{-115 x^2+112 x^3+42 x^4+3 x^5+\left(115 x-217 x^2-78 x^3-6 x^4\right) \log (x)+\left(105 x+36 x^2+3 x^3\right) \log ^2(x)+\left(-15 x^2-3 x^3+\left(15 x+3 x^2\right) \log (x)\right) \log (5+x)} \, dx","Int[(-115 + 122*x + 26*x^2 + 15*x^3 + 3*x^4 + (-27*x - 36*x^2 - 6*x^3)*Log[x] + (15*x + 3*x^2)*Log[x]^2 + (-15 + 12*x + 3*x^2)*Log[5 + x])/(-115*x^2 + 112*x^3 + 42*x^4 + 3*x^5 + (115*x - 217*x^2 - 78*x^3 - 6*x^4)*Log[x] + (105*x + 36*x^2 + 3*x^3)*Log[x]^2 + (-15*x^2 - 3*x^3 + (15*x + 3*x^2)*Log[x])*Log[5 + x]),x]","\log \left(-3 x^2-27 x+3 x \log (x)+21 \log (x)+3 \log (x+5)+23\right)-\log (x-\log (x))","\log \left(x-\frac{-2 x+\log (x+5)+\frac{23}{3}}{x-\log (x)}+7\right)",1,"-Log[x - Log[x]] + Log[23 - 27*x - 3*x^2 + 21*Log[x] + 3*x*Log[x] + 3*Log[5 + x]]","A",5,3,159,0.01887,1,"{6688, 6742, 6684}"
5236,1,29,0,0.5548336,"\int \frac{10+x+(-20-2 x) \log (x)-2 x \log \left(\frac{1}{3} (20+2 x)\right)+(20+2 x) \log ^2\left(\frac{1}{3} (20+2 x)\right)}{450 x^3+45 x^4} \, dx","Int[(10 + x + (-20 - 2*x)*Log[x] - 2*x*Log[(20 + 2*x)/3] + (20 + 2*x)*Log[(20 + 2*x)/3]^2)/(450*x^3 + 45*x^4),x]","\frac{\log (x)}{45 x^2}-\frac{\log ^2\left(\frac{2 x}{3}+\frac{20}{3}\right)}{45 x^2}","\frac{\log (x)-\log ^2\left(\frac{1}{3} (2 x+20)\right)}{45 x^2}",1,"-1/45*Log[20/3 + (2*x)/3]^2/x^2 + Log[x]/(45*x^2)","A",22,13,56,0.2321,1,"{1593, 6742, 2411, 12, 2347, 2344, 2301, 2316, 2315, 2314, 31, 2398, 2303}"
5237,1,79,0,0.0161037,"\int \frac{e^2 \left(48+32 x+96 x^3+80 x^4+32 x^7\right)}{\log \left(\frac{e^{10}}{9}\right)} \, dx","Int[(E^2*(48 + 32*x + 96*x^3 + 80*x^4 + 32*x^7))/Log[E^10/9],x]","\frac{4 e^2 x^8}{10-\log (9)}+\frac{16 e^2 x^5}{10-\log (9)}+\frac{24 e^2 x^4}{10-\log (9)}+\frac{16 e^2 x^2}{10-\log (9)}+\frac{48 e^2 x}{10-\log (9)}","\frac{4 e^2 \left(\left(x^4+2 x+3\right)^2+1\right)}{\log \left(\frac{e^{10}}{9}\right)}",1,"(48*E^2*x)/(10 - Log[9]) + (16*E^2*x^2)/(10 - Log[9]) + (24*E^2*x^4)/(10 - Log[9]) + (16*E^2*x^5)/(10 - Log[9]) + (4*E^2*x^8)/(10 - Log[9])","B",2,1,34,0.02941,1,"{12}"
5238,1,15,0,0.1553862,"\int e^{-x} \left(e^x+e^{2 e^{-x} \left(3-15 e^x x\right)} \left(-6-30 e^x\right)\right) \, dx","Int[(E^x + E^((2*(3 - 15*E^x*x))/E^x)*(-6 - 30*E^x))/E^x,x]","x+e^{6 e^{-x}-30 x}","x+e^{6 \left(e^{-x}-5 x\right)}",1,"E^(6/E^x - 30*x) + x","A",4,3,35,0.08571,1,"{6742, 2282, 2288}"
5239,1,35,0,0.1134908,"\int \frac{-x+2 x \log (4 x)+(5-18 x) \log ^2(4 x)}{5 \log (4) \log ^2(4 x)} \, dx","Int[(-x + 2*x*Log[4*x] + (5 - 18*x)*Log[4*x]^2)/(5*Log[4]*Log[4*x]^2),x]","\frac{x^2}{5 \log (4) \log (4 x)}-\frac{9 x^2}{5 \log (4)}+\frac{x}{\log (4)}","\frac{x \left(-9 x+\frac{x}{\log (4 x)}+5\right)}{5 \log (4)}",1,"x/Log[4] - (9*x^2)/(5*Log[4]) + x^2/(5*Log[4]*Log[4*x])","A",8,5,37,0.1351,1,"{12, 6742, 2306, 2309, 2178}"
5240,1,20,0,0.0037759,"\int \frac{1}{5} e^{-e^{24}} \left(e^5+6 x\right) \, dx","Int[(E^5 + 6*x)/(5*E^E^24),x]","\frac{1}{60} e^{-e^{24}} \left(6 x+e^5\right)^2","\frac{1}{5} e^{-e^{24}} \left(\frac{e^5}{x}+3\right) x^2",1,"(E^5 + 6*x)^2/(60*E^E^24)","A",1,1,18,0.05556,1,"{9}"
5241,0,0,0,1.4274396,"\int \frac{(100-100 x) \log ^2(x)+100 x \log ^3(x)+\left((200-200 x) \log (x)+100 x \log ^2(x)\right) \log ^2(\log (4))}{\left(x-2 x^2+x^3\right) \log ^2(x)+\left(2 x-4 x^2+2 x^3\right) \log (x) \log ^2(\log (4))+\left(x-2 x^2+x^3\right) \log ^4(\log (4))} \, dx","Int[((100 - 100*x)*Log[x]^2 + 100*x*Log[x]^3 + ((200 - 200*x)*Log[x] + 100*x*Log[x]^2)*Log[Log[4]]^2)/((x - 2*x^2 + x^3)*Log[x]^2 + (2*x - 4*x^2 + 2*x^3)*Log[x]*Log[Log[4]]^2 + (x - 2*x^2 + x^3)*Log[Log[4]]^4),x]","\int \frac{(100-100 x) \log ^2(x)+100 x \log ^3(x)+\left((200-200 x) \log (x)+100 x \log ^2(x)\right) \log ^2(\log (4))}{\left(x-2 x^2+x^3\right) \log ^2(x)+\left(2 x-4 x^2+2 x^3\right) \log (x) \log ^2(\log (4))+\left(x-2 x^2+x^3\right) \log ^4(\log (4))} \, dx","\frac{100 \log ^2(x)}{(1-x) \left(\log (x)+\log ^2(\log (4))\right)}",1,"100*Log[x] + (100*x*Log[x])/(1 - x) - (100*Log[Log[4]]^2)/(1 - x) + 100*Log[Log[4]]^4*Defer[Int][1/((-1 + x)*x*(Log[x] + Log[Log[4]]^2)^2), x] + 100*Log[Log[4]]^4*Defer[Int][1/((-1 + x)^2*(Log[x] + Log[Log[4]]^2)), x]","F",0,0,0,0,-1,"{}"
5242,1,80,0,3.2162039,"\int \frac{e^{-1-4 x-x^2} \left(-2560-11520 x-8960 x^2-3200 x^3+e^{1+4 x+x^2} \left(320 x^3+1200 x^4+1500 x^5+625 x^6\right)\right)}{64 x^3+240 x^4+300 x^5+125 x^6} \, dx","Int[(E^(-1 - 4*x - x^2)*(-2560 - 11520*x - 8960*x^2 - 3200*x^3 + E^(1 + 4*x + x^2)*(320*x^3 + 1200*x^4 + 1500*x^5 + 625*x^6)))/(64*x^3 + 240*x^4 + 300*x^5 + 125*x^6),x]","\frac{250 e^{-x^2-4 x-1}}{5 x+4}+\frac{500 e^{-x^2-4 x-1}}{(5 x+4)^2}-\frac{50 e^{-x^2-4 x-1}}{x}+\frac{20 e^{-x^2-4 x-1}}{x^2}+5 x","5 \left(\frac{4 e^{3-(x+2)^2}}{\left(\frac{5 x^2}{4}+x\right)^2}+x\right)",1,"(20*E^(-1 - 4*x - x^2))/x^2 - (50*E^(-1 - 4*x - x^2))/x + 5*x + (500*E^(-1 - 4*x - x^2))/(4 + 5*x)^2 + (250*E^(-1 - 4*x - x^2))/(4 + 5*x)","B",45,6,83,0.07229,1,"{6688, 12, 6742, 2242, 2234, 2205}"
5243,0,0,0,0.2157094,"\int \frac{3+2 x+(-9-12 x+(3+4 x) \log (x)) \log (3-\log (x))}{-6+2 \log (x)} \, dx","Int[(3 + 2*x + (-9 - 12*x + (3 + 4*x)*Log[x])*Log[3 - Log[x]])/(-6 + 2*Log[x]),x]","\int \frac{3+2 x+(-9-12 x+(3+4 x) \log (x)) \log (3-\log (x))}{-6+2 \log (x)} \, dx","x \left(x+\frac{3}{2}\right) \log (3-\log (x))",1,"E^6*ExpIntegralEi[-2*(3 - Log[x])] + (3*E^3*ExpIntegralEi[-3 + Log[x]])/2 + (3*Defer[Int][Log[3 - Log[x]], x])/2 + 2*Defer[Int][x*Log[3 - Log[x]], x]","F",0,0,0,0,-1,"{}"
5244,1,25,0,0.0057254,"\int \frac{e^{e^4} \left(1+x+2 x^2\right)}{x} \, dx","Int[(E^E^4*(1 + x + 2*x^2))/x,x]","e^{e^4} x^2+e^{e^4} x+e^{e^4} \log (x)","e^{e^4} \left(x^2+x+\log (x)+3+\log (625)\right)",1,"E^E^4*x + E^E^4*x^2 + E^E^4*Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
5245,1,55,0,0.2402274,"\int \frac{-324+29 x^2+20 x^3+3 x^4+e^8 \left(-81+2 x^2\right)+e^4 \left(-324+14 x^2+4 x^3\right)}{324 x+72 x^2+29 x^3+10 x^4+x^5+e^8 \left(81 x+18 x^2+2 x^3\right)+e^4 \left(324 x+72 x^2+14 x^3+2 x^4\right)} \, dx","Int[(-324 + 29*x^2 + 20*x^3 + 3*x^4 + E^8*(-81 + 2*x^2) + E^4*(-324 + 14*x^2 + 4*x^3))/(324*x + 72*x^2 + 29*x^3 + 10*x^4 + x^5 + E^8*(81*x + 18*x^2 + 2*x^3) + E^4*(324*x + 72*x^2 + 14*x^3 + 2*x^4)),x]","\log \left(x^4+2 \left(5+e^4\right) x^3+\left(29+14 e^4+2 e^8\right) x^2+18 \left(2+e^4\right)^2 x+81 \left(2+e^4\right)^2\right)-\log (x)","\log \left(\frac{(x+9)^2+\left(\frac{(x+3) x}{2+e^4}+x\right)^2}{x}\right)",1,"-Log[x] + Log[81*(2 + E^4)^2 + 18*(2 + E^4)^2*x + (29 + 14*E^4 + 2*E^8)*x^2 + 2*(5 + E^4)*x^3 + x^4]","B",3,2,110,0.01818,1,"{2074, 1587}"
5246,0,0,0,9.6165613,"\int \frac{-240 e^2+e^{6 x} \left(240 x-2 x^3\right)+e^3 \left(-240 x+2 x^3\right)+e^{2 x} \left(e^2 \left(720 x-6 x^3\right)+e \left(480+4 x^3\right)\right)+e^{4 x} \left(-240-4 x^3+e \left(-720 x+6 x^3\right)\right)}{e^{\frac{120}{x^2}+6 x} x^6+e^{\frac{120}{x^2}+4 x} \left(-3 x^5-3 e x^6\right)+e^{\frac{120}{x^2}+2 x} \left(3 x^4+6 e x^5+3 e^2 x^6\right)+e^{\frac{120}{x^2}} \left(-x^3-3 e x^4-3 e^2 x^5-e^3 x^6\right)} \, dx","Int[(-240*E^2 + E^(6*x)*(240*x - 2*x^3) + E^3*(-240*x + 2*x^3) + E^(2*x)*(E^2*(720*x - 6*x^3) + E*(480 + 4*x^3)) + E^(4*x)*(-240 - 4*x^3 + E*(-720*x + 6*x^3)))/(E^(120/x^2 + 6*x)*x^6 + E^(120/x^2 + 4*x)*(-3*x^5 - 3*E*x^6) + E^(120/x^2 + 2*x)*(3*x^4 + 6*E*x^5 + 3*E^2*x^6) + E^(120/x^2)*(-x^3 - 3*E*x^4 - 3*E^2*x^5 - E^3*x^6)),x]","\int \frac{-240 e^2+e^{6 x} \left(240 x-2 x^3\right)+e^3 \left(-240 x+2 x^3\right)+e^{2 x} \left(e^2 \left(720 x-6 x^3\right)+e \left(480+4 x^3\right)\right)+e^{4 x} \left(-240-4 x^3+e \left(-720 x+6 x^3\right)\right)}{e^{\frac{120}{x^2}+6 x} x^6+e^{\frac{120}{x^2}+4 x} \left(-3 x^5-3 e x^6\right)+e^{\frac{120}{x^2}+2 x} \left(3 x^4+6 e x^5+3 e^2 x^6\right)+e^{\frac{120}{x^2}} \left(-x^3-3 e x^4-3 e^2 x^5-e^3 x^6\right)} \, dx","\frac{e^{-\frac{120}{x^2}}}{\left(x+\frac{1}{e-e^{2 x}}\right)^2}",1,"1/(E^(120/x^2)*x^2) + 4*Defer[Int][E^(1 - 120/x^2)/(x*(1 + E*x - E^(2*x)*x)^3), x] - 4*Defer[Int][E^(1 - 120/x^2)/(x*(1 + E*x - E^(2*x)*x)^2), x] - 2*Defer[Int][1/(E^(120/x^2)*x^3*(-1 - E*x + E^(2*x)*x)^3), x] - 4*Defer[Int][1/(E^(120/x^2)*x^2*(-1 - E*x + E^(2*x)*x)^3), x] + 240*Defer[Int][1/(E^(120/x^2)*x^5*(-1 - E*x + E^(2*x)*x)^2), x] - 6*Defer[Int][1/(E^(120/x^2)*x^3*(-1 - E*x + E^(2*x)*x)^2), x] - 8*Defer[Int][1/(E^(120/x^2)*x^2*(-1 - E*x + E^(2*x)*x)^2), x] + 480*Defer[Int][1/(E^(120/x^2)*x^5*(-1 - E*x + E^(2*x)*x)), x] - 6*Defer[Int][1/(E^(120/x^2)*x^3*(-1 - E*x + E^(2*x)*x)), x] - 4*Defer[Int][1/(E^(120/x^2)*x^2*(-1 - E*x + E^(2*x)*x)), x]","F",0,0,0,0,-1,"{}"
5247,1,12,0,0.0119134,"\int \left(-e^x+x^3+4 x^3 \log (x)\right) \, dx","Int[-E^x + x^3 + 4*x^3*Log[x],x]","x^4 \log (x)-e^x","x^4 \log (x)-e^x+\left(e^{\frac{3}{e^{e^4}-5}}-4\right)^2",1,"-E^x + x^4*Log[x]","A",3,2,16,0.1250,1,"{2194, 2304}"
5248,1,18,0,0.0515005,"\int \frac{-1+4 x^2+e^{x^2} \left(-2 x-4 x^3\right)}{x} \, dx","Int[(-1 + 4*x^2 + E^x^2*(-2*x - 4*x^3))/x,x]","2 x^2-2 e^{x^2} x-\log (x)","\log \left(\frac{60 e^{2 x \left(x-e^{x^2}\right)-e^2}}{x}\right)",1,"-2*E^x^2*x + 2*x^2 - Log[x]","A",9,4,26,0.1538,1,"{14, 2226, 2204, 2212}"
5249,-1,0,0,180.0002443,"\int \frac{-6-6 e^x+\left(2+2 e^x\right) \log (x)+\exp \left(\frac{1}{2} \left(9+12 \log \left(e^3 x+e^{3+x} x\right)+4 \log ^2\left(e^3 x+e^{3+x} x\right)\right)\right) \left(96+e^x (96+96 x)+\left(64+e^x (64+64 x)\right) \log \left(e^3 x+e^{3+x} x\right)\right)+\exp \left(\frac{1}{4} \left(9+12 \log \left(e^3 x+e^{3+x} x\right)+4 \log ^2\left(e^3 x+e^{3+x} x\right)\right)\right) \left(64+e^x (64+72 x)+\left(-24+e^x (-24-24 x)\right) \log (x)+\left(48+e^x (48+48 x)+\left(-16+e^x (-16-16 x)\right) \log (x)\right) \log \left(e^3 x+e^{3+x} x\right)\right)}{x+e^x x} \, dx","Int[(-6 - 6*E^x + (2 + 2*E^x)*Log[x] + E^((9 + 12*Log[E^3*x + E^(3 + x)*x] + 4*Log[E^3*x + E^(3 + x)*x]^2)/2)*(96 + E^x*(96 + 96*x) + (64 + E^x*(64 + 64*x))*Log[E^3*x + E^(3 + x)*x]) + E^((9 + 12*Log[E^3*x + E^(3 + x)*x] + 4*Log[E^3*x + E^(3 + x)*x]^2)/4)*(64 + E^x*(64 + 72*x) + (-24 + E^x*(-24 - 24*x))*Log[x] + (48 + E^x*(48 + 48*x) + (-16 + E^x*(-16 - 16*x))*Log[x])*Log[E^3*x + E^(3 + x)*x]))/(x + E^x*x),x]","\text{\$Aborted}","\left(-\log (x)+4 e^{\left(\log \left(e^3 \left(e^x+1\right) x\right)+\frac{3}{2}\right)^2}+3\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
5250,0,0,0,0.8529063,"\int \frac{-9+6 x^2 \log (4 x)+3 x^2 \log ^2(4 x)+12 \log \left(e^{10} x\right)}{1+2 x+x^2+\left(-2 x^2-2 x^3\right) \log ^2(4 x)+x^4 \log ^4(4 x)+\left(8+8 x-8 x^2 \log ^2(4 x)\right) \log \left(e^{10} x\right)+16 \log ^2\left(e^{10} x\right)} \, dx","Int[(-9 + 6*x^2*Log[4*x] + 3*x^2*Log[4*x]^2 + 12*Log[E^10*x])/(1 + 2*x + x^2 + (-2*x^2 - 2*x^3)*Log[4*x]^2 + x^4*Log[4*x]^4 + (8 + 8*x - 8*x^2*Log[4*x]^2)*Log[E^10*x] + 16*Log[E^10*x]^2),x]","\int \frac{-9+6 x^2 \log (4 x)+3 x^2 \log ^2(4 x)+12 \log \left(e^{10} x\right)}{1+2 x+x^2+\left(-2 x^2-2 x^3\right) \log ^2(4 x)+x^4 \log ^4(4 x)+\left(8+8 x-8 x^2 \log ^2(4 x)\right) \log \left(e^{10} x\right)+16 \log ^2\left(e^{10} x\right)} \, dx","\frac{3 x}{-x^2 \log ^2(4 x)+x+4 \log \left(e^{10} x\right)+1}",1,"24*Defer[Int][Log[x]/(41 + x + 4*Log[x] - x^2*Log[4*x]^2)^2, x] + 234*Defer[Int][(-41 - x - 4*Log[x] + x^2*Log[4*x]^2)^(-2), x] + 3*Defer[Int][x/(-41 - x - 4*Log[x] + x^2*Log[4*x]^2)^2, x] + 6*Defer[Int][(x^2*Log[4*x])/(-41 - x - 4*Log[x] + x^2*Log[4*x]^2)^2, x] + 3*Defer[Int][(-41 - x - 4*Log[x] + x^2*Log[4*x]^2)^(-1), x]","F",0,0,0,0,-1,"{}"
5251,0,0,0,3.2882685,"\int \frac{-\log ^2(x)+\exp \left(\exp \left(\frac{x+\left(-8 x-4 x^2-4 \log (4)\right) \log (x)}{\log (x)}\right)+\frac{x+\left(-8 x-4 x^2-4 \log (4)\right) \log (x)}{\log (x)}\right) \left(4-4 \log (x)+(32+32 x) \log ^2(x)\right)}{4 \log ^2(x)} \, dx","Int[(-Log[x]^2 + E^(E^((x + (-8*x - 4*x^2 - 4*Log[4])*Log[x])/Log[x]) + (x + (-8*x - 4*x^2 - 4*Log[4])*Log[x])/Log[x])*(4 - 4*Log[x] + (32 + 32*x)*Log[x]^2))/(4*Log[x]^2),x]","\int \frac{-\log ^2(x)+\exp \left(\exp \left(\frac{x+\left(-8 x-4 x^2-4 \log (4)\right) \log (x)}{\log (x)}\right)+\frac{x+\left(-8 x-4 x^2-4 \log (4)\right) \log (x)}{\log (x)}\right) \left(4-4 \log (x)+(32+32 x) \log ^2(x)\right)}{4 \log ^2(x)} \, dx","-e^{e^{4 \left(-x^2-2 x+\frac{x}{4 \log (x)}-\log (4)\right)}}-\frac{x}{4}+4",1,"-1/4*x + Defer[Int][E^(E^(x*(-4*(2 + x) + Log[x]^(-1)))/256 - 4*x*(2 + x) + x/Log[x]), x]/32 + Defer[Int][E^(E^(x*(-4*(2 + x) + Log[x]^(-1)))/256 - 4*x*(2 + x) + x/Log[x])*x, x]/32 + Defer[Int][E^(E^(x*(-4*(2 + x) + Log[x]^(-1)))/256 - 4*x*(2 + x) + x/Log[x])/Log[x]^2, x]/256 - Defer[Int][E^(E^(x*(-4*(2 + x) + Log[x]^(-1)))/256 - 4*x*(2 + x) + x/Log[x])/Log[x], x]/256","F",0,0,0,0,-1,"{}"
5252,0,0,0,5.9420622,"\int \frac{4^{-5+e^{5 e x}} \left(e^{-\frac{-5+x^2}{x}}\right)^{-5+e^{5 e x}} \left(25+5 x^2+e^{5 e x} \left(-5-x^2\right)+5 e^{1+5 e x} x^2 \log \left(4 e^{-\frac{-5+x^2}{x}}\right)\right)}{x^2} \, dx","Int[(4^(-5 + E^(5*E*x))*(E^(-((-5 + x^2)/x)))^(-5 + E^(5*E*x))*(25 + 5*x^2 + E^(5*E*x)*(-5 - x^2) + 5*E^(1 + 5*E*x)*x^2*Log[4/E^((-5 + x^2)/x)]))/x^2,x]","\int \frac{4^{-5+e^{5 e x}} \left(e^{-\frac{-5+x^2}{x}}\right)^{-5+e^{5 e x}} \left(25+5 x^2+e^{5 e x} \left(-5-x^2\right)+5 e^{1+5 e x} x^2 \log \left(4 e^{-\frac{-5+x^2}{x}}\right)\right)}{x^2} \, dx","4^{e^{5 e x}-5} \left(e^{\frac{5}{x}-x}\right)^{e^{5 e x}-5}",1,"5*Defer[Int][4^(-5 + E^(5*E*x))*(E^(5/x - x))^(-5 + E^(5*E*x)), x] - Defer[Int][4^(-5 + E^(5*E*x))*E^(5*E*x)*(E^(5/x - x))^(-5 + E^(5*E*x)), x] + 5*Log[4*E^(5/x - x)]*Defer[Int][4^(-5 + E^(5*E*x))*E^(1 + 5*E*x)*(E^(5/x - x))^(-5 + E^(5*E*x)), x] + 25*Defer[Int][(4^(-5 + E^(5*E*x))*(E^(5/x - x))^(-5 + E^(5*E*x)))/x^2, x] - 5*Defer[Int][(4^(-5 + E^(5*E*x))*E^(5*E*x)*(E^(5/x - x))^(-5 + E^(5*E*x)))/x^2, x] + 5*Defer[Int][Defer[Int][4^(-5 + E^(5*E*x))*E^(1 + 5*E*x)*(E^(5/x - x))^(-5 + E^(5*E*x)), x], x] + 25*Defer[Int][Defer[Int][4^(-5 + E^(5*E*x))*E^(1 + 5*E*x)*(E^(5/x - x))^(-5 + E^(5*E*x)), x]/x^2, x]","F",0,0,0,0,-1,"{}"
5253,1,24,0,0.1514188,"\int \left(1+e^{e^{\frac{1}{2} \left(20+x^2\right)}-x+x^2} \left(1-2 x-e^{\frac{1}{2} \left(20+x^2\right)} x\right)\right) \, dx","Int[1 + E^(E^((20 + x^2)/2) - x + x^2)*(1 - 2*x - E^((20 + x^2)/2)*x),x]","x-e^{x^2+e^{\frac{1}{2} \left(x^2+20\right)}-x}","-e^{x^2+e^{\frac{x^2}{2}+10}-x}+x-1",1,"-E^(E^((20 + x^2)/2) - x + x^2) + x","A",2,1,42,0.02381,1,"{6706}"
5254,1,23,0,0.1331105,"\int \frac{6 e^2+e^{\frac{1}{3} (1+4 x)} \left(100-80 x+16 x^2\right)}{75-60 x+12 x^2} \, dx","Int[(6*E^2 + E^((1 + 4*x)/3)*(100 - 80*x + 16*x^2))/(75 - 60*x + 12*x^2),x]","e^{\frac{4 x}{3}+\frac{1}{3}}+\frac{e^2}{5-2 x}","e^{x+\frac{x+1}{3}}+\frac{e^2}{5-2 x}",1,"E^(1/3 + (4*x)/3) + E^2/(5 - 2*x)","A",5,4,41,0.09756,1,"{27, 12, 6742, 2194}"
5255,-1,0,0,180.0020891,"\int \frac{\exp \left(\exp \left(\frac{153-24 x+x^2-120 x^3+10 x^4+25 x^6+e^{10} \left(17-16 x+4 x^2\right)+e^5 \left(-102+56 x-4 x^2+40 x^3-20 x^4\right)}{9 x-6 e^5 x+e^{10} x}\right)+\frac{153-24 x+x^2-120 x^3+10 x^4+25 x^6+e^{10} \left(17-16 x+4 x^2\right)+e^5 \left(-102+56 x-4 x^2+40 x^3-20 x^4\right)}{9 x-6 e^5 x+e^{10} x}\right) \left(-153+x^2-240 x^3+30 x^4+125 x^6+e^{10} \left(-17+4 x^2\right)+e^5 \left(102-4 x^2+80 x^3-60 x^4\right)\right)}{9 x^2-6 e^5 x^2+e^{10} x^2} \, dx","Int[(E^(E^((153 - 24*x + x^2 - 120*x^3 + 10*x^4 + 25*x^6 + E^10*(17 - 16*x + 4*x^2) + E^5*(-102 + 56*x - 4*x^2 + 40*x^3 - 20*x^4))/(9*x - 6*E^5*x + E^10*x)) + (153 - 24*x + x^2 - 120*x^3 + 10*x^4 + 25*x^6 + E^10*(17 - 16*x + 4*x^2) + E^5*(-102 + 56*x - 4*x^2 + 40*x^3 - 20*x^4))/(9*x - 6*E^5*x + E^10*x))*(-153 + x^2 - 240*x^3 + 30*x^4 + 125*x^6 + E^10*(-17 + 4*x^2) + E^5*(102 - 4*x^2 + 80*x^3 - 60*x^4)))/(9*x^2 - 6*E^5*x^2 + E^10*x^2),x]","\text{\$Aborted}","\exp \left(e^{\frac{\left(-\frac{5 \left(x^3-x\right)}{e^5-3}+2 x-4\right)^2+1}{x}}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5256,1,19,0,0.0066688,"\int (-45+4 \log (x)+16 \log (\log (4))) \, dx","Int[-45 + 4*Log[x] + 16*Log[Log[4]],x]","-4 x+4 x \log (x)-x (45-16 \log (\log (4)))","4 x (\log (x)-4 (3-\log (\log (4))))-x",1,"-4*x + 4*x*Log[x] - x*(45 - 16*Log[Log[4]])","A",2,1,11,0.09091,1,"{2295}"
5257,0,0,0,4.8068001,"\int \frac{e^{\log \left(5-e^{x+x^2}\right) \log \left(-\frac{x}{4}\right)} \left(\left(-5+e^{x+x^2}\right) \log \left(5-e^{x+x^2}\right)+e^{x+x^2} \left(x+2 x^2\right) \log \left(-\frac{x}{4}\right)\right)}{-5 x+e^{x+x^2} x} \, dx","Int[(E^(Log[5 - E^(x + x^2)]*Log[-1/4*x])*((-5 + E^(x + x^2))*Log[5 - E^(x + x^2)] + E^(x + x^2)*(x + 2*x^2)*Log[-1/4*x]))/(-5*x + E^(x + x^2)*x),x]","\int \frac{e^{\log \left(5-e^{x+x^2}\right) \log \left(-\frac{x}{4}\right)} \left(\left(-5+e^{x+x^2}\right) \log \left(5-e^{x+x^2}\right)+e^{x+x^2} \left(x+2 x^2\right) \log \left(-\frac{x}{4}\right)\right)}{-5 x+e^{x+x^2} x} \, dx","e^{\log \left(5-e^{x^2+x}\right) \log \left(-\frac{x}{4}\right)}",1,"Defer[Int][(E^(Log[5 - E^(x + x^2)]*Log[-1/4*x])*Log[5 - E^(x + x^2)])/x, x] + 4*Defer[Subst][Defer[Int][E^(Log[5 - E^(4*x*(1 + 4*x))]*Log[-x])*Log[-x], x], x, x/4] - 20*Defer[Subst][Defer[Int][(5 - E^(4*x*(1 + 4*x)))^(-1 + Log[-x])*Log[-x], x], x, x/4] + 32*Defer[Subst][Defer[Int][E^(Log[5 - E^(4*x*(1 + 4*x))]*Log[-x])*x*Log[-x], x], x, x/4] - 160*Defer[Subst][Defer[Int][(5 - E^(4*x*(1 + 4*x)))^(-1 + Log[-x])*x*Log[-x], x], x, x/4]","F",0,0,0,0,-1,"{}"
5258,1,20,0,0.2792645,"\int \frac{e^{e^3+x-\log ^2\left(\frac{1}{2} (x+2 \log (4))\right)} \left(x+2 \log (4)-2 \log \left(\frac{1}{2} (x+2 \log (4))\right)\right)}{x+2 \log (4)} \, dx","Int[(E^(E^3 + x - Log[(x + 2*Log[4])/2]^2)*(x + 2*Log[4] - 2*Log[(x + 2*Log[4])/2]))/(x + 2*Log[4]),x]","e^{x-\log ^2\left(\frac{1}{2} (x+\log (16))\right)+e^3}","e^{x-\log ^2\left(\frac{x}{2}+\log (4)\right)+e^3}+\log ^2(3)",1,"E^(E^3 + x - Log[(x + Log[16])/2]^2)","A",1,1,50,0.02000,1,"{6706}"
5259,0,0,0,0.2753868,"\int \frac{-x-625 x^5-\log (2)+\left(2500 x^5-\log (2)\right) \log (5 x)}{x^2 \log ^2(5 x)} \, dx","Int[(-x - 625*x^5 - Log[2] + (2500*x^5 - Log[2])*Log[5*x])/(x^2*Log[5*x]^2),x]","\int \frac{-x-625 x^5-\log (2)+\left(2500 x^5-\log (2)\right) \log (5 x)}{x^2 \log ^2(5 x)} \, dx","\frac{625 x^5+x+\log (2)}{x \log (5 x)}",1,"4*ExpIntegralEi[4*Log[5*x]] - 5*ExpIntegralEi[-Log[5*x]]*Log[2] + Defer[Int][(-x - 625*x^5 - Log[2])/(x^2*Log[5*x]^2), x]","F",0,0,0,0,-1,"{}"
5260,1,55,0,3.352304,"\int \frac{-15 e^x+6 e^{2 x} x}{50+e^x \left(45-20 e^2+20 x^2\right)+e^{2 x} \left(9+2 e^4+9 x^2+2 x^4+e^2 \left(-9-4 x^2\right)\right)+\left(-20 e^x+e^{2 x} \left(-9+4 e^2-4 x^2\right)\right) \log (\log (4))+2 e^{2 x} \log ^2(\log (4))} \, dx","Int[(-15*E^x + 6*E^(2*x)*x)/(50 + E^x*(45 - 20*E^2 + 20*x^2) + E^(2*x)*(9 + 2*E^4 + 9*x^2 + 2*x^4 + E^2*(-9 - 4*x^2)) + (-20*E^x + E^(2*x)*(-9 + 4*E^2 - 4*x^2))*Log[Log[4]] + 2*E^(2*x)*Log[Log[4]]^2),x]","\log \left(2 e^x x^2+e^x \left(3-2 \left(e^2+\log (\log (4))\right)\right)+10\right)-\log \left(e^x x^2+e^x \left(3-e^2-\log (\log (4))\right)+5\right)","\log \left(\frac{3}{-x^2-5 e^{-x}+e^2-3+\log (\log (4))}+2\right)+4",1,"-Log[5 + E^x*x^2 + E^x*(3 - E^2 - Log[Log[4]])] + Log[10 + 2*E^x*x^2 + E^x*(3 - 2*(E^2 + Log[Log[4]]))]","A",6,4,109,0.03670,1,"{6741, 12, 6742, 6684}"
5261,-1,0,0,180.0252435,"\int \frac{\exp \left(\frac{50 e^6 x^2+20 e^7 x^2+2 e^8 x^2}{x^2+e^3 \left(40 x-40 x^2\right)+e^8 \left(16-32 x+16 x^2\right)+e^6 \left(400-800 x+400 x^2\right)+e^{2 x} \left(25 e^6 x^2+10 e^7 x^2+e^8 x^2\right)+e^4 \left(8 x-8 x^2+e^3 \left(160-320 x+160 x^2\right)\right)+e^x \left(-10 e^3 x^2+e^8 \left(-8 x+8 x^2\right)+e^6 \left(-200 x+200 x^2\right)+e^4 \left(-2 x^2+e^3 \left(-80 x+80 x^2\right)\right)\right)}\right) \left(-2000 e^9 x-1200 e^{10} x-240 e^{11} x-16 e^{12} x+e^x \left(-500 e^9 x^3-300 e^{10} x^3-60 e^{11} x^3-4 e^{12} x^3\right)\right)}{-x^3+e^6 \left(-1200 x+2400 x^2-1200 x^3\right)+e^3 \left(-60 x^2+60 x^3\right)+e^{12} \left(-64+192 x-192 x^2+64 x^3\right)+e^9 \left(-8000+24000 x-24000 x^2+8000 x^3\right)+e^{3 x} \left(125 e^9 x^3+75 e^{10} x^3+15 e^{11} x^3+e^{12} x^3\right)+e^8 \left(-48 x+96 x^2-48 x^3+e^3 \left(-960+2880 x-2880 x^2+960 x^3\right)\right)+e^4 \left(-12 x^2+12 x^3+e^3 \left(-480 x+960 x^2-480 x^3\right)+e^6 \left(-4800+14400 x-14400 x^2+4800 x^3\right)\right)+e^{2 x} \left(-75 e^6 x^3+e^{12} \left(-12 x^2+12 x^3\right)+e^9 \left(-1500 x^2+1500 x^3\right)+e^8 \left(-3 x^3+e^3 \left(-180 x^2+180 x^3\right)\right)+e^4 \left(-30 e^3 x^3+e^6 \left(-900 x^2+900 x^3\right)\right)\right)+e^x \left(15 e^3 x^3+e^6 \left(600 x^2-600 x^3\right)+e^{12} \left(48 x-96 x^2+48 x^3\right)+e^9 \left(6000 x-12000 x^2+6000 x^3\right)+e^8 \left(24 x^2-24 x^3+e^3 \left(720 x-1440 x^2+720 x^3\right)\right)+e^4 \left(3 x^3+e^3 \left(240 x^2-240 x^3\right)+e^6 \left(3600 x-7200 x^2+3600 x^3\right)\right)\right)} \, dx","Int[(E^((50*E^6*x^2 + 20*E^7*x^2 + 2*E^8*x^2)/(x^2 + E^3*(40*x - 40*x^2) + E^8*(16 - 32*x + 16*x^2) + E^6*(400 - 800*x + 400*x^2) + E^(2*x)*(25*E^6*x^2 + 10*E^7*x^2 + E^8*x^2) + E^4*(8*x - 8*x^2 + E^3*(160 - 320*x + 160*x^2)) + E^x*(-10*E^3*x^2 + E^8*(-8*x + 8*x^2) + E^6*(-200*x + 200*x^2) + E^4*(-2*x^2 + E^3*(-80*x + 80*x^2)))))*(-2000*E^9*x - 1200*E^10*x - 240*E^11*x - 16*E^12*x + E^x*(-500*E^9*x^3 - 300*E^10*x^3 - 60*E^11*x^3 - 4*E^12*x^3)))/(-x^3 + E^6*(-1200*x + 2400*x^2 - 1200*x^3) + E^3*(-60*x^2 + 60*x^3) + E^12*(-64 + 192*x - 192*x^2 + 64*x^3) + E^9*(-8000 + 24000*x - 24000*x^2 + 8000*x^3) + E^(3*x)*(125*E^9*x^3 + 75*E^10*x^3 + 15*E^11*x^3 + E^12*x^3) + E^8*(-48*x + 96*x^2 - 48*x^3 + E^3*(-960 + 2880*x - 2880*x^2 + 960*x^3)) + E^4*(-12*x^2 + 12*x^3 + E^3*(-480*x + 960*x^2 - 480*x^3) + E^6*(-4800 + 14400*x - 14400*x^2 + 4800*x^3)) + E^(2*x)*(-75*E^6*x^3 + E^12*(-12*x^2 + 12*x^3) + E^9*(-1500*x^2 + 1500*x^3) + E^8*(-3*x^3 + E^3*(-180*x^2 + 180*x^3)) + E^4*(-30*E^3*x^3 + E^6*(-900*x^2 + 900*x^3))) + E^x*(15*E^3*x^3 + E^6*(600*x^2 - 600*x^3) + E^12*(48*x - 96*x^2 + 48*x^3) + E^9*(6000*x - 12000*x^2 + 6000*x^3) + E^8*(24*x^2 - 24*x^3 + E^3*(720*x - 1440*x^2 + 720*x^3)) + E^4*(3*x^3 + E^3*(240*x^2 - 240*x^3) + E^6*(3600*x - 7200*x^2 + 3600*x^3)))),x]","\text{\$Aborted}","e^{\frac{2}{\left(-\frac{\frac{x}{5 e^3+e^4}+4}{x}+e^x+4\right)^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
5262,0,0,0,2.1292286,"\int \frac{-125 x^4-75 e^{x^2} x^4-15 e^{2 x^2} x^4-e^{3 x^2} x^4+\left(250 x^3+250 x^4+e^{3 x^2} \left(2 x^3+2 x^4\right)+e^{2 x^2} \left(30 x^3+30 x^4\right)+e^{x^2} \left(150 x^3+150 x^4\right)\right) \log (1+x)+\left(625+625 x-9650 x^2-9650 x^3+e^{3 x^2} \left(-85 x^2-85 x^3\right)+e^{x^2} \left(125+125 x-5480 x^2-3680 x^3+1420 x^4-380 x^5\right)+e^{2 x^2} \left(-1235 x^2-835 x^3+320 x^4-80 x^5\right)\right) \log ^2(1+x)}{\left(625 x^2+625 x^3+e^{3 x^2} \left(5 x^2+5 x^3\right)+e^{2 x^2} \left(75 x^2+75 x^3\right)+e^{x^2} \left(375 x^2+375 x^3\right)\right) \log ^2(1+x)} \, dx","Int[(-125*x^4 - 75*E^x^2*x^4 - 15*E^(2*x^2)*x^4 - E^(3*x^2)*x^4 + (250*x^3 + 250*x^4 + E^(3*x^2)*(2*x^3 + 2*x^4) + E^(2*x^2)*(30*x^3 + 30*x^4) + E^x^2*(150*x^3 + 150*x^4))*Log[1 + x] + (625 + 625*x - 9650*x^2 - 9650*x^3 + E^(3*x^2)*(-85*x^2 - 85*x^3) + E^x^2*(125 + 125*x - 5480*x^2 - 3680*x^3 + 1420*x^4 - 380*x^5) + E^(2*x^2)*(-1235*x^2 - 835*x^3 + 320*x^4 - 80*x^5))*Log[1 + x]^2)/((625*x^2 + 625*x^3 + E^(3*x^2)*(5*x^2 + 5*x^3) + E^(2*x^2)*(75*x^2 + 75*x^3) + E^x^2*(375*x^2 + 375*x^3))*Log[1 + x]^2),x]","\int \frac{-125 x^4-75 e^{x^2} x^4-15 e^{2 x^2} x^4-e^{3 x^2} x^4+\left(250 x^3+250 x^4+e^{3 x^2} \left(2 x^3+2 x^4\right)+e^{2 x^2} \left(30 x^3+30 x^4\right)+e^{x^2} \left(150 x^3+150 x^4\right)\right) \log (1+x)+\left(625+625 x-9650 x^2-9650 x^3+e^{3 x^2} \left(-85 x^2-85 x^3\right)+e^{x^2} \left(125+125 x-5480 x^2-3680 x^3+1420 x^4-380 x^5\right)+e^{2 x^2} \left(-1235 x^2-835 x^3+320 x^4-80 x^5\right)\right) \log ^2(1+x)}{\left(625 x^2+625 x^3+e^{3 x^2} \left(5 x^2+5 x^3\right)+e^{2 x^2} \left(75 x^2+75 x^3\right)+e^{x^2} \left(375 x^2+375 x^3\right)\right) \log ^2(1+x)} \, dx","x \left(-\left(4-\frac{x-5}{\left(e^{x^2}+5\right) x}\right)^2+\frac{x}{5 \log (x+1)}-1\right)",1,"10/(5 + E^x^2)^2 - 40/(5 + E^x^2) - 17*x + 1/(5*Log[1 + x]) - (2*(1 + x))/(5*Log[1 + x]) + (1 + x)^2/(5*Log[1 + x]) - 500*Defer[Int][(5 + E^x^2)^(-3), x] + 99*Defer[Int][(5 + E^x^2)^(-2), x] + 8*Defer[Int][(5 + E^x^2)^(-1), x] + 25*Defer[Int][1/((5 + E^x^2)^2*x^2), x] - 20*Defer[Int][x^2/(5 + E^x^2)^3, x] + 84*Defer[Int][x^2/(5 + E^x^2)^2, x] - 16*Defer[Int][x^2/(5 + E^x^2), x]","F",0,0,0,0,-1,"{}"
5263,1,66,0,1.2281803,"\int \frac{(-16-2 x) \log ^2(x)+\left(16 x+2 x^2+2 x^3\right) \log \left(\frac{8+x}{4}\right)+\log (x) \left(16+2 x+2 x^2+\left(-16 x-2 x^2\right) \log \left(\frac{8+x}{4}\right)\right)}{8 x^3+x^4} \, dx","Int[((-16 - 2*x)*Log[x]^2 + (16*x + 2*x^2 + 2*x^3)*Log[(8 + x)/4] + Log[x]*(16 + 2*x + 2*x^2 + (-16*x - 2*x^2)*Log[(8 + x)/4]))/(8*x^3 + x^4),x]","\frac{\log ^2(x)}{x^2}+\log ^2\left(\frac{x+8}{4}\right)-\frac{1}{4} \log \left(\frac{x}{8}+1\right) \log (x)+\frac{2 \log \left(\frac{x}{4}+2\right) \log (x)}{x}+\frac{1}{4} \log (x+8) \log (x)-\frac{1}{4} \log (8) \log (x)","\left(-\log \left(\frac{x}{4}+2\right)-\frac{\log (x)}{x}\right)^2",1,"-1/4*(Log[8]*Log[x]) - (Log[1 + x/8]*Log[x])/4 + (2*Log[2 + x/4]*Log[x])/x + Log[x]^2/x^2 + Log[(8 + x)/4]^2 + (Log[x]*Log[8 + x])/4","B",35,19,77,0.2468,1,"{1593, 6688, 12, 6742, 893, 2304, 2418, 2395, 36, 31, 29, 2390, 2301, 2376, 2392, 2391, 2357, 2317, 2305}"
5264,0,0,0,10.9298917,"\int \frac{-1000 x^2-600 x^3-620 x^4-308 x^5-60 x^6-4 x^7+\left(40 x-1192 x^2-660 x^3-1124 x^4-608 x^5-120 x^6-8 x^7+\left(20 x-96 x^2-30 x^3-2 x^4\right) \log (2)\right) \log (5)+\left(8 x-200 x^2-60 x^3-504 x^4-300 x^5-60 x^6-4 x^7+\left(8 x-100 x^2-30 x^3-2 x^4\right) \log (2)+2 x \log ^2(2)\right) \log ^2(5)+\left(\left(-80-16 x-40 x^2-8 x^3+\left(-40-8 x-20 x^2-4 x^3\right) \log (2)\right) \log (5)+\left(-16-40 x^2-8 x^3+\left(-16-20 x^2-4 x^3\right) \log (2)-4 \log ^2(2)\right) \log ^2(5)\right) \log (x)+\left(600 x^2+240 x^3+324 x^4+120 x^5+12 x^6+\left(-8 x+680 x^2+252 x^3+624 x^4+240 x^5+24 x^6+\left(-4 x+40 x^2+6 x^3\right) \log (2)\right) \log (5)+\left(80 x^2+12 x^3+300 x^4+120 x^5+12 x^6+\left(40 x^2+6 x^3\right) \log (2)\right) \log ^2(5)\right) \log ^2(x)+\left(\left(16+8 x^2+\left(8+4 x^2\right) \log (2)\right) \log (5)+\left(8 x^2+4 x^2 \log (2)\right) \log ^2(5)\right) \log ^3(x)+\left(-120 x^2-24 x^3-60 x^4-12 x^5+\left(-128 x^2-24 x^3-120 x^4-24 x^5-4 x^2 \log (2)\right) \log (5)+\left(-8 x^2-60 x^4-12 x^5-4 x^2 \log (2)\right) \log ^2(5)\right) \log ^4(x)+\left(8 x^2+4 x^4+\left(8 x^2+8 x^4\right) \log (5)+4 x^4 \log ^2(5)\right) \log ^6(x)}{-125 x-75 x^2-15 x^3-x^4+\left(75 x+30 x^2+3 x^3\right) \log ^2(x)+\left(-15 x-3 x^2\right) \log ^4(x)+x \log ^6(x)} \, dx","Int[(-1000*x^2 - 600*x^3 - 620*x^4 - 308*x^5 - 60*x^6 - 4*x^7 + (40*x - 1192*x^2 - 660*x^3 - 1124*x^4 - 608*x^5 - 120*x^6 - 8*x^7 + (20*x - 96*x^2 - 30*x^3 - 2*x^4)*Log[2])*Log[5] + (8*x - 200*x^2 - 60*x^3 - 504*x^4 - 300*x^5 - 60*x^6 - 4*x^7 + (8*x - 100*x^2 - 30*x^3 - 2*x^4)*Log[2] + 2*x*Log[2]^2)*Log[5]^2 + ((-80 - 16*x - 40*x^2 - 8*x^3 + (-40 - 8*x - 20*x^2 - 4*x^3)*Log[2])*Log[5] + (-16 - 40*x^2 - 8*x^3 + (-16 - 20*x^2 - 4*x^3)*Log[2] - 4*Log[2]^2)*Log[5]^2)*Log[x] + (600*x^2 + 240*x^3 + 324*x^4 + 120*x^5 + 12*x^6 + (-8*x + 680*x^2 + 252*x^3 + 624*x^4 + 240*x^5 + 24*x^6 + (-4*x + 40*x^2 + 6*x^3)*Log[2])*Log[5] + (80*x^2 + 12*x^3 + 300*x^4 + 120*x^5 + 12*x^6 + (40*x^2 + 6*x^3)*Log[2])*Log[5]^2)*Log[x]^2 + ((16 + 8*x^2 + (8 + 4*x^2)*Log[2])*Log[5] + (8*x^2 + 4*x^2*Log[2])*Log[5]^2)*Log[x]^3 + (-120*x^2 - 24*x^3 - 60*x^4 - 12*x^5 + (-128*x^2 - 24*x^3 - 120*x^4 - 24*x^5 - 4*x^2*Log[2])*Log[5] + (-8*x^2 - 60*x^4 - 12*x^5 - 4*x^2*Log[2])*Log[5]^2)*Log[x]^4 + (8*x^2 + 4*x^4 + (8*x^2 + 8*x^4)*Log[5] + 4*x^4*Log[5]^2)*Log[x]^6)/(-125*x - 75*x^2 - 15*x^3 - x^4 + (75*x + 30*x^2 + 3*x^3)*Log[x]^2 + (-15*x - 3*x^2)*Log[x]^4 + x*Log[x]^6),x]","\int \frac{-1000 x^2-600 x^3-620 x^4-308 x^5-60 x^6-4 x^7+\left(40 x-1192 x^2-660 x^3-1124 x^4-608 x^5-120 x^6-8 x^7+\left(20 x-96 x^2-30 x^3-2 x^4\right) \log (2)\right) \log (5)+\left(8 x-200 x^2-60 x^3-504 x^4-300 x^5-60 x^6-4 x^7+\left(8 x-100 x^2-30 x^3-2 x^4\right) \log (2)+2 x \log ^2(2)\right) \log ^2(5)+\left(\left(-80-16 x-40 x^2-8 x^3+\left(-40-8 x-20 x^2-4 x^3\right) \log (2)\right) \log (5)+\left(-16-40 x^2-8 x^3+\left(-16-20 x^2-4 x^3\right) \log (2)-4 \log ^2(2)\right) \log ^2(5)\right) \log (x)+\left(600 x^2+240 x^3+324 x^4+120 x^5+12 x^6+\left(-8 x+680 x^2+252 x^3+624 x^4+240 x^5+24 x^6+\left(-4 x+40 x^2+6 x^3\right) \log (2)\right) \log (5)+\left(80 x^2+12 x^3+300 x^4+120 x^5+12 x^6+\left(40 x^2+6 x^3\right) \log (2)\right) \log ^2(5)\right) \log ^2(x)+\left(\left(16+8 x^2+\left(8+4 x^2\right) \log (2)\right) \log (5)+\left(8 x^2+4 x^2 \log (2)\right) \log ^2(5)\right) \log ^3(x)+\left(-120 x^2-24 x^3-60 x^4-12 x^5+\left(-128 x^2-24 x^3-120 x^4-24 x^5-4 x^2 \log (2)\right) \log (5)+\left(-8 x^2-60 x^4-12 x^5-4 x^2 \log (2)\right) \log ^2(5)\right) \log ^4(x)+\left(8 x^2+4 x^4+\left(8 x^2+8 x^4\right) \log (5)+4 x^4 \log ^2(5)\right) \log ^6(x)}{-125 x-75 x^2-15 x^3-x^4+\left(75 x+30 x^2+3 x^3\right) \log ^2(x)+\left(-15 x-3 x^2\right) \log ^4(x)+x \log ^6(x)} \, dx","\left(x^2+\log (5) \left(x^2+\frac{2+\log (2)}{x-\log ^2(x)+5}\right)+2\right)^2",1,"4*x^2*(1 + Log[5]) + x^4*(1 + Log[5])^2 - 2*(Log[2]^2*Log[5]^2 + Log[4]*Log[5]^2 + Log[2]*Log[5]*Log[25] + Log[25]^2)*Defer[Int][(5 + x - Log[x]^2)^(-3), x] + 2*(100*Log[5]^2 - Log[625]*Log[298023223876953125])*Defer[Int][x/(5 + x - Log[x]^2)^3, x] + 4*Log[5]^2*(4 + Log[2]^2 + Log[16])*Defer[Int][Log[x]/(x*(5 + x - Log[x]^2)^3), x] - 2*(4 + Log[4])*Log[5]*Defer[Int][(5 + x - Log[x]^2)^(-2), x] + 2*(6*Log[5]^2 - Log[2]*Log[5]*(1 + Log[5]) - Log[25]*(1 + Log[625]))*Defer[Int][x^2/(5 + x - Log[x]^2)^2, x] + 2*Log[5]*(8 + Log[16])*Defer[Int][Log[x]/(x*(5 + x - Log[x]^2)^2), x] + 2*(4*Log[5]^2 + Log[4]*Log[5]*(1 + Log[5]) + Log[625])*Defer[Int][(x*Log[x])/(5 + x - Log[x]^2)^2, x] + 2*(4 + Log[4])*Log[5]*(1 + Log[5])*Defer[Int][x/(5 + x - Log[x]^2), x]","F",0,0,0,0,-1,"{}"
5265,1,29,0,1.5845674,"\int \frac{36-e^{3 x} x+12 \log (2)+\log ^2(2)+e^{2 x} (1-12 x-2 x \log (2))+e^x \left(12-32 x+(2-12 x) \log (2)-x \log ^2(2)\right)+\left(72+2 e^{2 x}+24 \log (2)+2 \log ^2(2)+e^x (24+4 \log (2))\right) \log (x)}{36 x+e^{2 x} x+12 x \log (2)+x \log ^2(2)+e^x (12 x+2 x \log (2))} \, dx","Int[(36 - E^(3*x)*x + 12*Log[2] + Log[2]^2 + E^(2*x)*(1 - 12*x - 2*x*Log[2]) + E^x*(12 - 32*x + (2 - 12*x)*Log[2] - x*Log[2]^2) + (72 + 2*E^(2*x) + 24*Log[2] + 2*Log[2]^2 + E^x*(24 + 4*Log[2]))*Log[x])/(36*x + E^(2*x)*x + 12*x*Log[2] + x*Log[2]^2 + E^x*(12*x + 2*x*Log[2])),x]","-e^x+\frac{1}{4} (2 \log (x)+1)^2-\frac{4}{e^x+6+\log (2)}","-e^x+\log ^2(x)+\log (2 x)-\frac{4}{e^x+6+\log (2)}",1,"-E^x - 4/(6 + E^x + Log[2]) + (1 + 2*Log[x])^2/4","A",14,10,128,0.07812,1,"{6, 6741, 6742, 2194, 2282, 36, 29, 31, 44, 2301}"
5266,1,26,0,0.2953078,"\int \frac{e^{-e^5} \left(e^{e^5} x+\left(8 x+e^{e^5} \left(1-3 x^2\right)\right) \log (x)+2 e^{e^5} x \log (x) \log (\log (x))\right)}{\log (x)} \, dx","Int[(E^E^5*x + (8*x + E^E^5*(1 - 3*x^2))*Log[x] + 2*E^E^5*x*Log[x]*Log[Log[x]])/(E^E^5*Log[x]),x]","-x^3+4 e^{-e^5} x^2+x^2 \log (\log (x))+x","x^2 \left(-x+\frac{1}{x}+\log (\log (x))+4 e^{-e^5}\right)",1,"x + (4*x^2)/E^E^5 - x^3 + x^2*Log[Log[x]]","A",11,6,53,0.1132,1,"{12, 6742, 6688, 2309, 2178, 2522}"
5267,0,0,0,1.1301495,"\int \frac{-36+320 x \log (25)-575 x^2 \log ^2(25)+\left(8-80 x \log (25)+150 x^2 \log ^2(25)\right) \log (x)+\left(-28+280 x \log (25)-525 x^2 \log ^2(25)+\left(8-80 x \log (25)+150 x^2 \log ^2(25)\right) \log (x)\right) \log \left(\frac{1}{2} (-7+2 \log (x))\right)}{-7+2 \log (x)+(-14+4 \log (x)) \log \left(\frac{1}{2} (-7+2 \log (x))\right)+(-7+2 \log (x)) \log ^2\left(\frac{1}{2} (-7+2 \log (x))\right)} \, dx","Int[(-36 + 320*x*Log[25] - 575*x^2*Log[25]^2 + (8 - 80*x*Log[25] + 150*x^2*Log[25]^2)*Log[x] + (-28 + 280*x*Log[25] - 525*x^2*Log[25]^2 + (8 - 80*x*Log[25] + 150*x^2*Log[25]^2)*Log[x])*Log[(-7 + 2*Log[x])/2])/(-7 + 2*Log[x] + (-14 + 4*Log[x])*Log[(-7 + 2*Log[x])/2] + (-7 + 2*Log[x])*Log[(-7 + 2*Log[x])/2]^2),x]","\int \frac{-36+320 x \log (25)-575 x^2 \log ^2(25)+\left(8-80 x \log (25)+150 x^2 \log ^2(25)\right) \log (x)+\left(-28+280 x \log (25)-525 x^2 \log ^2(25)+\left(8-80 x \log (25)+150 x^2 \log ^2(25)\right) \log (x)\right) \log \left(\frac{1}{2} (-7+2 \log (x))\right)}{-7+2 \log (x)+(-14+4 \log (x)) \log \left(\frac{1}{2} (-7+2 \log (x))\right)+(-7+2 \log (x)) \log ^2\left(\frac{1}{2} (-7+2 \log (x))\right)} \, dx","\frac{x (5 x \log (25)-2)^2}{\log \left(\log (x)-\frac{7}{2}\right)+1}",1,"-8*Defer[Int][1/((-7 + 2*Log[x])*(1 + Log[-7/2 + Log[x]])^2), x] + 40*Log[25]*Defer[Int][x/((-7 + 2*Log[x])*(1 + Log[-7/2 + Log[x]])^2), x] - 50*Log[25]^2*Defer[Int][x^2/((-7 + 2*Log[x])*(1 + Log[-7/2 + Log[x]])^2), x] + 4*Defer[Int][(1 + Log[-7/2 + Log[x]])^(-1), x] - 40*Log[25]*Defer[Int][x/(1 + Log[-7/2 + Log[x]]), x] + 75*Log[25]^2*Defer[Int][x^2/(1 + Log[-7/2 + Log[x]]), x]","F",0,0,0,0,-1,"{}"
5268,1,16,0,0.3873932,"\int \frac{e^x \left(4 x-4 x^2\right)}{625 e^{3 x}-1875 e^{2 x} x+1875 e^x x^2-625 x^3} \, dx","Int[(E^x*(4*x - 4*x^2))/(625*E^(3*x) - 1875*E^(2*x)*x + 1875*E^x*x^2 - 625*x^3),x]","\frac{2}{625 \left(1-\frac{e^x}{x}\right)^2}","\frac{2}{25 \left(5-\frac{5 e^x}{x}\right)^2}-6",1,"2/(625*(1 - E^x/x)^2)","A",5,5,44,0.1136,1,"{1593, 6688, 12, 6712, 32}"
5269,0,0,0,1.4090883,"\int \frac{e^{-x-e^{-x} x} \left(-4 x^3+4 x^4+e^{e^x+e^{-x} x} \left(-2 e^x+e^{2 x} x\right)+e^{x+e^{-x} x} (-x-2 \log (5))\right)}{4 x^3} \, dx","Int[(E^(-x - x/E^x)*(-4*x^3 + 4*x^4 + E^(E^x + x/E^x)*(-2*E^x + E^(2*x)*x) + E^(x + x/E^x)*(-x - 2*Log[5])))/(4*x^3),x]","\int \frac{e^{-x-e^{-x} x} \left(-4 x^3+4 x^4+e^{e^x+e^{-x} x} \left(-2 e^x+e^{2 x} x\right)+e^{x+e^{-x} x} (-x-2 \log (5))\right)}{4 x^3} \, dx","\frac{x+e^{e^x}+\log (5)}{4 x^2}+e^{-e^{-x} x}",1,"(x + Log[25])^2/(8*x^2*Log[25]) - Defer[Int][E^(-(((1 + E^x)*x)/E^x)), x] - Defer[Int][E^E^x/x^3, x]/2 + Defer[Int][E^(E^x + x)/x^2, x]/4 + Defer[Int][x/E^(((1 + E^x)*x)/E^x), x]","F",0,0,0,0,-1,"{}"
5270,0,0,0,5.6015964,"\int \frac{25+150 x-25 x^2+e^{2 e^{-4+x}+2 x} \left(9-4 x+2 x^2+e^{-4+x} \left(8-2 x+2 x^2\right)\right)}{625+e^{4 e^{-4+x}+4 x}+1250 x^2+625 x^4+e^{2 e^{-4+x}+2 x} \left(50+50 x^2\right)} \, dx","Int[(25 + 150*x - 25*x^2 + E^(2*E^(-4 + x) + 2*x)*(9 - 4*x + 2*x^2 + E^(-4 + x)*(8 - 2*x + 2*x^2)))/(625 + E^(4*E^(-4 + x) + 4*x) + 1250*x^2 + 625*x^4 + E^(2*E^(-4 + x) + 2*x)*(50 + 50*x^2)),x]","\int \frac{25+150 x-25 x^2+e^{2 e^{-4+x}+2 x} \left(9-4 x+2 x^2+e^{-4+x} \left(8-2 x+2 x^2\right)\right)}{625+e^{4 e^{-4+x}+4 x}+1250 x^2+625 x^4+e^{2 e^{-4+x}+2 x} \left(50+50 x^2\right)} \, dx","\frac{-x^2+x-4}{25 x^2+e^{2 x+2 e^{x-4}}+25}",1,"-200*Defer[Int][(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^(-2), x] - (200*Defer[Int][E^x/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x])/E^4 + 250*Defer[Int][x/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x] + (50*Defer[Int][(E^x*x)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x])/E^4 - 300*Defer[Int][x^2/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x] - (250*Defer[Int][(E^x*x^2)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x])/E^4 + 100*Defer[Int][x^3/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x] + (50*Defer[Int][(E^x*x^3)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x])/E^4 - 50*Defer[Int][x^4/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x] - (50*Defer[Int][(E^x*x^4)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^2, x])/E^4 + 9*Defer[Int][(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2)^(-1), x] + (8*Defer[Int][E^x/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2), x])/E^4 - 4*Defer[Int][x/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2), x] - (2*Defer[Int][(E^x*x)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2), x])/E^4 + 2*Defer[Int][x^2/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2), x] + (2*Defer[Int][(E^x*x^2)/(25 + E^(2*E^(-4 + x) + 2*x) + 25*x^2), x])/E^4","F",0,0,0,0,-1,"{}"
5271,1,9,0,0.0087766,"\int 10 e^{e^{2 x}+2 x} \, dx","Int[10*E^(E^(2*x) + 2*x),x]","5 e^{e^{2 x}}","5 e^{e^{2 x}}",1,"5*E^E^(2*x)","A",3,3,13,0.2308,1,"{12, 2282, 2194}"
5272,0,0,0,4.2255725,"\int \frac{2 x^2+24 x^5 \log ^4(4)-16 x^9 \log ^8(4)+e^{25 x^2} \left(2-100 x^2-24 x^3 \log ^4(4)+16 x^7 \log ^8(4)\right)+\left(8 e^{25 x^2} x^4 \log ^4(4)-8 x^6 \log ^4(4)\right) \log \left(\frac{e^{25 x^2}-x^2}{x}\right)+\left(e^{25 x^2} x-x^3\right) \log ^2\left(\frac{e^{25 x^2}-x^2}{x}\right)}{16 e^{25 x^2} x^7 \log ^8(4)-16 x^9 \log ^8(4)+\left(8 e^{25 x^2} x^4 \log ^4(4)-8 x^6 \log ^4(4)\right) \log \left(\frac{e^{25 x^2}-x^2}{x}\right)+\left(e^{25 x^2} x-x^3\right) \log ^2\left(\frac{e^{25 x^2}-x^2}{x}\right)} \, dx","Int[(2*x^2 + 24*x^5*Log[4]^4 - 16*x^9*Log[4]^8 + E^(25*x^2)*(2 - 100*x^2 - 24*x^3*Log[4]^4 + 16*x^7*Log[4]^8) + (8*E^(25*x^2)*x^4*Log[4]^4 - 8*x^6*Log[4]^4)*Log[(E^(25*x^2) - x^2)/x] + (E^(25*x^2)*x - x^3)*Log[(E^(25*x^2) - x^2)/x]^2)/(16*E^(25*x^2)*x^7*Log[4]^8 - 16*x^9*Log[4]^8 + (8*E^(25*x^2)*x^4*Log[4]^4 - 8*x^6*Log[4]^4)*Log[(E^(25*x^2) - x^2)/x] + (E^(25*x^2)*x - x^3)*Log[(E^(25*x^2) - x^2)/x]^2),x]","\int \frac{2 x^2+24 x^5 \log ^4(4)-16 x^9 \log ^8(4)+e^{25 x^2} \left(2-100 x^2-24 x^3 \log ^4(4)+16 x^7 \log ^8(4)\right)+\left(8 e^{25 x^2} x^4 \log ^4(4)-8 x^6 \log ^4(4)\right) \log \left(\frac{e^{25 x^2}-x^2}{x}\right)+\left(e^{25 x^2} x-x^3\right) \log ^2\left(\frac{e^{25 x^2}-x^2}{x}\right)}{16 e^{25 x^2} x^7 \log ^8(4)-16 x^9 \log ^8(4)+\left(8 e^{25 x^2} x^4 \log ^4(4)-8 x^6 \log ^4(4)\right) \log \left(\frac{e^{25 x^2}-x^2}{x}\right)+\left(e^{25 x^2} x-x^3\right) \log ^2\left(\frac{e^{25 x^2}-x^2}{x}\right)} \, dx","\frac{2}{4 x^3 \log ^4(4)+\log \left(\frac{e^{25 x^2}}{x}-x\right)}+x",1,"x + 2*Defer[Int][1/(x*(4*x^3*Log[4]^4 + Log[E^(25*x^2)/x - x])^2), x] - 100*Defer[Int][x/(4*x^3*Log[4]^4 + Log[E^(25*x^2)/x - x])^2, x] - 24*Log[4]^4*Defer[Int][x^2/(4*x^3*Log[4]^4 + Log[E^(25*x^2)/x - x])^2, x] - 4*Defer[Int][x/((-E^(25*x^2) + x^2)*(4*x^3*Log[4]^4 + Log[E^(25*x^2)/x - x])^2), x] + 100*Defer[Int][x^3/((-E^(25*x^2) + x^2)*(4*x^3*Log[4]^4 + Log[E^(25*x^2)/x - x])^2), x]","F",0,0,0,0,-1,"{}"
5273,1,24,0,0.3609489,"\int \frac{-15-5 x^2+e^{4 e^2-2 x} \left(-10 x-2 x^3\right)}{5 x+x^3} \, dx","Int[(-15 - 5*x^2 + E^(4*E^2 - 2*x)*(-10*x - 2*x^3))/(5*x + x^3),x]","-\log \left(x^2+5\right)+e^{4 e^2-2 x}-3 \log (x)","-\log \left(2 x^3 \left(x^2+5\right)\right)+e^{4 e^2-2 x}+\log (5)",1,"E^(4*E^2 - 2*x) - 3*Log[x] - Log[5 + x^2]","A",7,5,38,0.1316,1,"{1593, 6725, 2194, 446, 72}"
5274,1,41,0,0.2203102,"\int \frac{-10 x^2-2 x^3+e^{4/x} \left(20+23 x+4 x^2\right)}{10 x^5} \, dx","Int[(-10*x^2 - 2*x^3 + E^(4/x)*(20 + 23*x + 4*x^2))/(10*x^5),x]","-\frac{e^{4/x}}{2 x^3}+\frac{(x+5)^2}{50 x^2}-\frac{e^{4/x}}{5 x^2}","1-\frac{\left(e^{4/x}-x\right) \left(\frac{4 x}{5}+2\right)}{4 x^3}",1,"-1/2*E^(4/x)/x^3 - E^(4/x)/(5*x^2) + (5 + x)^2/(50*x^2)","A",15,6,36,0.1667,1,"{12, 14, 37, 6742, 2212, 2209}"
5275,1,26,0,0.4623619,"\int \frac{-64+64 x-16 x^2+e^x \left(-32+64 x-16 x^2\right)}{4 x^2-4 x^3+x^4} \, dx","Int[(-64 + 64*x - 16*x^2 + E^x*(-32 + 64*x - 16*x^2))/(4*x^2 - 4*x^3 + x^4),x]","\frac{8 e^x}{x}+\frac{16}{x}+\frac{8 e^x}{2-x}","\frac{16}{x}-\frac{16 e^x}{(x-3) x+x}",1,"(8*E^x)/(2 - x) + 16/x + (8*E^x)/x","A",12,5,41,0.1220,1,"{1594, 27, 6742, 2177, 2178}"
5276,0,0,0,0.5978859,"\int e^{-e^{9 x^4}-x} \left(2 x-x^2-36 e^{9 x^4} x^5+e^{e^{9 x^4}} \left(-4 x+2 x^2\right)\right) \, dx","Int[E^(-E^(9*x^4) - x)*(2*x - x^2 - 36*E^(9*x^4)*x^5 + E^E^(9*x^4)*(-4*x + 2*x^2)),x]","\int e^{-e^{9 x^4}-x} \left(2 x-x^2-36 e^{9 x^4} x^5+e^{e^{9 x^4}} \left(-4 x+2 x^2\right)\right) \, dx","e^{-x} x \left(e^{-e^{9 x^4}} x-2 x\right)",1,"(-2*x^2)/E^x + 2*Defer[Int][E^(-E^(9*x^4) - x)*x, x] - Defer[Int][E^(-E^(9*x^4) - x)*x^2, x] - 36*Defer[Int][E^(-E^(9*x^4) - x + 9*x^4)*x^5, x]","F",0,0,0,0,-1,"{}"
5277,1,12,0,0.025191,"\int \frac{18+11 e^x}{15+5 e^x} \, dx","Int[(18 + 11*E^x)/(15 + 5*E^x),x]","\frac{6 x}{5}+\log \left(e^x+3\right)","\frac{6 x}{5}+\log \left(e^x+3\right)+23",1,"(6*x)/5 + Log[3 + E^x]","A",3,2,17,0.1176,1,"{2282, 72}"
5278,1,24,0,0.1002081,"\int \frac{6 x+4 x^2+(-6-4 x) \log \left(\frac{1}{-4-8 x+(1+2 x) \log (8)}\right)}{1+2 x} \, dx","Int[(6*x + 4*x^2 + (-6 - 4*x)*Log[(-4 - 8*x + (1 + 2*x)*Log[8])^(-1)])/(1 + 2*x),x]","\left(x-\log \left(-\frac{1}{(2 x+1) (4-\log (8))}\right)\right)^2","\left(\log \left(\frac{x}{\left(2 x^2+x\right) (\log (8)-4)}\right)-x\right)^2+5",1,"(x - Log[-(1/((1 + 2*x)*(4 - Log[8])))])^2","A",3,3,39,0.07692,1,"{6741, 12, 6686}"
5279,0,0,0,1.0824368,"\int \left(-6 x^2+e^{e^{5+x^2}-x+2 e^{e^{5+x^2}-x} x} \left(2-2 x+4 e^{5+x^2} x^2\right)+e^x \left(3 x^2+x^3\right)\right) \, dx","Int[-6*x^2 + E^(E^(5 + x^2) - x + 2*E^(E^(5 + x^2) - x)*x)*(2 - 2*x + 4*E^(5 + x^2)*x^2) + E^x*(3*x^2 + x^3),x]","\int \left(-6 x^2+e^{e^{5+x^2}-x+2 e^{e^{5+x^2}-x} x} \left(2-2 x+4 e^{5+x^2} x^2\right)+e^x \left(3 x^2+x^3\right)\right) \, dx","\left(e^x-2\right) x^3+e^{2 e^{e^{x^2+5}-x} x}",1,"-2*x^3 + E^x*x^3 + 2*Defer[Int][E^(E^(5 + x^2) - x + 2*E^(E^(5 + x^2) - x)*x), x] - 2*Defer[Int][E^(E^(5 + x^2) - x + 2*E^(E^(5 + x^2) - x)*x)*x, x] + 4*Defer[Int][E^(5 + E^(5 + x^2) - x + 2*E^(E^(5 + x^2) - x)*x + x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
5280,1,12,0,0.168031,"\int \frac{2+x-2 \log (x)}{\left(2 x+x^2\right) \log (x)} \, dx","Int[(2 + x - 2*Log[x])/((2*x + x^2)*Log[x]),x]","-\log (x)+\log (x+2)+\log (\log (x))","\log \left(\frac{3 (-x-2) \log (x)}{50 x}\right)",1,"-Log[x] + Log[2 + x] + Log[Log[x]]","A",8,6,21,0.2857,1,"{1593, 6742, 36, 29, 31, 2302}"
5281,1,42,0,0.0962589,"\int \frac{1+e^{-8+12 e^5+4 x^2} \left(-x+32 x^2-8 x^3\right)}{x} \, dx","Int[(1 + E^(-8 + 12*E^5 + 4*x^2)*(-x + 32*x^2 - 8*x^3))/x,x]","-e^{4 x^2-4 \left(2-3 e^5\right)} x+4 e^{4 x^2-4 \left(2-3 e^5\right)}+\log (x)","-e^{4 \left(x^2+3 e^5-2\right)} (x-4)+\log (x)-4",1,"4*E^(-4*(2 - 3*E^5) + 4*x^2) - E^(-4*(2 - 3*E^5) + 4*x^2)*x + Log[x]","A",8,5,35,0.1429,1,"{14, 2226, 2204, 2209, 2212}"
5282,0,0,0,4.0239625,"\int \frac{-192-672 x-912 x^2-600 x^3-192 x^4-24 x^5+e^x \left(-12-30 x-18 x^2\right)+\left(96+144 x+72 x^2+12 x^3+e^x (6+3 x)\right) \log \left(\frac{e^{-2 x} \left(6400+25 e^{2 x}+12800 x+9600 x^2+3200 x^3+400 x^4+e^x \left(800+800 x+200 x^2\right)\right)}{16 x^2+32 x^3+24 x^4+8 x^5+x^6}\right)}{160+560 x+760 x^2+500 x^3+160 x^4+20 x^5+e^x \left(10+25 x+20 x^2+5 x^3\right)} \, dx","Int[(-192 - 672*x - 912*x^2 - 600*x^3 - 192*x^4 - 24*x^5 + E^x*(-12 - 30*x - 18*x^2) + (96 + 144*x + 72*x^2 + 12*x^3 + E^x*(6 + 3*x))*Log[(6400 + 25*E^(2*x) + 12800*x + 9600*x^2 + 3200*x^3 + 400*x^4 + E^x*(800 + 800*x + 200*x^2))/(E^(2*x)*(16*x^2 + 32*x^3 + 24*x^4 + 8*x^5 + x^6))])/(160 + 560*x + 760*x^2 + 500*x^3 + 160*x^4 + 20*x^5 + E^x*(10 + 25*x + 20*x^2 + 5*x^3)),x]","\int \frac{-192-672 x-912 x^2-600 x^3-192 x^4-24 x^5+e^x \left(-12-30 x-18 x^2\right)+\left(96+144 x+72 x^2+12 x^3+e^x (6+3 x)\right) \log \left(\frac{e^{-2 x} \left(6400+25 e^{2 x}+12800 x+9600 x^2+3200 x^3+400 x^4+e^x \left(800+800 x+200 x^2\right)\right)}{16 x^2+32 x^3+24 x^4+8 x^5+x^6}\right)}{160+560 x+760 x^2+500 x^3+160 x^4+20 x^5+e^x \left(10+25 x+20 x^2+5 x^3\right)} \, dx","\frac{3 \log \left(\frac{25 \left(4 e^{-x}+\frac{4}{(2 x+4)^2}\right)^2}{x^2}\right)}{\frac{5}{x}+5}",1,"(-6*Log[x])/5 - (12*Log[2 + x])/5 - (3*Log[(25*(E^x + 4*(2 + x)^2)^2)/(E^(2*x)*x^2*(2 + x)^4)])/(5*(1 + x)) - (48*Defer[Int][x/(16 + E^x + 16*x + 4*x^2), x])/5 - (24*Defer[Int][x^2/(16 + E^x + 16*x + 4*x^2), x])/5","F",0,0,0,0,-1,"{}"
5283,1,12,0,0.0399261,"\int \frac{4}{(5-20 x+(-1+4 x) \log (5-20 x)) \log (-20+4 \log (5-20 x))} \, dx","Int[4/((5 - 20*x + (-1 + 4*x)*Log[5 - 20*x])*Log[-20 + 4*Log[5 - 20*x]]),x]","\log (\log (4 \log (5-20 x)-20))","\log (\log (4 (\log (5-20 x)-5)))",1,"Log[Log[-20 + 4*Log[5 - 20*x]]]","A",2,2,34,0.05882,1,"{12, 6684}"
5284,1,18,0,0.0196794,"\int \frac{10-2 x^3-5 \log (x)}{x^2} \, dx","Int[(10 - 2*x^3 - 5*Log[x])/x^2,x]","-x^2-\frac{5}{x}+\frac{5 \log (x)}{x}","-x^2-\frac{5 (1-\log (x))}{x}-e^4",1,"-5/x - x^2 + (5*Log[x])/x","A",5,2,15,0.1333,1,"{14, 2304}"
5285,0,0,0,7.7390563,"\int \frac{\left(20 x^2-4 x^4\right) \log \left(5-x^2\right)+\left(-10 x^3+2 x^5\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)+\sqrt{2-x \log \left(\log \left(5-x^2\right)\right)} \left(2 x^3+\left(-20+4 x^2\right) \log \left(5-x^2\right)+\left(5 x-x^3\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)\right)}{\left(20 x^2-4 x^4\right) \log \left(5-x^2\right)+\left(-10 x^3+2 x^5\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)} \, dx","Int[((20*x^2 - 4*x^4)*Log[5 - x^2] + (-10*x^3 + 2*x^5)*Log[5 - x^2]*Log[Log[5 - x^2]] + Sqrt[2 - x*Log[Log[5 - x^2]]]*(2*x^3 + (-20 + 4*x^2)*Log[5 - x^2] + (5*x - x^3)*Log[5 - x^2]*Log[Log[5 - x^2]]))/((20*x^2 - 4*x^4)*Log[5 - x^2] + (-10*x^3 + 2*x^5)*Log[5 - x^2]*Log[Log[5 - x^2]]),x]","\int \frac{\left(20 x^2-4 x^4\right) \log \left(5-x^2\right)+\left(-10 x^3+2 x^5\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)+\sqrt{2-x \log \left(\log \left(5-x^2\right)\right)} \left(2 x^3+\left(-20+4 x^2\right) \log \left(5-x^2\right)+\left(5 x-x^3\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)\right)}{\left(20 x^2-4 x^4\right) \log \left(5-x^2\right)+\left(-10 x^3+2 x^5\right) \log \left(5-x^2\right) \log \left(\log \left(5-x^2\right)\right)} \, dx","\frac{\sqrt{2-x \log \left(\log \left(5-x^2\right)\right)}}{x}+x-3",1,"x - Defer[Int][Log[Log[5 - x^2]]^2/Sqrt[2 - x*Log[Log[5 - x^2]]], x]/4 - Defer[Int][Sqrt[2 - x*Log[Log[5 - x^2]]]/x^2, x] - Defer[Int][(Log[Log[5 - x^2]]*Sqrt[2 - x*Log[Log[5 - x^2]]])/x, x]/4 + 2*Defer[Int][Log[Log[5 - x^2]]/(Log[5 - x^2]*Sqrt[2 - x*Log[Log[5 - x^2]]]*(-4 + 5*Log[Log[5 - x^2]]^2)), x] - Defer[Int][Sqrt[2 - x*Log[Log[5 - x^2]]]/((Sqrt[5] - x)*Log[5 - x^2]*(-4 + 5*Log[Log[5 - x^2]]^2)), x] + Defer[Int][Sqrt[2 - x*Log[Log[5 - x^2]]]/((Sqrt[5] + x)*Log[5 - x^2]*(-4 + 5*Log[Log[5 - x^2]]^2)), x] - (Sqrt[5]*Defer[Int][(Log[Log[5 - x^2]]*Sqrt[2 - x*Log[Log[5 - x^2]]])/((Sqrt[5] - x)*Log[5 - x^2]*(-4 + 5*Log[Log[5 - x^2]]^2)), x])/2 - (Sqrt[5]*Defer[Int][(Log[Log[5 - x^2]]*Sqrt[2 - x*Log[Log[5 - x^2]]])/((Sqrt[5] + x)*Log[5 - x^2]*(-4 + 5*Log[Log[5 - x^2]]^2)), x])/2","F",0,0,0,0,-1,"{}"
5286,1,27,0,39.5789229,"\int \frac{e^x \left(-x-x^2\right)+4 e^{5 x} x \log ^3(1+x)+e^{5 x} \left(4 x+4 x^2\right) \log ^4(1+x)+\left(e^x \left(-x-x^2\right)+e^{5 x} (1+x) \log ^4(1+x)\right) \log \left(\frac{1}{3} \left(2 x-2 e^{4 x} \log ^4(1+x)\right)\right)+\left(e^x \left(-x^2-x^3\right)+e^{5 x} \left(x+x^2\right) \log ^4(1+x)\right) \log \left(\frac{1}{3} \left(2 x-2 e^{4 x} \log ^4(1+x)\right)\right) \log \left(x \log \left(\frac{1}{3} \left(2 x-2 e^{4 x} \log ^4(1+x)\right)\right)\right)}{\left(-x^2-x^3+e^{4 x} \left(x+x^2\right) \log ^4(1+x)\right) \log \left(\frac{1}{3} \left(2 x-2 e^{4 x} \log ^4(1+x)\right)\right)} \, dx","Int[(E^x*(-x - x^2) + 4*E^(5*x)*x*Log[1 + x]^3 + E^(5*x)*(4*x + 4*x^2)*Log[1 + x]^4 + (E^x*(-x - x^2) + E^(5*x)*(1 + x)*Log[1 + x]^4)*Log[(2*x - 2*E^(4*x)*Log[1 + x]^4)/3] + (E^x*(-x^2 - x^3) + E^(5*x)*(x + x^2)*Log[1 + x]^4)*Log[(2*x - 2*E^(4*x)*Log[1 + x]^4)/3]*Log[x*Log[(2*x - 2*E^(4*x)*Log[1 + x]^4)/3]])/((-x^2 - x^3 + E^(4*x)*(x + x^2)*Log[1 + x]^4)*Log[(2*x - 2*E^(4*x)*Log[1 + x]^4)/3]),x]","e^x \log \left(x \log \left(\frac{2}{3} \left(x-e^{4 x} \log ^4(x+1)\right)\right)\right)","e^x \log \left(x \log \left(\frac{2}{3} \left(x-e^{4 x} \log ^4(x+1)\right)\right)\right)",1,"E^x*Log[x*Log[(2*(x - E^(4*x)*Log[1 + x]^4))/3]]","A",41,6,237,0.02532,1,"{6741, 6742, 6688, 2178, 2194, 2555}"
5287,0,0,0,88.2026184,"\int \frac{2^{\frac{-125-25 x^2 \log (x)}{-2+x}} \left(x^2\right)^{\frac{-125-25 x^2 \log (x)}{-2+x}} \left(500-250 x+\left(100 x^2-50 x^3\right) \log (x)+\left(125 x+50 x^2-25 x^3+\left(100 x^2-25 x^3\right) \log (x)\right) \log \left(2 x^2\right)\right)}{4 x-4 x^2+x^3} \, dx","Int[(2^((-125 - 25*x^2*Log[x])/(-2 + x))*(x^2)^((-125 - 25*x^2*Log[x])/(-2 + x))*(500 - 250*x + (100*x^2 - 50*x^3)*Log[x] + (125*x + 50*x^2 - 25*x^3 + (100*x^2 - 25*x^3)*Log[x])*Log[2*x^2]))/(4*x - 4*x^2 + x^3),x]","\int \frac{2^{\frac{-125-25 x^2 \log (x)}{-2+x}} \left(x^2\right)^{\frac{-125-25 x^2 \log (x)}{-2+x}} \left(500-250 x+\left(100 x^2-50 x^3\right) \log (x)+\left(125 x+50 x^2-25 x^3+\left(100 x^2-25 x^3\right) \log (x)\right) \log \left(2 x^2\right)\right)}{4 x-4 x^2+x^3} \, dx","2^{\frac{25 \left(x^2 \log (x)+5\right)}{2-x}} \left(x^2\right)^{\frac{25 \left(x^2 \log (x)+5\right)}{2-x}}-4",1,"-125*Defer[Int][1/(2^((25*(5 + x^2*Log[x]))/(-2 + x))*(-2 + x)*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] + 125*Defer[Int][1/(2^((25*(5 + x^2*Log[x]))/(-2 + x))*x*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] - 25*Defer[Int][(2^((-127 + x - 25*x^2*Log[x])/(-2 + x))*Log[x])/(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x)), x] - 25*Defer[Int][(2^((-129 + 2*x - 25*x^2*Log[x])/(-2 + x))*Log[x])/((-2 + x)*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] - 25*Defer[Int][((x^2)^((-127 + x - 25*x^2*Log[x])/(-2 + x))*Log[2*x^2])/(2^((25*(5 + x^2*Log[x]))/(-2 + x))*(2 - x)^2), x] + 25*Defer[Int][(2^((-129 + 2*x - 25*x^2*Log[x])/(-2 + x))*Log[2*x^2])/((2 - x)^2*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] + 125*Defer[Int][Log[2*x^2]/(2^((25*(5 + x^2*Log[x]))/(-2 + x))*(-2 + x)^2*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] + 25*Defer[Int][(2^((-127 + x - 25*x^2*Log[x])/(-2 + x))*Log[2*x^2])/((-2 + x)*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] - 25*Defer[Int][((x^2)^((-127 + x - 25*x^2*Log[x])/(-2 + x))*Log[x]*Log[2*x^2])/(2^((25*(5 + x^2*Log[x]))/(-2 + x))*(2 - x)^2), x] + 25*Defer[Int][(2^((-131 + 3*x - 25*x^2*Log[x])/(-2 + x))*Log[x]*Log[2*x^2])/((2 - x)^2*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x] + 25*Defer[Int][(2^((-129 + 2*x - 25*x^2*Log[x])/(-2 + x))*Log[x]*Log[2*x^2])/((-2 + x)*(x^2)^((25*(5 + x^2*Log[x]))/(-2 + x))), x]","F",0,0,0,0,-1,"{}"
5288,1,39,0,0.0976017,"\int \frac{25+9 x^3-21 x^4+e^{2 x} \left(x^2-2 x^3-2 x^4\right)+\left(-25+14 x^3+e^{2 x} \left(x^2+2 x^3\right)\right) \log (x)}{x^2} \, dx","Int[(25 + 9*x^3 - 21*x^4 + E^(2*x)*(x^2 - 2*x^3 - 2*x^4) + (-25 + 14*x^3 + E^(2*x)*(x^2 + 2*x^3))*Log[x])/x^2,x]","-7 x^3+x^2+\left(7 x^2+\frac{25}{x}\right) \log (x)-e^{2 x} \left(x^2-x \log (x)\right)","x \left(x-\left(\frac{25}{x^2}+7 x+e^{2 x}\right) (x-\log (x))\right)",1,"x^2 - 7*x^3 + (25/x + 7*x^2)*Log[x] - E^(2*x)*(x^2 - x*Log[x])","A",9,3,61,0.04918,1,"{14, 2288, 2334}"
5289,0,0,0,4.036854,"\int \frac{6+9 x-12 x^2+e^4 (-12+12 x)+e^{2 x} \left(-2-7 x+6 x^2\right)+\left(3 e^4-3 x+e^{2 x} x\right) \log \left(\frac{1}{3} \left(15 e^4-15 x+5 e^{2 x} x\right)\right)}{12 x^2-6 x^3+e^4 \left(-12 x+6 x^2\right)+e^{2 x} \left(-4 x^2+2 x^3\right)+\left(6 x-3 x^2+e^4 (-6+3 x)+e^{2 x} \left(-2 x+x^2\right)\right) \log \left(\frac{1}{3} \left(15 e^4-15 x+5 e^{2 x} x\right)\right)} \, dx","Int[(6 + 9*x - 12*x^2 + E^4*(-12 + 12*x) + E^(2*x)*(-2 - 7*x + 6*x^2) + (3*E^4 - 3*x + E^(2*x)*x)*Log[(15*E^4 - 15*x + 5*E^(2*x)*x)/3])/(12*x^2 - 6*x^3 + E^4*(-12*x + 6*x^2) + E^(2*x)*(-4*x^2 + 2*x^3) + (6*x - 3*x^2 + E^4*(-6 + 3*x) + E^(2*x)*(-2*x + x^2))*Log[(15*E^4 - 15*x + 5*E^(2*x)*x)/3]),x]","\int \frac{6+9 x-12 x^2+e^4 (-12+12 x)+e^{2 x} \left(-2-7 x+6 x^2\right)+\left(3 e^4-3 x+e^{2 x} x\right) \log \left(\frac{1}{3} \left(15 e^4-15 x+5 e^{2 x} x\right)\right)}{12 x^2-6 x^3+e^4 \left(-12 x+6 x^2\right)+e^{2 x} \left(-4 x^2+2 x^3\right)+\left(6 x-3 x^2+e^4 (-6+3 x)+e^{2 x} \left(-2 x+x^2\right)\right) \log \left(\frac{1}{3} \left(15 e^4-15 x+5 e^{2 x} x\right)\right)} \, dx","\log \left((4-2 x) \left(2 x+\log \left(5 \left(\frac{1}{3} e^{2 x} x-x+e^4\right)\right)\right)\right)",1,"Log[2 - x] + 4*Defer[Int][(2*x + Log[5*E^4 - 5*x + (5*E^(2*x)*x)/3])^(-1), x] + Defer[Int][1/(x*(2*x + Log[5*E^4 - 5*x + (5*E^(2*x)*x)/3])), x] - 6*E^4*Defer[Int][1/((3*E^4 - 3*x + E^(2*x)*x)*(2*x + Log[5*E^4 - 5*x + (5*E^(2*x)*x)/3])), x] - 3*E^4*Defer[Int][1/(x*(3*E^4 - 3*x + E^(2*x)*x)*(2*x + Log[5*E^4 - 5*x + (5*E^(2*x)*x)/3])), x] + 6*Defer[Int][x/((3*E^4 - 3*x + E^(2*x)*x)*(2*x + Log[5*E^4 - 5*x + (5*E^(2*x)*x)/3])), x]","F",0,0,0,0,-1,"{}"
5290,1,30,0,0.0155873,"\int \left(8-4 e^{2 e}-14 x-32 e^e x-48 x^2\right) \, dx","Int[8 - 4*E^(2*E) - 14*x - 32*E^E*x - 48*x^2,x]","-16 x^3-\left(7+16 e^e\right) x^2+4 \left(2-e^{2 e}\right) x","x \left(x+4 \left(-\left(2 x+e^e\right)^2-2 x+2\right)\right)",1,"4*(2 - E^(2*E))*x - (7 + 16*E^E)*x^2 - 16*x^3","A",2,1,23,0.04348,1,"{6}"
5291,1,9,0,0.0037476,"\int \frac{1+3 \log (\log (3))}{\log (\log (3))} \, dx","Int[(1 + 3*Log[Log[3]])/Log[Log[3]],x]","x \left(3+\frac{1}{\log (\log (3))}\right)","3 x+\frac{x}{\log (\log (3))}-9",1,"x*(3 + Log[Log[3]]^(-1))","A",1,1,13,0.07692,1,"{8}"
5292,1,25,0,0.3199567,"\int \frac{4-x^2+\left(4-4 x+x^2+x^3\right) \log \left(\frac{x}{3}\right)}{\left(-4 x+x^3\right) \log \left(\frac{x}{3}\right)} \, dx","Int[(4 - x^2 + (4 - 4*x + x^2 + x^3)*Log[x/3])/((-4*x + x^3)*Log[x/3]),x]","x+\log (2-x)-\log (x)+\log (x+2)-\log \left(\log \left(\frac{x}{3}\right)\right)","\log \left(x^2-4\right)+x-\log (x)-\log \left(\log \left(\frac{x}{3}\right)\right)+\log (3)",1,"x + Log[2 - x] - Log[x] + Log[2 + x] - Log[Log[x/3]]","A",7,5,43,0.1163,1,"{1593, 6725, 1802, 2302, 29}"
5293,1,107,0,1.395353,"\int \frac{e^{162-36 x+2 x^2} \left(-17 x^2+180 x^3-20 x^4+e^x \left(-24 x+350 x^2-40 x^3\right)\right)+e^{162-36 x+2 x^2} \left(3 x^2-36 x^3+4 x^4+e^x \left(4 x-70 x^2+8 x^3\right)\right) \log (x)}{-125+75 \log (x)-15 \log ^2(x)+\log ^3(x)} \, dx","Int[(E^(162 - 36*x + 2*x^2)*(-17*x^2 + 180*x^3 - 20*x^4 + E^x*(-24*x + 350*x^2 - 40*x^3)) + E^(162 - 36*x + 2*x^2)*(3*x^2 - 36*x^3 + 4*x^4 + E^x*(4*x - 70*x^2 + 8*x^3))*Log[x])/(-125 + 75*Log[x] - 15*Log[x]^2 + Log[x]^3),x]","\frac{e^{2 (9-x)^2} x^2 \left(-5 x^2+x^2 \log (x)+45 x-9 x \log (x)\right)}{(9-x) (5-\log (x))^3}-\frac{2 e^{2 (9-x)^2+x} x \left(-20 x^2+4 x^2 \log (x)+175 x-35 x \log (x)\right)}{(1-4 (9-x)) (5-\log (x))^3}","\frac{e^{2 (x-9)^2} x^2 \left(x+2 e^x\right)}{(\log (x)-5)^2}",1,"(E^(2*(9 - x)^2)*x^2*(45*x - 5*x^2 - 9*x*Log[x] + x^2*Log[x]))/((9 - x)*(5 - Log[x])^3) - (2*E^(2*(9 - x)^2 + x)*x*(175*x - 20*x^2 - 35*x*Log[x] + 4*x^2*Log[x]))/((1 - 4*(9 - x))*(5 - Log[x])^3)","B",5,3,116,0.02586,1,"{6688, 6742, 2288}"
5294,1,21,0,32.7798636,"\int \frac{-24 x^3 \log (20)+e^x \left(x^3-2 x^4\right) \log (20)}{-2641807540224 e^2+990677827584 e^{2+x}-165112971264 e^{2+2 x}+16052649984 e^{2+3 x}-1003290624 e^{2+4 x}+41803776 e^{2+5 x}-1161216 e^{2+6 x}+20736 e^{2+7 x}-216 e^{2+8 x}+e^{2+9 x}} \, dx","Int[(-24*x^3*Log[20] + E^x*(x^3 - 2*x^4)*Log[20])/(-2641807540224*E^2 + 990677827584*E^(2 + x) - 165112971264*E^(2 + 2*x) + 16052649984*E^(2 + 3*x) - 1003290624*E^(2 + 4*x) + 41803776*E^(2 + 5*x) - 1161216*E^(2 + 6*x) + 20736*E^(2 + 7*x) - 216*E^(2 + 8*x) + E^(2 + 9*x)),x]","\frac{x^4 \log (20)}{4 e^2 \left(24-e^x\right)^8}","\frac{x^4 \log (20)}{4 e^2 \left(e^x-24\right)^8}",1,"(x^4*Log[20])/(4*E^2*(24 - E^x)^8)","A",1980,17,109,0.1560,1,"{6688, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2279, 2391, 36, 31, 29, 44}"
5295,1,34,0,0.0382448,"\int \left(-25+e^{e^{-x+x^2}} \left(-5+e^{-x+x^2} \left(-10+25 x-10 x^2\right)\right)\right) \, dx","Int[-25 + E^E^(-x + x^2)*(-5 + E^(-x + x^2)*(-10 + 25*x - 10*x^2)),x]","\frac{5 e^{e^{x^2-x}} \left(2 x^2-5 x+2\right)}{1-2 x}-25 x","-5 \left(e^{e^{x^2-x}}+5\right) (x-2)+\frac{5}{2}+\log (3)",1,"-25*x + (5*E^E^(-x + x^2)*(2 - 5*x + 2*x^2))/(1 - 2*x)","A",2,1,36,0.02778,1,"{2288}"
5296,1,11,0,0.0048575,"\int \frac{11+12 x^2}{4 x^2} \, dx","Int[(11 + 12*x^2)/(4*x^2),x]","3 x-\frac{11}{4 x}","3 x-\frac{11}{4 x}+\log ^2(\log (5))",1,"-11/(4*x) + 3*x","A",3,2,14,0.1429,1,"{12, 14}"
5297,1,93,0,10.9362322,"\int \frac{\left(-12 x^2-2 e^x x^2\right) \log (x)+2 x^2 \log (x) \log \left(\frac{3}{x \log (x)}\right)+\frac{e^{9+\log ^2\left(6+e^x-\log \left(\frac{3}{x \log (x)}\right)\right)} \left(6+\left(6+6 e^x x\right) \log (x)+\left(-2+\left(-2-2 e^x x\right) \log (x)\right) \log \left(6+e^x-\log \left(\frac{3}{x \log (x)}\right)\right)\right)}{\left(6+e^x-\log \left(\frac{3}{x \log (x)}\right)\right)^6}}{\left(-6 x-e^x x\right) \log (x)+x \log (x) \log \left(\frac{3}{x \log (x)}\right)} \, dx","Int[((-12*x^2 - 2*E^x*x^2)*Log[x] + 2*x^2*Log[x]*Log[3/(x*Log[x])] + (E^(9 + Log[6 + E^x - Log[3/(x*Log[x])]]^2)*(6 + (6 + 6*E^x*x)*Log[x] + (-2 + (-2 - 2*E^x*x)*Log[x])*Log[6 + E^x - Log[3/(x*Log[x])]]))/(6 + E^x - Log[3/(x*Log[x])])^6)/((-6*x - E^x*x)*Log[x] + x*Log[x]*Log[3/(x*Log[x])]),x]","x^2+\frac{e^{\log ^2\left(e^x-\log \left(\frac{3}{x \log (x)}\right)+6\right)+9} \left(e^x x \log (x)+\log (x)+1\right)}{x \log (x) \left(x \left(\frac{1}{x^2 \log ^2(x)}+\frac{1}{x^2 \log (x)}\right) \log (x)+e^x\right) \left(e^x-\log \left(\frac{3}{x \log (x)}\right)+6\right)^6}","x^2+e^{\left(\log \left(e^x-\log \left(\frac{3}{x \log (x)}\right)+6\right)-3\right)^2}+5",1,"x^2 + (E^(9 + Log[6 + E^x - Log[3/(x*Log[x])]]^2)*(1 + Log[x] + E^x*x*Log[x]))/(x*Log[x]*(E^x + x*(1/(x^2*Log[x]^2) + 1/(x^2*Log[x]))*Log[x])*(6 + E^x - Log[3/(x*Log[x])])^6)","B",4,3,155,0.01935,1,"{6741, 6742, 2288}"
5298,0,0,0,0.7201251,"\int \frac{-7-3 x-90 x^2-\log (x)}{125 x^2+75 x^3+1365 x^4+541 x^5+4914 x^6+972 x^7+5832 x^8+\left(75 x^2+30 x^3+543 x^4+108 x^5+972 x^6\right) \log (x)+\left(15 x^2+3 x^3+54 x^4\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","Int[(-7 - 3*x - 90*x^2 - Log[x])/(125*x^2 + 75*x^3 + 1365*x^4 + 541*x^5 + 4914*x^6 + 972*x^7 + 5832*x^8 + (75*x^2 + 30*x^3 + 543*x^4 + 108*x^5 + 972*x^6)*Log[x] + (15*x^2 + 3*x^3 + 54*x^4)*Log[x]^2 + x^2*Log[x]^3),x]","\int \frac{-7-3 x-90 x^2-\log (x)}{125 x^2+75 x^3+1365 x^4+541 x^5+4914 x^6+972 x^7+5832 x^8+\left(75 x^2+30 x^3+543 x^4+108 x^5+972 x^6\right) \log (x)+\left(15 x^2+3 x^3+54 x^4\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","\frac{1}{x \left(18 x^2+x+\log (x)+5\right)^2}",1,"-72*Defer[Int][(5 + x + 18*x^2 + Log[x])^(-3), x] - 2*Defer[Int][1/(x^2*(5 + x + 18*x^2 + Log[x])^3), x] - 2*Defer[Int][1/(x*(5 + x + 18*x^2 + Log[x])^3), x] - Defer[Int][1/(x^2*(5 + x + 18*x^2 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
5299,0,0,0,0.1437242,"\int \frac{-1-x \log (x)+\left(2-x \log ^2(x)\right) \log (\log (x))+\left(-1+x \log ^2(x)\right) \log ^2(\log (x))}{x \log ^2(x)-2 x \log ^2(x) \log (\log (x))+x \log ^2(x) \log ^2(\log (x))} \, dx","Int[(-1 - x*Log[x] + (2 - x*Log[x]^2)*Log[Log[x]] + (-1 + x*Log[x]^2)*Log[Log[x]]^2)/(x*Log[x]^2 - 2*x*Log[x]^2*Log[Log[x]] + x*Log[x]^2*Log[Log[x]]^2),x]","\int \frac{-1-x \log (x)+\left(2-x \log ^2(x)\right) \log (\log (x))+\left(-1+x \log ^2(x)\right) \log ^2(\log (x))}{x \log ^2(x)-2 x \log ^2(x) \log (\log (x))+x \log ^2(x) \log ^2(\log (x))} \, dx","-\frac{x^2}{x-x \log (\log (x))}+x+\frac{1}{\log (x)}",1,"x + Log[x]^(-1) - Defer[Int][1/(Log[x]*(-1 + Log[Log[x]])^2), x] + Defer[Int][(-1 + Log[Log[x]])^(-1), x]","F",0,0,0,0,-1,"{}"
5300,0,0,0,0.2630594,"\int e^{-x} \left(e^x+e^{e^{-x} x} (3-3 x)\right) \, dx","Int[(E^x + E^(x/E^x)*(3 - 3*x))/E^x,x]","\int e^{-x} \left(e^x+e^{e^{-x} x} (3-3 x)\right) \, dx","x+3 e^{e^{-x} x}",1,"x + 3*Defer[Int][E^(-(((-1 + E^x)*x)/E^x)), x] - 3*Defer[Int][x/E^(((-1 + E^x)*x)/E^x), x]","F",0,0,0,0,-1,"{}"
5301,0,0,0,25.6944523,"\int \frac{\exp \left(e^{e^{\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}}}+e^{\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}}+\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}\right) \left(x^3+\left(-9 x^2-3 x^3+3 x^2 \left(i \pi +\log \left(\frac{23}{3}\right)\right)\right) \log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)\right)}{\left(-3+i \pi -x+\log \left(\frac{23}{3}\right)\right) \log ^2\left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)} \, dx","Int[(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(x^3 + (-9*x^2 - 3*x^3 + 3*x^2*(I*Pi + Log[23/3]))*Log[3 - I*Pi + x - Log[23/3]]))/((-3 + I*Pi - x + Log[23/3])*Log[3 - I*Pi + x - Log[23/3]]^2),x]","\int \frac{\exp \left(e^{e^{\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}}}+e^{\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}}+\frac{x^3}{\log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)}\right) \left(x^3+\left(-9 x^2-3 x^3+3 x^2 \left(i \pi +\log \left(\frac{23}{3}\right)\right)\right) \log \left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)\right)}{\left(-3+i \pi -x+\log \left(\frac{23}{3}\right)\right) \log ^2\left(3-i \pi +x-\log \left(\frac{23}{3}\right)\right)} \, dx","e^{e^{e^{\frac{x^3}{\log \left(x-i \pi +3-\log \left(\frac{23}{3}\right)\right)}}}}",1,"3*(Pi + I*(3 - Log[23/3]))^2*Defer[Int][E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])/Log[3 - I*Pi + x - Log[23/3]]^2, x] + (3 - I*Pi - Log[23/3])*Defer[Int][(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(3 - I*Pi + x - Log[23/3]))/Log[3 - I*Pi + x - Log[23/3]]^2, x] + (6 - (2*I)*Pi - Log[529/9])*Defer[Int][(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(3 - I*Pi + x - Log[23/3]))/Log[3 - I*Pi + x - Log[23/3]]^2, x] - Defer[Int][(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(3 - I*Pi + x - Log[23/3])^2)/Log[3 - I*Pi + x - Log[23/3]]^2, x] - (Pi + I*(3 - Log[23/3]))^3*Defer[Int][E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])/((3*I + Pi + I*x - I*Log[23/3])*Log[3 - I*Pi + x - Log[23/3]]^2), x] - 3*(Pi + I*(3 - Log[23/3]))^2*Defer[Int][E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])/Log[3 - I*Pi + x - Log[23/3]], x] - 3*(6 - (2*I)*Pi - Log[529/9])*Defer[Int][(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(3 - I*Pi + x - Log[23/3]))/Log[3 - I*Pi + x - Log[23/3]], x] + 3*Defer[Int][(E^(E^E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + E^(x^3/Log[3 - I*Pi + x - Log[23/3]]) + x^3/Log[3 - I*Pi + x - Log[23/3]])*(3 - I*Pi + x - Log[23/3])^2)/Log[3 - I*Pi + x - Log[23/3]], x]","F",0,0,0,0,-1,"{}"
5302,1,44,0,0.0715447,"\int \frac{e^{5-2 x+x^2-4 x^3} \left(-4-8 x+8 x^2-48 x^3\right)}{x^2} \, dx","Int[(E^(5 - 2*x + x^2 - 4*x^3)*(-4 - 8*x + 8*x^2 - 48*x^3))/x^2,x]","\frac{4 e^{-4 x^3+x^2-2 x+5} \left(6 x^3-x^2+x\right)}{x^2 \left(6 x^2-x+1\right)}","\frac{4 e^{-4 x^3-(3-x) x+x+5}}{x}",1,"(4*E^(5 - 2*x + x^2 - 4*x^3)*(x - x^2 + 6*x^3))/(x^2*(1 - x + 6*x^2))","A",1,1,34,0.02941,1,"{2288}"
5303,1,27,0,0.2858077,"\int \frac{81-\log (x)+e^{-5+x \log \left(\frac{81-\log (x)}{x}\right)} \left(82-\log (x)+(-81+\log (x)) \log \left(\frac{81-\log (x)}{x}\right)\right)}{\log \left(4+e^{-5+x \log \left(\frac{81-\log (x)}{x}\right)}-x\right) \left(-1296+324 x+(16-4 x) \log (x)+e^{-5+x \log \left(\frac{81-\log (x)}{x}\right)} (-324+4 \log (x))\right)} \, dx","Int[(81 - Log[x] + E^(-5 + x*Log[(81 - Log[x])/x])*(82 - Log[x] + (-81 + Log[x])*Log[(81 - Log[x])/x]))/(Log[4 + E^(-5 + x*Log[(81 - Log[x])/x]) - x]*(-1296 + 324*x + (16 - 4*x)*Log[x] + E^(-5 + x*Log[(81 - Log[x])/x])*(-324 + 4*Log[x]))),x]","\frac{1}{4} \log \left(\log \left(-x+\frac{\left(\frac{81-\log (x)}{x}\right)^x}{e^5}+4\right)\right)","\frac{1}{4} \log \left(\log \left(-x+e^{x \log \left(\frac{81-\log (x)}{x}\right)-5}+4\right)\right)",1,"Log[Log[4 - x + ((81 - Log[x])/x)^x/E^5]]/4","A",1,1,111,0.009009,1,"{6684}"
5304,1,106,0,0.3543829,"\int \frac{(-8+2 x) \log (2)+4 \log (2) \log \left(\frac{8}{x^2}\right)+\left(5 x^2-5 x^2 \log (2)\right) \log ^2\left(\frac{8}{x^2}\right)}{5 x^2 \log (2) \log ^2\left(\frac{8}{x^2}\right)} \, dx","Int[((-8 + 2*x)*Log[2] + 4*Log[2]*Log[8/x^2] + (5*x^2 - 5*x^2*Log[2])*Log[8/x^2]^2)/(5*x^2*Log[2]*Log[8/x^2]^2),x]","\frac{\text{Ei}\left(\frac{1}{2} \log \left(\frac{8}{x^2}\right)\right)}{5 \sqrt{2} \sqrt{\frac{1}{x^2}} x}-\frac{\log (16) \text{Ei}\left(\frac{1}{2} \log \left(\frac{8}{x^2}\right)\right)}{20 \sqrt{2} \sqrt{\frac{1}{x^2}} x \log (2)}+\frac{1}{5 \log \left(\frac{8}{x^2}\right)}-\frac{4}{5 x \log \left(\frac{8}{x^2}\right)}+\frac{x (1-\log (2))}{\log (2)}","\frac{x-4}{5 x \log \left(\frac{8}{x^2}\right)}-x+\frac{x}{\log (2)}-1",1,"ExpIntegralEi[Log[8/x^2]/2]/(5*Sqrt[2]*Sqrt[x^(-2)]*x) + (x*(1 - Log[2]))/Log[2] - (ExpIntegralEi[Log[8/x^2]/2]*Log[16])/(20*Sqrt[2]*Sqrt[x^(-2)]*x*Log[2]) + 1/(5*Log[8/x^2]) - 4/(5*x*Log[8/x^2])","C",12,8,60,0.1333,1,"{12, 6742, 2353, 2306, 2310, 2178, 2302, 30}"
5305,1,13,0,0.0049939,"\int \frac{1}{2} \left(-1-80 e^{2 x}\right) \, dx","Int[(-1 - 80*E^(2*x))/2,x]","-\frac{x}{2}-20 e^{2 x}","5 \left(4 \left(4-e^{2 x}\right)+4 e^5\right)-\frac{x}{2}",1,"-20*E^(2*x) - x/2","A",3,2,13,0.1538,1,"{12, 2194}"
5306,1,25,0,0.4134523,"\int \frac{-4-16 e^{16}+\left(-4-16 e^{16}+16 x\right) \log \left(\frac{1}{4} \left(-1-4 e^{16}+4 x\right)\right)}{x^2+4 e^{16} x^2-4 x^3} \, dx","Int[(-4 - 16*E^16 + (-4 - 16*E^16 + 16*x)*Log[(-1 - 4*E^16 + 4*x)/4])/(x^2 + 4*E^16*x^2 - 4*x^3),x]","\frac{4}{x}+\frac{4 \log \left(x+\frac{1}{4} \left(-1-4 e^{16}\right)\right)}{x}","\frac{4 \left(x+\log \left(x-e^{16}-\frac{1}{4}\right)+1\right)}{x}",1,"4/x + (4*Log[(-1 - 4*E^16)/4 + x])/x","A",11,9,53,0.1698,1,"{6, 1593, 6741, 6742, 44, 2395, 36, 29, 31}"
5307,1,277,0,3.1378052,"\int \frac{\exp \left(\exp \left(\frac{3}{81+108 e+54 e^2+12 e^3+e^4+(-12-4 e) e^{12+3 x^2}+e^{16+4 x^2}+e^{8+2 x^2} \left(54+36 e+6 e^2\right)+e^{4+x^2} \left(-108-108 e-36 e^2-4 e^3\right)}\right)\right) \left(-243-405 e-270 e^2-90 e^3-15 e^4-e^5+(-15-5 e) e^{16+4 x^2}+e^{20+5 x^2}+e^{12+3 x^2} \left(90+60 e+10 e^2\right)+e^{8+2 x^2} \left(-270-270 e-90 e^2-10 e^3\right)+e^{4+x^2} \left(405+540 e+270 e^2+60 e^3+5 e^4\right)-24 \exp \left(4+\frac{3}{81+108 e+54 e^2+12 e^3+e^4+(-12-4 e) e^{12+3 x^2}+e^{16+4 x^2}+e^{8+2 x^2} \left(54+36 e+6 e^2\right)+e^{4+x^2} \left(-108-108 e-36 e^2-4 e^3\right)}+x^2\right) x^2\right)}{-243-405 e-270 e^2-90 e^3-15 e^4-e^5+(-15-5 e) e^{16+4 x^2}+e^{20+5 x^2}+e^{12+3 x^2} \left(90+60 e+10 e^2\right)+e^{8+2 x^2} \left(-270-270 e-90 e^2-10 e^3\right)+e^{4+x^2} \left(405+540 e+270 e^2+60 e^3+5 e^4\right)} \, dx","Int[(E^E^(3/(81 + 108*E + 54*E^2 + 12*E^3 + E^4 + (-12 - 4*E)*E^(12 + 3*x^2) + E^(16 + 4*x^2) + E^(8 + 2*x^2)*(54 + 36*E + 6*E^2) + E^(4 + x^2)*(-108 - 108*E - 36*E^2 - 4*E^3)))*(-243 - 405*E - 270*E^2 - 90*E^3 - 15*E^4 - E^5 + (-15 - 5*E)*E^(16 + 4*x^2) + E^(20 + 5*x^2) + E^(12 + 3*x^2)*(90 + 60*E + 10*E^2) + E^(8 + 2*x^2)*(-270 - 270*E - 90*E^2 - 10*E^3) + E^(4 + x^2)*(405 + 540*E + 270*E^2 + 60*E^3 + 5*E^4) - 24*E^(4 + 3/(81 + 108*E + 54*E^2 + 12*E^3 + E^4 + (-12 - 4*E)*E^(12 + 3*x^2) + E^(16 + 4*x^2) + E^(8 + 2*x^2)*(54 + 36*E + 6*E^2) + E^(4 + x^2)*(-108 - 108*E - 36*E^2 - 4*E^3)) + x^2)*x^2))/(-243 - 405*E - 270*E^2 - 90*E^3 - 15*E^4 - E^5 + (-15 - 5*E)*E^(16 + 4*x^2) + E^(20 + 5*x^2) + E^(12 + 3*x^2)*(90 + 60*E + 10*E^2) + E^(8 + 2*x^2)*(-270 - 270*E - 90*E^2 - 10*E^3) + E^(4 + x^2)*(405 + 540*E + 270*E^2 + 60*E^3 + 5*E^4)),x]","\frac{\left(e^{4 x^2+16}-4 (3+e) e^{3 x^2+12}+6 (3+e)^2 e^{2 x^2+8}-4 (3+e)^3 e^{x^2+4}+(3+e)^4\right)^2 x^2 \exp \left(\exp \left(\frac{3}{e^{4 x^2+16}-4 (3+e) e^{3 x^2+12}+6 (3+e)^2 e^{2 x^2+8}-4 (3+e)^3 e^{x^2+4}+(3+e)^4}\right)+x^2+4\right)}{\left(e^{5 x^2+20}-5 (3+e) e^{4 x^2+16}+10 (3+e)^2 e^{3 x^2+12}-10 (3+e)^3 e^{2 x^2+8}+5 (3+e)^4 e^{x^2+4}-(3+e)^5\right) \left(e^{4 x^2+16} x-(3+e)^3 e^{x^2+4} x+3 (3+e)^2 e^{2 x^2+8} x-3 (3+e) e^{3 x^2+12} x\right)}","e^{e^{\frac{3}{\left(e^{x^2+4}-3-e\right)^4}}} x",1,"(E^(4 + E^(3/(E^(16 + 4*x^2) - 4*E^(12 + 3*x^2)*(3 + E) + 6*E^(8 + 2*x^2)*(3 + E)^2 - 4*E^(4 + x^2)*(3 + E)^3 + (3 + E)^4)) + x^2)*(E^(16 + 4*x^2) - 4*E^(12 + 3*x^2)*(3 + E) + 6*E^(8 + 2*x^2)*(3 + E)^2 - 4*E^(4 + x^2)*(3 + E)^3 + (3 + E)^4)^2*x^2)/((E^(20 + 5*x^2) - 5*E^(16 + 4*x^2)*(3 + E) + 10*E^(12 + 3*x^2)*(3 + E)^2 - 10*E^(8 + 2*x^2)*(3 + E)^3 + 5*E^(4 + x^2)*(3 + E)^4 - (3 + E)^5)*(E^(16 + 4*x^2)*x - 3*E^(12 + 3*x^2)*(3 + E)*x + 3*E^(8 + 2*x^2)*(3 + E)^2*x - E^(4 + x^2)*(3 + E)^3*x))","B",1,1,441,0.002268,1,"{2288}"
5308,1,1976,0,15.1719699,"\int \frac{e^x \left(-54+\sqrt{e} (6-6 x)+66 x+12 x^2-6 x^3+(-36+36 x) \log (2)+(-6+6 x) \log ^2(2)\right)}{81 x^2+e x^2-18 x^3-17 x^4+2 x^5+x^6+\sqrt{e} \left(-18 x^2+2 x^3+2 x^4\right)+\left(108 x^2-12 \sqrt{e} x^2-12 x^3-12 x^4\right) \log (2)+\left(54 x^2-2 \sqrt{e} x^2-2 x^3-2 x^4\right) \log ^2(2)+12 x^2 \log ^3(2)+x^2 \log ^4(2)} \, dx","Int[(E^x*(-54 + Sqrt[E]*(6 - 6*x) + 66*x + 12*x^2 - 6*x^3 + (-36 + 36*x)*Log[2] + (-6 + 6*x)*Log[2]^2))/(81*x^2 + E*x^2 - 18*x^3 - 17*x^4 + 2*x^5 + x^6 + Sqrt[E]*(-18*x^2 + 2*x^3 + 2*x^4) + (108*x^2 - 12*Sqrt[E]*x^2 - 12*x^3 - 12*x^4)*Log[2] + (54*x^2 - 2*Sqrt[E]*x^2 - 2*x^3 - 2*x^4)*Log[2]^2 + 12*x^2*Log[2]^3 + x^2*Log[2]^4),x]","-\frac{6 \left(81+e+66 \log (2)+6 \log ^3(2)+\log ^4(2)+7 \log (64)+\log ^2(64)+\log ^2(2) (18+\log (64))-2 \sqrt{e} \left(9+\log ^2(2)+\log (64)\right)\right) \text{Ei}(x)}{\left(\sqrt{e}-(3+\log (2))^2\right)^3}+\frac{6 \text{Ei}(x)}{\sqrt{e}-(3+\log (2))^2}-\frac{6 e^x \left(1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right) \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)}-\frac{6 e^x \left(1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right) \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)}+\frac{3 e^{\frac{1}{2} \left(-1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(1+\frac{1}{\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}}\right) \left(81+e+66 \log (2)+6 \log ^3(2)+\log ^4(2)+7 \log (64)+\log ^2(64)+\log ^2(2) (18+\log (64))-2 \sqrt{e} \left(9+\log ^2(2)+\log (64)\right)\right)}{\left(\sqrt{e}-(3+\log (2))^2\right)^3}+\frac{3 e^{\frac{1}{2} \left(-1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(1-\frac{1}{\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}}\right) \left(81+e+66 \log (2)+6 \log ^3(2)+\log ^4(2)+7 \log (64)+\log ^2(64)+\log ^2(2) (18+\log (64))-2 \sqrt{e} \left(9+\log ^2(2)+\log (64)\right)\right)}{\left(\sqrt{e}-(3+\log (2))^2\right)^3}-\frac{12 e^x \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)^2 \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)}-\frac{12 e^x \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)^2 \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)}+\frac{6 e^{\frac{1}{2} \left(-1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)^2}+\frac{6 e^{\frac{1}{2} \left(-1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)^2}-\frac{12 e^{\frac{1}{2} \left(-1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right)^{3/2} \left(\sqrt{e}-(3+\log (2))^2\right)^2}+\frac{12 e^{\frac{1}{2} \left(-1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(171+2 e+228 \log (2)+109 \log ^2(2)+24 \log ^3(2)+2 \log ^4(2)-\sqrt{e} \left(37+24 \log (2)+4 \log ^2(2)\right)-\log (64)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right)^{3/2} \left(\sqrt{e}-(3+\log (2))^2\right)^2}+\frac{3 e^{\frac{1}{2} \left(-1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)}+\frac{3 e^{\frac{1}{2} \left(-1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right) \left(1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right) \left(\sqrt{e}-(3+\log (2))^2\right)}-\frac{6 e^x}{x \left(\sqrt{e}-(3+\log (2))^2\right)}-\frac{6 e^{\frac{1}{2} \left(-1+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right)^{3/2} \left(\sqrt{e}-(3+\log (2))^2\right)}+\frac{6 e^{\frac{1}{2} \left(-1-\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)}+1\right)\right)}{\left(37-4 \sqrt{e}+24 \log (2)+4 \log ^2(2)\right)^{3/2} \left(\sqrt{e}-(3+\log (2))^2\right)}","\frac{6 e^x}{x \left(-x^2-x-\sqrt{e}+(3+\log (2))^2\right)}",1,"(-6*E^x)/(x*(Sqrt[E] - (3 + Log[2])^2)) + (6*ExpIntegralEi[x])/(Sqrt[E] - (3 + Log[2])^2) - (6*E^((-1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2])/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)^(3/2)*(Sqrt[E] - (3 + Log[2])^2)) + (6*E^((-1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2])/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)^(3/2)*(Sqrt[E] - (3 + Log[2])^2)) + (3*E^((-1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)) - (6*E^x*(1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)*(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])) + (3*E^((-1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)) - (6*E^x*(1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)*(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])) - (12*E^((-1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)^(3/2)*(Sqrt[E] - (3 + Log[2])^2)^2) + (12*E^((-1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)^(3/2)*(Sqrt[E] - (3 + Log[2])^2)^2) + (6*E^((-1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)^2) + (6*E^((-1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)^2) - (12*E^x*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)^2*(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])) - (12*E^x*(171 + 2*E + 228*Log[2] + 109*Log[2]^2 + 24*Log[2]^3 + 2*Log[2]^4 - Sqrt[E]*(37 + 24*Log[2] + 4*Log[2]^2) - Log[64]))/((37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2)*(Sqrt[E] - (3 + Log[2])^2)^2*(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])) - (6*ExpIntegralEi[x]*(81 + E + 66*Log[2] + 6*Log[2]^3 + Log[2]^4 + 7*Log[64] + Log[64]^2 + Log[2]^2*(18 + Log[64]) - 2*Sqrt[E]*(9 + Log[2]^2 + Log[64])))/(Sqrt[E] - (3 + Log[2])^2)^3 + (3*E^((-1 + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(1 - 1/Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])*(81 + E + 66*Log[2] + 6*Log[2]^3 + Log[2]^4 + 7*Log[64] + Log[64]^2 + Log[2]^2*(18 + Log[64]) - 2*Sqrt[E]*(9 + Log[2]^2 + Log[64])))/(Sqrt[E] - (3 + Log[2])^2)^3 + (3*E^((-1 - Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2)*ExpIntegralEi[(1 + 2*x + Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])/2]*(1 + 1/Sqrt[37 - 4*Sqrt[E] + 24*Log[2] + 4*Log[2]^2])*(81 + E + 66*Log[2] + 6*Log[2]^3 + Log[2]^4 + 7*Log[64] + Log[64]^2 + Log[2]^2*(18 + Log[64]) - 2*Sqrt[E]*(9 + Log[2]^2 + Log[64])))/(Sqrt[E] - (3 + Log[2])^2)^3","C",32,7,178,0.03933,1,"{6, 6688, 12, 6742, 2177, 2178, 6728}"
5309,1,16,0,0.055613,"\int \frac{-72 x-36 x^2}{1+2 x+2 x^2+x^3} \, dx","Int[(-72*x - 36*x^2)/(1 + 2*x + 2*x^2 + x^3),x]","36 \log (x+1)-36 \log \left(x^2+x+1\right)","4-36 \log \left(\frac{x}{x^2+x}+x\right)",1,"36*Log[1 + x] - 36*Log[1 + x + x^2]","A",4,3,25,0.1200,1,"{1593, 2075, 628}"
5310,1,9,0,0.0031192,"\int \frac{5+2 x}{4+5 x+x^2} \, dx","Int[(5 + 2*x)/(4 + 5*x + x^2),x]","\log \left(x^2+5 x+4\right)","\log ((x+1) (x+4))+e^5+2",1,"Log[4 + 5*x + x^2]","A",1,1,16,0.06250,1,"{628}"
5311,1,25,0,0.0643692,"\int \frac{-12 x+60 e^x x^3+e^{e^3 x} \left(2-e^3 x\right)}{60 x^3} \, dx","Int[(-12*x + 60*E^x*x^3 + E^(E^3*x)*(2 - E^3*x))/(60*x^3),x]","-\frac{e^{e^3 x}}{60 x^2}+e^x+\frac{1}{5 x}","\frac{2 x-\frac{e^{e^3 x}}{6}}{10 x^2}+e^x",1,"E^x - E^(E^3*x)/(60*x^2) + 1/(5*x)","A",7,4,35,0.1143,1,"{12, 14, 2197, 2194}"
5312,1,20,0,0.0070227,"\int \frac{x^3+4 \log (3)}{x^3 \log (3)} \, dx","Int[(x^3 + 4*Log[3])/(x^3*Log[3]),x]","\frac{x}{\log (3)}-\frac{\log (81)}{2 x^2 \log (3)}","-\frac{2}{x^2}+\frac{x}{\log (3)}-e^{10}+1",1,"x/Log[3] - Log[81]/(2*x^2*Log[3])","A",3,2,16,0.1250,1,"{12, 14}"
5313,0,0,0,0.5132167,"\int \frac{-2 e^{3+x}+\left(e^x \left(-1+e^3 \left(4 x+4 x^2\right)\right)-e^x x \log (x)\right) \log \left(x^2\right)-e^{3+x} x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{x \log \left(x^2\right)} \, dx","Int[(-2*E^(3 + x) + (E^x*(-1 + E^3*(4*x + 4*x^2)) - E^x*x*Log[x])*Log[x^2] - E^(3 + x)*x*Log[x^2]*Log[Log[x^2]])/(x*Log[x^2]),x]","\int \frac{-2 e^{3+x}+\left(e^x \left(-1+e^3 \left(4 x+4 x^2\right)\right)-e^x x \log (x)\right) \log \left(x^2\right)-e^{3+x} x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{x \log \left(x^2\right)} \, dx","e^x \left(e^3 \left(4 x-\log \left(\log \left(x^2\right)\right)\right)-\log (x)\right)",1,"4*E^(3 + x)*x - E^x*Log[x] - 2*Defer[Int][E^(3 + x)/(x*Log[x^2]), x] - Defer[Int][E^(3 + x)*Log[Log[x^2]], x]","F",0,0,0,0,-1,"{}"
5314,0,0,0,0.6425384,"\int \frac{1-e^{e^{20}}-x^2-\log (x)}{e^{2 e^{20}}+4 x^2-4 x^3+x^4+e^{e^{20}} \left(4 x-2 x^2\right)+\left(2 e^{e^{20}}+4 x-2 x^2\right) \log (x)+\log ^2(x)} \, dx","Int[(1 - E^E^20 - x^2 - Log[x])/(E^(2*E^20) + 4*x^2 - 4*x^3 + x^4 + E^E^20*(4*x - 2*x^2) + (2*E^E^20 + 4*x - 2*x^2)*Log[x] + Log[x]^2),x]","\int \frac{1-e^{e^{20}}-x^2-\log (x)}{e^{2 e^{20}}+4 x^2-4 x^3+x^4+e^{e^{20}} \left(4 x-2 x^2\right)+\left(2 e^{e^{20}}+4 x-2 x^2\right) \log (x)+\log ^2(x)} \, dx","\frac{x}{x^2-2 x-\log (x)-e^{e^{20}}}",1,"2*Defer[Int][x/(-E^E^20 - 2*x + x^2 - Log[x])^2, x] - 2*Defer[Int][x^2/(-E^E^20 - 2*x + x^2 - Log[x])^2, x] + Defer[Int][(E^E^20 + 2*x - x^2 + Log[x])^(-2), x] - Defer[Int][(E^E^20 + 2*x - x^2 + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
5315,1,16,0,0.0178029,"\int \frac{8 x-12 x^2+4 x^3}{e+4 x^2-4 x^3+x^4} \, dx","Int[(8*x - 12*x^2 + 4*x^3)/(E + 4*x^2 - 4*x^3 + x^4),x]","\log \left(x^4-4 x^3+4 x^2+e\right)","\log \left(\left(x^2-2 x\right)^2+e\right)",1,"Log[E + 4*x^2 - 4*x^3 + x^4]","A",1,1,32,0.03125,1,"{1587}"
5316,1,37,0,0.3600458,"\int \frac{78125+78125 x^3+e^3 \left(-15625-15625 x^3\right)+\left(-234375 x^3+46875 e^3 x^3\right) \log \left(\frac{x}{2}\right)}{x+2 x^4+x^7} \, dx","Int[(78125 + 78125*x^3 + E^3*(-15625 - 15625*x^3) + (-234375*x^3 + 46875*E^3*x^3)*Log[x/2])/(x + 2*x^4 + x^7),x]","15625 \left(5-e^3\right) \log (x)-\frac{15625 \left(5-e^3\right) x^3 \log \left(\frac{x}{2}\right)}{x^3+1}","\frac{15625 \left(5-e^3\right) x \log \left(\frac{x}{2}\right)}{x^4+x}",1,"(-15625*(5 - E^3)*x^3*Log[x/2])/(1 + x^3) + 15625*(5 - E^3)*Log[x]","A",12,10,52,0.1923,1,"{1594, 28, 6688, 12, 6742, 266, 44, 261, 2335, 260}"
5317,0,0,0,1.2384349,"\int \frac{-4 x^4-2 x^5+\left(4 x^2+4 x^3+2 x^4+2 x^5\right) \log \left(2+x^2\right)+\left(4 x^2+4 x^3+2 x^4+2 x^5+e^x \left(-4+4 x+2 x^3+x^4\right)\right) \log ^2\left(2+x^2\right)}{\left(2 x^2+x^4\right) \log ^2\left(2+x^2\right)} \, dx","Int[(-4*x^4 - 2*x^5 + (4*x^2 + 4*x^3 + 2*x^4 + 2*x^5)*Log[2 + x^2] + (4*x^2 + 4*x^3 + 2*x^4 + 2*x^5 + E^x*(-4 + 4*x + 2*x^3 + x^4))*Log[2 + x^2]^2)/((2*x^2 + x^4)*Log[2 + x^2]^2),x]","\int \frac{-4 x^4-2 x^5+\left(4 x^2+4 x^3+2 x^4+2 x^5\right) \log \left(2+x^2\right)+\left(4 x^2+4 x^3+2 x^4+2 x^5+e^x \left(-4+4 x+2 x^3+x^4\right)\right) \log ^2\left(2+x^2\right)}{\left(2 x^2+x^4\right) \log ^2\left(2+x^2\right)} \, dx","(x+2) \left(\frac{\frac{x^2}{\log \left(x^2+2\right)}+e^x}{x}+x\right)",1,"E^x + (2*E^x)/x + (1 + x)^2 - 2/Log[2 + x^2] + (2 + x^2)/Log[2 + x^2] - LogIntegral[2 + x^2] - 4*Defer[Int][Log[2 + x^2]^(-2), x] + 8*Defer[Int][1/((2 + x^2)*Log[2 + x^2]^2), x] + 2*Defer[Int][(1 + x)/Log[2 + x^2], x]","F",0,0,0,0,-1,"{}"
5318,0,0,0,2.7950132,"\int \frac{-8-36 x-48 x^2-16 x^3+(-12-24 x) \log (x)+(6+24 x) \log ^2(x)}{16+80 x+132 x^2+80 x^3+16 x^4+\left(-16 x-72 x^2-96 x^3-32 x^4\right) \log (x)+\left(-24-60 x-20 x^2+16 x^3+16 x^4\right) \log ^2(x)+\left(12 x+24 x^2\right) \log ^3(x)+9 \log ^4(x)} \, dx","Int[(-8 - 36*x - 48*x^2 - 16*x^3 + (-12 - 24*x)*Log[x] + (6 + 24*x)*Log[x]^2)/(16 + 80*x + 132*x^2 + 80*x^3 + 16*x^4 + (-16*x - 72*x^2 - 96*x^3 - 32*x^4)*Log[x] + (-24 - 60*x - 20*x^2 + 16*x^3 + 16*x^4)*Log[x]^2 + (12*x + 24*x^2)*Log[x]^3 + 9*Log[x]^4),x]","\int \frac{-8-36 x-48 x^2-16 x^3+(-12-24 x) \log (x)+(6+24 x) \log ^2(x)}{16+80 x+132 x^2+80 x^3+16 x^4+\left(-16 x-72 x^2-96 x^3-32 x^4\right) \log (x)+\left(-24-60 x-20 x^2+16 x^3+16 x^4\right) \log ^2(x)+\left(12 x+24 x^2\right) \log ^3(x)+9 \log ^4(x)} \, dx","\frac{x}{-x+\log (x) \left(x+\frac{6 \log (x)}{8 x+4}\right)-2}",1,"16*Defer[Int][x/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] + 40*Defer[Int][x^2/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] + 16*Defer[Int][x^3/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] - 12*Defer[Int][Log[x]/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] - 28*Defer[Int][(x*Log[x])/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] - 24*Defer[Int][(x^2*Log[x])/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] - 32*Defer[Int][(x^3*Log[x])/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^2, x] + 2*Defer[Int][(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2)^(-1), x] + 8*Defer[Int][x/(-4 - 10*x - 4*x^2 + 2*x*Log[x] + 4*x^2*Log[x] + 3*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
5319,0,0,0,2.0488259,"\int \frac{-74+762 x-1320 x^2+754 x^3-132 x^4-12 x^5+4 x^6}{-8176-6428 x-120 x^2-1516 x^3+424 x^4+24 x^5-32 x^6+4 x^7+\left(-2044-1607 x-30 x^2-379 x^3+106 x^4+6 x^5-8 x^6+x^7\right) \log \left(\frac{511+274 x-61 x^2+110 x^3-54 x^4+12 x^5-x^6}{64+32 x+4 x^2}\right)} \, dx","Int[(-74 + 762*x - 1320*x^2 + 754*x^3 - 132*x^4 - 12*x^5 + 4*x^6)/(-8176 - 6428*x - 120*x^2 - 1516*x^3 + 424*x^4 + 24*x^5 - 32*x^6 + 4*x^7 + (-2044 - 1607*x - 30*x^2 - 379*x^3 + 106*x^4 + 6*x^5 - 8*x^6 + x^7)*Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(64 + 32*x + 4*x^2)]),x]","\int \frac{-74+762 x-1320 x^2+754 x^3-132 x^4-12 x^5+4 x^6}{-8176-6428 x-120 x^2-1516 x^3+424 x^4+24 x^5-32 x^6+4 x^7+\left(-2044-1607 x-30 x^2-379 x^3+106 x^4+6 x^5-8 x^6+x^7\right) \log \left(\frac{511+274 x-61 x^2+110 x^3-54 x^4+12 x^5-x^6}{64+32 x+4 x^2}\right)} \, dx","\log \left(\log \left(8-\frac{\left((x-3)^2-\frac{1}{x}\right)^2 x^2}{4 (x+4)^2}\right)+4\right)",1,"-2*Defer[Int][1/((4 + x)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] - 274*Defer[Int][1/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] + 122*Defer[Int][x/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] - 330*Defer[Int][x^2/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] + 216*Defer[Int][x^3/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] - 60*Defer[Int][x^4/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x] + 6*Defer[Int][x^5/((-511 - 274*x + 61*x^2 - 110*x^3 + 54*x^4 - 12*x^5 + x^6)*(4 + Log[(511 + 274*x - 61*x^2 + 110*x^3 - 54*x^4 + 12*x^5 - x^6)/(4*(4 + x)^2)])), x]","F",0,0,0,0,-1,"{}"
5320,1,23,0,0.0796607,"\int \frac{1}{2} \left(-2+e^{x^3+e^{x^2} x^3} \left(3 x^2+e^{x^2} \left(3 x^2+2 x^4\right)\right)\right) \, dx","Int[(-2 + E^(x^3 + E^x^2*x^3)*(3*x^2 + E^x^2*(3*x^2 + 2*x^4)))/2,x]","\frac{1}{2} e^{x^3+e^{x^2} x^3}-x","\frac{1}{2} e^{\left(e^{x^2}+1\right) x^3}-x",1,"E^(x^3 + E^x^2*x^3)/2 - x","A",3,2,45,0.04444,1,"{12, 6706}"
5321,1,15,0,0.0343145,"\int \frac{5 x^3+e^x (-2+x) \log (\log (5))}{5 x^3} \, dx","Int[(5*x^3 + E^x*(-2 + x)*Log[Log[5]])/(5*x^3),x]","\frac{e^x \log (\log (5))}{5 x^2}+x","x+\frac{\left(\frac{e^x}{x}-x\right) \log (\log (5))}{5 x}-16",1,"x + (E^x*Log[Log[5]])/(5*x^2)","A",4,3,23,0.1304,1,"{12, 14, 2197}"
5322,1,45,0,0.2556611,"\int \frac{e^{-3+x} x \left(x^2+(-5-5 x) \log ^2(3)+(1+x) (i \pi +\log (3))\right)}{x^3+25 x \log ^4(3)+2 x^2 (i \pi +\log (3))+x (i \pi +\log (3))^2+\log ^2(3) \left(-10 x^2-10 x (i \pi +\log (3))\right)} \, dx","Int[(E^(-3 + x)*x*(x^2 + (-5 - 5*x)*Log[3]^2 + (1 + x)*(I*Pi + Log[3])))/(x^3 + 25*x*Log[3]^4 + 2*x^2*(I*Pi + Log[3]) + x*(I*Pi + Log[3])^2 + Log[3]^2*(-10*x^2 - 10*x*(I*Pi + Log[3]))),x]","e^{x-3}-\frac{e^{x-3} (\log (3) (1-\log (243))+i \pi )}{x+i \pi -5 \log ^2(3)+\log (3)}","\frac{e^{x-3} x}{x+i \pi -5 \log ^2(3)+\log (3)}",1,"E^(-3 + x) - (E^(-3 + x)*(I*Pi + Log[3]*(1 - Log[243])))/(I*Pi + x + Log[3] - 5*Log[3]^2)","A",9,7,93,0.07527,1,"{6, 1586, 27, 2199, 2194, 2177, 2178}"
5323,1,28,0,0.2555676,"\int \frac{-40-392 x+320 x \log (2 x)}{x+16 x^2+64 x^3} \, dx","Int[(-40 - 392*x + 320*x*Log[2*x])/(x + 16*x^2 + 64*x^3),x]","\frac{9}{8 x+1}-40 \log (x)+\frac{320 x \log (2 x)}{8 x+1}","\frac{-x-5 \log (2 x)+1}{x+\frac{1}{8}}",1,"9/(1 + 8*x) - 40*Log[x] + (320*x*Log[2*x])/(1 + 8*x)","A",10,8,27,0.2963,1,"{1594, 27, 6741, 12, 6742, 77, 2314, 31}"
5324,1,26,0,0.2138153,"\int \frac{-4+e^{7-2 x^2-x \log (9)} \left(784 x+448 x^2+64 x^3+\left(196+112 x+16 x^2\right) \log (9)\right)}{49+28 x+4 x^2} \, dx","Int[(-4 + E^(7 - 2*x^2 - x*Log[9])*(784*x + 448*x^2 + 64*x^3 + (196 + 112*x + 16*x^2)*Log[9]))/(49 + 28*x + 4*x^2),x]","\frac{2}{2 x+7}-4\ 9^{-x} e^{7-2 x^2}","\frac{2}{2 x+7}-4 e^{7-x (2 x+\log (9))}",1,"(-4*E^(7 - 2*x^2))/9^x + 2/(7 + 2*x)","A",5,4,57,0.07018,1,"{27, 6688, 2287, 2236}"
5325,1,21,0,0.2140744,"\int \frac{-8+406 x+78 x^2-6 x^3+\left(8 x+2 x^2\right) \log \left(e^{x^2} x\right)+\left(2-102 x+6 x^2-2 x \log \left(e^{x^2} x\right)\right) \log \left(-50+x-\log \left(e^{x^2} x\right)\right)}{50 x-x^2+x \log \left(e^{x^2} x\right)} \, dx","Int[(-8 + 406*x + 78*x^2 - 6*x^3 + (8*x + 2*x^2)*Log[E^x^2*x] + (2 - 102*x + 6*x^2 - 2*x*Log[E^x^2*x])*Log[-50 + x - Log[E^x^2*x]])/(50*x - x^2 + x*Log[E^x^2*x]),x]","\left(-\log \left(-\log \left(e^{x^2} x\right)+x-50\right)+x+4\right)^2","\left(\log \left(-\log \left(e^{x^2} x\right)+x-50\right)-x-4\right)^2",1,"(4 + x - Log[-50 + x - Log[E^x^2*x]])^2","A",3,3,91,0.03297,1,"{6688, 12, 6686}"
5326,1,28,0,0.0608939,"\int \frac{1}{3} \left(60+40 x+e^{3-e-x^2} \left(-20+40 x^2\right)\right) \, dx","Int[(60 + 40*x + E^(3 - E - x^2)*(-20 + 40*x^2))/3,x]","\frac{20 x^2}{3}-\frac{20}{3} e^{-x^2-e+3} x+20 x","\frac{20}{3} x \left(-e^{-x^2-e+3}+x+3\right)",1,"20*x - (20*E^(3 - E - x^2)*x)/3 + (20*x^2)/3","A",7,4,29,0.1379,1,"{12, 2226, 2205, 2212}"
5327,0,0,0,15.3238889,"\int \frac{16^{-e^x-x} e^{16^{-e^x-x} (5-x)^{e^x+x}} (5-x)^{e^x+x} \left(e^x+x+\left(-5+e^x (-5+x)+x\right) \log \left(\frac{5-x}{16}\right)\right)}{-5+x} \, dx","Int[(16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x))*(5 - x)^(E^x + x)*(E^x + x + (-5 + E^x*(-5 + x) + x)*Log[(5 - x)/16]))/(-5 + x),x]","\int \frac{16^{-e^x-x} e^{16^{-e^x-x} (5-x)^{e^x+x}} (5-x)^{e^x+x} \left(e^x+x+\left(-5+e^x (-5+x)+x\right) \log \left(\frac{5-x}{16}\right)\right)}{-5+x} \, dx","e^{4^{-x-e^x} \left(\frac{1-x}{4}+1\right)^{x+e^x}}",1,"-Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x) + x)*(5 - x)^(-1 + E^x + x), x] + Log[5/16 - x/16]*Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x))*(5 - x)^(E^x + x), x] + Log[5/16 - x/16]*Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x) + x)*(5 - x)^(E^x + x), x] - Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x))*(5 - x)^(-1 + E^x + x)*x, x] - Defer[Int][Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x))*(5 - x)^(E^x + x), x]/(-5 + x), x] - Defer[Int][Defer[Int][16^(-E^x - x)*E^(16^(-E^x - x)*(5 - x)^(E^x + x) + x)*(5 - x)^(E^x + x), x]/(-5 + x), x]","F",0,0,0,0,-1,"{}"
5328,1,12,0,0.0039861,"\int \frac{24 x+16 e^4 x^{15}}{e^4} \, dx","Int[(24*x + 16*E^4*x^15)/E^4,x]","x^{16}+\frac{12 x^2}{e^4}","x^{16}+12 \left(\frac{x^2}{e^4}-e^2\right)",1,"(12*x^2)/E^4 + x^16","A",2,1,16,0.06250,1,"{12}"
5329,1,28,0,0.1472404,"\int \frac{-1+\left(1+2 x+48 x^2\right) \log (x)-2 x \log ^2(x)-2 x \log ^3(x)+\log (x) \log \left(\frac{2 x}{\log (x)}\right)}{\log (x)} \, dx","Int[(-1 + (1 + 2*x + 48*x^2)*Log[x] - 2*x*Log[x]^2 - 2*x*Log[x]^3 + Log[x]*Log[(2*x)/Log[x]])/Log[x],x]","16 x^3+x^2-x^2 \log ^2(x)+x \log \left(\frac{2 x}{\log (x)}\right)","x \left(16 x^2-2 x+x \left(3-\log ^2(x)\right)+\log \left(\frac{2 x}{\log (x)}\right)\right)",1,"x^2 + 16*x^3 - x^2*Log[x]^2 + x*Log[(2*x)/Log[x]]","A",11,5,45,0.1111,1,"{6742, 2298, 2304, 2305, 2549}"
5330,0,0,0,15.4989937,"\int \frac{e^{2 e^{2 x}+\frac{e^{2 e^{2 x}+x+\frac{8}{1+x}}}{x}+\frac{8}{1+x}} \left(e^x \left(-1-9 x+x^2+x^3\right)+e^{3 x} \left(4 x+8 x^2+4 x^3\right)\right)}{x^2+2 x^3+x^4} \, dx","Int[(E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + 8/(1 + x))*(E^x*(-1 - 9*x + x^2 + x^3) + E^(3*x)*(4*x + 8*x^2 + 4*x^3)))/(x^2 + 2*x^3 + x^4),x]","\int \frac{e^{2 e^{2 x}+\frac{e^{2 e^{2 x}+x+\frac{8}{1+x}}}{x}+\frac{8}{1+x}} \left(e^x \left(-1-9 x+x^2+x^3\right)+e^{3 x} \left(4 x+8 x^2+4 x^3\right)\right)}{x^2+2 x^3+x^4} \, dx","e^{\frac{e^{x+2 e^{2 x}+\frac{8}{x+1}}}{x}}",1,"-Defer[Int][E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + x + 8/(1 + x))/x^2, x] - 7*Defer[Int][E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + x + 8/(1 + x))/x, x] + 4*Defer[Int][E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + 3*x + 8/(1 + x))/x, x] + 8*Defer[Int][E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + x + 8/(1 + x))/(1 + x)^2, x] + 8*Defer[Int][E^(2*E^(2*x) + E^(2*E^(2*x) + x + 8/(1 + x))/x + x + 8/(1 + x))/(1 + x), x]","F",0,0,0,0,-1,"{}"
5331,1,25,0,0.1090138,"\int \frac{1}{3} e^{\frac{1}{3} \left(8-10 x-3 x^2+e (4+x)\right)} (-10+e-6 x) \, dx","Int[(E^((8 - 10*x - 3*x^2 + E*(4 + x))/3)*(-10 + E - 6*x))/3,x]","e^{-x^2-\frac{1}{3} (10-e) x+\frac{4 (2+e)}{3}}","e^{\frac{1}{3} (-x-4) (3 x-e-2)}",1,"E^((4*(2 + E))/3 - ((10 - E)*x)/3 - x^2)","A",3,3,31,0.09677,1,"{12, 2244, 2236}"
5332,1,21,0,0.4576278,"\int \frac{e^x \left(x-x^2\right)+e^{e^x} \left(200 e^{4 x}+600 e^{3 x} x+600 e^{2 x} x^2+200 e^x x^3\right)}{200 e^{3 x}+600 e^{2 x} x+600 e^x x^2+200 x^3} \, dx","Int[(E^x*(x - x^2) + E^E^x*(200*E^(4*x) + 600*E^(3*x)*x + 600*E^(2*x)*x^2 + 200*E^x*x^3))/(200*E^(3*x) + 600*E^(2*x)*x + 600*E^x*x^2 + 200*x^3),x]","e^{e^x}+\frac{1}{400 \left(\frac{e^x}{x}+1\right)^2}","\frac{x^2}{400 \left(x+e^x\right)^2}+e^{e^x}",1,"E^E^x + 1/(400*(1 + E^x/x)^2)","A",9,8,84,0.09524,1,"{6741, 12, 6688, 6742, 2282, 2194, 6712, 32}"
5333,1,27,0,0.2159087,"\int \frac{1344 x-592 x^2+64 x^3+e^x \left(48-48 x+12 x^2\right)+e^x \left(-252+300 x-111 x^2+12 x^3\right) \log \left(\frac{1}{4} (21-4 x)\right)}{-252+300 x-111 x^2+12 x^3} \, dx","Int[(1344*x - 592*x^2 + 64*x^3 + E^x*(48 - 48*x + 12*x^2) + E^x*(-252 + 300*x - 111*x^2 + 12*x^3)*Log[(21 - 4*x)/4])/(-252 + 300*x - 111*x^2 + 12*x^3),x]","e^x \log \left(\frac{21}{4}-x\right)-\frac{16 x^2}{3 (2-x)}","e^x \log \left(\frac{21}{4}-x\right)-\frac{16 x^2}{3 (2-x)}",1,"(-16*x^2)/(3*(2 - x)) + E^x*Log[21/4 - x]","A",7,6,75,0.08000,1,"{6688, 74, 2178, 2194, 2554, 12}"
5334,1,16,0,0.0052034,"\int \frac{-7 x-2 x^2+3 e^3 x^3}{x} \, dx","Int[(-7*x - 2*x^2 + 3*E^3*x^3)/x,x]","e^3 x^3-x^2-7 x","e^{3 (\log (x)+1)}-x (x+7)",1,"-7*x - x^2 + E^3*x^3","A",2,1,21,0.04762,1,"{14}"
5335,0,0,0,1.4240146,"\int \frac{-20-6 x-2 x^2-5 \log \left(\frac{4 e^{x^2}}{x}\right)-5 \log (x)+\left(4+x+\log \left(\frac{4 e^{x^2}}{x}\right)+\log (x)\right) \log \left(4+x+\log \left(\frac{4 e^{x^2}}{x}\right)+\log (x)\right)}{4 x^2+x^3+x^2 \log \left(\frac{4 e^{x^2}}{x}\right)+x^2 \log (x)} \, dx","Int[(-20 - 6*x - 2*x^2 - 5*Log[(4*E^x^2)/x] - 5*Log[x] + (4 + x + Log[(4*E^x^2)/x] + Log[x])*Log[4 + x + Log[(4*E^x^2)/x] + Log[x]])/(4*x^2 + x^3 + x^2*Log[(4*E^x^2)/x] + x^2*Log[x]),x]","\int \frac{-20-6 x-2 x^2-5 \log \left(\frac{4 e^{x^2}}{x}\right)-5 \log (x)+\left(4+x+\log \left(\frac{4 e^{x^2}}{x}\right)+\log (x)\right) \log \left(4+x+\log \left(\frac{4 e^{x^2}}{x}\right)+\log (x)\right)}{4 x^2+x^3+x^2 \log \left(\frac{4 e^{x^2}}{x}\right)+x^2 \log (x)} \, dx","\frac{5-\log \left(\log \left(\frac{4 e^{x^2}}{x}\right)+x+\log (x)+4\right)}{x}",1,"5/x - 2*Defer[Int][(4 + x + Log[(4*E^x^2)/x] + Log[x])^(-1), x] - Defer[Int][1/(x*(4 + x + Log[(4*E^x^2)/x] + Log[x])), x] + Defer[Int][Log[4 + x + Log[(4*E^x^2)/x] + Log[x]]/x^2, x]","F",0,0,0,0,-1,"{}"
5336,1,16,0,0.0223474,"\int \frac{e^4 \left(-8-2 e^{4+e^3}\right) \left(8+2 e^{4+e^3}-x\right)}{2 \left(8 x^2+2 e^{4+e^3} x^2-x^3\right)} \, dx","Int[(E^4*(-8 - 2*E^(4 + E^3))*(8 + 2*E^(4 + E^3) - x))/(2*(8*x^2 + 2*E^(4 + E^3)*x^2 - x^3)),x]","\frac{e^4 \left(4+e^{4+e^3}\right)}{x}","\frac{e^4 \left(-\frac{x}{2}+e^{4+e^3}+4\right)}{x}",1,"(E^4*(4 + E^(4 + E^3)))/x","A",4,4,57,0.07018,1,"{6, 12, 1586, 30}"
5337,1,34,0,0.0996173,"\int \frac{1}{5} e^{e^{-e^4} \left(1+2 e^{e^4}\right)+x} \left(10+4 x+2 x^2\right) \, dx","Int[(E^((1 + 2*E^E^4)/E^E^4 + x)*(10 + 4*x + 2*x^2))/5,x]","\frac{2}{5} e^{x+e^{-e^4}+2} x^2+2 e^{x+e^{-e^4}+2}","\frac{2}{5} e^{x+e^{-e^4}+2} \left(x^2+5\right)",1,"2*E^(2 + E^(-E^4) + x) + (2*E^(2 + E^(-E^4) + x)*x^2)/5","A",9,4,35,0.1143,1,"{12, 2196, 2194, 2176}"
5338,0,0,0,0.4980947,"\int \frac{e^{-14+\frac{4}{11 x}+\frac{3}{1+x}} \left(-4+14 x+7 x^2+22 x^3\right)}{22+44 x+22 x^2} \, dx","Int[(E^(-14 + 4/(11*x) + 3/(1 + x))*(-4 + 14*x + 7*x^2 + 22*x^3))/(22 + 44*x + 22*x^2),x]","\int \frac{e^{-14+\frac{4}{11 x}+\frac{3}{1+x}} \left(-4+14 x+7 x^2+22 x^3\right)}{22+44 x+22 x^2} \, dx","\frac{1}{2} e^{\frac{3}{x+1}+\frac{4}{11 x}-14} x^2",1,"(-37*Defer[Int][E^(-14 + 4/(11*x) + 3/(1 + x)), x])/22 + Defer[Int][E^(-14 + 4/(11*x) + 3/(1 + x))*x, x] - (3*Defer[Int][E^(-14 + 4/(11*x) + 3/(1 + x))/(1 + x)^2, x])/2 + 3*Defer[Int][E^(-14 + 4/(11*x) + 3/(1 + x))/(1 + x), x]","F",0,0,0,0,-1,"{}"
5339,1,30,0,0.0579661,"\int \frac{1}{9} \left(5+2 i \pi +2 x+27 x^2+e^x \left(18 x+9 x^2\right)\right) \, dx","Int[(5 + (2*I)*Pi + 2*x + 27*x^2 + E^x*(18*x + 9*x^2))/9,x]","x^3+e^x x^2+\frac{x^2}{9}+\frac{1}{9} (5+2 i \pi ) x","x+\left(\frac{(x+i \pi -2)^2}{9 x^2}+e^x+x\right) x^2",1,"((5 + (2*I)*Pi)*x)/9 + x^2/9 + E^x*x^2 + x^3","A",10,5,32,0.1562,1,"{12, 1593, 2196, 2176, 2194}"
5340,0,0,0,17.9243907,"\int \frac{\exp \left(\frac{4-2 \log \left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)}{\log \left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)}\right) \left(-24-4 x-48 x^2-4 x^3-4 x \log (4)+4 x \log (x)\right)}{\left(6 x^3+x^4+\left(-6 x-x^2\right) \log (4)+\left(6 x+x^2\right) \log (x)\right) \log ^2\left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)} \, dx","Int[(E^((4 - 2*Log[(x^2 - Log[4] + Log[x])/(6 + x)])/Log[(x^2 - Log[4] + Log[x])/(6 + x)])*(-24 - 4*x - 48*x^2 - 4*x^3 - 4*x*Log[4] + 4*x*Log[x]))/((6*x^3 + x^4 + (-6*x - x^2)*Log[4] + (6*x + x^2)*Log[x])*Log[(x^2 - Log[4] + Log[x])/(6 + x)]^2),x]","\int \frac{\exp \left(\frac{4-2 \log \left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)}{\log \left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)}\right) \left(-24-4 x-48 x^2-4 x^3-4 x \log (4)+4 x \log (x)\right)}{\left(6 x^3+x^4+\left(-6 x-x^2\right) \log (4)+\left(6 x+x^2\right) \log (x)\right) \log ^2\left(\frac{x^2-\log (4)+\log (x)}{6+x}\right)} \, dx","e^{\frac{4}{\log \left(\frac{x^2+\log (x)-\log (4)}{x+6}\right)}-2}+2",1,"-4*Defer[Int][E^(-2 + 4/Log[(x^2 + Log[x/4])/(6 + x)])/(x*(x^2 + Log[x/4])*Log[(x^2 + Log[x/4])/(6 + x)]^2), x] - 4*Defer[Int][(E^(-2 + 4/Log[(x^2 + Log[x/4])/(6 + x)])*x)/((x^2 + Log[x/4])*Log[(x^2 + Log[x/4])/(6 + x)]^2), x] - 96*Defer[Subst][Defer[Int][E^(-2 + 4/Log[(16*x^2 + Log[x])/(6 + 4*x)])/((16*x^2 + Log[x])*Log[(16*x^2 + Log[x])/(6 + 4*x)]^2), x], x, x/4] + 592*Defer[Subst][Defer[Int][E^(-2 + 4/Log[(16*x^2 + Log[x])/(6 + 4*x)])/((6 + 4*x)*(16*x^2 + Log[x])*Log[(16*x^2 + Log[x])/(6 + 4*x)]^2), x], x, x/4] - 16*(1 + Log[4])*Defer[Subst][Defer[Int][E^(-2 + 4/Log[(16*x^2 + Log[x])/(6 + 4*x)])/((6 + 4*x)*(16*x^2 + Log[x])*Log[(16*x^2 + Log[x])/(6 + 4*x)]^2), x], x, x/4] + 16*Defer[Subst][Defer[Int][(E^(-2 + 4/Log[(16*x^2 + Log[x])/(6 + 4*x)])*Log[4*x])/((6 + 4*x)*(16*x^2 + Log[x])*Log[(16*x^2 + Log[x])/(6 + 4*x)]^2), x], x, x/4]","F",0,0,0,0,-1,"{}"
5341,1,9,0,0.0016407,"\int \left(-1-3 x^2\right) \, dx","Int[-1 - 3*x^2,x]","-x^3-x","-x^2-\left(x^2-x\right) x-x+e^4+2",1,"-x - x^3","A",1,0,7,0,1,"{}"
5342,1,12,0,0.0026995,"\int \frac{4-e^3}{x^2} \, dx","Int[(4 - E^3)/x^2,x]","-\frac{4-e^3}{x}","\frac{e^3-4}{x}",1,"-((4 - E^3)/x)","A",2,2,11,0.1818,1,"{12, 30}"
5343,1,16,0,0.0151494,"\int \frac{-3+4 x^4-4 e^{-1+x} x^4}{4 x^4} \, dx","Int[(-3 + 4*x^4 - 4*E^(-1 + x)*x^4)/(4*x^4),x]","\frac{1}{4 x^3}+x-e^{x-1}","\frac{1}{4 x^3}+x-e^{x-1}-2",1,"-E^(-1 + x) + 1/(4*x^3) + x","A",6,3,24,0.1250,1,"{12, 14, 2194}"
5344,1,34,0,1.1377317,"\int \frac{\exp \left(\frac{e^x \left(i \pi +\log \left(\frac{13}{6}\right)\right)-x \left(i \pi +\log \left(\frac{13}{6}\right)\right)}{x^6}\right) \left(e^x (-6+x) \left(i \pi +\log \left(\frac{13}{6}\right)\right)+5 x \left(i \pi +\log \left(\frac{13}{6}\right)\right)\right)}{x^7} \, dx","Int[(E^((E^x*(I*Pi + Log[13/6]) - x*(I*Pi + Log[13/6]))/x^6)*(E^x*(-6 + x)*(I*Pi + Log[13/6]) + 5*x*(I*Pi + Log[13/6])))/x^7,x]","\exp \left(\frac{e^x \left(\log \left(\frac{13}{6}\right)+i \pi \right)-x \left(\log \left(\frac{13}{6}\right)+i \pi \right)}{x^6}\right)","e^{\frac{\left(e^x-x\right) \left(\log \left(\frac{13}{6}\right)+i \pi \right)}{x^6}}",1,"E^((E^x*(I*Pi + Log[13/6]) - x*(I*Pi + Log[13/6]))/x^6)","A",1,1,69,0.01449,1,"{6706}"
5345,1,16,0,0.0075299,"\int -\frac{18}{e^5+e^2 (-5-2 x)} \, dx","Int[-18/(E^5 + E^2*(-5 - 2*x)),x]","\frac{9 \log \left(2 x-e^3+5\right)}{e^2}","\frac{9 \log \left(\frac{5}{2} \left(-2 x+e^3-5\right)\right)}{e^2}",1,"(9*Log[5 - E^3 + 2*x])/E^2","A",3,3,17,0.1765,1,"{12, 33, 31}"
5346,1,42,0,0.0677851,"\int \frac{e^{-2 e^{\frac{x^2+\log (x)}{4 \log (2)}}} \left(e^{\frac{x^2+\log (x)}{4 \log (2)}} \left(-x-2 x^3\right) \log (4)+4 x \log (2) \log (4)\right)}{2 \log (2)} \, dx","Int[(E^((x^2 + Log[x])/(4*Log[2]))*(-x - 2*x^3)*Log[4] + 4*x*Log[2]*Log[4])/(2*E^(2*E^((x^2 + Log[x])/(4*Log[2])))*Log[2]),x]","\frac{\left(2 x^3+x\right) \log (4) e^{-2 e^{\frac{x^2}{4 \log (2)}} x^{\frac{1}{\log (16)}}}}{2 x+\frac{1}{x}}","x^2 \log (4) e^{-2 e^{\frac{x^2+\log (x)}{4 \log (2)}}}+4",1,"((x + 2*x^3)*Log[4])/(E^(2*E^(x^2/(4*Log[2]))*x^Log[16]^(-1))*(x^(-1) + 2*x))","A",2,2,64,0.03125,1,"{12, 2288}"
5347,0,0,0,6.5649726,"\int \frac{20 x^4-10 x^5+e^{e^x} \left(e^{2 x} \left(-16 x^3+8 x^4-x^5\right)+e^x \left(48 x^2-40 x^3+11 x^4-x^5\right)\right)}{25 x^4+e^{2 e^x+2 x} \left(16-8 x+x^2\right)+e^{e^x+x} \left(40 x^2-10 x^3\right)} \, dx","Int[(20*x^4 - 10*x^5 + E^E^x*(E^(2*x)*(-16*x^3 + 8*x^4 - x^5) + E^x*(48*x^2 - 40*x^3 + 11*x^4 - x^5)))/(25*x^4 + E^(2*E^x + 2*x)*(16 - 8*x + x^2) + E^(E^x + x)*(40*x^2 - 10*x^3)),x]","\int \frac{20 x^4-10 x^5+e^{e^x} \left(e^{2 x} \left(-16 x^3+8 x^4-x^5\right)+e^x \left(48 x^2-40 x^3+11 x^4-x^5\right)\right)}{25 x^4+e^{2 e^x+2 x} \left(16-8 x+x^2\right)+e^{e^x+x} \left(40 x^2-10 x^3\right)} \, dx","\frac{x}{\frac{e^{x+e^x}}{x^2}-\frac{5}{x-4}}-2",1,"-Defer[Int][x^3/E^E^x, x] - 40*Defer[Int][x^4/(E^(E^x + x)*(-4 + x) - 5*x^2)^2, x] + 25*Defer[Int][x^5/(E^(E^x + x)*(-4 + x) - 5*x^2)^2, x] - 5*Defer[Int][x^6/(E^(E^x + x)*(-4 + x) - 5*x^2)^2, x] - 25*Defer[Int][x^7/(E^E^x*(E^(E^x + x)*(-4 + x) - 5*x^2)^2), x] - 12*Defer[Int][x^2/(E^(E^x + x)*(-4 + x) - 5*x^2), x] + 7*Defer[Int][x^3/(E^(E^x + x)*(-4 + x) - 5*x^2), x] - Defer[Int][x^4/(E^(E^x + x)*(-4 + x) - 5*x^2), x] + 10*Defer[Int][x^5/(E^E^x*(-(E^(E^x + x)*(-4 + x)) + 5*x^2)), x]","F",0,0,0,0,-1,"{}"
5348,0,0,0,0.6313943,"\int \frac{e^5 x+\left(-12 x-4 x^2\right) \log (-3-x)+e^5 (-6-2 x) \log (-3-x) \log (\log (-3-x))}{\left(3 x^3+x^4\right) \log (-3-x)} \, dx","Int[(E^5*x + (-12*x - 4*x^2)*Log[-3 - x] + E^5*(-6 - 2*x)*Log[-3 - x]*Log[Log[-3 - x]])/((3*x^3 + x^4)*Log[-3 - x]),x]","\int \frac{e^5 x+\left(-12 x-4 x^2\right) \log (-3-x)+e^5 (-6-2 x) \log (-3-x) \log (\log (-3-x))}{\left(3 x^3+x^4\right) \log (-3-x)} \, dx","\frac{\frac{e^5 \log (\log (-x-3))}{x}+4}{x}",1,"4/x + (E^5*Log[Log[-3 - x]])/9 + (E^5*Defer[Int][1/(x^2*Log[-3 - x]), x])/3 - (E^5*Defer[Int][1/(x*Log[-3 - x]), x])/9 - 2*E^5*Defer[Int][Log[Log[-3 - x]]/x^3, x]","F",0,0,0,0,-1,"{}"
5349,0,0,0,1.3907615,"\int \frac{-3 x^4-x^6+e^{2 x} \left(-630-225 x^2-675 \log (2)\right)-3 x^4 \log (2)+e^x \left(81 x^2+3 x^3+30 x^4+90 x^2 \log (2)\right)}{225 e^{2 x} x^2-30 e^x x^4+x^6} \, dx","Int[(-3*x^4 - x^6 + E^(2*x)*(-630 - 225*x^2 - 675*Log[2]) - 3*x^4*Log[2] + E^x*(81*x^2 + 3*x^3 + 30*x^4 + 90*x^2*Log[2]))/(225*E^(2*x)*x^2 - 30*E^x*x^4 + x^6),x]","\int \frac{-3 x^4-x^6+e^{2 x} \left(-630-225 x^2-675 \log (2)\right)-3 x^4 \log (2)+e^x \left(81 x^2+3 x^3+30 x^4+90 x^2 \log (2)\right)}{225 e^{2 x} x^2-30 e^x x^4+x^6} \, dx","\frac{\frac{e^x}{\frac{x^2}{3}-5 e^x}+3 (x+1+\log (2))}{x}-x",1,"-x + (14 + 15*Log[2])/(5*x) - Defer[Int][(15*E^x - x^2)^(-1), x]/5 - (2*Defer[Int][x^2/(-15*E^x + x^2)^2, x])/5 + Defer[Int][x^3/(-15*E^x + x^2)^2, x]/5 - Defer[Int][x/(-15*E^x + x^2), x]/5","F",0,0,0,0,-1,"{}"
5350,1,23,0,0.1947621,"\int \frac{-5 x+5 x^2+10 x^3+e^{\frac{4+6 x+x^2}{x}} \left(-4+x^2\right)}{5 x^2} \, dx","Int[(-5*x + 5*x^2 + 10*x^3 + E^((4 + 6*x + x^2)/x)*(-4 + x^2))/(5*x^2),x]","x^2+x+\frac{1}{5} e^{x+\frac{4}{x}+6}-\log (x)","x^2+x+\frac{1}{5} e^{\frac{(x+5) x+x+4}{x}}-\log (3 x)",1,"E^(6 + 4/x + x)/5 + x + x^2 - Log[x]","A",6,3,41,0.07317,1,"{12, 14, 6706}"
5351,0,0,0,0.8204579,"\int \frac{-202500-202500 x-67500 x^2-7500 x^3+\left(50625+50625 x+16875 x^2+1875 x^3\right) \log (3 x)+\left(40500+35100 x+7200 x^2-900 x^3-300 x^4\right) \log ^2(3 x)+\left(-20250-14850 x+1800 x^3+300 x^4\right) \log ^3(3 x)+\left(2025+945 x-567 x^2-279 x^3+9 x^4+9 x^5\right) \log ^5(3 x)}{\left(27+27 x+9 x^2+x^3\right) \log ^5(3 x)} \, dx","Int[(-202500 - 202500*x - 67500*x^2 - 7500*x^3 + (50625 + 50625*x + 16875*x^2 + 1875*x^3)*Log[3*x] + (40500 + 35100*x + 7200*x^2 - 900*x^3 - 300*x^4)*Log[3*x]^2 + (-20250 - 14850*x + 1800*x^3 + 300*x^4)*Log[3*x]^3 + (2025 + 945*x - 567*x^2 - 279*x^3 + 9*x^4 + 9*x^5)*Log[3*x]^5)/((27 + 27*x + 9*x^2 + x^3)*Log[3*x]^5),x]","\int \frac{-202500-202500 x-67500 x^2-7500 x^3+\left(50625+50625 x+16875 x^2+1875 x^3\right) \log (3 x)+\left(40500+35100 x+7200 x^2-900 x^3-300 x^4\right) \log ^2(3 x)+\left(-20250-14850 x+1800 x^3+300 x^4\right) \log ^3(3 x)+\left(2025+945 x-567 x^2-279 x^3+9 x^4+9 x^5\right) \log ^5(3 x)}{\left(27+27 x+9 x^2+x^3\right) \log ^5(3 x)} \, dx","3 x \left(x+\frac{3}{x+3}+\frac{25}{\log ^2(3 x)}-6\right)^2",1,"126*x - 36*x^2 + 3*x^3 - 81/(3 + x)^2 + 513/(3 + x) + (1875*x)/Log[3*x]^4 - 300*Defer[Int][(-15 - 3*x + x^2)/((3 + x)*Log[3*x]^3), x] + 150*Defer[Int][(-45 - 18*x + 6*x^2 + 2*x^3)/((3 + x)^2*Log[3*x]^2), x]","F",0,0,0,0,-1,"{}"
5352,1,22,0,0.0835917,"\int \frac{1}{3} \left(-3+e^{\frac{1}{3} \left(3+e^{-13-x}-3 x\right)} \left(-3-e^{-13-x}\right)\right) \, dx","Int[(-3 + E^((3 + E^(-13 - x) - 3*x)/3)*(-3 - E^(-13 - x)))/3,x]","e^{\frac{1}{3} \left(-3 x+e^{-x-13}+3\right)}-x","e^{-x+\frac{1}{3} e^{x-2 (x+5)-3}+1}-x",1,"E^((3 + E^(-13 - x) - 3*x)/3) - x","A",3,2,36,0.05556,1,"{12, 6706}"
5353,1,23,0,0.0616615,"\int \frac{15+84 x+63 x^2-12 x^3-20 x^4}{15 x+65 x^2+85 x^3+40 x^4+20 x^5} \, dx","Int[(15 + 84*x + 63*x^2 - 12*x^3 - 20*x^4)/(15*x + 65*x^2 + 85*x^3 + 40*x^4 + 20*x^5),x]","-\log \left(x^2+x+3\right)-\frac{4}{5 (2 x+1)}+\log (x)","\log \left(\frac{1}{x+\frac{3}{x}+1}\right)-\frac{4}{5 (2 x+1)}",1,"-4/(5*(1 + 2*x)) + Log[x] - Log[3 + x + x^2]","A",3,2,47,0.04255,1,"{2074, 628}"
5354,1,279,0,0.3255175,"\int \frac{32 x^2+16 x^3+1026 x^4+1280 x^5+576 x^6+112 x^7+8 x^8+\left(-64 x-32 x^2-3076 x^3-4096 x^4-1920 x^5-384 x^6-28 x^7\right) \log (3)+\left(32+16 x+3074 x^2+4608 x^3+2304 x^4+480 x^5+36 x^6\right) \log ^2(3)+\left(-1024 x-2048 x^2-1152 x^3-256 x^4-20 x^5\right) \log ^3(3)+\left(256 x+192 x^2+48 x^3+4 x^4\right) \log ^4(3)+\left(2+64 x^2+48 x^3+8 x^4+\left(-64 x-64 x^2-12 x^3\right) \log (3)+\left(16 x+4 x^2\right) \log ^2(3)\right) \log (x)}{x} \, dx","Int[(32*x^2 + 16*x^3 + 1026*x^4 + 1280*x^5 + 576*x^6 + 112*x^7 + 8*x^8 + (-64*x - 32*x^2 - 3076*x^3 - 4096*x^4 - 1920*x^5 - 384*x^6 - 28*x^7)*Log[3] + (32 + 16*x + 3074*x^2 + 4608*x^3 + 2304*x^4 + 480*x^5 + 36*x^6)*Log[3]^2 + (-1024*x - 2048*x^2 - 1152*x^3 - 256*x^4 - 20*x^5)*Log[3]^3 + (256*x + 192*x^2 + 48*x^3 + 4*x^4)*Log[3]^4 + (2 + 64*x^2 + 48*x^3 + 8*x^4 + (-64*x - 64*x^2 - 12*x^3)*Log[3] + (16*x + 4*x^2)*Log[3]^2)*Log[x])/x,x]","x^8+4 x^7 (4-\log (3))+2 x^6 \left(48+3 \log ^2(3)-32 \log (3)\right)+4 x^5 (4-\log (3)) \left(16+\log ^2(3)-20 \log (3)\right)-\frac{x^4}{2}+\frac{1}{2} x^4 \left(513+2 \log ^4(3)-128 \log ^3(3)+1152 \log ^2(3)-2048 \log (3)\right)+2 x^4 \log (x)+\frac{16}{3} x^3 \left(1+2 \log ^4(3)-68 \log ^3(3)+288 \log ^2(3)-192 \log (3)\right)+4 x^3 (4-\log (3)) \log (x)-\frac{4}{3} x^3 (4-\log (3))+2 x^2 \left(16+\log ^2(3)-16 \log (3)\right) \log (x)-x^2 \left(16+\log ^2(3)-16 \log (3)\right)+x^2 \left(16+32 \log ^4(3)-768 \log ^3(3)+1537 \log ^2(3)\right)+16 x \log ^2(3)+\log ^2(x)+32 \log ^2(3) \log (x)-\frac{4}{3} (x+4)^3 \log (3) \left(1-4 \log ^3(3)+16 \log ^2(3)\right)-16 x (4-\log (3)) \log (3) \log (x)+16 x (4-\log (3)) \log (3)","\left((x+4)^2 (x-\log (3))^2+\log (x)\right)^2",1,"-1/2*x^4 + x^8 - (4*x^3*(4 - Log[3]))/3 + 4*x^7*(4 - Log[3]) + 16*x*(4 - Log[3])*Log[3] + 16*x*Log[3]^2 + 4*x^5*(4 - Log[3])*(16 - 20*Log[3] + Log[3]^2) - x^2*(16 - 16*Log[3] + Log[3]^2) + 2*x^6*(48 - 32*Log[3] + 3*Log[3]^2) - (4*(4 + x)^3*Log[3]*(1 + 16*Log[3]^2 - 4*Log[3]^3))/3 + (x^4*(513 - 2048*Log[3] + 1152*Log[3]^2 - 128*Log[3]^3 + 2*Log[3]^4))/2 + (16*x^3*(1 - 192*Log[3] + 288*Log[3]^2 - 68*Log[3]^3 + 2*Log[3]^4))/3 + x^2*(16 + 1537*Log[3]^2 - 768*Log[3]^3 + 32*Log[3]^4) + 2*x^4*Log[x] + 4*x^3*(4 - Log[3])*Log[x] - 16*x*(4 - Log[3])*Log[3]*Log[x] + 32*Log[3]^2*Log[x] + 2*x^2*(16 - 16*Log[3] + Log[3]^2)*Log[x] + Log[x]^2","B",12,7,216,0.03241,1,"{14, 1583, 1620, 2357, 2301, 2304, 2295}"
5355,0,0,0,5.1058497,"\int \frac{\exp \left(\frac{e^{-\frac{5 x}{3 x+15 \log (4)}} (4+8 x)}{x}-\frac{5 x}{3 x+15 \log (4)}\right) \left(-12 x^2+\left(-220 x-200 x^2\right) \log (4)-300 \log ^2(4)\right)}{3 x^4+30 x^3 \log (4)+75 x^2 \log ^2(4)} \, dx","Int[(E^((4 + 8*x)/(E^((5*x)/(3*x + 15*Log[4]))*x) - (5*x)/(3*x + 15*Log[4]))*(-12*x^2 + (-220*x - 200*x^2)*Log[4] - 300*Log[4]^2))/(3*x^4 + 30*x^3*Log[4] + 75*x^2*Log[4]^2),x]","\int \frac{\exp \left(\frac{e^{-\frac{5 x}{3 x+15 \log (4)}} (4+8 x)}{x}-\frac{5 x}{3 x+15 \log (4)}\right) \left(-12 x^2+\left(-220 x-200 x^2\right) \log (4)-300 \log ^2(4)\right)}{3 x^4+30 x^3 \log (4)+75 x^2 \log ^2(4)} \, dx","e^{2 \left(\frac{2}{x}+4\right) e^{-\frac{5 x}{3 (x+5 \log (4))}}}",1,"-4*Defer[Int][E^((4 + 8*x)/(E^((5*x)/(3*x + 15*Log[4]))*x) - (5*x)/(3*x + 15*Log[4]))/x^2, x] - (4*Defer[Int][E^((4 + 8*x)/(E^((5*x)/(3*x + 15*Log[4]))*x) - (5*x)/(3*x + 15*Log[4]))/x, x])/(3*Log[4]) + (20*(1 - 10*Log[4])*Defer[Int][E^((4 + 8*x)/(E^((5*x)/(3*x + 15*Log[4]))*x) - (5*x)/(3*x + 15*Log[4]))/(x + 5*Log[4])^2, x])/3 + (4*Defer[Int][E^((4 + 8*x)/(E^((5*x)/(3*x + 15*Log[4]))*x) - (5*x)/(3*x + 15*Log[4]))/(x + 5*Log[4]), x])/(3*Log[4])","F",0,0,0,0,-1,"{}"
5356,1,10,0,0.0906047,"\int \frac{e^{3+x^3}+3 e^{3+x^3} x^3 \log (x)}{x} \, dx","Int[(E^(3 + x^3) + 3*E^(3 + x^3)*x^3*Log[x])/x,x]","e^{x^3+3} \log (x)","e^{x^3+3} \log (x)",1,"E^(3 + x^3)*Log[x]","A",6,5,26,0.1923,1,"{14, 2210, 2209, 2554, 12}"
5357,0,0,0,1.3583644,"\int \frac{e^x x \log (x)+e^x x^2 \log ^2(x)+e^{e^{3 e^{-x}}} \left(-3 e^{3 e^{-x}} x \log (x)+e^x x \log ^2(x)\right)+\left(-e^{e^{3 e^{-x}}+x}-e^x x\right) \log \left(e^{e^{3 e^{-x}}}+x\right)}{e^{e^{3 e^{-x}}+x} x \log ^2(x)+e^x x^2 \log ^2(x)} \, dx","Int[(E^x*x*Log[x] + E^x*x^2*Log[x]^2 + E^E^(3/E^x)*(-3*E^(3/E^x)*x*Log[x] + E^x*x*Log[x]^2) + (-E^(E^(3/E^x) + x) - E^x*x)*Log[E^E^(3/E^x) + x])/(E^(E^(3/E^x) + x)*x*Log[x]^2 + E^x*x^2*Log[x]^2),x]","\int \frac{e^x x \log (x)+e^x x^2 \log ^2(x)+e^{e^{3 e^{-x}}} \left(-3 e^{3 e^{-x}} x \log (x)+e^x x \log ^2(x)\right)+\left(-e^{e^{3 e^{-x}}+x}-e^x x\right) \log \left(e^{e^{3 e^{-x}}}+x\right)}{e^{e^{3 e^{-x}}+x} x \log ^2(x)+e^x x^2 \log ^2(x)} \, dx","x+\frac{\log \left(x+e^{e^{3 e^{-x}}}\right)}{\log (x)}",1,"x + Defer[Int][1/((E^E^(3/E^x) + x)*Log[x]), x] - 3*Defer[Int][E^(E^(3/E^x) + 3/E^x - x)/((E^E^(3/E^x) + x)*Log[x]), x] - Defer[Int][Log[E^E^(3/E^x) + x]/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
5358,1,11,0,0.0061961,"\int \frac{-5+32 e^x x^2}{x^2} \, dx","Int[(-5 + 32*E^x*x^2)/x^2,x]","32 e^x+\frac{5}{x}","32 e^x+\frac{5}{x}-\frac{17}{6}",1,"32*E^x + 5/x","A",3,2,14,0.1429,1,"{14, 2194}"
5359,1,23,0,0.384077,"\int \frac{270-270 x^3+90 x^6-10 x^9-x^6 \log ^2(x)}{\left(-54 x+54 x^4-18 x^7+2 x^{10}\right) \log ^2(x)} \, dx","Int[(270 - 270*x^3 + 90*x^6 - 10*x^9 - x^6*Log[x]^2)/((-54*x + 54*x^4 - 18*x^7 + 2*x^10)*Log[x]^2),x]","\frac{x^6}{36 \left(3-x^3\right)^2}+\frac{5}{\log (x)}","\frac{x^2}{36 \left(\frac{3}{x^2}-x\right)^2}+\frac{5}{\log (x)}+5",1,"x^6/(36*(3 - x^3)^2) + 5/Log[x]","A",7,6,52,0.1154,1,"{6688, 12, 6742, 264, 2302, 30}"
5360,0,0,0,6.222915,"\int \frac{-50 x^6-800 x^7-150 x^8+e^{\frac{3+2 e^4 x}{x}} \left(-32 x^3-6 x^4\right)+e^{\frac{3+2 e^4 x}{2 x}} \left(-3 x^3+6 x^4+320 x^5+60 x^6\right)}{2 x^2+80 x^3+820 x^4+400 x^5+50 x^6+e^{\frac{3+2 e^4 x}{x}} \left(32+16 x+2 x^2\right)+e^{\frac{3+2 e^4 x}{2 x}} \left(-16 x-324 x^2-160 x^3-20 x^4\right)} \, dx","Int[(-50*x^6 - 800*x^7 - 150*x^8 + E^((3 + 2*E^4*x)/x)*(-32*x^3 - 6*x^4) + E^((3 + 2*E^4*x)/(2*x))*(-3*x^3 + 6*x^4 + 320*x^5 + 60*x^6))/(2*x^2 + 80*x^3 + 820*x^4 + 400*x^5 + 50*x^6 + E^((3 + 2*E^4*x)/x)*(32 + 16*x + 2*x^2) + E^((3 + 2*E^4*x)/(2*x))*(-16*x - 324*x^2 - 160*x^3 - 20*x^4)),x]","\int \frac{-50 x^6-800 x^7-150 x^8+e^{\frac{3+2 e^4 x}{x}} \left(-32 x^3-6 x^4\right)+e^{\frac{3+2 e^4 x}{2 x}} \left(-3 x^3+6 x^4+320 x^5+60 x^6\right)}{2 x^2+80 x^3+820 x^4+400 x^5+50 x^6+e^{\frac{3+2 e^4 x}{x}} \left(32+16 x+2 x^2\right)+e^{\frac{3+2 e^4 x}{2 x}} \left(-16 x-324 x^2-160 x^3-20 x^4\right)} \, dx","3-\frac{x^4}{\frac{x}{5 x^2-e^{\frac{3}{2 x}+e^4}}+x+4}",1,"-(x^4/(4 + x)) - 1376*Defer[Int][1/((4 + x)*(-4*E^(E^4 + 3/(2*x)) + x - E^(E^4 + 3/(2*x))*x + 20*x^2 + 5*x^3)), x] + 1120*Defer[Int][(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^(-2), x] - 216*Defer[Int][x/(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2, x] + 38*Defer[Int][x^2/(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2, x] - (11*Defer[Int][x^3/(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2, x])/2 - (15*Defer[Int][x^5/(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2, x])/2 - 10*Defer[Int][x^6/(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2, x] + 4096*Defer[Int][1/((4 + x)^2*(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2), x] - 5504*Defer[Int][1/((4 + x)*(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^2), x] - 216*Defer[Int][(E^(E^4 + 3/(2*x))*(4 + x) - x*(1 + 20*x + 5*x^2))^(-1), x] - 22*Defer[Int][x/(-(E^(E^4 + 3/(2*x))*(4 + x)) + x*(1 + 20*x + 5*x^2)), x] - (5*Defer[Int][x^2/(-(E^(E^4 + 3/(2*x))*(4 + x)) + x*(1 + 20*x + 5*x^2)), x])/2 + 3*Defer[Int][x^3/(-(E^(E^4 + 3/(2*x))*(4 + x)) + x*(1 + 20*x + 5*x^2)), x] + 2048*Defer[Int][1/((4 + x)^2*(-(E^(E^4 + 3/(2*x))*(4 + x)) + x*(1 + 20*x + 5*x^2))), x]","F",0,0,0,0,-1,"{}"
5361,1,10,0,0.0029598,"\int \left(-e^x+\log (5)\right) \, dx","Int[-E^x + Log[5],x]","x \log (5)-e^x","-e^x+x \log (5)-3+\log (2)",1,"-E^x + x*Log[5]","A",2,1,8,0.1250,1,"{2194}"
5362,1,72,0,1.3451229,"\int \frac{2 x^4+e^{\frac{2 x \log ^2(x)-2 \log ^2(x) \log (2 x)}{x^2}} \left(4 e x \log (x)+e (-2-2 x) \log ^2(x)+\left(-4 e \log (x)+4 e \log ^2(x)\right) \log (2 x)\right)}{x^3} \, dx","Int[(2*x^4 + E^((2*x*Log[x]^2 - 2*Log[x]^2*Log[2*x])/x^2)*(4*E*x*Log[x] + E*(-2 - 2*x)*Log[x]^2 + (-4*E*Log[x] + 4*E*Log[x]^2)*Log[2*x]))/x^3,x]","x^2+\frac{2^{-\frac{2 \log ^2(x)}{x^2}} e^{\frac{2 \log ^2(x)}{x}+1} \log (x) (2 x-x \log (x)) x^{-\frac{2 \log ^2(x)}{x^2}-3}}{\frac{2 \log (x)}{x^2}-\frac{\log ^2(x)}{x^2}}","x^2+e^{\frac{2 (x-\log (2 x)) \log ^2(x)}{x^2}+1}",1,"x^2 + (E^(1 + (2*Log[x]^2)/x)*x^(-3 - (2*Log[x]^2)/x^2)*Log[x]*(2*x - x*Log[x]))/(2^((2*Log[x]^2)/x^2)*((2*Log[x])/x^2 - Log[x]^2/x^2))","B",3,2,71,0.02817,1,"{14, 2288}"
5363,1,28,0,0.4229703,"\int \frac{-4 x^2+\left(5-e^5+3 x\right) \log (15)}{\left(10 x^2-2 e^5 x^2+2 x^3+\left(-5 x+e^5 x-x^2\right) \log (15)\right) \log \left(\frac{-2 x+\log (15)}{e^{15} x+e^{10} \left(-10 x-2 x^2\right)+e^5 \left(25 x+10 x^2+x^3\right)}\right)} \, dx","Int[(-4*x^2 + (5 - E^5 + 3*x)*Log[15])/((10*x^2 - 2*E^5*x^2 + 2*x^3 + (-5*x + E^5*x - x^2)*Log[15])*Log[(-2*x + Log[15])/(E^15*x + E^10*(-10*x - 2*x^2) + E^5*(25*x + 10*x^2 + x^3))]),x]","\log \left(\log \left(-\frac{2 x-\log (15)}{e^5 x \left(x-e^5+5\right)^2}\right)\right)","\log \left(\log \left(\frac{\frac{\log (15)}{x}-2}{e^5 \left(-x+e^5-5\right)^2}\right)\right)",1,"Log[Log[-((2*x - Log[15])/(E^5*x*(5 - E^5 + x)^2))]]","A",3,3,105,0.02857,1,"{6, 6688, 6684}"
5364,1,14,0,0.0214571,"\int \frac{-6 e+8 x-24 x^2+18 x^3}{4-12 x+9 x^2} \, dx","Int[(-6*E + 8*x - 24*x^2 + 18*x^3)/(4 - 12*x + 9*x^2),x]","x^2-\frac{2 e}{2-3 x}","x^2+4 \left(-\frac{e}{\left(\frac{5-x}{x}-5\right) x-1}-6+\log (3)\right)",1,"(-2*E)/(2 - 3*x) + x^2","A",3,2,30,0.06667,1,"{27, 1850}"
5365,0,0,0,0.2091877,"\int \left(2+\exp \left(e^{\frac{1}{5} (-e+10 x)} x+\frac{1}{5} (-e+10 x)\right) (1+2 x)\right) \, dx","Int[2 + E^(E^((-E + 10*x)/5)*x + (-E + 10*x)/5)*(1 + 2*x),x]","\int \left(2+\exp \left(e^{\frac{1}{5} (-e+10 x)} x+\frac{1}{5} (-e+10 x)\right) (1+2 x)\right) \, dx","2 x+e^{e^{2 x-\frac{e}{5}} x}-1",1,"2*x + Defer[Int][E^(E^((-E + 10*x)/5)*x + (-E + 10*x)/5), x] + 2*Defer[Int][E^(E^((-E + 10*x)/5)*x + (-E + 10*x)/5)*x, x]","F",0,0,0,0,-1,"{}"
5366,1,21,0,0.2791832,"\int \frac{-1+e^{x^2+2 x^4+x^6} \left(2 x+8 x^3+6 x^5\right)}{9+e^{2 x^2+4 x^4+2 x^6}+6 x+x^2+(6+2 x) \log (2) \log (5)+\log ^2(2) \log ^2(5)+e^{x^2+2 x^4+x^6} (-6-2 x-2 \log (2) \log (5))} \, dx","Int[(-1 + E^(x^2 + 2*x^4 + x^6)*(2*x + 8*x^3 + 6*x^5))/(9 + E^(2*x^2 + 4*x^4 + 2*x^6) + 6*x + x^2 + (6 + 2*x)*Log[2]*Log[5] + Log[2]^2*Log[5]^2 + E^(x^2 + 2*x^4 + x^6)*(-6 - 2*x - 2*Log[2]*Log[5])),x]","\frac{1}{-e^{\left(x^3+x\right)^2}+x+3+\log (2) \log (5)}","\frac{1}{-e^{x^2 \left(-x^2-1\right)^2}+x+3+\log (2) \log (5)}",1,"(3 - E^(x + x^3)^2 + x + Log[2]*Log[5])^(-1)","A",2,2,105,0.01905,1,"{6688, 6686}"
5367,1,21,0,0.0364429,"\int \frac{-12+12 x-36 x^2+48 x^3}{-x+x^2} \, dx","Int[(-12 + 12*x - 36*x^2 + 48*x^3)/(-x + x^2),x]","24 x^2+12 x+12 \log (1-x)+12 \log (x)","\frac{1}{4} \left(48 \left(\log \left(\frac{3}{25} e^{2 x^2} (1-x) x\right)+x\right)+1\right)",1,"12*x + 24*x^2 + 12*Log[1 - x] + 12*Log[x]","A",3,2,25,0.08000,1,"{1593, 1620}"
5368,1,23,0,0.6196902,"\int \frac{\left(e^x-x \log \left(\frac{1}{5} (-1+5 x)\right)\right)^{e^{-1-e^2}} \left(e^x (1-5 x)+5 x+(-1+5 x) \log \left(\frac{1}{5} (-1+5 x)\right)\right)}{e^{1+e^2+x} (1-5 x)+e^{1+e^2} \left(-x+5 x^2\right) \log \left(\frac{1}{5} (-1+5 x)\right)} \, dx","Int[((E^x - x*Log[(-1 + 5*x)/5])^E^(-1 - E^2)*(E^x*(1 - 5*x) + 5*x + (-1 + 5*x)*Log[(-1 + 5*x)/5]))/(E^(1 + E^2 + x)*(1 - 5*x) + E^(1 + E^2)*(-x + 5*x^2)*Log[(-1 + 5*x)/5]),x]","\left(e^x-x \log \left(x-\frac{1}{5}\right)\right)^{e^{-1-e^2}}","\left(e^x-x \log \left(x-\frac{1}{5}\right)\right)^{e^{-1-e^2}}",1,"(E^x - x*Log[-1/5 + x])^E^(-1 - E^2)","A",3,3,101,0.02970,1,"{6688, 12, 6686}"
5369,0,0,0,1.519481,"\int \frac{e^x (3-3 x) \log (3)+\left(-2 e^x \log (3)-2 x \log (3)\right) \log \left(\frac{e^x+x}{x}\right)+\left(3 e^x \log (3)+3 x \log (3)\right) \log \left(\frac{e^x+x}{x}\right) \log \left(\frac{3}{\log \left(\frac{e^x+x}{x}\right)}\right)}{\left(e^x+x\right) \log \left(\frac{e^x+x}{x}\right)} \, dx","Int[(E^x*(3 - 3*x)*Log[3] + (-2*E^x*Log[3] - 2*x*Log[3])*Log[(E^x + x)/x] + (3*E^x*Log[3] + 3*x*Log[3])*Log[(E^x + x)/x]*Log[3/Log[(E^x + x)/x]])/((E^x + x)*Log[(E^x + x)/x]),x]","\int \frac{e^x (3-3 x) \log (3)+\left(-2 e^x \log (3)-2 x \log (3)\right) \log \left(\frac{e^x+x}{x}\right)+\left(3 e^x \log (3)+3 x \log (3)\right) \log \left(\frac{e^x+x}{x}\right) \log \left(\frac{3}{\log \left(\frac{e^x+x}{x}\right)}\right)}{\left(e^x+x\right) \log \left(\frac{e^x+x}{x}\right)} \, dx","\log (3) \left(x+3 \left(-x+x \log \left(\frac{3}{\log \left(\frac{x+e^x}{x}\right)}\right)+3\right)\right)",1,"-2*x*Log[3] + 3*x*Log[3]*Log[3/Log[(E^x + x)/x]] - 3*Log[3]*Defer[Int][E^x/((-E^x - x)*Log[1 + E^x/x]), x] - 3*Log[3]*Defer[Int][(E^x*x)/((-E^x - x)*Log[1 + E^x/x]), x] - 3*Log[3]*Defer[Int][E^x/((E^x + x)*Log[1 + E^x/x]), x] - 3*Log[3]*Defer[Int][(E^x*x)/((E^x + x)*Log[1 + E^x/x]), x]","F",0,0,0,0,-1,"{}"
5370,0,0,0,75.5443798,"\int \frac{90 x-114 x^2+46 x^3-6 x^4+e^{\frac{-6+x}{-6+2 x}} \left(21 x-21 x^2+4 x^3\right) \log (2)+\left(198 x-186 x^2+58 x^3-6 x^4\right) \log (2)+\left(90 x-78 x^2+22 x^3-2 x^4+e^{\frac{-6+x}{-6+2 x}} \left(-90+78 x-22 x^2+2 x^3\right) \log (2)+\left(-270+324 x-144 x^2+28 x^3-2 x^4\right) \log (2)\right) \log \left(\frac{-25 x+10 x^2-x^3+e^{\frac{-6+x}{-6+2 x}} \left(25-10 x+x^2\right) \log (2)+\left(75-55 x+13 x^2-x^3\right) \log (2)}{\log (2)}\right)}{90 x-78 x^2+22 x^3-2 x^4+e^{\frac{-6+x}{-6+2 x}} \left(-90+78 x-22 x^2+2 x^3\right) \log (2)+\left(-270+324 x-144 x^2+28 x^3-2 x^4\right) \log (2)} \, dx","Int[(90*x - 114*x^2 + 46*x^3 - 6*x^4 + E^((-6 + x)/(-6 + 2*x))*(21*x - 21*x^2 + 4*x^3)*Log[2] + (198*x - 186*x^2 + 58*x^3 - 6*x^4)*Log[2] + (90*x - 78*x^2 + 22*x^3 - 2*x^4 + E^((-6 + x)/(-6 + 2*x))*(-90 + 78*x - 22*x^2 + 2*x^3)*Log[2] + (-270 + 324*x - 144*x^2 + 28*x^3 - 2*x^4)*Log[2])*Log[(-25*x + 10*x^2 - x^3 + E^((-6 + x)/(-6 + 2*x))*(25 - 10*x + x^2)*Log[2] + (75 - 55*x + 13*x^2 - x^3)*Log[2])/Log[2]])/(90*x - 78*x^2 + 22*x^3 - 2*x^4 + E^((-6 + x)/(-6 + 2*x))*(-90 + 78*x - 22*x^2 + 2*x^3)*Log[2] + (-270 + 324*x - 144*x^2 + 28*x^3 - 2*x^4)*Log[2]),x]","\int \frac{90 x-114 x^2+46 x^3-6 x^4+e^{\frac{-6+x}{-6+2 x}} \left(21 x-21 x^2+4 x^3\right) \log (2)+\left(198 x-186 x^2+58 x^3-6 x^4\right) \log (2)+\left(90 x-78 x^2+22 x^3-2 x^4+e^{\frac{-6+x}{-6+2 x}} \left(-90+78 x-22 x^2+2 x^3\right) \log (2)+\left(-270+324 x-144 x^2+28 x^3-2 x^4\right) \log (2)\right) \log \left(\frac{-25 x+10 x^2-x^3+e^{\frac{-6+x}{-6+2 x}} \left(25-10 x+x^2\right) \log (2)+\left(75-55 x+13 x^2-x^3\right) \log (2)}{\log (2)}\right)}{90 x-78 x^2+22 x^3-2 x^4+e^{\frac{-6+x}{-6+2 x}} \left(-90+78 x-22 x^2+2 x^3\right) \log (2)+\left(-270+324 x-144 x^2+28 x^3-2 x^4\right) \log (2)} \, dx","x \log \left((5-x)^2 \left(-x+e^{\frac{1}{2} \left(2-\frac{x}{x-3}\right)}-\frac{x}{\log (2)}+3\right)\right)",1,"x*Log[(5 - x)^2*(E^((6 - x)/(2*(3 - x))) - (x*(1 + Log[2]) - Log[8])/Log[2])] - (3*(1 + Log[2])*Log[4]*Defer[Int][E^(3/(-3 + x))/(-(E^(x/(-6 + 2*x))*Log[2]) + E^(3/(-3 + x))*x*(1 + Log[2]) - E^(3/(-3 + x))*Log[8]), x])/Log[16] - ((3 + Log[8])*Defer[Int][E^(3/(-3 + x))/(E^(x/(2*(-3 + x)))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8]), x])/2 - (27*Defer[Int][E^(3/(-3 + x))/((3 - x)^2*(E^(x/(2*(-3 + x)))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8])), x])/2 + ((2 + Log[4])*Defer[Int][(E^(3/(-3 + x))*x)/(E^(x/(2*(-3 + x)))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8]), x])/2 + (27*Defer[Int][E^(3/(-3 + x))/((3 - x)^2*(E^(x/(-6 + 2*x))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8])), x])/2 - ((2 + Log[4])*Defer[Int][(E^(3/(-3 + x))*x)/(E^(x/(-6 + 2*x))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8]), x])/2 + ((18 + Log[512])*Defer[Subst][Defer[Int][1/(E^((3*(x + E^(3/(-3 + x))*(1 + Log[2])))/(3*E^(3/(-3 + x)) - E^(x/(2*(-3 + x)))*Log[2]))*x), x], x, (E^(x/(2*(-3 + x)))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8])/(-3 + x)])/(2*(Log[2]/E^(x/(2*(3 - x))) - (3*(1 + Log[2]))/E^(3/(3 - x)) + Log[8]/E^(3/(3 - x)))) - ((18 + Log[512])*Defer[Subst][Defer[Int][1/(E^((3*(x + E^(3/(-3 + x))*(1 + Log[2])))/(3*E^(3/(-3 + x)) - E^(x/(2*(-3 + x)))*Log[2]))*x), x], x, (E^(x/(-6 + 2*x))*Log[2] - E^(3/(-3 + x))*x*(1 + Log[2]) + E^(3/(-3 + x))*Log[8])/(-3 + x)])/(2*(Log[2]/E^(x/(2*(3 - x))) - (3*(1 + Log[2]))/E^(3/(3 - x)) + Log[8]/E^(3/(3 - x))))","F",0,0,0,0,-1,"{}"
5371,1,46,0,0.6780526,"\int \frac{-4 x^7+8 x^7 \log (4 x)+\left(-4 x^4-20 x^5\right) \log ^2(4 x)+\left(10 x^4+60 x^5\right) \log ^3(4 x)+\left(2 x+30 x^2+100 x^3\right) \log ^5(4 x)}{\log ^5(4 x)} \, dx","Int[(-4*x^7 + 8*x^7*Log[4*x] + (-4*x^4 - 20*x^5)*Log[4*x]^2 + (10*x^4 + 60*x^5)*Log[4*x]^3 + (2*x + 30*x^2 + 100*x^3)*Log[4*x]^5)/Log[4*x]^5,x]","\frac{x^8}{\log ^4(4 x)}+\frac{10 x^6}{\log ^2(4 x)}+\frac{2 x^5}{\log ^2(4 x)}+25 x^4+10 x^3+x^2","x^2 \left(\frac{x^3}{\log ^2(4 x)}+5 x+1\right)^2",1,"x^2 + 10*x^3 + 25*x^4 + x^8/Log[4*x]^4 + (2*x^5)/Log[4*x]^2 + (10*x^6)/Log[4*x]^2","B",33,6,79,0.07595,1,"{6742, 14, 2306, 2309, 2178, 2353}"
5372,1,12,0,0.0243491,"\int \frac{-1+4 x^3+8 x^2 \log (16)+4 x \log ^2(16)}{x^2+2 x \log (16)+\log ^2(16)} \, dx","Int[(-1 + 4*x^3 + 8*x^2*Log[16] + 4*x*Log[16]^2)/(x^2 + 2*x*Log[16] + Log[16]^2),x]","2 x^2+\frac{1}{x+\log (16)}","2 x^2+\frac{1}{x+\log (16)}",1,"2*x^2 + (x + Log[16])^(-1)","A",3,2,37,0.05405,1,"{27, 1850}"
5373,1,64,0,0.0517868,"\int \frac{405-648 x^2-288 x^3+216 x^4+48 x^6+128 x^7-48 x^8-48 e^{12} x^8+e^6 \left(72 x^4+96 x^6+128 x^7-96 x^8\right)}{16 x^6} \, dx","Int[(405 - 648*x^2 - 288*x^3 + 216*x^4 + 48*x^6 + 128*x^7 - 48*x^8 - 48*E^12*x^8 + E^6*(72*x^4 + 96*x^6 + 128*x^7 - 96*x^8))/(16*x^6),x]","-\frac{81}{16 x^5}-\left(1+e^6\right)^2 x^3+\frac{27}{2 x^3}+4 \left(1+e^6\right) x^2+\frac{9}{x^2}+3 \left(1+2 e^6\right) x-\frac{9 \left(3+e^6\right)}{2 x}","x-\frac{\left(\frac{9}{4 x^2}-\left(\left(-e^6 x-x+1\right) x\right)-x-3\right)^2}{x}",1,"-81/(16*x^5) + 27/(2*x^3) + 9/x^2 - (9*(3 + E^6))/(2*x) + 3*(1 + 2*E^6)*x + 4*(1 + E^6)*x^2 - (1 + E^6)^2*x^3","A",4,3,72,0.04167,1,"{6, 12, 14}"
5374,0,0,0,1.1901162,"\int \frac{(-2 x-2 x \log (x)) \log \left(e^{-8-2 x} \log ^2(3)\right)+(-2-\log (x)) \log ^2\left(e^{-8-2 x} \log ^2(3)\right)}{2 x^3+6 x^3 \log (x)+6 x^3 \log ^2(x)+2 x^3 \log ^3(x)} \, dx","Int[((-2*x - 2*x*Log[x])*Log[E^(-8 - 2*x)*Log[3]^2] + (-2 - Log[x])*Log[E^(-8 - 2*x)*Log[3]^2]^2)/(2*x^3 + 6*x^3*Log[x] + 6*x^3*Log[x]^2 + 2*x^3*Log[x]^3),x]","\int \frac{(-2 x-2 x \log (x)) \log \left(e^{-8-2 x} \log ^2(3)\right)+(-2-\log (x)) \log ^2\left(e^{-8-2 x} \log ^2(3)\right)}{2 x^3+6 x^3 \log (x)+6 x^3 \log ^2(x)+2 x^3 \log ^3(x)} \, dx","\frac{\log ^2\left(e^{-2 x-8} \log ^2(3)\right)}{4 x^2 (\log (x)+1)^2}",1,"-Defer[Int][Log[E^(-8 - 2*x)*Log[3]^2]/(x^2*(1 + Log[x])^2), x] + Defer[Int][Log[E^(-8 - 2*x)*Log[3]^2]^2/(x^3*(-1 - Log[x])^3), x] + Defer[Int][(Log[x]*Log[E^(-8 - 2*x)*Log[3]^2]^2)/(x^3*(-1 - Log[x])^3), x]/2","F",0,0,0,0,-1,"{}"
5375,1,4,0,0.0003622,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","\log \left(\frac{80}{x}\right)",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
5376,-1,0,0,0,"\int \frac{400+100 e^2+100 x^2+e^{\frac{e^{2-e^{e^x}}}{10+e^{2-e^{e^x}} (1+x)}} \left(e^{4-2 e^{e^x}} x^2+10 e^{2-e^{e^x}+e^x+x} x^2\right)+e^{2-e^{e^x}} \left(80+80 x+20 x^2+20 x^3+e^2 (20+20 x)\right)+e^{4-2 e^{e^x}} \left(4+8 x+5 x^2+2 x^3+x^4+e^2 \left(1+2 x+x^2\right)\right)}{100 x^2+e^{2-e^{e^x}} \left(20 x^2+20 x^3\right)+e^{4-2 e^{e^x}} \left(x^2+2 x^3+x^4\right)} \, dx","Int[(400 + 100*E^2 + 100*x^2 + E^(E^(2 - E^E^x)/(10 + E^(2 - E^E^x)*(1 + x)))*(E^(4 - 2*E^E^x)*x^2 + 10*E^(2 - E^E^x + E^x + x)*x^2) + E^(2 - E^E^x)*(80 + 80*x + 20*x^2 + 20*x^3 + E^2*(20 + 20*x)) + E^(4 - 2*E^E^x)*(4 + 8*x + 5*x^2 + 2*x^3 + x^4 + E^2*(1 + 2*x + x^2)))/(100*x^2 + E^(2 - E^E^x)*(20*x^2 + 20*x^3) + E^(4 - 2*E^E^x)*(x^2 + 2*x^3 + x^4)),x]","\text{\$Aborted}","x-e^{\frac{1}{x+10 e^{e^{e^x}-2}+1}}-\frac{4+e^2}{x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
5377,0,0,0,2.8092851,"\int \frac{275+128 x+15 x^2+e^{4 x^3} \left(5+300 x^2+60 x^3\right)+e^{2 x^3} \left(-90-20 x-1200 x^2-540 x^3-60 x^4\right)}{400+275 x+64 x^2+5 x^3+e^{4 x^3} (25+5 x)+e^{2 x^3} \left(-200-90 x-10 x^2\right)} \, dx","Int[(275 + 128*x + 15*x^2 + E^(4*x^3)*(5 + 300*x^2 + 60*x^3) + E^(2*x^3)*(-90 - 20*x - 1200*x^2 - 540*x^3 - 60*x^4))/(400 + 275*x + 64*x^2 + 5*x^3 + E^(4*x^3)*(25 + 5*x) + E^(2*x^3)*(-200 - 90*x - 10*x^2)),x]","\int \frac{275+128 x+15 x^2+e^{4 x^3} \left(5+300 x^2+60 x^3\right)+e^{2 x^3} \left(-90-20 x-1200 x^2-540 x^3-60 x^4\right)}{400+275 x+64 x^2+5 x^3+e^{4 x^3} (25+5 x)+e^{2 x^3} \left(-200-90 x-10 x^2\right)} \, dx","\log \left((x+5) \left(\left(-e^{2 x^3}+x+4\right)^2-\frac{x}{5}\right)\right)",1,"4*x^3 + Log[5 + x] + 39*Defer[Int][(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2)^(-1), x] - 10*Defer[Int][E^(2*x^3)/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] + 10*Defer[Int][x/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] - 960*Defer[Int][x^2/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] + 240*Defer[Int][(E^(2*x^3)*x^2)/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] - 468*Defer[Int][x^3/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] + 60*Defer[Int][(E^(2*x^3)*x^3)/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x] - 60*Defer[Int][x^4/(80 - 40*E^(2*x^3) + 5*E^(4*x^3) + 39*x - 10*E^(2*x^3)*x + 5*x^2), x]","F",0,0,0,0,-1,"{}"
5378,1,20,0,0.0047944,"\int \frac{1}{10} \left(-8+8 e^x-75 x\right) \, dx","Int[(-8 + 8*E^x - 75*x)/10,x]","-\frac{15 x^2}{4}-\frac{4 x}{5}+\frac{4 e^x}{5}","-\frac{15 x^2}{4}-x+\frac{1}{5} \left(x+4 e^x-3\right)+4",1,"(4*E^x)/5 - (4*x)/5 - (15*x^2)/4","A",3,2,14,0.1429,1,"{12, 2194}"
5379,0,0,0,1.7019591,"\int \frac{8-2 x+6 x^2+\left(4+x-x^2\right) \log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right) \log \left(\log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right)\right)}{\left(-4 x^2-x^3+x^4\right) \log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right)} \, dx","Int[(8 - 2*x + 6*x^2 + (4 + x - x^2)*Log[(256 + 256*x - 160*x^2 - 176*x^3 + 49*x^4 + 44*x^5 - 10*x^6 - 4*x^7 + x^8)/(128*x^2)]*Log[Log[(256 + 256*x - 160*x^2 - 176*x^3 + 49*x^4 + 44*x^5 - 10*x^6 - 4*x^7 + x^8)/(128*x^2)]])/((-4*x^2 - x^3 + x^4)*Log[(256 + 256*x - 160*x^2 - 176*x^3 + 49*x^4 + 44*x^5 - 10*x^6 - 4*x^7 + x^8)/(128*x^2)]),x]","\int \frac{8-2 x+6 x^2+\left(4+x-x^2\right) \log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right) \log \left(\log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right)\right)}{\left(-4 x^2-x^3+x^4\right) \log \left(\frac{256+256 x-160 x^2-176 x^3+49 x^4+44 x^5-10 x^6-4 x^7+x^8}{128 x^2}\right)} \, dx","\frac{\log \left(\log \left(\frac{\left(-x^2+x+4\right)^4}{128 x^2}\right)\right)}{x}",1,"(-18*Defer[Int][1/((1 + Sqrt[17] - 2*x)*Log[(4 + x - x^2)^4/(128*x^2)]), x])/Sqrt[17] - 2*Defer[Int][1/(x^2*Log[(4 + x - x^2)^4/(128*x^2)]), x] + Defer[Int][1/(x*Log[(4 + x - x^2)^4/(128*x^2)]), x] - ((17 + Sqrt[17])*Defer[Int][1/((-1 - Sqrt[17] + 2*x)*Log[(4 + x - x^2)^4/(128*x^2)]), x])/17 - (18*Defer[Int][1/((-1 + Sqrt[17] + 2*x)*Log[(4 + x - x^2)^4/(128*x^2)]), x])/Sqrt[17] - ((17 - Sqrt[17])*Defer[Int][1/((-1 + Sqrt[17] + 2*x)*Log[(4 + x - x^2)^4/(128*x^2)]), x])/17 - Defer[Int][Log[Log[(4 + x - x^2)^4/(128*x^2)]]/x^2, x]","F",0,0,0,0,-1,"{}"
5380,1,48,0,0.5564891,"\int \frac{4 x^3-5996 x^4-6959 x^5-1812 x^6+84 x^7+\left(-300 x^2-388 x^3-109 x^4+5 x^5\right) \log (25-x)}{-25+x} \, dx","Int[(4*x^3 - 5996*x^4 - 6959*x^5 - 1812*x^6 + 84*x^7 + (-300*x^2 - 388*x^3 - 109*x^4 + 5*x^5)*Log[25 - x])/(-25 + x),x]","12 x^7+48 x^6+48 x^5+x^5 \log (25-x)+4 x^4 \log (25-x)+4 x^3 \log (25-x)","\left(x^2+2 x\right)^2 \left(12 x^3+x \log (25-x)\right)+2",1,"48*x^5 + 48*x^6 + 12*x^7 + 4*x^3*Log[25 - x] + 4*x^4*Log[25 - x] + x^5*Log[25 - x]","A",16,6,60,0.1000,1,"{6741, 6742, 1620, 2417, 2395, 43}"
5381,-1,0,0,180.0016637,"\int \frac{-256 x^2-128 x^4-128 x^5+e^{\frac{20-x}{2}} \left(-128 x^2-128 x^3\right)+e^{\frac{20-x}{4}} \left(-64 x^2+240 x^3+256 x^4\right)+e^x \left(8 x+8 x^2+8 x^3+e^{\frac{20-x}{2}} (8+8 x)+e^{\frac{20-x}{4}} \left(4-15 x-16 x^2\right)\right)+\left(64 x^2-256 x^3-256 x^4+e^x \left(-4+e^{\frac{20-x}{4}} (-16-16 x)+16 x+16 x^2\right)+e^{\frac{20-x}{4}} \left(256 x^2+256 x^3\right)\right) \log \left(e^{2 x}-32 e^x x^2+256 x^4\right)+\left(-128 x^2-128 x^3+e^x (8+8 x)\right) \log ^2\left(e^{2 x}-32 e^x x^2+256 x^4\right)}{-64 e^{\frac{20-x}{2}} x^2+128 e^{\frac{20-x}{4}} x^3-64 x^4+e^x \left(4 e^{\frac{20-x}{2}}-8 e^{\frac{20-x}{4}} x+4 x^2\right)+\left(128 e^{\frac{20-x}{4}} x^2-128 x^3+e^x \left(-8 e^{\frac{20-x}{4}}+8 x\right)\right) \log \left(e^{2 x}-32 e^x x^2+256 x^4\right)+\left(4 e^x-64 x^2\right) \log ^2\left(e^{2 x}-32 e^x x^2+256 x^4\right)} \, dx","Int[(-256*x^2 - 128*x^4 - 128*x^5 + E^((20 - x)/2)*(-128*x^2 - 128*x^3) + E^((20 - x)/4)*(-64*x^2 + 240*x^3 + 256*x^4) + E^x*(8*x + 8*x^2 + 8*x^3 + E^((20 - x)/2)*(8 + 8*x) + E^((20 - x)/4)*(4 - 15*x - 16*x^2)) + (64*x^2 - 256*x^3 - 256*x^4 + E^x*(-4 + E^((20 - x)/4)*(-16 - 16*x) + 16*x + 16*x^2) + E^((20 - x)/4)*(256*x^2 + 256*x^3))*Log[E^(2*x) - 32*E^x*x^2 + 256*x^4] + (-128*x^2 - 128*x^3 + E^x*(8 + 8*x))*Log[E^(2*x) - 32*E^x*x^2 + 256*x^4]^2)/(-64*E^((20 - x)/2)*x^2 + 128*E^((20 - x)/4)*x^3 - 64*x^4 + E^x*(4*E^((20 - x)/2) - 8*E^((20 - x)/4)*x + 4*x^2) + (128*E^((20 - x)/4)*x^2 - 128*x^3 + E^x*(-8*E^((20 - x)/4) + 8*x))*Log[E^(2*x) - 32*E^x*x^2 + 256*x^4] + (4*E^x - 64*x^2)*Log[E^(2*x) - 32*E^x*x^2 + 256*x^4]^2),x]","\text{\$Aborted}","x \left(-\frac{1}{\log \left(\left(e^x-16 x^2\right)^2\right)+x-e^{5-\frac{x}{4}}}+x+2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5382,1,14,0,0.26665,"\int \frac{\left(3+x+9 x^2+3 x^3\right) \log (3+x)+\left(3+x+x^3\right) \log \left(-9-3 x-3 x^3\right)}{9+6 x+x^2+3 x^3+x^4} \, dx","Int[((3 + x + 9*x^2 + 3*x^3)*Log[3 + x] + (3 + x + x^3)*Log[-9 - 3*x - 3*x^3])/(9 + 6*x + x^2 + 3*x^3 + x^4),x]","\log (x+3) \log \left(-3 \left(x^3+x+3\right)\right)","\log (x+3) \log \left(3 \left(-x^3-x-3\right)\right)",1,"Log[3 + x]*Log[-3*(3 + x + x^3)]","A",7,3,56,0.05357,1,"{6742, 2418, 2524}"
5383,1,22,0,0.4872305,"\int \frac{36+90 e^{2 x} x+18 e^{2 x} x \log (5 x)}{2000 x-200 e^{2 x} x+5 e^{4 x} x+\left(400 x-40 e^{2 x} x+e^{4 x} x\right) \log (5 x)+\left(-800 x+40 e^{2 x} x+\left(-160 x+8 e^{2 x} x\right) \log (5 x)\right) \log (5+\log (5 x))+(80 x+16 x \log (5 x)) \log ^2(5+\log (5 x))} \, dx","Int[(36 + 90*E^(2*x)*x + 18*E^(2*x)*x*Log[5*x])/(2000*x - 200*E^(2*x)*x + 5*E^(4*x)*x + (400*x - 40*E^(2*x)*x + E^(4*x)*x)*Log[5*x] + (-800*x + 40*E^(2*x)*x + (-160*x + 8*E^(2*x)*x)*Log[5*x])*Log[5 + Log[5*x]] + (80*x + 16*x*Log[5*x])*Log[5 + Log[5*x]]^2),x]","\frac{9}{-e^{2 x}-4 \log (\log (5 x)+5)+20}","\frac{9}{-e^{2 x}-4 \log (\log (5 x)+5)+20}",1,"9/(20 - E^(2*x) - 4*Log[5 + Log[5*x]])","A",3,3,127,0.02362,1,"{6688, 12, 6686}"
5384,1,69,0,0.1021959,"\int \frac{e^{\frac{2-10 x-x^2-\log (x)}{x}} \left(-12-4 x-4 x^2+4 \log (x)\right)}{x^3} \, dx","Int[(E^((2 - 10*x - x^2 - Log[x])/x)*(-12 - 4*x - 4*x^2 + 4*Log[x]))/x^3,x]","\frac{4 e^{\frac{-x^2-10 x+2}{x}} x^{-\frac{1}{x}-3} \left(x^2-\log (x)+3\right)}{\frac{-x^2-10 x-\log (x)+2}{x^2}+\frac{2 x+\frac{1}{x}+10}{x}}","\frac{4 e^{-x+\frac{2}{x}-\frac{x+\log (x)}{x}-9}-x}{x}",1,"(4*E^((2 - 10*x - x^2)/x)*x^(-3 - x^(-1))*(3 + x^2 - Log[x]))/((10 + x^(-1) + 2*x)/x + (2 - 10*x - x^2 - Log[x])/x^2)","B",1,1,38,0.02632,1,"{2288}"
5385,1,27,0,0.0714435,"\int \frac{-45 x+x^2+(-250-50 x) \log \left(\frac{5+x}{5}\right)}{10+2 x} \, dx","Int[(-45*x + x^2 + (-250 - 50*x)*Log[(5 + x)/5])/(10 + 2*x),x]","\frac{x^2}{4}-25 (x+5) \log \left(\frac{x+5}{5}\right)+125 \log (x+5)","\frac{1}{4} x \left(x-100 \log \left(\frac{x+5}{5}\right)\right)",1,"x^2/4 - 25*(5 + x)*Log[(5 + x)/5] + 125*Log[5 + x]","A",6,4,29,0.1379,1,"{6742, 77, 2389, 2295}"
5386,1,66,0,0.0607212,"\int \frac{-160+100 x+e^5 (-6+4 x)+\left(-50-2 e^5\right) \log (3)+e^x \left(50+50 x+e^5 (2+2 x)+\left(-50-2 e^5\right) \log (3)\right)}{25+e^5} \, dx","Int[(-160 + 100*x + E^5*(-6 + 4*x) + (-50 - 2*E^5)*Log[3] + E^x*(50 + 50*x + E^5*(2 + 2*x) + (-50 - 2*E^5)*Log[3]))/(25 + E^5),x]","\frac{50 x^2}{25+e^5}+\frac{e^5 (3-2 x)^2}{2 \left(25+e^5\right)}-2 e^x+2 e^x (x+1-\log (3))-2 x \left(\frac{80}{25+e^5}+\log (3)\right)","-2 \left(-x-e^x+\frac{5}{25+e^5}+3\right) (x-\log (3))",1,"-2*E^x + (E^5*(3 - 2*x)^2)/(2*(25 + E^5)) + (50*x^2)/(25 + E^5) + 2*E^x*(1 + x - Log[3]) - 2*x*(80/(25 + E^5) + Log[3])","B",5,4,60,0.06667,1,"{12, 2187, 2176, 2194}"
5387,1,68,0,0.307958,"\int \frac{e^{e^5} \left(x^2+2 x^3+e^{\frac{2 \left(-16+4 x-x^2\right)}{x}} \left(32-2 x^2\right)+e^{\frac{-16+4 x-x^2}{x}} \left(32 x+2 x^2-2 x^3\right)\right)}{x^2} \, dx","Int[(E^E^5*(x^2 + 2*x^3 + E^((2*(-16 + 4*x - x^2))/x)*(32 - 2*x^2) + E^((-16 + 4*x - x^2)/x)*(32*x + 2*x^2 - 2*x^3)))/x^2,x]","e^{e^5} x^2-\frac{2 e^{-x-\frac{16}{x}+e^5+4} \left(16-x^2\right)}{\left(1-\frac{16}{x^2}\right) x}+e^{e^5} x+e^{-2 x-\frac{32}{x}+e^5+8}","e^{e^5} \left(\left(x+e^{-x-\frac{16}{x}+4}\right)^2+x+1\right)",1,"E^(8 + E^5 - 32/x - 2*x) + E^E^5*x + E^E^5*x^2 - (2*E^(4 + E^5 - 16/x - x)*(16 - x^2))/((1 - 16/x^2)*x)","B",5,4,74,0.05405,1,"{12, 14, 6706, 2288}"
5388,0,0,0,3.9544996,"\int \frac{\left(-8 x+8 x^2+\left(3 x-4 x^2+x^3\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)+\left(-6+8 x-2 x^2+\left(2 x-2 x^2\right) \log (x)\right) \log \left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)+\left(-8 x+\left(3 x-x^2\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right) \log ^2\left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)+(-6+2 x+2 x \log (x)) \log ^3\left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)}{\left(16 x+\left(-6 x+2 x^2\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)} \, dx","Int[((-8*x + 8*x^2 + (3*x - 4*x^2 + x^3)*Log[x])*Log[(8 + (-3 + x)*Log[x])/3] + (-6 + 8*x - 2*x^2 + (2*x - 2*x^2)*Log[x])*Log[Log[(8 + (-3 + x)*Log[x])/3]] + (-8*x + (3*x - x^2)*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]*Log[Log[(8 + (-3 + x)*Log[x])/3]]^2 + (-6 + 2*x + 2*x*Log[x])*Log[Log[(8 + (-3 + x)*Log[x])/3]]^3)/((16*x + (-6*x + 2*x^2)*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]),x]","\int \frac{\left(-8 x+8 x^2+\left(3 x-4 x^2+x^3\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)+\left(-6+8 x-2 x^2+\left(2 x-2 x^2\right) \log (x)\right) \log \left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)+\left(-8 x+\left(3 x-x^2\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right) \log ^2\left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)+(-6+2 x+2 x \log (x)) \log ^3\left(\log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)\right)}{\left(16 x+\left(-6 x+2 x^2\right) \log (x)\right) \log \left(\frac{1}{3} (8+(-3+x) \log (x))\right)} \, dx","\frac{1}{4} \left(-x+\log ^2\left(\log \left(\frac{1}{3} ((x-3) \log (x)+8)\right)\right)+1\right)^2",1,"-1/2*x + x^2/4 + 4*Defer[Int][Log[Log[(8 + (-3 + x)*Log[x])/3]]/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] - 3*Defer[Int][Log[Log[(8 + (-3 + x)*Log[x])/3]]/(x*(8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] - Defer[Int][(x*Log[Log[(8 + (-3 + x)*Log[x])/3]])/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] + Defer[Int][(Log[x]*Log[Log[(8 + (-3 + x)*Log[x])/3]])/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] - Defer[Int][(x*Log[x]*Log[Log[(8 + (-3 + x)*Log[x])/3]])/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] - Defer[Int][Log[Log[(8 + (-3 + x)*Log[x])/3]]^2, x]/2 + Defer[Int][Log[Log[(8 + (-3 + x)*Log[x])/3]]^3/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] - 3*Defer[Int][Log[Log[(8 + (-3 + x)*Log[x])/3]]^3/(x*(8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x] + Defer[Int][(Log[x]*Log[Log[(8 + (-3 + x)*Log[x])/3]]^3)/((8 - 3*Log[x] + x*Log[x])*Log[(8 + (-3 + x)*Log[x])/3]), x]","F",0,0,0,0,-1,"{}"
5389,1,27,0,2.7881023,"\int \frac{28 x^2-144 x^3+e^{20/x} \left(-60-20 x-10 x^2\right)+\left(-2 x^2-e^{20/x} x^2-16 x^3\right) \log \left(2+e^{20/x}+16 x\right)}{18 x^2+156 x^3+98 x^4+16 x^5+e^{20/x} \left(9 x^2+6 x^3+x^4\right)} \, dx","Int[(28*x^2 - 144*x^3 + E^(20/x)*(-60 - 20*x - 10*x^2) + (-2*x^2 - E^(20/x)*x^2 - 16*x^3)*Log[2 + E^(20/x) + 16*x])/(18*x^2 + 156*x^3 + 98*x^4 + 16*x^5 + E^(20/x)*(9*x^2 + 6*x^3 + x^4)),x]","\frac{10}{x+3}+\frac{\log \left(16 x+e^{20/x}+2\right)}{x+3}","\frac{\log \left(16 x+e^{20/x}+2\right)+10}{x+3}",1,"10/(3 + x) + Log[2 + E^(20/x) + 16*x]/(3 + x)","A",16,5,112,0.04464,1,"{6688, 6742, 893, 2551, 44}"
5390,1,96,0,0.1248695,"\int \frac{-3 x^2+12 x^4+16 x^5+5 x^6+\left(-6 x+16 x^3+20 x^4+6 x^5\right) \log (5)-3 \log ^2(5)}{3 x^2+6 x \log (5)+3 \log ^2(5)} \, dx","Int[(-3*x^2 + 12*x^4 + 16*x^5 + 5*x^6 + (-6*x + 16*x^3 + 20*x^4 + 6*x^5)*Log[5] - 3*Log[5]^2)/(3*x^2 + 6*x*Log[5] + 3*Log[5]^2),x]","\frac{x^5}{3}+\frac{1}{3} x^4 (4-\log (5))+\frac{1}{3} x^3 (2-\log (5))^2-\frac{1}{3} x^2 (2-\log (5))^2 \log (5)+\frac{(2-\log (5))^2 \log ^4(5)}{3 (x+\log (5))}-\frac{1}{3} x \left(3-(2-\log (5))^2 \log ^2(5)\right)","\frac{x^2 \left(x^2+2 x\right)^2}{3 (x+\log (5))}-x",1,"x^5/3 + (x^3*(2 - Log[5])^2)/3 + (x^4*(4 - Log[5]))/3 - (x^2*(2 - Log[5])^2*Log[5])/3 + ((2 - Log[5])^2*Log[5]^4)/(3*(x + Log[5])) - (x*(3 - (2 - Log[5])^2*Log[5]^2))/3","B",4,3,69,0.04348,1,"{27, 12, 1850}"
5391,0,0,0,1.0584199,"\int \frac{9+e^{\frac{1}{2} (3-2 x)} (-3-3 x)+e^x \left(-48-48 x+e^{\frac{1}{2} (3-2 x)} (16+32 x)\right)}{27 x^2-288 e^x x^2+768 e^{2 x} x^2} \, dx","Int[(9 + E^((3 - 2*x)/2)*(-3 - 3*x) + E^x*(-48 - 48*x + E^((3 - 2*x)/2)*(16 + 32*x)))/(27*x^2 - 288*E^x*x^2 + 768*E^(2*x)*x^2),x]","\int \frac{9+e^{\frac{1}{2} (3-2 x)} (-3-3 x)+e^x \left(-48-48 x+e^{\frac{1}{2} (3-2 x)} (16+32 x)\right)}{27 x^2-288 e^x x^2+768 e^{2 x} x^2} \, dx","\frac{3-e^{\frac{3}{2}-x}}{3 \left(16 e^x-3\right) x}",1,"E^(3/2 - x)/(9*x) - ((9 - 16*E^(3/2))*Defer[Int][1/((-3 + 16*E^x)*x^2), x])/9 - ((9 - 16*E^(3/2))*Defer[Int][1/((-3 + 16*E^x)^2*x), x])/3 - ((9 - 16*E^(3/2))*Defer[Int][1/((-3 + 16*E^x)*x), x])/9","F",0,0,0,0,-1,"{}"
5392,0,0,0,15.0748107,"\int \frac{-2 x^3+x^5+\left(2 x^3-x^5\right) \log \left(\frac{x}{3}\right)+\left(320-240 x-160 x^2+62 x^3-20 x^4+29 x^5+10 x^6\right) \log ^2\left(\frac{x}{3}\right)+\left(-2 x^5 \log \left(\frac{x}{3}\right)+\left(160 x^2-240 x^3+10 x^4+58 x^5+10 x^6\right) \log ^2\left(\frac{x}{3}\right)\right) \log \left(\frac{x^3+\left(-80+120 x-5 x^2-29 x^3-5 x^4\right) \log \left(\frac{x}{3}\right)}{x^2 \log \left(\frac{x}{3}\right)}\right)}{-x^4 \log \left(\frac{x}{3}\right)+\left(80 x-120 x^2+5 x^3+29 x^4+5 x^5\right) \log ^2\left(\frac{x}{3}\right)} \, dx","Int[(-2*x^3 + x^5 + (2*x^3 - x^5)*Log[x/3] + (320 - 240*x - 160*x^2 + 62*x^3 - 20*x^4 + 29*x^5 + 10*x^6)*Log[x/3]^2 + (-2*x^5*Log[x/3] + (160*x^2 - 240*x^3 + 10*x^4 + 58*x^5 + 10*x^6)*Log[x/3]^2)*Log[(x^3 + (-80 + 120*x - 5*x^2 - 29*x^3 - 5*x^4)*Log[x/3])/(x^2*Log[x/3])])/(-(x^4*Log[x/3]) + (80*x - 120*x^2 + 5*x^3 + 29*x^4 + 5*x^5)*Log[x/3]^2),x]","\int \frac{-2 x^3+x^5+\left(2 x^3-x^5\right) \log \left(\frac{x}{3}\right)+\left(320-240 x-160 x^2+62 x^3-20 x^4+29 x^5+10 x^6\right) \log ^2\left(\frac{x}{3}\right)+\left(-2 x^5 \log \left(\frac{x}{3}\right)+\left(160 x^2-240 x^3+10 x^4+58 x^5+10 x^6\right) \log ^2\left(\frac{x}{3}\right)\right) \log \left(\frac{x^3+\left(-80+120 x-5 x^2-29 x^3-5 x^4\right) \log \left(\frac{x}{3}\right)}{x^2 \log \left(\frac{x}{3}\right)}\right)}{-x^4 \log \left(\frac{x}{3}\right)+\left(80 x-120 x^2+5 x^3+29 x^4+5 x^5\right) \log ^2\left(\frac{x}{3}\right)} \, dx","\left(x^2-2\right) \log \left(-5 \left(x-\frac{4}{x}+3\right)^2+x+\frac{x}{\log \left(\frac{x}{3}\right)}\right)",1,"(-29*x)/5 + x^2 - 9*ExpIntegralEi[2*Log[x/3]] + 4*Log[x] + (591*Log[80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4])/100 + 2*Log[Log[x/3]] + (7066*Defer[Int][(80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)^(-1), x])/5 - (10951*Defer[Int][x/(80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4), x])/10 - (29917*Defer[Int][x^2/(80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4), x])/100 - (3150096*Defer[Int][1/((-80 + 120*x - 5*x^2 - 29*x^3 - 5*x^4)*(x^3 - (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])), x])/125 + (5666264*Defer[Int][x/((-80 + 120*x - 5*x^2 - 29*x^3 - 5*x^4)*(x^3 - (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])), x])/125 - (1844961*Defer[Int][x^2/((-80 + 120*x - 5*x^2 - 29*x^3 - 5*x^4)*(x^3 - (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])), x])/125 - (3202449*Defer[Int][x^3/((-80 + 120*x - 5*x^2 - 29*x^3 - 5*x^4)*(x^3 - (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])), x])/625 + (346881*Defer[Int][(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])^(-1), x])/625 - (3014*Defer[Int][x/(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3]), x])/125 - (3709*Defer[Int][x^2/(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3]), x])/25 - (54*Defer[Int][x^3/(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3]), x])/5 + 30*Defer[Int][x^4/(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3]), x] + 5*Defer[Int][x^5/(-x^3 + (80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3]), x] - 160*Defer[Int][(-x^4 + x*(80 - 120*x + 5*x^2 + 29*x^3 + 5*x^4)*Log[x/3])^(-1), x] + 2*Defer[Int][x*Log[-5 - 80/x^2 + 120/x - 29*x - 5*x^2 + x/Log[x/3]], x]","F",0,0,0,0,-1,"{}"
5393,0,0,0,5.9765633,"\int \frac{-4 e-8 x+e^x \left(-64-56 x+4 x^2\right)+32 e^x \log (x)+e^x (16+16 x) \log ^2(x)}{-e x-x^2+e^x \left(-16 x+x^2\right)+4 e^x x \log ^2(x)} \, dx","Int[(-4*E - 8*x + E^x*(-64 - 56*x + 4*x^2) + 32*E^x*Log[x] + E^x*(16 + 16*x)*Log[x]^2)/(-(E*x) - x^2 + E^x*(-16*x + x^2) + 4*E^x*x*Log[x]^2),x]","\int \frac{-4 e-8 x+e^x \left(-64-56 x+4 x^2\right)+32 e^x \log (x)+e^x (16+16 x) \log ^2(x)}{-e x-x^2+e^x \left(-16 x+x^2\right)+4 e^x x \log ^2(x)} \, dx","4 \log \left(x \left(-x+e^x \left(x+4 \left(\log ^2(x)-4\right)\right)-e\right)\right)",1,"4*x + 4*Log[x] + 4*Log[16 - x - 4*Log[x]^2] - 4*(16 - 15*E)*Defer[Int][1/((-16 + x + 4*Log[x]^2)*(E + 16*E^x + x - E^x*x - 4*E^x*Log[x]^2)), x] + 4*(16 - E)*Defer[Int][x/((-16 + x + 4*Log[x]^2)*(E + 16*E^x + x - E^x*x - 4*E^x*Log[x]^2)), x] - 32*E*Defer[Int][Log[x]/(x*(-16 + x + 4*Log[x]^2)*(E + 16*E^x + x - E^x*x - 4*E^x*Log[x]^2)), x] + 16*(1 - E)*Defer[Int][Log[x]^2/((-16 + x + 4*Log[x]^2)*(E + 16*E^x + x - E^x*x - 4*E^x*Log[x]^2)), x] + 4*Defer[Int][x^2/((-16 + x + 4*Log[x]^2)*(-E - 16*E^x - x + E^x*x + 4*E^x*Log[x]^2)), x] + 32*Defer[Int][Log[x]/((-16 + x + 4*Log[x]^2)*(-E - 16*E^x - x + E^x*x + 4*E^x*Log[x]^2)), x] + 16*Defer[Int][(x*Log[x]^2)/((-16 + x + 4*Log[x]^2)*(-E - 16*E^x - x + E^x*x + 4*E^x*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
5394,1,33,0,0.0923682,"\int \frac{1}{12} e^{-x} \left(48-12 e+e^x-48 x\right) \, dx","Int[(48 - 12*E + E^x - 48*x)/(12*E^x),x]","4 e^{-x} x+\frac{x}{12}-(4-e) e^{-x}+4 e^{-x}","\frac{1}{3} \left(\frac{x}{4}+3 e^{-x} (4 x+e)\right)",1,"4/E^x - (4 - E)/E^x + x/12 + (4*x)/E^x","A",7,5,20,0.2500,1,"{12, 6741, 6742, 2194, 2176}"
5395,1,20,0,0.0185154,"\int \frac{-10-50 x+5 e^{-5+x} x-400 x^2}{x} \, dx","Int[(-10 - 50*x + 5*E^(-5 + x)*x - 400*x^2)/x,x]","-200 x^2-50 x+5 e^{x-5}-10 \log (x)","5 \left(-\log \left(x^2\right)+10 (3-4 x) (x+1)+e^{x-5}\right)",1,"5*E^(-5 + x) - 50*x - 200*x^2 - 10*Log[x]","A",5,2,22,0.09091,1,"{14, 2194}"
5396,1,20,0,0.0047701,"\int \frac{1}{3} \left(100+5 e^x-40 x\right) \, dx","Int[(100 + 5*E^x - 40*x)/3,x]","-\frac{20 x^2}{3}+\frac{100 x}{3}+\frac{5 e^x}{3}","\frac{5}{3} \left(-(2 x-5)^2+e^x-1\right)",1,"(5*E^x)/3 + (100*x)/3 - (20*x^2)/3","A",3,2,14,0.1429,1,"{12, 2194}"
5397,1,30,0,4.4420838,"\int \frac{-300+200 x+400 x^3+e^5 \left(12 x^2-4 x^3+8 x^5\right)+e^5 \left(-6 x^2+4 x^3+8 x^5\right) \log \left(\frac{-3+2 x+4 x^3}{4 x^2}\right)}{e^5 \left(-3 x^2+2 x^3+4 x^5\right)} \, dx","Int[(-300 + 200*x + 400*x^3 + E^5*(12*x^2 - 4*x^3 + 8*x^5) + E^5*(-6*x^2 + 4*x^3 + 8*x^5)*Log[(-3 + 2*x + 4*x^3)/(4*x^2)])/(E^5*(-3*x^2 + 2*x^3 + 4*x^5)),x]","2 x \log \left(-\frac{-4 x^3-2 x+3}{4 x^2}\right)-\frac{100}{e^5 x}","2 x \log \left(\frac{2 x-3}{4 x^2}+x\right)-\frac{100}{e^5 x}",1,"-100/(E^5*x) + 2*x*Log[-1/4*(3 - 2*x - 4*x^3)/x^2]","A",23,10,90,0.1111,1,"{12, 1594, 6742, 2079, 800, 634, 618, 204, 628, 2523}"
5398,1,20,0,0.543093,"\int \frac{e^{-x} \left(-4 e^x+e^4 \left(-243+405 x-270 x^2+90 x^3-15 x^4+x^5\right)+e^{3 x} \left(-486+810 x-540 x^2+180 x^3-30 x^4+2 x^5\right)\right)}{-243+405 x-270 x^2+90 x^3-15 x^4+x^5} \, dx","Int[(-4*E^x + E^4*(-243 + 405*x - 270*x^2 + 90*x^3 - 15*x^4 + x^5) + E^(3*x)*(-486 + 810*x - 540*x^2 + 180*x^3 - 30*x^4 + 2*x^5))/(E^x*(-243 + 405*x - 270*x^2 + 90*x^3 - 15*x^4 + x^5)),x]","-e^{4-x}+e^{2 x}+\frac{1}{(x-3)^4}","-e^{4-x}+e^{2 x}+\frac{1}{(x-3)^4}",1,"-E^(4 - x) + E^(2*x) + (-3 + x)^(-4)","A",5,3,95,0.03158,1,"{6688, 6742, 2194}"
5399,0,0,0,1.4204601,"\int \frac{\left(-7500 x-3750 x^3\right) \log (x)+\left(3750 x-1875 x^3+\left(-7500 x+3750 x^3\right) \log (x)\right) \log \left(\frac{16-16 x^2+4 x^4}{x^2}\right)}{\left(-2+x^2\right) \log ^2(x) \log ^2\left(\frac{16-16 x^2+4 x^4}{x^2}\right)} \, dx","Int[((-7500*x - 3750*x^3)*Log[x] + (3750*x - 1875*x^3 + (-7500*x + 3750*x^3)*Log[x])*Log[(16 - 16*x^2 + 4*x^4)/x^2])/((-2 + x^2)*Log[x]^2*Log[(16 - 16*x^2 + 4*x^4)/x^2]^2),x]","\int \frac{\left(-7500 x-3750 x^3\right) \log (x)+\left(3750 x-1875 x^3+\left(-7500 x+3750 x^3\right) \log (x)\right) \log \left(\frac{16-16 x^2+4 x^4}{x^2}\right)}{\left(-2+x^2\right) \log ^2(x) \log ^2\left(\frac{16-16 x^2+4 x^4}{x^2}\right)} \, dx","\frac{1875 x^2}{\log (x) \log \left(\frac{\left(4-2 x^2\right)^2}{x^2}\right)}",1,"7500*Defer[Int][1/((Sqrt[2] - x)*Log[x]*Log[(4*(-2 + x^2)^2)/x^2]^2), x] - 3750*Defer[Int][x/(Log[x]*Log[(4*(-2 + x^2)^2)/x^2]^2), x] - 7500*Defer[Int][1/((Sqrt[2] + x)*Log[x]*Log[(4*(-2 + x^2)^2)/x^2]^2), x] - 1875*Defer[Int][x/(Log[x]^2*Log[(4*(-2 + x^2)^2)/x^2]), x] + 3750*Defer[Int][x/(Log[x]*Log[(4*(-2 + x^2)^2)/x^2]), x]","F",0,0,0,0,-1,"{}"
5400,1,14,0,0.0716107,"\int \frac{1+2 x}{\left(15 x+e x+2 x^2+x \log (x)\right) \log (-15-e-2 x-\log (x))} \, dx","Int[(1 + 2*x)/((15*x + E*x + 2*x^2 + x*Log[x])*Log[-15 - E - 2*x - Log[x]]),x]","\log (\log (-2 x-\log (x)-e-15))","\log (\log (-2 x-\log (x)-e-15))",1,"Log[Log[-15 - E - 2*x - Log[x]]]","A",2,2,39,0.05128,1,"{6, 6684}"
5401,1,22,0,0.1329137,"\int \frac{198-120 x+12 x^2+(-18+12 x) \log (2 x)}{-10 x+x^2+x \log (2 x)} \, dx","Int[(198 - 120*x + 12*x^2 + (-18 + 12*x)*Log[2*x])/(-10*x + x^2 + x*Log[2*x]),x]","12 x-18 \log (x)+18 \log (-x-\log (2 x)+10)","3 \left(3 \left(\log \left(\frac{(-x-\log (2 x)+10)^2}{x^2}\right)+x-4\right)+x\right)",1,"12*x - 18*Log[x] + 18*Log[10 - x - Log[2*x]]","A",5,3,36,0.08333,1,"{6742, 43, 6684}"
5402,0,0,0,7.0260113,"\int \frac{1+e^{2 x} \left(-12+24 x-6 x^2\right)-\log (x)}{4 x^2+e^{2 x} \left(-96 x+24 x^2\right)+e^{4 x} \left(576-288 x+36 x^2\right)+\left(e^{2 x} (96-24 x)-8 x\right) \log (x)+4 \log ^2(x)} \, dx","Int[(1 + E^(2*x)*(-12 + 24*x - 6*x^2) - Log[x])/(4*x^2 + E^(2*x)*(-96*x + 24*x^2) + E^(4*x)*(576 - 288*x + 36*x^2) + (E^(2*x)*(96 - 24*x) - 8*x)*Log[x] + 4*Log[x]^2),x]","\int \frac{1+e^{2 x} \left(-12+24 x-6 x^2\right)-\log (x)}{4 x^2+e^{2 x} \left(-96 x+24 x^2\right)+e^{4 x} \left(576-288 x+36 x^2\right)+\left(e^{2 x} (96-24 x)-8 x\right) \log (x)+4 \log ^2(x)} \, dx","\frac{x}{4 \left(-3 e^{2 x} (4-x)+x-\log (x)\right)}",1,"(5*Defer[Int][(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^(-2), x])/4 + 4*Defer[Int][1/((-4 + x)*(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^2), x] + Defer[Int][x^2/(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^2, x]/2 - Defer[Int][1/((-4 + x)*(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])), x] - Defer[Int][x/(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x]), x]/2 - Defer[Int][Log[x]/(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^2, x]/4 - Defer[Int][Log[x]/((-4 + x)*(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^2), x] - Defer[Int][(x*Log[x])/(-12*E^(2*x) + x + 3*E^(2*x)*x - Log[x])^2, x]/2","F",0,0,0,0,-1,"{}"
5403,1,33,0,0.09579,"\int \frac{1}{16} e^{-2 x} \left(-145+16 e^{2 x}-34 x-2 x^2\right) \, dx","Int[(-145 + 16*E^(2*x) - 34*x - 2*x^2)/(16*E^(2*x)),x]","\frac{1}{16} e^{-2 x} x^2+\frac{9}{8} e^{-2 x} x+x+\frac{163 e^{-2 x}}{32}","x+\frac{1}{64} e^{-2 x} \left(4 (x+9)^2+2\right)",1,"163/(32*E^(2*x)) + x + (9*x)/(8*E^(2*x)) + x^2/(16*E^(2*x))","A",9,4,26,0.1538,1,"{12, 6742, 2194, 2176}"
5404,1,20,0,2.8909417,"\int \frac{\exp \left(\log ^2\left(30 x^3+30 e^8 x^3+60 x^4+30 x^5+e^4 \left(-60 x^3-60 x^4\right)\right)\right) \left(-6+6 e^4-10 x\right) \log \left(30 x^3+30 e^8 x^3+60 x^4+30 x^5+e^4 \left(-60 x^3-60 x^4\right)\right)}{-x+e^4 x-x^2} \, dx","Int[(E^Log[30*x^3 + 30*E^8*x^3 + 60*x^4 + 30*x^5 + E^4*(-60*x^3 - 60*x^4)]^2*(-6 + 6*E^4 - 10*x)*Log[30*x^3 + 30*E^8*x^3 + 60*x^4 + 30*x^5 + E^4*(-60*x^3 - 60*x^4)])/(-x + E^4*x - x^2),x]","e^{\log ^2\left(30 x^3 \left(x-e^4+1\right)^2\right)}","e^{\log ^2\left(30 \left(-x+e^4-1\right)^2 x^3\right)}",1,"E^Log[30*x^3*(1 - E^4 + x)^2]^2","A",5,6,111,0.05405,1,"{6, 1593, 6688, 12, 6742, 6706}"
5405,0,0,0,15.2179797,"\int \frac{-5 x+5 e^x x+\left(-2+e^x (5-5 x)-3 x+5 x^2\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(\left(2+3 x-5 x^2+e^x (-5+5 x)\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(2-5 e^x+5 x\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right) \log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right) \log \left(-1+x-\log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right)}{\left(\left(-2 x-3 x^2+5 x^3+e^x \left(5 x-5 x^2\right)\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(-2 x+5 e^x x-5 x^2\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right) \log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right) \log \left(-1+x-\log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right)} \, dx","Int[(-5*x + 5*E^x*x + (-2 + E^x*(5 - 5*x) - 3*x + 5*x^2)*Log[(-2 + 5*E^x - 5*x)/5] + ((2 + 3*x - 5*x^2 + E^x*(-5 + 5*x))*Log[(-2 + 5*E^x - 5*x)/5] + (2 - 5*E^x + 5*x)*Log[(-2 + 5*E^x - 5*x)/5]*Log[x*Log[(-2 + 5*E^x - 5*x)/5]])*Log[-1 + x - Log[x*Log[(-2 + 5*E^x - 5*x)/5]]])/(((-2*x - 3*x^2 + 5*x^3 + E^x*(5*x - 5*x^2))*Log[(-2 + 5*E^x - 5*x)/5] + (-2*x + 5*E^x*x - 5*x^2)*Log[(-2 + 5*E^x - 5*x)/5]*Log[x*Log[(-2 + 5*E^x - 5*x)/5]])*Log[-1 + x - Log[x*Log[(-2 + 5*E^x - 5*x)/5]]]),x]","\int \frac{-5 x+5 e^x x+\left(-2+e^x (5-5 x)-3 x+5 x^2\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(\left(2+3 x-5 x^2+e^x (-5+5 x)\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(2-5 e^x+5 x\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right) \log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right) \log \left(-1+x-\log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right)}{\left(\left(-2 x-3 x^2+5 x^3+e^x \left(5 x-5 x^2\right)\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)+\left(-2 x+5 e^x x-5 x^2\right) \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right) \log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right) \log \left(-1+x-\log \left(x \log \left(\frac{1}{5} \left(-2+5 e^x-5 x\right)\right)\right)\right)} \, dx","\log \left(\log \left(x-\log \left(x \log \left(-x+e^x-\frac{2}{5}\right)\right)-1\right)\right)-\log (x)",1,"-Log[x] + Defer[Int][1/((-1 + x - Log[x*Log[-2/5 + E^x - x]])*Log[-1 + x - Log[x*Log[-2/5 + E^x - x]]]), x] - Defer[Int][1/(x*(-1 + x - Log[x*Log[-2/5 + E^x - x]])*Log[-1 + x - Log[x*Log[-2/5 + E^x - x]]]), x] - Defer[Int][1/(Log[-2/5 + E^x - x]*(-1 + x - Log[x*Log[-2/5 + E^x - x]])*Log[-1 + x - Log[x*Log[-2/5 + E^x - x]]]), x] + 3*Defer[Int][1/((-2 + 5*E^x - 5*x)*Log[-2/5 + E^x - x]*(-1 + x - Log[x*Log[-2/5 + E^x - x]])*Log[-1 + x - Log[x*Log[-2/5 + E^x - x]]]), x] - 5*Defer[Int][x/((-2 + 5*E^x - 5*x)*Log[-2/5 + E^x - x]*(-1 + x - Log[x*Log[-2/5 + E^x - x]])*Log[-1 + x - Log[x*Log[-2/5 + E^x - x]]]), x]","F",0,0,0,0,-1,"{}"
5406,1,42,0,0.0921772,"\int \frac{29808+4317192 x+2861676 x^2-360810 x^3-637147 x^4-156751 x^5-12005 x^6}{-29808 x+1296 x^2+6480 x^3} \, dx","Int[(29808 + 4317192*x + 2861676*x^2 - 360810*x^3 - 637147*x^4 - 156751*x^5 - 12005*x^6)/(-29808*x + 1296*x^2 + 6480*x^3),x]","-\frac{2401 x^4}{5184}-\frac{1715 x^3}{216}-\frac{1225 x^2}{24}+\log \left(-5 x^2-x+23\right)-\frac{869 x}{6}-\log (x)","-\frac{1}{4} \left(\frac{7 x}{6}+5\right)^4+x+\log \left(\frac{\frac{3-x}{5}+4}{x}-x\right)",1,"(-869*x)/6 - (1225*x^2)/24 - (1715*x^3)/216 - (2401*x^4)/5184 - Log[x] + Log[23 - x - 5*x^2]","A",4,3,47,0.06383,1,"{1594, 1628, 628}"
5407,0,0,0,2.3760946,"\int \frac{1+8 x+e^{e^{x^2}} \left(-4+\left(-4-8 e^{x^2} x^2\right) \log (x)\right)}{25 x^2+200 x^3+400 x^4+e^{e^{x^2}} \left(-200 x^2-800 x^3\right) \log (x)+400 e^{2 e^{x^2}} x^2 \log ^2(x)} \, dx","Int[(1 + 8*x + E^E^x^2*(-4 + (-4 - 8*E^x^2*x^2)*Log[x]))/(25*x^2 + 200*x^3 + 400*x^4 + E^E^x^2*(-200*x^2 - 800*x^3)*Log[x] + 400*E^(2*E^x^2)*x^2*Log[x]^2),x]","\int \frac{1+8 x+e^{e^{x^2}} \left(-4+\left(-4-8 e^{x^2} x^2\right) \log (x)\right)}{25 x^2+200 x^3+400 x^4+e^{e^{x^2}} \left(-200 x^2-800 x^3\right) \log (x)+400 e^{2 e^{x^2}} x^2 \log ^2(x)} \, dx","\frac{1}{25 \left(4 x \left(e^{e^{x^2}} \log (x)-x\right)-x\right)}+\log (2)",1,"Defer[Int][1/(x^2*(1 + 4*x - 4*E^E^x^2*Log[x])^2), x]/25 + (8*Defer[Int][1/(x*(1 + 4*x - 4*E^E^x^2*Log[x])^2), x])/25 - (4*Defer[Int][E^E^x^2/(x^2*(-1 - 4*x + 4*E^E^x^2*Log[x])^2), x])/25 - (8*Defer[Int][(E^(E^x^2 + x^2)*Log[x])/(-1 - 4*x + 4*E^E^x^2*Log[x])^2, x])/25 - (4*Defer[Int][(E^E^x^2*Log[x])/(x^2*(-1 - 4*x + 4*E^E^x^2*Log[x])^2), x])/25","F",0,0,0,0,-1,"{}"
5408,-1,0,0,0,"\int \frac{20736 x^2+1440 x^3+25 x^4+13824 x^5+480 x^6+2304 x^8+e^x \left(-720+670 x+25 x^2-960 x^3+240 x^4\right) \log (3)}{20736 x^2+1440 x^3+25 x^4+13824 x^5+480 x^6+2304 x^8} \, dx","Int[(20736*x^2 + 1440*x^3 + 25*x^4 + 13824*x^5 + 480*x^6 + 2304*x^8 + E^x*(-720 + 670*x + 25*x^2 - 960*x^3 + 240*x^4)*Log[3])/(20736*x^2 + 1440*x^3 + 25*x^4 + 13824*x^5 + 480*x^6 + 2304*x^8),x]","\text{\$Aborted}","\frac{e^x \log (3)}{\left(\frac{48}{5} \left(x^3+3\right)+x\right) x}+x",1,"$Aborted","F",0,0,0,0,-1,"{}"
5409,1,621,0,5.7223158,"\int \frac{e^{-x} \left(8-1016 x-257 x^2+112 x^3-8 x^4+e^{1+x} \left(16-2048 x+512 x^2-32 x^3\right)\right)}{2 x^2-256 x^3+8224 x^4-2048 x^5+128 x^6} \, dx","Int[(8 - 1016*x - 257*x^2 + 112*x^3 - 8*x^4 + E^(1 + x)*(16 - 2048*x + 512*x^2 - 32*x^3))/(E^x*(2*x^2 - 256*x^3 + 8224*x^4 - 2048*x^5 + 128*x^6)),x]","-\frac{4}{127} \left(8128+511 \sqrt{254}\right) e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)+2 \left(127+8 \sqrt{254}\right) e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)-\frac{255 \left(16-\sqrt{254}\right) e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)}{2032}-\frac{e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)}{1016 \sqrt{254}}-\frac{500}{127} \sqrt{\frac{2}{127}} e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)+\frac{509}{127} e^{\frac{1}{4} \left(\sqrt{254}-16\right)} \text{Ei}\left(\frac{1}{4} \left(-4 x-\sqrt{254}+16\right)\right)-\frac{255 \left(16+\sqrt{254}\right) e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)}{2032}+2 \left(127-8 \sqrt{254}\right) e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)-\frac{4}{127} \left(8128-511 \sqrt{254}\right) e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)+\frac{e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)}{1016 \sqrt{254}}+\frac{500}{127} \sqrt{\frac{2}{127}} e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)+\frac{509}{127} e^{-4-\frac{\sqrt{\frac{127}{2}}}{2}} \text{Ei}\left(\frac{1}{4} \left(-4 x+\sqrt{254}+16\right)\right)-\frac{e (511-64 x)}{8 x^2-64 x+1}+\frac{255 \left(16-\sqrt{254}\right) e^{-x}}{508 \left(-4 x-\sqrt{254}+16\right)}-\frac{2036 e^{-x}}{127 \left(-4 x-\sqrt{254}+16\right)}+\frac{255 \left(16+\sqrt{254}\right) e^{-x}}{508 \left(-4 x+\sqrt{254}+16\right)}-\frac{2036 e^{-x}}{127 \left(-4 x+\sqrt{254}+16\right)}-\frac{4 e^{-x}}{x}-\frac{8 e}{x}","\frac{\frac{e^{-x}}{2}+e}{8 x^2+\frac{x}{x-8}}",1,"-2036/(127*E^x*(16 - Sqrt[254] - 4*x)) + (255*(16 - Sqrt[254]))/(508*E^x*(16 - Sqrt[254] - 4*x)) - 2036/(127*E^x*(16 + Sqrt[254] - 4*x)) + (255*(16 + Sqrt[254]))/(508*E^x*(16 + Sqrt[254] - 4*x)) - (8*E)/x - 4/(E^x*x) - (E*(511 - 64*x))/(1 - 64*x + 8*x^2) + (509*E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4])/127 - (500*Sqrt[2/127]*E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4])/127 - (E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4])/(1016*Sqrt[254]) - (255*(16 - Sqrt[254])*E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4])/2032 + 2*(127 + 8*Sqrt[254])*E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4] - (4*(8128 + 511*Sqrt[254])*E^((-16 + Sqrt[254])/4)*ExpIntegralEi[(16 - Sqrt[254] - 4*x)/4])/127 + (509*E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4])/127 + (500*Sqrt[2/127]*E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4])/127 + (E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4])/(1016*Sqrt[254]) - (4*(8128 - 511*Sqrt[254])*E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4])/127 + 2*(127 - 8*Sqrt[254])*E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4] - (255*(16 + Sqrt[254])*E^(-4 - Sqrt[127/2]/2)*ExpIntegralEi[(16 + Sqrt[254] - 4*x)/4])/2032","C",100,10,75,0.1333,1,"{6741, 12, 6742, 2177, 2178, 2270, 2268, 1646, 1586, 30}"
5410,0,0,0,4.0805215,"\int \frac{-5 x^6+e x^6+e^{-\frac{3 x}{-5+e}} \left(320-240 x+60 x^2-5 x^3+e \left(-64+48 x-12 x^2+x^3\right)\right)+e^{-\frac{2 x}{-5+e}} \left(-240 x^2+120 x^3-15 x^4+e \left(48 x^2-24 x^3+3 x^4\right)\right)+e^{-\frac{x}{-5+e}} \left(-320 x^3+132 x^4-23 x^5+e \left(64 x^3-20 x^4+3 x^5\right)\right)}{-5 x^6+e x^6+e^{-\frac{3 x}{-5+e}} \left(320-240 x+60 x^2-5 x^3+e \left(-64+48 x-12 x^2+x^3\right)\right)+e^{-\frac{2 x}{-5+e}} \left(-240 x^2+120 x^3-15 x^4+e \left(48 x^2-24 x^3+3 x^4\right)\right)+e^{-\frac{x}{-5+e}} \left(60 x^4-15 x^5+e \left(-12 x^4+3 x^5\right)\right)} \, dx","Int[(-5*x^6 + E*x^6 + (320 - 240*x + 60*x^2 - 5*x^3 + E*(-64 + 48*x - 12*x^2 + x^3))/E^((3*x)/(-5 + E)) + (-240*x^2 + 120*x^3 - 15*x^4 + E*(48*x^2 - 24*x^3 + 3*x^4))/E^((2*x)/(-5 + E)) + (-320*x^3 + 132*x^4 - 23*x^5 + E*(64*x^3 - 20*x^4 + 3*x^5))/E^(x/(-5 + E)))/(-5*x^6 + E*x^6 + (320 - 240*x + 60*x^2 - 5*x^3 + E*(-64 + 48*x - 12*x^2 + x^3))/E^((3*x)/(-5 + E)) + (-240*x^2 + 120*x^3 - 15*x^4 + E*(48*x^2 - 24*x^3 + 3*x^4))/E^((2*x)/(-5 + E)) + (60*x^4 - 15*x^5 + E*(-12*x^4 + 3*x^5))/E^(x/(-5 + E))),x]","\int \frac{-5 x^6+e x^6+e^{-\frac{3 x}{-5+e}} \left(320-240 x+60 x^2-5 x^3+e \left(-64+48 x-12 x^2+x^3\right)\right)+e^{-\frac{2 x}{-5+e}} \left(-240 x^2+120 x^3-15 x^4+e \left(48 x^2-24 x^3+3 x^4\right)\right)+e^{-\frac{x}{-5+e}} \left(-320 x^3+132 x^4-23 x^5+e \left(64 x^3-20 x^4+3 x^5\right)\right)}{-5 x^6+e x^6+e^{-\frac{3 x}{-5+e}} \left(320-240 x+60 x^2-5 x^3+e \left(-64+48 x-12 x^2+x^3\right)\right)+e^{-\frac{2 x}{-5+e}} \left(-240 x^2+120 x^3-15 x^4+e \left(48 x^2-24 x^3+3 x^4\right)\right)+e^{-\frac{x}{-5+e}} \left(60 x^4-15 x^5+e \left(-12 x^4+3 x^5\right)\right)} \, dx","x-\frac{4 x^2}{\left(\frac{e^{\frac{x}{5-e}} (x-4)}{x}+x\right)^2}",1,"x - (128*(29 - 5*E)*Defer[Int][(-4 + x + E^(x/(-5 + E))*x^2)^(-3), x])/(5 - E) + 1024*Defer[Int][1/(x*(-4 + x + E^(x/(-5 + E))*x^2)^3), x] + (128*(8 - E)*Defer[Int][x/(-4 + x + E^(x/(-5 + E))*x^2)^3, x])/(5 - E) - (8*(17 - E)*Defer[Int][x^2/(-4 + x + E^(x/(-5 + E))*x^2)^3, x])/(5 - E) + (8*Defer[Int][x^3/(-4 + x + E^(x/(-5 + E))*x^2)^3, x])/(5 - E) - (64*(19 - 3*E)*Defer[Int][(-4 + x + E^(x/(-5 + E))*x^2)^(-2), x])/(5 - E) + 512*Defer[Int][1/(x*(-4 + x + E^(x/(-5 + E))*x^2)^2), x] + (16*(13 - E)*Defer[Int][x/(-4 + x + E^(x/(-5 + E))*x^2)^2, x])/(5 - E) - (16*Defer[Int][x^2/(-4 + x + E^(x/(-5 + E))*x^2)^2, x])/(5 - E) - (8*(9 - E)*Defer[Int][(-4 + x + E^(x/(-5 + E))*x^2)^(-1), x])/(5 - E) + 64*Defer[Int][1/(x*(-4 + x + E^(x/(-5 + E))*x^2)), x] + (8*Defer[Int][x/(-4 + x + E^(x/(-5 + E))*x^2), x])/(5 - E)","F",0,0,0,0,-1,"{}"
5411,1,30,0,0.5007229,"\int \frac{\exp \left(\frac{e^3+3 x \log \left(\frac{-3 x+(11+x) \log (2)}{\log (2)}\right)}{x}\right) \left(24 e^3 x-72 x^2+\left(e^3 (-88-8 x)+24 x^2\right) \log (2)\right)}{-3 x^3+\left(11 x^2+x^3\right) \log (2)} \, dx","Int[(E^((E^3 + 3*x*Log[(-3*x + (11 + x)*Log[2])/Log[2]])/x)*(24*E^3*x - 72*x^2 + (E^3*(-88 - 8*x) + 24*x^2)*Log[2]))/(-3*x^3 + (11*x^2 + x^3)*Log[2]),x]","-\frac{8 e^{\frac{e^3}{x}} (x (3-\log (2))-\log (2048))^3}{\log ^3(2)}","8 \left(e^{\frac{e^3}{x}} \left(x-3 \left(\frac{x}{\log (2)}-5\right)-4\right)^3+1\right)",1,"(-8*E^(E^3/x)*(x*(3 - Log[2]) - Log[2048])^3)/Log[2]^3","A",3,3,80,0.03750,1,"{6688, 12, 2288}"
5412,1,17,0,0.0211832,"\int \frac{1}{5} \left(-10-3 e^{5+\frac{1}{5} e^{5-3 x}-3 x}\right) \, dx","Int[(-10 - 3*E^(5 + E^(5 - 3*x)/5 - 3*x))/5,x]","e^{\frac{1}{5} e^{5-3 x}}-2 x","-2 x+e^{\frac{1}{5} e^{5-3 x}}-4",1,"E^(E^(5 - 3*x)/5) - 2*x","A",4,3,26,0.1154,1,"{12, 2282, 2194}"
5413,1,25,0,0.2312764,"\int \frac{e^{\frac{1}{2} \left(24 x^2-e^3 x^2+x^3\right)} \left(48 x-2 e^3 x+3 x^2\right)}{2+2 e^2} \, dx","Int[(E^((24*x^2 - E^3*x^2 + x^3)/2)*(48*x - 2*E^3*x + 3*x^2))/(2 + 2*E^2),x]","\frac{e^{\frac{1}{2} x^2 \left(x-e^3+24\right)}}{1+e^2}","\frac{e^{\frac{1}{2} x^2 \left(x-e^3+24\right)}}{1+e^2}",1,"E^((x^2*(24 - E^3 + x))/2)/(1 + E^2)","A",5,5,48,0.1042,1,"{6, 12, 1593, 6688, 6706}"
5414,1,28,0,0.071866,"\int \frac{(3+x)^3 \left(30-68 x+30 x^2-4 x^3\right)}{27-9 x-3 x^2+x^3} \, dx","Int[((3 + x)^3*(30 - 68*x + 30*x^2 - 4*x^3))/(27 - 9*x - 3*x^2 + x^3),x]","-x^4-6 x^3+2 x^2+78 x-\frac{432}{3-x}","\left(-x-\frac{2}{3-x}+3\right) (x+3)^3",1,"-432/(3 - x) + 78*x + 2*x^2 - 6*x^3 - x^4","A",4,3,36,0.08333,1,"{1586, 27, 1620}"
5415,1,5,0,0.0008151,"\int 60 \log (8) \, dx","Int[60*Log[8],x]","60 x \log (8)","5 \left(\left(12 x-\frac{1}{3}\right) \log (8)+8\right)",1,"60*x*Log[8]","A",1,1,4,0.2500,1,"{8}"
5416,0,0,0,1.6743532,"\int \frac{e^{-2 x} \left(-e^{2 x} x^2+\exp \left(\frac{2 e^{-2 x} \left(-e^4+e^{2 x} (-3+x)\right)}{x}\right) \left(24 e^{2 x}+e^4 (8+16 x)\right)\right)}{x^2} \, dx","Int[(-(E^(2*x)*x^2) + E^((2*(-E^4 + E^(2*x)*(-3 + x)))/(E^(2*x)*x))*(24*E^(2*x) + E^4*(8 + 16*x)))/(E^(2*x)*x^2),x]","\int \frac{e^{-2 x} \left(-e^{2 x} x^2+\exp \left(\frac{2 e^{-2 x} \left(-e^4+e^{2 x} (-3+x)\right)}{x}\right) \left(24 e^{2 x}+e^4 (8+16 x)\right)\right)}{x^2} \, dx","4 \left(e^{\frac{2 \left(x-e^{4-2 x}-3\right)}{x}}+5\right)-x",1,"-x + 24*Defer[Int][E^((2*(-3 - E^(4 - 2*x) + x))/x)/x^2, x] + 8*Defer[Int][E^(4 - (2*(3 + E^(4 - 2*x) - x + x^2))/x)/x^2, x] + 16*Defer[Int][E^(4 - (2*(3 + E^(4 - 2*x) - x + x^2))/x)/x, x]","F",0,0,0,0,-1,"{}"
5417,1,23,0,0.0120795,"\int \frac{-50 e^2-5 x+e^x x^3}{x^3} \, dx","Int[(-50*E^2 - 5*x + E^x*x^3)/x^3,x]","\frac{\left(x+10 e^2\right)^2}{4 e^2 x^2}+e^x","\frac{25 e^2 \left(\frac{1}{x}-x\right)+5}{x}+e^x-e",1,"E^x + (10*E^2 + x)^2/(4*E^2*x^2)","A",4,3,20,0.1500,1,"{14, 2194, 37}"
5418,1,549,0,3.1823623,"\int \frac{-344373768+\left(344373768+573956280 x-229582512 x^2\right) \log ^2(4)+\left(-803538792 x+267846264 x^3-59521392 x^4\right) \log ^4(4)+\left(803538792 x^2-624974616 x^3+89282088 x^4+29760696 x^5-6613488 x^6\right) \log ^6(4)+\left(-446410440 x^3+595213920 x^4-297606960 x^5+66134880 x^6-5511240 x^7\right) \log ^8(4)+\left(148803480 x^4-267846264 x^5+198404640 x^6-77157360 x^7+16533720 x^8-1837080 x^9+81648 x^{10}\right) \log ^{10}(4)+\left(-29760696 x^5+66134880 x^6-62828136 x^7+33067440 x^8-10410120 x^9+1959552 x^{10}-204120 x^{11}+9072 x^{12}\right) \log ^{12}(4)+\left(3306744 x^6-8660520 x^7+9920232 x^8-6491016 x^9+2653560 x^{10}-694008 x^{11}+113400 x^{12}-10584 x^{13}+432 x^{14}\right) \log ^{14}(4)+\left(19683-59049 x+78732 x^2-61236 x^3+30618 x^4-10206 x^5+2268 x^6-157788 x^7+472419 x^8-629857 x^9+489888 x^{10}-244944 x^{11}+81648 x^{12}-18144 x^{13}+2592 x^{14}-216 x^{15}+8 x^{16}\right) \log ^{16}(4)+\left(1836660096+\left(-1607077584-2678462640 x+1071385056 x^2\right) \log ^2(4)+\left(3214155168 x-1071385056 x^3+238085568 x^4\right) \log ^4(4)+\left(-2678462640 x^2+2083248720 x^3-297606960 x^4-99202320 x^5+22044960 x^6\right) \log ^6(4)+\left(1190427840 x^3-1587237120 x^4+793618560 x^5-176359680 x^6+14696640 x^7\right) \log ^8(4)+\left(-297606960 x^4+535692528 x^5-396809280 x^6+154314720 x^7-33067440 x^8+3674160 x^9-163296 x^{10}\right) \log ^{10}(4)+\left(39680928 x^5-88179840 x^6+83770848 x^7-44089920 x^8+13880160 x^9-2612736 x^{10}+272160 x^{11}-12096 x^{12}\right) \log ^{12}(4)+\left(-2204496 x^6+5773680 x^7-6613488 x^8+4327344 x^9-1769040 x^{10}+462672 x^{11}-75600 x^{12}+7056 x^{13}-288 x^{14}\right) \log ^{14}(4)\right) \log (5)+\left(-4591650240+\left(3482001432+5803335720 x-2321334288 x^2\right) \log ^2(4)+\left(-5892617808 x+1964205936 x^3-436490208 x^4\right) \log ^4(4)+\left(4017693960 x^2-3124873080 x^3+446410440 x^4+148803480 x^5-33067440 x^6\right) \log ^6(4)+\left(-1388832480 x^3+1851776640 x^4-925888320 x^5+205752960 x^6-17146080 x^7\right) \log ^8(4)+\left(248005800 x^4-446410440 x^5+330674400 x^6-128595600 x^7+27556200 x^8-3061800 x^9+136080 x^{10}\right) \log ^{10}(4)+\left(-19840464 x^5+44089920 x^6-41885424 x^7+22044960 x^8-6940080 x^9+1306368 x^{10}-136080 x^{11}+6048 x^{12}\right) \log ^{12}(4)+\left(367416 x^6-962280 x^7+1102248 x^8-721224 x^9+294840 x^{10}-77112 x^{11}+12600 x^{12}-1176 x^{13}+48 x^{14}\right) \log ^{14}(4)\right) \log ^2(5)+\left(7142567040+\left(-4642668576-7737780960 x+3095112384 x^2\right) \log ^2(4)+\left(6547353120 x-2182451040 x^3+484989120 x^4\right) \log ^4(4)+\left(-3571283520 x^2+2777664960 x^3-396809280 x^4-132269760 x^5+29393280 x^6\right) \log ^6(4)+\left(925888320 x^3-1234517760 x^4+617258880 x^5-137168640 x^6+11430720 x^7\right) \log ^8(4)+\left(-110224800 x^4+198404640 x^5-146966400 x^6+57153600 x^7-12247200 x^8+1360800 x^9-60480 x^{10}\right) \log ^{10}(4)+\left(4408992 x^5-9797760 x^6+9307872 x^7-4898880 x^8+1542240 x^9-290304 x^{10}+30240 x^{11}-1344 x^{12}\right) \log ^{12}(4)\right) \log ^3(5)+\left(-7737780960+\left(4255779528+7092965880 x-2837186352 x^2\right) \log ^2(4)+\left(-4910514840 x+1636838280 x^3-363741840 x^4\right) \log ^4(4)+\left(2083248720 x^2-1620304560 x^3+231472080 x^4+77157360 x^5-17146080 x^6\right) \log ^6(4)+\left(-385786800 x^3+514382400 x^4-257191200 x^5+57153600 x^6-4762800 x^7\right) \log ^8(4)+\left(27556200 x^4-49601160 x^5+36741600 x^6-14288400 x^7+3061800 x^8-340200 x^9+15120 x^{10}\right) \log ^{10}(4)+\left(-367416 x^5+816480 x^6-775656 x^7+408240 x^8-128520 x^9+24192 x^{10}-2520 x^{11}+112 x^{12}\right) \log ^{12}(4)\right) \log ^4(5)+\left(6190224768+\left(-2837186352-4728643920 x+1891457568 x^2\right) \log ^2(4)+\left(2618941248 x-872980416 x^3+193995648 x^4\right) \log ^4(4)+\left(-833299488 x^2+648121824 x^3-92588832 x^4-30862944 x^5+6858432 x^6\right) \log ^6(4)+\left(102876480 x^3-137168640 x^4+68584320 x^5-15240960 x^6+1270080 x^7\right) \log ^8(4)+\left(-3674160 x^4+6613488 x^5-4898880 x^6+1905120 x^7-408240 x^8+45360 x^9-2016 x^{10}\right) \log ^{10}(4)\right) \log ^5(5)+\left(-3782915136+\left(1418593176+2364321960 x-945728784 x^2\right) \log ^2(4)+\left(-1018477152 x+339492384 x^3-75442752 x^4\right) \log ^4(4)+\left(231472080 x^2-180033840 x^3+25719120 x^4+8573040 x^5-1905120 x^6\right) \log ^6(4)+\left(-17146080 x^3+22861440 x^4-11430720 x^5+2540160 x^6-211680 x^7\right) \log ^8(4)+\left(204120 x^4-367416 x^5+272160 x^6-105840 x^7+22680 x^8-2520 x^9+112 x^{10}\right) \log ^{10}(4)\right) \log ^6(5)+\left(1801388160+\left(-540416448-900694080 x+360277632 x^2\right) \log ^2(4)+\left(290993472 x-96997824 x^3+21555072 x^4\right) \log ^4(4)+\left(-44089920 x^2+34292160 x^3-4898880 x^4-1632960 x^5+362880 x^6\right) \log ^6(4)+\left(1632960 x^3-2177280 x^4+1088640 x^5-241920 x^6+20160 x^7\right) \log ^8(4)\right) \log ^7(5)+\left(-675520560+\left(157621464+262702440 x-105080976 x^2\right) \log ^2(4)+\left(-60623640 x+20207880 x^3-4490640 x^4\right) \log ^4(4)+\left(5511240 x^2-4286520 x^3+612360 x^4+204120 x^5-45360 x^6\right) \log ^6(4)+\left(-68040 x^3+90720 x^4-45360 x^5+10080 x^6-840 x^7\right) \log ^8(4)\right) \log ^8(5)+\left(200154240+\left(-35026992-58378320 x+23351328 x^2\right) \log ^2(4)+\left(8981280 x-2993760 x^3+665280 x^4\right) \log ^4(4)+\left(-408240 x^2+317520 x^3-45360 x^4-15120 x^5+3360 x^6\right) \log ^6(4)\right) \log ^9(5)+\left(-46702656+\left(5837832+9729720 x-3891888 x^2\right) \log ^2(4)+\left(-898128 x+299376 x^3-66528 x^4\right) \log ^4(4)+\left(13608 x^2-10584 x^3+1512 x^4+504 x^5-112 x^6\right) \log ^6(4)\right) \log ^{10}(5)+\left(8491392+\left(-707616-1179360 x+471744 x^2\right) \log ^2(4)+\left(54432 x-18144 x^3+4032 x^4\right) \log ^4(4)\right) \log ^{11}(5)+\left(-1179360+\left(58968+98280 x-39312 x^2\right) \log ^2(4)+\left(-1512 x+504 x^3-112 x^4\right) \log ^4(4)\right) \log ^{12}(5)+\left(120960+\left(-3024-5040 x+2016 x^2\right) \log ^2(4)\right) \log ^{13}(5)+\left(-8640+\left(72+120 x-48 x^2\right) \log ^2(4)\right) \log ^{14}(5)+384 \log ^{15}(5)-8 \log ^{16}(5)}{\left(-19683+59049 x-78732 x^2+61236 x^3-30618 x^4+10206 x^5-2268 x^6+324 x^7-27 x^8+x^9\right) \log ^{16}(4)} \, dx","Int[(-344373768 + (344373768 + 573956280*x - 229582512*x^2)*Log[4]^2 + (-803538792*x + 267846264*x^3 - 59521392*x^4)*Log[4]^4 + (803538792*x^2 - 624974616*x^3 + 89282088*x^4 + 29760696*x^5 - 6613488*x^6)*Log[4]^6 + (-446410440*x^3 + 595213920*x^4 - 297606960*x^5 + 66134880*x^6 - 5511240*x^7)*Log[4]^8 + (148803480*x^4 - 267846264*x^5 + 198404640*x^6 - 77157360*x^7 + 16533720*x^8 - 1837080*x^9 + 81648*x^10)*Log[4]^10 + (-29760696*x^5 + 66134880*x^6 - 62828136*x^7 + 33067440*x^8 - 10410120*x^9 + 1959552*x^10 - 204120*x^11 + 9072*x^12)*Log[4]^12 + (3306744*x^6 - 8660520*x^7 + 9920232*x^8 - 6491016*x^9 + 2653560*x^10 - 694008*x^11 + 113400*x^12 - 10584*x^13 + 432*x^14)*Log[4]^14 + (19683 - 59049*x + 78732*x^2 - 61236*x^3 + 30618*x^4 - 10206*x^5 + 2268*x^6 - 157788*x^7 + 472419*x^8 - 629857*x^9 + 489888*x^10 - 244944*x^11 + 81648*x^12 - 18144*x^13 + 2592*x^14 - 216*x^15 + 8*x^16)*Log[4]^16 + (1836660096 + (-1607077584 - 2678462640*x + 1071385056*x^2)*Log[4]^2 + (3214155168*x - 1071385056*x^3 + 238085568*x^4)*Log[4]^4 + (-2678462640*x^2 + 2083248720*x^3 - 297606960*x^4 - 99202320*x^5 + 22044960*x^6)*Log[4]^6 + (1190427840*x^3 - 1587237120*x^4 + 793618560*x^5 - 176359680*x^6 + 14696640*x^7)*Log[4]^8 + (-297606960*x^4 + 535692528*x^5 - 396809280*x^6 + 154314720*x^7 - 33067440*x^8 + 3674160*x^9 - 163296*x^10)*Log[4]^10 + (39680928*x^5 - 88179840*x^6 + 83770848*x^7 - 44089920*x^8 + 13880160*x^9 - 2612736*x^10 + 272160*x^11 - 12096*x^12)*Log[4]^12 + (-2204496*x^6 + 5773680*x^7 - 6613488*x^8 + 4327344*x^9 - 1769040*x^10 + 462672*x^11 - 75600*x^12 + 7056*x^13 - 288*x^14)*Log[4]^14)*Log[5] + (-4591650240 + (3482001432 + 5803335720*x - 2321334288*x^2)*Log[4]^2 + (-5892617808*x + 1964205936*x^3 - 436490208*x^4)*Log[4]^4 + (4017693960*x^2 - 3124873080*x^3 + 446410440*x^4 + 148803480*x^5 - 33067440*x^6)*Log[4]^6 + (-1388832480*x^3 + 1851776640*x^4 - 925888320*x^5 + 205752960*x^6 - 17146080*x^7)*Log[4]^8 + (248005800*x^4 - 446410440*x^5 + 330674400*x^6 - 128595600*x^7 + 27556200*x^8 - 3061800*x^9 + 136080*x^10)*Log[4]^10 + (-19840464*x^5 + 44089920*x^6 - 41885424*x^7 + 22044960*x^8 - 6940080*x^9 + 1306368*x^10 - 136080*x^11 + 6048*x^12)*Log[4]^12 + (367416*x^6 - 962280*x^7 + 1102248*x^8 - 721224*x^9 + 294840*x^10 - 77112*x^11 + 12600*x^12 - 1176*x^13 + 48*x^14)*Log[4]^14)*Log[5]^2 + (7142567040 + (-4642668576 - 7737780960*x + 3095112384*x^2)*Log[4]^2 + (6547353120*x - 2182451040*x^3 + 484989120*x^4)*Log[4]^4 + (-3571283520*x^2 + 2777664960*x^3 - 396809280*x^4 - 132269760*x^5 + 29393280*x^6)*Log[4]^6 + (925888320*x^3 - 1234517760*x^4 + 617258880*x^5 - 137168640*x^6 + 11430720*x^7)*Log[4]^8 + (-110224800*x^4 + 198404640*x^5 - 146966400*x^6 + 57153600*x^7 - 12247200*x^8 + 1360800*x^9 - 60480*x^10)*Log[4]^10 + (4408992*x^5 - 9797760*x^6 + 9307872*x^7 - 4898880*x^8 + 1542240*x^9 - 290304*x^10 + 30240*x^11 - 1344*x^12)*Log[4]^12)*Log[5]^3 + (-7737780960 + (4255779528 + 7092965880*x - 2837186352*x^2)*Log[4]^2 + (-4910514840*x + 1636838280*x^3 - 363741840*x^4)*Log[4]^4 + (2083248720*x^2 - 1620304560*x^3 + 231472080*x^4 + 77157360*x^5 - 17146080*x^6)*Log[4]^6 + (-385786800*x^3 + 514382400*x^4 - 257191200*x^5 + 57153600*x^6 - 4762800*x^7)*Log[4]^8 + (27556200*x^4 - 49601160*x^5 + 36741600*x^6 - 14288400*x^7 + 3061800*x^8 - 340200*x^9 + 15120*x^10)*Log[4]^10 + (-367416*x^5 + 816480*x^6 - 775656*x^7 + 408240*x^8 - 128520*x^9 + 24192*x^10 - 2520*x^11 + 112*x^12)*Log[4]^12)*Log[5]^4 + (6190224768 + (-2837186352 - 4728643920*x + 1891457568*x^2)*Log[4]^2 + (2618941248*x - 872980416*x^3 + 193995648*x^4)*Log[4]^4 + (-833299488*x^2 + 648121824*x^3 - 92588832*x^4 - 30862944*x^5 + 6858432*x^6)*Log[4]^6 + (102876480*x^3 - 137168640*x^4 + 68584320*x^5 - 15240960*x^6 + 1270080*x^7)*Log[4]^8 + (-3674160*x^4 + 6613488*x^5 - 4898880*x^6 + 1905120*x^7 - 408240*x^8 + 45360*x^9 - 2016*x^10)*Log[4]^10)*Log[5]^5 + (-3782915136 + (1418593176 + 2364321960*x - 945728784*x^2)*Log[4]^2 + (-1018477152*x + 339492384*x^3 - 75442752*x^4)*Log[4]^4 + (231472080*x^2 - 180033840*x^3 + 25719120*x^4 + 8573040*x^5 - 1905120*x^6)*Log[4]^6 + (-17146080*x^3 + 22861440*x^4 - 11430720*x^5 + 2540160*x^6 - 211680*x^7)*Log[4]^8 + (204120*x^4 - 367416*x^5 + 272160*x^6 - 105840*x^7 + 22680*x^8 - 2520*x^9 + 112*x^10)*Log[4]^10)*Log[5]^6 + (1801388160 + (-540416448 - 900694080*x + 360277632*x^2)*Log[4]^2 + (290993472*x - 96997824*x^3 + 21555072*x^4)*Log[4]^4 + (-44089920*x^2 + 34292160*x^3 - 4898880*x^4 - 1632960*x^5 + 362880*x^6)*Log[4]^6 + (1632960*x^3 - 2177280*x^4 + 1088640*x^5 - 241920*x^6 + 20160*x^7)*Log[4]^8)*Log[5]^7 + (-675520560 + (157621464 + 262702440*x - 105080976*x^2)*Log[4]^2 + (-60623640*x + 20207880*x^3 - 4490640*x^4)*Log[4]^4 + (5511240*x^2 - 4286520*x^3 + 612360*x^4 + 204120*x^5 - 45360*x^6)*Log[4]^6 + (-68040*x^3 + 90720*x^4 - 45360*x^5 + 10080*x^6 - 840*x^7)*Log[4]^8)*Log[5]^8 + (200154240 + (-35026992 - 58378320*x + 23351328*x^2)*Log[4]^2 + (8981280*x - 2993760*x^3 + 665280*x^4)*Log[4]^4 + (-408240*x^2 + 317520*x^3 - 45360*x^4 - 15120*x^5 + 3360*x^6)*Log[4]^6)*Log[5]^9 + (-46702656 + (5837832 + 9729720*x - 3891888*x^2)*Log[4]^2 + (-898128*x + 299376*x^3 - 66528*x^4)*Log[4]^4 + (13608*x^2 - 10584*x^3 + 1512*x^4 + 504*x^5 - 112*x^6)*Log[4]^6)*Log[5]^10 + (8491392 + (-707616 - 1179360*x + 471744*x^2)*Log[4]^2 + (54432*x - 18144*x^3 + 4032*x^4)*Log[4]^4)*Log[5]^11 + (-1179360 + (58968 + 98280*x - 39312*x^2)*Log[4]^2 + (-1512*x + 504*x^3 - 112*x^4)*Log[4]^4)*Log[5]^12 + (120960 + (-3024 - 5040*x + 2016*x^2)*Log[4]^2)*Log[5]^13 + (-8640 + (72 + 120*x - 48*x^2)*Log[4]^2)*Log[5]^14 + 384*Log[5]^15 - 8*Log[5]^16)/((-19683 + 59049*x - 78732*x^2 + 61236*x^3 - 30618*x^4 + 10206*x^5 - 2268*x^6 + 324*x^7 - 27*x^8 + x^9)*Log[4]^16),x]","x^8+\frac{8 x^6 (3-\log (5))^2}{\log ^2(4)}+\frac{24 x^5 (3-\log (5))^2}{\log ^2(4)}+\frac{4 x^4 \left(18 \log ^2(4)+7 (3-\log (5))^2\right) (3-\log (5))^2}{\log ^4(4)}+\frac{24 x^3 \left(9 \log ^2(4)+7 (3-\log (5))^2\right) (3-\log (5))^2}{\log ^4(4)}+\frac{4 x^2 \left(162 \log ^4(4)+189 \log ^2(4) (3-\log (5))^2+14 (3-\log (5))^4\right) (3-\log (5))^2}{\log ^6(4)}+\frac{(3-\log (5))^{16}}{(3-x)^8 \log ^{16}(4)}-\frac{24 (3-\log (5))^{14}}{(3-x)^7 \log ^{14}(4)}+\frac{4 \left(63 \log ^2(4)+2 (3-\log (5))^2\right) (3-\log (5))^{12}}{(3-x)^6 \log ^{14}(4)}-\frac{168 \left(9 \log ^2(4)+(\log (5)-3)^2\right) (3-\log (5))^{10}}{(3-x)^5 \log ^{12}(4)}+\frac{14 \left(405 \log ^4(4)+108 \log ^2(4) (3-\log (5))^2+2 (3-\log (5))^4\right) (3-\log (5))^8}{(3-x)^4 \log ^{12}(4)}-\frac{504 \left(27 \log ^4(4)+15 \log ^2(4) (3-\log (5))^2+(\log (5)-3)^4\right) (3-\log (5))^6}{(3-x)^3 \log ^{10}(4)}-\frac{x \left(\log ^6(4)-1944 \log ^4(4) (3-\log (5))^2-3024 \log ^2(4) (3-\log (5))^4-504 (3-\log (5))^6\right)}{\log ^6(4)}+\frac{28 \left(729 \log ^6(4)+810 \log ^4(4) (3-\log (5))^2+135 \log ^2(4) (3-\log (5))^4+2 (3-\log (5))^6\right) (3-\log (5))^4}{(3-x)^2 \log ^{10}(4)}-\frac{24 \left(729 \log ^6(4)+1701 \log ^4(4) (3-\log (5))^2+630 \log ^2(4) (3-\log (5))^4+35 (3-\log (5))^6\right) (3-\log (5))^2}{(3-x) \log ^8(4)}","\left(x-\frac{(3-\log (5))^2}{(3-x) \log ^2(4)}\right)^8-x",1,"x^8 - (x*(Log[4]^6 - 1944*Log[4]^4*(3 - Log[5])^2 - 3024*Log[4]^2*(3 - Log[5])^4 - 504*(3 - Log[5])^6))/Log[4]^6 + (24*x^5*(3 - Log[5])^2)/Log[4]^2 + (8*x^6*(3 - Log[5])^2)/Log[4]^2 + (24*x^3*(9*Log[4]^2 + 7*(3 - Log[5])^2)*(3 - Log[5])^2)/Log[4]^4 + (4*x^4*(18*Log[4]^2 + 7*(3 - Log[5])^2)*(3 - Log[5])^2)/Log[4]^4 + (4*x^2*(162*Log[4]^4 + 189*Log[4]^2*(3 - Log[5])^2 + 14*(3 - Log[5])^4)*(3 - Log[5])^2)/Log[4]^6 - (24*(729*Log[4]^6 + 1701*Log[4]^4*(3 - Log[5])^2 + 630*Log[4]^2*(3 - Log[5])^4 + 35*(3 - Log[5])^6)*(3 - Log[5])^2)/((3 - x)*Log[4]^8) + (28*(729*Log[4]^6 + 810*Log[4]^4*(3 - Log[5])^2 + 135*Log[4]^2*(3 - Log[5])^4 + 2*(3 - Log[5])^6)*(3 - Log[5])^4)/((3 - x)^2*Log[4]^10) - (504*(27*Log[4]^4 + 15*Log[4]^2*(3 - Log[5])^2 + (-3 + Log[5])^4)*(3 - Log[5])^6)/((3 - x)^3*Log[4]^10) + (14*(405*Log[4]^4 + 108*Log[4]^2*(3 - Log[5])^2 + 2*(3 - Log[5])^4)*(3 - Log[5])^8)/((3 - x)^4*Log[4]^12) - (168*(9*Log[4]^2 + (-3 + Log[5])^2)*(3 - Log[5])^10)/((3 - x)^5*Log[4]^12) + (4*(63*Log[4]^2 + 2*(3 - Log[5])^2)*(3 - Log[5])^12)/((3 - x)^6*Log[4]^14) - (24*(3 - Log[5])^14)/((3 - x)^7*Log[4]^14) + (3 - Log[5])^16/((3 - x)^8*Log[4]^16)","B",3,2,2007,0.0009965,1,"{12, 2074}"
5419,1,17,0,0.0380879,"\int \frac{2+16 x+5 x^2+e^5 \left(10 x+5 x^2\right)}{2 x+x^2} \, dx","Int[(2 + 16*x + 5*x^2 + E^5*(10*x + 5*x^2))/(2*x + x^2),x]","5 \left(1+e^5\right) x+\log (x)+5 \log (x+2)","\log (x)+5 \left(-e^5 (4-x)+x+\log (x+2)+9\right)",1,"5*(1 + E^5)*x + Log[x] + 5*Log[2 + x]","A",3,2,33,0.06061,1,"{1593, 1820}"
5420,0,0,0,1.0907351,"\int \frac{e^{5-e^{e^{\frac{e^{16} x}{3}}}-x} \left(-6-2 e^{16+e^{\frac{e^{16} x}{3}}+\frac{e^{16} x}{3}}-3 e^{-5+e^{e^{\frac{e^{16} x}{3}}}+x} \log (5)\right)}{3 \log (5)} \, dx","Int[(E^(5 - E^E^((E^16*x)/3) - x)*(-6 - 2*E^(16 + E^((E^16*x)/3) + (E^16*x)/3) - 3*E^(-5 + E^E^((E^16*x)/3) + x)*Log[5]))/(3*Log[5]),x]","\int \frac{e^{5-e^{e^{\frac{e^{16} x}{3}}}-x} \left(-6-2 e^{16+e^{\frac{e^{16} x}{3}}+\frac{e^{16} x}{3}}-3 e^{-5+e^{e^{\frac{e^{16} x}{3}}}+x} \log (5)\right)}{3 \log (5)} \, dx","\frac{2 e^{-x-e^{e^{\frac{e^{16} x}{3}}}+5}}{\log (5)}-x",1,"-x - (6*Defer[Subst][Defer[Int][E^(5 - E^E^(E^16*x) - 3*x), x], x, x/3])/Log[5] - (2*Defer[Subst][Defer[Int][E^(21 - E^E^(E^16*x) + E^(E^16*x) - 3*(1 - E^16/3)*x), x], x, x/3])/Log[5]","F",0,0,0,0,-1,"{}"
5421,0,0,0,1.5462027,"\int \frac{e^{2 x} \left(-3+6 e^5+e^{-x} \left(3+e^5 (-3+x)\right)\right)+e^x \left(-36+e^5 (36-12 x)\right)}{144 e^5+e^x \left(-24 e^{5-x}+e^5 (-48-24 x)\right)+e^{2 x} \left(e^{5-2 x}+e^{5-x} (4+2 x)+e^5 \left(4+4 x+x^2\right)\right)} \, dx","Int[(E^(2*x)*(-3 + 6*E^5 + (3 + E^5*(-3 + x))/E^x) + E^x*(-36 + E^5*(36 - 12*x)))/(144*E^5 + E^x*(-24*E^(5 - x) + E^5*(-48 - 24*x)) + E^(2*x)*(E^(5 - 2*x) + E^(5 - x)*(4 + 2*x) + E^5*(4 + 4*x + x^2))),x]","\int \frac{e^{2 x} \left(-3+6 e^5+e^{-x} \left(3+e^5 (-3+x)\right)\right)+e^x \left(-36+e^5 (36-12 x)\right)}{144 e^5+e^x \left(-24 e^{5-x}+e^5 (-48-24 x)\right)+e^{2 x} \left(e^{5-2 x}+e^{5-x} (4+2 x)+e^5 \left(4+4 x+x^2\right)\right)} \, dx","\frac{x+\frac{3}{e^5}-4}{x-11 e^{-x}+2}",1,"-33*(1 - E^5)*Defer[Int][E^(-5 + x)/(-11 + 2*E^x + E^x*x)^2, x] - 11*Defer[Int][(E^x*x)/(-11 + 2*E^x + E^x*x)^2, x] - 33*(1 - 2*E^5)*Defer[Int][E^(-5 + x)/((2 + x)*(-11 + 2*E^x + E^x*x)^2), x] - 3*(1 - 2*E^5)*Defer[Int][E^(-5 + x)/((2 + x)*(-11 + 2*E^x + E^x*x)), x]","F",0,0,0,0,-1,"{}"
5422,1,14,0,0.1080116,"\int \left(300 x^3+e^x \left(100 x^3+25 x^4\right)\right) \, dx","Int[300*x^3 + E^x*(100*x^3 + 25*x^4),x]","25 e^x x^4+75 x^4","25 \left(e^x+3\right) x^4",1,"75*x^4 + 25*E^x*x^4","A",13,4,21,0.1905,1,"{1593, 2196, 2176, 2194}"
5423,1,22,0,0.0990029,"\int \left(-1+\left(-16 x^3 \log ^3(x)-16 x^3 \log ^4(x)\right) \log ^2\left(\frac{3 \log (2)}{e^2}\right)\right) \, dx","Int[-1 + (-16*x^3*Log[x]^3 - 16*x^3*Log[x]^4)*Log[(3*Log[2])/E^2]^2,x]","-4 x^4 (2-\log (\log (8)))^2 \log ^4(x)-x","-4 x^4 \log ^2\left(\frac{3 \log (2)}{e^2}\right) \log ^4(x)-x+5",1,"-x - 4*x^4*Log[x]^4*(2 - Log[Log[8]])^2","A",9,2,32,0.06250,1,"{2305, 2304}"
5424,1,16,0,0.0117852,"\int \left(-4 x+4 \log (x \log (4))+2 \log ^2(x \log (4))\right) \, dx","Int[-4*x + 4*Log[x*Log[4]] + 2*Log[x*Log[4]]^2,x]","2 x \log ^2(x \log (4))-2 x^2","2 x \left(\log ^2(x \log (4))-x\right)",1,"-2*x^2 + 2*x*Log[x*Log[4]]^2","A",4,2,20,0.1000,1,"{2295, 2296}"
5425,0,0,0,2.9906966,"\int \frac{-x^3-e x^3+(-2-2 e-3 x) \log (5)+e^{2 x^2} \left(-4 x^6+\left(3 x+4 x^3\right) \log (5)\right)}{x^3+e^2 x^3+2 x^4+x^5+e^{4 x^2} x^5+e \left(2 x^3+2 x^4\right)+e^{2 x^2} \left(-2 x^4-2 e x^4-2 x^5\right)} \, dx","Int[(-x^3 - E*x^3 + (-2 - 2*E - 3*x)*Log[5] + E^(2*x^2)*(-4*x^6 + (3*x + 4*x^3)*Log[5]))/(x^3 + E^2*x^3 + 2*x^4 + x^5 + E^(4*x^2)*x^5 + E*(2*x^3 + 2*x^4) + E^(2*x^2)*(-2*x^4 - 2*E*x^4 - 2*x^5)),x]","\int \frac{-x^3-e x^3+(-2-2 e-3 x) \log (5)+e^{2 x^2} \left(-4 x^6+\left(3 x+4 x^3\right) \log (5)\right)}{x^3+e^2 x^3+2 x^4+x^5+e^{4 x^2} x^5+e \left(2 x^3+2 x^4\right)+e^{2 x^2} \left(-2 x^4-2 e x^4-2 x^5\right)} \, dx","\frac{x^2-\frac{\log (5)}{x}}{e^{2 x^2} x^2-x^2-e x-x}",1,"-((1 + E - 4*Log[5])*Defer[Int][(1 + E + x - E^(2*x^2)*x)^(-2), x]) + (1 + E)*Log[5]*Defer[Int][1/(x^3*(1 + E + x - E^(2*x^2)*x)^2), x] + 4*(1 + E)*Log[5]*Defer[Int][1/(x*(1 + E + x - E^(2*x^2)*x)^2), x] - 4*(1 + E)*Defer[Int][x^2/(1 + E + x - E^(2*x^2)*x)^2, x] - 4*Defer[Int][x^3/(-1 - E - x + E^(2*x^2)*x)^2, x] + Log[125]*Defer[Int][1/(x^3*(-1 - E - x + E^(2*x^2)*x)), x] + 4*Log[5]*Defer[Int][1/(x*(-1 - E - x + E^(2*x^2)*x)), x] - 4*Defer[Int][x^2/(-1 - E - x + E^(2*x^2)*x), x]","F",0,0,0,0,-1,"{}"
5426,0,0,0,20.4924886,"\int \frac{-5 x+x^2+e^{x^2} \left(10 x^3-2 x^4+e^3 \left(-10 x^2+2 x^3\right)\right)+\left(-20 e^3+e^{x^2} \left(5 e^3-5 x\right)+20 x+\left(-5 e^3+5 x\right) \log \left(e^3-x\right)\right) \log \left(\frac{5}{4-e^{x^2}+\log \left(e^3-x\right)}\right)}{\left(4 e^3 x^2-4 x^3+e^{x^2} \left(-e^3 x^2+x^3\right)+\left(e^3 x^2-x^3\right) \log \left(e^3-x\right)\right) \log ^2\left(\frac{5}{4-e^{x^2}+\log \left(e^3-x\right)}\right)} \, dx","Int[(-5*x + x^2 + E^x^2*(10*x^3 - 2*x^4 + E^3*(-10*x^2 + 2*x^3)) + (-20*E^3 + E^x^2*(5*E^3 - 5*x) + 20*x + (-5*E^3 + 5*x)*Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])])/((4*E^3*x^2 - 4*x^3 + E^x^2*(-(E^3*x^2) + x^3) + (E^3*x^2 - x^3)*Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2),x]","\int \frac{-5 x+x^2+e^{x^2} \left(10 x^3-2 x^4+e^3 \left(-10 x^2+2 x^3\right)\right)+\left(-20 e^3+e^{x^2} \left(5 e^3-5 x\right)+20 x+\left(-5 e^3+5 x\right) \log \left(e^3-x\right)\right) \log \left(\frac{5}{4-e^{x^2}+\log \left(e^3-x\right)}\right)}{\left(4 e^3 x^2-4 x^3+e^{x^2} \left(-e^3 x^2+x^3\right)+\left(e^3 x^2-x^3\right) \log \left(e^3-x\right)\right) \log ^2\left(\frac{5}{4-e^{x^2}+\log \left(e^3-x\right)}\right)} \, dx","\frac{5-x}{x \log \left(\frac{5}{-e^{x^2}+\log \left(e^3-x\right)+4}\right)}+3",1,"10*Defer[Int][Log[5/(4 - E^x^2 + Log[E^3 - x])]^(-2), x] - 2*Defer[Int][x/Log[5/(4 - E^x^2 + Log[E^3 - x])]^2, x] + 40*Defer[Int][1/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x] + ((5 - E^3)*Defer[Int][1/((E^3 - x)*(-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 + (5*Defer[Int][1/(x*(-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 - (40*Defer[Int][x/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 + (8*(5 - E^3)*Defer[Int][x/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 + 10*Defer[Int][Log[E^3 - x]/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x] - (10*Defer[Int][(x*Log[E^3 - x])/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 + (2*(5 - E^3)*Defer[Int][(x*Log[E^3 - x])/((-4 + E^x^2 - Log[E^3 - x])*Log[5/(4 - E^x^2 + Log[E^3 - x])]^2), x])/E^3 - 5*Defer[Int][1/(x^2*Log[5/(4 - E^x^2 + Log[E^3 - x])]), x]","F",0,0,0,0,-1,"{}"
5427,1,55,0,0.4857907,"\int \frac{\left(6-6 x-6 x^2+e^x \left(-2+4 x-x^2\right)\right) \log (\log (4))}{16 x^2-16 x^3+4 x^4} \, dx","Int[((6 - 6*x - 6*x^2 + E^x*(-2 + 4*x - x^2))*Log[Log[4]])/(16*x^2 - 16*x^3 + 4*x^4),x]","\frac{e^x \log (\log (4))}{8 x}-\frac{3 \log (\log (4))}{8 x}+\frac{e^x \log (\log (4))}{8 (2-x)}-\frac{15 \log (\log (4))}{8 (2-x)}","\frac{\left(6 x-e^x+3\right) \log (\log (4))}{2 x (2 x-4)}",1,"(-15*Log[Log[4]])/(8*(2 - x)) + (E^x*Log[Log[4]])/(8*(2 - x)) - (3*Log[Log[4]])/(8*x) + (E^x*Log[Log[4]])/(8*x)","B",16,7,46,0.1522,1,"{12, 1594, 27, 6742, 2177, 2178, 893}"
5428,1,27,0,0.0878589,"\int \frac{-2 x+2 x^2+\left(-2 x+4 x^2\right) \log (x)+e^{\frac{1}{2} (-8+\log (x))} \left(2 e^{x^2}+e^{x^2} \left(1+4 x^2\right) \log (x)\right)}{2 x} \, dx","Int[(-2*x + 2*x^2 + (-2*x + 4*x^2)*Log[x] + E^((-8 + Log[x])/2)*(2*E^x^2 + E^x^2*(1 + 4*x^2)*Log[x]))/(2*x),x]","x^2 \log (x)+e^{x^2-4} \sqrt{x} \log (x)-x \log (x)","\left(x^2+e^{x^2-4} \sqrt{x}-x\right) \log (x)-1",1,"E^(-4 + x^2)*Sqrt[x]*Log[x] - x*Log[x] + x^2*Log[x]","A",7,5,62,0.08065,1,"{12, 14, 2295, 2304, 2288}"
5429,1,16,0,0.146519,"\int \frac{84+16 x-76 x^2+\left(-80-320 x-80 x^2\right) \log \left(\frac{5+20 x+5 x^2}{x}\right)}{1+4 x+x^2} \, dx","Int[(84 + 16*x - 76*x^2 + (-80 - 320*x - 80*x^2)*Log[(5 + 20*x + 5*x^2)/x])/(1 + 4*x + x^2),x]","4 x-80 x \log \left(5 \left(x+\frac{1}{x}+4\right)\right)","x \left(4-80 \log \left(\frac{5 \left((x+4) x^2+x\right)}{x^2}\right)\right)+\log (2)",1,"4*x - 80*x*Log[5*(4 + x^(-1) + x)]","A",13,5,47,0.1064,1,"{6728, 1657, 632, 31, 2523}"
5430,1,165,0,0.2551818,"\int \frac{2 x^6+\left(6 x^3+2 x^4\right) \log (2)+\left(-6 x^3 \log (2)+\left(18+12 x+2 x^2\right) \log ^2(2)\right) \log (x)+\left(-36-18 x-2 x^2\right) \log ^2(2) \log ^2(x)}{x^5} \, dx","Int[(2*x^6 + (6*x^3 + 2*x^4)*Log[2] + (-6*x^3*Log[2] + (18 + 12*x + 2*x^2)*Log[2]^2)*Log[x] + (-36 - 18*x - 2*x^2)*Log[2]^2*Log[x]^2)/x^5,x]","\frac{9 \log ^2(2) \log ^2(x)}{x^4}+\frac{9 \log ^2(2) \log (x)}{2 x^4}+\frac{9 \log ^2(2)}{8 x^4}-\frac{\log (2) \log (512) \log (x)}{2 x^4}-\frac{\log (2) \log (512)}{8 x^4}+\frac{6 \log ^2(2) \log ^2(x)}{x^3}+\frac{4 \log ^2(2) \log (x)}{x^3}+\frac{4 \log ^2(2)}{3 x^3}-\frac{2 \log (2) \log (64) \log (x)}{3 x^3}-\frac{2 \log (2) \log (64)}{9 x^3}+x^2+\frac{\log ^2(2) \log ^2(x)}{x^2}+2 \log (2) \log (x)+\frac{6 \log (2) \log (x)}{x}-\frac{2 \log (8)}{x}+\frac{6 \log (2)}{x}","\left(\frac{(x+3) \log (2) \log (x)}{x^2}+x\right)^2",1,"x^2 + (6*Log[2])/x + (9*Log[2]^2)/(8*x^4) + (4*Log[2]^2)/(3*x^3) - (2*Log[8])/x - (2*Log[2]*Log[64])/(9*x^3) - (Log[2]*Log[512])/(8*x^4) + 2*Log[2]*Log[x] + (6*Log[2]*Log[x])/x + (9*Log[2]^2*Log[x])/(2*x^4) + (4*Log[2]^2*Log[x])/x^3 - (2*Log[2]*Log[64]*Log[x])/(3*x^3) - (Log[2]*Log[512]*Log[x])/(2*x^4) + (9*Log[2]^2*Log[x]^2)/x^4 + (6*Log[2]^2*Log[x]^2)/x^3 + (Log[2]^2*Log[x]^2)/x^2","B",18,4,69,0.05797,1,"{14, 2357, 2304, 2305}"
5431,1,8,0,0.0055208,"\int \frac{1+5 x}{-4+5 x} \, dx","Int[(1 + 5*x)/(-4 + 5*x),x]","x+\log (4-5 x)","x-\log \left(\frac{5-\log (4)}{4-5 x}\right)",1,"x + Log[4 - 5*x]","A",2,1,13,0.07692,1,"{43}"
5432,1,16,0,0.0820132,"\int -\frac{6075 e^{\frac{225}{-19+3 e+3 x}}}{361+9 e^2-114 x+9 x^2+e (-114+18 x)} \, dx","Int[(-6075*E^(225/(-19 + 3*E + 3*x)))/(361 + 9*E^2 - 114*x + 9*x^2 + E*(-114 + 18*x)),x]","9 e^{-\frac{225}{-3 x-3 e+19}}","9 \left(e^{\frac{225}{3 (x-8)+3 e+5}}+4\right)",1,"9/E^(225/(19 - 3*E - 3*x))","A",3,3,40,0.07500,1,"{12, 6688, 2209}"
5433,0,0,0,0.803601,"\int \frac{3 x^3+e^{3/x} (15+e (-48-16 x)+5 x)}{-60 x^3+15 x^4+e^{3/x} \left(-25 x^2+80 e x^2\right)} \, dx","Int[(3*x^3 + E^(3/x)*(15 + E*(-48 - 16*x) + 5*x))/(-60*x^3 + 15*x^4 + E^(3/x)*(-25*x^2 + 80*E*x^2)),x]","\int \frac{3 x^3+e^{3/x} (15+e (-48-16 x)+5 x)}{-60 x^3+15 x^4+e^{3/x} \left(-25 x^2+80 e x^2\right)} \, dx","\frac{1}{5} \log \left(x+\frac{(16 e-5) e^{3/x}}{3 x}-4\right)",1,"3/(5*x) - Log[x]/5 + (3*Defer[Int][(-16*(1 - 5/(16*E))*E^(1 + 3/x) + 12*x - 3*x^2)^(-1), x])/5 + (36*Defer[Int][1/(x*(-16*(1 - 5/(16*E))*E^(1 + 3/x) + 12*x - 3*x^2)), x])/5 + (6*Defer[Int][x/(16*(1 - 5/(16*E))*E^(1 + 3/x) - 12*x + 3*x^2), x])/5","F",0,0,0,0,-1,"{}"
5434,1,15,0,0.0051233,"\int \frac{-3-2 x-6 x^2}{3 x} \, dx","Int[(-3 - 2*x - 6*x^2)/(3*x),x]","-x^2-\frac{2 x}{3}-\log (x)","-x^2-\frac{2 x}{3}-\log (x)+\frac{7}{2}-\log \left(\frac{5}{3}\right)",1,"(-2*x)/3 - x^2 - Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
5435,1,21,0,0.1150043,"\int \frac{e^5 (-9-6 x)}{\left(15 x+5 x^2\right) \log ^2\left(\frac{1}{2} \left(3 x+x^2\right)\right)} \, dx","Int[(E^5*(-9 - 6*x))/((15*x + 5*x^2)*Log[(3*x + x^2)/2]^2),x]","\frac{3 e^5}{5 \log \left(\frac{1}{2} \left(x^2+3 x\right)\right)}","\frac{1}{5} e^5 \left(\frac{3}{\log \left(\frac{1}{2} x (x+3)\right)}-3\right)",1,"(3*E^5)/(5*Log[(3*x + x^2)/2])","A",3,3,34,0.08824,1,"{12, 1593, 6686}"
5436,1,12,0,0.0014015,"\int e^5 (5+5 x) \, dx","Int[E^5*(5 + 5*x),x]","\frac{5}{2} e^5 (x+1)^2","-\frac{5}{4} e^5 \left(-2 x+\frac{3}{x}-4\right) x",1,"(5*E^5*(1 + x)^2)/2","A",1,1,9,0.1111,1,"{9}"
5437,1,103,0,0.5944252,"\int \frac{e^{-x} \left(-20 x-20 x^2+8 x^3+5 e^x x^3+\left(10+3 x-2 x^2\right) \log (\log (3))\right)}{3 x^3} \, dx","Int[(-20*x - 20*x^2 + 8*x^3 + 5*E^x*x^3 + (10 + 3*x - 2*x^2)*Log[Log[3]])/(3*E^x*x^3),x]","-\frac{2}{3} (10+\log (\log (3))) \text{Ei}(-x)+\frac{5}{3} \log (\log (3)) \text{Ei}(-x)+\frac{1}{3} (20-3 \log (\log (3))) \text{Ei}(-x)-\frac{5 e^{-x} \log (\log (3))}{3 x^2}+\frac{5 x}{3}-\frac{8 e^{-x}}{3}+\frac{5 e^{-x} \log (\log (3))}{3 x}+\frac{e^{-x} (20-3 \log (\log (3)))}{3 x}","x+\frac{1}{3} \left(3-\frac{x+5}{x}\right) \left(x+e^{-x} \left(\frac{\log (\log (3))}{x}-4\right)\right)+1",1,"-8/(3*E^x) + (5*x)/3 + (20 - 3*Log[Log[3]])/(3*E^x*x) + (ExpIntegralEi[-x]*(20 - 3*Log[Log[3]]))/3 - (5*Log[Log[3]])/(3*E^x*x^2) + (5*Log[Log[3]])/(3*E^x*x) + (5*ExpIntegralEi[-x]*Log[Log[3]])/3 - (2*ExpIntegralEi[-x]*(10 + Log[Log[3]]))/3","C",12,6,48,0.1250,1,"{12, 6742, 2199, 2194, 2177, 2178}"
5438,1,9,0,0.0017519,"\int -\frac{2 \log (20)}{15 x^3} \, dx","Int[(-2*Log[20])/(15*x^3),x]","\frac{\log (20)}{15 x^2}","\frac{\log (20)}{15 x^2}",1,"Log[20]/(15*x^2)","A",2,2,9,0.2222,1,"{12, 30}"
5439,0,0,0,1.942806,"\int \frac{-108+144 x-36 x^2+\left(54-144 x+54 x^2\right) \log \left(x^2\right)+e^{-5+e^x} \left(-18+18 x+\left(9-18 x+e^x \left(9 x-9 x^2\right)\right) \log \left(x^2\right)\right)}{\log ^2\left(x^2\right)} \, dx","Int[(-108 + 144*x - 36*x^2 + (54 - 144*x + 54*x^2)*Log[x^2] + E^(-5 + E^x)*(-18 + 18*x + (9 - 18*x + E^x*(9*x - 9*x^2))*Log[x^2]))/Log[x^2]^2,x]","\int \frac{-108+144 x-36 x^2+\left(54-144 x+54 x^2\right) \log \left(x^2\right)+e^{-5+e^x} \left(-18+18 x+\left(9-18 x+e^x \left(9 x-9 x^2\right)\right) \log \left(x^2\right)\right)}{\log ^2\left(x^2\right)} \, dx","\frac{3 (3-3 x) \left(-2 x+e^{e^x-5}+6\right) x}{\log \left(x^2\right)}",1,"(54*x)/Log[x^2] - (72*x^2)/Log[x^2] + (18*x^3)/Log[x^2] - (18*Defer[Int][E^E^x/Log[x^2]^2, x])/E^5 + (18*Defer[Int][(E^E^x*x)/Log[x^2]^2, x])/E^5 + (9*Defer[Int][E^E^x/Log[x^2], x])/E^5 - (18*Defer[Int][(E^E^x*x)/Log[x^2], x])/E^5 + 9*Defer[Int][(E^(-5 + E^x + x)*x)/Log[x^2], x] - 9*Defer[Int][(E^(-5 + E^x + x)*x^2)/Log[x^2], x]","F",0,0,0,0,-1,"{}"
5440,0,0,0,0.9038616,"\int \frac{-2 x+2 x^2-x^4-2 x^5+33 x^6+30 x^9+\left(-2+4 x-4 x^3+65 x^4+60 x^7\right) \log (1-x)+\left(30 x^2+30 x^5\right) \log ^2(1-x)}{5 x^4+10 x^2 \log (1-x)+5 \log ^2(1-x)} \, dx","Int[(-2*x + 2*x^2 - x^4 - 2*x^5 + 33*x^6 + 30*x^9 + (-2 + 4*x - 4*x^3 + 65*x^4 + 60*x^7)*Log[1 - x] + (30*x^2 + 30*x^5)*Log[1 - x]^2)/(5*x^4 + 10*x^2*Log[1 - x] + 5*Log[1 - x]^2),x]","\int \frac{-2 x+2 x^2-x^4-2 x^5+33 x^6+30 x^9+\left(-2+4 x-4 x^3+65 x^4+60 x^7\right) \log (1-x)+\left(30 x^2+30 x^5\right) \log ^2(1-x)}{5 x^4+10 x^2 \log (1-x)+5 \log ^2(1-x)} \, dx","x \left(x^4+2 x\right) \left(\frac{x-1}{5 x \left(x^2+\log (1-x)\right)}+x\right)",1,"2*x^3 + x^6 - (2*Defer[Int][x/(x^2 + Log[1 - x])^2, x])/5 + (4*Defer[Int][x^2/(x^2 + Log[1 - x])^2, x])/5 - (4*Defer[Int][x^3/(x^2 + Log[1 - x])^2, x])/5 - Defer[Int][x^4/(x^2 + Log[1 - x])^2, x]/5 + (2*Defer[Int][x^5/(x^2 + Log[1 - x])^2, x])/5 - (2*Defer[Int][x^6/(x^2 + Log[1 - x])^2, x])/5 - (2*Defer[Int][(x^2 + Log[1 - x])^(-1), x])/5 + (4*Defer[Int][x/(x^2 + Log[1 - x]), x])/5 - (4*Defer[Int][x^3/(x^2 + Log[1 - x]), x])/5 + Defer[Int][x^4/(x^2 + Log[1 - x]), x]","F",0,0,0,0,-1,"{}"
5441,1,34,0,0.0166246,"\int \frac{1}{4} \left(-2-2 e^{2 x}+e^x (-1+x)\right) \, dx","Int[(-2 - 2*E^(2*x) + E^x*(-1 + x))/4,x]","-\frac{1}{4} e^x (1-x)-\frac{e^x}{4}-\frac{e^{2 x}}{4}-\frac{x}{2}","\frac{1}{4} \left(-e^x \left(-x+e^x+2\right)-2 x-e^2+6\right)",1,"-1/4*E^x - E^(2*x)/4 - (E^x*(1 - x))/4 - x/2","A",5,3,20,0.1500,1,"{12, 2194, 2176}"
5442,1,26,0,0.015798,"\int \frac{-16-128 x^2+768 x^4+\left(-2-16 x^2+96 x^4\right) \log (4)}{x^2} \, dx","Int[(-16 - 128*x^2 + 768*x^4 + (-2 - 16*x^2 + 96*x^4)*Log[4])/x^2,x]","32 x^3 (8+\log (4))-16 x (8+\log (4))+\frac{2 (8+\log (4))}{x}","\frac{2 \left(1-4 x^2\right)^2 (8+\log (4))}{x}",1,"(2*(8 + Log[4]))/x - 16*x*(8 + Log[4]) + 32*x^3*(8 + Log[4])","A",2,1,31,0.03226,1,"{14}"
5443,1,9,0,0.0072342,"\int \left(e^{e^x+x}+2 x\right) \, dx","Int[E^(E^x + x) + 2*x,x]","x^2+e^{e^x}","x^2+e^{e^x}-3",1,"E^E^x + x^2","A",3,2,11,0.1818,1,"{2282, 2194}"
5444,0,0,0,1.1393173,"\int \frac{-23 x-86 x^2-238 x^3-40 x^4+100 x^5+\left(1+3 x-40 x^2-113 x^3-20 x^4+50 x^5\right) \log (x)+\left(x+4 x^2+3 x^3\right) \log ^2(x)+\left(2-50 x+40 x^2+\left(1-25 x+20 x^2\right) \log (x)\right) \log (2+\log (x))}{2 x+x \log (x)} \, dx","Int[(-23*x - 86*x^2 - 238*x^3 - 40*x^4 + 100*x^5 + (1 + 3*x - 40*x^2 - 113*x^3 - 20*x^4 + 50*x^5)*Log[x] + (x + 4*x^2 + 3*x^3)*Log[x]^2 + (2 - 50*x + 40*x^2 + (1 - 25*x + 20*x^2)*Log[x])*Log[2 + Log[x]])/(2*x + x*Log[x]),x]","\int \frac{-23 x-86 x^2-238 x^3-40 x^4+100 x^5+\left(1+3 x-40 x^2-113 x^3-20 x^4+50 x^5\right) \log (x)+\left(x+4 x^2+3 x^3\right) \log ^2(x)+\left(2-50 x+40 x^2+\left(1-25 x+20 x^2\right) \log (x)\right) \log (2+\log (x))}{2 x+x \log (x)} \, dx","(5 (x (2 x-4)-x)+\log (x)) \left(x (x+1)^2+\log (\log (x)+2)\right)",1,"2*x - 21*x^2 - 38*x^3 - 5*x^4 + 10*x^5 - 2*x*(1 + x)^2 - (19*ExpIntegralEi[2 + Log[x]])/E^2 - (70*ExpIntegralEi[2*(2 + Log[x])])/E^4 - (226*ExpIntegralEi[3*(2 + Log[x])])/E^6 - (40*ExpIntegralEi[4*(2 + Log[x])])/E^8 + (100*ExpIntegralEi[5*(2 + Log[x])])/E^10 + x*Log[x] + 2*x^2*Log[x] + x^3*Log[x] + (2 + Log[x])*Log[2 + Log[x]] - 2*Defer[Int][(1 + 3*x - 40*x^2 - 113*x^3 - 20*x^4 + 50*x^5)/(x*(2 + Log[x])), x] - 25*Defer[Int][Log[2 + Log[x]], x] + 20*Defer[Int][x*Log[2 + Log[x]], x]","F",0,0,0,0,-1,"{}"
5445,1,16,0,0.0254896,"\int \frac{-6+x^4+e^{x^4} x^7}{x^4} \, dx","Int[(-6 + x^4 + E^x^4*x^7)/x^4,x]","\frac{e^{x^4}}{4}+\frac{2}{x^3}+x","\frac{e^{x^4}}{4}+\frac{2}{x^3}+x",1,"E^x^4/4 + 2/x^3 + x","A",5,2,18,0.1111,1,"{14, 2209}"
5446,1,46,0,0.1060537,"\int \frac{2+2 e-e^{25+x}+2 x+(-2-2 e-4 x) \log (\log (2))+2 x \log ^2(\log (2))}{1+e^2-e^{25+x}+2 x+x^2+e (2+2 x)+\left(-2 x-2 e x-2 x^2\right) \log (\log (2))+x^2 \log ^2(\log (2))} \, dx","Int[(2 + 2*E - E^(25 + x) + 2*x + (-2 - 2*E - 4*x)*Log[Log[2]] + 2*x*Log[Log[2]]^2)/(1 + E^2 - E^(25 + x) + 2*x + x^2 + E*(2 + 2*x) + (-2*x - 2*E*x - 2*x^2)*Log[Log[2]] + x^2*Log[Log[2]]^2),x]","\log \left(x^2 \left(1+\log ^2(\log (2))\right)-2 \left(x^2+e x+x\right) \log (\log (2))+2 x-e^{x+25}+2 e (x+1)+e^2+1\right)","\log \left(e^{x+25}-(-x+x \log (\log (2))-e-1)^2\right)",1,"Log[1 + E^2 - E^(25 + x) + 2*x + 2*E*(1 + x) - 2*(x + E*x + x^2)*Log[Log[2]] + x^2*(1 + Log[Log[2]]^2)]","A",3,2,89,0.02247,1,"{6, 6684}"
5447,1,25,0,0.357878,"\int \frac{20+40 x^2-30 x^3-30 x \log (x)}{16 x^3+24 x^4+9 x^5+\left(-160 x^3-120 x^4\right) \log (4)+400 x^3 \log ^2(4)+\left(16 x+24 x^2+9 x^3+\left(-160 x-120 x^2\right) \log (4)+400 x \log ^2(4)\right) \log (x)+\left(-16 x^3-12 x^4+80 x^3 \log (4)+\left(-16 x-12 x^2+80 x \log (4)\right) \log (x)\right) \log \left(x^2+\log (x)\right)+\left(4 x^3+4 x \log (x)\right) \log ^2\left(x^2+\log (x)\right)} \, dx","Int[(20 + 40*x^2 - 30*x^3 - 30*x*Log[x])/(16*x^3 + 24*x^4 + 9*x^5 + (-160*x^3 - 120*x^4)*Log[4] + 400*x^3*Log[4]^2 + (16*x + 24*x^2 + 9*x^3 + (-160*x - 120*x^2)*Log[4] + 400*x*Log[4]^2)*Log[x] + (-16*x^3 - 12*x^4 + 80*x^3*Log[4] + (-16*x - 12*x^2 + 80*x*Log[4])*Log[x])*Log[x^2 + Log[x]] + (4*x^3 + 4*x*Log[x])*Log[x^2 + Log[x]]^2),x]","\frac{10}{-2 \log \left(x^2+\log (x)\right)+3 x+4 (1-5 \log (4))}","\frac{10}{2 \left(-\log \left(x^2+\log (x)\right)+2 (x-5 \log (4))+2\right)-x}",1,"10/(3*x + 4*(1 - 5*Log[4]) - 2*Log[x^2 + Log[x]])","A",4,4,159,0.02516,1,"{6, 6688, 12, 6686}"
5448,1,16,0,0.2516826,"\int \frac{e^{\frac{2+\frac{e^{30 x}}{19683}}{x}} \left(-2+\frac{e^{30 x} (-1+30 x)}{19683}\right)}{x^2} \, dx","Int[(E^((2 + E^(30*x)/19683)/x)*(-2 + (E^(30*x)*(-1 + 30*x))/19683))/x^2,x]","e^{\frac{e^{30 x}+39366}{19683 x}}","e^{\frac{3 e^{10 (3 x-\log (3))}+2}{x}}+4",1,"E^((39366 + E^(30*x))/(19683*x))","A",1,1,37,0.02703,1,"{6706}"
5449,0,0,0,28.0528589,"\int \frac{-337500+1012500 x-4 e^{16} x-1260000 x^2+872000 x^3-374200 x^4+104008 x^5-18816 x^6+2144 x^7-140 x^8+4 x^9+e^{12} \left(-100-40 x+52 x^2-8 x^3\right)+e^8 \left(-4500+6000 x-2760 x^2+528 x^3-36 x^4\right)+e^{5 x} \left(108-216 x+144 x^2-40 x^3+4 x^4\right)+e^4 \left(-67500+153000 x-137100 x^2+64440 x^3-17380 x^4+2712 x^5-228 x^6+8 x^7\right)+e^{4 x} \left(-2700+5940 x-4680 x^2+1720 x^3-300 x^4+20 x^5+e^4 \left(-108+288 x-192 x^2+48 x^3-4 x^4\right)\right)+e^{3 x} \left(27000-64800 x+58680 x^2-26560 x^3+6440 x^4-800 x^5+40 x^6+e^8 \left(36-156 x+84 x^2-12 x^3\right)+e^4 \left(2160-5544 x+4236 x^2-1404 x^3+212 x^4-12 x^5\right)\right)+e^{2 x} \left(-135000+351000 x-358200 x^2+191480 x^3-58760 x^4+10440 x^5-1000 x^6+40 x^7+e^{12} \left(-4+40 x-12 x^2\right)+e^8 \left(-540+1800 x-1188 x^2+288 x^3-24 x^4\right)+e^4 \left(-16200+39960 x-33444 x^2+13320 x^3-2760 x^4+288 x^5-12 x^6\right)\right)+e^x \left(337500-945000 x-4 e^{16} x+1071000 x^2-657800 x^3+242640 x^4-55480 x^5+7720 x^6-600 x^7+20 x^8+e^{12} \left(40-192 x+92 x^2-12 x^3\right)+e^8 \left(2700-6300 x+4392 x^2-1368 x^3+204 x^4-12 x^5\right)+e^4 \left(54000-127800 x+112740 x^2-50388 x^3+12584 x^4-1776 x^5+132 x^6-4 x^7\right)\right)+\left(-337500+900000 x-960000 x^2+552000 x^3-190200 x^4+40608 x^5-5280 x^6+384 x^7-12 x^8+e^{12} \left(-60 x+12 x^2\right)+e^{5 x} \left(108-180 x+84 x^2-12 x^3\right)+e^8 \left(-1500+600 x+240 x^2-120 x^3+12 x^4\right)+e^4 \left(-45000+82500 x-56700 x^2+19320 x^3-3504 x^4+324 x^5-12 x^6\right)+e^{4 x} \left(-2700+5040 x-3000 x^2+720 x^3-60 x^4+e^4 \left(-72+204 x-96 x^2+12 x^3\right)\right)+e^{3 x} \left(27000-55800 x+40080 x^2-13200 x^3+2040 x^4-120 x^5+e^8 \left(12-84 x+24 x^2\right)+e^4 \left(1440-3720 x+2196 x^2-480 x^3+36 x^4\right)\right)+e^{2 x} \left(-135000+306000 x+12 e^{12} x-256200 x^2+106080 x^3-23400 x^4+2640 x^5-120 x^6+e^8 \left(-180+864 x-396 x^2+48 x^3\right)+e^4 \left(-10800+25200 x-17028 x^2+5004 x^3-684 x^4+36 x^5\right)\right)+e^x \left(337500-832500 x+793500 x^2-393300 x^3+111540 x^4-18300 x^5+1620 x^6-60 x^7+e^{12} \left(-48 x+12 x^2\right)+e^8 \left(900-2340 x+1332 x^2-300 x^3+24 x^4\right)+e^4 \left(36000-75000 x+53580 x^2-18384 x^3+3336 x^4-312 x^5+12 x^6\right)\right)\right) \log (x)+\left(-112500+262500 x-232500 x^2+106500 x^3-27900 x^4+4236 x^5-348 x^6+12 x^7+e^{5 x} \left(36-48 x+12 x^2\right)+e^8 \left(-300 x+120 x^2-12 x^3\right)+e^4 \left(-7500+9000 x-3600 x^2+600 x^3-36 x^4\right)+e^{4 x} \left(-900+1380 x-540 x^2+60 x^3+e^4 \left(-12+48 x-12 x^2\right)\right)+e^{3 x} \left(9000-15600 x-12 e^8 x+8160 x^2-1680 x^3+120 x^4+e^4 \left(240-792 x+324 x^2-36 x^3\right)\right)+e^{2 x} \left(-45000+87000 x-56400 x^2+16560 x^3-2280 x^4+120 x^5+e^8 \left(108 x-24 x^2\right)+e^4 \left(-1800+4680 x-2484 x^2+504 x^3-36 x^4\right)\right)+e^x \left(112500-240000 x+184500 x^2-69600 x^3+13980 x^4-1440 x^5+60 x^6+e^8 \left(-180 x+96 x^2-12 x^3\right)+e^4 \left(6000-11400 x+6540 x^2-1740 x^3+228 x^4-12 x^5\right)\right)\right) \log ^2(x)+\left(-12500+e^{5 x} (4-4 x)+25000 x-17500 x^2+6000 x^3-1100 x^4+104 x^5-4 x^6+e^{4 x} \left(-100+120 x+4 e^4 x-20 x^2\right)+e^4 \left(-500 x+300 x^2-60 x^3+4 x^4\right)+e^{3 x} \left(1000-1400 x+440 x^2-40 x^3+e^4 \left(-56 x+12 x^2\right)\right)+e^{2 x} \left(-5000+8000 x-3600 x^2+640 x^3-40 x^4+e^4 \left(240 x-108 x^2+12 x^3\right)\right)+e^x \left(12500-22500 x+13000 x^2-3400 x^3+420 x^4-20 x^5+e^4 \left(-200 x+180 x^2-48 x^3+4 x^4\right)\right)\right) \log ^3(x)}{-3125 x+e^{5 x} x+3125 x^2-1250 x^3+250 x^4-25 x^5+x^6+e^{4 x} \left(-25 x+5 x^2\right)+e^{3 x} \left(250 x-100 x^2+10 x^3\right)+e^{2 x} \left(-1250 x+750 x^2-150 x^3+10 x^4\right)+e^x \left(3125 x-2500 x^2+750 x^3-100 x^4+5 x^5\right)} \, dx","Int[(-337500 + 1012500*x - 4*E^16*x - 1260000*x^2 + 872000*x^3 - 374200*x^4 + 104008*x^5 - 18816*x^6 + 2144*x^7 - 140*x^8 + 4*x^9 + E^12*(-100 - 40*x + 52*x^2 - 8*x^3) + E^8*(-4500 + 6000*x - 2760*x^2 + 528*x^3 - 36*x^4) + E^(5*x)*(108 - 216*x + 144*x^2 - 40*x^3 + 4*x^4) + E^4*(-67500 + 153000*x - 137100*x^2 + 64440*x^3 - 17380*x^4 + 2712*x^5 - 228*x^6 + 8*x^7) + E^(4*x)*(-2700 + 5940*x - 4680*x^2 + 1720*x^3 - 300*x^4 + 20*x^5 + E^4*(-108 + 288*x - 192*x^2 + 48*x^3 - 4*x^4)) + E^(3*x)*(27000 - 64800*x + 58680*x^2 - 26560*x^3 + 6440*x^4 - 800*x^5 + 40*x^6 + E^8*(36 - 156*x + 84*x^2 - 12*x^3) + E^4*(2160 - 5544*x + 4236*x^2 - 1404*x^3 + 212*x^4 - 12*x^5)) + E^(2*x)*(-135000 + 351000*x - 358200*x^2 + 191480*x^3 - 58760*x^4 + 10440*x^5 - 1000*x^6 + 40*x^7 + E^12*(-4 + 40*x - 12*x^2) + E^8*(-540 + 1800*x - 1188*x^2 + 288*x^3 - 24*x^4) + E^4*(-16200 + 39960*x - 33444*x^2 + 13320*x^3 - 2760*x^4 + 288*x^5 - 12*x^6)) + E^x*(337500 - 945000*x - 4*E^16*x + 1071000*x^2 - 657800*x^3 + 242640*x^4 - 55480*x^5 + 7720*x^6 - 600*x^7 + 20*x^8 + E^12*(40 - 192*x + 92*x^2 - 12*x^3) + E^8*(2700 - 6300*x + 4392*x^2 - 1368*x^3 + 204*x^4 - 12*x^5) + E^4*(54000 - 127800*x + 112740*x^2 - 50388*x^3 + 12584*x^4 - 1776*x^5 + 132*x^6 - 4*x^7)) + (-337500 + 900000*x - 960000*x^2 + 552000*x^3 - 190200*x^4 + 40608*x^5 - 5280*x^6 + 384*x^7 - 12*x^8 + E^12*(-60*x + 12*x^2) + E^(5*x)*(108 - 180*x + 84*x^2 - 12*x^3) + E^8*(-1500 + 600*x + 240*x^2 - 120*x^3 + 12*x^4) + E^4*(-45000 + 82500*x - 56700*x^2 + 19320*x^3 - 3504*x^4 + 324*x^5 - 12*x^6) + E^(4*x)*(-2700 + 5040*x - 3000*x^2 + 720*x^3 - 60*x^4 + E^4*(-72 + 204*x - 96*x^2 + 12*x^3)) + E^(3*x)*(27000 - 55800*x + 40080*x^2 - 13200*x^3 + 2040*x^4 - 120*x^5 + E^8*(12 - 84*x + 24*x^2) + E^4*(1440 - 3720*x + 2196*x^2 - 480*x^3 + 36*x^4)) + E^(2*x)*(-135000 + 306000*x + 12*E^12*x - 256200*x^2 + 106080*x^3 - 23400*x^4 + 2640*x^5 - 120*x^6 + E^8*(-180 + 864*x - 396*x^2 + 48*x^3) + E^4*(-10800 + 25200*x - 17028*x^2 + 5004*x^3 - 684*x^4 + 36*x^5)) + E^x*(337500 - 832500*x + 793500*x^2 - 393300*x^3 + 111540*x^4 - 18300*x^5 + 1620*x^6 - 60*x^7 + E^12*(-48*x + 12*x^2) + E^8*(900 - 2340*x + 1332*x^2 - 300*x^3 + 24*x^4) + E^4*(36000 - 75000*x + 53580*x^2 - 18384*x^3 + 3336*x^4 - 312*x^5 + 12*x^6)))*Log[x] + (-112500 + 262500*x - 232500*x^2 + 106500*x^3 - 27900*x^4 + 4236*x^5 - 348*x^6 + 12*x^7 + E^(5*x)*(36 - 48*x + 12*x^2) + E^8*(-300*x + 120*x^2 - 12*x^3) + E^4*(-7500 + 9000*x - 3600*x^2 + 600*x^3 - 36*x^4) + E^(4*x)*(-900 + 1380*x - 540*x^2 + 60*x^3 + E^4*(-12 + 48*x - 12*x^2)) + E^(3*x)*(9000 - 15600*x - 12*E^8*x + 8160*x^2 - 1680*x^3 + 120*x^4 + E^4*(240 - 792*x + 324*x^2 - 36*x^3)) + E^(2*x)*(-45000 + 87000*x - 56400*x^2 + 16560*x^3 - 2280*x^4 + 120*x^5 + E^8*(108*x - 24*x^2) + E^4*(-1800 + 4680*x - 2484*x^2 + 504*x^3 - 36*x^4)) + E^x*(112500 - 240000*x + 184500*x^2 - 69600*x^3 + 13980*x^4 - 1440*x^5 + 60*x^6 + E^8*(-180*x + 96*x^2 - 12*x^3) + E^4*(6000 - 11400*x + 6540*x^2 - 1740*x^3 + 228*x^4 - 12*x^5)))*Log[x]^2 + (-12500 + E^(5*x)*(4 - 4*x) + 25000*x - 17500*x^2 + 6000*x^3 - 1100*x^4 + 104*x^5 - 4*x^6 + E^(4*x)*(-100 + 120*x + 4*E^4*x - 20*x^2) + E^4*(-500*x + 300*x^2 - 60*x^3 + 4*x^4) + E^(3*x)*(1000 - 1400*x + 440*x^2 - 40*x^3 + E^4*(-56*x + 12*x^2)) + E^(2*x)*(-5000 + 8000*x - 3600*x^2 + 640*x^3 - 40*x^4 + E^4*(240*x - 108*x^2 + 12*x^3)) + E^x*(12500 - 22500*x + 13000*x^2 - 3400*x^3 + 420*x^4 - 20*x^5 + E^4*(-200*x + 180*x^2 - 48*x^3 + 4*x^4)))*Log[x]^3)/(-3125*x + E^(5*x)*x + 3125*x^2 - 1250*x^3 + 250*x^4 - 25*x^5 + x^6 + E^(4*x)*(-25*x + 5*x^2) + E^(3*x)*(250*x - 100*x^2 + 10*x^3) + E^(2*x)*(-1250*x + 750*x^2 - 150*x^3 + 10*x^4) + E^x*(3125*x - 2500*x^2 + 750*x^3 - 100*x^4 + 5*x^5)),x]","\int \frac{-337500+1012500 x-4 e^{16} x-1260000 x^2+872000 x^3-374200 x^4+104008 x^5-18816 x^6+2144 x^7-140 x^8+4 x^9+e^{12} \left(-100-40 x+52 x^2-8 x^3\right)+e^8 \left(-4500+6000 x-2760 x^2+528 x^3-36 x^4\right)+e^{5 x} \left(108-216 x+144 x^2-40 x^3+4 x^4\right)+e^4 \left(-67500+153000 x-137100 x^2+64440 x^3-17380 x^4+2712 x^5-228 x^6+8 x^7\right)+e^{4 x} \left(-2700+5940 x-4680 x^2+1720 x^3-300 x^4+20 x^5+e^4 \left(-108+288 x-192 x^2+48 x^3-4 x^4\right)\right)+e^{3 x} \left(27000-64800 x+58680 x^2-26560 x^3+6440 x^4-800 x^5+40 x^6+e^8 \left(36-156 x+84 x^2-12 x^3\right)+e^4 \left(2160-5544 x+4236 x^2-1404 x^3+212 x^4-12 x^5\right)\right)+e^{2 x} \left(-135000+351000 x-358200 x^2+191480 x^3-58760 x^4+10440 x^5-1000 x^6+40 x^7+e^{12} \left(-4+40 x-12 x^2\right)+e^8 \left(-540+1800 x-1188 x^2+288 x^3-24 x^4\right)+e^4 \left(-16200+39960 x-33444 x^2+13320 x^3-2760 x^4+288 x^5-12 x^6\right)\right)+e^x \left(337500-945000 x-4 e^{16} x+1071000 x^2-657800 x^3+242640 x^4-55480 x^5+7720 x^6-600 x^7+20 x^8+e^{12} \left(40-192 x+92 x^2-12 x^3\right)+e^8 \left(2700-6300 x+4392 x^2-1368 x^3+204 x^4-12 x^5\right)+e^4 \left(54000-127800 x+112740 x^2-50388 x^3+12584 x^4-1776 x^5+132 x^6-4 x^7\right)\right)+\left(-337500+900000 x-960000 x^2+552000 x^3-190200 x^4+40608 x^5-5280 x^6+384 x^7-12 x^8+e^{12} \left(-60 x+12 x^2\right)+e^{5 x} \left(108-180 x+84 x^2-12 x^3\right)+e^8 \left(-1500+600 x+240 x^2-120 x^3+12 x^4\right)+e^4 \left(-45000+82500 x-56700 x^2+19320 x^3-3504 x^4+324 x^5-12 x^6\right)+e^{4 x} \left(-2700+5040 x-3000 x^2+720 x^3-60 x^4+e^4 \left(-72+204 x-96 x^2+12 x^3\right)\right)+e^{3 x} \left(27000-55800 x+40080 x^2-13200 x^3+2040 x^4-120 x^5+e^8 \left(12-84 x+24 x^2\right)+e^4 \left(1440-3720 x+2196 x^2-480 x^3+36 x^4\right)\right)+e^{2 x} \left(-135000+306000 x+12 e^{12} x-256200 x^2+106080 x^3-23400 x^4+2640 x^5-120 x^6+e^8 \left(-180+864 x-396 x^2+48 x^3\right)+e^4 \left(-10800+25200 x-17028 x^2+5004 x^3-684 x^4+36 x^5\right)\right)+e^x \left(337500-832500 x+793500 x^2-393300 x^3+111540 x^4-18300 x^5+1620 x^6-60 x^7+e^{12} \left(-48 x+12 x^2\right)+e^8 \left(900-2340 x+1332 x^2-300 x^3+24 x^4\right)+e^4 \left(36000-75000 x+53580 x^2-18384 x^3+3336 x^4-312 x^5+12 x^6\right)\right)\right) \log (x)+\left(-112500+262500 x-232500 x^2+106500 x^3-27900 x^4+4236 x^5-348 x^6+12 x^7+e^{5 x} \left(36-48 x+12 x^2\right)+e^8 \left(-300 x+120 x^2-12 x^3\right)+e^4 \left(-7500+9000 x-3600 x^2+600 x^3-36 x^4\right)+e^{4 x} \left(-900+1380 x-540 x^2+60 x^3+e^4 \left(-12+48 x-12 x^2\right)\right)+e^{3 x} \left(9000-15600 x-12 e^8 x+8160 x^2-1680 x^3+120 x^4+e^4 \left(240-792 x+324 x^2-36 x^3\right)\right)+e^{2 x} \left(-45000+87000 x-56400 x^2+16560 x^3-2280 x^4+120 x^5+e^8 \left(108 x-24 x^2\right)+e^4 \left(-1800+4680 x-2484 x^2+504 x^3-36 x^4\right)\right)+e^x \left(112500-240000 x+184500 x^2-69600 x^3+13980 x^4-1440 x^5+60 x^6+e^8 \left(-180 x+96 x^2-12 x^3\right)+e^4 \left(6000-11400 x+6540 x^2-1740 x^3+228 x^4-12 x^5\right)\right)\right) \log ^2(x)+\left(-12500+e^{5 x} (4-4 x)+25000 x-17500 x^2+6000 x^3-1100 x^4+104 x^5-4 x^6+e^{4 x} \left(-100+120 x+4 e^4 x-20 x^2\right)+e^4 \left(-500 x+300 x^2-60 x^3+4 x^4\right)+e^{3 x} \left(1000-1400 x+440 x^2-40 x^3+e^4 \left(-56 x+12 x^2\right)\right)+e^{2 x} \left(-5000+8000 x-3600 x^2+640 x^3-40 x^4+e^4 \left(240 x-108 x^2+12 x^3\right)\right)+e^x \left(12500-22500 x+13000 x^2-3400 x^3+420 x^4-20 x^5+e^4 \left(-200 x+180 x^2-48 x^3+4 x^4\right)\right)\right) \log ^3(x)}{-3125 x+e^{5 x} x+3125 x^2-1250 x^3+250 x^4-25 x^5+x^6+e^{4 x} \left(-25 x+5 x^2\right)+e^{3 x} \left(250 x-100 x^2+10 x^3\right)+e^{2 x} \left(-1250 x+750 x^2-150 x^3+10 x^4\right)+e^x \left(3125 x-2500 x^2+750 x^3-100 x^4+5 x^5\right)} \, dx","\left(x+\frac{e^4}{x+e^x-5}-\log (x)-3\right)^4",1,"(3 - x + Log[x])^4 - 24*E^16*Defer[Int][(-5 + E^x + x)^(-5), x] + 4*E^16*Defer[Int][x/(-5 + E^x + x)^5, x] + 4*E^12*(54 - E^4)*Defer[Int][(-5 + E^x + x)^(-4), x] + 72*E^12*Log[x]*Defer[Int][(-5 + E^x + x)^(-4), x] - 108*E^12*Defer[Int][x/(-5 + E^x + x)^4, x] - 12*E^12*Log[x]*Defer[Int][x/(-5 + E^x + x)^4, x] + 12*E^12*Defer[Int][x^2/(-5 + E^x + x)^4, x] - 8*E^8*(81 - 5*E^4)*Defer[Int][(-5 + E^x + x)^(-3), x] - 12*E^8*(36 - E^4)*Log[x]*Defer[Int][(-5 + E^x + x)^(-3), x] - 4*E^12*Defer[Int][1/(x*(-5 + E^x + x)^3), x] + 12*E^8*(45 - E^4)*Defer[Int][x/(-5 + E^x + x)^3, x] + 216*E^8*Log[x]*Defer[Int][x/(-5 + E^x + x)^3, x] - 144*E^8*Defer[Int][x^2/(-5 + E^x + x)^3, x] - 24*E^8*Log[x]*Defer[Int][x^2/(-5 + E^x + x)^3, x] + 12*E^8*Defer[Int][x^3/(-5 + E^x + x)^3, x] + 12*E^4*(54 - 13*E^4)*Defer[Int][(-5 + E^x + x)^(-2), x] + 12*E^4*(54 - 7*E^4)*Log[x]*Defer[Int][(-5 + E^x + x)^(-2), x] + 36*E^8*Defer[Int][1/(x*(-5 + E^x + x)^2), x] + 12*E^8*Log[x]*Defer[Int][1/(x*(-5 + E^x + x)^2), x] - 84*E^4*(9 - E^4)*Defer[Int][x/(-5 + E^x + x)^2, x] - 12*E^4*(45 - 2*E^4)*Log[x]*Defer[Int][x/(-5 + E^x + x)^2, x] + 12*E^4*(27 - E^4)*Defer[Int][x^2/(-5 + E^x + x)^2, x] + 144*E^4*Log[x]*Defer[Int][x^2/(-5 + E^x + x)^2, x] - 60*E^4*Defer[Int][x^3/(-5 + E^x + x)^2, x] - 12*E^4*Log[x]*Defer[Int][x^3/(-5 + E^x + x)^2, x] + 4*E^4*Defer[Int][x^4/(-5 + E^x + x)^2, x] + 288*E^4*Defer[Int][(-5 + E^x + x)^(-1), x] + 204*E^4*Log[x]*Defer[Int][(-5 + E^x + x)^(-1), x] - 108*E^4*Defer[Int][1/(x*(-5 + E^x + x)), x] - 72*E^4*Log[x]*Defer[Int][1/(x*(-5 + E^x + x)), x] - 192*E^4*Defer[Int][x/(-5 + E^x + x), x] - 96*E^4*Log[x]*Defer[Int][x/(-5 + E^x + x), x] + 48*E^4*Defer[Int][x^2/(-5 + E^x + x), x] + 12*E^4*Log[x]*Defer[Int][x^2/(-5 + E^x + x), x] - 4*E^4*Defer[Int][x^3/(-5 + E^x + x), x] - 72*E^8*Defer[Int][Log[x]^2/(-5 + E^x + x)^3, x] + 12*E^8*Defer[Int][(x*Log[x]^2)/(-5 + E^x + x)^3, x] + 12*E^4*(18 - E^4)*Defer[Int][Log[x]^2/(-5 + E^x + x)^2, x] - 108*E^4*Defer[Int][(x*Log[x]^2)/(-5 + E^x + x)^2, x] + 12*E^4*Defer[Int][(x^2*Log[x]^2)/(-5 + E^x + x)^2, x] + 48*E^4*Defer[Int][Log[x]^2/(-5 + E^x + x), x] - 12*E^4*Defer[Int][Log[x]^2/(x*(-5 + E^x + x)), x] - 12*E^4*Defer[Int][(x*Log[x]^2)/(-5 + E^x + x), x] + 24*E^4*Defer[Int][Log[x]^3/(-5 + E^x + x)^2, x] - 4*E^4*Defer[Int][(x*Log[x]^3)/(-5 + E^x + x)^2, x] + 4*E^4*Defer[Int][Log[x]^3/(-5 + E^x + x), x] - 72*E^12*Defer[Int][Defer[Int][(-5 + E^x + x)^(-4), x]/x, x] + 12*E^12*Defer[Int][Defer[Int][x/(-5 + E^x + x)^4, x]/x, x] + 12*E^8*(36 - E^4)*Defer[Int][Defer[Int][(-5 + E^x + x)^(-3), x]/x, x] - 216*E^8*Defer[Int][Defer[Int][x/(-5 + E^x + x)^3, x]/x, x] + 24*E^8*Defer[Int][Defer[Int][x^2/(-5 + E^x + x)^3, x]/x, x] - 12*E^4*(54 - 7*E^4)*Defer[Int][Defer[Int][(-5 + E^x + x)^(-2), x]/x, x] - 12*E^8*Defer[Int][Defer[Int][1/(x*(-5 + E^x + x)^2), x]/x, x] + 12*E^4*(45 - 2*E^4)*Defer[Int][Defer[Int][x/(-5 + E^x + x)^2, x]/x, x] - 144*E^4*Defer[Int][Defer[Int][x^2/(-5 + E^x + x)^2, x]/x, x] + 12*E^4*Defer[Int][Defer[Int][x^3/(-5 + E^x + x)^2, x]/x, x] - 204*E^4*Defer[Int][Defer[Int][(-5 + E^x + x)^(-1), x]/x, x] + 72*E^4*Defer[Int][Defer[Int][1/(x*(-5 + E^x + x)), x]/x, x] + 96*E^4*Defer[Int][Defer[Int][x/(-5 + E^x + x), x]/x, x] - 12*E^4*Defer[Int][Defer[Int][x^2/(-5 + E^x + x), x]/x, x]","F",0,0,0,0,-1,"{}"
5450,1,24,0,0.0574768,"\int \frac{-20-4 e^2+8 x}{\left(5 e^5 x^2+e^3 \left(50 x^2-10 x^3\right)+e \left(125 x^2-50 x^3+5 x^4\right)\right) \log (6)} \, dx","Int[(-20 - 4*E^2 + 8*x)/((5*E^5*x^2 + E^3*(50*x^2 - 10*x^3) + E*(125*x^2 - 50*x^3 + 5*x^4))*Log[6]),x]","\frac{4}{5 e \left(-x+e^2+5\right) x \log (6)}","\frac{4}{5 e \left(-x+e^2+5\right) x \log (6)}",1,"4/(5*E*(5 + E^2 - x)*x*Log[6])","A",4,3,59,0.05085,1,"{12, 1680, 261}"
5451,0,0,0,1.6813679,"\int \frac{\exp \left(-e^x x+\frac{e^{-e^x x} \left(-361 x^2+16 e^{e^x x} x^2\right)}{8 x}\right) \left(-361 x+16 e^{e^x x} x+e^x \left(361 x^2+361 x^3\right)\right)}{8 x} \, dx","Int[(E^(-(E^x*x) + (-361*x^2 + 16*E^(E^x*x)*x^2)/(8*E^(E^x*x)*x))*(-361*x + 16*E^(E^x*x)*x + E^x*(361*x^2 + 361*x^3)))/(8*x),x]","\int \frac{\exp \left(-e^x x+\frac{e^{-e^x x} \left(-361 x^2+16 e^{e^x x} x^2\right)}{8 x}\right) \left(-361 x+16 e^{e^x x} x+e^x \left(361 x^2+361 x^3\right)\right)}{8 x} \, dx","e^{2 x-\frac{361}{8} e^{-e^x x} x}",1,"2*Defer[Int][E^(2*x - (361*x)/(8*E^(E^x*x))), x] - (361*Defer[Int][E^(2*x - E^x*x - (361*x)/(8*E^(E^x*x))), x])/8 + (361*Defer[Int][E^(3*x - E^x*x - (361*x)/(8*E^(E^x*x)))*x, x])/8 + (361*Defer[Int][E^(3*x - E^x*x - (361*x)/(8*E^(E^x*x)))*x^2, x])/8","F",0,0,0,0,-1,"{}"
5452,1,19,0,0.0844938,"\int \frac{1}{4} e^x \left(-2 x+47 x^2+16 x^3\right) \, dx","Int[(E^x*(-2*x + 47*x^2 + 16*x^3))/4,x]","4 e^x x^3-\frac{e^x x^2}{4}","\frac{1}{4} e^x x \left(16 x^2-x\right)",1,"-1/4*(E^x*x^2) + 4*E^x*x^3","A",13,5,21,0.2381,1,"{12, 1594, 2196, 2176, 2194}"
5453,0,0,0,2.4846144,"\int \frac{-4 x-4 x^2+8 x^3 \log (x)+\left(8 x^2-4 x^3\right) \log ^2(x)-4 x^2 \log ^3(x)+\left(8 x^2+8 x \log (x)\right) \log (x+\log (x))}{x^3 \log ^4(x)+x^2 \log ^5(x)+\left(-2 x^2 \log ^2(x)-2 x \log ^3(x)\right) \log (x+\log (x))+(x+\log (x)) \log ^2(x+\log (x))} \, dx","Int[(-4*x - 4*x^2 + 8*x^3*Log[x] + (8*x^2 - 4*x^3)*Log[x]^2 - 4*x^2*Log[x]^3 + (8*x^2 + 8*x*Log[x])*Log[x + Log[x]])/(x^3*Log[x]^4 + x^2*Log[x]^5 + (-2*x^2*Log[x]^2 - 2*x*Log[x]^3)*Log[x + Log[x]] + (x + Log[x])*Log[x + Log[x]]^2),x]","\int \frac{-4 x-4 x^2+8 x^3 \log (x)+\left(8 x^2-4 x^3\right) \log ^2(x)-4 x^2 \log ^3(x)+\left(8 x^2+8 x \log (x)\right) \log (x+\log (x))}{x^3 \log ^4(x)+x^2 \log ^5(x)+\left(-2 x^2 \log ^2(x)-2 x \log ^3(x)\right) \log (x+\log (x))+(x+\log (x)) \log ^2(x+\log (x))} \, dx","\frac{4 x^2}{\log (x+\log (x))-x \log ^2(x)}",1,"-4*Defer[Int][x/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] - 4*Defer[Int][x^2/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] + 8*Defer[Int][(x^3*Log[x])/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] + 8*Defer[Int][(x^2*Log[x]^2)/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] + 4*Defer[Int][(x^3*Log[x]^2)/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] + 4*Defer[Int][(x^2*Log[x]^3)/((x + Log[x])*(x*Log[x]^2 - Log[x + Log[x]])^2), x] - 8*Defer[Int][x/(x*Log[x]^2 - Log[x + Log[x]]), x]","F",0,0,0,0,-1,"{}"
5454,1,71,0,1.283652,"\int \frac{-6144 x+3840 x^3-80 x^4-600 x^5+15 x^6+\left(768 x^3-240 x^5+3 x^6\right) \log (3)-24 x^5 \log ^2(3)+e^x \left(-2048 x-1024 x^2+1280 x^3+640 x^4-200 x^5-100 x^6+\left(256 x^3+128 x^4-80 x^5-40 x^6\right) \log (3)+\left(-8 x^5-4 x^6\right) \log ^2(3)\right)}{1024-640 x^2+100 x^4+\left(-128 x^2+40 x^4\right) \log (3)+4 x^4 \log ^2(3)} \, dx","Int[(-6144*x + 3840*x^3 - 80*x^4 - 600*x^5 + 15*x^6 + (768*x^3 - 240*x^5 + 3*x^6)*Log[3] - 24*x^5*Log[3]^2 + E^x*(-2048*x - 1024*x^2 + 1280*x^3 + 640*x^4 - 200*x^5 - 100*x^6 + (256*x^3 + 128*x^4 - 80*x^5 - 40*x^6)*Log[3] + (-8*x^5 - 4*x^6)*Log[3]^2))/(1024 - 640*x^2 + 100*x^4 + (-128*x^2 + 40*x^4)*Log[3] + 4*x^4*Log[3]^2),x]","\frac{5 x^3}{8 (5+\log (3))}-e^x x^2-3 x^2+\frac{3 x^5}{8 \left(16-x^2 (5+\log (3))\right)}-\frac{10 x^3}{(5+\log (3)) \left(16-x^2 (5+\log (3))\right)}","x^2 \left(\frac{x}{4 \left(-\frac{16}{x^2}+5+\log (3)\right)}-e^x-3\right)",1,"-3*x^2 - E^x*x^2 + (5*x^3)/(8*(5 + Log[3])) + (3*x^5)/(8*(16 - x^2*(5 + Log[3]))) - (10*x^3)/((5 + Log[3])*(16 - x^2*(5 + Log[3])))","B",27,14,163,0.08589,1,"{6, 6688, 12, 6742, 2196, 2176, 2194, 261, 288, 321, 206, 266, 43, 302}"
5455,1,27,0,0.0530173,"\int \frac{e^{4+x} (6-6 x)+2 e^{2 x} x^2+e^4 \left(3 x^2+2 x^3\right)}{e^4 x^2} \, dx","Int[(E^(4 + x)*(6 - 6*x) + 2*E^(2*x)*x^2 + E^4*(3*x^2 + 2*x^3))/(E^4*x^2),x]","\frac{1}{4} (2 x+3)^2+e^{2 x-4}-\frac{6 e^x}{x}","(-x-1)^2+e^{2 x-4}+x-\frac{6 e^x}{x}",1,"E^(-4 + 2*x) - (6*E^x)/x + (3 + 2*x)^2/4","A",5,4,44,0.09091,1,"{12, 14, 2194, 2197}"
5456,1,21,0,0.0736945,"\int e^{10 x+2 x^2+10 x^4+2 x^5} \left(10+4 x+40 x^3+10 x^4\right) \, dx","Int[E^(10*x + 2*x^2 + 10*x^4 + 2*x^5)*(10 + 4*x + 40*x^3 + 10*x^4),x]","e^{2 x^5+10 x^4+2 x^2+10 x}","e^{2 (x+5) \left(x^4+x\right)}-\frac{4 \log ^2(3)}{5}",1,"E^(10*x + 2*x^2 + 10*x^4 + 2*x^5)","A",1,1,37,0.02703,1,"{6706}"
5457,1,20,0,0.0976683,"\int \frac{5+x+2 \log (4)+2 \log \left(\frac{1}{4} (5+x+2 \log (4))\right)}{5+x+2 \log (4)} \, dx","Int[(5 + x + 2*Log[4] + 2*Log[(5 + x + 2*Log[4])/4])/(5 + x + 2*Log[4]),x]","x+\log ^2(x+5+\log (16))-\log (16) \log (x+5+\log (16))","x+\log ^2\left(\frac{1-x}{4}+x+\frac{1}{2} (\log (4)-x)+1\right)-4",1,"x - Log[16]*Log[5 + x + Log[16]] + Log[5 + x + Log[16]]^2","A",7,5,31,0.1613,1,"{6688, 6742, 43, 2390, 2301}"
5458,1,84,0,0.5327623,"\int \frac{e^{-1/x} \left(-2 x-x^3-2 x^4+(1-x) (i \pi +\log (-2+2 e))\right)}{x^3} \, dx","Int[(-2*x - x^3 - 2*x^4 + (1 - x)*(I*Pi + Log[-2 + 2*E]))/(E^x^(-1)*x^3),x]","-e^{-1/x} x^2-e^{-1/x} (2+i \pi +\log (-2 (1-e)))+e^{-1/x} (\log (-2 (1-e))+i \pi )+\frac{e^{-1/x} (\log (-2 (1-e))+i \pi )}{x}","\frac{e^{-1/x} \left(-x \left(x^2+2\right)+i \pi +\log (-2 (1-e))\right)}{x}",1,"-(x^2/E^x^(-1)) + (I*Pi + Log[-2*(1 - E)])/E^x^(-1) + (I*Pi + Log[-2*(1 - E)])/(E^x^(-1)*x) - (2 + I*Pi + Log[-2*(1 - E)])/E^x^(-1)","B",11,7,43,0.1628,1,"{6741, 6742, 2206, 2210, 2214, 2212, 2209}"
5459,1,37,0,0.1419905,"\int \frac{-8+2 x^2+\frac{e^x \left(4 x^3+2 x^4\right)}{x}+\frac{e^{2 x} \left(2 x^4+2 x^5\right)}{x^2}-2 \log \left(\frac{x}{3}\right)}{x} \, dx","Int[(-8 + 2*x^2 + (E^x*(4*x^3 + 2*x^4))/x + (E^(2*x)*(2*x^4 + 2*x^5))/x^2 - 2*Log[x/3])/x,x]","2 e^x x^2+e^{2 x} x^2+x^2-\log ^2(x)-2 (4-\log (3)) \log (x)","\left(e^x x+x\right)^2-\left(\log \left(\frac{x}{3}\right)+4\right)^2",1,"x^2 + 2*E^x*x^2 + E^(2*x)*x^2 - 2*(4 - Log[3])*Log[x] - Log[x]^2","A",21,5,57,0.08772,1,"{14, 2196, 2176, 2194, 2301}"
5460,1,18,0,0.1581118,"\int \frac{-3-3 x+2 x^2+x^3-3 x \log (x)}{3 x-x^3+3 x \log (x)} \, dx","Int[(-3 - 3*x + 2*x^2 + x^3 - 3*x*Log[x])/(3*x - x^3 + 3*x*Log[x]),x]","-\log \left(-x^2+3 \log (x)+3\right)-x","-\log \left(-x^2+3 \log (x)+3\right)-x",1,"-x - Log[3 - x^2 + 3*Log[x]]","A",3,2,35,0.05714,1,"{6742, 6684}"
5461,1,42,0,0.0762551,"\int \frac{e^{2 x^2} \left(16-72 x-16 x^2+48 x^3\right)}{-x^5+9 x^6-27 x^7+27 x^8} \, dx","Int[(E^(2*x^2)*(16 - 72*x - 16*x^2 + 48*x^3))/(-x^5 + 9*x^6 - 27*x^7 + 27*x^8),x]","\frac{4 e^{2 x^2} \left(x^2-3 x^3\right)}{x \left(-27 x^8+27 x^7-9 x^6+x^5\right)}","\frac{4 e^{2 x^2}}{x^2 \left(x-3 x^2\right)^2}",1,"(4*E^(2*x^2)*(x^2 - 3*x^3))/(x*(x^5 - 9*x^6 + 27*x^7 - 27*x^8))","A",1,1,46,0.02174,1,"{2288}"
5462,1,9,0,0.0113752,"\int -12 e^{34-6 x^2} x \, dx","Int[-12*E^(34 - 6*x^2)*x,x]","e^{34-6 x^2}","e^{6 \left(5-x^2\right)+4}",1,"E^(34 - 6*x^2)","A",2,2,12,0.1667,1,"{12, 2209}"
5463,1,9,0,0.0199587,"\int \frac{65 e^{-\frac{1}{-1+65 x}}}{1-130 x+4225 x^2} \, dx","Int[65/(E^(-1 + 65*x)^(-1)*(1 - 130*x + 4225*x^2)),x]","e^{\frac{1}{1-65 x}}","e^{\frac{x}{x-65 x^2}}",1,"E^(1 - 65*x)^(-1)","A",3,3,25,0.1200,1,"{12, 27, 2209}"
5464,1,24,0,0.0885821,"\int \frac{300-6 x^3-300 x^4}{\left(25 x+5 x^3+x^4+25 x^5\right) \log ^3\left(\frac{25+5 x^2+x^3+25 x^4}{x^2}\right)} \, dx","Int[(300 - 6*x^3 - 300*x^4)/((25*x + 5*x^3 + x^4 + 25*x^5)*Log[(25 + 5*x^2 + x^3 + 25*x^4)/x^2]^3),x]","\frac{3}{\log ^2\left(\frac{25 x^4+x^3+5 x^2+25}{x^2}\right)}","\frac{3}{\log ^2\left(25 x^2+\frac{25}{x^2}+x+5\right)}",1,"3/Log[(25 + 5*x^2 + x^3 + 25*x^4)/x^2]^2","A",1,1,54,0.01852,1,"{6686}"
5465,1,48,0,0.7866808,"\int \frac{-300 x^2+e^{\frac{2 (1+x)}{x}} \left(1-3 x-3 x^2\right)+e^{\frac{1+x}{x}} \left(-10+30 x+60 x^2\right)}{-25 x^2+225 x^3-675 x^4+675 x^5} \, dx","Int[(-300*x^2 + E^((2*(1 + x))/x)*(1 - 3*x - 3*x^2) + E^((1 + x)/x)*(-10 + 30*x + 60*x^2))/(-25*x^2 + 225*x^3 - 675*x^4 + 675*x^5),x]","-\frac{2 e^{\frac{1}{x}+1}}{5 (1-3 x)^2}+\frac{e^{\frac{2}{x}+2}}{50 (1-3 x)^2}+\frac{2}{(1-3 x)^2}","\frac{\left(\frac{1}{5} e^{\frac{x+1}{x}}-2\right)^2}{2 (1-3 x)^2}",1,"2/(1 - 3*x)^2 - (2*E^(1 + x^(-1)))/(5*(1 - 3*x)^2) + E^(2 + 2/x)/(50*(1 - 3*x)^2)","A",6,4,71,0.05634,1,"{6688, 12, 6742, 2288}"
5466,0,0,0,4.1045255,"\int \frac{e^{\frac{4 x+20 x^2-4 x^3}{3+4 x^3}} \left(-18 x-12 x^2-120 x^3-12 x^4+32 x^5+80 x^6-32 x^7\right)}{9+24 x^3+16 x^6} \, dx","Int[(E^((4*x + 20*x^2 - 4*x^3)/(3 + 4*x^3))*(-18*x - 12*x^2 - 120*x^3 - 12*x^4 + 32*x^5 + 80*x^6 - 32*x^7))/(9 + 24*x^3 + 16*x^6),x]","\int \frac{e^{\frac{4 x+20 x^2-4 x^3}{3+4 x^3}} \left(-18 x-12 x^2-120 x^3-12 x^4+32 x^5+80 x^6-32 x^7\right)}{9+24 x^3+16 x^6} \, dx","8-e^{\frac{-x+\frac{1}{x}+5}{\frac{3}{4 x^2}+x}} x^2",1,"5*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3)), x] - 2*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))*x, x] + (5*2^(2/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(6^(1/3) + 2*x)^2, x])/3^(1/3) + (10*2^(1/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(6^(1/3) + 2*x), x])/3^(2/3) - ((4*(-2)^(2/3) - 40*3^(1/3) + 3*(-2)^(1/3)*3^(2/3))*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(-3^(1/3) - (-2)^(2/3)*x), x])/6 + (5*2^(2/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(-6^(1/3) + 2*(-1)^(1/3)*x)^2, x])/3^(1/3) - (30*(-3)^(5/6)*2^(1/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(-6^(1/3) + 2*(-1)^(1/3)*x), x])/(1 + (-1)^(1/3))^5 + (5*2^(2/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(6^(1/3) + 2*(-1)^(2/3)*x)^2, x])/3^(1/3) + ((40*3^(1/3) - 2^(1/3)*(4*2^(1/3) - 3*3^(2/3)))*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(-3^(1/3) - 2^(2/3)*x), x])/6 + ((40*3^(1/3) + 2^(1/3)*(3*(-3)^(2/3) + 4*(-2)^(1/3)))*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(-3^(1/3) + (-1)^(1/3)*2^(2/3)*x), x])/6 + (10*2^(1/3)*Defer[Int][E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))/(6^(1/3) - (1 - I*Sqrt[3])*x), x])/3^(2/3) - 27*Defer[Int][(E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))*x)/(3 + 4*x^3)^2, x] - 36*Defer[Int][(E^((x*(4 + 20*x - 4*x^2))/(3 + 4*x^3))*x^2)/(3 + 4*x^3)^2, x]","F",0,0,0,0,-1,"{}"
5467,0,0,0,2.1472027,"\int \frac{-x^2+e^6 \left(9+16 x-x^2\right)+\left(x^2+e^6 \left(-3-8 x+x^2\right)\right) \log \left(-\frac{2 e^6 x^3}{x^2+e^6 \left(-3-8 x+x^2\right)}\right)}{\left(x^2+e^6 \left(-3-8 x+x^2\right)\right) \log ^2\left(-\frac{2 e^6 x^3}{x^2+e^6 \left(-3-8 x+x^2\right)}\right)} \, dx","Int[(-x^2 + E^6*(9 + 16*x - x^2) + (x^2 + E^6*(-3 - 8*x + x^2))*Log[(-2*E^6*x^3)/(x^2 + E^6*(-3 - 8*x + x^2))])/((x^2 + E^6*(-3 - 8*x + x^2))*Log[(-2*E^6*x^3)/(x^2 + E^6*(-3 - 8*x + x^2))]^2),x]","\int \frac{-x^2+e^6 \left(9+16 x-x^2\right)+\left(x^2+e^6 \left(-3-8 x+x^2\right)\right) \log \left(-\frac{2 e^6 x^3}{x^2+e^6 \left(-3-8 x+x^2\right)}\right)}{\left(x^2+e^6 \left(-3-8 x+x^2\right)\right) \log ^2\left(-\frac{2 e^6 x^3}{x^2+e^6 \left(-3-8 x+x^2\right)}\right)} \, dx","\frac{x}{\log \left(\frac{x^2}{\frac{3-x \left(\frac{x}{e^6}+x\right)}{2 x}+4}\right)}",1,"-Defer[Int][Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^(-2), x] + (6*E^3*(1 + E^6)*Defer[Int][1/((8*E^6 - 2*E^3*Sqrt[3 + 19*E^6] - 2*(1 + E^6)*x)*Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^2), x])/Sqrt[3 + 19*E^6] + (6*E^3*(1 + E^6)*Defer[Int][1/((-8*E^6 - 2*E^3*Sqrt[3 + 19*E^6] + 2*(1 + E^6)*x)*Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^2), x])/Sqrt[3 + 19*E^6] + 8*E^6*(1 + (4*E^3)/Sqrt[3 + 19*E^6])*Defer[Int][1/((-8*E^6 - 2*E^3*Sqrt[3 + 19*E^6] + 2*(1 + E^6)*x)*Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^2), x] + 8*E^6*(1 - (4*E^3)/Sqrt[3 + 19*E^6])*Defer[Int][1/((-8*E^6 + 2*E^3*Sqrt[3 + 19*E^6] + 2*(1 + E^6)*x)*Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^2), x] + Defer[Int][Log[(-2*E^6*x^3)/(-3*E^6 - 8*E^6*x + (1 + E^6)*x^2)]^(-1), x]","F",0,0,0,0,-1,"{}"
5468,0,0,0,139.0254718,"\int \frac{\exp \left(\frac{e^{\frac{5+e^x x+x^2+x^3}{e^x+x+x^2}}}{x}+\frac{5+e^x x+x^2+x^3}{e^x+x+x^2}\right) \left(e^{2 x} (-1+x)-5 x-11 x^2-x^3+x^4+x^5+e^x \left(-7 x+2 x^3\right)\right)}{e^{2 x} x^2+x^4+2 x^5+x^6+e^x \left(2 x^3+2 x^4\right)} \, dx","Int[(E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))*(E^(2*x)*(-1 + x) - 5*x - 11*x^2 - x^3 + x^4 + x^5 + E^x*(-7*x + 2*x^3)))/(E^(2*x)*x^2 + x^4 + 2*x^5 + x^6 + E^x*(2*x^3 + 2*x^4)),x]","\int \frac{\exp \left(\frac{e^{\frac{5+e^x x+x^2+x^3}{e^x+x+x^2}}}{x}+\frac{5+e^x x+x^2+x^3}{e^x+x+x^2}\right) \left(e^{2 x} (-1+x)-5 x-11 x^2-x^3+x^4+x^5+e^x \left(-7 x+2 x^3\right)\right)}{e^{2 x} x^2+x^4+2 x^5+x^6+e^x \left(2 x^3+2 x^4\right)} \, dx","e^{\frac{e^{\frac{5}{x^2+x+e^x}+x}}{x}}-6",1,"-Defer[Int][E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x^2, x] + Defer[Int][E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x, x] - 5*Defer[Int][E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/(E^x + x + x^2)^2, x] - 5*Defer[Int][E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/(x*(E^x + x + x^2)^2), x] + 5*Defer[Int][(E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))*x)/(E^x + x + x^2)^2, x] - 5*Defer[Int][E^(E^((5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/x + (5 + E^x*x + x^2 + x^3)/(E^x + x + x^2))/(x*(E^x + x + x^2)), x]","F",0,0,0,0,-1,"{}"
5469,1,29,0,0.0318739,"\int \frac{-10 x^2-10 \log \left(e^{-2-x} (1+x) \log (4)\right)}{x^2} \, dx","Int[(-10*x^2 - 10*Log[E^(-2 - x)*(1 + x)*Log[4]])/x^2,x]","-10 x+10 \log (x+1)+\frac{10 \log \left(e^{-x-2} (x+1) \log (4)\right)}{x}","\frac{10 (x+1) \log \left(e^{-x-2} (x+1) \log (4)\right)}{x}",1,"-10*x + 10*Log[1 + x] + (10*Log[E^(-2 - x)*(1 + x)*Log[4]])/x","A",4,3,26,0.1154,1,"{14, 2551, 31}"
5470,0,0,0,3.6992186,"\int \frac{(-1+2 x) \log (2)+e^{x^2+2 x \log (\log (4))+\log ^2(\log (4))} \left(-2 x^2 \log (2)-2 x \log (2) \log (\log (4))\right)}{x+e^{2 x^2+4 x \log (\log (4))+2 \log ^2(\log (4))} x+4 x^2+4 x^3+\left(-2 x-4 x^2\right) \log (x)+x \log ^2(x)+e^{x^2+2 x \log (\log (4))+\log ^2(\log (4))} \left(-2 x-4 x^2+2 x \log (x)\right)} \, dx","Int[((-1 + 2*x)*Log[2] + E^(x^2 + 2*x*Log[Log[4]] + Log[Log[4]]^2)*(-2*x^2*Log[2] - 2*x*Log[2]*Log[Log[4]]))/(x + E^(2*x^2 + 4*x*Log[Log[4]] + 2*Log[Log[4]]^2)*x + 4*x^2 + 4*x^3 + (-2*x - 4*x^2)*Log[x] + x*Log[x]^2 + E^(x^2 + 2*x*Log[Log[4]] + Log[Log[4]]^2)*(-2*x - 4*x^2 + 2*x*Log[x])),x]","\int \frac{(-1+2 x) \log (2)+e^{x^2+2 x \log (\log (4))+\log ^2(\log (4))} \left(-2 x^2 \log (2)-2 x \log (2) \log (\log (4))\right)}{x+e^{2 x^2+4 x \log (\log (4))+2 \log ^2(\log (4))} x+4 x^2+4 x^3+\left(-2 x-4 x^2\right) \log (x)+x \log ^2(x)+e^{x^2+2 x \log (\log (4))+\log ^2(\log (4))} \left(-2 x-4 x^2+2 x \log (x)\right)} \, dx","\frac{\log (2)}{-2 x+e^{(x+\log (\log (4)))^2}+\log (x)-1}",1,"-(Log[2]*Defer[Int][1/(x*(1 + 2*x - E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) - Log[x])^2), x]) - 2*Log[2]*(1 + 2*Log[Log[4]])*Defer[Int][x/(1 + 2*x - E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) - Log[x])^2, x] - 4*Log[2]*Defer[Int][x^2/(1 + 2*x - E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) - Log[x])^2, x] + 2*Log[2]*Defer[Int][x/(1 + 2*x - E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) - Log[x]), x] + 2*Log[2]*Defer[Int][(x*Log[x])/(1 + 2*x - E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) - Log[x])^2, x] + 2*Log[2]*(1 - Log[Log[4]])*Defer[Int][(-1 - 2*x + E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) + Log[x])^(-2), x] + 2*Log[2]*Log[Log[4]]*Defer[Int][Log[x]/(-1 - 2*x + E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) + Log[x])^2, x] - 2*Log[2]*Log[Log[4]]*Defer[Int][(-1 - 2*x + E^(x^2 + Log[Log[4]]^2)*Log[4]^(2*x) + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
5471,1,21,0,0.1294942,"\int \frac{e^{20-19 x} \left(-132+(4864-2508 x) \log \left(\frac{1}{32} (64-33 x)\right)\right)}{(-64+33 x) \log ^2\left(\frac{1}{32} (64-33 x)\right)} \, dx","Int[(E^(20 - 19*x)*(-132 + (4864 - 2508*x)*Log[(64 - 33*x)/32]))/((-64 + 33*x)*Log[(64 - 33*x)/32]^2),x]","\frac{4 e^{20-19 x}}{\log \left(\frac{1}{32} (64-33 x)\right)}","\frac{4 e^{x-20 (x-1)}}{\log \left(2-\frac{33 x}{32}\right)}",1,"(4*E^(20 - 19*x))/Log[(64 - 33*x)/32]","A",1,1,45,0.02222,1,"{2288}"
5472,1,56,0,0.6616824,"\int \frac{16 x^2-8 x^3+x^4+e^{4/x} \left(-64+32 x-4 x^2\right)+\left(16 x^5-4 x^6\right) \log \left(x^2\right)+\left(16 x^5-3 x^6\right) \log ^2\left(x^2\right)}{16 x^2-8 x^3+x^4} \, dx","Int[(16*x^2 - 8*x^3 + x^4 + E^(4/x)*(-64 + 32*x - 4*x^2) + (16*x^5 - 4*x^6)*Log[x^2] + (16*x^5 - 3*x^6)*Log[x^2]^2)/(16*x^2 - 8*x^3 + x^4),x]","-4 x^2 \log ^2\left(x^2\right)+\frac{64 x \log ^2\left(x^2\right)}{4-x}-16 x \log ^2\left(x^2\right)+x^3 \left(-\log ^2\left(x^2\right)\right)+x+e^{4/x}","\frac{x^4 \log ^2\left(x^2\right)}{4-x}+x+e^{4/x}",1,"E^(4/x) + x - 16*x*Log[x^2]^2 + (64*x*Log[x^2]^2)/(4 - x) - 4*x^2*Log[x^2]^2 - x^3*Log[x^2]^2","B",23,14,83,0.1687,1,"{1594, 27, 6688, 2209, 43, 2351, 2295, 2317, 2391, 2304, 2357, 2296, 2318, 2305}"
5473,0,0,0,22.37655,"\int \frac{-96 x^6+32 e^x x^6+e^{2 x^2} \left(30-24 x^2+e^x \left(-10-2 x+8 x^2\right)\right)+e^{x^2} \left(-96 x^3+96 x^5+e^x \left(32 x^3+8 x^4-32 x^5\right)\right)+\left(-144 x^6+48 e^x x^6+e^{2 x^2} \left(15-12 x^2+e^x \left(-5+4 x^2\right)\right)+e^{x^2} \left(-96 x^3+96 x^5+e^x \left(32 x^3+4 x^4-32 x^5\right)\right)\right) \log \left(-3+e^x\right)+\left(-72 x^6+24 e^x x^6+e^{x^2} \left(-24 x^3+24 x^5+e^x \left(8 x^3-8 x^5\right)\right)\right) \log ^2\left(-3+e^x\right)+\left(-12 x^6+4 e^x x^6\right) \log ^3\left(-3+e^x\right)}{-24 x^6+8 e^x x^6+\left(-36 x^6+12 e^x x^6\right) \log \left(-3+e^x\right)+\left(-18 x^6+6 e^x x^6\right) \log ^2\left(-3+e^x\right)+\left(-3 x^6+e^x x^6\right) \log ^3\left(-3+e^x\right)} \, dx","Int[(-96*x^6 + 32*E^x*x^6 + E^(2*x^2)*(30 - 24*x^2 + E^x*(-10 - 2*x + 8*x^2)) + E^x^2*(-96*x^3 + 96*x^5 + E^x*(32*x^3 + 8*x^4 - 32*x^5)) + (-144*x^6 + 48*E^x*x^6 + E^(2*x^2)*(15 - 12*x^2 + E^x*(-5 + 4*x^2)) + E^x^2*(-96*x^3 + 96*x^5 + E^x*(32*x^3 + 4*x^4 - 32*x^5)))*Log[-3 + E^x] + (-72*x^6 + 24*E^x*x^6 + E^x^2*(-24*x^3 + 24*x^5 + E^x*(8*x^3 - 8*x^5)))*Log[-3 + E^x]^2 + (-12*x^6 + 4*E^x*x^6)*Log[-3 + E^x]^3)/(-24*x^6 + 8*E^x*x^6 + (-36*x^6 + 12*E^x*x^6)*Log[-3 + E^x] + (-18*x^6 + 6*E^x*x^6)*Log[-3 + E^x]^2 + (-3*x^6 + E^x*x^6)*Log[-3 + E^x]^3),x]","\int \frac{-96 x^6+32 e^x x^6+e^{2 x^2} \left(30-24 x^2+e^x \left(-10-2 x+8 x^2\right)\right)+e^{x^2} \left(-96 x^3+96 x^5+e^x \left(32 x^3+8 x^4-32 x^5\right)\right)+\left(-144 x^6+48 e^x x^6+e^{2 x^2} \left(15-12 x^2+e^x \left(-5+4 x^2\right)\right)+e^{x^2} \left(-96 x^3+96 x^5+e^x \left(32 x^3+4 x^4-32 x^5\right)\right)\right) \log \left(-3+e^x\right)+\left(-72 x^6+24 e^x x^6+e^{x^2} \left(-24 x^3+24 x^5+e^x \left(8 x^3-8 x^5\right)\right)\right) \log ^2\left(-3+e^x\right)+\left(-12 x^6+4 e^x x^6\right) \log ^3\left(-3+e^x\right)}{-24 x^6+8 e^x x^6+\left(-36 x^6+12 e^x x^6\right) \log \left(-3+e^x\right)+\left(-18 x^6+6 e^x x^6\right) \log ^2\left(-3+e^x\right)+\left(-3 x^6+e^x x^6\right) \log ^3\left(-3+e^x\right)} \, dx","x \left(2-\frac{e^{x^2}}{x^3 \left(\log \left(e^x-3\right)+2\right)}\right)^2",1,"-16/(2 + Log[-3 + E^x])^2 + (4*Log[-3 + E^x]^2)/(2 + Log[-3 + E^x])^2 + 16/(2 + Log[-3 + E^x]) + (E^(2*x^2)*(6*x^2 - 2*E^x*x^2 + 3*x^2*Log[-3 + E^x] - E^x*x^2*Log[-3 + E^x]))/((3 - E^x)*x^7*(2 + Log[-3 + E^x])^3) - (4*E^x^2*(6*x^2 - 2*E^x*x^2 + 3*x^2*Log[-3 + E^x] - E^x*x^2*Log[-3 + E^x]))/((3 - E^x)*x^4*(2 + Log[-3 + E^x])^2) + 32*Defer[Subst][Defer[Int][Log[-3 + x]/(x*(2 + Log[-3 + x])^3), x], x, E^x] + 24*Defer[Subst][Defer[Int][Log[-3 + x]^2/(x*(2 + Log[-3 + x])^3), x], x, E^x] + 4*Defer[Subst][Defer[Int][Log[-3 + x]^3/(x*(2 + Log[-3 + x])^3), x], x, E^x] + 16*Defer[Subst][Defer[Int][1/(x*(2 + Log[-3 + x])^2), x], x, E^x]","F",0,0,0,0,-1,"{}"
5474,0,0,0,10.0675151,"\int \frac{e^{-3+\left(-e^x-x+2 \log (5)\right) \log ^2(x)} \left(\left(-2 e^x-2 x+4 \log (5)\right) \log (x)+\left(-x-e^x x\right) \log ^2(x)\right)}{x} \, dx","Int[(E^(-3 + (-E^x - x + 2*Log[5])*Log[x]^2)*((-2*E^x - 2*x + 4*Log[5])*Log[x] + (-x - E^x*x)*Log[x]^2))/x,x]","\int \frac{e^{-3+\left(-e^x-x+2 \log (5)\right) \log ^2(x)} \left(\left(-2 e^x-2 x+4 \log (5)\right) \log (x)+\left(-x-e^x x\right) \log ^2(x)\right)}{x} \, dx","e^{-\left(\left(x+e^x-2 \log (5)\right) \log ^2(x)\right)-3}",1,"-2*Defer[Int][E^(-3 + (-E^x - x + 2*Log[5])*Log[x]^2)*Log[x], x] + 4*Log[5]*Defer[Int][(E^(-3 + (-E^x - x + 2*Log[5])*Log[x]^2)*Log[x])/x, x] - 2*Defer[Int][(E^(-3 + x + (-E^x - x + 2*Log[5])*Log[x]^2)*Log[x])/x, x] - Defer[Int][E^(-3 + (-E^x - x + 2*Log[5])*Log[x]^2)*Log[x]^2, x] - Defer[Int][E^(-3 + x + (-E^x - x + 2*Log[5])*Log[x]^2)*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
5475,0,0,0,0.325074,"\int \frac{2 x^2+\left(-20-5 x^2\right) \log \left(4+x^2\right) \log \left(\log \left(4+x^2\right)\right)}{\left(4 x^6+x^8\right) \log \left(4+x^2\right)} \, dx","Int[(2*x^2 + (-20 - 5*x^2)*Log[4 + x^2]*Log[Log[4 + x^2]])/((4*x^6 + x^8)*Log[4 + x^2]),x]","\int \frac{2 x^2+\left(-20-5 x^2\right) \log \left(4+x^2\right) \log \left(\log \left(4+x^2\right)\right)}{\left(4 x^6+x^8\right) \log \left(4+x^2\right)} \, dx","\frac{\log \left(\log \left(x^2+4\right)\right)}{x^5}-2",1,"2*Defer[Int][1/(x^4*(4 + x^2)*Log[4 + x^2]), x] - 5*Defer[Int][Log[Log[4 + x^2]]/x^6, x]","F",0,0,0,0,-1,"{}"
5476,1,18,0,0.0102443,"\int \frac{36+27 x^2+3 x^4}{80+40 x^2+5 x^4} \, dx","Int[(36 + 27*x^2 + 3*x^4)/(80 + 40*x^2 + 5*x^4),x]","\frac{3 x}{5}-\frac{3 x}{5 \left(x^2+4\right)}","\frac{3 \left(\left(\frac{x^2-x}{x}+1\right)^2+3\right)}{5 \left(x+\frac{4}{x}\right)}",1,"(3*x)/5 - (3*x)/(5*(4 + x^2))","A",4,4,27,0.1481,1,"{28, 1157, 21, 8}"
5477,1,54,0,0.5404015,"\int \frac{-10+e^{e^5+3 x} \left(e^4 \left(-2-6 x+3 x^2\right)+e^2 \left(-4-12 x+6 x^2\right) \log (5)+\left(-2-6 x+3 x^2\right) \log ^2(5)\right)}{4-4 x+x^2} \, dx","Int[(-10 + E^(E^5 + 3*x)*(E^4*(-2 - 6*x + 3*x^2) + E^2*(-4 - 12*x + 6*x^2)*Log[5] + (-2 - 6*x + 3*x^2)*Log[5]^2))/(4 - 4*x + x^2),x]","-\frac{10}{2-x}+e^{3 x+e^5} \left(e^2+\log (5)\right)^2-\frac{2 e^{3 x+e^5} \left(e^2+\log (5)\right)^2}{2-x}","\frac{x \left(e^{3 x+e^5} \left(e^2+\log (5)\right)^2+5\right)}{x-2}",1,"-10/(2 - x) + E^(E^5 + 3*x)*(E^2 + Log[5])^2 - (2*E^(E^5 + 3*x)*(E^2 + Log[5])^2)/(2 - x)","A",10,7,69,0.1014,1,"{27, 6688, 6742, 2199, 2194, 2177, 2178}"
5478,1,16,0,0.3119215,"\int \frac{2-2 x+x^8+\left(2 x-x^8\right) \log (x)}{-2 x+2 x \log (x)} \, dx","Int[(2 - 2*x + x^8 + (2*x - x^8)*Log[x])/(-2*x + 2*x*Log[x]),x]","-\frac{x^8}{16}+x+\log (1-\log (x))","-\frac{x^8}{16}+x+\log (1-\log (x))",1,"x - x^8/16 + Log[1 - Log[x]]","A",7,6,32,0.1875,1,"{2561, 6741, 12, 6742, 2302, 29}"
5479,0,0,0,100.4711977,"\int \frac{e^{e^x} \left(e^x (-1-x)+e^{2 x} x\right)+e^x \left(-x^2+x^3\right)+16 e^x \log ^3(x)+e^x (-4-4 x) \log ^4(x)}{8 e^{2 e^x}+e^x x^3+8 x^4+\left(-4 e^x x-64 x^2\right) \log ^4(x)+128 \log ^8(x)+e^{e^x} \left(-e^x x-16 x^2+64 \log ^4(x)\right)} \, dx","Int[(E^E^x*(E^x*(-1 - x) + E^(2*x)*x) + E^x*(-x^2 + x^3) + 16*E^x*Log[x]^3 + E^x*(-4 - 4*x)*Log[x]^4)/(8*E^(2*E^x) + E^x*x^3 + 8*x^4 + (-4*E^x*x - 64*x^2)*Log[x]^4 + 128*Log[x]^8 + E^E^x*(-(E^x*x) - 16*x^2 + 64*Log[x]^4)),x]","\int \frac{e^{e^x} \left(e^x (-1-x)+e^{2 x} x\right)+e^x \left(-x^2+x^3\right)+16 e^x \log ^3(x)+e^x (-4-4 x) \log ^4(x)}{8 e^{2 e^x}+e^x x^3+8 x^4+\left(-4 e^x x-64 x^2\right) \log ^4(x)+128 \log ^8(x)+e^{e^x} \left(-e^x x-16 x^2+64 \log ^4(x)\right)} \, dx","\log \left(8-\frac{e^x x}{-x^2+e^{e^x}+4 \log ^4(x)}\right)",1,"-Defer[Int][(E^x*x^2)/((-8*E^E^x + E^x*x + 8*x^2 - 32*Log[x]^4)*(-E^E^x + x^2 - 4*Log[x]^4)), x] + Defer[Int][(E^x*x^3)/((-8*E^E^x + E^x*x + 8*x^2 - 32*Log[x]^4)*(-E^E^x + x^2 - 4*Log[x]^4)), x] - 4*Defer[Int][(E^x*x*Log[x]^4)/((-8*E^E^x + E^x*x + 8*x^2 - 32*Log[x]^4)*(-E^E^x + x^2 - 4*Log[x]^4)), x] - Defer[Int][E^(E^x + x)/(E^E^x - x^2 + 4*Log[x]^4), x] - Defer[Int][E^(E^x + x)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] + 8*Defer[Int][E^(2*E^x + x)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] - Defer[Int][(E^(E^x + x)*x)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] - 8*Defer[Int][(E^(E^x + x)*x^2)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] + 16*Defer[Int][(E^x*Log[x]^3)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] - 4*Defer[Int][(E^x*Log[x]^4)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x] + 32*Defer[Int][(E^(E^x + x)*Log[x]^4)/((E^E^x - x^2 + 4*Log[x]^4)*(8*E^E^x - E^x*x - 8*x^2 + 32*Log[x]^4)), x]","F",0,0,0,0,-1,"{}"
5480,1,28,0,0.2748315,"\int \frac{25-405 x+40 x^2+e^x \left(-x+7 x^2+8 x^3\right)}{-x+8 x^2} \, dx","Int[(25 - 405*x + 40*x^2 + E^x*(-x + 7*x^2 + 8*x^3))/(-x + 8*x^2),x]","5 x-e^x+e^x (x+1)-25 \log (1-8 x)-25 \log (x)","5 \left(-5 \log \left(16 x^2-2 x\right)+x+8\right)+e^x x",1,"-E^x + 5*x + E^x*(1 + x) - 25*Log[1 - 8*x] - 25*Log[x]","A",7,5,40,0.1250,1,"{1593, 6742, 2176, 2194, 893}"
5481,0,0,0,0.7755375,"\int \frac{5 x^3+e^{e^{\frac{-25+5 x-5 x^2}{x}}} \left(-x+e^{\frac{-25+5 x-5 x^2}{x}} \left(25-5 x^2\right)\right)}{5 x^3} \, dx","Int[(5*x^3 + E^E^((-25 + 5*x - 5*x^2)/x)*(-x + E^((-25 + 5*x - 5*x^2)/x)*(25 - 5*x^2)))/(5*x^3),x]","\int \frac{5 x^3+e^{e^{\frac{-25+5 x-5 x^2}{x}}} \left(-x+e^{\frac{-25+5 x-5 x^2}{x}} \left(25-5 x^2\right)\right)}{5 x^3} \, dx","\frac{\frac{1}{5} e^{e^{\frac{5 \left(-x^2+x-5\right)}{x}}}+x}{x}+x+4",1,"x + 5*Defer[Int][E^(5 + E^(5 - 25/x - 5*x) - 25/x - 5*x)/x^3, x] - Defer[Int][E^E^(5 - 25/x - 5*x)/x^2, x]/5 - Defer[Int][E^(5 + E^(5 - 25/x - 5*x) - 25/x - 5*x)/x, x]","F",0,0,0,0,-1,"{}"
5482,0,0,0,19.4310035,"\int \frac{\left(-800 x^5+2000 x^6+\left(800 x^4-3200 x^5\right) \log (x)+1200 x^4 \log ^2(x)\right) \log ^2(\log (16))+\left(-12800 x^3+38400 x^4-25600 x^3 \log (x)\right) \log ^3(\log (16))+\left(e^x (256-256 x)+102400 x^2\right) \log ^4(\log (16))}{625 x^{12}-2500 x^{11} \log (x)+3750 x^{10} \log ^2(x)-2500 x^9 \log ^3(x)+625 x^8 \log ^4(x)+\left(40000 x^{10}-120000 x^9 \log (x)+120000 x^8 \log ^2(x)-40000 x^7 \log ^3(x)\right) \log (\log (16))+\left(-800 e^x x^6+960000 x^8+\left(1600 e^x x^5-1920000 x^7\right) \log (x)+\left(-800 e^x x^4+960000 x^6\right) \log ^2(x)\right) \log ^2(\log (16))+\left(-25600 e^x x^4+10240000 x^6+\left(25600 e^x x^3-10240000 x^5\right) \log (x)\right) \log ^3(\log (16))+\left(256 e^{2 x}-204800 e^x x^2+40960000 x^4\right) \log ^4(\log (16))} \, dx","Int[((-800*x^5 + 2000*x^6 + (800*x^4 - 3200*x^5)*Log[x] + 1200*x^4*Log[x]^2)*Log[Log[16]]^2 + (-12800*x^3 + 38400*x^4 - 25600*x^3*Log[x])*Log[Log[16]]^3 + (E^x*(256 - 256*x) + 102400*x^2)*Log[Log[16]]^4)/(625*x^12 - 2500*x^11*Log[x] + 3750*x^10*Log[x]^2 - 2500*x^9*Log[x]^3 + 625*x^8*Log[x]^4 + (40000*x^10 - 120000*x^9*Log[x] + 120000*x^8*Log[x]^2 - 40000*x^7*Log[x]^3)*Log[Log[16]] + (-800*E^x*x^6 + 960000*x^8 + (1600*E^x*x^5 - 1920000*x^7)*Log[x] + (-800*E^x*x^4 + 960000*x^6)*Log[x]^2)*Log[Log[16]]^2 + (-25600*E^x*x^4 + 10240000*x^6 + (25600*E^x*x^3 - 10240000*x^5)*Log[x])*Log[Log[16]]^3 + (256*E^(2*x) - 204800*E^x*x^2 + 40960000*x^4)*Log[Log[16]]^4),x]","\int \frac{\left(-800 x^5+2000 x^6+\left(800 x^4-3200 x^5\right) \log (x)+1200 x^4 \log ^2(x)\right) \log ^2(\log (16))+\left(-12800 x^3+38400 x^4-25600 x^3 \log (x)\right) \log ^3(\log (16))+\left(e^x (256-256 x)+102400 x^2\right) \log ^4(\log (16))}{625 x^{12}-2500 x^{11} \log (x)+3750 x^{10} \log ^2(x)-2500 x^9 \log ^3(x)+625 x^8 \log ^4(x)+\left(40000 x^{10}-120000 x^9 \log (x)+120000 x^8 \log ^2(x)-40000 x^7 \log ^3(x)\right) \log (\log (16))+\left(-800 e^x x^6+960000 x^8+\left(1600 e^x x^5-1920000 x^7\right) \log (x)+\left(-800 e^x x^4+960000 x^6\right) \log ^2(x)\right) \log ^2(\log (16))+\left(-25600 e^x x^4+10240000 x^6+\left(25600 e^x x^3-10240000 x^5\right) \log (x)\right) \log ^3(\log (16))+\left(256 e^{2 x}-204800 e^x x^2+40960000 x^4\right) \log ^4(\log (16))} \, dx","\frac{x}{e^x-25 x^2 \left(\frac{x (\log (x)-x)}{4 \log (\log (16))}-4\right)^2}",1,"204800*Log[Log[16]]^4*Defer[Int][x^2/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 12800*Log[Log[16]]^3*(1 + 8*Log[Log[16]])*Defer[Int][x^3/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] + 51200*Log[Log[16]]^3*Defer[Int][x^4/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 800*Log[Log[16]]^2*(1 + 16*Log[Log[16]])*Defer[Int][x^5/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] + 2400*Log[Log[16]]^2*Defer[Int][x^6/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 400*Log[Log[16]]^2*Defer[Int][x^7/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 38400*Log[Log[16]]^3*Defer[Int][(x^3*Log[x])/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] + 800*Log[Log[16]]^2*(1 + 16*Log[Log[16]])*Defer[Int][(x^4*Log[x])/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 4000*Log[Log[16]]^2*Defer[Int][(x^5*Log[x])/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] + 800*Log[Log[16]]^2*Defer[Int][(x^6*Log[x])/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] + 1600*Log[Log[16]]^2*Defer[Int][(x^4*Log[x]^2)/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 400*Log[Log[16]]^2*Defer[Int][(x^5*Log[x]^2)/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^2, x] - 16*Log[Log[16]]^2*Defer[Int][(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2)^(-1), x] + 16*Log[Log[16]]^2*Defer[Int][x/(25*x^6 - 50*x^5*Log[x] + 25*x^4*Log[x]^2 + 800*x^4*Log[Log[16]] - 800*x^3*Log[x]*Log[Log[16]] - 16*E^x*Log[Log[16]]^2 + 6400*x^2*Log[Log[16]]^2), x]","F",0,0,0,0,-1,"{}"
5483,0,0,0,3.6890181,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(-x+e^x \left(15 x-3 x^2\right) \log (x)\right)}{\log (x)}\right) \left(1+(-1+x) \log (x)+e^x (15-6 x) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^(-x + (-x + E^x*(15*x - 3*x^2)*Log[x])/(E^x*Log[x]))*(1 + (-1 + x)*Log[x] + E^x*(15 - 6*x)*Log[x]^2))/Log[x]^2,x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(-x+e^x \left(15 x-3 x^2\right) \log (x)\right)}{\log (x)}\right) \left(1+(-1+x) \log (x)+e^x (15-6 x) \log ^2(x)\right)}{\log ^2(x)} \, dx","e^{x \left(3 (5-x)-\frac{e^{-x}}{\log (x)}\right)}",1,"15*Defer[Int][E^(15*x - 3*x^2 - x/(E^x*Log[x])), x] - 6*Defer[Int][E^(15*x - 3*x^2 - x/(E^x*Log[x]))*x, x] + Defer[Int][E^(14*x - 3*x^2 - x/(E^x*Log[x]))/Log[x]^2, x] - Defer[Int][E^(14*x - 3*x^2 - x/(E^x*Log[x]))/Log[x], x] + Defer[Int][(E^(14*x - 3*x^2 - x/(E^x*Log[x]))*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
5484,0,0,0,0.5142535,"\int \frac{e^{2 x} \left(-6 x^2+3 x^3\right)+e^x \left(2 x-4 x^2+2 x^3+\left(-24 x^2+12 x^3\right) \log (9)\right)+\left(e^x \left(-2+4 x-2 x^2\right)+\left(-8+16 x-8 x^2\right) \log (9)\right) \log \left(e^x+4 \log (9)\right)}{e^x \left(x^2-2 x^3+x^4\right)+\left(4 x^2-8 x^3+4 x^4\right) \log (9)} \, dx","Int[(E^(2*x)*(-6*x^2 + 3*x^3) + E^x*(2*x - 4*x^2 + 2*x^3 + (-24*x^2 + 12*x^3)*Log[9]) + (E^x*(-2 + 4*x - 2*x^2) + (-8 + 16*x - 8*x^2)*Log[9])*Log[E^x + 4*Log[9]])/(E^x*(x^2 - 2*x^3 + x^4) + (4*x^2 - 8*x^3 + 4*x^4)*Log[9]),x]","\int \frac{e^{2 x} \left(-6 x^2+3 x^3\right)+e^x \left(2 x-4 x^2+2 x^3+\left(-24 x^2+12 x^3\right) \log (9)\right)+\left(e^x \left(-2+4 x-2 x^2\right)+\left(-8+16 x-8 x^2\right) \log (9)\right) \log \left(e^x+4 \log (9)\right)}{e^x \left(x^2-2 x^3+x^4\right)+\left(4 x^2-8 x^3+4 x^4\right) \log (9)} \, dx","\frac{3 e^x}{x-1}+\frac{2 \log \left(e^x+4 \log (9)\right)}{x}",1,"(-3*E^x)/(1 - x) + 2*Log[x] + (2*Log[E^x + 4*Log[9]])/x - 8*Log[9]*Defer[Int][1/(x*(E^x + 4*Log[9])), x] - 2*Defer[Int][E^x/(x*(E^x + 4*Log[9])), x]","F",0,0,0,0,-1,"{}"
5485,1,20,0,0.0108292,"\int \frac{1}{2} \left(2+e^{x/2}+2 e^4 \log \left(\frac{9}{4}\right)\right) \, dx","Int[(2 + E^(x/2) + 2*E^4*Log[9/4])/2,x]","e^{x/2}+x \left(1+e^4 \log \left(\frac{9}{4}\right)\right)","x+e^{x/2}+e^4 \left(x \log \left(\frac{9}{4}\right)+2\right)+4",1,"E^(x/2) + x*(1 + E^4*Log[9/4])","A",3,2,22,0.09091,1,"{12, 2194}"
5486,1,22,0,0.0061057,"\int \frac{72+e^{2+x}+54 x}{3 e^2} \, dx","Int[(72 + E^(2 + x) + 54*x)/(3*E^2),x]","\frac{9 x^2}{e^2}+\frac{24 x}{e^2}+\frac{e^x}{3}","\frac{(3 x+4)^2}{e^2}+\frac{e^x}{3}-2-\log (5)",1,"E^x/3 + (24*x)/E^2 + (9*x^2)/E^2","A",3,2,17,0.1176,1,"{12, 2194}"
5487,0,0,0,0.6258219,"\int \frac{-2+x+2 e^x x+x^2}{-1-3 x-x^2+e^x x^2} \, dx","Int[(-2 + x + 2*E^x*x + x^2)/(-1 - 3*x - x^2 + E^x*x^2),x]","\int \frac{-2+x+2 e^x x+x^2}{-1-3 x-x^2+e^x x^2} \, dx","\log \left(25 e \left(e^x x^2-x-(x+1)^2\right)\right)-x",1,"2*Log[x] + 4*Defer[Int][(-1 - 3*x - x^2 + E^x*x^2)^(-1), x] + 2*Defer[Int][1/(x*(-1 - 3*x - x^2 + E^x*x^2)), x] + 3*Defer[Int][x/(-1 - 3*x - x^2 + E^x*x^2), x] + Defer[Int][x^2/(-1 - 3*x - x^2 + E^x*x^2), x]","F",0,0,0,0,-1,"{}"
5488,1,20,0,0.0133392,"\int \frac{\frac{e^5}{x}+16 e^{32 e^6+16 x} x}{x} \, dx","Int[(E^5/x + 16*E^(32*E^6 + 16*x)*x)/x,x]","e^{16 x+32 e^6}-\frac{e^5}{x}","e^{16 x+32 e^6}-\frac{e^5}{x}",1,"E^(32*E^6 + 16*x) - E^5/x","A",3,2,26,0.07692,1,"{14, 2194}"
5489,1,11,0,0.0034166,"\int \frac{5+10 x}{1+x+x^2+\log (3)} \, dx","Int[(5 + 10*x)/(1 + x + x^2 + Log[3]),x]","5 \log \left(x^2+x+1+\log (3)\right)","5 \log \left((x+1)^2-x+\log (3)\right)",1,"5*Log[1 + x + x^2 + Log[3]]","A",1,1,16,0.06250,1,"{628}"
5490,1,6,0,0.0021212,"\int \frac{1-4 x}{x} \, dx","Int[(1 - 4*x)/x,x]","\log (x)-4 x","x \left(\frac{-x+\log (x)-5}{x}-3\right)",1,"-4*x + Log[x]","A",2,1,9,0.1111,1,"{43}"
5491,1,41,0,0.2526277,"\int \frac{1}{3} e^{\frac{1}{3} \left(4-20 x+4 x^2\right)} \left(-77+12 x+8 x^2\right) \, dx","Int[(E^((4 - 20*x + 4*x^2)/3)*(-77 + 12*x + 8*x^2))/3,x]","e^{\frac{4 x^2}{3}-\frac{20 x}{3}+\frac{4}{3}} x+4 e^{\frac{4 x^2}{3}-\frac{20 x}{3}+\frac{4}{3}}","e^{-4 \left(x-\frac{1}{3} (1-x)^2\right)} (x+4)",1,"4*E^(4/3 - (20*x)/3 + (4*x^2)/3) + E^(4/3 - (20*x)/3 + (4*x^2)/3)*x","A",17,8,30,0.2667,1,"{12, 6742, 2235, 2234, 2204, 2244, 2240, 2241}"
5492,1,99,0,0.1958929,"\int \frac{e^{-\frac{3 e^{-e^{x^2}+2 x}}{x}} \left(-2 x+e^{-e^{x^2}+2 x} \left(6-12 x+12 e^{x^2} x^2\right)\right)}{x^3} \, dx","Int[(-2*x + E^(-E^x^2 + 2*x)*(6 - 12*x + 12*E^x^2*x^2))/(E^((3*E^(-E^x^2 + 2*x))/x)*x^3),x]","\frac{2 e^{-e^{x^2}-\frac{3 e^{2 x-e^{x^2}}}{x}+2 x} \left(2 e^{x^2} x^2-2 x+1\right)}{x^3 \left(\frac{e^{2 x-e^{x^2}}}{x^2}-\frac{2 e^{2 x-e^{x^2}} \left(1-e^{x^2} x\right)}{x}\right)}","\frac{2 e^{-\frac{3 e^{2 x-e^{x^2}}}{x}}}{x}",1,"(2*E^(-E^x^2 - (3*E^(-E^x^2 + 2*x))/x + 2*x)*(1 - 2*x + 2*E^x^2*x^2))/(x^3*(E^(-E^x^2 + 2*x)/x^2 - (2*E^(-E^x^2 + 2*x)*(1 - E^x^2*x))/x))","B",1,1,57,0.01754,1,"{2288}"
5493,-1,0,0,180.0021079,"\int \frac{-2 e^{6-\frac{2}{-4+e^{6-x}}} x^2+e^x \left(16 x^2+e^{12-2 x} x^2-8 e^{6-x} x^2\right)+e^{6-x} (-24-24 x) \log (3)+e^{12-2 x} (3+3 x) \log (3)+(48+48 x) \log (3)}{e^{-\frac{2}{-4+e^{6-x}}+x} \left(16 x^2+e^{12-2 x} x^2-8 e^{6-x} x^2\right)+e^x \left(16 x^3+e^{12-2 x} x^3-8 e^{6-x} x^3\right)-48 x \log (3)-3 e^{12-2 x} x \log (3)+24 e^{6-x} x \log (3)} \, dx","Int[(-2*E^(6 - 2/(-4 + E^(6 - x)))*x^2 + E^x*(16*x^2 + E^(12 - 2*x)*x^2 - 8*E^(6 - x)*x^2) + E^(6 - x)*(-24 - 24*x)*Log[3] + E^(12 - 2*x)*(3 + 3*x)*Log[3] + (48 + 48*x)*Log[3])/(E^(-2/(-4 + E^(6 - x)) + x)*(16*x^2 + E^(12 - 2*x)*x^2 - 8*E^(6 - x)*x^2) + E^x*(16*x^3 + E^(12 - 2*x)*x^3 - 8*E^(6 - x)*x^3) - 48*x*Log[3] - 3*E^(12 - 2*x)*x*Log[3] + 24*E^(6 - x)*x*Log[3]),x]","\text{\$Aborted}","\log \left(x+e^{\frac{2}{4-e^{2 (3-x)+x}}}-\frac{3 e^{-x} \log (3)}{x}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5494,1,33,0,0.0980529,"\int \left(-18+4 x^2-4 \log \left(\frac{10}{x}\right)+\left(-8+6 x^2-2 \log \left(\frac{10}{x}\right)\right) \log \left(x^2\right)\right) \, dx","Int[-18 + 4*x^2 - 4*Log[10/x] + (-8 + 6*x^2 - 2*Log[10/x])*Log[x^2],x]","-2 x \log \left(\frac{10}{x}\right) \log \left(x^2\right)-10 x \log \left(x^2\right)+2 x^3 \log \left(x^2\right)+2 x","2 \left(x \left(x^2-\log \left(\frac{10}{x}\right)-5\right) \log \left(x^2\right)+x\right)+20",1,"2*x - 10*x*Log[x^2] + 2*x^3*Log[x^2] - 2*x*Log[10/x]*Log[x^2]","A",11,6,35,0.1714,1,"{2295, 6741, 12, 6742, 2304, 2361}"
5495,1,47,0,0.0679214,"\int \frac{32-226 x^2-64 x^3+\left(-16+65 x^2\right) \log (4)+e^x \left(-32 x^3+16 x^3 \log (4)\right)}{-2 x^2+x^2 \log (4)} \, dx","Int[(32 - 226*x^2 - 64*x^3 + (-16 + 65*x^2)*Log[4] + E^x*(-32*x^3 + 16*x^3*Log[4]))/(-2*x^2 + x^2*Log[4]),x]","\frac{32 x^2}{2-\log (4)}+16 e^x x-16 e^x+\frac{16}{x}+\frac{2 x (113-65 \log (2))}{2-\log (4)}","x-16 (x-1) \left(-e^x+\frac{1}{x}+\frac{2 (x+4)}{\log (4)-2}-4\right)",1,"-16*E^x + 16/x + 16*E^x*x + (32*x^2)/(2 - Log[4]) + (2*x*(113 - 65*Log[2]))/(2 - Log[4])","A",8,5,54,0.09259,1,"{6, 12, 14, 2176, 2194}"
5496,1,16,0,0.0209525,"\int \frac{1+3 x^2+2 e^{-2+x^2} x^3}{x^2} \, dx","Int[(1 + 3*x^2 + 2*E^(-2 + x^2)*x^3)/x^2,x]","e^{x^2-2}+3 x-\frac{1}{x}","e^{x^2-2}+3 x-\frac{1}{x}-5",1,"E^(-2 + x^2) - x^(-1) + 3*x","A",5,2,23,0.08696,1,"{14, 2209}"
5497,0,0,0,0.475189,"\int \frac{-7680-65280 x+3840 x \log (4 x)}{-6859 x+13718 x^2-6859 x^3+\left(1083 x-2166 x^2+1083 x^3\right) \log (4 x)+\left(-57 x+114 x^2-57 x^3\right) \log ^2(4 x)+\left(x-2 x^2+x^3\right) \log ^3(4 x)} \, dx","Int[(-7680 - 65280*x + 3840*x*Log[4*x])/(-6859*x + 13718*x^2 - 6859*x^3 + (1083*x - 2166*x^2 + 1083*x^3)*Log[4*x] + (-57*x + 114*x^2 - 57*x^3)*Log[4*x]^2 + (x - 2*x^2 + x^3)*Log[4*x]^3),x]","\int \frac{-7680-65280 x+3840 x \log (4 x)}{-6859 x+13718 x^2-6859 x^3+\left(1083 x-2166 x^2+1083 x^3\right) \log (4 x)+\left(-57 x+114 x^2-57 x^3\right) \log ^2(4 x)+\left(x-2 x^2+x^3\right) \log ^3(4 x)} \, dx","\frac{3840}{(1-x) (\log (4 x)-19)^2}",1,"7680*Defer[Int][1/((-1 + x)*x*(-19 + Log[4*x])^3), x] + 3840*Defer[Int][1/((-1 + x)^2*(-19 + Log[4*x])^2), x]","F",0,0,0,0,-1,"{}"
5498,0,0,0,68.5708126,"\int \frac{5 e^{2 x}+3 x \log (2)+e^{5+x} \left(3 e^x+3 \log (2)\right)+e^x (3+5 x \log (2))+e^{5+x} \left(3 e^x+3 x \log (2)\right) \log \left(\frac{e^x+x \log (2)}{\log (2)}\right)}{5 e^{2 x}+\left(6 x+3 x^2\right) \log (2)+e^x (6+3 x+5 x \log (2))+e^{5+x} \left(3 e^x+3 x \log (2)\right) \log \left(\frac{e^x+x \log (2)}{\log (2)}\right)} \, dx","Int[(5*E^(2*x) + 3*x*Log[2] + E^(5 + x)*(3*E^x + 3*Log[2]) + E^x*(3 + 5*x*Log[2]) + E^(5 + x)*(3*E^x + 3*x*Log[2])*Log[(E^x + x*Log[2])/Log[2]])/(5*E^(2*x) + (6*x + 3*x^2)*Log[2] + E^x*(6 + 3*x + 5*x*Log[2]) + E^(5 + x)*(3*E^x + 3*x*Log[2])*Log[(E^x + x*Log[2])/Log[2]]),x]","\int \frac{5 e^{2 x}+3 x \log (2)+e^{5+x} \left(3 e^x+3 \log (2)\right)+e^x (3+5 x \log (2))+e^{5+x} \left(3 e^x+3 x \log (2)\right) \log \left(\frac{e^x+x \log (2)}{\log (2)}\right)}{5 e^{2 x}+\left(6 x+3 x^2\right) \log (2)+e^x (6+3 x+5 x \log (2))+e^{5+x} \left(3 e^x+3 x \log (2)\right) \log \left(\frac{e^x+x \log (2)}{\log (2)}\right)} \, dx","\log \left(x+\frac{5 e^x}{3}+e^{x+5} \log \left(x+\frac{e^x}{\log (2)}\right)+2\right)",1,"x + 3*E^5*Defer[Int][(5 + 3*E^5*Log[x + E^x/Log[2]])^(-1), x] + 3*E^5*Log[2]^2*Defer[Int][x/((-E^x - x*Log[2])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 3*E^5*Log[2]^2*Defer[Int][x^2/((E^x + x*Log[2])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 18*(5 + E^5*(6 - Log[32]))*Defer[Int][1/((-5 - 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 9*(10 + E^5*(12 - 5*Log[2]) + (5*Log[2]*(3 - Log[32]))/Log[8])*Defer[Int][x/((-5 - 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 3*(15 + 9*E^5 - 5*Log[32])*Defer[Int][x^2/((-5 - 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 54*E^5*(1 - E^5*Log[2])*Defer[Int][Log[x + E^x/Log[2]]/((-5 - 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] - 9*E^5*(9 - E^5*Log[8] - Log[1024])*Defer[Int][(x*Log[x + E^x/Log[2]])/((5 + 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] - 9*E^5*(3 - Log[1024])*Defer[Int][(x^2*Log[x + E^x/Log[2]])/((5 + 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 27*E^10*Log[2]*Defer[Int][(x*Log[x + E^x/Log[2]]^2)/((5 + 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x] + 27*E^10*Log[2]*Defer[Int][(x^2*Log[x + E^x/Log[2]]^2)/((5 + 3*E^5*Log[x + E^x/Log[2]])*(6 + 5*E^x + 3*x + 3*E^(5 + x)*Log[x + E^x/Log[2]])*(6 + 3*x*(1 - Log[32]/3) - 3*E^5*x*Log[2]*Log[x + E^x/Log[2]])), x]","F",0,0,0,0,-1,"{}"
5499,1,16,0,0.0821512,"\int \frac{150+e^x (12-2 x)-60 x+6 x^2}{25-10 x+x^2} \, dx","Int[(150 + E^x*(12 - 2*x) - 60*x + 6*x^2)/(25 - 10*x + x^2),x]","6 x+\frac{2 e^x}{5-x}","2 \left(3 x-\frac{e^x}{x-5}-2\right)",1,"(2*E^x)/(5 - x) + 6*x","A",4,3,30,0.1000,1,"{27, 6688, 2197}"
5500,0,0,0,4.1517966,"\int \frac{e^x x+5 x \log \left(x^2\right)+e^{-e^{\log ^4\left(e^x+5 \log \left(x^2\right)\right)}+x} \left(e^x x+5 x \log \left(x^2\right)+e^{\log ^4\left(e^x+5 \log \left(x^2\right)\right)} \left(-40-4 e^x x\right) \log ^3\left(e^x+5 \log \left(x^2\right)\right)\right)}{e^x x+5 x \log \left(x^2\right)} \, dx","Int[(E^x*x + 5*x*Log[x^2] + E^(-E^Log[E^x + 5*Log[x^2]]^4 + x)*(E^x*x + 5*x*Log[x^2] + E^Log[E^x + 5*Log[x^2]]^4*(-40 - 4*E^x*x)*Log[E^x + 5*Log[x^2]]^3))/(E^x*x + 5*x*Log[x^2]),x]","\int \frac{e^x x+5 x \log \left(x^2\right)+e^{-e^{\log ^4\left(e^x+5 \log \left(x^2\right)\right)}+x} \left(e^x x+5 x \log \left(x^2\right)+e^{\log ^4\left(e^x+5 \log \left(x^2\right)\right)} \left(-40-4 e^x x\right) \log ^3\left(e^x+5 \log \left(x^2\right)\right)\right)}{e^x x+5 x \log \left(x^2\right)} \, dx","e^{x-e^{\log ^4\left(5 \log \left(x^2\right)+e^x\right)}}+x+4",1,"x + Defer[Int][E^(-E^Log[E^x + 5*Log[x^2]]^4 + x), x] - 4*Defer[Int][E^(-E^Log[E^x + 5*Log[x^2]]^4 + x + Log[E^x + 5*Log[x^2]]^4)*Log[E^x + 5*Log[x^2]]^3, x] - 40*Defer[Int][(E^(-E^Log[E^x + 5*Log[x^2]]^4 + x + Log[E^x + 5*Log[x^2]]^4)*Log[E^x + 5*Log[x^2]]^3)/(x*(E^x + 5*Log[x^2])), x] + 20*Defer[Int][(E^(-E^Log[E^x + 5*Log[x^2]]^4 + x + Log[E^x + 5*Log[x^2]]^4)*Log[x^2]*Log[E^x + 5*Log[x^2]]^3)/(E^x + 5*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
5501,0,0,0,0.8397928,"\int \frac{4 x^3+e^{e^{x^2}} \left(2-4 e^{x^2} x^2\right)}{e^{2 e^{x^2}}-2 e^{e^{x^2}} x^3+x^6} \, dx","Int[(4*x^3 + E^E^x^2*(2 - 4*E^x^2*x^2))/(E^(2*E^x^2) - 2*E^E^x^2*x^3 + x^6),x]","\int \frac{4 x^3+e^{e^{x^2}} \left(2-4 e^{x^2} x^2\right)}{e^{2 e^{x^2}}-2 e^{e^{x^2}} x^3+x^6} \, dx","2 \left(\frac{x}{e^{e^{x^2}}-x^3}+e^5+4\right)",1,"-4*Defer[Int][(E^(E^x^2 + x^2)*x^2)/(E^E^x^2 - x^3)^2, x] + 2*Defer[Int][(E^E^x^2 - x^3)^(-1), x] + 6*Defer[Int][x^3/(-E^E^x^2 + x^3)^2, x]","F",0,0,0,0,-1,"{}"
5502,1,75,0,0.0537044,"\int e^{\frac{-x+4 x^3-16 \log ^2(x)}{x}} \left(4 x+16 x^3-64 \log (x)+32 \log ^2(x)\right) \, dx","Int[E^((-x + 4*x^3 - 16*Log[x]^2)/x)*(4*x + 16*x^3 - 64*Log[x] + 32*Log[x]^2),x]","-\frac{16 e^{-\frac{-4 x^3+x+16 \log ^2(x)}{x}} \left(x^3+2 \log ^2(x)-4 \log (x)\right)}{\frac{-12 x^2+\frac{32 \log (x)}{x}+1}{x}-\frac{-4 x^3+x+16 \log ^2(x)}{x^2}}","2 x^2 e^{4 x^2-\frac{4 \left(x+4 \log ^2(x)\right)}{x}+3}",1,"(-16*(x^3 - 4*Log[x] + 2*Log[x]^2))/(E^((x - 4*x^3 + 16*Log[x]^2)/x)*((1 - 12*x^2 + (32*Log[x])/x)/x - (x - 4*x^3 + 16*Log[x]^2)/x^2))","B",1,1,41,0.02439,1,"{2288}"
5503,1,32,0,0.3443448,"\int \frac{-36 x+13 x^2-x^3+\left(640-340 x+40 x^2\right) \log (x)+\left(320-160 x+20 x^2\right) \log \left(4 x^2\right)}{16 x-8 x^2+x^3} \, dx","Int[(-36*x + 13*x^2 - x^3 + (640 - 340*x + 40*x^2)*Log[x] + (320 - 160*x + 20*x^2)*Log[4*x^2])/(16*x - 8*x^2 + x^3),x]","5 \log ^2\left(4 x^2\right)-x+20 \log ^2(x)-\frac{5 x \log (x)}{4-x}","-5 \log (x) \left(\frac{x}{4-x}-4 \log \left(4 x^2\right)\right)-x+5",1,"-x - (5*x*Log[x])/(4 - x) + 20*Log[x]^2 + 5*Log[4*x^2]^2","A",14,8,59,0.1356,1,"{1594, 27, 6742, 43, 2357, 2314, 31, 2301}"
5504,1,38,0,0.1808281,"\int \frac{e^9 \left(-10-100 x^3\right)+e^{10} \left(-25-50 x-250 x^3-125 x^4\right)}{4 e^8 x^2+e^9 \left(20 x^2+20 x^3\right)+e^{10} \left(25 x^2+50 x^3+25 x^4\right)} \, dx","Int[(E^9*(-10 - 100*x^3) + E^10*(-25 - 50*x - 250*x^3 - 125*x^4))/(4*E^8*x^2 + E^9*(20*x^2 + 20*x^3) + E^10*(25*x^2 + 50*x^3 + 25*x^4)),x]","\frac{5 e^2-(2+5 e)^2 x}{e x (5 e x+5 e+2)}-5 x","\frac{1-5 x^3}{x \left(x+\frac{2}{5 e}+1\right)}",1,"-5*x + (5*E^2 - (2 + 5*E)^2*x)/(E*x*(2 + 5*E + 5*E*x))","A",5,5,78,0.06410,1,"{1680, 12, 1814, 21, 8}"
5505,1,23,0,0.0198097,"\int e^{-\frac{4 (-3+\log (3))}{\log (2)}} \left(-e^{\frac{4 (-3+\log (3))}{\log (2)}}-4 x^3\right) \, dx","Int[(-E^((4*(-3 + Log[3]))/Log[2]) - 4*x^3)/E^((4*(-3 + Log[3]))/Log[2]),x]","x^4 \left(-e^{\frac{4 (3-\log (3))}{\log (2)}}\right)-x","x^4 \left(-e^{\frac{4 (3-\log (3))}{\log (2)}}\right)-x",1,"-x - E^((4*(3 - Log[3]))/Log[2])*x^4","A",2,1,33,0.03030,1,"{12}"
5506,0,0,0,3.6718696,"\int \frac{e^{x^2+(1-2 x) \log (x)+\log ^2(x)} \left(-48+30 x-12 x^2-36 x^3+\left(-48+12 x+36 x^2\right) \log (x)\right)}{16+24 x+9 x^2} \, dx","Int[(E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)*(-48 + 30*x - 12*x^2 - 36*x^3 + (-48 + 12*x + 36*x^2)*Log[x]))/(16 + 24*x + 9*x^2),x]","\int \frac{e^{x^2+(1-2 x) \log (x)+\log ^2(x)} \left(-48+30 x-12 x^2-36 x^3+\left(-48+12 x+36 x^2\right) \log (x)\right)}{16+24 x+9 x^2} \, dx","\frac{2 x^2 e^{(\log (x)-x)^2}}{-x-\frac{4}{3}}+4",1,"(28*Defer[Int][E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2), x])/3 - 4*Defer[Int][E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)*x, x] - 24*Defer[Int][E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)/(4 + 3*x)^2, x] - (130*Defer[Int][E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)/(4 + 3*x), x])/3 + 4*Defer[Int][E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)*Log[x], x] - 28*Defer[Int][(E^(x^2 + (1 - 2*x)*Log[x] + Log[x]^2)*Log[x])/(4 + 3*x), x]","F",0,0,0,0,-1,"{}"
5507,1,17,0,0.0082828,"\int \frac{-2 e^{8+2 x}+3 \log (5)}{3 \log (5)} \, dx","Int[(-2*E^(8 + 2*x) + 3*Log[5])/(3*Log[5]),x]","x-\frac{e^{2 x+8}}{3 \log (5)}","x-\frac{e^{2 (x+4)}}{3 \log (5)}-6",1,"x - E^(8 + 2*x)/(3*Log[5])","A",3,2,22,0.09091,1,"{12, 2194}"
5508,1,16,0,0.0080496,"\int \frac{3+2 x+3 x \log (4)}{4 x} \, dx","Int[(3 + 2*x + 3*x*Log[4])/(4*x),x]","\frac{1}{4} x (2+\log (64))+\frac{3 \log (x)}{4}","-x+\frac{3}{4} (2 x+x \log (4)+\log (x))-1",1,"(x*(2 + Log[64]))/4 + (3*Log[x])/4","A",4,3,17,0.1765,1,"{6, 12, 43}"
5509,1,17,0,0.017531,"\int -81 e^{\frac{1}{2} \left(15-27 e^{2 x}\right)+2 x} \, dx","Int[-81*E^((15 - 27*E^(2*x))/2 + 2*x),x]","3 e^{\frac{15}{2}-\frac{27 e^{2 x}}{2}}","3 e^{\frac{3}{2} \left(5-9 e^{2 x}\right)}",1,"3*E^(15/2 - (27*E^(2*x))/2)","A",3,3,21,0.1429,1,"{12, 2282, 2194}"
5510,0,0,0,1.8487707,"\int \frac{-2 e^{4 x}-8 e^{3 x} x+8 x^2-16 x^3-2 x^4+e^{2 x} \left(4 x-32 x^2+4 e^5 x^2\right)+e^5 \left(-2 x^2+4 x^3\right)+e^x \left(-12 x^2-28 x^3+e^5 \left(4 x^2+4 x^3\right)\right)}{e^{2+4 x} x^2+4 e^{2+3 x} x^3+e^{2+2 x} \left(-2 x^3+6 x^4\right)+e^{2+x} \left(-4 x^4+4 x^5\right)+e^2 \left(x^4-2 x^5+x^6\right)} \, dx","Int[(-2*E^(4*x) - 8*E^(3*x)*x + 8*x^2 - 16*x^3 - 2*x^4 + E^(2*x)*(4*x - 32*x^2 + 4*E^5*x^2) + E^5*(-2*x^2 + 4*x^3) + E^x*(-12*x^2 - 28*x^3 + E^5*(4*x^2 + 4*x^3)))/(E^(2 + 4*x)*x^2 + 4*E^(2 + 3*x)*x^3 + E^(2 + 2*x)*(-2*x^3 + 6*x^4) + E^(2 + x)*(-4*x^4 + 4*x^5) + E^2*(x^4 - 2*x^5 + x^6)),x]","\int \frac{-2 e^{4 x}-8 e^{3 x} x+8 x^2-16 x^3-2 x^4+e^{2 x} \left(4 x-32 x^2+4 e^5 x^2\right)+e^5 \left(-2 x^2+4 x^3\right)+e^x \left(-12 x^2-28 x^3+e^5 \left(4 x^2+4 x^3\right)\right)}{e^{2+4 x} x^2+4 e^{2+3 x} x^3+e^{2+2 x} \left(-2 x^3+6 x^4\right)+e^{2+x} \left(-4 x^4+4 x^5\right)+e^2 \left(x^4-2 x^5+x^6\right)} \, dx","\frac{\frac{2}{x}-\frac{2 \left(5-e^5\right)}{x-\left(x+e^x\right)^2}}{e^2}",1,"2/(E^2*x) + (2*(5 - E^5)*Defer[Int][(E^(2*x) - x + 2*E^x*x + x^2)^(-2), x])/E^2 - (4*(5 - E^5)*Defer[Int][E^x/(E^(2*x) - x + 2*E^x*x + x^2)^2, x])/E^2 - (8*(5 - E^5)*Defer[Int][x/(E^(2*x) - x + 2*E^x*x + x^2)^2, x])/E^2 + (4*(5 - E^5)*Defer[Int][(E^x*x)/(E^(2*x) - x + 2*E^x*x + x^2)^2, x])/E^2 + (4*(5 - E^5)*Defer[Int][x^2/(E^(2*x) - x + 2*E^x*x + x^2)^2, x])/E^2 - (4*(5 - E^5)*Defer[Int][(E^(2*x) - x + 2*E^x*x + x^2)^(-1), x])/E^2","F",0,0,0,0,-1,"{}"
5511,0,0,0,2.8089101,"\int \frac{-10 x-20 e^{10} x+20 x^2+e^5 \left(-30 x+20 x^2\right)+\left(-4-4 e^{10}+4 x+e^5 (-8+4 x)\right) \log (3)+\left(-20 x^2-20 e^5 x^2+5 x^3+\left(-4 x-4 e^5 x+x^2\right) \log (3)\right) \log (4)+\left(-5 x^3-x^2 \log (3)\right) \log ^2(4)+\left(10 x+10 e^5 x+\left(2+2 e^5\right) \log (3)+\left(-20 x-20 e^5 x+10 x^2+\left(-4-4 e^5+2 x\right) \log (3)\right) \log (4)+\left(-10 x^2-2 x \log (3)\right) \log ^2(4)\right) \log \left(\frac{1}{5} (5 x+\log (3))\right)+\left((5 x+\log (3)) \log (4)+(-5 x-\log (3)) \log ^2(4)\right) \log ^2\left(\frac{1}{5} (5 x+\log (3))\right)}{20 x+40 e^5 x+20 e^{10} x+\left(4+8 e^5+4 e^{10}\right) \log (3)+\left(20 x^2+20 e^5 x^2+\left(4 x+4 e^5 x\right) \log (3)\right) \log (4)+\left(5 x^3+x^2 \log (3)\right) \log ^2(4)+\left(\left(20 x+20 e^5 x+\left(4+4 e^5\right) \log (3)\right) \log (4)+\left(10 x^2+2 x \log (3)\right) \log ^2(4)\right) \log \left(\frac{1}{5} (5 x+\log (3))\right)+(5 x+\log (3)) \log ^2(4) \log ^2\left(\frac{1}{5} (5 x+\log (3))\right)} \, dx","Int[(-10*x - 20*E^10*x + 20*x^2 + E^5*(-30*x + 20*x^2) + (-4 - 4*E^10 + 4*x + E^5*(-8 + 4*x))*Log[3] + (-20*x^2 - 20*E^5*x^2 + 5*x^3 + (-4*x - 4*E^5*x + x^2)*Log[3])*Log[4] + (-5*x^3 - x^2*Log[3])*Log[4]^2 + (10*x + 10*E^5*x + (2 + 2*E^5)*Log[3] + (-20*x - 20*E^5*x + 10*x^2 + (-4 - 4*E^5 + 2*x)*Log[3])*Log[4] + (-10*x^2 - 2*x*Log[3])*Log[4]^2)*Log[(5*x + Log[3])/5] + ((5*x + Log[3])*Log[4] + (-5*x - Log[3])*Log[4]^2)*Log[(5*x + Log[3])/5]^2)/(20*x + 40*E^5*x + 20*E^10*x + (4 + 8*E^5 + 4*E^10)*Log[3] + (20*x^2 + 20*E^5*x^2 + (4*x + 4*E^5*x)*Log[3])*Log[4] + (5*x^3 + x^2*Log[3])*Log[4]^2 + ((20*x + 20*E^5*x + (4 + 4*E^5)*Log[3])*Log[4] + (10*x^2 + 2*x*Log[3])*Log[4]^2)*Log[(5*x + Log[3])/5] + (5*x + Log[3])*Log[4]^2*Log[(5*x + Log[3])/5]^2),x]","\int \frac{-10 x-20 e^{10} x+20 x^2+e^5 \left(-30 x+20 x^2\right)+\left(-4-4 e^{10}+4 x+e^5 (-8+4 x)\right) \log (3)+\left(-20 x^2-20 e^5 x^2+5 x^3+\left(-4 x-4 e^5 x+x^2\right) \log (3)\right) \log (4)+\left(-5 x^3-x^2 \log (3)\right) \log ^2(4)+\left(10 x+10 e^5 x+\left(2+2 e^5\right) \log (3)+\left(-20 x-20 e^5 x+10 x^2+\left(-4-4 e^5+2 x\right) \log (3)\right) \log (4)+\left(-10 x^2-2 x \log (3)\right) \log ^2(4)\right) \log \left(\frac{1}{5} (5 x+\log (3))\right)+\left((5 x+\log (3)) \log (4)+(-5 x-\log (3)) \log ^2(4)\right) \log ^2\left(\frac{1}{5} (5 x+\log (3))\right)}{20 x+40 e^5 x+20 e^{10} x+\left(4+8 e^5+4 e^{10}\right) \log (3)+\left(20 x^2+20 e^5 x^2+\left(4 x+4 e^5 x\right) \log (3)\right) \log (4)+\left(5 x^3+x^2 \log (3)\right) \log ^2(4)+\left(\left(20 x+20 e^5 x+\left(4+4 e^5\right) \log (3)\right) \log (4)+\left(10 x^2+2 x \log (3)\right) \log ^2(4)\right) \log \left(\frac{1}{5} (5 x+\log (3))\right)+(5 x+\log (3)) \log ^2(4) \log ^2\left(\frac{1}{5} (5 x+\log (3))\right)} \, dx","\frac{x}{\frac{2 \left(1+e^5\right)}{x+\log \left(x+\frac{\log (3)}{5}\right)}+\log (4)}-x",1,"(x*(1 - Log[4]))/Log[4] + ((1 + E^5)*(Log[4]*Log[9]*Log[16] - Log[4]^2*Log[81] + Log[1048576])*Defer[Int][(2*(1 + E^5) + x*Log[4] + Log[4]*Log[x + Log[3]/5])^(-2), x])/(5*Log[4]) + 2*(1 + E^5)*Defer[Int][x/(2*(1 + E^5) + x*Log[4] + Log[4]*Log[x + Log[3]/5])^2, x] - ((1 + E^5)*Log[3]*(Log[4]*Log[9]*Log[16] - Log[4]^2*Log[81] + Log[1048576])*Defer[Int][1/((5*x + Log[3])*(2*(1 + E^5) + x*Log[4] + Log[4]*Log[x + Log[3]/5])^2), x])/(5*Log[4]) - (2*(1 + E^5)*Defer[Int][(2*(1 + E^5) + x*Log[4] + Log[4]*Log[x + Log[3]/5])^(-1), x])/Log[4]","F",0,0,0,0,-1,"{}"
5512,1,16,0,0.0932868,"\int \frac{10 x+2 \log (5)}{5 x^2+x \log (5) \log \left(-\frac{x}{5}\right)} \, dx","Int[(10*x + 2*Log[5])/(5*x^2 + x*Log[5]*Log[-1/5*x]),x]","2 \log \left(5 x+\log (5) \log \left(-\frac{x}{5}\right)\right)","\log \left(\left(3 x+\frac{3}{5} \log (5) \log \left(-\frac{x}{5}\right)\right)^2\right)",1,"2*Log[5*x + Log[5]*Log[-1/5*x]]","A",2,2,27,0.07407,1,"{2561, 6684}"
5513,1,28,0,0.071629,"\int \frac{-4+e^{24} \left(256-4 x^2\right)+e^{48} \left(-4096-6 x+128 x^2-x^4\right)}{4+e^{24} \left(-256+4 x^2\right)+e^{48} \left(4096-128 x^2+x^4\right)} \, dx","Int[(-4 + E^24*(256 - 4*x^2) + E^48*(-4096 - 6*x + 128*x^2 - x^4))/(4 + E^24*(-256 + 4*x^2) + E^48*(4096 - 128*x^2 + x^4)),x]","\frac{3 e^{24}}{e^{24} x^2+2 \left(1-32 e^{24}\right)}-x","\frac{3}{x^2+\frac{2}{e^{24}}-64}-x-\frac{2}{5}",1,"-x + (3*E^24)/(2*(1 - 32*E^24) + E^24*x^2)","A",5,5,62,0.08065,1,"{1994, 28, 1814, 21, 8}"
5514,1,4,0,0.0005922,"\int -e \, dx","Int[-E,x]","-e x","4-e x",1,"-(E*x)","A",1,1,3,0.3333,1,"{8}"
5515,0,0,0,0.7212912,"\int \frac{e^{\frac{1}{10} \left(1-5 e^{\frac{-1+x^2}{x}} x\right)+\frac{-1+x^2}{x}} \left(1+x+x^2\right)}{40 x} \, dx","Int[(E^((1 - 5*E^((-1 + x^2)/x)*x)/10 + (-1 + x^2)/x)*(1 + x + x^2))/(40*x),x]","\int \frac{e^{\frac{1}{10} \left(1-5 e^{\frac{-1+x^2}{x}} x\right)+\frac{-1+x^2}{x}} \left(1+x+x^2\right)}{40 x} \, dx","1-\frac{1}{20} e^{\frac{1}{2} \left(\frac{1}{5}-e^{x-\frac{1}{x}} x\right)}",1,"Defer[Int][E^((1 - 5*E^((-1 + x^2)/x)*x)/10 + (-1 + x^2)/x), x]/40 + Defer[Int][E^((1 - 5*E^((-1 + x^2)/x)*x)/10 + (-1 + x^2)/x)/x, x]/40 + Defer[Int][E^((1 - 5*E^((-1 + x^2)/x)*x)/10 + (-1 + x^2)/x)*x, x]/40","F",0,0,0,0,-1,"{}"
5516,0,0,0,4.1458186,"\int \frac{\exp \left(-3+\exp \left(\frac{-e^5 x+e^3 \left(9 x^2+9 x^3\right) \log (2)}{9 e^3 \log (2)}\right) x+\frac{-e^5 x+e^3 \left(9 x^2+9 x^3\right) \log (2)}{9 e^3 \log (2)}\right) \left(-e^5 x+e^3 \left(9+18 x^2+27 x^3\right) \log (2)\right)}{9 \log (2)} \, dx","Int[(E^(-3 + E^((-(E^5*x) + E^3*(9*x^2 + 9*x^3)*Log[2])/(9*E^3*Log[2]))*x + (-(E^5*x) + E^3*(9*x^2 + 9*x^3)*Log[2])/(9*E^3*Log[2]))*(-(E^5*x) + E^3*(9 + 18*x^2 + 27*x^3)*Log[2]))/(9*Log[2]),x]","\int \frac{\exp \left(-3+\exp \left(\frac{-e^5 x+e^3 \left(9 x^2+9 x^3\right) \log (2)}{9 e^3 \log (2)}\right) x+\frac{-e^5 x+e^3 \left(9 x^2+9 x^3\right) \log (2)}{9 e^3 \log (2)}\right) \left(-e^5 x+e^3 \left(9+18 x^2+27 x^3\right) \log (2)\right)}{9 \log (2)} \, dx","e^{x e^{x \left(x^2+x-\frac{e^2}{9 \log (2)}\right)}}",1,"(Log[512]*Defer[Int][E^(E^(x*(x + x^2 - E^2/Log[512]))*x + x^2 + x^3 - (E^2*x)/Log[512]), x])/(9*Log[2]) - Defer[Int][E^(2 + E^(x*(x + x^2 - E^2/Log[512]))*x + x^2 + x^3 - (E^2*x)/Log[512])*x, x]/(9*Log[2]) + (Log[4]*Defer[Int][E^(E^(x*(x + x^2 - E^2/Log[512]))*x + x^2 + x^3 - (E^2*x)/Log[512])*x^2, x])/Log[2] + (Log[8]*Defer[Int][E^(E^(x*(x + x^2 - E^2/Log[512]))*x + x^2 + x^3 - (E^2*x)/Log[512])*x^3, x])/Log[2]","F",0,0,0,0,-1,"{}"
5517,1,8,0,0.047709,"\int \frac{-2+\log \left(x^2\right)}{\log ^2\left(x^2\right)} \, dx","Int[(-2 + Log[x^2])/Log[x^2]^2,x]","\frac{x}{\log \left(x^2\right)}","\frac{x}{\log \left(x^2\right)}",1,"x/Log[x^2]","A",7,4,13,0.3077,1,"{2360, 2297, 2300, 2178}"
5518,1,24,0,0.0496733,"\int \frac{4-6 x+5 x^2-x^3}{2 x-3 x^2+x^3} \, dx","Int[(4 - 6*x + 5*x^2 - x^3)/(2*x - 3*x^2 + x^3),x]","-x-2 \log (1-x)+2 \log (2-x)+2 \log (x)","\log \left(\frac{6480 (2-x)^2 x^2}{(1-x)^2}\right)-x",1,"-x - 2*Log[1 - x] + 2*Log[2 - x] + 2*Log[x]","A",3,2,30,0.06667,1,"{1594, 1628}"
5519,1,60,0,0.134247,"\int \left(200 x+120 x^2+16 x^3+e^{2 x} \left(-2 x+2 x^2\right)+e^x \left(-20+12 x+28 x^2+4 x^3\right)\right) \, dx","Int[200*x + 120*x^2 + 16*x^3 + E^(2*x)*(-2*x + 2*x^2) + E^x*(-20 + 12*x + 28*x^2 + 4*x^3),x]","4 x^4+4 e^x x^3+40 x^3+16 e^x x^2+e^{2 x} x^2+100 x^2-20 e^x x-2 e^{2 x} x+e^{2 x}","\left(x \left(2 x+e^x+10\right)-e^x\right)^2+1",1,"E^(2*x) - 20*E^x*x - 2*E^(2*x)*x + 100*x^2 + 16*E^x*x^2 + E^(2*x)*x^2 + 40*x^3 + 4*E^x*x^3 + 4*x^4","B",21,4,48,0.08333,1,"{1593, 2196, 2176, 2194}"
5520,1,132,0,0.1300574,"\int \frac{2+e \left(432+14256 x+20880 x^2+230416 x^3+185600 x^4+1216512 x^5+458752 x^6+2097152 x^7\right)+e \left(-432-14112 x-13872 x^2-150528 x^3-61440 x^4-393216 x^5\right) \log (4)+e \left(144+4656 x+2304 x^2+24576 x^3\right) \log ^2(4)+e (-16-512 x) \log ^3(4)}{x+e \left(162+216 x+3564 x^2+3480 x^3+28802 x^4+18560 x^5+101376 x^6+32768 x^7+131072 x^8\right)+e \left(-216-216 x-3528 x^2-2312 x^3-18816 x^4-6144 x^5-32768 x^6\right) \log (4)+e \left(108+72 x+1164 x^2+384 x^3+3072 x^4\right) \log ^2(4)+e \left(-24-8 x-128 x^2\right) \log ^3(4)+2 e \log ^4(4)} \, dx","Int[(2 + E*(432 + 14256*x + 20880*x^2 + 230416*x^3 + 185600*x^4 + 1216512*x^5 + 458752*x^6 + 2097152*x^7) + E*(-432 - 14112*x - 13872*x^2 - 150528*x^3 - 61440*x^4 - 393216*x^5)*Log[4] + E*(144 + 4656*x + 2304*x^2 + 24576*x^3)*Log[4]^2 + E*(-16 - 512*x)*Log[4]^3)/(x + E*(162 + 216*x + 3564*x^2 + 3480*x^3 + 28802*x^4 + 18560*x^5 + 101376*x^6 + 32768*x^7 + 131072*x^8) + E*(-216 - 216*x - 3528*x^2 - 2312*x^3 - 18816*x^4 - 6144*x^5 - 32768*x^6)*Log[4] + E*(108 + 72*x + 1164*x^2 + 384*x^3 + 3072*x^4)*Log[4]^2 + E*(-24 - 8*x - 128*x^2)*Log[4]^3 + 2*E*Log[4]^4),x]","2 \log \left(-8 e \left(16 x^2+x+3\right) \log ^3(4)+12 e \left(256 x^4+32 x^3+97 x^2+6 x+9\right) \log ^2(4)-8 e \left(4096 x^6+768 x^5+2352 x^4+289 x^3+441 x^2+27 x+27\right) \log (4)+2 e \left(65536 x^8+16384 x^7+50688 x^6+9280 x^5+14401 x^4+1740 x^3+1782 x^2+108 x+81\right)+x+2 e \log ^4(4)\right)","\log \left(\left(2 e \left(16 x^2+x+3-\log (4)\right)^4+x\right)^2\right)",1,"2*Log[x + 2*E*(81 + 108*x + 1782*x^2 + 1740*x^3 + 14401*x^4 + 9280*x^5 + 50688*x^6 + 16384*x^7 + 65536*x^8) - 8*E*(27 + 27*x + 441*x^2 + 289*x^3 + 2352*x^4 + 768*x^5 + 4096*x^6)*Log[4] + 12*E*(9 + 6*x + 97*x^2 + 32*x^3 + 256*x^4)*Log[4]^2 - 8*E*(3 + x + 16*x^2)*Log[4]^3 + 2*E*Log[4]^4]","B",1,1,230,0.004348,1,"{1587}"
5521,1,17,0,0.1235146,"\int e^{-12+x} \left(e^{12}-e^{12-x}+8 x+4 x^2\right) \, dx","Int[E^(-12 + x)*(E^12 - E^(12 - x) + 8*x + 4*x^2),x]","4 e^{x-12} x^2-x+e^x","4 e^{x-12} x^2-x+e^x-\frac{e^5}{5}",1,"E^x - x + 4*E^(-12 + x)*x^2","A",10,4,27,0.1481,1,"{6688, 2194, 2196, 2176}"
5522,1,9,0,0.0017158,"\int (-1+12 x) \, dx","Int[-1 + 12*x,x]","6 x^2-x","6 x^2-x-e^{18}",1,"-x + 6*x^2","A",1,0,5,0,1,"{}"
5523,1,109,0,0.9851195,"\int \frac{e^{-4 x} \left(e^{4 x} \left(-18 x^2-2 x^3\right)+e^{6 x} \left(6 x+6 x^2+2 x^3\right)+e^{2 x} \left(12 x^3-4 x^4-2 x^5\right)\right)}{675+675 x+225 x^2+25 x^3} \, dx","Int[(E^(4*x)*(-18*x^2 - 2*x^3) + E^(6*x)*(6*x + 6*x^2 + 2*x^3) + E^(2*x)*(12*x^3 - 4*x^4 - 2*x^5))/(E^(4*x)*(675 + 675*x + 225*x^2 + 25*x^3)),x]","-\frac{2 x^3}{25 (x+3)^2}+\frac{1}{25} e^{-2 x} x^2-\frac{6}{25} e^{-2 x} x+\frac{27 e^{-2 x}}{25}+\frac{e^{2 x}}{25}-\frac{108 e^{-2 x}}{25 (x+3)}-\frac{6 e^{2 x}}{25 (x+3)}+\frac{81 e^{-2 x}}{25 (x+3)^2}+\frac{9 e^{2 x}}{25 (x+3)^2}","\frac{e^{2 x} x^2 \left(e^{-2 x} x-1\right)^2}{25 (x+3)^2}",1,"27/(25*E^(2*x)) + E^(2*x)/25 - (6*x)/(25*E^(2*x)) + x^2/(25*E^(2*x)) + 81/(25*E^(2*x)*(3 + x)^2) + (9*E^(2*x))/(25*(3 + x)^2) - (2*x^3)/(25*(3 + x)^2) - 108/(25*E^(2*x)*(3 + x)) - (6*E^(2*x))/(25*(3 + x))","B",28,9,83,0.1084,1,"{6688, 12, 6742, 74, 2199, 2194, 2176, 2177, 2178}"
5524,1,131,0,0.3884942,"\int \frac{1}{4} e^x \left(9+57 x+90 x^2+54 x^3+13 x^4+x^5+\left(18+78 x+72 x^2+22 x^3+2 x^4\right) \log (3)+\left(9+21 x+9 x^2+x^3\right) \log ^2(3)\right) \, dx","Int[(E^x*(9 + 57*x + 90*x^2 + 54*x^3 + 13*x^4 + x^5 + (18 + 78*x + 72*x^2 + 22*x^3 + 2*x^4)*Log[3] + (9 + 21*x + 9*x^2 + x^3)*Log[3]^2))/4,x]","\frac{e^x x^5}{4}+2 e^x x^4+\frac{1}{2} e^x x^4 \log (3)+\frac{11 e^x x^3}{2}+\frac{1}{4} e^x x^3 \log ^2(3)+\frac{7}{2} e^x x^3 \log (3)+6 e^x x^2+\frac{3}{2} e^x x^2 \log ^2(3)+\frac{15}{2} e^x x^2 \log (3)+\frac{9 e^x x}{4}+\frac{9}{4} e^x x \log ^2(3)+\frac{9}{2} e^x x \log (3)","\frac{1}{4} e^x x (x+3)^2 (x+1+\log (3))^2",1,"(9*E^x*x)/4 + 6*E^x*x^2 + (11*E^x*x^3)/2 + 2*E^x*x^4 + (E^x*x^5)/4 + (9*E^x*x*Log[3])/2 + (15*E^x*x^2*Log[3])/2 + (7*E^x*x^3*Log[3])/2 + (E^x*x^4*Log[3])/2 + (9*E^x*x*Log[3]^2)/4 + (3*E^x*x^2*Log[3]^2)/2 + (E^x*x^3*Log[3]^2)/4","B",53,4,71,0.05634,1,"{12, 2196, 2194, 2176}"
5525,1,23,0,0.4503218,"\int \frac{50-27 x-23 x^2+x^3+\left(24 x-x^2\right) \log \left(x^2\right)}{25 x^2-x^3+\left(-25 x+x^2\right) \log \left(x^2\right)} \, dx","Int[(50 - 27*x - 23*x^2 + x^3 + (24*x - x^2)*Log[x^2])/(25*x^2 - x^3 + (-25*x + x^2)*Log[x^2]),x]","-\log \left(x-\log \left(x^2\right)\right)-x-\log (25-x)","\log \left(\frac{12 e^{-x}}{(25-x) \left(\log \left(x^2\right)-x\right)}\right)",1,"-x - Log[25 - x] - Log[x - Log[x^2]]","A",6,4,53,0.07547,1,"{6741, 6742, 43, 6684}"
5526,1,90,0,0.3191277,"\int \frac{6+e^{2 x} (-2+4 x)}{9-6 e^{2 x}+e^{4 x}} \, dx","Int[(6 + E^(2*x)*(-2 + 4*x))/(9 - 6*E^(2*x) + E^(4*x)),x]","\frac{2 x^2}{3}-\frac{1}{6} (1-2 x)^2+\frac{2 x}{3-e^{2 x}}-\frac{2 x}{3}-\frac{1}{3} (1-2 x) \log \left(1-\frac{e^{2 x}}{3}\right)+\frac{1}{3} \log \left(3-e^{2 x}\right)-\frac{2}{3} x \log \left(1-\frac{e^{2 x}}{3}\right)","\frac{2 x}{3-e^{2 x}}",1,"-1/6*(1 - 2*x)^2 - (2*x)/3 + (2*x)/(3 - E^(2*x)) + (2*x^2)/3 + Log[3 - E^(2*x)]/3 - ((1 - 2*x)*Log[1 - E^(2*x)/3])/3 - (2*x*Log[1 - E^(2*x)/3])/3","B",17,12,30,0.4000,1,"{6688, 6742, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 31, 29}"
5527,1,27,0,0.2874975,"\int \frac{e^{1-2 e^3-4 x} (3+12 x) \log (2)}{e^{2-8 x}-8 e^{1-4 x} x+16 x^2} \, dx","Int[(E^(1 - 2*E^3 - 4*x)*(3 + 12*x)*Log[2])/(E^(2 - 8*x) - 8*E^(1 - 4*x)*x + 16*x^2),x]","\frac{3 e^{1-2 e^3} \log (2)}{4 \left(e-4 e^{4 x} x\right)}","\frac{3 e^{-2 e^3} x \log (2)}{e^{1-4 x}-4 x}",1,"(3*E^(1 - 2*E^3)*Log[2])/(4*(E - 4*E^(4*x)*x))","A",4,3,45,0.06667,1,"{12, 6688, 6686}"
5528,1,24,0,0.0490393,"\int e^{-x} \left(180 x+e^x (5+10 x)\right) \, dx","Int[(180*x + E^x*(5 + 10*x))/E^x,x]","5 x^2-180 e^{-x} x+5 x-180 e^{-x}","5 (x+1) \left(x-36 e^{-x}\right)+\frac{19}{5}",1,"-180/E^x + 5*x - (180*x)/E^x + 5*x^2","A",6,4,19,0.2105,1,"{6688, 14, 2176, 2194}"
5529,0,0,0,10.219986,"\int \frac{-16 e^{3+x^2}+e^{x^2} \left(-2 e^6+16 e^3 x^2\right) \log \left(x^2\right)+\left(-4 e^3 x+e^6 (1+x)\right) \log ^2\left(x^2\right)+\left(16 e^{x^2}+e^{x^2} \left(4 e^3-16 x^2\right) \log \left(x^2\right)+\left(e^3 (-2-2 x)+4 x\right) \log ^2\left(x^2\right)\right) \log \left(\frac{4 e^{2 x^2}+e^{x^2} (-4-4 x) \log \left(x^2\right)+\left(1+2 x+x^2\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)}\right)+\left(-2 e^{x^2} \log \left(x^2\right)+(1+x) \log ^2\left(x^2\right)\right) \log ^2\left(\frac{4 e^{2 x^2}+e^{x^2} (-4-4 x) \log \left(x^2\right)+\left(1+2 x+x^2\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)}\right)}{-2 e^{x^2} \log \left(x^2\right)+(1+x) \log ^2\left(x^2\right)} \, dx","Int[(-16*E^(3 + x^2) + E^x^2*(-2*E^6 + 16*E^3*x^2)*Log[x^2] + (-4*E^3*x + E^6*(1 + x))*Log[x^2]^2 + (16*E^x^2 + E^x^2*(4*E^3 - 16*x^2)*Log[x^2] + (E^3*(-2 - 2*x) + 4*x)*Log[x^2]^2)*Log[(4*E^(2*x^2) + E^x^2*(-4 - 4*x)*Log[x^2] + (1 + 2*x + x^2)*Log[x^2]^2)/Log[x^2]^2] + (-2*E^x^2*Log[x^2] + (1 + x)*Log[x^2]^2)*Log[(4*E^(2*x^2) + E^x^2*(-4 - 4*x)*Log[x^2] + (1 + 2*x + x^2)*Log[x^2]^2)/Log[x^2]^2]^2)/(-2*E^x^2*Log[x^2] + (1 + x)*Log[x^2]^2),x]","\int \frac{-16 e^{3+x^2}+e^{x^2} \left(-2 e^6+16 e^3 x^2\right) \log \left(x^2\right)+\left(-4 e^3 x+e^6 (1+x)\right) \log ^2\left(x^2\right)+\left(16 e^{x^2}+e^{x^2} \left(4 e^3-16 x^2\right) \log \left(x^2\right)+\left(e^3 (-2-2 x)+4 x\right) \log ^2\left(x^2\right)\right) \log \left(\frac{4 e^{2 x^2}+e^{x^2} (-4-4 x) \log \left(x^2\right)+\left(1+2 x+x^2\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)}\right)+\left(-2 e^{x^2} \log \left(x^2\right)+(1+x) \log ^2\left(x^2\right)\right) \log ^2\left(\frac{4 e^{2 x^2}+e^{x^2} (-4-4 x) \log \left(x^2\right)+\left(1+2 x+x^2\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)}\right)}{-2 e^{x^2} \log \left(x^2\right)+(1+x) \log ^2\left(x^2\right)} \, dx","x \left(e^3-\log \left(\left(-\frac{2 e^{x^2}}{\log \left(x^2\right)}+x+1\right)^2\right)\right)^2+2",1,"E^6*x - (32*x^5)/15 + (16*x^3*ExpIntegralEi[(3*Log[x^2])/2])/(3*(x^2)^(3/2)) - 2*E^3*x*Log[(2*E^x^2 - (1 + x)*Log[x^2])^2/Log[x^2]^2] + (8*x^3*Log[(2*E^x^2 - (1 + x)*Log[x^2])^2/Log[x^2]^2])/3 - (32*Defer[Int][x^2/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x])/3 - (32*Defer[Int][x^3/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x])/3 - (16*Defer[Int][(x^3*Log[x^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x])/3 + (32*Defer[Int][(x^4*Log[x^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x])/3 + (32*Defer[Int][(x^5*Log[x^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x])/3 - 8*Defer[Int][Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2]/Log[x^2], x] - 8*Defer[Int][Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2]/(2*E^x^2 - Log[x^2] - x*Log[x^2]), x] + 8*Defer[Int][(x*Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x] + 4*Defer[Int][(x*Log[x^2]*Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x] - 8*Defer[Int][(x^2*Log[x^2]*Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x] - 8*Defer[Int][(x^3*Log[x^2]*Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2])/(-2*E^x^2 + Log[x^2] + x*Log[x^2]), x] + Defer[Int][Log[(-2*E^x^2 + (1 + x)*Log[x^2])^2/Log[x^2]^2]^2, x]","F",0,0,0,0,-1,"{}"
5530,1,32,0,3.5363521,"\int \frac{-5 x+25 x^2+5 e^4 x^2+20 x^3+45 x^4-30 x^5-10 x^6+5 x^7+\left(35+5 e^4+5 x+5 x^2-5 x^3-10 x^4+5 x^5\right) \log \left(7+e^4+x+x^2-x^3-2 x^4+x^5\right)}{7 x^2+e^4 x^2+x^3+x^4-x^5-2 x^6+x^7} \, dx","Int[(-5*x + 25*x^2 + 5*E^4*x^2 + 20*x^3 + 45*x^4 - 30*x^5 - 10*x^6 + 5*x^7 + (35 + 5*E^4 + 5*x + 5*x^2 - 5*x^3 - 10*x^4 + 5*x^5)*Log[7 + E^4 + x + x^2 - x^3 - 2*x^4 + x^5])/(7*x^2 + E^4*x^2 + x^3 + x^4 - x^5 - 2*x^6 + x^7),x]","5 x-\frac{5 \log \left(x^5-2 x^4-x^3+x^2+x+e^4+7\right)}{x}","5 \left(x-\frac{\log \left(x \left(\left(-x^2+x+1\right)^2-x\right)+e^4+7\right)}{x}\right)",1,"5*x - (5*Log[7 + E^4 + x + x^2 - x^3 - 2*x^4 + x^5])/x","A",17,7,131,0.05344,1,"{6, 6688, 12, 14, 6742, 2100, 2525}"
5531,0,0,0,6.9067395,"\int \frac{-2-x+x^2+e^x \left(2 x-x^2\right)+\left(2 e^4+2 e^x-2 x-2 \log (x)\right) \log \left(e^4+e^x-x-\log (x)\right)}{\left(-e^4 x^2-e^x x^2+x^3+x^2 \log (x)\right) \log ^2\left(e^4+e^x-x-\log (x)\right)} \, dx","Int[(-2 - x + x^2 + E^x*(2*x - x^2) + (2*E^4 + 2*E^x - 2*x - 2*Log[x])*Log[E^4 + E^x - x - Log[x]])/((-(E^4*x^2) - E^x*x^2 + x^3 + x^2*Log[x])*Log[E^4 + E^x - x - Log[x]]^2),x]","\int \frac{-2-x+x^2+e^x \left(2 x-x^2\right)+\left(2 e^4+2 e^x-2 x-2 \log (x)\right) \log \left(e^4+e^x-x-\log (x)\right)}{\left(-e^4 x^2-e^x x^2+x^3+x^2 \log (x)\right) \log ^2\left(e^4+e^x-x-\log (x)\right)} \, dx","\frac{2-x}{x \log \left(-x+e^x-\log (x)+e^4\right)}",1,"Defer[Int][Log[E^4 + E^x - x - Log[x]]^(-2), x] - 2*Defer[Int][1/(x*Log[E^4 + E^x - x - Log[x]]^2), x] - 2*Defer[Int][1/((E^4 + E^x - x - Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] - (1 + E^4)*Defer[Int][1/((E^4 + E^x - x - Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] + 2*(1 + E^4)*Defer[Int][1/(x*(E^4 + E^x - x - Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] + Defer[Int][Log[x]/((E^4 + E^x - x - Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] - 2*Defer[Int][1/(x^2*(-E^4 - E^x + x + Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] + Defer[Int][1/(x*(-E^4 - E^x + x + Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] - Defer[Int][x/((-E^4 - E^x + x + Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] + 2*Defer[Int][Log[x]/(x*(-E^4 - E^x + x + Log[x])*Log[E^4 + E^x - x - Log[x]]^2), x] - 2*Defer[Int][1/(x^2*Log[E^4 + E^x - x - Log[x]]), x]","F",0,0,0,0,-1,"{}"
5532,1,19,0,0.011503,"\int \frac{8 e+e^3 (2 x-2 e x)}{e^4} \, dx","Int[(8*E + E^3*(2*x - 2*E*x))/E^4,x]","\frac{(1-e) x^2}{e}+\frac{8 x}{e^3}","\frac{2 \left(4 x+e^e\right)}{e^3}+x \left(\frac{x}{e}-x\right)-3",1,"(8*x)/E^3 + ((1 - E)*x^2)/E","A",2,1,20,0.05000,1,"{12}"
5533,1,9,0,0.0022646,"\int \frac{5}{1-2 x+x^2} \, dx","Int[5/(1 - 2*x + x^2),x]","\frac{5}{1-x}","\frac{5}{1-x}+10-\frac{3}{1+e^2-\log (5)}",1,"5/(1 - x)","A",3,3,12,0.2500,1,"{12, 27, 32}"
5534,1,13,0,0.0046354,"\int -\frac{128 x}{4096 e^{32}+128 e^{16} x^2+x^4} \, dx","Int[(-128*x)/(4096*E^32 + 128*E^16*x^2 + x^4),x]","\frac{64}{x^2+64 e^{16}}","\frac{1}{\frac{x^2}{64}+e^{16}}",1,"64/(64*E^16 + x^2)","A",3,3,22,0.1364,1,"{12, 28, 261}"
5535,0,0,0,3.6155914,"\int \frac{-74+8 e^{1-x}+8 e^{1-x} x \log (x)+\left(-148+16 e^{1-x}\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)+\left(74-8 e^{1-x}\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right) \log \left(\log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)\right)}{\left(-185 x^2+20 e^{1-x} x^2\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)} \, dx","Int[(-74 + 8*E^(1 - x) + 8*E^(1 - x)*x*Log[x] + (-148 + 16*E^(1 - x))*Log[x]*Log[(-4*Log[x])/(-37 + 4*E^(1 - x))] + (74 - 8*E^(1 - x))*Log[x]*Log[(-4*Log[x])/(-37 + 4*E^(1 - x))]*Log[Log[(-4*Log[x])/(-37 + 4*E^(1 - x))]])/((-185*x^2 + 20*E^(1 - x)*x^2)*Log[x]*Log[(-4*Log[x])/(-37 + 4*E^(1 - x))]),x]","\int \frac{-74+8 e^{1-x}+8 e^{1-x} x \log (x)+\left(-148+16 e^{1-x}\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)+\left(74-8 e^{1-x}\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right) \log \left(\log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)\right)}{\left(-185 x^2+20 e^{1-x} x^2\right) \log (x) \log \left(-\frac{4 \log (x)}{-37+4 e^{1-x}}\right)} \, dx","\frac{2 \left(\log \left(\log \left(\frac{\log (x)}{\frac{37}{4}-e^{1-x}}\right)\right)-2\right)}{5 x}",1,"-4/(5*x) - (8*E*Defer[Int][1/((-4*E + 37*E^x)*x*Log[(4*E^x*Log[x])/(-4*E + 37*E^x)]), x])/5 + (2*Defer[Int][1/(x^2*Log[x]*Log[(4*E^x*Log[x])/(-4*E + 37*E^x)]), x])/5 - (2*Defer[Int][Log[Log[(4*E^x*Log[x])/(-4*E + 37*E^x)]]/x^2, x])/5","F",0,0,0,0,-1,"{}"
5536,1,35,0,0.0515715,"\int \frac{5-2 e^3 x^2+\left(-1+2 e^3 x^2\right) \log \left(x^2\right)}{2 e^3 x^2} \, dx","Int[(5 - 2*E^3*x^2 + (-1 + 2*E^3*x^2)*Log[x^2])/(2*E^3*x^2),x]","\frac{\left(2 e^3 x+\frac{1}{x}\right) \log \left(x^2\right)}{2 e^3}-3 x-\frac{3}{2 e^3 x}","\left(x+\frac{1}{2 e^3 x}\right) \left(\log \left(x^2\right)-3\right)-3",1,"-3/(2*E^3*x) - 3*x + ((x^(-1) + 2*E^3*x)*Log[x^2])/(2*E^3)","A",7,3,35,0.08571,1,"{12, 14, 2334}"
5537,1,59,0,7.936439,"\int \frac{\exp \left(-\frac{\left(2 x+x^2\right) \log (4)+\log ^2(3) \log ^2(\log (x))}{2+x}\right) \left(\exp \left(\frac{\left(2 x+x^2\right) \log (4)+\log ^2(3) \log ^2(\log (x))}{2+x}\right) \left(4+4 x+x^2\right) \log (x)+\left(-20 x-20 x^2-5 x^3\right) \log (4) \log (x)+(-20-10 x) \log ^2(3) \log (\log (x))+5 x \log ^2(3) \log (x) \log ^2(\log (x))\right)}{\left(4 x+4 x^2+x^3\right) \log (x)} \, dx","Int[(E^(((2*x + x^2)*Log[4] + Log[3]^2*Log[Log[x]]^2)/(2 + x))*(4 + 4*x + x^2)*Log[x] + (-20*x - 20*x^2 - 5*x^3)*Log[4]*Log[x] + (-20 - 10*x)*Log[3]^2*Log[Log[x]] + 5*x*Log[3]^2*Log[x]*Log[Log[x]]^2)/(E^(((2*x + x^2)*Log[4] + Log[3]^2*Log[Log[x]]^2)/(2 + x))*(4*x + 4*x^2 + x^3)*Log[x]),x]","\frac{5\ 4^{-x} e^{-\frac{\log ^2(3) \log ^2(\log (x))}{x+2}} \left(x^3 \log (x)+4 x^2 \log (x)+4 x \log (x)\right)}{x (x+2)^2 \log (x)}+\log (x)","5 e^{-\frac{\log ^2(3) \log ^2(\log (x))}{x+2}-x \log (4)}+\log (x)",1,"Log[x] + (5*(4*x*Log[x] + 4*x^2*Log[x] + x^3*Log[x]))/(4^x*E^((Log[3]^2*Log[Log[x]]^2)/(2 + x))*x*(2 + x)^2*Log[x])","B",6,5,136,0.03676,1,"{1594, 27, 6688, 6742, 2288}"
5538,1,85,0,0.5309836,"\int \frac{-40+5 x-16 x^2-4 x^3+x^5+\left(5 x+3 x^3\right) \log \left(\frac{\log (18)}{x}\right)}{25 x^3+10 x^5+x^7} \, dx","Int[(-40 + 5*x - 16*x^2 - 4*x^3 + x^5 + (5*x + 3*x^3)*Log[Log[18]/x])/(25*x^3 + 10*x^5 + x^7),x]","-\frac{9 x}{10 \left(x^2+5\right)}-\frac{4}{5 \left(x^2+5\right)}+\frac{1}{2 \left(x^2+5\right) x}+\frac{4}{5 x^2}+\frac{x \log \left(\frac{\log (18)}{x}\right)}{5 \left(x^2+5\right)}-\frac{1}{10 x}-\frac{\log \left(\frac{\log (18)}{x}\right)}{5 x}","\frac{-x^2+\frac{4}{x}-\log \left(\frac{\log (18)}{x}\right)}{x \left(x^2+5\right)}",1,"4/(5*x^2) - 1/(10*x) - 4/(5*(5 + x^2)) + 1/(2*x*(5 + x^2)) - (9*x)/(10*(5 + x^2)) - Log[Log[18]/x]/(5*x) + (x*Log[Log[18]/x])/(5*(5 + x^2))","B",32,17,52,0.3269,1,"{1594, 28, 6742, 199, 203, 266, 44, 290, 325, 288, 2357, 2304, 2323, 2324, 12, 4848, 2391}"
5539,1,29,0,1.6276981,"\int \frac{e^{-\frac{1250}{x \log (2 x)}} (-2500-2500 \log (2 x))+e^{-\frac{2500}{x \log (2 x)}} (2500+2500 \log (2 x))}{x^2 \log ^2(2 x)} \, dx","Int[((-2500 - 2500*Log[2*x])/E^(1250/(x*Log[2*x])) + (2500 + 2500*Log[2*x])/E^(2500/(x*Log[2*x])))/(x^2*Log[2*x]^2),x]","e^{-\frac{2500}{x \log (2 x)}}-2 e^{-\frac{1250}{x \log (2 x)}}","\left(1-e^{-\frac{1250}{x \log (2 x)}}\right)^2",1,"E^(-2500/(x*Log[2*x])) - 2/E^(1250/(x*Log[2*x]))","A",6,4,55,0.07273,1,"{6741, 12, 6742, 6706}"
5540,1,51,0,0.0895958,"\int \frac{243+360 x+153 x^2-14 x^3-16 x^4+\left(-540-900 x-540 x^2-120 x^3\right) \log (2)+\left(675+1350 x+900 x^2+200 x^3\right) \log ^2(2)}{27+54 x+36 x^2+8 x^3} \, dx","Int[(243 + 360*x + 153*x^2 - 14*x^3 - 16*x^4 + (-540 - 900*x - 540*x^2 - 120*x^3)*Log[2] + (675 + 1350*x + 900*x^2 + 200*x^3)*Log[2]^2)/(27 + 54*x + 36*x^2 + 8*x^3),x]","-x^2-\frac{27}{8 (2 x+3)^2}+\frac{1}{4} x \left(29+100 \log ^2(2)-60 \log (2)\right)-\frac{45 (1-\log (16))}{8 (2 x+3)}","x \left(-x+\left(\frac{x}{2 x+3}-2+5 \log (2)\right)^2+5\right)",1,"-x^2 - 27/(8*(3 + 2*x)^2) + (x*(29 - 60*Log[2] + 100*Log[2]^2))/4 - (45*(1 - Log[16]))/(8*(3 + 2*x))","B",2,1,76,0.01316,1,"{2074}"
5541,1,22,0,0.4712148,"\int \frac{-x+10 x^2-2 x^3+3 x^4+\left(10+3 x^2\right) \log (x)}{2 x^4+2 x^2 \log (x)} \, dx","Int[(-x + 10*x^2 - 2*x^3 + 3*x^4 + (10 + 3*x^2)*Log[x])/(2*x^4 + 2*x^2*Log[x]),x]","-\frac{1}{2} \log \left(x^2+\log (x)\right)+\frac{3 x}{2}-\frac{5}{x}","\frac{1}{2} \left(-\log \left(x^2+\log (x)\right)-x-\frac{10}{x}+5\right)+2 x",1,"-5/x + (3*x)/2 - Log[x^2 + Log[x]]/2","A",8,6,45,0.1333,1,"{2561, 6741, 12, 6742, 14, 6684}"
5542,0,0,0,1.0739769,"\int \frac{-20-2 x+\left(-20 x-2 x^2\right) \log (x)+\left(\left(-40 x-2 x^2\right) \log \left(\frac{16}{60 x+3 x^2}\right)+\left(-40 x-2 x^2\right) \log (x) \log \left(\frac{16}{60 x+3 x^2}\right)\right) \log (1+x \log (x))}{\left(20 x+x^2\right) \log \left(\frac{16}{60 x+3 x^2}\right)+\left(20 x^2+x^3\right) \log (x) \log \left(\frac{16}{60 x+3 x^2}\right)} \, dx","Int[(-20 - 2*x + (-20*x - 2*x^2)*Log[x] + ((-40*x - 2*x^2)*Log[16/(60*x + 3*x^2)] + (-40*x - 2*x^2)*Log[x]*Log[16/(60*x + 3*x^2)])*Log[1 + x*Log[x]])/((20*x + x^2)*Log[16/(60*x + 3*x^2)] + (20*x^2 + x^3)*Log[x]*Log[16/(60*x + 3*x^2)]),x]","\int \frac{-20-2 x+\left(-20 x-2 x^2\right) \log (x)+\left(\left(-40 x-2 x^2\right) \log \left(\frac{16}{60 x+3 x^2}\right)+\left(-40 x-2 x^2\right) \log (x) \log \left(\frac{16}{60 x+3 x^2}\right)\right) \log (1+x \log (x))}{\left(20 x+x^2\right) \log \left(\frac{16}{60 x+3 x^2}\right)+\left(20 x^2+x^3\right) \log (x) \log \left(\frac{16}{60 x+3 x^2}\right)} \, dx","\log \left(\log \left(\frac{4}{3 \left(\frac{x}{4}+5\right) x}\right)\right)-\log ^2(x \log (x)+1)",1,"-Log[1 + x*Log[x]]^2 + 2*Defer[Int][(-10 - x)/(x*(20 + x)*Log[16/(x*(60 + 3*x))]), x]","F",0,0,0,0,-1,"{}"
5543,1,21,0,0.1121602,"\int \frac{-8+24 x-24 x^2+8 x^3+(-8+8 x) \log \left(5 e^x\right)-8 \log ^2\left(5 e^x\right)}{-1+3 x-3 x^2+x^3} \, dx","Int[(-8 + 24*x - 24*x^2 + 8*x^3 + (-8 + 8*x)*Log[5*E^x] - 8*Log[5*E^x]^2)/(-1 + 3*x - 3*x^2 + x^3),x]","8 x+\frac{4 \log ^2\left(5 e^x\right)}{(1-x)^2}","4 \left(2 x+\frac{\log ^2\left(5 e^x\right)}{(x-1)^2}+4\right)",1,"8*x + (4*Log[5*E^x]^2)/(1 - x)^2","A",7,3,53,0.05660,1,"{6688, 2168, 31}"
5544,0,0,0,9.9332021,"\int \frac{e^{\frac{1}{2} (2 x+3 \log (x-\log (x)))} \left(11 x-x^2-2 x^3+\left(4-19 x-9 x^2-2 x^3\right) \log (x)+\left(8+8 x+2 x^2\right) \log ^2(x)\right)}{-2 x^3+\left(-14 x^2-4 x^3\right) \log (x)+\left(-16 x-12 x^2-2 x^3\right) \log ^2(x)+\left(32+16 x+2 x^2\right) \log ^3(x)} \, dx","Int[(E^((2*x + 3*Log[x - Log[x]])/2)*(11*x - x^2 - 2*x^3 + (4 - 19*x - 9*x^2 - 2*x^3)*Log[x] + (8 + 8*x + 2*x^2)*Log[x]^2))/(-2*x^3 + (-14*x^2 - 4*x^3)*Log[x] + (-16*x - 12*x^2 - 2*x^3)*Log[x]^2 + (32 + 16*x + 2*x^2)*Log[x]^3),x]","\int \frac{e^{\frac{1}{2} (2 x+3 \log (x-\log (x)))} \left(11 x-x^2-2 x^3+\left(4-19 x-9 x^2-2 x^3\right) \log (x)+\left(8+8 x+2 x^2\right) \log ^2(x)\right)}{-2 x^3+\left(-14 x^2-4 x^3\right) \log (x)+\left(-16 x-12 x^2-2 x^3\right) \log ^2(x)+\left(32+16 x+2 x^2\right) \log ^3(x)} \, dx","\frac{e^x x (x-\log (x))^{3/2}}{x+(x+4) \log (x)}",1,"-Defer[Int][E^x*Sqrt[x - Log[x]], x] - 4*Defer[Int][(E^x*Sqrt[x - Log[x]])/(4 + x)^2, x] + 4*Defer[Int][(E^x*Sqrt[x - Log[x]])/(4 + x), x] + 12*Defer[Int][(E^x*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x])^2, x] - 9*Defer[Int][(E^x*x*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x])^2, x] - Defer[Int][(E^x*x^2*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x])^2, x] - 64*Defer[Int][(E^x*Sqrt[x - Log[x]])/((4 + x)^2*(x + 4*Log[x] + x*Log[x])^2), x] - 32*Defer[Int][(E^x*Sqrt[x - Log[x]])/((4 + x)*(x + 4*Log[x] + x*Log[x])^2), x] - Defer[Int][(E^x*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x]), x]/2 + (5*Defer[Int][(E^x*x*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x]), x])/2 + Defer[Int][(E^x*x^2*Sqrt[x - Log[x]])/(x + 4*Log[x] + x*Log[x]), x] - 32*Defer[Int][(E^x*Sqrt[x - Log[x]])/((4 + x)^2*(x + 4*Log[x] + x*Log[x])), x] + 8*Defer[Int][(E^x*Sqrt[x - Log[x]])/((4 + x)*(x + 4*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
5545,1,24,0,0.1634849,"\int \frac{3 e^5+e^x \left(-16 x+8 x^2\right)}{\left(-e^5 x+8 e^x x^2+32 x^4\right) \log \left(\frac{-e^5+8 e^x x+32 x^3}{8 x^3}\right)} \, dx","Int[(3*E^5 + E^x*(-16*x + 8*x^2))/((-(E^5*x) + 8*E^x*x^2 + 32*x^4)*Log[(-E^5 + 8*E^x*x + 32*x^3)/(8*x^3)]),x]","\log \left(\log \left(-\frac{-32 x^3-8 e^x x+e^5}{8 x^3}\right)\right)","\log \left(20 \log \left(\frac{e^x-\frac{e^5}{8 x}}{x^2}+4\right)\right)",1,"Log[Log[-1/8*(E^5 - 8*E^x*x - 32*x^3)/x^3]]","A",1,1,69,0.01449,1,"{6684}"
5546,0,0,0,0.830803,"\int \frac{\left(20 x-4 x^2\right) \log (-5+x) \log (x)+((-80+16 x) \log (-5+x)-16 x \log (x)) \log (\log (-5+x))+((80-16 x) \log (-5+x)+16 x \log (x)) \log (\log (x))}{\left(-5 x+x^2\right) \log (-5+x) \log (x)} \, dx","Int[((20*x - 4*x^2)*Log[-5 + x]*Log[x] + ((-80 + 16*x)*Log[-5 + x] - 16*x*Log[x])*Log[Log[-5 + x]] + ((80 - 16*x)*Log[-5 + x] + 16*x*Log[x])*Log[Log[x]])/((-5*x + x^2)*Log[-5 + x]*Log[x]),x]","\int \frac{\left(20 x-4 x^2\right) \log (-5+x) \log (x)+((-80+16 x) \log (-5+x)-16 x \log (x)) \log (\log (-5+x))+((80-16 x) \log (-5+x)+16 x \log (x)) \log (\log (x))}{\left(-5 x+x^2\right) \log (-5+x) \log (x)} \, dx","4 \left(x-2 \left(x+(\log (\log (x-5))-\log (\log (x)))^2+\log (5)\right)\right)",1,"-4*x - 8*Log[Log[-5 + x]]^2 - 8*Log[Log[x]]^2 + 16*Defer[Int][Log[Log[-5 + x]]/(x*Log[x]), x] + 16*Defer[Int][Log[Log[x]]/((-5 + x)*Log[-5 + x]), x]","F",0,0,0,0,-1,"{}"
5547,1,50,0,1.7207603,"\int \frac{e^{-x} \left(-1+x+x^2+x^2 \log (2)+e^x \left(x-2 x^2+x^3\right) \log \left(5 e^2\right)+x^2 \log \left(\frac{2}{x}\right)\right)}{\left(x-2 x^2+x^3\right) \log \left(5 e^2\right)} \, dx","Int[(-1 + x + x^2 + x^2*Log[2] + E^x*(x - 2*x^2 + x^3)*Log[5*E^2] + x^2*Log[2/x])/(E^x*(x - 2*x^2 + x^3)*Log[5*E^2]),x]","x+\frac{e^{-x} \log \left(\frac{2}{x}\right)}{(1-x) (2+\log (5))}+\frac{e^{-x} (1+\log (2))}{(1-x) (2+\log (5))}","x+\frac{e^{-x} \left(\log \left(\frac{2}{x}\right)+1+\log (2)\right)}{(1-x) \log \left(5 e^2\right)}",1,"x + (1 + Log[2])/(E^x*(1 - x)*(2 + Log[5])) + Log[2/x]/(E^x*(1 - x)*(2 + Log[5]))","A",20,9,68,0.1324,1,"{6, 12, 1594, 27, 6742, 2177, 2178, 2197, 2554}"
5548,1,23,0,0.2887123,"\int \frac{-4 x+8 x^2+e^4 \left(x+2 x^2\right)+e^2 \left(4 x+8 x^2\right)+\left(-4+4 x+4 e^2 x+e^4 x\right) \log \left(-4+4 x+4 e^2 x+e^4 x\right)}{-4 x^2+4 x^3+4 e^2 x^3+e^4 x^3+\left(8-8 x-8 e^2 x-2 e^4 x\right) \log (5)+\left(-4 x+4 x^2+4 e^2 x^2+e^4 x^2\right) \log \left(-4+4 x+4 e^2 x+e^4 x\right)} \, dx","Int[(-4*x + 8*x^2 + E^4*(x + 2*x^2) + E^2*(4*x + 8*x^2) + (-4 + 4*x + 4*E^2*x + E^4*x)*Log[-4 + 4*x + 4*E^2*x + E^4*x])/(-4*x^2 + 4*x^3 + 4*E^2*x^3 + E^4*x^3 + (8 - 8*x - 8*E^2*x - 2*E^4*x)*Log[5] + (-4*x + 4*x^2 + 4*E^2*x^2 + E^4*x^2)*Log[-4 + 4*x + 4*E^2*x + E^4*x]),x]","\log \left(x^2+x \log \left(\left(2+e^2\right)^2 x-4\right)-2 \log (5)\right)","\log \left(2-\frac{x \left(x+\log \left(\left(2+e^2\right)^2 x-4\right)\right)}{\log (5)}\right)",1,"Log[x^2 - 2*Log[5] + x*Log[-4 + (2 + E^2)^2*x]]","A",4,3,158,0.01899,1,"{6, 6688, 6684}"
5549,1,20,0,0.385575,"\int \frac{-10+3 x-2 \log (3)-x \log \left(x^2\right)}{-25 x-5 x^2-5 x \log (3)+\left(5 x+x^2+x \log (3)\right) \log \left(x^2\right)} \, dx","Int[(-10 + 3*x - 2*Log[3] - x*Log[x^2])/(-25*x - 5*x^2 - 5*x*Log[3] + (5*x + x^2 + x*Log[3])*Log[x^2]),x]","-\log \left(5-\log \left(x^2\right)\right)-\log (x+5+\log (3))","\log \left(\frac{\frac{11}{2}+e^4}{(x+5+\log (3)) \left(\log \left(x^2\right)-5\right)}\right)",1,"-Log[5 + x + Log[3]] - Log[5 - Log[x^2]]","A",6,5,49,0.1020,1,"{6, 6741, 6742, 2302, 29}"
5550,0,0,0,12.8152255,"\int \frac{e^3+e^{3 e^x}+3 e^{2+e^x}+3 e^{1+2 e^x}+\exp \left(\frac{75-30 e+3 e^2+3 e^{2 e^x}+(-30+6 e) \log (5)+3 \log ^2(5)+e^{e^x} (-30+6 e+6 \log (5))}{e^2+e^{2 e^x}+2 e^{1+e^x}}\right) \left(e^{2 e^x+x} (30-6 \log (5))+e^{e^x+x} \left(-150+30 e+(60-6 e) \log (5)-6 \log ^2(5)\right)\right)}{e^3+e^{3 e^x}+3 e^{2+e^x}+3 e^{1+2 e^x}} \, dx","Int[(E^3 + E^(3*E^x) + 3*E^(2 + E^x) + 3*E^(1 + 2*E^x) + E^((75 - 30*E + 3*E^2 + 3*E^(2*E^x) + (-30 + 6*E)*Log[5] + 3*Log[5]^2 + E^E^x*(-30 + 6*E + 6*Log[5]))/(E^2 + E^(2*E^x) + 2*E^(1 + E^x)))*(E^(2*E^x + x)*(30 - 6*Log[5]) + E^(E^x + x)*(-150 + 30*E + (60 - 6*E)*Log[5] - 6*Log[5]^2)))/(E^3 + E^(3*E^x) + 3*E^(2 + E^x) + 3*E^(1 + 2*E^x)),x]","\int \frac{e^3+e^{3 e^x}+3 e^{2+e^x}+3 e^{1+2 e^x}+\exp \left(\frac{75-30 e+3 e^2+3 e^{2 e^x}+(-30+6 e) \log (5)+3 \log ^2(5)+e^{e^x} (-30+6 e+6 \log (5))}{e^2+e^{2 e^x}+2 e^{1+e^x}}\right) \left(e^{2 e^x+x} (30-6 \log (5))+e^{e^x+x} \left(-150+30 e+(60-6 e) \log (5)-6 \log ^2(5)\right)\right)}{e^3+e^{3 e^x}+3 e^{2+e^x}+3 e^{1+2 e^x}} \, dx","x+e^{3 \left(\frac{\log (5)-5}{e^{e^x}+e}+1\right)^2}",1,"E^((3*(5 - E - E^E^x - Log[5])^2)/(E + E^E^x)^2) - (3*E^(2 - x))/(2*(E + E^E^x)^2) + x - (3*E^2*Defer[Subst][Defer[Int][1/((E + E^x)^2*x^2), x], x, E^x])/2 + 3*Defer[Subst][Defer[Int][E^(1 + 2*x)/((E + E^x)^3*x), x], x, E^x] + 3*E^2*Defer[Subst][Defer[Int][1/((E + E^x)^2*x), x], x, E^x] - 3*E*Defer[Subst][Defer[Int][1/((E + E^x)*x), x], x, E^x]","F",0,0,0,0,-1,"{}"
5551,0,0,0,0.4509288,"\int \frac{-5670-3240 x-2430 \log (x)}{8 x^7+12 x^8+6 x^9+x^{10}+\left(12 x^7+12 x^8+3 x^9\right) \log (x)+\left(6 x^7+3 x^8\right) \log ^2(x)+x^7 \log ^3(x)} \, dx","Int[(-5670 - 3240*x - 2430*Log[x])/(8*x^7 + 12*x^8 + 6*x^9 + x^10 + (12*x^7 + 12*x^8 + 3*x^9)*Log[x] + (6*x^7 + 3*x^8)*Log[x]^2 + x^7*Log[x]^3),x]","\int \frac{-5670-3240 x-2430 \log (x)}{8 x^7+12 x^8+6 x^9+x^{10}+\left(12 x^7+12 x^8+3 x^9\right) \log (x)+\left(6 x^7+3 x^8\right) \log ^2(x)+x^7 \log ^3(x)} \, dx","\frac{405}{x^6 (x+\log (x)+2)^2}",1,"-810*Defer[Int][1/(x^7*(2 + x + Log[x])^3), x] - 810*Defer[Int][1/(x^6*(2 + x + Log[x])^3), x] - 2430*Defer[Int][1/(x^7*(2 + x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
5552,1,17,0,0.0832779,"\int \frac{-25-19 x+\left(-50 x+12 x^2\right) \log \left(\frac{15 x}{-25+6 x}\right)}{-25+6 x} \, dx","Int[(-25 - 19*x + (-50*x + 12*x^2)*Log[(15*x)/(-25 + 6*x)])/(-25 + 6*x),x]","x^2 \log \left(-\frac{15 x}{25-6 x}\right)+x","x^2 \log \left(\frac{3 x}{\frac{6 x}{5}-5}\right)+x+8",1,"x + x^2*Log[(-15*x)/(25 - 6*x)]","A",7,3,34,0.08824,1,"{6742, 43, 2492}"
5553,1,25,0,0.077393,"\int \frac{-280+7600 x+6523 x^2+1272 x^3+72 x^4}{-280 x+3765 x^2+2491 x^3+444 x^4+24 x^5} \, dx","Int[(-280 + 7600*x + 6523*x^2 + 1272*x^3 + 72*x^4)/(-280*x + 3765*x^2 + 2491*x^3 + 444*x^4 + 24*x^5),x]","\log \left(-24 x^3-252 x^2-475 x+35\right)+\log (x)-\log (x+8)","\log \left(-12 \left(\frac{2 x}{5}+1\right) x^2-\frac{x}{x+8}+x\right)",1,"Log[x] - Log[8 + x] + Log[35 - 475*x - 252*x^2 - 24*x^3]","A",3,2,47,0.04255,1,"{2074, 1587}"
5554,1,35,0,0.2149114,"\int \frac{-4-e^4+e^2 (4-4 x)+8 x}{16 x+4 e^4 x+32 x^2+16 x^3+e^2 \left(-16 x-16 x^2\right)+\left(-16 x-4 e^4 x-16 x^2+e^2 \left(16 x+8 x^2\right)\right) \log (x)+\left(4 x-4 e^2 x+e^4 x\right) \log ^2(x)} \, dx","Int[(-4 - E^4 + E^2*(4 - 4*x) + 8*x)/(16*x + 4*E^4*x + 32*x^2 + 16*x^3 + E^2*(-16*x - 16*x^2) + (-16*x - 4*E^4*x - 16*x^2 + E^2*(16*x + 8*x^2))*Log[x] + (4*x - 4*E^2*x + E^4*x)*Log[x]^2),x]","-\frac{2-e^2}{4 x-\left(2-e^2\right) \log (x)+2 \left(2-e^2\right)}","\frac{1}{-\frac{4 x}{2-e^2}+\log (x)-2}",1,"-((2 - E^2)/(2*(2 - E^2) + 4*x - (2 - E^2)*Log[x]))","A",4,4,106,0.03774,1,"{6, 6688, 12, 6686}"
5555,0,0,0,1.2068175,"\int \frac{-9+28 x+11 x^2+\left(-9+6 x+3 x^2\right) \log (2 x)}{27 x+16 x^2+3 x^3+\left(9 x+6 x^2+x^3\right) \log (2 x)} \, dx","Int[(-9 + 28*x + 11*x^2 + (-9 + 6*x + 3*x^2)*Log[2*x])/(27*x + 16*x^2 + 3*x^3 + (9*x + 6*x^2 + x^3)*Log[2*x]),x]","\int \frac{-9+28 x+11 x^2+\left(-9+6 x+3 x^2\right) \log (2 x)}{27 x+16 x^2+3 x^3+\left(9 x+6 x^2+x^3\right) \log (2 x)} \, dx","\frac{1}{2} \log \left(x^2 \left(4-\frac{2 (x+3)^2 (\log (2 x)+3)}{x}\right)^4\right)",1,"-Log[x] + 4*Log[3 + x] + 16*Defer[Int][(27 + 16*x + 3*x^2 + (3 + x)^2*Log[2*x])^(-1), x] + 18*Defer[Int][1/(x*(27 + 16*x + 3*x^2 + (3 + x)^2*Log[2*x])), x] + 2*Defer[Int][x/(27 + 16*x + 3*x^2 + (3 + x)^2*Log[2*x]), x] - 24*Defer[Int][1/((3 + x)*(27 + 16*x + 3*x^2 + (3 + x)^2*Log[2*x])), x]","F",0,0,0,0,-1,"{}"
5556,1,13,0,0.0035455,"\int \frac{3}{5-12 e^3+3 x+\log (5)} \, dx","Int[3/(5 - 12*E^3 + 3*x + Log[5]),x]","\log \left(3 x-12 e^3+5+\log (5)\right)","\log \left(6-\frac{x+\frac{1}{2} (x+5+\log (5))}{e^3}\right)",1,"Log[5 - 12*E^3 + 3*x + Log[5]]","A",2,2,16,0.1250,1,"{12, 31}"
5557,1,20,0,0.0052886,"\int \frac{1}{5} (12-i \pi -\log (-\log (\log (2)))) \, dx","Int[(12 - I*Pi - Log[-Log[Log[2]]])/5,x]","\frac{1}{5} x (12-i \pi -\log (-\log (\log (2))))","2 x+\frac{1}{5} (2 x-(\log (-\log (\log (2)))+i \pi ) (x+\log (2))-5)",1,"(x*(12 - I*Pi - Log[-Log[Log[2]]]))/5","A",1,1,19,0.05263,1,"{8}"
5558,1,93,0,0.1101744,"\int \left(8 x-12 x^2+24 x^3-12 x^4+8 x^5+e^{e^3} \left(4-4 x+8 x^2\right)+\left(6 e^{e^3} x^2+16 x^3-10 x^4+14 x^5\right) \log (x)+6 x^5 \log ^2(x)\right) \, dx","Int[8*x - 12*x^2 + 24*x^3 - 12*x^4 + 8*x^5 + E^E^3*(4 - 4*x + 8*x^2) + (6*E^E^3*x^2 + 16*x^3 - 10*x^4 + 14*x^5)*Log[x] + 6*x^5*Log[x]^2,x]","x^6+x^6 \log ^2(x)+2 x^6 \log (x)-2 x^5-2 x^5 \log (x)+5 x^4+4 x^4 \log (x)+2 e^{e^3} x^3-4 x^3+2 e^{e^3} x^3 \log (x)-2 e^{e^3} x^2+4 x^2+4 e^{e^3} x","\left(x^3 (\log (x)+1)-x^2+2 x+e^{e^3}\right)^2",1,"4*E^E^3*x + 4*x^2 - 2*E^E^3*x^2 - 4*x^3 + 2*E^E^3*x^3 + 5*x^4 - 2*x^5 + x^6 + 2*E^E^3*x^3*Log[x] + 4*x^4*Log[x] - 2*x^5*Log[x] + 2*x^6*Log[x] + x^6*Log[x]^2","B",10,3,78,0.03846,1,"{2356, 2304, 2305}"
5559,0,0,0,1.094297,"\int \frac{2 e^7+e^x \left(-2 e^7-2 x\right)+2 x+\left(2 e^x-2 x\right) \log \left(e^x-x\right)}{\left(e^x-x\right) \log ^2\left(e^x-x\right)} \, dx","Int[(2*E^7 + E^x*(-2*E^7 - 2*x) + 2*x + (2*E^x - 2*x)*Log[E^x - x])/((E^x - x)*Log[E^x - x]^2),x]","\int \frac{2 e^7+e^x \left(-2 e^7-2 x\right)+2 x+\left(2 e^x-2 x\right) \log \left(e^x-x\right)}{\left(e^x-x\right) \log ^2\left(e^x-x\right)} \, dx","\frac{2 \left(x+e^7\right)}{\log \left(e^x-x\right)}",1,"-2*E^7*Defer[Int][Log[E^x - x]^(-2), x] + 2*E^7*Defer[Int][1/((E^x - x)*Log[E^x - x]^2), x] - 2*Defer[Int][x/Log[E^x - x]^2, x] + 2*(1 - E^7)*Defer[Int][x/((E^x - x)*Log[E^x - x]^2), x] - 2*Defer[Int][x^2/((E^x - x)*Log[E^x - x]^2), x] + 2*Defer[Int][Log[E^x - x]^(-1), x]","F",0,0,0,0,-1,"{}"
5560,1,261,0,7.4618796,"\int \frac{-45-3 x^2+e^{10} \left(-15-x^2\right)+e^x \left(-15-15 x+x^2+x^3\right)+e^{e^5} \left(-9-3 e^{10}+e^x \left(-3-3 x+x^2\right)\right)+\left(-45+6 x+3 x^2+e^{e^5} \left(-9+e^{10} (-3+x)+e^x (-3+x)+3 x\right)+e^{10} \left(-15+2 x+x^2\right)+e^x \left(-15+2 x+x^2\right)\right) \log \left(\frac{3+e^{10}+e^x}{-15+e^{e^5} (-3+x)+2 x+x^2}\right)}{-45+6 x+3 x^2+e^{e^5} \left(-9+e^{10} (-3+x)+e^x (-3+x)+3 x\right)+e^{10} \left(-15+2 x+x^2\right)+e^x \left(-15+2 x+x^2\right)} \, dx","Int[(-45 - 3*x^2 + E^10*(-15 - x^2) + E^x*(-15 - 15*x + x^2 + x^3) + E^E^5*(-9 - 3*E^10 + E^x*(-3 - 3*x + x^2)) + (-45 + 6*x + 3*x^2 + E^E^5*(-9 + E^10*(-3 + x) + E^x*(-3 + x) + 3*x) + E^10*(-15 + 2*x + x^2) + E^x*(-15 + 2*x + x^2))*Log[(3 + E^10 + E^x)/(-15 + E^E^5*(-3 + x) + 2*x + x^2)])/(-45 + 6*x + 3*x^2 + E^E^5*(-9 + E^10*(-3 + x) + E^x*(-3 + x) + 3*x) + E^10*(-15 + 2*x + x^2) + E^x*(-15 + 2*x + x^2)),x]","-\left(2+e^{e^5}\right) x+e^{e^5} x+3 x+x \log \left(-\frac{e^x+3+e^{10}}{(3-x) \left(x+e^{e^5}+5\right)}\right)-\frac{3 e^{e^5} \log (3-x)}{8+e^{e^5}}-\frac{24 \log (3-x)}{8+e^{e^5}}+3 \log (3-x)-\frac{e^{e^5} \left(37+13 e^{e^5}+e^{2 e^5}\right) \log \left(x+e^{e^5}+5\right)}{8+e^{e^5}}+\frac{\left(5+e^{e^5}\right)^3 \log \left(x+e^{e^5}+5\right)}{8+e^{e^5}}-\frac{\left(5+e^{e^5}\right)^2 \log \left(x+e^{e^5}+5\right)}{8+e^{e^5}}-\frac{15 \left(5+e^{e^5}\right) \log \left(x+e^{e^5}+5\right)}{8+e^{e^5}}+\frac{15 \log \left(x+e^{e^5}+5\right)}{8+e^{e^5}}-\left(5+e^{e^5}\right) \log \left(x+e^{e^5}+5\right)","x+x \log \left(\frac{e^x+3+e^{10}}{(x-3) \left(x+e^{e^5}+5\right)}\right)",1,"3*x + E^E^5*x - (2 + E^E^5)*x + 3*Log[3 - x] - (24*Log[3 - x])/(8 + E^E^5) - (3*E^E^5*Log[3 - x])/(8 + E^E^5) + x*Log[-((3 + E^10 + E^x)/((3 - x)*(5 + E^E^5 + x)))] - (5 + E^E^5)*Log[5 + E^E^5 + x] + (15*Log[5 + E^E^5 + x])/(8 + E^E^5) - (15*(5 + E^E^5)*Log[5 + E^E^5 + x])/(8 + E^E^5) - ((5 + E^E^5)^2*Log[5 + E^E^5 + x])/(8 + E^E^5) + ((5 + E^E^5)^3*Log[5 + E^E^5 + x])/(8 + E^E^5) - (E^E^5*(37 + 13*E^E^5 + E^(2*E^5))*Log[5 + E^E^5 + x])/(8 + E^E^5)","B",30,12,209,0.05742,1,"{6688, 6742, 2184, 2190, 2279, 2391, 36, 31, 72, 893, 2548, 1612}"
5561,-1,0,0,180.0007734,"\int \frac{50-9 x+\left(-3 x+2 x^2\right) \log \left(\frac{5}{x}\right)+\left(-7 x-2 x^2\right) \log ^2\left(\frac{5}{x}\right)+\left(-x+2 x^2\right) \log ^3\left(\frac{5}{x}\right)}{-27 x+x^2+\left(31 x+7 x^2\right) \log \left(\frac{5}{x}\right)+\left(-6 x-7 x^2-x^3\right) \log ^2\left(\frac{5}{x}\right)+\left(2 x-x^2+x^3\right) \log ^3\left(\frac{5}{x}\right)} \, dx","Int[(50 - 9*x + (-3*x + 2*x^2)*Log[5/x] + (-7*x - 2*x^2)*Log[5/x]^2 + (-x + 2*x^2)*Log[5/x]^3)/(-27*x + x^2 + (31*x + 7*x^2)*Log[5/x] + (-6*x - 7*x^2 - x^3)*Log[5/x]^2 + (2*x - x^2 + x^3)*Log[5/x]^3),x]","\text{\$Aborted}","\log \left(-x+\left(x+\frac{5-x}{1-\log \left(\frac{5}{x}\right)}\right)^2+2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5562,1,16,0,0.1349287,"\int \frac{-\frac{e^2}{x}+8100 x^4}{\left(e^2+2025 x^5\right) \log \left(\frac{12 e^2}{x}+24300 x^4\right)} \, dx","Int[(-(E^2/x) + 8100*x^4)/((E^2 + 2025*x^5)*Log[(12*E^2)/x + 24300*x^4]),x]","\log \left(\log \left(24300 x^4+\frac{12 e^2}{x}\right)\right)","\log \left(\log \left(12 \left(2025 x^4+\frac{e^2}{x}\right)\right)\right)",1,"Log[Log[(12*E^2)/x + 24300*x^4]]","A",2,2,43,0.04651,1,"{1593, 6684}"
5563,1,81,0,0.0571492,"\int \left(-5+e^6+e^{-5-x+e^2 x} \left(-5+5 x-5 e^2 x\right)-5 \log (x)\right) \, dx","Int[-5 + E^6 + E^(-5 - x + E^2*x)*(-5 + 5*x - 5*E^2*x) - 5*Log[x],x]","-\left(5-e^6\right) x+5 x+\frac{5 e^{-\left(\left(1-e^2\right) x\right)-5} \left(1-\left(1-e^2\right) x\right)}{1-e^2}-\frac{5 e^{-\left(\left(1-e^2\right) x\right)-5}}{1-e^2}-5 x \log (x)","x \left(5 \left(-e^{e^2 x-x-5}+\frac{12}{x}-\log (x)\right)+e^6\right)",1,"(-5*E^(-5 - (1 - E^2)*x))/(1 - E^2) + 5*x - (5 - E^6)*x + (5*E^(-5 - (1 - E^2)*x)*(1 - (1 - E^2)*x))/(1 - E^2) - 5*x*Log[x]","B",6,5,33,0.1515,1,"{6, 2187, 2176, 2194, 2295}"
5564,1,15,0,0.015159,"\int \left(6+2 x+e^{e^x} \left(4+4 e^x x\right)\right) \, dx","Int[6 + 2*x + E^E^x*(4 + 4*E^x*x),x]","x^2+4 e^{e^x} x+6 x","x^2+2 x-4 \left(-e^{e^x} x-x\right)-7",1,"6*x + 4*E^E^x*x + x^2","A",2,1,19,0.05263,1,"{2288}"
5565,0,0,0,10.0549714,"\int \frac{\exp \left(e^{\frac{1}{2} e^{\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}}}+e^{e^{-x} x}+\frac{1}{2} e^{\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}}+\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}\right) \left(-1+e^{-x+e^{-x} x} (1-x) x\right)}{8 x^2} \, dx","Int[(E^(E^(E^((E^E^(x/E^x) + 3*x - x*Log[2])/x)/2) + E^(x/E^x) + E^((E^E^(x/E^x) + 3*x - x*Log[2])/x)/2 + (E^E^(x/E^x) + 3*x - x*Log[2])/x)*(-1 + E^(-x + x/E^x)*(1 - x)*x))/(8*x^2),x]","\int \frac{\exp \left(e^{\frac{1}{2} e^{\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}}}+e^{e^{-x} x}+\frac{1}{2} e^{\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}}+\frac{e^{e^{e^{-x} x}}+3 x-x \log (2)}{x}\right) \left(-1+e^{-x+e^{-x} x} (1-x) x\right)}{8 x^2} \, dx","\frac{1}{4} e^{e^{\frac{1}{4} e^{\frac{3 x+e^{e^{e^{-x} x}}}{x}}}}",1,"-1/8*Defer[Int][E^(-(((-1 + E^x)*x)/E^x) + (4*E^E^(x/E^x) + 4*E^(E^(3 + E^E^(x/E^x)/x)/4)*x + E^(3 + E^E^(x/E^x)/x)*x + 4*E^(x/E^x)*x + 12*x*(1 - Log[2]/3))/(4*x)), x] - Defer[Int][E^((4*E^E^(x/E^x) + 4*E^(E^(3 + E^E^(x/E^x)/x)/4)*x + E^(3 + E^E^(x/E^x)/x)*x + 4*E^(x/E^x)*x + 12*x*(1 - Log[2]/3))/(4*x))/x^2, x]/8 + Defer[Int][E^(-(((-1 + E^x)*x)/E^x) + (4*E^E^(x/E^x) + 4*E^(E^(3 + E^E^(x/E^x)/x)/4)*x + E^(3 + E^E^(x/E^x)/x)*x + 4*E^(x/E^x)*x + 12*x*(1 - Log[2]/3))/(4*x))/x, x]/8","F",0,0,0,0,-1,"{}"
5566,1,35,0,0.0246131,"\int \frac{-e^3+8 e^5 x+64 x^3+64 e x^3+e^2 \left(2 x+16 x^3\right)-e^2 \log (4)}{e^2} \, dx","Int[(-E^3 + 8*E^5*x + 64*x^3 + 64*E*x^3 + E^2*(2*x + 16*x^3) - E^2*Log[4])/E^2,x]","\frac{16 (1+e) x^4}{e^2}+4 x^4+4 e^3 x^2+x^2-x (e+\log (4))","x \left(4 \left(\left(\frac{2 x}{e}+x\right)^2+e^3\right) x+x-e-\log (4)\right)",1,"x^2 + 4*E^3*x^2 + 4*x^4 + (16*(1 + E)*x^4)/E^2 - x*(E + Log[4])","A",4,2,47,0.04255,1,"{6, 12}"
5567,1,36,0,0.0163586,"\int \frac{1}{5} \left(-240-30 x+288 x^2-48 x^4+e^x (15+15 x)\right) \, dx","Int[(-240 - 30*x + 288*x^2 - 48*x^4 + E^x*(15 + 15*x))/5,x]","-\frac{48 x^5}{25}+\frac{96 x^3}{5}-3 x^2-48 x-3 e^x+3 e^x (x+1)","3 x \left(-\left(\frac{4 x^2}{5}-4\right)^2+e^x-x\right)",1,"-3*E^x - 48*x - 3*x^2 + (96*x^3)/5 - (48*x^5)/25 + 3*E^x*(1 + x)","A",4,3,28,0.1071,1,"{12, 2176, 2194}"
5568,1,24,0,0.1694626,"\int \frac{663552 x-2097152 x^5}{6561+41472 x^2+107008 x^4+65536 e^{10} x^4+131072 x^6+65536 x^8+e^5 \left(41472 x^2+131072 x^4+131072 x^6\right)} \, dx","Int[(663552*x - 2097152*x^5)/(6561 + 41472*x^2 + 107008*x^4 + 65536*E^10*x^4 + 131072*x^6 + 65536*x^8 + E^5*(41472*x^2 + 131072*x^4 + 131072*x^6)),x]","\frac{4096 x^2}{256 x^4+256 \left(1+e^5\right) x^2+81}","\frac{16}{x^2+\frac{81}{256 x^2}+e^5+1}",1,"(4096*x^2)/(81 + 256*(1 + E^5)*x^2 + 256*x^4)","A",5,5,62,0.08065,1,"{6, 1593, 6688, 12, 1588}"
5569,1,40,0,0.118079,"\int \frac{e^{-1-e^5-e^8+2 x} (1-x)-x+x^2+\left(x-2 e^{-1-e^5-e^8+2 x} x\right) \log \left(\frac{3 e^x}{x}\right)}{x} \, dx","Int[(E^(-1 - E^5 - E^8 + 2*x)*(1 - x) - x + x^2 + (x - 2*E^(-1 - E^5 - E^8 + 2*x)*x)*Log[(3*E^x)/x])/x,x]","x \log \left(\frac{3 e^x}{x}\right)-e^{2 x-e^8-e^5-1} \log \left(\frac{3 e^x}{x}\right)","\left(x-e^{2 x-e^8-e^5-1}\right) \log \left(\frac{3 e^x}{x}\right)",1,"-(E^(-1 - E^5 - E^8 + 2*x)*Log[(3*E^x)/x]) + x*Log[(3*E^x)/x]","A",5,3,66,0.04545,1,"{14, 2548, 2288}"
5570,1,55,0,0.0586218,"\int \frac{-2 x+2 \left(i \pi +\log \left(\frac{21}{5}\right)\right)-e^{\frac{2+x}{2}} x \left(i \pi +\log \left(\frac{21}{5}\right)\right)}{2 x \left(i \pi +\log \left(\frac{21}{5}\right)\right)} \, dx","Int[(-2*x + 2*(I*Pi + Log[21/5]) - E^((2 + x)/2)*x*(I*Pi + Log[21/5]))/(2*x*(I*Pi + Log[21/5])),x]","-e^{\frac{x}{2}+1}-\frac{x}{\log \left(\frac{21}{5}\right)+i \pi }+\frac{\left(\log \left(\frac{441}{25}\right)+2 i \pi \right) \log (x)}{2 \left(\log \left(\frac{21}{5}\right)+i \pi \right)}","-e^{\frac{1}{4} (2 x+4)}-\frac{x}{\log \left(\frac{21}{5}\right)+i \pi }+\log (x)",1,"-E^(1 + x/2) - x/(I*Pi + Log[21/5]) + (((2*I)*Pi + Log[441/25])*Log[x])/(2*(I*Pi + Log[21/5]))","A",6,4,57,0.07018,1,"{12, 14, 2194, 43}"
5571,1,22,0,0.0125804,"\int \frac{5-10 x^2+\left(10 x^2+10 x^3\right) \log (3)}{x^2} \, dx","Int[(5 - 10*x^2 + (10*x^2 + 10*x^3)*Log[3])/x^2,x]","5 x^2 \log (3)-\frac{5}{x}-10 x (1-\log (3))","5 \left(-2 x-\frac{1}{x}+(x+1)^2 \log (3)+4\right)",1,"-5/x - 10*x*(1 - Log[3]) + 5*x^2*Log[3]","A",2,1,25,0.04000,1,"{14}"
5572,1,523,0,7.4472141,"\int \frac{-9 x^2+6 x^3-16 x^4+8 x^5-8 x^6+2 x^7-x^8+e^x \left(3 x^2-5 x^3+x^4+4 x^5-4 x^6+x^7\right)+\left(-9 x^2+6 x^3+2 x^4-4 x^5+6 x^6-2 x^7+x^8+e^x \left(6 x-10 x^2+2 x^3+8 x^4-8 x^5+2 x^6\right)\right) \log \left(\frac{-1+x^2}{x}\right)+e^x \left(3-5 x+x^2+4 x^3-4 x^4+x^5\right) \log ^2\left(\frac{-1+x^2}{x}\right)}{-36 x^4+24 x^5+8 x^6-16 x^7+24 x^8-8 x^9+4 x^{10}+\left(-72 x^3+48 x^4+16 x^5-32 x^6+48 x^7-16 x^8+8 x^9\right) \log \left(\frac{-1+x^2}{x}\right)+\left(-36 x^2+24 x^3+8 x^4-16 x^5+24 x^6-8 x^7+4 x^8\right) \log ^2\left(\frac{-1+x^2}{x}\right)} \, dx","Int[(-9*x^2 + 6*x^3 - 16*x^4 + 8*x^5 - 8*x^6 + 2*x^7 - x^8 + E^x*(3*x^2 - 5*x^3 + x^4 + 4*x^5 - 4*x^6 + x^7) + (-9*x^2 + 6*x^3 + 2*x^4 - 4*x^5 + 6*x^6 - 2*x^7 + x^8 + E^x*(6*x - 10*x^2 + 2*x^3 + 8*x^4 - 8*x^5 + 2*x^6))*Log[(-1 + x^2)/x] + E^x*(3 - 5*x + x^2 + 4*x^3 - 4*x^4 + x^5)*Log[(-1 + x^2)/x]^2)/(-36*x^4 + 24*x^5 + 8*x^6 - 16*x^7 + 24*x^8 - 8*x^9 + 4*x^10 + (-72*x^3 + 48*x^4 + 16*x^5 - 32*x^6 + 48*x^7 - 16*x^8 + 8*x^9)*Log[(-1 + x^2)/x] + (-36*x^2 + 24*x^3 + 8*x^4 - 16*x^5 + 24*x^6 - 8*x^7 + 4*x^8)*Log[(-1 + x^2)/x]^2),x]","-\frac{1}{264} \left(11+3 i \sqrt{11}\right) e^{\frac{1}{2}+\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x-i \sqrt{11}-1\right)\right)+\frac{1}{264} \left(1+i \sqrt{11}\right) e^{\frac{1}{2}+\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x-i \sqrt{11}-1\right)\right)+\frac{i e^{\frac{1}{2}+\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x-i \sqrt{11}-1\right)\right)}{12 \sqrt{11}}+\frac{5}{132} e^{\frac{1}{2}+\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x-i \sqrt{11}-1\right)\right)-\frac{1}{264} \left(11-3 i \sqrt{11}\right) e^{\frac{1}{2}-\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+i \sqrt{11}-1\right)\right)+\frac{1}{264} \left(1-i \sqrt{11}\right) e^{\frac{1}{2}-\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+i \sqrt{11}-1\right)\right)-\frac{i e^{\frac{1}{2}-\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+i \sqrt{11}-1\right)\right)}{12 \sqrt{11}}+\frac{5}{132} e^{\frac{1}{2}-\frac{i \sqrt{11}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+i \sqrt{11}-1\right)\right)+\frac{\left(1-i \sqrt{11}\right) e^x}{132 \left(-2 x-i \sqrt{11}+1\right)}+\frac{5 e^x}{66 \left(-2 x-i \sqrt{11}+1\right)}+\frac{\left(1+i \sqrt{11}\right) e^x}{132 \left(-2 x+i \sqrt{11}+1\right)}+\frac{5 e^x}{66 \left(-2 x+i \sqrt{11}+1\right)}+\frac{e^x}{12 x}-\frac{1}{4 \left(\frac{x}{\log \left(x-\frac{1}{x}\right)}+1\right)}","\frac{1}{4} \left(\frac{e^x}{\left(x^2-x+3\right) x}+\frac{x}{x+\log \left(x-\frac{1}{x}\right)}\right)",1,"(5*E^x)/(66*(1 - I*Sqrt[11] - 2*x)) + ((1 - I*Sqrt[11])*E^x)/(132*(1 - I*Sqrt[11] - 2*x)) + (5*E^x)/(66*(1 + I*Sqrt[11] - 2*x)) + ((1 + I*Sqrt[11])*E^x)/(132*(1 + I*Sqrt[11] - 2*x)) + E^x/(12*x) + (5*E^(1/2 + (I/2)*Sqrt[11])*ExpIntegralEi[(-1 - I*Sqrt[11] + 2*x)/2])/132 + ((I/12)*E^(1/2 + (I/2)*Sqrt[11])*ExpIntegralEi[(-1 - I*Sqrt[11] + 2*x)/2])/Sqrt[11] + ((1 + I*Sqrt[11])*E^(1/2 + (I/2)*Sqrt[11])*ExpIntegralEi[(-1 - I*Sqrt[11] + 2*x)/2])/264 - ((11 + (3*I)*Sqrt[11])*E^(1/2 + (I/2)*Sqrt[11])*ExpIntegralEi[(-1 - I*Sqrt[11] + 2*x)/2])/264 + (5*E^(1/2 - (I/2)*Sqrt[11])*ExpIntegralEi[(-1 + I*Sqrt[11] + 2*x)/2])/132 - ((I/12)*E^(1/2 - (I/2)*Sqrt[11])*ExpIntegralEi[(-1 + I*Sqrt[11] + 2*x)/2])/Sqrt[11] + ((1 - I*Sqrt[11])*E^(1/2 - (I/2)*Sqrt[11])*ExpIntegralEi[(-1 + I*Sqrt[11] + 2*x)/2])/264 - ((11 - (3*I)*Sqrt[11])*E^(1/2 - (I/2)*Sqrt[11])*ExpIntegralEi[(-1 + I*Sqrt[11] + 2*x)/2])/264 - 1/(4*(1 + x/Log[-x^(-1) + x]))","C",33,9,317,0.02839,1,"{6688, 12, 6725, 6742, 2177, 2178, 6728, 6711, 32}"
5573,1,10,0,0.0018956,"\int -\frac{24}{-20+5 x} \, dx","Int[-24/(-20 + 5*x),x]","-\frac{24}{5} \log (4-x)","5-\frac{24}{5} (\log (x-4)-4)",1,"(-24*Log[4 - x])/5","A",2,2,9,0.2222,1,"{12, 31}"
5574,0,0,0,1.1704351,"\int \frac{-32 e^9+32 e^{9+x} x+160 e^9 x \log (x)+80 e^{9+x} x^2 \log ^2(x)}{2 x+5 x^2 \log ^2(x)} \, dx","Int[(-32*E^9 + 32*E^(9 + x)*x + 160*E^9*x*Log[x] + 80*E^(9 + x)*x^2*Log[x]^2)/(2*x + 5*x^2*Log[x]^2),x]","\int \frac{-32 e^9+32 e^{9+x} x+160 e^9 x \log (x)+80 e^{9+x} x^2 \log ^2(x)}{2 x+5 x^2 \log ^2(x)} \, dx","16 e^9 \left(e^x+\log \left(\frac{2}{5 x}+\log ^2(x)\right)\right)",1,"16*E^(9 + x) - 32*E^9*Defer[Int][1/(x*(2 + 5*x*Log[x]^2)), x] + 160*E^9*Defer[Int][Log[x]/(2 + 5*x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
5575,1,29,0,0.025819,"\int e^{2 e x+4 x^2} \left(1+2 e x+8 x^2\right) \, dx","Int[E^(2*E*x + 4*x^2)*(1 + 2*E*x + 8*x^2),x]","\frac{e^{4 x^2+2 e x} \left(4 x^2+e x\right)}{4 x+e}","e^{2 x (2 x+e)} x",1,"(E^(2*E*x + 4*x^2)*(E*x + 4*x^2))/(E + 4*x)","B",1,1,24,0.04167,1,"{2288}"
5576,1,400,0,0.9739888,"\int \frac{33-48 x+18 x^2-2 x^3+e^5 \left(1-16 x+20 x^2-4 x^3\right)+e^{10} \left(2 x^2-2 x^3\right)+e^{x+x^2} \left(-5-7 x+2 x^2+e^5 \left(-1+x+2 x^2\right)\right)}{16-8 x+x^2+e^{10} x^2+e^5 \left(-8 x+2 x^2\right)} \, dx","Int[(33 - 48*x + 18*x^2 - 2*x^3 + E^5*(1 - 16*x + 20*x^2 - 4*x^3) + E^10*(2*x^2 - 2*x^3) + E^(x + x^2)*(-5 - 7*x + 2*x^2 + E^5*(-1 + x + 2*x^2)))/(16 - 8*x + x^2 + E^10*x^2 + E^5*(-8*x + 2*x^2)),x]","-\frac{e^{10} x^2}{\left(1+e^5\right)^2}-\frac{2 e^5 x^2}{\left(1+e^5\right)^2}-\frac{x^2}{\left(1+e^5\right)^2}-\frac{e^{x^2+x}}{4-\left(1+e^5\right) x}+\frac{18 x}{\left(1+e^5\right)^2}-\frac{2 e^{10} \left(7-e^5\right) x}{\left(1+e^5\right)^3}-\frac{4 e^5 \left(3-5 e^5\right) x}{\left(1+e^5\right)^3}-\frac{16 x}{\left(1+e^5\right)^3}+\frac{e^5 \left(1+195 e^5-61 e^{10}+e^{15}\right)}{\left(1+e^5\right)^4 \left(4-\left(1+e^5\right) x\right)}+\frac{33}{\left(1+e^5\right) \left(4-\left(1+e^5\right) x\right)}-\frac{192}{\left(1+e^5\right)^2 \left(4-\left(1+e^5\right) x\right)}+\frac{288}{\left(1+e^5\right)^3 \left(4-\left(1+e^5\right) x\right)}-\frac{32 e^{10} \left(3-e^5\right)}{\left(1+e^5\right)^4 \left(4-\left(1+e^5\right) x\right)}-\frac{128}{\left(1+e^5\right)^4 \left(4-\left(1+e^5\right) x\right)}-\frac{16 e^5 \left(3-8 e^5+e^{10}\right) \log \left(4-\left(1+e^5\right) x\right)}{\left(1+e^5\right)^4}-\frac{48 \log \left(4-\left(1+e^5\right) x\right)}{\left(1+e^5\right)^2}+\frac{144 \log \left(4-\left(1+e^5\right) x\right)}{\left(1+e^5\right)^3}-\frac{16 e^{10} \left(5-e^5\right) \log \left(4-\left(1+e^5\right) x\right)}{\left(1+e^5\right)^4}-\frac{96 \log \left(4-\left(1+e^5\right) x\right)}{\left(1+e^5\right)^4}","-x^2+\frac{e^{x^2+x}-1}{e^5 x+x-4}+2 x",1,"(-16*x)/(1 + E^5)^3 - (4*E^5*(3 - 5*E^5)*x)/(1 + E^5)^3 - (2*E^10*(7 - E^5)*x)/(1 + E^5)^3 + (18*x)/(1 + E^5)^2 - x^2/(1 + E^5)^2 - (2*E^5*x^2)/(1 + E^5)^2 - (E^10*x^2)/(1 + E^5)^2 - E^(x + x^2)/(4 - (1 + E^5)*x) - 128/((1 + E^5)^4*(4 - (1 + E^5)*x)) - (32*E^10*(3 - E^5))/((1 + E^5)^4*(4 - (1 + E^5)*x)) + 288/((1 + E^5)^3*(4 - (1 + E^5)*x)) - 192/((1 + E^5)^2*(4 - (1 + E^5)*x)) + 33/((1 + E^5)*(4 - (1 + E^5)*x)) + (E^5*(1 + 195*E^5 - 61*E^10 + E^15))/((1 + E^5)^4*(4 - (1 + E^5)*x)) - (96*Log[4 - (1 + E^5)*x])/(1 + E^5)^4 - (16*E^10*(5 - E^5)*Log[4 - (1 + E^5)*x])/(1 + E^5)^4 + (144*Log[4 - (1 + E^5)*x])/(1 + E^5)^3 - (48*Log[4 - (1 + E^5)*x])/(1 + E^5)^2 - (16*E^5*(3 - 8*E^5 + E^10)*Log[4 - (1 + E^5)*x])/(1 + E^5)^4","B",17,8,110,0.07273,1,"{6, 6741, 27, 6742, 43, 77, 2289, 1850}"
5577,1,26,0,1.5915727,"\int \frac{e^{x^2} \left(x+2 x^3\right) \log (x)+e^{x^2} \left(-6-12 x^2+\left(1+2 x^2\right) \log (5)\right) \log ^2(x)+e^{\log ^2\left(\frac{x+(-6+\log (5)) \log (x)}{\log (x)}\right)} (-10+10 \log (x)) \log \left(\frac{x+(-6+\log (5)) \log (x)}{\log (x)}\right)}{5 x \log (x)+(-30+5 \log (5)) \log ^2(x)} \, dx","Int[(E^x^2*(x + 2*x^3)*Log[x] + E^x^2*(-6 - 12*x^2 + (1 + 2*x^2)*Log[5])*Log[x]^2 + E^Log[(x + (-6 + Log[5])*Log[x])/Log[x]]^2*(-10 + 10*Log[x])*Log[(x + (-6 + Log[5])*Log[x])/Log[x]])/(5*x*Log[x] + (-30 + 5*Log[5])*Log[x]^2),x]","\frac{e^{x^2} x}{5}+e^{\log ^2\left(\frac{x}{\log (x)}-6+\log (5)\right)}","\frac{e^{x^2} x}{5}+e^{\log ^2\left(\frac{x}{\log (x)}-6+\log (5)\right)}",1,"E^Log[-6 + Log[5] + x/Log[x]]^2 + (E^x^2*x)/5","A",11,8,104,0.07692,1,"{6741, 12, 6742, 2226, 2204, 2212, 6688, 6706}"
5578,1,19,0,0.0188216,"\int \frac{-1+4 e^6 x+4 e^{6+x} x}{e^5 x} \, dx","Int[(-1 + 4*E^6*x + 4*E^(6 + x)*x)/(E^5*x),x]","4 e x+4 e^{x+1}-\frac{\log (x)}{e^5}","4 e \left(x+e^x\right)-\frac{\log (4 x)}{e^5}-5",1,"4*E^(1 + x) + 4*E*x - Log[x]/E^5","A",6,4,23,0.1739,1,"{12, 14, 2194, 43}"
5579,1,31,0,0.3138804,"\int \frac{e^{2+x} \left(-3 x^2+x^3\right) \log (3)+\left(e^4 (-12+4 x)+e^2 \left(-4 x^2+x^3\right)\right) \log (3)}{e^2 \left(-3 x^2+x^3\right)} \, dx","Int[(E^(2 + x)*(-3*x^2 + x^3)*Log[3] + (E^4*(-12 + 4*x) + E^2*(-4*x^2 + x^3))*Log[3])/(E^2*(-3*x^2 + x^3)),x]","x \log (3)-\log (3) \log (3-x)+e^x \log (3)-\frac{4 e^2 \log (3)}{x}","\log (3) \left(x+e^x-\frac{4 e^2}{x}-\log (3-x)-3\right)",1,"E^x*Log[3] - (4*E^2*Log[3])/x + x*Log[3] - Log[3]*Log[3 - x]","A",8,5,59,0.08475,1,"{12, 1593, 6688, 2194, 43}"
5580,0,0,0,0.3764638,"\int \frac{-24-8 x+(-48-24 x) \log (x)+\left(27 x^3+18 x^4+3 x^5\right) \log ^2(x)}{\left(18 x^3+12 x^4+2 x^5\right) \log ^2(x)} \, dx","Int[(-24 - 8*x + (-48 - 24*x)*Log[x] + (27*x^3 + 18*x^4 + 3*x^5)*Log[x]^2)/((18*x^3 + 12*x^4 + 2*x^5)*Log[x]^2),x]","\int \frac{-24-8 x+(-48-24 x) \log (x)+\left(27 x^3+18 x^4+3 x^5\right) \log ^2(x)}{\left(18 x^3+12 x^4+2 x^5\right) \log ^2(x)} \, dx","\frac{1}{2} \left(\frac{8}{(x+3) x^2 \log (x)}-x-1\right)+2 x",1,"(3*x)/2 - 4*Defer[Int][1/(x^3*(3 + x)*Log[x]^2), x] - 12*Defer[Int][(2 + x)/(x^3*(3 + x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
5581,0,0,0,24.7973271,"\int \frac{x^2+\left(-18 x-2 x^2\right) \log (9+x)+\left(18 x+2 x^2+(9+x) \log (3)\right) \log ^2(9+x)+e^{2 e^x+2 x} \left(18 x+2 x^2+(9+x) \log (3)\right) \log ^2(9+x)+e^{e^x+x} \left(-x^2+\left(18 x-7 x^2-x^3+e^x \left(-9 x^2-x^3\right)\right) \log (9+x)+\left(-36 x-4 x^2+(-18-2 x) \log (3)\right) \log ^2(9+x)\right)}{e^{e^x+x} (-18-2 x) \log ^2(9+x)+(9+x) \log ^2(9+x)+e^{2 e^x+2 x} (9+x) \log ^2(9+x)} \, dx","Int[(x^2 + (-18*x - 2*x^2)*Log[9 + x] + (18*x + 2*x^2 + (9 + x)*Log[3])*Log[9 + x]^2 + E^(2*E^x + 2*x)*(18*x + 2*x^2 + (9 + x)*Log[3])*Log[9 + x]^2 + E^(E^x + x)*(-x^2 + (18*x - 7*x^2 - x^3 + E^x*(-9*x^2 - x^3))*Log[9 + x] + (-36*x - 4*x^2 + (-18 - 2*x)*Log[3])*Log[9 + x]^2))/(E^(E^x + x)*(-18 - 2*x)*Log[9 + x]^2 + (9 + x)*Log[9 + x]^2 + E^(2*E^x + 2*x)*(9 + x)*Log[9 + x]^2),x]","\int \frac{x^2+\left(-18 x-2 x^2\right) \log (9+x)+\left(18 x+2 x^2+(9+x) \log (3)\right) \log ^2(9+x)+e^{2 e^x+2 x} \left(18 x+2 x^2+(9+x) \log (3)\right) \log ^2(9+x)+e^{e^x+x} \left(-x^2+\left(18 x-7 x^2-x^3+e^x \left(-9 x^2-x^3\right)\right) \log (9+x)+\left(-36 x-4 x^2+(-18-2 x) \log (3)\right) \log ^2(9+x)\right)}{e^{e^x+x} (-18-2 x) \log ^2(9+x)+(9+x) \log ^2(9+x)+e^{2 e^x+2 x} (9+x) \log ^2(9+x)} \, dx","x \left(x+\frac{x}{\left(e^{x+e^x}-1\right) \log (x+9)}+\log (3)\right)",1,"x^2 + x*Log[3] + 9*Defer[Int][1/((-1 + E^(E^x + x))*Log[9 + x]^2), x] - Defer[Int][x/((-1 + E^(E^x + x))*Log[9 + x]^2), x] - 81*Defer[Int][1/((-1 + E^(E^x + x))*(9 + x)*Log[9 + x]^2), x] - 81*Defer[Int][1/(E^E^x*Log[9 + x]), x] + 2*Defer[Int][x/((-1 + E^(E^x + x))*Log[9 + x]), x] - Defer[Int][x^2/((-1 + E^(E^x + x))^2*Log[9 + x]), x] - Defer[Int][x^2/(E^E^x*(-1 + E^(E^x + x))^2*Log[9 + x]), x] - Defer[Int][x^2/((-1 + E^(E^x + x))*Log[9 + x]), x] - 2*Defer[Int][x^2/(E^E^x*(-1 + E^(E^x + x))*Log[9 + x]), x] + 18*Defer[Int][(9 + x)/(E^E^x*Log[9 + x]), x] - Defer[Int][(9 + x)^2/(E^E^x*Log[9 + x]), x]","F",0,0,0,0,-1,"{}"
5582,0,0,0,5.6443258,"\int \frac{7 x-2 x^2-3 x^3+e^{20} \left(5 x-x^2-2 x^3\right)+\left(-1+e^{20} (-1+x)+x\right) \log (1-x)+\left(3 x-3 x^3+e^{20} \left(2 x-2 x^3\right)+\left(-1+x^2+e^{20} \left(-1+x^2\right)\right) \log (1-x)\right) \log \left(\frac{-3 x^2-2 e^{20} x^2+\left(x+e^{20} x\right) \log (1-x)}{1+x+e^{20} (1+x)}\right)}{3 x-3 x^3+e^{20} \left(2 x-2 x^3\right)+\left(-1+x^2+e^{20} \left(-1+x^2\right)\right) \log (1-x)} \, dx","Int[(7*x - 2*x^2 - 3*x^3 + E^20*(5*x - x^2 - 2*x^3) + (-1 + E^20*(-1 + x) + x)*Log[1 - x] + (3*x - 3*x^3 + E^20*(2*x - 2*x^3) + (-1 + x^2 + E^20*(-1 + x^2))*Log[1 - x])*Log[(-3*x^2 - 2*E^20*x^2 + (x + E^20*x)*Log[1 - x])/(1 + x + E^20*(1 + x))])/(3*x - 3*x^3 + E^20*(2*x - 2*x^3) + (-1 + x^2 + E^20*(-1 + x^2))*Log[1 - x]),x]","\int \frac{7 x-2 x^2-3 x^3+e^{20} \left(5 x-x^2-2 x^3\right)+\left(-1+e^{20} (-1+x)+x\right) \log (1-x)+\left(3 x-3 x^3+e^{20} \left(2 x-2 x^3\right)+\left(-1+x^2+e^{20} \left(-1+x^2\right)\right) \log (1-x)\right) \log \left(\frac{-3 x^2-2 e^{20} x^2+\left(x+e^{20} x\right) \log (1-x)}{1+x+e^{20} (1+x)}\right)}{3 x-3 x^3+e^{20} \left(2 x-2 x^3\right)+\left(-1+x^2+e^{20} \left(-1+x^2\right)\right) \log (1-x)} \, dx","x \log \left(\frac{x \left(\frac{x}{-1-e^{20}}-2 x+\log (1-x)\right)}{x+1}\right)",1,"x*Log[-((x*((3 + 2*E^20)*x - (1 + E^20)*Log[1 - x]))/((1 + E^20)*(1 + x)))] + 2*Defer[Int][(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])^(-1), x] + E^20*Defer[Int][(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])^(-1), x] - (3 + 2*E^20)*Defer[Int][(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])^(-1), x] + (9*Defer[Int][1/((-1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x])/2 + 2*E^20*Defer[Int][1/((-1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x] - (3 + 2*E^20)*Defer[Int][1/((-1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x] + (7*Defer[Int][1/((1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x])/2 + E^20*Defer[Int][1/((1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x] - (1 + E^20)*Defer[Int][1/((1 - x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x] + (5*Defer[Int][1/((-1 + x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x])/2 + 3*Defer[Int][x/(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x]), x] + 2*E^20*Defer[Int][x/(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x]), x] - (3 + 2*E^20)*Defer[Int][x/(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x]), x] + (3*Defer[Int][1/((1 + x)*(3*(1 + (2*E^20)/3)*x - (1 + E^20)*Log[1 - x])), x])/2 - (1 + E^20)*Defer[Int][(-3*(1 + (2*E^20)/3)*x + (1 + E^20)*Log[1 - x])^(-1), x]","F",0,0,0,0,-1,"{}"
5583,1,81,0,0.1093171,"\int \frac{e^{\frac{2+30 x^2+15 x^3+x^5}{15 x^2}} \left(-4-30 x^2+15 x^3+3 x^5\right)}{15 x^5} \, dx","Int[(E^((2 + 30*x^2 + 15*x^3 + x^5)/(15*x^2))*(-4 - 30*x^2 + 15*x^3 + 3*x^5))/(15*x^5),x]","-\frac{e^{\frac{x^5+15 x^3+30 x^2+2}{15 x^2}} \left(-3 x^5-15 x^3+4\right)}{x^5 \left(\frac{5 \left(x^4+9 x^2+12 x\right)}{x^2}-\frac{2 \left(x^5+15 x^3+30 x^2+2\right)}{x^3}\right)}","\frac{e^{\frac{x^5+2}{15 x^2}+x+2}}{x^2}",1,"-((E^((2 + 30*x^2 + 15*x^3 + x^5)/(15*x^2))*(4 - 15*x^3 - 3*x^5))/(x^5*((5*(12*x + 9*x^2 + x^4))/x^2 - (2*(2 + 30*x^2 + 15*x^3 + x^5))/x^3)))","B",2,2,48,0.04167,1,"{12, 2288}"
5584,0,0,0,4.0694825,"\int \frac{e^{\frac{4 x+4 x^2+x^3+\left(4+4 x+x^2\right) \log (x)}{x^2}} \left(4 x^2-2 x^3+3 x^4+x^5+\left(-8 x-6 x^2-8 x^3-2 x^4\right) \log (x)+\left(4+16 x+9 x^2+x^3\right) \log ^2(x)+(-8-4 x) \log ^3(x)\right)}{3 x^3} \, dx","Int[(E^((4*x + 4*x^2 + x^3 + (4 + 4*x + x^2)*Log[x])/x^2)*(4*x^2 - 2*x^3 + 3*x^4 + x^5 + (-8*x - 6*x^2 - 8*x^3 - 2*x^4)*Log[x] + (4 + 16*x + 9*x^2 + x^3)*Log[x]^2 + (-8 - 4*x)*Log[x]^3))/(3*x^3),x]","\int \frac{e^{\frac{4 x+4 x^2+x^3+\left(4+4 x+x^2\right) \log (x)}{x^2}} \left(4 x^2-2 x^3+3 x^4+x^5+\left(-8 x-6 x^2-8 x^3-2 x^4\right) \log (x)+\left(4+16 x+9 x^2+x^3\right) \log ^2(x)+(-8-4 x) \log ^3(x)\right)}{3 x^3} \, dx","\frac{1}{3} e^{\frac{(x+2)^2 (x+\log (x))}{x^2}} (x-\log (x))^2",1,"(-2*Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2), x])/3 + (4*Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)/x, x])/3 + Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)*x, x] + Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)*x^2, x]/3 - (8*Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x], x])/3 - (8*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x])/x^2, x])/3 - 2*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x])/x, x] - (2*Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)*x*Log[x], x])/3 + Defer[Int][E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^2, x]/3 + (4*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^2)/x^3, x])/3 + (16*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^2)/x^2, x])/3 + 3*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^2)/x, x] - (8*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^3)/x^3, x])/3 - (4*Defer[Int][(E^(((2 + x)^2*(x + Log[x]))/x^2)*Log[x]^3)/x^2, x])/3","F",0,0,0,0,-1,"{}"
5585,0,0,0,1.4820027,"\int \frac{(58-9 x) \log ^2(x)+e^{\frac{1}{\log (x)}} \left(-20+40 \log ^2(x)\right)}{100 e^{\frac{1}{\log (x)}} x \log ^2(x)+\left(145 x-15 x^2\right) \log ^2(x)} \, dx","Int[((58 - 9*x)*Log[x]^2 + E^Log[x]^(-1)*(-20 + 40*Log[x]^2))/(100*E^Log[x]^(-1)*x*Log[x]^2 + (145*x - 15*x^2)*Log[x]^2),x]","\int \frac{(58-9 x) \log ^2(x)+e^{\frac{1}{\log (x)}} \left(-20+40 \log ^2(x)\right)}{100 e^{\frac{1}{\log (x)}} x \log ^2(x)+\left(145 x-15 x^2\right) \log ^2(x)} \, dx","\frac{1}{5} \log \left(x^2 \left(x+4 \left(-x+5 e^{\frac{1}{\log (x)}}+1\right)+25\right)\right)",1,"1/(5*Log[x]) + (2*Log[x])/5 - (3*Defer[Int][(29 + 20*E^Log[x]^(-1) - 3*x)^(-1), x])/5 - (3*Defer[Int][1/((29 + 20*E^Log[x]^(-1) - 3*x)*Log[x]^2), x])/5 + (29*Defer[Int][1/((29 + 20*E^Log[x]^(-1) - 3*x)*x*Log[x]^2), x])/5","F",0,0,0,0,-1,"{}"
5586,0,0,0,0.5871681,"\int \frac{8000-20 x-2 x^3+\left(800 x^2-2 x^3\right) \log (-2000+5 x)}{-40000+100 x+\left(8000 x^2-20 x^3\right) \log (-2000+5 x)+\left(-400 x^4+x^5\right) \log ^2(-2000+5 x)} \, dx","Int[(8000 - 20*x - 2*x^3 + (800*x^2 - 2*x^3)*Log[-2000 + 5*x])/(-40000 + 100*x + (8000*x^2 - 20*x^3)*Log[-2000 + 5*x] + (-400*x^4 + x^5)*Log[-2000 + 5*x]^2),x]","\int \frac{8000-20 x-2 x^3+\left(800 x^2-2 x^3\right) \log (-2000+5 x)}{-40000+100 x+\left(8000 x^2-20 x^3\right) \log (-2000+5 x)+\left(-400 x^4+x^5\right) \log ^2(-2000+5 x)} \, dx","\frac{x}{\frac{1}{2} x^2 \log (5 (x-400))-5}",1,"2*Defer[Int][(10 - x^2*Log[5*(-400 + x)])^(-1), x] - 320040*Defer[Int][(-10 + x^2*Log[5*(-400 + x)])^(-2), x] - 128000000*Defer[Int][1/((-400 + x)*(-10 + x^2*Log[5*(-400 + x)])^2), x] - 800*Defer[Int][x/(-10 + x^2*Log[5*(-400 + x)])^2, x] - 2*Defer[Int][x^2/(-10 + x^2*Log[5*(-400 + x)])^2, x]","F",0,0,0,0,-1,"{}"
5587,0,0,0,2.3295098,"\int \frac{16 x-2 x^4+\left(8 x+2 x^4\right) \log \left(\frac{4+x^3}{x^2}\right) \log \left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)+\left(-4-x^3\right) \log \left(\frac{4+x^3}{x^2}\right) \log ^3\left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)}{\left(4+x^3\right) \log \left(\frac{4+x^3}{x^2}\right) \log ^3\left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)} \, dx","Int[(16*x - 2*x^4 + (8*x + 2*x^4)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11] + (-4 - x^3)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3)/((4 + x^3)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3),x]","\int \frac{16 x-2 x^4+\left(8 x+2 x^4\right) \log \left(\frac{4+x^3}{x^2}\right) \log \left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)+\left(-4-x^3\right) \log \left(\frac{4+x^3}{x^2}\right) \log ^3\left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)}{\left(4+x^3\right) \log \left(\frac{4+x^3}{x^2}\right) \log ^3\left(\frac{3}{11} \log \left(\frac{4+x^3}{x^2}\right)\right)} \, dx","\frac{x^2}{\log ^2\left(\frac{3}{11} \log \left(\frac{4}{x^2}+x\right)\right)}-x",1,"-x - 2*Defer[Int][x/(Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3), x] - 4*2^(1/3)*Defer[Int][1/((2^(2/3) + x)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3), x] - 4*(-1)^(2/3)*2^(1/3)*Defer[Int][1/((2^(2/3) - (-1)^(1/3)*x)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3), x] + 4*(-2)^(1/3)*Defer[Int][1/((2^(2/3) + (-1)^(2/3)*x)*Log[(4 + x^3)/x^2]*Log[(3*Log[(4 + x^3)/x^2])/11]^3), x] + 2*Defer[Int][x/Log[(3*Log[(4 + x^3)/x^2])/11]^2, x]","F",0,0,0,0,-1,"{}"
5588,1,12,0,0.0306102,"\int \frac{e^x (1-x)+5 x^2}{5 x^2} \, dx","Int[(E^x*(1 - x) + 5*x^2)/(5*x^2),x]","x-\frac{e^x}{5 x}","x-\frac{e^x}{5 x}+10+\log \left(\frac{14}{3}\right)",1,"-1/5*E^x/x + x","A",4,3,22,0.1364,1,"{12, 14, 2197}"
5589,0,0,0,5.8707174,"\int \frac{2 x+e^{e^{48+2 e^x+6 x} x} \left(2 x+e^{48+2 e^x+6 x} \left(-2 x^2-12 x^3-4 e^x x^3\right)\right)}{1+3 e^{e^{48+2 e^x+6 x} x}+3 e^{2 e^{48+2 e^x+6 x} x}+e^{3 e^{48+2 e^x+6 x} x}} \, dx","Int[(2*x + E^(E^(48 + 2*E^x + 6*x)*x)*(2*x + E^(48 + 2*E^x + 6*x)*(-2*x^2 - 12*x^3 - 4*E^x*x^3)))/(1 + 3*E^(E^(48 + 2*E^x + 6*x)*x) + 3*E^(2*E^(48 + 2*E^x + 6*x)*x) + E^(3*E^(48 + 2*E^x + 6*x)*x)),x]","\int \frac{2 x+e^{e^{48+2 e^x+6 x} x} \left(2 x+e^{48+2 e^x+6 x} \left(-2 x^2-12 x^3-4 e^x x^3\right)\right)}{1+3 e^{e^{48+2 e^x+6 x} x}+3 e^{2 e^{48+2 e^x+6 x} x}+e^{3 e^{48+2 e^x+6 x} x}} \, dx","\frac{x^2}{\left(e^{e^{6 (x+8)+2 e^x} x}+1\right)^2}",1,"2*Defer[Int][x/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^2, x] + 2*Defer[Int][(E^(2*(24 + E^x + 3*x))*x^2)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^3, x] - 2*Defer[Int][(E^(2*(24 + E^x + 3*x))*x^2)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^2, x] + 12*Defer[Int][(E^(2*(24 + E^x + 3*x))*x^3)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^3, x] + 4*Defer[Int][(E^(x + 2*(24 + E^x + 3*x))*x^3)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^3, x] - 12*Defer[Int][(E^(2*(24 + E^x + 3*x))*x^3)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^2, x] - 4*Defer[Int][(E^(48 + 2*E^x + 7*x)*x^3)/(1 + E^(E^(48 + 2*E^x + 6*x)*x))^2, x]","F",0,0,0,0,-1,"{}"
5590,0,0,0,3.4619088,"\int \frac{\exp \left(\frac{-80-129 x+9 x^2-81 x^3}{16+26 x-3 x^2+18 x^3}\right) \left(16-192 x+279 x^2+432 x^3+81 x^4\right)}{256+832 x+580 x^2+420 x^3+945 x^4-108 x^5+324 x^6} \, dx","Int[(E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))*(16 - 192*x + 279*x^2 + 432*x^3 + 81*x^4))/(256 + 832*x + 580*x^2 + 420*x^3 + 945*x^4 - 108*x^5 + 324*x^6),x]","\int \frac{\exp \left(\frac{-80-129 x+9 x^2-81 x^3}{16+26 x-3 x^2+18 x^3}\right) \left(16-192 x+279 x^2+432 x^3+81 x^4\right)}{256+832 x+580 x^2+420 x^3+945 x^4-108 x^5+324 x^6} \, dx","e^{\frac{x}{\left(1-\frac{5}{1-3 x}\right)^2+2 x}-5}",1,"(864*Defer[Int][E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))/(6 + (6*I)*Sqrt[15] - 18*x)^2, x])/17 - (378*(1 + I*Sqrt[15])*Defer[Int][E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))/(6 + (6*I)*Sqrt[15] - 18*x)^2, x])/17 + (5*Defer[Int][E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))/(1 + 2*x)^2, x])/17 + (864*Defer[Int][E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))/(-6 + (6*I)*Sqrt[15] + 18*x)^2, x])/17 - (378*(1 - I*Sqrt[15])*Defer[Int][E^((-80 - 129*x + 9*x^2 - 81*x^3)/(16 + 26*x - 3*x^2 + 18*x^3))/(-6 + (6*I)*Sqrt[15] + 18*x)^2, x])/17","F",0,0,0,0,-1,"{}"
5591,0,0,0,0.6464319,"\int \frac{-10 x+5 \log (\log (2))+\left(\left(-20 x-4 x^2\right) \log \left(\frac{5+x}{x}\right)+(5+x) \log \left(\frac{5+x}{x}\right) \log (\log (2))\right) \log \left(\log \left(\frac{5+x}{x}\right)\right)+(150+30 x) \log \left(\frac{5+x}{x}\right) \log ^2\left(\log \left(\frac{5+x}{x}\right)\right)}{(25+5 x) \log \left(\frac{5+x}{x}\right) \log ^2\left(\log \left(\frac{5+x}{x}\right)\right)} \, dx","Int[(-10*x + 5*Log[Log[2]] + ((-20*x - 4*x^2)*Log[(5 + x)/x] + (5 + x)*Log[(5 + x)/x]*Log[Log[2]])*Log[Log[(5 + x)/x]] + (150 + 30*x)*Log[(5 + x)/x]*Log[Log[(5 + x)/x]]^2)/((25 + 5*x)*Log[(5 + x)/x]*Log[Log[(5 + x)/x]]^2),x]","\int \frac{-10 x+5 \log (\log (2))+\left(\left(-20 x-4 x^2\right) \log \left(\frac{5+x}{x}\right)+(5+x) \log \left(\frac{5+x}{x}\right) \log (\log (2))\right) \log \left(\log \left(\frac{5+x}{x}\right)\right)+(150+30 x) \log \left(\frac{5+x}{x}\right) \log ^2\left(\log \left(\frac{5+x}{x}\right)\right)}{(25+5 x) \log \left(\frac{5+x}{x}\right) \log ^2\left(\log \left(\frac{5+x}{x}\right)\right)} \, dx","6 x-\frac{x (2 x-\log (\log (2)))}{5 \log \left(\log \left(\frac{5}{x}+1\right)\right)}",1,"6*x - 2*Defer[Int][1/(Log[1 + 5/x]*Log[Log[1 + 5/x]]^2), x] + (10 + Log[Log[2]])*Defer[Int][1/((5 + x)*Log[1 + 5/x]*Log[Log[1 + 5/x]]^2), x] + (Log[Log[2]]*Defer[Int][Log[Log[1 + 5/x]]^(-1), x])/5 - (4*Defer[Int][x/Log[Log[1 + 5/x]], x])/5","F",0,0,0,0,-1,"{}"
5592,1,251,0,1.0604896,"\int \frac{44+16 x^2+2 x^4+\left(32 x+8 x^3\right) \log (3)+\left(16+12 x^2\right) \log ^2(3)+8 x \log ^3(3)+2 \log ^4(3)+\left(-16 x+16 x^2-4 x^3+4 x^4+\left(-16+16 x-12 x^2+12 x^3\right) \log (3)+\left(-12 x+12 x^2\right) \log ^2(3)+(-4+4 x) \log ^3(3)\right) \log \left(1-2 x+x^2\right)}{-1+x} \, dx","Int[(44 + 16*x^2 + 2*x^4 + (32*x + 8*x^3)*Log[3] + (16 + 12*x^2)*Log[3]^2 + 8*x*Log[3]^3 + 2*Log[3]^4 + (-16*x + 16*x^2 - 4*x^3 + 4*x^4 + (-16 + 16*x - 12*x^2 + 12*x^3)*Log[3] + (-12*x + 12*x^2)*Log[3]^2 + (-4 + 4*x)*Log[3]^3)*Log[1 - 2*x + x^2])/(-1 + x),x]","x^4 \log \left((x-1)^2\right)-\frac{2 x^3}{3}+\frac{4}{3} x^3 \log (27) \log \left((x-1)^2\right)+\frac{2}{3} x^3 (1+\log (81))-\frac{8}{9} x^3 \log (27)-x^2+2 x^2 \left(4+3 \log ^2(3)\right) \log \left((x-1)^2\right)+x^2 \left(9+6 \log ^2(3)+\log (81)\right)-2 x^2 \left(4+3 \log ^2(3)\right)-\frac{4}{3} x^2 \log (27)-2 x-8 x \left(\log ^3(3)+\log (81)\right)-4 (1-x) \left(\log ^3(3)+\log (81)\right) \log \left((x-1)^2\right)-4 x \left(4+3 \log ^2(3)\right)-4 \left(4+3 \log ^2(3)\right) \log (1-x)+2 x \left(9+4 \log ^3(3)+6 \log ^2(3)+5 \log (81)\right)+2 \left(31+\log ^4(3)+4 \log ^3(3)+14 \log ^2(3)+5 \log (81)\right) \log (1-x)-\frac{8}{3} x \log (27)-\frac{8}{3} \log (27) \log (1-x)-2 \log (1-x)","\left(\left((x+\log (3))^2+4\right)^2+6\right) \log \left((1-x)^2\right)",1,"-2*x - x^2 - (2*x^3)/3 - 4*x*(4 + 3*Log[3]^2) - 2*x^2*(4 + 3*Log[3]^2) - (8*x*Log[27])/3 - (4*x^2*Log[27])/3 - (8*x^3*Log[27])/9 + (2*x^3*(1 + Log[81]))/3 + x^2*(9 + 6*Log[3]^2 + Log[81]) - 8*x*(Log[3]^3 + Log[81]) + 2*x*(9 + 6*Log[3]^2 + 4*Log[3]^3 + 5*Log[81]) - 2*Log[1 - x] - 4*(4 + 3*Log[3]^2)*Log[1 - x] - (8*Log[27]*Log[1 - x])/3 + 2*(31 + 14*Log[3]^2 + 4*Log[3]^3 + Log[3]^4 + 5*Log[81])*Log[1 - x] + x^4*Log[(-1 + x)^2] + 2*x^2*(4 + 3*Log[3]^2)*Log[(-1 + x)^2] + (4*x^3*Log[27]*Log[(-1 + x)^2])/3 - 4*(1 - x)*(Log[3]^3 + Log[81])*Log[(-1 + x)^2]","B",20,10,126,0.07937,1,"{6741, 6688, 12, 6742, 1850, 2417, 2395, 43, 2389, 2295}"
5593,1,23,0,1.4861019,"\int \frac{2 e^x+e^{1+e^{-x} x} \left(x-x^2\right) \log (x) \log \left(125 e^2 \log ^2(x)\right)}{e^{1+x+e^{-x} x} x \log (x) \log \left(125 e^2 \log ^2(x)\right)+e^x x \log (x) \log \left(125 e^2 \log ^2(x)\right) \log \left(\log \left(125 e^2 \log ^2(x)\right)\right)} \, dx","Int[(2*E^x + E^(1 + x/E^x)*(x - x^2)*Log[x]*Log[125*E^2*Log[x]^2])/(E^(1 + x + x/E^x)*x*Log[x]*Log[125*E^2*Log[x]^2] + E^x*x*Log[x]*Log[125*E^2*Log[x]^2]*Log[Log[125*E^2*Log[x]^2]]),x]","\log \left(e^{e^{-x} x+1}+\log \left(\log \left(125 \log ^2(x)\right)+2\right)\right)","\log \left(e^{e^{-x} x+1}+\log \left(\log \left(125 e^2 \log ^2(x)\right)\right)\right)",1,"Log[E^(1 + x/E^x) + Log[2 + Log[125*Log[x]^2]]]","A",2,2,95,0.02105,1,"{6741, 6684}"
5594,1,24,0,0.0253525,"\int -\frac{5}{18-12 x+2 x^2+e^{16 e^{-8 e^9}} \left(9-6 x+x^2\right)} \, dx","Int[-5/(18 - 12*x + 2*x^2 + E^(16/E^(8*E^9))*(9 - 6*x + x^2)),x]","-\frac{5}{\left(2+e^{16 e^{-8 e^9}}\right) (3-x)}","\frac{5}{\left(2+e^{16 e^{-8 e^9}}\right) (x-3)}",1,"-5/((2 + E^(16/E^(8*E^9)))*(3 - x))","A",5,4,34,0.1176,1,"{12, 1981, 27, 32}"
5595,0,0,0,0.9361754,"\int \frac{24 x+2 \log (4)+e^{e^x} \left(6+e^x (6 x+\log (4))\right)}{12 x^2+2 x \log (4)+e^{e^x} (6 x+\log (4))} \, dx","Int[(24*x + 2*Log[4] + E^E^x*(6 + E^x*(6*x + Log[4])))/(12*x^2 + 2*x*Log[4] + E^E^x*(6*x + Log[4])),x]","\int \frac{24 x+2 \log (4)+e^{e^x} \left(6+e^x (6 x+\log (4))\right)}{12 x^2+2 x \log (4)+e^{e^x} (6 x+\log (4))} \, dx","\log \left(\left(2 x+e^{e^x}\right) (6 x+\log (4))\right)",1,"Log[6*x + Log[4]] + 2*Defer[Int][(E^E^x + 2*x)^(-1), x] + Defer[Int][E^(E^x + x)/(E^E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
5596,0,0,0,0.5473583,"\int \frac{-729 x+162 x^3+729 x \log (x)}{729 x^3-972 x^4+432 x^5-64 x^6+\left(4374 x^2-3888 x^3+864 x^4\right) \log (x)+\left(8748 x-3888 x^2\right) \log ^2(x)+5832 \log ^3(x)} \, dx","Int[(-729*x + 162*x^3 + 729*x*Log[x])/(729*x^3 - 972*x^4 + 432*x^5 - 64*x^6 + (4374*x^2 - 3888*x^3 + 864*x^4)*Log[x] + (8748*x - 3888*x^2)*Log[x]^2 + 5832*Log[x]^3),x]","\int \frac{-729 x+162 x^3+729 x \log (x)}{729 x^3-972 x^4+432 x^5-64 x^6+\left(4374 x^2-3888 x^3+864 x^4\right) \log (x)+\left(8748 x-3888 x^2\right) \log ^2(x)+5832 \log ^3(x)} \, dx","\frac{x^2}{\left(-\frac{8 x^2}{9}-2 x+4 (x+\log (x))\right)^2}",1,"729*Defer[Int][x/(-9*x + 4*x^2 - 18*Log[x])^3, x] + (729*Defer[Int][x^2/(-9*x + 4*x^2 - 18*Log[x])^3, x])/2 - 324*Defer[Int][x^3/(-9*x + 4*x^2 - 18*Log[x])^3, x] + (81*Defer[Int][x/(-9*x + 4*x^2 - 18*Log[x])^2, x])/2","F",0,0,0,0,-1,"{}"
5597,0,0,0,16.9592241,"\int \frac{\exp \left(-5+e^x+\frac{e^{-5+e^x} \left(4+x^3\right)}{3 x+3 x^2}\right) \left(-4-8 x+2 x^3+x^4+e^x \left(4 x+4 x^2+x^4+x^5\right)\right)}{3 x^2+6 x^3+3 x^4} \, dx","Int[(E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))*(-4 - 8*x + 2*x^3 + x^4 + E^x*(4*x + 4*x^2 + x^4 + x^5)))/(3*x^2 + 6*x^3 + 3*x^4),x]","\int \frac{\exp \left(-5+e^x+\frac{e^{-5+e^x} \left(4+x^3\right)}{3 x+3 x^2}\right) \left(-4-8 x+2 x^3+x^4+e^x \left(4 x+4 x^2+x^4+x^5\right)\right)}{3 x^2+6 x^3+3 x^4} \, dx","e^{\frac{e^{e^x-5} \left(x^3+4\right)}{3 x (x+1)}}",1,"Defer[Int][E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2)), x]/3 - Defer[Int][E^(-5 + E^x + x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2)), x]/3 - (8*Defer[Int][E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/(-1 - x), x])/3 - (4*Defer[Int][E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/x^2, x])/3 + (4*Defer[Int][E^(-5 + E^x + x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/x, x])/3 + Defer[Int][E^(-5 + E^x + x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))*x, x]/3 + Defer[Int][E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/(1 + x)^2, x] - (8*Defer[Int][E^(-5 + E^x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/(1 + x), x])/3 - Defer[Int][E^(-5 + E^x + x + (E^(-5 + E^x)*(4 + x^3))/(3*x + 3*x^2))/(1 + x), x]","F",0,0,0,0,-1,"{}"
5598,1,9,0,0.008297,"\int \frac{17+12 x+x^2}{36+12 x+x^2} \, dx","Int[(17 + 12*x + x^2)/(36 + 12*x + x^2),x]","x+\frac{19}{x+6}","x+\frac{7-\log \left(e^{2 x}\right)}{x+6}+e^5+5",1,"x + 19/(6 + x)","A",3,2,19,0.1053,1,"{27, 683}"
5599,0,0,0,1.077481,"\int \frac{x^3+3 e^2 \log (5)+\left(6 e^2 x^2-2 x^3-x \log (5)\right) \log (x)+\left(9 e^4 x-6 e^2 x^2+x^3\right) \log ^2(x)}{x^3+\left(6 e^2 x^2-2 x^3\right) \log (x)+\left(9 e^4 x-6 e^2 x^2+x^3\right) \log ^2(x)} \, dx","Int[(x^3 + 3*E^2*Log[5] + (6*E^2*x^2 - 2*x^3 - x*Log[5])*Log[x] + (9*E^4*x - 6*E^2*x^2 + x^3)*Log[x]^2)/(x^3 + (6*E^2*x^2 - 2*x^3)*Log[x] + (9*E^4*x - 6*E^2*x^2 + x^3)*Log[x]^2),x]","\int \frac{x^3+3 e^2 \log (5)+\left(6 e^2 x^2-2 x^3-x \log (5)\right) \log (x)+\left(9 e^4 x-6 e^2 x^2+x^3\right) \log ^2(x)}{x^3+\left(6 e^2 x^2-2 x^3\right) \log (x)+\left(9 e^4 x-6 e^2 x^2+x^3\right) \log ^2(x)} \, dx","x-\frac{\log (5)}{x+\left(3 e^2-x\right) \log (x)}-\log (5)",1,"x + 3*E^2*Log[5]*Defer[Int][1/((3*E^2 - x)*(x + 3*E^2*Log[x] - x*Log[x])^2), x] - Log[5]*Defer[Int][1/((3*E^2 - x)*(x + 3*E^2*Log[x] - x*Log[x])), x] - Log[5]*Defer[Int][(-x - 3*E^2*Log[x] + x*Log[x])^(-2), x] + 3*E^2*Log[5]*Defer[Int][1/(x*(-x - 3*E^2*Log[x] + x*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
5600,1,29,0,1.6268247,"\int \frac{e^{20 x+x \log \left(\frac{1-x \log \left(\frac{e^{-x} \log (2)}{x}\right)}{x}\right)} \left(-19-x-x^2+20 x \log \left(\frac{e^{-x} \log (2)}{x}\right)+\left(-1+x \log \left(\frac{e^{-x} \log (2)}{x}\right)\right) \log \left(\frac{1-x \log \left(\frac{e^{-x} \log (2)}{x}\right)}{x}\right)\right)}{-1+x \log \left(\frac{e^{-x} \log (2)}{x}\right)} \, dx","Int[(E^(20*x + x*Log[(1 - x*Log[Log[2]/(E^x*x)])/x])*(-19 - x - x^2 + 20*x*Log[Log[2]/(E^x*x)] + (-1 + x*Log[Log[2]/(E^x*x)])*Log[(1 - x*Log[Log[2]/(E^x*x)])/x]))/(-1 + x*Log[Log[2]/(E^x*x)]),x]","e^{20 x} \left(\frac{1-x \log \left(\frac{e^{-x} \log (2)}{x}\right)}{x}\right)^x","e^{x \left(\log \left(\frac{1}{x}-\log \left(\frac{e^{-x} \log (2)}{x}\right)\right)+20\right)}",1,"E^(20*x)*((1 - x*Log[Log[2]/(E^x*x)])/x)^x","A",1,1,113,0.008850,1,"{6706}"
5601,1,75,0,0.3244819,"\int \frac{(16+20 x) \log \left(\frac{1}{8} \left(8 x+5 x^2\right)\right)}{8 x+5 x^2} \, dx","Int[((16 + 20*x)*Log[(8*x + 5*x^2)/8])/(8*x + 5*x^2),x]","2 \log \left(\frac{1}{8} \left(5 x^2+8 x\right)\right) \log (x)+2 \log (5 x+8) \log \left(\frac{1}{8} \left(5 x^2+8 x\right)\right)-\log ^2(x)-\log ^2(5 x+8)-2 \log \left(\frac{5 x}{8}+1\right) \log (x)-2 \log (8) \log (x)","\log ^2\left(\frac{5 x^2}{8}+x\right)",1,"-2*Log[8]*Log[x] - 2*Log[1 + (5*x)/8]*Log[x] - Log[x]^2 - Log[8 + 5*x]^2 + 2*Log[x]*Log[(8*x + 5*x^2)/8] + 2*Log[8 + 5*x]*Log[(8*x + 5*x^2)/8]","B",18,10,31,0.3226,1,"{1593, 2528, 2524, 2357, 2301, 2317, 2391, 2418, 2392, 2390}"
5602,0,0,0,14.0380577,"\int \frac{e^{-x-\frac{5 x^2}{30+10 x+x^2}} \left(900 x-300 x^2-740 x^3-190 x^4-19 x^5-x^6+e^{\frac{5 x^2}{30+10 x+x^2}} \left(900+600 x+160 x^2+20 x^3+x^4\right)+e^{\frac{5 x^2}{30+10 x+x^2}} \left(-900 x-600 x^2-160 x^3-20 x^4-x^5\right) \log (x)\right)}{900 x+600 x^2+160 x^3+20 x^4+x^5} \, dx","Int[(E^(-x - (5*x^2)/(30 + 10*x + x^2))*(900*x - 300*x^2 - 740*x^3 - 190*x^4 - 19*x^5 - x^6 + E^((5*x^2)/(30 + 10*x + x^2))*(900 + 600*x + 160*x^2 + 20*x^3 + x^4) + E^((5*x^2)/(30 + 10*x + x^2))*(-900*x - 600*x^2 - 160*x^3 - 20*x^4 - x^5)*Log[x]))/(900*x + 600*x^2 + 160*x^3 + 20*x^4 + x^5),x]","\int \frac{e^{-x-\frac{5 x^2}{30+10 x+x^2}} \left(900 x-300 x^2-740 x^3-190 x^4-19 x^5-x^6+e^{\frac{5 x^2}{30+10 x+x^2}} \left(900+600 x+160 x^2+20 x^3+x^4\right)+e^{\frac{5 x^2}{30+10 x+x^2}} \left(-900 x-600 x^2-160 x^3-20 x^4-x^5\right) \log (x)\right)}{900 x+600 x^2+160 x^3+20 x^4+x^5} \, dx","e^{-x} \left(e^{-\frac{x^2}{\frac{1}{5} (x+5)^2+1}} x+\log (x)\right)-4",1,"Log[x]/E^x + Defer[Int][E^(-((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))), x] + 1200*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(-10 + (2*I)*Sqrt[5] - 2*x)^2), x] - 100*(5 - I*Sqrt[5])*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(-10 + (2*I)*Sqrt[5] - 2*x)^2), x] - (70*I)*Sqrt[5]*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(-10 + (2*I)*Sqrt[5] - 2*x)), x] - Defer[Int][x/E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2)), x] - 10*(5 + (9*I)*Sqrt[5])*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(10 - (2*I)*Sqrt[5] + 2*x)), x] + 1200*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(10 + (2*I)*Sqrt[5] + 2*x)^2), x] - 100*(5 + I*Sqrt[5])*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(10 + (2*I)*Sqrt[5] + 2*x)^2), x] - (70*I)*Sqrt[5]*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(10 + (2*I)*Sqrt[5] + 2*x)), x] - 10*(5 - (9*I)*Sqrt[5])*Defer[Int][1/(E^((x*(30 + 15*x + x^2))/(30 + 10*x + x^2))*(10 + (2*I)*Sqrt[5] + 2*x)), x]","F",0,0,0,0,-1,"{}"
5603,0,0,0,3.61608,"\int \frac{-4 x^2+6 x^3+\left(-2 x^2+9 x^3\right) \log (x)+\left(2 x^2-6 x^3\right) \log ^2(x)+\left(\left(-14 x^2+21 x^3\right) \log (x)+\left(6 x^2-9 x^3\right) \log ^2(x)\right) \log \left(\left(-4 x+6 x^2\right) \log (x)\right)}{(-8+12 x) \log (x)+(8-12 x) \log ^2(x)+(-2+3 x) \log ^3(x)} \, dx","Int[(-4*x^2 + 6*x^3 + (-2*x^2 + 9*x^3)*Log[x] + (2*x^2 - 6*x^3)*Log[x]^2 + ((-14*x^2 + 21*x^3)*Log[x] + (6*x^2 - 9*x^3)*Log[x]^2)*Log[(-4*x + 6*x^2)*Log[x]])/((-8 + 12*x)*Log[x] + (8 - 12*x)*Log[x]^2 + (-2 + 3*x)*Log[x]^3),x]","\int \frac{-4 x^2+6 x^3+\left(-2 x^2+9 x^3\right) \log (x)+\left(2 x^2-6 x^3\right) \log ^2(x)+\left(\left(-14 x^2+21 x^3\right) \log (x)+\left(6 x^2-9 x^3\right) \log ^2(x)\right) \log \left(\left(-4 x+6 x^2\right) \log (x)\right)}{(-8+12 x) \log (x)+(8-12 x) \log ^2(x)+(-2+3 x) \log ^3(x)} \, dx","\frac{x^3 \log (2 x (3 x-2) \log (x))}{2-\log (x)}",1,"3*Defer[Int][x^2/((-2 + 3*x)*(-2 + Log[x])), x] - (15*Defer[Int][x^3/((-2 + 3*x)*(-2 + Log[x])), x])/2 - Defer[Int][x^2/((-2 + 3*x)*Log[x]), x] + (3*Defer[Int][x^3/((-2 + 3*x)*Log[x]), x])/2 + 7*Defer[Int][(x^2*Log[2*x*(-2 + 3*x)*Log[x]])/(-2 + Log[x])^2, x] - 3*Defer[Int][(x^2*Log[x]*Log[2*x*(-2 + 3*x)*Log[x]])/(-2 + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
5604,0,0,0,0.4725571,"\int \frac{29229056+446 \log (x)+(-14614529-223 \log (x)) \log \left(x^2\right)+\left(131072+2 \log (x)+(-65536-\log (x)) \log \left(x^2\right)\right) \log (65536+\log (x))}{(65536+\log (x)) \log ^2\left(x^2\right)} \, dx","Int[(29229056 + 446*Log[x] + (-14614529 - 223*Log[x])*Log[x^2] + (131072 + 2*Log[x] + (-65536 - Log[x])*Log[x^2])*Log[65536 + Log[x]])/((65536 + Log[x])*Log[x^2]^2),x]","\int \frac{29229056+446 \log (x)+(-14614529-223 \log (x)) \log \left(x^2\right)+\left(131072+2 \log (x)+(-65536-\log (x)) \log \left(x^2\right)\right) \log (65536+\log (x))}{(65536+\log (x)) \log ^2\left(x^2\right)} \, dx","\frac{x (-\log (\log (x)+65536)-223)}{\log \left(x^2\right)}",1,"(223*x*ExpIntegralEi[Log[x^2]/2])/(2*Sqrt[x^2]) - (223*x)/Log[x^2] - 14614529*Defer[Int][1/((65536 + Log[x])*Log[x^2]), x] - 223*Defer[Int][Log[x]/((65536 + Log[x])*Log[x^2]), x] + 2*Defer[Int][Log[65536 + Log[x]]/Log[x^2]^2, x] - Defer[Int][Log[65536 + Log[x]]/Log[x^2], x]","F",0,0,0,0,-1,"{}"
5605,0,0,0,4.5225389,"\int e^{-2 e^x x} \left(\left(4 x-4 x^3\right) \log (x)+\left(4 x-8 x^3+e^x \left(-4 x^2-4 x^3+4 x^4+4 x^5\right)\right) \log ^2(x)\right) \, dx","Int[((4*x - 4*x^3)*Log[x] + (4*x - 8*x^3 + E^x*(-4*x^2 - 4*x^3 + 4*x^4 + 4*x^5))*Log[x]^2)/E^(2*E^x*x),x]","\int e^{-2 e^x x} \left(\left(4 x-4 x^3\right) \log (x)+\left(4 x-8 x^3+e^x \left(-4 x^2-4 x^3+4 x^4+4 x^5\right)\right) \log ^2(x)\right) \, dx","2 e^{-2 e^x x} \left(x^2-x^4\right) \log ^2(x)",1,"4*Log[x]*Defer[Int][x/E^(2*E^x*x), x] - 4*Log[x]*Defer[Int][x^3/E^(2*E^x*x), x] + 4*Defer[Int][(x*Log[x]^2)/E^(2*E^x*x), x] - 4*Defer[Int][E^(x - 2*E^x*x)*x^2*Log[x]^2, x] - 8*Defer[Int][(x^3*Log[x]^2)/E^(2*E^x*x), x] - 4*Defer[Int][E^(x - 2*E^x*x)*x^3*Log[x]^2, x] + 4*Defer[Int][E^(x - 2*E^x*x)*x^4*Log[x]^2, x] + 4*Defer[Int][E^(x - 2*E^x*x)*x^5*Log[x]^2, x] - 4*Defer[Int][Defer[Int][x/E^(2*E^x*x), x]/x, x] + 4*Defer[Int][Defer[Int][x^3/E^(2*E^x*x), x]/x, x]","F",0,0,0,0,-1,"{}"
5606,1,19,0,0.0261931,"\int \frac{e^{\frac{1+x}{3 x}}+9 x^2}{9 x^2} \, dx","Int[(E^((1 + x)/(3*x)) + 9*x^2)/(9*x^2),x]","x-\frac{1}{3} e^{\frac{1}{3 x}+\frac{1}{3}}","x-\frac{1}{3} e^{\frac{x+1}{3 x}}+\log \left(\frac{8}{x}\right)+\log (x)-4",1,"-1/3*E^(1/3 + 1/(3*x)) + x","A",4,3,25,0.1200,1,"{12, 14, 2209}"
5607,1,90,0,0.073935,"\int \frac{e^2 (-3+x)-4 x+\left(-2 e^2-4 x\right) \log (x)}{4 x^3 \log (2)} \, dx","Int[(E^2*(-3 + x) - 4*x + (-2*E^2 - 4*x)*Log[x])/(4*x^3*Log[2]),x]","\frac{\left(2 x+e^2\right)^2 \log (x)}{4 e^2 x^2 \log (2)}+\frac{\left(\left(4-e^2\right) x+3 e^2\right)^2}{24 e^2 x^2 \log (2)}+\frac{e^2}{8 x^2 \log (2)}-\frac{\log (x)}{e^2 \log (2)}+\frac{1}{x \log (2)}","\frac{\left(x+\frac{e^2}{4}\right) (-x+\log (x)+2)}{x^2 \log (2)}",1,"E^2/(8*x^2*Log[2]) + 1/(x*Log[2]) + (3*E^2 + (4 - E^2)*x)^2/(24*E^2*x^2*Log[2]) - Log[x]/(E^2*Log[2]) + ((E^2 + 2*x)^2*Log[x])/(4*E^2*x^2*Log[2])","B",8,5,34,0.1471,1,"{12, 14, 37, 2334, 43}"
5608,0,0,0,21.4830842,"\int \frac{2+8 x+8 x^2+e^{e^{25}+e^{\frac{e^{-e+e^x}}{2+4 x}}+x} \left(2+8 x+8 x^2+e^{-e+e^x+\frac{e^{-e+e^x}}{2+4 x}} \left(-2+e^x (1+2 x)\right)\right)}{2+8 x+8 x^2} \, dx","Int[(2 + 8*x + 8*x^2 + E^(E^25 + E^(E^(-E + E^x)/(2 + 4*x)) + x)*(2 + 8*x + 8*x^2 + E^(-E + E^x + E^(-E + E^x)/(2 + 4*x))*(-2 + E^x*(1 + 2*x))))/(2 + 8*x + 8*x^2),x]","\int \frac{2+8 x+8 x^2+e^{e^{25}+e^{\frac{e^{-e+e^x}}{2+4 x}}+x} \left(2+8 x+8 x^2+e^{-e+e^x+\frac{e^{-e+e^x}}{2+4 x}} \left(-2+e^x (1+2 x)\right)\right)}{2+8 x+8 x^2} \, dx","x+e^{x+e^{\frac{e^{e^x-e}}{4 x+2}}+e^{25}}",1,"x + Defer[Int][E^(E^25 + E^(E^(-E + E^x)/(2 + 4*x)) + x), x] - Defer[Int][E^(E^x + E^(E^(-E + E^x)/(2 + 4*x)) - E*(1 - E^24) + x + E^(-E + E^x)/(2 + 4*x))/(1 + 2*x)^2, x] + Defer[Int][E^(E^x + E^(E^(-E + E^x)/(2 + 4*x)) - E*(1 - E^24) + 2*x + E^(-E + E^x)/(2 + 4*x))/(1 + 2*x), x]/2","F",0,0,0,0,-1,"{}"
5609,0,0,0,0.8370917,"\int \frac{15+150 x+125 x^2 \log (3)+(200+1000 x) \log (x)+(-100-1000 x) \log ^2(x)}{9+30 x \log (3)+25 x^2 \log ^2(3)+(-120-200 x \log (3)) \log ^2(x)+400 \log ^4(x)} \, dx","Int[(15 + 150*x + 125*x^2*Log[3] + (200 + 1000*x)*Log[x] + (-100 - 1000*x)*Log[x]^2)/(9 + 30*x*Log[3] + 25*x^2*Log[3]^2 + (-120 - 200*x*Log[3])*Log[x]^2 + 400*Log[x]^4),x]","\int \frac{15+150 x+125 x^2 \log (3)+(200+1000 x) \log (x)+(-100-1000 x) \log ^2(x)}{9+30 x \log (3)+25 x^2 \log ^2(3)+(-120-200 x \log (3)) \log ^2(x)+400 \log ^4(x)} \, dx","\frac{x (25 x+5)}{5 \left(-4 \log ^2(x)+x \log (3)+\frac{3}{5}\right)}",1,"-25*Log[3]*Defer[Int][x/(3 + 5*x*Log[3] - 20*Log[x]^2)^2, x] - 125*Log[3]*Defer[Int][x^2/(3 + 5*x*Log[3] - 20*Log[x]^2)^2, x] + 5*Defer[Int][(3 + 5*x*Log[3] - 20*Log[x]^2)^(-1), x] + 50*Defer[Int][x/(3 + 5*x*Log[3] - 20*Log[x]^2), x] + 200*Defer[Int][Log[x]/(-3 - 5*x*Log[3] + 20*Log[x]^2)^2, x] + 1000*Defer[Int][(x*Log[x])/(-3 - 5*x*Log[3] + 20*Log[x]^2)^2, x]","F",0,0,0,0,-1,"{}"
5610,0,0,0,2.4623836,"\int \frac{\exp \left(\frac{4 x+e^{2/3} \left(-6-6 x^2\right)+3 e^{2/3} \log \left(\log \left(x^2\right)\right)}{3 e^{2/3} x}\right) \left(2+\left(2-2 x^2\right) \log \left(x^2\right)-\log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right)}{x^2 \log \left(x^2\right)} \, dx","Int[(E^((4*x + E^(2/3)*(-6 - 6*x^2) + 3*E^(2/3)*Log[Log[x^2]])/(3*E^(2/3)*x))*(2 + (2 - 2*x^2)*Log[x^2] - Log[x^2]*Log[Log[x^2]]))/(x^2*Log[x^2]),x]","\int \frac{\exp \left(\frac{4 x+e^{2/3} \left(-6-6 x^2\right)+3 e^{2/3} \log \left(\log \left(x^2\right)\right)}{3 e^{2/3} x}\right) \left(2+\left(2-2 x^2\right) \log \left(x^2\right)-\log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right)}{x^2 \log \left(x^2\right)} \, dx","e^{\frac{\log \left(\log \left(x^2\right)\right)-2}{x}-2 x+\frac{4}{3 e^{2/3}}}",1,"2*Defer[Int][(E^(4/(3*E^(2/3)) - 2/x - 2*x)*Log[x^2]^(-1 + x^(-1)))/x^2, x] - 2*Defer[Int][E^(4/(3*E^(2/3)) - 2/x - 2*x)*Log[x^2]^x^(-1), x] + 2*Defer[Int][(E^(4/(3*E^(2/3)) - 2/x - 2*x)*Log[x^2]^x^(-1))/x^2, x] - Defer[Int][(E^(4/(3*E^(2/3)) - 2/x - 2*x)*Log[x^2]^x^(-1)*Log[Log[x^2]])/x^2, x]","F",0,0,0,0,-1,"{}"
5611,1,27,0,0.013378,"\int \left(-2+e^{169 x} (2+338 x)\right) \, dx","Int[-2 + E^(169*x)*(2 + 338*x),x]","-2 x-\frac{2 e^{169 x}}{169}+\frac{2}{169} e^{169 x} (169 x+1)","2 \left(e^{169 x} x-x+5\right)+2",1,"(-2*E^(169*x))/169 - 2*x + (2*E^(169*x)*(1 + 169*x))/169","A",3,2,13,0.1538,1,"{2176, 2194}"
5612,1,22,0,0.0142032,"\int \frac{30+28 e^2+6 e^4+e^5 \left(10+6 e^2\right)}{x^4} \, dx","Int[(30 + 28*E^2 + 6*E^4 + E^5*(10 + 6*E^2))/x^4,x]","-\frac{2 \left(5+3 e^2\right) \left(3+e^2+e^5\right)}{3 x^3}","2 \left(3+e^2+e^5\right) \left(1-\frac{\frac{5}{3}+e^2}{x^3}\right)",1,"(-2*(5 + 3*E^2)*(3 + E^2 + E^5))/(3*x^3)","A",2,2,27,0.07407,1,"{12, 30}"
5613,0,0,0,5.7283639,"\int \frac{(4-x)^{\frac{5 e^x}{-3+20 e^x}} \left(-90 e^x+600 e^{2 x}+e^x (360-90 x) \log (4-x)\right)+(4-x)^{\frac{10 e^x}{-3+20 e^x}} \left(-30 e^x+200 e^{2 x}+e^x (120-30 x) \log (4-x)\right)}{-36+e^x (480-120 x)+9 x+e^{2 x} (-1600+400 x)} \, dx","Int[((4 - x)^((5*E^x)/(-3 + 20*E^x))*(-90*E^x + 600*E^(2*x) + E^x*(360 - 90*x)*Log[4 - x]) + (4 - x)^((10*E^x)/(-3 + 20*E^x))*(-30*E^x + 200*E^(2*x) + E^x*(120 - 30*x)*Log[4 - x]))/(-36 + E^x*(480 - 120*x) + 9*x + E^(2*x)*(-1600 + 400*x)),x]","\int \frac{(4-x)^{\frac{5 e^x}{-3+20 e^x}} \left(-90 e^x+600 e^{2 x}+e^x (360-90 x) \log (4-x)\right)+(4-x)^{\frac{10 e^x}{-3+20 e^x}} \left(-30 e^x+200 e^{2 x}+e^x (120-30 x) \log (4-x)\right)}{-36+e^x (480-120 x)+9 x+e^{2 x} (-1600+400 x)} \, dx","\left((4-x)^{\frac{1}{4-\frac{3 e^{-x}}{5}}}+3\right)^2",1,"-90*Log[4 - x]*Defer[Int][(E^x*(4 - x)^((5*E^x)/(-3 + 20*E^x)))/(3 - 20*E^x)^2, x] - 30*Log[4 - x]*Defer[Int][(E^x*(4 - x)^((10*E^x)/(-3 + 20*E^x)))/(3 - 20*E^x)^2, x] - 10*Defer[Int][(E^x*(4 - x)^((3 - 10*E^x)/(-3 + 20*E^x)))/(-3 + 20*E^x), x] - 30*Defer[Int][E^x/((-3 + 20*E^x)*(4 - x)^((3*(-1 + 5*E^x))/(-3 + 20*E^x))), x] - 90*Defer[Int][Defer[Int][(E^x*(4 - x)^((5*E^x)/(-3 + 20*E^x)))/(3 - 20*E^x)^2, x]/(4 - x), x] - 30*Defer[Int][Defer[Int][(E^x*(4 - x)^((10*E^x)/(-3 + 20*E^x)))/(3 - 20*E^x)^2, x]/(4 - x), x]","F",0,0,0,0,-1,"{}"
5614,1,700,0,15.7864297,"\int \frac{-524288-6029312 x-33816576 x^2-122421248 x^3-318636032 x^4-627376128 x^5-953286656 x^6-1107525632 x^7-919941120 x^8-385378304 x^9+294787072 x^{10}+834330624 x^{11}+1048039936 x^{12}+944780032 x^{13}+671757312 x^{14}+389319040 x^{15}+186202360 x^{16}+73676772 x^{17}+24022348 x^{18}+6392524 x^{19}+1366512 x^{20}+229024 x^{21}+28984 x^{22}+2604 x^{23}+148 x^{24}+4 x^{25}+\left(-16777216-155189248 x-692060160 x^2-1974468608 x^3-4028628992 x^4-6230900736 x^5-7583563776 x^6-7507476480 x^7-6314655744 x^8-4819566592 x^9-3588702208 x^{10}-2665648128 x^{11}-1876140032 x^{12}-1163537408 x^{13}-604044288 x^{14}-254886144 x^{15}-85735680 x^{16}-22563072 x^{17}-4534144 x^{18}-670720 x^{19}-68736 x^{20}-4352 x^{21}-128 x^{22}\right) \log ^2(2)+\left(-234881024-1719664640 x-5926551552 x^2-12821987328 x^3-19465764864 x^4-21851799552 x^5-18554290176 x^6-11922309120 x^7-5668208640 x^8-1961197568 x^9-692240384 x^{10}-598818816 x^{11}-628064256 x^{12}-463816704 x^{13}-235607040 x^{14}-83576832 x^{15}-20511744 x^{16}-3336192 x^{17}-324608 x^{18}-14336 x^{19}\right) \log ^4(2)+\left(-1879048192-10737418240 x-27279753216 x^2-41842376704 x^3-43780145152 x^4-32967229440 x^5-18098421760 x^6-6245318656 x^7+1830813696 x^8+6824132608 x^9+7933394944 x^{10}+5707530240 x^{11}+2731442176 x^{12}+872218624 x^{13}+179208192 x^{14}+21495808 x^{15}+1146880 x^{16}\right) \log ^6(2)+\left(-9395240960-41607495680 x-71068286976 x^2-66504884224 x^3-41641050112 x^4-17817403392 x^5-6165626880 x^6-12507414528 x^7-22866296832 x^8-20920139776 x^9-10779099136 x^{10}-3228303360 x^{11}-528220160 x^{12}-36700160 x^{13}\right) \log ^8(2)+\left(-30064771072-104152956928 x-96636764160 x^2-23353884672 x^3-13690208256 x^4-11475615744 x^5+31809601536 x^6+48570040320 x^7+26575110144 x^8+6660554752 x^9+645922816 x^{10}\right) \log ^{10}(2)+\left(-60129542144-169651208192 x-41875931136 x^2+84825604096 x^3-18253611008 x^4-87375740928 x^5-43419435008 x^6-6576668672 x^7\right) \log ^{12}(2)+\left(-68719476736-171798691840 x+25769803776 x^2+120259084288 x^3+36507222016 x^4\right) \log ^{14}(2)+(-34359738368-85899345920 x) \log ^{16}(2)}{131072 x^5+1114112 x^6+4456448 x^7+11141120 x^8+19496960 x^9+25346048 x^{10}+25346048 x^{11}+19914752 x^{12}+12446720 x^{13}+6223360 x^{14}+2489344 x^{15}+792064 x^{16}+198016 x^{17}+38080 x^{18}+5440 x^{19}+544 x^{20}+34 x^{21}+x^{22}} \, dx","Int[(-524288 - 6029312*x - 33816576*x^2 - 122421248*x^3 - 318636032*x^4 - 627376128*x^5 - 953286656*x^6 - 1107525632*x^7 - 919941120*x^8 - 385378304*x^9 + 294787072*x^10 + 834330624*x^11 + 1048039936*x^12 + 944780032*x^13 + 671757312*x^14 + 389319040*x^15 + 186202360*x^16 + 73676772*x^17 + 24022348*x^18 + 6392524*x^19 + 1366512*x^20 + 229024*x^21 + 28984*x^22 + 2604*x^23 + 148*x^24 + 4*x^25 + (-16777216 - 155189248*x - 692060160*x^2 - 1974468608*x^3 - 4028628992*x^4 - 6230900736*x^5 - 7583563776*x^6 - 7507476480*x^7 - 6314655744*x^8 - 4819566592*x^9 - 3588702208*x^10 - 2665648128*x^11 - 1876140032*x^12 - 1163537408*x^13 - 604044288*x^14 - 254886144*x^15 - 85735680*x^16 - 22563072*x^17 - 4534144*x^18 - 670720*x^19 - 68736*x^20 - 4352*x^21 - 128*x^22)*Log[2]^2 + (-234881024 - 1719664640*x - 5926551552*x^2 - 12821987328*x^3 - 19465764864*x^4 - 21851799552*x^5 - 18554290176*x^6 - 11922309120*x^7 - 5668208640*x^8 - 1961197568*x^9 - 692240384*x^10 - 598818816*x^11 - 628064256*x^12 - 463816704*x^13 - 235607040*x^14 - 83576832*x^15 - 20511744*x^16 - 3336192*x^17 - 324608*x^18 - 14336*x^19)*Log[2]^4 + (-1879048192 - 10737418240*x - 27279753216*x^2 - 41842376704*x^3 - 43780145152*x^4 - 32967229440*x^5 - 18098421760*x^6 - 6245318656*x^7 + 1830813696*x^8 + 6824132608*x^9 + 7933394944*x^10 + 5707530240*x^11 + 2731442176*x^12 + 872218624*x^13 + 179208192*x^14 + 21495808*x^15 + 1146880*x^16)*Log[2]^6 + (-9395240960 - 41607495680*x - 71068286976*x^2 - 66504884224*x^3 - 41641050112*x^4 - 17817403392*x^5 - 6165626880*x^6 - 12507414528*x^7 - 22866296832*x^8 - 20920139776*x^9 - 10779099136*x^10 - 3228303360*x^11 - 528220160*x^12 - 36700160*x^13)*Log[2]^8 + (-30064771072 - 104152956928*x - 96636764160*x^2 - 23353884672*x^3 - 13690208256*x^4 - 11475615744*x^5 + 31809601536*x^6 + 48570040320*x^7 + 26575110144*x^8 + 6660554752*x^9 + 645922816*x^10)*Log[2]^10 + (-60129542144 - 169651208192*x - 41875931136*x^2 + 84825604096*x^3 - 18253611008*x^4 - 87375740928*x^5 - 43419435008*x^6 - 6576668672*x^7)*Log[2]^12 + (-68719476736 - 171798691840*x + 25769803776*x^2 + 120259084288*x^3 + 36507222016*x^4)*Log[2]^14 + (-34359738368 - 85899345920*x)*Log[2]^16)/(131072*x^5 + 1114112*x^6 + 4456448*x^7 + 11141120*x^8 + 19496960*x^9 + 25346048*x^10 + 25346048*x^11 + 19914752*x^12 + 12446720*x^13 + 6223360*x^14 + 2489344*x^15 + 792064*x^16 + 198016*x^17 + 38080*x^18 + 5440*x^19 + 544*x^20 + 34*x^21 + x^22),x]","x^4+\frac{\left(1+4 \log ^2(2)\right)^8}{x^4}+4 x^3+\frac{4 \left(1+4 \log ^2(2)\right)^6 \left(1-32 \log ^4(2)-16 \log ^2(2)\right)}{x^3}+10 x^2+\frac{2 \left(1+4 \log ^2(2)\right)^4 \left(5+4352 \log ^8(2)+4160 \log ^6(2)+912 \log ^4(2)-52 \log ^2(2)\right)}{x^2}+\frac{536870912 \log ^{16}(2)}{(x+2)^{15}}+\frac{268435456 \log ^{16}(2)}{(x+2)^{16}}+16 x \left(1-8 \log ^2(2)\right)+\frac{134217728 \log ^{14}(2) \left(3+5 \log ^2(2)\right)}{(x+2)^{14}}+\frac{671088640 \log ^{14}(2) \left(1+\log ^2(2)\right)}{(x+2)^{13}}+\frac{4194304 \log ^{12}(2) \left(57+140 \log ^4(2)+176 \log ^2(2)\right)}{(x+2)^{12}}+\frac{4194304 \log ^{12}(2) \left(75+112 \log ^4(2)+160 \log ^2(2)\right)}{(x+2)^{11}}+\frac{524288 \log ^{10}(2) \left(135+672 \log ^6(2)+1040 \log ^4(2)+572 \log ^2(2)\right)}{(x+2)^{10}}+\frac{1048576 \log ^{10}(2) \left(63+240 \log ^6(2)+392 \log ^4(2)+236 \log ^2(2)\right)}{(x+2)^9}+\frac{8192 \log ^8(2) \left(1323+21120 \log ^8(2)+35840 \log ^6(2)+22880 \log ^4(2)+6624 \log ^2(2)\right)}{(x+2)^8}+\frac{65536 \log ^8(2) \left(81+1760 \log ^8(2)+3072 \log ^6(2)+2044 \log ^4(2)+628 \log ^2(2)\right)}{(x+2)^7}+\frac{2048 \log ^6(2) \left(405+36608 \log ^{10}(2)+65280 \log ^8(2)+44800 \log ^6(2)+14416 \log ^4(2)+2034 \log ^2(2)\right)}{(x+2)^6}-\frac{2048 \log ^6(2) \left(27-23296 \log ^{10}(2)-42240 \log ^8(2)-29696 \log ^6(2)-9920 \log ^4(2)-1506 \log ^2(2)\right)}{(x+2)^5}+\frac{64 \log ^4(2) \left(513+465920 \log ^{12}(2)+856064 \log ^{10}(2)+613632 \log ^8(2)+211456 \log ^6(2)+34120 \log ^4(2)+2160 \log ^2(2)\right)}{(x+2)^4}-\frac{64 \log ^4(2) \left(351-286720 \log ^{12}(2)-532480 \log ^{10}(2)-387840 \log ^8(2)-137216 \log ^6(2)-23312 \log ^4(2)-1632 \log ^2(2)\right)}{(x+2)^3}+\frac{16 \left(1+4 \log ^2(2)\right)^2 \left(1-26112 \log ^{12}(2)-36224 \log ^{10}(2)-17056 \log ^8(2)-2792 \log ^6(2)-44 \log ^4(2)-10 \log ^2(2)\right)}{x}+\frac{8 \log ^2(2) \left(81+1392640 \log ^{14}(2)+2609152 \log ^{12}(2)+1926144 \log ^{10}(2)+697088 \log ^8(2)+123776 \log ^6(2)+9456 \log ^4(2)+1188 \log ^2(2)\right)}{(x+2)^2}-\frac{32 \log ^2(2) \left(27-208896 \log ^{14}(2)-394240 \log ^{12}(2)-294400 \log ^{10}(2)-108672 \log ^8(2)-20048 \log ^6(2)-1652 \log ^4(2)-54 \log ^2(2)\right)}{x+2}","\left(\frac{\left(x-\frac{64 \log ^2(2)}{(2 x+4)^2}-1\right)^2}{x}+3\right)^4",1,"10*x^2 + 4*x^3 + x^4 + (268435456*Log[2]^16)/(2 + x)^16 + (536870912*Log[2]^16)/(2 + x)^15 + 16*x*(1 - 8*Log[2]^2) + (671088640*Log[2]^14*(1 + Log[2]^2))/(2 + x)^13 + (1 + 4*Log[2]^2)^8/x^4 + (134217728*Log[2]^14*(3 + 5*Log[2]^2))/(2 + x)^14 + (4*(1 + 4*Log[2]^2)^6*(1 - 16*Log[2]^2 - 32*Log[2]^4))/x^3 + (4194304*Log[2]^12*(75 + 160*Log[2]^2 + 112*Log[2]^4))/(2 + x)^11 + (4194304*Log[2]^12*(57 + 176*Log[2]^2 + 140*Log[2]^4))/(2 + x)^12 + (1048576*Log[2]^10*(63 + 236*Log[2]^2 + 392*Log[2]^4 + 240*Log[2]^6))/(2 + x)^9 + (524288*Log[2]^10*(135 + 572*Log[2]^2 + 1040*Log[2]^4 + 672*Log[2]^6))/(2 + x)^10 + (65536*Log[2]^8*(81 + 628*Log[2]^2 + 2044*Log[2]^4 + 3072*Log[2]^6 + 1760*Log[2]^8))/(2 + x)^7 + (2*(1 + 4*Log[2]^2)^4*(5 - 52*Log[2]^2 + 912*Log[2]^4 + 4160*Log[2]^6 + 4352*Log[2]^8))/x^2 + (8192*Log[2]^8*(1323 + 6624*Log[2]^2 + 22880*Log[2]^4 + 35840*Log[2]^6 + 21120*Log[2]^8))/(2 + x)^8 - (2048*Log[2]^6*(27 - 1506*Log[2]^2 - 9920*Log[2]^4 - 29696*Log[2]^6 - 42240*Log[2]^8 - 23296*Log[2]^10))/(2 + x)^5 + (2048*Log[2]^6*(405 + 2034*Log[2]^2 + 14416*Log[2]^4 + 44800*Log[2]^6 + 65280*Log[2]^8 + 36608*Log[2]^10))/(2 + x)^6 - (64*Log[2]^4*(351 - 1632*Log[2]^2 - 23312*Log[2]^4 - 137216*Log[2]^6 - 387840*Log[2]^8 - 532480*Log[2]^10 - 286720*Log[2]^12))/(2 + x)^3 + (16*(1 + 4*Log[2]^2)^2*(1 - 10*Log[2]^2 - 44*Log[2]^4 - 2792*Log[2]^6 - 17056*Log[2]^8 - 36224*Log[2]^10 - 26112*Log[2]^12))/x + (64*Log[2]^4*(513 + 2160*Log[2]^2 + 34120*Log[2]^4 + 211456*Log[2]^6 + 613632*Log[2]^8 + 856064*Log[2]^10 + 465920*Log[2]^12))/(2 + x)^4 - (32*Log[2]^2*(27 - 54*Log[2]^2 - 1652*Log[2]^4 - 20048*Log[2]^6 - 108672*Log[2]^8 - 294400*Log[2]^10 - 394240*Log[2]^12 - 208896*Log[2]^14))/(2 + x) + (8*Log[2]^2*(81 + 1188*Log[2]^2 + 9456*Log[2]^4 + 123776*Log[2]^6 + 697088*Log[2]^8 + 1926144*Log[2]^10 + 2609152*Log[2]^12 + 1392640*Log[2]^14))/(2 + x)^2","B",2,1,717,0.001395,1,"{2074}"
5615,1,41,0,0.182759,"\int \frac{5+9 x+8 x^2-2 x^3+(5-x)^4 \left(-10 x^2-9 x^3+7 x^4\right)+\left(5 x-x^2\right) \log (x)}{-5 x+x^2} \, dx","Int[(5 + 9*x + 8*x^2 - 2*x^3 + (5 - x)^4*(-10*x^2 - 9*x^3 + 7*x^4) + (5*x - x^2)*Log[x])/(-5*x + x^2),x]","x^7-19 x^6+130 x^5-350 x^4+125 x^3+624 x^2-x-x \log (x)-\log (x)","(x+1) \left(x^2 (5-x)^4-x-\log (x)\right)",1,"-x + 624*x^2 + 125*x^3 - 350*x^4 + 130*x^5 - 19*x^6 + x^7 - Log[x] - x*Log[x]","A",4,3,61,0.04918,1,"{1593, 6688, 2295}"
5616,0,0,0,21.5051523,"\int \frac{7776-48 e^{\frac{5}{3} (-15+x \log (4))}+e^{\frac{4}{3} (-15+x \log (4))} (672-240 x)-14256 x+10368 x^2-3744 x^3+672 x^4-48 x^5+e^{-15+x \log (4)} \left(-3744+2688 x-480 x^2\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(10368-11232 x+4032 x^2-480 x^3\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(-14256+20736 x-11232 x^2+2688 x^3-240 x^4\right)+\left(31104-192 e^{\frac{5}{3} (-15+x \log (4))}-62208 x+46656 x^2-16704 x^3+2880 x^4-192 x^5+e^{\frac{4}{3} (-15+x \log (4))} (2688-960 x+64 x \log (4))+e^{-15+x \log (4)} \left(-14976+10944 x-1920 x^2+\left(-576 x+192 x^2\right) \log (4)\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(41472-46656 x+16704 x^2-1920 x^3+\left(1728 x-1152 x^2+192 x^3\right) \log (4)\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(-57024+88128 x-48384 x^2+11328 x^3-960 x^4+\left(-1728 x+1728 x^2-576 x^3+64 x^4\right) \log (4)\right)\right) \log (x)}{\left(-96 x^5+3 e^{\frac{5}{3} (-15+x \log (4))} x^5+240 x^6-240 x^7+120 x^8-30 x^9+3 x^{10}+e^{\frac{4}{3} (-15+x \log (4))} \left(-30 x^5+15 x^6\right)+e^{-15+x \log (4)} \left(120 x^5-120 x^6+30 x^7\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(-240 x^5+360 x^6-180 x^7+30 x^8\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(240 x^5-480 x^6+360 x^7-120 x^8+15 x^9\right)\right) \log ^2(x)} \, dx","Int[(7776 - 48*E^((5*(-15 + x*Log[4]))/3) + E^((4*(-15 + x*Log[4]))/3)*(672 - 240*x) - 14256*x + 10368*x^2 - 3744*x^3 + 672*x^4 - 48*x^5 + E^(-15 + x*Log[4])*(-3744 + 2688*x - 480*x^2) + E^((2*(-15 + x*Log[4]))/3)*(10368 - 11232*x + 4032*x^2 - 480*x^3) + E^((-15 + x*Log[4])/3)*(-14256 + 20736*x - 11232*x^2 + 2688*x^3 - 240*x^4) + (31104 - 192*E^((5*(-15 + x*Log[4]))/3) - 62208*x + 46656*x^2 - 16704*x^3 + 2880*x^4 - 192*x^5 + E^((4*(-15 + x*Log[4]))/3)*(2688 - 960*x + 64*x*Log[4]) + E^(-15 + x*Log[4])*(-14976 + 10944*x - 1920*x^2 + (-576*x + 192*x^2)*Log[4]) + E^((2*(-15 + x*Log[4]))/3)*(41472 - 46656*x + 16704*x^2 - 1920*x^3 + (1728*x - 1152*x^2 + 192*x^3)*Log[4]) + E^((-15 + x*Log[4])/3)*(-57024 + 88128*x - 48384*x^2 + 11328*x^3 - 960*x^4 + (-1728*x + 1728*x^2 - 576*x^3 + 64*x^4)*Log[4]))*Log[x])/((-96*x^5 + 3*E^((5*(-15 + x*Log[4]))/3)*x^5 + 240*x^6 - 240*x^7 + 120*x^8 - 30*x^9 + 3*x^10 + E^((4*(-15 + x*Log[4]))/3)*(-30*x^5 + 15*x^6) + E^(-15 + x*Log[4])*(120*x^5 - 120*x^6 + 30*x^7) + E^((2*(-15 + x*Log[4]))/3)*(-240*x^5 + 360*x^6 - 180*x^7 + 30*x^8) + E^((-15 + x*Log[4])/3)*(240*x^5 - 480*x^6 + 360*x^7 - 120*x^8 + 15*x^9))*Log[x]^2),x]","\int \frac{7776-48 e^{\frac{5}{3} (-15+x \log (4))}+e^{\frac{4}{3} (-15+x \log (4))} (672-240 x)-14256 x+10368 x^2-3744 x^3+672 x^4-48 x^5+e^{-15+x \log (4)} \left(-3744+2688 x-480 x^2\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(10368-11232 x+4032 x^2-480 x^3\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(-14256+20736 x-11232 x^2+2688 x^3-240 x^4\right)+\left(31104-192 e^{\frac{5}{3} (-15+x \log (4))}-62208 x+46656 x^2-16704 x^3+2880 x^4-192 x^5+e^{\frac{4}{3} (-15+x \log (4))} (2688-960 x+64 x \log (4))+e^{-15+x \log (4)} \left(-14976+10944 x-1920 x^2+\left(-576 x+192 x^2\right) \log (4)\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(41472-46656 x+16704 x^2-1920 x^3+\left(1728 x-1152 x^2+192 x^3\right) \log (4)\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(-57024+88128 x-48384 x^2+11328 x^3-960 x^4+\left(-1728 x+1728 x^2-576 x^3+64 x^4\right) \log (4)\right)\right) \log (x)}{\left(-96 x^5+3 e^{\frac{5}{3} (-15+x \log (4))} x^5+240 x^6-240 x^7+120 x^8-30 x^9+3 x^{10}+e^{\frac{4}{3} (-15+x \log (4))} \left(-30 x^5+15 x^6\right)+e^{-15+x \log (4)} \left(120 x^5-120 x^6+30 x^7\right)+e^{\frac{2}{3} (-15+x \log (4))} \left(-240 x^5+360 x^6-180 x^7+30 x^8\right)+e^{\frac{1}{3} (-15+x \log (4))} \left(240 x^5-480 x^6+360 x^7-120 x^8+15 x^9\right)\right) \log ^2(x)} \, dx","\frac{16}{\left(x+\frac{x}{x+e^{\frac{1}{3} x \log (4)-5}-3}\right)^4 \log (x)}",1,"-64/x^4 - 64*ExpIntegralEi[-4*Log[x]] - 256*ExpIntegralEi[-4*Log[x]]*Log[x] + 64*ExpIntegralEi[-4*Log[x]]*(1 + 4*Log[x]) + (16*(1 + 4*Log[x]))/(x^4*Log[x]) - 16*E^20*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^4*Log[x]^2), x] + 64*E^15*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^3*Log[x]^2), x] - 96*E^10*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^2*Log[x]^2), x] + 64*E^5*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)*Log[x]^2), x] - (64*E^25*(3 + Log[16])*Defer[Int][1/(x^4*(2^((2*x)/3) - 2*E^5 + E^5*x)^5*Log[x]), x])/3 + (64*E^25*Log[4]*Defer[Int][1/(x^3*(2^((2*x)/3) - 2*E^5 + E^5*x)^5*Log[x]), x])/3 - 64*E^20*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^4*Log[x]), x] + (64*E^20*(9 + 5*Log[4])*Defer[Int][1/(x^4*(2^((2*x)/3) - 2*E^5 + E^5*x)^4*Log[x]), x])/3 - (64*E^20*Log[64]*Defer[Int][1/(x^3*(2^((2*x)/3) - 2*E^5 + E^5*x)^4*Log[x]), x])/3 + 256*E^15*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^3*Log[x]), x] - 64*E^15*(3 + Log[4])*Defer[Int][1/(x^4*(2^((2*x)/3) - 2*E^5 + E^5*x)^3*Log[x]), x] + 64*E^15*Log[4]*Defer[Int][1/(x^3*(2^((2*x)/3) - 2*E^5 + E^5*x)^3*Log[x]), x] - 384*E^10*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)^2*Log[x]), x] + (64*E^10*(3 - Log[4])*Defer[Int][1/(x^4*(2^((2*x)/3) - 2*E^5 + E^5*x)^2*Log[x]), x])/3 - (64*E^10*Log[4]*Defer[Int][1/(x^3*(2^((2*x)/3) - 2*E^5 + E^5*x)^2*Log[x]), x])/3 + 256*E^5*Defer[Int][1/(x^5*(2^((2*x)/3) - 2*E^5 + E^5*x)*Log[x]), x] + (64*E^5*Log[4]*Defer[Int][1/(x^4*(2^((2*x)/3) - 2*E^5 + E^5*x)*Log[x]), x])/3","F",0,0,0,0,-1,"{}"
5617,1,3,0,0.0009942,"\int e^x \, dx","Int[E^x,x]","e^x","e^x",1,"E^x","A",1,1,3,0.3333,1,"{2194}"
5618,0,0,0,10.6701587,"\int \frac{\left(8 x+4 x^2+\left(-2 x-x^2\right) \log (x)\right) \log (4+2 x)+\log \left(e^{2 e^3} (3-x)\right) \left(12 x-4 x^2+\left(-3 x+x^2\right) \log (x)+\left(-6-x+x^2\right) \log (4+2 x)\right)}{\left(-6 x-x^2+x^3\right) \log ^2\left(e^{2 e^3} (3-x)\right)} \, dx","Int[((8*x + 4*x^2 + (-2*x - x^2)*Log[x])*Log[4 + 2*x] + Log[E^(2*E^3)*(3 - x)]*(12*x - 4*x^2 + (-3*x + x^2)*Log[x] + (-6 - x + x^2)*Log[4 + 2*x]))/((-6*x - x^2 + x^3)*Log[E^(2*E^3)*(3 - x)]^2),x]","\int \frac{\left(8 x+4 x^2+\left(-2 x-x^2\right) \log (x)\right) \log (4+2 x)+\log \left(e^{2 e^3} (3-x)\right) \left(12 x-4 x^2+\left(-3 x+x^2\right) \log (x)+\left(-6-x+x^2\right) \log (4+2 x)\right)}{\left(-6 x-x^2+x^3\right) \log ^2\left(e^{2 e^3} (3-x)\right)} \, dx","\frac{(\log (x)-4) \log (2 x+4)}{\log \left(e^{2 e^3} (3-x)\right)}",1,"Defer[Int][(-4 + Log[x])/((2 + x)*(2*E^3 + Log[3 - x])), x] + 2*E^3*Defer[Int][Log[4 + 2*x]/(x*(2*E^3 + Log[3 - x])^2), x] + Defer[Int][(Log[3 - x]*Log[4 + 2*x])/((3 - x)*(2*E^3 + Log[3 - x])^2), x] + Defer[Int][(Log[3 - x]*Log[4 + 2*x])/((-3 + x)*(2*E^3 + Log[3 - x])^2), x] + Defer[Int][(Log[3 - x]*Log[4 + 2*x])/(x*(2*E^3 + Log[3 - x])^2), x] + Defer[Int][(Log[x]*Log[4 + 2*x])/((3 - x)*(2*E^3 + Log[3 - x])^2), x] - 2*E^3*Defer[Subst][Defer[Int][Log[10 - 2*x]/(x*(2*E^3 + Log[x])^2), x], x, 3 - x] + 2*(2 + E^3)*Defer[Subst][Defer[Int][Log[10 - 2*x]/(x*(2*E^3 + Log[x])^2), x], x, 3 - x]","F",0,0,0,0,-1,"{}"
5619,0,0,0,18.5860444,"\int \frac{\exp \left(\frac{64 x^2+32 x^3+16 x^4+\left(32 x+16 x^2+8 x^3\right) \log (x)+\left(4+2 x+x^2\right) \log ^2(x)}{\left(32 x+16 x^2\right) (i \pi +\log (5-\log (5)))^2}\right) \left(32 x+96 x^2+80 x^3+68 x^4+16 x^5+\left(8+8 x+4 x^2+17 x^3+4 x^4\right) \log (x)+(-4-4 x) \log ^2(x)\right)}{\left(32 x^2+32 x^3+8 x^4\right) (i \pi +\log (5-\log (5)))^2} \, dx","Int[(E^((64*x^2 + 32*x^3 + 16*x^4 + (32*x + 16*x^2 + 8*x^3)*Log[x] + (4 + 2*x + x^2)*Log[x]^2)/((32*x + 16*x^2)*(I*Pi + Log[5 - Log[5]])^2))*(32*x + 96*x^2 + 80*x^3 + 68*x^4 + 16*x^5 + (8 + 8*x + 4*x^2 + 17*x^3 + 4*x^4)*Log[x] + (-4 - 4*x)*Log[x]^2))/((32*x^2 + 32*x^3 + 8*x^4)*(I*Pi + Log[5 - Log[5]])^2),x]","\int \frac{\exp \left(\frac{64 x^2+32 x^3+16 x^4+\left(32 x+16 x^2+8 x^3\right) \log (x)+\left(4+2 x+x^2\right) \log ^2(x)}{\left(32 x+16 x^2\right) (i \pi +\log (5-\log (5)))^2}\right) \left(32 x+96 x^2+80 x^3+68 x^4+16 x^5+\left(8+8 x+4 x^2+17 x^3+4 x^4\right) \log (x)+(-4-4 x) \log ^2(x)\right)}{\left(32 x^2+32 x^3+8 x^4\right) (i \pi +\log (5-\log (5)))^2} \, dx","\exp \left(\frac{\left(x+\frac{4}{x+2}\right) \left(x+\frac{\log (x)}{4}\right)^2}{x (\log (5-\log (5))+i \pi )^2}\right)",1,"Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2)), x]/(2*(I*Pi + Log[5 - Log[5]])^2) + Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))/x, x]/(I*Pi + Log[5 - Log[5]])^2 + (2*Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*x, x])/(I*Pi + Log[5 - Log[5]])^2 + (8*Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))/(2 + x)^2, x])/(I*Pi + Log[5 - Log[5]])^2 - Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))/(2 + x), x]/(I*Pi + Log[5 - Log[5]])^2 + Defer[Int][E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x], x]/(2*(I*Pi + Log[5 - Log[5]])^2) + Defer[Int][(E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x])/x^2, x]/(4*(I*Pi + Log[5 - Log[5]])^2) - (2*Defer[Int][(E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x])/(2 + x)^2, x])/(I*Pi + Log[5 - Log[5]])^2 + Defer[Int][(E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x])/(2 + x), x]/(8*(I*Pi + Log[5 - Log[5]])^2) - Defer[Int][(E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x]^2)/x^2, x]/(8*(I*Pi + Log[5 - Log[5]])^2) + Defer[Int][(E^(((4 + 2*x + x^2)*(4*x + Log[x])^2)/(x*(32 + 16*x)*(I*Pi + Log[5 - Log[5]])^2))*Log[x]^2)/(2 + x)^2, x]/(8*(I*Pi + Log[5 - Log[5]])^2)","F",0,0,0,0,-1,"{}"
5620,0,0,0,0.3989597,"\int \frac{-5-e^x x^2}{-5 x-5 x^2+e^x x^2} \, dx","Int[(-5 - E^x*x^2)/(-5*x - 5*x^2 + E^x*x^2),x]","\int \frac{-5-e^x x^2}{-5 x-5 x^2+e^x x^2} \, dx","\frac{1}{2} \log \left(\frac{256 e^{20}}{\left(-e^x+\frac{5}{x}+5\right)^2}\right)",1,"-x - 5*Defer[Int][(-5 - 5*x + E^x*x)^(-1), x] - 5*Defer[Int][1/(x*(-5 - 5*x + E^x*x)), x] - 5*Defer[Int][x/(-5 - 5*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
5621,1,15,0,0.0144634,"\int \frac{20+34 e^2-68 e x+34 x^2}{5 e^2-10 e x+5 x^2} \, dx","Int[(20 + 34*E^2 - 68*E*x + 34*x^2)/(5*E^2 - 10*E*x + 5*x^2),x]","\frac{34 x}{5}+\frac{4}{e-x}","\frac{34 x}{5}+\frac{4}{e-x}-1",1,"4/(E - x) + (34*x)/5","A",4,3,34,0.08824,1,"{27, 12, 683}"
5622,1,10,0,0.0257399,"\int \frac{50+19 x+2 x^2}{25 x+10 x^2+x^3} \, dx","Int[(50 + 19*x + 2*x^2)/(25*x + 10*x^2 + x^3),x]","\frac{1}{x+5}+2 \log (x)","\log \left(\frac{2 x^2}{e}\right)-\frac{x}{5 (x+5)}",1,"(5 + x)^(-1) + 2*Log[x]","A",4,3,25,0.1200,1,"{1594, 27, 893}"
5623,0,0,0,0.8341177,"\int \frac{e^{-25/x} \left(25 e^6+2^{\frac{1}{x}} e^{4/x} x^{\frac{1}{x}} \left(-26 e^2+e^2 \log \left(2 e^4 x\right)\right)\right)}{x^2} \, dx","Int[(25*E^6 + 2^x^(-1)*E^(4/x)*x^x^(-1)*(-26*E^2 + E^2*Log[2*E^4*x]))/(E^(25/x)*x^2),x]","\int \frac{e^{-25/x} \left(25 e^6+2^{\frac{1}{x}} e^{4/x} x^{\frac{1}{x}} \left(-26 e^2+e^2 \log \left(2 e^4 x\right)\right)\right)}{x^2} \, dx","e^{2-\frac{25}{x}} \left(e^4-2^{\frac{1}{x}} e^{4/x} x^{\frac{1}{x}}\right)",1,"E^(6 - 25/x) - (22 - Log[2])*Defer[Int][E^(2 + (-21 + Log[2])/x)*x^(-2 + x^(-1)), x] + Log[x]*Defer[Int][E^(2 + (-21 + Log[2])/x)*x^(-2 + x^(-1)), x] - Defer[Int][Defer[Int][E^(2 + (-21 + Log[2])/x)*x^(-2 + x^(-1)), x]/x, x]","F",0,0,0,0,-1,"{}"
5624,1,23,0,0.2723051,"\int \frac{-24 x^2+16 x^5-8 x^6+\left(-144 x^2+96 x^3+96 x^5-112 x^6+32 x^7\right) \log (x) \log (\log (x))+\left(8 x^5+\left(-72 x^2+96 x^5-56 x^6\right) \log (x) \log (\log (x))\right) \log (\log (\log (x)))+24 x^5 \log (x) \log (\log (x)) \log ^2(\log (\log (x)))}{\log (x) \log (\log (x))} \, dx","Int[(-24*x^2 + 16*x^5 - 8*x^6 + (-144*x^2 + 96*x^3 + 96*x^5 - 112*x^6 + 32*x^7)*Log[x]*Log[Log[x]] + (8*x^5 + (-72*x^2 + 96*x^5 - 56*x^6)*Log[x]*Log[Log[x]])*Log[Log[Log[x]]] + 24*x^5*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]^2)/(Log[x]*Log[Log[x]]),x]","4 \left(x^4-2 x^3-x^3 \log (\log (\log (x)))+3\right)^2","\left(6-2 x^3 (-x+\log (\log (\log (x)))+2)\right)^2",1,"4*(3 - 2*x^3 + x^4 - x^3*Log[Log[Log[x]]])^2","A",3,3,107,0.02804,1,"{6688, 12, 6686}"
5625,0,0,0,0.4762337,"\int \frac{e^4 x+e^4 \log (2)+625^{\frac{x}{e^4}} \left(5 e^4+5 \log (2) \log (625)\right)}{5^{1+\frac{4 x}{e^4}} e^4+e^4 x} \, dx","Int[(E^4*x + E^4*Log[2] + 625^(x/E^4)*(5*E^4 + 5*Log[2]*Log[625]))/(5^(1 + (4*x)/E^4)*E^4 + E^4*x),x]","\int \frac{e^4 x+e^4 \log (2)+625^{\frac{x}{e^4}} \left(5 e^4+5 \log (2) \log (625)\right)}{5^{1+\frac{4 x}{e^4}} e^4+e^4 x} \, dx","x+\log (2) \log \left(x+5^{\frac{4 x}{e^4}+1}\right)+5",1,"x*(1 + (Log[2]*Log[625])/E^4) + Log[2]*Defer[Int][(5^(1 + (4*x)/E^4) + x)^(-1), x] - (Log[2]*Log[625]*Defer[Int][x/(5^(1 + (4*x)/E^4) + x), x])/E^4","F",0,0,0,0,-1,"{}"
5626,1,9,0,0.0069247,"\int \frac{8+3 x}{4 x+x^2} \, dx","Int[(8 + 3*x)/(4*x + x^2),x]","2 \log (x)+\log (x+4)","\log (7 x (x (x+5)-x))",1,"2*Log[x] + Log[4 + x]","A",2,1,15,0.06667,1,"{631}"
5627,0,0,0,27.6437382,"\int \frac{-x^2+e^x \left(3 x+3 x^2-3 x^4\right)+\left(3 x^2+2 x^3-x^4+e^x \left(-6 x-3 x^2-3 x^4\right)\right) \log (x)+\left(x+x^2-2 x^3+e^x \left(-3+3 x+6 x^2-6 x^3\right)\right) \log ^2(x)+\left(-x^2+e^x \left(3+3 x-3 x^2\right)\right) \log ^3(x)}{x^4+2 x^5+x^6+\left(2 x^3+4 x^4+2 x^5\right) \log (x)+\left(x^2+2 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-x^2 + E^x*(3*x + 3*x^2 - 3*x^4) + (3*x^2 + 2*x^3 - x^4 + E^x*(-6*x - 3*x^2 - 3*x^4))*Log[x] + (x + x^2 - 2*x^3 + E^x*(-3 + 3*x + 6*x^2 - 6*x^3))*Log[x]^2 + (-x^2 + E^x*(3 + 3*x - 3*x^2))*Log[x]^3)/(x^4 + 2*x^5 + x^6 + (2*x^3 + 4*x^4 + 2*x^5)*Log[x] + (x^2 + 2*x^3 + x^4)*Log[x]^2),x]","\int \frac{-x^2+e^x \left(3 x+3 x^2-3 x^4\right)+\left(3 x^2+2 x^3-x^4+e^x \left(-6 x-3 x^2-3 x^4\right)\right) \log (x)+\left(x+x^2-2 x^3+e^x \left(-3+3 x+6 x^2-6 x^3\right)\right) \log ^2(x)+\left(-x^2+e^x \left(3+3 x-3 x^2\right)\right) \log ^3(x)}{x^4+2 x^5+x^6+\left(2 x^3+4 x^4+2 x^5\right) \log (x)+\left(x^2+2 x^3+x^4\right) \log ^2(x)} \, dx","\frac{\left(x-3 e^x\right) \left(\frac{x}{x+\log (x)}+\log (x)\right)}{x^2+x}",1,"Log[x] - (3*E^x*Log[x])/x + (3*E^x*Log[x])/(1 + x) - (x*Log[x])/(1 + x) - Defer[Int][(x + Log[x])^(-2), x] + 3*Defer[Int][E^x/(x*(x + Log[x])^2), x] + Defer[Int][1/((1 + x)^2*(x + Log[x])), x] + 3*Defer[Int][E^x/((1 + x)^2*(x + Log[x])), x] - 3*Defer[Int][E^x/((1 + x)*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
5628,1,42,0,0.0526168,"\int \frac{x+e^5 \left(-9-23 x-7 x^2\right)+e^5 \left(-6 x-2 x^2\right) \log (x)}{e^5 x} \, dx","Int[(x + E^5*(-9 - 23*x - 7*x^2) + E^5*(-6*x - 2*x^2)*Log[x])/(E^5*x),x]","-\frac{7 x^2}{2}-\left(x^2+6 x\right) \log (x)-\left(23-\frac{1}{e^5}\right) x+\frac{1}{2} (x+6)^2-9 \log (x)","\frac{x}{e^5}+x-\left((x+3)^2 (\log (x)+3)\right)-16-\log ^2(2)",1,"-((23 - E^(-5))*x) - (7*x^2)/2 + (6 + x)^2/2 - 9*Log[x] - (6*x + x^2)*Log[x]","A",7,4,38,0.1053,1,"{12, 14, 2313, 9}"
5629,1,16,0,0.0139253,"\int -\frac{2 e^{\sqrt[5]{e}}}{-27 x+27 x \log (x)-9 x \log ^2(x)+x \log ^3(x)} \, dx","Int[(-2*E^E^(1/5))/(-27*x + 27*x*Log[x] - 9*x*Log[x]^2 + x*Log[x]^3),x]","\frac{e^{\sqrt[5]{e}}}{(3-\log (x))^2}","\frac{e^{\sqrt[5]{e}}}{(\log (x)-3)^2}",1,"E^E^(1/5)/(3 - Log[x])^2","A",3,2,33,0.06061,1,"{12, 32}"
5630,0,0,0,12.5090568,"\int \frac{5^{\frac{5}{\left(x+x^2 \log (5)\right) \log (x)}} e^{-4+5^{\frac{5}{\left(x+x^2 \log (5)\right) \log (x)}}} \left(-5 \log (5)-5 x \log ^2(5)+\left(-5 \log (5)-10 x \log ^2(5)\right) \log (x)\right)}{\left(x^2+2 x^3 \log (5)+x^4 \log ^2(5)\right) \log ^2(x)} \, dx","Int[(5^(5/((x + x^2*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x])))*(-5*Log[5] - 5*x*Log[5]^2 + (-5*Log[5] - 10*x*Log[5]^2)*Log[x]))/((x^2 + 2*x^3*Log[5] + x^4*Log[5]^2)*Log[x]^2),x]","\int \frac{5^{\frac{5}{\left(x+x^2 \log (5)\right) \log (x)}} e^{-4+5^{\frac{5}{\left(x+x^2 \log (5)\right) \log (x)}}} \left(-5 \log (5)-5 x \log ^2(5)+\left(-5 \log (5)-10 x \log ^2(5)\right) \log (x)\right)}{\left(x^2+2 x^3 \log (5)+x^4 \log ^2(5)\right) \log ^2(x)} \, dx","e^{e^{\frac{5}{\left(x^2+\frac{x}{\log (5)}\right) \log (x)}}-4}",1,"-(Log[5]*Defer[Int][(5^(1 + 5/(x*(1 + x*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x]))))/(x^2*Log[x]^2), x]) + Log[5]^2*Defer[Int][(5^(1 + 5/(x*(1 + x*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x]))))/(x*Log[x]^2), x] - Log[5]^3*Defer[Int][(5^(1 + 5/(x*(1 + x*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x]))))/((1 + x*Log[5])*Log[x]^2), x] - Log[5]*Defer[Int][(5^(1 + 5/(x*(1 + x*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x]))))/(x^2*Log[x]), x] + Log[5]^3*Defer[Int][(5^(1 + 5/(x*(1 + x*Log[5])*Log[x]))*E^(-4 + 5^(5/((x + x^2*Log[5])*Log[x]))))/((1 + x*Log[5])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
5631,1,15,0,0.2377004,"\int \frac{e^{\frac{x^2+\log (3)+x \log \left(\frac{1}{2 x^2}\right)}{x}} \left(-2 x+x^2-\log (3)\right)}{x^2} \, dx","Int[(E^((x^2 + Log[3] + x*Log[1/(2*x^2)])/x)*(-2*x + x^2 - Log[3]))/x^2,x]","\frac{3^{\frac{1}{x}} e^x}{2 x^2}","\frac{e^{x+\frac{\log (3)}{x}}}{2 x^2}",1,"(3^x^(-1)*E^x)/(2*x^2)","A",3,3,37,0.08108,1,"{6688, 12, 2288}"
5632,1,19,0,0.2534258,"\int \frac{e^{\frac{4 x}{12+x^2 \log (3)}} \left(12-x^2 \log (3)\right)}{1152+192 x^2 \log (3)+8 x^4 \log ^2(3)} \, dx","Int[(E^((4*x)/(12 + x^2*Log[3]))*(12 - x^2*Log[3]))/(1152 + 192*x^2*Log[3] + 8*x^4*Log[3]^2),x]","\frac{1}{32} e^{\frac{4 x}{x^2 \log (3)+12}}","\frac{1}{32} e^{\frac{x}{\frac{1}{4} x^2 \log (3)+3}}",1,"E^((4*x)/(12 + x^2*Log[3]))/32","A",2,2,45,0.04444,1,"{28, 6706}"
5633,1,12,0,0.0515427,"\int \frac{32 e^x \log \left(261+4 e^x\right)}{261+4 e^x} \, dx","Int[(32*E^x*Log[261 + 4*E^x])/(261 + 4*E^x),x]","4 \log ^2\left(4 e^x+261\right)","4 \log ^2\left(4 e^x+261\right)",1,"4*Log[261 + 4*E^x]^2","A",4,4,22,0.1818,1,"{12, 2282, 2390, 2301}"
5634,1,37,0,0.4184455,"\int \frac{\left(-8-24 x^2+e^3 \left(4+12 x^2\right)\right) \log ^2\left(e^{-2+3 x^2} x^2\right)^{-2+e^3}}{x \log \left(e^{-2+3 x^2} x^2\right)} \, dx","Int[((-8 - 24*x^2 + E^3*(4 + 12*x^2))*(Log[E^(-2 + 3*x^2)*x^2]^2)^(-2 + E^3))/(x*Log[E^(-2 + 3*x^2)*x^2]),x]","\frac{\log ^2\left(e^{3 x^2-2} x^2\right)^{e^3}}{\log ^4\left(e^{3 x^2-2} x^2\right)}","\log ^2\left(e^{3 x^2-2} x^2\right)^{e^3-2}",1,"(Log[E^(-2 + 3*x^2)*x^2]^2)^E^3/Log[E^(-2 + 3*x^2)*x^2]^4","A",3,3,60,0.05000,1,"{6697, 15, 30}"
5635,1,79,0,0.3140376,"\int \frac{e^{-x^2 \log (3)-\left(x-x^2\right) \log (3) \log (25)} \left(-3+\left(\left(-6 x-6 x^2\right) \log (3)+\left(-3+3 x+6 x^2\right) \log (3) \log (25)\right) \log (1+x)\right)}{(1+x) \log ^2(1+x)} \, dx","Int[(E^(-(x^2*Log[3]) - (x - x^2)*Log[3]*Log[25])*(-3 + ((-6*x - 6*x^2)*Log[3] + (-3 + 3*x + 6*x^2)*Log[3]*Log[25])*Log[1 + x]))/((1 + x)*Log[1 + x]^2),x]","\frac{3^{1-x^2} e^{-\left(\left(x-x^2\right) \log (3) \log (25)\right)} \left(\left(-2 x^2-x+1\right) \log (3) \log (25)+2 \left(x^2+x\right) \log (3)\right)}{(x+1) ((1-2 x) \log (3) \log (25)+2 x \log (3)) \log (x+1)}","\frac{3^{1-x (x+(1-x) \log (25))}}{\log (x+1)}",1,"(3^(1 - x^2)*(2*(x + x^2)*Log[3] + (1 - x - 2*x^2)*Log[3]*Log[25]))/(E^((x - x^2)*Log[3]*Log[25])*(1 + x)*(2*x*Log[3] + (1 - 2*x)*Log[3]*Log[25])*Log[1 + x])","B",1,1,70,0.01429,1,"{2288}"
5636,1,89,0,4.1729175,"\int \frac{\left(-\log (2)+9 e^{3 x} \log (2)\right) \log (x)+\left(3 \log (2)-27 e^{3 x} \log (2)\right) \log (x) \log (\log (x))+\left(-3 \log (2)+27 e^{3 x} \log (2)\right) \log (x) \log ^2(\log (x))+\left(\log (2)-9 e^{3 x} \log (2)\right) \log (x) \log ^3(\log (x))+\exp \left(\frac{2 x}{\log (2)-2 \log (2) \log (\log (x))+\log (2) \log ^2(\log (x))}\right) \left(12 x+(6 x+3 \log (2)) \log (x)+(-6 x-9 \log (2)) \log (x) \log (\log (x))+9 \log (2) \log (x) \log ^2(\log (x))-3 \log (2) \log (x) \log ^3(\log (x))\right)}{-3 \log (2) \log (x)+9 \log (2) \log (x) \log (\log (x))-9 \log (2) \log (x) \log ^2(\log (x))+3 \log (2) \log (x) \log ^3(\log (x))} \, dx","Int[((-Log[2] + 9*E^(3*x)*Log[2])*Log[x] + (3*Log[2] - 27*E^(3*x)*Log[2])*Log[x]*Log[Log[x]] + (-3*Log[2] + 27*E^(3*x)*Log[2])*Log[x]*Log[Log[x]]^2 + (Log[2] - 9*E^(3*x)*Log[2])*Log[x]*Log[Log[x]]^3 + E^((2*x)/(Log[2] - 2*Log[2]*Log[Log[x]] + Log[2]*Log[Log[x]]^2))*(12*x + (6*x + 3*Log[2])*Log[x] + (-6*x - 9*Log[2])*Log[x]*Log[Log[x]] + 9*Log[2]*Log[x]*Log[Log[x]]^2 - 3*Log[2]*Log[x]*Log[Log[x]]^3))/(-3*Log[2]*Log[x] + 9*Log[2]*Log[x]*Log[Log[x]] - 9*Log[2]*Log[x]*Log[Log[x]]^2 + 3*Log[2]*Log[x]*Log[Log[x]]^3),x]","\frac{x}{3}-e^{3 x}-\frac{e^{\frac{2 x}{\log (2) (1-\log (\log (x)))^2}} (2 x+x \log (x)-x \log (x) \log (\log (x)))}{\log (x) \left(\frac{1}{(1-\log (\log (x)))^2}+\frac{2}{(1-\log (\log (x)))^3 \log (x)}\right) (1-\log (\log (x)))^3}","x \left(\frac{1}{3}-e^{\frac{2 x}{\log (2) (\log (\log (x))-1)^2}}\right)-e^{3 x}",1,"-E^(3*x) + x/3 - (E^((2*x)/(Log[2]*(1 - Log[Log[x]])^2))*(2*x + x*Log[x] - x*Log[x]*Log[Log[x]]))/(Log[x]*(2/(Log[x]*(1 - Log[Log[x]])^3) + (1 - Log[Log[x]])^(-2))*(1 - Log[Log[x]])^3)","B",26,5,198,0.02525,1,"{6741, 12, 6742, 2194, 2288}"
5637,1,21,0,0.0481388,"\int \frac{12+\log ^2\left(\frac{256+32 e+e^2+(-32-2 e) \log (3)+\log ^2(3)}{x^3}\right)}{x \log ^2\left(\frac{256+32 e+e^2+(-32-2 e) \log (3)+\log ^2(3)}{x^3}\right)} \, dx","Int[(12 + Log[(256 + 32*E + E^2 + (-32 - 2*E)*Log[3] + Log[3]^2)/x^3]^2)/(x*Log[(256 + 32*E + E^2 + (-32 - 2*E)*Log[3] + Log[3]^2)/x^3]^2),x]","\frac{4}{\log \left(\frac{(16+e-\log (3))^2}{x^3}\right)}+\log (x)","\frac{4}{\log \left(\frac{(-16-e+\log (3))^2}{x^3}\right)}+\log (x)",1,"Log[x] + 4/Log[(16 + E - Log[3])^2/x^3]","A",3,1,60,0.01667,1,"{14}"
5638,0,0,0,0.475176,"\int \frac{45+\left(72 x^2+16 x^3\right) \log ^2(2)+\left(15 x^4+4 x^5\right) \log ^4(2)+\log (6)}{225 x^2+240 x^4 \log ^2(2)+94 x^6 \log ^4(2)+16 x^8 \log ^6(2)+x^{10} \log ^8(2)+\left(-30 x-16 x^3 \log ^2(2)-2 x^5 \log ^4(2)\right) \log (6)+\log ^2(6)} \, dx","Int[(45 + (72*x^2 + 16*x^3)*Log[2]^2 + (15*x^4 + 4*x^5)*Log[2]^4 + Log[6])/(225*x^2 + 240*x^4*Log[2]^2 + 94*x^6*Log[2]^4 + 16*x^8*Log[2]^6 + x^10*Log[2]^8 + (-30*x - 16*x^3*Log[2]^2 - 2*x^5*Log[2]^4)*Log[6] + Log[6]^2),x]","\int \frac{45+\left(72 x^2+16 x^3\right) \log ^2(2)+\left(15 x^4+4 x^5\right) \log ^4(2)+\log (6)}{225 x^2+240 x^4 \log ^2(2)+94 x^6 \log ^4(2)+16 x^8 \log ^6(2)+x^{10} \log ^8(2)+\left(-30 x-16 x^3 \log ^2(2)-2 x^5 \log ^4(2)\right) \log (6)+\log ^2(6)} \, dx","\frac{x+3}{-x \left(x^2 \log ^2(2)+4\right)^2+x+\log (6)}",1,"-3/(15*x + 8*x^3*Log[2]^2 + x^5*Log[2]^4 - Log[6]) + 5*Log[6]*Defer[Int][(15*x + 8*x^3*Log[2]^2 + x^5*Log[2]^4 - Log[6])^(-2), x] - 60*Defer[Int][x/(15*x + 8*x^3*Log[2]^2 + x^5*Log[2]^4 - Log[6])^2, x] - 16*Log[2]^2*Defer[Int][x^3/(15*x + 8*x^3*Log[2]^2 + x^5*Log[2]^4 - Log[6])^2, x] + 4*Defer[Int][(15*x + 8*x^3*Log[2]^2 + x^5*Log[2]^4 - Log[6])^(-1), x]","F",0,0,0,0,-1,"{}"
5639,0,0,0,0.9639968,"\int \frac{50 x^2+e^{\frac{3+2 x+x^2}{2 x}} \left(-12-3 x+2 x^2+x^3\right)}{32 x^2+16 x^3+2 x^4} \, dx","Int[(50*x^2 + E^((3 + 2*x + x^2)/(2*x))*(-12 - 3*x + 2*x^2 + x^3))/(32*x^2 + 16*x^3 + 2*x^4),x]","\int \frac{50 x^2+e^{\frac{3+2 x+x^2}{2 x}} \left(-12-3 x+2 x^2+x^3\right)}{32 x^2+16 x^3+2 x^4} \, dx","\frac{e^{\frac{-x^2+2 x+3}{2 x}+x}-25}{x+4}",1,"-25/(4 + x) - (3*Defer[Int][E^((3 + 2*x + x^2)/(2*x))/x^2, x])/8 + (3*Defer[Int][E^((3 + 2*x + x^2)/(2*x))/x, x])/32 - Defer[Int][E^((3 + 2*x + x^2)/(2*x))/(4 + x)^2, x] + (13*Defer[Int][E^((3 + 2*x + x^2)/(2*x))/(4 + x), x])/32","F",0,0,0,0,-1,"{}"
5640,1,45,0,0.0683491,"\int \frac{-240+64 x-40 x^2+16 x^3+5 x^4}{e^2 x^2 \left(25 x^2-10 x^3+x^4\right)} \, dx","Int[(-240 + 64*x - 40*x^2 + 16*x^3 + 5*x^4)/(E^2*x^2*(25*x^2 - 10*x^3 + x^4)),x]","\frac{16}{5 e^2 x^3}+\frac{16}{25 e^2 x^2}+\frac{216}{125 e^2 x}+\frac{841}{125 e^2 (5-x)}","\frac{\left(x+\frac{4}{x}\right)^2}{e^2 (5-x) x}",1,"841/(125*E^2*(5 - x)) + 16/(5*E^2*x^3) + 16/(25*E^2*x^2) + 216/(125*E^2*x)","A",5,4,43,0.09302,1,"{12, 1585, 27, 1620}"
5641,1,30,0,0.4394474,"\int \frac{3 x-4 \exp \left(\frac{1}{4} \left(1+4 \log ^2\left(e^{\frac{1}{3} (-5-5 \log (2 x))} x\right)\right)\right) \log \left(e^{\frac{1}{3} (-5-5 \log (2 x))} x\right)}{3 x} \, dx","Int[(3*x - 4*E^((1 + 4*Log[E^((-5 - 5*Log[2*x])/3)*x]^2)/4)*Log[E^((-5 - 5*Log[2*x])/3)*x])/(3*x),x]","e^{\log ^2\left(\frac{1}{2\ 2^{2/3} e^{5/3} x^{2/3}}\right)+\frac{1}{4}}+x","\exp \left(\log ^2\left(x e^{\frac{1}{3} (-5 \log (2 x)-5)}\right)+\frac{1}{4}\right)+x",1,"E^(1/4 + Log[1/(2*2^(2/3)*E^(5/3)*x^(2/3))]^2) + x","A",4,3,59,0.05085,0,"{12, 14, 6706}"
5642,1,101,0,0.2611825,"\int \frac{e^{\sqrt{\frac{200-25 \log \left(e^x x\right)}{x}}} \left(16+\sqrt{\frac{200-25 \log \left(e^x x\right)}{x}} \left(9+x-\log \left(e^x x\right)\right)-2 \log \left(e^x x\right)\right)}{-16 x^2+2 x^2 \log \left(e^x x\right)} \, dx","Int[(E^Sqrt[(200 - 25*Log[E^x*x])/x]*(16 + Sqrt[(200 - 25*Log[E^x*x])/x]*(9 + x - Log[E^x*x]) - 2*Log[E^x*x]))/(-16*x^2 + 2*x^2*Log[E^x*x]),x]","\frac{e^{5 \sqrt{\frac{8-\log \left(e^x x\right)}{x}}} \left(8-\log \left(e^x x\right)\right) \left(x-\log \left(e^x x\right)+9\right)}{x \left(\frac{e^{-x} \left(e^x x+e^x\right)}{x^2}+\frac{8-\log \left(e^x x\right)}{x^2}\right) \left(8 x^2-x^2 \log \left(e^x x\right)\right)}","\frac{e^{5 \sqrt{\frac{8-\log \left(e^x x\right)}{x}}}}{x}",1,"(E^(5*Sqrt[(8 - Log[E^x*x])/x])*(8 - Log[E^x*x])*(9 + x - Log[E^x*x]))/(x*((E^x + E^x*x)/(E^x*x^2) + (8 - Log[E^x*x])/x^2)*(8*x^2 - x^2*Log[E^x*x]))","B",1,1,80,0.01250,1,"{2288}"
5643,0,0,0,0.1699531,"\int \frac{-24-12 x+\log (4)+(18+6 x) \log \left(2 e^x x\right)-3 \log ^2\left(2 e^x x\right)}{2 x^2} \, dx","Int[(-24 - 12*x + Log[4] + (18 + 6*x)*Log[2*E^x*x] - 3*Log[2*E^x*x]^2)/(2*x^2),x]","\int \frac{-24-12 x+\log (4)+(18+6 x) \log \left(2 e^x x\right)-3 \log ^2\left(2 e^x x\right)}{2 x^2} \, dx","\frac{x+3 \left(2-\log \left(2 e^x x\right)\right)^2-\log (4)}{2 x}",1,"-9/x + (24 - Log[4])/(2*x) + 3*Log[x] - (9*Log[2*E^x*x])/x + 3*Defer[Int][Log[2*E^x*x]/x, x] - (3*Defer[Int][Log[2*E^x*x]^2/x^2, x])/2","F",0,0,0,0,-1,"{}"
5644,0,0,0,1.2612516,"\int \frac{e^{-2 x+e^{-2 x} \left(4 e^{2 x}+x\right)} \left(e^{2 x}+9 x-18 x^2+\left(x-2 x^2\right) \log (x)\right)}{x} \, dx","Int[(E^(-2*x + (4*E^(2*x) + x)/E^(2*x))*(E^(2*x) + 9*x - 18*x^2 + (x - 2*x^2)*Log[x]))/x,x]","\int \frac{e^{-2 x+e^{-2 x} \left(4 e^{2 x}+x\right)} \left(e^{2 x}+9 x-18 x^2+\left(x-2 x^2\right) \log (x)\right)}{x} \, dx","e^{e^{-2 x} x+4} (\log (x)+9)",1,"9*Defer[Int][E^(4 + (-2 + E^(-2*x))*x), x] + Log[x]*Defer[Int][E^(4 + (-2 + E^(-2*x))*x), x] + Defer[Int][E^(4 + x/E^(2*x))/x, x] - 18*Defer[Int][E^(4 + (-2 + E^(-2*x))*x)*x, x] - 2*Log[x]*Defer[Int][E^(4 + (-2 + E^(-2*x))*x)*x, x] - Defer[Int][Defer[Int][E^(4 + (-2 + E^(-2*x))*x), x]/x, x] + 2*Defer[Int][Defer[Int][E^(4 + (-2 + E^(-2*x))*x)*x, x]/x, x]","F",0,0,0,0,-1,"{}"
5645,0,0,0,1.437362,"\int \frac{6 e^{3 e^{4/x}} x+18 e^{2 e^{4/x}} x^2+6 x^4+e^{e^{4/x}} \left(-24 e^{4/x}-6 x+18 x^3\right)}{e^{3 e^{4/x}}+3 e^{2 e^{4/x}} x+3 e^{e^{4/x}} x^2+x^3} \, dx","Int[(6*E^(3*E^(4/x))*x + 18*E^(2*E^(4/x))*x^2 + 6*x^4 + E^E^(4/x)*(-24*E^(4/x) - 6*x + 18*x^3))/(E^(3*E^(4/x)) + 3*E^(2*E^(4/x))*x + 3*E^E^(4/x)*x^2 + x^3),x]","\int \frac{6 e^{3 e^{4/x}} x+18 e^{2 e^{4/x}} x^2+6 x^4+e^{e^{4/x}} \left(-24 e^{4/x}-6 x+18 x^3\right)}{e^{3 e^{4/x}}+3 e^{2 e^{4/x}} x+3 e^{e^{4/x}} x^2+x^3} \, dx","3 \left(-\frac{x^2}{\left(x+e^{e^{4/x}}\right)^2}+x^2+4\right)",1,"-24*Defer[Int][E^(E^(4/x) + 4/x)/(E^E^(4/x) + x)^3, x] - 6*Defer[Int][(E^E^(4/x)*x)/(E^E^(4/x) + x)^3, x] + 6*Defer[Int][(E^(3*E^(4/x))*x)/(E^E^(4/x) + x)^3, x] + 18*Defer[Int][(E^(2*E^(4/x))*x^2)/(E^E^(4/x) + x)^3, x] + 18*Defer[Int][(E^E^(4/x)*x^3)/(E^E^(4/x) + x)^3, x] + 6*Defer[Int][x^4/(E^E^(4/x) + x)^3, x]","F",0,0,0,0,-1,"{}"
5646,0,0,0,86.9293422,"\int \frac{-48 e^{2 x}-3 e^{2 e^x+2 x}-27 x^4+e^x \left(72 x-108 x^2\right)+e^{e^x} \left(24 e^{2 x}-12 e^{3 x}+18 e^x x^2\right)}{81 x^4+54 x^5+9 x^6+e^{2 e^x+2 x} \left(9+6 x+x^2\right)+e^{2 x} \left(256+128 x+16 x^2\right)+e^x \left(288 x^2+168 x^3+24 x^4\right)+e^{e^x} \left(e^{2 x} \left(-96-56 x-8 x^2\right)+e^x \left(-54 x^2-36 x^3-6 x^4\right)\right)} \, dx","Int[(-48*E^(2*x) - 3*E^(2*E^x + 2*x) - 27*x^4 + E^x*(72*x - 108*x^2) + E^E^x*(24*E^(2*x) - 12*E^(3*x) + 18*E^x*x^2))/(81*x^4 + 54*x^5 + 9*x^6 + E^(2*E^x + 2*x)*(9 + 6*x + x^2) + E^(2*x)*(256 + 128*x + 16*x^2) + E^x*(288*x^2 + 168*x^3 + 24*x^4) + E^E^x*(E^(2*x)*(-96 - 56*x - 8*x^2) + E^x*(-54*x^2 - 36*x^3 - 6*x^4))),x]","\int \frac{-48 e^{2 x}-3 e^{2 e^x+2 x}-27 x^4+e^x \left(72 x-108 x^2\right)+e^{e^x} \left(24 e^{2 x}-12 e^{3 x}+18 e^x x^2\right)}{81 x^4+54 x^5+9 x^6+e^{2 e^x+2 x} \left(9+6 x+x^2\right)+e^{2 x} \left(256+128 x+16 x^2\right)+e^x \left(288 x^2+168 x^3+24 x^4\right)+e^{e^x} \left(e^{2 x} \left(-96-56 x-8 x^2\right)+e^x \left(-54 x^2-36 x^3-6 x^4\right)\right)} \, dx","\frac{3}{\frac{4}{3 e^{-x} x^2-e^{e^x}+4}+x+3}",1,"3/(3 + x) - 1152*Defer[Int][x^2/(-16 + 3*E^E^x - 4*x + E^E^x*x)^3, x] - 288*Defer[Int][x^3/(-16 + 3*E^E^x - 4*x + E^E^x*x)^3, x] - 12*Defer[Int][E^(E^x + x)/(-16 + 3*E^E^x - 4*x + E^E^x*x)^2, x] - 72*Defer[Int][x^2/(-16 + 3*E^E^x - 4*x + E^E^x*x)^2, x] - 48*Defer[Int][1/((3 + x)^2*(-16 + 3*E^E^x - 4*x + E^E^x*x)^2), x] - 24*Defer[Int][1/((3 + x)^2*(-16 + 3*E^E^x - 4*x + E^E^x*x)), x] - 62208*Defer[Int][(E^E^x*x^3)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] + 5832*Defer[Int][(E^(2*E^x)*x^3)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 27216*Defer[Int][(E^E^x*x^4)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] + 2916*Defer[Int][(E^(2*E^x)*x^4)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] + 10800*Defer[Int][(E^E^x*x^5)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 972*Defer[Int][(E^(2*E^x)*x^5)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 1836*Defer[Int][(E^E^x*x^6)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 756*Defer[Int][(E^(2*E^x)*x^6)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 7884*Defer[Int][(E^E^x*x^7)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 108*Defer[Int][(E^(2*E^x)*x^7)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 2916*Defer[Int][(E^E^x*x^8)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 324*Defer[Int][(E^E^x*x^9)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)^2), x] - 6912*Defer[Int][(E^E^x*x)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] + 648*Defer[Int][(E^(2*E^x)*x)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] + 1440*Defer[Int][(E^E^x*x^2)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 108*Defer[Int][(E^(2*E^x)*x^2)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] + 2016*Defer[Int][(E^E^x*x^3)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 216*Defer[Int][(E^(2*E^x)*x^3)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 2628*Defer[Int][(E^E^x*x^4)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 36*Defer[Int][(E^(2*E^x)*x^4)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 1944*Defer[Int][(E^E^x*x^5)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 324*Defer[Int][(E^E^x*x^6)/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(-16*E^x + 3*E^(E^x + x) - 4*E^x*x + E^(E^x + x)*x - 9*x^2 - 3*x^3)), x] - 18432*Defer[Int][x/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(16*E^x - 3*E^(E^x + x) + 4*E^x*x - E^(E^x + x)*x + 9*x^2 + 3*x^3)), x] + 4608*Defer[Int][x^2/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(16*E^x - 3*E^(E^x + x) + 4*E^x*x - E^(E^x + x)*x + 9*x^2 + 3*x^3)), x] + 4608*Defer[Int][x^3/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(16*E^x - 3*E^(E^x + x) + 4*E^x*x - E^(E^x + x)*x + 9*x^2 + 3*x^3)), x] + 576*Defer[Int][x^4/((-16 + 3*E^E^x - 4*x + E^E^x*x)^3*(16*E^x - 3*E^(E^x + x) + 4*E^x*x - E^(E^x + x)*x + 9*x^2 + 3*x^3)), x] + 165888*Defer[Int][x^3/((E^E^x*(3 + x) - 4*(4 + x))^3*(E^(E^x + x)*(3 + x) - 3*x^2*(3 + x) - 4*E^x*(4 + x))^2), x] + 62208*Defer[Int][x^4/((E^E^x*(3 + x) - 4*(4 + x))^3*(E^(E^x + x)*(3 + x) - 3*x^2*(3 + x) - 4*E^x*(4 + x))^2), x] - 29376*Defer[Int][x^5/((E^E^x*(3 + x) - 4*(4 + x))^3*(E^(E^x + x)*(3 + x) - 3*x^2*(3 + x) - 4*E^x*(4 + x))^2), x] - 15552*Defer[Int][x^6/((E^E^x*(3 + x) - 4*(4 + x))^3*(E^(E^x + x)*(3 + x) - 3*x^2*(3 + x) - 4*E^x*(4 + x))^2), x] - 1728*Defer[Int][x^7/((E^E^x*(3 + x) - 4*(4 + x))^3*(E^(E^x + x)*(3 + x) - 3*x^2*(3 + x) - 4*E^x*(4 + x))^2), x]","F",0,0,0,0,-1,"{}"
5647,0,0,0,3.3822896,"\int \frac{\left(-30-12 x^2-6 x^3+6 x^4\right) \log ^2\left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)+\log \left(\frac{2}{x}\right) \left(\left(60-6 x^3+12 x^4\right) \log \left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)+\left(30+12 x^2+6 x^3-6 x^4\right) \log ^2\left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)\right)}{\left(-5 x^3-2 x^5-x^6+x^7\right) \log ^3\left(\frac{2}{x}\right)} \, dx","Int[((-30 - 12*x^2 - 6*x^3 + 6*x^4)*Log[(5 + 2*x^2 + x^3 - x^4)/x^2]^2 + Log[2/x]*((60 - 6*x^3 + 12*x^4)*Log[(5 + 2*x^2 + x^3 - x^4)/x^2] + (30 + 12*x^2 + 6*x^3 - 6*x^4)*Log[(5 + 2*x^2 + x^3 - x^4)/x^2]^2))/((-5*x^3 - 2*x^5 - x^6 + x^7)*Log[2/x]^3),x]","\int \frac{\left(-30-12 x^2-6 x^3+6 x^4\right) \log ^2\left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)+\log \left(\frac{2}{x}\right) \left(\left(60-6 x^3+12 x^4\right) \log \left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)+\left(30+12 x^2+6 x^3-6 x^4\right) \log ^2\left(\frac{5+2 x^2+x^3-x^4}{x^2}\right)\right)}{\left(-5 x^3-2 x^5-x^6+x^7\right) \log ^3\left(\frac{2}{x}\right)} \, dx","\frac{3 \log ^2\left(-x^2+\frac{5}{x^2}+x+2\right)}{x^2 \log ^2\left(\frac{2}{x}\right)}",1,"-12*Defer[Int][Log[2 + 5/x^2 + x - x^2]/(x^3*Log[2/x]^2), x] + (24*Defer[Int][Log[2 + 5/x^2 + x - x^2]/(x*Log[2/x]^2), x])/5 - 18*Defer[Int][Log[2 + 5/x^2 + x - x^2]/((-5 - 2*x^2 - x^3 + x^4)*Log[2/x]^2), x] + (168*Defer[Int][(x*Log[2 + 5/x^2 + x - x^2])/((-5 - 2*x^2 - x^3 + x^4)*Log[2/x]^2), x])/5 + (24*Defer[Int][(x^2*Log[2 + 5/x^2 + x - x^2])/((-5 - 2*x^2 - x^3 + x^4)*Log[2/x]^2), x])/5 - (24*Defer[Int][(x^3*Log[2 + 5/x^2 + x - x^2])/((-5 - 2*x^2 - x^3 + x^4)*Log[2/x]^2), x])/5 + 6*Defer[Int][Log[2 + 5/x^2 + x - x^2]^2/(x^3*Log[2/x]^3), x] - 6*Defer[Int][Log[2 + 5/x^2 + x - x^2]^2/(x^3*Log[2/x]^2), x]","F",0,0,0,0,-1,"{}"
5648,0,0,0,3.1517176,"\int \frac{-3 e^{8 x-2 x \log (2)}+e^{4 x-x \log (2)} (-64+16 \log (2))}{256-96 e^{4 x-x \log (2)} x+9 e^{8 x-2 x \log (2)} x^2} \, dx","Int[(-3*E^(8*x - 2*x*Log[2]) + E^(4*x - x*Log[2])*(-64 + 16*Log[2]))/(256 - 96*E^(4*x - x*Log[2])*x + 9*E^(8*x - 2*x*Log[2])*x^2),x]","\int \frac{-3 e^{8 x-2 x \log (2)}+e^{4 x-x \log (2)} (-64+16 \log (2))}{256-96 e^{4 x-x \log (2)} x+9 e^{8 x-2 x \log (2)} x^2} \, dx","\frac{1}{3 x-16 e^{-x (4-\log (2))}}",1,"1/(3*x) - Defer[Int][4^(4 + x)/(x^2*(-2^(4 + x) + 3*E^(4*x)*x)^2), x]/3 - ((4 - Log[2])*Defer[Int][4^(4 + x)/(x*(-2^(4 + x) + 3*E^(4*x)*x)^2), x])/3 - Defer[Int][2^(5 + x)/(x^2*(-2^(4 + x) + 3*E^(4*x)*x)), x]/3 - ((4 - Log[2])*Defer[Int][2^(4 + x)/(x*(-2^(4 + x) + 3*E^(4*x)*x)), x])/3","F",0,0,0,0,-1,"{}"
5649,0,0,0,68.2393406,"\int \frac{\exp \left(\frac{-7 x+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} x}{16+\log (x)}\right) \left(-105+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} \left(15+384 x^2-64 e^2 x^2+64 x^4\right)+\left(-7+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} \left(1+24 x^2-4 e^2 x^2+4 x^4\right)\right) \log (x)\right)}{256+32 \log (x)+\log ^2(x)} \, dx","Int[(E^((-7*x + E^(36 + E^4 + 12*x^2 + x^4 + E^2*(-12 - 2*x^2))*x)/(16 + Log[x]))*(-105 + E^(36 + E^4 + 12*x^2 + x^4 + E^2*(-12 - 2*x^2))*(15 + 384*x^2 - 64*E^2*x^2 + 64*x^4) + (-7 + E^(36 + E^4 + 12*x^2 + x^4 + E^2*(-12 - 2*x^2))*(1 + 24*x^2 - 4*E^2*x^2 + 4*x^4))*Log[x]))/(256 + 32*Log[x] + Log[x]^2),x]","\int \frac{\exp \left(\frac{-7 x+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} x}{16+\log (x)}\right) \left(-105+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} \left(15+384 x^2-64 e^2 x^2+64 x^4\right)+\left(-7+e^{36+e^4+12 x^2+x^4+e^2 \left(-12-2 x^2\right)} \left(1+24 x^2-4 e^2 x^2+4 x^4\right)\right) \log (x)\right)}{256+32 \log (x)+\log ^2(x)} \, dx","e^{\frac{\left(e^{\left(-x^2+e^2-6\right)^2}-7\right) x}{\log (x)+16}}",1,"7*Defer[Int][E^(((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))/(16 + Log[x])^2, x] - Defer[Int][E^((-6 + E^2)^2 + 2*(6 - E^2)*x^2 + x^4 + ((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))/(16 + Log[x])^2, x] - 7*Defer[Int][E^(((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))/(16 + Log[x]), x] + Defer[Int][E^((-6 + E^2)^2 + 2*(6 - E^2)*x^2 + x^4 + ((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))/(16 + Log[x]), x] + 4*(6 - E^2)*Defer[Int][(E^((-6 + E^2)^2 + 2*(6 - E^2)*x^2 + x^4 + ((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))*x^2)/(16 + Log[x]), x] + 4*Defer[Int][(E^((-6 + E^2)^2 + 2*(6 - E^2)*x^2 + x^4 + ((-7 + E^(6 - E^2 + x^2)^2)*x)/(16 + Log[x]))*x^4)/(16 + Log[x]), x]","F",0,0,0,0,-1,"{}"
5650,1,15,0,0.2752371,"\int \frac{632 x-2 x^2+\left(-2-632 x+x^2\right) \log \left(-2-632 x+x^2\right)}{\left(-2 x-632 x^2+x^3\right) \log \left(-2-632 x+x^2\right)} \, dx","Int[(632*x - 2*x^2 + (-2 - 632*x + x^2)*Log[-2 - 632*x + x^2])/((-2*x - 632*x^2 + x^3)*Log[-2 - 632*x + x^2]),x]","\log (x)-\log \left(\log \left(x^2-632 x-2\right)\right)","\log \left(\frac{x}{\log ((x-632) x-2)}\right)",1,"Log[x] - Log[Log[-2 - 632*x + x^2]]","A",4,3,53,0.05660,1,"{1594, 6688, 6684}"
5651,1,17,0,0.0134554,"\int \frac{-4+4 x+5 e^{4+x} x}{5 x} \, dx","Int[(-4 + 4*x + 5*E^(4 + x)*x)/(5*x),x]","\frac{4 x}{5}+e^{x+4}-\frac{4 \log (x)}{5}","e^{x+4}+\frac{4}{5} (x-\log (4 x)+2)",1,"E^(4 + x) + (4*x)/5 - (4*Log[x])/5","A",6,4,20,0.2000,1,"{12, 14, 2194, 43}"
5652,1,60,0,0.0558801,"\int \left(16+20 x+80 x^2-40 x^2 \log (5)+\left(320-40 x-120 x^2+\left(-120+60 x^2\right) \log (5)\right) \log (x)\right) \, dx","Int[16 + 20*x + 80*x^2 - 40*x^2*Log[5] + (320 - 40*x - 120*x^2 + (-120 + 60*x^2)*Log[5])*Log[x],x]","-20 x^3 (2-\log (5)) \log (x)+20 x^3 (2-\log (5))+20 x^2-20 x^2 \log (x)+16 x+40 x (8-\log (125)) \log (x)-40 x (8-\log (125))","4 x \left(4-5 \left(-\left(x^2-6\right) (\log (5)-2)+x-4\right) (\log (x)-1)\right)",1,"16*x + 20*x^2 + 20*x^3*(2 - Log[5]) - 40*x*(8 - Log[125]) - 20*x^2*Log[x] - 20*x^3*(2 - Log[5])*Log[x] + 40*x*(8 - Log[125])*Log[x]","B",7,4,40,0.1000,1,"{6, 2356, 2304, 2295}"
5653,1,21,0,0.1444227,"\int \frac{e^{\frac{256 x+16 e^{e^x} x}{25 \log ^2(2)}} \left(256+e^{e^x} \left(16+16 e^x x\right)\right)}{25 \log ^2(2)} \, dx","Int[(E^((256*x + 16*E^E^x*x)/(25*Log[2]^2))*(256 + E^E^x*(16 + 16*E^x*x)))/(25*Log[2]^2),x]","e^{\frac{16 \left(e^{e^x} x+16 x\right)}{25 \log ^2(2)}}","e^{\frac{16 \left(e^{e^x}+16\right) x}{25 \log ^2(2)}}",1,"E^((16*(16*x + E^E^x*x))/(25*Log[2]^2))","A",2,2,46,0.04348,1,"{12, 6706}"
5654,1,30,0,0.5710681,"\int \frac{-180+\left(120 e^x-180 x\right) \log \left(x^2\right)-90 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{\left(\left(-4 e^x+3 x^2\right) \log \left(x^2\right)+3 x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log ^2\left(\frac{1}{16} \left(16 e^{2 x}-24 e^x x^2+9 x^4+\left(-24 e^x x+18 x^3\right) \log \left(\log \left(x^2\right)\right)+9 x^2 \log ^2\left(\log \left(x^2\right)\right)\right)\right)} \, dx","Int[(-180 + (120*E^x - 180*x)*Log[x^2] - 90*Log[x^2]*Log[Log[x^2]])/(((-4*E^x + 3*x^2)*Log[x^2] + 3*x*Log[x^2]*Log[Log[x^2]])*Log[(16*E^(2*x) - 24*E^x*x^2 + 9*x^4 + (-24*E^x*x + 18*x^3)*Log[Log[x^2]] + 9*x^2*Log[Log[x^2]]^2)/16]^2),x]","\frac{15}{\log \left(\frac{1}{16} \left(-3 x^2-3 x \log \left(\log \left(x^2\right)\right)+4 e^x\right)^2\right)}","\frac{15}{\log \left(\left(e^x-\frac{3}{4} x \left(\log \left(\log \left(x^2\right)\right)+x\right)\right)^2\right)}+3",1,"15/Log[(4*E^x - 3*x^2 - 3*x*Log[Log[x^2]])^2/16]","A",3,3,117,0.02564,1,"{6688, 12, 6686}"
5655,0,0,0,1.6061932,"\int \frac{e^{\frac{1}{3} (-4-15 x)} \left(-75 \log ^2(x)+e^{\frac{2}{3} \left(-1+e^{\frac{x}{\log (x)}}\right)} \left(-75 \log ^2(x)+e^{\frac{x}{\log (x)}} (-10+10 \log (x))\right)\right)}{\log ^2(x)} \, dx","Int[(E^((-4 - 15*x)/3)*(-75*Log[x]^2 + E^((2*(-1 + E^(x/Log[x])))/3)*(-75*Log[x]^2 + E^(x/Log[x])*(-10 + 10*Log[x]))))/Log[x]^2,x]","\int \frac{e^{\frac{1}{3} (-4-15 x)} \left(-75 \log ^2(x)+e^{\frac{2}{3} \left(-1+e^{\frac{x}{\log (x)}}\right)} \left(-75 \log ^2(x)+e^{\frac{x}{\log (x)}} (-10+10 \log (x))\right)\right)}{\log ^2(x)} \, dx","15 e^{-5 x-\frac{4}{3}} \left(e^{\frac{2}{3} \left(e^{\frac{x}{\log (x)}}-1\right)}+1\right)",1,"15*E^(-4/3 - 5*x) - 75*Defer[Int][E^((-6 + 2*E^(x/Log[x]) - 15*x)/3), x] - 10*Defer[Int][E^(-2 + (2*E^(x/Log[x]))/3 - 5*x + x/Log[x])/Log[x]^2, x] + 10*Defer[Int][E^(-2 + (2*E^(x/Log[x]))/3 - 5*x + x/Log[x])/Log[x], x]","F",0,0,0,0,-1,"{}"
5656,0,0,0,4.0406734,"\int \frac{\left(-250 x^2+50 x^3\right) \log (x) \log (3+x)+\left(375 x+50 x^2-25 x^3+\left(-750 x-250 x^2\right) \log (x)\right) \log ^2(3+x)}{\left(-54000+14400 x+4320 x^2-1728 x^3+144 x^4\right) \log ^2(x)} \, dx","Int[((-250*x^2 + 50*x^3)*Log[x]*Log[3 + x] + (375*x + 50*x^2 - 25*x^3 + (-750*x - 250*x^2)*Log[x])*Log[3 + x]^2)/((-54000 + 14400*x + 4320*x^2 - 1728*x^3 + 144*x^4)*Log[x]^2),x]","\int \frac{\left(-250 x^2+50 x^3\right) \log (x) \log (3+x)+\left(375 x+50 x^2-25 x^3+\left(-750 x-250 x^2\right) \log (x)\right) \log ^2(3+x)}{\left(-54000+14400 x+4320 x^2-1728 x^3+144 x^4\right) \log ^2(x)} \, dx","\frac{25 x^2 \log ^2(x+3)}{144 (5-x)^2 \log (x)}",1,"(625*Defer[Int][Log[3 + x]/((-5 + x)^2*Log[x]), x])/576 + (1375*Defer[Int][Log[3 + x]/((-5 + x)*Log[x]), x])/4608 + (25*Defer[Int][Log[3 + x]/((3 + x)*Log[x]), x])/512 - (125*Defer[Int][Log[3 + x]^2/((-5 + x)^2*Log[x]^2), x])/144 - (25*Defer[Int][Log[3 + x]^2/((-5 + x)*Log[x]^2), x])/144 - (625*Defer[Int][Log[3 + x]^2/((-5 + x)^3*Log[x]), x])/72 - (125*Defer[Int][Log[3 + x]^2/((-5 + x)^2*Log[x]), x])/72","F",0,0,0,0,-1,"{}"
5657,1,62,0,18.01712,"\int \frac{\left(4 e^2 x+8 x^2+e^x \left(e^2 x+2 x^2\right)\right) \log \left(4 x+e^x x\right) \log \left(x \log \left(4 x+e^x x\right)\right)+e^{4-x} \log \left(x \log \left(4 x+e^x x\right)\right) \left(4 e^2+4 x+e^x \left(x+x^2+e^2 (1+x)\right)+\left(4 e^2+4 x+e^x \left(e^2+x\right)\right) \log \left(4 x+e^x x\right)+\left(4 x-4 e^2 x-4 x^2+e^x \left(x-e^2 x-x^2\right)\right) \log \left(4 x+e^x x\right) \log \left(x \log \left(4 x+e^x x\right)\right)\right)}{\left(4 x+e^x x\right) \log \left(4 x+e^x x\right) \log \left(x \log \left(4 x+e^x x\right)\right)} \, dx","Int[((4*E^2*x + 8*x^2 + E^x*(E^2*x + 2*x^2))*Log[4*x + E^x*x]*Log[x*Log[4*x + E^x*x]] + E^(4 - x)*Log[x*Log[4*x + E^x*x]]*(4*E^2 + 4*x + E^x*(x + x^2 + E^2*(1 + x)) + (4*E^2 + 4*x + E^x*(E^2 + x))*Log[4*x + E^x*x] + (4*x - 4*E^2*x - 4*x^2 + E^x*(x - E^2*x - x^2))*Log[4*x + E^x*x]*Log[x*Log[4*x + E^x*x]]))/((4*x + E^x*x)*Log[4*x + E^x*x]*Log[x*Log[4*x + E^x*x]]),x]","x^2+e^2 x+e^{4-x} \log \left(x \log \left(e^x x+4 x\right)\right)-e^{4-x} \left(-x-e^2+1\right) \log \left(x \log \left(e^x x+4 x\right)\right)","\left(x+e^2\right) \left(x+e^{4-x} \log \left(x \log \left(\left(e^x+4\right) x\right)\right)\right)+4",1,"E^2*x + x^2 + E^(4 - x)*Log[x*Log[4*x + E^x*x]] - E^(4 - x)*(1 - E^2 - x)*Log[x*Log[4*x + E^x*x]]","B",29,6,222,0.02703,1,"{6688, 6742, 2194, 2178, 2176, 2555}"
5658,0,0,0,9.1274654,"\int \frac{\exp \left(\frac{216 e^3 x^2+e^2 \left(-864 x-432 x^2\right)+e \left(864+864 x+216 x^2\right)}{x^2+2 x^3+x^4+e^2 x^4+e \left(-2 x^3-2 x^4\right)}\right) \left(-432 e^4 x^3+e^2 \left(-4320 x-5184 x^2-1296 x^3\right)+e \left(1728+4320 x+2592 x^2+432 x^3\right)+e^3 \left(2592 x^2+1296 x^3\right)\right)}{-x^3-3 x^4-3 x^5-x^6+e^3 x^6+e^2 \left(-3 x^5-3 x^6\right)+e \left(3 x^4+6 x^5+3 x^6\right)} \, dx","Int[(E^((216*E^3*x^2 + E^2*(-864*x - 432*x^2) + E*(864 + 864*x + 216*x^2))/(x^2 + 2*x^3 + x^4 + E^2*x^4 + E*(-2*x^3 - 2*x^4)))*(-432*E^4*x^3 + E^2*(-4320*x - 5184*x^2 - 1296*x^3) + E*(1728 + 4320*x + 2592*x^2 + 432*x^3) + E^3*(2592*x^2 + 1296*x^3)))/(-x^3 - 3*x^4 - 3*x^5 - x^6 + E^3*x^6 + E^2*(-3*x^5 - 3*x^6) + E*(3*x^4 + 6*x^5 + 3*x^6)),x]","\int \frac{\exp \left(\frac{216 e^3 x^2+e^2 \left(-864 x-432 x^2\right)+e \left(864+864 x+216 x^2\right)}{x^2+2 x^3+x^4+e^2 x^4+e \left(-2 x^3-2 x^4\right)}\right) \left(-432 e^4 x^3+e^2 \left(-4320 x-5184 x^2-1296 x^3\right)+e \left(1728+4320 x+2592 x^2+432 x^3\right)+e^3 \left(2592 x^2+1296 x^3\right)\right)}{-x^3-3 x^4-3 x^5-x^6+e^3 x^6+e^2 \left(-3 x^5-3 x^6\right)+e \left(3 x^4+6 x^5+3 x^6\right)} \, dx","e^{\frac{216 e}{\left(\frac{x}{e x-x-2}+x\right)^2}}",1,"-1728*Defer[Int][E^((864*E + 864*(1 - E)*E*x + (1 + 216*E - 432*E^2 + 216*E^3)*x^2 + 2*(1 - E)*x^3 + (1 - E)^2*x^4)/(x^2*(-1 + (-1 + E)*x)^2))/x^3, x] + 864*(1 - E)*Defer[Int][E^((864*E + 864*(1 - E)*E*x + (1 + 216*E - 432*E^2 + 216*E^3)*x^2 + 2*(1 - E)*x^3 + (1 - E)^2*x^4)/(x^2*(-1 + (-1 + E)*x)^2))/x^2, x] - 432*(1 - E)^3*Defer[Int][E^((864*E + 864*(1 - E)*E*x + (1 + 216*E - 432*E^2 + 216*E^3)*x^2 + 2*(1 - E)*x^3 + (1 - E)^2*x^4)/(x^2*(-1 + (-1 + E)*x)^2))/(1 + (1 - E)*x)^3, x] - 864*(1 - E)^3*Defer[Int][E^((864*E + 864*(1 - E)*E*x + (1 + 216*E - 432*E^2 + 216*E^3)*x^2 + 2*(1 - E)*x^3 + (1 - E)^2*x^4)/(x^2*(-1 + (-1 + E)*x)^2))/(1 + (1 - E)*x)^2, x]","F",0,0,0,0,-1,"{}"
5659,0,0,0,1.4044807,"\int \frac{-7-8 e^{2 x^3}+16 x-8 x^2+(15-16 x) \log ^2(2)-8 \log ^4(2)+e^{x^3} \left(-15+16 x-3 x^3+16 \log ^2(2)\right)}{4+4 e^{2 x^3}-8 x+4 x^2+(-8+8 x) \log ^2(2)+4 \log ^4(2)+e^{x^3} \left(8-8 x-8 \log ^2(2)\right)} \, dx","Int[(-7 - 8*E^(2*x^3) + 16*x - 8*x^2 + (15 - 16*x)*Log[2]^2 - 8*Log[2]^4 + E^x^3*(-15 + 16*x - 3*x^3 + 16*Log[2]^2))/(4 + 4*E^(2*x^3) - 8*x + 4*x^2 + (-8 + 8*x)*Log[2]^2 + 4*Log[2]^4 + E^x^3*(8 - 8*x - 8*Log[2]^2)),x]","\int \frac{-7-8 e^{2 x^3}+16 x-8 x^2+(15-16 x) \log ^2(2)-8 \log ^4(2)+e^{x^3} \left(-15+16 x-3 x^3+16 \log ^2(2)\right)}{4+4 e^{2 x^3}-8 x+4 x^2+(-8+8 x) \log ^2(2)+4 \log ^4(2)+e^{x^3} \left(8-8 x-8 \log ^2(2)\right)} \, dx","\frac{x}{4 \left(e^{x^3}-x+1-\log ^2(2)\right)}-2 x+3",1,"-2*x + Defer[Int][(1 + E^x^3 - x - Log[2]^2)^(-1), x]/4 + Defer[Int][x/(-1 - E^x^3 + x + Log[2]^2)^2, x]/4 + (3*(1 - Log[2]^2)*Defer[Int][x^3/(-1 - E^x^3 + x + Log[2]^2)^2, x])/4 - (3*Defer[Int][x^4/(-1 - E^x^3 + x + Log[2]^2)^2, x])/4 + (3*Defer[Int][x^3/(-1 - E^x^3 + x + Log[2]^2), x])/4","F",0,0,0,0,-1,"{}"
5660,1,27,0,0.0135838,"\int \frac{-2+2 x^4 \log ^2\left(\frac{1+200 \log (3)+8 \log (3) \log (5)}{40 \log (3)}\right)}{x^3} \, dx","Int[(-2 + 2*x^4*Log[(1 + 200*Log[3] + 8*Log[3]*Log[5])/(40*Log[3])]^2)/x^3,x]","\frac{1}{x^2}+x^2 \log ^2\left(5+\frac{1}{40 \log (3)}+\frac{\log (5)}{5}\right)","\left(x \log \left(5+\frac{1}{5} \left(\frac{1}{8 \log (3)}+\log (5)\right)\right)-\frac{1}{x}\right)^2",1,"x^(-2) + x^2*Log[5 + 1/(40*Log[3]) + Log[5]/5]^2","A",2,1,34,0.02941,1,"{14}"
5661,1,25,0,0.8417125,"\int \frac{e^x (-1+x)-4 x^2 \log (3) \log ^3(x)+\left(e^x \left(4 x-4 x^2\right)-x^2 \log (3)\right) \log ^4(x)+e^x \left(-4 x^2+4 x^3\right) \log ^8(x)}{x^2-4 x^3 \log ^4(x)+4 x^4 \log ^8(x)} \, dx","Int[(E^x*(-1 + x) - 4*x^2*Log[3]*Log[x]^3 + (E^x*(4*x - 4*x^2) - x^2*Log[3])*Log[x]^4 + E^x*(-4*x^2 + 4*x^3)*Log[x]^8)/(x^2 - 4*x^3*Log[x]^4 + 4*x^4*Log[x]^8),x]","\frac{e^x}{x}-\frac{\log (3)}{2 \left(1-2 x \log ^4(x)\right)}","\frac{1}{2} \left(\frac{2 e^x}{x}-\frac{\log (3)}{1-2 x \log ^4(x)}\right)",1,"E^x/x - Log[3]/(2*(1 - 2*x*Log[x]^4))","A",5,4,89,0.04494,1,"{6741, 6742, 2197, 6686}"
5662,0,0,0,2.1775398,"\int \frac{3750000000 x^{16}+3250000000 x^{17}+1050000000 x^{18}+150000000 x^{19}+8000000 x^{20}+e^x \left(2500000000 x^{15}+1500000000 x^{16}+175000000 x^{17}-55000000 x^{18}-15000000 x^{19}-1000000 x^{20}\right)}{81 e^{5 x}+810 e^{4 x} x+3240 e^{3 x} x^2+6480 e^{2 x} x^3+6480 e^x x^4+2592 x^5} \, dx","Int[(3750000000*x^16 + 3250000000*x^17 + 1050000000*x^18 + 150000000*x^19 + 8000000*x^20 + E^x*(2500000000*x^15 + 1500000000*x^16 + 175000000*x^17 - 55000000*x^18 - 15000000*x^19 - 1000000*x^20))/(81*E^(5*x) + 810*E^(4*x)*x + 3240*E^(3*x)*x^2 + 6480*E^(2*x)*x^3 + 6480*E^x*x^4 + 2592*x^5),x]","\int \frac{3750000000 x^{16}+3250000000 x^{17}+1050000000 x^{18}+150000000 x^{19}+8000000 x^{20}+e^x \left(2500000000 x^{15}+1500000000 x^{16}+175000000 x^{17}-55000000 x^{18}-15000000 x^{19}-1000000 x^{20}\right)}{81 e^{5 x}+810 e^{4 x} x+3240 e^{3 x} x^2+6480 e^{2 x} x^3+6480 e^x x^4+2592 x^5} \, dx","\frac{250000 x^{12} (x+5)^4}{81 \left(\frac{e^x}{x}+2\right)^4}",1,"(-1250000000*Defer[Int][x^16/(E^x + 2*x)^5, x])/81 + (250000000*Defer[Int][x^17/(E^x + 2*x)^5, x])/81 + (700000000*Defer[Int][x^18/(E^x + 2*x)^5, x])/81 + (260000000*Defer[Int][x^19/(E^x + 2*x)^5, x])/81 + (38000000*Defer[Int][x^20/(E^x + 2*x)^5, x])/81 + (2000000*Defer[Int][x^21/(E^x + 2*x)^5, x])/81 + (2500000000*Defer[Int][x^15/(E^x + 2*x)^4, x])/81 + (500000000*Defer[Int][x^16/(E^x + 2*x)^4, x])/27 + (175000000*Defer[Int][x^17/(E^x + 2*x)^4, x])/81 - (55000000*Defer[Int][x^18/(E^x + 2*x)^4, x])/81 - (5000000*Defer[Int][x^19/(E^x + 2*x)^4, x])/27 - (1000000*Defer[Int][x^20/(E^x + 2*x)^4, x])/81","F",0,0,0,0,-1,"{}"
5663,0,0,0,1.3592103,"\int \frac{-3 x^2+3 x^3 \log (x)+\left(-3 x^3 \log (x)+3 x^2 \log (x) \log (\log (x))\right) \log (-x+\log (\log (x)))+(-12 x \log (x)+12 \log (x) \log (\log (x))) \log ^2(-x+\log (\log (x)))}{\left(-x^3 \log (x)+x^2 \log (x) \log (\log (x))\right) \log ^2(-x+\log (\log (x)))} \, dx","Int[(-3*x^2 + 3*x^3*Log[x] + (-3*x^3*Log[x] + 3*x^2*Log[x]*Log[Log[x]])*Log[-x + Log[Log[x]]] + (-12*x*Log[x] + 12*Log[x]*Log[Log[x]])*Log[-x + Log[Log[x]]]^2)/((-(x^3*Log[x]) + x^2*Log[x]*Log[Log[x]])*Log[-x + Log[Log[x]]]^2),x]","\int \frac{-3 x^2+3 x^3 \log (x)+\left(-3 x^3 \log (x)+3 x^2 \log (x) \log (\log (x))\right) \log (-x+\log (\log (x)))+(-12 x \log (x)+12 \log (x) \log (\log (x))) \log ^2(-x+\log (\log (x)))}{\left(-x^3 \log (x)+x^2 \log (x) \log (\log (x))\right) \log ^2(-x+\log (\log (x)))} \, dx","3 \left(\frac{x}{\log (\log (\log (x))-x)}-\frac{x+4}{x}\right)",1,"-12/x - 3*Defer[Int][x/((x - Log[Log[x]])*Log[-x + Log[Log[x]]]^2), x] + 3*Defer[Int][1/(Log[x]*(x - Log[Log[x]])*Log[-x + Log[Log[x]]]^2), x] + 3*Defer[Int][Log[-x + Log[Log[x]]]^(-1), x]","F",0,0,0,0,-1,"{}"
5664,0,0,0,78.8956404,"\int \frac{10 x-15 x^2-18 x^3+21 x^4-2 x^5-4 x^6+x^7+e^x \left(-10 x+5 x^2+8 x^3-6 x^4+x^5\right)+\left(5 x^2-4 x^4+x^5\right) \log \left(\frac{1+x}{5-5 x+x^2}\right)}{5-30 x+41 x^2+15 x^3-12 x^4+17 x^5-21 x^6+6 x^7-4 x^8+x^9+e^{2 x} \left(5-4 x^2+x^3\right)+e^x \left(-10+30 x+8 x^2-16 x^3+6 x^4-8 x^5+2 x^6\right)+\left(10 x-30 x^2-8 x^3+16 x^4-6 x^5+8 x^6-2 x^7+e^x \left(-10 x+8 x^3-2 x^4\right)\right) \log \left(\frac{1+x}{5-5 x+x^2}\right)+\left(5 x^2-4 x^4+x^5\right) \log ^2\left(\frac{1+x}{5-5 x+x^2}\right)} \, dx","Int[(10*x - 15*x^2 - 18*x^3 + 21*x^4 - 2*x^5 - 4*x^6 + x^7 + E^x*(-10*x + 5*x^2 + 8*x^3 - 6*x^4 + x^5) + (5*x^2 - 4*x^4 + x^5)*Log[(1 + x)/(5 - 5*x + x^2)])/(5 - 30*x + 41*x^2 + 15*x^3 - 12*x^4 + 17*x^5 - 21*x^6 + 6*x^7 - 4*x^8 + x^9 + E^(2*x)*(5 - 4*x^2 + x^3) + E^x*(-10 + 30*x + 8*x^2 - 16*x^3 + 6*x^4 - 8*x^5 + 2*x^6) + (10*x - 30*x^2 - 8*x^3 + 16*x^4 - 6*x^5 + 8*x^6 - 2*x^7 + E^x*(-10*x + 8*x^3 - 2*x^4))*Log[(1 + x)/(5 - 5*x + x^2)] + (5*x^2 - 4*x^4 + x^5)*Log[(1 + x)/(5 - 5*x + x^2)]^2),x]","\int \frac{10 x-15 x^2-18 x^3+21 x^4-2 x^5-4 x^6+x^7+e^x \left(-10 x+5 x^2+8 x^3-6 x^4+x^5\right)+\left(5 x^2-4 x^4+x^5\right) \log \left(\frac{1+x}{5-5 x+x^2}\right)}{5-30 x+41 x^2+15 x^3-12 x^4+17 x^5-21 x^6+6 x^7-4 x^8+x^9+e^{2 x} \left(5-4 x^2+x^3\right)+e^x \left(-10+30 x+8 x^2-16 x^3+6 x^4-8 x^5+2 x^6\right)+\left(10 x-30 x^2-8 x^3+16 x^4-6 x^5+8 x^6-2 x^7+e^x \left(-10 x+8 x^3-2 x^4\right)\right) \log \left(\frac{1+x}{5-5 x+x^2}\right)+\left(5 x^2-4 x^4+x^5\right) \log ^2\left(\frac{1+x}{5-5 x+x^2}\right)} \, dx","\frac{x}{\frac{-x^3-e^x+1}{x}+\log \left(\frac{x+1}{(x-5) x+5}\right)-3}",1,"14*Defer[Int][(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^(-2), x] + 30*Sqrt[5]*Defer[Int][1/((5 + Sqrt[5] - 2*x)*(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2), x] + 6*Defer[Int][x/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] + 5*Defer[Int][x^2/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] - 3*Defer[Int][x^3/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] + 3*Defer[Int][x^4/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] - Defer[Int][x^5/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] + Defer[Int][1/((1 + x)*(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2), x] + 50*(1 + Sqrt[5])*Defer[Int][1/((-5 - Sqrt[5] + 2*x)*(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2), x] + 30*Sqrt[5]*Defer[Int][1/((-5 + Sqrt[5] + 2*x)*(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2), x] + 50*(1 - Sqrt[5])*Defer[Int][1/((-5 + Sqrt[5] + 2*x)*(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2), x] - Defer[Int][(x^2*Log[(1 + x)/(5 - 5*x + x^2)])/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] + Defer[Int][(x^3*Log[(1 + x)/(5 - 5*x + x^2)])/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)])^2, x] - 2*Defer[Int][x/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)]), x] + Defer[Int][x^2/(-1 + E^x + 3*x + x^3 - x*Log[(1 + x)/(5 - 5*x + x^2)]), x]","F",0,0,0,0,-1,"{}"
5665,1,29,0,0.0074451,"\int \frac{-4+(4+4 x) \log (3)}{-1+\log (3)} \, dx","Int[(-4 + (4 + 4*x)*Log[3])/(-1 + Log[3]),x]","\frac{4 x}{1-\log (3)}-\frac{2 (x+1)^2 \log (3)}{1-\log (3)}","2 \left(\log (3)-x \left(\frac{x^2}{x-x \log (3)}-x\right)\right)-4 (2-x)+5",1,"(4*x)/(1 - Log[3]) - (2*(1 + x)^2*Log[3])/(1 - Log[3])","A",2,1,17,0.05882,1,"{12}"
5666,1,9,0,0.0017405,"\int (-245+294 x) \, dx","Int[-245 + 294*x,x]","147 x^2-245 x","49 (-((-3 x-1) (x-2))+4+\log (5))",1,"-245*x + 147*x^2","A",1,0,5,0,1,"{}"
5667,1,62,0,0.0988511,"\int \frac{12150-450 e^3+2025 x-27 x^3}{729 x^3+e^6 x^3+162 x^4+9 x^5+e^3 \left(-54 x^3-6 x^4\right)} \, dx","Int[(12150 - 450*E^3 + 2025*x - 27*x^3)/(729*x^3 + E^6*x^3 + 162*x^4 + 9*x^5 + E^3*(-54*x^3 - 6*x^4)),x]","-\frac{225}{\left(27-e^3\right) x^2}+\frac{9 \left(504-54 e^3+e^6\right)}{\left(27-e^3\right)^2 \left(3 x-e^3+27\right)}+\frac{675}{\left(27-e^3\right)^2 x}","\frac{3 (5-x) (x+5)}{\left(-x+\frac{e^3}{3}-9\right) x^2}",1,"-225/((27 - E^3)*x^2) + 675/((27 - E^3)^2*x) + (9*(504 - 54*E^3 + E^6))/((27 - E^3)^2*(27 - E^3 + 3*x))","B",3,2,56,0.03571,1,"{6, 2074}"
5668,1,27,0,0.2796406,"\int \frac{4-4 \log (x)+(2-2 \log (x)) \log \left(\frac{4 x \log (4)-\log (4) \log (x)}{3 x}\right)}{-4 x^2 \log ^8(5)+x \log ^8(5) \log (x)} \, dx","Int[(4 - 4*Log[x] + (2 - 2*Log[x])*Log[(4*x*Log[4] - Log[4]*Log[x])/(3*x)])/(-4*x^2*Log[5]^8 + x*Log[5]^8*Log[x]),x]","\frac{\left(\log \left(\frac{\log (4) (4 x-\log (x))}{3 x}\right)+2\right)^2}{\log ^8(5)}","\frac{\left(\log \left(\frac{\log (4) \left(x+\frac{1}{3} (x-\log (x))\right)}{x}\right)+2\right)^2}{\log ^8(5)}",1,"(2 + Log[(Log[4]*(4*x - Log[x]))/(3*x)])^2/Log[5]^8","A",4,4,54,0.07407,1,"{2561, 6741, 12, 6686}"
5669,1,96,0,1.804145,"\int \frac{10 e^x x-25 x^2+e^{2 x} \left(2 x+x^2\right)+\left(50 x+30 e^x x-25 x^2+e^{2 x} \left(6 x+3 x^2\right)\right) \log (x)+\left(20 e^x x+e^{2 x} \left(6 x+3 x^2\right)\right) \log ^2(x)+e^{2 x} \left(2 x+x^2\right) \log ^3(x)}{e^x+3 e^x \log (x)+3 e^x \log ^2(x)+e^x \log ^3(x)} \, dx","Int[(10*E^x*x - 25*x^2 + E^(2*x)*(2*x + x^2) + (50*x + 30*E^x*x - 25*x^2 + E^(2*x)*(6*x + 3*x^2))*Log[x] + (20*E^x*x + E^(2*x)*(6*x + 3*x^2))*Log[x]^2 + E^(2*x)*(2*x + x^2)*Log[x]^3)/(E^x + 3*E^x*Log[x] + 3*E^x*Log[x]^2 + E^x*Log[x]^3),x]","\frac{20 \text{Ei}(2 (\log (x)+1))}{e^2}-\frac{40 (\log (x)+1) \text{Ei}(2 (\log (x)+1))}{e^2}+\frac{20 (2 \log (x)+1) \text{Ei}(2 (\log (x)+1))}{e^2}+e^x x^2+20 x^2-\frac{10 x^2 (2 \log (x)+1)}{\log (x)+1}+\frac{25 e^{-x} x (x+x \log (x))}{(\log (x)+1)^3}","e^{-x} \left(e^x x+\frac{5 x}{\log (x)+1}\right)^2",1,"20*x^2 + E^x*x^2 + (20*ExpIntegralEi[2*(1 + Log[x])])/E^2 - (40*ExpIntegralEi[2*(1 + Log[x])]*(1 + Log[x]))/E^2 + (20*ExpIntegralEi[2*(1 + Log[x])]*(1 + 2*Log[x]))/E^2 - (10*x^2*(1 + 2*Log[x]))/(1 + Log[x]) + (25*x*(x + x*Log[x]))/(E^x*(1 + Log[x])^3)","C",18,11,133,0.08271,1,"{6688, 6742, 2196, 2176, 2194, 2306, 2309, 2178, 2366, 6482, 2288}"
5670,1,39,0,0.0193252,"\int \frac{40 x+e^x (20+20 x)+\left(-3-7 x^6\right) \log (25)}{\log (25)} \, dx","Int[(40*x + E^x*(20 + 20*x) + (-3 - 7*x^6)*Log[25])/Log[25],x]","-x^7+\frac{20 x^2}{\log (25)}-3 x-\frac{20 e^x}{\log (25)}+\frac{20 e^x (x+1)}{\log (25)}","x \left(-x^6+\frac{20 \left(x+e^x\right)}{\log (25)}-4\right)+x",1,"-3*x - x^7 - (20*E^x)/Log[25] + (20*x^2)/Log[25] + (20*E^x*(1 + x))/Log[25]","A",5,3,28,0.1071,1,"{12, 2176, 2194}"
5671,1,20,0,0.0166379,"\int \frac{1}{3} e^{4+4 e^4+x-x^2} (1-2 x) \, dx","Int[(E^(4 + 4*E^4 + x - x^2)*(1 - 2*x))/3,x]","\frac{1}{3} e^{-x^2+x+4 \left(1+e^4\right)}","\frac{1}{3} e^{-x^2+x+4 e^4+4}",1,"E^(4*(1 + E^4) + x - x^2)/3","A",2,2,24,0.08333,1,"{12, 2236}"
5672,1,18,0,0.2159989,"\int \frac{5-x-10 \log (x) \log \left(-\frac{x}{-5+x}\right)}{\left(-5 x+x^2\right) \log (x)} \, dx","Int[(5 - x - 10*Log[x]*Log[-(x/(-5 + x))])/((-5*x + x^2)*Log[x]),x]","\log ^2\left(\frac{x}{5-x}\right)-\log (\log (x))","\log ^2\left(\frac{x}{5-x}\right)-\log (\log (x))+4",1,"Log[x/(5 - x)]^2 - Log[Log[x]]","A",6,5,32,0.1562,1,"{1593, 6742, 2302, 29, 2505}"
5673,1,38,0,0.0311362,"\int e^{-\frac{9+e^2 (5+2 x)}{e^2}} (1-2 x) \, dx","Int[(1 - 2*x)/E^((9 + E^2*(5 + 2*x))/E^2),x]","\frac{1}{2} e^{-2 x-\frac{9}{e^2}-5}-\frac{1}{2} e^{-2 x-\frac{9}{e^2}-5} (1-2 x)","e^{-2 x-\frac{9}{e^2}-5} x+\frac{4}{e^2}+2",1,"E^(-5 - 9/E^2 - 2*x)/2 - (E^(-5 - 9/E^2 - 2*x)*(1 - 2*x))/2","A",3,3,24,0.1250,1,"{2187, 2176, 2194}"
5674,1,3,0,0.0006733,"\int 2 x \, dx","Int[2*x,x]","x^2","x^2+\log (3)",1,"x^2","A",2,2,3,0.6667,1,"{12, 30}"
5675,0,0,0,0.8142002,"\int \frac{1}{100} \left(25+50 x+\left(50 x-50 x^2-4 e^{10-2 x} x^2\right) \log \left(e^{\frac{1}{25} \left(e^{10-2 x}-25 x\right)} x\right)+50 x \log ^2\left(e^{\frac{1}{25} \left(e^{10-2 x}-25 x\right)} x\right)\right) \, dx","Int[(25 + 50*x + (50*x - 50*x^2 - 4*E^(10 - 2*x)*x^2)*Log[E^((E^(10 - 2*x) - 25*x)/25)*x] + 50*x*Log[E^((E^(10 - 2*x) - 25*x)/25)*x]^2)/100,x]","\int \frac{1}{100} \left(25+50 x+\left(50 x-50 x^2-4 e^{10-2 x} x^2\right) \log \left(e^{\frac{1}{25} \left(e^{10-2 x}-25 x\right)} x\right)+50 x \log ^2\left(e^{\frac{1}{25} \left(e^{10-2 x}-25 x\right)} x\right)\right) \, dx","\frac{1}{4} x \left(x+x \log ^2\left(e^{\frac{1}{25} e^{10-2 x}-x} x\right)+1\right)",1,"(-7*E^(20 - 4*x))/20000 + x/4 - (3*E^(20 - 4*x)*x)/5000 - (E^(10 - 2*x)*x)/100 + x^2/8 - (E^(20 - 4*x)*x^2)/2500 - (E^(10 - 2*x)*x^2)/100 + (5*x^3)/36 + (E^(10 - 2*x)*x^3)/150 - x^4/24 - (E^10*ExpIntegralEi[-2*x])/100 + (E^(10 - 2*x)*Log[E^((E^(10 - 2*x) - 25*x)/25)*x])/100 + (E^(10 - 2*x)*x*Log[E^((E^(10 - 2*x) - 25*x)/25)*x])/50 + (x^2*Log[E^((E^(10 - 2*x) - 25*x)/25)*x])/4 + (E^(10 - 2*x)*x^2*Log[E^((E^(10 - 2*x) - 25*x)/25)*x])/50 - (x^3*Log[E^((E^(10 - 2*x) - 25*x)/25)*x])/6 + Defer[Int][x*Log[E^((E^(10 - 2*x) - 25*x)/25)*x]^2, x]/2","F",0,0,0,0,-1,"{}"
5676,1,22,0,0.4384159,"\int \frac{-80+320 x-128 x^3-512 x^5+\left(96 x^2+384 x^4\right) \log (x)+\left(-24 x-96 x^3\right) \log ^2(x)+\left(2+8 x^2\right) \log ^3(x)}{-64 x^4+48 x^3 \log (x)-12 x^2 \log ^2(x)+x \log ^3(x)} \, dx","Int[(-80 + 320*x - 128*x^3 - 512*x^5 + (96*x^2 + 384*x^4)*Log[x] + (-24*x - 96*x^3)*Log[x]^2 + (2 + 8*x^2)*Log[x]^3)/(-64*x^4 + 48*x^3*Log[x] - 12*x^2*Log[x]^2 + x*Log[x]^3),x]","4 x^2+2 \log (x)+\frac{40}{(4 x-\log (x))^2}","2 \left(2 x^2+\log (x)+\frac{5}{\left(2 x-\frac{\log (x)}{2}\right)^2}-1\right)",1,"4*x^2 + 40/(4*x - Log[x])^2 + 2*Log[x]","A",6,4,86,0.04651,1,"{6741, 6742, 14, 6686}"
5677,0,0,0,0.5492061,"\int \frac{9+e^{2 x} \left(1+e^4-e^9\right)+6 x+x^2+e^9 \left(-9-6 x-x^2\right)+e^4 \left(13+6 x+x^2\right)+e^x \left(6+e^9 (-6-2 x)+2 x+e^4 (10+2 x)\right)}{e^{4+2 x}+e^{4+x} (6+2 x)+e^4 \left(9+6 x+x^2\right)} \, dx","Int[(9 + E^(2*x)*(1 + E^4 - E^9) + 6*x + x^2 + E^9*(-9 - 6*x - x^2) + E^4*(13 + 6*x + x^2) + E^x*(6 + E^9*(-6 - 2*x) + 2*x + E^4*(10 + 2*x)))/(E^(4 + 2*x) + E^(4 + x)*(6 + 2*x) + E^4*(9 + 6*x + x^2)),x]","\int \frac{9+e^{2 x} \left(1+e^4-e^9\right)+6 x+x^2+e^9 \left(-9-6 x-x^2\right)+e^4 \left(13+6 x+x^2\right)+e^x \left(6+e^9 (-6-2 x)+2 x+e^4 (10+2 x)\right)}{e^{4+2 x}+e^{4+x} (6+2 x)+e^4 \left(9+6 x+x^2\right)} \, dx","-e^5 x+\frac{x}{e^4}+x-\frac{4}{x+e^x+3}+1",1,"((1 + E^4 - E^9)*x)/E^4 - 8*Defer[Int][(3 + E^x + x)^(-2), x] - 4*Defer[Int][x/(3 + E^x + x)^2, x] + 4*Defer[Int][(3 + E^x + x)^(-1), x]","F",0,0,0,0,-1,"{}"
5678,1,104,0,0.4767951,"\int \frac{e^{-2 x^2+2 x^3+e^x \left(x^2-x^3\right)} \left(4+16 x^2-24 x^3+e^x \left(-8 x^2+8 x^3+4 x^4\right)\right)}{3 x^2} \, dx","Int[(E^(-2*x^2 + 2*x^3 + E^x*(x^2 - x^3))*(4 + 16*x^2 - 24*x^3 + E^x*(-8*x^2 + 8*x^3 + 4*x^4)))/(3*x^2),x]","-\frac{4 e^{2 x^3-2 x^2+e^x \left(x^2-x^3\right)} \left(-6 x^3+4 x^2-e^x \left(-x^4-2 x^3+2 x^2\right)\right)}{3 x^2 \left(-6 x^2-e^x \left(2 x-3 x^2\right)-e^x \left(x^2-x^3\right)+4 x\right)}","\frac{4}{3} \left(1-\frac{e^{(1-x) x \left(e^x x-2 x\right)}}{x}\right)",1,"(-4*E^(-2*x^2 + 2*x^3 + E^x*(x^2 - x^3))*(4*x^2 - 6*x^3 - E^x*(2*x^2 - 2*x^3 - x^4)))/(3*x^2*(4*x - 6*x^2 - E^x*(2*x - 3*x^2) - E^x*(x^2 - x^3)))","B",2,2,65,0.03077,1,"{12, 2288}"
5679,1,25,0,0.1704784,"\int \frac{x+\left(-5+19 x+4 x^2\right) \log (5+x)+(5+x) \log (5+x) \log (\log (5+x))}{(5+x) \log (5+x)} \, dx","Int[(x + (-5 + 19*x + 4*x^2)*Log[5 + x] + (5 + x)*Log[5 + x]*Log[Log[5 + x]])/((5 + x)*Log[5 + x]),x]","2 x^2-x+(x+5) \log (\log (x+5))-5 \log (\log (x+5))","-x+x (2 x+\log (\log (x+5)))+4",1,"-x + 2*x^2 - 5*Log[Log[5 + x]] + (5 + x)*Log[Log[5 + x]]","A",11,7,42,0.1667,1,"{6688, 2411, 2353, 2298, 2302, 29, 2520}"
5680,1,48,0,0.0595333,"\int \left(8+16 x+e^{2 x} \left(88+16 e^2+32 x+16 x^2\right)\right) \, dx","Int[8 + 16*x + E^(2*x)*(88 + 16*E^2 + 32*x + 16*x^2),x]","8 e^{2 x} x^2+8 x^2+8 e^{2 x} x+8 x-4 e^{2 x}+4 \left(11+2 e^2\right) e^{2 x}","8 \left(e^{2 x}+1\right) \left(x^2+x+e^2+5\right)",1,"-4*E^(2*x) + 4*E^(2*x)*(11 + 2*E^2) + 8*x + 8*E^(2*x)*x + 8*x^2 + 8*E^(2*x)*x^2","B",9,3,26,0.1154,1,"{2196, 2194, 2176}"
5681,1,179,0,0.662447,"\int \frac{-45 x^3+5 x^4+x^5+\left(65 x^2-10 x^3-x^4\right) \log (-4+x)+\left(-20 x+5 x^2\right) \log ^2(-4+x)}{e^8 \left(-4000-1400 x+120 x^2+88 x^3+8 x^4\right)} \, dx","Int[(-45*x^3 + 5*x^4 + x^5 + (65*x^2 - 10*x^3 - x^4)*Log[-4 + x] + (-20*x + 5*x^2)*Log[-4 + x]^2)/(E^8*(-4000 - 1400*x + 120*x^2 + 88*x^3 + 8*x^4)),x]","\frac{x^2}{16 e^8}-\frac{5 x}{8 e^8}-\frac{125}{4 e^8 (x+5)}+\frac{625}{16 e^8 (x+5)^2}-\frac{5 (4-x) \log ^2(x-4)}{72 e^8 (x+5)}+\frac{25 \log ^2(x-4)}{16 e^8 (x+5)^2}-\frac{\log ^2(x-4)}{144 e^8}+\frac{461 \log (4-x)}{648 e^8}+\frac{(4-x) \log (x-4)}{8 e^8}-\frac{25 (4-x) \log (x-4)}{648 e^8 (x+5)}-\frac{325 \log (x-4)}{36 e^8 (x+5)}+\frac{125 \log (x-4)}{8 e^8 (x+5)^2}","\frac{x^2 \left(\frac{x}{2}-\frac{1}{2} \log (x-4)\right)^2}{4 e^8 (x+5)^2}",1,"(-5*x)/(8*E^8) + x^2/(16*E^8) + 625/(16*E^8*(5 + x)^2) - 125/(4*E^8*(5 + x)) + (461*Log[4 - x])/(648*E^8) + ((4 - x)*Log[-4 + x])/(8*E^8) + (125*Log[-4 + x])/(8*E^8*(5 + x)^2) - (325*Log[-4 + x])/(36*E^8*(5 + x)) - (25*(4 - x)*Log[-4 + x])/(648*E^8*(5 + x)) - Log[-4 + x]^2/(144*E^8) + (25*Log[-4 + x]^2)/(16*E^8*(5 + x)^2) - (5*(4 - x)*Log[-4 + x]^2)/(72*E^8*(5 + x))","B",40,23,77,0.2987,1,"{12, 6742, 88, 2418, 2389, 2295, 2390, 2301, 2395, 44, 36, 31, 2394, 2393, 2391, 2416, 2398, 2411, 2347, 2344, 2317, 2314, 2397}"
5682,1,11,0,0.00367,"\int \left(e^{-16+x}-8 x\right) \, dx","Int[E^(-16 + x) - 8*x,x]","e^{x-16}-4 x^2","-4 x^2+e^{x-16}-4 \left(1+e^4-\log (\log (2))\right)",1,"E^(-16 + x) - 4*x^2","A",2,1,9,0.1111,1,"{2194}"
5683,1,31,0,0.0551988,"\int \frac{-e^3 x^2-x^3+\left(3 e^3 x^2+4 x^3\right) \log \left(\frac{-1+e^4}{12 x}\right)}{\log (4)} \, dx","Int[(-(E^3*x^2) - x^3 + (3*E^3*x^2 + 4*x^3)*Log[(-1 + E^4)/(12*x)])/Log[4],x]","\frac{\left(x^4+e^3 x^3\right) \log \left(-\frac{1-e^4}{12 x}\right)}{\log (4)}","\frac{x^3 \left(x+e^3\right) \log \left(\frac{e^4-1}{12 x}\right)}{\log (4)}",1,"((E^3*x^3 + x^4)*Log[-1/12*(1 - E^4)/x])/Log[4]","A",6,4,47,0.08511,1,"{12, 1593, 43, 2334}"
5684,1,28,0,0.0539257,"\int \frac{1}{2} \left(-12-3 e^{18}-6 x+e^{2 x^2} \left(-2-8 x^2\right)\right) \, dx","Int[(-12 - 3*E^18 - 6*x + E^(2*x^2)*(-2 - 8*x^2))/2,x]","-\frac{3 x^2}{2}-e^{2 x^2} x-\frac{3}{2} \left(4+e^{18}\right) x","x \left(\frac{1}{2} \left(-3 \left(x+e^{18}+3\right)-3\right)-e^{2 x^2}\right)",1,"-(E^(2*x^2)*x) - (3*(4 + E^18)*x)/2 - (3*x^2)/2","A",7,4,29,0.1379,1,"{12, 2226, 2204, 2212}"
5685,1,16,0,0.0029044,"\int \left(-2 x+18 x^2+8 x^3\right) \, dx","Int[-2*x + 18*x^2 + 8*x^3,x]","2 x^4+6 x^3-x^2","2 (x+3) x^3-x^2-e^e+3",1,"-x^2 + 6*x^3 + 2*x^4","A",1,0,14,0,1,"{}"
5686,0,0,0,2.7869339,"\int \frac{40 e^{2 x}+40 e^{10 x^2} x^2-60 x^3+40 x^4+e^x \left(20 x-60 x^2\right)+e^{5 x^2} \left(-80 e^x x-40 x^2+80 x^3-200 x^4\right)}{e^{2 x} x^3-2 e^x x^5+e^{10 x^2} x^5+x^7+e^{5 x^2} \left(-2 e^x x^4+2 x^6\right)} \, dx","Int[(40*E^(2*x) + 40*E^(10*x^2)*x^2 - 60*x^3 + 40*x^4 + E^x*(20*x - 60*x^2) + E^(5*x^2)*(-80*E^x*x - 40*x^2 + 80*x^3 - 200*x^4))/(E^(2*x)*x^3 - 2*E^x*x^5 + E^(10*x^2)*x^5 + x^7 + E^(5*x^2)*(-2*E^x*x^4 + 2*x^6)),x]","\int \frac{40 e^{2 x}+40 e^{10 x^2} x^2-60 x^3+40 x^4+e^x \left(20 x-60 x^2\right)+e^{5 x^2} \left(-80 e^x x-40 x^2+80 x^3-200 x^4\right)}{e^{2 x} x^3-2 e^x x^5+e^{10 x^2} x^5+x^7+e^{5 x^2} \left(-2 e^x x^4+2 x^6\right)} \, dx","\frac{4 \left(\frac{5}{e^{5 x^2}+x-\frac{e^x}{x}}-5\right)}{x^2}",1,"-20/x^2 - 20*Defer[Int][(E^x - E^(5*x^2)*x - x^2)^(-2), x] - 200*Defer[Int][E^x/(E^x - E^(5*x^2)*x - x^2)^2, x] - 20*Defer[Int][E^x/(x^2*(E^x - E^(5*x^2)*x - x^2)^2), x] + 20*Defer[Int][E^x/(x*(E^x - E^(5*x^2)*x - x^2)^2), x] + 200*Defer[Int][(E^x - E^(5*x^2)*x - x^2)^(-1), x] + 200*Defer[Int][x^2/(-E^x + E^(5*x^2)*x + x^2)^2, x] - 40*Defer[Int][1/(x^2*(-E^x + E^(5*x^2)*x + x^2)), x]","F",0,0,0,0,-1,"{}"
5687,1,27,0,0.0237644,"\int e^x (-5 x+(10-5 x) \log (2)) \, dx","Int[E^x*(-5*x + (10 - 5*x)*Log[2]),x]","5 e^x (1+\log (2))-e^x (5 x (1+\log (2))-\log (1024))","e^x (5-5 (x+(x-3) \log (2)))",1,"5*E^x*(1 + Log[2]) - E^x*(5*x*(1 + Log[2]) - Log[1024])","A",3,3,16,0.1875,1,"{2187, 2176, 2194}"
5688,1,146,0,4.8683566,"\int \frac{e^{\frac{x}{4 \log (x)}} \left(-\exp \left(\frac{625-1000 x+100 x^2+440 x^3-71 x^4-88 x^5+4 x^6+8 x^7+x^8}{x^4}\right) x^5-x^6-x^7+\left(\exp \left(\frac{625-1000 x+100 x^2+440 x^3-71 x^4-88 x^5+4 x^6+8 x^7+x^8}{x^4}\right) x^5+x^6+x^7\right) \log (x)+\left(4 x^5+8 x^6+\exp \left(\frac{625-1000 x+100 x^2+440 x^3-71 x^4-88 x^5+4 x^6+8 x^7+x^8}{x^4}\right) \left(-10000+12000 x-800 x^2-1760 x^3-352 x^5+32 x^6+96 x^7+16 x^8\right)\right) \log ^2(x)\right)}{4 x^5 \log ^2(x)} \, dx","Int[(E^(x/(4*Log[x]))*(-(E^((625 - 1000*x + 100*x^2 + 440*x^3 - 71*x^4 - 88*x^5 + 4*x^6 + 8*x^7 + x^8)/x^4)*x^5) - x^6 - x^7 + (E^((625 - 1000*x + 100*x^2 + 440*x^3 - 71*x^4 - 88*x^5 + 4*x^6 + 8*x^7 + x^8)/x^4)*x^5 + x^6 + x^7)*Log[x] + (4*x^5 + 8*x^6 + E^((625 - 1000*x + 100*x^2 + 440*x^3 - 71*x^4 - 88*x^5 + 4*x^6 + 8*x^7 + x^8)/x^4)*(-10000 + 12000*x - 800*x^2 - 1760*x^3 - 352*x^5 + 32*x^6 + 96*x^7 + 16*x^8))*Log[x]^2))/(4*x^5*Log[x]^2),x]","\frac{e^{\frac{x}{4 \log (x)}} \left(x^5 \exp \left(\frac{x^8+8 x^7+4 x^6-88 x^5-71 x^4+440 x^3+100 x^2-1000 x+625}{x^4}\right)-\left(x^5 \exp \left(\frac{x^8+8 x^7+4 x^6-88 x^5-71 x^4+440 x^3+100 x^2-1000 x+625}{x^4}\right)+x^7+x^6\right) \log (x)+x^7+x^6\right)}{x^5 \left(\frac{1}{\log ^2(x)}-\frac{1}{\log (x)}\right) \log ^2(x)}","\left(x^2+x+e^{\left(x-\frac{5}{x}+2\right)^4+3}\right) e^{\frac{x}{4 \log (x)}}",1,"(E^(x/(4*Log[x]))*(E^((625 - 1000*x + 100*x^2 + 440*x^3 - 71*x^4 - 88*x^5 + 4*x^6 + 8*x^7 + x^8)/x^4)*x^5 + x^6 + x^7 - (E^((625 - 1000*x + 100*x^2 + 440*x^3 - 71*x^4 - 88*x^5 + 4*x^6 + 8*x^7 + x^8)/x^4)*x^5 + x^6 + x^7)*Log[x]))/(x^5*(Log[x]^(-2) - Log[x]^(-1))*Log[x]^2)","B",2,2,236,0.008475,1,"{12, 2288}"
5689,0,0,0,0.2715316,"\int \frac{-24 x^2-30 x^6+12 \log (5)}{4 x^2-16 x^3+16 x^4-4 x^7+8 x^8+x^{12}+\left(-8 x+16 x^2+4 x^6\right) \log (5)+4 \log ^2(5)} \, dx","Int[(-24*x^2 - 30*x^6 + 12*Log[5])/(4*x^2 - 16*x^3 + 16*x^4 - 4*x^7 + 8*x^8 + x^12 + (-8*x + 16*x^2 + 4*x^6)*Log[5] + 4*Log[5]^2),x]","\int \frac{-24 x^2-30 x^6+12 \log (5)}{4 x^2-16 x^3+16 x^4-4 x^7+8 x^8+x^{12}+\left(-8 x+16 x^2+4 x^6\right) \log (5)+4 \log ^2(5)} \, dx","\frac{3}{\frac{\frac{x^6}{2}+\log (5)}{x}+2 x-1}",1,"72*Log[5]*Defer[Int][(-2*x + 4*x^2 + x^6 + Log[25])^(-2), x] - 60*Defer[Int][x/(-2*x + 4*x^2 + x^6 + Log[25])^2, x] + 96*Defer[Int][x^2/(-2*x + 4*x^2 + x^6 + Log[25])^2, x] - 30*Defer[Int][(-2*x + 4*x^2 + x^6 + Log[25])^(-1), x]","F",0,0,0,0,-1,"{}"
5690,0,0,0,1.6767491,"\int \frac{3-3 x-5 x^2+x^3+\left(-6 x+6 x^3\right) \log (x)}{3 x-x^3+\left(-3 x^2+x^4\right) \log (x)} \, dx","Int[(3 - 3*x - 5*x^2 + x^3 + (-6*x + 6*x^3)*Log[x])/(3*x - x^3 + (-3*x^2 + x^4)*Log[x]),x]","\int \frac{3-3 x-5 x^2+x^3+\left(-6 x+6 x^3\right) \log (x)}{3 x-x^3+\left(-3 x^2+x^4\right) \log (x)} \, dx","\log \left(x \left(3-x^2\right)^2 (x \log (x)-1)\right)+9",1,"2*Log[x] + 2*Log[3 - x^2] + Defer[Int][(-1 + x*Log[x])^(-1), x] + Defer[Int][1/(x*(-1 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
5691,1,27,0,0.1273473,"\int \frac{-24 \exp \left(-1+e^{\frac{2 (15+2 x)}{5 x}}+\frac{2 (15+2 x)}{5 x}\right)+9 x+3 x^2}{4 x^2} \, dx","Int[(-24*E^(-1 + E^((2*(15 + 2*x))/(5*x)) + (2*(15 + 2*x))/(5*x)) + 9*x + 3*x^2)/(4*x^2),x]","\frac{3 x}{4}+e^{e^{\frac{6}{x}+\frac{4}{5}}-1}+\frac{9 \log (x)}{4}","e^{e^{\frac{6}{x}+\frac{4}{5}}-1}+\frac{3}{4} (x+3 \log (x))+3",1,"E^(-1 + E^(4/5 + 6/x)) + (3*x)/4 + (9*Log[x])/4","A",8,6,48,0.1250,1,"{12, 14, 6715, 2282, 2194, 43}"
5692,0,0,0,138.8123361,"\int \frac{\exp \left(\exp \left(\frac{-\frac{(-4+x)^2 x}{e^4}+x^2-\frac{2 (-4+x) x^2}{e^2}-x^3}{1+\frac{(-4+x)^2 x}{e^4}-x^2+\frac{2 (-4+x) x^2}{e^2}+x^3}\right)+\frac{-\frac{(-4+x)^2 x}{e^4}+x^2-\frac{2 (-4+x) x^2}{e^2}-x^3}{1+\frac{(-4+x)^2 x}{e^4}-x^2+\frac{2 (-4+x) x^2}{e^2}+x^3}\right) \left(8 x-14 x^2+3 x^3+\frac{(-4+x)^2 (-4+3 x)}{e^4}+\frac{(-4+x) \left(-16 x+6 x^2\right)}{e^2}\right)}{-4+x+8 x^2-10 x^3-2 x^4+9 x^5-6 x^6+x^7+\frac{(-4+x)^4 \left(-4 x^2+x^3\right)}{e^8}+\frac{(-4+x)^3 \left(-16 x^3+4 x^4\right)}{e^6}+\frac{(-4+x)^2 \left(-8 x+2 x^2+8 x^3-26 x^4+6 x^5\right)}{e^4}+\frac{(-4+x) \left(-16 x^2+4 x^3+16 x^4-20 x^5+4 x^6\right)}{e^2}} \, dx","Int[(E^(E^((-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3)) + (-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3))*(8*x - 14*x^2 + 3*x^3 + ((-4 + x)^2*(-4 + 3*x))/E^4 + ((-4 + x)*(-16*x + 6*x^2))/E^2))/(-4 + x + 8*x^2 - 10*x^3 - 2*x^4 + 9*x^5 - 6*x^6 + x^7 + ((-4 + x)^4*(-4*x^2 + x^3))/E^8 + ((-4 + x)^3*(-16*x^3 + 4*x^4))/E^6 + ((-4 + x)^2*(-8*x + 2*x^2 + 8*x^3 - 26*x^4 + 6*x^5))/E^4 + ((-4 + x)*(-16*x^2 + 4*x^3 + 16*x^4 - 20*x^5 + 4*x^6))/E^2),x]","\int \frac{\exp \left(\exp \left(\frac{-\frac{(-4+x)^2 x}{e^4}+x^2-\frac{2 (-4+x) x^2}{e^2}-x^3}{1+\frac{(-4+x)^2 x}{e^4}-x^2+\frac{2 (-4+x) x^2}{e^2}+x^3}\right)+\frac{-\frac{(-4+x)^2 x}{e^4}+x^2-\frac{2 (-4+x) x^2}{e^2}-x^3}{1+\frac{(-4+x)^2 x}{e^4}-x^2+\frac{2 (-4+x) x^2}{e^2}+x^3}\right) \left(8 x-14 x^2+3 x^3+\frac{(-4+x)^2 (-4+3 x)}{e^4}+\frac{(-4+x) \left(-16 x+6 x^2\right)}{e^2}\right)}{-4+x+8 x^2-10 x^3-2 x^4+9 x^5-6 x^6+x^7+\frac{(-4+x)^4 \left(-4 x^2+x^3\right)}{e^8}+\frac{(-4+x)^3 \left(-16 x^3+4 x^4\right)}{e^6}+\frac{(-4+x)^2 \left(-8 x+2 x^2+8 x^3-26 x^4+6 x^5\right)}{e^4}+\frac{(-4+x) \left(-16 x^2+4 x^3+16 x^4-20 x^5+4 x^6\right)}{e^2}} \, dx","1-e^{e^{\frac{x}{\frac{1}{x-\left(\frac{x-4}{e^2}+x\right)^2}-x}}}",1,"16*Defer[Int][E^(4 + E^((-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3)) + (-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3))/(E^4 + 16*x - (8 + 8*E^2 + E^4)*x^2 + (1 + E^2)^2*x^3)^2, x] - 2*(8 + 8*E^2 + E^4)*Defer[Int][(E^(4 + E^((-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3)) + (-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3))*x)/(E^4 + 16*x - (8 + 8*E^2 + E^4)*x^2 + (1 + E^2)^2*x^3)^2, x] + 3*(1 + E^2)^2*Defer[Int][(E^(4 + E^((-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3)) + (-(((-4 + x)^2*x)/E^4) + x^2 - (2*(-4 + x)*x^2)/E^2 - x^3)/(1 + ((-4 + x)^2*x)/E^4 - x^2 + (2*(-4 + x)*x^2)/E^2 + x^3))*x^2)/(E^4 + 16*x - (8 + 8*E^2 + E^4)*x^2 + (1 + E^2)^2*x^3)^2, x]","F",0,0,0,0,-1,"{}"
5693,1,33,0,0.1072628,"\int \frac{-e^{3+2 x}-e^3 x+e^{2 x} \left(e^{2 x}+x\right) \left(12+48 e^{2 x}+24 x\right)}{e^{2 x}+x} \, dx","Int[(-E^(3 + 2*x) - E^3*x + E^(2*x)*(E^(2*x) + x)*(12 + 48*E^(2*x) + 24*x))/(E^(2*x) + x),x]","-e^3 x-6 e^{2 x}+12 e^{4 x}+6 e^{2 x} (2 x+1)","x \left(\frac{12 e^{2 x} \left(x+e^{2 x}\right)}{x}-e^3\right)+1",1,"-6*E^(2*x) + 12*E^(4*x) - E^3*x + 6*E^(2*x)*(1 + 2*x)","A",5,3,51,0.05882,1,"{6688, 2194, 2176}"
5694,1,22,0,0.7875923,"\int \frac{e^x (-20+4 x) \log (-5+x)+\left(10 x-2 x^2\right) \log (x)+\left(2 e^x x+e^x \left(-10 x+2 x^2\right) \log (-5+x)\right) \log \left(x^2\right)}{-5 x+x^2} \, dx","Int[(E^x*(-20 + 4*x)*Log[-5 + x] + (10*x - 2*x^2)*Log[x] + (2*E^x*x + E^x*(-10*x + 2*x^2)*Log[-5 + x])*Log[x^2])/(-5*x + x^2),x]","2 e^x \log (x-5) \log \left(x^2\right)+2 x-2 x \log (x)","2 x \left(\frac{e^x \log (x-5) \log \left(x^2\right)}{x}-\log (x)+1\right)",1,"2*x - 2*x*Log[x] + 2*E^x*Log[-5 + x]*Log[x^2]","A",14,10,65,0.1538,1,"{1593, 6688, 2295, 2178, 2554, 12, 2288, 6742, 2194, 2557}"
5695,0,0,0,0.4339952,"\int \frac{e^x \log ^2(x)+e^{\frac{2 x^2+x \log (x)}{\log (x)}} \left(-2 x+4 x \log (x)+\log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^x*Log[x]^2 + E^((2*x^2 + x*Log[x])/Log[x])*(-2*x + 4*x*Log[x] + Log[x]^2))/Log[x]^2,x]","\int \frac{e^x \log ^2(x)+e^{\frac{2 x^2+x \log (x)}{\log (x)}} \left(-2 x+4 x \log (x)+\log ^2(x)\right)}{\log ^2(x)} \, dx","e^{\frac{2 x^2}{\log (x)}+x}+e^x+4",1,"E^x + Defer[Int][E^((x*(2*x + Log[x]))/Log[x]), x] - 2*Defer[Int][(E^((x*(2*x + Log[x]))/Log[x])*x)/Log[x]^2, x] + 4*Defer[Int][(E^((x*(2*x + Log[x]))/Log[x])*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
5696,0,0,0,0.9093955,"\int \frac{8-14 x+7 x^2+\left(-16 x+4 x^3\right) \log (x)+\left(4 x-x^3\right) \log \left(\frac{1}{4 x-4 x^2+x^3}\right)}{8-4 x+\left(-8 x^2+4 x^3\right) \log (x)+\left(2 x^2-x^3\right) \log \left(\frac{1}{4 x-4 x^2+x^3}\right)} \, dx","Int[(8 - 14*x + 7*x^2 + (-16*x + 4*x^3)*Log[x] + (4*x - x^3)*Log[(4*x - 4*x^2 + x^3)^(-1)])/(8 - 4*x + (-8*x^2 + 4*x^3)*Log[x] + (2*x^2 - x^3)*Log[(4*x - 4*x^2 + x^3)^(-1)]),x]","\int \frac{8-14 x+7 x^2+\left(-16 x+4 x^3\right) \log (x)+\left(4 x-x^3\right) \log \left(\frac{1}{4 x-4 x^2+x^3}\right)}{8-4 x+\left(-8 x^2+4 x^3\right) \log (x)+\left(2 x^2-x^3\right) \log \left(\frac{1}{4 x-4 x^2+x^3}\right)} \, dx","\log \left(x^2 \left(\log \left(\frac{x}{\left(x^2-2 x\right)^2}\right)-4 \log (x)\right)+4\right)+x",1,"x + 2*Log[x] - 4*Defer[Int][(4 + x^2*Log[1/((-2 + x)^2*x)] - 4*x^2*Log[x])^(-1), x] - 8*Defer[Int][1/((-2 + x)*(4 + x^2*Log[1/((-2 + x)^2*x)] - 4*x^2*Log[x])), x] - 8*Defer[Int][1/(x*(4 + x^2*Log[1/((-2 + x)^2*x)] - 4*x^2*Log[x])), x] - 7*Defer[Int][x/(4 + x^2*Log[1/((-2 + x)^2*x)] - 4*x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
5697,0,0,0,0.7689736,"\int \frac{1400 x^2-200 x^3+25 x^4+e^{2 x} \left(56-8 x+x^2\right)+e^x \left(16-584 x+89 x^2-11 x^3\right)}{400 x^2-200 x^3+25 x^4+e^{2 x} \left(16-8 x+x^2\right)+e^x \left(-160 x+80 x^2-10 x^3\right)} \, dx","Int[(1400*x^2 - 200*x^3 + 25*x^4 + E^(2*x)*(56 - 8*x + x^2) + E^x*(16 - 584*x + 89*x^2 - 11*x^3))/(400*x^2 - 200*x^3 + 25*x^4 + E^(2*x)*(16 - 8*x + x^2) + E^x*(-160*x + 80*x^2 - 10*x^3)),x]","\int \frac{1400 x^2-200 x^3+25 x^4+e^{2 x} \left(56-8 x+x^2\right)+e^x \left(16-584 x+89 x^2-11 x^3\right)}{400 x^2-200 x^3+25 x^4+e^{2 x} \left(16-8 x+x^2\right)+e^x \left(-160 x+80 x^2-10 x^3\right)} \, dx","\frac{x}{e^x-5 x}-\frac{10 x}{x-4}+x+2",1,"40/(4 - x) + x + Defer[Int][(E^x - 5*x)^(-1), x] + 5*Defer[Int][x/(E^x - 5*x)^2, x] - Defer[Int][x/(E^x - 5*x), x] - 5*Defer[Int][x^2/(E^x - 5*x)^2, x]","F",0,0,0,0,-1,"{}"
5698,0,0,0,11.8832792,"\int \frac{e^{\frac{9}{-8-x^2+\log (x)}} \left(275-320 x+170 x^2-80 x^3+5 x^4-5 x^5+\left(-80+80 x-10 x^2+10 x^3\right) \log (x)+(5-5 x) \log ^2(x)\right)}{e^x \left(64+16 x^2+x^4\right)+e^x \left(-16-2 x^2\right) \log (x)+e^x \log ^2(x)} \, dx","Int[(E^(9/(-8 - x^2 + Log[x]))*(275 - 320*x + 170*x^2 - 80*x^3 + 5*x^4 - 5*x^5 + (-80 + 80*x - 10*x^2 + 10*x^3)*Log[x] + (5 - 5*x)*Log[x]^2))/(E^x*(64 + 16*x^2 + x^4) + E^x*(-16 - 2*x^2)*Log[x] + E^x*Log[x]^2),x]","\int \frac{e^{\frac{9}{-8-x^2+\log (x)}} \left(275-320 x+170 x^2-80 x^3+5 x^4-5 x^5+\left(-80+80 x-10 x^2+10 x^3\right) \log (x)+(5-5 x) \log ^2(x)\right)}{e^x \left(64+16 x^2+x^4\right)+e^x \left(-16-2 x^2\right) \log (x)+e^x \log ^2(x)} \, dx","5 x e^{-\frac{9}{x^2-\log (x)+8}-x}",1,"5*Defer[Int][E^(-x + 9/(-8 - x^2 + Log[x])), x] - 5*Defer[Int][E^(-x + 9/(-8 - x^2 + Log[x]))*x, x] - 45*Defer[Int][E^(-x + 9/(-8 - x^2 + Log[x]))/(8 + x^2 - Log[x])^2, x] + 90*Defer[Int][(E^(-x + 9/(-8 - x^2 + Log[x]))*x^2)/(8 + x^2 - Log[x])^2, x]","F",0,0,0,0,-1,"{}"
5699,1,29,0,0.670253,"\int \frac{10+e^2 (10+x)-x \log (x)+(10+x) \log (48 x)}{e^4 x^2+2 e^2 x^2 \log (48 x)+x^2 \log ^2(48 x)} \, dx","Int[(10 + E^2*(10 + x) - x*Log[x] + (10 + x)*Log[48*x])/(E^4*x^2 + 2*E^2*x^2*Log[48*x] + x^2*Log[48*x]^2),x]","\frac{\log (x)}{\log (48 x)+e^2}-\frac{10}{x \left(\log (48 x)+e^2\right)}","\frac{\log (x)-\frac{10}{x}}{\log (48 x)+e^2}+5",1,"-10/(x*(E^2 + Log[48*x])) + Log[x]/(E^2 + Log[48*x])","A",17,10,55,0.1818,1,"{6688, 6742, 2306, 2309, 2178, 2302, 30, 2366, 29, 2353}"
5700,0,0,0,1.2669639,"\int \frac{e^4 (152-6 x)+50 x+e^2 (-3800+148 x)+e^{2 x} \left(-6 e^4+e^2 (-6+6 x)\right)+e^x \left(2 x-2 x^2+e^4 (-146+6 x)+e^2 \left(-302+160 x-6 x^2\right)\right)}{e^{4+3 x}+e^{4+2 x} (75-3 x)+e^{4+x} \left(1875-150 x+3 x^2\right)+e^4 \left(15625-1875 x+75 x^2-x^3\right)} \, dx","Int[(E^4*(152 - 6*x) + 50*x + E^2*(-3800 + 148*x) + E^(2*x)*(-6*E^4 + E^2*(-6 + 6*x)) + E^x*(2*x - 2*x^2 + E^4*(-146 + 6*x) + E^2*(-302 + 160*x - 6*x^2)))/(E^(4 + 3*x) + E^(4 + 2*x)*(75 - 3*x) + E^(4 + x)*(1875 - 150*x + 3*x^2) + E^4*(15625 - 1875*x + 75*x^2 - x^3)),x]","\int \frac{e^4 (152-6 x)+50 x+e^2 (-3800+148 x)+e^{2 x} \left(-6 e^4+e^2 (-6+6 x)\right)+e^x \left(2 x-2 x^2+e^4 (-146+6 x)+e^2 \left(-302+160 x-6 x^2\right)\right)}{e^{4+3 x}+e^{4+2 x} (75-3 x)+e^{4+x} \left(1875-150 x+3 x^2\right)+e^4 \left(15625-1875 x+75 x^2-x^3\right)} \, dx","\left(\frac{1-\frac{x}{e^2}}{-x+e^x+25}+3\right)^2",1,"52*Defer[Int][(25 + E^x - x)^(-3), x] + 2*(77 - E^(-2))*Defer[Int][(25 + E^x - x)^(-2), x] - 6*(1 + E^(-2))*Defer[Int][(25 + E^x - x)^(-1), x] - (2*(52 + E^2)*Defer[Int][x/(25 + E^x - x)^3, x])/E^2 + (2*(1 - 76*E^2 - 3*E^4)*Defer[Int][x/(25 + E^x - x)^2, x])/E^4 + (6*Defer[Int][x/(25 + E^x - x), x])/E^2 + (4*(13 + E^2)*Defer[Int][x^2/(25 + E^x - x)^3, x])/E^4 - (2*(1 - 3*E^2)*Defer[Int][x^2/(25 + E^x - x)^2, x])/E^4 - (2*Defer[Int][x^3/(25 + E^x - x)^3, x])/E^4","F",0,0,0,0,-1,"{}"
5701,1,53,0,0.1081767,"\int \left(8 x+24 x^2+e^x \left(4-12 x^2-4 x^3\right)+e^{4+3 x+x^2} \left(8 x+12 x^2+8 x^3\right)\right) \, dx","Int[8*x + 24*x^2 + E^x*(4 - 12*x^2 - 4*x^3) + E^(4 + 3*x + x^2)*(8*x + 12*x^2 + 8*x^3),x]","-4 e^x x^3+8 x^3+4 x^2+\frac{4 e^{x^2+3 x+4} \left(2 x^2+3 x\right) x}{2 x+3}+4 e^x","4 \left(\left(-e^x x+2 x+e^{x (x+3)+4}+1\right) x^2+e^x\right)",1,"4*E^x + 4*x^2 + 8*x^3 - 4*E^x*x^3 + (4*E^(4 + 3*x + x^2)*x*(3*x + 2*x^2))/(3 + 2*x)","A",13,5,50,0.1000,1,"{2196, 2194, 2176, 1594, 2288}"
5702,1,28,0,0.1343038,"\int \frac{4+e^{3 x} (12 x-60 \log (4))+e^{\frac{2+x}{4}} (-x+5 \log (4))}{-4 x+20 \log (4)} \, dx","Int[(4 + E^(3*x)*(12*x - 60*Log[4]) + E^((2 + x)/4)*(-x + 5*Log[4]))/(-4*x + 20*Log[4]),x]","e^{\frac{x}{4}+\frac{1}{2}}-e^{3 x}-\log (x-5 \log (4))","\log \left(\frac{e^{-e^{3 x}+e^{\frac{x+2}{4}}+4}}{x-5 \log (4)}\right)",1,"E^(1/2 + x/4) - E^(3*x) - Log[x - 5*Log[4]]","A",4,2,45,0.04444,1,"{6688, 2194}"
5703,0,0,0,3.3809017,"\int \frac{\left(e^{1+x} (4+x)\right)^{\left(3 x+3 x^2\right) \log (8)+x \log (8) \log (x)} \left(\left(15 x+18 x^2+3 x^3\right) \log (8)+\left(5 x+x^2\right) \log (8) \log (x)+\left(\left(16+28 x+6 x^2\right) \log (8)+(4+x) \log (8) \log (x)\right) \log \left(e^{1+x} (4+x)\right)\right)}{4+x} \, dx","Int[((E^(1 + x)*(4 + x))^((3*x + 3*x^2)*Log[8] + x*Log[8]*Log[x])*((15*x + 18*x^2 + 3*x^3)*Log[8] + (5*x + x^2)*Log[8]*Log[x] + ((16 + 28*x + 6*x^2)*Log[8] + (4 + x)*Log[8]*Log[x])*Log[E^(1 + x)*(4 + x)]))/(4 + x),x]","\int \frac{\left(e^{1+x} (4+x)\right)^{\left(3 x+3 x^2\right) \log (8)+x \log (8) \log (x)} \left(\left(15 x+18 x^2+3 x^3\right) \log (8)+\left(5 x+x^2\right) \log (8) \log (x)+\left(\left(16+28 x+6 x^2\right) \log (8)+(4+x) \log (8) \log (x)\right) \log \left(e^{1+x} (4+x)\right)\right)}{4+x} \, dx","\exp \left(x \log (8) (3 (x+1)+\log (x)) \log \left(e^{x+1} (x+4)\right)\right)",1,"-9*Log[8]*Defer[Int][(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x])), x] + 6*Log[8]*Defer[Int][x*(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x])), x] + 3*Log[8]*Defer[Int][x^2*(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x])), x] + 36*Log[8]*Defer[Int][(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))/(4 + x), x] + Log[8]*Defer[Int][(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[x], x] + Log[8]*Defer[Int][x*(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[x], x] - 4*Log[8]*Defer[Int][((E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[x])/(4 + x), x] + 4*Log[8]*Defer[Int][(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[E^(1 + x)*(4 + x)], x] + 6*Log[8]*Defer[Int][x*(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[E^(1 + x)*(4 + x)], x] + Log[8]*Defer[Int][(E^(1 + x)*(4 + x))^(x*Log[8]*(3 + 3*x + Log[x]))*Log[x]*Log[E^(1 + x)*(4 + x)], x]","F",0,0,0,0,-1,"{}"
5704,1,17,0,0.0140589,"\int \frac{5-2 x^2-\frac{x^2}{e^3}+2 x^3}{x^2} \, dx","Int[(5 - 2*x^2 - x^2/E^3 + 2*x^3)/x^2,x]","x^2-\left(2+\frac{1}{e^3}\right) x-\frac{5}{x}","x^2-\frac{x}{e^3}+\frac{x-5}{x}-\log \left(e^{2 x}\right)+7",1,"-5/x - (2 + E^(-3))*x + x^2","A",3,2,24,0.08333,1,"{6, 14}"
5705,0,0,0,3.8076653,"\int \frac{-16-32 x-24 x^2-144 e^{4 x} x^2-8 x^3-x^4+e^{5 x} (-48+48 x)+e^{3 x} \left(32+40 x+12 x^2\right)+e^{2 x} \left(-96 x-96 x^2-24 x^3\right)}{16+32 x+24 x^2+144 e^{4 x} x^2+8 x^3+x^4+e^{2 x} \left(96 x+96 x^2+24 x^3\right)} \, dx","Int[(-16 - 32*x - 24*x^2 - 144*E^(4*x)*x^2 - 8*x^3 - x^4 + E^(5*x)*(-48 + 48*x) + E^(3*x)*(32 + 40*x + 12*x^2) + E^(2*x)*(-96*x - 96*x^2 - 24*x^3))/(16 + 32*x + 24*x^2 + 144*E^(4*x)*x^2 + 8*x^3 + x^4 + E^(2*x)*(96*x + 96*x^2 + 24*x^3)),x]","\int \frac{-16-32 x-24 x^2-144 e^{4 x} x^2-8 x^3-x^4+e^{5 x} (-48+48 x)+e^{3 x} \left(32+40 x+12 x^2\right)+e^{2 x} \left(-96 x-96 x^2-24 x^3\right)}{16+32 x+24 x^2+144 e^{4 x} x^2+8 x^3+x^4+e^{2 x} \left(96 x+96 x^2+24 x^3\right)} \, dx","\frac{e^x}{\frac{1}{4} e^{-2 x} (x+2)^2+3 x}-x",1,"E^x/(3*x) - x - (64*Defer[Int][E^x/(4 + 4*x + 12*E^(2*x)*x + x^2)^2, x])/3 - (16*Defer[Int][E^x/(x^2*(4 + 4*x + 12*E^(2*x)*x + x^2)^2), x])/3 - 16*Defer[Int][E^x/(x*(4 + 4*x + 12*E^(2*x)*x + x^2)^2), x] - (44*Defer[Int][(E^x*x)/(4 + 4*x + 12*E^(2*x)*x + x^2)^2, x])/3 - 5*Defer[Int][(E^x*x^2)/(4 + 4*x + 12*E^(2*x)*x + x^2)^2, x] - (2*Defer[Int][(E^x*x^3)/(4 + 4*x + 12*E^(2*x)*x + x^2)^2, x])/3 + (4*Defer[Int][E^x/(4 + 4*x + 12*E^(2*x)*x + x^2), x])/3 + (8*Defer[Int][E^x/(x^2*(4 + 4*x + 12*E^(2*x)*x + x^2)), x])/3 + (8*Defer[Int][E^x/(x*(4 + 4*x + 12*E^(2*x)*x + x^2)), x])/3 + Defer[Int][(E^x*x)/(4 + 4*x + 12*E^(2*x)*x + x^2), x]/3","F",0,0,0,0,-1,"{}"
5706,1,33,0,0.0920671,"\int \frac{2 e^{e^4+e^e}+e^{e^4} (-20-8 x)}{300 x^2+120 x^3+12 x^4+e^{2 e^e} \left(75+30 x+3 x^2\right)+e^{e^e} \left(-300 x-120 x^2-12 x^3\right)} \, dx","Int[(2*E^(E^4 + E^E) + E^E^4*(-20 - 8*x))/(300*x^2 + 120*x^3 + 12*x^4 + E^(2*E^E)*(75 + 30*x + 3*x^2) + E^E^E*(-300*x - 120*x^2 - 12*x^3)),x]","-\frac{2 e^{e^4}}{3 \left(-2 x^2+\left(e^{e^e}-10\right) x+5 e^{e^e}\right)}","\frac{2 e^{e^4}}{3 (x+5) \left(2 x-e^{e^e}\right)}+2",1,"(-2*E^E^4)/(3*(5*E^E^E + (-10 + E^E^E)*x - 2*x^2))","A",3,3,80,0.03750,1,"{1680, 12, 261}"
5707,1,28,0,0.8340716,"\int \frac{4^{\frac{16 x}{4 e^x+20 x-4 x^2+e^4 x^2}} \left(e^x (64-64 x) \log (4)+\left(64 x^2-16 e^4 x^2\right) \log (4)\right)}{16 e^{2 x}+400 x^2-160 x^3+16 x^4+e^8 x^4+e^x \left(160 x-32 x^2+8 e^4 x^2\right)+e^4 \left(40 x^3-8 x^4\right)} \, dx","Int[(4^((16*x)/(4*E^x + 20*x - 4*x^2 + E^4*x^2))*(E^x*(64 - 64*x)*Log[4] + (64*x^2 - 16*E^4*x^2)*Log[4]))/(16*E^(2*x) + 400*x^2 - 160*x^3 + 16*x^4 + E^8*x^4 + E^x*(160*x - 32*x^2 + 8*E^4*x^2) + E^4*(40*x^3 - 8*x^4)),x]","4^{\frac{16 x}{e^4 x^2+4 (5-x) x+4 e^x}}","4^{\frac{4}{\frac{e^4 x}{4}+\frac{(5-x) x+e^x}{x}}}",1,"4^((16*x)/(4*E^x + 4*(5 - x)*x + E^4*x^2))","A",4,4,126,0.03175,1,"{6, 6688, 12, 6706}"
5708,1,91,0,0.031708,"\int \frac{1}{8} e^6 \left(64 x+e^2 \left(-576 x-48 x^3\right)+e^4 \left(1728 x+288 x^3+12 x^5\right)+e^6 \left(-1728 x-432 x^3-36 x^5-x^7\right)\right) \, dx","Int[(E^6*(64*x + E^2*(-576*x - 48*x^3) + E^4*(1728*x + 288*x^3 + 12*x^5) + E^6*(-1728*x - 432*x^3 - 36*x^5 - x^7)))/8,x]","-\frac{1}{64} e^{12} x^8-\frac{3 e^{12} x^6}{4}+\frac{e^{10} x^6}{4}-\frac{27 e^{12} x^4}{2}+9 e^{10} x^4-\frac{3 e^8 x^4}{2}-108 e^{12} x^2+108 e^{10} x^2-36 e^8 x^2+4 e^6 x^2","1-4 e^{12} \left(\frac{x^2}{4}-\frac{1}{e^2}+3\right)^4",1,"4*E^6*x^2 - 36*E^8*x^2 + 108*E^10*x^2 - 108*E^12*x^2 - (3*E^8*x^4)/2 + 9*E^10*x^4 - (27*E^12*x^4)/2 + (E^10*x^6)/4 - (3*E^12*x^6)/4 - (E^12*x^8)/64","B",5,1,65,0.01538,1,"{12}"
5709,1,95,0,0.4424855,"\int \frac{\left(3+12 x^2\right) \log ^2(x)+e^{\frac{4+4 x \log (x)}{x \log (x)}} \left(-80 x-80 x \log (x)+60 x^2 \log ^2(x)\right)+e^{\frac{2 (4+4 x \log (x))}{x \log (x)}} \left(-200 x-200 x \log (x)+75 x^2 \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[((3 + 12*x^2)*Log[x]^2 + E^((4 + 4*x*Log[x])/(x*Log[x]))*(-80*x - 80*x*Log[x] + 60*x^2*Log[x]^2) + E^((2*(4 + 4*x*Log[x]))/(x*Log[x]))*(-200*x - 200*x*Log[x] + 75*x^2*Log[x]^2))/Log[x]^2,x]","4 x^3+\frac{20 x e^{\frac{4}{x \log (x)}+4} (\log (x)+1)}{\left(\frac{1}{x^2 \log ^2(x)}+\frac{1}{x^2 \log (x)}\right) \log ^2(x)}+\frac{25 x e^{\frac{8}{x \log (x)}+8} (\log (x)+1)}{\left(\frac{1}{x^2 \log ^2(x)}+\frac{1}{x^2 \log (x)}\right) \log ^2(x)}+3 x","x \left(x^2 \left(5 e^{\frac{4 \left(x^2+\frac{x}{\log (x)}\right)}{x^2}}+2\right)^2+3\right)",1,"3*x + 4*x^3 + (20*E^(4 + 4/(x*Log[x]))*x*(1 + Log[x]))/((1/(x^2*Log[x]^2) + 1/(x^2*Log[x]))*Log[x]^2) + (25*E^(8 + 8/(x*Log[x]))*x*(1 + Log[x]))/((1/(x^2*Log[x]^2) + 1/(x^2*Log[x]))*Log[x]^2)","B",5,2,91,0.02198,1,"{6742, 2288}"
5710,0,0,0,0.8125305,"\int \frac{e^{e^{\frac{4+e^2 x-x^2}{x}} x+\frac{4+e^2 x-x^2}{x}} \left(-4+x-x^2\right)}{x} \, dx","Int[(E^(E^((4 + E^2*x - x^2)/x)*x + (4 + E^2*x - x^2)/x)*(-4 + x - x^2))/x,x]","\int \frac{e^{e^{\frac{4+e^2 x-x^2}{x}} x+\frac{4+e^2 x-x^2}{x}} \left(-4+x-x^2\right)}{x} \, dx","e^{e^{-x+\frac{4}{x}+e^2} x}",1,"Defer[Int][E^(E^((4 + E^2*x - x^2)/x)*x + (4 + E^2*x - x^2)/x), x] - 4*Defer[Int][E^(E^((4 + E^2*x - x^2)/x)*x + (4 + E^2*x - x^2)/x)/x, x] - Defer[Int][E^(E^((4 + E^2*x - x^2)/x)*x + (4 + E^2*x - x^2)/x)*x, x]","F",0,0,0,0,-1,"{}"
5711,0,0,0,2.514679,"\int \frac{e^{x+\frac{5 e^x x^2}{6 e-6 x^2}} \left(-5 x^4+e \left(10 x+5 x^2\right)\right)}{6 e^2-12 e x^2+6 x^4} \, dx","Int[(E^(x + (5*E^x*x^2)/(6*E - 6*x^2))*(-5*x^4 + E*(10*x + 5*x^2)))/(6*E^2 - 12*E*x^2 + 6*x^4),x]","\int \frac{e^{x+\frac{5 e^x x^2}{6 e-6 x^2}} \left(-5 x^4+e \left(10 x+5 x^2\right)\right)}{6 e^2-12 e x^2+6 x^4} \, dx","e^{\frac{5 e^x x}{6 \left(\frac{e}{x}-x\right)}}",1,"(-5*Defer[Int][E^(x + (5*E^x*x^2)/(6*E - 6*x^2)), x])/6 + (5*Defer[Int][E^(1/2 + x + (5*E^x*x^2)/(6*E - 6*x^2))/(Sqrt[E] - x), x])/12 + (5*Defer[Int][E^(1/2 + x + (5*E^x*x^2)/(6*E - 6*x^2))/(Sqrt[E] + x), x])/12 + (5*Defer[Int][(E^(1 + x + (5*E^x*x^2)/(6*E - 6*x^2))*x)/(E - x^2)^2, x])/3","F",0,0,0,0,-1,"{}"
5712,1,11,0,0.0043853,"\int \frac{9+24 x^2}{4 x^2} \, dx","Int[(9 + 24*x^2)/(4*x^2),x]","6 x-\frac{9}{4 x}","3 \left(2 x+\frac{\frac{1}{4} (-x-3)+\frac{3 x}{\left(e^4-1\right)^2}}{x}+6\right)",1,"-9/(4*x) + 6*x","A",3,2,14,0.1429,1,"{12, 14}"
5713,1,24,0,0.0055547,"\int \frac{-4 e^{258}+4 e^{258+e^2}+4 e^3 x}{e} \, dx","Int[(-4*E^258 + 4*E^(258 + E^2) + 4*E^3*x)/E,x]","2 e^2 \left(e^{255} \left(1-e^{e^2}\right)-x\right)^2","2 e^2 x \left(x+2 e^{255} \left(e^{e^2}-1\right)\right)",1,"2*E^2*(E^255*(1 - E^E^2) - x)^2","A",1,1,25,0.04000,1,"{9}"
5714,1,3,0,0.014882,"\int \frac{1}{x \log (x)} \, dx","Int[1/(x*Log[x]),x]","\log (\log (x))","\log (\log (x))",1,"Log[Log[x]]","A",2,2,8,0.2500,1,"{2302, 29}"
5715,0,0,0,6.0740765,"\int e^{58 x+60 x^2-2 e^{e^{-2 x}} \left(x+x^2\right)} \left(e^{2 x} \left(2 x+60 x^2+120 x^3\right)+e^{e^{-2 x}} \left(4 x^3+4 x^4+e^{2 x} \left(-2 x^2-4 x^3\right)\right)\right) \, dx","Int[E^(58*x + 60*x^2 - 2*E^E^(-2*x)*(x + x^2))*(E^(2*x)*(2*x + 60*x^2 + 120*x^3) + E^E^(-2*x)*(4*x^3 + 4*x^4 + E^(2*x)*(-2*x^2 - 4*x^3))),x]","\int e^{58 x+60 x^2-2 e^{e^{-2 x}} \left(x+x^2\right)} \left(e^{2 x} \left(2 x+60 x^2+120 x^3\right)+e^{e^{-2 x}} \left(4 x^3+4 x^4+e^{2 x} \left(-2 x^2-4 x^3\right)\right)\right) \, dx","e^{-2 \left(e^{e^{-2 x}}-30\right) x (x+1)} x^2",1,"2*Defer[Int][x/E^(2*(-30 + E^E^(-2*x))*x*(1 + x)), x] + 60*Defer[Int][x^2/E^(2*(-30 + E^E^(-2*x))*x*(1 + x)), x] - 2*Defer[Int][E^(E^(-2*x) + 2*x - 2*x*(-29 + E^E^(-2*x) - 30*x + E^E^(-2*x)*x))*x^2, x] + 120*Defer[Int][x^3/E^(2*(-30 + E^E^(-2*x))*x*(1 + x)), x] + 4*Defer[Int][E^(E^(-2*x) - 2*x*(-29 + E^E^(-2*x) - 30*x + E^E^(-2*x)*x))*x^3, x] - 4*Defer[Int][E^(E^(-2*x) + 2*x - 2*x*(-29 + E^E^(-2*x) - 30*x + E^E^(-2*x)*x))*x^3, x] + 4*Defer[Int][E^(E^(-2*x) - 2*x*(-29 + E^E^(-2*x) - 30*x + E^E^(-2*x)*x))*x^4, x]","F",0,0,0,0,-1,"{}"
5716,0,0,0,5.6044902,"\int \frac{25 x^6+10 x^7+x^8+e^x \left(-25 x^6-10 x^7-x^8\right)+\left(-150 x^6-70 x^7-8 x^8+e^3 \left(-150 x^5-70 x^6-8 x^7\right)+e^x \left(150 x^5+70 x^6+8 x^7\right)\right) \log \left(-e^3+e^x-x\right)}{\left(-e^3+e^x-x\right) \log ^2\left(-e^3+e^x-x\right)} \, dx","Int[(25*x^6 + 10*x^7 + x^8 + E^x*(-25*x^6 - 10*x^7 - x^8) + (-150*x^6 - 70*x^7 - 8*x^8 + E^3*(-150*x^5 - 70*x^6 - 8*x^7) + E^x*(150*x^5 + 70*x^6 + 8*x^7))*Log[-E^3 + E^x - x])/((-E^3 + E^x - x)*Log[-E^3 + E^x - x]^2),x]","\int \frac{25 x^6+10 x^7+x^8+e^x \left(-25 x^6-10 x^7-x^8\right)+\left(-150 x^6-70 x^7-8 x^8+e^3 \left(-150 x^5-70 x^6-8 x^7\right)+e^x \left(150 x^5+70 x^6+8 x^7\right)\right) \log \left(-e^3+e^x-x\right)}{\left(-e^3+e^x-x\right) \log ^2\left(-e^3+e^x-x\right)} \, dx","\frac{(-x-5)^2 x^6}{\log \left(-x+e^x-e^3\right)}",1,"-25*Defer[Int][x^6/Log[-E^3 + E^x - x]^2, x] - 10*Defer[Int][x^7/Log[-E^3 + E^x - x]^2, x] - Defer[Int][x^8/Log[-E^3 + E^x - x]^2, x] - Defer[Int][x^9/((-E^3 + E^x - x)*Log[-E^3 + E^x - x]^2), x] - 25*(1 - E^3)*Defer[Int][x^6/((E^3 - E^x + x)*Log[-E^3 + E^x - x]^2), x] + 5*(3 + 2*E^3)*Defer[Int][x^7/((E^3 - E^x + x)*Log[-E^3 + E^x - x]^2), x] + (9 + E^3)*Defer[Int][x^8/((E^3 - E^x + x)*Log[-E^3 + E^x - x]^2), x] + 150*Defer[Int][x^5/Log[-E^3 + E^x - x], x] + 70*Defer[Int][x^6/Log[-E^3 + E^x - x], x] + 8*Defer[Int][x^7/Log[-E^3 + E^x - x], x]","F",0,0,0,0,-1,"{}"
5717,1,46,0,0.0767063,"\int \frac{-864+4752 x-5904 x^2+3176 x^3-810 x^4+81 x^5}{-2592+6480 x-6480 x^2+3240 x^3-810 x^4+81 x^5} \, dx","Int[(-864 + 4752*x - 5904*x^2 + 3176*x^3 - 810*x^4 + 81*x^5)/(-2592 + 6480*x - 6480*x^2 + 3240*x^3 - 810*x^4 + 81*x^5),x]","x-\frac{64}{81 (2-x)}-\frac{32}{27 (2-x)^2}-\frac{64}{81 (2-x)^3}-\frac{16}{81 (2-x)^4}","-\left(1-\frac{x}{3 (x-2)}\right)^4+x-5 e^{1+e^3}+1",1,"-16/(81*(2 - x)^4) - 64/(81*(2 - x)^3) - 32/(27*(2 - x)^2) - 64/(81*(2 - x)) + x","A",2,1,53,0.01887,1,"{2074}"
5718,1,18,0,0.1835114,"\int \frac{e (3-46 x)-92 x \log \left(\frac{1}{46} (-3+46 x)\right)}{e \left(-3 x+46 x^2\right)} \, dx","Int[(E*(3 - 46*x) - 92*x*Log[(-3 + 46*x)/46])/(E*(-3*x + 46*x^2)),x]","-\frac{\log ^2\left(x-\frac{3}{46}\right)}{e}-\log (x)","-\frac{\log ^2\left(x-\frac{3}{46}\right)-2}{e}-\log (x)+3",1,"-(Log[-3/46 + x]^2/E) - Log[x]","A",7,5,36,0.1389,1,"{12, 1593, 6742, 2390, 2301}"
5719,1,13,0,0.0063491,"\int \frac{5+3 x^2 \log \left(\frac{\log (4)}{2}\right)}{3 x^2} \, dx","Int[(5 + 3*x^2*Log[Log[4]/2])/(3*x^2),x]","x \log (\log (2))-\frac{5}{3 x}","\frac{1}{3} \left(25-\frac{5}{x}\right)+x \log \left(\frac{\log (4)}{2}\right)",1,"-5/(3*x) + x*Log[Log[2]]","A",3,2,21,0.09524,1,"{12, 14}"
5720,0,0,0,25.5465443,"\int \frac{3328 x^4+2496 x^5+624 x^6+52 x^7+e^{32-16 x+2 x^2} \left(-66 x^3+4 x^5\right)+\left(-128-96 x-24 x^2-2 x^3\right) \log ^2(3)+e^{16-8 x+x^2} \left(-32 x^3+248 x^4+64 x^5-16 x^6-4 x^7+\left(-32 x-280 x^2-68 x^3+16 x^4+4 x^5\right) \log (3)\right)}{1600 x^3+1200 x^4+300 x^5+25 x^6} \, dx","Int[(3328*x^4 + 2496*x^5 + 624*x^6 + 52*x^7 + E^(32 - 16*x + 2*x^2)*(-66*x^3 + 4*x^5) + (-128 - 96*x - 24*x^2 - 2*x^3)*Log[3]^2 + E^(16 - 8*x + x^2)*(-32*x^3 + 248*x^4 + 64*x^5 - 16*x^6 - 4*x^7 + (-32*x - 280*x^2 - 68*x^3 + 16*x^4 + 4*x^5)*Log[3]))/(1600*x^3 + 1200*x^4 + 300*x^5 + 25*x^6),x]","\int \frac{3328 x^4+2496 x^5+624 x^6+52 x^7+e^{32-16 x+2 x^2} \left(-66 x^3+4 x^5\right)+\left(-128-96 x-24 x^2-2 x^3\right) \log ^2(3)+e^{16-8 x+x^2} \left(-32 x^3+248 x^4+64 x^5-16 x^6-4 x^7+\left(-32 x-280 x^2-68 x^3+16 x^4+4 x^5\right) \log (3)\right)}{1600 x^3+1200 x^4+300 x^5+25 x^6} \, dx","x^2+\frac{1}{25} \left(-x+\frac{e^{(4-x)^2}}{x+4}+\frac{\log (3)}{x}\right)^2",1,"(-2*E^(-4 + x)^2)/25 + (26*x^2)/25 + E^(2*(4 - x)^2)/(25*(4 + x)^2) - (8*Sqrt[Pi]*Erfi[4 - x])/25 + Log[3]^2/(25*x^2) + (E^(16 - 8*x + x^2)*(32 - Log[9]))/(100*(4 + x)) + (Sqrt[Pi]*Erfi[4 - x]*(32 - Log[9]))/100 + (E^(16 - 8*x + x^2)*Log[9])/(100*x) + (Sqrt[Pi]*Erfi[4 - x]*Log[9])/100 - (4*Log[3]*Defer[Int][E^(16 - 8*x + x^2)/x, x])/25 + (2*Log[9]*Defer[Int][E^(16 - 8*x + x^2)/x, x])/25 + (4*(32 - Log[9])*Defer[Int][E^(16 - 8*x + x^2)/(4 + x), x])/25 - ((1024 - 66*Log[3] + Log[9])*Defer[Int][E^(16 - 8*x + x^2)/(4 + x), x])/200","F",0,0,0,0,-1,"{}"
5721,1,25,0,0.0293373,"\int e^{e^{1+x^2}} \left(e^x \left(-18-22 x-2 x^2\right)+e^{1+x+x^2} \left(-36 x^2-4 x^3\right)\right) \, dx","Int[E^E^(1 + x^2)*(E^x*(-18 - 22*x - 2*x^2) + E^(1 + x + x^2)*(-36*x^2 - 4*x^3)),x]","-\frac{2 e^{e^{x^2+1}+x} \left(x^3+9 x^2\right)}{x}","-2 e^{e^{x^2+1}+x} x (x+9)",1,"(-2*E^(E^(1 + x^2) + x)*(9*x^2 + x^3))/x","A",1,1,45,0.02222,1,"{2288}"
5722,1,23,0,0.0622621,"\int \frac{1}{2} \left(2+e^{\frac{1}{2} \left(4959+543 x-17 x^2-2 x^3\right)} \left(543-34 x-6 x^2\right)\right) \, dx","Int[(2 + E^((4959 + 543*x - 17*x^2 - 2*x^3)/2)*(543 - 34*x - 6*x^2))/2,x]","e^{\frac{1}{2} \left(-2 x^3-17 x^2+543 x+4959\right)}+x","e^{\left(x+\frac{19}{2}\right) \left(-x^2+x+261\right)+x}+x+5",1,"E^((4959 + 543*x - 17*x^2 - 2*x^3)/2) + x","A",3,2,38,0.05263,1,"{12, 6706}"
5723,0,0,0,21.2702618,"\int \frac{8+8 x-6 x^2+4 x^3-5 x^4+2 x^5+e^9 \left(2+2 x-x^2\right)+\left(4 x^2-8 x^3+3 x^4\right) \log \left(\frac{x}{-2+x}\right)+\left(-8 x+4 x^2+2 x^3-3 x^4+x^5+e^9 \left(-2 x+x^2\right)+\left(-8+e^9 (-2+x)+4 x+2 x^2-3 x^3+x^4\right) \log \left(\frac{x}{-2+x}\right)\right) \log \left(\frac{4+e^9-x^2+x^3}{x+\log \left(\frac{x}{-2+x}\right)}\right)}{-24 x+12 x^2+6 x^3-9 x^4+3 x^5+e^9 \left(-6 x+3 x^2\right)+\left(-24+12 x+6 x^2-9 x^3+3 x^4+e^9 (-6+3 x)\right) \log \left(\frac{x}{-2+x}\right)} \, dx","Int[(8 + 8*x - 6*x^2 + 4*x^3 - 5*x^4 + 2*x^5 + E^9*(2 + 2*x - x^2) + (4*x^2 - 8*x^3 + 3*x^4)*Log[x/(-2 + x)] + (-8*x + 4*x^2 + 2*x^3 - 3*x^4 + x^5 + E^9*(-2*x + x^2) + (-8 + E^9*(-2 + x) + 4*x + 2*x^2 - 3*x^3 + x^4)*Log[x/(-2 + x)])*Log[(4 + E^9 - x^2 + x^3)/(x + Log[x/(-2 + x)])])/(-24*x + 12*x^2 + 6*x^3 - 9*x^4 + 3*x^5 + E^9*(-6*x + 3*x^2) + (-24 + 12*x + 6*x^2 - 9*x^3 + 3*x^4 + E^9*(-6 + 3*x))*Log[x/(-2 + x)]),x]","\int \frac{8+8 x-6 x^2+4 x^3-5 x^4+2 x^5+e^9 \left(2+2 x-x^2\right)+\left(4 x^2-8 x^3+3 x^4\right) \log \left(\frac{x}{-2+x}\right)+\left(-8 x+4 x^2+2 x^3-3 x^4+x^5+e^9 \left(-2 x+x^2\right)+\left(-8+e^9 (-2+x)+4 x+2 x^2-3 x^3+x^4\right) \log \left(\frac{x}{-2+x}\right)\right) \log \left(\frac{4+e^9-x^2+x^3}{x+\log \left(\frac{x}{-2+x}\right)}\right)}{-24 x+12 x^2+6 x^3-9 x^4+3 x^5+e^9 \left(-6 x+3 x^2\right)+\left(-24+12 x+6 x^2-9 x^3+3 x^4+e^9 (-6+3 x)\right) \log \left(\frac{x}{-2+x}\right)} \, dx","\frac{1}{3} x \log \left(\frac{x \left(x^2-x\right)+e^9+4}{x+\log \left(\frac{x}{x-2}\right)}\right)",1,"(x*Log[(4 + E^9 - x^2 + x^3)/(x + Log[-(x/(2 - x))])])/3 - (2*Defer[Int][1/((-2 + x)*(x + Log[x/(-2 + x)])), x])/3 + (16*Defer[Int][1/((-2 + x)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) + (2*E^9*Defer[Int][1/((-2 + x)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) + ((4 + E^9)*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/3 - (16*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) - (4*E^9*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) + (4*(4 + E^9)*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(8 + E^9) + (5*E^9*(4 + E^9)*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) - (2*(32 + 20*E^9 + 3*E^18)*Defer[Int][1/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) + (4 + E^9)*Defer[Int][x/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x] - (8*Defer[Int][x/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(8 + E^9) - (6*(4 + E^9)*Defer[Int][x/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(8 + E^9) - (2*E^9*(4 + E^9)*Defer[Int][x/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) - (E^9*(10 + E^9)*Defer[Int][x/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) - Defer[Int][x^2/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x]/3 + (2*E^9*Defer[Int][x^2/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) - (5*(8 + 3*E^9)*Defer[Int][x^2/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9)) + (2*(24 + 7*E^9)*Defer[Int][x^2/((4 + E^9 - x^2 + x^3)*(x + Log[x/(-2 + x)])), x])/(3*(8 + E^9))","F",0,0,0,0,-1,"{}"
5724,0,0,0,2.7017251,"\int \frac{e^{\frac{e^3}{x}} x+x^2+e^{\frac{e^3}{x}} \left(e^3+x\right) \log (6 x)}{\left(-e^{\frac{e^3}{x}} x^2-x^3\right) \log (6 x)+5 x^3 \log ^2(6 x)} \, dx","Int[(E^(E^3/x)*x + x^2 + E^(E^3/x)*(E^3 + x)*Log[6*x])/((-(E^(E^3/x)*x^2) - x^3)*Log[6*x] + 5*x^3*Log[6*x]^2),x]","\int \frac{e^{\frac{e^3}{x}} x+x^2+e^{\frac{e^3}{x}} \left(e^3+x\right) \log (6 x)}{\left(-e^{\frac{e^3}{x}} x^2-x^3\right) \log (6 x)+5 x^3 \log ^2(6 x)} \, dx","\log \left(5-\frac{x+e^{\frac{e^3}{x}}}{x \log (6 x)}\right)",1,"E^3/x - Log[x] - Log[Log[6*x]] - 4*Defer[Int][(E^(E^3/x) + x - 5*x*Log[6*x])^(-1), x] - E^3*Defer[Int][1/(x*(-E^(E^3/x) - x + 5*x*Log[6*x])), x] + 5*Defer[Int][Log[6*x]/(-E^(E^3/x) - x + 5*x*Log[6*x]), x] + 5*E^3*Defer[Int][Log[6*x]/(x*(-E^(E^3/x) - x + 5*x*Log[6*x])), x]","F",0,0,0,0,-1,"{}"
5725,0,0,0,1.8888968,"\int \frac{40-44 x+12 x^2+e^{2 x^2} x^2+e^{x^2} \left(-13 x+7 x^2\right)+\left(15-10 x+3 x^2+e^{x^2} \left(x^2+6 x^3-2 x^4\right)\right) \log \left(\frac{x}{2}\right)}{25-30 x+9 x^2+e^{2 x^2} x^2+e^{x^2} \left(-10 x+6 x^2\right)} \, dx","Int[(40 - 44*x + 12*x^2 + E^(2*x^2)*x^2 + E^x^2*(-13*x + 7*x^2) + (15 - 10*x + 3*x^2 + E^x^2*(x^2 + 6*x^3 - 2*x^4))*Log[x/2])/(25 - 30*x + 9*x^2 + E^(2*x^2)*x^2 + E^x^2*(-10*x + 6*x^2)),x]","\int \frac{40-44 x+12 x^2+e^{2 x^2} x^2+e^{x^2} \left(-13 x+7 x^2\right)+\left(15-10 x+3 x^2+e^{x^2} \left(x^2+6 x^3-2 x^4\right)\right) \log \left(\frac{x}{2}\right)}{25-30 x+9 x^2+e^{2 x^2} x^2+e^{x^2} \left(-10 x+6 x^2\right)} \, dx","\frac{(x-3) \log \left(\frac{x}{2}\right)}{e^{x^2}-\frac{5}{x}+3}+x-2",1,"x + 15*Log[x/2]*Defer[Int][(-5 + 3*x + E^x^2*x)^(-2), x] - 5*Log[x/2]*Defer[Int][x/(-5 + 3*x + E^x^2*x)^2, x] + 30*Log[x/2]*Defer[Int][x^2/(-5 + 3*x + E^x^2*x)^2, x] - 28*Log[x/2]*Defer[Int][x^3/(-5 + 3*x + E^x^2*x)^2, x] + 6*Log[x/2]*Defer[Int][x^4/(-5 + 3*x + E^x^2*x)^2, x] - 3*Defer[Int][(-5 + 3*x + E^x^2*x)^(-1), x] + Defer[Int][x/(-5 + 3*x + E^x^2*x), x] + Log[x/2]*Defer[Int][x/(-5 + 3*x + E^x^2*x), x] + 6*Log[x/2]*Defer[Int][x^2/(-5 + 3*x + E^x^2*x), x] - 2*Log[x/2]*Defer[Int][x^3/(-5 + 3*x + E^x^2*x), x] - 15*Defer[Int][Defer[Int][(-5 + (3 + E^x^2)*x)^(-2), x]/x, x] + 5*Defer[Int][Defer[Int][x/(-5 + (3 + E^x^2)*x)^2, x]/x, x] - 30*Defer[Int][Defer[Int][x^2/(-5 + (3 + E^x^2)*x)^2, x]/x, x] + 28*Defer[Int][Defer[Int][x^3/(-5 + (3 + E^x^2)*x)^2, x]/x, x] - 6*Defer[Int][Defer[Int][x^4/(-5 + (3 + E^x^2)*x)^2, x]/x, x] - Defer[Int][Defer[Int][x/(-5 + (3 + E^x^2)*x), x]/x, x] - 6*Defer[Int][Defer[Int][x^2/(-5 + (3 + E^x^2)*x), x]/x, x] + 2*Defer[Int][Defer[Int][x^3/(-5 + (3 + E^x^2)*x), x]/x, x]","F",0,0,0,0,-1,"{}"
5726,1,5,0,0.0016622,"\int \left(1+e^x\right) \, dx","Int[1 + E^x,x]","x+e^x","x+e^x+\log \left(\frac{2}{x}\right)+\log (x)",1,"E^x + x","A",2,1,5,0.2000,1,"{2194}"
5727,0,0,0,4.5879945,"\int \frac{6144-4416 x-462 x^2+681 x^3-24 x^5+e \left(-6144 x+1488 x^2+1167 x^3-96 x^4-48 x^5\right)+e^2 \left(1536 x^2+384 x^3-96 x^4-24 x^5\right)+\left(-3072+3024 x-552 x^2-195 x^3+48 x^4+e^2 \left(-768 x^2+48 x^4\right)+e \left(3072 x-1524 x^2-195 x^3+96 x^4\right)\right) \log (-4+x)+\left(384-480 x+192 x^2-24 x^3+e \left(-384 x+288 x^2-48 x^3\right)+e^2 \left(96 x^2-24 x^3\right)\right) \log ^2(-4+x)}{-512+384 x+32 x^2-56 x^3+2 x^5+e^2 \left(-128 x^2-32 x^3+8 x^4+2 x^5\right)+e \left(512 x-128 x^2-96 x^3+8 x^4+4 x^5\right)+\left(256-256 x+48 x^2+16 x^3-4 x^4+e \left(-256 x+128 x^2+16 x^3-8 x^4\right)+e^2 \left(64 x^2-4 x^4\right)\right) \log (-4+x)+\left(-32+40 x-16 x^2+2 x^3+e^2 \left(-8 x^2+2 x^3\right)+e \left(32 x-24 x^2+4 x^3\right)\right) \log ^2(-4+x)} \, dx","Int[(6144 - 4416*x - 462*x^2 + 681*x^3 - 24*x^5 + E*(-6144*x + 1488*x^2 + 1167*x^3 - 96*x^4 - 48*x^5) + E^2*(1536*x^2 + 384*x^3 - 96*x^4 - 24*x^5) + (-3072 + 3024*x - 552*x^2 - 195*x^3 + 48*x^4 + E^2*(-768*x^2 + 48*x^4) + E*(3072*x - 1524*x^2 - 195*x^3 + 96*x^4))*Log[-4 + x] + (384 - 480*x + 192*x^2 - 24*x^3 + E*(-384*x + 288*x^2 - 48*x^3) + E^2*(96*x^2 - 24*x^3))*Log[-4 + x]^2)/(-512 + 384*x + 32*x^2 - 56*x^3 + 2*x^5 + E^2*(-128*x^2 - 32*x^3 + 8*x^4 + 2*x^5) + E*(512*x - 128*x^2 - 96*x^3 + 8*x^4 + 4*x^5) + (256 - 256*x + 48*x^2 + 16*x^3 - 4*x^4 + E*(-256*x + 128*x^2 + 16*x^3 - 8*x^4) + E^2*(64*x^2 - 4*x^4))*Log[-4 + x] + (-32 + 40*x - 16*x^2 + 2*x^3 + E^2*(-8*x^2 + 2*x^3) + E*(32*x - 24*x^2 + 4*x^3))*Log[-4 + x]^2),x]","\int \frac{6144-4416 x-462 x^2+681 x^3-24 x^5+e \left(-6144 x+1488 x^2+1167 x^3-96 x^4-48 x^5\right)+e^2 \left(1536 x^2+384 x^3-96 x^4-24 x^5\right)+\left(-3072+3024 x-552 x^2-195 x^3+48 x^4+e^2 \left(-768 x^2+48 x^4\right)+e \left(3072 x-1524 x^2-195 x^3+96 x^4\right)\right) \log (-4+x)+\left(384-480 x+192 x^2-24 x^3+e \left(-384 x+288 x^2-48 x^3\right)+e^2 \left(96 x^2-24 x^3\right)\right) \log ^2(-4+x)}{-512+384 x+32 x^2-56 x^3+2 x^5+e^2 \left(-128 x^2-32 x^3+8 x^4+2 x^5\right)+e \left(512 x-128 x^2-96 x^3+8 x^4+4 x^5\right)+\left(256-256 x+48 x^2+16 x^3-4 x^4+e \left(-256 x+128 x^2+16 x^3-8 x^4\right)+e^2 \left(64 x^2-4 x^4\right)\right) \log (-4+x)+\left(-32+40 x-16 x^2+2 x^3+e^2 \left(-8 x^2+2 x^3\right)+e \left(32 x-24 x^2+4 x^3\right)\right) \log ^2(-4+x)} \, dx","3 x \left(\frac{x}{(2 (e x+x)-4) (x-\log (x-4)+4)}-4\right)",1,"-12*x - (3*(1 - E)*Defer[Int][(4 + x - Log[-4 + x])^(-2), x])/(2*(1 + E)^2) + (12*Defer[Int][1/((-4 + x)*(4 + x - Log[-4 + x])^2), x])/(1 + 2*E) - (3*Defer[Int][x/(4 + x - Log[-4 + x])^2, x])/(2*(1 + E)) + (3*(3 + 5*E)*Defer[Int][1/((2 - (1 + E)*x)*(4 + x - Log[-4 + x])^2), x])/((1 + E)^2*(1 + 2*E)) + (3*Defer[Int][(4 + x - Log[-4 + x])^(-1), x])/(2*(1 + E)) - (6*Defer[Int][1/((2 - (1 + E)*x)^2*(4 + x - Log[-4 + x])), x])/(1 + E)","F",0,0,0,0,-1,"{}"
5728,1,246,0,1.3346362,"\int \frac{-32-112 x-152 x^2-100 x^3-96 x^4-164 x^5-128 x^6-32 x^7+\left(128 x^3+320 x^4+256 x^5+64 x^6\right) \log (3)+\left(-64 x^2-160 x^3-128 x^4-32 x^5\right) \log ^2(3)+\left(-64 x-160 x^2-144 x^3-312 x^4-712 x^5-576 x^6-128 x^7+\left(384 x^3+1088 x^4+896 x^5+192 x^6\right) \log (3)+\left(-128 x^2-384 x^3-320 x^4-64 x^5\right) \log ^2(3)\right) \log (x)}{8 x+12 x^2+6 x^3+x^4} \, dx","Int[(-32 - 112*x - 152*x^2 - 100*x^3 - 96*x^4 - 164*x^5 - 128*x^6 - 32*x^7 + (128*x^3 + 320*x^4 + 256*x^5 + 64*x^6)*Log[3] + (-64*x^2 - 160*x^3 - 128*x^4 - 32*x^5)*Log[3]^2 + (-64*x - 160*x^2 - 144*x^3 - 312*x^4 - 712*x^5 - 576*x^6 - 128*x^7 + (384*x^3 + 1088*x^4 + 896*x^5 + 192*x^6)*Log[3] + (-128*x^2 - 384*x^3 - 320*x^4 - 64*x^5)*Log[3]^2)*Log[x])/(8*x + 12*x^2 + 6*x^3 + x^4),x]","-32 x^4 \log (x)+64 x^3 (1+\log (3)) \log (x)-4 x^2 \left(41+8 \log ^2(3)+32 \log (3)\right) \log (x)-\frac{64 x \left(16-13 \log ^2(3)+2 \log (3) (7+4 \log (9))\right) \log (x)}{x+2}+8 x \left(47+8 \log ^2(3)+40 \log (3)\right)-\frac{128 \left(4-3 \log ^2(3)+\log ^2(9)+\log (81)\right) \log (x)}{(x+2)^2}+32 \left(4-3 \log ^2(3)+\log ^2(9)+\log (81)\right) \log (x)-32 \left(4-3 \log ^2(3)+\log ^2(9)+\log (81)\right) \log (x+2)+64 \left(16-13 \log ^2(3)+2 \log (3) (7+4 \log (9))\right) \log (x+2)+\frac{64 \left(4-3 \log ^2(3)+\log ^2(9)+\log (81)\right)}{x+2}+8 x (47+8 \log (3) (5+\log (3))) \log (x)-8 x (47+8 \log (3) (5+\log (3)))-4 \log (x)-32 (2+\log (3)) (14+\log (243)) \log (x+2)-\frac{64 (2+\log (3))^2}{x+2}","3-2 (x+1)^2 \left(\frac{16 x^2 (\log (3)-x)^2}{(x+2)^2}+2\right) \log (x)",1,"(-64*(2 + Log[3])^2)/(2 + x) + 8*x*(47 + 40*Log[3] + 8*Log[3]^2) - 8*x*(47 + 8*Log[3]*(5 + Log[3])) + (64*(4 - 3*Log[3]^2 + Log[9]^2 + Log[81]))/(2 + x) - 4*Log[x] - 32*x^4*Log[x] + 64*x^3*(1 + Log[3])*Log[x] - 4*x^2*(41 + 32*Log[3] + 8*Log[3]^2)*Log[x] + 8*x*(47 + 8*Log[3]*(5 + Log[3]))*Log[x] - (64*x*(16 - 13*Log[3]^2 + 2*Log[3]*(7 + 4*Log[9]))*Log[x])/(2 + x) + 32*(4 - 3*Log[3]^2 + Log[9]^2 + Log[81])*Log[x] - (128*(4 - 3*Log[3]^2 + Log[9]^2 + Log[81])*Log[x])/(2 + x)^2 + 64*(16 - 13*Log[3]^2 + 2*Log[3]*(7 + 4*Log[9]))*Log[2 + x] - 32*(4 - 3*Log[3]^2 + Log[9]^2 + Log[81])*Log[2 + x] - 32*(2 + Log[3])*(14 + Log[243])*Log[2 + x]","B",17,11,192,0.05729,1,"{6688, 12, 6742, 1612, 2357, 2304, 2295, 2314, 31, 2319, 44}"
5729,-1,0,0,179.9994913,"\int \frac{e^x \left(64 x^4+16 e^{10} x^4-64 x^5+16 x^6+e^5 \left(-64 x^4+32 x^5\right)\right)+e^{2 x} \left(16 x-28 x^2+8 x^3-128 x^5-32 e^{10} x^5+128 x^6-32 x^7+e^5 \left(-8 x+8 x^2+128 x^5-64 x^6\right)\right)+e^{3 x} \left(-24 x^2+56 x^3-36 x^4+8 x^5+96 x^6-96 x^7+24 x^8+e^{10} \left(8 x^3+24 x^6\right)+e^5 \left(12 x^2-36 x^3+16 x^4-96 x^6+48 x^7\right)\right)+e^{4 x} \left(2-2 x+8 x^3-37 x^4+32 x^5-8 x^6-32 x^7+32 x^8-8 x^9+e^{10} \left(-8 x^4-8 x^7\right)+e^5 \left(-1-4 x^3+32 x^4-16 x^5+32 x^7-16 x^8\right)\right)+e^{5 x} \left(4 x^2-4 x^3+x^4+8 x^5-8 x^6+2 x^7+4 x^8-4 x^9+x^{10}+e^{10} \left(x^2+2 x^5+x^8\right)+e^5 \left(-4 x^2+2 x^3-8 x^5+4 x^6-4 x^8+2 x^9\right)\right)}{64 x^4+16 e^{10} x^4-64 x^5+16 x^6+e^5 \left(-64 x^4+32 x^5\right)+e^x \left(-128 x^5-32 e^{10} x^5+128 x^6-32 x^7+e^5 \left(128 x^5-64 x^6\right)\right)+e^{2 x} \left(32 x^3-32 x^4+8 x^5+96 x^6-96 x^7+24 x^8+e^{10} \left(8 x^3+24 x^6\right)+e^5 \left(-32 x^3+16 x^4-96 x^6+48 x^7\right)\right)+e^{3 x} \left(-32 x^4+32 x^5-8 x^6-32 x^7+32 x^8-8 x^9+e^{10} \left(-8 x^4-8 x^7\right)+e^5 \left(32 x^4-16 x^5+32 x^7-16 x^8\right)\right)+e^{4 x} \left(4 x^2-4 x^3+x^4+8 x^5-8 x^6+2 x^7+4 x^8-4 x^9+x^{10}+e^{10} \left(x^2+2 x^5+x^8\right)+e^5 \left(-4 x^2+2 x^3-8 x^5+4 x^6-4 x^8+2 x^9\right)\right)} \, dx","Int[(E^x*(64*x^4 + 16*E^10*x^4 - 64*x^5 + 16*x^6 + E^5*(-64*x^4 + 32*x^5)) + E^(2*x)*(16*x - 28*x^2 + 8*x^3 - 128*x^5 - 32*E^10*x^5 + 128*x^6 - 32*x^7 + E^5*(-8*x + 8*x^2 + 128*x^5 - 64*x^6)) + E^(3*x)*(-24*x^2 + 56*x^3 - 36*x^4 + 8*x^5 + 96*x^6 - 96*x^7 + 24*x^8 + E^10*(8*x^3 + 24*x^6) + E^5*(12*x^2 - 36*x^3 + 16*x^4 - 96*x^6 + 48*x^7)) + E^(4*x)*(2 - 2*x + 8*x^3 - 37*x^4 + 32*x^5 - 8*x^6 - 32*x^7 + 32*x^8 - 8*x^9 + E^10*(-8*x^4 - 8*x^7) + E^5*(-1 - 4*x^3 + 32*x^4 - 16*x^5 + 32*x^7 - 16*x^8)) + E^(5*x)*(4*x^2 - 4*x^3 + x^4 + 8*x^5 - 8*x^6 + 2*x^7 + 4*x^8 - 4*x^9 + x^10 + E^10*(x^2 + 2*x^5 + x^8) + E^5*(-4*x^2 + 2*x^3 - 8*x^5 + 4*x^6 - 4*x^8 + 2*x^9)))/(64*x^4 + 16*E^10*x^4 - 64*x^5 + 16*x^6 + E^5*(-64*x^4 + 32*x^5) + E^x*(-128*x^5 - 32*E^10*x^5 + 128*x^6 - 32*x^7 + E^5*(128*x^5 - 64*x^6)) + E^(2*x)*(32*x^3 - 32*x^4 + 8*x^5 + 96*x^6 - 96*x^7 + 24*x^8 + E^10*(8*x^3 + 24*x^6) + E^5*(-32*x^3 + 16*x^4 - 96*x^6 + 48*x^7)) + E^(3*x)*(-32*x^4 + 32*x^5 - 8*x^6 - 32*x^7 + 32*x^8 - 8*x^9 + E^10*(-8*x^4 - 8*x^7) + E^5*(32*x^4 - 16*x^5 + 32*x^7 - 16*x^8)) + E^(4*x)*(4*x^2 - 4*x^3 + x^4 + 8*x^5 - 8*x^6 + 2*x^7 + 4*x^8 - 4*x^9 + x^10 + E^10*(x^2 + 2*x^5 + x^8) + E^5*(-4*x^2 + 2*x^3 - 8*x^5 + 4*x^6 - 4*x^8 + 2*x^9))),x]","\text{\$Aborted}","\frac{1}{\left(x+e^5-2\right) \left(\left(2 e^{-x} x-x^2\right)^2+x\right)}+e^x-2",1,"$Aborted","F",0,0,0,0,-1,"{}"
5730,0,0,0,1.4107028,"\int \frac{-20 x^3-10 x^5+\left(20 x+10 x^3\right) \log (x)+\left(-10+5 x^2\right) \log ^2(x)+\left(40 x^2+20 x^4+\left(-20-10 x^2\right) \log (x)+\left(-10-5 x^2\right) \log ^2(x)\right) \log \left(\frac{2+x^2}{x}\right)+\left(-20 x-10 x^3\right) \log ^2\left(\frac{2+x^2}{x}\right)}{2 x^2+x^4+\left(-4 x-2 x^3\right) \log \left(\frac{2+x^2}{x}\right)+\left(2+x^2\right) \log ^2\left(\frac{2+x^2}{x}\right)} \, dx","Int[(-20*x^3 - 10*x^5 + (20*x + 10*x^3)*Log[x] + (-10 + 5*x^2)*Log[x]^2 + (40*x^2 + 20*x^4 + (-20 - 10*x^2)*Log[x] + (-10 - 5*x^2)*Log[x]^2)*Log[(2 + x^2)/x] + (-20*x - 10*x^3)*Log[(2 + x^2)/x]^2)/(2*x^2 + x^4 + (-4*x - 2*x^3)*Log[(2 + x^2)/x] + (2 + x^2)*Log[(2 + x^2)/x]^2),x]","\int \frac{-20 x^3-10 x^5+\left(20 x+10 x^3\right) \log (x)+\left(-10+5 x^2\right) \log ^2(x)+\left(40 x^2+20 x^4+\left(-20-10 x^2\right) \log (x)+\left(-10-5 x^2\right) \log ^2(x)\right) \log \left(\frac{2+x^2}{x}\right)+\left(-20 x-10 x^3\right) \log ^2\left(\frac{2+x^2}{x}\right)}{2 x^2+x^4+\left(-4 x-2 x^3\right) \log \left(\frac{2+x^2}{x}\right)+\left(2+x^2\right) \log ^2\left(\frac{2+x^2}{x}\right)} \, dx","5 \left(x \left(\frac{\log ^2(x)}{x-\log \left(x+\frac{2}{x}\right)}-x\right)-4\right)",1,"-5*x^2 + 5*Defer[Int][Log[x]^2/(x - Log[2/x + x])^2, x] - (5*I)*Sqrt[2]*Defer[Int][Log[x]^2/((I*Sqrt[2] - x)*(x - Log[2/x + x])^2), x] - 5*Defer[Int][(x*Log[x]^2)/(x - Log[2/x + x])^2, x] - (5*I)*Sqrt[2]*Defer[Int][Log[x]^2/((I*Sqrt[2] + x)*(x - Log[2/x + x])^2), x] + 10*Defer[Int][Log[x]/(x - Log[2/x + x]), x] + 5*Defer[Int][Log[x]^2/(x - Log[2/x + x]), x]","F",0,0,0,0,-1,"{}"
5731,0,0,0,1.7698877,"\int \frac{64-32 x+e^{4+x^3} \left(16-8 x+x^2-48 x^3+24 x^4-3 x^5\right)}{256+e^{4+x^3} (128-32 x)+e^{8+2 x^3} \left(16-8 x+x^2\right)} \, dx","Int[(64 - 32*x + E^(4 + x^3)*(16 - 8*x + x^2 - 48*x^3 + 24*x^4 - 3*x^5))/(256 + E^(4 + x^3)*(128 - 32*x) + E^(8 + 2*x^3)*(16 - 8*x + x^2)),x]","\int \frac{64-32 x+e^{4+x^3} \left(16-8 x+x^2-48 x^3+24 x^4-3 x^5\right)}{256+e^{4+x^3} (128-32 x)+e^{8+2 x^3} \left(16-8 x+x^2\right)} \, dx","\frac{x}{e^{x^3+4}-\frac{16}{x-4}}",1,"-4*Defer[Int][(-16 + E^(4 + x^3)*(-4 + x))^(-1), x] - 16*Defer[Int][x/(16 - E^(4 + x^3)*(-4 + x))^2, x] + Defer[Int][x/(-16 + E^(4 + x^3)*(-4 + x)), x] + 192*Defer[Int][x^3/(16 - E^(4 + x^3)*(-4 + x))^2, x] + 12*Defer[Int][x^3/(-16 + E^(4 + x^3)*(-4 + x)), x] - 48*Defer[Int][x^4/(16 - E^(4 + x^3)*(-4 + x))^2, x] - 3*Defer[Int][x^4/(-16 + E^(4 + x^3)*(-4 + x)), x]","F",0,0,0,0,-1,"{}"
5732,0,0,0,10.519621,"\int \frac{9-9 e^x+9 x+\left(36+58 x+6 x^2+e^x \left(-36-22 x-2 x^2\right)\right) \log \left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)+\left(9-9 e^x+9 x\right) \log ^2\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)}{-x^2+e^x x^2-x^3+\left(-2 x^2+2 e^x x^2-2 x^3\right) \log ^2\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)+\left(-x^2+e^x x^2-x^3\right) \log ^4\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)} \, dx","Int[(9 - 9*E^x + 9*x + (36 + 58*x + 6*x^2 + E^x*(-36 - 22*x - 2*x^2))*Log[(x^2 - E^x*x^2 + x^3)/5] + (9 - 9*E^x + 9*x)*Log[(x^2 - E^x*x^2 + x^3)/5]^2)/(-x^2 + E^x*x^2 - x^3 + (-2*x^2 + 2*E^x*x^2 - 2*x^3)*Log[(x^2 - E^x*x^2 + x^3)/5]^2 + (-x^2 + E^x*x^2 - x^3)*Log[(x^2 - E^x*x^2 + x^3)/5]^4),x]","\int \frac{9-9 e^x+9 x+\left(36+58 x+6 x^2+e^x \left(-36-22 x-2 x^2\right)\right) \log \left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)+\left(9-9 e^x+9 x\right) \log ^2\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)}{-x^2+e^x x^2-x^3+\left(-2 x^2+2 e^x x^2-2 x^3\right) \log ^2\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)+\left(-x^2+e^x x^2-x^3\right) \log ^4\left(\frac{1}{5} \left(x^2-e^x x^2+x^3\right)\right)} \, dx","\frac{\frac{9}{x}+1}{\log ^2\left(\frac{1}{5} x^2 \left(x-e^x+1\right)\right)+1}",1,"-2*Defer[Int][Log[(x^2*(1 - E^x + x))/5]/(1 + Log[(x^2*(1 - E^x + x))/5]^2)^2, x] - 18*Defer[Int][Log[(x^2*(1 - E^x + x))/5]/((-1 + E^x - x)*(1 + Log[(x^2*(1 - E^x + x))/5]^2)^2), x] - 36*Defer[Int][Log[(x^2*(1 - E^x + x))/5]/(x^2*(1 + Log[(x^2*(1 - E^x + x))/5]^2)^2), x] - 22*Defer[Int][Log[(x^2*(1 - E^x + x))/5]/(x*(1 + Log[(x^2*(1 - E^x + x))/5]^2)^2), x] - 2*Defer[Int][(x*Log[(x^2*(1 - E^x + x))/5])/((-1 + E^x - x)*(1 + Log[(x^2*(1 - E^x + x))/5]^2)^2), x] - 9*Defer[Int][1/(x^2*(1 + Log[(x^2*(1 - E^x + x))/5]^2)), x]","F",0,0,0,0,-1,"{}"
5733,1,36,0,0.3437713,"\int \frac{-48-123 x-66 x^2-20 x^3-6 x^4-x^5+\left(18 x+12 x^2+2 x^3\right) \log (4 x)}{9 x^3+6 x^4+x^5} \, dx","Int[(-48 - 123*x - 66*x^2 - 20*x^3 - 6*x^4 - x^5 + (18*x + 12*x^2 + 2*x^3)*Log[4*x])/(9*x^3 + 6*x^4 + x^5),x]","\frac{8}{3 x^2}-x+\frac{8}{9 (x+3)}+\frac{73}{9 x}-\frac{2 \log (4 x)}{x}","\frac{-x^2+2 \left(x+\frac{4}{(x+3) x}-\log (4 x)\right)+9}{x}",1,"8/(3*x^2) + 73/(9*x) - x + 8/(9*(3 + x)) - (2*Log[4*x])/x","A",15,6,61,0.09836,1,"{1594, 27, 6742, 44, 43, 2304}"
5734,0,0,0,2.0065268,"\int \frac{e^8 \left(25 x^2-10 x^3+x^4\right)+\exp \left(\frac{-x+e^8 \left(-10 x+2 x^2\right)}{e^8 (-5+x)}\right) \left(5 x+e^8 \left(-25+60 x-21 x^2+2 x^3\right)\right)}{e^8 \left(25 x^2-10 x^3+x^4\right)} \, dx","Int[(E^8*(25*x^2 - 10*x^3 + x^4) + E^((-x + E^8*(-10*x + 2*x^2))/(E^8*(-5 + x)))*(5*x + E^8*(-25 + 60*x - 21*x^2 + 2*x^3)))/(E^8*(25*x^2 - 10*x^3 + x^4)),x]","\int \frac{e^8 \left(25 x^2-10 x^3+x^4\right)+\exp \left(\frac{-x+e^8 \left(-10 x+2 x^2\right)}{e^8 (-5+x)}\right) \left(5 x+e^8 \left(-25+60 x-21 x^2+2 x^3\right)\right)}{e^8 \left(25 x^2-10 x^3+x^4\right)} \, dx","x+\frac{e^{\frac{x}{e^8 (5-x)}+2 x}}{x}-1",1,"x + Defer[Int][E^(2*x - x/(E^8*(-5 + x)))/(-5 + x)^2, x]/E^8 - Defer[Int][E^(2*x - x/(E^8*(-5 + x)))/(-5 + x), x]/(5*E^8) - Defer[Int][E^(8 + 2*x - x/(E^8*(-5 + x)))/x^2, x]/E^8 + ((10 + E^(-8))*Defer[Int][E^(2*x - x/(E^8*(-5 + x)))/x, x])/5","F",0,0,0,0,-1,"{}"
5735,0,0,0,0.5159735,"\int \frac{e^{25/x} (-125-15 x)-5 x^5}{e^{25/x} x^2-2 x^5-x^6} \, dx","Int[(E^(25/x)*(-125 - 15*x) - 5*x^5)/(E^(25/x)*x^2 - 2*x^5 - x^6),x]","\int \frac{e^{25/x} (-125-15 x)-5 x^5}{e^{25/x} x^2-2 x^5-x^6} \, dx","5 \log \left(e^5 \left(-\frac{e^{25/x}}{x^3}+x+2\right)\right)",1,"125/x - 15*Log[x] + 250*Defer[Int][x/(-E^(25/x) + 2*x^3 + x^4), x] + 155*Defer[Int][x^2/(-E^(25/x) + 2*x^3 + x^4), x] + 20*Defer[Int][x^3/(-E^(25/x) + 2*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
5736,1,8,0,0.0026704,"\int \frac{-120+105 x}{x} \, dx","Int[(-120 + 105*x)/x,x]","105 x-120 \log (x)","3 \left(40 \left(-\log \left(e^{-x} x\right)-e^4+8\right)-5 x\right)+5",1,"105*x - 120*Log[x]","A",2,1,9,0.1111,1,"{43}"
5737,1,19,0,0.3730276,"\int \frac{e^{\frac{49+126 x^2+81 x^4-9 x^5}{9 x^4}} \left(-196-252 x^2-9 x^5\right)}{9 x^5} \, dx","Int[(E^((49 + 126*x^2 + 81*x^4 - 9*x^5)/(9*x^4))*(-196 - 252*x^2 - 9*x^5))/(9*x^5),x]","e^{\frac{49}{9 x^4}+\frac{14}{x^2}-x+9}","e^{\frac{1}{9} \left(\frac{7 \left(x+\frac{1}{x}\right)}{x}+2\right)^2-x}",1,"E^(9 + 49/(9*x^4) + 14/x^2 - x)","A",3,3,45,0.06667,1,"{12, 6688, 6706}"
5738,0,0,0,0.6903641,"\int \frac{e^{-2 x} \left(e^{3+2 x} x^2+e^{3+\frac{12 e^{-2 x}}{x}} (12+24 x)\right)}{x^2} \, dx","Int[(E^(3 + 2*x)*x^2 + E^(3 + 12/(E^(2*x)*x))*(12 + 24*x))/(E^(2*x)*x^2),x]","\int \frac{e^{-2 x} \left(e^{3+2 x} x^2+e^{3+\frac{12 e^{-2 x}}{x}} (12+24 x)\right)}{x^2} \, dx","e^3 \left(x-e^{\frac{12 e^{-2 x}}{x}}+2\right)",1,"E^3*x + 12*Defer[Int][E^(3 + 12/(E^(2*x)*x) - 2*x)/x^2, x] + 24*Defer[Int][E^(3 + 12/(E^(2*x)*x) - 2*x)/x, x]","F",0,0,0,0,-1,"{}"
5739,0,0,0,11.3344574,"\int \frac{e^x \left(-8+e^{20} (-32+6 x)\right) \log \left(\log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)\right)+e^x \left(1-x+e^{20} \left(4-5 x+x^2\right)\right) \log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right) \log ^2\left(\log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)\right)}{\left(-x^2+e^{20} \left(-4 x^2+x^3\right)\right) \log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)} \, dx","Int[(E^x*(-8 + E^20*(-32 + 6*x))*Log[Log[-((E^20*x^4)/(-1 + E^20*(-4 + x)))]] + E^x*(1 - x + E^20*(4 - 5*x + x^2))*Log[-((E^20*x^4)/(-1 + E^20*(-4 + x)))]*Log[Log[-((E^20*x^4)/(-1 + E^20*(-4 + x)))]]^2)/((-x^2 + E^20*(-4*x^2 + x^3))*Log[-((E^20*x^4)/(-1 + E^20*(-4 + x)))]),x]","\int \frac{e^x \left(-8+e^{20} (-32+6 x)\right) \log \left(\log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)\right)+e^x \left(1-x+e^{20} \left(4-5 x+x^2\right)\right) \log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right) \log ^2\left(\log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)\right)}{\left(-x^2+e^{20} \left(-4 x^2+x^3\right)\right) \log \left(-\frac{e^{20} x^4}{-1+e^{20} (-4+x)}\right)} \, dx","\frac{e^x \log ^2\left(\log \left(\frac{x^4}{-x+\frac{1}{e^{20}}+4}\right)\right)}{x}",1,"8*Defer[Int][(E^x*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]])/(x^2*Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]), x] + (2*Defer[Int][(E^(20 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]])/(x*Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]), x])/(1 + 4*E^20) + (2*Defer[Int][(E^(40 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]])/((1 + 4*E^20 - E^20*x)*Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]), x])/(1 + 4*E^20) - Defer[Int][(E^x*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/x^2, x] + ((1 + 5*E^20)*Defer[Int][(E^x*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/x, x])/(1 + 4*E^20) - Defer[Int][(E^(20 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/x, x]/(1 + 4*E^20) + ((1 + 5*E^20)*Defer[Int][(E^(20 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/(1 + 4*E^20 - E^20*x), x])/(1 + 4*E^20) + Defer[Int][(E^(20 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/(-1 - 4*E^20 + E^20*x), x] + Defer[Int][(E^(40 + x)*Log[Log[-((E^20*x^4)/(-1 - 4*E^20 + E^20*x))]]^2)/(-1 - 4*E^20 + E^20*x), x]/(1 + 4*E^20)","F",0,0,0,0,-1,"{}"
5740,1,16,0,0.0122266,"\int \frac{4+(-3-\log (5)) \log (x)}{3+\log (5)} \, dx","Int[(4 + (-3 - Log[5])*Log[x])/(3 + Log[5]),x]","x+x (-\log (x))+\frac{4 x}{3+\log (5)}","x+x (-\log (x))+\frac{4 (x+1)}{3+\log (5)}",1,"x + (4*x)/(3 + Log[5]) - x*Log[x]","A",3,2,18,0.1111,1,"{12, 2295}"
5741,1,20,0,0.2805468,"\int \frac{32 x^3-6 x^4+e \left(-2 x-32 x^2+12 x^3\right)+2 x^2 \log \left(e^2 x\right)+\left(e^2 \left(2+32 x-12 x^2\right)+e \left(-32 x^2+6 x^3\right)-2 e x \log \left(e^2 x\right)\right) \log \left(16 x-3 x^2+\log \left(e^2 x\right)\right)}{16 x^2-3 x^3+x \log \left(e^2 x\right)} \, dx","Int[(32*x^3 - 6*x^4 + E*(-2*x - 32*x^2 + 12*x^3) + 2*x^2*Log[E^2*x] + (E^2*(2 + 32*x - 12*x^2) + E*(-32*x^2 + 6*x^3) - 2*E*x*Log[E^2*x])*Log[16*x - 3*x^2 + Log[E^2*x]])/(16*x^2 - 3*x^3 + x*Log[E^2*x]),x]","\left(x-e \log \left(-3 x^2+16 x+\log (x)+2\right)\right)^2","\left(e \log \left(\log \left(e^2 x\right)-x (3 x-16)\right)-x\right)^2+1",1,"(x - E*Log[2 + 16*x - 3*x^2 + Log[x]])^2","A",3,3,115,0.02609,1,"{6688, 12, 6686}"
5742,1,37,0,0.0644797,"\int \frac{-800-31920 x+4798 x^2-240 x^3+4 x^4+\left(2+80 x-4 x^2\right) \log (x)}{x} \, dx","Int[(-800 - 31920*x + 4798*x^2 - 240*x^3 + 4*x^4 + (2 + 80*x - 4*x^2)*Log[x])/x,x]","x^4-80 x^3+2400 x^2-2 x^2 \log (x)-32000 x+\log ^2(x)+80 x \log (x)-800 \log (x)","\left((20-x)^2-\log (x)\right)^2",1,"-32000*x + 2400*x^2 - 80*x^3 + x^4 - 800*Log[x] + 80*x*Log[x] - 2*x^2*Log[x] + Log[x]^2","B",9,6,37,0.1622,1,"{14, 893, 2357, 2295, 2301, 2304}"
5743,0,0,0,11.3361502,"\int \frac{-800 x-40 x^5+\left(800 x+800 x^3-280 x^5-40 x^7\right) \log (x)+\left(-100-200 x^2+75 x^4+10 x^6\right) \log ^3(x)+\left(-80 x^5 \log (x)+20 x^4 \log ^3(x)\right) \log \left(\frac{-4 x^2+x \log ^2(x)}{\log ^2(x)}\right)}{\left(-1600 x^2-160 x^6-4 x^{10}\right) \log (x)+\left(400 x+40 x^5+x^9\right) \log ^3(x)} \, dx","Int[(-800*x - 40*x^5 + (800*x + 800*x^3 - 280*x^5 - 40*x^7)*Log[x] + (-100 - 200*x^2 + 75*x^4 + 10*x^6)*Log[x]^3 + (-80*x^5*Log[x] + 20*x^4*Log[x]^3)*Log[(-4*x^2 + x*Log[x]^2)/Log[x]^2])/((-1600*x^2 - 160*x^6 - 4*x^10)*Log[x] + (400*x + 40*x^5 + x^9)*Log[x]^3),x]","\int \frac{-800 x-40 x^5+\left(800 x+800 x^3-280 x^5-40 x^7\right) \log (x)+\left(-100-200 x^2+75 x^4+10 x^6\right) \log ^3(x)+\left(-80 x^5 \log (x)+20 x^4 \log ^3(x)\right) \log \left(\frac{-4 x^2+x \log ^2(x)}{\log ^2(x)}\right)}{\left(-1600 x^2-160 x^6-4 x^{10}\right) \log (x)+\left(400 x+40 x^5+x^9\right) \log ^3(x)} \, dx","\frac{-x^2-\log \left(x-\frac{4 x^2}{\log ^2(x)}\right)-4}{\frac{x^4}{5}+4}",1,"-((x*(5*x - x^3))/(20 + x^4)) - Log[x]/4 + Log[20 + x^4]/16 - Log[-4*x + Log[x]^2]/4 + 200*Defer[Int][1/(x*(20 + x^4)^2*Log[x]), x] + 10*Defer[Int][x^3/((20 + x^4)^2*Log[x]), x] - (1/4 - I/4)*5^(1/4)*Defer[Int][1/(((1 - I)*5^(1/4) - x)*(4*x - Log[x]^2)), x] - (1/4 + I/4)*5^(1/4)*Defer[Int][1/(((1 + I)*5^(1/4) - x)*(4*x - Log[x]^2)), x] - (1/4 - I/4)*5^(1/4)*Defer[Int][1/(((1 - I)*5^(1/4) + x)*(4*x - Log[x]^2)), x] - (1/4 + I/4)*5^(1/4)*Defer[Int][1/(((1 + I)*5^(1/4) + x)*(4*x - Log[x]^2)), x] + Defer[Int][Log[x]/(((1 - I)*5^(1/4) - x)*(4*x - Log[x]^2)), x]/8 + Defer[Int][Log[x]/(((1 + I)*5^(1/4) - x)*(4*x - Log[x]^2)), x]/8 - Defer[Int][Log[x]/(((1 - I)*5^(1/4) + x)*(4*x - Log[x]^2)), x]/8 - Defer[Int][Log[x]/(((1 + I)*5^(1/4) + x)*(4*x - Log[x]^2)), x]/8 - Defer[Int][(-4*x + Log[x]^2)^(-1), x] + 20*Defer[Int][(x^3*Log[x - (4*x^2)/Log[x]^2])/(20 + x^4)^2, x]","F",0,0,0,0,-1,"{}"
5744,1,25,0,0.0739582,"\int \frac{-36 e^{\frac{6}{x^2}}+54 x^4+e^{\frac{3}{x^2}} \left(108 x-18 x^3\right)}{x^3} \, dx","Int[(-36*E^(6/x^2) + 54*x^4 + E^(3/x^2)*(108*x - 18*x^3))/x^3,x]","27 x^2-18 e^{\frac{3}{x^2}} x+3 e^{\frac{6}{x^2}}","3 \left(e^{\frac{3}{x^2}}-3 x\right)^2",1,"3*E^(6/x^2) - 18*E^(3/x^2)*x + 27*x^2","A",4,3,36,0.08333,1,"{14, 2209, 2288}"
5745,0,0,0,5.0062236,"\int \frac{2 x^2+e^{\frac{-1+x+x^2+\log ^2(x)}{x}} \left(1+x^2+2 \log (x)-\log ^2(x)\right)}{2 e^{\frac{-1+x+x^2+\log ^2(x)}{x}} x^2+4 x^3} \, dx","Int[(2*x^2 + E^((-1 + x + x^2 + Log[x]^2)/x)*(1 + x^2 + 2*Log[x] - Log[x]^2))/(2*E^((-1 + x + x^2 + Log[x]^2)/x)*x^2 + 4*x^3),x]","\int \frac{2 x^2+e^{\frac{-1+x+x^2+\log ^2(x)}{x}} \left(1+x^2+2 \log (x)-\log ^2(x)\right)}{2 e^{\frac{-1+x+x^2+\log ^2(x)}{x}} x^2+4 x^3} \, dx","\frac{1}{4} \log \left(\left(-e^{\frac{x^2+x+\log ^2(x)-1}{x}}-2 x\right)^2\right)",1,"-1/2*1/x + x/2 + Log[x]^2/(2*x) + Defer[Int][E^x^(-1)/(E^(1 + x + Log[x]^2/x) + 2*E^x^(-1)*x), x] - Defer[Int][(E^x^(-1)*x)/(E^(1 + x + Log[x]^2/x) + 2*E^x^(-1)*x), x] - 2*Defer[Int][(E^x^(-1)*Log[x])/(x*(E^(1 + x + Log[x]^2/x) + 2*E^x^(-1)*x)), x] + Defer[Int][(E^x^(-1)*Log[x]^2)/(x*(E^(1 + x + Log[x]^2/x) + 2*E^x^(-1)*x)), x] + E^(-1 - x - Log[x]^2/x)*Defer[Subst][Defer[Int][E^(E^(-1 - x - Log[x]^2/x)*(-2*E^x^(-1) + x))/x, x], x, (E^(1 + x + Log[x]^2/x) + 2*E^x^(-1)*x)/x]","F",0,0,0,0,-1,"{}"
5746,0,0,0,3.5584807,"\int \frac{e^{\frac{x^3}{4+2 x+\log (2+x)}} \left(16+16 x+28 x^2+19 x^3+4 x^4+\left(8+4 x+6 x^2+3 x^3\right) \log (2+x)+\log ^2(2+x)\right)}{16+16 x+4 x^2+(8+4 x) \log (2+x)+\log ^2(2+x)} \, dx","Int[(E^(x^3/(4 + 2*x + Log[2 + x]))*(16 + 16*x + 28*x^2 + 19*x^3 + 4*x^4 + (8 + 4*x + 6*x^2 + 3*x^3)*Log[2 + x] + Log[2 + x]^2))/(16 + 16*x + 4*x^2 + (8 + 4*x)*Log[2 + x] + Log[2 + x]^2),x]","\int \frac{e^{\frac{x^3}{4+2 x+\log (2+x)}} \left(16+16 x+28 x^2+19 x^3+4 x^4+\left(8+4 x+6 x^2+3 x^3\right) \log (2+x)+\log ^2(2+x)\right)}{16+16 x+4 x^2+(8+4 x) \log (2+x)+\log ^2(2+x)} \, dx","(x+2) e^{\frac{x^3}{2 x+\log (x+2)+4}}",1,"Defer[Int][E^(x^3/(4 + 2*x + Log[2 + x])), x] - 5*Defer[Int][(E^(x^3/(4 + 2*x + Log[2 + x]))*x^3)/(4 + 2*x + Log[2 + x])^2, x] - 2*Defer[Int][(E^(x^3/(4 + 2*x + Log[2 + x]))*x^4)/(4 + 2*x + Log[2 + x])^2, x] + 6*Defer[Int][(E^(x^3/(4 + 2*x + Log[2 + x]))*x^2)/(4 + 2*x + Log[2 + x]), x] + 3*Defer[Int][(E^(x^3/(4 + 2*x + Log[2 + x]))*x^3)/(4 + 2*x + Log[2 + x]), x]","F",0,0,0,0,-1,"{}"
5747,1,28,0,1.7203053,"\int \frac{e^{-2-\log ^2\left(-2 x-x^2\right)} \left(-2-x+e^{2+\log ^2\left(-2 x-x^2\right)} \left(2+x+e^5 (2+x)\right)+(4+4 x) \log (x) \log \left(-2 x-x^2\right)\right)}{2 x+x^2} \, dx","Int[(E^(-2 - Log[-2*x - x^2]^2)*(-2 - x + E^(2 + Log[-2*x - x^2]^2)*(2 + x + E^5*(2 + x)) + (4 + 4*x)*Log[x]*Log[-2*x - x^2]))/(2*x + x^2),x]","\left(1+e^5\right) \log (x)-e^{-\log ^2(-x (x+2))-2} \log (x)","\left(-e^{-\log ^2((-x-2) x)-2}+1+e^5\right) \log (x)",1,"-(E^(-2 - Log[-(x*(2 + x))]^2)*Log[x]) + (1 + E^5)*Log[x]","A",7,5,78,0.06410,1,"{1593, 6742, 6688, 29, 2288}"
5748,1,57,0,0.4422808,"\int \frac{-16 x+(5+8 x) \log \left(\frac{25+80 x+64 x^2}{64 \log ^2(12)}\right)+e^{4 x^2} \left(40 x+64 x^2\right) \log ^2\left(\frac{25+80 x+64 x^2}{64 \log ^2(12)}\right)}{(5+8 x) \log ^2\left(\frac{25+80 x+64 x^2}{64 \log ^2(12)}\right)} \, dx","Int[(-16*x + (5 + 8*x)*Log[(25 + 80*x + 64*x^2)/(64*Log[12]^2)] + E^(4*x^2)*(40*x + 64*x^2)*Log[(25 + 80*x + 64*x^2)/(64*Log[12]^2)]^2)/((5 + 8*x)*Log[(25 + 80*x + 64*x^2)/(64*Log[12]^2)]^2),x]","e^{4 x^2}+\frac{8 x+5}{8 \log \left(\frac{(8 x+5)^2}{64 \log ^2(12)}\right)}-\frac{5}{8 \log \left(\frac{(8 x+5)^2}{64 \log ^2(12)}\right)}","e^{4 x^2}+\frac{x}{\log \left(\frac{\left(x+\frac{5}{8}\right)^2}{\log ^2(12)}\right)}",1,"E^(4*x^2) - 5/(8*Log[(5 + 8*x)^2/(64*Log[12]^2)]) + (5 + 8*x)/(8*Log[(5 + 8*x)^2/(64*Log[12]^2)])","B",14,10,96,0.1042,1,"{6688, 2209, 2411, 2353, 2297, 2300, 2178, 2302, 30, 2389}"
5749,1,13,0,0.0125799,"\int e^{24 x-48 x^2} (288-1152 x) \, dx","Int[E^(24*x - 48*x^2)*(288 - 1152*x),x]","12 e^{24 x-48 x^2}","12 e^{-12 x (4 x-2)}-e^4",1,"12*E^(24*x - 48*x^2)","A",1,1,17,0.05882,1,"{2236}"
5750,-1,0,0,180.0010985,"\int \frac{-400-100 x-800 x^2+1240 x^3-816 x^4+774 x^5-736 x^6+368 x^7-88 x^8+8 x^9+e^{4 x} \left(-16 x+4 x^2\right)+e^{3 x} \left(-32 x-56 x^2+64 x^3-12 x^4\right)+e^{2 x} \left(-40-170 x-152 x^2+144 x^3+72 x^4-72 x^5+12 x^6\right)+e^x \left(-480 x+120 x^2-204 x^3+696 x^4-448 x^5+72 x^6+16 x^7-4 x^8\right)+\left(-400+100 x-1600 x^2+2560 x^3-1968 x^4+2272 x^5-2208 x^6+1104 x^7-264 x^8+24 x^9+e^{4 x} \left(-48 x+12 x^2\right)+e^{3 x} \left(-96 x-168 x^2+192 x^3-36 x^4\right)+e^{2 x} \left(-80-320 x-496 x^2+432 x^3+216 x^4-216 x^5+36 x^6\right)+e^x \left(-960 x+320 x^2-832 x^3+2128 x^4-1344 x^5+216 x^6+48 x^7-12 x^8\right)\right) \log (-4+x)+\left(-800 x^2+1320 x^3-1408 x^4+2202 x^5-2208 x^6+1104 x^7-264 x^8+24 x^9+e^{4 x} \left(-48 x+12 x^2\right)+e^{3 x} \left(-96 x-168 x^2+192 x^3-36 x^4\right)+e^{2 x} \left(-40-150 x-536 x^2+432 x^3+216 x^4-216 x^5+36 x^6\right)+e^x \left(-480 x+200 x^2-1012 x^3+2168 x^4-1344 x^5+216 x^6+48 x^7-12 x^8\right)\right) \log ^2(-4+x)+\left(-256 x^4+704 x^5-736 x^6+368 x^7-88 x^8+8 x^9+e^{4 x} \left(-16 x+4 x^2\right)+e^{3 x} \left(-32 x-56 x^2+64 x^3-12 x^4\right)+e^{2 x} \left(-192 x^2+144 x^3+72 x^4-72 x^5+12 x^6\right)+e^x \left(-384 x^3+736 x^4-448 x^5+72 x^6+16 x^7-4 x^8\right)\right) \log ^3(-4+x)+\left(-200-150 x-320 x^2+520 x^3-240 x^4+30 x^5+e^{2 x} \left(-90 x+20 x^2\right)+e^x \left(-160 x+100 x^3-20 x^4\right)+\left(-200+50 x-640 x^2+1080 x^3-520 x^4+70 x^5+e^{2 x} \left(-170 x+40 x^2\right)+e^x \left(-320 x+40 x^2+180 x^3-40 x^4\right)\right) \log (-4+x)+\left(-320 x^2+560 x^3-280 x^4+40 x^5+e^{2 x} \left(-80 x+20 x^2\right)+e^x \left(-160 x+40 x^2+80 x^3-20 x^4\right)\right) \log ^2(-4+x)\right) \log (x)-50 x \log ^2(x)}{-100 x+25 x^2+\left(-300 x+75 x^2\right) \log (-4+x)+\left(-300 x+75 x^2\right) \log ^2(-4+x)+\left(-100 x+25 x^2\right) \log ^3(-4+x)} \, dx","Int[(-400 - 100*x - 800*x^2 + 1240*x^3 - 816*x^4 + 774*x^5 - 736*x^6 + 368*x^7 - 88*x^8 + 8*x^9 + E^(4*x)*(-16*x + 4*x^2) + E^(3*x)*(-32*x - 56*x^2 + 64*x^3 - 12*x^4) + E^(2*x)*(-40 - 170*x - 152*x^2 + 144*x^3 + 72*x^4 - 72*x^5 + 12*x^6) + E^x*(-480*x + 120*x^2 - 204*x^3 + 696*x^4 - 448*x^5 + 72*x^6 + 16*x^7 - 4*x^8) + (-400 + 100*x - 1600*x^2 + 2560*x^3 - 1968*x^4 + 2272*x^5 - 2208*x^6 + 1104*x^7 - 264*x^8 + 24*x^9 + E^(4*x)*(-48*x + 12*x^2) + E^(3*x)*(-96*x - 168*x^2 + 192*x^3 - 36*x^4) + E^(2*x)*(-80 - 320*x - 496*x^2 + 432*x^3 + 216*x^4 - 216*x^5 + 36*x^6) + E^x*(-960*x + 320*x^2 - 832*x^3 + 2128*x^4 - 1344*x^5 + 216*x^6 + 48*x^7 - 12*x^8))*Log[-4 + x] + (-800*x^2 + 1320*x^3 - 1408*x^4 + 2202*x^5 - 2208*x^6 + 1104*x^7 - 264*x^8 + 24*x^9 + E^(4*x)*(-48*x + 12*x^2) + E^(3*x)*(-96*x - 168*x^2 + 192*x^3 - 36*x^4) + E^(2*x)*(-40 - 150*x - 536*x^2 + 432*x^3 + 216*x^4 - 216*x^5 + 36*x^6) + E^x*(-480*x + 200*x^2 - 1012*x^3 + 2168*x^4 - 1344*x^5 + 216*x^6 + 48*x^7 - 12*x^8))*Log[-4 + x]^2 + (-256*x^4 + 704*x^5 - 736*x^6 + 368*x^7 - 88*x^8 + 8*x^9 + E^(4*x)*(-16*x + 4*x^2) + E^(3*x)*(-32*x - 56*x^2 + 64*x^3 - 12*x^4) + E^(2*x)*(-192*x^2 + 144*x^3 + 72*x^4 - 72*x^5 + 12*x^6) + E^x*(-384*x^3 + 736*x^4 - 448*x^5 + 72*x^6 + 16*x^7 - 4*x^8))*Log[-4 + x]^3 + (-200 - 150*x - 320*x^2 + 520*x^3 - 240*x^4 + 30*x^5 + E^(2*x)*(-90*x + 20*x^2) + E^x*(-160*x + 100*x^3 - 20*x^4) + (-200 + 50*x - 640*x^2 + 1080*x^3 - 520*x^4 + 70*x^5 + E^(2*x)*(-170*x + 40*x^2) + E^x*(-320*x + 40*x^2 + 180*x^3 - 40*x^4))*Log[-4 + x] + (-320*x^2 + 560*x^3 - 280*x^4 + 40*x^5 + E^(2*x)*(-80*x + 20*x^2) + E^x*(-160*x + 40*x^2 + 80*x^3 - 20*x^4))*Log[-4 + x]^2)*Log[x] - 50*x*Log[x]^2)/(-100*x + 25*x^2 + (-300*x + 75*x^2)*Log[-4 + x] + (-300*x + 75*x^2)*Log[-4 + x]^2 + (-100*x + 25*x^2)*Log[-4 + x]^3),x]","\text{\$Aborted}","\left(\frac{1}{5} \left(-x^2+2 x+e^x\right)^2+\frac{\log (x)+2}{\log (x-4)+1}\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
5751,1,86,0,0.6054087,"\int \frac{e^{-2+x^2} \left(-32-40 x+32 x^2+70 x^3+36 x^4-20 x^5+2 x^6\right) \log ^2(8)}{25 x^3} \, dx","Int[(E^(-2 + x^2)*(-32 - 40*x + 32*x^2 + 70*x^3 + 36*x^4 - 20*x^5 + 2*x^6)*Log[8]^2)/(25*x^3),x]","\frac{1}{25} e^{x^2-2} x^2 \log ^2(8)-\frac{2}{5} e^{x^2-2} x \log ^2(8)+\frac{17}{25} e^{x^2-2} \log ^2(8)+\frac{8 e^{x^2-2} \log ^2(8)}{5 x}+\frac{16 e^{x^2-2} \log ^2(8)}{25 x^2}","\frac{e^{x^2-2} \left(\frac{1}{5} \left(4-x^2\right)+x\right)^2 \log ^2(8)}{x^2}",1,"(17*E^(-2 + x^2)*Log[8]^2)/25 + (16*E^(-2 + x^2)*Log[8]^2)/(25*x^2) + (8*E^(-2 + x^2)*Log[8]^2)/(5*x) - (2*E^(-2 + x^2)*x*Log[8]^2)/5 + (E^(-2 + x^2)*x^2*Log[8]^2)/25","B",16,8,48,0.1667,1,"{12, 6741, 6742, 2204, 2214, 2210, 2209, 2212}"
5752,1,8,0,0.0026224,"\int \frac{4-4 x}{x} \, dx","Int[(4 - 4*x)/x,x]","4 \log (x)-4 x","4 (-x+\log (x)+1)-1",1,"-4*x + 4*Log[x]","A",2,1,9,0.1111,1,"{43}"
5753,1,36,0,0.0753131,"\int \frac{1}{125} \left(-6+140 x-450 x^2-500 x^3+e^{1+2 x+x^2+(-2-2 x) \log (3)+\log ^2(3)} (250+250 x-250 \log (3))\right) \, dx","Int[(-6 + 140*x - 450*x^2 - 500*x^3 + E^(1 + 2*x + x^2 + (-2 - 2*x)*Log[3] + Log[3]^2)*(250 + 250*x - 250*Log[3]))/125,x]","-x^4-\frac{6 x^3}{5}+\frac{14 x^2}{25}-\frac{6 x}{125}+e^{(x+1-\log (3))^2}","x^2-\left(\left(\frac{1}{5}-x\right)^2+x\right)^2+e^{(-x-1+\log (3))^2}",1,"E^(1 + x - Log[3])^2 - (6*x)/125 + (14*x^2)/25 - (6*x^3)/5 - x^4","A",4,3,51,0.05882,1,"{12, 2227, 2209}"
5754,1,53,0,0.4782293,"\int \frac{16+8 x+e^{\frac{x^2}{2}} \left(4+98 x-4 x^2-x^3\right)}{9216-768 x-176 x^2+8 x^3+x^4} \, dx","Int[(16 + 8*x + E^(x^2/2)*(4 + 98*x - 4*x^2 - x^3))/(9216 - 768*x - 176*x^2 + 8*x^3 + x^4),x]","\frac{e^{\frac{x^2}{2}}}{20 (x+12)}+\frac{e^{\frac{x^2}{2}}}{20 (8-x)}+\frac{4}{(x+12) (8-x)}","\frac{e^{\frac{x^2}{2}}+4}{(8-x) (x+12)}",1,"E^(x^2/2)/(20*(8 - x)) + E^(x^2/2)/(20*(12 + x)) + 4/((8 - x)*(12 + x))","B",9,4,51,0.07843,1,"{6742, 74, 2220, 2204}"
5755,1,20,0,0.0183282,"\int \frac{3+e^x \left(8 x^3+4 x^4\right)}{4 x^3} \, dx","Int[(3 + E^x*(8*x^3 + 4*x^4))/(4*x^3),x]","-\frac{3}{8 x^2}+e^x (x+2)-e^x","-\frac{3}{8 x^2}+e^x x+e^x+5",1,"-E^x - 3/(8*x^2) + E^x*(2 + x)","A",5,4,24,0.1667,1,"{12, 14, 2176, 2194}"
5756,0,0,0,7.3422943,"\int \frac{-10 x-x^2+\left(-75+20 x+17 x^2+2 x^3\right) \log (3)}{\left(-5 x^2-x^3+\left(-75 x-5 x^2+7 x^3+x^4\right) \log (3)\right) \log \left(\frac{-x^2+\left(-15 x+2 x^2+x^3\right) \log (3)}{5+x}\right) \log \left(5 \log \left(\frac{-x^2+\left(-15 x+2 x^2+x^3\right) \log (3)}{5+x}\right)\right)} \, dx","Int[(-10*x - x^2 + (-75 + 20*x + 17*x^2 + 2*x^3)*Log[3])/((-5*x^2 - x^3 + (-75*x - 5*x^2 + 7*x^3 + x^4)*Log[3])*Log[(-x^2 + (-15*x + 2*x^2 + x^3)*Log[3])/(5 + x)]*Log[5*Log[(-x^2 + (-15*x + 2*x^2 + x^3)*Log[3])/(5 + x)]]),x]","\int \frac{-10 x-x^2+\left(-75+20 x+17 x^2+2 x^3\right) \log (3)}{\left(-5 x^2-x^3+\left(-75 x-5 x^2+7 x^3+x^4\right) \log (3)\right) \log \left(\frac{-x^2+\left(-15 x+2 x^2+x^3\right) \log (3)}{5+x}\right) \log \left(5 \log \left(\frac{-x^2+\left(-15 x+2 x^2+x^3\right) \log (3)}{5+x}\right)\right)} \, dx","\log \left(\log \left(5 \log \left((x-3) x \log (3)-\frac{x^2}{x+5}\right)\right)\right)",1,"Defer[Int][1/((-5 - x)*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x] + Defer[Int][1/(x*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x] - (1 - (1 - Log[9])/Sqrt[60*Log[3]^2 + (-1 + Log[9])^2])*(4*Log[3]^2 + Log[9] - Log[9]^2)*Defer[Int][1/((1 - 2*x*Log[3] - Log[9] - Sqrt[1 + 60*Log[3]^2 - 2*Log[9] + Log[9]^2])*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x] - (1 + (1 - Log[9])/Sqrt[60*Log[3]^2 + (-1 + Log[9])^2])*(4*Log[3]^2 + Log[9] - Log[9]^2)*Defer[Int][1/((1 - 2*x*Log[3] - Log[9] + Sqrt[1 + 60*Log[3]^2 - 2*Log[9] + Log[9]^2])*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x] + (2*Log[3]*(1 + 12*Log[3]^2 - Log[9]*(1 + Log[729]))*Defer[Int][1/((1 - Log[9] - x*Log[9] + Sqrt[1 + 60*Log[3]^2 - 2*Log[9] + Log[9]^2])*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x])/Sqrt[60*Log[3]^2 + (-1 + Log[9])^2] + (2*Log[3]*(1 + 12*Log[3]^2 - Log[9]*(1 + Log[729]))*Defer[Int][1/((-1 + Log[9] + x*Log[9] + Sqrt[1 + 60*Log[3]^2 - 2*Log[9] + Log[9]^2])*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]*Log[5*Log[(x*(-15*Log[3] + x^2*Log[3] - x*(1 - Log[9])))/(5 + x)]]), x])/Sqrt[60*Log[3]^2 + (-1 + Log[9])^2]","F",0,0,0,0,-1,"{}"
5757,1,19,0,0.3329822,"\int \frac{-2 x+e^{-3-x^2} \left(-4 x-2 x^3\right) \log \left(2+x^2\right)}{\left(2+x^2\right) \log \left(2+x^2\right)} \, dx","Int[(-2*x + E^(-3 - x^2)*(-4*x - 2*x^3)*Log[2 + x^2])/((2 + x^2)*Log[2 + x^2]),x]","e^{-x^2-3}-\log \left(\log \left(x^2+2\right)\right)","e^{-x^2-3}-\log \left(\log \left(x^2+2\right)\right)+5",1,"E^(-3 - x^2) - Log[Log[2 + x^2]]","A",7,6,45,0.1333,1,"{6688, 2209, 2475, 2390, 2302, 29}"
5758,1,67,0,0.0419392,"\int \frac{1}{5} \left(46+2^{4 x} (5+20 x \log (2))+2^{2 x} (30+60 x \log (2))\right) \, dx","Int[(46 + 2^(4*x)*(5 + 20*x*Log[2]) + 2^(2*x)*(30 + 60*x*Log[2]))/5,x]","\frac{46 x}{5}+\frac{3\ 2^{2 x} (2 x \log (2)+1)}{\log (2)}+\frac{2^{4 x-2} (4 x \log (2)+1)}{\log (2)}-\frac{3\ 2^{2 x}}{\log (2)}-\frac{2^{4 x-2}}{\log (2)}","x \left(2^{2 x}+3\right)^2+\frac{x}{5}",1,"(46*x)/5 - (3*2^(2*x))/Log[2] - 2^(-2 + 4*x)/Log[2] + (3*2^(2*x)*(1 + 2*x*Log[2]))/Log[2] + (2^(-2 + 4*x)*(1 + 4*x*Log[2]))/Log[2]","B",6,3,32,0.09375,1,"{12, 2176, 2194}"
5759,0,0,0,8.0498186,"\int \frac{e^{2+e^{-e^{2 x}+x}+x} \left(12+84 x-28 x^2+160 x^3+320 x^4+e^{-e^{2 x}+x} \left(-12 x-28 x^2+160 x^3+320 x^4+e^{2 x} \left(24 x+56 x^2-320 x^3-640 x^4\right)\right)\right)}{x^2+8 x^3+16 x^4} \, dx","Int[(E^(2 + E^(-E^(2*x) + x) + x)*(12 + 84*x - 28*x^2 + 160*x^3 + 320*x^4 + E^(-E^(2*x) + x)*(-12*x - 28*x^2 + 160*x^3 + 320*x^4 + E^(2*x)*(24*x + 56*x^2 - 320*x^3 - 640*x^4))))/(x^2 + 8*x^3 + 16*x^4),x]","\int \frac{e^{2+e^{-e^{2 x}+x}+x} \left(12+84 x-28 x^2+160 x^3+320 x^4+e^{-e^{2 x}+x} \left(-12 x-28 x^2+160 x^3+320 x^4+e^{2 x} \left(24 x+56 x^2-320 x^3-640 x^4\right)\right)\right)}{x^2+8 x^3+16 x^4} \, dx","4 e^{x+e^{x-e^{2 x}}+2} \left(5-\frac{3}{x (4 x+1)}\right)",1,"12*Defer[Int][E^(2 + E^(-E^(2*x) + x) + x)/x^2, x] - 12*Defer[Int][E^(2 + E^(-E^(2*x) + x) + x)/x, x] - 12*Defer[Int][E^(2 - E^(2*x) + E^(-E^(2*x) + x) + 2*x)/x, x] + 24*Defer[Int][E^(2 - E^(2*x) + E^(-E^(2*x) + x) + 4*x)/x, x] - 192*Defer[Int][E^(2 + E^(-E^(2*x) + x) + x)/(1 + 4*x)^2, x] + 48*Defer[Int][E^(2 + E^(-E^(2*x) + x) + x)/(1 + 4*x), x] + 48*Defer[Int][E^(2 - E^(2*x) + E^(-E^(2*x) + x) + 2*x)/(1 + 4*x), x] - 96*Defer[Int][E^(2 - E^(2*x) + E^(-E^(2*x) + x) + 4*x)/(1 + 4*x), x] + 20*Defer[Subst][Defer[Int][E^(2 + x/E^x^2), x], x, E^x] + 20*Defer[Subst][Defer[Int][E^(2 + x/E^x^2 - x^2)*x, x], x, E^x] - 40*Defer[Subst][Defer[Int][E^(2 + x/E^x^2 - x^2)*x^3, x], x, E^x]","F",0,0,0,0,-1,"{}"
5760,0,0,0,1.3069201,"\int \frac{15-15 x+e^{x^2} \left(-3+3 x+6 x^2\right)+e^{x+x^2} \left(-3+6 x+6 x^2\right)}{-5 x+e^{x^2} x+e^{x+x^2} x} \, dx","Int[(15 - 15*x + E^x^2*(-3 + 3*x + 6*x^2) + E^(x + x^2)*(-3 + 6*x + 6*x^2))/(-5*x + E^x^2*x + E^(x + x^2)*x),x]","\int \frac{15-15 x+e^{x^2} \left(-3+3 x+6 x^2\right)+e^{x+x^2} \left(-3+6 x+6 x^2\right)}{-5 x+e^{x^2} x+e^{x+x^2} x} \, dx","3 \left(\log \left(\frac{-e^{x^2}-e^{x^2+x}+5}{x}\right)+x\right)",1,"3*x + 3*x^2 + 3*Log[1 + E^x] - 3*Log[x] + 15*Defer[Int][E^x/((1 + E^x)*(-5 + E^x^2 + E^(x + x^2))), x] + 30*Defer[Int][x/((1 + E^x)*(-5 + E^x^2 + E^(x + x^2))), x] + 30*Defer[Int][(E^x*x)/((1 + E^x)*(-5 + E^x^2 + E^(x + x^2))), x]","F",0,0,0,0,-1,"{}"
5761,1,11,0,0.0091884,"\int \frac{-1-4 x+e^x x}{x} \, dx","Int[(-1 - 4*x + E^x*x)/x,x]","-4 x+e^x-\log (x)","-4 x+e^x-\log (x)-2",1,"E^x - 4*x - Log[x]","A",5,3,14,0.2143,1,"{14, 2194, 43}"
5762,1,31,0,0.5335789,"\int \frac{5-15 e^{4+e^5+2 x}+\left(-1+e^{4+e^5+2 x}\right) \log \left(e^{1-e^5} \left(1-e^{4+e^5+2 x}\right)\right)}{25-25 e^{4+e^5+2 x}+\left(-5+5 e^{4+e^5+2 x}\right) \log \left(e^{1-e^5} \left(1-e^{4+e^5+2 x}\right)\right)} \, dx","Int[(5 - 15*E^(4 + E^5 + 2*x) + (-1 + E^(4 + E^5 + 2*x))*Log[E^(1 - E^5)*(1 - E^(4 + E^5 + 2*x))])/(25 - 25*E^(4 + E^5 + 2*x) + (-5 + 5*E^(4 + E^5 + 2*x))*Log[E^(1 - E^5)*(1 - E^(4 + E^5 + 2*x))]),x]","\frac{x}{5}-\log \left(-\log \left(1-e^{2 x+e^5+4}\right)+e^5+4\right)","\log \left(\frac{e^{x/5}}{\log \left(e^{1-e^5}-e^{2 x+5}\right)-5}\right)",1,"x/5 - Log[4 + E^5 - Log[1 - E^(4 + E^5 + 2*x)]]","A",7,6,109,0.05505,1,"{2282, 12, 6742, 2390, 2302, 29}"
5763,1,46,0,0.4949077,"\int \frac{-11+409 x+420 x^2+100 x^3+\left(200+520 x+280 x^2+20 x^3\right) \log (x)+\left(160+180 x+40 x^2\right) \log ^2(x)+(20+20 x) \log ^3(x)}{-11 x+100 x^2+100 x^3+\left(220 x^2+20 x^3\right) \log (x)+\left(100 x+40 x^2\right) \log ^2(x)+20 x \log ^3(x)} \, dx","Int[(-11 + 409*x + 420*x^2 + 100*x^3 + (200 + 520*x + 280*x^2 + 20*x^3)*Log[x] + (160 + 180*x + 40*x^2)*Log[x]^2 + (20 + 20*x)*Log[x]^3)/(-11*x + 100*x^2 + 100*x^3 + (220*x^2 + 20*x^3)*Log[x] + (100*x + 40*x^2)*Log[x]^2 + 20*x*Log[x]^3),x]","\log \left(-100 x^2-20 x^2 \log (x)-100 x-20 \log ^3(x)-40 x \log ^2(x)-100 \log ^2(x)-220 x \log (x)+11\right)+x+\log (x)","x+\log \left(\frac{9 x}{20}-x \left(1-(\log (x)+5) \left(x+(x+\log (x))^2\right)\right)\right)",1,"x + Log[x] + Log[11 - 100*x - 100*x^2 - 220*x*Log[x] - 20*x^2*Log[x] - 100*Log[x]^2 - 40*x*Log[x]^2 - 20*Log[x]^3]","A",5,3,110,0.02727,1,"{6742, 43, 6684}"
5764,1,23,0,0.7930118,"\int \frac{\left(-8 x-4 x^2\right) \log \left(\frac{2+x}{x}\right)+\left(6+8 x+\left(-6-11 x-4 x^2\right) \log \left(\frac{2+x}{x}\right)\right) \log (3+4 x)}{\left(6 x+11 x^2+4 x^3\right) \log \left(\frac{2+x}{x}\right) \log (3+4 x)} \, dx","Int[((-8*x - 4*x^2)*Log[(2 + x)/x] + (6 + 8*x + (-6 - 11*x - 4*x^2)*Log[(2 + x)/x])*Log[3 + 4*x])/((6*x + 11*x^2 + 4*x^3)*Log[(2 + x)/x]*Log[3 + 4*x]),x]","-\log \left(x \log \left(\frac{2}{x}+1\right)\right)-\log (\log (4 x+3))","\log \left(\frac{\log (2)}{x \log \left(\frac{2}{x}+1\right) \log (4 x+3)}\right)",1,"-Log[x*Log[1 + 2/x]] - Log[Log[3 + 4*x]]","A",7,6,85,0.07059,1,"{1594, 6728, 6685, 2390, 2302, 29}"
5765,0,0,0,3.5908453,"\int \frac{4 e^5-5 x+\left(-e^5 x^2+x^3\right) \log \left(9 e^5 x^4-9 x^5\right)+\left(-e^5+x\right) \log \left(9 e^5 x^4-9 x^5\right) \log \left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)}{\left(-4 x^3-4 x^4-x^5+e^5 \left(4 x^2+4 x^3+x^4\right)\right) \log \left(9 e^5 x^4-9 x^5\right)+\left(4 x^2+2 x^3+e^5 \left(-4 x-2 x^2\right)\right) \log \left(9 e^5 x^4-9 x^5\right) \log \left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)+\left(e^5-x\right) \log \left(9 e^5 x^4-9 x^5\right) \log ^2\left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)} \, dx","Int[(4*E^5 - 5*x + (-(E^5*x^2) + x^3)*Log[9*E^5*x^4 - 9*x^5] + (-E^5 + x)*Log[9*E^5*x^4 - 9*x^5]*Log[Log[9*E^5*x^4 - 9*x^5]/5])/((-4*x^3 - 4*x^4 - x^5 + E^5*(4*x^2 + 4*x^3 + x^4))*Log[9*E^5*x^4 - 9*x^5] + (4*x^2 + 2*x^3 + E^5*(-4*x - 2*x^2))*Log[9*E^5*x^4 - 9*x^5]*Log[Log[9*E^5*x^4 - 9*x^5]/5] + (E^5 - x)*Log[9*E^5*x^4 - 9*x^5]*Log[Log[9*E^5*x^4 - 9*x^5]/5]^2),x]","\int \frac{4 e^5-5 x+\left(-e^5 x^2+x^3\right) \log \left(9 e^5 x^4-9 x^5\right)+\left(-e^5+x\right) \log \left(9 e^5 x^4-9 x^5\right) \log \left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)}{\left(-4 x^3-4 x^4-x^5+e^5 \left(4 x^2+4 x^3+x^4\right)\right) \log \left(9 e^5 x^4-9 x^5\right)+\left(4 x^2+2 x^3+e^5 \left(-4 x-2 x^2\right)\right) \log \left(9 e^5 x^4-9 x^5\right) \log \left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)+\left(e^5-x\right) \log \left(9 e^5 x^4-9 x^5\right) \log ^2\left(\frac{1}{5} \log \left(9 e^5 x^4-9 x^5\right)\right)} \, dx","\frac{x}{x (x+2)-\log \left(\frac{1}{5} \log \left(9 \left(e^5-x\right) x^4\right)\right)}",1,"2*E^5*Defer[Int][(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^(-2), x] - 2*E^10*Defer[Int][(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^(-2), x] - 2*E^5*(1 - E^5)*Defer[Int][(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^(-2), x] - 2*E^10*Defer[Int][1/((E^5 - x)*(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2), x] + 2*E^15*Defer[Int][1/((E^5 - x)*(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2), x] + 2*E^10*(1 - E^5)*Defer[Int][1/((E^5 - x)*(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2), x] - 2*E^5*Defer[Int][x/(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2, x] - 2*(1 - E^5)*Defer[Int][x/(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2, x] - 2*Defer[Int][x^2/(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2, x] + 5*Defer[Int][1/(Log[9*(E^5 - x)*x^4]*(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2), x] - E^5*Defer[Int][1/((E^5 - x)*Log[9*(E^5 - x)*x^4]*(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^2), x] + Defer[Int][(2*x + x^2 - Log[Log[9*(E^5 - x)*x^4]/5])^(-1), x]","F",0,0,0,0,-1,"{}"
5766,1,12,0,0.0071701,"\int e^{10-11 x} (-11-11 \log (5)) \, dx","Int[E^(10 - 11*x)*(-11 - 11*Log[5]),x]","e^{10-11 x} (1+\log (5))","e^{\frac{10 x}{\frac{x}{x-x^2}-1}-x} (1+\log (5))",1,"E^(10 - 11*x)*(1 + Log[5])","A",2,2,14,0.1429,1,"{12, 2194}"
5767,0,0,0,1.5961714,"\int \frac{100 x+800 x^5+\left(-125-750 x^4\right) \log (2)+\left(-25 x-150 x^5+\left(25+150 x^4\right) \log (2)\right) \log \left(\frac{1}{5} (-x+\log (2))\right)}{-100 x^3+100 x^2 \log (2)+\left(40 x^3-40 x^2 \log (2)\right) \log \left(\frac{1}{5} (-x+\log (2))\right)+\left(-4 x^3+4 x^2 \log (2)\right) \log ^2\left(\frac{1}{5} (-x+\log (2))\right)} \, dx","Int[(100*x + 800*x^5 + (-125 - 750*x^4)*Log[2] + (-25*x - 150*x^5 + (25 + 150*x^4)*Log[2])*Log[(-x + Log[2])/5])/(-100*x^3 + 100*x^2*Log[2] + (40*x^3 - 40*x^2*Log[2])*Log[(-x + Log[2])/5] + (-4*x^3 + 4*x^2*Log[2])*Log[(-x + Log[2])/5]^2),x]","\int \frac{100 x+800 x^5+\left(-125-750 x^4\right) \log (2)+\left(-25 x-150 x^5+\left(25+150 x^4\right) \log (2)\right) \log \left(\frac{1}{5} (-x+\log (2))\right)}{-100 x^3+100 x^2 \log (2)+\left(40 x^3-40 x^2 \log (2)\right) \log \left(\frac{1}{5} (-x+\log (2))\right)+\left(-4 x^3+4 x^2 \log (2)\right) \log ^2\left(\frac{1}{5} (-x+\log (2))\right)} \, dx","\frac{25 \left(4 x^4-2\right)}{8 x \left(\log \left(\frac{1}{5} (\log (2)-x)\right)-5\right)}",1,"625*E^10*ExpIntegralEi[-2*(5 - Log[(-x + Log[2])/5])]*Log[2] - (125*E^5*ExpIntegralEi[-5 + Log[(-x + Log[2])/5]]*Log[2]^2)/2 - (625*E^10*ExpIntegralEi[-2*(5 - Log[(-x + Log[2])/5])]*Log[4])/2 + (125*E^5*ExpIntegralEi[-5 + Log[(-x + Log[2])/5]]*Log[2]*Log[4])/4 - (25*x^2*(x - Log[2]))/(2*(5 - Log[(-x + Log[2])/5])) - (25*(x - Log[2])*Log[2]^2)/(2*(5 - Log[(-x + Log[2])/5])) + (25*(1 - 2*Log[2]^4))/(4*Log[2]*(5 - Log[(-x + Log[2])/5])) - (25*x*(x - Log[2])*Log[4])/(4*(5 - Log[(-x + Log[2])/5])) - (25*Defer[Int][1/(x*(-5 + Log[(-x + Log[2])/5])^2), x])/(4*Log[2]) + (25*Defer[Int][1/(x^2*(-5 + Log[(-x + Log[2])/5])), x])/4","F",0,0,0,0,-1,"{}"
5768,1,17,0,0.003141,"\int \frac{-2+2 x}{25 e^{24} x^3} \, dx","Int[(-2 + 2*x)/(25*E^24*x^3),x]","\frac{(1-x)^2}{25 e^{24} x^2}","\frac{\left(x-x^2\right)^2}{25 e^{24} x^4}",1,"(1 - x)^2/(25*E^24*x^2)","A",2,2,15,0.1333,1,"{12, 37}"
5769,1,26,0,3.6800227,"\int \frac{-4 x+\left(-4+e^x (1-x)\right) \log \left(x^4\right)+\left(\left(-4+e^x-x\right) \log \left(x^4\right)+x \log \left(x^4\right) \log \left(\log \left(x^4\right)\right)\right) \log \left(\frac{x}{-8+2 e^x-2 x+2 x \log \left(\log \left(x^4\right)\right)}\right)}{\left(-4+e^x-x\right) \log \left(x^4\right)+x \log \left(x^4\right) \log \left(\log \left(x^4\right)\right)} \, dx","Int[(-4*x + (-4 + E^x*(1 - x))*Log[x^4] + ((-4 + E^x - x)*Log[x^4] + x*Log[x^4]*Log[Log[x^4]])*Log[x/(-8 + 2*E^x - 2*x + 2*x*Log[Log[x^4]])])/((-4 + E^x - x)*Log[x^4] + x*Log[x^4]*Log[Log[x^4]]),x]","x \log \left(-\frac{x}{2 \left(x \left(-\log \left(\log \left(x^4\right)\right)\right)+x-e^x+4\right)}\right)","x \log \left(\frac{x}{2 \left(x \log \left(\log \left(x^4\right)\right)-x+e^x-4\right)}\right)",1,"x*Log[-1/2*x/(4 - E^x + x - x*Log[Log[x^4]])]","A",12,4,97,0.04124,1,"{6741, 6742, 6688, 2549}"
5770,1,7,0,0.0006728,"\int \frac{4 \log (3)}{5} \, dx","Int[(4*Log[3])/5,x]","\frac{4}{5} x \log (3)","-\left(\left(\frac{x+5}{5}-x\right) \log (3)\right)",1,"(4*x*Log[3])/5","A",1,1,6,0.1667,1,"{8}"
5771,1,41,0,0.1351499,"\int \frac{-32 e^x x^3+e^{2 x} (-448+128 x)+\left(8 x^6+e^x \left(128 x^3-32 x^4\right)\right) \log (x)-4 x^6 \log ^2(x)}{x^8} \, dx","Int[(-32*E^x*x^3 + E^(2*x)*(-448 + 128*x) + (8*x^6 + E^x*(128*x^3 - 32*x^4))*Log[x] - 4*x^6*Log[x]^2)/x^8,x]","\frac{64 e^{2 x}}{x^7}-\frac{32 e^x \log (x)}{x^4}-\frac{4 (2-\log (x)) \log (x)}{x}+\frac{8 \log (x)}{x}","\frac{4 \left(\left(\frac{4 e^x}{x^3}-\log (x)\right)^2+x\right)}{x}",1,"(64*E^(2*x))/x^7 - (32*E^x*Log[x])/x^4 + (8*Log[x])/x - (4*(2 - Log[x])*Log[x])/x","A",6,6,57,0.1053,1,"{14, 2197, 2304, 2366, 2303, 2288}"
5772,1,32,0,0.4840903,"\int \frac{e^{-x} \left(-54 x^2+6 x^4+e^x \left(36+42 x+4 x^2\right)+e^x \left(-36 x-12 x^2\right) \log \left(3 x+x^2\right)\right)}{9+3 x} \, dx","Int[(-54*x^2 + 6*x^4 + E^x*(36 + 42*x + 4*x^2) + E^x*(-36*x - 12*x^2)*Log[3*x + x^2])/(E^x*(9 + 3*x)),x]","-2 e^{-x} x^3+\frac{8 x^2}{3}-2 x^2 \log (x (x+3))+4 x","2 x \left(\frac{4 x}{3}-\left(x \left(e^{-x} x+\log (x (x+3))\right)\right)+2\right)",1,"4*x + (8*x^2)/3 - (2*x^3)/E^x - 2*x^2*Log[x*(3 + x)]","A",17,8,59,0.1356,1,"{6688, 2196, 2176, 2194, 698, 2495, 30, 43}"
5773,1,44,0,0.6569942,"\int \frac{e^{2 e^{\frac{4+2 x-x^2}{x}}+2 x^2+2 x \log (3)} \left(4 x^3+e^{\frac{4+2 x-x^2}{x}} \left(-8-2 x^2\right)+2 x^2 \log (3)\right)+x^2 \log ^2(\log (5))}{x^2 \log ^2(\log (5))} \, dx","Int[(E^(2*E^((4 + 2*x - x^2)/x) + 2*x^2 + 2*x*Log[3])*(4*x^3 + E^((4 + 2*x - x^2)/x)*(-8 - 2*x^2) + 2*x^2*Log[3]) + x^2*Log[Log[5]]^2)/(x^2*Log[Log[5]]^2),x]","\frac{2\ 9^x \log (3) \exp \left(-((1-2 x) x)+x+2 e^{-x+\frac{4}{x}+2}\right)}{\log (9) \log ^2(\log (5))}+x","x+\frac{e^{2 e^{-x+\frac{4}{x}+2}+2 x (x+\log (3))}}{\log ^2(\log (5))}+5",1,"x + (2*9^x*E^(2*E^(2 + 4/x - x) + x - (1 - 2*x)*x)*Log[3])/(Log[9]*Log[Log[5]]^2)","A",4,3,88,0.03409,1,"{12, 14, 2288}"
5774,1,76,0,2.8153117,"\int \frac{e^3 \left(x^2-2 x^3+x^4\right) \log ^3(x)+e^{\frac{1}{x^2 \log ^2(x)}} \left(-6+6 x+(-8+8 x) \log (x)+(-2+2 x) \log ^2(x)+\left(x^2+2 x^3\right) \log ^3(x)+x^3 \log ^4(x)\right)}{\left(x^3-2 x^4+x^5\right) \log ^3(x)} \, dx","Int[(E^3*(x^2 - 2*x^3 + x^4)*Log[x]^3 + E^(1/(x^2*Log[x]^2))*(-6 + 6*x + (-8 + 8*x)*Log[x] + (-2 + 2*x)*Log[x]^2 + (x^2 + 2*x^3)*Log[x]^3 + x^3*Log[x]^4))/((x^3 - 2*x^4 + x^5)*Log[x]^3),x]","\frac{e^{\frac{1}{x^2 \log ^2(x)}} \left(-3 x-x \log ^2(x)+\log ^2(x)-4 x \log (x)+4 \log (x)+3\right)}{(1-x)^2 x^3 \left(\frac{1}{x^3 \log ^3(x)}+\frac{1}{x^3 \log ^2(x)}\right) \log ^3(x)}+e^3 \log (x)","\left(\frac{e^{\frac{1}{x^2 \log ^2(x)}}}{1-x}+e^3\right) (\log (x)+3)",1,"E^3*Log[x] + (E^(1/(x^2*Log[x]^2))*(3 - 3*x + 4*Log[x] - 4*x*Log[x] + Log[x]^2 - x*Log[x]^2))/((1 - x)^2*x^3*(1/(x^3*Log[x]^3) + 1/(x^3*Log[x]^2))*Log[x]^3)","B",5,4,96,0.04167,1,"{1594, 27, 6742, 2288}"
5775,1,26,0,0.1704429,"\int \frac{e (14-7 x)-21 x+56 x^2-21 x^3+(-14+7 x) \log (4-2 x)}{\left(-2 x^2+3 x^3-x^4+e \left(2 x-x^2\right)+\left(-2 x+x^2\right) \log (4-2 x)\right) \log ^2\left(e x-x^2+x^3-x \log (4-2 x)\right)} \, dx","Int[(E*(14 - 7*x) - 21*x + 56*x^2 - 21*x^3 + (-14 + 7*x)*Log[4 - 2*x])/((-2*x^2 + 3*x^3 - x^4 + E*(2*x - x^2) + (-2*x + x^2)*Log[4 - 2*x])*Log[E*x - x^2 + x^3 - x*Log[4 - 2*x]]^2),x]","-\frac{7}{\log \left(x^3-x^2+e x-x \log (4-2 x)\right)}","-\frac{7}{\log \left(x \left(x^2-x-\log (4-2 x)+e\right)\right)}",1,"-7/Log[E*x - x^2 + x^3 - x*Log[4 - 2*x]]","A",1,1,101,0.009901,1,"{6686}"
5776,1,26,0,1.454825,"\int \frac{e^{-4+x} (-4+4 x)+\left(-36 e^{-3+x}+4 x\right) \log ^2\left(e^{3-x} \left(-9 e^{-3+x}+x\right)\right)}{\left(9 e^{-7+2 x}-e^{-4+x} x\right) \log ^2\left(e^{3-x} \left(-9 e^{-3+x}+x\right)\right)} \, dx","Int[(E^(-4 + x)*(-4 + 4*x) + (-36*E^(-3 + x) + 4*x)*Log[E^(3 - x)*(-9*E^(-3 + x) + x)]^2)/((9*E^(-7 + 2*x) - E^(-4 + x)*x)*Log[E^(3 - x)*(-9*E^(-3 + x) + x)]^2),x]","4 e^{4-x}-\frac{4}{\log \left(e^{3-x} x-9\right)}","4 e^{4-x}-\frac{4}{\log \left(e^{3-x} x-9\right)}",1,"4*E^(4 - x) - 4/Log[-9 + E^(3 - x)*x]","A",7,6,85,0.07059,1,"{6741, 6688, 12, 6742, 2194, 6686}"
5777,1,94,0,0.5714685,"\int \frac{e^{-2 x^2} \left(-2-8 x^2-e^{2 x^2} x^2+\left(x^2-4 x^4\right) \log (8)\right)}{x^2} \, dx","Int[(-2 - 8*x^2 - E^(2*x^2)*x^2 + (x^2 - 4*x^4)*Log[8])/(E^(2*x^2)*x^2),x]","2 \sqrt{2 \pi } \text{erf}\left(\sqrt{2} x\right)-\frac{1}{2} \sqrt{\frac{\pi }{2}} \log (8) \text{erf}\left(\sqrt{2} x\right)-\frac{1}{2} \sqrt{\frac{\pi }{2}} (8-\log (8)) \text{erf}\left(\sqrt{2} x\right)+\frac{2 e^{-2 x^2}}{x}+e^{-2 x^2} x \log (8)-x","e^{-2 x^2} \left(\frac{2}{x}+x \log (8)\right)-x",1,"2/(E^(2*x^2)*x) - x + 2*Sqrt[2*Pi]*Erf[Sqrt[2]*x] - (Sqrt[Pi/2]*Erf[Sqrt[2]*x]*(8 - Log[8]))/2 + (x*Log[8])/E^(2*x^2) - (Sqrt[Pi/2]*Erf[Sqrt[2]*x]*Log[8])/2","C",9,4,42,0.09524,1,"{6742, 2214, 2205, 2212}"
5778,1,46,0,0.063812,"\int \frac{-250+75 x+e \left(-25 x^2+30 x^3-x^4\right)}{e \left(400 x^3-160 x^4+16 x^5\right)} \, dx","Int[(-250 + 75*x + E*(-25*x^2 + 30*x^3 - x^4))/(E*(400*x^3 - 160*x^4 + 16*x^5)),x]","\frac{5}{16 e x^2}+\frac{1+20 e}{16 e (5-x)}+\frac{1}{16 e x}-\frac{\log (x)}{16}","\frac{1}{16} \left(\frac{x^2+\frac{25}{e x^2}-5}{5-x}+x-\log (x)\right)",1,"(1 + 20*E)/(16*E*(5 - x)) + 5/(16*E*x^2) + 1/(16*E*x) - Log[x]/16","A",6,4,45,0.08889,1,"{12, 1594, 27, 1620}"
5779,1,51,0,1.8459483,"\int \frac{-5+2 x+5 x^2+3 x^3+4 x^4-x^5+e^{x^2} \left(10 x^3+8 x^4-12 x^5-8 x^6+2 x^7\right)+\left(5+4 x-11 x^2+2 x^3\right) \log \left(\frac{5 x-6 x^2+x^3}{e^2}\right)}{5 x^2+4 x^3-6 x^4-4 x^5+x^6} \, dx","Int[(-5 + 2*x + 5*x^2 + 3*x^3 + 4*x^4 - x^5 + E^x^2*(10*x^3 + 8*x^4 - 12*x^5 - 8*x^6 + 2*x^7) + (5 + 4*x - 11*x^2 + 2*x^3)*Log[(5*x - 6*x^2 + x^3)/E^2])/(5*x^2 + 4*x^3 - 6*x^4 - 4*x^5 + x^6),x]","e^{x^2}+\frac{2-\log \left(x \left(x^2-6 x+5\right)\right)}{x}-\frac{2-\log \left(x \left(x^2-6 x+5\right)\right)}{x+1}-\log (x)","e^{x^2}-\frac{\log \left(\frac{(x-5) \left(x^2-x\right)}{e^2}\right)}{x^2+x}-\log (x)",1,"E^x^2 - Log[x] + (2 - Log[x*(5 - 6*x + x^2)])/x - (2 - Log[x*(5 - 6*x + x^2)])/(1 + x)","A",24,10,117,0.08547,1,"{6741, 6728, 2209, 72, 180, 148, 2528, 2525, 1628, 6742}"
5780,0,0,0,3.2015523,"\int \frac{\left(-18-6 x+9 x^2+3 x^3\right) \log ^2(x) \log \left(2 x-x^3\right)+\log ^3(x) \left(12+4 x-18 x^2-6 x^3+\left(30+8 x-15 x^2-4 x^3\right) \log \left(2 x-x^3\right)\right)}{\left(-2 x^6+x^8\right) \log ^3\left(2 x-x^3\right)} \, dx","Int[((-18 - 6*x + 9*x^2 + 3*x^3)*Log[x]^2*Log[2*x - x^3] + Log[x]^3*(12 + 4*x - 18*x^2 - 6*x^3 + (30 + 8*x - 15*x^2 - 4*x^3)*Log[2*x - x^3]))/((-2*x^6 + x^8)*Log[2*x - x^3]^3),x]","\int \frac{\left(-18-6 x+9 x^2+3 x^3\right) \log ^2(x) \log \left(2 x-x^3\right)+\log ^3(x) \left(12+4 x-18 x^2-6 x^3+\left(30+8 x-15 x^2-4 x^3\right) \log \left(2 x-x^3\right)\right)}{\left(-2 x^6+x^8\right) \log ^3\left(2 x-x^3\right)} \, dx","\frac{(x+3) \log ^3(x)}{x^5 \log ^2\left(x \left(2-x^2\right)\right)}",1,"Defer[Int][Log[x]^3/((Sqrt[2] - x)*Log[x*(2 - x^2)]^3), x]/2 + (3*Defer[Int][Log[x]^3/((Sqrt[2] - x)*Log[x*(2 - x^2)]^3), x])/(2*Sqrt[2]) - 6*Defer[Int][Log[x]^3/(x^6*Log[x*(2 - x^2)]^3), x] - 2*Defer[Int][Log[x]^3/(x^5*Log[x*(2 - x^2)]^3), x] + 6*Defer[Int][Log[x]^3/(x^4*Log[x*(2 - x^2)]^3), x] + 2*Defer[Int][Log[x]^3/(x^3*Log[x*(2 - x^2)]^3), x] + 3*Defer[Int][Log[x]^3/(x^2*Log[x*(2 - x^2)]^3), x] + Defer[Int][Log[x]^3/(x*Log[x*(2 - x^2)]^3), x] - Defer[Int][Log[x]^3/((Sqrt[2] + x)*Log[x*(2 - x^2)]^3), x]/2 + (3*Defer[Int][Log[x]^3/((Sqrt[2] + x)*Log[x*(2 - x^2)]^3), x])/(2*Sqrt[2]) + 9*Defer[Int][Log[x]^2/(x^6*Log[x*(2 - x^2)]^2), x] + 3*Defer[Int][Log[x]^2/(x^5*Log[x*(2 - x^2)]^2), x] - 15*Defer[Int][Log[x]^3/(x^6*Log[x*(2 - x^2)]^2), x] - 4*Defer[Int][Log[x]^3/(x^5*Log[x*(2 - x^2)]^2), x]","F",0,0,0,0,-1,"{}"
5781,1,24,0,0.0172214,"\int \frac{-e^{e^{255 e^6}}+3 x^4}{5 x^2} \, dx","Int[(-E^E^(255*E^6) + 3*x^4)/(5*x^2),x]","\frac{x^3}{5}+\frac{e^{e^{255 e^6}}}{5 x}","\frac{x^4+e^{e^{255 e^6}}}{5 x}",1,"E^E^(255*E^6)/(5*x) + x^3/5","A",3,2,24,0.08333,1,"{12, 14}"
5782,1,21,0,0.3936618,"\int \frac{-3-3 x+e^{x^2} (1+x)+\left(-3 x+e^{x^2} \left(x-2 x^2\right)\right) \log \left(e^x x\right)}{\left(-3 x+e^{x^2} x\right) \log \left(e^x x\right)} \, dx","Int[(-3 - 3*x + E^x^2*(1 + x) + (-3*x + E^x^2*(x - 2*x^2))*Log[E^x*x])/((-3*x + E^x^2*x)*Log[E^x*x]),x]","-\log \left(3-e^{x^2}\right)+x+\log \left(\log \left(e^x x\right)\right)","\log \left(\frac{e^x \log \left(e^x x\right)}{3-e^{x^2}}\right)",1,"x - Log[3 - E^x^2] + Log[Log[E^x*x]]","A",10,8,60,0.1333,1,"{6688, 6742, 6715, 2282, 36, 31, 29, 6684}"
5783,0,0,0,0.4979181,"\int \frac{e^{-8+\frac{1}{9 e^8 x^2}+3 e^{\frac{1}{9 e^8 x^2}} x} \left(-2+9 e^8 x^2\right)}{3 x^2} \, dx","Int[(E^(-8 + 1/(9*E^8*x^2) + 3*E^(1/(9*E^8*x^2))*x)*(-2 + 9*E^8*x^2))/(3*x^2),x]","\int \frac{e^{-8+\frac{1}{9 e^8 x^2}+3 e^{\frac{1}{9 e^8 x^2}} x} \left(-2+9 e^8 x^2\right)}{3 x^2} \, dx","e^{3 e^{\frac{1}{9 e^8 x^2}} x}",1,"3*Defer[Int][E^(1/(9*E^8*x^2) + 3*E^(1/(9*E^8*x^2))*x), x] - (2*Defer[Int][E^(-8 + 1/(9*E^8*x^2) + 3*E^(1/(9*E^8*x^2))*x)/x^2, x])/3","F",0,0,0,0,-1,"{}"
5784,1,51,0,0.5676421,"\int \frac{-1125-2325 x-335 x^2+849 x^3-216 x^4+16 x^5+\left(-150 x-140 x^2+74 x^3-8 x^4\right) \log (5-x)+\left(-500 x+300 x^2-60 x^3+4 x^4\right) \log ^2(5-x)+\left(-90-222 x-112 x^2+32 x^3\right) \log (x)+\left(-18 x-48 x^2-32 x^3\right) \log ^2(x)}{-1125 x-2325 x^2-335 x^3+849 x^4-216 x^5+16 x^6} \, dx","Int[(-1125 - 2325*x - 335*x^2 + 849*x^3 - 216*x^4 + 16*x^5 + (-150*x - 140*x^2 + 74*x^3 - 8*x^4)*Log[5 - x] + (-500*x + 300*x^2 - 60*x^3 + 4*x^4)*Log[5 - x]^2 + (-90 - 222*x - 112*x^2 + 32*x^3)*Log[x] + (-18*x - 48*x^2 - 32*x^3)*Log[x]^2)/(-1125*x - 2325*x^2 - 335*x^3 + 849*x^4 - 216*x^5 + 16*x^6),x]","-\frac{4 (5-x) \log ^2(5-x)}{23 (4 x+3)}-\frac{1}{23} \log ^2(5-x)+\frac{\log ^2(x)}{(5-x)^2}+\log (x)","-\frac{\log ^2(5-x)}{4 x+3}+\frac{\log ^2(x)}{(5-x)^2}+\log (x)-3",1,"-1/23*Log[5 - x]^2 - (4*(5 - x)*Log[5 - x]^2)/(23*(3 + 4*x)) + Log[x] + Log[x]^2/(5 - x)^2","A",29,16,148,0.1081,1,"{6688, 2418, 2390, 12, 2301, 2394, 2393, 2391, 2397, 2347, 2344, 2316, 2315, 2314, 31, 2319}"
5785,1,11,0,0.0042132,"\int \left(-1-e^{7-x}\right) \, dx","Int[-1 - E^(7 - x),x]","e^{7-x}-x","-x+e^{7-x}+5",1,"E^(7 - x) - x","A",2,1,11,0.09091,1,"{2194}"
5786,0,0,0,0.0853129,"\int \frac{10 x}{\log ^2\left(\frac{1}{e^4 x^2}\right)+2 \log \left(\frac{1}{e^4 x^2}\right) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)} \, dx","Int[(10*x)/(Log[1/(E^4*x^2)]^2 + 2*Log[1/(E^4*x^2)]*Log[4*x^2] + Log[4*x^2]^2),x]","\int \frac{10 x}{\log ^2\left(\frac{1}{e^4 x^2}\right)+2 \log \left(\frac{1}{e^4 x^2}\right) \log \left(4 x^2\right)+\log ^2\left(4 x^2\right)} \, dx","\frac{5 x^2}{\left(\log \left(\frac{1}{e^4 x^2}\right)+\log \left(4 x^2\right)\right)^2}+16",1,"5*Defer[Subst][Defer[Int][(4 - Log[x^(-1)] - Log[4*x])^(-2), x], x, x^2]","F",0,0,0,0,-1,"{}"
5787,0,0,0,0.3315483,"\int \frac{2 x+e^{26+e^{2 x}+x} \left(3-x-2 e^{2 x} x\right)}{x^4} \, dx","Int[(2*x + E^(26 + E^(2*x) + x)*(3 - x - 2*E^(2*x)*x))/x^4,x]","\int \frac{2 x+e^{26+e^{2 x}+x} \left(3-x-2 e^{2 x} x\right)}{x^4} \, dx","10-\frac{x+e^{x+e^{2 x}+26}}{x^3}",1,"-x^(-2) + 3*Defer[Int][E^(26 + E^(2*x) + x)/x^4, x] - Defer[Int][E^(26 + E^(2*x) + x)/x^3, x] - 2*Defer[Int][E^(26 + E^(2*x) + 3*x)/x^3, x]","F",0,0,0,0,-1,"{}"
5788,1,32,0,0.1585612,"\int \frac{-8-4 x+24 x^2-32 x^3+\left(8+2 x-8 x^2+8 x^3\right) \log ^2\left(\frac{1}{4} \left(4 x+x^2-4 x^3+4 x^4\right)\right)}{\left(4 x+x^2-4 x^3+4 x^4\right) \log \left(e^{\frac{1}{\log \left(\frac{1}{4} \left(4 x+x^2-4 x^3+4 x^4\right)\right)}} x\right) \log ^2\left(\frac{1}{4} \left(4 x+x^2-4 x^3+4 x^4\right)\right)} \, dx","Int[(-8 - 4*x + 24*x^2 - 32*x^3 + (8 + 2*x - 8*x^2 + 8*x^3)*Log[(4*x + x^2 - 4*x^3 + 4*x^4)/4]^2)/((4*x + x^2 - 4*x^3 + 4*x^4)*Log[E^Log[(4*x + x^2 - 4*x^3 + 4*x^4)/4]^(-1)*x]*Log[(4*x + x^2 - 4*x^3 + 4*x^4)/4]^2),x]","2 \log \left(\log \left(x e^{\frac{1}{\log \left(\frac{1}{4} \left(4 x^4-4 x^3+x^2+4 x\right)\right)}}\right)\right)","\log \left(\log ^2\left(x e^{\frac{1}{\log \left(\frac{1}{4} (1-2 x)^2 x^2+x\right)}}\right)\right)",1,"2*Log[Log[E^Log[(4*x + x^2 - 4*x^3 + 4*x^4)/4]^(-1)*x]]","A",1,1,130,0.007692,1,"{6684}"
5789,1,25,0,0.0578093,"\int \frac{-4-188 x-2275 x^2+1250 x^3}{4+196 x+2306 x^2-2325 x^3+625 x^4} \, dx","Int[(-4 - 188*x - 2275*x^2 + 1250*x^3)/(4 + 196*x + 2306*x^2 - 2325*x^3 + 625*x^4),x]","\log \left(25 x^3-94 x^2+96 x+4\right)-\log (25 x+1)","\log \left(-(2-x)^2-\frac{x}{\frac{1}{5 x}+5}\right)+\frac{1}{4}",1,"-Log[1 + 25*x] + Log[4 + 96*x - 94*x^2 + 25*x^3]","A",3,2,38,0.05263,1,"{2074, 1587}"
5790,1,233,0,0.914159,"\int \frac{x^2+e^{10} x^2-2 x^3+2 x^4+x^6+e^{-147+x} \left(-1+e^5 (-1+x)+x-3 x^2+x^3\right)+e^5 \left(2 x^2+2 x^4\right)}{x^2+e^{10} x^2+2 x^4+x^6+e^5 \left(2 x^2+2 x^4\right)} \, dx","Int[(x^2 + E^10*x^2 - 2*x^3 + 2*x^4 + x^6 + E^(-147 + x)*(-1 + E^5*(-1 + x) + x - 3*x^2 + x^3) + E^5*(2*x^2 + 2*x^4))/(x^2 + E^10*x^2 + 2*x^4 + x^6 + E^5*(2*x^2 + 2*x^4)),x]","\frac{\left(1+e^{10}\right) x}{2 \left(1+e^5\right) \left(x^2+e^5+1\right)}-\frac{e^{10} x}{\left(1+e^5\right) \left(x^2+e^5+1\right)}-\frac{x}{x^2+e^5+1}+\frac{1}{x^2+e^5+1}-\frac{x^3}{2 \left(x^2+e^5+1\right)}+\frac{e^{x-147} \left(x^3+\left(1+e^5\right) x\right)}{\left(x^2+e^5+1\right)^2 x^2}+\frac{3 x}{2}+\frac{\left(1+e^{10}\right) \tan ^{-1}\left(\frac{x}{\sqrt{1+e^5}}\right)}{2 \left(1+e^5\right)^{3/2}}+\frac{e^5 \left(2+e^5\right) \tan ^{-1}\left(\frac{x}{\sqrt{1+e^5}}\right)}{\left(1+e^5\right)^{3/2}}-\frac{3}{2} \sqrt{1+e^5} \tan ^{-1}\left(\frac{x}{\sqrt{1+e^5}}\right)+\frac{\tan ^{-1}\left(\frac{x}{\sqrt{1+e^5}}\right)}{\sqrt{1+e^5}}","\frac{x+e^{x-147}}{\left(x^2+e^5+1\right) x}+x",1,"(3*x)/2 + (1 + E^5 + x^2)^(-1) - x/(1 + E^5 + x^2) - (E^10*x)/((1 + E^5)*(1 + E^5 + x^2)) + ((1 + E^10)*x)/(2*(1 + E^5)*(1 + E^5 + x^2)) - x^3/(2*(1 + E^5 + x^2)) + (E^(-147 + x)*((1 + E^5)*x + x^3))/(x^2*(1 + E^5 + x^2)^2) + ArcTan[x/Sqrt[1 + E^5]]/Sqrt[1 + E^5] - (3*Sqrt[1 + E^5]*ArcTan[x/Sqrt[1 + E^5]])/2 + (E^5*(2 + E^5)*ArcTan[x/Sqrt[1 + E^5]])/(1 + E^5)^(3/2) + ((1 + E^10)*ArcTan[x/Sqrt[1 + E^5]])/(2*(1 + E^5)^(3/2))","B",16,10,100,0.1000,1,"{6, 6741, 6742, 199, 203, 261, 288, 321, 385, 2288}"
5791,1,99,0,0.295263,"\int \frac{1}{5} \left(5-10 x+30 x^2-25 x^4+\left(40 x-40 x^3\right) \log (4)+\left(10-15 x^2\right) \log ^2(4)+e^{x/5} \left(-5-x-20 x^3-x^4+\left(-30 x^2-2 x^3\right) \log (4)+\left(-10 x-x^2\right) \log ^2(4)\right)\right) \, dx","Int[(5 - 10*x + 30*x^2 - 25*x^4 + (40*x - 40*x^3)*Log[4] + (10 - 15*x^2)*Log[4]^2 + E^(x/5)*(-5 - x - 20*x^3 - x^4 + (-30*x^2 - 2*x^3)*Log[4] + (-10*x - x^2)*Log[4]^2))/5,x]","-x^5-e^{x/5} x^4-2 x^4 \log (4)+2 x^3-x^3 \log ^2(4)-2 e^{x/5} x^3 \log (4)-x^2-e^{x/5} x^2 \log ^2(4)+4 x^2 \log (4)-e^{x/5} x+x+2 x \log ^2(4)","x-\left(\left(x+e^{x/5}-\frac{2}{x}\right) x \left(x (x+\log (4))^2+1\right)\right)+5",1,"x - E^(x/5)*x - x^2 + 2*x^3 - E^(x/5)*x^4 - x^5 + 4*x^2*Log[4] - 2*E^(x/5)*x^3*Log[4] - 2*x^4*Log[4] + 2*x*Log[4]^2 - E^(x/5)*x^2*Log[4]^2 - x^3*Log[4]^2","B",34,4,94,0.04255,1,"{12, 2196, 2194, 2176}"
5792,1,11,0,0.0033619,"\int -e^{e^{\frac{1}{e^4}}-x} \, dx","Int[-E^(E^E^(-4) - x),x]","e^{e^{\frac{1}{e^4}}-x}","e^{e^{\frac{1}{e^4}}-x}",1,"E^(E^E^(-4) - x)","A",1,1,13,0.07692,1,"{2194}"
5793,0,0,0,1.3978898,"\int \frac{\exp \left(\frac{1}{9} e^{-\frac{24 e^5}{5 x}} \left(1+e^{\frac{24 e^5}{5 x}} \left(9 e^x-9 x\right)\right)-\frac{24 e^5}{5 x}\right) \left(8 e^5+e^{\frac{24 e^5}{5 x}} \left(-15 x^2+15 e^x x^2\right)\right)}{15 x^2} \, dx","Int[(E^((1 + E^((24*E^5)/(5*x))*(9*E^x - 9*x))/(9*E^((24*E^5)/(5*x))) - (24*E^5)/(5*x))*(8*E^5 + E^((24*E^5)/(5*x))*(-15*x^2 + 15*E^x*x^2)))/(15*x^2),x]","\int \frac{\exp \left(\frac{1}{9} e^{-\frac{24 e^5}{5 x}} \left(1+e^{\frac{24 e^5}{5 x}} \left(9 e^x-9 x\right)\right)-\frac{24 e^5}{5 x}\right) \left(8 e^5+e^{\frac{24 e^5}{5 x}} \left(-15 x^2+15 e^x x^2\right)\right)}{15 x^2} \, dx","e^{-x+\frac{1}{9} e^{-\frac{24 e^5}{5 x}}+e^x}",1,"Defer[Int][E^(1/(9*E^((24*E^5)/(5*x))) + E^x), x] - Defer[Int][E^(1/(9*E^((24*E^5)/(5*x))) + E^x - x), x] + (8*Defer[Int][E^(5 + 1/(9*E^((24*E^5)/(5*x))) + E^x - (24*E^5)/(5*x) - x)/x^2, x])/15","F",0,0,0,0,-1,"{}"
5794,0,0,0,0.135448,"\int \frac{1+e+x^x (e (6+4 x)+e (2+4 x) \log (x))}{e} \, dx","Int[(1 + E + x^x*(E*(6 + 4*x) + E*(2 + 4*x)*Log[x]))/E,x]","\int \frac{1+e+x^x (e (6+4 x)+e (2+4 x) \log (x))}{e} \, dx","(4 x+2) x^x+\frac{x}{e}+x",1,"((1 + E)*x)/E + 2*x^x + 4*Defer[Int][x^x, x] + 4*Defer[Int][x^(1 + x), x] + 4*Log[x]*Defer[Int][x^(1 + x), x] - 4*Defer[Int][Defer[Int][x^(1 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
5795,1,23,0,7.0533805,"\int \frac{4 \exp \left(e^{\log ^2\left(\frac{9+6 x+x^2}{e^6}\right)}+\log ^2\left(\frac{9+6 x+x^2}{e^6}\right)\right) \log \left(\frac{9+6 x+x^2}{e^6}\right)}{\left(12+4 x+e^{e^{\log ^2\left(\frac{9+6 x+x^2}{e^6}\right)}} (3+x)\right) \log \left(4+e^{e^{\log ^2\left(\frac{9+6 x+x^2}{e^6}\right)}}\right)} \, dx","Int[(4*E^(E^Log[(9 + 6*x + x^2)/E^6]^2 + Log[(9 + 6*x + x^2)/E^6]^2)*Log[(9 + 6*x + x^2)/E^6])/((12 + 4*x + E^E^Log[(9 + 6*x + x^2)/E^6]^2*(3 + x))*Log[4 + E^E^Log[(9 + 6*x + x^2)/E^6]^2]),x]","\log \left(\log \left(e^{e^{\log ^2\left(\frac{x^2+6 x+9}{e^6}\right)}}+4\right)\right)","\log \left(\log \left(e^{e^{\log ^2\left(\frac{(x+3)^2}{e^6}\right)}}+4\right)\right)",1,"Log[Log[4 + E^E^Log[(9 + 6*x + x^2)/E^6]^2]]","A",2,3,104,0.02885,1,"{12, 6741, 6684}"
5796,0,0,0,3.761119,"\int \frac{12 e^{\frac{4}{\log (x)}}-6 x \log ^2(x)}{e^{\frac{8}{\log (x)}} x \log ^2(x)+e^{\frac{4}{\log (x)}} \left(3 x-2 e x+4 x^2\right) \log ^2(x)+\left(e^2 x+6 x^2+4 x^3+e \left(-3 x-4 x^2\right)\right) \log ^2(x)} \, dx","Int[(12*E^(4/Log[x]) - 6*x*Log[x]^2)/(E^(8/Log[x])*x*Log[x]^2 + E^(4/Log[x])*(3*x - 2*E*x + 4*x^2)*Log[x]^2 + (E^2*x + 6*x^2 + 4*x^3 + E*(-3*x - 4*x^2))*Log[x]^2),x]","\int \frac{12 e^{\frac{4}{\log (x)}}-6 x \log ^2(x)}{e^{\frac{8}{\log (x)}} x \log ^2(x)+e^{\frac{4}{\log (x)}} \left(3 x-2 e x+4 x^2\right) \log ^2(x)+\left(e^2 x+6 x^2+4 x^3+e \left(-3 x-4 x^2\right)\right) \log ^2(x)} \, dx","\log \left(4 \left(-\frac{3}{2 x+e^{\frac{4}{\log (x)}}-e}-1\right)\right)",1,"2*Defer[Int][(3*(1 - E/3) + E^(4/Log[x]) + 2*x)^(-1), x] - 2*Defer[Int][(-E + E^(4/Log[x]) + 2*x)^(-1), x] - 4*E*Defer[Int][1/((E - E^(4/Log[x]) - 2*x)*x*Log[x]^2), x] + 8*Defer[Int][1/((3*(1 - E/3) + E^(4/Log[x]) + 2*x)*Log[x]^2), x] + 4*(3 - E)*Defer[Int][1/(x*(3*(1 - E/3) + E^(4/Log[x]) + 2*x)*Log[x]^2), x] - 8*Defer[Int][1/((-E + E^(4/Log[x]) + 2*x)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
5797,1,42,0,0.048455,"\int \left(3+e^4+18 x+e^{2 e^x-2 x} \left(1-2 x+2 e^x x\right)\right) \, dx","Int[3 + E^4 + 18*x + E^(2*E^x - 2*x)*(1 - 2*x + 2*E^x*x),x]","9 x^2+\left(3+e^4\right) x+\frac{e^{2 e^x-2 x} \left(x-e^x x\right)}{1-e^x}","x \left(9 x+e^{2 e^x-2 x}+e^4+3\right)",1,"(3 + E^4)*x + 9*x^2 + (E^(2*E^x - 2*x)*(x - E^x*x))/(1 - E^x)","A",2,1,31,0.03226,1,"{2288}"
5798,1,22,0,0.0995858,"\int \frac{-1-2 x-2 e^3 x+e^x \left(-1-2 e^3 x\right)}{x+e^x x} \, dx","Int[(-1 - 2*x - 2*E^3*x + E^x*(-1 - 2*E^3*x))/(x + E^x*x),x]","-2 e^3 x-2 x+2 \log \left(e^x+1\right)-\log (x)","-\log \left(\frac{e^{2 \left(e^3 x+x+\log \left(\frac{x}{e^x+1}\right)\right)}}{x}\right)",1,"-2*x - 2*E^3*x + 2*Log[1 + E^x] - Log[x]","A",9,7,33,0.2121,1,"{6, 6742, 2282, 36, 29, 31, 43}"
5799,0,0,0,5.3566018,"\int \frac{-5+20 x+17 x^2+(5-40 x) \log (x)}{\left(4 x^2-15 x^3-4 x^4+\left(-5 x+20 x^2\right) \log (x)\right) \log ^2\left(\frac{x-4 x^2}{-20 x-5 x^2+25 \log (x)}\right)} \, dx","Int[(-5 + 20*x + 17*x^2 + (5 - 40*x)*Log[x])/((4*x^2 - 15*x^3 - 4*x^4 + (-5*x + 20*x^2)*Log[x])*Log[(x - 4*x^2)/(-20*x - 5*x^2 + 25*Log[x])]^2),x]","\int \frac{-5+20 x+17 x^2+(5-40 x) \log (x)}{\left(4 x^2-15 x^3-4 x^4+\left(-5 x+20 x^2\right) \log (x)\right) \log ^2\left(\frac{x-4 x^2}{-20 x-5 x^2+25 \log (x)}\right)} \, dx","\frac{1}{\log \left(\frac{1-4 x}{5 \left(-x+\frac{5 (\log (x)-x)}{x}+1\right)}\right)}",1,"(-17*Defer[Int][1/((4*x + x^2 - 5*Log[x])*Log[(x*(-1 + 4*x))/(5*(x*(4 + x) - 5*Log[x]))]^2), x])/4 - 5*Defer[Int][1/(x*(4*x + x^2 - 5*Log[x])*Log[(x*(-1 + 4*x))/(5*(x*(4 + x) - 5*Log[x]))]^2), x] - (17*Defer[Int][1/((-1 + 4*x)*(4*x + x^2 - 5*Log[x])*Log[(x*(-1 + 4*x))/(5*(x*(4 + x) - 5*Log[x]))]^2), x])/4 + 5*Defer[Int][Log[x]/(x*(4*x + x^2 - 5*Log[x])*Log[(x*(-1 + 4*x))/(5*(x*(4 + x) - 5*Log[x]))]^2), x] + 20*Defer[Int][Log[x]/((-1 + 4*x)*(4*x + x^2 - 5*Log[x])*Log[(x*(-1 + 4*x))/(5*(x*(4 + x) - 5*Log[x]))]^2), x]","F",0,0,0,0,-1,"{}"
5800,1,81,0,0.2278813,"\int \frac{3 x^2+8 x^3+x^4+e^2 \left(5+2 x-x^2\right)+e^6 \left(e^2 x^2+2 x^3\right)}{1+8 x+18 x^2+e^{12} x^2+8 x^3+x^4+e^6 \left(2 x+8 x^2+2 x^3\right)} \, dx","Int[(3*x^2 + 8*x^3 + x^4 + E^2*(5 + 2*x - x^2) + E^6*(E^2*x^2 + 2*x^3))/(1 + 8*x + 18*x^2 + E^12*x^2 + 8*x^3 + x^4 + E^6*(2*x + 8*x^2 + 2*x^3)),x]","\frac{\left(2+e^6\right) \left(6+e^6\right) \left(15+e^2+8 e^6-e^8+e^{12}\right) x+\left(2+e^6\right) \left(6+e^6\right) \left(4-e^2+e^6\right)}{\left(12+8 e^6+e^{12}\right) \left(x^2+\left(4+e^6\right) x+1\right)}+x","\frac{x^2+e^2 (x+5)}{x+\frac{1}{x}+e^6+4}",1,"x + ((2 + E^6)*(6 + E^6)*(4 - E^2 + E^6) + (2 + E^6)*(6 + E^6)*(15 + E^2 + 8*E^6 - E^8 + E^12)*x)/((12 + 8*E^6 + E^12)*(1 + (4 + E^6)*x + x^2))","B",5,5,91,0.05495,1,"{6, 1680, 1814, 21, 8}"
5801,1,40,0,0.0713763,"\int e^{-e^{3-x+2 x \log (x)}} \left(18+e^{3-x+2 x \log (x)} (18-18 x+(36-36 x) \log (x))\right) \, dx","Int[(18 + E^(3 - x + 2*x*Log[x])*(18 - 18*x + (36 - 36*x)*Log[x]))/E^E^(3 - x + 2*x*Log[x]),x]","-\frac{18 e^{-e^{3-x} x^{2 x}} (-x+2 (1-x) \log (x)+1)}{2 \log (x)+1}","18 (x-1) e^{-e^{-x+2 x \log (x)+3}}",1,"(-18*(1 - x + 2*(1 - x)*Log[x]))/(E^(E^(3 - x)*x^(2*x))*(1 + 2*Log[x]))","A",1,1,45,0.02222,1,"{2288}"
5802,1,23,0,0.6869451,"\int \frac{e^{-\frac{2 x^4}{625+1050 x+641 x^2+168 x^3+16 x^4}} \left(-750 x^3-315 x^4\right)}{15625+39375 x+40575 x^2+21861 x^3+6492 x^4+1008 x^5+64 x^6} \, dx","Int[(-750*x^3 - 315*x^4)/(E^((2*x^4)/(625 + 1050*x + 641*x^2 + 168*x^3 + 16*x^4))*(15625 + 39375*x + 40575*x^2 + 21861*x^3 + 6492*x^4 + 1008*x^5 + 64*x^6)),x]","\frac{15}{4} e^{-\frac{2 x^4}{\left(4 x^2+21 x+25\right)^2}}","\frac{15}{4} e^{-\frac{2 x^4}{\left((2 x+5)^2+x\right)^2}}",1,"15/(4*E^((2*x^4)/(25 + 21*x + 4*x^2)^2))","A",4,4,73,0.05479,1,"{1593, 6688, 12, 6706}"
5803,0,0,0,4.522851,"\int \frac{-9 x-51 x^2+18 x^3+\left(-3 x-35 x^2+12 x^3\right) \log (-3+x)+\left(-6 x^2+2 x^3\right) \log ^2(-3+x)+\left(-216 x+71 x^2+\left(-144 x+48 x^2\right) \log (-3+x)+\left(-24 x+8 x^2\right) \log ^2(-3+x)\right) \log (x)+\left(-234+76 x+(-150+50 x) \log (-3+x)+(-24+8 x) \log ^2(-3+x)\right) \log ^2(x)}{-54 x^2+18 x^3+\left(-36 x^2+12 x^3\right) \log (-3+x)+\left(-6 x^2+2 x^3\right) \log ^2(-3+x)+\left(-216 x+72 x^2+\left(-144 x+48 x^2\right) \log (-3+x)+\left(-24 x+8 x^2\right) \log ^2(-3+x)\right) \log (x)+\left(-216+72 x+(-144+48 x) \log (-3+x)+(-24+8 x) \log ^2(-3+x)\right) \log ^2(x)} \, dx","Int[(-9*x - 51*x^2 + 18*x^3 + (-3*x - 35*x^2 + 12*x^3)*Log[-3 + x] + (-6*x^2 + 2*x^3)*Log[-3 + x]^2 + (-216*x + 71*x^2 + (-144*x + 48*x^2)*Log[-3 + x] + (-24*x + 8*x^2)*Log[-3 + x]^2)*Log[x] + (-234 + 76*x + (-150 + 50*x)*Log[-3 + x] + (-24 + 8*x)*Log[-3 + x]^2)*Log[x]^2)/(-54*x^2 + 18*x^3 + (-36*x^2 + 12*x^3)*Log[-3 + x] + (-6*x^2 + 2*x^3)*Log[-3 + x]^2 + (-216*x + 72*x^2 + (-144*x + 48*x^2)*Log[-3 + x] + (-24*x + 8*x^2)*Log[-3 + x]^2)*Log[x] + (-216 + 72*x + (-144 + 48*x)*Log[-3 + x] + (-24 + 8*x)*Log[-3 + x]^2)*Log[x]^2),x]","\int \frac{-9 x-51 x^2+18 x^3+\left(-3 x-35 x^2+12 x^3\right) \log (-3+x)+\left(-6 x^2+2 x^3\right) \log ^2(-3+x)+\left(-216 x+71 x^2+\left(-144 x+48 x^2\right) \log (-3+x)+\left(-24 x+8 x^2\right) \log ^2(-3+x)\right) \log (x)+\left(-234+76 x+(-150+50 x) \log (-3+x)+(-24+8 x) \log ^2(-3+x)\right) \log ^2(x)}{-54 x^2+18 x^3+\left(-36 x^2+12 x^3\right) \log (-3+x)+\left(-6 x^2+2 x^3\right) \log ^2(-3+x)+\left(-216 x+72 x^2+\left(-144 x+48 x^2\right) \log (-3+x)+\left(-24 x+8 x^2\right) \log ^2(-3+x)\right) \log (x)+\left(-216+72 x+(-144+48 x) \log (-3+x)+(-24+8 x) \log ^2(-3+x)\right) \log ^2(x)} \, dx","x+\frac{x}{2 (\log (x-3)+3) \left(\frac{x}{\log (x)}+2\right)}",1,"x + 3/(4*(3 + Log[-3 + x])) - (3 - x)/(4*(3 + Log[-3 + x])) + Defer[Int][x/((3 + Log[-3 + x])*(x + 2*Log[x])^2), x]/2 + Defer[Int][x^2/((3 + Log[-3 + x])*(x + 2*Log[x])^2), x]/4 + (3*Defer[Int][1/((3 + Log[-3 + x])^2*(x + 2*Log[x])), x])/4 + (9*Defer[Int][1/((-3 + x)*(3 + Log[-3 + x])^2*(x + 2*Log[x])), x])/4 - (5*Defer[Int][x/((3 + Log[-3 + x])^2*(x + 2*Log[x])), x])/4 - Defer[Int][(x*Log[-3 + x])/((3 + Log[-3 + x])^2*(x + 2*Log[x])), x]/2","F",0,0,0,0,-1,"{}"
5804,0,0,0,11.1347003,"\int \frac{e^{-e^x} \left(-32 x^2+8 x^4+8 x^5+\left(-16 x^2+4 x^5\right) \log (5)+e^x \left(8 x^5+8 x^6+4 x^6 \log (5)\right)+\left(64 x+64 x^2+32 x^2 \log (5)+e^x \left(-32 x^2-32 x^3-16 x^3 \log (5)\right)\right) \log (-2-2 x-x \log (5))\right)}{2 x^6+2 x^7+x^7 \log (5)+\left(-16 x^3-16 x^4-8 x^4 \log (5)\right) \log (-2-2 x-x \log (5))+(32+32 x+16 x \log (5)) \log ^2(-2-2 x-x \log (5))} \, dx","Int[(-32*x^2 + 8*x^4 + 8*x^5 + (-16*x^2 + 4*x^5)*Log[5] + E^x*(8*x^5 + 8*x^6 + 4*x^6*Log[5]) + (64*x + 64*x^2 + 32*x^2*Log[5] + E^x*(-32*x^2 - 32*x^3 - 16*x^3*Log[5]))*Log[-2 - 2*x - x*Log[5]])/(E^E^x*(2*x^6 + 2*x^7 + x^7*Log[5] + (-16*x^3 - 16*x^4 - 8*x^4*Log[5])*Log[-2 - 2*x - x*Log[5]] + (32 + 32*x + 16*x*Log[5])*Log[-2 - 2*x - x*Log[5]]^2)),x]","\int \frac{e^{-e^x} \left(-32 x^2+8 x^4+8 x^5+\left(-16 x^2+4 x^5\right) \log (5)+e^x \left(8 x^5+8 x^6+4 x^6 \log (5)\right)+\left(64 x+64 x^2+32 x^2 \log (5)+e^x \left(-32 x^2-32 x^3-16 x^3 \log (5)\right)\right) \log (-2-2 x-x \log (5))\right)}{2 x^6+2 x^7+x^7 \log (5)+\left(-16 x^3-16 x^4-8 x^4 \log (5)\right) \log (-2-2 x-x \log (5))+(32+32 x+16 x \log (5)) \log ^2(-2-2 x-x \log (5))} \, dx","\frac{e^{-e^x} x}{\frac{\log (x-(x (3+\log (5)))-2)}{x}-\frac{x^2}{4}}",1,"(32*Defer[Int][1/(E^E^x*(x^3 - 4*Log[-2 - x*(2 + Log[5])])^2), x])/(2 + Log[5]) - 16*Defer[Int][x/(E^E^x*(x^3 - 4*Log[-2 - x*(2 + Log[5])])^2), x] + 12*Defer[Int][x^4/(E^E^x*(x^3 - 4*Log[-2 - x*(2 + Log[5])])^2), x] - (64*Defer[Int][1/(E^E^x*(2 + x*(2 + Log[5]))*(x^3 - 4*Log[-2 - x*(2 + Log[5])])^2), x])/(2 + Log[5]) - 8*Defer[Int][x/(E^E^x*(x^3 - 4*Log[-2 - x*(2 + Log[5])])), x] + 4*Defer[Int][(E^(-E^x + x)*x^2)/(x^3 - 4*Log[-2 - x*(2 + Log[5])]), x]","F",0,0,0,0,-1,"{}"
5805,1,54,0,0.0830378,"\int \frac{e^{e^{180-2 x} x^8} \left(-1+e^{180-2 x} (8-2 x) x^8\right)}{x^2} \, dx","Int[(E^(E^(180 - 2*x)*x^8)*(-1 + E^(180 - 2*x)*(8 - 2*x)*x^8))/x^2,x]","\frac{e^{e^{180-2 x} x^8-2 x+180} (4-x) x^6}{4 e^{180-2 x} x^7-e^{180-2 x} x^8}","\frac{e^{e^{2 (-x+4 (\log (x)+3)+78)}}}{x}",1,"(E^(180 - 2*x + E^(180 - 2*x)*x^8)*(4 - x)*x^6)/(4*E^(180 - 2*x)*x^7 - E^(180 - 2*x)*x^8)","B",1,1,35,0.02857,1,"{2288}"
5806,1,51,0,0.0266878,"\int \frac{-13+e^{1-x} (4-4 x)+3 \log (5)}{3 \log (5)} \, dx","Int[(-13 + E^(1 - x)*(4 - 4*x) + 3*Log[5])/(3*Log[5]),x]","-\frac{4 e^{1-x} (1-x)}{3 \log (5)}-\frac{x (13-\log (125))}{3 \log (5)}+\frac{4 e^{1-x}}{3 \log (5)}","x+\frac{x+4 \left(\frac{1}{3} \left(e^{1-x} x-x\right)-x\right)}{\log (5)}",1,"(4*E^(1 - x))/(3*Log[5]) - (4*E^(1 - x)*(1 - x))/(3*Log[5]) - (x*(13 - Log[125]))/(3*Log[5])","A",4,3,27,0.1111,1,"{12, 2176, 2194}"
5807,0,0,0,0.2726077,"\int \frac{x^{x+x^2} \left(-x^2+\left(1+x-2 x^2\right) \log (x)\right)}{\log (5)} \, dx","Int[(x^(x + x^2)*(-x^2 + (1 + x - 2*x^2)*Log[x]))/Log[5],x]","\int \frac{x^{x+x^2} \left(-x^2+\left(1+x-2 x^2\right) \log (x)\right)}{\log (5)} \, dx","\frac{(1-x) x^{x^2+x}}{\log (5)}",1,"(Log[x]*Defer[Int][x^(x*(1 + x)), x])/Log[5] + (Log[x]*Defer[Int][x^(1 + x + x^2), x])/Log[5] - Defer[Int][x^(2 + x + x^2), x]/Log[5] - (2*Log[x]*Defer[Int][x^(2 + x + x^2), x])/Log[5] - Defer[Int][Defer[Int][x^(x*(1 + x)), x]/x, x]/Log[5] - Defer[Int][Defer[Int][x^(1 + x + x^2), x]/x, x]/Log[5] + (2*Defer[Int][Defer[Int][x^(2 + x + x^2), x]/x, x])/Log[5]","F",0,0,0,0,-1,"{}"
5808,1,46,0,0.0931579,"\int \frac{-100+200 e^3-100 e^6+e^{2 x} \left(-18 x^2+18 x^3\right)+e^x \left(90 x-30 x^2+e^3 \left(-90 x+30 x^2\right)\right)}{225 x^5} \, dx","Int[(-100 + 200*E^3 - 100*E^6 + E^(2*x)*(-18*x^2 + 18*x^3) + E^x*(90*x - 30*x^2 + E^3*(-90*x + 30*x^2)))/(225*x^5),x]","\frac{\left(1-e^3\right)^2}{9 x^4}-\frac{2 \left(1-e^3\right) e^x}{15 x^3}+\frac{e^{2 x}}{25 x^2}","\frac{\left(\frac{e^x}{5}+\frac{e^3-1}{3 x}\right)^2}{x^2}+5",1,"(1 - E^3)^2/(9*x^4) - (2*E^x*(1 - E^3))/(15*x^3) + E^(2*x)/(25*x^2)","A",5,3,62,0.04839,1,"{12, 14, 2197}"
5809,0,0,0,1.9001229,"\int \frac{\exp \left(\frac{32 x+\left(-4+8 x+12 x^2\right) \log (\log (5))}{\left(1-2 x+x^2\right) \log (\log (5))}\right) (-32-32 x-32 x \log (\log (5)))}{\left(-1+3 x-3 x^2+x^3\right) \log (\log (5))} \, dx","Int[(E^((32*x + (-4 + 8*x + 12*x^2)*Log[Log[5]])/((1 - 2*x + x^2)*Log[Log[5]]))*(-32 - 32*x - 32*x*Log[Log[5]]))/((-1 + 3*x - 3*x^2 + x^3)*Log[Log[5]]),x]","\int \frac{\exp \left(\frac{32 x+\left(-4+8 x+12 x^2\right) \log (\log (5))}{\left(1-2 x+x^2\right) \log (\log (5))}\right) (-32-32 x-32 x \log (\log (5)))}{\left(-1+3 x-3 x^2+x^3\right) \log (\log (5))} \, dx","\exp \left(4 \left(\frac{4 \left(x+\frac{2}{\log (\log (5))}\right)}{\frac{(x+1)^2}{x}-4}-1\right)\right)-3",1,"(-32*(2 + Log[Log[5]])*Defer[Int][1/(E^((4*(Log[Log[5]] - 3*x^2*Log[Log[5]] - 2*x*(4 + Log[Log[5]])))/((-1 + x)^2*Log[Log[5]]))*(-1 + x)^3), x])/Log[Log[5]] - 32*(1 + Log[Log[5]]^(-1))*Defer[Int][1/(E^((4*(Log[Log[5]] - 3*x^2*Log[Log[5]] - 2*x*(4 + Log[Log[5]])))/((-1 + x)^2*Log[Log[5]]))*(-1 + x)^2), x]","F",0,0,0,0,-1,"{}"
5810,0,0,0,7.9723326,"\int \frac{e^{2 x} (4+16 x)+e^{2 x} \left(x+2 x^2\right) \log ^2\left(3 x+6 x^2\right)+\left(e^{2 x} \left(-4-16 x-16 x^2\right) \log \left(3 x+6 x^2\right)+e^{2 x} \left(4+17 x+20 x^2+4 x^3\right) \log ^2\left(3 x+6 x^2\right)\right) \log \left(\frac{-4+(4+x) \log \left(3 x+6 x^2\right)}{\log \left(3 x+6 x^2\right)}\right)}{(-4-8 x) \log \left(3 x+6 x^2\right)+\left(4+9 x+2 x^2\right) \log ^2\left(3 x+6 x^2\right)} \, dx","Int[(E^(2*x)*(4 + 16*x) + E^(2*x)*(x + 2*x^2)*Log[3*x + 6*x^2]^2 + (E^(2*x)*(-4 - 16*x - 16*x^2)*Log[3*x + 6*x^2] + E^(2*x)*(4 + 17*x + 20*x^2 + 4*x^3)*Log[3*x + 6*x^2]^2)*Log[(-4 + (4 + x)*Log[3*x + 6*x^2])/Log[3*x + 6*x^2]])/((-4 - 8*x)*Log[3*x + 6*x^2] + (4 + 9*x + 2*x^2)*Log[3*x + 6*x^2]^2),x]","\int \frac{e^{2 x} (4+16 x)+e^{2 x} \left(x+2 x^2\right) \log ^2\left(3 x+6 x^2\right)+\left(e^{2 x} \left(-4-16 x-16 x^2\right) \log \left(3 x+6 x^2\right)+e^{2 x} \left(4+17 x+20 x^2+4 x^3\right) \log ^2\left(3 x+6 x^2\right)\right) \log \left(\frac{-4+(4+x) \log \left(3 x+6 x^2\right)}{\log \left(3 x+6 x^2\right)}\right)}{(-4-8 x) \log \left(3 x+6 x^2\right)+\left(4+9 x+2 x^2\right) \log ^2\left(3 x+6 x^2\right)} \, dx","e^{2 x} x \log \left(x-\frac{4}{\log (3 x (2 x+1))}+4\right)",1,"E^(2*x)/2 - (4*ExpIntegralEi[2*(4 + x)])/E^8 - 2*Defer[Int][E^(2*x)/Log[3*x*(1 + 2*x)], x] + Defer[Int][E^(2*x)/((1 + 2*x)*Log[3*x*(1 + 2*x)]), x] - 16*Defer[Int][E^(2*x)/((4 + x)*(-4 + 4*Log[3*x*(1 + 2*x)] + x*Log[3*x*(1 + 2*x)])), x] - (7*Defer[Int][E^(2*x)/((1 + 2*x)*(-4 + 4*Log[3*x*(1 + 2*x)] + x*Log[3*x*(1 + 2*x)])), x])/2 + (23*Defer[Int][E^(2*x)/(-4 + (4 + x)*Log[3*x*(1 + 2*x)]), x])/2 + 2*Defer[Int][(E^(2*x)*x)/(-4 + (4 + x)*Log[3*x*(1 + 2*x)]), x] + Defer[Int][E^(2*x)*Log[4 + x - 4/Log[3*x*(1 + 2*x)]], x] + 2*Defer[Int][E^(2*x)*x*Log[4 + x - 4/Log[3*x*(1 + 2*x)]], x]","F",0,0,0,0,-1,"{}"
5811,0,0,0,24.514987,"\int \frac{15 x-50 e^x x+10 e^{2 x} x-5 x^2+\left(15 x-10 x^2\right) \log (x)+\left(-125+50 e^x-5 e^{2 x}+\left(-15 x+5 x^2\right) \log (x)\right) \log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right) \log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right)}{\left(-25 x+10 e^x x-e^{2 x} x+\left(-3 x^2+x^3\right) \log (x)\right) \log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right) \log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right) \log ^2\left(\frac{\log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right)}{x}\right)} \, dx","Int[(15*x - 50*E^x*x + 10*E^(2*x)*x - 5*x^2 + (15*x - 10*x^2)*Log[x] + (-125 + 50*E^x - 5*E^(2*x) + (-15*x + 5*x^2)*Log[x])*Log[25 - 10*E^x + E^(2*x) + (3*x - x^2)*Log[x]]*Log[Log[25 - 10*E^x + E^(2*x) + (3*x - x^2)*Log[x]]])/((-25*x + 10*E^x*x - E^(2*x)*x + (-3*x^2 + x^3)*Log[x])*Log[25 - 10*E^x + E^(2*x) + (3*x - x^2)*Log[x]]*Log[Log[25 - 10*E^x + E^(2*x) + (3*x - x^2)*Log[x]]]*Log[Log[Log[25 - 10*E^x + E^(2*x) + (3*x - x^2)*Log[x]]]/x]^2),x]","\int \frac{15 x-50 e^x x+10 e^{2 x} x-5 x^2+\left(15 x-10 x^2\right) \log (x)+\left(-125+50 e^x-5 e^{2 x}+\left(-15 x+5 x^2\right) \log (x)\right) \log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right) \log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right)}{\left(-25 x+10 e^x x-e^{2 x} x+\left(-3 x^2+x^3\right) \log (x)\right) \log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right) \log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right) \log ^2\left(\frac{\log \left(\log \left(25-10 e^x+e^{2 x}+\left(3 x-x^2\right) \log (x)\right)\right)}{x}\right)} \, dx","\frac{5}{\log \left(\frac{\log \left(\log \left(\left(5-e^x\right)^2+(3-x) x \log (x)\right)\right)}{x}\right)}",1,"5*Defer[Int][1/(x*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] - 10*Defer[Int][1/(Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] + 235*Defer[Int][1/(((-5 + E^x)^2 - (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] - 50*Defer[Int][E^x/(((-5 + E^x)^2 - (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] - 5*Defer[Int][x/((-(-5 + E^x)^2 + (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] + 15*Defer[Int][Log[x]/((-(-5 + E^x)^2 + (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] - 40*Defer[Int][(x*Log[x])/((-(-5 + E^x)^2 + (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x] + 10*Defer[Int][(x^2*Log[x])/((-(-5 + E^x)^2 + (-3 + x)*x*Log[x])*Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]*Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]*Log[Log[Log[(-5 + E^x)^2 - (-3 + x)*x*Log[x]]]/x]^2), x]","F",0,0,0,0,-1,"{}"
5812,1,27,0,0.6288334,"\int \frac{\left(-12 x^7+4 x^9+\left(12 x^6-8 x^8\right) \log (4)\right) \log ^3\left(\frac{5 x-5 \log (4)}{x^2}\right)+\left(-8 x^9+8 x^8 \log (4)\right) \log ^4\left(\frac{5 x-5 \log (4)}{x^2}\right)+\log ^3(x) \left(-324 x+108 x^3+\left(324-216 x^2\right) \log (4)+\left(-216 x^3+216 x^2 \log (4)\right) \log \left(\frac{5 x-5 \log (4)}{x^2}\right)\right)+\log ^2(x) \left(\left(-324 x^3+108 x^5+\left(324 x^2-216 x^4\right) \log (4)\right) \log \left(\frac{5 x-5 \log (4)}{x^2}\right)+\left(-216 x^5+216 x^4 \log (4)\right) \log ^2\left(\frac{5 x-5 \log (4)}{x^2}\right)\right)+\log (x) \left(\left(-108 x^5+36 x^7+\left(108 x^4-72 x^6\right) \log (4)\right) \log ^2\left(\frac{5 x-5 \log (4)}{x^2}\right)+\left(-72 x^7+72 x^6 \log (4)\right) \log ^3\left(\frac{5 x-5 \log (4)}{x^2}\right)\right)}{-81 x^2+81 x \log (4)} \, dx","Int[((-12*x^7 + 4*x^9 + (12*x^6 - 8*x^8)*Log[4])*Log[(5*x - 5*Log[4])/x^2]^3 + (-8*x^9 + 8*x^8*Log[4])*Log[(5*x - 5*Log[4])/x^2]^4 + Log[x]^3*(-324*x + 108*x^3 + (324 - 216*x^2)*Log[4] + (-216*x^3 + 216*x^2*Log[4])*Log[(5*x - 5*Log[4])/x^2]) + Log[x]^2*((-324*x^3 + 108*x^5 + (324*x^2 - 216*x^4)*Log[4])*Log[(5*x - 5*Log[4])/x^2] + (-216*x^5 + 216*x^4*Log[4])*Log[(5*x - 5*Log[4])/x^2]^2) + Log[x]*((-108*x^5 + 36*x^7 + (108*x^4 - 72*x^6)*Log[4])*Log[(5*x - 5*Log[4])/x^2]^2 + (-72*x^7 + 72*x^6*Log[4])*Log[(5*x - 5*Log[4])/x^2]^3))/(-81*x^2 + 81*x*Log[4]),x]","\frac{1}{81} \left(x^2 \log \left(\frac{5 (x-\log (4))}{x^2}\right)+3 \log (x)\right)^4","\left(\frac{1}{3} x^2 \log \left(\frac{5}{x}-\frac{5 \log (4)}{x^2}\right)+\log (x)\right)^4",1,"(3*Log[x] + x^2*Log[(5*(x - Log[4]))/x^2])^4/81","A",4,4,284,0.01408,1,"{1593, 6688, 12, 6686}"
5813,1,18,0,0.041044,"\int \frac{-120+e^{3-x} (20+20 x)}{x^2} \, dx","Int[(-120 + E^(3 - x)*(20 + 20*x))/x^2,x]","\frac{120}{x}-\frac{20 e^{3-x}}{x}","\frac{20 \left(x+\frac{\left(1-e^{3-x}\right) x+x}{x}+4\right)}{x}",1,"120/x - (20*E^(3 - x))/x","A",3,2,19,0.1053,1,"{14, 2197}"
5814,1,27,0,0.0227849,"\int \frac{9-x-10 x^4+2 \log (x)}{5 x^3} \, dx","Int[(9 - x - 10*x^4 + 2*Log[x])/(5*x^3),x]","-x^2-\frac{1}{x^2}-\frac{\log (x)}{5 x^2}+\frac{1}{5 x}","-x^2-\frac{-x+\log (x)+5}{5 x^2}+5",1,"-x^(-2) + 1/(5*x) - x^2 - Log[x]/(5*x^2)","A",6,3,21,0.1429,1,"{12, 14, 2304}"
5815,1,30,0,0.0067169,"\int \left(25+20 x+3 x^2+e (30+6 x)+e (-10-2 x) \log (4)\right) \, dx","Int[25 + 20*x + 3*x^2 + E*(30 + 6*x) + E*(-10 - 2*x)*Log[4],x]","x^3+10 x^2+25 x+3 e (x+5)^2-e (x+5)^2 \log (4)","(x+5)^2 (x-e (\log (4)-3))",1,"25*x + 10*x^2 + x^3 + 3*E*(5 + x)^2 - E*(5 + x)^2*Log[4]","A",1,0,26,0,1,"{}"
5816,1,26,0,0.743874,"\int \frac{-20 x^2+10 x^3+e^{\frac{13+10 x^2-10 x^3}{10 x}} \left(13-13 x-10 x^2+30 x^3-20 x^4\right)}{-10 x^2+10 x^3} \, dx","Int[(-20*x^2 + 10*x^3 + E^((13 + 10*x^2 - 10*x^3)/(10*x))*(13 - 13*x - 10*x^2 + 30*x^3 - 20*x^4))/(-10*x^2 + 10*x^3),x]","e^{-x^2+x+\frac{13}{10 x}}+x-\log (1-x)","x+e^{\frac{13}{10 x}-(x-1) x}-\log (x-1)",1,"E^(13/(10*x) + x - x^2) + x - Log[1 - x]","A",6,4,67,0.05970,1,"{1593, 6742, 43, 6706}"
5817,1,20,0,0.0074556,"\int \left(1-40 x-15 x^2+60 x^2 \log ^2(3)\right) \, dx","Int[1 - 40*x - 15*x^2 + 60*x^2*Log[3]^2,x]","-5 x^3 \left(1-4 \log ^2(3)\right)-20 x^2+x","-5 x^2 \left(x-4 x \log ^2(3)+4\right)+x-e^3",1,"x - 20*x^2 - 5*x^3*(1 - 4*Log[3]^2)","A",2,1,19,0.05263,1,"{6}"
5818,0,0,0,4.1829238,"\int \frac{e^{2 x^2} \left(-576 x^3+504 x^5\right)+e^{3+x^2} \left(24 x^5+24 x^7\right)}{e^6 x^4+e^{3+x^2} \left(-24 x^2+42 x^4\right)+e^{2 x^2} \left(144-504 x^2+441 x^4\right)} \, dx","Int[(E^(2*x^2)*(-576*x^3 + 504*x^5) + E^(3 + x^2)*(24*x^5 + 24*x^7))/(E^6*x^4 + E^(3 + x^2)*(-24*x^2 + 42*x^4) + E^(2*x^2)*(144 - 504*x^2 + 441*x^4)),x]","\int \frac{e^{2 x^2} \left(-576 x^3+504 x^5\right)+e^{3+x^2} \left(24 x^5+24 x^7\right)}{e^6 x^4+e^{3+x^2} \left(-24 x^2+42 x^4\right)+e^{2 x^2} \left(144-504 x^2+441 x^4\right)} \, dx","\frac{4 x^2}{\frac{e^{3-x^2}}{3}-\frac{4}{x^2}+7}",1,"(192*Defer[Subst][Defer[Int][E^(3 + x)/(-12*E^x + E^3*x + 21*E^x*x)^2, x], x, x^2])/49 + (48*Defer[Subst][Defer[Int][(E^(3 + x)*x)/(-12*E^x + E^3*x + 21*E^x*x)^2, x], x, x^2])/7 + 12*Defer[Subst][Defer[Int][(E^(3 + x)*x^3)/(-12*E^x + E^3*x + 21*E^x*x)^2, x], x, x^2] + (768*Defer[Subst][Defer[Int][E^(3 + x)/((-4 + 7*x)*(-12*E^x + E^3*x + 21*E^x*x)^2), x], x, x^2])/49 - (48*Defer[Subst][Defer[Int][E^x/(-12*E^x + E^3*x + 21*E^x*x), x], x, x^2])/7 + 12*Defer[Subst][Defer[Int][(E^x*x)/(-12*E^x + E^3*x + 21*E^x*x), x], x, x^2] - (192*Defer[Subst][Defer[Int][E^x/((-4 + 7*x)*(-12*E^x + E^3*x + 21*E^x*x)), x], x, x^2])/7","F",0,0,0,0,-1,"{}"
5819,0,0,0,5.312976,"\int \frac{-5 x^2+10 x^4+e^{x^2} \left(75-24 x^2\right)+\left(5 x^2+e^{x^2} \left(75+24 x^2\right)\right) \log \left(\frac{e^{-x^2} \left(-5 x^2+e^{x^2} \left(-75-24 x^2\right)\right)}{5 x}\right)}{\left(5 x^2+e^{x^2} \left(75+24 x^2\right)\right) \log ^2\left(\frac{e^{-x^2} \left(-5 x^2+e^{x^2} \left(-75-24 x^2\right)\right)}{5 x}\right)} \, dx","Int[(-5*x^2 + 10*x^4 + E^x^2*(75 - 24*x^2) + (5*x^2 + E^x^2*(75 + 24*x^2))*Log[(-5*x^2 + E^x^2*(-75 - 24*x^2))/(5*E^x^2*x)])/((5*x^2 + E^x^2*(75 + 24*x^2))*Log[(-5*x^2 + E^x^2*(-75 - 24*x^2))/(5*E^x^2*x)]^2),x]","\int \frac{-5 x^2+10 x^4+e^{x^2} \left(75-24 x^2\right)+\left(5 x^2+e^{x^2} \left(75+24 x^2\right)\right) \log \left(\frac{e^{-x^2} \left(-5 x^2+e^{x^2} \left(-75-24 x^2\right)\right)}{5 x}\right)}{\left(5 x^2+e^{x^2} \left(75+24 x^2\right)\right) \log ^2\left(\frac{e^{-x^2} \left(-5 x^2+e^{x^2} \left(-75-24 x^2\right)\right)}{5 x}\right)} \, dx","\frac{x}{\log \left(x \left(\frac{1}{5}-\frac{e^{-x^2} x+5 \left(x+\frac{3}{x}\right)}{x}\right)\right)}",1,"-Defer[Int][Log[-15/x + (-24/5 - E^(-x^2))*x]^(-2), x] + (5*I)*Defer[Int][1/((5*I - 2*Sqrt[2]*x)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x] + (5*I)*Defer[Int][1/((5*I + 2*Sqrt[2]*x)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x] - (125*Defer[Int][1/((75*E^x^2 + 5*x^2 + 24*E^x^2*x^2)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x])/4 + 10*Defer[Int][x^4/((75*E^x^2 + 5*x^2 + 24*E^x^2*x^2)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x] + ((625*I)/8)*Defer[Int][1/((5*I - 2*Sqrt[2]*x)*(75*E^x^2 + 5*x^2 + 24*E^x^2*x^2)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x] + ((625*I)/8)*Defer[Int][1/((5*I + 2*Sqrt[2]*x)*(75*E^x^2 + 5*x^2 + 24*E^x^2*x^2)*Log[-15/x + (-24/5 - E^(-x^2))*x]^2), x] + Defer[Int][Log[-15/x + (-24/5 - E^(-x^2))*x]^(-1), x]","F",0,0,0,0,-1,"{}"
5820,0,0,0,13.8689714,"\int \frac{5 x-x^3+e^2 \left(5-x^2\right)+e^{2 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(e^2+x+\exp \left(2 e^{\log (x) \log \left(e^2+x\right)}+\log (x) \log \left(e^2+x\right)\right) \left(-4 x \log (x)+\left(-4 e^2-4 x\right) \log \left(e^2+x\right)\right)\right)}{25 x-10 x^2+11 x^3-2 x^4+x^5+e^{4 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(e^2+x\right)+e^2 \left(25-10 x+11 x^2-2 x^3+x^4\right)+e^{2 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(10 x-2 x^2+2 x^3+e^2 \left(10-2 x+2 x^2\right)\right)} \, dx","Int[(5*x - x^3 + E^2*(5 - x^2) + E^(2*E^(2*E^(Log[x]*Log[E^2 + x])))*(E^2 + x + E^(2*E^(Log[x]*Log[E^2 + x]) + Log[x]*Log[E^2 + x])*(-4*x*Log[x] + (-4*E^2 - 4*x)*Log[E^2 + x])))/(25*x - 10*x^2 + 11*x^3 - 2*x^4 + x^5 + E^(4*E^(2*E^(Log[x]*Log[E^2 + x])))*(E^2 + x) + E^2*(25 - 10*x + 11*x^2 - 2*x^3 + x^4) + E^(2*E^(2*E^(Log[x]*Log[E^2 + x])))*(10*x - 2*x^2 + 2*x^3 + E^2*(10 - 2*x + 2*x^2))),x]","\int \frac{5 x-x^3+e^2 \left(5-x^2\right)+e^{2 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(e^2+x+\exp \left(2 e^{\log (x) \log \left(e^2+x\right)}+\log (x) \log \left(e^2+x\right)\right) \left(-4 x \log (x)+\left(-4 e^2-4 x\right) \log \left(e^2+x\right)\right)\right)}{25 x-10 x^2+11 x^3-2 x^4+x^5+e^{4 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(e^2+x\right)+e^2 \left(25-10 x+11 x^2-2 x^3+x^4\right)+e^{2 e^{2 e^{\log (x) \log \left(e^2+x\right)}}} \left(10 x-2 x^2+2 x^3+e^2 \left(10-2 x+2 x^2\right)\right)} \, dx","\frac{x}{x^2-x+e^{2 e^{2 e^{\log (x) \log \left(x+e^2\right)}}}+5}",1,"5*Defer[Int][(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^(-2), x] + Defer[Int][E^(2*E^(2*x^Log[E^2 + x]))/(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^2, x] - Defer[Int][x^2/(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^2, x] - 4*Defer[Int][(E^(2*E^(2*x^Log[E^2 + x]) + 2*x^Log[E^2 + x] + Log[x]*Log[E^2 + x])*Log[x])/(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^2, x] + 4*Defer[Int][(E^(2 + 2*E^(2*x^Log[E^2 + x]) + 2*x^Log[E^2 + x] + Log[x]*Log[E^2 + x])*Log[x])/((E^2 + x)*(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^2), x] - 4*Defer[Int][(E^(2*E^(2*x^Log[E^2 + x]) + 2*x^Log[E^2 + x] + Log[x]*Log[E^2 + x])*Log[E^2 + x])/(5 + E^(2*E^(2*x^Log[E^2 + x])) - x + x^2)^2, x]","F",0,0,0,0,-1,"{}"
5821,0,0,0,1.4172162,"\int \frac{(-4-2 x) \log ^2\left(8 x+4 x^2\right)+(4+4 x) \log (x) \log \left(8 x+4 x^2\right) \log (\log (x))+\left(\left(2 x+x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)\right) \log ^3(\log (x))}{\left(2 x+x^2\right) \log (x) \log ^3(\log (x))} \, dx","Int[((-4 - 2*x)*Log[8*x + 4*x^2]^2 + (4 + 4*x)*Log[x]*Log[8*x + 4*x^2]*Log[Log[x]] + ((2*x + x^2)*Log[x] + (2*x + x^2)*Log[x]^2)*Log[Log[x]]^3)/((2*x + x^2)*Log[x]*Log[Log[x]]^3),x]","\int \frac{(-4-2 x) \log ^2\left(8 x+4 x^2\right)+(4+4 x) \log (x) \log \left(8 x+4 x^2\right) \log (\log (x))+\left(\left(2 x+x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)\right) \log ^3(\log (x))}{\left(2 x+x^2\right) \log (x) \log ^3(\log (x))} \, dx","\log \left(3 e^{\frac{\log ^2(4 x (x+2))}{\log ^2(\log (x))}}\right)+x \log (x)+4",1,"x*Log[x] - 2*Defer[Int][Log[4*x*(2 + x)]^2/(x*Log[x]*Log[Log[x]]^3), x] + 2*Defer[Int][Log[4*x*(2 + x)]/(x*Log[Log[x]]^2), x] + 2*Defer[Int][Log[4*x*(2 + x)]/((2 + x)*Log[Log[x]]^2), x]","F",0,0,0,0,-1,"{}"
5822,0,0,0,22.1047567,"\int \frac{8 e^8 x^5+72 x^6-32 x^7+\left(800 x^4+266 x^5-312 x^6+e^8 \left(32 x^3+42 x^4-8 x^5\right)\right) \log (2-x)+\left(3072 x^2+3328 x^3-456 x^4-988 x^5+e^8 \left(52 x^3-26 x^4\right)\right) \log ^2(2-x)+\left(4096+7424 x+2752 x^2-1716 x^3-1014 x^4+e^8 \left(-256-80 x+104 x^2\right)\right) \log ^3(2-x)}{-2 x^9+x^{10}+e^{24} \left(-2 x^6+x^7\right)+e^{16} \left(-6 x^7+3 x^8\right)+e^8 \left(-6 x^8+3 x^9\right)+\left(-24 x^7-6 x^8+9 x^9+e^{24} \left(-24 x^4-6 x^5+9 x^6\right)+e^{16} \left(-72 x^5-18 x^6+27 x^7\right)+e^8 \left(-72 x^6-18 x^7+27 x^8\right)\right) \log (2-x)+\left(-96 x^5-96 x^6+18 x^7+27 x^8+e^{24} \left(-96 x^2-96 x^3+18 x^4+27 x^5\right)+e^{16} \left(-288 x^3-288 x^4+54 x^5+81 x^6\right)+e^8 \left(-288 x^4-288 x^5+54 x^6+81 x^7\right)\right) \log ^2(2-x)+\left(-128 x^3-224 x^4-72 x^5+54 x^6+27 x^7+e^{24} \left(-128-224 x-72 x^2+54 x^3+27 x^4\right)+e^{16} \left(-384 x-672 x^2-216 x^3+162 x^4+81 x^5\right)+e^8 \left(-384 x^2-672 x^3-216 x^4+162 x^5+81 x^6\right)\right) \log ^3(2-x)} \, dx","Int[(8*E^8*x^5 + 72*x^6 - 32*x^7 + (800*x^4 + 266*x^5 - 312*x^6 + E^8*(32*x^3 + 42*x^4 - 8*x^5))*Log[2 - x] + (3072*x^2 + 3328*x^3 - 456*x^4 - 988*x^5 + E^8*(52*x^3 - 26*x^4))*Log[2 - x]^2 + (4096 + 7424*x + 2752*x^2 - 1716*x^3 - 1014*x^4 + E^8*(-256 - 80*x + 104*x^2))*Log[2 - x]^3)/(-2*x^9 + x^10 + E^24*(-2*x^6 + x^7) + E^16*(-6*x^7 + 3*x^8) + E^8*(-6*x^8 + 3*x^9) + (-24*x^7 - 6*x^8 + 9*x^9 + E^24*(-24*x^4 - 6*x^5 + 9*x^6) + E^16*(-72*x^5 - 18*x^6 + 27*x^7) + E^8*(-72*x^6 - 18*x^7 + 27*x^8))*Log[2 - x] + (-96*x^5 - 96*x^6 + 18*x^7 + 27*x^8 + E^24*(-96*x^2 - 96*x^3 + 18*x^4 + 27*x^5) + E^16*(-288*x^3 - 288*x^4 + 54*x^5 + 81*x^6) + E^8*(-288*x^4 - 288*x^5 + 54*x^6 + 81*x^7))*Log[2 - x]^2 + (-128*x^3 - 224*x^4 - 72*x^5 + 54*x^6 + 27*x^7 + E^24*(-128 - 224*x - 72*x^2 + 54*x^3 + 27*x^4) + E^16*(-384*x - 672*x^2 - 216*x^3 + 162*x^4 + 81*x^5) + E^8*(-384*x^2 - 672*x^3 - 216*x^4 + 162*x^5 + 81*x^6))*Log[2 - x]^3),x]","\int \frac{8 e^8 x^5+72 x^6-32 x^7+\left(800 x^4+266 x^5-312 x^6+e^8 \left(32 x^3+42 x^4-8 x^5\right)\right) \log (2-x)+\left(3072 x^2+3328 x^3-456 x^4-988 x^5+e^8 \left(52 x^3-26 x^4\right)\right) \log ^2(2-x)+\left(4096+7424 x+2752 x^2-1716 x^3-1014 x^4+e^8 \left(-256-80 x+104 x^2\right)\right) \log ^3(2-x)}{-2 x^9+x^{10}+e^{24} \left(-2 x^6+x^7\right)+e^{16} \left(-6 x^7+3 x^8\right)+e^8 \left(-6 x^8+3 x^9\right)+\left(-24 x^7-6 x^8+9 x^9+e^{24} \left(-24 x^4-6 x^5+9 x^6\right)+e^{16} \left(-72 x^5-18 x^6+27 x^7\right)+e^8 \left(-72 x^6-18 x^7+27 x^8\right)\right) \log (2-x)+\left(-96 x^5-96 x^6+18 x^7+27 x^8+e^{24} \left(-96 x^2-96 x^3+18 x^4+27 x^5\right)+e^{16} \left(-288 x^3-288 x^4+54 x^5+81 x^6\right)+e^8 \left(-288 x^4-288 x^5+54 x^6+81 x^7\right)\right) \log ^2(2-x)+\left(-128 x^3-224 x^4-72 x^5+54 x^6+27 x^7+e^{24} \left(-128-224 x-72 x^2+54 x^3+27 x^4\right)+e^{16} \left(-384 x-672 x^2-216 x^3+162 x^4+81 x^5\right)+e^8 \left(-384 x^2-672 x^3-216 x^4+162 x^5+81 x^6\right)\right) \log ^3(2-x)} \, dx","\frac{\left(\frac{x}{\frac{x^2}{\log (2-x)}+3 x+4}+4\right)^2}{\left(x+e^8\right)^2}",1,"(16 - 13*E^8)^2/((4 - 3*E^8)^2*(E^8 + x)^2) + (8*(16 - 13*E^8))/((4 - 3*E^8)^3*(E^8 + x)) + 16/((4 - 3*E^8)^2*(4 + 3*x)^2) - (24*(16 - 13*E^8))/((4 - 3*E^8)^3*(4 + 3*x)) - (2*(380 - 108*E^8 + 135*E^16 - 108*E^24)*Defer[Int][(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^(-3), x])/243 - (64*Defer[Int][1/((-2 + x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/(5*(2 + E^8)^2) - (2*(6 - 10*E^8 + 9*E^16)*Defer[Int][x/(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3, x])/27 - (2*(5 - 6*E^8)*Defer[Int][x^2/(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3, x])/27 - (2*Defer[Int][x^3/(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3, x])/9 + (2*E^48*(16 - 8*E^8 + 11*E^16 - 3*E^24)*Defer[Int][1/((E^8 + x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/((4 - 3*E^8)^3*(2 + E^8)) - (2*E^40*(768 - 416*E^8 + 608*E^16 - 166*E^24 - 120*E^32 + 45*E^40)*Defer[Int][1/((E^8 + x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/((4 - 3*E^8)^4*(2 + E^8)^2) + (131072*Defer[Int][1/((4 + 3*x)^3*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/(243*(4 - 3*E^8)^2) - (65536*(8 - 9*E^8)*Defer[Int][1/((4 + 3*x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/(243*(4 - 3*E^8)^3) + (4096*(944 - 2136*E^8 + 1341*E^16)*Defer[Int][1/((4 + 3*x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^3), x])/(1215*(4 - 3*E^8)^4) + (2*(121 - 75*E^8)*Defer[Int][(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^(-2), x])/27 + (336*Defer[Int][1/((-2 + x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/(5*(2 + E^8)^2) + (26*Defer[Int][x/(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2, x])/9 - (2*E^48*Defer[Int][1/((E^8 + x)^3*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/(4 - 3*E^8)^2 + (2*E^24*(256 - 336*E^8 + 304*E^16 - 197*E^24 + 30*E^32)*Defer[Int][1/((E^8 + x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/((4 - 3*E^8)^3*(2 + E^8)) - (4*E^16*(3072 - 4352*E^8 + 4976*E^16 - 4168*E^24 + 391*E^32 + 591*E^40 - 162*E^48)*Defer[Int][1/((E^8 + x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/((4 - 3*E^8)^4*(2 + E^8)^2) - (8192*Defer[Int][1/((4 + 3*x)^3*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/(9*(4 - 3*E^8)^2) + (10240*(16 - 15*E^8)*Defer[Int][1/((4 + 3*x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/(27*(4 - 3*E^8)^3) - (256*(1008 - 2792*E^8 + 1707*E^16)*Defer[Int][1/((4 + 3*x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])^2), x])/(45*(4 - 3*E^8)^4) - (4*E^24*(16 - 13*E^8)*Defer[Int][1/((E^8 + x)^3*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(4 - 3*E^8)^2 + (2*E^16*(192 - 304*E^8 + 117*E^16)*Defer[Int][1/((E^8 + x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(4 - 3*E^8)^3 + (6*E^16*(192 - 208*E^8 + 39*E^16)*Defer[Int][1/((E^8 + x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(4 - 3*E^8)^4 + (512*Defer[Int][1/((4 + 3*x)^3*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(4 - 3*E^8)^2 - (2048*(7 - 6*E^8)*Defer[Int][1/((4 + 3*x)^2*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(3*(4 - 3*E^8)^3) + (64*(104 - 312*E^8 + 189*E^16)*Defer[Int][1/((4 + 3*x)*(x^2 + 4*Log[2 - x] + 3*x*Log[2 - x])), x])/(3*(4 - 3*E^8)^4)","F",0,0,0,0,-1,"{}"
5823,1,32,0,1.6057661,"\int \frac{\exp \left(\frac{400+1640 x+1681 x^2+(-400-820 x) \log ^2(2)+100 \log ^4(2)}{81+360 x+400 x^2+(-90-200 x) \log ^2(2)+25 \log ^4(2)}\right) \left(1240+2542 x+(-420+410 x) \log ^2(2)-100 \log ^4(2)\right)}{-729-4860 x-10800 x^2-8000 x^3+\left(1215+5400 x+6000 x^2\right) \log ^2(2)+(-675-1500 x) \log ^4(2)+125 \log ^6(2)} \, dx","Int[(E^((400 + 1640*x + 1681*x^2 + (-400 - 820*x)*Log[2]^2 + 100*Log[2]^4)/(81 + 360*x + 400*x^2 + (-90 - 200*x)*Log[2]^2 + 25*Log[2]^4))*(1240 + 2542*x + (-420 + 410*x)*Log[2]^2 - 100*Log[2]^4))/(-729 - 4860*x - 10800*x^2 - 8000*x^3 + (1215 + 5400*x + 6000*x^2)*Log[2]^2 + (-675 - 1500*x)*Log[2]^4 + 125*Log[2]^6),x]","\exp \left(\frac{\left(41 x+10 \left(2-\log ^2(2)\right)\right)^2}{\left(20 x+9-5 \log ^2(2)\right)^2}\right)","\exp \left(\left(\frac{x+2}{5 \left(-4 x-5+\log ^2(2)\right)+16}-2\right)^2\right)",1,"E^((41*x + 10*(2 - Log[2]^2))^2/(9 + 20*x - 5*Log[2]^2)^2)","A",3,3,127,0.02362,1,"{6688, 12, 6706}"
5824,0,0,0,1.6428852,"\int \frac{x^{-\frac{3 x}{-2-x+x \log (x) \log \left(\log \left(\frac{3}{x}\right)\right)}} \left((6+3 x) \log \left(\frac{3}{x}\right)+6 \log \left(\frac{3}{x}\right) \log (x)-3 x \log ^2(x)\right)}{\left(4+4 x+x^2\right) \log \left(\frac{3}{x}\right)+\left(-4 x-2 x^2\right) \log \left(\frac{3}{x}\right) \log (x) \log \left(\log \left(\frac{3}{x}\right)\right)+x^2 \log \left(\frac{3}{x}\right) \log ^2(x) \log ^2\left(\log \left(\frac{3}{x}\right)\right)} \, dx","Int[((6 + 3*x)*Log[3/x] + 6*Log[3/x]*Log[x] - 3*x*Log[x]^2)/(x^((3*x)/(-2 - x + x*Log[x]*Log[Log[3/x]]))*((4 + 4*x + x^2)*Log[3/x] + (-4*x - 2*x^2)*Log[3/x]*Log[x]*Log[Log[3/x]] + x^2*Log[3/x]*Log[x]^2*Log[Log[3/x]]^2)),x]","\int \frac{x^{-\frac{3 x}{-2-x+x \log (x) \log \left(\log \left(\frac{3}{x}\right)\right)}} \left((6+3 x) \log \left(\frac{3}{x}\right)+6 \log \left(\frac{3}{x}\right) \log (x)-3 x \log ^2(x)\right)}{\left(4+4 x+x^2\right) \log \left(\frac{3}{x}\right)+\left(-4 x-2 x^2\right) \log \left(\frac{3}{x}\right) \log (x) \log \left(\log \left(\frac{3}{x}\right)\right)+x^2 \log \left(\frac{3}{x}\right) \log ^2(x) \log ^2\left(\log \left(\frac{3}{x}\right)\right)} \, dx","e^{\frac{3}{\frac{x+2}{x \log (x)}-\log \left(\log \left(\frac{3}{x}\right)\right)}}",1,"6*Defer[Int][x^((3*x)/(2 + x - x*Log[x]*Log[Log[3/x]]))/(-2 - x + x*Log[x]*Log[Log[3/x]])^2, x] + 3*Defer[Int][x^(1 + (3*x)/(2 + x - x*Log[x]*Log[Log[3/x]]))/(-2 - x + x*Log[x]*Log[Log[3/x]])^2, x] + 6*Defer[Int][(x^((3*x)/(2 + x - x*Log[x]*Log[Log[3/x]]))*Log[x])/(-2 - x + x*Log[x]*Log[Log[3/x]])^2, x] - 3*Defer[Int][(x^(1 + (3*x)/(2 + x - x*Log[x]*Log[Log[3/x]]))*Log[x]^2)/(Log[3/x]*(-2 - x + x*Log[x]*Log[Log[3/x]])^2), x]","F",0,0,0,0,-1,"{}"
5825,0,0,0,0.602486,"\int \frac{-20+19 x-3 x^2+\left(4 x+x^2\right) \log \left(\frac{1280+1280 x+480 x^2+80 x^3+5 x^4}{x}\right)}{\left(16 x+4 x^2\right) \log ^2\left(\frac{1280+1280 x+480 x^2+80 x^3+5 x^4}{x}\right)} \, dx","Int[(-20 + 19*x - 3*x^2 + (4*x + x^2)*Log[(1280 + 1280*x + 480*x^2 + 80*x^3 + 5*x^4)/x])/((16*x + 4*x^2)*Log[(1280 + 1280*x + 480*x^2 + 80*x^3 + 5*x^4)/x]^2),x]","\int \frac{-20+19 x-3 x^2+\left(4 x+x^2\right) \log \left(\frac{1280+1280 x+480 x^2+80 x^3+5 x^4}{x}\right)}{\left(16 x+4 x^2\right) \log ^2\left(\frac{1280+1280 x+480 x^2+80 x^3+5 x^4}{x}\right)} \, dx","\frac{x-5}{4 \log \left(\frac{5 (x+4)^4}{x}\right)}",1,"Defer[Int][(-20 + 19*x - 3*x^2)/(x*(4 + x)*Log[(5*(4 + x)^4)/x]^2), x]/4 + Defer[Int][Log[(5*(4 + x)^4)/x]^(-1), x]/4","F",0,0,0,0,-1,"{}"
5826,1,17,0,0.0037489,"\int \frac{2}{60 e^{\frac{1}{e^3 \log (5)}}+x} \, dx","Int[2/(60*E^(1/(E^3*Log[5])) + x),x]","2 \log \left(x+60 e^{\frac{1}{e^3 \log (5)}}\right)","\log \left(\left(\frac{x}{60}+e^{\frac{1}{e^3 \log (5)}}\right)^2\right)",1,"2*Log[60*E^(1/(E^3*Log[5])) + x]","A",2,2,18,0.1111,1,"{12, 31}"
5827,1,79,0,0.0216094,"\int \left(5+4 x+e^8 \left(-28561-35152 x-26364 x^2-8112 x^3-5070 x^4-624 x^5-364 x^6-16 x^7-9 x^8\right)\right) \, dx","Int[5 + 4*x + E^8*(-28561 - 35152*x - 26364*x^2 - 8112*x^3 - 5070*x^4 - 624*x^5 - 364*x^6 - 16*x^7 - 9*x^8),x]","-e^8 x^9-2 e^8 x^8-52 e^8 x^7-104 e^8 x^6-1014 e^8 x^5-2028 e^8 x^4-8788 e^8 x^3-17576 e^8 x^2+2 x^2-28561 e^8 x+5 x","(x+2) \left(2 x-e^8 \left(x^2+13\right)^4\right)+x+1",1,"5*x - 28561*E^8*x + 2*x^2 - 17576*E^8*x^2 - 8788*E^8*x^3 - 2028*E^8*x^4 - 1014*E^8*x^5 - 104*E^8*x^6 - 52*E^8*x^7 - 2*E^8*x^8 - E^8*x^9","B",2,0,49,0,1,"{}"
5828,1,63,0,0.0898594,"\int \frac{24 x-16 x^2+e^{\frac{-4+4 x-x^2}{4 x}} \left(4+4 x-x^2\right)}{4 x} \, dx","Int[(24*x - 16*x^2 + E^((-4 + 4*x - x^2)/(4*x))*(4 + 4*x - x^2))/(4*x),x]","\frac{e^{-\frac{(2-x)^2}{4 x}} \left(4-x^2\right)}{\left(\frac{(2-x)^2}{x^2}+\frac{2 (2-x)}{x}\right) x}-\frac{1}{2} (3-2 x)^2","\left(-2 x+e^{-\frac{x}{4}-\frac{1}{x}+1}+6\right) x",1,"-1/2*(3 - 2*x)^2 + (4 - x^2)/(E^((2 - x)^2/(4*x))*((2 - x)^2/x^2 + (2*(2 - x))/x)*x)","B",4,3,46,0.06522,1,"{12, 14, 2288}"
5829,1,13,0,0.1016649,"\int \frac{4 \log ^3(5 x)-7 \log ^4(5 x)}{3 x^8} \, dx","Int[(4*Log[5*x]^3 - 7*Log[5*x]^4)/(3*x^8),x]","\frac{\log ^4(5 x)}{3 x^7}","\log \left(2 e^{\frac{\log ^4(5 x)}{3 x^7}}\right)+3",1,"Log[5*x]^4/(3*x^7)","A",10,4,24,0.1667,1,"{12, 14, 2305, 2304}"
5830,1,21,0,0.0041625,"\int \left(-e^8+e^3 (1+4 x)\right) \, dx","Int[-E^8 + E^3*(1 + 4*x),x]","\frac{1}{8} e^3 (4 x+1)^2-e^8 x","e^3 x \left(2 x-e^5+1\right)-6",1,"-(E^8*x) + (E^3*(1 + 4*x)^2)/8","A",1,0,15,0,1,"{}"
5831,1,50,0,0.1110035,"\int \frac{-18-150 x+1875 x^3+1250 e^{2 x} x^3+21250 x^4+e^x \left(-5000 x^3-5000 x^4\right)+\left(150 x+1250 x^2+1250 x^3\right) \log (x)}{625 x^3} \, dx","Int[(-18 - 150*x + 1875*x^3 + 1250*E^(2*x)*x^3 + 21250*x^4 + E^x*(-5000*x^3 - 5000*x^4) + (150*x + 1250*x^2 + 1250*x^3)*Log[x])/(625*x^3),x]","17 x^2+\frac{9}{625 x^2}+x+8 e^x+e^{2 x}-8 e^x (x+1)+\log ^2(x)+2 x \log (x)-\frac{6 \log (x)}{25 x}","\left(4 x-e^x\right)^2+x+\left(-x+\frac{3}{25 x}-\log (x)\right)^2-4",1,"8*E^x + E^(2*x) + 9/(625*x^2) + x + 17*x^2 - 8*E^x*(1 + x) - (6*Log[x])/(25*x) + 2*x*Log[x] + Log[x]^2","A",15,8,64,0.1250,1,"{12, 14, 2194, 2176, 2357, 2295, 2304, 2301}"
5832,0,0,0,1.3894682,"\int \frac{e^{2+e^x} x \left(x+\left(5+x+e^x \left(5 x+x^2\right)\right) \log (5+x)\right)-x \log (\log (3))}{5 x+x^2} \, dx","Int[(E^(2 + E^x)*x*(x + (5 + x + E^x*(5*x + x^2))*Log[5 + x]) - x*Log[Log[3]])/(5*x + x^2),x]","\int \frac{e^{2+e^x} x \left(x+\left(5+x+e^x \left(5 x+x^2\right)\right) \log (5+x)\right)-x \log (\log (3))}{5 x+x^2} \, dx","4-\log (x+5) \left(\log (\log (3))-e^{e^x+2} x\right)",1,"E^2*ExpIntegralEi[E^x] + E^2*ExpIntegralEi[E^x]*Log[5 + x] - Log[5 + x]*Log[Log[3]] + Log[5 + x]*Defer[Int][E^(2 + E^x + x)*x, x] - 5*Defer[Int][E^(2 + E^x)/(5 + x), x] - E^2*Defer[Int][ExpIntegralEi[E^x]/(5 + x), x] - Defer[Int][Defer[Int][E^(2 + E^x + x)*x, x]/(5 + x), x]","F",0,0,0,0,-1,"{}"
5833,1,4,0,0.0007755,"\int \frac{4}{x} \, dx","Int[4/x,x]","4 \log (x)","-\log \left(\frac{16 \log ^2(3)}{x^4}\right)-3",1,"4*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
5834,0,0,0,1.2358497,"\int \frac{-3+2 x+e^{2 x} x-3 x^2+e^x \left(1+2 x-2 x^2\right)+\left(-1-e^{2 x}+2 x+e^x (-2+2 x)\right) \log \left(1+e^x\right)}{3 x-e^{2 x} x-x^2+x^3+e^x \left(2 x-x^2+x^3\right)+\left(-3+e^{2 x}+x-x^2+e^x \left(-2+x-x^2\right)\right) \log \left(1+e^x\right)} \, dx","Int[(-3 + 2*x + E^(2*x)*x - 3*x^2 + E^x*(1 + 2*x - 2*x^2) + (-1 - E^(2*x) + 2*x + E^x*(-2 + 2*x))*Log[1 + E^x])/(3*x - E^(2*x)*x - x^2 + x^3 + E^x*(2*x - x^2 + x^3) + (-3 + E^(2*x) + x - x^2 + E^x*(-2 + x - x^2))*Log[1 + E^x]),x]","\int \frac{-3+2 x+e^{2 x} x-3 x^2+e^x \left(1+2 x-2 x^2\right)+\left(-1-e^{2 x}+2 x+e^x (-2+2 x)\right) \log \left(1+e^x\right)}{3 x-e^{2 x} x-x^2+x^3+e^x \left(2 x-x^2+x^3\right)+\left(-3+e^{2 x}+x-x^2+e^x \left(-2+x-x^2\right)\right) \log \left(1+e^x\right)} \, dx","\log \left(\frac{1}{\left(x^2-x-e^x+3\right) \left(x-\log \left(e^x+1\right)\right)}\right)",1,"-x - Log[x - Log[1 + E^x]] - 4*Defer[Int][(-3 + E^x + x - x^2)^(-1), x] - 3*Defer[Int][x/(3 - E^x - x + x^2), x] + Defer[Int][x^2/(3 - E^x - x + x^2), x]","F",0,0,0,0,-1,"{}"
5835,1,21,0,0.0170353,"\int \frac{3\ 2^{-1+\frac{3 x^2}{2 e^5}} x \log (4)}{e^5} \, dx","Int[(3*2^(-1 + (3*x^2)/(2*E^5))*x*Log[4])/E^5,x]","\frac{2^{\frac{3 x^2}{2 e^5}-1} \log (4)}{\log (2)}","2^{\frac{3 x^2}{2 e^5}}+\log (6)",1,"(2^(-1 + (3*x^2)/(2*E^5))*Log[4])/Log[2]","A",2,2,22,0.09091,1,"{12, 2209}"
5836,0,0,0,2.6125815,"\int \frac{-10-20 e^{2 x} x^3-10 e^{4 x} x^6+e^{2 x+\frac{4}{5+5 e^{2 x} x^3}} \left(-12 x^2-8 x^3\right)}{5+10 e^{2 x} x^3+5 e^{4 x} x^6} \, dx","Int[(-10 - 20*E^(2*x)*x^3 - 10*E^(4*x)*x^6 + E^(2*x + 4/(5 + 5*E^(2*x)*x^3))*(-12*x^2 - 8*x^3))/(5 + 10*E^(2*x)*x^3 + 5*E^(4*x)*x^6),x]","\int \frac{-10-20 e^{2 x} x^3-10 e^{4 x} x^6+e^{2 x+\frac{4}{5+5 e^{2 x} x^3}} \left(-12 x^2-8 x^3\right)}{5+10 e^{2 x} x^3+5 e^{4 x} x^6} \, dx","e^{\frac{4 x}{5 \left(e^{2 x} x^4+x\right)}}-2 x",1,"-2*x - (12*Defer[Int][(E^(2*x + 4/(5 + 5*E^(2*x)*x^3))*x^2)/(1 + E^(2*x)*x^3)^2, x])/5 - (8*Defer[Int][(E^(2*x + 4/(5 + 5*E^(2*x)*x^3))*x^3)/(1 + E^(2*x)*x^3)^2, x])/5","F",0,0,0,0,-1,"{}"
5837,1,19,0,0.0178172,"\int \frac{-2-20 x+19 x^2-3 x^3}{-5+x} \, dx","Int[(-2 - 20*x + 19*x^2 - 3*x^3)/(-5 + x),x]","-x^3+2 x^2-2 \log (5-x)","-x \left(x^2-2 x\right)-\log \left((5-x)^2\right)+5+4 \log (5)",1,"2*x^2 - x^3 - 2*Log[5 - x]","A",2,1,21,0.04762,1,"{1850}"
5838,0,0,0,2.3252218,"\int \frac{e^x \left(16-16 x-8 x^2\right) \log (4)+\left(16+8 x^2\right) \log ^2(4)-16 \log ^3(4)}{e^{2 x} \left(20+20 x+5 x^2\right)+\left(20-20 x-15 x^2+10 x^3+5 x^4\right) \log ^2(4)+\left(-40+30 x^2+10 x^3\right) \log ^3(4)+\left(20+20 x+5 x^2\right) \log ^4(4)+e^x \left(\left(40-30 x^2-10 x^3\right) \log (4)+\left(-40-40 x-10 x^2\right) \log ^2(4)\right)} \, dx","Int[(E^x*(16 - 16*x - 8*x^2)*Log[4] + (16 + 8*x^2)*Log[4]^2 - 16*Log[4]^3)/(E^(2*x)*(20 + 20*x + 5*x^2) + (20 - 20*x - 15*x^2 + 10*x^3 + 5*x^4)*Log[4]^2 + (-40 + 30*x^2 + 10*x^3)*Log[4]^3 + (20 + 20*x + 5*x^2)*Log[4]^4 + E^x*((40 - 30*x^2 - 10*x^3)*Log[4] + (-40 - 40*x - 10*x^2)*Log[4]^2)),x]","\int \frac{e^x \left(16-16 x-8 x^2\right) \log (4)+\left(16+8 x^2\right) \log ^2(4)-16 \log ^3(4)}{e^{2 x} \left(20+20 x+5 x^2\right)+\left(20-20 x-15 x^2+10 x^3+5 x^4\right) \log ^2(4)+\left(-40+30 x^2+10 x^3\right) \log ^3(4)+\left(20+20 x+5 x^2\right) \log ^4(4)+e^x \left(\left(40-30 x^2-10 x^3\right) \log (4)+\left(-40-40 x-10 x^2\right) \log ^2(4)\right)} \, dx","\frac{8 x}{5 (x+2) \left(-x+\frac{e^x}{\log (4)}+1-\log (4)\right)}",1,"(8*(4 - Log[4])*Log[4]^2*Defer[Int][(E^x - x*Log[4] + (1 - Log[4])*Log[4])^(-2), x])/5 - (8*Log[4]^2*Defer[Int][x/(E^x - x*Log[4] + (1 - Log[4])*Log[4])^2, x])/5 - (16*(4 - Log[4])*Log[4]^2*Defer[Int][1/((2 + x)*(E^x - x*Log[4] + (1 - Log[4])*Log[4])^2), x])/5 + (16*Log[4]*Defer[Int][1/((2 + x)^2*(E^x - x*Log[4] + (1 - Log[4])*Log[4])), x])/5 + (16*Log[4]*Defer[Int][1/((2 + x)*(E^x - x*Log[4] + (1 - Log[4])*Log[4])), x])/5 + (8*Log[4]*Defer[Int][(-E^x + Log[4]*(-1 + x + Log[4]))^(-1), x])/5","F",0,0,0,0,-1,"{}"
5839,1,69,0,0.168011,"\int \frac{132 \log \left(e^{-x} \left(-22+e^x\right)\right)}{-22+e^x} \, dx","Int[(132*Log[(-22 + E^x)/E^x])/(-22 + E^x),x]","-6 \text{Li}_2\left(22 e^{-x}\right)+6 \text{Li}_2\left(1-\frac{e^x}{22}\right)-3 \log ^2\left(e^x-22\right)+6 \log \left(\frac{e^x}{22}\right) \log \left(e^x-22\right)+6 \log \left(1-22 e^{-x}\right) \log \left(e^x-22\right)","3 \log ^2\left(1-22 e^{-x}\right)",1,"6*Log[E^x/22]*Log[-22 + E^x] + 6*Log[1 - 22/E^x]*Log[-22 + E^x] - 3*Log[-22 + E^x]^2 - 6*PolyLog[2, 22/E^x] + 6*PolyLog[2, 1 - E^x/22]","C",12,11,21,0.5238,1,"{12, 2282, 2466, 2462, 260, 2416, 2390, 2301, 2394, 2315, 2391}"
5840,1,20,0,0.1150178,"\int \frac{64-24 x+4 x^2+(16-3 x) \log (2)+\log ^2(2)+(16-3 x+2 \log (2)) \log (3)+\log ^2(3)}{64 x-32 x^2+4 x^3+\left(16 x-4 x^2\right) \log (2)+x \log ^2(2)+\left(16 x-4 x^2+2 x \log (2)\right) \log (3)+x \log ^2(3)} \, dx","Int[(64 - 24*x + 4*x^2 + (16 - 3*x)*Log[2] + Log[2]^2 + (16 - 3*x + 2*Log[2])*Log[3] + Log[3]^2)/(64*x - 32*x^2 + 4*x^3 + (16*x - 4*x^2)*Log[2] + x*Log[2]^2 + (16*x - 4*x^2 + 2*x*Log[2])*Log[3] + x*Log[3]^2),x]","\log (x)+\frac{8+\log (6)}{2 (-2 x+8+\log (6))}","\frac{x}{-2 x+8+\log (3)+\log (2)}+\log (x)",1,"(8 + Log[6])/(2*(8 - 2*x + Log[6])) + Log[x]","A",4,2,96,0.02083,1,"{6, 2074}"
5841,1,194,0,0.5934097,"\int \frac{e^{-\frac{8 x^2}{e^{2 x}-2 e^x x+x^2}} \left(e^{3 x} (1-x)-x^3+x^4+e^{2 x} \left(-3 x+3 x^2\right)+e^x \left(3 x^2-3 x^3\right)+\left(e^x \left(16 x^3-16 x^4\right)+e^x \left(-16 x^2+16 x^3\right) \log (x)\right) \log (-x+\log (x))\right)}{-e^{3 x} x^2+3 e^{2 x} x^3-3 e^x x^4+x^5+\left(e^{3 x} x-3 e^{2 x} x^2+3 e^x x^3-x^4\right) \log (x)} \, dx","Int[(E^(3*x)*(1 - x) - x^3 + x^4 + E^(2*x)*(-3*x + 3*x^2) + E^x*(3*x^2 - 3*x^3) + (E^x*(16*x^3 - 16*x^4) + E^x*(-16*x^2 + 16*x^3)*Log[x])*Log[-x + Log[x]])/(E^((8*x^2)/(E^(2*x) - 2*E^x*x + x^2))*(-(E^(3*x)*x^2) + 3*E^(2*x)*x^3 - 3*E^x*x^4 + x^5 + (E^(3*x)*x - 3*E^(2*x)*x^2 + 3*E^x*x^3 - x^4)*Log[x])),x]","\frac{e^{-\frac{8 x^2}{x^2-2 e^x x+e^{2 x}}} \left(e^x \left(x^3-x^4\right)-e^x \left(x^2-x^3\right) \log (x)\right) \log (\log (x)-x)}{\left(\frac{\left(e^x x-x+e^x-e^{2 x}\right) x^2}{\left(x^2-2 e^x x+e^{2 x}\right)^2}+\frac{x}{x^2-2 e^x x+e^{2 x}}\right) \left(-x^5+3 e^x x^4-3 e^{2 x} x^3+e^{3 x} x^2-\left(-x^4+3 e^x x^3-3 e^{2 x} x^2+e^{3 x} x\right) \log (x)\right)}","e^{-\frac{8 x^2}{\left(e^x-x\right)^2}} \log (\log (x)-x)",1,"((E^x*(x^3 - x^4) - E^x*(x^2 - x^3)*Log[x])*Log[-x + Log[x]])/(E^((8*x^2)/(E^(2*x) - 2*E^x*x + x^2))*((x^2*(E^x - E^(2*x) - x + E^x*x))/(E^(2*x) - 2*E^x*x + x^2)^2 + x/(E^(2*x) - 2*E^x*x + x^2))*(E^(3*x)*x^2 - 3*E^(2*x)*x^3 + 3*E^x*x^4 - x^5 - (E^(3*x)*x - 3*E^(2*x)*x^2 + 3*E^x*x^3 - x^4)*Log[x]))","B",1,1,184,0.005435,1,"{2288}"
5842,0,0,0,0.3447212,"\int \frac{e^x (-15-20 x)+e^x \left(15+55 x+20 x^2\right) \log (2 x)}{12 \log ^2(2 x)} \, dx","Int[(E^x*(-15 - 20*x) + E^x*(15 + 55*x + 20*x^2)*Log[2*x])/(12*Log[2*x]^2),x]","\int \frac{e^x (-15-20 x)+e^x \left(15+55 x+20 x^2\right) \log (2 x)}{12 \log ^2(2 x)} \, dx","\frac{5 e^x \left(\frac{3}{x}+4\right) x^2}{12 \log (2 x)}",1,"(-5*Defer[Int][E^x/Log[2*x]^2, x])/4 - (5*Defer[Int][(E^x*x)/Log[2*x]^2, x])/3 + (5*Defer[Int][E^x/Log[2*x], x])/4 + (55*Defer[Int][(E^x*x)/Log[2*x], x])/12 + (5*Defer[Int][(E^x*x^2)/Log[2*x], x])/3","F",0,0,0,0,-1,"{}"
5843,1,9,0,0.001743,"\int (-4-2 x) \, dx","Int[-4 - 2*x,x]","-x^2-4 x","\left(-x+\frac{5}{\left(1+e^4\right) x}+\frac{9}{x}-4\right) x",1,"-4*x - x^2","A",1,0,5,0,1,"{}"
5844,1,100,0,0.8481413,"\int \frac{-16+6 x-163840 x^3+69632 x^4-5120 x^5-1920 x^6+440 x^7-35 x^8+x^9+\left(-131072 x^3+16384 x^4+20480 x^5-7680 x^6+1120 x^7-76 x^8+2 x^9\right) \log (x)}{-32768 x^3+20480 x^4-5120 x^5+640 x^6-40 x^7+x^8} \, dx","Int[(-16 + 6*x - 163840*x^3 + 69632*x^4 - 5120*x^5 - 1920*x^6 + 440*x^7 - 35*x^8 + x^9 + (-131072*x^3 + 16384*x^4 + 20480*x^5 - 7680*x^6 + 1120*x^7 - 76*x^8 + 2*x^9)*Log[x])/(-32768*x^3 + 20480*x^4 - 5120*x^5 + 640*x^6 - 40*x^7 + x^8),x]","\frac{60 x^4}{(8-x)^4}+\frac{x^2}{2}-\frac{1}{4096 x^2}+\left(x^2+4 x\right) \log (x)+5 x-\frac{1}{2} (x+4)^2+\frac{15728639}{8192 (8-x)}-\frac{94371843}{4096 (8-x)^2}+\frac{31457279}{256 (8-x)^3}-\frac{15728641}{64 (8-x)^4}-\frac{1}{8192 x}","-\frac{1}{(8-x)^4 x^2}+x+(x+4) x \log (x)-2",1,"-15728641/(64*(8 - x)^4) + 31457279/(256*(8 - x)^3) - 94371843/(4096*(8 - x)^2) + 15728639/(8192*(8 - x)) - 1/(4096*x^2) - 1/(8192*x) + 5*x + x^2/2 + (60*x^4)/(8 - x)^4 - (4 + x)^2/2 + (4*x + x^2)*Log[x]","B",20,7,109,0.06422,1,"{6688, 6742, 44, 43, 37, 2313, 9}"
5845,1,16,0,0.0727144,"\int \frac{-5-15 x+30 x^2+14 x^3+x^4}{10-15 x+10 x^3+x^4} \, dx","Int[(-5 - 15*x + 30*x^2 + 14*x^3 + x^4)/(10 - 15*x + 10*x^3 + x^4),x]","\log \left(x^4+10 x^3-15 x+10\right)+x","\log \left(-\left(\left(\frac{x}{5}+2\right) x^3\right)+3 x-2\right)+x",1,"x + Log[10 - 15*x + 10*x^3 + x^4]","A",3,2,34,0.05882,1,"{6742, 1587}"
5846,1,88,0,3.3323035,"\int \frac{\left(20 x+6 x^2-2 x^3\right) \log \left(\frac{1}{4} \left(25-10 x+x^2\right)\right)+\left(8 x-2 x^3+\left(20-14 x+2 x^2\right) \log \left(\frac{1}{4} \left(25-10 x+x^2\right)\right)\right) \log \left(4-4 x+x^2\right)}{10 x^2-7 x^3+x^4} \, dx","Int[((20*x + 6*x^2 - 2*x^3)*Log[(25 - 10*x + x^2)/4] + (8*x - 2*x^3 + (20 - 14*x + 2*x^2)*Log[(25 - 10*x + x^2)/4])*Log[4 - 4*x + x^2])/(10*x^2 - 7*x^3 + x^4),x]","-4 \text{Li}_2\left(\frac{5-x}{3}\right)-4 \text{Li}_2\left(\frac{x-2}{3}\right)-2 \log \left(\frac{1}{4} (5-x)^2\right) \log \left(\frac{x-2}{3}\right)-2 \log \left(\frac{5-x}{3}\right) \log \left((x-2)^2\right)-\frac{2 \log \left(\frac{1}{4} (5-x)^2\right) \log \left((x-2)^2\right)}{x}","\frac{(-x-2) \log \left(\frac{1}{4} (5-x)^2\right) \log \left((x-2)^2\right)}{x}",1,"-2*Log[(5 - x)^2/4]*Log[(-2 + x)/3] - 2*Log[(5 - x)/3]*Log[(-2 + x)^2] - (2*Log[(5 - x)^2/4]*Log[(-2 + x)^2])/x - 4*PolyLog[2, (5 - x)/3] - 4*PolyLog[2, (-2 + x)/3]","C",118,34,89,0.3820,1,"{1594, 6688, 6728, 2418, 2394, 2393, 2391, 2315, 14, 893, 2395, 36, 31, 29, 6742, 77, 2389, 2295, 43, 2416, 2433, 2375, 2317, 2374, 6589, 2411, 2346, 2301, 2430, 2351, 2314, 2439, 2437, 2435}"
5847,1,9,0,0.0019532,"\int (-5+\log (8)) \, dx","Int[-5 + Log[8],x]","-x (5-\log (8))","\left(x+65536 \left(1+\frac{e^{e^{25}}}{3}\right)^8\right) (\log (8)-5)",1,"-(x*(5 - Log[8]))","A",1,1,4,0.2500,1,"{8}"
5848,1,57,0,3.5703118,"\int \frac{e^{-x} \left(-40 x-40 x^2+24 x^3+e^2 \left(-10-10 x+x^2\right)+e^x \left(-5 e^2 x^2-20 x^3\right)+\left(20 x^3-20 x^4+e^2 \left(5 x^2-5 x^3\right)\right) \log \left(e^2+4 x\right)\right)}{5 e^2 x^2+20 x^3} \, dx","Int[(-40*x - 40*x^2 + 24*x^3 + E^2*(-10 - 10*x + x^2) + E^x*(-5*E^2*x^2 - 20*x^3) + (20*x^3 - 20*x^4 + E^2*(5*x^2 - 5*x^3))*Log[E^2 + 4*x])/(E^x*(5*E^2*x^2 + 20*x^3)),x]","-x-\frac{e^{-x}}{5}+\frac{2 e^{-x}}{x}+e^{-x} \log \left(4 x+e^2\right)-e^{-x} (1-x) \log \left(4 x+e^2\right)","e^{-x} \left(\frac{2}{x}+x \log \left(4 x+e^2\right)-\frac{1}{5}\right)-x",1,"-1/5*1/E^x + 2/(E^x*x) - x + Log[E^2 + 4*x]/E^x - ((1 - x)*Log[E^2 + 4*x])/E^x","A",19,10,101,0.09901,1,"{1593, 6742, 6688, 2194, 2177, 2178, 2176, 2554, 12, 2199}"
5849,1,20,0,0.0332937,"\int \frac{-2-2 x+3 x^2-x^3}{4-2 x-2 x^2+x^3} \, dx","Int[(-2 - 2*x + 3*x^2 - x^3)/(4 - 2*x - 2*x^2 + x^3),x]","\log \left(2-x^2\right)-x-\log (2-x)","\log \left(\left(2+\frac{5 e^2}{2}\right) \left(-\frac{x^2}{2-x}+x+2\right)\right)-x",1,"-x - Log[2 - x] + Log[2 - x^2]","A",3,2,31,0.06452,1,"{2074, 260}"
5850,1,32,0,0.1988742,"\int \frac{-1+7 x-x^2-x \log \left(4 e^{-x} x\right)}{4 x-8 x^2+4 x^3} \, dx","Int[(-1 + 7*x - x^2 - x*Log[(4*x)/E^x])/(4*x - 8*x^2 + 4*x^3),x]","\frac{5}{4 (1-x)}-\frac{\log \left(4 e^{-x} x\right)}{4 (1-x)}","\frac{\log \left(4 e^{-x} x\right)-5}{4 (x-1)}",1,"5/(4*(1 - x)) - Log[(4*x)/E^x]/(4*(1 - x))","A",9,7,39,0.1795,1,"{1594, 27, 12, 6742, 893, 2551, 29}"
5851,1,33,0,0.173534,"\int \frac{1171875+777500 x+3750 x^3+2503 x^4+3 x^6+2 x^7}{11328125+1171875 x+388750 x^2+36250 x^3+3750 x^4+1247 x^5+29 x^6+3 x^7+x^8} \, dx","Int[(1171875 + 777500*x + 3750*x^3 + 2503*x^4 + 3*x^6 + 2*x^7)/(11328125 + 1171875*x + 388750*x^2 + 36250*x^3 + 3750*x^4 + 1247*x^5 + 29*x^6 + 3*x^7 + x^8),x]","\log \left(x^5+3 x^4+29 x^3+622 x^2+1875 x+18125\right)-\log \left(x^3+625\right)","\log \left(\frac{3}{\frac{625}{x^2}+x}-(x+2)^2+x-25\right)",1,"-Log[625 + x^3] + Log[18125 + 1875*x + 622*x^2 + 29*x^3 + 3*x^4 + x^5]","A",4,3,66,0.04545,1,"{2074, 260, 1587}"
5852,1,10,0,0.0374338,"\int \frac{e^{e^x} \left(-8+8 e^x x\right)}{x^2} \, dx","Int[(E^E^x*(-8 + 8*E^x*x))/x^2,x]","\frac{8 e^{e^x}}{x}","\frac{x+8 \left(x+e^{e^x}\right)}{x}",1,"(8*E^E^x)/x","A",1,1,17,0.05882,1,"{2288}"
5853,1,18,0,0.0082133,"\int \left(4+4 e^{10}+4 \log (5)+e^{2 e^e} \left(1+e^{10}+\log (5)\right)\right) \, dx","Int[4 + 4*E^10 + 4*Log[5] + E^(2*E^E)*(1 + E^10 + Log[5]),x]","\left(4+e^{2 e^e}\right) x \left(1+e^{10}+\log (5)\right)","\left(4+e^{2 e^e}\right) x \left(1+e^{10}+\log (5)\right)",1,"(4 + E^(2*E^E))*x*(1 + E^10 + Log[5])","A",1,1,26,0.03846,1,"{8}"
5854,1,13,0,0.0045846,"\int \frac{12-3 x}{-8+2 x+x^2} \, dx","Int[(12 - 3*x)/(-8 + 2*x + x^2),x]","\log (2-x)-4 \log (x+4)","\log \left(\frac{2 x-4}{16 (x+4)^4}\right)",1,"Log[2 - x] - 4*Log[4 + x]","A",3,2,16,0.1250,1,"{632, 31}"
5855,1,43,0,0.1986223,"\int \frac{-1296-864 x-216 x^2-24 x^3-x^4+\left(144+96 x-2 x^3\right) \log (2)}{1296+864 x+216 x^2+24 x^3+x^4+\left(-288-24 x+16 x^2+2 x^3\right) \log (2)+\left(16-8 x+x^2\right) \log ^2(2)} \, dx","Int[(-1296 - 864*x - 216*x^2 - 24*x^3 - x^4 + (144 + 96*x - 2*x^3)*Log[2])/(1296 + 864*x + 216*x^2 + 24*x^3 + x^4 + (-288 - 24*x + 16*x^2 + 2*x^3)*Log[2] + (16 - 8*x + x^2)*Log[2]^2),x]","-\frac{\log (2) (x (16+\log (2))+4 (9-\log (2)))}{x^2+x (12+\log (2))+4 (9-\log (2))}-x","\frac{x}{\frac{(4-x) \log (2)}{(x+6)^2}-1}",1,"-x - (Log[2]*(4*(9 - Log[2]) + x*(16 + Log[2])))/(x^2 + 4*(9 - Log[2]) + x*(12 + Log[2]))","B",4,4,85,0.04706,1,"{1680, 1814, 21, 8}"
5856,0,0,0,25.7152181,"\int \frac{96+96 x-36 x^2+12 x^2 \log (5)+e^x \left(-96-96 x+30 x^2-6 x^3-3 x^4-12 x^2 \log (5)\right)+e^{2 x} \left(24+24 x-6 x^2+3 x^2 \log (5)\right)}{64+48 x^2+9 x^4+\left(32 x+12 x^3\right) \log (5)+4 x^2 \log ^2(5)+e^x \left(-64-40 x^2-6 x^4+\left(-32 x-10 x^3\right) \log (5)-4 x^2 \log ^2(5)\right)+e^{2 x} \left(16+8 x^2+x^4+\left(8 x+2 x^3\right) \log (5)+x^2 \log ^2(5)\right)} \, dx","Int[(96 + 96*x - 36*x^2 + 12*x^2*Log[5] + E^x*(-96 - 96*x + 30*x^2 - 6*x^3 - 3*x^4 - 12*x^2*Log[5]) + E^(2*x)*(24 + 24*x - 6*x^2 + 3*x^2*Log[5]))/(64 + 48*x^2 + 9*x^4 + (32*x + 12*x^3)*Log[5] + 4*x^2*Log[5]^2 + E^x*(-64 - 40*x^2 - 6*x^4 + (-32*x - 10*x^3)*Log[5] - 4*x^2*Log[5]^2) + E^(2*x)*(16 + 8*x^2 + x^4 + (8*x + 2*x^3)*Log[5] + x^2*Log[5]^2)),x]","\int \frac{96+96 x-36 x^2+12 x^2 \log (5)+e^x \left(-96-96 x+30 x^2-6 x^3-3 x^4-12 x^2 \log (5)\right)+e^{2 x} \left(24+24 x-6 x^2+3 x^2 \log (5)\right)}{64+48 x^2+9 x^4+\left(32 x+12 x^3\right) \log (5)+4 x^2 \log ^2(5)+e^x \left(-64-40 x^2-6 x^4+\left(-32 x-10 x^3\right) \log (5)-4 x^2 \log ^2(5)\right)+e^{2 x} \left(16+8 x^2+x^4+\left(8 x+2 x^3\right) \log (5)+x^2 \log ^2(5)\right)} \, dx","\frac{3 x (x+2)}{x^2+x \left(\frac{x}{2-e^x}+\log (5)\right)+4}+9",1,"(3*(x*(2 - Log[5])*(4 - Log[5])*(4 + Log[5]) - 4*(16 - Log[5]^2)))/((4 + x^2 + x*Log[5])*(16 - Log[5]^2)) + 3*(5*Log[5]^4 - 2*Log[5]^2*(24 - 5*Log[25]) - 32*Log[25] - 3*Log[5]^3*(5 + Log[25]) + 4*Log[5]*(6 + 7*Log[25]))*Defer[Int][(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^(-2), x] - 3*(6 - Log[5])*Defer[Int][x^3/(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^2, x] - 9*Defer[Int][x^4/(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^2, x] - ((6*I)*(64 - 2*Log[5]^6 + 6*Log[5]^4*(12 - Log[25]) - 256*Log[25] + 8*Log[25]^2 + Log[5]^5*(7 + Log[25]) - Log[5]^3*(184 + 37*Log[25] - Log[25]^2) + 8*Log[5]*(34 - Log[25]^2 - Log[625]) + Log[625]*Log[390625]^2)*Defer[Int][1/((-2*x - Log[5] + I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^2), x])/Sqrt[16 - Log[5]^2] - ((6*I)*(64 - 2*Log[5]^6 + 6*Log[5]^4*(12 - Log[25]) - 256*Log[25] + 8*Log[25]^2 + Log[5]^5*(7 + Log[25]) - Log[5]^3*(184 + 37*Log[25] - Log[25]^2) + 8*Log[5]*(34 - Log[25]^2 - Log[625]) + Log[625]*Log[390625]^2)*Defer[Int][1/((2*x + Log[5] + I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^2), x])/Sqrt[16 - Log[5]^2] + 3*(2 - Log[5]^2 + Log[625])*Defer[Int][(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])^(-1), x] - 3*(2 - Log[5])*Defer[Int][x/(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25]), x] - 3*Defer[Int][x^2/(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25]), x] + 3*(1 + (I*Log[5])/Sqrt[16 - Log[5]^2])*(24 - 6*Log[5]^2 + Log[5]^3 - Log[25])*Defer[Int][1/((2*x + Log[5] - I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])), x] + ((12*I)*(12 + Log[5]^3 - (40*Log[5]^2)/Log[25])*Defer[Int][1/((-2*x - Log[5] + I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])), x])/Sqrt[16 - Log[5]^2] + ((12*I)*(12 + Log[5]^3 - (40*Log[5]^2)/Log[25])*Defer[Int][1/((2*x + Log[5] + I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])), x])/Sqrt[16 - Log[5]^2] + 3*(1 - (I*Log[5])/Sqrt[16 - Log[5]^2])*(24 - 6*Log[5]^2 + Log[5]^3 - Log[25])*Defer[Int][1/((2*x + Log[5] + I*Sqrt[16 - Log[5]^2])*(-8 + 4*E^x - 3*x^2 + E^x*x^2 + E^x*x*Log[5] - x*Log[25])), x] + 3*(16 - 3*Log[5]^3 + Log[5]*(8 - 6*Log[25]) - 7*Log[25] + 2*Log[5]^2*(4 + Log[25]))*Defer[Int][x/(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2, x] + 3*(4 + Log[5]^2 + Log[5]*(3 - Log[25]))*Defer[Int][x^2/(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2, x] - 12*(2*Log[5]^6 + Log[5]^2*(256 - 80*Log[25]) - Log[5]^4*(52 - 6*Log[25]) - Log[5]^5*(7 + Log[25]) - 4*Log[5]*(44 + 24*Log[25] - Log[25]^2) + Log[5]^3*(124 + 25*Log[25] - Log[25]^2) - 8*(8 - 16*Log[25] + Log[25]^2))*Defer[Int][1/((4 + x^2 + x*Log[5])^2*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2), x] - 3*(2*Log[5]^7 + 8*Log[5]^3*(54 - 13*Log[25]) - 16*(8 - 7*Log[25]) - 6*Log[5]^5*(10 - Log[25]) - Log[5]^6*(7 + Log[25]) - 4*Log[5]^2*(140 + 45*Log[25] - 2*Log[25]^2) + Log[5]^4*(152 + 29*Log[25] - Log[25]^2) - 8*Log[5]*(48 - 44*Log[25] + Log[25]^2))*Defer[Int][x/((4 + x^2 + x*Log[5])^2*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2), x] - 3*(1 + (I*Log[5])/Sqrt[16 - Log[5]^2])*(96 + 7*Log[5]^5 - 2*Log[5]^3*(52 - 9*Log[25]) + 112*Log[5]*(1 - Log[25]) - 56*Log[25] + Log[5]^2*(152 + 57*Log[25] - 2*Log[25]^2) - 2*Log[5]^4*(11 + Log[625]))*Defer[Int][1/((2*x + Log[5] - I*Sqrt[16 - Log[5]^2])*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2), x] - 3*(1 - (I*Log[5])/Sqrt[16 - Log[5]^2])*(96 + 7*Log[5]^5 - 2*Log[5]^3*(52 - 9*Log[25]) + 112*Log[5]*(1 - Log[25]) - 56*Log[25] + Log[5]^2*(152 + 57*Log[25] - 2*Log[25]^2) - 2*Log[5]^4*(11 + Log[625]))*Defer[Int][1/((2*x + Log[5] + I*Sqrt[16 - Log[5]^2])*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])^2), x] + 12*(32 - 2*Log[5]^2 + 2*Log[5]^3 - Log[5]*(24 + Log[25]))*Defer[Int][1/((4 + x^2 + x*Log[5])^2*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])), x] + 3*(40*Log[5] - 2*Log[5]^3 + 2*Log[5]^4 + 4*(16 + Log[25]) - Log[5]^2*(32 + Log[25]))*Defer[Int][x/((4 + x^2 + x*Log[5])^2*(8 - 4*E^x + 3*x^2 - E^x*x^2 - E^x*x*Log[5] + x*Log[25])), x]","F",0,0,0,0,-1,"{}"
5857,0,0,0,6.7141246,"\int \frac{48 x+141 x^3-42 x^4+3 x^5+e^{4+x} \left(69 x-27 x^2+3 x^3\right)+\left(-48 x+21 x^2-51 x^3+21 x^4-3 x^5+e^{4+x} \left(-48+21 x-3 x^2\right)\right) \log \left(\frac{16-7 x+x^2}{e^{4+x}+x+x^3}\right)}{\left(16 x^3-7 x^4+17 x^5-7 x^6+x^7+e^{4+x} \left(16 x^2-7 x^3+x^4\right)\right) \log ^2\left(\frac{16-7 x+x^2}{e^{4+x}+x+x^3}\right)} \, dx","Int[(48*x + 141*x^3 - 42*x^4 + 3*x^5 + E^(4 + x)*(69*x - 27*x^2 + 3*x^3) + (-48*x + 21*x^2 - 51*x^3 + 21*x^4 - 3*x^5 + E^(4 + x)*(-48 + 21*x - 3*x^2))*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)])/((16*x^3 - 7*x^4 + 17*x^5 - 7*x^6 + x^7 + E^(4 + x)*(16*x^2 - 7*x^3 + x^4))*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2),x]","\int \frac{48 x+141 x^3-42 x^4+3 x^5+e^{4+x} \left(69 x-27 x^2+3 x^3\right)+\left(-48 x+21 x^2-51 x^3+21 x^4-3 x^5+e^{4+x} \left(-48+21 x-3 x^2\right)\right) \log \left(\frac{16-7 x+x^2}{e^{4+x}+x+x^3}\right)}{\left(16 x^3-7 x^4+17 x^5-7 x^6+x^7+e^{4+x} \left(16 x^2-7 x^3+x^4\right)\right) \log ^2\left(\frac{16-7 x+x^2}{e^{4+x}+x+x^3}\right)} \, dx","\frac{3}{x \log \left(\frac{(x-4)^2+x}{x^3+x+e^{x+4}}\right)}",1,"((17*I)/8)*Sqrt[3/5]*Defer[Int][1/((7 + I*Sqrt[15] - 2*x)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] + (69*Defer[Int][1/(x*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x])/16 - (7*(15 - (7*I)*Sqrt[15])*Defer[Int][1/((-7 - I*Sqrt[15] + 2*x)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x])/80 + ((17*I)/8)*Sqrt[3/5]*Defer[Int][1/((-7 + I*Sqrt[15] + 2*x)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] - (7*(15 + (7*I)*Sqrt[15])*Defer[Int][1/((-7 + I*Sqrt[15] + 2*x)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x])/80 - 3*Defer[Int][1/((E^(4 + x) + x + x^3)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] + 3*Defer[Int][1/(x*(E^(4 + x) + x + x^3)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] + 9*Defer[Int][x/((E^(4 + x) + x + x^3)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] - 3*Defer[Int][x^2/((E^(4 + x) + x + x^3)*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]^2), x] - 3*Defer[Int][1/(x^2*Log[(16 - 7*x + x^2)/(E^(4 + x) + x + x^3)]), x]","F",0,0,0,0,-1,"{}"
5858,0,0,0,26.0151887,"\int \frac{\left(18 e^{\frac{1}{x}+2 x} x^2+180 e^{\frac{1}{x}} x^3+e^{\frac{1}{x}+x} \left(90 x^2+36 x^3\right)\right) \log \left(\frac{1}{3} \left(e^x+x^2\right)\right)+\left(-45 e^{\frac{1}{x}} x^2+e^{\frac{1}{x}+2 x} \left(-9+9 x^2\right)+e^{\frac{1}{x}+x} \left(-45-9 x^2+9 x^4\right)\right) \log ^2\left(\frac{1}{3} \left(e^x+x^2\right)\right)}{e^x x^2+x^4} \, dx","Int[((18*E^(x^(-1) + 2*x)*x^2 + 180*E^x^(-1)*x^3 + E^(x^(-1) + x)*(90*x^2 + 36*x^3))*Log[(E^x + x^2)/3] + (-45*E^x^(-1)*x^2 + E^(x^(-1) + 2*x)*(-9 + 9*x^2) + E^(x^(-1) + x)*(-45 - 9*x^2 + 9*x^4))*Log[(E^x + x^2)/3]^2)/(E^x*x^2 + x^4),x]","\int \frac{\left(18 e^{\frac{1}{x}+2 x} x^2+180 e^{\frac{1}{x}} x^3+e^{\frac{1}{x}+x} \left(90 x^2+36 x^3\right)\right) \log \left(\frac{1}{3} \left(e^x+x^2\right)\right)+\left(-45 e^{\frac{1}{x}} x^2+e^{\frac{1}{x}+2 x} \left(-9+9 x^2\right)+e^{\frac{1}{x}+x} \left(-45-9 x^2+9 x^4\right)\right) \log ^2\left(\frac{1}{3} \left(e^x+x^2\right)\right)}{e^x x^2+x^4} \, dx","9 e^{\frac{1}{x}} \left(e^x+5\right) \log ^2\left(\frac{1}{3} \left(x^2+e^x\right)\right)",1,"-55*E^x^(-1)*x - 55*E^x^(-1)*x^2 - 5*E^x^(-1)*x^3 + 55*ExpIntegralEi[x^(-1)] + 6*Gamma[-4, -x^(-1)] + 105*E^x^(-1)*x*Log[(E^x + x^2)/3] + 15*E^x^(-1)*x^2*Log[(E^x + x^2)/3] - 6*E^x^(-1)*x^3*Log[(E^x + x^2)/3] - 105*ExpIntegralEi[x^(-1)]*Log[(E^x + x^2)/3] + 18*Log[(E^x + x^2)/3]*Defer[Int][E^(x^(-1) + x), x] + 9*Log[3]*Log[(E^x + x^2)/3]*Defer[Int][E^(x^(-1) + x)/x^2, x] - 9*Log[(E^x + x^2)/3]*Log[E^x + x^2]*Defer[Int][E^(x^(-1) + x)/x^2, x] + 180*Log[(E^x + x^2)/3]*Defer[Int][(E^x^(-1)*x)/(E^x + x^2), x] - 210*Defer[Int][(E^x^(-1)*x^2)/(E^x + x^2), x] - 90*Log[(E^x + x^2)/3]*Defer[Int][(E^x^(-1)*x^2)/(E^x + x^2), x] + 75*Defer[Int][(E^x^(-1)*x^3)/(E^x + x^2), x] - 36*Log[(E^x + x^2)/3]*Defer[Int][(E^x^(-1)*x^3)/(E^x + x^2), x] + 27*Defer[Int][(E^x^(-1)*x^4)/(E^x + x^2), x] + 18*Log[(E^x + x^2)/3]*Defer[Int][(E^x^(-1)*x^4)/(E^x + x^2), x] - 6*Defer[Int][(E^x^(-1)*x^5)/(E^x + x^2), x] + 105*Defer[Int][ExpIntegralEi[x^(-1)], x] + 210*Defer[Int][(x*ExpIntegralEi[x^(-1)])/(E^x + x^2), x] - 105*Defer[Int][(x^2*ExpIntegralEi[x^(-1)])/(E^x + x^2), x] + 9*Defer[Int][E^(x^(-1) + x)*Log[(E^x + x^2)/3]^2, x] - 45*Defer[Int][(E^x^(-1)*Log[(E^x + x^2)/3]^2)/x^2, x] - 18*Defer[Int][Defer[Int][E^(x^(-1) + x), x], x] - 36*Defer[Int][(x*Defer[Int][E^(x^(-1) + x), x])/(E^x + x^2), x] + 18*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x), x])/(E^x + x^2), x] - 9*Log[3]*Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x] + 9*Log[(E^x + x^2)/3]*Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x] + 9*Log[E^x + x^2]*Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x] - 18*Log[3]*Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] + 18*Log[(E^x + x^2)/3]*Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] + 18*Log[E^x + x^2]*Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] + 9*Log[3]*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] - 9*Log[(E^x + x^2)/3]*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] - 9*Log[E^x + x^2]*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x] - 180*Defer[Int][Defer[Int][(E^x^(-1)*x)/(E^x + x^2), x], x] - 360*Defer[Int][(x*Defer[Int][(E^x^(-1)*x)/(E^x + x^2), x])/(E^x + x^2), x] + 180*Defer[Int][(x^2*Defer[Int][(E^x^(-1)*x)/(E^x + x^2), x])/(E^x + x^2), x] + 90*Defer[Int][Defer[Int][(E^x^(-1)*x^2)/(E^x + x^2), x], x] + 180*Defer[Int][(x*Defer[Int][(E^x^(-1)*x^2)/(E^x + x^2), x])/(E^x + x^2), x] - 90*Defer[Int][(x^2*Defer[Int][(E^x^(-1)*x^2)/(E^x + x^2), x])/(E^x + x^2), x] + 36*Defer[Int][Defer[Int][(E^x^(-1)*x^3)/(E^x + x^2), x], x] + 72*Defer[Int][(x*Defer[Int][(E^x^(-1)*x^3)/(E^x + x^2), x])/(E^x + x^2), x] - 36*Defer[Int][(x^2*Defer[Int][(E^x^(-1)*x^3)/(E^x + x^2), x])/(E^x + x^2), x] - 18*Defer[Int][Defer[Int][(E^x^(-1)*x^4)/(E^x + x^2), x], x] - 36*Defer[Int][(x*Defer[Int][(E^x^(-1)*x^4)/(E^x + x^2), x])/(E^x + x^2), x] + 18*Defer[Int][(x^2*Defer[Int][(E^x^(-1)*x^4)/(E^x + x^2), x])/(E^x + x^2), x] - 18*Defer[Int][Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x], x] - 36*Defer[Int][(x*Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x])/(E^x + x^2), x] + 18*Defer[Int][(x^2*Defer[Int][Defer[Int][E^(x^(-1) + x)/x^2, x], x])/(E^x + x^2), x] - 36*Defer[Int][Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x], x] - 72*Defer[Int][(x*Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x])/(E^x + x^2), x] + 36*Defer[Int][(x^2*Defer[Int][(x*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x])/(E^x + x^2), x] + 18*Defer[Int][Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x], x] + 36*Defer[Int][(x*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x])/(E^x + x^2), x] - 18*Defer[Int][(x^2*Defer[Int][(x^2*Defer[Int][E^(x^(-1) + x)/x^2, x])/(E^x + x^2), x])/(E^x + x^2), x]","F",0,0,0,0,-1,"{}"
5859,1,63,0,0.8061002,"\int \left(96 x^2-144 x^2 \log (x)+(48 x+96 x \log (x)) \log (\log (2))+e^{e^x} \left(6 x^2+3 e^x x^3+\left(-9 x^2-3 e^x x^3\right) \log (x)+\left(3 x+\left(6 x+3 e^x x^2\right) \log (x)\right) \log (\log (2))\right)\right) \, dx","Int[96*x^2 - 144*x^2*Log[x] + (48*x + 96*x*Log[x])*Log[Log[2]] + E^E^x*(6*x^2 + 3*E^x*x^3 + (-9*x^2 - 3*E^x*x^3)*Log[x] + (3*x + (6*x + 3*E^x*x^2)*Log[x])*Log[Log[2]]),x]","48 x^3-48 x^3 \log (x)+48 x^2 \log (\log (2)) \log (x)+3 e^{e^x-x} x \left(e^x x^2-e^x x^2 \log (x)+e^x x \log (\log (2)) \log (x)\right)","3 \left(e^{e^x}+16\right) x^2 (x+\log (x) (\log (\log (2))-x))",1,"48*x^3 - 48*x^3*Log[x] + 48*x^2*Log[x]*Log[Log[2]] + 3*E^(E^x - x)*x*(E^x*x^2 - E^x*x^2*Log[x] + E^x*x*Log[x]*Log[Log[2]])","B",7,4,86,0.04651,1,"{2304, 6741, 12, 2288}"
5860,1,9,0,0.009882,"\int \frac{-1+\log (x)}{2 x^2} \, dx","Int[(-1 + Log[x])/(2*x^2),x]","-\frac{\log (x)}{2 x}","-\frac{\log (x)}{2 x}",1,"-1/2*Log[x]/x","A",2,2,11,0.1818,1,"{12, 2303}"
5861,1,61,0,0.1155023,"\int \frac{-18+\sqrt{e} (6-4 x)+12 x+4 x^2}{9+e-6 x+7 x^2-2 x^3+x^4+\sqrt{e} \left(-6+2 x-2 x^2\right)} \, dx","Int[(-18 + Sqrt[E]*(6 - 4*x) + 12*x + 4*x^2)/(9 + E - 6*x + 7*x^2 - 2*x^3 + x^4 + Sqrt[E]*(-6 + 2*x - 2*x^2)),x]","-\frac{8 \left(2 \left(11-4 \sqrt{e}\right) \left(x-\frac{1}{2}\right)+4 e-27 \sqrt{e}+44\right)}{\left(11-4 \sqrt{e}\right) \left(4 \left(x-\frac{1}{2}\right)^2-4 \sqrt{e}+11\right)}","\frac{2 (x-3) x}{x^2-x-\sqrt{e}+3}-2",1,"(-8*(44 - 27*Sqrt[E] + 4*E + 2*(11 - 4*Sqrt[E])*(-1/2 + x)))/((11 - 4*Sqrt[E])*(11 - 4*Sqrt[E] + 4*(-1/2 + x)^2))","B",4,4,59,0.06780,1,"{1680, 12, 1814, 8}"
5862,1,22,0,0.9564512,"\int \frac{9 x^2 \log ^5(x)+e^{\frac{x-9 \log ^2(2) \log ^4(x)}{9 x \log ^4(x)}} \left(-4 x+9 \log ^2(2) \log ^5(x)\right)}{9 x^2 \log ^5(x)} \, dx","Int[(9*x^2*Log[x]^5 + E^((x - 9*Log[2]^2*Log[x]^4)/(9*x*Log[x]^4))*(-4*x + 9*Log[2]^2*Log[x]^5))/(9*x^2*Log[x]^5),x]","x+e^{\frac{1}{9 \log ^4(x)}-\frac{\log ^2(2)}{x}}","x+e^{\frac{\frac{x}{9 \log ^4(x)}-\log ^2(2)}{x}}+1",1,"E^(-(Log[2]^2/x) + 1/(9*Log[x]^4)) + x","A",4,3,61,0.04918,1,"{12, 6742, 6706}"
5863,0,0,0,5.6174341,"\int \frac{e^{e^{2 x}} \left(-2 x^2+\left(-9-x^2+e^{2 x} \left(108-18 x+12 x^2-2 x^3\right)\right) \log \left(9+x^2\right)\right)+e^{e^{2 x}} \left(9+x^2+e^{2 x} \left(-216+18 x-24 x^2+2 x^3\right)\right) \log \left(9+x^2\right) \log \left(\log \left(9+x^2\right)\right)+e^{e^{2 x}+2 x} \left(108+12 x^2\right) \log \left(9+x^2\right) \log ^2\left(\log \left(9+x^2\right)\right)}{\left(27+3 x^2\right) \log \left(9+x^2\right)+\left(-54-6 x^2\right) \log \left(9+x^2\right) \log \left(\log \left(9+x^2\right)\right)+\left(27+3 x^2\right) \log \left(9+x^2\right) \log ^2\left(\log \left(9+x^2\right)\right)} \, dx","Int[(E^E^(2*x)*(-2*x^2 + (-9 - x^2 + E^(2*x)*(108 - 18*x + 12*x^2 - 2*x^3))*Log[9 + x^2]) + E^E^(2*x)*(9 + x^2 + E^(2*x)*(-216 + 18*x - 24*x^2 + 2*x^3))*Log[9 + x^2]*Log[Log[9 + x^2]] + E^(E^(2*x) + 2*x)*(108 + 12*x^2)*Log[9 + x^2]*Log[Log[9 + x^2]]^2)/((27 + 3*x^2)*Log[9 + x^2] + (-54 - 6*x^2)*Log[9 + x^2]*Log[Log[9 + x^2]] + (27 + 3*x^2)*Log[9 + x^2]*Log[Log[9 + x^2]]^2),x]","\int \frac{e^{e^{2 x}} \left(-2 x^2+\left(-9-x^2+e^{2 x} \left(108-18 x+12 x^2-2 x^3\right)\right) \log \left(9+x^2\right)\right)+e^{e^{2 x}} \left(9+x^2+e^{2 x} \left(-216+18 x-24 x^2+2 x^3\right)\right) \log \left(9+x^2\right) \log \left(\log \left(9+x^2\right)\right)+e^{e^{2 x}+2 x} \left(108+12 x^2\right) \log \left(9+x^2\right) \log ^2\left(\log \left(9+x^2\right)\right)}{\left(27+3 x^2\right) \log \left(9+x^2\right)+\left(-54-6 x^2\right) \log \left(9+x^2\right) \log \left(\log \left(9+x^2\right)\right)+\left(27+3 x^2\right) \log \left(9+x^2\right) \log ^2\left(\log \left(9+x^2\right)\right)} \, dx","e^{e^{2 x}} \left(\frac{x}{3 \log \left(\log \left(x^2+9\right)\right)-3}+2\right)",1,"2*E^E^(2*x) - (2*Defer[Int][E^E^(2*x)/(Log[9 + x^2]*(-1 + Log[Log[9 + x^2]])^2), x])/3 + I*Defer[Int][E^E^(2*x)/((3*I - x)*Log[9 + x^2]*(-1 + Log[Log[9 + x^2]])^2), x] + I*Defer[Int][E^E^(2*x)/((3*I + x)*Log[9 + x^2]*(-1 + Log[Log[9 + x^2]])^2), x] + Defer[Int][E^E^(2*x)/(-1 + Log[Log[9 + x^2]]), x]/3 + (2*Defer[Int][(E^(E^(2*x) + 2*x)*x)/(-1 + Log[Log[9 + x^2]]), x])/3","F",0,0,0,0,-1,"{}"
5864,0,0,0,8.0792041,"\int \frac{-54912-63380 x-37053 x^2-232575 x^3-256350 x^4-148575 x^5-51525 x^6-11400 x^7-1500 x^8-100 x^9+\left(-21970-25350 x-14820 x^2-93030 x^3-102540 x^4-59430 x^5-20610 x^6-4560 x^7-600 x^8-40 x^9\right) \log (2)+\left(-2197-2535 x-1482 x^2-9303 x^3-10254 x^4-5943 x^5-2061 x^6-456 x^7-60 x^8-4 x^9\right) \log ^2(2)+e^{3 x} \left(25+100 x^3+\left(10+40 x^3\right) \log (2)+\left(1+4 x^3\right) \log ^2(2)\right)+e^{2 x} \left(-975-375 x-75 x^2-3900 x^3-1500 x^4-300 x^5+\left(-390-150 x-30 x^2-1560 x^3-600 x^4-120 x^5\right) \log (2)+\left(-39-15 x-3 x^2-156 x^3-60 x^4-12 x^5\right) \log ^2(2)\right)+e^x \left(12674+9752 x+3825 x^2+51450 x^3+39075 x^4+15300 x^5+3000 x^6+300 x^7+\left(5070+3900 x+1530 x^2+20580 x^3+15630 x^4+6120 x^5+1200 x^6+120 x^7\right) \log (2)+\left(507+390 x+153 x^2+2058 x^3+1563 x^4+612 x^5+120 x^6+12 x^7\right) \log ^2(2)\right)}{-54925-63375 x-37050 x^2-12875 x^3-2850 x^4-375 x^5-25 x^6+\left(-21970-25350 x-14820 x^2-5150 x^3-1140 x^4-150 x^5-10 x^6\right) \log (2)+\left(-2197-2535 x-1482 x^2-515 x^3-114 x^4-15 x^5-x^6\right) \log ^2(2)+e^{3 x} \left(25+10 \log (2)+\log ^2(2)\right)+e^{2 x} \left(-975-375 x-75 x^2+\left(-390-150 x-30 x^2\right) \log (2)+\left(-39-15 x-3 x^2\right) \log ^2(2)\right)+e^x \left(12675+9750 x+3825 x^2+750 x^3+75 x^4+\left(5070+3900 x+1530 x^2+300 x^3+30 x^4\right) \log (2)+\left(507+390 x+153 x^2+30 x^3+3 x^4\right) \log ^2(2)\right)} \, dx","Int[(-54912 - 63380*x - 37053*x^2 - 232575*x^3 - 256350*x^4 - 148575*x^5 - 51525*x^6 - 11400*x^7 - 1500*x^8 - 100*x^9 + (-21970 - 25350*x - 14820*x^2 - 93030*x^3 - 102540*x^4 - 59430*x^5 - 20610*x^6 - 4560*x^7 - 600*x^8 - 40*x^9)*Log[2] + (-2197 - 2535*x - 1482*x^2 - 9303*x^3 - 10254*x^4 - 5943*x^5 - 2061*x^6 - 456*x^7 - 60*x^8 - 4*x^9)*Log[2]^2 + E^(3*x)*(25 + 100*x^3 + (10 + 40*x^3)*Log[2] + (1 + 4*x^3)*Log[2]^2) + E^(2*x)*(-975 - 375*x - 75*x^2 - 3900*x^3 - 1500*x^4 - 300*x^5 + (-390 - 150*x - 30*x^2 - 1560*x^3 - 600*x^4 - 120*x^5)*Log[2] + (-39 - 15*x - 3*x^2 - 156*x^3 - 60*x^4 - 12*x^5)*Log[2]^2) + E^x*(12674 + 9752*x + 3825*x^2 + 51450*x^3 + 39075*x^4 + 15300*x^5 + 3000*x^6 + 300*x^7 + (5070 + 3900*x + 1530*x^2 + 20580*x^3 + 15630*x^4 + 6120*x^5 + 1200*x^6 + 120*x^7)*Log[2] + (507 + 390*x + 153*x^2 + 2058*x^3 + 1563*x^4 + 612*x^5 + 120*x^6 + 12*x^7)*Log[2]^2))/(-54925 - 63375*x - 37050*x^2 - 12875*x^3 - 2850*x^4 - 375*x^5 - 25*x^6 + (-21970 - 25350*x - 14820*x^2 - 5150*x^3 - 1140*x^4 - 150*x^5 - 10*x^6)*Log[2] + (-2197 - 2535*x - 1482*x^2 - 515*x^3 - 114*x^4 - 15*x^5 - x^6)*Log[2]^2 + E^(3*x)*(25 + 10*Log[2] + Log[2]^2) + E^(2*x)*(-975 - 375*x - 75*x^2 + (-390 - 150*x - 30*x^2)*Log[2] + (-39 - 15*x - 3*x^2)*Log[2]^2) + E^x*(12675 + 9750*x + 3825*x^2 + 750*x^3 + 75*x^4 + (5070 + 3900*x + 1530*x^2 + 300*x^3 + 30*x^4)*Log[2] + (507 + 390*x + 153*x^2 + 30*x^3 + 3*x^4)*Log[2]^2)),x]","\int \frac{-54912-63380 x-37053 x^2-232575 x^3-256350 x^4-148575 x^5-51525 x^6-11400 x^7-1500 x^8-100 x^9+\left(-21970-25350 x-14820 x^2-93030 x^3-102540 x^4-59430 x^5-20610 x^6-4560 x^7-600 x^8-40 x^9\right) \log (2)+\left(-2197-2535 x-1482 x^2-9303 x^3-10254 x^4-5943 x^5-2061 x^6-456 x^7-60 x^8-4 x^9\right) \log ^2(2)+e^{3 x} \left(25+100 x^3+\left(10+40 x^3\right) \log (2)+\left(1+4 x^3\right) \log ^2(2)\right)+e^{2 x} \left(-975-375 x-75 x^2-3900 x^3-1500 x^4-300 x^5+\left(-390-150 x-30 x^2-1560 x^3-600 x^4-120 x^5\right) \log (2)+\left(-39-15 x-3 x^2-156 x^3-60 x^4-12 x^5\right) \log ^2(2)\right)+e^x \left(12674+9752 x+3825 x^2+51450 x^3+39075 x^4+15300 x^5+3000 x^6+300 x^7+\left(5070+3900 x+1530 x^2+20580 x^3+15630 x^4+6120 x^5+1200 x^6+120 x^7\right) \log (2)+\left(507+390 x+153 x^2+2058 x^3+1563 x^4+612 x^5+120 x^6+12 x^7\right) \log ^2(2)\right)}{-54925-63375 x-37050 x^2-12875 x^3-2850 x^4-375 x^5-25 x^6+\left(-21970-25350 x-14820 x^2-5150 x^3-1140 x^4-150 x^5-10 x^6\right) \log (2)+\left(-2197-2535 x-1482 x^2-515 x^3-114 x^4-15 x^5-x^6\right) \log ^2(2)+e^{3 x} \left(25+10 \log (2)+\log ^2(2)\right)+e^{2 x} \left(-975-375 x-75 x^2+\left(-390-150 x-30 x^2\right) \log (2)+\left(-39-15 x-3 x^2\right) \log ^2(2)\right)+e^x \left(12675+9750 x+3825 x^2+750 x^3+75 x^4+\left(5070+3900 x+1530 x^2+300 x^3+30 x^4\right) \log (2)+\left(507+390 x+153 x^2+30 x^3+3 x^4\right) \log ^2(2)\right)} \, dx","x^4+x-\frac{x}{\left(-(x+3)^2+e^x+x-4\right)^2 (5+\log (2))^2}",1,"x + x^4 - Defer[Int][(-13 + E^x - 5*x - x^2)^(-2), x]/(5 + Log[2])^2 - (16*Defer[Int][x/(13 - E^x + 5*x + x^2)^3, x])/(5 + Log[2])^2 - (6*Defer[Int][x^2/(13 - E^x + 5*x + x^2)^3, x])/(5 + Log[2])^2 - (2*Defer[Int][x^3/(13 - E^x + 5*x + x^2)^3, x])/(5 + Log[2])^2 + (2*Defer[Int][x/(13 - E^x + 5*x + x^2)^2, x])/(5 + Log[2])^2","F",0,0,0,0,-1,"{}"
5865,1,11,0,0.0233182,"\int \frac{-2 e^{\frac{1}{x^2}}+x^2+3 x^3}{x^3} \, dx","Int[(-2*E^x^(-2) + x^2 + 3*x^3)/x^3,x]","e^{\frac{1}{x^2}}+3 x+\log (x)","e^{\frac{1}{x^2}}+3 x+\log (x)-\log (5)",1,"E^x^(-2) + 3*x + Log[x]","A",5,3,20,0.1500,1,"{14, 2209, 43}"
5866,1,14,0,0.0095865,"\int \frac{4 \log (x)}{-x+x \log (2)} \, dx","Int[(4*Log[x])/(-x + x*Log[2]),x]","-\frac{2 \log ^2(x)}{1-\log (2)}","\frac{2 \log ^2(x)}{\log (2)-1}+1",1,"(-2*Log[x]^2)/(1 - Log[2])","A",3,3,14,0.2143,1,"{6, 12, 2301}"
5867,0,0,0,17.4575664,"\int \frac{-4+x+e^5 \left(-48-12 x+6 x^2\right)+e^{10} \left(-144-108 x+9 x^3-8 x^4+2 x^5\right)+\left(e^5 (-24+6 x)+e^{10} \left(-144-36 x+18 x^2\right)\right) \log (-4+x)+e^{10} (-36+9 x) \log ^2(-4+x)+\left(12-3 x+e^5 \left(144+18 x-12 x^2\right)+e^{10} \left(432+216 x-18 x^2-9 x^3\right)+\left(e^5 (72-18 x)+e^{10} \left(432+54 x-36 x^2\right)\right) \log (-4+x)+e^{10} (108-27 x) \log ^2(-4+x)\right) \log (x)}{e^{10} \left(-4 x^4+x^5\right)} \, dx","Int[(-4 + x + E^5*(-48 - 12*x + 6*x^2) + E^10*(-144 - 108*x + 9*x^3 - 8*x^4 + 2*x^5) + (E^5*(-24 + 6*x) + E^10*(-144 - 36*x + 18*x^2))*Log[-4 + x] + E^10*(-36 + 9*x)*Log[-4 + x]^2 + (12 - 3*x + E^5*(144 + 18*x - 12*x^2) + E^10*(432 + 216*x - 18*x^2 - 9*x^3) + (E^5*(72 - 18*x) + E^10*(432 + 54*x - 36*x^2))*Log[-4 + x] + E^10*(108 - 27*x)*Log[-4 + x]^2)*Log[x])/(E^10*(-4*x^4 + x^5)),x]","\int \frac{-4+x+e^5 \left(-48-12 x+6 x^2\right)+e^{10} \left(-144-108 x+9 x^3-8 x^4+2 x^5\right)+\left(e^5 (-24+6 x)+e^{10} \left(-144-36 x+18 x^2\right)\right) \log (-4+x)+e^{10} (-36+9 x) \log ^2(-4+x)+\left(12-3 x+e^5 \left(144+18 x-12 x^2\right)+e^{10} \left(432+216 x-18 x^2-9 x^3\right)+\left(e^5 (72-18 x)+e^{10} \left(432+54 x-36 x^2\right)\right) \log (-4+x)+e^{10} (108-27 x) \log ^2(-4+x)\right) \log (x)}{e^{10} \left(-4 x^4+x^5\right)} \, dx","\frac{\log (x) \left(3 (x+\log (x-4)+2)+\frac{1}{e^5}\right)^2}{x^3}+2 x",1,"(-27*(6 + E^(-5)))/(8*x^2) + (3*(1 + 6*E^5)^2)/(16*E^10*x^2) - (3*(1 - 6*E^5 - 72*E^10))/(16*E^10*x^2) - 147/(16*x) - (27*(3 - E^(-5)))/(32*x) - (43*(6 + E^(-5)))/(32*x) + (24 + E^(-5))/(8*x) - (3*(2 + 3*E^5))/(2*E^5*x) + (3*(1 + 6*E^5)^2)/(16*E^10*x) - (3*(1 - 6*E^5 - 72*E^10))/(16*E^10*x) + 2*x + (141*Log[4 - x])/64 - (45*(3 - E^(-5))*Log[4 - x])/128 - (49*(6 + E^(-5))*Log[4 - x])/128 + ((24 + E^(-5))*Log[4 - x])/32 - (33*Log[-4 + x])/(4*x^2) + (9*(3 - E^(-5))*Log[-4 + x])/(8*x^2) + (9*(6 + E^(-5))*Log[-4 + x])/(8*x^2) - (9*Log[-4 + x])/x + (9*(3 - E^(-5))*Log[-4 + x])/(8*x) + (9*(6 + E^(-5))*Log[-4 + x])/(8*x) + (3*(4 - x)*Log[-4 + x])/(32*x) - (9*Log[4]*Log[-4 + x])/4 - (3*(2 + 3*E^5)*Log[4]*Log[-4 + x])/(8*E^5) + (3*(1 + 6*E^5)^2*Log[4]*Log[-4 + x])/(64*E^10) - (3*(1 - 6*E^5 - 72*E^10)*Log[4]*Log[-4 + x])/(64*E^10) + (3*Log[-4 + x]^2)/64 - (3*Log[-4 + x]^2)/x^3 - (3*Log[-4 + x]*Log[x/4])/32 + (9*Log[-4 + x]^2*Log[x/4])/8 - (9*(3 - E^(-5))*Log[-4 + x]^2*Log[x/4])/64 - (9*(6 + E^(-5))*Log[-4 + x]^2*Log[x/4])/64 - (135*Log[x])/64 + (45*(3 - E^(-5))*Log[x])/128 + (49*(6 + E^(-5))*Log[x])/128 - ((24 + E^(-5))*Log[x])/32 + ((1 + 6*E^5)^2*Log[x])/(E^10*x^3) - (3*(6 + E^(-5))*Log[x])/(4*x^2) + (3*(1 + 6*E^5)^2*Log[x])/(8*E^10*x^2) - (3*(1 - 6*E^5 - 72*E^10)*Log[x])/(8*E^10*x^2) - (9*(3 - E^(-5))*Log[x])/(16*x) - (15*(6 + E^(-5))*Log[x])/(16*x) - (3*(2 + 3*E^5)*Log[x])/(2*E^5*x) + (3*(1 + 6*E^5)^2*Log[x])/(16*E^10*x) - (3*(1 - 6*E^5 - 72*E^10)*Log[x])/(16*E^10*x) - (9*Log[4]*Log[x])/4 - (27*(1 - 3*E^5)*Log[4]*Log[x])/(64*E^5) + (33*(1 + 6*E^5)*Log[4]*Log[x])/(64*E^5) + (9*Log[4 - x]*Log[x])/4 - (27*(3 - E^(-5))*Log[4 - x]*Log[x])/64 - (33*(6 + E^(-5))*Log[4 - x]*Log[x])/64 + (6*(6 + E^(-5))*Log[-4 + x]*Log[x])/x^3 + (9*(3 - E^(-5))*Log[-4 + x]*Log[x])/(4*x^2) + (9*(6 + E^(-5))*Log[-4 + x]*Log[x])/(4*x^2) - (9*Log[-4 + x]*Log[x])/x + (9*(3 - E^(-5))*Log[-4 + x]*Log[x])/(8*x) + (9*(6 + E^(-5))*Log[-4 + x]*Log[x])/(8*x) - (9*Log[-4 + x]^2*Log[x])/8 + (9*(3 - E^(-5))*Log[-4 + x]^2*Log[x])/64 + (9*(6 + E^(-5))*Log[-4 + x]^2*Log[x])/64 + (27*(3 - E^(-5))*Log[x]^2)/128 + (33*(6 + E^(-5))*Log[x]^2)/128 + (3*(2 + 3*E^5)*Log[x]^2)/(16*E^5) - (3*(1 + 6*E^5)^2*Log[x]^2)/(128*E^10) + (3*(1 - 6*E^5 - 72*E^10)*Log[x]^2)/(128*E^10) - (9*Log[1 - x/4]*Log[x]^2)/8 + (9*(3 - E^(-5))*Log[1 - x/4]*Log[x]^2)/64 + (9*(6 + E^(-5))*Log[1 - x/4]*Log[x]^2)/64 + (9*Log[-4 + x]*Log[x]^2)/8 - (9*(3 - E^(-5))*Log[-4 + x]*Log[x]^2)/64 - (9*(6 + E^(-5))*Log[-4 + x]*Log[x]^2)/64 + (69*PolyLog[2, 1 - x/4])/32 + (3*(2 + 3*E^5)*PolyLog[2, 1 - x/4])/(8*E^5) - (3*(1 + 6*E^5)^2*PolyLog[2, 1 - x/4])/(64*E^10) + (3*(1 - 6*E^5 - 72*E^10)*PolyLog[2, 1 - x/4])/(64*E^10) + (9*Log[-4 + x]*PolyLog[2, 1 - x/4])/4 - (9*(3 - E^(-5))*Log[-4 + x]*PolyLog[2, 1 - x/4])/32 - (9*(6 + E^(-5))*Log[-4 + x]*PolyLog[2, 1 - x/4])/32 + (9*PolyLog[2, x/4])/4 - (27*(3 - E^(-5))*PolyLog[2, x/4])/64 - (33*(6 + E^(-5))*PolyLog[2, x/4])/64 - (9*Log[x]*PolyLog[2, x/4])/4 + (9*(3 - E^(-5))*Log[x]*PolyLog[2, x/4])/32 + (9*(6 + E^(-5))*Log[x]*PolyLog[2, x/4])/32 - (9*PolyLog[3, 1 - x/4])/4 + (9*(3 - E^(-5))*PolyLog[3, 1 - x/4])/32 + (9*(6 + E^(-5))*PolyLog[3, 1 - x/4])/32 + (9*PolyLog[3, x/4])/4 - (9*(3 - E^(-5))*PolyLog[3, x/4])/32 - (9*(6 + E^(-5))*PolyLog[3, x/4])/32 - 27*Defer[Int][(Log[-4 + x]^2*Log[x])/x^4, x]","F",0,0,0,0,-1,"{}"
5868,1,120,0,0.5014963,"\int \frac{e^{\frac{e^{4 e^x}}{-5+x}} \left(\left(25-10 x+x^2\right) \log (3)+e^x \left(25-10 x+x^2\right) \log (3)+e^{4 e^x} \left(\left(e^5-x\right) \log (3)+e^{2 x} (-20+4 x) \log (3)+e^x \left(-1+e^5 (20-4 x)-20 x+4 x^2\right) \log (3)\right)\right)}{25-10 x+x^2} \, dx","Int[(E^(E^(4*E^x)/(-5 + x))*((25 - 10*x + x^2)*Log[3] + E^x*(25 - 10*x + x^2)*Log[3] + E^(4*E^x)*((E^5 - x)*Log[3] + E^(2*x)*(-20 + 4*x)*Log[3] + E^x*(-1 + E^5*(20 - 4*x) - 20*x + 4*x^2)*Log[3])))/(25 - 10*x + x^2),x]","\frac{e^{4 e^x-\frac{e^{4 e^x}}{5-x}} \left(e^x \left(-4 x^2+20 x-4 e^5 (5-x)+1\right) \log (3)+4 e^{2 x} (5-x) \log (3)-\left(e^5-x\right) \log (3)\right)}{\left(\frac{4 e^{x+4 e^x}}{5-x}+\frac{e^{4 e^x}}{(5-x)^2}\right) (5-x)^2}","\left(e^{\frac{e^{4 e^x}}{x-5}} \left(x+e^x-e^5\right)-2\right) \log (3)",1,"(E^(4*E^x - E^(4*E^x)/(5 - x))*(4*E^(2*x)*(5 - x)*Log[3] - (E^5 - x)*Log[3] + E^x*(1 - 4*E^5*(5 - x) + 20*x - 4*x^2)*Log[3]))/((E^(4*E^x)/(5 - x)^2 + (4*E^(4*E^x + x))/(5 - x))*(5 - x)^2)","B",2,2,109,0.01835,1,"{27, 2288}"
5869,0,0,0,23.7785803,"\int \frac{3 \log ^5(x)+2 \log ^6(x)+\exp \left(\exp \left(\frac{2 x^6-8 x^5 \log (x)+12 x^4 \log ^2(x)-8 x^3 \log ^3(x)+2 x^2 \log ^4(x)}{\log ^4(x)}\right)+\frac{2 x^6-8 x^5 \log (x)+12 x^4 \log ^2(x)-8 x^3 \log ^3(x)+2 x^2 \log ^4(x)}{\log ^4(x)}\right) \left(-8 x^5+\left(24 x^4+12 x^5\right) \log (x)+\left(-24 x^3-40 x^4\right) \log ^2(x)+\left(8 x^2+48 x^3\right) \log ^3(x)-24 x^2 \log ^4(x)+4 x \log ^5(x)\right)}{\log ^5(x)} \, dx","Int[(3*Log[x]^5 + 2*Log[x]^6 + E^(E^((2*x^6 - 8*x^5*Log[x] + 12*x^4*Log[x]^2 - 8*x^3*Log[x]^3 + 2*x^2*Log[x]^4)/Log[x]^4) + (2*x^6 - 8*x^5*Log[x] + 12*x^4*Log[x]^2 - 8*x^3*Log[x]^3 + 2*x^2*Log[x]^4)/Log[x]^4)*(-8*x^5 + (24*x^4 + 12*x^5)*Log[x] + (-24*x^3 - 40*x^4)*Log[x]^2 + (8*x^2 + 48*x^3)*Log[x]^3 - 24*x^2*Log[x]^4 + 4*x*Log[x]^5))/Log[x]^5,x]","\int \frac{3 \log ^5(x)+2 \log ^6(x)+\exp \left(\exp \left(\frac{2 x^6-8 x^5 \log (x)+12 x^4 \log ^2(x)-8 x^3 \log ^3(x)+2 x^2 \log ^4(x)}{\log ^4(x)}\right)+\frac{2 x^6-8 x^5 \log (x)+12 x^4 \log ^2(x)-8 x^3 \log ^3(x)+2 x^2 \log ^4(x)}{\log ^4(x)}\right) \left(-8 x^5+\left(24 x^4+12 x^5\right) \log (x)+\left(-24 x^3-40 x^4\right) \log ^2(x)+\left(8 x^2+48 x^3\right) \log ^3(x)-24 x^2 \log ^4(x)+4 x \log ^5(x)\right)}{\log ^5(x)} \, dx","e^{e^{\frac{2 x^2 (x-\log (x))^4}{\log ^4(x)}}}+x+2 x \log (x)",1,"x + 2*x*Log[x] + 4*Defer[Int][E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x, x] - 8*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^5)/Log[x]^5, x] + 24*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^4)/Log[x]^4, x] + 12*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^5)/Log[x]^4, x] - 24*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^3)/Log[x]^3, x] - 40*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^4)/Log[x]^3, x] + 8*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^2)/Log[x]^2, x] + 48*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^3)/Log[x]^2, x] - 24*Defer[Int][(E^(E^((2*x^2*(x - Log[x])^4)/Log[x]^4) + 2*x^2 + (2*x^6)/Log[x]^4 - (8*x^5)/Log[x]^3 + (12*x^4)/Log[x]^2 - (8*x^3)/Log[x])*x^2)/Log[x], x]","F",0,0,0,0,-1,"{}"
5870,1,34,0,0.0920232,"\int \frac{1}{10} \left(25+e^x \left(-4 x-2 x^2\right)+e^{e^{e^{e^{16 x}}}} \left(32 e^{e^{e^{16 x}}+e^{16 x}+17 x} x+e^x (2+2 x)\right)\right) \, dx","Int[(25 + E^x*(-4*x - 2*x^2) + E^E^E^E^(16*x)*(32*E^(E^E^(16*x) + E^(16*x) + 17*x)*x + E^x*(2 + 2*x)))/10,x]","-\frac{1}{5} e^x x^2+\frac{1}{5} e^{x+e^{e^{e^{16 x}}}} x+\frac{5 x}{2}","\left(\frac{1}{5} e^x \left(e^{e^{e^{e^{16 x}}}}-x\right)+\frac{5}{2}\right) x",1,"(5*x)/2 + (E^(E^E^E^(16*x) + x)*x)/5 - (E^x*x^2)/5","A",11,6,62,0.09677,1,"{12, 1593, 2196, 2176, 2194, 2288}"
5871,1,22,0,0.0129081,"\int \frac{3 e^{e^{-e} \left(4+5 e^e\right)}-10 x^2}{10 x^2} \, dx","Int[(3*E^((4 + 5*E^E)/E^E) - 10*x^2)/(10*x^2),x]","-x-\frac{3 e^{5+4 e^{-e}}}{10 x}","-x-\frac{3 e^{5+4 e^{-e}}}{10 x}+6+\log (2)",1,"(-3*E^(5 + 4/E^E))/(10*x) - x","A",3,2,30,0.06667,1,"{12, 14}"
5872,0,0,0,0.0927844,"\int \frac{1+x}{-4 x+x^2+x \log (x)} \, dx","Int[(1 + x)/(-4*x + x^2 + x*Log[x]),x]","\int \frac{1+x}{-4 x+x^2+x \log (x)} \, dx","\log (x+\log (x)-4)+e^2-4",1,"Defer[Int][(-4 + x + Log[x])^(-1), x] + Defer[Int][1/(x*(-4 + x + Log[x])), x]","F",0,0,0,0,-1,"{}"
5873,1,14,0,0.1991682,"\int -\frac{1350 e^{\frac{13 x^2+675 \log (3)}{x^2}} \log (3)}{x^3+e^{\frac{13 x^2+675 \log (3)}{x^2}} x^3} \, dx","Int[(-1350*E^((13*x^2 + 675*Log[3])/x^2)*Log[3])/(x^3 + E^((13*x^2 + 675*Log[3])/x^2)*x^3),x]","\log \left(e^{13} 3^{\frac{675}{x^2}}+1\right)","\log \left(e^{\frac{675 \log (3)}{x^2}+13}+1\right)",1,"Log[1 + 3^(675/x^2)*E^13]","A",4,3,46,0.06522,1,"{12, 6688, 6684}"
5874,1,37,0,0.0261131,"\int \left(2+e^{\frac{1}{2} \left(3+e^2\right)+x} (-2-2 x)\right) \, dx","Int[2 + E^((3 + E^2)/2 + x)*(-2 - 2*x),x]","2 x+2 e^{x+\frac{1}{2} \left(3+e^2\right)}-2 e^{x+\frac{1}{2} \left(3+e^2\right)} (x+1)","-2 \left(e^{x+\frac{1}{2} \left(3+e^2\right)} x-x\right)",1,"2*E^((3 + E^2)/2 + x) + 2*x - 2*E^((3 + E^2)/2 + x)*(1 + x)","A",3,2,21,0.09524,1,"{2176, 2194}"
5875,1,21,0,0.038348,"\int \frac{-13 x-6 x^2+e^{\frac{1}{x}} (-4+4 x)}{3 x} \, dx","Int[(-13*x - 6*x^2 + E^x^(-1)*(-4 + 4*x))/(3*x),x]","-x^2+\frac{4}{3} e^{\frac{1}{x}} x-\frac{13 x}{3}","\left(\frac{4}{3} \left(e^{\frac{1}{x}}-4\right)-x\right) x+x+7+\log (5)",1,"(-13*x)/3 + (4*E^x^(-1)*x)/3 - x^2","A",4,3,27,0.1111,1,"{12, 14, 2288}"
5876,0,0,0,0.2818082,"\int \frac{2 x+16 x^2+2 x \log \left(\frac{5 e^{-4-8 x}}{x}\right)+\log ^3\left(\frac{5 e^{-4-8 x}}{x}\right)}{(-3+\log (5)) \log ^3\left(\frac{5 e^{-4-8 x}}{x}\right)} \, dx","Int[(2*x + 16*x^2 + 2*x*Log[(5*E^(-4 - 8*x))/x] + Log[(5*E^(-4 - 8*x))/x]^3)/((-3 + Log[5])*Log[(5*E^(-4 - 8*x))/x]^3),x]","\int \frac{2 x+16 x^2+2 x \log \left(\frac{5 e^{-4-8 x}}{x}\right)+\log ^3\left(\frac{5 e^{-4-8 x}}{x}\right)}{(-3+\log (5)) \log ^3\left(\frac{5 e^{-4-8 x}}{x}\right)} \, dx","\frac{\frac{x^2}{\log ^2\left(\frac{5 e^{-8 x-4}}{x}\right)}+x}{\log (5)-3}",1,"-(x/(3 - Log[5])) - (2*Defer[Int][x/Log[(5*E^(-4 - 8*x))/x]^3, x])/(3 - Log[5]) - (16*Defer[Int][x^2/Log[(5*E^(-4 - 8*x))/x]^3, x])/(3 - Log[5]) - (2*Defer[Int][x/Log[(5*E^(-4 - 8*x))/x]^2, x])/(3 - Log[5])","F",0,0,0,0,-1,"{}"
5877,1,23,0,0.8305178,"\int \frac{e^{-x} \left(-12 x^2+7 x^3-x^4+x^5+\left(-20 x^4+9 x^5-x^6\right) \log (-4+x)\right)}{-4+x} \, dx","Int[(-12*x^2 + 7*x^3 - x^4 + x^5 + (-20*x^4 + 9*x^5 - x^6)*Log[-4 + x])/(E^x*(-4 + x)),x]","e^{-x} x^5 \log (x-4)+e^{-x} x^3","e^{-x} x^2 \left(x^3 \log (x-4)+x\right)",1,"x^3/E^x + (x^5*Log[-4 + x])/E^x","A",39,7,51,0.1373,1,"{6742, 2199, 2194, 2178, 2176, 2196, 2554}"
5878,1,141,0,0.3306225,"\int \frac{81 x^6+36 x^7+3 x^8+e^{\frac{2 \left(16+8 x+x^2\right)}{x^4}} \left(-3200-1200 x-100 x^2-25 x^4\right)+\left(90 x^6+20 x^7\right) \log (25)+25 x^6 \log ^2(25)+e^{\frac{16+8 x+x^2}{x^4}} \left(-5760 x-2800 x^2-420 x^3-20 x^4+10 x^6+\left(-3200 x-1200 x^2-100 x^3\right) \log (25)\right)}{x^6} \, dx","Int[(81*x^6 + 36*x^7 + 3*x^8 + E^((2*(16 + 8*x + x^2))/x^4)*(-3200 - 1200*x - 100*x^2 - 25*x^4) + (90*x^6 + 20*x^7)*Log[25] + 25*x^6*Log[25]^2 + E^((16 + 8*x + x^2)/x^4)*(-5760*x - 2800*x^2 - 420*x^3 - 20*x^4 + 10*x^6 + (-3200*x - 1200*x^2 - 100*x^3)*Log[25]))/x^6,x]","x^3+2 x^2 (9+5 \log (25))-\frac{25 e^{\frac{2 (x+4)^2}{x^4}} \left(x^2+12 x+32\right)}{\left(\frac{x+4}{x^4}-\frac{2 (x+4)^2}{x^5}\right) x^6}-\frac{10 e^{\frac{(x+4)^2}{x^4}} \left(x^3+x^2 (21+10 \log (5))+20 x (7+6 \log (5))+32 (9+5 \log (25))\right)}{\left(\frac{x+4}{x^4}-\frac{2 (x+4)^2}{x^5}\right) x^5}+x (81+10 (9+5 \log (5)) \log (25))","x \left(5 \left(\frac{e^{\frac{(x+4)^2}{x^4}}}{x}+\log (25)\right)+x+9\right)^2",1,"x^3 - (25*E^((2*(4 + x)^2)/x^4)*(32 + 12*x + x^2))/(x^6*((4 + x)/x^4 - (2*(4 + x)^2)/x^5)) + 2*x^2*(9 + 5*Log[25]) + x*(81 + 10*(9 + 5*Log[5])*Log[25]) - (10*E^((4 + x)^2/x^4)*(x^3 + 20*x*(7 + 6*Log[5]) + x^2*(21 + 10*Log[5]) + 32*(9 + 5*Log[25])))/(x^5*((4 + x)/x^4 - (2*(4 + x)^2)/x^5))","B",5,3,130,0.02308,1,"{6, 14, 2288}"
5879,1,138,0,0.6505649,"\int e^{-4 x-x^2} \left(2-10 x+2 x^3+\left(9-2 x^2\right) (i \pi +\log (6))\right) \, dx","Int[E^(-4*x - x^2)*(2 - 10*x + 2*x^3 + (9 - 2*x^2)*(I*Pi + Log[6])),x]","-e^4 \sqrt{\pi } \text{erf}(x+2)+\frac{1}{2} e^4 \sqrt{\pi } (2+9 i \pi +9 \log (6)) \text{erf}(x+2)-\frac{9}{2} e^4 \sqrt{\pi } (\log (6)+i \pi ) \text{erf}(x+2)-e^{-x^2-4 x} x^2+2 e^{-x^2-4 x} x+e^{-x^2-4 x} x (\log (6)+i \pi )-2 e^{-x^2-4 x} (\log (6)+i \pi )","e^{-x (x+4)} (x-2) (-x+i \pi +\log (6))",1,"2*E^(-4*x - x^2)*x - E^(-4*x - x^2)*x^2 - E^4*Sqrt[Pi]*Erf[2 + x] - 2*E^(-4*x - x^2)*(I*Pi + Log[6]) + E^(-4*x - x^2)*x*(I*Pi + Log[6]) - (9*E^4*Sqrt[Pi]*Erf[2 + x]*(I*Pi + Log[6]))/2 + (E^4*Sqrt[Pi]*Erf[2 + x]*(2 + (9*I)*Pi + 9*Log[6]))/2","C",24,6,38,0.1579,1,"{6741, 6742, 2240, 2234, 2205, 2241}"
5880,1,47,0,0.0559652,"\int \left(4+e^{2 x} \left(-32+32 e-8 e^2\right)+e^{2 x+2 x^2} (-8-16 x)+e^{2 x+x^2} (32+e (-16-16 x)+32 x)\right) \, dx","Int[4 + E^(2*x)*(-32 + 32*E - 8*E^2) + E^(2*x + 2*x^2)*(-8 - 16*x) + E^(2*x + x^2)*(32 + E*(-16 - 16*x) + 32*x),x]","8 (2-e) e^{x^2+2 x}-4 e^{2 x^2+2 x}+4 x-4 (2-e)^2 e^{2 x}","4 \left(-e^{2 x} \left(e^{x^2}-2+e\right)^2+x+5\right)+2",1,"-4*(2 - E)^2*E^(2*x) + 8*(2 - E)*E^(2*x + x^2) - 4*E^(2*x + 2*x^2) + 4*x","A",5,3,57,0.05263,1,"{2194, 2236, 2244}"
5881,1,15,0,0.0376077,"\int \frac{-128 x+e \left(196608-1536 x+3 x^2\right)}{65536 x-512 x^2+x^3} \, dx","Int[(-128*x + E*(196608 - 1536*x + 3*x^2))/(65536*x - 512*x^2 + x^3),x]","3 e \log (x)-\frac{128}{256-x}","-\frac{x}{2 (256-x)}+3 e \log (x)-4-\log (5)",1,"-128/(256 - x) + 3*E*Log[x]","A",4,3,31,0.09677,1,"{1594, 27, 1820}"
5882,1,14,0,0.13135,"\int \frac{10+4 x^2+5 x^3}{5 x+x^3+x^4} \, dx","Int[(10 + 4*x^2 + 5*x^3)/(5*x + x^3 + x^4),x]","\log \left(x^3+x^2+5\right)+2 \log (x)","\log \left(x \left(x^3+x^2+5\right) (x+x \log (4))\right)",1,"2*Log[x] + Log[5 + x^2 + x^3]","A",4,3,25,0.1200,1,"{1594, 6742, 1587}"
5883,0,0,0,1.2628987,"\int \frac{-24+e^x \left(6-3 x+3 x^3\right)+\left(12-12 x^2+e^x \left(-3+3 x^2\right)\right) \log \left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)+\left(-12+12 x^2+e^x \left(3-3 x^2\right)\right) \log ^2\left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)}{\left(4-4 x^2+e^x \left(-1+x^2\right)\right) \log ^2\left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)} \, dx","Int[(-24 + E^x*(6 - 3*x + 3*x^3) + (12 - 12*x^2 + E^x*(-3 + 3*x^2))*Log[x^2/(4 - 4*x^2 + E^x*(-1 + x^2))] + (-12 + 12*x^2 + E^x*(3 - 3*x^2))*Log[x^2/(4 - 4*x^2 + E^x*(-1 + x^2))]^2)/((4 - 4*x^2 + E^x*(-1 + x^2))*Log[x^2/(4 - 4*x^2 + E^x*(-1 + x^2))]^2),x]","\int \frac{-24+e^x \left(6-3 x+3 x^3\right)+\left(12-12 x^2+e^x \left(-3+3 x^2\right)\right) \log \left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)+\left(-12+12 x^2+e^x \left(3-3 x^2\right)\right) \log ^2\left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)}{\left(4-4 x^2+e^x \left(-1+x^2\right)\right) \log ^2\left(\frac{x^2}{4-4 x^2+e^x \left(-1+x^2\right)}\right)} \, dx","x \left(\frac{3}{\log \left(\frac{x}{\left(e^x-4\right) \left(x-\frac{1}{x}\right)}\right)}-3\right)",1,"-3*x + 3*Defer[Int][1/((-1 + x)*Log[x^2/((-4 + E^x)*(-1 + x^2))]^2), x] + 3*Defer[Int][x/Log[x^2/((-4 + E^x)*(-1 + x^2))]^2, x] + 12*Defer[Int][x/((-4 + E^x)*Log[x^2/((-4 + E^x)*(-1 + x^2))]^2), x] - 3*Defer[Int][1/((1 + x)*Log[x^2/((-4 + E^x)*(-1 + x^2))]^2), x] + 3*Defer[Int][Log[x^2/((-4 + E^x)*(-1 + x^2))]^(-1), x]","F",0,0,0,0,-1,"{}"
5884,1,26,0,0.0391221,"\int \frac{1}{25} \left(588+168 x^2+12 x^4+\left(588+504 x^2+60 x^4\right) \log (x)\right) \, dx","Int[(588 + 168*x^2 + 12*x^4 + (588 + 504*x^2 + 60*x^4)*Log[x])/25,x]","\frac{12}{25} x^5 \log (x)+\frac{168}{25} x^3 \log (x)+\frac{588}{25} x \log (x)","\frac{12}{25} x \left(x^2+7\right)^2 \log (x)",1,"(588*x*Log[x])/25 + (168*x^3*Log[x])/25 + (12*x^5*Log[x])/25","A",7,4,31,0.1290,1,"{12, 2356, 2295, 2304}"
5885,0,0,0,0.3533335,"\int \frac{-8 e^{2 x^4} x^5+e^{\frac{3+x+x \log (5)+(3+x+x \log (5)) \log (x)}{x}} (x+x \log (5)-3 \log (x))}{x^2} \, dx","Int[(-8*E^(2*x^4)*x^5 + E^((3 + x + x*Log[5] + (3 + x + x*Log[5])*Log[x])/x)*(x + x*Log[5] - 3*Log[x]))/x^2,x]","\int \frac{-8 e^{2 x^4} x^5+e^{\frac{3+x+x \log (5)+(3+x+x \log (5)) \log (x)}{x}} (x+x \log (5)-3 \log (x))}{x^2} \, dx","-e^{2 x^4}+e^{\frac{(x+x \log (5)+3) (\log (x)+1)}{x}}+1",1,"-E^(2*x^4) - 15*Log[x]*Defer[Int][E^(1 + 3/x)*x^(-1 + 3/x + Log[5]), x] + 5*(1 + Log[5])*Defer[Int][E^(1 + 3/x)*x^(3/x + Log[5]), x] + 15*Defer[Int][Defer[Int][E^(1 + 3/x)*x^(-1 + 3/x + Log[5]), x]/x, x]","F",0,0,0,0,-1,"{}"
5886,1,11,0,0.0037153,"\int \left(3+4 e^{8+x}\right) \, dx","Int[3 + 4*E^(8 + x),x]","3 x+4 e^{x+8}","4 e^8 \left(e^x-8\right)+3 x",1,"4*E^(8 + x) + 3*x","A",2,1,9,0.1111,1,"{2194}"
5887,1,26,0,0.3106772,"\int \frac{1}{4} e^{x^2-x^{12}-e^x x^{12}+x^{13}} \left(10 x-60 x^{11}+65 x^{12}+e^x \left(-60 x^{11}-5 x^{12}\right)\right) \, dx","Int[(E^(x^2 - x^12 - E^x*x^12 + x^13)*(10*x - 60*x^11 + 65*x^12 + E^x*(-60*x^11 - 5*x^12)))/4,x]","\frac{5}{4} e^{x^{13}-e^x x^{12}-x^{12}+x^2}","\frac{5}{4} e^{x^2-\left(-x+e^x+1\right) x^{12}}",1,"(5*E^(x^2 - x^12 - E^x*x^12 + x^13))/4","A",2,2,55,0.03636,1,"{12, 6706}"
5888,1,91,0,0.0837396,"\int \frac{1}{3} \left(125-375 e^3+e^{2 x} \left(-85+e^3 (255-30 x)+10 x\right)+e^x \left(-400+e^3 (1200-150 x)+50 x\right)\right) \, dx","Int[(125 - 375*E^3 + E^(2*x)*(-85 + E^3*(255 - 30*x) + 10*x) + E^x*(-400 + E^3*(1200 - 150*x) + 50*x))/3,x]","-\frac{5}{6} \left(1-3 e^3\right) e^{2 x} (17-2 x)+\frac{125}{3} \left(1-3 e^3\right) x-\frac{50}{3} e^x \left(8 \left(1-3 e^3\right)-\left(1-3 e^3\right) x\right)-\frac{50}{3} \left(1-3 e^3\right) e^x-\frac{5}{6} \left(1-3 e^3\right) e^{2 x}","-\frac{5 \left(e^x+5\right)^2 (x-9) \left(e^3 x-\frac{x}{3}\right)}{x}",1,"(-50*E^x*(1 - 3*E^3))/3 - (5*E^(2*x)*(1 - 3*E^3))/6 - (5*E^(2*x)*(1 - 3*E^3)*(17 - 2*x))/6 + (125*(1 - 3*E^3)*x)/3 - (50*E^x*(8*(1 - 3*E^3) - (1 - 3*E^3)*x))/3","B",8,4,49,0.08163,1,"{12, 2187, 2176, 2194}"
5889,1,25,0,0.0544817,"\int \frac{-6+3 x+(-3+x) \log (9-3 x)}{-3+x} \, dx","Int[(-6 + 3*x + (-3 + x)*Log[9 - 3*x])/(-3 + x),x]","2 x-(3-x) \log (9-3 x)+3 \log (3-x)","2 x+x \log (3 (3-x))-2-\log ^2(4)",1,"2*x - (3 - x)*Log[9 - 3*x] + 3*Log[3 - x]","A",6,4,21,0.1905,1,"{6742, 43, 2389, 2295}"
5890,1,1114,0,6.511107,"\int \frac{e^x \left(36 x-60 x^2+42 x^3-24 x^4+6 x^5+\left(-12+48 x^2-48 x^3+12 x^4\right) \log (2)\right)}{x^4+\left(-4 x^2+4 x^3\right) \log (2)+\left(4-8 x+4 x^2\right) \log ^2(2)} \, dx","Int[(E^x*(36*x - 60*x^2 + 42*x^3 - 24*x^4 + 6*x^5 + (-12 + 48*x^2 - 48*x^3 + 12*x^4)*Log[2]))/(x^4 + (-4*x^2 + 4*x^3)*Log[2] + (4 - 8*x + 4*x^2)*Log[2]^2),x]","6 e^x x-6 e^x+\frac{12 e^x \log (4) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{\left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right) \left(\log ^2(4)+\log (256)\right)}+\frac{12 e^x \log (4) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{\left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right) \left(\log ^2(4)+\log (256)\right)}-\frac{3 e^{\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{4+\log (4)}-\frac{3 e^{-\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{4+\log (4)}+\frac{6 e^{\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{\sqrt{\log (4)} (4+\log (4))^{3/2}}-\frac{6 e^{-\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(11+4 \log ^2(4)-\log (8) \log (16)+\log (16384)\right)}{\sqrt{\log (4)} (4+\log (4))^{3/2}}+\frac{3}{2} e^{-\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(7+\log ^2(4)+\log (4096)+\frac{10 \log ^2(4)+\log ^3(4)+2 (10-\log (8) \log (16)-\log (64))+\log (4) (35+\log (4096))}{\sqrt{\log (4) (4+\log (4))}}\right)+\frac{3}{2} e^{\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(7+\log ^2(4)+\log (4096)-\frac{10 \log ^2(4)+\log ^3(4)+2 (10-\log (8) \log (16)-\log (64))+\log (4) (35+\log (4096))}{\sqrt{\log (4) (4+\log (4))}}\right)+\frac{6 e^x \left(\log (4)-\sqrt{\log (4) (4+\log (4))}\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{\log (4) (4+\log (4)) \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)}+\frac{6 e^x \left(\log (4)+\sqrt{\log (4) (4+\log (4))}\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{\log (4) (4+\log (4)) \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)}-\frac{3 e^{-\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(\log (4)+\sqrt{\log (4) (4+\log (4))}\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{2 \log (4) (4+\log (4))}-\frac{3 e^{\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(\log (4)-\sqrt{\log (4) (4+\log (4))}\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{2 \log (4) (4+\log (4))}+\frac{3 e^{\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{\sqrt{\log (4)} (4+\log (4))^{3/2}}-\frac{3 e^{-\frac{1}{2} \sqrt{\log (4) (4+\log (4))}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{\log (4) (4+\log (4))}+\log (4)\right)\right) \left(6+4 \log ^3(4)+\log (4) (17-4 \log (8))+2 \log ^2(4) (7-\log (8))\right)}{\sqrt{\log (4)} (4+\log (4))^{3/2}}-12 e^x (2+\log (2))","\frac{3 e^x x \left(x+\frac{3}{x}-4\right)}{\frac{x^2}{2 x-2}+\log (2)}",1,"-6*E^x + 6*E^x*x - 12*E^x*(2 + Log[2]) + (3*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*ExpIntegralEi[(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])/2]*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(Sqrt[Log[4]]*(4 + Log[4])^(3/2)) - (3*ExpIntegralEi[(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])/2]*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(E^(Sqrt[Log[4]*(4 + Log[4])]/2)*Sqrt[Log[4]]*(4 + Log[4])^(3/2)) - (3*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*ExpIntegralEi[(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])/2]*(Log[4] - Sqrt[Log[4]*(4 + Log[4])])*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(2*Log[4]*(4 + Log[4])) + (6*E^x*(Log[4] - Sqrt[Log[4]*(4 + Log[4])])*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(Log[4]*(4 + Log[4])*(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])) - (3*ExpIntegralEi[(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])/2]*(Log[4] + Sqrt[Log[4]*(4 + Log[4])])*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(2*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*Log[4]*(4 + Log[4])) + (6*E^x*(Log[4] + Sqrt[Log[4]*(4 + Log[4])])*(6 + 4*Log[4]^3 + Log[4]*(17 - 4*Log[8]) + 2*Log[4]^2*(7 - Log[8])))/(Log[4]*(4 + Log[4])*(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])) + (3*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*ExpIntegralEi[(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])/2]*(7 + Log[4]^2 + Log[4096] - (10*Log[4]^2 + Log[4]^3 + 2*(10 - Log[8]*Log[16] - Log[64]) + Log[4]*(35 + Log[4096]))/Sqrt[Log[4]*(4 + Log[4])]))/2 + (3*ExpIntegralEi[(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])/2]*(7 + Log[4]^2 + Log[4096] + (10*Log[4]^2 + Log[4]^3 + 2*(10 - Log[8]*Log[16] - Log[64]) + Log[4]*(35 + Log[4096]))/Sqrt[Log[4]*(4 + Log[4])]))/(2*E^(Sqrt[Log[4]*(4 + Log[4])]/2)) + (6*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*ExpIntegralEi[(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])/2]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/(Sqrt[Log[4]]*(4 + Log[4])^(3/2)) - (6*ExpIntegralEi[(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])/2]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/(E^(Sqrt[Log[4]*(4 + Log[4])]/2)*Sqrt[Log[4]]*(4 + Log[4])^(3/2)) - (3*E^(Sqrt[Log[4]*(4 + Log[4])]/2)*ExpIntegralEi[(2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])/2]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/(4 + Log[4]) - (3*ExpIntegralEi[(2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])/2]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/(E^(Sqrt[Log[4]*(4 + Log[4])]/2)*(4 + Log[4])) + (12*E^x*Log[4]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/((2*x + Log[4] - Sqrt[Log[4]*(4 + Log[4])])*(Log[4]^2 + Log[256])) + (12*E^x*Log[4]*(11 + 4*Log[4]^2 - Log[8]*Log[16] + Log[16384]))/((2*x + Log[4] + Sqrt[Log[4]*(4 + Log[4])])*(Log[4]^2 + Log[256]))","C",30,9,83,0.1084,1,"{6741, 12, 6688, 6742, 2176, 2194, 6728, 2178, 2177}"
5891,1,25,0,1.1023568,"\int \frac{e^{-\frac{2 \left(-5+x^2\right)}{x}} \left(5 e^{\frac{2 \left(-5+x^2\right)}{x}} x^2+e^{32 e^{-\frac{2 \left(-5+x^2\right)}{x}}} \left(320+64 x^2\right)+e^{16 e^{-\frac{2 \left(-5+x^2\right)}{x}}} \left(960+192 x^2\right)\right)}{x^2} \, dx","Int[(5*E^((2*(-5 + x^2))/x)*x^2 + E^(32/E^((2*(-5 + x^2))/x))*(320 + 64*x^2) + E^(16/E^((2*(-5 + x^2))/x))*(960 + 192*x^2))/(E^((2*(-5 + x^2))/x)*x^2),x]","5 x-\left(e^{16 e^{\frac{10}{x}-2 x}}+3\right)^2","-\left(e^{16 e^{-\frac{2 \left(x^2-5\right)}{x}}}+3\right)^2+5 x-2",1,"-(3 + E^(16*E^(10/x - 2*x)))^2 + 5*x","A",3,2,82,0.02439,1,"{6742, 6686}"
5892,1,21,0,0.6532136,"\int e^{2+e^x+x+4 x^3+4 x^4 \log (x)} \left(1+e^x+12 x^2+4 x^3+16 x^3 \log (x)\right) \, dx","Int[E^(2 + E^x + x + 4*x^3 + 4*x^4*Log[x])*(1 + E^x + 12*x^2 + 4*x^3 + 16*x^3*Log[x]),x]","e^{4 x^3+x+e^x+2} x^{4 x^4}","e^{x^3 (4 x \log (x)+4)+x+e^x+2}",1,"E^(2 + E^x + x + 4*x^3)*x^(4*x^4)","A",1,1,43,0.02326,1,"{6706}"
5893,0,0,0,0.7051418,"\int \frac{-3 x-7 x^2-4 x^3+\left(6 x+3 x^2-4 x^4\right) \log (x)+\left(x^3-6 x^4\right) \log ^2(x)+4 x^3 \log ^3(x)}{4 x^2-4 x \log (x)+\log ^2(x)} \, dx","Int[(-3*x - 7*x^2 - 4*x^3 + (6*x + 3*x^2 - 4*x^4)*Log[x] + (x^3 - 6*x^4)*Log[x]^2 + 4*x^3*Log[x]^3)/(4*x^2 - 4*x*Log[x] + Log[x]^2),x]","\int \frac{-3 x-7 x^2-4 x^3+\left(6 x+3 x^2-4 x^4\right) \log (x)+\left(x^3-6 x^4\right) \log ^2(x)+4 x^3 \log ^3(x)}{4 x^2-4 x \log (x)+\log ^2(x)} \, dx","\frac{x \left(x \left(x^2 \log ^2(x)+x\right)+3 x\right)}{\log (x)-2 x}",1,"2*x^5 + x^4*Log[x] - 3*Defer[Int][x/(2*x - Log[x])^2, x] + 5*Defer[Int][x^2/(2*x - Log[x])^2, x] + 2*Defer[Int][x^3/(2*x - Log[x])^2, x] - 4*Defer[Int][x^5/(2*x - Log[x])^2, x] + 8*Defer[Int][x^6/(2*x - Log[x])^2, x] - 6*Defer[Int][x/(2*x - Log[x]), x] - 3*Defer[Int][x^2/(2*x - Log[x]), x] - 24*Defer[Int][x^5/(2*x - Log[x]), x]","F",0,0,0,0,-1,"{}"
5894,1,22,0,0.2715085,"\int \frac{\left(-8 x-2 x \log \left(\frac{1}{x}\right)\right) \log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)+\left(8+\left(64+16 \log \left(\frac{1}{x}\right)\right) \log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)\right) \log \left(\frac{\log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)}{x^4}\right)}{\left(4 x^3+x^3 \log \left(\frac{1}{x}\right)\right) \log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)+\left(8 x^2+2 x^2 \log \left(\frac{1}{x}\right)\right) \log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right) \log ^2\left(\frac{\log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)}{x^4}\right)+\left(4 x+x \log \left(\frac{1}{x}\right)\right) \log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right) \log ^4\left(\frac{\log \left(16+8 \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)\right)}{x^4}\right)} \, dx","Int[((-8*x - 2*x*Log[x^(-1)])*Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2] + (8 + (64 + 16*Log[x^(-1)])*Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2])*Log[Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2]/x^4])/((4*x^3 + x^3*Log[x^(-1)])*Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2] + (8*x^2 + 2*x^2*Log[x^(-1)])*Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2]*Log[Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2]/x^4]^2 + (4*x + x*Log[x^(-1)])*Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2]*Log[Log[16 + 8*Log[x^(-1)] + Log[x^(-1)]^2]/x^4]^4),x]","\frac{2}{\log ^2\left(\frac{\log \left(\left(\log \left(\frac{1}{x}\right)+4\right)^2\right)}{x^4}\right)+x}","\frac{2}{\log ^2\left(\frac{\log \left(\left(\log \left(\frac{1}{x}\right)+4\right)^2\right)}{x^4}\right)+x}",1,"2/(x + Log[Log[(4 + Log[x^(-1)])^2]/x^4]^2)","A",2,2,210,0.009524,1,"{6688, 6686}"
5895,1,21,0,0.3381621,"\int \frac{-4+e^{10} (-1+x)+x+e^{10} (2-2 x) \log (-1+x)+e^{10} (-1+x) \log ^2(-1+x)}{e^{10} \left(4-5 x+x^2\right)+e^{10} \left(-8+10 x-2 x^2\right) \log (-1+x)+e^{10} \left(4-5 x+x^2\right) \log ^2(-1+x)} \, dx","Int[(-4 + E^10*(-1 + x) + x + E^10*(2 - 2*x)*Log[-1 + x] + E^10*(-1 + x)*Log[-1 + x]^2)/(E^10*(4 - 5*x + x^2) + E^10*(-8 + 10*x - 2*x^2)*Log[-1 + x] + E^10*(4 - 5*x + x^2)*Log[-1 + x]^2),x]","\log (4-x)+\frac{1}{e^{10} (1-\log (x-1))}","\log (4-x)+\frac{1}{e^{10} (1-\log (x-1))}-3",1,"Log[4 - x] + 1/(E^10*(1 - Log[-1 + x]))","A",7,6,88,0.06818,1,"{6688, 12, 6728, 2390, 2302, 30}"
5896,1,13,0,0.0460476,"\int \left(1+4 e^{4 e^{e^{e^x}}+e^{e^x}+e^x+x}\right) \, dx","Int[1 + 4*E^(4*E^E^E^x + E^E^x + E^x + x),x]","x+e^{4 e^{e^{e^x}}}","x+e^{4 e^{e^{e^x}}}+260-\log (4)",1,"E^(4*E^E^E^x) + x","A",5,2,25,0.08000,1,"{2282, 2194}"
5897,1,16,0,0.0063835,"\int \frac{3+e^{4-x}}{e^2} \, dx","Int[(3 + E^(4 - x))/E^2,x]","\frac{3 x}{e^2}-e^{2-x}","\frac{3 x-e^{4-x}}{e^2}",1,"-E^(2 - x) + (3*x)/E^2","A",3,2,13,0.1538,1,"{12, 2194}"
5898,0,0,0,0.960729,"\int \frac{25-64 x^3+16 x^4+\left(-75+225 x+16 x^4-48 x^5\right) \log \left(\frac{1-3 x}{x}\right)}{\left(-16 x^4+48 x^5\right) \log ^2\left(\frac{1-3 x}{x}\right)} \, dx","Int[(25 - 64*x^3 + 16*x^4 + (-75 + 225*x + 16*x^4 - 48*x^5)*Log[(1 - 3*x)/x])/((-16*x^4 + 48*x^5)*Log[(1 - 3*x)/x]^2),x]","\int \frac{25-64 x^3+16 x^4+\left(-75+225 x+16 x^4-48 x^5\right) \log \left(\frac{1-3 x}{x}\right)}{\left(-16 x^4+48 x^5\right) \log ^2\left(\frac{1-3 x}{x}\right)} \, dx","\frac{\left(-\frac{25}{16 x^4}+\frac{4}{x}-1\right) x}{\log \left(\frac{1}{x}-3\right)}",1,"(-225*ExpIntegralEi[2*Log[-3 + x^(-1)]])/8 - (75*ExpIntegralEi[3*Log[-3 + x^(-1)]])/16 - (675*LogIntegral[-3 + x^(-1)])/16 + Defer[Int][(25 - 64*x^3 + 16*x^4)/(x^4*(-1 + 3*x)*Log[(1 - 3*x)/x]^2), x]/16 + Defer[Subst][Defer[Int][1/(x^2*Log[-3 + x]), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
5899,0,0,0,0.8582886,"\int \frac{e^{-2 e^x+2 x} \left(24 x+24 x^2-24 e^x x^2+e^{2 e^x-2 x} \log (4)\right)}{\log (4)} \, dx","Int[(E^(-2*E^x + 2*x)*(24*x + 24*x^2 - 24*E^x*x^2 + E^(2*E^x - 2*x)*Log[4]))/Log[4],x]","\int \frac{e^{-2 e^x+2 x} \left(24 x+24 x^2-24 e^x x^2+e^{2 e^x-2 x} \log (4)\right)}{\log (4)} \, dx","\frac{12 e^{2 x-2 e^x} x^2}{\log (4)}+x-3",1,"x + (24*Defer[Int][x/E^(2*(E^x - x)), x])/Log[4] + (24*Defer[Int][x^2/E^(2*(E^x - x)), x])/Log[4] - (24*Defer[Int][E^(-2*(E^x - x) + x)*x^2, x])/Log[4]","F",0,0,0,0,-1,"{}"
5900,0,0,0,21.5601216,"\int \frac{\exp \left(\frac{\left(100 x-40 x^2+4 x^3+e^4 \left(25 x-10 x^2+x^3\right)\right) \log ^2\left(\frac{e}{3}\right)+\left(-40 x+8 x^2+e^4 \left(-10 x+2 x^2\right)\right) \log \left(\frac{e}{3}\right) \log (x)+\left(4 x+e^4 x\right) \log ^2(x)}{\log ^2\left(\frac{e}{3}\right)}\right) \left(\left(100-80 x+12 x^2+e^4 \left(25-20 x+3 x^2\right)\right) \log ^2\left(\frac{e}{3}\right)+\left(8+2 e^4\right) \log (x)+\left(4+e^4\right) \log ^2(x)+\log \left(\frac{e}{3}\right) \left(-40+8 x+e^4 (-10+2 x)+\left(-40+16 x+e^4 (-10+4 x)\right) \log (x)\right)\right)}{\log ^2\left(\frac{e}{3}\right)} \, dx","Int[(E^(((100*x - 40*x^2 + 4*x^3 + E^4*(25*x - 10*x^2 + x^3))*Log[E/3]^2 + (-40*x + 8*x^2 + E^4*(-10*x + 2*x^2))*Log[E/3]*Log[x] + (4*x + E^4*x)*Log[x]^2)/Log[E/3]^2)*((100 - 80*x + 12*x^2 + E^4*(25 - 20*x + 3*x^2))*Log[E/3]^2 + (8 + 2*E^4)*Log[x] + (4 + E^4)*Log[x]^2 + Log[E/3]*(-40 + 8*x + E^4*(-10 + 2*x) + (-40 + 16*x + E^4*(-10 + 4*x))*Log[x])))/Log[E/3]^2,x]","\int \frac{\exp \left(\frac{\left(100 x-40 x^2+4 x^3+e^4 \left(25 x-10 x^2+x^3\right)\right) \log ^2\left(\frac{e}{3}\right)+\left(-40 x+8 x^2+e^4 \left(-10 x+2 x^2\right)\right) \log \left(\frac{e}{3}\right) \log (x)+\left(4 x+e^4 x\right) \log ^2(x)}{\log ^2\left(\frac{e}{3}\right)}\right) \left(\left(100-80 x+12 x^2+e^4 \left(25-20 x+3 x^2\right)\right) \log ^2\left(\frac{e}{3}\right)+\left(8+2 e^4\right) \log (x)+\left(4+e^4\right) \log ^2(x)+\log \left(\frac{e}{3}\right) \left(-40+8 x+e^4 (-10+2 x)+\left(-40+16 x+e^4 (-10+4 x)\right) \log (x)\right)\right)}{\log ^2\left(\frac{e}{3}\right)} \, dx","e^{\left(4+e^4\right) x \left(x+\frac{\log (x)}{\log \left(\frac{e}{3}\right)}-5\right)^2}",1,"-(((4 + E^4)*(18 - 40*Log[3] + 20*Log[3]^2 + Log[9])*Defer[Int][E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)*x^(1 - (10*(4 + E^4)*x)/(1 - Log[3]) + (2*(4 + E^4)*x^2)/(1 - Log[3])), x])/(1 - Log[3])^2) + 3*(4 + E^4)*Defer[Int][E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)*x^(2 - (10*(4 + E^4)*x)/(1 - Log[3]) + (2*(4 + E^4)*x^2)/(1 - Log[3])), x] + (5*(4 + E^4)*(3 - Log[243])*Defer[Int][E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)/x^((2*(4 + E^4)*(-5 + x)*x)/(-1 + Log[3])), x])/(1 - Log[3]) + (4*(4 + E^4)*Defer[Int][E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)*x^(1 - (10*(4 + E^4)*x)/(1 - Log[3]) + (2*(4 + E^4)*x^2)/(1 - Log[3]))*Log[x], x])/Log[E/3] - (2*(4 + E^4)*(4 - Log[243])*Defer[Int][(E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)*Log[x])/x^((2*(4 + E^4)*(-5 + x)*x)/(-1 + Log[3])), x])/(1 - Log[3])^2 + ((4 + E^4)*Defer[Int][(E^(((4 + E^4)*x*((-5 + x)^2*(-1 + Log[3])^2 + Log[x]^2))/(-1 + Log[3])^2)*Log[x]^2)/x^((2*(4 + E^4)*(-5 + x)*x)/(-1 + Log[3])), x])/(1 - Log[3])^2","F",0,0,0,0,-1,"{}"
5901,0,0,0,0.7853752,"\int \frac{-2+x^2+e^{2 e^x} \left(-2+4 e^x x\right)}{2 x+2 e^{2 e^x} x+3 e x^2+x^3} \, dx","Int[(-2 + x^2 + E^(2*E^x)*(-2 + 4*E^x*x))/(2*x + 2*E^(2*E^x)*x + 3*E*x^2 + x^3),x]","\int \frac{-2+x^2+e^{2 e^x} \left(-2+4 e^x x\right)}{2 x+2 e^{2 e^x} x+3 e x^2+x^3} \, dx","\log \left(\frac{2 \left(e^{2 e^x}+1\right)}{x}+x+3 e\right)",1,"-Log[x] + 3*E*Defer[Int][(2 + 2*E^(2*E^x) + 3*E*x + x^2)^(-1), x] + 4*Defer[Int][E^(2*E^x + x)/(2 + 2*E^(2*E^x) + 3*E*x + x^2), x] + 2*Defer[Int][x/(2 + 2*E^(2*E^x) + 3*E*x + x^2), x]","F",0,0,0,0,-1,"{}"
5902,1,15,0,0.08152,"\int e^{-6-4 x^3} \left(-60 x^2+3 e^{6+4 x^3} x^2\right) \, dx","Int[E^(-6 - 4*x^3)*(-60*x^2 + 3*E^(6 + 4*x^3)*x^2),x]","x^3+5 e^{-4 x^3-6}","x^3+5 e^{-4 x^3-6}",1,"5*E^(-6 - 4*x^3) + x^3","A",5,4,30,0.1333,1,"{6688, 12, 14, 2209}"
5903,1,31,0,0.11676,"\int \frac{-8+2 x+100 x^4 \log \left(16-8 x+x^2\right)+\left(-200 x^3+50 x^4\right) \log ^2\left(16-8 x+x^2\right)}{\left(8 x-2 x^2+\left(-100 x^4+25 x^5\right) \log ^2\left(16-8 x+x^2\right)\right) \log \left(\frac{-2+25 x^3 \log ^2\left(16-8 x+x^2\right)}{2 x \log ^2(3)}\right)} \, dx","Int[(-8 + 2*x + 100*x^4*Log[16 - 8*x + x^2] + (-200*x^3 + 50*x^4)*Log[16 - 8*x + x^2]^2)/((8*x - 2*x^2 + (-100*x^4 + 25*x^5)*Log[16 - 8*x + x^2]^2)*Log[(-2 + 25*x^3*Log[16 - 8*x + x^2]^2)/(2*x*Log[3]^2)]),x]","\log \left(\log \left(-\frac{2-25 x^3 \log ^2\left(x^2-8 x+16\right)}{2 x \log ^2(3)}\right)\right)","\log \left(\log \left(\frac{25 x^2 \log ^2\left((4-x)^2\right)-\frac{2}{x}}{2 \log ^2(3)}\right)\right)",1,"Log[Log[-1/2*(2 - 25*x^3*Log[16 - 8*x + x^2]^2)/(x*Log[3]^2)]]","A",1,1,109,0.009174,1,"{6684}"
5904,1,26,0,0.0116631,"\int \left(-16+e^{2 x} \left(32-2 \log \left(\frac{6561}{625}\right)\right)+\log \left(\frac{6561}{625}\right)\right) \, dx","Int[-16 + E^(2*x)*(32 - 2*Log[6561/625]) + Log[6561/625],x]","e^{2 x} \left(16-\log \left(\frac{6561}{625}\right)\right)-x \left(16-\log \left(\frac{6561}{625}\right)\right)","\left(e^{2 x}-x\right) \left(16-\log \left(\frac{6561}{625}\right)\right)",1,"E^(2*x)*(16 - Log[6561/625]) - x*(16 - Log[6561/625])","A",2,1,20,0.05000,1,"{2194}"
5905,1,17,0,0.1908535,"\int \frac{-358+1765 x-2425 x^2+625 x^3+(385-125 x) \log (77-25 x)}{-308+1640 x-2425 x^2+625 x^3} \, dx","Int[(-358 + 1765*x - 2425*x^2 + 625*x^3 + (385 - 125*x)*Log[77 - 25*x])/(-308 + 1640*x - 2425*x^2 + 625*x^3),x]","x-\frac{\log (77-25 x)}{2-5 x}","-\frac{x \log (25 (3-x)+2)}{2 x-5 x^2}+x+4",1,"x - Log[77 - 25*x]/(2 - 5*x)","A",14,7,45,0.1556,1,"{6742, 44, 77, 88, 2395, 36, 31}"
5906,0,0,0,6.5881306,"\int \frac{164-36 e^4+32 x+e^x \left(48+4 x-2 x^2+e^4 (-12+2 x)\right)+\left(16-4 e^4+4 x\right) \log \left(4-e^4+x\right)}{-256+e^{2 x} \left(-4+e^4-x\right)-192 x-48 x^2-4 x^3+e^4 \left(64+32 x+4 x^2\right)+e^x \left(-64-32 x-4 x^2+e^4 (16+4 x)\right)+\left(-128+e^x \left(-16+4 e^4-4 x\right)-64 x-8 x^2+e^4 (32+8 x)\right) \log \left(4-e^4+x\right)+\left(-16+4 e^4-4 x\right) \log ^2\left(4-e^4+x\right)} \, dx","Int[(164 - 36*E^4 + 32*x + E^x*(48 + 4*x - 2*x^2 + E^4*(-12 + 2*x)) + (16 - 4*E^4 + 4*x)*Log[4 - E^4 + x])/(-256 + E^(2*x)*(-4 + E^4 - x) - 192*x - 48*x^2 - 4*x^3 + E^4*(64 + 32*x + 4*x^2) + E^x*(-64 - 32*x - 4*x^2 + E^4*(16 + 4*x)) + (-128 + E^x*(-16 + 4*E^4 - 4*x) - 64*x - 8*x^2 + E^4*(32 + 8*x))*Log[4 - E^4 + x] + (-16 + 4*E^4 - 4*x)*Log[4 - E^4 + x]^2),x]","\int \frac{164-36 e^4+32 x+e^x \left(48+4 x-2 x^2+e^4 (-12+2 x)\right)+\left(16-4 e^4+4 x\right) \log \left(4-e^4+x\right)}{-256+e^{2 x} \left(-4+e^4-x\right)-192 x-48 x^2-4 x^3+e^4 \left(64+32 x+4 x^2\right)+e^x \left(-64-32 x-4 x^2+e^4 (16+4 x)\right)+\left(-128+e^x \left(-16+4 e^4-4 x\right)-64 x-8 x^2+e^4 (32+8 x)\right) \log \left(4-e^4+x\right)+\left(-16+4 e^4-4 x\right) \log ^2\left(4-e^4+x\right)} \, dx","\frac{5-x}{x+\frac{e^x}{2}+\log \left(x-e^4+4\right)+4}",1,"-4*(11 - 3*E^4)*Defer[Int][(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^(-2), x] - 4*(4 - E^4)*(9 - E^4)*Defer[Int][(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^(-2), x] + 4*(7 - E^4)*(9 - E^4)*Defer[Int][(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^(-2), x] - 4*(11 - 3*E^4)*(9 - E^4)*Defer[Int][1/((-4 + E^4 - x)*(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2), x] - 4*(4 - E^4)^2*(9 - E^4)*Defer[Int][1/((-4 + E^4 - x)*(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2), x] + 4*(4 - E^4)*(7 - E^4)*(9 - E^4)*Defer[Int][1/((-4 + E^4 - x)*(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2), x] - 4*(7 - E^4)*Defer[Int][x/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] + 4*(9 - E^4)*Defer[Int][x/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] - 4*Defer[Int][x^2/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] - 4*(4 - E^4)*Defer[Int][Log[4 - E^4 + x]/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] + 4*(9 - E^4)*Defer[Int][Log[4 - E^4 + x]/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] - 4*Defer[Int][(x*Log[4 - E^4 + x])/(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^2, x] - 12*Defer[Int][(8 + E^x + 2*x + 2*Log[4 - E^4 + x])^(-1), x] + 2*Defer[Int][x/(8 + E^x + 2*x + 2*Log[4 - E^4 + x]), x]","F",0,0,0,0,-1,"{}"
5907,0,0,0,1.7440909,"\int \frac{e^{-2 e^{-4+x}} \left(-2 x^3+2 e^{-4+x} x^4+e^{2 e^{-4+x}+x} \left(-5+5 x+x^2\right)\right)}{x^2} \, dx","Int[(-2*x^3 + 2*E^(-4 + x)*x^4 + E^(2*E^(-4 + x) + x)*(-5 + 5*x + x^2))/(E^(2*E^(-4 + x))*x^2),x]","\int \frac{e^{-2 e^{-4+x}} \left(-2 x^3+2 e^{-4+x} x^4+e^{2 e^{-4+x}+x} \left(-5+5 x+x^2\right)\right)}{x^2} \, dx","\frac{e^x (x+5)}{x}-e^{-2 e^{x-4}} x^2",1,"E^x + (5*E^x)/x - 2*Defer[Int][x/E^(2*E^(-4 + x)), x] + 2*Defer[Int][E^(-4 - 2*E^(-4 + x) + x)*x^2, x]","F",0,0,0,0,-1,"{}"
5908,0,0,0,8.4804892,"\int \frac{-e+6 e^{2 x} x \log ^2\left(5 e^x\right)+\left(6-6 e^x x\right) \log (x)+\log \left(5 e^x\right) \left(-6 e^x+6 e^{2 x} x-6 e^x x \log (x)\right)}{3 e^{2 x} x \log ^2\left(5 e^x\right)-e x \log (x)-6 e^x x \log \left(5 e^x\right) \log (x)+3 x \log ^2(x)} \, dx","Int[(-E + 6*E^(2*x)*x*Log[5*E^x]^2 + (6 - 6*E^x*x)*Log[x] + Log[5*E^x]*(-6*E^x + 6*E^(2*x)*x - 6*E^x*x*Log[x]))/(3*E^(2*x)*x*Log[5*E^x]^2 - E*x*Log[x] - 6*E^x*x*Log[5*E^x]*Log[x] + 3*x*Log[x]^2),x]","\int \frac{-e+6 e^{2 x} x \log ^2\left(5 e^x\right)+\left(6-6 e^x x\right) \log (x)+\log \left(5 e^x\right) \left(-6 e^x+6 e^{2 x} x-6 e^x x \log (x)\right)}{3 e^{2 x} x \log ^2\left(5 e^x\right)-e x \log (x)-6 e^x x \log \left(5 e^x\right) \log (x)+3 x \log ^2(x)} \, dx","\log \left(\log (x)-\frac{3 \left(\log (x)-e^x \log \left(5 e^x\right)\right)^2}{e}\right)",1,"2*x + 2*Log[Log[5*E^x]] + E*Defer[Int][1/(x*(-3*E^(2*x)*Log[5*E^x]^2 + E*Log[x] + 6*E^x*Log[5*E^x]*Log[x] - 3*Log[x]^2)), x] - 2*E*Defer[Int][Log[x]/(-3*E^(2*x)*Log[5*E^x]^2 + E*Log[x] + 6*E^x*Log[5*E^x]*Log[x] - 3*Log[x]^2), x] - 2*E*Defer[Int][Log[x]/(Log[5*E^x]*(-3*E^(2*x)*Log[5*E^x]^2 + E*Log[x] + 6*E^x*Log[5*E^x]*Log[x] - 3*Log[x]^2)), x] - 6*Defer[Int][(E^x*Log[5*E^x])/(x*(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2)), x] + 6*Defer[Int][(E^x*Log[x])/(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2), x] + 6*Defer[Int][Log[x]/(x*(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2)), x] + 6*Defer[Int][(E^x*Log[5*E^x]*Log[x])/(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2), x] - 6*Defer[Int][Log[x]^2/(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2), x] - 6*Defer[Int][Log[x]^2/(Log[5*E^x]*(3*E^(2*x)*Log[5*E^x]^2 - E*Log[x] - 6*E^x*Log[5*E^x]*Log[x] + 3*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
5909,1,23,0,0.0121607,"\int e^{5-x} (-82+x) \, dx","Int[E^(5 - x)*(-82 + x),x]","e^{5-x} (82-x)-e^{5-x}","2-e^{5-x} (x-81)",1,"-E^(5 - x) + E^(5 - x)*(82 - x)","A",2,2,11,0.1818,1,"{2176, 2194}"
5910,1,29,0,0.9205385,"\int \frac{5 \log ^4(2)+5 e^{2 x} \log ^2(3)+e^x \left(-3 x \log ^2(2)-10 \log ^2(2) \log (3)\right)}{5 x \log ^4(2)-10 e^x x \log ^2(2) \log (3)+5 e^{2 x} x \log ^2(3)} \, dx","Int[(5*Log[2]^4 + 5*E^(2*x)*Log[3]^2 + E^x*(-3*x*Log[2]^2 - 10*Log[2]^2*Log[3]))/(5*x*Log[2]^4 - 10*E^x*x*Log[2]^2*Log[3] + 5*E^(2*x)*x*Log[3]^2),x]","\log (x)-\frac{3 \log ^2(2)}{5 \log (3) \left(\log ^2(2)-e^x \log (3)\right)}","\log (x)-\frac{3}{5 \left(e^{-x} \log ^2(2)-\log (3)\right)}",1,"(-3*Log[2]^2)/(5*Log[3]*(Log[2]^2 - E^x*Log[3])) + Log[x]","A",11,8,73,0.1096,1,"{6741, 12, 6742, 2282, 44, 36, 29, 31}"
5911,1,22,0,0.2894877,"\int \frac{e^{3-x \log \left(\frac{1}{3} \left(e^5 x-3 \log (x)\right)\right)} \left(-12+4 e^5 x+\left(4 e^5 x-12 \log (x)\right) \log \left(\frac{1}{3} \left(e^5 x-3 \log (x)\right)\right)\right)}{-e^5 x+3 \log (x)} \, dx","Int[(E^(3 - x*Log[(E^5*x - 3*Log[x])/3])*(-12 + 4*E^5*x + (4*E^5*x - 12*Log[x])*Log[(E^5*x - 3*Log[x])/3]))/(-(E^5*x) + 3*Log[x]),x]","4 e^3 3^x \left(e^5 x-3 \log (x)\right)^{-x}","4 \left(e^{3-x \log \left(\frac{e^5 x}{3}-\log (x)\right)}-4\right)",1,"(4*3^x*E^3)/(E^5*x - 3*Log[x])^x","A",1,1,71,0.01408,1,"{6706}"
5912,1,60,0,0.086694,"\int \frac{48-8 x^2-14 x^3-3 x^4+e^{5-x} \left(4 x^2+6 x^3+x^4\right)}{3 x^2} \, dx","Int[(48 - 8*x^2 - 14*x^3 - 3*x^4 + E^(5 - x)*(4*x^2 + 6*x^3 + x^4))/(3*x^2),x]","-\frac{x^3}{3}-\frac{1}{3} e^{5-x} x^2-\frac{7 x^2}{3}-\frac{8}{3} e^{5-x} x-\frac{8 x}{3}-4 e^{5-x}-\frac{16}{x}","\frac{\left(-x^2-e^{5-x} x+x-4\right) \left((x+4)^2-4\right)}{3 x}",1,"-4*E^(5 - x) - 16/x - (8*x)/3 - (8*E^(5 - x)*x)/3 - (7*x^2)/3 - (E^(5 - x)*x^2)/3 - x^3/3","A",13,5,46,0.1087,1,"{12, 14, 2196, 2194, 2176}"
5913,1,44,0,0.030315,"\int \frac{-100+\left(-20 x^2+50 x^3\right) \log ^2(3)+\left(-10 x^5+54 x^6-30 x^7+4 x^8\right) \log ^4(3)}{x^5 \log ^4(3)} \, dx","Int[(-100 + (-20*x^2 + 50*x^3)*Log[3]^2 + (-10*x^5 + 54*x^6 - 30*x^7 + 4*x^8)*Log[3]^4)/(x^5*Log[3]^4),x]","x^4+\frac{25}{x^4 \log ^4(3)}-10 x^3+27 x^2+\frac{10}{x^2 \log ^2(3)}-10 x-\frac{50}{x \log ^2(3)}","\log \left(3 e^{\left(\frac{5}{x^2 \log ^2(3)}+(x-2)^2-x-3\right)^2}\right)",1,"-10*x + 27*x^2 - 10*x^3 + x^4 + 25/(x^4*Log[3]^4) + 10/(x^2*Log[3]^2) - 50/(x*Log[3]^2)","A",3,2,52,0.03846,1,"{12, 14}"
5914,0,0,0,0.3537719,"\int \frac{-15+5 \log (x)+(4 x-2 x \log (x)) \log (3 x-x \log (x))+(6 x-2 x \log (x)) \log ^2(3 x-x \log (x))}{-3+\log (x)} \, dx","Int[(-15 + 5*Log[x] + (4*x - 2*x*Log[x])*Log[3*x - x*Log[x]] + (6*x - 2*x*Log[x])*Log[3*x - x*Log[x]]^2)/(-3 + Log[x]),x]","\int \frac{-15+5 \log (x)+(4 x-2 x \log (x)) \log (3 x-x \log (x))+(6 x-2 x \log (x)) \log ^2(3 x-x \log (x))}{-3+\log (x)} \, dx","5 x-x^2 \log ^2(x (3-\log (x)))",1,"5*x + 4*Defer[Int][(x*Log[3*x - x*Log[x]])/(-3 + Log[x]), x] + 2*Defer[Int][(x*Log[x]*Log[3*x - x*Log[x]])/(3 - Log[x]), x] - 2*Defer[Int][x*Log[3*x - x*Log[x]]^2, x]","F",0,0,0,0,-1,"{}"
5915,1,14,0,0.0788224,"\int \frac{76-6 x+40 \log (2)}{361 x^3-38 x^4+x^5+\left(380 x^3-20 x^4\right) \log (2)+100 x^3 \log ^2(2)} \, dx","Int[(76 - 6*x + 40*Log[2])/(361*x^3 - 38*x^4 + x^5 + (380*x^3 - 20*x^4)*Log[2] + 100*x^3*Log[2]^2),x]","-\frac{2}{x^2 (-x+19+\log (1024))}","\frac{2}{x^3+x^2-10 x^2 (2+\log (2))}",1,"-2/(x^2*(19 - x + Log[1024]))","A",5,5,49,0.1020,1,"{6, 1998, 1594, 27, 74}"
5916,0,0,0,5.3368005,"\int \frac{-1+4 x^2-5 x^4+2 x^6+e^{x^2} \left(-3+2 x-x^4\right)}{-x+2 x^3-x^5+e^{x^2} \left(2-3 x-3 x^2+4 x^3+x^4-x^5+e^5 \left(4-8 x^2+4 x^4\right)\right)} \, dx","Int[(-1 + 4*x^2 - 5*x^4 + 2*x^6 + E^x^2*(-3 + 2*x - x^4))/(-x + 2*x^3 - x^5 + E^x^2*(2 - 3*x - 3*x^2 + 4*x^3 + x^4 - x^5 + E^5*(4 - 8*x^2 + 4*x^4))),x]","\int \frac{-1+4 x^2-5 x^4+2 x^6+e^{x^2} \left(-3+2 x-x^4\right)}{-x+2 x^3-x^5+e^{x^2} \left(2-3 x-3 x^2+4 x^3+x^4-x^5+e^5 \left(4-8 x^2+4 x^4\right)\right)} \, dx","\log \left(e^{-x^2} x+\frac{x-2}{x-\frac{1}{x}}+x-4 e^5-2\right)",1,"-Log[1 - x^2] + Log[2*(1 + 2*E^5) - 3*x - (1 + 4*E^5)*x^2 + x^3] + 2*Defer[Int][x^4/(-2*E^x^2*(1 + 2*E^5) + x + 3*E^x^2*x + E^x^2*(1 + 4*E^5)*x^2 - x^3 - E^x^2*x^3), x] - (1 + 4*E^5)*Defer[Int][x/(2*E^x^2*(1 + 2*E^5) - x - 3*E^x^2*x - E^x^2*(1 + 4*E^5)*x^2 + x^3 + E^x^2*x^3), x] + 2*Defer[Int][x^2/(2*E^x^2*(1 + 2*E^5) - x - 3*E^x^2*x - E^x^2*(1 + 4*E^5)*x^2 + x^3 + E^x^2*x^3), x] + 8*(1 + 4*E^5 + 8*E^10 + 8*E^15)*Defer[Int][1/((2*(1 + 2*E^5) - 3*x - (1 + 4*E^5)*x^2 + x^3)*(2*E^x^2*(1 + 2*E^5) - x - 3*E^x^2*x - E^x^2*(1 + 4*E^5)*x^2 + x^3 + E^x^2*x^3)), x] - (13 + 12*E^5 + 32*E^10)*Defer[Int][x/((2*(1 + 2*E^5) - 3*x - (1 + 4*E^5)*x^2 + x^3)*(2*E^x^2*(1 + 2*E^5) - x - 3*E^x^2*x - E^x^2*(1 + 4*E^5)*x^2 + x^3 + E^x^2*x^3)), x] - (3 + 32*E^5 + 48*E^10 + 64*E^15)*Defer[Int][x^2/((2*(1 + 2*E^5) - 3*x - (1 + 4*E^5)*x^2 + x^3)*(2*E^x^2*(1 + 2*E^5) - x - 3*E^x^2*x - E^x^2*(1 + 4*E^5)*x^2 + x^3 + E^x^2*x^3)), x] + (5 + 8*E^5 + 16*E^10)*Defer[Int][(x - x^3 + 4*E^(5 + x^2)*(-1 + x^2) + E^x^2*(-2 + 3*x + x^2 - x^3))^(-1), x]","F",0,0,0,0,-1,"{}"
5917,1,57,0,0.0124967,"\int \left(1+128 x+816 x^2+1312 x^3+480 x^4+192 x^5+\left(32 x+192 x^2+256 x^3\right) \log (2+\log (4))\right) \, dx","Int[1 + 128*x + 816*x^2 + 1312*x^3 + 480*x^4 + 192*x^5 + (32*x + 192*x^2 + 256*x^3)*Log[2 + Log[4]],x]","32 x^6+96 x^5+328 x^4+64 x^4 \log (2+\log (4))+272 x^3+64 x^3 \log (2+\log (4))+64 x^2+16 x^2 \log (2+\log (4))+x","x^2 (8 x+4)^2 \left(\frac{x^2}{2}+x+4+\log (2+\log (4))\right)+x",1,"x + 64*x^2 + 272*x^3 + 328*x^4 + 96*x^5 + 32*x^6 + 16*x^2*Log[2 + Log[4]] + 64*x^3*Log[2 + Log[4]] + 64*x^4*Log[2 + Log[4]]","B",2,0,45,0,1,"{}"
5918,1,49,0,0.3483335,"\int \frac{e^x \left(3-15 x+15 x^2+625 x^3\right)+e^x \left(-3 x-250 x^2\right) \log (x)+25 e^x x \log ^2(x)}{25 x^3 \log (9)-10 x^2 \log (9) \log (x)+x \log (9) \log ^2(x)} \, dx","Int[(E^x*(3 - 15*x + 15*x^2 + 625*x^3) + E^x*(-3*x - 250*x^2)*Log[x] + 25*E^x*x*Log[x]^2)/(25*x^3*Log[9] - 10*x^2*Log[9]*Log[x] + x*Log[9]*Log[x]^2),x]","\frac{e^x \left(625 x^3+15 x^2+25 x \log ^2(x)-(250 x+3) x \log (x)\right)}{x \log (9) (5 x-\log (x))^2}","\frac{e^x \left(\frac{3}{5 x-\log (x)}+25\right)}{\log (9)}",1,"(E^x*(15*x^2 + 625*x^3 - x*(3 + 250*x)*Log[x] + 25*x*Log[x]^2))/(x*Log[9]*(5*x - Log[x])^2)","B",3,3,73,0.04110,1,"{6688, 12, 2288}"
5919,0,0,0,2.2955196,"\int \frac{250+400 x+180 x^2+32 x^3+2 x^4+e^{2 e^{2 x}} \left(-2+e^{2 x} (20+4 x)\right)+\left(250+150 x+30 x^2+2 x^3\right) \log ^4(3)+e^{e^{2 x}} \left(-40-8 x+(10+2 x) \log ^4(3)+e^{2 x} \left(-100-140 x-44 x^2-4 x^3+\left(-100-40 x-4 x^2\right) \log ^4(3)\right)\right)}{125+75 x+15 x^2+x^3} \, dx","Int[(250 + 400*x + 180*x^2 + 32*x^3 + 2*x^4 + E^(2*E^(2*x))*(-2 + E^(2*x)*(20 + 4*x)) + (250 + 150*x + 30*x^2 + 2*x^3)*Log[3]^4 + E^E^(2*x)*(-40 - 8*x + (10 + 2*x)*Log[3]^4 + E^(2*x)*(-100 - 140*x - 44*x^2 - 4*x^3 + (-100 - 40*x - 4*x^2)*Log[3]^4)))/(125 + 75*x + 15*x^2 + x^3),x]","\int \frac{250+400 x+180 x^2+32 x^3+2 x^4+e^{2 e^{2 x}} \left(-2+e^{2 x} (20+4 x)\right)+\left(250+150 x+30 x^2+2 x^3\right) \log ^4(3)+e^{e^{2 x}} \left(-40-8 x+(10+2 x) \log ^4(3)+e^{2 x} \left(-100-140 x-44 x^2-4 x^3+\left(-100-40 x-4 x^2\right) \log ^4(3)\right)\right)}{125+75 x+15 x^2+x^3} \, dx","\left(-x+\frac{e^{e^{2 x}}}{x+5}-1-\log ^4(3)\right)^2",1,"-2*E^E^(2*x) + x^2 + 2*x*(1 + Log[3]^4) - 2*Defer[Int][E^(2*E^(2*x))/(5 + x)^3, x] - 2*(4 - Log[3]^4)*Defer[Int][E^E^(2*x)/(5 + x)^2, x] + 4*Defer[Int][E^(2*(E^(2*x) + x))/(5 + x)^2, x] + 4*(4 - Log[3]^4)*Defer[Int][E^(E^(2*x) + 2*x)/(5 + x), x]","F",0,0,0,0,-1,"{}"
5920,1,48,0,0.0429944,"\int \frac{3 \log ^2(4)+e^{\frac{13-25 x}{25 \log ^2(4)}} \left(-x+\log ^2(4)\right)}{\log ^2(4)} \, dx","Int[(3*Log[4]^2 + E^((13 - 25*x)/(25*Log[4]^2))*(-x + Log[4]^2))/Log[4]^2,x]","3 x+e^{\frac{13-25 x}{25 \log ^2(4)}} \left(x-\log ^2(4)\right)+\log ^2(4) e^{\frac{13-25 x}{25 \log ^2(4)}}","x \left(e^{\frac{\frac{13}{25}-x}{\log ^2(4)}}+3\right)",1,"3*x + E^((13 - 25*x)/(25*Log[4]^2))*Log[4]^2 + E^((13 - 25*x)/(25*Log[4]^2))*(x - Log[4]^2)","B",4,3,36,0.08333,1,"{12, 2176, 2194}"
5921,1,27,0,0.0854514,"\int \frac{-84 x^2-32 x^4+\left(-80 x+2 x^2-32 x^3\right) \log (2)+\left(-20-8 x^2\right) \log ^2(2)}{4 x^4+4 x^3 \log (2)+x^2 \log ^2(2)} \, dx","Int[(-84*x^2 - 32*x^4 + (-80*x + 2*x^2 - 32*x^3)*Log[2] + (-20 - 8*x^2)*Log[2]^2)/(4*x^4 + 4*x^3*Log[2] + x^2*Log[2]^2),x]","-8 x+\frac{20}{x}+\frac{4-\log (4)}{2 (2 x+\log (2))}","-4 \left(2 x-\frac{5}{x}+e^4\right)-\frac{2 x+2}{-2 x-\log (2)}+4",1,"20/x - 8*x + (4 - Log[4])/(2*(2*x + Log[2]))","A",4,3,64,0.04688,1,"{1594, 27, 1620}"
5922,0,0,0,0.0821513,"\int \frac{-7+e^{e^x} \left(-2+2 e^x x\right)}{x^2} \, dx","Int[(-7 + E^E^x*(-2 + 2*E^x*x))/x^2,x]","\int \frac{-7+e^{e^x} \left(-2+2 e^x x\right)}{x^2} \, dx","\frac{2 \left(e^{e^x}+3\right)+1}{x}",1,"7/x - 2*Defer[Int][E^E^x/x^2, x] + 2*Defer[Int][E^(E^x + x)/x, x]","F",0,0,0,0,-1,"{}"
5923,0,0,0,28.5437025,"\int \frac{-5 e^{5 x}-25 e^{4 x} x-50 e^{3 x} x^2-50 e^{2 x} x^3-25 e^x x^4-5 x^5+\exp \left(\frac{5 e^{4 x}+20 e^{3 x} x+20 e^x x^3+5 x^4+e^{2 x} \left(-1+x+30 x^2\right)}{5 e^{4 x}+20 e^{3 x} x+30 e^{2 x} x^2+20 e^x x^3+5 x^4}\right) \left(e^{3 x} (3-2 x)+e^{2 x} \left(4-5 x+2 x^2\right)\right)}{5 e^{5 x}+25 e^{4 x} x+50 e^{3 x} x^2+50 e^{2 x} x^3+25 e^x x^4+5 x^5} \, dx","Int[(-5*E^(5*x) - 25*E^(4*x)*x - 50*E^(3*x)*x^2 - 50*E^(2*x)*x^3 - 25*E^x*x^4 - 5*x^5 + E^((5*E^(4*x) + 20*E^(3*x)*x + 20*E^x*x^3 + 5*x^4 + E^(2*x)*(-1 + x + 30*x^2))/(5*E^(4*x) + 20*E^(3*x)*x + 30*E^(2*x)*x^2 + 20*E^x*x^3 + 5*x^4))*(E^(3*x)*(3 - 2*x) + E^(2*x)*(4 - 5*x + 2*x^2)))/(5*E^(5*x) + 25*E^(4*x)*x + 50*E^(3*x)*x^2 + 50*E^(2*x)*x^3 + 25*E^x*x^4 + 5*x^5),x]","\int \frac{-5 e^{5 x}-25 e^{4 x} x-50 e^{3 x} x^2-50 e^{2 x} x^3-25 e^x x^4-5 x^5+\exp \left(\frac{5 e^{4 x}+20 e^{3 x} x+20 e^x x^3+5 x^4+e^{2 x} \left(-1+x+30 x^2\right)}{5 e^{4 x}+20 e^{3 x} x+30 e^{2 x} x^2+20 e^x x^3+5 x^4}\right) \left(e^{3 x} (3-2 x)+e^{2 x} \left(4-5 x+2 x^2\right)\right)}{5 e^{5 x}+25 e^{4 x} x+50 e^{3 x} x^2+50 e^{2 x} x^3+25 e^x x^4+5 x^5} \, dx","e^{\frac{e^{2 x} \left(x^2-x\right)}{5 x \left(x+e^x\right)^4}+1}-x+5",1,"(5*x^4)/(4*(E^x + x)^4) - Defer[Int][E^(5*x)/(E^x + x)^5, x] + (4*Defer[Int][E^((-E^(2*x) + 5*E^(4*x) + E^(2*x)*x + 20*E^(3*x)*x + 10*E^(4*x)*x + 30*E^(2*x)*x^2 + 40*E^(3*x)*x^2 + 20*E^x*x^3 + 60*E^(2*x)*x^3 + 5*x^4 + 40*E^x*x^4 + 10*x^5)/(5*(E^x + x)^4))/(E^x + x)^5, x])/5 - 5*Defer[Int][(E^(4*x)*x)/(E^x + x)^5, x] - (8*Defer[Int][(E^((-E^(2*x) + 5*E^(4*x) + E^(2*x)*x + 20*E^(3*x)*x + 10*E^(4*x)*x + 30*E^(2*x)*x^2 + 40*E^(3*x)*x^2 + 20*E^x*x^3 + 60*E^(2*x)*x^3 + 5*x^4 + 40*E^x*x^4 + 10*x^5)/(5*(E^x + x)^4))*x)/(E^x + x)^5, x])/5 - 10*Defer[Int][(E^(3*x)*x^2)/(E^x + x)^5, x] + (4*Defer[Int][(E^((-E^(2*x) + 5*E^(4*x) + E^(2*x)*x + 20*E^(3*x)*x + 10*E^(4*x)*x + 30*E^(2*x)*x^2 + 40*E^(3*x)*x^2 + 20*E^x*x^3 + 60*E^(2*x)*x^3 + 5*x^4 + 40*E^x*x^4 + 10*x^5)/(5*(E^x + x)^4))*x^2)/(E^x + x)^5, x])/5 - 10*Defer[Int][(E^(2*x)*x^3)/(E^x + x)^5, x] + 5*Defer[Int][x^4/(E^x + x)^5, x] - Defer[Int][x^5/(E^x + x)^5, x] + (3*Defer[Int][E^((-E^(2*x) + 5*E^(4*x) + E^(2*x)*x + 20*E^(3*x)*x + 10*E^(4*x)*x + 30*E^(2*x)*x^2 + 40*E^(3*x)*x^2 + 20*E^x*x^3 + 60*E^(2*x)*x^3 + 5*x^4 + 40*E^x*x^4 + 10*x^5)/(5*(E^x + x)^4))/(E^x + x)^4, x])/5 - (2*Defer[Int][(E^((-E^(2*x) + 5*E^(4*x) + E^(2*x)*x + 20*E^(3*x)*x + 10*E^(4*x)*x + 30*E^(2*x)*x^2 + 40*E^(3*x)*x^2 + 20*E^x*x^3 + 60*E^(2*x)*x^3 + 5*x^4 + 40*E^x*x^4 + 10*x^5)/(5*(E^x + x)^4))*x)/(E^x + x)^4, x])/5 - 5*Defer[Int][x^3/(E^x + x)^4, x]","F",0,0,0,0,-1,"{}"
5924,0,0,0,0.5418752,"\int \frac{e^{\frac{46+2 x+(8+x) \log (2)}{23+x+4 \log (2)}} \left(-23 \log (2)-4 \log ^2(2)\right)}{529+46 x+x^2+(184+8 x) \log (2)+16 \log ^2(2)} \, dx","Int[(E^((46 + 2*x + (8 + x)*Log[2])/(23 + x + 4*Log[2]))*(-23*Log[2] - 4*Log[2]^2))/(529 + 46*x + x^2 + (184 + 8*x)*Log[2] + 16*Log[2]^2),x]","\int \frac{e^{\frac{46+2 x+(8+x) \log (2)}{23+x+4 \log (2)}} \left(-23 \log (2)-4 \log ^2(2)\right)}{529+46 x+x^2+(184+8 x) \log (2)+16 \log ^2(2)} \, dx","-e^{\frac{x}{\frac{x+23}{\log (2)}+4}+2}-1+e^{e^{e^5}}",1,"-(Log[2]*(23 + Log[16])*Defer[Int][(2^((8 + x)/(23 + x + Log[16]))*E^((2*(23 + x))/(23 + x + Log[16])))/(23 + x + Log[16])^2, x])","F",0,0,0,0,-1,"{}"
5925,1,21,0,0.3470291,"\int \frac{-4 x^3+4 x^4-x^5+\left(8 x^3-8 x^4+2 x^5\right) \log (x)+(40-40 x) \log ^2(x)}{\left(4 x^2-4 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-4*x^3 + 4*x^4 - x^5 + (8*x^3 - 8*x^4 + 2*x^5)*Log[x] + (40 - 40*x)*Log[x]^2)/((4*x^2 - 4*x^3 + x^4)*Log[x]^2),x]","\frac{x^2}{\log (x)}-\frac{20}{(2-x) x}","-\frac{20}{2 x-x^2}+\frac{x^2}{\log (x)}+e^3+9",1,"-20/((2 - x)*x) + x^2/Log[x]","A",10,7,66,0.1061,1,"{1594, 27, 6688, 74, 2306, 2309, 2178}"
5926,0,0,0,2.5337487,"\int \frac{e^{-x} \left(3 e^x x^2+e^{e^{e^{\frac{1}{3} e^{\frac{2-x^2}{x}}}}} \left(3 x^2+e^{e^{\frac{1}{3} e^{\frac{2-x^2}{x}}}+\frac{1}{3} e^{\frac{2-x^2}{x}}+\frac{2-x^2}{x}} \left(2+x^2\right)\right)\right)}{3 x^2} \, dx","Int[(3*E^x*x^2 + E^E^E^(E^((2 - x^2)/x)/3)*(3*x^2 + E^(E^(E^((2 - x^2)/x)/3) + E^((2 - x^2)/x)/3 + (2 - x^2)/x)*(2 + x^2)))/(3*E^x*x^2),x]","\int \frac{e^{-x} \left(3 e^x x^2+e^{e^{e^{\frac{1}{3} e^{\frac{2-x^2}{x}}}}} \left(3 x^2+e^{e^{\frac{1}{3} e^{\frac{2-x^2}{x}}}+\frac{1}{3} e^{\frac{2-x^2}{x}}+\frac{2-x^2}{x}} \left(2+x^2\right)\right)\right)}{3 x^2} \, dx","x-e^{e^{e^{\frac{1}{3} e^{\frac{2}{x}-x}}}-x}+5",1,"x + Defer[Int][E^(E^E^(E^(2/x - x)/3) + E^(E^(2/x - x)/3) + E^(2/x - x)/3 + 2/x - 2*x), x]/3 + Defer[Int][E^(E^E^(E^(2/x - x)/3) - x), x] + (2*Defer[Int][E^(E^E^(E^(2/x - x)/3) + E^(E^(2/x - x)/3) + E^(2/x - x)/3 + 2/x - 2*x)/x^2, x])/3","F",0,0,0,0,-1,"{}"
5927,1,7,0,0.0009759,"\int -\frac{4}{5 x^3} \, dx","Int[-4/(5*x^3),x]","\frac{2}{5 x^2}","100-\frac{2}{5} \left(2-\frac{1}{x^2}\right)",1,"2/(5*x^2)","A",2,2,7,0.2857,1,"{12, 30}"
5928,1,26,0,3.8440386,"\int \frac{\left(3 x+x^2+\frac{1}{2} e^x \left(-3 x-x^2\right)\right) \log ^2\left(3 x+x^2\right)+\exp \left(\frac{-4+(-4-x) \log \left(3 x+x^2\right)}{\log \left(3 x+x^2\right)}\right) \left(12+8 x+\left(-3 x-x^2\right) \log ^2\left(3 x+x^2\right)\right)}{\left(3 x+x^2\right) \log ^2\left(3 x+x^2\right)} \, dx","Int[((3*x + x^2 + (E^x*(-3*x - x^2))/2)*Log[3*x + x^2]^2 + E^((-4 + (-4 - x)*Log[3*x + x^2])/Log[3*x + x^2])*(12 + 8*x + (-3*x - x^2)*Log[3*x + x^2]^2))/((3*x + x^2)*Log[3*x + x^2]^2),x]","x-\frac{e^x}{2}+e^{-x-\frac{4}{\log (x (x+3))}-4}","x-\frac{e^x}{2}+e^{-x-\frac{4}{\log (x (x+3))}-4}-9",1,"-1/2*E^x + E^(-4 - x - 4/Log[x*(3 + x)]) + x","A",7,5,110,0.04545,1,"{1593, 6741, 6742, 2194, 6706}"
5929,1,24,0,0.8767875,"\int e^{-x^2} \left(-4 e^{x^2} x^3+e^{2 e^{-x^2} \left(3 e^{x^2}+x\right)} \left(-2 e^{x^2} x-2 x^2+4 x^4\right)+e^{e^{-x^2} \left(3 e^{x^2}+x\right)} \left(6 e^{x^2} x^2+2 x^3-4 x^5\right)\right) \, dx","Int[(-4*E^x^2*x^3 + E^((2*(3*E^x^2 + x))/E^x^2)*(-2*E^x^2*x - 2*x^2 + 4*x^4) + E^((3*E^x^2 + x)/E^x^2)*(6*E^x^2*x^2 + 2*x^3 - 4*x^5))/E^x^2,x]","-\left(e^{e^{-x^2} x+3}-x\right)^2 x^2","6-\left(e^{e^{-x^2} x+3}-x\right)^2 x^2",1,"-((E^(3 + x/E^x^2) - x)^2*x^2)","A",3,3,100,0.03000,1,"{6741, 12, 6687}"
5930,1,4,0,0.0005694,"\int 2 e \, dx","Int[2*E,x]","2 e x","2 e x-\log (2)",1,"2*E*x","A",1,1,3,0.3333,1,"{8}"
5931,0,0,0,1.2444409,"\int \frac{e^{9 x} \left(8-72 x+24 x^2-72 x^3+10 x^4-18 x^5\right) \log (27)+\left(16 x^3+8 x^5\right) \log (27)}{e^{18 x}+2 e^{9 x} x+x^2} \, dx","Int[(E^(9*x)*(8 - 72*x + 24*x^2 - 72*x^3 + 10*x^4 - 18*x^5)*Log[27] + (16*x^3 + 8*x^5)*Log[27])/(E^(18*x) + 2*E^(9*x)*x + x^2),x]","\int \frac{e^{9 x} \left(8-72 x+24 x^2-72 x^3+10 x^4-18 x^5\right) \log (27)+\left(16 x^3+8 x^5\right) \log (27)}{e^{18 x}+2 e^{9 x} x+x^2} \, dx","\frac{2 x \left(x^2+2\right)^2 \log (27)}{x+e^{9 x}}",1,"-8*Log[27]*Defer[Int][x/(E^(9*x) + x)^2, x] + 72*Log[27]*Defer[Int][x^2/(E^(9*x) + x)^2, x] - 8*Log[27]*Defer[Int][x^3/(E^(9*x) + x)^2, x] + 72*Log[27]*Defer[Int][x^4/(E^(9*x) + x)^2, x] - 2*Log[27]*Defer[Int][x^5/(E^(9*x) + x)^2, x] + 18*Log[27]*Defer[Int][x^6/(E^(9*x) + x)^2, x] + 8*Log[27]*Defer[Int][(E^(9*x) + x)^(-1), x] - 72*Log[27]*Defer[Int][x/(E^(9*x) + x), x] + 24*Log[27]*Defer[Int][x^2/(E^(9*x) + x), x] - 72*Log[27]*Defer[Int][x^3/(E^(9*x) + x), x] + 10*Log[27]*Defer[Int][x^4/(E^(9*x) + x), x] - 18*Log[27]*Defer[Int][x^5/(E^(9*x) + x), x]","F",0,0,0,0,-1,"{}"
5932,0,0,0,3.3699393,"\int \frac{3 x^3+e^{4+2 x} \left(x-4 x^2\right)+e^x \left(-x^2-2 x^3\right)}{2 e^{20+10 x}+2 e^{5 x} x^5-10 e^{4 x} x^6+20 e^{3 x} x^7-20 e^{2 x} x^8+10 e^x x^9-2 x^{10}+e^{16+8 x} \left(10 e^x x-10 x^2\right)+e^{12+6 x} \left(20 e^{2 x} x^2-40 e^x x^3+20 x^4\right)+e^{8+4 x} \left(20 e^{3 x} x^3-60 e^{2 x} x^4+60 e^x x^5-20 x^6\right)+e^{4+2 x} \left(10 e^{4 x} x^4-40 e^{3 x} x^5+60 e^{2 x} x^6-40 e^x x^7+10 x^8\right)} \, dx","Int[(3*x^3 + E^(4 + 2*x)*(x - 4*x^2) + E^x*(-x^2 - 2*x^3))/(2*E^(20 + 10*x) + 2*E^(5*x)*x^5 - 10*E^(4*x)*x^6 + 20*E^(3*x)*x^7 - 20*E^(2*x)*x^8 + 10*E^x*x^9 - 2*x^10 + E^(16 + 8*x)*(10*E^x*x - 10*x^2) + E^(12 + 6*x)*(20*E^(2*x)*x^2 - 40*E^x*x^3 + 20*x^4) + E^(8 + 4*x)*(20*E^(3*x)*x^3 - 60*E^(2*x)*x^4 + 60*E^x*x^5 - 20*x^6) + E^(4 + 2*x)*(10*E^(4*x)*x^4 - 40*E^(3*x)*x^5 + 60*E^(2*x)*x^6 - 40*E^x*x^7 + 10*x^8)),x]","\int \frac{3 x^3+e^{4+2 x} \left(x-4 x^2\right)+e^x \left(-x^2-2 x^3\right)}{2 e^{20+10 x}+2 e^{5 x} x^5-10 e^{4 x} x^6+20 e^{3 x} x^7-20 e^{2 x} x^8+10 e^x x^9-2 x^{10}+e^{16+8 x} \left(10 e^x x-10 x^2\right)+e^{12+6 x} \left(20 e^{2 x} x^2-40 e^x x^3+20 x^4\right)+e^{8+4 x} \left(20 e^{3 x} x^3-60 e^{2 x} x^4+60 e^x x^5-20 x^6\right)+e^{4+2 x} \left(10 e^{4 x} x^4-40 e^{3 x} x^5+60 e^{2 x} x^6-40 e^x x^7+10 x^8\right)} \, dx","\frac{1}{4 \left(-x+e^x+\frac{e^{2 x+4}}{x}\right)^4 x^2}+2",1,"-Defer[Int][(E^x*x^2)/(E^(4 + 2*x) + E^x*x - x^2)^5, x] + Defer[Int][(E^x*x^3)/(E^(4 + 2*x) + E^x*x - x^2)^5, x] - 2*Defer[Int][x^3/(-E^(4 + 2*x) - E^x*x + x^2)^5, x] + 2*Defer[Int][x^4/(-E^(4 + 2*x) - E^x*x + x^2)^5, x] + Defer[Int][x/(-E^(4 + 2*x) - E^x*x + x^2)^4, x]/2 - 2*Defer[Int][x^2/(-E^(4 + 2*x) - E^x*x + x^2)^4, x]","F",0,0,0,0,-1,"{}"
5933,0,0,0,3.1027672,"\int \frac{e^{e^x+x} \left(e^x (50-50 x)-50 x\right)}{\left(-1+e^{e^x+x} (-50+50 x)\right) \log ^2\left(1+e^{e^x+x} (50-50 x)\right)} \, dx","Int[(E^(E^x + x)*(E^x*(50 - 50*x) - 50*x))/((-1 + E^(E^x + x)*(-50 + 50*x))*Log[1 + E^(E^x + x)*(50 - 50*x)]^2),x]","\int \frac{e^{e^x+x} \left(e^x (50-50 x)-50 x\right)}{\left(-1+e^{e^x+x} (-50+50 x)\right) \log ^2\left(1+e^{e^x+x} (50-50 x)\right)} \, dx","\frac{1}{\log \left(1-10 e^{x+e^x} (5-5 (2-x))\right)}",1,"-Defer[Int][E^x/Log[1 - 50*E^(E^x + x)*(-1 + x)]^2, x] - Defer[Int][E^x/((-1 + 50*E^(E^x + x)*(-1 + x))*Log[1 - 50*E^(E^x + x)*(-1 + x)]^2), x] - 50*Defer[Int][(E^(E^x + x)*x)/((-1 + 50*E^(E^x + x)*(-1 + x))*Log[1 - 50*E^(E^x + x)*(-1 + x)]^2), x]","F",0,0,0,0,-1,"{}"
5934,1,9,0,0.0035864,"\int \frac{1875-74 x^2}{x^2} \, dx","Int[(1875 - 74*x^2)/x^2,x]","-74 x-\frac{1875}{x}","x-3 \left(\frac{(5 x-25)^2}{x}+\frac{1}{e^4}\right)+5",1,"-1875/x - 74*x","A",2,1,11,0.09091,1,"{14}"
5935,-1,0,0,180.0000227,"\int \frac{-19073486328125+6866455078125 x^2-1098632812500 x^4+102539062500 x^6-6152343750 x^8+246093750 x^{10}-6562500 x^{12}+112500 x^{14}-1125 x^{16}+5 x^{18}+\exp \left(\frac{3}{610351562500-195312500000 x^2+27343750000 x^4-2187500000 x^6+109375000 x^8-3500000 x^{10}+70000 x^{12}-800 x^{14}+4 x^{16}}\right) \left(30517578125000-10986328125000 x^2+1757812500000 x^4-164062500000 x^6+9843750000 x^8-393750000 x^{10}+10500000 x^{12}-180000 x^{14}+1800 x^{16}-8 x^{18}\right)+\exp \left(\frac{6}{610351562500-195312500000 x^2+27343750000 x^4-2187500000 x^6+109375000 x^8-3500000 x^{10}+70000 x^{12}-800 x^{14}+4 x^{16}}\right) \left(-15258789062500+5493164062404 x^2-878906250000 x^4+82031250000 x^6-4921875000 x^8+196875000 x^{10}-5250000 x^{12}+90000 x^{14}-900 x^{16}+4 x^{18}\right)+\left(-30517578125000+10986328125000 x^2-1757812500000 x^4+164062500000 x^6-9843750000 x^8+393750000 x^{10}-10500000 x^{12}+180000 x^{14}-1800 x^{16}+8 x^{18}+\exp \left(\frac{3}{610351562500-195312500000 x^2+27343750000 x^4-2187500000 x^6+109375000 x^8-3500000 x^{10}+70000 x^{12}-800 x^{14}+4 x^{16}}\right) \left(30517578125000-10986328124904 x^2+1757812500000 x^4-164062500000 x^6+9843750000 x^8-393750000 x^{10}+10500000 x^{12}-180000 x^{14}+1800 x^{16}-8 x^{18}\right)\right) \log (x)+\left(-15258789062500+5493164062500 x^2-878906250000 x^4+82031250000 x^6-4921875000 x^8+196875000 x^{10}-5250000 x^{12}+90000 x^{14}-900 x^{16}+4 x^{18}\right) \log ^2(x)}{-3814697265625+1373291015625 x^2-219726562500 x^4+20507812500 x^6-1230468750 x^8+49218750 x^{10}-1312500 x^{12}+22500 x^{14}-225 x^{16}+x^{18}} \, dx","Int[(-19073486328125 + 6866455078125*x^2 - 1098632812500*x^4 + 102539062500*x^6 - 6152343750*x^8 + 246093750*x^10 - 6562500*x^12 + 112500*x^14 - 1125*x^16 + 5*x^18 + E^(3/(610351562500 - 195312500000*x^2 + 27343750000*x^4 - 2187500000*x^6 + 109375000*x^8 - 3500000*x^10 + 70000*x^12 - 800*x^14 + 4*x^16))*(30517578125000 - 10986328125000*x^2 + 1757812500000*x^4 - 164062500000*x^6 + 9843750000*x^8 - 393750000*x^10 + 10500000*x^12 - 180000*x^14 + 1800*x^16 - 8*x^18) + E^(6/(610351562500 - 195312500000*x^2 + 27343750000*x^4 - 2187500000*x^6 + 109375000*x^8 - 3500000*x^10 + 70000*x^12 - 800*x^14 + 4*x^16))*(-15258789062500 + 5493164062404*x^2 - 878906250000*x^4 + 82031250000*x^6 - 4921875000*x^8 + 196875000*x^10 - 5250000*x^12 + 90000*x^14 - 900*x^16 + 4*x^18) + (-30517578125000 + 10986328125000*x^2 - 1757812500000*x^4 + 164062500000*x^6 - 9843750000*x^8 + 393750000*x^10 - 10500000*x^12 + 180000*x^14 - 1800*x^16 + 8*x^18 + E^(3/(610351562500 - 195312500000*x^2 + 27343750000*x^4 - 2187500000*x^6 + 109375000*x^8 - 3500000*x^10 + 70000*x^12 - 800*x^14 + 4*x^16))*(30517578125000 - 10986328124904*x^2 + 1757812500000*x^4 - 164062500000*x^6 + 9843750000*x^8 - 393750000*x^10 + 10500000*x^12 - 180000*x^14 + 1800*x^16 - 8*x^18))*Log[x] + (-15258789062500 + 5493164062500*x^2 - 878906250000*x^4 + 82031250000*x^6 - 4921875000*x^8 + 196875000*x^10 - 5250000*x^12 + 90000*x^14 - 900*x^16 + 4*x^18)*Log[x]^2)/(-3814697265625 + 1373291015625*x^2 - 219726562500*x^4 + 20507812500*x^6 - 1230468750*x^8 + 49218750*x^10 - 1312500*x^12 + 22500*x^14 - 225*x^16 + x^18),x]","\text{\$Aborted}","x \left(4 \left(e^{\frac{3}{4 \left(25-x^2\right)^8}}-\log (x)\right)^2+5\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5936,-1,0,0,179.999522,"\int \frac{-4-1152 x-904 x^2-216 x^3-16 x^4+e^5 \left(-7040 x-5824 x^2-1536 x^3-128 x^4\right)+e^{15} \left(-80352 x-92160 x^2-38976 x^3-7168 x^4-480 x^5\right)+e^{10} \left(-30048 x-30176 x^2-10800 x^3-1600 x^4-80 x^5\right)+e^{25} \left(-230688 x-354240 x^2-216000 x^3-65280 x^4-9760 x^5-576 x^6\right)+e^{20} \left(-163080 x-219888 x^2-115056 x^3-28864 x^4-3400 x^5-144 x^6\right)+e^{35} \left(-163296 x-326592 x^2-272160 x^3-120960 x^4-30240 x^5-4032 x^6-224 x^7\right)+e^{30} \left(-244944 x-435456 x^2-317520 x^3-120960 x^4-25200 x^5-2688 x^6-112 x^7\right)+e^{40} \left(-69984 x-163296 x^2-163296 x^3-90720 x^4-30240 x^5-6048 x^6-672 x^7-32 x^8\right)}{63001 x+144576 x^2+139670 x^3+74124 x^4+23639 x^5+4644 x^6+550 x^7+36 x^8+x^9+e^5 \left(771072 x+1768256 x^2+1726352 x^3+936640 x^4+308704 x^5+63264 x^6+7872 x^7+544 x^8+16 x^9\right)+e^{10} \left(5250816 x+12495504 x^2+12856232 x^3+7485320 x^4+2708144 x^5+628352 x^6+92880 x^7+8352 x^8+408 x^9+8 x^{10}\right)+e^{15} \left(24634368 x+61398864 x^2+66894336 x^3+41757840 x^4+16432544 x^5+4219552 x^6+705472 x^7+73872 x^8+4384 x^9+112 x^{10}\right)+e^{20} \left(88006176 x+231559020 x^2+268957044 x^3+181099452 x^4+78004732 x^5+22350752 x^6+4285848 x^7+537772 x^8+41596 x^9+1740 x^{10}+28 x^{11}\right)+e^{25} \left(250511616 x+697894704 x^2+865077840 x^3+627485328 x^4+294493200 x^5+93268000 x^6+20140928 x^7+2920080 x^8+271056 x^9+14480 x^{10}+336 x^{11}\right)+e^{30} \left(584961264 x+1729205496 x^2+2290471344 x^3+1790543232 x^4+915313392 x^5+320091912 x^6+77750400 x^7+13024328 x^8+1458624 x^9+102144 x^{10}+3888 x^{11}+56 x^{12}\right)+e^{35} \left(1137484944 x+3569522256 x^2+5049648864 x^3+4246618752 x^4+2356128432 x^5+904257648 x^6+244526352 x^7+46486928 x^8+6071424 x^9+516864 x^{10}+25680 x^{11}+560 x^{12}\right)+e^{40} \left(1859269302 x+6195088656 x^2+9357185934 x^3+8457998940 x^4+5085305874 x^5+2136903552 x^6+641272212 x^7+137808408 x^8+20901410 x^9+2158608 x^{10}+141486 x^{11}+5100 x^{12}+70 x^{13}\right)+e^{45} \left(2559734784 x+9051030720 x^2+14579591760 x^3+14137467840 x^4+9183475440 x^5+4205851776 x^6+1390828320 x^7+334108800 x^8+57754080 x^9+6988480 x^{10}+560016 x^{11}+26560 x^{12}+560 x^{13}\right)+e^{50} \left(2962842624 x+11112864336 x^2+19076921064 x^3+19822775544 x^4+13890511800 x^5+6918985656 x^6+2514459024 x^7+672897456 x^8+132024816 x^9+18638400 x^{10}+1822216 x^{11}+114904 x^{12}+4056 x^{13}+56 x^{14}\right)+e^{55} \left(2857026816 x+11357248464 x^2+20751235776 x^3+23064696864 x^4+17390324160 x^5+9386848944 x^6+3729027456 x^7+1102901184 x^8+242580096 x^9+39132720 x^{10}+4492224 x^{11}+346656 x^{12}+16064 x^{13}+336 x^{14}\right)+e^{60} \left(2261812896 x+9525548484 x^2+18514695852 x^3+21996618552 x^4+17828546472 x^5+10416007404 x^6+4516653636 x^7+1473828048 x^8+362715408 x^9+66754908 x^{10}+8996724 x^{11}+854136 x^{12}+53288 x^{13}+1908 x^{14}+28 x^{15}\right)+e^{65} \left(1428513408 x+6368788944 x^2+13154227632 x^3+16679216736 x^4+14501174688 x^5+9142044912 x^6+4308320016 x^7+1541187648 x^8+420323904 x^9+86918832 x^{10}+13405392 x^{11}+1493856 x^{12}+113568 x^{13}+5264 x^{14}+112 x^{15}\right)+e^{70} \left(688747536 x+3252418920 x^2+7142567040 x^3+9672226200 x^4+9027411120 x^5+6147237096 x^6+3152429280 x^7+1238454360 x^8+375289200 x^9+87567480 x^{10}+15567552 x^{11}+2063880 x^{12}+196560 x^{13}+12600 x^{14}+480 x^{15}+8 x^{16}\right)+e^{75} \left(229582512 x+1147912560 x^2+2678462640 x^3+3868890480 x^4+3868890480 x^5+2837186352 x^6+1576214640 x^7+675520560 x^8+225173520 x^9+58378320 x^{10}+11675664 x^{11}+1769040 x^{12}+196560 x^{13}+15120 x^{14}+720 x^{15}+16 x^{16}\right)+e^{80} \left(43046721 x+229582512 x^2+573956280 x^3+892820880 x^4+967222620 x^5+773778096 x^6+472864392 x^7+225173520 x^8+84440070 x^9+25019280 x^{10}+5837832 x^{11}+1061424 x^{12}+147420 x^{13}+15120 x^{14}+1080 x^{15}+48 x^{16}+x^{17}\right)+\left(502 x+576 x^2+226 x^3+36 x^4+2 x^5+e^5 \left(3072 x+3520 x^2+1456 x^3+256 x^4+16 x^5\right)+e^{10} \left(11520 x+15024 x^2+7544 x^3+1800 x^4+200 x^5+8 x^6\right)+e^{15} \left(27648 x+40176 x^2+23040 x^3+6496 x^4+896 x^5+48 x^6\right)+e^{20} \left(49248 x+81540 x^2+54972 x^3+19176 x^4+3608 x^5+340 x^6+12 x^7\right)+e^{25} \left(62208 x+115344 x^2+88560 x^3+36000 x^4+8160 x^5+976 x^6+48 x^7\right)+e^{30} \left(58320 x+122472 x^2+108864 x^3+52920 x^4+15120 x^5+2520 x^6+224 x^7+8 x^8\right)+e^{35} \left(34992 x+81648 x^2+81648 x^3+45360 x^4+15120 x^5+3024 x^6+336 x^7+16 x^8\right)+e^{40} \left(13122 x+34992 x^2+40824 x^3+27216 x^4+11340 x^5+3024 x^6+504 x^7+48 x^8+2 x^9\right)\right) \log (x)+x \log ^2(x)} \, dx","Int[(-4 - 1152*x - 904*x^2 - 216*x^3 - 16*x^4 + E^5*(-7040*x - 5824*x^2 - 1536*x^3 - 128*x^4) + E^15*(-80352*x - 92160*x^2 - 38976*x^3 - 7168*x^4 - 480*x^5) + E^10*(-30048*x - 30176*x^2 - 10800*x^3 - 1600*x^4 - 80*x^5) + E^25*(-230688*x - 354240*x^2 - 216000*x^3 - 65280*x^4 - 9760*x^5 - 576*x^6) + E^20*(-163080*x - 219888*x^2 - 115056*x^3 - 28864*x^4 - 3400*x^5 - 144*x^6) + E^35*(-163296*x - 326592*x^2 - 272160*x^3 - 120960*x^4 - 30240*x^5 - 4032*x^6 - 224*x^7) + E^30*(-244944*x - 435456*x^2 - 317520*x^3 - 120960*x^4 - 25200*x^5 - 2688*x^6 - 112*x^7) + E^40*(-69984*x - 163296*x^2 - 163296*x^3 - 90720*x^4 - 30240*x^5 - 6048*x^6 - 672*x^7 - 32*x^8))/(63001*x + 144576*x^2 + 139670*x^3 + 74124*x^4 + 23639*x^5 + 4644*x^6 + 550*x^7 + 36*x^8 + x^9 + E^5*(771072*x + 1768256*x^2 + 1726352*x^3 + 936640*x^4 + 308704*x^5 + 63264*x^6 + 7872*x^7 + 544*x^8 + 16*x^9) + E^10*(5250816*x + 12495504*x^2 + 12856232*x^3 + 7485320*x^4 + 2708144*x^5 + 628352*x^6 + 92880*x^7 + 8352*x^8 + 408*x^9 + 8*x^10) + E^15*(24634368*x + 61398864*x^2 + 66894336*x^3 + 41757840*x^4 + 16432544*x^5 + 4219552*x^6 + 705472*x^7 + 73872*x^8 + 4384*x^9 + 112*x^10) + E^20*(88006176*x + 231559020*x^2 + 268957044*x^3 + 181099452*x^4 + 78004732*x^5 + 22350752*x^6 + 4285848*x^7 + 537772*x^8 + 41596*x^9 + 1740*x^10 + 28*x^11) + E^25*(250511616*x + 697894704*x^2 + 865077840*x^3 + 627485328*x^4 + 294493200*x^5 + 93268000*x^6 + 20140928*x^7 + 2920080*x^8 + 271056*x^9 + 14480*x^10 + 336*x^11) + E^30*(584961264*x + 1729205496*x^2 + 2290471344*x^3 + 1790543232*x^4 + 915313392*x^5 + 320091912*x^6 + 77750400*x^7 + 13024328*x^8 + 1458624*x^9 + 102144*x^10 + 3888*x^11 + 56*x^12) + E^35*(1137484944*x + 3569522256*x^2 + 5049648864*x^3 + 4246618752*x^4 + 2356128432*x^5 + 904257648*x^6 + 244526352*x^7 + 46486928*x^8 + 6071424*x^9 + 516864*x^10 + 25680*x^11 + 560*x^12) + E^40*(1859269302*x + 6195088656*x^2 + 9357185934*x^3 + 8457998940*x^4 + 5085305874*x^5 + 2136903552*x^6 + 641272212*x^7 + 137808408*x^8 + 20901410*x^9 + 2158608*x^10 + 141486*x^11 + 5100*x^12 + 70*x^13) + E^45*(2559734784*x + 9051030720*x^2 + 14579591760*x^3 + 14137467840*x^4 + 9183475440*x^5 + 4205851776*x^6 + 1390828320*x^7 + 334108800*x^8 + 57754080*x^9 + 6988480*x^10 + 560016*x^11 + 26560*x^12 + 560*x^13) + E^50*(2962842624*x + 11112864336*x^2 + 19076921064*x^3 + 19822775544*x^4 + 13890511800*x^5 + 6918985656*x^6 + 2514459024*x^7 + 672897456*x^8 + 132024816*x^9 + 18638400*x^10 + 1822216*x^11 + 114904*x^12 + 4056*x^13 + 56*x^14) + E^55*(2857026816*x + 11357248464*x^2 + 20751235776*x^3 + 23064696864*x^4 + 17390324160*x^5 + 9386848944*x^6 + 3729027456*x^7 + 1102901184*x^8 + 242580096*x^9 + 39132720*x^10 + 4492224*x^11 + 346656*x^12 + 16064*x^13 + 336*x^14) + E^60*(2261812896*x + 9525548484*x^2 + 18514695852*x^3 + 21996618552*x^4 + 17828546472*x^5 + 10416007404*x^6 + 4516653636*x^7 + 1473828048*x^8 + 362715408*x^9 + 66754908*x^10 + 8996724*x^11 + 854136*x^12 + 53288*x^13 + 1908*x^14 + 28*x^15) + E^65*(1428513408*x + 6368788944*x^2 + 13154227632*x^3 + 16679216736*x^4 + 14501174688*x^5 + 9142044912*x^6 + 4308320016*x^7 + 1541187648*x^8 + 420323904*x^9 + 86918832*x^10 + 13405392*x^11 + 1493856*x^12 + 113568*x^13 + 5264*x^14 + 112*x^15) + E^70*(688747536*x + 3252418920*x^2 + 7142567040*x^3 + 9672226200*x^4 + 9027411120*x^5 + 6147237096*x^6 + 3152429280*x^7 + 1238454360*x^8 + 375289200*x^9 + 87567480*x^10 + 15567552*x^11 + 2063880*x^12 + 196560*x^13 + 12600*x^14 + 480*x^15 + 8*x^16) + E^75*(229582512*x + 1147912560*x^2 + 2678462640*x^3 + 3868890480*x^4 + 3868890480*x^5 + 2837186352*x^6 + 1576214640*x^7 + 675520560*x^8 + 225173520*x^9 + 58378320*x^10 + 11675664*x^11 + 1769040*x^12 + 196560*x^13 + 15120*x^14 + 720*x^15 + 16*x^16) + E^80*(43046721*x + 229582512*x^2 + 573956280*x^3 + 892820880*x^4 + 967222620*x^5 + 773778096*x^6 + 472864392*x^7 + 225173520*x^8 + 84440070*x^9 + 25019280*x^10 + 5837832*x^11 + 1061424*x^12 + 147420*x^13 + 15120*x^14 + 1080*x^15 + 48*x^16 + x^17) + (502*x + 576*x^2 + 226*x^3 + 36*x^4 + 2*x^5 + E^5*(3072*x + 3520*x^2 + 1456*x^3 + 256*x^4 + 16*x^5) + E^10*(11520*x + 15024*x^2 + 7544*x^3 + 1800*x^4 + 200*x^5 + 8*x^6) + E^15*(27648*x + 40176*x^2 + 23040*x^3 + 6496*x^4 + 896*x^5 + 48*x^6) + E^20*(49248*x + 81540*x^2 + 54972*x^3 + 19176*x^4 + 3608*x^5 + 340*x^6 + 12*x^7) + E^25*(62208*x + 115344*x^2 + 88560*x^3 + 36000*x^4 + 8160*x^5 + 976*x^6 + 48*x^7) + E^30*(58320*x + 122472*x^2 + 108864*x^3 + 52920*x^4 + 15120*x^5 + 2520*x^6 + 224*x^7 + 8*x^8) + E^35*(34992*x + 81648*x^2 + 81648*x^3 + 45360*x^4 + 15120*x^5 + 3024*x^6 + 336*x^7 + 16*x^8) + E^40*(13122*x + 34992*x^2 + 40824*x^3 + 27216*x^4 + 11340*x^5 + 3024*x^6 + 504*x^7 + 48*x^8 + 2*x^9))*Log[x] + x*Log[x]^2),x]","\text{\$Aborted}","\frac{4}{\left(\left(\left(e^5 (x+3)+1\right)^2+x+3\right)^2+x\right)^2+\log (x)-5}",1,"$Aborted","F",0,0,0,0,-1,"{}"
5937,1,15,0,0.0039076,"\int -\frac{44}{25} e^{\frac{1}{5} (10-11 x)} \, dx","Int[(-44*E^((10 - 11*x)/5))/25,x]","\frac{4}{5} e^{\frac{1}{5} (10-11 x)}","\frac{4}{5} e^{2-\frac{11 x}{5}}",1,"(4*E^((10 - 11*x)/5))/5","A",2,2,15,0.1333,1,"{12, 2194}"
5938,1,19,0,0.3624278,"\int \frac{-9 e^{\frac{9}{\log (3 x+x \log (16))}}+3 x \log ^2(3 x+x \log (16))}{e^{\frac{9}{\log (3 x+x \log (16))}} x \log ^2(3 x+x \log (16))+\left(10 x+3 x^2\right) \log ^2(3 x+x \log (16))} \, dx","Int[(-9*E^(9/Log[3*x + x*Log[16]]) + 3*x*Log[3*x + x*Log[16]]^2)/(E^(9/Log[3*x + x*Log[16]])*x*Log[3*x + x*Log[16]]^2 + (10*x + 3*x^2)*Log[3*x + x*Log[16]]^2),x]","\log \left(3 x+e^{\frac{9}{\log (x (3+\log (16)))}}+10\right)","\log \left(3 x+e^{\frac{9}{\log (3 x+x \log (16))}}+10\right)",1,"Log[10 + E^(9/Log[x*(3 + Log[16])]) + 3*x]","A",3,3,85,0.03529,1,"{6688, 12, 6684}"
5939,0,0,0,2.1731748,"\int \frac{1}{5} e^{\frac{1}{5} \left(e^x \log (4)+(-2+2 x) \log (4)\right)} x^{-1+e^{\frac{1}{5} \left(e^x \log (4)+(-2+2 x) \log (4)\right)}} \left(5+\left(2 x \log (4)+e^x x \log (4)\right) \log (x)\right) \, dx","Int[(E^((E^x*Log[4] + (-2 + 2*x)*Log[4])/5)*x^(-1 + E^((E^x*Log[4] + (-2 + 2*x)*Log[4])/5))*(5 + (2*x*Log[4] + E^x*x*Log[4])*Log[x]))/5,x]","\int \frac{1}{5} e^{\frac{1}{5} \left(e^x \log (4)+(-2+2 x) \log (4)\right)} x^{-1+e^{\frac{1}{5} \left(e^x \log (4)+(-2+2 x) \log (4)\right)}} \left(5+\left(2 x \log (4)+e^x x \log (4)\right) \log (x)\right) \, dx","x^{2^{\frac{2}{5} \left(2 x+e^x-2\right)}}",1,"(Log[4]*Log[x]*Defer[Int][2^((1 + 2*E^x + 4*x)/5)*x^2^((2*(-2 + E^x + 2*x))/5), x])/5 + (Log[4]*Log[x]*Defer[Int][2^((2*(-2 + E^x + 2*x))/5)*E^x*x^2^((2*(-2 + E^x + 2*x))/5), x])/5 + Defer[Int][2^((2*(-2 + E^x + 2*x))/5)*x^(-1 + 2^((2*(-2 + E^x + 2*x))/5)), x] - (Log[4]*Defer[Int][Defer[Int][2^((1 + 2*E^x + 4*x)/5)*x^2^((2*(-2 + E^x + 2*x))/5), x]/x, x])/5 - (Log[4]*Defer[Int][Defer[Int][2^((2*(-2 + E^x + 2*x))/5)*E^x*x^2^((2*(-2 + E^x + 2*x))/5), x]/x, x])/5","F",0,0,0,0,-1,"{}"
5940,0,0,0,65.8163738,"\int \frac{6 e^{8 e^{1171875/x}} x+6 x^3+e^{4 e^{1171875/x}} \left(-9375000 e^{1171875/x}-2 x+12 x^2\right)+\left(6 e^{8 e^{1171875/x}} x-2 x^2+6 x^3+e^{4 e^{1171875/x}} \left(-2 x+12 x^2\right)\right) \log \left(\frac{x-3 e^{4 e^{1171875/x}} x-3 x^2}{3 e^{4 e^{1171875/x}}+3 x}\right)}{3 e^{8 e^{1171875/x}} x-x^2+3 x^3+e^{4 e^{1171875/x}} \left(-x+6 x^2\right)} \, dx","Int[(6*E^(8*E^(1171875/x))*x + 6*x^3 + E^(4*E^(1171875/x))*(-9375000*E^(1171875/x) - 2*x + 12*x^2) + (6*E^(8*E^(1171875/x))*x - 2*x^2 + 6*x^3 + E^(4*E^(1171875/x))*(-2*x + 12*x^2))*Log[(x - 3*E^(4*E^(1171875/x))*x - 3*x^2)/(3*E^(4*E^(1171875/x)) + 3*x)])/(3*E^(8*E^(1171875/x))*x - x^2 + 3*x^3 + E^(4*E^(1171875/x))*(-x + 6*x^2)),x]","\int \frac{6 e^{8 e^{1171875/x}} x+6 x^3+e^{4 e^{1171875/x}} \left(-9375000 e^{1171875/x}-2 x+12 x^2\right)+\left(6 e^{8 e^{1171875/x}} x-2 x^2+6 x^3+e^{4 e^{1171875/x}} \left(-2 x+12 x^2\right)\right) \log \left(\frac{x-3 e^{4 e^{1171875/x}} x-3 x^2}{3 e^{4 e^{1171875/x}}+3 x}\right)}{3 e^{8 e^{1171875/x}} x-x^2+3 x^3+e^{4 e^{1171875/x}} \left(-x+6 x^2\right)} \, dx","2 x \log \left(\frac{x}{3 \left(x+e^{4 e^{1171875/x}}\right)}-x\right)",1,"2*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x] + 2*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x] - 6*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x] - 6*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x] + 9375000*Defer[Int][E^(4*E^(1171875/x) + 1171875/x)/(x*(E^(4*E^(1171875/x)) + x)), x] + 2*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x] - 12*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x] - 12*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x] - 6*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x] - 6*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x] - 6*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 6*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 18*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 18*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 28125000*Defer[Int][E^(4*E^(1171875/x) + 1171875/x)/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 6*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 36*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 36*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 18*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 18*Log[((1 - 3*E^(4*E^(1171875/x)) - 3*x)*x)/(3*(E^(4*E^(1171875/x)) + x))]*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 12*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] - 9375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] - 2*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(x*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(x*Defer[Int][E^(4*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(x*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(x*Defer[Int][E^(8*E^(1171875/x))/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 12*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] - 9375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] - 2*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(x*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(x*Defer[Int][x/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 72*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 56250000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] + 12*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 36*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 36*Defer[Int][(x*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 216*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 168750000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 108*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 108*Defer[Int][(x*Defer[Int][(E^(4*E^(1171875/x))*x)/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(x*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(E^(4*E^(1171875/x)) + x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(x*Defer[Int][x^2/(E^(4*E^(1171875/x)) + x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(x*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(x*Defer[Int][E^(4*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 54*Defer[Int][(x*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 324*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 253125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 162*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 162*Defer[Int][(x*Defer[Int][E^(8*E^(1171875/x))/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] + 28125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] + 6*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(x*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(x*Defer[Int][x/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 216*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 168750000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] - 36*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 108*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 108*Defer[Int][(x*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 648*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 506250000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 324*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 324*Defer[Int][(x*Defer[Int][(E^(4*E^(1171875/x))*x)/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 108*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 84375000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(E^(4*E^(1171875/x)) + x)), x] - 18*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 54*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(E^(4*E^(1171875/x)) + x)), x] + 54*Defer[Int][(x*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(E^(4*E^(1171875/x)) + x), x] - 324*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x] + 253125000*Defer[Int][(E^(4*E^(1171875/x) + 1171875/x)*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x^2*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] + 54*Defer[Int][(E^(4*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 162*Defer[Int][(E^(8*E^(1171875/x))*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(x*(-1 + 3*E^(4*E^(1171875/x)) + 3*x)), x] - 162*Defer[Int][(x*Defer[Int][x^2/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x])/(-1 + 3*E^(4*E^(1171875/x)) + 3*x), x]","F",0,0,0,0,-1,"{}"
5941,0,0,0,0.9111073,"\int e^{-2 e^x} \left(e^{2 e^x+2 x+x^2} (40+40 x)+e^{2 x+x^2} \left(4 x+4 x^2-4 e^x x^2+4 x^3\right)\right) \, dx","Int[(E^(2*E^x + 2*x + x^2)*(40 + 40*x) + E^(2*x + x^2)*(4*x + 4*x^2 - 4*E^x*x^2 + 4*x^3))/E^(2*E^x),x]","\int e^{-2 e^x} \left(e^{2 e^x+2 x+x^2} (40+40 x)+e^{2 x+x^2} \left(4 x+4 x^2-4 e^x x^2+4 x^3\right)\right) \, dx","2 e^{x^2+2 x} \left(e^{-2 e^x} x^2+10\right)",1,"20*E^(2*x + x^2) + 4*Defer[Int][E^(-2*E^x + x*(2 + x))*x, x] + 4*Defer[Int][E^(-2*E^x + x*(2 + x))*x^2, x] - 4*Defer[Int][E^(-2*E^x + x + x*(2 + x))*x^2, x] + 4*Defer[Int][E^(-2*E^x + x*(2 + x))*x^3, x]","F",0,0,0,0,-1,"{}"
5942,0,0,0,8.1216444,"\int \frac{-8 x+8 x^2+\left(8 x-16 x^2\right) \log (x)+\frac{e^{-3+x^2} \left(-2 x+2 x^2+\left(6 x-4 x^2-8 x^3\right) \log (x)\right)}{x}+\left(16 x-16 x \log (x)+\frac{e^{-3+x^2} \left(4 x+\left(4-4 x-8 x^2\right) \log (x)\right)}{x}\right) \log \left(4 \log (5)+\frac{e^{-3+x^2} \log (5)}{x}\right)+\left(8+\frac{2 e^{-3+x^2}}{x}\right) \log ^2\left(4 \log (5)+\frac{e^{-3+x^2} \log (5)}{x}\right)}{e^{-3+x^2} \log ^2(x)+4 x \log ^2(x)} \, dx","Int[(-8*x + 8*x^2 + (8*x - 16*x^2)*Log[x] + (E^(-3 + x^2)*(-2*x + 2*x^2 + (6*x - 4*x^2 - 8*x^3)*Log[x]))/x + (16*x - 16*x*Log[x] + (E^(-3 + x^2)*(4*x + (4 - 4*x - 8*x^2)*Log[x]))/x)*Log[4*Log[5] + (E^(-3 + x^2)*Log[5])/x] + (8 + (2*E^(-3 + x^2))/x)*Log[4*Log[5] + (E^(-3 + x^2)*Log[5])/x]^2)/(E^(-3 + x^2)*Log[x]^2 + 4*x*Log[x]^2),x]","\int \frac{-8 x+8 x^2+\left(8 x-16 x^2\right) \log (x)+\frac{e^{-3+x^2} \left(-2 x+2 x^2+\left(6 x-4 x^2-8 x^3\right) \log (x)\right)}{x}+\left(16 x-16 x \log (x)+\frac{e^{-3+x^2} \left(4 x+\left(4-4 x-8 x^2\right) \log (x)\right)}{x}\right) \log \left(4 \log (5)+\frac{e^{-3+x^2} \log (5)}{x}\right)+\left(8+\frac{2 e^{-3+x^2}}{x}\right) \log ^2\left(4 \log (5)+\frac{e^{-3+x^2} \log (5)}{x}\right)}{e^{-3+x^2} \log ^2(x)+4 x \log ^2(x)} \, dx","\frac{2 \left(x-\left(\log \left(\left(\frac{e^{x^2-3}}{x}+4\right) \log (5)\right)+x\right)^2\right)}{\log (x)}",1,"-8*ExpIntegralEi[3*Log[x]] + (2*(1 - x)*x)/Log[x] + 4*LogIntegral[x] - 4*Log[(4 + E^(-3 + x^2)/x)*Log[5]]*LogIntegral[x] - 16*E^3*Defer[Int][x/((E^x^2 + 4*E^3*x)*Log[x]), x] + 32*E^3*Defer[Int][x^3/((E^x^2 + 4*E^3*x)*Log[x]), x] + 4*Defer[Int][Log[(4 + E^(-3 + x^2)/x)*Log[5]]/Log[x]^2, x] + 4*Defer[Int][Log[(4 + E^(-3 + x^2)/x)*Log[5]]/(x*Log[x]), x] - 8*Defer[Int][(x*Log[(4 + E^(-3 + x^2)/x)*Log[5]])/Log[x], x] - 16*E^3*Defer[Int][Log[(4 + E^(-3 + x^2)/x)*Log[5]]/((E^x^2 + 4*E^3*x)*Log[x]), x] + 32*E^3*Defer[Int][(x^2*Log[(4 + E^(-3 + x^2)/x)*Log[5]])/((E^x^2 + 4*E^3*x)*Log[x]), x] + 2*Defer[Int][Log[(4 + E^(-3 + x^2)/x)*Log[5]]^2/(x*Log[x]^2), x] - 4*Defer[Int][(E^x^2*LogIntegral[x])/(x*(E^x^2 + 4*E^3*x)), x] + 8*Defer[Int][(E^x^2*x*LogIntegral[x])/(E^x^2 + 4*E^3*x), x]","F",0,0,0,0,-1,"{}"
5943,1,38,0,0.1668579,"\int \frac{-10 x^2+\left(10 \log (x)-10 \log ^2(x)\right) \log \left(\frac{x^2}{16}\right)}{3 x^3 \log \left(\frac{x^2}{16}\right)} \, dx","Int[(-10*x^2 + (10*Log[x] - 10*Log[x]^2)*Log[x^2/16])/(3*x^3*Log[x^2/16]),x]","-\frac{5 (1-\log (x)) \log (x)}{3 x^2}+\frac{5 \log (x)}{3 x^2}-\frac{5}{3} \log \left(\log \left(\frac{x^2}{16}\right)\right)","\frac{5}{3} \left(\frac{\log ^2(x)}{x^2}-\log \left(\log \left(\frac{x^2}{16}\right)\right)+15\right)",1,"(5*Log[x])/(3*x^2) - (5*(1 - Log[x])*Log[x])/(3*x^2) - (5*Log[Log[x^2/16]])/3","A",10,8,43,0.1860,1,"{12, 6688, 14, 2304, 2366, 2303, 2302, 29}"
5944,1,80,0,0.1077576,"\int \frac{x-2 x^2+e^{2 e+2 e^5} \left(24-28 x+8 x^2\right)+\left(x-4 e^{2 e+2 e^5} x\right) \log (x)}{x} \, dx","Int[(x - 2*x^2 + E^(2*E + 2*E^5)*(24 - 28*x + 8*x^2) + (x - 4*E^(2*E + 2*E^5)*x)*Log[x])/x,x]","-\left(\left(1-4 e^{2 \left(e+e^5\right)}\right) x^2\right)-\left(1-4 e^{2 \left(e+e^5\right)}\right) x+\left(1-28 e^{2 \left(e+e^5\right)}\right) x+\left(1-4 e^{2 \left(e+e^5\right)}\right) x \log (x)+24 e^{2 \left(e+e^5\right)} \log (x)","\left(4 e^{2 e+2 e^5} (6-x)+x\right) (\log (x)-x)",1,"(1 - 28*E^(2*(E + E^5)))*x - (1 - 4*E^(2*(E + E^5)))*x - (1 - 4*E^(2*(E + E^5)))*x^2 + 24*E^(2*(E + E^5))*Log[x] + (1 - 4*E^(2*(E + E^5)))*x*Log[x]","B",5,2,52,0.03846,1,"{14, 2295}"
5945,1,11,0,0.0272242,"\int \frac{24 e^{-\frac{8}{x^3 \log (3)}}}{x^4 \log (3)} \, dx","Int[24/(E^(8/(x^3*Log[3]))*x^4*Log[3]),x]","e^{-\frac{8}{x^3 \log (3)}}","e^{-\frac{8}{x^3 \log (3)}}",1,"E^(-8/(x^3*Log[3]))","A",2,2,20,0.1000,1,"{12, 2209}"
5946,0,0,0,5.5272719,"\int \frac{e^x (-2-2 x)-x-2 x^2-x^3-e^x x^2 \log \left(x^2\right)}{45 x+120 x^2+110 x^3+40 x^4+5 x^5+e^x \left(30 x+40 x^2+10 x^3\right) \log \left(x^2\right)+5 e^{2 x} x \log ^2\left(x^2\right)} \, dx","Int[(E^x*(-2 - 2*x) - x - 2*x^2 - x^3 - E^x*x^2*Log[x^2])/(45*x + 120*x^2 + 110*x^3 + 40*x^4 + 5*x^5 + E^x*(30*x + 40*x^2 + 10*x^3)*Log[x^2] + 5*E^(2*x)*x*Log[x^2]^2),x]","\int \frac{e^x (-2-2 x)-x-2 x^2-x^3-e^x x^2 \log \left(x^2\right)}{45 x+120 x^2+110 x^3+40 x^4+5 x^5+e^x \left(30 x+40 x^2+10 x^3\right) \log \left(x^2\right)+5 e^{2 x} x \log ^2\left(x^2\right)} \, dx","\frac{1}{5 \left(\frac{e^x x \log \left(x^2\right)}{x^2+x}+x+3\right)}",1,"-1/5*Defer[Int][(3 + 4*x + x^2 + E^x*Log[x^2])^(-2), x] + Defer[Int][x/(3 + 4*x + x^2 + E^x*Log[x^2])^2, x]/5 + (3*Defer[Int][x^2/(3 + 4*x + x^2 + E^x*Log[x^2])^2, x])/5 + Defer[Int][x^3/(3 + 4*x + x^2 + E^x*Log[x^2])^2, x]/5 + (14*Defer[Int][1/(Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])^2), x])/5 + (6*Defer[Int][1/(x*Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])^2), x])/5 + 2*Defer[Int][x/(Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])^2), x] + (2*Defer[Int][x^2/(Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])^2), x])/5 - Defer[Int][x/(3 + 4*x + x^2 + E^x*Log[x^2]), x]/5 - (2*Defer[Int][1/(Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])), x])/5 - (2*Defer[Int][1/(x*Log[x^2]*(3 + 4*x + x^2 + E^x*Log[x^2])), x])/5","F",0,0,0,0,-1,"{}"
5947,0,0,0,6.9646841,"\int \frac{e^{2 x} \left(e^4 (48-96 x)-168 x+168 x^2+e^{\frac{1}{3} (2-2 x)} (-48+128 x)\right)}{48 e^8 x^2+48 e^{\frac{2}{3} (2-2 x)} x^2-168 e^4 x^3+147 x^4+e^{\frac{1}{3} (2-2 x)} \left(-96 e^4 x^2+168 x^3\right)} \, dx","Int[(E^(2*x)*(E^4*(48 - 96*x) - 168*x + 168*x^2 + E^((2 - 2*x)/3)*(-48 + 128*x)))/(48*E^8*x^2 + 48*E^((2*(2 - 2*x))/3)*x^2 - 168*E^4*x^3 + 147*x^4 + E^((2 - 2*x)/3)*(-96*E^4*x^2 + 168*x^3)),x]","\int \frac{e^{2 x} \left(e^4 (48-96 x)-168 x+168 x^2+e^{\frac{1}{3} (2-2 x)} (-48+128 x)\right)}{48 e^8 x^2+48 e^{\frac{2}{3} (2-2 x)} x^2-168 e^4 x^3+147 x^4+e^{\frac{1}{3} (2-2 x)} \left(-96 e^4 x^2+168 x^3\right)} \, dx","\frac{e^{2 x}}{x \left(\frac{7 x}{4}+e^{\frac{2 (1-x)}{3}}-e^4\right)}",1,"E^(-2/3 + (8*x)/3)/x - (56*Defer[Int][E^((10*x)/3)/(-4*E^(2/3) + 4*E^(4 + (2*x)/3) - 7*E^((2*x)/3)*x)^2, x])/3 - (4*(21 - 8*E^4)*Defer[Int][E^((10*x)/3)/(x*(-4*E^(2/3) + 4*E^(4 + (2*x)/3) - 7*E^((2*x)/3)*x)^2), x])/3 + (56*Defer[Int][E^(-2/3 + (10*x)/3)/(-4*E^(2/3) + 4*E^(4 + (2*x)/3) - 7*E^((2*x)/3)*x), x])/3 + 4*Defer[Int][E^(10/3 + (10*x)/3)/(x^2*(-4*E^(2/3) + 4*E^(4 + (2*x)/3) - 7*E^((2*x)/3)*x)), x] - ((21 + 32*E^4)*Defer[Int][E^(-2/3 + (10*x)/3)/(x*(-4*E^(2/3) + 4*E^(4 + (2*x)/3) - 7*E^((2*x)/3)*x)), x])/3","F",0,0,0,0,-1,"{}"
5948,0,0,0,0.1391157,"\int \frac{(20+4 x) \log \left(\frac{1}{25} e^{2 x} \left(576+288 x+36 x^2\right)\right)}{4+x} \, dx","Int[((20 + 4*x)*Log[(E^(2*x)*(576 + 288*x + 36*x^2))/25])/(4 + x),x]","\int \frac{(20+4 x) \log \left(\frac{1}{25} e^{2 x} \left(576+288 x+36 x^2\right)\right)}{4+x} \, dx","\log ^2\left(\frac{36}{25} e^{2 x} (x+4)^2\right)-3",1,"-8*x - 4*x^2 + 32*Log[4 + x] + 4*x*Log[(36*E^(2*x)*(4 + x)^2)/25] + 4*Defer[Int][Log[(36*E^(2*x)*(4 + x)^2)/25]/(4 + x), x]","F",0,0,0,0,-1,"{}"
5949,-1,0,0,180.0007778,"\int \frac{4+4 x+\exp \left(\frac{1}{16} \left(-625 e^{12+4 x}+16 x-2500 e^{9+3 x} x-3750 e^{6+2 x} x^2-2500 e^{3+x} x^3-625 x^4+\left(-500 e^{9+3 x}-1500 e^{6+2 x} x-1500 e^{3+x} x^2-500 x^3\right) \log (x)+\left(-150 e^{6+2 x}-300 e^{3+x} x-150 x^2\right) \log ^2(x)+\left(-20 e^{3+x}-20 x\right) \log ^3(x)-\log ^4(x)\right)\right) \left(-4 x+625 e^{12+4 x} x+125 x^3+625 x^4+e^{9+3 x} \left(125+625 x+1875 x^2\right)+e^{6+2 x} \left(375 x+1875 x^2+1875 x^3\right)+e^{3+x} \left(375 x^2+1875 x^3+625 x^4\right)+\left(375 e^{9+3 x} x+75 x^2+375 x^3+e^{6+2 x} \left(75+375 x+750 x^2\right)+e^{3+x} \left(150 x+750 x^2+375 x^3\right)\right) \log (x)+\left(15 x+75 e^{6+2 x} x+75 x^2+e^{3+x} \left(15+75 x+75 x^2\right)\right) \log ^2(x)+\left(1+5 x+5 e^{3+x} x\right) \log ^3(x)\right)}{4 x} \, dx","Int[(4 + 4*x + E^((-625*E^(12 + 4*x) + 16*x - 2500*E^(9 + 3*x)*x - 3750*E^(6 + 2*x)*x^2 - 2500*E^(3 + x)*x^3 - 625*x^4 + (-500*E^(9 + 3*x) - 1500*E^(6 + 2*x)*x - 1500*E^(3 + x)*x^2 - 500*x^3)*Log[x] + (-150*E^(6 + 2*x) - 300*E^(3 + x)*x - 150*x^2)*Log[x]^2 + (-20*E^(3 + x) - 20*x)*Log[x]^3 - Log[x]^4)/16)*(-4*x + 625*E^(12 + 4*x)*x + 125*x^3 + 625*x^4 + E^(9 + 3*x)*(125 + 625*x + 1875*x^2) + E^(6 + 2*x)*(375*x + 1875*x^2 + 1875*x^3) + E^(3 + x)*(375*x^2 + 1875*x^3 + 625*x^4) + (375*E^(9 + 3*x)*x + 75*x^2 + 375*x^3 + E^(6 + 2*x)*(75 + 375*x + 750*x^2) + E^(3 + x)*(150*x + 750*x^2 + 375*x^3))*Log[x] + (15*x + 75*E^(6 + 2*x)*x + 75*x^2 + E^(3 + x)*(15 + 75*x + 75*x^2))*Log[x]^2 + (1 + 5*x + 5*E^(3 + x)*x)*Log[x]^3))/(4*x),x]","\text{\$Aborted}","x-e^{x-\frac{1}{16} \left(5 \left(x+e^{x+3}\right)+\log (x)\right)^4}+\log (x)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5950,0,0,0,0.2572952,"\int \frac{50-130 x-25 \log \left(x^2\right)-100 \log ^2\left(x^2\right)}{\left(25-130 x+169 x^2\right) \log ^2\left(x^2\right)} \, dx","Int[(50 - 130*x - 25*Log[x^2] - 100*Log[x^2]^2)/((25 - 130*x + 169*x^2)*Log[x^2]^2),x]","\int \frac{50-130 x-25 \log \left(x^2\right)-100 \log ^2\left(x^2\right)}{\left(25-130 x+169 x^2\right) \log ^2\left(x^2\right)} \, dx","\frac{\frac{x}{\log \left(x^2\right)}+4 x}{x \left(\frac{3 x-5}{5 x}+2\right)}",1,"-100/(13*(5 - 13*x)) - 10*Defer[Int][1/((-5 + 13*x)*Log[x^2]^2), x] - 25*Defer[Int][1/((-5 + 13*x)^2*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
5951,1,162,0,1.5774944,"\int \frac{e^{-\frac{2 \left(e^{9+6 x+x^2}-x\right)}{x \log (\log (x))}} \left(8 e^{17+6 x+x^2}-8 e^8 x+e^{17+6 x+x^2} \left(8-48 x-16 x^2\right) \log (x) \log (\log (x))-8 e^8 x \log (x) \log ^2(\log (x))\right)}{x^4 \log (x) \log ^2(\log (x))} \, dx","Int[(8*E^(17 + 6*x + x^2) - 8*E^8*x + E^(17 + 6*x + x^2)*(8 - 48*x - 16*x^2)*Log[x]*Log[Log[x]] - 8*E^8*x*Log[x]*Log[Log[x]]^2)/(E^((2*(E^(9 + 6*x + x^2) - x))/(x*Log[Log[x]]))*x^4*Log[x]*Log[Log[x]]^2),x]","\frac{4 e^{-\frac{2 \left(e^{x^2+6 x+9}-x\right)}{x \log (\log (x))}} \left(e^{x^2+6 x+17}+e^{x^2+6 x+17} \left(-2 x^2-6 x+1\right) \log (x) \log (\log (x))-e^8 x\right)}{x^4 \log (x) \left(\frac{e^{x^2+6 x+9}-x}{x^2 \log (x) \log ^2(\log (x))}+\frac{e^{x^2+6 x+9}-x}{x^2 \log (\log (x))}+\frac{1-2 e^{x^2+6 x+9} (x+3)}{x \log (\log (x))}\right) \log ^2(\log (x))}","\frac{4 e^{8-\frac{2 \left(e^{(x+3)^2}-x\right)}{x \log (\log (x))}}}{x^2}",1,"(4*(E^(17 + 6*x + x^2) - E^8*x + E^(17 + 6*x + x^2)*(1 - 6*x - 2*x^2)*Log[x]*Log[Log[x]]))/(E^((2*(E^(9 + 6*x + x^2) - x))/(x*Log[Log[x]]))*x^4*Log[x]*((E^(9 + 6*x + x^2) - x)/(x^2*Log[x]*Log[Log[x]]^2) + (E^(9 + 6*x + x^2) - x)/(x^2*Log[Log[x]]) + (1 - 2*E^(9 + 6*x + x^2)*(3 + x))/(x*Log[Log[x]]))*Log[Log[x]]^2)","B",1,1,97,0.01031,1,"{2288}"
5952,1,30,0,0.3445104,"\int \frac{8-32 e^{2 x}-32 x+e^x (32+32 x)}{100+e^{16}+4 e^{4 x}-20 x-16 e^{3 x} x+41 x^2-4 x^3+4 x^4+e^8 \left(20-2 x+4 x^2\right)+e^{2 x} \left(40+4 e^8-4 x+24 x^2\right)+e^x \left(-80 x-8 e^8 x+8 x^2-16 x^3\right)} \, dx","Int[(8 - 32*E^(2*x) - 32*x + E^x*(32 + 32*x))/(100 + E^16 + 4*E^(4*x) - 20*x - 16*E^(3*x)*x + 41*x^2 - 4*x^3 + 4*x^4 + E^8*(20 - 2*x + 4*x^2) + E^(2*x)*(40 + 4*E^8 - 4*x + 24*x^2) + E^x*(-80*x - 8*E^8*x + 8*x^2 - 16*x^3)),x]","\frac{8}{2 x^2-4 e^x x-x+2 e^{2 x}+e^8+10}","\frac{4}{\left(e^x-x\right)^2+\frac{1}{2} \left(e^8-x\right)+5}+1",1,"8/(10 + E^8 + 2*E^(2*x) - x - 4*E^x*x + 2*x^2)","A",3,3,121,0.02479,1,"{6688, 12, 6686}"
5953,1,36,0,0.4499006,"\int \frac{-9 e^{15} x+9 e^{30} x+e^{30+\frac{4}{x}+\frac{x}{9}} \left(36+9 x-x^2\right)}{9 x+9 e^{30+\frac{8}{x}+\frac{2 x}{9}} x+e^{15} \left(-18 x+18 x^2\right)+e^{30} \left(9 x-18 x^2+9 x^3\right)+e^{\frac{4}{x}+\frac{x}{9}} \left(-18 e^{15} x+e^{30} \left(18 x-18 x^2\right)\right)} \, dx","Int[(-9*E^15*x + 9*E^30*x + E^(30 + 4/x + x/9)*(36 + 9*x - x^2))/(9*x + 9*E^(30 + 8/x + (2*x)/9)*x + E^15*(-18*x + 18*x^2) + E^30*(9*x - 18*x^2 + 9*x^3) + E^(4/x + x/9)*(-18*E^15*x + E^30*(18*x - 18*x^2))),x]","-\frac{e^{15} x}{-e^{15} (1-x)-e^{\frac{x}{9}+\frac{4}{x}+15}+1}","\frac{x}{-x+e^{\frac{x}{9}+\frac{4}{x}}-\frac{1}{e^{15}}+1}",1,"-((E^15*x)/(1 - E^(15 + 4/x + x/9) - E^15*(1 - x)))","A",4,4,127,0.03150,1,"{6, 6688, 12, 6687}"
5954,0,0,0,0.5350436,"\int \frac{260+96 e^{2 x}+5 e^{4 x}+2 x-x^2}{256+32 e^{2 x}+e^{4 x}+4 x-x^2} \, dx","Int[(260 + 96*E^(2*x) + 5*E^(4*x) + 2*x - x^2)/(256 + 32*E^(2*x) + E^(4*x) + 4*x - x^2),x]","\int \frac{260+96 e^{2 x}+5 e^{4 x}+2 x-x^2}{256+32 e^{2 x}+e^{4 x}+4 x-x^2} \, dx","\log \left(e^x \left(\frac{1}{3} \left(-x^2+\left(e^{2 x}+16\right)^2+x\right)+x\right)\right)",1,"5*x - 1020*Defer[Int][(256 + 32*E^(2*x) + E^(4*x) + 4*x - x^2)^(-1), x] - 64*Defer[Int][E^(2*x)/(256 + 32*E^(2*x) + E^(4*x) + 4*x - x^2), x] + 18*Defer[Int][x/(-256 - 32*E^(2*x) - E^(4*x) - 4*x + x^2), x] - 4*Defer[Int][x^2/(-256 - 32*E^(2*x) - E^(4*x) - 4*x + x^2), x]","F",0,0,0,0,-1,"{}"
5955,0,0,0,4.3711181,"\int \frac{e^{-\frac{60+20 x^4-e^x x^4}{2 x^4}} \left(240+4 x^4+4 e^{\frac{60+20 x^4-e^x x^4}{2 x^4}} x^4+e^x x^5+e^{\frac{60+20 x^4-e^x x^4}{4 x^4}} \left(-240-8 x^4-e^x x^5\right)\right)}{2 x^3} \, dx","Int[(240 + 4*x^4 + 4*E^((60 + 20*x^4 - E^x*x^4)/(2*x^4))*x^4 + E^x*x^5 + E^((60 + 20*x^4 - E^x*x^4)/(4*x^4))*(-240 - 8*x^4 - E^x*x^5))/(2*E^((60 + 20*x^4 - E^x*x^4)/(2*x^4))*x^3),x]","\int \frac{e^{-\frac{60+20 x^4-e^x x^4}{2 x^4}} \left(240+4 x^4+4 e^{\frac{60+20 x^4-e^x x^4}{2 x^4}} x^4+e^x x^5+e^{\frac{60+20 x^4-e^x x^4}{4 x^4}} \left(-240-8 x^4-e^x x^5\right)\right)}{2 x^3} \, dx","\left(x-e^{-\frac{15}{x^4}+\frac{e^x}{4}-5} x\right)^2",1,"x^2 + 120*Defer[Int][E^(-10 + E^x/2 - 30/x^4)/x^3, x] - 120*Defer[Int][E^(-5 + E^x/4 - 15/x^4)/x^3, x] + 2*Defer[Int][E^(-10 + E^x/2 - 30/x^4)*x, x] - 4*Defer[Int][E^(-5 + E^x/4 - 15/x^4)*x, x] + Defer[Int][E^(-10 + E^x/2 - 30/x^4 + x)*x^2, x]/2 - Defer[Int][E^(-5 - 15/x^4 + (E^x + 4*x)/4)*x^2, x]/2","F",0,0,0,0,-1,"{}"
5956,-1,0,0,180.0024227,"\int \frac{\left(8 e^{10} x+4 x^2+14 x^3+16 x^4+8 x^5+e^5 \left(2 x+16 x^2+16 x^3\right)\right) \log \left(\frac{1+e^5 (4-x)+4 x+3 x^2-x^3}{e^5 x+x^2+x^3}\right)+\left(-2 x^2-10 x^3-14 x^4-4 x^5+2 x^6+e^{10} \left(-8 x+2 x^2\right)+e^5 \left(-2 x-16 x^2-12 x^3+4 x^4\right)\right) \log ^2\left(\frac{1+e^5 (4-x)+4 x+3 x^2-x^3}{e^5 x+x^2+x^3}\right)}{e^{10} (-4+x)-x-5 x^2-7 x^3-2 x^4+x^5+e^5 \left(-1-8 x-6 x^2+2 x^3\right)} \, dx","Int[((8*E^10*x + 4*x^2 + 14*x^3 + 16*x^4 + 8*x^5 + E^5*(2*x + 16*x^2 + 16*x^3))*Log[(1 + E^5*(4 - x) + 4*x + 3*x^2 - x^3)/(E^5*x + x^2 + x^3)] + (-2*x^2 - 10*x^3 - 14*x^4 - 4*x^5 + 2*x^6 + E^10*(-8*x + 2*x^2) + E^5*(-2*x - 16*x^2 - 12*x^3 + 4*x^4))*Log[(1 + E^5*(4 - x) + 4*x + 3*x^2 - x^3)/(E^5*x + x^2 + x^3)]^2)/(E^10*(-4 + x) - x - 5*x^2 - 7*x^3 - 2*x^4 + x^5 + E^5*(-1 - 8*x - 6*x^2 + 2*x^3)),x]","\text{\$Aborted}","x^2 \log ^2\left(\frac{\frac{1}{x^2+x+e^5}-x+4}{x}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
5957,0,0,0,0.2817988,"\int \frac{1+2 x+e^{16-8 e^{x^2}+e^{2 x^2}} \left(-x+16 e^{x^2} x^3-4 e^{2 x^2} x^3\right)}{x} \, dx","Int[(1 + 2*x + E^(16 - 8*E^x^2 + E^(2*x^2))*(-x + 16*E^x^2*x^3 - 4*E^(2*x^2)*x^3))/x,x]","\int \frac{1+2 x+e^{16-8 e^{x^2}+e^{2 x^2}} \left(-x+16 e^{x^2} x^3-4 e^{2 x^2} x^3\right)}{x} \, dx","-e^{\left(4-e^{x^2}\right)^2} x+2 x+\log (x)+1",1,"2*x + Log[x] - Defer[Int][E^(-4 + E^x^2)^2, x] + 16*Defer[Int][E^(16 - 8*E^x^2 + E^(2*x^2) + x^2)*x^2, x] - 4*Defer[Int][E^(16 - 8*E^x^2 + E^(2*x^2) + 2*x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
5958,0,0,0,19.7019366,"\int \frac{\left(2 e^x x^2+e^{\frac{5 e^{-x}}{x}} (-10-10 x) \log (18)\right) \log \left(\frac{x+e^{\frac{5 e^{-x}}{x}} \log (18)}{\log (18)}\right)+\left(e^x x^2+e^{\frac{5 e^{-x}}{x}+x} x \log (18)\right) \log ^2\left(\frac{x+e^{\frac{5 e^{-x}}{x}} \log (18)}{\log (18)}\right)}{2 e^x x^2+2 e^{\frac{5 e^{-x}}{x}+x} x \log (18)} \, dx","Int[((2*E^x*x^2 + E^(5/(E^x*x))*(-10 - 10*x)*Log[18])*Log[(x + E^(5/(E^x*x))*Log[18])/Log[18]] + (E^x*x^2 + E^(5/(E^x*x) + x)*x*Log[18])*Log[(x + E^(5/(E^x*x))*Log[18])/Log[18]]^2)/(2*E^x*x^2 + 2*E^(5/(E^x*x) + x)*x*Log[18]),x]","\int \frac{\left(2 e^x x^2+e^{\frac{5 e^{-x}}{x}} (-10-10 x) \log (18)\right) \log \left(\frac{x+e^{\frac{5 e^{-x}}{x}} \log (18)}{\log (18)}\right)+\left(e^x x^2+e^{\frac{5 e^{-x}}{x}+x} x \log (18)\right) \log ^2\left(\frac{x+e^{\frac{5 e^{-x}}{x}} \log (18)}{\log (18)}\right)}{2 e^x x^2+2 e^{\frac{5 e^{-x}}{x}+x} x \log (18)} \, dx","\frac{1}{2} x \log ^2\left(e^{\frac{5 e^{-x}}{x}}+\frac{x}{\log (18)}\right)",1,"-5*Log[18]*Log[E^(5/(E^x*x)) + x/Log[18]]*Defer[Int][E^(5/(E^x*x) - x)/(x + E^(5/(E^x*x))*Log[18]), x] - 5*Log[18]*Log[E^(5/(E^x*x)) + x/Log[18]]*Defer[Int][E^(5/(E^x*x) - x)/(x*(x + E^(5/(E^x*x))*Log[18])), x] + Log[E^(5/(E^x*x)) + x/Log[18]]*Defer[Int][x/(x + E^(5/(E^x*x))*Log[18]), x] + Defer[Int][Log[E^(5/(E^x*x)) + x/Log[18]]^2, x]/2 + 5*Log[18]*Defer[Int][Defer[Int][E^(5/(E^x*x) - x)/(x + E^(5/(E^x*x))*Log[18]), x]/(x + E^(5/(E^x*x))*Log[18]), x] - 25*Log[18]^2*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][E^(5/(E^x*x) - x)/(x + E^(5/(E^x*x))*Log[18]), x])/(x^2*(x + E^(5/(E^x*x))*Log[18])), x] - 25*Log[18]^2*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][E^(5/(E^x*x) - x)/(x + E^(5/(E^x*x))*Log[18]), x])/(x*(x + E^(5/(E^x*x))*Log[18])), x] - Defer[Int][Defer[Int][x/(x + E^(5/(E^x*x))*Log[18]), x]/(x + E^(5/(E^x*x))*Log[18]), x] + 5*Log[18]*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][x/(x + E^(5/(E^x*x))*Log[18]), x])/(x^2*(x + E^(5/(E^x*x))*Log[18])), x] + 5*Log[18]*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][x/(x + E^(5/(E^x*x))*Log[18]), x])/(x*(x + E^(5/(E^x*x))*Log[18])), x] + 5*Log[18]*Defer[Int][Defer[Int][E^(5/(E^x*x) - x)/(x^2 + E^(5/(E^x*x))*x*Log[18]), x]/(x + E^(5/(E^x*x))*Log[18]), x] - 25*Log[18]^2*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][E^(5/(E^x*x) - x)/(x^2 + E^(5/(E^x*x))*x*Log[18]), x])/(x^2*(x + E^(5/(E^x*x))*Log[18])), x] - 25*Log[18]^2*Defer[Int][(E^(5/(E^x*x) - x)*Defer[Int][E^(5/(E^x*x) - x)/(x^2 + E^(5/(E^x*x))*x*Log[18]), x])/(x*(x + E^(5/(E^x*x))*Log[18])), x]","F",0,0,0,0,-1,"{}"
5959,1,35,0,0.0726632,"\int \frac{e^{1-10 x-x^2} \left(2-20 x-14 x^2-2 x^3\right)}{4+4 x+x^2} \, dx","Int[(E^(1 - 10*x - x^2)*(2 - 20*x - 14*x^2 - 2*x^3))/(4 + 4*x + x^2),x]","\frac{e^{-x^2-10 x+1} \left(x^3+7 x^2+10 x\right)}{(x+2)^2 (x+5)}","\frac{e^{1-x (x+10)} x}{x+2}",1,"(E^(1 - 10*x - x^2)*(10*x + 7*x^2 + x^3))/((2 + x)^2*(5 + x))","B",2,2,38,0.05263,1,"{27, 2288}"
5960,0,0,0,1.5771839,"\int \frac{e^{5+x^2} \left(-3 x^2-4 x^3-4 x^4-4 x^5-4 x^6+6 x^7\right)}{1+4 x+8 x^2+2 x^3-8 x^4-12 x^5+9 x^6} \, dx","Int[(E^(5 + x^2)*(-3*x^2 - 4*x^3 - 4*x^4 - 4*x^5 - 4*x^6 + 6*x^7))/(1 + 4*x + 8*x^2 + 2*x^3 - 8*x^4 - 12*x^5 + 9*x^6),x]","\int \frac{e^{5+x^2} \left(-3 x^2-4 x^3-4 x^4-4 x^5-4 x^6+6 x^7\right)}{1+4 x+8 x^2+2 x^3-8 x^4-12 x^5+9 x^6} \, dx","\frac{e^{x^2+5} x}{x^2-\left(-x+\frac{1}{x}+1\right)^2+x-3}",1,"E^(5 + x^2)/3 + (2*E^5*Sqrt[Pi]*Erfi[x])/9 - (16*Defer[Int][E^(5 + x^2)/(-1 - 2*x - 2*x^2 + 3*x^3)^2, x])/9 - (38*Defer[Int][(E^(5 + x^2)*x)/(-1 - 2*x - 2*x^2 + 3*x^3)^2, x])/9 - (71*Defer[Int][(E^(5 + x^2)*x^2)/(-1 - 2*x - 2*x^2 + 3*x^3)^2, x])/9 - (4*Defer[Int][E^(5 + x^2)/(-1 - 2*x - 2*x^2 + 3*x^3), x])/3 + (8*Defer[Int][(E^(5 + x^2)*x)/(-1 - 2*x - 2*x^2 + 3*x^3), x])/9 + (20*Defer[Int][(E^(5 + x^2)*x^2)/(-1 - 2*x - 2*x^2 + 3*x^3), x])/9","F",0,0,0,0,-1,"{}"
5961,0,0,0,4.3404746,"\int \frac{e^{\frac{2-\log \left(\frac{(-4+x) \log (4)}{16 x}\right)}{-2+x}} \left(8+4 x-2 x^2+\left(-4 x+x^2\right) \log \left(\frac{(-4+x) \log (4)}{16 x}\right)\right)}{-16 x+20 x^2-8 x^3+x^4} \, dx","Int[(E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))*(8 + 4*x - 2*x^2 + (-4*x + x^2)*Log[((-4 + x)*Log[4])/(16*x)]))/(-16*x + 20*x^2 - 8*x^3 + x^4),x]","\int \frac{e^{\frac{2-\log \left(\frac{(-4+x) \log (4)}{16 x}\right)}{-2+x}} \left(8+4 x-2 x^2+\left(-4 x+x^2\right) \log \left(\frac{(-4+x) \log (4)}{16 x}\right)\right)}{-16 x+20 x^2-8 x^3+x^4} \, dx","e^{\frac{2-\log \left(\frac{(x-4) \log (4)}{16 x}\right)}{x-2}}",1,"-2*Defer[Int][E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))/(2 - x), x] - Defer[Int][E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))/(-4 + x), x]/2 - 2*Defer[Int][E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))/(-2 + x)^2, x] - Defer[Int][E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))/(-2 + x), x] - Defer[Int][E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))/x, x]/2 + Defer[Int][(E^((2 - Log[((-4 + x)*Log[4])/(16*x)])/(-2 + x))*Log[Log[4]/16 - Log[4]/(4*x)])/(2 - x)^2, x]","F",0,0,0,0,-1,"{}"
5962,0,0,0,0.3513899,"\int \frac{\left(e^{\frac{3}{4}-\frac{x^2}{e}}\right)^{\frac{1}{x}} \left(-2 x^2-e \log \left(e^{\frac{3}{4}-\frac{x^2}{e}}\right)\right)}{e x^2} \, dx","Int[((E^(3/4 - x^2/E))^x^(-1)*(-2*x^2 - E*Log[E^(3/4 - x^2/E)]))/(E*x^2),x]","\int \frac{\left(e^{\frac{3}{4}-\frac{x^2}{e}}\right)^{\frac{1}{x}} \left(-2 x^2-e \log \left(e^{\frac{3}{4}-\frac{x^2}{e}}\right)\right)}{e x^2} \, dx","\left(e^{\frac{3}{4}-\frac{x^2}{e}}\right)^{\frac{1}{x}}+5",1,"(-2*Defer[Int][(E^(3/4 - x^2/E))^x^(-1), x])/E - Log[E^(3/4 - x^2/E)]*Defer[Int][(E^(3/4 - x^2/E))^x^(-1)/x^2, x] - (2*Defer[Int][x*Defer[Int][(E^(3/4 - x^2/E))^x^(-1)/x^2, x], x])/E","F",0,0,0,0,-1,"{}"
5963,1,25,0,2.1327054,"\int \exp \left(81+e^{2 x} \left(4+8 e^3+4 e^6\right)+18 x+x^2+4 e^6 x^2+e^3 \left(36 x+4 x^2\right)+e^x \left(36+4 x+8 e^6 x+e^3 (36+12 x)\right)\right) \left(18+e^{2 x} \left(8+16 e^3+8 e^6\right)+2 x+8 e^6 x+e^3 (36+8 x)+e^x \left(40+4 x+e^6 (8+8 x)+e^3 (48+12 x)\right)\right) \, dx","Int[E^(81 + E^(2*x)*(4 + 8*E^3 + 4*E^6) + 18*x + x^2 + 4*E^6*x^2 + E^3*(36*x + 4*x^2) + E^x*(36 + 4*x + 8*E^6*x + E^3*(36 + 12*x)))*(18 + E^(2*x)*(8 + 16*E^3 + 8*E^6) + 2*x + 8*E^6*x + E^3*(36 + 8*x) + E^x*(40 + 4*x + E^6*(8 + 8*x) + E^3*(48 + 12*x))),x]","e^{\left(\left(1+2 e^3\right) x+2 \left(1+e^3\right) e^x+9\right)^2}","e^{\left(-x+2 \left(1+e^3\right) \left(x+e^x\right)+9\right)^2}+1",1,"E^(9 + 2*E^x*(1 + E^3) + (1 + 2*E^3)*x)^2","A",4,4,139,0.02878,1,"{6, 6688, 12, 6706}"
5964,0,0,0,4.7447338,"\int \frac{e \left(-30 x^4-5 x^5\right)+\left(x^3+30 x^5+5 x^6\right) \log ^2(x)+\left(e \left(60 x^2+10 x^3\right)+\left(-x-60 x^3-10 x^4\right) \log ^2(x)\right) \log (2 x)+\left(e (-30-5 x)+\left(30 x+5 x^2\right) \log ^2(x)\right) \log ^2(2 x)+\left(6+x-12 x^2-2 x^3\right) \log ^2(x) \log (6+x)}{\left(30 x^5+5 x^6\right) \log ^2(x)+\left(-60 x^3-10 x^4\right) \log ^2(x) \log (2 x)+\left(30 x+5 x^2\right) \log ^2(x) \log ^2(2 x)} \, dx","Int[(E*(-30*x^4 - 5*x^5) + (x^3 + 30*x^5 + 5*x^6)*Log[x]^2 + (E*(60*x^2 + 10*x^3) + (-x - 60*x^3 - 10*x^4)*Log[x]^2)*Log[2*x] + (E*(-30 - 5*x) + (30*x + 5*x^2)*Log[x]^2)*Log[2*x]^2 + (6 + x - 12*x^2 - 2*x^3)*Log[x]^2*Log[6 + x])/((30*x^5 + 5*x^6)*Log[x]^2 + (-60*x^3 - 10*x^4)*Log[x]^2*Log[2*x] + (30*x + 5*x^2)*Log[x]^2*Log[2*x]^2),x]","\int \frac{e \left(-30 x^4-5 x^5\right)+\left(x^3+30 x^5+5 x^6\right) \log ^2(x)+\left(e \left(60 x^2+10 x^3\right)+\left(-x-60 x^3-10 x^4\right) \log ^2(x)\right) \log (2 x)+\left(e (-30-5 x)+\left(30 x+5 x^2\right) \log ^2(x)\right) \log ^2(2 x)+\left(6+x-12 x^2-2 x^3\right) \log ^2(x) \log (6+x)}{\left(30 x^5+5 x^6\right) \log ^2(x)+\left(-60 x^3-10 x^4\right) \log ^2(x) \log (2 x)+\left(30 x+5 x^2\right) \log ^2(x) \log ^2(2 x)} \, dx","\frac{\log (x+6)}{5 \left(x^2-\log (2 x)\right)}+x+\frac{e}{\log (x)}",1,"x + E/Log[x] + Defer[Int][1/((6 + x)*(x^2 - Log[2*x])), x]/5 + Defer[Int][Log[6 + x]/(x*(x^2 - Log[2*x])^2), x]/5 - (2*Defer[Int][(x*Log[6 + x])/(x^2 - Log[2*x])^2, x])/5","F",0,0,0,0,-1,"{}"
5965,0,0,0,1.6852264,"\int \frac{\exp \left(e^{\frac{-x+(4+x) \log (x)}{4+x}}+\frac{-x+(4+x) \log (x)}{4+x}\right) \left(16+4 x+x^2\right)}{16 x+8 x^2+x^3} \, dx","Int[(E^(E^((-x + (4 + x)*Log[x])/(4 + x)) + (-x + (4 + x)*Log[x])/(4 + x))*(16 + 4*x + x^2))/(16*x + 8*x^2 + x^3),x]","\int \frac{\exp \left(e^{\frac{-x+(4+x) \log (x)}{4+x}}+\frac{-x+(4+x) \log (x)}{4+x}\right) \left(16+4 x+x^2\right)}{16 x+8 x^2+x^3} \, dx","e^{e^{\frac{x}{-x-4}} x}",1,"Defer[Int][E^(x/E^(x/(4 + x)) - x/(4 + x)), x] + 16*Defer[Int][E^(x/E^(x/(4 + x)) - x/(4 + x))/(4 + x)^2, x] - 4*Defer[Int][E^(x/E^(x/(4 + x)) - x/(4 + x))/(4 + x), x]","F",0,0,0,0,-1,"{}"
5966,1,43,0,16.8474151,"\int \frac{e^{4/x} \left(420 x+24 x^2-12 x^3\right) \log \left(\frac{5+x}{x}\right)+\log (x) \left(e^{4/x} \left(-420 x+60 x^2\right)+e^{4/x} \left(-1680+324 x+12 x^2-24 x^3\right) \log \left(\frac{5+x}{x}\right)\right)}{5 x+x^2} \, dx","Int[(E^(4/x)*(420*x + 24*x^2 - 12*x^3)*Log[(5 + x)/x] + Log[x]*(E^(4/x)*(-420*x + 60*x^2) + E^(4/x)*(-1680 + 324*x + 12*x^2 - 24*x^3)*Log[(5 + x)/x]))/(5*x + x^2),x]","84 e^{4/x} x \log \left(\frac{5}{x}+1\right) \log (x)-12 e^{4/x} x^2 \log \left(\frac{5}{x}+1\right) \log (x)","12 e^{4/x} (7-x) x \log \left(\frac{5}{x}+1\right) \log (x)",1,"84*E^(4/x)*x*Log[1 + 5/x]*Log[x] - 12*E^(4/x)*x^2*Log[1 + 5/x]*Log[x]","A",175,16,93,0.1720,1,"{1593, 6742, 6688, 2226, 2206, 2210, 2214, 2554, 6483, 6475, 12, 14, 2222, 2228, 2178, 2557}"
5967,1,43,0,0.0164293,"\int \frac{1}{4} \left(1+2 x+e^x (1+x)+(-4-8 x) \log (9)\right) \, dx","Int[(1 + 2*x + E^x*(1 + x) + (-4 - 8*x)*Log[9])/4,x]","\frac{x^2}{4}+\frac{x}{4}-\frac{e^x}{4}+\frac{1}{4} e^x (x+1)-\frac{1}{4} (2 x+1)^2 \log (9)","\frac{1}{4} x \left(x+e^x+1\right)-\left(x^2+x\right) \log (9)",1,"-1/4*E^x + x/4 + x^2/4 + (E^x*(1 + x))/4 - ((1 + 2*x)^2*Log[9])/4","B",4,3,24,0.1250,1,"{12, 2176, 2194}"
5968,0,0,0,4.0169287,"\int \exp \left(-x+\frac{1}{5} e^{-x} \left(1125 x+150 x^2+5 x^3+e^x \left(225 x^3+30 x^4+x^5\right)\right)\right) \left(225-165 x-27 x^2-x^3+e^x \left(135 x^2+24 x^3+x^4\right)\right) \, dx","Int[E^(-x + (1125*x + 150*x^2 + 5*x^3 + E^x*(225*x^3 + 30*x^4 + x^5))/(5*E^x))*(225 - 165*x - 27*x^2 - x^3 + E^x*(135*x^2 + 24*x^3 + x^4)),x]","\int \exp \left(-x+\frac{1}{5} e^{-x} \left(1125 x+150 x^2+5 x^3+e^x \left(225 x^3+30 x^4+x^5\right)\right)\right) \left(225-165 x-27 x^2-x^3+e^x \left(135 x^2+24 x^3+x^4\right)\right) \, dx","e^{\left(\frac{x}{5}+\frac{e^{-x}}{x}\right) x^2 (x+15)^2}",1,"225*Defer[Int][E^(-x + 45*x^3 + 6*x^4 + x^5/5 + (x*(15 + x)^2)/E^x), x] - 165*Defer[Int][E^(-x + 45*x^3 + 6*x^4 + x^5/5 + (x*(15 + x)^2)/E^x)*x, x] + 135*Defer[Int][E^((x*(15 + x)^2*(5 + E^x*x^2))/(5*E^x))*x^2, x] - 27*Defer[Int][E^(-x + 45*x^3 + 6*x^4 + x^5/5 + (x*(15 + x)^2)/E^x)*x^2, x] + 24*Defer[Int][E^((x*(15 + x)^2*(5 + E^x*x^2))/(5*E^x))*x^3, x] - Defer[Int][E^(-x + 45*x^3 + 6*x^4 + x^5/5 + (x*(15 + x)^2)/E^x)*x^3, x] + Defer[Int][E^((x*(15 + x)^2*(5 + E^x*x^2))/(5*E^x))*x^4, x]","F",0,0,0,0,-1,"{}"
5969,0,0,0,45.6504844,"\int \frac{-4 x^2+2 x^3+\left(8 x-8 x^2+2 x^3\right) \log (1-x)+\left(-4+6 x-2 x^2\right) \log ^2(1-x)+e^{10-2 e^x} \left(-4 x^2+2 x^3+e^x \left(-4 x^3+4 x^4\right)+\left(4 x-2 x^2+e^x \left(8 x^2-8 x^3\right)\right) \log (1-x)+e^x \left(-4 x+4 x^2\right) \log ^2(1-x)\right)+\left(4 x^2-2 x^3+\left(-4 x+2 x^2\right) \log (1-x)\right) \log \left(x^2\right)}{-x^4+x^5+e^{30-6 e^x} \left(-x+x^2\right)+\left(3 x^3-3 x^4\right) \log \left(x^2\right)+\left(-3 x^2+3 x^3\right) \log ^2\left(x^2\right)+\left(x-x^2\right) \log ^3\left(x^2\right)+e^{20-4 e^x} \left(-3 x^2+3 x^3+\left(3 x-3 x^2\right) \log \left(x^2\right)\right)+e^{10-2 e^x} \left(-3 x^3+3 x^4+\left(6 x^2-6 x^3\right) \log \left(x^2\right)+\left(-3 x+3 x^2\right) \log ^2\left(x^2\right)\right)} \, dx","Int[(-4*x^2 + 2*x^3 + (8*x - 8*x^2 + 2*x^3)*Log[1 - x] + (-4 + 6*x - 2*x^2)*Log[1 - x]^2 + E^(10 - 2*E^x)*(-4*x^2 + 2*x^3 + E^x*(-4*x^3 + 4*x^4) + (4*x - 2*x^2 + E^x*(8*x^2 - 8*x^3))*Log[1 - x] + E^x*(-4*x + 4*x^2)*Log[1 - x]^2) + (4*x^2 - 2*x^3 + (-4*x + 2*x^2)*Log[1 - x])*Log[x^2])/(-x^4 + x^5 + E^(30 - 6*E^x)*(-x + x^2) + (3*x^3 - 3*x^4)*Log[x^2] + (-3*x^2 + 3*x^3)*Log[x^2]^2 + (x - x^2)*Log[x^2]^3 + E^(20 - 4*E^x)*(-3*x^2 + 3*x^3 + (3*x - 3*x^2)*Log[x^2]) + E^(10 - 2*E^x)*(-3*x^3 + 3*x^4 + (6*x^2 - 6*x^3)*Log[x^2] + (-3*x + 3*x^2)*Log[x^2]^2)),x]","\int \frac{-4 x^2+2 x^3+\left(8 x-8 x^2+2 x^3\right) \log (1-x)+\left(-4+6 x-2 x^2\right) \log ^2(1-x)+e^{10-2 e^x} \left(-4 x^2+2 x^3+e^x \left(-4 x^3+4 x^4\right)+\left(4 x-2 x^2+e^x \left(8 x^2-8 x^3\right)\right) \log (1-x)+e^x \left(-4 x+4 x^2\right) \log ^2(1-x)\right)+\left(4 x^2-2 x^3+\left(-4 x+2 x^2\right) \log (1-x)\right) \log \left(x^2\right)}{-x^4+x^5+e^{30-6 e^x} \left(-x+x^2\right)+\left(3 x^3-3 x^4\right) \log \left(x^2\right)+\left(-3 x^2+3 x^3\right) \log ^2\left(x^2\right)+\left(x-x^2\right) \log ^3\left(x^2\right)+e^{20-4 e^x} \left(-3 x^2+3 x^3+\left(3 x-3 x^2\right) \log \left(x^2\right)\right)+e^{10-2 e^x} \left(-3 x^3+3 x^4+\left(6 x^2-6 x^3\right) \log \left(x^2\right)+\left(-3 x+3 x^2\right) \log ^2\left(x^2\right)\right)} \, dx","\frac{(\log (1-x)-x)^2}{\left(-\log \left(x^2\right)+x+e^{10-2 e^x}\right)^2}",1,"-2*Defer[Int][E^(6*E^x)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][E^(2*(5 + 2*E^x))/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][E^(6*E^x)/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] - 2*Defer[Int][E^(2*(5 + 2*E^x))/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] + 2*Defer[Int][(E^(6*E^x)*x)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] + 2*Defer[Int][(E^(2*(5 + 2*E^x))*x)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] + 4*Defer[Int][(E^(10 + 4*E^x + x)*x^2)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 6*Defer[Int][(E^(6*E^x)*Log[1 - x])/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][(E^(2*(5 + 2*E^x))*Log[1 - x])/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] + 2*Defer[Int][(E^(6*E^x)*Log[1 - x])/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] + 2*Defer[Int][(E^(2*(5 + 2*E^x))*Log[1 - x])/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] + 2*Defer[Int][(E^(6*E^x)*x*Log[1 - x])/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 8*Defer[Int][(E^(10 + 4*E^x + x)*x*Log[1 - x])/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][(E^(6*E^x)*Log[1 - x]^2)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] + 4*Defer[Int][(E^(10 + 4*E^x + x)*Log[1 - x]^2)/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] + 4*Defer[Int][(E^(6*E^x)*Log[1 - x]^2)/(x*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] + 2*Defer[Int][(E^(6*E^x)*Log[x^2])/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] - 2*Defer[Int][(E^(6*E^x)*x*Log[x^2])/(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][(E^(6*E^x)*Log[1 - x]*Log[x^2])/((-1 + x)*(E^10 + E^(2*E^x)*x - E^(2*E^x)*Log[x^2])^3), x] - 2*Defer[Int][(E^(6*E^x)*Log[x^2])/(-E^10 - E^(2*E^x)*x + E^(2*E^x)*Log[x^2])^3, x] - 2*Defer[Int][(E^(6*E^x)*Log[1 - x]*Log[x^2])/(-E^10 - E^(2*E^x)*x + E^(2*E^x)*Log[x^2])^3, x]","F",0,0,0,0,-1,"{}"
5970,0,0,0,10.4843469,"\int \frac{\exp \left(\frac{e^{5+4 x} \left(5 x+x^2\right)+e^5 \left(x+6 x^2+6 x^3+x^4\right)}{e^{4 x}+x+x^2}\right) \left(e^{5+8 x} (5+2 x)+e^{5+4 x} \left(1+8 x+10 x^2+4 x^3\right)+e^5 \left(5 x^2+12 x^3+9 x^4+2 x^5\right)\right)}{e^{8 x}+x^2+2 x^3+x^4+e^{4 x} \left(2 x+2 x^2\right)} \, dx","Int[(E^((E^(5 + 4*x)*(5*x + x^2) + E^5*(x + 6*x^2 + 6*x^3 + x^4))/(E^(4*x) + x + x^2))*(E^(5 + 8*x)*(5 + 2*x) + E^(5 + 4*x)*(1 + 8*x + 10*x^2 + 4*x^3) + E^5*(5*x^2 + 12*x^3 + 9*x^4 + 2*x^5)))/(E^(8*x) + x^2 + 2*x^3 + x^4 + E^(4*x)*(2*x + 2*x^2)),x]","\int \frac{\exp \left(\frac{e^{5+4 x} \left(5 x+x^2\right)+e^5 \left(x+6 x^2+6 x^3+x^4\right)}{e^{4 x}+x+x^2}\right) \left(e^{5+8 x} (5+2 x)+e^{5+4 x} \left(1+8 x+10 x^2+4 x^3\right)+e^5 \left(5 x^2+12 x^3+9 x^4+2 x^5\right)\right)}{e^{8 x}+x^2+2 x^3+x^4+e^{4 x} \left(2 x+2 x^2\right)} \, dx","e^{e^5 x \left(\frac{x+1}{x^2+x+e^{4 x}}+x+5\right)}",1,"5*Defer[Int][E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2)), x] + 2*Defer[Int][E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x, x] - Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x)/(E^(4*x) + x + x^2)^2, x] + Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x^2)/(E^(4*x) + x + x^2)^2, x] + 6*Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x^3)/(E^(4*x) + x + x^2)^2, x] + 4*Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x^4)/(E^(4*x) + x + x^2)^2, x] + Defer[Int][E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))/(E^(4*x) + x + x^2), x] - 2*Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x)/(E^(4*x) + x + x^2), x] - 4*Defer[Int][(E^(5 + (E^5*x*(1 + 5*E^(4*x) + 6*x + E^(4*x)*x + 6*x^2 + x^3))/(E^(4*x) + x + x^2))*x^2)/(E^(4*x) + x + x^2), x]","F",0,0,0,0,-1,"{}"
5971,0,0,0,5.4248999,"\int \frac{4-128 x-8 x^2+386 x^3-60 x^4-258 x^5+190 x^6+64 x^7+e^x \left(-128+256 x^2+64 x^3-128 x^4-64 x^5+192 x^6\right)+\left(4 x^2-128 x^3-4 x^4+254 x^5+64 x^6+e^x \left(-128 x^2+128 x^4+192 x^5\right)\right) \log \left(\frac{1}{256} \left(x^2+1024 e^{2 x} x^2-64 x^3+1024 x^4+e^x \left(-64 x^2+2048 x^3\right)\right)\right)}{-x^5+32 e^x x^5+32 x^6} \, dx","Int[(4 - 128*x - 8*x^2 + 386*x^3 - 60*x^4 - 258*x^5 + 190*x^6 + 64*x^7 + E^x*(-128 + 256*x^2 + 64*x^3 - 128*x^4 - 64*x^5 + 192*x^6) + (4*x^2 - 128*x^3 - 4*x^4 + 254*x^5 + 64*x^6 + E^x*(-128*x^2 + 128*x^4 + 192*x^5))*Log[(x^2 + 1024*E^(2*x)*x^2 - 64*x^3 + 1024*x^4 + E^x*(-64*x^2 + 2048*x^3))/256])/(-x^5 + 32*E^x*x^5 + 32*x^6),x]","\int \frac{4-128 x-8 x^2+386 x^3-60 x^4-258 x^5+190 x^6+64 x^7+e^x \left(-128+256 x^2+64 x^3-128 x^4-64 x^5+192 x^6\right)+\left(4 x^2-128 x^3-4 x^4+254 x^5+64 x^6+e^x \left(-128 x^2+128 x^4+192 x^5\right)\right) \log \left(\frac{1}{256} \left(x^2+1024 e^{2 x} x^2-64 x^3+1024 x^4+e^x \left(-64 x^2+2048 x^3\right)\right)\right)}{-x^5+32 e^x x^5+32 x^6} \, dx","\left(\frac{1}{x^2}+x+\log \left(\left(\frac{x}{16}-2 x \left(x+e^x\right)\right)^2\right)-1\right)^2",1,"x^(-4) - 4/x^2 - 2/x - 2*x + 3*x^2 - 6*(1 + x)^2 + (2*(1 + x)^2)/x^2 - 4*Log[x] + (2*Log[((1 - 32*E^x - 32*x)^2*x^2)/256])/x^2 + 6*x*Log[((1 - 32*E^x - 32*x)^2*x^2)/256] - 132*Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x] + 132*Log[((1 - 32*E^x - 32*x)^2*x^2)/256]*Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x] - 136*Defer[Int][x/(-1 + 32*E^x + 32*x), x] - 128*Log[((1 - 32*E^x - 32*x)^2*x^2)/256]*Defer[Int][x/(-1 + 32*E^x + 32*x), x] + 256*Defer[Int][x^2/(-1 + 32*E^x + 32*x), x] + 4*Defer[Int][Log[(x^2*(-1 + 32*E^x + 32*x)^2)/256]/x, x] - 264*Defer[Int][Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x], x] - 264*Defer[Int][Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x]/x, x] - 8712*Defer[Int][Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x]/(-1 + 32*E^x + 32*x), x] + 8448*Defer[Int][(x*Defer[Int][(-1 + 32*E^x + 32*x)^(-1), x])/(-1 + 32*E^x + 32*x), x] + 256*Defer[Int][Defer[Int][x/(-1 + 32*E^x + 32*x), x], x] + 256*Defer[Int][Defer[Int][x/(-1 + 32*E^x + 32*x), x]/x, x] + 8448*Defer[Int][Defer[Int][x/(-1 + 32*E^x + 32*x), x]/(-1 + 32*E^x + 32*x), x] - 8192*Defer[Int][(x*Defer[Int][x/(-1 + 32*E^x + 32*x), x])/(-1 + 32*E^x + 32*x), x]","F",0,0,0,0,-1,"{}"
5972,1,24,0,0.0134958,"\int \frac{-8 x^2+\left(e^5+x^2\right) \log (5)}{8 x^2} \, dx","Int[(-8*x^2 + (E^5 + x^2)*Log[5])/(8*x^2),x]","-\frac{1}{8} x (8-\log (5))-\frac{e^5 \log (5)}{8 x}","\frac{1}{2} \left(1-\frac{e^5-x^2}{4 x}\right) \log (5)-x-5",1,"-1/8*(x*(8 - Log[5])) - (E^5*Log[5])/(8*x)","A",3,2,23,0.08696,1,"{12, 14}"
5973,1,40,0,0.1819699,"\int \frac{e^{-\frac{2}{3} \left(1-2 x+2 x^2\right)} \left(-12+\left(4 x-8 x^2\right) \log \left(x^2\right)\right)}{3 x \log ^3\left(x^2\right)} \, dx","Int[(-12 + (4*x - 8*x^2)*Log[x^2])/(3*E^((2*(1 - 2*x + 2*x^2))/3)*x*Log[x^2]^3),x]","\frac{e^{-\frac{2}{3} \left(2 x^2-2 x+1\right)} \left(x-2 x^2\right)}{(1-2 x) x \log ^2\left(x^2\right)}","\frac{e^{-\frac{2}{3} x \left(\frac{(1-x)^2}{x}+x\right)}}{\log ^2\left(x^2\right)}",1,"(x - 2*x^2)/(E^((2*(1 - 2*x + 2*x^2))/3)*(1 - 2*x)*x*Log[x^2]^2)","A",2,2,45,0.04444,1,"{12, 2288}"
5974,1,4,0,0.0005513,"\int \log (5) \, dx","Int[Log[5],x]","x \log (5)","\log (5) \left(x-\frac{1}{\log (\log (2))-3}\right)",1,"x*Log[5]","A",1,1,2,0.5000,1,"{8}"
5975,1,10,0,0.0022784,"\int 3 e^{6565+e^5} \, dx","Int[3*E^(6565 + E^5),x]","3 e^{6565+e^5} x","3 e^{6565+e^5} x",1,"3*E^(6565 + E^5)*x","A",1,1,9,0.1111,1,"{8}"
5976,1,51,0,0.510601,"\int \frac{-2 x^4+e^{9+x} \left(-2+x+5 x^2-4 x^3-5 e x^3-4 x^4\right)+5 e^{9+x} x^3 \log (x)}{x^3} \, dx","Int[(-2*x^4 + E^(9 + x)*(-2 + x + 5*x^2 - 4*x^3 - 5*E*x^3 - 4*x^4) + 5*E^(9 + x)*x^3*Log[x])/x^3,x]","-x^2+\frac{e^{x+9}}{x^2}-4 e^{x+9} x+4 e^{x+9}-(4+5 e) e^{x+9}+5 e^{x+9} \log (x)","e^{x+9} \left(\frac{1}{x^2}+x-5 (x-\log (x)+e)\right)-x^2",1,"4*E^(9 + x) - E^(9 + x)*(4 + 5*E) + E^(9 + x)/x^2 - 4*E^(9 + x)*x - x^2 + 5*E^(9 + x)*Log[x]","A",17,8,52,0.1538,1,"{14, 6742, 2199, 2194, 2177, 2178, 2176, 2554}"
5977,1,12,0,0.0034833,"\int \frac{-40+32 x}{-5 x+2 x^2} \, dx","Int[(-40 + 32*x)/(-5*x + 2*x^2),x]","8 \log \left(5 x-2 x^2\right)","4 \log \left((x (2 x-4)-x)^2\right)",1,"8*Log[5*x - 2*x^2]","A",1,1,17,0.05882,1,"{628}"
5978,1,43,0,0.0357933,"\int \frac{5+e^{2-x} \left(2 x^2-2 x^3\right)-10 \log \left(\frac{221}{25}\right)}{10 x^2} \, dx","Int[(5 + E^(2 - x)*(2*x^2 - 2*x^3) - 10*Log[221/25])/(10*x^2),x]","-\frac{1}{5} e^{2-x} (1-x)+\frac{e^{2-x}}{5}-\frac{1-2 \log \left(\frac{221}{25}\right)}{2 x}","\frac{1}{5} e^{2-x} x+\frac{-x-\frac{1}{2}+\log \left(\frac{221}{25}\right)}{x}",1,"E^(2 - x)/5 - (E^(2 - x)*(1 - x))/5 - (1 - 2*Log[221/25])/(2*x)","A",5,4,34,0.1176,1,"{12, 14, 2176, 2194}"
5979,0,0,0,0.5376676,"\int \frac{1}{2} \exp \left(e^{\frac{1}{2} \left(14-2 e^4+2 e^{x^2}-x\right)}+\frac{1}{2} \left(14-2 e^4+2 e^{x^2}-x\right)\right) \left(-1+4 e^{x^2} x\right) \, dx","Int[(E^(E^((14 - 2*E^4 + 2*E^x^2 - x)/2) + (14 - 2*E^4 + 2*E^x^2 - x)/2)*(-1 + 4*E^x^2*x))/2,x]","\int \frac{1}{2} \exp \left(e^{\frac{1}{2} \left(14-2 e^4+2 e^{x^2}-x\right)}+\frac{1}{2} \left(14-2 e^4+2 e^{x^2}-x\right)\right) \left(-1+4 e^{x^2} x\right) \, dx","e^{e^{e^{x^2}-\frac{x}{2}-e^4+7}}",1,"-1/2*Defer[Int][E^(E^((14 - 2*E^4 + 2*E^x^2 - x)/2) + (14 - 2*E^4 + 2*E^x^2 - x)/2), x] + 2*Defer[Int][E^(E^((14 - 2*E^4 + 2*E^x^2 - x)/2) + (14 - 2*E^4 + 2*E^x^2 - x)/2 + x^2)*x, x]","F",0,0,0,0,-1,"{}"
5980,1,57,0,0.2913358,"\int \frac{e^4 \left(44-28 x+111 x^2-90 x^3+e^6 \left(4-12 x+9 x^2\right)\right)}{484 x^2-308 x^3+709 x^4-210 x^5+225 x^6+e^{12} \left(4 x^2-12 x^3+9 x^4\right)+e^6 \left(88 x^2-160 x^3+102 x^4-90 x^5\right)} \, dx","Int[(E^4*(44 - 28*x + 111*x^2 - 90*x^3 + E^6*(4 - 12*x + 9*x^2)))/(484*x^2 - 308*x^3 + 709*x^4 - 210*x^5 + 225*x^6 + E^12*(4*x^2 - 12*x^3 + 9*x^4) + E^6*(88*x^2 - 160*x^3 + 102*x^4 - 90*x^5)),x]","\frac{e^4 (15 x+26)}{\left(11+e^6\right) \left(15 x^2-\left(7+3 e^6\right) x+2 \left(11+e^6\right)\right)}-\frac{e^4}{\left(11+e^6\right) x}","\frac{e^4}{x \left(5 x+\frac{16}{2 x-\frac{4}{3}}-e^6+1\right)}",1,"-(E^4/((11 + E^6)*x)) + (E^4*(26 + 15*x))/((11 + E^6)*(2*(11 + E^6) - (7 + 3*E^6)*x + 15*x^2))","A",8,5,106,0.04717,1,"{12, 2074, 638, 618, 206}"
5981,1,27,0,1.0098773,"\int \frac{4 e^x x+\left(10-2 e^4-2 e^x\right) \log \left(\frac{4 \left(5-e^4-e^x\right)^2}{e^{10}}\right)}{\left(-5 x+e^4 x+e^x x\right) \log \left(\frac{4 \left(5-e^4-e^x\right)^2}{e^{10}}\right)} \, dx","Int[(4*E^x*x + (10 - 2*E^4 - 2*E^x)*Log[(4*(5 - E^4 - E^x)^2)/E^10])/((-5*x + E^4*x + E^x*x)*Log[(4*(5 - E^4 - E^x)^2)/E^10]),x]","2 \log \left(-\log \left(\left(e^x-5+e^4\right)^2\right)+10-\log (4)\right)-2 \log (x)","2 \log \left(\frac{3 \log \left(\frac{4 \left(-e^x+5-e^4\right)^2}{e^{10}}\right)}{x}\right)",1,"-2*Log[x] + 2*Log[10 - Log[4] - Log[(-5 + E^4 + E^x)^2]]","A",9,8,79,0.1013,1,"{6, 6741, 6688, 2282, 2390, 12, 2302, 29}"
5982,0,0,0,15.3906144,"\int \frac{4 e^{8 x} x+32 e^{7 x} x^2+16 x^5-32 x^6+32 x^7-16 x^8+4 x^9+e^{6 x} \left(-16 x^2+112 x^3\right)+e^{5 x} \left(-10 x+15 x^2-96 x^3+224 x^4\right)+e^{4 x} \left(-20 x^2+72 x^3-240 x^4+280 x^5\right)+e^{3 x} \left(10 x^2-10 x^3+158 x^4-320 x^5+224 x^6\right)+e^{2 x} \left(-12 x^4+192 x^5-240 x^6+112 x^7\right)+e^x \left(-20 x^4-44 x^5+123 x^6-96 x^7+32 x^8\right)}{2 e^{8 x}+16 e^{7 x} x+8 x^4-16 x^5+16 x^6-8 x^7+2 x^8+e^{6 x} \left(-8 x+56 x^2\right)+e^{5 x} \left(-48 x^2+112 x^3\right)+e^{4 x} \left(16 x^2-120 x^3+140 x^4\right)+e^{3 x} \left(64 x^3-160 x^4+112 x^5\right)+e^{2 x} \left(-16 x^3+96 x^4-120 x^5+56 x^6\right)+e^x \left(-32 x^4+64 x^5-48 x^6+16 x^7\right)} \, dx","Int[(4*E^(8*x)*x + 32*E^(7*x)*x^2 + 16*x^5 - 32*x^6 + 32*x^7 - 16*x^8 + 4*x^9 + E^(6*x)*(-16*x^2 + 112*x^3) + E^(5*x)*(-10*x + 15*x^2 - 96*x^3 + 224*x^4) + E^(4*x)*(-20*x^2 + 72*x^3 - 240*x^4 + 280*x^5) + E^(3*x)*(10*x^2 - 10*x^3 + 158*x^4 - 320*x^5 + 224*x^6) + E^(2*x)*(-12*x^4 + 192*x^5 - 240*x^6 + 112*x^7) + E^x*(-20*x^4 - 44*x^5 + 123*x^6 - 96*x^7 + 32*x^8))/(2*E^(8*x) + 16*E^(7*x)*x + 8*x^4 - 16*x^5 + 16*x^6 - 8*x^7 + 2*x^8 + E^(6*x)*(-8*x + 56*x^2) + E^(5*x)*(-48*x^2 + 112*x^3) + E^(4*x)*(16*x^2 - 120*x^3 + 140*x^4) + E^(3*x)*(64*x^3 - 160*x^4 + 112*x^5) + E^(2*x)*(-16*x^3 + 96*x^4 - 120*x^5 + 56*x^6) + E^x*(-32*x^4 + 64*x^5 - 48*x^6 + 16*x^7)),x]","\int \frac{4 e^{8 x} x+32 e^{7 x} x^2+16 x^5-32 x^6+32 x^7-16 x^8+4 x^9+e^{6 x} \left(-16 x^2+112 x^3\right)+e^{5 x} \left(-10 x+15 x^2-96 x^3+224 x^4\right)+e^{4 x} \left(-20 x^2+72 x^3-240 x^4+280 x^5\right)+e^{3 x} \left(10 x^2-10 x^3+158 x^4-320 x^5+224 x^6\right)+e^{2 x} \left(-12 x^4+192 x^5-240 x^6+112 x^7\right)+e^x \left(-20 x^4-44 x^5+123 x^6-96 x^7+32 x^8\right)}{2 e^{8 x}+16 e^{7 x} x+8 x^4-16 x^5+16 x^6-8 x^7+2 x^8+e^{6 x} \left(-8 x+56 x^2\right)+e^{5 x} \left(-48 x^2+112 x^3\right)+e^{4 x} \left(16 x^2-120 x^3+140 x^4\right)+e^{3 x} \left(64 x^3-160 x^4+112 x^5\right)+e^{2 x} \left(-16 x^3+96 x^4-120 x^5+56 x^6\right)+e^x \left(-32 x^4+64 x^5-48 x^6+16 x^7\right)} \, dx","x \left(x-\frac{5 e^x x}{2 \left(x^2+\left(\left(x+e^x\right)^2-x\right)^2\right)}\right)",1,"x^2 - 5*Defer[Int][(E^(3*x)*x^2)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 10*Defer[Int][(E^x*x^3)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] - 20*Defer[Int][x^4/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 5*Defer[Int][(E^x*x^4)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] - 20*Defer[Int][(E^(2*x)*x^4)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 10*Defer[Int][(E^(3*x)*x^4)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 40*Defer[Int][x^5/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] - 50*Defer[Int][(E^x*x^5)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 30*Defer[Int][(E^(2*x)*x^5)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] - 30*Defer[Int][x^6/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 30*Defer[Int][(E^x*x^6)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] + 10*Defer[Int][x^7/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4)^2, x] - 5*Defer[Int][(E^x*x)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4), x] + 10*Defer[Int][x^2/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4), x] + (15*Defer[Int][(E^x*x^2)/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4), x])/2 - 10*Defer[Int][x^3/(E^(4*x) - 2*E^(2*x)*x + 4*E^(3*x)*x + 2*x^2 - 4*E^x*x^2 + 6*E^(2*x)*x^2 - 2*x^3 + 4*E^x*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
5983,1,20,0,0.1591004,"\int \frac{e^4 \left(-2+x-2 x^2\right)}{25 x-10 x^2+11 x^3-2 x^4+x^5+\left(10 x-2 x^2+2 x^3\right) \log \left(2 x^2\right)+x \log ^2\left(2 x^2\right)} \, dx","Int[(E^4*(-2 + x - 2*x^2))/(25*x - 10*x^2 + 11*x^3 - 2*x^4 + x^5 + (10*x - 2*x^2 + 2*x^3)*Log[2*x^2] + x*Log[2*x^2]^2),x]","\frac{e^4}{x^2+\log \left(2 x^2\right)-x+5}","\frac{e^4}{x^2+\log \left(2 x^2\right)-x+5}",1,"E^4/(5 - x + x^2 + Log[2*x^2])","A",3,3,67,0.04478,1,"{12, 6688, 6686}"
5984,1,34,0,0.0156523,"\int \frac{-2 e^4-e^4 x \log \left(\frac{x}{4+2 x}\right)}{x} \, dx","Int[(-2*E^4 - E^4*x*Log[x/(4 + 2*x)])/x,x]","-2 e^4 \log (x)-e^4 x \log \left(\frac{x}{2 (x+2)}\right)+2 e^4 \log (x+2)","e^4 \left(4-(x+2) \log \left(\frac{x}{2 x+4}\right)\right)",1,"-2*E^4*Log[x] - E^4*x*Log[x/(2*(2 + x))] + 2*E^4*Log[2 + x]","A",4,3,26,0.1154,1,"{14, 2486, 31}"
5985,1,70,0,0.1361033,"\int \frac{1}{3} \left(18 x^2+e^x \left(-12 x^2-4 x^3\right)+e^{e^x \left(3 x+x^2\right)} \left(4+e^x \left(12 x+20 x^2+4 x^3\right)\right)\right) \, dx","Int[(18*x^2 + E^x*(-12*x^2 - 4*x^3) + E^(E^x*(3*x + x^2))*(4 + E^x*(12*x + 20*x^2 + 4*x^3)))/3,x]","-\frac{4}{3} e^x x^3+2 x^3+\frac{4 e^{e^x \left(x^2+3 x\right)+x} \left(x^3+5 x^2+3 x\right)}{3 \left(e^x \left(x^2+3 x\right)+e^x (2 x+3)\right)}","x \left(2 x^2+\frac{4}{3} \left(e^{e^x x (x+3)}-e^x x^2\right)\right)",1,"2*x^3 - (4*E^x*x^3)/3 + (4*E^(x + E^x*(3*x + x^2))*(3*x + 5*x^2 + x^3))/(3*(E^x*(3 + 2*x) + E^x*(3*x + x^2)))","B",13,6,59,0.1017,1,"{12, 1593, 2196, 2176, 2194, 2288}"
5986,1,21,0,0.01245,"\int \frac{1}{5} \left(10+4 e^{x^2} x+10 x \log ^2(3)\right) \, dx","Int[(10 + 4*E^x^2*x + 10*x*Log[3]^2)/5,x]","\frac{2 e^{x^2}}{5}+x^2 \log ^2(3)+2 x","\frac{2 e^{x^2}}{5}+x^2 \log ^2(3)+2 x-3",1,"(2*E^x^2)/5 + 2*x + x^2*Log[3]^2","A",3,2,21,0.09524,1,"{12, 2209}"
5987,1,53,0,0.2557619,"\int \frac{e^{\frac{2 \left(-e^5 x+x^2+(1-x) \log (4)\right)}{\log (4)}} \left(-50 e^5 x+100 x^2+(25-50 x) \log (4)\right)}{9 \log (4)} \, dx","Int[(E^((2*(-(E^5*x) + x^2 + (1 - x)*Log[4]))/Log[4])*(-50*E^5*x + 100*x^2 + (25 - 50*x)*Log[4]))/(9*Log[4]),x]","-\frac{25 e^{\frac{2 \left(x^2-x \left(e^5+\log (4)\right)\right)}{\log (4)}+2} \left(2 x^2-x \left(e^5+\log (4)\right)\right)}{9 \left(-2 x+e^5+\log (4)\right)}","\frac{25}{9} x e^{-2 x+\frac{2 \left(x-e^5\right) x}{\log (4)}+2}",1,"(-25*E^(2 + (2*(x^2 - x*(E^5 + Log[4])))/Log[4])*(2*x^2 - x*(E^5 + Log[4])))/(9*(E^5 - 2*x + Log[4]))","B",5,4,54,0.07407,1,"{12, 6741, 2274, 2288}"
5988,1,20,0,0.0080247,"\int \frac{1}{25} \left(-8 x+10 e x-15 x^2\right) \, dx","Int[(-8*x + 10*E*x - 15*x^2)/25,x]","-\frac{x^3}{5}-\frac{1}{25} (4-5 e) x^2","\frac{1}{25} (5 (e-x)-4) x^2",1,"-1/25*((4 - 5*E)*x^2) - x^3/5","A",3,2,17,0.1176,1,"{6, 12}"
5989,1,8,0,0.0179833,"\int \frac{e^x}{-7+e^x} \, dx","Int[E^x/(-7 + E^x),x]","\log \left(7-e^x\right)","\log \left(e \left(-\frac{2 \left(x^2+x\right)}{x}+2 x+e^x-5\right)\right)",1,"Log[7 - E^x]","A",2,2,11,0.1818,1,"{2246, 31}"
5990,1,107,0,0.5497829,"\int \frac{5022+2832 x-48 x^2-292 x^3-62 x^4-4 x^5+\left(186+36 x-22 x^2-4 x^3\right) \log \left(\frac{e^x (3-x)}{3+x}\right)}{-9+x^2} \, dx","Int[(5022 + 2832*x - 48*x^2 - 292*x^3 - 62*x^4 - 4*x^5 + (186 + 36*x - 22*x^2 - 4*x^3)*Log[(E^x*(3 - x))/(3 + x)])/(-9 + x^2),x]","-x^4-20 x^3-153 x^2-2 x^2 \log \left(\frac{e^x (3-x)}{x+3}\right)-594 x-22 x \log \left(\frac{e^x (3-x)}{x+3}\right)-4 x \tanh ^{-1}\left(\frac{x}{3}\right)+4 \tanh ^{-1}\left(\frac{x}{3}\right)^2+108 \tanh ^{-1}\left(\frac{x}{3}\right)+4 \log \left(\frac{e^x (3-x)}{x+3}\right) \tanh ^{-1}\left(\frac{x}{3}\right)","1-\left((x+5)^2+\log \left(\frac{e^x (3-x)}{x+3}\right)+2\right)^2",1,"-594*x - 153*x^2 - 20*x^3 - x^4 + 108*ArcTanh[x/3] - 4*x*ArcTanh[x/3] + 4*ArcTanh[x/3]^2 - 22*x*Log[(E^x*(3 - x))/(3 + x)] - 2*x^2*Log[(E^x*(3 - x))/(3 + x)] + 4*ArcTanh[x/3]*Log[(E^x*(3 - x))/(3 + x)]","B",32,18,64,0.2812,1,"{6725, 207, 260, 321, 266, 43, 302, 1810, 2548, 444, 2551, 459, 206, 2552, 12, 388, 5910, 5948}"
5991,1,21,0,0.165351,"\int \frac{x+\left(2 x-3 x^2-6 x^5\right) \log (x)+2 x \log (x) \log (\log (x))}{\log (x)} \, dx","Int[(x + (2*x - 3*x^2 - 6*x^5)*Log[x] + 2*x*Log[x]*Log[Log[x]])/Log[x],x]","-x^6-x^3+x^2+x^2 \log (\log (x))","x \left(x-x \left(x^4+x-\log (\log (x))\right)\right)+5",1,"x^2 - x^3 - x^6 + x^2*Log[Log[x]]","A",13,5,32,0.1562,1,"{6688, 14, 2309, 2178, 2522}"
5992,0,0,0,0.7826994,"\int \frac{e^x (-10+10 x)+\left(-5 e^x+5 x\right) \log \left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)+\left(6 e^x x-6 x^2\right) \log ^2\left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)}{\left(e^x-x\right) \log ^2\left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)} \, dx","Int[(E^x*(-10 + 10*x) + (-5*E^x + 5*x)*Log[(E^(2*x) - 2*E^x*x + x^2)/x^2] + (6*E^x*x - 6*x^2)*Log[(E^(2*x) - 2*E^x*x + x^2)/x^2]^2)/((E^x - x)*Log[(E^(2*x) - 2*E^x*x + x^2)/x^2]^2),x]","\int \frac{e^x (-10+10 x)+\left(-5 e^x+5 x\right) \log \left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)+\left(6 e^x x-6 x^2\right) \log ^2\left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)}{\left(e^x-x\right) \log ^2\left(\frac{e^{2 x}-2 e^x x+x^2}{x^2}\right)} \, dx","x \left(3 x-\frac{5}{\log \left(\frac{\left(x-e^x\right)^2}{x^2}\right)}\right)",1,"3*x^2 - 10*Defer[Int][E^x/((E^x - x)*Log[(E^x - x)^2/x^2]^2), x] + 10*Defer[Int][(E^x*x)/((E^x - x)*Log[(E^x - x)^2/x^2]^2), x] - 5*Defer[Int][Log[(E^x - x)^2/x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
5993,1,30,0,0.0545165,"\int \frac{-3-3 e^5-5 x-3 x^2+3 x^3+\left(-5 x-6 x^2+9 x^3\right) \log (x)}{3 x} \, dx","Int[(-3 - 3*E^5 - 5*x - 3*x^2 + 3*x^3 + (-5*x - 6*x^2 + 9*x^3)*Log[x])/(3*x),x]","x^3 \log (x)-x^2 \log (x)-\frac{5}{3} x \log (x)-\left(1+e^5\right) \log (x)","\left(x^3-x^2-\frac{5 x}{3}-e^5-1\right) \log (x)",1,"-((1 + E^5)*Log[x]) - (5*x*Log[x])/3 - x^2*Log[x] + x^3*Log[x]","A",10,5,44,0.1136,1,"{12, 14, 2356, 2295, 2304}"
5994,1,202,0,1.4036442,"\int \frac{40+8 \log (x)+(32-24 x+8 e x+(8-6 x+2 e x) \log (x)) \log \left(\frac{4-3 x+e x}{x}\right)}{4 x^2-3 x^3+e x^3} \, dx","Int[(40 + 8*Log[x] + (32 - 24*x + 8*E*x + (8 - 6*x + 2*E*x)*Log[x])*Log[(4 - 3*x + E*x)/x])/(4*x^2 - 3*x^3 + E*x^3),x]","\frac{1}{2} (3-e) \text{Li}_2\left(1-\frac{4}{(3-e) x}\right)+\frac{1}{2} (3-e) \text{Li}_2\left(1-\frac{1}{4} (3-e) x\right)+\frac{1}{4} (3-e) \log ^2(x)+\frac{1}{2} \left(-\frac{4}{x}-e+3\right) \log \left(\frac{4}{x}+e-3\right) \log (x)+\frac{5}{2} (3-e) \log (x)+\frac{5}{2} \left(-\frac{4}{x}-e+3\right) \log \left(\frac{4}{x}+e-3\right)+\frac{1}{2} (3-e) \log \left(\frac{4}{x}+e-3\right) \log \left(\frac{4}{(3-e) x}\right)-\frac{1}{2} (3-e) \log \left(\frac{4}{3-e}\right) \log (4-(3-e) x)-\frac{5}{2} (3-e) \log (4-(3-e) x)","-\frac{2 \log \left(\frac{4}{x}+e-3\right) (\log (x)+5)}{x}",1,"(5*(3 - E - 4/x)*Log[-3 + E + 4/x])/2 + ((3 - E)*Log[-3 + E + 4/x]*Log[4/((3 - E)*x)])/2 + (5*(3 - E)*Log[x])/2 + ((3 - E - 4/x)*Log[-3 + E + 4/x]*Log[x])/2 + ((3 - E)*Log[x]^2)/4 - (5*(3 - E)*Log[4 - (3 - E)*x])/2 - ((3 - E)*Log[4/(3 - E)]*Log[4 - (3 - E)*x])/2 + ((3 - E)*PolyLog[2, 1 - 4/((3 - E)*x)])/2 + ((3 - E)*PolyLog[2, 1 - ((3 - E)*x)/4])/2","C",31,20,60,0.3333,1,"{6, 1593, 6688, 6742, 14, 44, 2454, 2389, 2295, 2351, 2304, 2301, 2316, 2315, 2376, 2475, 2411, 43, 2317, 2391}"
5995,1,18,0,0.2719627,"\int \frac{-128+e^x (-128-128 x)}{81+324 x+432 x^2+192 x^3+192 e^{3 x} x^3+\left(324+864 x+576 x^2\right) \log (3)+(432+576 x) \log ^2(3)+192 \log ^3(3)+e^{2 x} \left(432 x^2+576 x^3+576 x^2 \log (3)\right)+e^x \left(324 x+864 x^2+576 x^3+\left(864 x+1152 x^2\right) \log (3)+576 x \log ^2(3)\right)} \, dx","Int[(-128 + E^x*(-128 - 128*x))/(81 + 324*x + 432*x^2 + 192*x^3 + 192*E^(3*x)*x^3 + (324 + 864*x + 576*x^2)*Log[3] + (432 + 576*x)*Log[3]^2 + 192*Log[3]^3 + E^(2*x)*(432*x^2 + 576*x^3 + 576*x^2*Log[3]) + E^x*(324*x + 864*x^2 + 576*x^3 + (864*x + 1152*x^2)*Log[3] + 576*x*Log[3]^2)),x]","\frac{16}{3 \left(4 \left(e^x+1\right) x+3+\log (81)\right)^2}","\frac{1}{3 \left(e^x x+x+\frac{3}{4}+\log (3)\right)^2}",1,"16/(3*(3 + 4*(1 + E^x)*x + Log[81])^2)","A",3,3,129,0.02326,1,"{6688, 12, 6686}"
5996,1,18,0,0.4483214,"\int \frac{\left(-3-\log \left(\frac{3}{x}\right)\right) \sqrt[4]{4 x+x \log \left(\frac{3}{x}\right)}}{50176 x+12544 x \log \left(\frac{3}{x}\right)+\sqrt{4 x+x \log \left(\frac{3}{x}\right)} \left(16 x+4 x \log \left(\frac{3}{x}\right)\right)+\sqrt[4]{4 x+x \log \left(\frac{3}{x}\right)} \left(1792 x+448 x \log \left(\frac{3}{x}\right)\right)} \, dx","Int[((-3 - Log[3/x])*(4*x + x*Log[3/x])^(1/4))/(50176*x + 12544*x*Log[3/x] + Sqrt[4*x + x*Log[3/x]]*(16*x + 4*x*Log[3/x]) + (4*x + x*Log[3/x])^(1/4)*(1792*x + 448*x*Log[3/x])),x]","\frac{1}{\sqrt[4]{x \left(\log \left(\frac{3}{x}\right)+4\right)}+56}","\frac{1}{\sqrt[4]{x \left(\log \left(\frac{3}{x}\right)+4\right)}+56}+2",1,"(56 + (x*(4 + Log[3/x]))^(1/4))^(-1)","A",3,3,102,0.02941,1,"{6688, 12, 6686}"
5997,1,16,0,0.0095944,"\int \frac{4 x^2+\left(-1+2 x^2\right) \log (4)}{4 x^2} \, dx","Int[(4*x^2 + (-1 + 2*x^2)*Log[4])/(4*x^2),x]","x (1+\log (2))+\frac{\log (4)}{4 x}","x-\frac{1}{2} (2-x) \log (4)-\frac{x-\log (4)}{4 x}-3",1,"x*(1 + Log[2]) + Log[4]/(4*x)","A",3,2,23,0.08696,1,"{12, 14}"
5998,0,0,0,0.8075854,"\int \frac{10 x+(-5+5 x) \log \left(-x^2\right)+x^3 \log ^2\left(-x^2\right)+x \log ^2(x) \log ^2\left(-x^2\right)+\log (x) \left(-10-2 x^2 \log ^2\left(-x^2\right)\right)}{x^3 \log ^2\left(-x^2\right)-2 x^2 \log (x) \log ^2\left(-x^2\right)+x \log ^2(x) \log ^2\left(-x^2\right)} \, dx","Int[(10*x + (-5 + 5*x)*Log[-x^2] + x^3*Log[-x^2]^2 + x*Log[x]^2*Log[-x^2]^2 + Log[x]*(-10 - 2*x^2*Log[-x^2]^2))/(x^3*Log[-x^2]^2 - 2*x^2*Log[x]*Log[-x^2]^2 + x*Log[x]^2*Log[-x^2]^2),x]","\int \frac{10 x+(-5+5 x) \log \left(-x^2\right)+x^3 \log ^2\left(-x^2\right)+x \log ^2(x) \log ^2\left(-x^2\right)+\log (x) \left(-10-2 x^2 \log ^2\left(-x^2\right)\right)}{x^3 \log ^2\left(-x^2\right)-2 x^2 \log (x) \log ^2\left(-x^2\right)+x \log ^2(x) \log ^2\left(-x^2\right)} \, dx","\frac{5}{(\log (x)-x) \log \left(-x^2\right)}+x",1,"x + 10*Defer[Int][1/(x*(x - Log[x])*Log[-x^2]^2), x] + 5*Defer[Int][1/((x - Log[x])^2*Log[-x^2]), x] - 5*Defer[Int][1/(x*(x - Log[x])^2*Log[-x^2]), x]","F",0,0,0,0,-1,"{}"
5999,0,0,0,0.9639446,"\int \frac{e^{-6+2 x} \left(e^{6-2 x} \left(-10+x+x^3\right) \log ^2(2)+4^{2 e^{-6+2 x}} \left(-2 e^{6-2 x}+4 x \log (4)\right)\right)}{x^3 \log ^2(2)} \, dx","Int[(E^(-6 + 2*x)*(E^(6 - 2*x)*(-10 + x + x^3)*Log[2]^2 + 4^(2*E^(-6 + 2*x))*(-2*E^(6 - 2*x) + 4*x*Log[4])))/(x^3*Log[2]^2),x]","\int \frac{e^{-6+2 x} \left(e^{6-2 x} \left(-10+x+x^3\right) \log ^2(2)+4^{2 e^{-6+2 x}} \left(-2 e^{6-2 x}+4 x \log (4)\right)\right)}{x^3 \log ^2(2)} \, dx","\frac{x^2+\frac{-x+\frac{4^{2 e^{2 x-6}}}{\log ^2(2)}+5}{x}}{x}",1,"5/x^2 - x^(-1) + x - Defer[Int][2^(1 + 4*E^(-6 + 2*x))/x^3, x]/Log[2]^2 + (Log[4]*Defer[Int][(4^(1 + 2*E^(-6 + 2*x))*E^(-6 + 2*x))/x^2, x])/Log[2]^2","F",0,0,0,0,-1,"{}"
6000,1,23,0,0.0925253,"\int \frac{-5+\left(5+4 x \log \left(\frac{5}{4+e}\right)\right) \log \left(\frac{5+4 x \log \left(\frac{5}{4+e}\right)}{x \log \left(\frac{5}{4+e}\right)}\right)}{10+8 x \log \left(\frac{5}{4+e}\right)} \, dx","Int[(-5 + (5 + 4*x*Log[5/(4 + E)])*Log[(5 + 4*x*Log[5/(4 + E)])/(x*Log[5/(4 + E)])])/(10 + 8*x*Log[5/(4 + E)]),x]","\frac{1}{2} x \log \left(\frac{5}{x \log \left(\frac{5}{4+e}\right)}+4\right)","\frac{1}{2} x \log \left(\frac{5}{x \log \left(\frac{5}{4+e}\right)}+4\right)",1,"(x*Log[4 + 5/(x*Log[5/(4 + E)])])/2","A",5,4,60,0.06667,1,"{6742, 2448, 263, 31}"
6001,1,19,0,0.2483656,"\int \frac{-3744 x+6 x^2+e^{\frac{2 (15+x)}{3}} (-1250+2 x)+e^{\frac{15+x}{3}} \left(-3744-1244 x+2 x^2\right)+\left(-3744+6 x+e^{\frac{15+x}{3}} (-1250+2 x)\right) \log (625-x)}{-1875+3 x} \, dx","Int[(-3744*x + 6*x^2 + E^((2*(15 + x))/3)*(-1250 + 2*x) + E^((15 + x)/3)*(-3744 - 1244*x + 2*x^2) + (-3744 + 6*x + E^((15 + x)/3)*(-1250 + 2*x))*Log[625 - x])/(-1875 + 3*x),x]","\left(x+e^{\frac{x}{3}+5}+\log (625-x)\right)^2","\left(x+e^{\frac{x}{3}+5}+\log (625-x)\right)^2",1,"(E^(5 + x/3) + x + Log[625 - x])^2","A",3,3,79,0.03797,1,"{6688, 12, 6686}"
6002,1,17,0,0.0075381,"\int \frac{1}{25} \left(-26-25 e^x+25 \log (3)\right) \, dx","Int[(-26 - 25*E^x + 25*Log[3])/25,x]","-e^x-\frac{1}{25} x (26-25 \log (3))","\frac{1}{25} (-x-1)-e^x-x+x \log (3)+2+\log (4)",1,"-E^x - (x*(26 - 25*Log[3]))/25","A",3,2,15,0.1333,1,"{12, 2194}"
6003,1,27,0,0.0882666,"\int \frac{128-192 x-16 x^3}{\left(16 x-48 x^2+21 x^3+4 x^4\right) \log ^2\left(\frac{-16+48 x-21 x^2-4 x^3}{9 x^2}\right)} \, dx","Int[(128 - 192*x - 16*x^3)/((16*x - 48*x^2 + 21*x^3 + 4*x^4)*Log[(-16 + 48*x - 21*x^2 - 4*x^3)/(9*x^2)]^2),x]","\frac{4}{\log \left(-\frac{4 x^3+21 x^2-48 x+16}{9 x^2}\right)}","\frac{4}{\log \left(\frac{1}{3} \left(\frac{1}{3} \left(-\left(\frac{x-4}{x}+5\right)^2-4 x\right)+5\right)\right)}",1,"4/Log[-1/9*(16 - 48*x + 21*x^2 + 4*x^3)/x^2]","A",1,1,57,0.01754,1,"{6686}"
6004,0,0,0,13.176364,"\int \frac{25^{-\frac{1}{\log \left(\frac{2+x}{2}\right)}} \left(25 x+e^{2 x} x\right)^{\frac{1}{\log \left(\frac{2+x}{2}\right)}} \left(\left(50+25 x+e^{2 x} \left(2+5 x+2 x^2\right)\right) \log \left(\frac{2+x}{2}\right)+\left(-25 x-e^{2 x} x\right) \log \left(\frac{1}{25} \left(25 x+e^{2 x} x\right)\right)\right)}{\left(50 x+25 x^2+e^{2 x} \left(2 x+x^2\right)\right) \log ^2\left(\frac{2+x}{2}\right)} \, dx","Int[((25*x + E^(2*x)*x)^Log[(2 + x)/2]^(-1)*((50 + 25*x + E^(2*x)*(2 + 5*x + 2*x^2))*Log[(2 + x)/2] + (-25*x - E^(2*x)*x)*Log[(25*x + E^(2*x)*x)/25]))/(25^Log[(2 + x)/2]^(-1)*(50*x + 25*x^2 + E^(2*x)*(2*x + x^2))*Log[(2 + x)/2]^2),x]","\int \frac{25^{-\frac{1}{\log \left(\frac{2+x}{2}\right)}} \left(25 x+e^{2 x} x\right)^{\frac{1}{\log \left(\frac{2+x}{2}\right)}} \left(\left(50+25 x+e^{2 x} \left(2+5 x+2 x^2\right)\right) \log \left(\frac{2+x}{2}\right)+\left(-25 x-e^{2 x} x\right) \log \left(\frac{1}{25} \left(25 x+e^{2 x} x\right)\right)\right)}{\left(50 x+25 x^2+e^{2 x} \left(2 x+x^2\right)\right) \log ^2\left(\frac{2+x}{2}\right)} \, dx","\left(\frac{1}{25} e^{2 x} x+x\right)^{\frac{1}{\log \left(\frac{x+2}{2}\right)}}",1,"2*Defer[Int][(25*x + E^(2*x)*x)^Log[1 + x/2]^(-1)/(25^Log[1 + x/2]^(-1)*Log[1 + x/2]), x] + 2*Defer[Int][(25^(1 - Log[1 + x/2]^(-1))*(25*x + E^(2*x)*x)^Log[1 + x/2]^(-1))/((-25 - E^(2*x))*Log[1 + x/2]), x] + Defer[Int][(25*x + E^(2*x)*x)^Log[1 + x/2]^(-1)/(25^Log[1 + x/2]^(-1)*x*Log[1 + x/2]), x] + Defer[Int][((25*x + E^(2*x)*x)^Log[1 + x/2]^(-1)*Log[((25 + E^(2*x))*x)/25])/(25^Log[1 + x/2]^(-1)*(-2 - x)*Log[1 + x/2]^2), x]","F",0,0,0,0,-1,"{}"
6005,0,0,0,1.7142723,"\int \frac{12 e^{4+x}-\frac{1}{2} e^{8+2 x}}{144+\frac{1}{4} e^{4+x} (96-24 e+48 x)+\frac{1}{16} e^{8+2 x} \left(16+e^2+e (-8-4 x)+16 x+4 x^2\right)} \, dx","Int[(12*E^(4 + x) - E^(8 + 2*x)/2)/(144 + (E^(4 + x)*(96 - 24*E + 48*x))/4 + (E^(8 + 2*x)*(16 + E^2 + E*(-8 - 4*x) + 16*x + 4*x^2))/16),x]","\int \frac{12 e^{4+x}-\frac{1}{2} e^{8+2 x}}{144+\frac{1}{4} e^{4+x} (96-24 e+48 x)+\frac{1}{16} e^{8+2 x} \left(16+e^2+e (-8-4 x)+16 x+4 x^2\right)} \, dx","\frac{4}{2 x+48 e^{-x-4}-e+4}",1,"192*Defer[Int][E^(4 + x)/(48 + 4*(1 - E/4)*E^(4 + x) + 2*E^(4 + x)*x)^2, x] + 384*Defer[Int][E^(4 + x)/((4 - E + 2*x)*(48 + 4*(1 - E/4)*E^(4 + x) + 2*E^(4 + x)*x)^2), x] + 8*Defer[Int][E^(4 + x)/((-4 + E - 2*x)*(48 + 4*(1 - E/4)*E^(4 + x) + 2*E^(4 + x)*x)), x]","F",0,0,0,0,-1,"{}"
6006,0,0,0,0.3835577,"\int e^{13+e^x-2 x-x^2} \left(e^{2 x}+e^{-13-e^x+2 x+x^2}+e^x (-1-2 x)\right) \, dx","Int[E^(13 + E^x - 2*x - x^2)*(E^(2*x) + E^(-13 - E^x + 2*x + x^2) + E^x*(-1 - 2*x)),x]","\int e^{13+e^x-2 x-x^2} \left(e^{2 x}+e^{-13-e^x+2 x+x^2}+e^x (-1-2 x)\right) \, dx","e^{-x^2-x+e^x+13}+x",1,"x + Defer[Int][E^(13 + E^x - x^2), x] - Defer[Int][E^(13 + E^x - x - x^2), x] - 2*Defer[Int][E^(13 + E^x - x - x^2)*x, x]","F",0,0,0,0,-1,"{}"
6007,0,0,0,0.3442185,"\int \frac{-20 x-4 x^3+3 x^2 \log \left(e^{2 x+\frac{2 (-5+2 x)}{x}}\right)}{\log ^3\left(e^{2 x+\frac{2 (-5+2 x)}{x}}\right)} \, dx","Int[(-20*x - 4*x^3 + 3*x^2*Log[E^(2*x + (2*(-5 + 2*x))/x)])/Log[E^(2*x + (2*(-5 + 2*x))/x)]^3,x]","\int \frac{-20 x-4 x^3+3 x^2 \log \left(e^{2 x+\frac{2 (-5+2 x)}{x}}\right)}{\log ^3\left(e^{2 x+\frac{2 (-5+2 x)}{x}}\right)} \, dx","\frac{x^3}{\log ^2\left(e^{2 x-\frac{10}{x}+4}\right)}",1,"-20*Defer[Int][x/Log[E^(2*(2 - 5/x + x))]^3, x] - 4*Defer[Int][x^3/Log[E^(2*(2 - 5/x + x))]^3, x] + 3*Defer[Int][x^2/Log[E^(2*(2 - 5/x + x))]^2, x]","F",0,0,0,0,-1,"{}"
6008,1,7,0,0.0014645,"\int -\frac{1}{-2+e-x} \, dx","Int[-(-2 + E - x)^(-1),x]","\log (x-e+2)","\log (x-e+2)",1,"Log[2 - E + x]","A",1,1,10,0.1000,1,"{31}"
6009,1,8,0,0.0025883,"\int \frac{2-2 x}{x} \, dx","Int[(2 - 2*x)/x,x]","2 \log (x)-2 x","\log \left(\left(\frac{e^6}{4}-25\right) e^{-2 x} x^2\right)",1,"-2*x + 2*Log[x]","A",2,1,9,0.1111,1,"{43}"
6010,0,0,0,9.6324682,"\int \frac{\left(-15+x^2\right) \log \left(x^2\right)+\left(180+24 x-12 x^2\right) \log \left(\log \left(x^2\right)\right)+\left(-45-3 x^2\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{\left(225-240 x+94 x^2-16 x^3+x^4\right) \log \left(x^2\right)+\left(1350-540 x-96 x^2+60 x^3-6 x^4\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)+\left(2025+540 x-234 x^2-36 x^3+9 x^4\right) \log \left(x^2\right) \log ^4\left(\log \left(x^2\right)\right)} \, dx","Int[((-15 + x^2)*Log[x^2] + (180 + 24*x - 12*x^2)*Log[Log[x^2]] + (-45 - 3*x^2)*Log[x^2]*Log[Log[x^2]]^2)/((225 - 240*x + 94*x^2 - 16*x^3 + x^4)*Log[x^2] + (1350 - 540*x - 96*x^2 + 60*x^3 - 6*x^4)*Log[x^2]*Log[Log[x^2]]^2 + (2025 + 540*x - 234*x^2 - 36*x^3 + 9*x^4)*Log[x^2]*Log[Log[x^2]]^4),x]","\int \frac{\left(-15+x^2\right) \log \left(x^2\right)+\left(180+24 x-12 x^2\right) \log \left(\log \left(x^2\right)\right)+\left(-45-3 x^2\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{\left(225-240 x+94 x^2-16 x^3+x^4\right) \log \left(x^2\right)+\left(1350-540 x-96 x^2+60 x^3-6 x^4\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)+\left(2025+540 x-234 x^2-36 x^3+9 x^4\right) \log \left(x^2\right) \log ^4\left(\log \left(x^2\right)\right)} \, dx","\frac{x}{(x-5) \left(3 (x+3) \log ^2\left(\log \left(x^2\right)\right)-x+3\right)}",1,"-5*Defer[Int][1/((-5 + x)^2*(3 - x + 9*Log[Log[x^2]]^2 + 3*x*Log[Log[x^2]]^2)), x] + (15*Defer[Int][1/((-5 + x)*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)^2), x])/4 + (9*Defer[Int][1/((3 + x)*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)^2), x])/4 - 12*Defer[Int][Log[Log[x^2]]/(Log[x^2]*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)^2), x] - 96*Defer[Int][Log[Log[x^2]]/((-5 + x)*Log[x^2]*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)^2), x] - (5*Defer[Int][1/((-5 + x)*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)), x])/8 - (3*Defer[Int][1/((3 + x)*(3 - x + 3*(3 + x)*Log[Log[x^2]]^2)), x])/8","F",0,0,0,0,-1,"{}"
6011,1,19,0,0.0388433,"\int \left(64 e^{4 x}-16 e^{e^{e^{e^x}}+e^{e^x}+e^x+x}\right) \, dx","Int[64*E^(4*x) - 16*E^(E^E^E^x + E^E^x + E^x + x),x]","16 e^{4 x}-16 e^{e^{e^{e^x}}}","16 \left(-e^{e^{e^{e^x}}}+e^{4 x}+e^3\right)",1,"-16*E^E^E^E^x + 16*E^(4*x)","A",6,2,29,0.06897,1,"{2194, 2282}"
6012,1,24,0,0.3171264,"\int \frac{18-9 x+(-2+x) \log (4-2 x)+2 \log ^2(2) \log \left(\frac{1}{5} (9-\log (4-2 x))\right)}{18-9 x+(-2+x) \log (4-2 x)} \, dx","Int[(18 - 9*x + (-2 + x)*Log[4 - 2*x] + 2*Log[2]^2*Log[(9 - Log[4 - 2*x])/5])/(18 - 9*x + (-2 + x)*Log[4 - 2*x]),x]","x+\log ^2(2) \log ^2\left(\frac{1}{5} (9-\log (4-2 x))\right)","x+\log ^2(2) \log ^2\left(\frac{1}{5} (9-\log (2 (2-x)))\right)-\log ^2(\log (4))",1,"x + Log[2]^2*Log[(9 - Log[4 - 2*x])/5]^2","A",4,7,54,0.1296,1,"{6741, 6742, 2390, 12, 2302, 29, 6686}"
6013,1,12,0,0.1968063,"\int \frac{e^{-1+e^{\frac{1}{x}}-x} \left(-e^{\frac{1}{x}}-x^2\right)}{x^2} \, dx","Int[(E^(-1 + E^x^(-1) - x)*(-E^x^(-1) - x^2))/x^2,x]","e^{-x+e^{\frac{1}{x}}-1}","e^{-x+e^{\frac{1}{x}}-1}",1,"E^(-1 + E^x^(-1) - x)","A",1,1,29,0.03448,1,"{6706}"
6014,1,139,0,25.4152229,"\int \frac{e^{-16-16 x} \left(-32 e^{2+2 x} x^{21}+3 x^{24}-2 x^{25}+\left(7168 e^{4+4 x} x^{18}+e^{2+2 x} \left(-672 x^{21}+448 x^{22}\right)\right) \log (x)+\left(-688128 e^{6+6 x} x^{15}+e^{4+4 x} \left(64512 x^{18}-43008 x^{19}\right)\right) \log ^2(x)+\left(36700160 e^{8+8 x} x^{12}+e^{6+6 x} \left(-3440640 x^{15}+2293760 x^{16}\right)\right) \log ^3(x)+\left(-1174405120 e^{10+10 x} x^9+e^{8+8 x} \left(110100480 x^{12}-73400320 x^{13}\right)\right) \log ^4(x)+\left(22548578304 e^{12+12 x} x^6+e^{10+10 x} \left(-2113929216 x^9+1409286144 x^{10}\right)\right) \log ^5(x)+\left(-240518168576 e^{14+14 x} x^3+e^{12+12 x} \left(22548578304 x^6-15032385536 x^7\right)\right) \log ^6(x)+\left(1099511627776 e^{16+16 x}+e^{14+14 x} \left(-103079215104 x^3+68719476736 x^4\right)\right) \log ^7(x)\right)}{2097152 x} \, dx","Int[(E^(-16 - 16*x)*(-32*E^(2 + 2*x)*x^21 + 3*x^24 - 2*x^25 + (7168*E^(4 + 4*x)*x^18 + E^(2 + 2*x)*(-672*x^21 + 448*x^22))*Log[x] + (-688128*E^(6 + 6*x)*x^15 + E^(4 + 4*x)*(64512*x^18 - 43008*x^19))*Log[x]^2 + (36700160*E^(8 + 8*x)*x^12 + E^(6 + 6*x)*(-3440640*x^15 + 2293760*x^16))*Log[x]^3 + (-1174405120*E^(10 + 10*x)*x^9 + E^(8 + 8*x)*(110100480*x^12 - 73400320*x^13))*Log[x]^4 + (22548578304*E^(12 + 12*x)*x^6 + E^(10 + 10*x)*(-2113929216*x^9 + 1409286144*x^10))*Log[x]^5 + (-240518168576*E^(14 + 14*x)*x^3 + E^(12 + 12*x)*(22548578304*x^6 - 15032385536*x^7))*Log[x]^6 + (1099511627776*E^(16 + 16*x) + E^(14 + 14*x)*(-103079215104*x^3 + 68719476736*x^4))*Log[x]^7))/(2097152*x),x]","\frac{e^{-16 x-16} x^{24}}{16777216}-\frac{e^{-14 x-14} x^{21} \log (x)}{65536}+\frac{7 e^{-12 x-12} x^{18} \log ^2(x)}{4096}-\frac{7}{64} e^{-10 x-10} x^{15} \log ^3(x)+\frac{35}{8} e^{-8 x-8} x^{12} \log ^4(x)-112 e^{-6 x-6} x^9 \log ^5(x)+1792 e^{-4 x-4} x^6 \log ^6(x)-16384 e^{-2 x-2} x^3 \log ^7(x)+65536 \log ^8(x)","256 \left(2 \log (x)-\frac{1}{16} e^{-2 x-2} x^3\right)^8",1,"(E^(-16 - 16*x)*x^24)/16777216 - (E^(-14 - 14*x)*x^21*Log[x])/65536 + (7*E^(-12 - 12*x)*x^18*Log[x]^2)/4096 - (7*E^(-10 - 10*x)*x^15*Log[x]^3)/64 + (35*E^(-8 - 8*x)*x^12*Log[x]^4)/8 - 112*E^(-6 - 6*x)*x^9*Log[x]^5 + 1792*E^(-4 - 4*x)*x^6*Log[x]^6 - 16384*E^(-2 - 2*x)*x^3*Log[x]^7 + 65536*Log[x]^8","B",64,9,291,0.03093,1,"{12, 6688, 6742, 2196, 2176, 2194, 2302, 30, 2288}"
6015,1,33,0,0.0457852,"\int e^{25+e^2-3 x-x^2} x \left(2-3 x-2 x^2\right) \, dx","Int[E^(25 + E^2 - 3*x - x^2)*x*(2 - 3*x - 2*x^2),x]","\frac{e^{-x^2-3 x+e^2+25} x \left(2 x^2+3 x\right)}{2 x+3}","e^{-x^2-3 x+e^2+25} x^2",1,"(E^(25 + E^2 - 3*x - x^2)*x*(3*x + 2*x^2))/(3 + 2*x)","A",1,1,27,0.03704,1,"{2288}"
6016,1,14,0,0.0074657,"\int \left(17+2 x-2 \log (x)-\log ^2(x)\right) \, dx","Int[17 + 2*x - 2*Log[x] - Log[x]^2,x]","x^2+17 x-x \log ^2(x)","(x+3)^2+11 x-x \log ^2(x)-4+\frac{3}{\log (2)}",1,"17*x + x^2 - x*Log[x]^2","A",4,2,15,0.1333,1,"{2295, 2296}"
6017,0,0,0,6.2008525,"\int \frac{-12 e^{e^x}+(-6 x+6 x \log (3)) \log \left(x^2\right)-6 e^{e^x+x} x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left((3 x-3 x \log (3)) \log \left(x^2\right)+3 e^{e^x} \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(x-x \log (3)+e^{e^x} \log \left(\log \left(x^2\right)\right)\right)}{\left((x-x \log (3)) \log \left(x^2\right)+e^{e^x} \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log ^3\left(x-x \log (3)+e^{e^x} \log \left(\log \left(x^2\right)\right)\right)} \, dx","Int[(-12*E^E^x + (-6*x + 6*x*Log[3])*Log[x^2] - 6*E^(E^x + x)*x*Log[x^2]*Log[Log[x^2]] + ((3*x - 3*x*Log[3])*Log[x^2] + 3*E^E^x*Log[x^2]*Log[Log[x^2]])*Log[x - x*Log[3] + E^E^x*Log[Log[x^2]]])/(((x - x*Log[3])*Log[x^2] + E^E^x*Log[x^2]*Log[Log[x^2]])*Log[x - x*Log[3] + E^E^x*Log[Log[x^2]]]^3),x]","\int \frac{-12 e^{e^x}+(-6 x+6 x \log (3)) \log \left(x^2\right)-6 e^{e^x+x} x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left((3 x-3 x \log (3)) \log \left(x^2\right)+3 e^{e^x} \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(x-x \log (3)+e^{e^x} \log \left(\log \left(x^2\right)\right)\right)}{\left((x-x \log (3)) \log \left(x^2\right)+e^{e^x} \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log ^3\left(x-x \log (3)+e^{e^x} \log \left(\log \left(x^2\right)\right)\right)} \, dx","\frac{3 x}{\log ^2\left(e^{e^x} \log \left(\log \left(x^2\right)\right)+x+x (-\log (3))\right)}",1,"-12*Defer[Int][1/(Log[x^2]*Log[Log[x^2]]*Log[x*(1 - Log[3]) + E^E^x*Log[Log[x^2]]]^3), x] + 6*(1 - Log[3])*Defer[Int][x/((-(x*(1 - Log[3])) - E^E^x*Log[Log[x^2]])*Log[x*(1 - Log[3]) + E^E^x*Log[Log[x^2]]]^3), x] + 6*Defer[Int][(E^(E^x + x)*x*Log[Log[x^2]])/((-(x*(1 - Log[3])) - E^E^x*Log[Log[x^2]])*Log[x*(1 - Log[3]) + E^E^x*Log[Log[x^2]]]^3), x] + 12*(1 - Log[3])*Defer[Int][x/(Log[x^2]*Log[Log[x^2]]*(x*(1 - Log[3]) + E^E^x*Log[Log[x^2]])*Log[x*(1 - Log[3]) + E^E^x*Log[Log[x^2]]]^3), x] + 3*Defer[Int][Log[x*(1 - Log[3]) + E^E^x*Log[Log[x^2]]]^(-2), x]","F",0,0,0,0,-1,"{}"
6018,1,49,0,0.0891752,"\int \frac{1}{6} \left(1+18 e^{3 x}+6 e^{6 x}+4 e^{2 x^2} x+e^{x^2} \left(12 x+e^{3 x} (6+4 x)\right)\right) \, dx","Int[(1 + 18*E^(3*x) + 6*E^(6*x) + 4*E^(2*x^2)*x + E^x^2*(12*x + E^(3*x)*(6 + 4*x)))/6,x]","e^{x^2}+\frac{e^{2 x^2}}{6}+\frac{1}{3} e^{x^2+3 x}+\frac{x}{6}+e^{3 x}+\frac{e^{6 x}}{6}","\frac{1}{2} \left(\frac{1}{3} \left(\left(e^{x^2}+e^{3 x}+3\right)^2+x\right)-e^4\right)",1,"E^(3*x) + E^(6*x)/6 + E^x^2 + E^(2*x^2)/6 + E^(3*x + x^2)/3 + x/6","A",9,5,51,0.09804,1,"{12, 2194, 2209, 6742, 2236}"
6019,1,38,0,3.5317455,"\int \frac{e^{\frac{1}{9} \left(36 x-96 x^2+100 x^3-48 x^4+9 x^5\right)} \left(12-64 x+100 x^2-64 x^3+15 x^4\right)}{3-6 e^{\frac{1}{9} \left(36 x-96 x^2+100 x^3-48 x^4+9 x^5\right)}+3 e^{\frac{2}{9} \left(36 x-96 x^2+100 x^3-48 x^4+9 x^5\right)}} \, dx","Int[(E^((36*x - 96*x^2 + 100*x^3 - 48*x^4 + 9*x^5)/9)*(12 - 64*x + 100*x^2 - 64*x^3 + 15*x^4))/(3 - 6*E^((36*x - 96*x^2 + 100*x^3 - 48*x^4 + 9*x^5)/9) + 3*E^((2*(36*x - 96*x^2 + 100*x^3 - 48*x^4 + 9*x^5))/9)),x]","-\frac{1}{1-e^{-x^5-\frac{100 x^3}{9}+\frac{16}{3} \left(x^2+2\right) x^2-4 x}}","\frac{1}{1-e^{x \left(\left(x-\frac{8}{3}\right) x+2\right)^2}}",1,"-(1 - E^(-4*x - (100*x^3)/9 - x^5 + (16*x^2*(2 + x^2))/3))^(-1)","A",4,4,119,0.03361,1,"{6688, 12, 6711, 32}"
6020,0,0,0,0.8001799,"\int \frac{e^{9+x^2+\log (x) \log \left(x^5 \log ^2(4)\right)} \left(2 x^2+5 \log (x)+\log \left(x^5 \log ^2(4)\right)\right)}{x} \, dx","Int[(E^(9 + x^2 + Log[x]*Log[x^5*Log[4]^2])*(2*x^2 + 5*Log[x] + Log[x^5*Log[4]^2]))/x,x]","\int \frac{e^{9+x^2+\log (x) \log \left(x^5 \log ^2(4)\right)} \left(2 x^2+5 \log (x)+\log \left(x^5 \log ^2(4)\right)\right)}{x} \, dx","e^{\log (x) \log \left(x^5 \log ^2(4)\right)+x^2+9}",1,"2*Defer[Int][E^(9 + x^2 + Log[x]*Log[x^5*Log[4]^2])*x, x] + 5*Defer[Int][(E^(9 + x^2 + Log[x]*Log[x^5*Log[4]^2])*Log[x])/x, x] + Defer[Int][(E^(9 + x^2 + Log[x]*Log[x^5*Log[4]^2])*Log[x^5*Log[4]^2])/x, x]","F",0,0,0,0,-1,"{}"
6021,1,37,0,0.0585747,"\int \left(2 e^{-2+2 x}+2 x-6 x^2+4 x^3+e^{-1+x} \left(2-2 x-2 x^2\right)\right) \, dx","Int[2*E^(-2 + 2*x) + 2*x - 6*x^2 + 4*x^3 + E^(-1 + x)*(2 - 2*x - 2*x^2),x]","x^4-2 x^3-2 e^{x-1} x^2+x^2+2 e^{x-1} x+e^{2 x-2}","\left(-x^2+x+e^{x-1}\right)^2+1",1,"E^(-2 + 2*x) + 2*E^(-1 + x)*x + x^2 - 2*E^(-1 + x)*x^2 - 2*x^3 + x^4","B",10,3,39,0.07692,1,"{2194, 2196, 2176}"
6022,0,0,0,3.5318251,"\int \frac{-216+216 x-54 x^2+e^x \left(36-144 x+99 x^2-18 x^3\right)+\left(-108+216 x-81 x^2\right) \log (9)+\left(108-216 x+81 x^2\right) \log (x)}{e^{3 x}-9 e^{2 x} \log (9)+27 e^x \log ^2(9)-27 \log ^3(9)+\left(9 e^{2 x}-54 e^x \log (9)+81 \log ^2(9)\right) \log (x)+\left(27 e^x-81 \log (9)\right) \log ^2(x)+27 \log ^3(x)} \, dx","Int[(-216 + 216*x - 54*x^2 + E^x*(36 - 144*x + 99*x^2 - 18*x^3) + (-108 + 216*x - 81*x^2)*Log[9] + (108 - 216*x + 81*x^2)*Log[x])/(E^(3*x) - 9*E^(2*x)*Log[9] + 27*E^x*Log[9]^2 - 27*Log[9]^3 + (9*E^(2*x) - 54*E^x*Log[9] + 81*Log[9]^2)*Log[x] + (27*E^x - 81*Log[9])*Log[x]^2 + 27*Log[x]^3),x]","\int \frac{-216+216 x-54 x^2+e^x \left(36-144 x+99 x^2-18 x^3\right)+\left(-108+216 x-81 x^2\right) \log (9)+\left(108-216 x+81 x^2\right) \log (x)}{e^{3 x}-9 e^{2 x} \log (9)+27 e^x \log ^2(9)-27 \log ^3(9)+\left(9 e^{2 x}-54 e^x \log (9)+81 \log ^2(9)\right) \log (x)+\left(27 e^x-81 \log (9)\right) \log ^2(x)+27 \log ^3(x)} \, dx","\frac{\left(2 x-x^2\right)^2}{x \left(\frac{e^x}{3}+\log (x)-\log (9)\right)^2}",1,"-216*Defer[Int][(E^x - 3*Log[9] + 3*Log[x])^(-3), x] + 216*Defer[Int][x/(E^x - 3*Log[9] + 3*Log[x])^3, x] - 108*Log[81]*Defer[Int][x/(E^x - 3*Log[9] + 3*Log[x])^3, x] - 54*Defer[Int][x^2/(E^x - 3*Log[9] + 3*Log[x])^3, x] + 108*Log[81]*Defer[Int][x^2/(E^x - 3*Log[9] + 3*Log[x])^3, x] - 27*Log[81]*Defer[Int][x^3/(E^x - 3*Log[9] + 3*Log[x])^3, x] + 216*Defer[Int][(x*Log[x])/(E^x - 3*Log[9] + 3*Log[x])^3, x] - 216*Defer[Int][(x^2*Log[x])/(E^x - 3*Log[9] + 3*Log[x])^3, x] + 54*Defer[Int][(x^3*Log[x])/(E^x - 3*Log[9] + 3*Log[x])^3, x] + 36*Defer[Int][(E^x - 3*Log[9] + 3*Log[x])^(-2), x] - 144*Defer[Int][x/(E^x - 3*Log[9] + 3*Log[x])^2, x] + 99*Defer[Int][x^2/(E^x - 3*Log[9] + 3*Log[x])^2, x] - 18*Defer[Int][x^3/(E^x - 3*Log[9] + 3*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
6023,1,35,0,0.0137512,"\int \frac{e^3-x+4 x^2+\left(-8 x^2-24 x^3-16 x^4\right) \log (3)}{x} \, dx","Int[(E^3 - x + 4*x^2 + (-8*x^2 - 24*x^3 - 16*x^4)*Log[3])/x,x]","-4 x^4 \log (3)-8 x^3 \log (3)+2 x^2 (1-\log (9))-x+e^3 \log (x)","2 x^2-4 \left(x^2+x\right)^2 \log (3)-x+e^3 \log (x)",1,"-x - 8*x^3*Log[3] - 4*x^4*Log[3] + 2*x^2*(1 - Log[9]) + E^3*Log[x]","A",2,1,35,0.02857,1,"{14}"
6024,0,0,0,2.1657204,"\int \frac{8-8 x+2 x^2+e^{\frac{-3 x+x^2}{-2+x}} \left(-156 x+104 x^2-26 x^3\right)+e^{\frac{-3 x+x^2}{-2+x}} \left(6 x-4 x^2+x^3\right) \log (x)}{-104 x+104 x^2-26 x^3+\left(4 x-4 x^2+x^3\right) \log (x)} \, dx","Int[(8 - 8*x + 2*x^2 + E^((-3*x + x^2)/(-2 + x))*(-156*x + 104*x^2 - 26*x^3) + E^((-3*x + x^2)/(-2 + x))*(6*x - 4*x^2 + x^3)*Log[x])/(-104*x + 104*x^2 - 26*x^3 + (4*x - 4*x^2 + x^3)*Log[x]),x]","\int \frac{8-8 x+2 x^2+e^{\frac{-3 x+x^2}{-2+x}} \left(-156 x+104 x^2-26 x^3\right)+e^{\frac{-3 x+x^2}{-2+x}} \left(6 x-4 x^2+x^3\right) \log (x)}{-104 x+104 x^2-26 x^3+\left(4 x-4 x^2+x^3\right) \log (x)} \, dx","e^{\frac{x}{2-x}+x}+\log \left((26-\log (x))^2\right)",1,"E^(((3 - x)*x)/(2 - x)) - 8*Defer[Int][1/((-2 + x)^2*(-26 + Log[x])), x] + 8*Defer[Int][1/((-2 + x)^2*x*(-26 + Log[x])), x] + 2*Defer[Int][x/((-2 + x)^2*(-26 + Log[x])), x]","F",0,0,0,0,-1,"{}"
6025,0,0,0,1.7174941,"\int \frac{\left(\frac{16}{e^{25}}+x\right) \log \left(\frac{16}{e^{25}}+x\right)+\left(\frac{16 x}{e^{25}}+x^2\right) \log (x) \log ^2\left(\frac{16}{e^{25}}+x\right)+\left(-x \log (x)+\left(-\frac{16}{e^{25}}-x\right) \log (x) \log \left(\frac{16}{e^{25}}+x\right)\right) \log (\log (x))}{\left(\frac{16 x^2}{e^{25}}+x^3\right) \log (x) \log ^2\left(\frac{16}{e^{25}}+x\right)} \, dx","Int[((16/E^25 + x)*Log[16/E^25 + x] + ((16*x)/E^25 + x^2)*Log[x]*Log[16/E^25 + x]^2 + (-(x*Log[x]) + (-16/E^25 - x)*Log[x]*Log[16/E^25 + x])*Log[Log[x]])/(((16*x^2)/E^25 + x^3)*Log[x]*Log[16/E^25 + x]^2),x]","\int \frac{\left(\frac{16}{e^{25}}+x\right) \log \left(\frac{16}{e^{25}}+x\right)+\left(\frac{16 x}{e^{25}}+x^2\right) \log (x) \log ^2\left(\frac{16}{e^{25}}+x\right)+\left(-x \log (x)+\left(-\frac{16}{e^{25}}-x\right) \log (x) \log \left(\frac{16}{e^{25}}+x\right)\right) \log (\log (x))}{\left(\frac{16 x^2}{e^{25}}+x^3\right) \log (x) \log ^2\left(\frac{16}{e^{25}}+x\right)} \, dx","\log \left(x \sqrt[x \log \left(x+\frac{16}{e^{25}}\right)]{\log (x)}\right)",1,"Log[x] + Defer[Int][1/(x^2*Log[x]*Log[16/E^25 + x]), x] - (E^25*Defer[Int][Log[Log[x]]/(x*Log[16/E^25 + x]^2), x])/16 + (E^50*Defer[Int][Log[Log[x]]/((16 + E^25*x)*Log[16/E^25 + x]^2), x])/16 - Defer[Int][Log[Log[x]]/(x^2*Log[16/E^25 + x]), x]","F",0,0,0,0,-1,"{}"
6026,1,25,0,0.0962272,"\int \frac{4+e^{2 x} x+144 x^2+\left(-4+144 x^2+2 e^{2 x} x^2\right) \log (x)}{144 x^2} \, dx","Int[(4 + E^(2*x)*x + 144*x^2 + (-4 + 144*x^2 + 2*E^(2*x)*x^2)*Log[x])/(144*x^2),x]","\frac{1}{144} e^{2 x} \log (x)+\frac{1}{36} \left(36 x+\frac{1}{x}\right) \log (x)","\left(\frac{1}{144} \left(e^{2 x}+\frac{4}{x}\right)+x\right) \log (x)",1,"(E^(2*x)*Log[x])/144 + ((x^(-1) + 36*x)*Log[x])/36","A",10,4,41,0.09756,1,"{12, 14, 2288, 2334}"
6027,1,134,0,0.2943137,"\int \frac{\left(6 x-2 e^5 x\right) \log \left(x^2\right)}{25 \log (7)+50 \log (7) \log \left(x^2\right)+25 \log (7) \log ^2\left(x^2\right)} \, dx","Int[((6*x - 2*E^5*x)*Log[x^2])/(25*Log[7] + 50*Log[7]*Log[x^2] + 25*Log[7]*Log[x^2]^2),x]","\frac{\left(3-e^5\right) \log \left(x^2\right) \text{Ei}\left(\log \left(x^2\right)+1\right)}{25 e \log (7)}-\frac{\left(3-e^5\right) \left(\log \left(x^2\right)+1\right) \text{Ei}\left(\log \left(x^2\right)+1\right)}{25 e \log (7)}+\frac{\left(3-e^5\right) \text{Ei}\left(\log \left(x^2\right)+1\right)}{25 e \log (7)}-\frac{\left(3-e^5\right) x^2 \log \left(x^2\right)}{25 \log (7) \left(\log \left(x^2\right)+1\right)}+\frac{\left(3-e^5\right) x^2}{25 \log (7)}","\frac{1}{5} \left(\frac{\left(3-e^5\right) x^2}{5 \log (7) \left(\log \left(x^2\right)+1\right)}-2\right)",1,"((3 - E^5)*x^2)/(25*Log[7]) + ((3 - E^5)*ExpIntegralEi[1 + Log[x^2]])/(25*E*Log[7]) + ((3 - E^5)*ExpIntegralEi[1 + Log[x^2]]*Log[x^2])/(25*E*Log[7]) - ((3 - E^5)*x^2*Log[x^2])/(25*Log[7]*(1 + Log[x^2])) - ((3 - E^5)*ExpIntegralEi[1 + Log[x^2]]*(1 + Log[x^2]))/(25*E*Log[7])","C",10,8,40,0.2000,1,"{6, 12, 6688, 2306, 2310, 2178, 2366, 6482}"
6028,0,0,0,46.726942,"\int \frac{\exp \left(-\frac{2 \log ^2(x)}{-8 x+2 x^2+3 e^{4+x} x^2-4 x^3}\right) \left(\left(32-8 x-12 e^{4+x} x+16 x^2\right) \log (x)+\left(-16+8 x-24 x^2+e^{4+x} \left(12 x+6 x^2\right)\right) \log ^2(x)\right)}{64 x^2-32 x^3+68 x^4+9 e^{8+2 x} x^4-16 x^5+16 x^6+e^{4+x} \left(-48 x^3+12 x^4-24 x^5\right)} \, dx","Int[((32 - 8*x - 12*E^(4 + x)*x + 16*x^2)*Log[x] + (-16 + 8*x - 24*x^2 + E^(4 + x)*(12*x + 6*x^2))*Log[x]^2)/(E^((2*Log[x]^2)/(-8*x + 2*x^2 + 3*E^(4 + x)*x^2 - 4*x^3))*(64*x^2 - 32*x^3 + 68*x^4 + 9*E^(8 + 2*x)*x^4 - 16*x^5 + 16*x^6 + E^(4 + x)*(-48*x^3 + 12*x^4 - 24*x^5))),x]","\int \frac{\exp \left(-\frac{2 \log ^2(x)}{-8 x+2 x^2+3 e^{4+x} x^2-4 x^3}\right) \left(\left(32-8 x-12 e^{4+x} x+16 x^2\right) \log (x)+\left(-16+8 x-24 x^2+e^{4+x} \left(12 x+6 x^2\right)\right) \log ^2(x)\right)}{64 x^2-32 x^3+68 x^4+9 e^{8+2 x} x^4-16 x^5+16 x^6+e^{4+x} \left(-48 x^3+12 x^4-24 x^5\right)} \, dx","e^{\frac{\log ^2(x)}{x \left(2 \left(x-\frac{3 e^{x+4}}{4}\right) x-x+4\right)}}",1,"4*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x])/(x^2*(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)), x] - 12*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x]^2)/(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)^2, x] + 16*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x]^2)/(x^2*(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)^2), x] + 16*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x]^2)/(x*(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)^2), x] + 8*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*x*Log[x]^2)/(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)^2, x] - 4*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x]^2)/(x^2*(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)), x] - 2*Defer[Int][(E^((2*Log[x]^2)/(x*(8 - (2 + 3*E^(4 + x))*x + 4*x^2)))*Log[x]^2)/(x*(8 - 2*x - 3*E^(4 + x)*x + 4*x^2)), x]","F",0,0,0,0,-1,"{}"
6029,0,0,0,1.0142731,"\int \frac{e^{-x} \left(-x^2+\left(8 x^2-x^3+(-1-x) \log (2)\right) \log (x)+\left(-x^2+x^3\right) \log (x) \log (\log (x))\right)}{x^2 \log (x)} \, dx","Int[(-x^2 + (8*x^2 - x^3 + (-1 - x)*Log[2])*Log[x] + (-x^2 + x^3)*Log[x]*Log[Log[x]])/(E^x*x^2*Log[x]),x]","\int \frac{e^{-x} \left(-x^2+\left(8 x^2-x^3+(-1-x) \log (2)\right) \log (x)+\left(-x^2+x^3\right) \log (x) \log (\log (x))\right)}{x^2 \log (x)} \, dx","e^{-x} \left(2 x+x (-\log (\log (x)))+\frac{-((x+5) x)+x+\log (2)}{x}-3\right)",1,"-7/E^x + x/E^x + Log[2]/(E^x*x) - Defer[Int][1/(E^x*Log[x]), x] - Defer[Int][Log[Log[x]]/E^x, x] + Defer[Int][(x*Log[Log[x]])/E^x, x]","F",0,0,0,0,-1,"{}"
6030,0,0,0,3.2459799,"\int \frac{x^2+2 e^x x^2+e^{2 x} (-1+2 x)+e^{e^{10}} \left(1+2 e^{2 x}+2 x+e^x (2+2 x)\right)}{\left(e^{2 x} x+x^2+2 e^x x^2+x^3+e^{e^{10}} \left(e^{2 x}+x+2 e^x x+x^2\right)\right) \log \left(\frac{e^{2 x}+x+2 e^x x+x^2}{e^{e^{10}}+x}\right)} \, dx","Int[(x^2 + 2*E^x*x^2 + E^(2*x)*(-1 + 2*x) + E^E^10*(1 + 2*E^(2*x) + 2*x + E^x*(2 + 2*x)))/((E^(2*x)*x + x^2 + 2*E^x*x^2 + x^3 + E^E^10*(E^(2*x) + x + 2*E^x*x + x^2))*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]),x]","\int \frac{x^2+2 e^x x^2+e^{2 x} (-1+2 x)+e^{e^{10}} \left(1+2 e^{2 x}+2 x+e^x (2+2 x)\right)}{\left(e^{2 x} x+x^2+2 e^x x^2+x^3+e^{e^{10}} \left(e^{2 x}+x+2 e^x x+x^2\right)\right) \log \left(\frac{e^{2 x}+x+2 e^x x+x^2}{e^{e^{10}}+x}\right)} \, dx","\log \left(\log \left(\frac{\left(x+e^x\right)^2+x}{x+e^{e^{10}}}\right)\right)",1,"2*Defer[Int][Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]^(-1), x] - Defer[Int][1/((E^E^10 + x)*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]), x] + Defer[Int][1/((E^(2*x) + x + 2*E^x*x + x^2)*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]), x] + 2*Defer[Int][E^x/((E^(2*x) + x + 2*E^x*x + x^2)*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]), x] - 2*Defer[Int][(E^x*x)/((E^(2*x) + x + 2*E^x*x + x^2)*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]), x] - 2*Defer[Int][x^2/((E^(2*x) + x + 2*E^x*x + x^2)*Log[(E^(2*x) + x + 2*E^x*x + x^2)/(E^E^10 + x)]), x]","F",0,0,0,0,-1,"{}"
6031,0,0,0,3.7403069,"\int \frac{\exp \left(\frac{4+(1+x) \log \left(\frac{x^2}{7}\right)+\log \left(\frac{x^2}{7}\right) \log (\log (4+x))}{\log \left(\frac{x^2}{7}\right)}\right) \left((-32-8 x) \log (4+x)+\log ^2\left(\frac{x^2}{7}\right) \left(x+\left(4 x+x^2\right) \log (4+x)\right)\right)}{\left(4 x+x^2\right) \log ^2\left(\frac{x^2}{7}\right) \log (4+x)} \, dx","Int[(E^((4 + (1 + x)*Log[x^2/7] + Log[x^2/7]*Log[Log[4 + x]])/Log[x^2/7])*((-32 - 8*x)*Log[4 + x] + Log[x^2/7]^2*(x + (4*x + x^2)*Log[4 + x])))/((4*x + x^2)*Log[x^2/7]^2*Log[4 + x]),x]","\int \frac{\exp \left(\frac{4+(1+x) \log \left(\frac{x^2}{7}\right)+\log \left(\frac{x^2}{7}\right) \log (\log (4+x))}{\log \left(\frac{x^2}{7}\right)}\right) \left((-32-8 x) \log (4+x)+\log ^2\left(\frac{x^2}{7}\right) \left(x+\left(4 x+x^2\right) \log (4+x)\right)\right)}{\left(4 x+x^2\right) \log ^2\left(\frac{x^2}{7}\right) \log (4+x)} \, dx","e^{\frac{4}{\log \left(\frac{x^2}{7}\right)}+x+1} \log (x+4)",1,"Defer[Int][E^(1 + x + 4/Log[x^2/7])/(4 + x), x] + Defer[Int][E^(1 + x + 4/Log[x^2/7])*Log[4 + x], x] - 8*Defer[Int][(E^(1 + x + 4/Log[x^2/7])*Log[4 + x])/(x*Log[x^2/7]^2), x]","F",0,0,0,0,-1,"{}"
6032,1,24,0,0.2295871,"\int \frac{-3+e^{2 x} (-48-96 x)+6 e^{x^2} x}{3125+125 e^{2 x^2}-1250 x+125 x^2+32000 e^{4 x} x^2+e^{x^2} \left(1250-250 x-4000 e^{2 x} x\right)+e^{2 x} \left(-20000 x+4000 x^2\right)} \, dx","Int[(-3 + E^(2*x)*(-48 - 96*x) + 6*E^x^2*x)/(3125 + 125*E^(2*x^2) - 1250*x + 125*x^2 + 32000*E^(4*x)*x^2 + E^x^2*(1250 - 250*x - 4000*E^(2*x)*x) + E^(2*x)*(-20000*x + 4000*x^2)),x]","-\frac{3}{125 \left(e^{x^2}-16 e^{2 x} x-x+5\right)}","5 \left(5-\frac{3}{625 \left(e^{x^2}-16 e^{2 x} x-x+5\right)}\right)",1,"-3/(125*(5 + E^x^2 - x - 16*E^(2*x)*x))","A",3,3,87,0.03448,1,"{6688, 12, 6686}"
6033,1,17,0,0.0402942,"\int e^{12+16 x+7 x^2+x^3} \left(64+56 x+12 x^2\right) \, dx","Int[E^(12 + 16*x + 7*x^2 + x^3)*(64 + 56*x + 12*x^2),x]","4 e^{x^3+7 x^2+16 x+12}","4 e^{(x+2)^2 (x+3)}-36",1,"4*E^(12 + 16*x + 7*x^2 + x^3)","A",1,1,26,0.03846,1,"{6706}"
6034,1,34,0,0.0735259,"\int \frac{e^4 \left(18+72 x-63 x^2+9 x^3\right)}{32-32 x-24 x^2+32 x^3-8 x^5+2 x^6} \, dx","Int[(E^4*(18 + 72*x - 63*x^2 + 9*x^3))/(32 - 32*x - 24*x^2 + 32*x^3 - 8*x^5 + 2*x^6),x]","\frac{9 e^4 (x+3)}{4 \left(2-x^2\right)}-\frac{9 e^4}{4 (2-x)}","\frac{9 e^4 (x-4)}{(2-x) \left(4 x^2-8\right)}+1",1,"(-9*E^4)/(4*(2 - x)) + (9*E^4*(3 + x))/(4*(2 - x^2))","A",6,4,46,0.08696,1,"{12, 2074, 639, 207}"
6035,0,0,0,17.6016852,"\int \frac{-e^x-x+e^{4+x+8 x^2} \left(-6+9 x+144 x^2+e^x (3+144 x)\right)+e^{4+x+8 x^2} \left(2+e^x (-4-96 x)-6 x-96 x^2\right) \log \left(e^x+x\right)+e^{4+x+8 x^2} \left(x+16 x^2+e^x (1+16 x)\right) \log ^2\left(e^x+x\right)}{e^x+x} \, dx","Int[(-E^x - x + E^(4 + x + 8*x^2)*(-6 + 9*x + 144*x^2 + E^x*(3 + 144*x)) + E^(4 + x + 8*x^2)*(2 + E^x*(-4 - 96*x) - 6*x - 96*x^2)*Log[E^x + x] + E^(4 + x + 8*x^2)*(x + 16*x^2 + E^x*(1 + 16*x))*Log[E^x + x]^2)/(E^x + x),x]","\int \frac{-e^x-x+e^{4+x+8 x^2} \left(-6+9 x+144 x^2+e^x (3+144 x)\right)+e^{4+x+8 x^2} \left(2+e^x (-4-96 x)-6 x-96 x^2\right) \log \left(e^x+x\right)+e^{4+x+8 x^2} \left(x+16 x^2+e^x (1+16 x)\right) \log ^2\left(e^x+x\right)}{e^x+x} \, dx","e^{8 x^2+x+4} \left(\log \left(x+e^x\right)-3\right)^2-x",1,"9*E^(4 + x + 8*x^2) + E^(127/32 + (1/(4*Sqrt[2]) + 2*Sqrt[2]*x)^2)/8 - x - (E^(127/32)*Sqrt[Pi/2]*(1 + 16*x)*Erfi[1/(4*Sqrt[2]) + 2*Sqrt[2]*x])/32 - 6*E^(4 + x + 8*x^2)*Log[E^x + x] + (E^(127/32)*Sqrt[Pi/2]*Erfi[(1 + 16*x)/(4*Sqrt[2])]*Log[E^x + x])/2 + 2*Log[E^x + x]*Defer[Int][E^(4 + x + 8*x^2)/(E^x + x), x] - 2*Log[E^x + x]*Defer[Int][(E^(4 + x + 8*x^2)*x)/(E^x + x), x] + (E^(127/32)*Sqrt[Pi/2]*Defer[Int][Erfi[1/(4*Sqrt[2]) + 2*Sqrt[2]*x]/(-E^x - x), x])/2 + (E^(127/32)*Sqrt[Pi/2]*Defer[Int][(x*Erfi[1/(4*Sqrt[2]) + 2*Sqrt[2]*x])/(E^x + x), x])/2 + Defer[Int][E^(4 + x + 8*x^2)*Log[E^x + x]^2, x] + 16*Defer[Int][E^(4 + x + 8*x^2)*x*Log[E^x + x]^2, x] - 2*Defer[Int][Defer[Int][E^(4 + x + 8*x^2)/(E^x + x), x], x] - 2*Defer[Int][Defer[Int][E^(4 + x + 8*x^2)/(E^x + x), x]/(E^x + x), x] + 2*Defer[Int][(x*Defer[Int][E^(4 + x + 8*x^2)/(E^x + x), x])/(E^x + x), x] + 2*Defer[Int][Defer[Int][(E^(4 + x + 8*x^2)*x)/(E^x + x), x], x] + 2*Defer[Int][Defer[Int][(E^(4 + x + 8*x^2)*x)/(E^x + x), x]/(E^x + x), x] - 2*Defer[Int][(x*Defer[Int][(E^(4 + x + 8*x^2)*x)/(E^x + x), x])/(E^x + x), x]","F",0,0,0,0,-1,"{}"
6036,0,0,0,5.4293533,"\int \frac{e^{\frac{-5760-40 e^x+9 x^2}{40 e^x-9 x^2}} \left(230400 e^x-103680 x\right)}{1600 e^{2 x}-720 e^x x^2+81 x^4} \, dx","Int[(E^((-5760 - 40*E^x + 9*x^2)/(40*E^x - 9*x^2))*(230400*E^x - 103680*x))/(1600*E^(2*x) - 720*E^x*x^2 + 81*x^4),x]","\int \frac{e^{\frac{-5760-40 e^x+9 x^2}{40 e^x-9 x^2}} \left(230400 e^x-103680 x\right)}{1600 e^{2 x}-720 e^x x^2+81 x^4} \, dx","e^{\frac{40}{\frac{x^2}{16}-\frac{5 e^x}{18}}-1}",1,"5760*Defer[Int][E^((-5760 - 40*E^x + 9*x^2)/(40*E^x - 9*x^2))/(40*E^x - 9*x^2), x] - 103680*Defer[Int][(E^((-5760 - 40*E^x + 9*x^2)/(40*E^x - 9*x^2))*x)/(-40*E^x + 9*x^2)^2, x] + 51840*Defer[Int][(E^((-5760 - 40*E^x + 9*x^2)/(40*E^x - 9*x^2))*x^2)/(-40*E^x + 9*x^2)^2, x]","F",0,0,0,0,-1,"{}"
6037,1,35,0,0.3739382,"\int \frac{e^{51 x^2} \left(-1+2 x+101 x^2-204 x^3+102 x^4\right)+e^{x^2} \left(-10 x^3+5 x^4-10 x^5+10 x^6\right)}{x^2-2 x^3+x^4} \, dx","Int[(E^(51*x^2)*(-1 + 2*x + 101*x^2 - 204*x^3 + 102*x^4) + E^x^2*(-10*x^3 + 5*x^4 - 10*x^5 + 10*x^6))/(x^2 - 2*x^3 + x^4),x]","\frac{e^{51 x^2}}{x}-\frac{5 e^{x^2} \left(x^2-x^3\right)}{(1-x)^2}","e^{x^2} x \left(\frac{e^{50 x^2}}{x^2}+\frac{5 x}{x-1}\right)",1,"E^(51*x^2)/x - (5*E^x^2*(x^2 - x^3))/(1 - x)^2","A",6,4,71,0.05634,1,"{1594, 27, 6688, 2288}"
6038,1,230,0,0.5354597,"\int \frac{-614656-87808 \log (2)-4704 \log ^2(2)-112 \log ^3(2)-\log ^4(2)+\left(-614656-87808 \log (2)-4704 \log ^2(2)-112 \log ^3(2)-\log ^4(2)\right) \log (x)}{1024 x^5 \log ^5(x)} \, dx","Int[(-614656 - 87808*Log[2] - 4704*Log[2]^2 - 112*Log[2]^3 - Log[2]^4 + (-614656 - 87808*Log[2] - 4704*Log[2]^2 - 112*Log[2]^3 - Log[2]^4)*Log[x])/(1024*x^5*Log[x]^5),x]","\frac{1}{96} (28+\log (2))^4 \log (x) \text{Ei}(-4 \log (x))-\frac{1}{96} \left((28+\log (2))^4 \log (x)+(28+\log (2))^4\right) \text{Ei}(-4 \log (x))+\frac{1}{96} (28+\log (2))^4 \text{Ei}(-4 \log (x))+\frac{(28+\log (2))^4 \log (x)+(28+\log (2))^4}{4096 x^4 \log ^4(x)}-\frac{(28+\log (2))^4 \log (x)+(28+\log (2))^4}{3072 x^4 \log ^3(x)}+\frac{(28+\log (2))^4}{12288 x^4 \log ^3(x)}+\frac{(28+\log (2))^4 \log (x)+(28+\log (2))^4}{1536 x^4 \log ^2(x)}-\frac{(28+\log (2))^4}{3072 x^4 \log ^2(x)}-\frac{(28+\log (2))^4 \log (x)+(28+\log (2))^4}{384 x^4 \log (x)}+\frac{(28+\log (2))^4}{512 x^4 \log (x)}+\frac{(28+\log (2))^4}{384 x^4}","\frac{(28+\log (2))^4}{4096 x^4 \log ^4(x)}",1,"(28 + Log[2])^4/(384*x^4) + (ExpIntegralEi[-4*Log[x]]*(28 + Log[2])^4)/96 + (28 + Log[2])^4/(12288*x^4*Log[x]^3) - (28 + Log[2])^4/(3072*x^4*Log[x]^2) + (28 + Log[2])^4/(512*x^4*Log[x]) + (ExpIntegralEi[-4*Log[x]]*(28 + Log[2])^4*Log[x])/96 - (ExpIntegralEi[-4*Log[x]]*((28 + Log[2])^4 + (28 + Log[2])^4*Log[x]))/96 + ((28 + Log[2])^4 + (28 + Log[2])^4*Log[x])/(4096*x^4*Log[x]^4) - ((28 + Log[2])^4 + (28 + Log[2])^4*Log[x])/(3072*x^4*Log[x]^3) + ((28 + Log[2])^4 + (28 + Log[2])^4*Log[x])/(1536*x^4*Log[x]^2) - ((28 + Log[2])^4 + (28 + Log[2])^4*Log[x])/(384*x^4*Log[x])","C",21,7,62,0.1129,1,"{12, 2306, 2309, 2178, 2366, 6742, 6482}"
6039,1,24,0,1.1903178,"\int \frac{\left(-15 x+11 x^2-2 x^3+e^x \left(3 x-x^2\right)\right)^x \left(-15+22 x-6 x^2+e^x \left(3+x-x^2\right)+\left(-15+e^x (3-x)+11 x-2 x^2\right) \log \left(-15 x+11 x^2-2 x^3+e^x \left(3 x-x^2\right)\right)\right)}{240-176 x+32 x^2+e^x (-48+16 x)+\left(-120+e^x (24-8 x)+88 x-16 x^2\right) \left(-15 x+11 x^2-2 x^3+e^x \left(3 x-x^2\right)\right)^x+\left(15+e^x (-3+x)-11 x+2 x^2\right) \left(-15 x+11 x^2-2 x^3+e^x \left(3 x-x^2\right)\right)^{2 x}} \, dx","Int[((-15*x + 11*x^2 - 2*x^3 + E^x*(3*x - x^2))^x*(-15 + 22*x - 6*x^2 + E^x*(3 + x - x^2) + (-15 + E^x*(3 - x) + 11*x - 2*x^2)*Log[-15*x + 11*x^2 - 2*x^3 + E^x*(3*x - x^2)]))/(240 - 176*x + 32*x^2 + E^x*(-48 + 16*x) + (-120 + E^x*(24 - 8*x) + 88*x - 16*x^2)*(-15*x + 11*x^2 - 2*x^3 + E^x*(3*x - x^2))^x + (15 + E^x*(-3 + x) - 11*x + 2*x^2)*(-15*x + 11*x^2 - 2*x^3 + E^x*(3*x - x^2))^(2*x)),x]","-\frac{1}{4-\left(-\left((x-3) x \left(2 x+e^x-5\right)\right)\right)^x}","\frac{1}{\left((3-x) x \left(2 x+e^x-5\right)\right)^x-4}+1",1,"-(4 - (-((-3 + x)*x*(-5 + E^x + 2*x)))^x)^(-1)","A",3,3,219,0.01370,1,"{6688, 6708, 32}"
6040,1,52,0,6.1052171,"\int \frac{(8-2 x) \log (x)+4 \log ^2(x)-60 \log ^4(x)+e^{\frac{-3+2 \log (x)}{\log (x)}} \left(3-2 \log (x)-46 \log ^2(x)+15 \log ^4(x)\right)}{\left(4 x-x^2\right) \log ^2(x)+\left(-60 x+15 x^2\right) \log ^4(x)+e^{\frac{-3+2 \log (x)}{\log (x)}} \left(-x \log ^2(x)+15 x \log ^4(x)\right)} \, dx","Int[((8 - 2*x)*Log[x] + 4*Log[x]^2 - 60*Log[x]^4 + E^((-3 + 2*Log[x])/Log[x])*(3 - 2*Log[x] - 46*Log[x]^2 + 15*Log[x]^4))/((4*x - x^2)*Log[x]^2 + (-60*x + 15*x^2)*Log[x]^4 + E^((-3 + 2*Log[x])/Log[x])*(-(x*Log[x]^2) + 15*x*Log[x]^4)),x]","-\log \left(1-15 \log ^2(x)\right)+\log (x)-\log \left(x e^{\frac{3}{\log (x)}}-4 e^{\frac{3}{\log (x)}}+e^2\right)+2 \log (\log (x))+\frac{3}{\log (x)}","\log \left(\frac{x}{\left(-x-e^{2-\frac{3}{\log (x)}}+4\right) \left(3-\frac{1}{5 \log ^2(x)}\right)}\right)",1,"3/Log[x] + Log[x] - Log[E^2 - 4*E^(3/Log[x]) + E^(3/Log[x])*x] + 2*Log[Log[x]] - Log[1 - 15*Log[x]^2]","A",8,5,114,0.04386,1,"{6741, 6742, 6684, 1802, 260}"
6041,0,0,0,0.0979013,"\int \frac{-4+x^{\left.\frac{1}{2}\right/x} (-1+\log (x))+2 \log \left(\frac{x^2}{5}\right)}{2 x^2} \, dx","Int[(-4 + x^(1/(2*x))*(-1 + Log[x]) + 2*Log[x^2/5])/(2*x^2),x]","\int \frac{-4+x^{\left.\frac{1}{2}\right/x} (-1+\log (x))+2 \log \left(\frac{x^2}{5}\right)}{2 x^2} \, dx","-x^{\left.\frac{1}{2}\right/x}-\frac{\log \left(\frac{x^2}{5}\right)}{x}+1",1,"-(Log[x^2/5]/x) - Defer[Int][x^(-2 + 1/(2*x)), x]/2 + (Log[x]*Defer[Int][x^(-2 + 1/(2*x)), x])/2 - Defer[Int][Defer[Int][x^(-2 + 1/(2*x)), x]/x, x]/2","F",0,0,0,0,-1,"{}"
6042,1,61,0,2.7463634,"\int \frac{-320 e^{4 x}+1280 e^{4 x} x \log (x)-40 x \log ^2(x)+20 e^{e^x+x} x \log ^2(x)+\left(-64 e^{4 x}+256 e^{4 x} x \log (x)-8 x \log ^2(x)+4 e^{e^x+x} x \log ^2(x)\right) \log \left(\frac{256 e^{8 x}-64 e^{4 x} x \log (x)+e^{2 e^x} \log ^2(x)+4 x^2 \log ^2(x)+e^{e^x} \left(32 e^{4 x} \log (x)-4 x \log ^2(x)\right)}{\log ^2(x)}\right)}{16 e^{4 x} x \log (x)+e^{e^x} x \log ^2(x)-2 x^2 \log ^2(x)} \, dx","Int[(-320*E^(4*x) + 1280*E^(4*x)*x*Log[x] - 40*x*Log[x]^2 + 20*E^(E^x + x)*x*Log[x]^2 + (-64*E^(4*x) + 256*E^(4*x)*x*Log[x] - 8*x*Log[x]^2 + 4*E^(E^x + x)*x*Log[x]^2)*Log[(256*E^(8*x) - 64*E^(4*x)*x*Log[x] + E^(2*E^x)*Log[x]^2 + 4*x^2*Log[x]^2 + E^E^x*(32*E^(4*x)*Log[x] - 4*x*Log[x]^2))/Log[x]^2])/(16*E^(4*x)*x*Log[x] + E^E^x*x*Log[x]^2 - 2*x^2*Log[x]^2),x]","\log ^2\left(\frac{\left(16 e^{4 x}+\left(e^{e^x}-2 x\right) \log (x)\right)^2}{\log ^2(x)}\right)+10 \log \left(\frac{\left(16 e^{4 x}+\left(e^{e^x}-2 x\right) \log (x)\right)^2}{\log ^2(x)}\right)","\left(\log \left(\left(2 x-e^{e^x}-\frac{16 e^{4 x}}{\log (x)}\right)^2\right)+5\right)^2",1,"10*Log[(16*E^(4*x) + (E^E^x - 2*x)*Log[x])^2/Log[x]^2] + Log[(16*E^(4*x) + (E^E^x - 2*x)*Log[x])^2/Log[x]^2]^2","B",4,3,181,0.01657,1,"{6688, 12, 6708}"
6043,1,22,0,0.0505652,"\int \frac{-6-12 x^2+2 x^3+e^4 \left(2+4 x^2\right)}{-6 x+2 e^4 x+x^2} \, dx","Int[(-6 - 12*x^2 + 2*x^3 + E^4*(2 + 4*x^2))/(-6*x + 2*E^4*x + x^2),x]","x^2-\log \left(2 \left(3-e^4\right)-x\right)+\log (x)","x^2-\log \left(\frac{5 \left(\frac{x}{2}+e^4-3\right)}{3 x}\right)+4",1,"x^2 - Log[2*(3 - E^4) - x] + Log[x]","A",4,3,39,0.07692,1,"{6, 1593, 1620}"
6044,1,21,0,0.0187543,"\int \frac{6+4 x-x^2-4 \log ^4(2)}{4-4 x+x^2} \, dx","Int[(6 + 4*x - x^2 - 4*Log[2]^4)/(4 - 4*x + x^2),x]","\frac{2 \left(5-2 \log ^4(2)\right)}{2-x}-x","\frac{10-4 \log ^4(2)}{2-x}-x",1,"-x + (2*(5 - 2*Log[2]^4))/(2 - x)","A",3,2,27,0.07407,1,"{27, 683}"
6045,0,0,0,0.6457219,"\int \frac{12 \log (3)-4 e^x \log (3)-e^x x \log (3) \log (x)+\left(-54+36 e^x-6 e^{2 x}\right) \log ^5(x)}{\left(54 x-36 e^x x+6 e^{2 x} x\right) \log ^5(x)} \, dx","Int[(12*Log[3] - 4*E^x*Log[3] - E^x*x*Log[3]*Log[x] + (-54 + 36*E^x - 6*E^(2*x))*Log[x]^5)/((54*x - 36*E^x*x + 6*E^(2*x)*x)*Log[x]^5),x]","\int \frac{12 \log (3)-4 e^x \log (3)-e^x x \log (3) \log (x)+\left(-54+36 e^x-6 e^{2 x}\right) \log ^5(x)}{\left(54 x-36 e^x x+6 e^{2 x} x\right) \log ^5(x)} \, dx","-\frac{\log (3)}{6 \left(3-e^x\right) \log ^4(x)}-\log (x)+3",1,"-Log[x] - (Log[9]*Defer[Int][1/((-3 + E^x)*x*Log[x]^5), x])/3 - (Log[3]*Defer[Int][E^x/((-3 + E^x)^2*Log[x]^4), x])/6","F",0,0,0,0,-1,"{}"
6046,0,0,0,0.1632599,"\int \frac{-4-\log (x)}{25-10 x+x^2+(10-2 x) \log (x)+\log ^2(x)} \, dx","Int[(-4 - Log[x])/(25 - 10*x + x^2 + (10 - 2*x)*Log[x] + Log[x]^2),x]","\int \frac{-4-\log (x)}{25-10 x+x^2+(10-2 x) \log (x)+\log ^2(x)} \, dx","4-\frac{x}{-x+\log (x)+5}",1,"Defer[Int][(-5 + x - Log[x])^(-2), x] - Defer[Int][x/(-5 + x - Log[x])^2, x] + Defer[Int][(-5 + x - Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
6047,1,24,0,0.0183056,"\int \frac{1}{144} \left(143-e^x-576 e^{3+4 e^x+x}\right) \, dx","Int[(143 - E^x - 576*E^(3 + 4*E^x + x))/144,x]","\frac{143 x}{144}-e^{4 e^x+3}-\frac{e^x}{144}","\frac{1}{144} \left(-x-e^x\right)-e^{4 e^x+3}+x+1",1,"-E^(3 + 4*E^x) - E^x/144 + (143*x)/144","A",5,3,23,0.1304,1,"{12, 2194, 2282}"
6048,0,0,0,0.2153845,"\int \frac{1}{5} e^{e^{e^x x}+x+e^x x} (-1-x) \, dx","Int[(E^(E^(E^x*x) + x + E^x*x)*(-1 - x))/5,x]","\int \frac{1}{5} e^{e^{e^x x}+x+e^x x} (-1-x) \, dx","\frac{1}{5} \left(-e^{e^{e^x x}}-6-\log ^2(4)\right)+\frac{1}{12}",1,"-1/5*Defer[Int][E^(E^(E^x*x) + x + E^x*x), x] - Defer[Int][E^(E^(E^x*x) + x + E^x*x)*x, x]/5","F",0,0,0,0,-1,"{}"
6049,1,20,0,0.160887,"\int \frac{-2+\log (3)}{\left(-2 x-x^2+x \log (3)\right) \log \left(-\frac{3 x}{-10-5 x+5 \log (3)+(-2-x+\log (3)) \log (5)}\right)} \, dx","Int[(-2 + Log[3])/((-2*x - x^2 + x*Log[3])*Log[(-3*x)/(-10 - 5*x + 5*Log[3] + (-2 - x + Log[3])*Log[5])]),x]","\log \left(\log \left(\frac{3 x}{(5+\log (5)) (x+2-\log (3))}\right)\right)","\log \left(\log \left(\frac{3 x}{(5+\log (5)) (x+2-\log (3))}\right)\right)",1,"Log[Log[(3*x)/((2 + x - Log[3])*(5 + Log[5]))]]","A",5,5,47,0.1064,1,"{6, 12, 1593, 2516, 2504}"
6050,0,0,0,9.2328783,"\int \frac{\exp \left(\frac{8-8 x-8 x^3+8 x^4+e^{2 x} \left(-8 x^2+8 x^3\right)}{e^{2 x} x^2+x^3}\right) \left(-24 x+16 x^2+8 e^{4 x} x^3+8 x^5+e^{2 x} \left(-16-8 x+16 x^2+16 x^4\right)\right)}{e^{4 x} x^3+2 e^{2 x} x^4+x^5} \, dx","Int[(E^((8 - 8*x - 8*x^3 + 8*x^4 + E^(2*x)*(-8*x^2 + 8*x^3))/(E^(2*x)*x^2 + x^3))*(-24*x + 16*x^2 + 8*E^(4*x)*x^3 + 8*x^5 + E^(2*x)*(-16 - 8*x + 16*x^2 + 16*x^4)))/(E^(4*x)*x^3 + 2*E^(2*x)*x^4 + x^5),x]","\int \frac{\exp \left(\frac{8-8 x-8 x^3+8 x^4+e^{2 x} \left(-8 x^2+8 x^3\right)}{e^{2 x} x^2+x^3}\right) \left(-24 x+16 x^2+8 e^{4 x} x^3+8 x^5+e^{2 x} \left(-16-8 x+16 x^2+16 x^4\right)\right)}{e^{4 x} x^3+2 e^{2 x} x^4+x^5} \, dx","e^{4 (2-2 x) \left(\frac{1}{x^2 \left(x+e^{2 x}\right)}-1\right)}",1,"8*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x))), x] - 16*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(E^(2*x) + x)^2, x] - 8*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(x^2*(E^(2*x) + x)^2), x] + 24*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(x*(E^(2*x) + x)^2), x] - 16*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(x^3*(E^(2*x) + x)), x] - 8*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(x^2*(E^(2*x) + x)), x] + 16*Defer[Int][E^((8*(-1 + x)*(-1 + E^(2*x)*x^2 + x^3))/(x^2*(E^(2*x) + x)))/(x*(E^(2*x) + x)), x]","F",0,0,0,0,-1,"{}"
6051,0,0,0,4.7633418,"\int \frac{\left(-3+6 x-3 x^2+e^{\frac{2 e^e x}{-1+x}} \left(1-2 x+x^2\right)\right) \log \left(9-6 e^{\frac{2 e^e x}{-1+x}}+e^{\frac{4 e^e x}{-1+x}}\right)+e^{\frac{2 e^e x}{-1+x}} \left(e^e (-16-8 x)+e^e (-8-4 x) \log \left(\frac{2+x}{5}\right)\right)}{-6+9 x-3 x^3+e^{\frac{2 e^e x}{-1+x}} \left(2-3 x+x^3\right)} \, dx","Int[((-3 + 6*x - 3*x^2 + E^((2*E^E*x)/(-1 + x))*(1 - 2*x + x^2))*Log[9 - 6*E^((2*E^E*x)/(-1 + x)) + E^((4*E^E*x)/(-1 + x))] + E^((2*E^E*x)/(-1 + x))*(E^E*(-16 - 8*x) + E^E*(-8 - 4*x)*Log[(2 + x)/5]))/(-6 + 9*x - 3*x^3 + E^((2*E^E*x)/(-1 + x))*(2 - 3*x + x^3)),x]","\int \frac{\left(-3+6 x-3 x^2+e^{\frac{2 e^e x}{-1+x}} \left(1-2 x+x^2\right)\right) \log \left(9-6 e^{\frac{2 e^e x}{-1+x}}+e^{\frac{4 e^e x}{-1+x}}\right)+e^{\frac{2 e^e x}{-1+x}} \left(e^e (-16-8 x)+e^e (-8-4 x) \log \left(\frac{2+x}{5}\right)\right)}{-6+9 x-3 x^3+e^{\frac{2 e^e x}{-1+x}} \left(2-3 x+x^3\right)} \, dx","\log \left(\left(3-e^{\frac{2 e^e x}{x-1}}\right)^2\right) \left(\log \left(\frac{x+2}{5}\right)+2\right)",1,"4*Log[3 - E^((-2*E^E*x)/(1 - x))] + Defer[Int][Log[(-3 + E^((2*E^E*x)/(-1 + x)))^2]/(2 + x), x] - 4*Defer[Int][(E^(E + (2*E^E*x)/(-1 + x))*Log[2/5 + x/5])/((-3 + E^((2*E^E*x)/(-1 + x)))*(1 - x)^2), x]","F",0,0,0,0,-1,"{}"
6052,1,29,0,0.1800435,"\int \frac{-4+e^{e^{2 x}+2 x} (2-8 x)-3 x^2+12 x^3+e^2 \left(2 x-8 x^2\right)}{-1+4 x} \, dx","Int[(-4 + E^(E^(2*x) + 2*x)*(2 - 8*x) - 3*x^2 + 12*x^3 + E^2*(2*x - 8*x^2))/(-1 + 4*x),x]","x^3-e^2 x^2-e^{e^{2 x}}-\log (1-4 x)","x \left(x \left(x-e^2\right)-\frac{e^{e^{2 x}}+\log \left(x-\frac{1}{4}\right)-5}{x}\right)-3",1,"-E^E^(2*x) - E^2*x^2 + x^3 - Log[1 - 4*x]","A",6,4,50,0.08000,1,"{6742, 2282, 2194, 1850}"
6053,1,28,0,0.2414088,"\int \frac{-3-10 x-x^2+1875 x^5-1875 x^6+1875 x^7-625 x^8}{x^2-625 x^7+625 x^8} \, dx","Int[(-3 - 10*x - x^2 + 1875*x^5 - 1875*x^6 + 1875*x^7 - 625*x^8)/(x^2 - 625*x^7 + 625*x^8),x]","2 \log \left(625 x^6-625 x^5+1\right)-x+\frac{3}{x}-10 \log (x)","\log \left(\left(\frac{1}{625 x^5}+x-1\right)^2\right)-x+\frac{x+3}{x}",1,"3/x - x - 10*Log[x] + 2*Log[1 - 625*x^5 + 625*x^6]","A",4,3,47,0.06383,1,"{1594, 6742, 1587}"
6054,0,0,0,0.6118213,"\int \frac{-160 x+68 x^2-8 x^3-4 x \log (7)+\left(-72 x+16 x^2\right) \log (7) \log \left(\frac{4}{x}\right)-8 x \log ^2(7) \log ^2\left(\frac{4}{x}\right)}{16-8 x+x^2+(8-2 x) \log (7) \log \left(\frac{4}{x}\right)+\log ^2(7) \log ^2\left(\frac{4}{x}\right)} \, dx","Int[(-160*x + 68*x^2 - 8*x^3 - 4*x*Log[7] + (-72*x + 16*x^2)*Log[7]*Log[4/x] - 8*x*Log[7]^2*Log[4/x]^2)/(16 - 8*x + x^2 + (8 - 2*x)*Log[7]*Log[4/x] + Log[7]^2*Log[4/x]^2),x]","\int \frac{-160 x+68 x^2-8 x^3-4 x \log (7)+\left(-72 x+16 x^2\right) \log (7) \log \left(\frac{4}{x}\right)-8 x \log ^2(7) \log ^2\left(\frac{4}{x}\right)}{16-8 x+x^2+(8-2 x) \log (7) \log \left(\frac{4}{x}\right)+\log ^2(7) \log ^2\left(\frac{4}{x}\right)} \, dx","5-x^2 \left(\frac{4}{-x+\log (7) \log \left(\frac{4}{x}\right)+4}+4\right)",1,"-4*x^2 - 4*Log[7]*Defer[Int][x/(-4 + x - Log[7]*Log[4/x])^2, x] - 4*Defer[Int][x^2/(-4 + x - Log[7]*Log[4/x])^2, x] + 8*Defer[Int][x/(-4 + x - Log[7]*Log[4/x]), x]","F",0,0,0,0,-1,"{}"
6055,0,0,0,10.9495399,"\int \frac{e^{-x} \left(9 x+3 x^2+\left(-9 x^2-3 x^3+\left(-24 x^2+3 x^4\right) \log (x)+\left(9 x+3 x^2+\left(18 x-3 x^2-3 x^3\right) \log (x)\right) \log (3+x)\right) \log (\log (x))+\left(9 x+3 x^2+\left(18 x-3 x^2-3 x^3\right) \log (x)\right) \log (\log (x)) \log (\log (\log (x)))\right)}{(3+x) \log (\log (x))} \, dx","Int[(9*x + 3*x^2 + (-9*x^2 - 3*x^3 + (-24*x^2 + 3*x^4)*Log[x] + (9*x + 3*x^2 + (18*x - 3*x^2 - 3*x^3)*Log[x])*Log[3 + x])*Log[Log[x]] + (9*x + 3*x^2 + (18*x - 3*x^2 - 3*x^3)*Log[x])*Log[Log[x]]*Log[Log[Log[x]]])/(E^x*(3 + x)*Log[Log[x]]),x]","\int \frac{e^{-x} \left(9 x+3 x^2+\left(-9 x^2-3 x^3+\left(-24 x^2+3 x^4\right) \log (x)+\left(9 x+3 x^2+\left(18 x-3 x^2-3 x^3\right) \log (x)\right) \log (3+x)\right) \log (\log (x))+\left(9 x+3 x^2+\left(18 x-3 x^2-3 x^3\right) \log (x)\right) \log (\log (x)) \log (\log (\log (x)))\right)}{(3+x) \log (\log (x))} \, dx","3 e^{-x} x^2 \log (x) (-x+\log (x+3)+\log (\log (\log (x))))",1,"(-3*x^3*Log[x])/E^x + (3*x^2*Log[x]*Log[3 + x])/E^x + 3*Defer[Int][x/(E^x*Log[Log[x]]), x] + 3*Defer[Int][(x*Log[Log[Log[x]]])/E^x, x] + 6*Defer[Int][(x*Log[x]*Log[Log[Log[x]]])/E^x, x] - 3*Defer[Int][(x^2*Log[x]*Log[Log[Log[x]]])/E^x, x]","F",0,0,0,0,-1,"{}"
6056,1,21,0,0.0556773,"\int \frac{23+23 x^2+8 x^3}{-23 x-10 x^2+23 x^3+4 x^4} \, dx","Int[(23 + 23*x^2 + 8*x^3)/(-23*x - 10*x^2 + 23*x^3 + 4*x^4),x]","\log \left(-4 x^3-23 x^2+10 x+23\right)-\log (x)","\log \left(\frac{1-(x+6) \left(-4 x^2+x+4\right)}{4 x}\right)",1,"-Log[x] + Log[23 + 10*x - 23*x^2 - 4*x^3]","A",3,2,34,0.05882,1,"{2074, 1587}"
6057,0,0,0,0.2506845,"\int \frac{e^{\frac{e^x}{x}+x} (-1+x)+2 x^2}{x^2} \, dx","Int[(E^(E^x/x + x)*(-1 + x) + 2*x^2)/x^2,x]","\int \frac{e^{\frac{e^x}{x}+x} (-1+x)+2 x^2}{x^2} \, dx","2 x+e^{\frac{e^x}{x}}-i \pi -1+\log (3)",1,"2*x - Defer[Int][E^(E^x/x + x)/x^2, x] + Defer[Int][E^(E^x/x + x)/x, x]","F",0,0,0,0,-1,"{}"
6058,1,26,0,3.5192634,"\int \frac{\left(-4-5 x-x^2\right) \log (16+4 x)+\left(x-2 e^x x^2+\left(-4-x+e^x \left(8 x+2 x^2\right)\right) \log (16+4 x)\right) \log \left(\frac{e^{-x} \left(-5+10 e^x x\right)}{2 x}\right)}{-4 x^2-x^3+e^x \left(8 x^3+2 x^4\right)} \, dx","Int[((-4 - 5*x - x^2)*Log[16 + 4*x] + (x - 2*E^x*x^2 + (-4 - x + E^x*(8*x + 2*x^2))*Log[16 + 4*x])*Log[(-5 + 10*E^x*x)/(2*E^x*x)])/(-4*x^2 - x^3 + E^x*(8*x^3 + 2*x^4)),x]","-\frac{\log \left(5-\frac{5 e^{-x}}{2 x}\right) \log (4 x+16)}{x}","e^3-\frac{\log \left(5-\frac{5 e^{-x}}{2 x}\right) \log (4 (x+4))}{x}",1,"-((Log[5 - 5/(2*E^x*x)]*Log[16 + 4*x])/x)","A",17,11,104,0.1058,1,"{6688, 6742, 14, 36, 29, 31, 2395, 2551, 30, 2557, 2554}"
6059,1,20,0,0.088165,"\int \frac{110+16 x+\left(55+16 x+x^2\right) \log \left(\frac{3 x^2}{110+32 x+2 x^2}\right)}{55+16 x+x^2} \, dx","Int[(110 + 16*x + (55 + 16*x + x^2)*Log[(3*x^2)/(110 + 32*x + 2*x^2)])/(55 + 16*x + x^2),x]","x \log \left(\frac{3 x^2}{2 \left(x^2+16 x+55\right)}\right)","x \log \left(\frac{3 x^2}{(x+11) \log \left(e^{2 x+10}\right)}\right)-4",1,"x*Log[(3*x^2)/(2*(55 + 16*x + x^2))]","A",9,6,43,0.1395,1,"{6728, 72, 2523, 12, 632, 31}"
6060,0,0,0,0.296293,"\int \frac{-4 x-x^3+e^{-5+2 x} \left(4+2 x^3\right)}{e^{-5+2 x} x^3-x^4} \, dx","Int[(-4*x - x^3 + E^(-5 + 2*x)*(4 + 2*x^3))/(E^(-5 + 2*x)*x^3 - x^4),x]","\int \frac{-4 x-x^3+e^{-5+2 x} \left(4+2 x^3\right)}{e^{-5+2 x} x^3-x^4} \, dx","-\frac{2}{x^2}+\log \left(4 e^{2 e} \left(e^{2 x-5}-x\right)\right)+9",1,"-2/x^2 + 2*x - E^5*Defer[Int][(E^(2*x) - E^5*x)^(-1), x] - 2*E^5*Defer[Int][x/(-E^(2*x) + E^5*x), x]","F",0,0,0,0,-1,"{}"
6061,0,0,0,7.6681137,"\int \frac{-40 \log (2)+\left(x+e^x x\right) \log ^2(x)}{\left(40 x \log (2) \log (x)+\left(x+e^x x+x^2-8 x \log (2)\right) \log ^2(x)\right) \log \left(\frac{40 \log (2)+\left(1+e^x+x-8 \log (2)\right) \log (x)}{\log (x)}\right)} \, dx","Int[(-40*Log[2] + (x + E^x*x)*Log[x]^2)/((40*x*Log[2]*Log[x] + (x + E^x*x + x^2 - 8*x*Log[2])*Log[x]^2)*Log[(40*Log[2] + (1 + E^x + x - 8*Log[2])*Log[x])/Log[x]]),x]","\int \frac{-40 \log (2)+\left(x+e^x x\right) \log ^2(x)}{\left(40 x \log (2) \log (x)+\left(x+e^x x+x^2-8 x \log (2)\right) \log ^2(x)\right) \log \left(\frac{40 \log (2)+\left(1+e^x+x-8 \log (2)\right) \log (x)}{\log (x)}\right)} \, dx","\log \left(\log \left(x+e^x-\frac{8 \log (2) (\log (x)-5)}{\log (x)}+1\right)\right)",1,"Defer[Int][Log[1 + E^x + x - 8*Log[2] + (40*Log[2])/Log[x]]^(-1), x] + 8*Log[2]*Defer[Int][Log[x]/((40*Log[2] + E^x*Log[x] + x*Log[x] + (1 - 8*Log[2])*Log[x])*Log[1 + E^x + x - 8*Log[2] + (40*Log[2])/Log[x]]), x] + 40*Log[2]*Defer[Int][1/((-40*Log[2] - (1 + E^x + x - 8*Log[2])*Log[x])*Log[1 + E^x + x - 8*Log[2] + (40*Log[2])/Log[x]]), x] + 40*Log[2]*Defer[Int][1/(x*Log[x]*(-40*Log[2] - (1 + E^x + x - 8*Log[2])*Log[x])*Log[1 + E^x + x - 8*Log[2] + (40*Log[2])/Log[x]]), x] + Defer[Int][(x*Log[x])/((-40*Log[2] - (1 + E^x + x - 8*Log[2])*Log[x])*Log[1 + E^x + x - 8*Log[2] + (40*Log[2])/Log[x]]), x]","F",0,0,0,0,-1,"{}"
6062,1,11,0,0.0316145,"\int \frac{1-2 x \log (x)+\log (x) \log (\log (x))}{\log (x)} \, dx","Int[(1 - 2*x*Log[x] + Log[x]*Log[Log[x]])/Log[x],x]","x \log (\log (x))-x^2","x (\log (\log (x))-x)+3",1,"-x^2 + x*Log[Log[x]]","A",5,3,18,0.1667,1,"{6688, 2298, 2520}"
6063,1,26,0,0.9083573,"\int \frac{2 x^4-6 x^5-2 x^6+e^{2+x} \left(-16 x-16 x^2-8 x^3\right)+\left(8 e^{2+x} x^2+2 x^5\right) \log \left(\frac{e^{-2-x} \left(4 e^{2+x}+x^3\right)}{x^2}\right)+\left(2 x^3-6 x^4-2 x^5+e^{2+x} \left(-16-16 x-8 x^2\right)+\left(8 e^{2+x} x+2 x^4\right) \log \left(\frac{e^{-2-x} \left(4 e^{2+x}+x^3\right)}{x^2}\right)\right) \log \left(-1-x+\log \left(\frac{e^{-2-x} \left(4 e^{2+x}+x^3\right)}{x^2}\right)\right)}{-x^4-x^5+e^{2+x} \left(-4 x-4 x^2\right)+\left(4 e^{2+x} x+x^4\right) \log \left(\frac{e^{-2-x} \left(4 e^{2+x}+x^3\right)}{x^2}\right)} \, dx","Int[(2*x^4 - 6*x^5 - 2*x^6 + E^(2 + x)*(-16*x - 16*x^2 - 8*x^3) + (8*E^(2 + x)*x^2 + 2*x^5)*Log[(E^(-2 - x)*(4*E^(2 + x) + x^3))/x^2] + (2*x^3 - 6*x^4 - 2*x^5 + E^(2 + x)*(-16 - 16*x - 8*x^2) + (8*E^(2 + x)*x + 2*x^4)*Log[(E^(-2 - x)*(4*E^(2 + x) + x^3))/x^2])*Log[-1 - x + Log[(E^(-2 - x)*(4*E^(2 + x) + x^3))/x^2]])/(-x^4 - x^5 + E^(2 + x)*(-4*x - 4*x^2) + (4*E^(2 + x)*x + x^4)*Log[(E^(-2 - x)*(4*E^(2 + x) + x^3))/x^2]),x]","\left(\log \left(\log \left(\frac{4}{x^2}+e^{-x-2} x\right)-x-1\right)+x\right)^2","\left(\log \left(\log \left(\frac{4}{x^2}+e^{-x-2} x\right)-x-1\right)+x\right)^2",1,"(x + Log[-1 - x + Log[4/x^2 + E^(-2 - x)*x]])^2","A",3,3,241,0.01245,1,"{6688, 12, 6686}"
6064,0,0,0,1.127855,"\int \frac{-x^2+\frac{1}{3} e^{5-e^x+x} \left(-3-3 e^x x\right)}{e^{5-e^x+x} x+x^2} \, dx","Int[(-x^2 + (E^(5 - E^x + x)*(-3 - 3*E^x*x))/3)/(E^(5 - E^x + x)*x + x^2),x]","\int \frac{-x^2+\frac{1}{3} e^{5-e^x+x} \left(-3-3 e^x x\right)}{e^{5-e^x+x} x+x^2} \, dx","-x+\log \left(\frac{x+e^{x-e^x+5}}{x}\right)+2",1,"-E^x - Log[x] + Defer[Int][E^E^x*x, x]/E^5 + Defer[Int][E^E^x/(E^(5 + x) + E^E^x*x), x] - Defer[Int][(E^E^x*x)/(E^(5 + x) + E^E^x*x), x] - Defer[Int][(E^(-5 + 2*E^x)*x^2)/(E^(5 + x) + E^E^x*x), x]","F",0,0,0,0,-1,"{}"
6065,1,89,0,0.2483636,"\int \left(18 x^2-32 x^3+\left(-12 x+36 x^2\right) \log (x)-12 x \log ^2(x)+e^{e^{e^{e^x}}} \left(-16 x+24 x^2+(12-24 x) \log (x)+6 \log ^2(x)+e^{e^{e^x}+e^x} \left(e^x \left(-2 x^2+8 x^3\right)-12 e^x x^2 \log (x)+6 e^x x \log ^2(x)\right)\right)\right) \, dx","Int[18*x^2 - 32*x^3 + (-12*x + 36*x^2)*Log[x] - 12*x*Log[x]^2 + E^E^E^E^x*(-16*x + 24*x^2 + (12 - 24*x)*Log[x] + 6*Log[x]^2 + E^(E^E^x + E^x)*(E^x*(-2*x^2 + 8*x^3) - 12*E^x*x^2*Log[x] + 6*E^x*x*Log[x]^2)),x]","-8 x^4+2 x^3-6 x^2 \log ^2(x)+6 x^2 \log (x)-2 e^{e^{e^{e^x}}-x} \left(6 e^x x^2 \log (x)+e^x \left(x^2-4 x^3\right)-3 e^x x \log ^2(x)\right)-6 \left(x^2-2 x^3\right) \log (x)","2 \left(e^{e^{e^{e^x}}}-x\right) x \left(x^2-x+3 (\log (x)-x)^2\right)",1,"2*x^3 - 8*x^4 + 6*x^2*Log[x] - 6*(x^2 - 2*x^3)*Log[x] - 6*x^2*Log[x]^2 - 2*E^(E^E^E^x - x)*(E^x*(x^2 - 4*x^3) + 6*E^x*x^2*Log[x] - 3*E^x*x*Log[x]^2)","B",9,7,111,0.06306,1,"{1593, 43, 2334, 12, 2305, 2304, 2288}"
6066,0,0,0,5.6247974,"\int \frac{10 x-20 x^2+30 x^3-20 x^4-2 x^5+10 x^6-20 x^7+20 x^8-10 x^9+2 x^{10}+\left(5 x-16 x^3+52 x^4-60 x^5+28 x^6-4 x^7\right) \log (3)+\left(-32 x+48 x^2-18 x^3+2 x^4\right) \log ^2(3)+\left(-10+10 x-20 x^2+8 x^4-32 x^5+48 x^6-32 x^7+8 x^8+\left(32 x^2-72 x^3+48 x^4-8 x^5\right) \log (3)\right) \log (x)+\left(-12 x^3+36 x^4-36 x^5+12 x^6+\left(-16 x+20 x^2-4 x^3\right) \log (3)\right) \log ^2(x)+\left(8 x^2-16 x^3+8 x^4\right) \log ^3(x)+\left(-2 x+2 x^2\right) \log ^4(x)}{x^5-4 x^6+6 x^7-4 x^8+x^9+\left(8 x^3-18 x^4+12 x^5-2 x^6\right) \log (3)+\left(16 x-8 x^2+x^3\right) \log ^2(3)+\left(-4 x^4+12 x^5-12 x^6+4 x^7+\left(-16 x^2+20 x^3-4 x^4\right) \log (3)\right) \log (x)+\left(6 x^3-12 x^4+6 x^5+\left(8 x-2 x^2\right) \log (3)\right) \log ^2(x)+\left(-4 x^2+4 x^3\right) \log ^3(x)+x \log ^4(x)} \, dx","Int[(10*x - 20*x^2 + 30*x^3 - 20*x^4 - 2*x^5 + 10*x^6 - 20*x^7 + 20*x^8 - 10*x^9 + 2*x^10 + (5*x - 16*x^3 + 52*x^4 - 60*x^5 + 28*x^6 - 4*x^7)*Log[3] + (-32*x + 48*x^2 - 18*x^3 + 2*x^4)*Log[3]^2 + (-10 + 10*x - 20*x^2 + 8*x^4 - 32*x^5 + 48*x^6 - 32*x^7 + 8*x^8 + (32*x^2 - 72*x^3 + 48*x^4 - 8*x^5)*Log[3])*Log[x] + (-12*x^3 + 36*x^4 - 36*x^5 + 12*x^6 + (-16*x + 20*x^2 - 4*x^3)*Log[3])*Log[x]^2 + (8*x^2 - 16*x^3 + 8*x^4)*Log[x]^3 + (-2*x + 2*x^2)*Log[x]^4)/(x^5 - 4*x^6 + 6*x^7 - 4*x^8 + x^9 + (8*x^3 - 18*x^4 + 12*x^5 - 2*x^6)*Log[3] + (16*x - 8*x^2 + x^3)*Log[3]^2 + (-4*x^4 + 12*x^5 - 12*x^6 + 4*x^7 + (-16*x^2 + 20*x^3 - 4*x^4)*Log[3])*Log[x] + (6*x^3 - 12*x^4 + 6*x^5 + (8*x - 2*x^2)*Log[3])*Log[x]^2 + (-4*x^2 + 4*x^3)*Log[x]^3 + x*Log[x]^4),x]","\int \frac{10 x-20 x^2+30 x^3-20 x^4-2 x^5+10 x^6-20 x^7+20 x^8-10 x^9+2 x^{10}+\left(5 x-16 x^3+52 x^4-60 x^5+28 x^6-4 x^7\right) \log (3)+\left(-32 x+48 x^2-18 x^3+2 x^4\right) \log ^2(3)+\left(-10+10 x-20 x^2+8 x^4-32 x^5+48 x^6-32 x^7+8 x^8+\left(32 x^2-72 x^3+48 x^4-8 x^5\right) \log (3)\right) \log (x)+\left(-12 x^3+36 x^4-36 x^5+12 x^6+\left(-16 x+20 x^2-4 x^3\right) \log (3)\right) \log ^2(x)+\left(8 x^2-16 x^3+8 x^4\right) \log ^3(x)+\left(-2 x+2 x^2\right) \log ^4(x)}{x^5-4 x^6+6 x^7-4 x^8+x^9+\left(8 x^3-18 x^4+12 x^5-2 x^6\right) \log (3)+\left(16 x-8 x^2+x^3\right) \log ^2(3)+\left(-4 x^4+12 x^5-12 x^6+4 x^7+\left(-16 x^2+20 x^3-4 x^4\right) \log (3)\right) \log (x)+\left(6 x^3-12 x^4+6 x^5+\left(8 x-2 x^2\right) \log (3)\right) \log ^2(x)+\left(-4 x^2+4 x^3\right) \log ^3(x)+x \log ^4(x)} \, dx","x^2+\frac{5}{\left(-x^2+x-\log (x)\right)^2+(4-x) \log (3)}-2 x",1,"(-1 + x)^2 + (10 - 32*Log[3]^2 + 2*Log[81]^2 + Log[243])*Defer[Int][(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^(-2), x] - (20 - 48*Log[3]^2 + 3*Log[81]^2)*Defer[Int][x/(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2, x] + (30 - 16*Log[3]^2 + Log[81]^2)*Defer[Int][x^2/(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2, x] - 20*Defer[Int][x^3/(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2, x] + 10*Defer[Int][Log[x]/(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2, x] - 10*Defer[Int][Log[x]/(x*(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2), x] - 20*Defer[Int][(x*Log[x])/(x^2 - 2*x^3 + x^4 - x*Log[3] + Log[81] - 2*x*Log[x] + 2*x^2*Log[x] + Log[x]^2)^2, x]","F",0,0,0,0,-1,"{}"
6067,1,18,0,1.2807916,"\int \frac{-180+31 x+x^2+\left(-36 x+4 x^2+x^2 \log (x)\right) \log \left(\frac{-36+4 x+x \log (x)}{x}\right)}{\left(180 x-56 x^2+4 x^3+\left(-5 x^2+x^3\right) \log (x)\right) \log \left(\frac{-36+4 x+x \log (x)}{x}\right)} \, dx","Int[(-180 + 31*x + x^2 + (-36*x + 4*x^2 + x^2*Log[x])*Log[(-36 + 4*x + x*Log[x])/x])/((180*x - 56*x^2 + 4*x^3 + (-5*x^2 + x^3)*Log[x])*Log[(-36 + 4*x + x*Log[x])/x]),x]","\log (5-x)+\log \left(\log \left(-\frac{36}{x}+\log (x)+4\right)\right)","\log \left(e^{25} (x-5) \log \left(-\frac{36}{x}+\log (x)+4\right)\right)",1,"Log[5 - x] + Log[Log[4 - 36/x + Log[x]]]","A",4,3,83,0.03614,1,"{6741, 6742, 6684}"
6068,1,29,0,0.0490488,"\int \left(e^{6 x-4 x^2} (6-8 x)+e^{3 x-2 x^2} (66-88 x+(6-8 x) \log (16))\right) \, dx","Int[E^(6*x - 4*x^2)*(6 - 8*x) + E^(3*x - 2*x^2)*(66 - 88*x + (6 - 8*x)*Log[16]),x]","e^{6 x-4 x^2}+2 e^{3 x-2 x^2} (11+\log (16))","\left(-e^{\left(\frac{3-x}{x}-1\right) x^2}-11-\log (16)\right)^2",1,"E^(6*x - 4*x^2) + 2*E^(3*x - 2*x^2)*(11 + Log[16])","A",4,2,43,0.04651,1,"{2236, 2244}"
6069,0,0,0,2.0358075,"\int \frac{184 x+e^{x+x^2} \left(-184 x-368 x^2\right)+\exp \left(\frac{1}{16} \left(144-192 x+64 x^2+(-24+16 x) \log (x)+\log ^2(x)\right)\right) \left(-276-2024 x+1472 x^2+(23+184 x) \log (x)\right)}{32 x} \, dx","Int[(184*x + E^(x + x^2)*(-184*x - 368*x^2) + E^((144 - 192*x + 64*x^2 + (-24 + 16*x)*Log[x] + Log[x]^2)/16)*(-276 - 2024*x + 1472*x^2 + (23 + 184*x)*Log[x]))/(32*x),x]","\int \frac{184 x+e^{x+x^2} \left(-184 x-368 x^2\right)+\exp \left(\frac{1}{16} \left(144-192 x+64 x^2+(-24+16 x) \log (x)+\log ^2(x)\right)\right) \left(-276-2024 x+1472 x^2+(23+184 x) \log (x)\right)}{32 x} \, dx","\frac{23}{4} \left(x-e^{x (x+1)}+e^{\left(2 x+\frac{\log (x)}{4}-3\right)^2}\right)",1,"(-23*E^(x + x^2))/4 + (23*x)/4 - (69*Defer[Int][E^((144 - 192*x + 64*x^2 + Log[x]^2)/16)*x^(-5/2 + x), x])/8 - (253*Defer[Int][E^((144 - 192*x + 64*x^2 + Log[x]^2)/16)*x^(-3/2 + x), x])/4 + 46*Defer[Int][E^((144 - 192*x + 64*x^2 + Log[x]^2)/16)*x^(-1/2 + x), x] + (23*Defer[Int][E^((144 - 192*x + 64*x^2 + Log[x]^2)/16)*x^(-5/2 + x)*Log[x], x])/32 + (23*Defer[Int][E^((144 - 192*x + 64*x^2 + Log[x]^2)/16)*x^(-3/2 + x)*Log[x], x])/4","F",0,0,0,0,-1,"{}"
6070,1,23,0,0.0170317,"\int \left(-3-4 x+e^{e^x} \left(-1-e^x x\right)+\log \left(x^3\right)\right) \, dx","Int[-3 - 4*x + E^E^x*(-1 - E^x*x) + Log[x^3],x]","x \log \left(x^3\right)-2 x^2-e^{e^x} x-6 x","x \left(\log \left(x^3\right)-2 x-e^{e^x}-6\right)",1,"-6*x - E^E^x*x - 2*x^2 + x*Log[x^3]","A",3,2,23,0.08696,1,"{2288, 2295}"
6071,1,26,0,0.6637148,"\int \frac{75 x^2-3 x^3+\left(75 x^2+e^x \left(1250-100 x+2 x^2\right)\right) \log (x)+e^x \left(-625+675 x-51 x^2+x^3\right) \log ^2(x)}{1875 x^2-150 x^3+3 x^4} \, dx","Int[(75*x^2 - 3*x^3 + (75*x^2 + E^x*(1250 - 100*x + 2*x^2))*Log[x] + E^x*(-625 + 675*x - 51*x^2 + x^3)*Log[x]^2)/(1875*x^2 - 150*x^3 + 3*x^4),x]","\frac{e^x \log ^2(x)}{3 x}+\frac{x \log (x)}{25-x}","\log (x) \left(\frac{e^x \log (x)}{3 x}-\frac{x}{x-25}\right)",1,"(x*Log[x])/(25 - x) + (E^x*Log[x]^2)/(3*x)","A",10,7,74,0.09459,1,"{1594, 27, 12, 6742, 2314, 31, 2288}"
6072,1,27,0,0.3332512,"\int \frac{-12-2 x+12 x^2-3 x^3-3 x^4+\left(2 x+2 x^2\right) \log (2)+\left(-2 x-2 x^2\right) \log (1+x)}{x^3+x^4} \, dx","Int[(-12 - 2*x + 12*x^2 - 3*x^3 - 3*x^4 + (2*x + 2*x^2)*Log[2] + (-2*x - 2*x^2)*Log[1 + x])/(x^3 + x^4),x]","\frac{6}{x^2}-3 x+\frac{2 \log (x+1)}{x}-\frac{10+\log (4)}{x}","\frac{-x^2+2 \left(-x^2+\frac{3}{x}+\log (x+1)-5-\log (2)\right)+x}{x}",1,"6/x^2 - 3*x - (10 + Log[4])/x + (2*Log[1 + x])/x","A",9,7,56,0.1250,1,"{1593, 6742, 1620, 2395, 36, 29, 31}"
6073,0,0,0,0.597503,"\int \frac{-60+x-x^2+72 \log (x)-6 \log ^2(x)+e^{e^{4 x^2}} \left(22+e^{4 x^2} \left(-160 x^2+8 x^3\right)+\left(-2+16 e^{4 x^2} x^2\right) \log (x)\right)}{2 x^2} \, dx","Int[(-60 + x - x^2 + 72*Log[x] - 6*Log[x]^2 + E^E^(4*x^2)*(22 + E^(4*x^2)*(-160*x^2 + 8*x^3) + (-2 + 16*E^(4*x^2)*x^2)*Log[x]))/(2*x^2),x]","\int \frac{-60+x-x^2+72 \log (x)-6 \log ^2(x)+e^{e^{4 x^2}} \left(22+e^{4 x^2} \left(-160 x^2+8 x^3\right)+\left(-2+16 e^{4 x^2} x^2\right) \log (x)\right)}{2 x^2} \, dx","\frac{\left(\frac{x}{2}+\log (x)-10\right) \left(e^{e^{4 x^2}}-x+3 \log (x)\right)}{x}",1,"E^E^(4*x^2)/2 - x/2 + Log[x]/2 - (30*Log[x])/x + (3*Log[x]^2)/x - 80*Defer[Int][E^(E^(4*x^2) + 4*x^2), x] + 8*Log[x]*Defer[Int][E^(E^(4*x^2) + 4*x^2), x] + 11*Defer[Int][E^E^(4*x^2)/x^2, x] - Log[x]*Defer[Int][E^E^(4*x^2)/x^2, x] - 8*Defer[Int][Defer[Int][E^(E^(4*x^2) + 4*x^2), x]/x, x] + Defer[Int][Defer[Int][E^E^(4*x^2)/x^2, x]/x, x]","F",0,0,0,0,-1,"{}"
6074,1,23,0,0.01121,"\int \frac{-5+x^2+4 x^5+e^9 \left(x^2+2 x^3\right)}{x^2} \, dx","Int[(-5 + x^2 + 4*x^5 + E^9*(x^2 + 2*x^3))/x^2,x]","x^4+e^9 x^2+\left(1+e^9\right) x+\frac{5}{x}","x^4-e^9 (-x-1) x+x+\frac{5}{x}+5",1,"5/x + (1 + E^9)*x + E^9*x^2 + x^4","A",2,1,27,0.03704,1,"{14}"
6075,-1,0,0,180.0007802,"\int \frac{10251562500+655560624846 x+956153602500 x^2+537220650631 x^3+421106423750 x^4+300666345007 x^5+66719025000 x^6+19129907088 x^7+11418525000 x^8+2315325870 x^9+309318750 x^{10}+199763982 x^{11}+32805000 x^{12}+1653372 x^{13}+1822500 x^{14}+157464 x^{15}+6561 x^{17}+\left(10251562500+105583541256 x+50497830000 x^2+249324860016 x^3+101333160000 x^4+109725878352 x^5+54772425000 x^6+19766210568 x^7+9979237500 x^8+3136702320 x^9+576450000 x^{10}+279578952 x^{11}+65610000 x^{12}+4408992 x^{13}+3645000 x^{14}+419904 x^{15}+17496 x^{17}\right) \log (x)+\left(3417187500+13317516882 x+23856525000 x^2+45764940852 x^3+33720862500 x^4+27268993494 x^5+16890562500 x^6+8088703996 x^7+3671500000 x^8+1634486040 x^9+452250000 x^{10}+157425444 x^{11}+54675000 x^{12}+5143824 x^{13}+3037500 x^{14}+489888 x^{15}+20412 x^{17}\right) \log ^2(x)+\left(379687500+89282088 x+5287275000 x^2+2516210568 x^3+6271425000 x^4+3315266496 x^5+3215250000 x^6+1703927664 x^7+958687500 x^8+414657360 x^9+191625000 x^{10}+48700296 x^{11}+24300000 x^{12}+3429216 x^{13}+1350000 x^{14}+326592 x^{15}+13608 x^{17}\right) \log ^3(x)+\left(37200870 x+562443750 x^2+289046070 x^3+829575000 x^4+368861040 x^5+536625000 x^6+203719860 x^7+201000000 x^8+60273900 x^9+46343750 x^{10}+10916790 x^{11}+6075000 x^{12}+1428840 x^{13}+337500 x^{14}+136080 x^{15}+5670 x^{17}\right) \log ^4(x)+\left(9920232 x+32805000 x^2+26453952 x^3+65610000 x^4+30862944 x^5+54675000 x^6+20575296 x^7+24300000 x^8+8573040 x^9+6075000 x^{10}+2286144 x^{11}+810000 x^{12}+381024 x^{13}+45000 x^{14}+36288 x^{15}+1512 x^{17}\right) \log ^5(x)+\left(1653372 x+1822500 x^2+4408992 x^3+3645000 x^4+5143824 x^5+3037500 x^6+3429216 x^7+1350000 x^8+1428840 x^9+337500 x^{10}+381024 x^{11}+45000 x^{12}+63504 x^{13}+2500 x^{14}+6048 x^{15}+252 x^{17}\right) \log ^6(x)+\left(157464 x+419904 x^3+489888 x^5+326592 x^7+136080 x^9+36288 x^{11}+6048 x^{13}+576 x^{15}+24 x^{17}\right) \log ^7(x)+\left(6561 x+17496 x^3+20412 x^5+13608 x^7+5670 x^9+1512 x^{11}+252 x^{13}+24 x^{15}+x^{17}\right) \log ^8(x)}{43046721 x+6454383750 x^2+247181588131 x^3+393768923750 x^4+225959313757 x^5+58365900000 x^6+19129907088 x^7+10532587500 x^8+2315325870 x^9+309318750 x^{10}+199763982 x^{11}+32805000 x^{12}+1653372 x^{13}+1822500 x^{14}+157464 x^{15}+6561 x^{17}+\left(114791256 x+9491580000 x^2+73543610016 x^3+67161285000 x^4+62850878352 x^5+44141175000 x^6+19766210568 x^7+8840175000 x^8+3136702320 x^9+576450000 x^{10}+279578952 x^{11}+65610000 x^{12}+4408992 x^{13}+3645000 x^{14}+419904 x^{15}+17496 x^{17}\right) \log (x)+\left(133923132 x+5631525000 x^2+19397753352 x^3+17773987500 x^4+19944774744 x^5+11828062500 x^6+8088703996 x^7+3123062500 x^8+1634486040 x^9+452250000 x^{10}+157425444 x^{11}+54675000 x^{12}+5143824 x^{13}+3037500 x^{14}+489888 x^{15}+20412 x^{17}\right) \log ^2(x)+\left(89282088 x+1743525000 x^2+2516210568 x^3+2980800000 x^4+3315266496 x^5+2146500000 x^6+1703927664 x^7+841500000 x^8+414657360 x^9+191625000 x^{10}+48700296 x^{11}+24300000 x^{12}+3429216 x^{13}+1350000 x^{14}+326592 x^{15}+13608 x^{17}\right) \log ^3(x)+\left(37200870 x+309318750 x^2+289046070 x^3+576450000 x^4+368861040 x^5+452250000 x^6+203719860 x^7+191625000 x^8+60273900 x^9+46343750 x^{10}+10916790 x^{11}+6075000 x^{12}+1428840 x^{13}+337500 x^{14}+136080 x^{15}+5670 x^{17}\right) \log ^4(x)+\left(9920232 x+32805000 x^2+26453952 x^3+65610000 x^4+30862944 x^5+54675000 x^6+20575296 x^7+24300000 x^8+8573040 x^9+6075000 x^{10}+2286144 x^{11}+810000 x^{12}+381024 x^{13}+45000 x^{14}+36288 x^{15}+1512 x^{17}\right) \log ^5(x)+\left(1653372 x+1822500 x^2+4408992 x^3+3645000 x^4+5143824 x^5+3037500 x^6+3429216 x^7+1350000 x^8+1428840 x^9+337500 x^{10}+381024 x^{11}+45000 x^{12}+63504 x^{13}+2500 x^{14}+6048 x^{15}+252 x^{17}\right) \log ^6(x)+\left(157464 x+419904 x^3+489888 x^5+326592 x^7+136080 x^9+36288 x^{11}+6048 x^{13}+576 x^{15}+24 x^{17}\right) \log ^7(x)+\left(6561 x+17496 x^3+20412 x^5+13608 x^7+5670 x^9+1512 x^{11}+252 x^{13}+24 x^{15}+x^{17}\right) \log ^8(x)} \, dx","Int[(10251562500 + 655560624846*x + 956153602500*x^2 + 537220650631*x^3 + 421106423750*x^4 + 300666345007*x^5 + 66719025000*x^6 + 19129907088*x^7 + 11418525000*x^8 + 2315325870*x^9 + 309318750*x^10 + 199763982*x^11 + 32805000*x^12 + 1653372*x^13 + 1822500*x^14 + 157464*x^15 + 6561*x^17 + (10251562500 + 105583541256*x + 50497830000*x^2 + 249324860016*x^3 + 101333160000*x^4 + 109725878352*x^5 + 54772425000*x^6 + 19766210568*x^7 + 9979237500*x^8 + 3136702320*x^9 + 576450000*x^10 + 279578952*x^11 + 65610000*x^12 + 4408992*x^13 + 3645000*x^14 + 419904*x^15 + 17496*x^17)*Log[x] + (3417187500 + 13317516882*x + 23856525000*x^2 + 45764940852*x^3 + 33720862500*x^4 + 27268993494*x^5 + 16890562500*x^6 + 8088703996*x^7 + 3671500000*x^8 + 1634486040*x^9 + 452250000*x^10 + 157425444*x^11 + 54675000*x^12 + 5143824*x^13 + 3037500*x^14 + 489888*x^15 + 20412*x^17)*Log[x]^2 + (379687500 + 89282088*x + 5287275000*x^2 + 2516210568*x^3 + 6271425000*x^4 + 3315266496*x^5 + 3215250000*x^6 + 1703927664*x^7 + 958687500*x^8 + 414657360*x^9 + 191625000*x^10 + 48700296*x^11 + 24300000*x^12 + 3429216*x^13 + 1350000*x^14 + 326592*x^15 + 13608*x^17)*Log[x]^3 + (37200870*x + 562443750*x^2 + 289046070*x^3 + 829575000*x^4 + 368861040*x^5 + 536625000*x^6 + 203719860*x^7 + 201000000*x^8 + 60273900*x^9 + 46343750*x^10 + 10916790*x^11 + 6075000*x^12 + 1428840*x^13 + 337500*x^14 + 136080*x^15 + 5670*x^17)*Log[x]^4 + (9920232*x + 32805000*x^2 + 26453952*x^3 + 65610000*x^4 + 30862944*x^5 + 54675000*x^6 + 20575296*x^7 + 24300000*x^8 + 8573040*x^9 + 6075000*x^10 + 2286144*x^11 + 810000*x^12 + 381024*x^13 + 45000*x^14 + 36288*x^15 + 1512*x^17)*Log[x]^5 + (1653372*x + 1822500*x^2 + 4408992*x^3 + 3645000*x^4 + 5143824*x^5 + 3037500*x^6 + 3429216*x^7 + 1350000*x^8 + 1428840*x^9 + 337500*x^10 + 381024*x^11 + 45000*x^12 + 63504*x^13 + 2500*x^14 + 6048*x^15 + 252*x^17)*Log[x]^6 + (157464*x + 419904*x^3 + 489888*x^5 + 326592*x^7 + 136080*x^9 + 36288*x^11 + 6048*x^13 + 576*x^15 + 24*x^17)*Log[x]^7 + (6561*x + 17496*x^3 + 20412*x^5 + 13608*x^7 + 5670*x^9 + 1512*x^11 + 252*x^13 + 24*x^15 + x^17)*Log[x]^8)/(43046721*x + 6454383750*x^2 + 247181588131*x^3 + 393768923750*x^4 + 225959313757*x^5 + 58365900000*x^6 + 19129907088*x^7 + 10532587500*x^8 + 2315325870*x^9 + 309318750*x^10 + 199763982*x^11 + 32805000*x^12 + 1653372*x^13 + 1822500*x^14 + 157464*x^15 + 6561*x^17 + (114791256*x + 9491580000*x^2 + 73543610016*x^3 + 67161285000*x^4 + 62850878352*x^5 + 44141175000*x^6 + 19766210568*x^7 + 8840175000*x^8 + 3136702320*x^9 + 576450000*x^10 + 279578952*x^11 + 65610000*x^12 + 4408992*x^13 + 3645000*x^14 + 419904*x^15 + 17496*x^17)*Log[x] + (133923132*x + 5631525000*x^2 + 19397753352*x^3 + 17773987500*x^4 + 19944774744*x^5 + 11828062500*x^6 + 8088703996*x^7 + 3123062500*x^8 + 1634486040*x^9 + 452250000*x^10 + 157425444*x^11 + 54675000*x^12 + 5143824*x^13 + 3037500*x^14 + 489888*x^15 + 20412*x^17)*Log[x]^2 + (89282088*x + 1743525000*x^2 + 2516210568*x^3 + 2980800000*x^4 + 3315266496*x^5 + 2146500000*x^6 + 1703927664*x^7 + 841500000*x^8 + 414657360*x^9 + 191625000*x^10 + 48700296*x^11 + 24300000*x^12 + 3429216*x^13 + 1350000*x^14 + 326592*x^15 + 13608*x^17)*Log[x]^3 + (37200870*x + 309318750*x^2 + 289046070*x^3 + 576450000*x^4 + 368861040*x^5 + 452250000*x^6 + 203719860*x^7 + 191625000*x^8 + 60273900*x^9 + 46343750*x^10 + 10916790*x^11 + 6075000*x^12 + 1428840*x^13 + 337500*x^14 + 136080*x^15 + 5670*x^17)*Log[x]^4 + (9920232*x + 32805000*x^2 + 26453952*x^3 + 65610000*x^4 + 30862944*x^5 + 54675000*x^6 + 20575296*x^7 + 24300000*x^8 + 8573040*x^9 + 6075000*x^10 + 2286144*x^11 + 810000*x^12 + 381024*x^13 + 45000*x^14 + 36288*x^15 + 1512*x^17)*Log[x]^5 + (1653372*x + 1822500*x^2 + 4408992*x^3 + 3645000*x^4 + 5143824*x^5 + 3037500*x^6 + 3429216*x^7 + 1350000*x^8 + 1428840*x^9 + 337500*x^10 + 381024*x^11 + 45000*x^12 + 63504*x^13 + 2500*x^14 + 6048*x^15 + 252*x^17)*Log[x]^6 + (157464*x + 419904*x^3 + 489888*x^5 + 326592*x^7 + 136080*x^9 + 36288*x^11 + 6048*x^13 + 576*x^15 + 24*x^17)*Log[x]^7 + (6561*x + 17496*x^3 + 20412*x^5 + 13608*x^7 + 5670*x^9 + 1512*x^11 + 252*x^13 + 24*x^15 + x^17)*Log[x]^8),x]","\text{\$Aborted}","x-\frac{3}{\left(\frac{1}{625} \left(x^2+3\right)^2 (\log (x)+3)^2+x\right)^2+x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6076,1,15,0,0.0052108,"\int \frac{-5-8 x^3}{8 x^2} \, dx","Int[(-5 - 8*x^3)/(8*x^2),x]","\frac{5}{8 x}-\frac{x^2}{2}","\frac{1}{2} \left(-x^2+\frac{5}{4 x}+\log (2)\right)",1,"5/(8*x) - x^2/2","A",3,2,14,0.1429,1,"{12, 14}"
6077,0,0,0,0.1401249,"\int \left(-2+e^{4+2 x-e^{2 x} x} (2+4 x)\right) \, dx","Int[-2 + E^(4 + 2*x - E^(2*x)*x)*(2 + 4*x),x]","\int \left(-2+e^{4+2 x-e^{2 x} x} (2+4 x)\right) \, dx","-2 \left(x+e^{4-e^{2 x} x}\right)-10 \log (4)",1,"-2*x + 2*Defer[Int][E^(4 + 2*x - E^(2*x)*x), x] + 4*Defer[Int][E^(4 + 2*x - E^(2*x)*x)*x, x]","F",0,0,0,0,-1,"{}"
6078,1,8,0,0.0024181,"\int \frac{4 x^3}{\log ^2(2)} \, dx","Int[(4*x^3)/Log[2]^2,x]","\frac{x^4}{\log ^2(2)}","\frac{x^4}{\log ^2(2)}",1,"x^4/Log[2]^2","A",2,2,9,0.2222,1,"{12, 30}"
6079,0,0,0,5.2049365,"\int \frac{-x+\log (\log (5))+\exp \left(e^{e^{3+e^x}+\log ^2\left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)}\right) \left(x-\log (\log (5))+e^{e^{3+e^x}+\log ^2\left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)} \left(e^{3+e^x} \left(e^x x^2-e^x x \log (\log (5))\right)+2 x \log \left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)\right)\right)}{-x+\log (\log (5))} \, dx","Int[(-x + Log[Log[5]] + E^E^(E^(3 + E^x) + Log[(-x + Log[Log[5]])/Log[Log[5]]]^2)*(x - Log[Log[5]] + E^(E^(3 + E^x) + Log[(-x + Log[Log[5]])/Log[Log[5]]]^2)*(E^(3 + E^x)*(E^x*x^2 - E^x*x*Log[Log[5]]) + 2*x*Log[(-x + Log[Log[5]])/Log[Log[5]]])))/(-x + Log[Log[5]]),x]","\int \frac{-x+\log (\log (5))+\exp \left(e^{e^{3+e^x}+\log ^2\left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)}\right) \left(x-\log (\log (5))+e^{e^{3+e^x}+\log ^2\left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)} \left(e^{3+e^x} \left(e^x x^2-e^x x \log (\log (5))\right)+2 x \log \left(\frac{-x+\log (\log (5))}{\log (\log (5))}\right)\right)\right)}{-x+\log (\log (5))} \, dx","x-x e^{e^{e^{e^x+3}+\log ^2\left(1-\frac{x}{\log (\log (5))}\right)}}",1,"x - Defer[Int][E^E^(E^(3 + E^x) + Log[1 - x/Log[Log[5]]]^2), x] - Defer[Int][E^(3 + E^(3 + E^x) + E^x + E^(E^(3 + E^x) + Log[1 - x/Log[Log[5]]]^2) + x + Log[1 - x/Log[Log[5]]]^2)*x, x] - 2*Defer[Int][E^(E^(3 + E^x) + E^(E^(3 + E^x) + Log[1 - x/Log[Log[5]]]^2) + Log[1 - x/Log[Log[5]]]^2)*Log[1 - x/Log[Log[5]]], x] - 2*Log[Log[5]]*Defer[Int][(E^(E^(3 + E^x) + E^(E^(3 + E^x) + Log[1 - x/Log[Log[5]]]^2) + Log[1 - x/Log[Log[5]]]^2)*Log[1 - x/Log[Log[5]]])/(x - Log[Log[5]]), x]","F",0,0,0,0,-1,"{}"
6080,0,0,0,0.3488862,"\int \frac{-256 x-128 x^2+\left(256+128 x-352 x^2-128 x^3-8 x^4\right) \log (x)+\left(-256+640 x+672 x^2+176 x^3+16 x^4\right) \log ^2(x)+\left(-384-64 x+624 x^2+560 x^3+184 x^4+24 x^5+x^6\right) \log ^3(x)}{\left(32+48 x+24 x^2+4 x^3\right) \log ^3(x)} \, dx","Int[(-256*x - 128*x^2 + (256 + 128*x - 352*x^2 - 128*x^3 - 8*x^4)*Log[x] + (-256 + 640*x + 672*x^2 + 176*x^3 + 16*x^4)*Log[x]^2 + (-384 - 64*x + 624*x^2 + 560*x^3 + 184*x^4 + 24*x^5 + x^6)*Log[x]^3)/((32 + 48*x + 24*x^2 + 4*x^3)*Log[x]^3),x]","\int \frac{-256 x-128 x^2+\left(256+128 x-352 x^2-128 x^3-8 x^4\right) \log (x)+\left(-256+640 x+672 x^2+176 x^3+16 x^4\right) \log ^2(x)+\left(-384-64 x+624 x^2+560 x^3+184 x^4+24 x^5+x^6\right) \log ^3(x)}{\left(32+48 x+24 x^2+4 x^3\right) \log ^3(x)} \, dx","\left(-3 x-\left(x \left(\frac{x}{4}+\frac{4}{(x+2) \log (x)}\right)\right)+2\right)^2",1,"(8 - 12*x - x^2)^2/16 - 32*Defer[Int][x/((2 + x)^2*Log[x]^3), x] - 2*Defer[Int][(-32 - 16*x + 44*x^2 + 16*x^3 + x^4)/((2 + x)^3*Log[x]^2), x] + 4*Defer[Int][(-8 + 24*x + 9*x^2 + x^3)/((2 + x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
6081,1,63,0,0.0814381,"\int \frac{1}{16} \left(192+768 x+576 x^2+e^{8+4 x} (3+12 x)+e^{4+2 x} \left(-48-192 x-96 x^2\right)\right) \, dx","Int[(192 + 768*x + 576*x^2 + E^(8 + 4*x)*(3 + 12*x) + E^(4 + 2*x)*(-48 - 192*x - 96*x^2))/16,x]","12 x^3-3 e^{2 x+4} x^2+24 x^2-3 e^{2 x+4} x+12 x-\frac{3}{64} e^{4 x+8}+\frac{3}{64} e^{4 x+8} (4 x+1)","3 \left(-2 x+\frac{1}{4} e^{2 x+4}-2\right)^2 x",1,"(-3*E^(8 + 4*x))/64 + 12*x - 3*E^(4 + 2*x)*x + 24*x^2 - 3*E^(4 + 2*x)*x^2 + 12*x^3 + (3*E^(8 + 4*x)*(1 + 4*x))/64","B",12,4,45,0.08889,1,"{12, 2176, 2194, 2196}"
6082,1,35,0,0.0413609,"\int \frac{1}{2} \left(-4+20 x+36 x^2+8 x^3+e^x \left(5+7 x+x^2\right)\right) \, dx","Int[(-4 + 20*x + 36*x^2 + 8*x^3 + E^x*(5 + 7*x + x^2))/2,x]","x^4+6 x^3+\frac{e^x x^2}{2}+5 x^2+\frac{5 e^x x}{2}-2 x","(x+5) \left((x+1) x^2+\frac{e^x x}{2}-2\right)",1,"-2*x + (5*E^x*x)/2 + 5*x^2 + (E^x*x^2)/2 + 6*x^3 + x^4","A",10,4,31,0.1290,1,"{12, 2196, 2194, 2176}"
6083,0,0,0,44.7460112,"\int \frac{4 x+6 x^2-4 x^3+\left(-2 x+x^2\right) \log (2)+e^x \left(6 x-x^2-x^3\right) \log (2)+\left(4 x+4 x^2+(-4-2 x) \log (2)+e^x (4+2 x) \log (2)\right) \log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right) \log \left(\log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right)\right)}{\left(8 x-6 x^3+2 x^4+\left(-8+4 x+2 x^2-x^3\right) \log (2)+e^x \left(8-4 x-2 x^2+x^3\right) \log (2)\right) \log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right) \log ^2\left(\log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right)\right)} \, dx","Int[(4*x + 6*x^2 - 4*x^3 + (-2*x + x^2)*Log[2] + E^x*(6*x - x^2 - x^3)*Log[2] + (4*x + 4*x^2 + (-4 - 2*x)*Log[2] + E^x*(4 + 2*x)*Log[2])*Log[4/(2*x + 2*x^2 + (-2 - x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 + (-2 - x)*Log[2] + E^x*(2 + x)*Log[2])]])/((8*x - 6*x^3 + 2*x^4 + (-8 + 4*x + 2*x^2 - x^3)*Log[2] + E^x*(8 - 4*x - 2*x^2 + x^3)*Log[2])*Log[4/(2*x + 2*x^2 + (-2 - x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 + (-2 - x)*Log[2] + E^x*(2 + x)*Log[2])]]^2),x]","\int \frac{4 x+6 x^2-4 x^3+\left(-2 x+x^2\right) \log (2)+e^x \left(6 x-x^2-x^3\right) \log (2)+\left(4 x+4 x^2+(-4-2 x) \log (2)+e^x (4+2 x) \log (2)\right) \log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right) \log \left(\log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right)\right)}{\left(8 x-6 x^3+2 x^4+\left(-8+4 x+2 x^2-x^3\right) \log (2)+e^x \left(8-4 x-2 x^2+x^3\right) \log (2)\right) \log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right) \log ^2\left(\log \left(\frac{4}{2 x+2 x^2+(-2-x) \log (2)+e^x (2+x) \log (2)}\right)\right)} \, dx","\frac{x}{(2-x) \log \left(\log \left(\frac{4}{x^2+(x+2) \left(x-\left(1-e^x\right) \log (2)\right)}\right)\right)}",1,"-Defer[Int][1/(Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x] - (10*Log[2]*Defer[Int][1/((-2 + x)*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[16] - (Log[2]*Log[4]*Defer[Int][1/((x*Log[2] + Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[16] - ((4*Log[2]^4 + Log[4]^3 - Log[2]^2*Log[4096])*Defer[Int][1/((2*x^2 + 2*x*(1 - Log[2]/2) + E^x*x*Log[2] - Log[4] + E^x*Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[2]^3 + (2*(8*Log[2]^2 - 16*Log[4] + 2*Log[4]^2 + Log[4096])*Defer[Int][1/((2 - x)*(2*x^2 + 2*x*(1 - Log[2]/2) + E^x*x*Log[2] - Log[4] + E^x*Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[16] - ((Log[2]^3 - 4*Log[2]*Log[4] + Log[4]^2)*Defer[Int][x/((2*x^2 + 2*x*(1 - Log[2]/2) + E^x*x*Log[2] - Log[4] + E^x*Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[2]^2 + (Log[4]*Defer[Int][x^2/((2*x^2 + 2*x*(1 - Log[2]/2) + E^x*x*Log[2] - Log[4] + E^x*Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x])/Log[2] - Log[4]*(1 - Log[2] - Log[4]/Log[2] + Log[4]^2/Log[16])*Defer[Int][1/((x*Log[2] + Log[4])*(2*x^2 + 2*x*(1 - Log[2]/2) + E^x*x*Log[2] - Log[4] + E^x*Log[4])*Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]^2), x] + 2*Defer[Int][1/((2 - x)^2*Log[Log[4/(2*x + 2*x^2 - (2 + x)*Log[2] + E^x*(2 + x)*Log[2])]]), x]","F",0,0,0,0,-1,"{}"
6084,1,27,0,0.3016737,"\int \frac{-45+6 e^4-6 e^{1+x}}{-16 e^3+16 e^{3+3 x}+360 e^2 x-2700 e x^2+6750 x^3-16 e^{12} x^3+e^{2 x} \left(-48 e^3+360 e^2 x-48 e^6 x\right)+e^4 \left(-48 e^2 x+720 e x^2-2700 x^3\right)+e^8 \left(-48 e x^2+360 x^3\right)+e^x \left(48 e^3-720 e^2 x+2700 e x^2+48 e^9 x^2+e^4 \left(96 e^2 x-720 e x^2\right)\right)} \, dx","Int[(-45 + 6*E^4 - 6*E^(1 + x))/(-16*E^3 + 16*E^(3 + 3*x) + 360*E^2*x - 2700*E*x^2 + 6750*x^3 - 16*E^12*x^3 + E^(2*x)*(-48*E^3 + 360*E^2*x - 48*E^6*x) + E^4*(-48*E^2*x + 720*E*x^2 - 2700*x^3) + E^8*(-48*E*x^2 + 360*x^3) + E^x*(48*E^3 - 720*E^2*x + 2700*E*x^2 + 48*E^9*x^2 + E^4*(96*E^2*x - 720*E*x^2))),x]","\frac{3}{4 \left(-\left(\left(15-2 e^4\right) x\right)-2 e^{x+1}+2 e\right)^2}","\frac{3}{\left(4 e \left(1-e^x\right)+4 \left(e^4-\frac{15}{2}\right) x\right)^2}",1,"3/(4*(2*E - 2*E^(1 + x) - (15 - 2*E^4)*x)^2)","A",4,4,166,0.02410,1,"{6, 6688, 12, 6686}"
6085,1,22,0,0.0222882,"\int \frac{4+i \pi -9 x+2 x^2+\log (3)}{-4+x} \, dx","Int[(4 + I*Pi - 9*x + 2*x^2 + Log[3])/(-4 + x),x]","x^2-x+(\log (3)+i \pi ) \log (4-x)","x^2-x+(\log (3)+i \pi ) \log (4-x)",1,"-x + x^2 + (I*Pi + Log[3])*Log[4 - x]","A",2,1,23,0.04348,1,"{698}"
6086,1,60,0,1.9890877,"\int \frac{75 x+60 x^2+39 x^3-693 x^4+90 x^5+45 x^6+e^{2 x} \left(225 x^2+420 x^3-75 x^4-30 x^5\right)+\left(225-30 x-15 x^2\right) \log (3-x)+\left(225 x^2-30 x^3-15 x^4\right) \log (5+x)}{-75 x^2+10 x^3+5 x^4} \, dx","Int[(75*x + 60*x^2 + 39*x^3 - 693*x^4 + 90*x^5 + 45*x^6 + E^(2*x)*(225*x^2 + 420*x^3 - 75*x^4 - 30*x^5) + (225 - 30*x - 15*x^2)*Log[3 - x] + (225*x^2 - 30*x^3 - 15*x^4)*Log[5 + x])/(-75*x^2 + 10*x^3 + 5*x^4),x]","3 x^3-\frac{3 x}{5}+\frac{3 e^{2 x}}{2}-\frac{3}{2} e^{2 x} (2 x+1)-3 (x+5) \log (x+5)+15 \log (x+5)+\frac{3 \log (3-x)}{x}","3 \left(-\left(x \left(-x^2+e^{2 x}+\log (x+5)\right)\right)-\frac{x}{5}+\frac{\log (3-x)}{x}\right)",1,"(3*E^(2*x))/2 - (3*x)/5 + 3*x^3 - (3*E^(2*x)*(1 + 2*x))/2 + (3*Log[3 - x])/x + 15*Log[5 + x] - 3*(5 + x)*Log[5 + x]","A",24,11,113,0.09735,1,"{1594, 6728, 36, 31, 72, 2176, 2194, 2395, 29, 2389, 2295}"
6087,1,23,0,0.0088612,"\int \frac{-2+8 \log (5)-16 \log ^2(5)}{1-8 \log (5)+16 \log ^2(5)} \, dx","Int[(-2 + 8*Log[5] - 16*Log[5]^2)/(1 - 8*Log[5] + 16*Log[5]^2),x]","-\frac{2 x \left(1+8 \log ^2(5)-4 \log (5)\right)}{(1-\log (625))^2}","-x-\frac{x}{(1-4 \log (5))^2}+6",1,"(-2*x*(1 - 4*Log[5] + 8*Log[5]^2))/(1 - Log[625])^2","A",1,1,27,0.03704,1,"{8}"
6088,1,36,0,0.0514888,"\int \frac{-4+5 x^2+8 x^3-3 x^4-4 x^5+\left(4+x^2\right) \log (4 x)}{4 x^2} \, dx","Int[(-4 + 5*x^2 + 8*x^3 - 3*x^4 - 4*x^5 + (4 + x^2)*Log[4*x])/(4*x^2),x]","-\frac{x^4}{4}-\frac{x^3}{4}+x^2+x-\frac{1}{4} \left(\frac{4}{x}-x\right) \log (4 x)","\left(1-\frac{x^2}{4}\right) \left(x-\frac{\log (4 x)-x^3}{x}\right)",1,"x + x^2 - x^3/4 - x^4/4 - ((4/x - x)*Log[4*x])/4","A",7,3,39,0.07692,1,"{12, 14, 2334}"
6089,1,40,0,0.0734284,"\int \frac{1}{9} e^{3^{e^{-x} x}} \left(e^x \left(2 x+4 x^2+x^3\right)+3^{e^{-x} x} \left(x^2-x^4\right) \log (3)\right) \, dx","Int[(E^3^(x/E^x)*(E^x*(2*x + 4*x^2 + x^3) + 3^(x/E^x)*(x^2 - x^4)*Log[3]))/9,x]","\frac{e^{3^{e^{-x} x}} \left(x^2-x^4\right)}{9 \left(e^{-x}-e^{-x} x\right)}","\frac{1}{9} e^{x+3^{e^{-x} x}} x^2 (x+1)",1,"(E^3^(x/E^x)*(x^2 - x^4))/(9*(E^(-x) - x/E^x))","A",2,2,53,0.03774,1,"{12, 2288}"
6090,0,0,0,4.2245585,"\int \frac{e^{8+e^{12}} \left(-3+9 x-3 x^2\right)+e^8 \left(-3+12 x-3 x^2\right)+e^4 \left(-6 x+2 x^2\right)+e^8 \left(3 x-x^2\right) \log (-3+x)+e^8 \left(-3 x+x^2\right) \log (x)}{-12 x+4 x^2+e^4 \left(36 x^2-12 x^3\right)+e^8 \left(-27 x^3+9 x^4\right)+\left(e^4 \left(12 x-4 x^2\right)+e^8 \left(-18 x^2+6 x^3\right)\right) \log (-3+x)+e^8 \left(-3 x+x^2\right) \log ^2(-3+x)+\left(e^4 \left(-12 x+4 x^2\right)+e^8 \left(18 x^2-6 x^3\right)+e^8 \left(6 x-2 x^2\right) \log (-3+x)\right) \log (x)+e^8 \left(-3 x+x^2\right) \log ^2(x)} \, dx","Int[(E^(8 + E^12)*(-3 + 9*x - 3*x^2) + E^8*(-3 + 12*x - 3*x^2) + E^4*(-6*x + 2*x^2) + E^8*(3*x - x^2)*Log[-3 + x] + E^8*(-3*x + x^2)*Log[x])/(-12*x + 4*x^2 + E^4*(36*x^2 - 12*x^3) + E^8*(-27*x^3 + 9*x^4) + (E^4*(12*x - 4*x^2) + E^8*(-18*x^2 + 6*x^3))*Log[-3 + x] + E^8*(-3*x + x^2)*Log[-3 + x]^2 + (E^4*(-12*x + 4*x^2) + E^8*(18*x^2 - 6*x^3) + E^8*(6*x - 2*x^2)*Log[-3 + x])*Log[x] + E^8*(-3*x + x^2)*Log[x]^2),x]","\int \frac{e^{8+e^{12}} \left(-3+9 x-3 x^2\right)+e^8 \left(-3+12 x-3 x^2\right)+e^4 \left(-6 x+2 x^2\right)+e^8 \left(3 x-x^2\right) \log (-3+x)+e^8 \left(-3 x+x^2\right) \log (x)}{-12 x+4 x^2+e^4 \left(36 x^2-12 x^3\right)+e^8 \left(-27 x^3+9 x^4\right)+\left(e^4 \left(12 x-4 x^2\right)+e^8 \left(-18 x^2+6 x^3\right)\right) \log (-3+x)+e^8 \left(-3 x+x^2\right) \log ^2(-3+x)+\left(e^4 \left(-12 x+4 x^2\right)+e^8 \left(18 x^2-6 x^3\right)+e^8 \left(6 x-2 x^2\right) \log (-3+x)\right) \log (x)+e^8 \left(-3 x+x^2\right) \log ^2(x)} \, dx","\frac{-x+e^{e^{12}}+1}{3 x+\log (x-3)-\log (x)-\frac{2}{e^4}}",1,"-3*E^8*(1 + E^E^12)*Defer[Int][(-2 + 3*E^4*x + E^4*Log[-3 + x] - E^4*Log[x])^(-2), x] + E^8*(2 - E^E^12)*Defer[Int][1/((-3 + x)*(-2 + 3*E^4*x + E^4*Log[-3 + x] - E^4*Log[x])^2), x] + E^8*(1 + E^E^12)*Defer[Int][1/(x*(-2 + 3*E^4*x + E^4*Log[-3 + x] - E^4*Log[x])^2), x] + 3*E^8*Defer[Int][x/(-2 + 3*E^4*x + E^4*Log[-3 + x] - E^4*Log[x])^2, x] + E^4*Defer[Int][(2 - 3*E^4*x - E^4*Log[-3 + x] + E^4*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
6091,0,0,0,54.5202928,"\int \frac{64+44 x-52 x^2-87 x^3+33 x^4+35 x^5-10 x^6-4 x^7+x^8+\left(-64+20 x+32 x^2-9 x^3-4 x^4+x^5\right) \log \left(\frac{-16+5 x+4 x^2-x^3}{-4+x^2}\right)+\log (x) \left(-128+60 x+64 x^2-25 x^3-8 x^4+3 x^5+\left(128-40 x-64 x^2+18 x^3+8 x^4-2 x^5\right) \log \left(\frac{-16+5 x+4 x^2-x^3}{-4+x^2}\right)\right)}{-64 x^3+20 x^4+32 x^5-9 x^6-4 x^7+x^8} \, dx","Int[(64 + 44*x - 52*x^2 - 87*x^3 + 33*x^4 + 35*x^5 - 10*x^6 - 4*x^7 + x^8 + (-64 + 20*x + 32*x^2 - 9*x^3 - 4*x^4 + x^5)*Log[(-16 + 5*x + 4*x^2 - x^3)/(-4 + x^2)] + Log[x]*(-128 + 60*x + 64*x^2 - 25*x^3 - 8*x^4 + 3*x^5 + (128 - 40*x - 64*x^2 + 18*x^3 + 8*x^4 - 2*x^5)*Log[(-16 + 5*x + 4*x^2 - x^3)/(-4 + x^2)]))/(-64*x^3 + 20*x^4 + 32*x^5 - 9*x^6 - 4*x^7 + x^8),x]","\int \frac{64+44 x-52 x^2-87 x^3+33 x^4+35 x^5-10 x^6-4 x^7+x^8+\left(-64+20 x+32 x^2-9 x^3-4 x^4+x^5\right) \log \left(\frac{-16+5 x+4 x^2-x^3}{-4+x^2}\right)+\log (x) \left(-128+60 x+64 x^2-25 x^3-8 x^4+3 x^5+\left(128-40 x-64 x^2+18 x^3+8 x^4-2 x^5\right) \log \left(\frac{-16+5 x+4 x^2-x^3}{-4+x^2}\right)\right)}{-64 x^3+20 x^4+32 x^5-9 x^6-4 x^7+x^8} \, dx","-\frac{\log (x) \left(1-\log \left(\frac{x}{x^2-4}-x+4\right)\right)}{x^2}+x+\frac{1}{x}+2",1,"x^(-1) + x - (90*31^(1/3)*((2 - (3*I)*Sqrt[3])^(2/3)*(28 - (11*I)*Sqrt[3]) + 31^(1/3)*(8 + (19*I)*Sqrt[3]))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) - (39*31^(1/3)*((2 - (3*I)*Sqrt[3])^(2/3)*(215 - (28*I)*Sqrt[3]) + 31^(1/3)*(127 + (104*I)*Sqrt[3]))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(8*Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(696 - Sqrt[3]*(951*I - (6*I - 107*Sqrt[3])*(62 - (93*I)*Sqrt[3])^(1/3)))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (15*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(3123 - Sqrt[3]*(236*I - (287*I - 90*Sqrt[3])*(62 - (93*I)*Sqrt[3])^(1/3)))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(128*Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (4*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(129 - Sqrt[3]*(54*I - (9*I - 8*Sqrt[3])*(62 - (93*I)*Sqrt[3])^(1/3)))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (99*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(24 - Sqrt[3]*(5*I - (2*I - Sqrt[3])*(62 - (93*I)*Sqrt[3])^(1/3)))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) - (87*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(15 + Sqrt[3]*(24*I + (62 - (93*I)*Sqrt[3])^(1/3)*(3*I + 2*Sqrt[3])))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(2*Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (627*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(33 + Sqrt[3]*(28*I + (62 - (93*I)*Sqrt[3])^(1/3)*(5*I + 2*Sqrt[3])))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(128*Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + (35*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3)*(3 + Sqrt[3]*(42*I + (62 - (93*I)*Sqrt[3])^(1/3)*(3*I + 4*Sqrt[3])))*ArcTan[(31^(1/3)*(2 - (3*I)*Sqrt[3] + (62 - (93*I)*Sqrt[3])^(1/3)) + 2*(2 - (3*I)*Sqrt[3])^(2/3)*(4 - 3*x))/Sqrt[3*(31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))]])/(Sqrt[31*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3) - 31^(2/3)*(23 + (12*I)*Sqrt[3]) + (62*I)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3])]*((31*I)*31^(1/3) + (31*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + 3*Sqrt[3]))) + 20*ArcTanh[x/2] - (33*(2 - (3*I)*Sqrt[3])^(1/3)*(31^(2/3) + 8*(2 - (3*I)*Sqrt[3])^(1/3) + 31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3)) + (209*(2 - (3*I)*Sqrt[3])^(1/3)*(2*31^(2/3) - 11*(2 - (3*I)*Sqrt[3])^(1/3) + 2*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(128*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (29*(2 - (3*I)*Sqrt[3])^(1/3)*(2*31^(2/3) - 5*(2 - (3*I)*Sqrt[3])^(1/3) + 2*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(2*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (35*(2 - (3*I)*Sqrt[3])^(1/3)*(4*31^(2/3) - (2 - (3*I)*Sqrt[3])^(1/3) + 4*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(3*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (10*(2 - (3*I)*Sqrt[3])^(1/3)*(5*31^(2/3) + 28*(2 - (3*I)*Sqrt[3])^(1/3) + 5*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3)) - (4*(2 - (3*I)*Sqrt[3])^(1/3)*(8*31^(2/3) + 43*(2 - (3*I)*Sqrt[3])^(1/3) + 8*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(3*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (13*(2 - (3*I)*Sqrt[3])^(1/3)*(22*31^(2/3) + 215*(2 - (3*I)*Sqrt[3])^(1/3) + 22*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(24*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (15*(2 - (3*I)*Sqrt[3])^(1/3)*(30*31^(2/3) + 347*(2 - (3*I)*Sqrt[3])^(1/3) + 30*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(128*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - ((2 - (3*I)*Sqrt[3])^(1/3)*(107*31^(2/3) + 232*(2 - (3*I)*Sqrt[3])^(1/3) + 107*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[31^(1/3)*(31^(1/3) + (2 - (3*I)*Sqrt[3])^(2/3)) - (2 - (3*I)*Sqrt[3])^(1/3)*(4 - 3*x)])/(3*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + 10*Log[2 - x] - Log[x]/x^2 - 10*Log[2 + x] + (33*(2 - (3*I)*Sqrt[3])^(1/3)*(31^(2/3) + 8*(2 - (3*I)*Sqrt[3])^(1/3) + 31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(2*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (209*(2 - (3*I)*Sqrt[3])^(1/3)*(2*31^(2/3) - 11*(2 - (3*I)*Sqrt[3])^(1/3) + 2*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(256*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (29*(2 - (3*I)*Sqrt[3])^(1/3)*(2*31^(2/3) - 5*(2 - (3*I)*Sqrt[3])^(1/3) + 2*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(4*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (35*(2 - (3*I)*Sqrt[3])^(1/3)*(4*31^(2/3) - (2 - (3*I)*Sqrt[3])^(1/3) + 4*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(6*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (5*(2 - (3*I)*Sqrt[3])^(1/3)*(5*31^(2/3) + 28*(2 - (3*I)*Sqrt[3])^(1/3) + 5*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3)) + (2*(2 - (3*I)*Sqrt[3])^(1/3)*(8*31^(2/3) + 43*(2 - (3*I)*Sqrt[3])^(1/3) + 8*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(3*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) - (13*(2 - (3*I)*Sqrt[3])^(1/3)*(22*31^(2/3) + 215*(2 - (3*I)*Sqrt[3])^(1/3) + 22*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(48*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (15*(2 - (3*I)*Sqrt[3])^(1/3)*(30*31^(2/3) + 347*(2 - (3*I)*Sqrt[3])^(1/3) + 30*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(256*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + ((2 - (3*I)*Sqrt[3])^(1/3)*(107*31^(2/3) + 232*(2 - (3*I)*Sqrt[3])^(1/3) + 107*31^(1/3)*(2 - (3*I)*Sqrt[3])^(2/3))*Log[(-5*I)*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*(2*I + Sqrt[3]) + 31^(1/3)*(13*I + 4*Sqrt[3]) - (2*I)*31^(1/3)*x - 3*Sqrt[3]*31^(1/3)*x - I*31^(2/3)*(2 - (3*I)*Sqrt[3])^(1/3)*x - (8*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x + (3*I)*(2 - (3*I)*Sqrt[3])^(2/3)*x^2])/(6*(31*31^(1/3) + 31*(2 - (3*I)*Sqrt[3])^(2/3) + 31^(2/3)*(2 - (3*I)*Sqrt[3])^(4/3))) + (Log[x]*Log[(16 - 5*x - 4*x^2 + x^3)/(4 - x^2)])/x^2 - (25*Defer[Int][Log[x]/(-16 + 5*x + 4*x^2 - x^3), x])/4 - (25*Defer[Int][Log[x]/(16 - 5*x - 4*x^2 + x^3), x])/4","F",0,0,0,0,-1,"{}"
6092,0,0,0,0.7833945,"\int \frac{81+e^{e^x} \left(16+e^x (81-16 x)\right)}{e^{2 e^x}+2 e^{e^x} x+x^2} \, dx","Int[(81 + E^E^x*(16 + E^x*(81 - 16*x)))/(E^(2*E^x) + 2*E^E^x*x + x^2),x]","\int \frac{81+e^{e^x} \left(16+e^x (81-16 x)\right)}{e^{2 e^x}+2 e^{e^x} x+x^2} \, dx","\frac{16 x-81}{x+e^{e^x}}+2",1,"81*Defer[Int][(E^E^x + x)^(-2), x] + 81*Defer[Int][E^(E^x + x)/(E^E^x + x)^2, x] - 16*Defer[Int][x/(E^E^x + x)^2, x] - 16*Defer[Int][(E^(E^x + x)*x)/(E^E^x + x)^2, x] + 16*Defer[Int][(E^E^x + x)^(-1), x]","F",0,0,0,0,-1,"{}"
6093,1,19,0,0.262422,"\int \frac{-1+e^2-3 x+\left(-1+e^2\right) \log (x)}{\left(-x+e^2 x-3 x^2\right) \log (x)} \, dx","Int[(-1 + E^2 - 3*x + (-1 + E^2)*Log[x])/((-x + E^2*x - 3*x^2)*Log[x]),x]","\log (x)-\log \left(3 x-e^2+1\right)+\log (\log (x))","\log \left(\frac{x \log (x)}{3 x-e^2+1}\right)",1,"Log[x] - Log[1 - E^2 + 3*x] + Log[Log[x]]","A",9,7,37,0.1892,1,"{6, 1593, 6742, 36, 31, 29, 2302}"
6094,1,19,0,0.0249148,"\int \frac{-36-54 x-36 x^4-36 x^5+2 x^9}{9-6 x^4+x^8} \, dx","Int[(-36 - 54*x - 36*x^4 - 36*x^5 + 2*x^9)/(9 - 6*x^4 + x^8),x]","x^2-\frac{12 x (x+1)}{3-x^4}","x^2-4 \left(\frac{3 \left(x^2+x\right)}{3-x^4}-\log (4)\right)",1,"x^2 - (12*x*(1 + x))/(3 - x^4)","A",5,5,33,0.1515,1,"{28, 1858, 1586, 12, 30}"
6095,0,0,0,4.0551784,"\int \frac{e^{2 x}+e^{2 e^{25-10 x+x^2}} \left(4+4 e^x\right)+e^{e^{25-10 x+x^2}} \left(-4 e^x+e^{25-8 x+x^2} (20-4 x)\right)}{8 e^{2 e^{25-10 x+x^2}}+2 e^{2 x}-8 e^{e^{25-10 x+x^2}+x}} \, dx","Int[(E^(2*x) + E^(2*E^(25 - 10*x + x^2))*(4 + 4*E^x) + E^E^(25 - 10*x + x^2)*(-4*E^x + E^(25 - 8*x + x^2)*(20 - 4*x)))/(8*E^(2*E^(25 - 10*x + x^2)) + 2*E^(2*x) - 8*E^(E^(25 - 10*x + x^2) + x)),x]","\int \frac{e^{2 x}+e^{2 e^{25-10 x+x^2}} \left(4+4 e^x\right)+e^{e^{25-10 x+x^2}} \left(-4 e^x+e^{25-8 x+x^2} (20-4 x)\right)}{8 e^{2 e^{25-10 x+x^2}}+2 e^{2 x}-8 e^{e^{25-10 x+x^2}+x}} \, dx","\frac{x}{2}+\frac{e^x}{2-e^{x-e^{(5-x)^2}}}",1,"x/2 + 4*Defer[Int][E^(3*E^(25 - 10*x + x^2))/(2*E^E^(-5 + x)^2 - E^x)^2, x] + 10*Defer[Int][E^(25 + E^(-5 + x)^2 - 8*x + x^2)/(2*E^E^(-5 + x)^2 - E^x)^2, x] + 2*Defer[Int][E^(2*E^(25 - 10*x + x^2))/(-2*E^E^(-5 + x)^2 + E^x), x] - 2*Defer[Int][(E^(25 + E^(-5 + x)^2 - 8*x + x^2)*x)/(2*E^E^(-5 + x)^2 - E^x)^2, x]","F",0,0,0,0,-1,"{}"
6096,1,34,0,4.085161,"\int \frac{e^{\frac{1}{2} \left(5 e^{\frac{1}{x^2}} x-5 x^2-5 x^3\right)} \left(2 x+10 x^3+15 x^4+e^{\frac{1}{x^2}} \left(10-5 x^2\right)\right)}{2 e^{5 e^{\frac{1}{x^2}} x-5 x^2-5 x^3} x-4 e^{\frac{1}{2} \left(5 e^{\frac{1}{x^2}} x-5 x^2-5 x^3\right)} x^2+2 x^3} \, dx","Int[(E^((5*E^x^(-2)*x - 5*x^2 - 5*x^3)/2)*(2*x + 10*x^3 + 15*x^4 + E^x^(-2)*(10 - 5*x^2)))/(2*E^(5*E^x^(-2)*x - 5*x^2 - 5*x^3)*x - 4*E^((5*E^x^(-2)*x - 5*x^2 - 5*x^3)/2)*x^2 + 2*x^3),x]","-\frac{1}{1-\frac{e^{\frac{5}{2} e^{\frac{1}{x^2}} x-\frac{5}{2} x^2 (x+1)}}{x}}","\frac{x}{e^{\frac{5}{2} \left(-x^3-x^2+e^{\frac{1}{x^2}} x\right)}-x}",1,"-(1 - E^((5*E^x^(-2)*x)/2 - (5*x^2*(1 + x))/2)/x)^(-1)","A",4,4,115,0.03478,1,"{6688, 12, 6711, 32}"
6097,1,18,0,0.0046577,"\int \frac{-3+x}{16+8 \log (\log (16))} \, dx","Int[(-3 + x)/(16 + 8*Log[Log[16]]),x]","\frac{(3-x)^2}{16 (2+\log (\log (16)))}","\frac{4-\frac{1}{16} (1-x) (x-5)}{2+\log (\log (16))}",1,"(3 - x)^2/(16*(2 + Log[Log[16]]))","A",1,1,13,0.07692,1,"{9}"
6098,1,9,0,0.0054333,"\int \frac{-3-3 \log (240)}{x^2} \, dx","Int[(-3 - 3*Log[240])/x^2,x]","\frac{3 (1+\log (240))}{x}","\frac{3 (2 x+2) (1+\log (240))}{2 x}",1,"(3*(1 + Log[240]))/x","A",2,2,10,0.2000,1,"{12, 30}"
6099,1,11592,0,30.9264121,"\int \frac{-486 x-486 x^2+324 x^3+468 x^4+162 x^5+18 x^6+\left(162 x+324 x^2+216 x^3+60 x^4+6 x^5\right) \log (5)+\left(648 x^4+648 x^5+216 x^6+24 x^7\right) \log \left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(-1296 x^3-324 x^4+972 x^5+564 x^6+84 x^7+\left(432 x^3+540 x^4+216 x^5+28 x^6\right) \log (5)\right) \log ^2\left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(648 x^6+432 x^7+72 x^8\right) \log ^3\left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(-972 x^5+216 x^6+612 x^7+144 x^8+\left(324 x^5+252 x^6+48 x^7\right) \log (5)\right) \log ^4\left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(216 x^8+72 x^9\right) \log ^5\left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(-288 x^7+180 x^8+108 x^9+\left(96 x^7+36 x^8\right) \log (5)\right) \log ^6\left(\frac{1}{2} (3-3 x-\log (5))\right)+24 x^{10} \log ^7\left(\frac{1}{2} (3-3 x-\log (5))\right)+\left(-30 x^9+30 x^{10}+10 x^9 \log (5)\right) \log ^8\left(\frac{1}{2} (3-3 x-\log (5))\right)}{-3+3 x+\log (5)} \, dx","Int[(-486*x - 486*x^2 + 324*x^3 + 468*x^4 + 162*x^5 + 18*x^6 + (162*x + 324*x^2 + 216*x^3 + 60*x^4 + 6*x^5)*Log[5] + (648*x^4 + 648*x^5 + 216*x^6 + 24*x^7)*Log[(3 - 3*x - Log[5])/2] + (-1296*x^3 - 324*x^4 + 972*x^5 + 564*x^6 + 84*x^7 + (432*x^3 + 540*x^4 + 216*x^5 + 28*x^6)*Log[5])*Log[(3 - 3*x - Log[5])/2]^2 + (648*x^6 + 432*x^7 + 72*x^8)*Log[(3 - 3*x - Log[5])/2]^3 + (-972*x^5 + 216*x^6 + 612*x^7 + 144*x^8 + (324*x^5 + 252*x^6 + 48*x^7)*Log[5])*Log[(3 - 3*x - Log[5])/2]^4 + (216*x^8 + 72*x^9)*Log[(3 - 3*x - Log[5])/2]^5 + (-288*x^7 + 180*x^8 + 108*x^9 + (96*x^7 + 36*x^8)*Log[5])*Log[(3 - 3*x - Log[5])/2]^6 + 24*x^10*Log[(3 - 3*x - Log[5])/2]^7 + (-30*x^9 + 30*x^10 + 10*x^9*Log[5])*Log[(3 - 3*x - Log[5])/2]^8)/(-3 + 3*x + Log[5]),x]","\frac{\log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^{10}}{59049}-\frac{10 (3-\log (5)) \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^9}{59049}-\frac{4 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^9}{19683}+\frac{5 (3-\log (5))^2 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{6561}+\frac{4 (3-\log (5)) \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{2187}+\frac{4 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{2187}+\frac{(12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{6561}-\frac{(3-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{6561}-\frac{1}{729} \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8-\frac{5 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{52488}+\frac{5 (3-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{52488}+\frac{31 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{17496}+\frac{5 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{104976}-\frac{5 (3-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{104976}-\frac{5 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{11664}-\frac{5 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{279936}+\frac{5 (3-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{279936}+\frac{5 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{31104}+\frac{5 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{1119744}-\frac{5 (3-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{1119744}-\frac{5 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^8}{124416}-\frac{5 (12-\log (5)) (-3 x-\log (5)+3)^8}{8957952}+\frac{5 (3-\log (5)) (-3 x-\log (5)+3)^8}{8957952}+\frac{5 (-3 x-\log (5)+3)^8}{995328}-\frac{40 (3-\log (5))^3 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{19683}-\frac{16 (3-\log (5))^2 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2187}-\frac{32 (3-\log (5)) \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2187}-\frac{64 (3-\log (5)) (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{45927}+\frac{64 (3-\log (5))^2 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{45927}+\frac{64 (3-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{5103}-\frac{4 (21-\log (625)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2187}+\frac{320 (3-\log (5)) (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{321489}-\frac{320 (3-\log (5))^2 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{321489}-\frac{320 (3-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{35721}+\frac{16 (21-\log (625)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{15309}-\frac{8 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{15309}-\frac{1280 (3-\log (5)) (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2250423}+\frac{1280 (3-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2250423}+\frac{1096 (3-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{750141}-\frac{16 (21-\log (625)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{35721}+\frac{8 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{35721}+\frac{1280 (3-\log (5)) (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{5250987}-\frac{1280 (3-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{5250987}-\frac{1096 (3-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{1750329}-\frac{4 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{2187}+\frac{32 (21-\log (625)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{250047}-\frac{16 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{250047}-\frac{2560 (3-\log (5)) (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{36756909}+\frac{2560 (3-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{36756909}+\frac{2192 (3-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{12252303}+\frac{8 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^7}{15309}-\frac{32 (21-\log (625)) (-3 x-\log (5)+3)^7}{1750329}+\frac{16 (21-\log (5)) (-3 x-\log (5)+3)^7}{1750329}+\frac{2560 (3-\log (5)) (12-\log (5)) (-3 x-\log (5)+3)^7}{257298363}-\frac{2560 (3-\log (5))^2 (-3 x-\log (5)+3)^7}{257298363}-\frac{2192 (3-\log (5)) (-3 x-\log (5)+3)^7}{85766121}-\frac{8 (-3 x-\log (5)+3)^7}{107163}+\frac{70 (3-\log (5))^4 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}+\frac{112 (3-\log (5))^3 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}+\frac{112 (3-\log (5))^2 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}+\frac{112 (3-\log (5))^2 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}-\frac{112 (3-\log (5))^3 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}-\frac{112 (3-\log (5))^2 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}+\frac{2 \left(711-294 \log (5)+28 \log ^2(5)\right) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}-\frac{280 (3-\log (5))^2 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{59049}+\frac{280 (3-\log (5))^3 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{59049}+\frac{280 (3-\log (5))^2 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}-\frac{4 \left(711-294 \log (5)+28 \log ^2(5)\right) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}+\frac{8 (3-\log (5)) (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}+\frac{4 (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}+\frac{560 (3-\log (5))^2 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{177147}-\frac{560 (3-\log (5))^3 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{177147}-\frac{308 (3-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}+\frac{2 \left(711-294 \log (5)+28 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}-\frac{4 (3-\log (5)) (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}-\frac{2 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}-\frac{280 (3-\log (5))^2 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{177147}+\frac{280 (3-\log (5))^3 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{177147}+\frac{154 (3-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}+\frac{4 (48-7 \log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{2187}-\frac{2 \left(711-294 \log (5)+28 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}+\frac{4 (3-\log (5)) (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}+\frac{2 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{19683}+\frac{280 (3-\log (5))^2 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{531441}-\frac{280 (3-\log (5))^3 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{531441}-\frac{154 (3-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{59049}-\frac{4 (48-7 \log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^6}{6561}+\frac{\left(711-294 \log (5)+28 \log ^2(5)\right) (-3 x-\log (5)+3)^6}{59049}-\frac{2 (3-\log (5)) (21-\log (5)) (-3 x-\log (5)+3)^6}{19683}-\frac{(12-\log (5))^2 (-3 x-\log (5)+3)^6}{59049}-\frac{140 (3-\log (5))^2 (12-\log (5)) (-3 x-\log (5)+3)^6}{1594323}+\frac{140 (3-\log (5))^3 (-3 x-\log (5)+3)^6}{1594323}+\frac{77 (3-\log (5))^2 (-3 x-\log (5)+3)^6}{177147}+\frac{2 (48-7 \log (5)) (-3 x-\log (5)+3)^6}{19683}-\frac{28 (3-\log (5))^5 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{6561}-\frac{56 (3-\log (5))^4 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{2187}-\frac{224 (3-\log (5))^3 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{2187}-\frac{448 (3-\log (5))^3 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{32805}+\frac{448 (3-\log (5))^4 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{32805}+\frac{448 (3-\log (5))^3 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{3645}-\frac{4 (3-\log (5)) \left(1062-357 \log (5)+28 \log ^2(5)\right) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{2187}+\frac{448 (3-\log (5))^3 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{32805}-\frac{448 (3-\log (5))^4 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{32805}-\frac{448 (3-\log (5))^3 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{3645}+\frac{16 (3-\log (5)) \left(1062-357 \log (5)+28 \log ^2(5)\right) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{10935}-\frac{8}{729} (3-\log (5))^2 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5-\frac{16 (3-\log (5)) (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{3645}-\frac{1792 (3-\log (5))^3 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{164025}+\frac{1792 (3-\log (5))^4 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{164025}+\frac{3976 (3-\log (5))^3 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{54675}-\frac{16 (3-\log (5)) \left(1062-357 \log (5)+28 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{18225}-\frac{4}{729} \left(306-96 \log (5)+7 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5+\frac{8 (3-\log (5))^2 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{1215}+\frac{16 (3-\log (5)) (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{6075}+\frac{1792 (3-\log (5))^3 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{273375}-\frac{1792 (3-\log (5))^4 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{273375}-\frac{3976 (3-\log (5))^3 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{91125}+\frac{32 (3-\log (5)) \left(1062-357 \log (5)+28 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{91125}+\frac{8 \left(306-96 \log (5)+7 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{3645}-\frac{16 (3-\log (5))^2 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{6075}-\frac{32 (3-\log (5)) (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{30375}-\frac{3584 (3-\log (5))^3 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{1366875}+\frac{3584 (3-\log (5))^4 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{1366875}+\frac{7952 (3-\log (5))^3 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^5}{455625}-\frac{32 (3-\log (5)) \left(1062-357 \log (5)+28 \log ^2(5)\right) (-3 x-\log (5)+3)^5}{455625}-\frac{8 \left(306-96 \log (5)+7 \log ^2(5)\right) (-3 x-\log (5)+3)^5}{18225}+\frac{16 (3-\log (5))^2 (21-\log (5)) (-3 x-\log (5)+3)^5}{30375}+\frac{32 (3-\log (5)) (12-\log (5))^2 (-3 x-\log (5)+3)^5}{151875}+\frac{3584 (3-\log (5))^3 (12-\log (5)) (-3 x-\log (5)+3)^5}{6834375}-\frac{3584 (3-\log (5))^4 (-3 x-\log (5)+3)^5}{6834375}-\frac{7952 (3-\log (5))^3 (-3 x-\log (5)+3)^5}{2278125}+\frac{70 (3-\log (5))^6 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{19683}+\frac{56 (3-\log (5))^5 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{280 (3-\log (5))^4 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{140 (3-\log (5))^4 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}-\frac{140 (3-\log (5))^5 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}-\frac{140}{729} (3-\log (5))^4 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4+\frac{10 (3-\log (5))^2 \left(747-210 \log (5)+14 \log ^2(5)\right) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}-\frac{175 (3-\log (5))^4 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}+\frac{175 (3-\log (5))^5 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}+\frac{175}{729} (3-\log (5))^4 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4-\frac{10 (3-\log (5))^2 \left(747-210 \log (5)+14 \log ^2(5)\right) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{40 (3-\log (5))^3 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{10}{729} (3-\log (5))^2 (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4+\frac{175 (3-\log (5))^4 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}-\frac{175 (3-\log (5))^5 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{6561}-\frac{455 (3-\log (5))^4 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{4 \left(8964-4590 \log (5)+720 \log ^2(5)-35 \log ^3(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}+\frac{5 (3-\log (5))^2 \left(747-210 \log (5)+14 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{1458}-\frac{10}{729} (3-\log (5))^3 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4-\frac{5}{486} (3-\log (5))^2 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4-\frac{175 (3-\log (5))^4 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{8748}+\frac{175 (3-\log (5))^5 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{8748}+\frac{455 (3-\log (5))^4 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2916}-\frac{2 \left(8964-4590 \log (5)+720 \log ^2(5)-35 \log ^3(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2187}-\frac{5 (3-\log (5))^2 \left(747-210 \log (5)+14 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{2916}+\frac{5}{729} (3-\log (5))^3 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4+\frac{5}{972} (3-\log (5))^2 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4+\frac{175 (3-\log (5))^4 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{17496}-\frac{175 (3-\log (5))^5 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{17496}-\frac{455 (3-\log (5))^4 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^4}{5832}+\frac{\left(8964-4590 \log (5)+720 \log ^2(5)-35 \log ^3(5)\right) (-3 x-\log (5)+3)^4}{4374}+\frac{5 (3-\log (5))^2 \left(747-210 \log (5)+14 \log ^2(5)\right) (-3 x-\log (5)+3)^4}{11664}-\frac{5 (3-\log (5))^3 (21-\log (5)) (-3 x-\log (5)+3)^4}{2916}-\frac{5 (3-\log (5))^2 (12-\log (5))^2 (-3 x-\log (5)+3)^4}{3888}-\frac{175 (3-\log (5))^4 (12-\log (5)) (-3 x-\log (5)+3)^4}{69984}+\frac{175 (3-\log (5))^5 (-3 x-\log (5)+3)^4}{69984}+\frac{455 (3-\log (5))^4 (-3 x-\log (5)+3)^4}{23328}-\frac{40 (3-\log (5))^7 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}-\frac{112 (3-\log (5))^6 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}-\frac{224 (3-\log (5))^5 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}-\frac{448 (3-\log (5))^5 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}+\frac{448 (3-\log (5))^6 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}+\frac{448 (3-\log (5))^5 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}-\frac{4 (3-\log (5))^3 \left(2007-483 \log (5)+28 \log ^2(5)\right) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}+\frac{2240 (3-\log (5))^5 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{59049}-\frac{2240 (3-\log (5))^6 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{59049}-\frac{2240 (3-\log (5))^5 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}+\frac{16 (3-\log (5))^3 \left(2007-483 \log (5)+28 \log ^2(5)\right) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}-\frac{40 (3-\log (5))^4 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}-\frac{160 (3-\log (5))^3 (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}-\frac{8960 (3-\log (5))^5 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{177147}+\frac{8960 (3-\log (5))^6 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{177147}+\frac{8456 (3-\log (5))^5 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}-\frac{4 (3-\log (5)) \left(16011-6615 \log (5)+855 \log ^2(5)-35 \log ^3(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}-\frac{16 (3-\log (5))^3 \left(2007-483 \log (5)+28 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}+\frac{40 (3-\log (5))^4 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{2187}+\frac{160 (3-\log (5))^3 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}+\frac{8960 (3-\log (5))^5 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{177147}-\frac{8960 (3-\log (5))^6 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{177147}-\frac{8456 (3-\log (5))^5 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}+\frac{8 (3-\log (5)) \left(16011-6615 \log (5)+855 \log ^2(5)-35 \log ^3(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}+\frac{32 (3-\log (5))^3 \left(2007-483 \log (5)+28 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}-\frac{80 (3-\log (5))^4 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{6561}-\frac{320 (3-\log (5))^3 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{19683}-\frac{17920 (3-\log (5))^5 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{531441}+\frac{17920 (3-\log (5))^6 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{531441}+\frac{16912 (3-\log (5))^5 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^3}{59049}-\frac{8 (3-\log (5)) \left(16011-6615 \log (5)+855 \log ^2(5)-35 \log ^3(5)\right) (-3 x-\log (5)+3)^3}{19683}-\frac{32 (3-\log (5))^3 \left(2007-483 \log (5)+28 \log ^2(5)\right) (-3 x-\log (5)+3)^3}{59049}+\frac{80 (3-\log (5))^4 (21-\log (5)) (-3 x-\log (5)+3)^3}{19683}+\frac{320 (3-\log (5))^3 (12-\log (5))^2 (-3 x-\log (5)+3)^3}{59049}+\frac{17920 (3-\log (5))^5 (12-\log (5)) (-3 x-\log (5)+3)^3}{1594323}-\frac{17920 (3-\log (5))^6 (-3 x-\log (5)+3)^3}{1594323}-\frac{16912 (3-\log (5))^5 (-3 x-\log (5)+3)^3}{177147}+\frac{5 (3-\log (5))^8 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}+\frac{16 (3-\log (5))^7 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{112 (3-\log (5))^6 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{112 (3-\log (5))^6 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}-\frac{112 (3-\log (5))^7 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}-\frac{112}{729} (3-\log (5))^6 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{2 (3-\log (5))^4 \left(2601-546 \log (5)+28 \log ^2(5)\right) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}-\frac{280 (3-\log (5))^6 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}+\frac{280 (3-\log (5))^7 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}+\frac{280}{729} (3-\log (5))^6 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{4 (3-\log (5))^4 \left(2601-546 \log (5)+28 \log ^2(5)\right) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{8}{729} (3-\log (5))^5 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{20}{729} (3-\log (5))^4 (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{560 (3-\log (5))^6 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}-\frac{560 (3-\log (5))^7 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{6561}-\frac{1652 (3-\log (5))^6 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{2}{729} (3-\log (5))^4 \left(2601-546 \log (5)+28 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{4}{729} (3-\log (5))^2 (12-\log (5)) \left(441-114 \log (5)+7 \log ^2(5)\right) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{4}{243} (3-\log (5))^5 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{10}{243} (3-\log (5))^4 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{280 (3-\log (5))^6 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{280 (3-\log (5))^7 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}+\frac{826}{729} (3-\log (5))^6 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{2}{729} (3-\log (5))^4 \left(2601-546 \log (5)+28 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2-\frac{4}{729} (3-\log (5))^2 (12-\log (5)) \left(441-114 \log (5)+7 \log ^2(5)\right) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{4}{243} (3-\log (5))^5 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{10}{243} (3-\log (5))^4 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{280 (3-\log (5))^6 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}-\frac{280 (3-\log (5))^7 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2}{2187}-\frac{826}{729} (3-\log (5))^6 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)^2+\frac{1}{729} (3-\log (5))^4 \left(2601-546 \log (5)+28 \log ^2(5)\right) (-3 x-\log (5)+3)^2+\frac{2}{729} (3-\log (5))^2 (12-\log (5)) \left(441-114 \log (5)+7 \log ^2(5)\right) (-3 x-\log (5)+3)^2-\frac{2}{243} (3-\log (5))^5 (21-\log (5)) (-3 x-\log (5)+3)^2-\frac{5}{243} (3-\log (5))^4 (12-\log (5))^2 (-3 x-\log (5)+3)^2-\frac{140 (3-\log (5))^6 (12-\log (5)) (-3 x-\log (5)+3)^2}{2187}+\frac{140 (3-\log (5))^7 (-3 x-\log (5)+3)^2}{2187}+\frac{413}{729} (3-\log (5))^6 (-3 x-\log (5)+3)^2-\frac{10 (3-\log (5))^9 \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{59049}-\frac{4 (3-\log (5))^8 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{32 (3-\log (5))^7 \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{64 (3-\log (5))^7 (12-\log (5)) \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}+\frac{64 (3-\log (5))^8 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}+\frac{64}{729} (3-\log (5))^7 \log ^5\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)-\frac{4 (3-\log (5))^5 (12-\log (5)) (39-\log (625)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}+\frac{320 (3-\log (5))^7 (12-\log (5)) \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}-\frac{320 (3-\log (5))^8 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}-\frac{320}{729} (3-\log (5))^7 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{16 (3-\log (5))^5 (12-\log (5)) (39-\log (625)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{8 (3-\log (5))^6 (21-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{16}{729} (3-\log (5))^5 (12-\log (5))^2 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)-\frac{1280 (3-\log (5))^7 (12-\log (5)) \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}+\frac{1280 (3-\log (5))^8 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{6561}+\frac{3832 (3-\log (5))^7 \log ^3\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{16}{729} (3-\log (5))^5 (12-\log (5)) (39-\log (625)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{8}{729} (3-\log (5))^6 (21-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{16}{243} (3-\log (5))^5 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)-\frac{4 (57-7 \log (5)) (3-\log (5))^3 (12-\log (5))^2 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}+\frac{1280 (3-\log (5))^7 (12-\log (5)) \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{1280 (3-\log (5))^8 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{3832}{729} (3-\log (5))^7 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{32}{729} (3-\log (5))^5 (12-\log (5)) (39-\log (625)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)-\frac{16}{729} (3-\log (5))^6 (21-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)-\frac{8 (3-\log (5))^3 (12-\log (5))^3 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{32}{243} (3-\log (5))^5 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{8 (57-7 \log (5)) (3-\log (5))^3 (12-\log (5))^2 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}-\frac{2560 (3-\log (5))^7 (12-\log (5)) \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}+\frac{2560 (3-\log (5))^8 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)}{2187}+\frac{7664}{729} (3-\log (5))^7 \log \left(\frac{1}{2} (-3 x-\log (5)+3)\right) (-3 x-\log (5)+3)+\frac{(3-\log (5))^{10} \log ^8\left(\frac{1}{2} (-3 x-\log (5)+3)\right)}{59049}-\frac{8 x^7}{49}+\frac{4 (3-\log (5))^8 (12-\log (5)) \log ^6\left(\frac{1}{2} (-3 x-\log (5)+3)\right)}{19683}+x^2 (x+3)^4+\frac{2 (3-\log (5))^6 (12-\log (5))^2 \log ^4\left(\frac{1}{2} (-3 x-\log (5)+3)\right)}{2187}+\frac{4 (3-\log (5))^4 (12-\log (5))^3 \log ^2\left(\frac{1}{2} (-3 x-\log (5)+3)\right)}{2187}+\frac{8}{7} x^7 \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)+\frac{8}{45} x^5 \left(333-33 \log (5)+\log ^2(5)\right) \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)+\frac{4}{9} x^6 (30-\log (5)) \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)+\frac{2}{27} x^4 (12-\log (5))^3 \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)+\frac{4}{243} x^2 (3-\log (5))^2 (12-\log (5))^3 \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)+\frac{8}{243} x^3 (3-\log (5)) (12-\log (5))^3 \log \left(\frac{1}{2} (3-\log (5))-\frac{3 x}{2}\right)-\frac{8 (3-\log (5))^5 \left(333-33 \log (5)+\log ^2(5)\right) \log (-3 x-\log (5)+3)}{10935}-\frac{4 (3-\log (5))^6 (30-\log (5)) \log (-3 x-\log (5)+3)}{6561}-\frac{26 (3-\log (5))^4 (12-\log (5))^3 \log (-3 x-\log (5)+3)}{6561}-\frac{8 (3-\log (5))^7 \log (-3 x-\log (5)+3)}{15309}+\frac{32}{243} x (3-\log (5))^5 (12-\log (5)) (39-\log (625))-\frac{8}{225} x^5 \left(333-33 \log (5)+\log ^2(5)\right)-\frac{8 x (3-\log (5))^4 \left(333-33 \log (5)+\log ^2(5)\right)}{3645}-\frac{4 x^2 (3-\log (5))^3 \left(333-33 \log (5)+\log ^2(5)\right)}{1215}-\frac{8 x^3 (3-\log (5))^2 \left(333-33 \log (5)+\log ^2(5)\right)}{1215}-\frac{2}{135} x^4 (3-\log (5)) \left(333-33 \log (5)+\log ^2(5)\right)-\frac{2}{27} x^6 (30-\log (5))-\frac{4 x (3-\log (5))^5 (30-\log (5))}{2187}-\frac{2}{729} x^2 (3-\log (5))^4 (30-\log (5))-\frac{4}{729} x^3 (3-\log (5))^3 (30-\log (5))-\frac{1}{81} x^4 (3-\log (5))^2 (30-\log (5))-\frac{4}{135} x^5 (3-\log (5)) (30-\log (5))-\frac{16}{243} x (3-\log (5))^6 (21-\log (5))-\frac{1}{54} x^4 (12-\log (5))^3-\frac{50 x (3-\log (5))^3 (12-\log (5))^3}{2187}-\frac{13}{729} x^2 (3-\log (5))^2 (12-\log (5))^3-\frac{14}{729} x^3 (3-\log (5)) (12-\log (5))^3-\frac{32}{81} x (3-\log (5))^5 (12-\log (5))^2+\frac{8}{729} x (57-7 \log (5)) (3-\log (5))^3 (12-\log (5))^2-\frac{2560}{729} x (3-\log (5))^7 (12-\log (5))+\frac{2560}{729} x (3-\log (5))^8+\frac{7664}{243} x (3-\log (5))^7-\frac{8 x (3-\log (5))^6}{5103}-\frac{4 x^2 (3-\log (5))^5}{1701}-\frac{8 x^3 (3-\log (5))^4}{1701}-\frac{2}{189} x^4 (3-\log (5))^3-\frac{8}{315} x^5 (3-\log (5))^2-\frac{4}{63} x^6 (3-\log (5))","x^2 \left(x^2 \log ^2\left(\frac{1}{2} (-x+3-\log (5))-x\right)+x+3\right)^4",1,"(-8*x^7)/49 + x^2*(3 + x)^4 - (4*x^6*(3 - Log[5]))/63 - (8*x^5*(3 - Log[5])^2)/315 - (2*x^4*(3 - Log[5])^3)/189 - (8*x^3*(3 - Log[5])^4)/1701 - (4*x^2*(3 - Log[5])^5)/1701 - (8*x*(3 - Log[5])^6)/5103 + (7664*x*(3 - Log[5])^7)/243 + (2560*x*(3 - Log[5])^8)/729 - (2560*x*(3 - Log[5])^7*(12 - Log[5]))/729 + (8*x*(57 - 7*Log[5])*(3 - Log[5])^3*(12 - Log[5])^2)/729 - (32*x*(3 - Log[5])^5*(12 - Log[5])^2)/81 - (x^4*(12 - Log[5])^3)/54 - (14*x^3*(3 - Log[5])*(12 - Log[5])^3)/729 - (13*x^2*(3 - Log[5])^2*(12 - Log[5])^3)/729 - (50*x*(3 - Log[5])^3*(12 - Log[5])^3)/2187 - (16*x*(3 - Log[5])^6*(21 - Log[5]))/243 - (2*x^6*(30 - Log[5]))/27 - (4*x^5*(3 - Log[5])*(30 - Log[5]))/135 - (x^4*(3 - Log[5])^2*(30 - Log[5]))/81 - (4*x^3*(3 - Log[5])^3*(30 - Log[5]))/729 - (2*x^2*(3 - Log[5])^4*(30 - Log[5]))/729 - (4*x*(3 - Log[5])^5*(30 - Log[5]))/2187 + (413*(3 - Log[5])^6*(3 - 3*x - Log[5])^2)/729 + (140*(3 - Log[5])^7*(3 - 3*x - Log[5])^2)/2187 - (140*(3 - Log[5])^6*(12 - Log[5])*(3 - 3*x - Log[5])^2)/2187 - (5*(3 - Log[5])^4*(12 - Log[5])^2*(3 - 3*x - Log[5])^2)/243 - (2*(3 - Log[5])^5*(21 - Log[5])*(3 - 3*x - Log[5])^2)/243 - (16912*(3 - Log[5])^5*(3 - 3*x - Log[5])^3)/177147 - (17920*(3 - Log[5])^6*(3 - 3*x - Log[5])^3)/1594323 + (17920*(3 - Log[5])^5*(12 - Log[5])*(3 - 3*x - Log[5])^3)/1594323 + (320*(3 - Log[5])^3*(12 - Log[5])^2*(3 - 3*x - Log[5])^3)/59049 + (80*(3 - Log[5])^4*(21 - Log[5])*(3 - 3*x - Log[5])^3)/19683 + (455*(3 - Log[5])^4*(3 - 3*x - Log[5])^4)/23328 + (175*(3 - Log[5])^5*(3 - 3*x - Log[5])^4)/69984 - (175*(3 - Log[5])^4*(12 - Log[5])*(3 - 3*x - Log[5])^4)/69984 - (5*(3 - Log[5])^2*(12 - Log[5])^2*(3 - 3*x - Log[5])^4)/3888 - (5*(3 - Log[5])^3*(21 - Log[5])*(3 - 3*x - Log[5])^4)/2916 - (7952*(3 - Log[5])^3*(3 - 3*x - Log[5])^5)/2278125 - (3584*(3 - Log[5])^4*(3 - 3*x - Log[5])^5)/6834375 + (3584*(3 - Log[5])^3*(12 - Log[5])*(3 - 3*x - Log[5])^5)/6834375 + (32*(3 - Log[5])*(12 - Log[5])^2*(3 - 3*x - Log[5])^5)/151875 + (16*(3 - Log[5])^2*(21 - Log[5])*(3 - 3*x - Log[5])^5)/30375 + (2*(48 - 7*Log[5])*(3 - 3*x - Log[5])^6)/19683 + (77*(3 - Log[5])^2*(3 - 3*x - Log[5])^6)/177147 + (140*(3 - Log[5])^3*(3 - 3*x - Log[5])^6)/1594323 - (140*(3 - Log[5])^2*(12 - Log[5])*(3 - 3*x 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2395, 43, 2389, 2295, 2390, 2301, 2417, 2305, 2304, 2296, 2401, 2302, 30, 2416, 2411, 2346, 2330}"
6100,1,18,0,0.1235631,"\int e^{13-16 x+4 x^2} \left(16-3 e^{-13+16 x-4 x^2}-8 x\right) \, dx","Int[E^(13 - 16*x + 4*x^2)*(16 - 3*E^(-13 + 16*x - 4*x^2) - 8*x),x]","-e^{4 x^2-16 x+13}-3 x","3 (5-x)-e^{(2 x-4)^2-3}+\frac{3}{25}",1,"-E^(13 - 16*x + 4*x^2) - 3*x","A",3,2,32,0.06250,1,"{6688, 2236}"
6101,0,0,0,12.4257828,"\int \frac{125 e^2-125 x-250 e x+125 x^2+e^{6 x} \left(-e^2+x+2 e x-x^2\right)+e^{5 x} \left(3 e^2 x-3 x^2-6 e x^2+3 x^3\right)+e^x \left(75 e^2 x-75 x^2-150 e x^2+75 x^3\right)+e^{2 x} \left(10+75 x-75 x^2-15 x^3+15 x^4+e^2 \left(-75+15 x^2\right)+e \left(150 x-30 x^3\right)\right)+e^{4 x} \left(-2-15 x+15 x^2+3 x^3-3 x^4+e^2 \left(15-3 x^2\right)+e \left(-30 x+6 x^3\right)\right)+e^{3 x} \left(2 x+30 x^2-30 x^3-x^4+x^5+e^2 \left(-30 x+x^3\right)+e \left(60 x^2-2 x^4\right)\right)+\left(-250 e x+250 x^2+e^{6 x} \left(2 e x-2 x^2\right)+e^{5 x} \left(-6 e x^2+6 x^3\right)+e^x \left(-150 e x^2+150 x^3\right)+e^{2 x} \left(20 x-150 x^2+30 x^4+e \left(150 x-30 x^3\right)\right)+e^{4 x} \left(4 x+30 x^2-6 x^4+e \left(-30 x+6 x^3\right)\right)+e^{3 x} \left(-4 x-60 x^3+2 x^5+e \left(60 x^2-2 x^4\right)\right)\right) \log (x)}{-125 x+e^{6 x} x-75 e^x x^2-3 e^{5 x} x^2+e^{2 x} \left(75 x-15 x^3\right)+e^{4 x} \left(-15 x+3 x^3\right)+e^{3 x} \left(30 x^2-x^4\right)} \, dx","Int[(125*E^2 - 125*x - 250*E*x + 125*x^2 + E^(6*x)*(-E^2 + x + 2*E*x - x^2) + E^(5*x)*(3*E^2*x - 3*x^2 - 6*E*x^2 + 3*x^3) + E^x*(75*E^2*x - 75*x^2 - 150*E*x^2 + 75*x^3) + E^(2*x)*(10 + 75*x - 75*x^2 - 15*x^3 + 15*x^4 + E^2*(-75 + 15*x^2) + E*(150*x - 30*x^3)) + E^(4*x)*(-2 - 15*x + 15*x^2 + 3*x^3 - 3*x^4 + E^2*(15 - 3*x^2) + E*(-30*x + 6*x^3)) + E^(3*x)*(2*x + 30*x^2 - 30*x^3 - x^4 + x^5 + E^2*(-30*x + x^3) + E*(60*x^2 - 2*x^4)) + (-250*E*x + 250*x^2 + E^(6*x)*(2*E*x - 2*x^2) + E^(5*x)*(-6*E*x^2 + 6*x^3) + E^x*(-150*E*x^2 + 150*x^3) + E^(2*x)*(20*x - 150*x^2 + 30*x^4 + E*(150*x - 30*x^3)) + E^(4*x)*(4*x + 30*x^2 - 6*x^4 + E*(-30*x + 6*x^3)) + E^(3*x)*(-4*x - 60*x^3 + 2*x^5 + E*(60*x^2 - 2*x^4)))*Log[x])/(-125*x + E^(6*x)*x - 75*E^x*x^2 - 3*E^(5*x)*x^2 + E^(2*x)*(75*x - 15*x^3) + E^(4*x)*(-15*x + 3*x^3) + E^(3*x)*(30*x^2 - x^4)),x]","\int \frac{125 e^2-125 x-250 e x+125 x^2+e^{6 x} \left(-e^2+x+2 e x-x^2\right)+e^{5 x} \left(3 e^2 x-3 x^2-6 e x^2+3 x^3\right)+e^x \left(75 e^2 x-75 x^2-150 e x^2+75 x^3\right)+e^{2 x} \left(10+75 x-75 x^2-15 x^3+15 x^4+e^2 \left(-75+15 x^2\right)+e \left(150 x-30 x^3\right)\right)+e^{4 x} \left(-2-15 x+15 x^2+3 x^3-3 x^4+e^2 \left(15-3 x^2\right)+e \left(-30 x+6 x^3\right)\right)+e^{3 x} \left(2 x+30 x^2-30 x^3-x^4+x^5+e^2 \left(-30 x+x^3\right)+e \left(60 x^2-2 x^4\right)\right)+\left(-250 e x+250 x^2+e^{6 x} \left(2 e x-2 x^2\right)+e^{5 x} \left(-6 e x^2+6 x^3\right)+e^x \left(-150 e x^2+150 x^3\right)+e^{2 x} \left(20 x-150 x^2+30 x^4+e \left(150 x-30 x^3\right)\right)+e^{4 x} \left(4 x+30 x^2-6 x^4+e \left(-30 x+6 x^3\right)\right)+e^{3 x} \left(-4 x-60 x^3+2 x^5+e \left(60 x^2-2 x^4\right)\right)\right) \log (x)}{-125 x+e^{6 x} x-75 e^x x^2-3 e^{5 x} x^2+e^{2 x} \left(75 x-15 x^3\right)+e^{4 x} \left(-15 x+3 x^3\right)+e^{3 x} \left(30 x^2-x^4\right)} \, dx","x-\left((x-e)^2+\frac{2}{\left(-x-5 e^{-x}+e^x\right)^2}\right) \log (x)",1,"-2*E*x + (1 + 2*E)*x - E^2*Log[x] + (2*E*x - x^2)*Log[x] + 200*Log[x]*Defer[Int][(-5 + E^(2*x) - E^x*x)^(-3), x] - 20*Log[x]*Defer[Int][E^x/(-5 + E^(2*x) - E^x*x)^3, x] + 60*Log[x]*Defer[Int][(E^x*x)/(-5 + E^(2*x) - E^x*x)^3, x] - 4*Log[x]*Defer[Int][(E^x*x^2)/(-5 + E^(2*x) - E^x*x)^3, x] + 4*Log[x]*Defer[Int][(E^x*x^3)/(-5 + E^(2*x) - E^x*x)^3, x] + 60*Log[x]*Defer[Int][(-5 + E^(2*x) - E^x*x)^(-2), x] - 2*Defer[Int][E^x/(-5 + E^(2*x) - E^x*x)^2, x] - 4*Log[x]*Defer[Int][E^x/(-5 + E^(2*x) - E^x*x)^2, x] + 8*Log[x]*Defer[Int][(E^x*x)/(-5 + E^(2*x) - E^x*x)^2, x] + 4*Log[x]*Defer[Int][(-5 + E^(2*x) - E^x*x)^(-1), x] + 20*Log[x]*Defer[Int][x/(5 - E^(2*x) + E^x*x)^3, x] - 20*Log[x]*Defer[Int][x^2/(5 - E^(2*x) + E^x*x)^3, x] - 10*Defer[Int][1/(x*(5 - E^(2*x) + E^x*x)^2), x] - 4*Log[x]*Defer[Int][x/(5 - E^(2*x) + E^x*x)^2, x] + 4*Log[x]*Defer[Int][x^2/(5 - E^(2*x) + E^x*x)^2, x] + 2*Defer[Int][1/(x*(5 - E^(2*x) + E^x*x)), x] - 200*Defer[Int][Defer[Int][(-5 + E^(2*x) - E^x*x)^(-3), x]/x, x] + 20*Defer[Int][Defer[Int][E^x/(-5 + E^(2*x) - E^x*x)^3, x]/x, x] - 60*Defer[Int][Defer[Int][(E^x*x)/(-5 + E^(2*x) - E^x*x)^3, x]/x, x] + 4*Defer[Int][Defer[Int][(E^x*x^2)/(-5 + E^(2*x) - E^x*x)^3, x]/x, x] - 4*Defer[Int][Defer[Int][(E^x*x^3)/(-5 + E^(2*x) - E^x*x)^3, x]/x, x] - 4*Defer[Int][Defer[Int][(-5 + E^(2*x) - E^x*x)^(-1), x]/x, x] - 20*Defer[Int][Defer[Int][x/(5 - E^(2*x) + E^x*x)^3, x]/x, x] + 20*Defer[Int][Defer[Int][x^2/(5 - E^(2*x) + E^x*x)^3, x]/x, x] - 60*Defer[Int][Defer[Int][(5 - E^(2*x) + E^x*x)^(-2), x]/x, x] + 4*Defer[Int][Defer[Int][E^x/(5 - E^(2*x) + E^x*x)^2, x]/x, x] + 4*Defer[Int][Defer[Int][x/(5 - E^(2*x) + E^x*x)^2, x]/x, x] - 8*Defer[Int][Defer[Int][(E^x*x)/(5 - E^(2*x) + E^x*x)^2, x]/x, x] - 4*Defer[Int][Defer[Int][x^2/(5 - E^(2*x) + E^x*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
6102,0,0,0,13.9611036,"\int \frac{-5000 x^2+1250 e^{5+x} x^2+\left(15000 x^2-3700 e^{5+x} x^2\right) \log (x)+\left(10000 x-2450 e^{5+x} x\right) \log ^2(x)+\log \left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(200 x-50 e^{5+x} x+\left(-400 x+100 e^{5+x} x\right) \log (x)+\left(-200+50 e^{5+x}\right) \log ^2(x)\right)}{-2500 x^6+625 e^{5+x} x^6+\left(-5000 x^5+1250 e^{5+x} x^5\right) \log (x)+\left(-2500 x^4+625 e^{5+x} x^4\right) \log ^2(x)+\log ^2\left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(-4 x^4+e^{5+x} x^4+\left(-8 x^3+2 e^{5+x} x^3\right) \log (x)+\left(-4 x^2+e^{5+x} x^2\right) \log ^2(x)\right)+\log \left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(200 x^5-50 e^{5+x} x^5+\left(400 x^4-100 e^{5+x} x^4\right) \log (x)+\left(200 x^3-50 e^{5+x} x^3\right) \log ^2(x)\right)} \, dx","Int[(-5000*x^2 + 1250*E^(5 + x)*x^2 + (15000*x^2 - 3700*E^(5 + x)*x^2)*Log[x] + (10000*x - 2450*E^(5 + x)*x)*Log[x]^2 + Log[(4 - E^(5 + x))/4]*(200*x - 50*E^(5 + x)*x + (-400*x + 100*E^(5 + x)*x)*Log[x] + (-200 + 50*E^(5 + x))*Log[x]^2))/(-2500*x^6 + 625*E^(5 + x)*x^6 + (-5000*x^5 + 1250*E^(5 + x)*x^5)*Log[x] + (-2500*x^4 + 625*E^(5 + x)*x^4)*Log[x]^2 + Log[(4 - E^(5 + x))/4]^2*(-4*x^4 + E^(5 + x)*x^4 + (-8*x^3 + 2*E^(5 + x)*x^3)*Log[x] + (-4*x^2 + E^(5 + x)*x^2)*Log[x]^2) + Log[(4 - E^(5 + x))/4]*(200*x^5 - 50*E^(5 + x)*x^5 + (400*x^4 - 100*E^(5 + x)*x^4)*Log[x] + (200*x^3 - 50*E^(5 + x)*x^3)*Log[x]^2)),x]","\int \frac{-5000 x^2+1250 e^{5+x} x^2+\left(15000 x^2-3700 e^{5+x} x^2\right) \log (x)+\left(10000 x-2450 e^{5+x} x\right) \log ^2(x)+\log \left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(200 x-50 e^{5+x} x+\left(-400 x+100 e^{5+x} x\right) \log (x)+\left(-200+50 e^{5+x}\right) \log ^2(x)\right)}{-2500 x^6+625 e^{5+x} x^6+\left(-5000 x^5+1250 e^{5+x} x^5\right) \log (x)+\left(-2500 x^4+625 e^{5+x} x^4\right) \log ^2(x)+\log ^2\left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(-4 x^4+e^{5+x} x^4+\left(-8 x^3+2 e^{5+x} x^3\right) \log (x)+\left(-4 x^2+e^{5+x} x^2\right) \log ^2(x)\right)+\log \left(\frac{1}{4} \left(4-e^{5+x}\right)\right) \left(200 x^5-50 e^{5+x} x^5+\left(400 x^4-100 e^{5+x} x^4\right) \log (x)+\left(200 x^3-50 e^{5+x} x^3\right) \log ^2(x)\right)} \, dx","\frac{2 \log (x)}{x \left(x-\frac{1}{25} \log \left(\frac{1}{4} \left(4-e^{x+5}\right)\right)\right) (x+\log (x))}",1,"-2450*Defer[Int][1/(x*(25*x - Log[1 - E^(5 + x)/4])^2), x] + 50*Defer[Int][Log[(4 - E^(5 + x))/4]/(x^2*(25*x - Log[1 - E^(5 + x)/4])^2), x] + 1250*Defer[Int][1/((25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])^2), x] + 1250*Defer[Int][x/((25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])^2), x] - 50*Defer[Int][Log[(4 - E^(5 + x))/4]/((25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])^2), x] - 50*Defer[Int][Log[(4 - E^(5 + x))/4]/(x*(25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])^2), x] + 1200*Defer[Int][1/((25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])), x] + 200*Defer[Int][Log[x]/((-4 + E^(5 + x))*x*(25*x - Log[1 - E^(5 + x)/4])^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
6103,1,41,0,0.0314837,"\int \frac{e^5 \left(4-4 e^2\right)+4 e^5 \log (5)-4 e^5 \log (2 x)}{3 x^2} \, dx","Int[(E^5*(4 - 4*E^2) + 4*E^5*Log[5] - 4*E^5*Log[2*x])/(3*x^2),x]","\frac{4 e^5}{3 x}-\frac{4 \left(e^5 \left(1-e^2+\log (5)\right)-e^5 \log (2 x)\right)}{3 x}","\frac{4 e^5 \left(x+\log (2 x)+e^2-\log (5)\right)}{3 x}",1,"(4*E^5)/(3*x) - (4*(E^5*(1 - E^2 + Log[5]) - E^5*Log[2*x]))/(3*x)","A",2,2,35,0.05714,1,"{12, 2304}"
6104,0,0,0,1.3943638,"\int \frac{1250 x+1253 x^2+1004 x^3+3000 x^4+300 x^5+1500 x^6+40 x^7+280 x^8+2 x^9+18 x^{10}+\left(-2506 x-8 x^2-4000 x^3-1800 x^5-320 x^7-20 x^9\right) \log (x)+(3+4 x) \log ^2(x)}{2 x^2-4 x \log (x)+2 \log ^2(x)} \, dx","Int[(1250*x + 1253*x^2 + 1004*x^3 + 3000*x^4 + 300*x^5 + 1500*x^6 + 40*x^7 + 280*x^8 + 2*x^9 + 18*x^10 + (-2506*x - 8*x^2 - 4000*x^3 - 1800*x^5 - 320*x^7 - 20*x^9)*Log[x] + (3 + 4*x)*Log[x]^2)/(2*x^2 - 4*x*Log[x] + 2*Log[x]^2),x]","\int \frac{1250 x+1253 x^2+1004 x^3+3000 x^4+300 x^5+1500 x^6+40 x^7+280 x^8+2 x^9+18 x^{10}+\left(-2506 x-8 x^2-4000 x^3-1800 x^5-320 x^7-20 x^9\right) \log (x)+(3+4 x) \log ^2(x)}{2 x^2-4 x \log (x)+2 \log ^2(x)} \, dx","x \left(-\frac{x \left(x^2+5\right)^4}{\log (x)-x}+x+\frac{3}{2}\right)-1",1,"(3*x)/2 + x^2 + 625*Defer[Int][x/(x - Log[x])^2, x] - 625*Defer[Int][x^2/(x - Log[x])^2, x] + 500*Defer[Int][x^3/(x - Log[x])^2, x] - 500*Defer[Int][x^4/(x - Log[x])^2, x] + 150*Defer[Int][x^5/(x - Log[x])^2, x] - 150*Defer[Int][x^6/(x - Log[x])^2, x] + 20*Defer[Int][x^7/(x - Log[x])^2, x] - 20*Defer[Int][x^8/(x - Log[x])^2, x] + Defer[Int][x^9/(x - Log[x])^2, x] - Defer[Int][x^10/(x - Log[x])^2, x] + 1250*Defer[Int][x/(x - Log[x]), x] + 2000*Defer[Int][x^3/(x - Log[x]), x] + 900*Defer[Int][x^5/(x - Log[x]), x] + 160*Defer[Int][x^7/(x - Log[x]), x] + 10*Defer[Int][x^9/(x - Log[x]), x]","F",0,0,0,0,-1,"{}"
6105,1,46,0,0.2247104,"\int e^{-x} \left(-16+48 x-2 e^x x-16 x^2+e^3 \left(-24+72 x-24 x^2\right)\right) \, dx","Int[(-16 + 48*x - 2*E^x*x - 16*x^2 + E^3*(-24 + 72*x - 24*x^2))/E^x,x]","24 e^{3-x} x^2+16 e^{-x} x^2-x^2-24 e^{3-x} x-16 e^{-x} x","x \left(4 \left(2+3 e^3\right) e^{-x} (2 x-2)-x\right)",1,"-24*E^(3 - x)*x - (16*x)/E^x - x^2 + 24*E^(3 - x)*x^2 + (16*x^2)/E^x","A",16,4,36,0.1111,1,"{6742, 2194, 2176, 2196}"
6106,1,15,0,0.0241432,"\int \frac{4+16 e^2 x^2+32 e^2 x^2 \log (x)}{e^2 x} \, dx","Int[(4 + 16*E^2*x^2 + 32*E^2*x^2*Log[x])/(E^2*x),x]","16 x^2 \log (x)+\frac{4 \log (x)}{e^2}","4 \left(4 x^2 \log (x)+\frac{\log (x)}{e^2}+e^{\frac{e^4}{8}}\right)",1,"(4*Log[x])/E^2 + 16*x^2*Log[x]","A",6,3,27,0.1111,1,"{12, 14, 2304}"
6107,0,0,0,14.5095235,"\int \frac{100 x \log (x)+100 x \log ^2(x)+\left(2 x^4+2 e^x x^4\right) \log ^4(x)}{625+\left(250 x^2-50 e^x x^2-50 x^3\right) \log ^2(x)+\left(25 x^4+e^{2 x} x^4-10 x^5+x^6+e^x \left(-10 x^4+2 x^5\right)\right) \log ^4(x)} \, dx","Int[(100*x*Log[x] + 100*x*Log[x]^2 + (2*x^4 + 2*E^x*x^4)*Log[x]^4)/(625 + (250*x^2 - 50*E^x*x^2 - 50*x^3)*Log[x]^2 + (25*x^4 + E^(2*x)*x^4 - 10*x^5 + x^6 + E^x*(-10*x^4 + 2*x^5))*Log[x]^4),x]","\int \frac{100 x \log (x)+100 x \log ^2(x)+\left(2 x^4+2 e^x x^4\right) \log ^4(x)}{625+\left(250 x^2-50 e^x x^2-50 x^3\right) \log ^2(x)+\left(25 x^4+e^{2 x} x^4-10 x^5+x^6+e^x \left(-10 x^4+2 x^5\right)\right) \log ^4(x)} \, dx","\frac{2}{\frac{25}{x^2 \log ^2(x)}-x-e^x+5}",1,"100*Defer[Int][(x*Log[x])/(25 - x^2*(-5 + E^x + x)*Log[x]^2)^2, x] + 100*Defer[Int][(x*Log[x]^2)/(25 - x^2*(-5 + E^x + x)*Log[x]^2)^2, x] + 50*Defer[Int][(x^2*Log[x]^2)/(25 - x^2*(-5 + E^x + x)*Log[x]^2)^2, x] + 12*Defer[Int][(x^4*Log[x]^4)/(25 - x^2*(-5 + E^x + x)*Log[x]^2)^2, x] - 2*Defer[Int][(x^5*Log[x]^4)/(25 - x^2*(-5 + E^x + x)*Log[x]^2)^2, x] + 2*Defer[Int][(x^2*Log[x]^2)/(-25 + x^2*(-5 + E^x + x)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
6108,1,27,0,0.0044379,"\int \frac{e^{12}+e^6 \left(9-3 e^5\right)+18 x}{e^{12}} \, dx","Int[(E^12 + E^6*(9 - 3*E^5) + 18*x)/E^12,x]","\frac{\left(18 x+e^6 \left(9-3 e^5+e^6\right)\right)^2}{36 e^{12}}","\frac{1}{4} \left(-\frac{6 x}{e^6}+e^5-3\right)^2+x",1,"(E^6*(9 - 3*E^5 + E^6) + 18*x)^2/(36*E^12)","A",1,1,22,0.04545,1,"{9}"
6109,0,0,0,1.7326878,"\int \frac{3 x^2+3 x^3 \log \left(\frac{3}{2}\right)+\left(-12 x^2-9 x^3 \log \left(\frac{3}{2}\right)\right) \log (x)+\left(-36+27 x-\left(18 x-18 x^2\right) \log \left(\frac{3}{2}\right)\right) \log ^2(x)}{-x^7 \log \left(\frac{3}{2}\right)-\left(12 x^5-6 x^6\right) \log \left(\frac{3}{2}\right) \log (x)-\left(36 x^3-36 x^4+9 x^5\right) \log \left(\frac{3}{2}\right) \log ^2(x)} \, dx","Int[(3*x^2 + 3*x^3*Log[3/2] + (-12*x^2 - 9*x^3*Log[3/2])*Log[x] + (-36 + 27*x - (18*x - 18*x^2)*Log[3/2])*Log[x]^2)/(-(x^7*Log[3/2]) - (12*x^5 - 6*x^6)*Log[3/2]*Log[x] - (36*x^3 - 36*x^4 + 9*x^5)*Log[3/2]*Log[x]^2),x]","\int \frac{3 x^2+3 x^3 \log \left(\frac{3}{2}\right)+\left(-12 x^2-9 x^3 \log \left(\frac{3}{2}\right)\right) \log (x)+\left(-36+27 x-\left(18 x-18 x^2\right) \log \left(\frac{3}{2}\right)\right) \log ^2(x)}{-x^7 \log \left(\frac{3}{2}\right)-\left(12 x^5-6 x^6\right) \log \left(\frac{3}{2}\right) \log (x)-\left(36 x^3-36 x^4+9 x^5\right) \log \left(\frac{3}{2}\right) \log ^2(x)} \, dx","\frac{-\frac{3}{x \log \left(\frac{3}{2}\right)}-3}{x^2 \left(\frac{6}{x}+\frac{x}{\log (x)}-3\right)}",1,"-1/2*1/(x^2*Log[3/2]) - (1 + Log[9/4])/(4*(2 - x)*Log[3/2]) - (1 + Log[9/4])/(4*x*Log[3/2]) + ((1 - Log[27/8])*Defer[Int][(x^2 + 6*Log[x] - 3*x*Log[x])^(-2), x])/Log[3/2] - ((4 + Log[6561/256])*Defer[Int][1/((-2 + x)^2*(x^2 + 6*Log[x] - 3*x*Log[x])^2), x])/Log[3/2] - (Log[81/16]*Defer[Int][1/((-2 + x)*(x^2 + 6*Log[x] - 3*x*Log[x])^2), x])/Log[3/2] - (3*Defer[Int][1/(x*(x^2 + 6*Log[x] - 3*x*Log[x])^2), x])/Log[3/2] + Defer[Int][x/(x^2 + 6*Log[x] - 3*x*Log[x])^2, x] + ((2 + Log[81/16])*Defer[Int][1/((-2 + x)^2*(x^2 + 6*Log[x] - 3*x*Log[x])), x])/Log[3/2] + Defer[Int][1/((-2 + x)*(x^2 + 6*Log[x] - 3*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
6110,1,17,0,0.0400441,"\int \frac{\frac{e^{2 x} (1-2 x)}{x}-3 x+2 x^2}{x} \, dx","Int[((E^(2*x)*(1 - 2*x))/x - 3*x + 2*x^2)/x,x]","x^2-3 x-\frac{e^{2 x}}{x}","x^2-3 x-\frac{e^{2 x}}{x}-\frac{e^2}{4}-7",1,"-(E^(2*x)/x) - 3*x + x^2","A",3,2,27,0.07407,1,"{14, 2197}"
6111,1,23,0,0.0690421,"\int \frac{-2 x^2-12 x^5+e^{10} \left(-2-12 x^3\right)+e^5 \left(-4 x-18 x^2-24 x^4\right)}{e^{10} x^2+2 e^5 x^3+x^4} \, dx","Int[(-2*x^2 - 12*x^5 + E^10*(-2 - 12*x^3) + E^5*(-4*x - 18*x^2 - 24*x^4))/(E^10*x^2 + 2*E^5*x^3 + x^4),x]","-6 x^2+\frac{18 e^5}{x+e^5}+\frac{2}{x}","\frac{2 \left(-3 \left(x+\frac{3}{x+e^5}\right) x^2+x+1\right)}{x}",1,"2/x - 6*x^2 + (18*E^5)/(E^5 + x)","A",4,3,62,0.04839,1,"{1594, 27, 1620}"
6112,1,30,0,0.0163616,"\int \left(8+12 x+3 x^2+2 e^{2 x} (1+2 x)\right) \, dx","Int[8 + 12*x + 3*x^2 + 2*E^(2*x)*(1 + 2*x),x]","x^3+6 x^2+8 x-e^{2 x}+e^{2 x} (2 x+1)","\left((x+3)^2+2 e^{2 x}-2\right) x+x",1,"-E^(2*x) + 8*x + 6*x^2 + x^3 + E^(2*x)*(1 + 2*x)","A",3,2,22,0.09091,1,"{2176, 2194}"
6113,0,0,0,0.3328339,"\int \left(17-14 x+3 x^2+e^{-30 x+4 x^2+2 x^3} \left(1-30 x+8 x^2+6 x^3\right)+e^{-15 x+2 x^2+x^3} \left(8-124 x+62 x^2+16 x^3-6 x^4\right)+\log (\log (2))\right) \, dx","Int[17 - 14*x + 3*x^2 + E^(-30*x + 4*x^2 + 2*x^3)*(1 - 30*x + 8*x^2 + 6*x^3) + E^(-15*x + 2*x^2 + x^3)*(8 - 124*x + 62*x^2 + 16*x^3 - 6*x^4) + Log[Log[2]],x]","\int \left(17-14 x+3 x^2+e^{-30 x+4 x^2+2 x^3} \left(1-30 x+8 x^2+6 x^3\right)+e^{-15 x+2 x^2+x^3} \left(8-124 x+62 x^2+16 x^3-6 x^4\right)+\log (\log (2))\right) \, dx","x \left(\left(-x+e^{(x-3) x (x+5)}+4\right)^2+x+1+\log (\log (2))\right)",1,"-7*x^2 + x^3 + (E^(-30*x + 4*x^2 + 2*x^3)*(15*x - 4*x^2 - 3*x^3))/(15 - 4*x - 3*x^2) + x*(17 + Log[Log[2]]) + 8*Defer[Int][E^(-15*x + 2*x^2 + x^3), x] - 124*Defer[Int][E^(-15*x + 2*x^2 + x^3)*x, x] + 62*Defer[Int][E^(-15*x + 2*x^2 + x^3)*x^2, x] + 16*Defer[Int][E^(-15*x + 2*x^2 + x^3)*x^3, x] - 6*Defer[Int][E^(-15*x + 2*x^2 + x^3)*x^4, x]","F",0,0,0,0,-1,"{}"
6114,0,0,0,25.8067227,"\int \frac{e^{\frac{5+e^{\frac{5+6 x+2 x^2}{1+x}}+x-\log (x)}{x}} \left(-6-12 x-6 x^2+e^{\frac{5+6 x+2 x^2}{1+x}} \left(-1-x+3 x^2+2 x^3\right)+\left(1+2 x+x^2\right) \log (x)\right)}{x^2+2 x^3+x^4} \, dx","Int[(E^((5 + E^((5 + 6*x + 2*x^2)/(1 + x)) + x - Log[x])/x)*(-6 - 12*x - 6*x^2 + E^((5 + 6*x + 2*x^2)/(1 + x))*(-1 - x + 3*x^2 + 2*x^3) + (1 + 2*x + x^2)*Log[x]))/(x^2 + 2*x^3 + x^4),x]","\int \frac{e^{\frac{5+e^{\frac{5+6 x+2 x^2}{1+x}}+x-\log (x)}{x}} \left(-6-12 x-6 x^2+e^{\frac{5+6 x+2 x^2}{1+x}} \left(-1-x+3 x^2+2 x^3\right)+\left(1+2 x+x^2\right) \log (x)\right)}{x^2+2 x^3+x^4} \, dx","e^{\frac{e^{\frac{2 x^2+x}{x+1}+5}+x-\log (x)+5}{x}}",1,"-6*Defer[Int][E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x - Log[x]/x)/x^2, x] - Defer[Int][E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x + (5 + 6*x + 2*x^2)/(1 + x) - Log[x]/x)/x^2, x] + Defer[Int][E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x + (5 + 6*x + 2*x^2)/(1 + x) - Log[x]/x)/x, x] + Defer[Int][E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x + (5 + 6*x + 2*x^2)/(1 + x) - Log[x]/x)/(1 + x)^2, x] + Defer[Int][E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x + (5 + 6*x + 2*x^2)/(1 + x) - Log[x]/x)/(1 + x), x] + Defer[Int][(E^(1 + 5/x + E^((5 + 6*x + 2*x^2)/(1 + x))/x - Log[x]/x)*Log[x])/x^2, x]","F",0,0,0,0,-1,"{}"
6115,0,0,0,1.6183163,"\int \frac{-104976 x+39366 x^2-1458 x^4+e^{2 x} \left(-5832 x+8019 x^2-1458 x^3-729 x^4+162 x^5\right)}{26244-5832 x^2+324 x^4+e^{4 x} \left(81-18 x^2+x^4\right)+e^{2 x} \left(2916-648 x^2+36 x^4\right)} \, dx","Int[(-104976*x + 39366*x^2 - 1458*x^4 + E^(2*x)*(-5832*x + 8019*x^2 - 1458*x^3 - 729*x^4 + 162*x^5))/(26244 - 5832*x^2 + 324*x^4 + E^(4*x)*(81 - 18*x^2 + x^4) + E^(2*x)*(2916 - 648*x^2 + 36*x^4)),x]","\int \frac{-104976 x+39366 x^2-1458 x^4+e^{2 x} \left(-5832 x+8019 x^2-1458 x^3-729 x^4+162 x^5\right)}{26244-5832 x^2+324 x^4+e^{4 x} \left(81-18 x^2+x^4\right)+e^{2 x} \left(2916-648 x^2+36 x^4\right)} \, dx","\frac{(4-x) x^2}{\left(\frac{e^{2 x}}{9}+2\right) \left(\frac{x^2}{9}-1\right)}",1,"324/(18 + E^(2*x)) - (81*x)/(18 + E^(2*x)) - (243*Defer[Int][1/((18 + E^(2*x))*(-3 + x)^2), x])/2 + 4374*Defer[Int][1/((18 + E^(2*x))^2*(-3 + x)), x] - 243*Defer[Int][1/((18 + E^(2*x))*(-3 + x)), x] + (1701*Defer[Int][1/((18 + E^(2*x))*(3 + x)^2), x])/2 - 30618*Defer[Int][1/((18 + E^(2*x))^2*(3 + x)), x] + 1701*Defer[Int][1/((18 + E^(2*x))*(3 + x)), x]","F",0,0,0,0,-1,"{}"
6116,1,22,0,0.0619723,"\int \frac{2 x-2 e^x x \log (2)+\left(4+2 x+e^x \left(-2 x-2 x^2\right) \log (2)\right) \log (x)}{x} \, dx","Int[(2*x - 2*E^x*x*Log[2] + (4 + 2*x + E^x*(-2*x - 2*x^2)*Log[2])*Log[x])/x,x]","2 \log ^2(x)+2 x \log (x)-2 e^x x \log (2) \log (x)","2 \log (x) \left(x \left(1-e^x \log (2)\right)+\log (x)\right)",1,"2*x*Log[x] - 2*E^x*x*Log[2]*Log[x] + 2*Log[x]^2","A",8,5,39,0.1282,1,"{14, 2288, 2346, 2301, 2295}"
6117,1,109,0,1.7400901,"\int \frac{\exp \left(\frac{-x+\left(3-e-e^4\right) \log ^2(3)+\left(-6+2 e+2 e^4\right) \log (3) \log (-5+x)+\left(3-e-e^4\right) \log ^2(-5+x)}{-3+e+e^4}\right) \left(5-x+\left(-6+2 e+2 e^4\right) \log (3)+\left(6-2 e-2 e^4\right) \log (-5+x)\right)}{15+e (-5+x)+e^4 (-5+x)-3 x} \, dx","Int[(E^((-x + (3 - E - E^4)*Log[3]^2 + (-6 + 2*E + 2*E^4)*Log[3]*Log[-5 + x] + (3 - E - E^4)*Log[-5 + x]^2)/(-3 + E + E^4))*(5 - x + (-6 + 2*E + 2*E^4)*Log[3] + (6 - 2*E - 2*E^4)*Log[-5 + x]))/(15 + E*(-5 + x) + E^4*(-5 + x) - 3*x),x]","-\frac{(x-5)^{\log (9)-1} \left(-x+2 \left(3-e-e^4\right) \log (x-5)+5\right) \exp \left(\frac{x-\left(\left(3-e-e^4\right) \log ^2(x-5)\right)-\left(3-e-e^4\right) \log ^2(3)}{3-e-e^4}\right)}{\frac{2 \left(3-e-e^4\right) \log (x-5)}{5-x}+1}","e^{\frac{x}{3-e-e^4}-(\log (3)-\log (x-5))^2}",1,"-((E^((x - (3 - E - E^4)*Log[3]^2 - (3 - E - E^4)*Log[-5 + x]^2)/(3 - E - E^4))*(-5 + x)^(-1 + Log[9])*(5 - x + 2*(3 - E - E^4)*Log[-5 + x]))/(1 + (2*(3 - E - E^4)*Log[-5 + x])/(5 - x)))","B",5,5,117,0.04274,1,"{6, 2274, 1586, 12, 2288}"
6118,1,69,0,0.1066224,"\int \frac{\left(-1250-500 x+250 x^2\right) \log ^2(2)+(10+127 x) \log ^2(2) \log (x)+(3+x) \log ^2(2) \log ^2(x)}{125 x} \, dx","Int[((-1250 - 500*x + 250*x^2)*Log[2]^2 + (10 + 127*x)*Log[2]^2*Log[x] + (3 + x)*Log[2]^2*Log[x]^2)/(125*x),x]","x^2 \log ^2(2)+\frac{1}{125} x \log ^2(2) \log ^2(x)+\frac{1}{25} \log ^2(2) \log ^2(x)+x \log ^2(2) \log (x)-10 \log ^2(2) \log (x)-5 x \log ^2(2)+\frac{1}{125} \log ^2(2) \log ^3(x)","\log ^2(2) (x+\log (x)+5) \left(x+\frac{\log ^2(x)}{125}-10\right)",1,"-5*x*Log[2]^2 + x^2*Log[2]^2 - 10*Log[2]^2*Log[x] + x*Log[2]^2*Log[x] + (Log[2]^2*Log[x]^2)/25 + (x*Log[2]^2*Log[x]^2)/125 + (Log[2]^2*Log[x]^3)/125","B",13,8,47,0.1702,1,"{12, 14, 2346, 2301, 2295, 2302, 30, 2296}"
6119,1,16,0,0.1063626,"\int \frac{-100-12 x+x^3}{20 x+4 x^2+x^4} \, dx","Int[(-100 - 12*x + x^3)/(20*x + 4*x^2 + x^4),x]","2 \log \left(x^3+4 x+20\right)-5 \log (x)","\log \left(\frac{\left(\frac{4 (x+5)}{x^2}+x\right)^2}{5 x}\right)",1,"-5*Log[x] + 2*Log[20 + 4*x + x^3]","A",4,3,23,0.1304,1,"{1594, 6742, 1587}"
6120,1,21,0,0.2499992,"\int \frac{8-8 e^3-10 x+5 x \log (x)}{x \log ^3(x)} \, dx","Int[(8 - 8*E^3 - 10*x + 5*x*Log[x])/(x*Log[x]^3),x]","\frac{5 x}{\log ^2(x)}-\frac{4 \left(1-e^3\right)}{\log ^2(x)}","\frac{x+4 \left(x+e^3\right)-4}{\log ^2(x)}",1,"(-4*(1 - E^3))/Log[x]^2 + (5*x)/Log[x]^2","A",12,7,23,0.3043,1,"{6741, 6742, 2353, 2297, 2298, 2302, 30}"
6121,1,23,0,0.9407148,"\int \frac{3 x+e^x x+e^{2 x} \left(12 e^x x^2+36 x^3\right)+\left(-e^x-3 x\right) \log \left(e^x+3 x\right)}{3 e^x x^2+9 x^3} \, dx","Int[(3*x + E^x*x + E^(2*x)*(12*E^x*x^2 + 36*x^3) + (-E^x - 3*x)*Log[E^x + 3*x])/(3*E^x*x^2 + 9*x^3),x]","2 e^{2 x}+\frac{\log \left(3 x+e^x\right)}{3 x}","2 e^{2 x}+\frac{\log \left(3 x+e^x\right)}{3 x}",1,"2*E^(2*x) + Log[E^x + 3*x]/(3*x)","A",14,6,64,0.09375,1,"{6741, 12, 6742, 2194, 14, 2551}"
6122,1,398,0,0.7711752,"\int \frac{-6 e^8 x \log ^4\left(\frac{5}{3}\right)+e^{12} \log ^6\left(\frac{5}{3}\right) (-6 x+6 x \log (x))}{-1+3 e^4 \log ^2\left(\frac{5}{3}\right) \log (x)-3 e^8 \log ^4\left(\frac{5}{3}\right) \log ^2(x)+e^{12} \log ^6\left(\frac{5}{3}\right) \log ^3(x)} \, dx","Int[(-6*E^8*x*Log[5/3]^4 + E^12*Log[5/3]^6*(-6*x + 6*x*Log[x]))/(-1 + 3*E^4*Log[5/3]^2*Log[x] - 3*E^8*Log[5/3]^4*Log[x]^2 + E^12*Log[5/3]^6*Log[x]^3),x]","6 e^{\frac{2}{e^4 \log ^2\left(\frac{5}{3}\right)}} \text{Ei}\left(-\frac{2 \left(1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)\right)}{e^4 \log ^2\left(\frac{5}{3}\right)}\right)+24 e^{\frac{2}{e^4 \log ^2\left(\frac{5}{3}\right)}-4} \left(\frac{1}{\log ^2\left(\frac{5}{3}\right)}-e^4 \log (x)\right) \text{Ei}\left(2 \log (x)-\frac{2}{e^4 \log ^2\left(\frac{5}{3}\right)}\right)-\frac{6 e^{\frac{2}{e^4 \log ^2\left(\frac{5}{3}\right)}-4} \left(-2 e^4 \log ^2\left(\frac{5}{3}\right) \log (x)+2-e^4 \log ^2\left(\frac{5}{3}\right)\right) \text{Ei}\left(-\frac{2 \left(1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)\right)}{e^4 \log ^2\left(\frac{5}{3}\right)}\right)}{\log ^2\left(\frac{5}{3}\right)}-\frac{12 e^{\frac{2}{e^4 \log ^2\left(\frac{5}{3}\right)}-4} \left(-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)+1+e^4 \log ^2\left(\frac{5}{3}\right)\right) \text{Ei}\left(-\frac{2 \left(1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)\right)}{e^4 \log ^2\left(\frac{5}{3}\right)}\right)}{\log ^2\left(\frac{5}{3}\right)}+12 x^2-\frac{6 x^2 \left(-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)+1+e^4 \log ^2\left(\frac{5}{3}\right)\right)}{1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)}+\frac{3 e^4 x^2 \log ^2\left(\frac{5}{3}\right) \left(-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)+1+e^4 \log ^2\left(\frac{5}{3}\right)\right)}{\left(1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)\right)^2}-\frac{3 x^2 \left(-2 e^4 \log ^2\left(\frac{5}{3}\right) \log (x)+2-e^4 \log ^2\left(\frac{5}{3}\right)\right)}{1-e^4 \log ^2\left(\frac{5}{3}\right) \log (x)}","\frac{3 x^2}{\left(\frac{1}{e^4 \log ^2\left(\frac{5}{3}\right)}-\log (x)\right)^2}",1,"12*x^2 + 6*E^(2/(E^4*Log[5/3]^2))*ExpIntegralEi[(-2*(1 - E^4*Log[5/3]^2*Log[x]))/(E^4*Log[5/3]^2)] + 24*E^(-4 + 2/(E^4*Log[5/3]^2))*ExpIntegralEi[-2/(E^4*Log[5/3]^2) + 2*Log[x]]*(Log[5/3]^(-2) - E^4*Log[x]) - (6*E^(-4 + 2/(E^4*Log[5/3]^2))*ExpIntegralEi[(-2*(1 - E^4*Log[5/3]^2*Log[x]))/(E^4*Log[5/3]^2)]*(2 - E^4*Log[5/3]^2 - 2*E^4*Log[5/3]^2*Log[x]))/Log[5/3]^2 - (3*x^2*(2 - E^4*Log[5/3]^2 - 2*E^4*Log[5/3]^2*Log[x]))/(1 - E^4*Log[5/3]^2*Log[x]) - (12*E^(-4 + 2/(E^4*Log[5/3]^2))*ExpIntegralEi[(-2*(1 - E^4*Log[5/3]^2*Log[x]))/(E^4*Log[5/3]^2)]*(1 + E^4*Log[5/3]^2 - E^4*Log[5/3]^2*Log[x]))/Log[5/3]^2 + (3*E^4*x^2*Log[5/3]^2*(1 + E^4*Log[5/3]^2 - E^4*Log[5/3]^2*Log[x]))/(1 - E^4*Log[5/3]^2*Log[x])^2 - (6*x^2*(1 + E^4*Log[5/3]^2 - E^4*Log[5/3]^2*Log[x]))/(1 - E^4*Log[5/3]^2*Log[x])","C",12,7,79,0.08861,1,"{6688, 12, 2306, 2309, 2178, 2366, 6482}"
6123,0,0,0,11.5694673,"\int \frac{(1+2 x)^{\frac{3 x}{-3-2 x \log (1+2 x)+e^{\log ^2(\log (x))} x \log (1+2 x)}} \left(-18 x \log (x)+(-9-18 x) \log (x) \log (1+2 x)+e^{\log ^2(\log (x))} \left(-6 x-12 x^2\right) \log ^2(1+2 x) \log (\log (x))\right)}{(9+18 x) \log (x)+\left(12 x+24 x^2\right) \log (x) \log (1+2 x)+e^{2 \log ^2(\log (x))} \left(x^2+2 x^3\right) \log (x) \log ^2(1+2 x)+\left(4 x^2+8 x^3\right) \log (x) \log ^2(1+2 x)+e^{\log ^2(\log (x))} \left(\left(-6 x-12 x^2\right) \log (x) \log (1+2 x)+\left(-4 x^2-8 x^3\right) \log (x) \log ^2(1+2 x)\right)} \, dx","Int[((1 + 2*x)^((3*x)/(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x]))*(-18*x*Log[x] + (-9 - 18*x)*Log[x]*Log[1 + 2*x] + E^Log[Log[x]]^2*(-6*x - 12*x^2)*Log[1 + 2*x]^2*Log[Log[x]]))/((9 + 18*x)*Log[x] + (12*x + 24*x^2)*Log[x]*Log[1 + 2*x] + E^(2*Log[Log[x]]^2)*(x^2 + 2*x^3)*Log[x]*Log[1 + 2*x]^2 + (4*x^2 + 8*x^3)*Log[x]*Log[1 + 2*x]^2 + E^Log[Log[x]]^2*((-6*x - 12*x^2)*Log[x]*Log[1 + 2*x] + (-4*x^2 - 8*x^3)*Log[x]*Log[1 + 2*x]^2)),x]","\int \frac{(1+2 x)^{\frac{3 x}{-3-2 x \log (1+2 x)+e^{\log ^2(\log (x))} x \log (1+2 x)}} \left(-18 x \log (x)+(-9-18 x) \log (x) \log (1+2 x)+e^{\log ^2(\log (x))} \left(-6 x-12 x^2\right) \log ^2(1+2 x) \log (\log (x))\right)}{(9+18 x) \log (x)+\left(12 x+24 x^2\right) \log (x) \log (1+2 x)+e^{2 \log ^2(\log (x))} \left(x^2+2 x^3\right) \log (x) \log ^2(1+2 x)+\left(4 x^2+8 x^3\right) \log (x) \log ^2(1+2 x)+e^{\log ^2(\log (x))} \left(\left(-6 x-12 x^2\right) \log (x) \log (1+2 x)+\left(-4 x^2-8 x^3\right) \log (x) \log ^2(1+2 x)\right)} \, dx","e^{\frac{3}{e^{\log ^2(\log (x))}-\frac{3}{x \log (2 x+1)}-2}}",1,"-18*Defer[Int][(x*(1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x])))/(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2, x] - 9*Defer[Int][((1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x])/(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2, x] - 18*Defer[Int][(x*(1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x])/(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2, x] - 18*Defer[Int][((1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x]*Log[Log[x]])/(Log[x]*(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2), x] - 36*Defer[Int][(x*(1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x]*Log[Log[x]])/(Log[x]*(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2), x] - 12*Defer[Int][(x*(1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x]^2*Log[Log[x]])/(Log[x]*(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2), x] - 24*Defer[Int][(x^2*(1 + 2*x)^(-1 + (3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x]^2*Log[Log[x]])/(Log[x]*(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])^2), x] - 6*Defer[Int][((1 + 2*x)^((3*x)/(-3 + (-2 + E^Log[Log[x]]^2)*x*Log[1 + 2*x]))*Log[1 + 2*x]*Log[Log[x]])/(Log[x]*(-3 - 2*x*Log[1 + 2*x] + E^Log[Log[x]]^2*x*Log[1 + 2*x])), x]","F",0,0,0,0,-1,"{}"
6124,1,29,0,0.0603968,"\int \frac{-7 x^2+e^9 x^2-3 x^4+\left(14 x-2 e^9 x+6 x^3\right) \log (2)+\left(-8+e^9-3 x^2\right) \log ^2(2)}{x^2-2 x \log (2)+\log ^2(2)} \, dx","Int[(-7*x^2 + E^9*x^2 - 3*x^4 + (14*x - 2*E^9*x + 6*x^3)*Log[2] + (-8 + E^9 - 3*x^2)*Log[2]^2)/(x^2 - 2*x*Log[2] + Log[2]^2),x]","-x^3-\left(7-e^9\right) x+\frac{\log ^2(2)}{x-\log (2)}","x \left(-x^2-\frac{x}{\log (2)-x}+e^9-8\right)",1,"-((7 - E^9)*x) - x^3 + Log[2]^2/(x - Log[2])","A",4,3,67,0.04478,1,"{6, 27, 1850}"
6125,1,9,0,0.0013626,"\int \frac{115 \log (2)}{4 x^2} \, dx","Int[(115*Log[2])/(4*x^2),x]","-\frac{115 \log (2)}{4 x}","\log (2) \left(\frac{5}{4} \left(16-\frac{23}{x}\right)-\log (4)\right)",1,"(-115*Log[2])/(4*x)","A",2,2,9,0.2222,1,"{12, 30}"
6126,0,0,0,46.6053205,"\int \frac{\exp \left(\exp \left(\frac{1}{2} \left(-728 x^2+486 e^{\frac{x}{3+2 x}} x^2-81 e^{\frac{2 x}{3+2 x}} x^2\right)\right)+\frac{1}{2} \left(-728 x^2+486 e^{\frac{x}{3+2 x}} x^2-81 e^{\frac{2 x}{3+2 x}} x^2\right)\right) \left(-6552 x-8736 x^2-2912 x^3+e^{\frac{2 x}{3+2 x}} \left(-729 x-1215 x^2-324 x^3\right)+e^{\frac{x}{3+2 x}} \left(4374 x+6561 x^2+1944 x^3\right)\right)}{9+12 x+4 x^2} \, dx","Int[(E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)*(-6552*x - 8736*x^2 - 2912*x^3 + E^((2*x)/(3 + 2*x))*(-729*x - 1215*x^2 - 324*x^3) + E^(x/(3 + 2*x))*(4374*x + 6561*x^2 + 1944*x^3)))/(9 + 12*x + 4*x^2),x]","\int \frac{\exp \left(\exp \left(\frac{1}{2} \left(-728 x^2+486 e^{\frac{x}{3+2 x}} x^2-81 e^{\frac{2 x}{3+2 x}} x^2\right)\right)+\frac{1}{2} \left(-728 x^2+486 e^{\frac{x}{3+2 x}} x^2-81 e^{\frac{2 x}{3+2 x}} x^2\right)\right) \left(-6552 x-8736 x^2-2912 x^3+e^{\frac{2 x}{3+2 x}} \left(-729 x-1215 x^2-324 x^3\right)+e^{\frac{x}{3+2 x}} \left(4374 x+6561 x^2+1944 x^3\right)\right)}{9+12 x+4 x^2} \, dx","e^{e^{\frac{1}{2} x \left(x-81 \left(e^{\frac{x}{2 x+3}}-3\right)^2 x\right)}}",1,"(729*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + x/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2), x])/4 - (243*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (2*x)/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2), x])/4 - 728*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)*x, x] + 486*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + x/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)*x, x] - 81*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (2*x)/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)*x, x] + (6561*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + x/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)/(3 + 2*x)^2, x])/4 - (2187*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (2*x)/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)/(3 + 2*x)^2, x])/4 - (2187*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + x/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)/(3 + 2*x), x])/2 + (729*Defer[Int][E^(E^((-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2) + (2*x)/(3 + 2*x) + (-728*x^2 + 486*E^(x/(3 + 2*x))*x^2 - 81*E^((2*x)/(3 + 2*x))*x^2)/2)/(3 + 2*x), x])/2","F",0,0,0,0,-1,"{}"
6127,1,24,0,1.0401015,"\int \frac{-4 x^2+e^{\frac{1}{x}} x^2+\left(8 x+4 x^2+e^{\frac{1}{x}} \left(-2-3 x-x^2\right)\right) \log (2+x)}{2 x^3+x^4+\left(16 x^2+8 x^3+e^{\frac{1}{x}} \left(-4 x^2-2 x^3\right)\right) \log (2+x)+\left(32 x+16 x^2+e^{\frac{1}{x}} \left(-16 x-8 x^2\right)+e^{2/x} \left(2 x+x^2\right)\right) \log ^2(2+x)} \, dx","Int[(-4*x^2 + E^x^(-1)*x^2 + (8*x + 4*x^2 + E^x^(-1)*(-2 - 3*x - x^2))*Log[2 + x])/(2*x^3 + x^4 + (16*x^2 + 8*x^3 + E^x^(-1)*(-4*x^2 - 2*x^3))*Log[2 + x] + (32*x + 16*x^2 + E^x^(-1)*(-16*x - 8*x^2) + E^(2/x)*(2*x + x^2))*Log[2 + x]^2),x]","-\frac{1}{1-\frac{x}{\left(e^{\frac{1}{x}}-4\right) \log (x+2)}}","\frac{x}{x+\left(4-e^{\frac{1}{x}}\right) \log (x+2)}",1,"-(1 - x/((-4 + E^x^(-1))*Log[2 + x]))^(-1)","A",3,3,136,0.02206,1,"{6688, 6711, 32}"
6128,1,57,0,0.0316117,"\int \frac{-2 e^9+e^{9+\frac{1}{2} (4+x+\log (3))}+8 e^9 (i \pi +\log (3))}{8 (i \pi +\log (3))} \, dx","Int[(-2*E^9 + E^(9 + (4 + x + Log[3])/2) + 8*E^9*(I*Pi + Log[3]))/(8*(I*Pi + Log[3])),x]","\frac{e^{\frac{1}{2} (x+4+\log (3))+9}}{4 (\log (3)+i \pi )}-\frac{e^9 x (1-4 i \pi -\log (81))}{4 (\log (3)+i \pi )}","e^9 \left(x-\frac{\frac{1}{4} \left(x-e^{\frac{1}{2} (x+4+\log (3))}\right)+2}{\log (3)+i \pi }\right)",1,"E^(9 + (4 + x + Log[3])/2)/(4*(I*Pi + Log[3])) - (E^9*x*(1 - (4*I)*Pi - Log[81]))/(4*(I*Pi + Log[3]))","A",3,2,46,0.04348,1,"{12, 2203}"
6129,1,14,0,0.0211041,"\int -e^{6+e^4-e^{5+e^4+x}+x} \, dx","Int[-E^(6 + E^4 - E^(5 + E^4 + x) + x),x]","e^{1-e^{x+e^4+5}}","e^{1-e^{x+e^4+5}}",1,"E^(1 - E^(5 + E^4 + x))","A",2,2,20,0.1000,1,"{2282, 2194}"
6130,1,19,0,0.4284362,"\int \frac{x+\left(x+x^2+5\ 3^{5/x} \log (3)\right) \log (x)}{\left(64 x^2+3^{10/x} x^2+16 x^3+x^4+3^{5/x} \left(-16 x^2-2 x^3\right)\right) \log (x)+\left(16 x^2-2\ 3^{5/x} x^2+2 x^3\right) \log (x) \log (x \log (x))+x^2 \log (x) \log ^2(x \log (x))} \, dx","Int[(x + (x + x^2 + 5*3^(5/x)*Log[3])*Log[x])/((64*x^2 + 3^(10/x)*x^2 + 16*x^3 + x^4 + 3^(5/x)*(-16*x^2 - 2*x^3))*Log[x] + (16*x^2 - 2*3^(5/x)*x^2 + 2*x^3)*Log[x]*Log[x*Log[x]] + x^2*Log[x]*Log[x*Log[x]]^2),x]","-\frac{1}{x-243^{\frac{1}{x}}+\log (x \log (x))+8}","\frac{1}{-x+3^{5/x}-\log (x \log (x))-8}",1,"-(8 - 243^x^(-1) + x + Log[x*Log[x]])^(-1)","A",2,2,116,0.01724,1,"{6688, 6686}"
6131,-1,0,0,180.0015305,"\int \frac{-4 e^{x+e^{-x} \left(-e^2+e^x x\right)}+e^{3 x} \left(x^2+x^3\right)+e^{2 x} \left(-2 x^2-4 x^3-e^2 x^3\right)+e^2 \left(-x^3-2 x^4-x^5\right)+e^x \left(x^2+3 x^3+x^4-x^5+e^2 \left(2 x^3+2 x^4\right)\right)}{e^{3 x} x^3+e^{x+e^{-x} \left(-e^2+e^x x\right)} \left(4 x+2 x^2\right)+e^{2 x} \left(-2 x^3-2 x^4\right)+e^x \left(x^3+2 x^4+x^5\right)} \, dx","Int[(-4*E^(x + (-E^2 + E^x*x)/E^x) + E^(3*x)*(x^2 + x^3) + E^(2*x)*(-2*x^2 - 4*x^3 - E^2*x^3) + E^2*(-x^3 - 2*x^4 - x^5) + E^x*(x^2 + 3*x^3 + x^4 - x^5 + E^2*(2*x^3 + 2*x^4)))/(E^(3*x)*x^3 + E^(x + (-E^2 + E^x*x)/E^x)*(4*x + 2*x^2) + E^(2*x)*(-2*x^3 - 2*x^4) + E^x*(x^3 + 2*x^4 + x^5)),x]","\text{\$Aborted}","\log \left(e^{e^{2-x}-x} x \left(-x+e^x-1\right)^2+\frac{4}{x}+2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
6132,0,0,0,4.3456346,"\int \frac{e^{2 x} \left(-320+128 x^2\right)+e^x \left(-128 x^2+32 x^3\right)}{x^7+e^x \left(10 x^5-2 x^7\right)+e^{2 x} \left(25 x^3-10 x^5+x^7\right)} \, dx","Int[(E^(2*x)*(-320 + 128*x^2) + E^x*(-128*x^2 + 32*x^3))/(x^7 + E^x*(10*x^5 - 2*x^7) + E^(2*x)*(25*x^3 - 10*x^5 + x^7)),x]","\int \frac{e^{2 x} \left(-320+128 x^2\right)+e^x \left(-128 x^2+32 x^3\right)}{x^7+e^x \left(10 x^5-2 x^7\right)+e^{2 x} \left(25 x^3-10 x^5+x^7\right)} \, dx","\frac{8 \left(x^2+\frac{4}{5-x \left(x-e^{-x} x\right)}\right)}{x^2}",1,"32*Defer[Int][E^x/(-5*E^x - x^2 + E^x*x^2)^2, x] - 32*Defer[Int][E^x/((Sqrt[5] - x)*(-5*E^x - x^2 + E^x*x^2)^2), x] - 64*Defer[Int][E^x/(x*(-5*E^x - x^2 + E^x*x^2)^2), x] + 32*Defer[Int][E^x/((Sqrt[5] + x)*(-5*E^x - x^2 + E^x*x^2)^2), x] - (32*Defer[Int][E^x/((Sqrt[5] - x)*(-5*E^x - x^2 + E^x*x^2)), x])/5 + 64*Defer[Int][E^x/(x^3*(-5*E^x - x^2 + E^x*x^2)), x] - (64*Defer[Int][E^x/(x*(-5*E^x - x^2 + E^x*x^2)), x])/5 + (32*Defer[Int][E^x/((Sqrt[5] + x)*(-5*E^x - x^2 + E^x*x^2)), x])/5","F",0,0,0,0,-1,"{}"
6133,0,0,0,1.5739476,"\int \frac{-96+6 e^4+8 x+\left(-48 x+3 e^4 x-4 x^2\right) \log ^2\left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)}{-192 x+12 e^4 x-16 x^2+\left(192 x^2-12 e^4 x^2+16 x^3\right) \log \left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)+\left(-48 x^3+3 e^4 x^3-4 x^4\right) \log ^2\left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)} \, dx","Int[(-96 + 6*E^4 + 8*x + (-48*x + 3*E^4*x - 4*x^2)*Log[(9*x)/(2304 + 9*E^8 + E^4*(-288 - 24*x) + 384*x + 16*x^2)]^2)/(-192*x + 12*E^4*x - 16*x^2 + (192*x^2 - 12*E^4*x^2 + 16*x^3)*Log[(9*x)/(2304 + 9*E^8 + E^4*(-288 - 24*x) + 384*x + 16*x^2)] + (-48*x^3 + 3*E^4*x^3 - 4*x^4)*Log[(9*x)/(2304 + 9*E^8 + E^4*(-288 - 24*x) + 384*x + 16*x^2)]^2),x]","\int \frac{-96+6 e^4+8 x+\left(-48 x+3 e^4 x-4 x^2\right) \log ^2\left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)}{-192 x+12 e^4 x-16 x^2+\left(192 x^2-12 e^4 x^2+16 x^3\right) \log \left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)+\left(-48 x^3+3 e^4 x^3-4 x^4\right) \log ^2\left(\frac{9 x}{2304+9 e^8+e^4 (-288-24 x)+384 x+16 x^2}\right)} \, dx","\frac{2}{\frac{4}{\log \left(\frac{x}{\left(\frac{4 x}{3}-e^4+16\right)^2}\right)}-2 x}",1,"-x^(-1) + 16*Defer[Int][1/((-48 + 3*E^4 - 4*x)*(-2 + x*Log[(9*x)/(3*E^4 - 4*(12 + x))^2])^2), x] + 4*Defer[Int][1/(x^2*(-2 + x*Log[(9*x)/(3*E^4 - 4*(12 + x))^2])^2), x] + 2*Defer[Int][1/(x*(-2 + x*Log[(9*x)/(3*E^4 - 4*(12 + x))^2])^2), x] + 4*Defer[Int][1/(x^2*(-2 + x*Log[(9*x)/(3*E^4 - 4*(12 + x))^2])), x]","F",0,0,0,0,-1,"{}"
6134,0,0,0,4.2824687,"\int \frac{\log (x) \left(5+\log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)\right) \left(-125 e^9+25 e^{9+\frac{2-x}{e^9}} x+\left(-25 x+5 e^{9+\frac{2-x}{e^9}} x\right) \log (x)+\left(-25 e^9+5 e^{9+\frac{2-x}{e^9}} x\right) \log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)\right)}{\left(-25 e^9 x+5 e^{9+\frac{2-x}{e^9}} x^2\right) \log (x)+\left(-5 e^9 x+e^{9+\frac{2-x}{e^9}} x^2\right) \log (x) \log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)} \, dx","Int[(Log[x]*(5 + Log[(-5 + E^((2 - x)/E^9)*x)/E^((2 - x)/E^9)])*(-125*E^9 + 25*E^(9 + (2 - x)/E^9)*x + (-25*x + 5*E^(9 + (2 - x)/E^9)*x)*Log[x] + (-25*E^9 + 5*E^(9 + (2 - x)/E^9)*x)*Log[(-5 + E^((2 - x)/E^9)*x)/E^((2 - x)/E^9)]))/((-25*E^9*x + 5*E^(9 + (2 - x)/E^9)*x^2)*Log[x] + (-5*E^9*x + E^(9 + (2 - x)/E^9)*x^2)*Log[x]*Log[(-5 + E^((2 - x)/E^9)*x)/E^((2 - x)/E^9)]),x]","\int \frac{\log (x) \left(5+\log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)\right) \left(-125 e^9+25 e^{9+\frac{2-x}{e^9}} x+\left(-25 x+5 e^{9+\frac{2-x}{e^9}} x\right) \log (x)+\left(-25 e^9+5 e^{9+\frac{2-x}{e^9}} x\right) \log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)\right)}{\left(-25 e^9 x+5 e^{9+\frac{2-x}{e^9}} x^2\right) \log (x)+\left(-5 e^9 x+e^{9+\frac{2-x}{e^9}} x^2\right) \log (x) \log \left(e^{-\frac{2-x}{e^9}} \left(-5+e^{\frac{2-x}{e^9}} x\right)\right)} \, dx","5 \log (x) \left(\log \left(x-5 e^{-\frac{2-x}{e^9}}\right)+5\right)",1,"(-5*x)/E^9 + 25*Log[x] + (5*x*Log[x])/E^9 - 5*E^(2/E^9)*Log[x]*Defer[Int][(5*E^(x/E^9) - E^(2/E^9)*x)^(-1), x] - 5*E^(-9 + 2/E^9)*Log[x]*Defer[Int][x/(-5*E^(x/E^9) + E^(2/E^9)*x), x] + 5*Defer[Int][Log[-5*E^((-2 + x)/E^9) + x]/x, x] + 5*E^(2/E^9)*Defer[Int][Defer[Int][(5*E^(x/E^9) - E^(2/E^9)*x)^(-1), x]/x, x] + 5*E^(-9 + 2/E^9)*Defer[Int][Defer[Int][x/(-5*E^(x/E^9) + E^(2/E^9)*x), x]/x, x]","F",0,0,0,0,-1,"{}"
6135,1,11,0,0.0045794,"\int \frac{-18+x^2+2 x^3}{x^3} \, dx","Int[(-18 + x^2 + 2*x^3)/x^3,x]","\frac{9}{x^2}+2 x+\log (x)","\frac{9}{x^2}+2 x+\log (x)+e^8+1",1,"9/x^2 + 2*x + Log[x]","A",2,1,14,0.07143,1,"{14}"
6136,1,41,0,0.0450256,"\int \frac{1}{2} \left(43-24 x+3 x^2+e^x \left(-3+4 x-x^2\right)\right) \, dx","Int[(43 - 24*x + 3*x^2 + E^x*(-3 + 4*x - x^2))/2,x]","\frac{x^3}{2}-\frac{e^x x^2}{2}-6 x^2+3 e^x x+\frac{43 x}{2}-\frac{9 e^x}{2}","(3-x)^2 \left(\frac{1}{2} \left(-x-e^x-2\right)+x-2\right)-x",1,"(-9*E^x)/2 + (43*x)/2 + 3*E^x*x - 6*x^2 - (E^x*x^2)/2 + x^3/2","A",10,4,28,0.1429,1,"{12, 2196, 2194, 2176}"
6137,1,14,0,0.0146123,"\int \left(1+e^{8+x-2 x^2} (-1+4 x)\right) \, dx","Int[1 + E^(8 + x - 2*x^2)*(-1 + 4*x),x]","x-e^{-2 x^2+x+8}","-e^{-2 x^2+x+8}+x-4",1,"-E^(8 + x - 2*x^2) + x","A",2,1,18,0.05556,1,"{2236}"
6138,1,28,0,0.0832696,"\int \frac{3 x^2-5 x^3+e^{3+e^4} (-1+5 e+5 x)+e \left(2 x-5 x^2\right)}{-5 e x^2-5 x^3+e^{3+e^4} (5 e+5 x)} \, dx","Int[(3*x^2 - 5*x^3 + E^(3 + E^4)*(-1 + 5*E + 5*x) + E*(2*x - 5*x^2))/(-5*E*x^2 - 5*x^3 + E^(3 + E^4)*(5*E + 5*x)),x]","-\frac{1}{5} \log \left(e^{3+e^4}-x^2\right)+x-\frac{1}{5} \log (x+e)","x-\frac{1}{5} \log \left((x+e) \left(x^2-e^{3+e^4}\right)\right)",1,"x - Log[E + x]/5 - Log[E^(3 + E^4) - x^2]/5","A",3,2,68,0.02941,1,"{2074, 260}"
6139,0,0,0,2.1006092,"\int \frac{x-24 x^2+24 x^3+\left(-5 e^{24 x-12 x^2}-x\right) \log \left(e^{-24 x+12 x^2} \left(5 e^{24 x-12 x^2}+x\right)\right)}{5 e^{24 x-12 x^2} x^2+x^3} \, dx","Int[(x - 24*x^2 + 24*x^3 + (-5*E^(24*x - 12*x^2) - x)*Log[E^(-24*x + 12*x^2)*(5*E^(24*x - 12*x^2) + x)])/(5*E^(24*x - 12*x^2)*x^2 + x^3),x]","\int \frac{x-24 x^2+24 x^3+\left(-5 e^{24 x-12 x^2}-x\right) \log \left(e^{-24 x+12 x^2} \left(5 e^{24 x-12 x^2}+x\right)\right)}{5 e^{24 x-12 x^2} x^2+x^3} \, dx","-\frac{x^2-\log \left(e^{-6 (4-2 x) x} x+5\right)}{x}+x+3",1,"-x^(-1) - 24*Log[x] + Log[5 + x/E^(12*(2 - x)*x)]/x + 120*Defer[Int][(5 + E^(12*(-2 + x)*x)*x)^(-1), x] + 24*Defer[Int][E^(12*(-2 + x)*x)/(5 + E^(12*(-2 + x)*x)*x), x] - Defer[Int][E^(12*(-2 + x)*x)/(x*(5 + E^(12*(-2 + x)*x)*x)), x] - 120*Defer[Int][E^(24*x)/(5*E^(24*x) + E^(12*x^2)*x), x] - 5*Defer[Int][E^(24*x)/(x^2*(5*E^(24*x) + E^(12*x^2)*x)), x] + 120*Defer[Int][E^(24*x)/(x*(5*E^(24*x) + E^(12*x^2)*x)), x]","F",0,0,0,0,-1,"{}"
6140,0,0,0,0.086006,"\int \frac{-4+e^{e^{\frac{e^x}{12}}+x} \left(-12 x^2-e^{\frac{e^x}{12}+x} x^2\right)}{x^2} \, dx","Int[(-4 + E^(E^(E^x/12) + x)*(-12*x^2 - E^(E^x/12 + x)*x^2))/x^2,x]","\int \frac{-4+e^{e^{\frac{e^x}{12}}+x} \left(-12 x^2-e^{\frac{e^x}{12}+x} x^2\right)}{x^2} \, dx","\frac{4-12 e^{x+e^{\frac{e^x}{12}}} x}{x}",1,"4/x - 144*ExpIntegralEi[E^(E^x/12)] - Defer[Int][E^((12*E^(E^x/12) + E^x + 24*x)/12), x]","F",0,0,0,0,-1,"{}"
6141,0,0,0,0.9556433,"\int \frac{3+e^{2 x} (3+6 x)+e^x (9+9 x)+\left(4 x-2 e^{2 x} x\right) \log (x)+\left(6 x+2 e^{2 x} x^2+e^x \left(6 x+6 x^2\right)\right) \log ^2(x)+\left(x^2+e^x \left(x^2+x^3\right)\right) \log ^4(x)}{9+6 x \log ^2(x)+x^2 \log ^4(x)} \, dx","Int[(3 + E^(2*x)*(3 + 6*x) + E^x*(9 + 9*x) + (4*x - 2*E^(2*x)*x)*Log[x] + (6*x + 2*E^(2*x)*x^2 + E^x*(6*x + 6*x^2))*Log[x]^2 + (x^2 + E^x*(x^2 + x^3))*Log[x]^4)/(9 + 6*x*Log[x]^2 + x^2*Log[x]^4),x]","\int \frac{3+e^{2 x} (3+6 x)+e^x (9+9 x)+\left(4 x-2 e^{2 x} x\right) \log (x)+\left(6 x+2 e^{2 x} x^2+e^x \left(6 x+6 x^2\right)\right) \log ^2(x)+\left(x^2+e^x \left(x^2+x^3\right)\right) \log ^4(x)}{9+6 x \log ^2(x)+x^2 \log ^4(x)} \, dx","x+x \left(e^x+\frac{e^{2 x}-2}{x \log ^2(x)+3}\right)+5",1,"-E^x + x + E^x*(1 + x) + (E^(2*x)*(3*x + x^2*Log[x]^2))/(3 + x*Log[x]^2)^2 - 6*Defer[Int][(3 + x*Log[x]^2)^(-2), x] + 4*Defer[Int][(x*Log[x])/(3 + x*Log[x]^2)^2, x]","F",0,0,0,0,-1,"{}"
6142,0,0,0,3.4588447,"\int \frac{e^{-1+x} \left(-2+3 x-x^2\right)+e^{-1+x} \left(-2+6 x-4 x^2+x^3\right) \log (x)}{e^3 \left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","Int[(E^(-1 + x)*(-2 + 3*x - x^2) + E^(-1 + x)*(-2 + 6*x - 4*x^2 + x^3)*Log[x])/(E^3*(x^2 - 2*x^3 + x^4)*Log[x]^2),x]","\int \frac{e^{-1+x} \left(-2+3 x-x^2\right)+e^{-1+x} \left(-2+6 x-4 x^2+x^3\right) \log (x)}{e^3 \left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","\frac{e^{x-4}}{\left(\frac{1}{x-2}+1\right) x \log (x)}-2",1,"Defer[Int][E^(-1 + x)/((-1 + x)*Log[x]^2), x]/E^3 - (2*Defer[Int][E^(-1 + x)/(x^2*Log[x]^2), x])/E^3 - Defer[Int][E^(-1 + x)/(x*Log[x]^2), x]/E^3 + Defer[Int][E^(-1 + x)/((-1 + x)^2*Log[x]), x]/E^3 - Defer[Int][E^(-1 + x)/((-1 + x)*Log[x]), x]/E^3 - (2*Defer[Int][E^(-1 + x)/(x^2*Log[x]), x])/E^3 + (2*Defer[Int][E^(-1 + x)/(x*Log[x]), x])/E^3","F",0,0,0,0,-1,"{}"
6143,1,39,0,0.3647714,"\int \frac{-248+20 x-20 x \log (x)+x \log ^2(x)-100 \log ^2\left(\frac{9}{\log (5)}\right)-10 \log ^4\left(\frac{9}{\log (5)}\right)}{x \log ^2(x)} \, dx","Int[(-248 + 20*x - 20*x*Log[x] + x*Log[x]^2 - 100*Log[9/Log[5]]^2 - 10*Log[9/Log[5]]^4)/(x*Log[x]^2),x]","x+\frac{2 \left(124+5 \log ^4\left(\frac{9}{\log (5)}\right)+50 \log ^2\left(\frac{9}{\log (5)}\right)\right)}{\log (x)}-\frac{20 x}{\log (x)}","x-\frac{2 \left(5 \left(2 x-\left(5+\log ^2\left(\frac{9}{\log (5)}\right)\right)^2\right)+1\right)}{\log (x)}",1,"x - (20*x)/Log[x] + (2*(124 + 50*Log[9/Log[5]]^2 + 5*Log[9/Log[5]]^4))/Log[x]","A",10,7,46,0.1522,1,"{6741, 6742, 2298, 2353, 2297, 2302, 30}"
6144,-1,0,0,180.0002272,"\int \frac{-2+8 e^{4-60 x+225 x^2}-12 e^{8-120 x+450 x^2}+8 e^{12-180 x+675 x^2}-2 e^{16-240 x+900 x^2}+\left(10+e^{12-180 x+675 x^2} \left(720 x-5400 x^2\right)+e^{4-60 x+225 x^2} \left(-20+240 x-1800 x^2\right)+e^{16-240 x+900 x^2} \left(-240 x+1800 x^2\right)+e^{8-120 x+450 x^2} \left(10-720 x+5400 x^2\right)\right) \log (x)+\left(e^{8-120 x+450 x^2} \left(1200 x-9000 x^2\right)+e^{4-60 x+225 x^2} \left(-1200 x+9000 x^2\right)\right) \log ^2(x)-\log ^3(x)}{x \log ^3(x)} \, dx","Int[(-2 + 8*E^(4 - 60*x + 225*x^2) - 12*E^(8 - 120*x + 450*x^2) + 8*E^(12 - 180*x + 675*x^2) - 2*E^(16 - 240*x + 900*x^2) + (10 + E^(12 - 180*x + 675*x^2)*(720*x - 5400*x^2) + E^(4 - 60*x + 225*x^2)*(-20 + 240*x - 1800*x^2) + E^(16 - 240*x + 900*x^2)*(-240*x + 1800*x^2) + E^(8 - 120*x + 450*x^2)*(10 - 720*x + 5400*x^2))*Log[x] + (E^(8 - 120*x + 450*x^2)*(1200*x - 9000*x^2) + E^(4 - 60*x + 225*x^2)*(-1200*x + 9000*x^2))*Log[x]^2 - Log[x]^3)/(x*Log[x]^3),x]","\text{\$Aborted}","\log \left(\frac{e^{\left(5-\frac{\left(e^{(2-15 x)^2}-1\right)^2}{\log (x)}\right)^2}}{x}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
6145,-1,0,0,179.9998913,"\int \frac{e^{x^2} \left(-20 x+30 x^2-10 x^3+10 x^4\right)+e^{x^2} \left(-30 x+40 x^2-20 x^3+20 x^4\right) \log \left(-x+x^2\right)+e^{x^2} \left(-10 x+10 x^2-10 x^3+10 x^4\right) \log ^2\left(-x+x^2\right)}{-4+4 x+e^{x^2} \left(4 x^2-4 x^3\right)+e^{2 x^2} \left(-x^4+x^5\right)+\left(e^{x^2} \left(8 x^2-8 x^3\right)+e^{2 x^2} \left(-4 x^4+4 x^5\right)\right) \log \left(-x+x^2\right)+\left(e^{x^2} \left(4 x^2-4 x^3\right)+e^{2 x^2} \left(-6 x^4+6 x^5\right)\right) \log ^2\left(-x+x^2\right)+e^{2 x^2} \left(-4 x^4+4 x^5\right) \log ^3\left(-x+x^2\right)+e^{2 x^2} \left(-x^4+x^5\right) \log ^4\left(-x+x^2\right)} \, dx","Int[(E^x^2*(-20*x + 30*x^2 - 10*x^3 + 10*x^4) + E^x^2*(-30*x + 40*x^2 - 20*x^3 + 20*x^4)*Log[-x + x^2] + E^x^2*(-10*x + 10*x^2 - 10*x^3 + 10*x^4)*Log[-x + x^2]^2)/(-4 + 4*x + E^x^2*(4*x^2 - 4*x^3) + E^(2*x^2)*(-x^4 + x^5) + (E^x^2*(8*x^2 - 8*x^3) + E^(2*x^2)*(-4*x^4 + 4*x^5))*Log[-x + x^2] + (E^x^2*(4*x^2 - 4*x^3) + E^(2*x^2)*(-6*x^4 + 6*x^5))*Log[-x + x^2]^2 + E^(2*x^2)*(-4*x^4 + 4*x^5)*Log[-x + x^2]^3 + E^(2*x^2)*(-x^4 + x^5)*Log[-x + x^2]^4),x]","\text{\$Aborted}","\frac{5}{2-e^{x^2} \left(x \log \left(x^2-x\right)+x\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6146,1,17,0,0.0156544,"\int \frac{5+\left(-3+2 x^2\right) \log ^2(\log (3))}{x^2 \log ^2(\log (3))} \, dx","Int[(5 + (-3 + 2*x^2)*Log[Log[3]]^2)/(x^2*Log[Log[3]]^2),x]","2 x+\frac{3-\frac{5}{\log ^2(\log (3))}}{x}","2 x+\frac{3}{x}-\frac{\frac{5}{x}+3}{\log ^2(\log (3))}",1,"2*x + (3 - 5/Log[Log[3]]^2)/x","A",3,2,24,0.08333,1,"{12, 14}"
6147,1,25,0,0.0196252,"\int \frac{50+11 x-400 x^2-72 x^3+6 x \log (x)}{5 x} \, dx","Int[(50 + 11*x - 400*x^2 - 72*x^3 + 6*x*Log[x])/(5*x),x]","-\frac{24 x^3}{5}-40 x^2+x+\frac{6}{5} x \log (x)+10 \log (x)","-2 \left(\frac{3 x}{5}+5\right) \left(4 x^2-\log (x)\right)+x+3",1,"x - 40*x^2 - (24*x^3)/5 + 10*Log[x] + (6*x*Log[x])/5","A",6,3,27,0.1111,1,"{12, 14, 2295}"
6148,1,16,0,0.0087483,"\int \frac{-2 x+15 x^3+30 \log (4)}{15 x^3} \, dx","Int[(-2*x + 15*x^3 + 30*Log[4])/(15*x^3),x]","-\frac{\log (4)}{x^2}+x+\frac{2}{15 x}","x-\frac{\frac{\log (4)-4 x^2}{x}-\frac{2}{15}}{x}",1,"2/(15*x) + x - Log[4]/x^2","A",3,2,20,0.1000,1,"{12, 14}"
6149,1,29,0,0.0788354,"\int \frac{3+e^{-9 \pi ^2 x^2} \left(-1-18 \pi ^2 x^2\right)-\log (x)}{x^2} \, dx","Int[(3 + (-1 - 18*Pi^2*x^2)/E^(9*Pi^2*x^2) - Log[x])/x^2,x]","\frac{e^{-9 \pi ^2 x^2}}{x}+\frac{1}{x}-\frac{3-\log (x)}{x}","\frac{e^{-9 \pi ^2 x^2}+\log (x)-2}{x}",1,"x^(-1) + 1/(E^(9*Pi^2*x^2)*x) - (3 - Log[x])/x","A",4,3,31,0.09677,1,"{14, 2288, 2304}"
6150,1,48,0,0.1791708,"\int \frac{-240 x^3-48 x^4+40 x^6+\left(3600+1440 x+144 x^2-480 x^3-144 x^4\right) \log (x)+\left(-1800+72 x^2\right) \log ^2(x)}{5 x^2} \, dx","Int[(-240*x^3 - 48*x^4 + 40*x^6 + (3600 + 1440*x + 144*x^2 - 480*x^3 - 144*x^4)*Log[x] + (-1800 + 72*x^2)*Log[x]^2)/(5*x^2),x]","\frac{8 x^5}{5}-\frac{48}{5} x^3 \log (x)-48 x^2 \log (x)+\frac{72}{5} x \log ^2(x)+144 \log ^2(x)+\frac{360 \log ^2(x)}{x}","\frac{2}{5} x \left(\frac{6 (x+5) \log (x)}{x}-2 x^2\right)^2",1,"(8*x^5)/5 - 48*x^2*Log[x] - (48*x^3*Log[x])/5 + 144*Log[x]^2 + (360*Log[x]^2)/x + (72*x*Log[x]^2)/5","B",18,8,58,0.1379,1,"{12, 14, 2357, 2295, 2304, 2301, 2296, 2305}"
6151,1,26,0,0.0106185,"\int \frac{-192+144 x+104 x^2-32 x^3-2 x^6}{x^5} \, dx","Int[(-192 + 144*x + 104*x^2 - 32*x^3 - 2*x^6)/x^5,x]","\frac{48}{x^4}-\frac{48}{x^3}-x^2-\frac{52}{x^2}+\frac{32}{x}","\frac{1}{3} \left(4 \left(\left(-\frac{3 (x-2)}{x^2}-4\right)^2+\log (4)\right)+1\right)-x^2",1,"48/x^4 - 48/x^3 - 52/x^2 + 32/x - x^2","A",2,1,24,0.04167,1,"{14}"
6152,1,56,0,0.7723784,"\int \frac{e^{-4+x^2} \left(2 x-3 x^2+4 x^3-3 x^4+2 x^5-2 x^6\right)}{1+2 x^2+x^4} \, dx","Int[(E^(-4 + x^2)*(2*x - 3*x^2 + 4*x^3 - 3*x^4 + 2*x^5 - 2*x^6))/(1 + 2*x^2 + x^4),x]","-e^{x^2-4} x+e^{x^2-4}-\frac{e^{x^2-4}}{2 (-x+i)}+\frac{e^{x^2-4}}{2 (x+i)}","e^{x^2-4} \left(-x+\frac{1}{x+\frac{1}{x}}+1\right)",1,"E^(-4 + x^2) - E^(-4 + x^2)/(2*(I - x)) - E^(-4 + x^2)*x + E^(-4 + x^2)/(2*(I + x))","C",18,8,49,0.1633,1,"{28, 6741, 6742, 2204, 2209, 2212, 2220, 6725}"
6153,1,14,0,0.004894,"\int \frac{75+25 x^2}{162-108 x^2+18 x^4} \, dx","Int[(75 + 25*x^2)/(162 - 108*x^2 + 18*x^4),x]","\frac{25 x}{18 \left(3-x^2\right)}","5 \left(2 \left(\frac{5 x}{36 \left(3-x^2\right)}-\log (4)\right)+2\right)",1,"(25*x)/(18*(3 - x^2))","A",2,2,22,0.09091,1,"{28, 383}"
6154,1,5,0,0.0010951,"\int -e^x \, dx","Int[-E^x,x]","-e^x","-e^x-8-e^5-\log (2)",1,"-E^x","A",1,1,5,0.2000,1,"{2194}"
6155,1,70,0,0.0176085,"\int \left(-180+172 x+4 e^{\frac{e^8}{4}} x-60 x^2+8 x^3+e^{\frac{e^8}{8}} \left(-36+40 x-12 x^2\right)\right) \, dx","Int[-180 + 172*x + 4*E^(E^8/4)*x - 60*x^2 + 8*x^3 + E^(E^8/8)*(-36 + 40*x - 12*x^2),x]","2 x^4-4 e^{\frac{e^8}{8}} x^3-20 x^3+2 \left(43+e^{\frac{e^8}{4}}\right) x^2+20 e^{\frac{e^8}{8}} x^2-36 e^{\frac{e^8}{8}} x-180 x","2 \left(x \left(x-e^{\frac{e^8}{8}}-5\right)+9\right)^2",1,"-180*x - 36*E^(E^8/8)*x + 20*E^(E^8/8)*x^2 + 2*(43 + E^(E^8/4))*x^2 - 20*x^3 - 4*E^(E^8/8)*x^3 + 2*x^4","B",3,1,47,0.02128,1,"{6}"
6156,1,66,0,0.1223707,"\int \frac{e^{\frac{1}{4} \left(4-x^2\right)} \left(\left(-4+4 e^5-8 x\right) \log \left(20+x-e^5 x+x^2\right)+\left(20 x+x^2-e^5 x^2+x^3\right) \log ^2\left(20+x-e^5 x+x^2\right)\right)}{-40-2 x+2 e^5 x-2 x^2} \, dx","Int[(E^((4 - x^2)/4)*((-4 + 4*E^5 - 8*x)*Log[20 + x - E^5*x + x^2] + (20*x + x^2 - E^5*x^2 + x^3)*Log[20 + x - E^5*x + x^2]^2))/(-40 - 2*x + 2*E^5*x - 2*x^2),x]","\frac{e^{\frac{1}{4} \left(4-x^2\right)} \left(x^3-e^5 x^2+x^2+20 x\right) \log ^2\left(x^2-e^5 x+x+20\right)}{x \left(x^2+\left(1-e^5\right) x+20\right)}","e^{1-\frac{x^2}{4}} \log ^2\left(x^2-e^5 x+x+20\right)",1,"(E^((4 - x^2)/4)*(20*x + x^2 - E^5*x^2 + x^3)*Log[20 + x - E^5*x + x^2]^2)/(x*(20 + (1 - E^5)*x + x^2))","B",2,2,91,0.02198,1,"{6, 2288}"
6157,0,0,0,25.2085064,"\int \frac{-5+x+x^2+\frac{\exp \left(e^{x^2}+e^{\frac{e^{e^{x^2}}}{-5+x+x^2}}+\frac{e^{e^{x^2}}}{-5+x+x^2}\right) \left(1+2 x+e^{x^2} \left(10 x-2 x^2-2 x^3\right)\right)}{-5+x+x^2}}{-5+x+x^2} \, dx","Int[(-5 + x + x^2 + (E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + E^E^x^2/(-5 + x + x^2))*(1 + 2*x + E^x^2*(10*x - 2*x^2 - 2*x^3)))/(-5 + x + x^2))/(-5 + x + x^2),x]","\int \frac{-5+x+x^2+\frac{\exp \left(e^{x^2}+e^{\frac{e^{e^{x^2}}}{-5+x+x^2}}+\frac{e^{e^{x^2}}}{-5+x+x^2}\right) \left(1+2 x+e^{x^2} \left(10 x-2 x^2-2 x^3\right)\right)}{-5+x+x^2}}{-5+x+x^2} \, dx","x-e^{e^{\frac{e^{e^{x^2}}}{x^2+x-5}}}",1,"x + (4*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + E^E^x^2/(-5 + x + x^2))/(-1 + Sqrt[21] - 2*x)^2, x])/21 - (4*(1 - Sqrt[21])*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + E^E^x^2/(-5 + x + x^2))/(-1 + Sqrt[21] - 2*x)^2, x])/21 - (2*(21 - Sqrt[21])*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + x^2 + E^E^x^2/(-5 + x + x^2))/(1 - Sqrt[21] + 2*x), x])/21 + (4*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + E^E^x^2/(-5 + x + x^2))/(1 + Sqrt[21] + 2*x)^2, x])/21 - (4*(1 + Sqrt[21])*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + E^E^x^2/(-5 + x + x^2))/(1 + Sqrt[21] + 2*x)^2, x])/21 - (2*(21 + Sqrt[21])*Defer[Int][E^(E^x^2 + E^(E^E^x^2/(-5 + x + x^2)) + x^2 + E^E^x^2/(-5 + x + x^2))/(1 + Sqrt[21] + 2*x), x])/21","F",0,0,0,0,-1,"{}"
6158,0,0,0,2.1283417,"\int \frac{45 x-40 x^2-9 x^3+(25-45 x) \log \left(\frac{1}{5} (5-9 x)\right)}{-5 x^4+9 x^5+\left(50 x^2-140 x^3+90 x^4\right) \log \left(\frac{1}{5} (5-9 x)\right)+\left(-125+475 x-575 x^2+225 x^3\right) \log ^2\left(\frac{1}{5} (5-9 x)\right)} \, dx","Int[(45*x - 40*x^2 - 9*x^3 + (25 - 45*x)*Log[(5 - 9*x)/5])/(-5*x^4 + 9*x^5 + (50*x^2 - 140*x^3 + 90*x^4)*Log[(5 - 9*x)/5] + (-125 + 475*x - 575*x^2 + 225*x^3)*Log[(5 - 9*x)/5]^2),x]","\int \frac{45 x-40 x^2-9 x^3+(25-45 x) \log \left(\frac{1}{5} (5-9 x)\right)}{-5 x^4+9 x^5+\left(50 x^2-140 x^3+90 x^4\right) \log \left(\frac{1}{5} (5-9 x)\right)+\left(-125+475 x-575 x^2+225 x^3\right) \log ^2\left(\frac{1}{5} (5-9 x)\right)} \, dx","\frac{x}{x^2-5 (1-x) \log \left(\frac{x+5}{5}-2 x\right)}+4",1,"(29*Defer[Int][(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])^(-2), x])/9 + Defer[Int][1/((-1 + x)*(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])^2), x] - 4*Defer[Int][x/(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])^2, x] - Defer[Int][x^2/(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])^2, x] + (100*Defer[Int][1/((-5 + 9*x)*(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])^2), x])/9 - Defer[Int][1/((-1 + x)*(x^2 + 5*(-1 + x)*Log[1 - (9*x)/5])), x]","F",0,0,0,0,-1,"{}"
6159,1,139,0,0.858058,"\int \frac{1}{5} \exp \left(\exp \left(\frac{1}{25} \left(3600 x^2+1200 x^3+100 x^4+e^6 \left(144+48 x+4 x^2\right)+e^3 \left(1440 x+480 x^2+40 x^3\right)\right)\right)\right) \left(-25+\exp \left(\frac{1}{25} \left(3600 x^2+1200 x^3+100 x^4+e^6 \left(144+48 x+4 x^2\right)+e^3 \left(1440 x+480 x^2+40 x^3\right)\right)\right) \left(14400 x-2800 x^3-400 x^4+e^6 \left(96-32 x-8 x^2\right)+e^3 \left(2880+480 x-720 x^2-120 x^3\right)\right)\right) \, dx","Int[(E^E^((3600*x^2 + 1200*x^3 + 100*x^4 + E^6*(144 + 48*x + 4*x^2) + E^3*(1440*x + 480*x^2 + 40*x^3))/25)*(-25 + E^((3600*x^2 + 1200*x^3 + 100*x^4 + E^6*(144 + 48*x + 4*x^2) + E^3*(1440*x + 480*x^2 + 40*x^3))/25)*(14400*x - 2800*x^3 - 400*x^4 + E^6*(96 - 32*x - 8*x^2) + E^3*(2880 + 480*x - 720*x^2 - 120*x^3))))/5,x]","\frac{5 \left(-50 x^4-350 x^3+e^6 \left(-x^2-4 x+12\right)+15 e^3 \left(-x^3-6 x^2+4 x+24\right)+1800 x\right) \exp \left(\exp \left(\frac{4}{25} \left(25 x^4+300 x^3+900 x^2+e^6 \left(x^2+12 x+36\right)+10 e^3 \left(x^3+12 x^2+36 x\right)\right)\right)\right)}{50 x^3+450 x^2+15 e^3 \left(x^2+8 x+12\right)+900 x+e^6 (x+6)}","5 e^{e^{(x+6)^2 \left(2 x+\frac{2 e^3}{5}\right)^2}} (2-x)+2",1,"(5*E^E^((4*(900*x^2 + 300*x^3 + 25*x^4 + E^6*(36 + 12*x + x^2) + 10*E^3*(36*x + 12*x^2 + x^3)))/25)*(1800*x - 350*x^3 - 50*x^4 + E^6*(12 - 4*x - x^2) + 15*E^3*(24 + 4*x - 6*x^2 - x^3)))/(900*x + 450*x^2 + 50*x^3 + E^6*(6 + x) + 15*E^3*(12 + 8*x + x^2))","B",2,2,164,0.01220,1,"{12, 2288}"
6160,1,18,0,0.0110628,"\int \frac{1}{5} e^x (-1-x) \, dx","Int[(E^x*(-1 - x))/5,x]","\frac{e^x}{5}-\frac{1}{5} e^x (x+1)","-\frac{e^x x}{5}",1,"E^x/5 - (E^x*(1 + x))/5","B",3,3,12,0.2500,1,"{12, 2176, 2194}"
6161,0,0,0,5.2613751,"\int \frac{\left(-20 x-10 x^2+10 x^3+e^4 \left(-20-10 x+10 x^2\right)+\left(-10 e^4-10 x\right) \log (4)\right) \log \left(\frac{5+x}{x}\right)+\left(-10 x-2 x^2-5 x^3-x^4+e^4 \left(5 x-9 x^2-2 x^3\right)+\left(-5 x-x^2\right) \log (4)\right) \log ^2\left(\frac{5+x}{x}\right)}{5 x^3+x^4+e^8 \left(5 x+x^2\right)+e^4 \left(10 x^2+2 x^3\right)} \, dx","Int[((-20*x - 10*x^2 + 10*x^3 + E^4*(-20 - 10*x + 10*x^2) + (-10*E^4 - 10*x)*Log[4])*Log[(5 + x)/x] + (-10*x - 2*x^2 - 5*x^3 - x^4 + E^4*(5*x - 9*x^2 - 2*x^3) + (-5*x - x^2)*Log[4])*Log[(5 + x)/x]^2)/(5*x^3 + x^4 + E^8*(5*x + x^2) + E^4*(10*x^2 + 2*x^3)),x]","\int \frac{\left(-20 x-10 x^2+10 x^3+e^4 \left(-20-10 x+10 x^2\right)+\left(-10 e^4-10 x\right) \log (4)\right) \log \left(\frac{5+x}{x}\right)+\left(-10 x-2 x^2-5 x^3-x^4+e^4 \left(5 x-9 x^2-2 x^3\right)+\left(-5 x-x^2\right) \log (4)\right) \log ^2\left(\frac{5+x}{x}\right)}{5 x^3+x^4+e^8 \left(5 x+x^2\right)+e^4 \left(10 x^2+2 x^3\right)} \, dx","\frac{\left(-x^2+x+2+\log (4)\right) \log ^2\left(\frac{x+5}{x}\right)}{x+e^4}",1,"-((5 + x)*Log[1 + 5/x]^2) + (40*(2 - E^4 - E^8 + Log[4])*Log[x])/(E^4*(5 - E^4)) + (2*(28 - Log[4])*Log[5]*Log[x])/(5 - E^4) + (2*(28 - Log[4])*Log[1 + 5/x]*Log[5 + x])/(5 - E^4) - ((28 - Log[4])*Log[5 + x]^2)/(5 - E^4) + (10*(2 - E^4 - E^8 + Log[4])*Log[1 + 5/x]*Log[E^4 + x])/(E^4*(5 - E^4)) - (10*(2 - E^4 - E^8 + Log[4])*Log[(5 + x)/(5 - E^4)]*Log[E^4 + x])/(E^4*(5 - E^4)) - 10*PolyLog[2, -5/x] - (2*(28 - Log[4])*PolyLog[2, -1/5*x])/(5 - E^4) - (10*(2 - E^4 - E^8 + Log[4])*PolyLog[2, -(x/E^4)])/(E^4*(5 - E^4)) - (10*(2 - E^4 - E^8 + Log[4])*PolyLog[2, -((E^4 + x)/(5 - E^4))])/(E^4*(5 - E^4)) - (2*(2 + Log[4])*PolyLog[2, 1 - (5 + x)/x])/E^4 - (2 - E^4 - E^8 + Log[4])*Defer[Int][Log[1 + 5/x]^2/(E^4 + x)^2, x]","F",0,0,0,0,-1,"{}"
6162,1,19,0,0.0435737,"\int \frac{-4+16 x^2}{x+5 x^2+4 x^3} \, dx","Int[(-4 + 16*x^2)/(x + 5*x^2 + 4*x^3),x]","-4 \log (x)+4 \log (x+1)+4 \log (4 x+1)","\log \left(\frac{e^{4 e^9} \left((-2 x-1)^2+x\right)^4}{x^4}\right)",1,"-4*Log[x] + 4*Log[1 + x] + 4*Log[1 + 4*x]","A",3,2,22,0.09091,1,"{1594, 1628}"
6163,1,25,0,0.1831802,"\int \frac{-81 e^{4+x}+675 e^9 x^2}{81 e^{2 x}+625 e^{10} x^6+e^x \left(-450 e^5 x^3-162 \log (8)\right)+450 e^5 x^3 \log (8)+81 \log ^2(8)} \, dx","Int[(-81*E^(4 + x) + 675*E^9*x^2)/(81*E^(2*x) + 625*E^10*x^6 + E^x*(-450*E^5*x^3 - 162*Log[8]) + 450*E^5*x^3*Log[8] + 81*Log[8]^2),x]","\frac{9 e^4}{-25 e^5 x^3+9 e^x-9 \log (8)}","\frac{e^4}{-\frac{25}{9} e^5 x^3+e^x-\log (8)}",1,"(9*E^4)/(9*E^x - 25*E^5*x^3 - 9*Log[8])","A",2,2,68,0.02941,1,"{6688, 6686}"
6164,1,35,0,1.5149172,"\int \frac{e^x+e^x \log \left(\frac{x}{2}\right)-18 \log \left(\frac{x}{2}\right) \log \left(\frac{x \log \left(\frac{x}{2}\right)}{-4+\log (2)}\right)+e^x (-1+x) \log \left(\frac{x}{2}\right) \log \left(\frac{x \log \left(\frac{x}{2}\right)}{-4+\log (2)}\right) \log \left(\log \left(\frac{x \log \left(\frac{x}{2}\right)}{-4+\log (2)}\right)\right)}{6 x^2 \log \left(\frac{x}{2}\right) \log \left(\frac{x \log \left(\frac{x}{2}\right)}{-4+\log (2)}\right)} \, dx","Int[(E^x + E^x*Log[x/2] - 18*Log[x/2]*Log[(x*Log[x/2])/(-4 + Log[2])] + E^x*(-1 + x)*Log[x/2]*Log[(x*Log[x/2])/(-4 + Log[2])]*Log[Log[(x*Log[x/2])/(-4 + Log[2])]])/(6*x^2*Log[x/2]*Log[(x*Log[x/2])/(-4 + Log[2])]),x]","\frac{3}{x}+\frac{e^x \log \left(\log \left(-\frac{x \log \left(\frac{x}{2}\right)}{4-\log (2)}\right)\right)}{6 x}","\frac{\frac{1}{3} e^x \log \left(\log \left(\frac{x \log \left(\frac{x}{2}\right)}{\log (2)-4}\right)\right)+6}{2 x}",1,"3/x + (E^x*Log[Log[-((x*Log[x/2])/(4 - Log[2]))]])/(6*x)","A",5,4,113,0.03540,1,"{12, 6688, 6742, 2288}"
6165,1,138,0,1.0523096,"\int \frac{\left(4624+272 x^2-96 e^{3/x} x^3+4 x^4+4 e^{4/x} x^4+e^{\frac{1}{x}} \left(-3264 x-96 x^3\right)+e^{2/x} \left(848 x^2+8 x^4\right)\right) \log ^3\left(\frac{x}{16}\right)+\left(136 x^2+4 x^4+e^{\frac{1}{x}} \left(816-816 x+24 x^2-72 x^3\right)+e^{3/x} \left(72 x^2-72 x^3\right)+e^{4/x} \left(-4 x^3+4 x^4\right)+e^{2/x} \left(-424 x+424 x^2-4 x^3+8 x^4\right)\right) \log ^4\left(\frac{x}{16}\right)}{x} \, dx","Int[((4624 + 272*x^2 - 96*E^(3/x)*x^3 + 4*x^4 + 4*E^(4/x)*x^4 + E^x^(-1)*(-3264*x - 96*x^3) + E^(2/x)*(848*x^2 + 8*x^4))*Log[x/16]^3 + (136*x^2 + 4*x^4 + E^x^(-1)*(816 - 816*x + 24*x^2 - 72*x^3) + E^(3/x)*(72*x^2 - 72*x^3) + E^(4/x)*(-4*x^3 + 4*x^4) + E^(2/x)*(-424*x + 424*x^2 - 4*x^3 + 8*x^4))*Log[x/16]^4)/x,x]","-e^{4/x} x^4 \log ^3\left(\frac{x}{16}\right) (\log (16)-\log (x))-24 e^{3/x} x^3 \log ^4\left(\frac{x}{16}\right)+\left(x^2+34\right)^2 \log ^4\left(\frac{x}{16}\right)+2 e^{2/x} x^2 \log ^3\left(\frac{x}{16}\right) \left(x^2 \log \left(\frac{x}{16}\right)+106 \log \left(\frac{x}{16}\right)\right)-24 e^{\frac{1}{x}} x \log ^3\left(\frac{x}{16}\right) \left(x^2 \log \left(\frac{x}{16}\right)+34 \log \left(\frac{x}{16}\right)\right)","\left(x^2+\left(6-e^{\frac{1}{x}} x\right)^2-2\right)^2 \log ^4\left(\frac{x}{16}\right)",1,"-24*E^(3/x)*x^3*Log[x/16]^4 + (34 + x^2)^2*Log[x/16]^4 - 24*E^x^(-1)*x*Log[x/16]^3*(34*Log[x/16] + x^2*Log[x/16]) + 2*E^(2/x)*x^2*Log[x/16]^3*(106*Log[x/16] + x^2*Log[x/16]) - E^(4/x)*x^4*Log[x/16]^3*(Log[16] - Log[x])","B",29,9,190,0.04737,1,"{14, 2288, 6742, 2353, 2302, 30, 2305, 2304, 2338}"
6166,1,27,0,0.5083746,"\int \frac{1+e^4 \log (x)+\left(6+6 e^4+\left(1+7 e^4\right) \log (x)+e^4 \log ^2(x)\right) \log \left(\frac{5+\log (2)}{6+\log (x)}\right)}{\left(6 x+\left(x+6 e^4 x\right) \log (x)+e^4 x \log ^2(x)\right) \log \left(\frac{5+\log (2)}{6+\log (x)}\right)} \, dx","Int[(1 + E^4*Log[x] + (6 + 6*E^4 + (1 + 7*E^4)*Log[x] + E^4*Log[x]^2)*Log[(5 + Log[2])/(6 + Log[x])])/((6*x + (x + 6*E^4*x)*Log[x] + E^4*x*Log[x]^2)*Log[(5 + Log[2])/(6 + Log[x])]),x]","\log (x)+\log \left(e^4 \log (x)+1\right)-\log \left(\log \left(\frac{5+\log (2)}{\log (x)+6}\right)\right)","\log \left(\frac{x+e^4 x \log (x)}{\log \left(\frac{5+\log (2)}{\log (x)+6}\right)}\right)",1,"Log[x] + Log[1 + E^4*Log[x]] - Log[Log[(5 + Log[2])/(6 + Log[x])]]","A",12,7,87,0.08046,1,"{6, 6688, 6728, 43, 2390, 2302, 29}"
6167,1,60,0,0.3322167,"\int \frac{\left(2 x-x^2-x^3\right) \log (5)+\left(4+12 x+12 x^2+4 x^3\right) \log \left(\frac{18+9 x}{x}\right)}{2 x+7 x^2+9 x^3+5 x^4+x^5} \, dx","Int[((2*x - x^2 - x^3)*Log[5] + (4 + 12*x + 12*x^2 + 4*x^3)*Log[(18 + 9*x)/x])/(2*x + 7*x^2 + 9*x^3 + 5*x^4 + x^5),x]","2 \text{Li}_2\left(-\frac{2}{x}\right)+2 \text{Li}_2\left(-\frac{x}{2}\right)+\log ^2(x+2)-2 \log \left(\frac{18}{x}+9\right) \log (x+2)+2 \log (9) \log (x)-2 \log (2) \log (x)+\frac{x \log (5)}{(x+1)^2}","-\log ^2\left(\frac{9 (x+2)}{x}\right)+\frac{x \log (5)}{(x+1)^2}+3",1,"(x*Log[5])/(1 + x)^2 - 2*Log[2]*Log[x] + 2*Log[9]*Log[x] - 2*Log[9 + 18/x]*Log[2 + x] + Log[2 + x]^2 + 2*PolyLog[2, -2/x] + 2*PolyLog[2, -1/2*x]","C",17,13,69,0.1884,1,"{6688, 6742, 24, 34, 2466, 2454, 2392, 2391, 2462, 260, 2416, 2390, 2301}"
6168,0,0,0,5.9633784,"\int \frac{625 e^x+e^x (-625-625 x) \log (x) \log (\log (x))+(625-1250 x) \log (x) \log ^2(\log (x))}{625 e^{2 x} x^2 \log (x)+e^x \left(-50 x-1250 x^2+1250 x^3\right) \log (x) \log (\log (x))+\left(1+50 x+575 x^2-1250 x^3+625 x^4\right) \log (x) \log ^2(\log (x))} \, dx","Int[(625*E^x + E^x*(-625 - 625*x)*Log[x]*Log[Log[x]] + (625 - 1250*x)*Log[x]*Log[Log[x]]^2)/(625*E^(2*x)*x^2*Log[x] + E^x*(-50*x - 1250*x^2 + 1250*x^3)*Log[x]*Log[Log[x]] + (1 + 50*x + 575*x^2 - 1250*x^3 + 625*x^4)*Log[x]*Log[Log[x]]^2),x]","\int \frac{625 e^x+e^x (-625-625 x) \log (x) \log (\log (x))+(625-1250 x) \log (x) \log ^2(\log (x))}{625 e^{2 x} x^2 \log (x)+e^x \left(-50 x-1250 x^2+1250 x^3\right) \log (x) \log (\log (x))+\left(1+50 x+575 x^2-1250 x^3+625 x^4\right) \log (x) \log ^2(\log (x))} \, dx","\frac{1}{x \left(x-\frac{1}{25 x}+\frac{e^x}{\log (\log (x))}-1\right)}",1,"625*Defer[Int][Log[Log[x]]/(Log[x]*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2), x] + 25*Defer[Int][Log[Log[x]]/(x*Log[x]*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2), x] - 625*Defer[Int][(x*Log[Log[x]])/(Log[x]*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2), x] - 25*Defer[Int][Log[Log[x]]^2/(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2, x] - 25*Defer[Int][Log[Log[x]]^2/(x*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2), x] - 1250*Defer[Int][(x*Log[Log[x]]^2)/(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2, x] + 625*Defer[Int][(x^2*Log[Log[x]]^2)/(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])^2, x] + 25*Defer[Int][1/(x*Log[x]*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])), x] - 25*Defer[Int][Log[Log[x]]/(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]]), x] - 25*Defer[Int][Log[Log[x]]/(x*(25*E^x*x - Log[Log[x]] - 25*x*Log[Log[x]] + 25*x^2*Log[Log[x]])), x]","F",0,0,0,0,-1,"{}"
6169,0,0,0,0.2681366,"\int \frac{8+8 x+2 x^2+e^{\frac{5 x}{2+x}} \left(18+28 x+2 x^2\right)}{4+4 x+x^2} \, dx","Int[(8 + 8*x + 2*x^2 + E^((5*x)/(2 + x))*(18 + 28*x + 2*x^2))/(4 + 4*x + x^2),x]","\int \frac{8+8 x+2 x^2+e^{\frac{5 x}{2+x}} \left(18+28 x+2 x^2\right)}{4+4 x+x^2} \, dx","\left(\frac{1}{x}+2\right) \left(e^{\frac{5 x}{x+2}} x+x\right)",1,"-3*E^(5 - 10/(2 + x)) + 2*x - 20*E^5*ExpIntegralEi[-10/(2 + x)] + 2*Defer[Int][E^((5*x)/(2 + x)), x]","F",0,0,0,0,-1,"{}"
6170,1,26,0,0.0837882,"\int \frac{5 x^6+48 x^7+112 x^8+\left(80-40 x^5-384 x^6-896 x^7\right) \log (3)+\left(80 x^4+768 x^5+1792 x^6\right) \log ^2(3)}{x^2-8 x \log (3)+16 \log ^2(3)} \, dx","Int[(5*x^6 + 48*x^7 + 112*x^8 + (80 - 40*x^5 - 384*x^6 - 896*x^7)*Log[3] + (80*x^4 + 768*x^5 + 1792*x^6)*Log[3]^2)/(x^2 - 8*x*Log[3] + 16*Log[3]^2),x]","16 x^7+8 x^6+x^5-\frac{80 \log (3)}{x-4 \log (3)}","(4 x+1)^2 x^5+\frac{20 x}{4 \log (3)-x}-2",1,"x^5 + 8*x^6 + 16*x^7 - (80*Log[3])/(x - 4*Log[3])","A",3,2,75,0.02667,1,"{27, 1850}"
6171,1,97,0,1.1582747,"\int \frac{24 x+4 e^{\frac{-3+x^2}{x}} x-8 x^2+\left(-2 x^2+e^{\frac{-3+x^2}{x}} \left(3+x^2\right)\right) \log \left(\frac{x^4}{16}\right) \log \left(\log \left(\frac{x^4}{16}\right)\right)}{x^2 \log \left(\frac{x^4}{16}\right)} \, dx","Int[(24*x + 4*E^((-3 + x^2)/x)*x - 8*x^2 + (-2*x^2 + E^((-3 + x^2)/x)*(3 + x^2))*Log[x^4/16]*Log[Log[x^4/16]])/(x^2*Log[x^4/16]),x]","-2 x \log \left(\log \left(\frac{x^4}{16}\right)\right)+6 \log \left(\log \left(\frac{x^4}{16}\right)\right)+\frac{e^{x-\frac{3}{x}} \left(3 \log \left(\frac{x^4}{16}\right) \log \left(\log \left(\frac{x^4}{16}\right)\right)+x^2 \log \left(\frac{x^4}{16}\right) \log \left(\log \left(\frac{x^4}{16}\right)\right)\right)}{\left(\frac{3}{x^2}+1\right) x^2 \log \left(\frac{x^4}{16}\right)}","\left(-2 x+e^{x-\frac{3}{x}}+6\right) \log \left(\log \left(\frac{x^4}{16}\right)\right)",1,"6*Log[Log[x^4/16]] - 2*x*Log[Log[x^4/16]] + (E^(-3/x + x)*(3*Log[x^4/16]*Log[Log[x^4/16]] + x^2*Log[x^4/16]*Log[Log[x^4/16]]))/((1 + 3/x^2)*x^2*Log[x^4/16])","B",14,9,78,0.1154,1,"{6742, 6688, 2353, 2300, 2178, 2302, 29, 2520, 2288}"
6172,0,0,0,1.1554621,"\int \frac{48-26 x+4 x^2+\left(16-11 x+2 x^2\right) \log (x)+(12-4 x+(4-2 x) \log (x)) \log \left(\frac{1}{4} \left(4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)\right)\right)}{2 x+x \log (x)} \, dx","Int[(48 - 26*x + 4*x^2 + (16 - 11*x + 2*x^2)*Log[x] + (12 - 4*x + (4 - 2*x)*Log[x])*Log[(4*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2)/4])/(2*x + x*Log[x]),x]","\int \frac{48-26 x+4 x^2+\left(16-11 x+2 x^2\right) \log (x)+(12-4 x+(4-2 x) \log (x)) \log \left(\frac{1}{4} \left(4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)\right)\right)}{2 x+x \log (x)} \, dx","\left(\log \left(x^2 \left(-\frac{\log (x)}{2}-1\right)^2\right)-x+4\right)^2+x+5",1,"-11*x + x^2 - (4*ExpIntegralEi[2 + Log[x]])/E^2 + 16*Log[x] + 16*Log[2 + Log[x]] - 4*Defer[Int][Log[(x^2*(2 + Log[x])^2)/4]/(2 + Log[x]), x] + 12*Defer[Int][Log[(x^2*(2 + Log[x])^2)/4]/(x*(2 + Log[x])), x] - 2*Defer[Int][(Log[x]*Log[(x^2*(2 + Log[x])^2)/4])/(2 + Log[x]), x] + 4*Defer[Int][(Log[x]*Log[(x^2*(2 + Log[x])^2)/4])/(x*(2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
6173,1,29,0,0.4802724,"\int \frac{e^{\frac{1+32 e^{2 x} x+256 e^{4 x} x^2}{8 x^2}} \left(-1+512 e^{4 x} x^3+e^{2 x} \left(-16 x+32 x^2\right)\right)}{4 x^3} \, dx","Int[(E^((1 + 32*E^(2*x)*x + 256*E^(4*x)*x^2)/(8*x^2))*(-1 + 512*E^(4*x)*x^3 + E^(2*x)*(-16*x + 32*x^2)))/(4*x^3),x]","e^{\frac{256 e^{4 x} x^2+32 e^{2 x} x+1}{8 x^2}}","e^{2 \left(4 e^{2 x}+\frac{1}{4 x}\right)^2}+2",1,"E^((1 + 32*E^(2*x)*x + 256*E^(4*x)*x^2)/(8*x^2))","A",2,2,63,0.03175,1,"{12, 6706}"
6174,0,0,0,137.4933854,"\int \frac{20+5 x+12 x^3+3 x^4+e^x \left(12 x^2+3 x^3\right)+\left(-20+24 x^3+9 x^4+e^x \left(12 x^2+18 x^3+3 x^4\right)\right) \log (x)+\left(-400-480 x^3-144 e^{2 x} x^4-144 x^6+e^x \left(-480 x^2-288 x^5\right)\right) \log ^2(x)}{x^2+\left(-80 x+20 x^2-48 x^4+12 x^5+e^x \left(-48 x^3+12 x^4\right)\right) \log (x)+\left(1600-800 x+100 x^2+1920 x^3-960 x^4+120 x^5+576 x^6-288 x^7+36 x^8+e^{2 x} \left(576 x^4-288 x^5+36 x^6\right)+e^x \left(1920 x^2-960 x^3+120 x^4+1152 x^5-576 x^6+72 x^7\right)\right) \log ^2(x)} \, dx","Int[(20 + 5*x + 12*x^3 + 3*x^4 + E^x*(12*x^2 + 3*x^3) + (-20 + 24*x^3 + 9*x^4 + E^x*(12*x^2 + 18*x^3 + 3*x^4))*Log[x] + (-400 - 480*x^3 - 144*E^(2*x)*x^4 - 144*x^6 + E^x*(-480*x^2 - 288*x^5))*Log[x]^2)/(x^2 + (-80*x + 20*x^2 - 48*x^4 + 12*x^5 + E^x*(-48*x^3 + 12*x^4))*Log[x] + (1600 - 800*x + 100*x^2 + 1920*x^3 - 960*x^4 + 120*x^5 + 576*x^6 - 288*x^7 + 36*x^8 + E^(2*x)*(576*x^4 - 288*x^5 + 36*x^6) + E^x*(1920*x^2 - 960*x^3 + 120*x^4 + 1152*x^5 - 576*x^6 + 72*x^7))*Log[x]^2),x]","\int \frac{20+5 x+12 x^3+3 x^4+e^x \left(12 x^2+3 x^3\right)+\left(-20+24 x^3+9 x^4+e^x \left(12 x^2+18 x^3+3 x^4\right)\right) \log (x)+\left(-400-480 x^3-144 e^{2 x} x^4-144 x^6+e^x \left(-480 x^2-288 x^5\right)\right) \log ^2(x)}{x^2+\left(-80 x+20 x^2-48 x^4+12 x^5+e^x \left(-48 x^3+12 x^4\right)\right) \log (x)+\left(1600-800 x+100 x^2+1920 x^3-960 x^4+120 x^5+576 x^6-288 x^7+36 x^8+e^{2 x} \left(576 x^4-288 x^5+36 x^6\right)+e^x \left(1920 x^2-960 x^3+120 x^4+1152 x^5-576 x^6+72 x^7\right)\right) \log ^2(x)} \, dx","\frac{x+4}{\frac{x}{\left(3 \left(x+e^x\right) x^2+5\right) \log (x)}+2 (x-4)}+1",1,"-4/(4 - x) - 26*Defer[Int][(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^(-2), x] - 64*Defer[Int][1/((4 - x)^2*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2), x] - 120*Defer[Int][1/((-4 + x)*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2), x] - 5*Defer[Int][x/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] - Defer[Int][x^2/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x]/2 - 4*Defer[Int][1/(Log[x]*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2), x] - 16*Defer[Int][1/((-4 + x)*Log[x]*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2), x] - Defer[Int][x/(Log[x]*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2), x]/2 - 40*Defer[Int][Log[x]/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] - 30*Defer[Int][(x*Log[x])/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] - 5*Defer[Int][(x^2*Log[x])/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] + 12*Defer[Int][(x^3*Log[x])/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] - 9*Defer[Int][(x^4*Log[x])/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] - 3*Defer[Int][(x^5*Log[x])/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^2, x] + 5*Defer[Int][(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])^(-1), x] + 32*Defer[Int][1/((4 - x)^2*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])), x] + 30*Defer[Int][1/((-4 + x)*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])), x] + Defer[Int][x/(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x]), x]/2 + Defer[Int][1/(Log[x]*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])), x]/2 + 4*Defer[Int][1/((-4 + x)*Log[x]*(x + 2*(-4 + x)*(5 + 3*E^x*x^2 + 3*x^3)*Log[x])), x]","F",0,0,0,0,-1,"{}"
6175,1,34,0,0.09981,"\int \frac{-27 x+42 x^2-9 x^3+(12-3 x) \log (20-5 x)}{-4+x} \, dx","Int[(-27*x + 42*x^2 - 9*x^3 + (12 - 3*x)*Log[20 - 5*x])/(-4 + x),x]","-3 x^3+3 x^2-12 \log (4-x)+3 (4-x) \log (5 (4-x))","3 x \left(-x^2+x-\log (5 (4-x))\right)",1,"3*x^2 - 3*x^3 - 12*Log[4 - x] + 3*(4 - x)*Log[5*(4 - x)]","A",6,4,32,0.1250,1,"{6742, 771, 2389, 2295}"
6176,0,0,0,13.5197675,"\int \frac{8 x^2 \log (x)+\exp \left(\frac{2 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) \left(96 x+\left(144-48 x^2\right) \log (x)-96 \log (\log (x))+48 \log (x) \log ^2(\log (x))\right)}{\exp \left(\frac{6 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^2 \log (x)-3 \exp \left(\frac{4 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^3 \log (x)+3 \exp \left(\frac{2 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^4 \log (x)-x^5 \log (x)} \, dx","Int[(8*x^2*Log[x] + E^((2*(9 - x + 3*x^2 - 6*x*Log[Log[x]] + 3*Log[Log[x]]^2))/x)*(96*x + (144 - 48*x^2)*Log[x] - 96*Log[Log[x]] + 48*Log[x]*Log[Log[x]]^2))/(E^((6*(9 - x + 3*x^2 - 6*x*Log[Log[x]] + 3*Log[Log[x]]^2))/x)*x^2*Log[x] - 3*E^((4*(9 - x + 3*x^2 - 6*x*Log[Log[x]] + 3*Log[Log[x]]^2))/x)*x^3*Log[x] + 3*E^((2*(9 - x + 3*x^2 - 6*x*Log[Log[x]] + 3*Log[Log[x]]^2))/x)*x^4*Log[x] - x^5*Log[x]),x]","\int \frac{8 x^2 \log (x)+\exp \left(\frac{2 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) \left(96 x+\left(144-48 x^2\right) \log (x)-96 \log (\log (x))+48 \log (x) \log ^2(\log (x))\right)}{\exp \left(\frac{6 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^2 \log (x)-3 \exp \left(\frac{4 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^3 \log (x)+3 \exp \left(\frac{2 \left(9-x+3 x^2-6 x \log (\log (x))+3 \log ^2(\log (x))\right)}{x}\right) x^4 \log (x)-x^5 \log (x)} \, dx","\frac{4}{\left(x-e^{\frac{2 \left(3 \left((\log (\log (x))-x)^2+3\right)-x\right)}{x}}\right)^2}",1,"-96*E^6*Defer[Int][Log[x]^35/(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3, x] - 8*E^6*Defer[Int][Log[x]^36/(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3, x] - 144*E^6*Defer[Int][Log[x]^36/(x*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3), x] + 48*E^6*Defer[Int][(x*Log[x]^36)/(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3, x] + 96*E^4*Defer[Int][Log[x]^23/(x*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^2), x] - 48*E^4*Defer[Int][Log[x]^24/(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^2, x] + 144*E^4*Defer[Int][Log[x]^24/(x^2*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^2), x] + 96*E^6*Defer[Int][(Log[x]^35*Log[Log[x]])/(x*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3), x] - 96*E^4*Defer[Int][(Log[x]^23*Log[Log[x]])/(x^2*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^2), x] - 48*E^6*Defer[Int][(Log[x]^36*Log[Log[x]]^2)/(x*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^3), x] + 48*E^4*Defer[Int][(Log[x]^24*Log[Log[x]]^2)/(x^2*(-E^(18/x + 6*x + (6*Log[Log[x]]^2)/x) + E^2*x*Log[x]^12)^2), x]","F",0,0,0,0,-1,"{}"
6177,0,0,0,0.1017087,"\int \frac{-8+8 x}{\left(-x+2 x^2\right) \log \left(\frac{50-100 x}{3 x^2}\right)} \, dx","Int[(-8 + 8*x)/((-x + 2*x^2)*Log[(50 - 100*x)/(3*x^2)]),x]","\int \frac{-8+8 x}{\left(-x+2 x^2\right) \log \left(\frac{50-100 x}{3 x^2}\right)} \, dx","4 \left(2-\log \left(\log \left(\frac{50 (1-2 x)}{3 x^2}\right)\right)\right)",1,"Defer[Int][(-8 + 8*x)/(x*(-1 + 2*x)*Log[(50 - 100*x)/(3*x^2)]), x]","F",0,0,0,0,-1,"{}"
6178,1,50,0,0.9240456,"\int \frac{e^{-x} \left(-24-30 x-6 x^2+e^x \left(-100 x^3-108 x^4-33 x^5-2 x^6+e^2 \left(-4 x^3-4 x^4-x^5\right)\right)\right)}{4 x^3+4 x^4+x^5} \, dx","Int[(-24 - 30*x - 6*x^2 + E^x*(-100*x^3 - 108*x^4 - 33*x^5 - 2*x^6 + E^2*(-4*x^3 - 4*x^4 - x^5)))/(E^x*(4*x^3 + 4*x^4 + x^5)),x]","-x^2+\frac{3 e^{-x}}{x^2}-\left(25+e^2\right) x+\frac{3 e^{-x}}{2 (x+2)}-\frac{3 e^{-x}}{2 x}","x \left(\frac{6 e^{-x}}{((x+1) x+x) x^2}-x-e^2-25\right)",1,"3/(E^x*x^2) - 3/(2*E^x*x) - (25 + E^2)*x - x^2 + 3/(2*E^x*(2 + x))","A",15,5,77,0.06494,1,"{1594, 27, 6742, 2177, 2178}"
6179,0,0,0,5.4119985,"\int \frac{-50+e^{12} (-5-2 x)+20 x+5 x^3+2 x^4+e^{3 x^2} \left(5+2 e^{20}+2 x\right)+e^8 \left(-10+15 x+6 x^2\right)+e^4 \left(-20+10 x-15 x^2-6 x^3\right)+e^{2 x^2} \left(-10+e^4 (-15-6 x)+55 x+26 x^2+e^{20} \left(-6 e^4+26 x\right)\right)+e^{20} \left(-2 e^{12}+10 x+6 e^8 x+2 x^3+e^4 \left(-10-6 x^2\right)\right)+e^{x^2} \left(20-110 x+55 x^2+26 x^3+e^8 (15+6 x)+e^4 \left(20-70 x-32 x^2\right)+e^{20} \left(10+6 e^8-32 e^4 x+26 x^2\right)\right)}{-e^{12}+e^{3 x^2}+3 e^8 x-3 e^4 x^2+x^3+e^{2 x^2} \left(-3 e^4+3 x\right)+e^{x^2} \left(3 e^8-6 e^4 x+3 x^2\right)} \, dx","Int[(-50 + E^12*(-5 - 2*x) + 20*x + 5*x^3 + 2*x^4 + E^(3*x^2)*(5 + 2*E^20 + 2*x) + E^8*(-10 + 15*x + 6*x^2) + E^4*(-20 + 10*x - 15*x^2 - 6*x^3) + E^(2*x^2)*(-10 + E^4*(-15 - 6*x) + 55*x + 26*x^2 + E^20*(-6*E^4 + 26*x)) + E^20*(-2*E^12 + 10*x + 6*E^8*x + 2*x^3 + E^4*(-10 - 6*x^2)) + E^x^2*(20 - 110*x + 55*x^2 + 26*x^3 + E^8*(15 + 6*x) + E^4*(20 - 70*x - 32*x^2) + E^20*(10 + 6*E^8 - 32*E^4*x + 26*x^2)))/(-E^12 + E^(3*x^2) + 3*E^8*x - 3*E^4*x^2 + x^3 + E^(2*x^2)*(-3*E^4 + 3*x) + E^x^2*(3*E^8 - 6*E^4*x + 3*x^2)),x]","\int \frac{-50+e^{12} (-5-2 x)+20 x+5 x^3+2 x^4+e^{3 x^2} \left(5+2 e^{20}+2 x\right)+e^8 \left(-10+15 x+6 x^2\right)+e^4 \left(-20+10 x-15 x^2-6 x^3\right)+e^{2 x^2} \left(-10+e^4 (-15-6 x)+55 x+26 x^2+e^{20} \left(-6 e^4+26 x\right)\right)+e^{20} \left(-2 e^{12}+10 x+6 e^8 x+2 x^3+e^4 \left(-10-6 x^2\right)\right)+e^{x^2} \left(20-110 x+55 x^2+26 x^3+e^8 (15+6 x)+e^4 \left(20-70 x-32 x^2\right)+e^{20} \left(10+6 e^8-32 e^4 x+26 x^2\right)\right)}{-e^{12}+e^{3 x^2}+3 e^8 x-3 e^4 x^2+x^3+e^{2 x^2} \left(-3 e^4+3 x\right)+e^{x^2} \left(3 e^8-6 e^4 x+3 x^2\right)} \, dx","\left(-\frac{5}{e^{x^2}+x-e^4}+x+e^{20}+2\right)^2+x+3",1,"(5 + 2*E^20)*x + x^2 + 10*(2 + E^20)*Defer[Int][(E^4 - E^x^2 - x)^(-2), x] + 100*E^4*Defer[Int][x/(E^4 - E^x^2 - x)^3, x] - 20*(2 + E^20)*Defer[Int][x/(E^4 - E^x^2 - x), x] - 20*(2 - E^4 + E^20)*Defer[Int][x^2/(E^4 - E^x^2 - x)^2, x] - 50*Defer[Int][(-E^4 + E^x^2 + x)^(-3), x] + 100*Defer[Int][x^2/(-E^4 + E^x^2 + x)^3, x] - 10*(9 - 4*E^4 - 2*E^24)*Defer[Int][x/(-E^4 + E^x^2 + x)^2, x] - 20*Defer[Int][x^3/(-E^4 + E^x^2 + x)^2, x] - 10*Defer[Int][(-E^4 + E^x^2 + x)^(-1), x] + 20*Defer[Int][x^2/(-E^4 + E^x^2 + x), x]","F",0,0,0,0,-1,"{}"
6180,1,11,0,0.0009749,"\int \frac{1}{16} (1-31 x) \, dx","Int[(1 - 31*x)/16,x]","-\frac{1}{992} (1-31 x)^2","x \left(\frac{1}{64} (2 x+4)-x\right)+\sqrt[16]{e}",1,"-1/992*(1 - 31*x)^2","A",1,1,9,0.1111,1,"{9}"
6181,1,12,0,0.0122677,"\int \frac{51 e^4}{400+e^4 (800+51 x)} \, dx","Int[(51*E^4)/(400 + E^4*(800 + 51*x)),x]","\log \left(e^4 (51 x+800)+400\right)","\log \left(\frac{51 x}{25}+16 \left(2+\frac{1}{e^4}\right)\right)+2",1,"Log[400 + E^4*(800 + 51*x)]","A",3,3,18,0.1667,1,"{12, 33, 31}"
6182,0,0,0,0.5231425,"\int \frac{1}{16} \left(23 x^2+60 x^3-200 x^4+120 x^5+\left(10 x+60 x^2-80 x^3\right) \log (x)+10 x \log ^2(x)+x^{2 x} \left(40 x+40 x^2+40 x^2 \log (x)\right)+x^x \left(-20 x-120 x^2+120 x^3+40 x^4+\left(-40 x-20 x^2-40 x^3+40 x^4\right) \log (x)-20 x^2 \log ^2(x)\right)\right) \, dx","Int[(23*x^2 + 60*x^3 - 200*x^4 + 120*x^5 + (10*x + 60*x^2 - 80*x^3)*Log[x] + 10*x*Log[x]^2 + x^(2*x)*(40*x + 40*x^2 + 40*x^2*Log[x]) + x^x*(-20*x - 120*x^2 + 120*x^3 + 40*x^4 + (-40*x - 20*x^2 - 40*x^3 + 40*x^4)*Log[x] - 20*x^2*Log[x]^2))/16,x]","\int \frac{1}{16} \left(23 x^2+60 x^3-200 x^4+120 x^5+\left(10 x+60 x^2-80 x^3\right) \log (x)+10 x \log ^2(x)+x^{2 x} \left(40 x+40 x^2+40 x^2 \log (x)\right)+x^x \left(-20 x-120 x^2+120 x^3+40 x^4+\left(-40 x-20 x^2-40 x^3+40 x^4\right) \log (x)-20 x^2 \log ^2(x)\right)\right) \, dx","\frac{1}{16} x^2 \left(5 \left(2 \left(-x^x-x^2+x\right)+\log (x)\right)^2+x\right)",1,"x^3/16 + (5*x^4)/4 - (5*x^5)/2 + (5*x^6)/4 + (5*x^3*Log[x])/4 - (5*x^4*Log[x])/4 + (5*x^2*Log[x]^2)/16 - (5*Defer[Int][x^(1 + x), x])/4 - (5*Log[x]*Defer[Int][x^(1 + x), x])/2 - (15*Defer[Int][x^(2 + x), x])/2 - (5*Log[x]*Defer[Int][x^(2 + x), x])/4 + (15*Defer[Int][x^(3 + x), x])/2 - (5*Log[x]*Defer[Int][x^(3 + x), x])/2 + (5*Defer[Int][x^(4 + x), x])/2 + (5*Log[x]*Defer[Int][x^(4 + x), x])/2 + (5*Defer[Int][x^(1 + 2*x), x])/2 + (5*Defer[Int][x^(2 + 2*x), x])/2 + (5*Log[x]*Defer[Int][x^(2 + 2*x), x])/2 - (5*Defer[Int][x^(2 + x)*Log[x]^2, x])/4 + (5*Defer[Int][Defer[Int][x^(1 + x), x]/x, x])/2 + (5*Defer[Int][Defer[Int][x^(2 + x), x]/x, x])/4 + (5*Defer[Int][Defer[Int][x^(3 + x), x]/x, x])/2 - (5*Defer[Int][Defer[Int][x^(4 + x), x]/x, x])/2 - (5*Defer[Int][Defer[Int][x^(2 + 2*x), x]/x, x])/2","F",0,0,0,0,-1,"{}"
6183,1,31,0,0.0777728,"\int \frac{2+e^x-8 x+18 x^2-16 x^3+5 x^4}{-9+e^x+2 x-4 x^2+6 x^3-4 x^4+x^5} \, dx","Int[(2 + E^x - 8*x + 18*x^2 - 16*x^3 + 5*x^4)/(-9 + E^x + 2*x - 4*x^2 + 6*x^3 - 4*x^4 + x^5),x]","\log \left(-x^5+4 x^4-6 x^3+4 x^2-2 x-e^x+9\right)","\log \left(x \left(-x^2+2 x-1\right)^2+e^x+x-9\right)",1,"Log[9 - E^x - 2*x + 4*x^2 - 6*x^3 + 4*x^4 - x^5]","A",1,1,52,0.01923,1,"{6684}"
6184,1,30,0,0.8671254,"\int \frac{-11 x-3 e^x x+\left(22 x-22 x^2+e^x \left(6 x-3 x^2-3 x^3\right)\right) \log \left(\frac{-1+x}{x}\right)}{-1+x} \, dx","Int[(-11*x - 3*E^x*x + (22*x - 22*x^2 + E^x*(6*x - 3*x^2 - 3*x^3))*Log[(-1 + x)/x])/(-1 + x),x]","-3 e^x x^2 \log \left(1-\frac{1}{x}\right)-11 x^2 \log \left(1-\frac{1}{x}\right)","-\left(\left(3 \left(e^x+3\right)+2\right) x^2 \log \left(\frac{x-1}{x}\right)\right)",1,"-11*x^2*Log[1 - x^(-1)] - 3*E^x*x^2*Log[1 - x^(-1)]","A",24,12,52,0.2308,1,"{6688, 6742, 2199, 2194, 2178, 2196, 2176, 2554, 14, 43, 2455, 193}"
6185,1,17,0,0.0200222,"\int \frac{1+e^{8/3} (-7-2 x)-7 x-2 x^2}{e^{8/3}+x} \, dx","Int[(1 + E^(8/3)*(-7 - 2*x) - 7*x - 2*x^2)/(E^(8/3) + x),x]","-x^2-7 x+\log \left(x+e^{8/3}\right)","-(x+3)^2-x+\log \left(x+e^{8/3}\right)+10",1,"-7*x - x^2 + Log[E^(8/3) + x]","A",2,1,31,0.03226,1,"{1850}"
6186,1,32,0,0.0906545,"\int \frac{3970-2520 x-9360 x^2-6400 x^3-1440 x^4}{-33-463 x-315 x^2+298 x^3+316 x^4+72 x^5} \, dx","Int[(3970 - 2520*x - 9360*x^2 - 6400*x^3 - 1440*x^4)/(-33 - 463*x - 315*x^2 + 298*x^3 + 316*x^4 + 72*x^5),x]","20 \log (2 x+3)-10 \log \left(-36 x^4-104 x^3+7 x^2+147 x+11\right)","5 \log \left(\frac{2}{\left(\left(3 x-\frac{5}{2 x+3}\right)^2-x-4\right)^2}\right)",1,"20*Log[3 + 2*x] - 10*Log[11 + 147*x + 7*x^2 - 104*x^3 - 36*x^4]","A",3,2,48,0.04167,1,"{2074, 1587}"
6187,0,0,0,27.8665988,"\int \frac{-70 x-5 x^2+10 x^3+e^{-2+5 x+x^2} \left(-15+14 x-6 x^2+x^3\right)-5 e^{-2+5 x+x^2} x \log (x)}{15 x-5 x^2+e^{-2+5 x+x^2} \left(9 x^2-6 x^3+x^4\right)+e^{-2+5 x+x^2} \left(-15 x+5 x^2\right) \log (x)} \, dx","Int[(-70*x - 5*x^2 + 10*x^3 + E^(-2 + 5*x + x^2)*(-15 + 14*x - 6*x^2 + x^3) - 5*E^(-2 + 5*x + x^2)*x*Log[x])/(15*x - 5*x^2 + E^(-2 + 5*x + x^2)*(9*x^2 - 6*x^3 + x^4) + E^(-2 + 5*x + x^2)*(-15*x + 5*x^2)*Log[x]),x]","\int \frac{-70 x-5 x^2+10 x^3+e^{-2+5 x+x^2} \left(-15+14 x-6 x^2+x^3\right)-5 e^{-2+5 x+x^2} x \log (x)}{15 x-5 x^2+e^{-2+5 x+x^2} \left(9 x^2-6 x^3+x^4\right)+e^{-2+5 x+x^2} \left(-15 x+5 x^2\right) \log (x)} \, dx","\log \left(\frac{1}{4} \left(x+\frac{5 \left(\log (x)-e^{2-x (x+5)}\right)}{x-3}\right)\right)",1,"-Log[3 - x] - 3*Defer[Int][(-3*x + x^2 + 5*Log[x])^(-1), x] + 5*Defer[Int][1/(x*(-3*x + x^2 + 5*Log[x])), x] + 2*Defer[Int][x/(-3*x + x^2 + 5*Log[x]), x] - 15*E^2*Defer[Int][1/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] + 25*E^2*Defer[Int][1/(x*(-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] - 65*E^2*Defer[Int][x/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] - 5*E^2*Defer[Int][x^2/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] + 10*E^2*Defer[Int][x^3/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] + 125*E^2*Defer[Int][Log[x]/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x] + 50*E^2*Defer[Int][(x*Log[x])/((-3*x + x^2 + 5*Log[x])*(-5*E^2 - 3*E^(x*(5 + x))*x + E^(x*(5 + x))*x^2 + 5*E^(x*(5 + x))*Log[x])), x]","F",0,0,0,0,-1,"{}"
6188,0,0,0,2.1225069,"\int \frac{x+x^3-3 x^4-2 x \log (x)}{4 x^4-12 x^5+9 x^6+\left(4 x^2-6 x^3+4 x^4-6 x^5\right) \log (x)+\left(1+2 x^2+x^4\right) \log ^2(x)} \, dx","Int[(x + x^3 - 3*x^4 - 2*x*Log[x])/(4*x^4 - 12*x^5 + 9*x^6 + (4*x^2 - 6*x^3 + 4*x^4 - 6*x^5)*Log[x] + (1 + 2*x^2 + x^4)*Log[x]^2),x]","\int \frac{x+x^3-3 x^4-2 x \log (x)}{4 x^4-12 x^5+9 x^6+\left(4 x^2-6 x^3+4 x^4-6 x^5\right) \log (x)+\left(1+2 x^2+x^4\right) \log ^2(x)} \, dx","\frac{1}{-\frac{\log (x)}{x^2}+3 x-\log (x)-2}+i \pi +\log (4)",1,"6*Defer[Int][(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^(-2), x] + (2 - 3*I)*Defer[Int][1/((I - x)*(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2), x] + 5*Defer[Int][x/(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2, x] - 6*Defer[Int][x^2/(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2, x] + Defer[Int][x^3/(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2, x] - 3*Defer[Int][x^4/(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2, x] - (2 + 3*I)*Defer[Int][1/((I + x)*(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])^2), x] - Defer[Int][1/((I - x)*(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])), x] + Defer[Int][1/((I + x)*(-2*x^2 + 3*x^3 - Log[x] - x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
6189,0,0,0,1.120661,"\int \frac{e^{e^x x} \left(5+e^x+x\right) \left(1+e^{2 x} (1+x)+e^x \left(6+6 x+x^2\right)\right)+2 e^x x \log ^2(7)+\left(10 x+2 x^2\right) \log ^2(7)}{5+e^x+x} \, dx","Int[(E^(E^x*x)*(5 + E^x + x)*(1 + E^(2*x)*(1 + x) + E^x*(6 + 6*x + x^2)) + 2*E^x*x*Log[7]^2 + (10*x + 2*x^2)*Log[7]^2)/(5 + E^x + x),x]","\int \frac{e^{e^x x} \left(5+e^x+x\right) \left(1+e^{2 x} (1+x)+e^x \left(6+6 x+x^2\right)\right)+2 e^x x \log ^2(7)+\left(10 x+2 x^2\right) \log ^2(7)}{5+e^x+x} \, dx","x^2 \log ^2(7)+e^{e^x x} \left(x+e^x+5\right)",1,"x^2*Log[7]^2 + Defer[Int][E^(E^x*x), x] + 6*Defer[Int][E^(x + E^x*x), x] + Defer[Int][E^(2*x + E^x*x), x] + 6*Defer[Int][E^(x + E^x*x)*x, x] + Defer[Int][E^(2*x + E^x*x)*x, x] + Defer[Int][E^(x + E^x*x)*x^2, x]","F",0,0,0,0,-1,"{}"
6190,1,38,0,0.3468748,"\int \frac{x-2 x \log (x)+\left(9+e^x (-3-3 x)+e^{x^2} \left(-3-6 x^2\right)\right) \log ^2(x)+3 \log ^3(x)}{3 \log ^2(x)} \, dx","Int[(x - 2*x*Log[x] + (9 + E^x*(-3 - 3*x) + E^x^2*(-3 - 6*x^2))*Log[x]^2 + 3*Log[x]^3)/(3*Log[x]^2),x]","-e^{x^2} x-\frac{x^2}{3 \log (x)}+2 x+e^x-e^x (x+1)+x \log (x)","x \left(-e^{x^2}-e^x-\frac{x}{3 \log (x)}+\log (x)\right)+2 x+1",1,"E^x + 2*x - E^x^2*x - E^x*(1 + x) - x^2/(3*Log[x]) + x*Log[x]","A",18,12,50,0.2400,1,"{12, 6742, 2226, 2204, 2212, 6688, 2176, 2194, 2306, 2309, 2178, 2295}"
6191,1,42,0,0.7056362,"\int \frac{-25-10 x+e^{2+x} \left(5-3 x-x^2\right)+e^x \left(-25+15 x+9 x^2+x^3\right)}{25 x^2+10 x^3+x^4} \, dx","Int[(-25 - 10*x + E^(2 + x)*(5 - 3*x - x^2) + E^x*(-25 + 15*x + 9*x^2 + x^3))/(25*x^2 + 10*x^3 + x^4),x]","\frac{e^{x+2}}{5 (x+5)}+\frac{5}{(x+5) x}+\frac{\left(5-e^2\right) e^x}{5 x}","\frac{-\frac{x+e^{x+2}}{x+5}+e^x+1}{x}",1,"(E^x*(5 - E^2))/(5*x) + E^(2 + x)/(5*(5 + x)) + 5/(x*(5 + x))","A",13,6,55,0.1091,1,"{1594, 27, 6742, 74, 2177, 2178}"
6192,1,45,0,0.9067067,"\int \frac{e^x (3-5 x)+e^x (-1+2 x) \log (x)+(-3+2 x+(1-x) \log (x)) \log ^2(\log (3))}{4 e^x-4 e^x \log (x)+e^x \log ^2(x)} \, dx","Int[(E^x*(3 - 5*x) + E^x*(-1 + 2*x)*Log[x] + (-3 + 2*x + (1 - x)*Log[x])*Log[Log[3]]^2)/(4*E^x - 4*E^x*Log[x] + E^x*Log[x]^2),x]","\frac{(1-x) x}{2-\log (x)}-\frac{e^{-x} \log ^2(\log (3)) (2 x-x \log (x))}{(2-\log (x))^2}","\frac{x \left(x+e^{-x} \log ^2(\log (3))-1\right)}{\log (x)-2}+1",1,"((1 - x)*x)/(2 - Log[x]) - ((2*x - x*Log[x])*Log[Log[3]]^2)/(E^x*(2 - Log[x])^2)","A",21,8,64,0.1250,1,"{6741, 6742, 2320, 2330, 2299, 2178, 2309, 2288}"
6193,1,33,0,0.2356249,"\int \frac{36+48 x+16 x^2+4 e^3 x^2+e^{3/2} \left(24 x+16 x^2\right)+\left(2 x^2+e^{3/2} x^2\right) \log (3)}{9 x^2+12 x^3+4 x^4+e^3 x^4+e^{3/2} \left(6 x^3+4 x^4\right)} \, dx","Int[(36 + 48*x + 16*x^2 + 4*E^3*x^2 + E^(3/2)*(24*x + 16*x^2) + (2*x^2 + E^(3/2)*x^2)*Log[3])/(9*x^2 + 12*x^3 + 4*x^4 + E^3*x^4 + E^(3/2)*(6*x^3 + 4*x^4)),x]","-\frac{x \left(8+4 e^{3/2}+\log (3)\right)+12}{x \left(\left(2+e^{3/2}\right) x+3\right)}","-\frac{4}{x}-\frac{\log (3)}{e^{3/2} x+2 x+3}-2",1,"-((12 + x*(8 + 4*E^(3/2) + Log[3]))/(x*(3 + (2 + E^(3/2))*x)))","A",6,5,94,0.05319,1,"{6, 1680, 12, 1814, 8}"
6194,1,97,0,0.2682914,"\int \frac{e^{e^{\frac{-e^{2-4 x-x^2}-4 x}{x}}} \left(-10 x+e^{2+\frac{-e^{2-4 x-x^2}-4 x}{x}-4 x-x^2} \left(10+40 x+20 x^2\right)\right)}{x^3} \, dx","Int[(E^E^((-E^(2 - 4*x - x^2) - 4*x)/x)*(-10*x + E^(2 + (-E^(2 - 4*x - x^2) - 4*x)/x - 4*x - x^2)*(10 + 40*x + 20*x^2)))/x^3,x]","\frac{10 \left(2 x^2+4 x+1\right) \exp \left(-x^2+e^{-\frac{e^{-x^2-4 x+2}+4 x}{x}}-4 x+2\right)}{x^3 \left(\frac{e^{-x^2-4 x+2}+4 x}{x^2}-\frac{2 \left(2-e^{-x^2-4 x+2} (x+2)\right)}{x}\right)}","\frac{10 e^{e^{-\frac{e^{(-x-4) x+2}}{x}-4}}}{x}",1,"(10*E^(2 + E^(-((E^(2 - 4*x - x^2) + 4*x)/x)) - 4*x - x^2)*(1 + 4*x + 2*x^2))/(x^3*((E^(2 - 4*x - x^2) + 4*x)/x^2 - (2*(2 - E^(2 - 4*x - x^2)*(2 + x)))/x))","B",1,1,79,0.01266,1,"{2288}"
6195,1,36,0,0.0500937,"\int \frac{3 x^2+24 x^4+e^2 \left(2-x^2-8 x^4\right)+\left(6 x^2-2 e^2 x^2\right) \log (x)}{2 e^2 x} \, dx","Int[(3*x^2 + 24*x^4 + E^2*(2 - x^2 - 8*x^4) + (6*x^2 - 2*E^2*x^2)*Log[x])/(2*E^2*x),x]","\frac{\left(3-e^2\right) x^4}{e^2}+\frac{\left(3-e^2\right) x^2 \log (x)}{2 e^2}+\log (x)","\frac{3 x \left(x-\frac{e^2 x}{3}\right) \left(x^2+\frac{\log (x)}{2}\right)}{e^2}+\log (x)",1,"((3 - E^2)*x^4)/E^2 + Log[x] + ((3 - E^2)*x^2*Log[x])/(2*E^2)","A",6,3,54,0.05556,1,"{12, 14, 2304}"
6196,0,0,0,3.0089555,"\int \left(\left(3200 x+1600 x^2+200 x^3+e^x \left(-1280 x^2-1920 x^3-720 x^4-80 x^5\right)+e^{2 x} \left(128 x^3+320 x^4+264 x^5+80 x^6+8 x^7\right)\right) \log (x)+\left(3200 x+2400 x^2+400 x^3+e^x \left(-1920 x^2-4480 x^3-2760 x^4-600 x^5-40 x^6\right)+e^{2 x} \left(256 x^3+928 x^4+1112 x^5+544 x^6+112 x^7+8 x^8\right)\right) \log ^2(x)\right) \, dx","Int[(3200*x + 1600*x^2 + 200*x^3 + E^x*(-1280*x^2 - 1920*x^3 - 720*x^4 - 80*x^5) + E^(2*x)*(128*x^3 + 320*x^4 + 264*x^5 + 80*x^6 + 8*x^7))*Log[x] + (3200*x + 2400*x^2 + 400*x^3 + E^x*(-1920*x^2 - 4480*x^3 - 2760*x^4 - 600*x^5 - 40*x^6) + E^(2*x)*(256*x^3 + 928*x^4 + 1112*x^5 + 544*x^6 + 112*x^7 + 8*x^8))*Log[x]^2,x]","\int \left(\left(3200 x+1600 x^2+200 x^3+e^x \left(-1280 x^2-1920 x^3-720 x^4-80 x^5\right)+e^{2 x} \left(128 x^3+320 x^4+264 x^5+80 x^6+8 x^7\right)\right) \log (x)+\left(3200 x+2400 x^2+400 x^3+e^x \left(-1920 x^2-4480 x^3-2760 x^4-600 x^5-40 x^6\right)+e^{2 x} \left(256 x^3+928 x^4+1112 x^5+544 x^6+112 x^7+8 x^8\right)\right) \log ^2(x)\right) \, dx","4 x^2 (x+4)^2 \left(e^x x (x+1)-5\right)^2 \log ^2(x)",1,"3200*E^x - (193*E^(2*x))/8 - 1920*E^x*x + (109*E^(2*x)*x)/4 + 640*E^x*x^2 - (67*E^(2*x)*x^2)/4 + (13*E^(2*x)*x^3)/2 + 80*E^x*x^4 - (19*E^(2*x)*x^4)/2 - 7*E^(2*x)*x^5 - 2*E^(2*x)*x^6 - 1280*ExpIntegralEi[x] + (21*ExpIntegralEi[2*x])/2 + 1280*E^x*Log[x] - (21*E^(2*x)*Log[x])/2 - 1280*E^x*x*Log[x] + 21*E^(2*x)*x*Log[x] + 640*E^x*x^2*Log[x] - 21*E^(2*x)*x^2*Log[x] - 640*E^x*x^3*Log[x] + 14*E^(2*x)*x^3*Log[x] - 320*E^x*x^4*Log[x] + 25*E^(2*x)*x^4*Log[x] - 80*E^x*x^5*Log[x] + 54*E^(2*x)*x^5*Log[x] + 26*E^(2*x)*x^6*Log[x] + 4*E^(2*x)*x^7*Log[x] + 1600*x^2*Log[x]^2 + 800*x^3*Log[x]^2 + 100*x^4*Log[x]^2 - 1920*Defer[Int][E^x*x^2*Log[x]^2, x] - 4480*Defer[Int][E^x*x^3*Log[x]^2, x] + 256*Defer[Int][E^(2*x)*x^3*Log[x]^2, x] - 2760*Defer[Int][E^x*x^4*Log[x]^2, x] + 928*Defer[Int][E^(2*x)*x^4*Log[x]^2, x] - 600*Defer[Int][E^x*x^5*Log[x]^2, x] + 1112*Defer[Int][E^(2*x)*x^5*Log[x]^2, x] - 40*Defer[Int][E^x*x^6*Log[x]^2, x] + 544*Defer[Int][E^(2*x)*x^6*Log[x]^2, x] + 112*Defer[Int][E^(2*x)*x^7*Log[x]^2, x] + 8*Defer[Int][E^(2*x)*x^8*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
6197,0,0,0,6.0320103,"\int \frac{1}{81} \exp \left(\frac{1}{81} \left(81 e^{-1+2 x}+e^{-1+x} \left(81 x^2+11250 x^5+390625 x^8\right)\right)\right) \left(162 e^{-1+2 x}+e^{-1+x} \left(162 x+81 x^2+56250 x^4+11250 x^5+3125000 x^7+390625 x^8\right)\right) \, dx","Int[(E^((81*E^(-1 + 2*x) + E^(-1 + x)*(81*x^2 + 11250*x^5 + 390625*x^8))/81)*(162*E^(-1 + 2*x) + E^(-1 + x)*(162*x + 81*x^2 + 56250*x^4 + 11250*x^5 + 3125000*x^7 + 390625*x^8)))/81,x]","\int \frac{1}{81} \exp \left(\frac{1}{81} \left(81 e^{-1+2 x}+e^{-1+x} \left(81 x^2+11250 x^5+390625 x^8\right)\right)\right) \left(162 e^{-1+2 x}+e^{-1+x} \left(162 x+81 x^2+56250 x^4+11250 x^5+3125000 x^7+390625 x^8\right)\right) \, dx","e^{e^{x-1} \left(\left(\frac{625 x^4}{9}+x\right)^2+e^x\right)}",1,"2*Defer[Int][E^(-1 + 2*x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81), x] + 2*Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x, x] + Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x^2, x] + (6250*Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x^4, x])/9 + (1250*Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x^5, x])/9 + (3125000*Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x^7, x])/81 + (390625*Defer[Int][E^(-1 + x + (E^(-1 + x)*(81*E^x + 81*x^2 + 11250*x^5 + 390625*x^8))/81)*x^8, x])/81","F",0,0,0,0,-1,"{}"
6198,1,25,0,0.1687885,"\int \frac{1}{9} e^{-6+\frac{4 x^2-4 x^3+x^4}{9 e^6}} \left(-8 x+12 x^2-4 x^3\right) \, dx","Int[(E^(-6 + (4*x^2 - 4*x^3 + x^4)/(9*E^6))*(-8*x + 12*x^2 - 4*x^3))/9,x]","-e^{\frac{x^4-4 x^3+4 x^2}{9 e^6}}","-e^{\frac{(2-x)^2 x^2}{9 e^6}}",1,"-E^((4*x^2 - 4*x^3 + x^4)/(9*E^6))","A",3,3,43,0.06977,1,"{12, 1594, 6706}"
6199,0,0,0,0.3681407,"\int \frac{2 x^2+e^{\frac{6+11 x+3 e^x x+3 x^2}{3 x}} \left(-2+x^2+e^x x^2\right)}{x^2} \, dx","Int[(2*x^2 + E^((6 + 11*x + 3*E^x*x + 3*x^2)/(3*x))*(-2 + x^2 + E^x*x^2))/x^2,x]","\int \frac{2 x^2+e^{\frac{6+11 x+3 e^x x+3 x^2}{3 x}} \left(-2+x^2+e^x x^2\right)}{x^2} \, dx","2 x+e^{x+e^x+\frac{2}{x}+\frac{11}{3}}",1,"2*x + Defer[Int][E^(11/3 + E^x + 2/x + x), x] + Defer[Int][E^(11/3 + E^x + 2/x + 2*x), x] - 2*Defer[Int][E^(11/3 + E^x + 2/x + x)/x^2, x]","F",0,0,0,0,-1,"{}"
6200,1,25,0,0.7799509,"\int \frac{5 x-121 x^2+324 x^3+e^4 (-81+324 x)+\left(-18 x^2+72 x^3+e^4 (-18+72 x)\right) \log \left(-x+4 x^2\right)+\left(-x^2+4 x^3+e^4 (-1+4 x)\right) \log ^2\left(-x+4 x^2\right)}{-81 x^2+324 x^3+\left(-18 x^2+72 x^3\right) \log \left(-x+4 x^2\right)+\left(-x^2+4 x^3\right) \log ^2\left(-x+4 x^2\right)} \, dx","Int[(5*x - 121*x^2 + 324*x^3 + E^4*(-81 + 324*x) + (-18*x^2 + 72*x^3 + E^4*(-18 + 72*x))*Log[-x + 4*x^2] + (-x^2 + 4*x^3 + E^4*(-1 + 4*x))*Log[-x + 4*x^2]^2)/(-81*x^2 + 324*x^3 + (-18*x^2 + 72*x^3)*Log[-x + 4*x^2] + (-x^2 + 4*x^3)*Log[-x + 4*x^2]^2),x]","x-\frac{e^4}{x}+\frac{5}{\log (-((1-4 x) x))+9}","\frac{5}{\log \left(4 x^2-x\right)+9}+x-\frac{e^4}{x}+5",1,"-(E^4/x) + x + 5/(9 + Log[-((1 - 4*x)*x)])","A",6,4,147,0.02721,1,"{6688, 6742, 14, 6686}"
6201,1,23,0,1.5633028,"\int \frac{e^{\frac{1}{12} e^{-5+2 x}} \left(-2-\frac{1}{3} e^{-5+2 x} x \log (x)\right)}{25 x-10 e^{\frac{1}{12} e^{-5+2 x}} x \log (x)+e^{\frac{1}{6} e^{-5+2 x}} x \log ^2(x)} \, dx","Int[(E^(E^(-5 + 2*x)/12)*(-2 - (E^(-5 + 2*x)*x*Log[x])/3))/(25*x - 10*E^(E^(-5 + 2*x)/12)*x*Log[x] + E^(E^(-5 + 2*x)/6)*x*Log[x]^2),x]","-\frac{2}{5-e^{\frac{1}{12} e^{2 x-5}} \log (x)}","\frac{2}{e^{\frac{1}{12} e^{2 x-5}} \log (x)-5}",1,"-2/(5 - E^(E^(-5 + 2*x)/12)*Log[x])","A",3,3,73,0.04110,1,"{6741, 6708, 32}"
6202,0,0,0,5.0183369,"\int \frac{640 x-480 x^2-1640 x^3+1190 x^4+810 x^5-490 x^6-190 x^7+60 x^8+20 x^9+e^{\frac{16}{16-8 x-7 x^2+2 x^3+x^4}} \left(-1280-1920 x+5360 x^2+4540 x^3-1330 x^4-390 x^5+170 x^6+50 x^7\right)}{-64 x^3+48 x^4+36 x^5-23 x^6-9 x^7+3 x^8+x^9} \, dx","Int[(640*x - 480*x^2 - 1640*x^3 + 1190*x^4 + 810*x^5 - 490*x^6 - 190*x^7 + 60*x^8 + 20*x^9 + E^(16/(16 - 8*x - 7*x^2 + 2*x^3 + x^4))*(-1280 - 1920*x + 5360*x^2 + 4540*x^3 - 1330*x^4 - 390*x^5 + 170*x^6 + 50*x^7))/(-64*x^3 + 48*x^4 + 36*x^5 - 23*x^6 - 9*x^7 + 3*x^8 + x^9),x]","\int \frac{640 x-480 x^2-1640 x^3+1190 x^4+810 x^5-490 x^6-190 x^7+60 x^8+20 x^9+e^{\frac{16}{16-8 x-7 x^2+2 x^3+x^4}} \left(-1280-1920 x+5360 x^2+4540 x^3-1330 x^4-390 x^5+170 x^6+50 x^7\right)}{-64 x^3+48 x^4+36 x^5-23 x^6-9 x^7+3 x^8+x^9} \, dx","(5 x+1) \left(\frac{10 \left(x-e^{\frac{16}{\left(x^2+x-4\right)^2}}\right)}{x^2}+4\right)",1,"10/x + 20*x - (30880*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x)^3, x])/(17*Sqrt[17]) - (2320*(17 - Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x)^3, x])/289 - (57880*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x)^2, x])/289 + (300*(1 - Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x)^2, x])/17 + (1160*(3 - Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x)^2, x])/289 - (2900*Defer[Int][E^(16/(-4 + x + x^2)^2)/(-1 + Sqrt[17] - 2*x), x])/(17*Sqrt[17]) + 20*Defer[Int][E^(16/(-4 + x + x^2)^2)/x^3, x] + 45*Defer[Int][E^(16/(-4 + x + x^2)^2)/x^2, x] - (155*Defer[Int][E^(16/(-4 + x + x^2)^2)/x, x])/4 + (5*(527 + 39*Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 - Sqrt[17] + 2*x), x])/68 - (30880*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x)^3, x])/(17*Sqrt[17]) + (2320*(17 + Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x)^3, x])/289 - (57880*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x)^2, x])/289 + (300*(1 + Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x)^2, x])/17 + (1160*(3 + Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x)^2, x])/289 - (2900*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x), x])/(17*Sqrt[17]) + (5*(527 - 39*Sqrt[17])*Defer[Int][E^(16/(-4 + x + x^2)^2)/(1 + Sqrt[17] + 2*x), x])/68","F",0,0,0,0,-1,"{}"
6203,0,0,0,0.7566538,"\int \frac{\left(-12 x^2+12 x^2 \log (1-x)\right) \log (5-4 x+(-2+2 x) \log (1-x))+\left(30 x-24 x^2+\left(-12 x+12 x^2\right) \log (1-x)\right) \log ^2(5-4 x+(-2+2 x) \log (1-x))}{5-4 x+(-2+2 x) \log (1-x)} \, dx","Int[((-12*x^2 + 12*x^2*Log[1 - x])*Log[5 - 4*x + (-2 + 2*x)*Log[1 - x]] + (30*x - 24*x^2 + (-12*x + 12*x^2)*Log[1 - x])*Log[5 - 4*x + (-2 + 2*x)*Log[1 - x]]^2)/(5 - 4*x + (-2 + 2*x)*Log[1 - x]),x]","\int \frac{\left(-12 x^2+12 x^2 \log (1-x)\right) \log (5-4 x+(-2+2 x) \log (1-x))+\left(30 x-24 x^2+\left(-12 x+12 x^2\right) \log (1-x)\right) \log ^2(5-4 x+(-2+2 x) \log (1-x))}{5-4 x+(-2+2 x) \log (1-x)} \, dx","3 x^2 \log ^2(-x-(1-x) (2 \log (1-x)-3)+2)",1,"-12*Defer[Int][(x^2*Log[5 - 4*x + 2*(-1 + x)*Log[1 - x]])/(5 - 4*x - 2*Log[1 - x] + 2*x*Log[1 - x]), x] + 12*Defer[Int][(x^2*Log[1 - x]*Log[5 - 4*x + 2*(-1 + x)*Log[1 - x]])/(5 - 4*x - 2*Log[1 - x] + 2*x*Log[1 - x]), x] + 6*Defer[Int][x*Log[5 - 4*x + 2*(-1 + x)*Log[1 - x]]^2, x]","F",0,0,0,0,-1,"{}"
6204,0,0,0,2.4563061,"\int \frac{2+4 x+e^{-2 x} \left(-x+2 x^2\right)}{10 x+4 x^2-e^{-2 x} x^2+2 x \log (x)} \, dx","Int[(2 + 4*x + (-x + 2*x^2)/E^(2*x))/(10*x + 4*x^2 - x^2/E^(2*x) + 2*x*Log[x]),x]","\int \frac{2+4 x+e^{-2 x} \left(-x+2 x^2\right)}{10 x+4 x^2-e^{-2 x} x^2+2 x \log (x)} \, dx","\log \left(\frac{1}{2} e^{x-3 (x+1)+3} x-2 x-\log (x)-5\right)",1,"Log[5 + 2*x + Log[x]] - 4*Defer[Int][1/((5 + 2*x + Log[x])*(10*E^(2*x) - x + 4*E^(2*x)*x + 2*E^(2*x)*Log[x])), x] + 10*Defer[Int][x/((5 + 2*x + Log[x])*(10*E^(2*x) - x + 4*E^(2*x)*x + 2*E^(2*x)*Log[x])), x] + 4*Defer[Int][x^2/((5 + 2*x + Log[x])*(10*E^(2*x) - x + 4*E^(2*x)*x + 2*E^(2*x)*Log[x])), x] - Defer[Int][Log[x]/((5 + 2*x + Log[x])*(10*E^(2*x) - x + 4*E^(2*x)*x + 2*E^(2*x)*Log[x])), x] + 2*Defer[Int][(x*Log[x])/((5 + 2*x + Log[x])*(10*E^(2*x) - x + 4*E^(2*x)*x + 2*E^(2*x)*Log[x])), x]","F",0,0,0,0,-1,"{}"
6205,1,15,0,0.0228709,"\int \frac{-6-x+x^2+x \log (5)}{-3 x+x^2} \, dx","Int[(-6 - x + x^2 + x*Log[5])/(-3*x + x^2),x]","x+\log (5) \log (3-x)+2 \log (x)","\log \left(16 x^2 e^{\log (5) \log (3-x)-4}\right)+x",1,"x + Log[5]*Log[3 - x] + 2*Log[x]","A",4,3,22,0.1364,1,"{6, 1593, 893}"
6206,1,32,0,0.093063,"\int \frac{-16 x^2+\left(36-212 x-8 x^2\right) \log ^2(5)+\left(-616-53 x-x^2\right) \log ^4(5)}{-48 x^2+16 x^3+\left(-600 x+176 x^2+8 x^3\right) \log ^2(5)+\left(-1875+475 x+47 x^2+x^3\right) \log ^4(5)} \, dx","Int[(-16*x^2 + (36 - 212*x - 8*x^2)*Log[5]^2 + (-616 - 53*x - x^2)*Log[5]^4)/(-48*x^2 + 16*x^3 + (-600*x + 176*x^2 + 8*x^3)*Log[5]^2 + (-1875 + 475*x + 47*x^2 + x^3)*Log[5]^4),x]","\frac{3 \log ^2(5)}{x \left(4+\log ^2(5)\right)+25 \log ^2(5)}-\log (3-x)","\frac{3}{x+\frac{4 x}{\log ^2(5)}+25}-\log (3-x)",1,"(3*Log[5]^2)/(25*Log[5]^2 + x*(4 + Log[5]^2)) - Log[3 - x]","A",2,1,87,0.01149,1,"{2074}"
6207,1,27,0,1.4697159,"\int \frac{-x+\left(-3-5 x+2 x^2+e^x \left(-3 x+x^2\right)\right) \log (-3+x)+(-3+x) \log (-3+x) \log \left(\frac{4 e^{-e^x} \log (-3+x)}{x}\right)}{\left(-6 x^2+2 x^3\right) \log (-3+x)} \, dx","Int[(-x + (-3 - 5*x + 2*x^2 + E^x*(-3*x + x^2))*Log[-3 + x] + (-3 + x)*Log[-3 + x]*Log[(4*Log[-3 + x])/(E^E^x*x)])/((-6*x^2 + 2*x^3)*Log[-3 + x]),x]","\log (x)-\frac{\log \left(\frac{4 e^{-e^x} \log (x-3)}{x}\right)}{2 x}","\log (x)-\frac{\log \left(\frac{4 e^{-e^x} \log (x-3)}{x}\right)}{2 x}",1,"Log[x] - Log[(4*Log[-3 + x])/(E^E^x*x)]/(2*x)","A",30,13,75,0.1733,1,"{1593, 6688, 12, 14, 2178, 6742, 43, 2416, 2390, 2302, 29, 30, 2555}"
6208,0,0,0,7.1492537,"\int \frac{100 e^{\frac{3 (8+2 x)}{x^2}} x^2+e^{\frac{2 (8+2 x)}{x^2}} \left(400+50 x+25 x^2\right)}{-8 x^5+e^{\frac{3 (8+2 x)}{x^2}} \left(8 e^3 x^2-96 e^2 x^3+384 e x^4-512 x^5\right)+e^{\frac{2 (8+2 x)}{x^2}} \left(-24 e^2 x^3+192 e x^4-384 x^5\right)+e^{\frac{8+2 x}{x^2}} \left(24 e x^4-96 x^5\right)} \, dx","Int[(100*E^((3*(8 + 2*x))/x^2)*x^2 + E^((2*(8 + 2*x))/x^2)*(400 + 50*x + 25*x^2))/(-8*x^5 + E^((3*(8 + 2*x))/x^2)*(8*E^3*x^2 - 96*E^2*x^3 + 384*E*x^4 - 512*x^5) + E^((2*(8 + 2*x))/x^2)*(-24*E^2*x^3 + 192*E*x^4 - 384*x^5) + E^((8 + 2*x)/x^2)*(24*E*x^4 - 96*x^5)),x]","\int \frac{100 e^{\frac{3 (8+2 x)}{x^2}} x^2+e^{\frac{2 (8+2 x)}{x^2}} \left(400+50 x+25 x^2\right)}{-8 x^5+e^{\frac{3 (8+2 x)}{x^2}} \left(8 e^3 x^2-96 e^2 x^3+384 e x^4-512 x^5\right)+e^{\frac{2 (8+2 x)}{x^2}} \left(-24 e^2 x^3+192 e x^4-384 x^5\right)+e^{\frac{8+2 x}{x^2}} \left(24 e x^4-96 x^5\right)} \, dx","\frac{1}{16 \left(\frac{1}{5} \left(-e^{-\frac{2 (x+4)}{x^2}} x+x+e\right)-x\right)^2}",1,"(25*Defer[Int][E^(1 + (4*(4 + x))/x^2)/((E - 4*x)*(E^(1 + 8/x^2 + 2/x) - x - 4*E^(8/x^2 + 2/x)*x)^3), x])/8 + (25*Defer[Int][E^((4*(4 + x))/x^2)/((E - 4*x)*(E^(1 + 8/x^2 + 2/x) - x - 4*E^(8/x^2 + 2/x)*x)^2), x])/2 - 50*Defer[Int][E^((4*(4 + x))/x^2)/(x^2*(-E^(1 + 8/x^2 + 2/x) + x + 4*E^(8/x^2 + 2/x)*x)^3), x] - (25*Defer[Int][E^((4*(4 + x))/x^2)/(x*(-E^(1 + 8/x^2 + 2/x) + x + 4*E^(8/x^2 + 2/x)*x)^3), x])/4","F",0,0,0,0,-1,"{}"
6209,0,0,0,0.7339998,"\int \frac{1}{8} \left(5 x+15 x^2+10 x^3+e^{2 x} \left(30 x+45 x^2\right)+e^x \left(-25 x-55 x^2-15 x^3\right)+\left(e^{2 x} \left(-25 x-30 x^2\right)+e^x \left(10 x+20 x^2+5 x^3\right)\right) \log (2 x)+e^{2 x} \left(5 x+5 x^2\right) \log ^2(2 x)\right) \, dx","Int[(5*x + 15*x^2 + 10*x^3 + E^(2*x)*(30*x + 45*x^2) + E^x*(-25*x - 55*x^2 - 15*x^3) + (E^(2*x)*(-25*x - 30*x^2) + E^x*(10*x + 20*x^2 + 5*x^3))*Log[2*x] + E^(2*x)*(5*x + 5*x^2)*Log[2*x]^2)/8,x]","\int \frac{1}{8} \left(5 x+15 x^2+10 x^3+e^{2 x} \left(30 x+45 x^2\right)+e^x \left(-25 x-55 x^2-15 x^3\right)+\left(e^{2 x} \left(-25 x-30 x^2\right)+e^x \left(10 x+20 x^2+5 x^3\right)\right) \log (2 x)+e^{2 x} \left(5 x+5 x^2\right) \log ^2(2 x)\right) \, dx","\frac{5}{16} x^2 \left(x-e^x (3-\log (2 x))+1\right)^2",1,"(-5*E^(2*x))/32 + (5*x^2)/16 - (15*E^x*x^2)/8 + (45*E^(2*x)*x^2)/16 + (5*x^3)/8 - (15*E^x*x^3)/8 + (5*x^4)/16 + (5*ExpIntegralEi[2*x])/32 - (5*E^(2*x)*Log[2*x])/32 + (5*E^(2*x)*x*Log[2*x])/16 + (5*E^x*x^2*Log[2*x])/8 - (15*E^(2*x)*x^2*Log[2*x])/8 + (5*E^x*x^3*Log[2*x])/8 + (5*Defer[Int][E^(2*x)*x*Log[2*x]^2, x])/8 + (5*Defer[Int][E^(2*x)*x^2*Log[2*x]^2, x])/8","F",0,0,0,0,-1,"{}"
6210,1,18,0,0.1535163,"\int \frac{-8192-25 x^3+25 x^5}{2048 x+25 x^4+25 x^6} \, dx","Int[(-8192 - 25*x^3 + 25*x^5)/(2048*x + 25*x^4 + 25*x^6),x]","\log \left(25 x^5+25 x^3+2048\right)-4 \log (x)","\log \left(\frac{4096}{25 x^4}+2 x+\frac{2}{x}\right)+4",1,"-4*Log[x] + Log[2048 + 25*x^3 + 25*x^5]","A",4,3,29,0.1034,1,"{1594, 6742, 1587}"
6211,1,23,0,0.0619072,"\int \frac{1}{25} \left(-27 e^2 x^2+\frac{1}{25} e^{4+x} \left(30 x+15 x^2\right)\right) \, dx","Int[(-27*E^2*x^2 + (E^(4 + x)*(30*x + 15*x^2))/25)/25,x]","\frac{3}{125} e^{x+4} x^2-\frac{9 e^2 x^3}{25}","\frac{3}{5} x^2 \left(\frac{e^{x+4}}{25}-\frac{3 e^2 x}{5}\right)",1,"(3*E^(4 + x)*x^2)/125 - (9*E^2*x^3)/25","A",10,5,31,0.1613,1,"{12, 1593, 2196, 2176, 2194}"
6212,0,0,0,30.7257834,"\int \frac{x^2+e^{\frac{-6+x+x^2}{x}} \left(6+x^2\right)+e^{x^2} \left(-x^2+2 e x^3-2 x^4\right)}{e^{\frac{-6+x+x^2}{x}} x^2+x^3+e^{x^2} \left(e x^2-x^3\right)} \, dx","Int[(x^2 + E^((-6 + x + x^2)/x)*(6 + x^2) + E^x^2*(-x^2 + 2*E*x^3 - 2*x^4))/(E^((-6 + x + x^2)/x)*x^2 + x^3 + E^x^2*(E*x^2 - x^3)),x]","\int \frac{x^2+e^{\frac{-6+x+x^2}{x}} \left(6+x^2\right)+e^{x^2} \left(-x^2+2 e x^3-2 x^4\right)}{e^{\frac{-6+x+x^2}{x}} x^2+x^3+e^{x^2} \left(e x^2-x^3\right)} \, dx","\log \left(\frac{1}{5} \left(e^{x^2} (x-e)-x-e^{x-\frac{6-x}{x}}\right)\right)",1,"x^2 + Log[E - x] + Defer[Int][E^(1 + 6/x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x]/E - Defer[Int][E^(2 + 6/x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x]/E^2 + ((1 + E)*Defer[Int][E^(1 + x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E - ((1 + E)*Defer[Int][E^(2 + x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 + ((1 + 2*E)*Defer[Int][E^(3 + x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][E^(4 + x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 + Defer[Int][E^(3 + 6/x)/((E - x)*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x]/E^2 + ((1 + E)*Defer[Int][E^(3 + x)/((E - x)*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E^2 - ((1 + 2*E)*Defer[Int][E^(4 + x)/((E - x)*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E^2 + (2*Defer[Int][E^(5 + x)/((E - x)*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E^2 + (6*Defer[Int][E^(2 + x)/(x^2*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E - (6*Defer[Int][E^(1 + x)/(x*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E + (6*Defer[Int][E^(2 + x)/(x*(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x)), x])/E^2 + Defer[Int][(E^(1 + 6/x)*x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x]/E^2 + ((1 + E)*Defer[Int][(E^(1 + x)*x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - ((1 + 2*E)*Defer[Int][(E^(1 + x)*x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E + ((1 + 2*E)*Defer[Int][(E^(2 + x)*x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][(E^(3 + x)*x)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][(E^(1 + 6/x)*x^2)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E + (2*Defer[Int][(E^(1 + x)*x^2)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E - ((1 + 2*E)*Defer[Int][(E^(1 + x)*x^2)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][(E^(2 + x)*x^2)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 - (4*Defer[Int][(E^(1 + 6/x)*x^3)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 + (2*Defer[Int][(E^(1 + x)*x^3)/(E^(1 + x) + E^(1 + 6/x + x^2) + E^(6/x)*x - E^(6/x + x^2)*x), x])/E^2 + Defer[Int][(E^(1 + 6/x)*x)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x]/E^2 + ((1 + E)*Defer[Int][(E^(1 + x)*x)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x])/E^2 - ((1 + 2*E)*Defer[Int][(E^(1 + x)*x^2)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][(E^(1 + 6/x)*x^3)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x])/E^2 - (2*Defer[Int][(E^(6/x)*x^3)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x])/E + (2*Defer[Int][(E^(1 + x)*x^3)/(-E^(1 + x) - E^(1 + 6/x + x^2) - E^(6/x)*x + E^(6/x + x^2)*x), x])/E^2","F",0,0,0,0,-1,"{}"
6213,0,0,0,22.6255337,"\int \frac{x+2 x^3 \log \left(\frac{2}{x}\right)+\left(\left(-x^3+x \log (5)\right) \log \left(\frac{2}{x}\right)+x \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log \left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)+\left(\left(-x^2+x^3+(1-x) \log (5)\right) \log \left(\frac{2}{x}\right)+(1-x) \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log ^2\left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)}{\left(\left(-x^4+x^2 \log (5)\right) \log \left(\frac{2}{x}\right)+x^2 \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log \left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)+\left(\left(-5 x^3+x^4+\left(5 x-x^2\right) \log (5)\right) \log \left(\frac{2}{x}\right)+\left(-x^3+x \log (5)\right) \log \left(\frac{2}{x}\right) \log (x)+\left(\left(5 x-x^2\right) \log \left(\frac{2}{x}\right)+x \log \left(\frac{2}{x}\right) \log (x)\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log ^2\left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)} \, dx","Int[(x + 2*x^3*Log[2/x] + ((-x^3 + x*Log[5])*Log[2/x] + x*Log[2/x]*Log[Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]] + ((-x^2 + x^3 + (1 - x)*Log[5])*Log[2/x] + (1 - x)*Log[2/x]*Log[Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]]^2)/(((-x^4 + x^2*Log[5])*Log[2/x] + x^2*Log[2/x]*Log[Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]] + ((-5*x^3 + x^4 + (5*x - x^2)*Log[5])*Log[2/x] + (-x^3 + x*Log[5])*Log[2/x]*Log[x] + ((5*x - x^2)*Log[2/x] + x*Log[2/x]*Log[x])*Log[Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]]^2),x]","\int \frac{x+2 x^3 \log \left(\frac{2}{x}\right)+\left(\left(-x^3+x \log (5)\right) \log \left(\frac{2}{x}\right)+x \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log \left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)+\left(\left(-x^2+x^3+(1-x) \log (5)\right) \log \left(\frac{2}{x}\right)+(1-x) \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log ^2\left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)}{\left(\left(-x^4+x^2 \log (5)\right) \log \left(\frac{2}{x}\right)+x^2 \log \left(\frac{2}{x}\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log \left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)+\left(\left(-5 x^3+x^4+\left(5 x-x^2\right) \log (5)\right) \log \left(\frac{2}{x}\right)+\left(-x^3+x \log (5)\right) \log \left(\frac{2}{x}\right) \log (x)+\left(\left(5 x-x^2\right) \log \left(\frac{2}{x}\right)+x \log \left(\frac{2}{x}\right) \log (x)\right) \log \left(\log \left(\frac{2}{x}\right)\right)\right) \log ^2\left(-x^2+\log (5)+\log \left(\log \left(\frac{2}{x}\right)\right)\right)} \, dx","\log \left(\frac{x}{\log \left(-x^2+\log \left(\log \left(\frac{2}{x}\right)\right)+\log (5)\right)}-x+\log (x)+5\right)",1,"Log[5 - x + Log[x]] - 2*Defer[Int][x/((x^2 - Log[5*Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]]), x] - Defer[Int][1/(x*Log[2/x]*(x^2 - Log[5*Log[2/x]])*Log[-x^2 + Log[5] + Log[Log[2/x]]]), x] - 5*Log[5]*Defer[Int][1/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + Log[5]*Defer[Int][x/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + 4*Defer[Int][x^2/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + Defer[Int][(x^2*Log[x])/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - 5*Defer[Int][Log[Log[2/x]]/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + Defer[Int][(x*Log[Log[2/x]])/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + Defer[Int][Log[5*Log[2/x]]/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - Defer[Int][(x*Log[5*Log[2/x]])/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - 10*Defer[Int][x/((-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + 2*Defer[Int][x^2/((-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] + Defer[Int][1/(Log[2/x]*(-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - 5*Defer[Int][1/(x*Log[2/x]*(-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - 2*Defer[Int][(x*Log[x])/((-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - Defer[Int][Log[x]/(x*Log[2/x]*(-x^2 + Log[5*Log[2/x]])*(x - (-5 + x - Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - Log[5]*Defer[Int][Log[x]/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x + (5 - x + Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x] - Defer[Int][(Log[x]*Log[Log[2/x]])/((5 - x + Log[x])*(x^2 - Log[5*Log[2/x]])*(x + (5 - x + Log[x])*Log[-x^2 + Log[5] + Log[Log[2/x]]])), x]","F",0,0,0,0,-1,"{}"
6214,1,620,0,5.814949,"\int \frac{\left(36 x^2+48 x^3-44 x^4-4 e^x x^4-16 x^5+4 x^6\right) \log \left(5+x^2\right)+\left(-90-60 x-18 x^2-32 x^3+10 x^4-4 x^5+2 x^6+e^x \left(-5 x^3-x^5\right)\right) \log ^2\left(5+x^2\right)}{5 x^3+x^5} \, dx","Int[((36*x^2 + 48*x^3 - 44*x^4 - 4*E^x*x^4 - 16*x^5 + 4*x^6)*Log[5 + x^2] + (-90 - 60*x - 18*x^2 - 32*x^3 + 10*x^4 - 4*x^5 + 2*x^6 + E^x*(-5*x^3 - x^5))*Log[5 + x^2]^2)/(5*x^3 + x^5),x]","-16 i \sqrt{5} \text{Li}_2\left(1-\frac{2 \sqrt{5}}{i x+\sqrt{5}}\right)-\frac{48 i \text{Li}_2\left(1-\frac{2 \sqrt{5}}{i x+\sqrt{5}}\right)}{\sqrt{5}}+\frac{2}{5} \left(89-32 i \sqrt{5}\right) \text{Li}_2\left(\frac{\sqrt{5}-i x}{2 \sqrt{5}}\right)+\frac{2}{5} \left(89+32 i \sqrt{5}\right) \text{Li}_2\left(\frac{i x+\sqrt{5}}{2 \sqrt{5}}\right)-4 x \log ^2\left(x^2+5\right)+\frac{9 \left(x^2+5\right) \log ^2\left(x^2+5\right)}{5 x^2}+\left(x^2+5\right) \log ^2\left(x^2+5\right)+\frac{12 \log ^2\left(x^2+5\right)}{x}-\frac{2}{5} \left(89+32 i \sqrt{5}\right) \log \left(-x+i \sqrt{5}\right) \log \left(x^2+5\right)-\frac{2}{5} \left(89-32 i \sqrt{5}\right) \log \left(x+i \sqrt{5}\right) \log \left(x^2+5\right)-\frac{e^x \log \left(x^2+5\right) \left(x^2 \log \left(x^2+5\right)+5 \log \left(x^2+5\right)\right)}{x^2+5}-16 \sqrt{5} \log \left(x^2+5\right) \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)-\frac{48 \log \left(x^2+5\right) \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)}{\sqrt{5}}+\frac{1}{5} \left(89+32 i \sqrt{5}\right) \log ^2\left(-x+i \sqrt{5}\right)+\frac{1}{5} \left(89-32 i \sqrt{5}\right) \log ^2\left(x+i \sqrt{5}\right)+\frac{2}{5} \left(89-32 i \sqrt{5}\right) \log \left(-\frac{i \left(-x+i \sqrt{5}\right)}{2 \sqrt{5}}\right) \log \left(x+i \sqrt{5}\right)+\frac{2}{5} \left(89+32 i \sqrt{5}\right) \log \left(-x+i \sqrt{5}\right) \log \left(-\frac{i \left(x+i \sqrt{5}\right)}{2 \sqrt{5}}\right)-16 i \sqrt{5} \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)^2-\frac{48 i \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)^2}{\sqrt{5}}-32 \sqrt{5} \log \left(\frac{2 \sqrt{5}}{\sqrt{5}+i x}\right) \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)-\frac{96 \log \left(\frac{2 \sqrt{5}}{\sqrt{5}+i x}\right) \tan ^{-1}\left(\frac{x}{\sqrt{5}}\right)}{\sqrt{5}}","\left(\frac{\left(x^2-2 x-3\right)^2}{x^2}-e^x-9\right) \log ^2\left(x^2+5\right)",1,"((-48*I)*ArcTan[x/Sqrt[5]]^2)/Sqrt[5] - (16*I)*Sqrt[5]*ArcTan[x/Sqrt[5]]^2 + ((89 + (32*I)*Sqrt[5])*Log[I*Sqrt[5] - x]^2)/5 - (96*ArcTan[x/Sqrt[5]]*Log[(2*Sqrt[5])/(Sqrt[5] + I*x)])/Sqrt[5] - 32*Sqrt[5]*ArcTan[x/Sqrt[5]]*Log[(2*Sqrt[5])/(Sqrt[5] + I*x)] + (2*(89 - (32*I)*Sqrt[5])*Log[((-1/2*I)*(I*Sqrt[5] - x))/Sqrt[5]]*Log[I*Sqrt[5] + x])/5 + ((89 - (32*I)*Sqrt[5])*Log[I*Sqrt[5] + x]^2)/5 + (2*(89 + (32*I)*Sqrt[5])*Log[I*Sqrt[5] - x]*Log[((-1/2*I)*(I*Sqrt[5] + x))/Sqrt[5]])/5 - (48*ArcTan[x/Sqrt[5]]*Log[5 + x^2])/Sqrt[5] - 16*Sqrt[5]*ArcTan[x/Sqrt[5]]*Log[5 + x^2] - (2*(89 + (32*I)*Sqrt[5])*Log[I*Sqrt[5] - x]*Log[5 + x^2])/5 - (2*(89 - (32*I)*Sqrt[5])*Log[I*Sqrt[5] + x]*Log[5 + x^2])/5 + (12*Log[5 + x^2]^2)/x - 4*x*Log[5 + x^2]^2 + (5 + x^2)*Log[5 + x^2]^2 + (9*(5 + x^2)*Log[5 + x^2]^2)/(5*x^2) - (E^x*Log[5 + x^2]*(5*Log[5 + x^2] + x^2*Log[5 + x^2]))/(5 + x^2) - ((48*I)*PolyLog[2, 1 - (2*Sqrt[5])/(Sqrt[5] + I*x)])/Sqrt[5] - (16*I)*Sqrt[5]*PolyLog[2, 1 - (2*Sqrt[5])/(Sqrt[5] + I*x)] + (2*(89 - (32*I)*Sqrt[5])*PolyLog[2, (Sqrt[5] - I*x)/(2*Sqrt[5])])/5 + (2*(89 + (32*I)*Sqrt[5])*PolyLog[2, (Sqrt[5] + I*x)/(2*Sqrt[5])])/5","C",66,43,108,0.3981,1,"{1593, 6688, 14, 6742, 6725, 2178, 2194, 2554, 12, 1802, 635, 203, 260, 2528, 2448, 321, 2454, 2395, 36, 29, 31, 2455, 2389, 2295, 2288, 2392, 2391, 2462, 2416, 2390, 2301, 2394, 2393, 2450, 2476, 2470, 4920, 4854, 2402, 2315, 2397, 2457, 2296}"
6215,0,0,0,2.5961889,"\int \frac{e^x \left(-6+11 x-3 e^3 x\right)+e^x \left(5 x+x^2\right) \log (x)}{1008 x-504 e^3 x+63 e^6 x+\left(1008 x+168 x^2+e^3 \left(-252 x-42 x^2\right)\right) \log (x)+\left(252 x+84 x^2+7 x^3\right) \log ^2(x)} \, dx","Int[(E^x*(-6 + 11*x - 3*E^3*x) + E^x*(5*x + x^2)*Log[x])/(1008*x - 504*E^3*x + 63*E^6*x + (1008*x + 168*x^2 + E^3*(-252*x - 42*x^2))*Log[x] + (252*x + 84*x^2 + 7*x^3)*Log[x]^2),x]","\int \frac{e^x \left(-6+11 x-3 e^3 x\right)+e^x \left(5 x+x^2\right) \log (x)}{1008 x-504 e^3 x+63 e^6 x+\left(1008 x+168 x^2+e^3 \left(-252 x-42 x^2\right)\right) \log (x)+\left(252 x+84 x^2+7 x^3\right) \log ^2(x)} \, dx","\frac{e^x}{7 x \left(\log (x)+\frac{3 \left(2 \log (x)-e^3+4\right)}{x}\right)}",1,"-1/7*Defer[Int][E^x/(12*(1 - E^3/4) + 6*Log[x] + x*Log[x])^2, x] - (6*Defer[Int][E^x/(x*(12*(1 - E^3/4) + 6*Log[x] + x*Log[x])^2), x])/7 + (3*(4 - E^3)*Defer[Int][E^x/((6 + x)*(12*(1 - E^3/4) + 6*Log[x] + x*Log[x])^2), x])/7 + Defer[Int][E^x/((-6 - x)*(12*(1 - E^3/4) + 6*Log[x] + x*Log[x])), x]/7 + Defer[Int][E^x/(-3*(-4 + E^3) + (6 + x)*Log[x]), x]/7","F",0,0,0,0,-1,"{}"
6216,-1,0,0,180.0116914,"\int \frac{180+90 x^2+360 e x^2-90 e^6 x^2+30 x^3-90 e^2 x^3}{144+1152 x+2160 x^2+9 e^{20} x^2-600 x^3-60 x^4+12 x^5-144 e^3 x^5+x^6+9 e^4 x^6+e^{15} \left(-144 x^2+36 e x^3\right)+e^{10} \left(72 x+864 x^2-36 x^3-432 e x^3-6 x^4+54 e^2 x^4\right)+e \left(-576 x^2-2304 x^3+288 x^4+48 x^5\right)+e^2 \left(72 x^3+864 x^4-36 x^5-6 x^6\right)+e^5 \left(-576 x-2304 x^2+288 x^3+48 x^4-432 e^2 x^4+36 e^3 x^5+e \left(144 x^2+1728 x^3-72 x^4-12 x^5\right)\right)} \, dx","Int[(180 + 90*x^2 + 360*E*x^2 - 90*E^6*x^2 + 30*x^3 - 90*E^2*x^3)/(144 + 1152*x + 2160*x^2 + 9*E^20*x^2 - 600*x^3 - 60*x^4 + 12*x^5 - 144*E^3*x^5 + x^6 + 9*E^4*x^6 + E^15*(-144*x^2 + 36*E*x^3) + E^10*(72*x + 864*x^2 - 36*x^3 - 432*E*x^3 - 6*x^4 + 54*E^2*x^4) + E*(-576*x^2 - 2304*x^3 + 288*x^4 + 48*x^5) + E^2*(72*x^3 + 864*x^4 - 36*x^5 - 6*x^6) + E^5*(-576*x - 2304*x^2 + 288*x^3 + 48*x^4 - 432*E^2*x^4 + 36*E^3*x^5 + E*(144*x^2 + 1728*x^3 - 72*x^4 - 12*x^5))),x]","\text{\$Aborted}","\frac{5}{\frac{4-\frac{x^3}{3}}{x}+\left(e x+e^5-4\right)^2-2 x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6217,1,79,0,0.3620316,"\int \frac{e^{-5+e^{2 e^{-x}}} \left(e^x \left(50 e^6-25 x-50 e^3 x\right)+e^x \left(-100 e^3+50 x\right) \log (x)+50 e^x \log ^2(x)+e^{2 e^{-x}} \left(-100 e^6 x+50 e^3 x^2+\left(200 e^3 x-50 x^2\right) \log (x)-100 x \log ^2(x)\right)\right)}{e^{6+x}-2 e^{3+x} \log (x)+e^x \log ^2(x)} \, dx","Int[(E^(-5 + E^(2/E^x))*(E^x*(50*E^6 - 25*x - 50*E^3*x) + E^x*(-100*E^3 + 50*x)*Log[x] + 50*E^x*Log[x]^2 + E^(2/E^x)*(-100*E^6*x + 50*E^3*x^2 + (200*E^3*x - 50*x^2)*Log[x] - 100*x*Log[x]^2)))/(E^(6 + x) - 2*E^(3 + x)*Log[x] + E^x*Log[x]^2),x]","\frac{25 e^{x+e^{2 e^{-x}}-5} \left(-e^3 x^2-\left(4 e^3 x-x^2\right) \log (x)+2 e^6 x+2 x \log ^2(x)\right)}{e^{x+6}+e^x \log ^2(x)-2 e^{x+3} \log (x)}","25 e^{e^{2 e^{-x}}-5} \left(x+x \left(1-\frac{x}{e^3-\log (x)}\right)\right)",1,"(25*E^(-5 + E^(2/E^x) + x)*(2*E^6*x - E^3*x^2 - (4*E^3*x - x^2)*Log[x] + 2*x*Log[x]^2))/(E^(6 + x) - 2*E^(3 + x)*Log[x] + E^x*Log[x]^2)","B",1,1,130,0.007692,1,"{2288}"
6218,0,0,0,1.0672586,"\int \frac{-2+e^x (5-5 x)+e^{3 e^{x^2}-3 x} \left(-5-15 x+30 e^{x^2} x^2\right)}{5 x^2} \, dx","Int[(-2 + E^x*(5 - 5*x) + E^(3*E^x^2 - 3*x)*(-5 - 15*x + 30*E^x^2*x^2))/(5*x^2),x]","\int \frac{-2+e^x (5-5 x)+e^{3 e^{x^2}-3 x} \left(-5-15 x+30 e^{x^2} x^2\right)}{5 x^2} \, dx","\frac{e^{3 \left(e^{x^2}-x\right)}-x-e^x+\frac{2}{5}}{x}",1,"2/(5*x) - E^x/x + 6*Defer[Int][E^(3*E^x^2 + (-3 + x)*x), x] - Defer[Int][E^(3*(E^x^2 - x))/x^2, x] - 3*Defer[Int][E^(3*(E^x^2 - x))/x, x]","F",0,0,0,0,-1,"{}"
6219,1,10,0,0.0300208,"\int \frac{e^{-12+x} (-25+25 x)}{x^2} \, dx","Int[(E^(-12 + x)*(-25 + 25*x))/x^2,x]","\frac{25 e^{x-12}}{x}","\frac{25 \left(e^x-x\right)}{e^{12} x}",1,"(25*E^(-12 + x))/x","A",1,1,14,0.07143,1,"{2197}"
6220,1,57,0,0.5030656,"\int \frac{-3 e^{e^4+\frac{3}{2+2 x}}+e^{\frac{3}{2+2 x}} \left(5-99 x-123 x^2-100 x^3\right)}{2+4 x+2 x^2} \, dx","Int[(-3*E^(E^4 + 3/(2 + 2*x)) + E^(3/(2 + 2*x))*(5 - 99*x - 123*x^2 - 100*x^3))/(2 + 4*x + 2*x^2),x]","-25 e^{\frac{3}{2 (x+1)}} (x+1)^2+51 e^{\frac{3}{2 (x+1)}} (x+1)-\left(27-e^{e^4}\right) e^{\frac{3}{2 (x+1)}}","e^{\frac{3}{2 x+2}} \left(-25 x^2+x+e^{e^4}-1\right)+4",1,"-(E^(3/(2*(1 + x)))*(27 - E^E^4)) + 51*E^(3/(2*(1 + x)))*(1 + x) - 25*E^(3/(2*(1 + x)))*(1 + x)^2","B",16,9,58,0.1552,1,"{27, 12, 6741, 6742, 2206, 2210, 2226, 2214, 2209}"
6221,0,0,0,2.6938268,"\int \frac{-10 x+e^{3/4} x-x^4+\left(50-50 x^3-x^6+e^{3/4} \left(-5+4 x^3\right)\right) \log (x)+\left(-20 x+2 e^{3/4} x+x^4\right) \log (x) \log (\log (x))}{\left(25 x^2-10 x^5+x^8\right) \log (x)+\left(-10 x^3+2 x^6\right) \log (x) \log (\log (x))+x^4 \log (x) \log ^2(\log (x))} \, dx","Int[(-10*x + E^(3/4)*x - x^4 + (50 - 50*x^3 - x^6 + E^(3/4)*(-5 + 4*x^3))*Log[x] + (-20*x + 2*E^(3/4)*x + x^4)*Log[x]*Log[Log[x]])/((25*x^2 - 10*x^5 + x^8)*Log[x] + (-10*x^3 + 2*x^6)*Log[x]*Log[Log[x]] + x^4*Log[x]*Log[Log[x]]^2),x]","\int \frac{-10 x+e^{3/4} x-x^4+\left(50-50 x^3-x^6+e^{3/4} \left(-5+4 x^3\right)\right) \log (x)+\left(-20 x+2 e^{3/4} x+x^4\right) \log (x) \log (\log (x))}{\left(25 x^2-10 x^5+x^8\right) \log (x)+\left(-10 x^3+2 x^6\right) \log (x) \log (\log (x))+x^4 \log (x) \log ^2(\log (x))} \, dx","\frac{\frac{10-e^{3/4}}{x^2}+x}{x^2-\frac{5}{x}+\log (\log (x))}",1,"-5*(10 - E^(3/4))*Defer[Int][1/(x^2*(-5 + x^3 + x*Log[Log[x]])^2), x] - 5*Defer[Int][x/(-5 + x^3 + x*Log[Log[x]])^2, x] - 2*(10 - E^(3/4))*Defer[Int][x/(-5 + x^3 + x*Log[Log[x]])^2, x] - 2*Defer[Int][x^4/(-5 + x^3 + x*Log[Log[x]])^2, x] - (10 - E^(3/4))*Defer[Int][1/(x*Log[x]*(-5 + x^3 + x*Log[Log[x]])^2), x] - Defer[Int][x^2/(Log[x]*(-5 + x^3 + x*Log[Log[x]])^2), x] - 2*(10 - E^(3/4))*Defer[Int][1/(x^2*(-5 + x^3 + x*Log[Log[x]])), x] + Defer[Int][x/(-5 + x^3 + x*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
6222,1,7,0,0.0008869,"\int -\frac{18 x}{25} \, dx","Int[(-18*x)/25,x]","-\frac{9 x^2}{25}","-\frac{9 x^2}{25}+25 e^{e-32}+5",1,"(-9*x^2)/25","A",2,2,5,0.4000,1,"{12, 30}"
6223,1,27,0,0.0847075,"\int \frac{24375+4500 x+4110 x^2+364 x^3+156 x^4}{24375 x+4525 x^2+4110 x^3+362 x^4+156 x^5} \, dx","Int[(24375 + 4500*x + 4110*x^2 + 364*x^3 + 156*x^4)/(24375*x + 4525*x^2 + 4110*x^3 + 362*x^4 + 156*x^5),x]","-\log \left(6 x^2+7 x+75\right)+\log \left(26 x^2+30 x+325\right)+\log (x)","\log \left(\frac{x}{\frac{x}{x^2+(x+2) x+25}+3}+4 x\right)",1,"Log[x] - Log[75 + 7*x + 6*x^2] + Log[325 + 30*x + 26*x^2]","A",4,2,47,0.04255,1,"{2074, 628}"
6224,1,43,0,0.0605932,"\int \frac{30+3 x^2-24 x^3+\left(-24-6 x+36 x^2\right) \log (9)-12 \log ^2(9)}{2 x^2-4 x \log (9)+2 \log ^2(9)} \, dx","Int[(30 + 3*x^2 - 24*x^3 + (-24 - 6*x + 36*x^2)*Log[9] - 12*Log[9]^2)/(2*x^2 - 4*x*Log[9] + 2*Log[9]^2),x]","-6 x^2-\frac{3 (5-4 \log (9)) \left(2-\log ^2(9)\right)}{2 (x-\log (9))}+\frac{3}{2} x (1-4 \log (9))","\frac{3}{2} (4 x-5) \left(\frac{x^2-2}{\log (9)-x}-1\right)",1,"-6*x^2 + (3*x*(1 - 4*Log[9]))/2 - (3*(5 - 4*Log[9])*(2 - Log[9]^2))/(2*(x - Log[9]))","A",4,3,51,0.05882,1,"{27, 12, 1850}"
6225,0,0,0,0.5069315,"\int e^{-e^x x} \left(e^{2 x} (-3-6 x)+e^{e^x x} (9+6 x)+e^{3 x} \left(3 x+3 x^2\right)\right) \, dx","Int[(E^(2*x)*(-3 - 6*x) + E^(E^x*x)*(9 + 6*x) + E^(3*x)*(3*x + 3*x^2))/E^(E^x*x),x]","\int e^{-e^x x} \left(e^{2 x} (-3-6 x)+e^{e^x x} (9+6 x)+e^{3 x} \left(3 x+3 x^2\right)\right) \, dx","3 \left(2 x-\left(-x+e^{2 x-e^x x}-1\right) x\right)",1,"(3*(3 + 2*x)^2)/4 - 3*Defer[Int][E^(2*x - E^x*x), x] - 6*Defer[Int][E^(2*x - E^x*x)*x, x] + 3*Defer[Int][E^(3*x - E^x*x)*x, x] + 3*Defer[Int][E^(3*x - E^x*x)*x^2, x]","F",0,0,0,0,-1,"{}"
6226,1,199,0,0.5632866,"\int \frac{-25+256 x+500 e^{4 x} x+1472 x^2+4080 x^3+7220 x^4+8500 x^5+6900 x^6+3500 x^7+1000 x^8+e^{3 x} \left(1700 x+2500 x^2+1500 x^3\right)+e^{2 x} \left(2160 x+6300 x^2+8400 x^3+6000 x^4+1500 x^5\right)+e^x \left(1216 x+5280 x^2+10860 x^3+13700 x^4+10200 x^5+4500 x^6+500 x^7\right)}{125 x} \, dx","Int[(-25 + 256*x + 500*E^(4*x)*x + 1472*x^2 + 4080*x^3 + 7220*x^4 + 8500*x^5 + 6900*x^6 + 3500*x^7 + 1000*x^8 + E^(3*x)*(1700*x + 2500*x^2 + 1500*x^3) + E^(2*x)*(2160*x + 6300*x^2 + 8400*x^3 + 6000*x^4 + 1500*x^5) + E^x*(1216*x + 5280*x^2 + 10860*x^3 + 13700*x^4 + 10200*x^5 + 4500*x^6 + 500*x^7))/(125*x),x]","x^8+4 x^7+4 e^x x^6+\frac{46 x^6}{5}+12 e^x x^5+\frac{68 x^5}{5}+\frac{108 e^x x^4}{5}+6 e^{2 x} x^4+\frac{361 x^4}{25}+\frac{116 e^x x^3}{5}+12 e^{2 x} x^3+\frac{272 x^3}{25}+\frac{432 e^x x^2}{25}+\frac{78}{5} e^{2 x} x^2+4 e^{3 x} x^2+\frac{736 x^2}{125}+\frac{192 e^x x}{25}+\frac{48}{5} e^{2 x} x+4 e^{3 x} x+\frac{256 x}{125}+\frac{256 e^x}{125}+\frac{96 e^{2 x}}{25}+\frac{16 e^{3 x}}{5}+e^{4 x}-\frac{\log (x)}{5}","\left(x^2+x+e^x+\frac{4}{5}\right)^4-\frac{\log (x)}{5}",1,"(256*E^x)/125 + (96*E^(2*x))/25 + (16*E^(3*x))/5 + E^(4*x) + (256*x)/125 + (192*E^x*x)/25 + (48*E^(2*x)*x)/5 + 4*E^(3*x)*x + (736*x^2)/125 + (432*E^x*x^2)/25 + (78*E^(2*x)*x^2)/5 + 4*E^(3*x)*x^2 + (272*x^3)/25 + (116*E^x*x^3)/5 + 12*E^(2*x)*x^3 + (361*x^4)/25 + (108*E^x*x^4)/5 + 6*E^(2*x)*x^4 + (68*x^5)/5 + 12*E^x*x^5 + (46*x^6)/5 + 4*E^x*x^6 + 4*x^7 + x^8 - Log[x]/5","B",61,5,143,0.03497,1,"{12, 14, 2194, 2196, 2176}"
6227,1,13,0,0.0051364,"\int \frac{1}{13} \left(-39+10 e^{5 x}\right) \, dx","Int[(-39 + 10*E^(5*x))/13,x]","\frac{2 e^{5 x}}{13}-3 x","-3 x+\frac{2 e^{5 x}}{13}-2",1,"(2*E^(5*x))/13 - 3*x","A",3,2,13,0.1538,1,"{12, 2194}"
6228,1,129,0,2.0138787,"\int \frac{e^{-\frac{4 x^2}{25}} \left(e^{20+4 x} \left(-9375+12500 x-1000 x^2\right)+e^{15+3 x+\frac{26 x^2}{25}} \left(5000 x-7500 x^2-4400 x^3\right)+e^{10+2 x+\frac{52 x^2}{25}} \left(-750 x^2+1500 x^3+2880 x^4\right)+e^{5+x+\frac{78 x^2}{25}} \left(-100 x^4-592 x^5\right)+e^{\frac{104 x^2}{25}} \left(5 x^4+40 x^6\right)\right)}{5 x^4} \, dx","Int[(E^(20 + 4*x)*(-9375 + 12500*x - 1000*x^2) + E^(15 + 3*x + (26*x^2)/25)*(5000*x - 7500*x^2 - 4400*x^3) + E^(10 + 2*x + (52*x^2)/25)*(-750*x^2 + 1500*x^3 + 2880*x^4) + E^(5 + x + (78*x^2)/25)*(-100*x^4 - 592*x^5) + E^((104*x^2)/25)*(5*x^4 + 40*x^6))/(5*E^((4*x^2)/25)*x^4),x]","e^{4 x^2} x-20 e^{\frac{74 x^2}{25}+x+5}+\frac{150 e^{\frac{48 x^2}{25}+2 x+10} \left(48 x^2+25 x\right)}{(48 x+25) x^2}+\frac{625 e^{-\frac{4 x^2}{25}+4 x+20} \left(25 x-2 x^2\right)}{(25-2 x) x^4}-\frac{500 e^{\frac{22 x^2}{25}+3 x+15} \left(44 x^2+75 x\right)}{(44 x+75) x^3}","\left(\frac{5 e^{-\frac{x^2}{25}+x+5}}{x}-e^{x^2}\right)^4 x",1,"-20*E^(5 + x + (74*x^2)/25) + E^(4*x^2)*x + (625*E^(20 + 4*x - (4*x^2)/25)*(25*x - 2*x^2))/((25 - 2*x)*x^4) - (500*E^(15 + 3*x + (22*x^2)/25)*(75*x + 44*x^2))/(x^3*(75 + 44*x)) + (150*E^(10 + 2*x + (48*x^2)/25)*(25*x + 48*x^2))/(x^2*(25 + 48*x))","B",13,8,140,0.05714,1,"{12, 6688, 6742, 2236, 2226, 2204, 2212, 2288}"
6229,0,0,0,0.1449671,"\int \frac{188-62 \log \left(x^2\right)+\left(-3+\log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)}{-45+15 \log \left(x^2\right)} \, dx","Int[(188 - 62*Log[x^2] + (-3 + Log[x^2])*Log[3 - Log[x^2]])/(-45 + 15*Log[x^2]),x]","\int \frac{188-62 \log \left(x^2\right)+\left(-3+\log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)}{-45+15 \log \left(x^2\right)} \, dx","\frac{1}{15} x \left(\log \left(3-\log \left(x^2\right)\right)-2\right)-4 x-1",1,"(-62*x)/15 + (E^(3/2)*x*ExpIntegralEi[(-3 + Log[x^2])/2])/(15*Sqrt[x^2]) + Defer[Int][Log[3 - Log[x^2]], x]/15","F",0,0,0,0,-1,"{}"
6230,0,0,0,4.5555906,"\int \frac{-162-486 x-x^3-3 x^4+\left(-729 x+9 x^4+\left(-243 x+3 x^4\right) \log \left(\frac{-81+x^3}{x^2}\right)\right) \log \left(3+\log \left(\frac{-81+x^3}{x^2}\right)\right)}{\left(-729 x+9 x^4+\left(-243 x+3 x^4\right) \log \left(\frac{-81+x^3}{x^2}\right)\right) \log ^2\left(3+\log \left(\frac{-81+x^3}{x^2}\right)\right)} \, dx","Int[(-162 - 486*x - x^3 - 3*x^4 + (-729*x + 9*x^4 + (-243*x + 3*x^4)*Log[(-81 + x^3)/x^2])*Log[3 + Log[(-81 + x^3)/x^2]])/((-729*x + 9*x^4 + (-243*x + 3*x^4)*Log[(-81 + x^3)/x^2])*Log[3 + Log[(-81 + x^3)/x^2]]^2),x]","\int \frac{-162-486 x-x^3-3 x^4+\left(-729 x+9 x^4+\left(-243 x+3 x^4\right) \log \left(\frac{-81+x^3}{x^2}\right)\right) \log \left(3+\log \left(\frac{-81+x^3}{x^2}\right)\right)}{\left(-729 x+9 x^4+\left(-243 x+3 x^4\right) \log \left(\frac{-81+x^3}{x^2}\right)\right) \log ^2\left(3+\log \left(\frac{-81+x^3}{x^2}\right)\right)} \, dx","\frac{x+\frac{1}{3}}{\log \left(\log \left(x-\frac{81}{x^2}\right)+3\right)}",1,"-Defer[Int][1/((3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x] + Defer[Int][1/((-3*(-3)^(1/3) - x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x]/3 + Defer[Int][1/((3*3^(1/3) - x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x]/3 + 3*3^(1/3)*Defer[Int][1/((3*3^(1/3) - x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x] + Defer[Int][1/((3*(-1)^(2/3)*3^(1/3) - x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x]/3 + (2*Defer[Int][1/(x*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x])/3 + 3*3^(1/3)*Defer[Int][1/((3*3^(1/3) + (-1)^(1/3)*x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x] + 3*3^(1/3)*Defer[Int][1/((3*3^(1/3) - (-1)^(2/3)*x)*(3 + Log[-81/x^2 + x])*Log[3 + Log[-81/x^2 + x]]^2), x] + Defer[Int][Log[3 + Log[-81/x^2 + x]]^(-1), x]","F",0,0,0,0,-1,"{}"
6231,1,60,0,0.2982856,"\int \left(5000 x-12000 x^3+8400 x^5-2400 x^7+250 x^9+e^{2 x} \left(50 x+50 x^2\right)+e^x \left(1000 x+500 x^2-1200 x^3-300 x^4+300 x^5+50 x^6\right)\right) \, dx","Int[5000*x - 12000*x^3 + 8400*x^5 - 2400*x^7 + 250*x^9 + E^(2*x)*(50*x + 50*x^2) + E^x*(1000*x + 500*x^2 - 1200*x^3 - 300*x^4 + 300*x^5 + 50*x^6),x]","25 x^{10}-300 x^8+50 e^x x^6+1400 x^6-300 e^x x^4-3000 x^4+500 e^x x^2+25 e^{2 x} x^2+2500 x^2","25 \left(\left(\left(x^2-3\right)^2+e^x\right) x+x\right)^2",1,"2500*x^2 + 500*E^x*x^2 + 25*E^(2*x)*x^2 - 3000*x^4 - 300*E^x*x^4 + 1400*x^6 + 50*E^x*x^6 - 300*x^8 + 25*x^10","B",38,4,72,0.05556,1,"{1593, 2196, 2176, 2194}"
6232,1,12,0,0.0040143,"\int \frac{-2 e-3 x^2}{e} \, dx","Int[(-2*E - 3*x^2)/E,x]","-\frac{x^3}{e}-2 x","x \left(-\frac{x^2}{e}-2\right)",1,"-2*x - x^3/E","A",2,1,13,0.07692,1,"{12}"
6233,1,42,0,0.0521164,"\int \frac{1+18 x+e^x \left(-36+e^x (-36-72 x)-36 x\right) x}{9 x} \, dx","Int[(1 + 18*x + E^x*(-36 + E^x*(-36 - 72*x) - 36*x)*x)/(9*x),x]","2 x+4 e^x+2 e^{2 x}-4 e^x (x+1)-2 e^{2 x} (2 x+1)+\frac{\log (x)}{9}","2 x-4 \left(e^x \left(e^x+1\right) x+3\right)+\frac{\log (x)}{9}",1,"4*E^x + 2*E^(2*x) + 2*x - 4*E^x*(1 + x) - 2*E^(2*x)*(1 + 2*x) + Log[x]/9","A",9,5,31,0.1613,1,"{12, 14, 2176, 2194, 43}"
6234,0,0,0,4.0300696,"\int \frac{-2 x-x^3+\left(2 x+3 x^2\right) \log (x)-3 x \log ^2(x)+\log ^3(x)}{\left(-x^3-x^4+\left(x^2+3 x^3\right) \log (x)-3 x^2 \log ^2(x)+x \log ^3(x)\right) \log \left(\frac{x^2+x^3-2 x^2 \log (x)+x \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right) \log \left(\log \left(\frac{x^2+x^3-2 x^2 \log (x)+x \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right)\right)} \, dx","Int[(-2*x - x^3 + (2*x + 3*x^2)*Log[x] - 3*x*Log[x]^2 + Log[x]^3)/((-x^3 - x^4 + (x^2 + 3*x^3)*Log[x] - 3*x^2*Log[x]^2 + x*Log[x]^3)*Log[(x^2 + x^3 - 2*x^2*Log[x] + x*Log[x]^2)/(x^2 - 2*x*Log[x] + Log[x]^2)]*Log[Log[(x^2 + x^3 - 2*x^2*Log[x] + x*Log[x]^2)/(x^2 - 2*x*Log[x] + Log[x]^2)]]),x]","\int \frac{-2 x-x^3+\left(2 x+3 x^2\right) \log (x)-3 x \log ^2(x)+\log ^3(x)}{\left(-x^3-x^4+\left(x^2+3 x^3\right) \log (x)-3 x^2 \log ^2(x)+x \log ^3(x)\right) \log \left(\frac{x^2+x^3-2 x^2 \log (x)+x \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right) \log \left(\log \left(\frac{x^2+x^3-2 x^2 \log (x)+x \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right)\right)} \, dx","\log \left(\log \left(\log \left(\frac{x^2}{(\log (x)-x)^2}+x\right)\right)\right)",1,"2*Defer[Int][1/((x^2 + x^3 - x*Log[x] - 3*x^2*Log[x] + 3*x*Log[x]^2 - Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x] + Defer[Int][x^2/((x^2 + x^3 - x*Log[x] - 3*x^2*Log[x] + 3*x*Log[x]^2 - Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x] - 3*Defer[Int][(x*Log[x])/((x^2 + x^3 - x*Log[x] - 3*x^2*Log[x] + 3*x*Log[x]^2 - Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x] - Defer[Int][Log[x]^3/(x*(x^2 + x^3 - x*Log[x] - 3*x^2*Log[x] + 3*x*Log[x]^2 - Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x] + 2*Defer[Int][Log[x]/((-x^2 - x^3 + x*Log[x] + 3*x^2*Log[x] - 3*x*Log[x]^2 + Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x] - 3*Defer[Int][Log[x]^2/((-x^2 - x^3 + x*Log[x] + 3*x^2*Log[x] - 3*x*Log[x]^2 + Log[x]^3)*Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]*Log[Log[(x*(x + x^2 - 2*x*Log[x] + Log[x]^2))/(x - Log[x])^2]]), x]","F",0,0,0,0,-1,"{}"
6235,1,12,0,0.0033094,"\int \frac{1}{3} \left(5+5 e^3+5 \log (4)\right) \, dx","Int[(5 + 5*E^3 + 5*Log[4])/3,x]","\frac{5}{3} x \left(1+e^3+\log (4)\right)","\frac{1}{3} x \left(-\frac{2}{x}-5+5 \left(2+e^3+\log (4)\right)\right)+5",1,"(5*x*(1 + E^3 + Log[4]))/3","A",1,1,15,0.06667,1,"{8}"
6236,1,32,0,0.0069429,"\int \frac{1}{2} \left(3+e (-2-4 x)-18 x-9 x^2\right) \, dx","Int[(3 + E*(-2 - 4*x) - 18*x - 9*x^2)/2,x]","-\frac{3 x^3}{2}-\frac{9 x^2}{2}+\frac{3 x}{2}-\frac{1}{4} e (2 x+1)^2","\left(\frac{3 x}{2}+e+3\right) \left(-x^2-x+3\right)",1,"(3*x)/2 - (9*x^2)/2 - (3*x^3)/2 - (E*(1 + 2*x)^2)/4","A",2,1,21,0.04762,1,"{12}"
6237,0,0,0,3.3153189,"\int \frac{\exp \left(-x+\frac{e^{-x} \left(2 e^x+5 x\right)}{\log (-3+2 x)}\right) \left(100 e^x+250 x+\left(375-625 x+250 x^2\right) \log (-3+2 x)\right)}{(-3+2 x) \log ^2(-3+2 x)} \, dx","Int[(E^(-x + (2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))*(100*E^x + 250*x + (375 - 625*x + 250*x^2)*Log[-3 + 2*x]))/((-3 + 2*x)*Log[-3 + 2*x]^2),x]","\int \frac{\exp \left(-x+\frac{e^{-x} \left(2 e^x+5 x\right)}{\log (-3+2 x)}\right) \left(100 e^x+250 x+\left(375-625 x+250 x^2\right) \log (-3+2 x)\right)}{(-3+2 x) \log ^2(-3+2 x)} \, dx","25 \left(4-e^{\frac{5 e^{-x} x+2}{\log (2 x-3)}}\right)",1,"125*Defer[Int][E^(-x + (2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))/Log[-3 + 2*x]^2, x] + 375*Defer[Int][E^(-x + (2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))/((-3 + 2*x)*Log[-3 + 2*x]^2), x] + 100*Defer[Int][E^((2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))/((-3 + 2*x)*Log[-3 + 2*x]^2), x] + (125*Defer[Int][E^(-x + (2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))/Log[-3 + 2*x], x])/2 + (125*Defer[Int][(E^(-x + (2*E^x + 5*x)/(E^x*Log[-3 + 2*x]))*(-3 + 2*x))/Log[-3 + 2*x], x])/2","F",0,0,0,0,-1,"{}"
6238,0,0,0,0.8498621,"\int \frac{-4+6 x+\left(-2+2 x+(2-2 x) \log \left(2 x^2-2 x^3\right)\right) \log \left(1-\log \left(2 x^2-2 x^3\right)\right)}{x^2-x^3+\left(-x^2+x^3\right) \log \left(2 x^2-2 x^3\right)} \, dx","Int[(-4 + 6*x + (-2 + 2*x + (2 - 2*x)*Log[2*x^2 - 2*x^3])*Log[1 - Log[2*x^2 - 2*x^3]])/(x^2 - x^3 + (-x^2 + x^3)*Log[2*x^2 - 2*x^3]),x]","\int \frac{-4+6 x+\left(-2+2 x+(2-2 x) \log \left(2 x^2-2 x^3\right)\right) \log \left(1-\log \left(2 x^2-2 x^3\right)\right)}{x^2-x^3+\left(-x^2+x^3\right) \log \left(2 x^2-2 x^3\right)} \, dx","\frac{2 \left(\log \left(1-\log \left(2 (1-x) x^2\right)\right)+x\right)}{x}",1,"2*Defer[Int][1/((-1 + x)*(-1 + Log[-2*(-1 + x)*x^2])), x] + 4*Defer[Int][1/(x^2*(-1 + Log[-2*(-1 + x)*x^2])), x] - 2*Defer[Int][1/(x*(-1 + Log[-2*(-1 + x)*x^2])), x] - 2*Defer[Int][Log[1 - Log[-2*(-1 + x)*x^2]]/x^2, x]","F",0,0,0,0,-1,"{}"
6239,0,0,0,4.0708759,"\int \frac{9-10 e^x+e^{2 x}+\left(16-8 e^x x\right) \log (x)+\left(20-4 e^x\right) \log \left(\frac{3 x}{2}\right)+4 \log ^2\left(\frac{3 x}{2}\right)}{81 x-18 e^x x+e^{2 x} x+\left(36 x-4 e^x x\right) \log \left(\frac{3 x}{2}\right)+4 x \log ^2\left(\frac{3 x}{2}\right)} \, dx","Int[(9 - 10*E^x + E^(2*x) + (16 - 8*E^x*x)*Log[x] + (20 - 4*E^x)*Log[(3*x)/2] + 4*Log[(3*x)/2]^2)/(81*x - 18*E^x*x + E^(2*x)*x + (36*x - 4*E^x*x)*Log[(3*x)/2] + 4*x*Log[(3*x)/2]^2),x]","\int \frac{9-10 e^x+e^{2 x}+\left(16-8 e^x x\right) \log (x)+\left(20-4 e^x\right) \log \left(\frac{3 x}{2}\right)+4 \log ^2\left(\frac{3 x}{2}\right)}{81 x-18 e^x x+e^{2 x} x+\left(36 x-4 e^x x\right) \log \left(\frac{3 x}{2}\right)+4 x \log ^2\left(\frac{3 x}{2}\right)} \, dx","\frac{\log (x)}{\frac{8}{-e^x+2 \log \left(\frac{3 x}{2}\right)+1}+1}",1,"Log[x] - 8*Defer[Int][1/(x*(-E^x + 9*(1 + (2*Log[3/2])/9) + 2*Log[x])), x] + 16*Defer[Int][Log[x]/(x*(-9 + E^x - 2*Log[(3*x)/2])^2), x] - 144*Defer[Subst][Defer[Int][Log[2*x]/(-9 + E^(2*x) - 2*Log[3*x])^2, x], x, x/2] - 16*Defer[Subst][Defer[Int][Log[2*x]/(-9 + E^(2*x) - 2*Log[3*x]), x], x, x/2] - 32*Defer[Subst][Defer[Int][(Log[2*x]*Log[3*x])/(-9 + E^(2*x) - 2*Log[3*x])^2, x], x, x/2]","F",0,0,0,0,-1,"{}"
6240,1,138,0,11.3922932,"\int \frac{e^2 x^2+\exp \left(25+e^{2 x}+10 x+11 x^2+2 x^3+x^4+e^x \left(-10-2 x-2 x^2\right)\right) \left(-4 e^{2+2 x} x+e^{2+x} \left(24 x+12 x^2+4 x^3\right)+e^2 \left(2-20 x-44 x^2-12 x^3-8 x^4\right)\right)}{x^2} \, dx","Int[(E^2*x^2 + E^(25 + E^(2*x) + 10*x + 11*x^2 + 2*x^3 + x^4 + E^x*(-10 - 2*x - 2*x^2))*(-4*E^(2 + 2*x)*x + E^(2 + x)*(24*x + 12*x^2 + 4*x^3) + E^2*(2 - 20*x - 44*x^2 - 12*x^3 - 8*x^4)))/x^2,x]","e^2 x-\frac{2 \left(2 x^4-e^x x^3+3 x^3-3 e^x x^2+11 x^2-6 e^x x+e^{2 x} x+5 x\right) \exp \left(x^4+2 x^3+11 x^2-2 e^x \left(x^2+x+5\right)+10 x+e^{2 x}+27\right)}{x^2 \left(2 x^3+3 x^2-e^x \left(x^2+x+5\right)+11 x+e^{2 x}-e^x (2 x+1)+5\right)}","e^2 \left(x-\frac{2 e^{\left(-x^2-x+e^x-5\right)^2}}{x}\right)",1,"E^2*x - (2*E^(27 + E^(2*x) + 10*x + 11*x^2 + 2*x^3 + x^4 - 2*E^x*(5 + x + x^2))*(5*x - 6*E^x*x + E^(2*x)*x + 11*x^2 - 3*E^x*x^2 + 3*x^3 - E^x*x^3 + 2*x^4))/(x^2*(5 + E^(2*x) + 11*x + 3*x^2 + 2*x^3 - E^x*(1 + 2*x) - E^x*(5 + x + x^2)))","B",3,2,107,0.01869,1,"{14, 2288}"
6241,1,33,0,0.2486408,"\int \frac{e^{\frac{1}{5} \left(-15 x+10 x^2+4 x^3\right)} \left(-15+20 x+12 x^2\right)}{-25+5 e^{\frac{1}{5} \left(-15 x+10 x^2+4 x^3\right)}} \, dx","Int[(E^((-15*x + 10*x^2 + 4*x^3)/5)*(-15 + 20*x + 12*x^2))/(-25 + 5*E^((-15*x + 10*x^2 + 4*x^3)/5)),x]","\log \left(-e^{-3 x} \left(5 e^{3 x}-e^{\frac{4 x^3}{5}+2 x^2}\right)\right)","\log \left(e^{x \left(\frac{4 x^2}{5}+2 x-3\right)}-5\right)+1",1,"Log[-((5*E^(3*x) - E^(2*x^2 + (4*x^3)/5))/E^(3*x))]","A",1,1,57,0.01754,1,"{6684}"
6242,1,20,0,0.005161,"\int \left(1+e^{4 e^2-x}+18 x\right) \, dx","Int[1 + E^(4*E^2 - x) + 18*x,x]","9 x^2+x-e^{4 e^2-x}","9 x^2+x-e^{4 e^2-x}",1,"-E^(4*E^2 - x) + x + 9*x^2","A",2,1,16,0.06250,1,"{2194}"
6243,1,38,0,0.3200596,"\int \frac{x^2+4 x \log (2)+4 \log ^2(2)+e^{x+x^2} \left(2-2 x-4 x^2+(-4-8 x) \log (2)\right)}{x^2+4 x \log (2)+4 \log ^2(2)} \, dx","Int[(x^2 + 4*x*Log[2] + 4*Log[2]^2 + E^(x + x^2)*(2 - 2*x - 4*x^2 + (-4 - 8*x)*Log[2]))/(x^2 + 4*x*Log[2] + 4*Log[2]^2),x]","x-\frac{2 e^{x^2+x} \left(2 x^2+x (1+\log (16))+\log (4)\right)}{(2 x+1) (x+\log (4))^2}","x-\frac{e^{x^2+x}}{\frac{x}{2}+\log (2)}",1,"x - (2*E^(x + x^2)*(2*x^2 + Log[4] + x*(1 + Log[16])))/((1 + 2*x)*(x + Log[4])^2)","A",4,3,59,0.05085,1,"{27, 6688, 2288}"
6244,1,29,0,0.0633611,"\int \left(1-6 x+e^x (1+x)+e^{1+x} \left(-2 x-x^2\right)\right) \, dx","Int[1 - 6*x + E^x*(1 + x) + E^(1 + x)*(-2*x - x^2),x]","-e^{x+1} x^2-3 x^2+x-e^x+e^x (x+1)","\left(-e^{x+1} x-3 x+e^x\right) x+x",1,"-E^x + x - 3*x^2 - E^(1 + x)*x^2 + E^x*(1 + x)","A",11,4,27,0.1481,1,"{2176, 2194, 1593, 2196}"
6245,1,14,0,0.0214212,"\int \frac{-3-3 x-19 x^2}{3 x+19 x^2} \, dx","Int[(-3 - 3*x - 19*x^2)/(3*x + 19*x^2),x]","-x-\log (x)+\log (19 x+3)","-x-\log \left(\frac{5 e^2}{\frac{3}{x}+19}\right)+1",1,"-x - Log[x] + Log[3 + 19*x]","A",3,2,22,0.09091,1,"{1593, 893}"
6246,1,13,0,0.0861114,"\int e^{-e^{625} x} \left(-24+e^{e^{625} x}+24 e^{625} x\right) \, dx","Int[(-24 + E^(E^625*x) + 24*E^625*x)/E^(E^625*x),x]","x-24 e^{-e^{625} x} x","\log \left(\frac{6}{5} e^{x-24 e^{-e^{625} x} x}\right)",1,"x - (24*x)/E^(E^625*x)","A",6,3,24,0.1250,1,"{6742, 2194, 2176}"
6247,0,0,0,62.5004985,"\int \frac{1800 x^7+2880 x^8+1152 x^9+\left(1200 x^7+960 x^8\right) \log (5)+200 x^7 \log ^2(5)+\exp \left(\exp \left(\frac{-3+15 x+12 x^2+5 x \log (5)}{15+12 x+5 \log (5)}\right)+\frac{-3+15 x+12 x^2+5 x \log (5)}{15+12 x+5 \log (5)}\right) \left(-783-1080 x-432 x^2+(-450-360 x) \log (5)-75 \log ^2(5)\right)}{225+360 x+144 x^2+(150+120 x) \log (5)+25 \log ^2(5)} \, dx","Int[(1800*x^7 + 2880*x^8 + 1152*x^9 + (1200*x^7 + 960*x^8)*Log[5] + 200*x^7*Log[5]^2 + E^(E^((-3 + 15*x + 12*x^2 + 5*x*Log[5])/(15 + 12*x + 5*Log[5])) + (-3 + 15*x + 12*x^2 + 5*x*Log[5])/(15 + 12*x + 5*Log[5]))*(-783 - 1080*x - 432*x^2 + (-450 - 360*x)*Log[5] - 75*Log[5]^2))/(225 + 360*x + 144*x^2 + (150 + 120*x)*Log[5] + 25*Log[5]^2),x]","\int \frac{1800 x^7+2880 x^8+1152 x^9+\left(1200 x^7+960 x^8\right) \log (5)+200 x^7 \log ^2(5)+\exp \left(\exp \left(\frac{-3+15 x+12 x^2+5 x \log (5)}{15+12 x+5 \log (5)}\right)+\frac{-3+15 x+12 x^2+5 x \log (5)}{15+12 x+5 \log (5)}\right) \left(-783-1080 x-432 x^2+(-450-360 x) \log (5)-75 \log ^2(5)\right)}{225+360 x+144 x^2+(150+120 x) \log (5)+25 \log ^2(5)} \, dx","x^8-3 e^{e^{x+\frac{1}{x-5 \left(x+1+\frac{\log (5)}{3}\right)}}}",1,"(20*x^7)/7 + x^8 + (20*x^7*Log[5])/21 - (25*x^6*(3 + Log[5]))/9 - (20*x^7*(3 + Log[5]))/21 + (25*x^5*(3 + Log[5])^2)/12 + (25*x^6*(3 + Log[5])^2)/36 - (625*x^4*(3 + Log[5])^3)/432 - (25*x^5*(3 + Log[5])^3)/54 + (15625*x^3*(3 + Log[5])^4)/15552 + (3125*x^4*(3 + Log[5])^4)/10368 - (15625*x^2*(3 + Log[5])^5)/20736 - (3125*x^3*(3 + Log[5])^5)/15552 + (546875*x*(3 + Log[5])^6)/746496 + (109375*x^2*(3 + Log[5])^6)/746496 - (78125*x*(3 + Log[5])^7)/559872 + (3125*x^3*Log[5]*(3 + Log[5])^3*(3 + 5*Log[5]))/46656 + (78125*x*Log[5]*(3 + Log[5])^5*(3 + 7*Log[5]))/2239488 + (25*x^6*(9 + Log[5]^2))/108 - (25*x^5*(3 + Log[5])*(9 + Log[5]^2))/108 + (625*x^4*(3 + Log[5])^2*(9 + Log[5]^2))/3456 - (3125*x^3*(3 + Log[5])^3*(9 + Log[5]^2))/23328 + (78125*x^2*(3 + Log[5])^4*(9 + Log[5]^2))/746496 - (78125*x*(3 + Log[5])^5*(9 + Log[5]^2))/746496 - (1953125*Log[5]^2*(3 + Log[5])^7)/(26873856*(12*x + 5*(3 + Log[5]))) - (1953125*(3 + Log[5])^8)/(8957952*(12*x + 5*(3 + Log[5]))) + (1953125*(3 + Log[5])^9)/(53747712*(12*x + 5*(3 + Log[5]))) + (1953125*(3 + Log[5])^7*(9 + Log[5]^2))/(53747712*(12*x + 5*(3 + Log[5]))) - (15625*x^2*Log[5]*(3 + Log[5])^4*(1 + Log[25]))/124416 - (25*x^6*Log[5]*(3 + Log[25]))/54 - (625*x^4*Log[5]*(3 + Log[5])^2*(3 + Log[625]))/5184 + (25*x^5*Log[5]*(3 + Log[5]^2 + Log[625]))/36 - (390625*(3 + Log[5])^7*Log[12*x + 5*(3 + Log[5])])/1119744 + (390625*(3 + Log[5])^8*Log[12*x + 5*(3 + Log[5])])/5971968 - (390625*Log[5]*(3 + Log[5])^6*(3 + 8*Log[5])*Log[12*x + 5*(3 + Log[5])])/26873856 + (2734375*(3 + Log[5])^6*(9 + Log[5]^2)*Log[12*x + 5*(3 + Log[5])])/53747712 - 3*Defer[Int][5^((5*x)/(12*x + 5*(3 + Log[5])))*E^((-3 + 15*x + 12*x^2 + 5^((5*x)/(12*x + 5*(3 + Log[5])))*E^((3*(-1 + 5*x + 4*x^2))/(12*x + 5*(3 + Log[5])))*(12*x + 5*(3 + Log[5])))/(12*x + 5*(3 + Log[5]))), x] - 108*Defer[Int][(5^((5*x)/(12*x + 5*(3 + Log[5])))*E^((-3 + 15*x + 12*x^2 + 5^((5*x)/(12*x + 5*(3 + Log[5])))*E^((3*(-1 + 5*x + 4*x^2))/(12*x + 5*(3 + Log[5])))*(12*x + 5*(3 + Log[5])))/(12*x + 5*(3 + Log[5]))))/(15 + 12*x + 5*Log[5])^2, x]","F",0,0,0,0,-1,"{}"
6248,1,25,0,0.0231571,"\int -\frac{4 e^{224/9}}{-x+3 e^{224/9} x+2 e^{224/9} x \log \left(\frac{e^4}{x^2}\right)} \, dx","Int[(-4*E^(224/9))/(-x + 3*E^(224/9)*x + 2*E^(224/9)*x*Log[E^4/x^2]),x]","\log \left(-2 e^{224/9} \log \left(\frac{e^4}{x^2}\right)-3 e^{224/9}+1\right)","\log \left(-2 \log \left(\frac{e^4}{x^2}\right)+\frac{1}{e^{224/9}}-3\right)",1,"Log[1 - 3*E^(224/9) - 2*E^(224/9)*Log[E^4/x^2]]","A",4,3,37,0.08108,1,"{6, 12, 31}"
6249,0,0,0,1.7640424,"\int \frac{\left(8 x^2-50 x^3-2 x^4-16 x^5+100 x^6+4 x^7\right) \log ^2\left(\frac{1}{x}\right)+\left(8-50 x-2 x^2\right) \log \left(4-25 x-x^2\right)+\log \left(\frac{1}{x}\right) \left(-50 x-4 x^2+\left(-8+50 x+2 x^2\right) \log \left(4-25 x-x^2\right)\right)}{\left(-4 x^2+25 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)} \, dx","Int[((8*x^2 - 50*x^3 - 2*x^4 - 16*x^5 + 100*x^6 + 4*x^7)*Log[x^(-1)]^2 + (8 - 50*x - 2*x^2)*Log[4 - 25*x - x^2] + Log[x^(-1)]*(-50*x - 4*x^2 + (-8 + 50*x + 2*x^2)*Log[4 - 25*x - x^2]))/((-4*x^2 + 25*x^3 + x^4)*Log[x^(-1)]^2),x]","\int \frac{\left(8 x^2-50 x^3-2 x^4-16 x^5+100 x^6+4 x^7\right) \log ^2\left(\frac{1}{x}\right)+\left(8-50 x-2 x^2\right) \log \left(4-25 x-x^2\right)+\log \left(\frac{1}{x}\right) \left(-50 x-4 x^2+\left(-8+50 x+2 x^2\right) \log \left(4-25 x-x^2\right)\right)}{\left(-4 x^2+25 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)} \, dx","x^4-2 \left(x+\frac{\log (4-x (x+25))}{x \log \left(\frac{1}{x}\right)}\right)",1,"-2*x + x^4 - 2*Log[4 - 25*x - x^2]*LogIntegral[x^(-1)] + 2*Defer[Int][(-25 - 2*x)/(x*(-4 + 25*x + x^2)*Log[x^(-1)]), x] - 2*Defer[Int][Log[4 - 25*x - x^2]/(x^2*Log[x^(-1)]^2), x] - (100*Defer[Int][LogIntegral[x^(-1)]/(-25 + Sqrt[641] - 2*x), x])/Sqrt[641] + (4*(641 - 25*Sqrt[641])*Defer[Int][LogIntegral[x^(-1)]/(25 - Sqrt[641] + 2*x), x])/641 - (100*Defer[Int][LogIntegral[x^(-1)]/(25 + Sqrt[641] + 2*x), x])/Sqrt[641] + (4*(641 + 25*Sqrt[641])*Defer[Int][LogIntegral[x^(-1)]/(25 + Sqrt[641] + 2*x), x])/641","F",0,0,0,0,-1,"{}"
6250,0,0,0,76.6431584,"\int \frac{e^{2 x} \left(4 x+16 x^2\right)+e^x \left(-8 x-32 x^2\right) \log (3)+\left(4 x+16 x^2\right) \log ^2(3)+\left(e^{2 x} \left(-8 x-16 x^2\right)-8 x^3 \log (3)+\left(-8 x-16 x^2\right) \log ^2(3)+e^x \left(8 x^3+\left(16 x+32 x^2\right) \log (3)\right)\right) \log (x)-4 e^x x^4 \log ^2(x)}{\left(e^{2 x} \left(1+8 x+16 x^2\right)+e^x \left(-2-16 x-32 x^2\right) \log (3)+\left(1+8 x+16 x^2\right) \log ^2(3)\right) \log ^2(x)+\left(e^x \left(2 x^2+8 x^3\right)+\left(-2 x^2-8 x^3\right) \log (3)\right) \log ^3(x)+x^4 \log ^4(x)} \, dx","Int[(E^(2*x)*(4*x + 16*x^2) + E^x*(-8*x - 32*x^2)*Log[3] + (4*x + 16*x^2)*Log[3]^2 + (E^(2*x)*(-8*x - 16*x^2) - 8*x^3*Log[3] + (-8*x - 16*x^2)*Log[3]^2 + E^x*(8*x^3 + (16*x + 32*x^2)*Log[3]))*Log[x] - 4*E^x*x^4*Log[x]^2)/((E^(2*x)*(1 + 8*x + 16*x^2) + E^x*(-2 - 16*x - 32*x^2)*Log[3] + (1 + 8*x + 16*x^2)*Log[3]^2)*Log[x]^2 + (E^x*(2*x^2 + 8*x^3) + (-2*x^2 - 8*x^3)*Log[3])*Log[x]^3 + x^4*Log[x]^4),x]","\int \frac{e^{2 x} \left(4 x+16 x^2\right)+e^x \left(-8 x-32 x^2\right) \log (3)+\left(4 x+16 x^2\right) \log ^2(3)+\left(e^{2 x} \left(-8 x-16 x^2\right)-8 x^3 \log (3)+\left(-8 x-16 x^2\right) \log ^2(3)+e^x \left(8 x^3+\left(16 x+32 x^2\right) \log (3)\right)\right) \log (x)-4 e^x x^4 \log ^2(x)}{\left(e^{2 x} \left(1+8 x+16 x^2\right)+e^x \left(-2-16 x-32 x^2\right) \log (3)+\left(1+8 x+16 x^2\right) \log ^2(3)\right) \log ^2(x)+\left(e^x \left(2 x^2+8 x^3\right)+\left(-2 x^2-8 x^3\right) \log (3)\right) \log ^3(x)+x^4 \log ^4(x)} \, dx","\frac{4 x}{\log (x) \left(\frac{x \log (x)}{\log (3)-e^x}-\frac{4 x+1}{x}\right)}",1,"4*Defer[Int][x/((1 + 4*x)*Log[x]^2), x] - 8*Defer[Int][(x*(1 + 2*x))/((1 + 4*x)^2*Log[x]), x] - (3*Log[3]*Defer[Int][(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^(-2), x])/64 - (5*(1 + Log[81])*Defer[Int][(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^(-2), x])/256 + ((1 + Log[6561])*Defer[Int][(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^(-2), x])/64 + (Log[3]*Defer[Int][x/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/8 + ((1 + Log[81])*Defer[Int][x/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/16 - (3*(1 + Log[6561])*Defer[Int][x/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/64 - (Log[3]*Defer[Int][x^2/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/4 - (3*(1 + Log[81])*Defer[Int][x^2/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/16 + ((1 + Log[6561])*Defer[Int][x^2/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/8 + ((1 + Log[81])*Defer[Int][x^3/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/2 - ((1 + Log[6561])*Defer[Int][x^3/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/4 - (1 + Log[81])*Defer[Int][x^4/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x] - (Log[3]*Defer[Int][1/((1 + 4*x)^2*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/64 - ((1 + Log[81])*Defer[Int][1/((1 + 4*x)^2*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/256 + ((1 + Log[6561])*Defer[Int][1/((1 + 4*x)^2*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/256 + (Log[3]*Defer[Int][1/((1 + 4*x)*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/16 + (3*(1 + Log[81])*Defer[Int][1/((1 + 4*x)*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/128 - (5*(1 + Log[6561])*Defer[Int][1/((1 + 4*x)*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/256 - ((40*Log[3]^2 - 16*Log[3]*Log[9] - Log[9]*Log[81])*Defer[Int][1/(Log[x]*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/4 + (4*Log[3]^2 - Log[9]^2)*Defer[Int][1/((1 + 4*x)^2*Log[x]*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x] - ((40*Log[3]^2 - 16*Log[3]*Log[9] - Log[9]*Log[81])*Defer[Int][1/((1 + 4*x)^2*Log[x]*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/4 - (4*Log[3]^2 - Log[9]^2)*Defer[Int][1/((1 + 4*x)*Log[x]*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x] + ((40*Log[3]^2 - 16*Log[3]*Log[9] - Log[9]*Log[81])*Defer[Int][1/((1 + 4*x)*Log[x]*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/2 + (11*Defer[Int][Log[x]/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/1024 - (7*Defer[Int][(x*Log[x])/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/256 + (3*Defer[Int][(x^2*Log[x])/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/64 + Defer[Int][(x^3*Log[x])/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x]/16 - (5*Defer[Int][(x^4*Log[x])/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x])/4 + Defer[Int][(x^5*Log[x])/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2, x] + Defer[Int][Log[x]/((1 + 4*x)^2*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x]/256 - (15*Defer[Int][Log[x]/((1 + 4*x)*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^2), x])/1024 - (7*Defer[Int][(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])^(-1), x])/64 - Defer[Int][x/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x]), x]/16 + (9*Defer[Int][x^2/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x]), x])/4 - Defer[Int][x^3/(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x]), x] - Defer[Int][1/((1 + 4*x)^2*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])), x]/8 + (15*Defer[Int][1/((1 + 4*x)*(E^x + 4*E^x*x - Log[3] - 4*x*Log[3] + x^2*Log[x])), x])/64","F",0,0,0,0,-1,"{}"
6251,1,14,0,0.0336824,"\int \frac{-26 x^2+e^x (-3+3 x)}{2 x^2} \, dx","Int[(-26*x^2 + E^x*(-3 + 3*x))/(2*x^2),x]","\frac{3 e^x}{2 x}-13 x","\frac{3 e^x}{2 x}-13 x",1,"(3*E^x)/(2*x) - 13*x","A",4,3,22,0.1364,1,"{12, 14, 2197}"
6252,1,16,0,0.0095417,"\int \frac{4 x^2-4 e^{16} \log (4)}{x^2 \log (4)} \, dx","Int[(4*x^2 - 4*E^16*Log[4])/(x^2*Log[4]),x]","\frac{4 e^{16}}{x}+\frac{4 x}{\log (4)}","\frac{4 \left(x+e^{16}\right)}{x}+\frac{4 x}{\log (4)}-1",1,"(4*E^16)/x + (4*x)/Log[4]","A",3,2,21,0.09524,1,"{12, 14}"
6253,1,121,0,0.0941374,"\int \frac{1}{3} \left(-12 x+6 x^2+\left(-4 x+2 x^2\right) (i \pi +\log (\log (3)))+\log \left(x^2\right) \left(-12 x+9 x^2+\left(-4 x+3 x^2\right) (i \pi +\log (\log (3)))\right)\right) \, dx","Int[(-12*x + 6*x^2 + (-4*x + 2*x^2)*(I*Pi + Log[Log[3]]) + Log[x^2]*(-12*x + 9*x^2 + (-4*x + 3*x^2)*(I*Pi + Log[Log[3]])))/3,x]","\frac{2 x^3}{3}-\frac{2}{9} x^3 (3+i \pi +\log (\log (3)))+\frac{2}{9} x^3 (\log (\log (3))+i \pi )-2 x^2-\frac{2}{3} x^2 (3+i \pi +\log (\log (3))) \log \left(x^2\right)+\frac{2}{3} x^2 (3+i \pi +\log (\log (3)))-\frac{2}{3} x^2 (\log (\log (3))+i \pi )+\frac{1}{3} x^3 (3+i \pi +\log (\log (3))) \log \left(x^2\right)","\frac{1}{3} (x-2) x^2 (3+i \pi +\log (\log (3))) \log \left(x^2\right)",1,"-2*x^2 + (2*x^3)/3 - (2*x^2*(I*Pi + Log[Log[3]]))/3 + (2*x^3*(I*Pi + Log[Log[3]]))/9 + (2*x^2*(3 + I*Pi + Log[Log[3]]))/3 - (2*x^3*(3 + I*Pi + Log[Log[3]]))/9 - (2*x^2*Log[x^2]*(3 + I*Pi + Log[Log[3]]))/3 + (x^3*Log[x^2]*(3 + I*Pi + Log[Log[3]]))/3","B",7,3,65,0.04615,1,"{12, 2356, 2304}"
6254,1,16,0,0.0066882,"\int \frac{27 e^{17}-4 x^2}{6 x^2} \, dx","Int[(27*E^17 - 4*x^2)/(6*x^2),x]","-\frac{2 x}{3}-\frac{9 e^{17}}{2 x}","-\frac{2 x}{3}-\frac{9 e^{17}}{2 x}+21",1,"(-9*E^17)/(2*x) - (2*x)/3","A",3,2,18,0.1111,1,"{12, 14}"
6255,1,21,0,1.3021655,"\int \frac{40+2 x^5+\left(5-x^5\right) \log \left(\frac{25-10 x^5+x^{10}}{x^8}\right)}{-30 x^2+6 x^7} \, dx","Int[(40 + 2*x^5 + (5 - x^5)*Log[(25 - 10*x^5 + x^10)/x^8])/(-30*x^2 + 6*x^7),x]","\frac{\log \left(\frac{\left(5-x^5\right)^2}{x^8}\right)}{6 x}","\frac{\log \left(\left(x-\frac{5}{x^4}\right)^2\right)}{6 x}",1,"Log[(5 - x^5)^2/x^8]/(6*x)","A",19,11,44,0.2500,1,"{1593, 6725, 453, 294, 634, 618, 204, 628, 31, 2525, 12}"
6256,1,21,0,1.3553165,"\int \frac{e^{-\frac{5 x}{-1+5 x}} \left(3-45 x+75 x^2+e^{\frac{5 x}{-1+5 x}} \left(-x^2+10 x^3-25 x^4\right)\right)}{x^2-10 x^3+25 x^4} \, dx","Int[(3 - 45*x + 75*x^2 + E^((5*x)/(-1 + 5*x))*(-x^2 + 10*x^3 - 25*x^4))/(E^((5*x)/(-1 + 5*x))*(x^2 - 10*x^3 + 25*x^4)),x]","-x-\frac{3 e^{\frac{5 x}{1-5 x}}}{x}","-x-\frac{3 e^{-\frac{x}{x-\frac{1}{5}}}}{x}+6",1,"(-3*E^((5*x)/(1 - 5*x)))/x - x","A",27,11,68,0.1618,1,"{1594, 27, 6688, 6742, 2232, 2231, 2230, 2210, 2233, 2178, 2209}"
6257,0,0,0,4.1464289,"\int \frac{5 x^2+2 x^3+x^4+\left(-10 x-4 x^2-2 x^3\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5+2 x+x^2\right) \log ^2\left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5-x^2+\left(5+2 x+x^2\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)\right) \log (\log (3))}{5 x^2+2 x^3+x^4+\left(-10 x-4 x^2-2 x^3\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5+2 x+x^2\right) \log ^2\left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)} \, dx","Int[(5*x^2 + 2*x^3 + x^4 + (-10*x - 4*x^2 - 2*x^3)*Log[(5 + 2*x + x^2)/(5*x + E^3*x)] + (5 + 2*x + x^2)*Log[(5 + 2*x + x^2)/(5*x + E^3*x)]^2 + (5 - x^2 + (5 + 2*x + x^2)*Log[(5 + 2*x + x^2)/(5*x + E^3*x)])*Log[Log[3]])/(5*x^2 + 2*x^3 + x^4 + (-10*x - 4*x^2 - 2*x^3)*Log[(5 + 2*x + x^2)/(5*x + E^3*x)] + (5 + 2*x + x^2)*Log[(5 + 2*x + x^2)/(5*x + E^3*x)]^2),x]","\int \frac{5 x^2+2 x^3+x^4+\left(-10 x-4 x^2-2 x^3\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5+2 x+x^2\right) \log ^2\left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5-x^2+\left(5+2 x+x^2\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)\right) \log (\log (3))}{5 x^2+2 x^3+x^4+\left(-10 x-4 x^2-2 x^3\right) \log \left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)+\left(5+2 x+x^2\right) \log ^2\left(\frac{5+2 x+x^2}{5 x+e^3 x}\right)} \, dx","\frac{x \log (\log (3))}{x-\frac{x^2}{\log \left(\frac{x+\frac{5}{x}+2}{5+e^3}\right)}}+x",1,"-5*Defer[Int][(x + Log[5 + E^3] - Log[2 + 5/x + x])^(-2), x] + (5 - Log[Log[3]])*Defer[Int][(x + Log[5 + E^3] - Log[2 + 5/x + x])^(-2), x] + ((25*I)/2)*Defer[Int][1/(((-2 + 4*I) - 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] - ((5*I)/2)*(5 - Log[Log[3]])*Defer[Int][1/(((-2 + 4*I) - 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] + ((5*I)/2)*Log[Log[3]]*Defer[Int][1/(((-2 + 4*I) - 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] + Defer[Int][x^2/(x + Log[5 + E^3] - Log[2 + 5/x + x])^2, x] + (10 + 5*I)*Defer[Int][1/(((2 - 4*I) + 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] - (2 + I)*(5 - Log[Log[3]])*Defer[Int][1/(((2 - 4*I) + 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] + (10 + (15*I)/2)*Defer[Int][1/(((2 + 4*I) + 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] - (2 + (3*I)/2)*(5 - Log[Log[3]])*Defer[Int][1/(((2 + 4*I) + 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] + ((5*I)/2)*Log[Log[3]]*Defer[Int][1/(((2 + 4*I) + 2*x)*(x + Log[5 + E^3] - Log[2 + 5/x + x])^2), x] + Log[Log[3]]*Defer[Int][Log[(5 + 2*x + x^2)/((5 + E^3)*x)]/(x + Log[5 + E^3] - Log[2 + 5/x + x])^2, x] - 2*Defer[Int][(x*Log[(5 + 2*x + x^2)/((5 + E^3)*x)])/(x + Log[5 + E^3] - Log[2 + 5/x + x])^2, x] + Defer[Int][Log[(5 + 2*x + x^2)/((5 + E^3)*x)]^2/(x + Log[5 + E^3] - Log[2 + 5/x + x])^2, x]","F",0,0,0,0,-1,"{}"
6258,1,14,0,0.0124027,"\int \frac{36864+e^7+384 e x+e^2 x^2}{36864+384 e x+e^2 x^2} \, dx","Int[(36864 + E^7 + 384*E*x + E^2*x^2)/(36864 + 384*E*x + E^2*x^2),x]","x-\frac{e^6}{e x+192}","\frac{e^5}{x^2-(x+1) x-\frac{192}{e}}+x",1,"x - E^6/(192 + E*x)","A",3,2,32,0.06250,1,"{27, 683}"
6259,0,0,0,25.6225804,"\int \frac{24 e^2 x^4-e^{2+x} x^6-108 e^2 x^3 \log (x)+\left(-180 e^2 x^3+12 e^{2+x} x^5\right) \log ^2(x)+324 e^2 x^2 \log ^3(x)+\left(729 e^2 x^2-54 e^{2+x} x^4\right) \log ^4(x)+\left(-1620 e^2 x+108 e^{2+x} x^3\right) \log ^6(x)+\left(1215 e^2-81 e^{2+x} x^2\right) \log ^8(x)}{576 x^4+240 x^5+25 x^6+e^{2 x} x^6+e^x \left(48 x^5+10 x^6\right)+\left(-4320 x^3-2340 x^4-300 x^5-12 e^{2 x} x^5+e^x \left(-468 x^4-120 x^5\right)\right) \log ^2(x)+\left(14580 x^2+8910 x^3+1350 x^4+54 e^{2 x} x^4+e^x \left(1782 x^3+540 x^4\right)\right) \log ^4(x)+\left(-24300 x-16200 x^2-2700 x^3-108 e^{2 x} x^3+e^x \left(-3240 x^2-1080 x^3\right)\right) \log ^6(x)+\left(18225+12150 x+2025 x^2+81 e^{2 x} x^2+e^x \left(2430 x+810 x^2\right)\right) \log ^8(x)} \, dx","Int[(24*E^2*x^4 - E^(2 + x)*x^6 - 108*E^2*x^3*Log[x] + (-180*E^2*x^3 + 12*E^(2 + x)*x^5)*Log[x]^2 + 324*E^2*x^2*Log[x]^3 + (729*E^2*x^2 - 54*E^(2 + x)*x^4)*Log[x]^4 + (-1620*E^2*x + 108*E^(2 + x)*x^3)*Log[x]^6 + (1215*E^2 - 81*E^(2 + x)*x^2)*Log[x]^8)/(576*x^4 + 240*x^5 + 25*x^6 + E^(2*x)*x^6 + E^x*(48*x^5 + 10*x^6) + (-4320*x^3 - 2340*x^4 - 300*x^5 - 12*E^(2*x)*x^5 + E^x*(-468*x^4 - 120*x^5))*Log[x]^2 + (14580*x^2 + 8910*x^3 + 1350*x^4 + 54*E^(2*x)*x^4 + E^x*(1782*x^3 + 540*x^4))*Log[x]^4 + (-24300*x - 16200*x^2 - 2700*x^3 - 108*E^(2*x)*x^3 + E^x*(-3240*x^2 - 1080*x^3))*Log[x]^6 + (18225 + 12150*x + 2025*x^2 + 81*E^(2*x)*x^2 + E^x*(2430*x + 810*x^2))*Log[x]^8),x]","\int \frac{24 e^2 x^4-e^{2+x} x^6-108 e^2 x^3 \log (x)+\left(-180 e^2 x^3+12 e^{2+x} x^5\right) \log ^2(x)+324 e^2 x^2 \log ^3(x)+\left(729 e^2 x^2-54 e^{2+x} x^4\right) \log ^4(x)+\left(-1620 e^2 x+108 e^{2+x} x^3\right) \log ^6(x)+\left(1215 e^2-81 e^{2+x} x^2\right) \log ^8(x)}{576 x^4+240 x^5+25 x^6+e^{2 x} x^6+e^x \left(48 x^5+10 x^6\right)+\left(-4320 x^3-2340 x^4-300 x^5-12 e^{2 x} x^5+e^x \left(-468 x^4-120 x^5\right)\right) \log ^2(x)+\left(14580 x^2+8910 x^3+1350 x^4+54 e^{2 x} x^4+e^x \left(1782 x^3+540 x^4\right)\right) \log ^4(x)+\left(-24300 x-16200 x^2-2700 x^3-108 e^{2 x} x^3+e^x \left(-3240 x^2-1080 x^3\right)\right) \log ^6(x)+\left(18225+12150 x+2025 x^2+81 e^{2 x} x^2+e^x \left(2430 x+810 x^2\right)\right) \log ^8(x)} \, dx","\frac{e^2}{e^x+\frac{15}{x}+\frac{9 x}{\left(3 \log ^2(x)-x\right)^2}+5}",1,"24*E^2*Defer[Int][x^4/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 24*E^2*Defer[Int][x^5/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 5*E^2*Defer[Int][x^6/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 108*E^2*Defer[Int][(x^3*Log[x])/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 180*E^2*Defer[Int][(x^3*Log[x]^2)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 234*E^2*Defer[Int][(x^4*Log[x]^2)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 60*E^2*Defer[Int][(x^5*Log[x]^2)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 324*E^2*Defer[Int][(x^2*Log[x]^3)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 729*E^2*Defer[Int][(x^2*Log[x]^4)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 891*E^2*Defer[Int][(x^3*Log[x]^4)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 270*E^2*Defer[Int][(x^4*Log[x]^4)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 1620*E^2*Defer[Int][(x*Log[x]^6)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 1620*E^2*Defer[Int][(x^2*Log[x]^6)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - 540*E^2*Defer[Int][(x^3*Log[x]^6)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 1215*E^2*Defer[Int][Log[x]^8/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 1215*E^2*Defer[Int][(x*Log[x]^8)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] + 405*E^2*Defer[Int][(x^2*Log[x]^8)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4)^2, x] - E^2*Defer[Int][x^3/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4), x] + 6*E^2*Defer[Int][(x^2*Log[x]^2)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4), x] - 9*E^2*Defer[Int][(x*Log[x]^4)/(x^2*(24 + (5 + E^x)*x) - 6*x*(15 + (5 + E^x)*x)*Log[x]^2 + 9*(15 + (5 + E^x)*x)*Log[x]^4), x]","F",0,0,0,0,-1,"{}"
6260,0,0,0,3.7386275,"\int \frac{e^{-e^x x-\log ^2(-x+\log (x))} x \left(-x+e^x \left(x^2+x^3\right)+\left(1+e^x \left(-x-x^2\right)\right) \log (x)+(-2+2 x) \log (-x+\log (x))\right)}{-x^2+x \log (x)} \, dx","Int[(E^(-(E^x*x) - Log[-x + Log[x]]^2)*x*(-x + E^x*(x^2 + x^3) + (1 + E^x*(-x - x^2))*Log[x] + (-2 + 2*x)*Log[-x + Log[x]]))/(-x^2 + x*Log[x]),x]","\int \frac{e^{-e^x x-\log ^2(-x+\log (x))} x \left(-x+e^x \left(x^2+x^3\right)+\left(1+e^x \left(-x-x^2\right)\right) \log (x)+(-2+2 x) \log (-x+\log (x))\right)}{-x^2+x \log (x)} \, dx","x e^{-e^x x-\log ^2(\log (x)-x)}",1,"Defer[Int][E^(-(E^x*x) - Log[-x + Log[x]]^2), x] - Defer[Int][E^(x - E^x*x - Log[-x + Log[x]]^2)*x, x] - Defer[Int][E^(x - E^x*x - Log[-x + Log[x]]^2)*x^2, x] + 2*Defer[Int][(E^(-(E^x*x) - Log[-x + Log[x]]^2)*Log[-x + Log[x]])/(x - Log[x]), x] - 2*Defer[Int][(E^(-(E^x*x) - Log[-x + Log[x]]^2)*x*Log[-x + Log[x]])/(x - Log[x]), x]","F",0,0,0,0,-1,"{}"
6261,-1,0,0,180.0006339,"\int \frac{(-36+12 x) \log (x) \log \left(3 x^2\right)+(-9+3 x-9 \log (x)) \log ^2\left(3 x^2\right)+\left(-12+7 x-x^2+\left(-12+x^2\right) \log (x)\right) \log ^4\left(3 x^2\right)}{81-54 x+9 x^2+\left(216-198 x+60 x^2-6 x^3\right) \log ^2\left(3 x^2\right)+\left(144-168 x+73 x^2-14 x^3+x^4\right) \log ^4\left(3 x^2\right)} \, dx","Int[((-36 + 12*x)*Log[x]*Log[3*x^2] + (-9 + 3*x - 9*Log[x])*Log[3*x^2]^2 + (-12 + 7*x - x^2 + (-12 + x^2)*Log[x])*Log[3*x^2]^4)/(81 - 54*x + 9*x^2 + (216 - 198*x + 60*x^2 - 6*x^3)*Log[3*x^2]^2 + (144 - 168*x + 73*x^2 - 14*x^3 + x^4)*Log[3*x^2]^4),x]","\text{\$Aborted}","-\frac{x \log (x)}{(x-3) \left(-\frac{3}{\log ^2\left(3 x^2\right)}+x-4\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6262,0,0,0,2.1479612,"\int \frac{-12+e^{4+4 x} (-1-x)-15 x-9 x^2-x^3+e^{2+2 x} \left(7+8 x+6 x^2\right)+\left(-x+2 e^{2+2 x} x\right) \log (x)}{16 x+e^{4+4 x} x+8 x^2+x^3+e^{2+2 x} \left(-8 x-2 x^2\right)} \, dx","Int[(-12 + E^(4 + 4*x)*(-1 - x) - 15*x - 9*x^2 - x^3 + E^(2 + 2*x)*(7 + 8*x + 6*x^2) + (-x + 2*E^(2 + 2*x)*x)*Log[x])/(16*x + E^(4 + 4*x)*x + 8*x^2 + x^3 + E^(2 + 2*x)*(-8*x - 2*x^2)),x]","\int \frac{-12+e^{4+4 x} (-1-x)-15 x-9 x^2-x^3+e^{2+2 x} \left(7+8 x+6 x^2\right)+\left(-x+2 e^{2+2 x} x\right) \log (x)}{16 x+e^{4+4 x} x+8 x^2+x^3+e^{2+2 x} \left(-8 x-2 x^2\right)} \, dx","-x-\log (x)+\frac{2 x+\log (x)}{x-e^{2 x+2}+4}",1,"-x - Log[x] + 7*Log[x]*Defer[Int][(-4 + E^(2 + 2*x) - x)^(-2), x] - 2*Defer[Int][(-4 + E^(2 + 2*x) - x)^(-1), x] + 2*Log[x]*Defer[Int][(-4 + E^(2 + 2*x) - x)^(-1), x] + 14*Defer[Int][x/(-4 + E^(2 + 2*x) - x)^2, x] + 2*Log[x]*Defer[Int][x/(-4 + E^(2 + 2*x) - x)^2, x] + 4*Defer[Int][x^2/(-4 + E^(2 + 2*x) - x)^2, x] + Defer[Int][1/(x*(4 - E^(2 + 2*x) + x)), x] - 4*Defer[Int][x/(4 - E^(2 + 2*x) + x), x] - 2*Defer[Int][Defer[Int][(-4 + E^(2 + 2*x) - x)^(-1), x]/x, x] - 7*Defer[Int][Defer[Int][(4 - E^(2 + 2*x) + x)^(-2), x]/x, x] - 2*Defer[Int][Defer[Int][x/(4 - E^(2 + 2*x) + x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
6263,1,27,0,0.2179958,"\int \frac{-750+300 x-30 x^2+e^{-\frac{1}{-30+6 x}} \left(-750+295 x-30 x^2\right)}{\left(150+690 x-294 x^2+30 x^3+e^{-\frac{1}{-30+6 x}} \left(750 x-300 x^2+30 x^3\right)\right) \log \left(\frac{5}{1+5 x+5 e^{-\frac{1}{-30+6 x}} x}\right)} \, dx","Int[(-750 + 300*x - 30*x^2 + (-750 + 295*x - 30*x^2)/E^(-30 + 6*x)^(-1))/((150 + 690*x - 294*x^2 + 30*x^3 + (750*x - 300*x^2 + 30*x^3)/E^(-30 + 6*x)^(-1))*Log[5/(1 + 5*x + (5*x)/E^(-30 + 6*x)^(-1))]),x]","\log \left(\log \left(\frac{5}{5 e^{\frac{1}{6 (5-x)}} x+5 x+1}\right)\right)","\log \left(\log \left(\frac{1}{e^{\frac{1}{6 (5-x)}} x+x+\frac{1}{5}}\right)\right)",1,"Log[Log[5/(1 + 5*x + 5*E^(1/(6*(5 - x)))*x)]]","A",1,1,102,0.009804,1,"{6684}"
6264,1,26,0,0.3986294,"\int \frac{e^{-1-x+x \log (2)+x^2 \log \left(\frac{1}{-4 x+x^2}\right)} \left(4+3 x-2 x^2+(-4+x) \log (2)+\left(-8 x+2 x^2\right) \log \left(\frac{1}{-4 x+x^2}\right)\right)}{-16+4 x} \, dx","Int[(E^(-1 - x + x*Log[2] + x^2*Log[(-4*x + x^2)^(-1)])*(4 + 3*x - 2*x^2 + (-4 + x)*Log[2] + (-8*x + 2*x^2)*Log[(-4*x + x^2)^(-1)]))/(-16 + 4*x),x]","2^{x-2} e^{-x-1} \left(\frac{1}{x^2-4 x}\right)^{x^2}","\frac{1}{4} e^{x^2 \log \left(-\frac{1}{(4-x) x}\right)-x+x \log (2)-1}",1,"2^(-2 + x)*E^(-1 - x)*((-4*x + x^2)^(-1))^x^2","A",1,1,69,0.01449,1,"{6706}"
6265,1,31,0,0.6772557,"\int \frac{x+e^x \left(x+x^2\right)+\left(x+e^x \left(x+x^2\right)\right) \log (x)+\log \left(e^5 x\right)+(1+\log (x)) \log (1+\log (x))}{x+x \log (x)} \, dx","Int[(x + E^x*(x + x^2) + (x + E^x*(x + x^2))*Log[x] + Log[E^5*x] + (1 + Log[x])*Log[1 + Log[x]])/(x + x*Log[x]),x]","x-e^x+e^x (x+1)+(\log (x)+1) \log (\log (x)+1)+4 \log (\log (x)+1)","e^x x+x+\log \left(e^5 x\right) \log (\log (x)+1)",1,"-E^x + x + E^x*(1 + x) + 4*Log[1 + Log[x]] + (1 + Log[x])*Log[1 + Log[x]]","A",16,9,50,0.1800,1,"{2561, 6742, 2176, 2194, 43, 2302, 29, 2389, 2295}"
6266,0,0,0,22.0586351,"\int \frac{-8 x+10 x^2-2 x^3+e^{2+2 x} \left(-20-6 x+2 x^2\right)+e^{1+x} \left(16-2 x-8 x^2+2 x^3\right)+e^{\frac{x^2}{4}} \left(-2 x+2 x^2+e^{1+x} \left(4-3 x^2\right)+e^{2+2 x} \left(-4+x^2\right)\right)+\left(e^{2+2 x} (10-2 x)+e^{1+x} \left(-8+10 x-2 x^2\right)+e^{\frac{x^2}{4}} \left(e^{2+2 x} (2-x)+e^{1+x} (-2+2 x)\right)\right) \log \left(-4-e^{\frac{x^2}{4}}+x\right)}{e^{2+2 x+\frac{x^2}{4}}+e^{2+2 x} (4-x)} \, dx","Int[(-8*x + 10*x^2 - 2*x^3 + E^(2 + 2*x)*(-20 - 6*x + 2*x^2) + E^(1 + x)*(16 - 2*x - 8*x^2 + 2*x^3) + E^(x^2/4)*(-2*x + 2*x^2 + E^(1 + x)*(4 - 3*x^2) + E^(2 + 2*x)*(-4 + x^2)) + (E^(2 + 2*x)*(10 - 2*x) + E^(1 + x)*(-8 + 10*x - 2*x^2) + E^(x^2/4)*(E^(2 + 2*x)*(2 - x) + E^(1 + x)*(-2 + 2*x)))*Log[-4 - E^(x^2/4) + x])/(E^(2 + 2*x + x^2/4) + E^(2 + 2*x)*(4 - x)),x]","\int \frac{-8 x+10 x^2-2 x^3+e^{2+2 x} \left(-20-6 x+2 x^2\right)+e^{1+x} \left(16-2 x-8 x^2+2 x^3\right)+e^{\frac{x^2}{4}} \left(-2 x+2 x^2+e^{1+x} \left(4-3 x^2\right)+e^{2+2 x} \left(-4+x^2\right)\right)+\left(e^{2+2 x} (10-2 x)+e^{1+x} \left(-8+10 x-2 x^2\right)+e^{\frac{x^2}{4}} \left(e^{2+2 x} (2-x)+e^{1+x} (-2+2 x)\right)\right) \log \left(-4-e^{\frac{x^2}{4}}+x\right)}{e^{2+2 x+\frac{x^2}{4}}+e^{2+2 x} (4-x)} \, dx","8-\left(\log \left(-e^{\frac{x^2}{4}}+x-4\right)+e^{-x-1} x-x-2\right)^2",1,"4*E^(-1 - x)*x - E^(-2 - 2*x)*x^2 + E^(-1 - x)*x^2 - 2*E^(-1 - x)*Log[-4 - E^(x^2/4) + x] + 2*E^(-1 - x)*(1 - x)*Log[-4 - E^(x^2/4) + x] - 20*Defer[Int][(4 + E^(x^2/4) - x)^(-1), x] + 10*Log[-4 - E^(x^2/4) + x]*Defer[Int][(4 + E^(x^2/4) - x)^(-1), x] - 4*Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x] + 2*Log[-4 - E^(x^2/4) + x]*Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x] - 6*Defer[Int][x/(4 + E^(x^2/4) - x), x] - 2*Log[-4 - E^(x^2/4) + x]*Defer[Int][x/(4 + E^(x^2/4) - x), x] + 8*Defer[Int][(E^(-1 - x)*x)/(4 + E^(x^2/4) - x), x] - Log[-4 - E^(x^2/4) + x]*Defer[Int][(E^(x^2/4)*x)/(4 + E^(x^2/4) - x), x] + 2*Defer[Int][(E^(-1 - x + x^2/4)*x)/(4 + E^(x^2/4) - x), x] + 2*Defer[Int][x^2/(4 + E^(x^2/4) - x), x] - 6*Defer[Int][(E^(-1 - x)*x^2)/(4 + E^(x^2/4) - x), x] + Defer[Int][(E^(x^2/4)*x^2)/(4 + E^(x^2/4) - x), x] - Defer[Int][(E^(-1 - x + x^2/4)*x^2)/(4 + E^(x^2/4) - x), x] + Defer[Int][(E^(-1 - x)*x^3)/(4 + E^(x^2/4) - x), x] + 10*Defer[Int][Defer[Int][(4 + E^(x^2/4) - x)^(-1), x]/(4 + E^(x^2/4) - x), x] - 5*Defer[Int][x*Defer[Int][(4 + E^(x^2/4) - x)^(-1), x], x] + 20*Defer[Int][(x*Defer[Int][(4 + E^(x^2/4) - x)^(-1), x])/(4 + E^(x^2/4) - x), x] - 5*Defer[Int][(x^2*Defer[Int][(4 + E^(x^2/4) - x)^(-1), x])/(4 + E^(x^2/4) - x), x] + 2*Defer[Int][Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x]/(4 + E^(x^2/4) - x), x] - Defer[Int][x*Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x], x] + 4*Defer[Int][(x*Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x] - Defer[Int][(x^2*Defer[Int][E^(x^2/4)/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x] - 2*Defer[Int][Defer[Int][x/(4 + E^(x^2/4) - x), x]/(4 + E^(x^2/4) - x), x] + Defer[Int][x*Defer[Int][x/(4 + E^(x^2/4) - x), x], x] - 4*Defer[Int][(x*Defer[Int][x/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x] + Defer[Int][(x^2*Defer[Int][x/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x] - Defer[Int][Defer[Int][(E^(x^2/4)*x)/(4 + E^(x^2/4) - x), x]/(4 + E^(x^2/4) - x), x] + Defer[Int][x*Defer[Int][(E^(x^2/4)*x)/(4 + E^(x^2/4) - x), x], x]/2 - 2*Defer[Int][(x*Defer[Int][(E^(x^2/4)*x)/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x] + Defer[Int][(x^2*Defer[Int][(E^(x^2/4)*x)/(4 + E^(x^2/4) - x), x])/(4 + E^(x^2/4) - x), x]/2","F",0,0,0,0,-1,"{}"
6267,0,0,0,9.3460469,"\int \frac{-e^{e^x} x+e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)} \left(-x-e^{e^x} x+e^x x^2\right)+\left(e^{e^x+e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+e^{e^x} x\right) \log \left(e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+x\right)}{\left(e^{e^x+e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+e^{e^x} x\right) \log ^2\left(e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+x\right)} \, dx","Int[(-(E^E^x*x) + E^((x + E^E^x*(1 + x))/E^E^x)*(-x - E^E^x*x + E^x*x^2) + (E^(E^x + (x + E^E^x*(1 + x))/E^E^x) + E^E^x*x)*Log[E^((x + E^E^x*(1 + x))/E^E^x) + x])/((E^(E^x + (x + E^E^x*(1 + x))/E^E^x) + E^E^x*x)*Log[E^((x + E^E^x*(1 + x))/E^E^x) + x]^2),x]","\int \frac{-e^{e^x} x+e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)} \left(-x-e^{e^x} x+e^x x^2\right)+\left(e^{e^x+e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+e^{e^x} x\right) \log \left(e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+x\right)}{\left(e^{e^x+e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+e^{e^x} x\right) \log ^2\left(e^{e^{-e^x} \left(x+e^{e^x} (1+x)\right)}+x\right)} \, dx","\frac{x}{\log \left(x+e^{e^{-e^x} x+x+1}\right)}",1,"-Defer[Int][x/Log[E^(1 + x + x/E^E^x) + x]^2, x] - Defer[Int][x/(E^E^x*Log[E^(1 + x + x/E^E^x) + x]^2), x] - Defer[Int][x/((E^(1 + x + x/E^E^x) + x)*Log[E^(1 + x + x/E^E^x) + x]^2), x] + Defer[Int][x^2/((E^(1 + x + x/E^E^x) + x)*Log[E^(1 + x + x/E^E^x) + x]^2), x] + Defer[Int][x^2/(E^E^x*(E^(1 + x + x/E^E^x) + x)*Log[E^(1 + x + x/E^E^x) + x]^2), x] + Defer[Int][(E^(1 - E^x + (2 + E^(-E^x))*x)*x^2)/((E^(1 + x + x/E^E^x) + x)*Log[E^(1 + x + x/E^E^x) + x]^2), x] + Defer[Int][Log[E^(1 + x + x/E^E^x) + x]^(-1), x]","F",0,0,0,0,-1,"{}"
6268,1,24,0,0.3415416,"\int \frac{-1+64 x+8 x^2+e^5 \left(-96 x^2-12 x^3\right)+\left(-16 x-2 x^2+e^5 \left(24 x^2+3 x^3\right)\right) \log (8+x)}{-32-4 x+(8+x) \log (8+x)} \, dx","Int[(-1 + 64*x + 8*x^2 + E^5*(-96*x^2 - 12*x^3) + (-16*x - 2*x^2 + E^5*(24*x^2 + 3*x^3))*Log[8 + x])/(-32 - 4*x + (8 + x)*Log[8 + x]),x]","e^5 x^3-x^2-\log (4-\log (x+8))","e^5 x^3-x^2-\log (4-\log (x+8))-2",1,"-x^2 + E^5*x^3 - Log[4 - Log[8 + x]]","A",8,6,70,0.08571,1,"{6741, 6742, 43, 2390, 2302, 29}"
6269,1,16,0,0.1696939,"\int \frac{4 x+32 x^2+8 x \log (2 x)}{1+24 x+192 x^2+512 x^3} \, dx","Int[(4*x + 32*x^2 + 8*x*Log[2*x])/(1 + 24*x + 192*x^2 + 512*x^3),x]","\frac{4 x^2 \log (2 x)}{(8 x+1)^2}","\frac{4 x^2 \log (2 x)}{(8 x+1)^2}",1,"(4*x^2*Log[2*x])/(1 + 8*x)^2","A",9,5,34,0.1471,1,"{6688, 12, 6742, 43, 2335}"
6270,1,31,0,0.2472039,"\int \frac{e^{-2 x} \left(e^5 \left(3 x^3-2 x^4\right)+e^{2 x} \left(2+e^5 \left(-x-2 x^2\right)\right)\right)}{2 x} \, dx","Int[(E^5*(3*x^3 - 2*x^4) + E^(2*x)*(2 + E^5*(-x - 2*x^2)))/(2*E^(2*x)*x),x]","\frac{1}{2} e^{5-2 x} x^3-\frac{1}{8} e^5 (2 x+1)^2+\log (x)","\log (x)-\frac{1}{2} e^5 \left(e^{-2 x} \left(e^{2 x}-x\right) x^2+x\right)",1,"(E^(5 - 2*x)*x^3)/2 - (E^5*(1 + 2*x)^2)/8 + Log[x]","A",12,5,49,0.1020,1,"{12, 6688, 2196, 2176, 2194}"
6271,1,11,0,0.0106606,"\int \frac{x-2 x^2+2 \log (x)}{x} \, dx","Int[(x - 2*x^2 + 2*Log[x])/x,x]","-x^2+x+\log ^2(x)","-x^2+x+\log ^2(x)+3+\log (5)",1,"x - x^2 + Log[x]^2","A",3,2,15,0.1333,1,"{14, 2301}"
6272,1,20,0,0.0165785,"\int \frac{-6-x^2+8 e^{3-4 x} x^2}{2 x^2} \, dx","Int[(-6 - x^2 + 8*E^(3 - 4*x)*x^2)/(2*x^2),x]","-\frac{x}{2}-e^{3-4 x}+\frac{3}{x}","-\frac{x}{2}-e^{3-4 x}+\frac{3}{x}+4",1,"-E^(3 - 4*x) + 3/x - x/2","A",6,3,26,0.1154,1,"{12, 14, 2194}"
6273,0,0,0,13.9415357,"\int \frac{10368-55296 x+110592 x^2-183624 x^3+473408 x^4-852480 x^5+748360 x^6-321920 x^7+172800 x^8-153600 x^9+51200 x^{10}+\left(-53280 x^3+193920 x^4-232960 x^5+113760 x^6-86400 x^7+115200 x^8-51200 x^9\right) \log (x)+\left(-8280 x^3+17280 x^4-8320 x^5+10800 x^6-28800 x^7+19200 x^8\right) \log ^2(x)+\left(2400 x^6-3200 x^7\right) \log ^3(x)+200 x^6 \log ^4(x)}{1296 x-6912 x^2+13824 x^3-15528 x^4+21376 x^5-34560 x^6+32745 x^7-21040 x^8+21600 x^9-19200 x^{10}+6400 x^{11}+\left(-2160 x^4+8640 x^5-11520 x^6+7820 x^7-10800 x^8+14400 x^9-6400 x^{10}\right) \log (x)+\left(-360 x^4+960 x^5-640 x^6+1350 x^7-3600 x^8+2400 x^9\right) \log ^2(x)+\left(300 x^7-400 x^8\right) \log ^3(x)+25 x^7 \log ^4(x)} \, dx","Int[(10368 - 55296*x + 110592*x^2 - 183624*x^3 + 473408*x^4 - 852480*x^5 + 748360*x^6 - 321920*x^7 + 172800*x^8 - 153600*x^9 + 51200*x^10 + (-53280*x^3 + 193920*x^4 - 232960*x^5 + 113760*x^6 - 86400*x^7 + 115200*x^8 - 51200*x^9)*Log[x] + (-8280*x^3 + 17280*x^4 - 8320*x^5 + 10800*x^6 - 28800*x^7 + 19200*x^8)*Log[x]^2 + (2400*x^6 - 3200*x^7)*Log[x]^3 + 200*x^6*Log[x]^4)/(1296*x - 6912*x^2 + 13824*x^3 - 15528*x^4 + 21376*x^5 - 34560*x^6 + 32745*x^7 - 21040*x^8 + 21600*x^9 - 19200*x^10 + 6400*x^11 + (-2160*x^4 + 8640*x^5 - 11520*x^6 + 7820*x^7 - 10800*x^8 + 14400*x^9 - 6400*x^10)*Log[x] + (-360*x^4 + 960*x^5 - 640*x^6 + 1350*x^7 - 3600*x^8 + 2400*x^9)*Log[x]^2 + (300*x^7 - 400*x^8)*Log[x]^3 + 25*x^7*Log[x]^4),x]","\int \frac{10368-55296 x+110592 x^2-183624 x^3+473408 x^4-852480 x^5+748360 x^6-321920 x^7+172800 x^8-153600 x^9+51200 x^{10}+\left(-53280 x^3+193920 x^4-232960 x^5+113760 x^6-86400 x^7+115200 x^8-51200 x^9\right) \log (x)+\left(-8280 x^3+17280 x^4-8320 x^5+10800 x^6-28800 x^7+19200 x^8\right) \log ^2(x)+\left(2400 x^6-3200 x^7\right) \log ^3(x)+200 x^6 \log ^4(x)}{1296 x-6912 x^2+13824 x^3-15528 x^4+21376 x^5-34560 x^6+32745 x^7-21040 x^8+21600 x^9-19200 x^{10}+6400 x^{11}+\left(-2160 x^4+8640 x^5-11520 x^6+7820 x^7-10800 x^8+14400 x^9-6400 x^{10}\right) \log (x)+\left(-360 x^4+960 x^5-640 x^6+1350 x^7-3600 x^8+2400 x^9\right) \log ^2(x)+\left(300 x^7-400 x^8\right) \log ^3(x)+25 x^7 \log ^4(x)} \, dx","4 \left(\log \left(x^2\right)+\frac{2}{x \left(\frac{\log (x)}{4-\frac{3}{x}}-x\right)^2-\frac{4}{5}}\right)",1,"8*Log[x] + 172800*Defer[Int][(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^(-2), x] - 38880*Defer[Int][1/(x*(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2), x] - 276480*Defer[Int][x/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 173520*Defer[Int][x^2/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 45440*Defer[Int][x^3/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] - 230400*Defer[Int][x^4/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 256000*Defer[Int][x^5/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] - 102400*Defer[Int][x^6/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] - 3600*Defer[Int][(x^2*Log[x])/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 24000*Defer[Int][(x^3*Log[x])/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] - 44800*Defer[Int][(x^4*Log[x])/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 25600*Defer[Int][(x^5*Log[x])/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^2, x] + 1920*Defer[Int][(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2)^(-1), x] - 640*Defer[Int][x/(-36 + 96*x - 64*x^2 + 45*x^3 - 120*x^4 + 80*x^5 + 30*x^3*Log[x] - 40*x^4*Log[x] + 5*x^3*Log[x]^2), x] - 1080*Defer[Int][((3 - 4*x)^2*x*(-4 + 5*x^3) + 10*(3 - 4*x)*x^4*Log[x] + 5*x^4*Log[x]^2)^(-1), x]","F",0,0,0,0,-1,"{}"
6274,0,0,0,13.5134614,"\int \frac{-732656250+46976265 x-1128063 x^2+12024 x^3-48 x^4+\left(-117206250+5632800 x-90120 x^2+480 x^3\right) \log (x)+\left(-7031625+225150 x-1800 x^2\right) \log ^2(x)+(-187500+3000 x) \log ^3(x)-1875 \log ^4(x)+\left(6250-2605 x+40 x^2+(250-100 x) \log (x)\right) \log \left(x^3\right)}{244140625 x-15656250 x^2+376001 x^3-4008 x^4+16 x^5+\left(39062500 x-1877500 x^2+30040 x^3-160 x^4\right) \log (x)+\left(2343750 x-75050 x^2+600 x^3\right) \log ^2(x)+\left(62500 x-1000 x^2\right) \log ^3(x)+625 x \log ^4(x)} \, dx","Int[(-732656250 + 46976265*x - 1128063*x^2 + 12024*x^3 - 48*x^4 + (-117206250 + 5632800*x - 90120*x^2 + 480*x^3)*Log[x] + (-7031625 + 225150*x - 1800*x^2)*Log[x]^2 + (-187500 + 3000*x)*Log[x]^3 - 1875*Log[x]^4 + (6250 - 2605*x + 40*x^2 + (250 - 100*x)*Log[x])*Log[x^3])/(244140625*x - 15656250*x^2 + 376001*x^3 - 4008*x^4 + 16*x^5 + (39062500*x - 1877500*x^2 + 30040*x^3 - 160*x^4)*Log[x] + (2343750*x - 75050*x^2 + 600*x^3)*Log[x]^2 + (62500*x - 1000*x^2)*Log[x]^3 + 625*x*Log[x]^4),x]","\int \frac{-732656250+46976265 x-1128063 x^2+12024 x^3-48 x^4+\left(-117206250+5632800 x-90120 x^2+480 x^3\right) \log (x)+\left(-7031625+225150 x-1800 x^2\right) \log ^2(x)+(-187500+3000 x) \log ^3(x)-1875 \log ^4(x)+\left(6250-2605 x+40 x^2+(250-100 x) \log (x)\right) \log \left(x^3\right)}{244140625 x-15656250 x^2+376001 x^3-4008 x^4+16 x^5+\left(39062500 x-1877500 x^2+30040 x^3-160 x^4\right) \log (x)+\left(2343750 x-75050 x^2+600 x^3\right) \log ^2(x)+\left(62500 x-1000 x^2\right) \log ^3(x)+625 x \log ^4(x)} \, dx","\left(\frac{5}{x-(5 (\log (x)+25)-2 x)^2}-1\right) \log \left(x^3\right)",1,"-3*Log[x] - 15*Defer[Int][1/(x*(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)), x] - 2605*Defer[Int][Log[x^3]/(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)^2, x] + 6250*Defer[Int][Log[x^3]/(x*(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)^2), x] + 40*Defer[Int][(x*Log[x^3])/(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)^2, x] - 100*Defer[Int][(Log[x]*Log[x^3])/(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)^2, x] + 250*Defer[Int][(Log[x]*Log[x^3])/(x*(15625 - 501*x + 4*x^2 + 1250*Log[x] - 20*x*Log[x] + 25*Log[x]^2)^2), x]","F",0,0,0,0,-1,"{}"
6275,1,86,0,0.1463577,"\int \frac{-3-\log (x)-\log (\log (3))}{16+8 \log (x)+\log ^2(x)+(8+2 \log (x)) \log (\log (3))+\log ^2(\log (3))} \, dx","Int[(-3 - Log[x] - Log[Log[3]])/(16 + 8*Log[x] + Log[x]^2 + (8 + 2*Log[x])*Log[Log[3]] + Log[Log[3]]^2),x]","-\frac{(\log (x \log (3))+3) \text{Ei}(\log (x)+\log (\log (3))+4)}{e^4 \log (3)}+\frac{(\log (x \log (3))+4) \text{Ei}(\log (x \log (3))+4)}{e^4 \log (3)}-\frac{\text{Ei}(\log (x \log (3))+4)}{e^4 \log (3)}-x+\frac{x (\log (x \log (3))+3)}{\log (x)+4+\log (\log (3))}","-\frac{x}{\log (x)+4+\log (\log (3))}+e^5+1",1,"-x - ExpIntegralEi[4 + Log[x*Log[3]]]/(E^4*Log[3]) - (ExpIntegralEi[4 + Log[x] + Log[Log[3]]]*(3 + Log[x*Log[3]]))/(E^4*Log[3]) + (x*(3 + Log[x*Log[3]]))/(4 + Log[x] + Log[Log[3]]) + (ExpIntegralEi[4 + Log[x*Log[3]]]*(4 + Log[x*Log[3]]))/(E^4*Log[3])","C",7,6,39,0.1538,1,"{6688, 2297, 2299, 2178, 2361, 6482}"
6276,0,0,0,2.0413941,"\int \frac{4-4 x+9 x^2-x^3-x^4+x^5+e^{4 x} (1+x)+e^{2 x} \left(6 x+2 x^3\right)+\left(-2 x+2 x^3+e^{2 x} (2+2 x)\right) \log (x)+(1+x) \log ^2(x)}{e^{4 x} x+x^3-2 x^4+x^5+e^{2 x} \left(-2 x^2+2 x^3\right)+\left(2 e^{2 x} x-2 x^2+2 x^3\right) \log (x)+x \log ^2(x)} \, dx","Int[(4 - 4*x + 9*x^2 - x^3 - x^4 + x^5 + E^(4*x)*(1 + x) + E^(2*x)*(6*x + 2*x^3) + (-2*x + 2*x^3 + E^(2*x)*(2 + 2*x))*Log[x] + (1 + x)*Log[x]^2)/(E^(4*x)*x + x^3 - 2*x^4 + x^5 + E^(2*x)*(-2*x^2 + 2*x^3) + (2*E^(2*x)*x - 2*x^2 + 2*x^3)*Log[x] + x*Log[x]^2),x]","\int \frac{4-4 x+9 x^2-x^3-x^4+x^5+e^{4 x} (1+x)+e^{2 x} \left(6 x+2 x^3\right)+\left(-2 x+2 x^3+e^{2 x} (2+2 x)\right) \log (x)+(1+x) \log ^2(x)}{e^{4 x} x+x^3-2 x^4+x^5+e^{2 x} \left(-2 x^2+2 x^3\right)+\left(2 e^{2 x} x-2 x^2+2 x^3\right) \log (x)+x \log ^2(x)} \, dx","-\frac{4}{x^2-x+e^{2 x}+\log (x)}+x+\log (x)+\frac{10}{3}",1,"x + Log[x] - 4*Defer[Int][(E^(2*x) - x + x^2 + Log[x])^(-2), x] + 4*Defer[Int][1/(x*(E^(2*x) - x + x^2 + Log[x])^2), x] + 16*Defer[Int][x/(E^(2*x) - x + x^2 + Log[x])^2, x] - 8*Defer[Int][x^2/(E^(2*x) - x + x^2 + Log[x])^2, x] - 8*Defer[Int][Log[x]/(E^(2*x) - x + x^2 + Log[x])^2, x] + 8*Defer[Int][(E^(2*x) - x + x^2 + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
6277,1,19,0,0.016045,"\int -\frac{9 e^{\frac{16}{e^2}}}{81 e^8 x+18 e^4 x \log (x)+x \log ^2(x)} \, dx","Int[(-9*E^(16/E^2))/(81*E^8*x + 18*E^4*x*Log[x] + x*Log[x]^2),x]","\frac{9 e^{\frac{16}{e^2}}}{\log (x)+9 e^4}","\frac{e^{\frac{16}{e^2}}}{\frac{\log (x)}{9}+e^4}",1,"(9*E^(16/E^2))/(9*E^4 + Log[x])","A",3,2,32,0.06250,1,"{12, 32}"
6278,1,27,0,0.0518079,"\int \frac{14 e^4 x-324 x^4+27 x^6+10206 x^9+e^2 \left(-4+3 x^2-756 x^5\right)}{e^4-54 e^2 x^4+729 x^8} \, dx","Int[(14*E^4*x - 324*x^4 + 27*x^6 + 10206*x^9 + E^2*(-4 + 3*x^2 - 756*x^5))/(E^4 - 54*E^2*x^4 + 729*x^8),x]","7 x^2-\frac{x \left(4-x^2\right)}{e^2-27 x^4}","\left(4-x^2\right) \left(\frac{x}{27 x^4-e^2}-7\right)",1,"7*x^2 - (x*(4 - x^2))/(E^2 - 27*x^4)","A",5,5,58,0.08621,1,"{28, 1858, 1586, 12, 30}"
6279,1,16,0,0.0492273,"\int \left(-58 x+3 x^2+e^x \left(2 x+x^2\right)\right) \, dx","Int[-58*x + 3*x^2 + E^x*(2*x + x^2),x]","x^3+e^x x^2-29 x^2","x^2 \left(x+e^x-29\right)",1,"-29*x^2 + E^x*x^2 + x^3","A",9,4,20,0.2000,1,"{1593, 2196, 2176, 2194}"
6280,1,105,0,0.0353013,"\int \left(-48 x^2+128 x^3-120 x^4+48 x^5-7 x^6+\left(96 x^2-192 x^3+120 x^4-24 x^5\right) \log (9)+\left(-72 x^2+96 x^3-30 x^4\right) \log ^2(9)+\left(24 x^2-16 x^3\right) \log ^3(9)-3 x^2 \log ^4(9)\right) \, dx","Int[-48*x^2 + 128*x^3 - 120*x^4 + 48*x^5 - 7*x^6 + (96*x^2 - 192*x^3 + 120*x^4 - 24*x^5)*Log[9] + (-72*x^2 + 96*x^3 - 30*x^4)*Log[9]^2 + (24*x^2 - 16*x^3)*Log[9]^3 - 3*x^2*Log[9]^4,x]","-x^7+8 x^6-4 x^6 \log (9)-24 x^5-6 x^5 \log ^2(9)+24 x^5 \log (9)+32 x^4-4 x^4 \log ^3(9)+24 x^4 \log ^2(9)-48 x^4 \log (9)-x^3 \left(16+\log ^4(9)\right)+8 x^3 \log ^3(9)-24 x^3 \log ^2(9)+32 x^3 \log (9)","8-x^3 (-x+2-\log (9))^4",1,"32*x^4 - 24*x^5 + 8*x^6 - x^7 + 32*x^3*Log[9] - 48*x^4*Log[9] + 24*x^5*Log[9] - 4*x^6*Log[9] - 24*x^3*Log[9]^2 + 24*x^4*Log[9]^2 - 6*x^5*Log[9]^2 + 8*x^3*Log[9]^3 - 4*x^4*Log[9]^3 - x^3*(16 + Log[9]^4)","B",5,1,96,0.01042,1,"{6}"
6281,1,246,0,0.8491674,"\int \frac{137 x^2+54 x^3+5 x^4-8 x \log \left(\frac{29+5 x}{5+x}\right)+\left(-145-54 x-5 x^2\right) \log ^2\left(\frac{29+5 x}{5+x}\right)}{290 x^2+108 x^3+10 x^4} \, dx","Int[(137*x^2 + 54*x^3 + 5*x^4 - 8*x*Log[(29 + 5*x)/(5 + x)] + (-145 - 54*x - 5*x^2)*Log[(29 + 5*x)/(5 + x)]^2)/(290*x^2 + 108*x^3 + 10*x^4),x]","-\frac{4 \text{Li}_2\left(-\frac{x}{5}\right)}{145}+\frac{4}{145} \text{Li}_2\left(-\frac{5 x}{29}\right)-\frac{5}{29} \text{Li}_2\left(\frac{5 (x+5)}{5 x+29}\right)-\frac{1}{5} \text{Li}_2\left(1+\frac{4}{5 (x+5)}\right)-\frac{4}{145} \text{Li}_2\left(\frac{4 x}{5 (5 x+29)}+1\right)+\frac{x}{2}+\frac{(x+5) \log ^2\left(\frac{5 x+29}{x+5}\right)}{10 x}-\frac{4}{145} \log (x) \log \left(\frac{5 x+29}{x+5}\right)-\frac{1}{5} \log \left(-\frac{4}{5 (x+5)}\right) \log \left(\frac{5 x+29}{x+5}\right)+\frac{5}{29} \log \left(\frac{4}{5 x+29}\right) \log \left(\frac{5 x+29}{x+5}\right)+\frac{4}{145} \log \left(-\frac{4 x}{5 (5 x+29)}\right) \log \left(\frac{5 x+29}{x+5}\right)+\frac{4}{145} \log \left(\frac{5 x}{29}+1\right) \log (x)-\frac{4}{145} \log \left(\frac{x}{5}+1\right) \log (x)-\log (x+5)+\log (5 x+29)","\frac{\left(x+\log \left(\frac{x+9}{x+5}+4\right)\right)^2}{2 x}",1,"x/2 + (4*Log[1 + (5*x)/29]*Log[x])/145 - (4*Log[1 + x/5]*Log[x])/145 - Log[5 + x] + Log[29 + 5*x] - (4*Log[x]*Log[(29 + 5*x)/(5 + x)])/145 - (Log[-4/(5*(5 + x))]*Log[(29 + 5*x)/(5 + x)])/5 + (5*Log[4/(29 + 5*x)]*Log[(29 + 5*x)/(5 + x)])/29 + (4*Log[(-4*x)/(5*(29 + 5*x))]*Log[(29 + 5*x)/(5 + x)])/145 + ((5 + x)*Log[(29 + 5*x)/(5 + x)]^2)/(10*x) - (4*PolyLog[2, -1/5*x])/145 + (4*PolyLog[2, (-5*x)/29])/145 - (5*PolyLog[2, (5*(5 + x))/(29 + 5*x)])/29 - PolyLog[2, 1 + 4/(5*(5 + x))]/5 - (4*PolyLog[2, 1 + (4*x)/(5*(29 + 5*x))])/145","C",29,17,75,0.2267,1,"{1594, 6728, 1657, 616, 31, 2514, 2494, 2317, 2391, 2488, 2411, 2343, 2333, 2315, 2490, 2503, 2502}"
6282,1,131,0,1.1486905,"\int \frac{10 x^3+\left(45 x^2-15 x^3\right) \log (-3+x)+\left(-75+25 x+e^{x^2} \left(-15+5 x-30 x^2+10 x^3\right)+\left(-30 x+10 x^2\right) \log (3)\right) \log ^3(-3+x)}{(-3+x) \log ^3(-3+x)} \, dx","Int[(10*x^3 + (45*x^2 - 15*x^3)*Log[-3 + x] + (-75 + 25*x + E^x^2*(-15 + 5*x - 30*x^2 + 10*x^3) + (-30*x + 10*x^2)*Log[3])*Log[-3 + x]^3)/((-3 + x)*Log[-3 + x]^3),x]","5 e^{x^2} x-\frac{15 x^2 (3-x)}{\log (x-3)}+\frac{5}{2} x^2 \log (9)+25 x+\frac{5 (3-x)^3}{\log ^2(x-3)}-\frac{45 (3-x)^2}{\log ^2(x-3)}+\frac{135 (3-x)}{\log ^2(x-3)}-\frac{135}{\log ^2(x-3)}+\frac{15 (3-x)^3}{\log (x-3)}-\frac{90 (3-x)^2}{\log (x-3)}+\frac{135 (3-x)}{\log (x-3)}","5 x \left(e^{x^2}-\frac{x^2}{\log ^2(x-3)}+x \log (3)+5\right)",1,"25*x + 5*E^x^2*x + (5*x^2*Log[9])/2 - 135/Log[-3 + x]^2 + (135*(3 - x))/Log[-3 + x]^2 - (45*(3 - x)^2)/Log[-3 + x]^2 + (5*(3 - x)^3)/Log[-3 + x]^2 + (135*(3 - x))/Log[-3 + x] - (90*(3 - x)^2)/Log[-3 + x] + (15*(3 - x)^3)/Log[-3 + x] - (15*(3 - x)*x^2)/Log[-3 + x]","B",43,18,79,0.2278,1,"{6742, 2226, 2204, 2212, 6688, 2411, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2400, 2399, 2389, 2390}"
6283,1,22,0,0.329066,"\int \frac{-20+15 x-5 x^2-5 \log (4)}{48-40 x+27 x^2-9 x^3+x^4+\left(24-14 x+10 x^2-2 x^3\right) \log (3)+\left(3-x+x^2\right) \log ^2(3)+\left(16-8 x+x^2+(8-2 x) \log (3)+\log ^2(3)\right) \log (4)+\left(24-14 x+10 x^2-2 x^3+\left(6-2 x+2 x^2\right) \log (3)+(8-2 x+2 \log (3)) \log (4)\right) \log \left(-3+x-x^2-\log (4)\right)+\left(3-x+x^2+\log (4)\right) \log ^2\left(-3+x-x^2-\log (4)\right)} \, dx","Int[(-20 + 15*x - 5*x^2 - 5*Log[4])/(48 - 40*x + 27*x^2 - 9*x^3 + x^4 + (24 - 14*x + 10*x^2 - 2*x^3)*Log[3] + (3 - x + x^2)*Log[3]^2 + (16 - 8*x + x^2 + (8 - 2*x)*Log[3] + Log[3]^2)*Log[4] + (24 - 14*x + 10*x^2 - 2*x^3 + (6 - 2*x + 2*x^2)*Log[3] + (8 - 2*x + 2*Log[3])*Log[4])*Log[-3 + x - x^2 - Log[4]] + (3 - x + x^2 + Log[4])*Log[-3 + x - x^2 - Log[4]]^2),x]","-\frac{5}{\log \left(-3 \left(x^2-x+3+\log (4)\right)\right)-x+4}","\frac{5}{-\log \left(-x^2+x-3-\log (4)\right)+x-4-\log (3)}",1,"-5/(4 - x + Log[-3*(3 - x + x^2 + Log[4])])","A",3,3,169,0.01775,1,"{6688, 12, 6686}"
6284,1,24,0,0.405828,"\int \frac{\exp \left(\frac{9}{-48 x-24 x \log (2)-3 x \log ^2(2)+e^e \left(16 x+8 x \log (2)+x \log ^2(2)\right)}\right) \left(-9-48 x-24 x \log (2)-3 x \log ^2(2)+e^e \left(16 x+8 x \log (2)+x \log ^2(2)\right)\right)}{-48 x-24 x \log (2)-3 x \log ^2(2)+e^e \left(16 x+8 x \log (2)+x \log ^2(2)\right)} \, dx","Int[(E^(9/(-48*x - 24*x*Log[2] - 3*x*Log[2]^2 + E^E*(16*x + 8*x*Log[2] + x*Log[2]^2)))*(-9 - 48*x - 24*x*Log[2] - 3*x*Log[2]^2 + E^E*(16*x + 8*x*Log[2] + x*Log[2]^2)))/(-48*x - 24*x*Log[2] - 3*x*Log[2]^2 + E^E*(16*x + 8*x*Log[2] + x*Log[2]^2)),x]","x e^{-\frac{9}{\left(3-e^e\right) x (4+\log (2))^2}}","x e^{\frac{9 x}{\left(e^e-3\right) (4 x+x \log (2))^2}}",1,"x/E^(9/((3 - E^E)*x*(4 + Log[2])^2))","A",5,2,115,0.01739,1,"{6, 2288}"
6285,1,14,0,0.0067247,"\int (1-13 x-2 x \log (x)) \, dx","Int[1 - 13*x - 2*x*Log[x],x]","-6 x^2+x^2 (-\log (x))+x","-6 x^2+x^2 (-\log (x))+x-14",1,"x - 6*x^2 - x^2*Log[x]","A",2,1,10,0.1000,1,"{2304}"
6286,1,32,0,0.267139,"\int \frac{-162+460 x-75 x^2+\left(54-153 x+24 x^2\right) \log (6-x)}{-6 x^{10}+x^{11}} \, dx","Int[(-162 + 460*x - 75*x^2 + (54 - 153*x + 24*x^2)*Log[6 - x])/(-6*x^10 + x^11),x]","-\frac{3}{x^9}+\frac{\log (6-x)}{x^9}+\frac{9}{x^8}-\frac{3 \log (6-x)}{x^8}","\frac{(3 x-1) (3-\log (6-x))}{x^9}",1,"-3/x^9 + 9/x^8 + Log[6 - x]/x^9 - (3*Log[6 - x])/x^8","A",9,7,39,0.1795,1,"{1593, 6742, 893, 43, 2414, 12, 77}"
6287,1,31,0,0.5074343,"\int \frac{e^{-x} \left(12+e^x (-4 x-4 x \log (5))+\left(-12 x-4 e^x x\right) \log (x)\right)}{3 x} \, dx","Int[(12 + E^x*(-4*x - 4*x*Log[5]) + (-12*x - 4*E^x*x)*Log[x])/(3*E^x*x),x]","\frac{4 x}{3}-\frac{4}{3} x \log (x)-\frac{4}{3} x (1+\log (5))+4 e^{-x} \log (x)","4 \left(-\frac{1}{3} x \log (x)-\frac{1}{3} x \log (5)+e^{-x} \log (x)+3\right)",1,"(4*x)/3 - (4*x*(1 + Log[5]))/3 + (4*Log[x])/E^x - (4*x*Log[x])/3","A",7,5,40,0.1250,1,"{12, 6741, 6742, 2295, 2288}"
6288,1,21,0,0.0697615,"\int \frac{-4+2 x+x^2+e (-3+3 x)+e^5 \left(2 x-x^2\right)}{-4 x-3 e x-x^2+e^5 x^2} \, dx","Int[(-4 + 2*x + x^2 + E*(-3 + 3*x) + E^5*(2*x - x^2))/(-4*x - 3*E*x - x^2 + E^5*x^2),x]","-x+\log (x)+\log \left(\left(1-e^5\right) x+3 e+4\right)","\log \left(e^{-x} x \left(\frac{x+3 e+4}{e^5}-x\right)\right)",1,"-x + Log[x] + Log[4 + 3*E + (1 - E^5)*x]","A",5,3,51,0.05882,1,"{6, 1593, 1820}"
6289,1,9,0,0.0017388,"\int (-4-2 x) \, dx","Int[-4 - 2*x,x]","-x^2-4 x","\frac{4}{3} (-3 x-e-5)-x^2",1,"-4*x - x^2","A",1,0,5,0,1,"{}"
6290,0,0,0,0.8009218,"\int \frac{-3 x^2+4 x^3+\left(-3+4 x-3 x^2\right) \log (x)+\left(-3+4 x-4 x \log (x)+3 \log ^2(x)\right) \log \left(\frac{1}{3} (3-4 x+3 \log (x))\right)}{3 x^2-4 x^3+3 x^2 \log (x)} \, dx","Int[(-3*x^2 + 4*x^3 + (-3 + 4*x - 3*x^2)*Log[x] + (-3 + 4*x - 4*x*Log[x] + 3*Log[x]^2)*Log[(3 - 4*x + 3*Log[x])/3])/(3*x^2 - 4*x^3 + 3*x^2*Log[x]),x]","\int \frac{-3 x^2+4 x^3+\left(-3+4 x-3 x^2\right) \log (x)+\left(-3+4 x-4 x \log (x)+3 \log ^2(x)\right) \log \left(\frac{1}{3} (3-4 x+3 \log (x))\right)}{3 x^2-4 x^3+3 x^2 \log (x)} \, dx","-x-\frac{\log (x) \log \left(-\frac{4 x}{3}+\log (x)+1\right)}{x}+5",1,"x^(-1) - x + (4*Log[x])/3 - (16*Defer[Int][(-3 + 4*x - 3*Log[x])^(-1), x])/3 - 3*Defer[Int][1/(x^2*(-3 + 4*x - 3*Log[x])), x] + 8*Defer[Int][1/(x*(-3 + 4*x - 3*Log[x])), x] - Defer[Int][Log[1 - (4*x)/3 + Log[x]]/x^2, x] + Defer[Int][(Log[x]*Log[1 - (4*x)/3 + Log[x]])/x^2, x]","F",0,0,0,0,-1,"{}"
6291,-1,0,0,180.0020647,"\int \frac{\exp \left(e^{-x+25 \log ^{18-12 x+2 x^2}\left(e^3 x\right)}-x+25 \log ^{18-12 x+2 x^2}\left(e^3 x\right)\right) \left(-x \log \left(e^3 x\right)+\log ^{18-12 x+2 x^2}\left(e^3 x\right) \left(450-300 x+50 x^2+\left(-300 x+100 x^2\right) \log \left(e^3 x\right) \log \left(\log \left(e^3 x\right)\right)\right)\right)}{x \log \left(e^3 x\right)} \, dx","Int[(E^(E^(-x + 25*Log[E^3*x]^(18 - 12*x + 2*x^2)) - x + 25*Log[E^3*x]^(18 - 12*x + 2*x^2))*(-(x*Log[E^3*x]) + Log[E^3*x]^(18 - 12*x + 2*x^2)*(450 - 300*x + 50*x^2 + (-300*x + 100*x^2)*Log[E^3*x]*Log[Log[E^3*x]])))/(x*Log[E^3*x]),x]","\text{\$Aborted}","e^{e^{25 \log ^{2 (x-3)^2}\left(e^3 x\right)-x}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6292,1,16,0,0.1095089,"\int \frac{1+(-3-x) \log ^2(3) \log ^2(3+x)}{(3+x) \log ^2(3) \log ^2(3+x)} \, dx","Int[(1 + (-3 - x)*Log[3]^2*Log[3 + x]^2)/((3 + x)*Log[3]^2*Log[3 + x]^2),x]","-x-\frac{1}{\log ^2(3) \log (x+3)}","-x+\frac{-\frac{1}{\log (x+3)}-2+\log (\log (5))}{\log ^2(3)}+5",1,"-x - 1/(Log[3]^2*Log[3 + x])","A",6,5,34,0.1471,1,"{12, 6688, 2390, 2302, 30}"
6293,1,34,0,5.5652619,"\int \frac{3 e^{x+x^2}+e^{x+x^2} \left(-3+15 x-6 x^2\right) \log (x)+e^x (-1+5 x) \log ^2(x)+\left(-3 e^{x+x^2} x \log (x)-e^x x \log ^2(x)\right) \log \left(\frac{e^{-1/e} \left(3 e^{x^2} x+x \log (x)\right)}{\log (x)}\right)}{3 e^{x^2} x \log (x)+x \log ^2(x)} \, dx","Int[(3*E^(x + x^2) + E^(x + x^2)*(-3 + 15*x - 6*x^2)*Log[x] + E^x*(-1 + 5*x)*Log[x]^2 + (-3*E^(x + x^2)*x*Log[x] - E^x*x*Log[x]^2)*Log[(3*E^x^2*x + x*Log[x])/(E^E^(-1)*Log[x])])/(3*E^x^2*x*Log[x] + x*Log[x]^2),x]","(1+5 e) e^{x-1}-e^x \log \left(\frac{x \left(3 e^{x^2}+\log (x)\right)}{\log (x)}\right)","e^x \left(5-\log \left(e^{-1/e} \left(\frac{3 e^{x^2} x}{\log (x)}+x\right)\right)\right)",1,"E^(-1 + x)*(1 + 5*E) - E^x*Log[(x*(3*E^x^2 + Log[x]))/Log[x]]","A",27,7,113,0.06195,1,"{6741, 6742, 2199, 2194, 2178, 2176, 2555}"
6294,1,21,0,0.1478416,"\int \left(1+e^{-10 x-5 e^{x^4} x+10 x^2} \left(-10+20 x+e^{x^4} \left(-5-20 x^4\right)\right)\right) \, dx","Int[1 + E^(-10*x - 5*E^x^4*x + 10*x^2)*(-10 + 20*x + E^x^4*(-5 - 20*x^4)),x]","e^{-5 e^{x^4} x+10 x^2-10 x}+x","e^{5 x \left(-e^{x^4}+2 x-2\right)}+x",1,"E^(-10*x - 5*E^x^4*x + 10*x^2) + x","A",2,1,40,0.02500,1,"{6706}"
6295,1,25,0,0.0249067,"\int e^{\frac{1+e^{67} \left(-20+3 x-e^2 x\right)}{e^{67}}} \left(3-e^2\right) \, dx","Int[E^((1 + E^67*(-20 + 3*x - E^2*x))/E^67)*(3 - E^2),x]","e^{\frac{e^{67} \left(3-e^2\right) x-20 e^{67}+1}{e^{67}}}","e^{-\left(\left(e^2-3\right) x\right)+\frac{1}{e^{67}}-20}",1,"E^((1 - 20*E^67 + E^67*(3 - E^2)*x)/E^67)","A",3,3,31,0.09677,1,"{12, 2227, 2194}"
6296,1,92,0,0.2355638,"\int \frac{1}{8} \exp \left(\frac{1}{2} \left(-2 x \log (3)-e^x \left(1-2 x^2 \log (3)\right)\right)\right) \left(8+(10-8 x) \log (3)+e^x \left(5-4 x+\left(-20 x+6 x^2+8 x^3\right) \log (3)\right)\right) \, dx","Int[(E^((-2*x*Log[3] - E^x*(1 - 2*x^2*Log[3]))/2)*(8 + (10 - 8*x)*Log[3] + E^x*(5 - 4*x + (-20*x + 6*x^2 + 8*x^3)*Log[3])))/8,x]","\frac{3^{e^x x^2-x} e^{-\frac{e^x}{2}} \left(e^x \left(-2 \left(-4 x^3-3 x^2+10 x\right) \log (3)-4 x+5\right)+2 (5-4 x) \log (3)\right)}{4 \left(-e^x \left(1-2 x^2 \log (3)\right)+4 e^x x \log (3)-\log (9)\right)}","\frac{1}{4} (4 x-5) e^{-\frac{e^x}{2}-x \left(1-e^x x\right) \log (3)}",1,"(3^(-x + E^x*x^2)*(2*(5 - 4*x)*Log[3] + E^x*(5 - 4*x - 2*(10*x - 3*x^2 - 4*x^3)*Log[3])))/(4*E^(E^x/2)*(4*E^x*x*Log[3] - E^x*(1 - 2*x^2*Log[3]) - Log[9]))","B",2,2,66,0.03030,1,"{12, 2288}"
6297,0,0,0,29.5883603,"\int \exp \left(-\frac{5}{x}+e^{-5/x} \left(104976 x^3+16 e^{2 x} x^3+51840 x^4+8992 x^5+640 x^6+16 x^7+e^x \left(-2592 x^3-640 x^4-32 x^5\right)\right)\right) \left(524880 x+574128 x^2+252320 x^3+48160 x^4+3920 x^5+112 x^6+e^{2 x} \left(80 x+48 x^2+32 x^3\right)+e^x \left(-12960 x-10976 x^2-5312 x^3-800 x^4-32 x^5\right)\right) \, dx","Int[E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*(524880*x + 574128*x^2 + 252320*x^3 + 48160*x^4 + 3920*x^5 + 112*x^6 + E^(2*x)*(80*x + 48*x^2 + 32*x^3) + E^x*(-12960*x - 10976*x^2 - 5312*x^3 - 800*x^4 - 32*x^5)),x]","\int \exp \left(-\frac{5}{x}+e^{-5/x} \left(104976 x^3+16 e^{2 x} x^3+51840 x^4+8992 x^5+640 x^6+16 x^7+e^x \left(-2592 x^3-640 x^4-32 x^5\right)\right)\right) \left(524880 x+574128 x^2+252320 x^3+48160 x^4+3920 x^5+112 x^6+e^{2 x} \left(80 x+48 x^2+32 x^3\right)+e^x \left(-12960 x-10976 x^2-5312 x^3-800 x^4-32 x^5\right)\right) \, dx","e^{16 e^{-5/x} x^3 \left((x+9)^2-e^x+2 x\right)^2}",1,"524880*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x, x] - 12960*Defer[Int][E^(-5/x + x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x, x] + 80*Defer[Int][E^(-5/x + 2*x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x, x] + 574128*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^2, x] - 10976*Defer[Int][E^(-5/x + x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^2, x] + 48*Defer[Int][E^(-5/x + 2*x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^2, x] + 252320*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^3, x] - 5312*Defer[Int][E^(-5/x + x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^3, x] + 32*Defer[Int][E^(-5/x + 2*x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^3, x] + 48160*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^4, x] - 800*Defer[Int][E^(-5/x + x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^4, x] + 3920*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^5, x] - 32*Defer[Int][E^(-5/x + x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^5, x] + 112*Defer[Int][E^(-5/x + (104976*x^3 + 16*E^(2*x)*x^3 + 51840*x^4 + 8992*x^5 + 640*x^6 + 16*x^7 + E^x*(-2592*x^3 - 640*x^4 - 32*x^5))/E^(5/x))*x^6, x]","F",0,0,0,0,-1,"{}"
6298,1,18,0,0.1762166,"\int \frac{375 x+(3-375 x) \log \left(\frac{1}{125} (1-125 x)\right)}{-x^2+125 x^3+\left(-2 x+250 x^2\right) \log \left(\frac{1}{125} (1-125 x)\right)+(-1+125 x) \log ^2\left(\frac{1}{125} (1-125 x)\right)} \, dx","Int[(375*x + (3 - 375*x)*Log[(1 - 125*x)/125])/(-x^2 + 125*x^3 + (-2*x + 250*x^2)*Log[(1 - 125*x)/125] + (-1 + 125*x)*Log[(1 - 125*x)/125]^2),x]","\frac{3}{\frac{x}{\log \left(\frac{1}{125}-x\right)}+1}","\frac{3 x}{\frac{x^2}{\log \left(\frac{1}{125}-x\right)}+x}",1,"3/(1 + x/Log[1/125 - x])","A",3,3,72,0.04167,1,"{6688, 6711, 32}"
6299,1,71,0,1.3220606,"\int \frac{-18-36 x+36 x^3+108 x^4+216 x^5+216 x^6+72 x^7+e^{2 x} \left(18 x^3+54 x^4+54 x^5+18 x^6\right)+e^x \left(-18 x-36 x^2-36 x^3-126 x^4-216 x^5-144 x^6-36 x^7\right)}{x^3+3 x^4+3 x^5+x^6} \, dx","Int[(-18 - 36*x + 36*x^3 + 108*x^4 + 216*x^5 + 216*x^6 + 72*x^7 + E^(2*x)*(18*x^3 + 54*x^4 + 54*x^5 + 18*x^6) + E^x*(-18*x - 36*x^2 - 36*x^3 - 126*x^4 - 216*x^5 - 144*x^6 - 36*x^7))/(x^3 + 3*x^4 + 3*x^5 + x^6),x]","\frac{54 x^2}{(x+1)^2}+36 x^2+\frac{9}{x^2}-36 e^x x+9 e^{2 x}-\frac{18 e^x}{x+1}+\frac{90}{x+1}-\frac{45}{(x+1)^2}+\frac{18 e^x}{x}-\frac{18}{x}","9 \left(\frac{1}{x^2+x}-2 x+e^x\right)^2",1,"9*E^(2*x) + 9/x^2 - 18/x + (18*E^x)/x - 36*E^x*x + 36*x^2 - 45/(1 + x)^2 + (54*x^2)/(1 + x)^2 + 90/(1 + x) - (18*E^x)/(1 + x)","B",26,9,115,0.07826,1,"{6741, 6742, 2194, 44, 37, 43, 2177, 2178, 2176}"
6300,0,0,0,1.2658318,"\int \frac{e^x \left(x^4-x^5\right)+e^{\frac{e^{4 x}}{x^4}} \left(e^{5 x} (-4+4 x)+e^{4 x} \left(12 x-12 x^2\right)\right)}{e^x x^5-3 x^6} \, dx","Int[(E^x*(x^4 - x^5) + E^(E^(4*x)/x^4)*(E^(5*x)*(-4 + 4*x) + E^(4*x)*(12*x - 12*x^2)))/(E^x*x^5 - 3*x^6),x]","\int \frac{e^x \left(x^4-x^5\right)+e^{\frac{e^{4 x}}{x^4}} \left(e^{5 x} (-4+4 x)+e^{4 x} \left(12 x-12 x^2\right)\right)}{e^x x^5-3 x^6} \, dx","e^{\frac{e^{4 x}}{x^4}}-\log \left(3-\frac{e^x}{x}\right)+3",1,"-Log[3 - E^x/x] - 4*Defer[Int][E^(E^(4*x)/x^4 + 4*x)/x^5, x] + 4*Defer[Int][E^(E^(4*x)/x^4 + 4*x)/x^4, x]","F",0,0,0,0,-1,"{}"
6301,1,37,0,0.1158663,"\int \left(2 e^{5+2 x}+e^x \left(-1-2 x-7 x^2-6 x^3-x^4\right)\right) \, dx","Int[2*E^(5 + 2*x) + E^x*(-1 - 2*x - 7*x^2 - 6*x^3 - x^4),x]","-e^x x^4-2 e^x x^3-e^x x^2-e^x+e^{2 x+5}","e^x \left(-\left(x^2+x\right)^2+e^{x+5}-1\right)-6",1,"-E^x + E^(5 + 2*x) - E^x*x^2 - 2*E^x*x^3 - E^x*x^4","A",19,3,34,0.08824,1,"{2194, 2196, 2176}"
6302,0,0,0,1.4435304,"\int \frac{e^x x^2+\left(4 x-2 e^x x-2 x \log (3)\right) \log \left(-2+e^x+\log (3)\right)}{\left(-2+e^x+\log (3)\right) \log ^2\left(-2+e^x+\log (3)\right)} \, dx","Int[(E^x*x^2 + (4*x - 2*E^x*x - 2*x*Log[3])*Log[-2 + E^x + Log[3]])/((-2 + E^x + Log[3])*Log[-2 + E^x + Log[3]]^2),x]","\int \frac{e^x x^2+\left(4 x-2 e^x x-2 x \log (3)\right) \log \left(-2+e^x+\log (3)\right)}{\left(-2+e^x+\log (3)\right) \log ^2\left(-2+e^x+\log (3)\right)} \, dx","7-\frac{x^2}{\log \left(e^x-2+\log (3)\right)}",1,"Defer[Int][x^2/Log[E^x - 2*(1 - Log[3]/2)]^2, x] + (2 - Log[3])*Defer[Int][x^2/((E^x - 2*(1 - Log[3]/2))*Log[E^x - 2*(1 - Log[3]/2)]^2), x] - 2*Defer[Int][x/Log[E^x - 2*(1 - Log[3]/2)], x]","F",0,0,0,0,-1,"{}"
6303,0,0,0,9.0003805,"\int \frac{e^{\frac{3 e^{x^2}}{\log ((4-x) \log (x))}} \left(e^{x^2} (60-15 x) \log (4)-15 e^{x^2} x \log (4) \log (x)+e^{x^2} \left(-120 x^2+30 x^3\right) \log (4) \log (x) \log ((4-x) \log (x))\right)}{\left(-4 x+x^2\right) \log (x) \log ^2((4-x) \log (x))} \, dx","Int[(E^((3*E^x^2)/Log[(4 - x)*Log[x]])*(E^x^2*(60 - 15*x)*Log[4] - 15*E^x^2*x*Log[4]*Log[x] + E^x^2*(-120*x^2 + 30*x^3)*Log[4]*Log[x]*Log[(4 - x)*Log[x]]))/((-4*x + x^2)*Log[x]*Log[(4 - x)*Log[x]]^2),x]","\int \frac{e^{\frac{3 e^{x^2}}{\log ((4-x) \log (x))}} \left(e^{x^2} (60-15 x) \log (4)-15 e^{x^2} x \log (4) \log (x)+e^{x^2} \left(-120 x^2+30 x^3\right) \log (4) \log (x) \log ((4-x) \log (x))\right)}{\left(-4 x+x^2\right) \log (x) \log ^2((4-x) \log (x))} \, dx","5 \log (4) e^{\frac{3 e^{x^2}}{\log ((4-x) \log (x))}}",1,"-15*Log[4]*Defer[Int][E^(x^2 + (3*E^x^2)/Log[-((-4 + x)*Log[x])])/((-4 + x)*Log[-((-4 + x)*Log[x])]^2), x] - 15*Log[4]*Defer[Int][E^(x^2 + (3*E^x^2)/Log[-((-4 + x)*Log[x])])/(x*Log[x]*Log[-((-4 + x)*Log[x])]^2), x] + 30*Log[4]*Defer[Int][(E^(x^2 + (3*E^x^2)/Log[-((-4 + x)*Log[x])])*x)/Log[-((-4 + x)*Log[x])], x]","F",0,0,0,0,-1,"{}"
6304,1,25,0,0.3593337,"\int \frac{-9 e^{\frac{1}{e^5 x}}-6 e^5 x^3}{9 e^{5+\frac{2}{e^5 x}} x^2+e^5 x^6+6 e^5 x^4 \log (5)+9 e^5 x^2 \log ^2(5)+e^{\frac{1}{e^5 x}} \left(-6 e^5 x^4-18 e^5 x^2 \log (5)\right)} \, dx","Int[(-9*E^(1/(E^5*x)) - 6*E^5*x^3)/(9*E^(5 + 2/(E^5*x))*x^2 + E^5*x^6 + 6*E^5*x^4*Log[5] + 9*E^5*x^2*Log[5]^2 + E^(1/(E^5*x))*(-6*E^5*x^4 - 18*E^5*x^2*Log[5])),x]","-\frac{3}{-x^2+3 e^{\frac{1}{e^5 x}}-\log (125)}","5-\frac{3}{3 \left(e^{\frac{1}{e^5 x}}-\log (5)\right)-x^2}",1,"-3/(3*E^(1/(E^5*x)) - x^2 - Log[125])","A",3,3,99,0.03030,1,"{6688, 12, 6686}"
6305,1,64,0,0.1699427,"\int e^{2+(25-5 x) \log ^2(2 x)} \left(1+(50-10 x) \log (2 x)-5 x \log ^2(2 x)\right) \, dx","Int[E^(2 + (25 - 5*x)*Log[2*x]^2)*(1 + (50 - 10*x)*Log[2*x] - 5*x*Log[2*x]^2),x]","\frac{e^{5 (5-x) \log ^2(2 x)+2} \left(2 (5-x) \log (2 x)-x \log ^2(2 x)\right)}{\frac{2 (5-x) \log (2 x)}{x}-\log ^2(2 x)}","x e^{5 (5-x) \log ^2(2 x)+2}",1,"(E^(2 + 5*(5 - x)*Log[2*x]^2)*(2*(5 - x)*Log[2*x] - x*Log[2*x]^2))/((2*(5 - x)*Log[2*x])/x - Log[2*x]^2)","B",1,1,38,0.02632,1,"{2288}"
6306,1,164,0,1.9259763,"\int \frac{192 e^{6+4 e^3}+192 e^{6+2 x}+e^{3+x} \left(-48-4 x^2\right) \log (3)+3 \log ^2(3)+e^{2 e^3} \left(-384 e^{6+x}+48 e^3 \log (3)\right)}{64 e^{6+4 e^3} x^2+64 e^{6+2 x} x^2-16 e^{3+x} x^2 \log (3)+x^2 \log ^2(3)+e^{2 e^3} \left(-128 e^{6+x} x^2+16 e^3 x^2 \log (3)\right)} \, dx","Int[(192*E^(6 + 4*E^3) + 192*E^(6 + 2*x) + E^(3 + x)*(-48 - 4*x^2)*Log[3] + 3*Log[3]^2 + E^(2*E^3)*(-384*E^(6 + x) + 48*E^3*Log[3]))/(64*E^(6 + 4*E^3)*x^2 + 64*E^(6 + 2*x)*x^2 - 16*E^(3 + x)*x^2*Log[3] + x^2*Log[3]^2 + E^(2*E^3)*(-128*E^(6 + x)*x^2 + 16*E^3*x^2*Log[3])),x]","-\frac{3}{x}+\frac{x \log (3)}{16 e^{3+2 e^3}+\log (9)}-\frac{x \log (3)}{2 \left(8 e^{3+2 e^3}+\log (3)\right)}+\frac{\log (3) \log \left(-8 e^{x+3}+8 e^{3+2 e^3}+\log (3)\right)}{2 \left(8 e^{3+2 e^3}+\log (3)\right)}-\frac{\log (3) \log \left(-16 e^{x+3}+16 e^{3+2 e^3}+\log (9)\right)}{16 e^{3+2 e^3}+\log (9)}-\frac{\log (3)}{2 \left(-8 e^{x+3}+8 e^{3+2 e^3}+\log (3)\right)}","\frac{\frac{x}{2-\frac{\log (3)}{4 e^3 \left(e^x-e^{2 e^3}\right)}}-3}{x}",1,"-3/x - (x*Log[3])/(2*(8*E^(3 + 2*E^3) + Log[3])) - Log[3]/(2*(8*E^(3 + 2*E^3) - 8*E^(3 + x) + Log[3])) + (x*Log[3])/(16*E^(3 + 2*E^3) + Log[9]) + (Log[3]*Log[8*E^(3 + 2*E^3) - 8*E^(3 + x) + Log[3]])/(2*(8*E^(3 + 2*E^3) + Log[3])) - (Log[3]*Log[16*E^(3 + 2*E^3) - 16*E^(3 + x) + Log[9]])/(16*E^(3 + 2*E^3) + Log[9])","B",11,8,144,0.05556,1,"{6, 6741, 6742, 2282, 44, 36, 29, 31}"
6307,1,25,0,0.8233292,"\int \frac{e^{\frac{40}{-12+2500 x^3-2500 x^4+625 x^5}} \left(-2100000 x^2+2800000 x^3-875000 x^4\right)}{144-60000 x^3+60000 x^4-15000 x^5+6250000 x^6-12500000 x^7+9375000 x^8-3125000 x^9+390625 x^{10}} \, dx","Int[(E^(40/(-12 + 2500*x^3 - 2500*x^4 + 625*x^5))*(-2100000*x^2 + 2800000*x^3 - 875000*x^4))/(144 - 60000*x^3 + 60000*x^4 - 15000*x^5 + 6250000*x^6 - 12500000*x^7 + 9375000*x^8 - 3125000*x^9 + 390625*x^10),x]","7 e^{-\frac{40}{-625 x^5+2500 x^4-2500 x^3+12}}","7 e^{-\frac{10}{3-\frac{625}{4} (2-x)^2 x^3}}",1,"7/E^(40/(12 - 2500*x^3 + 2500*x^4 - 625*x^5))","A",4,4,84,0.04762,1,"{1594, 6688, 12, 6706}"
6308,1,31,0,0.0086551,"\int \frac{e^8 \left(-96-160 x-64 x^2\right)}{9 x^7} \, dx","Int[(E^8*(-96 - 160*x - 64*x^2))/(9*x^7),x]","\frac{16 e^8}{9 x^6}+\frac{32 e^8}{9 x^5}+\frac{16 e^8}{9 x^4}","\frac{16 e^8 \left(\frac{2 x-1}{x}-3\right)^2}{9 x^4}",1,"(16*E^8)/(9*x^6) + (32*E^8)/(9*x^5) + (16*E^8)/(9*x^4)","A",3,2,20,0.1000,1,"{12, 14}"
6309,1,17,0,0.004077,"\int \left(3+3 e^x+16 x+4 x^3\right) \, dx","Int[3 + 3*E^x + 16*x + 4*x^3,x]","x^4+8 x^2+3 x+3 e^x","\left(x^2+4\right)^2+3 \left(x+e^x\right)-2",1,"3*E^x + 3*x + 8*x^2 + x^4","A",2,1,15,0.06667,1,"{2194}"
6310,1,51,0,0.4383733,"\int e^{2+3 x+x^2} \left(5+17 x+13 x^2+2 x^3+e^x \left(1+4 x+2 x^2\right)\right) \, dx","Int[E^(2 + 3*x + x^2)*(5 + 17*x + 13*x^2 + 2*x^3 + E^x*(1 + 4*x + 2*x^2)),x]","e^{x^2+3 x+2} x^2+5 e^{x^2+3 x+2} x+\frac{e^{x^2+4 x+2} \left(x^2+2 x\right)}{x+2}","e^{(x+1)^2+x+1} x \left(x+e^x+5\right)",1,"5*E^(2 + 3*x + x^2)*x + E^(2 + 3*x + x^2)*x^2 + (E^(2 + 4*x + x^2)*(2*x + x^2))/(2 + x)","B",24,6,40,0.1500,1,"{6742, 2234, 2204, 2240, 2241, 2288}"
6311,1,29,0,0.0898689,"\int \frac{-6+e^x (-2+2 x)+8 x \log \left(16 e^{2 x}\right)-2 \log ^2\left(16 e^{2 x}\right)}{x^2} \, dx","Int[(-6 + E^x*(-2 + 2*x) + 8*x*Log[16*E^(2*x)] - 2*Log[16*E^(2*x)]^2)/x^2,x]","\frac{2 e^x}{x}+\frac{6}{x}+\frac{2 \log ^2\left(16 e^{2 x}\right)}{x}","\frac{2 \left(e^x+\log ^2\left(16 e^{2 x}\right)+3\right)}{x}",1,"6/x + (2*E^x)/x + (2*Log[16*E^(2*x)]^2)/x","A",10,5,38,0.1316,1,"{14, 2197, 2158, 29, 2168}"
6312,1,29,0,1.8679949,"\int \frac{\left(-8 x^2+2 x^3\right) \log ^3(x)+\exp \left(\frac{e^2+\left(-e^{e+x} x+x^2\right) \log ^2(x)}{x \log ^2(x)}\right) \left(-2 e^2-e^2 \log (x)+\left(x^2-e^{e+x} x^2\right) \log ^3(x)\right)}{x^2 \log ^3(x)} \, dx","Int[((-8*x^2 + 2*x^3)*Log[x]^3 + E^((E^2 + (-(E^(E + x)*x) + x^2)*Log[x]^2)/(x*Log[x]^2))*(-2*E^2 - E^2*Log[x] + (x^2 - E^(E + x)*x^2)*Log[x]^3))/(x^2*Log[x]^3),x]","x^2-8 x+e^{x-e^{x+e}+\frac{e^2}{x \log ^2(x)}}","(4-x)^2+e^{x-e^{x+e}+\frac{e^2}{x \log ^2(x)}}",1,"E^(-E^(E + x) + x + E^2/(x*Log[x]^2)) - 8*x + x^2","A",3,2,89,0.02247,1,"{6688, 6706}"
6313,0,0,0,0.4019256,"\int \frac{16-4 x-\log (3)+(-16+2 x+\log (3)) \log \left(-16 x+2 x^2+x \log (3)\right)}{(-16+2 x+\log (3)) \log ^2\left(-16 x+2 x^2+x \log (3)\right)} \, dx","Int[(16 - 4*x - Log[3] + (-16 + 2*x + Log[3])*Log[-16*x + 2*x^2 + x*Log[3]])/((-16 + 2*x + Log[3])*Log[-16*x + 2*x^2 + x*Log[3]]^2),x]","\int \frac{16-4 x-\log (3)+(-16+2 x+\log (3)) \log \left(-16 x+2 x^2+x \log (3)\right)}{(-16+2 x+\log (3)) \log ^2\left(-16 x+2 x^2+x \log (3)\right)} \, dx","\frac{x}{\log (x (2 x-16+\log (3)))}",1,"Defer[Int][(16 - 4*x - Log[3])/((-16 + 2*x + Log[3])*Log[x*(-16 + 2*x + Log[3])]^2), x] + Defer[Int][Log[x*(-16 + 2*x + Log[3])]^(-1), x]","F",0,0,0,0,-1,"{}"
6314,0,0,0,5.4247629,"\int \frac{e^{4 x} \left(6+8 x-2 x^2\right)+e^{2 x} \left(6 x+8 x^2-2 x^3\right)+\left(e^{4 x} \left(-8 x+4 x^2\right)+e^{2 x} \left(6 x-12 x^2-14 x^3+4 x^4\right)\right) \log (x)+\left(-12 x-4 x^3+e^{2 x} \left(-10 x-36 x^2+8 x^3\right)\right) \log ^2(x)}{\left(e^{4 x} x+2 e^{2 x} x^2+x^3\right) \log ^2(x)} \, dx","Int[(E^(4*x)*(6 + 8*x - 2*x^2) + E^(2*x)*(6*x + 8*x^2 - 2*x^3) + (E^(4*x)*(-8*x + 4*x^2) + E^(2*x)*(6*x - 12*x^2 - 14*x^3 + 4*x^4))*Log[x] + (-12*x - 4*x^3 + E^(2*x)*(-10*x - 36*x^2 + 8*x^3))*Log[x]^2)/((E^(4*x)*x + 2*E^(2*x)*x^2 + x^3)*Log[x]^2),x]","\int \frac{e^{4 x} \left(6+8 x-2 x^2\right)+e^{2 x} \left(6 x+8 x^2-2 x^3\right)+\left(e^{4 x} \left(-8 x+4 x^2\right)+e^{2 x} \left(6 x-12 x^2-14 x^3+4 x^4\right)\right) \log (x)+\left(-12 x-4 x^3+e^{2 x} \left(-10 x-36 x^2+8 x^3\right)\right) \log ^2(x)}{\left(e^{4 x} x+2 e^{2 x} x^2+x^3\right) \log ^2(x)} \, dx","\frac{2 \left(((x-4) x-3) \left(\frac{e^{2 x}}{\log (x)}-2\right)-x\right)}{x+e^{2 x}}",1,"4*ExpIntegralEi[2*Log[x]] - 8*LogIntegral[x] - 12*Defer[Int][(E^(2*x) + x)^(-2), x] + 10*Defer[Int][x/(E^(2*x) + x)^2, x] + 32*Defer[Int][x^2/(E^(2*x) + x)^2, x] - 8*Defer[Int][x^3/(E^(2*x) + x)^2, x] - 10*Defer[Int][(E^(2*x) + x)^(-1), x] - 36*Defer[Int][x/(E^(2*x) + x), x] + 8*Defer[Int][x^2/(E^(2*x) + x), x] - 6*Defer[Int][1/((E^(2*x) + x)*Log[x]^2), x] - 8*Defer[Int][x/((E^(2*x) + x)*Log[x]^2), x] + 2*Defer[Int][x^2/((E^(2*x) + x)*Log[x]^2), x] + 2*Defer[Int][(3 + 4*x - x^2)/(x*Log[x]^2), x] - 6*Defer[Int][x/((E^(2*x) + x)^2*Log[x]), x] + 4*Defer[Int][x^2/((E^(2*x) + x)^2*Log[x]), x] + 18*Defer[Int][x^3/((E^(2*x) + x)^2*Log[x]), x] - 4*Defer[Int][x^4/((E^(2*x) + x)^2*Log[x]), x] + 6*Defer[Int][1/((E^(2*x) + x)*Log[x]), x] + 4*Defer[Int][x/((E^(2*x) + x)*Log[x]), x] - 22*Defer[Int][x^2/((E^(2*x) + x)*Log[x]), x] + 4*Defer[Int][x^3/((E^(2*x) + x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
6315,1,19,0,0.00753,"\int \frac{-10-3 x^3+4 x^4+15 x^5}{x^3} \, dx","Int[(-10 - 3*x^3 + 4*x^4 + 15*x^5)/x^3,x]","5 x^3+2 x^2+\frac{5}{x^2}-3 x","4 x^3+\frac{5}{x^2}+(x-1) (x+3) x-9+\log (2)",1,"5/x^2 - 3*x + 2*x^2 + 5*x^3","A",2,1,21,0.04762,1,"{14}"
6316,0,0,0,2.9296158,"\int \frac{108241+658 e^3+e^6+6561 e^{4 x}+e^{2 x} \left(158274+162 e^3+648 x\right)+e^{3 x} \left(52488+162 x-81 x^2\right)+e^x \left(213192+658 x+329 x^2+e^3 \left(648+2 x+x^2\right)\right)}{108241+658 e^3+e^6+52488 e^{3 x}+6561 e^{4 x}+e^{2 x} \left(158274+162 e^3\right)+e^x \left(213192+648 e^3\right)} \, dx","Int[(108241 + 658*E^3 + E^6 + 6561*E^(4*x) + E^(2*x)*(158274 + 162*E^3 + 648*x) + E^(3*x)*(52488 + 162*x - 81*x^2) + E^x*(213192 + 658*x + 329*x^2 + E^3*(648 + 2*x + x^2)))/(108241 + 658*E^3 + E^6 + 52488*E^(3*x) + 6561*E^(4*x) + E^(2*x)*(158274 + 162*E^3) + E^x*(213192 + 648*E^3)),x]","\int \frac{108241+658 e^3+e^6+6561 e^{4 x}+e^{2 x} \left(158274+162 e^3+648 x\right)+e^{3 x} \left(52488+162 x-81 x^2\right)+e^x \left(213192+658 x+329 x^2+e^3 \left(648+2 x+x^2\right)\right)}{108241+658 e^3+e^6+52488 e^{3 x}+6561 e^{4 x}+e^{2 x} \left(158274+162 e^3\right)+e^x \left(213192+648 e^3\right)} \, dx","\frac{e^x x^2}{81 \left(e^x+2\right)^2+e^3+5}+x-2",1,"x + (2*x^3)/(3*(5 + E^3 - (18*I)*Sqrt[5 + E^3])) + (2*x^3)/(3*(5 + E^3 + (18*I)*Sqrt[5 + E^3])) - ((I/9)*x*Log[1 + (9*E^x)/(18 - I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] + ((I/18)*x^2*Log[1 + (9*E^x)/(18 - I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - (2*x^2*Log[1 + (9*E^x)/(18 - I*Sqrt[5 + E^3])])/(5 + E^3 + (18*I)*Sqrt[5 + E^3]) + ((I/9)*x*Log[1 + (9*E^x)/(18 + I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - ((I/18)*x^2*Log[1 + (9*E^x)/(18 + I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - (2*x^2*Log[1 + (9*E^x)/(18 + I*Sqrt[5 + E^3])])/(5 + E^3 - (18*I)*Sqrt[5 + E^3]) - ((I/9)*PolyLog[2, (-9*E^x)/(18 - I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] + ((I/9)*x*PolyLog[2, (-9*E^x)/(18 - I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - (4*x*PolyLog[2, (-9*E^x)/(18 - I*Sqrt[5 + E^3])])/(5 + E^3 + (18*I)*Sqrt[5 + E^3]) + ((I/9)*PolyLog[2, (-9*E^x)/(18 + I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - ((I/9)*x*PolyLog[2, (-9*E^x)/(18 + I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] - (4*x*PolyLog[2, (-9*E^x)/(18 + I*Sqrt[5 + E^3])])/(5 + E^3 - (18*I)*Sqrt[5 + E^3]) - ((I/9)*PolyLog[3, (-9*E^x)/(18 - I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] + (4*PolyLog[3, (-9*E^x)/(18 - I*Sqrt[5 + E^3])])/(5 + E^3 + (18*I)*Sqrt[5 + E^3]) + ((I/9)*PolyLog[3, (-9*E^x)/(18 + I*Sqrt[5 + E^3])])/Sqrt[5 + E^3] + (4*PolyLog[3, (-9*E^x)/(18 + I*Sqrt[5 + E^3])])/(5 + E^3 - (18*I)*Sqrt[5 + E^3]) - 4*(329 + E^3)*Defer[Int][x^2/(324*E^x + 81*E^(2*x) + 329*(1 + E^3/329))^2, x] - 2*(319 - E^3)*Defer[Int][(E^x*x^2)/(324*E^x + 81*E^(2*x) + 329*(1 + E^3/329))^2, x]","F",0,0,0,0,-1,"{}"
6317,1,55,0,1.3585317,"\int \frac{2+4 x+e^x \left(-1-x+x^2\right)+e^{2 e^{25} x} \left(1+2 x+e^{25} \left(-2 x-2 x^2\right)\right)}{x^2+2 x^3+x^4} \, dx","Int[(2 + 4*x + E^x*(-1 - x + x^2) + E^(2*E^25*x)*(1 + 2*x + E^25*(-2*x - 2*x^2)))/(x^2 + 2*x^3 + x^4),x]","-\frac{e^x}{x+1}+\frac{e^{2 e^{25} x}}{x+1}+\frac{e^x}{x}-\frac{e^{2 e^{25} x}}{x}-\frac{2}{(x+1) x}","\frac{e^x-e^{2 e^{25} x}-2}{x^2+x}",1,"E^x/x - E^(2*E^25*x)/x - E^x/(1 + x) + E^(2*E^25*x)/(1 + x) - 2/(x*(1 + x))","B",24,7,59,0.1186,1,"{1594, 27, 6742, 2177, 2178, 6688, 74}"
6318,1,21,0,0.0633228,"\int \frac{-15 e^3+3 x^2+2 x^3}{15 e^3 x+x^2+3 x^3+x^4} \, dx","Int[(-15*E^3 + 3*x^2 + 2*x^3)/(15*E^3*x + x^2 + 3*x^3 + x^4),x]","\log \left(x^3+3 x^2+x+15 e^3\right)-\log (x)","\log \left(\frac{x^3+x}{x}+3 x+\frac{15 e^3}{x}\right)",1,"-Log[x] + Log[15*E^3 + x + 3*x^2 + x^3]","A",3,2,37,0.05405,1,"{2074, 1587}"
6319,1,74,0,1.1765611,"\int \frac{16 x^2+e \left(-4 x-32 x^2\right)+e^2 \left(-30+4 x+16 x^2\right)+e^9 \left(-16 e x+e^2 (-20+16 x)\right)+\left(24 x^2+e \left(-6 x-48 x^2\right)+e^2 \left(10+6 x+24 x^2\right)+e^9 \left(-24 e x+e^2 (-10+24 x)\right)\right) \log (x)+\left(12 x^2+e^9 \left(-12 e x+12 e^2 x\right)+e \left(2 x-24 x^2\right)+e^2 \left(-2 x+12 x^2\right)\right) \log ^2(x)+\left(2 x^2+e^9 \left(-2 e x+2 e^2 x\right)+e \left(2 x-4 x^2\right)+e^2 \left(-2 x+2 x^2\right)\right) \log ^3(x)}{8 e^2 x+12 e^2 x \log (x)+6 e^2 x \log ^2(x)+e^2 x \log ^3(x)} \, dx","Int[(16*x^2 + E*(-4*x - 32*x^2) + E^2*(-30 + 4*x + 16*x^2) + E^9*(-16*E*x + E^2*(-20 + 16*x)) + (24*x^2 + E*(-6*x - 48*x^2) + E^2*(10 + 6*x + 24*x^2) + E^9*(-24*E*x + E^2*(-10 + 24*x)))*Log[x] + (12*x^2 + E^9*(-12*E*x + 12*E^2*x) + E*(2*x - 24*x^2) + E^2*(-2*x + 12*x^2))*Log[x]^2 + (2*x^2 + E^9*(-2*E*x + 2*E^2*x) + E*(2*x - 4*x^2) + E^2*(-2*x + 2*x^2))*Log[x]^3)/(8*E^2*x + 12*E^2*x*Log[x] + 6*E^2*x*Log[x]^2 + E^2*x*Log[x]^3),x]","\frac{(1-e)^2 x^2}{e^2}+\frac{2 \left(1-e-e^9+e^{10}\right) x}{e}-\frac{10 (1-e) x}{e (\log (x)+2)}-\frac{10 \left(1-e^9\right)}{\log (x)+2}+\frac{25}{(\log (x)+2)^2}","\left(-\frac{x}{e}+x+\frac{5}{\log (x)+2}+e^9-1\right)^2",1,"(2*(1 - E - E^9 + E^10)*x)/E + ((1 - E)^2*x^2)/E^2 + 25/(2 + Log[x])^2 - (10*(1 - E^9))/(2 + Log[x]) - (10*(1 - E)*x)/(E*(2 + Log[x]))","B",15,9,238,0.03782,1,"{6688, 12, 6742, 2302, 30, 2353, 2297, 2299, 2178}"
6320,0,0,0,1.448019,"\int \frac{-1+x+\left(2 e^{2+2 x}-4 e^{1+x} x+2 x^2\right) \log (-1+x)+\left(-2 x+2 x^2+e^{2+2 x} (-2+2 x)+e^{1+x} \left(2-2 x^2\right)\right) \log ^2(-1+x)}{-1+x} \, dx","Int[(-1 + x + (2*E^(2 + 2*x) - 4*E^(1 + x)*x + 2*x^2)*Log[-1 + x] + (-2*x + 2*x^2 + E^(2 + 2*x)*(-2 + 2*x) + E^(1 + x)*(2 - 2*x^2))*Log[-1 + x]^2)/(-1 + x),x]","\int \frac{-1+x+\left(2 e^{2+2 x}-4 e^{1+x} x+2 x^2\right) \log (-1+x)+\left(-2 x+2 x^2+e^{2+2 x} (-2+2 x)+e^{1+x} \left(2-2 x^2\right)\right) \log ^2(-1+x)}{-1+x} \, dx","x+\left(x-e^{x+1}\right)^2 \log ^2(x-1)",1,"x + 4*E^2*ExpIntegralEi[-1 + x] - 4*E^(1 + x)*Log[-1 + x] + 4*(1 - x)*Log[-1 + x] - (1 - x)^2*Log[-1 + x] - 4*E^2*ExpIntegralEi[-1 + x]*Log[-1 + x] - (4*(1 - x) - (1 - x)^2 - 2*Log[-1 + x])*Log[-1 + x] - Log[-1 + x]^2 - 2*(1 - x)*Log[-1 + x]^2 + (1 - x)^2*Log[-1 + x]^2 + (E^(2 + 2*x)*Log[-1 + x]*(Log[-1 + x] - x*Log[-1 + x]))/(1 - x) + 4*E^2*Defer[Int][ExpIntegralEi[-1 + x]/(-1 + x), x] - 4*Defer[Int][E^(1 + x)*Log[-1 + x]^2, x] - 2*Defer[Int][E^(1 + x)*(-1 + x)*Log[-1 + x]^2, x]","F",0,0,0,0,-1,"{}"
6321,1,12,0,0.0728634,"\int \frac{9-6 e+e^2+(5-2 e) e^x+e^{2 x}}{9-6 e+e^2+(6-2 e) e^x+e^{2 x}} \, dx","Int[(9 - 6*E + E^2 + (5 - 2*E)*E^x + E^(2*x))/(9 - 6*E + E^2 + (6 - 2*E)*E^x + E^(2*x)),x]","x+\frac{1}{e^x+3-e}","x+\frac{1}{e^x+3-e}+4",1,"(3 - E + E^x)^(-1) + x","A",3,2,47,0.04255,1,"{2282, 893}"
6322,1,54,0,0.2544285,"\int e^{-x} \left(2+e^x+(2-2 x) \log \left(e^{12+2 e^2} x\right)\right) \, dx","Int[(2 + E^x + (2 - 2*x)*Log[E^(12 + 2*E^2)*x])/E^x,x]","-4 \left(6+e^2\right) e^{-x} (1-x)+x+4 \left(6+e^2\right) e^{-x}-2 e^{-x} (1-x) \log (x)+2 e^{-x} \log (x)","x+2 e^{-x} x \log \left(e^{12+2 e^2} x\right)",1,"(4*(6 + E^2))/E^x - (4*(6 + E^2)*(1 - x))/E^x + x + (2*Log[x])/E^x - (2*(1 - x)*Log[x])/E^x","B",10,5,29,0.1724,1,"{6742, 2194, 6688, 2176, 2554}"
6323,0,0,0,27.4209375,"\int \frac{\exp \left(\frac{-2 x+2 x^4+e^x \left(-x+x^4\right)+\left(-x+x^4\right) \log (\log (5))}{35+7 x}\right) \left(175+60 x+7 x^2+40 x^4+6 x^5+e^x \left(-5 x-5 x^2-x^3+20 x^4+8 x^5+x^6\right)+\left(-5 x+20 x^4+3 x^5\right) \log (\log (5))\right)}{175+70 x+7 x^2} \, dx","Int[(E^((-2*x + 2*x^4 + E^x*(-x + x^4) + (-x + x^4)*Log[Log[5]])/(35 + 7*x))*(175 + 60*x + 7*x^2 + 40*x^4 + 6*x^5 + E^x*(-5*x - 5*x^2 - x^3 + 20*x^4 + 8*x^5 + x^6) + (-5*x + 20*x^4 + 3*x^5)*Log[Log[5]]))/(175 + 70*x + 7*x^2),x]","\int \frac{\exp \left(\frac{-2 x+2 x^4+e^x \left(-x+x^4\right)+\left(-x+x^4\right) \log (\log (5))}{35+7 x}\right) \left(175+60 x+7 x^2+40 x^4+6 x^5+e^x \left(-5 x-5 x^2-x^3+20 x^4+8 x^5+x^6\right)+\left(-5 x+20 x^4+3 x^5\right) \log (\log (5))\right)}{175+70 x+7 x^2} \, dx","x \exp \left(\frac{\left(x^4-x\right) \left(e^x+2+\log (\log (5))\right)}{7 (x+5)}\right)",1,"90*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x)), x] + Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x)), x] - (101*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x, x])/7 + (50*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x, x])/7 + (25*Log[Log[5]]*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x, x])/7 + (15*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^2, x])/7 - (20*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^2, x])/7 - (10*Log[Log[5]]*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^2, x])/7 - (2*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^3, x])/7 + (6*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^3, x])/7 + (3*Log[Log[5]]*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^3, x])/7 + Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))*x^4, x]/7 + 450*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x)^2, x] + 900*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x)^2, x] + 450*Log[Log[5]]*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x)^2, x] - 540*Defer[Int][E^(x + (x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x), x] - 180*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x), x] - 90*Log[Log[5]]*Defer[Int][E^((x*(-1 + x^3)*(E^x + 2*(1 + Log[Log[5]]/2)))/(35 + 7*x))/(5 + x), x]","F",0,0,0,0,-1,"{}"
6324,0,0,0,10.3897746,"\int \frac{e^{1+5 e^x} \left(1+x-2 x^3+e^x \left(5 x^2+5 x^3+5 x^4\right)+\left(-1-2 x-3 x^2+e^x \left(5 x+5 x^2+5 x^3\right)\right) \log (x)\right)}{x^2+2 x^3+3 x^4+2 x^5+x^6} \, dx","Int[(E^(1 + 5*E^x)*(1 + x - 2*x^3 + E^x*(5*x^2 + 5*x^3 + 5*x^4) + (-1 - 2*x - 3*x^2 + E^x*(5*x + 5*x^2 + 5*x^3))*Log[x]))/(x^2 + 2*x^3 + 3*x^4 + 2*x^5 + x^6),x]","\int \frac{e^{1+5 e^x} \left(1+x-2 x^3+e^x \left(5 x^2+5 x^3+5 x^4\right)+\left(-1-2 x-3 x^2+e^x \left(5 x+5 x^2+5 x^3\right)\right) \log (x)\right)}{x^2+2 x^3+3 x^4+2 x^5+x^6} \, dx","\frac{e^{5 e^x+1} (x+\log (x))}{x \left(x^2+x+1\right)}",1,"(4*Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x)^2, x])/3 - (4*(1 - I*Sqrt[3])*Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x)^2, x])/3 + (4*Log[x]*Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x)^2, x])/3 + (2*(1 - I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x)^2, x])/3 - ((2*I)*Log[x]*Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] + ((10*I)*Defer[Int][E^(1 + 5*E^x + x)/(-1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] + Defer[Int][E^(1 + 5*E^x)/x^2, x] - Log[x]*Defer[Int][E^(1 + 5*E^x)/x^2, x] - Defer[Int][E^(1 + 5*E^x)/x, x] + 5*Log[x]*Defer[Int][E^(1 + 5*E^x + x)/x, x] + 2*Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x] - ((3 - I*Sqrt[3])*Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x])/3 - 2*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x] + (2*(3 - I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x])/3 - (5*(3 - I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x + x)/(1 - I*Sqrt[3] + 2*x), x])/3 + (4*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x])/3 - (4*(1 + I*Sqrt[3])*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x])/3 + (4*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x])/3 + (2*(1 + I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x])/3 + 2*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x] - ((3 + I*Sqrt[3])*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x])/3 - 2*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x] - ((2*I)*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] + (2*(3 + I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x])/3 + ((10*I)*Defer[Int][E^(1 + 5*E^x + x)/(1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] - (5*(3 + I*Sqrt[3])*Log[x]*Defer[Int][E^(1 + 5*E^x + x)/(1 + I*Sqrt[3] + 2*x), x])/3 + ((2*I)*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(-1 + I*Sqrt[3] - 2*x), x]/x, x])/Sqrt[3] - 4*Defer[Int][Defer[Int][-(E^(1 + 5*E^x)/(I + Sqrt[3] + (2*I)*x)^2), x]/x, x] + (2*(1 - I*Sqrt[3])*Defer[Int][Defer[Int][-(E^(1 + 5*E^x)/(I + Sqrt[3] + (2*I)*x)^2), x]/x, x])/3 + (4*(1 + I*Sqrt[3])*Defer[Int][Defer[Int][-(E^(1 + 5*E^x)/(I + Sqrt[3] + (2*I)*x)^2), x]/x, x])/3 + Defer[Int][Defer[Int][E^(1 + 5*E^x)/x^2, x]/x, x] - 5*Defer[Int][Defer[Int][E^(1 + 5*E^x + x)/x, x]/x, x] + 2*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x]/x, x] - (2*(3 - I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 - I*Sqrt[3] + 2*x), x]/x, x])/3 + (5*(3 - I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x + x)/(1 - I*Sqrt[3] + 2*x), x]/x, x])/3 - 4*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x]/x, x] + (4*(1 - I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x]/x, x])/3 + (2*(1 + I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x)^2, x]/x, x])/3 + ((4*I)*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x]/x, x])/Sqrt[3] + (2*(9 - I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x]/x, x])/9 - (2*(9 + (5*I)*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x)/(1 + I*Sqrt[3] + 2*x), x]/x, x])/9 + (5*(3 + I*Sqrt[3])*Defer[Int][Defer[Int][E^(1 + 5*E^x + x)/(1 + I*Sqrt[3] + 2*x), x]/x, x])/3","F",0,0,0,0,-1,"{}"
6325,0,0,0,11.9964705,"\int \frac{\exp \left(\frac{-x^3-x^4-2 x^5-x^6}{15 e^3-5 x+x^2+x^3+2 x^4+x^5}\right) \left(10 x^3+14 x^4+38 x^5+20 x^6-6 x^7-6 x^8-4 x^9-x^{10}+e^3 \left(-45 x^2-60 x^3-150 x^4-90 x^5\right)\right)}{225 e^6+25 x^2-10 x^3-9 x^4-18 x^5-5 x^6+6 x^7+6 x^8+4 x^9+x^{10}+e^3 \left(-150 x+30 x^2+30 x^3+60 x^4+30 x^5\right)} \, dx","Int[(E^((-x^3 - x^4 - 2*x^5 - x^6)/(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5))*(10*x^3 + 14*x^4 + 38*x^5 + 20*x^6 - 6*x^7 - 6*x^8 - 4*x^9 - x^10 + E^3*(-45*x^2 - 60*x^3 - 150*x^4 - 90*x^5)))/(225*E^6 + 25*x^2 - 10*x^3 - 9*x^4 - 18*x^5 - 5*x^6 + 6*x^7 + 6*x^8 + 4*x^9 + x^10 + E^3*(-150*x + 30*x^2 + 30*x^3 + 60*x^4 + 30*x^5)),x]","\int \frac{\exp \left(\frac{-x^3-x^4-2 x^5-x^6}{15 e^3-5 x+x^2+x^3+2 x^4+x^5}\right) \left(10 x^3+14 x^4+38 x^5+20 x^6-6 x^7-6 x^8-4 x^9-x^{10}+e^3 \left(-45 x^2-60 x^3-150 x^4-90 x^5\right)\right)}{225 e^6+25 x^2-10 x^3-9 x^4-18 x^5-5 x^6+6 x^7+6 x^8+4 x^9+x^{10}+e^3 \left(-150 x+30 x^2+30 x^3+60 x^4+30 x^5\right)} \, dx","e^{\frac{x}{\frac{5-\frac{15 e^3}{x}}{\left(x^2+x\right)^2+x}-1}}",1,"-Defer[Int][E^(-((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))), x] + 75*(2 + 15*E^3)*Defer[Int][E^(3 - (x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))/(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)^2, x] - 25*(2 + 27*E^3)*Defer[Int][x/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)^2), x] + 5*(22 + 9*E^3)*Defer[Int][x^2/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)^2), x] - 5*(1 - 6*E^3)*Defer[Int][x^3/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)^2), x] + 10*(1 + 3*E^3)*Defer[Int][x^4/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)^2), x] - 10*(1 + 6*E^3)*Defer[Int][1/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)), x] + 15*Defer[Int][x/(E^((x^3*(1 + x + 2*x^2 + x^3))/(15*E^3 + x*(-5 + x + x^2 + 2*x^3 + x^4)))*(15*E^3 - 5*x + x^2 + x^3 + 2*x^4 + x^5)), x]","F",0,0,0,0,-1,"{}"
6326,1,99,0,0.387954,"\int \frac{-16-x-x^3+e \left(16 x^2+5 x^3\right)+x^3 \log (5)+\left(32+3 x-e x^3\right) \log (x)}{256 x^3+32 x^4+x^5} \, dx","Int[(-16 - x - x^3 + E*(16*x^2 + 5*x^3) + x^3*Log[5] + (32 + 3*x - E*x^3)*Log[x])/(256*x^3 + 32*x^4 + x^5),x]","-\frac{\log (x)}{16 x^2}-\frac{4 e}{x+16}+\frac{\log (x)}{256 x}+\frac{(1-256 e) x \log (x)}{4096 (x+16)}+\frac{1}{16} e \log (x)-\frac{\log (x)}{4096}-\frac{1}{16} e \log (x+16)-\frac{(1-256 e) \log (x+16)}{4096}+\frac{\log (x+16)}{4096}+\frac{1-\log (5)}{x+16}","\frac{-\frac{\log (x)}{x^2}-e (4-\log (x))+1-\log (5)}{x+16}",1,"(-4*E)/(16 + x) + (1 - Log[5])/(16 + x) - Log[x]/4096 + (E*Log[x])/16 - Log[x]/(16*x^2) + Log[x]/(256*x) + ((1 - 256*E)*x*Log[x])/(4096*(16 + x)) + Log[16 + x]/4096 - ((1 - 256*E)*Log[16 + x])/4096 - (E*Log[16 + x])/16","B",17,10,60,0.1667,1,"{6, 1594, 27, 6742, 44, 77, 2357, 2304, 2314, 31}"
6327,1,45,0,1.1344472,"\int \frac{\exp \left(\frac{e^{\frac{1}{4} (-3+x+16 \log (2))}+9 x-\log \left(\frac{x}{3}\right)}{3 x}\right) \left(-4+e^{\frac{1}{4} (-3+x+16 \log (2))} (-4+x)+4 \log \left(\frac{x}{3}\right)\right)}{4 x^2} \, dx","Int[(E^((E^((-3 + x + 16*Log[2])/4) + 9*x - Log[x/3])/(3*x))*(-4 + E^((-3 + x + 16*Log[2])/4)*(-4 + x) + 4*Log[x/3]))/(4*x^2),x]","3^{\frac{1}{3 x}+1} e^{\frac{9 x+16 e^{\frac{x-3}{4}}}{3 x}} x^{\left.-\frac{1}{3}\right/x}","3 \left(e^{\frac{16 e^{\frac{x-3}{4}}-\log \left(\frac{x}{3}\right)}{3 x}+3}-4\right)",1,"(3^(1 + 1/(3*x))*E^((16*E^((-3 + x)/4) + 9*x)/(3*x)))/x^(1/(3*x))","A",2,2,68,0.02941,1,"{12, 6706}"
6328,1,54,0,0.2088057,"\int \frac{e^{2 x+x^{\frac{1}{x}}} \left(x+2 x^2+x^{\frac{1}{x}} (1-\log (x))\right)}{x} \, dx","Int[(E^(2*x + x^x^(-1))*(x + 2*x^2 + x^x^(-1)*(1 - Log[x])))/x,x]","\frac{e^{x^{\frac{1}{x}}+2 x} \left(x^{\frac{1}{x}} (1-\log (x))+2 x^2\right)}{x \left(x^{\frac{1}{x}} \left(\frac{1}{x^2}-\frac{\log (x)}{x^2}\right)+2\right)}","e^{x^{\frac{1}{x}}+2 x} x+3",1,"(E^(2*x + x^x^(-1))*(2*x^2 + x^x^(-1)*(1 - Log[x])))/(x*(2 + x^x^(-1)*(x^(-2) - Log[x]/x^2)))","B",1,1,34,0.02941,1,"{2288}"
6329,0,0,0,13.6523599,"\int \frac{\exp \left(\frac{6 x+(-2-x) \log \left(\frac{x}{-10+8 x^2}\right)}{12+6 x}\right) \left(20-40 x+21 x^2+64 x^3+4 x^4\right) \log (3)}{-120 x-120 x^2+66 x^3+96 x^4+24 x^5} \, dx","Int[(E^((6*x + (-2 - x)*Log[x/(-10 + 8*x^2)])/(12 + 6*x))*(20 - 40*x + 21*x^2 + 64*x^3 + 4*x^4)*Log[3])/(-120*x - 120*x^2 + 66*x^3 + 96*x^4 + 24*x^5),x]","\int \frac{\exp \left(\frac{6 x+(-2-x) \log \left(\frac{x}{-10+8 x^2}\right)}{12+6 x}\right) \left(20-40 x+21 x^2+64 x^3+4 x^4\right) \log (3)}{-120 x-120 x^2+66 x^3+96 x^4+24 x^5} \, dx","\frac{\sqrt[6]{2} e^{\frac{x}{x+2}} \log (3)}{\sqrt[6]{\frac{x}{4 x^2-5}}}",1,"(-32*(-2)^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) - x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) + (10*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(x^2*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) + (96*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][(E^(x^6/(2 + x^6))*x^4)/(-10 + 8*x^12)^(5/6), x], x, x^(1/6)])/x^(5/6) + (8*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][(E^(x^6/(2 + x^6))*x^10)/(-10 + 8*x^12)^(5/6), x], x, x^(1/6)])/x^(5/6) - (32*(-2)^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) + x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) + ((32*I)*2^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) - (-1)^(1/3)*x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) + ((32*I)*2^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) + (-1)^(1/3)*x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) - (32*(-1)^(1/6)*2^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) - (-1)^(2/3)*x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) - (32*(-1)^(1/6)*2^(5/6)*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][E^(x^6/(2 + x^6))/(((-2)^(1/6) + (-1)^(2/3)*x)*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) - ((33*I)*Sqrt[2]*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][(E^(x^6/(2 + x^6))*x)/((I*Sqrt[2] - x^3)^2*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6) + ((33*I)*Sqrt[2]*(-(x/(5 - 4*x^2)))^(5/6)*(-5 + 4*x^2)^(5/6)*Log[3]*Defer[Subst][Defer[Int][(E^(x^6/(2 + x^6))*x)/((I*Sqrt[2] + x^3)^2*(-10 + 8*x^12)^(5/6)), x], x, x^(1/6)])/x^(5/6)","F",0,0,0,0,-1,"{}"
6330,0,0,0,2.6631363,"\int \frac{-96-24 x+\left(64+32 x+4 x^2\right) \log \left(\frac{1}{x}\right)+(-32-8 x) \log ^2\left(\frac{1}{x}\right)+\left(-64-32 x-4 x^2+(64+16 x) \log \left(\frac{1}{x}\right)\right) \log (x)+(-32-8 x) \log ^2(x)}{9 x^3+6 x^3 \log ^2\left(\frac{1}{x}\right)+x^3 \log ^4\left(\frac{1}{x}\right)+\left(-12 x^3 \log \left(\frac{1}{x}\right)-4 x^3 \log ^3\left(\frac{1}{x}\right)\right) \log (x)+\left(6 x^3+6 x^3 \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)-4 x^3 \log \left(\frac{1}{x}\right) \log ^3(x)+x^3 \log ^4(x)} \, dx","Int[(-96 - 24*x + (64 + 32*x + 4*x^2)*Log[x^(-1)] + (-32 - 8*x)*Log[x^(-1)]^2 + (-64 - 32*x - 4*x^2 + (64 + 16*x)*Log[x^(-1)])*Log[x] + (-32 - 8*x)*Log[x]^2)/(9*x^3 + 6*x^3*Log[x^(-1)]^2 + x^3*Log[x^(-1)]^4 + (-12*x^3*Log[x^(-1)] - 4*x^3*Log[x^(-1)]^3)*Log[x] + (6*x^3 + 6*x^3*Log[x^(-1)]^2)*Log[x]^2 - 4*x^3*Log[x^(-1)]*Log[x]^3 + x^3*Log[x]^4),x]","\int \frac{-96-24 x+\left(64+32 x+4 x^2\right) \log \left(\frac{1}{x}\right)+(-32-8 x) \log ^2\left(\frac{1}{x}\right)+\left(-64-32 x-4 x^2+(64+16 x) \log \left(\frac{1}{x}\right)\right) \log (x)+(-32-8 x) \log ^2(x)}{9 x^3+6 x^3 \log ^2\left(\frac{1}{x}\right)+x^3 \log ^4\left(\frac{1}{x}\right)+\left(-12 x^3 \log \left(\frac{1}{x}\right)-4 x^3 \log ^3\left(\frac{1}{x}\right)\right) \log (x)+\left(6 x^3+6 x^3 \log ^2\left(\frac{1}{x}\right)\right) \log ^2(x)-4 x^3 \log \left(\frac{1}{x}\right) \log ^3(x)+x^3 \log ^4(x)} \, dx","\frac{(x+4)^2}{x^2 \left(\left(\log (x)-\log \left(\frac{1}{x}\right)\right)^2+3\right)}",1,"64*Defer[Int][Log[x^(-1)]/(x^3*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] + 32*Defer[Int][Log[x^(-1)]/(x^2*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] + 4*Defer[Int][Log[x^(-1)]/(x*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] - 64*Defer[Int][Log[x]/(x^3*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] - 32*Defer[Int][Log[x]/(x^2*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] - 4*Defer[Int][Log[x]/(x*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)^2), x] - 32*Defer[Int][1/(x^3*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)), x] - 8*Defer[Int][1/(x^2*(3 + Log[x^(-1)]^2 - 2*Log[x^(-1)]*Log[x] + Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
6331,1,34,0,2.184779,"\int \frac{-1-4 x-2 x^2+4 x^3+\left(-x-4 x^2-4 x^3\right) \log (x)+\left(-x+\left(-x-4 x^2-4 x^3\right) \log (x)\right) \log (2 x)}{x+4 x^2+4 x^3} \, dx","Int[(-1 - 4*x - 2*x^2 + 4*x^3 + (-x - 4*x^2 - 4*x^3)*Log[x] + (-x + (-x - 4*x^2 - 4*x^3)*Log[x])*Log[2*x])/(x + 4*x^2 + 4*x^3),x]","-x \log (2 x) \log (x)-\log (x)+x \log (2 x)-\frac{x \log (2 x)}{2 x+1}","2-\left(\frac{x}{2 x+1}-x+x \log (x)+1\right) \log (2 x)",1,"-Log[x] + x*Log[2*x] - (x*Log[2*x])/(1 + 2*x) - x*Log[x]*Log[2*x]","A",50,17,73,0.2329,1,"{1594, 27, 6688, 6742, 44, 43, 2295, 2314, 31, 32, 2557, 2344, 2301, 2317, 2391, 2351, 2361}"
6332,0,0,0,2.7890575,"\int \frac{e^{\frac{1}{25} \left(125+x+\log \left(-14 x+2 x^2\right)\right)} \left(-7-5 x+x^2\right)}{-175 x+25 x^2} \, dx","Int[(E^((125 + x + Log[-14*x + 2*x^2])/25)*(-7 - 5*x + x^2))/(-175*x + 25*x^2),x]","\int \frac{e^{\frac{1}{25} \left(125+x+\log \left(-14 x+2 x^2\right)\right)} \left(-7-5 x+x^2\right)}{-175 x+25 x^2} \, dx","\exp \left(\frac{1}{25} (x+\log (2 ((x-5) x-2 x)))+5\right)+\log (\log (5))",1,"(-14*(-7*x + x^2)^(1/25)*Defer[Subst][Defer[Int][E^(5 + x^25/25)/(-14 + 2*x^25)^(24/25), x], x, x^(1/25)])/((-7 + x)^(1/25)*x^(1/25)) - (10*(-7*x + x^2)^(1/25)*Defer[Subst][Defer[Int][(E^(5 + x^25/25)*x^25)/(-14 + 2*x^25)^(24/25), x], x, x^(1/25)])/((-7 + x)^(1/25)*x^(1/25)) + (2*(-7*x + x^2)^(1/25)*Defer[Subst][Defer[Int][(E^(5 + x^25/25)*x^50)/(-14 + 2*x^25)^(24/25), x], x, x^(1/25)])/((-7 + x)^(1/25)*x^(1/25))","F",0,0,0,0,-1,"{}"
6333,1,25,0,0.0132543,"\int \frac{-153-5 x^2+48 \log (4)-4 \log ^2(4)}{3 x^2} \, dx","Int[(-153 - 5*x^2 + 48*Log[4] - 4*Log[4]^2)/(3*x^2),x]","\frac{153+4 \log ^2(4)-48 \log (4)}{3 x}-\frac{5 x}{3}","\frac{3 \left(-x^2+\left(\frac{2}{3} (\log (4)-x)-4\right)^2+1\right)}{x}+2",1,"(-5*x)/3 + (153 - 48*Log[4] + 4*Log[4]^2)/(3*x)","A",3,2,24,0.08333,1,"{12, 14}"
6334,1,5,0,0.0010446,"\int -\frac{50}{x^3} \, dx","Int[-50/x^3,x]","\frac{25}{x^2}","\frac{25}{x^2}-e^e",1,"25/x^2","A",2,2,5,0.4000,1,"{12, 30}"
6335,1,30,0,0.0158523,"\int -\frac{e^{-4+x}}{-e^3+\log ^2(3) \left(i \pi +\log \left(3-\log \left(\frac{2}{\log (4)}\right)\right)\right)} \, dx","Int[-(E^(-4 + x)/(-E^3 + Log[3]^2*(I*Pi + Log[3 - Log[2/Log[4]]]))),x]","\frac{e^{x-4}}{e^3-\log ^2(3) (\log (3+\log (\log (2)))+i \pi )}","\frac{e^{x-4}}{e^3-\log ^2(3) \left(\log \left(3-\log \left(\frac{2}{\log (4)}\right)\right)+i \pi \right)}",1,"E^(-4 + x)/(E^3 - Log[3]^2*(I*Pi + Log[3 + Log[Log[2]]]))","A",2,2,38,0.05263,1,"{12, 2194}"
6336,1,18,0,0.0143957,"\int \frac{-1+e^x x-16 x^4-6 x^6}{x} \, dx","Int[(-1 + E^x*x - 16*x^4 - 6*x^6)/x,x]","-x^6-4 x^4+e^x-\log (x)","-\left(\left(x^2+4\right) x^4\right)+e^x+\log \left(\frac{3}{x}\right)",1,"E^x - 4*x^4 - x^6 - Log[x]","A",5,2,21,0.09524,1,"{14, 2194}"
6337,1,28,0,1.6304477,"\int \frac{300+600 x+175 x^2-10 x^3+e^x \left(-60-60 x-18 x^2+x^3\right)+\left(-300-85 x+5 x^2+e^x \left(60+17 x-x^2\right)\right) \log \left(-300-85 x+5 x^2+e^x \left(60+17 x-x^2\right)\right)}{300+85 x-5 x^2+e^x \left(-60-17 x+x^2\right)} \, dx","Int[(300 + 600*x + 175*x^2 - 10*x^3 + E^x*(-60 - 60*x - 18*x^2 + x^3) + (-300 - 85*x + 5*x^2 + E^x*(60 + 17*x - x^2))*Log[-300 - 85*x + 5*x^2 + E^x*(60 + 17*x - x^2)])/(300 + 85*x - 5*x^2 + E^x*(-60 - 17*x + x^2)),x]","x^2-x \log \left(-\left(\left(5-e^x\right) \left(-x^2+17 x+60\right)\right)\right)+x","x \left(x-\log \left(\left(e^x-5\right) (20-x) (x+3)\right)+1\right)",1,"x + x^2 - x*Log[-((5 - E^x)*(60 + 17*x - x^2))]","A",28,13,107,0.1215,1,"{6741, 6728, 2184, 2190, 2279, 2391, 6688, 6742, 36, 31, 72, 2548, 1612}"
6338,1,52,0,6.3547148,"\int \frac{-6 x+e^x (12+3 \log (3))+e^{2 e^{-x}+x} \left(24-2 x^2+\left(6-x^2\right) \log (3)\right)+\left(-3 e^x+e^{2 e^{-x}+x} \left(-6+x^2\right)\right) \log \left(-\frac{e^{2 e^{-x}} x}{-3+e^{2 e^{-x}} \left(-6+x^2\right)}\right)}{-3 e^x x^2+e^{2 e^{-x}+x} \left(-6 x^2+x^4\right)} \, dx","Int[(-6*x + E^x*(12 + 3*Log[3]) + E^(2/E^x + x)*(24 - 2*x^2 + (6 - x^2)*Log[3]) + (-3*E^x + E^(2/E^x + x)*(-6 + x^2))*Log[-((E^(2/E^x)*x)/(-3 + E^(2/E^x)*(-6 + x^2)))])/(-3*E^x*x^2 + E^(2/E^x + x)*(-6*x^2 + x^4)),x]","-\frac{\log \left(\frac{e^{2 e^{-x}} x}{e^{2 e^{-x}} \left(6-x^2\right)+3}\right)}{x}-\frac{1}{x}+\frac{4+\log (3)}{x}","\frac{-\log \left(\frac{x}{-x^2+3 e^{-2 e^{-x}}+6}\right)+3+\log (3)}{x}",1,"-x^(-1) + (4 + Log[3])/x - Log[(E^(2/E^x)*x)/(3 + E^(2/E^x)*(6 - x^2))]/x","A",24,7,132,0.05303,1,"{6742, 6688, 6725, 453, 206, 2551, 207}"
6339,0,0,0,0.6324238,"\int \frac{-11664 x^5-1296 x^6 \log ^2\left(2+x^4\right)+\left(324 x^2+162 x^6\right) \log ^3\left(2+x^4\right)+\left(90+36 x^3+45 x^4+18 x^7\right) \log ^5\left(2+x^4\right)}{\left(2 x^2+x^6\right) \log ^5\left(2+x^4\right)} \, dx","Int[(-11664*x^5 - 1296*x^6*Log[2 + x^4]^2 + (324*x^2 + 162*x^6)*Log[2 + x^4]^3 + (90 + 36*x^3 + 45*x^4 + 18*x^7)*Log[2 + x^4]^5)/((2*x^2 + x^6)*Log[2 + x^4]^5),x]","\int \frac{-11664 x^5-1296 x^6 \log ^2\left(2+x^4\right)+\left(324 x^2+162 x^6\right) \log ^3\left(2+x^4\right)+\left(90+36 x^3+45 x^4+18 x^7\right) \log ^5\left(2+x^4\right)}{\left(2 x^2+x^6\right) \log ^5\left(2+x^4\right)} \, dx","9 \left(\left(\frac{9}{\log ^2\left(x^4+2\right)}+x\right)^2-\frac{5}{x}+16\right)",1,"-45/x + 9*x^2 + 729/Log[2 + x^4]^4 - 1296*Defer[Int][x^4/((2 + x^4)*Log[2 + x^4]^3), x] + 162*Defer[Int][Log[2 + x^4]^(-2), x]","F",0,0,0,0,-1,"{}"
6340,1,36,0,0.0516412,"\int \frac{6-18 x+18 x^2-6 x^3+e^4 \left(-15 x^2+5 x^3\right)}{-5+15 x-15 x^2+5 x^3} \, dx","Int[(6 - 18*x + 18*x^2 - 6*x^3 + E^4*(-15*x^2 + 5*x^3))/(-5 + 15*x - 15*x^2 + 5*x^3),x]","-\frac{1}{5} \left(6-5 e^4\right) x-\frac{3 e^4}{1-x}+\frac{e^4}{(1-x)^2}","\frac{e^4 x^3}{(1-x)^2}-\frac{6 x}{5}+4",1,"E^4/(1 - x)^2 - (3*E^4)/(1 - x) - ((6 - 5*E^4)*x)/5","A",2,1,48,0.02083,1,"{2074}"
6341,1,28,0,0.2389704,"\int \frac{150+50 \log \left(x^3\right)+\left(x^3-e^2 x^3-2 x^4+x^3 \log (2)\right) \log ^3\left(x^3\right)}{x^3 \log ^3\left(x^3\right)} \, dx","Int[(150 + 50*Log[x^3] + (x^3 - E^2*x^3 - 2*x^4 + x^3*Log[2])*Log[x^3]^3)/(x^3*Log[x^3]^3),x]","-x^2-\frac{25}{x^2 \log ^2\left(x^3\right)}+x \left(1-e^2+\log (2)\right)","-\frac{25}{x^2 \log ^2\left(x^3\right)}+(x+1) \left(-x-e^2+2+\log (2)\right)+2",1,"-x^2 + x*(1 - E^2 + Log[2]) - 25/(x^2*Log[x^3]^2)","A",9,4,48,0.08333,1,"{6688, 2306, 2310, 2178}"
6342,1,27,0,0.1979619,"\int \frac{-16+8 x-32 e^{4 x} x-4 \log \left(e^{2 e^{4 x}-2 x} x\right)}{4+12 x+9 x^2+\left(4 x+6 x^2\right) \log \left(e^{2 e^{4 x}-2 x} x\right)+x^2 \log ^2\left(e^{2 e^{4 x}-2 x} x\right)} \, dx","Int[(-16 + 8*x - 32*E^(4*x)*x - 4*Log[E^(2*E^(4*x) - 2*x)*x])/(4 + 12*x + 9*x^2 + (4*x + 6*x^2)*Log[E^(2*E^(4*x) - 2*x)*x] + x^2*Log[E^(2*E^(4*x) - 2*x)*x]^2),x]","\frac{4}{3 x+x \log \left(e^{2 e^{4 x}-2 x} x\right)+2}","\frac{4}{-x+x \left(\log \left(e^{2 e^{4 x}-2 x} x\right)+4\right)+2}",1,"4/(2 + 3*x + x*Log[E^(2*E^(4*x) - 2*x)*x])","A",3,3,92,0.03261,1,"{6688, 12, 6686}"
6343,0,0,0,3.4275866,"\int \frac{-4 e x^2+16 x^3+4 x^4+e^{1+x} \left(-48 x^2+16 x^3\right)+12 e x^2 \log (x)}{16 e^{2+2 x}+4 x^2+4 x^3+x^4+e^{1+x} \left(-16 x-8 x^2\right)+\left(-8 e^{2+x}+e \left(4 x+2 x^2\right)\right) \log (x)+e^2 \log ^2(x)} \, dx","Int[(-4*E*x^2 + 16*x^3 + 4*x^4 + E^(1 + x)*(-48*x^2 + 16*x^3) + 12*E*x^2*Log[x])/(16*E^(2 + 2*x) + 4*x^2 + 4*x^3 + x^4 + E^(1 + x)*(-16*x - 8*x^2) + (-8*E^(2 + x) + E*(4*x + 2*x^2))*Log[x] + E^2*Log[x]^2),x]","\int \frac{-4 e x^2+16 x^3+4 x^4+e^{1+x} \left(-48 x^2+16 x^3\right)+12 e x^2 \log (x)}{16 e^{2+2 x}+4 x^2+4 x^3+x^4+e^{1+x} \left(-16 x-8 x^2\right)+\left(-8 e^{2+x}+e \left(4 x+2 x^2\right)\right) \log (x)+e^2 \log ^2(x)} \, dx","\frac{4 x^2}{x \left(\frac{e \left(\log (x)-4 e^x\right)}{x^2}+1\right)+2}",1,"-4*E*Defer[Int][x^2/(4*E^(1 + x) - 2*x - x^2 - E*Log[x])^2, x] - 8*Defer[Int][x^3/(-4*E^(1 + x) + 2*x + x^2 + E*Log[x])^2, x] + 4*Defer[Int][x^5/(-4*E^(1 + x) + 2*x + x^2 + E*Log[x])^2, x] + 4*E*Defer[Int][(x^3*Log[x])/(-4*E^(1 + x) + 2*x + x^2 + E*Log[x])^2, x] + 12*Defer[Int][x^2/(-4*E^(1 + x) + 2*x + x^2 + E*Log[x]), x] - 4*Defer[Int][x^3/(-4*E^(1 + x) + 2*x + x^2 + E*Log[x]), x]","F",0,0,0,0,-1,"{}"
6344,1,86,0,4.4905368,"\int \frac{-20-101 x^2-24 x^3+24 x^4+6 x^5+e^x \left(96 x+24 x^2-24 x^3-6 x^4\right)+\left(144 x^2+48 x^3+36 x^4+12 x^5+e^x \left(-96 x-84 x^2-36 x^3-21 x^4-3 x^5\right)\right) \log \left(\frac{16+8 x^2+x^4}{x^2}\right)}{20+5 x^2} \, dx","Int[(-20 - 101*x^2 - 24*x^3 + 24*x^4 + 6*x^5 + E^x*(96*x + 24*x^2 - 24*x^3 - 6*x^4) + (144*x^2 + 48*x^3 + 36*x^4 + 12*x^5 + E^x*(-96*x - 84*x^2 - 36*x^3 - 21*x^4 - 3*x^5))*Log[(16 + 8*x^2 + x^4)/x^2])/(20 + 5*x^2),x]","-\frac{12}{5} e^x x^2 \log \left(\frac{\left(x^2+4\right)^2}{x^2}\right)+\frac{3}{5} x^4 \log \left(\frac{\left(x^2+4\right)^2}{x^2}\right)-\frac{3}{5} e^x x^3 \log \left(\frac{\left(x^2+4\right)^2}{x^2}\right)+\frac{12}{5} x^3 \log \left(\frac{\left(x^2+4\right)^2}{x^2}\right)-x","\frac{3}{5} x^2 (x+4) \left(x-e^x\right) \log \left(\left(x+\frac{4}{x}\right)^2\right)-x",1,"-x - (12*E^x*x^2*Log[(4 + x^2)^2/x^2])/5 + (12*x^3*Log[(4 + x^2)^2/x^2])/5 - (3*E^x*x^3*Log[(4 + x^2)^2/x^2])/5 + (3*x^4*Log[(4 + x^2)^2/x^2])/5","B",152,38,120,0.3167,1,"{6725, 203, 321, 266, 43, 302, 2528, 2523, 12, 388, 2526, 446, 72, 4848, 2391, 4920, 4854, 2402, 2315, 2525, 444, 2524, 2418, 2394, 260, 2416, 2390, 2301, 2393, 459, 77, 6688, 517, 2194, 2176, 2178, 2196, 2554}"
6345,0,0,0,1.4509145,"\int \frac{48 x^2+12 x^3+e^{-1+x} \left(-12 x^2+8 x^3\right)+e^x \left(-64+e^{-3+3 x}+e^{-2+2 x} (-12-9 x)-144 x-108 x^2-27 x^3+e^{-1+x} \left(48+72 x+27 x^2\right)\right)}{-256+4 e^{-3+3 x}+e^{-2+2 x} (-48-36 x)-576 x-432 x^2-108 x^3+e^{-1+x} \left(192+288 x+108 x^2\right)} \, dx","Int[(48*x^2 + 12*x^3 + E^(-1 + x)*(-12*x^2 + 8*x^3) + E^x*(-64 + E^(-3 + 3*x) + E^(-2 + 2*x)*(-12 - 9*x) - 144*x - 108*x^2 - 27*x^3 + E^(-1 + x)*(48 + 72*x + 27*x^2)))/(-256 + 4*E^(-3 + 3*x) + E^(-2 + 2*x)*(-48 - 36*x) - 576*x - 432*x^2 - 108*x^3 + E^(-1 + x)*(192 + 288*x + 108*x^2)),x]","\int \frac{48 x^2+12 x^3+e^{-1+x} \left(-12 x^2+8 x^3\right)+e^x \left(-64+e^{-3+3 x}+e^{-2+2 x} (-12-9 x)-144 x-108 x^2-27 x^3+e^{-1+x} \left(48+72 x+27 x^2\right)\right)}{-256+4 e^{-3+3 x}+e^{-2+2 x} (-48-36 x)-576 x-432 x^2-108 x^3+e^{-1+x} \left(192+288 x+108 x^2\right)} \, dx","-\frac{x^3}{\left(-3 x+e^{x-1}-4\right)^2}+\frac{e^x}{4}+3",1,"E^x/4 - 2*E^3*Defer[Int][x^3/(4*E - E^x + 3*E*x)^3, x] - 6*E^3*Defer[Int][x^4/(4*E - E^x + 3*E*x)^3, x] - 3*E^2*Defer[Int][x^2/(4*E - E^x + 3*E*x)^2, x] + 2*E^2*Defer[Int][x^3/(4*E - E^x + 3*E*x)^2, x]","F",0,0,0,0,-1,"{}"
6346,0,0,0,1.7398359,"\int \frac{100 e^{x/2}+e^{x/4} (100+25 x)+\left(32 e^{x/4}+32 e^{x/2}\right) \log \left(x^4\right)+\left(4 e^{x/2}+e^{x/4} (4+x)\right) \log ^2\left(x^4\right)}{1+2 e^{x/4}+e^{x/2}} \, dx","Int[(100*E^(x/2) + E^(x/4)*(100 + 25*x) + (32*E^(x/4) + 32*E^(x/2))*Log[x^4] + (4*E^(x/2) + E^(x/4)*(4 + x))*Log[x^4]^2)/(1 + 2*E^(x/4) + E^(x/2)),x]","\int \frac{100 e^{x/2}+e^{x/4} (100+25 x)+\left(32 e^{x/4}+32 e^{x/2}\right) \log \left(x^4\right)+\left(4 e^{x/2}+e^{x/4} (4+x)\right) \log ^2\left(x^4\right)}{1+2 e^{x/4}+e^{x/2}} \, dx","4 \left(x-\frac{x}{e^{x/4}+1}\right) \left(\log ^2\left(x^4\right)+25\right)",1,"100*x - (100*x)/(1 + E^(x/4)) + 128*Defer[Subst][Defer[Int][(E^x*Log[256*x^4])/(1 + E^x), x], x, x/4] + 16*Defer[Subst][Defer[Int][(E^x*Log[256*x^4]^2)/(1 + E^x), x], x, x/4] + 16*Defer[Subst][Defer[Int][(E^x*x*Log[256*x^4]^2)/(1 + E^x)^2, x], x, x/4]","F",0,0,0,0,-1,"{}"
6347,1,25,0,0.3956142,"\int \frac{e^{2 x} (4+x)+\left(e^{2 x} (5+x)+e^x (25+5 x)\right) \log \left(5+e^x\right)}{5+e^x} \, dx","Int[(E^(2*x)*(4 + x) + (E^(2*x)*(5 + x) + E^x*(25 + 5*x))*Log[5 + E^x])/(5 + E^x),x]","e^x (x+5) \log \left(e^x+5\right)-e^x \log \left(e^x+5\right)","e^x (x+4) \log \left(e^x+5\right)",1,"-(E^x*Log[5 + E^x]) + E^x*(5 + x)*Log[5 + E^x]","A",20,10,44,0.2273,1,"{6688, 6742, 2254, 2176, 2194, 2184, 2190, 2279, 2391, 2554}"
6348,1,14,0,0.0229212,"\int \frac{4-5 \log (4 x)}{x+5 x \log (4 x)} \, dx","Int[(4 - 5*Log[4*x])/(x + 5*x*Log[4*x]),x]","\log (5 \log (4 x)+1)-\log (x)","\log \left(\frac{x-\frac{5}{9} x (\log (4 x)+2)}{3 x^2}\right)",1,"-Log[x] + Log[1 + 5*Log[4*x]]","A",3,1,20,0.05000,1,"{43}"
6349,1,27,0,0.0139679,"\int \left(12-2 e^{2 x}-2 x+2 e^x x\right) \, dx","Int[12 - 2*E^(2*x) - 2*x + 2*E^x*x,x]","-x^2+2 e^x x+12 x-2 e^x-e^{2 x}","-\left(x-e^x-1\right)^2+10 x-4+\log (3)-2 \log (2)",1,"-2*E^x - E^(2*x) + 12*x + 2*E^x*x - x^2","A",4,2,18,0.1111,1,"{2194, 2176}"
6350,1,60,0,0.0310251,"\int \frac{1}{5} \left(e^8+e^{4+x} (-2-2 x)-2 x+e^{2 x} (1+2 x)\right) \, dx","Int[(E^8 + E^(4 + x)*(-2 - 2*x) - 2*x + E^(2*x)*(1 + 2*x))/5,x]","-\frac{x^2}{5}+\frac{e^8 x}{5}-\frac{e^{2 x}}{10}+\frac{2 e^{x+4}}{5}-\frac{2}{5} e^{x+4} (x+1)+\frac{1}{10} e^{2 x} (2 x+1)","\frac{1}{5} \left(5-x \left(x-\left(e^4-e^x\right)^2\right)\right)",1,"-1/10*E^(2*x) + (2*E^(4 + x))/5 + (E^8*x)/5 - x^2/5 - (2*E^(4 + x)*(1 + x))/5 + (E^(2*x)*(1 + 2*x))/10","B",6,3,33,0.09091,1,"{12, 2176, 2194}"
6351,1,8,0,0.0027768,"\int \frac{-1-2 x}{x} \, dx","Int[(-1 - 2*x)/x,x]","-2 x-\log (x)","-2 x+\log \left(\frac{4}{x}\right)-4",1,"-2*x - Log[x]","A",2,1,9,0.1111,1,"{43}"
6352,1,10,0,0.0015846,"\int 12 \log \left(\log \left(4+e^5\right)\right) \, dx","Int[12*Log[Log[4 + E^5]],x]","12 x \log \left(\log \left(4+e^5\right)\right)","3 \left(4 x \log \left(\log \left(4+e^5\right)\right)+4 e^5+3\right)",1,"12*x*Log[Log[4 + E^5]]","A",1,1,9,0.1111,1,"{8}"
6353,1,25,0,0.1434271,"\int \frac{1}{4} e^{\frac{1}{4} \left(24-4 e^{6-x}-4 e^x-x\right)} \left(-1+4 e^{6-x}-4 e^x\right) \, dx","Int[(E^((24 - 4*E^(6 - x) - 4*E^x - x)/4)*(-1 + 4*E^(6 - x) - 4*E^x))/4,x]","e^{\frac{1}{4} \left(-x-4 e^{6-x}-4 e^x+24\right)}","e^{-\frac{x}{4}-e^{6-x}-e^x+6}",1,"E^((24 - 4*E^(6 - x) - 4*E^x - x)/4)","A",2,2,45,0.04444,1,"{12, 6706}"
6354,1,6,0,0.0024998,"\int \frac{15+x}{x} \, dx","Int[(15 + x)/x,x]","x+15 \log (x)","5 \log \left(x^2\right)+x+5 \log (x)+2",1,"x + 15*Log[x]","A",2,1,7,0.1429,1,"{43}"
6355,0,0,0,127.9601132,"\int \frac{e^{-\frac{e^x (-5-x)}{-3-x+\log ^2(2)}} \left(27+18 x+3 x^2+(-18-6 x) \log ^2(2)+3 \log ^4(2)+e^x \left(-78-87 x-30 x^2-3 x^3+\left(36+24 x+3 x^2\right) \log ^2(2)\right)+e^{\frac{e^x (-5-x)}{-3-x+\log ^2(2)}} \left(9-12 x-11 x^2-2 x^3+\left(-6+10 x+4 x^2\right) \log ^2(2)+(1-2 x) \log ^4(2)\right)\right)}{9+6 x+x^2+(-6-2 x) \log ^2(2)+\log ^4(2)} \, dx","Int[(27 + 18*x + 3*x^2 + (-18 - 6*x)*Log[2]^2 + 3*Log[2]^4 + E^x*(-78 - 87*x - 30*x^2 - 3*x^3 + (36 + 24*x + 3*x^2)*Log[2]^2) + E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(9 - 12*x - 11*x^2 - 2*x^3 + (-6 + 10*x + 4*x^2)*Log[2]^2 + (1 - 2*x)*Log[2]^4))/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(9 + 6*x + x^2 + (-6 - 2*x)*Log[2]^2 + Log[2]^4)),x]","\int \frac{e^{-\frac{e^x (-5-x)}{-3-x+\log ^2(2)}} \left(27+18 x+3 x^2+(-18-6 x) \log ^2(2)+3 \log ^4(2)+e^x \left(-78-87 x-30 x^2-3 x^3+\left(36+24 x+3 x^2\right) \log ^2(2)\right)+e^{\frac{e^x (-5-x)}{-3-x+\log ^2(2)}} \left(9-12 x-11 x^2-2 x^3+\left(-6+10 x+4 x^2\right) \log ^2(2)+(1-2 x) \log ^4(2)\right)\right)}{9+6 x+x^2+(-6-2 x) \log ^2(2)+\log ^4(2)} \, dx","-x^2+x+3 (x+2) e^{-\frac{e^x (x+5)}{x+3-\log ^2(2)}}",1,"-1/4*(1 - 2*x)^2 + 3*Defer[Int][E^(-((E^x*(-5 - x))/(-3 - x + Log[2]^2))), x] - 3*(4 + Log[2]^2)*Defer[Int][E^(x - (E^x*(-5 - x))/(-3 - x + Log[2]^2)), x] - 3*Defer[Int][E^(x - (E^x*(-5 - x))/(-3 - x + Log[2]^2))*x, x] - 18*(3 - Log[2]^2)*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)^2), x] + 3*(3 - Log[2]^2)^2*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)^2), x] + 3*(9 + Log[2]^4)*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)^2), x] - 3*(2 - Log[2]^2 - Log[2]^4)*Defer[Int][E^(x - (E^x*(-5 - x))/(-3 - x + Log[2]^2))/(3 + x - Log[2]^2)^2, x] + 18*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)), x] - 6*Log[2]^2*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)), x] - 6*(3 - Log[2]^2)*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(3 + x - Log[2]^2)), x] + 3*(4 - Log[2]^4)*Defer[Int][E^(x - (E^x*(-5 - x))/(-3 - x + Log[2]^2))/(3 + x - Log[2]^2), x] - 6*Log[2]^4*Defer[Int][1/(E^((E^x*(-5 - x))/(-3 - x + Log[2]^2))*(-3 - x + Log[2]^2)^2), x]","F",0,0,0,0,-1,"{}"
6356,1,17,0,0.1458181,"\int \frac{1}{27} e^{\frac{1}{27} \left(5 x^3+x^5\right)} \left(-15 x^2-5 x^4\right) \, dx","Int[(E^((5*x^3 + x^5)/27)*(-15*x^2 - 5*x^4))/27,x]","-e^{\frac{1}{27} \left(x^5+5 x^3\right)}","-e^{\frac{1}{27} x^3 \left(x^2+5\right)}+7-\log (2)",1,"-E^((5*x^3 + x^5)/27)","A",3,3,30,0.1000,1,"{12, 1593, 6706}"
6357,1,22,0,0.2975126,"\int \frac{e^x x^3+(-15-3 x) \log ^2(x)+(10+x) \log ^3(x)}{x^3} \, dx","Int[(E^x*x^3 + (-15 - 3*x)*Log[x]^2 + (10 + x)*Log[x]^3)/x^3,x]","-\frac{5 \log ^3(x)}{x^2}+e^x-\frac{\log ^3(x)}{x}","e^x-\frac{(x+5) \log ^3(x)}{x^2}",1,"E^x - (5*Log[x]^3)/x^2 - Log[x]^3/x","A",19,6,30,0.2000,1,"{14, 2194, 6742, 2353, 2305, 2304}"
6358,1,98,0,0.1367851,"\int \frac{-9 e^{10}+6 x-13 x^2+3 x^4+e^5 (-6+12 x)+\left(6+18 e^5-12 x\right) \log (x)-9 \log ^2(x)}{x^4} \, dx","Int[(-9*E^10 + 6*x - 13*x^2 + 3*x^4 + E^5*(-6 + 12*x) + (6 + 18*E^5 - 12*x)*Log[x] - 9*Log[x]^2)/x^4,x]","\frac{e^5 \left(2+3 e^5\right)}{x^3}-\frac{2 \left(1+3 e^5\right)}{3 x^3}+\frac{2}{3 x^3}+\frac{3 \log ^2(x)}{x^3}+\frac{2 \log (x)}{x^3}-\frac{3 \left(1+2 e^5\right)}{x^2}+\frac{3}{x^2}-2 \left(\frac{1+3 e^5}{x^3}-\frac{3}{x^2}\right) \log (x)+3 x+\frac{13}{x}","\frac{3 \left(\frac{\left(-x-\log (x)+e^5\right)^2}{x^2}+x+x (x+5)+2\right)+4}{x}",1,"2/(3*x^3) - (2*(1 + 3*E^5))/(3*x^3) + (E^5*(2 + 3*E^5))/x^3 + 3/x^2 - (3*(1 + 2*E^5))/x^2 + 13/x + 3*x - 2*((1 + 3*E^5)/x^3 - 3/x^2)*Log[x] + (2*Log[x])/x^3 + (3*Log[x]^2)/x^3","B",10,6,51,0.1176,1,"{14, 43, 2334, 12, 2305, 2304}"
6359,1,52,0,0.1836019,"\int \frac{45-4 x-30 x^2+5 x^4+e^{2+x} \left(18-12 x^2+2 x^4\right)}{18-12 x^2+2 x^4} \, dx","Int[(45 - 4*x - 30*x^2 + 5*x^4 + E^(2 + x)*(18 - 12*x^2 + 2*x^4))/(18 - 12*x^2 + 2*x^4),x]","-\frac{15 x}{4 \left(3-x^2\right)}-\frac{1}{3-x^2}+\frac{5 x^3}{4 \left(3-x^2\right)}+\frac{15 x}{4}+e^{x+2}","\frac{1}{x^2-3}+\frac{5 x}{2}+e^{x+2}-7",1,"E^(2 + x) + (15*x)/4 - (3 - x^2)^(-1) - (15*x)/(4*(3 - x^2)) + (5*x^3)/(4*(3 - x^2))","B",12,8,48,0.1667,1,"{28, 6742, 2194, 199, 207, 261, 288, 321}"
6360,0,0,0,0.3605925,"\int \frac{5634+1171875 e^4+22500 x+14062500 x^2+e^4 (1175625+4687500 x) \log \left(\frac{1}{x}\right)+390625 e^8 \log ^2\left(\frac{1}{x}\right)}{9+22500 x+14062500 x^2+e^4 (3750+4687500 x) \log \left(\frac{1}{x}\right)+390625 e^8 \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(5634 + 1171875*E^4 + 22500*x + 14062500*x^2 + E^4*(1175625 + 4687500*x)*Log[x^(-1)] + 390625*E^8*Log[x^(-1)]^2)/(9 + 22500*x + 14062500*x^2 + E^4*(3750 + 4687500*x)*Log[x^(-1)] + 390625*E^8*Log[x^(-1)]^2),x]","\int \frac{5634+1171875 e^4+22500 x+14062500 x^2+e^4 (1175625+4687500 x) \log \left(\frac{1}{x}\right)+390625 e^8 \log ^2\left(\frac{1}{x}\right)}{9+22500 x+14062500 x^2+e^4 (3750+4687500 x) \log \left(\frac{1}{x}\right)+390625 e^8 \log ^2\left(\frac{1}{x}\right)} \, dx","x+\frac{x}{2 x+\frac{1}{3} e^4 \log \left(\frac{1}{x}\right)+\frac{1}{625}}-1",1,"x + 1171875*E^4*Defer[Int][(3 + 3750*x + 625*E^4*Log[x^(-1)])^(-2), x] - 7031250*Defer[Int][x/(3 + 3750*x + 625*E^4*Log[x^(-1)])^2, x] + 1875*Defer[Int][(3 + 3750*x + 625*E^4*Log[x^(-1)])^(-1), x]","F",0,0,0,0,-1,"{}"
6361,1,29,0,0.0561304,"\int \frac{20+35 x+15 x^2+(-20-15 x) \log (2)+\left(35 x+30 x^2-15 x \log (2)\right) \log (x)}{x} \, dx","Int[(20 + 35*x + 15*x^2 + (-20 - 15*x)*Log[2] + (35*x + 30*x^2 - 15*x*Log[2])*Log[x])/x,x]","5 \left(3 x^2+x (7-\log (8))\right) \log (x)+20 (1-\log (2)) \log (x)","5 (3 x+4) (x+1-\log (2)) \log (x)",1,"20*(1 - Log[2])*Log[x] + 5*(3*x^2 + x*(7 - Log[8]))*Log[x]","A",6,3,39,0.07692,1,"{14, 76, 2313}"
6362,0,0,0,9.0071385,"\int \frac{-x-x^2+\left(x^2+x^3\right) \log (x)+e^{-2 x} \log ^2(4) (-1+x \log (x))+e^{-x} \log (4) \left(-1-2 x+\left(x+2 x^2\right) \log (x)\right)+\left(2 x^2 \log (x)+e^{-x} (2+6 x) \log (4) \log (x)+2 e^{-2 x} \log ^2(4) \log (x)\right) \log \left(\frac{x+x^2+e^{-x} x \log (4)}{x+e^{-x} \log (4)}\right)}{\left(x^2+x^3\right) \log (x)+e^{-x} \left(x+2 x^2\right) \log (4) \log (x)+e^{-2 x} x \log ^2(4) \log (x)} \, dx","Int[(-x - x^2 + (x^2 + x^3)*Log[x] + (Log[4]^2*(-1 + x*Log[x]))/E^(2*x) + (Log[4]*(-1 - 2*x + (x + 2*x^2)*Log[x]))/E^x + (2*x^2*Log[x] + ((2 + 6*x)*Log[4]*Log[x])/E^x + (2*Log[4]^2*Log[x])/E^(2*x))*Log[(x + x^2 + (x*Log[4])/E^x)/(x + Log[4]/E^x)])/((x^2 + x^3)*Log[x] + ((x + 2*x^2)*Log[4]*Log[x])/E^x + (x*Log[4]^2*Log[x])/E^(2*x)),x]","\int \frac{-x-x^2+\left(x^2+x^3\right) \log (x)+e^{-2 x} \log ^2(4) (-1+x \log (x))+e^{-x} \log (4) \left(-1-2 x+\left(x+2 x^2\right) \log (x)\right)+\left(2 x^2 \log (x)+e^{-x} (2+6 x) \log (4) \log (x)+2 e^{-2 x} \log ^2(4) \log (x)\right) \log \left(\frac{x+x^2+e^{-x} x \log (4)}{x+e^{-x} \log (4)}\right)}{\left(x^2+x^3\right) \log (x)+e^{-x} \left(x+2 x^2\right) \log (4) \log (x)+e^{-2 x} x \log ^2(4) \log (x)} \, dx","x+\log ^2\left(x+\frac{x}{x+e^{-x} \log (4)}\right)-\log (\log (x))",1,"x - Log[Log[x]] + 2*Log[4]*Log[(x*(E^x*(1 + x) + Log[4]))/(E^x*x + Log[4])]*Defer[Int][(E^x*x + Log[4])^(-1), x] + 2*Log[4]*Log[(x*(E^x*(1 + x) + Log[4]))/(E^x*x + Log[4])]*Defer[Int][1/(x*(E^x*x + Log[4])), x] - 2*Log[4]*Log[(x*(E^x*(1 + x) + Log[4]))/(E^x*x + Log[4])]*Defer[Int][(E^x + E^x*x + Log[4])^(-1), x] - 2*Log[4]*Log[(x*(E^x*(1 + x) + Log[4]))/(E^x*x + Log[4])]*Defer[Int][1/((1 + x)*(E^x + E^x*x + Log[4])), x] + 2*Defer[Int][Log[(x*(E^x*(1 + x) + Log[4]))/(E^x*x + Log[4])]/(1 + x), x] - 2*Log[4]*Defer[Int][Defer[Int][(E^x*x + Log[4])^(-1), x]/(1 + x), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x + Log[4])^(-1), x]/(E^x*x + Log[4]), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x + Log[4])^(-1), x]/(x*(E^x*x + Log[4])), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x + Log[4])^(-1), x]/(E^x + E^x*x + Log[4]), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x + Log[4])^(-1), x]/((1 + x)*(E^x + E^x*x + Log[4])), x] + 2*Log[4]*Defer[Int][Defer[Int][(E^x*(1 + x) + Log[4])^(-1), x]/(1 + x), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*(1 + x) + Log[4])^(-1), x]/(E^x*x + Log[4]), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*(1 + x) + Log[4])^(-1), x]/(x*(E^x*x + Log[4])), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*(1 + x) + Log[4])^(-1), x]/(E^x + E^x*x + Log[4]), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*(1 + x) + Log[4])^(-1), x]/((1 + x)*(E^x + E^x*x + Log[4])), x] + 2*Log[4]*Defer[Int][Defer[Int][1/((1 + x)*(E^x*(1 + x) + Log[4])), x]/(1 + x), x] + 2*Log[4]^2*Defer[Int][Defer[Int][1/((1 + x)*(E^x*(1 + x) + Log[4])), x]/(E^x*x + Log[4]), x] + 2*Log[4]^2*Defer[Int][Defer[Int][1/((1 + x)*(E^x*(1 + x) + Log[4])), x]/(x*(E^x*x + Log[4])), x] - 2*Log[4]^2*Defer[Int][Defer[Int][1/((1 + x)*(E^x*(1 + x) + Log[4])), x]/(E^x + E^x*x + Log[4]), x] - 2*Log[4]^2*Defer[Int][Defer[Int][1/((1 + x)*(E^x*(1 + x) + Log[4])), x]/((1 + x)*(E^x + E^x*x + Log[4])), x] - 2*Log[4]*Defer[Int][Defer[Int][(E^x*x^2 + x*Log[4])^(-1), x]/(1 + x), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x^2 + x*Log[4])^(-1), x]/(E^x*x + Log[4]), x] - 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x^2 + x*Log[4])^(-1), x]/(x*(E^x*x + Log[4])), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x^2 + x*Log[4])^(-1), x]/(E^x + E^x*x + Log[4]), x] + 2*Log[4]^2*Defer[Int][Defer[Int][(E^x*x^2 + x*Log[4])^(-1), x]/((1 + x)*(E^x + E^x*x + Log[4])), x]","F",0,0,0,0,-1,"{}"
6363,1,22,0,0.0862197,"\int \frac{144 x+\left(144 x+\log ^2(2)\right) \log (x)+\left(144 x+\log ^2(2)\right) \log \left(\frac{144 x^2+x \log ^2(2)}{\log ^2(2)}\right)}{144 x+\log ^2(2)} \, dx","Int[(144*x + (144*x + Log[2]^2)*Log[x] + (144*x + Log[2]^2)*Log[(144*x^2 + x*Log[2]^2)/Log[2]^2])/(144*x + Log[2]^2),x]","-2 x+x \log \left(x \left(\frac{144 x}{\log ^2(2)}+1\right)\right)+x \log (x)","x \left(\log \left(\frac{144 x^2}{\log ^2(2)}+x\right)+\log (x)-2\right)",1,"-2*x + x*Log[x] + x*Log[x*(1 + (144*x)/Log[2]^2)]","A",8,6,53,0.1132,1,"{6688, 43, 2295, 2487, 31, 8}"
6364,1,61,0,0.1656848,"\int \frac{25+10 x+\left(2+5\ 2^{2/5}+10 x\right) \log \left(\frac{1}{5} \left(2+5\ 2^{2/5}+10 x\right)\right)}{2+5\ 2^{2/5}+10 x} \, dx","Int[(25 + 10*x + (2 + 5*2^(2/5) + 10*x)*Log[(2 + 5*2^(2/5) + 10*x)/5])/(2 + 5*2^(2/5) + 10*x),x]","\frac{1}{10} \left(10 x+5\ 2^{2/5}+2\right) \log \left(2 x+\frac{1}{5} \left(2+5\ 2^{2/5}\right)\right)+\frac{1}{10} \left(23-5\ 2^{2/5}\right) \log \left(10 x+5\ 2^{2/5}+2\right)","\frac{1}{2} (2 x+5) \log \left(2 x+2^{2/5}+\frac{2}{5}\right)",1,"((2 + 5*2^(2/5) + 10*x)*Log[(2 + 5*2^(2/5))/5 + 2*x])/10 + ((23 - 5*2^(2/5))*Log[2 + 5*2^(2/5) + 10*x])/10","B",6,4,50,0.08000,1,"{6688, 43, 2389, 2295}"
6365,1,36,0,1.4054636,"\int \frac{e^{-2 x} \left(2 e^{8 x}+\left(-8 e^{5 x}-6 e^{8 x} x\right) \log \left(\frac{x}{3}\right)+24 e^{5 x} x \log ^2\left(\frac{x}{3}\right)+e^{1+3 x} x \log ^3\left(\frac{x}{3}\right)\right)}{x \log ^3\left(\frac{x}{3}\right)} \, dx","Int[(2*E^(8*x) + (-8*E^(5*x) - 6*E^(8*x)*x)*Log[x/3] + 24*E^(5*x)*x*Log[x/3]^2 + E^(1 + 3*x)*x*Log[x/3]^3)/(E^(2*x)*x*Log[x/3]^3),x]","e^{x+1}-\frac{e^{6 x}}{\log ^2\left(\frac{x}{3}\right)}+\frac{8 e^{3 x}}{\log \left(\frac{x}{3}\right)}","e^{x+1}-\left(4-\frac{e^{3 x}}{\log \left(\frac{x}{3}\right)}\right)^2-1",1,"E^(1 + x) - E^(6*x)/Log[x/3]^2 + (8*E^(3*x))/Log[x/3]","A",5,3,81,0.03704,1,"{6742, 2194, 2202}"
6366,1,21,0,0.0160721,"\int \frac{1-x^2-e^{1+x} x^2+25 x^6}{x^2} \, dx","Int[(1 - x^2 - E^(1 + x)*x^2 + 25*x^6)/x^2,x]","5 x^5-x-e^{x+1}-\frac{1}{x}","5 x^5-x-e^{x+1}-\frac{1}{x}-12",1,"-E^(1 + x) - x^(-1) - x + 5*x^5","A",5,2,26,0.07692,1,"{14, 2194}"
6367,1,18,0,0.0114475,"\int \left(1+e^x (3+x) \log (5)\right) \, dx","Int[1 + E^x*(3 + x)*Log[5],x]","x-e^x \log (5)+e^x (x+3) \log (5)","x+e^x (x+2) \log (5)-3",1,"x - E^x*Log[5] + E^x*(3 + x)*Log[5]","A",3,2,11,0.1818,1,"{2176, 2194}"
6368,0,0,0,8.7656528,"\int \frac{-75-150 e^{2 x}-150 x^2+e^{2 x/3} (-15+10 x)+e^x \left(75+5 e^{2 x/3}+300 x\right)}{100+4 e^{4 x/3}-400 x^2+400 e^{2 x} x^2+400 x^4+e^{2 x/3} \left(40-80 x^2\right)+e^x \left(400 x+80 e^{2 x/3} x-800 x^3\right)} \, dx","Int[(-75 - 150*E^(2*x) - 150*x^2 + E^((2*x)/3)*(-15 + 10*x) + E^x*(75 + 5*E^((2*x)/3) + 300*x))/(100 + 4*E^((4*x)/3) - 400*x^2 + 400*E^(2*x)*x^2 + 400*x^4 + E^((2*x)/3)*(40 - 80*x^2) + E^x*(400*x + 80*E^((2*x)/3)*x - 800*x^3)),x]","\int \frac{-75-150 e^{2 x}-150 x^2+e^{2 x/3} (-15+10 x)+e^x \left(75+5 e^{2 x/3}+300 x\right)}{100+4 e^{4 x/3}-400 x^2+400 e^{2 x} x^2+400 x^4+e^{2 x/3} \left(40-80 x^2\right)+e^x \left(400 x+80 e^{2 x/3} x-800 x^3\right)} \, dx","\frac{3}{4 \left(\frac{e^{2 x/3}+5}{5 \left(e^x-x\right)}+2 x\right)}",1,"3/(8*x) - (75*Defer[Int][(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^(-2), x])/4 - Defer[Int][E^(x/3)/(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2, x]/8 - (15*Defer[Int][E^((2*x)/3)/(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2, x])/4 - (3*Defer[Int][E^((2*x)/3)/(x^4*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x])/800 + (3*Defer[Int][E^(x/3)/(x^3*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x])/16 - Defer[Int][E^((2*x)/3)/(x^3*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x]/800 + Defer[Int][E^(x/3)/(x^2*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x]/16 - (15*Defer[Int][E^((2*x)/3)/(x^2*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x])/4 - (3*Defer[Int][E^(x/3)/(x*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x])/8 - (5*Defer[Int][E^((2*x)/3)/(x*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2), x])/2 + (15*Defer[Int][(E^((2*x)/3)*x)/(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)^2, x])/4 - (3*Defer[Int][E^(x/3)/(x^3*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)), x])/80 - Defer[Int][E^(x/3)/(x^2*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)), x]/80 + (3*Defer[Int][E^((2*x)/3)/(x^2*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)), x])/4 + Defer[Int][E^((2*x)/3)/(x*(5 + E^((2*x)/3) + 10*E^x*x - 10*x^2)), x]/8 - (3*Defer[Int][1/(x^4*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)^2), x])/160 - Defer[Int][1/(x^3*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)^2), x]/160 - (747*Defer[Int][1/(x^2*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)^2), x])/80 - (749*Defer[Int][1/(x*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)^2), x])/80 + (75*Defer[Int][x/(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)^2, x])/4 - (3*Defer[Int][1/(x^4*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)), x])/800 - Defer[Int][1/(x^3*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)), x]/800 - (15*Defer[Int][1/(x^2*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)), x])/4 - (15*Defer[Int][1/(x*(-5 - E^((2*x)/3) - 10*E^x*x + 10*x^2)), x])/8","F",0,0,0,0,-1,"{}"
6369,0,0,0,3.7379539,"\int \frac{e^{\frac{-e^{x^2} x+e^x \left(-5+x+x^4\right)}{x}} \left(-2 e^{x^2} x^3+e^x \left(5-5 x+x^2+3 x^4+x^5\right)\right)}{x^2} \, dx","Int[(E^((-(E^x^2*x) + E^x*(-5 + x + x^4))/x)*(-2*E^x^2*x^3 + E^x*(5 - 5*x + x^2 + 3*x^4 + x^5)))/x^2,x]","\int \frac{e^{\frac{-e^{x^2} x+e^x \left(-5+x+x^4\right)}{x}} \left(-2 e^{x^2} x^3+e^x \left(5-5 x+x^2+3 x^4+x^5\right)\right)}{x^2} \, dx","e^{\frac{e^x \left(x^4-e^{x^2-x} x-5\right)}{x}+e^x}",1,"Defer[Int][E^(-E^x^2 + x + (E^x*(-5 + x + x^4))/x), x] + 5*Defer[Int][E^(-E^x^2 + x + (E^x*(-5 + x + x^4))/x)/x^2, x] - 5*Defer[Int][E^(-E^x^2 + x + (E^x*(-5 + x + x^4))/x)/x, x] - 2*Defer[Int][E^(-E^x^2 + x^2 + (E^x*(-5 + x + x^4))/x)*x, x] + 3*Defer[Int][E^(-E^x^2 + x + (E^x*(-5 + x + x^4))/x)*x^2, x] + Defer[Int][E^(-E^x^2 + x + (E^x*(-5 + x + x^4))/x)*x^3, x]","F",0,0,0,0,-1,"{}"
6370,0,0,0,2.1415911,"\int \frac{144+e^{e^{2 x}} \left(-4+\left(4-8 e^{2 x} x\right) \log (x)\right)}{1296-288 x+16 x^2+e^{e^{2 x}} (72-8 x) \log (x)+e^{2 e^{2 x}} \log ^2(x)} \, dx","Int[(144 + E^E^(2*x)*(-4 + (4 - 8*E^(2*x)*x)*Log[x]))/(1296 - 288*x + 16*x^2 + E^E^(2*x)*(72 - 8*x)*Log[x] + E^(2*E^(2*x))*Log[x]^2),x]","\int \frac{144+e^{e^{2 x}} \left(-4+\left(4-8 e^{2 x} x\right) \log (x)\right)}{1296-288 x+16 x^2+e^{e^{2 x}} (72-8 x) \log (x)+e^{2 e^{2 x}} \log ^2(x)} \, dx","\frac{x}{-x+\frac{1}{4} e^{e^{2 x}} \log (x)+9}",1,"16*Defer[Int][x/(-36 + 4*x - E^E^(2*x)*Log[x])^2, x] - 16*Defer[Int][x/(Log[x]*(-36 + 4*x - E^E^(2*x)*Log[x])^2), x] - 4*Defer[Int][(-36 + 4*x - E^E^(2*x)*Log[x])^(-1), x] + 144*Defer[Int][1/(Log[x]*(36 - 4*x + E^E^(2*x)*Log[x])^2), x] - 8*Defer[Int][(E^(E^(2*x) + 2*x)*x*Log[x])/(36 - 4*x + E^E^(2*x)*Log[x])^2, x] - 4*Defer[Int][1/(Log[x]*(36 - 4*x + E^E^(2*x)*Log[x])), x]","F",0,0,0,0,-1,"{}"
6371,1,14,0,0.0037981,"\int (-1+e+32 x) \, dx","Int[-1 + E + 32*x,x]","16 x^2-(1-e) x","-4 \left(6-4 x^2\right)+e x-x+2",1,"-((1 - E)*x) + 16*x^2","A",1,0,6,0,1,"{}"
6372,0,0,0,1.2106499,"\int \frac{-5 e^{10 x}-5 x^2+18 x^3-4 x^4-5 x^6+e^{5 x} \left(9-32 x-15 x^2+10 x^3\right)}{15 x^2+5 x^3+30 x^4+10 x^5+15 x^6+5 x^7+e^{10 x} (15+5 x)+e^{5 x} \left(-30 x-10 x^2-30 x^3-10 x^4\right)} \, dx","Int[(-5*E^(10*x) - 5*x^2 + 18*x^3 - 4*x^4 - 5*x^6 + E^(5*x)*(9 - 32*x - 15*x^2 + 10*x^3))/(15*x^2 + 5*x^3 + 30*x^4 + 10*x^5 + 15*x^6 + 5*x^7 + E^(10*x)*(15 + 5*x) + E^(5*x)*(-30*x - 10*x^2 - 30*x^3 - 10*x^4)),x]","\int \frac{-5 e^{10 x}-5 x^2+18 x^3-4 x^4-5 x^6+e^{5 x} \left(9-32 x-15 x^2+10 x^3\right)}{15 x^2+5 x^3+30 x^4+10 x^5+15 x^6+5 x^7+e^{10 x} (15+5 x)+e^{5 x} \left(-30 x-10 x^2-30 x^3-10 x^4\right)} \, dx","-\frac{3}{5 \left(x^2-\frac{e^{5 x}}{x}+1\right)}-\log (x+3)+7",1,"-Log[3 + x] + (3*Defer[Int][(E^(5*x) - x - x^3)^(-1), x])/5 + (3*Defer[Int][x/(-E^(5*x) + x + x^3)^2, x])/5 - 3*Defer[Int][x^2/(-E^(5*x) + x + x^3)^2, x] + (9*Defer[Int][x^3/(-E^(5*x) + x + x^3)^2, x])/5 - 3*Defer[Int][x^4/(-E^(5*x) + x + x^3)^2, x] + 3*Defer[Int][x/(-E^(5*x) + x + x^3), x]","F",0,0,0,0,-1,"{}"
6373,0,0,0,4.89977,"\int \frac{4 x^3+2 x^4+e^x (-100+100 x) \log \left(\frac{2+x}{x}\right)+e^x \left(-100+50 x-25 x^3\right) \log ^2\left(\frac{2+x}{x}\right)}{4 x^3+2 x^4} \, dx","Int[(4*x^3 + 2*x^4 + E^x*(-100 + 100*x)*Log[(2 + x)/x] + E^x*(-100 + 50*x - 25*x^3)*Log[(2 + x)/x]^2)/(4*x^3 + 2*x^4),x]","\int \frac{4 x^3+2 x^4+e^x (-100+100 x) \log \left(\frac{2+x}{x}\right)+e^x \left(-100+50 x-25 x^3\right) \log ^2\left(\frac{2+x}{x}\right)}{4 x^3+2 x^4} \, dx","\frac{25 e^x (1-x) \log ^2\left(\frac{2}{x}+1\right)}{2 x^2}+x",1,"(-25*E^x)/(4*x^2) + (25*E^x)/x + x - (75*ExpIntegralEi[x])/8 - (125*ExpIntegralEi[2 + x])/(8*E^2) + (25*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x])/4 + (25*E^x*Log[1 + 2/x])/(2*x^2) - (25*E^x*Log[1 + 2/x])/x + (25*ExpIntegralEi[x]*Log[1 + 2/x])/4 + (75*ExpIntegralEi[2 + x]*Log[1 + 2/x])/(4*E^2) + (25*Log[-x]^2)/8 + (25*EulerGamma*Log[x])/4 + (25*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x])/4 - (25*Defer[Int][ExpIntegralEi[x]/(2 + x), x])/4 + (75*Defer[Int][ExpIntegralEi[2 + x]/x, x])/(4*E^2) - (75*Defer[Int][ExpIntegralEi[2 + x]/(2 + x), x])/(4*E^2) - 25*Defer[Int][(E^x*Log[1 + 2/x]^2)/x^3, x] + 25*Defer[Int][(E^x*Log[1 + 2/x]^2)/x^2, x] - (25*Defer[Int][(E^x*Log[1 + 2/x]^2)/x, x])/2","F",0,0,0,0,-1,"{}"
6374,1,9,0,0.0109058,"\int -e^{7-e^x+x} \, dx","Int[-E^(7 - E^x + x),x]","e^{7-e^x}","e^{7-e^x}-5",1,"E^(7 - E^x)","A",2,2,12,0.1667,1,"{2282, 2194}"
6375,1,35,0,0.0713958,"\int \frac{-36 e^{\frac{1}{x}}+352 x^2+8 x^3+e^{\left.\frac{1}{2}\right/x} \left(528+12 x-24 x^2\right)}{45 x^2} \, dx","Int[(-36*E^x^(-1) + 352*x^2 + 8*x^3 + E^(1/(2*x))*(528 + 12*x - 24*x^2))/(45*x^2),x]","\frac{4}{45} (x+44)^2-\frac{8}{15} e^{\left.\frac{1}{2}\right/x} (x+44)+\frac{4 e^{\frac{1}{x}}}{5}","\frac{4}{5} \left(\frac{x-4}{3}-e^{\left.\frac{1}{2}\right/x}+16\right)^2",1,"(4*E^x^(-1))/5 - (8*E^(1/(2*x))*(44 + x))/15 + (4*(44 + x)^2)/45","A",5,4,45,0.08889,1,"{12, 14, 2209, 2288}"
6376,0,0,0,5.1912137,"\int \frac{400-1200 x+900 x^2+e^{\frac{x^2}{-2+3 x}} \left(20 x^3-15 x^4\right)}{1600-3200 x-800 x^2+2400 x^3+900 x^4+e^{2 e^5} \left(4 x^2-12 x^3+9 x^4\right)+e^{\frac{2 x^2}{-2+3 x}} \left(4 x^2-12 x^3+9 x^4\right)+e^{\frac{x^2}{-2+3 x}} \left(160 x-400 x^2+120 x^3+180 x^4\right)+e^{e^5} \left(160 x-400 x^2+120 x^3+180 x^4+e^{\frac{x^2}{-2+3 x}} \left(8 x^2-24 x^3+18 x^4\right)\right)} \, dx","Int[(400 - 1200*x + 900*x^2 + E^(x^2/(-2 + 3*x))*(20*x^3 - 15*x^4))/(1600 - 3200*x - 800*x^2 + 2400*x^3 + 900*x^4 + E^(2*E^5)*(4*x^2 - 12*x^3 + 9*x^4) + E^((2*x^2)/(-2 + 3*x))*(4*x^2 - 12*x^3 + 9*x^4) + E^(x^2/(-2 + 3*x))*(160*x - 400*x^2 + 120*x^3 + 180*x^4) + E^E^5*(160*x - 400*x^2 + 120*x^3 + 180*x^4 + E^(x^2/(-2 + 3*x))*(8*x^2 - 24*x^3 + 18*x^4))),x]","\int \frac{400-1200 x+900 x^2+e^{\frac{x^2}{-2+3 x}} \left(20 x^3-15 x^4\right)}{1600-3200 x-800 x^2+2400 x^3+900 x^4+e^{2 e^5} \left(4 x^2-12 x^3+9 x^4\right)+e^{\frac{2 x^2}{-2+3 x}} \left(4 x^2-12 x^3+9 x^4\right)+e^{\frac{x^2}{-2+3 x}} \left(160 x-400 x^2+120 x^3+180 x^4\right)+e^{e^5} \left(160 x-400 x^2+120 x^3+180 x^4+e^{\frac{x^2}{-2+3 x}} \left(8 x^2-24 x^3+18 x^4\right)\right)} \, dx","\frac{x}{\frac{1}{5} \left(e^{\frac{x^2}{3 x-2}}+e^{e^5}\right) x+2 x+4}",1,"(5*Defer[Int][x/(-20 - E^(x^2/(-2 + 3*x))*x - 10*(1 + E^E^5/10)*x), x])/3 + (20*(125 - E^E^5)*Defer[Int][(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)^(-2), x])/27 - (80*(40 + E^E^5)*Defer[Int][1/((2 - 3*x)^2*(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)^2), x])/27 + (80*(25 + E^E^5)*Defer[Int][1/((2 - 3*x)*(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)^2), x])/27 + (100*Defer[Int][x/(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)^2, x])/3 + (5*(10 + E^E^5)*Defer[Int][x^2/(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)^2, x])/3 + (40*Defer[Int][1/((2 - 3*x)^2*(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)), x])/9 + (20*Defer[Int][1/((-2 + 3*x)*(20 + E^(x^2/(-2 + 3*x))*x + 10*(1 + E^E^5/10)*x)), x])/9","F",0,0,0,0,-1,"{}"
6377,1,45,0,0.1953999,"\int \frac{8 \log \left(\frac{4+x}{4 x}\right)}{4 x+x^2} \, dx","Int[(8*Log[(4 + x)/(4*x)])/(4*x + x^2),x]","2 \text{Li}_2\left(-\frac{4}{x}\right)+2 \text{Li}_2\left(-\frac{x}{4}\right)+\log ^2(x+4)-2 \log \left(\frac{1}{x}+\frac{1}{4}\right) \log (x+4)-4 \log (4) \log (x)","-\log ^2\left(\frac{1}{4} \left(\frac{4}{x}+1\right)\right)+5+\log (4)",1,"-4*Log[4]*Log[x] - 2*Log[1/4 + x^(-1)]*Log[4 + x] + Log[4 + x]^2 + 2*PolyLog[2, -4/x] + 2*PolyLog[2, -1/4*x]","C",15,12,22,0.5455,1,"{12, 1593, 2469, 2466, 2454, 2392, 2391, 2462, 260, 2416, 2390, 2301}"
6378,1,24,0,0.1906171,"\int \frac{2 x^2+8 x \log (\log (50))+\left(-4+x^2+8 x \log (\log (50))+16 \log ^2(\log (50))\right) \log \left(-4+x^2+8 x \log (\log (50))+16 \log ^2(\log (50))\right)}{-4+x^2+8 x \log (\log (50))+16 \log ^2(\log (50))} \, dx","Int[(2*x^2 + 8*x*Log[Log[50]] + (-4 + x^2 + 8*x*Log[Log[50]] + 16*Log[Log[50]]^2)*Log[-4 + x^2 + 8*x*Log[Log[50]] + 16*Log[Log[50]]^2])/(-4 + x^2 + 8*x*Log[Log[50]] + 16*Log[Log[50]]^2),x]","x \log \left(x^2+8 x \log (\log (50))-4 \left(1-4 \log ^2(\log (50))\right)\right)","x \log \left((x+4 \log (\log (50)))^2-4\right)",1,"x*Log[x^2 + 8*x*Log[Log[50]] - 4*(1 - 4*Log[Log[50]]^2)]","A",10,7,71,0.09859,1,"{6728, 142, 2523, 12, 773, 632, 31}"
6379,1,27,0,0.0203039,"\int \frac{-48+2 x^2+\left(43-3 x^2\right) \log (3)}{x^2 \log (3)} \, dx","Int[(-48 + 2*x^2 + (43 - 3*x^2)*Log[3])/(x^2*Log[3]),x]","\frac{x (2-3 \log (3))}{\log (3)}+\frac{48-43 \log (3)}{x \log (3)}","-x+\frac{5}{x}+\frac{(6-x) (x-4) \left(2-\frac{2}{\log (3)}\right)}{x}+\frac{1}{2}",1,"(48 - 43*Log[3])/(x*Log[3]) + (x*(2 - 3*Log[3]))/Log[3]","A",3,2,25,0.08000,1,"{12, 14}"
6380,0,0,0,20.3982021,"\int \frac{-3 x+\left(e^2-3 x+e^{x^2} \left(-3 x^2+24 x^3-6 x^4+e^2 \left(x-8 x^2+2 x^3\right)\right)\right) \log \left(\frac{3 e^4}{e^2-3 x}\right)}{e^{e^{x^2} (-4+x)} \left(2 e^2 x^2-6 x^3\right)+\left(-e^2 x+3 x^2\right) \log \left(\frac{3 e^4}{e^2-3 x}\right)} \, dx","Int[(-3*x + (E^2 - 3*x + E^x^2*(-3*x^2 + 24*x^3 - 6*x^4 + E^2*(x - 8*x^2 + 2*x^3)))*Log[(3*E^4)/(E^2 - 3*x)])/(E^(E^x^2*(-4 + x))*(2*E^2*x^2 - 6*x^3) + (-(E^2*x) + 3*x^2)*Log[(3*E^4)/(E^2 - 3*x)]),x]","\int \frac{-3 x+\left(e^2-3 x+e^{x^2} \left(-3 x^2+24 x^3-6 x^4+e^2 \left(x-8 x^2+2 x^3\right)\right)\right) \log \left(\frac{3 e^4}{e^2-3 x}\right)}{e^{e^{x^2} (-4+x)} \left(2 e^2 x^2-6 x^3\right)+\left(-e^2 x+3 x^2\right) \log \left(\frac{3 e^4}{e^2-3 x}\right)} \, dx","\log \left(\frac{e^{-e^{x^2} (x-4)} \log \left(\frac{e^4}{\frac{e^2}{3}-x}\right)}{x}-2\right)",1,"(4 + Log[3])*Defer[Int][E^x^2/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x] + 3*(4 + Log[3])*Defer[Int][1/((E^2 - 3*x)*(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)])), x] - 3*(5 + Log[3])*Defer[Int][1/((E^2 - 3*x)*(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)])), x] + (4 + Log[3])*Defer[Int][1/(x*(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)])), x] - 8*(4 + Log[3])*Defer[Int][(E^x^2*x)/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x] + 2*(4 + Log[3])*Defer[Int][(E^x^2*x^2)/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x] + Defer[Int][(E^x^2*Log[(E^2 - 3*x)^(-1)])/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x] + Defer[Int][Log[(E^2 - 3*x)^(-1)]/(x*(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)])), x] - 8*Defer[Int][(E^x^2*x*Log[(E^2 - 3*x)^(-1)])/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x] + 2*Defer[Int][(E^x^2*x^2*Log[(E^2 - 3*x)^(-1)])/(-4 + 2*E^(E^x^2*(-4 + x))*x - Log[3/(E^2 - 3*x)]), x]","F",0,0,0,0,-1,"{}"
6381,1,15,0,0.0021953,"\int \frac{1}{51} (125-50 x-25 \log (3)) \, dx","Int[(125 - 50*x - 25*Log[3])/51,x]","-\frac{25}{204} (-2 x+5-\log (3))^2","-\frac{25}{51} x (x-5+\log (3))",1,"(-25*(5 - 2*x - Log[3])^2)/204","A",1,1,13,0.07692,1,"{9}"
6382,0,0,0,0.7380252,"\int \frac{-2 x+2 x \log (x) \log (\log (x)) \log \left(-\frac{5 \log (\log (x))}{e^5 \left(-8+4 e^4\right)}\right)}{\log (x) \log (\log (x)) \log ^3\left(-\frac{5 \log (\log (x))}{e^5 \left(-8+4 e^4\right)}\right)} \, dx","Int[(-2*x + 2*x*Log[x]*Log[Log[x]]*Log[(-5*Log[Log[x]])/(E^5*(-8 + 4*E^4))])/(Log[x]*Log[Log[x]]*Log[(-5*Log[Log[x]])/(E^5*(-8 + 4*E^4))]^3),x]","\int \frac{-2 x+2 x \log (x) \log (\log (x)) \log \left(-\frac{5 \log (\log (x))}{e^5 \left(-8+4 e^4\right)}\right)}{\log (x) \log (\log (x)) \log ^3\left(-\frac{5 \log (\log (x))}{e^5 \left(-8+4 e^4\right)}\right)} \, dx","\frac{x^2}{\log ^2\left(\frac{5 \log (\log (x))}{4 e^5 \left(2-e^4\right)}\right)}",1,"-2*Defer[Int][x/(Log[x]*Log[Log[x]]*Log[(5*Log[Log[x]])/(4*E^5*(2 - E^4))]^3), x] + 2*Defer[Int][x/Log[(5*Log[Log[x]])/(4*E^5*(2 - E^4))]^2, x]","F",0,0,0,0,-1,"{}"
6383,1,31,0,0.2536482,"\int \frac{\left(5+(-2-x) \log (x)+(2+x) \log \left(\frac{x}{4+2 x}\right)\right) \log (\log (5))}{\left(1250+525 x-48 x^2+x^3\right) \log (x)+\left(-1250-525 x+48 x^2-x^3\right) \log \left(\frac{x}{4+2 x}\right)+\left(\left(500+230 x-10 x^2\right) \log (x)+\left(-500-230 x+10 x^2\right) \log \left(\frac{x}{4+2 x}\right)\right) \log \left(-\log (x)+\log \left(\frac{x}{4+2 x}\right)\right)+\left((50+25 x) \log (x)+(-50-25 x) \log \left(\frac{x}{4+2 x}\right)\right) \log ^2\left(-\log (x)+\log \left(\frac{x}{4+2 x}\right)\right)} \, dx","Int[((5 + (-2 - x)*Log[x] + (2 + x)*Log[x/(4 + 2*x)])*Log[Log[5]])/((1250 + 525*x - 48*x^2 + x^3)*Log[x] + (-1250 - 525*x + 48*x^2 - x^3)*Log[x/(4 + 2*x)] + ((500 + 230*x - 10*x^2)*Log[x] + (-500 - 230*x + 10*x^2)*Log[x/(4 + 2*x)])*Log[-Log[x] + Log[x/(4 + 2*x)]] + ((50 + 25*x)*Log[x] + (-50 - 25*x)*Log[x/(4 + 2*x)])*Log[-Log[x] + Log[x/(4 + 2*x)]]^2),x]","-\frac{\log (\log (5))}{-x+5 \log \left(\log \left(\frac{x}{2 (x+2)}\right)-\log (x)\right)+25}","\frac{\log (\log (5))}{x-5 \left(\log \left(\log \left(\frac{x}{2 x+4}\right)-\log (x)\right)+5\right)}",1,"-(Log[Log[5]]/(25 - x + 5*Log[-Log[x] + Log[x/(2*(2 + x))]]))","A",3,3,169,0.01775,1,"{12, 6688, 6686}"
6384,0,0,0,0.8349666,"\int \frac{-10 x^2+\left(-5 x-10 x^2\right) \log (5+10 x)+x^{\frac{1}{x}} (5+10 x+(-5-10 x) \log (x)) \log (5+10 x)}{\left(x^2+2 x^3\right) \log (5+10 x)} \, dx","Int[(-10*x^2 + (-5*x - 10*x^2)*Log[5 + 10*x] + x^x^(-1)*(5 + 10*x + (-5 - 10*x)*Log[x])*Log[5 + 10*x])/((x^2 + 2*x^3)*Log[5 + 10*x]),x]","\int \frac{-10 x^2+\left(-5 x-10 x^2\right) \log (5+10 x)+x^{\frac{1}{x}} (5+10 x+(-5-10 x) \log (x)) \log (5+10 x)}{\left(x^2+2 x^3\right) \log (5+10 x)} \, dx","5 \left(x^{\frac{1}{x}}-\log \left(\frac{1}{2} x \log (7-2 (1-5 x))\right)\right)",1,"-5*Log[x] - 5*Log[Log[5 + 10*x]] + 5*Defer[Int][x^(-2 + x^(-1)), x] - 5*Log[x]*Defer[Int][x^(-2 + x^(-1)), x] + 5*Defer[Int][Defer[Int][x^(-2 + x^(-1)), x]/x, x]","F",0,0,0,0,-1,"{}"
6385,0,0,0,106.6584583,"\int \frac{1-x-16 x^2+6 x^3+19 x^4-10 x^5+e^{-e^x+x} \left(e^x+10 x\right)}{e^{-e^x+x}-x+2 x^3-x^4} \, dx","Int[(1 - x - 16*x^2 + 6*x^3 + 19*x^4 - 10*x^5 + E^(-E^x + x)*(E^x + 10*x))/(E^(-E^x + x) - x + 2*x^3 - x^4),x]","\int \frac{1-x-16 x^2+6 x^3+19 x^4-10 x^5+e^{-e^x+x} \left(e^x+10 x\right)}{e^{-e^x+x}-x+2 x^3-x^4} \, dx","-\log \left((x-2) x^3+x-e^{x-e^x}\right)+5 x^2+x",1,"E^x + 5*x^2 + Defer[Int][E^E^x*x, x] - 2*Defer[Int][E^E^x*x^3, x] + Defer[Int][E^E^x*x^4, x] + Defer[Int][E^E^x/(E^x - E^E^x*(x - 2*x^3 + x^4)), x] + Defer[Int][(E^E^x*x)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] + 6*Defer[Int][(E^E^x*x^2)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] - Defer[Int][(E^(2*E^x)*x^2)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] - 6*Defer[Int][(E^E^x*x^3)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] + Defer[Int][(E^E^x*x^4)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] + 4*Defer[Int][(E^(2*E^x)*x^4)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] - 2*Defer[Int][(E^(2*E^x)*x^5)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] - 4*Defer[Int][(E^(2*E^x)*x^6)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] + 4*Defer[Int][(E^(2*E^x)*x^7)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x] - Defer[Int][(E^(2*E^x)*x^8)/(-E^x + E^E^x*(x - 2*x^3 + x^4)), x]","F",0,0,0,0,-1,"{}"
6386,1,30,0,0.0212025,"\int \frac{2 x+(5-2 x) \log (3)+e^{2 \log ^2(x)} (\log (3)+4 \log (3) \log (x))}{\log (3)} \, dx","Int[(2*x + (5 - 2*x)*Log[3] + E^(2*Log[x]^2)*(Log[3] + 4*Log[3]*Log[x]))/Log[3],x]","\frac{x^2}{\log (3)}-\frac{1}{4} (5-2 x)^2+x e^{2 \log ^2(x)}","-((x-4) x)+x+x \left(e^{2 \log ^2(x)}+\frac{x}{\log (3)}\right)",1,"-1/4*(5 - 2*x)^2 + E^(2*Log[x]^2)*x + x^2/Log[3]","A",3,2,35,0.05714,1,"{12, 2288}"
6387,1,10,0,0.0031949,"\int \frac{-2+2 x}{-2 x+x^2} \, dx","Int[(-2 + 2*x)/(-2*x + x^2),x]","\log \left(2 x-x^2\right)","\log \left(\frac{1}{4} (2-x) x \log (4)\right)",1,"Log[2*x - x^2]","A",1,1,15,0.06667,1,"{628}"
6388,0,0,0,11.3756774,"\int \frac{e^{2 e^2} (-1+x)-25 x^2+25 x^3+e^x \left(5 x-5 x^2\right)+e^{e^2} \left(-5 x-e^x x+10 x^2\right)+\left(-e^{2 e^2} x+5 e^x x-25 x^2-25 x^3+e^{e^2} \left(e^x-5 x-10 x^2\right)+\left(e^{2 e^2}+10 e^{e^2} x+25 x^2\right) \log (x)\right) \log \left(\frac{-e^x+5 x+e^{e^2} x+5 x^2+\left(-e^{e^2}-5 x\right) \log (x)}{e^{e^2}+5 x}\right)}{\left(-e^{2 e^2} x+5 e^x x-25 x^2-25 x^3+e^{e^2} \left(e^x-5 x-10 x^2\right)+\left(e^{2 e^2}+10 e^{e^2} x+25 x^2\right) \log (x)\right) \log ^2\left(\frac{-e^x+5 x+e^{e^2} x+5 x^2+\left(-e^{e^2}-5 x\right) \log (x)}{e^{e^2}+5 x}\right)} \, dx","Int[(E^(2*E^2)*(-1 + x) - 25*x^2 + 25*x^3 + E^x*(5*x - 5*x^2) + E^E^2*(-5*x - E^x*x + 10*x^2) + (-(E^(2*E^2)*x) + 5*E^x*x - 25*x^2 - 25*x^3 + E^E^2*(E^x - 5*x - 10*x^2) + (E^(2*E^2) + 10*E^E^2*x + 25*x^2)*Log[x])*Log[(-E^x + 5*x + E^E^2*x + 5*x^2 + (-E^E^2 - 5*x)*Log[x])/(E^E^2 + 5*x)])/((-(E^(2*E^2)*x) + 5*E^x*x - 25*x^2 - 25*x^3 + E^E^2*(E^x - 5*x - 10*x^2) + (E^(2*E^2) + 10*E^E^2*x + 25*x^2)*Log[x])*Log[(-E^x + 5*x + E^E^2*x + 5*x^2 + (-E^E^2 - 5*x)*Log[x])/(E^E^2 + 5*x)]^2),x]","\int \frac{e^{2 e^2} (-1+x)-25 x^2+25 x^3+e^x \left(5 x-5 x^2\right)+e^{e^2} \left(-5 x-e^x x+10 x^2\right)+\left(-e^{2 e^2} x+5 e^x x-25 x^2-25 x^3+e^{e^2} \left(e^x-5 x-10 x^2\right)+\left(e^{2 e^2}+10 e^{e^2} x+25 x^2\right) \log (x)\right) \log \left(\frac{-e^x+5 x+e^{e^2} x+5 x^2+\left(-e^{e^2}-5 x\right) \log (x)}{e^{e^2}+5 x}\right)}{\left(-e^{2 e^2} x+5 e^x x-25 x^2-25 x^3+e^{e^2} \left(e^x-5 x-10 x^2\right)+\left(e^{2 e^2}+10 e^{e^2} x+25 x^2\right) \log (x)\right) \log ^2\left(\frac{-e^x+5 x+e^{e^2} x+5 x^2+\left(-e^{e^2}-5 x\right) \log (x)}{e^{e^2}+5 x}\right)} \, dx","\frac{x}{\log \left(\frac{e^x-5 x}{-5 x-e^{e^2}}+x-\log (x)\right)}",1,"Defer[Int][Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^(-2), x] - Defer[Int][x/Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2, x] - E^E^2*Defer[Int][1/((E^E^2 + 5*x)*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + E^E^2*Defer[Int][1/((-E^x + 5*(1 + E^E^2/5)*x + 5*x^2 - E^E^2*Log[x] - 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] - (5 - E^E^2)*Defer[Int][x^2/((-E^x + 5*(1 + E^E^2/5)*x + 5*x^2 - E^E^2*Log[x] - 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + 5*Defer[Int][x^3/((-E^x + 5*(1 + E^E^2/5)*x + 5*x^2 - E^E^2*Log[x] - 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + (5 - E^E^2)*Defer[Int][(x*Log[x])/((-E^x + 5*(1 + E^E^2/5)*x + 5*x^2 - E^E^2*Log[x] - 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + E^E^2*Defer[Int][x/((E^x - 5*(1 + E^E^2/5)*x - 5*x^2 + E^E^2*Log[x] + 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + 5*Defer[Int][(x^2*Log[x])/((E^x - 5*(1 + E^E^2/5)*x - 5*x^2 + E^E^2*Log[x] + 5*x*Log[x])*Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^2), x] + Defer[Int][Log[(-E^x + E^E^2*x + 5*x*(1 + x) - (E^E^2 + 5*x)*Log[x])/(E^E^2 + 5*x)]^(-1), x]","F",0,0,0,0,-1,"{}"
6389,1,21,0,0.0386709,"\int \frac{-8+6 x+181 x^2-90 x^3}{-8 x+4 x^2} \, dx","Int[(-8 + 6*x + 181*x^2 - 90*x^3)/(-8*x + 4*x^2),x]","-\frac{45 x^2}{4}+\frac{x}{4}+\log (2-x)+\log (x)","-\frac{45 x^2}{4}+\frac{x}{4}+\log (x-2)+\log (2 x)",1,"x/4 - (45*x^2)/4 + Log[2 - x] + Log[x]","A",3,2,27,0.07407,1,"{1593, 1620}"
6390,0,0,0,5.6540989,"\int \frac{e^{x+x^2}+e^x \left(-2-x^2\right)+\left(e^{x+x^2} \left(2-x+2 x^2\right)+e^x \left(-4+2 x-4 x^2+x^3\right)\right) \log (x)+\left(4 x+e^{2 x^2} x+4 x^3+x^5+e^{x^2} \left(-4 x-2 x^3\right)\right) \log ^2(x)}{\left(4 x^3+e^{2 x^2} x^3+4 x^5+x^7+e^{x^2} \left(-4 x^3-2 x^5\right)\right) \log ^2(x)} \, dx","Int[(E^(x + x^2) + E^x*(-2 - x^2) + (E^(x + x^2)*(2 - x + 2*x^2) + E^x*(-4 + 2*x - 4*x^2 + x^3))*Log[x] + (4*x + E^(2*x^2)*x + 4*x^3 + x^5 + E^x^2*(-4*x - 2*x^3))*Log[x]^2)/((4*x^3 + E^(2*x^2)*x^3 + 4*x^5 + x^7 + E^x^2*(-4*x^3 - 2*x^5))*Log[x]^2),x]","\int \frac{e^{x+x^2}+e^x \left(-2-x^2\right)+\left(e^{x+x^2} \left(2-x+2 x^2\right)+e^x \left(-4+2 x-4 x^2+x^3\right)\right) \log (x)+\left(4 x+e^{2 x^2} x+4 x^3+x^5+e^{x^2} \left(-4 x-2 x^3\right)\right) \log ^2(x)}{\left(4 x^3+e^{2 x^2} x^3+4 x^5+x^7+e^{x^2} \left(-4 x^3-2 x^5\right)\right) \log ^2(x)} \, dx","25-\frac{x-\frac{e^x}{\left(x^2-e^{x^2}+2\right) \log (x)}}{x^2}",1,"-x^(-1) - Defer[Int][E^x/(x^3*(2 - E^x^2 + x^2)*Log[x]^2), x] + 2*Defer[Int][E^x/(x*(2 - E^x^2 + x^2)^2*Log[x]), x] + 2*Defer[Int][(E^x*x)/((2 - E^x^2 + x^2)^2*Log[x]), x] - 2*Defer[Int][E^x/(x^3*(2 - E^x^2 + x^2)*Log[x]), x] + Defer[Int][E^x/(x^2*(2 - E^x^2 + x^2)*Log[x]), x] - 2*Defer[Int][E^x/(x*(2 - E^x^2 + x^2)*Log[x]), x]","F",0,0,0,0,-1,"{}"
6391,1,174,0,0.6187393,"\int e^{8 x} \left(1050625+8925700 x+2155787 x^2+198696 x^3+8208 x^4+128 x^5+e^{16} (16+128 x)+e^{12} \left(-1024-8320 x-512 x^2\right)+e^8 \left(24584+202800 x+24800 x^2+768 x^3\right)+e^4 \left(-262400-2197024 x-400464 x^2-24704 x^3-512 x^4\right)\right) \, dx","Int[E^(8*x)*(1050625 + 8925700*x + 2155787*x^2 + 198696*x^3 + 8208*x^4 + 128*x^5 + E^16*(16 + 128*x) + E^12*(-1024 - 8320*x - 512*x^2) + E^8*(24584 + 202800*x + 24800*x^2 + 768*x^3) + E^4*(-262400 - 2197024*x - 400464*x^2 - 24704*x^3 - 512*x^4)),x]","16 e^{8 x} x^5+1016 e^{8 x} x^4-64 e^{8 x+4} x^4+24329 e^{8 x} x^3-3056 e^{8 x+4} x^3+96 e^{8 x+8} x^3+260350 e^{8 x} x^2-48912 e^{8 x+4} x^2+3064 e^{8 x+8} x^2-64 e^{8 x+12} x^2+1050625 e^{8 x} x-262400 e^{8 x+4} x+24584 e^{8 x+8} x-1024 e^{8 x+12} x-2 e^{8 x+16}+2 e^{8 x+16} (8 x+1)","e^{8 x} x \left(4 \left(x-e^4+16\right)^2-x+1\right)^2",1,"-2*E^(16 + 8*x) + 1050625*E^(8*x)*x - 262400*E^(4 + 8*x)*x + 24584*E^(8 + 8*x)*x - 1024*E^(12 + 8*x)*x + 260350*E^(8*x)*x^2 - 48912*E^(4 + 8*x)*x^2 + 3064*E^(8 + 8*x)*x^2 - 64*E^(12 + 8*x)*x^2 + 24329*E^(8*x)*x^3 - 3056*E^(4 + 8*x)*x^3 + 96*E^(8 + 8*x)*x^3 + 1016*E^(8*x)*x^4 - 64*E^(4 + 8*x)*x^4 + 16*E^(8*x)*x^5 + 2*E^(16 + 8*x)*(1 + 8*x)","B",62,3,97,0.03093,1,"{2196, 2194, 2176}"
6392,0,0,0,2.3594156,"\int \frac{1134+40 e^9+e^6 (360-120 x)-1080 x+360 x^2-40 x^3+1080 e^{3 x^2} x^3+e^3 \left(1080-720 x+120 x^2\right)+e^{2 x^2} \left(3240 x^2+1080 e^3 x^2-1080 x^3\right)+e^{x^2} \left(-162+3240 x+360 e^6 x-2484 x^2+360 x^3+e^3 \left(2160 x-720 x^2\right)\right)}{27+e^9+e^6 (9-3 x)-27 x+9 x^2-x^3+27 e^{3 x^2} x^3+e^3 \left(27-18 x+3 x^2\right)+e^{2 x^2} \left(81 x^2+27 e^3 x^2-27 x^3\right)+e^{x^2} \left(81 x+9 e^6 x-54 x^2+9 x^3+e^3 \left(54 x-18 x^2\right)\right)} \, dx","Int[(1134 + 40*E^9 + E^6*(360 - 120*x) - 1080*x + 360*x^2 - 40*x^3 + 1080*E^(3*x^2)*x^3 + E^3*(1080 - 720*x + 120*x^2) + E^(2*x^2)*(3240*x^2 + 1080*E^3*x^2 - 1080*x^3) + E^x^2*(-162 + 3240*x + 360*E^6*x - 2484*x^2 + 360*x^3 + E^3*(2160*x - 720*x^2)))/(27 + E^9 + E^6*(9 - 3*x) - 27*x + 9*x^2 - x^3 + 27*E^(3*x^2)*x^3 + E^3*(27 - 18*x + 3*x^2) + E^(2*x^2)*(81*x^2 + 27*E^3*x^2 - 27*x^3) + E^x^2*(81*x + 9*E^6*x - 54*x^2 + 9*x^3 + E^3*(54*x - 18*x^2))),x]","\int \frac{1134+40 e^9+e^6 (360-120 x)-1080 x+360 x^2-40 x^3+1080 e^{3 x^2} x^3+e^3 \left(1080-720 x+120 x^2\right)+e^{2 x^2} \left(3240 x^2+1080 e^3 x^2-1080 x^3\right)+e^{x^2} \left(-162+3240 x+360 e^6 x-2484 x^2+360 x^3+e^3 \left(2160 x-720 x^2\right)\right)}{27+e^9+e^6 (9-3 x)-27 x+9 x^2-x^3+27 e^{3 x^2} x^3+e^3 \left(27-18 x+3 x^2\right)+e^{2 x^2} \left(81 x^2+27 e^3 x^2-27 x^3\right)+e^{x^2} \left(81 x+9 e^6 x-54 x^2+9 x^3+e^3 \left(54 x-18 x^2\right)\right)} \, dx","\frac{3}{\left(e^{x^2} x+\frac{1}{3} \left(-x+e^3+3\right)\right)^2}+40 x",1,"40*x + 108*Defer[Int][x^2/(-3*(1 + E^3/3) + x - 3*E^x^2*x)^3, x] + 54*(3 + E^3)*Defer[Int][1/(x*(3*(1 + E^3/3) - x + 3*E^x^2*x)^3), x] + 108*(3 + E^3)*Defer[Int][x/(3*(1 + E^3/3) - x + 3*E^x^2*x)^3, x] - 54*Defer[Int][1/(x*(3*(1 + E^3/3) - x + 3*E^x^2*x)^2), x] - 108*Defer[Int][x/(3*(1 + E^3/3) - x + 3*E^x^2*x)^2, x]","F",0,0,0,0,-1,"{}"
6393,1,26,0,0.011007,"\int -\frac{2 x \log (3) (i \pi +\log (4-\log (4)))}{e^2 \left(25+10 x^2+x^4\right)} \, dx","Int[(-2*x*Log[3]*(I*Pi + Log[4 - Log[4]]))/(E^2*(25 + 10*x^2 + x^4)),x]","\frac{\log (3) (\log (4-\log (4))+i \pi )}{e^2 \left(x^2+5\right)}","e^2+\frac{\log (3) (\log (4-\log (4))+i \pi )}{e^2 \left(x^2+5\right)}",1,"(Log[3]*(I*Pi + Log[4 - Log[4]]))/(E^2*(5 + x^2))","A",3,3,33,0.09091,1,"{12, 28, 261}"
6394,0,0,0,9.4817019,"\int \frac{1}{8} \exp \left(\frac{5}{4} e^{\frac{1}{2} \left(x^2-e^{2 e^{\frac{e^5+x^2}{x}}} x^3\right)}+\frac{1}{2} \left(x^2-e^{2 e^{\frac{e^5+x^2}{x}}} x^3\right)\right) \left(10 x+e^{2 e^{\frac{e^5+x^2}{x}}} \left(-15 x^2+e^{\frac{e^5+x^2}{x}} \left(10 e^5 x-10 x^3\right)\right)\right) \, dx","Int[(E^((5*E^((x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2))/4 + (x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2)*(10*x + E^(2*E^((E^5 + x^2)/x))*(-15*x^2 + E^((E^5 + x^2)/x)*(10*E^5*x - 10*x^3))))/8,x]","\int \frac{1}{8} \exp \left(\frac{5}{4} e^{\frac{1}{2} \left(x^2-e^{2 e^{\frac{e^5+x^2}{x}}} x^3\right)}+\frac{1}{2} \left(x^2-e^{2 e^{\frac{e^5+x^2}{x}}} x^3\right)\right) \left(10 x+e^{2 e^{\frac{e^5+x^2}{x}}} \left(-15 x^2+e^{\frac{e^5+x^2}{x}} \left(10 e^5 x-10 x^3\right)\right)\right) \, dx","e^{\frac{5}{4} e^{\frac{1}{2} x \left(x-e^{2 e^{x+\frac{e^5}{x}}} x^2\right)}}",1,"(5*Defer[Int][E^((5*E^((x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2))/4 + (x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2)*x, x])/4 + (5*Defer[Int][E^(5 + 2*E^(E^5/x + x) + (5*E^((x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2))/4 + E^5/x + x + (x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2)*x, x])/4 - (15*Defer[Int][E^(2*E^(E^5/x + x) + (5*E^((x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2))/4 + (x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2)*x^2, x])/8 - (5*Defer[Int][E^(2*E^(E^5/x + x) + (5*E^((x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2))/4 + E^5/x + x + (x^2 - E^(2*E^((E^5 + x^2)/x))*x^3)/2)*x^3, x])/4","F",0,0,0,0,-1,"{}"
6395,1,299,0,0.5606961,"\int \frac{180 x-308 x^2-272 x^3-21 x^4+\left(-150+280 x+255 x^2+20 x^3\right) \log (2)+\left(30 x-56 x^2-51 x^3-4 x^4+\left(-30+56 x+51 x^2+4 x^3\right) \log (2)\right) \log (x-\log (2))}{-3 x+3 \log (2)} \, dx","Int[(180*x - 308*x^2 - 272*x^3 - 21*x^4 + (-150 + 280*x + 255*x^2 + 20*x^3)*Log[2] + (30*x - 56*x^2 - 51*x^3 - 4*x^4 + (-30 + 56*x + 51*x^2 + 4*x^3)*Log[2])*Log[x - Log[2]])/(-3*x + 3*Log[2]),x]","\frac{5 x^4}{3}+\frac{1}{3} x^4 \log (x-\log (2))-\frac{17 x^3}{9}+\frac{17}{3} x^3 \log (x-\log (2))+\frac{1}{9} x^3 (272+\log (2))-\frac{1}{9} x^3 \log (2)-\frac{14 x^2}{3}+\frac{1}{18} x^2 \left(924+7 \log ^2(8)-765 \log (2)+4 \log (8) (68-\log (32))\right)-\frac{1}{6} x^2 \log ^2(2)+\frac{28}{3} x^2 \log (x-\log (2))-\frac{17}{6} x^2 \log (2)+10 x-\frac{1}{3} \log ^4(2) \log (x-\log (2))-\frac{1}{3} x \log ^3(2)-\frac{17}{3} \log ^3(2) \log (x-\log (2))-\frac{17}{3} x \log ^2(2)-\frac{28}{3} \log ^2(2) \log (x-\log (2))-\frac{1}{27} x \left(1620-7 \log ^3(8)-4 \log ^2(8) (68-\log (32))-924 \log (8)+45 \log (2) (56+17 \log (8))\right)-\frac{1}{27} \log (2) \left(270-7 \log ^3(8)-\log ^2(8) (17-4 \log (32))-84 \log (8)\right) \log (3 x-\log (8))-\frac{28}{3} x \log (2)-10 (x-\log (2)) \log (x-\log (2))","\left(\frac{x}{3}+5\right) x \left(x^2+2 x-2\right) (\log (x-\log (2))+5)",1,"10*x - (14*x^2)/3 - (17*x^3)/9 + (5*x^4)/3 - (28*x*Log[2])/3 - (17*x^2*Log[2])/6 - (x^3*Log[2])/9 - (17*x*Log[2]^2)/3 - (x^2*Log[2]^2)/6 - (x*Log[2]^3)/3 + (x^3*(272 + Log[2]))/9 + (x^2*(924 - 765*Log[2] + 7*Log[8]^2 + 4*Log[8]*(68 - Log[32])))/18 - (x*(1620 - 924*Log[8] - 7*Log[8]^3 + 45*Log[2]*(56 + 17*Log[8]) - 4*Log[8]^2*(68 - Log[32])))/27 + (28*x^2*Log[x - Log[2]])/3 + (17*x^3*Log[x - Log[2]])/3 + (x^4*Log[x - Log[2]])/3 - 10*(x - Log[2])*Log[x - Log[2]] - (28*Log[2]^2*Log[x - Log[2]])/3 - (17*Log[2]^3*Log[x - Log[2]])/3 - (Log[2]^4*Log[x - Log[2]])/3 - (Log[2]*(270 - 84*Log[8] - 7*Log[8]^3 - Log[8]^2*(17 - 4*Log[32]))*Log[3*x - Log[8]])/27","B",17,7,93,0.07527,1,"{6742, 1850, 2417, 2389, 2295, 2395, 43}"
6396,1,217,0,1.6087935,"\int \frac{-336 x^2-2528 x^3-7284 x^4-9984 x^5-6400 x^6-1536 x^7+e^{8/x} \left(288+384 x+80 x^2-32 x^3\right)+e^{6/x} \left(-864-2880 x-2208 x^2+128 x^3+384 x^4\right)+e^{4/x} \left(864+4608 x+7296 x^2+1920 x^3-3072 x^4-1536 x^5\right)+e^{2/x} \left(-288-2112 x-4832 x^2-1792 x^3+6912 x^4+8192 x^5+2560 x^6\right)}{x^2} \, dx","Int[(-336*x^2 - 2528*x^3 - 7284*x^4 - 9984*x^5 - 6400*x^6 - 1536*x^7 + E^(8/x)*(288 + 384*x + 80*x^2 - 32*x^3) + E^(6/x)*(-864 - 2880*x - 2208*x^2 + 128*x^3 + 384*x^4) + E^(4/x)*(864 + 4608*x + 7296*x^2 + 1920*x^3 - 3072*x^4 - 1536*x^5) + E^(2/x)*(-288 - 2112*x - 4832*x^2 - 1792*x^3 + 6912*x^4 + 8192*x^5 + 2560*x^6))/x^2,x]","6144 \text{Ei}\left(\frac{2}{x}\right)-16384 \text{Ei}\left(\frac{4}{x}\right)-256 x^6-1280 x^5-2496 x^4+2304 e^{2/x} x^3-1024 e^{4/x} x^3+128 e^{6/x} x^3-2428 x^3+1408 e^{2/x} x^2-1088 e^{4/x} x^2+448 e^{6/x} x^2-1264 x^2-2016 e^{2/x} x+2944 e^{4/x} x+480 e^{6/x} x-336 x+144 e^{2/x}-216 e^{4/x}+144 e^{6/x}-4 e^{8/x} (2 x+3)^2-81920 \Gamma \left(-5,-\frac{2}{x}\right)-393216 \Gamma \left(-4,-\frac{4}{x}\right)+131072 \Gamma \left(-4,-\frac{2}{x}\right)","4 \left(x^3-\left(-2 x+e^{2/x}-1\right)^4 (2 x+3)^2\right)",1,"144*E^(2/x) - 216*E^(4/x) + 144*E^(6/x) - 336*x - 2016*E^(2/x)*x + 2944*E^(4/x)*x + 480*E^(6/x)*x - 1264*x^2 + 1408*E^(2/x)*x^2 - 1088*E^(4/x)*x^2 + 448*E^(6/x)*x^2 - 2428*x^3 + 2304*E^(2/x)*x^3 - 1024*E^(4/x)*x^3 + 128*E^(6/x)*x^3 - 2496*x^4 - 1280*x^5 - 256*x^6 - 4*E^(8/x)*(3 + 2*x)^2 + 6144*ExpIntegralEi[2/x] - 16384*ExpIntegralEi[4/x] - 81920*Gamma[-5, -2/x] - 393216*Gamma[-4, -4/x] + 131072*Gamma[-4, -2/x]","C",46,8,157,0.05096,1,"{14, 2288, 6742, 2206, 2210, 2209, 2214, 2218}"
6397,1,66,0,0.2689696,"\int \frac{-1476225+25 e^{15}+4920714 x-6561024 x^2+4374000 x^3-1458000 x^4+194400 x^5+e^{12} (-1125+750 x)+e^9 \left(20250-27000 x+9000 x^2\right)+e^6 \left(-182250+364500 x-243000 x^2+54000 x^3\right)+e^3 \left(820125-2186996 x+2187000 x^2-972000 x^3+162000 x^4\right)}{-1476225+25 e^{15}+4920750 x-6561000 x^2+4374000 x^3-1458000 x^4+194400 x^5+e^{12} (-1125+750 x)+e^9 \left(20250-27000 x+9000 x^2\right)+e^6 \left(-182250+364500 x-243000 x^2+54000 x^3\right)+e^3 \left(820125-2187000 x+2187000 x^2-972000 x^3+162000 x^4\right)} \, dx","Int[(-1476225 + 25*E^15 + 4920714*x - 6561024*x^2 + 4374000*x^3 - 1458000*x^4 + 194400*x^5 + E^12*(-1125 + 750*x) + E^9*(20250 - 27000*x + 9000*x^2) + E^6*(-182250 + 364500*x - 243000*x^2 + 54000*x^3) + E^3*(820125 - 2186996*x + 2187000*x^2 - 972000*x^3 + 162000*x^4))/(-1476225 + 25*E^15 + 4920750*x - 6561000*x^2 + 4374000*x^3 - 1458000*x^4 + 194400*x^5 + E^12*(-1125 + 750*x) + E^9*(20250 - 27000*x + 9000*x^2) + E^6*(-182250 + 364500*x - 243000*x^2 + 54000*x^3) + E^3*(820125 - 2187000*x + 2187000*x^2 - 972000*x^3 + 162000*x^4)),x]","x+\frac{1}{450 \left(-6 x-e^3+9\right)^2}-\frac{9-e^3}{225 \left(-6 x-e^3+9\right)^3}+\frac{\left(9-e^3\right)^2}{450 \left(-6 x-e^3+9\right)^4}","\frac{2 x^2}{25 \left(e^3-3 (3-2 x)\right)^4}+x",1,"(9 - E^3)^2/(450*(9 - E^3 - 6*x)^4) - (9 - E^3)/(225*(9 - E^3 - 6*x)^3) + 1/(450*(9 - E^3 - 6*x)^2) + x","B",2,1,195,0.005128,1,"{2074}"
6398,1,39,0,0.1547421,"\int \frac{360 x+270 x^2+e^{12} x^2-3 e^8 x^3-x^5+e^4 \left(-120+3 x^4\right)}{-120 x^2-135 x^3+e^{12} x^3-3 e^8 x^4-x^6+e^4 \left(120 x+135 x^2+3 x^5\right)} \, dx","Int[(360*x + 270*x^2 + E^12*x^2 - 3*E^8*x^3 - x^5 + E^4*(-120 + 3*x^4))/(-120*x^2 - 135*x^3 + E^12*x^3 - 3*E^8*x^4 - x^6 + E^4*(120*x + 135*x^2 + 3*x^5)),x]","\log \left(x^4-2 e^4 x^3+e^8 x^2+135 x+120\right)-2 \log \left(e^4-x\right)-\log (x)","\log \left(\frac{15 \left(\frac{8}{x}+9\right)}{\left(e^4-x\right)^2}+x\right)",1,"-2*Log[E^4 - x] - Log[x] + Log[120 + 135*x + E^8*x^2 - 2*E^4*x^3 + x^4]","A",5,3,92,0.03261,1,"{6, 2074, 1587}"
6399,1,9,0,0.0016981,"\int (-47+32 x) \, dx","Int[-47 + 32*x,x]","16 x^2-47 x","4 (3 (1-x)+x)^2+x-e^2",1,"-47*x + 16*x^2","A",1,0,5,0,1,"{}"
6400,1,3127,0,10.8529999,"\int \frac{\left(160+40 x+\left(64 x^3+16 x^4\right) \log ^2(4)\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)+\left(-80-40 x+\left(16 x^3+8 x^4\right) \log ^2(4)\right) \log ^2\left(\frac{5-x^3 \log ^2(4)}{x}\right)}{-5+x^3 \log ^2(4)} \, dx","Int[((160 + 40*x + (64*x^3 + 16*x^4)*Log[4]^2)*Log[(5 - x^3*Log[4]^2)/x] + (-80 - 40*x + (16*x^3 + 8*x^4)*Log[4]^2)*Log[(5 - x^3*Log[4]^2)/x]^2)/(-5 + x^3*Log[4]^2),x]","16 \log ^2(x)+32 \log \left(\frac{5-x^3 \log ^2(4)}{x}\right) \log (x)-32 \log \left(1-\frac{1}{5} x^3 \log ^2(4)\right) \log (x)+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \log (5) \log (x)}{3 \log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \log (5) \log (x)}{3 \log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \log (5) \log (x)}{3 \log ^{\frac{2}{3}}(4)}-\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \log (5) \log (x)}{3 \log ^{\frac{4}{3}}(4)}-\frac{8}{3} \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log (5) \log (x)+\frac{8}{3} \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log (5) \log (x)-\frac{4 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \log ^2\left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{4 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \log ^2\left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{4 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \log ^2\left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\log ^{\frac{2}{3}}(4)}+\frac{4 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \log ^2\left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\log ^{\frac{4}{3}}(4)}+4 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log ^2\left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)-4 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log ^2\left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)+4 (x+2)^2 \log ^2\left(\frac{5-x^3 \log ^2(4)}{x}\right)-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(\frac{\left(i+\sqrt{3}\right) \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\sqrt[3]{5} \left(3 i+\sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(\frac{\left(i+\sqrt{3}\right) \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\sqrt[3]{5} \left(3 i+\sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(-\frac{(-1)^{2/3} \left((-1)^{2/3} \sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(\frac{\log ^{\frac{2}{3}}(4) x+\sqrt[3]{-5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(\frac{\log ^{\frac{2}{3}}(4) x+\sqrt[3]{-5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{4}{3}}(4)}+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(\frac{\sqrt[3]{-\frac{1}{5}} \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{1+\sqrt[3]{-1}}\right) \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(\frac{\sqrt[3]{-\frac{1}{5}} \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right)}{1+\sqrt[3]{-1}}\right) \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(-\frac{\sqrt[3]{-\frac{1}{5}} \left(\log ^{\frac{2}{3}}(4) x+\sqrt[3]{-5}\right)}{1-(-1)^{2/3}}\right) \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(-\frac{\sqrt[3]{-\frac{1}{5}} \left(\log ^{\frac{2}{3}}(4) x+\sqrt[3]{-5}\right)}{1-(-1)^{2/3}}\right) \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)-\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(-\frac{2 (-1)^{2/3} \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(-\frac{2 (-1)^{2/3} \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{4}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \log \left(\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)}{\log ^{\frac{4}{3}}(4)}-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \log \left(\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}\right) \log \left(\frac{5-x^3 \log ^2(4)}{x}\right)-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \text{Li}_2\left(\frac{2 \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{2 \left(\sqrt[3]{5}-x (-\log (4))^{2/3}\right)}{\sqrt[3]{5} \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x (-\log (4))^{2/3}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x (-\log (4))^{2/3}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}-\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \text{Li}_2\left(\frac{\sqrt[3]{5}-x \log ^{\frac{2}{3}}(4)}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)}{\log ^{\frac{4}{3}}(4)}+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(\frac{\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(\frac{\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}}{\sqrt[3]{5} \left(1-(-1)^{2/3}\right)}\right)+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(\frac{\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(\frac{\sqrt[3]{-1} \log ^{\frac{2}{3}}(4) x+\sqrt[3]{5}}{\sqrt[3]{-5}+\sqrt[3]{5}}\right)-\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \log ^{\frac{2}{3}}(4)\right) \text{Li}_2\left(\frac{x (-\log (4))^{2/3}}{\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(4 \sqrt[3]{-5}-\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{x (-\log (4))^{2/3}}{\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}-4 \sqrt[3]{-1} \log ^{\frac{2}{3}}(4)\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(-\sqrt[3]{-\frac{1}{5}} x \log ^{\frac{2}{3}}(4)\right)-8 \left(4 \sqrt[3]{5}+\left(-\frac{5}{\log (4)}\right)^{2/3}\right) \left(-\frac{1}{\log (4)}\right)^{2/3} \text{Li}_2\left(-\sqrt[3]{-\frac{1}{5}} x \log ^{\frac{2}{3}}(4)\right)-\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{x \log ^{\frac{2}{3}}(4)}{\sqrt[3]{5}}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \text{Li}_2\left(\frac{x \log ^{\frac{2}{3}}(4)}{\sqrt[3]{5}}\right)}{\log ^{\frac{4}{3}}(4)}-\frac{32}{3} \text{Li}_2\left(\frac{1}{5} x^3 \log ^2(4)\right)-\frac{8 \left(4 \sqrt[3]{5}+\left(\frac{5}{\log (4)}\right)^{2/3}\right) \text{Li}_2\left(\frac{2 \left(5-x (5 \log (4))^{2/3}\right)}{5 \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{2}{3}}(4)}+\frac{8 \left(\sqrt[3]{5}+2 \log ^{\frac{2}{3}}(4)\right)^2 \text{Li}_2\left(\frac{2 \left(5-x (5 \log (4))^{2/3}\right)}{5 \left(3-i \sqrt{3}\right)}\right)}{\log ^{\frac{4}{3}}(4)}","4 x (x+4) \log ^2\left(\frac{5}{x}-x^2 \log ^2(4)\right)",1,"(8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5]*Log[x])/3 - (8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5]*Log[x])/3 - (8*(5^(1/3) + 2*Log[4]^(2/3))^2*Log[5]*Log[x])/(3*Log[4]^(4/3)) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*Log[5]*Log[x])/(3*Log[4]^(2/3)) + (8*(4*5^(1/3) + (5/Log[4])^(2/3))*Log[5]*Log[x])/(3*Log[4]^(2/3)) + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*Log[5]*Log[x])/(3*Log[4]^(2/3)) + 16*Log[x]^2 + (4*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]^2)/Log[4]^(2/3) - (4*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]^2)/Log[4]^(2/3) + (4*(5^(1/3) + 2*Log[4]^(2/3))^2*Log[5^(1/3) - x*Log[4]^(2/3)]^2)/Log[4]^(4/3) - (4*(4*5^(1/3) + (5/Log[4])^(2/3))*Log[5^(1/3) - x*Log[4]^(2/3)]^2)/Log[4]^(2/3) + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[((I + Sqrt[3])*(5^(1/3) - x*Log[4]^(2/3)))/(5^(1/3)*(3*I + Sqrt[3]))])/Log[4]^(2/3) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[((I + Sqrt[3])*(5^(1/3) - x*Log[4]^(2/3)))/(5^(1/3)*(3*I + Sqrt[3]))])/Log[4]^(2/3) + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[-(((-1)^(2/3)*((-1)^(2/3)*5^(1/3) - x*Log[4]^(2/3)))/((-5)^(1/3) + 5^(1/3)))])/Log[4]^(2/3) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[-(((-1)^(2/3)*((-1)^(2/3)*5^(1/3) - x*Log[4]^(2/3)))/((-5)^(1/3) + 5^(1/3)))])/Log[4]^(2/3) + (8*(5^(1/3) + 2*Log[4]^(2/3))^2*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[((-5)^(1/3) + x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(4/3) - (8*(4*5^(1/3) + (5/Log[4])^(2/3))*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[((-5)^(1/3) + x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(2/3) - 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*Log[((-1/5)^(1/3)*(5^(1/3) - x*Log[4]^(2/3)))/(1 + (-1)^(1/3))]*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)] + 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*Log[((-1/5)^(1/3)*(5^(1/3) - x*Log[4]^(2/3)))/(1 + (-1)^(1/3))]*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)] - 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*Log[-(((-1/5)^(1/3)*((-5)^(1/3) + x*Log[4]^(2/3)))/(1 - (-1)^(2/3)))]*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)] + 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*Log[-(((-1/5)^(1/3)*((-5)^(1/3) + x*Log[4]^(2/3)))/(1 - (-1)^(2/3)))]*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)] - 4*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)]^2 + 4*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)]^2 + (8*(5^(1/3) + 2*Log[4]^(2/3))^2*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[(-2*(-1)^(2/3)*(5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)))/(5^(1/3)*(3 - I*Sqrt[3]))])/Log[4]^(4/3) - (8*(4*5^(1/3) + (5/Log[4])^(2/3))*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[(-2*(-1)^(2/3)*(5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)))/(5^(1/3)*(3 - I*Sqrt[3]))])/Log[4]^(2/3) + 32*Log[x]*Log[(5 - x^3*Log[4]^2)/x] - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[(5 - x^3*Log[4]^2)/x])/Log[4]^(2/3) + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*Log[5^(1/3) - x*(-Log[4])^(2/3)]*Log[(5 - x^3*Log[4]^2)/x])/Log[4]^(2/3) - (8*(5^(1/3) + 2*Log[4]^(2/3))^2*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[(5 - x^3*Log[4]^2)/x])/Log[4]^(4/3) + (8*(4*5^(1/3) + (5/Log[4])^(2/3))*Log[5^(1/3) - x*Log[4]^(2/3)]*Log[(5 - x^3*Log[4]^2)/x])/Log[4]^(2/3) + 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)]*Log[(5 - x^3*Log[4]^2)/x] - 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*Log[5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3)]*Log[(5 - x^3*Log[4]^2)/x] + 4*(2 + x)^2*Log[(5 - x^3*Log[4]^2)/x]^2 - 32*Log[x]*Log[1 - (x^3*Log[4]^2)/5] + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*PolyLog[2, (2*(5^(1/3) - x*(-Log[4])^(2/3)))/(5^(1/3)*(3 - I*Sqrt[3]))])/Log[4]^(2/3) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*PolyLog[2, (2*(5^(1/3) - x*(-Log[4])^(2/3)))/(5^(1/3)*(3 - I*Sqrt[3]))])/Log[4]^(2/3) + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*PolyLog[2, (5^(1/3) - x*(-Log[4])^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(2/3) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*PolyLog[2, (5^(1/3) - x*(-Log[4])^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(2/3) + (8*(5^(1/3) + 2*Log[4]^(2/3))^2*PolyLog[2, (5^(1/3) - x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(4/3) - (8*(4*5^(1/3) + (5/Log[4])^(2/3))*PolyLog[2, (5^(1/3) - x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))])/Log[4]^(2/3) - 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3))/(5^(1/3)*(1 - (-1)^(2/3)))] + 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3))/(5^(1/3)*(1 - (-1)^(2/3)))] - 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))] + 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, (5^(1/3) + (-1)^(1/3)*x*Log[4]^(2/3))/((-5)^(1/3) + 5^(1/3))] + (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3))*PolyLog[2, (x*(-Log[4])^(2/3))/5^(1/3)])/Log[4]^(2/3) - (8*(4*(-5)^(1/3) - (-5/Log[4])^(2/3) - 4*Log[4]^(2/3))*PolyLog[2, (x*(-Log[4])^(2/3))/5^(1/3)])/Log[4]^(2/3) - 8*(4*5^(1/3) + (-5/Log[4])^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, -((-1/5)^(1/3)*x*Log[4]^(2/3))] + 8*(4*5^(1/3) + (-5/Log[4])^(2/3) - 4*(-1)^(1/3)*Log[4]^(2/3))*(-Log[4]^(-1))^(2/3)*PolyLog[2, -((-1/5)^(1/3)*x*Log[4]^(2/3))] + (8*(5^(1/3) + 2*Log[4]^(2/3))^2*PolyLog[2, (x*Log[4]^(2/3))/5^(1/3)])/Log[4]^(4/3) - (8*(4*5^(1/3) + (5/Log[4])^(2/3))*PolyLog[2, (x*Log[4]^(2/3))/5^(1/3)])/Log[4]^(2/3) - (32*PolyLog[2, (x^3*Log[4]^2)/5])/3 + (8*(5^(1/3) + 2*Log[4]^(2/3))^2*PolyLog[2, (2*(5 - x*(5*Log[4])^(2/3)))/(5*(3 - I*Sqrt[3]))])/Log[4]^(4/3) - (8*(4*5^(1/3) + (5/Log[4])^(2/3))*PolyLog[2, (2*(5 - x*(5*Log[4])^(2/3)))/(5*(3 - I*Sqrt[3]))])/Log[4]^(2/3)","C",145,31,92,0.3370,0,"{6688, 12, 1887, 1861, 31, 634, 617, 204, 628, 2525, 1834, 1871, 260, 6742, 2528, 2523, 388, 200, 459, 292, 2524, 2418, 2392, 2391, 2416, 2390, 2301, 2394, 2393, 2357, 2337}"
6401,1,68,0,0.9733184,"\int \frac{e^x \left(-8 x+4 x^2+28 x^6-4 x^7-12 x^{11}+x^{12}+\log (4)\right)}{16 x^4-32 x^9+24 x^{14}-8 x^{19}+x^{24}+\left(8 x^2-8 x^7+2 x^{12}\right) \log (4)+\log ^2(4)} \, dx","Int[(E^x*(-8*x + 4*x^2 + 28*x^6 - 4*x^7 - 12*x^11 + x^12 + Log[4]))/(16*x^4 - 32*x^9 + 24*x^14 - 8*x^19 + x^24 + (8*x^2 - 8*x^7 + 2*x^12)*Log[4] + Log[4]^2),x]","\frac{e^x \left(x^{12}-4 x^7+4 x^2+\log (4)\right)}{x^{24}-8 x^{19}+24 x^{14}-32 x^9+16 x^4+2 \left(x^{12}-4 x^7+4 x^2\right) \log (4)+\log ^2(4)}","\frac{e^x}{x^2 \left(x^5-2\right)^2+\log (4)}",1,"(E^x*(4*x^2 - 4*x^7 + x^12 + Log[4]))/(16*x^4 - 32*x^9 + 24*x^14 - 8*x^19 + x^24 + 2*(4*x^2 - 4*x^7 + x^12)*Log[4] + Log[4]^2)","B",1,1,82,0.01220,1,"{2288}"
6402,1,24,0,1.033589,"\int \frac{e^2 \left(-2 x^2-x^3\right)+\left(-2 x^2-x^3\right) \log (5)+\left(e^2 \left(2 x+x^2\right)+\left(2 x+x^2\right) \log (5)\right) \log \left(\frac{x}{2+x}\right)+\left(16-16 x-8 x^2\right) \log ^7\left(x-\log \left(\frac{x}{2+x}\right)\right)}{-2 x^2-x^3+\left(2 x+x^2\right) \log \left(\frac{x}{2+x}\right)} \, dx","Int[(E^2*(-2*x^2 - x^3) + (-2*x^2 - x^3)*Log[5] + (E^2*(2*x + x^2) + (2*x + x^2)*Log[5])*Log[x/(2 + x)] + (16 - 16*x - 8*x^2)*Log[x - Log[x/(2 + x)]]^7)/(-2*x^2 - x^3 + (2*x + x^2)*Log[x/(2 + x)]),x]","\log ^8\left(x-\log \left(\frac{x}{x+2}\right)\right)+x \left(e^2+\log (5)\right)","\log ^8\left(x-\log \left(\frac{x}{x+2}\right)\right)+x \left(e^2+\log (5)\right)",1,"x*(E^2 + Log[5]) + Log[x - Log[x/(2 + x)]]^8","A",6,5,117,0.04274,1,"{6, 6741, 6688, 6742, 6686}"
6403,1,61,0,0.540889,"\int \frac{-96-160 x-32 x^2+32 x^3+\left(-96+256 x+192 x^2-128 x^3+32 x^4\right) \log (x)+\left(288 x-288 x^2-32 x^3+32 x^4\right) \log ^2(x)}{1+3 x+3 x^2+x^3} \, dx","Int[(-96 - 160*x - 32*x^2 + 32*x^3 + (-96 + 256*x + 192*x^2 - 128*x^3 + 32*x^4)*Log[x] + (288*x - 288*x^2 - 32*x^3 + 32*x^4)*Log[x]^2)/(1 + 3*x + 3*x^2 + x^3),x]","16 x^2 \log ^2(x)-128 x \log ^2(x)+\frac{640 x \log ^2(x)}{x+1}+\frac{256 \log ^2(x)}{(x+1)^2}-256 \log ^2(x)+32 x \log (x)-\frac{128 x \log (x)}{x+1}","\left(4 x \left(1-\frac{4}{x+1}\right) \log (x)+4\right)^2-4",1,"32*x*Log[x] - (128*x*Log[x])/(1 + x) - 256*Log[x]^2 - 128*x*Log[x]^2 + 16*x^2*Log[x]^2 + (256*Log[x]^2)/(1 + x)^2 + (640*x*Log[x]^2)/(1 + x)","B",31,18,78,0.2308,1,"{6688, 12, 6742, 43, 2357, 2295, 2304, 2314, 31, 2317, 2391, 2296, 2305, 2319, 2347, 2344, 2301, 2318}"
6404,1,16,0,0.3143697,"\int \frac{5 x+16 e^{\frac{2}{5} (10+8 \log (4) \log (x))} \log (4)}{10 x+5 e^{\frac{2}{5} (10+8 \log (4) \log (x))} x+5 x^2} \, dx","Int[(5*x + 16*E^((2*(10 + 8*Log[4]*Log[x]))/5)*Log[4])/(10*x + 5*E^((2*(10 + 8*Log[4]*Log[x]))/5)*x + 5*x^2),x]","\log \left(x+e^4 2^{\frac{32 \log (x)}{5}}+2\right)","\log \left(x+e^{\frac{16}{5} \log (4) \log (x)+4}+2\right)+4",1,"Log[2 + 2^((32*Log[x])/5)*E^4 + x]","A",3,3,51,0.05882,1,"{6741, 12, 6684}"
6405,1,20,0,0.0202313,"\int \frac{1}{3} \left(-3+2 x+150 x \log (x)+150 x \log ^2(x)\right) \, dx","Int[(-3 + 2*x + 150*x*Log[x] + 150*x*Log[x]^2)/3,x]","\frac{x^2}{3}+25 x^2 \log ^2(x)-x","\frac{x^2}{3}+25 x^2 \log ^2(x)-x+7",1,"-x + x^2/3 + 25*x^2*Log[x]^2","A",5,3,21,0.1429,1,"{12, 2304, 2305}"
6406,1,12,0,0.3841852,"\int \frac{\log (x) \log ^2(\log (x))+e^{\frac{3 x}{\log (\log (x))}} (-3+3 \log (x) \log (\log (x)))}{\log (x) \log ^2(\log (x))} \, dx","Int[(Log[x]*Log[Log[x]]^2 + E^((3*x)/Log[Log[x]])*(-3 + 3*Log[x]*Log[Log[x]]))/(Log[x]*Log[Log[x]]^2),x]","x+e^{\frac{3 x}{\log (\log (x))}}","x+e^{\frac{3 x}{\log (\log (x))}}",1,"E^((3*x)/Log[Log[x]]) + x","A",3,2,39,0.05128,1,"{6742, 6706}"
6407,1,143,0,0.4462131,"\int \frac{-3+x+3 x^2-x^3-x^4+x^6+\left(-4+2 x-3 x^2-4 x^4+3 x^6\right) \log (x)+\left(-3 x^2+x^4\right) \log ^2(x)}{1-2 x^2+x^4} \, dx","Int[(-3 + x + 3*x^2 - x^3 - x^4 + x^6 + (-4 + 2*x - 3*x^2 - 4*x^4 + 3*x^6)*Log[x] + (-3*x^2 + x^4)*Log[x]^2)/(1 - 2*x^2 + x^4),x]","\frac{x^3}{2}+x^3 \log (x)-\frac{1}{2} \log \left(1-x^2\right)+\frac{x^5}{2 \left(1-x^2\right)}-\frac{x^3}{2 \left(1-x^2\right)}+x-\frac{x \log ^2(x)}{2 (1-x)}-\frac{x \log ^2(x)}{2 (x+1)}+x \log ^2(x)-\frac{3 x \log (x)}{2 (1-x)}-\frac{5 x \log (x)}{2 (x+1)}-\frac{3}{2} \log (1-x)+\frac{5}{2} \log (x+1)-4 \tanh ^{-1}(x)","x \log (x) \left(x^2-\frac{x-\log (x)-4}{x^2-1}+\log (x)\right)+x-3",1,"x + x^3/2 - x^3/(2*(1 - x^2)) + x^5/(2*(1 - x^2)) - 4*ArcTanh[x] - (3*Log[1 - x])/2 - (3*x*Log[x])/(2*(1 - x)) + x^3*Log[x] - (5*x*Log[x])/(2*(1 + x)) + x*Log[x]^2 - (x*Log[x]^2)/(2*(1 - x)) - (x*Log[x]^2)/(2*(1 + x)) + (5*Log[1 + x])/2 - Log[1 - x^2]/2","B",38,20,71,0.2817,1,"{28, 6742, 199, 207, 261, 288, 266, 43, 321, 302, 2357, 2295, 2317, 2391, 2314, 31, 2315, 2304, 2296, 2318}"
6408,1,58,0,1.1942237,"\int \frac{e^{-6 x} \left(-6 x+e^{3 x} \left(-4-36 x-18 x^2\right)+e^{6 x} \left(-28+30 x+18 x^2\right)+\left(e^{6 x} (4-6 x)+6 e^{3 x} x\right) \log \left(\frac{x^2}{4}\right)\right)}{x} \, dx","Int[(-6*x + E^(3*x)*(-4 - 36*x - 18*x^2) + E^(6*x)*(-28 + 30*x + 18*x^2) + (E^(6*x)*(4 - 6*x) + 6*E^(3*x)*x)*Log[x^2/4])/(E^(6*x)*x),x]","\left(-\log \left(x^2\right)+3 x+7+\log (4)\right)^2-2 e^{-3 x} \log \left(x^2\right)+e^{-6 x}+14 e^{-3 x}+6 e^{-3 x} x+\frac{2}{3} e^{-3 x} \log (64)","\left(-\log \left(\frac{x^2}{4}\right)+3 x+e^{-3 x}+7\right)^2",1,"E^(-6*x) + 14/E^(3*x) + (6*x)/E^(3*x) + (2*Log[64])/(3*E^(3*x)) + (7 + 3*x + Log[4] - Log[x^2])^2 - (2*Log[x^2])/E^(3*x)","B",18,9,74,0.1216,1,"{6688, 12, 6742, 2194, 2199, 2178, 2176, 2554, 6686}"
6409,0,0,0,0.4371377,"\int \frac{3+2 e^{2 x} x^2}{-3 x+5 x^2+e^{2 x} x^2} \, dx","Int[(3 + 2*E^(2*x)*x^2)/(-3*x + 5*x^2 + E^(2*x)*x^2),x]","\int \frac{3+2 e^{2 x} x^2}{-3 x+5 x^2+e^{2 x} x^2} \, dx","\log \left(e^{2 x}-\frac{3}{x}+5\right)",1,"2*x + 6*Defer[Int][(-3 + 5*x + E^(2*x)*x)^(-1), x] + 3*Defer[Int][1/(x*(-3 + 5*x + E^(2*x)*x)), x] - 10*Defer[Int][x/(-3 + 5*x + E^(2*x)*x), x]","F",0,0,0,0,-1,"{}"
6410,1,25,0,3.4543603,"\int \frac{6 e^{2 x} x^2+e^x \left(2+8 x-8 x^2+16 x^3\right)+\left(-2 e^{2 x} x^2+e^x \left(-2 x+x^2-4 x^3\right)\right) \log \left(\frac{2-x+2 e^x x+4 x^2}{2 x}\right)}{2 x-x^2+2 e^x x^2+4 x^3} \, dx","Int[(6*E^(2*x)*x^2 + E^x*(2 + 8*x - 8*x^2 + 16*x^3) + (-2*E^(2*x)*x^2 + E^x*(-2*x + x^2 - 4*x^3))*Log[(2 - x + 2*E^x*x + 4*x^2)/(2*x)])/(2*x - x^2 + 2*E^x*x^2 + 4*x^3),x]","4 e^x-e^x \log \left(2 x+e^x+\frac{1}{x}-\frac{1}{2}\right)","-e^x \left(\log \left(\frac{2-x}{2 x}+e^x+2 x\right)-4\right)-e^3",1,"4*E^x - E^x*Log[-1/2 + E^x + x^(-1) + 2*x]","A",12,4,107,0.03738,1,"{6688, 6742, 2194, 2554}"
6411,1,37,0,0.4458888,"\int \frac{e^{\frac{2 x+e x+3 e^5 x-6 x^3+3 \log (x)}{15 x}} \left(1-4 x^3-\log (x)\right)}{5 x^2} \, dx","Int[(E^((2*x + E*x + 3*E^5*x - 6*x^3 + 3*Log[x])/(15*x))*(1 - 4*x^3 - Log[x]))/(5*x^2),x]","e^{\frac{-6 x^3+3 e^5 x+e x+2 x}{15 x}} x^{\left.\frac{1}{5}\right/x}","e^{\frac{1}{5} \left(-2 x^2+\frac{\log (x)}{x}+\frac{2+e}{3}+e^5\right)}",1,"E^((2*x + E*x + 3*E^5*x - 6*x^3)/(15*x))*x^(1/(5*x))","A",2,2,49,0.04082,1,"{12, 6706}"
6412,1,16,0,0.0474994,"\int \frac{-9-27 x+23 x^2+13 x^3+2 x^4}{9 x+6 x^2+x^3} \, dx","Int[(-9 - 27*x + 23*x^2 + 13*x^3 + 2*x^4)/(9*x + 6*x^2 + x^3),x]","x^2+x+\frac{30}{x+3}-\log (x)","x^2-\frac{2 (2-x) x}{x+3}-x-\log (x)-4",1,"x + x^2 + 30/(3 + x) - Log[x]","A",4,3,35,0.08571,1,"{1594, 27, 1620}"
6413,1,13,0,0.0048619,"\int \frac{-15-24 x^6}{32 x^6} \, dx","Int[(-15 - 24*x^6)/(32*x^6),x]","\frac{3}{32 x^5}-\frac{3 x}{4}","\frac{3}{32 x^5}-\frac{3 x}{4}+5 e^4-2",1,"3/(32*x^5) - (3*x)/4","A",3,2,14,0.1429,1,"{12, 14}"
6414,1,47,0,1.6010617,"\int \frac{e^3 \left(3-12 x-6 x^2\right)+e^x \left(-8 x^4+144 x^5\right)+\left(e^3 (3+3 x)+e^x \left(8 x^3-144 x^4\right)\right) \log (x)+e^x \left(-2 x^2+36 x^3\right) \log ^2(x)}{8 e^x x^4-8 e^x x^3 \log (x)+2 e^x x^2 \log ^2(x)} \, dx","Int[(E^3*(3 - 12*x - 6*x^2) + E^x*(-8*x^4 + 144*x^5) + (E^3*(3 + 3*x) + E^x*(8*x^3 - 144*x^4))*Log[x] + E^x*(-2*x^2 + 36*x^3)*Log[x]^2)/(8*E^x*x^4 - 8*E^x*x^3*Log[x] + 2*E^x*x^2*Log[x]^2),x]","\frac{3 e^{3-x} \left(2 x^2-x \log (x)\right)}{2 x^2 (2 x-\log (x))^2}+\frac{1}{36} (1-18 x)^2","9 x^2-x+\frac{3 e^{3-x}}{x (4 x-2 \log (x))}",1,"(1 - 18*x)^2/36 + (3*E^(3 - x)*(2*x^2 - x*Log[x]))/(2*x^2*(2*x - Log[x])^2)","A",5,4,111,0.03604,1,"{6741, 12, 6742, 2288}"
6415,0,0,0,2.9705121,"\int \frac{e^{(-4+x-\log (12+x))^{\frac{1}{x^2}}} (-4+x-\log (12+x))^{\frac{1}{x^2}} \left(-11 x-x^2+\left(-96+16 x+2 x^2+(-24-2 x) \log (12+x)\right) \log (-4+x-\log (12+x))\right)}{48 x^3-8 x^4-x^5+\left(12 x^3+x^4\right) \log (12+x)} \, dx","Int[(E^(-4 + x - Log[12 + x])^x^(-2)*(-4 + x - Log[12 + x])^x^(-2)*(-11*x - x^2 + (-96 + 16*x + 2*x^2 + (-24 - 2*x)*Log[12 + x])*Log[-4 + x - Log[12 + x]]))/(48*x^3 - 8*x^4 - x^5 + (12*x^3 + x^4)*Log[12 + x]),x]","\int \frac{e^{(-4+x-\log (12+x))^{\frac{1}{x^2}}} (-4+x-\log (12+x))^{\frac{1}{x^2}} \left(-11 x-x^2+\left(-96+16 x+2 x^2+(-24-2 x) \log (12+x)\right) \log (-4+x-\log (12+x))\right)}{48 x^3-8 x^4-x^5+\left(12 x^3+x^4\right) \log (12+x)} \, dx","e^{(x-\log (x+12)-4)^{\frac{1}{x^2}}}",1,"(11*Defer[Int][(E^(-4 + x - Log[12 + x])^x^(-2)*(-4 + x - Log[12 + x])^(-1 + x^(-2)))/x^2, x])/12 + Defer[Int][(E^(-4 + x - Log[12 + x])^x^(-2)*(-4 + x - Log[12 + x])^(-1 + x^(-2)))/x, x]/144 - Defer[Int][(E^(-4 + x - Log[12 + x])^x^(-2)*(-4 + x - Log[12 + x])^(-1 + x^(-2)))/(12 + x), x]/144 - 2*Defer[Int][(E^(-4 + x - Log[12 + x])^x^(-2)*(-4 + x - Log[12 + x])^x^(-2)*Log[-4 + x - Log[12 + x]])/x^3, x]","F",0,0,0,0,-1,"{}"
6416,1,25,0,5.6618307,"\int \frac{\exp \left(\frac{1}{-9-e^{6 x}+e^{3 x} (6-2 x)+6 x-x^2+\log (x)}\right) \left(-3-18 x+18 e^{6 x} x+6 x^2+e^{3 x} \left(-48 x+18 x^2\right)\right)}{324 x+4 e^{12 x} x-432 x^2+216 x^3-48 x^4+4 x^5+e^{9 x} \left(-48 x+16 x^2\right)+e^{6 x} \left(216 x-144 x^2+24 x^3\right)+e^{3 x} \left(-432 x+432 x^2-144 x^3+16 x^4\right)+\left(-72 x-8 e^{6 x} x+48 x^2-8 x^3+e^{3 x} \left(48 x-16 x^2\right)\right) \log (x)+4 x \log ^2(x)} \, dx","Int[(E^(-9 - E^(6*x) + E^(3*x)*(6 - 2*x) + 6*x - x^2 + Log[x])^(-1)*(-3 - 18*x + 18*E^(6*x)*x + 6*x^2 + E^(3*x)*(-48*x + 18*x^2)))/(324*x + 4*E^(12*x)*x - 432*x^2 + 216*x^3 - 48*x^4 + 4*x^5 + E^(9*x)*(-48*x + 16*x^2) + E^(6*x)*(216*x - 144*x^2 + 24*x^3) + E^(3*x)*(-432*x + 432*x^2 - 144*x^3 + 16*x^4) + (-72*x - 8*E^(6*x)*x + 48*x^2 - 8*x^3 + E^(3*x)*(48*x - 16*x^2))*Log[x] + 4*x*Log[x]^2),x]","\frac{3}{4} e^{-\frac{1}{\left(x+e^{3 x}-3\right)^2-\log (x)}}","\frac{3}{4} e^{\frac{1}{\log (x)-\left(-x-e^{3 x}+3\right)^2}}",1,"3/(4*E^((-3 + E^(3*x) + x)^2 - Log[x])^(-1))","A",3,3,209,0.01435,1,"{6688, 12, 6706}"
6417,1,34,0,0.1412362,"\int \frac{-3 x^2+\left(-2+2 x+x^2\right) \log (2)}{18 x^2+36 x^3+18 x^4+\left(-36 x-72 x^2-36 x^3\right) \log (2)+\left(18+36 x+18 x^2\right) \log ^2(2)} \, dx","Int[(-3*x^2 + (-2 + 2*x + x^2)*Log[2])/(18*x^2 + 36*x^3 + 18*x^4 + (-36*x - 72*x^2 - 36*x^3)*Log[2] + (18 + 36*x + 18*x^2)*Log[2]^2),x]","-\frac{\log (4)-2 x (3-\log (2))}{36 \left(x^2+x (1-\log (2))-\log (2)\right)}","\frac{2 (x-2) x}{9 (4 x+4) (\log (2)-x)}",1,"-1/36*(-2*x*(3 - Log[2]) + Log[4])/(x^2 + x*(1 - Log[2]) - Log[2])","A",4,4,68,0.05882,1,"{1680, 12, 1814, 8}"
6418,1,51,0,1.2246718,"\int \frac{e^{2+x+e x^2-x^3} \left(-1+e^{-2-x-e x^2+x^3}+x+2 e x^2-3 x^3\right)}{x^2} \, dx","Int[(E^(2 + x + E*x^2 - x^3)*(-1 + E^(-2 - x - E*x^2 + x^3) + x + 2*E*x^2 - 3*x^3))/x^2,x]","\frac{e^{-x^3+e x^2+x+2} \left(-3 x^3+2 e x^2+x\right)}{x^2 \left(-3 x^2+2 e x+1\right)}-\frac{1}{x}","\frac{e^{-\left((e-x) \left(1-x^2\right)\right)+e+2}-1}{x}",1,"-x^(-1) + (E^(2 + x + E*x^2 - x^3)*(x + 2*E*x^2 - 3*x^3))/(x^2*(1 + 2*E*x - 3*x^2))","B",3,2,49,0.04082,1,"{6742, 2288}"
6419,0,0,0,51.6616612,"\int \frac{\exp \left(\frac{1}{4} \left(4 e^{\frac{-3+14 e^x+14 x}{-1+5 e^x+5 x}}+e^2 \left(-4-4 x-x^2\right)\right)\right) \left(e^{\frac{-3+14 e^x+14 x}{-1+5 e^x+5 x}} \left(2+2 e^x\right)+e^{2+2 x} (-50-25 x)+e^{2+x} \left(20-90 x-50 x^2\right)+e^2 \left(-2+19 x-40 x^2-25 x^3\right)\right)}{2+50 e^{2 x}-20 x+50 x^2+e^x (-20+100 x)} \, dx","Int[(E^((4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4)*(E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x))*(2 + 2*E^x) + E^(2 + 2*x)*(-50 - 25*x) + E^(2 + x)*(20 - 90*x - 50*x^2) + E^2*(-2 + 19*x - 40*x^2 - 25*x^3)))/(2 + 50*E^(2*x) - 20*x + 50*x^2 + E^x*(-20 + 100*x)),x]","\int \frac{\exp \left(\frac{1}{4} \left(4 e^{\frac{-3+14 e^x+14 x}{-1+5 e^x+5 x}}+e^2 \left(-4-4 x-x^2\right)\right)\right) \left(e^{\frac{-3+14 e^x+14 x}{-1+5 e^x+5 x}} \left(2+2 e^x\right)+e^{2+2 x} (-50-25 x)+e^{2+x} \left(20-90 x-50 x^2\right)+e^2 \left(-2+19 x-40 x^2-25 x^3\right)\right)}{2+50 e^{2 x}-20 x+50 x^2+e^x (-20+100 x)} \, dx","e^{e^{\frac{1}{\frac{1}{x+e^x}-5}+3}-e^2 \left(\frac{x}{2}+1\right)^2}",1,"-Defer[Int][E^(2 + (4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4), x] - Defer[Int][E^(2 + (4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4)*x, x]/2 + (6*Defer[Int][E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x) + (4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4)/(-1 + 5*E^x + 5*x)^2, x])/5 - Defer[Int][(E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x) + (4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4)*x)/(-1 + 5*E^x + 5*x)^2, x] + Defer[Int][E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x) + (4*E^((-3 + 14*E^x + 14*x)/(-1 + 5*E^x + 5*x)) + E^2*(-4 - 4*x - x^2))/4)/(-1 + 5*E^x + 5*x), x]/5","F",0,0,0,0,-1,"{}"
6420,1,470,0,0.4842649,"\int \left(-14-10 e^{20}-52 x-72 x^2-44 x^3-10 x^4+e^{15} (44+40 x)+e^{10} \left(-72-132 x-60 x^2\right)+e^5 \left(52+144 x+132 x^2+40 x^3\right)+\left(-10-80 x-130 x^2+40 x^3+250 x^4+200 x^5+50 x^6+e^{20} \left(-10+50 x^2\right)+e^{15} \left(40+80 x-200 x^2-200 x^3\right)+e^{10} \left(-60-240 x+120 x^2+600 x^3+300 x^4\right)+e^5 \left(40+240 x+160 x^2-440 x^3-600 x^4-200 x^5\right)\right) \log (x)+\left(75 x^2+75 e^{20} x^2+400 x^3+750 x^4+600 x^5+175 x^6+e^{15} \left(-300 x^2-400 x^3\right)+e^{10} \left(450 x^2+1200 x^3+750 x^4\right)+e^5 \left(-300 x^2-1200 x^3-1500 x^4-600 x^5\right)\right) \log ^2(x)\right) \, dx","Int[-14 - 10*E^20 - 52*x - 72*x^2 - 44*x^3 - 10*x^4 + E^15*(44 + 40*x) + E^10*(-72 - 132*x - 60*x^2) + E^5*(52 + 144*x + 132*x^2 + 40*x^3) + (-10 - 80*x - 130*x^2 + 40*x^3 + 250*x^4 + 200*x^5 + 50*x^6 + E^20*(-10 + 50*x^2) + E^15*(40 + 80*x - 200*x^2 - 200*x^3) + E^10*(-60 - 240*x + 120*x^2 + 600*x^3 + 300*x^4) + E^5*(40 + 240*x + 160*x^2 - 440*x^3 - 600*x^4 - 200*x^5))*Log[x] + (75*x^2 + 75*E^20*x^2 + 400*x^3 + 750*x^4 + 600*x^5 + 175*x^6 + E^15*(-300*x^2 - 400*x^3) + E^10*(450*x^2 + 1200*x^3 + 750*x^4) + E^5*(-300*x^2 - 1200*x^3 - 1500*x^4 - 600*x^5))*Log[x]^2,x]","25 x^7 \log ^2(x)+100 \left(1-e^5\right) x^6 \log ^2(x)-2 \left(5-12 e^5+6 e^{10}\right) x^5+12 \left(1-e^5\right)^2 x^5-2 x^5+150 \left(1-e^5\right)^2 x^5 \log ^2(x)+10 \left(5-12 e^5+6 e^{10}\right) x^5 \log (x)-60 \left(1-e^5\right)^2 x^5 \log (x)-\frac{5}{2} \left(1-11 e^5+15 e^{10}-5 e^{15}\right) x^4+\frac{25}{2} \left(1-e^5\right)^3 x^4+10 e^5 x^4-11 x^4+100 \left(1-e^5\right)^3 x^4 \log ^2(x)+10 \left(1-11 e^5+15 e^{10}-5 e^{15}\right) x^4 \log (x)-50 \left(1-e^5\right)^3 x^4 \log (x)+\frac{10}{9} \left(1-e^5\right)^2 \left(13+10 e^5-5 e^{10}\right) x^3+\frac{50}{9} \left(1-e^5\right)^4 x^3-20 e^{10} x^3+44 e^5 x^3-24 x^3+25 \left(1-e^5\right)^4 x^3 \log ^2(x)-\frac{10}{3} \left(1-e^5\right)^2 \left(13+10 e^5-5 e^{10}\right) x^3 \log (x)-\frac{50}{3} \left(1-e^5\right)^4 x^3 \log (x)+20 \left(1-e^5\right)^3 x^2-66 e^{10} x^2+72 e^5 x^2-26 x^2-40 \left(1-e^5\right)^3 x^2 \log (x)-2 \left(7+5 e^{20}\right) x+10 \left(1-e^5\right)^4 x-72 e^{10} x+52 e^5 x+\frac{1}{5} e^{15} (10 x+11)^2-10 \left(1-e^5\right)^4 x \log (x)","\frac{\left(-x+e^5-1\right)^4 \left(\left(5 x^2 \log (x)-1\right)^2-x-1\right)}{x}",1,"52*E^5*x - 72*E^10*x + 10*(1 - E^5)^4*x - 2*(7 + 5*E^20)*x - 26*x^2 + 72*E^5*x^2 - 66*E^10*x^2 + 20*(1 - E^5)^3*x^2 - 24*x^3 + 44*E^5*x^3 - 20*E^10*x^3 + (50*(1 - E^5)^4*x^3)/9 + (10*(1 - E^5)^2*(13 + 10*E^5 - 5*E^10)*x^3)/9 - 11*x^4 + 10*E^5*x^4 + (25*(1 - E^5)^3*x^4)/2 - (5*(1 - 11*E^5 + 15*E^10 - 5*E^15)*x^4)/2 - 2*x^5 + 12*(1 - E^5)^2*x^5 - 2*(5 - 12*E^5 + 6*E^10)*x^5 + (E^15*(11 + 10*x)^2)/5 - 10*(1 - E^5)^4*x*Log[x] - 40*(1 - E^5)^3*x^2*Log[x] - (50*(1 - E^5)^4*x^3*Log[x])/3 - (10*(1 - E^5)^2*(13 + 10*E^5 - 5*E^10)*x^3*Log[x])/3 - 50*(1 - E^5)^3*x^4*Log[x] + 10*(1 - 11*E^5 + 15*E^10 - 5*E^15)*x^4*Log[x] - 60*(1 - E^5)^2*x^5*Log[x] + 10*(5 - 12*E^5 + 6*E^10)*x^5*Log[x] + 25*(1 - E^5)^4*x^3*Log[x]^2 + 100*(1 - E^5)^3*x^4*Log[x]^2 + 150*(1 - E^5)^2*x^5*Log[x]^2 + 100*(1 - E^5)*x^6*Log[x]^2 + 25*x^7*Log[x]^2","B",25,5,282,0.01773,1,"{2356, 2295, 2304, 6, 2305}"
6421,1,10,0,0.0019684,"\int \frac{25 x}{4 e^6} \, dx","Int[(25*x)/(4*E^6),x]","\frac{25 x^2}{8 e^6}","\frac{25 x^2}{8 e^6}",1,"(25*x^2)/(8*E^6)","A",2,2,8,0.2500,1,"{12, 30}"
6422,1,17,0,0.0417781,"\int \frac{24 x+625 (48+6 x)}{4 x^2+x^3+625 \left(4 x+x^2\right)} \, dx","Int[(24*x + 625*(48 + 6*x))/(4*x^2 + x^3 + 625*(4*x + x^2)),x]","12 \log (x)-6 \log (x+4)-6 \log (x+625)","6 \log \left(\frac{x^2}{(x+4) (x+625)}\right)",1,"12*Log[x] - 6*Log[4 + x] - 6*Log[625 + x]","A",4,3,32,0.09375,1,"{1998, 1594, 800}"
6423,1,21,0,0.2682106,"\int \frac{-4+5 x+(1-x) \log (4)+\left(-4 x+x^2+x \log (4)\right) \log \left(e^5 \left(-4 x+x^2\right)+e^5 x \log (4)\right)}{-4 x+x^2+x \log (4)} \, dx","Int[(-4 + 5*x + (1 - x)*Log[4] + (-4*x + x^2 + x*Log[4])*Log[E^5*(-4*x + x^2) + E^5*x*Log[4]])/(-4*x + x^2 + x*Log[4]),x]","3 x+x \log (-x (-x+4-\log (4)))+\log (x)","-2 x+x \log \left(e^5 x (x-4+\log (4))\right)+\log (x)+2",1,"3*x + Log[x] + x*Log[-(x*(4 - x - Log[4]))]","A",9,7,59,0.1186,1,"{6, 1593, 6742, 72, 2487, 31, 8}"
6424,1,13,0,0.0297098,"\int \frac{6+e^x (-1+x)}{x^2} \, dx","Int[(6 + E^x*(-1 + x))/x^2,x]","\frac{e^x}{x}-\frac{6}{x}","\frac{e^x-6}{x}",1,"-6/x + E^x/x","A",3,2,13,0.1538,1,"{14, 2197}"
6425,1,29,0,0.2362662,"\int \frac{(-150-50 x) \log (3)}{9000+5400 x+900 x^2+\left(600+360 x+60 x^2\right) \log ^2(3)+\left(10+6 x+x^2\right) \log ^4(3)+\left(\left(-600-360 x-60 x^2\right) \log (3)+\left(-20-12 x-2 x^2\right) \log ^3(3)\right) \log \left(10+6 x+x^2\right)+\left(10+6 x+x^2\right) \log ^2(3) \log ^2\left(10+6 x+x^2\right)} \, dx","Int[((-150 - 50*x)*Log[3])/(9000 + 5400*x + 900*x^2 + (600 + 360*x + 60*x^2)*Log[3]^2 + (10 + 6*x + x^2)*Log[3]^4 + ((-600 - 360*x - 60*x^2)*Log[3] + (-20 - 12*x - 2*x^2)*Log[3]^3)*Log[10 + 6*x + x^2] + (10 + 6*x + x^2)*Log[3]^2*Log[10 + 6*x + x^2]^2),x]","-\frac{50 \log (3)}{\log (9) \left(-\log (3) \log \left(x^2+6 x+10\right)+30+\log ^2(3)\right)}","\frac{5}{\frac{1}{5} \log (3) (\log ((x+1) (x+5)+5)-\log (3))-6}",1,"(-50*Log[3])/(Log[9]*(30 + Log[3]^2 - Log[3]*Log[10 + 6*x + x^2]))","A",4,3,111,0.02703,1,"{12, 6688, 6686}"
6426,1,35,0,0.2507836,"\int \frac{e^{-\frac{3 e^4}{x}} \left(3 e^7+e^{\frac{3 e^4}{x}} \left(2 x+e^{-3+x} \left(2 x^2+2 x^3\right)\right)\right)}{2 x^2} \, dx","Int[(3*E^7 + E^((3*E^4)/x)*(2*x + E^(-3 + x)*(2*x^2 + 2*x^3)))/(2*E^((3*E^4)/x)*x^2),x]","e^{x-3} (x+1)+\frac{1}{2} e^{3-\frac{3 e^4}{x}}-e^{x-3}+\log (x)","e^{x-3} x+\frac{1}{2} e^{3-\frac{3 e^4}{x}}+\log (x)+4",1,"E^(3 - (3*E^4)/x)/2 - E^(-3 + x) + E^(-3 + x)*(1 + x) + Log[x]","A",6,5,55,0.09091,1,"{12, 6688, 2209, 2176, 2194}"
6427,1,12,0,0.1557261,"\int \frac{-1+(1-2 x) \log (x) \log (\log (x))}{x \log (x) \log (\log (x))} \, dx","Int[(-1 + (1 - 2*x)*Log[x]*Log[Log[x]])/(x*Log[x]*Log[Log[x]]),x]","-2 x+\log (x)-\log (\log (\log (x)))","\log \left(\frac{e^{-2 x} x}{\log (\log (x))}\right)",1,"-2*x + Log[x] - Log[Log[Log[x]]]","A",5,3,26,0.1154,1,"{6688, 2302, 29}"
6428,1,84,0,2.2762022,"\int \frac{\left(-4 x^2+x \log ^2(2)\right) \log (x)+e^{5+\log ^2\left(\frac{3}{\log (x)}\right)} \left(16 x \log (x)+\left(-32 x+8 \log ^2(2)\right) \log \left(\frac{1}{4} \left(4 x-\log ^2(2)\right)\right) \log \left(\frac{3}{\log (x)}\right)\right)}{\left(-4 x^2+x \log ^2(2)\right) \log (x)} \, dx","Int[((-4*x^2 + x*Log[2]^2)*Log[x] + E^(5 + Log[3/Log[x]]^2)*(16*x*Log[x] + (-32*x + 8*Log[2]^2)*Log[(4*x - Log[2]^2)/4]*Log[3/Log[x]]))/((-4*x^2 + x*Log[2]^2)*Log[x]),x]","x-\frac{4 e^{\log ^2\left(\frac{3}{\log (x)}\right)+5} \left(4 x \log \left(x-\frac{\log ^2(2)}{4}\right) \log \left(\frac{3}{\log (x)}\right)-\log ^2(2) \log \left(x-\frac{\log ^2(2)}{4}\right) \log \left(\frac{3}{\log (x)}\right)\right)}{\left(4 x-\log ^2(2)\right) \log \left(\frac{3}{\log (x)}\right)}","x-4 e^{\log ^2\left(\frac{3}{\log (x)}\right)+5} \log \left(x-\frac{\log ^2(2)}{4}\right)",1,"x - (4*E^(5 + Log[3/Log[x]]^2)*(4*x*Log[x - Log[2]^2/4]*Log[3/Log[x]] - Log[2]^2*Log[x - Log[2]^2/4]*Log[3/Log[x]]))/((4*x - Log[2]^2)*Log[3/Log[x]])","B",4,3,88,0.03409,1,"{1593, 6742, 2288}"
6429,1,71,0,0.4395435,"\int \frac{e^{-2 x} \left(\left(-5+6 x-8 x^2\right) \log ^3(x)+e^{\frac{9}{\log ^2(x)}} \left(18 x+\left(-2 x+2 x^2\right) \log ^3(x)\right)\right)}{4 \log ^3(x)} \, dx","Int[((-5 + 6*x - 8*x^2)*Log[x]^3 + E^(9/Log[x]^2)*(18*x + (-2*x + 2*x^2)*Log[x]^3))/(4*E^(2*x)*Log[x]^3),x]","e^{-2 x} x^2+\frac{1}{4} e^{-2 x} x+\frac{3 e^{-2 x}}{4}-\frac{x e^{\frac{9}{\log ^2(x)}-2 x} \left(x \log ^3(x)+9\right)}{4 \left(\frac{9}{x \log ^3(x)}+1\right) \log ^3(x)}","\frac{1}{4} e^{-2 x} \left(-\left(x^2 \left(e^{\frac{9}{\log ^2(x)}}-4\right)\right)+x+3\right)",1,"3/(4*E^(2*x)) + x/(4*E^(2*x)) + x^2/E^(2*x) - (E^(-2*x + 9/Log[x]^2)*x*(9 + x*Log[x]^3))/(4*(1 + 9/(x*Log[x]^3))*Log[x]^3)","B",10,5,56,0.08929,1,"{12, 6742, 2194, 2176, 2288}"
6430,1,33,0,0.0185022,"\int \frac{x+x^2+10 x^3+e^{2 e^5} \left(-5-x^2\right)}{x^2} \, dx","Int[(x + x^2 + 10*x^3 + E^(2*E^5)*(-5 - x^2))/x^2,x]","5 x^2+\left(1-e^{2 e^5}\right) x+\frac{5 e^{2 e^5}}{x}+\log (x)","5 x^2+x+e^{2 e^5} \left(\frac{5}{x}-x\right)+\log (x)-5",1,"(5*E^(2*E^5))/x + (1 - E^(2*E^5))*x + 5*x^2 + Log[x]","A",2,1,29,0.03448,1,"{14}"
6431,1,4561,0,15.3350671,"\int \frac{-640 x^2+210 x^4-10 x^6+\left(160 x^2-20 x^4\right) \log (2)-10 x^2 \log ^2(2)+\left(-5120 x-1280 x^2+80 x^5+20 x^6+\left(1280 x+320 x^2\right) \log (2)+\left(-80 x-20 x^2\right) \log ^2(2)\right) \log (4+x)}{16384+4096 x-10752 x^2-2688 x^3+2276 x^4+569 x^5-168 x^6-42 x^7+4 x^8+x^9+\left(-8192-2048 x+3712 x^2+928 x^3-464 x^4-116 x^5+16 x^6+4 x^7\right) \log (2)+\left(1536+384 x-424 x^2-106 x^3+24 x^4+6 x^5\right) \log ^2(2)+\left(-128-32 x+16 x^2+4 x^3\right) \log ^3(2)+(4+x) \log ^4(2)} \, dx","Int[(-640*x^2 + 210*x^4 - 10*x^6 + (160*x^2 - 20*x^4)*Log[2] - 10*x^2*Log[2]^2 + (-5120*x - 1280*x^2 + 80*x^5 + 20*x^6 + (1280*x + 320*x^2)*Log[2] + (-80*x - 20*x^2)*Log[2]^2)*Log[4 + x])/(16384 + 4096*x - 10752*x^2 - 2688*x^3 + 2276*x^4 + 569*x^5 - 168*x^6 - 42*x^7 + 4*x^8 + x^9 + (-8192 - 2048*x + 3712*x^2 + 928*x^3 - 464*x^4 - 116*x^5 + 16*x^6 + 4*x^7)*Log[2] + (1536 + 384*x - 424*x^2 - 106*x^3 + 24*x^4 + 6*x^5)*Log[2]^2 + (-128 - 32*x + 16*x^2 + 4*x^3)*Log[2]^3 + (4 + x)*Log[2]^4),x]","-\frac{40 \left(8-\frac{104-\log ^2(2)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}\right) \sqrt{\frac{2}{21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} \tanh ^{-1}\left(x \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right)}{16-\log ^2(2)-\log (65536)}+\frac{10 (21-\log (4)) \left(21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log (x+4)}{\left(-2 x^2-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 (8-\log (2))^2 \log (x+4)}{\left(-2 x^2-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{10 (21-\log (4)) \left(21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log (x+4)}{\left(-2 x^2+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 (8-\log (2))^2 \log (x+4)}{\left(-2 x^2+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{10 (21-\log (4)) \left(21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log (x+4)}{\left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 (8-\log (2))^2 \log (x+4)}{\left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{10 (21-\log (4)) \left(21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log (x+4)}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 (8-\log (2))^2 \log (x+4)}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{160 \log (x+4)}{16-\log ^2(2)-\log (65536)}-\frac{40 \log \left(x^4-(21-\log (4)) x^2+(-8+\log (2))^2\right)}{16-\log ^2(2)-\log (65536)}-\frac{10 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}+\frac{10 (21-\log (4))^2 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{40 (8-\log (2))^2 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{10 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}+\frac{10 (21-\log (4))^2 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{40 (8-\log (2))^2 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{10 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}-\frac{10 (21-\log (4))^2 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{40 (8-\log (2))^2 \log (x+4) \log \left(\frac{1-x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{10 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}-\frac{10 (21-\log (4))^2 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{40 (8-\log (2))^2 \log (x+4) \log \left(\frac{\sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}} x+1}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{5 (21-\log (4)) \left(21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log \left(-2 x^2-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right)}{\left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{20 (8-\log (2))^2 \log \left(-2 x^2-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right)}{\left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{5 (21-\log (4)) \left(21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \log \left(-2 x^2+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right)}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{20 (8-\log (2))^2 \log \left(-2 x^2+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}-\log (4)+21\right)}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{10 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}+\frac{10 (21-\log (4))^2 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{40 (8-\log (2))^2 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{10 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}+\frac{10 (21-\log (4))^2 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{40 (8-\log (2))^2 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-2 \log (2)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{10 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}-\frac{10 (21-\log (4))^2 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{40 (8-\log (2))^2 \text{Li}_2\left(-\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1-4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{10 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}-\frac{10 (21-\log (4))^2 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}+\frac{40 (8-\log (2))^2 \text{Li}_2\left(\frac{(x+4) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{1+4 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}\right)}{\left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)^{3/2}}-\frac{10 \tanh ^{-1}\left(\frac{-2 x^2-\log (4)+21}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}\right) \left(104-\log ^2(2)\right)}{\left(16-\log ^2(2)-\log (65536)\right) \sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}-\frac{40 \tanh ^{-1}\left(x \sqrt{\frac{2}{21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right) (21-\log (4)) \sqrt{42-\log (16)-2 \sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}{\left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{320 \tanh ^{-1}\left(x \sqrt{\frac{2}{21-\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right) (8-\log (2))^2}{\sqrt{42-\log (16)-2 \sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}} \left(11+\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 \tanh ^{-1}\left(x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right) (21-\log (4)) \sqrt{2 \left(21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right)}}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}+\frac{160 \tanh ^{-1}\left(x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right) (8-\log (2))^2 \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{\left(11+\log (4)-\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}\right) \left(185-4 \log ^2(2)+\log ^2(4)-\log (1048576)\right)}-\frac{40 \tanh ^{-1}\left(x \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}\right) \left(8+\frac{104-\log ^2(2)}{\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}\right) \sqrt{\frac{2}{21-\log (4)+\sqrt{185-4 \log ^2(2)+\log ^2(4)-\log (1048576)}}}}{16-\log ^2(2)-\log (65536)}","\frac{10 \log (x+4)}{5-\left(x-\frac{8-\log (2)}{x}\right)^2}",1,"(-40*ArcTanh[x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(8 - (104 - Log[2]^2)/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Sqrt[2/(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(16 - Log[2]^2 - Log[65536]) - (40*ArcTanh[x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(8 + (104 - Log[2]^2)/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(16 - Log[2]^2 - Log[65536]) + (160*ArcTanh[x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(8 - Log[2])^2*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*ArcTanh[x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(21 - Log[4])*Sqrt[2*(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (320*ArcTanh[x*Sqrt[2/(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(8 - Log[2])^2)/(Sqrt[42 - Log[16] - 2*Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]]*(11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*ArcTanh[x*Sqrt[2/(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]]*(21 - Log[4])*Sqrt[42 - Log[16] - 2*Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]])/((11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (10*ArcTanh[(21 - 2*x^2 - Log[4])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]]*(104 - Log[2]^2))/((16 - Log[2]^2 - Log[65536])*Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]) + (160*Log[4 + x])/(16 - Log[2]^2 - Log[65536]) - (40*(8 - Log[2])^2*Log[4 + x])/((21 - 2*x^2 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (10*(21 - Log[4])*(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[4 + x])/((21 - 2*x^2 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*(8 - Log[2])^2*Log[4 + x])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (10*(21 - Log[4])*(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[4 + x])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*(8 - Log[2])^2*Log[4 + x])/((21 - 2*x^2 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (10*(21 - Log[4])*(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[4 + x])/((21 - 2*x^2 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*(8 - Log[2])^2*Log[4 + x])/((11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (10*(21 - Log[4])*(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[4 + x])/((11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*Log[x^4 + (-8 + Log[2])^2 - x^2*(21 - Log[4])])/(16 - Log[2]^2 - Log[65536]) - (40*(8 - Log[2])^2*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*(21 - Log[4])^2*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] - (40*(8 - Log[2])^2*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*(21 - Log[4])^2*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] + (40*(8 - Log[2])^2*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*(21 - Log[4])^2*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*Log[4 + x]*Log[(1 - x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] + (40*(8 - Log[2])^2*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*(21 - Log[4])^2*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*Log[4 + x]*Log[(1 + x*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] + (20*(8 - Log[2])^2*Log[21 - 2*x^2 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]])/((11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (5*(21 - Log[4])*(21 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[21 - 2*x^2 - Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]])/((11 + Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) + (20*(8 - Log[2])^2*Log[21 - 2*x^2 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (5*(21 - Log[4])*(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*Log[21 - 2*x^2 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]])/((11 + Log[4] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])*(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])) - (40*(8 - Log[2])^2*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*(21 - Log[4])^2*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] - (40*(8 - Log[2])^2*PolyLog[2, ((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*(21 - Log[4])^2*PolyLog[2, ((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*PolyLog[2, ((4 + x)*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - 2*Log[2] - Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] + (40*(8 - Log[2])^2*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*(21 - Log[4])^2*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*PolyLog[2, -(((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 - 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])]))])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]] + (40*(8 - Log[2])^2*PolyLog[2, ((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) - (10*(21 - Log[4])^2*PolyLog[2, ((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/(185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576])^(3/2) + (10*PolyLog[2, ((4 + x)*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])/(1 + 4*Sqrt[2/(21 - Log[4] + Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]])])])/Sqrt[185 - 4*Log[2]^2 + Log[4]^2 - Log[1048576]]","C",98,23,231,0.09957,0,"{6, 6688, 12, 6742, 6728, 1460, 1166, 207, 1247, 634, 618, 206, 628, 2418, 260, 2416, 2394, 2393, 2391, 2413, 706, 31, 635}"
6432,0,0,0,29.1106462,"\int \frac{\left(-5400+2160 x^3-216 x^6+e^{e^{\frac{x}{-20+4 x^3}}} \left(200-80 x^3+8 x^6\right)\right) \log \left(\frac{1}{5} \left(27-e^{e^{\frac{x}{-20+4 x^3}}}\right)\right)+e^{e^{\frac{x}{-20+4 x^3}}+\frac{x}{-20+4 x^3}} \left(5 x+2 x^4\right) \log \left(x^2\right)}{\left(-2700 x+1080 x^4-108 x^7+e^{e^{\frac{x}{-20+4 x^3}}} \left(100 x-40 x^4+4 x^7\right)\right) \log ^2\left(\frac{1}{5} \left(27-e^{e^{\frac{x}{-20+4 x^3}}}\right)\right)} \, dx","Int[((-5400 + 2160*x^3 - 216*x^6 + E^E^(x/(-20 + 4*x^3))*(200 - 80*x^3 + 8*x^6))*Log[(27 - E^E^(x/(-20 + 4*x^3)))/5] + E^(E^(x/(-20 + 4*x^3)) + x/(-20 + 4*x^3))*(5*x + 2*x^4)*Log[x^2])/((-2700*x + 1080*x^4 - 108*x^7 + E^E^(x/(-20 + 4*x^3))*(100*x - 40*x^4 + 4*x^7))*Log[(27 - E^E^(x/(-20 + 4*x^3)))/5]^2),x]","\int \frac{\left(-5400+2160 x^3-216 x^6+e^{e^{\frac{x}{-20+4 x^3}}} \left(200-80 x^3+8 x^6\right)\right) \log \left(\frac{1}{5} \left(27-e^{e^{\frac{x}{-20+4 x^3}}}\right)\right)+e^{e^{\frac{x}{-20+4 x^3}}+\frac{x}{-20+4 x^3}} \left(5 x+2 x^4\right) \log \left(x^2\right)}{\left(-2700 x+1080 x^4-108 x^7+e^{e^{\frac{x}{-20+4 x^3}}} \left(100 x-40 x^4+4 x^7\right)\right) \log ^2\left(\frac{1}{5} \left(27-e^{e^{\frac{x}{-20+4 x^3}}}\right)\right)} \, dx","\frac{\log \left(x^2\right)}{\log \left(\frac{1}{5} \left(2-e^{e^{\frac{x}{4 \left(x^3-5\right)}}}\right)+5\right)}",1,"2*Defer[Int][1/(x*Log[(27 - E^E^(x/(4*(-5 + x^3))))/5]), x] - Defer[Int][(E^(E^(x/(4*(-5 + x^3))) + x/(4*(-5 + x^3)))*Log[x^2])/((-27 + E^E^(x/(4*(-5 + x^3))))*(5^(1/3) - x)*Log[(27 - E^E^(x/(4*(-5 + x^3))))/5]^2), x]/(6*5^(2/3)) - Defer[Int][(E^(E^(x/(4*(-5 + x^3))) + x/(4*(-5 + x^3)))*Log[x^2])/((-27 + E^E^(x/(4*(-5 + x^3))))*(5^(1/3) + (-1)^(1/3)*x)*Log[(27 - E^E^(x/(4*(-5 + x^3))))/5]^2), x]/(6*5^(2/3)) - Defer[Int][(E^(E^(x/(4*(-5 + x^3))) + x/(4*(-5 + x^3)))*Log[x^2])/((-27 + E^E^(x/(4*(-5 + x^3))))*(5^(1/3) - (-1)^(2/3)*x)*Log[(27 - E^E^(x/(4*(-5 + x^3))))/5]^2), x]/(6*5^(2/3)) + (15*Defer[Int][(E^(E^(x/(4*(-5 + x^3))) + x/(4*(-5 + x^3)))*Log[x^2])/((-27 + E^E^(x/(4*(-5 + x^3))))*(-5 + x^3)^2*Log[(27 - E^E^(x/(4*(-5 + x^3))))/5]^2), x])/4","F",0,0,0,0,-1,"{}"
6433,1,14,0,0.0169216,"\int -\frac{1}{e^6 \left(-1152+2880 x-2880 x^2+1440 x^3-360 x^4+36 x^5\right)} \, dx","Int[-(1/(E^6*(-1152 + 2880*x - 2880*x^2 + 1440*x^3 - 360*x^4 + 36*x^5))),x]","\frac{1}{144 e^6 (2-x)^4}","\frac{1}{9 e^6 (2 x-4)^4}",1,"1/(144*E^6*(2 - x)^4)","A",4,3,32,0.09375,1,"{12, 2058, 32}"
6434,1,20,0,0.0596025,"\int \left(2+50 x+e^{4+2 x^2} \left(1+4 x^2\right)\right) \, dx","Int[2 + 50*x + E^(4 + 2*x^2)*(1 + 4*x^2),x]","25 x^2+e^{2 x^2+4} x+2 x","25 x^2+e^{2 x^2+4} x+2 x+5",1,"2*x + E^(4 + 2*x^2)*x + 25*x^2","A",6,3,22,0.1364,1,"{2226, 2204, 2212}"
6435,1,28,0,0.1044096,"\int \frac{37375-24500 x+4802 x^2+\left(74875-49500 x+9800 x^2\right) \log (4)+\left(37500-25000 x+5000 x^2\right) \log ^2(4)}{15625-12250 x+2401 x^2+\left(31250-24750 x+4900 x^2\right) \log (4)+\left(15625-12500 x+2500 x^2\right) \log ^2(4)} \, dx","Int[(37375 - 24500*x + 4802*x^2 + (74875 - 49500*x + 9800*x^2)*Log[4] + (37500 - 25000*x + 5000*x^2)*Log[4]^2)/(15625 - 12250*x + 2401*x^2 + (31250 - 24750*x + 4900*x^2)*Log[4] + (15625 - 12500*x + 2500*x^2)*Log[4]^2),x]","2 x+\frac{125 (1+\log (4))}{125 (1+\log (4))-x (49+50 \log (4))}","2 x-\frac{x}{x+\frac{5}{\frac{4}{25 (4+4 \log (4))}-2}}",1,"2*x + (125*(1 + Log[4]))/(125*(1 + Log[4]) - x*(49 + 50*Log[4]))","A",5,4,79,0.05063,1,"{1984, 27, 6, 683}"
6436,1,18,0,0.0241553,"\int \frac{-72+2 e^{e^x+x} x^7-25 x^8}{2 x^7} \, dx","Int[(-72 + 2*E^(E^x + x)*x^7 - 25*x^8)/(2*x^7),x]","\frac{6}{x^6}-\frac{25 x^2}{4}+e^{e^x}","\frac{6}{x^6}-\frac{25 x^2}{4}+e^{e^x}+1",1,"E^E^x + 6/x^6 - (25*x^2)/4","A",7,4,26,0.1538,1,"{12, 14, 2282, 2194}"
6437,0,0,0,0.888303,"\int \frac{e^{-x^2} \left(8 e^{x^2}+3 x-3 x^3\right)}{2 \log \left(e^{-1+\frac{1}{4} e^{-x^2} \left(16 e^{x^2} x+3 x^2\right)}\right)} \, dx","Int[(8*E^x^2 + 3*x - 3*x^3)/(2*E^x^2*Log[E^(-1 + (16*E^x^2*x + 3*x^2)/(4*E^x^2))]),x]","\int \frac{e^{-x^2} \left(8 e^{x^2}+3 x-3 x^3\right)}{2 \log \left(e^{-1+\frac{1}{4} e^{-x^2} \left(16 e^{x^2} x+3 x^2\right)}\right)} \, dx","\log \left(\log \left(e^{x \left(\frac{3}{4} e^{-x^2} x+4\right)-1}\right)\right)",1,"4*Defer[Int][Log[E^(-1 + 4*x + (3*x^2)/(4*E^x^2))]^(-1), x] + (3*Defer[Int][x/(E^x^2*Log[E^(-1 + 4*x + (3*x^2)/(4*E^x^2))]), x])/2 - (3*Defer[Int][x^3/(E^x^2*Log[E^(-1 + 4*x + (3*x^2)/(4*E^x^2))]), x])/2","F",0,0,0,0,-1,"{}"
6438,1,23,0,0.0115235,"\int \frac{-4-e^5+e^7 (20+40 x)}{4+e^5} \, dx","Int[(-4 - E^5 + E^7*(20 + 40*x))/(4 + E^5),x]","\frac{5 e^7 (2 x+1)^2}{4+e^5}-x","\frac{20 e^7 x (x+1)}{4+e^5}-x",1,"-x + (5*E^7*(1 + 2*x)^2)/(4 + E^5)","A",2,1,24,0.04167,1,"{12}"
6439,1,48,0,0.2623515,"\int \frac{21 x+4 x^2+e^{1+e^4+2 x} \left(10+22 x+4 x^2\right)+(5+x) \log (5+x)}{5+x} \, dx","Int[(21*x + 4*x^2 + E^(1 + E^4 + 2*x)*(10 + 22*x + 4*x^2) + (5 + x)*Log[5 + x])/(5 + x),x]","2 x^2-e^{2 x+e^4+1}+e^{2 x+e^4+1} (2 x+1)+(x+5) \log (x+5)-5 \log (x+5)","x \left(2 \left(x+e^{2 x+e^4+1}\right)+\log (x+5)\right)",1,"-E^(1 + E^4 + 2*x) + 2*x^2 + E^(1 + E^4 + 2*x)*(1 + 2*x) - 5*Log[5 + x] + (5 + x)*Log[5 + x]","B",10,7,44,0.1591,1,"{6742, 2176, 2194, 6688, 77, 2389, 2295}"
6440,1,29,0,0.1144449,"\int \frac{-32+e^{2 x} (-2+4 x)+e^x \left(20-20 x-2 x^2\right)}{x^2} \, dx","Int[(-32 + E^(2*x)*(-2 + 4*x) + E^x*(20 - 20*x - 2*x^2))/x^2,x]","-2 e^x-\frac{20 e^x}{x}+\frac{2 e^{2 x}}{x}+\frac{32}{x}","\frac{\left(4-2 e^x\right) \left(x-e^x+8\right)}{x}",1,"-2*E^x + 32/x - (20*E^x)/x + (2*E^(2*x))/x","A",9,6,31,0.1935,1,"{14, 2197, 2199, 2194, 2177, 2178}"
6441,0,0,0,2.2223987,"\int \frac{-7+10 e^x+5 e^{2 x}+15 x-6 x^2+(-4+4 x) \log (2 x)}{-5 e^{2 x}+3 x-10 e^x x-6 x^2+4 x \log (2 x)} \, dx","Int[(-7 + 10*E^x + 5*E^(2*x) + 15*x - 6*x^2 + (-4 + 4*x)*Log[2*x])/(-5*E^(2*x) + 3*x - 10*E^x*x - 6*x^2 + 4*x*Log[2*x]),x]","\int \frac{-7+10 e^x+5 e^{2 x}+15 x-6 x^2+(-4+4 x) \log (2 x)}{-5 e^{2 x}+3 x-10 e^x x-6 x^2+4 x \log (2 x)} \, dx","x-\log \left(\left(x+e^x\right)^2-\frac{1}{5} x (-x+4 \log (2 x)+3)\right)",1,"-x + 7*Defer[Int][(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x])^(-1), x] - 10*Defer[Int][E^x/(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x]), x] - 18*Defer[Int][x/(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x]), x] + 10*Defer[Int][(E^x*x)/(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x]), x] + 12*Defer[Int][x^2/(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x]), x] - 8*Defer[Int][(x*Log[2*x])/(5*E^(2*x) - 3*x + 10*E^x*x + 6*x^2 - 4*x*Log[2*x]), x] - 4*Defer[Int][Log[2*x]/(-5*E^(2*x) + 3*x - 10*E^x*x - 6*x^2 + 4*x*Log[2*x]), x]","F",0,0,0,0,-1,"{}"
6442,1,29,0,0.0157531,"\int \frac{12 x^4+24 x^5-4 e x^5+4 \log (2)}{3 x^2} \, dx","Int[(12*x^4 + 24*x^5 - 4*E*x^5 + 4*Log[2])/(3*x^2),x]","\frac{1}{3} (6-e) x^4+\frac{4 x^3}{3}-\frac{\log (16)}{3 x}","\frac{1}{3} (-((e-5) x)+x+4) \left(x^3-\frac{\log (2)}{x}\right)-1",1,"(4*x^3)/3 + ((6 - E)*x^4)/3 - Log[16]/(3*x)","A",4,3,28,0.1071,1,"{6, 12, 14}"
6443,0,0,0,1.3708632,"\int \frac{-4 x+(-2+x) \log \left(\frac{5}{e^2}\right)+x \log \left(\frac{5}{e^2}\right) \log (x)}{\left(-4 x^2+\left(-2 x+x^2\right) \log \left(\frac{5}{e^2}\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 x+(2-x) \log \left(\frac{5}{e^2}\right) \log (x)\right)\right)} \, dx","Int[(-4*x + (-2 + x)*Log[5/E^2] + x*Log[5/E^2]*Log[x])/((-4*x^2 + (-2*x + x^2)*Log[5/E^2]*Log[x])*Log[(4*x + (2 - x)*Log[5/E^2]*Log[x])/4]),x]","\int \frac{-4 x+(-2+x) \log \left(\frac{5}{e^2}\right)+x \log \left(\frac{5}{e^2}\right) \log (x)}{\left(-4 x^2+\left(-2 x+x^2\right) \log \left(\frac{5}{e^2}\right) \log (x)\right) \log \left(\frac{1}{4} \left(4 x+(2-x) \log \left(\frac{5}{e^2}\right) \log (x)\right)\right)} \, dx","\log \left(\log \left(x+\frac{1}{4} (2-x) \log \left(\frac{5}{e^2}\right) \log (x)\right)\right)",1,"(6 - Log[5])*Defer[Int][1/((4*x - (-2 + x)*(-2 + Log[5])*Log[x])*Log[x - ((-2 + x)*(-2 + Log[5])*Log[x])/4]), x] - 2*(2 - Log[5])*Defer[Int][1/(x*(4*x - (-2 + x)*(-2 + Log[5])*Log[x])*Log[x - ((-2 + x)*(-2 + Log[5])*Log[x])/4]), x] + (2 - Log[5])*Defer[Int][Log[x]/((4*x - (-2 + x)*(-2 + Log[5])*Log[x])*Log[x - ((-2 + x)*(-2 + Log[5])*Log[x])/4]), x]","F",0,0,0,0,-1,"{}"
6444,1,178,0,0.3899235,"\int \frac{\left(\frac{139}{12}\right)^{\frac{1}{\log (5)}} (1-\log (x)) \left(-\frac{\log (x)}{x}\right)^{\frac{1}{\log (5)}}}{x \log (5) \log (x)} \, dx","Int[((139/12)^Log[5]^(-1)*(1 - Log[x])*(-(Log[x]/x))^Log[5]^(-1))/(x*Log[5]*Log[x]),x]","-\left(\frac{139}{12}\right)^{\frac{1}{\log (5)}} \log ^{\frac{1}{\log (5)}-1}(5) x^{\frac{1}{\log (5)}} (1-\log (x)) \log ^{-\frac{1}{\log (5)}}(x) \left(-\frac{\log (x)}{x}\right)^{\frac{1}{\log (5)}} \Gamma \left(\frac{1}{\log (5)},\frac{\log (x)}{\log (5)}\right)+\left(\frac{139 \log (5)}{12}\right)^{\frac{1}{\log (5)}} x^{\frac{1}{\log (5)}} \log ^{-\frac{1}{\log (5)}}(x) \left(-\frac{\log (x)}{x}\right)^{\frac{1}{\log (5)}} \Gamma \left(1+\frac{1}{\log (5)},\frac{\log (x)}{\log (5)}\right)-\left(\frac{139}{12}\right)^{\frac{1}{\log (5)}} \log ^{\frac{1}{\log (5)}-1}(5) x^{\frac{1}{\log (5)}} \log ^{1-\frac{1}{\log (5)}}(x) \left(-\frac{\log (x)}{x}\right)^{\frac{1}{\log (5)}} \Gamma \left(\frac{1}{\log (5)},\frac{\log (x)}{\log (5)}\right)","\left(\frac{139}{12}\right)^{\frac{1}{\log (5)}} \left(-\frac{\log (x)}{x}\right)^{\frac{1}{\log (5)}}",1,"-((139/12)^Log[5]^(-1)*x^Log[5]^(-1)*Gamma[Log[5]^(-1), Log[x]/Log[5]]*Log[5]^(-1 + Log[5]^(-1))*Log[x]^(1 - Log[5]^(-1))*(-(Log[x]/x))^Log[5]^(-1)) + (x^Log[5]^(-1)*Gamma[1 + Log[5]^(-1), Log[x]/Log[5]]*((139*Log[5])/12)^Log[5]^(-1)*(-(Log[x]/x))^Log[5]^(-1))/Log[x]^Log[5]^(-1) - ((139/12)^Log[5]^(-1)*x^Log[5]^(-1)*Gamma[Log[5]^(-1), Log[x]/Log[5]]*Log[5]^(-1 + Log[5]^(-1))*(1 - Log[x])*(-(Log[x]/x))^Log[5]^(-1))/Log[x]^Log[5]^(-1)","C",6,6,38,0.1579,1,"{12, 6719, 2310, 2181, 2366, 6557}"
6445,1,29,0,0.0440874,"\int \frac{-e^4+e^x (-1+x)-4 x^2+3072 x^4}{4 x^2} \, dx","Int[(-E^4 + E^x*(-1 + x) - 4*x^2 + 3072*x^4)/(4*x^2),x]","256 x^3-x+\frac{e^x}{4 x}+\frac{e^4}{4 x}","256 x^3-x+\frac{e^x+e^4}{4 x}-2",1,"E^4/(4*x) + E^x/(4*x) - x + 256*x^3","A",6,3,30,0.1000,1,"{12, 14, 2197}"
6446,0,0,0,1.0328021,"\int \frac{192+3 e^{2 x}-112 x+12 x^2+4 x \log (5)+e^x \left(-48-6 x+2 x^2+2 x \log (5)\right)}{64 x+e^{2 x} x-32 x^2+4 x^3+e^x \left(-16 x+4 x^2\right)} \, dx","Int[(192 + 3*E^(2*x) - 112*x + 12*x^2 + 4*x*Log[5] + E^x*(-48 - 6*x + 2*x^2 + 2*x*Log[5]))/(64*x + E^(2*x)*x - 32*x^2 + 4*x^3 + E^x*(-16*x + 4*x^2)),x]","\int \frac{192+3 e^{2 x}-112 x+12 x^2+4 x \log (5)+e^x \left(-48-6 x+2 x^2+2 x \log (5)\right)}{64 x+e^{2 x} x-32 x^2+4 x^3+e^x \left(-16 x+4 x^2\right)} \, dx","\frac{x-8+\log (5)}{-x-\frac{e^x}{2}+4}+3 \log (x)",1,"3*Log[x] - 20*(8 - Log[5])*Defer[Int][(-8 + E^x + 2*x)^(-2), x] + 4*(13 - Log[5])*Defer[Int][x/(-8 + E^x + 2*x)^2, x] - 4*Defer[Int][x^2/(-8 + E^x + 2*x)^2, x] - 2*(9 - Log[5])*Defer[Int][(-8 + E^x + 2*x)^(-1), x] + 2*Defer[Int][x/(-8 + E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
6447,1,81,0,0.2773137,"\int \frac{-10368 e^{\frac{108}{e^2 x^2}}-1152 e^{\frac{144}{e^2 x^2}}+e^2 \left(-108 x^3+162 x^4-36 x^5+16 x^6\right)+e^{\frac{72}{e^2 x^2}} \left(-31104+1728 x-1152 x^2+e^2 \left(-12 x^3+16 x^4\right)\right)+e^{\frac{36}{e^2 x^2}} \left(-31104+5184 x-3456 x^2+e^2 \left(-72 x^3+96 x^4\right)\right)}{e^2 x^3} \, dx","Int[(-10368*E^(108/(E^2*x^2)) - 1152*E^(144/(E^2*x^2)) + E^2*(-108*x^3 + 162*x^4 - 36*x^5 + 16*x^6) + E^(72/(E^2*x^2))*(-31104 + 1728*x - 1152*x^2 + E^2*(-12*x^3 + 16*x^4)) + E^(36/(E^2*x^2))*(-31104 + 5184*x - 3456*x^2 + E^2*(-72*x^3 + 96*x^4)))/(E^2*x^3),x]","\left(2 x^2-3 x+18\right)^2+24 e^{\frac{36}{e^2 x^2}} \left(2 x^2-3 x+18\right)+48 e^{\frac{108}{e^2 x^2}}+4 e^{\frac{144}{e^2 x^2}}+4 e^{\frac{72}{e^2 x^2}} \left(2 x^2-3 x+54\right)","\left(x-2 \left(\left(e^{\frac{36}{e^2 x^2}}+3\right)^2+x^2-x\right)\right)^2",1,"48*E^(108/(E^2*x^2)) + 4*E^(144/(E^2*x^2)) + 24*E^(36/(E^2*x^2))*(18 - 3*x + 2*x^2) + (18 - 3*x + 2*x^2)^2 + 4*E^(72/(E^2*x^2))*(54 - 3*x + 2*x^2)","B",8,5,129,0.03876,1,"{12, 14, 2209, 629, 2288}"
6448,1,26,0,0.0909697,"\int \frac{3 x^4+\left(2-6 x^3\right) \log (4)+3 x^2 \log ^2(4)}{-2 x^2+x^5+\left(2 x-2 x^4\right) \log (4)+x^3 \log ^2(4)} \, dx","Int[(3*x^4 + (2 - 6*x^3)*Log[4] + 3*x^2*Log[4]^2)/(-2*x^2 + x^5 + (2*x - 2*x^4)*Log[4] + x^3*Log[4]^2),x]","\log \left(-x^3+x^2 \log (4)+2\right)+\log (x)-\log (x-\log (4))","\log \left(30 x \left(x^2+\frac{2}{\log (4)-x}\right)\right)",1,"Log[x] - Log[x - Log[4]] + Log[2 - x^3 + x^2*Log[4]]","A",3,2,57,0.03509,1,"{2074, 1587}"
6449,1,25,0,0.0052751,"\int \frac{1}{9} \left(-8 x-6 x^2\right) \log ^2(\log (5)) \, dx","Int[((-8*x - 6*x^2)*Log[Log[5]]^2)/9,x]","-\frac{2}{9} x^3 \log ^2(\log (5))-\frac{4}{9} x^2 \log ^2(\log (5))","\frac{1}{9} (-2 x-4) x^2 \log ^2(\log (5))-3",1,"(-4*x^2*Log[Log[5]]^2)/9 - (2*x^3*Log[Log[5]]^2)/9","A",2,1,18,0.05556,1,"{12}"
6450,1,20,0,0.0425379,"\int \left(3+e^{4 x+4 x^2+x^3} \left(12+24 x+9 x^2\right)\right) \, dx","Int[3 + E^(4*x + 4*x^2 + x^3)*(12 + 24*x + 9*x^2),x]","3 e^{x^3+4 x^2+4 x}+3 x","3 e^{(x+3) \left(x^2+x\right)+x}+3 x+51",1,"3*E^(4*x + 4*x^2 + x^3) + 3*x","A",2,1,27,0.03704,1,"{6706}"
6451,0,0,0,2.9132677,"\int \frac{e^x (5+x)+\left(6+x+e^x (6+x)\right) \log \left(3+3 e^x\right)}{\left(5+x+e^x (5+x)\right) \log \left(3+3 e^x\right) \log \left(e^x (5+x) \log \left(3+3 e^x\right)\right)} \, dx","Int[(E^x*(5 + x) + (6 + x + E^x*(6 + x))*Log[3 + 3*E^x])/((5 + x + E^x*(5 + x))*Log[3 + 3*E^x]*Log[E^x*(5 + x)*Log[3 + 3*E^x]]),x]","\int \frac{e^x (5+x)+\left(6+x+e^x (6+x)\right) \log \left(3+3 e^x\right)}{\left(5+x+e^x (5+x)\right) \log \left(3+3 e^x\right) \log \left(e^x (5+x) \log \left(3+3 e^x\right)\right)} \, dx","\log \left(5 \log \left(e^x (x+5) \log \left(3 \left(e^x+1\right)\right)\right)\right)",1,"Defer[Int][Log[E^x*(5 + x)*Log[3*(1 + E^x)]]^(-1), x] + Defer[Int][1/((5 + x)*Log[E^x*(5 + x)*Log[3*(1 + E^x)]]), x] + Defer[Int][1/(Log[3*(1 + E^x)]*Log[E^x*(5 + x)*Log[3*(1 + E^x)]]), x] - Defer[Int][1/((1 + E^x)*Log[3*(1 + E^x)]*Log[E^x*(5 + x)*Log[3*(1 + E^x)]]), x]","F",0,0,0,0,-1,"{}"
6452,1,58,0,0.1362958,"\int \frac{e^x \left(1792-832 x+80 x^2+4 x^3+e^4 \left(-8 x-3 x^2+x^3\right)\right)}{64-32 x+4 x^2} \, dx","Int[(E^x*(1792 - 832*x + 80*x^2 + 4*x^3 + E^4*(-8*x - 3*x^2 + x^3)))/(64 - 32*x + 4*x^2),x]","-\frac{1}{4} \left(4+e^4\right) e^x (4-x)+\frac{1}{4} \left(128+9 e^4\right) e^x-\frac{1}{4} \left(4+e^4\right) e^x-\frac{4 e^{x+4}}{4-x}","e^x \left(-\frac{e^4 x^2}{4 (4-x)}+x+27\right)",1,"-1/4*(E^x*(4 + E^4)) + (E^x*(128 + 9*E^4))/4 - (4*E^(4 + x))/(4 - x) - (E^x*(4 + E^4)*(4 - x))/4","B",10,7,47,0.1489,1,"{27, 12, 2199, 2194, 2177, 2178, 2176}"
6453,1,570,0,1.5546075,"\int \frac{-102-426 x-585 x^2-301 x^3-65 x^4-5 x^5+\left(10+12 x+7 x^2+x^3\right) \log (5+x)}{100+420 x+580 x^2+300 x^3+65 x^4+5 x^5} \, dx","Int[(-102 - 426*x - 585*x^2 - 301*x^3 - 65*x^4 - 5*x^5 + (10 + 12*x + 7*x^2 + x^3)*Log[5 + x])/(100 + 420*x + 580*x^2 + 300*x^3 + 65*x^4 + 5*x^5),x]","\frac{51 (3 x+4)}{70 \left(x^2+4 x+2\right)}-\frac{213 (4 x+3)}{35 \left(x^2+4 x+2\right)}+\frac{117 (13 x+8)}{14 \left(x^2+4 x+2\right)}-\frac{43 (22 x+13)}{5 \left(x^2+4 x+2\right)}+\frac{13 (75 x+44)}{7 \left(x^2+4 x+2\right)}-\frac{2 (128 x+75)}{7 \left(x^2+4 x+2\right)}-x-\frac{\left(2-\sqrt{2}\right) \log (x+5)}{20 \left(x-\sqrt{2}+2\right)}-\frac{\left(2+\sqrt{2}\right) \log (x+5)}{20 \left(x+\sqrt{2}+2\right)}-\frac{\left(2-\sqrt{2}\right) \log (x+5)}{20 \left(3+\sqrt{2}\right)}-\frac{\left(2+\sqrt{2}\right) \log (x+5)}{20 \left(3-\sqrt{2}\right)}+\frac{4}{35} \log (x+5)+\frac{51 \left(8+9 \sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)}{1960}+\frac{\left(2-\sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)}{20 \left(3+\sqrt{2}\right)}-\frac{213}{490} \left(10-\sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)+\frac{117}{392} \left(100-59 \sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)-\frac{43}{70} \left(125-86 \sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)+\frac{13}{196} \left(1152-811 \sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)-\frac{1}{49} \left(1244-879 \sqrt{2}\right) \log \left(x-\sqrt{2}+2\right)-\frac{1}{49} \left(1244+879 \sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)+\frac{13}{196} \left(1152+811 \sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)-\frac{43}{70} \left(125+86 \sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)+\frac{117}{392} \left(100+59 \sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)-\frac{213}{490} \left(10+\sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)+\frac{\left(2+\sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)}{20 \left(3-\sqrt{2}\right)}+\frac{51 \left(8-9 \sqrt{2}\right) \log \left(x+\sqrt{2}+2\right)}{1960}","-x+\frac{\log (x+5)}{5 \left(-x+\frac{1}{x+1}-3\right)}+5",1,"-x + (51*(4 + 3*x))/(70*(2 + 4*x + x^2)) - (213*(3 + 4*x))/(35*(2 + 4*x + x^2)) + (117*(8 + 13*x))/(14*(2 + 4*x + x^2)) - (43*(13 + 22*x))/(5*(2 + 4*x + x^2)) + (13*(44 + 75*x))/(7*(2 + 4*x + x^2)) - (2*(75 + 128*x))/(7*(2 + 4*x + x^2)) + (4*Log[5 + x])/35 - ((2 + Sqrt[2])*Log[5 + x])/(20*(3 - Sqrt[2])) - ((2 - Sqrt[2])*Log[5 + x])/(20*(3 + Sqrt[2])) - ((2 - Sqrt[2])*Log[5 + x])/(20*(2 - Sqrt[2] + x)) - ((2 + Sqrt[2])*Log[5 + x])/(20*(2 + Sqrt[2] + x)) - ((1244 - 879*Sqrt[2])*Log[2 - Sqrt[2] + x])/49 + (13*(1152 - 811*Sqrt[2])*Log[2 - Sqrt[2] + x])/196 - (43*(125 - 86*Sqrt[2])*Log[2 - Sqrt[2] + x])/70 + (117*(100 - 59*Sqrt[2])*Log[2 - Sqrt[2] + x])/392 - (213*(10 - Sqrt[2])*Log[2 - Sqrt[2] + x])/490 + ((2 - Sqrt[2])*Log[2 - Sqrt[2] + x])/(20*(3 + Sqrt[2])) + (51*(8 + 9*Sqrt[2])*Log[2 - Sqrt[2] + x])/1960 + (51*(8 - 9*Sqrt[2])*Log[2 + Sqrt[2] + x])/1960 + ((2 + Sqrt[2])*Log[2 + Sqrt[2] + x])/(20*(3 - Sqrt[2])) - (213*(10 + Sqrt[2])*Log[2 + Sqrt[2] + x])/490 + (117*(100 + 59*Sqrt[2])*Log[2 + Sqrt[2] + x])/392 - (43*(125 + 86*Sqrt[2])*Log[2 + Sqrt[2] + x])/70 + (13*(1152 + 811*Sqrt[2])*Log[2 + Sqrt[2] + x])/196 - ((1244 + 879*Sqrt[2])*Log[2 + Sqrt[2] + x])/49","B",66,16,71,0.2254,1,"{6688, 12, 6742, 740, 800, 632, 31, 822, 1646, 1628, 2418, 2395, 36, 2394, 2393, 2391}"
6454,1,33,0,0.0201258,"\int \frac{-300-750 x-900 \log \left(\frac{x^2}{3}\right)}{x^3} \, dx","Int[(-300 - 750*x - 900*Log[x^2/3])/x^3,x]","\frac{75 (5 x+2)^2}{2 x^2}+\frac{450}{x^2}+\frac{450 \log \left(\frac{x^2}{3}\right)}{x^2}","\frac{150 \left(3 \left(x^2+\log \left(\frac{x^2}{3}\right)\right)+5 x+4\right)}{x^2}",1,"450/x^2 + (75*(2 + 5*x)^2)/(2*x^2) + (450*Log[x^2/3])/x^2","A",4,3,19,0.1579,1,"{14, 37, 2304}"
6455,0,0,0,0.8482744,"\int \frac{375000-6937500 x+52250000 x^2-201000000 x^3+396000000 x^4-320000000 x^5}{-x^5-x^6+\left(-25 x^4+75 x^5+100 x^6\right) \log (1+x)+\left(-250 x^3+1750 x^4-2000 x^5-4000 x^6\right) \log ^2(1+x)+\left(-1250 x^2+13750 x^3-45000 x^4+20000 x^5+80000 x^6\right) \log ^3(1+x)+\left(-3125 x+46875 x^2-250000 x^3+500000 x^4-800000 x^6\right) \log ^4(1+x)+\left(-3125+59375 x-437500 x^2+1500000 x^3-2000000 x^4-800000 x^5+3200000 x^6\right) \log ^5(1+x)} \, dx","Int[(375000 - 6937500*x + 52250000*x^2 - 201000000*x^3 + 396000000*x^4 - 320000000*x^5)/(-x^5 - x^6 + (-25*x^4 + 75*x^5 + 100*x^6)*Log[1 + x] + (-250*x^3 + 1750*x^4 - 2000*x^5 - 4000*x^6)*Log[1 + x]^2 + (-1250*x^2 + 13750*x^3 - 45000*x^4 + 20000*x^5 + 80000*x^6)*Log[1 + x]^3 + (-3125*x + 46875*x^2 - 250000*x^3 + 500000*x^4 - 800000*x^6)*Log[1 + x]^4 + (-3125 + 59375*x - 437500*x^2 + 1500000*x^3 - 2000000*x^4 - 800000*x^5 + 3200000*x^6)*Log[1 + x]^5),x]","\int \frac{375000-6937500 x+52250000 x^2-201000000 x^3+396000000 x^4-320000000 x^5}{-x^5-x^6+\left(-25 x^4+75 x^5+100 x^6\right) \log (1+x)+\left(-250 x^3+1750 x^4-2000 x^5-4000 x^6\right) \log ^2(1+x)+\left(-1250 x^2+13750 x^3-45000 x^4+20000 x^5+80000 x^6\right) \log ^3(1+x)+\left(-3125 x+46875 x^2-250000 x^3+500000 x^4-800000 x^6\right) \log ^4(1+x)+\left(-3125+59375 x-437500 x^2+1500000 x^3-2000000 x^4-800000 x^5+3200000 x^6\right) \log ^5(1+x)} \, dx","\frac{25}{\left(\log (x+1)-\frac{x^2}{5 \left(4 x^2-x\right)}\right)^4}",1,"-976187500*Defer[Int][(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^(-5), x] + 969250000*Defer[Int][x/(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^5, x] - 917000000*Defer[Int][x^2/(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^5, x] + 716000000*Defer[Int][x^3/(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^5, x] - 320000000*Defer[Int][x^4/(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^5, x] + 976562500*Defer[Int][1/((1 + x)*(-x - 5*Log[1 + x] + 20*x*Log[1 + x])^5), x]","F",0,0,0,0,-1,"{}"
6456,1,95,0,0.3689214,"\int \frac{6+39 x+6 x^2+\left(76+62 x+12 x^2\right) \log \left(\frac{2+x}{3}\right)+\log (2 x) \left(2 x+(4+2 x) \log \left(\frac{2+x}{3}\right)\right)}{12+6 x} \, dx","Int[(6 + 39*x + 6*x^2 + (76 + 62*x + 12*x^2)*Log[(2 + x)/3] + Log[2*x]*(2*x + (4 + 2*x)*Log[(2 + x)/3]))/(12 + 6*x),x]","\frac{x}{2}+\frac{1}{36} (6 x+19)^2 \log \left(\frac{x}{3}+\frac{2}{3}\right)+\frac{2}{3} \log \left(\frac{3}{2}\right) \log (x)-\frac{2}{3} \log \left(\frac{x}{2}+1\right) \log (2 x)-\frac{1}{3} (x+2) \log \left(\frac{x+2}{3}\right)+\frac{1}{3} (x+2) \log (2 x) \log \left(\frac{x+2}{3}\right)-\frac{337}{36} \log (x+2)","\frac{x}{2}+\left(x+x \left(x+\frac{1}{3} \log (2 x)+5\right)\right) \log \left(\frac{x+2}{3}\right)",1,"x/2 + ((19 + 6*x)^2*Log[2/3 + x/3])/36 + (2*Log[3/2]*Log[x])/3 - (2*Log[1 + x/2]*Log[2*x])/3 - ((2 + x)*Log[(2 + x)/3])/3 + ((2 + x)*Log[2*x]*Log[(2 + x)/3])/3 - (337*Log[2 + x])/36","B",24,13,60,0.2167,1,"{6742, 2295, 2395, 43, 2389, 2370, 2411, 2351, 2316, 2315, 698, 2317, 2391}"
6457,1,14,0,0.0051601,"\int -\frac{1}{2} e^{5+\frac{1}{2} \left(2-e^5 x\right)} \, dx","Int[-1/2*E^(5 + (2 - E^5*x)/2),x]","e^{\frac{1}{2} \left(2-e^5 x\right)}","e^{1-\frac{e^5 x}{2}}",1,"E^((2 - E^5*x)/2)","A",2,2,20,0.1000,1,"{12, 2203}"
6458,1,38,0,1.9194702,"\int \frac{e^{3 x} \left(3+15 x+12 x^2\right)+e^{2 x} \left(-4-x+14 x^2+8 x^3+e^3 \left(2+10 x+8 x^2\right)\right)+e^{2 x} \left(-2-10 x-8 x^2\right) \log \left(1+5 x+4 x^2\right)}{1+5 x+4 x^2} \, dx","Int[(E^(3*x)*(3 + 15*x + 12*x^2) + E^(2*x)*(-4 - x + 14*x^2 + 8*x^3 + E^3*(2 + 10*x + 8*x^2)) + E^(2*x)*(-2 - 10*x - 8*x^2)*Log[1 + 5*x + 4*x^2])/(1 + 5*x + 4*x^2),x]","-e^{2 x} \log \left(4 x^2+5 x+1\right)+e^{2 x} x+e^{3 x}+e^{2 x+3}","e^{2 x} \left(-\log \left(4 x^2+5 x+1\right)+x+e^x+e^3\right)",1,"E^(3*x) + E^(3 + 2*x) + E^(2*x)*x - E^(2*x)*Log[1 + 5*x + 4*x^2]","A",36,9,92,0.09783,1,"{6728, 2194, 6688, 6742, 2268, 2178, 2270, 2176, 2554}"
6459,1,123,0,0.7598255,"\int \frac{28080-18720 e^8 x+4320 e^{16} x^2+e^x \left(-18720-18720 x+e^8 \left(12480 x+14880 x^2\right)+e^{16} \left(-2880 x^2-2880 x^3\right)\right)+e^{2 x} \left(3120+6240 x+e^8 \left(-2080 x-4960 x^2\right)+e^{16} \left(480 x^2+960 x^3\right)\right)}{169-156 e^8 x+36 e^{16} x^2} \, dx","Int[(28080 - 18720*E^8*x + 4320*E^16*x^2 + E^x*(-18720 - 18720*x + E^8*(12480*x + 14880*x^2) + E^16*(-2880*x^2 - 2880*x^3)) + E^(2*x)*(3120 + 6240*x + E^8*(-2080*x - 4960*x^2) + E^16*(480*x^2 + 960*x^3)))/(169 - 156*E^8*x + 36*E^16*x^2),x]","-80 e^x x+\frac{40}{3} e^{2 x} x+120 x+80 e^x-\frac{20 e^{2 x}}{3}-\frac{2600 e^{x-8}}{3 \left(13-6 e^8 x\right)}+\frac{1300 e^{2 x-8}}{9 \left(13-6 e^8 x\right)}+\frac{1300}{e^8 \left(13-6 e^8 x\right)}-\frac{20}{9} \left(5-3 e^8\right) e^{2 x-8}+\frac{40}{3} \left(5-6 e^8\right) e^{x-8}","\frac{16 \left(e^x-3\right)^2 x^2}{\frac{6 x}{5}-\frac{x}{3-e^8 x}}",1,"80*E^x - (20*E^(2*x))/3 + (40*E^(-8 + x)*(5 - 6*E^8))/3 - (20*E^(-8 + 2*x)*(5 - 3*E^8))/9 + 120*x - 80*E^x*x + (40*E^(2*x)*x)/3 + 1300/(E^8*(13 - 6*E^8*x)) - (2600*E^(-8 + x))/(3*(13 - 6*E^8*x)) + (1300*E^(-8 + 2*x))/(9*(13 - 6*E^8*x))","B",21,8,111,0.07207,1,"{27, 6742, 683, 2199, 2194, 2176, 2177, 2178}"
6460,1,75,0,0.5544999,"\int \frac{-x+(4+x+\log (4)) \log \left(\frac{4+x+\log (4)}{\log (2)}\right)}{(4+x+\log (4)) \log ^2\left(\frac{4+x+\log (4)}{\log (2)}\right)} \, dx","Int[(-x + (4 + x + Log[4])*Log[(4 + x + Log[4])/Log[2]])/((4 + x + Log[4])*Log[(4 + x + Log[4])/Log[2]]^2),x]","\frac{x+4+\log (4)}{\log \left(\frac{x+4+\log (4)}{\log (2)}\right)}-(4+\log (4)) \log \left(\log \left(\frac{x+4+\log (4)}{\log (2)}\right)\right)+2 (2+\log (2)) \log \left(\log \left(\frac{x+4+\log (4)}{\log (2)}\right)\right)-\frac{4+\log (4)}{\log \left(\frac{x+4+\log (4)}{\log (2)}\right)}","\frac{x}{\log \left(\frac{x+4+\log (4)}{\log (2)}\right)}",1,"-((4 + Log[4])/Log[(4 + x + Log[4])/Log[2]]) + (4 + x + Log[4])/Log[(4 + x + Log[4])/Log[2]] + 2*(2 + Log[2])*Log[Log[(4 + x + Log[4])/Log[2]]] - (4 + Log[4])*Log[Log[(4 + x + Log[4])/Log[2]]]","B",22,11,42,0.2619,1,"{6741, 6742, 2411, 12, 2353, 2297, 2298, 2302, 30, 29, 2390}"
6461,1,32,0,0.1093084,"\int \frac{7040+4096 x+810 x^2+67 x^3+2 x^4+e^9 (7+2 x)+e^6 \left(210+81 x+6 x^2\right)+e^3 \left(2104+1020 x+141 x^2+6 x^3\right)}{1000+e^9+300 x+30 x^2+x^3+e^6 (30+3 x)+e^3 \left(300+60 x+3 x^2\right)} \, dx","Int[(7040 + 4096*x + 810*x^2 + 67*x^3 + 2*x^4 + E^9*(7 + 2*x) + E^6*(210 + 81*x + 6*x^2) + E^3*(2104 + 1020*x + 141*x^2 + 6*x^3))/(1000 + E^9 + 300*x + 30*x^2 + x^3 + E^6*(30 + 3*x) + E^3*(300 + 60*x + 3*x^2)),x]","x^2+7 x+\frac{4}{x+e^3+10}-\frac{4 \left(10+e^3\right)}{\left(x+e^3+10\right)^2}","x \left(x+\frac{4}{\left(x+e^3+10\right)^2}+7\right)",1,"7*x + x^2 - (4*(10 + E^3))/(10 + E^3 + x)^2 + 4/(10 + E^3 + x)","B",2,1,104,0.009615,1,"{2074}"
6462,1,16,0,0.0566115,"\int \left(e^3+e^{x+4 e^x x} \left(1+e^x (4+4 x)\right)\right) \, dx","Int[E^3 + E^(x + 4*E^x*x)*(1 + E^x*(4 + 4*x)),x]","e^3 x+e^{4 e^x x+x}","e^3 (x+5)+e^{4 e^x x+x}",1,"E^(x + 4*E^x*x) + E^3*x","A",2,1,26,0.03846,1,"{6706}"
6463,0,0,0,8.2193981,"\int \frac{128 x^2+32 x^3-2 x^5+e^4 \left(-64 x^2-32 x^3+4 x^4-2 x^5\right)+e^{14} \left(32+8 x+e^4 \left(-16-8 x+x^2\right)\right)+e^7 \left(128 x+32 x^2-2 x^4+e^4 \left(-64 x-32 x^2+4 x^3-x^4\right)\right)+\left(-64 x^2-32 x^3+4 x^4-2 x^5+e^{14} \left(-16-8 x+x^2\right)+e^7 \left(-64 x-32 x^2+4 x^3-x^4\right)\right) \log \left(\frac{-32 x-16 x^2+2 x^3-x^4+e^7 \left(-16-8 x+x^2\right)}{e^7 x^2+2 x^3}\right)}{-64 x^2-32 x^3+4 x^4-2 x^5+e^{14} \left(-16-8 x+x^2\right)+e^7 \left(-64 x-32 x^2+4 x^3-x^4\right)} \, dx","Int[(128*x^2 + 32*x^3 - 2*x^5 + E^4*(-64*x^2 - 32*x^3 + 4*x^4 - 2*x^5) + E^14*(32 + 8*x + E^4*(-16 - 8*x + x^2)) + E^7*(128*x + 32*x^2 - 2*x^4 + E^4*(-64*x - 32*x^2 + 4*x^3 - x^4)) + (-64*x^2 - 32*x^3 + 4*x^4 - 2*x^5 + E^14*(-16 - 8*x + x^2) + E^7*(-64*x - 32*x^2 + 4*x^3 - x^4))*Log[(-32*x - 16*x^2 + 2*x^3 - x^4 + E^7*(-16 - 8*x + x^2))/(E^7*x^2 + 2*x^3)])/(-64*x^2 - 32*x^3 + 4*x^4 - 2*x^5 + E^14*(-16 - 8*x + x^2) + E^7*(-64*x - 32*x^2 + 4*x^3 - x^4)),x]","\int \frac{128 x^2+32 x^3-2 x^5+e^4 \left(-64 x^2-32 x^3+4 x^4-2 x^5\right)+e^{14} \left(32+8 x+e^4 \left(-16-8 x+x^2\right)\right)+e^7 \left(128 x+32 x^2-2 x^4+e^4 \left(-64 x-32 x^2+4 x^3-x^4\right)\right)+\left(-64 x^2-32 x^3+4 x^4-2 x^5+e^{14} \left(-16-8 x+x^2\right)+e^7 \left(-64 x-32 x^2+4 x^3-x^4\right)\right) \log \left(\frac{-32 x-16 x^2+2 x^3-x^4+e^7 \left(-16-8 x+x^2\right)}{e^7 x^2+2 x^3}\right)}{-64 x^2-32 x^3+4 x^4-2 x^5+e^{14} \left(-16-8 x+x^2\right)+e^7 \left(-64 x-32 x^2+4 x^3-x^4\right)} \, dx","x \left(\log \left(-\frac{(x+4)^2}{x^2}-\frac{x}{\frac{e^7}{x}+2}+2\right)+e^4\right)",1,"E^4*x - (256*Log[E^7 + 2*x])/E^14 + (32*Log[E^7 + 2*x])/E^7 - E^7*Log[E^7 + 2*x] - (2*(128 - 64*E^4 - 16*E^7 + 16*E^11 + E^18)*Log[E^7 + 2*x])/E^14 + ((256 - 64*E^7 - 4*E^14 - E^21)*Log[E^7 + 2*x])/(2*E^10) + ((1024 - 512*E^4 - 128*E^7 + 128*E^11 + 8*E^18 + 2*E^21 + E^25)*Log[E^7 + 2*x])/(2*E^14) + (64*Log[16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4])/E^14 - (8*Log[16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4])/E^7 - ((64 - 16*E^7 - E^14)*Log[16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4])/(2*E^10) - ((128 - 64*E^4 - 16*E^7 + 16*E^11 + E^18)*Log[16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4])/(2*E^14) + x*Log[-((16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)/(x^2*(E^7 + 2*x)))] + 13*Defer[Int][x^2/(-16*E^7 - 8*(4 + E^7)*x - (16 - E^7)*x^2 + 2*x^3 - x^4), x] + (512*(12 - E^7)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x])/E^14 - (64*(12 - E^7)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x])/E^7 - 4*(4 + E^7)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x] + 4*(4 + 17*E^7)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x] - (4*(768 - 256*E^7 + 4*E^14 + E^21)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x])/E^10 - (8*(1536 - 768*E^4 - 320*E^7 + 256*E^11 + 16*E^14 - 4*E^18 + 4*E^21 + E^25)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x])/E^14 + (4*(1536 - 768*E^4 - 320*E^7 + 256*E^11 + 16*E^14 - 4*E^18 - 8*E^21 + 3*E^25)*Defer[Int][(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4)^(-1), x])/E^14 - (48 - E^7)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x] + (128*(16 + E^7)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14 - (16*(16 + E^7)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^7 + (112 + 23*E^7)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x] - ((1024 - 192*E^7 - E^21)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^10 - (2*(2048 - 1024*E^4 - 128*E^7 + 192*E^11 + 48*E^14 + 8*E^21 + 5*E^25)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14 + ((2048 - 1024*E^4 - 128*E^7 + 192*E^11 + 48*E^14 - 8*E^21 + 9*E^25)*Defer[Int][x/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14 + (16*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^7 + (29 - 2*E^7)*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x] - (128*(1 + E^7)*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14 + ((64 + 48*E^7 - 17*E^14)*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^10 - ((128 - 64*E^4 + 112*E^7 - 48*E^11 - 16*E^14 + 17*E^18 + E^25)*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14 + ((256 - 128*E^4 + 224*E^7 - 96*E^11 - 32*E^14 + 34*E^18 + 2*E^21 + E^25)*Defer[Int][x^2/(16*E^7 + 8*(4 + E^7)*x + (16 - E^7)*x^2 - 2*x^3 + x^4), x])/E^14","F",0,0,0,0,-1,"{}"
6464,0,0,0,25.3990769,"\int \frac{-80 e^2-64 x+e^x \left(8 x^3+4 x^4+e^2 \left(4 x^2+4 x^3\right)\right)+\left(144 e^2+136 x+e^x \left(-6 x^3-4 x^4+e^2 \left(-4 x^2-4 x^3\right)\right)\right) \log \left(e^2+x\right)+\left(-100 e^2-100 x+e^x \left(x^3+x^4+e^2 \left(x^2+x^3\right)\right)\right) \log ^2\left(e^2+x\right)+\left(32 e^2+32 x\right) \log ^3\left(e^2+x\right)+\left(-4 e^2-4 x\right) \log ^4\left(e^2+x\right)}{400 e^2+400 x+e^x \left(40 e^2 x^2+40 x^3\right)+e^{2 x} \left(e^2 x^4+x^5\right)+\left(-640 e^2-640 x+e^x \left(-32 e^2 x^2-32 x^3\right)\right) \log \left(e^2+x\right)+\left(416 e^2+416 x+e^x \left(8 e^2 x^2+8 x^3\right)\right) \log ^2\left(e^2+x\right)+\left(-128 e^2-128 x\right) \log ^3\left(e^2+x\right)+\left(16 e^2+16 x\right) \log ^4\left(e^2+x\right)} \, dx","Int[(-80*E^2 - 64*x + E^x*(8*x^3 + 4*x^4 + E^2*(4*x^2 + 4*x^3)) + (144*E^2 + 136*x + E^x*(-6*x^3 - 4*x^4 + E^2*(-4*x^2 - 4*x^3)))*Log[E^2 + x] + (-100*E^2 - 100*x + E^x*(x^3 + x^4 + E^2*(x^2 + x^3)))*Log[E^2 + x]^2 + (32*E^2 + 32*x)*Log[E^2 + x]^3 + (-4*E^2 - 4*x)*Log[E^2 + x]^4)/(400*E^2 + 400*x + E^x*(40*E^2*x^2 + 40*x^3) + E^(2*x)*(E^2*x^4 + x^5) + (-640*E^2 - 640*x + E^x*(-32*E^2*x^2 - 32*x^3))*Log[E^2 + x] + (416*E^2 + 416*x + E^x*(8*E^2*x^2 + 8*x^3))*Log[E^2 + x]^2 + (-128*E^2 - 128*x)*Log[E^2 + x]^3 + (16*E^2 + 16*x)*Log[E^2 + x]^4),x]","\int \frac{-80 e^2-64 x+e^x \left(8 x^3+4 x^4+e^2 \left(4 x^2+4 x^3\right)\right)+\left(144 e^2+136 x+e^x \left(-6 x^3-4 x^4+e^2 \left(-4 x^2-4 x^3\right)\right)\right) \log \left(e^2+x\right)+\left(-100 e^2-100 x+e^x \left(x^3+x^4+e^2 \left(x^2+x^3\right)\right)\right) \log ^2\left(e^2+x\right)+\left(32 e^2+32 x\right) \log ^3\left(e^2+x\right)+\left(-4 e^2-4 x\right) \log ^4\left(e^2+x\right)}{400 e^2+400 x+e^x \left(40 e^2 x^2+40 x^3\right)+e^{2 x} \left(e^2 x^4+x^5\right)+\left(-640 e^2-640 x+e^x \left(-32 e^2 x^2-32 x^3\right)\right) \log \left(e^2+x\right)+\left(416 e^2+416 x+e^x \left(8 e^2 x^2+8 x^3\right)\right) \log ^2\left(e^2+x\right)+\left(-128 e^2-128 x\right) \log ^3\left(e^2+x\right)+\left(16 e^2+16 x\right) \log ^4\left(e^2+x\right)} \, dx","\frac{x}{\frac{\left(-\frac{4}{x^2}-e^x\right) x^2}{\left(\log \left(x+e^2\right)-2\right)^2}-4}",1,"80*E^2*Defer[Int][(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^(-2), x] - 16*(14 + 5*E^2)*Defer[Int][(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^(-2), x] - 80*Defer[Int][x/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 160*E^2*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 80*E^4*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 16*E^2*(14 + 5*E^2)*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 144*E^2*Defer[Int][Log[E^2 + x]/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 48*(8 + 3*E^2)*Defer[Int][Log[E^2 + x]/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 144*Defer[Int][(x*Log[E^2 + x])/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 288*E^2*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 144*E^4*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 48*E^2*(8 + 3*E^2)*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 100*E^2*Defer[Int][Log[E^2 + x]^2/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 4*(62 + 25*E^2)*Defer[Int][Log[E^2 + x]^2/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 100*Defer[Int][(x*Log[E^2 + x]^2)/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 200*E^2*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 100*E^4*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 4*E^2*(62 + 25*E^2)*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 32*E^2*Defer[Int][Log[E^2 + x]^3/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 8*(9 + 4*E^2)*Defer[Int][Log[E^2 + x]^3/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 32*Defer[Int][(x*Log[E^2 + x]^3)/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] + 64*E^2*Defer[Int][Log[E^2 + x]^3/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 32*E^4*Defer[Int][Log[E^2 + x]^3/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 8*E^2*(9 + 4*E^2)*Defer[Int][Log[E^2 + x]^3/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 4*E^2*Defer[Int][Log[E^2 + x]^4/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 4*(2 + E^2)*Defer[Int][Log[E^2 + x]^4/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 4*Defer[Int][(x*Log[E^2 + x]^4)/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2, x] - 8*E^2*Defer[Int][Log[E^2 + x]^4/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 4*E^4*Defer[Int][Log[E^2 + x]^4/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] + 4*E^2*(2 + E^2)*Defer[Int][Log[E^2 + x]^4/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^2), x] - 4*E^2*Defer[Int][(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^(-1), x] + 4*(2 + E^2)*Defer[Int][(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)^(-1), x] + 4*Defer[Int][x/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] + 4*E^2*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] + 4*E^4*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] - 4*E^2*(2 + E^2)*Defer[Int][1/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] + 4*E^2*Defer[Int][Log[E^2 + x]/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] - 2*(3 + 2*E^2)*Defer[Int][Log[E^2 + x]/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] - 4*Defer[Int][(x*Log[E^2 + x])/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] - 4*E^2*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] - 4*E^4*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] + 2*E^2*(3 + 2*E^2)*Defer[Int][Log[E^2 + x]/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] - E^2*Defer[Int][Log[E^2 + x]^2/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] + (1 + E^2)*Defer[Int][Log[E^2 + x]^2/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] + Defer[Int][(x*Log[E^2 + x]^2)/(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2), x] + E^2*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] + E^4*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x] - E^2*(1 + E^2)*Defer[Int][Log[E^2 + x]^2/((E^2 + x)*(20 + E^x*x^2 - 16*Log[E^2 + x] + 4*Log[E^2 + x]^2)), x]","F",0,0,0,0,-1,"{}"
6465,1,28,0,4.6083021,"\int \frac{\exp \left(\frac{192+96 x^2+12 x^4+e^{2 x^2} \left(12 x^2-4 e^4 x^2\right)+e^4 \left(-64-32 x^2-4 x^4\right)+e^{x^2} \left(96 x+24 x^3+e^4 \left(-32 x-8 x^3\right)\right)}{x^4}\right) \left(-768-192 x^2+e^4 \left(256+64 x^2\right)+e^{2 x^2} \left(-24 x^2+48 x^4+e^4 \left(8 x^2-16 x^4\right)\right)+e^{x^2} \left(-288 x+168 x^3+48 x^5+e^4 \left(96 x-56 x^3-16 x^5\right)\right)\right)}{x^5} \, dx","Int[(E^((192 + 96*x^2 + 12*x^4 + E^(2*x^2)*(12*x^2 - 4*E^4*x^2) + E^4*(-64 - 32*x^2 - 4*x^4) + E^x^2*(96*x + 24*x^3 + E^4*(-32*x - 8*x^3)))/x^4)*(-768 - 192*x^2 + E^4*(256 + 64*x^2) + E^(2*x^2)*(-24*x^2 + 48*x^4 + E^4*(8*x^2 - 16*x^4)) + E^x^2*(-288*x + 168*x^3 + 48*x^5 + E^4*(96*x - 56*x^3 - 16*x^5))))/x^5,x]","e^{\frac{4 \left(3-e^4\right) \left(x^2+e^{x^2} x+4\right)^2}{x^4}}","e^{\frac{4 \left(3-e^4\right) \left(e^{x^2}+x+\frac{4}{x}\right)^2}{x^2}}+5",1,"E^((4*(3 - E^4)*(4 + E^x^2*x + x^2)^2)/x^4)","A",3,3,178,0.01685,1,"{6688, 12, 6706}"
6466,1,182,0,4.2274769,"\int \frac{e^{-\frac{2 \left(-5 e^{e^{x^2}}-5 x+x^2\right)}{e^{e^{x^2}}+x}} \left(2 e^{2 e^{x^2}} \log (x+\log (2))+2 x^2 \log (x+\log (2))+\left(-2 x^3-2 x^2 \log (2)\right) \log ^2(x+\log (2))+e^{e^{x^2}} \left(4 x \log (x+\log (2))+\left(-4 x^2-4 x \log (2)+e^{x^2} \left(4 x^4+4 x^3 \log (2)\right)\right) \log ^2(x+\log (2))\right)\right)}{x^3+x^2 \log (2)+e^{2 e^{x^2}} (x+\log (2))+e^{e^{x^2}} \left(2 x^2+2 x \log (2)\right)} \, dx","Int[(2*E^(2*E^x^2)*Log[x + Log[2]] + 2*x^2*Log[x + Log[2]] + (-2*x^3 - 2*x^2*Log[2])*Log[x + Log[2]]^2 + E^E^x^2*(4*x*Log[x + Log[2]] + (-4*x^2 - 4*x*Log[2] + E^x^2*(4*x^4 + 4*x^3*Log[2]))*Log[x + Log[2]]^2))/(E^((2*(-5*E^E^x^2 - 5*x + x^2))/(E^E^x^2 + x))*(x^3 + x^2*Log[2] + E^(2*E^x^2)*(x + Log[2]) + E^E^x^2*(2*x^2 + 2*x*Log[2]))),x]","-\frac{e^{\frac{2 \left(5 e^{e^{x^2}}+(5-x) x\right)}{e^{e^{x^2}}+x}} x \left(-e^{x^2+e^{x^2}} x^2 (2 x+\log (4))+e^{e^{x^2}} (2 x+\log (4))+x (x+\log (2))\right) \log ^2(x+\log (2))}{\left(e^{e^{x^2}}+x\right)^2 \left(\frac{10 e^{x^2+e^{x^2}} x-2 x+5}{e^{e^{x^2}}+x}-\frac{\left(2 e^{x^2+e^{x^2}} x+1\right) \left(5 e^{e^{x^2}}+(5-x) x\right)}{\left(e^{e^{x^2}}+x\right)^2}\right) (x+\log (2))}","e^{10-\frac{2 x^2}{e^{e^{x^2}}+x}} \log ^2(x+\log (2))-5",1,"-((E^((2*(5*E^E^x^2 + (5 - x)*x))/(E^E^x^2 + x))*x*(x*(x + Log[2]) + E^E^x^2*(2*x + Log[4]) - E^(E^x^2 + x^2)*x^2*(2*x + Log[4]))*Log[x + Log[2]]^2)/((E^E^x^2 + x)^2*((5 - 2*x + 10*E^(E^x^2 + x^2)*x)/(E^E^x^2 + x) - ((1 + 2*E^(E^x^2 + x^2)*x)*(5*E^E^x^2 + (5 - x)*x))/(E^E^x^2 + x)^2)*(x + Log[2])))","B",3,3,180,0.01667,1,"{6688, 12, 2288}"
6467,1,4,0,0.0003584,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","4-\frac{1}{4} \log \left(\frac{x^4}{16}\right)",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
6468,1,43,0,3.0333831,"\int \frac{-15 x+2 e^{2 x} x^3+2 x^5+e^x \left(-10-5 x+4 x^4\right)+\left(5 x+8 x^4+2 x^5+e^{2 x} \left(8 x^2+2 x^3\right)+e^x \left(5+16 x^3+4 x^4\right)\right) \log \left(\frac{5+8 x^3+2 x^4+e^x \left(8 x^2+2 x^3\right)}{2 e^x x^2+2 x^3}\right)}{25 x+40 x^4+10 x^5+e^{2 x} \left(40 x^2+10 x^3\right)+e^x \left(25+80 x^3+20 x^4\right)} \, dx","Int[(-15*x + 2*E^(2*x)*x^3 + 2*x^5 + E^x*(-10 - 5*x + 4*x^4) + (5*x + 8*x^4 + 2*x^5 + E^(2*x)*(8*x^2 + 2*x^3) + E^x*(5 + 16*x^3 + 4*x^4))*Log[(5 + 8*x^3 + 2*x^4 + E^x*(8*x^2 + 2*x^3))/(2*E^x*x^2 + 2*x^3)])/(25*x + 40*x^4 + 10*x^5 + E^(2*x)*(40*x^2 + 10*x^3) + E^x*(25 + 80*x^3 + 20*x^4)),x]","\frac{1}{5} x \log \left(\frac{2 x^4+8 x^3+2 e^x (x+4) x^2+5}{2 x^2 \left(x+e^x\right)}\right)","\frac{1}{5} x \log \left(\frac{5}{2 \left(x+e^x\right) x^2}+x+4\right)",1,"(x*Log[(5 + 8*x^3 + 2*x^4 + 2*E^x*x^2*(4 + x))/(2*x^2*(E^x + x))])/5","A",19,4,176,0.02273,1,"{6742, 6688, 43, 2548}"
6469,0,0,0,1.0487001,"\int \frac{-e^{\frac{e^{e^3}}{3}} x^2+e^x \left(-4+6 x-x^2\right)}{e^x \left(4 x-x^2\right)+e^{\frac{e^{e^3}}{3}} \left(-4 x^2+x^3\right)} \, dx","Int[(-(E^(E^E^3/3)*x^2) + E^x*(-4 + 6*x - x^2))/(E^x*(4*x - x^2) + E^(E^E^3/3)*(-4*x^2 + x^3)),x]","\int \frac{-e^{\frac{e^{e^3}}{3}} x^2+e^x \left(-4+6 x-x^2\right)}{e^x \left(4 x-x^2\right)+e^{\frac{e^{e^3}}{3}} \left(-4 x^2+x^3\right)} \, dx","-\log \left(\frac{x-4}{e^{\frac{e^{e^3}}{3}}-\frac{e^x}{x}}\right)-7",1,"x - Log[4 - x] - Log[x] - E^(E^E^3/3)*Defer[Int][(E^x - E^(E^E^3/3)*x)^(-1), x] - E^(E^E^3/3)*Defer[Int][x/(-E^x + E^(E^E^3/3)*x), x]","F",0,0,0,0,-1,"{}"
6470,0,0,0,1.2326748,"\int \frac{-5+e^4-x+x^2+\left(-5+e^4-x^2\right) \log (x)+(4-e) \log ^2(x)}{25+e^8+10 x-9 x^2-2 x^3+x^4+e^4 \left(-10-2 x+2 x^2\right)+\left(-40+(8-2 e) e^4-8 x+8 x^2+e \left(10+2 x-2 x^2\right)\right) \log (x)+\left(16-8 e+e^2\right) \log ^2(x)} \, dx","Int[(-5 + E^4 - x + x^2 + (-5 + E^4 - x^2)*Log[x] + (4 - E)*Log[x]^2)/(25 + E^8 + 10*x - 9*x^2 - 2*x^3 + x^4 + E^4*(-10 - 2*x + 2*x^2) + (-40 + (8 - 2*E)*E^4 - 8*x + 8*x^2 + E*(10 + 2*x - 2*x^2))*Log[x] + (16 - 8*E + E^2)*Log[x]^2),x]","\int \frac{-5+e^4-x+x^2+\left(-5+e^4-x^2\right) \log (x)+(4-e) \log ^2(x)}{25+e^8+10 x-9 x^2-2 x^3+x^4+e^4 \left(-10-2 x+2 x^2\right)+\left(-40+(8-2 e) e^4-8 x+8 x^2+e \left(10+2 x-2 x^2\right)\right) \log (x)+\left(16-8 e+e^2\right) \log ^2(x)} \, dx","\frac{x^2}{x \left(\frac{x^2-x+e^4-5}{\log (x)}-e+2\right)+2 x}",1,"x/(4 - E) - (5 - E^4)*Defer[Int][(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^(-2), x] + ((1 + E - E^4)*Defer[Int][x/(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^2, x])/(4 - E) - ((5 + E - 2*E^4)*Defer[Int][x^2/(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^2, x])/(4 - E) - (3*Defer[Int][x^3/(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^2, x])/(4 - E) + (2*Defer[Int][x^4/(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^2, x])/(4 - E) - ((5 - E^4)*Defer[Int][(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x])^(-1), x])/(4 - E) + (3*Defer[Int][x^2/(5*(1 - E^4/5) + x - x^2 - 4*(1 - E/4)*Log[x]), x])/(4 - E) + (2*Defer[Int][x/(-5*(1 - E^4/5) - x + x^2 + 4*(1 - E/4)*Log[x]), x])/(4 - E)","F",0,0,0,0,-1,"{}"
6471,1,25,0,0.0686176,"\int \frac{e^{-3-\frac{x}{e^3}} \left(e^3 (1-x)-2 x+x^2-x \log (x)\right)}{x} \, dx","Int[(E^(-3 - x/E^3)*(E^3*(1 - x) - 2*x + x^2 - x*Log[x]))/x,x]","\frac{e^{-\frac{x}{e^3}} \left(-x^2+2 x+x \log (x)\right)}{x}","e^{-\frac{x}{e^3}} (-x+\log (x)+2)",1,"(2*x - x^2 + x*Log[x])/(E^(x/E^3)*x)","A",1,1,35,0.02857,1,"{2288}"
6472,1,42,0,0.1232748,"\int \frac{e^{e^{-4+2 x}} \left(1+8 x+e^{-4+2 x} \left(10-2 x-8 x^2\right)\right)}{25-10 x-39 x^2+8 x^3+16 x^4} \, dx","Int[(E^E^(-4 + 2*x)*(1 + 8*x + E^(-4 + 2*x)*(10 - 2*x - 8*x^2)))/(25 - 10*x - 39*x^2 + 8*x^3 + 16*x^4),x]","\frac{e^{e^{2 x-4}} \left(-4 x^2-x+5\right)}{16 x^4+8 x^3-39 x^2-10 x+25}","\frac{e^{e^{2 x-4}}}{-4 x^2-x+5}",1,"(E^E^(-4 + 2*x)*(5 - x - 4*x^2))/(25 - 10*x - 39*x^2 + 8*x^3 + 16*x^4)","A",1,1,55,0.01818,1,"{2288}"
6473,1,30,0,0.116916,"\int \frac{5 e^{5-x}+\left(5+e^{5-x} (-5-5 x)\right) \log (x)+(5-5 \log (x)) \log (5 x)}{2 x^2} \, dx","Int[(5*E^(5 - x) + (5 + E^(5 - x)*(-5 - 5*x))*Log[x] + (5 - 5*Log[x])*Log[5*x])/(2*x^2),x]","\frac{5 \log (5 x) \log (x)}{2 x}+\frac{5 e^{5-x} \log (x)}{2 x}","\frac{5 \log (x) \left(e^{5-x}+\log (5 x)\right)}{2 x}",1,"(5*E^(5 - x)*Log[x])/(2*x) + (5*Log[x]*Log[5*x])/(2*x)","A",9,6,46,0.1304,1,"{12, 14, 2288, 2304, 2303, 2366}"
6474,1,178,0,18.8217573,"\int \frac{e^{32-x} \left(e^x (2-9 x)+e^4 (-2+x)\right) x}{\left(-3 e^4+3 e^x\right) \left(e^8+e^{2 x}-2 e^{4+x}\right)^4} \, dx","Int[(E^(32 - x)*(E^x*(2 - 9*x) + E^4*(-2 + x))*x)/((-3*E^4 + 3*E^x)*(E^8 + E^(2*x) - 2*E^(4 + x))^4),x]","\frac{1}{3} e^{-x} x^2+\frac{x^2}{3 \left(e^4-e^x\right)}+\frac{e^4 x^2}{3 \left(e^4-e^x\right)^2}+\frac{e^8 x^2}{3 \left(e^4-e^x\right)^3}+\frac{e^{12} x^2}{3 \left(e^4-e^x\right)^4}+\frac{e^{16} x^2}{3 \left(e^4-e^x\right)^5}+\frac{e^{20} x^2}{3 \left(e^4-e^x\right)^6}+\frac{e^{24} x^2}{3 \left(e^4-e^x\right)^7}+\frac{e^{28} x^2}{3 \left(e^4-e^x\right)^8}","\frac{e^{-x} x^2}{3 \left(e^{x-4}-1\right)^8}",1,"x^2/(3*E^x) + (E^28*x^2)/(3*(E^4 - E^x)^8) + (E^24*x^2)/(3*(E^4 - E^x)^7) + (E^20*x^2)/(3*(E^4 - E^x)^6) + (E^16*x^2)/(3*(E^4 - E^x)^5) + (E^12*x^2)/(3*(E^4 - E^x)^4) + (E^8*x^2)/(3*(E^4 - E^x)^3) + (E^4*x^2)/(3*(E^4 - E^x)^2) + x^2/(3*(E^4 - E^x))","B",915,19,57,0.3333,1,"{6688, 12, 6742, 2196, 2176, 2194, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 29, 31, 44, 2531, 6589}"
6475,0,0,0,0.7026221,"\int \frac{49-40 x+36 x^2+40 x^3-14 x^4+e^x \left(31-88 x-36 x^2+24 x^3-2 x^4\right)}{-49 x-40 x^2+12 x^3+8 x^4-2 x^5+e^x \left(49+40 x-12 x^2-8 x^3+2 x^4\right)} \, dx","Int[(49 - 40*x + 36*x^2 + 40*x^3 - 14*x^4 + E^x*(31 - 88*x - 36*x^2 + 24*x^3 - 2*x^4))/(-49*x - 40*x^2 + 12*x^3 + 8*x^4 - 2*x^5 + E^x*(49 + 40*x - 12*x^2 - 8*x^3 + 2*x^4)),x]","\int \frac{49-40 x+36 x^2+40 x^3-14 x^4+e^x \left(31-88 x-36 x^2+24 x^3-2 x^4\right)}{-49 x-40 x^2+12 x^3+8 x^4-2 x^5+e^x \left(49+40 x-12 x^2-8 x^3+2 x^4\right)} \, dx","\log \left(\left(2-4 \left(x^2-2 x-5\right)^2\right)^2\right)-\log \left(x-e^x\right)",1,"-x + 2*Log[71 - 24*(1 - x)^2 + 2*(1 - x)^4] + Defer[Int][(E^x - x)^(-1), x] + Defer[Int][x/(-E^x + x), x]","F",0,0,0,0,-1,"{}"
6476,1,20,0,0.053139,"\int e^{3+16 x-8 e^2 x+e^4 x-x^2} \left(16-8 e^2+e^4-2 x\right) \, dx","Int[E^(3 + 16*x - 8*E^2*x + E^4*x - x^2)*(16 - 8*E^2 + E^4 - 2*x),x]","e^{-x^2+\left(4-e^2\right)^2 x+3}","e^{\left(\left(e^2-4\right)^2-x\right) x+3}+4",1,"E^(3 + (4 - E^2)^2*x - x^2)","A",2,2,37,0.05405,1,"{2244, 2236}"
6477,0,0,0,1.5692144,"\int \frac{2 x \log (x)+\left(-216 x^3+216 x^4-72 x^5+8 x^6\right) \log ^3(x)+(6-2 x+(6-4 x) \log (x)) \log \left(9-6 x+x^2\right)}{\left(-27 x^3+27 x^4-9 x^5+x^6\right) \log ^3(x)} \, dx","Int[(2*x*Log[x] + (-216*x^3 + 216*x^4 - 72*x^5 + 8*x^6)*Log[x]^3 + (6 - 2*x + (6 - 4*x)*Log[x])*Log[9 - 6*x + x^2])/((-27*x^3 + 27*x^4 - 9*x^5 + x^6)*Log[x]^3),x]","\int \frac{2 x \log (x)+\left(-216 x^3+216 x^4-72 x^5+8 x^6\right) \log ^3(x)+(6-2 x+(6-4 x) \log (x)) \log \left(9-6 x+x^2\right)}{\left(-27 x^3+27 x^4-9 x^5+x^6\right) \log ^3(x)} \, dx","\frac{\log \left((x-3)^2\right)}{(x-3)^2 x^2 \log ^2(x)}+8 x",1,"8*x - (2*Defer[Int][Log[(-3 + x)^2]/((-3 + x)^2*Log[x]^3), x])/27 + (2*Defer[Int][Log[(-3 + x)^2]/((-3 + x)*Log[x]^3), x])/27 - (2*Defer[Int][Log[(-3 + x)^2]/(x^3*Log[x]^3), x])/9 - (4*Defer[Int][Log[(-3 + x)^2]/(x^2*Log[x]^3), x])/27 - (2*Defer[Int][Log[(-3 + x)^2]/(x*Log[x]^3), x])/27 + 2*Defer[Int][1/((-3 + x)^3*x^2*Log[x]^2), x] - (2*Defer[Int][Log[(-3 + x)^2]/((-3 + x)^3*Log[x]^2), x])/9 + (2*Defer[Int][Log[(-3 + x)^2]/((-3 + x)^2*Log[x]^2), x])/27 - (2*Defer[Int][Log[(-3 + x)^2]/(x^3*Log[x]^2), x])/9 - (2*Defer[Int][Log[(-3 + x)^2]/(x^2*Log[x]^2), x])/27","F",0,0,0,0,-1,"{}"
6478,0,0,0,1.5163766,"\int \frac{10+20 x-24 x^2-6 e^{2 x} x^2+e^x \left(-5-15 x+19 x^2\right)}{36 x^2+72 x^3+36 x^4+e^x \left(-36 x^2-72 x^3-36 x^4\right)+e^{2 x} \left(9 x^2+18 x^3+9 x^4\right)} \, dx","Int[(10 + 20*x - 24*x^2 - 6*E^(2*x)*x^2 + E^x*(-5 - 15*x + 19*x^2))/(36*x^2 + 72*x^3 + 36*x^4 + E^x*(-36*x^2 - 72*x^3 - 36*x^4) + E^(2*x)*(9*x^2 + 18*x^3 + 9*x^4)),x]","\int \frac{10+20 x-24 x^2-6 e^{2 x} x^2+e^x \left(-5-15 x+19 x^2\right)}{36 x^2+72 x^3+36 x^4+e^x \left(-36 x^2-72 x^3-36 x^4\right)+e^{2 x} \left(9 x^2+18 x^3+9 x^4\right)} \, dx","\frac{-x-\frac{5}{\left(2-e^x\right) x}+5}{3 (3 x+3)}",1,"2/(3*(1 + x)) - (5*Defer[Int][1/((-2 + E^x)*x^2), x])/9 - (10*Defer[Int][1/((-2 + E^x)^2*x), x])/9 - (5*Defer[Int][1/((-2 + E^x)*x), x])/9 + (5*Defer[Int][1/((-2 + E^x)*(1 + x)^2), x])/9 + (10*Defer[Int][1/((-2 + E^x)^2*(1 + x)), x])/9 + (5*Defer[Int][1/((-2 + E^x)*(1 + x)), x])/9","F",0,0,0,0,-1,"{}"
6479,1,15,0,0.0121348,"\int \frac{110 x-25 x^2}{121-110 x+25 x^2} \, dx","Int[(110*x - 25*x^2)/(121 - 110*x + 25*x^2),x]","\frac{121}{5 (11-5 x)}-x","-\frac{x^2}{x-\frac{11}{5}}-e^3+\frac{5}{3}",1,"121/(5*(11 - 5*x)) - x","A",3,2,22,0.09091,1,"{27, 683}"
6480,1,38,0,0.1615708,"\int \frac{100-60 x-140 x^2-70 x^3-14 x^4-x^5+\left(-25+15 x+9 x^2+x^3\right) \log (2)}{-100 x-120 x^2-60 x^3-13 x^4-x^5+\left(25 x+10 x^2+x^3\right) \log (2)} \, dx","Int[(100 - 60*x - 140*x^2 - 70*x^3 - 14*x^4 - x^5 + (-25 + 15*x + 9*x^2 + x^3)*Log[2])/(-100*x - 120*x^2 - 60*x^3 - 13*x^4 - x^5 + (25*x + 10*x^2 + x^3)*Log[2]),x]","\log \left(x^3+8 x^2+x (20-\log (2))+5 (4-\log (2))\right)+x-\log (x)-\log (x+5)","x+\log \left(\frac{-(x+2)^2+x-\frac{x}{x+5}+\log (2)}{x}\right)",1,"x - Log[x] - Log[5 + x] + Log[8*x^2 + x^3 + 5*(4 - Log[2]) + x*(20 - Log[2])]","A",3,2,83,0.02410,1,"{2074, 1587}"
6481,1,11,0,0.0027698,"\int \frac{1}{500} (500+379 \log (2)) \, dx","Int[(500 + 379*Log[2])/500,x]","\frac{1}{500} x (500+379 \log (2))","x+\left(\frac{379 x}{500}-4\right) \log (2)",1,"(x*(500 + 379*Log[2]))/500","A",1,1,10,0.1000,1,"{8}"
6482,1,51,0,0.1249909,"\int \frac{1}{30} e^{\frac{1}{10} \left(2 e^{x/4}-x-10 \log \left(\frac{2}{x}\right)\right)} \left(-40+2 x-e^{x/4} x\right) \, dx","Int[(E^((2*E^(x/4) - x - 10*Log[2/x])/10)*(-40 + 2*x - E^(x/4)*x))/30,x]","-\frac{e^{\frac{1}{10} \left(2 e^{x/4}-x\right)} x \left(2 x-e^{x/4} x\right)}{3 \left(2-e^{x/4}\right)}","\frac{2}{3 \left(1-\frac{x}{x-\frac{2 e^{\frac{1}{5} \left(\frac{x}{2}-e^{x/4}\right)}}{x}}\right)}",1,"-1/3*(E^((2*E^(x/4) - x)/10)*x*(2*x - E^(x/4)*x))/(2 - E^(x/4))","A",4,3,46,0.06522,1,"{12, 2274, 2288}"
6483,0,0,0,0.3641747,"\int \frac{3}{4} e^{e^x-x} \left(16-16 x+16 e^x x+\frac{4}{3} e^{-e^x+x} (20+8 x)\right) \, dx","Int[(3*E^(E^x - x)*(16 - 16*x + 16*E^x*x + (4*E^(-E^x + x)*(20 + 8*x))/3))/4,x]","\int \frac{3}{4} e^{e^x-x} \left(16-16 x+16 e^x x+\frac{4}{3} e^{-e^x+x} (20+8 x)\right) \, dx","4 \left(x \left(x+3 e^{e^x-x}+5\right)+3\right)-5",1,"-12*E^(E^x - x) + (5 + 2*x)^2 + 12*ExpIntegralEi[E^x] + 12*Defer[Int][E^E^x*x, x] - 12*Defer[Int][E^(E^x - x)*x, x]","F",0,0,0,0,-1,"{}"
6484,1,20,0,0.0137349,"\int \frac{-48+8 x^2 \log (16)+x^4 \log ^2(16)}{x^4 \log ^2(16)} \, dx","Int[(-48 + 8*x^2*Log[16] + x^4*Log[16]^2)/(x^4*Log[16]^2),x]","\frac{16}{x^3 \log ^2(16)}+x-\frac{8}{x \log (16)}","\frac{\left(\frac{4}{x \log (16)}-x\right)^2}{x}",1,"x + 16/(x^3*Log[16]^2) - 8/(x*Log[16])","A",3,2,25,0.08000,1,"{12, 14}"
6485,0,0,0,10.3896423,"\int \frac{-x+x^2+\left(x^2-x^3\right) \log (5)+\left(x^2-x^3 \log (5)\right) \log (x)+e^{-e^{e^5 x}+x} (1-x-x \log (x))+\left(e^{-e^{e^5 x}+x} \left(-x+x^2+e^{5+e^5 x} \left(x-x^2\right)\right) \log (x)+\left(x-x^2+\left(-2 x^2+2 x^3\right) \log (5)\right) \log (x)\right) \log ((-1+x) \log (x))}{\left(-x+x^2\right) \log (x) \log ^2((-1+x) \log (x))} \, dx","Int[(-x + x^2 + (x^2 - x^3)*Log[5] + (x^2 - x^3*Log[5])*Log[x] + E^(-E^(E^5*x) + x)*(1 - x - x*Log[x]) + (E^(-E^(E^5*x) + x)*(-x + x^2 + E^(5 + E^5*x)*(x - x^2))*Log[x] + (x - x^2 + (-2*x^2 + 2*x^3)*Log[5])*Log[x])*Log[(-1 + x)*Log[x]])/((-x + x^2)*Log[x]*Log[(-1 + x)*Log[x]]^2),x]","\int \frac{-x+x^2+\left(x^2-x^3\right) \log (5)+\left(x^2-x^3 \log (5)\right) \log (x)+e^{-e^{e^5 x}+x} (1-x-x \log (x))+\left(e^{-e^{e^5 x}+x} \left(-x+x^2+e^{5+e^5 x} \left(x-x^2\right)\right) \log (x)+\left(x-x^2+\left(-2 x^2+2 x^3\right) \log (5)\right) \log (x)\right) \log ((-1+x) \log (x))}{\left(-x+x^2\right) \log (x) \log ^2((-1+x) \log (x))} \, dx","\frac{x^2 \log (5)-x+e^{x-e^{e^5 x}}}{\log ((x-1) \log (x))}",1,"(1 - Log[5])*Defer[Int][Log[(-1 + x)*Log[x]]^(-2), x] + (1 - Log[5])*Defer[Int][1/((-1 + x)*Log[(-1 + x)*Log[x]]^2), x] - Defer[Int][E^(-E^(E^5*x) + x)/((-1 + x)*Log[(-1 + x)*Log[x]]^2), x] - Log[5]*Defer[Int][x/Log[(-1 + x)*Log[x]]^2, x] + Defer[Int][1/(Log[x]*Log[(-1 + x)*Log[x]]^2), x] - Defer[Int][E^(-E^(E^5*x) + x)/(x*Log[x]*Log[(-1 + x)*Log[x]]^2), x] - Log[5]*Defer[Int][x/(Log[x]*Log[(-1 + x)*Log[x]]^2), x] - Defer[Int][Log[(-1 + x)*Log[x]]^(-1), x] + Defer[Int][E^(-E^(E^5*x) + x)/Log[(-1 + x)*Log[x]], x] - Defer[Int][E^(5 - E^(E^5*x) + (1 + E^5)*x)/Log[(-1 + x)*Log[x]], x] + Log[25]*Defer[Int][x/Log[(-1 + x)*Log[x]], x]","F",0,0,0,0,-1,"{}"
6486,1,12,0,0.0030625,"\int \left(2 x-e^2 \log (2)\right) \, dx","Int[2*x - E^2*Log[2],x]","x^2-e^2 x \log (2)","x \left(x-\frac{e^2 (x \log (2)+2+5 \log (3))}{x}\right)",1,"x^2 - E^2*x*Log[2]","A",1,0,11,0,1,"{}"
6487,1,18,0,0.0084867,"\int \left(2 e^{2 x}-96 e^{3 x}+6 e^{6 x}\right) \, dx","Int[2*E^(2*x) - 96*E^(3*x) + 6*E^(6*x),x]","e^{2 x}-32 e^{3 x}+e^{6 x}","\left(16-e^{3 x}\right)^2+e^{2 x}+2",1,"E^(2*x) - 32*E^(3*x) + E^(6*x)","A",4,1,22,0.04545,1,"{2194}"
6488,1,15,0,0.0403611,"\int \frac{-64-16 x+66 x^2+17 x^3}{4 x^2+x^3} \, dx","Int[(-64 - 16*x + 66*x^2 + 17*x^3)/(4*x^2 + x^3),x]","17 x+\frac{16}{x}-2 \log (x+4)","\log \left(\frac{e^{\frac{4 \left(4 x^2+4\right)}{x}}}{(x+4)^2}\right)+x",1,"16/x + 17*x - 2*Log[4 + x]","A",3,2,27,0.07407,1,"{1593, 1620}"
6489,0,0,0,6.667961,"\int \frac{-3 x^2+\exp \left(\exp \left(4+e^2 \left(36+24 x+4 x^2\right)+e^4 \left(81+108 x+54 x^2+12 x^3+x^4\right)\right)\right) \left(-75+\exp \left(4+e^2 \left(36+24 x+4 x^2\right)+e^4 \left(81+108 x+54 x^2+12 x^3+x^4\right)\right) \left(e^2 \left(600 x+200 x^2\right)+e^4 \left(2700 x+2700 x^2+900 x^3+100 x^4\right)\right)\right)}{x^4} \, dx","Int[(-3*x^2 + E^E^(4 + E^2*(36 + 24*x + 4*x^2) + E^4*(81 + 108*x + 54*x^2 + 12*x^3 + x^4))*(-75 + E^(4 + E^2*(36 + 24*x + 4*x^2) + E^4*(81 + 108*x + 54*x^2 + 12*x^3 + x^4))*(E^2*(600*x + 200*x^2) + E^4*(2700*x + 2700*x^2 + 900*x^3 + 100*x^4))))/x^4,x]","\int \frac{-3 x^2+\exp \left(\exp \left(4+e^2 \left(36+24 x+4 x^2\right)+e^4 \left(81+108 x+54 x^2+12 x^3+x^4\right)\right)\right) \left(-75+\exp \left(4+e^2 \left(36+24 x+4 x^2\right)+e^4 \left(81+108 x+54 x^2+12 x^3+x^4\right)\right) \left(e^2 \left(600 x+200 x^2\right)+e^4 \left(2700 x+2700 x^2+900 x^3+100 x^4\right)\right)\right)}{x^4} \, dx","\frac{\frac{25 e^{e^{\left(e^2 (x+3)^2+2\right)^2}}}{x^2}+3}{x}",1,"3/x - 75*Defer[Int][E^E^(2 + 9*E^2 + 6*E^2*x + E^2*x^2)^2/x^4, x] + 300*(2 + 9*E^2)*Defer[Int][E^(6 + E^(2 + E^2*(3 + x)^2)^2 + 4*E^2*(3 + x)^2 + E^4*(3 + x)^4)/x^3, x] + 100*(2 + 27*E^2)*Defer[Int][E^(6 + E^(2 + E^2*(3 + x)^2)^2 + 4*E^2*(3 + x)^2 + E^4*(3 + x)^4)/x^2, x] + 900*Defer[Int][E^(8 + E^(2 + E^2*(3 + x)^2)^2 + 4*E^2*(3 + x)^2 + E^4*(3 + x)^4)/x, x] + 100*Defer[Subst][Defer[Int][E^(8 + E^(2 + E^2*x^2)^2 + 4*E^2*x^2 + E^4*x^4), x], x, 3 + x]","F",0,0,0,0,-1,"{}"
6490,1,41,0,1.411279,"\int \frac{\exp \left(\frac{-3-4 x+\log \left(\frac{x+x^4-2 x^2 \log \left(x^2\right)+\log ^2\left(x^2\right)}{x}\right)}{x}\right) \left(3 x-4 x^2+6 x^4+\left(4-8 x^2\right) \log \left(x^2\right)+2 \log ^2\left(x^2\right)+\left(-x-x^4+2 x^2 \log \left(x^2\right)-\log ^2\left(x^2\right)\right) \log \left(\frac{x+x^4-2 x^2 \log \left(x^2\right)+\log ^2\left(x^2\right)}{x}\right)\right)}{x^3+x^6-2 x^4 \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","Int[(E^((-3 - 4*x + Log[(x + x^4 - 2*x^2*Log[x^2] + Log[x^2]^2)/x])/x)*(3*x - 4*x^2 + 6*x^4 + (4 - 8*x^2)*Log[x^2] + 2*Log[x^2]^2 + (-x - x^4 + 2*x^2*Log[x^2] - Log[x^2]^2)*Log[(x + x^4 - 2*x^2*Log[x^2] + Log[x^2]^2)/x]))/(x^3 + x^6 - 2*x^4*Log[x^2] + x^2*Log[x^2]^2),x]","e^{-\frac{4 x+3}{x}} \left(\frac{x^4+\log ^2\left(x^2\right)-2 x^2 \log \left(x^2\right)+x}{x}\right)^{\frac{1}{x}}","e^{\frac{\log \left(\frac{\left(\log \left(x^2\right)-x^2\right)^2+x}{x}\right)+x-3}{x}-5}",1,"((x + x^4 - 2*x^2*Log[x^2] + Log[x^2]^2)/x)^x^(-1)/E^((3 + 4*x)/x)","A",1,1,151,0.006623,1,"{6706}"
6491,1,21,0,0.0076616,"\int \left(1-2 e^x-2 e^{2+2 x}+4 x\right) \, dx","Int[1 - 2*E^x - 2*E^(2 + 2*x) + 4*x,x]","2 x^2+x-2 e^x-e^{2 x+2}","x-e^{2 x+2}+2 \left(x \left(x-\frac{e^x+4}{x}\right)+3\right)-1",1,"-2*E^x - E^(2 + 2*x) + x + 2*x^2","A",3,1,19,0.05263,1,"{2194}"
6492,1,5,0,0.0011338,"\int \frac{6}{x^2} \, dx","Int[6/x^2,x]","-\frac{6}{x}","\frac{x-4}{x}+\frac{e^9 x+2 x-2}{x}",1,"-6/x","A",2,2,5,0.4000,1,"{12, 30}"
6493,1,34,0,4.8921788,"\int \frac{\exp \left(-\frac{e^2 x}{3 x-e^x x+\log \left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)}\right) \left(-2 e^2+2 e^2 \log (x)-e^{2+x} x^2 \log (x) \log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)-e^2 \log (x) \log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right) \log \left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)\right)}{\left(9 x^2-6 e^x x^2+e^{2 x} x^2\right) \log (x) \log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)+\left(6 x-2 e^x x\right) \log (x) \log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right) \log \left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)+\log (x) \log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right) \log ^2\left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)} \, dx","Int[(-2*E^2 + 2*E^2*Log[x] - E^(2 + x)*x^2*Log[x]*Log[x^2/(Log[2]^2*Log[x]^2)] - E^2*Log[x]*Log[x^2/(Log[2]^2*Log[x]^2)]*Log[Log[x^2/(Log[2]^2*Log[x]^2)]])/(E^((E^2*x)/(3*x - E^x*x + Log[Log[x^2/(Log[2]^2*Log[x]^2)]]))*((9*x^2 - 6*E^x*x^2 + E^(2*x)*x^2)*Log[x]*Log[x^2/(Log[2]^2*Log[x]^2)] + (6*x - 2*E^x*x)*Log[x]*Log[x^2/(Log[2]^2*Log[x]^2)]*Log[Log[x^2/(Log[2]^2*Log[x]^2)]] + Log[x]*Log[x^2/(Log[2]^2*Log[x]^2)]*Log[Log[x^2/(Log[2]^2*Log[x]^2)]]^2)),x]","\exp \left(-\frac{e^2 x}{\log \left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)+\left(3-e^x\right) x}\right)","\exp \left(\frac{e^2 x}{\left(e^x-3\right) x-\log \left(\log \left(\frac{x^2}{\log ^2(2) \log ^2(x)}\right)\right)}\right)",1,"E^(-((E^2*x)/((3 - E^x)*x + Log[Log[x^2/(Log[2]^2*Log[x]^2)]])))","A",2,2,221,0.009050,1,"{6688, 6706}"
6494,0,0,0,4.6907531,"\int \frac{40 x+5 x^2+10 x^5-20 x^3 \log (x)+\left(-60 x^3-5 x^4-10 x^7\right) \log ^2(x)+\left(-20 x+20 x^3 \log ^2(x)\right) \log \left(1-x^2 \log ^2(x)\right)}{-16-8 x-x^2+8 x^4+2 x^5-x^8+\left(16 x^2+8 x^3+x^4-8 x^6-2 x^7+x^{10}\right) \log ^2(x)+\left(16+4 x-4 x^4+\left(-16 x^2-4 x^3+4 x^6\right) \log ^2(x)\right) \log \left(1-x^2 \log ^2(x)\right)+\left(-4+4 x^2 \log ^2(x)\right) \log ^2\left(1-x^2 \log ^2(x)\right)} \, dx","Int[(40*x + 5*x^2 + 10*x^5 - 20*x^3*Log[x] + (-60*x^3 - 5*x^4 - 10*x^7)*Log[x]^2 + (-20*x + 20*x^3*Log[x]^2)*Log[1 - x^2*Log[x]^2])/(-16 - 8*x - x^2 + 8*x^4 + 2*x^5 - x^8 + (16*x^2 + 8*x^3 + x^4 - 8*x^6 - 2*x^7 + x^10)*Log[x]^2 + (16 + 4*x - 4*x^4 + (-16*x^2 - 4*x^3 + 4*x^6)*Log[x]^2)*Log[1 - x^2*Log[x]^2] + (-4 + 4*x^2*Log[x]^2)*Log[1 - x^2*Log[x]^2]^2),x]","\int \frac{40 x+5 x^2+10 x^5-20 x^3 \log (x)+\left(-60 x^3-5 x^4-10 x^7\right) \log ^2(x)+\left(-20 x+20 x^3 \log ^2(x)\right) \log \left(1-x^2 \log ^2(x)\right)}{-16-8 x-x^2+8 x^4+2 x^5-x^8+\left(16 x^2+8 x^3+x^4-8 x^6-2 x^7+x^{10}\right) \log ^2(x)+\left(16+4 x-4 x^4+\left(-16 x^2-4 x^3+4 x^6\right) \log ^2(x)\right) \log \left(1-x^2 \log ^2(x)\right)+\left(-4+4 x^2 \log ^2(x)\right) \log ^2\left(1-x^2 \log ^2(x)\right)} \, dx","\frac{5 x^2}{x^4+2 \log \left(1-x^2 \log ^2(x)\right)-x-4}",1,"-5*Defer[Int][x^2/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] + 20*Defer[Int][x^5/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] - 20*Defer[Int][(x^3*Log[x])/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] - 20*Defer[Int][(x^3*Log[x]^2)/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] + 5*Defer[Int][(x^4*Log[x]^2)/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] - 20*Defer[Int][(x^7*Log[x]^2)/((-1 + x^2*Log[x]^2)*(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2])^2), x] + 10*Defer[Int][x/(-4 - x + x^4 + 2*Log[1 - x^2*Log[x]^2]), x]","F",0,0,0,0,-1,"{}"
6495,0,0,0,0.9059854,"\int \frac{e^{-\frac{48+48 x}{-5+x}} \left(288 e^2+100 x^3+248 x^4+4 x^5+e \left(-100 x-536 x^2-4 x^3\right)\right)}{25-10 x+x^2} \, dx","Int[(288*E^2 + 100*x^3 + 248*x^4 + 4*x^5 + E*(-100*x - 536*x^2 - 4*x^3))/(E^((48 + 48*x)/(-5 + x))*(25 - 10*x + x^2)),x]","\int \frac{e^{-\frac{48+48 x}{-5+x}} \left(288 e^2+100 x^3+248 x^4+4 x^5+e \left(-100 x-536 x^2-4 x^3\right)\right)}{25-10 x+x^2} \, dx","e^{-\frac{48 (x+1)}{x-5}} \left(x^2-e\right)^2",1,"(25 - E)^2*E^(-48 + 288/(5 - x)) - (5760*(25 - E)*ExpIntegralEi[288/(5 - x)])/E^48 + 288*(75 - 2*E)*Defer[Int][E^(-((48 + 48*x)/(-5 + x))), x] + 4*(720 - E)*Defer[Int][x/E^((48 + 48*x)/(-5 + x)), x] + 288*Defer[Int][x^2/E^((48 + 48*x)/(-5 + x)), x] + 4*Defer[Int][x^3/E^((48 + 48*x)/(-5 + x)), x]","F",0,0,0,0,-1,"{}"
6496,1,50,0,0.0681223,"\int \left(-4+e^3+e^{2 x} (-1-2 x)+2 x-3 x^2+e^x \left(4 x+2 x^2\right)\right) \, dx","Int[-4 + E^3 + E^(2*x)*(-1 - 2*x) + 2*x - 3*x^2 + E^x*(4*x + 2*x^2),x]","-x^3+2 e^x x^2+x^2-\left(4-e^3\right) x+\frac{e^{2 x}}{2}-\frac{1}{2} e^{2 x} (2 x+1)","e^3 x-x \left(\left(x-e^x\right)^2-x+4\right)",1,"E^(2*x)/2 - (4 - E^3)*x + x^2 + 2*E^x*x^2 - x^3 - (E^(2*x)*(1 + 2*x))/2","B",11,4,37,0.1081,1,"{2176, 2194, 1593, 2196}"
6497,1,13,0,0.0098609,"\int \left(3+3 e^{x^2} x\right) \, dx","Int[3 + 3*E^x^2*x,x]","\frac{3 e^{x^2}}{2}+3 x","3 \left(\frac{e^{x^2}}{2}+x\right)",1,"(3*E^x^2)/2 + 3*x","A",2,1,10,0.1000,1,"{2209}"
6498,1,107,0,0.7660387,"\int \frac{7 x^2-4 x^3-14 x^4+\left(-3-6 x^2\right) \log (4)+\left(-2 x-7 x^2-3 \log (4)\right) \log \left(\frac{-2 x-7 x^2-3 \log (4)}{3 x}\right)}{2 x^3+7 x^4+3 x^2 \log (4)} \, dx","Int[(7*x^2 - 4*x^3 - 14*x^4 + (-3 - 6*x^2)*Log[4] + (-2*x - 7*x^2 - 3*Log[4])*Log[(-2*x - 7*x^2 - 3*Log[4])/(3*x)])/(2*x^3 + 7*x^4 + 3*x^2*Log[4]),x]","-2 x+\frac{\log \left(-\frac{7 x}{3}-\frac{\log (4)}{x}-\frac{2}{3}\right)}{x}+\frac{\sqrt{7 \log (64)-1} \log (4096) \tan ^{-1}\left(\frac{7 x+1}{\sqrt{7 \log (64)-1}}\right)}{\log ^2(64)}+\frac{\left(\log (4) (6-21 \log (64))-7 \log ^2(64)\right) \tan ^{-1}\left(\frac{7 x+1}{\sqrt{7 \log (64)-1}}\right)}{\log ^2(64) \sqrt{7 \log (64)-1}}","\frac{\log \left(\frac{1}{3} (-x-2)-2 x-\frac{\log (4)}{x}\right)}{x}-2 x",1,"-2*x + (ArcTan[(1 + 7*x)/Sqrt[-1 + 7*Log[64]]]*(Log[4]*(6 - 21*Log[64]) - 7*Log[64]^2))/(Log[64]^2*Sqrt[-1 + 7*Log[64]]) + (ArcTan[(1 + 7*x)/Sqrt[-1 + 7*Log[64]]]*Sqrt[-1 + 7*Log[64]]*Log[4096])/Log[64]^2 + Log[-2/3 - (7*x)/3 - Log[4]/x]/x","B",16,8,82,0.09756,1,"{1594, 6728, 1628, 634, 618, 204, 628, 2525}"
6499,0,0,0,2.2397546,"\int \frac{e^{e^{4 x}} \left(30-6 x+\left(-6+6 x+e^{4 x} \left(-120+144 x-24 x^2\right)\right) \log (-1+x)\right)}{-25+35 x-11 x^2+x^3} \, dx","Int[(E^E^(4*x)*(30 - 6*x + (-6 + 6*x + E^(4*x)*(-120 + 144*x - 24*x^2))*Log[-1 + x]))/(-25 + 35*x - 11*x^2 + x^3),x]","\int \frac{e^{e^{4 x}} \left(30-6 x+\left(-6+6 x+e^{4 x} \left(-120+144 x-24 x^2\right)\right) \log (-1+x)\right)}{-25+35 x-11 x^2+x^3} \, dx","\frac{6 e^{e^{4 x}} \log (x-1)}{5-x}",1,"6*Log[-1 + x]*Defer[Int][E^E^(4*x)/(-5 + x)^2, x] - (3*Defer[Int][E^E^(4*x)/(-5 + x), x])/2 - 24*Log[-1 + x]*Defer[Int][E^(E^(4*x) + 4*x)/(-5 + x), x] + (3*Defer[Int][E^E^(4*x)/(-1 + x), x])/2 - 6*Defer[Int][Defer[Int][E^E^(4*x)/(-5 + x)^2, x]/(-1 + x), x] + 24*Defer[Int][Defer[Int][E^(E^(4*x) + 4*x)/(-5 + x), x]/(-1 + x), x]","F",0,0,0,0,-1,"{}"
6500,1,10,0,0.0030541,"\int \left(3+\log \left(2 x^2\right)\right) \, dx","Int[3 + Log[2*x^2],x]","x \log \left(2 x^2\right)+x","x \log \left(2 x^2\right)+x+8+\log ^2(15)",1,"x + x*Log[2*x^2]","A",2,1,8,0.1250,1,"{2295}"
6501,1,19,0,0.0170919,"\int \frac{12-54 x^2+12 x^2 \log (3 x)}{x} \, dx","Int[(12 - 54*x^2 + 12*x^2*Log[3*x])/x,x]","-30 x^2+6 x^2 \log (3 x)+12 \log (x)","3 \left(x^2+(1-x)^2+2 x+3\right) (\log (3 x)-5)",1,"-30*x^2 + 12*Log[x] + 6*x^2*Log[3*x]","A",5,2,20,0.1000,1,"{14, 2304}"
6502,1,23,0,0.0533348,"\int \frac{-25-25 e^{\frac{6}{e^{20}}}-26 x^2}{25 x+25 e^{\frac{6}{e^{20}}} x-26 x^3} \, dx","Int[(-25 - 25*E^(6/E^20) - 26*x^2)/(25*x + 25*E^(6/E^20)*x - 26*x^3),x]","\log \left(25 \left(1+e^{\frac{6}{e^{20}}}\right)-26 x^2\right)-\log (x)","\log \left(\frac{-\frac{x^2}{25}+e^{\frac{6}{e^{20}}}+1}{x}-x\right)",1,"-Log[x] + Log[25*(1 + E^(6/E^20)) - 26*x^2]","A",5,4,38,0.1053,1,"{6, 1593, 446, 72}"
6503,1,11,0,0.0295534,"\int \frac{27+9 e^x}{89+9 e^x+27 x} \, dx","Int[(27 + 9*E^x)/(89 + 9*E^x + 27*x),x]","\log \left(27 x+9 e^x+89\right)","\log \left(3 x+e^x+\frac{89}{9}\right)+1",1,"Log[89 + 9*E^x + 27*x]","A",1,1,20,0.05000,1,"{6684}"
6504,0,0,0,0.7483769,"\int \frac{e^{-x} \left(-5600+525 x+20500 x^5-750 x^6-12500 x^{10}\right)}{3675-630 x+27 x^2-10500 x^5+900 x^6+7500 x^{10}} \, dx","Int[(-5600 + 525*x + 20500*x^5 - 750*x^6 - 12500*x^10)/(E^x*(3675 - 630*x + 27*x^2 - 10500*x^5 + 900*x^6 + 7500*x^10)),x]","\int \frac{e^{-x} \left(-5600+525 x+20500 x^5-750 x^6-12500 x^{10}\right)}{3675-630 x+27 x^2-10500 x^5+900 x^6+7500 x^{10}} \, dx","\frac{5 e^{-x}}{3-\frac{9 x}{5 \left(7-10 x^5\right)}}",1,"5/(3*E^x) + 875*Defer[Int][1/(E^x*(-35 + 3*x + 50*x^5)^2), x] - 60*Defer[Int][x/(E^x*(-35 + 3*x + 50*x^5)^2), x] + 20*Defer[Int][1/(E^x*(-35 + 3*x + 50*x^5)), x] + 5*Defer[Int][x/(E^x*(-35 + 3*x + 50*x^5)), x]","F",0,0,0,0,-1,"{}"
6505,0,0,0,0.6354066,"\int \frac{-x+30 x^3-6 x^4+\left(10-2 x-30 x^3+6 x^4\right) \log (5-x)+\left(15 x^3-3 x^4\right) \log ^2(5-x)}{\left(-15 x^3+3 x^4\right) \log ^2(5-x)} \, dx","Int[(-x + 30*x^3 - 6*x^4 + (10 - 2*x - 30*x^3 + 6*x^4)*Log[5 - x] + (15*x^3 - 3*x^4)*Log[5 - x]^2)/((-15*x^3 + 3*x^4)*Log[5 - x]^2),x]","\int \frac{-x+30 x^3-6 x^4+\left(10-2 x-30 x^3+6 x^4\right) \log (5-x)+\left(15 x^3-3 x^4\right) \log ^2(5-x)}{\left(-15 x^3+3 x^4\right) \log ^2(5-x)} \, dx","\frac{2 \left(\frac{1}{6 x^2}+x-5\right)}{\log (5-x)}-x",1,"-x + 1/(75*Log[5 - x]) - (2*(5 - x))/Log[5 - x] + Defer[Int][1/(x^2*Log[5 - x]^2), x]/15 + Defer[Int][1/(x*Log[5 - x]^2), x]/75 - (2*Defer[Int][1/(x^3*Log[5 - x]), x])/3","F",0,0,0,0,-1,"{}"
6506,1,9,0,0.003404,"\int 8 e^{8+2 x} \, dx","Int[8*E^(8 + 2*x),x]","4 e^{2 x+8}","4 e^{2 x+8}+5",1,"4*E^(8 + 2*x)","A",2,2,9,0.2222,1,"{12, 2194}"
6507,1,21,0,0.0147829,"\int \frac{e^5+2 x^2+4 x^2 \log (\log (5))}{2 x^2+4 x^2 \log (\log (5))} \, dx","Int[(E^5 + 2*x^2 + 4*x^2*Log[Log[5]])/(2*x^2 + 4*x^2*Log[Log[5]]),x]","x-\frac{e^5}{2 x (1+2 \log (\log (5)))}","x-\frac{e^5}{2 (x+2 x \log (\log (5)))}+5",1,"x - E^5/(2*x*(1 + 2*Log[Log[5]]))","A",5,3,34,0.08824,1,"{6, 12, 14}"
6508,1,16,0,0.052783,"\int \frac{x+2 x^2+e^{\frac{-5+e x}{x}} (5+x)}{x} \, dx","Int[(x + 2*x^2 + E^((-5 + E*x)/x)*(5 + x))/x,x]","x^2+e^{e-\frac{5}{x}} x+x","\log (9)-\left(-x-e^{e-\frac{5}{x}}-1\right) x",1,"x + E^(E - 5/x)*x + x^2","A",3,2,26,0.07692,1,"{14, 2288}"
6509,0,0,0,7.4541052,"\int \frac{-50-120 x-212 x^2-136 x^3-48 x^4-4 x^5+e^3 \left(-50 x-40 x^2-4 x^3\right)+\left(-50 x-40 x^2-4 x^3\right) \log (x)}{25 x^3+45 x^4+49 x^5+24 x^6+4 x^7+e^3 \left(25 x^3+20 x^4+4 x^5\right)+\left(25 x^3+20 x^4+4 x^5\right) \log (x)+\left(50 x^2+80 x^3+84 x^4+34 x^5+4 x^6+e^3 \left(50 x^2+30 x^3+4 x^4\right)+\left(50 x^2+30 x^3+4 x^4\right) \log (x)\right) \log \left(1+e^3+x+x^2+\log (x)\right)+\left(25 x+35 x^2+36 x^3+11 x^4+x^5+e^3 \left(25 x+10 x^2+x^3\right)+\left(25 x+10 x^2+x^3\right) \log (x)\right) \log ^2\left(1+e^3+x+x^2+\log (x)\right)} \, dx","Int[(-50 - 120*x - 212*x^2 - 136*x^3 - 48*x^4 - 4*x^5 + E^3*(-50*x - 40*x^2 - 4*x^3) + (-50*x - 40*x^2 - 4*x^3)*Log[x])/(25*x^3 + 45*x^4 + 49*x^5 + 24*x^6 + 4*x^7 + E^3*(25*x^3 + 20*x^4 + 4*x^5) + (25*x^3 + 20*x^4 + 4*x^5)*Log[x] + (50*x^2 + 80*x^3 + 84*x^4 + 34*x^5 + 4*x^6 + E^3*(50*x^2 + 30*x^3 + 4*x^4) + (50*x^2 + 30*x^3 + 4*x^4)*Log[x])*Log[1 + E^3 + x + x^2 + Log[x]] + (25*x + 35*x^2 + 36*x^3 + 11*x^4 + x^5 + E^3*(25*x + 10*x^2 + x^3) + (25*x + 10*x^2 + x^3)*Log[x])*Log[1 + E^3 + x + x^2 + Log[x]]^2),x]","\int \frac{-50-120 x-212 x^2-136 x^3-48 x^4-4 x^5+e^3 \left(-50 x-40 x^2-4 x^3\right)+\left(-50 x-40 x^2-4 x^3\right) \log (x)}{25 x^3+45 x^4+49 x^5+24 x^6+4 x^7+e^3 \left(25 x^3+20 x^4+4 x^5\right)+\left(25 x^3+20 x^4+4 x^5\right) \log (x)+\left(50 x^2+80 x^3+84 x^4+34 x^5+4 x^6+e^3 \left(50 x^2+30 x^3+4 x^4\right)+\left(50 x^2+30 x^3+4 x^4\right) \log (x)\right) \log \left(1+e^3+x+x^2+\log (x)\right)+\left(25 x+35 x^2+36 x^3+11 x^4+x^5+e^3 \left(25 x+10 x^2+x^3\right)+\left(25 x+10 x^2+x^3\right) \log (x)\right) \log ^2\left(1+e^3+x+x^2+\log (x)\right)} \, dx","\frac{2}{\frac{x^2}{x+5}+\log \left(x^2+x+\log (x)+e^3+1\right)+x}",1,"-10*(12 + 5*E^3)*Defer[Int][1/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 50*Defer[Int][1/(x*(1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 4*(53 + 10*E^3)*Defer[Int][x/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 4*(34 + E^3)*Defer[Int][x^2/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 48*Defer[Int][x^3/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 4*Defer[Int][x^4/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 50*Defer[Int][Log[x]/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 40*Defer[Int][(x*Log[x])/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x] - 4*Defer[Int][(x^2*Log[x])/((1 + E^3 + x + x^2 + Log[x])*(x*(5 + 2*x) + (5 + x)*Log[1 + E^3 + x + x^2 + Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
6510,1,16,0,0.0059258,"\int \left(-2+4 e^2-12 x\right) \, dx","Int[-2 + 4*E^2 - 12*x,x]","-6 x^2-2 \left(1-2 e^2\right) x","2 \left(-3 x+2 e^2-1\right) x",1,"-2*(1 - 2*E^2)*x - 6*x^2","A",1,0,10,0,1,"{}"
6511,0,0,0,4.6260358,"\int \frac{3 e^{3+x} x^4-6 e^{2+2 x} x^4+12 x \log \left(x^2\right)-6 x \log ^2\left(x^2\right)}{144 x^4-24 e^{3+x} x^4+e^{6+2 x} x^4+e^{4+4 x} x^4+e^{2+2 x} \left(24 x^4-2 e^{3+x} x^4\right)+\left(-24 x^2+2 e^{3+x} x^2-2 e^{2+2 x} x^2\right) \log ^2\left(x^2\right)+\log ^4\left(x^2\right)} \, dx","Int[(3*E^(3 + x)*x^4 - 6*E^(2 + 2*x)*x^4 + 12*x*Log[x^2] - 6*x*Log[x^2]^2)/(144*x^4 - 24*E^(3 + x)*x^4 + E^(6 + 2*x)*x^4 + E^(4 + 4*x)*x^4 + E^(2 + 2*x)*(24*x^4 - 2*E^(3 + x)*x^4) + (-24*x^2 + 2*E^(3 + x)*x^2 - 2*E^(2 + 2*x)*x^2)*Log[x^2]^2 + Log[x^2]^4),x]","\int \frac{3 e^{3+x} x^4-6 e^{2+2 x} x^4+12 x \log \left(x^2\right)-6 x \log ^2\left(x^2\right)}{144 x^4-24 e^{3+x} x^4+e^{6+2 x} x^4+e^{4+4 x} x^4+e^{2+2 x} \left(24 x^4-2 e^{3+x} x^4\right)+\left(-24 x^2+2 e^{3+x} x^2-2 e^{2+2 x} x^2\right) \log ^2\left(x^2\right)+\log ^4\left(x^2\right)} \, dx","\frac{3}{-\frac{\log ^2\left(x^2\right)}{x^2}-e^{x+3}+e^{2 x+2}+12}",1,"72*Defer[Int][x^4/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2)^2, x] - 3*Defer[Int][(E^(3 + x)*x^4)/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2)^2, x] + 12*Defer[Int][(x*Log[x^2])/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2)^2, x] - 6*Defer[Int][(x*Log[x^2]^2)/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2)^2, x] - 6*Defer[Int][(x^2*Log[x^2]^2)/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2)^2, x] - 6*Defer[Int][x^2/(12*x^2 - E^(3 + x)*x^2 + E^(2 + 2*x)*x^2 - Log[x^2]^2), x]","F",0,0,0,0,-1,"{}"
6512,0,0,0,17.3756462,"\int \frac{\exp \left(\frac{1}{4} e^{\frac{x^2+2 x \log (4)+\log ^2(4)}{\log ^2\left(\frac{2 x^2}{5}\right)}}+\frac{x^2+2 x \log (4)+\log ^2(4)}{\log ^2\left(\frac{2 x^2}{5}\right)}\right) \left(-6 x^2-12 x \log (4)-6 \log ^2(4)+\left(3 x^2+3 x \log (4)\right) \log \left(\frac{2 x^2}{5}\right)\right)}{2 x \log ^3\left(\frac{2 x^2}{5}\right)} \, dx","Int[(E^(E^((x^2 + 2*x*Log[4] + Log[4]^2)/Log[(2*x^2)/5]^2)/4 + (x^2 + 2*x*Log[4] + Log[4]^2)/Log[(2*x^2)/5]^2)*(-6*x^2 - 12*x*Log[4] - 6*Log[4]^2 + (3*x^2 + 3*x*Log[4])*Log[(2*x^2)/5]))/(2*x*Log[(2*x^2)/5]^3),x]","\int \frac{\exp \left(\frac{1}{4} e^{\frac{x^2+2 x \log (4)+\log ^2(4)}{\log ^2\left(\frac{2 x^2}{5}\right)}}+\frac{x^2+2 x \log (4)+\log ^2(4)}{\log ^2\left(\frac{2 x^2}{5}\right)}\right) \left(-6 x^2-12 x \log (4)-6 \log ^2(4)+\left(3 x^2+3 x \log (4)\right) \log \left(\frac{2 x^2}{5}\right)\right)}{2 x \log ^3\left(\frac{2 x^2}{5}\right)} \, dx","3 e^{\frac{1}{4} e^{\frac{(x+\log (4))^2}{\log ^2\left(\frac{2 x^2}{5}\right)}}}",1,"-6*Log[4]*Defer[Int][E^(E^((x + Log[4])^2/Log[(2*x^2)/5]^2)/4 + (x + Log[4])^2/Log[(2*x^2)/5]^2)/Log[(2*x^2)/5]^3, x] - 3*Log[4]^2*Defer[Int][E^(E^((x + Log[4])^2/Log[(2*x^2)/5]^2)/4 + (x + Log[4])^2/Log[(2*x^2)/5]^2)/(x*Log[(2*x^2)/5]^3), x] - 3*Defer[Int][(E^(E^((x + Log[4])^2/Log[(2*x^2)/5]^2)/4 + (x + Log[4])^2/Log[(2*x^2)/5]^2)*x)/Log[(2*x^2)/5]^3, x] + (3*Log[4]*Defer[Int][E^(E^((x + Log[4])^2/Log[(2*x^2)/5]^2)/4 + (x + Log[4])^2/Log[(2*x^2)/5]^2)/Log[(2*x^2)/5]^2, x])/2 + (3*Defer[Int][(E^(E^((x + Log[4])^2/Log[(2*x^2)/5]^2)/4 + (x + Log[4])^2/Log[(2*x^2)/5]^2)*x)/Log[(2*x^2)/5]^2, x])/2","F",0,0,0,0,-1,"{}"
6513,0,0,0,36.5158246,"\int \frac{\exp \left(\frac{x-e^{2 e^{2 x}} x+16 x^2-x^3+4 x^2 \log (4)}{4+x}\right) \left(4+128 x+4 x^2-2 x^3+e^{2 e^{2 x}} \left(-4+e^{2 x} \left(-16 x-4 x^2\right)\right)+\left(32 x+4 x^2\right) \log (4)\right)}{16+8 x+x^2} \, dx","Int[(E^((x - E^(2*E^(2*x))*x + 16*x^2 - x^3 + 4*x^2*Log[4])/(4 + x))*(4 + 128*x + 4*x^2 - 2*x^3 + E^(2*E^(2*x))*(-4 + E^(2*x)*(-16*x - 4*x^2)) + (32*x + 4*x^2)*Log[4]))/(16 + 8*x + x^2),x]","\int \frac{\exp \left(\frac{x-e^{2 e^{2 x}} x+16 x^2-x^3+4 x^2 \log (4)}{4+x}\right) \left(4+128 x+4 x^2-2 x^3+e^{2 e^{2 x}} \left(-4+e^{2 x} \left(-16 x-4 x^2\right)\right)+\left(32 x+4 x^2\right) \log (4)\right)}{16+8 x+x^2} \, dx","\exp \left(x \left(\frac{-e^{2 e^{2 x}}+4 x (5+\log (4))+1}{x+4}-x\right)\right)",1,"-4*Defer[Int][E^(2*(E^(2*x) + x) + (x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x)), x] + 20*Defer[Int][E^((x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x)), x] + 4*Log[4]*Defer[Int][E^((x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x)), x] - 2*Defer[Int][E^((x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x))*x, x] - 4*Defer[Int][E^(2*E^(2*x) + (x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x))/(4 + x)^2, x] - 316*Defer[Int][E^((x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x))/(4 + x)^2, x] - 64*Log[4]*Defer[Int][E^((x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x))/(4 + x)^2, x] + 16*Defer[Int][E^(2*(E^(2*x) + x) + (x - E^(2*E^(2*x))*x - x^3 + 16*x^2*(1 + Log[2]/2))/(4 + x))/(4 + x), x]","F",0,0,0,0,-1,"{}"
6514,1,24,0,0.8633193,"\int \frac{50-50 x+e^{e^x+3 x} \left(-12 x^2+12 x^3-3 x^4+e^x \left(-4 x^2+4 x^3-x^4\right)\right)}{4 x^2-4 x^3+x^4} \, dx","Int[(50 - 50*x + E^(E^x + 3*x)*(-12*x^2 + 12*x^3 - 3*x^4 + E^x*(-4*x^2 + 4*x^3 - x^4)))/(4*x^2 - 4*x^3 + x^4),x]","-e^{3 x+e^x}-\frac{25}{(2-x) x}","\frac{25}{(x-2) x}-e^{3 x+e^x}",1,"-E^(E^x + 3*x) - 25/((2 - x)*x)","A",15,8,68,0.1176,1,"{1594, 27, 6688, 6742, 2282, 2176, 2194, 74}"
6515,1,16,0,0.0515306,"\int \frac{-e^2 x^2+e^{16+2 x} (-5+10 x)}{e^2 x^2} \, dx","Int[(-(E^2*x^2) + E^(16 + 2*x)*(-5 + 10*x))/(E^2*x^2),x]","\frac{5 e^{2 x+14}}{x}-x","-x+\frac{5 e^{2 x+14}}{x}+5",1,"(5*E^(14 + 2*x))/x - x","A",4,3,29,0.1034,1,"{12, 14, 2197}"
6516,1,18,0,0.0170369,"\int \frac{-10000 e^{2 x} x+\log (2 x)}{5000 x} \, dx","Int[(-10000*E^(2*x)*x + Log[2*x])/(5000*x),x]","\frac{\log ^2(2 x)}{10000}-e^{2 x}","-e^{2 x}+\frac{\log ^2(2 x)}{10000}+2",1,"-E^(2*x) + Log[2*x]^2/10000","A",5,4,20,0.2000,1,"{12, 14, 2194, 2301}"
6517,1,20,0,0.0480316,"\int \frac{-9 e^{\frac{9-3 x}{x}}+x^2-e^{\frac{1}{5} (2+5 x)} x^2}{x^2} \, dx","Int[(-9*E^((9 - 3*x)/x) + x^2 - E^((2 + 5*x)/5)*x^2)/x^2,x]","x+e^{\frac{9}{x}-3}-e^{x+\frac{2}{5}}","x+e^{\frac{9}{x}-3}-e^{x+\frac{2}{5}}-3",1,"E^(-3 + 9/x) - E^(2/5 + x) + x","A",6,3,37,0.08108,1,"{14, 2194, 2209}"
6518,0,0,0,43.0569936,"\int \frac{-5 x^2-20 x^5-15 x^4 \log ^2(3)+e^{\frac{16-8 x+2 x^2}{x^2}} \left(160 x-40 x^2-10 x^3+\left(160-40 x-5 x^2\right) \log ^2(3)\right)}{x^4+2 x^7+x^{10}+\left(2 x^6+2 x^9\right) \log ^2(3)+x^8 \log ^4(3)+e^{\frac{2 \left(16-8 x+2 x^2\right)}{x^2}} \left(x^6+2 x^5 \log ^2(3)+x^4 \log ^4(3)\right)+e^{\frac{16-8 x+2 x^2}{x^2}} \left(2 x^5+2 x^8+\left(2 x^4+4 x^7\right) \log ^2(3)+2 x^6 \log ^4(3)\right)} \, dx","Int[(-5*x^2 - 20*x^5 - 15*x^4*Log[3]^2 + E^((16 - 8*x + 2*x^2)/x^2)*(160*x - 40*x^2 - 10*x^3 + (160 - 40*x - 5*x^2)*Log[3]^2))/(x^4 + 2*x^7 + x^10 + (2*x^6 + 2*x^9)*Log[3]^2 + x^8*Log[3]^4 + E^((2*(16 - 8*x + 2*x^2))/x^2)*(x^6 + 2*x^5*Log[3]^2 + x^4*Log[3]^4) + E^((16 - 8*x + 2*x^2)/x^2)*(2*x^5 + 2*x^8 + (2*x^4 + 4*x^7)*Log[3]^2 + 2*x^6*Log[3]^4)),x]","\int \frac{-5 x^2-20 x^5-15 x^4 \log ^2(3)+e^{\frac{16-8 x+2 x^2}{x^2}} \left(160 x-40 x^2-10 x^3+\left(160-40 x-5 x^2\right) \log ^2(3)\right)}{x^4+2 x^7+x^{10}+\left(2 x^6+2 x^9\right) \log ^2(3)+x^8 \log ^4(3)+e^{\frac{2 \left(16-8 x+2 x^2\right)}{x^2}} \left(x^6+2 x^5 \log ^2(3)+x^4 \log ^4(3)\right)+e^{\frac{16-8 x+2 x^2}{x^2}} \left(2 x^5+2 x^8+\left(2 x^4+4 x^7\right) \log ^2(3)+2 x^6 \log ^4(3)\right)} \, dx","\frac{5}{\left(x^2+e^{\frac{(x-4)^2}{x^2}+1}\right) x \left(x+\log ^2(3)\right)+x}",1,"160*Log[3]^2*Defer[Int][E^((2*(8 + 4*x + x^2))/x^2)/(x^4*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] + 40*(4 - Log[3]^2)*Defer[Int][E^((2*(8 + 4*x + x^2))/x^2)/(x^3*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] - 40*Defer[Int][E^((2*(8 + 4*x + x^2))/x^2)/(x^2*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] - 5*Defer[Int][E^((2*(8 + 4*x + x^2))/x^2)/(x*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] + 10*Log[3]^4*Defer[Int][E^((2*(8 + 4*x + x^2))/x^2)/((1 + x^3 + x^2*Log[3]^2)*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] + 25*Log[3]^2*Defer[Int][(E^((2*(8 + 4*x + x^2))/x^2)*x)/((1 + x^3 + x^2*Log[3]^2)*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] + 15*Defer[Int][(E^((2*(8 + 4*x + x^2))/x^2)*x^2)/((1 + x^3 + x^2*Log[3]^2)*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))^2), x] - 5*Defer[Int][E^(8/x)/(x^2*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))), x] - 10*Log[3]^2*Defer[Int][E^(8/x)/((1 + x^3 + x^2*Log[3]^2)*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))), x] - 15*Defer[Int][(E^(8/x)*x)/((1 + x^3 + x^2*Log[3]^2)*(E^(2 + 16/x^2)*(x + Log[3]^2) + E^(8/x)*(1 + x^3 + x^2*Log[3]^2))), x]","F",0,0,0,0,-1,"{}"
6519,1,30,0,2.9249349,"\int \frac{e^{\frac{4}{x+\log (x)}} (-4-4 x)-2 x^2-x^3+x^4+\left(-4 x-4 x^2+2 x^3+2 x^4\right) \log (x)+\left(-2-5 x+x^2+4 x^3\right) \log ^2(x)+\left(-2+2 x^2\right) \log ^3(x)}{x^3+2 x^2 \log (x)+x \log ^2(x)} \, dx","Int[(E^(4/(x + Log[x]))*(-4 - 4*x) - 2*x^2 - x^3 + x^4 + (-4*x - 4*x^2 + 2*x^3 + 2*x^4)*Log[x] + (-2 - 5*x + x^2 + 4*x^3)*Log[x]^2 + (-2 + 2*x^2)*Log[x]^3)/(x^3 + 2*x^2*Log[x] + x*Log[x]^2),x]","x^2 \log (x)-x-\log ^2(x)+e^{\frac{4}{x+\log (x)}}-2 \log (x)","-\log (x) \left(-x^2+\log (x)+2\right)-x+e^{\frac{4}{x+\log (x)}}+1",1,"E^(4/(x + Log[x])) - x - 2*Log[x] + x^2*Log[x] - Log[x]^2","A",31,7,102,0.06863,1,"{6688, 6742, 6706, 14, 2357, 2301, 2304}"
6520,0,0,0,15.0396814,"\int \frac{-8+4 x^2-8 x^2 \log (x)+\left(-8+4 x^2\right) \log \left(-2+x^2\right)+\left(\left(4 x-2 x^3\right) \log (x)+\left(4 x-2 x^3\right) \log (x) \log \left(-2+x^2\right)\right) \log ^3\left(\frac{1+2 \log \left(-2+x^2\right)+\log ^2\left(-2+x^2\right)}{\log ^2(x)}\right)}{\left(\left(-2 x+x^3\right) \log (x)+\left(-2 x+x^3\right) \log (x) \log \left(-2+x^2\right)\right) \log ^3\left(\frac{1+2 \log \left(-2+x^2\right)+\log ^2\left(-2+x^2\right)}{\log ^2(x)}\right)} \, dx","Int[(-8 + 4*x^2 - 8*x^2*Log[x] + (-8 + 4*x^2)*Log[-2 + x^2] + ((4*x - 2*x^3)*Log[x] + (4*x - 2*x^3)*Log[x]*Log[-2 + x^2])*Log[(1 + 2*Log[-2 + x^2] + Log[-2 + x^2]^2)/Log[x]^2]^3)/(((-2*x + x^3)*Log[x] + (-2*x + x^3)*Log[x]*Log[-2 + x^2])*Log[(1 + 2*Log[-2 + x^2] + Log[-2 + x^2]^2)/Log[x]^2]^3),x]","\int \frac{-8+4 x^2-8 x^2 \log (x)+\left(-8+4 x^2\right) \log \left(-2+x^2\right)+\left(\left(4 x-2 x^3\right) \log (x)+\left(4 x-2 x^3\right) \log (x) \log \left(-2+x^2\right)\right) \log ^3\left(\frac{1+2 \log \left(-2+x^2\right)+\log ^2\left(-2+x^2\right)}{\log ^2(x)}\right)}{\left(\left(-2 x+x^3\right) \log (x)+\left(-2 x+x^3\right) \log (x) \log \left(-2+x^2\right)\right) \log ^3\left(\frac{1+2 \log \left(-2+x^2\right)+\log ^2\left(-2+x^2\right)}{\log ^2(x)}\right)} \, dx","\frac{1}{\log ^2\left(\frac{\left(\log \left(x^2-2\right)+1\right)^2}{\log ^2(x)}\right)}-2 x+13",1,"-2*x + 4*Defer[Int][1/((Sqrt[2] - x)*(1 + Log[-2 + x^2])*Log[(1 + Log[-2 + x^2])^2/Log[x]^2]^3), x] - 4*Defer[Int][1/((Sqrt[2] + x)*(1 + Log[-2 + x^2])*Log[(1 + Log[-2 + x^2])^2/Log[x]^2]^3), x] + 4*Defer[Int][1/(x*Log[x]*(1 + Log[-2 + x^2])*Log[(1 + Log[-2 + x^2])^2/Log[x]^2]^3), x] + 4*Defer[Int][Log[-2 + x^2]/(x*Log[x]*(1 + Log[-2 + x^2])*Log[(1 + Log[-2 + x^2])^2/Log[x]^2]^3), x]","F",0,0,0,0,-1,"{}"
6521,1,143,0,0.264045,"\int \frac{150+e (-6-4 x)+100 x+36 x^2+16 x^3}{5625 x^2+3750 x^3+1525 x^4+600 x^5+136 x^6+24 x^7+4 x^8+e^2 \left(9 x^2+6 x^3+x^4\right)+e \left(-450 x^2-300 x^3-86 x^4-24 x^5-4 x^6\right)} \, dx","Int[(150 + E*(-6 - 4*x) + 100*x + 36*x^2 + 16*x^3)/(5625*x^2 + 3750*x^3 + 1525*x^4 + 600*x^5 + 136*x^6 + 24*x^7 + 4*x^8 + E^2*(9*x^2 + 6*x^3 + x^4) + E*(-450*x^2 - 300*x^3 - 86*x^4 - 24*x^5 - 4*x^6)),x]","\frac{4 (6 x-e+25)}{\left(1075-68 e+e^2\right) \left(2 x^2-e+25\right)}-\frac{2}{3 (25-e) x}+\frac{2}{3 (43-e) (x+3)}-\frac{12 \sqrt{\frac{2}{25-e}} \tan ^{-1}\left(\sqrt{\frac{2}{25-e}} x\right)}{1075-68 e+e^2}+\frac{12 \sqrt{2} \tan ^{-1}\left(\sqrt{\frac{2}{25-e}} x\right)}{(25-e)^{3/2} (43-e)}","-\frac{2}{x^2 (x+3) \left(2 x+\frac{25-e}{x}\right)}",1,"-2/(3*(25 - E)*x) + 2/(3*(43 - E)*(3 + x)) + (4*(25 - E + 6*x))/((1075 - 68*E + E^2)*(25 - E + 2*x^2)) + (12*Sqrt[2]*ArcTan[Sqrt[2/(25 - E)]*x])/((25 - E)^(3/2)*(43 - E)) - (12*Sqrt[2/(25 - E)]*ArcTan[Sqrt[2/(25 - E)]*x])/(1075 - 68*E + E^2)","C",5,3,107,0.02804,1,"{2074, 639, 204}"
6522,1,150,0,0.9051019,"\int \frac{1}{625} e^{-2 x} \left(-920-200 e^2+258 x+1250 e^{2 x} x-18 x^2+e (-860+120 x)+e^x \left(1000+e (500-500 x)-1300 x+150 x^2\right)\right) \, dx","Int[(-920 - 200*E^2 + 258*x + 1250*E^(2*x)*x - 18*x^2 + E*(-860 + 120*x) + E^x*(1000 + E*(500 - 500*x) - 1300*x + 150*x^2))/(625*E^(2*x)),x]","\frac{9}{625} e^{-2 x} x^2-\frac{6}{25} e^{-x} x^2+x^2-\frac{24}{125} e^{-2 x} x-\frac{12 e^{-x} x}{25}+\frac{4}{25} (13+5 e) e^{-x} x-\frac{6}{125} e^{1-2 x}-\frac{12 e^{-2 x}}{125}-\frac{12 e^{-x}}{25}+\frac{2}{125} e^{1-2 x} (43-6 x)+\frac{4}{125} \left(23+5 e^2\right) e^{-2 x}+\frac{4}{25} (13+5 e) e^{-x}-\frac{4}{5} (2+e) e^{-x}","\left(x-\frac{2}{5} e^{-x} \left(\frac{3 x}{10}-e-2\right)\right)^2",1,"(-6*E^(1 - 2*x))/125 - 12/(125*E^(2*x)) - 12/(25*E^x) - (4*(2 + E))/(5*E^x) + (4*(13 + 5*E))/(25*E^x) + (4*(23 + 5*E^2))/(125*E^(2*x)) + (2*E^(1 - 2*x)*(43 - 6*x))/125 - (24*x)/(125*E^(2*x)) - (12*x)/(25*E^x) + (4*(13 + 5*E)*x)/(25*E^x) + x^2 + (9*x^2)/(625*E^(2*x)) - (6*x^2)/(25*E^x)","B",20,6,60,0.1000,1,"{12, 6741, 6742, 2194, 2176, 2196}"
6523,1,2,0,0.0002588,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (-x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
6524,1,145,0,0.9026927,"\int \frac{-4+16 x-24 x^2+16 x^3-4 x^4+\left(24-80 x+96 x^2-48 x^3+8 x^4\right) \log (-3+x)}{(-3+x) \log ^3(-3+x)} \, dx","Int[(-4 + 16*x - 24*x^2 + 16*x^3 - 4*x^4 + (24 - 80*x + 96*x^2 - 48*x^3 + 8*x^4)*Log[-3 + x])/((-3 + x)*Log[-3 + x]^3),x]","\frac{2 (3-x)^4}{\log ^2(x-3)}-\frac{16 (3-x)^3}{\log ^2(x-3)}+\frac{48 (3-x)^2}{\log ^2(x-3)}-\frac{64 (3-x)}{\log ^2(x-3)}+\frac{32}{\log ^2(x-3)}+\frac{8 (3-x)^4}{\log (x-3)}-\frac{48 (3-x)^3}{\log (x-3)}+\frac{96 (3-x)^2}{\log (x-3)}-\frac{8 (1-x)^3 (3-x)}{\log (x-3)}-\frac{64 (3-x)}{\log (x-3)}","\frac{2 (1-x)^4}{\log ^2(x-3)}",1,"32/Log[-3 + x]^2 - (64*(3 - x))/Log[-3 + x]^2 + (48*(3 - x)^2)/Log[-3 + x]^2 - (16*(3 - x)^3)/Log[-3 + x]^2 + (2*(3 - x)^4)/Log[-3 + x]^2 - (64*(3 - x))/Log[-3 + x] - (8*(1 - x)^3*(3 - x))/Log[-3 + x] + (96*(3 - x)^2)/Log[-3 + x] - (48*(3 - x)^3)/Log[-3 + x] + (8*(3 - x)^4)/Log[-3 + x]","B",48,16,57,0.2807,1,"{6688, 12, 6742, 2411, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2400, 2399, 2389, 2390}"
6525,1,29,0,0.3785717,"\int \frac{1}{135} e^{\frac{1}{27} \left(-54+27 e^{e^{\frac{5+x}{5}} x}+324 x+x^4\right)} \left(1620+20 x^3+e^{e^{\frac{5+x}{5}} x+\frac{5+x}{5}} (135+27 x)\right) \, dx","Int[(E^((-54 + 27*E^(E^((5 + x)/5)*x) + 324*x + x^4)/27)*(1620 + 20*x^3 + E^(E^((5 + x)/5)*x + (5 + x)/5)*(135 + 27*x)))/135,x]","e^{\frac{1}{27} \left(x^4+324 x+27 e^{e^{\frac{x+5}{5}} x}-54\right)}","e^{3 x \left(\frac{x^3}{81}+4\right)+e^{e^{\frac{x}{5}+1} x}-2}",1,"E^((-54 + 27*E^(E^((5 + x)/5)*x) + 324*x + x^4)/27)","A",2,2,67,0.02985,1,"{12, 6706}"
6526,0,0,0,0.4420456,"\int \frac{10 x+x^2+e^x \left(-76-17 x-x^2\right)}{475+190 x+24 x^2+x^3+e^x \left(95+19 x+x^2\right)} \, dx","Int[(10*x + x^2 + E^x*(-76 - 17*x - x^2))/(475 + 190*x + 24*x^2 + x^3 + E^x*(95 + 19*x + x^2)),x]","\int \frac{10 x+x^2+e^x \left(-76-17 x-x^2\right)}{475+190 x+24 x^2+x^3+e^x \left(95+19 x+x^2\right)} \, dx","-\log \left(x+e^x+5\right)+\log \left(4 \left((x+10)^2-x-5\right)\right)-4",1,"-x + Log[95 + 19*x + x^2] + 4*Defer[Int][(5 + E^x + x)^(-1), x] + Defer[Int][x/(5 + E^x + x), x]","F",0,0,0,0,-1,"{}"
6527,1,35,0,1.5502535,"\int \frac{e^{-1-6 x-x^2} \left(-1+\left(1+x-6 x^2-2 x^3\right) \log (x)+\left(-6 x-2 x^2\right) \log (x) \log \left(\frac{x}{\log (x)}\right)\right)}{x \log (x)} \, dx","Int[(E^(-1 - 6*x - x^2)*(-1 + (1 + x - 6*x^2 - 2*x^3)*Log[x] + (-6*x - 2*x^2)*Log[x]*Log[x/Log[x]]))/(x*Log[x]),x]","e^{-x^2-6 x-1} x+e^{-x^2-6 x-1} \log \left(\frac{x}{\log (x)}\right)","e^{-(x+1)^2-4 x} \left(x+\log \left(\frac{x}{\log (x)}\right)\right)",1,"E^(-1 - 6*x - x^2)*x + E^(-1 - 6*x - x^2)*Log[x/Log[x]]","A",21,8,57,0.1404,1,"{6742, 2234, 2205, 2240, 2241, 2236, 2555, 12}"
6528,0,0,0,2.1974568,"\int \frac{e^x \left(e^{7-x} (-1-2 x)+e^4 \left(2+2 x+x^2\right)\right)}{16+4 e^{6-2 x}+e^{3-x} (-16-8 x)+16 x+4 x^2} \, dx","Int[(E^x*(E^(7 - x)*(-1 - 2*x) + E^4*(2 + 2*x + x^2)))/(16 + 4*E^(6 - 2*x) + E^(3 - x)*(-16 - 8*x) + 16*x + 4*x^2),x]","\int \frac{e^x \left(e^{7-x} (-1-2 x)+e^4 \left(2+2 x+x^2\right)\right)}{16+4 e^{6-2 x}+e^{3-x} (-16-8 x)+16 x+4 x^2} \, dx","\frac{1}{4} e^4 \left(\frac{e^x x}{x-e^{3-x}+2}+5\right)-e^3",1,"E^(1 + 2*x)/8 - (E^(1 + 2*x)*(1 + 2*x))/8 - (3*Defer[Int][(E^(4 + 3*x)*x)/(-E^3 + 2*E^x + E^x*x)^2, x])/4 - Defer[Int][(E^(4 + 3*x)*x^2)/(-E^3 + 2*E^x + E^x*x)^2, x]/4 + Defer[Int][E^(1 + 3*x)/(-E^3 + 2*E^x + E^x*x), x]/2 + (5*Defer[Int][(E^(1 + 3*x)*x)/(-E^3 + 2*E^x + E^x*x), x])/4 + Defer[Int][(E^(1 + 3*x)*x^2)/(-E^3 + 2*E^x + E^x*x), x]/2","F",0,0,0,0,-1,"{}"
6529,1,18,0,0.0686512,"\int \frac{\log (2)-\log (2) \log (x)+(1-\log (2)) \log ^2(x)}{\log ^2(x)} \, dx","Int[(Log[2] - Log[2]*Log[x] + (1 - Log[2])*Log[x]^2)/Log[x]^2,x]","x (1-\log (2))-\frac{x \log (2)}{\log (x)}","x+\frac{x \log (2) (-\log (x)-1)}{\log (x)}",1,"x*(1 - Log[2]) - (x*Log[2])/Log[x]","A",5,3,25,0.1200,1,"{6742, 2297, 2298}"
6530,1,99,0,0.335542,"\int \frac{e^{-\frac{e^x}{\log (-9+x)}} \left(e^x x+e^x \left(9 x-x^2\right) \log (-9+x)+(9-x) \log ^2(-9+x)\right)}{\left(-45 x^2+5 x^3+e \left(-9 x^2+x^3\right)\right) \log ^2(-9+x)} \, dx","Int[(E^x*x + E^x*(9*x - x^2)*Log[-9 + x] + (9 - x)*Log[-9 + x]^2)/(E^(E^x/Log[-9 + x])*(-45*x^2 + 5*x^3 + E*(-9*x^2 + x^3))*Log[-9 + x]^2),x]","\frac{e^{-\frac{e^x}{\log (x-9)}} \left(e^x \left(9 x-x^2\right) \log (x-9)+e^x x\right)}{\left(-5 x^3+45 x^2+e \left(9 x^2-x^3\right)\right) \left(\frac{e^x}{(9-x) \log ^2(x-9)}+\frac{e^x}{\log (x-9)}\right) \log ^2(x-9)}","\frac{5 x+e^{-\frac{e^x}{\log (x-9)}}}{(5+e) x}",1,"(E^x*x + E^x*(9*x - x^2)*Log[-9 + x])/(E^(E^x/Log[-9 + x])*(45*x^2 - 5*x^3 + E*(9*x^2 - x^3))*(E^x/((9 - x)*Log[-9 + x]^2) + E^x/Log[-9 + x])*Log[-9 + x]^2)","B",1,1,79,0.01266,1,"{2288}"
6531,0,0,0,1.5914872,"\int \frac{-84 x-10 x^2+2 e^6 x^2+6 x^3+6 x^4+2 x^5+e^4 \left(16 x+10 x^2+6 x^3\right)+e^2 \left(14+46 x+30 x^2+16 x^3+6 x^4\right)+\left(-26 x+2 e^4 x-2 x^2+e^2 \left(2+6 x+2 x^2\right)\right) \log \left(25 e^x x\right)-2 x \log ^2\left(25 e^x x\right)}{e^6 x+3 e^4 x^2+3 e^2 x^3+x^4} \, dx","Int[(-84*x - 10*x^2 + 2*E^6*x^2 + 6*x^3 + 6*x^4 + 2*x^5 + E^4*(16*x + 10*x^2 + 6*x^3) + E^2*(14 + 46*x + 30*x^2 + 16*x^3 + 6*x^4) + (-26*x + 2*E^4*x - 2*x^2 + E^2*(2 + 6*x + 2*x^2))*Log[25*E^x*x] - 2*x*Log[25*E^x*x]^2)/(E^6*x + 3*E^4*x^2 + 3*E^2*x^3 + x^4),x]","\int \frac{-84 x-10 x^2+2 e^6 x^2+6 x^3+6 x^4+2 x^5+e^4 \left(16 x+10 x^2+6 x^3\right)+e^2 \left(14+46 x+30 x^2+16 x^3+6 x^4\right)+\left(-26 x+2 e^4 x-2 x^2+e^2 \left(2+6 x+2 x^2\right)\right) \log \left(25 e^x x\right)-2 x \log ^2\left(25 e^x x\right)}{e^6 x+3 e^4 x^2+3 e^2 x^3+x^4} \, dx","\left(x+\frac{2 x+\log \left(25 e^x x\right)+7}{x+e^2}\right)^2",1,"6*x + x^2 + 42/(E^2 + x)^2 - (3*E^4)/(E^2 + x)^2 + (3*E^6)/(E^2 + x)^2 - E^8/(E^2 + x)^2 - (E^4*(8 - 5*E^2 + 3*E^4))/(E^2 + x)^2 + (7 - 23*E^2 + 15*E^4 - 8*E^6 + 3*E^8)/(E^2 + x)^2 - ((5 - E^6)*x^2)/(E^2*(E^2 + x)^2) + (12*E^2)/(E^2 + x) - (18*E^4)/(E^2 + x) + (8*E^6)/(E^2 + x) - (2*E^4*(5 - 6*E^2))/(E^2 + x) + (2*(1 - E^(-2))*(7 - 2*E^2))/(E^2 + x) + (2*(7 - 15*E^4 + 16*E^6 - 9*E^8))/(E^2*(E^2 + x)) + (14*Log[x])/E^4 - (2*(7 - 2*E^2)*Log[x])/E^4 - (2*(1 + E^2 - E^4)*Log[x])/E^4 + (2*(7 - 2*E^2)*Log[25*E^x*x])/(E^2 + x)^2 + (2*(1 + E^2 - E^4)*Log[25*E^x*x])/(E^2*(E^2 + x)) + 6*Log[E^2 + x] - 18*E^2*Log[E^2 + x] + 18*E^4*Log[E^2 + x] + (2*(7 - 2*E^2)*Log[E^2 + x])/E^4 + (2*(1 - 2*E^4 + E^6)*Log[E^2 + x])/E^4 - (2*(7 - 8*E^6 + 9*E^8)*Log[E^2 + x])/E^4 + (2*Defer[Int][Log[25*E^x*x]/x, x])/E^4 - (2*Defer[Int][Log[25*E^x*x]/(E^2 + x), x])/E^4 - 2*Defer[Int][Log[25*E^x*x]^2/(E^2 + x)^3, x]","F",0,0,0,0,-1,"{}"
6532,0,0,0,1.1805196,"\int \frac{-27-24 x+e^{x^2} \left(-93-126 x+122 x^2+144 x^3+32 x^4\right)}{9-54 x+57 x^2+72 x^3+16 x^4} \, dx","Int[(-27 - 24*x + E^x^2*(-93 - 126*x + 122*x^2 + 144*x^3 + 32*x^4))/(9 - 54*x + 57*x^2 + 72*x^3 + 16*x^4),x]","\int \frac{-27-24 x+e^{x^2} \left(-93-126 x+122 x^2+144 x^3+32 x^4\right)}{9-54 x+57 x^2+72 x^3+16 x^4} \, dx","\frac{e^{x^2}+x}{x-\frac{3}{4 x+9}}",1,"(280*E^x^2)/(43*(9 - Sqrt[129] + 8*x)) - (12*(9 - Sqrt[129])*E^x^2)/(43*(9 - Sqrt[129] + 8*x)) + (280*E^x^2)/(43*(9 + Sqrt[129] + 8*x)) - (12*(9 + Sqrt[129])*E^x^2)/(43*(9 + Sqrt[129] + 8*x)) - 3/(3 - 9*x - 4*x^2) - (27*Sqrt[Pi]*Erfi[x])/43 + (3*(9 - Sqrt[129])*Sqrt[Pi]*Erfi[x])/86 + (3*(9 + Sqrt[129])*Sqrt[Pi]*Erfi[x])/86 - 16*Sqrt[3/43]*Defer[Int][E^x^2/(-9 + Sqrt[129] - 8*x), x] - (70*(9 - Sqrt[129])*Defer[Int][E^x^2/(-9 + Sqrt[129] - 8*x), x])/43 + (3*(9 - Sqrt[129])^2*Defer[Int][E^x^2/(-9 + Sqrt[129] - 8*x), x])/43 - 16*Sqrt[3/43]*Defer[Int][E^x^2/(9 + Sqrt[129] + 8*x), x] + (70*(9 + Sqrt[129])*Defer[Int][E^x^2/(9 + Sqrt[129] + 8*x), x])/43 - (3*(9 + Sqrt[129])^2*Defer[Int][E^x^2/(9 + Sqrt[129] + 8*x), x])/43","F",0,0,0,0,-1,"{}"
6533,-1,0,0,180.0004541,"\int \frac{-384 x+96 x^2-12 x^3+e^{\frac{1}{4} \left(4 x+e^{-5+x} x-x^2\right)} \left(-48 x^2+60 x^3-36 x^4+6 x^5+e^{-5+x} \left(12 x^3+9 x^4-3 x^5\right)\right)+\left(-48 x^2+12 x^3\right) \log (-4+x)}{-256+64 x+e^{\frac{1}{2} \left(4 x+e^{-5+x} x-x^2\right)} \left(-16 x^2+4 x^3\right)+\left(-128 x+32 x^2\right) \log (-4+x)+\left(-16 x^2+4 x^3\right) \log ^2(-4+x)+e^{\frac{1}{4} \left(4 x+e^{-5+x} x-x^2\right)} \left(-128 x+32 x^2+\left(-32 x^2+8 x^3\right) \log (-4+x)\right)} \, dx","Int[(-384*x + 96*x^2 - 12*x^3 + E^((4*x + E^(-5 + x)*x - x^2)/4)*(-48*x^2 + 60*x^3 - 36*x^4 + 6*x^5 + E^(-5 + x)*(12*x^3 + 9*x^4 - 3*x^5)) + (-48*x^2 + 12*x^3)*Log[-4 + x])/(-256 + 64*x + E^((4*x + E^(-5 + x)*x - x^2)/2)*(-16*x^2 + 4*x^3) + (-128*x + 32*x^2)*Log[-4 + x] + (-16*x^2 + 4*x^3)*Log[-4 + x]^2 + E^((4*x + E^(-5 + x)*x - x^2)/4)*(-128*x + 32*x^2 + (-32*x^2 + 8*x^3)*Log[-4 + x])),x]","\text{\$Aborted}","\frac{3 x}{e^{\frac{1}{4} \left(-x+e^{x-5}+4\right) x}+\frac{4}{x}+\log (x-4)}-1",1,"$Aborted","F",0,0,0,0,-1,"{}"
6534,1,24,0,0.0248256,"\int \frac{e^4+16 x^4+e^2 \left(8 x+8 x^2\right)}{3 e^4+24 e^2 x^2+48 x^4} \, dx","Int[(E^4 + 16*x^4 + E^2*(8*x + 8*x^2))/(3*E^4 + 24*E^2*x^2 + 48*x^4),x]","\frac{x}{3}-\frac{e^2}{3 \left(4 x^2+e^2\right)}","-x+\frac{1}{3} \left(\frac{x}{x+\frac{e^2}{4 x}}+4 x\right)-7",1,"x/3 - E^2/(3*(E^2 + 4*x^2))","A",4,4,44,0.09091,1,"{28, 1814, 21, 8}"
6535,0,0,0,2.0705898,"\int \frac{e^4 (90-18 x)+450 x-180 x^2+18 x^3+(-90+18 x) \log (2)+\left(e^4 \left(18 x+60 x^2-12 x^3\right)+\left(-18 x-60 x^2+12 x^3\right) \log (2)\right) \log (x)+\left(e^8 \left(-6 x+2 x^3\right)+e^4 \left(12 x-4 x^3\right) \log (2)+\left(-6 x+2 x^3\right) \log ^2(2)\right) \log ^2(x)}{225 x-90 x^2+9 x^3+\left(e^4 \left(30 x^2-6 x^3\right)+\left(-30 x^2+6 x^3\right) \log (2)\right) \log (x)+\left(e^8 x^3-2 e^4 x^3 \log (2)+x^3 \log ^2(2)\right) \log ^2(x)} \, dx","Int[(E^4*(90 - 18*x) + 450*x - 180*x^2 + 18*x^3 + (-90 + 18*x)*Log[2] + (E^4*(18*x + 60*x^2 - 12*x^3) + (-18*x - 60*x^2 + 12*x^3)*Log[2])*Log[x] + (E^8*(-6*x + 2*x^3) + E^4*(12*x - 4*x^3)*Log[2] + (-6*x + 2*x^3)*Log[2]^2)*Log[x]^2)/(225*x - 90*x^2 + 9*x^3 + (E^4*(30*x^2 - 6*x^3) + (-30*x^2 + 6*x^3)*Log[2])*Log[x] + (E^8*x^3 - 2*E^4*x^3*Log[2] + x^3*Log[2]^2)*Log[x]^2),x]","\int \frac{e^4 (90-18 x)+450 x-180 x^2+18 x^3+(-90+18 x) \log (2)+\left(e^4 \left(18 x+60 x^2-12 x^3\right)+\left(-18 x-60 x^2+12 x^3\right) \log (2)\right) \log (x)+\left(e^8 \left(-6 x+2 x^3\right)+e^4 \left(12 x-4 x^3\right) \log (2)+\left(-6 x+2 x^3\right) \log ^2(2)\right) \log ^2(x)}{225 x-90 x^2+9 x^3+\left(e^4 \left(30 x^2-6 x^3\right)+\left(-30 x^2+6 x^3\right) \log (2)\right) \log (x)+\left(e^8 x^3-2 e^4 x^3 \log (2)+x^3 \log ^2(2)\right) \log ^2(x)} \, dx","2 x+\frac{6}{x+\frac{3 (5-x)}{\left(e^4-\log (2)\right) \log (x)}}",1,"6/x + 2*x + 18*Defer[Int][1/(x*(-15 + 3*x - E^4*x*(1 - Log[2]/E^4)*Log[x])), x] - 18*(E^4 - Log[2])*Defer[Int][(15 - 3*x + E^4*x*(1 - Log[2]/E^4)*Log[x])^(-2), x] - 1350*Defer[Int][1/(x^2*(15 - 3*x + E^4*x*(1 - Log[2]/E^4)*Log[x])^2), x] + 90*(3 + E^4 - Log[2])*Defer[Int][1/(x*(15 - 3*x + E^4*x*(1 - Log[2]/E^4)*Log[x])^2), x] + 180*Defer[Int][1/(x^2*(15 - 3*x + E^4*x*(1 - Log[2]/E^4)*Log[x])), x]","F",0,0,0,0,-1,"{}"
6536,0,0,0,1.7189295,"\int \frac{\exp \left(e^{\frac{2 \left(3 e^x+30 x+x^2\right)}{x^2}}+\frac{2 \left(3 e^x+30 x+x^2\right)}{x^2}\right) \left(-60 x+e^x (-12+6 x)\right)}{x^3} \, dx","Int[(E^(E^((2*(3*E^x + 30*x + x^2))/x^2) + (2*(3*E^x + 30*x + x^2))/x^2)*(-60*x + E^x*(-12 + 6*x)))/x^3,x]","\int \frac{\exp \left(e^{\frac{2 \left(3 e^x+30 x+x^2\right)}{x^2}}+\frac{2 \left(3 e^x+30 x+x^2\right)}{x^2}\right) \left(-60 x+e^x (-12+6 x)\right)}{x^3} \, dx","e^{e^{2-\frac{6 \left(-\frac{e^x}{x}-10\right)}{x}}}",1,"-12*Defer[Int][E^(E^((2*(3*E^x + 30*x + x^2))/x^2) + x + (2*(3*E^x + 30*x + x^2))/x^2)/x^3, x] - 60*Defer[Int][E^(E^((2*(3*E^x + 30*x + x^2))/x^2) + (2*(3*E^x + 30*x + x^2))/x^2)/x^2, x] + 6*Defer[Int][E^(E^((2*(3*E^x + 30*x + x^2))/x^2) + x + (2*(3*E^x + 30*x + x^2))/x^2)/x^2, x]","F",0,0,0,0,-1,"{}"
6537,1,39,0,0.031522,"\int \frac{e^{10} \left(246-250 e^2\right)-x^3-250 e^{10} \log \left(x^2\right)}{x^3} \, dx","Int[(E^10*(246 - 250*E^2) - x^3 - 250*E^10*Log[x^2])/x^3,x]","-\frac{e^{10} \left(123-125 e^2\right)}{x^2}+\frac{125 e^{10}}{x^2}+\frac{125 e^{10} \log \left(x^2\right)}{x^2}-x","\frac{e^{10} \left(125 \left(\log \left(x^2\right)+e^2\right)+2\right)}{x^2}-x",1,"(125*E^10)/x^2 - (E^10*(123 - 125*E^2))/x^2 - x + (125*E^10*Log[x^2])/x^2","A",5,2,30,0.06667,1,"{14, 2304}"
6538,1,29,0,0.0123052,"\int \frac{405+\log ^4(4)+81 e^2 \log (5)}{5 \log ^4(4)+e^2 \log ^4(4) \log (5)} \, dx","Int[(405 + Log[4]^4 + 81*E^2*Log[5])/(5*Log[4]^4 + E^2*Log[4]^4*Log[5]),x]","\frac{x \left(405+\log ^4(4)+81 e^2 \log (5)\right)}{\log ^4(4) \left(5+e^2 \log (5)\right)}","\frac{81 x}{\log ^4(4)}-\frac{25-x}{5+e^2 \log (5)}-1",1,"(x*(405 + Log[4]^4 + 81*E^2*Log[5]))/(Log[4]^4*(5 + E^2*Log[5]))","A",1,1,33,0.03030,1,"{8}"
6539,0,0,0,80.4200051,"\int \frac{-x^3-2 x^4+e^x \left(-8 x^3-2 e^6 x^3-2 x^4\right)+e^{2 x} \left(18+e^{12} (2-2 x)-12 x-12 x^2-2 x^3+e^6 \left(12-10 x-4 x^2\right)\right)+\left(x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)\right) \log \left(\frac{x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)}{x^2}\right)}{\left(x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)\right) \log ^2\left(\frac{x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)}{x^2}\right)} \, dx","Int[(-x^3 - 2*x^4 + E^x*(-8*x^3 - 2*E^6*x^3 - 2*x^4) + E^(2*x)*(18 + E^12*(2 - 2*x) - 12*x - 12*x^2 - 2*x^3 + E^6*(12 - 10*x - 4*x^2)) + (x^3 + x^4 + E^x*(6*x^2 + 2*E^6*x^2 + 2*x^3) + E^(2*x)*(9 + E^12 + 6*x + x^2 + E^6*(6 + 2*x)))*Log[(x^3 + x^4 + E^x*(6*x^2 + 2*E^6*x^2 + 2*x^3) + E^(2*x)*(9 + E^12 + 6*x + x^2 + E^6*(6 + 2*x)))/x^2])/((x^3 + x^4 + E^x*(6*x^2 + 2*E^6*x^2 + 2*x^3) + E^(2*x)*(9 + E^12 + 6*x + x^2 + E^6*(6 + 2*x)))*Log[(x^3 + x^4 + E^x*(6*x^2 + 2*E^6*x^2 + 2*x^3) + E^(2*x)*(9 + E^12 + 6*x + x^2 + E^6*(6 + 2*x)))/x^2]^2),x]","\int \frac{-x^3-2 x^4+e^x \left(-8 x^3-2 e^6 x^3-2 x^4\right)+e^{2 x} \left(18+e^{12} (2-2 x)-12 x-12 x^2-2 x^3+e^6 \left(12-10 x-4 x^2\right)\right)+\left(x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)\right) \log \left(\frac{x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)}{x^2}\right)}{\left(x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)\right) \log ^2\left(\frac{x^3+x^4+e^x \left(6 x^2+2 e^6 x^2+2 x^3\right)+e^{2 x} \left(9+e^{12}+6 x+x^2+e^6 (6+2 x)\right)}{x^2}\right)} \, dx","\frac{x}{\log \left(\left(x+\frac{e^x \left(x+e^6+3\right)}{x}\right)^2+x\right)}",1,"-2*Defer[Int][x/Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2, x] + 2*(3 + E^6)*Defer[Int][1/((3 + E^6 + x)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 3*(3 + E^6)^3*Defer[Int][1/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^3*(5 + 2*E^6)*Defer[Int][E^x/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + (3 + E^6)^2*(7 + 2*E^6)*Defer[Int][x/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 4*(3 + E^6)^2*Defer[Int][(E^x*x)/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^2*Defer[Int][(E^(6 + x)*x)/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 3*(3 + E^6)*Defer[Int][x^2/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)*(5 + 2*E^6)*Defer[Int][(E^x*x^2)/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^2*Defer[Int][x^3/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + (7 + 2*E^6)*Defer[Int][x^3/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)*Defer[Int][(E^x*x^3)/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)*Defer[Int][x^4/((-9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) - 6*E^(2*x)*(1 + E^6/3)*x - E^(2*x)*x^2 - 6*E^x*(1 + E^6/3)*x^2 - x^3 - 2*E^x*x^3 - x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + (3 + E^6)^3*(7 + 2*E^6)*Defer[Int][1/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 4*(3 + E^6)^3*Defer[Int][E^x/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^4*Defer[Int][E^x/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^3*Defer[Int][E^(6 + x)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + (3 + E^6)^4*(7 + 2*E^6)*Defer[Int][1/((-3 - E^6 - x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 4*(3 + E^6)^4*Defer[Int][E^x/((-3 - E^6 - x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 3*(3 + E^6)^2*Defer[Int][x/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] - 2*(3 + E^6)^3*Defer[Int][(E^x*x)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^2*(5 + 2*E^6)*Defer[Int][(E^x*x)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + (3 + E^6)*(7 + 2*E^6)*Defer[Int][x^2/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^2*Defer[Int][(E^x*x^2)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)*Defer[Int][(E^(6 + x)*x^2)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^2*Defer[Int][x^3/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(5 + 2*E^6)*Defer[Int][(E^x*x^3)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)*Defer[Int][x^4/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*Defer[Int][(E^x*x^4)/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*Defer[Int][x^5/((9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 3*(3 + E^6)^4*Defer[Int][1/((3 + E^6 + x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] - 2*(3 + E^6)^5*Defer[Int][E^x/((3 + E^6 + x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + 2*(3 + E^6)^4*(5 + 2*E^6)*Defer[Int][E^x/((3 + E^6 + x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] - 2*(3 + E^6)^4*Defer[Int][E^(6 + x)/((3 + E^6 + x)*(9*E^(2*x)*(1 + (E^6*(6 + E^6))/9) + 6*E^(2*x)*(1 + E^6/3)*x + E^(2*x)*x^2 + 6*E^x*(1 + E^6/3)*x^2 + x^3 + 2*E^x*x^3 + x^4)*Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^2), x] + Defer[Int][Log[x + x^2 + 2*E^x*(3 + E^6 + x) + (E^(2*x)*(3 + E^6 + x)^2)/x^2]^(-1), x]","F",0,0,0,0,-1,"{}"
6540,1,34,0,0.3847959,"\int \frac{e^{-\frac{2 e^8}{x^4}} \left(36 e^8+e^{\frac{2 e^8}{x^4}} x^6+e^{\frac{e^8}{x^4}} \left(12 e^8 x+3 x^5\right)\right)}{3 x^5} \, dx","Int[(36*E^8 + E^((2*E^8)/x^4)*x^6 + E^(E^8/x^4)*(12*E^8*x + 3*x^5))/(3*E^((2*E^8)/x^4)*x^5),x]","e^{-\frac{e^8}{x^4}} x+\frac{3}{2} e^{-\frac{2 e^8}{x^4}}+\frac{x^2}{6}","\frac{1}{6} \left(3 e^{-\frac{e^8}{x^4}}+x\right)^2",1,"3/(2*E^((2*E^8)/x^4)) + x/E^(E^8/x^4) + x^2/6","A",5,4,59,0.06780,1,"{12, 6742, 2209, 2288}"
6541,0,0,0,138.3045956,"\int \frac{-x^2+\left(e^x \left(2 x^2+2 x^3+75 x^4+65 x^5+15 x^6+x^7\right)+e^{2 x} \left(-40 x-1000 x^3-400 x^4-6290 x^5-5000 x^6-1500 x^7-200 x^8-10 x^9\right)\right) \log (x)+\left(-x^2+e^x \left(40 x+500 x^3+200 x^4+20 x^5\right)\right) \log (x) \log (\log (x))-10 x \log (x) \log ^2(\log (x))}{\left(x^2+e^x \left(-20 x-250 x^3-100 x^4-10 x^5\right)+e^{2 x} \left(100+2500 x^2+1000 x^3+15725 x^4+12500 x^5+3750 x^6+500 x^7+25 x^8\right)\right) \log (x)+\left(10 x+e^x \left(-100-1250 x^2-500 x^3-50 x^4\right)\right) \log (x) \log (\log (x))+25 \log (x) \log ^2(\log (x))} \, dx","Int[(-x^2 + (E^x*(2*x^2 + 2*x^3 + 75*x^4 + 65*x^5 + 15*x^6 + x^7) + E^(2*x)*(-40*x - 1000*x^3 - 400*x^4 - 6290*x^5 - 5000*x^6 - 1500*x^7 - 200*x^8 - 10*x^9))*Log[x] + (-x^2 + E^x*(40*x + 500*x^3 + 200*x^4 + 20*x^5))*Log[x]*Log[Log[x]] - 10*x*Log[x]*Log[Log[x]]^2)/((x^2 + E^x*(-20*x - 250*x^3 - 100*x^4 - 10*x^5) + E^(2*x)*(100 + 2500*x^2 + 1000*x^3 + 15725*x^4 + 12500*x^5 + 3750*x^6 + 500*x^7 + 25*x^8))*Log[x] + (10*x + E^x*(-100 - 1250*x^2 - 500*x^3 - 50*x^4))*Log[x]*Log[Log[x]] + 25*Log[x]*Log[Log[x]]^2),x]","\int \frac{-x^2+\left(e^x \left(2 x^2+2 x^3+75 x^4+65 x^5+15 x^6+x^7\right)+e^{2 x} \left(-40 x-1000 x^3-400 x^4-6290 x^5-5000 x^6-1500 x^7-200 x^8-10 x^9\right)\right) \log (x)+\left(-x^2+e^x \left(40 x+500 x^3+200 x^4+20 x^5\right)\right) \log (x) \log (\log (x))-10 x \log (x) \log ^2(\log (x))}{\left(x^2+e^x \left(-20 x-250 x^3-100 x^4-10 x^5\right)+e^{2 x} \left(100+2500 x^2+1000 x^3+15725 x^4+12500 x^5+3750 x^6+500 x^7+25 x^8\right)\right) \log (x)+\left(10 x+e^x \left(-100-1250 x^2-500 x^3-50 x^4\right)\right) \log (x) \log (\log (x))+25 \log (x) \log ^2(\log (x))} \, dx","\frac{x^2}{\frac{x}{e^x \left(x^2 (x+5)^2+2\right)-\log (\log (x))}-5}",1,"-1/5*x^2 + 10*Defer[Int][(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]])^(-1), x] - 2*Defer[Int][x/(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]]), x] + Defer[Int][x^2/(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]]), x]/5 + Defer[Int][x^3/(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]]), x]/5 - 20*Defer[Int][1/((2 + 25*x^2 + 10*x^3 + x^4)*(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]])), x] + 4*Defer[Int][x/((2 + 25*x^2 + 10*x^3 + x^4)*(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]])), x] - (1258*Defer[Int][x^2/((2 + 25*x^2 + 10*x^3 + x^4)*(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]])), x])/5 - 50*Defer[Int][x^3/((2 + 25*x^2 + 10*x^3 + x^4)*(10*E^x - x + 125*E^x*x^2 + 50*E^x*x^3 + 5*E^x*x^4 - 5*Log[Log[x]])), x] + 50*Defer[Int][Log[Log[x]]/(-10*E^x + x - 125*E^x*x^2 - 50*E^x*x^3 - 5*E^x*x^4 + 5*Log[Log[x]])^2, x] - 50*Defer[Int][(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^(-2), x] + 10*Defer[Int][x/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x] - 2*Defer[Int][x^2/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x] + (3*Defer[Int][x^3/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x])/5 + Defer[Int][x^4/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x]/5 + 100*Defer[Int][1/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] - 20*Defer[Int][x/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] + 1254*Defer[Int][x^2/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] + (1242*Defer[Int][x^3/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x])/5 - Defer[Int][x^2/(Log[x]*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] - 10*Defer[Int][(x*Log[Log[x]])/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x] + 4*Defer[Int][(x^2*Log[Log[x]])/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x] + Defer[Int][(x^3*Log[Log[x]])/(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2, x] - 100*Defer[Int][Log[Log[x]]/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] + 20*Defer[Int][(x*Log[Log[x]])/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] - 1258*Defer[Int][(x^2*Log[Log[x]])/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x] - 250*Defer[Int][(x^3*Log[Log[x]])/((2 + 25*x^2 + 10*x^3 + x^4)*(x - 5*E^x*(2 + 25*x^2 + 10*x^3 + x^4) + 5*Log[Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
6542,1,21,0,0.0127217,"\int \frac{5+e^2 (-1-4 x)+20 x}{x} \, dx","Int[(5 + E^2*(-1 - 4*x) + 20*x)/x,x]","4 \left(5-e^2\right) x+\left(5-e^2\right) \log (x)","\left(5-e^2\right) \left(\frac{(2 x+2)^2-4}{x}+\log (3 x)-4\right)",1,"4*(5 - E^2)*x + (5 - E^2)*Log[x]","A",3,2,18,0.1111,1,"{186, 43}"
6543,1,31,0,0.043641,"\int 144 e^{-10+2 x+6 x^4} x \left(2+2 x+24 x^4\right) \, dx","Int[144*E^(-10 + 2*x + 6*x^4)*x*(2 + 2*x + 24*x^4),x]","\frac{144 e^{6 x^4+2 x-10} x \left(12 x^4+x\right)}{12 x^3+1}","e^{2 \left(3 x^4+x+\log (12 x)-4\right)-2}",1,"(144*E^(-10 + 2*x + 6*x^4)*x*(x + 12*x^4))/(1 + 12*x^3)","A",2,2,25,0.08000,1,"{12, 2288}"
6544,1,57,0,0.0923502,"\int \frac{96-1896 x+6246 x^2-1230 x^3+3072 x^4+\left(24-384 x+54 x^2-288 x^3\right) \log (x)+6 x^2 \log ^2(x)}{x} \, dx","Int[(96 - 1896*x + 6246*x^2 - 1230*x^3 + 3072*x^4 + (24 - 384*x + 54*x^2 - 288*x^3)*Log[x] + 6*x^2*Log[x]^2)/x,x]","768 x^4-378 x^3-96 x^3 \log (x)+3111 x^2+3 x^2 \log ^2(x)+24 x^2 \log (x)-1512 x+12 \log ^2(x)-384 x \log (x)+96 \log (x)","3 \left(x^2+4\right) \left(2 x+(-16 x+\log (x)+4)^2-3\right)",1,"-1512*x + 3111*x^2 - 378*x^3 + 768*x^4 + 96*Log[x] - 384*x*Log[x] + 24*x^2*Log[x] - 96*x^3*Log[x] + 12*Log[x]^2 + 3*x^2*Log[x]^2","B",12,6,51,0.1176,1,"{14, 2357, 2295, 2301, 2304, 2305}"
6545,0,0,0,4.2336134,"\int \frac{100-160 x-20 x^2+6 x^3+e^x \left(150 x+30 x^2-10 x^3\right)}{\left(-25 x+30 x^2-x^4+e^x \left(-25 x^2+5 x^3\right)\right) \log ^2\left(\frac{25 x^4-50 x^5+15 x^6+25 e^{2 x} x^6+10 x^7+x^8+e^x \left(50 x^5-50 x^6-10 x^7\right)}{625-250 x+25 x^2}\right)} \, dx","Int[(100 - 160*x - 20*x^2 + 6*x^3 + E^x*(150*x + 30*x^2 - 10*x^3))/((-25*x + 30*x^2 - x^4 + E^x*(-25*x^2 + 5*x^3))*Log[(25*x^4 - 50*x^5 + 15*x^6 + 25*E^(2*x)*x^6 + 10*x^7 + x^8 + E^x*(50*x^5 - 50*x^6 - 10*x^7))/(625 - 250*x + 25*x^2)]^2),x]","\int \frac{100-160 x-20 x^2+6 x^3+e^x \left(150 x+30 x^2-10 x^3\right)}{\left(-25 x+30 x^2-x^4+e^x \left(-25 x^2+5 x^3\right)\right) \log ^2\left(\frac{25 x^4-50 x^5+15 x^6+25 e^{2 x} x^6+10 x^7+x^8+e^x \left(50 x^5-50 x^6-10 x^7\right)}{625-250 x+25 x^2}\right)} \, dx","\frac{1}{\log \left(\frac{x^2 \left(\left(\frac{x}{5}-e^x+1\right) x^2-x\right)^2}{(x-5)^2}\right)}",1,"-2*Defer[Int][Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^(-2), x] + 2*Defer[Int][1/((-5 + x)*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x] - 6*Defer[Int][1/(x*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x] - 10*Defer[Int][1/((-5 + 5*x - 5*E^x*x + x^2)*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x] - 10*Defer[Int][1/(x*(-5 + 5*x - 5*E^x*x + x^2)*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x] + 8*Defer[Int][x/((-5 + 5*x - 5*E^x*x + x^2)*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x] + 2*Defer[Int][x^2/((-5 + 5*x - 5*E^x*x + x^2)*Log[(x^4*(-5 - 5*(-1 + E^x)*x + x^2)^2)/(25*(-5 + x)^2)]^2), x]","F",0,0,0,0,-1,"{}"
6546,1,13,0,0.0012975,"\int \frac{1}{3} \left(-e^2-4 x\right) \, dx","Int[(-E^2 - 4*x)/3,x]","-\frac{1}{24} \left(4 x+e^2\right)^2","\frac{19}{3}-\frac{1}{3} x \left(2 x+e^2\right)",1,"-1/24*(E^2 + 4*x)^2","A",1,1,13,0.07692,1,"{9}"
6547,0,0,0,0.3755458,"\int e^{-4 e^x} \left(-2 x-2 e^{4 e^x} x+4 e^x x^2\right) \, dx","Int[(-2*x - 2*E^(4*E^x)*x + 4*E^x*x^2)/E^(4*E^x),x]","\int e^{-4 e^x} \left(-2 x-2 e^{4 e^x} x+4 e^x x^2\right) \, dx","-x \left(e^{-4 e^x} x+x\right)+i \pi +\log \left(e^{e^{4 e}}-2\right)",1,"-x^2 - 2*Defer[Int][x/E^(4*E^x), x] + 4*Defer[Int][E^(-4*E^x + x)*x^2, x]","F",0,0,0,0,-1,"{}"
6548,1,10,0,0.0032339,"\int \frac{-5+2 x}{-5 x+x^2} \, dx","Int[(-5 + 2*x)/(-5*x + x^2),x]","\log \left(5 x-x^2\right)","\log ((5-x) x)",1,"Log[5*x - x^2]","A",1,1,15,0.06667,1,"{628}"
6549,0,0,0,4.3166003,"\int \frac{e^{8+2 x-10 x^2} (-18-9 x)+e^{4+x-5 x^2} \left(6-3 x+30 x^2\right)}{x^3+e^{4+x-5 x^2} \left(-6 x^3-2 x^4\right)+e^{8+2 x-10 x^2} \left(9 x^3+6 x^4+x^5\right)} \, dx","Int[(E^(8 + 2*x - 10*x^2)*(-18 - 9*x) + E^(4 + x - 5*x^2)*(6 - 3*x + 30*x^2))/(x^3 + E^(4 + x - 5*x^2)*(-6*x^3 - 2*x^4) + E^(8 + 2*x - 10*x^2)*(9*x^3 + 6*x^4 + x^5)),x]","\int \frac{e^{8+2 x-10 x^2} (-18-9 x)+e^{4+x-5 x^2} \left(6-3 x+30 x^2\right)}{x^3+e^{4+x-5 x^2} \left(-6 x^3-2 x^4\right)+e^{8+2 x-10 x^2} \left(9 x^3+6 x^4+x^5\right)} \, dx","\frac{3}{x \left(x (x+3)-e^{5 x^2-x-4} x\right)}-3",1,"30*Defer[Int][E^(8 + 2*x)/(E^(5*x^2) - 3*E^(4 + x) - E^(4 + x)*x)^2, x] - 12*Defer[Int][E^(8 + 2*x)/(x^2*(-E^(5*x^2) + 3*E^(4 + x) + E^(4 + x)*x)^2), x] + 87*Defer[Int][E^(8 + 2*x)/(x*(-E^(5*x^2) + 3*E^(4 + x) + E^(4 + x)*x)^2), x] - 6*Defer[Int][E^(4 + x)/(x^3*(-E^(5*x^2) + 3*E^(4 + x) + E^(4 + x)*x)), x] + 3*Defer[Int][E^(4 + x)/(x^2*(-E^(5*x^2) + 3*E^(4 + x) + E^(4 + x)*x)), x] - 30*Defer[Int][E^(4 + x)/(x*(-E^(5*x^2) + 3*E^(4 + x) + E^(4 + x)*x)), x]","F",0,0,0,0,-1,"{}"
6550,1,77,0,0.6055961,"\int \frac{-9 x^2+18 x^3-9 x^4+e^{\frac{2}{-1+x}} \left(9 x^2-24 x^3+9 x^4\right)}{1-2 x+x^2} \, dx","Int[(-9*x^2 + 18*x^3 - 9*x^4 + E^(2/(-1 + x))*(9*x^2 - 24*x^3 + 9*x^4))/(1 - 2*x + x^2),x]","-3 x^3-3 e^{-\frac{2}{1-x}} (1-x)^3+9 e^{-\frac{2}{1-x}} (1-x)^2-9 e^{-\frac{2}{1-x}} (1-x)+3 e^{-\frac{2}{1-x}}","3 \left(e^{\frac{2}{x-1}}-1\right) x^3",1,"3/E^(2/(1 - x)) - (9*(1 - x))/E^(2/(1 - x)) + (9*(1 - x)^2)/E^(2/(1 - x)) - (3*(1 - x)^3)/E^(2/(1 - x)) - 3*x^3","B",29,10,53,0.1887,1,"{27, 6688, 12, 14, 6742, 2206, 2210, 2209, 2226, 2214}"
6551,0,0,0,2.1476775,"\int \frac{-4 x+32 x^2+e^x \left(2 x-16 x^2\right)+\left(2-16 x+e^x (-1+8 x)\right) \log \left(-2+e^x\right)+\left(-4 x+16 x^2+e^x \left(x-4 x^2\right)\right) \log \left(-x+4 x^2\right)}{2 x-8 x^2+e^x \left(-x+4 x^2\right)} \, dx","Int[(-4*x + 32*x^2 + E^x*(2*x - 16*x^2) + (2 - 16*x + E^x*(-1 + 8*x))*Log[-2 + E^x] + (-4*x + 16*x^2 + E^x*(x - 4*x^2))*Log[-x + 4*x^2])/(2*x - 8*x^2 + E^x*(-x + 4*x^2)),x]","\int \frac{-4 x+32 x^2+e^x \left(2 x-16 x^2\right)+\left(2-16 x+e^x (-1+8 x)\right) \log \left(-2+e^x\right)+\left(-4 x+16 x^2+e^x \left(x-4 x^2\right)\right) \log \left(-x+4 x^2\right)}{2 x-8 x^2+e^x \left(-x+4 x^2\right)} \, dx","\left(\log \left(e^x-2\right)-2 x\right) \log \left(4 x^2-x\right)",1,"-2*x - Log[1 - 4*x]/4 - x*Log[-((1 - 4*x)*x)] + Defer[Int][Log[-2 + E^x]/x, x] + 4*Defer[Int][Log[-2 + E^x]/(-1 + 4*x), x] + 2*Defer[Int][Log[x*(-1 + 4*x)]/(-2 + E^x), x]","F",0,0,0,0,-1,"{}"
6552,1,17,0,0.0071235,"\int \frac{-771+3 e^5-3 e^{16}}{10 x^2} \, dx","Int[(-771 + 3*E^5 - 3*E^16)/(10*x^2),x]","\frac{3 \left(257-e^5+e^{16}\right)}{10 x}","\frac{3 \left(x+e^{16}-e^5+257\right)}{10 x}",1,"(3*(257 - E^5 + E^16))/(10*x)","A",2,2,19,0.1053,1,"{12, 30}"
6553,0,0,0,15.2362039,"\int \frac{-16 x+\left(32 x^2+8 e^x x^2\right) \log ^2(x)+e^{\frac{2 e^{2 x}-10 x}{x}} \left(8 x+e^{2 x} (-16+32 x) \log (x)+\left(-16 x^2-4 e^x x^2+e^{2 x} \left(-32 x+64 x^2+e^x (-8+16 x)\right)\right) \log ^2(x)\right)}{4 x^2 \log ^2(x)-4 e^{\frac{2 e^{2 x}-10 x}{x}} x^2 \log ^2(x)+e^{\frac{2 \left(2 e^{2 x}-10 x\right)}{x}} x^2 \log ^2(x)} \, dx","Int[(-16*x + (32*x^2 + 8*E^x*x^2)*Log[x]^2 + E^((2*E^(2*x) - 10*x)/x)*(8*x + E^(2*x)*(-16 + 32*x)*Log[x] + (-16*x^2 - 4*E^x*x^2 + E^(2*x)*(-32*x + 64*x^2 + E^x*(-8 + 16*x)))*Log[x]^2))/(4*x^2*Log[x]^2 - 4*E^((2*E^(2*x) - 10*x)/x)*x^2*Log[x]^2 + E^((2*(2*E^(2*x) - 10*x))/x)*x^2*Log[x]^2),x]","\int \frac{-16 x+\left(32 x^2+8 e^x x^2\right) \log ^2(x)+e^{\frac{2 e^{2 x}-10 x}{x}} \left(8 x+e^{2 x} (-16+32 x) \log (x)+\left(-16 x^2-4 e^x x^2+e^{2 x} \left(-32 x+64 x^2+e^x (-8+16 x)\right)\right) \log ^2(x)\right)}{4 x^2 \log ^2(x)-4 e^{\frac{2 e^{2 x}-10 x}{x}} x^2 \log ^2(x)+e^{\frac{2 \left(2 e^{2 x}-10 x\right)}{x}} x^2 \log ^2(x)} \, dx","\frac{4 \left(4 x+e^x+\frac{2}{\log (x)}\right)}{2-e^{2 \left(\frac{e^{2 x}}{x}-5\right)}}",1,"-16*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x))/x)/(2*E^10 - E^((2*E^(2*x))/x))^2, x] + 4*E^20*Defer[Int][E^(-10 + x)/(2*E^10 - E^((2*E^(2*x))/x)), x] + 32*E^20*Defer[Int][(-2*E^10 + E^((2*E^(2*x))/x))^(-2), x] + 64*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x + x^2))/x)/(-2*E^10 + E^((2*E^(2*x))/x))^2, x] - 8*E^20*Defer[Int][E^(-10 + (2*E^(2*x))/x + 3*x)/((-2*E^10 + E^((2*E^(2*x))/x))^2*x^2), x] + 16*E^20*Defer[Int][E^(-10 + (2*E^(2*x))/x + 3*x)/((-2*E^10 + E^((2*E^(2*x))/x))^2*x), x] - 32*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x + x^2))/x)/((-2*E^10 + E^((2*E^(2*x))/x))^2*x), x] + 8*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x))/x)/((2*E^10 - E^((2*E^(2*x))/x))^2*x*Log[x]^2), x] - 16*E^20*Defer[Int][1/((-2*E^10 + E^((2*E^(2*x))/x))^2*x*Log[x]^2), x] - 16*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x + x^2))/x)/((-2*E^10 + E^((2*E^(2*x))/x))^2*x^2*Log[x]), x] + 32*E^20*Defer[Int][E^((2*(E^(2*x) - 5*x + x^2))/x)/((-2*E^10 + E^((2*E^(2*x))/x))^2*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
6554,1,77,0,0.1425246,"\int \left(8+8 x+e^{2 x} \left(2 e^{10}+e^5 (-2-4 x)+2 x+2 x^2\right)+e^x \left(-4-12 x-4 x^2+e^5 (8+4 x)\right)\right) \, dx","Int[8 + 8*x + E^(2*x)*(2*E^10 + E^5*(-2 - 4*x) + 2*x + 2*x^2) + E^x*(-4 - 12*x - 4*x^2 + E^5*(8 + 4*x)),x]","-4 e^x x^2+e^{2 x} x^2+4 x^2-4 e^x x+8 x-4 e^{x+5}+e^{2 x+5}+e^{2 x+10}+4 e^{x+5} (x+2)-e^{2 x+5} (2 x+1)","\left(-e^x \left(1-\frac{e^5}{x}\right) x+2 x+2\right)^2",1,"-4*E^(5 + x) + E^(5 + 2*x) + E^(10 + 2*x) + 8*x - 4*E^x*x + 4*x^2 - 4*E^x*x^2 + E^(2*x)*x^2 + 4*E^(5 + x)*(2 + x) - E^(5 + 2*x)*(1 + 2*x)","B",21,3,57,0.05263,1,"{2196, 2194, 2176}"
6555,0,0,0,1.3898075,"\int \frac{-e^3 x+\left(64+32 x+4 x^2\right) \log \left(\frac{1}{4} e^{\frac{576+144 x+e^3 x}{64+16 x}}\right)}{\left(160+80 x+10 x^2\right) \log ^2\left(\frac{1}{4} e^{\frac{576+144 x+e^3 x}{64+16 x}}\right)} \, dx","Int[(-(E^3*x) + (64 + 32*x + 4*x^2)*Log[E^((576 + 144*x + E^3*x)/(64 + 16*x))/4])/((160 + 80*x + 10*x^2)*Log[E^((576 + 144*x + E^3*x)/(64 + 16*x))/4]^2),x]","\int \frac{-e^3 x+\left(64+32 x+4 x^2\right) \log \left(\frac{1}{4} e^{\frac{576+144 x+e^3 x}{64+16 x}}\right)}{\left(160+80 x+10 x^2\right) \log ^2\left(\frac{1}{4} e^{\frac{576+144 x+e^3 x}{64+16 x}}\right)} \, dx","\frac{2 x}{5 \log \left(\frac{1}{4} e^{\frac{e^3 x}{16 (x+4)}+9}\right)}",1,"-8/(5*Log[E^((576 + (144 + E^3)*x)/(16*(4 + x)))/4]) - (E^3*Defer[Int][1/((4 + x)*Log[E^((576 + (144 + E^3)*x)/(16*(4 + x)))/4]^2), x])/10 + (2*Defer[Int][Log[E^((576 + (144 + E^3)*x)/(16*(4 + x)))/4]^(-1), x])/5","F",0,0,0,0,-1,"{}"
6556,1,20,0,0.5146451,"\int \frac{20+e^{12+2 x} (-8-40 x) \log (2+10 x)}{e^{12+2 x} (-1-5 x) \log (2+10 x)+(1+5 x) \log (2+10 x) \log (\log (2+10 x))} \, dx","Int[(20 + E^(12 + 2*x)*(-8 - 40*x)*Log[2 + 10*x])/(E^(12 + 2*x)*(-1 - 5*x)*Log[2 + 10*x] + (1 + 5*x)*Log[2 + 10*x]*Log[Log[2 + 10*x]]),x]","4 \log \left(e^{2 x+12}-\log (\log (10 x+2))\right)","4 \log \left(e^{2 x+12}-\log (\log (10 x+2))\right)",1,"4*Log[E^(12 + 2*x) - Log[Log[2 + 10*x]]]","A",2,2,63,0.03175,1,"{6741, 6684}"
6557,1,18,0,0.0079592,"\int \frac{-112-28 x+e^5 x^3}{e^5 x^3} \, dx","Int[(-112 - 28*x + E^5*x^3)/(E^5*x^3),x]","\frac{56}{e^5 x^2}+x+\frac{28}{e^5 x}","\frac{28 \left(-x^2+x+2\right)}{e^5 x^2}+x",1,"56/(E^5*x^2) + 28/(E^5*x) + x","A",3,2,19,0.1053,1,"{12, 14}"
6558,0,0,0,28.2161414,"\int \frac{\left(50 e^{5+2 x}+450 x^2-300 x^3+50 x^4+e^5 \left(450 x^2-300 x^3+50 x^4\right)+e^x \left(-300 x+300 x^2-50 x^3+e^5 \left(-300 x+100 x^2\right)\right)\right) \log \left(\frac{2 e^{5+x} x-6 x^2+2 x^3+e^5 \left(-6 x^2+2 x^3\right)}{e^x-3 x+x^2}\right)}{e^{5+2 x} x+9 x^3-6 x^4+x^5+e^5 \left(9 x^3-6 x^4+x^5\right)+e^x \left(-3 x^2+x^3+e^5 \left(-6 x^2+2 x^3\right)\right)} \, dx","Int[((50*E^(5 + 2*x) + 450*x^2 - 300*x^3 + 50*x^4 + E^5*(450*x^2 - 300*x^3 + 50*x^4) + E^x*(-300*x + 300*x^2 - 50*x^3 + E^5*(-300*x + 100*x^2)))*Log[(2*E^(5 + x)*x - 6*x^2 + 2*x^3 + E^5*(-6*x^2 + 2*x^3))/(E^x - 3*x + x^2)])/(E^(5 + 2*x)*x + 9*x^3 - 6*x^4 + x^5 + E^5*(9*x^3 - 6*x^4 + x^5) + E^x*(-3*x^2 + x^3 + E^5*(-6*x^2 + 2*x^3))),x]","\int \frac{\left(50 e^{5+2 x}+450 x^2-300 x^3+50 x^4+e^5 \left(450 x^2-300 x^3+50 x^4\right)+e^x \left(-300 x+300 x^2-50 x^3+e^5 \left(-300 x+100 x^2\right)\right)\right) \log \left(\frac{2 e^{5+x} x-6 x^2+2 x^3+e^5 \left(-6 x^2+2 x^3\right)}{e^x-3 x+x^2}\right)}{e^{5+2 x} x+9 x^3-6 x^4+x^5+e^5 \left(9 x^3-6 x^4+x^5\right)+e^x \left(-3 x^2+x^3+e^5 \left(-6 x^2+2 x^3\right)\right)} \, dx","25 \log ^2\left(2 x \left(\frac{x}{x-\frac{e^x}{3-x}}+e^5\right)\right)+e",1,"250*(1 + E^5)*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] + 150*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][(E^x - 3*x + x^2)^(-1), x] - 250*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][x/(E^x - 3*x + x^2), x] + 50*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][x^2/(E^x - 3*x + x^2), x] + 150*(1 + E^5)*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2)^(-1), x] + 50*(1 + E^5)*Log[(2*x*(E^(5 + x) - (1 + E^5)*(3 - x)*x))/(E^x - (3 - x)*x)]*Defer[Int][x^2/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] + 50*Defer[Int][Log[(2*x*(E^(5 + x) + (1 + E^5)*(-3 + x)*x))/(E^x + (-3 + x)*x)]/x, x] - 150*Defer[Int][Defer[Int][(E^x + (-3 + x)*x)^(-1), x]/x, x] - 750*(1 + E^5)*Defer[Int][(x*Defer[Int][(E^x + (-3 + x)*x)^(-1), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 450*Defer[Int][Defer[Int][(E^x + (-3 + x)*x)^(-1), x]/(E^x - 3*x + x^2), x] + 750*Defer[Int][(x*Defer[Int][(E^x + (-3 + x)*x)^(-1), x])/(E^x - 3*x + x^2), x] - 150*Defer[Int][(x^2*Defer[Int][(E^x + (-3 + x)*x)^(-1), x])/(E^x - 3*x + x^2), x] - 450*(1 + E^5)*Defer[Int][Defer[Int][(E^x + (-3 + x)*x)^(-1), x]/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 150*(1 + E^5)*Defer[Int][(x^2*Defer[Int][(E^x + (-3 + x)*x)^(-1), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] + 250*Defer[Int][Defer[Int][x/(E^x + (-3 + x)*x), x]/x, x] - 750*(1 + E^5)*Defer[Int][Defer[Int][x/(E^x + (-3 + x)*x), x]/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 250*(1 + E^5)*Defer[Int][(x^2*Defer[Int][x/(E^x + (-3 + x)*x), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] + 750*Defer[Int][Defer[Int][x/(E^x + (-3 + x)*x), x]/(E^x - 3*x + x^2), x] - 1250*Defer[Int][(x*Defer[Int][x/(E^x + (-3 + x)*x), x])/(E^x - 3*x + x^2), x] + 250*Defer[Int][(x^2*Defer[Int][x/(E^x + (-3 + x)*x), x])/(E^x - 3*x + x^2), x] - 1250*(1 + E^5)*Defer[Int][(x*Defer[Int][x/(E^x + (-3 + x)*x), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 50*Defer[Int][Defer[Int][x^2/(E^x + (-3 + x)*x), x]/x, x] - 250*(1 + E^5)*Defer[Int][(x*Defer[Int][x^2/(E^x + (-3 + x)*x), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 150*Defer[Int][Defer[Int][x^2/(E^x + (-3 + x)*x), x]/(E^x - 3*x + x^2), x] + 250*Defer[Int][(x*Defer[Int][x^2/(E^x + (-3 + x)*x), x])/(E^x - 3*x + x^2), x] - 50*Defer[Int][(x^2*Defer[Int][x^2/(E^x + (-3 + x)*x), x])/(E^x - 3*x + x^2), x] - 150*(1 + E^5)*Defer[Int][Defer[Int][x^2/(E^x + (-3 + x)*x), x]/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 50*(1 + E^5)*Defer[Int][(x^2*Defer[Int][x^2/(E^x + (-3 + x)*x), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 150*(1 + E^5)*Defer[Int][Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x]/x, x] - 750*(1 + E^5)^2*Defer[Int][(x*Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 450*(1 + E^5)*Defer[Int][Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x]/(E^x - 3*x + x^2), x] + 750*(1 + E^5)*Defer[Int][(x*Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x])/(E^x - 3*x + x^2), x] - 150*(1 + E^5)*Defer[Int][(x^2*Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x])/(E^x - 3*x + x^2), x] - 450*(1 + E^5)^2*Defer[Int][Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x]/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 150*(1 + E^5)^2*Defer[Int][(x^2*Defer[Int][-(E^(5 + x) + (1 + E^5)*(-3 + x)*x)^(-1), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 250*(1 + E^5)*Defer[Int][Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x]/x, x] - 1250*(1 + E^5)^2*Defer[Int][(x*Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 750*(1 + E^5)*Defer[Int][Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x]/(E^x - 3*x + x^2), x] + 1250*(1 + E^5)*Defer[Int][(x*Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x])/(E^x - 3*x + x^2), x] - 250*(1 + E^5)*Defer[Int][(x^2*Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x])/(E^x - 3*x + x^2), x] - 750*(1 + E^5)^2*Defer[Int][Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x]/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 250*(1 + E^5)^2*Defer[Int][(x^2*Defer[Int][x/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 50*(1 + E^5)*Defer[Int][Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x]/x, x] - 250*(1 + E^5)^2*Defer[Int][(x*Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x])/(E^(5 + x) + (1 + E^5)*(-3 + x)*x), x] - 150*(1 + E^5)*Defer[Int][Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x]/(E^x - 3*x + x^2), x] + 250*(1 + E^5)*Defer[Int][(x*Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x])/(E^x - 3*x + x^2), x] - 50*(1 + E^5)*Defer[Int][(x^2*Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x])/(E^x - 3*x + x^2), x] - 150*(1 + E^5)^2*Defer[Int][Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x]/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x] - 50*(1 + E^5)^2*Defer[Int][(x^2*Defer[Int][-(x^2/(E^(5 + x) + (1 + E^5)*(-3 + x)*x)), x])/(-E^(5 + x) + 3*(1 + E^5)*x - (1 + E^5)*x^2), x]","F",0,0,0,0,-1,"{}"
6559,-1,0,0,180.0005998,"\int \frac{e^{-32 x^2} \left(4394 x-140608 x^3-2028 x^5+64896 x^7+1326 x^9-42432 x^{11}-328 x^{13}+10496 x^{15}+102 x^{17}-3264 x^{19}-12 x^{21}+384 x^{23}+2 x^{25}-64 x^{27}+e^{32 x^2} \left(4096 x^3-4096 x^7\right)+e^{16 x^2} \left(-5408+173056 x^2-1664 x^4-53248 x^6+2880 x^8+30720 x^{10}-640 x^{12}-4096 x^{14}+224 x^{16}+1024 x^{18}\right)\right)}{2197-1014 x^4+663 x^8-164 x^{12}+51 x^{16}-6 x^{20}+x^{24}} \, dx","Int[(4394*x - 140608*x^3 - 2028*x^5 + 64896*x^7 + 1326*x^9 - 42432*x^11 - 328*x^13 + 10496*x^15 + 102*x^17 - 3264*x^19 - 12*x^21 + 384*x^23 + 2*x^25 - 64*x^27 + E^(32*x^2)*(4096*x^3 - 4096*x^7) + E^(16*x^2)*(-5408 + 173056*x^2 - 1664*x^4 - 53248*x^6 + 2880*x^8 + 30720*x^10 - 640*x^12 - 4096*x^14 + 224*x^16 + 1024*x^18))/(E^(32*x^2)*(2197 - 1014*x^4 + 663*x^8 - 164*x^12 + 51*x^16 - 6*x^20 + x^24)),x]","\text{\$Aborted}","\left(\frac{4}{\frac{1}{4} \left(1-x^4\right)^2+3}-e^{-16 x^2} x\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
6560,0,0,0,30.226937,"\int \frac{69 x-16 x^2+x^3+e^x \left(-69+16 x-x^2\right)+\left(216-123 x+20 x^2-x^3+e^x \left(-216+123 x-20 x^2+x^3\right)\right) \log \left(\frac{-27+12 x-x^2}{-8+x}\right)}{-216 x^2+123 x^3-20 x^4+x^5+e^{2 x} \left(-216+123 x-20 x^2+x^3\right)+e^x \left(432 x-246 x^2+40 x^3-2 x^4\right)} \, dx","Int[(69*x - 16*x^2 + x^3 + E^x*(-69 + 16*x - x^2) + (216 - 123*x + 20*x^2 - x^3 + E^x*(-216 + 123*x - 20*x^2 + x^3))*Log[(-27 + 12*x - x^2)/(-8 + x)])/(-216*x^2 + 123*x^3 - 20*x^4 + x^5 + E^(2*x)*(-216 + 123*x - 20*x^2 + x^3) + E^x*(432*x - 246*x^2 + 40*x^3 - 2*x^4)),x]","\int \frac{69 x-16 x^2+x^3+e^x \left(-69+16 x-x^2\right)+\left(216-123 x+20 x^2-x^3+e^x \left(-216+123 x-20 x^2+x^3\right)\right) \log \left(\frac{-27+12 x-x^2}{-8+x}\right)}{-216 x^2+123 x^3-20 x^4+x^5+e^{2 x} \left(-216+123 x-20 x^2+x^3\right)+e^x \left(432 x-246 x^2+40 x^3-2 x^4\right)} \, dx","4-\frac{\log \left(-x-\frac{5}{8-x}+4\right)}{e^x-x}",1,"-(Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][(E^x - x)^(-2), x]) + Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][(E^x - x)^(-1), x] + 24*Defer[Int][1/((E^x - x)*(-9 + x)), x] + 306*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((E^x - x)*(-9 + x)), x] - (128*Defer[Int][1/((E^x - x)*(-8 + x)), x])/5 - (1496*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((E^x - x)*(-8 + x)), x])/5 + (8*Defer[Int][1/((E^x - x)*(-3 + x)), x])/5 + (66*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((E^x - x)*(-3 + x)), x])/5 + Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][x/(E^x - x)^2, x] + 25*Defer[Int][1/((-9 + x)*(-E^x + x)), x] + 306*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((-9 + x)*(-E^x + x)), x] - (133*Defer[Int][1/((-8 + x)*(-E^x + x)), x])/5 - (1496*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((-8 + x)*(-E^x + x)), x])/5 + (13*Defer[Int][1/((-3 + x)*(-E^x + x)), x])/5 + (66*Log[(27 - 12*x + x^2)/(8 - x)]*Defer[Int][1/((-3 + x)*(-E^x + x)), x])/5 + Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(-9 + x), x] - Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(-8 + x), x] + Defer[Int][Defer[Int][(E^x - x)^(-2), x]/(-3 + x), x] - Defer[Int][Defer[Int][(E^x - x)^(-1), x]/(-9 + x), x] + Defer[Int][Defer[Int][(E^x - x)^(-1), x]/(-8 + x), x] - Defer[Int][Defer[Int][(E^x - x)^(-1), x]/(-3 + x), x] - 306*Defer[Int][Defer[Int][1/((E^x - x)*(-9 + x)), x]/(-9 + x), x] + 306*Defer[Int][Defer[Int][1/((E^x - x)*(-9 + x)), x]/(-8 + x), x] - 306*Defer[Int][Defer[Int][1/((E^x - x)*(-9 + x)), x]/(-3 + x), x] + (1496*Defer[Int][Defer[Int][1/((E^x - x)*(-8 + x)), x]/(-9 + x), x])/5 - (1496*Defer[Int][Defer[Int][1/((E^x - x)*(-8 + x)), x]/(-8 + x), x])/5 + (1496*Defer[Int][Defer[Int][1/((E^x - x)*(-8 + x)), x]/(-3 + x), x])/5 - (66*Defer[Int][Defer[Int][1/((E^x - x)*(-3 + x)), x]/(-9 + x), x])/5 + (66*Defer[Int][Defer[Int][1/((E^x - x)*(-3 + x)), x]/(-8 + x), x])/5 - (66*Defer[Int][Defer[Int][1/((E^x - x)*(-3 + x)), x]/(-3 + x), x])/5 - Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(-9 + x), x] + Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(-8 + x), x] - Defer[Int][Defer[Int][x/(E^x - x)^2, x]/(-3 + x), x] - 306*Defer[Int][Defer[Int][1/((-9 + x)*(-E^x + x)), x]/(-9 + x), x] + 306*Defer[Int][Defer[Int][1/((-9 + x)*(-E^x + x)), x]/(-8 + x), x] - 306*Defer[Int][Defer[Int][1/((-9 + x)*(-E^x + x)), x]/(-3 + x), x] + (1496*Defer[Int][Defer[Int][1/((-8 + x)*(-E^x + x)), x]/(-9 + x), x])/5 - (1496*Defer[Int][Defer[Int][1/((-8 + x)*(-E^x + x)), x]/(-8 + x), x])/5 + (1496*Defer[Int][Defer[Int][1/((-8 + x)*(-E^x + x)), x]/(-3 + x), x])/5 - (66*Defer[Int][Defer[Int][1/((-3 + x)*(-E^x + x)), x]/(-9 + x), x])/5 + (66*Defer[Int][Defer[Int][1/((-3 + x)*(-E^x + x)), x]/(-8 + x), x])/5 - (66*Defer[Int][Defer[Int][1/((-3 + x)*(-E^x + x)), x]/(-3 + x), x])/5","F",0,0,0,0,-1,"{}"
6561,1,6,0,0.0024076,"\int \frac{2 x}{3+x^2} \, dx","Int[(2*x)/(3 + x^2),x]","\log \left(x^2+3\right)","\log \left(3 e^{-e^4} x \left(x+\frac{3}{x}\right)\right)+3",1,"Log[3 + x^2]","A",2,2,10,0.2000,1,"{12, 260}"
6562,1,51,0,0.095719,"\int \frac{9 x^2+4 x^3+e^x \left(-6 x-6 x^2-x^3\right)}{2 \log (9)} \, dx","Int[(9*x^2 + 4*x^3 + E^x*(-6*x - 6*x^2 - x^3))/(2*Log[9]),x]","\frac{x^4}{2 \log (9)}-\frac{e^x x^3}{2 \log (9)}+\frac{3 x^3}{2 \log (9)}-\frac{3 e^x x^2}{2 \log (9)}","\frac{x^2 (x+3) \left(x-e^x\right)}{2 \log (9)}",1,"(-3*E^x*x^2)/(2*Log[9]) + (3*x^3)/(2*Log[9]) - (E^x*x^3)/(2*Log[9]) + x^4/(2*Log[9])","B",14,5,37,0.1351,1,"{12, 1594, 2196, 2176, 2194}"
6563,0,0,0,2.9372142,"\int \frac{6 e^{\frac{x^2}{3}} x \log \left(\frac{-2+x}{5 x}\right)+e^{\frac{x^2}{3}} \left(-6 x+3 x^2-2 x^3+x^4\right) \log ^2\left(\frac{-2+x}{5 x}\right)}{-12+6 x} \, dx","Int[(6*E^(x^2/3)*x*Log[(-2 + x)/(5*x)] + E^(x^2/3)*(-6*x + 3*x^2 - 2*x^3 + x^4)*Log[(-2 + x)/(5*x)]^2)/(-12 + 6*x),x]","\int \frac{6 e^{\frac{x^2}{3}} x \log \left(\frac{-2+x}{5 x}\right)+e^{\frac{x^2}{3}} \left(-6 x+3 x^2-2 x^3+x^4\right) \log ^2\left(\frac{-2+x}{5 x}\right)}{-12+6 x} \, dx","\frac{1}{4} e^{\frac{x^2}{3}} x^2 \log ^2\left(\frac{x-2}{5 x}\right)",1,"x*HypergeometricPFQ[{1/2, 1/2}, {3/2, 3/2}, x^2/3] + (Sqrt[3*Pi]*Erfi[x/Sqrt[3]]*Log[1/5 - 2/(5*x)])/2 + 2*Log[1/5 - 2/(5*x)]*Defer[Int][E^(x^2/3)/(-2 + x), x] - (Sqrt[3*Pi]*Defer[Int][Erfi[x/Sqrt[3]]/(-2 + x), x])/2 + (14*Defer[Int][(E^(x^2/3)*Log[1/5 - 2/(5*x)]^2)/(2 - x), x])/3 + (14*Defer[Int][(E^(x^2/3)*Log[1/5 - 2/(5*x)]^2)/(-2 + x), x])/3 + Defer[Int][E^(x^2/3)*x*Log[1/5 - 2/(5*x)]^2, x]/2 + Defer[Int][E^(x^2/3)*x^3*Log[1/5 - 2/(5*x)]^2, x]/6 - 2*Defer[Int][Defer[Int][E^(x^2/3)/(-2 + x), x]/(-2 + x), x] + 2*Defer[Int][Defer[Int][E^(x^2/3)/(-2 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
6564,1,63,0,0.1027034,"\int \frac{(9-9 x) \log (10)+(10-6 x) \log (10) \log (x)-5 \log (10) \log ^2(x)}{3 x^2} \, dx","Int[((9 - 9*x)*Log[10] + (10 - 6*x)*Log[10]*Log[x] - 5*Log[10]*Log[x]^2)/(3*x^2),x]","\frac{5 \log (10) \log ^2(x)}{3 x}+\log (10) \log ^2(x)-\frac{2}{3} \log (10) \left(\frac{5}{x}+3 \log (x)\right) \log (x)+\frac{10 \log (10) \log (x)}{3 x}-3 \log (10) \log (x)-\frac{3 \log (10)}{x}","\log (10) \left(-\frac{3}{x}+\log (x) \left(\left(\frac{5}{3 x}-1\right) \log (x)-3\right)-5\right)",1,"(-3*Log[10])/x - 3*Log[10]*Log[x] + (10*Log[10]*Log[x])/(3*x) + Log[10]*Log[x]^2 + (5*Log[10]*Log[x]^2)/(3*x) - (2*Log[10]*Log[x]*(5/x + 3*Log[x]))/3","B",11,7,34,0.2059,1,"{12, 14, 43, 2334, 2301, 2305, 2304}"
6565,1,22,0,0.0707103,"\int \frac{1}{375} e^{-x} \left(-25+e^x (50-2 x)+25 x\right) \, dx","Int[(-25 + E^x*(50 - 2*x) + 25*x)/(375*E^x),x]","-\frac{1}{375} (25-x)^2-\frac{e^{-x} x}{15}","\frac{1}{5} \left(\frac{1}{3} \left(-\frac{x^2}{25}-e^{-x} x-x+4\right)+x+e^2+2\right)",1,"-1/375*(25 - x)^2 - x/(15*E^x)","A",6,4,23,0.1739,1,"{12, 6742, 2194, 2176}"
6566,0,0,0,0.377962,"\int \frac{e^{\frac{e^{-x/3}}{16 x^4}-\frac{x}{3}} (-12-x)}{48 x^5} \, dx","Int[(E^(1/(16*E^(x/3)*x^4) - x/3)*(-12 - x))/(48*x^5),x]","\int \frac{e^{\frac{e^{-x/3}}{16 x^4}-\frac{x}{3}} (-12-x)}{48 x^5} \, dx","e^{\frac{e^{-x/3}}{16 x^4}}",1,"-1/4*Defer[Int][E^(1/(16*E^(x/3)*x^4) - x/3)/x^5, x] - Defer[Int][E^(1/(16*E^(x/3)*x^4) - x/3)/x^4, x]/48","F",0,0,0,0,-1,"{}"
6567,1,28,0,3.8253779,"\int \frac{1}{3} \exp \left(\frac{1}{9} \left(e^2+e^{6 x}+9 e^{2 e^{5 e^x} x}+2 e^{1+3 x}+e^{e^{5 e^x} x} \left(6 e+6 e^{3 x}\right)\right)\right) \left(2 e^{6 x}+2 e^{1+3 x}+e^{5 e^x+2 e^{5 e^x} x} \left(6+30 e^x x\right)+e^{e^{5 e^x} x} \left(6 e^{3 x}+e^{5 e^x} \left(2 e+10 e^{1+x} x+e^{3 x} \left(2+10 e^x x\right)\right)\right)\right) \, dx","Int[(E^((E^2 + E^(6*x) + 9*E^(2*E^(5*E^x)*x) + 2*E^(1 + 3*x) + E^(E^(5*E^x)*x)*(6*E + 6*E^(3*x)))/9)*(2*E^(6*x) + 2*E^(1 + 3*x) + E^(5*E^x + 2*E^(5*E^x)*x)*(6 + 30*E^x*x) + E^(E^(5*E^x)*x)*(6*E^(3*x) + E^(5*E^x)*(2*E + 10*E^(1 + x)*x + E^(3*x)*(2 + 10*E^x*x)))))/3,x]","e^{\frac{1}{9} \left(e^{3 x}+3 e^{e^{5 e^x} x}+e\right)^2}","e^{\left(\frac{1}{3} \left(e^{3 x}+e\right)+e^{e^{5 e^x} x}\right)^2}",1,"E^((E + E^(3*x) + 3*E^(E^(5*E^x)*x))^2/9)","A",4,3,163,0.01840,1,"{12, 6688, 6706}"
6568,1,39,0,0.0718183,"\int \frac{1996 x^3+e^2 (-15968+9624 x)}{996004 x^3-800396 x^4+160801 x^5} \, dx","Int[(1996*x^3 + E^2*(-15968 + 9624*x))/(996004*x^3 - 800396*x^4 + 160801*x^5),x]","\frac{4 e^2}{499 x^2}+\frac{802 e^2}{249001 x}+\frac{2 \left(248502998+64481201 e^2\right)}{99849401 (998-401 x)}","\frac{\frac{4 e^2}{x^2}+x}{100 (5-2 x)+\frac{1}{2} (-x-2)}",1,"(2*(248502998 + 64481201*E^2))/(99849401*(998 - 401*x)) + (4*E^2)/(499*x^2) + (802*E^2)/(249001*x)","A",4,3,34,0.08824,1,"{1594, 27, 1620}"
6569,-1,0,0,180.0068028,"\int \frac{\exp \left(\exp \left(\frac{18+18 x-18 \log ^2(2)+\left(1-x-x^2+x^3+\left(-1+2 x-x^2\right) \log ^2(2)\right) \log \left(\frac{x}{2}\right)}{1-2 x+x^2}\right)+\frac{18+18 x-18 \log ^2(2)+\left(1-x-x^2+x^3+\left(-1+2 x-x^2\right) \log ^2(2)\right) \log \left(\frac{x}{2}\right)}{1-2 x+x^2}\right) \left(-1-52 x-18 x^2-2 x^3+x^4+\left(1+33 x+3 x^2-x^3\right) \log ^2(2)+\left(-x+3 x^2-3 x^3+x^4\right) \log \left(\frac{x}{2}\right)\right)}{-x+3 x^2-3 x^3+x^4} \, dx","Int[(E^(E^((18 + 18*x - 18*Log[2]^2 + (1 - x - x^2 + x^3 + (-1 + 2*x - x^2)*Log[2]^2)*Log[x/2])/(1 - 2*x + x^2)) + (18 + 18*x - 18*Log[2]^2 + (1 - x - x^2 + x^3 + (-1 + 2*x - x^2)*Log[2]^2)*Log[x/2])/(1 - 2*x + x^2))*(-1 - 52*x - 18*x^2 - 2*x^3 + x^4 + (1 + 33*x + 3*x^2 - x^3)*Log[2]^2 + (-x + 3*x^2 - 3*x^3 + x^4)*Log[x/2]))/(-x + 3*x^2 - 3*x^3 + x^4),x]","\text{\$Aborted}","\exp \left(e^{\left(x+1-\log ^2(2)\right) \left(\frac{18}{(1-x)^2}+\log \left(\frac{x}{2}\right)\right)}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
6570,1,13,0,0.2825623,"\int \frac{-2-7 e^{2 x}+e^x (-2-14 x)-7 x^2}{e^{2 x}+2 e^x x+x^2} \, dx","Int[(-2 - 7*E^(2*x) + E^x*(-2 - 14*x) - 7*x^2)/(E^(2*x) + 2*E^x*x + x^2),x]","\frac{2}{x+e^x}-7 x","\frac{2}{x+e^x}-7 x",1,"-7*x + 2/(E^x + x)","A",6,3,41,0.07317,1,"{6741, 6742, 2273}"
6571,1,5,0,0.0017113,"\int -e^{-x} \, dx","Int[-E^(-x),x]","e^{-x}","e^{-x}",1,"E^(-x)","A",1,1,7,0.1429,1,"{2194}"
6572,0,0,0,0.7620609,"\int \frac{3 e^4+e^{4 x/3} (3-8 x)+3 x}{e^{12}+e^{4 x}+e^{8 x/3} \left(3 e^4-3 x\right)-3 e^8 x+3 e^4 x^2-x^3+e^{4 x/3} \left(3 e^8-6 e^4 x+3 x^2\right)} \, dx","Int[(3*E^4 + E^((4*x)/3)*(3 - 8*x) + 3*x)/(E^12 + E^(4*x) + E^((8*x)/3)*(3*E^4 - 3*x) - 3*E^8*x + 3*E^4*x^2 - x^3 + E^((4*x)/3)*(3*E^8 - 6*E^4*x + 3*x^2)),x]","\int \frac{3 e^4+e^{4 x/3} (3-8 x)+3 x}{e^{12}+e^{4 x}+e^{8 x/3} \left(3 e^4-3 x\right)-3 e^8 x+3 e^4 x^2-x^3+e^{4 x/3} \left(3 e^8-6 e^4 x+3 x^2\right)} \, dx","3 \left(\frac{x}{\left(-x+e^{4 x/3}+e^4\right)^2}+4\right)",1,"2*(3 + 4*E^4)*Defer[Int][x/(E^4 + E^((4*x)/3) - x)^3, x] - 8*Defer[Int][x/(E^4 + E^((4*x)/3) - x)^2, x] - 8*Defer[Int][x^2/(E^4 + E^((4*x)/3) - x)^3, x] + 9*Defer[Subst][Defer[Int][(E^4 + E^(4*x) - 3*x)^(-2), x], x, x/3]","F",0,0,0,0,-1,"{}"
6573,1,13,0,0.1083952,"\int \frac{e^{16 x} \left(6 x+48 x^2\right)}{-2+3 e^{16 x} x^2} \, dx","Int[(E^(16*x)*(6*x + 48*x^2))/(-2 + 3*E^(16*x)*x^2),x]","\log \left(2-3 e^{16 x} x^2\right)","\log \left(e^{16 x} x^2-\frac{2}{3}\right)",1,"Log[2 - 3*E^(16*x)*x^2]","A",2,2,29,0.06897,1,"{1593, 6684}"
6574,1,35,0,1.0947933,"\int \frac{-x^2+2 x \log (5)-\log ^2(5)+\left(x^3+216 x^4+216 x^6+72 x^8+8 x^{10}+\left(-x-2 x^2-432 x^3-432 x^5-144 x^7-16 x^9\right) \log (5)+\left(x+216 x^2+216 x^4+72 x^6+8 x^8\right) \log ^2(5)\right) \log ^2(x)}{\left(x^3-2 x^2 \log (5)+x \log ^2(5)\right) \log ^2(x)} \, dx","Int[(-x^2 + 2*x*Log[5] - Log[5]^2 + (x^3 + 216*x^4 + 216*x^6 + 72*x^8 + 8*x^10 + (-x - 2*x^2 - 432*x^3 - 432*x^5 - 144*x^7 - 16*x^9)*Log[5] + (x + 216*x^2 + 216*x^4 + 72*x^6 + 8*x^8)*Log[5]^2)*Log[x]^2)/((x^3 - 2*x^2*Log[5] + x*Log[5]^2)*Log[x]^2),x]","x^8+12 x^6+54 x^4+108 x^2+x+\frac{1}{\log (x)}+\frac{\log (5)}{x-\log (5)}","\left(x^2+3\right)^4+x-\frac{\log (5)}{\log (5)-x}+\frac{1}{\log (x)}+2",1,"x + 108*x^2 + 54*x^4 + 12*x^6 + x^8 + Log[5]/(x - Log[5]) + Log[x]^(-1)","A",8,6,129,0.04651,1,"{1594, 27, 6742, 1850, 2302, 30}"
6575,1,27,0,0.1870085,"\int \frac{e^{-x} \left(e^4 (-45-15 x)+e^x \left(24 x-3 x^2\right)\right)}{x^4} \, dx","Int[(E^4*(-45 - 15*x) + E^x*(24*x - 3*x^2))/(E^x*x^4),x]","\frac{15 e^{4-x}}{x^3}-\frac{3 (8-x)^2}{16 x^2}","\frac{\frac{3 \left(\frac{5 e^{4-x}}{x}-4\right)}{x}+3}{x}",1,"(15*E^(4 - x))/x^3 - (3*(8 - x)^2)/(16*x^2)","A",4,3,32,0.09375,1,"{6742, 37, 2197}"
6576,1,11,0,0.1889506,"\int e^{16+e^{16+8 e^x+e^{2 x}}+8 e^x+e^{2 x}} \left(8 e^x+2 e^{2 x}\right) \, dx","Int[E^(16 + E^(16 + 8*E^x + E^(2*x)) + 8*E^x + E^(2*x))*(8*E^x + 2*E^(2*x)),x]","e^{e^{\left(e^x+4\right)^2}}","e^{e^{\left(-e^x-4\right)^2}}",1,"E^E^(4 + E^x)^2","A",6,4,42,0.09524,1,"{2282, 12, 6715, 2194}"
6577,0,0,0,4.4359177,"\int \frac{e^{e^x} \left(-32-16 x-10 x^2-5 x^3+\left(-16 x+20 x^2+5 x^3+e^x \left(32 x+16 x^2+10 x^3+5 x^4\right)\right) \log (x)\right)}{\left(16 x+16 x^2+4 x^3\right) \log ^2(x)} \, dx","Int[(E^E^x*(-32 - 16*x - 10*x^2 - 5*x^3 + (-16*x + 20*x^2 + 5*x^3 + E^x*(32*x + 16*x^2 + 10*x^3 + 5*x^4))*Log[x]))/((16*x + 16*x^2 + 4*x^3)*Log[x]^2),x]","\int \frac{e^{e^x} \left(-32-16 x-10 x^2-5 x^3+\left(-16 x+20 x^2+5 x^3+e^x \left(32 x+16 x^2+10 x^3+5 x^4\right)\right) \log (x)\right)}{\left(16 x+16 x^2+4 x^3\right) \log ^2(x)} \, dx","\frac{e^{e^x} \left(\frac{5 x^2}{4}+4\right)}{(x+2) \log (x)}",1,"(-5*Defer[Int][E^E^x/Log[x]^2, x])/4 - 2*Defer[Int][E^E^x/(x*Log[x]^2), x] + (9*Defer[Int][E^E^x/((2 + x)*Log[x]^2), x])/2 + (5*Defer[Int][E^E^x/Log[x], x])/4 - (5*Defer[Int][E^(E^x + x)/Log[x], x])/2 + (5*Defer[Int][(E^(E^x + x)*x)/Log[x], x])/4 - 9*Defer[Int][E^E^x/((2 + x)^2*Log[x]), x] + 9*Defer[Int][E^(E^x + x)/((2 + x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
6578,1,89,0,0.7604127,"\int \frac{120 x-9 x^2 \log (5)+\left(-30 x+2 x^2 \log (5)\right) \log (15-x \log (5))}{-240 \log (3)+16 x \log (3) \log (5)+(120 \log (3)-8 x \log (3) \log (5)) \log (15-x \log (5))+(-15 \log (3)+x \log (3) \log (5)) \log ^2(15-x \log (5))} \, dx","Int[(120*x - 9*x^2*Log[5] + (-30*x + 2*x^2*Log[5])*Log[15 - x*Log[5]])/(-240*Log[3] + 16*x*Log[3]*Log[5] + (120*Log[3] - 8*x*Log[3]*Log[5])*Log[15 - x*Log[5]] + (-15*Log[3] + x*Log[3]*Log[5])*Log[15 - x*Log[5]]^2),x]","-\frac{(15-x \log (5))^2}{\log (3) \log ^2(5) (4-\log (15-x \log (5)))}+\frac{30 (15-x \log (5))}{\log (3) \log ^2(5) (4-\log (15-x \log (5)))}-\frac{225}{\log (3) \log ^2(5) (4-\log (15-x \log (5)))}","\frac{x^2}{\log (3) (\log (15-x \log (5))-4)}",1,"-225/(Log[3]*Log[5]^2*(4 - Log[15 - x*Log[5]])) + (30*(15 - x*Log[5]))/(Log[3]*Log[5]^2*(4 - Log[15 - x*Log[5]])) - (15 - x*Log[5])^2/(Log[3]*Log[5]^2*(4 - Log[15 - x*Log[5]]))","B",23,15,89,0.1685,1,"{6688, 12, 6742, 2411, 2353, 2297, 2299, 2178, 2302, 30, 2306, 2309, 2399, 2389, 2390}"
6579,1,16,0,0.1350993,"\int \frac{e^{\frac{9+4 x-5 x^2}{x}} \left(-9-5 x^2\right)}{x^2} \, dx","Int[(E^((9 + 4*x - 5*x^2)/x)*(-9 - 5*x^2))/x^2,x]","e^{\frac{-5 x^2+4 x+9}{x}}","e^{-3 (x-3)-2 x+\frac{9}{x}-5}",1,"E^((9 + 4*x - 5*x^2)/x)","A",1,1,27,0.03704,1,"{6706}"
6580,0,0,0,3.3736905,"\int \frac{e^{e x^2+x^3+e^{x^2} (e+x)} \left(e^{x+x^2} \left(x+2 e x^2+2 x^3\right)+e^x \left(-1+x+2 e x^2+3 x^3\right)\right)}{x^2 \log (3)} \, dx","Int[(E^(E*x^2 + x^3 + E^x^2*(E + x))*(E^(x + x^2)*(x + 2*E*x^2 + 2*x^3) + E^x*(-1 + x + 2*E*x^2 + 3*x^3)))/(x^2*Log[3]),x]","\int \frac{e^{e x^2+x^3+e^{x^2} (e+x)} \left(e^{x+x^2} \left(x+2 e x^2+2 x^3\right)+e^x \left(-1+x+2 e x^2+3 x^3\right)\right)}{x^2 \log (3)} \, dx","\frac{e^{(x+e) \left(x^2+e^{x^2}\right)+x}}{x \log (3)}-3",1,"(2*Defer[Int][E^(1 + x + (E + x)*(E^x^2 + x^2)), x])/Log[3] + (2*Defer[Int][E^(1 + x + x^2 + (E + x)*(E^x^2 + x^2)), x])/Log[3] - Defer[Int][E^(x + (E + x)*(E^x^2 + x^2))/x^2, x]/Log[3] + Defer[Int][E^(x + (E + x)*(E^x^2 + x^2))/x, x]/Log[3] + Defer[Int][E^(x + x^2 + (E + x)*(E^x^2 + x^2))/x, x]/Log[3] + (3*Defer[Int][E^(x + (E + x)*(E^x^2 + x^2))*x, x])/Log[3] + (2*Defer[Int][E^(x + x^2 + (E + x)*(E^x^2 + x^2))*x, x])/Log[3]","F",0,0,0,0,-1,"{}"
6581,0,0,0,5.5536267,"\int \frac{\left(10-10 x+x^2\right) \log (x)+\left(20 x-4 x^2+\left(40 x-8 x^2\right) \log (x)\right) \log \left(x^2 \log (x)\right)+\left(20 x-2 x^2\right) \log (x) \log ^2\left(x^2 \log (x)\right)+\left(-20 x+4 x^2+\left(-40 x+8 x^2\right) \log (x)\right) \log ^3\left(x^2 \log (x)\right)+\left(-10 x+x^2\right) \log (x) \log ^4\left(x^2 \log (x)\right)}{\left(4 x^2-4 x^3+x^4\right) \log (x)+\left(8 x^3-4 x^4\right) \log (x) \log ^2\left(x^2 \log (x)\right)+\left(-4 x^3+6 x^4\right) \log (x) \log ^4\left(x^2 \log (x)\right)-4 x^4 \log (x) \log ^6\left(x^2 \log (x)\right)+x^4 \log (x) \log ^8\left(x^2 \log (x)\right)} \, dx","Int[((10 - 10*x + x^2)*Log[x] + (20*x - 4*x^2 + (40*x - 8*x^2)*Log[x])*Log[x^2*Log[x]] + (20*x - 2*x^2)*Log[x]*Log[x^2*Log[x]]^2 + (-20*x + 4*x^2 + (-40*x + 8*x^2)*Log[x])*Log[x^2*Log[x]]^3 + (-10*x + x^2)*Log[x]*Log[x^2*Log[x]]^4)/((4*x^2 - 4*x^3 + x^4)*Log[x] + (8*x^3 - 4*x^4)*Log[x]*Log[x^2*Log[x]]^2 + (-4*x^3 + 6*x^4)*Log[x]*Log[x^2*Log[x]]^4 - 4*x^4*Log[x]*Log[x^2*Log[x]]^6 + x^4*Log[x]*Log[x^2*Log[x]]^8),x]","\int \frac{\left(10-10 x+x^2\right) \log (x)+\left(20 x-4 x^2+\left(40 x-8 x^2\right) \log (x)\right) \log \left(x^2 \log (x)\right)+\left(20 x-2 x^2\right) \log (x) \log ^2\left(x^2 \log (x)\right)+\left(-20 x+4 x^2+\left(-40 x+8 x^2\right) \log (x)\right) \log ^3\left(x^2 \log (x)\right)+\left(-10 x+x^2\right) \log (x) \log ^4\left(x^2 \log (x)\right)}{\left(4 x^2-4 x^3+x^4\right) \log (x)+\left(8 x^3-4 x^4\right) \log (x) \log ^2\left(x^2 \log (x)\right)+\left(-4 x^3+6 x^4\right) \log (x) \log ^4\left(x^2 \log (x)\right)-4 x^4 \log (x) \log ^6\left(x^2 \log (x)\right)+x^4 \log (x) \log ^8\left(x^2 \log (x)\right)} \, dx","\frac{x-5}{2 x-\left(x-x \log ^2\left(x^2 \log (x)\right)\right)^2}",1,"-10*Defer[Int][1/(x^2*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] + 2*Defer[Int][1/(x*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] - 8*Defer[Int][Log[x^2*Log[x]]/(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2, x] + 40*Defer[Int][Log[x^2*Log[x]]/(x*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] - 4*Defer[Int][Log[x^2*Log[x]]/(Log[x]*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] + 20*Defer[Int][Log[x^2*Log[x]]/(x*Log[x]*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] + 8*Defer[Int][Log[x^2*Log[x]]^3/(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2, x] - 40*Defer[Int][Log[x^2*Log[x]]^3/(x*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] + 4*Defer[Int][Log[x^2*Log[x]]^3/(Log[x]*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] - 20*Defer[Int][Log[x^2*Log[x]]^3/(x*Log[x]*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)^2), x] - 10*Defer[Int][1/(x^2*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)), x] + Defer[Int][1/(x*(-2 + x - 2*x*Log[x^2*Log[x]]^2 + x*Log[x^2*Log[x]]^4)), x]","F",0,0,0,0,-1,"{}"
6582,1,147,0,0.2027731,"\int \frac{1}{4} \left(x^3+e^{4 x+4 e^2 x^3} \left(1+3 e^2 x^2\right)+e^{3 x+3 e^2 x^3} \left(1+3 x+9 e^2 x^3\right)+e^{2 x+2 e^2 x^3} \left(3 x+3 x^2+9 e^2 x^4\right)+e^{x+e^2 x^3} \left(3 x^2+x^3+3 e^2 x^5\right)\right) \, dx","Int[(x^3 + E^(4*x + 4*E^2*x^3)*(1 + 3*E^2*x^2) + E^(3*x + 3*E^2*x^3)*(1 + 3*x + 9*E^2*x^3) + E^(2*x + 2*E^2*x^3)*(3*x + 3*x^2 + 9*E^2*x^4) + E^(x + E^2*x^3)*(3*x^2 + x^3 + 3*E^2*x^5))/4,x]","\frac{x^4}{16}+\frac{1}{16} e^{4 e^2 x^3+4 x}+\frac{e^{e^2 x^3+x} \left(3 e^2 x^3+x\right) x^2}{4 \left(3 e^2 x^2+1\right)}+\frac{3 e^{2 e^2 x^3+2 x} \left(3 e^2 x^3+x\right) x}{8 \left(3 e^2 x^2+1\right)}+\frac{e^{3 e^2 x^3+3 x} \left(3 e^2 x^3+x\right)}{4 \left(3 e^2 x^2+1\right)}","\frac{1}{16} \left(e^{e^2 x^3+x}+x\right)^4",1,"E^(4*x + 4*E^2*x^3)/16 + x^4/16 + (E^(3*x + 3*E^2*x^3)*(x + 3*E^2*x^3))/(4*(1 + 3*E^2*x^2)) + (3*E^(2*x + 2*E^2*x^3)*x*(x + 3*E^2*x^3))/(8*(1 + 3*E^2*x^2)) + (E^(x + E^2*x^3)*x^2*(x + 3*E^2*x^3))/(4*(1 + 3*E^2*x^2))","B",8,4,122,0.03279,1,"{12, 6706, 2288, 1594}"
6583,0,0,0,5.4773428,"\int \frac{9796900-175000 e^{5 x}+17500 e^{6 x}-1000 e^{7 x}+25 e^{8 x}+31285 x+e^{2 x} \left(10945000+7500 x-7500 x^2\right)+e^{4 x} \left(1093800+50 x-100 x^2\right)+e^{3 x} \left(-4376000-1000 x+1500 x^2\right)+e^x \left(-15650000-25000 x+12500 x^2\right)+\left(18780-15000 e^x+4500 e^{2 x}-600 e^{3 x}+30 e^{4 x}+30 x\right) \log (x)+9 \log ^2(x)}{9796900-15650000 e^x+10945000 e^{2 x}-4376000 e^{3 x}+1093800 e^{4 x}-175000 e^{5 x}+17500 e^{6 x}-1000 e^{7 x}+25 e^{8 x}+\left(18780-15000 e^x+4500 e^{2 x}-600 e^{3 x}+30 e^{4 x}\right) \log (x)+9 \log ^2(x)} \, dx","Int[(9796900 - 175000*E^(5*x) + 17500*E^(6*x) - 1000*E^(7*x) + 25*E^(8*x) + 31285*x + E^(2*x)*(10945000 + 7500*x - 7500*x^2) + E^(4*x)*(1093800 + 50*x - 100*x^2) + E^(3*x)*(-4376000 - 1000*x + 1500*x^2) + E^x*(-15650000 - 25000*x + 12500*x^2) + (18780 - 15000*E^x + 4500*E^(2*x) - 600*E^(3*x) + 30*E^(4*x) + 30*x)*Log[x] + 9*Log[x]^2)/(9796900 - 15650000*E^x + 10945000*E^(2*x) - 4376000*E^(3*x) + 1093800*E^(4*x) - 175000*E^(5*x) + 17500*E^(6*x) - 1000*E^(7*x) + 25*E^(8*x) + (18780 - 15000*E^x + 4500*E^(2*x) - 600*E^(3*x) + 30*E^(4*x))*Log[x] + 9*Log[x]^2),x]","\int \frac{9796900-175000 e^{5 x}+17500 e^{6 x}-1000 e^{7 x}+25 e^{8 x}+31285 x+e^{2 x} \left(10945000+7500 x-7500 x^2\right)+e^{4 x} \left(1093800+50 x-100 x^2\right)+e^{3 x} \left(-4376000-1000 x+1500 x^2\right)+e^x \left(-15650000-25000 x+12500 x^2\right)+\left(18780-15000 e^x+4500 e^{2 x}-600 e^{3 x}+30 e^{4 x}+30 x\right) \log (x)+9 \log ^2(x)}{9796900-15650000 e^x+10945000 e^{2 x}-4376000 e^{3 x}+1093800 e^{4 x}-175000 e^{5 x}+17500 e^{6 x}-1000 e^{7 x}+25 e^{8 x}+\left(18780-15000 e^x+4500 e^{2 x}-600 e^{3 x}+30 e^{4 x}\right) \log (x)+9 \log ^2(x)} \, dx","\frac{x^2}{\left(5-e^x\right)^4+\frac{1}{5} (3 \log (x)+5)}+x",1,"x - 15*Defer[Int][x/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] + 62600*Defer[Int][x^2/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] - 37500*Defer[Int][(E^x*x^2)/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] + 7500*Defer[Int][(E^(2*x)*x^2)/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] - 500*Defer[Int][(E^(3*x)*x^2)/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] + 60*Defer[Int][(x^2*Log[x])/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x])^2, x] + 10*Defer[Int][x/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x]), x] - 20*Defer[Int][x^2/(3130 - 2500*E^x + 750*E^(2*x) - 100*E^(3*x) + 5*E^(4*x) + 3*Log[x]), x]","F",0,0,0,0,-1,"{}"
6584,0,0,0,1.9008991,"\int \frac{x-e^{5 x} x-5 x^2+\left(1-x^2+e^{5 x} \left(-1+x^2\right)\right) \log ^2\left(e^{-5 x} \left(x-e^{5 x} x\right)\right)}{\left(-x^2+e^{5 x} x^2\right) \log ^2\left(e^{-5 x} \left(x-e^{5 x} x\right)\right)} \, dx","Int[(x - E^(5*x)*x - 5*x^2 + (1 - x^2 + E^(5*x)*(-1 + x^2))*Log[(x - E^(5*x)*x)/E^(5*x)]^2)/((-x^2 + E^(5*x)*x^2)*Log[(x - E^(5*x)*x)/E^(5*x)]^2),x]","\int \frac{x-e^{5 x} x-5 x^2+\left(1-x^2+e^{5 x} \left(-1+x^2\right)\right) \log ^2\left(e^{-5 x} \left(x-e^{5 x} x\right)\right)}{\left(-x^2+e^{5 x} x^2\right) \log ^2\left(e^{-5 x} \left(x-e^{5 x} x\right)\right)} \, dx","x+\frac{1}{x}+\frac{1}{\log \left(e^{-5 x} x-x\right)}+1",1,"x^(-1) + x + Defer[Int][1/((1 - E^x)*Log[-x + x/E^(5*x)]^2), x] + 4*Defer[Int][1/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*Log[-x + x/E^(5*x)]^2), x] + 3*Defer[Int][E^x/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*Log[-x + x/E^(5*x)]^2), x] + 2*Defer[Int][E^(2*x)/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*Log[-x + x/E^(5*x)]^2), x] + Defer[Int][E^(3*x)/((1 + E^x + E^(2*x) + E^(3*x) + E^(4*x))*Log[-x + x/E^(5*x)]^2), x] - Defer[Int][1/(x*Log[-x + x/E^(5*x)]^2), x]","F",0,0,0,0,-1,"{}"
6585,0,0,0,3.5509252,"\int \frac{e^x \left(e^4 (-5-5 x)-5 x^3\right)+e^{2 x} \left(-x^2+e^4 (1+x)\right)}{e^{x+\frac{e^4-x \log (4)}{x}} \left(-10 x^2-20 x^3-10 x^4\right)+e^{2 x+\frac{e^4-x \log (4)}{x}} \left(x^2+2 x^3+x^4\right)+e^{\frac{e^4-x \log (4)}{x}} \left(25 x^2+50 x^3+25 x^4\right)} \, dx","Int[(E^x*(E^4*(-5 - 5*x) - 5*x^3) + E^(2*x)*(-x^2 + E^4*(1 + x)))/(E^(x + (E^4 - x*Log[4])/x)*(-10*x^2 - 20*x^3 - 10*x^4) + E^(2*x + (E^4 - x*Log[4])/x)*(x^2 + 2*x^3 + x^4) + E^((E^4 - x*Log[4])/x)*(25*x^2 + 50*x^3 + 25*x^4)),x]","\int \frac{e^x \left(e^4 (-5-5 x)-5 x^3\right)+e^{2 x} \left(-x^2+e^4 (1+x)\right)}{e^{x+\frac{e^4-x \log (4)}{x}} \left(-10 x^2-20 x^3-10 x^4\right)+e^{2 x+\frac{e^4-x \log (4)}{x}} \left(x^2+2 x^3+x^4\right)+e^{\frac{e^4-x \log (4)}{x}} \left(25 x^2+50 x^3+25 x^4\right)} \, dx","\frac{4 e^{x-\frac{e^4}{x}}}{\left(e^x-5\right) (x+1)}",1,"4*Defer[Int][E^(4 - E^4/x + x)/((-5 + E^x)*x^2), x] - 4*Defer[Int][E^(4 - E^4/x + x)/((-5 + E^x)*x), x] - 4*Defer[Int][E^(-(E^4/x) + x)/((-5 + E^x)*(1 + x)^2), x] - 20*Defer[Int][E^(-(E^4/x) + x)/((-5 + E^x)^2*(1 + x)), x] + 4*Defer[Int][E^(4 - E^4/x + x)/((-5 + E^x)*(1 + x)), x]","F",0,0,0,0,-1,"{}"
6586,1,134,0,0.1609352,"\int \left(1-e^8+e^4 (-10-4 x)-8 x-3 x^2+\left(40+8 e^4+16 x\right) \log \left(\frac{2}{x}\right)-16 \log ^2\left(\frac{2}{x}\right)+\left(-10-2 e^4-4 x+8 \log \left(\frac{2}{x}\right)\right) \log (x)-\log ^2(x)\right) \, dx","Int[1 - E^8 + E^4*(-10 - 4*x) - 8*x - 3*x^2 + (40 + 8*E^4 + 16*x)*Log[2/x] - 16*Log[2/x]^2 + (-10 - 2*E^4 - 4*x + 8*Log[2/x])*Log[x] - Log[x]^2,x]","-x^3-3 x^2-2 x^2 \log (x)+8 \left(x^2+\left(5+e^4\right) x\right) \log \left(\frac{2}{x}\right)+\left(1-e^8\right) x+2 \left(5+e^4\right) x-50 x+4 \left(x+e^4+5\right)^2-\frac{1}{2} e^4 (2 x+5)^2-16 x \log ^2\left(\frac{2}{x}\right)-x \log ^2(x)-40 x \log \left(\frac{2}{x}\right)+8 x \log \left(\frac{2}{x}\right) \log (x)-2 \left(5+e^4\right) x \log (x)+10 x \log (x)","x \left(x-\left(-x+4 \log \left(\frac{2}{x}\right)-\log (x)-e^4\right)^2+1\right)",1,"-50*x + 2*(5 + E^4)*x + (1 - E^8)*x - 3*x^2 - x^3 + 4*(5 + E^4 + x)^2 - (E^4*(5 + 2*x)^2)/2 - 40*x*Log[2/x] + 8*((5 + E^4)*x + x^2)*Log[2/x] - 16*x*Log[2/x]^2 + 10*x*Log[x] - 2*(5 + E^4)*x*Log[x] - 2*x^2*Log[x] + 8*x*Log[2/x]*Log[x] - x*Log[x]^2","B",16,9,78,0.1154,1,"{2313, 9, 2296, 2295, 6741, 12, 6742, 2304, 2361}"
6587,0,0,0,9.6972312,"\int \frac{\left(-4-6 x^2+3 x^4\right) \log ^2(x)+e^{\frac{8 x}{\log (x)}} \left(-8 x+8 x \log (x)-\log ^2(x)\right)+e^{\frac{4 x}{\log (x)}} \left(24 x-8 x^3+\left(-24 x+8 x^3\right) \log (x)+\left(6+2 x^2\right) \log ^2(x)\right)}{e^{\frac{8 x}{\log (x)}} x \log ^2(x)+e^{\frac{4 x}{\log (x)}} \left(-6 x+2 x^3\right) \log ^2(x)+\left(4 x-6 x^3+x^5\right) \log ^2(x)} \, dx","Int[((-4 - 6*x^2 + 3*x^4)*Log[x]^2 + E^((8*x)/Log[x])*(-8*x + 8*x*Log[x] - Log[x]^2) + E^((4*x)/Log[x])*(24*x - 8*x^3 + (-24*x + 8*x^3)*Log[x] + (6 + 2*x^2)*Log[x]^2))/(E^((8*x)/Log[x])*x*Log[x]^2 + E^((4*x)/Log[x])*(-6*x + 2*x^3)*Log[x]^2 + (4*x - 6*x^3 + x^5)*Log[x]^2),x]","\int \frac{\left(-4-6 x^2+3 x^4\right) \log ^2(x)+e^{\frac{8 x}{\log (x)}} \left(-8 x+8 x \log (x)-\log ^2(x)\right)+e^{\frac{4 x}{\log (x)}} \left(24 x-8 x^3+\left(-24 x+8 x^3\right) \log (x)+\left(6+2 x^2\right) \log ^2(x)\right)}{e^{\frac{8 x}{\log (x)}} x \log ^2(x)+e^{\frac{4 x}{\log (x)}} \left(-6 x+2 x^3\right) \log ^2(x)+\left(4 x-6 x^3+x^5\right) \log ^2(x)} \, dx","\log \left(\frac{5-x^2 \left(x-\frac{3-e^{\frac{4 x}{\log (x)}}}{x}\right)^2}{x}\right)+3",1,"(8*x)/Log[x] - Log[x] - 12*Defer[Int][x/(4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4), x] + 4*Defer[Int][(E^((4*x)/Log[x])*x)/(4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4), x] + 4*Defer[Int][x^3/(4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4), x] + 32*Defer[Int][1/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]^2), x] - 24*Defer[Int][E^((4*x)/Log[x])/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]^2), x] - 48*Defer[Int][x^2/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]^2), x] + 8*Defer[Int][(E^((4*x)/Log[x])*x^2)/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]^2), x] + 8*Defer[Int][x^4/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]^2), x] - 32*Defer[Int][1/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]), x] + 24*Defer[Int][E^((4*x)/Log[x])/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]), x] + 48*Defer[Int][x^2/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]), x] - 8*Defer[Int][(E^((4*x)/Log[x])*x^2)/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]), x] - 8*Defer[Int][x^4/((4 - 6*E^((4*x)/Log[x]) + E^((8*x)/Log[x]) - 6*x^2 + 2*E^((4*x)/Log[x])*x^2 + x^4)*Log[x]), x]","F",0,0,0,0,-1,"{}"
6588,0,0,0,0.7664404,"\int \frac{4 x+4 x^2+9 x^3+9 x^4+e^4 \left(4+9 x^2\right)+\left(-64 x+4 x^2-432 x^3+27 x^4+e^4 \left(-4-27 x^2\right)+\left(4 x+27 x^3\right) \log (x)\right) \log \left(\frac{-e^4-16 x+x^2+x \log (x)}{x}\right)}{-e^4-16 x+x^2+x \log (x)} \, dx","Int[(4*x + 4*x^2 + 9*x^3 + 9*x^4 + E^4*(4 + 9*x^2) + (-64*x + 4*x^2 - 432*x^3 + 27*x^4 + E^4*(-4 - 27*x^2) + (4*x + 27*x^3)*Log[x])*Log[(-E^4 - 16*x + x^2 + x*Log[x])/x])/(-E^4 - 16*x + x^2 + x*Log[x]),x]","\int \frac{4 x+4 x^2+9 x^3+9 x^4+e^4 \left(4+9 x^2\right)+\left(-64 x+4 x^2-432 x^3+27 x^4+e^4 \left(-4-27 x^2\right)+\left(4 x+27 x^3\right) \log (x)\right) \log \left(\frac{-e^4-16 x+x^2+x \log (x)}{x}\right)}{-e^4-16 x+x^2+x \log (x)} \, dx","\left(9 x^3+4 x\right) \log \left(x-\frac{e^4}{x}+\log (x)-16\right)",1,"-4*E^4*Defer[Int][(E^4 + 16*x - x^2 - x*Log[x])^(-1), x] + 4*Defer[Int][x/(-E^4 - 16*x + x^2 + x*Log[x]), x] + 4*Defer[Int][x^2/(-E^4 - 16*x + x^2 + x*Log[x]), x] + 9*E^4*Defer[Int][x^2/(-E^4 - 16*x + x^2 + x*Log[x]), x] + 9*Defer[Int][x^3/(-E^4 - 16*x + x^2 + x*Log[x]), x] + 9*Defer[Int][x^4/(-E^4 - 16*x + x^2 + x*Log[x]), x] + 4*Defer[Int][Log[-16 - E^4/x + x + Log[x]], x] + 27*Defer[Int][x^2*Log[-16 - E^4/x + x + Log[x]], x]","F",0,0,0,0,-1,"{}"
6589,1,132,0,7.9160944,"\int \frac{e^{e^{e^{2 x^2-4 x \log \left(\frac{4}{x}\right)+2 \log ^2\left(\frac{4}{x}\right)}}} \left(e^{\frac{8}{-3+x}} \left(-9-2 x-x^2\right)+\exp \left(e^{2 x^2-4 x \log \left(\frac{4}{x}\right)+2 \log ^2\left(\frac{4}{x}\right)}+2 x^2-4 x \log \left(\frac{4}{x}\right)+2 \log ^2\left(\frac{4}{x}\right)\right) \left(e^{\frac{8}{-3+x}} \left(36 x+12 x^2-20 x^3+4 x^4\right)+e^{\frac{8}{-3+x}} \left(-36-12 x+20 x^2-4 x^3\right) \log \left(\frac{4}{x}\right)\right)\right)}{9 x^2-6 x^3+x^4} \, dx","Int[(E^E^E^(2*x^2 - 4*x*Log[4/x] + 2*Log[4/x]^2)*(E^(8/(-3 + x))*(-9 - 2*x - x^2) + E^(E^(2*x^2 - 4*x*Log[4/x] + 2*Log[4/x]^2) + 2*x^2 - 4*x*Log[4/x] + 2*Log[4/x]^2)*(E^(8/(-3 + x))*(36*x + 12*x^2 - 20*x^3 + 4*x^4) + E^(8/(-3 + x))*(-36 - 12*x + 20*x^2 - 4*x^3)*Log[4/x])))/(9*x^2 - 6*x^3 + x^4),x]","\frac{\left(e^{-\frac{8}{3-x}} \left(x^4-5 x^3+3 x^2+9 x\right)-e^{-\frac{8}{3-x}} \left(x^3-5 x^2+3 x+9\right) \log \left(\frac{4}{x}\right)\right) \exp \left(\exp \left(4^{-4 x} \left(\frac{1}{x}\right)^{-4 x} e^{2 x^2+2 \log ^2\left(\frac{4}{x}\right)}\right)\right)}{(3-x)^2 x^2 \left(x-\log \left(\frac{4}{x}\right)-\frac{\log \left(\frac{4}{x}\right)}{x}+1\right)}","\frac{e^{\frac{8}{x-3}+e^{e^{2 \left(\log \left(\frac{4}{x}\right)-x\right)^2}}}}{x}",1,"(E^E^(E^(2*x^2 + 2*Log[4/x]^2)/(4^(4*x)*(x^(-1))^(4*x)))*((9*x + 3*x^2 - 5*x^3 + x^4)/E^(8/(3 - x)) - ((9 + 3*x - 5*x^2 + x^3)*Log[4/x])/E^(8/(3 - x))))/((3 - x)^2*x^2*(1 + x - Log[4/x] - Log[4/x]/x))","B",3,3,185,0.01622,1,"{1594, 27, 2288}"
6590,1,45,0,0.6390222,"\int \frac{50-80 x-465 x^2-820 x^3-330 x^4-360 x^5+e^x \left(-10-70 x-155 x^2-125 x^3-75 x^4-45 x^5\right)+\left(-10-60 x-95 x^2-30 x^3-45 x^4\right) \log \left(2+x^2\right)}{4+24 x+38 x^2+12 x^3+18 x^4} \, dx","Int[(50 - 80*x - 465*x^2 - 820*x^3 - 330*x^4 - 360*x^5 + E^x*(-10 - 70*x - 155*x^2 - 125*x^3 - 75*x^4 - 45*x^5) + (-10 - 60*x - 95*x^2 - 30*x^3 - 45*x^4)*Log[2 + x^2])/(4 + 24*x + 38*x^2 + 12*x^3 + 18*x^4),x]","-10 x^2-\frac{5}{2} x \log \left(x^2+2\right)+\frac{5 e^x}{2}-\frac{5}{2} e^x (x+1)-\frac{25}{6 (3 x+1)}","\frac{5}{2} x \left(-\log \left(x^2+2\right)-4 x-e^x+\frac{5}{3 x+1}\right)",1,"(5*E^x)/2 - 10*x^2 - (5*E^x*(1 + x))/2 - 25/(6*(1 + 3*x)) - (5*x*Log[2 + x^2])/2","A",38,11,104,0.1058,1,"{6742, 2176, 2194, 710, 801, 635, 203, 260, 1629, 2448, 321}"
6591,0,0,0,8.9267567,"\int \frac{\left(16 x-16 x^2+\left(96 x-48 x^2+\left(-32 x+16 x^2\right) \log (x)\right) \log (-3+\log (x))\right) \log ^3\left(-\frac{x^2 \log (3)}{(-2+2 x) \log (-3+\log (x))}\right)+\left(24 x-24 x^2+\left(-8 x+8 x^2\right) \log (x)\right) \log (-3+\log (x)) \log ^4\left(-\frac{x^2 \log (3)}{(-2+2 x) \log (-3+\log (x))}\right)}{(3-3 x+(-1+x) \log (x)) \log (-3+\log (x))} \, dx","Int[((16*x - 16*x^2 + (96*x - 48*x^2 + (-32*x + 16*x^2)*Log[x])*Log[-3 + Log[x]])*Log[-((x^2*Log[3])/((-2 + 2*x)*Log[-3 + Log[x]]))]^3 + (24*x - 24*x^2 + (-8*x + 8*x^2)*Log[x])*Log[-3 + Log[x]]*Log[-((x^2*Log[3])/((-2 + 2*x)*Log[-3 + Log[x]]))]^4)/((3 - 3*x + (-1 + x)*Log[x])*Log[-3 + Log[x]]),x]","\int \frac{\left(16 x-16 x^2+\left(96 x-48 x^2+\left(-32 x+16 x^2\right) \log (x)\right) \log (-3+\log (x))\right) \log ^3\left(-\frac{x^2 \log (3)}{(-2+2 x) \log (-3+\log (x))}\right)+\left(24 x-24 x^2+\left(-8 x+8 x^2\right) \log (x)\right) \log (-3+\log (x)) \log ^4\left(-\frac{x^2 \log (3)}{(-2+2 x) \log (-3+\log (x))}\right)}{(3-3 x+(-1+x) \log (x)) \log (-3+\log (x))} \, dx","4 x^2 \log ^4\left(\frac{x^2 \log (3)}{2 (1-x) \log (\log (x)-3)}\right)",1,"48*Defer[Int][Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3/(-3 + Log[x]), x] + 48*Defer[Int][Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3/((-1 + x)*(-3 + Log[x])), x] - 48*Defer[Int][(x*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3)/(-3 + Log[x]), x] - 16*Defer[Int][(Log[x]*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3)/(-3 + Log[x]), x] - 16*Defer[Int][(Log[x]*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3)/((-1 + x)*(-3 + Log[x])), x] + 16*Defer[Int][(x*Log[x]*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3)/(-3 + Log[x]), x] - 16*Defer[Int][(x*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^3)/((-3 + Log[x])*Log[-3 + Log[x]]), x] + 8*Defer[Int][x*Log[-1/2*(x^2*Log[3])/((-1 + x)*Log[-3 + Log[x]])]^4, x]","F",0,0,0,0,-1,"{}"
6592,0,0,0,10.4038101,"\int \frac{-4+4 \log (x)+\left(-e^x+e^x \log (x)\right) \log (3 x)+\left(-6 e^x x+e^x \log (x)+\left(-6 e^x x^2+e^x x \log (x)\right) \log (3 x)\right) \log \left(\frac{-6 x+\log (x)}{x}\right)}{-96 x^2+16 x \log (x)+\left(-48 e^x x^2+8 e^x x \log (x)\right) \log (3 x)+\left(-6 e^{2 x} x^2+e^{2 x} x \log (x)\right) \log ^2(3 x)} \, dx","Int[(-4 + 4*Log[x] + (-E^x + E^x*Log[x])*Log[3*x] + (-6*E^x*x + E^x*Log[x] + (-6*E^x*x^2 + E^x*x*Log[x])*Log[3*x])*Log[(-6*x + Log[x])/x])/(-96*x^2 + 16*x*Log[x] + (-48*E^x*x^2 + 8*E^x*x*Log[x])*Log[3*x] + (-6*E^(2*x)*x^2 + E^(2*x)*x*Log[x])*Log[3*x]^2),x]","\int \frac{-4+4 \log (x)+\left(-e^x+e^x \log (x)\right) \log (3 x)+\left(-6 e^x x+e^x \log (x)+\left(-6 e^x x^2+e^x x \log (x)\right) \log (3 x)\right) \log \left(\frac{-6 x+\log (x)}{x}\right)}{-96 x^2+16 x \log (x)+\left(-48 e^x x^2+8 e^x x \log (x)\right) \log (3 x)+\left(-6 e^{2 x} x^2+e^{2 x} x \log (x)\right) \log ^2(3 x)} \, dx","\frac{\log \left(\frac{\log (x)}{x}-6\right)}{-e^x \log (3 x)-4}-20",1,"Defer[Int][1/(x*(6*x - Log[x])*(4 + E^x*Log[3*x])), x] - Defer[Int][Log[x]/(x*(6*x - Log[x])*(4 + E^x*Log[3*x])), x] - 4*Defer[Int][Log[-6 + Log[x]/x]/(4 + E^x*Log[3*x])^2, x] - 4*Defer[Int][Log[-6 + Log[x]/x]/(x*Log[3*x]*(4 + E^x*Log[3*x])^2), x] + 6*Defer[Int][(x*Log[-6 + Log[x]/x])/((6*x - Log[x])*(4 + E^x*Log[3*x])), x] - Defer[Int][(Log[x]*Log[-6 + Log[x]/x])/((6*x - Log[x])*(4 + E^x*Log[3*x])), x] + 6*Defer[Int][Log[-6 + Log[x]/x]/((6*x - Log[x])*Log[3*x]*(4 + E^x*Log[3*x])), x] - Defer[Int][(Log[x]*Log[-6 + Log[x]/x])/(x*(6*x - Log[x])*Log[3*x]*(4 + E^x*Log[3*x])), x]","F",0,0,0,0,-1,"{}"
6593,1,21,0,0.2724016,"\int \frac{32-16 x+16 x \log (x)+18 x^2 \log ^2(x)}{9 x \log ^2(x)} \, dx","Int[(32 - 16*x + 16*x*Log[x] + 18*x^2*Log[x]^2)/(9*x*Log[x]^2),x]","x^2+\frac{16 x}{9 \log (x)}-\frac{32}{9 \log (x)}","x^2+\frac{16 (x-2)}{9 \log (x)}+3",1,"x^2 - 32/(9*Log[x]) + (16*x)/(9*Log[x])","A",12,8,30,0.2667,1,"{12, 6741, 6742, 2353, 2297, 2298, 2302, 30}"
6594,1,17,0,0.0137338,"\int \frac{\left(75+3 e^3\right) \log (3)}{625+e^6+50 x+x^2+e^3 (50+2 x)} \, dx","Int[((75 + 3*E^3)*Log[3])/(625 + E^6 + 50*x + x^2 + E^3*(50 + 2*x)),x]","-\frac{3 \left(25+e^3\right) \log (3)}{x+e^3+25}","\frac{3 x \log (3)}{x+e^3+25}",1,"(-3*(25 + E^3)*Log[3])/(25 + E^3 + x)","A",4,4,32,0.1250,1,"{12, 1981, 27, 32}"
6595,0,0,0,6.7749501,"\int \frac{-432 x+1296 x^2-1224 x^3+456 x^4-72 x^5+4 x^6+e^4 \left(-432 x+216 x^2-36 x^3+2 x^4\right)+e^2 \left(864 x-1512 x^2+660 x^3-108 x^4+6 x^5\right)+e^{9 x} \left(2 x^4+2 e^4 x^4-6 x^5+4 x^6+e^2 \left(-4 x^4+6 x^5\right)\right)+e^{3 x} \left(216 x^2-660 x^3+528 x^4-114 x^5+6 x^6+e^4 \left(216 x^2-72 x^3+6 x^4\right)+e^2 \left(-432 x^2+732 x^3-184 x^4+12 x^5\right)\right)+e^{6 x} \left(-36 x^3+110 x^4-78 x^5+6 x^6+e^4 \left(-36 x^3+6 x^4\right)+e^2 \left(72 x^3-116 x^4+12 x^5\right)\right)}{-216+108 x-18 x^2+x^3+e^{9 x} x^3+e^{3 x} \left(108 x-36 x^2+3 x^3\right)+e^{6 x} \left(-18 x^2+3 x^3\right)} \, dx","Int[(-432*x + 1296*x^2 - 1224*x^3 + 456*x^4 - 72*x^5 + 4*x^6 + E^4*(-432*x + 216*x^2 - 36*x^3 + 2*x^4) + E^2*(864*x - 1512*x^2 + 660*x^3 - 108*x^4 + 6*x^5) + E^(9*x)*(2*x^4 + 2*E^4*x^4 - 6*x^5 + 4*x^6 + E^2*(-4*x^4 + 6*x^5)) + E^(3*x)*(216*x^2 - 660*x^3 + 528*x^4 - 114*x^5 + 6*x^6 + E^4*(216*x^2 - 72*x^3 + 6*x^4) + E^2*(-432*x^2 + 732*x^3 - 184*x^4 + 12*x^5)) + E^(6*x)*(-36*x^3 + 110*x^4 - 78*x^5 + 6*x^6 + E^4*(-36*x^3 + 6*x^4) + E^2*(72*x^3 - 116*x^4 + 12*x^5)))/(-216 + 108*x - 18*x^2 + x^3 + E^(9*x)*x^3 + E^(3*x)*(108*x - 36*x^2 + 3*x^3) + E^(6*x)*(-18*x^2 + 3*x^3)),x]","\int \frac{-432 x+1296 x^2-1224 x^3+456 x^4-72 x^5+4 x^6+e^4 \left(-432 x+216 x^2-36 x^3+2 x^4\right)+e^2 \left(864 x-1512 x^2+660 x^3-108 x^4+6 x^5\right)+e^{9 x} \left(2 x^4+2 e^4 x^4-6 x^5+4 x^6+e^2 \left(-4 x^4+6 x^5\right)\right)+e^{3 x} \left(216 x^2-660 x^3+528 x^4-114 x^5+6 x^6+e^4 \left(216 x^2-72 x^3+6 x^4\right)+e^2 \left(-432 x^2+732 x^3-184 x^4+12 x^5\right)\right)+e^{6 x} \left(-36 x^3+110 x^4-78 x^5+6 x^6+e^4 \left(-36 x^3+6 x^4\right)+e^2 \left(72 x^3-116 x^4+12 x^5\right)\right)}{-216+108 x-18 x^2+x^3+e^{9 x} x^3+e^{3 x} \left(108 x-36 x^2+3 x^3\right)+e^{6 x} \left(-18 x^2+3 x^3\right)} \, dx","\left(x-x \left(\frac{x}{e^{3 x} x+x-6}+x+e^2\right)\right)^2",1,"(1 - E^2)^2*x^2 - 2*(1 - E)*(1 + E)*x^3 + x^4 - 12*Defer[Int][x^3/(-6 + x + E^(3*x)*x)^3, x] - 36*Defer[Int][x^4/(-6 + x + E^(3*x)*x)^3, x] + 6*Defer[Int][x^5/(-6 + x + E^(3*x)*x)^3, x] + 12*(1 - E)*(1 + E)*Defer[Int][x^2/(-6 + x + E^(3*x)*x)^2, x] + 2*(13 - 18*E^2)*Defer[Int][x^3/(-6 + x + E^(3*x)*x)^2, x] - 6*(8 - E^2)*Defer[Int][x^4/(-6 + x + E^(3*x)*x)^2, x] + 6*Defer[Int][x^5/(-6 + x + E^(3*x)*x)^2, x] - 4*(1 - E)*(1 + E)*Defer[Int][x^2/(-6 + x + E^(3*x)*x), x] + 6*(2 - E^2)*Defer[Int][x^3/(-6 + x + E^(3*x)*x), x] - 6*Defer[Int][x^4/(-6 + x + E^(3*x)*x), x]","F",0,0,0,0,-1,"{}"
6596,0,0,0,0.2776377,"\int \frac{x+e^{4 x^2 \log (x)+4 e^8 \log (x) \log (3 x)} \left(4 x^2+\left(4 e^8+8 x^2\right) \log (x)+4 e^8 \log (3 x)\right)}{x} \, dx","Int[(x + E^(4*x^2*Log[x] + 4*E^8*Log[x]*Log[3*x])*(4*x^2 + (4*E^8 + 8*x^2)*Log[x] + 4*E^8*Log[3*x]))/x,x]","\int \frac{x+e^{4 x^2 \log (x)+4 e^8 \log (x) \log (3 x)} \left(4 x^2+\left(4 e^8+8 x^2\right) \log (x)+4 e^8 \log (3 x)\right)}{x} \, dx","x^{4 x \left(x+\frac{e^8 \log (3 x)}{x}\right)}+x-4",1,"x + 4*E^8*Log[3]*Defer[Int][x^(-1 + 4*x^2 + 4*E^8*Log[3*x]), x] + 4*Defer[Int][x^(1 + 4*x^2 + 4*E^8*Log[3*x]), x] + 8*E^8*Defer[Int][x^(-1 + 4*x^2 + 4*E^8*Log[3*x])*Log[x], x] + 8*Defer[Int][x^(1 + 4*x^2 + 4*E^8*Log[3*x])*Log[x], x]","F",0,0,0,0,-1,"{}"
6597,1,23,0,0.0762817,"\int 3 e^{5 x-125 x^2-50 x^3-5 x^4} \left(15-750 x-450 x^2-60 x^3\right) \, dx","Int[3*E^(5*x - 125*x^2 - 50*x^3 - 5*x^4)*(15 - 750*x - 450*x^2 - 60*x^3),x]","9 e^{-5 x^4-50 x^3-125 x^2+5 x}","3 \left(3 e^{5 \left(x-((x+4) x+x)^2\right)}-4\right)",1,"9*E^(5*x - 125*x^2 - 50*x^3 - 5*x^4)","A",2,2,38,0.05263,1,"{12, 6706}"
6598,1,14,0,0.0066287,"\int \frac{-4+10 x^2-2 x^3}{x^2} \, dx","Int[(-4 + 10*x^2 - 2*x^3)/x^2,x]","-x^2+10 x+\frac{4}{x}","\frac{x^2+x+4}{x}+(8-x) x+x-3+\log (2)",1,"4/x + 10*x - x^2","A",2,1,16,0.06250,1,"{14}"
6599,0,0,0,7.1701825,"\int \frac{x+e^x \left(x+x^2\right)+\left(1+e^x (1+x)\right) \log (2 x)+\left(2+3 x+e^x (2+3 x)+\left(1+e^x\right) \log (2 x)\right) \log \left(x+e^x x\right)}{\left(x^2+e^x x^2+\left(x+e^x x\right) \log (2 x)\right) \log \left(x+e^x x\right) \log \left(\frac{1}{5} \left(3 x^3+6 x^2 \log (2 x)+3 x \log ^2(2 x)\right) \log \left(x+e^x x\right)\right)} \, dx","Int[(x + E^x*(x + x^2) + (1 + E^x*(1 + x))*Log[2*x] + (2 + 3*x + E^x*(2 + 3*x) + (1 + E^x)*Log[2*x])*Log[x + E^x*x])/((x^2 + E^x*x^2 + (x + E^x*x)*Log[2*x])*Log[x + E^x*x]*Log[((3*x^3 + 6*x^2*Log[2*x] + 3*x*Log[2*x]^2)*Log[x + E^x*x])/5]),x]","\int \frac{x+e^x \left(x+x^2\right)+\left(1+e^x (1+x)\right) \log (2 x)+\left(2+3 x+e^x (2+3 x)+\left(1+e^x\right) \log (2 x)\right) \log \left(x+e^x x\right)}{\left(x^2+e^x x^2+\left(x+e^x x\right) \log (2 x)\right) \log \left(x+e^x x\right) \log \left(\frac{1}{5} \left(3 x^3+6 x^2 \log (2 x)+3 x \log ^2(2 x)\right) \log \left(x+e^x x\right)\right)} \, dx","\log \left(\log \left(\frac{3}{5} x (x+\log (2 x))^2 \log \left(e^x x+x\right)\right)\right)",1,"3*Defer[Int][1/((x + Log[2*x])*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + 2*Defer[Int][1/(x*(x + Log[2*x])*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][Log[2*x]/(x*(x + Log[2*x])*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][1/((-1 - E^x)*Log[x + E^x*x]*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][1/((x + Log[2*x])*Log[x + E^x*x]*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][x/((x + Log[2*x])*Log[x + E^x*x]*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][Log[2*x]/((x + Log[2*x])*Log[x + E^x*x]*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x] + Defer[Int][Log[2*x]/(x*(x + Log[2*x])*Log[x + E^x*x]*Log[(3*x*(x + Log[2*x])^2*Log[x + E^x*x])/5]), x]","F",0,0,0,0,-1,"{}"
6600,0,0,0,4.9519582,"\int \frac{-100 x^5-750 x^6+\left(300 x^3+6750 x^4+45500 x^5+7500 x^6+300 x^7\right) \log \left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)+\left(-200 x-6000 x^2-45500 x^3-7500 x^4-300 x^5\right) \log ^2\left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)}{\left(2+60 x+455 x^2+75 x^3+3 x^4\right) \log ^3\left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)} \, dx","Int[(-100*x^5 - 750*x^6 + (300*x^3 + 6750*x^4 + 45500*x^5 + 7500*x^6 + 300*x^7)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)] + (-200*x - 6000*x^2 - 45500*x^3 - 7500*x^4 - 300*x^5)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2)/((2 + 60*x + 455*x^2 + 75*x^3 + 3*x^4)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3),x]","\int \frac{-100 x^5-750 x^6+\left(300 x^3+6750 x^4+45500 x^5+7500 x^6+300 x^7\right) \log \left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)+\left(-200 x-6000 x^2-45500 x^3-7500 x^4-300 x^5\right) \log ^2\left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)}{\left(2+60 x+455 x^2+75 x^3+3 x^4\right) \log ^3\left(\frac{2+30 x+3 x^2}{1+15 x+x^2}\right)} \, dx","\left(\frac{5 x^2}{\log \left(\frac{x}{x+\frac{1}{x}+15}+2\right)}-5\right)^2",1,"-117500*Defer[Int][Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^(-3), x] + 98000*Sqrt[3/73]*Defer[Int][1/((-30 + 2*Sqrt[219] - 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x] - (333000*Defer[Int][1/((-15 + Sqrt[221] - 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/Sqrt[221] + (18650*Defer[Int][x/Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3, x])/3 - 250*Defer[Int][x^2/Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3, x] + (2486350*(221 - 15*Sqrt[221])*Defer[Int][1/((15 - Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/221 - (333000*Defer[Int][1/((15 + Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/Sqrt[221] + (2486350*(221 + 15*Sqrt[221])*Defer[Int][1/((15 + Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/221 - (4380400*(73 - 5*Sqrt[219])*Defer[Int][1/((30 - 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/219 + 98000*Sqrt[3/73]*Defer[Int][1/((30 + 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x] - (4380400*(73 + 5*Sqrt[219])*Defer[Int][1/((30 + 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^3), x])/219 + 250*Defer[Int][Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^(-2), x] - 1000*Sqrt[3/73]*Defer[Int][1/((-30 + 2*Sqrt[219] - 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x] + (1500*Defer[Int][1/((-15 + Sqrt[221] - 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/Sqrt[221] + 100*Defer[Int][x^3/Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2, x] - (11150*(221 - 15*Sqrt[221])*Defer[Int][1/((15 - Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/221 + (1500*Defer[Int][1/((15 + Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/Sqrt[221] - (11150*(221 + 15*Sqrt[221])*Defer[Int][1/((15 + Sqrt[221] + 2*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/221 + (14800*(73 - 5*Sqrt[219])*Defer[Int][1/((30 - 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/73 - 1000*Sqrt[3/73]*Defer[Int][1/((30 + 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x] + (14800*(73 + 5*Sqrt[219])*Defer[Int][1/((30 + 2*Sqrt[219] + 6*x)*Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)]^2), x])/73 - 100*Defer[Int][x/Log[(2 + 30*x + 3*x^2)/(1 + 15*x + x^2)], x]","F",0,0,0,0,-1,"{}"
6601,0,0,0,9.3695015,"\int \frac{-10+30 x-44 x^2+32 x^3+5 x^4-25 x^5+15 x^6-3 x^7+\left(-4+16 x-32 x^2+80 x^3-70 x^4+32 x^5-6 x^6\right) \log \left(\frac{2 x-4 x^2+6 x^3-4 x^4+x^5}{1-4 x+6 x^2-4 x^3+x^4}\right)+\left(2-6 x+10 x^2-10 x^3+5 x^4-x^5\right) \log ^2\left(\frac{2 x-4 x^2+6 x^3-4 x^4+x^5}{1-4 x+6 x^2-4 x^3+x^4}\right)}{-2 x^2+6 x^3-10 x^4+10 x^5-5 x^6+x^7} \, dx","Int[(-10 + 30*x - 44*x^2 + 32*x^3 + 5*x^4 - 25*x^5 + 15*x^6 - 3*x^7 + (-4 + 16*x - 32*x^2 + 80*x^3 - 70*x^4 + 32*x^5 - 6*x^6)*Log[(2*x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)/(1 - 4*x + 6*x^2 - 4*x^3 + x^4)] + (2 - 6*x + 10*x^2 - 10*x^3 + 5*x^4 - x^5)*Log[(2*x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)/(1 - 4*x + 6*x^2 - 4*x^3 + x^4)]^2)/(-2*x^2 + 6*x^3 - 10*x^4 + 10*x^5 - 5*x^6 + x^7),x]","\int \frac{-10+30 x-44 x^2+32 x^3+5 x^4-25 x^5+15 x^6-3 x^7+\left(-4+16 x-32 x^2+80 x^3-70 x^4+32 x^5-6 x^6\right) \log \left(\frac{2 x-4 x^2+6 x^3-4 x^4+x^5}{1-4 x+6 x^2-4 x^3+x^4}\right)+\left(2-6 x+10 x^2-10 x^3+5 x^4-x^5\right) \log ^2\left(\frac{2 x-4 x^2+6 x^3-4 x^4+x^5}{1-4 x+6 x^2-4 x^3+x^4}\right)}{-2 x^2+6 x^3-10 x^4+10 x^5-5 x^6+x^7} \, dx","4-\left(3-\frac{1}{x}\right) \left(x+\log ^2\left(\frac{x}{(x-1)^4}+x\right)-5\right)",1,"-5/x - 3*x - 11*Log[1 + (-1 + x)^4] + 48*Log[-1 + x]^2 - 24*Log[-1 + x]*Log[x] + 3*Log[x]^2 + 11*Log[2 - 4*x + 6*x^2 - 4*x^3 + x^4] + 24*Log[-1 + x]*Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(1 - x)^4] - 6*Log[x]*Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(1 - x)^4] + Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(1 - x)^4]^2/x - 96*Defer[Int][Log[-1 + x]/(-2 + 4*x - 6*x^2 + 4*x^3 - x^4), x] - 288*Defer[Int][(x*Log[-1 + x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] + 288*Defer[Int][(x^2*Log[-1 + x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] - 96*Defer[Int][(x^3*Log[-1 + x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] + 24*Defer[Int][Log[x]/(-2 + 4*x - 6*x^2 + 4*x^3 - x^4), x] + 72*Defer[Int][(x*Log[x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] - 72*Defer[Int][(x^2*Log[x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] + 24*Defer[Int][(x^3*Log[x])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] + 24*Defer[Int][Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(-1 + x)^4]/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] - 72*Defer[Int][(x*Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(-1 + x)^4])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] + 72*Defer[Int][(x^2*Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(-1 + x)^4])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x] - 24*Defer[Int][(x^3*Log[(x*(2 - 4*x + 6*x^2 - 4*x^3 + x^4))/(-1 + x)^4])/(2 - 4*x + 6*x^2 - 4*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
6602,0,0,0,2.9733253,"\int \frac{2 x-3 x^2-20 x^4+e^{2-x} \left(4+9 x+14 x^3-6 x^4\right)+\left(-5 x^2-6 x^4+e^{2-x} \left(2+4 x-3 x^2+4 x^3-2 x^4\right)\right) \log (x)+\left(-x^2-e^{2-x} x^2\right) \log ^2(x)}{x^2} \, dx","Int[(2*x - 3*x^2 - 20*x^4 + E^(2 - x)*(4 + 9*x + 14*x^3 - 6*x^4) + (-5*x^2 - 6*x^4 + E^(2 - x)*(2 + 4*x - 3*x^2 + 4*x^3 - 2*x^4))*Log[x] + (-x^2 - E^(2 - x)*x^2)*Log[x]^2)/x^2,x]","\int \frac{2 x-3 x^2-20 x^4+e^{2-x} \left(4+9 x+14 x^3-6 x^4\right)+\left(-5 x^2-6 x^4+e^{2-x} \left(2+4 x-3 x^2+4 x^3-2 x^4\right)\right) \log (x)+\left(-x^2-e^{2-x} x^2\right) \log ^2(x)}{x^2} \, dx","\left(e^{2-x}-x\right) (\log (x)+3) \left(2 x^2-\frac{2}{x}+\log (x)\right)",1,"(-6*E^(2 - x))/x + 6*E^(2 - x)*x^2 - 6*x^3 + 2*E^2*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -x] + 2*Log[x] + 3*E^(2 - x)*Log[x] - 2*E^2*EulerGamma*Log[x] - (2*E^(2 - x)*Log[x])/x + 2*x*Log[x] + 2*E^(2 - x)*x^2*Log[x] - (5*x + 2*x^3)*Log[x] + 2*E^2*ExpIntegralEi[-x]*Log[x] - 2*E^2*(ExpIntegralE[1, x] + ExpIntegralEi[-x])*Log[x] - E^2*Log[x]^2 - x*Log[x]^2 - Defer[Int][E^(2 - x)*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
6603,1,23,0,4.8090846,"\int \frac{\exp \left(\frac{45+\left(25 x^2+10 x^3+x^4\right) \log \left(\frac{19+x}{3}\right)}{x^2 \log \left(\frac{19+x}{3}\right)}\right) \left(-45 x+(-1710-90 x) \log \left(\frac{19+x}{3}\right)+\left(190 x^3+48 x^4+2 x^5\right) \log ^2\left(\frac{19+x}{3}\right)\right)}{\left(19 x^3+x^4\right) \log ^2\left(\frac{19+x}{3}\right)} \, dx","Int[(E^((45 + (25*x^2 + 10*x^3 + x^4)*Log[(19 + x)/3])/(x^2*Log[(19 + x)/3]))*(-45*x + (-1710 - 90*x)*Log[(19 + x)/3] + (190*x^3 + 48*x^4 + 2*x^5)*Log[(19 + x)/3]^2))/((19*x^3 + x^4)*Log[(19 + x)/3]^2),x]","e^{\frac{45}{x^2 \log \left(\frac{x+19}{3}\right)}+(x+5)^2}","e^{\frac{45}{x^2 \log \left(\frac{x+7}{3}+4\right)}+(x+5)^2}",1,"E^((5 + x)^2 + 45/(x^2*Log[(19 + x)/3]))","A",4,4,108,0.03704,1,"{1593, 6741, 6688, 6706}"
6604,1,34,0,0.4128022,"\int \frac{-16 x+(-4-4 x) \log (3)+e^x (16+8 \log (3))}{-4 x^2+\left(3 x-e^{5/3} x-x^2\right) \log (3)+e^x \left(4 x+\left(-3+e^{5/3}+x\right) \log (3)\right)+\left(e^x \log (3)-x \log (3)\right) \log \left(-e^x+x\right)} \, dx","Int[(-16*x + (-4 - 4*x)*Log[3] + E^x*(16 + 8*Log[3]))/(-4*x^2 + (3*x - E^(5/3)*x - x^2)*Log[3] + E^x*(4*x + (-3 + E^(5/3) + x)*Log[3]) + (E^x*Log[3] - x*Log[3])*Log[-E^x + x]),x]","4 \log \left(x (4+\log (3))+\log (3) \log \left(x-e^x\right)-\left(3-e^{5/3}\right) \log (3)\right)","\log \left(\left(-x-\frac{4 x}{\log (3)}-\log \left(x-e^x\right)-e^{5/3}+3\right)^4\right)",1,"4*Log[-((3 - E^(5/3))*Log[3]) + x*(4 + Log[3]) + Log[3]*Log[-E^x + x]]","A",2,2,91,0.02198,1,"{6688, 6684}"
6605,1,39,0,0.032217,"\int \frac{-2-238 x+15 e^3 x+\left(-238 x+15 e^3 x\right) \log (x)}{-240 x+15 e^3 x} \, dx","Int[(-2 - 238*x + 15*E^3*x + (-238*x + 15*E^3*x)*Log[x])/(-240*x + 15*E^3*x),x]","\frac{\left(238-15 e^3\right) x \log (x)}{15 \left(16-e^3\right)}+\frac{2 \log (x)}{15 \left(16-e^3\right)}","\frac{1}{2} \left(\frac{4 (x-1)}{15 \left(e^3-16\right)}+2 x\right) \log (x)",1,"(2*Log[x])/(15*(16 - E^3)) + ((238 - 15*E^3)*x*Log[x])/(15*(16 - E^3))","A",8,5,37,0.1351,1,"{6, 12, 14, 43, 2295}"
6606,1,12,0,0.0174325,"\int \frac{-e^5 \log (5)+e^5 \log (5) \log (x)}{x^2} \, dx","Int[(-(E^5*Log[5]) + E^5*Log[5]*Log[x])/x^2,x]","-\frac{e^5 \log (5) \log (x)}{x}","4-\frac{e^5 \log (5) \log (x)}{x}",1,"-((E^5*Log[5]*Log[x])/x)","A",1,1,20,0.05000,1,"{2303}"
6607,1,21,0,0.1424896,"\int \frac{352-184 x^2+4 x^4+e \left(-44 x+x^3\right)+\left(32-4 e x-16 x^2\right) \log (e+4 x)}{4 e+16 x} \, dx","Int[(352 - 184*x^2 + 4*x^4 + E*(-44*x + x^3) + (32 - 4*E*x - 16*x^2)*Log[E + 4*x])/(4*E + 16*x),x]","\frac{1}{16} \left(-x^2+4 \log (4 x+e)+44\right)^2","\left(-\frac{x^2}{4}+\log (4 x+e)+11\right)^2",1,"(44 - x^2 + 4*Log[E + 4*x])^2/16","A",2,2,49,0.04082,1,"{6741, 6686}"
6608,1,34,0,2.5682428,"\int \frac{\exp \left(-6+\frac{-4+4 e^3+e^6 \left(-1+4 x^2\right)+\left(-4 e^3+2 e^6\right) \log (5)-e^6 \log ^2(5)}{e^6 x^2}\right) \left(32-8 x+e^3 (-32+8 x)+e^6 \left(8-2 x+4 x^2-2 x^3\right)+\left(e^3 (32-8 x)+e^6 (-16+4 x)\right) \log (5)+e^6 (8-2 x) \log ^2(5)\right)}{x^2} \, dx","Int[(E^(-6 + (-4 + 4*E^3 + E^6*(-1 + 4*x^2) + (-4*E^3 + 2*E^6)*Log[5] - E^6*Log[5]^2)/(E^6*x^2))*(32 - 8*x + E^3*(-32 + 8*x) + E^6*(8 - 2*x + 4*x^2 - 2*x^3) + (E^3*(32 - 8*x) + E^6*(-16 + 4*x))*Log[5] + E^6*(8 - 2*x)*Log[5]^2))/x^2,x]","(4-x) x e^{4-\frac{\left(2-e^3 (1-\log (5))\right)^2}{e^6 x^2}}","(4-x) x e^{4-\frac{\left(-1+\frac{2}{e^3}+\log (5)\right)^2}{x^2}}",1,"E^(4 - (2 - E^3*(1 - Log[5]))^2/(E^6*x^2))*(4 - x)*x","A",2,2,124,0.01613,1,"{6741, 2288}"
6609,1,13,0,0.0053876,"\int \frac{2 x^3-2 \log (3)}{x^3} \, dx","Int[(2*x^3 - 2*Log[3])/x^3,x]","\frac{\log (9)}{2 x^2}+2 x","\frac{\log (3)}{x^2}+2 x-e^2-1",1,"2*x + Log[9]/(2*x^2)","A",2,1,14,0.07143,1,"{14}"
6610,1,35,0,0.0376053,"\int e^{2 e^{-2-x-x^2}} \left(1+e^{-2-x-x^2} \left(32+62 x-4 x^2\right)\right) \, dx","Int[E^(2*E^(-2 - x - x^2))*(1 + E^(-2 - x - x^2)*(32 + 62*x - 4*x^2)),x]","-\frac{e^{2 e^{-x^2-x-2}} \left(-2 x^2+31 x+16\right)}{2 x+1}","e^{2 e^{-x^2-x-2}} (x-16)",1,"-((E^(2*E^(-2 - x - x^2))*(16 + 31*x - 2*x^2))/(1 + 2*x))","A",1,1,42,0.02381,1,"{2288}"
6611,0,0,0,21.8037617,"\int \frac{2 e^{4+4 x}-2 x-4 e^{4+3 x} x+e^{4+2 x} \left(-10+2 x^2\right)+e^{4+x} \left(20 x+4 x^2\right)+e^4 \left(-x-10 x^2-2 x^3\right)+\left(8 x^3+e^{4+3 x} \left(-4 x+4 x^2\right)+e^4 \left(-20 x^2-2 x^3\right)+e^{2 x} \left(8 x+e^4 \left(-18 x-4 x^3\right)\right)+e^x \left(-16 x^2+e^4 \left(20 x+20 x^2+4 x^3\right)\right)\right) \log (x)+\left(-8 e^{4 x} x+32 e^{3 x} x^2-48 e^{2 x} x^3+32 e^x x^4-8 x^5\right) \log ^2(x)}{2 x+\left(-8 e^{2 x} x+16 e^x x^2-8 x^3\right) \log (x)+\left(8 e^{4 x} x-32 e^{3 x} x^2+48 e^{2 x} x^3-32 e^x x^4+8 x^5\right) \log ^2(x)} \, dx","Int[(2*E^(4 + 4*x) - 2*x - 4*E^(4 + 3*x)*x + E^(4 + 2*x)*(-10 + 2*x^2) + E^(4 + x)*(20*x + 4*x^2) + E^4*(-x - 10*x^2 - 2*x^3) + (8*x^3 + E^(4 + 3*x)*(-4*x + 4*x^2) + E^4*(-20*x^2 - 2*x^3) + E^(2*x)*(8*x + E^4*(-18*x - 4*x^3)) + E^x*(-16*x^2 + E^4*(20*x + 20*x^2 + 4*x^3)))*Log[x] + (-8*E^(4*x)*x + 32*E^(3*x)*x^2 - 48*E^(2*x)*x^3 + 32*E^x*x^4 - 8*x^5)*Log[x]^2)/(2*x + (-8*E^(2*x)*x + 16*E^x*x^2 - 8*x^3)*Log[x] + (8*E^(4*x)*x - 32*E^(3*x)*x^2 + 48*E^(2*x)*x^3 - 32*E^x*x^4 + 8*x^5)*Log[x]^2),x]","\int \frac{2 e^{4+4 x}-2 x-4 e^{4+3 x} x+e^{4+2 x} \left(-10+2 x^2\right)+e^{4+x} \left(20 x+4 x^2\right)+e^4 \left(-x-10 x^2-2 x^3\right)+\left(8 x^3+e^{4+3 x} \left(-4 x+4 x^2\right)+e^4 \left(-20 x^2-2 x^3\right)+e^{2 x} \left(8 x+e^4 \left(-18 x-4 x^3\right)\right)+e^x \left(-16 x^2+e^4 \left(20 x+20 x^2+4 x^3\right)\right)\right) \log (x)+\left(-8 e^{4 x} x+32 e^{3 x} x^2-48 e^{2 x} x^3+32 e^x x^4-8 x^5\right) \log ^2(x)}{2 x+\left(-8 e^{2 x} x+16 e^x x^2-8 x^3\right) \log (x)+\left(8 e^{4 x} x-32 e^{3 x} x^2+48 e^{2 x} x^3-32 e^x x^4+8 x^5\right) \log ^2(x)} \, dx","\frac{e^4 \left(-x+e^{2 x}-5\right)}{2-4 \left(x-e^x\right)^2 \log (x)}-x",1,"-x - E^4/(4*Log[x]) - 5*E^4*Defer[Int][(1 - 2*(E^x - x)^2*Log[x])^(-2), x] - E^4*Defer[Int][E^x/(1 - 2*(E^x - x)^2*Log[x])^2, x] - 2*E^4*Defer[Int][x/(1 - 2*(E^x - x)^2*Log[x])^2, x] + 3*E^4*Defer[Int][(E^x*x)/(1 - 2*(E^x - x)^2*Log[x])^2, x] + (E^4*Defer[Int][1/(x*Log[x]^2*(1 - 2*(E^x - x)^2*Log[x])^2), x])/4 + E^4*Defer[Int][E^x/(Log[x]*(1 - 2*(E^x - x)^2*Log[x])^2), x] - (5*E^4*Defer[Int][1/(x*Log[x]*(1 - 2*(E^x - x)^2*Log[x])^2), x])/2 - (E^4*Defer[Int][x/(Log[x]*(1 - 2*(E^x - x)^2*Log[x])^2), x])/2 + 10*E^4*Defer[Int][(E^x*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] - 10*E^4*Defer[Int][(x*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] - 8*E^4*Defer[Int][(E^x*x*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] + 8*E^4*Defer[Int][(x^2*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] - 4*E^4*Defer[Int][(E^x*x^2*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] + 4*E^4*Defer[Int][(x^3*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] + 2*E^4*Defer[Int][(E^x*x^3*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] - 2*E^4*Defer[Int][(x^4*Log[x])/(1 - 2*(E^x - x)^2*Log[x])^2, x] - (9*E^4*Defer[Int][(-1 + 2*(E^x - x)^2*Log[x])^(-1), x])/2 - E^4*Defer[Int][E^x/(-1 + 2*(E^x - x)^2*Log[x]), x] - 2*E^4*Defer[Int][x/(-1 + 2*(E^x - x)^2*Log[x]), x] + E^4*Defer[Int][(E^x*x)/(-1 + 2*(E^x - x)^2*Log[x]), x] + E^4*Defer[Int][x^2/(-1 + 2*(E^x - x)^2*Log[x]), x] + (E^4*Defer[Int][1/(x*Log[x]^2*(-1 + 2*(E^x - x)^2*Log[x])), x])/2 + E^4*Defer[Int][E^x/(Log[x]*(-1 + 2*(E^x - x)^2*Log[x])), x] - (5*E^4*Defer[Int][1/(x*Log[x]*(-1 + 2*(E^x - x)^2*Log[x])), x])/2 - (E^4*Defer[Int][x/(Log[x]*(-1 + 2*(E^x - x)^2*Log[x])), x])/2","F",0,0,0,0,-1,"{}"
6612,1,48,0,0.0310507,"\int \frac{e^{11/4} (3-3 x)-6 e^{11/4} \log (2 x)}{2 x^3} \, dx","Int[(E^(11/4)*(3 - 3*x) - 6*E^(11/4)*Log[2*x])/(2*x^3),x]","-\frac{3 e^{11/4} (1-x)^2}{4 x^2}+\frac{3 e^{11/4}}{4 x^2}+\frac{3 e^{11/4} \log (2 x)}{2 x^2}","\frac{3 e^{11/4} (x+\log (2 x))}{2 x^2}",1,"(3*E^(11/4))/(4*x^2) - (3*E^(11/4)*(1 - x)^2)/(4*x^2) + (3*E^(11/4)*Log[2*x])/(2*x^2)","B",5,4,30,0.1333,1,"{12, 14, 37, 2304}"
6613,1,37,0,17.5253422,"\int \frac{\exp \left(-\frac{x^{10}+\left(-8 x^6+2 x^7\right) \log ^2(2)+\left(16 x^2-8 x^3+x^4\right) \log ^4(2)}{\log ^4(2)}\right) \left(-30 x^9+\left(144 x^5-42 x^6\right) \log ^2(2)+2 \exp \left(x^2+\frac{x^{10}+\left(-8 x^6+2 x^7\right) \log ^2(2)+\left(16 x^2-8 x^3+x^4\right) \log ^4(2)}{\log ^4(2)}\right) x \log ^4(2)+\left(-96 x+72 x^2-12 x^3\right) \log ^4(2)\right)}{\log ^4(2)} \, dx","Int[(-30*x^9 + (144*x^5 - 42*x^6)*Log[2]^2 + 2*E^(x^2 + (x^10 + (-8*x^6 + 2*x^7)*Log[2]^2 + (16*x^2 - 8*x^3 + x^4)*Log[2]^4)/Log[2]^4)*x*Log[2]^4 + (-96*x + 72*x^2 - 12*x^3)*Log[2]^4)/(E^((x^10 + (-8*x^6 + 2*x^7)*Log[2]^2 + (16*x^2 - 8*x^3 + x^4)*Log[2]^4)/Log[2]^4)*Log[2]^4),x]","3 \exp \left(-\frac{x^2 \left(x^4+x \log ^2(2)-4 \log ^2(2)\right)^2}{\log ^4(2)}\right)+e^{x^2}","e^{x^2}+3 e^{-x^2 \left(-\frac{x^4}{\log ^2(2)}-x+4\right)^2}",1,"E^x^2 + 3/E^((x^2*(x^4 - 4*Log[2]^2 + x*Log[2]^2)^2)/Log[2]^4)","A",8,6,150,0.04000,1,"{12, 6741, 6742, 2225, 2209, 6706}"
6614,1,25,0,0.3722264,"\int \frac{-20 x^2+4 e x^2+\left(10 x^2-2 e x^2\right) \log (x)+\left(-2+e^x (-1+x)\right) \log ^3(x)}{x^2 \log ^3(x)} \, dx","Int[(-20*x^2 + 4*E*x^2 + (10*x^2 - 2*E*x^2)*Log[x] + (-2 + E^x*(-1 + x))*Log[x]^3)/(x^2*Log[x]^3),x]","\frac{e^x}{x}+\frac{2}{x}+\frac{2 (5-e) x}{\log ^2(x)}","\frac{e^x+2}{x}-\frac{2 (e-5) x}{\log ^2(x)}-1",1,"2/x + E^x/x + (2*(5 - E)*x)/Log[x]^2","A",11,6,49,0.1224,1,"{6, 6688, 14, 2197, 2297, 2298}"
6615,0,0,0,0.9006336,"\int \frac{144-8 x+8 x \log (3)+\left(-108-48 x+16 x^2+(-36+8 x) \log (3)\right) \log \left(\frac{1}{9} (45-10 x)\right)+\left(9 x^2-2 x^3\right) \log ^2\left(\frac{1}{9} (45-10 x)\right)}{-144+32 x+\left(72 x-16 x^2\right) \log \left(\frac{1}{9} (45-10 x)\right)+\left(-9 x^2+2 x^3\right) \log ^2\left(\frac{1}{9} (45-10 x)\right)} \, dx","Int[(144 - 8*x + 8*x*Log[3] + (-108 - 48*x + 16*x^2 + (-36 + 8*x)*Log[3])*Log[(45 - 10*x)/9] + (9*x^2 - 2*x^3)*Log[(45 - 10*x)/9]^2)/(-144 + 32*x + (72*x - 16*x^2)*Log[(45 - 10*x)/9] + (-9*x^2 + 2*x^3)*Log[(45 - 10*x)/9]^2),x]","\int \frac{144-8 x+8 x \log (3)+\left(-108-48 x+16 x^2+(-36+8 x) \log (3)\right) \log \left(\frac{1}{9} (45-10 x)\right)+\left(9 x^2-2 x^3\right) \log ^2\left(\frac{1}{9} (45-10 x)\right)}{-144+32 x+\left(72 x-16 x^2\right) \log \left(\frac{1}{9} (45-10 x)\right)+\left(-9 x^2+2 x^3\right) \log ^2\left(\frac{1}{9} (45-10 x)\right)} \, dx","-x+\frac{x (3+\log (3))}{\frac{4}{\log \left(5-\frac{10 x}{9}\right)}-x}-25",1,"-x + 4*(3 + Log[3])*Defer[Int][(-4 + x*Log[5 - (10*x)/9])^(-2), x] + 16*(3 + Log[3])*Defer[Int][1/(x*(-4 + x*Log[5 - (10*x)/9])^2), x] + 36*(3 + Log[3])*Defer[Int][1/((-9 + 2*x)*(-4 + x*Log[5 - (10*x)/9])^2), x] + 4*(3 + Log[3])*Defer[Int][1/(x*(-4 + x*Log[5 - (10*x)/9])), x]","F",0,0,0,0,-1,"{}"
6616,1,23,0,0.0327114,"\int \left(5 e x+\frac{1}{2} e^{1+e^x} x \left(10+5 e^x x\right)\right) \, dx","Int[5*E*x + (E^(1 + E^x)*x*(10 + 5*E^x*x))/2,x]","\frac{5}{2} e^{e^x+1} x^2+\frac{5 e x^2}{2}","\frac{5}{2} e x \left(e^{e^x} x+x\right)",1,"(5*E*x^2)/2 + (5*E^(1 + E^x)*x^2)/2","A",2,1,25,0.04000,1,"{2288}"
6617,1,51,0,0.0653905,"\int \frac{e^{-\frac{-9+6 x+3 x^2}{x}} \left(-9+x-3 x^2\right)}{x} \, dx","Int[(-9 + x - 3*x^2)/(E^((-9 + 6*x + 3*x^2)/x)*x),x]","\frac{e^{\frac{3 \left(-x^2-2 x+3\right)}{x}} \left(x^2+3\right)}{x \left(\frac{-x^2-2 x+3}{x^2}+\frac{2 (x+1)}{x}\right)}","e^{-3 \left(x-\frac{3}{x}+2\right)} x-5",1,"(E^((3*(3 - 2*x - x^2))/x)*(3 + x^2))/(x*((2*(1 + x))/x + (3 - 2*x - x^2)/x^2))","B",1,1,29,0.03448,1,"{2288}"
6618,1,121,0,0.5047551,"\int \frac{e^{7-e^{-\frac{x}{-x+\log (10+5 x)}}} \left(2 x^2+x^3+\left(-4 x-2 x^2\right) \log (10+5 x)+(2+x) \log ^2(10+5 x)+e^{-\frac{x}{-x+\log (10+5 x)}} \left(-x^2+\left(2 x+x^2\right) \log (10+5 x)\right)\right)}{2 x^2+x^3+\left(-4 x-2 x^2\right) \log (10+5 x)+(2+x) \log ^2(10+5 x)} \, dx","Int[(E^(7 - E^(-(x/(-x + Log[10 + 5*x]))))*(2*x^2 + x^3 + (-4*x - 2*x^2)*Log[10 + 5*x] + (2 + x)*Log[10 + 5*x]^2 + (-x^2 + (2*x + x^2)*Log[10 + 5*x])/E^(x/(-x + Log[10 + 5*x]))))/(2*x^2 + x^3 + (-4*x - 2*x^2)*Log[10 + 5*x] + (2 + x)*Log[10 + 5*x]^2),x]","-\frac{e^{7-e^{\frac{x}{x-\log (5 x+10)}}} \left(x^2-\left(x^2+2 x\right) \log (5 x+10)\right)}{\left(\frac{x \left(1-\frac{1}{x+2}\right)}{(x-\log (5 x+10))^2}-\frac{1}{x-\log (5 x+10)}\right) \left(x^3+2 x^2-2 \left(x^2+2 x\right) \log (5 x+10)+(x+2) \log ^2(5 x+10)\right)}","x e^{7-e^{\frac{x}{x-\log (5 x+10)}}}",1,"-((E^(7 - E^(x/(x - Log[10 + 5*x])))*(x^2 - (2*x + x^2)*Log[10 + 5*x]))/(((x*(1 - (2 + x)^(-1)))/(x - Log[10 + 5*x])^2 - (x - Log[10 + 5*x])^(-1))*(2*x^2 + x^3 - 2*(2*x + x^2)*Log[10 + 5*x] + (2 + x)*Log[10 + 5*x]^2)))","B",1,1,138,0.007246,1,"{2288}"
6619,0,0,0,0.7161982,"\int \frac{\exp \left(5+e^{\frac{-40+8 x-96 x^2}{x}}+\frac{-40+8 x-96 x^2}{x}\right) \left(40-96 x^2\right)}{x^2} \, dx","Int[(E^(5 + E^((-40 + 8*x - 96*x^2)/x) + (-40 + 8*x - 96*x^2)/x)*(40 - 96*x^2))/x^2,x]","\int \frac{\exp \left(5+e^{\frac{-40+8 x-96 x^2}{x}}+\frac{-40+8 x-96 x^2}{x}\right) \left(40-96 x^2\right)}{x^2} \, dx","e^{e^{8 \left(\frac{x-5}{x}-12 x\right)}+5}",1,"-96*Defer[Int][E^(13 + E^(8 - 40/x - 96*x) - 40/x - 96*x), x] + 40*Defer[Int][E^(13 + E^(8 - 40/x - 96*x) - 40/x - 96*x)/x^2, x]","F",0,0,0,0,-1,"{}"
6620,0,0,0,0.7647529,"\int \frac{10 x^2-6 x^3+6 x^4+\left(-15 x^2+12 x^3-15 x^4\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+(24-48 x) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{6 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","Int[(10*x^2 - 6*x^3 + 6*x^4 + (-15*x^2 + 12*x^3 - 15*x^4)*Log[x^2]*Log[Log[x^2]] + (24 - 48*x)*Log[x^2]*Log[Log[x^2]]^2)/(6*Log[x^2]*Log[Log[x^2]]^2),x]","\int \frac{10 x^2-6 x^3+6 x^4+\left(-15 x^2+12 x^3-15 x^4\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+(24-48 x) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{6 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","\left(-x^2+x-\frac{5}{3}\right) \left(\frac{x^3}{2 \log \left(\log \left(x^2\right)\right)}+4\right)",1,"-(1 - 2*x)^2 + (5*Defer[Int][x^2/(Log[x^2]*Log[Log[x^2]]^2), x])/3 + Defer[Int][x^4/(Log[x^2]*Log[Log[x^2]]^2), x] - (5*Defer[Int][x^2/Log[Log[x^2]], x])/2 - (5*Defer[Int][x^4/Log[Log[x^2]], x])/2 - Defer[Subst][Defer[Int][x/(Log[x]*Log[Log[x]]^2), x], x, x^2]/2 + Defer[Subst][Defer[Int][x/Log[Log[x]], x], x, x^2]","F",0,0,0,0,-1,"{}"
6621,1,28,0,0.1022838,"\int \frac{-x+x^2+e^{-x+x^2} \left(-1-x+2 x^2\right)}{5 x^2} \, dx","Int[(-x + x^2 + E^(-x + x^2)*(-1 - x + 2*x^2))/(5*x^2),x]","\frac{e^{x^2-x}}{5 x}+\frac{x}{5}-\frac{\log (x)}{5}","\frac{1}{5} \left(\frac{e^{x^2-x}}{x}+x-\log (x)+11\right)+4",1,"E^(-x + x^2)/(5*x) + x/5 - Log[x]/5","A",6,4,34,0.1176,1,"{12, 14, 2289, 43}"
6622,1,58,0,0.2297054,"\int \frac{e^{\frac{1}{9} \left(9+9 e^{1+x}-9 x+x^4\right)} \left(-36-9 x+9 e^{1+x} x+4 x^4\right)}{9 x^5} \, dx","Int[(E^((9 + 9*E^(1 + x) - 9*x + x^4)/9)*(-36 - 9*x + 9*E^(1 + x)*x + 4*x^4))/(9*x^5),x]","\frac{e^{\frac{1}{9} \left(x^4-9 x+9 e^{x+1}+9\right)} \left(-4 x^4-9 e^{x+1} x+9 x\right)}{x^5 \left(-4 x^3-9 e^{x+1}+9\right)}","\frac{e^{\frac{x^4}{9}-x+e^{x+1}+1}}{x^4}",1,"(E^((9 + 9*E^(1 + x) - 9*x + x^4)/9)*(9*x - 9*E^(1 + x)*x - 4*x^4))/(x^5*(9 - 9*E^(1 + x) - 4*x^3))","B",2,2,46,0.04348,1,"{12, 2288}"
6623,0,0,0,20.232985,"\int \frac{e^x \left(-1600 x^2-64 x^5\right)+e^{5 e^{-x}} \left(e^x \left(3200-256 x^3\right)+\left(16000 x+640 x^4\right) \log \left(\frac{25+x^3}{x}\right)\right)}{e^x \left(25 x^7+x^{10}\right)+e^{5 e^{-x}+x} \left(300 x^5+12 x^8\right) \log \left(\frac{25+x^3}{x}\right)+e^{10 e^{-x}+x} \left(1200 x^3+48 x^6\right) \log ^2\left(\frac{25+x^3}{x}\right)+e^{15 e^{-x}+x} \left(1600 x+64 x^4\right) \log ^3\left(\frac{25+x^3}{x}\right)} \, dx","Int[(E^x*(-1600*x^2 - 64*x^5) + E^(5/E^x)*(E^x*(3200 - 256*x^3) + (16000*x + 640*x^4)*Log[(25 + x^3)/x]))/(E^x*(25*x^7 + x^10) + E^(5/E^x + x)*(300*x^5 + 12*x^8)*Log[(25 + x^3)/x] + E^(10/E^x + x)*(1200*x^3 + 48*x^6)*Log[(25 + x^3)/x]^2 + E^(15/E^x + x)*(1600*x + 64*x^4)*Log[(25 + x^3)/x]^3),x]","\int \frac{e^x \left(-1600 x^2-64 x^5\right)+e^{5 e^{-x}} \left(e^x \left(3200-256 x^3\right)+\left(16000 x+640 x^4\right) \log \left(\frac{25+x^3}{x}\right)\right)}{e^x \left(25 x^7+x^{10}\right)+e^{5 e^{-x}+x} \left(300 x^5+12 x^8\right) \log \left(\frac{25+x^3}{x}\right)+e^{10 e^{-x}+x} \left(1200 x^3+48 x^6\right) \log ^2\left(\frac{25+x^3}{x}\right)+e^{15 e^{-x}+x} \left(1600 x+64 x^4\right) \log ^3\left(\frac{25+x^3}{x}\right)} \, dx","\frac{16}{\left(x^2+4 e^{5 e^{-x}} \log \left(x^2+\frac{25}{x}\right)\right)^2}",1,"-64*Defer[Int][x/(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3, x] + 64*Defer[Int][x/(Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3), x] + 160*5^(1/3)*Defer[Int][1/((5^(2/3) + x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3), x] + 160*(-1)^(2/3)*5^(1/3)*Defer[Int][1/((5^(2/3) - (-1)^(1/3)*x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3), x] - 160*(-5)^(1/3)*Defer[Int][1/((5^(2/3) + (-1)^(2/3)*x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3), x] + 640*Defer[Int][(E^(5/E^x - x)*Log[(25 + x^3)/x])/(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^3, x] + 32*Defer[Int][1/(x*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^2), x] - 32*Defer[Int][1/(((-5)^(2/3) + x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^2), x] - 32*Defer[Int][1/((5^(2/3) + x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^2), x] - 32*Defer[Int][1/((-((-1)^(1/3)*5^(2/3)) + x)*Log[(25 + x^3)/x]*(x^2 + 4*E^(5/E^x)*Log[(25 + x^3)/x])^2), x]","F",0,0,0,0,-1,"{}"
6624,1,61,0,0.762119,"\int \frac{1260 x^2+16 x^3+\left(-252 x^2-3 x^3\right) \log (84+x)}{2100+25 x+(-840-10 x) \log (84+x)+(84+x) \log ^2(84+x)} \, dx","Int[(1260*x^2 + 16*x^3 + (-252*x^2 - 3*x^3)*Log[84 + x])/(2100 + 25*x + (-840 - 10*x)*Log[84 + x] + (84 + x)*Log[84 + x]^2),x]","\frac{(x+84)^3}{5-\log (x+84)}-\frac{252 (x+84)^2}{5-\log (x+84)}+\frac{21168 (x+84)}{5-\log (x+84)}-\frac{592704}{5-\log (x+84)}","\log (4)-\frac{x^3}{\log (x+84)-5}",1,"-592704/(5 - Log[84 + x]) + (21168*(84 + x))/(5 - Log[84 + x]) - (252*(84 + x)^2)/(5 - Log[84 + x]) + (84 + x)^3/(5 - Log[84 + x])","B",28,14,55,0.2545,1,"{6688, 6742, 2411, 2353, 2297, 2299, 2178, 2302, 30, 2306, 2309, 2399, 2389, 2390}"
6625,1,23,0,0.0171386,"\int \frac{752+256 e^3}{2209+256 e^6+e^3 (1504-2560 x)-7520 x+6400 x^2} \, dx","Int[(752 + 256*E^3)/(2209 + 256*E^6 + E^3*(1504 - 2560*x) - 7520*x + 6400*x^2),x]","\frac{47+16 e^3}{5 \left(-80 x+16 e^3+47\right)}","\frac{x}{-5 x+e^3+\frac{47}{16}}-1",1,"(47 + 16*E^3)/(5*(47 + 16*E^3 - 80*x))","A",4,4,34,0.1176,1,"{12, 1981, 27, 32}"
6626,1,168,0,10.6631162,"\int \frac{e^{-x} \left(-819200000000-25600000000 x-30720000000000 x^2-1024000000000 x^3-537600000000000 x^4-19200000000000 x^5-5824000000000000 x^6-224000000000000 x^7-43680000000000000 x^8-1820000000000000 x^9-240240000000000000 x^{10}-10920000000000000 x^{11}-1001000000000000000 x^{12}-50050000000000000 x^{13}-3217500000000000000 x^{14}-178750000000000000 x^{15}-8043750000000000000 x^{16}-502734375000000000 x^{17}-15640625000000000000 x^{18}-1117187500000000000 x^{19}-23460937500000000000 x^{20}-1955078125000000000 x^{21}-26660156250000000000 x^{22}-2666015625000000000 x^{23}-22216796875000000000 x^{24}-2777099609375000000 x^{25}-12817382812500000000 x^{26}-2136230468750000000 x^{27}-4577636718750000000 x^{28}-1144409179687500000 x^{29}-762939453125000000 x^{30}-381469726562500000 x^{31}-59604644775390625 x^{33}\right)}{x^{33}} \, dx","Int[(-819200000000 - 25600000000*x - 30720000000000*x^2 - 1024000000000*x^3 - 537600000000000*x^4 - 19200000000000*x^5 - 5824000000000000*x^6 - 224000000000000*x^7 - 43680000000000000*x^8 - 1820000000000000*x^9 - 240240000000000000*x^10 - 10920000000000000*x^11 - 1001000000000000000*x^12 - 50050000000000000*x^13 - 3217500000000000000*x^14 - 178750000000000000*x^15 - 8043750000000000000*x^16 - 502734375000000000*x^17 - 15640625000000000000*x^18 - 1117187500000000000*x^19 - 23460937500000000000*x^20 - 1955078125000000000*x^21 - 26660156250000000000*x^22 - 2666015625000000000*x^23 - 22216796875000000000*x^24 - 2777099609375000000*x^25 - 12817382812500000000*x^26 - 2136230468750000000*x^27 - 4577636718750000000*x^28 - 1144409179687500000*x^29 - 762939453125000000*x^30 - 381469726562500000*x^31 - 59604644775390625*x^33)/(E^x*x^33),x]","\frac{25600000000 e^{-x}}{x^{32}}+\frac{1024000000000 e^{-x}}{x^{30}}+\frac{19200000000000 e^{-x}}{x^{28}}+\frac{224000000000000 e^{-x}}{x^{26}}+\frac{1820000000000000 e^{-x}}{x^{24}}+\frac{10920000000000000 e^{-x}}{x^{22}}+\frac{50050000000000000 e^{-x}}{x^{20}}+\frac{178750000000000000 e^{-x}}{x^{18}}+\frac{502734375000000000 e^{-x}}{x^{16}}+\frac{1117187500000000000 e^{-x}}{x^{14}}+\frac{1955078125000000000 e^{-x}}{x^{12}}+\frac{2666015625000000000 e^{-x}}{x^{10}}+\frac{2777099609375000000 e^{-x}}{x^8}+\frac{2136230468750000000 e^{-x}}{x^6}+\frac{1144409179687500000 e^{-x}}{x^4}+\frac{381469726562500000 e^{-x}}{x^2}+59604644775390625 e^{-x}","390625 e^{-x} \left(\frac{2}{x^2}+5\right)^{16}",1,"59604644775390625/E^x + 25600000000/(E^x*x^32) + 1024000000000/(E^x*x^30) + 19200000000000/(E^x*x^28) + 224000000000000/(E^x*x^26) + 1820000000000000/(E^x*x^24) + 10920000000000000/(E^x*x^22) + 50050000000000000/(E^x*x^20) + 178750000000000000/(E^x*x^18) + 502734375000000000/(E^x*x^16) + 1117187500000000000/(E^x*x^14) + 1955078125000000000/(E^x*x^12) + 2666015625000000000/(E^x*x^10) + 2777099609375000000/(E^x*x^8) + 2136230468750000000/(E^x*x^6) + 1144409179687500000/(E^x*x^4) + 381469726562500000/(E^x*x^2)","B",563,4,169,0.02367,1,"{2199, 2194, 2177, 2178}"
6627,1,89,0,0.4007374,"\int \frac{\left(32+16 x+2 x^2\right) \log (-2+x)+\left(-16+4 x+2 x^2\right) \log ^2(-2+x)}{-2+x} \, dx","Int[((32 + 16*x + 2*x^2)*Log[-2 + x] + (-16 + 4*x + 2*x^2)*Log[-2 + x]^2)/(-2 + x),x]","(2-x)^2 \log ^2(x-2)-12 (2-x) \log ^2(x-2)-36 \log ^2(x-2)-(2-x)^2 \log (x-2)+24 (2-x) \log (x-2)-\left(-(2-x)^2+24 (2-x)-72 \log (x-2)\right) \log (x-2)","(x+4)^2 \log ^2(x-2)",1,"24*(2 - x)*Log[-2 + x] - (2 - x)^2*Log[-2 + x] - (24*(2 - x) - (2 - x)^2 - 72*Log[-2 + x])*Log[-2 + x] - 36*Log[-2 + x]^2 - 12*(2 - x)*Log[-2 + x]^2 + (2 - x)^2*Log[-2 + x]^2","B",16,15,39,0.3846,1,"{6741, 12, 6742, 43, 2395, 2411, 2334, 2301, 2401, 2389, 2296, 2295, 2390, 2305, 2304}"
6628,1,35,0,0.0351183,"\int \frac{-98 x+58 x^2+(-14-29 x) \log (2)-14 x \log \left(\frac{1}{x}\right)}{14 x} \, dx","Int[(-98*x + 58*x^2 + (-14 - 29*x)*Log[2] - 14*x*Log[x^(-1)])/(14*x),x]","\frac{29 x^2}{14}-x-x \log \left(\frac{1}{x}\right)-\frac{1}{14} x (98+29 \log (2))-\log (2) \log (x)","(\log (2)-x) \left(-\frac{29 x}{14}+\log \left(\frac{1}{x}\right)+8\right)",1,"-x + (29*x^2)/14 - (x*(98 + 29*Log[2]))/14 - x*Log[x^(-1)] - Log[2]*Log[x]","A",6,3,31,0.09677,1,"{12, 14, 2295}"
6629,0,0,0,1.4872181,"\int \frac{\exp \left(\frac{x+(24-6 x+(-12+3 x) \log (5)) \log ^2(5 x)}{(-12+3 x) \log ^2(5 x)}\right) (8-2 x-4 \log (5 x))}{\left(48-24 x+3 x^2\right) \log ^3(5 x)} \, dx","Int[(E^((x + (24 - 6*x + (-12 + 3*x)*Log[5])*Log[5*x]^2)/((-12 + 3*x)*Log[5*x]^2))*(8 - 2*x - 4*Log[5*x]))/((48 - 24*x + 3*x^2)*Log[5*x]^3),x]","\int \frac{\exp \left(\frac{x+(24-6 x+(-12+3 x) \log (5)) \log ^2(5 x)}{(-12+3 x) \log ^2(5 x)}\right) (8-2 x-4 \log (5 x))}{\left(48-24 x+3 x^2\right) \log ^3(5 x)} \, dx","5 e^{\frac{x}{3 (x-4) \log ^2(5 x)}-2}",1,"(-10*Defer[Int][E^(-2 + x/(3*(-4 + x)*Log[5*x]^2))/((-4 + x)*Log[5*x]^3), x])/3 - (20*Defer[Int][E^(-2 + x/(3*(-4 + x)*Log[5*x]^2))/((-4 + x)^2*Log[5*x]^2), x])/3","F",0,0,0,0,-1,"{}"
6630,1,14,0,0.1243815,"\int \frac{e^{e^{3+x}} \left(8 \log ^7(4+x)+e^{3+x} (4+x) \log ^8(4+x)\right)}{4+x} \, dx","Int[(E^E^(3 + x)*(8*Log[4 + x]^7 + E^(3 + x)*(4 + x)*Log[4 + x]^8))/(4 + x),x]","e^{e^{x+3}} \log ^8(x+4)","e^{e^{x+3}} \log ^8(x+4)+6",1,"E^E^(3 + x)*Log[4 + x]^8","A",1,1,37,0.02703,1,"{2288}"
6631,0,0,0,1.2113818,"\int \frac{-x \log (2)+e^{e^{\frac{-4+x^4 \log (2)}{x \log (2)}}} \left(-5 x \log (2)+e^{\frac{-4+x^4 \log (2)}{x \log (2)}} \left(20+15 x^4 \log (2)\right)\right)}{5 x^3 \log (2)} \, dx","Int[(-(x*Log[2]) + E^E^((-4 + x^4*Log[2])/(x*Log[2]))*(-5*x*Log[2] + E^((-4 + x^4*Log[2])/(x*Log[2]))*(20 + 15*x^4*Log[2])))/(5*x^3*Log[2]),x]","\int \frac{-x \log (2)+e^{e^{\frac{-4+x^4 \log (2)}{x \log (2)}}} \left(-5 x \log (2)+e^{\frac{-4+x^4 \log (2)}{x \log (2)}} \left(20+15 x^4 \log (2)\right)\right)}{5 x^3 \log (2)} \, dx","\frac{e^{e^{x^3-\frac{4}{x \log (2)}}}}{x}+\frac{1}{5 x}",1,"1/(5*x) + (4*Defer[Int][E^(E^(x^3 - 4/(x*Log[2])) + x^3 - 4/(x*Log[2]))/x^3, x])/Log[2] - Defer[Int][E^E^((x^4 - 4/Log[2])/x)/x^2, x] + (Log[8]*Defer[Int][E^(E^(x^3 - 4/(x*Log[2])) + x^3 - 4/(x*Log[2]))*x, x])/Log[2]","F",0,0,0,0,-1,"{}"
6632,0,0,0,93.6587338,"\int \frac{5 e^{16 x^2-4 x^3}+e^{16 x^2-4 x^3} \left(-5+160 x^2-60 x^3\right) \log \left(\frac{1}{x}\right)+20 \log ^2\left(\frac{1}{x}\right)}{e^{32 x^2-8 x^3}+e^{16 x^2-4 x^3} (-8-2 x) \log \left(\frac{1}{x}\right)+\left(16+8 x+x^2\right) \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(5*E^(16*x^2 - 4*x^3) + E^(16*x^2 - 4*x^3)*(-5 + 160*x^2 - 60*x^3)*Log[x^(-1)] + 20*Log[x^(-1)]^2)/(E^(32*x^2 - 8*x^3) + E^(16*x^2 - 4*x^3)*(-8 - 2*x)*Log[x^(-1)] + (16 + 8*x + x^2)*Log[x^(-1)]^2),x]","\int \frac{5 e^{16 x^2-4 x^3}+e^{16 x^2-4 x^3} \left(-5+160 x^2-60 x^3\right) \log \left(\frac{1}{x}\right)+20 \log ^2\left(\frac{1}{x}\right)}{e^{32 x^2-8 x^3}+e^{16 x^2-4 x^3} (-8-2 x) \log \left(\frac{1}{x}\right)+\left(16+8 x+x^2\right) \log ^2\left(\frac{1}{x}\right)} \, dx","\frac{5 x}{-\frac{e^{4 (4-x) x^2}}{\log \left(\frac{1}{x}\right)}+x+4}-3",1,"(5*E^(8*x^3 - 4*x^2*(4 + x))*(8*x^2*Log[x^(-1)] - 3*x^3*Log[x^(-1)]))/(5*x^2 - 2*x*(4 + x)) + 20*Defer[Int][(E^(8*x^3)*Log[x^(-1)])/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] + 5*Defer[Int][(E^(8*x^3)*x*Log[x^(-1)])/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] - 5*Defer[Int][(E^(8*x^3)*x*Log[x^(-1)]^2)/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] + 640*Defer[Int][(E^(8*x^3)*x^2*Log[x^(-1)]^2)/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] - 80*Defer[Int][(E^(8*x^3)*x^3*Log[x^(-1)]^2)/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] - 60*Defer[Int][(E^(8*x^3)*x^4*Log[x^(-1)]^2)/(E^(16*x^2) - E^(4*x^3)*(4 + x)*Log[x^(-1)])^2, x] - 20*Defer[Int][(E^(8*x^3)*Log[x^(-1)])/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] - 5*Defer[Int][(E^(8*x^3)*x*Log[x^(-1)])/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] + 20*Defer[Int][(E^(8*x^3)*Log[x^(-1)]^2)/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] + 5*Defer[Int][(E^(8*x^3)*x*Log[x^(-1)]^2)/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] - 640*Defer[Int][(E^(8*x^3)*x^2*Log[x^(-1)]^2)/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] + 80*Defer[Int][(E^(8*x^3)*x^3*Log[x^(-1)]^2)/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x] + 60*Defer[Int][(E^(8*x^3)*x^4*Log[x^(-1)]^2)/(-E^(32*x^2) + E^(4*x^2*(4 + x))*(4 + x)*Log[x^(-1)]), x]","F",0,0,0,0,-1,"{}"
6633,0,0,0,10.3628216,"\int \frac{-4 x-2 e^3 x-6 x^2+\left(10+4 e^3\right) \log (3)+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)\right) \log (x-\log (3))+\log (2 x) (-x+2 \log (3)+(-x+\log (3)) \log (x-\log (3)))+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)+(-x+\log (3)) \log (2 x)\right) \log \left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)}{\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)\right) \log ^2(x-\log (3))+(-x+\log (3)) \log (2 x) \log ^2(x-\log (3))+\left(\left(-12 x-4 e^3 x+12 x^2+\left(12+4 e^3-12 x\right) \log (3)\right) \log (x-\log (3))+(-2 x+2 \log (3)) \log (2 x) \log (x-\log (3))\right) \log \left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)+(-x+\log (3)) \log (2 x)\right) \log ^2\left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)} \, dx","Int[(-4*x - 2*E^3*x - 6*x^2 + (10 + 4*E^3)*Log[3] + (-6*x - 2*E^3*x + 6*x^2 + (6 + 2*E^3 - 6*x)*Log[3])*Log[x - Log[3]] + Log[2*x]*(-x + 2*Log[3] + (-x + Log[3])*Log[x - Log[3]]) + (-6*x - 2*E^3*x + 6*x^2 + (6 + 2*E^3 - 6*x)*Log[3] + (-x + Log[3])*Log[2*x])*Log[(36 + 4*E^6 + E^3*(24 - 24*x) - 72*x + 36*x^2 + (12 + 4*E^3 - 12*x)*Log[2*x] + Log[2*x]^2)/(4*x^2)])/((-6*x - 2*E^3*x + 6*x^2 + (6 + 2*E^3 - 6*x)*Log[3])*Log[x - Log[3]]^2 + (-x + Log[3])*Log[2*x]*Log[x - Log[3]]^2 + ((-12*x - 4*E^3*x + 12*x^2 + (12 + 4*E^3 - 12*x)*Log[3])*Log[x - Log[3]] + (-2*x + 2*Log[3])*Log[2*x]*Log[x - Log[3]])*Log[(36 + 4*E^6 + E^3*(24 - 24*x) - 72*x + 36*x^2 + (12 + 4*E^3 - 12*x)*Log[2*x] + Log[2*x]^2)/(4*x^2)] + (-6*x - 2*E^3*x + 6*x^2 + (6 + 2*E^3 - 6*x)*Log[3] + (-x + Log[3])*Log[2*x])*Log[(36 + 4*E^6 + E^3*(24 - 24*x) - 72*x + 36*x^2 + (12 + 4*E^3 - 12*x)*Log[2*x] + Log[2*x]^2)/(4*x^2)]^2),x]","\int \frac{-4 x-2 e^3 x-6 x^2+\left(10+4 e^3\right) \log (3)+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)\right) \log (x-\log (3))+\log (2 x) (-x+2 \log (3)+(-x+\log (3)) \log (x-\log (3)))+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)+(-x+\log (3)) \log (2 x)\right) \log \left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)}{\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)\right) \log ^2(x-\log (3))+(-x+\log (3)) \log (2 x) \log ^2(x-\log (3))+\left(\left(-12 x-4 e^3 x+12 x^2+\left(12+4 e^3-12 x\right) \log (3)\right) \log (x-\log (3))+(-2 x+2 \log (3)) \log (2 x) \log (x-\log (3))\right) \log \left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)+\left(-6 x-2 e^3 x+6 x^2+\left(6+2 e^3-6 x\right) \log (3)+(-x+\log (3)) \log (2 x)\right) \log ^2\left(\frac{36+4 e^6+e^3 (24-24 x)-72 x+36 x^2+\left(12+4 e^3-12 x\right) \log (2 x)+\log ^2(2 x)}{4 x^2}\right)} \, dx","\frac{x}{\log (x-\log (3))+\log \left(\left(\frac{\frac{1}{2} \log (2 x)+e^3+3}{x}-3\right)^2\right)}",1,"(4 + 2*E^3 + Log[2])*Defer[Int][1/((6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] + (Log[3]*Log[42391158275216203514294433201]*Defer[Int][1/((6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x])/Log[59049] + (Log[42391158275216203514294433201]*Defer[Int][x/((6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x])/Log[59049] + (4 + 2*E^3 + Log[2])*Log[3]*Defer[Int][1/((x - Log[3])*(6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] - (5 + 2*E^3 + Log[2])*Log[9]*Defer[Int][1/((x - Log[3])*(6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] + (Log[3]^2*Log[42391158275216203514294433201]*Defer[Int][1/((x - Log[3])*(6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x])/Log[59049] + Defer[Int][Log[x]/((6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] + Log[3]*Defer[Int][Log[x]/((x - Log[3])*(6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] + Log[9]*Defer[Int][Log[x]/((-x + Log[3])*(6*(1 + E^3/3) - 6*x + Log[2*x])*(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^2), x] + Defer[Int][(Log[x - Log[3]] + Log[(6 + 2*E^3 - 6*x + Log[2*x])^2/(4*x^2)])^(-1), x]","F",0,0,0,0,-1,"{}"
6634,0,0,0,8.4090757,"\int \frac{\exp \left(\frac{-8+x-2 \log (x)+10 x \log (4-2 x-\log (5))}{2 x \log (4-2 x-\log (5))}\right) \left(8 x-x^2+(-12+6 x+3 \log (5)) \log (4-2 x-\log (5))+\log (x) (2 x+(-4+2 x+\log (5)) \log (4-2 x-\log (5)))\right)}{\left(-4 x^2+2 x^3+x^2 \log (5)\right) \log ^2(4-2 x-\log (5))} \, dx","Int[(E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))*(8*x - x^2 + (-12 + 6*x + 3*Log[5])*Log[4 - 2*x - Log[5]] + Log[x]*(2*x + (-4 + 2*x + Log[5])*Log[4 - 2*x - Log[5]])))/((-4*x^2 + 2*x^3 + x^2*Log[5])*Log[4 - 2*x - Log[5]]^2),x]","\int \frac{\exp \left(\frac{-8+x-2 \log (x)+10 x \log (4-2 x-\log (5))}{2 x \log (4-2 x-\log (5))}\right) \left(8 x-x^2+(-12+6 x+3 \log (5)) \log (4-2 x-\log (5))+\log (x) (2 x+(-4+2 x+\log (5)) \log (4-2 x-\log (5)))\right)}{\left(-4 x^2+2 x^3+x^2 \log (5)\right) \log ^2(4-2 x-\log (5))} \, dx","\exp \left(\frac{x+\frac{\frac{x}{2}-\log (x)-4}{\log (-2 x+4-\log (5))}}{x}+4\right)",1,"(-8*Defer[Int][E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))/(x*Log[4 - 2*x - Log[5]]^2), x])/(4 - Log[5]) - Defer[Int][E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))/((-4 + 2*x + Log[5])*Log[4 - 2*x - Log[5]]^2), x] + (16*Defer[Int][E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))/((-4 + 2*x + Log[5])*Log[4 - 2*x - Log[5]]^2), x])/(4 - Log[5]) - (2*Defer[Int][(E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))*Log[x])/(x*Log[4 - 2*x - Log[5]]^2), x])/(4 - Log[5]) + (4*Defer[Int][(E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))*Log[x])/((-4 + 2*x + Log[5])*Log[4 - 2*x - Log[5]]^2), x])/(4 - Log[5]) + 3*Defer[Int][E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))/(x^2*Log[4 - 2*x - Log[5]]), x] + Defer[Int][(E^((-8 + x - 2*Log[x] + 10*x*Log[4 - 2*x - Log[5]])/(2*x*Log[4 - 2*x - Log[5]]))*Log[x])/(x^2*Log[4 - 2*x - Log[5]]), x]","F",0,0,0,0,-1,"{}"
6635,1,9,0,0.1432849,"\int \frac{e^{-35+x+\log ^2(x)} (x+2 \log (x))}{x} \, dx","Int[(E^(-35 + x + Log[x]^2)*(x + 2*Log[x]))/x,x]","e^{x+\log ^2(x)-35}","e^{x+\log ^2(x)-35}",1,"E^(-35 + x + Log[x]^2)","A",1,1,19,0.05263,1,"{6706}"
6636,1,18,0,0.4472234,"\int \frac{e^{\frac{e}{\log \left(e^{3/x}+x\right)}} \left(-3 e^{1+\frac{3}{x}}+e x^2\right)}{\left(e^{3/x} x^2+x^3\right) \log ^2\left(e^{3/x}+x\right)} \, dx","Int[(E^(E/Log[E^(3/x) + x])*(-3*E^(1 + 3/x) + E*x^2))/((E^(3/x)*x^2 + x^3)*Log[E^(3/x) + x]^2),x]","-e^{\frac{e}{\log \left(x+e^{3/x}\right)}}","-e^{\frac{e}{\log \left(x+e^{3/x}\right)}}-7",1,"-E^(E/Log[E^(3/x) + x])","A",1,1,63,0.01587,1,"{6706}"
6637,0,0,0,2.3302384,"\int \frac{e^x \left(-20+12 x+7 x^2+x^4\right)+e^3 \left(-x^3+3 x^4+2 x^5\right)+e^x \left(-2+x+x^2\right) \log (2+x)+\left(e^3 \left(20 x^2+8 x^3+x^4+x^5\right)+e^3 \left(2 x^2+x^3\right) \log (2+x)\right) \log \left(10-x+x^2+\log (2+x)\right)}{20 x^2+8 x^3+x^4+x^5+\left(2 x^2+x^3\right) \log (2+x)} \, dx","Int[(E^x*(-20 + 12*x + 7*x^2 + x^4) + E^3*(-x^3 + 3*x^4 + 2*x^5) + E^x*(-2 + x + x^2)*Log[2 + x] + (E^3*(20*x^2 + 8*x^3 + x^4 + x^5) + E^3*(2*x^2 + x^3)*Log[2 + x])*Log[10 - x + x^2 + Log[2 + x]])/(20*x^2 + 8*x^3 + x^4 + x^5 + (2*x^2 + x^3)*Log[2 + x]),x]","\int \frac{e^x \left(-20+12 x+7 x^2+x^4\right)+e^3 \left(-x^3+3 x^4+2 x^5\right)+e^x \left(-2+x+x^2\right) \log (2+x)+\left(e^3 \left(20 x^2+8 x^3+x^4+x^5\right)+e^3 \left(2 x^2+x^3\right) \log (2+x)\right) \log \left(10-x+x^2+\log (2+x)\right)}{20 x^2+8 x^3+x^4+x^5+\left(2 x^2+x^3\right) \log (2+x)} \, dx","e^3 x \log \left(x^2-x+\log (x+2)+10\right)+\frac{e^x}{x}",1,"E^x/x + E^3*Defer[Int][(10 - x + x^2 + Log[2 + x])^(-1), x] - E^3*Defer[Int][x/(10 - x + x^2 + Log[2 + x]), x] + 2*E^3*Defer[Int][x^2/(10 - x + x^2 + Log[2 + x]), x] - 2*E^3*Defer[Int][1/((2 + x)*(10 - x + x^2 + Log[2 + x])), x] + E^3*Defer[Int][Log[10 - x + x^2 + Log[2 + x]], x]","F",0,0,0,0,-1,"{}"
6638,0,0,0,3.1768613,"\int \frac{-64-16 x+36 x^2-11 x^3+x^4+e^{\frac{-16 x+8 x^2-x^3+25 \log ^2(3)}{16-8 x+x^2}} \left(-64 x+48 x^2-12 x^3+x^4+50 x \log ^2(3)\right)}{-64 x+48 x^2-12 x^3+x^4} \, dx","Int[(-64 - 16*x + 36*x^2 - 11*x^3 + x^4 + E^((-16*x + 8*x^2 - x^3 + 25*Log[3]^2)/(16 - 8*x + x^2))*(-64*x + 48*x^2 - 12*x^3 + x^4 + 50*x*Log[3]^2))/(-64*x + 48*x^2 - 12*x^3 + x^4),x]","\int \frac{-64-16 x+36 x^2-11 x^3+x^4+e^{\frac{-16 x+8 x^2-x^3+25 \log ^2(3)}{16-8 x+x^2}} \left(-64 x+48 x^2-12 x^3+x^4+50 x \log ^2(3)\right)}{-64 x+48 x^2-12 x^3+x^4} \, dx","x-e^{\frac{25 \log ^2(3)}{(4-x)^2}-x}+\log \left(\frac{3 x}{2}\right)-5",1,"72/(4 - x)^2 - 36/(4 - x) + x - (9*x^2)/(2*(4 - x)^2) + Log[x] + Defer[Int][E^((-16*x + 8*x^2 - x^3 + 25*Log[3]^2)/(-4 + x)^2), x] + 50*Log[3]^2*Defer[Int][E^((-16*x + 8*x^2 - x^3 + 25*Log[3]^2)/(-4 + x)^2)/(-4 + x)^3, x]","F",0,0,0,0,-1,"{}"
6639,0,0,0,24.1074454,"\int \frac{\exp \left(e^{\frac{-137 x+25 x^2+4 x^3}{-28+5 x+x^2}} x^2+\frac{-137 x+25 x^2+4 x^3}{-28+5 x+x^2}\right) \left(1568 x+3276 x^2-1462 x^3-54 x^4+42 x^5+4 x^6\right)}{784-280 x-31 x^2+10 x^3+x^4} \, dx","Int[(E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*(1568*x + 3276*x^2 - 1462*x^3 - 54*x^4 + 42*x^5 + 4*x^6))/(784 - 280*x - 31*x^2 + 10*x^3 + x^4),x]","\int \frac{\exp \left(e^{\frac{-137 x+25 x^2+4 x^3}{-28+5 x+x^2}} x^2+\frac{-137 x+25 x^2+4 x^3}{-28+5 x+x^2}\right) \left(1568 x+3276 x^2-1462 x^3-54 x^4+42 x^5+4 x^6\right)}{784-280 x-31 x^2+10 x^3+x^4} \, dx","e^{e^{x \left(\frac{x}{\frac{5 (5-x)}{x-\frac{3}{x}}-x}+5\right)} x^2}",1,"50*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2)), x] + (532000*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(-5 + Sqrt[137] - 2*x)^2, x])/137 + (77180*(5 - Sqrt[137])*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(-5 + Sqrt[137] - 2*x)^2, x])/137 + (6700*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(-5 + Sqrt[137] - 2*x), x])/Sqrt[137] + 2*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x, x] + 4*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2, x] - (60*(1781 - 270*Sqrt[137])*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(5 - Sqrt[137] + 2*x), x])/137 + (532000*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(5 + Sqrt[137] + 2*x)^2, x])/137 + (77180*(5 + Sqrt[137])*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(5 + Sqrt[137] + 2*x)^2, x])/137 + (6700*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(5 + Sqrt[137] + 2*x), x])/Sqrt[137] - (60*(1781 + 270*Sqrt[137])*Defer[Int][E^(E^((-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))*x^2 + (-137*x + 25*x^2 + 4*x^3)/(-28 + 5*x + x^2))/(5 + Sqrt[137] + 2*x), x])/137","F",0,0,0,0,-1,"{}"
6640,1,17,0,0.0869502,"\int \frac{25 \sqrt[35]{e}+\left(1-10 \sqrt[35]{e}\right) e^x+e^{\frac{1}{35}+2 x}}{25 \sqrt[35]{e}-10 e^{\frac{1}{35}+x}+e^{\frac{1}{35}+2 x}} \, dx","Int[(25*E^(1/35) + (1 - 10*E^(1/35))*E^x + E^(1/35 + 2*x))/(25*E^(1/35) - 10*E^(1/35 + x) + E^(1/35 + 2*x)),x]","x+\frac{1}{\sqrt[35]{e} \left(5-e^x\right)}","x+\frac{1}{\sqrt[35]{e} \left(5-e^x\right)}",1,"1/(E^(1/35)*(5 - E^x)) + x","A",4,3,59,0.05085,1,"{2282, 12, 893}"
6641,1,26,0,0.065633,"\int \frac{-\log (3)+e^{16+\log ^2(x)} x^8 (-35 \log (3) \log (5)-10 \log (3) \log (5) \log (x))}{x^2 \log (5)} \, dx","Int[(-Log[3] + E^(16 + Log[x]^2)*x^8*(-35*Log[3]*Log[5] - 10*Log[3]*Log[5]*Log[x]))/(x^2*Log[5]),x]","\frac{\log (3)}{x \log (5)}-5 x^7 \log (3) e^{\log ^2(x)+16}","\frac{x-\log (3) \left(5 \left(x+e^{(\log (x)+4)^2}\right)-\frac{1}{\log (5)}\right)}{x}",1,"-5*E^(16 + Log[x]^2)*x^7*Log[3] + Log[3]/(x*Log[5])","A",4,3,40,0.07500,1,"{12, 14, 2288}"
6642,1,14,0,0.0363029,"\int \frac{-5 x+e^x (-2+2 x)}{2 x^2} \, dx","Int[(-5*x + E^x*(-2 + 2*x))/(2*x^2),x]","\frac{e^x}{x}-\frac{5 \log (x)}{2}","\frac{e^x+x \left(-\frac{5 \log (x)}{2}+e^3+7\right)}{x}",1,"E^x/x - (5*Log[x])/2","A",4,3,20,0.1500,1,"{12, 14, 2197}"
6643,1,5,0,0.0009844,"\int \frac{1}{e^7} \, dx","Int[E^(-7),x]","\frac{x}{e^7}","\frac{x}{e^7}",1,"x/E^7","A",1,1,3,0.3333,1,"{8}"
6644,0,0,0,38.2737313,"\int \frac{-16 x^2+e^{576-48 x+x^2+(48-2 x) \log (x)+\log ^2(x)} \left(4 x^2+\left(-240+250 x-106 x^2+100 x^3-4 x^4+\left(-10+10 x-4 x^2+4 x^3\right) \log (x)\right) \log \left(5+2 x^2\right)\right)}{\left(5 x+2 x^3\right) \log ^2\left(5+2 x^2\right)} \, dx","Int[(-16*x^2 + E^(576 - 48*x + x^2 + (48 - 2*x)*Log[x] + Log[x]^2)*(4*x^2 + (-240 + 250*x - 106*x^2 + 100*x^3 - 4*x^4 + (-10 + 10*x - 4*x^2 + 4*x^3)*Log[x])*Log[5 + 2*x^2]))/((5*x + 2*x^3)*Log[5 + 2*x^2]^2),x]","\int \frac{-16 x^2+e^{576-48 x+x^2+(48-2 x) \log (x)+\log ^2(x)} \left(4 x^2+\left(-240+250 x-106 x^2+100 x^3-4 x^4+\left(-10+10 x-4 x^2+4 x^3\right) \log (x)\right) \log \left(5+2 x^2\right)\right)}{\left(5 x+2 x^3\right) \log ^2\left(5+2 x^2\right)} \, dx","\frac{4-e^{(-x+\log (x)+24)^2}}{\log \left(2 x^2+5\right)}",1,"4/Log[5 + 2*x^2] + ((2*I)*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(49 - 2*x))/((I*Sqrt[5] - Sqrt[2]*x)*Log[5 + 2*x^2]^2), x])/Sqrt[5] + ((2*I)*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(49 - 2*x))/((I*Sqrt[5] + Sqrt[2]*x)*Log[5 + 2*x^2]^2), x])/Sqrt[5] - 48*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(47 - 2*x))/Log[5 + 2*x^2], x] + 50*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(48 - 2*x))/Log[5 + 2*x^2], x] - 2*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(49 - 2*x))/Log[5 + 2*x^2], x] - 2*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(47 - 2*x)*Log[x])/Log[5 + 2*x^2], x] + 2*Defer[Int][(E^((-24 + x)^2 + Log[x]^2)*x^(48 - 2*x)*Log[x])/Log[5 + 2*x^2], x]","F",0,0,0,0,-1,"{}"
6645,1,28,0,0.0977587,"\int \frac{-8+24 x^2+e^x \left(-4+4 x-x^2\right)}{3 x^2} \, dx","Int[(-8 + 24*x^2 + E^x*(-4 + 4*x - x^2))/(3*x^2),x]","8 x-\frac{e^x}{3}+\frac{4 e^x}{3 x}+\frac{8}{3 x}","\frac{1}{3} \left(e^x+2\right) \left(\frac{1-x}{x}+\frac{3}{x}\right)+8 x",1,"-1/3*E^x + 8/(3*x) + (4*E^x)/(3*x) + 8*x","A",11,6,28,0.2143,1,"{12, 14, 2199, 2194, 2177, 2178}"
6646,1,18,0,0.4652235,"\int \frac{-5-10 x+8 e^{\frac{10+2 x}{1+x}} x-5 x^2}{x+2 x^2+x^3} \, dx","Int[(-5 - 10*x + 8*E^((10 + 2*x)/(1 + x))*x - 5*x^2)/(x + 2*x^2 + x^3),x]","-e^{\frac{8}{x+1}+2}-5 \log (x)","-\log \left(x^5\right)-e^{\frac{8}{x+1}+2}",1,"-E^(2 + 8/(1 + x)) - 5*Log[x]","A",6,5,39,0.1282,1,"{1594, 27, 6742, 2230, 2209}"
6647,0,0,0,10.4486354,"\int \frac{4800-4800 x+3600 x^2-4800 x^3+2100 x^4-900 x^5+75 x^6-75 x^7+e^8 \left(-600 x+600 x^2+150 x^3-150 x^4\right)+e^4 \left(1800 x^2-1800 x^3-150 x^4+150 x^5\right)+\left(4800-9600 x+3600 x^2-7500 x^3+1500 x^4-1875 x^5+225 x^6-150 x^7+e^8 \left(-300 x+600 x^2-75 x^3+150 x^4\right)+e^4 \left(600 x^2-1200 x^3+150 x^4-300 x^5\right)\right) \log \left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)+\left(-8000+16000 x-6000 x^2+12500 x^3-2500 x^4+3125 x^5-375 x^6+250 x^7+e^8 \left(500 x-1000 x^2+125 x^3-250 x^4\right)+e^4 \left(-1000 x^2+2000 x^3-250 x^4+500 x^5\right)\right) \log ^2\left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)}{-576-432 x^2+36 x^3-108 x^4+9 x^5-9 x^6+e^8 \left(36 x+9 x^3\right)+e^4 \left(-72 x^2-18 x^4\right)+\left(1920+1440 x^2-120 x^3+360 x^4-30 x^5+30 x^6+e^8 \left(-120 x-30 x^3\right)+e^4 \left(240 x^2+60 x^4\right)\right) \log \left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)+\left(-1600-1200 x^2+100 x^3-300 x^4+25 x^5-25 x^6+e^8 \left(100 x+25 x^3\right)+e^4 \left(-200 x^2-50 x^4\right)\right) \log ^2\left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)} \, dx","Int[(4800 - 4800*x + 3600*x^2 - 4800*x^3 + 2100*x^4 - 900*x^5 + 75*x^6 - 75*x^7 + E^8*(-600*x + 600*x^2 + 150*x^3 - 150*x^4) + E^4*(1800*x^2 - 1800*x^3 - 150*x^4 + 150*x^5) + (4800 - 9600*x + 3600*x^2 - 7500*x^3 + 1500*x^4 - 1875*x^5 + 225*x^6 - 150*x^7 + E^8*(-300*x + 600*x^2 - 75*x^3 + 150*x^4) + E^4*(600*x^2 - 1200*x^3 + 150*x^4 - 300*x^5))*Log[(16*x - E^8*x^2 + 8*x^3 + 2*E^4*x^3 - x^4 + x^5)/(16 + 8*x^2 + x^4)] + (-8000 + 16000*x - 6000*x^2 + 12500*x^3 - 2500*x^4 + 3125*x^5 - 375*x^6 + 250*x^7 + E^8*(500*x - 1000*x^2 + 125*x^3 - 250*x^4) + E^4*(-1000*x^2 + 2000*x^3 - 250*x^4 + 500*x^5))*Log[(16*x - E^8*x^2 + 8*x^3 + 2*E^4*x^3 - x^4 + x^5)/(16 + 8*x^2 + x^4)]^2)/(-576 - 432*x^2 + 36*x^3 - 108*x^4 + 9*x^5 - 9*x^6 + E^8*(36*x + 9*x^3) + E^4*(-72*x^2 - 18*x^4) + (1920 + 1440*x^2 - 120*x^3 + 360*x^4 - 30*x^5 + 30*x^6 + E^8*(-120*x - 30*x^3) + E^4*(240*x^2 + 60*x^4))*Log[(16*x - E^8*x^2 + 8*x^3 + 2*E^4*x^3 - x^4 + x^5)/(16 + 8*x^2 + x^4)] + (-1600 - 1200*x^2 + 100*x^3 - 300*x^4 + 25*x^5 - 25*x^6 + E^8*(100*x + 25*x^3) + E^4*(-200*x^2 - 50*x^4))*Log[(16*x - E^8*x^2 + 8*x^3 + 2*E^4*x^3 - x^4 + x^5)/(16 + 8*x^2 + x^4)]^2),x]","\int \frac{4800-4800 x+3600 x^2-4800 x^3+2100 x^4-900 x^5+75 x^6-75 x^7+e^8 \left(-600 x+600 x^2+150 x^3-150 x^4\right)+e^4 \left(1800 x^2-1800 x^3-150 x^4+150 x^5\right)+\left(4800-9600 x+3600 x^2-7500 x^3+1500 x^4-1875 x^5+225 x^6-150 x^7+e^8 \left(-300 x+600 x^2-75 x^3+150 x^4\right)+e^4 \left(600 x^2-1200 x^3+150 x^4-300 x^5\right)\right) \log \left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)+\left(-8000+16000 x-6000 x^2+12500 x^3-2500 x^4+3125 x^5-375 x^6+250 x^7+e^8 \left(500 x-1000 x^2+125 x^3-250 x^4\right)+e^4 \left(-1000 x^2+2000 x^3-250 x^4+500 x^5\right)\right) \log ^2\left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)}{-576-432 x^2+36 x^3-108 x^4+9 x^5-9 x^6+e^8 \left(36 x+9 x^3\right)+e^4 \left(-72 x^2-18 x^4\right)+\left(1920+1440 x^2-120 x^3+360 x^4-30 x^5+30 x^6+e^8 \left(-120 x-30 x^3\right)+e^4 \left(240 x^2+60 x^4\right)\right) \log \left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)+\left(-1600-1200 x^2+100 x^3-300 x^4+25 x^5-25 x^6+e^8 \left(100 x+25 x^3\right)+e^4 \left(-200 x^2-50 x^4\right)\right) \log ^2\left(\frac{16 x-e^8 x^2+8 x^3+2 e^4 x^3-x^4+x^5}{16+8 x^2+x^4}\right)} \, dx","\frac{25 \left(x^2-x\right)}{\frac{3}{\log \left(x-\frac{\left(e^4-x\right)^2}{\left(x+\frac{4}{x}\right)^2}\right)}-5}",1,"(-5*(1 - 2*x)^2)/4 + 3600*Defer[Int][1/((16 - E^8*x + 2*(4 + E^4)*x^2 - x^3 + x^4)*(3 - 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] - 150*(32 + E^8)*Defer[Int][x/((16 - E^8*x + 2*(4 + E^4)*x^2 - x^3 + x^4)*(3 - 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] + 75*(8 + 2*E^4 + 3*E^8)*Defer[Int][x^2/((16 - E^8*x + 2*(4 + E^4)*x^2 - x^3 + x^4)*(3 - 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] - 300*(4 + E^4)*Defer[Int][x^3/((16 - E^8*x + 2*(4 + E^4)*x^2 - x^3 + x^4)*(3 - 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] - 15*Defer[Int][(3 - 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^(-1), x] - (600 + 300*I)*Defer[Int][1/((2*I - x)*(-3 + 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] + 75*Defer[Int][x/(-3 + 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2, x] + (600 - 300*I)*Defer[Int][1/((2*I + x)*(-3 + 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2])^2), x] - 30*Defer[Int][x/(-3 + 5*Log[(x*(16 - E^8*x + 8*x^2 + 2*E^4*x^2 - x^3 + x^4))/(4 + x^2)^2]), x]","F",0,0,0,0,-1,"{}"
6648,1,15,0,0.0366958,"\int \frac{1}{3} \left(3+6 x+e^{x^2} \left(1+2 x^2\right)\right) \, dx","Int[(3 + 6*x + E^x^2*(1 + 2*x^2))/3,x]","x^2+\frac{e^{x^2} x}{3}+x","\frac{1}{3} \left(x \left(e^{x^2}+3 x+3\right)+8+\log (5)\right)",1,"x + (E^x^2*x)/3 + x^2","A",7,4,22,0.1818,1,"{12, 2226, 2204, 2212}"
6649,1,23,0,0.0106485,"\int \frac{e^6 (-2+3 x)}{-4 x+4 x^2} \, dx","Int[(E^6*(-2 + 3*x))/(-4*x + 4*x^2),x]","\frac{1}{4} e^6 \log (1-x)+\frac{1}{2} e^6 \log (x)","\frac{1}{4} e^6 \log \left(\frac{3}{10} e^2 x \left(x^2-x\right)\right)",1,"(E^6*Log[1 - x])/4 + (E^6*Log[x])/2","A",3,2,20,0.1000,1,"{12, 631}"
6650,1,43,0,0.2280191,"\int \frac{-8 x^4+e^{\frac{2 (-3+2 x)}{x}} \left(3750+3125 x+600 x^2+100 x^3\right)}{x^3} \, dx","Int[(-8*x^4 + E^((2*(-3 + 2*x))/x)*(3750 + 3125*x + 600*x^2 + 100*x^3))/x^3,x]","-4 x^2+100 e^{4-\frac{6}{x}} x+625 e^{4-\frac{6}{x}}+\frac{625 e^{4-\frac{6}{x}}}{x}","-4 x^2+25 e^{4-\frac{6}{x}} \left(\frac{5}{x}+4\right) (x+5)+5",1,"625*E^(4 - 6/x) + (625*E^(4 - 6/x))/x + 100*E^(4 - 6/x)*x - 4*x^2","A",10,6,38,0.1579,1,"{14, 6742, 2206, 2210, 2212, 2209}"
6651,1,19,0,0.0496754,"\int \frac{4+8 x^2-2 x^3-24 x^6+6 x^7}{-4 x+x^2} \, dx","Int[(4 + 8*x^2 - 2*x^3 - 24*x^6 + 6*x^7)/(-4*x + x^2),x]","x^6-x^2+\log (4-x)-\log (x)","x^6+\log \left(\frac{e^{-x^2} (x-4)}{x}\right)",1,"-x^2 + x^6 + Log[4 - x] - Log[x]","A",3,2,32,0.06250,1,"{1593, 1620}"
6652,0,0,0,0.3898421,"\int \frac{-20+\left(10 x-35 x^2+30 x^3\right) \log \left(\frac{2-3 x}{2 x}\right)}{\left(-2 x+3 x^2\right) \log \left(\frac{2-3 x}{2 x}\right)} \, dx","Int[(-20 + (10*x - 35*x^2 + 30*x^3)*Log[(2 - 3*x)/(2*x)])/((-2*x + 3*x^2)*Log[(2 - 3*x)/(2*x)]),x]","\int \frac{-20+\left(10 x-35 x^2+30 x^3\right) \log \left(\frac{2-3 x}{2 x}\right)}{\left(-2 x+3 x^2\right) \log \left(\frac{2-3 x}{2 x}\right)} \, dx","x \left(5 \left(x-\frac{2 \log \left(\log \left(\frac{1}{x}-\frac{3}{2}\right)\right)}{x}\right)-5\right)",1,"-5*x + 5*x^2 + 10*Defer[Int][1/(x*Log[-3/2 + x^(-1)]), x] - 30*Defer[Int][1/((-2 + 3*x)*Log[-3/2 + x^(-1)]), x]","F",0,0,0,0,-1,"{}"
6653,1,39,0,0.0496921,"\int \frac{e^9+5 x^2+e^x x^3+x^2 \log \left(\frac{e^{e^x}}{5}\right)}{x^2} \, dx","Int[(E^9 + 5*x^2 + E^x*x^3 + x^2*Log[E^E^x/5])/x^2,x]","e^x x+5 x-\frac{e^9}{x}-\left(e^x-\log \left(\frac{e^{e^x}}{5}\right)\right) \log \left(e^x\right)","x \left(-\frac{e^9 (1-x)}{x^2}+\log \left(\frac{e^{e^x}}{5}\right)+5\right)",1,"-(E^9/x) + 5*x + E^x*x - (E^x - Log[E^E^x/5])*Log[E^x]","A",11,6,34,0.1765,1,"{14, 2176, 2194, 2282, 2158, 29}"
6654,0,0,0,0.6330849,"\int \frac{10+5 x+(4+2 x) \log (x)+(-2-x) \log ^2(x)+\left(-10-10 x+(2+2 x) \log ^2(x)\right) \log \left(\frac{5 e^{25}-e^{25} \log ^2(x)}{x}\right)}{-5+\log ^2(x)} \, dx","Int[(10 + 5*x + (4 + 2*x)*Log[x] + (-2 - x)*Log[x]^2 + (-10 - 10*x + (2 + 2*x)*Log[x]^2)*Log[(5*E^25 - E^25*Log[x]^2)/x])/(-5 + Log[x]^2),x]","\int \frac{10+5 x+(4+2 x) \log (x)+(-2-x) \log ^2(x)+\left(-10-10 x+(2+2 x) \log ^2(x)\right) \log \left(\frac{5 e^{25}-e^{25} \log ^2(x)}{x}\right)}{-5+\log ^2(x)} \, dx","x (x+2) \log \left(\frac{e^{25} \left(5-\log ^2(x)\right)}{x}\right)-5",1,"-2*x - x^2/2 + 25*(1 + x)^2 + 2*E^Sqrt[5]*ExpIntegralEi[-Sqrt[5] + Log[x]] + (2*ExpIntegralEi[Sqrt[5] + Log[x]])/E^Sqrt[5] + 2*Defer[Int][(x*Log[x])/(-5 + Log[x]^2), x] + 2*Defer[Int][Log[5/x - Log[x]^2/x], x] + 2*Defer[Int][x*Log[5/x - Log[x]^2/x], x]","F",0,0,0,0,-1,"{}"
6655,1,5,0,0.0007273,"\int -2 x \, dx","Int[-2*x,x]","-x^2","(-x-2) (x-2)-\frac{1}{e^4}+2",1,"-x^2","A",2,2,3,0.6667,1,"{12, 30}"
6656,-1,0,0,180.0009238,"\int \frac{50 x^4+10 x^5-10 x^6+e^x \left(-50 x^2-10 x^3+10 x^4\right)+\left(100 x^3+10 x^4-20 x^5+e^x \left(-100 x-10 x^2+20 x^3\right)\right) \log (x)+\left(50 x^2-10 x^4+e^x \left(-50+10 x^2\right)\right) \log ^2(x)+\left(-51 x^4-9 x^5+8 x^6+e^x \left(x^2+24 x^3+7 x^4-5 x^5\right)+\left(-100 x^3-8 x^4+16 x^5+e^x \left(48 x^2+9 x^3-10 x^4\right)\right) \log (x)+\left(-50 x^2+8 x^4+e^x \left(25 x+2 x^2-5 x^3\right)\right) \log ^2(x)\right) \log \left(x^2\right)+\left(10 x^4+2 x^5-2 x^6+e^x \left(-10 x^2-2 x^3+2 x^4\right)+\left(20 x^3+2 x^4-4 x^5+e^x \left(-20 x-2 x^2+4 x^3\right)\right) \log (x)+\left(10 x^2-2 x^4+e^x \left(-10+2 x^2\right)\right) \log ^2(x)+\left(-10 x^4-2 x^5+2 x^6+e^x \left(5 x^3+x^4-x^5\right)+\left(-20 x^3-2 x^4+4 x^5+e^x \left(10 x^2+x^3-2 x^4\right)\right) \log (x)+\left(-10 x^2+2 x^4+e^x \left(5 x-x^3\right)\right) \log ^2(x)\right) \log \left(x^2\right)\right) \log \left(\frac{5 x+x^2-x^3+\left(5-x^2\right) \log (x)}{x+\log (x)}\right)}{-5 x^7-x^8+x^9+e^{2 x} \left(-5 x^3-x^4+x^5\right)+e^x \left(10 x^5+2 x^6-2 x^7\right)+\left(-10 x^6-x^7+2 x^8+e^{2 x} \left(-10 x^2-x^3+2 x^4\right)+e^x \left(20 x^4+2 x^5-4 x^6\right)\right) \log (x)+\left(-5 x^5+x^7+e^{2 x} \left(-5 x+x^3\right)+e^x \left(10 x^3-2 x^5\right)\right) \log ^2(x)} \, dx","Int[(50*x^4 + 10*x^5 - 10*x^6 + E^x*(-50*x^2 - 10*x^3 + 10*x^4) + (100*x^3 + 10*x^4 - 20*x^5 + E^x*(-100*x - 10*x^2 + 20*x^3))*Log[x] + (50*x^2 - 10*x^4 + E^x*(-50 + 10*x^2))*Log[x]^2 + (-51*x^4 - 9*x^5 + 8*x^6 + E^x*(x^2 + 24*x^3 + 7*x^4 - 5*x^5) + (-100*x^3 - 8*x^4 + 16*x^5 + E^x*(48*x^2 + 9*x^3 - 10*x^4))*Log[x] + (-50*x^2 + 8*x^4 + E^x*(25*x + 2*x^2 - 5*x^3))*Log[x]^2)*Log[x^2] + (10*x^4 + 2*x^5 - 2*x^6 + E^x*(-10*x^2 - 2*x^3 + 2*x^4) + (20*x^3 + 2*x^4 - 4*x^5 + E^x*(-20*x - 2*x^2 + 4*x^3))*Log[x] + (10*x^2 - 2*x^4 + E^x*(-10 + 2*x^2))*Log[x]^2 + (-10*x^4 - 2*x^5 + 2*x^6 + E^x*(5*x^3 + x^4 - x^5) + (-20*x^3 - 2*x^4 + 4*x^5 + E^x*(10*x^2 + x^3 - 2*x^4))*Log[x] + (-10*x^2 + 2*x^4 + E^x*(5*x - x^3))*Log[x]^2)*Log[x^2])*Log[(5*x + x^2 - x^3 + (5 - x^2)*Log[x])/(x + Log[x])])/(-5*x^7 - x^8 + x^9 + E^(2*x)*(-5*x^3 - x^4 + x^5) + E^x*(10*x^5 + 2*x^6 - 2*x^7) + (-10*x^6 - x^7 + 2*x^8 + E^(2*x)*(-10*x^2 - x^3 + 2*x^4) + E^x*(20*x^4 + 2*x^5 - 4*x^6))*Log[x] + (-5*x^5 + x^7 + E^(2*x)*(-5*x + x^3) + E^x*(10*x^3 - 2*x^5))*Log[x]^2),x]","\text{\$Aborted}","\frac{\log \left(x^2\right) \left(\log \left(x \left(\frac{x}{x+\log (x)}-x\right)+5\right)+5\right)}{e^x-x^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6657,0,0,0,7.5730153,"\int \frac{-27+3 e^{256}-36 x^3+\left(27-3 e^{256}+9 x-18 x^3\right) \log (x)+\left(-27+3 e^{256}-9 x+18 x^3\right) \log \left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)}{\left(-9+e^{256}-3 x+6 x^3\right) \log ^2(x)+\left(18-2 e^{256}+6 x-12 x^3\right) \log (x) \log \left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)+\left(-9+e^{256}-3 x+6 x^3\right) \log ^2\left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)} \, dx","Int[(-27 + 3*E^256 - 36*x^3 + (27 - 3*E^256 + 9*x - 18*x^3)*Log[x] + (-27 + 3*E^256 - 9*x + 18*x^3)*Log[(-9 + E^256 - 3*x + 6*x^3)/3])/((-9 + E^256 - 3*x + 6*x^3)*Log[x]^2 + (18 - 2*E^256 + 6*x - 12*x^3)*Log[x]*Log[(-9 + E^256 - 3*x + 6*x^3)/3] + (-9 + E^256 - 3*x + 6*x^3)*Log[(-9 + E^256 - 3*x + 6*x^3)/3]^2),x]","\int \frac{-27+3 e^{256}-36 x^3+\left(27-3 e^{256}+9 x-18 x^3\right) \log (x)+\left(-27+3 e^{256}-9 x+18 x^3\right) \log \left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)}{\left(-9+e^{256}-3 x+6 x^3\right) \log ^2(x)+\left(18-2 e^{256}+6 x-12 x^3\right) \log (x) \log \left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)+\left(-9+e^{256}-3 x+6 x^3\right) \log ^2\left(\frac{1}{3} \left(-9+e^{256}-3 x+6 x^3\right)\right)} \, dx","\frac{3 x}{\log \left(2 x^3-x+\frac{e^{256}}{3}-3\right)-\log (x)}",1,"-6*Defer[Int][(Log[3] + Log[x] - Log[-9 + E^256 - 3*x + 6*x^3])^(-2), x] - 9*(9 - E^256)*Defer[Int][1/((-9 + E^256 - 3*x + 6*x^3)*(Log[3] + Log[x] - Log[-9 + E^256 - 3*x + 6*x^3])^2), x] - 18*Defer[Int][x/((-9 + E^256 - 3*x + 6*x^3)*(Log[3] + Log[x] - Log[-9 + E^256 - 3*x + 6*x^3])^2), x] - 3*Defer[Int][Log[x]/(Log[3] + Log[x] - Log[-9 + E^256 - 3*x + 6*x^3])^2, x] + 3*Defer[Int][Log[(-9 + E^256 - 3*x + 6*x^3)/3]/(Log[3] + Log[x] - Log[-9 + E^256 - 3*x + 6*x^3])^2, x]","F",0,0,0,0,-1,"{}"
6658,0,0,0,1.7889058,"\int \frac{-200 e^{3 x}+e^{2 x} (200-200 x)+\left(-20 e^x x^3+20 e^{2 x} x^3\right) \log \left(\frac{5}{\log (625)}\right)+\left(-2 x^4+6 e^x x^4-6 e^{2 x} x^4+2 e^{3 x} x^4\right) \log ^2\left(\frac{5}{\log (625)}\right)}{\left(-x^3+3 e^x x^3-3 e^{2 x} x^3+e^{3 x} x^3\right) \log ^2\left(\frac{5}{\log (625)}\right)} \, dx","Int[(-200*E^(3*x) + E^(2*x)*(200 - 200*x) + (-20*E^x*x^3 + 20*E^(2*x)*x^3)*Log[5/Log[625]] + (-2*x^4 + 6*E^x*x^4 - 6*E^(2*x)*x^4 + 2*E^(3*x)*x^4)*Log[5/Log[625]]^2)/((-x^3 + 3*E^x*x^3 - 3*E^(2*x)*x^3 + E^(3*x)*x^3)*Log[5/Log[625]]^2),x]","\int \frac{-200 e^{3 x}+e^{2 x} (200-200 x)+\left(-20 e^x x^3+20 e^{2 x} x^3\right) \log \left(\frac{5}{\log (625)}\right)+\left(-2 x^4+6 e^x x^4-6 e^{2 x} x^4+2 e^{3 x} x^4\right) \log ^2\left(\frac{5}{\log (625)}\right)}{\left(-x^3+3 e^x x^3-3 e^{2 x} x^3+e^{3 x} x^3\right) \log ^2\left(\frac{5}{\log (625)}\right)} \, dx","\left(\frac{10}{\left(x-e^{-x} x\right) \log \left(\frac{5}{\log (625)}\right)}-x\right)^2",1,"x^2 + 100/(x^2*Log[5/Log[625]]^2) + 20/((1 - E^x)*Log[5/Log[625]]) - (200*Defer[Int][1/((-1 + E^x)^2*x^3), x])/Log[5/Log[625]]^2 - (400*Defer[Int][1/((-1 + E^x)*x^3), x])/Log[5/Log[625]]^2 - (200*Defer[Int][1/((-1 + E^x)^3*x^2), x])/Log[5/Log[625]]^2 - (400*Defer[Int][1/((-1 + E^x)^2*x^2), x])/Log[5/Log[625]]^2 - (200*Defer[Int][1/((-1 + E^x)*x^2), x])/Log[5/Log[625]]^2","F",0,0,0,0,-1,"{}"
6659,1,23,0,0.4016696,"\int \frac{-20+40 x-29 x^2+2 x^3-x^4+e^{x^2} \left(2 x^3-4 x^4+2 x^5\right)}{x^2-2 x^3+x^4} \, dx","Int[(-20 + 40*x - 29*x^2 + 2*x^3 - x^4 + E^x^2*(2*x^3 - 4*x^4 + 2*x^5))/(x^2 - 2*x^3 + x^4),x]","e^{x^2}-x-\frac{8}{1-x}+\frac{20}{x}","e^{x^2}+5 \left(\frac{4}{x}-3\right)-\frac{(9-x) x}{1-x}",1,"E^x^2 - 8/(1 - x) + 20/x - x","A",13,6,57,0.1053,1,"{1594, 27, 6742, 44, 2209, 43}"
6660,0,0,0,12.6293003,"\int \frac{\exp \left(\frac{-6544 x^5+6560 x^6-80 x^7+\left(4-405 x+5 x^2\right) \log ^2(2)}{80 x^5-80 x^6+5 x \log ^2(2)}\right) \left(256 x^{10}-2560 x^{11}+1280 x^{12}+\left(-320 x^4+128 x^5+160 x^6-160 x^7\right) \log ^2(2)+\left(-4+5 x^2\right) \log ^4(2)\right)}{1280 x^{10}-2560 x^{11}+1280 x^{12}+\left(160 x^6-160 x^7\right) \log ^2(2)+5 x^2 \log ^4(2)} \, dx","Int[(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(80*x^5 - 80*x^6 + 5*x*Log[2]^2))*(256*x^10 - 2560*x^11 + 1280*x^12 + (-320*x^4 + 128*x^5 + 160*x^6 - 160*x^7)*Log[2]^2 + (-4 + 5*x^2)*Log[2]^4))/(1280*x^10 - 2560*x^11 + 1280*x^12 + (160*x^6 - 160*x^7)*Log[2]^2 + 5*x^2*Log[2]^4),x]","\int \frac{\exp \left(\frac{-6544 x^5+6560 x^6-80 x^7+\left(4-405 x+5 x^2\right) \log ^2(2)}{80 x^5-80 x^6+5 x \log ^2(2)}\right) \left(256 x^{10}-2560 x^{11}+1280 x^{12}+\left(-320 x^4+128 x^5+160 x^6-160 x^7\right) \log ^2(2)+\left(-4+5 x^2\right) \log ^4(2)\right)}{1280 x^{10}-2560 x^{11}+1280 x^{12}+\left(160 x^6-160 x^7\right) \log ^2(2)+5 x^2 \log ^4(2)} \, dx","e^{-\frac{4}{5 \left(\frac{x}{x-\frac{\log ^2(2)}{16 x^4}}-x\right)}+x-81}",1,"Defer[Int][E^(-1/5*(-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(x*(-16*x^4 + 16*x^5 - Log[2]^2))), x] - (4*Defer[Int][1/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*x^2), x])/5 - (64*Log[2]^2*Defer[Int][x/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)^2), x])/5 - 64*Log[2]^2*Defer[Int][x^2/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)^2), x] - (1024*Defer[Int][x^4/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)^2), x])/5 - (64*Defer[Int][1/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)), x])/5 - (64*Defer[Int][x/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)), x])/5 - (128*Defer[Int][x^2/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(-16*x^4 + 16*x^5 - Log[2]^2)), x])/5 - (64*Log[2]^2*Defer[Int][1/(E^((-6544*x^5 + 6560*x^6 - 80*x^7 + (4 - 405*x + 5*x^2)*Log[2]^2)/(5*x*(-16*x^4 + 16*x^5 - Log[2]^2)))*(16*x^4 - 16*x^5 + Log[2]^2)^2), x])/5","F",0,0,0,0,-1,"{}"
6661,1,20,0,0.0300317,"\int \frac{15+10 x-5 x^2+30 e^{x^6} x^7}{x^2} \, dx","Int[(15 + 10*x - 5*x^2 + 30*E^x^6*x^7)/x^2,x]","5 e^{x^6}-5 x-\frac{15}{x}+10 \log (x)","5 \left(e^{x^6}+\log \left(x^2\right)-x-\frac{3}{x}-5\right)-2",1,"5*E^x^6 - 15/x - 5*x + 10*Log[x]","A",5,2,24,0.08333,1,"{14, 2209}"
6662,1,36,0,0.0874743,"\int \frac{-13+e^{4-x^2} \left(2+4 x^2\right)+e^{3+x} \left(x^2+x^3\right)}{x^2} \, dx","Int[(-13 + E^(4 - x^2)*(2 + 4*x^2) + E^(3 + x)*(x^2 + x^3))/x^2,x]","-\frac{2 e^{4-x^2}}{x}+e^{x+3} (x+1)-e^{x+3}+\frac{13}{x}","\frac{2 \left(5-e^{4-x^2}\right)+3}{x}+e^{x+3} x",1,"-E^(3 + x) + 13/x - (2*E^(4 - x^2))/x + E^(3 + x)*(1 + x)","A",7,4,36,0.1111,1,"{14, 2288, 2176, 2194}"
6663,1,24,0,0.052836,"\int \frac{1}{8} \left(16 x+e^{\frac{1}{8} \left(24 x+16 x^2-x^5\right)} \left(24+32 x-5 x^4\right)\right) \, dx","Int[(16*x + E^((24*x + 16*x^2 - x^5)/8)*(24 + 32*x - 5*x^4))/8,x]","x^2+e^{\frac{1}{8} \left(-x^5+16 x^2+24 x\right)}","e^{2 \left(x-\frac{x^4}{16}\right) x+3 x}+x^2",1,"E^((24*x + 16*x^2 - x^5)/8) + x^2","A",3,2,39,0.05128,1,"{12, 6706}"
6664,1,47,0,0.1572085,"\int \frac{2+x+\left(128 e^{2 x^2}-64 e^{x^2} x+8 x^2\right) \log \left(x^2\right)+\left(4 x^2+128 e^{2 x^2} x^2+e^{x^2} \left(-16 x-32 x^3\right)\right) \log ^2\left(x^2\right)}{2 x} \, dx","Int[(2 + x + (128*E^(2*x^2) - 64*E^x^2*x + 8*x^2)*Log[x^2] + (4*x^2 + 128*E^(2*x^2)*x^2 + E^x^2*(-16*x - 32*x^3))*Log[x^2]^2)/(2*x),x]","16 e^{2 x^2} \log ^2\left(x^2\right)+x^2 \log ^2\left(x^2\right)-8 e^{x^2} x \log ^2\left(x^2\right)+\frac{x}{2}+\log (x)","\left(4 e^{x^2}-x\right)^2 \log ^2\left(x^2\right)+\frac{x}{2}+\log (x)",1,"x/2 + Log[x] + 16*E^(2*x^2)*Log[x^2]^2 - 8*E^x^2*x*Log[x^2]^2 + x^2*Log[x^2]^2","A",12,6,78,0.07692,1,"{12, 14, 2288, 43, 2304, 2305}"
6665,1,13,0,0.0146987,"\int \frac{5}{32-64 x+32 x^2+(32-32 x) \log (16)+8 \log ^2(16)} \, dx","Int[5/(32 - 64*x + 32*x^2 + (32 - 32*x)*Log[16] + 8*Log[16]^2),x]","\frac{5}{16 (-2 x+2+\log (16))}","\frac{5}{16 (-2 x+2+\log (16))}",1,"5/(16*(2 - 2*x + Log[16]))","A",5,4,28,0.1429,1,"{12, 1981, 27, 32}"
6666,0,0,0,2.7084624,"\int \frac{e^{\sqrt[4]{e}} (-4+x)-4 x-2 x^2+3 x^3}{4 x^2+8 x^3+4 x^4+e^{\sqrt[4]{e}} \left(4 x+4 x^2\right)+\left(e^{\sqrt[4]{e}} x^2+x^3+x^4\right) \log \left(\frac{1}{2} \left(e^{\sqrt[4]{e}} x+x^2+x^3\right)\right)} \, dx","Int[(E^E^(1/4)*(-4 + x) - 4*x - 2*x^2 + 3*x^3)/(4*x^2 + 8*x^3 + 4*x^4 + E^E^(1/4)*(4*x + 4*x^2) + (E^E^(1/4)*x^2 + x^3 + x^4)*Log[(E^E^(1/4)*x + x^2 + x^3)/2]),x]","\int \frac{e^{\sqrt[4]{e}} (-4+x)-4 x-2 x^2+3 x^3}{4 x^2+8 x^3+4 x^4+e^{\sqrt[4]{e}} \left(4 x+4 x^2\right)+\left(e^{\sqrt[4]{e}} x^2+x^3+x^4\right) \log \left(\frac{1}{2} \left(e^{\sqrt[4]{e}} x+x^2+x^3\right)\right)} \, dx","\log \left(\log \left(\frac{1}{2} x \left(x^2+x+e^{\sqrt[4]{e}}\right)\right)+\frac{4}{x}+4\right)",1,"3*Defer[Int][(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])^(-1), x] - ((4*I)*E^E^(1/4)*Defer[Int][1/((-1 + I*Sqrt[-1 + 4*E^E^(1/4)] - 2*x)*(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])), x])/Sqrt[-1 + 4*E^E^(1/4)] - 4*Defer[Int][1/(x*(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])), x] - (1 + I/Sqrt[-1 + 4*E^E^(1/4)])*Defer[Int][1/((1 - I*Sqrt[-1 + 4*E^E^(1/4)] + 2*x)*(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])), x] - ((4*I)*E^E^(1/4)*Defer[Int][1/((1 + I*Sqrt[-1 + 4*E^E^(1/4)] + 2*x)*(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])), x])/Sqrt[-1 + 4*E^E^(1/4)] - (1 - I/Sqrt[-1 + 4*E^E^(1/4)])*Defer[Int][1/((1 + I*Sqrt[-1 + 4*E^E^(1/4)] + 2*x)*(4 + 4*x + x*Log[(x*(E^E^(1/4) + x + x^2))/2])), x]","F",0,0,0,0,-1,"{}"
6667,1,56,0,0.8638103,"\int \frac{-144 x^2-240 x^3-100 x^4+\left(192 x^2+460 x^3+250 x^4\right) \log (x)+\left(72 x^2+80 x^3\right) \log ^2(x)+\left(12 x+6 x^2\right) \log ^3(x)}{\log ^3(x)} \, dx","Int[(-144*x^2 - 240*x^3 - 100*x^4 + (192*x^2 + 460*x^3 + 250*x^4)*Log[x] + (72*x^2 + 80*x^3)*Log[x]^2 + (12*x + 6*x^2)*Log[x]^3)/Log[x]^3,x]","\frac{50 x^5}{\log ^2(x)}+\frac{120 x^4}{\log ^2(x)}+\frac{20 x^4}{\log (x)}+2 x^3+\frac{72 x^3}{\log ^2(x)}+\frac{24 x^3}{\log (x)}+6 x^2","2 x^2 \left(x \left(\frac{2 x}{\log (x)}+\frac{3 (x+2)}{\log (x)}+1\right)^2+3\right)",1,"6*x^2 + 2*x^3 + (72*x^3)/Log[x]^2 + (120*x^4)/Log[x]^2 + (50*x^5)/Log[x]^2 + (24*x^3)/Log[x] + (20*x^4)/Log[x]","A",38,10,70,0.1429,1,"{6741, 12, 6688, 6742, 43, 2353, 2306, 2309, 2178, 2356}"
6668,1,11,0,0.0047161,"\int \frac{1}{4} \left(4+5 e^{-5 x/4}\right) \, dx","Int[(4 + 5/E^((5*x)/4))/4,x]","x-e^{-5 x/4}","x-e^{-5 x/4}+\frac{1}{e^3}",1,"-E^((-5*x)/4) + x","A",3,2,15,0.1333,1,"{12, 2194}"
6669,1,17,0,0.2347703,"\int \frac{-4+e^x x \log ^5(x)-2 e^{2 e^x+x} x \log ^5(x)}{x \log ^5(x)} \, dx","Int[(-4 + E^x*x*Log[x]^5 - 2*E^(2*E^x + x)*x*Log[x]^5)/(x*Log[x]^5),x]","-e^{2 e^x}+e^x+\frac{1}{\log ^4(x)}","-e^{2 e^x}+e^x+\frac{1}{\log ^4(x)}+e^3",1,"-E^(2*E^x) + E^x + Log[x]^(-4)","A",7,5,35,0.1429,1,"{6688, 2194, 2282, 2302, 30}"
6670,1,15,0,0.1133396,"\int \frac{-1+\log \left(x^2\right)}{x-2 x^2+x \log \left(x^2\right)} \, dx","Int[(-1 + Log[x^2])/(x - 2*x^2 + x*Log[x^2]),x]","\log (x)-\log \left(\log \left(x^2\right)-2 x+1\right)","-\log \left(-\log \left(x^2\right)+2 x-1\right)+\log (x)-\frac{5}{3}",1,"Log[x] - Log[1 - 2*x + Log[x^2]]","A",3,2,22,0.09091,1,"{6742, 6684}"
6671,0,0,0,2.0448609,"\int \frac{e^{\frac{-30000 \log ^4\left(\frac{x}{5}\right)+x^5 \log ^4(x)}{2500 \log ^4\left(\frac{x}{5}\right)}} \left(4 x^4 \log \left(\frac{x}{5}\right) \log ^3(x)+\left(-4 x^4+5 x^4 \log \left(\frac{x}{5}\right)\right) \log ^4(x)\right)}{2500 \log ^5\left(\frac{x}{5}\right)} \, dx","Int[(E^((-30000*Log[x/5]^4 + x^5*Log[x]^4)/(2500*Log[x/5]^4))*(4*x^4*Log[x/5]*Log[x]^3 + (-4*x^4 + 5*x^4*Log[x/5])*Log[x]^4))/(2500*Log[x/5]^5),x]","\int \frac{e^{\frac{-30000 \log ^4\left(\frac{x}{5}\right)+x^5 \log ^4(x)}{2500 \log ^4\left(\frac{x}{5}\right)}} \left(4 x^4 \log \left(\frac{x}{5}\right) \log ^3(x)+\left(-4 x^4+5 x^4 \log \left(\frac{x}{5}\right)\right) \log ^4(x)\right)}{2500 \log ^5\left(\frac{x}{5}\right)} \, dx","e^{\frac{x^5 \log ^4(x)}{2500 \log ^4\left(\frac{x}{5}\right)}-12}",1,"Defer[Int][(E^(-12 + (x^5*Log[x]^4)/(2500*Log[x/5]^4))*x^4*Log[x]^3)/Log[x/5]^4, x]/625 - Defer[Int][(E^(-12 + (x^5*Log[x]^4)/(2500*Log[x/5]^4))*x^4*Log[x]^4)/Log[x/5]^5, x]/625 + Defer[Int][(E^(-12 + (x^5*Log[x]^4)/(2500*Log[x/5]^4))*x^4*Log[x]^4)/Log[x/5]^4, x]/500","F",0,0,0,0,-1,"{}"
6672,1,38,0,0.0784444,"\int \frac{e^{-1+2 x}+2 e^{-2+4 x} x+\left(1+2 e^{-1+2 x} x\right) \log \left(\frac{3 x}{2}\right)}{x} \, dx","Int[(E^(-1 + 2*x) + 2*E^(-2 + 4*x)*x + (1 + 2*E^(-1 + 2*x)*x)*Log[(3*x)/2])/x,x]","\frac{1}{2} e^{4 x-2}+\frac{1}{2} \log ^2\left(\frac{3 x}{2}\right)+e^{2 x-1} \log \left(\frac{3 x}{2}\right)","\frac{1}{2} \left(\left(e^{2 x-1}+\log \left(\frac{3 x}{2}\right)\right)^2-2\right)-5",1,"E^(-2 + 4*x)/2 + E^(-1 + 2*x)*Log[(3*x)/2] + Log[(3*x)/2]^2/2","A",5,4,41,0.09756,1,"{14, 2194, 2301, 2288}"
6673,1,80,0,0.3314212,"\int \frac{-3 x^2+8 x^3+e^{\frac{6 e^{25}}{x^2}} \left(-12 e^{25} x+2 x^3\right)+\left(2 x-4 x^2\right) \log (4)+e^{\frac{3 e^{25}}{x^2}} \left(-24 e^{25} x-2 x^2+8 x^3+\left(12 e^{25}-2 x^2\right) \log (4)\right)+\left(2 x-4 x^2+e^{\frac{3 e^{25}}{x^2}} \left(12 e^{25}-2 x^2\right)\right) \log (x)}{x^2} \, dx","Int[(-3*x^2 + 8*x^3 + E^((6*E^25)/x^2)*(-12*E^25*x + 2*x^3) + (2*x - 4*x^2)*Log[4] + E^((3*E^25)/x^2)*(-24*E^25*x - 2*x^2 + 8*x^3 + (12*E^25 - 2*x^2)*Log[4]) + (2*x - 4*x^2 + E^((3*E^25)/x^2)*(12*E^25 - 2*x^2))*Log[x])/x^2,x]","e^{\frac{6 e^{25}}{x^2}} x^2+4 x^2+2 e^{\frac{3 e^{25}}{x^2}-25} x \left(2 e^{25} x-e^{25} \log (x)-e^{25} \log (4)\right)+4 x+\log ^2(x)-4 x \log (x)-x (3+\log (256))+\log (16) \log (x)","\left(-e^{\frac{3 e^{25}}{x^2}} x-2 x+\log (x)+\log (4)\right)^2+x",1,"4*x + 4*x^2 + E^((6*E^25)/x^2)*x^2 - x*(3 + Log[256]) - 4*x*Log[x] + Log[16]*Log[x] + Log[x]^2 + 2*E^(-25 + (3*E^25)/x^2)*x*(2*E^25*x - E^25*Log[4] - E^25*Log[x])","B",11,5,126,0.03968,1,"{14, 2288, 2346, 2301, 2295}"
6674,0,0,0,4.084478,"\int \frac{-9+80 e^{4 x}+16 e^{5 x}+e^{2 x} (152-4 x)+e^{3 x} (156+8 x)+e^x \left(49-16 x+x^2\right)+\left(280 e^{3 x}+80 e^{4 x}+e^x (170-10 x)+e^{2 x} (340+20 x)\right) \log (x)+\left(15+300 e^{2 x}+140 e^{3 x}+e^x (170+10 x)\right) \log ^2(x)+\left(100 e^x+100 e^{2 x}\right) \log ^3(x)+25 e^x \log ^4(x)}{49+80 e^{3 x}+16 e^{4 x}+14 x+x^2+e^{2 x} (156+8 x)+e^x (140+20 x)+\left(140+280 e^{2 x}+80 e^{3 x}+20 x+e^x (340+20 x)\right) \log (x)+\left(170+300 e^x+140 e^{2 x}+10 x\right) \log ^2(x)+\left(100+100 e^x\right) \log ^3(x)+25 \log ^4(x)} \, dx","Int[(-9 + 80*E^(4*x) + 16*E^(5*x) + E^(2*x)*(152 - 4*x) + E^(3*x)*(156 + 8*x) + E^x*(49 - 16*x + x^2) + (280*E^(3*x) + 80*E^(4*x) + E^x*(170 - 10*x) + E^(2*x)*(340 + 20*x))*Log[x] + (15 + 300*E^(2*x) + 140*E^(3*x) + E^x*(170 + 10*x))*Log[x]^2 + (100*E^x + 100*E^(2*x))*Log[x]^3 + 25*E^x*Log[x]^4)/(49 + 80*E^(3*x) + 16*E^(4*x) + 14*x + x^2 + E^(2*x)*(156 + 8*x) + E^x*(140 + 20*x) + (140 + 280*E^(2*x) + 80*E^(3*x) + 20*x + E^x*(340 + 20*x))*Log[x] + (170 + 300*E^x + 140*E^(2*x) + 10*x)*Log[x]^2 + (100 + 100*E^x)*Log[x]^3 + 25*Log[x]^4),x]","\int \frac{-9+80 e^{4 x}+16 e^{5 x}+e^{2 x} (152-4 x)+e^{3 x} (156+8 x)+e^x \left(49-16 x+x^2\right)+\left(280 e^{3 x}+80 e^{4 x}+e^x (170-10 x)+e^{2 x} (340+20 x)\right) \log (x)+\left(15+300 e^{2 x}+140 e^{3 x}+e^x (170+10 x)\right) \log ^2(x)+\left(100 e^x+100 e^{2 x}\right) \log ^3(x)+25 e^x \log ^4(x)}{49+80 e^{3 x}+16 e^{4 x}+14 x+x^2+e^{2 x} (156+8 x)+e^x (140+20 x)+\left(140+280 e^{2 x}+80 e^{3 x}+20 x+e^x (340+20 x)\right) \log (x)+\left(170+300 e^x+140 e^{2 x}+10 x\right) \log ^2(x)+\left(100+100 e^x\right) \log ^3(x)+25 \log ^4(x)} \, dx","e^x-\frac{3 x}{e^{2 x}-x-5 \left(e^x+\log (x)+1\right)^2-2}",1,"E^x - 30*Defer[Int][(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^(-2), x] - 30*Defer[Int][E^x/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 39*Defer[Int][x/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 30*Defer[Int][(E^x*x)/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 6*Defer[Int][x^2/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] - 30*Defer[Int][Log[x]/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 60*Defer[Int][(x*Log[x])/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 30*Defer[Int][(E^x*x*Log[x])/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 30*Defer[Int][(x*Log[x]^2)/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^2, x] + 3*Defer[Int][(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2)^(-1), x] - 6*Defer[Int][x/(7 + 10*E^x + 4*E^(2*x) + x + 10*Log[x] + 10*E^x*Log[x] + 5*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
6675,1,35,0,1.589069,"\int \frac{-2+e^x (1+(-2-x) \log (5))+\left(-2 x+e^x x \log (5)\right) \log (x)+\left(2+e^x (-1+(2+x) \log (5))\right) \log (x) \log \left(\frac{e^x \log (5) \log (x)}{2+e^x (-1+(2+x) \log (5))}\right)}{\left(2 x^2+e^x \left(-x^2+\left(2 x^2+x^3\right) \log (5)\right)\right) \log (x)+\left(4 x+e^x \left(-2 x+\left(4 x+2 x^2\right) \log (5)\right)\right) \log (x) \log \left(\frac{e^x \log (5) \log (x)}{2+e^x (-1+(2+x) \log (5))}\right)+\left(2+e^x (-1+(2+x) \log (5))\right) \log (x) \log ^2\left(\frac{e^x \log (5) \log (x)}{2+e^x (-1+(2+x) \log (5))}\right)} \, dx","Int[(-2 + E^x*(1 + (-2 - x)*Log[5]) + (-2*x + E^x*x*Log[5])*Log[x] + (2 + E^x*(-1 + (2 + x)*Log[5]))*Log[x]*Log[(E^x*Log[5]*Log[x])/(2 + E^x*(-1 + (2 + x)*Log[5]))])/((2*x^2 + E^x*(-x^2 + (2*x^2 + x^3)*Log[5]))*Log[x] + (4*x + E^x*(-2*x + (4*x + 2*x^2)*Log[5]))*Log[x]*Log[(E^x*Log[5]*Log[x])/(2 + E^x*(-1 + (2 + x)*Log[5]))] + (2 + E^x*(-1 + (2 + x)*Log[5]))*Log[x]*Log[(E^x*Log[5]*Log[x])/(2 + E^x*(-1 + (2 + x)*Log[5]))]^2),x]","-\frac{1}{\frac{x}{\log \left(\frac{e^x \log (5) \log (x)}{e^x ((x+2) \log (5)-1)+2}\right)}+1}","\frac{x}{x+\log \left(\frac{\log (x)}{x-\frac{1-2 e^{-x}}{\log (5)}+2}\right)}+2",1,"-(1 + x/Log[(E^x*Log[5]*Log[x])/(2 + E^x*(-1 + (2 + x)*Log[5]))])^(-1)","A",3,3,203,0.01478,1,"{6688, 6711, 32}"
6676,1,23,0,0.0048227,"\int \frac{1}{128} \left(128+81 x-54 x^2+8 x^3\right) \, dx","Int[(128 + 81*x - 54*x^2 + 8*x^3)/128,x]","\frac{x^4}{64}-\frac{9 x^3}{64}+\frac{81 x^2}{256}+x","\frac{1}{64} \left(x-\frac{9}{2}\right)^2 x^2+x-(e-2)^2",1,"x + (81*x^2)/256 - (9*x^3)/64 + x^4/64","A",2,1,19,0.05263,1,"{12}"
6677,1,7,0,0.0024742,"\int \frac{x+\log (3)}{x} \, dx","Int[(x + Log[3])/x,x]","x+\log (3) \log (x)","x-\log (3) \left(-\log (x)+\left(2+e^5\right)^2+2\right)",1,"x + Log[3]*Log[x]","A",2,1,8,0.1250,1,"{43}"
6678,1,28,0,0.0402131,"\int \frac{e^{\frac{20+x}{x}} (-40-2 x)}{x^3} \, dx","Int[(E^((20 + x)/x)*(-40 - 2*x))/x^3,x]","-\frac{40 e^{\frac{x+20}{x}}}{x^3 \left(\frac{1}{x}-\frac{x+20}{x^2}\right)}","\frac{2 \left(\left(3-e^{32}\right) x+e^{\frac{x+20}{x}}\right)}{x}",1,"(-40*E^((20 + x)/x))/(x^3*(x^(-1) - (20 + x)/x^2))","A",1,1,18,0.05556,1,"{2288}"
6679,1,20,0,0.0160602,"\int \frac{-5+e^{e^3} (-2+2 x)}{1-5 x+e^{e^3} \left(1-2 x+x^2\right)} \, dx","Int[(-5 + E^E^3*(-2 + 2*x))/(1 - 5*x + E^E^3*(1 - 2*x + x^2)),x]","\log \left(e^{e^3} \left(x^2-2 x+1\right)-5 x+1\right)","\log \left(-x^2+2 x-e^{-e^3} (1-5 x)-1\right)",1,"Log[1 - 5*x + E^E^3*(1 - 2*x + x^2)]","A",1,1,35,0.02857,1,"{1587}"
6680,0,0,0,1.6846123,"\int e^{-7+x^2-25^{\frac{4 x}{e^2}} \left(x^2\right)^{\frac{4 x}{e^2}}} \left(e^2 \left(1+2 x^2\right)+25^{\frac{4 x}{e^2}} \left(x^2\right)^{\frac{4 x}{e^2}} \left(-8 x-4 x \log \left(25 x^2\right)\right)\right) \, dx","Int[E^(-7 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2))*(E^2*(1 + 2*x^2) + 25^((4*x)/E^2)*(x^2)^((4*x)/E^2)*(-8*x - 4*x*Log[25*x^2])),x]","\int e^{-7+x^2-25^{\frac{4 x}{e^2}} \left(x^2\right)^{\frac{4 x}{e^2}}} \left(e^2 \left(1+2 x^2\right)+25^{\frac{4 x}{e^2}} \left(x^2\right)^{\frac{4 x}{e^2}} \left(-8 x-4 x \log \left(25 x^2\right)\right)\right) \, dx","e^{-25^{\frac{4 x}{e^2}} \left(x^2\right)^{\frac{4 x}{e^2}}+x^2-5} x",1,"Defer[Int][E^(-5 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2)), x] + 2*Defer[Int][E^(-5 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2))*x^2, x] - 8*Defer[Int][25^((4*x)/E^2)*E^(-7 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2))*x*(x^2)^((4*x)/E^2), x] - 4*Log[25*x^2]*Defer[Int][25^((4*x)/E^2)*E^(-7 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2))*x*(x^2)^((4*x)/E^2), x] + 8*Defer[Int][Defer[Int][25^((4*x)/E^2)*E^(-7 + x^2 - 25^((4*x)/E^2)*(x^2)^((4*x)/E^2))*x*(x^2)^((4*x)/E^2), x]/x, x]","F",0,0,0,0,-1,"{}"
6681,1,28,0,0.020617,"\int \frac{480-180 x+5 x^2+e^{5+x} x^4}{e^5 x^4} \, dx","Int[(480 - 180*x + 5*x^2 + E^(5 + x)*x^4)/(E^5*x^4),x]","-\frac{160}{e^5 x^3}+\frac{90}{e^5 x^2}+e^x-\frac{5}{e^5 x}","e^x-\frac{5 (x-16) (x-2)}{e^5 x^3}",1,"E^x - 160/(E^5*x^3) + 90/(E^5*x^2) - 5/(E^5*x)","A",6,3,26,0.1154,1,"{12, 14, 2194}"
6682,1,35,0,0.327253,"\int \frac{-256+e^x (-8-64 x)+e^{2 x} (18+16 x)}{4913+6936 x+3264 x^2+512 x^3} \, dx","Int[(-256 + E^x*(-8 - 64*x) + E^(2*x)*(18 + 16*x))/(4913 + 6936*x + 3264*x^2 + 512*x^3),x]","-\frac{8 e^x}{(8 x+17)^2}+\frac{e^{2 x}}{(8 x+17)^2}+\frac{16}{(8 x+17)^2}","\frac{\left(e^x-4\right)^2}{\left(-x^2+(x+4)^2+1\right)^2}",1,"16/(17 + 8*x)^2 - (8*E^x)/(17 + 8*x)^2 + E^(2*x)/(17 + 8*x)^2","A",6,4,40,0.1000,1,"{6688, 12, 6742, 2197}"
6683,1,27,0,0.2704768,"\int \frac{-3240+8424 x-1296 x^2+(1620-324 x) \log \left(\frac{3}{625 x^2-500 x^3+150 x^4-20 x^5+x^6}\right)}{-3125+625 x-4500 x^2+900 x^3-1620 x^4+324 x^5+\left(-2250 x+450 x^2-1620 x^3+324 x^4\right) \log \left(\frac{3}{625 x^2-500 x^3+150 x^4-20 x^5+x^6}\right)+\left(-405 x^2+81 x^3\right) \log ^2\left(\frac{3}{625 x^2-500 x^3+150 x^4-20 x^5+x^6}\right)} \, dx","Int[(-3240 + 8424*x - 1296*x^2 + (1620 - 324*x)*Log[3/(625*x^2 - 500*x^3 + 150*x^4 - 20*x^5 + x^6)])/(-3125 + 625*x - 4500*x^2 + 900*x^3 - 1620*x^4 + 324*x^5 + (-2250*x + 450*x^2 - 1620*x^3 + 324*x^4)*Log[3/(625*x^2 - 500*x^3 + 150*x^4 - 20*x^5 + x^6)] + (-405*x^2 + 81*x^3)*Log[3/(625*x^2 - 500*x^3 + 150*x^4 - 20*x^5 + x^6)]^2),x]","\frac{36}{18 x^2+9 x \log \left(\frac{3}{(5-x)^4 x^2}\right)+25}","\frac{4}{2 x^2+x \log \left(\frac{3}{(x-5)^4 x^2}\right)+\frac{25}{9}}",1,"36/(25 + 18*x^2 + 9*x*Log[3/((5 - x)^4*x^2)])","A",3,3,165,0.01818,1,"{6688, 12, 6686}"
6684,1,46,0,6.8626838,"\int \frac{\left(-6-60 x+24 x^2+e^x \left(-12 x-12 x^2\right)\right) \log ^2(x)+\left(\left(2+20 x-8 x^2+e^x \left(4 x+4 x^2\right)\right) \log (x)+\left(\left(60 x+12 e^x x-12 x^2\right) \log (x)+6 \log ^2(x)\right) \log \left(10 x+2 e^x x-2 x^2+\log (x)\right)\right) \log \left(\log \left(10 x+2 e^x x-2 x^2+\log (x)\right)\right)+\left(-20 x-4 e^x x+4 x^2-2 \log (x)\right) \log \left(10 x+2 e^x x-2 x^2+\log (x)\right) \log ^2\left(\log \left(10 x+2 e^x x-2 x^2+\log (x)\right)\right)}{\left(\left(10 x^2+2 e^x x^2-2 x^3\right) \log ^3(x)+x \log ^4(x)\right) \log \left(10 x+2 e^x x-2 x^2+\log (x)\right)} \, dx","Int[((-6 - 60*x + 24*x^2 + E^x*(-12*x - 12*x^2))*Log[x]^2 + ((2 + 20*x - 8*x^2 + E^x*(4*x + 4*x^2))*Log[x] + ((60*x + 12*E^x*x - 12*x^2)*Log[x] + 6*Log[x]^2)*Log[10*x + 2*E^x*x - 2*x^2 + Log[x]])*Log[Log[10*x + 2*E^x*x - 2*x^2 + Log[x]]] + (-20*x - 4*E^x*x + 4*x^2 - 2*Log[x])*Log[10*x + 2*E^x*x - 2*x^2 + Log[x]]*Log[Log[10*x + 2*E^x*x - 2*x^2 + Log[x]]]^2)/(((10*x^2 + 2*E^x*x^2 - 2*x^3)*Log[x]^3 + x*Log[x]^4)*Log[10*x + 2*E^x*x - 2*x^2 + Log[x]]),x]","\frac{\log ^2\left(\log \left(2 \left(-x+e^x+5\right) x+\log (x)\right)\right)}{\log ^2(x)}-\frac{6 \log \left(\log \left(2 \left(-x+e^x+5\right) x+\log (x)\right)\right)}{\log (x)}","\left(3-\frac{\log \left(\log \left(\left(2 \left(-x+e^x+3\right)+4\right) x+\log (x)\right)\right)}{\log (x)}\right)^2+1",1,"(-6*Log[Log[2*(5 + E^x - x)*x + Log[x]]])/Log[x] + Log[Log[2*(5 + E^x - x)*x + Log[x]]]^2/Log[x]^2","A",4,3,233,0.01288,1,"{6688, 12, 6712}"
6685,0,0,0,5.9490072,"\int \frac{2496 x \log (1-2 x)+(240-480 x) \log ^2(1-2 x)+\left(-768 x \log (1-2 x)+(-192+384 x) \log ^2(1-2 x)\right) \log \left(x^2\right)}{-169 x^2+338 x^3+\left(104 x^2-208 x^3\right) \log \left(x^2\right)+\left(-16 x^2+32 x^3\right) \log ^2\left(x^2\right)} \, dx","Int[(2496*x*Log[1 - 2*x] + (240 - 480*x)*Log[1 - 2*x]^2 + (-768*x*Log[1 - 2*x] + (-192 + 384*x)*Log[1 - 2*x]^2)*Log[x^2])/(-169*x^2 + 338*x^3 + (104*x^2 - 208*x^3)*Log[x^2] + (-16*x^2 + 32*x^3)*Log[x^2]^2),x]","\int \frac{2496 x \log (1-2 x)+(240-480 x) \log ^2(1-2 x)+\left(-768 x \log (1-2 x)+(-192+384 x) \log ^2(1-2 x)\right) \log \left(x^2\right)}{-169 x^2+338 x^3+\left(104 x^2-208 x^3\right) \log \left(x^2\right)+\left(-16 x^2+32 x^3\right) \log ^2\left(x^2\right)} \, dx","\frac{16 \log ^2(1-2 x)}{\frac{4}{3} x \left(4-\log \left(x^2\right)\right)-x}",1,"384*Defer[Int][Log[1 - 2*x]^2/(x^2*(-13 + 4*Log[x^2])^2), x] + 192*Defer[Int][Log[1 - 2*x]/(x*(-13 + 4*Log[x^2])), x] - 384*Defer[Int][Log[1 - 2*x]/((-1 + 2*x)*(-13 + 4*Log[x^2])), x] + 48*Defer[Int][Log[1 - 2*x]^2/(x^2*(-13 + 4*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
6686,1,10,0,0.0105825,"\int \frac{64+16 x+16 x \log (x)}{x} \, dx","Int[(64 + 16*x + 16*x*Log[x])/x,x]","16 x \log (x)+64 \log (x)","16 (x+4) \log (x)",1,"64*Log[x] + 16*x*Log[x]","A",5,3,14,0.2143,1,"{14, 43, 2295}"
6687,1,28,0,0.0921388,"\int \frac{6-20 x+28 x^2+e^5 \left(-2+6 x-8 x^2\right)}{3 x-14 x^2+e^5 \left(-x+4 x^2\right)} \, dx","Int[(6 - 20*x + 28*x^2 + E^5*(-2 + 6*x - 8*x^2))/(3*x - 14*x^2 + E^5*(-x + 4*x^2)),x]","-2 x+2 \log (x)-\log \left(-2 \left(7-2 e^5\right) x-e^5+3\right)","\log \left(\frac{x^2}{-\frac{2 x}{3-e^5}-4 x+1}\right)-2 x-3",1,"-2*x + 2*Log[x] - Log[3 - E^5 - 2*(7 - 2*E^5)*x]","A",4,3,49,0.06122,1,"{1984, 1593, 893}"
6688,0,0,0,0.3054449,"\int e^{\frac{1}{3} \left(-20+3 x+e^x (-9+9 x)\right)} \left(1+3 e^x x\right) \, dx","Int[E^((-20 + 3*x + E^x*(-9 + 9*x))/3)*(1 + 3*E^x*x),x]","\int e^{\frac{1}{3} \left(-20+3 x+e^x (-9+9 x)\right)} \left(1+3 e^x x\right) \, dx","e^{-3 e^x (1-x)+x-\frac{20}{3}}",1,"Defer[Int][E^((-20 + 3*x + E^x*(-9 + 9*x))/3), x] + 3*Defer[Int][E^((-20 - 9*E^x + 6*x + 9*E^x*x)/3)*x, x]","F",0,0,0,0,-1,"{}"
6689,1,13,0,0.0646835,"\int \left(-6 x^2+x^{2 x} (16+16 \log (x))\right) \, dx","Int[-6*x^2 + x^(2*x)*(16 + 16*Log[x]),x]","8 x^{2 x}-2 x^3","\frac{2 \left(4 x^{2 x+1}-x^4+x\right)}{x}",1,"-2*x^3 + 8*x^(2*x)","A",6,4,18,0.2222,1,"{6741, 12, 6742, 2553}"
6690,0,0,0,4.9832341,"\int \frac{384 x^2-192 x^3-1576 x^4+800 x^5-100 x^6+e^{\frac{1}{-4+x}} \left(-16 x^4+7 x^5-x^6\right)+e^2 \left(16 x^4-8 x^5+x^6\right)}{2048-1024 x-51072 x^2+25600 x^3+316800 x^4-160000 x^5+20000 x^6+e^2 \left(512 x^2-256 x^3-6368 x^4+3200 x^5-400 x^6\right)+e^4 \left(32 x^4-16 x^5+2 x^6\right)+e^{\frac{2}{-4+x}} \left(32 x^4-16 x^5+2 x^6\right)+e^{\frac{1}{-4+x}} \left(-512 x^2+256 x^3+6368 x^4-3200 x^5+400 x^6+e^2 \left(-64 x^4+32 x^5-4 x^6\right)\right)} \, dx","Int[(384*x^2 - 192*x^3 - 1576*x^4 + 800*x^5 - 100*x^6 + E^(-4 + x)^(-1)*(-16*x^4 + 7*x^5 - x^6) + E^2*(16*x^4 - 8*x^5 + x^6))/(2048 - 1024*x - 51072*x^2 + 25600*x^3 + 316800*x^4 - 160000*x^5 + 20000*x^6 + E^2*(512*x^2 - 256*x^3 - 6368*x^4 + 3200*x^5 - 400*x^6) + E^4*(32*x^4 - 16*x^5 + 2*x^6) + E^(2/(-4 + x))*(32*x^4 - 16*x^5 + 2*x^6) + E^(-4 + x)^(-1)*(-512*x^2 + 256*x^3 + 6368*x^4 - 3200*x^5 + 400*x^6 + E^2*(-64*x^4 + 32*x^5 - 4*x^6))),x]","\int \frac{384 x^2-192 x^3-1576 x^4+800 x^5-100 x^6+e^{\frac{1}{-4+x}} \left(-16 x^4+7 x^5-x^6\right)+e^2 \left(16 x^4-8 x^5+x^6\right)}{2048-1024 x-51072 x^2+25600 x^3+316800 x^4-160000 x^5+20000 x^6+e^2 \left(512 x^2-256 x^3-6368 x^4+3200 x^5-400 x^6\right)+e^4 \left(32 x^4-16 x^5+2 x^6\right)+e^{\frac{2}{-4+x}} \left(32 x^4-16 x^5+2 x^6\right)+e^{\frac{1}{-4+x}} \left(-512 x^2+256 x^3+6368 x^4-3200 x^5+400 x^6+e^2 \left(-64 x^4+32 x^5-4 x^6\right)\right)} \, dx","\frac{x}{2 \left(-4 \left(25-\frac{2}{x^2}\right)-e^{\frac{1}{x-4}}+e^2\right)}+5",1,"32*(399 - 4*E^2)*Defer[Int][(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^(-2), x] + 256*(199 - 2*E^2)*Defer[Int][1/((4 - x)^2*(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^2), x] - 64*(997 - 10*E^2)*Defer[Int][1/((4 - x)*(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^2), x] + 4*(599 - 6*E^2)*Defer[Int][x/(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^2, x] + 4*(102 - E^2)*Defer[Int][x^2/(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^2, x] + ((100 - E^2)*Defer[Int][x^3/(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^2, x])/2 + 4*Defer[Int][(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)^(-1), x] + 32*Defer[Int][1/((4 - x)^2*(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)), x] + 24*Defer[Int][1/((-4 + x)*(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2)), x] + Defer[Int][x/(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2), x]/2 + Defer[Int][x^2/(8 - E^(-4 + x)^(-1)*x^2 - 100*(1 - E^2/100)*x^2), x]/2","F",0,0,0,0,-1,"{}"
6691,0,0,0,0.2135911,"\int \frac{2-2 x-45 x \log (4)}{-2 x^2+\left(-12 x-45 x^2\right) \log (4)+2 x \log (x)} \, dx","Int[(2 - 2*x - 45*x*Log[4])/(-2*x^2 + (-12*x - 45*x^2)*Log[4] + 2*x*Log[x]),x]","\int \frac{2-2 x-45 x \log (4)}{-2 x^2+\left(-12 x-45 x^2\right) \log (4)+2 x \log (x)} \, dx","\log \left(-x+16 \left(x-\frac{\log (x)-x}{24 \log (4)}\right)+4\right)",1,"(2 + 45*Log[4])*Defer[Int][(12*Log[4] + 2*x*(1 + (45*Log[4])/2) - 2*Log[x])^(-1), x] + 2*Defer[Int][1/(x*(-12*Log[4] - 2*x*(1 + (45*Log[4])/2) + 2*Log[x])), x]","F",0,0,0,0,-1,"{}"
6692,1,35,0,0.0136635,"\int \frac{1}{3} \left(-13824-19956 x-5408 x^2+(2304+1664 x) \log (2)-96 \log ^2(2)\right) \, dx","Int[(-13824 - 19956*x - 5408*x^2 + (2304 + 1664*x)*Log[2] - 96*Log[2]^2)/3,x]","-\frac{5408 x^3}{9}-3326 x^2-32 x \left(144+\log ^2(2)\right)+\frac{64}{39} (13 x+18)^2 \log (2)","2 x \left(x-16 \left(\frac{x}{3}+4 (x+3)-\log (2)\right)^2\right)",1,"-3326*x^2 - (5408*x^3)/9 + (64*(18 + 13*x)^2*Log[2])/39 - 32*x*(144 + Log[2]^2)","A",2,1,28,0.03571,1,"{12}"
6693,1,25,0,0.4099734,"\int \frac{x^2+e^{\frac{5+x}{x}} (20+10 x) \log (3)+\left(-2 x-x^2\right) \log (3)}{\left(2 x^2+x^3\right) \log (3)} \, dx","Int[(x^2 + E^((5 + x)/x)*(20 + 10*x)*Log[3] + (-2*x - x^2)*Log[3])/((2*x^2 + x^3)*Log[3]),x]","-2 e^{\frac{5}{x}+1}-\log (x)+\frac{\log (x+2)}{\log (3)}","-2 e^{\frac{x+5}{x}}-\log (x)+\frac{\log (x+2)}{\log (3)}+\frac{3}{8}",1,"-2*E^(1 + 5/x) - Log[x] + Log[2 + x]/Log[3]","A",5,4,49,0.08163,1,"{12, 1593, 6688, 2209}"
6694,1,65,0,1.7159517,"\int \frac{75 e^x-75 x+\left(e^x (30-75 x)+45 x\right) \log (x)+\left(-62 x+e^x (-13+75 x)\right) \log ^2(x)+\left(-23 x+23 e^x x\right) \log ^3(x)+\left(-x+e^x x\right) \log ^4(x)}{25 x \log ^2(x)+10 x \log ^3(x)+x \log ^4(x)} \, dx","Int[(75*E^x - 75*x + (E^x*(30 - 75*x) + 45*x)*Log[x] + (-62*x + E^x*(-13 + 75*x))*Log[x]^2 + (-23*x + 23*E^x*x)*Log[x]^3 + (-x + E^x*x)*Log[x]^4)/(25*x*Log[x]^2 + 10*x*Log[x]^3 + x*Log[x]^4),x]","-x-\frac{e^x \left(-x \log ^4(x)-23 x \log ^3(x)-75 x \log ^2(x)+75 x \log (x)\right)}{x \log ^2(x) (\log (x)+5)^2}+\frac{3 x}{\log (x)}-\frac{16 x}{\log (x)+5}","\frac{\left(x-e^x\right) \left(-x+\frac{3 x}{\log (x)}-\frac{16 x}{\log (x)+5}\right)}{x}",1,"-x + (3*x)/Log[x] - (16*x)/(5 + Log[x]) - (E^x*(75*x*Log[x] - 75*x*Log[x]^2 - 23*x*Log[x]^3 - x*Log[x]^4))/(x*Log[x]^2*(5 + Log[x])^2)","B",39,8,96,0.08333,1,"{6741, 6742, 2297, 2299, 2178, 2360, 2298, 2288}"
6695,1,19,0,0.6117919,"\int \frac{\left(2 x-5 x^2\right) \log \left(-2 x+5 x^2\right)+(-4+20 x) \log (\log (5))+(-4+20 x) \log \left(\log \left(-2 x+5 x^2\right)\right)}{\left(-2 x+5 x^2\right) \log \left(-2 x+5 x^2\right)} \, dx","Int[((2*x - 5*x^2)*Log[-2*x + 5*x^2] + (-4 + 20*x)*Log[Log[5]] + (-4 + 20*x)*Log[Log[-2*x + 5*x^2]])/((-2*x + 5*x^2)*Log[-2*x + 5*x^2]),x]","\log ^2(\log (5) \log (-((2-5 x) x)))-x","\left(\log \left(\log \left(5 x^2-2 x\right)\right)+\log (\log (5))\right)^2-x",1,"-x + Log[Log[5]*Log[-((2 - 5*x)*x)]]^2","A",5,4,71,0.05634,1,"{1593, 6688, 6742, 6686}"
6696,0,0,0,2.6106478,"\int \frac{\left(-e^5+x\right)^{\frac{20 x}{-x^2+\log ^4(7)}} \left(20 x^3-20 x \log ^4(7)+\left(20 e^5 x^2-20 x^3+\left(20 e^5-20 x\right) \log ^4(7)\right) \log \left(-e^5+x\right)\right)}{e^5 x^4-x^5+\left(-2 e^5 x^2+2 x^3\right) \log ^4(7)+\left(e^5-x\right) \log ^8(7)} \, dx","Int[((-E^5 + x)^((20*x)/(-x^2 + Log[7]^4))*(20*x^3 - 20*x*Log[7]^4 + (20*E^5*x^2 - 20*x^3 + (20*E^5 - 20*x)*Log[7]^4)*Log[-E^5 + x]))/(E^5*x^4 - x^5 + (-2*E^5*x^2 + 2*x^3)*Log[7]^4 + (E^5 - x)*Log[7]^8),x]","\int \frac{\left(-e^5+x\right)^{\frac{20 x}{-x^2+\log ^4(7)}} \left(20 x^3-20 x \log ^4(7)+\left(20 e^5 x^2-20 x^3+\left(20 e^5-20 x\right) \log ^4(7)\right) \log \left(-e^5+x\right)\right)}{e^5 x^4-x^5+\left(-2 e^5 x^2+2 x^3\right) \log ^4(7)+\left(e^5-x\right) \log ^8(7)} \, dx","\left(x-e^5\right)^{\frac{20}{\frac{\log ^4(7)}{x}-x}}",1,"(Hypergeometric2F1[1, (-20*x)/(x^2 - Log[7]^4), 1 - (20*x)/(x^2 - Log[7]^4), (E^5 - x)/(E^5 - Log[7]^2)]*(x^2 - Log[7]^4))/(2*x*(-E^5 + x)^((20*x)/(x^2 - Log[7]^4))*(E^5 - Log[7]^2)) + (Hypergeometric2F1[1, (-20*x)/(x^2 - Log[7]^4), 1 - (20*x)/(x^2 - Log[7]^4), (E^5 - x)/(E^5 + Log[7]^2)]*(x^2 - Log[7]^4))/(2*x*(-E^5 + x)^((20*x)/(x^2 - Log[7]^4))*(E^5 + Log[7]^2)) + 10*Defer[Int][((-E^5 + x)^((20*x)/(-x^2 + Log[7]^4))*Log[-E^5 + x])/(x - Log[7]^2)^2, x] + 10*Defer[Int][((-E^5 + x)^((20*x)/(-x^2 + Log[7]^4))*Log[-E^5 + x])/(x + Log[7]^2)^2, x]","F",0,0,0,0,-1,"{}"
6697,0,0,0,0.2592438,"\int -\frac{100 \exp \left(\frac{-20711+6912 x-864 x^2+48 x^3-x^4}{20736-6912 x+864 x^2-48 x^3+x^4}\right)}{-248832+103680 x-17280 x^2+1440 x^3-60 x^4+x^5} \, dx","Int[(-100*E^((-20711 + 6912*x - 864*x^2 + 48*x^3 - x^4)/(20736 - 6912*x + 864*x^2 - 48*x^3 + x^4)))/(-248832 + 103680*x - 17280*x^2 + 1440*x^3 - 60*x^4 + x^5),x]","\int -\frac{100 \exp \left(\frac{-20711+6912 x-864 x^2+48 x^3-x^4}{20736-6912 x+864 x^2-48 x^3+x^4}\right)}{-248832+103680 x-17280 x^2+1440 x^3-60 x^4+x^5} \, dx","e^{\frac{25}{(x-12)^4}-1}",1,"-100*Defer[Int][1/(E^((20711 - 6912*x + 864*x^2 - 48*x^3 + x^4)/(-12 + x)^4)*(-12 + x)^5), x]","F",0,0,0,0,-1,"{}"
6698,1,26,0,3.0029484,"\int \frac{5+50 e^{x^2} x^2+e^{e^{3+x}} \left(-5 e^{3+x} x^2+50 e^{x^2} x^3\right)+\left(-20 e^{x^2} x^2-20 e^{e^{3+x}+x^2} x^3\right) \log \left(\frac{1+e^{e^{3+x}} x}{x}\right)+\left(2 e^{x^2} x^2+2 e^{e^{3+x}+x^2} x^3\right) \log ^2\left(\frac{1+e^{e^{3+x}} x}{x}\right)}{25 x+25 e^{e^{3+x}} x^2+\left(-10 x-10 e^{e^{3+x}} x^2\right) \log \left(\frac{1+e^{e^{3+x}} x}{x}\right)+\left(x+e^{e^{3+x}} x^2\right) \log ^2\left(\frac{1+e^{e^{3+x}} x}{x}\right)} \, dx","Int[(5 + 50*E^x^2*x^2 + E^E^(3 + x)*(-5*E^(3 + x)*x^2 + 50*E^x^2*x^3) + (-20*E^x^2*x^2 - 20*E^(E^(3 + x) + x^2)*x^3)*Log[(1 + E^E^(3 + x)*x)/x] + (2*E^x^2*x^2 + 2*E^(E^(3 + x) + x^2)*x^3)*Log[(1 + E^E^(3 + x)*x)/x]^2)/(25*x + 25*E^E^(3 + x)*x^2 + (-10*x - 10*E^E^(3 + x)*x^2)*Log[(1 + E^E^(3 + x)*x)/x] + (x + E^E^(3 + x)*x^2)*Log[(1 + E^E^(3 + x)*x)/x]^2),x]","e^{x^2}-\frac{5}{5-\log \left(e^{e^{x+3}}+\frac{1}{x}\right)}","e^{x^2}+\frac{5}{\log \left(e^{e^{x+3}}+\frac{1}{x}\right)-5}",1,"E^x^2 - 5/(5 - Log[E^E^(3 + x) + x^(-1)])","A",5,4,215,0.01860,1,"{6688, 6742, 2209, 6686}"
6699,0,0,0,0.2980565,"\int \frac{x-4 x^2+e^{\frac{-2+11 x-x^2}{x}} \left(2+x-x^2\right)}{x} \, dx","Int[(x - 4*x^2 + E^((-2 + 11*x - x^2)/x)*(2 + x - x^2))/x,x]","\int \frac{x-4 x^2+e^{\frac{-2+11 x-x^2}{x}} \left(2+x-x^2\right)}{x} \, dx","\left(-2 x+e^{-x-\frac{2}{x}+11}+1\right) x",1,"x - 2*x^2 + Defer[Int][E^(11 - 2/x - x), x] + 2*Defer[Int][E^(11 - 2/x - x)/x, x] - Defer[Int][E^(11 - 2/x - x)*x, x]","F",0,0,0,0,-1,"{}"
6700,0,0,0,8.78429,"\int \frac{-e^{1+x} x^2+2 e^{10+e^2+e^{8-x^2}-x^2} x^3+\left(2 e^{2+e^2+e^{8-x^2}} x+2 e^{1+x} x\right) \log \left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right)}{\left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right) \log ^2\left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right)} \, dx","Int[(-(E^(1 + x)*x^2) + 2*E^(10 + E^2 + E^(8 - x^2) - x^2)*x^3 + (2*E^(2 + E^2 + E^(8 - x^2))*x + 2*E^(1 + x)*x)*Log[E^(2 + E^2 + E^(8 - x^2)) + E^(1 + x)])/((E^(2 + E^2 + E^(8 - x^2)) + E^(1 + x))*Log[E^(2 + E^2 + E^(8 - x^2)) + E^(1 + x)]^2),x]","\int \frac{-e^{1+x} x^2+2 e^{10+e^2+e^{8-x^2}-x^2} x^3+\left(2 e^{2+e^2+e^{8-x^2}} x+2 e^{1+x} x\right) \log \left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right)}{\left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right) \log ^2\left(e^{2+e^2+e^{8-x^2}}+e^{1+x}\right)} \, dx","\frac{x^2}{\log \left(e^{e^{8-x^2}+2+e^2}+e^{x+1}\right)}",1,"-Defer[Int][x^2/(1 + Log[E^(1 + E^2 + E^(8 - x^2)) + E^x])^2, x] + Defer[Int][(E^(1 + E^2 + E^(8 - x^2))*x^2)/((E^(1 + E^2 + E^(8 - x^2)) + E^x)*(1 + Log[E^(1 + E^2 + E^(8 - x^2)) + E^x])^2), x] + (2*Defer[Int][(E^(E^(8 - x^2) + 10*(1 + E^2/10) - x^2)*x^3)/((E^(1 + E^2 + E^(8 - x^2)) + E^x)*(1 + Log[E^(1 + E^2 + E^(8 - x^2)) + E^x])^2), x])/E + 2*Defer[Int][x/(1 + Log[E^(1 + E^2 + E^(8 - x^2)) + E^x]), x]","F",0,0,0,0,-1,"{}"
6701,1,15,0,0.1016909,"\int -\frac{51 e^{-\frac{3}{-4-17 x+\log (4)}}}{16+136 x+289 x^2+(-8-34 x) \log (4)+\log ^2(4)} \, dx","Int[-51/(E^(3/(-4 - 17*x + Log[4]))*(16 + 136*x + 289*x^2 + (-8 - 34*x)*Log[4] + Log[4]^2)),x]","e^{\frac{3}{17 x+4-\log (4)}}","e^{\frac{1}{6 x+\frac{1}{3} (-x+1-\log (4))+1}}",1,"E^(3/(4 + 17*x - Log[4]))","A",3,3,39,0.07692,1,"{12, 6688, 2209}"
6702,0,0,0,1.9285979,"\int \frac{e^{179 x/3} (-6-349 x)+e^x \left(-12-6 x+3 x^2\right)}{24 x^3+3 e^{176 x} x^3+36 x^4+18 x^5+3 x^6+e^{352 x/3} \left(18 x^3+9 x^4\right)+e^{176 x/3} \left(36 x^3+36 x^4+9 x^5\right)} \, dx","Int[(E^((179*x)/3)*(-6 - 349*x) + E^x*(-12 - 6*x + 3*x^2))/(24*x^3 + 3*E^(176*x)*x^3 + 36*x^4 + 18*x^5 + 3*x^6 + E^((352*x)/3)*(18*x^3 + 9*x^4) + E^((176*x)/3)*(36*x^3 + 36*x^4 + 9*x^5)),x]","\int \frac{e^{179 x/3} (-6-349 x)+e^x \left(-12-6 x+3 x^2\right)}{24 x^3+3 e^{176 x} x^3+36 x^4+18 x^5+3 x^6+e^{352 x/3} \left(18 x^3+9 x^4\right)+e^{176 x/3} \left(36 x^3+36 x^4+9 x^5\right)} \, dx","\frac{e^x}{x^2 \left(x+e^{176 x/3}+2\right)^2}",1,"(698*Defer[Int][E^x/(x^2*(2 + E^((176*x)/3) + x)^3), x])/3 + (352*Defer[Int][E^x/(x*(2 + E^((176*x)/3) + x)^3), x])/3 - 2*Defer[Int][E^x/(x^3*(2 + E^((176*x)/3) + x)^2), x] - (349*Defer[Int][E^x/(x^2*(2 + E^((176*x)/3) + x)^2), x])/3","F",0,0,0,0,-1,"{}"
6703,1,22,0,0.0265151,"\int \left(8 e^{2 x+\frac{1}{4} \left(-4 e^{2 x}-\log (5)\right)}+8 x\right) \, dx","Int[8*E^(2*x + (-4*E^(2*x) - Log[5])/4) + 8*x,x]","4 x^2-\frac{4 e^{-e^{2 x}}}{\sqrt[4]{5}}","4 \left(x^2-\frac{e^{-e^{2 x}}}{\sqrt[4]{5}}\right)",1,"-4/(5^(1/4)*E^E^(2*x)) + 4*x^2","A",4,3,28,0.1071,1,"{2282, 12, 2194}"
6704,0,0,0,21.9738191,"\int \frac{2 e^x x+e^{e^{2 x}+2 e^x x+x^2} \left(-6 e^{2 x} x-6 x^2+e^x \left(-6 x-6 x^2\right)\right)-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(-e^x x-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(3 e^x+3 \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right) \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)\right) \log \left(-x+3 \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)\right)}{-e^x x-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(3 e^x+3 \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right) \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)} \, dx","Int[(2*E^x*x + E^(E^(2*x) + 2*E^x*x + x^2)*(-6*E^(2*x)*x - 6*x^2 + E^x*(-6*x - 6*x^2)) - x*Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)] + (-(E^x*x) - x*Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)] + (3*E^x + 3*Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)])*Log[E^x + Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)]])*Log[-x + 3*Log[E^x + Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)]]])/(-(E^x*x) - x*Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)] + (3*E^x + 3*Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)])*Log[E^x + Log[5/E^E^(E^(2*x) + 2*E^x*x + x^2)]]),x]","\int \frac{2 e^x x+e^{e^{2 x}+2 e^x x+x^2} \left(-6 e^{2 x} x-6 x^2+e^x \left(-6 x-6 x^2\right)\right)-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(-e^x x-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(3 e^x+3 \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right) \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)\right) \log \left(-x+3 \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)\right)}{-e^x x-x \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)+\left(3 e^x+3 \log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right) \log \left(e^x+\log \left(5 e^{-e^{e^{2 x}+2 e^x x+x^2}}\right)\right)} \, dx","x \log \left(3 \log \left(e^x+\log \left(5 e^{-e^{\left(x+e^x\right)^2}}\right)\right)-x\right)",1,"-2*Defer[Int][x/(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]), x] + 6*Defer[Int][(E^(E^x + x)^2*x)/(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]), x] + 6*Defer[Int][(E^(x + (E^x + x)^2)*x)/(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]), x] + 6*Defer[Int][(E^(E^x + x)^2*x^2)/(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]), x] - 6*Defer[Int][(E^(E^x + x)^2*x*Log[5/E^E^(E^x + x)^2])/(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]), x] + 6*Defer[Int][(E^(E^x + x)^2*x^2)/((E^x + Log[5/E^E^(E^x + x)^2])*(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]])), x] + 3*Defer[Int][(x*Log[5/E^E^(E^x + x)^2])/((E^x + Log[5/E^E^(E^x + x)^2])*(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]])), x] - 6*Defer[Int][(E^(E^x + x)^2*x*Log[5/E^E^(E^x + x)^2])/((E^x + Log[5/E^E^(E^x + x)^2])*(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]])), x] - 6*Defer[Int][(E^(E^x + x)^2*x^2*Log[5/E^E^(E^x + x)^2])/((E^x + Log[5/E^E^(E^x + x)^2])*(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]])), x] + 6*Defer[Int][(E^(E^x + x)^2*x*Log[5/E^E^(E^x + x)^2]^2)/((E^x + Log[5/E^E^(E^x + x)^2])*(x - 3*Log[E^x + Log[5/E^E^(E^x + x)^2]])), x] + Defer[Int][Log[-x + 3*Log[E^x + Log[5/E^E^(E^x + x)^2]]], x]","F",0,0,0,0,-1,"{}"
6705,1,15,0,0.00812,"\int \left(-1-x+\log \left(\frac{5 e^{-x}}{2 x}\right)\right) \, dx","Int[-1 - x + Log[5/(2*E^x*x)],x]","x \log \left(\frac{5 e^{-x}}{2 x}\right)","x \log \left(\frac{5 e^{-x}}{2 x}\right)",1,"x*Log[5/(2*E^x*x)]","A",3,1,18,0.05556,1,"{2548}"
6706,0,0,0,40.9654277,"\int \frac{e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(2 x-75 x^2-75 x^2 \log (x)+\left(75 x^2 \log (x)-x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)\right)+\log \left(1+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}}\right) \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)\right)\right)}{\log ^2\left(1+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}}\right) \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)\right)\right)} \, dx","Int[(E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))*(2*x - 75*x^2 - 75*x^2*Log[x] + (75*x^2*Log[x] - x*Log[x^2])*Log[-75*x*Log[x] + Log[x^2]]) + Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]*(-75*x^3*Log[x] + x^2*Log[x^2] + (150*x^2*Log[x] - 2*x*Log[x^2])*Log[-75*x*Log[x] + Log[x^2]] + (-75*x*Log[x] + Log[x^2])*Log[-75*x*Log[x] + Log[x^2]]^2 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))*(-75*x^3*Log[x] + x^2*Log[x^2] + (150*x^2*Log[x] - 2*x*Log[x^2])*Log[-75*x*Log[x] + Log[x^2]] + (-75*x*Log[x] + Log[x^2])*Log[-75*x*Log[x] + Log[x^2]]^2)))/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(-75*x^3*Log[x] + x^2*Log[x^2] + (150*x^2*Log[x] - 2*x*Log[x^2])*Log[-75*x*Log[x] + Log[x^2]] + (-75*x*Log[x] + Log[x^2])*Log[-75*x*Log[x] + Log[x^2]]^2 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))*(-75*x^3*Log[x] + x^2*Log[x^2] + (150*x^2*Log[x] - 2*x*Log[x^2])*Log[-75*x*Log[x] + Log[x^2]] + (-75*x*Log[x] + Log[x^2])*Log[-75*x*Log[x] + Log[x^2]]^2))),x]","\int \frac{e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(2 x-75 x^2-75 x^2 \log (x)+\left(75 x^2 \log (x)-x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)\right)+\log \left(1+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}}\right) \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)\right)\right)}{\log ^2\left(1+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}}\right) \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)+e^{\frac{x}{-x+\log \left(-75 x \log (x)+\log \left(x^2\right)\right)}} \left(-75 x^3 \log (x)+x^2 \log \left(x^2\right)+\left(150 x^2 \log (x)-2 x \log \left(x^2\right)\right) \log \left(-75 x \log (x)+\log \left(x^2\right)\right)+\left(-75 x \log (x)+\log \left(x^2\right)\right) \log ^2\left(-75 x \log (x)+\log \left(x^2\right)\right)\right)\right)} \, dx","\frac{x}{\log \left(e^{\frac{x}{\log \left(\log \left(x^2\right)-75 x \log (x)\right)-x}}+1\right)}",1,"Defer[Int][Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^(-1), x] - 2*Defer[Int][x/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] + 2*Defer[Int][x/((1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]])))*Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] + 75*Defer[Int][x^2/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] - 75*Defer[Int][x^2/((1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]])))*Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] + 75*Defer[Int][(x^2*Log[x])/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] - 75*Defer[Int][(x^2*Log[x])/((1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]])))*Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] - 75*Defer[Int][(x^3*Log[x])/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] + Defer[Int][(x^2*Log[x^2])/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] + Defer[Int][x/(Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(x - Log[-75*x*Log[x] + Log[x^2]])), x] + 75*Defer[Int][(x^2*Log[x]*Log[-75*x*Log[x] + Log[x^2]])/((1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]])))*Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x] - Defer[Int][(x*Log[x^2]*Log[-75*x*Log[x] + Log[x^2]])/((1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]])))*Log[1 + E^(x/(-x + Log[-75*x*Log[x] + Log[x^2]]))]^2*(75*x*Log[x] - Log[x^2])*(x - Log[-75*x*Log[x] + Log[x^2]])^2), x]","F",0,0,0,0,-1,"{}"
6707,0,0,0,0.5325184,"\int \frac{x^{\frac{4}{\log \left(x^2\right)}} \left(8 \log (x)-4 \log \left(x^2\right)\right)+\left(4 x-e^x x-2 x^2\right) \log ^2\left(x^2\right)}{x \log ^2\left(x^2\right)} \, dx","Int[(x^(4/Log[x^2])*(8*Log[x] - 4*Log[x^2]) + (4*x - E^x*x - 2*x^2)*Log[x^2]^2)/(x*Log[x^2]^2),x]","\int \frac{x^{\frac{4}{\log \left(x^2\right)}} \left(8 \log (x)-4 \log \left(x^2\right)\right)+\left(4 x-e^x x-2 x^2\right) \log ^2\left(x^2\right)}{x \log ^2\left(x^2\right)} \, dx","-x^{\frac{4}{\log \left(x^2\right)}}-(x-3) x+x-e^x+2",1,"-E^x + 4*x - x^2 + 8*Defer[Int][(x^(-1 + 4/Log[x^2])*Log[x])/Log[x^2]^2, x] - 4*Defer[Int][x^(-1 + 4/Log[x^2])/Log[x^2], x]","F",0,0,0,0,-1,"{}"
6708,1,30,0,0.182149,"\int \frac{e^{-5-\frac{x}{e^5}} \left(e^{e^2} \left(-2 e^5-x\right)-24 x-x^4+e^5 \left(-48+x^3\right)\right)}{x^3} \, dx","Int[(E^(-5 - x/E^5)*(E^E^2*(-2*E^5 - x) - 24*x - x^4 + E^5*(-48 + x^3)))/x^3,x]","\frac{\left(24+e^{e^2}\right) e^{-\frac{x}{e^5}}}{x^2}+e^{-\frac{x}{e^5}} x","e^{-\frac{x}{e^5}} \left(x-\frac{-24-e^{e^2}}{x^2}\right)",1,"(24 + E^E^2)/(E^(x/E^5)*x^2) + x/E^(x/E^5)","A",10,5,47,0.1064,1,"{2199, 2194, 2177, 2178, 2176}"
6709,0,0,0,1.8464919,"\int \frac{256-1280 x^2+(-256-2560 x) \log (x)-1280 \log ^2(x)}{\left(x^2+5 x^3+\left(x+10 x^2\right) \log (x)+5 x \log ^2(x)\right) \log ^2\left(\frac{x+5 x^2+5 x \log (x)}{2 x+2 \log (x)}\right)} \, dx","Int[(256 - 1280*x^2 + (-256 - 2560*x)*Log[x] - 1280*Log[x]^2)/((x^2 + 5*x^3 + (x + 10*x^2)*Log[x] + 5*x*Log[x]^2)*Log[(x + 5*x^2 + 5*x*Log[x])/(2*x + 2*Log[x])]^2),x]","\int \frac{256-1280 x^2+(-256-2560 x) \log (x)-1280 \log ^2(x)}{\left(x^2+5 x^3+\left(x+10 x^2\right) \log (x)+5 x \log ^2(x)\right) \log ^2\left(\frac{x+5 x^2+5 x \log (x)}{2 x+2 \log (x)}\right)} \, dx","\frac{256}{\log \left(\frac{1}{2} \left(5 x+\frac{x}{x+\log (x)}\right)\right)}+2+\log (2)",1,"256*Defer[Int][1/(x*(x + 5*x^2 + Log[x] + 10*x*Log[x] + 5*Log[x]^2)*Log[(x*(1 + 5*x + 5*Log[x]))/(2*(x + Log[x]))]^2), x] - 1280*Defer[Int][x/((x + 5*x^2 + Log[x] + 10*x*Log[x] + 5*Log[x]^2)*Log[(x*(1 + 5*x + 5*Log[x]))/(2*(x + Log[x]))]^2), x] - 2560*Defer[Int][Log[x]/((x + 5*x^2 + Log[x] + 10*x*Log[x] + 5*Log[x]^2)*Log[(x*(1 + 5*x + 5*Log[x]))/(2*(x + Log[x]))]^2), x] - 256*Defer[Int][Log[x]/(x*(x + 5*x^2 + Log[x] + 10*x*Log[x] + 5*Log[x]^2)*Log[(x*(1 + 5*x + 5*Log[x]))/(2*(x + Log[x]))]^2), x] - 1280*Defer[Int][Log[x]^2/(x*(x + 5*x^2 + Log[x] + 10*x*Log[x] + 5*Log[x]^2)*Log[(x*(1 + 5*x + 5*Log[x]))/(2*(x + Log[x]))]^2), x]","F",0,0,0,0,-1,"{}"
6710,1,81,0,3.1322985,"\int \frac{3 x^2-16 x^3-10 x^4+72 x^5+63 x^6+e^x \left(-3 x^2+17 x^3+6 x^4-74 x^5-51 x^6+9 x^7\right)}{36-72 e^x+36 e^{2 x}} \, dx","Int[(3*x^2 - 16*x^3 - 10*x^4 + 72*x^5 + 63*x^6 + E^x*(-3*x^2 + 17*x^3 + 6*x^4 - 74*x^5 - 51*x^6 + 9*x^7))/(36 - 72*E^x + 36*E^(2*x)),x]","\frac{x^7}{4 \left(1-e^x\right)}+\frac{x^6}{3 \left(1-e^x\right)}-\frac{x^5}{18 \left(1-e^x\right)}-\frac{x^4}{9 \left(1-e^x\right)}+\frac{x^3}{36 \left(1-e^x\right)}","\frac{x^2 (3 x-1)^2 \left(x^2+x\right)^2}{36 \left(x-e^x x\right)}",1,"x^3/(36*(1 - E^x)) - x^4/(9*(1 - E^x)) - x^5/(18*(1 - E^x)) + x^6/(3*(1 - E^x)) + x^7/(4*(1 - E^x))","B",138,11,78,0.1410,1,"{6688, 12, 6742, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191}"
6711,1,68,0,0.1067517,"\int \frac{2 e^{6+2 x}+16 e^4 x^3+e^{10} (-10+2 x)+e^7 \left(-40 x+12 x^2\right)+e^x \left(e^8 (-8+2 x)+e^5 \left(8 x+4 x^2\right)\right)}{e^{10}} \, dx","Int[(2*E^(6 + 2*x) + 16*E^4*x^3 + E^10*(-10 + 2*x) + E^7*(-40*x + 12*x^2) + E^x*(E^8*(-8 + 2*x) + E^5*(8*x + 4*x^2)))/E^10,x]","\frac{4 x^4}{e^6}+\frac{4 x^3}{e^3}+4 e^{x-5} x^2-\frac{20 x^2}{e^3}-2 e^{x-2}+e^{2 x-4}+(5-x)^2-2 e^{x-2} (4-x)","\left(\frac{2 x^2}{e^3}+x+e^{x-2}-5\right)^2",1,"-2*E^(-2 + x) + E^(-4 + 2*x) - 2*E^(-2 + x)*(4 - x) + (5 - x)^2 - (20*x^2)/E^3 + 4*E^(-5 + x)*x^2 + (4*x^3)/E^3 + (4*x^4)/E^6","B",15,4,71,0.05634,1,"{12, 2194, 2196, 2176}"
6712,1,17,0,0.0380977,"\int \frac{-72-2 e^{e^2}+48 x-12 x^2+x^3}{-64+48 x-12 x^2+x^3} \, dx","Int[(-72 - 2*E^E^2 + 48*x - 12*x^2 + x^3)/(-64 + 48*x - 12*x^2 + x^3),x]","x+\frac{4+e^{e^2}}{(4-x)^2}","x+\frac{4+e^{e^2}}{(x+4)^2-16 x}+e^3",1,"(4 + E^E^2)/(4 - x)^2 + x","A",2,1,36,0.02778,1,"{2074}"
6713,1,19,0,0.0620498,"\int \frac{15+e^{\frac{1}{15} \left(75+11 x+x^2\right)} (11+2 x)}{15 e^{\frac{1}{15} \left(75+11 x+x^2\right)}+15 x} \, dx","Int[(15 + E^((75 + 11*x + x^2)/15)*(11 + 2*x))/(15*E^((75 + 11*x + x^2)/15) + 15*x),x]","\log \left(e^{\frac{x^2}{15}+\frac{11 x}{15}+5}+x\right)","\log \left(x+e^{\frac{1}{15} x (x+11)+5}\right)-1",1,"Log[E^(5 + (11*x)/15 + x^2/15) + x]","A",1,1,45,0.02222,1,"{6684}"
6714,1,2,0,0.0002436,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)+\log (\log (3))",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
6715,1,36,0,0.0101355,"\int \left(40+32 x+\left(-60 x^2-64 x^3\right) \log ^2(4)+24 x^5 \log ^4(4)\right) \, dx","Int[40 + 32*x + (-60*x^2 - 64*x^3)*Log[4]^2 + 24*x^5*Log[4]^4,x]","4 x^6 \log ^4(4)-16 x^4 \log ^2(4)-20 x^3 \log ^2(4)+16 x^2+40 x","\left(2 \left(x^3 \log ^2(4)-2 x-1\right)-3\right)^2",1,"40*x + 16*x^2 - 20*x^3*Log[4]^2 - 16*x^4*Log[4]^2 + 4*x^6*Log[4]^4","A",2,0,30,0,1,"{}"
6716,1,22,0,0.0107261,"\int \frac{4-e^4+32 x^3-\log (4)}{x^2} \, dx","Int[(4 - E^4 + 32*x^3 - Log[4])/x^2,x]","16 x^2-\frac{4-e^4-\log (4)}{x}","16 \left(x^2-5\right)+\frac{x+e^4-4+\log (4)}{x}-e^5",1,"16*x^2 - (4 - E^4 - Log[4])/x","A",2,1,20,0.05000,1,"{14}"
6717,1,37,0,0.0804458,"\int \frac{2375+4 e^4+e^2 (-195-8 x)+200 x+4 x^2}{2500+2575 x+199 x^2+4 x^3+e^4 (4+4 x)+e^2 \left(-200-203 x-8 x^2\right)} \, dx","Int[(2375 + 4*E^4 + E^2*(-195 - 8*x) + 200*x + 4*x^2)/(2500 + 2575*x + 199*x^2 + 4*x^3 + E^4*(4 + 4*x) + E^2*(-200 - 203*x - 8*x^2)),x]","\log \left(4 x^2+\left(99-4 e^2\right) x+4 \left(25-e^2\right)\right)-\log \left(x-e^2+25\right)","\log \left(x-5 \left(\frac{x}{-x+e^2-25}+x\right)-4\right)+5",1,"-Log[25 - E^2 + x] + Log[4*(25 - E^2) + (99 - 4*E^2)*x + 4*x^2]","A",3,2,65,0.03077,1,"{2074, 628}"
6718,1,12,0,0.2952397,"\int \frac{-2+2 x+x^3-2 x^2 \log (x)+x \log ^2(x)}{x^3-2 x^2 \log (x)+x \log ^2(x)} \, dx","Int[(-2 + 2*x + x^3 - 2*x^2*Log[x] + x*Log[x]^2)/(x^3 - 2*x^2*Log[x] + x*Log[x]^2),x]","x-\frac{2}{x-\log (x)}","x-\frac{2}{x-\log (x)}-4",1,"x - 2/(x - Log[x])","A",4,3,41,0.07317,1,"{6688, 6742, 6686}"
6719,1,30,0,0.7050463,"\int \frac{e^{-3 x} \left(5+\left(-15 x-10 x^2+15 x^3\right) \log (x)-15 x \log (x) \log (4 \log (x))\right)}{x \log (x)} \, dx","Int[(5 + (-15*x - 10*x^2 + 15*x^3)*Log[x] - 15*x*Log[x]*Log[4*Log[x]])/(E^(3*x)*x*Log[x]),x]","-5 e^{-3 x} x^2+5 e^{-3 x}+5 e^{-3 x} \log (4 \log (x))","5 e^{-3 x} \left(-x^2+\log (4 \log (x))+1\right)",1,"5/E^(3*x) - (5*x^2)/E^(3*x) + (5*Log[4*Log[x]])/E^(3*x)","A",12,5,42,0.1190,1,"{6742, 2194, 2176, 2555, 12}"
6720,0,0,0,25.5850153,"\int \frac{\left(15 e^5-15 x\right) \log ^2(x)+\left(\left(30 e^5-30 x\right) \log (x)+\left(-15 e^5+45 x\right) \log ^2(x)\right) \log (2 x)}{e^{15} x^2-3 e^{10} x^3+3 e^5 x^4-x^5} \, dx","Int[((15*E^5 - 15*x)*Log[x]^2 + ((30*E^5 - 30*x)*Log[x] + (-15*E^5 + 45*x)*Log[x]^2)*Log[2*x])/(E^15*x^2 - 3*E^10*x^3 + 3*E^5*x^4 - x^5),x]","\int \frac{\left(15 e^5-15 x\right) \log ^2(x)+\left(\left(30 e^5-30 x\right) \log (x)+\left(-15 e^5+45 x\right) \log ^2(x)\right) \log (2 x)}{e^{15} x^2-3 e^{10} x^3+3 e^5 x^4-x^5} \, dx","\frac{15 \log ^2(x) \log (2 x)}{\left(e^5-x\right)^2 x}-5",1,"30/(E^10*x) + (225*Log[E^5 - x])/E^15 + (15*(5 + Log[2])*Log[E^5 - x])/E^15 + (30*Log[x])/(E^10*x) - (15*Log[x]^2)/(2*E^15) + (15*x*Log[x]^2)/(E^15*(E^5 - x)) - (30*(1 + Log[x]))/(E^10*x) + (15*Log[x]*Log[2*x])/(E^5*(E^5 - x)^2) - (15*x^2*Log[x]*Log[2*x])/(E^15*(E^5 - x)^2) + (30*Log[x]^2*Log[2*x])/E^15 + (15*Log[x]^2*Log[2*x])/(E^10*x) - (15*Log[2*x]^2)/(2*E^15) + (75*Log[-E^5 + x])/E^15 + (15*(5 + Log[2])*Log[-E^5 + x])/E^15 - (30*Log[x]^2*Log[1 - x/E^5])/E^15 - (60*Log[x]*PolyLog[2, x/E^5])/E^15 - (90*PolyLog[2, 1 - x/E^5])/E^15 + (60*PolyLog[3, x/E^5])/E^15 + (60*Defer[Int][(Log[x]*Log[2*x])/(E^5 - x), x])/E^15 + (30*Defer[Int][(Log[x]^2*Log[2*x])/(E^5 - x)^3, x])/E^5 + (15*Defer[Int][(Log[x]^2*Log[2*x])/(E^5 - x)^2, x])/E^10","F",0,0,0,0,-1,"{}"
6721,1,163,0,0.5265223,"\int \frac{1}{4} e^{-x} \left(30 e^x x+40 x^3-10 x^4+e^5 \left(15 x^2-5 x^3\right)\right) \, dx","Int[(30*E^x*x + 40*x^3 - 10*x^4 + E^5*(15*x^2 - 5*x^3))/(4*E^x),x]","\frac{5}{2} e^{-x} x^4+10 e^{-x} x^3-\frac{5}{4} \left(8-e^5\right) e^{-x} x^3-\frac{15}{4} e^{5-x} x^2+30 e^{-x} x^2-\frac{15}{4} \left(8-e^5\right) e^{-x} x^2+\frac{15 x^2}{4}-\frac{15}{2} e^{5-x} x+60 e^{-x} x-\frac{15}{2} \left(8-e^5\right) e^{-x} x-\frac{15 e^{5-x}}{2}+60 e^{-x}-\frac{15}{2} \left(8-e^5\right) e^{-x}","5 x \left(\frac{1}{4} e^{-x} \left(2 x+e^5\right) x^2+\frac{3 x}{4}\right)",1,"(-15*E^(5 - x))/2 + 60/E^x - (15*(8 - E^5))/(2*E^x) - (15*E^(5 - x)*x)/2 + (60*x)/E^x - (15*(8 - E^5)*x)/(2*E^x) + (15*x^2)/4 - (15*E^(5 - x)*x^2)/4 + (30*x^2)/E^x - (15*(8 - E^5)*x^2)/(4*E^x) + (10*x^3)/E^x - (5*(8 - E^5)*x^3)/(4*E^x) + (5*x^4)/(2*E^x)","B",20,7,41,0.1707,1,"{12, 6741, 6688, 6742, 2196, 2176, 2194}"
6722,-1,0,0,0,"\int \frac{960+480 x+2520 x^2+360 e^3 x^2}{400-320 x-16 x^2-248 x^3+116 x^4+28 x^5+49 x^6+e^6 x^6+e^3 \left(-40 x^3+16 x^4+4 x^5+14 x^6\right)} \, dx","Int[(960 + 480*x + 2520*x^2 + 360*E^3*x^2)/(400 - 320*x - 16*x^2 - 248*x^3 + 116*x^4 + 28*x^5 + 49*x^6 + E^6*x^6 + E^3*(-40*x^3 + 16*x^4 + 4*x^5 + 14*x^6)),x]","\text{\$Aborted}","\frac{12}{x \left(\frac{1}{5} \left(-\frac{1}{2} \left(7+e^3\right) x^2-x-4\right)+\frac{2}{x}\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6723,0,0,0,1.8952087,"\int e^{-6+e^{5 x}-e^{32 e^{-1+e^{5 x}}} x^2} \left(e^{32 e^{-1+e^{5 x}}} x^x \left(-2 e^{1-e^{5 x}} x-160 e^{5 x} x^2\right)+e^{1-e^{5 x}} x^x (1+\log (x))\right) \, dx","Int[E^(-6 + E^(5*x) - E^(32*E^(-1 + E^(5*x)))*x^2)*(E^(32*E^(-1 + E^(5*x)))*x^x*(-2*E^(1 - E^(5*x))*x - 160*E^(5*x)*x^2) + E^(1 - E^(5*x))*x^x*(1 + Log[x])),x]","\int e^{-6+e^{5 x}-e^{32 e^{-1+e^{5 x}}} x^2} \left(e^{32 e^{-1+e^{5 x}}} x^x \left(-2 e^{1-e^{5 x}} x-160 e^{5 x} x^2\right)+e^{1-e^{5 x}} x^x (1+\log (x))\right) \, dx","e^{-e^{32 e^{e^{5 x}-1}} x^2-5} x^x",1,"Defer[Int][E^(-5 - E^(32*E^(-1 + E^(5*x)))*x^2)*x^x, x] + Log[x]*Defer[Int][E^(-5 - E^(32*E^(-1 + E^(5*x)))*x^2)*x^x, x] - 2*Defer[Int][E^(-5 + 32*E^(-1 + E^(5*x)) - E^(32*E^(-1 + E^(5*x)))*x^2)*x^(1 + x), x] - 160*Defer[Int][E^(-6 + 32*E^(-1 + E^(5*x)) + E^(5*x) + 5*x - E^(32*E^(-1 + E^(5*x)))*x^2)*x^(2 + x), x] - Defer[Int][Defer[Int][E^(-5 - E^(32*E^(-1 + E^(5*x)))*x^2)*x^x, x]/x, x]","F",0,0,0,0,-1,"{}"
6724,0,0,0,163.1812292,"\int \frac{e^{-2 x} \left(\left(-72+48 x-8 x^2+\left(18-12 x+2 x^2+18 x^4-12 x^5+2 x^6\right) \log \left(\frac{2+2 x^4}{x^4}\right)\right) \log \left(x \log \left(\frac{2+2 x^4}{x^4}\right)\right)+\left(-24 x+14 x^2-2 x^3-24 x^5+14 x^6-2 x^7\right) \log \left(\frac{2+2 x^4}{x^4}\right) \log ^2\left(x \log \left(\frac{2+2 x^4}{x^4}\right)\right)\right)}{\left(x+x^5\right) \log \left(\frac{2+2 x^4}{x^4}\right)} \, dx","Int[((-72 + 48*x - 8*x^2 + (18 - 12*x + 2*x^2 + 18*x^4 - 12*x^5 + 2*x^6)*Log[(2 + 2*x^4)/x^4])*Log[x*Log[(2 + 2*x^4)/x^4]] + (-24*x + 14*x^2 - 2*x^3 - 24*x^5 + 14*x^6 - 2*x^7)*Log[(2 + 2*x^4)/x^4]*Log[x*Log[(2 + 2*x^4)/x^4]]^2)/(E^(2*x)*(x + x^5)*Log[(2 + 2*x^4)/x^4]),x]","\int \frac{e^{-2 x} \left(\left(-72+48 x-8 x^2+\left(18-12 x+2 x^2+18 x^4-12 x^5+2 x^6\right) \log \left(\frac{2+2 x^4}{x^4}\right)\right) \log \left(x \log \left(\frac{2+2 x^4}{x^4}\right)\right)+\left(-24 x+14 x^2-2 x^3-24 x^5+14 x^6-2 x^7\right) \log \left(\frac{2+2 x^4}{x^4}\right) \log ^2\left(x \log \left(\frac{2+2 x^4}{x^4}\right)\right)\right)}{\left(x+x^5\right) \log \left(\frac{2+2 x^4}{x^4}\right)} \, dx","e^{-2 x} (x-3)^2 \log ^2\left(x \log \left(\frac{2}{x^4}+2\right)\right)+3",1,"-1/2*1/E^(2*x) - (11*ExpIntegralEi[-2*x])/2 + 36*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -2*x] - 18*EulerGamma*Log[x] - 18*(ExpIntegralE[1, 2*x] + ExpIntegralEi[-2*x])*Log[x] - 9*Log[2*x]^2 + (11*Log[x*Log[2 + 2/x^4]])/(2*E^(2*x)) - (x*Log[x*Log[2 + 2/x^4]])/E^(2*x) + 18*ExpIntegralEi[-2*x]*Log[x*Log[2 + 2/x^4]] - (I/2)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/x, x] + (I/2)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/x, x] - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/x, x])/E^(2*(-1)^(1/4)) + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/x, x])/E^((1 + I)*Sqrt[2]) + (I/2)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/x, x] - ((I/2)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/x, x])/E^((1 - I)*Sqrt[2]) + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/x, x])/E^(2*(-1)^(3/4)) - (I/2)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/x, x] + (11*Defer[Int][1/(E^(2*x)*((-1)^(1/4) - x)*Log[2 + 2/x^4]), x])/2 - (-1)^(1/4)*Defer[Int][1/(E^(2*x)*((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] + (11*Defer[Int][1/(E^(2*x)*(-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x])/2 + (-1)^(3/4)*Defer[Int][1/(E^(2*x)*(-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] + 22*Defer[Int][1/(E^(2*x)*x*Log[2 + 2/x^4]), x] - (11*Defer[Int][1/(E^(2*x)*((-1)^(1/4) + x)*Log[2 + 2/x^4]), x])/2 - (-1)^(1/4)*Defer[Int][1/(E^(2*x)*((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] - (11*Defer[Int][1/(E^(2*x)*(-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x])/2 + (-1)^(3/4)*Defer[Int][1/(E^(2*x)*(-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] + (I/2)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] - (I/2)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] + (I/2)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] - (I/2)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] + (2*I)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(x*Log[2 + 2/x^4]), x] - (2*I)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(x*Log[2 + 2/x^4]), x] - (I/2)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] + (I/2)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] - (I/2)*E^(2*(-1)^(1/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] + (I/2)*E^((1 + I)*Sqrt[2])*Defer[Int][ExpIntegralEi[-2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(1/4)) - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x])/E^((1 + I)*Sqrt[2]) + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(1/4)) - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x])/E^((1 + I)*Sqrt[2]) + ((2*I)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(x*Log[2 + 2/x^4]), x])/E^(2*(-1)^(1/4)) - ((2*I)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(x*Log[2 + 2/x^4]), x])/E^((1 + I)*Sqrt[2]) - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(1/4)) + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x])/E^((1 + I)*Sqrt[2]) - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(1/4)) + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(1/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x])/E^((1 + I)*Sqrt[2]) - (I/2)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] + ((I/2)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x])/E^((1 - I)*Sqrt[2]) - (I/2)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] + ((I/2)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x])/E^((1 - I)*Sqrt[2]) - (2*I)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(x*Log[2 + 2/x^4]), x] + ((2*I)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(x*Log[2 + 2/x^4]), x])/E^((1 - I)*Sqrt[2]) + (I/2)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] - ((I/2)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x])/E^((1 - I)*Sqrt[2]) + (I/2)*E^(2*(-1)^(3/4))*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] - ((I/2)*Defer[Int][ExpIntegralEi[-2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x])/E^((1 - I)*Sqrt[2]) - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(3/4)) + (I/2)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] - ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(3/4)) + (I/2)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] - ((2*I)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(x*Log[2 + 2/x^4]), x])/E^(2*(-1)^(3/4)) + (2*I)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(x*Log[2 + 2/x^4]), x] + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(3/4)) - (I/2)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] + ((I/2)*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x])/E^(2*(-1)^(3/4)) - (I/2)*E^((1 - I)*Sqrt[2])*Defer[Int][ExpIntegralEi[2*(-1)^(3/4) - 2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] + 18*Defer[Int][ExpIntegralEi[-2*x]/(((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] + 18*Defer[Int][ExpIntegralEi[-2*x]/((-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] + 72*Defer[Int][ExpIntegralEi[-2*x]/(x*Log[2 + 2/x^4]), x] - 18*Defer[Int][ExpIntegralEi[-2*x]/(((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] - 18*Defer[Int][ExpIntegralEi[-2*x]/((-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] - (18 + 2*I)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] + 12*(-1)^(1/4)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*((-1)^(1/4) - x)*Log[2 + 2/x^4]), x] - (18 - 2*I)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*(-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] - 12*(-1)^(3/4)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*(-(-1)^(3/4) - x)*Log[2 + 2/x^4]), x] - 72*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*x*Log[2 + 2/x^4]), x] + (18 + 2*I)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] + 12*(-1)^(1/4)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*((-1)^(1/4) + x)*Log[2 + 2/x^4]), x] + (18 - 2*I)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*(-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] - 12*(-1)^(3/4)*Defer[Int][Log[x*Log[2 + 2/x^4]]/(E^(2*x)*(-(-1)^(3/4) + x)*Log[2 + 2/x^4]), x] - 24*Defer[Int][Log[x*Log[2 + 2/x^4]]^2/E^(2*x), x] + 14*Defer[Int][(x*Log[x*Log[2 + 2/x^4]]^2)/E^(2*x), x] - 2*Defer[Int][(x^2*Log[x*Log[2 + 2/x^4]]^2)/E^(2*x), x]","F",0,0,0,0,-1,"{}"
6725,1,37,0,0.1116505,"\int \frac{e^{5/2} \left(50 x-25 x^2\right)}{16 x^4+e^5 \left(10000-20000 x+10000 x^2\right)+e^{5/2} \left(-800 x^2+800 x^3\right)} \, dx","Int[(E^(5/2)*(50*x - 25*x^2))/(16*x^4 + E^5*(10000 - 20000*x + 10000*x^2) + E^(5/2)*(-800*x^2 + 800*x^3)),x]","\frac{25 e^{5/2} (1-x)}{16 \left(-x^2-25 e^{5/2} x+25 e^{5/2}\right)}","\frac{x}{16 \left(\frac{25 e^{5/2} (1-x)}{x}-x\right)}",1,"(25*E^(5/2)*(1 - x))/(16*(25*E^(5/2) - 25*E^(5/2)*x - x^2))","A",5,4,54,0.07407,1,"{12, 1593, 1680, 776}"
6726,1,15,0,0.0044835,"\int \frac{1}{2} \left(-3+2 e^{2 x}\right) \, dx","Int[(-3 + 2*E^(2*x))/2,x]","\frac{e^{2 x}}{2}-\frac{3 x}{2}","\frac{1}{2} \left(-x+e^{2 x}-\frac{5}{4}\right)-x+6",1,"E^(2*x)/2 - (3*x)/2","A",3,2,13,0.1538,1,"{12, 2194}"
6727,0,0,0,7.137753,"\int \frac{-1+e^{e^2} \left(1+e^{2 x} (-256-2 x)\right)-x+e^{2 x} \left(256+257 x+2 x^2\right)+\left(-256+256 e^{e^2}-255 x\right) \log (x)+\left(-e^{e^2+2 x}+e^{2 x} (1+x)+\left(-1+e^{e^2}-x\right) \log (x)\right) \log \left(\frac{-e^{2 x}+\log (x)}{-1+e^{e^2}-x}\right)}{-256 e^{e^2+2 x} x+e^{2 x} \left(256 x+256 x^2\right)+\left(-256 x+256 e^{e^2} x-256 x^2\right) \log (x)+\left(-e^{e^2+2 x} x+e^{2 x} \left(x+x^2\right)+\left(-x+e^{e^2} x-x^2\right) \log (x)\right) \log \left(\frac{-e^{2 x}+\log (x)}{-1+e^{e^2}-x}\right)} \, dx","Int[(-1 + E^E^2*(1 + E^(2*x)*(-256 - 2*x)) - x + E^(2*x)*(256 + 257*x + 2*x^2) + (-256 + 256*E^E^2 - 255*x)*Log[x] + (-E^(E^2 + 2*x) + E^(2*x)*(1 + x) + (-1 + E^E^2 - x)*Log[x])*Log[(-E^(2*x) + Log[x])/(-1 + E^E^2 - x)])/(-256*E^(E^2 + 2*x)*x + E^(2*x)*(256*x + 256*x^2) + (-256*x + 256*E^E^2*x - 256*x^2)*Log[x] + (-(E^(E^2 + 2*x)*x) + E^(2*x)*(x + x^2) + (-x + E^E^2*x - x^2)*Log[x])*Log[(-E^(2*x) + Log[x])/(-1 + E^E^2 - x)]),x]","\int \frac{-1+e^{e^2} \left(1+e^{2 x} (-256-2 x)\right)-x+e^{2 x} \left(256+257 x+2 x^2\right)+\left(-256+256 e^{e^2}-255 x\right) \log (x)+\left(-e^{e^2+2 x}+e^{2 x} (1+x)+\left(-1+e^{e^2}-x\right) \log (x)\right) \log \left(\frac{-e^{2 x}+\log (x)}{-1+e^{e^2}-x}\right)}{-256 e^{e^2+2 x} x+e^{2 x} \left(256 x+256 x^2\right)+\left(-256 x+256 e^{e^2} x-256 x^2\right) \log (x)+\left(-e^{e^2+2 x} x+e^{2 x} \left(x+x^2\right)+\left(-x+e^{e^2} x-x^2\right) \log (x)\right) \log \left(\frac{-e^{2 x}+\log (x)}{-1+e^{e^2}-x}\right)} \, dx","\log \left(x \left(\log \left(\frac{e^{2 x}-\log (x)}{x-e^{e^2}+1}\right)+256\right)\right)",1,"Log[x] + 2*Defer[Int][(256 + Log[(E^(2*x) - Log[x])/(1 - E^E^2 + x)])^(-1), x] + Defer[Int][1/((-1 + E^E^2 - x)*(256 + Log[(E^(2*x) - Log[x])/(1 - E^E^2 + x)])), x] - Defer[Int][1/(x*(E^(2*x) - Log[x])*(256 + Log[(E^(2*x) - Log[x])/(1 - E^E^2 + x)])), x] + 2*Defer[Int][Log[x]/((E^(2*x) - Log[x])*(256 + Log[(E^(2*x) - Log[x])/(1 - E^E^2 + x)])), x]","F",0,0,0,0,-1,"{}"
6728,1,28,0,0.0469653,"\int \frac{12-17 x-e^2 x+e^x \left(x-x^2\right)}{x^3} \, dx","Int[(12 - 17*x - E^2*x + E^x*(x - x^2))/x^3,x]","-\frac{\left(12-\left(17+e^2\right) x\right)^2}{24 x^2}-\frac{e^x}{x}","\frac{2 x-e^x-\frac{x+6}{x}+e^2+18}{x}",1,"-(E^x/x) - (12 - (17 + E^2)*x)^2/(24*x^2)","A",5,4,26,0.1538,1,"{6, 14, 2197, 37}"
6729,0,0,0,1.7318825,"\int \frac{e^2 \left(160-10 x^2\right)+e^{-1+x} \left(-32-64 x-30 x^2-4 x^3\right)}{-3125 x^2+1875 e^{-3+x} x^2-375 e^{-6+2 x} x^2+25 e^{-9+3 x} x^2} \, dx","Int[(E^2*(160 - 10*x^2) + E^(-1 + x)*(-32 - 64*x - 30*x^2 - 4*x^3))/(-3125*x^2 + 1875*E^(-3 + x)*x^2 - 375*E^(-6 + 2*x)*x^2 + 25*E^(-9 + 3*x)*x^2),x]","\int \frac{e^2 \left(160-10 x^2\right)+e^{-1+x} \left(-32-64 x-30 x^2-4 x^3\right)}{-3125 x^2+1875 e^{-3+x} x^2-375 e^{-6+2 x} x^2+25 e^{-9+3 x} x^2} \, dx","\frac{2 e^2 (x+4)^2}{25 \left(5-e^{x-3}\right)^2 x}-2",1,"(16*E^8)/(25*(5*E^3 - E^x)^2) + (2*E^8*x)/(25*(5*E^3 - E^x)^2) - (32*E^8*Defer[Int][1/((-5*E^3 + E^x)^2*x^2), x])/25 - (64*E^11*Defer[Int][1/((-5*E^3 + E^x)^3*x), x])/5 - (64*E^8*Defer[Int][1/((-5*E^3 + E^x)^2*x), x])/25","F",0,0,0,0,-1,"{}"
6730,1,28,0,0.4605743,"\int \frac{15+60 e^{1-4 x}}{-100+75 e^2-75 x+\left(-40+30 e^2-30 x\right) \log (5)+\left(-4+3 e^2-3 x\right) \log ^2(5)+e^{1-4 x} \left(75+30 \log (5)+3 \log ^2(5)\right)+\left(-40+30 e^2-30 x+\left(-8+6 e^2-6 x\right) \log (5)+e^{1-4 x} (30+6 \log (5))\right) \log \left(-4+3 e^2+3 e^{1-4 x}-3 x\right)+\left(-4+3 e^2+3 e^{1-4 x}-3 x\right) \log ^2\left(-4+3 e^2+3 e^{1-4 x}-3 x\right)} \, dx","Int[(15 + 60*E^(1 - 4*x))/(-100 + 75*E^2 - 75*x + (-40 + 30*E^2 - 30*x)*Log[5] + (-4 + 3*E^2 - 3*x)*Log[5]^2 + E^(1 - 4*x)*(75 + 30*Log[5] + 3*Log[5]^2) + (-40 + 30*E^2 - 30*x + (-8 + 6*E^2 - 6*x)*Log[5] + E^(1 - 4*x)*(30 + 6*Log[5]))*Log[-4 + 3*E^2 + 3*E^(1 - 4*x) - 3*x] + (-4 + 3*E^2 + 3*E^(1 - 4*x) - 3*x)*Log[-4 + 3*E^2 + 3*E^(1 - 4*x) - 3*x]^2),x]","\frac{5}{\log \left(-3 x+3 e^{1-4 x}+3 e^2-4\right)+5+\log (5)}","\frac{5}{\log \left(3 \left(e^{\frac{x-4 x^2}{x}}-x+e^2\right)-4\right)+5+\log (5)}",1,"5/(5 + Log[5] + Log[-4 + 3*E^2 + 3*E^(1 - 4*x) - 3*x])","A",3,3,172,0.01744,1,"{6688, 12, 6686}"
6731,-1,0,0,179.999909,"\int \frac{30 x+e^{-6+2 e^x} \left(2-64 e^x x\right)-64 \log (x)+2 \log ^2(x)+e^{-3+e^x} \left(-64+\left(4-64 e^x x\right) \log (x)\right)}{e^{-102+34 e^x}-x^{17}+34 e^{-99+33 e^x} \log (x)+17 x^{16} \log ^2(x)-136 x^{15} \log ^4(x)+680 x^{14} \log ^6(x)-2380 x^{13} \log ^8(x)+6188 x^{12} \log ^{10}(x)-12376 x^{11} \log ^{12}(x)+19448 x^{10} \log ^{14}(x)-24310 x^9 \log ^{16}(x)+24310 x^8 \log ^{18}(x)-19448 x^7 \log ^{20}(x)+12376 x^6 \log ^{22}(x)-6188 x^5 \log ^{24}(x)+2380 x^4 \log ^{26}(x)-680 x^3 \log ^{28}(x)+136 x^2 \log ^{30}(x)-17 x \log ^{32}(x)+\log ^{34}(x)+e^{-96+32 e^x} \left(-17 x+561 \log ^2(x)\right)+e^{-93+31 e^x} \left(-544 x \log (x)+5984 \log ^3(x)\right)+e^{-90+30 e^x} \left(136 x^2-8432 x \log ^2(x)+46376 \log ^4(x)\right)+e^{-87+29 e^x} \left(4080 x^2 \log (x)-84320 x \log ^3(x)+278256 \log ^5(x)\right)+e^{-84+28 e^x} \left(-680 x^3+59160 x^2 \log ^2(x)-611320 x \log ^4(x)+1344904 \log ^6(x)\right)+e^{-81+27 e^x} \left(-19040 x^3 \log (x)+552160 x^2 \log ^3(x)-3423392 x \log ^5(x)+5379616 \log ^7(x)\right)+e^{-78+26 e^x} \left(2380 x^4-257040 x^3 \log ^2(x)+3727080 x^2 \log ^4(x)-15405264 x \log ^6(x)+18156204 \log ^8(x)\right)+e^{-75+25 e^x} \left(61880 x^4 \log (x)-2227680 x^3 \log ^3(x)+19380816 x^2 \log ^5(x)-57219552 x \log ^7(x)+52451256 \log ^9(x)\right)+e^{-72+24 e^x} \left(-6188 x^5+773500 x^4 \log ^2(x)-13923000 x^3 \log ^4(x)+80753400 x^2 \log ^6(x)-178811100 x \log ^8(x)+131128140 \log ^{10}(x)\right)+e^{-69+23 e^x} \left(-148512 x^5 \log (x)+6188000 x^4 \log ^3(x)-66830400 x^3 \log ^5(x)+276868800 x^2 \log ^7(x)-476829600 x \log ^9(x)+286097760 \log ^{11}(x)\right)+e^{-66+22 e^x} \left(12376 x^6-1707888 x^5 \log ^2(x)+35581000 x^4 \log ^4(x)-256183200 x^3 \log ^6(x)+795997800 x^2 \log ^8(x)-1096708080 x \log ^{10}(x)+548354040 \log ^{12}(x)\right)+e^{-63+21 e^x} \left(272272 x^6 \log (x)-12524512 x^5 \log ^3(x)+156556400 x^4 \log ^5(x)-805147200 x^3 \log ^7(x)+1945772400 x^2 \log ^9(x)-2193416160 x \log ^{11}(x)+927983760 \log ^{13}(x)\right)+e^{-60+20 e^x} \left(-19448 x^7+2858856 x^6 \log ^2(x)-65753688 x^5 \log ^4(x)+547947400 x^4 \log ^6(x)-2113511400 x^3 \log ^8(x)+4086122040 x^2 \log ^{10}(x)-3838478280 x \log ^{12}(x)+1391975640 \log ^{14}(x)\right)+e^{-57+19 e^x} \left(-388960 x^7 \log (x)+19059040 x^6 \log ^3(x)-263014752 x^5 \log ^5(x)+1565564000 x^4 \log ^7(x)-4696692000 x^3 \log ^9(x)+7429312800 x^2 \log ^{11}(x)-5905351200 x \log ^{13}(x)+1855967520 \log ^{15}(x)\right)+e^{-54+18 e^x} \left(24310 x^8-3695120 x^7 \log ^2(x)+90530440 x^6 \log ^4(x)-832880048 x^5 \log ^6(x)+3718214500 x^4 \log ^8(x)-8923714800 x^3 \log ^{10}(x)+11763078600 x^2 \log ^{12}(x)-8014405200 x \log ^{14}(x)+2203961430 \log ^{16}(x)\right)+e^{-51+17 e^x} \left(437580 x^8 \log (x)-22170720 x^7 \log ^3(x)+325909584 x^6 \log ^5(x)-2141691552 x^5 \log ^7(x)+7436429000 x^4 \log ^9(x)-14602442400 x^3 \log ^{11}(x)+16287339600 x^2 \log ^{13}(x)-9617286240 x \log ^{15}(x)+2333606220 \log ^{17}(x)\right)+e^{-48+16 e^x} \left(-24310 x^9+3719430 x^8 \log ^2(x)-94225560 x^7 \log ^4(x)+923410488 x^6 \log ^6(x)-4551094548 x^5 \log ^8(x)+12641929300 x^4 \log ^{10}(x)-20686793400 x^3 \log ^{12}(x)+19777483800 x^2 \log ^{14}(x)-10218366630 x \log ^{16}(x)+2203961430 \log ^{18}(x)\right)+e^{-45+15 e^x} \left(-388960 x^9 \log (x)+19836960 x^8 \log ^3(x)-301521792 x^7 \log ^5(x)+2110652544 x^6 \log ^7(x)-8090834752 x^5 \log ^9(x)+18388260800 x^4 \log ^{11}(x)-25460668800 x^3 \log ^{13}(x)+21095982720 x^2 \log ^{15}(x)-9617286240 x \log ^{17}(x)+1855967520 \log ^{19}(x)\right)+e^{-42+14 e^x} \left(19448 x^{10}-2917200 x^9 \log ^2(x)+74388600 x^8 \log ^4(x)-753804480 x^7 \log ^6(x)+3957473520 x^6 \log ^8(x)-12136252128 x^5 \log ^{10}(x)+22985326000 x^4 \log ^{12}(x)-27279288000 x^3 \log ^{14}(x)+19777483800 x^2 \log ^{16}(x)-8014405200 x \log ^{18}(x)+1391975640 \log ^{20}(x)\right)+e^{-39+13 e^x} \left(272272 x^{10} \log (x)-13613600 x^9 \log ^3(x)+208288080 x^8 \log ^5(x)-1507608960 x^7 \log ^7(x)+6156069920 x^6 \log ^9(x)-15446139072 x^5 \log ^{11}(x)+24753428000 x^4 \log ^{13}(x)-25460668800 x^3 \log ^{15}(x)+16287339600 x^2 \log ^{17}(x)-5905351200 x \log ^{19}(x)+927983760 \log ^{21}(x)\right)+e^{-36+12 e^x} \left(-12376 x^{11}+1769768 x^{10} \log ^2(x)-44244200 x^9 \log ^4(x)+451290840 x^8 \log ^6(x)-2449864560 x^7 \log ^8(x)+8002890896 x^6 \log ^{10}(x)-16733317328 x^5 \log ^{12}(x)+22985326000 x^4 \log ^{14}(x)-20686793400 x^3 \log ^{16}(x)+11763078600 x^2 \log ^{18}(x)-3838478280 x \log ^{20}(x)+548354040 \log ^{22}(x)\right)+e^{-33+11 e^x} \left(-148512 x^{11} \log (x)+7079072 x^{10} \log ^3(x)-106186080 x^9 \log ^5(x)+773641440 x^8 \log ^7(x)-3266486080 x^7 \log ^9(x)+8730426432 x^6 \log ^{11}(x)-15446139072 x^5 \log ^{13}(x)+18388260800 x^4 \log ^{15}(x)-14602442400 x^3 \log ^{17}(x)+7429312800 x^2 \log ^{19}(x)-2193416160 x \log ^{21}(x)+286097760 \log ^{23}(x)\right)+e^{-30+10 e^x} \left(6188 x^{12}-816816 x^{11} \log ^2(x)+19467448 x^{10} \log ^4(x)-194674480 x^9 \log ^6(x)+1063756980 x^8 \log ^8(x)-3593134688 x^7 \log ^{10}(x)+8002890896 x^6 \log ^{12}(x)-12136252128 x^5 \log ^{14}(x)+12641929300 x^4 \log ^{16}(x)-8923714800 x^3 \log ^{18}(x)+4086122040 x^2 \log ^{20}(x)-1096708080 x \log ^{22}(x)+131128140 \log ^{24}(x)\right)+e^{-27+9 e^x} \left(61880 x^{12} \log (x)-2722720 x^{11} \log ^3(x)+38934896 x^{10} \log ^5(x)-278106400 x^9 \log ^7(x)+1181952200 x^8 \log ^9(x)-3266486080 x^7 \log ^{11}(x)+6156069920 x^6 \log ^{13}(x)-8090834752 x^5 \log ^{15}(x)+7436429000 x^4 \log ^{17}(x)-4696692000 x^3 \log ^{19}(x)+1945772400 x^2 \log ^{21}(x)-476829600 x \log ^{23}(x)+52451256 \log ^{25}(x)\right)+e^{-24+8 e^x} \left(-2380 x^{13}+278460 x^{12} \log ^2(x)-6126120 x^{11} \log ^4(x)+58402344 x^{10} \log ^6(x)-312869700 x^9 \log ^8(x)+1063756980 x^8 \log ^{10}(x)-2449864560 x^7 \log ^{12}(x)+3957473520 x^6 \log ^{14}(x)-4551094548 x^5 \log ^{16}(x)+3718214500 x^4 \log ^{18}(x)-2113511400 x^3 \log ^{20}(x)+795997800 x^2 \log ^{22}(x)-178811100 x \log ^{24}(x)+18156204 \log ^{26}(x)\right)+e^{-21+7 e^x} \left(-19040 x^{13} \log (x)+742560 x^{12} \log ^3(x)-9801792 x^{11} \log ^5(x)+66745536 x^{10} \log ^7(x)-278106400 x^9 \log ^9(x)+773641440 x^8 \log ^{11}(x)-1507608960 x^7 \log ^{13}(x)+2110652544 x^6 \log ^{15}(x)-2141691552 x^5 \log ^{17}(x)+1565564000 x^4 \log ^{19}(x)-805147200 x^3 \log ^{21}(x)+276868800 x^2 \log ^{23}(x)-57219552 x \log ^{25}(x)+5379616 \log ^{27}(x)\right)+e^{-18+6 e^x} \left(680 x^{14}-66640 x^{13} \log ^2(x)+1299480 x^{12} \log ^4(x)-11435424 x^{11} \log ^6(x)+58402344 x^{10} \log ^8(x)-194674480 x^9 \log ^{10}(x)+451290840 x^8 \log ^{12}(x)-753804480 x^7 \log ^{14}(x)+923410488 x^6 \log ^{16}(x)-832880048 x^5 \log ^{18}(x)+547947400 x^4 \log ^{20}(x)-256183200 x^3 \log ^{22}(x)+80753400 x^2 \log ^{24}(x)-15405264 x \log ^{26}(x)+1344904 \log ^{28}(x)\right)+e^{-15+5 e^x} \left(4080 x^{14} \log (x)-133280 x^{13} \log ^3(x)+1559376 x^{12} \log ^5(x)-9801792 x^{11} \log ^7(x)+38934896 x^{10} \log ^9(x)-106186080 x^9 \log ^{11}(x)+208288080 x^8 \log ^{13}(x)-301521792 x^7 \log ^{15}(x)+325909584 x^6 \log ^{17}(x)-263014752 x^5 \log ^{19}(x)+156556400 x^4 \log ^{21}(x)-66830400 x^3 \log ^{23}(x)+19380816 x^2 \log ^{25}(x)-3423392 x \log ^{27}(x)+278256 \log ^{29}(x)\right)+e^{-12+4 e^x} \left(-136 x^{15}+10200 x^{14} \log ^2(x)-166600 x^{13} \log ^4(x)+1299480 x^{12} \log ^6(x)-6126120 x^{11} \log ^8(x)+19467448 x^{10} \log ^{10}(x)-44244200 x^9 \log ^{12}(x)+74388600 x^8 \log ^{14}(x)-94225560 x^7 \log ^{16}(x)+90530440 x^6 \log ^{18}(x)-65753688 x^5 \log ^{20}(x)+35581000 x^4 \log ^{22}(x)-13923000 x^3 \log ^{24}(x)+3727080 x^2 \log ^{26}(x)-611320 x \log ^{28}(x)+46376 \log ^{30}(x)\right)+e^{-9+3 e^x} \left(-544 x^{15} \log (x)+13600 x^{14} \log ^3(x)-133280 x^{13} \log ^5(x)+742560 x^{12} \log ^7(x)-2722720 x^{11} \log ^9(x)+7079072 x^{10} \log ^{11}(x)-13613600 x^9 \log ^{13}(x)+19836960 x^8 \log ^{15}(x)-22170720 x^7 \log ^{17}(x)+19059040 x^6 \log ^{19}(x)-12524512 x^5 \log ^{21}(x)+6188000 x^4 \log ^{23}(x)-2227680 x^3 \log ^{25}(x)+552160 x^2 \log ^{27}(x)-84320 x \log ^{29}(x)+5984 \log ^{31}(x)\right)+e^{-6+2 e^x} \left(17 x^{16}-816 x^{15} \log ^2(x)+10200 x^{14} \log ^4(x)-66640 x^{13} \log ^6(x)+278460 x^{12} \log ^8(x)-816816 x^{11} \log ^{10}(x)+1769768 x^{10} \log ^{12}(x)-2917200 x^9 \log ^{14}(x)+3719430 x^8 \log ^{16}(x)-3695120 x^7 \log ^{18}(x)+2858856 x^6 \log ^{20}(x)-1707888 x^5 \log ^{22}(x)+773500 x^4 \log ^{24}(x)-257040 x^3 \log ^{26}(x)+59160 x^2 \log ^{28}(x)-8432 x \log ^{30}(x)+561 \log ^{32}(x)\right)+e^{-3+e^x} \left(34 x^{16} \log (x)-544 x^{15} \log ^3(x)+4080 x^{14} \log ^5(x)-19040 x^{13} \log ^7(x)+61880 x^{12} \log ^9(x)-148512 x^{11} \log ^{11}(x)+272272 x^{10} \log ^{13}(x)-388960 x^9 \log ^{15}(x)+437580 x^8 \log ^{17}(x)-388960 x^7 \log ^{19}(x)+272272 x^6 \log ^{21}(x)-148512 x^5 \log ^{23}(x)+61880 x^4 \log ^{25}(x)-19040 x^3 \log ^{27}(x)+4080 x^2 \log ^{29}(x)-544 x \log ^{31}(x)+34 \log ^{33}(x)\right)} \, dx","Int[(30*x + E^(-6 + 2*E^x)*(2 - 64*E^x*x) - 64*Log[x] + 2*Log[x]^2 + E^(-3 + E^x)*(-64 + (4 - 64*E^x*x)*Log[x]))/(E^(-102 + 34*E^x) - x^17 + 34*E^(-99 + 33*E^x)*Log[x] + 17*x^16*Log[x]^2 - 136*x^15*Log[x]^4 + 680*x^14*Log[x]^6 - 2380*x^13*Log[x]^8 + 6188*x^12*Log[x]^10 - 12376*x^11*Log[x]^12 + 19448*x^10*Log[x]^14 - 24310*x^9*Log[x]^16 + 24310*x^8*Log[x]^18 - 19448*x^7*Log[x]^20 + 12376*x^6*Log[x]^22 - 6188*x^5*Log[x]^24 + 2380*x^4*Log[x]^26 - 680*x^3*Log[x]^28 + 136*x^2*Log[x]^30 - 17*x*Log[x]^32 + Log[x]^34 + E^(-96 + 32*E^x)*(-17*x + 561*Log[x]^2) + E^(-93 + 31*E^x)*(-544*x*Log[x] + 5984*Log[x]^3) + E^(-90 + 30*E^x)*(136*x^2 - 8432*x*Log[x]^2 + 46376*Log[x]^4) + E^(-87 + 29*E^x)*(4080*x^2*Log[x] - 84320*x*Log[x]^3 + 278256*Log[x]^5) + E^(-84 + 28*E^x)*(-680*x^3 + 59160*x^2*Log[x]^2 - 611320*x*Log[x]^4 + 1344904*Log[x]^6) + E^(-81 + 27*E^x)*(-19040*x^3*Log[x] + 552160*x^2*Log[x]^3 - 3423392*x*Log[x]^5 + 5379616*Log[x]^7) + E^(-78 + 26*E^x)*(2380*x^4 - 257040*x^3*Log[x]^2 + 3727080*x^2*Log[x]^4 - 15405264*x*Log[x]^6 + 18156204*Log[x]^8) + E^(-75 + 25*E^x)*(61880*x^4*Log[x] - 2227680*x^3*Log[x]^3 + 19380816*x^2*Log[x]^5 - 57219552*x*Log[x]^7 + 52451256*Log[x]^9) + E^(-72 + 24*E^x)*(-6188*x^5 + 773500*x^4*Log[x]^2 - 13923000*x^3*Log[x]^4 + 80753400*x^2*Log[x]^6 - 178811100*x*Log[x]^8 + 131128140*Log[x]^10) + E^(-69 + 23*E^x)*(-148512*x^5*Log[x] + 6188000*x^4*Log[x]^3 - 66830400*x^3*Log[x]^5 + 276868800*x^2*Log[x]^7 - 476829600*x*Log[x]^9 + 286097760*Log[x]^11) + E^(-66 + 22*E^x)*(12376*x^6 - 1707888*x^5*Log[x]^2 + 35581000*x^4*Log[x]^4 - 256183200*x^3*Log[x]^6 + 795997800*x^2*Log[x]^8 - 1096708080*x*Log[x]^10 + 548354040*Log[x]^12) + E^(-63 + 21*E^x)*(272272*x^6*Log[x] - 12524512*x^5*Log[x]^3 + 156556400*x^4*Log[x]^5 - 805147200*x^3*Log[x]^7 + 1945772400*x^2*Log[x]^9 - 2193416160*x*Log[x]^11 + 927983760*Log[x]^13) + E^(-60 + 20*E^x)*(-19448*x^7 + 2858856*x^6*Log[x]^2 - 65753688*x^5*Log[x]^4 + 547947400*x^4*Log[x]^6 - 2113511400*x^3*Log[x]^8 + 4086122040*x^2*Log[x]^10 - 3838478280*x*Log[x]^12 + 1391975640*Log[x]^14) + E^(-57 + 19*E^x)*(-388960*x^7*Log[x] + 19059040*x^6*Log[x]^3 - 263014752*x^5*Log[x]^5 + 1565564000*x^4*Log[x]^7 - 4696692000*x^3*Log[x]^9 + 7429312800*x^2*Log[x]^11 - 5905351200*x*Log[x]^13 + 1855967520*Log[x]^15) + E^(-54 + 18*E^x)*(24310*x^8 - 3695120*x^7*Log[x]^2 + 90530440*x^6*Log[x]^4 - 832880048*x^5*Log[x]^6 + 3718214500*x^4*Log[x]^8 - 8923714800*x^3*Log[x]^10 + 11763078600*x^2*Log[x]^12 - 8014405200*x*Log[x]^14 + 2203961430*Log[x]^16) + E^(-51 + 17*E^x)*(437580*x^8*Log[x] - 22170720*x^7*Log[x]^3 + 325909584*x^6*Log[x]^5 - 2141691552*x^5*Log[x]^7 + 7436429000*x^4*Log[x]^9 - 14602442400*x^3*Log[x]^11 + 16287339600*x^2*Log[x]^13 - 9617286240*x*Log[x]^15 + 2333606220*Log[x]^17) + E^(-48 + 16*E^x)*(-24310*x^9 + 3719430*x^8*Log[x]^2 - 94225560*x^7*Log[x]^4 + 923410488*x^6*Log[x]^6 - 4551094548*x^5*Log[x]^8 + 12641929300*x^4*Log[x]^10 - 20686793400*x^3*Log[x]^12 + 19777483800*x^2*Log[x]^14 - 10218366630*x*Log[x]^16 + 2203961430*Log[x]^18) + E^(-45 + 15*E^x)*(-388960*x^9*Log[x] + 19836960*x^8*Log[x]^3 - 301521792*x^7*Log[x]^5 + 2110652544*x^6*Log[x]^7 - 8090834752*x^5*Log[x]^9 + 18388260800*x^4*Log[x]^11 - 25460668800*x^3*Log[x]^13 + 21095982720*x^2*Log[x]^15 - 9617286240*x*Log[x]^17 + 1855967520*Log[x]^19) + E^(-42 + 14*E^x)*(19448*x^10 - 2917200*x^9*Log[x]^2 + 74388600*x^8*Log[x]^4 - 753804480*x^7*Log[x]^6 + 3957473520*x^6*Log[x]^8 - 12136252128*x^5*Log[x]^10 + 22985326000*x^4*Log[x]^12 - 27279288000*x^3*Log[x]^14 + 19777483800*x^2*Log[x]^16 - 8014405200*x*Log[x]^18 + 1391975640*Log[x]^20) + E^(-39 + 13*E^x)*(272272*x^10*Log[x] - 13613600*x^9*Log[x]^3 + 208288080*x^8*Log[x]^5 - 1507608960*x^7*Log[x]^7 + 6156069920*x^6*Log[x]^9 - 15446139072*x^5*Log[x]^11 + 24753428000*x^4*Log[x]^13 - 25460668800*x^3*Log[x]^15 + 16287339600*x^2*Log[x]^17 - 5905351200*x*Log[x]^19 + 927983760*Log[x]^21) + E^(-36 + 12*E^x)*(-12376*x^11 + 1769768*x^10*Log[x]^2 - 44244200*x^9*Log[x]^4 + 451290840*x^8*Log[x]^6 - 2449864560*x^7*Log[x]^8 + 8002890896*x^6*Log[x]^10 - 16733317328*x^5*Log[x]^12 + 22985326000*x^4*Log[x]^14 - 20686793400*x^3*Log[x]^16 + 11763078600*x^2*Log[x]^18 - 3838478280*x*Log[x]^20 + 548354040*Log[x]^22) + E^(-33 + 11*E^x)*(-148512*x^11*Log[x] + 7079072*x^10*Log[x]^3 - 106186080*x^9*Log[x]^5 + 773641440*x^8*Log[x]^7 - 3266486080*x^7*Log[x]^9 + 8730426432*x^6*Log[x]^11 - 15446139072*x^5*Log[x]^13 + 18388260800*x^4*Log[x]^15 - 14602442400*x^3*Log[x]^17 + 7429312800*x^2*Log[x]^19 - 2193416160*x*Log[x]^21 + 286097760*Log[x]^23) + E^(-30 + 10*E^x)*(6188*x^12 - 816816*x^11*Log[x]^2 + 19467448*x^10*Log[x]^4 - 194674480*x^9*Log[x]^6 + 1063756980*x^8*Log[x]^8 - 3593134688*x^7*Log[x]^10 + 8002890896*x^6*Log[x]^12 - 12136252128*x^5*Log[x]^14 + 12641929300*x^4*Log[x]^16 - 8923714800*x^3*Log[x]^18 + 4086122040*x^2*Log[x]^20 - 1096708080*x*Log[x]^22 + 131128140*Log[x]^24) + E^(-27 + 9*E^x)*(61880*x^12*Log[x] - 2722720*x^11*Log[x]^3 + 38934896*x^10*Log[x]^5 - 278106400*x^9*Log[x]^7 + 1181952200*x^8*Log[x]^9 - 3266486080*x^7*Log[x]^11 + 6156069920*x^6*Log[x]^13 - 8090834752*x^5*Log[x]^15 + 7436429000*x^4*Log[x]^17 - 4696692000*x^3*Log[x]^19 + 1945772400*x^2*Log[x]^21 - 476829600*x*Log[x]^23 + 52451256*Log[x]^25) + E^(-24 + 8*E^x)*(-2380*x^13 + 278460*x^12*Log[x]^2 - 6126120*x^11*Log[x]^4 + 58402344*x^10*Log[x]^6 - 312869700*x^9*Log[x]^8 + 1063756980*x^8*Log[x]^10 - 2449864560*x^7*Log[x]^12 + 3957473520*x^6*Log[x]^14 - 4551094548*x^5*Log[x]^16 + 3718214500*x^4*Log[x]^18 - 2113511400*x^3*Log[x]^20 + 795997800*x^2*Log[x]^22 - 178811100*x*Log[x]^24 + 18156204*Log[x]^26) + E^(-21 + 7*E^x)*(-19040*x^13*Log[x] + 742560*x^12*Log[x]^3 - 9801792*x^11*Log[x]^5 + 66745536*x^10*Log[x]^7 - 278106400*x^9*Log[x]^9 + 773641440*x^8*Log[x]^11 - 1507608960*x^7*Log[x]^13 + 2110652544*x^6*Log[x]^15 - 2141691552*x^5*Log[x]^17 + 1565564000*x^4*Log[x]^19 - 805147200*x^3*Log[x]^21 + 276868800*x^2*Log[x]^23 - 57219552*x*Log[x]^25 + 5379616*Log[x]^27) + E^(-18 + 6*E^x)*(680*x^14 - 66640*x^13*Log[x]^2 + 1299480*x^12*Log[x]^4 - 11435424*x^11*Log[x]^6 + 58402344*x^10*Log[x]^8 - 194674480*x^9*Log[x]^10 + 451290840*x^8*Log[x]^12 - 753804480*x^7*Log[x]^14 + 923410488*x^6*Log[x]^16 - 832880048*x^5*Log[x]^18 + 547947400*x^4*Log[x]^20 - 256183200*x^3*Log[x]^22 + 80753400*x^2*Log[x]^24 - 15405264*x*Log[x]^26 + 1344904*Log[x]^28) + E^(-15 + 5*E^x)*(4080*x^14*Log[x] - 133280*x^13*Log[x]^3 + 1559376*x^12*Log[x]^5 - 9801792*x^11*Log[x]^7 + 38934896*x^10*Log[x]^9 - 106186080*x^9*Log[x]^11 + 208288080*x^8*Log[x]^13 - 301521792*x^7*Log[x]^15 + 325909584*x^6*Log[x]^17 - 263014752*x^5*Log[x]^19 + 156556400*x^4*Log[x]^21 - 66830400*x^3*Log[x]^23 + 19380816*x^2*Log[x]^25 - 3423392*x*Log[x]^27 + 278256*Log[x]^29) + E^(-12 + 4*E^x)*(-136*x^15 + 10200*x^14*Log[x]^2 - 166600*x^13*Log[x]^4 + 1299480*x^12*Log[x]^6 - 6126120*x^11*Log[x]^8 + 19467448*x^10*Log[x]^10 - 44244200*x^9*Log[x]^12 + 74388600*x^8*Log[x]^14 - 94225560*x^7*Log[x]^16 + 90530440*x^6*Log[x]^18 - 65753688*x^5*Log[x]^20 + 35581000*x^4*Log[x]^22 - 13923000*x^3*Log[x]^24 + 3727080*x^2*Log[x]^26 - 611320*x*Log[x]^28 + 46376*Log[x]^30) + E^(-9 + 3*E^x)*(-544*x^15*Log[x] + 13600*x^14*Log[x]^3 - 133280*x^13*Log[x]^5 + 742560*x^12*Log[x]^7 - 2722720*x^11*Log[x]^9 + 7079072*x^10*Log[x]^11 - 13613600*x^9*Log[x]^13 + 19836960*x^8*Log[x]^15 - 22170720*x^7*Log[x]^17 + 19059040*x^6*Log[x]^19 - 12524512*x^5*Log[x]^21 + 6188000*x^4*Log[x]^23 - 2227680*x^3*Log[x]^25 + 552160*x^2*Log[x]^27 - 84320*x*Log[x]^29 + 5984*Log[x]^31) + E^(-6 + 2*E^x)*(17*x^16 - 816*x^15*Log[x]^2 + 10200*x^14*Log[x]^4 - 66640*x^13*Log[x]^6 + 278460*x^12*Log[x]^8 - 816816*x^11*Log[x]^10 + 1769768*x^10*Log[x]^12 - 2917200*x^9*Log[x]^14 + 3719430*x^8*Log[x]^16 - 3695120*x^7*Log[x]^18 + 2858856*x^6*Log[x]^20 - 1707888*x^5*Log[x]^22 + 773500*x^4*Log[x]^24 - 257040*x^3*Log[x]^26 + 59160*x^2*Log[x]^28 - 8432*x*Log[x]^30 + 561*Log[x]^32) + E^(-3 + E^x)*(34*x^16*Log[x] - 544*x^15*Log[x]^3 + 4080*x^14*Log[x]^5 - 19040*x^13*Log[x]^7 + 61880*x^12*Log[x]^9 - 148512*x^11*Log[x]^11 + 272272*x^10*Log[x]^13 - 388960*x^9*Log[x]^15 + 437580*x^8*Log[x]^17 - 388960*x^7*Log[x]^19 + 272272*x^6*Log[x]^21 - 148512*x^5*Log[x]^23 + 61880*x^4*Log[x]^25 - 19040*x^3*Log[x]^27 + 4080*x^2*Log[x]^29 - 544*x*Log[x]^31 + 34*Log[x]^33)),x]","\text{\$Aborted}","\frac{2 x}{\left(\left(e^{e^x-3}+\log (x)\right)^2-x\right)^{16}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6732,1,15,0,0.005685,"\int -\frac{4}{\left(1+2 x+x^2\right) \log (\log (5 \log (6)))} \, dx","Int[-4/((1 + 2*x + x^2)*Log[Log[5*Log[6]]]),x]","\frac{4}{(x+1) \log (\log (5 \log (6)))}","\frac{4 x}{\left(x^2+x\right) \log (\log (5 \log (6)))}",1,"4/((1 + x)*Log[Log[5*Log[6]]])","A",3,3,20,0.1500,1,"{12, 27, 32}"
6733,1,17,0,0.0035536,"\int \left(-3+2 x+\log \left(\frac{9}{4 x^2}\right)\right) \, dx","Int[-3 + 2*x + Log[9/(4*x^2)],x]","x^2+x \log \left(\frac{9}{4 x^2}\right)-x","x \left(\log \left(\frac{9}{4 x^2}\right)+x\right)-x-1",1,"-x + x^2 + x*Log[9/(4*x^2)]","A",2,1,13,0.07692,1,"{2295}"
6734,0,0,0,0.9445344,"\int \frac{-16 x^2+16 x^3+\left(12 x^2+4 x^3\right) \log (x \log (4))+8 x^2 \log ^2(x \log (4))+\left(-2+4 x+x^2-4 x^3+2 x^4\right) \log ^3(x \log (4))}{\left(-2 x+6 x^2-6 x^3+2 x^4\right) \log ^3(x \log (4))} \, dx","Int[(-16*x^2 + 16*x^3 + (12*x^2 + 4*x^3)*Log[x*Log[4]] + 8*x^2*Log[x*Log[4]]^2 + (-2 + 4*x + x^2 - 4*x^3 + 2*x^4)*Log[x*Log[4]]^3)/((-2*x + 6*x^2 - 6*x^3 + 2*x^4)*Log[x*Log[4]]^3),x]","\int \frac{-16 x^2+16 x^3+\left(12 x^2+4 x^3\right) \log (x \log (4))+8 x^2 \log ^2(x \log (4))+\left(-2+4 x+x^2-4 x^3+2 x^4\right) \log ^3(x \log (4))}{\left(-2 x+6 x^2-6 x^3+2 x^4\right) \log ^3(x \log (4))} \, dx","x-\frac{\left(x+\frac{4 x}{\log (x \log (4))}\right)^2}{4 (x-1)^2}+\log (x)",1,"-1/4*1/(1 - x)^2 + 1/(2*(1 - x)) + x + Log[x] + 8*Defer[Int][x/((-1 + x)^2*Log[x*Log[4]]^3), x] + 2*Defer[Int][(x*(3 + x))/((-1 + x)^3*Log[x*Log[4]]^2), x] + 4*Defer[Int][x/((-1 + x)^3*Log[x*Log[4]]), x]","F",0,0,0,0,-1,"{}"
6735,1,47,0,0.0882931,"\int \frac{1}{5} e^{-6 x/5} \left(-75-18 x+e^{2 x} (25+4 x)\right) \, dx","Int[(-75 - 18*x + E^(2*x)*(25 + 4*x))/(5*E^((6*x)/5)),x]","3 e^{-6 x/5} x+15 e^{-6 x/5}-\frac{5}{4} e^{4 x/5}+\frac{1}{4} e^{4 x/5} (4 x+25)","e^{-x/5} \left(3 e^{-x}+e^x\right) (x+5)",1,"15/E^((6*x)/5) - (5*E^((4*x)/5))/4 + (3*x)/E^((6*x)/5) + (E^((4*x)/5)*(25 + 4*x))/4","B",8,4,27,0.1481,1,"{12, 6742, 2194, 2176}"
6736,0,0,0,8.3405289,"\int \frac{-4 x^9+8 x^9 \log (x)+\left(4 x^5+8 x^7\right) \log ^2(x)-12 x^7 \log ^3(x)+\left(-4 x^3-4 x^5\right) \log ^4(x)+4 x^5 \log ^5(x)+\left(-4 x^7+8 x^7 \log (x)+4 x^5 \log ^2(x)-12 x^5 \log ^3(x)+4 x^3 \log ^5(x)\right) \log \left(x^2\right)+\left(-6 x^7 \log (x)+12 x^7 \log ^2(x)+\left(4 x^3+6 x^5\right) \log ^3(x)-8 x^5 \log ^4(x)+\left(-6 x^5 \log (x)+12 x^5 \log ^2(x)+2 x^3 \log ^3(x)-8 x^3 \log ^4(x)\right) \log \left(x^2\right)\right) \log \left(x^2+\log \left(x^2\right)\right)+\left(-2 x^5 \log ^2(x)+4 x^5 \log ^3(x)+\left(-2 x^3 \log ^2(x)+4 x^3 \log ^3(x)\right) \log \left(x^2\right)\right) \log ^2\left(x^2+\log \left(x^2\right)\right)}{x^2 \log ^5(x)+\log ^5(x) \log \left(x^2\right)} \, dx","Int[(-4*x^9 + 8*x^9*Log[x] + (4*x^5 + 8*x^7)*Log[x]^2 - 12*x^7*Log[x]^3 + (-4*x^3 - 4*x^5)*Log[x]^4 + 4*x^5*Log[x]^5 + (-4*x^7 + 8*x^7*Log[x] + 4*x^5*Log[x]^2 - 12*x^5*Log[x]^3 + 4*x^3*Log[x]^5)*Log[x^2] + (-6*x^7*Log[x] + 12*x^7*Log[x]^2 + (4*x^3 + 6*x^5)*Log[x]^3 - 8*x^5*Log[x]^4 + (-6*x^5*Log[x] + 12*x^5*Log[x]^2 + 2*x^3*Log[x]^3 - 8*x^3*Log[x]^4)*Log[x^2])*Log[x^2 + Log[x^2]] + (-2*x^5*Log[x]^2 + 4*x^5*Log[x]^3 + (-2*x^3*Log[x]^2 + 4*x^3*Log[x]^3)*Log[x^2])*Log[x^2 + Log[x^2]]^2)/(x^2*Log[x]^5 + Log[x]^5*Log[x^2]),x]","\int \frac{-4 x^9+8 x^9 \log (x)+\left(4 x^5+8 x^7\right) \log ^2(x)-12 x^7 \log ^3(x)+\left(-4 x^3-4 x^5\right) \log ^4(x)+4 x^5 \log ^5(x)+\left(-4 x^7+8 x^7 \log (x)+4 x^5 \log ^2(x)-12 x^5 \log ^3(x)+4 x^3 \log ^5(x)\right) \log \left(x^2\right)+\left(-6 x^7 \log (x)+12 x^7 \log ^2(x)+\left(4 x^3+6 x^5\right) \log ^3(x)-8 x^5 \log ^4(x)+\left(-6 x^5 \log (x)+12 x^5 \log ^2(x)+2 x^3 \log ^3(x)-8 x^3 \log ^4(x)\right) \log \left(x^2\right)\right) \log \left(x^2+\log \left(x^2\right)\right)+\left(-2 x^5 \log ^2(x)+4 x^5 \log ^3(x)+\left(-2 x^3 \log ^2(x)+4 x^3 \log ^3(x)\right) \log \left(x^2\right)\right) \log ^2\left(x^2+\log \left(x^2\right)\right)}{x^2 \log ^5(x)+\log ^5(x) \log \left(x^2\right)} \, dx","x^2 \left(\frac{x \left(\frac{x^2}{\log (x)}+\log \left(x^2+\log \left(x^2\right)\right)\right)}{\log (x)}-x\right)^2",1,"x^4 + x^8/Log[x]^4 - (2*x^6)/Log[x]^2 + 4*Defer[Int][x^5/(Log[x]^3*(x^2 + Log[x^2])), x] + 4*Defer[Int][x^7/(Log[x]^3*(x^2 + Log[x^2])), x] - 4*Defer[Int][x^3/(Log[x]*(x^2 + Log[x^2])), x] - 4*Defer[Int][x^5/(Log[x]*(x^2 + Log[x^2])), x] - 6*Defer[Int][(x^7*Log[x^2 + Log[x^2]])/(Log[x]^4*(x^2 + Log[x^2])), x] + 12*Defer[Int][(x^7*Log[x^2 + Log[x^2]])/(Log[x]^3*(x^2 + Log[x^2])), x] + 4*Defer[Int][(x^3*Log[x^2 + Log[x^2]])/(Log[x]^2*(x^2 + Log[x^2])), x] + 6*Defer[Int][(x^5*Log[x^2 + Log[x^2]])/(Log[x]^2*(x^2 + Log[x^2])), x] - 8*Defer[Int][(x^5*Log[x^2 + Log[x^2]])/(Log[x]*(x^2 + Log[x^2])), x] - 6*Defer[Int][(x^5*Log[x^2]*Log[x^2 + Log[x^2]])/(Log[x]^4*(x^2 + Log[x^2])), x] + 12*Defer[Int][(x^5*Log[x^2]*Log[x^2 + Log[x^2]])/(Log[x]^3*(x^2 + Log[x^2])), x] + 2*Defer[Int][(x^3*Log[x^2]*Log[x^2 + Log[x^2]])/(Log[x]^2*(x^2 + Log[x^2])), x] - 8*Defer[Int][(x^3*Log[x^2]*Log[x^2 + Log[x^2]])/(Log[x]*(x^2 + Log[x^2])), x] - 2*Defer[Int][(x^3*Log[x^2 + Log[x^2]]^2)/Log[x]^3, x] + 4*Defer[Int][(x^3*Log[x^2 + Log[x^2]]^2)/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
6737,1,140,0,0.1585966,"\int \frac{201326592 e^{-1+4 e^{-1+3 x}+3 x}+64 x^3-256 e^3 x^3+384 e^6 x^3-256 e^9 x^3+64 e^{12} x^3+e^{3 e^{-1+3 x}} \left(2097152-2097152 e^3+e^{-1+3 x} \left(18874368 x-18874368 e^3 x\right)\right)+e^{2 e^{-1+3 x}} \left(196608 x-393216 e^3 x+196608 e^6 x+e^{-1+3 x} \left(589824 x^2-1179648 e^3 x^2+589824 e^6 x^2\right)\right)+e^{e^{-1+3 x}} \left(6144 x^2-18432 e^3 x^2+18432 e^6 x^2-6144 e^9 x^2+e^{-1+3 x} \left(6144 x^3-18432 e^3 x^3+18432 e^6 x^3-6144 e^9 x^3\right)\right)}{1-4 e^3+6 e^6-4 e^9+e^{12}} \, dx","Int[(201326592*E^(-1 + 4*E^(-1 + 3*x) + 3*x) + 64*x^3 - 256*E^3*x^3 + 384*E^6*x^3 - 256*E^9*x^3 + 64*E^12*x^3 + E^(3*E^(-1 + 3*x))*(2097152 - 2097152*E^3 + E^(-1 + 3*x)*(18874368*x - 18874368*E^3*x)) + E^(2*E^(-1 + 3*x))*(196608*x - 393216*E^3*x + 196608*E^6*x + E^(-1 + 3*x)*(589824*x^2 - 1179648*E^3*x^2 + 589824*E^6*x^2)) + E^E^(-1 + 3*x)*(6144*x^2 - 18432*E^3*x^2 + 18432*E^6*x^2 - 6144*E^9*x^2 + E^(-1 + 3*x)*(6144*x^3 - 18432*E^3*x^3 + 18432*E^6*x^3 - 6144*E^9*x^3)))/(1 - 4*E^3 + 6*E^6 - 4*E^9 + E^12),x]","16 x^4+\frac{2048 e^{e^{3 x-1}} \left(-e^9 x^3+3 e^6 x^3-3 e^3 x^3+x^3\right)}{\left(1-e^3\right)^4}+\frac{98304 e^{2 e^{3 x-1}} \left(e^6 x^2-2 e^3 x^2+x^2\right)}{\left(1-e^3\right)^4}+\frac{2097152 e^{3 e^{3 x-1}} x}{\left(1-e^3\right)^3}+\frac{16777216 e^{4 e^{3 x-1}}}{\left(1-e^3\right)^4}","\left(2 x+\frac{64 e^{e^{3 x-1}}}{1-e^3}\right)^4",1,"(16777216*E^(4*E^(-1 + 3*x)))/(1 - E^3)^4 + (2097152*E^(3*E^(-1 + 3*x))*x)/(1 - E^3)^3 + 16*x^4 + (98304*E^(2*E^(-1 + 3*x))*(x^2 - 2*E^3*x^2 + E^6*x^2))/(1 - E^3)^4 + (2048*E^E^(-1 + 3*x)*(x^3 - 3*E^3*x^3 + 3*E^6*x^3 - E^9*x^3))/(1 - E^3)^4","B",16,5,252,0.01984,1,"{6, 12, 2282, 2194, 2288}"
6738,1,31,0,0.1755697,"\int \frac{-1+4 x-2 x^2+\left(-6 x+6 x^2+8 x^3-4 x^4\right) \log (3)+\left(-1+x+\left(-3 x+2 x^3\right) \log (3)\right) \log \left(x-x^2+\left(3 x^2-2 x^4\right) \log (3)\right)}{\left(x^2-x^3+\left(3 x^3-2 x^5\right) \log (3)+\left(-x+x^2+\left(-3 x^2+2 x^4\right) \log (3)\right) \log \left(x-x^2+\left(3 x^2-2 x^4\right) \log (3)\right)\right) \log \left(x^2-x \log \left(x-x^2+\left(3 x^2-2 x^4\right) \log (3)\right)\right)} \, dx","Int[(-1 + 4*x - 2*x^2 + (-6*x + 6*x^2 + 8*x^3 - 4*x^4)*Log[3] + (-1 + x + (-3*x + 2*x^3)*Log[3])*Log[x - x^2 + (3*x^2 - 2*x^4)*Log[3]])/((x^2 - x^3 + (3*x^3 - 2*x^5)*Log[3] + (-x + x^2 + (-3*x^2 + 2*x^4)*Log[3])*Log[x - x^2 + (3*x^2 - 2*x^4)*Log[3]])*Log[x^2 - x*Log[x - x^2 + (3*x^2 - 2*x^4)*Log[3]]]),x]","\log \left(\log \left(x^2-x \log \left(-x^2+\left(3 x^2-2 x^4\right) \log (3)+x\right)\right)\right)","\log \left(\log \left(x \left(x-\log \left(x-x \left(\left(2 x-\frac{3}{x}\right) x^2 \log (3)+x\right)\right)\right)\right)\right)",1,"Log[Log[x^2 - x*Log[x - x^2 + (3*x^2 - 2*x^4)*Log[3]]]]","A",1,1,172,0.005814,1,"{6684}"
6739,1,33,0,0.2825478,"\int \frac{108-180 x+180 x^2-84 x^3+12 x^4+e^5 \left(-36+72 x-60 x^2+24 x^3-4 x^4\right)+e^5 \left(18-36 x+30 x^2-12 x^3+2 x^4\right) \log (2)}{27 x-54 x^2+45 x^3-18 x^4+3 x^5} \, dx","Int[(108 - 180*x + 180*x^2 - 84*x^3 + 12*x^4 + E^5*(-36 + 72*x - 60*x^2 + 24*x^3 - 4*x^4) + E^5*(18 - 36*x + 30*x^2 - 12*x^3 + 2*x^4)*Log[2])/(27*x - 54*x^2 + 45*x^3 - 18*x^4 + 3*x^5),x]","\frac{4 x}{x^2-3 x+3}+\frac{2}{3} \left(6-e^5 (2-\log (2))\right) \log (x)","\left(2-\frac{1}{3} e^5 (2-\log (2))\right) \log \left(x^2\right)+\frac{4}{x+\frac{x+3}{x}-4}",1,"(4*x)/(3 - 3*x + x^2) + (2*(6 - E^5*(2 - Log[2]))*Log[x])/3","A",7,4,97,0.04124,1,"{2074, 638, 618, 204}"
6740,1,25,0,1.4442333,"\int e^{-e^{x^3}} \left(e^{20 e^{400-e^{x^3}-39 x+x^2}} \left(-120 e^{400-39 x+x^2+x^3} x^2+e^{400-39 x+x^2} (-1560+80 x)\right)+e^{40 e^{400-e^{x^3}-39 x+x^2}} \left(-120 e^{400-39 x+x^2+x^3} x^2+e^{400-39 x+x^2} (-1560+80 x)\right)\right) \, dx","Int[(E^(20*E^(400 - E^x^3 - 39*x + x^2))*(-120*E^(400 - 39*x + x^2 + x^3)*x^2 + E^(400 - 39*x + x^2)*(-1560 + 80*x)) + E^(40*E^(400 - E^x^3 - 39*x + x^2))*(-120*E^(400 - 39*x + x^2 + x^3)*x^2 + E^(400 - 39*x + x^2)*(-1560 + 80*x)))/E^E^x^3,x]","\left(e^{20 e^{-e^{x^3}+x^2-39 x+400}}+1\right)^2","\left(e^{20 e^{-e^{x^3}+(20-x)^2+x}}+1\right)^2",1,"(1 + E^(20*E^(400 - E^x^3 - 39*x + x^2)))^2","A",3,3,125,0.02400,1,"{6688, 12, 6686}"
6741,-1,0,0,180.0033043,"\int \frac{e^{x^4 \log ^2\left(\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2}\right)} \left(\left(-10 x^5+20 x^6-10 x^7+\sqrt[5]{\frac{1}{x}} \left(12 x^3-22 x^4\right)\right) \log \left(\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2}\right)+\left(-20 x^5+40 x^6-20 x^7+\sqrt[5]{\frac{1}{x}} \left(-20 x^3+20 x^4\right)\right) \log ^2\left(\frac{\sqrt[5]{\frac{1}{x}}+x^2-x^3}{-x+x^2}\right)\right)}{-5 x^2+10 x^3-5 x^4+\sqrt[5]{\frac{1}{x}} (-5+5 x)} \, dx","Int[(E^(x^4*Log[((x^(-1))^(1/5) + x^2 - x^3)/(-x + x^2)]^2)*((-10*x^5 + 20*x^6 - 10*x^7 + (x^(-1))^(1/5)*(12*x^3 - 22*x^4))*Log[((x^(-1))^(1/5) + x^2 - x^3)/(-x + x^2)] + (-20*x^5 + 40*x^6 - 20*x^7 + (x^(-1))^(1/5)*(-20*x^3 + 20*x^4))*Log[((x^(-1))^(1/5) + x^2 - x^3)/(-x + x^2)]^2))/(-5*x^2 + 10*x^3 - 5*x^4 + (x^(-1))^(1/5)*(-5 + 5*x)),x]","\text{\$Aborted}","e^{x^4 \log ^2\left(\frac{\sqrt[5]{\frac{1}{x}}}{x^2-x}-x\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6742,0,0,0,0.1733276,"\int \frac{20+25 e^x+5 x}{e^x+x} \, dx","Int[(20 + 25*E^x + 5*x)/(E^x + x),x]","\int \frac{20+25 e^x+5 x}{e^x+x} \, dx","x+x \left(\frac{5 \left(2 \log \left(\frac{1}{4} \left(x+e^x\right)^2\right)-3\right)}{x}+4\right)",1,"25*x + 20*Defer[Int][(E^x + x)^(-1), x] - 20*Defer[Int][x/(E^x + x), x]","F",0,0,0,0,-1,"{}"
6743,1,25,0,0.0631317,"\int \left(-2+e^{1+2 x+x^2} \left(-2-4 x-4 x^2\right)\right) \, dx","Int[-2 + E^(1 + 2*x + x^2)*(-2 - 4*x - 4*x^2),x]","-2 x+2 e^{(x+1)^2}-2 e^{(x+1)^2} (x+1)","-2 e^{(x+1)^2} x-2 x+4",1,"2*E^(1 + x)^2 - 2*x - 2*E^(1 + x)^2*(1 + x)","A",8,5,23,0.2174,1,"{2227, 2226, 2204, 2209, 2212}"
6744,1,179,0,0.2648871,"\int \frac{48 x^2+e^3 \left(80 x-24 x^2\right)+e^6 \left(25-20 x+3 x^2\right)+\left(e^3 (40-16 x)+64 x\right) \log (4)+16 \log ^2(4)+e^{9+e^{x^2}} \left(-24 x^2+e^3 \left(-20 x+6 x^2\right)+\left(-32 x+e^3 (-10+4 x)\right) \log (4)-8 \log ^2(4)+e^{x^2} \left(-16 x^4+e^3 \left(-20 x^3+4 x^4\right)+\left(-32 x^3+e^3 \left(-20 x^2+4 x^3\right)\right) \log (4)-16 x^2 \log ^2(4)\right)\right)+e^{18+2 e^{x^2}} \left(3 x^2+4 x \log (4)+\log ^2(4)+e^{x^2} \left(4 x^4+8 x^3 \log (4)+4 x^2 \log ^2(4)\right)\right)}{e^6} \, dx","Int[(48*x^2 + E^3*(80*x - 24*x^2) + E^6*(25 - 20*x + 3*x^2) + (E^3*(40 - 16*x) + 64*x)*Log[4] + 16*Log[4]^2 + E^(9 + E^x^2)*(-24*x^2 + E^3*(-20*x + 6*x^2) + (-32*x + E^3*(-10 + 4*x))*Log[4] - 8*Log[4]^2 + E^x^2*(-16*x^4 + E^3*(-20*x^3 + 4*x^4) + (-32*x^3 + E^3*(-20*x^2 + 4*x^3))*Log[4] - 16*x^2*Log[4]^2)) + E^(18 + 2*E^x^2)*(3*x^2 + 4*x*Log[4] + Log[4]^2 + E^x^2*(4*x^4 + 8*x^3*Log[4] + 4*x^2*Log[4]^2)))/E^6,x]","-\frac{8 x^3}{e^3}+\frac{16 x^3}{e^6}+x^3+\frac{40 x^2}{e^3}-10 x^2+\frac{e^{2 e^{x^2}+12} \left(x^4+2 x^3 \log (4)+x^2 \log ^2(4)\right)}{x}-\frac{2 e^{e^{x^2}+3} \left(4 x^4+4 x^2 \log ^2(4)+e^3 \left(5 x^3-x^4\right)+\left(8 x^3+e^3 \left(5 x^2-x^3\right)\right) \log (4)\right)}{x}+25 x+\frac{16 x \log ^2(4)}{e^6}+\frac{2 \left(e^3 (5-2 x)+8 x\right)^2 \log (4)}{e^6 \left(4-e^3\right)}","x \left(\frac{\left(e^{e^{x^2}+9}-4\right) (x+\log (4))}{e^3}+x-5\right)^2",1,"25*x - 10*x^2 + (40*x^2)/E^3 + x^3 + (16*x^3)/E^6 - (8*x^3)/E^3 + (2*(E^3*(5 - 2*x) + 8*x)^2*Log[4])/(E^6*(4 - E^3)) + (16*x*Log[4]^2)/E^6 + (E^(12 + 2*E^x^2)*(x^4 + 2*x^3*Log[4] + x^2*Log[4]^2))/x - (2*E^(3 + E^x^2)*(4*x^4 + E^3*(5*x^3 - x^4) + (8*x^3 + E^3*(5*x^2 - x^3))*Log[4] + 4*x^2*Log[4]^2))/x","B",6,2,225,0.008889,1,"{12, 2288}"
6745,1,43,0,0.6824764,"\int \frac{\exp \left(\frac{15-3 x^2+x \log \left(\frac{1}{16} \left(16+8 e^x x+e^{2 x} x^2\right)\right)}{3 x}\right) \left(-60-12 x^2+e^x \left(-15 x+2 x^2-x^3\right)\right)}{12 x^2+3 e^x x^3} \, dx","Int[(E^((15 - 3*x^2 + x*Log[(16 + 8*E^x*x + E^(2*x)*x^2)/16])/(3*x))*(-60 - 12*x^2 + E^x*(-15*x + 2*x^2 - x^3)))/(12*x^2 + 3*E^x*x^3),x]","\frac{e^{\frac{5-x^2}{x}} \sqrt[3]{e^{2 x} x^2+8 e^x x+16}}{2 \sqrt[3]{2}}","e^{\frac{5}{x}-x} \sqrt[3]{\left(\frac{e^x x}{4}+1\right)^2}",1,"(E^((5 - x^2)/x)*(16 + 8*E^x*x + E^(2*x)*x^2)^(1/3))/(2*2^(1/3))","A",1,1,82,0.01220,1,"{6706}"
6746,1,20,0,0.1551626,"\int \frac{e^{-x} \left(e^{3-x} (1+2 x)+e^x \left(x^2+e^4 x^2\right)\right)}{x^2} \, dx","Int[(E^(3 - x)*(1 + 2*x) + E^x*(x^2 + E^4*x^2))/(E^x*x^2),x]","\left(1+e^4\right) x-\frac{e^{3-2 x}}{x}","e^4 x+x-\frac{e^{3-2 x}}{x}+6",1,"-(E^(3 - 2*x)/x) + (1 + E^4)*x","A",3,2,38,0.05263,1,"{6688, 2197}"
6747,1,19,0,0.1710558,"\int \frac{e^{\frac{-12+28 x+11 x^2}{12 x}} \left(12+11 x^2\right)}{12 x^2} \, dx","Int[(E^((-12 + 28*x + 11*x^2)/(12*x))*(12 + 11*x^2))/(12*x^2),x]","e^{-\frac{-11 x^2-28 x+12}{12 x}}","e^{\frac{x^2+\frac{1}{3} \left(-\frac{x^2}{4}+x-3\right)+2 x}{x}}",1,"E^(-1/12*(12 - 28*x - 11*x^2)/x)","A",2,2,33,0.06061,1,"{12, 6706}"
6748,0,0,0,7.3205392,"\int \frac{e^{-\frac{e^{16}}{x}-\frac{6 e^{-\frac{e^{16}}{x}}}{x}} \left(-24 e^{16} x+24 x^2+2 e^{8+\frac{e^{16}}{x}+\frac{6 e^{-\frac{e^{16}}{x}}}{x}+2 x} x^2+8 e^{\frac{e^{16}}{x}} x^3+e^{\frac{3 e^{-\frac{e^{16}}{x}}}{x}} \left(e^{4+x} \left(-12 e^{16}+12 x\right)+e^{4+\frac{e^{16}}{x}+x} \left(4 x^2+4 x^3\right)\right)\right)}{x^2} \, dx","Int[(E^(-(E^16/x) - 6/(E^(E^16/x)*x))*(-24*E^16*x + 24*x^2 + 2*E^(8 + E^16/x + 6/(E^(E^16/x)*x) + 2*x)*x^2 + 8*E^(E^16/x)*x^3 + E^(3/(E^(E^16/x)*x))*(E^(4 + x)*(-12*E^16 + 12*x) + E^(4 + E^16/x + x)*(4*x^2 + 4*x^3))))/x^2,x]","\int \frac{e^{-\frac{e^{16}}{x}-\frac{6 e^{-\frac{e^{16}}{x}}}{x}} \left(-24 e^{16} x+24 x^2+2 e^{8+\frac{e^{16}}{x}+\frac{6 e^{-\frac{e^{16}}{x}}}{x}+2 x} x^2+8 e^{\frac{e^{16}}{x}} x^3+e^{\frac{3 e^{-\frac{e^{16}}{x}}}{x}} \left(e^{4+x} \left(-12 e^{16}+12 x\right)+e^{4+\frac{e^{16}}{x}+x} \left(4 x^2+4 x^3\right)\right)\right)}{x^2} \, dx","\left(2 e^{-\frac{3 e^{-\frac{e^{16}}{x}}}{x}} x+e^{x+4}\right)^2",1,"E^(8 + 2*x) + 24*Defer[Int][E^(-(E^16/x) - 6/(E^(E^16/x)*x)), x] + 4*Defer[Int][E^(4 - 3/(E^(E^16/x)*x) + x), x] - 12*Defer[Int][E^(20 - E^16/x - 3/(E^(E^16/x)*x) + x)/x^2, x] + 12*Defer[Int][E^(4 - E^16/x - 3/(E^(E^16/x)*x) + x)/x, x] + 8*Defer[Int][x/E^(6/(E^(E^16/x)*x)), x] + 4*Defer[Int][E^(4 - 3/(E^(E^16/x)*x) + x)*x, x] + 24*Defer[Subst][Defer[Int][E^(16 - E^16*x - (6*x)/E^(E^16*x))/x, x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
6749,1,17,0,0.0113899,"\int \frac{75+58 x+10 x^2}{20+5 x} \, dx","Int[(75 + 58*x + 10*x^2)/(20 + 5*x),x]","x^2+\frac{18 x}{5}+\frac{3}{5} \log (x+4)","x^2+\frac{3}{5} (6 x+\log (x+4)-3)",1,"(18*x)/5 + x^2 + (3*Log[4 + x])/5","A",2,1,18,0.05556,1,"{698}"
6750,0,0,0,1.707933,"\int \frac{-3+e^{-7+2 x-2 x^3} \left(1-2 x+6 x^3\right)}{9+e^{-14+4 x-4 x^3}-6 e^{-7+2 x-2 x^3}} \, dx","Int[(-3 + E^(-7 + 2*x - 2*x^3)*(1 - 2*x + 6*x^3))/(9 + E^(-14 + 4*x - 4*x^3) - 6*E^(-7 + 2*x - 2*x^3)),x]","\int \frac{-3+e^{-7+2 x-2 x^3} \left(1-2 x+6 x^3\right)}{9+e^{-14+4 x-4 x^3}-6 e^{-7+2 x-2 x^3}} \, dx","\frac{x}{e^{2 \left(x-x^3\right)-7}-3}",1,"-1/3*x + Defer[Int][E^(2*x)/(E^(2*x) - 3*E^(7 + 2*x^3)), x]/3 - (2*Defer[Int][(E^(4*x)*x)/(E^(2*x) - 3*E^(7 + 2*x^3))^2, x])/3 + (2*Defer[Int][(E^(2*x)*x)/(E^(2*x) - 3*E^(7 + 2*x^3)), x])/3 + 2*Defer[Int][(E^(4*x)*x^3)/(E^(2*x) - 3*E^(7 + 2*x^3))^2, x] - 2*Defer[Int][(E^(2*x)*x^3)/(E^(2*x) - 3*E^(7 + 2*x^3)), x]","F",0,0,0,0,-1,"{}"
6751,1,18,0,0.0498189,"\int \frac{-34-8 x-x^2+e^5 \left(16+8 x+x^2\right)}{-16-8 x-x^2+e^5 \left(16+8 x+x^2\right)} \, dx","Int[(-34 - 8*x - x^2 + E^5*(16 + 8*x + x^2))/(-16 - 8*x - x^2 + E^5*(16 + 8*x + x^2)),x]","x-\frac{18}{\left(1-e^5\right) (x+4)}","x-\frac{2 (5-x)}{\left(1-e^5\right) (x+4)}",1,"x - 18/((1 - E^5)*(4 + x))","A",5,4,47,0.08511,1,"{1984, 27, 12, 683}"
6752,0,0,0,0.2938482,"\int \frac{-1-x+e^{3+2 x+4 e^{2 x} x^2} \left(40 x^2+40 x^3\right)-\log (4)+x \log \left(\frac{5}{x}\right)}{5 x} \, dx","Int[(-1 - x + E^(3 + 2*x + 4*E^(2*x)*x^2)*(40*x^2 + 40*x^3) - Log[4] + x*Log[5/x])/(5*x),x]","\int \frac{-1-x+e^{3+2 x+4 e^{2 x} x^2} \left(40 x^2+40 x^3\right)-\log (4)+x \log \left(\frac{5}{x}\right)}{5 x} \, dx","e^{4 e^{2 x} x^2+3}+\frac{1}{5} (x+1+\log (4)) \log \left(\frac{5}{x}\right)",1,"(x*Log[5/x])/5 - ((1 + Log[4])*Log[x])/5 + 8*Defer[Int][E^(3 + 2*x + 4*E^(2*x)*x^2)*x, x] + 8*Defer[Int][E^(3 + 2*x + 4*E^(2*x)*x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
6753,1,10,0,0.0060211,"\int \frac{2+3 x}{1+x} \, dx","Int[(2 + 3*x)/(1 + x),x]","3 x-\log (x+1)","3 (x+5)-\log \left(\frac{x+1}{3}\right)-5",1,"3*x - Log[1 + x]","A",2,1,11,0.09091,1,"{43}"
6754,1,22,0,0.2676381,"\int \frac{225-225 \log (x)-\log ^2(x)}{50625 e x^2+450 e x^2 \log (x)+e x^2 \log ^2(x)} \, dx","Int[(225 - 225*Log[x] - Log[x]^2)/(50625*E*x^2 + 450*E*x^2*Log[x] + E*x^2*Log[x]^2),x]","\frac{1}{e x}-\frac{225}{e x (\log (x)+225)}","\frac{1}{e \left(x+\frac{225 x}{\log (x)}\right)}",1,"1/(E*x) - 225/(E*x*(225 + Log[x]))","A",9,6,39,0.1538,1,"{6688, 12, 6742, 2306, 2309, 2178}"
6755,0,0,0,6.4370339,"\int \frac{\exp \left(\frac{1+5 x+x^2+e^x (5+x)+\left(e^x+x\right) \log (x)}{e^x+x}\right) \left(e^{2 x} (2+2 x) \log (3)+e^x \left(2 x+4 x^2\right) \log (3)+\left(-2 x+2 x^2+2 x^3\right) \log (3)\right)}{3 e^{2 x} x+6 e^x x^2+3 x^3} \, dx","Int[(E^((1 + 5*x + x^2 + E^x*(5 + x) + (E^x + x)*Log[x])/(E^x + x))*(E^(2*x)*(2 + 2*x)*Log[3] + E^x*(2*x + 4*x^2)*Log[3] + (-2*x + 2*x^2 + 2*x^3)*Log[3]))/(3*E^(2*x)*x + 6*E^x*x^2 + 3*x^3),x]","\int \frac{\exp \left(\frac{1+5 x+x^2+e^x (5+x)+\left(e^x+x\right) \log (x)}{e^x+x}\right) \left(e^{2 x} (2+2 x) \log (3)+e^x \left(2 x+4 x^2\right) \log (3)+\left(-2 x+2 x^2+2 x^3\right) \log (3)\right)}{3 e^{2 x} x+6 e^x x^2+3 x^3} \, dx","\frac{2}{3} e^{x+\frac{1}{x+e^x}+5} x \log (3)+4",1,"(2*Log[3]*Defer[Int][E^((1 + 5*x + x^2 + E^x*(5 + x))/(E^x + x)), x])/3 + (2*Log[3]*Defer[Int][E^((1 + 5*x + x^2 + E^x*(5 + x))/(E^x + x))*x, x])/3 - (2*Log[3]*Defer[Int][(E^((1 + 5*x + x^2 + E^x*(5 + x))/(E^x + x))*x)/(E^x + x)^2, x])/3 + (2*Log[3]*Defer[Int][(E^((1 + 5*x + x^2 + E^x*(5 + x))/(E^x + x))*x^2)/(E^x + x)^2, x])/3 - (2*Log[3]*Defer[Int][(E^((1 + 5*x + x^2 + E^x*(5 + x))/(E^x + x))*x)/(E^x + x), x])/3","F",0,0,0,0,-1,"{}"
6756,1,20,0,5.7361441,"\int \frac{20-3 x^2+8 x^3+\left(20-32 x+3 x^2-4 x^3\right) \log \left(\frac{-20+32 x-3 x^2+4 x^3}{4 x}\right)}{-20 x^2+32 x^3-3 x^4+4 x^5} \, dx","Int[(20 - 3*x^2 + 8*x^3 + (20 - 32*x + 3*x^2 - 4*x^3)*Log[(-20 + 32*x - 3*x^2 + 4*x^3)/(4*x)])/(-20*x^2 + 32*x^3 - 3*x^4 + 4*x^5),x]","\frac{\log \left(x^2-\frac{3 x}{4}-\frac{5}{x}+8\right)}{x}","\frac{\log \left((x-2) x+\frac{5 x}{4}-\frac{5}{x}+8\right)}{x}+5",1,"Log[8 - 5/x - (3*x)/4 + x^2]/x","A",26,11,75,0.1467,1,"{6741, 6742, 2100, 2081, 2079, 800, 634, 618, 204, 628, 2525}"
6757,1,17,0,0.0033564,"\int \frac{-12 e^2-24 x \log (3)}{\log (3)} \, dx","Int[(-12*E^2 - 24*x*Log[3])/Log[3],x]","-\frac{3 \left(2 x \log (3)+e^2\right)^2}{\log ^2(3)}","-12 x \left(x+\frac{e^2}{\log (3)}\right)",1,"(-3*(E^2 + 2*x*Log[3])^2)/Log[3]^2","A",1,1,16,0.06250,1,"{9}"
6758,0,0,0,0.8756681,"\int \frac{x+(4+8 x) \log \left(\frac{2+4 x}{x}\right)}{(16+32 x) \log \left(\frac{2+4 x}{x}\right)+\left(8 x+16 x^2\right) \log \left(\frac{2+4 x}{x}\right) \log \left(\log \left(\frac{2+4 x}{x}\right)\right)+\left(x^2+2 x^3\right) \log \left(\frac{2+4 x}{x}\right) \log ^2\left(\log \left(\frac{2+4 x}{x}\right)\right)} \, dx","Int[(x + (4 + 8*x)*Log[(2 + 4*x)/x])/((16 + 32*x)*Log[(2 + 4*x)/x] + (8*x + 16*x^2)*Log[(2 + 4*x)/x]*Log[Log[(2 + 4*x)/x]] + (x^2 + 2*x^3)*Log[(2 + 4*x)/x]*Log[Log[(2 + 4*x)/x]]^2),x]","\int \frac{x+(4+8 x) \log \left(\frac{2+4 x}{x}\right)}{(16+32 x) \log \left(\frac{2+4 x}{x}\right)+\left(8 x+16 x^2\right) \log \left(\frac{2+4 x}{x}\right) \log \left(\log \left(\frac{2+4 x}{x}\right)\right)+\left(x^2+2 x^3\right) \log \left(\frac{2+4 x}{x}\right) \log ^2\left(\log \left(\frac{2+4 x}{x}\right)\right)} \, dx","\frac{x}{x \log \left(\log \left(\frac{2}{x}+4\right)\right)+4}-1",1,"4*Defer[Int][(4 + x*Log[Log[4 + 2/x]])^(-2), x] + Defer[Int][1/(Log[4 + 2/x]*(4 + x*Log[Log[4 + 2/x]])^2), x]/2 - Defer[Int][1/((1 + 2*x)*Log[4 + 2/x]*(4 + x*Log[Log[4 + 2/x]])^2), x]/2","F",0,0,0,0,-1,"{}"
6759,1,15,0,0.0326806,"\int -\frac{4 e^{16}}{(5+5 x) \log ^2(-1-x)} \, dx","Int[(-4*E^16)/((5 + 5*x)*Log[-1 - x]^2),x]","\frac{4 e^{16}}{5 \log (-x-1)}","\frac{4 e^{16}}{5 \log (-x-1)}",1,"(4*E^16)/(5*Log[-1 - x])","A",5,4,20,0.2000,1,"{12, 2390, 2302, 30}"
6760,1,81,0,0.1680871,"\int \frac{e^{-x} \left(-1461+852 x+37 x^2-26 x^3-2 x^4+e^2 \left(324-9 x-14 x^2-x^3\right)\right)}{81+18 x+x^2} \, dx","Int[(-1461 + 852*x + 37*x^2 - 26*x^3 - 2*x^4 + E^2*(324 - 9*x - 14*x^2 - x^3))/(E^x*(81 + 18*x + x^2)),x]","2 e^{-x} x^2+4 e^{-x} x-\left(10-e^2\right) e^{-x} x+4 e^{-x}+\frac{300 e^{-x}}{x+9}-\left(19+4 e^2\right) e^{-x}-\left(10-e^2\right) e^{-x}","e^{-x} (3-x) \left(-2 x+\frac{25}{x+9}-e^2\right)",1,"4/E^x - (10 - E^2)/E^x - (19 + 4*E^2)/E^x + (4*x)/E^x - ((10 - E^2)*x)/E^x + (2*x^2)/E^x + 300/(E^x*(9 + x))","B",12,6,55,0.1091,1,"{27, 2199, 2194, 2176, 2177, 2178}"
6761,0,0,0,0.7157744,"\int \frac{e^{10} (-4-3 x)-e^{10} x \log (\log (3))+\left(e^{10} (5+15 x)+5 e^{10} x \log (\log (3))\right) \log \left(\frac{1+3 x+x \log (\log (3))}{x}\right)+\left(e^{10} (-4-12 x)-4 e^{10} x \log (\log (3))\right) \log ^2\left(\frac{1+3 x+x \log (\log (3))}{x}\right)}{x^2+3 x^3+x^3 \log (\log (3))+\left(-8 x^2-24 x^3-8 x^3 \log (\log (3))\right) \log \left(\frac{1+3 x+x \log (\log (3))}{x}\right)+\left(16 x^2+48 x^3+16 x^3 \log (\log (3))\right) \log ^2\left(\frac{1+3 x+x \log (\log (3))}{x}\right)} \, dx","Int[(E^10*(-4 - 3*x) - E^10*x*Log[Log[3]] + (E^10*(5 + 15*x) + 5*E^10*x*Log[Log[3]])*Log[(1 + 3*x + x*Log[Log[3]])/x] + (E^10*(-4 - 12*x) - 4*E^10*x*Log[Log[3]])*Log[(1 + 3*x + x*Log[Log[3]])/x]^2)/(x^2 + 3*x^3 + x^3*Log[Log[3]] + (-8*x^2 - 24*x^3 - 8*x^3*Log[Log[3]])*Log[(1 + 3*x + x*Log[Log[3]])/x] + (16*x^2 + 48*x^3 + 16*x^3*Log[Log[3]])*Log[(1 + 3*x + x*Log[Log[3]])/x]^2),x]","\int \frac{e^{10} (-4-3 x)-e^{10} x \log (\log (3))+\left(e^{10} (5+15 x)+5 e^{10} x \log (\log (3))\right) \log \left(\frac{1+3 x+x \log (\log (3))}{x}\right)+\left(e^{10} (-4-12 x)-4 e^{10} x \log (\log (3))\right) \log ^2\left(\frac{1+3 x+x \log (\log (3))}{x}\right)}{x^2+3 x^3+x^3 \log (\log (3))+\left(-8 x^2-24 x^3-8 x^3 \log (\log (3))\right) \log \left(\frac{1+3 x+x \log (\log (3))}{x}\right)+\left(16 x^2+48 x^3+16 x^3 \log (\log (3))\right) \log ^2\left(\frac{1+3 x+x \log (\log (3))}{x}\right)} \, dx","\frac{e^{10}}{x \left(4-\frac{3}{1-\log \left(\frac{1}{x}+3+\log (\log (3))\right)}\right)}",1,"E^10/(4*x) + (3*E^10*(3 + x^(-1) + Log[Log[3]]))/(4*(1 - 4*Log[3 + x^(-1) + Log[Log[3]]])) + 3*E^10*(3 + Log[Log[3]])*Defer[Int][1/(x*(1 - 4*Log[3 + x^(-1) + Log[Log[3]]])^2), x] + 3*E^10*(3 + Log[Log[3]])^2*Defer[Int][1/((-1 + x*(-3 - Log[Log[3]]))*(1 - 4*Log[3 + x^(-1) + Log[Log[3]]])^2), x]","F",0,0,0,0,-1,"{}"
6762,1,89,0,0.1803066,"\int \frac{1}{875} \left(-500-240 x+e^{\frac{2}{25} \left(4 x^2-4 x^3+x^4\right)} \left(80 x-120 x^2+40 x^3\right)+e^{\frac{1}{25} \left(4 x^2-4 x^3+x^4\right)} \left(50+16 x^2-24 x^3+8 x^4\right)\right) \, dx","Int[(-500 - 240*x + E^((2*(4*x^2 - 4*x^3 + x^4))/25)*(80*x - 120*x^2 + 40*x^3) + E^((4*x^2 - 4*x^3 + x^4)/25)*(50 + 16*x^2 - 24*x^3 + 8*x^4))/875,x]","-\frac{24 x^2}{175}+\frac{1}{7} e^{\frac{2}{25} \left(x^4-4 x^3+4 x^2\right)}+\frac{2 e^{\frac{1}{25} \left(x^4-4 x^3+4 x^2\right)} \left(x^4-3 x^3+2 x^2\right)}{35 \left(x^3-3 x^2+2 x\right)}-\frac{4 x}{7}","\frac{1}{7} \left(\frac{\left(e^{\frac{1}{25} (x-2)^2 x^2}+\frac{x}{5}\right)^2}{x}-x-4\right) x",1,"E^((2*(4*x^2 - 4*x^3 + x^4))/25)/7 - (4*x)/7 - (24*x^2)/175 + (2*E^((4*x^2 - 4*x^3 + x^4)/25)*(2*x^2 - 3*x^3 + x^4))/(35*(2*x - 3*x^2 + x^3))","B",5,4,82,0.04878,1,"{12, 1594, 6706, 2288}"
6763,0,0,0,4.6961754,"\int \frac{\exp \left(\frac{e^2 \left(20 x-21 x^2+x^3\right)+e^2 (-20+x) \log (x)}{-97+4 x}\right) \left(e^2 \left(1940-2117 x+4078 x^2-375 x^3+8 x^4\right)-17 e^2 x \log (x)\right)}{9409 x-776 x^2+16 x^3} \, dx","Int[(E^((E^2*(20*x - 21*x^2 + x^3) + E^2*(-20 + x)*Log[x])/(-97 + 4*x))*(E^2*(1940 - 2117*x + 4078*x^2 - 375*x^3 + 8*x^4) - 17*E^2*x*Log[x]))/(9409*x - 776*x^2 + 16*x^3),x]","\int \frac{\exp \left(\frac{e^2 \left(20 x-21 x^2+x^3\right)+e^2 (-20+x) \log (x)}{-97+4 x}\right) \left(e^2 \left(1940-2117 x+4078 x^2-375 x^3+8 x^4\right)-17 e^2 x \log (x)\right)}{9409 x-776 x^2+16 x^3} \, dx","e^{\frac{e^2 ((x-1) x+\log (x))}{5-\frac{3-x}{20-x}}}",1,"(13*Defer[Int][E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x)), x])/16 + (20*Defer[Int][E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x))/x, x])/97 + Defer[Int][E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x))*x, x]/2 - (153357*Defer[Int][E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x))/(-97 + 4*x)^2, x])/16 + (17*Defer[Int][E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x))/(-97 + 4*x), x])/97 - 17*Defer[Int][(E^(2 + (E^2*(-20 + x)*(-x + x^2 + Log[x]))/(-97 + 4*x))*Log[x])/(-97 + 4*x)^2, x]","F",0,0,0,0,-1,"{}"
6764,0,0,0,3.081841,"\int \frac{e^x (3+3 x)+e^{x-2 e x+2 e^4 x} \left(-x^2+x^3+2 e x^3-2 e^4 x^3\right)}{9+6 e^{-2 e x+2 e^4 x} x^2+e^{-4 e x+4 e^4 x} x^4} \, dx","Int[(E^x*(3 + 3*x) + E^(x - 2*E*x + 2*E^4*x)*(-x^2 + x^3 + 2*E*x^3 - 2*E^4*x^3))/(9 + 6*E^(-2*E*x + 2*E^4*x)*x^2 + E^(-4*E*x + 4*E^4*x)*x^4),x]","\int \frac{e^x (3+3 x)+e^{x-2 e x+2 e^4 x} \left(-x^2+x^3+2 e x^3-2 e^4 x^3\right)}{9+6 e^{-2 e x+2 e^4 x} x^2+e^{-4 e x+4 e^4 x} x^4} \, dx","\frac{e^x x}{e^{2 \left(1-e+e^4\right) x-2 x} x^2+3}+1",1,"6*Defer[Int][E^((1 + 4*E)*x)/(3*E^(2*E*x) + E^(2*E^4*x)*x^2)^2, x] - 6*(1 - E^3)*Defer[Int][(E^(1 + (1 + 4*E)*x)*x)/(3*E^(2*E*x) + E^(2*E^4*x)*x^2)^2, x] - Defer[Int][E^((1 + 2*E)*x)/(3*E^(2*E*x) + E^(2*E^4*x)*x^2), x] + (1 + 2*E - 2*E^4)*Defer[Int][(E^((1 + 2*E)*x)*x)/(3*E^(2*E*x) + E^(2*E^4*x)*x^2), x]","F",0,0,0,0,-1,"{}"
6765,1,14,0,0.1809287,"\int \frac{-36-703125 x^3 \log ^5(x)}{15625 x \log ^5(x)} \, dx","Int[(-36 - 703125*x^3*Log[x]^5)/(15625*x*Log[x]^5),x]","\frac{9}{15625 \log ^4(x)}-15 x^3","\frac{9}{15625 \log ^4(x)}-15 x^3",1,"-15*x^3 + 9/(15625*Log[x]^4)","A",7,5,22,0.2273,1,"{12, 6741, 6742, 2302, 30}"
6766,1,42,0,0.1546101,"\int \frac{-8 e^{e^6}-32 x^2+\left(64 e x-64 x^2\right) \log (-e+x)}{e-x} \, dx","Int[(-8*E^E^6 - 32*x^2 + (64*E*x - 64*x^2)*Log[-E + x])/(E - x),x]","32 x^2 \log (x-e)+8 \left(4 e^2+e^{e^6}\right) \log (e-x)-32 e^2 \log (e-x)","8 \left(4 x^2+e^{e^6}\right) \log (x-e)",1,"-32*E^2*Log[E - x] + 8*(4*E^2 + E^E^6)*Log[E - x] + 32*x^2*Log[-E + x]","B",7,4,38,0.1053,1,"{6742, 697, 2395, 43}"
6767,-1,0,0,180.0836631,"\int \frac{e^{\frac{x}{2-x+\log (2)}} (-2 x-x \log (2))+\frac{e^{450+\frac{x}{2-x+\log (2)}+50 \log ^2\left(x^2\right)} (-2 x-x \log (2))}{x^{600}}+\frac{e^{225+25 \log ^2\left(x^2\right)} \left(600-600 x+150 x^2+(600-300 x) \log (2)+150 \log ^2(2)+e^{\frac{x}{2-x+\log (2)}} (4 x+2 x \log (2))+\left(-200+200 x-50 x^2+(-200+100 x) \log (2)-50 \log ^2(2)\right) \log \left(x^2\right)\right)}{x^{300}}}{4 x-4 x^2+x^3+\left(4 x-2 x^2\right) \log (2)+x \log ^2(2)+\frac{e^{225+25 \log ^2\left(x^2\right)} \left(-8 x+8 x^2-2 x^3+\left(-8 x+4 x^2\right) \log (2)-2 x \log ^2(2)\right)}{x^{300}}+\frac{e^{450+50 \log ^2\left(x^2\right)} \left(4 x-4 x^2+x^3+\left(4 x-2 x^2\right) \log (2)+x \log ^2(2)\right)}{x^{600}}} \, dx","Int[(E^(x/(2 - x + Log[2]))*(-2*x - x*Log[2]) + (E^(450 + x/(2 - x + Log[2]) + 50*Log[x^2]^2)*(-2*x - x*Log[2]))/x^600 + (E^(225 + 25*Log[x^2]^2)*(600 - 600*x + 150*x^2 + (600 - 300*x)*Log[2] + 150*Log[2]^2 + E^(x/(2 - x + Log[2]))*(4*x + 2*x*Log[2]) + (-200 + 200*x - 50*x^2 + (-200 + 100*x)*Log[2] - 50*Log[2]^2)*Log[x^2]))/x^300)/(4*x - 4*x^2 + x^3 + (4*x - 2*x^2)*Log[2] + x*Log[2]^2 + (E^(225 + 25*Log[x^2]^2)*(-8*x + 8*x^2 - 2*x^3 + (-8*x + 4*x^2)*Log[2] - 2*x*Log[2]^2))/x^300 + (E^(450 + 50*Log[x^2]^2)*(4*x - 4*x^2 + x^3 + (4*x - 2*x^2)*Log[2] + x*Log[2]^2))/x^600),x]","\text{\$Aborted}","\frac{1}{2 \left(e^{25 \left(3-\log \left(x^2\right)\right)^2}-1\right)}-e^{\frac{x}{-x+2+\log (2)}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6768,1,57,0,0.0172926,"\int \left(-120+32 x+\left(-360 x-36 x^2+64 x^3\right) \log (3)+\left(144 x^3+120 x^4+24 x^5\right) \log ^2(3)\right) \, dx","Int[-120 + 32*x + (-360*x - 36*x^2 + 64*x^3)*Log[3] + (144*x^3 + 120*x^4 + 24*x^5)*Log[3]^2,x]","4 x^6 \log ^2(3)+24 x^5 \log ^2(3)+36 x^4 \log ^2(3)+16 x^4 \log (3)-12 x^3 \log (3)+16 x^2-180 x^2 \log (3)-120 x","\left(\log \left(e^{2 (x+3) x^2 \log (3)+4 x-10}\right)-5\right)^2",1,"-120*x + 16*x^2 - 180*x^2*Log[3] - 12*x^3*Log[3] + 16*x^4*Log[3] + 36*x^4*Log[3]^2 + 24*x^5*Log[3]^2 + 4*x^6*Log[3]^2","B",3,0,43,0,1,"{}"
6769,1,13,0,0.0057757,"\int \left(50-10 e^{1+2 x}\right) \, dx","Int[50 - 10*E^(1 + 2*x),x]","50 x-5 e^{2 x+1}","5 \left(5 (2 x-24)-e^{2 x+1}+1\right)",1,"-5*E^(1 + 2*x) + 50*x","A",2,1,11,0.09091,1,"{2194}"
6770,0,0,0,5.4835264,"\int \frac{\left(4 x-10 x^2+6 x^3\right) \log ^2(x)+e^{\frac{-x+x^2+5 \log (x)}{(-1+x) \log (x)}} \left(-x+2 x^2-x^3+\left(x-2 x^2+x^3\right) \log (x)+\left(1-8 x+2 x^2\right) \log ^2(x)\right)}{(-1+x) \log ^2(x)} \, dx","Int[((4*x - 10*x^2 + 6*x^3)*Log[x]^2 + E^((-x + x^2 + 5*Log[x])/((-1 + x)*Log[x]))*(-x + 2*x^2 - x^3 + (x - 2*x^2 + x^3)*Log[x] + (1 - 8*x + 2*x^2)*Log[x]^2))/((-1 + x)*Log[x]^2),x]","\int \frac{\left(4 x-10 x^2+6 x^3\right) \log ^2(x)+e^{\frac{-x+x^2+5 \log (x)}{(-1+x) \log (x)}} \left(-x+2 x^2-x^3+\left(x-2 x^2+x^3\right) \log (x)+\left(1-8 x+2 x^2\right) \log ^2(x)\right)}{(-1+x) \log ^2(x)} \, dx","\left(x^2-x\right) \left(2 x+e^{\frac{5}{x-1}+\frac{x}{\log (x)}}\right)",1,"-2*x^2 + 2*x^3 - 6*Defer[Int][E^(5/(-1 + x) + x/Log[x]), x] - 5*Defer[Int][E^(5/(-1 + x) + x/Log[x])/(-1 + x), x] + 2*Defer[Int][E^(5/(-1 + x) + x/Log[x])*x, x] + Defer[Int][(E^(5/(-1 + x) + x/Log[x])*x)/Log[x]^2, x] - Defer[Int][(E^(5/(-1 + x) + x/Log[x])*x^2)/Log[x]^2, x] - Defer[Int][(E^(5/(-1 + x) + x/Log[x])*x)/Log[x], x] + Defer[Int][(E^(5/(-1 + x) + x/Log[x])*x^2)/Log[x], x]","F",0,0,0,0,-1,"{}"
6771,1,27,0,0.3563992,"\int \frac{1-x}{\left(x^2+x \log \left(\frac{4}{x}\right)\right) \log \left(x+\log \left(\frac{4}{x}\right)\right)+\left(2 x^2+2 x \log \left(\frac{4}{x}\right)\right) \log ^2\left(x+\log \left(\frac{4}{x}\right)\right)} \, dx","Int[(1 - x)/((x^2 + x*Log[4/x])*Log[x + Log[4/x]] + (2*x^2 + 2*x*Log[4/x])*Log[x + Log[4/x]]^2),x]","\log \left(2 \log \left(x+\log \left(\frac{4}{x}\right)\right)+1\right)-\log \left(\log \left(x+\log \left(\frac{4}{x}\right)\right)\right)","\log \left(\frac{1}{\log \left(x+\log \left(\frac{4}{x}\right)\right)}+2\right)",1,"-Log[Log[x + Log[4/x]]] + Log[1 + 2*Log[x + Log[4/x]]]","A",5,5,58,0.08621,1,"{6741, 6692, 36, 29, 31}"
6772,0,0,0,8.5533751,"\int \frac{(-3+x) \log (3-x)+\frac{e^{e^{e^5}+\frac{e^{e^{e^5}} \left(e^3+x\right)}{\log (3-x)}} \left(-e^3 x-x^2+\left(-3 x+x^2\right) \log (3-x)\right)}{\log (3-x)}}{\left(-3 x+x^2\right) \log (3-x)} \, dx","Int[((-3 + x)*Log[3 - x] + (E^(E^E^5 + (E^E^E^5*(E^3 + x))/Log[3 - x])*(-(E^3*x) - x^2 + (-3*x + x^2)*Log[3 - x]))/Log[3 - x])/((-3*x + x^2)*Log[3 - x]),x]","\int \frac{(-3+x) \log (3-x)+\frac{e^{e^{e^5}+\frac{e^{e^{e^5}} \left(e^3+x\right)}{\log (3-x)}} \left(-e^3 x-x^2+\left(-3 x+x^2\right) \log (3-x)\right)}{\log (3-x)}}{\left(-3 x+x^2\right) \log (3-x)} \, dx","\log (x)+e^{\frac{e^{e^{e^5}} \left(x+e^3\right)}{\log (3-x)}}+2",1,"Log[x] - Defer[Int][E^(E^E^5 + (E^E^E^5*(E^3 + x))/Log[3 - x])/Log[3 - x]^2, x] - (3 + E^3)*Defer[Int][E^(E^E^5 + (E^E^E^5*(E^3 + x))/Log[3 - x])/((-3 + x)*Log[3 - x]^2), x] + Defer[Int][E^(E^E^5 + (E^E^E^5*(E^3 + x))/Log[3 - x])/Log[3 - x], x]","F",0,0,0,0,-1,"{}"
6773,0,0,0,5.9686109,"\int \frac{e^{-x} \left(e^x (1-x) \log (-1+x)+e^x (-1+x) \log (-1+x) \log (x)+4^{4 e^{-x}} \left(e^x (-1+x)+e^x (1-x) \log (x)\right)+\left(e^x x \log (x)+4^{4 e^{-x}} \left(-4 x+4 x^2\right) \log (4) \log (x)\right) \log \left(\frac{2 x}{\log (x)}\right)\right)}{\left(-x+x^2\right) \log (x)} \, dx","Int[(E^x*(1 - x)*Log[-1 + x] + E^x*(-1 + x)*Log[-1 + x]*Log[x] + 4^(4/E^x)*(E^x*(-1 + x) + E^x*(1 - x)*Log[x]) + (E^x*x*Log[x] + 4^(4/E^x)*(-4*x + 4*x^2)*Log[4]*Log[x])*Log[(2*x)/Log[x]])/(E^x*(-x + x^2)*Log[x]),x]","\int \frac{e^{-x} \left(e^x (1-x) \log (-1+x)+e^x (-1+x) \log (-1+x) \log (x)+4^{4 e^{-x}} \left(e^x (-1+x)+e^x (1-x) \log (x)\right)+\left(e^x x \log (x)+4^{4 e^{-x}} \left(-4 x+4 x^2\right) \log (4) \log (x)\right) \log \left(\frac{2 x}{\log (x)}\right)\right)}{\left(-x+x^2\right) \log (x)} \, dx","\left(\log (x-1)-4^{4 e^{-x}}\right) \log \left(\frac{2 x}{\log (x)}\right)",1,"Log[-1 + x]*Log[x] - 4^(4/E^x)*Log[(2*x)/Log[x]] + PolyLog[2, 1 - x] - Defer[Int][Log[-1 + x]/(x*Log[x]), x] + Defer[Int][Log[(2*x)/Log[x]]/(-1 + x), x]","F",0,0,0,0,-1,"{}"
6774,1,13,0,0.0652608,"\int \frac{e^{x+x \log (16)} (-5-5 \log (16))}{1-2 e^{x+x \log (16)}+e^{2 x+2 x \log (16)}} \, dx","Int[(E^(x + x*Log[16])*(-5 - 5*Log[16]))/(1 - 2*E^(x + x*Log[16]) + E^(2*x + 2*x*Log[16])),x]","-\frac{5}{1-(16 e)^x}","\frac{5}{e^{x (1+\log (16))}-1}",1,"-5/(1 - (16*E)^x)","A",3,3,40,0.07500,1,"{12, 2282, 32}"
6775,1,13,0,0.0076544,"\int \frac{-\frac{1}{x^2}-8 e^x x}{8 x} \, dx","Int[(-x^(-2) - 8*E^x*x)/(8*x),x]","\frac{1}{16 x^2}-e^x","\frac{1}{16 x^2}-e^x+36",1,"-E^x + 1/(16*x^2)","A",4,3,19,0.1579,1,"{12, 14, 2194}"
6776,1,4,0,0.0007987,"\int \frac{10}{x} \, dx","Int[10/x,x]","10 \log (x)","5 \log \left(x^2\right)+8",1,"10*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
6777,0,0,0,1.2059412,"\int \frac{1}{9} e^{\frac{1}{9} \left(-144-2 x^2-e^{e^x} \left(72+x^2\right)\right)} \left(-8 x+e^{e^x} \left(-4 x+e^x \left(-144-2 x^2\right)\right)\right) \, dx","Int[(E^((-144 - 2*x^2 - E^E^x*(72 + x^2))/9)*(-8*x + E^E^x*(-4*x + E^x*(-144 - 2*x^2))))/9,x]","\int \frac{1}{9} e^{\frac{1}{9} \left(-144-2 x^2-e^{e^x} \left(72+x^2\right)\right)} \left(-8 x+e^{e^x} \left(-4 x+e^x \left(-144-2 x^2\right)\right)\right) \, dx","2 e^{-\left(\left(e^{e^x}+2\right) \left(\frac{x^2}{9}+8\right)\right)}",1,"-16*Defer[Int][E^(E^x + x - ((2 + E^E^x)*(72 + x^2))/9), x] - (8*Defer[Int][x/E^(((2 + E^E^x)*(72 + x^2))/9), x])/9 - (4*Defer[Int][E^(E^x - ((2 + E^E^x)*(72 + x^2))/9)*x, x])/9 - (2*Defer[Int][E^(E^x + x - ((2 + E^E^x)*(72 + x^2))/9)*x^2, x])/9","F",0,0,0,0,-1,"{}"
6778,0,0,0,5.9406693,"\int \frac{\left(e^5 x^2+e^5 x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)+\left(-16 x-4 x^2+(-8-2 x) \log (8)+\left(8 x+2 x^2+(8+2 x) \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)\right) \log \left(\frac{x}{\log \left(-12 x^2-12 x \log (8)\right)}\right)+\left(x^2+x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right) \log ^2\left(\frac{x}{\log \left(-12 x^2-12 x \log (8)\right)}\right)}{\left(x^2+x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)} \, dx","Int[((E^5*x^2 + E^5*x*Log[8])*Log[-12*x^2 - 12*x*Log[8]] + (-16*x - 4*x^2 + (-8 - 2*x)*Log[8] + (8*x + 2*x^2 + (8 + 2*x)*Log[8])*Log[-12*x^2 - 12*x*Log[8]])*Log[x/Log[-12*x^2 - 12*x*Log[8]]] + (x^2 + x*Log[8])*Log[-12*x^2 - 12*x*Log[8]]*Log[x/Log[-12*x^2 - 12*x*Log[8]]]^2)/((x^2 + x*Log[8])*Log[-12*x^2 - 12*x*Log[8]]),x]","\int \frac{\left(e^5 x^2+e^5 x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)+\left(-16 x-4 x^2+(-8-2 x) \log (8)+\left(8 x+2 x^2+(8+2 x) \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)\right) \log \left(\frac{x}{\log \left(-12 x^2-12 x \log (8)\right)}\right)+\left(x^2+x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right) \log ^2\left(\frac{x}{\log \left(-12 x^2-12 x \log (8)\right)}\right)}{\left(x^2+x \log (8)\right) \log \left(-12 x^2-12 x \log (8)\right)} \, dx","(x+4) \left(\log ^2\left(\frac{x}{\log (-12 x (x+\log (8)))}\right)+e^5\right)",1,"E^5*x - (8*x)/Log[8] + (2*x*(4 - Log[8]))/Log[8] + (8*x*Log[x/Log[-12*x*(x + Log[8])]])/Log[8] - (2*x*(4 - Log[8])*Log[x/Log[-12*x*(x + Log[8])]])/Log[8] - (8*Defer[Int][(-2*x - Log[8])/((x + Log[8])*Log[-12*x*(x + Log[8])]), x])/Log[8] + (2*(4 - Log[8])*Defer[Int][(-2*x - Log[8])/((x + Log[8])*Log[-12*x*(x + Log[8])]), x])/Log[8] + 8*Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]/x, x] - (16*Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]/Log[-12*x*(x + Log[8])], x])/Log[8] + (4*(4 - Log[8])*Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]/Log[-12*x*(x + Log[8])], x])/Log[8] - 8*Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]/(x*Log[-12*x*(x + Log[8])]), x] - 2*(4 - Log[8])*Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]/((x + Log[8])*Log[-12*x*(x + Log[8])]), x] + Defer[Int][Log[x/Log[-12*x*(x + Log[8])]]^2, x]","F",0,0,0,0,-1,"{}"
6779,1,32,0,2.4649721,"\int \frac{3 x+3 x^2+\left(9+12 x+3 x^2\right) \log (3+x)+\left(-6 x^2-2 x^3\right) \log (3+x) \log (x \log (3+x))+\left(-9+6 x+3 x^2\right) \log (3+x) \log (x \log (3+x)) \log (\log (x \log (3+x)))}{\left(-12 x^2-16 x^3-4 x^4\right) \log (3+x) \log (x \log (3+x))+\left(36 x+48 x^2+12 x^3\right) \log (3+x) \log (x \log (3+x)) \log (\log (x \log (3+x)))} \, dx","Int[(3*x + 3*x^2 + (9 + 12*x + 3*x^2)*Log[3 + x] + (-6*x^2 - 2*x^3)*Log[3 + x]*Log[x*Log[3 + x]] + (-9 + 6*x + 3*x^2)*Log[3 + x]*Log[x*Log[3 + x]]*Log[Log[x*Log[3 + x]]])/((-12*x^2 - 16*x^3 - 4*x^4)*Log[3 + x]*Log[x*Log[3 + x]] + (36*x + 48*x^2 + 12*x^3)*Log[3 + x]*Log[x*Log[3 + x]]*Log[Log[x*Log[3 + x]]]),x]","-\frac{\log (x)}{4}+\frac{1}{2} \log (x+1)+\frac{1}{4} \log (x-3 \log (\log (x \log (x+3))))","\frac{1}{4} \log \left(\frac{5 (x+1)^2 (3 \log (\log (x \log (x+3)))-x)}{x}\right)",1,"-1/4*Log[x] + Log[1 + x]/2 + Log[x - 3*Log[Log[x*Log[3 + x]]]]/4","A",7,5,143,0.03497,1,"{6688, 12, 6728, 72, 6684}"
6780,1,22,0,0.1538067,"\int \frac{47+(10+47 x) \log \left(\frac{1}{2} (10+47 x)\right) \log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right)}{\left(10 x^2+47 x^3\right) \log \left(\frac{1}{2} (10+47 x)\right) \log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right)+\left(-20 x-94 x^2\right) \log \left(\frac{1}{2} (10+47 x)\right) \log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right) \log \left(\log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right)\right)+(10+47 x) \log \left(\frac{1}{2} (10+47 x)\right) \log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right) \log ^2\left(\log \left(\frac{2}{\log \left(\frac{1}{2} (10+47 x)\right)}\right)\right)} \, dx","Int[(47 + (10 + 47*x)*Log[(10 + 47*x)/2]*Log[2/Log[(10 + 47*x)/2]])/((10*x^2 + 47*x^3)*Log[(10 + 47*x)/2]*Log[2/Log[(10 + 47*x)/2]] + (-20*x - 94*x^2)*Log[(10 + 47*x)/2]*Log[2/Log[(10 + 47*x)/2]]*Log[Log[2/Log[(10 + 47*x)/2]]] + (10 + 47*x)*Log[(10 + 47*x)/2]*Log[2/Log[(10 + 47*x)/2]]*Log[Log[2/Log[(10 + 47*x)/2]]]^2),x]","-\frac{1}{x-\log \left(\log \left(\frac{2}{\log \left(\frac{47 x}{2}+5\right)}\right)\right)}","\frac{1}{\log \left(\log \left(\frac{2}{\log \left(\frac{47 x}{2}+5\right)}\right)\right)-x}",1,"-(x - Log[Log[2/Log[5 + (47*x)/2]]])^(-1)","A",2,2,174,0.01149,1,"{6688, 6686}"
6781,1,20,0,0.3657572,"\int \frac{\left(-2916 x-1458 x^2\right) \log \left(4+4 x+x^2\right)-108 x \log \left(\log \left(4+4 x+x^2\right)\right)+(-54-27 x) \log \left(4+4 x+x^2\right) \log ^2\left(\log \left(4+4 x+x^2\right)\right)}{\left(1458 x^4+729 x^5\right) \log \left(4+4 x+x^2\right)+\left(108 x^3+54 x^4\right) \log \left(4+4 x+x^2\right) \log ^2\left(\log \left(4+4 x+x^2\right)\right)+\left(2 x^2+x^3\right) \log \left(4+4 x+x^2\right) \log ^4\left(\log \left(4+4 x+x^2\right)\right)} \, dx","Int[((-2916*x - 1458*x^2)*Log[4 + 4*x + x^2] - 108*x*Log[Log[4 + 4*x + x^2]] + (-54 - 27*x)*Log[4 + 4*x + x^2]*Log[Log[4 + 4*x + x^2]]^2)/((1458*x^4 + 729*x^5)*Log[4 + 4*x + x^2] + (108*x^3 + 54*x^4)*Log[4 + 4*x + x^2]*Log[Log[4 + 4*x + x^2]]^2 + (2*x^2 + x^3)*Log[4 + 4*x + x^2]*Log[Log[4 + 4*x + x^2]]^4),x]","\frac{27}{x \left(27 x+\log ^2\left(\log \left((x+2)^2\right)\right)\right)}","\frac{3}{x \left(3 x+\frac{1}{9} \log ^2\left(\log \left((x+2)^2\right)\right)\right)}",1,"27/(x*(27*x + Log[Log[(2 + x)^2]]^2))","A",3,3,149,0.02013,1,"{6688, 12, 6687}"
6782,1,34,0,0.0660805,"\int \frac{1+2 x+x^2+e^3 \left(-3-7 x+4 x^2+20 x^3+15 x^4+3 x^5\right)+e^3 \left(-60-50 x-25 x^2-5 x^3\right) \log (3)}{3+7 x+5 x^2+x^3} \, dx","Int[(1 + 2*x + x^2 + E^3*(-3 - 7*x + 4*x^2 + 20*x^3 + 15*x^4 + 3*x^5) + E^3*(-60 - 50*x - 25*x^2 - 5*x^3)*Log[3])/(3 + 7*x + 5*x^2 + x^3),x]","e^3 x^3-e^3 x (1+\log (243))+\log (x+3)+\frac{15 e^3 \log (3)}{x+1}","\log (x+3)-e^3 \left(x \left(\frac{5 (x+4) \log (3)}{x+1}-x^2\right)+x\right)",1,"E^3*x^3 + (15*E^3*Log[3])/(1 + x) - E^3*x*(1 + Log[243]) + Log[3 + x]","A",2,1,74,0.01351,1,"{2074}"
6783,1,20,0,0.1207551,"\int \frac{-9 x^2+9 e^x x^2+e^{\frac{1+x^3}{x}} \left(-9+18 x^3\right)}{x^2} \, dx","Int[(-9*x^2 + 9*E^x*x^2 + E^((1 + x^3)/x)*(-9 + 18*x^3))/x^2,x]","9 e^{x^2+\frac{1}{x}}-9 x+9 e^x","9 \left(e^{x \left(\frac{1}{x^2}+x\right)}-x+e^x-3\right)",1,"9*E^x + 9*E^(x^(-1) + x^2) - 9*x","A",5,3,37,0.08108,1,"{14, 2194, 6706}"
6784,0,0,0,10.2275016,"\int \frac{-90 e^x+e^{2 x} (-180-72 x)+\left(180 e^{2 x}+e^x (90+90 x)\right) \log (x)+\left(50 e^x-40 e^{2 x}\right) \log ^2(x)}{\left(25+e^x (100+40 x)+e^{2 x} \left(100+80 x+16 x^2\right)\right) \log ^2(x)} \, dx","Int[(-90*E^x + E^(2*x)*(-180 - 72*x) + (180*E^(2*x) + E^x*(90 + 90*x))*Log[x] + (50*E^x - 40*E^(2*x))*Log[x]^2)/((25 + E^x*(100 + 40*x) + E^(2*x)*(100 + 80*x + 16*x^2))*Log[x]^2),x]","\int \frac{-90 e^x+e^{2 x} (-180-72 x)+\left(180 e^{2 x}+e^x (90+90 x)\right) \log (x)+\left(50 e^x-40 e^{2 x}\right) \log ^2(x)}{\left(25+e^x (100+40 x)+e^{2 x} \left(100+80 x+16 x^2\right)\right) \log ^2(x)} \, dx","\frac{\frac{9 x}{\log (x)}+5}{2 x+\frac{5 e^{-x}}{2}+5}",1,"50*Defer[Int][E^x/(5 + 10*E^x + 4*E^x*x)^2, x] + 100*Defer[Int][E^x/((5 + 2*x)*(5 + 10*E^x + 4*E^x*x)^2), x] - 20*Defer[Int][E^x/((5 + 2*x)*(5 + 10*E^x + 4*E^x*x)), x] - 18*Defer[Int][E^x/((5 + 10*E^x + 4*E^x*x)*Log[x]^2), x] + 90*Defer[Int][E^x/((5 + 10*E^x + 4*E^x*x)^2*Log[x]), x] + 90*Defer[Int][(E^x*x)/((5 + 10*E^x + 4*E^x*x)^2*Log[x]), x] - 450*Defer[Int][E^x/((5 + 2*x)*(5 + 10*E^x + 4*E^x*x)^2*Log[x]), x] + 90*Defer[Int][E^x/((5 + 2*x)*(5 + 10*E^x + 4*E^x*x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
6785,1,13,0,0.0128423,"\int e^{7-e^{2+x}+x} \, dx","Int[E^(7 - E^(2 + x) + x),x]","-e^{5-e^{x+2}}","e^{16+e}-e^{5-e^{x+2}}",1,"-E^(5 - E^(2 + x))","A",2,2,12,0.1667,1,"{2282, 2194}"
6786,0,0,0,4.9773818,"\int \frac{2^{\frac{10 x}{6 \log (x)+2 e^{\frac{x^2}{e^5}} \log (x)}} \left(-15 \log (2)+15 \log (2) \log (x)+e^{\frac{x^2}{e^5}} \left(-5 \log (2)+5 \log (2) \log (x)-\frac{10 x^2 \log (2) \log (x)}{e^5}\right)\right)}{9 \log ^2(x)+6 e^{\frac{x^2}{e^5}} \log ^2(x)+e^{\frac{2 x^2}{e^5}} \log ^2(x)} \, dx","Int[(2^((10*x)/(6*Log[x] + 2*E^(x^2/E^5)*Log[x]))*(-15*Log[2] + 15*Log[2]*Log[x] + E^(x^2/E^5)*(-5*Log[2] + 5*Log[2]*Log[x] - (10*x^2*Log[2]*Log[x])/E^5)))/(9*Log[x]^2 + 6*E^(x^2/E^5)*Log[x]^2 + E^((2*x^2)/E^5)*Log[x]^2),x]","\int \frac{2^{\frac{10 x}{6 \log (x)+2 e^{\frac{x^2}{e^5}} \log (x)}} \left(-15 \log (2)+15 \log (2) \log (x)+e^{\frac{x^2}{e^5}} \left(-5 \log (2)+5 \log (2) \log (x)-\frac{10 x^2 \log (2) \log (x)}{e^5}\right)\right)}{9 \log ^2(x)+6 e^{\frac{x^2}{e^5}} \log ^2(x)+e^{\frac{2 x^2}{e^5}} \log ^2(x)} \, dx","2^{\frac{5 x}{\left(e^{\frac{x^2}{e^5}}+3\right) \log (x)}}",1,"-5*Log[2]*Defer[Int][2^((5*x)/((3 + E^(x^2/E^5))*Log[x]))/((3 + E^(x^2/E^5))*Log[x]^2), x] + 5*Log[2]*Defer[Int][2^((5*x)/((3 + E^(x^2/E^5))*Log[x]))/((3 + E^(x^2/E^5))*Log[x]), x] + (15*Log[2]*Defer[Int][(2^(1 + (5*x)/((3 + E^(x^2/E^5))*Log[x]))*x^2)/((3 + E^(x^2/E^5))^2*Log[x]), x])/E^5 - (5*Log[2]*Defer[Int][(2^(1 + (5*x)/((3 + E^(x^2/E^5))*Log[x]))*x^2)/((3 + E^(x^2/E^5))*Log[x]), x])/E^5","F",0,0,0,0,-1,"{}"
6787,1,32,0,0.3448218,"\int \frac{-x+\frac{e^{3-x-30 \log (5) \log \left(x^2\right)-3 \log (5) \log ^2\left(x^2\right)} \left(-x-60 \log (5)-12 \log (5) \log \left(x^2\right)\right)}{26469779601696885595885078146238811314105987548828125}}{x} \, dx","Int[(-x + (E^(3 - x - 30*Log[5]*Log[x^2] - 3*Log[5]*Log[x^2]^2)*(-x - 60*Log[5] - 12*Log[5]*Log[x^2]))/26469779601696885595885078146238811314105987548828125)/x,x]","e^{3-x} 5^{-3 \left(\log ^2\left(x^2\right)+25\right)} \left(x^2\right)^{-30 \log (5)}-x","e^{-3 \log (5) \left(\log \left(x^2\right)+5\right)^2-x+3}-x",1,"-x + E^(3 - x)/(5^(3*(25 + Log[x^2]^2))*(x^2)^(30*Log[5]))","A",5,4,53,0.07547,1,"{14, 2274, 15, 2288}"
6788,1,8,0,0.0031154,"\int \frac{4+2 x}{4 x+x^2} \, dx","Int[(4 + 2*x)/(4*x + x^2),x]","\log \left(x^2+4 x\right)","\log \left(\left(4+5 e^3\right)^2 x (x+4)\right)",1,"Log[4*x + x^2]","A",1,1,15,0.06667,1,"{628}"
6789,0,0,0,6.2092231,"\int e^{(4+x)^{x^2} \left(-10 x+10 x^3\right)} (4+x)^{-1+x^2} \left(-40-10 x+120 x^2+20 x^3+10 x^5+\left(-80 x^2-20 x^3+80 x^4+20 x^5\right) \log (4+x)\right) \, dx","Int[E^((4 + x)^x^2*(-10*x + 10*x^3))*(4 + x)^(-1 + x^2)*(-40 - 10*x + 120*x^2 + 20*x^3 + 10*x^5 + (-80*x^2 - 20*x^3 + 80*x^4 + 20*x^5)*Log[4 + x]),x]","\int e^{(4+x)^{x^2} \left(-10 x+10 x^3\right)} (4+x)^{-1+x^2} \left(-40-10 x+120 x^2+20 x^3+10 x^5+\left(-80 x^2-20 x^3+80 x^4+20 x^5\right) \log (4+x)\right) \, dx","e^{5 (x+4)^{x^2} (2 x-2) \left(x^2+x\right)}",1,"-20*Log[4 + x]*Defer[Int][E^(10*x*(4 + x)^x^2*(-1 + x^2))*x^2*(4 + x)^x^2, x] + 20*Log[4 + x]*Defer[Int][E^(10*x*(4 + x)^x^2*(-1 + x^2))*x^4*(4 + x)^x^2, x] - 40*Defer[Int][E^(x*(4 + x)^x^2*(-10 + 10*x^2))*(4 + x)^(-1 + x^2), x] - 10*Defer[Int][E^(x*(4 + x)^x^2*(-10 + 10*x^2))*x*(4 + x)^(-1 + x^2), x] + 120*Defer[Int][E^(x*(4 + x)^x^2*(-10 + 10*x^2))*x^2*(4 + x)^(-1 + x^2), x] + 20*Defer[Int][E^(x*(4 + x)^x^2*(-10 + 10*x^2))*x^3*(4 + x)^(-1 + x^2), x] + 10*Defer[Int][E^(x*(4 + x)^x^2*(-10 + 10*x^2))*x^5*(4 + x)^(-1 + x^2), x] + 20*Defer[Int][Defer[Int][E^(10*x*(4 + x)^x^2*(-1 + x^2))*x^2*(4 + x)^x^2, x]/(4 + x), x] - 20*Defer[Int][Defer[Int][E^(10*x*(4 + x)^x^2*(-1 + x^2))*x^4*(4 + x)^x^2, x]/(4 + x), x]","F",0,0,0,0,-1,"{}"
6790,1,21,0,0.0119419,"\int \frac{8+e^3-4 x}{12+e^3 (-5+x)+8 x-2 x^2} \, dx","Int[(8 + E^3 - 4*x)/(12 + E^3*(-5 + x) + 8*x - 2*x^2),x]","\log \left(-2 x^2+8 x-e^3 (5-x)+12\right)","\log \left(2-(x-5) \left(2 x-e^3+2\right)\right)",1,"Log[12 - E^3*(5 - x) + 8*x - 2*x^2]","A",1,1,28,0.03571,1,"{1587}"
6791,1,13,0,0.087059,"\int \frac{-1+(1-2 x) \log (2 x)}{x \log (2 x)} \, dx","Int[(-1 + (1 - 2*x)*Log[2*x])/(x*Log[2*x]),x]","-2 x+\log (x)-\log (\log (2 x))","\log (x)-\log \left(5 e^{2 x} \log (2 x)\right)",1,"-2*x + Log[x] - Log[Log[2*x]]","A",4,3,22,0.1364,1,"{6688, 2302, 29}"
6792,0,0,0,2.3975384,"\int \frac{-40-80 e^x-40 e^{2 x}+e^{2 x+x^2} \left(-240+e^x (-120-240 x)-240 x\right)}{9+9 e^{4 x+2 x^2}-6 x+x^2+e^{2 x} \left(9-6 x+x^2\right)+e^x \left(18-12 x+2 x^2\right)+e^{2 x+x^2} \left(-18+6 x+e^x (-18+6 x)\right)} \, dx","Int[(-40 - 80*E^x - 40*E^(2*x) + E^(2*x + x^2)*(-240 + E^x*(-120 - 240*x) - 240*x))/(9 + 9*E^(4*x + 2*x^2) - 6*x + x^2 + E^(2*x)*(9 - 6*x + x^2) + E^x*(18 - 12*x + 2*x^2) + E^(2*x + x^2)*(-18 + 6*x + E^x*(-18 + 6*x))),x]","\int \frac{-40-80 e^x-40 e^{2 x}+e^{2 x+x^2} \left(-240+e^x (-120-240 x)-240 x\right)}{9+9 e^{4 x+2 x^2}-6 x+x^2+e^{2 x} \left(9-6 x+x^2\right)+e^x \left(18-12 x+2 x^2\right)+e^{2 x+x^2} \left(-18+6 x+e^x (-18+6 x)\right)} \, dx","\frac{40}{3 \left(\frac{e^{x (x+2)}}{e^x+1}-1\right)+x}",1,"-40*Defer[Int][(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^(-2), x] - 80*Defer[Int][E^x/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x] - 40*Defer[Int][E^(2*x)/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x] - 240*Defer[Int][E^(2*x + x^2)/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x] - 120*Defer[Int][E^(3*x + x^2)/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x] - 240*Defer[Int][(E^(2*x + x^2)*x)/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x] - 240*Defer[Int][(E^(3*x + x^2)*x)/(-3 - 3*E^x + 3*E^(x*(2 + x)) + x + E^x*x)^2, x]","F",0,0,0,0,-1,"{}"
6793,-1,0,0,180.0006452,"\int \frac{-400 x \log (3)-e^{6-2 e^x} x \log (3)+40 e^{3-e^x} x \log (3)+e^{\frac{-80+4 e^{3-e^x}-x}{-20+e^{3-e^x}}} \left(20 x \log (3)+e^{3-e^x} \left(-x \log (3)-e^x x^2 \log (3)\right)\right)+\left(-400 x \log (3)-e^{6-2 e^x} x \log (3)+40 e^{3-e^x} x \log (3)+e^{\frac{-80+4 e^{3-e^x}-x}{-20+e^{3-e^x}}} \left(400 \log (3)+e^{6-2 e^x} \log (3)-40 e^{3-e^x} \log (3)\right)\right) \log \left(e^{\frac{-80+4 e^{3-e^x}-x}{-20+e^{3-e^x}}}-x\right)}{e^{\frac{-80+4 e^{3-e^x}-x}{-20+e^{3-e^x}}} \left(400+e^{6-2 e^x}-40 e^{3-e^x}\right)-400 x-e^{6-2 e^x} x+40 e^{3-e^x} x} \, dx","Int[(-400*x*Log[3] - E^(6 - 2*E^x)*x*Log[3] + 40*E^(3 - E^x)*x*Log[3] + E^((-80 + 4*E^(3 - E^x) - x)/(-20 + E^(3 - E^x)))*(20*x*Log[3] + E^(3 - E^x)*(-(x*Log[3]) - E^x*x^2*Log[3])) + (-400*x*Log[3] - E^(6 - 2*E^x)*x*Log[3] + 40*E^(3 - E^x)*x*Log[3] + E^((-80 + 4*E^(3 - E^x) - x)/(-20 + E^(3 - E^x)))*(400*Log[3] + E^(6 - 2*E^x)*Log[3] - 40*E^(3 - E^x)*Log[3]))*Log[E^((-80 + 4*E^(3 - E^x) - x)/(-20 + E^(3 - E^x))) - x])/(E^((-80 + 4*E^(3 - E^x) - x)/(-20 + E^(3 - E^x)))*(400 + E^(6 - 2*E^x) - 40*E^(3 - E^x)) - 400*x - E^(6 - 2*E^x)*x + 40*E^(3 - E^x)*x),x]","\text{\$Aborted}","x \log (3) \log \left(e^{\frac{x}{20-e^{3-e^x}}+4}-x\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
6794,1,47,0,0.0760933,"\int \left(-1-6 x+e^{6 x+2 x^2} \left(-1-6 x-4 x^2\right)+e^{2 x^2} \left(1+4 x^2\right)\right) \, dx","Int[-1 - 6*x + E^(6*x + 2*x^2)*(-1 - 6*x - 4*x^2) + E^(2*x^2)*(1 + 4*x^2),x]","-3 x^2+e^{2 x^2} x-\frac{e^{2 x^2+6 x} \left(2 x^2+3 x\right)}{2 x+3}-x","\left(e^{2 x^2}-3 x-e^{2 x (x+3)}-1\right) x",1,"-x + E^(2*x^2)*x - 3*x^2 - (E^(6*x + 2*x^2)*(3*x + 2*x^2))/(3 + 2*x)","A",7,4,42,0.09524,1,"{2288, 2226, 2204, 2212}"
6795,1,27,0,0.0179411,"\int \frac{-90+49 x-4 x^3}{9 e x^3} \, dx","Int[(-90 + 49*x - 4*x^3)/(9*E*x^3),x]","\frac{5}{e x^2}-\frac{4 x}{9 e}-\frac{49}{9 e x}","\frac{-\frac{1}{9} (7-2 x)^2+\frac{x}{3}+\frac{5}{x}}{e x}+1",1,"5/(E*x^2) - 49/(9*E*x) - (4*x)/(9*E)","A",3,2,20,0.1000,1,"{12, 14}"
6796,1,26,0,0.1579143,"\int \frac{e^x \left(-5+5 x+x^2\right)-x^2 \log \left(\frac{5+x}{3}\right)}{x^2} \, dx","Int[(E^x*(-5 + 5*x + x^2) - x^2*Log[(5 + x)/3])/x^2,x]","x+e^x+\frac{5 e^x}{x}+x \log (3)-(x+5) \log (x+5)","x+(x+5) \left(\frac{e^x}{x}-\log \left(\frac{x+5}{3}\right)\right)+\frac{13}{2}",1,"E^x + (5*E^x)/x + x + x*Log[3] - (5 + x)*Log[5 + x]","A",10,7,30,0.2333,1,"{14, 2199, 2194, 2177, 2178, 2389, 2295}"
6797,1,21,0,9.8592702,"\int \frac{4+e^5+2 x+\frac{1}{32} e^{x+x \log (3)} \left(4+e^5+2 x\right)^5 \left(14+e^5+2 x+\left(4+e^5+2 x\right) \log (3)\right)}{4+e^5+2 x} \, dx","Int[(4 + E^5 + 2*x + (E^(x + x*Log[3])*(4 + E^5 + 2*x)^5*(14 + E^5 + 2*x + (4 + E^5 + 2*x)*Log[3]))/32)/(4 + E^5 + 2*x),x]","\frac{1}{32} (3 e)^x \left(2 x+e^5+4\right)^5+x","x+\left(x+\frac{1}{2} \left(4+e^5\right)\right)^5 e^{x+x \log (3)}",1,"x + ((3*E)^x*(4 + E^5 + 2*x)^5)/32","A",16,5,60,0.08333,1,"{6741, 6742, 2196, 2176, 2194}"
6798,0,0,0,0.6530546,"\int \frac{1}{2} \exp \left(-2 x-\frac{1}{2} e^{-2 x} \left(1-x+4 e^{2 x} x\right)\right) \left(e^{2 x} (2-4 x)+3 x-2 x^2\right) \, dx","Int[(E^(-2*x - (1 - x + 4*E^(2*x)*x)/(2*E^(2*x)))*(E^(2*x)*(2 - 4*x) + 3*x - 2*x^2))/2,x]","\int \frac{1}{2} \exp \left(-2 x-\frac{1}{2} e^{-2 x} \left(1-x+4 e^{2 x} x\right)\right) \left(e^{2 x} (2-4 x)+3 x-2 x^2\right) \, dx","e^{-\frac{1}{2} e^{-2 x} (1-x)-2 x} x",1,"Defer[Int][E^(-1/2*(1 - x + 4*E^(2*x)*x)/E^(2*x)), x] - 2*Defer[Int][x/E^((1 - x + 4*E^(2*x)*x)/(2*E^(2*x))), x] + (3*Defer[Int][x/E^((1 - x + 8*E^(2*x)*x)/(2*E^(2*x))), x])/2 - Defer[Int][x^2/E^((1 - x + 8*E^(2*x)*x)/(2*E^(2*x))), x]","F",0,0,0,0,-1,"{}"
6799,0,0,0,1.2892218,"\int \frac{-9+x^2+4 x^3+e^{x^2} \left(8 x^3+8 x^5\right)}{9 x+9 x^2+x^3+2 x^4+4 e^{x^2} x^4} \, dx","Int[(-9 + x^2 + 4*x^3 + E^x^2*(8*x^3 + 8*x^5))/(9*x + 9*x^2 + x^3 + 2*x^4 + 4*E^x^2*x^4),x]","\int \frac{-9+x^2+4 x^3+e^{x^2} \left(8 x^3+8 x^5\right)}{9 x+9 x^2+x^3+2 x^4+4 e^{x^2} x^4} \, dx","\log \left(\left(4 e^{x^2}+2\right) x^2+x+\frac{9}{x}+9\right)",1,"x^2 + 2*Log[x] - 18*Defer[Int][(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3)^(-1), x] - 27*Defer[Int][1/(x*(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3)), x] - 19*Defer[Int][x/(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3), x] - 18*Defer[Int][x^2/(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3), x] - 2*Defer[Int][x^3/(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3), x] - 4*Defer[Int][x^4/(9 + 9*x + x^2 + 2*x^3 + 4*E^x^2*x^3), x]","F",0,0,0,0,-1,"{}"
6800,1,39,0,0.1814797,"\int \frac{1}{5} e^{-x^2} \left(10 e^{x^2}-10 x+e^{2 x+2 x^2} \left(1+2 x+2 x^2\right)\right) \, dx","Int[(10*E^x^2 - 10*x + E^(2*x + 2*x^2)*(1 + 2*x + 2*x^2))/(5*E^x^2),x]","e^{-x^2}+\frac{e^{2 x (x+1)-x^2} \left(x^2+x\right)}{5 (x+1)}+2 x","\frac{e^{-x^2} \left(\frac{1}{5} e^{x (2 x+2)} x^2+x\right)}{x}+2 x",1,"E^(-x^2) + 2*x + (E^(-x^2 + 2*x*(1 + x))*(x + x^2))/(5*(1 + x))","A",5,4,44,0.09091,1,"{12, 6742, 2209, 2288}"
6801,1,45,0,0.0452466,"\int \frac{e^5 (5-2 x)-e^5 \log (4)+e^{\frac{e^e-2 x^2}{e^5}} \left(-e^5+4 x^2+4 x \log (4)\right)}{e^5} \, dx","Int[(E^5*(5 - 2*x) - E^5*Log[4] + E^((E^E - 2*x^2)/E^5)*(-E^5 + 4*x^2 + 4*x*Log[4]))/E^5,x]","-\frac{e^{\frac{e^e-2 x^2}{e^5}} \left(x^2+x \log (4)\right)}{x}-\frac{1}{4} (5-2 x)^2-x \log (4)","\left(-e^{\frac{e^e-2 x^2}{e^5}}-x+5\right) (x+\log (4))",1,"-1/4*(5 - 2*x)^2 - x*Log[4] - (E^((E^E - 2*x^2)/E^5)*(x^2 + x*Log[4]))/x","A",3,2,53,0.03774,1,"{12, 2288}"
6802,0,0,0,15.4892316,"\int \frac{e^x \left(10 x+14 x^2+4 x^3+\left(16 x+8 x^2\right) \log (3)+4 x \log ^2(3)\right)+\left(e^x \left(2 x+5 x^2+5 x^3+2 x^4+\left(4 x+8 x^2+4 x^3\right) \log (3)+\left(2 x+2 x^2\right) \log ^2(3)\right)+e^x \left(2+5 x+5 x^2+2 x^3+\left(4+8 x+4 x^2\right) \log (3)+(2+2 x) \log ^2(3)\right) \log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(\log ^2\left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right)\right)}{\left(2 x+3 x^2+2 x^3+\left(4 x+4 x^2\right) \log (3)+2 x \log ^2(3)+\left(2+3 x+2 x^2+(4+4 x) \log (3)+2 \log ^2(3)\right) \log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right)} \, dx","Int[(E^x*(10*x + 14*x^2 + 4*x^3 + (16*x + 8*x^2)*Log[3] + 4*x*Log[3]^2) + (E^x*(2*x + 5*x^2 + 5*x^3 + 2*x^4 + (4*x + 8*x^2 + 4*x^3)*Log[3] + (2*x + 2*x^2)*Log[3]^2) + E^x*(2 + 5*x + 5*x^2 + 2*x^3 + (4 + 8*x + 4*x^2)*Log[3] + (2 + 2*x)*Log[3]^2)*Log[-2 - 3*x - 2*x^2 + (-4 - 4*x)*Log[3] - 2*Log[3]^2])*Log[x + Log[-2 - 3*x - 2*x^2 + (-4 - 4*x)*Log[3] - 2*Log[3]^2]]*Log[Log[x + Log[-2 - 3*x - 2*x^2 + (-4 - 4*x)*Log[3] - 2*Log[3]^2]]^2])/((2*x + 3*x^2 + 2*x^3 + (4*x + 4*x^2)*Log[3] + 2*x*Log[3]^2 + (2 + 3*x + 2*x^2 + (4 + 4*x)*Log[3] + 2*Log[3]^2)*Log[-2 - 3*x - 2*x^2 + (-4 - 4*x)*Log[3] - 2*Log[3]^2])*Log[x + Log[-2 - 3*x - 2*x^2 + (-4 - 4*x)*Log[3] - 2*Log[3]^2]]),x]","\int \frac{e^x \left(10 x+14 x^2+4 x^3+\left(16 x+8 x^2\right) \log (3)+4 x \log ^2(3)\right)+\left(e^x \left(2 x+5 x^2+5 x^3+2 x^4+\left(4 x+8 x^2+4 x^3\right) \log (3)+\left(2 x+2 x^2\right) \log ^2(3)\right)+e^x \left(2+5 x+5 x^2+2 x^3+\left(4+8 x+4 x^2\right) \log (3)+(2+2 x) \log ^2(3)\right) \log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(\log ^2\left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right)\right)}{\left(2 x+3 x^2+2 x^3+\left(4 x+4 x^2\right) \log (3)+2 x \log ^2(3)+\left(2+3 x+2 x^2+(4+4 x) \log (3)+2 \log ^2(3)\right) \log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right) \log \left(x+\log \left(-2-3 x-2 x^2+(-4-4 x) \log (3)-2 \log ^2(3)\right)\right)} \, dx","e^x x \log \left(\log ^2\left(x+\log \left(x-2 (x+1+\log (3))^2\right)\right)\right)-3",1,"4*Defer[Int][E^x/((x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x] + 2*Defer[Int][(E^x*x)/((x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x] - 2*(3 + Log[81])*(1 + (I*(3 + Log[81]))/Sqrt[7 + 16*Log[3]^2 - Log[81]^2 + Log[6561]])*Defer[Int][E^x/((3 + 4*x + Log[81] - I*Sqrt[7 + 16*Log[3]^2 + 2*Log[81] - Log[81]^2])*(x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x] - ((32*I)*(1 + Log[3]^2 + Log[9])*Defer[Int][E^x/((-3 - 4*x - Log[81] + I*Sqrt[7 + 16*Log[3]^2 + 2*Log[81] - Log[81]^2])*(x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x])/Sqrt[7 + 16*Log[3]^2 - Log[81]^2 + Log[6561]] - ((32*I)*(1 + Log[3]^2 + Log[9])*Defer[Int][E^x/((3 + 4*x + Log[81] + I*Sqrt[7 + 16*Log[3]^2 + 2*Log[81] - Log[81]^2])*(x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x])/Sqrt[7 + 16*Log[3]^2 - Log[81]^2 + Log[6561]] - 2*(3 + Log[81])*(1 - (I*(3 + Log[81]))/Sqrt[7 + 16*Log[3]^2 - Log[81]^2 + Log[6561]])*Defer[Int][E^x/((3 + 4*x + Log[81] + I*Sqrt[7 + 16*Log[3]^2 + 2*Log[81] - Log[81]^2])*(x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])])*Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]), x] + Defer[Int][E^x*Log[Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]^2], x] + Defer[Int][E^x*x*Log[Log[x + Log[-2*x^2 - 2*(1 + Log[3])^2 - x*(3 + Log[81])]]^2], x]","F",0,0,0,0,-1,"{}"
6803,1,13,0,0.0377529,"\int \frac{1+2 x+e^{1-2 x+x^2} \left(-2 x+2 x^2\right)}{x} \, dx","Int[(1 + 2*x + E^(1 - 2*x + x^2)*(-2*x + 2*x^2))/x,x]","2 x+e^{(x-1)^2}+\log (x)","2 x+e^{(x-1)^2}+\log (x)-\frac{5}{e^2}-3",1,"E^(-1 + x)^2 + 2*x + Log[x]","A",6,4,29,0.1379,1,"{14, 2227, 2209, 43}"
6804,1,36,0,0.0495812,"\int \frac{-10-25 x+5 x^2+5 x^3+e^x \left(-x^3-x^4\right)-20 \log (x)}{x^3} \, dx","Int[(-10 - 25*x + 5*x^2 + 5*x^3 + E^x*(-x^3 - x^4) - 20*Log[x])/x^3,x]","\frac{10}{x^2}+\frac{10 \log (x)}{x^2}+5 x+e^x-e^x (x+1)+\frac{25}{x}+5 \log (x)","\frac{5 \left(x^2+\frac{\left(x^2+2\right) (\log (x)+1)}{x}+5\right)}{x}-e^x x",1,"E^x + 10/x^2 + 25/x + 5*x - E^x*(1 + x) + 5*Log[x] + (10*Log[x])/x^2","A",9,4,38,0.1053,1,"{14, 2176, 2194, 2304}"
6805,1,105,0,0.0901232,"\int \left(-36 x+12 e^3 x^2-e^6 x^3+\left(-12 x+2 e^3 x^2\right) \log (4)-x \log ^2(4)+\left(-72 x+36 e^3 x^2-4 e^6 x^3+\left(-24 x+6 e^3 x^2\right) \log (4)-2 x \log ^2(4)\right) \log (x)\right) \, dx","Int[-36*x + 12*E^3*x^2 - E^6*x^3 + (-12*x + 2*E^3*x^2)*Log[4] - x*Log[4]^2 + (-72*x + 36*E^3*x^2 - 4*E^6*x^3 + (-24*x + 6*E^3*x^2)*Log[4] - 2*x*Log[4]^2)*Log[x],x]","-e^6 x^4 \log (x)+4 e^3 x^3+2 e^3 x^3 (6+\log (4)) \log (x)-\frac{2}{3} e^3 x^3 (6+\log (4))+\frac{2}{3} e^3 x^3 \log (4)-\frac{1}{2} x^2 \left(36+\log ^2(4)\right)-x^2 (6+\log (4))^2 \log (x)+\frac{1}{2} x^2 (6+\log (4))^2-6 x^2 \log (4)","5-x^2 \left(-e^3 x+6+\log (4)\right)^2 \log (x)",1,"4*E^3*x^3 - 6*x^2*Log[4] + (2*E^3*x^3*Log[4])/3 - (2*E^3*x^3*(6 + Log[4]))/3 + (x^2*(6 + Log[4])^2)/2 - (x^2*(36 + Log[4]^2))/2 - E^6*x^4*Log[x] + 2*E^3*x^3*(6 + Log[4])*Log[x] - x^2*(6 + Log[4])^2*Log[x]","B",9,3,87,0.03448,1,"{6, 2356, 2304}"
6806,1,35,0,0.0854608,"\int e^{1+x} \left(1+2 x+x^2+x^3\right) \, dx","Int[E^(1 + x)*(1 + 2*x + x^2 + x^3),x]","e^{x+1} x^3-2 e^{x+1} x^2+6 e^{x+1} x-5 e^{x+1}","e^{x+1} (1-x) \left(-x^2+x-5\right)+1",1,"-5*E^(1 + x) + 6*E^(1 + x)*x - 2*E^(1 + x)*x^2 + E^(1 + x)*x^3","A",12,3,17,0.1765,1,"{2196, 2194, 2176}"
6807,0,0,0,2.8537091,"\int \frac{\left(48600 x+20250 e^{2+2 x} x\right) \log (\log (x))+\left(48600 x+e^{2+2 x} \left(20250 x-81000 x^2\right)\right) \log (x) \log ^2(\log (x))}{\left(248832+518400 e^{2+2 x}+432000 e^{4+4 x}+180000 e^{6+6 x}+37500 e^{8+8 x}+3125 e^{10+10 x}\right) \log (x)} \, dx","Int[((48600*x + 20250*E^(2 + 2*x)*x)*Log[Log[x]] + (48600*x + E^(2 + 2*x)*(20250*x - 81000*x^2))*Log[x]*Log[Log[x]]^2)/((248832 + 518400*E^(2 + 2*x) + 432000*E^(4 + 4*x) + 180000*E^(6 + 6*x) + 37500*E^(8 + 8*x) + 3125*E^(10 + 10*x))*Log[x]),x]","\int \frac{\left(48600 x+20250 e^{2+2 x} x\right) \log (\log (x))+\left(48600 x+e^{2+2 x} \left(20250 x-81000 x^2\right)\right) \log (x) \log ^2(\log (x))}{\left(248832+518400 e^{2+2 x}+432000 e^{4+4 x}+180000 e^{6+6 x}+37500 e^{8+8 x}+3125 e^{10+10 x}\right) \log (x)} \, dx","\frac{25 x^2 \log ^2(\log (x))}{\left(\frac{5}{3} e^{2 x+2}+4\right)^4}",1,"4050*Defer[Int][(x*Log[Log[x]])/((12 + 5*E^(2 + 2*x))^4*Log[x]), x] + 4050*Defer[Int][(x*Log[Log[x]]^2)/(12 + 5*E^(2 + 2*x))^4, x] + 194400*Defer[Int][(x^2*Log[Log[x]]^2)/(12 + 5*E^(2 + 2*x))^5, x] - 16200*Defer[Int][(x^2*Log[Log[x]]^2)/(12 + 5*E^(2 + 2*x))^4, x]","F",0,0,0,0,-1,"{}"
6808,0,0,0,1.6623146,"\int \frac{10 x+2 x^2-10 x^3-2 x^4+\left(-60+30 x+23 x^2-10 x^3-x^4\right) \log \left(\frac{1}{10} \left(-20+10 x+x^2\right)\right)}{\left(-20 x^4+10 x^5+x^6\right) \log ^2\left(\frac{1}{10} \left(-20+10 x+x^2\right)\right)} \, dx","Int[(10*x + 2*x^2 - 10*x^3 - 2*x^4 + (-60 + 30*x + 23*x^2 - 10*x^3 - x^4)*Log[(-20 + 10*x + x^2)/10])/((-20*x^4 + 10*x^5 + x^6)*Log[(-20 + 10*x + x^2)/10]^2),x]","\int \frac{10 x+2 x^2-10 x^3-2 x^4+\left(-60+30 x+23 x^2-10 x^3-x^4\right) \log \left(\frac{1}{10} \left(-20+10 x+x^2\right)\right)}{\left(-20 x^4+10 x^5+x^6\right) \log ^2\left(\frac{1}{10} \left(-20+10 x+x^2\right)\right)} \, dx","\frac{x-\frac{1}{x}}{x^2 \log \left(\frac{x^2}{10}+x-2\right)}",1,"(31*Defer[Int][1/((-10 + 6*Sqrt[5] - 2*x)*Log[-2 + x + x^2/10]^2), x])/(20*Sqrt[5]) - Defer[Int][1/(x^3*Log[-2 + x + x^2/10]^2), x]/2 - (7*Defer[Int][1/(x^2*Log[-2 + x + x^2/10]^2), x])/20 + (3*Defer[Int][1/(x*Log[-2 + x + x^2/10]^2), x])/10 - ((3 - Sqrt[5])*Defer[Int][1/((10 - 6*Sqrt[5] + 2*x)*Log[-2 + x + x^2/10]^2), x])/10 + (31*Defer[Int][1/((10 + 6*Sqrt[5] + 2*x)*Log[-2 + x + x^2/10]^2), x])/(20*Sqrt[5]) - ((3 + Sqrt[5])*Defer[Int][1/((10 + 6*Sqrt[5] + 2*x)*Log[-2 + x + x^2/10]^2), x])/10 + 3*Defer[Int][1/(x^4*Log[-2 + x + x^2/10]), x] - Defer[Int][1/(x^2*Log[-2 + x + x^2/10]), x]","F",0,0,0,0,-1,"{}"
6809,0,0,0,3.2342974,"\int \frac{e^{2 x} (-20+4 x) \log \left(\frac{1}{3} (-5+x)\right)+\log \left(3+e^x\right) \left(-12 e^x-4 e^{2 x}+\left(e^{2 x} (-20+4 x)+e^x (-60+12 x)\right) \log \left(\frac{1}{3} (-5+x)\right)\right)}{\left(-15+e^x (-5+x)+3 x\right) \log ^2\left(\frac{1}{3} (-5+x)\right)} \, dx","Int[(E^(2*x)*(-20 + 4*x)*Log[(-5 + x)/3] + Log[3 + E^x]*(-12*E^x - 4*E^(2*x) + (E^(2*x)*(-20 + 4*x) + E^x*(-60 + 12*x))*Log[(-5 + x)/3]))/((-15 + E^x*(-5 + x) + 3*x)*Log[(-5 + x)/3]^2),x]","\int \frac{e^{2 x} (-20+4 x) \log \left(\frac{1}{3} (-5+x)\right)+\log \left(3+e^x\right) \left(-12 e^x-4 e^{2 x}+\left(e^{2 x} (-20+4 x)+e^x (-60+12 x)\right) \log \left(\frac{1}{3} (-5+x)\right)\right)}{\left(-15+e^x (-5+x)+3 x\right) \log ^2\left(\frac{1}{3} (-5+x)\right)} \, dx","\frac{4 e^x \log \left(e^x+3\right)}{\log \left(\frac{x-5}{3}\right)}-5",1,"4*Log[27]*Defer[Int][E^x/((3 + E^x)*Log[-5/3 + x/3]^2), x] + 4*Defer[Int][(E^x*Log[3 + E^x])/((5 - x)*Log[-5/3 + x/3]^2), x] + 4*Defer[Int][E^x/Log[-5/3 + x/3], x] + 4*Defer[Int][(E^x*Log[3 + E^x])/Log[-5/3 + x/3], x] + 12*Defer[Int][(E^x*Log[-5 + x])/((-3 - E^x)*Log[-5/3 + x/3]^2), x]","F",0,0,0,0,-1,"{}"
6810,1,26,0,1.0683042,"\int \frac{-20-160 x-315 x^2-195 x^3-25 x^4+e^4 \left(96+256 x+190 x^2+25 x^3\right)+\left(-20 x-45 x^2-25 x^3+e^4 \left(16+40 x+25 x^2\right)\right) \log \left(\frac{e^4 (-4-5 x)+5 x+5 x^2}{4+5 x}\right)}{-100 x-245 x^2-170 x^3-25 x^4+e^4 \left(80+216 x+165 x^2+25 x^3\right)+\left(-20 x-45 x^2-25 x^3+e^4 \left(16+40 x+25 x^2\right)\right) \log \left(\frac{e^4 (-4-5 x)+5 x+5 x^2}{4+5 x}\right)} \, dx","Int[(-20 - 160*x - 315*x^2 - 195*x^3 - 25*x^4 + E^4*(96 + 256*x + 190*x^2 + 25*x^3) + (-20*x - 45*x^2 - 25*x^3 + E^4*(16 + 40*x + 25*x^2))*Log[(E^4*(-4 - 5*x) + 5*x + 5*x^2)/(4 + 5*x)])/(-100*x - 245*x^2 - 170*x^3 - 25*x^4 + E^4*(80 + 216*x + 165*x^2 + 25*x^3) + (-20*x - 45*x^2 - 25*x^3 + E^4*(16 + 40*x + 25*x^2))*Log[(E^4*(-4 - 5*x) + 5*x + 5*x^2)/(4 + 5*x)]),x]","x+\log \left(x+\log \left(\frac{5 x (x+1)}{5 x+4}-e^4\right)+5\right)","x+\log \left(x+\log \left(\frac{x}{5 x+4}+x-e^4\right)+5\right)",1,"x + Log[5 + x + Log[-E^4 + (5*x*(1 + x))/(4 + 5*x)]]","A",4,3,192,0.01562,1,"{6688, 6728, 6684}"
6811,0,0,0,28.6926435,"\int \frac{392-49 x+9 x^3 \log ^2(3)+e^{2 x} \left(72-81 x+18 x^2\right) \log ^2(3)+e^x \left(\left(336-210 x+42 x^2\right) \log (3)+\left(72-45 x+9 x^2\right) \log ^2(3)\right)}{-196 x+49 x^2+9 x^4 \log ^2(3)+e^{2 x} \left(-36 x+9 x^2\right) \log ^2(3)+e^x \left(\left(-168 x+42 x^2\right) \log (3)+\left(-36 x+9 x^2\right) \log ^2(3)\right)} \, dx","Int[(392 - 49*x + 9*x^3*Log[3]^2 + E^(2*x)*(72 - 81*x + 18*x^2)*Log[3]^2 + E^x*((336 - 210*x + 42*x^2)*Log[3] + (72 - 45*x + 9*x^2)*Log[3]^2))/(-196*x + 49*x^2 + 9*x^4*Log[3]^2 + E^(2*x)*(-36*x + 9*x^2)*Log[3]^2 + E^x*((-168*x + 42*x^2)*Log[3] + (-36*x + 9*x^2)*Log[3]^2)),x]","\int \frac{392-49 x+9 x^3 \log ^2(3)+e^{2 x} \left(72-81 x+18 x^2\right) \log ^2(3)+e^x \left(\left(336-210 x+42 x^2\right) \log (3)+\left(72-45 x+9 x^2\right) \log ^2(3)\right)}{-196 x+49 x^2+9 x^4 \log ^2(3)+e^{2 x} \left(-36 x+9 x^2\right) \log ^2(3)+e^x \left(\left(-168 x+42 x^2\right) \log (3)+\left(-36 x+9 x^2\right) \log ^2(3)\right)} \, dx","\log \left(x-\frac{(4-x) \left(e^x+\left(e^x+\frac{7}{3 \log (3)}\right)^2\right)}{x^2}\right)",1,"2*x + Log[4 - x] - 2*Log[x] + 1152*Log[3]^2*Defer[Int][(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))^(-1), x] + 3136*Defer[Int][1/((4 - x)*(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))), x] + 5760*Log[3]^2*Defer[Int][1/((4 - x)*(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))), x] - 32*(49 + 54*Log[3]^2)*Defer[Int][1/((4 - x)*(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))), x] + 1568*Defer[Int][1/((-4 + x)*(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))), x] + 4608*Log[3]^2*Defer[Int][1/((-4 + x)*(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))), x] + 288*Log[3]^2*Defer[Int][x/(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] + 72*Log[3]^2*Defer[Int][x^2/(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] + 18*Log[3]^2*Defer[Int][x^3/(196 - 49*x + 36*E^(2*x)*Log[3]^2 - 9*E^(2*x)*x*Log[3]^2 - 9*x^3*Log[3]^2 + 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) - 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] + 784*Defer[Int][(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))^(-1), x] + 1440*Log[3]^2*Defer[Int][(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))^(-1), x] - 8*(49 + 54*Log[3]^2)*Defer[Int][(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3])))^(-1), x] + 4*(42*Log[3] + Log[27]^2)*Defer[Int][E^x/(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] + 360*Log[3]^2*Defer[Int][x/(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] - 2*(49 + 54*Log[3]^2)*Defer[Int][x/(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] - (42*Log[3] + Log[27]^2)*Defer[Int][(E^x*x)/(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x] + 90*Log[3]^2*Defer[Int][x^2/(-196 + 49*x - 36*E^(2*x)*Log[3]^2 + 9*E^(2*x)*x*Log[3]^2 + 9*x^3*Log[3]^2 - 168*E^x*Log[3]*(1 + Log[27]^2/(42*Log[3])) + 42*E^x*x*Log[3]*(1 + Log[27]^2/(42*Log[3]))), x]","F",0,0,0,0,-1,"{}"
6812,1,33,0,0.5397169,"\int \frac{e^{\frac{3 e^{x^2}+2 x-3 \log (x)}{6 x}} \left(-1+e^{x^2} \left(-1+2 x^2\right)+\log (x)\right)}{8 x^2} \, dx","Int[(E^((3*E^x^2 + 2*x - 3*Log[x])/(6*x))*(-1 + E^x^2*(-1 + 2*x^2) + Log[x]))/(8*x^2),x]","\frac{1}{4} e^{\frac{3 e^{x^2}+2 x}{6 x}} x^{\left.-\frac{1}{2}\right/x}","\frac{1}{4} e^{\frac{e^{x^2}+\frac{2 x}{3}-\log (x)}{2 x}}",1,"E^((3*E^x^2 + 2*x)/(6*x))/(4*x^(1/(2*x)))","A",2,2,48,0.04167,1,"{12, 6706}"
6813,1,51,0,0.6716482,"\int \frac{-100 x^2+40 x^3-4 x^4+\left(200 x^2-120 x^3+16 x^4\right) \log (x)+\left(-1-76 x^2+24 x^3\right) \log ^2(x)-\log \left(3 \exp \left(\frac{100 x^2-40 x^3+4 x^4+\left(-40 x^2+8 x^3\right) \log (x)+4 x^2 \log ^2(x)}{\log (x)}\right)\right) \log ^2(x)+8 x^2 \log ^3(x)}{x^2 \log ^2(x)} \, dx","Int[(-100*x^2 + 40*x^3 - 4*x^4 + (200*x^2 - 120*x^3 + 16*x^4)*Log[x] + (-1 - 76*x^2 + 24*x^3)*Log[x]^2 - Log[3*E^((100*x^2 - 40*x^3 + 4*x^4 + (-40*x^2 + 8*x^3)*Log[x] + 4*x^2*Log[x]^2)/Log[x])]*Log[x]^2 + 8*x^2*Log[x]^3)/(x^2*Log[x]^2),x]","\frac{\log \left(3 e^{\frac{4 (5-x)^2 x^2}{\log (x)}} x^{4 x^2-\frac{8 (5-x) x^2}{\log (x)}}\right)}{x}+\frac{1}{x}","\frac{\log \left(3 e^{\frac{4 x^2 (x+\log (x)-5)^2}{\log (x)}}\right)+1}{x}",1,"x^(-1) + Log[3*E^((4*(5 - x)^2*x^2)/Log[x])*x^(4*x^2 - (8*(5 - x)*x^2)/Log[x])]/x","A",47,11,124,0.08871,1,"{6688, 2320, 2330, 2298, 2309, 2178, 2356, 2295, 30, 2555, 12}"
6814,1,17,0,0.1365241,"\int \frac{-e^{-x}+8 e^{8 x}}{-5+e^{-x}+e^{8 x}} \, dx","Int[(-E^(-x) + 8*E^(8*x))/(-5 + E^(-x) + E^(8*x)),x]","\log \left(-5 e^x+e^{9 x}+1\right)-x","\log \left(-e^{-x}-e^{8 x}+5\right)",1,"-x + Log[1 - 5*E^x + E^(9*x)]","A",4,3,30,0.1000,1,"{2282, 6742, 1587}"
6815,0,0,0,2.6386977,"\int \frac{30+20 x+e^{\left(\frac{3+2 x}{x}\right)^{5 x}} \left(15+10 x+\left(\frac{3+2 x}{x}\right)^{5 x} \left(75 x+\left(-75 x-50 x^2\right) \log \left(\frac{3+2 x}{x}\right)\right)\right)}{6 x^2+4 x^3} \, dx","Int[(30 + 20*x + E^((3 + 2*x)/x)^(5*x)*(15 + 10*x + ((3 + 2*x)/x)^(5*x)*(75*x + (-75*x - 50*x^2)*Log[(3 + 2*x)/x])))/(6*x^2 + 4*x^3),x]","\int \frac{30+20 x+e^{\left(\frac{3+2 x}{x}\right)^{5 x}} \left(15+10 x+\left(\frac{3+2 x}{x}\right)^{5 x} \left(75 x+\left(-75 x-50 x^2\right) \log \left(\frac{3+2 x}{x}\right)\right)\right)}{6 x^2+4 x^3} \, dx","\frac{5 \left(x-e^{\left(\frac{2 x+3}{x}\right)^{5 x}}-2\right)}{2 x}",1,"-5/x + (5*Defer[Int][E^(2 + 3/x)^(5*x)/x^2, x])/2 + (25*Defer[Int][(E^(2 + 3/x)^(5*x)*(2 + 3/x)^(5*x))/x, x])/2 - (25*Log[2 + 3/x]*Defer[Int][(E^(2 + 3/x)^(5*x)*(2 + 3/x)^(5*x))/x, x])/2 - 25*Defer[Int][(E^(2 + 3/x)^(5*x)*(2 + 3/x)^(5*x))/(3 + 2*x), x] - (25*Defer[Int][Defer[Int][(E^(2 + 3/x)^(5*x)*(2 + 3/x)^(5*x))/x, x]/x, x])/2 + 25*Defer[Int][Defer[Int][(E^(2 + 3/x)^(5*x)*(2 + 3/x)^(5*x))/x, x]/(3 + 2*x), x]","F",0,0,0,0,-1,"{}"
6816,1,66,0,0.1110159,"\int \frac{-54 x+(162+54 x) \log \left(\frac{25 x}{4 e^4}\right)-162 \log ^2\left(\frac{25 x}{4 e^4}\right)}{x^3} \, dx","Int[(-54*x + (162 + 54*x)*Log[(25*x)/(4*E^4)] - 162*Log[(25*x)/(4*E^4)]^2)/x^3,x]","\frac{9 (x+3)^2 \left(-\log (x)+4-\log \left(\frac{25}{4}\right)\right)}{x^2}+\frac{81 \left(2 \left(2-\log \left(\frac{5}{2}\right)\right)-\log (x)\right)^2}{x^2}-\frac{81 \left(-\log (x)+4-\log \left(\frac{25}{4}\right)\right)}{x^2}+9 \log (x)","9 \left(x-\frac{x^2-x+3 \log \left(\frac{25 x}{4 e^4}\right)}{x}\right)^2",1,"(81*(2*(2 - Log[5/2]) - Log[x])^2)/x^2 - (81*(4 - Log[25/4] - Log[x]))/x^2 + (9*(3 + x)^2*(4 - Log[25/4] - Log[x]))/x^2 + 9*Log[x]","B",8,7,36,0.1944,1,"{14, 2305, 2304, 37, 2334, 12, 43}"
6817,1,36,0,3.7408668,"\int \frac{e^{-2+e^{5 e^x}} \left(-50 x^2+50 e^{-3+x} x^2\right)+e^{-4+2 e^{5 e^x}} \left(50 e^{-3+x} x-50 x^2+e^{5 e^x+x} \left(250 e^{-3+x} x^2-250 x^3\right)\right) \log \left(e^{-3+x}-x\right) \log \left(\log \left(e^{-3+x}-x\right)\right)+\left(-50 x^2+50 e^{-3+x} x^2+e^{-2+e^{5 e^x}} \left(100 e^{-3+x} x-100 x^2+e^{5 e^x+x} \left(250 e^{-3+x} x^2-250 x^3\right)\right) \log \left(e^{-3+x}-x\right) \log \left(\log \left(e^{-3+x}-x\right)\right)\right) \log \left(\log \left(\log \left(e^{-3+x}-x\right)\right)\right)+\left(50 e^{-3+x} x-50 x^2\right) \log \left(e^{-3+x}-x\right) \log \left(\log \left(e^{-3+x}-x\right)\right) \log ^2\left(\log \left(\log \left(e^{-3+x}-x\right)\right)\right)}{\left(e^{-3+x}-x\right) \log \left(e^{-3+x}-x\right) \log \left(\log \left(e^{-3+x}-x\right)\right)} \, dx","Int[(E^(-2 + E^(5*E^x))*(-50*x^2 + 50*E^(-3 + x)*x^2) + E^(-4 + 2*E^(5*E^x))*(50*E^(-3 + x)*x - 50*x^2 + E^(5*E^x + x)*(250*E^(-3 + x)*x^2 - 250*x^3))*Log[E^(-3 + x) - x]*Log[Log[E^(-3 + x) - x]] + (-50*x^2 + 50*E^(-3 + x)*x^2 + E^(-2 + E^(5*E^x))*(100*E^(-3 + x)*x - 100*x^2 + E^(5*E^x + x)*(250*E^(-3 + x)*x^2 - 250*x^3))*Log[E^(-3 + x) - x]*Log[Log[E^(-3 + x) - x]])*Log[Log[Log[E^(-3 + x) - x]]] + (50*E^(-3 + x)*x - 50*x^2)*Log[E^(-3 + x) - x]*Log[Log[E^(-3 + x) - x]]*Log[Log[Log[E^(-3 + x) - x]]]^2)/((E^(-3 + x) - x)*Log[E^(-3 + x) - x]*Log[Log[E^(-3 + x) - x]]),x]","\frac{25 x^2 \left(e^{e^{5 e^x}}+e^2 \log \left(\log \left(\log \left(e^{x-3}-x\right)\right)\right)\right)^2}{e^4}","25 x^2 \left(e^{e^{5 e^x}-2}+\log \left(\log \left(\log \left(e^{x-3}-x\right)\right)\right)\right)^2",1,"(25*x^2*(E^E^(5*E^x) + E^2*Log[Log[Log[E^(-3 + x) - x]]])^2)/E^4","A",3,3,293,0.01024,1,"{6688, 12, 6687}"
6818,1,29,0,0.1013777,"\int \frac{45+26 x+112 x^2+18 x^3+(-36-6 x) \log (6+x)}{6+x} \, dx","Int[(45 + 26*x + 112*x^2 + 18*x^3 + (-36 - 6*x)*Log[6 + x])/(6 + x),x]","6 x^3+2 x^2+8 x-6 (x+6) \log (x+6)+33 \log (x+6)","-x^2-3 (2 x+1) \left(-x^2+\log (x+6)-1\right)+2 x",1,"8*x + 2*x^2 + 6*x^3 + 33*Log[6 + x] - 6*(6 + x)*Log[6 + x]","A",6,4,31,0.1290,1,"{6742, 1850, 2389, 2295}"
6819,1,11,0,0.0109056,"\int \frac{1326-260 x+25 x^2}{676-260 x+25 x^2} \, dx","Int[(1326 - 260*x + 25*x^2)/(676 - 260*x + 25*x^2),x]","x+\frac{130}{26-5 x}","\frac{5 x}{\frac{26}{5}-x}+x",1,"130/(26 - 5*x) + x","A",3,2,23,0.08696,1,"{27, 683}"
6820,1,30,0,0.5486259,"\int e^{-3-2 x} \left(4 e^{2+2 x}+e \left(1+4 x-4 x^2\right)+e (1-2 x) \log (x)\right) \, dx","Int[E^(-3 - 2*x)*(4*E^(2 + 2*x) + E*(1 + 4*x - 4*x^2) + E*(1 - 2*x)*Log[x]),x]","2 e^{-2 x-2} x^2+\frac{4 x}{e}+e^{-2 x-2} x \log (x)","\frac{4 x}{e}+e^{-2 x-2} x (2 x+\log (x))-2",1,"(4*x)/E + 2*E^(-2 - 2*x)*x^2 + E^(-2 - 2*x)*x*Log[x]","A",18,8,39,0.2051,1,"{6741, 6742, 2194, 2176, 2554, 12, 2178, 2199}"
6821,-1,0,0,180.0000837,"\int \frac{-4 x-6 x^2-2 x^3+e^x \left(2 x+2 x^2\right)+e^{\frac{x^2+\log ^2\left(-2 x+e^x x-x^2\right)}{x}} \left(-2 x-3 x^2-x^3+e^x \left(x+x^2\right)+\left(-4-4 x+e^x (2+2 x)\right) \log \left(-2 x+e^x x-x^2\right)+\left(2-e^x+x\right) \log ^2\left(-2 x+e^x x-x^2\right)\right)}{-2 x+e^x x-x^2} \, dx","Int[(-4*x - 6*x^2 - 2*x^3 + E^x*(2*x + 2*x^2) + E^((x^2 + Log[-2*x + E^x*x - x^2]^2)/x)*(-2*x - 3*x^2 - x^3 + E^x*(x + x^2) + (-4 - 4*x + E^x*(2 + 2*x))*Log[-2*x + E^x*x - x^2] + (2 - E^x + x)*Log[-2*x + E^x*x - x^2]^2))/(-2*x + E^x*x - x^2),x]","\text{\$Aborted}","x \left(x+e^{x+\frac{\log ^2\left(\left(-x+e^x-2\right) x\right)}{x}}+2\right)-1",1,"$Aborted","F",0,0,0,0,-1,"{}"
6822,1,26,0,0.0371281,"\int \frac{-384 e^{\frac{4 (16-x)}{x}}-10 x^3+10 e^3 x^3}{-x^2+e^3 x^2} \, dx","Int[(-384*E^((4*(16 - x))/x) - 10*x^3 + 10*E^3*x^3)/(-x^2 + E^3*x^2),x]","5 x^2-\frac{6 e^{\frac{64}{x}-4}}{1-e^3}","5 \left(x^2-5\right)+\frac{6 e^{\frac{4 (16-x)}{x}}}{e^3-1}",1,"(-6*E^(-4 + 64/x))/(1 - E^3) + 5*x^2","A",6,4,44,0.09091,1,"{6, 12, 14, 2209}"
6823,1,14,0,0.01418,"\int e^{4+8 x+4 x^2} (-24-24 x) \, dx","Int[E^(4 + 8*x + 4*x^2)*(-24 - 24*x),x]","-3 e^{4 x^2+8 x+4}","3 \left(\frac{1}{4 \log ^2(2)}-e^{(2 x+2)^2}\right)",1,"-3*E^(4 + 8*x + 4*x^2)","A",1,1,18,0.05556,1,"{2236}"
6824,1,16,0,0.314479,"\int \frac{16+4 x-8 \log (x)}{\left(4 x+x^2\right) \log (x)} \, dx","Int[(16 + 4*x - 8*Log[x])/((4*x + x^2)*Log[x]),x]","-2 \log (x)+2 \log (x+4)+4 \log (\log (x))","2 \log \left(\frac{5 (x+4) \log ^2(x)}{4 x}\right)",1,"-2*Log[x] + 2*Log[4 + x] + 4*Log[Log[x]]","A",10,8,23,0.3478,1,"{1593, 6741, 12, 6742, 36, 29, 31, 2302}"
6825,1,26,0,0.4084034,"\int \frac{4+37 x+32 x^2+\left(-1-17 x-16 x^2\right) \log (1+x)+\left(2 x+2 x^2\right) \log ^2(1+x)}{16+16 x+(-8-8 x) \log (1+x)+(1+x) \log ^2(1+x)} \, dx","Int[(4 + 37*x + 32*x^2 + (-1 - 17*x - 16*x^2)*Log[1 + x] + (2*x + 2*x^2)*Log[1 + x]^2)/(16 + 16*x + (-8 - 8*x)*Log[1 + x] + (1 + x)*Log[1 + x]^2),x]","x^2+\frac{x+1}{4-\log (x+1)}+\frac{1}{\log (x+1)-4}","x^2-\frac{x}{\log (x+1)-4}+18",1,"x^2 + (1 + x)/(4 - Log[1 + x]) + (-4 + Log[1 + x])^(-1)","A",14,10,69,0.1449,1,"{6741, 6742, 2389, 2299, 2178, 2411, 2353, 2297, 2302, 30}"
6826,1,5,0,0.0017795,"\int (5+e) \, dx","Int[5 + E,x]","(5+e) x","x \left(-\frac{\log \left(5 e^{e^2}\right)}{x}+e+5\right)",1,"(5 + E)*x","A",1,1,3,0.3333,1,"{8}"
6827,0,0,0,0.7048075,"\int \frac{36+49 x+\left(-33 x-52 x^2\right) \log (9 x)+\left(6 x^2+13 x^3\right) \log ^2(9 x)}{4 x^3-4 x^4 \log (9 x)+x^5 \log ^2(9 x)} \, dx","Int[(36 + 49*x + (-33*x - 52*x^2)*Log[9*x] + (6*x^2 + 13*x^3)*Log[9*x]^2)/(4*x^3 - 4*x^4*Log[9*x] + x^5*Log[9*x]^2),x]","\int \frac{36+49 x+\left(-33 x-52 x^2\right) \log (9 x)+\left(6 x^2+13 x^3\right) \log ^2(9 x)}{4 x^3-4 x^4 \log (9 x)+x^5 \log ^2(9 x)} \, dx","\frac{\frac{\frac{3}{x \left(\log (9 x)-\frac{2}{x}\right)}-3}{x}-13}{x}",1,"-1/12*(6 + 13*x)^2/x^2 - 6*Defer[Int][1/(x^3*(-2 + x*Log[9*x])^2), x] - 3*Defer[Int][1/(x^2*(-2 + x*Log[9*x])^2), x] - 9*Defer[Int][1/(x^3*(-2 + x*Log[9*x])), x]","F",0,0,0,0,-1,"{}"
6828,0,0,0,2.4884965,"\int \frac{x-x \log (x)+\left(-4 x^6 \log (x)+4 x^5 \log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)+\left(x \log (x)-\log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right) \log \left(\log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)\right)}{\left(-x^3 \log (x)+x^2 \log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)} \, dx","Int[(x - x*Log[x] + (-4*x^6*Log[x] + 4*x^5*Log[x]^2)*Log[(-5*x + 5*Log[x])/Log[x]] + (x*Log[x] - Log[x]^2)*Log[(-5*x + 5*Log[x])/Log[x]]*Log[Log[(-5*x + 5*Log[x])/Log[x]]])/((-(x^3*Log[x]) + x^2*Log[x]^2)*Log[(-5*x + 5*Log[x])/Log[x]]),x]","\int \frac{x-x \log (x)+\left(-4 x^6 \log (x)+4 x^5 \log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)+\left(x \log (x)-\log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right) \log \left(\log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)\right)}{\left(-x^3 \log (x)+x^2 \log ^2(x)\right) \log \left(\frac{-5 x+5 \log (x)}{\log (x)}\right)} \, dx","x^4+\frac{\log \left(\log \left(5 \left(1-\frac{x}{\log (x)}\right)\right)\right)}{x}",1,"x^4 + Defer[Int][1/(x*(x - Log[x])*Log[5 - (5*x)/Log[x]]), x] - Defer[Int][1/(x*(x - Log[x])*Log[x]*Log[5 - (5*x)/Log[x]]), x] - Defer[Int][Log[Log[5 - (5*x)/Log[x]]]/x^2, x]","F",0,0,0,0,-1,"{}"
6829,0,0,0,2.2732273,"\int \frac{\left(-10 x^3-2 x^4\right) \log ^2(8)+(10+2 x) \log ^2(8) \log (x)+\left(10-2 x-30 x^3+6 x^4\right) \log ^2(8) \log \left(\frac{x}{25-10 x+x^2}\right)}{\left(45 x^{10}-9 x^{11}\right) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(-135 x^7+27 x^8\right) \log (x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(135 x^4-27 x^5\right) \log ^2(x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(-45 x+9 x^2\right) \log ^3(x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)} \, dx","Int[((-10*x^3 - 2*x^4)*Log[8]^2 + (10 + 2*x)*Log[8]^2*Log[x] + (10 - 2*x - 30*x^3 + 6*x^4)*Log[8]^2*Log[x/(25 - 10*x + x^2)])/((45*x^10 - 9*x^11)*Log[x/(25 - 10*x + x^2)]^3 + (-135*x^7 + 27*x^8)*Log[x]*Log[x/(25 - 10*x + x^2)]^3 + (135*x^4 - 27*x^5)*Log[x]^2*Log[x/(25 - 10*x + x^2)]^3 + (-45*x + 9*x^2)*Log[x]^3*Log[x/(25 - 10*x + x^2)]^3),x]","\int \frac{\left(-10 x^3-2 x^4\right) \log ^2(8)+(10+2 x) \log ^2(8) \log (x)+\left(10-2 x-30 x^3+6 x^4\right) \log ^2(8) \log \left(\frac{x}{25-10 x+x^2}\right)}{\left(45 x^{10}-9 x^{11}\right) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(-135 x^7+27 x^8\right) \log (x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(135 x^4-27 x^5\right) \log ^2(x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)+\left(-45 x+9 x^2\right) \log ^3(x) \log ^3\left(\frac{x}{25-10 x+x^2}\right)} \, dx","\frac{\log ^2(8)}{9 \left(x^3-\log (x)\right)^2 \log ^2\left(\frac{x}{(x-5)^2}\right)}",1,"(4*Log[8]^2*Defer[Int][1/((-5 + x)*(x^3 - Log[x])^2*Log[x/(-5 + x)^2]^3), x])/9 - (2*Log[8]^2*Defer[Int][1/(x*(x^3 - Log[x])^2*Log[x/(-5 + x)^2]^3), x])/9 + (2*Log[8]^2*Defer[Int][1/(x*(x^3 - Log[x])^3*Log[x/(-5 + x)^2]^2), x])/9 - (2*Log[8]^2*Defer[Int][x^2/((x^3 - Log[x])^3*Log[x/(-5 + x)^2]^2), x])/3","F",0,0,0,0,-1,"{}"
6830,0,0,0,37.8113524,"\int \frac{e^{\frac{e^{16-x} \log ^2(x)}{-x \log (5)+x \log \left(\frac{16}{x^2}\right)}} \left(\left(-2 e^{16-x} \log (5)+2 e^{16-x} \log \left(\frac{16}{x^2}\right)\right) \log (x)+\left(e^{16-x} (2+(1+x) \log (5))+e^{16-x} (-1-x) \log \left(\frac{16}{x^2}\right)\right) \log ^2(x)\right)}{x^2 \log ^2(5)-2 x^2 \log (5) \log \left(\frac{16}{x^2}\right)+x^2 \log ^2\left(\frac{16}{x^2}\right)} \, dx","Int[(E^((E^(16 - x)*Log[x]^2)/(-(x*Log[5]) + x*Log[16/x^2]))*((-2*E^(16 - x)*Log[5] + 2*E^(16 - x)*Log[16/x^2])*Log[x] + (E^(16 - x)*(2 + (1 + x)*Log[5]) + E^(16 - x)*(-1 - x)*Log[16/x^2])*Log[x]^2))/(x^2*Log[5]^2 - 2*x^2*Log[5]*Log[16/x^2] + x^2*Log[16/x^2]^2),x]","\int \frac{e^{\frac{e^{16-x} \log ^2(x)}{-x \log (5)+x \log \left(\frac{16}{x^2}\right)}} \left(\left(-2 e^{16-x} \log (5)+2 e^{16-x} \log \left(\frac{16}{x^2}\right)\right) \log (x)+\left(e^{16-x} (2+(1+x) \log (5))+e^{16-x} (-1-x) \log \left(\frac{16}{x^2}\right)\right) \log ^2(x)\right)}{x^2 \log ^2(5)-2 x^2 \log (5) \log \left(\frac{16}{x^2}\right)+x^2 \log ^2\left(\frac{16}{x^2}\right)} \, dx","e^{\frac{e^{16-x} \log ^2(x)}{x \left(\log \left(\frac{16}{x^2}\right)-\log (5)\right)}}",1,"2*Defer[Int][(E^(16 - x + (E^(16 - x)*Log[x]^2)/(x*Log[16/(5*x^2)]))*Log[x])/(x^2*Log[16/(5*x^2)]), x] + (2 + Log[5])*Defer[Int][(E^(16 - x + (E^(16 - x)*Log[x]^2)/(x*Log[16/(5*x^2)]))*Log[x]^2)/(x^2*Log[16/(5*x^2)]^2), x] + Log[5]*Defer[Int][(E^(16 - x + (E^(16 - x)*Log[x]^2)/(x*Log[16/(5*x^2)]))*Log[x]^2)/(x*Log[16/(5*x^2)]^2), x] - Defer[Int][(E^(16 - x + (E^(16 - x)*Log[x]^2)/(x*Log[16/(5*x^2)]))*Log[16/x^2]*Log[x]^2)/(x^2*Log[16/(5*x^2)]^2), x] - Defer[Int][(E^(16 - x + (E^(16 - x)*Log[x]^2)/(x*Log[16/(5*x^2)]))*Log[16/x^2]*Log[x]^2)/(x*Log[16/(5*x^2)]^2), x]","F",0,0,0,0,-1,"{}"
6831,1,55,0,0.0248133,"\int \left(1-6 e^9+9 e^{18}-\log (4)+\left(2-6 e^9\right) \log (x)+\log ^2(x)\right) \, dx","Int[1 - 6*E^9 + 9*E^18 - Log[4] + (2 - 6*E^9)*Log[x] + Log[x]^2,x]","-2 \left(1-3 e^9\right) x+2 x+x \log ^2(x)+2 \left(1-3 e^9\right) x \log (x)-2 x \log (x)+x \left(1-6 e^9+9 e^{18}-\log (4)\right)","x+x \left(3 e^9-\log (x)\right)^2-x \log (4)-3",1,"2*x - 2*(1 - 3*E^9)*x + x*(1 - 6*E^9 + 9*E^18 - Log[4]) - 2*x*Log[x] + 2*(1 - 3*E^9)*x*Log[x] + x*Log[x]^2","B",4,2,30,0.06667,1,"{2295, 2296}"
6832,1,13,0,0.0113685,"\int \frac{4-x-3 e^x x}{x} \, dx","Int[(4 - x - 3*E^x*x)/x,x]","-x-3 e^x+4 \log (x)","-x+e^x+4 \left(\log \left(\frac{x}{4}\right)-e^x\right)-2-\log (5)",1,"-3*E^x - x + 4*Log[x]","A",5,3,15,0.2000,1,"{14, 2194, 43}"
6833,0,0,0,0.4202066,"\int \left(1+\exp \left(e^{\frac{-1+5 e^{16+x}+e^{16} x}{e^{16}}}+\frac{-1+5 e^{16+x}+e^{16} x}{e^{16}}\right) \left(1+5 e^x\right)\right) \, dx","Int[1 + E^(E^((-1 + 5*E^(16 + x) + E^16*x)/E^16) + (-1 + 5*E^(16 + x) + E^16*x)/E^16)*(1 + 5*E^x),x]","\int \left(1+\exp \left(e^{\frac{-1+5 e^{16+x}+e^{16} x}{e^{16}}}+\frac{-1+5 e^{16+x}+e^{16} x}{e^{16}}\right) \left(1+5 e^x\right)\right) \, dx","x+e^{e^{x+5 e^x-\frac{1}{e^{16}}}}+3",1,"x + Defer[Subst][Defer[Int][E^(-E^(-16) + 5*x + E^(-E^(-16) + 5*x)*x), x], x, E^x] + 5*Defer[Subst][Defer[Int][E^(-E^(-16) + 5*x + E^(-E^(-16) + 5*x)*x)*x, x], x, E^x]","F",0,0,0,0,-1,"{}"
6834,1,24,0,0.0599247,"\int \frac{e^x \left(2 x+x^2\right)-4 x \log (3)+2 x \log (3) \log (\log (3))}{\log (3)} \, dx","Int[(E^x*(2*x + x^2) - 4*x*Log[3] + 2*x*Log[3]*Log[Log[3]])/Log[3],x]","\frac{e^x x^2}{\log (3)}-x^2 (2-\log (\log (3)))","-x \left(2 x-x \left(\frac{e^x}{\log (3)}+\log (\log (3))\right)\right)-6",1,"(E^x*x^2)/Log[3] - x^2*(2 - Log[Log[3]])","A",11,6,30,0.2000,1,"{6, 12, 1593, 2196, 2176, 2194}"
6835,1,10,0,0.0182143,"\int -\frac{2 \log \left(-\frac{1}{5+x}\right)}{5+x} \, dx","Int[(-2*Log[-(5 + x)^(-1)])/(5 + x),x]","\log ^2\left(-\frac{1}{x+5}\right)","\log ^2\left(-\frac{1}{x+5}\right)",1,"Log[-(5 + x)^(-1)]^2","A",3,3,15,0.2000,1,"{12, 2390, 2301}"
6836,1,30,0,0.2113755,"\int \frac{6+2 e^8-6 e^8 \log \left(\frac{4}{x}\right)}{\left(-x+e^8 x \log \left(\frac{4}{x}\right)\right) \log ^2\left(\frac{-x^3+e^8 x^3 \log \left(\frac{4}{x}\right)}{5 e^8}\right)} \, dx","Int[(6 + 2*E^8 - 6*E^8*Log[4/x])/((-x + E^8*x*Log[4/x])*Log[(-x^3 + E^8*x^3*Log[4/x])/(5*E^8)]^2),x]","\frac{2}{\log \left(-\frac{x^3-e^8 x^3 \log \left(\frac{4}{x}\right)}{5 e^8}\right)}","\frac{2}{\log \left(\frac{1}{5} x^3 \left(\log \left(\frac{4}{x}\right)-\frac{1}{e^8}\right)\right)}",1,"2/Log[-1/5*(x^3 - E^8*x^3*Log[4/x])/E^8]","A",2,2,65,0.03077,1,"{2561, 6686}"
6837,1,15,0,0.0456143,"\int \frac{-112-96 x^2+2 x^3+16 x^4}{x^2+x^4} \, dx","Int[(-112 - 96*x^2 + 2*x^3 + 16*x^4)/(x^2 + x^4),x]","\log \left(x^2+1\right)+16 x+\frac{112}{x}","\log \left(e^{\frac{16 (x+7) \left(x^2+x\right)}{x^2}} \left(x^2+1\right)\right)",1,"112/x + 16*x + Log[1 + x^2]","A",4,3,27,0.1111,1,"{1593, 1802, 260}"
6838,0,0,0,1.3038523,"\int \frac{4 x-5 x^2-8 x^3+10 x^4+\left(-x+2 x^3\right) \log (5)+\left(4 x-10 x^2+e^{x^2} (40-100 x-10 \log (5))-x \log (5)\right) \log \left(e^{-x^2} \left(10 e^{x^2}+x\right)\right)}{10 e^{x^2}+x} \, dx","Int[(4*x - 5*x^2 - 8*x^3 + 10*x^4 + (-x + 2*x^3)*Log[5] + (4*x - 10*x^2 + E^x^2*(40 - 100*x - 10*Log[5]) - x*Log[5])*Log[(10*E^x^2 + x)/E^x^2])/(10*E^x^2 + x),x]","\int \frac{4 x-5 x^2-8 x^3+10 x^4+\left(-x+2 x^3\right) \log (5)+\left(4 x-10 x^2+e^{x^2} (40-100 x-10 \log (5))-x \log (5)\right) \log \left(e^{-x^2} \left(10 e^{x^2}+x\right)\right)}{10 e^{x^2}+x} \, dx","x (-5 x+4-\log (5)) \log \left(e^{-x^2} x+10\right)",1,"-1/20*((4 - 10*x - Log[5])^2*Log[10 + x/E^x^2]) + ((4 - Log[5])^2*Defer[Int][(10*E^x^2 + x)^(-1), x])/20 - 5*Defer[Int][x^2/(10*E^x^2 + x), x] + ((34 + 8*Log[5] - Log[5]^2)*Defer[Int][x^2/(10*E^x^2 + x), x])/10 + 2*(4 - Log[5])*Defer[Int][x^3/(10*E^x^2 + x), x] - (8 - Log[25])*Defer[Int][x^3/(10*E^x^2 + x), x]","F",0,0,0,0,-1,"{}"
6839,1,26,0,3.4495824,"\int \frac{4+4 x-x^2+\left(4+4 x-x^2\right) \log \left(\frac{4+4 x-x^2}{x}\right)+\log (x) \left(6 x^2-x^3+\left(-4+5 x^2-x^3\right) \log \left(\frac{4+4 x-x^2}{x}\right)\right) \log (\log (x))}{\log (x) \left(-4 x-4 x^2+x^3+\left(-4 x-4 x^2+x^3\right) \log \left(\frac{4+4 x-x^2}{x}\right)\right) \log (\log (x))} \, dx","Int[(4 + 4*x - x^2 + (4 + 4*x - x^2)*Log[(4 + 4*x - x^2)/x] + Log[x]*(6*x^2 - x^3 + (-4 + 5*x^2 - x^3)*Log[(4 + 4*x - x^2)/x])*Log[Log[x]])/(Log[x]*(-4*x - 4*x^2 + x^3 + (-4*x - 4*x^2 + x^3)*Log[(4 + 4*x - x^2)/x])*Log[Log[x]]),x]","-x+\log (x)+\log \left(\log \left(-x+\frac{4}{x}+4\right)+1\right)-\log (\log (\log (x)))","\log \left(\frac{5 \left(x+x \log \left(-x+\frac{4}{x}+4\right)\right)}{\log (\log (x))}\right)-x",1,"-x + Log[x] + Log[1 + Log[4 + 4/x - x]] - Log[Log[Log[x]]]","A",12,6,133,0.04511,1,"{6688, 6728, 43, 6684, 2302, 29}"
6840,1,20,0,0.1348736,"\int \frac{18+6 \log \left(\log \left(\frac{-4+16 x^3}{9 x^3}\right)\right)}{\left(-x+4 x^4\right) \log \left(\frac{-4+16 x^3}{9 x^3}\right)} \, dx","Int[(18 + 6*Log[Log[(-4 + 16*x^3)/(9*x^3)]])/((-x + 4*x^4)*Log[(-4 + 16*x^3)/(9*x^3)]),x]","\left(\log \left(\log \left(-\frac{4 \left(1-4 x^3\right)}{9 x^3}\right)\right)+3\right)^2","\left(\log \left(\log \left(\frac{4 \left(4 x^3-1\right)}{9 x^3}\right)\right)+3\right)^2",1,"(3 + Log[Log[(-4*(1 - 4*x^3))/(9*x^3)]])^2","A",2,2,49,0.04082,1,"{1593, 6686}"
6841,1,22504,0,68.4952513,"\int \frac{e^{30+8 x} \left(56+8 e^{10}+e^5 (24-16 x)-24 x+8 x^2\right)+e^{15+4 x} \left(-2016-8 e^{30}+2208 x-1760 x^2+800 x^3-280 x^4+56 x^5-8 x^6+e^{25} (-56+48 x)+e^{20} \left(-280+280 x-120 x^2\right)+e^{15} \left(-800+1120 x-560 x^2+160 x^3\right)+e^{10} \left(-1760+2400 x-1680 x^2+560 x^3-120 x^4\right)+e^5 \left(-2208+3520 x-2400 x^2+1120 x^3-280 x^4+48 x^5\right)\right) \log (3)}{7776+e^{50}+e^{45} (10-10 x)-12960 x+15120 x^2-11520 x^3+6960 x^4-3152 x^5+1160 x^6-320 x^7+70 x^8-10 x^9+x^{10}+e^{40} \left(70-90 x+45 x^2\right)+e^{35} \left(320-560 x+360 x^2-120 x^3\right)+e^{30} \left(1160-2240 x+1960 x^2-840 x^3+210 x^4\right)+e^{25} \left(3152-6960 x+6720 x^2-3920 x^3+1260 x^4-252 x^5\right)+e^{20} \left(6960-15760 x+17400 x^2-11200 x^3+4900 x^4-1260 x^5+210 x^6\right)+e^{15} \left(11520-27840 x+31520 x^2-23200 x^3+11200 x^4-3920 x^5+840 x^6-120 x^7\right)+e^{10} \left(15120-34560 x+41760 x^2-31520 x^3+17400 x^4-6720 x^5+1960 x^6-360 x^7+45 x^8\right)+e^5 \left(12960-30240 x+34560 x^2-27840 x^3+15760 x^4-6960 x^5+2240 x^6-560 x^7+90 x^8-10 x^9\right)} \, dx","Int[(E^(30 + 8*x)*(56 + 8*E^10 + E^5*(24 - 16*x) - 24*x + 8*x^2) + E^(15 + 4*x)*(-2016 - 8*E^30 + 2208*x - 1760*x^2 + 800*x^3 - 280*x^4 + 56*x^5 - 8*x^6 + E^25*(-56 + 48*x) + E^20*(-280 + 280*x - 120*x^2) + E^15*(-800 + 1120*x - 560*x^2 + 160*x^3) + E^10*(-1760 + 2400*x - 1680*x^2 + 560*x^3 - 120*x^4) + E^5*(-2208 + 3520*x - 2400*x^2 + 1120*x^3 - 280*x^4 + 48*x^5))*Log[3])/(7776 + E^50 + E^45*(10 - 10*x) - 12960*x + 15120*x^2 - 11520*x^3 + 6960*x^4 - 3152*x^5 + 1160*x^6 - 320*x^7 + 70*x^8 - 10*x^9 + x^10 + E^40*(70 - 90*x + 45*x^2) + E^35*(320 - 560*x + 360*x^2 - 120*x^3) + E^30*(1160 - 2240*x + 1960*x^2 - 840*x^3 + 210*x^4) + E^25*(3152 - 6960*x + 6720*x^2 - 3920*x^3 + 1260*x^4 - 252*x^5) + E^20*(6960 - 15760*x + 17400*x^2 - 11200*x^3 + 4900*x^4 - 1260*x^5 + 210*x^6) + E^15*(11520 - 27840*x + 31520*x^2 - 23200*x^3 + 11200*x^4 - 3920*x^5 + 840*x^6 - 120*x^7) + E^10*(15120 - 34560*x + 41760*x^2 - 31520*x^3 + 17400*x^4 - 6720*x^5 + 1960*x^6 - 360*x^7 + 45*x^8) + E^5*(12960 - 30240*x + 34560*x^2 - 27840*x^3 + 15760*x^4 - 6960*x^5 + 2240*x^6 - 560*x^7 + 90*x^8 - 10*x^9)),x]","-\frac{4}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{16}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{4}{125} e^{39-4 i \sqrt{5}+4 e^5} \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{12}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{2}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{6}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{4}{125} e^{34-4 i \sqrt{5}+4 e^5} \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{31 i e^{29-4 i \sqrt{5}+4 e^5} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{50 \sqrt{5}}+\frac{26}{75} e^{29-4 i \sqrt{5}+4 e^5} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{1}{250} e^{29-4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{2}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{1}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{3}{250} e^{39-4 i \sqrt{5}+4 e^5} \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{48}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{24}{125} e^{29-4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{16}{125} e^{34-4 i \sqrt{5}+4 e^5} \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{32}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{16}{375} e^{29-4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{25} e^{19-4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{125} e^{39-4 i \sqrt{5}+4 e^5} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{32}{25} e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{581 i e^{29-4 i \sqrt{5}+4 e^5} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{3000 \sqrt{5}}-\frac{139}{750} e^{29-4 i \sqrt{5}+4 e^5} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{581 i e^{29-4 i \sqrt{5}+4 e^5} \left(20-e^{10}-e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{12000 \sqrt{5}}+\frac{139 e^{29-4 i \sqrt{5}+4 e^5} \left(20-e^{10}-e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{3000}-\frac{31 i e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{52}{75} e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{31 i e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{100 \sqrt{5}}-\frac{13}{75} e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{581 i e^{29-4 i \sqrt{5}+4 e^5} \left(10-20 e^5-3 e^{10}-3 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{6000 \sqrt{5}}+\frac{139 e^{29-4 i \sqrt{5}+4 e^5} \left(10-20 e^5-3 e^{10}-3 e^{15}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{1500}+\frac{77 i e^{19-4 i \sqrt{5}+4 e^5} \left(1-7 e^5+2 e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{50 \sqrt{5}}+\frac{6}{25} e^{19-4 i \sqrt{5}+4 e^5} \left(1-7 e^5+2 e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{581 i e^{34-4 i \sqrt{5}+4 e^5} \left(5+e^5+e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{3000 \sqrt{5}}+\frac{139}{750} e^{34-4 i \sqrt{5}+4 e^5} \left(5+e^5+e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{e^{29-4 i \sqrt{5}+4 e^5} \left(7-i \sqrt{5}+7 e^5\right) \left(20-e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{1000}-\frac{7 i e^{29-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(20-e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{4000 \sqrt{5}}-\frac{1}{250} e^{29-4 i \sqrt{5}+4 e^5} \left(7-i \sqrt{5}+7 e^5\right) \left(10-e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{7 i e^{29-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(10-e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{1000 \sqrt{5}}+\frac{1}{500} e^{29-4 i \sqrt{5}+4 e^5} \left(7-i \sqrt{5}+7 e^5\right) \left(10-3 e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{7 i e^{29-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(10-3 e^{10}\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{2000 \sqrt{5}}+\frac{3 e^{39-4 i \sqrt{5}+4 e^5} \left(7-i \sqrt{5}+7 e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{1000}-\frac{2}{25} e^{19-4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(3-i \sqrt{5}+3 e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{8}{25} e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(3-i \sqrt{5}+3 e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{64}{25} e^{29-4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{32}{75} e^{29-4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{32}{25} e^{29-4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{64}{75} e^{34-4 i \sqrt{5}+4 e^5} \left(1-i \sqrt{5}+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{3 i e^{29-4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{i e^{29-4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{50 \sqrt{5}}+\frac{3 i e^{29-4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{50 \sqrt{5}}+\frac{3 i e^{19-4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{50 \sqrt{5}}-\frac{161 i e^{39-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{3000 \sqrt{5}}-\frac{139 e^{39-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{3000}+\frac{i e^{34-4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{6 i e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(1+e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{308 i e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(1-e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{48}{25} e^{4 \left(6-i \sqrt{5}+e^5\right)} \left(1-e^5\right) \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{31 i e^{39-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{100 \sqrt{5}}-\frac{13}{75} e^{39-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{62 i e^{34-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}-\frac{104}{75} e^{34-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{231 i e^{29-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{25 \sqrt{5}}+\frac{36}{25} e^{29-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)-\frac{2 i e^{19-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)}{5 \sqrt{5}}+\frac{8}{5} e^{19-4 i \sqrt{5}+4 e^5} \log (3) \text{Ei}\left(-4 \left(-x+e^5-i \sqrt{5}+1\right)\right)+\frac{e^{8 x+30}}{\left(x^2-2 \left(1+e^5\right) x+e^{10}+2 e^5+6\right)^4}-\frac{4}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{16}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{4}{125} e^{39+4 i \sqrt{5}+4 e^5} \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{12}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{2}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{6}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{4}{125} e^{34+4 i \sqrt{5}+4 e^5} \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{31 i e^{29+4 i \sqrt{5}+4 e^5} \left(7+3 e^5 \left(3+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{50 \sqrt{5}}+\frac{26}{75} e^{29+4 i \sqrt{5}+4 e^5} \left(7+3 e^5 \left(3+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{1}{250} e^{29+4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{2}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{1}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{3}{250} e^{39+4 i \sqrt{5}+4 e^5} \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{48}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{24}{125} e^{29+4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{16}{125} e^{34+4 i \sqrt{5}+4 e^5} \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(20-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{32}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(10-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{16}{375} e^{29+4 i \sqrt{5}+4 e^5} \left(10-3 e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{25} e^{19+4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{125} e^{39+4 i \sqrt{5}+4 e^5} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{32}{25} e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{581 i e^{29+4 i \sqrt{5}+4 e^5} \left(10-5 e^5-e^{10}-e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{3000 \sqrt{5}}-\frac{139}{750} e^{29+4 i \sqrt{5}+4 e^5} \left(10-5 e^5-e^{10}-e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{581 i e^{29+4 i \sqrt{5}+4 e^5} \left(20-e^{10}-e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{12000 \sqrt{5}}+\frac{139 e^{29+4 i \sqrt{5}+4 e^5} \left(20-e^{10}-e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{3000}+\frac{31 i e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}+\frac{52}{75} e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{31 i e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{100 \sqrt{5}}-\frac{13}{75} e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{581 i e^{29+4 i \sqrt{5}+4 e^5} \left(10-20 e^5-3 e^{10}-3 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{6000 \sqrt{5}}+\frac{139 e^{29+4 i \sqrt{5}+4 e^5} \left(10-20 e^5-3 e^{10}-3 e^{15}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{1500}-\frac{77 i e^{19+4 i \sqrt{5}+4 e^5} \left(1-7 e^5+2 e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{50 \sqrt{5}}+\frac{6}{25} e^{19+4 i \sqrt{5}+4 e^5} \left(1-7 e^5+2 e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{581 i e^{34+4 i \sqrt{5}+4 e^5} \left(5+e^5+e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{3000 \sqrt{5}}+\frac{139}{750} e^{34+4 i \sqrt{5}+4 e^5} \left(5+e^5+e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{e^{29+4 i \sqrt{5}+4 e^5} \left(7+i \sqrt{5}+7 e^5\right) \left(20-e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{1000}+\frac{7 i e^{29+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(20-e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{4000 \sqrt{5}}-\frac{1}{250} e^{29+4 i \sqrt{5}+4 e^5} \left(7+i \sqrt{5}+7 e^5\right) \left(10-e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{7 i e^{29+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(10-e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{1000 \sqrt{5}}+\frac{1}{500} e^{29+4 i \sqrt{5}+4 e^5} \left(7+i \sqrt{5}+7 e^5\right) \left(10-3 e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{7 i e^{29+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \left(10-3 e^{10}\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{2000 \sqrt{5}}+\frac{3 e^{39+4 i \sqrt{5}+4 e^5} \left(7+i \sqrt{5}+7 e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{1000}-\frac{2}{25} e^{19+4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(3+i \sqrt{5}+3 e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{8}{25} e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(3+i \sqrt{5}+3 e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{64}{25} e^{29+4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(1+i \sqrt{5}+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{32}{75} e^{29+4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{32}{25} e^{29+4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{64}{75} e^{34+4 i \sqrt{5}+4 e^5} \left(1+i \sqrt{5}+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{3 i e^{29+4 i \sqrt{5}+4 e^5} \left(1-e^5\right) \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}-\frac{i e^{29+4 i \sqrt{5}+4 e^5} \left(3-2 e^5\right) \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{50 \sqrt{5}}-\frac{3 i e^{29+4 i \sqrt{5}+4 e^5} \left(1-2 e^5\right) \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{50 \sqrt{5}}-\frac{3 i e^{19+4 i \sqrt{5}+4 e^5} \left(1-4 e^5\right) \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{50 \sqrt{5}}+\frac{161 i e^{39+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{3000 \sqrt{5}}-\frac{139 e^{39+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{3000}-\frac{i e^{34+4 i \sqrt{5}+4 e^5} \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}-\frac{6 i e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(1+e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}-\frac{308 i e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(1-e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}+\frac{48}{25} e^{4 \left(6+i \sqrt{5}+e^5\right)} \left(1-e^5\right) \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{31 i e^{39+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{100 \sqrt{5}}-\frac{13}{75} e^{39+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{62 i e^{34+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}-\frac{104}{75} e^{34+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)-\frac{231 i e^{29+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{25 \sqrt{5}}+\frac{36}{25} e^{29+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{2 i e^{19+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)}{5 \sqrt{5}}+\frac{8}{5} e^{19+4 i \sqrt{5}+4 e^5} \text{Ei}\left(-4 \left(-x+e^5+i \sqrt{5}+1\right)\right) \log (3)+\frac{2 e^{4 x+15} \log (3)}{5 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{12 i e^{4 x+25} \log (3)}{5 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{9 e^{4 x+25} \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{16 i e^{4 x+30} \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{26 e^{4 x+30} \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{2 i e^{4 x+35} \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{13 e^{4 x+35} \log (3)}{300 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+35} \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{4 e^{4 x+25} \left(10-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(10-3 e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+30} \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{3 e^{4 x+25} \left(1-e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(3-2 e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3)}{250 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{3 e^{4 x+25} \left(1-2 e^5\right) \left(5-\sqrt{5} \left(i-\sqrt{5} e^5\right)\right) \log (3)}{250 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{4 i e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{13 e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{3 e^{4 x+35} \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{250 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{4 e^{4 x+30} \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{12 e^{4 x+25} \left(1-e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(3-2 e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{6 e^{4 x+25} \left(1-2 e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{8 e^{4 x+20} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+35} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(20-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(10-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{4 e^{4 x+25} \left(10-3 e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+15} \left(1-4 e^5\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(7-i \left(\sqrt{5}+7 i e^5\right)\right) \log (3)}{4000 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(7-i \left(\sqrt{5}+7 i e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{7 i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{139 e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{3000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{7 i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{139 e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{12000 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{8 i e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{13 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{2 i e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{13 e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{300 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{7 i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{300 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{139 e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{6000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{2 i e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{5 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{3 e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{50 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{7 i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{139 e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{3000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(7-i \sqrt{5}+7 e^5\right) \left(10-3 e^{10}\right) \log (3)}{2000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{3 e^{4 x+35} \left(7-i \sqrt{5}+7 e^5\right) \log (3)}{4000 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{2 e^{4 x+20} \left(3-i \sqrt{5}+3 e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{e^{4 x+15} \left(1-4 e^5\right) \left(3-i \sqrt{5}+3 e^5\right) \log (3)}{50 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{16 e^{4 x+30} \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{16 e^{4 x+25} \left(1-e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(3-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(1-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{7 i e^{4 x+35} \left(1+e^5\right) \log (3)}{600 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}-\frac{139 e^{4 x+35} \left(1+e^5\right) \log (3)}{12000 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{16 i e^{4 x+20} \left(1-e^5\right) \log (3)}{5 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{12 e^{4 x+20} \left(1-e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)}+\frac{2 e^{4 x+15} \log (3)}{5 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{12 i e^{4 x+25} \log (3)}{5 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{9 e^{4 x+25} \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{16 i e^{4 x+30} \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{26 e^{4 x+30} \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 i e^{4 x+35} \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{13 e^{4 x+35} \log (3)}{300 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+35} \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{4 e^{4 x+25} \left(10-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(10-3 e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+30} \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{3 e^{4 x+25} \left(1-e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(3-2 e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{3 e^{4 x+25} \left(1-2 e^5\right) \left(5+\sqrt{5} \left(i+\sqrt{5} e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{4 i e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{13 e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{3 e^{4 x+35} \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{4 e^{4 x+30} \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{12 e^{4 x+25} \left(1-e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(3-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{6 e^{4 x+25} \left(1-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{8 e^{4 x+20} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+35} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+25} \left(20-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(10-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{4 e^{4 x+25} \left(10-3 e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+15} \left(1-4 e^5\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{7 i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{139 e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{3000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{7 i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{139 e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{12000 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{8 i e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{13 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 i e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{13 e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{300 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{7 i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{300 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{139 e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{6000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 i e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{5 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{3 e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{50 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{7 i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{139 e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{3000 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(7+i \sqrt{5}+7 e^5\right) \left(20-e^{10}\right) \log (3)}{4000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+25} \left(7+i \sqrt{5}+7 e^5\right) \left(10-e^{10}\right) \log (3)}{1000 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{e^{4 x+25} \left(7+i \sqrt{5}+7 e^5\right) \left(10-3 e^{10}\right) \log (3)}{2000 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{3 e^{4 x+35} \left(7+i \sqrt{5}+7 e^5\right) \log (3)}{4000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{2 e^{4 x+20} \left(3+i \sqrt{5}+3 e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{e^{4 x+15} \left(1-4 e^5\right) \left(3+i \sqrt{5}+3 e^5\right) \log (3)}{50 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{16 e^{4 x+30} \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{16 e^{4 x+25} \left(1-e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(3-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{8 e^{4 x+25} \left(1-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{7 i e^{4 x+35} \left(1+e^5\right) \log (3)}{600 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{139 e^{4 x+35} \left(1+e^5\right) \log (3)}{12000 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{16 i e^{4 x+20} \left(1-e^5\right) \log (3)}{5 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)}+\frac{12 e^{4 x+20} \left(1-e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)}-\frac{3 i e^{4 x+25} \log (3)}{5 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{4 i e^{4 x+30} \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{8 e^{4 x+30} \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{i e^{4 x+35} \log (3)}{50 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+35} \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+35} \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{500 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{1500 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{750 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{i e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{3 e^{4 x+35} \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{4000 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{4000 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5+3 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{2000 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+30} \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{3 e^{4 x+25} \left(1-e^5\right) \left(5+2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5-i 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\left(1+e^5\right)\right) \log (3)}{50 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{7 i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{7 i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{2400 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{300 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{2 i e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{4 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{i e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{50 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{7 i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{1200 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{i e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{10 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{7 i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{4 e^{4 x+30} \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{4 e^{4 x+25} \left(1-e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(3-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(1-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)^2}+\frac{7 i e^{4 x+35} \left(1+e^5\right) \log 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(3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{3 e^{4 x+25} \left(1-e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{125 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(3-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{3 e^{4 x+25} \left(1-2 e^5\right) \left(5-2 i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{2 e^{4 x+20} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+35} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{250 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{750 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(10-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+15} \left(1-4 e^5\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{50 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{7 i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{7 i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{2400 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{300 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{2 i e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{25 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{4 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{i e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{50 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{7 i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{1200 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{i e^{4 x+15} \left(1-7 e^5+2 e^{10}\right) \log (3)}{10 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{7 i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{600 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{4 e^{4 x+30} \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{4 e^{4 x+25} \left(1-e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(3-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{2 e^{4 x+25} \left(1-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{7 i e^{4 x+35} \left(1+e^5\right) \log (3)}{2400 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{e^{4 x+35} \left(1+e^5\right) \log (3)}{300 \left(-x+e^5+i \sqrt{5}+1\right)^2}+\frac{4 i e^{4 x+20} \left(1-e^5\right) \log (3)}{5 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^2}-\frac{4 e^{4 x+30} \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{3000 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{750 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-\sqrt{5} \left(3 i-\sqrt{5} e^5\right)\right) \log (3)}{1500 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1500 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{750 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{75 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{300 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{600 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{2 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{300 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{75 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{150 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{2 e^{4 x+30} \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{2 e^{4 x+25} \left(1-e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(3-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5-i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(1-2 e^5\right) \left(1-i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{i e^{4 x+35} \left(1+e^5\right) \log (3)}{300 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(1+e^5\right) \log (3)}{600 \left(-x+e^5-i \sqrt{5}+1\right)^3}-\frac{4 e^{4 x+30} \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{1000 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{3000 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{750 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5+\sqrt{5} \left(3 i+\sqrt{5} e^5\right)\right) \log (3)}{1500 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(7+3 e^5 \left(3+e^5\right)\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1500 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{375 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{750 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{75 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{300 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{600 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{2 e^{4 x+20} \left(5-7 e^5-3 e^{10}-2 e^{15}\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+20} \left(20-14 e^5-2 e^{10}-3 e^{15}\right) \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{150 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{300 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{75 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{150 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{2 e^{4 x+30} \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{2 e^{4 x+25} \left(1-e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(3-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{75 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{e^{4 x+25} \left(1-2 e^5\right) \left(1+i \sqrt{5}+e^5\right) \log (3)}{25 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{i e^{4 x+35} \left(1+e^5\right) \log (3)}{300 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^3}-\frac{e^{4 x+35} \left(1+e^5\right) \log (3)}{600 \left(-x+e^5+i \sqrt{5}+1\right)^3}+\frac{3 e^{4 x+35} \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{2000 \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{2000 \left(-x+e^5-i \sqrt{5}+1\right)^4}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5+i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{100 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^4}-\frac{i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{400 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{200 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^4}-\frac{i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{100 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{i e^{4 x+35} \left(1+e^5\right) \log (3)}{400 \sqrt{5} \left(-x+e^5-i \sqrt{5}+1\right)^4}+\frac{3 e^{4 x+35} \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{2000 \left(-x+e^5+i \sqrt{5}+1\right)^4}+\frac{e^{4 x+25} \left(20-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{2000 \left(-x+e^5+i \sqrt{5}+1\right)^4}-\frac{e^{4 x+25} \left(10-e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{500 \left(-x+e^5+i \sqrt{5}+1\right)^4}+\frac{e^{4 x+25} \left(10-3 e^{10}\right) \left(5-i \sqrt{5} \left(1+e^5\right)\right) \log (3)}{1000 \left(-x+e^5+i \sqrt{5}+1\right)^4}-\frac{i e^{4 x+25} \left(10-5 e^5-e^{10}-e^{15}\right) \log (3)}{100 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^4}+\frac{i e^{4 x+25} \left(20-e^{10}-e^{15}\right) \log (3)}{400 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^4}-\frac{i e^{4 x+30} \left(20-\frac{10}{e^5}+3 e^5+3 e^{10}\right) \log (3)}{200 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^4}+\frac{i e^{4 x+30} \left(5+e^5+e^{10}\right) \log (3)}{100 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^4}-\frac{i e^{4 x+35} \left(1+e^5\right) \log (3)}{400 \sqrt{5} \left(-x+e^5+i \sqrt{5}+1\right)^4}","\left(\frac{e^{5 (x+3)-x}}{\left(\left(x-e^5-1\right)^2+5\right)^2}-\log (3)\right)^2-2",1,"E^(30 + 8*x)/(6 + 2*E^5 + E^10 - 2*(1 + E^5)*x + x^2)^4 + ((I/400)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^4) - ((I/100)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^4) + ((I/200)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^4) - ((I/400)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^4) + ((I/100)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^4) + (3*E^(35 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 - I*Sqrt[5] + E^5 - x)^4) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)^4) - (E^(25 + 4*x)*(10 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 - I*Sqrt[5] + E^5 - x)^4) + (E^(25 + 4*x)*(20 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 - I*Sqrt[5] + E^5 - x)^4) - (4*E^(30 + 4*x)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(1 + E^5)*Log[3])/(600*(1 - I*Sqrt[5] + E^5 - x)^3) - ((I/300)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^3) + (2*E^(30 + 4*x)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(1 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(3 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^3) - (2*E^(25 + 4*x)*(1 - E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)^3) + ((I/75)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(300*(1 - I*Sqrt[5] + E^5 - x)^3) - ((I/150)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)^3) + (2*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(600*(1 - I*Sqrt[5] + E^5 - x)^3) + ((I/300)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)^3) - ((I/75)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(750*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(10 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(20 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(1500*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(1500*(1 - I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(10 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(750*(1 - I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(20 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(3000*(1 - I*Sqrt[5] + E^5 - x)^3) - (((3*I)/5)*E^(25 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (8*E^(30 + 4*x)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) - (((4*I)/25)*E^(30 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) - ((I/50)*E^(35 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) - (((4*I)/5)*E^(20 + 4*x)*(1 - E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(1 + E^5)*Log[3])/(300*(1 - I*Sqrt[5] + E^5 - x)^2) + (((7*I)/2400)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) - (4*E^(30 + 4*x)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(1 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(3 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) + (4*E^(25 + 4*x)*(1 - E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)^2) - (E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) - (((7*I)/600)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) - ((I/10)*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)^2) + (((7*I)/1200)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) - ((I/50)*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) - (4*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) + (((2*I)/25)*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(300*(1 - I*Sqrt[5] + E^5 - x)^2) - (((7*I)/2400)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) + (((7*I)/600)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (2*E^(20 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(15 + 4*x)*(1 - 4*E^5)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(50*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(10 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(20 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(750*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(30 + 4*x)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)^2) + (3*E^(25 + 4*x)*(1 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(3 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)^2) - (3*E^(25 + 4*x)*(1 - E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)^2) - (3*E^(35 + 4*x)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(4000*(1 - I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(20 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(4000*(1 - I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)^2) + ((I/25)*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(500*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(750*(1 - I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(10 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(20 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(1500*(1 - I*Sqrt[5] + E^5 - x)^2) + (2*E^(15 + 4*x)*Log[3])/(5*(1 - I*Sqrt[5] + E^5 - x)) + (9*E^(25 + 4*x)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) + (((12*I)/5)*E^(25 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (26*E^(30 + 4*x)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)) + (((16*I)/25)*E^(30 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (13*E^(35 + 4*x)*Log[3])/(300*(1 - I*Sqrt[5] + E^5 - x)) + (((2*I)/25)*E^(35 + 4*x)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) + (12*E^(20 + 4*x)*(1 - E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) + (((16*I)/5)*E^(20 + 4*x)*(1 - E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (139*E^(35 + 4*x)*(1 + E^5)*Log[3])/(12000*(1 - I*Sqrt[5] + E^5 - x)) - (((7*I)/600)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) + (16*E^(30 + 4*x)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(1 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(3 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)) - (16*E^(25 + 4*x)*(1 - E^5)*(1 - I*Sqrt[5] + E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(20 + 4*x)*(3 - I*Sqrt[5] + 3*E^5)*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) - (E^(15 + 4*x)*(1 - 4*E^5)*(3 - I*Sqrt[5] + 3*E^5)*Log[3])/(50*(1 - I*Sqrt[5] + E^5 - x)) + (3*E^(35 + 4*x)*(7 - I*Sqrt[5] + 7*E^5)*Log[3])/(4000*(1 - I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(7 - I*Sqrt[5] + 7*E^5)*(10 - 3*E^10)*Log[3])/(2000*(1 - I*Sqrt[5] + E^5 - x)) + (139*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(3000*(1 - I*Sqrt[5] + E^5 - x)) + (((7*I)/150)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) + (3*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(50*(1 - I*Sqrt[5] + E^5 - x)) + (((2*I)/5)*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (139*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(6000*(1 - I*Sqrt[5] + E^5 - x)) - (((7*I)/300)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (13*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(300*(1 - I*Sqrt[5] + E^5 - x)) + (((2*I)/25)*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) + (13*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 - I*Sqrt[5] + E^5 - x)) - (((8*I)/25)*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) + (139*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(12000*(1 - I*Sqrt[5] + E^5 - x)) + (((7*I)/600)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (139*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(3000*(1 - I*Sqrt[5] + E^5 - x)) - (((7*I)/150)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(10 - E^10)*(7 - I*(Sqrt[5] + (7*I)*E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(20 - E^10)*(7 - I*(Sqrt[5] + (7*I)*E^5))*Log[3])/(4000*(1 - I*Sqrt[5] + E^5 - x)) - (8*E^(20 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(35 + 4*x)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(15 + 4*x)*(1 - 4*E^5)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 - I*Sqrt[5] + E^5 - x)) - (4*E^(25 + 4*x)*(10 - 3*E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(10 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(20 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) - (4*E^(30 + 4*x)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (6*E^(25 + 4*x)*(1 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(3 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) + (12*E^(25 + 4*x)*(1 - E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) + (3*E^(35 + 4*x)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 - I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(10 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(20 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 - I*Sqrt[5] + E^5 - x)) + (13*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(150*(1 - I*Sqrt[5] + E^5 - x)) - (((4*I)/25)*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(Sqrt[5]*(1 - I*Sqrt[5] + E^5 - x)) - (E^(30 + 4*x)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (3*E^(25 + 4*x)*(1 - 2*E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(3 - 2*E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*Log[3])/(250*(1 - I*Sqrt[5] + E^5 - x)) + (3*E^(25 + 4*x)*(1 - E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (E^(35 + 4*x)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(125*(1 - I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(10 - 3*E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) + (4*E^(25 + 4*x)*(10 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(20 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*Log[3])/(375*(1 - I*Sqrt[5] + E^5 - x)) - ((I/400)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^4) + ((I/100)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^4) - ((I/200)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^4) + ((I/400)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^4) - ((I/100)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^4) + (3*E^(35 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 + I*Sqrt[5] + E^5 - x)^4) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)^4) - (E^(25 + 4*x)*(10 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 + I*Sqrt[5] + E^5 - x)^4) + (E^(25 + 4*x)*(20 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 + I*Sqrt[5] + E^5 - x)^4) - (4*E^(30 + 4*x)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(1 + E^5)*Log[3])/(600*(1 + I*Sqrt[5] + E^5 - x)^3) + ((I/300)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^3) + (2*E^(30 + 4*x)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(1 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(3 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^3) - (2*E^(25 + 4*x)*(1 - E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)^3) - ((I/75)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(300*(1 + I*Sqrt[5] + E^5 - x)^3) + ((I/150)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)^3) + (2*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(600*(1 + I*Sqrt[5] + E^5 - x)^3) - ((I/300)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)^3) + ((I/75)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(750*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(10 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(20 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(1500*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(35 + 4*x)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(1500*(1 + I*Sqrt[5] + E^5 - x)^3) + (E^(25 + 4*x)*(10 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(750*(1 + I*Sqrt[5] + E^5 - x)^3) - (E^(25 + 4*x)*(20 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(3000*(1 + I*Sqrt[5] + E^5 - x)^3) + (((3*I)/5)*E^(25 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (8*E^(30 + 4*x)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) + (((4*I)/25)*E^(30 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) + ((I/50)*E^(35 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (((4*I)/5)*E^(20 + 4*x)*(1 - E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(1 + E^5)*Log[3])/(300*(1 + I*Sqrt[5] + E^5 - x)^2) - (((7*I)/2400)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) - (4*E^(30 + 4*x)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(1 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(3 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) + (4*E^(25 + 4*x)*(1 - E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)^2) - (E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) + (((7*I)/600)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + ((I/10)*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)^2) - (((7*I)/1200)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) + ((I/50)*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) - (4*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) - (((2*I)/25)*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(300*(1 + I*Sqrt[5] + E^5 - x)^2) + (((7*I)/2400)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) - (((7*I)/600)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (2*E^(20 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(15 + 4*x)*(1 - 4*E^5)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(50*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(10 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(20 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(750*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(30 + 4*x)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)^2) + (3*E^(25 + 4*x)*(1 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(3 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)^2) - (3*E^(25 + 4*x)*(1 - E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)^2) - (3*E^(35 + 4*x)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(4000*(1 + I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(10 - 3*E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(2000*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(20 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(4000*(1 + I*Sqrt[5] + E^5 - x)^2) - (2*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)^2) - ((I/25)*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(35 + 4*x)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(500*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(750*(1 + I*Sqrt[5] + E^5 - x)^2) - (E^(25 + 4*x)*(10 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)^2) + (E^(25 + 4*x)*(20 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(1500*(1 + I*Sqrt[5] + E^5 - x)^2) + (2*E^(15 + 4*x)*Log[3])/(5*(1 + I*Sqrt[5] + E^5 - x)) + (9*E^(25 + 4*x)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (((12*I)/5)*E^(25 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (26*E^(30 + 4*x)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)) - (((16*I)/25)*E^(30 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (13*E^(35 + 4*x)*Log[3])/(300*(1 + I*Sqrt[5] + E^5 - x)) - (((2*I)/25)*E^(35 + 4*x)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) + (12*E^(20 + 4*x)*(1 - E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (((16*I)/5)*E^(20 + 4*x)*(1 - E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (139*E^(35 + 4*x)*(1 + E^5)*Log[3])/(12000*(1 + I*Sqrt[5] + E^5 - x)) + (((7*I)/600)*E^(35 + 4*x)*(1 + E^5)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) + (16*E^(30 + 4*x)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(1 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(3 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)) - (16*E^(25 + 4*x)*(1 - E^5)*(1 + I*Sqrt[5] + E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(20 + 4*x)*(3 + I*Sqrt[5] + 3*E^5)*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (E^(15 + 4*x)*(1 - 4*E^5)*(3 + I*Sqrt[5] + 3*E^5)*Log[3])/(50*(1 + I*Sqrt[5] + E^5 - x)) + (3*E^(35 + 4*x)*(7 + I*Sqrt[5] + 7*E^5)*Log[3])/(4000*(1 + I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(7 + I*Sqrt[5] + 7*E^5)*(10 - 3*E^10)*Log[3])/(2000*(1 + I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(7 + I*Sqrt[5] + 7*E^5)*(10 - E^10)*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(7 + I*Sqrt[5] + 7*E^5)*(20 - E^10)*Log[3])/(4000*(1 + I*Sqrt[5] + E^5 - x)) + (139*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(3000*(1 + I*Sqrt[5] + E^5 - x)) - (((7*I)/150)*E^(30 + 4*x)*(5 + E^5 + E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) + (3*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(50*(1 + I*Sqrt[5] + E^5 - x)) - (((2*I)/5)*E^(15 + 4*x)*(1 - 7*E^5 + 2*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (139*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(6000*(1 + I*Sqrt[5] + E^5 - x)) + (((7*I)/300)*E^(30 + 4*x)*(20 - 10/E^5 + 3*E^5 + 3*E^10)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (13*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(300*(1 + I*Sqrt[5] + E^5 - x)) - (((2*I)/25)*E^(20 + 4*x)*(20 - 14*E^5 - 2*E^10 - 3*E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) + (13*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(75*(1 + I*Sqrt[5] + E^5 - x)) + (((8*I)/25)*E^(20 + 4*x)*(5 - 7*E^5 - 3*E^10 - 2*E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) + (139*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(12000*(1 + I*Sqrt[5] + E^5 - x)) - (((7*I)/600)*E^(25 + 4*x)*(20 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (139*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(3000*(1 + I*Sqrt[5] + E^5 - x)) + (((7*I)/150)*E^(25 + 4*x)*(10 - 5*E^5 - E^10 - E^15)*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (8*E^(20 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(35 + 4*x)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(15 + 4*x)*(1 - 4*E^5)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(25*(1 + I*Sqrt[5] + E^5 - x)) - (4*E^(25 + 4*x)*(10 - 3*E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) + (8*E^(25 + 4*x)*(10 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(20 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) - (4*E^(30 + 4*x)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (6*E^(25 + 4*x)*(1 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(3 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) + (12*E^(25 + 4*x)*(1 - E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) + (3*E^(35 + 4*x)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(10 - 3*E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(500*(1 + I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(10 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)) + (E^(25 + 4*x)*(20 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*Log[3])/(1000*(1 + I*Sqrt[5] + E^5 - x)) + (13*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(150*(1 + I*Sqrt[5] + E^5 - x)) + (((4*I)/25)*E^(25 + 4*x)*(7 + 3*E^5*(3 + E^5))*Log[3])/(Sqrt[5]*(1 + I*Sqrt[5] + E^5 - x)) - (E^(30 + 4*x)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (3*E^(25 + 4*x)*(1 - 2*E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(3 - 2*E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*Log[3])/(250*(1 + I*Sqrt[5] + E^5 - x)) + (3*E^(25 + 4*x)*(1 - E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (E^(35 + 4*x)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(125*(1 + I*Sqrt[5] + E^5 - x)) - (2*E^(25 + 4*x)*(10 - 3*E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) + (4*E^(25 + 4*x)*(10 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) - (E^(25 + 4*x)*(20 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*Log[3])/(375*(1 + I*Sqrt[5] + E^5 - x)) + (8*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/5 - (((2*I)/5)*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (36*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (((231*I)/25)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (104*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (((62*I)/25)*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (13*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (((31*I)/100)*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (48*E^(4*(6 - I*Sqrt[5] + E^5))*(1 - E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (((308*I)/25)*E^(4*(6 - I*Sqrt[5] + E^5))*(1 - E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (((6*I)/25)*E^(4*(6 - I*Sqrt[5] + E^5))*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + ((I/25)*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (139*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/3000 - (((161*I)/3000)*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (((3*I)/50)*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (((3*I)/50)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + ((I/50)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (((3*I)/25)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (64*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(1 - I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (32*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (32*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(1 - I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (64*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(1 - I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (8*E^(4*(6 - I*Sqrt[5] + E^5))*(3 - I*Sqrt[5] + 3*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (2*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(3 - I*Sqrt[5] + 3*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (3*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(7 - I*Sqrt[5] + 7*E^5)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/1000 - (((7*I)/2000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(10 - 3*E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(7 - I*Sqrt[5] + 7*E^5)*(10 - 3*E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/500 + (((7*I)/1000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(10 - E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(7 - I*Sqrt[5] + 7*E^5)*(10 - E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/250 - (((7*I)/4000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(20 - E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(7 - I*Sqrt[5] + 7*E^5)*(20 - E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/1000 + (139*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(5 + E^5 + E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/750 + (((581*I)/3000)*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(5 + E^5 + E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (6*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 7*E^5 + 2*E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (((77*I)/50)*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 7*E^5 + 2*E^10)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (139*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 20*E^5 - 3*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/1500 + (((581*I)/6000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 20*E^5 - 3*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (13*E^(4*(6 - I*Sqrt[5] + E^5))*(20 - 14*E^5 - 2*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (((31*I)/100)*E^(4*(6 - I*Sqrt[5] + E^5))*(20 - 14*E^5 - 2*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (52*E^(4*(6 - I*Sqrt[5] + E^5))*(5 - 7*E^5 - 3*E^10 - 2*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (((31*I)/25)*E^(4*(6 - I*Sqrt[5] + E^5))*(5 - 7*E^5 - 3*E^10 - 2*E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (139*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10 - E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/3000 + (((581*I)/12000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10 - E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (139*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 5*E^5 - E^10 - E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/750 - (((581*I)/3000)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 5*E^5 - E^10 - E^15)*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (32*E^(4*(6 - I*Sqrt[5] + E^5))*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (8*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(19 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (16*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 + (32*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (8*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 + I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (16*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (24*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (48*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(5 + (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (3*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/250 + (E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (2*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 + (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/250 + (26*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(7 + 3*E^5*(3 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (((31*I)/50)*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(7 + 3*E^5*(3 + E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (4*E^(34 - (4*I)*Sqrt[5] + 4*E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (6*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (2*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (12*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(5 - Sqrt[5]*(I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (4*E^(39 - (4*I)*Sqrt[5] + 4*E^5)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 + (16*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (4*E^(29 - (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 - Sqrt[5]*(3*I - Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 - I*Sqrt[5] + E^5 - x)]*Log[3])/375 + (8*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/5 + (((2*I)/5)*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (36*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (((231*I)/25)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (104*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (((62*I)/25)*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (13*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (((31*I)/100)*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (48*E^(4*(6 + I*Sqrt[5] + E^5))*(1 - E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (((308*I)/25)*E^(4*(6 + I*Sqrt[5] + E^5))*(1 - E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (((6*I)/25)*E^(4*(6 + I*Sqrt[5] + E^5))*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - ((I/25)*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (139*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/3000 + (((161*I)/3000)*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (((3*I)/50)*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (((3*I)/50)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - ((I/50)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (((3*I)/25)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(1 + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (64*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(1 + I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (32*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (32*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(1 + I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (64*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(1 + I*Sqrt[5] + E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (8*E^(4*(6 + I*Sqrt[5] + E^5))*(3 + I*Sqrt[5] + 3*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (2*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(3 + I*Sqrt[5] + 3*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 + (3*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(7 + I*Sqrt[5] + 7*E^5)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/1000 + (((7*I)/2000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(10 - 3*E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(7 + I*Sqrt[5] + 7*E^5)*(10 - 3*E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/500 - (((7*I)/1000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(10 - E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(7 + I*Sqrt[5] + 7*E^5)*(10 - E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/250 + (((7*I)/4000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 + E^5)*(20 - E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(7 + I*Sqrt[5] + 7*E^5)*(20 - E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/1000 + (139*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(5 + E^5 + E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/750 - (((581*I)/3000)*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(5 + E^5 + E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (6*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 7*E^5 + 2*E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (((77*I)/50)*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 7*E^5 + 2*E^10)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (139*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 20*E^5 - 3*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/1500 - (((581*I)/6000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 20*E^5 - 3*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (13*E^(4*(6 + I*Sqrt[5] + E^5))*(20 - 14*E^5 - 2*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 - (((31*I)/100)*E^(4*(6 + I*Sqrt[5] + E^5))*(20 - 14*E^5 - 2*E^10 - 3*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (52*E^(4*(6 + I*Sqrt[5] + E^5))*(5 - 7*E^5 - 3*E^10 - 2*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (((31*I)/25)*E^(4*(6 + I*Sqrt[5] + E^5))*(5 - 7*E^5 - 3*E^10 - 2*E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] + (139*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10 - E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/3000 - (((581*I)/12000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10 - E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (139*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 5*E^5 - E^10 - E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/750 + (((581*I)/3000)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 5*E^5 - E^10 - E^15)*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (32*E^(4*(6 + I*Sqrt[5] + E^5))*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (8*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(19 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 4*E^5)*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/25 - (16*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375 + (32*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (8*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 - I*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (16*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (24*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (48*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(5 - (2*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (3*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/250 + (E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (2*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 - (3*I)*Sqrt[5]*(1 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/250 + (26*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(7 + 3*E^5*(3 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/75 + (((31*I)/50)*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(7 + 3*E^5*(3 + E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/Sqrt[5] - (4*E^(34 + (4*I)*Sqrt[5] + 4*E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (6*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - 2*E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (2*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(3 - 2*E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 + (12*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(1 - E^5)*(5 + Sqrt[5]*(I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (4*E^(39 + (4*I)*Sqrt[5] + 4*E^5)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/125 - (8*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - 3*E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375 + (16*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(10 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375 - (4*E^(29 + (4*I)*Sqrt[5] + 4*E^5)*(20 - E^10)*(5 + Sqrt[5]*(3*I + Sqrt[5]*E^5))*ExpIntegralEi[-4*(1 + I*Sqrt[5] + E^5 - x)]*Log[3])/375","C",633,6,488,0.01230,1,"{6688, 12, 6742, 2289, 2177, 2178}"
6842,0,0,0,1.4918811,"\int \frac{-41 x+x^2-120 x^3-72 x^5+\left(-19 x^2-24 x^4\right) \log \left(\frac{36}{x}\right)-2 x^3 \log ^2\left(\frac{36}{x}\right)+\left(-18 x-24 x^3-4 x^2 \log \left(\frac{36}{x}\right)\right) \log (x)-2 x \log ^2(x)}{25+60 x^2+36 x^4+\left(10 x+12 x^3\right) \log \left(\frac{36}{x}\right)+x^2 \log ^2\left(\frac{36}{x}\right)+\left(10+12 x^2+2 x \log \left(\frac{36}{x}\right)\right) \log (x)+\log ^2(x)} \, dx","Int[(-41*x + x^2 - 120*x^3 - 72*x^5 + (-19*x^2 - 24*x^4)*Log[36/x] - 2*x^3*Log[36/x]^2 + (-18*x - 24*x^3 - 4*x^2*Log[36/x])*Log[x] - 2*x*Log[x]^2)/(25 + 60*x^2 + 36*x^4 + (10*x + 12*x^3)*Log[36/x] + x^2*Log[36/x]^2 + (10 + 12*x^2 + 2*x*Log[36/x])*Log[x] + Log[x]^2),x]","\int \frac{-41 x+x^2-120 x^3-72 x^5+\left(-19 x^2-24 x^4\right) \log \left(\frac{36}{x}\right)-2 x^3 \log ^2\left(\frac{36}{x}\right)+\left(-18 x-24 x^3-4 x^2 \log \left(\frac{36}{x}\right)\right) \log (x)-2 x \log ^2(x)}{25+60 x^2+36 x^4+\left(10 x+12 x^3\right) \log \left(\frac{36}{x}\right)+x^2 \log ^2\left(\frac{36}{x}\right)+\left(10+12 x^2+2 x \log \left(\frac{36}{x}\right)\right) \log (x)+\log ^2(x)} \, dx","x \left(\frac{x}{x \left(6 x+\log \left(\frac{36}{x}\right)\right)+\log (x)+5}-x\right)",1,"-x^2 - Defer[Int][x/(5 + 6*x^2 + x*Log[36/x] + Log[x])^2, x] + Defer[Int][x^2/(5 + 6*x^2 + x*Log[36/x] + Log[x])^2, x] - 12*Defer[Int][x^3/(5 + 6*x^2 + x*Log[36/x] + Log[x])^2, x] - Defer[Int][(x^2*Log[36/x])/(5 + 6*x^2 + x*Log[36/x] + Log[x])^2, x] + 2*Defer[Int][x/(5 + 6*x^2 + x*Log[36/x] + Log[x]), x]","F",0,0,0,0,-1,"{}"
6843,1,16,0,0.0032983,"\int \left(-1+\log ^2(2) \log \left(\log \left(\frac{23}{3}\right)\right)\right) \, dx","Int[-1 + Log[2]^2*Log[Log[23/3]],x]","-x \left(1-\log ^2(2) \log \left(\log \left(\frac{23}{3}\right)\right)\right)","x \left(\log ^2(2) \log \left(\log \left(\frac{23}{3}\right)\right)-1\right)",1,"-(x*(1 - Log[2]^2*Log[Log[23/3]]))","A",1,1,12,0.08333,1,"{8}"
6844,1,96,0,0.3088162,"\int \frac{128-480 x+600 x^2-154 x^3-240 x^4+150 x^5+24 x^6-30 x^7+2 x^9+e^{10} \left(32 x-16 x^4\right)}{64-240 x+300 x^2-77 x^3-120 x^4+75 x^5+12 x^6-15 x^7+x^9} \, dx","Int[(128 - 480*x + 600*x^2 - 154*x^3 - 240*x^4 + 150*x^5 + 24*x^6 - 30*x^7 + 2*x^9 + E^10*(32*x - 16*x^4))/(64 - 240*x + 300*x^2 - 77*x^3 - 120*x^4 + 75*x^5 + 12*x^6 - 15*x^7 + x^9),x]","\frac{21 e^{10} (2 x+1)}{17 \left(-x^2-x+4\right)}+\frac{e^{10} (43 x+166)}{17 \left(-x^2-x+4\right)}+\frac{e^{10} (7 x+20)}{\left(-x^2-x+4\right)^2}+2 x-\frac{5 e^{10}}{1-x}+\frac{e^{10}}{(1-x)^2}","\frac{4 e^{10} x^2}{\left(4-x \left(5-x^2\right)\right)^2}+2 x",1,"E^10/(1 - x)^2 - (5*E^10)/(1 - x) + 2*x + (E^10*(20 + 7*x))/(4 - x - x^2)^2 + (21*E^10*(1 + 2*x))/(17*(4 - x - x^2)) + (E^10*(166 + 43*x))/(17*(4 - x - x^2))","B",11,5,94,0.05319,1,"{2074, 638, 614, 618, 206}"
6845,0,0,0,0.4696479,"\int \frac{e^2 \left(e^{2 x}-e^{-12+6 x-3 e^x x}\right) \left(-2 e^{2 x}+e^{-12+6 x-3 e^x x} \left(6+e^x (-3-3 x)\right)\right)}{-e^{2 x}+e^{-12+6 x-3 e^x x}} \, dx","Int[(E^2*(E^(2*x) - E^(-12 + 6*x - 3*E^x*x))*(-2*E^(2*x) + E^(-12 + 6*x - 3*E^x*x)*(6 + E^x*(-3 - 3*x))))/(-E^(2*x) + E^(-12 + 6*x - 3*E^x*x)),x]","\int \frac{e^2 \left(e^{2 x}-e^{-12+6 x-3 e^x x}\right) \left(-2 e^{2 x}+e^{-12+6 x-3 e^x x} \left(6+e^x (-3-3 x)\right)\right)}{-e^{2 x}+e^{-12+6 x-3 e^x x}} \, dx","e^2 \left(e^{2 x}-e^{3 \left(-e^x-\frac{4}{x}+2\right) x}\right)",1,"E^(2 + 2*x) + 3*E^2*Defer[Int][E^(-12 + 7*x - 3*E^x*x), x] - 6*E^2*Defer[Int][E^(-3*(4 + (-2 + E^x)*x)), x] + 3*E^2*Defer[Int][E^(-12 + 7*x - 3*E^x*x)*x, x]","F",0,0,0,0,-1,"{}"
6846,0,0,0,3.1126721,"\int \frac{-7+14 x+2 e^{-2 x/7} x+7 x \log (x)}{-7 e^{-2 x/7} x+7 x^2+\left(-7 x+7 x^2\right) \log (x)} \, dx","Int[(-7 + 14*x + (2*x)/E^((2*x)/7) + 7*x*Log[x])/((-7*x)/E^((2*x)/7) + 7*x^2 + (-7*x + 7*x^2)*Log[x]),x]","\int \frac{-7+14 x+2 e^{-2 x/7} x+7 x \log (x)}{-7 e^{-2 x/7} x+7 x^2+\left(-7 x+7 x^2\right) \log (x)} \, dx","\log \left(e^{-2 x/7}+x (-\log (x)-1)+\log (x)\right)",1,"Log[x - Log[x] + x*Log[x]] + 2*Defer[Int][1/((x - Log[x] + x*Log[x])*(-1 + E^((2*x)/7)*x - E^((2*x)/7)*Log[x] + E^((2*x)/7)*x*Log[x])), x] - Defer[Int][1/(x*(x - Log[x] + x*Log[x])*(-1 + E^((2*x)/7)*x - E^((2*x)/7)*Log[x] + E^((2*x)/7)*x*Log[x])), x] + (2*Defer[Int][x/((x - Log[x] + x*Log[x])*(-1 + E^((2*x)/7)*x - E^((2*x)/7)*Log[x] + E^((2*x)/7)*x*Log[x])), x])/7 + (5*Defer[Int][Log[x]/((x - Log[x] + x*Log[x])*(-1 + E^((2*x)/7)*x - E^((2*x)/7)*Log[x] + E^((2*x)/7)*x*Log[x])), x])/7 + (2*Defer[Int][(x*Log[x])/((x - Log[x] + x*Log[x])*(-1 + E^((2*x)/7)*x - E^((2*x)/7)*Log[x] + E^((2*x)/7)*x*Log[x])), x])/7","F",0,0,0,0,-1,"{}"
6847,1,81,0,1.5461774,"\int \frac{-244140000-e^{12}-585938000 x-644531700 x^2-429687600 x^3-193359382 x^4-61875000 x^5-14437500 x^6-2475000 x^7-309375 x^8-27500 x^9-1650 x^{10}-60 x^{11}-x^{12}+e^8 \left(-1875-1500 x-450 x^2-60 x^3-3 x^4\right)+e^4 \left(-1171874-1875000 x-1312500 x^2-525000 x^3-131250 x^4-21000 x^5-2100 x^6-120 x^7-3 x^8\right)}{488280000 x+2 e^{12} x+1171874000 x^2+1289062200 x^3+859374960 x^4+386718748 x^5+123750000 x^6+28875000 x^7+4950000 x^8+618750 x^9+55000 x^{10}+3300 x^{11}+120 x^{12}+2 x^{13}+e^8 \left(3750 x+3000 x^2+900 x^3+120 x^4+6 x^5\right)+e^4 \left(2343748 x+3750000 x^2+2625000 x^3+1050000 x^4+262500 x^5+42000 x^6+4200 x^7+240 x^8+6 x^9\right)} \, dx","Int[(-244140000 - E^12 - 585938000*x - 644531700*x^2 - 429687600*x^3 - 193359382*x^4 - 61875000*x^5 - 14437500*x^6 - 2475000*x^7 - 309375*x^8 - 27500*x^9 - 1650*x^10 - 60*x^11 - x^12 + E^8*(-1875 - 1500*x - 450*x^2 - 60*x^3 - 3*x^4) + E^4*(-1171874 - 1875000*x - 1312500*x^2 - 525000*x^3 - 131250*x^4 - 21000*x^5 - 2100*x^6 - 120*x^7 - 3*x^8))/(488280000*x + 2*E^12*x + 1171874000*x^2 + 1289062200*x^3 + 859374960*x^4 + 386718748*x^5 + 123750000*x^6 + 28875000*x^7 + 4950000*x^8 + 618750*x^9 + 55000*x^10 + 3300*x^11 + 120*x^12 + 2*x^13 + E^8*(3750*x + 3000*x^2 + 900*x^3 + 120*x^4 + 6*x^5) + E^4*(2343748*x + 3750000*x^2 + 2625000*x^3 + 1050000*x^4 + 262500*x^5 + 42000*x^6 + 4200*x^7 + 240*x^8 + 6*x^9)),x]","-\frac{1}{2} \log \left(x^4+20 x^3+150 x^2+500 x+e^4+624\right)+\log \left(x^4+20 x^3+150 x^2+500 x+e^4+625\right)-\frac{1}{2} \log \left(x^4+20 x^3+150 x^2+500 x+e^4+626\right)-\frac{\log (x)}{2}","\frac{1}{2} \log \left(\frac{4}{\frac{x}{\left((x+5)^4+e^4\right)^2}-x}\right)-3",1,"-1/2*Log[x] - Log[624 + E^4 + 500*x + 150*x^2 + 20*x^3 + x^4]/2 + Log[625 + E^4 + 500*x + 150*x^2 + 20*x^3 + x^4] - Log[626 + E^4 + 500*x + 150*x^2 + 20*x^3 + x^4]/2","B",6,3,282,0.01064,1,"{6, 2074, 1587}"
6848,1,32,0,0.9289361,"\int \frac{3-x-2 e^{3/2} x^2+e^{\frac{3}{2}+x} \left(-3 x+x^2\right)+e^{3/2} \left(6 x-2 x^2\right) \log (-3+x)}{e^{3/2} \left(-3 x+x^2\right)} \, dx","Int[(3 - x - 2*E^(3/2)*x^2 + E^(3/2 + x)*(-3*x + x^2) + E^(3/2)*(6*x - 2*x^2)*Log[-3 + x])/(E^(3/2)*(-3*x + x^2)),x]","e^x-6 \log (3-x)+2 (3-x) \log (x-3)-\frac{\log (x)}{e^{3/2}}","e^x-2 x \log (x-3)-\frac{\log (x)}{e^{3/2}}",1,"E^x - 6*Log[3 - x] + 2*(3 - x)*Log[-3 + x] - Log[x]/E^(3/2)","A",11,7,64,0.1094,1,"{12, 1593, 6742, 2194, 893, 2389, 2295}"
6849,0,0,0,157.6998741,"\int \frac{200+100 x+e^{6 x^2-2 x^3} (8+4 x)+e^{3 x^2-x^3} (80+40 x)+\exp \left(\frac{2 \left(39 x+8 e^{3 x^2-x^3} x\right)}{20+4 e^{3 x^2-x^3}}\right) \left(100 x+195 x^2+e^{6 x^2-2 x^3} \left(4 x+8 x^2\right)+e^{3 x^2-x^3} \left(40 x+79 x^2+6 x^4-3 x^5\right)\right)+\exp \left(\frac{39 x+8 e^{3 x^2-x^3} x}{20+4 e^{3 x^2-x^3}}\right) \left(-200-590 x-195 x^2+e^{6 x^2-2 x^3} \left(-8-24 x-8 x^2\right)+e^{3 x^2-x^3} \left(-80-238 x-79 x^2-12 x^3+3 x^5\right)\right)}{50+2 e^{6 x^2-2 x^3}+20 e^{3 x^2-x^3}} \, dx","Int[(200 + 100*x + E^(6*x^2 - 2*x^3)*(8 + 4*x) + E^(3*x^2 - x^3)*(80 + 40*x) + E^((2*(39*x + 8*E^(3*x^2 - x^3)*x))/(20 + 4*E^(3*x^2 - x^3)))*(100*x + 195*x^2 + E^(6*x^2 - 2*x^3)*(4*x + 8*x^2) + E^(3*x^2 - x^3)*(40*x + 79*x^2 + 6*x^4 - 3*x^5)) + E^((39*x + 8*E^(3*x^2 - x^3)*x)/(20 + 4*E^(3*x^2 - x^3)))*(-200 - 590*x - 195*x^2 + E^(6*x^2 - 2*x^3)*(-8 - 24*x - 8*x^2) + E^(3*x^2 - x^3)*(-80 - 238*x - 79*x^2 - 12*x^3 + 3*x^5)))/(50 + 2*E^(6*x^2 - 2*x^3) + 20*E^(3*x^2 - x^3)),x]","\int \frac{200+100 x+e^{6 x^2-2 x^3} (8+4 x)+e^{3 x^2-x^3} (80+40 x)+\exp \left(\frac{2 \left(39 x+8 e^{3 x^2-x^3} x\right)}{20+4 e^{3 x^2-x^3}}\right) \left(100 x+195 x^2+e^{6 x^2-2 x^3} \left(4 x+8 x^2\right)+e^{3 x^2-x^3} \left(40 x+79 x^2+6 x^4-3 x^5\right)\right)+\exp \left(\frac{39 x+8 e^{3 x^2-x^3} x}{20+4 e^{3 x^2-x^3}}\right) \left(-200-590 x-195 x^2+e^{6 x^2-2 x^3} \left(-8-24 x-8 x^2\right)+e^{3 x^2-x^3} \left(-80-238 x-79 x^2-12 x^3+3 x^5\right)\right)}{50+2 e^{6 x^2-2 x^3}+20 e^{3 x^2-x^3}} \, dx","\left(-e^{2 x-\frac{x}{4 \left(e^{(3-x) x^2}+5\right)}} x+x+2\right)^2",1,"4*x + x^2 - 4*Defer[Int][E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(4*(E^(3*x^2) + 5*E^x^3))), x] - 12*Defer[Int][E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(4*(E^(3*x^2) + 5*E^x^3)))*x, x] + 2*Defer[Int][E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(2*(E^(3*x^2) + 5*E^x^3)))*x, x] + Defer[Int][E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x + x^2) + E^x^3*(-39 + 60*x + 20*x^2)))/(4*(E^(3*x^2) + 5*E^x^3)))*x, x] - 5*Defer[Int][(E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x) + E^x^3*(-39 + 60*x)))/(4*(E^(3*x^2) + 5*E^x^3)))*x)/(E^(3*x^2) + 5*E^x^3), x] - 4*Defer[Int][E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(4*(E^(3*x^2) + 5*E^x^3)))*x^2, x] + 4*Defer[Int][E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(2*(E^(3*x^2) + 5*E^x^3)))*x^2, x] - Defer[Int][E^((x*(2*E^(3*x^2)*(4 - 3*x + x^2) + E^x^3*(39 - 30*x + 10*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^2, x]/2 + Defer[Int][E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x + x^2) + E^x^3*(-39 + 60*x + 20*x^2)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^2, x]/2 + (5*Defer[Int][(E^((x*(E^(3*x^2)*(8 - 6*x + 4*x^2) + E^x^3*(39 - 30*x + 20*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^2)/(E^(3*x^2) + 5*E^x^3), x])/2 - (5*Defer[Int][(E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x) + E^x^3*(-39 + 60*x)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^2)/(E^(3*x^2) + 5*E^x^3), x])/2 - 6*Defer[Int][E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x + x^2) + E^x^3*(-39 + 60*x + 20*x^2)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^3, x] + 30*Defer[Int][(E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(4*(E^(3*x^2) + 5*E^x^3)) + 2*x^3)*x^3)/(E^(3*x^2) + 5*E^x^3)^2, x] + 30*Defer[Int][(E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x) + E^x^3*(-39 + 60*x)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^3)/(E^(3*x^2) + 5*E^x^3), x] + 3*Defer[Int][E^((x*(2*E^(3*x^2)*(4 - 3*x + x^2) + E^x^3*(39 - 30*x + 10*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^4, x] - 15*Defer[Int][(E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(2*(E^(3*x^2) + 5*E^x^3)) + 2*x^3)*x^4)/(E^(3*x^2) + 5*E^x^3)^2, x] - 15*Defer[Int][(E^((x*(E^(3*x^2)*(8 - 6*x + 4*x^2) + E^x^3*(39 - 30*x + 20*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^4)/(E^(3*x^2) + 5*E^x^3), x] - (3*Defer[Int][E^((x*(2*E^(3*x^2)*(4 - 3*x + x^2) + E^x^3*(39 - 30*x + 10*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^5, x])/2 + (3*Defer[Int][E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x + x^2) + E^x^3*(-39 + 60*x + 20*x^2)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^5, x])/2 - (15*Defer[Int][(E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(4*(E^(3*x^2) + 5*E^x^3)) + 2*x^3)*x^5)/(E^(3*x^2) + 5*E^x^3)^2, x])/2 + (15*Defer[Int][(E^(((8*E^(3*x^2) + 39*E^x^3)*x)/(2*(E^(3*x^2) + 5*E^x^3)) + 2*x^3)*x^5)/(E^(3*x^2) + 5*E^x^3)^2, x])/2 + (15*Defer[Int][(E^((x*(E^(3*x^2)*(8 - 6*x + 4*x^2) + E^x^3*(39 - 30*x + 20*x^2)))/(2*(E^(3*x^2) + 5*E^x^3)))*x^5)/(E^(3*x^2) + 5*E^x^3), x])/2 - (15*Defer[Int][(E^(2*x^3 - (x*(4*E^(3*x^2)*(-2 + 3*x) + E^x^3*(-39 + 60*x)))/(4*(E^(3*x^2) + 5*E^x^3)))*x^5)/(E^(3*x^2) + 5*E^x^3), x])/2","F",0,0,0,0,-1,"{}"
6850,1,16,0,0.0071438,"\int -\frac{288 e^{15} x^2}{e^{30}+32 e^{15} x^3+256 x^6} \, dx","Int[(-288*E^15*x^2)/(E^30 + 32*E^15*x^3 + 256*x^6),x]","\frac{6 e^{15}}{16 x^3+e^{15}}","\frac{6 x}{\frac{16 x^4}{e^{15}}+x}",1,"(6*E^15)/(E^15 + 16*x^3)","A",3,3,27,0.1111,1,"{12, 28, 261}"
6851,1,26,0,0.0907175,"\int \exp \left(\left(4 x+3 x^2+4 x^3\right) \log (2)-3 x \log (2) \log (4)\right) \left(\left(4+6 x+12 x^2\right) \log (2)-3 \log (2) \log (4)\right) \, dx","Int[E^((4*x + 3*x^2 + 4*x^3)*Log[2] - 3*x*Log[2]*Log[4])*((4 + 6*x + 12*x^2)*Log[2] - 3*Log[2]*Log[4]),x]","2^{4 x^3+3 x^2+4 x} e^{-3 x \log (2) \log (4)}","2^{x \left(4 \left(x^2+1\right)-3 (\log (4)-x)\right)}",1,"2^(4*x + 3*x^2 + 4*x^3)/E^(3*x*Log[2]*Log[4])","A",1,1,48,0.02083,1,"{6706}"
6852,1,36,0,1.6214175,"\int e^{-18-2 e^6-2 e^3 (2-2 x)+6 x-2 x^2} \left(1-e^{18+2 e^6+2 e^3 (2-2 x)-6 x+2 x^2}+6 x+4 e^3 x-4 x^2\right) \, dx","Int[E^(-18 - 2*E^6 - 2*E^3*(2 - 2*x) + 6*x - 2*x^2)*(1 - E^(18 + 2*E^6 + 2*E^3*(2 - 2*x) - 6*x + 2*x^2) + 6*x + 4*E^3*x - 4*x^2),x]","x \exp \left(-2 x^2+2 \left(3+2 e^3\right) x-2 \left(9+2 e^3+e^6\right)\right)-x","e^{-2 \left(-x+e^3+1\right)^2+2 x-16} x-x+5",1,"-x + E^(-2*(9 + 2*E^3 + E^6) + 2*(3 + 2*E^3)*x - 2*x^2)*x","A",15,7,73,0.09589,1,"{6, 6741, 6742, 2234, 2205, 2240, 2241}"
6853,1,130,0,0.0292129,"\int \frac{-6 x-16 x^3+e^{10} \left(1-6 x+4 x^2-16 x^3\right)+e^5 \left(12 x+32 x^3\right)}{1-2 e^5+e^{10}} \, dx","Int[(-6*x - 16*x^3 + E^10*(1 - 6*x + 4*x^2 - 16*x^3) + E^5*(12*x + 32*x^3))/(1 - 2*E^5 + E^10),x]","-\frac{4 e^{10} x^4}{\left(1-e^5\right)^2}+\frac{8 e^5 x^4}{\left(1-e^5\right)^2}-\frac{4 x^4}{\left(1-e^5\right)^2}+\frac{4 e^{10} x^3}{3 \left(1-e^5\right)^2}-\frac{3 e^{10} x^2}{\left(1-e^5\right)^2}+\frac{6 e^5 x^2}{\left(1-e^5\right)^2}-\frac{3 x^2}{\left(1-e^5\right)^2}+\frac{e^{10} x}{\left(1-e^5\right)^2}","\left(\frac{4 x^4}{3}+x^2\right) \left(\frac{x}{\left(x-\frac{x}{e^5}\right)^2}-3\right)",1,"(E^10*x)/(1 - E^5)^2 - (3*x^2)/(1 - E^5)^2 + (6*E^5*x^2)/(1 - E^5)^2 - (3*E^10*x^2)/(1 - E^5)^2 + (4*E^10*x^3)/(3*(1 - E^5)^2) - (4*x^4)/(1 - E^5)^2 + (8*E^5*x^4)/(1 - E^5)^2 - (4*E^10*x^4)/(1 - E^5)^2","B",4,1,54,0.01852,1,"{12}"
6854,1,24,0,0.1798471,"\int \frac{6+2 \log (4)+(3+3 x+(1+x) \log (4)) \log \left(x^2\right)}{x \log \left(x^2\right)} \, dx","Int[(6 + 2*Log[4] + (3 + 3*x + (1 + x)*Log[4])*Log[x^2])/(x*Log[x^2]),x]","(3+\log (4)) \log \left(\log \left(x^2\right)\right)+x (3+\log (4))+(3+\log (4)) \log (x)","(3+\log (4)) \left(\log \left(9 x \log \left(x^2\right)\right)+x\right)",1,"x*(3 + Log[4]) + (3 + Log[4])*Log[x] + (3 + Log[4])*Log[Log[x^2]]","A",8,6,32,0.1875,1,"{6688, 12, 6742, 43, 2302, 29}"
6855,1,27,0,0.4348686,"\int \frac{-900+300 x+\left(462 x-4 x^2\right) \log (4)-6 x^2 \log ^2(4)+\left(\left(-462 x+154 x^2\right) \log (4)+\left(12 x^2-2 x^3\right) \log ^2(4)\right) \log (-3+x)+\left(-6 x^2+2 x^3\right) \log ^2(4) \log ^2(-3+x)+\left(-12+4 x+6 x \log (4)+\left(-6 x+2 x^2\right) \log (4) \log (-3+x)\right) \log \left(9 x^2\right)}{-1875 x+625 x^2} \, dx","Int[(-900 + 300*x + (462*x - 4*x^2)*Log[4] - 6*x^2*Log[4]^2 + ((-462*x + 154*x^2)*Log[4] + (12*x^2 - 2*x^3)*Log[4]^2)*Log[-3 + x] + (-6*x^2 + 2*x^3)*Log[4]^2*Log[-3 + x]^2 + (-12 + 4*x + 6*x*Log[4] + (-6*x + 2*x^2)*Log[4]*Log[-3 + x])*Log[9*x^2])/(-1875*x + 625*x^2),x]","\frac{1}{625} \left(\log \left(9 x^2\right)+x \log (4) \log (x-3)-x \log (4)+75\right)^2","\left(\frac{1}{25} \left(\log \left(9 x^2\right)-\log (4) (x-x \log (x-3))\right)+3\right)^2",1,"(75 - x*Log[4] + x*Log[4]*Log[-3 + x] + Log[9*x^2])^2/625","A",4,4,127,0.03150,1,"{1593, 6688, 12, 6686}"
6856,0,0,0,2.9190294,"\int \frac{-20 x+85 x^2-63 x^3-33 x^4+x^6+\left(-40 x+x^2+86 x^3-2 x^5\right) \log (x)+\left(32 x-48 x^2+x^4\right) \log ^2(x)}{800+880 x+242 x^2-80 x^3-44 x^4+2 x^6+\left(-1280-704 x+80 x^2+108 x^3-4 x^5\right) \log (x)+\left(512-64 x^2+2 x^4\right) \log ^2(x)} \, dx","Int[(-20*x + 85*x^2 - 63*x^3 - 33*x^4 + x^6 + (-40*x + x^2 + 86*x^3 - 2*x^5)*Log[x] + (32*x - 48*x^2 + x^4)*Log[x]^2)/(800 + 880*x + 242*x^2 - 80*x^3 - 44*x^4 + 2*x^6 + (-1280 - 704*x + 80*x^2 + 108*x^3 - 4*x^5)*Log[x] + (512 - 64*x^2 + 2*x^4)*Log[x]^2),x]","\int \frac{-20 x+85 x^2-63 x^3-33 x^4+x^6+\left(-40 x+x^2+86 x^3-2 x^5\right) \log (x)+\left(32 x-48 x^2+x^4\right) \log ^2(x)}{800+880 x+242 x^2-80 x^3-44 x^4+2 x^6+\left(-1280-704 x+80 x^2+108 x^3-4 x^5\right) \log (x)+\left(512-64 x^2+2 x^4\right) \log ^2(x)} \, dx","-\frac{x \left(x^2-x\right)}{2 (4-x) \left(x+\frac{5}{x-\log (x)}+4\right)}",1,"x/2 - ((16 - x)*x)/(2*(16 - x^2)) + 10*Defer[Int][(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^(-2), x] + (645*Defer[Int][1/((-4 + x)*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^2), x])/8 + 5*Defer[Int][x/(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^2, x] + (5*Defer[Int][x^2/(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^2, x])/2 - 125*Defer[Int][1/((4 + x)^2*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^2), x] + (575*Defer[Int][1/((4 + x)*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])^2), x])/8 + 15*Defer[Int][1/((-4 + x)^2*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])), x] + (15*Defer[Int][1/((-4 + x)*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])), x])/8 + 50*Defer[Int][1/((4 + x)^2*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])), x] - (115*Defer[Int][1/((4 + x)*(5 + 4*x + x^2 - 4*Log[x] - x*Log[x])), x])/8","F",0,0,0,0,-1,"{}"
6857,1,129,0,0.119135,"\int \frac{e^{\log ^2\left(\frac{900 x^4+60 x^2 \log (x)+\log ^2(x)}{100 x^4}\right)} \left(-30 e x^3-e x \log (x)+(e (16-4 x)+e (-32+8 x) \log (x)) \log \left(\frac{900 x^4+60 x^2 \log (x)+\log ^2(x)}{100 x^4}\right)\right)}{30 x^3+x \log (x)} \, dx","Int[(E^Log[(900*x^4 + 60*x^2*Log[x] + Log[x]^2)/(100*x^4)]^2*(-30*E*x^3 - E*x*Log[x] + (E*(16 - 4*x) + E*(-32 + 8*x)*Log[x])*Log[(900*x^4 + 60*x^2*Log[x] + Log[x]^2)/(100*x^4)]))/(30*x^3 + x*Log[x]),x]","\frac{e^{\log ^2\left(\frac{900 x^4+60 x^2 \log (x)+\log ^2(x)}{100 x^4}\right)} (e (4-x)-2 e (4-x) \log (x)) \left(900 x^4+60 x^2 \log (x)+\log ^2(x)\right)}{x^4 \left(30 x^3+x \log (x)\right) \left(\frac{1800 x^3+30 x+60 x \log (x)+\frac{\log (x)}{x}}{x^4}-\frac{2 \left(900 x^4+60 x^2 \log (x)+\log ^2(x)\right)}{x^5}\right)}","(4-x) e^{\log ^2\left(\frac{1}{4} \left(\frac{\log (x)}{5 x^2}+6\right)^2\right)+1}",1,"(E^Log[(900*x^4 + 60*x^2*Log[x] + Log[x]^2)/(100*x^4)]^2*(E*(4 - x) - 2*E*(4 - x)*Log[x])*(900*x^4 + 60*x^2*Log[x] + Log[x]^2))/(x^4*(30*x^3 + x*Log[x])*((30*x + 1800*x^3 + Log[x]/x + 60*x*Log[x])/x^4 - (2*(900*x^4 + 60*x^2*Log[x] + Log[x]^2))/x^5))","B",1,1,98,0.01020,1,"{2288}"
6858,1,51,0,0.1776142,"\int \frac{-12+6 x-2 x^6+e^2 \left(-20 x^4-40 x^5-20 x^6\right)+e^4 \left(-10 x^2-40 x^3-60 x^4-40 x^5-10 x^6\right)+e^5 \left(2 x+10 x^2+20 x^3+20 x^4+10 x^5+2 x^6\right)+e \left(14-6 x+10 x^5+10 x^6\right)+e^3 \left(20 x^3+60 x^4+60 x^5+20 x^6\right)}{-x^5+e^2 \left(-10 x^3-20 x^4-10 x^5\right)+e^4 \left(-5 x-20 x^2-30 x^3-20 x^4-5 x^5\right)+e^5 \left(1+5 x+10 x^2+10 x^3+5 x^4+x^5\right)+e \left(5 x^4+5 x^5\right)+e^3 \left(10 x^2+30 x^3+30 x^4+10 x^5\right)} \, dx","Int[(-12 + 6*x - 2*x^6 + E^2*(-20*x^4 - 40*x^5 - 20*x^6) + E^4*(-10*x^2 - 40*x^3 - 60*x^4 - 40*x^5 - 10*x^6) + E^5*(2*x + 10*x^2 + 20*x^3 + 20*x^4 + 10*x^5 + 2*x^6) + E*(14 - 6*x + 10*x^5 + 10*x^6) + E^3*(20*x^3 + 60*x^4 + 60*x^5 + 20*x^6))/(-x^5 + E^2*(-10*x^3 - 20*x^4 - 10*x^5) + E^4*(-5*x - 20*x^2 - 30*x^3 - 20*x^4 - 5*x^5) + E^5*(1 + 5*x + 10*x^2 + 10*x^3 + 5*x^4 + x^5) + E*(5*x^4 + 5*x^5) + E^3*(10*x^2 + 30*x^3 + 30*x^4 + 10*x^5)),x]","x^2-\frac{2}{(1-e) (e-(1-e) x)^3}-\frac{3-5 e}{(1-e) (e-(1-e) x)^4}","x^2-\frac{3-2 x}{(x-e (x+1))^4}+11",1,"x^2 - (3 - 5*E)/((1 - E)*(E - (1 - E)*x)^4) - 2/((1 - E)*(E - (1 - E)*x)^3)","B",2,1,257,0.003891,1,"{2074}"
6859,1,26,0,0.3416356,"\int \frac{e^{-x} \left(e^x \left(-4+2 x+17 x^2\right)+e \left(-64 x^2+32 x^3-4 x^4\right)\right)}{64 x^2-32 x^3+4 x^4} \, dx","Int[(E^x*(-4 + 2*x + 17*x^2) + E*(-64*x^2 + 32*x^3 - 4*x^4))/(E^x*(64*x^2 - 32*x^3 + 4*x^4)),x]","e^{1-x}+\frac{1}{16 x}+\frac{69}{16 (4-x)}","e^{1-x}-\frac{2 x-\frac{1}{x}-25}{4 (4-x)}",1,"E^(1 - x) + 69/(16*(4 - x)) + 1/(16*x)","A",8,6,57,0.1053,1,"{1594, 27, 12, 6688, 2194, 893}"
6860,1,14,0,0.1107923,"\int \frac{e^{\frac{x}{3 e^2}}}{\left(12 e^2+3 e^{2+\frac{x}{3 e^2}}\right) \log \left(4+e^{\frac{x}{3 e^2}}\right)} \, dx","Int[E^(x/(3*E^2))/((12*E^2 + 3*E^(2 + x/(3*E^2)))*Log[4 + E^(x/(3*E^2))]),x]","\log \left(\log \left(e^{\frac{x}{3 e^2}}+4\right)\right)","\log \left(\log \left(e^{\frac{x}{3 e^2}}+4\right)\right)+e^2",1,"Log[Log[4 + E^(x/(3*E^2))]]","A",5,5,48,0.1042,1,"{2282, 12, 2390, 2302, 29}"
6861,1,36,0,0.0868521,"\int \frac{6 x^2+10 x^3+\left(4 x+20 x^2\right) \log (400)+10 x \log ^2(400)}{4+20 x+25 x^2+(20+50 x) \log (400)+25 \log ^2(400)} \, dx","Int[(6*x^2 + 10*x^3 + (4*x + 20*x^2)*Log[400] + 10*x*Log[400]^2)/(4 + 20*x + 25*x^2 + (20 + 50*x)*Log[400] + 25*Log[400]^2),x]","\frac{x^2}{5}-\frac{2 x}{25}-\frac{2 (2+5 \log (400))^2}{125 (5 x+2+5 \log (400))}","\frac{2 x^2}{\frac{4}{x+\log (400)}+10}",1,"(-2*x)/25 + x^2/5 - (2*(2 + 5*Log[400])^2)/(125*(2 + 5*x + 5*Log[400]))","B",4,3,57,0.05263,1,"{1986, 27, 1850}"
6862,0,0,0,1.7416718,"\int \frac{-x^2+x^3+e^{-1+x} \left(2 x-2 x^2\right) \log (4)+e^{-2+2 x} (-1+x) \log ^2(4)+\left(9 x+3 x^2+3 x^3+x^4+e^{-1+x} \left(-6 x-11 x^2-3 x^3\right) \log (4)+e^{-2+2 x} \left(3 x+x^2\right) \log ^2(4)+\left(-3 x-x^3+e^{-1+x} \left(2 x+3 x^2\right) \log (4)-e^{-2+2 x} x \log ^2(4)\right) \log (x)\right) \log (3+x-\log (x))}{\left(-3 x^3-x^4+e^{-1+x} \left(6 x^2+2 x^3\right) \log (4)+e^{-2+2 x} \left(-3 x-x^2\right) \log ^2(4)+\left(x^3-2 e^{-1+x} x^2 \log (4)+e^{-2+2 x} x \log ^2(4)\right) \log (x)\right) \log (3+x-\log (x))} \, dx","Int[(-x^2 + x^3 + E^(-1 + x)*(2*x - 2*x^2)*Log[4] + E^(-2 + 2*x)*(-1 + x)*Log[4]^2 + (9*x + 3*x^2 + 3*x^3 + x^4 + E^(-1 + x)*(-6*x - 11*x^2 - 3*x^3)*Log[4] + E^(-2 + 2*x)*(3*x + x^2)*Log[4]^2 + (-3*x - x^3 + E^(-1 + x)*(2*x + 3*x^2)*Log[4] - E^(-2 + 2*x)*x*Log[4]^2)*Log[x])*Log[3 + x - Log[x]])/((-3*x^3 - x^4 + E^(-1 + x)*(6*x^2 + 2*x^3)*Log[4] + E^(-2 + 2*x)*(-3*x - x^2)*Log[4]^2 + (x^3 - 2*E^(-1 + x)*x^2*Log[4] + E^(-2 + 2*x)*x*Log[4]^2)*Log[x])*Log[3 + x - Log[x]]),x]","\int \frac{-x^2+x^3+e^{-1+x} \left(2 x-2 x^2\right) \log (4)+e^{-2+2 x} (-1+x) \log ^2(4)+\left(9 x+3 x^2+3 x^3+x^4+e^{-1+x} \left(-6 x-11 x^2-3 x^3\right) \log (4)+e^{-2+2 x} \left(3 x+x^2\right) \log ^2(4)+\left(-3 x-x^3+e^{-1+x} \left(2 x+3 x^2\right) \log (4)-e^{-2+2 x} x \log ^2(4)\right) \log (x)\right) \log (3+x-\log (x))}{\left(-3 x^3-x^4+e^{-1+x} \left(6 x^2+2 x^3\right) \log (4)+e^{-2+2 x} \left(-3 x-x^2\right) \log ^2(4)+\left(x^3-2 e^{-1+x} x^2 \log (4)+e^{-2+2 x} x \log ^2(4)\right) \log (x)\right) \log (3+x-\log (x))} \, dx","-x-\log (\log (x-\log (x)+3))+\frac{x+3}{x-e^{x-1} \log (4)}+5",1,"-x - Log[Log[3 + x - Log[x]]] - 3*E^2*Defer[Int][(E*x - E^x*Log[4])^(-2), x] + 2*E^2*Defer[Int][x/(E*x - E^x*Log[4])^2, x] + E^2*Defer[Int][x^2/(E*x - E^x*Log[4])^2, x] - 2*E*Defer[Int][(E*x - E^x*Log[4])^(-1), x] - E*Defer[Int][x/(E*x - E^x*Log[4]), x]","F",0,0,0,0,-1,"{}"
6863,1,32,0,0.0752434,"\int \frac{-9-24 x^2+4 x^3+e^{x^2} \left(-3+6 x^2\right)-24 x^2 \log (x)}{24 x^2} \, dx","Int[(-9 - 24*x^2 + 4*x^3 + E^x^2*(-3 + 6*x^2) - 24*x^2*Log[x])/(24*x^2),x]","\frac{x^2}{12}+\frac{e^{x^2}}{8 x}+\frac{3}{8 x}-x \log (x)","\frac{1}{4} \left(\frac{x^2}{3}+\frac{e^{x^2}+3}{2 x}\right)-x \log (x)",1,"3/(8*x) + E^x^2/(8*x) + x^2/12 - x*Log[x]","A",9,4,39,0.1026,1,"{12, 14, 2288, 2295}"
6864,1,80,0,0.0681625,"\int \frac{4 e^4 x+24 e^2 x \log (5)+32 x \log ^2(5)+\left(6 e^4 x+16 e^2 x \log (5)\right) \log (2 x)+2 e^4 x \log ^2(2 x)}{e^4} \, dx","Int[(4*E^4*x + 24*E^2*x*Log[5] + 32*x*Log[5]^2 + (6*E^4*x + 16*E^2*x*Log[5])*Log[2*x] + 2*E^4*x*Log[2*x]^2)/E^4,x]","\frac{x^2}{2}+x^2 \log ^2(2 x)+x^2 \left(3+\frac{8 \log (5)}{e^2}\right) \log (2 x)-x^2 \log (2 x)+\frac{2 x^2 \left(e^2+\log (25)\right) \left(e^2+\log (625)\right)}{e^4}-\frac{1}{2} x^2 \left(3+\frac{8 \log (5)}{e^2}\right)","\left(x+x \log (2 x)+\frac{4 x \log (5)}{e^2}\right)^2",1,"x^2/2 - (x^2*(3 + (8*Log[5])/E^2))/2 + (2*x^2*(E^2 + Log[25])*(E^2 + Log[625]))/E^4 - x^2*Log[2*x] + x^2*(3 + (8*Log[5])/E^2)*Log[2*x] + x^2*Log[2*x]^2","B",9,4,58,0.06897,1,"{6, 12, 2304, 2305}"
6865,1,14,0,0.0090411,"\int \left(6+5 e^{e^x+x}+2 x\right) \, dx","Int[6 + 5*E^(E^x + x) + 2*x,x]","x^2+6 x+5 e^{e^x}","5 \left(\frac{1}{5} \left((x+3)^2+4\right)+e^{e^x}-2\right)",1,"5*E^E^x + 6*x + x^2","A",3,2,14,0.1429,1,"{2282, 2194}"
6866,1,24,0,1.0628435,"\int \frac{e^{\frac{1+e^3}{4+e^x-x}} \left(e^x \left(-1-e^3\right) \log (4)+\left(1+e^3\right) \log (4)\right)}{32+2 e^{2 x}+e^x (16-4 x)-16 x+2 x^2} \, dx","Int[(E^((1 + E^3)/(4 + E^x - x))*(E^x*(-1 - E^3)*Log[4] + (1 + E^3)*Log[4]))/(32 + 2*E^(2*x) + E^x*(16 - 4*x) - 16*x + 2*x^2),x]","\frac{1}{2} e^{\frac{1+e^3}{-x+e^x+4}} \log (4)","\frac{1}{2} e^{\frac{1+e^3}{-x+e^x+4}} \log (4)",1,"(E^((1 + E^3)/(4 + E^x - x))*Log[4])/2","A",3,3,69,0.04348,1,"{6688, 12, 6706}"
6867,1,36,0,0.0401293,"\int \frac{1}{8} \left(12+16 e^{5+2 e^{5+x}+x}+x+e^{e^{5+x}} \left(4+e^{5+x} (48+4 x)\right)\right) \, dx","Int[(12 + 16*E^(5 + 2*E^(5 + x) + x) + x + E^E^(5 + x)*(4 + E^(5 + x)*(48 + 4*x)))/8,x]","\frac{x^2}{16}+\frac{3 x}{2}+e^{2 e^{x+5}}+\frac{1}{2} e^{e^{x+5}} (x+12)","\left(-\frac{x}{4}-e^{e^{x+5}}-3\right)^2",1,"E^(2*E^(5 + x)) + (3*x)/2 + x^2/16 + (E^E^(5 + x)*(12 + x))/2","A",5,4,42,0.09524,1,"{12, 2282, 2194, 2288}"
6868,1,13,0,0.0158092,"\int \frac{10-5 \log (\log (6))}{x \log ^2(x)} \, dx","Int[(10 - 5*Log[Log[6]])/(x*Log[x]^2),x]","-\frac{5 (2-\log (\log (6)))}{\log (x)}","\frac{5 (\log (\log (6))-2)}{\log (x)}",1,"(-5*(2 - Log[Log[6]]))/Log[x]","A",3,3,15,0.2000,1,"{12, 2302, 30}"
6869,0,0,0,2.9202425,"\int \frac{e^5 \left(-10-2 x+10 x^2+2 x^3\right)+e^{10} \left(10-8 x-2 x^2\right) \log ^2(5+x)+\log \left(\frac{3 e^x}{x}\right) \left(e^5 \left(-10 x-2 x^2\right)+4 e^{10} x \log (5+x)\right)}{5 x+11 x^2+7 x^3+x^4+e^5 \left(-10 x-12 x^2-2 x^3\right) \log ^2(5+x)+e^{10} \left(5 x+x^2\right) \log ^4(5+x)} \, dx","Int[(E^5*(-10 - 2*x + 10*x^2 + 2*x^3) + E^10*(10 - 8*x - 2*x^2)*Log[5 + x]^2 + Log[(3*E^x)/x]*(E^5*(-10*x - 2*x^2) + 4*E^10*x*Log[5 + x]))/(5*x + 11*x^2 + 7*x^3 + x^4 + E^5*(-10*x - 12*x^2 - 2*x^3)*Log[5 + x]^2 + E^10*(5*x + x^2)*Log[5 + x]^4),x]","\int \frac{e^5 \left(-10-2 x+10 x^2+2 x^3\right)+e^{10} \left(10-8 x-2 x^2\right) \log ^2(5+x)+\log \left(\frac{3 e^x}{x}\right) \left(e^5 \left(-10 x-2 x^2\right)+4 e^{10} x \log (5+x)\right)}{5 x+11 x^2+7 x^3+x^4+e^5 \left(-10 x-12 x^2-2 x^3\right) \log ^2(5+x)+e^{10} \left(5 x+x^2\right) \log ^4(5+x)} \, dx","\frac{2 \log \left(\frac{3 e^x}{x}\right)}{\frac{x+1}{e^5}-\log ^2(x+5)}",1,"-2*E^5*Defer[Int][Log[(3*E^x)/x]/(1 + x - E^5*Log[5 + x]^2)^2, x] + 4*E^10*Defer[Int][(Log[(3*E^x)/x]*Log[5 + x])/((5 + x)*(1 + x - E^5*Log[5 + x]^2)^2), x] + 2*E^5*Defer[Int][(1 + x - E^5*Log[5 + x]^2)^(-1), x] - 2*E^5*Defer[Int][1/(x*(1 + x - E^5*Log[5 + x]^2)), x]","F",0,0,0,0,-1,"{}"
6870,1,30,0,0.9968306,"\int \frac{e^2 (-1-2 x)+6 x+14 x^2+4 x^3+\left(e^2-6 x-2 x^2\right) \log \left(\frac{-e^2+6 x+2 x^2}{2 x}\right)+\log (x) \left(-3 e^2+12 x+2 x^2+\left(e^2-6 x-2 x^2\right) \log \left(\frac{-e^2+6 x+2 x^2}{2 x}\right)\right)}{e^2-6 x-2 x^2} \, dx","Int[(E^2*(-1 - 2*x) + 6*x + 14*x^2 + 4*x^3 + (E^2 - 6*x - 2*x^2)*Log[(-E^2 + 6*x + 2*x^2)/(2*x)] + Log[x]*(-3*E^2 + 12*x + 2*x^2 + (E^2 - 6*x - 2*x^2)*Log[(-E^2 + 6*x + 2*x^2)/(2*x)]))/(E^2 - 6*x - 2*x^2),x]","-x^2+x-2 x \log (x)+x \log (x) \log \left(x-\frac{e^2}{2 x}+3\right)","-x^2+x+x \log (x) \left(\log \left(x-\frac{e^2}{2 x}+3\right)-2\right)-1",1,"x - x^2 - 2*x*Log[x] + x*Log[x]*Log[3 - E^2/(2*x) + x]","A",37,15,125,0.1200,1,"{6688, 2523, 1657, 634, 618, 206, 628, 6728, 2357, 2295, 2317, 2391, 2316, 2315, 2556}"
6871,0,0,0,1.3033635,"\int \frac{-75+140 x+20 x^3+e^{2 x} \left(-3 x^2+9 x^4+6 x^5\right)+e^x \left(30 x-29 x^2-61 x^3-4 x^4-x^5+x^6\right)}{25+e^x \left(-10 x-10 x^2\right)+e^{2 x} \left(x^2+2 x^3+x^4\right)} \, dx","Int[(-75 + 140*x + 20*x^3 + E^(2*x)*(-3*x^2 + 9*x^4 + 6*x^5) + E^x*(30*x - 29*x^2 - 61*x^3 - 4*x^4 - x^5 + x^6))/(25 + E^x*(-10*x - 10*x^2) + E^(2*x)*(x^2 + 2*x^3 + x^4)),x]","\int \frac{-75+140 x+20 x^3+e^{2 x} \left(-3 x^2+9 x^4+6 x^5\right)+e^x \left(30 x-29 x^2-61 x^3-4 x^4-x^5+x^6\right)}{25+e^x \left(-10 x-10 x^2\right)+e^{2 x} \left(x^2+2 x^3+x^4\right)} \, dx","3-(1-x) \left(\frac{x}{\frac{5}{x^2+x}-e^x}+3 x\right)",1,"(3*(1 - 2*x)^2)/4 - 5*Defer[Int][x/(-5 + E^x*x + E^x*x^2)^2, x] - 10*Defer[Int][x^2/(-5 + E^x*x + E^x*x^2)^2, x] + 10*Defer[Int][x^3/(-5 + E^x*x + E^x*x^2)^2, x] + 5*Defer[Int][x^4/(-5 + E^x*x + E^x*x^2)^2, x] + Defer[Int][x/(-5 + E^x*x + E^x*x^2), x] - 2*Defer[Int][x^2/(-5 + E^x*x + E^x*x^2), x] - 2*Defer[Int][x^3/(-5 + E^x*x + E^x*x^2), x] + Defer[Int][x^4/(-5 + E^x*x + E^x*x^2), x]","F",0,0,0,0,-1,"{}"
6872,1,46,0,0.1035359,"\int \frac{1}{10} e^{-x} \left(-10+4 x-x^2+\left(-4 x+2 x^2\right) \log (3)\right) \, dx","Int[(-10 + 4*x - x^2 + (-4*x + 2*x^2)*Log[3])/(10*E^x),x]","\frac{1}{10} e^{-x} x^2-\frac{1}{5} e^{-x} x^2 \log (3)-\frac{e^{-x} x}{5}+\frac{4 e^{-x}}{5}","\frac{1}{5} \left(e^{-x} \left(x \left(\frac{x}{2}+x (-\log (3))-1\right)+4\right)+3\right)",1,"4/(5*E^x) - x/(5*E^x) + x^2/(10*E^x) - (x^2*Log[3])/(5*E^x)","A",16,4,31,0.1290,1,"{12, 2196, 2194, 2176}"
6873,1,24,0,0.4507338,"\int \frac{18-36 x+e^{x^2} \left(-18-36 x^2\right)}{-729-243 x+216 x^2+53 x^3+e^{3 x^2} x^3-24 x^4-3 x^5+x^6+\left(-243-54 x+51 x^2+6 x^3-3 x^4\right) \log (4)+\left(-27-3 x+3 x^2\right) \log ^2(4)-\log ^3(4)+e^{2 x^2} \left(-27 x^2-3 x^3+3 x^4-3 x^2 \log (4)\right)+e^{x^2} \left(243 x+54 x^2-51 x^3-6 x^4+3 x^5+\left(54 x+6 x^2-6 x^3\right) \log (4)+3 x \log ^2(4)\right)} \, dx","Int[(18 - 36*x + E^x^2*(-18 - 36*x^2))/(-729 - 243*x + 216*x^2 + 53*x^3 + E^(3*x^2)*x^3 - 24*x^4 - 3*x^5 + x^6 + (-243 - 54*x + 51*x^2 + 6*x^3 - 3*x^4)*Log[4] + (-27 - 3*x + 3*x^2)*Log[4]^2 - Log[4]^3 + E^(2*x^2)*(-27*x^2 - 3*x^3 + 3*x^4 - 3*x^2*Log[4]) + E^x^2*(243*x + 54*x^2 - 51*x^3 - 6*x^4 + 3*x^5 + (54*x + 6*x^2 - 6*x^3)*Log[4] + 3*x*Log[4]^2)),x]","\frac{9}{\left(-x^2+\left(1-e^{x^2}\right) x+9+\log (4)\right)^2}","\frac{9}{x^2 \left(-e^{x^2}-x+\frac{x+9+\log (4)}{x}\right)^2}",1,"9/(9 + (1 - E^x^2)*x - x^2 + Log[4])^2","A",3,3,189,0.01587,1,"{6688, 12, 6686}"
6874,1,23,0,8.4301996,"\int \frac{4-9 x-4 e^{-2+x} x+\left(-4 e^{-2+x}-9 x+4 \log (x)\right) \log \left(\frac{1}{4} \left(4 e^{-2+x}+9 x-4 \log (x)\right)\right)+\left(4 e^{-2+x}+9 x-4 \log (x)\right) \log \left(\frac{1}{4} \left(4 e^{-2+x}+9 x-4 \log (x)\right)\right) \log \left(x \log \left(\frac{1}{4} \left(4 e^{-2+x}+9 x-4 \log (x)\right)\right)\right)}{\left(-4 e^{-2+x} x^2-9 x^3+4 x^2 \log (x)\right) \log \left(\frac{1}{4} \left(4 e^{-2+x}+9 x-4 \log (x)\right)\right)} \, dx","Int[(4 - 9*x - 4*E^(-2 + x)*x + (-4*E^(-2 + x) - 9*x + 4*Log[x])*Log[(4*E^(-2 + x) + 9*x - 4*Log[x])/4] + (4*E^(-2 + x) + 9*x - 4*Log[x])*Log[(4*E^(-2 + x) + 9*x - 4*Log[x])/4]*Log[x*Log[(4*E^(-2 + x) + 9*x - 4*Log[x])/4]])/((-4*E^(-2 + x)*x^2 - 9*x^3 + 4*x^2*Log[x])*Log[(4*E^(-2 + x) + 9*x - 4*Log[x])/4]),x]","\frac{\log \left(x \log \left(\frac{9 x}{4}+e^{x-2}-\log (x)\right)\right)}{x}","\frac{\log \left(x \log \left(\frac{9 x}{4}+e^{x-2}-\log (x)\right)\right)}{x}",1,"Log[x*Log[E^(-2 + x) + (9*x)/4 - Log[x]]]/x","A",24,7,156,0.04487,1,"{6742, 6741, 12, 6688, 14, 30, 2555}"
6875,1,32,0,0.0133522,"\int \frac{15\ 2^{1-2 e^{e^2}} e^{e^2} \left(6-2 e^6-3 x\right)^{2 e^{e^2}}}{-6+2 e^6+3 x} \, dx","Int[(15*2^(1 - 2*E^E^2)*E^E^2*(6 - 2*E^6 - 3*x)^(2*E^E^2))/(-6 + 2*E^6 + 3*x),x]","5\ 4^{-e^{e^2}} \left(2 \left(3-e^6\right)-3 x\right)^{2 e^{e^2}}","5 \left(-\frac{3 x}{2}-e^6+3\right)^{2 e^{e^2}}",1,"(5*(2*(3 - E^6) - 3*x)^(2*E^E^2))/4^E^E^2","A",3,3,48,0.06250,1,"{12, 21, 32}"
6876,0,0,0,19.7793992,"\int \frac{\exp \left(\frac{-x^3+\log \left(\frac{x^4}{\log ^2(x)}\right)+x \log \left(\frac{\log (3 x)}{\log (x)}\right)}{-x^2+\log \left(\frac{\log (3 x)}{\log (x)}\right)}\right) \left(\left(2 x^2+\left(-4 x^2+x^5\right) \log (x)\right) \log (3 x)+\left(-\log (x)+\left(1+2 x^2 \log (x)\right) \log (3 x)\right) \log \left(\frac{x^4}{\log ^2(x)}\right)+\left(-2+\left(4-2 x^3\right) \log (x)\right) \log (3 x) \log \left(\frac{\log (3 x)}{\log (x)}\right)+x \log (x) \log (3 x) \log ^2\left(\frac{\log (3 x)}{\log (x)}\right)\right)}{x^5 \log (x) \log (3 x)-2 x^3 \log (x) \log (3 x) \log \left(\frac{\log (3 x)}{\log (x)}\right)+x \log (x) \log (3 x) \log ^2\left(\frac{\log (3 x)}{\log (x)}\right)} \, dx","Int[(E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))*((2*x^2 + (-4*x^2 + x^5)*Log[x])*Log[3*x] + (-Log[x] + (1 + 2*x^2*Log[x])*Log[3*x])*Log[x^4/Log[x]^2] + (-2 + (4 - 2*x^3)*Log[x])*Log[3*x]*Log[Log[3*x]/Log[x]] + x*Log[x]*Log[3*x]*Log[Log[3*x]/Log[x]]^2))/(x^5*Log[x]*Log[3*x] - 2*x^3*Log[x]*Log[3*x]*Log[Log[3*x]/Log[x]] + x*Log[x]*Log[3*x]*Log[Log[3*x]/Log[x]]^2),x]","\int \frac{\exp \left(\frac{-x^3+\log \left(\frac{x^4}{\log ^2(x)}\right)+x \log \left(\frac{\log (3 x)}{\log (x)}\right)}{-x^2+\log \left(\frac{\log (3 x)}{\log (x)}\right)}\right) \left(\left(2 x^2+\left(-4 x^2+x^5\right) \log (x)\right) \log (3 x)+\left(-\log (x)+\left(1+2 x^2 \log (x)\right) \log (3 x)\right) \log \left(\frac{x^4}{\log ^2(x)}\right)+\left(-2+\left(4-2 x^3\right) \log (x)\right) \log (3 x) \log \left(\frac{\log (3 x)}{\log (x)}\right)+x \log (x) \log (3 x) \log ^2\left(\frac{\log (3 x)}{\log (x)}\right)\right)}{x^5 \log (x) \log (3 x)-2 x^3 \log (x) \log (3 x) \log \left(\frac{\log (3 x)}{\log (x)}\right)+x \log (x) \log (3 x) \log ^2\left(\frac{\log (3 x)}{\log (x)}\right)} \, dx","e^{\frac{\log \left(\frac{x^4}{\log ^2(x)}\right)}{\log \left(\frac{\log (3 x)}{\log (x)}\right)-x^2}+x}",1,"Defer[Int][E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]])), x] + Log[9]*Defer[Int][(E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))*x*Log[x^4/Log[x]^2])/(Log[3*x]*(x^2 - Log[Log[3*x]/Log[x]])^2), x] + Log[3]*Defer[Int][(E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))*Log[x^4/Log[x]^2])/(x*Log[x]*Log[3*x]*(x^2 - Log[Log[3*x]/Log[x]])^2), x] + 2*Defer[Int][(E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))*x*Log[x]*Log[x^4/Log[x]^2])/(Log[3*x]*(x^2 - Log[Log[3*x]/Log[x]])^2), x] - 4*Defer[Int][E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))/(x*(x^2 - Log[Log[3*x]/Log[x]])), x] + 2*Defer[Int][E^((-x^3 + Log[x^4/Log[x]^2] + x*Log[Log[3*x]/Log[x]])/(-x^2 + Log[Log[3*x]/Log[x]]))/(x*Log[x]*(x^2 - Log[Log[3*x]/Log[x]])), x]","F",0,0,0,0,-1,"{}"
6877,0,0,0,53.6923862,"\int \frac{300 x-100 x^2+e^x (-60+20 x)+e^{3 x} \left(-6 x-3 x^2-5 x^3+2 x^4\right)+e^{2 x} \left(55 x^3+15 x^4-10 x^5\right)+\left(e^{3 x} \left(6+6 x+10 x^2-4 x^3\right)+e^{2 x} \left(-70 x^2-40 x^3+20 x^4\right)\right) \log \left(\frac{e^x (-3+x)+15 x-5 x^2}{x}\right)+\left(e^{3 x} \left(-3-5 x+2 x^2\right)+e^{2 x} \left(15 x+25 x^2-10 x^3\right)\right) \log ^2\left(\frac{e^x (-3+x)+15 x-5 x^2}{x}\right)}{300 x-100 x^2+e^x (-60+20 x)} \, dx","Int[(300*x - 100*x^2 + E^x*(-60 + 20*x) + E^(3*x)*(-6*x - 3*x^2 - 5*x^3 + 2*x^4) + E^(2*x)*(55*x^3 + 15*x^4 - 10*x^5) + (E^(3*x)*(6 + 6*x + 10*x^2 - 4*x^3) + E^(2*x)*(-70*x^2 - 40*x^3 + 20*x^4))*Log[(E^x*(-3 + x) + 15*x - 5*x^2)/x] + (E^(3*x)*(-3 - 5*x + 2*x^2) + E^(2*x)*(15*x + 25*x^2 - 10*x^3))*Log[(E^x*(-3 + x) + 15*x - 5*x^2)/x]^2)/(300*x - 100*x^2 + E^x*(-60 + 20*x)),x]","\int \frac{300 x-100 x^2+e^x (-60+20 x)+e^{3 x} \left(-6 x-3 x^2-5 x^3+2 x^4\right)+e^{2 x} \left(55 x^3+15 x^4-10 x^5\right)+\left(e^{3 x} \left(6+6 x+10 x^2-4 x^3\right)+e^{2 x} \left(-70 x^2-40 x^3+20 x^4\right)\right) \log \left(\frac{e^x (-3+x)+15 x-5 x^2}{x}\right)+\left(e^{3 x} \left(-3-5 x+2 x^2\right)+e^{2 x} \left(15 x+25 x^2-10 x^3\right)\right) \log ^2\left(\frac{e^x (-3+x)+15 x-5 x^2}{x}\right)}{300 x-100 x^2+e^x (-60+20 x)} \, dx","x+\frac{1}{20} e^{2 x} x \left(\log \left(\frac{(3-x) \left(5 x-e^x\right)}{x}\right)-x\right)^2",1,"(-13*E^x)/2 + (7*E^(2*x))/40 - (67*x)/8 + (27*E^x*x)/8 - (E^(2*x)*x)/40 - (15*x^2)/8 - (3*E^x*x^2)/4 + (E^(2*x)*x^3)/20 - (5*x^4)/48 - x^5/8 - (E^6*ExpIntegralEi[-2*(3 - x)])/8 - (3*E^3*ExpIntegralEi[-3 + x])/2 + (3*ExpIntegralEi[x])/2 - ExpIntegralEi[2*x]/40 + (3*E^6*(3 - x)*ExpIntegralEi[-6 + 2*x])/10 - (225*Log[3 - x])/8 + (3*E^x*Log[-(((E^x - 5*x)*(3 - x))/x)])/2 - (E^(2*x)*Log[-(((E^x - 5*x)*(3 - x))/x)])/40 - (3*E^x*x*Log[-(((E^x - 5*x)*(3 - x))/x)])/2 + (E^(2*x)*x*Log[-(((E^x - 5*x)*(3 - x))/x)])/20 + (E^x*x^2*Log[-(((E^x - 5*x)*(3 - x))/x)])/2 - (E^(2*x)*x^2*Log[-(((E^x - 5*x)*(3 - x))/x)])/10 - (5*x^3*Log[-(((E^x - 5*x)*(3 - x))/x)])/6 + (5*x^4*Log[-(((E^x - 5*x)*(3 - x))/x)])/8 + (3*E^6*ExpIntegralEi[-2*(3 - x)]*Log[-(((E^x - 5*x)*(3 - x))/x)])/10 + (15*Defer[Int][E^x/(E^x - 5*x), x])/2 - 15*Defer[Int][(E^x*x)/(E^x - 5*x), x] - (25*Defer[Int][x^2/(E^x - 5*x), x])/8 + 10*Defer[Int][(E^x*x^2)/(E^x - 5*x), x] + (125*Defer[Int][x^3/(E^x - 5*x), x])/24 - (25*Log[-(((E^x - 5*x)*(3 - x))/x)]*Defer[Int][x^3/(E^x - 5*x), x])/2 - (5*Defer[Int][(E^x*x^3)/(E^x - 5*x), x])/2 + (25*Defer[Int][x^4/(E^x - 5*x), x])/24 + (25*Log[-(((E^x - 5*x)*(3 - x))/x)]*Defer[Int][x^4/(E^x - 5*x), x])/2 - (25*Defer[Int][x^5/(E^x - 5*x), x])/8 + (3*E^6*Defer[Int][ExpIntegralEi[-6 + 2*x]/(E^x - 5*x), x])/2 - (3*E^6*Defer[Int][ExpIntegralEi[-6 + 2*x]/(-3 + x), x])/10 + (3*E^6*Defer[Int][ExpIntegralEi[-6 + 2*x]/x, x])/10 - (3*E^6*Defer[Int][(x*ExpIntegralEi[-6 + 2*x])/(E^x - 5*x), x])/2 + Defer[Int][E^(2*x)*Log[((E^x - 5*x)*(-3 + x))/x]^2, x]/20 + Defer[Int][E^(2*x)*x*Log[((E^x - 5*x)*(-3 + x))/x]^2, x]/10 + (25*Defer[Int][Defer[Int][x^3/(E^x - 5*x), x], x])/2 - (125*Defer[Int][Defer[Int][x^3/(E^x - 5*x), x]/(E^x - 5*x), x])/2 + (25*Defer[Int][Defer[Int][x^3/(E^x - 5*x), x]/(-3 + x), x])/2 - (25*Defer[Int][Defer[Int][x^3/(E^x - 5*x), x]/x, x])/2 + (125*Defer[Int][(x*Defer[Int][x^3/(E^x - 5*x), x])/(E^x - 5*x), x])/2 - (25*Defer[Int][Defer[Int][x^4/(E^x - 5*x), x], x])/2 + (125*Defer[Int][Defer[Int][x^4/(E^x - 5*x), x]/(E^x - 5*x), x])/2 - (25*Defer[Int][Defer[Int][x^4/(E^x - 5*x), x]/(-3 + x), x])/2 + (25*Defer[Int][Defer[Int][x^4/(E^x - 5*x), x]/x, x])/2 - (125*Defer[Int][(x*Defer[Int][x^4/(E^x - 5*x), x])/(E^x - 5*x), x])/2","F",0,0,0,0,-1,"{}"
6878,1,17,0,0.0376702,"\int \frac{-4 e^4+2 x^2-4 x \log (625)+2 \log ^2(625)}{x^2-2 x \log (625)+\log ^2(625)} \, dx","Int[(-4*E^4 + 2*x^2 - 4*x*Log[625] + 2*Log[625]^2)/(x^2 - 2*x*Log[625] + Log[625]^2),x]","2 x+\frac{4 e^4}{x-\log (625)}","2 x+\frac{4 e^4}{x-\log (625)}+e^3",1,"2*x + (4*E^4)/(x - Log[625])","A",3,2,38,0.05263,1,"{27, 683}"
6879,1,27,0,0.0399852,"\int \left(1+512 e^{2 x}+e^x (-192-192 x)+72 x\right) \, dx","Int[1 + 512*E^(2*x) + E^x*(-192 - 192*x) + 72*x,x]","36 x^2+x+192 e^x+256 e^{2 x}-192 e^x (x+1)","\left(6 x-16 e^x\right)^2+x",1,"192*E^x + 256*E^(2*x) + x + 36*x^2 - 192*E^x*(1 + x)","B",4,2,21,0.09524,1,"{2194, 2176}"
6880,1,32,0,0.0872182,"\int e^{-5+x^2} \left(-4 x+e^5 \left(1-12 x-2 e x+2 e^3 x+2 x^2\right)\right) \, dx","Int[E^(-5 + x^2)*(-4*x + E^5*(1 - 12*x - 2*E*x + 2*E^3*x + 2*x^2)),x]","e^{x^2} x-\left(2+6 e^5+e^6-e^8\right) e^{x^2-5}","e^{x^2} \left(x+e^3-e-\frac{2}{e^5}-6\right)",1,"-(E^(-5 + x^2)*(2 + 6*E^5 + E^6 - E^8)) + E^x^2*x","A",6,4,36,0.1111,1,"{2226, 2204, 2209, 2212}"
6881,1,20,0,0.192768,"\int \frac{11264+83968 x+107520 x^2+50688 x^3+8192 x^4+\left(2304+14592 x+12864 x^2+3072 x^3\right) \log (5)+\left(144+840 x+384 x^2\right) \log ^2(5)+(3+16 x) \log ^3(5)}{32768+49152 x+24576 x^2+4096 x^3+\left(6144+6144 x+1536 x^2\right) \log (5)+(384+192 x) \log ^2(5)+8 \log ^3(5)} \, dx","Int[(11264 + 83968*x + 107520*x^2 + 50688*x^3 + 8192*x^4 + (2304 + 14592*x + 12864*x^2 + 3072*x^3)*Log[5] + (144 + 840*x + 384*x^2)*Log[5]^2 + (3 + 16*x)*Log[5]^3)/(32768 + 49152*x + 24576*x^2 + 4096*x^3 + (6144 + 6144*x + 1536*x^2)*Log[5] + (384 + 192*x)*Log[5]^2 + 8*Log[5]^3),x]","x^2+\frac{3 x}{8}+\frac{8}{(8 x+16+\log (5))^2}","x^2+\frac{3}{8} \left(x+\frac{4}{3 \left(2 x+4+\frac{\log (5)}{4}\right)^2}\right)",1,"(3*x)/8 + x^2 + 8/(16 + 8*x + Log[5])^2","A",2,1,110,0.009091,1,"{2074}"
6882,1,17,0,0.248314,"\int e^{-24 x^2} \left(12 x^3 \log ^3\left(x^3\right)+\left(4 x^3-48 x^5\right) \log ^4\left(x^3\right)\right) \, dx","Int[(12*x^3*Log[x^3]^3 + (4*x^3 - 48*x^5)*Log[x^3]^4)/E^(24*x^2),x]","e^{-24 x^2} x^4 \log ^4\left(x^3\right)","e^{-24 x^2} x^4 \log ^4\left(x^3\right)",1,"(x^4*Log[x^3]^4)/E^(24*x^2)","A",3,3,38,0.07895,1,"{6741, 12, 2288}"
6883,0,0,0,0.3912156,"\int \frac{-16-7 x+31 x^2+8 x^3-16 x^4+\left(-16-31 x^2-16 x^3+48 x^4\right) \log (x)}{x^2 \log ^2(x)} \, dx","Int[(-16 - 7*x + 31*x^2 + 8*x^3 - 16*x^4 + (-16 - 31*x^2 - 16*x^3 + 48*x^4)*Log[x])/(x^2*Log[x]^2),x]","\int \frac{-16-7 x+31 x^2+8 x^3-16 x^4+\left(-16-31 x^2-16 x^3+48 x^4\right) \log (x)}{x^2 \log ^2(x)} \, dx","\frac{\left(\frac{\left(1-2 x^2\right)^2-1}{x^2}-x\right)^2-x}{x \log (x)}",1,"Defer[Int][(-16 - 7*x + 31*x^2 + 8*x^3 - 16*x^4)/(x^2*Log[x]^2), x] + Defer[Int][(-16 - 31*x^2 - 16*x^3 + 48*x^4)/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
6884,1,122,0,1.9393956,"\int \frac{200 x+120 x^2-22 x^3-12 x^4+2 x^5+\left(-60 x^2+22 x^3+18 x^4-4 x^5\right) \log (x)+\left(-400 x-360 x^2+88 x^3+60 x^4-12 x^5\right) \log ^2(x)+\left(-200 x-180 x^2+44 x^3+30 x^4-6 x^5\right) \log ^3(x)}{3 \log ^3(x)} \, dx","Int[(200*x + 120*x^2 - 22*x^3 - 12*x^4 + 2*x^5 + (-60*x^2 + 22*x^3 + 18*x^4 - 4*x^5)*Log[x] + (-400*x - 360*x^2 + 88*x^3 + 60*x^4 - 12*x^5)*Log[x]^2 + (-200*x - 180*x^2 + 44*x^3 + 30*x^4 - 6*x^5)*Log[x]^3)/(3*Log[x]^3),x]","-\frac{x^6}{3 \log ^2(x)}-\frac{2 x^6}{3 \log (x)}+\frac{2 x^5}{\log ^2(x)}+\frac{4 x^5}{\log (x)}+\frac{11 x^4}{3 \log ^2(x)}+\frac{22 x^4}{3 \log (x)}-\frac{20 x^3}{\log ^2(x)}-\frac{40 x^3}{\log (x)}-\frac{1}{3} (5-x)^2 (x+2)^2 x^2-\frac{100 x^2}{3 \log ^2(x)}-\frac{200 x^2}{3 \log (x)}","3 \left(1-\frac{1}{9} (x-5)^2 (x+2)^2 \left(x+\frac{x}{\log (x)}\right)^2\right)",1,"-1/3*((5 - x)^2*x^2*(2 + x)^2) - (100*x^2)/(3*Log[x]^2) - (20*x^3)/Log[x]^2 + (11*x^4)/(3*Log[x]^2) + (2*x^5)/Log[x]^2 - x^6/(3*Log[x]^2) - (200*x^2)/(3*Log[x]) - (40*x^3)/Log[x] + (22*x^4)/(3*Log[x]) + (4*x^5)/Log[x] - (2*x^6)/(3*Log[x])","B",54,8,114,0.07018,1,"{12, 6688, 6742, 1590, 2356, 2306, 2309, 2178}"
6885,0,0,0,66.0637586,"\int \frac{x^{-\frac{25}{-84+8 x+x^2+e^{-4-2 x+2 x^2} x^2+e^{-2-x+x^2} x (8+2 x)}} \left(2100-200 x-25 x^2+\left(200 x+50 x^2\right) \log (x)+e^{-4-2 x+2 x^2} x^2 \left(-25+\left(50-50 x+100 x^2\right) \log (x)\right)+e^{-2-x+x^2} x \left(-200-50 x+\left(200-100 x+350 x^2+100 x^3\right) \log (x)\right)\right)}{7056 x-1344 x^2-104 x^3+16 x^4+x^5+e^{-8-4 x+4 x^2} x^5+e^{-6-3 x+3 x^2} x^3 \left(16 x+4 x^2\right)+e^{-4-2 x+2 x^2} x^2 \left(-104 x+48 x^2+6 x^3\right)+e^{-2-x+x^2} x \left(-1344 x-208 x^2+48 x^3+4 x^4\right)} \, dx","Int[(2100 - 200*x - 25*x^2 + (200*x + 50*x^2)*Log[x] + E^(-4 - 2*x + 2*x^2)*x^2*(-25 + (50 - 50*x + 100*x^2)*Log[x]) + E^(-2 - x + x^2)*x*(-200 - 50*x + (200 - 100*x + 350*x^2 + 100*x^3)*Log[x]))/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x)))*(7056*x - 1344*x^2 - 104*x^3 + 16*x^4 + x^5 + E^(-8 - 4*x + 4*x^2)*x^5 + E^(-6 - 3*x + 3*x^2)*x^3*(16*x + 4*x^2) + E^(-4 - 2*x + 2*x^2)*x^2*(-104*x + 48*x^2 + 6*x^3) + E^(-2 - x + x^2)*x*(-1344*x - 208*x^2 + 48*x^3 + 4*x^4))),x]","\int \frac{x^{-\frac{25}{-84+8 x+x^2+e^{-4-2 x+2 x^2} x^2+e^{-2-x+x^2} x (8+2 x)}} \left(2100-200 x-25 x^2+\left(200 x+50 x^2\right) \log (x)+e^{-4-2 x+2 x^2} x^2 \left(-25+\left(50-50 x+100 x^2\right) \log (x)\right)+e^{-2-x+x^2} x \left(-200-50 x+\left(200-100 x+350 x^2+100 x^3\right) \log (x)\right)\right)}{7056 x-1344 x^2-104 x^3+16 x^4+x^5+e^{-8-4 x+4 x^2} x^5+e^{-6-3 x+3 x^2} x^3 \left(16 x+4 x^2\right)+e^{-4-2 x+2 x^2} x^2 \left(-104 x+48 x^2+6 x^3\right)+e^{-2-x+x^2} x \left(-1344 x-208 x^2+48 x^3+4 x^4\right)} \, dx","x^{\frac{1}{4-\frac{1}{25} \left(e^{x^2-x-2} x+x+4\right)^2}}",1,"(-15*Log[x]*Defer[Int][E^(4 + 2*x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x)))*(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2), x])/2 + (15*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/2 + (65*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/4 - (5*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(2 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/2 - (5*Log[x]*Defer[Int][E^(2 + x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x)))*(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x)), x])/4 - (5*Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/4 + (5*Log[x]*Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/4 + (5*Log[x]*Defer[Int][(E^(2 + x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(-6*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/2 - (35*Log[x]*Defer[Int][E^(4 + 2*x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x)))*(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2), x])/2 + (35*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/2 + (135*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/4 + (5*Log[x]*Defer[Int][(E^(4 + 2*x)*x^(2 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x)^2, x])/2 + (5*Log[x]*Defer[Int][E^(2 + x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x)))*(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x)), x])/4 + (5*Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/4 - (5*Log[x]*Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/4 - (5*Log[x]*Defer[Int][(E^(2 + x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + E^(-2 - x + x^2)*x*(8 + 2*x))))/(14*E^(2 + x) + E^x^2*x + E^(2 + x)*x), x])/2 + (15*Defer[Int][Defer[Int][E^(4 + 2*x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x)))*(E^(2 + x)*(-6 + x) + E^x^2*x)^2), x]/x, x])/2 - (15*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^(2 + x)*(-6 + x) + E^x^2*x)^2, x]/x, x])/2 - (65*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^(2 + x)*(-6 + x) + E^x^2*x)^2, x]/x, x])/4 + (5*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(2 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^(2 + x)*(-6 + x) + E^x^2*x)^2, x]/x, x])/2 + (5*Defer[Int][Defer[Int][E^(2 + x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x)))*(E^(2 + x)*(-6 + x) + E^x^2*x)), x]/x, x])/4 - (5*Defer[Int][Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^(2 + x)*(-6 + x) + E^x^2*x), x]/x, x])/4 - (5*Defer[Int][Defer[Int][(E^(2 + x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^(2 + x)*(-6 + x) + E^x^2*x), x]/x, x])/2 + (35*Defer[Int][Defer[Int][E^(4 + 2*x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x)))*(E^x^2*x + E^(2 + x)*(14 + x))^2), x]/x, x])/2 - (35*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^x^2*x + E^(2 + x)*(14 + x))^2, x]/x, x])/2 - (135*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^x^2*x + E^(2 + x)*(14 + x))^2, x]/x, x])/4 - (5*Defer[Int][Defer[Int][(E^(4 + 2*x)*x^(2 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^x^2*x + E^(2 + x)*(14 + x))^2, x]/x, x])/2 - (5*Defer[Int][Defer[Int][E^(2 + x)/(x^(25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x)))*(E^x^2*x + E^(2 + x)*(14 + x))), x]/x, x])/4 + (5*Defer[Int][Defer[Int][(E^(2 + x)*x^(-1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^x^2*x + E^(2 + x)*(14 + x)), x]/x, x])/4 + (5*Defer[Int][Defer[Int][(E^(2 + x)*x^(1 - 25/(-84 + 8*x + x^2 + E^(-4 - 2*x + 2*x^2)*x^2 + 2*E^(-2 - x + x^2)*x*(4 + x))))/(E^x^2*x + E^(2 + x)*(14 + x)), x]/x, x])/2","F",0,0,0,0,-1,"{}"
6886,1,4,0,0.0009599,"\int \log (2) \, dx","Int[Log[2],x]","x \log (2)","\log (2) \left(x+4+\log \left(e^3+e^{10 e^2}\right)\right)-4",1,"x*Log[2]","A",1,1,2,0.5000,1,"{8}"
6887,1,15,0,0.1419266,"\int \frac{-10+e^x (2-x)}{-5 x+e^x x} \, dx","Int[(-10 + E^x*(2 - x))/(-5*x + E^x*x),x]","2 \log (x)-\log \left(5-e^x\right)","\log \left(\frac{4 e^4 x^2}{e^x-5}\right)",1,"-Log[5 - E^x] + 2*Log[x]","A",8,6,23,0.2609,1,"{6742, 2282, 36, 31, 29, 43}"
6888,0,0,0,13.3889003,"\int \frac{3 x^2+x^3+e^{x+x^2} \left(-6 x+6 x^2+21 x^3+6 x^4\right)+\left(6 x+2 x^2+e^{x+x^2} \left(9 x+21 x^2+6 x^3\right)\right) \log \left(\frac{2}{e^{5/3} (3+x)}\right)+(3+x) \log ^2\left(\frac{2}{e^{5/3} (3+x)}\right)}{3 x^3+x^4+\left(6 x^2+2 x^3\right) \log \left(\frac{2}{e^{5/3} (3+x)}\right)+\left(3 x+x^2\right) \log ^2\left(\frac{2}{e^{5/3} (3+x)}\right)} \, dx","Int[(3*x^2 + x^3 + E^(x + x^2)*(-6*x + 6*x^2 + 21*x^3 + 6*x^4) + (6*x + 2*x^2 + E^(x + x^2)*(9*x + 21*x^2 + 6*x^3))*Log[2/(E^(5/3)*(3 + x))] + (3 + x)*Log[2/(E^(5/3)*(3 + x))]^2)/(3*x^3 + x^4 + (6*x^2 + 2*x^3)*Log[2/(E^(5/3)*(3 + x))] + (3*x + x^2)*Log[2/(E^(5/3)*(3 + x))]^2),x]","\int \frac{3 x^2+x^3+e^{x+x^2} \left(-6 x+6 x^2+21 x^3+6 x^4\right)+\left(6 x+2 x^2+e^{x+x^2} \left(9 x+21 x^2+6 x^3\right)\right) \log \left(\frac{2}{e^{5/3} (3+x)}\right)+(3+x) \log ^2\left(\frac{2}{e^{5/3} (3+x)}\right)}{3 x^3+x^4+\left(6 x^2+2 x^3\right) \log \left(\frac{2}{e^{5/3} (3+x)}\right)+\left(3 x+x^2\right) \log ^2\left(\frac{2}{e^{5/3} (3+x)}\right)} \, dx","\frac{3 e^{x^2+x}}{x+\log \left(\frac{2}{e^{5/3} (x+3)}\right)}+\log (x)+2",1,"Log[x] + 6*Defer[Int][(-3*x + 5*(1 - (3*Log[2])/5) - 3*Log[(3 + x)^(-1)])^(-1), x] - 27*Defer[Int][E^(x + x^2)/(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)])^2, x] + 81*Defer[Int][1/((-3 - x)*(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)])^2), x] + 81*Defer[Int][1/((3 + x)*(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)])^2), x] + 27*Defer[Int][E^(x + x^2)/((3 + x)*(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)])^2), x] + 6*Defer[Int][(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)])^(-1), x] + 9*Defer[Int][E^(x + x^2)/(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)]), x] + 18*Defer[Int][(E^(x + x^2)*x)/(3*x - 5*(1 - (3*Log[2])/5) + 3*Log[(3 + x)^(-1)]), x]","F",0,0,0,0,-1,"{}"
6889,1,20,0,0.0454064,"\int \frac{4 e^{10}+3 x^2+e^5 (-1+7 x)}{4 e^{10}+7 e^5 x+3 x^2} \, dx","Int[(4*E^10 + 3*x^2 + E^5*(-1 + 7*x))/(4*E^10 + 7*E^5*x + 3*x^2),x]","x-\log \left(x+e^5\right)+\log \left(3 x+4 e^5\right)","\log \left(\frac{x}{\frac{x^2}{e^5}+x}+3\right)+x+e^4",1,"x - Log[E^5 + x] + Log[4*E^5 + 3*x]","A",5,3,40,0.07500,1,"{1657, 616, 31}"
6890,1,31,0,6.5913304,"\int \frac{\left(-e^{2 x}+3 e^x x-2 x^2\right) \log \left(\frac{e^{2 x} x-2 e^x x^2}{e^{2 x}-2 e^x x+x^2}\right)+\left(e^{2 x}-3 e^x x+2 x^3\right) \log (x) \log (\log (x))+\left(e^{2 x}-3 e^x x+2 x^2\right) \log (x) \log \left(\frac{e^{2 x} x-2 e^x x^2}{e^{2 x}-2 e^x x+x^2}\right) \log (\log (x)) \log \left(\frac{\log \left(\frac{e^{2 x} x-2 e^x x^2}{e^{2 x}-2 e^x x+x^2}\right)}{\log (\log (x))}\right)}{\left(e^{2 x}-3 e^x x+2 x^2\right) \log (x) \log \left(\frac{e^{2 x} x-2 e^x x^2}{e^{2 x}-2 e^x x+x^2}\right) \log (\log (x))} \, dx","Int[((-E^(2*x) + 3*E^x*x - 2*x^2)*Log[(E^(2*x)*x - 2*E^x*x^2)/(E^(2*x) - 2*E^x*x + x^2)] + (E^(2*x) - 3*E^x*x + 2*x^3)*Log[x]*Log[Log[x]] + (E^(2*x) - 3*E^x*x + 2*x^2)*Log[x]*Log[(E^(2*x)*x - 2*E^x*x^2)/(E^(2*x) - 2*E^x*x + x^2)]*Log[Log[x]]*Log[Log[(E^(2*x)*x - 2*E^x*x^2)/(E^(2*x) - 2*E^x*x + x^2)]/Log[Log[x]]])/((E^(2*x) - 3*E^x*x + 2*x^2)*Log[x]*Log[(E^(2*x)*x - 2*E^x*x^2)/(E^(2*x) - 2*E^x*x + x^2)]*Log[Log[x]]),x]","x \log \left(\frac{\log \left(\frac{e^x \left(e^x-2 x\right) x}{\left(e^x-x\right)^2}\right)}{\log (\log (x))}\right)","x \log \left(\frac{\log \left(x-\frac{x^3}{\left(x-e^x\right)^2}\right)}{\log (\log (x))}\right)",1,"x*Log[Log[(E^x*(E^x - 2*x)*x)/(E^x - x)^2]/Log[Log[x]]]","A",17,3,245,0.01224,1,"{6688, 6742, 2549}"
6891,1,18,0,0.3894516,"\int \frac{-2-x+x^2+3 \log (x)}{\left(-x^2-x^3+x \log (x)\right) \log \left(\frac{4 x^3}{x^2+2 x^3+x^4+\left(-2 x-2 x^2\right) \log (x)+\log ^2(x)}\right)} \, dx","Int[(-2 - x + x^2 + 3*Log[x])/((-x^2 - x^3 + x*Log[x])*Log[(4*x^3)/(x^2 + 2*x^3 + x^4 + (-2*x - 2*x^2)*Log[x] + Log[x]^2)]),x]","\log \left(\log \left(\frac{4 x^3}{\left(x^2+x-\log (x)\right)^2}\right)\right)","\log \left(\log \left(\frac{4 x}{\left(x+\frac{x-\log (x)}{x}\right)^2}\right)\right)",1,"Log[Log[(4*x^3)/(x + x^2 - Log[x])^2]]","A",2,2,68,0.02941,1,"{6688, 6684}"
6892,0,0,0,1.6146012,"\int \frac{e^{\frac{1}{e^2}} (50-10 x)+e^x (10-2 x)+\left(5 e^{\frac{1}{e^2}} x+e^x \left(-4 x+x^2\right)\right) \log (x)}{5 x \log ^3(x)} \, dx","Int[(E^E^(-2)*(50 - 10*x) + E^x*(10 - 2*x) + (5*E^E^(-2)*x + E^x*(-4*x + x^2))*Log[x])/(5*x*Log[x]^3),x]","\int \frac{e^{\frac{1}{e^2}} (50-10 x)+e^x (10-2 x)+\left(5 e^{\frac{1}{e^2}} x+e^x \left(-4 x+x^2\right)\right) \log (x)}{5 x \log ^3(x)} \, dx","-\frac{\left(\frac{e^x}{5}+e^{\frac{1}{e^2}}\right) (5-x)}{\log ^2(x)}",1,"(-5*E^E^(-2))/Log[x]^2 + (E^E^(-2)*x)/Log[x]^2 - (2*Defer[Int][E^x/Log[x]^3, x])/5 + 2*Defer[Int][E^x/(x*Log[x]^3), x] - (4*Defer[Int][E^x/Log[x]^2, x])/5 + Defer[Int][(E^x*x)/Log[x]^2, x]/5","F",0,0,0,0,-1,"{}"
6893,1,12,0,0.005457,"\int \left(2+e^x-2 x\right) \, dx","Int[2 + E^x - 2*x,x]","-x^2+2 x+e^x","-x^2+2 x+e^x+5-\log (6)",1,"E^x + 2*x - x^2","A",2,1,8,0.1250,1,"{2194}"
6894,0,0,0,1.3733675,"\int \frac{-60 e^{\frac{19}{9}+\frac{20 e^2}{x}}+x^2}{3 \sqrt[9]{e} x^2+3 e^{\frac{1}{9}+\frac{20 e^2}{x}} x^2+x^3} \, dx","Int[(-60*E^(19/9 + (20*E^2)/x) + x^2)/(3*E^(1/9)*x^2 + 3*E^(1/9 + (20*E^2)/x)*x^2 + x^3),x]","\int \frac{-60 e^{\frac{19}{9}+\frac{20 e^2}{x}}+x^2}{3 \sqrt[9]{e} x^2+3 e^{\frac{1}{9}+\frac{20 e^2}{x}} x^2+x^3} \, dx","\log \left(\sqrt[9]{e} \left(3 e^{\frac{20 e^2}{x}}+3\right)+x\right)",1,"(20*E^2)/x + Defer[Int][(3*E^(1/9) + 3*E^(1/9 + (20*E^2)/x) + x)^(-1), x] + 60*E^(19/9)*Defer[Int][1/(x^2*(3*E^(1/9) + 3*E^(1/9 + (20*E^2)/x) + x)), x] + 20*E^2*Defer[Int][1/(x*(3*E^(1/9) + 3*E^(1/9 + (20*E^2)/x) + x)), x]","F",0,0,0,0,-1,"{}"
6895,1,22,0,0.1826232,"\int \left(-3 x^2+e^{1-4 x+\log ^2(\log (3))} \left(2 x-4 x^2\right)\right) \, dx","Int[-3*x^2 + E^(1 - 4*x + Log[Log[3]]^2)*(2*x - 4*x^2),x]","x^2 e^{-4 x+1+\log ^2(\log (3))}-x^3","x^2 \left(e^{-4 x+1+\log ^2(\log (3))}-x\right)",1,"E^(1 - 4*x + Log[Log[3]]^2)*x^2 - x^3","A",9,4,28,0.1429,1,"{1593, 2196, 2176, 2194}"
6896,0,0,0,2.0437728,"\int \frac{3+e+e^x \left(9+e^2+36 x+36 x^2+e (6+12 x)\right)}{-27-3 e^2+e (-18-35 x)-105 x-102 x^2+e^x \left(9+e^2+36 x+36 x^2+e (6+12 x)\right)} \, dx","Int[(3 + E + E^x*(9 + E^2 + 36*x + 36*x^2 + E*(6 + 12*x)))/(-27 - 3*E^2 + E*(-18 - 35*x) - 105*x - 102*x^2 + E^x*(9 + E^2 + 36*x + 36*x^2 + E*(6 + 12*x))),x]","\int \frac{3+e+e^x \left(9+e^2+36 x+36 x^2+e (6+12 x)\right)}{-27-3 e^2+e (-18-35 x)-105 x-102 x^2+e^x \left(9+e^2+36 x+36 x^2+e (6+12 x)\right)} \, dx","\log \left(\frac{x}{6 x+e+3}+e^x-3\right)+4",1,"x - 3*(3 + E)*Defer[Int][(9*(1 + E/3) - 3*(1 + E/3)*E^x + 17*x - 6*E^x*x)^(-1), x] - (3 + E)*Defer[Int][1/((3 + E + 6*x)*(9*(1 + E/3) - 3*(1 + E/3)*E^x + 17*x - 6*E^x*x)), x] + 17*Defer[Int][x/(-9*(1 + E/3) + 3*(1 + E/3)*E^x - 17*x + 6*E^x*x), x]","F",0,0,0,0,-1,"{}"
6897,1,23,0,0.254481,"\int \frac{e^{\frac{67837+6 x-3 x^2}{768 x}} \left(-67837-3 x^2\right)}{3072 x^2} \, dx","Int[(E^((67837 + 6*x - 3*x^2)/(768*x))*(-67837 - 3*x^2))/(3072*x^2),x]","\frac{1}{4} e^{\frac{-3 x^2+6 x+67837}{768 x}}","\frac{1}{4} e^{\frac{\frac{265}{3}-\frac{1}{256} (1-x)^2}{x}}",1,"E^((67837 + 6*x - 3*x^2)/(768*x))/4","A",2,2,33,0.06061,1,"{12, 6706}"
6898,1,45,0,1.7246891,"\int \frac{18+e^x (-8-4 x)-6 x-6 \log \left(\frac{3}{2}\right)+e^x \left(36-4 x^2-(12+4 x) \log \left(\frac{3}{2}\right)\right) \log \left(3-x-\log \left(\frac{3}{2}\right)\right)}{9-3 x-3 \log \left(\frac{3}{2}\right)} \, dx","Int[(18 + E^x*(-8 - 4*x) - 6*x - 6*Log[3/2] + E^x*(36 - 4*x^2 - (12 + 4*x)*Log[3/2])*Log[3 - x - Log[3/2]])/(9 - 3*x - 3*Log[3/2]),x]","2 x-\frac{4}{3} e^x \log \left(-x+3-\log \left(\frac{3}{2}\right)\right)+\frac{4}{3} e^x (x+3) \log \left(-x+3-\log \left(\frac{3}{2}\right)\right)","2 x+\frac{4}{3} e^x (x+2) \log \left(-x+3-\log \left(\frac{3}{2}\right)\right)",1,"2*x - (4*E^x*Log[3 - x - Log[3/2]])/3 + (4*E^x*(3 + x)*Log[3 - x - Log[3/2]])/3","A",15,8,68,0.1176,1,"{6741, 6742, 6688, 2199, 2194, 2178, 2176, 2554}"
6899,1,16,0,0.0089667,"\int \left(6 e^{3 x}+\frac{6 x^2}{e^5}\right) \, dx","Int[6*E^(3*x) + (6*x^2)/E^5,x]","\frac{2 x^3}{e^5}+2 e^{3 x}","2 \left(\frac{x^3}{e^5}+e^{3 x}+1\right)",1,"2*E^(3*x) + (2*x^3)/E^5","A",2,1,16,0.06250,1,"{2194}"
6900,0,0,0,14.5169384,"\int \frac{-90 x^2-18 x^3-2 x^4-2 x^3 \log (x)+\left(-10 x^2+18 x^3+4 x^4+\left(30 x^2+6 x^3\right) \log (x)\right) \log (5+x)}{45+9 x+\left(-30 x-6 x^2+(-30-6 x) \log (x)\right) \log (5+x)+\left(5 x^2+x^3+\left(10 x+2 x^2\right) \log (x)+(5+x) \log ^2(x)\right) \log ^2(5+x)} \, dx","Int[(-90*x^2 - 18*x^3 - 2*x^4 - 2*x^3*Log[x] + (-10*x^2 + 18*x^3 + 4*x^4 + (30*x^2 + 6*x^3)*Log[x])*Log[5 + x])/(45 + 9*x + (-30*x - 6*x^2 + (-30 - 6*x)*Log[x])*Log[5 + x] + (5*x^2 + x^3 + (10*x + 2*x^2)*Log[x] + (5 + x)*Log[x]^2)*Log[5 + x]^2),x]","\int \frac{-90 x^2-18 x^3-2 x^4-2 x^3 \log (x)+\left(-10 x^2+18 x^3+4 x^4+\left(30 x^2+6 x^3\right) \log (x)\right) \log (5+x)}{45+9 x+\left(-30 x-6 x^2+(-30-6 x) \log (x)\right) \log (5+x)+\left(5 x^2+x^3+\left(10 x+2 x^2\right) \log (x)+(5+x) \log ^2(x)\right) \log ^2(5+x)} \, dx","\frac{2 x^3}{(x+\log (x)) \log (x+5)-3}+27",1,"-1250*Defer[Int][1/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 250*Defer[Int][x/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 56*Defer[Int][x^2/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 4*Defer[Int][x^3/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 2*Defer[Int][x^4/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 6250*Defer[Int][1/((5 + x)*(x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 500*Defer[Int][Log[x]/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 100*Defer[Int][(x*Log[x])/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 20*Defer[Int][(x^2*Log[x])/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 4*Defer[Int][(x^3*Log[x])/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 2500*Defer[Int][Log[x]/((5 + x)*(x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 50*Defer[Int][Log[x]^2/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 10*Defer[Int][(x*Log[x]^2)/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 2*Defer[Int][(x^2*Log[x]^2)/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] + 250*Defer[Int][Log[x]^2/((5 + x)*(x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])^2), x] - 2*Defer[Int][x^2/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])), x] + 4*Defer[Int][x^3/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])), x] + 6*Defer[Int][(x^2*Log[x])/((x + Log[x])*(-3 + x*Log[5 + x] + Log[x]*Log[5 + x])), x]","F",0,0,0,0,-1,"{}"
6901,1,61,0,0.1739219,"\int \frac{(4+2 x) \log (x)+(-4-x) \log ^2(x)}{96 x^3} \, dx","Int[((4 + 2*x)*Log[x] + (-4 - x)*Log[x]^2)/(96*x^3),x]","\frac{\log ^2(x)}{48 x^2}-\frac{(x+2)^2 \log (x)}{192 x^2}+\frac{\log (x)}{48 x^2}+\frac{\log ^2(x)}{96 x}+\frac{\log (x)}{48 x}+\frac{\log (x)}{192}","\frac{(x+2) \log ^2(x)}{96 x^2}",1,"Log[x]/192 + Log[x]/(48*x^2) + Log[x]/(48*x) - ((2 + x)^2*Log[x])/(192*x^2) + Log[x]^2/(48*x^2) + Log[x]^2/(96*x)","B",13,8,26,0.3077,1,"{12, 14, 37, 2334, 43, 2353, 2305, 2304}"
6902,0,0,0,1.8431988,"\int \frac{\left(-40-2 x^2+4 x^3+x^5+8 x^6\right) \log \left(\frac{2-x^3}{x}\right)+\left(16 x^2+16 x^5\right) \log \left(\log \left(\frac{2-x^3}{x}\right)\right)+\left(-8 x^2+4 x^5\right) \log \left(\frac{2-x^3}{x}\right) \log ^2\left(\log \left(\frac{2-x^3}{x}\right)\right)}{\left(-8 x^2+4 x^5\right) \log \left(\frac{2-x^3}{x}\right)} \, dx","Int[((-40 - 2*x^2 + 4*x^3 + x^5 + 8*x^6)*Log[(2 - x^3)/x] + (16*x^2 + 16*x^5)*Log[Log[(2 - x^3)/x]] + (-8*x^2 + 4*x^5)*Log[(2 - x^3)/x]*Log[Log[(2 - x^3)/x]]^2)/((-8*x^2 + 4*x^5)*Log[(2 - x^3)/x]),x]","\int \frac{\left(-40-2 x^2+4 x^3+x^5+8 x^6\right) \log \left(\frac{2-x^3}{x}\right)+\left(16 x^2+16 x^5\right) \log \left(\log \left(\frac{2-x^3}{x}\right)\right)+\left(-8 x^2+4 x^5\right) \log \left(\frac{2-x^3}{x}\right) \log ^2\left(\log \left(\frac{2-x^3}{x}\right)\right)}{\left(-8 x^2+4 x^5\right) \log \left(\frac{2-x^3}{x}\right)} \, dx","x^2+x \left(\log ^2\left(\log \left(\frac{2}{x}-x^2\right)\right)+\frac{1}{4}\right)-\frac{5-x}{x}+1",1,"-5/x + x/4 + x^2 + 4*Defer[Int][Log[Log[(2 - x^3)/x]]/Log[(2 - x^3)/x], x] - 2*2^(1/3)*Defer[Int][Log[Log[(2 - x^3)/x]]/((2^(1/3) - x)*Log[(2 - x^3)/x]), x] - 2*2^(1/3)*Defer[Int][Log[Log[(2 - x^3)/x]]/((2^(1/3) + (-1)^(1/3)*x)*Log[(2 - x^3)/x]), x] - 2*2^(1/3)*Defer[Int][Log[Log[(2 - x^3)/x]]/((2^(1/3) - (-1)^(2/3)*x)*Log[(2 - x^3)/x]), x] + Defer[Int][Log[Log[(2 - x^3)/x]]^2, x]","F",0,0,0,0,-1,"{}"
6903,1,28,0,0.4542249,"\int \frac{-5+e^x (-5-2 x)+3 x-5 x^2-2 x^3+\left(-10 x-4 x^2\right) \log \left(e^x \left(5 x+2 x^2\right)\right)}{5+2 x} \, dx","Int[(-5 + E^x*(-5 - 2*x) + 3*x - 5*x^2 - 2*x^3 + (-10*x - 4*x^2)*Log[E^x*(5*x + 2*x^2)])/(5 + 2*x),x]","x^2+x^2 \left(-\log \left(e^x x (2 x+5)\right)\right)-x-e^x","x^2 \left(1-\log \left(e^x ((2 x+4) x+x)\right)\right)-x-e^x",1,"-E^x - x + x^2 - x^2*Log[E^x*x*(5 + 2*x)]","A",10,5,56,0.08929,1,"{6742, 2194, 1850, 2551, 771}"
6904,1,18,0,0.076384,"\int \left(1+2 x^2 \log (x)+3 x^2 \log \left(e^{\log ^2(x)} (28+\log (3))\right)\right) \, dx","Int[1 + 2*x^2*Log[x] + 3*x^2*Log[E^Log[x]^2*(28 + Log[3])],x]","x^3 \log \left((28+\log (3)) e^{\log ^2(x)}\right)+x","x^3 \log \left((28+\log (3)) e^{\log ^2(x)}\right)+x",1,"x + x^3*Log[E^Log[x]^2*(28 + Log[3])]","A",5,4,26,0.1538,1,"{2304, 30, 2555, 12}"
6905,1,62,0,0.1843714,"\int \frac{96+e^3 (-48-8 x)+16 x+4 e^{4+2 x^2} x^2+e^6 (6+x)+e^{2+x^2} \left(8+48 x^2+e^3 \left(-2-12 x^2\right)\right)+\left(32-16 e^3+2 e^6+e^{2+x^2} \left(16 x^2-4 e^3 x^2\right)\right) \log (x)}{16 x-8 e^3 x+e^6 x} \, dx","Int[(96 + E^3*(-48 - 8*x) + 16*x + 4*E^(4 + 2*x^2)*x^2 + E^6*(6 + x) + E^(2 + x^2)*(8 + 48*x^2 + E^3*(-2 - 12*x^2)) + (32 - 16*E^3 + 2*E^6 + E^(2 + x^2)*(16*x^2 - 4*E^3*x^2))*Log[x])/(16*x - 8*E^3*x + E^6*x),x]","\frac{e^{2 x^2+4}}{\left(4-e^3\right)^2}+\frac{2 e^{x^2+2} \left(3 x^2+x^2 \log (x)\right)}{\left(4-e^3\right) x^2}+x+\log ^2(x)+6 \log (x)","\left(-\frac{e^{x^2+2}}{e^3-4}+\log (x)+3\right)^2+x",1,"E^(4 + 2*x^2)/(4 - E^3)^2 + x + 6*Log[x] + Log[x]^2 + (2*E^(2 + x^2)*(3*x^2 + x^2*Log[x]))/((4 - E^3)*x^2)","B",12,7,116,0.06034,1,"{6, 12, 14, 2209, 43, 2301, 2288}"
6906,1,26,0,0.4929363,"\int \frac{8+16 x+96 x^2+128 x^3+2 \log \left(x^2\right)}{4 x^2+16 x^3+80 x^4+192 x^5+384 x^6+512 x^7+256 x^8+\left(4 x^2+8 x^3+32 x^4+32 x^5\right) \log \left(x^2\right)+x^2 \log ^2\left(x^2\right)} \, dx","Int[(8 + 16*x + 96*x^2 + 128*x^3 + 2*Log[x^2])/(4*x^2 + 16*x^3 + 80*x^4 + 192*x^5 + 384*x^6 + 512*x^7 + 256*x^8 + (4*x^2 + 8*x^3 + 32*x^4 + 32*x^5)*Log[x^2] + x^2*Log[x^2]^2),x]","-\frac{2}{x \left(16 x^3+16 x^2+\log \left(x^2\right)+4 x+2\right)}","\frac{2}{-x^2 (4 x+2)^2-x \log \left(x^2\right)-2 x}",1,"-2/(x*(2 + 4*x + 16*x^2 + 16*x^3 + Log[x^2]))","A",3,3,96,0.03125,1,"{6688, 12, 6687}"
6907,1,17,0,0.0307439,"\int \frac{e^{e^{e^3+x}} \left(2 x+e^{e^3+x} x^2\right)}{\log (5)} \, dx","Int[(E^E^(E^3 + x)*(2*x + E^(E^3 + x)*x^2))/Log[5],x]","\frac{e^{e^{x+e^3}} x^2}{\log (5)}","\frac{e^{e^{x+e^3}} x^2}{\log (5)}",1,"(E^E^(E^3 + x)*x^2)/Log[5]","A",2,2,29,0.06897,1,"{12, 2288}"
6908,1,40,0,0.7953693,"\int \frac{e^{\frac{-4 x+(2-x) \log ^2(3)}{\log ^2(3)}} \log ^2(3)+(2+x) \log ^2(3)+e^{\frac{-4 x+(2-x) \log ^2(3)}{\log ^2(3)}} \left(-8-4 x+(-2-x) \log ^2(3)\right) \log (4+2 x)}{(2+x) \log ^2(3)} \, dx","Int[(E^((-4*x + (2 - x)*Log[3]^2)/Log[3]^2)*Log[3]^2 + (2 + x)*Log[3]^2 + E^((-4*x + (2 - x)*Log[3]^2)/Log[3]^2)*(-8 - 4*x + (-2 - x)*Log[3]^2)*Log[4 + 2*x])/((2 + x)*Log[3]^2),x]","x+\frac{e^{2-x \left(1+\frac{4}{\log ^2(3)}\right)} (x \log (2 (x+2))+2 \log (2 (x+2)))}{x+2}","x+e^{2-x \left(1+\frac{4}{\log ^2(3)}\right)} \log (2 x+4)",1,"x + (E^(2 - x*(1 + 4/Log[3]^2))*(2*Log[2*(2 + x)] + x*Log[2*(2 + x)]))/(2 + x)","A",4,3,88,0.03409,1,"{12, 6742, 2288}"
6909,1,28,0,0.129576,"\int \frac{-864+3096 x+1438 x^2-1719 x^3-4 x^4+4 x^5}{432 x^2-1764 x^3+1873 x^4-148 x^5+4 x^6} \, dx","Int[(-864 + 3096*x + 1438*x^2 - 1719*x^3 - 4*x^4 + 4*x^5)/(432*x^2 - 1764*x^3 + 1873*x^4 - 148*x^5 + 4*x^6),x]","\log \left(x^2-36 x+432\right)+\frac{4}{1-2 x}+\frac{2}{x}-\log (x)","\frac{2}{x-2 x^2}+\log \left(12 \left(\frac{36}{x}-3\right)+x\right)",1,"4/(1 - 2*x) + 2/x - Log[x] + Log[432 - 36*x + x^2]","A",3,2,54,0.03704,1,"{2074, 628}"
6910,1,12,0,0.0061537,"\int \frac{1-e^{16}}{x^2} \, dx","Int[(1 - E^16)/x^2,x]","-\frac{1-e^{16}}{x}","\frac{e^{16}-1}{x}",1,"-((1 - E^16)/x)","A",2,2,11,0.1818,1,"{12, 30}"
6911,1,86,0,0.57082,"\int \frac{50 x^2+20 x^3-10 x^4+e^4 \left(-100 x-30 x^2\right)+e^2 \left(-100 x^2-40 x^3\right)+\left(-10 x^2-4 x^3+2 x^4+e^4 \left(20 x+6 x^2\right)+e^2 \left(20 x^2+8 x^3\right)\right) \log (9)}{e^8+4 e^6 x+x^2-2 x^3+x^4+e^4 \left(-2 x+6 x^2\right)+e^2 \left(-4 x^2+4 x^3\right)} \, dx","Int[(50*x^2 + 20*x^3 - 10*x^4 + E^4*(-100*x - 30*x^2) + E^2*(-100*x^2 - 40*x^3) + (-10*x^2 - 4*x^3 + 2*x^4 + E^4*(20*x + 6*x^2) + E^2*(20*x^2 + 8*x^3))*Log[9])/(E^8 + 4*E^6*x + x^2 - 2*x^3 + x^4 + E^4*(-2*x + 6*x^2) + E^2*(-4*x^2 + 4*x^3)),x]","\frac{2 \left(\left(6-38 e^2+59 e^4-12 e^6\right) x-2 e^4 \left(3-13 e^2+4 e^4\right)\right) (5-\log (9))}{\left(1-4 e^2\right) \left(-x^2+\left(1-2 e^2\right) x-e^4\right)}-2 x (5-\log (9))","\frac{2 x^2 (x+5) (\log (9)-5)}{\left(x+e^2\right)^2-x}",1,"-2*x*(5 - Log[9]) + (2*(-2*E^4*(3 - 13*E^2 + 4*E^4) + (6 - 38*E^2 + 59*E^4 - 12*E^6)*x)*(5 - Log[9]))/((1 - 4*E^2)*(-E^4 + (1 - 2*E^2)*x - x^2))","B",5,5,143,0.03497,1,"{1680, 12, 1814, 21, 8}"
6912,0,0,0,0.1879712,"\int \frac{5+3 x}{90 x+3 x^2+5 x \log (x)} \, dx","Int[(5 + 3*x)/(90*x + 3*x^2 + 5*x*Log[x]),x]","\int \frac{5+3 x}{90 x+3 x^2+5 x \log (x)} \, dx","\log \left(\frac{x}{5}+\frac{\log (x)}{3}+6\right)+3",1,"3*Defer[Int][(90 + 3*x + 5*Log[x])^(-1), x] + 5*Defer[Int][1/(x*(90 + 3*x + 5*Log[x])), x]","F",0,0,0,0,-1,"{}"
6913,1,63,0,0.3313406,"\int \frac{2562890625 e^{16+\log ^2\left(\frac{15 x}{20+5 x+\log (4)}\right)} x^8 \left(160+8 \log (4)+(40+2 \log (4)) \log \left(\frac{15 x}{20+5 x+\log (4)}\right)\right)}{(20+5 x+\log (4))^8 \left(100 x+25 x^2+5 x \log (4)\right)} \, dx","Int[(2562890625*E^(16 + Log[(15*x)/(20 + 5*x + Log[4])]^2)*x^8*(160 + 8*Log[4] + (40 + 2*Log[4])*Log[(15*x)/(20 + 5*x + Log[4])]))/((20 + 5*x + Log[4])^8*(100*x + 25*x^2 + 5*x*Log[4])),x]","-\frac{512578125 x^8 (20+\log (4)) e^{\log ^2\left(\frac{15 x}{5 x+20+\log (4)}\right)+16}}{(5 x+20+\log (4))^{10} \left(\frac{5 x}{(5 x+20+\log (4))^2}-\frac{1}{5 x+20+\log (4)}\right)}","\frac{1}{5} e^{\left(\log \left(\frac{3 x}{x+4+\frac{\log (4)}{5}}\right)+4\right)^2}",1,"(-512578125*E^(16 + Log[(15*x)/(20 + 5*x + Log[4])]^2)*x^8*(20 + Log[4]))/((20 + 5*x + Log[4])^10*((5*x)/(20 + 5*x + Log[4])^2 - (20 + 5*x + Log[4])^(-1)))","B",5,5,75,0.06667,1,"{6, 12, 1584, 21, 2288}"
6914,1,24,0,0.0706254,"\int \frac{e^2 \left(-6 x-30 x^2-2 x^3\right)+2 \log (x)-\log ^2(x)}{e^2 x^2} \, dx","Int[(E^2*(-6*x - 30*x^2 - 2*x^3) + 2*Log[x] - Log[x]^2)/(E^2*x^2),x]","-x^2-30 x+\frac{\log ^2(x)}{e^2 x}-6 \log (x)","-x^2+\frac{\log ^2(x)}{e^2 x}-6 \log \left(e^{5 x} x\right)",1,"-30*x - x^2 - 6*Log[x] + Log[x]^2/(E^2*x)","A",8,4,36,0.1111,1,"{12, 14, 2304, 2305}"
6915,1,341,0,0.6438724,"\int \frac{-152587890625-3784179687500 x-43945312500000 x^2-317187500000000 x^3-1592500000000000 x^4-5896800000000000 x^5-16656640000000000 x^6-36608000000000000 x^7-63258624000000000 x^8-86219161600000000 x^9-92366962688000000 x^{10}-76947023462400000 x^{11}-48855252992000000 x^{12}-22849226014720000 x^{13}-7421703487488000 x^{14}-1495335813775360 x^{15}-140737488355328 x^{16}+\left(732421875000 x^2+15859375000000 x^3+159250000000000 x^4+982800000000000 x^5+4164160000000000 x^6+12812800000000000 x^7+29520691200000000 x^8+51731496960000000 x^9+69275222016000000 x^{10}+70534771507200000 x^{11}+53740778291200000 x^{12}+29703993819136000 x^{13}+11256250289356800 x^{14}+2616837674106880 x^{15}+281474976710656 x^{16}\right) \log (4)+\left(-1531250000000 x^4-28350000000000 x^5-240240000000000 x^6-1232000000000000 x^7-4257792000000000 x^8-10445783040000000 x^9-18651021312000000 x^{10}-24415882444800000 x^{11}-23253221376000000 x^{12}-15708842885120000 x^{13}-7143389606707200 x^{14}-1962628255580160 x^{15}-246290604621824 x^{16}\right) \log ^2(4)+\left(1820000000000 x^6+28000000000000 x^7+193536000000000 x^8+791347200000000 x^9+2119434240000000 x^{10}+3884344934400000 x^{11}+4932501504000000 x^{12}+4284229877760000 x^{13}+2435246456832000 x^{14}+817761773158400 x^{15}+123145302310912 x^{16}\right) \log ^3(4)+\left(-1344000000000 x^8-16486400000000 x^9-88309760000000 x^{10}-269746176000000 x^{11}-513802240000000 x^{12}-624783523840000 x^{13}-473520144384000 x^{14}-204440443289600 x^{15}-38482906972160 x^{16}\right) \log ^4(4)+\left(630784000000 x^{10}+5780275200000 x^{11}+22020096000000 x^{12}+44627394560000 x^{13}+50734301184000 x^{14}+30666066493440 x^{15}+7696581394432 x^{16}\right) \log ^5(4)+\left(-183500800000 x^{12}-1115684864000 x^{13}-2536715059200 x^{14}-2555505541120 x^{15}-962072674304 x^{16}\right) \log ^6(4)+\left(30198988800 x^{14}+91268055040 x^{15}+68719476736 x^{16}\right) \log ^7(4)-2147483648 x^{16} \log ^8(4)}{134217728 x^{33}} \, dx","Int[(-152587890625 - 3784179687500*x - 43945312500000*x^2 - 317187500000000*x^3 - 1592500000000000*x^4 - 5896800000000000*x^5 - 16656640000000000*x^6 - 36608000000000000*x^7 - 63258624000000000*x^8 - 86219161600000000*x^9 - 92366962688000000*x^10 - 76947023462400000*x^11 - 48855252992000000*x^12 - 22849226014720000*x^13 - 7421703487488000*x^14 - 1495335813775360*x^15 - 140737488355328*x^16 + (732421875000*x^2 + 15859375000000*x^3 + 159250000000000*x^4 + 982800000000000*x^5 + 4164160000000000*x^6 + 12812800000000000*x^7 + 29520691200000000*x^8 + 51731496960000000*x^9 + 69275222016000000*x^10 + 70534771507200000*x^11 + 53740778291200000*x^12 + 29703993819136000*x^13 + 11256250289356800*x^14 + 2616837674106880*x^15 + 281474976710656*x^16)*Log[4] + (-1531250000000*x^4 - 28350000000000*x^5 - 240240000000000*x^6 - 1232000000000000*x^7 - 4257792000000000*x^8 - 10445783040000000*x^9 - 18651021312000000*x^10 - 24415882444800000*x^11 - 23253221376000000*x^12 - 15708842885120000*x^13 - 7143389606707200*x^14 - 1962628255580160*x^15 - 246290604621824*x^16)*Log[4]^2 + (1820000000000*x^6 + 28000000000000*x^7 + 193536000000000*x^8 + 791347200000000*x^9 + 2119434240000000*x^10 + 3884344934400000*x^11 + 4932501504000000*x^12 + 4284229877760000*x^13 + 2435246456832000*x^14 + 817761773158400*x^15 + 123145302310912*x^16)*Log[4]^3 + (-1344000000000*x^8 - 16486400000000*x^9 - 88309760000000*x^10 - 269746176000000*x^11 - 513802240000000*x^12 - 624783523840000*x^13 - 473520144384000*x^14 - 204440443289600*x^15 - 38482906972160*x^16)*Log[4]^4 + (630784000000*x^10 + 5780275200000*x^11 + 22020096000000*x^12 + 44627394560000*x^13 + 50734301184000*x^14 + 30666066493440*x^15 + 7696581394432*x^16)*Log[4]^5 + (-183500800000*x^12 - 1115684864000*x^13 - 2536715059200*x^14 - 2555505541120*x^15 - 962072674304*x^16)*Log[4]^6 + (30198988800*x^14 + 91268055040*x^15 + 68719476736*x^16)*Log[4]^7 - 2147483648*x^16*Log[4]^8)/(134217728*x^33),x]","\frac{152587890625}{4294967296 x^{32}}+\frac{30517578125}{33554432 x^{31}}+\frac{6103515625 (60-\log (4))}{33554432 x^{30}}+\frac{8544921875 (20-\log (4))}{2097152 x^{29}}+\frac{1708984375 \left(1040+\log ^2(4)-104 \log (4)\right)}{4194304 x^{28}}+\frac{341796875 \left(624+3 \log ^2(4)-104 \log (4)\right)}{131072 x^{27}}+\frac{68359375 \left(9152-\log ^3(4)+132 \log ^2(4)-2288 \log (4)\right)}{131072 x^{26}}+\frac{1953125 \left(45760-35 \log ^3(4)+1540 \log ^2(4)-16016 \log (4)\right)}{8192 x^{25}}+\frac{390625 \left(1647360+35 \log ^4(4)-5040 \log ^3(4)+110880 \log ^2(4)-768768 \log (4)\right)}{32768 x^{24}}+\frac{78125 (4-\log (4)) \left(45760-35 \log ^3(4)+1540 \log ^2(4)-16016 \log (4)\right)}{512 x^{23}}+\frac{109375 (4-\log (4))^2 \left(9152-\log ^3(4)+132 \log ^2(4)-2288 \log (4)\right)}{512 x^{22}}+\frac{21875 (4-\log (4))^3 \left(624+3 \log ^2(4)-104 \log (4)\right)}{32 x^{21}}+\frac{4375 (4-\log (4))^4 \left(1040+\log ^2(4)-104 \log (4)\right)}{64 x^{20}}+\frac{875 (4-\log (4))^5 (20-\log (4))}{2 x^{19}}+\frac{25 (4-\log (4))^6 (60-\log (4))}{2 x^{18}}+\frac{40 (4-\log (4))^7}{x^{17}}+\frac{(4-\log (4))^8}{x^{16}}","\frac{\left(\left(\frac{5}{4 x}+2\right)^2-\log (4)\right)^8}{x^{16}}",1,"152587890625/(4294967296*x^32) + 30517578125/(33554432*x^31) + (40*(4 - Log[4])^7)/x^17 + (4 - Log[4])^8/x^16 + (8544921875*(20 - Log[4]))/(2097152*x^29) + (875*(4 - Log[4])^5*(20 - Log[4]))/(2*x^19) + (6103515625*(60 - Log[4]))/(33554432*x^30) + (25*(4 - Log[4])^6*(60 - Log[4]))/(2*x^18) + (1708984375*(1040 - 104*Log[4] + Log[4]^2))/(4194304*x^28) + (4375*(4 - Log[4])^4*(1040 - 104*Log[4] + Log[4]^2))/(64*x^20) + (341796875*(624 - 104*Log[4] + 3*Log[4]^2))/(131072*x^27) + (21875*(4 - Log[4])^3*(624 - 104*Log[4] + 3*Log[4]^2))/(32*x^21) + (1953125*(45760 - 16016*Log[4] + 1540*Log[4]^2 - 35*Log[4]^3))/(8192*x^25) + (78125*(4 - Log[4])*(45760 - 16016*Log[4] + 1540*Log[4]^2 - 35*Log[4]^3))/(512*x^23) + (68359375*(9152 - 2288*Log[4] + 132*Log[4]^2 - Log[4]^3))/(131072*x^26) + (109375*(4 - Log[4])^2*(9152 - 2288*Log[4] + 132*Log[4]^2 - Log[4]^3))/(512*x^22) + (390625*(1647360 - 768768*Log[4] + 110880*Log[4]^2 - 5040*Log[4]^3 + 35*Log[4]^4))/(32768*x^24)","B",4,3,451,0.006652,1,"{6, 12, 14}"
6916,1,174,0,1.4883398,"\int \frac{100-25 x^2+7 x^4+\left(10 x^6-2 x^8\right) \log (x)+\left(25 x^6-3 x^8\right) \log ^2(x)}{25 x^2-10 x^4+x^6} \, dx","Int[(100 - 25*x^2 + 7*x^4 + (10*x^6 - 2*x^8)*Log[x] + (25*x^6 - 3*x^8)*Log[x]^2)/(25*x^2 - 10*x^4 + x^6),x]","-5 \sqrt{5} \text{Li}_2\left(\frac{x}{\sqrt{5}}\right)-5 \sqrt{5} \text{Li}_2\left(1-\frac{x}{\sqrt{5}}\right)+x^3 \left(-\log ^2(x)\right)+\frac{3 x}{5-x^2}-\frac{4}{x}+\frac{5 \sqrt{5} x \log ^2(x)}{2 \left(\sqrt{5}-x\right)}+\frac{5 \sqrt{5} x \log ^2(x)}{2 \left(x+\sqrt{5}\right)}-5 x \log ^2(x)+\frac{5}{2} \sqrt{5} \log (5) \log \left(\sqrt{5}-x\right)-5 \sqrt{5} \log (x) \log \left(\frac{x}{\sqrt{5}}+1\right)+10 \sqrt{5} \log (x) \tanh ^{-1}\left(\frac{x}{\sqrt{5}}\right)","\frac{x^4 \log ^2(x)+3}{\frac{5}{x}-x}-\frac{4}{x}",1,"-4/x + (3*x)/(5 - x^2) + (5*Sqrt[5]*Log[5]*Log[Sqrt[5] - x])/2 + 10*Sqrt[5]*ArcTanh[x/Sqrt[5]]*Log[x] - 5*x*Log[x]^2 + (5*Sqrt[5]*x*Log[x]^2)/(2*(Sqrt[5] - x)) - x^3*Log[x]^2 + (5*Sqrt[5]*x*Log[x]^2)/(2*(Sqrt[5] + x)) - 5*Sqrt[5]*Log[x]*Log[1 + x/Sqrt[5]] - 5*Sqrt[5]*PolyLog[2, x/Sqrt[5]] - 5*Sqrt[5]*PolyLog[2, 1 - x/Sqrt[5]]","C",44,25,59,0.4237,1,"{1594, 28, 6742, 1259, 21, 30, 302, 207, 2351, 2295, 2304, 2324, 12, 5912, 2357, 2296, 2305, 2330, 2318, 2316, 2315, 2317, 2391, 2374, 6589}"
6917,1,24,0,0.2487862,"\int e^{9-5 x-3 x^2+2 x^3+x^4+x \log (x)} \left(-4-6 x+6 x^2+4 x^3+\log (x)\right) \, dx","Int[E^(9 - 5*x - 3*x^2 + 2*x^3 + x^4 + x*Log[x])*(-4 - 6*x + 6*x^2 + 4*x^3 + Log[x]),x]","e^{x^4+2 x^3-3 x^2-5 x+9} x^x","e^{\left(-x^2-x+2\right)^2-x+x \log (x)+5}",1,"E^(9 - 5*x - 3*x^2 + 2*x^3 + x^4)*x^x","A",1,1,42,0.02381,1,"{6706}"
6918,1,47,0,0.4901272,"\int \frac{e^{\frac{9-24 x+16 x^2}{4 e x^2}} (3-4 x)+e^{\frac{9-24 x+16 x^2}{2 e x^2}} (-3+4 x)}{e x^3} \, dx","Int[(E^((9 - 24*x + 16*x^2)/(4*E*x^2))*(3 - 4*x) + E^((9 - 24*x + 16*x^2)/(2*E*x^2))*(-3 + 4*x))/(E*x^3),x]","\frac{1}{3} e^{\frac{(3-4 x)^2}{2 e x^2}}-\frac{2}{3} e^{\frac{(3-4 x)^2}{4 e x^2}}","\frac{1}{3} \left(e^{\frac{\left(\frac{x-3}{x}+3\right)^2}{4 e}}-1\right)^2",1,"(-2*E^((3 - 4*x)^2/(4*E*x^2)))/3 + E^((3 - 4*x)^2/(2*E*x^2))/3","A",5,3,64,0.04688,1,"{12, 14, 6706}"
6919,0,0,0,2.3328765,"\int \frac{e^{5 e^{5+x}}+e^{4 e^{5+x}} \left(7 x^2-4 e^{5+x} x^3\right)}{e^{5 e^{5+x}}-5 e^{4 e^{5+x}} x^2+10 e^{3 e^{5+x}} x^4-10 e^{2 e^{5+x}} x^6+5 e^{e^{5+x}} x^8-x^{10}} \, dx","Int[(E^(5*E^(5 + x)) + E^(4*E^(5 + x))*(7*x^2 - 4*E^(5 + x)*x^3))/(E^(5*E^(5 + x)) - 5*E^(4*E^(5 + x))*x^2 + 10*E^(3*E^(5 + x))*x^4 - 10*E^(2*E^(5 + x))*x^6 + 5*E^E^(5 + x)*x^8 - x^10),x]","\int \frac{e^{5 e^{5+x}}+e^{4 e^{5+x}} \left(7 x^2-4 e^{5+x} x^3\right)}{e^{5 e^{5+x}}-5 e^{4 e^{5+x}} x^2+10 e^{3 e^{5+x}} x^4-10 e^{2 e^{5+x}} x^6+5 e^{e^{5+x}} x^8-x^{10}} \, dx","\frac{x}{\left(e^{-e^{x+5}} x^2-1\right)^4}",1,"Defer[Int][E^(4*E^(5 + x))/(E^E^(5 + x) - x^2)^4, x] - 8*Defer[Int][(E^(4*E^(5 + x))*x^2)/(-E^E^(5 + x) + x^2)^5, x] + 4*Defer[Int][(E^(5 + 4*E^(5 + x) + x)*x^3)/(-E^E^(5 + x) + x^2)^5, x]","F",0,0,0,0,-1,"{}"
6920,0,0,0,2.6189212,"\int \frac{-72+e^{e^x} \left(e^{2+x} \left(468+444 x+144 x^2+16 x^3\right)+e^x \left(468+444 x+144 x^2+16 x^3\right) \log \left(\frac{39+24 x+4 x^2}{9+6 x+x^2}\right)\right)}{e^2 \left(117+111 x+36 x^2+4 x^3\right)+\left(117+111 x+36 x^2+4 x^3\right) \log \left(\frac{39+24 x+4 x^2}{9+6 x+x^2}\right)} \, dx","Int[(-72 + E^E^x*(E^(2 + x)*(468 + 444*x + 144*x^2 + 16*x^3) + E^x*(468 + 444*x + 144*x^2 + 16*x^3)*Log[(39 + 24*x + 4*x^2)/(9 + 6*x + x^2)]))/(E^2*(117 + 111*x + 36*x^2 + 4*x^3) + (117 + 111*x + 36*x^2 + 4*x^3)*Log[(39 + 24*x + 4*x^2)/(9 + 6*x + x^2)]),x]","\int \frac{-72+e^{e^x} \left(e^{2+x} \left(468+444 x+144 x^2+16 x^3\right)+e^x \left(468+444 x+144 x^2+16 x^3\right) \log \left(\frac{39+24 x+4 x^2}{9+6 x+x^2}\right)\right)}{e^2 \left(117+111 x+36 x^2+4 x^3\right)+\left(117+111 x+36 x^2+4 x^3\right) \log \left(\frac{39+24 x+4 x^2}{9+6 x+x^2}\right)} \, dx","4 \left(e^{e^x}+3 \log \left(\log \left(\frac{3}{(x+3)^2}+4\right)+e^2\right)\right)",1,"4*E^E^x + (192*I)*Sqrt[3]*Defer[Int][1/((-24 + (4*I)*Sqrt[3] - 8*x)*(E^2 + Log[(39 + 24*x + 4*x^2)/(3 + x)^2])), x] - 24*Defer[Int][1/((3 + x)*(E^2 + Log[(39 + 24*x + 4*x^2)/(3 + x)^2])), x] + 96*(1 + (2*I)*Sqrt[3])*Defer[Int][1/((24 - (4*I)*Sqrt[3] + 8*x)*(E^2 + Log[(39 + 24*x + 4*x^2)/(3 + x)^2])), x] + (192*I)*Sqrt[3]*Defer[Int][1/((24 + (4*I)*Sqrt[3] + 8*x)*(E^2 + Log[(39 + 24*x + 4*x^2)/(3 + x)^2])), x] + 96*(1 - (2*I)*Sqrt[3])*Defer[Int][1/((24 + (4*I)*Sqrt[3] + 8*x)*(E^2 + Log[(39 + 24*x + 4*x^2)/(3 + x)^2])), x]","F",0,0,0,0,-1,"{}"
6921,1,18,0,0.02563,"\int \frac{2-x-2 e^x x-4 x^2}{2 x} \, dx","Int[(2 - x - 2*E^x*x - 4*x^2)/(2*x),x]","-x^2-\frac{x}{2}-e^x+\log (x)","\log \left(3 e^{-e^x} x\right)-x \left(x+\frac{1}{2}\right)",1,"-E^x - x/2 - x^2 + Log[x]","A",6,3,23,0.1304,1,"{12, 14, 2194}"
6922,0,0,0,3.3408394,"\int \frac{\left(-x+6 x^2-3 x^3\right) \log (2)+\left(-x+2 x^2-x^3\right) \log (2) \log (4)+\left(\left(1+3 x-3 x^2\right) \log (2)+\left(x-x^2\right) \log (2) \log (4)\right) \log (x)+\left(\left(x-x^2\right) \log (2)-x \log (2) \log (x)\right) \log \left(-x+x^2+x \log (x)\right)}{e^x \left(-2 x+2 x^2\right)+2 e^x x \log (x)} \, dx","Int[((-x + 6*x^2 - 3*x^3)*Log[2] + (-x + 2*x^2 - x^3)*Log[2]*Log[4] + ((1 + 3*x - 3*x^2)*Log[2] + (x - x^2)*Log[2]*Log[4])*Log[x] + ((x - x^2)*Log[2] - x*Log[2]*Log[x])*Log[-x + x^2 + x*Log[x]])/(E^x*(-2*x + 2*x^2) + 2*E^x*x*Log[x]),x]","\int \frac{\left(-x+6 x^2-3 x^3\right) \log (2)+\left(-x+2 x^2-x^3\right) \log (2) \log (4)+\left(\left(1+3 x-3 x^2\right) \log (2)+\left(x-x^2\right) \log (2) \log (4)\right) \log (x)+\left(\left(x-x^2\right) \log (2)-x \log (2) \log (x)\right) \log \left(-x+x^2+x \log (x)\right)}{e^x \left(-2 x+2 x^2\right)+2 e^x x \log (x)} \, dx","\frac{1}{2} e^{-x} \log (2) \left(\log \left(x^2-x+x \log (x)\right)+x (3+\log (4))\right)",1,"(ExpIntegralEi[-x]*Log[2])/2 + (x*Log[2]*(3 + Log[4]))/(2*E^x) + (Log[2]*Defer[Int][1/(E^x*(1 - x - Log[x])), x])/2 + (Log[2]*(1 + Log[4])*Defer[Int][1/(E^x*(1 - x - Log[x])), x])/2 + (Log[2]*(3 + Log[4])*Defer[Int][1/(E^x*(-1 + x + Log[x])), x])/2 + (Log[2]*Defer[Int][1/(E^x*x*(-1 + x + Log[x])), x])/2 - (Log[2]*Defer[Int][Log[-x + x^2 + x*Log[x]]/E^x, x])/2","F",0,0,0,0,-1,"{}"
6923,0,0,0,2.2763896,"\int \frac{8 x^2 \log (4) \log (x)+\left(-8 e^{e^5}-2 x^2 \log (4)\right) \log (\log (x))+2 x^2 \log (4) \log (x) \log ^2(\log (x))}{16 e^{e^5} x \log (x)+8 e^{e^5} x \log (x) \log ^2(\log (x))+e^{e^5} x \log (x) \log ^4(\log (x))} \, dx","Int[(8*x^2*Log[4]*Log[x] + (-8*E^E^5 - 2*x^2*Log[4])*Log[Log[x]] + 2*x^2*Log[4]*Log[x]*Log[Log[x]]^2)/(16*E^E^5*x*Log[x] + 8*E^E^5*x*Log[x]*Log[Log[x]]^2 + E^E^5*x*Log[x]*Log[Log[x]]^4),x]","\int \frac{8 x^2 \log (4) \log (x)+\left(-8 e^{e^5}-2 x^2 \log (4)\right) \log (\log (x))+2 x^2 \log (4) \log (x) \log ^2(\log (x))}{16 e^{e^5} x \log (x)+8 e^{e^5} x \log (x) \log ^2(\log (x))+e^{e^5} x \log (x) \log ^4(\log (x))} \, dx","\frac{e^{-e^5} x^2 \log (4)+4}{\log ^2(\log (x))+4}+3",1,"4/(4 + Log[Log[x]]^2) - (2*Log[4]*Defer[Int][(x*Log[Log[x]])/(Log[x]*(4 + Log[Log[x]]^2)^2), x])/E^E^5 + (Log[16]*Defer[Int][x/(4 + Log[Log[x]]^2), x])/E^E^5","F",0,0,0,0,-1,"{}"
6924,1,16,0,0.0094361,"\int \frac{390625+781250 x+12 x^{11} \log ^4(9)}{390625} \, dx","Int[(390625 + 781250*x + 12*x^11*Log[9]^4)/390625,x]","\frac{x^{12} \log ^4(9)}{390625}+x^2+x","\frac{x^{12} \log ^4(9)}{390625}+x^2+x+1",1,"x + x^2 + (x^12*Log[9]^4)/390625","A",2,1,18,0.05556,1,"{12}"
6925,1,56,0,0.1098593,"\int \frac{1}{15} \left(90 x+75 x^2+e^{\frac{-10+x^2}{5 x}} \left(10 x^2+20 x^3+x^4\right)\right) \, dx","Int[(90*x + 75*x^2 + E^((-10 + x^2)/(5*x))*(10*x^2 + 20*x^3 + x^4))/15,x]","\frac{5 x^3}{3}+\frac{e^{-\frac{10-x^2}{5 x}} \left(x^2+10\right) x^2}{3 \left(\frac{10-x^2}{x^2}+2\right)}+3 x^2","x^2 \left(\frac{1}{3} \left(e^{\frac{x}{5}-\frac{2}{x}}+\frac{5}{x}\right) x^2+3\right)",1,"3*x^2 + (5*x^3)/3 + (x^2*(10 + x^2))/(3*E^((10 - x^2)/(5*x))*(2 + (10 - x^2)/x^2))","A",4,3,42,0.07143,1,"{12, 1594, 2288}"
6926,0,0,0,1.3388299,"\int \frac{e^{-x+x^{\frac{e^3+4 x}{x}}} \left(x^2+x^{\frac{e^3+4 x}{x}} \left(-e^3-4 x+e^3 \log (x)\right)\right)}{x^2} \, dx","Int[(E^(-x + x^((E^3 + 4*x)/x))*(x^2 + x^((E^3 + 4*x)/x)*(-E^3 - 4*x + E^3*Log[x])))/x^2,x]","\int \frac{e^{-x+x^{\frac{e^3+4 x}{x}}} \left(x^2+x^{\frac{e^3+4 x}{x}} \left(-e^3-4 x+e^3 \log (x)\right)\right)}{x^2} \, dx","-e^{x^{\frac{4 x+e^3}{x}}-x}",1,"Defer[Int][E^(-x + x^((E^3 + 4*x)/x)), x] - Defer[Int][E^(3 - x + x^((E^3 + 4*x)/x))*x^(2 + E^3/x), x] + Log[x]*Defer[Int][E^(3 - x + x^((E^3 + 4*x)/x))*x^(2 + E^3/x), x] - 4*Defer[Int][E^(-x + x^((E^3 + 4*x)/x))*x^(3 + E^3/x), x] - Defer[Int][Defer[Int][E^(3 - x + x^(4 + E^3/x))*x^(2 + E^3/x), x]/x, x]","F",0,0,0,0,-1,"{}"
6927,1,19,0,0.061396,"\int \frac{12-12 x^2}{e \left(16-1160 x+21057 x^2-1160 x^3+16 x^4\right)} \, dx","Int[(12 - 12*x^2)/(E*(16 - 1160*x + 21057*x^2 - 1160*x^3 + 16*x^4)),x]","-\frac{48 x}{e \left(20961-(145-8 x)^2\right)}","\frac{3 x}{e (4 (x-36) x-x+4)}",1,"(-48*x)/(E*(20961 - (145 - 8*x)^2))","A",5,4,33,0.1212,1,"{12, 1680, 1814, 8}"
6928,0,0,0,2.2515312,"\int \exp \left(-x+\frac{e^{-x} \left(-40 x-8 e x+e^x \left(e^5+20 x^2+4 e x^2\right)\right)}{5+e}\right) \left(-8+8 x+8 e^x x\right) \, dx","Int[E^(-x + (-40*x - 8*E*x + E^x*(E^5 + 20*x^2 + 4*E*x^2))/(E^x*(5 + E)))*(-8 + 8*x + 8*E^x*x),x]","\int \exp \left(-x+\frac{e^{-x} \left(-40 x-8 e x+e^x \left(e^5+20 x^2+4 e x^2\right)\right)}{5+e}\right) \left(-8+8 x+8 e^x x\right) \, dx","e^{4 x^2-8 e^{-x} x-\frac{e^5}{-5-e}}",1,"-8*Defer[Int][E^(-x + (-40*x - 8*E*x + E^x*(E^5 + 20*x^2 + 4*E*x^2))/(E^x*(5 + E))), x] + 8*Defer[Int][E^((-8*x)/E^x + (E^5 + 20*x^2 + 4*E*x^2)/(5 + E))*x, x] + 8*Defer[Int][E^(-x + (-40*x - 8*E*x + E^x*(E^5 + 20*x^2 + 4*E*x^2))/(E^x*(5 + E)))*x, x]","F",0,0,0,0,-1,"{}"
6929,0,0,0,0.8287472,"\int \frac{-24+546 x^2+3380 x^4+\left(-1+47 x^2+260 x^4\right) \log \left(\frac{1+5 x^2}{x^2}\right)+\left(x^2+5 x^4\right) \log ^2\left(\frac{1+5 x^2}{x^2}\right)}{e^4 \left(676 x^2+3380 x^4\right)+e^4 \left(52 x^2+260 x^4\right) \log \left(\frac{1+5 x^2}{x^2}\right)+e^4 \left(x^2+5 x^4\right) \log ^2\left(\frac{1+5 x^2}{x^2}\right)} \, dx","Int[(-24 + 546*x^2 + 3380*x^4 + (-1 + 47*x^2 + 260*x^4)*Log[(1 + 5*x^2)/x^2] + (x^2 + 5*x^4)*Log[(1 + 5*x^2)/x^2]^2)/(E^4*(676*x^2 + 3380*x^4) + E^4*(52*x^2 + 260*x^4)*Log[(1 + 5*x^2)/x^2] + E^4*(x^2 + 5*x^4)*Log[(1 + 5*x^2)/x^2]^2),x]","\int \frac{-24+546 x^2+3380 x^4+\left(-1+47 x^2+260 x^4\right) \log \left(\frac{1+5 x^2}{x^2}\right)+\left(x^2+5 x^4\right) \log ^2\left(\frac{1+5 x^2}{x^2}\right)}{e^4 \left(676 x^2+3380 x^4\right)+e^4 \left(52 x^2+260 x^4\right) \log \left(\frac{1+5 x^2}{x^2}\right)+e^4 \left(x^2+5 x^4\right) \log ^2\left(\frac{1+5 x^2}{x^2}\right)} \, dx","\frac{\frac{1}{x \left(\log \left(\frac{1}{x^2}+5\right)+25\right)+x}+x}{e^4}",1,"x/E^4 + (2*Defer[Int][1/(x^2*(1 + 5*x^2)*(26 + Log[5 + x^(-2)])^2), x])/E^4 - Defer[Int][1/(x^2*(26 + Log[5 + x^(-2)])), x]/E^4","F",0,0,0,0,-1,"{}"
6930,1,35,0,0.5649917,"\int \frac{-80 x+e^{4 x^2} \left(-40 x-160 x^3-160 x^5\right)}{1+2 x^2+x^4} \, dx","Int[(-80*x + E^(4*x^2)*(-40*x - 160*x^3 - 160*x^5))/(1 + 2*x^2 + x^4),x]","-20 e^{4 x^2}+\frac{20 e^{4 x^2}}{x^2+1}+\frac{40}{x^2+1}","\frac{20 \left(e^{4 x^2}+2\right) x}{-x-\frac{1}{x}}",1,"-20*E^(4*x^2) + 40/(1 + x^2) + (20*E^(4*x^2))/(1 + x^2)","A",11,8,39,0.2051,1,"{28, 6742, 261, 6715, 2199, 2194, 2177, 2178}"
6931,0,0,0,4.1773752,"\int \frac{21600+76375 x-23350 x^2+\left(-15000-61000 x+19400 x^2\right) \log (x)+\left(3600+18500 x-6200 x^2\right) \log ^2(x)+\left(-300-2500 x+900 x^2\right) \log ^3(x)+\left(125 x-50 x^2\right) \log ^4(x)}{312987 x-558144 x \log (x)+442632 x \log ^2(x)-203808 x \log ^3(x)+59586 x \log ^4(x)-11328 x \log ^5(x)+1368 x \log ^6(x)-96 x \log ^7(x)+3 x \log ^8(x)} \, dx","Int[(21600 + 76375*x - 23350*x^2 + (-15000 - 61000*x + 19400*x^2)*Log[x] + (3600 + 18500*x - 6200*x^2)*Log[x]^2 + (-300 - 2500*x + 900*x^2)*Log[x]^3 + (125*x - 50*x^2)*Log[x]^4)/(312987*x - 558144*x*Log[x] + 442632*x*Log[x]^2 - 203808*x*Log[x]^3 + 59586*x*Log[x]^4 - 11328*x*Log[x]^5 + 1368*x*Log[x]^6 - 96*x*Log[x]^7 + 3*x*Log[x]^8),x]","\int \frac{21600+76375 x-23350 x^2+\left(-15000-61000 x+19400 x^2\right) \log (x)+\left(3600+18500 x-6200 x^2\right) \log ^2(x)+\left(-300-2500 x+900 x^2\right) \log ^3(x)+\left(125 x-50 x^2\right) \log ^4(x)}{312987 x-558144 x \log (x)+442632 x \log ^2(x)-203808 x \log ^3(x)+59586 x \log ^4(x)-11328 x \log ^5(x)+1368 x \log ^6(x)-96 x \log ^7(x)+3 x \log ^8(x)} \, dx","\frac{25 \left(\frac{1}{3} (5-x) x+1\right)}{\left((4-\log (x))^2+2\right)^2-1}",1,"(125*E^(4 + I*Sqrt[3])*ExpIntegralEi[-4 - I*Sqrt[3] + Log[x]])/9 + (((125*I)/12)*E^(4 + I*Sqrt[3])*ExpIntegralEi[-4 - I*Sqrt[3] + Log[x]])/Sqrt[3] - (125*(4 + I*Sqrt[3])*E^(4 + I*Sqrt[3])*ExpIntegralEi[-4 - I*Sqrt[3] + Log[x]])/36 + (125*E^(4 - I*Sqrt[3])*ExpIntegralEi[-4 + I*Sqrt[3] + Log[x]])/9 - (((125*I)/12)*E^(4 - I*Sqrt[3])*ExpIntegralEi[-4 + I*Sqrt[3] + Log[x]])/Sqrt[3] - (125*(4 - I*Sqrt[3])*E^(4 - I*Sqrt[3])*ExpIntegralEi[-4 + I*Sqrt[3] + Log[x]])/36 + (((125*I)/6)*x)/((8 + 2*I) - 2*Log[x]) + (125*x)/(9*(4 - I*Sqrt[3] - Log[x])) - (125*(4 - I*Sqrt[3])*x)/(36*(4 - I*Sqrt[3] - Log[x])) + (125*x)/(9*(4 + I*Sqrt[3] - Log[x])) - (125*(4 + I*Sqrt[3])*x)/(36*(4 + I*Sqrt[3] - Log[x])) + (((125*I)/6)*x)/((-8 + 2*I) + 2*Log[x]) + 25/(2*(17 - 8*Log[x] + Log[x]^2)) - 25/(2*(19 - 8*Log[x] + Log[x]^2)) - (100*Defer[Int][x/(17 - 8*Log[x] + Log[x]^2)^2, x])/3 + (25*Defer[Int][(x*Log[x])/(17 - 8*Log[x] + Log[x]^2)^2, x])/3 - (25*Defer[Int][x/(17 - 8*Log[x] + Log[x]^2), x])/3 + (100*Defer[Int][x/(19 - 8*Log[x] + Log[x]^2)^2, x])/3 - (25*Defer[Int][(x*Log[x])/(19 - 8*Log[x] + Log[x]^2)^2, x])/3 + (25*Defer[Int][x/(19 - 8*Log[x] + Log[x]^2), x])/3","F",0,0,0,0,-1,"{}"
6932,1,12,0,0.0230028,"\int 250 e^{-1+\frac{25 x^2}{e}} x \, dx","Int[250*E^(-1 + (25*x^2)/E)*x,x]","5 e^{\frac{25 x^2}{e}}","5 e^{\frac{25 x^2}{e}}",1,"5*E^((25*x^2)/E)","A",2,2,15,0.1333,1,"{12, 2209}"
6933,1,20,0,0.2046991,"\int \frac{-7200 x+e^{2 x} \left(125000+30000 x+2400 x^2+64 x^3\right)}{15625+3750 x+300 x^2+8 x^3} \, dx","Int[(-7200*x + E^(2*x)*(125000 + 30000*x + 2400*x^2 + 64*x^3))/(15625 + 3750*x + 300*x^2 + 8*x^3),x]","4 e^{2 x}-\frac{144 x^2}{(2 x+25)^2}","4 e^{2 x}-\frac{16 x^2}{\left(\frac{25-x}{3}+x\right)^2}",1,"4*E^(2*x) - (144*x^2)/(25 + 2*x)^2","A",6,5,43,0.1163,1,"{6688, 12, 6742, 2194, 37}"
6934,0,0,0,3.301384,"\int \frac{-35 x+15 x^2-35 x \log (x)+e^{\frac{e^{e^6}}{x}} \left(-5 x+\left(-5 e^{e^6}-5 x\right) \log (x)\right)}{49 x+e^{\frac{2 e^{e^6}}{x}} x-42 x^2+9 x^3+e^{\frac{e^{e^6}}{x}} \left(14 x-6 x^2\right)} \, dx","Int[(-35*x + 15*x^2 - 35*x*Log[x] + E^(E^E^6/x)*(-5*x + (-5*E^E^6 - 5*x)*Log[x]))/(49*x + E^((2*E^E^6)/x)*x - 42*x^2 + 9*x^3 + E^(E^E^6/x)*(14*x - 6*x^2)),x]","\int \frac{-35 x+15 x^2-35 x \log (x)+e^{\frac{e^{e^6}}{x}} \left(-5 x+\left(-5 e^{e^6}-5 x\right) \log (x)\right)}{49 x+e^{\frac{2 e^{e^6}}{x}} x-42 x^2+9 x^3+e^{\frac{e^{e^6}}{x}} \left(14 x-6 x^2\right)} \, dx","\frac{5 x \log (x)}{3 (x-4)-e^{\frac{e^{e^6}}{x}}+5}",1,"-15*E^E^6*Log[x]*Defer[Int][(7 + E^(E^E^6/x) - 3*x)^(-2), x] - 5*Defer[Int][(7 + E^(E^E^6/x) - 3*x)^(-1), x] - 5*Log[x]*Defer[Int][(7 + E^(E^E^6/x) - 3*x)^(-1), x] + 35*E^E^6*Log[x]*Defer[Int][1/((7 + E^(E^E^6/x) - 3*x)^2*x), x] - 5*E^E^6*Log[x]*Defer[Int][1/((7 + E^(E^E^6/x) - 3*x)*x), x] - 15*Log[x]*Defer[Int][x/(7 + E^(E^E^6/x) - 3*x)^2, x] + 15*E^E^6*Defer[Int][Defer[Int][(7 + E^(E^E^6/x) - 3*x)^(-2), x]/x, x] + 5*Defer[Int][Defer[Int][(7 + E^(E^E^6/x) - 3*x)^(-1), x]/x, x] - 35*E^E^6*Defer[Int][Defer[Int][1/((7 + E^(E^E^6/x) - 3*x)^2*x), x]/x, x] + 5*E^E^6*Defer[Int][Defer[Int][1/((7 + E^(E^E^6/x) - 3*x)*x), x]/x, x] + 15*Defer[Int][Defer[Int][x/(7 + E^(E^E^6/x) - 3*x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
6935,1,13,0,0.0098734,"\int \frac{21474836480 e-5 x}{4294967296 x^2} \, dx","Int[(21474836480*E - 5*x)/(4294967296*x^2),x]","-\frac{5 e}{x}-\frac{5 \log (x)}{4294967296}","\frac{5 \left(x+\frac{x (7-\log (x))}{4294967296}-e\right)}{x}",1,"(-5*E)/x - (5*Log[x])/4294967296","A",3,2,14,0.1429,1,"{12, 43}"
6936,1,14,0,0.243934,"\int \frac{12+5 x-24 x^2-x^3+x \log (x)}{5 x-x^3+x \log (x)} \, dx","Int[(12 + 5*x - 24*x^2 - x^3 + x*Log[x])/(5*x - x^3 + x*Log[x]),x]","12 \log \left(-x^2+\log (x)+5\right)+x","6 \left(\log \left(\left(-x^2+\log (x)+5\right)^2\right)+e^5+4\right)+x+e^5+3",1,"x + 12*Log[5 - x^2 + Log[x]]","A",3,2,35,0.05714,1,"{6742, 6684}"
6937,1,15,0,0.0151915,"\int \frac{1}{5} \left(255+5 e^5+4 e^x\right) \, dx","Int[(255 + 5*E^5 + 4*E^x)/5,x]","\left(51+e^5\right) x+\frac{4 e^x}{5}","\left(\frac{4 e^x}{5 x}+e^5+51\right) x",1,"(4*E^x)/5 + (51 + E^5)*x","A",3,2,16,0.1250,1,"{12, 2194}"
6938,0,0,0,3.1644207,"\int \frac{-14+6 e^{2 x}+e^x (7+x)+\left(-2+e^x+e^{2 x}\right) \log \left(2+e^x\right)}{e^{3 x}+e^{2 x} (2-2 x)+2 x^2+e^x \left(-4 x+x^2\right)} \, dx","Int[(-14 + 6*E^(2*x) + E^x*(7 + x) + (-2 + E^x + E^(2*x))*Log[2 + E^x])/(E^(3*x) + E^(2*x)*(2 - 2*x) + 2*x^2 + E^x*(-4*x + x^2)),x]","\int \frac{-14+6 e^{2 x}+e^x (7+x)+\left(-2+e^x+e^{2 x}\right) \log \left(2+e^x\right)}{e^{3 x}+e^{2 x} (2-2 x)+2 x^2+e^x \left(-4 x+x^2\right)} \, dx","\frac{\log \left(e^x+2\right)+7}{x-e^x}",1,"-7*Defer[Int][(E^x - x)^(-2), x] - Log[2 + E^x]*Defer[Int][(E^x - x)^(-2), x] + 6*Defer[Int][(E^x - x)^(-1), x] + Log[2 + E^x]*Defer[Int][(E^x - x)^(-1), x] + 7*Defer[Int][x/(E^x - x)^2, x] + Log[2 + E^x]*Defer[Int][x/(E^x - x)^2, x] - 2*Defer[Int][1/((2 + E^x)*(2 + x)), x] + 2*Defer[Int][1/((E^x - x)*(2 + x)), x] + Defer[Int][(E^x*Defer[Int][(E^x - x)^(-2), x])/(2 + E^x), x] - Defer[Int][(E^x*Defer[Int][(E^x - x)^(-1), x])/(2 + E^x), x] - Defer[Int][(E^x*Defer[Int][x/(E^x - x)^2, x])/(2 + E^x), x]","F",0,0,0,0,-1,"{}"
6939,0,0,0,68.0305909,"\int \frac{64+\left(-240 x+48 x^2\right) \log ^2(10)+\left(300 x^2-120 x^3+12 x^4\right) \log ^4(10)+\left(-125 x^3+75 x^4-15 x^5+x^6\right) \log ^6(10)+\exp \left(\frac{-336+\left(640 x-128 x^2\right) \log ^2(10)+\left(-300 x^2+120 x^3-12 x^4\right) \log ^4(10)}{16+\left(-40 x+8 x^2\right) \log ^2(10)+\left(25 x^2-10 x^3+x^4\right) \log ^4(10)}\right) \left(\left(-800 x+320 x^2\right) \log ^2(10)+\left(800 x^2-480 x^3+64 x^4\right) \log ^4(10)\right)}{64 x+\left(-240 x^2+48 x^3\right) \log ^2(10)+\left(300 x^3-120 x^4+12 x^5\right) \log ^4(10)+\left(-125 x^4+75 x^5-15 x^6+x^7\right) \log ^6(10)} \, dx","Int[(64 + (-240*x + 48*x^2)*Log[10]^2 + (300*x^2 - 120*x^3 + 12*x^4)*Log[10]^4 + (-125*x^3 + 75*x^4 - 15*x^5 + x^6)*Log[10]^6 + E^((-336 + (640*x - 128*x^2)*Log[10]^2 + (-300*x^2 + 120*x^3 - 12*x^4)*Log[10]^4)/(16 + (-40*x + 8*x^2)*Log[10]^2 + (25*x^2 - 10*x^3 + x^4)*Log[10]^4))*((-800*x + 320*x^2)*Log[10]^2 + (800*x^2 - 480*x^3 + 64*x^4)*Log[10]^4))/(64*x + (-240*x^2 + 48*x^3)*Log[10]^2 + (300*x^3 - 120*x^4 + 12*x^5)*Log[10]^4 + (-125*x^4 + 75*x^5 - 15*x^6 + x^7)*Log[10]^6),x]","\int \frac{64+\left(-240 x+48 x^2\right) \log ^2(10)+\left(300 x^2-120 x^3+12 x^4\right) \log ^4(10)+\left(-125 x^3+75 x^4-15 x^5+x^6\right) \log ^6(10)+\exp \left(\frac{-336+\left(640 x-128 x^2\right) \log ^2(10)+\left(-300 x^2+120 x^3-12 x^4\right) \log ^4(10)}{16+\left(-40 x+8 x^2\right) \log ^2(10)+\left(25 x^2-10 x^3+x^4\right) \log ^4(10)}\right) \left(\left(-800 x+320 x^2\right) \log ^2(10)+\left(800 x^2-480 x^3+64 x^4\right) \log ^4(10)\right)}{64 x+\left(-240 x^2+48 x^3\right) \log ^2(10)+\left(300 x^3-120 x^4+12 x^5\right) \log ^4(10)+\left(-125 x^4+75 x^5-15 x^6+x^7\right) \log ^6(10)} \, dx","e^{4-\left(\frac{4}{(x-5) x \log ^2(10)+4}+4\right)^2}+\log (x)",1,"(-1440*ArcTanh[((5 - 2*x)*Log[10])/Sqrt[-16 + 25*Log[10]^2]]*Log[10])/(-16 + 25*Log[10]^2)^(5/2) - (120*ArcTanh[((5 - 2*x)*Log[10])/Sqrt[-16 + 25*Log[10]^2]]*Log[10]*(4 - 25*Log[10]^2))/(-16 + 25*Log[10]^2)^(5/2) - (6*(5 - x)^2*Log[10]^2*(8 - 5*x*Log[10]^2))/((16 - 25*Log[10]^2)*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2) - (16*(8 - 25*Log[10]^2 + 5*x*Log[10]^2))/((16 - 25*Log[10]^2)*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2) + (360*(5 - 2*x)*Log[10]^2)/((16 - 25*Log[10]^2)^2*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)) + (25*ArcTanh[((5 - 2*x)*Log[10])/Sqrt[-16 + 25*Log[10]^2]]*Log[10]*(96 - 200*Log[10]^2 + 125*Log[10]^4))/(-16 + 25*Log[10]^2)^(5/2) - (5*ArcTanh[((5 - 2*x)*Log[10])/Sqrt[-16 + 25*Log[10]^2]]*Log[10]*(96 - 400*Log[10]^2 + 625*Log[10]^4))/(-16 + 25*Log[10]^2)^(5/2) + ((5 - x)^3*Log[10]^4*(20 + x*(8 - 25*Log[10]^2)))/(2*(16 - 25*Log[10]^2)*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2) - (6*(128 - 1100*Log[10]^2 + 1875*Log[10]^4 + 15*x*Log[10]^2*(8 - 25*Log[10]^2)))/((16 - 25*Log[10]^2)^2*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)) + (4*(128 - 750*Log[10]^2 + 625*Log[10]^4 + 5*x*Log[10]^2*(28 - 25*Log[10]^2)))/((16 - 25*Log[10]^2)^2*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)) + ((5 - x)*Log[10]^2*(x*(256 - 300*Log[10]^2 - 625*Log[10]^4) - 5*(96 + 100*Log[10]^2 - 625*Log[10]^4)))/(2*(16 - 25*Log[10]^2)^2*(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)) + Log[x] + (1280*Log[10]^5*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^3), x])/(-16 + 25*Log[10]^2)^(3/2) - (256*Log[10]^4*(5*Log[10] + Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^3), x])/(-16 + 25*Log[10]^2)^(3/2) + (1920*Log[10]^4*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2)^2 + (640*Log[10]^4*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2) - (128*Log[10]^3*(5*Log[10] + Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2) - (128*Log[10]^3*(15*Log[10] + Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(5*Log[10]^2 - 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2)^2 + (1280*Log[10]^5*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^3), x])/(-16 + 25*Log[10]^2)^(3/2) - (256*Log[10]^4*(5*Log[10] - Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^3), x])/(-16 + 25*Log[10]^2)^(3/2) + (1920*Log[10]^4*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2)^2 + (640*Log[10]^4*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2) - (128*Log[10]^3*(5*Log[10] - Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2) - (128*Log[10]^3*(15*Log[10] - Sqrt[-16 + 25*Log[10]^2])*Defer[Int][1/(E^((4*(84 - 160*x*Log[10]^2 - 30*x^3*Log[10]^4 + 3*x^4*Log[10]^4 + x^2*Log[10]^2*(32 + 75*Log[10]^2)))/(4 - 5*x*Log[10]^2 + x^2*Log[10]^2)^2)*(-5*Log[10]^2 + 2*x*Log[10]^2 + Log[10]*Sqrt[-16 + 25*Log[10]^2])^2), x])/(16 - 25*Log[10]^2)^2","F",0,0,0,0,-1,"{}"
6940,1,1356,0,7.4590027,"\int \frac{-900+2370 x-1836 x^2+541 x^3-165 x^4+97 x^5+4 x^7}{900 x-1440 x^2+516 x^3-72 x^4+97 x^5+4 x^6+4 x^7} \, dx","Int[(-900 + 2370*x - 1836*x^2 + 541*x^3 - 165*x^4 + 97*x^5 + 4*x^7)/(900*x - 1440*x^2 + 516*x^3 - 72*x^4 + 97*x^5 + 4*x^6 + 4*x^7),x]","x-\frac{150994368 \sqrt{\frac{3}{9658657+66060 \sqrt{19418}+20449 \left(1835+18 \sqrt{19418}\right)^{2/3}+286 \left(1835+18 \sqrt{19418}\right)^{4/3}}} \left(63233632048153+453497825892 \sqrt{19418}+\left(1835+18 \sqrt{19418}\right)^{2/3} \left(38627831641+253569696 \sqrt{19418}\right)\right) \tan ^{-1}\left(\frac{2 \left(1835+18 \sqrt{19418}\right)^{2/3} (6 x+1)-143 \sqrt[3]{1835+18 \sqrt{19418}}+18 \sqrt{19418}+1835}{\sqrt{3 \left(9658657+66060 \sqrt{19418}+20449 \left(1835+18 \sqrt{19418}\right)^{2/3}+286 \left(1835+18 \sqrt{19418}\right)^{4/3}\right)}}\right)}{\left(143+\left(1835+18 \sqrt{19418}\right)^{2/3}\right)^2 \left(20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}\right)^3}+\frac{6 \left(3394489+23736 \sqrt{19418}+\left(5593-12 \sqrt{19418}\right) \left(1835+18 \sqrt{19418}\right)^{2/3}\right) \sqrt{\frac{3}{9658657+66060 \sqrt{19418}+20449 \left(1835+18 \sqrt{19418}\right)^{2/3}+286 \left(1835+18 \sqrt{19418}\right)^{4/3}}} \tan ^{-1}\left(\frac{2 \left(1835+18 \sqrt{19418}\right)^{2/3} (6 x+1)-143 \sqrt[3]{1835+18 \sqrt{19418}}+18 \sqrt{19418}+1835}{\sqrt{3 \left(9658657+66060 \sqrt{19418}+20449 \left(1835+18 \sqrt{19418}\right)^{2/3}+286 \left(1835+18 \sqrt{19418}\right)^{4/3}\right)}}\right)}{20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}}-\log (x)+\frac{25165728 \left(40813191035+295075926 \sqrt{19418}-143 \sqrt[3]{1835+18 \sqrt{19418}} \left(9658657+66060 \sqrt{19418}\right)+2 \left(1835+18 \sqrt{19418}\right)^{2/3} \left(9658657+66060 \sqrt{19418}\right)\right) \log \left(6 \left(1835+18 \sqrt{19418}\right)^{2/3} x^2+2 \left(1835+18 \sqrt{19418}\right)^{2/3} x-143 \sqrt[3]{1835+18 \sqrt{19418}} x+18 \sqrt{19418} x+1835 x+3 \left(1238+\sqrt{19418}+\left(94+\sqrt{19418}\right) \sqrt[3]{1835+18 \sqrt{19418}}+8 \left(1835+18 \sqrt{19418}\right)^{2/3}\right)\right)}{\left(143+\left(1835+18 \sqrt{19418}\right)^{2/3}\right)^2 \left(20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}\right)^3}-\frac{\left(1835+18 \sqrt{19418}-143 \sqrt[3]{1835+18 \sqrt{19418}}+2 \left(1835+18 \sqrt{19418}\right)^{2/3}\right) \log \left(6 \left(1835+18 \sqrt{19418}\right)^{2/3} x^2+2 \left(1835+18 \sqrt{19418}\right)^{2/3} x-143 \sqrt[3]{1835+18 \sqrt{19418}} x+18 \sqrt{19418} x+1835 x+3 \left(1238+\sqrt{19418}+\left(94+\sqrt{19418}\right) \sqrt[3]{1835+18 \sqrt{19418}}+8 \left(1835+18 \sqrt{19418}\right)^{2/3}\right)\right)}{20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}}-\frac{2 \sqrt[3]{1835+18 \sqrt{19418}} \left(11-\sqrt[3]{1835+18 \sqrt{19418}}\right) \left(13+\sqrt[3]{1835+18 \sqrt{19418}}\right) \log \left(\sqrt[3]{1835+18 \sqrt{19418}} (6 x+1)-\left(1835+18 \sqrt{19418}\right)^{2/3}+143\right)}{20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}}+\frac{50331456 \left(1835+18 \sqrt{19418}\right)^{7/3} \left(143-2 \sqrt[3]{1835+18 \sqrt{19418}}-\left(1835+18 \sqrt{19418}\right)^{2/3}\right) \log \left(\sqrt[3]{1835+18 \sqrt{19418}} (6 x+1)-\left(1835+18 \sqrt{19418}\right)^{2/3}+143\right)}{\left(143+\left(1835+18 \sqrt{19418}\right)^{2/3}\right)^2 \left(20449-143 \left(1835+18 \sqrt{19418}\right)^{2/3}+\left(1835+18 \sqrt{19418}\right)^{4/3}\right)^3}-\frac{16}{-2 x^3-x^2-24 x+30}-\frac{6 \sqrt[3]{1835+18 \sqrt{19418}}}{\sqrt[3]{1835+18 \sqrt{19418}} (6 x+1)-\left(1835+18 \sqrt{19418}\right)^{2/3}+143}+\frac{108 \sqrt[3]{2 \left(349524+1835 \sqrt{19418}\right)} \left(19418-\frac{\left(9709+619 \sqrt{19418}-\sqrt[3]{1835+18 \sqrt{19418}} \left(9709+47 \sqrt{19418}\right)\right) (6 x+1)}{\left(1835+18 \sqrt{19418}\right)^{2/3}}\right)}{9709^{2/3} \left(143+\left(1835+18 \sqrt{19418}\right)^{2/3}\right) \left(6 x-\sqrt[3]{1835+18 \sqrt{19418}}+\frac{143}{\sqrt[3]{1835+18 \sqrt{19418}}}+1\right) \left((6 x+1)^2-\frac{\left(143-\left(1835+18 \sqrt{19418}\right)^{2/3}\right) (6 x+1)}{\sqrt[3]{1835+18 \sqrt{19418}}}+\left(1835+18 \sqrt{19418}\right)^{2/3}+\frac{20449}{\left(1835+18 \sqrt{19418}\right)^{2/3}}+143\right)}","x-\frac{1}{x-\frac{6 (5-4 x)}{x (2 x+1)}}-\log (x)",1,"x - 16/(30 - 24*x - x^2 - 2*x^3) - (6*(1835 + 18*Sqrt[19418])^(1/3))/(143 - (1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(1/3)*(1 + 6*x)) + (108*(2*(349524 + 1835*Sqrt[19418]))^(1/3)*(19418 - ((9709 + 619*Sqrt[19418] - (1835 + 18*Sqrt[19418])^(1/3)*(9709 + 47*Sqrt[19418]))*(1 + 6*x))/(1835 + 18*Sqrt[19418])^(2/3)))/(9709^(2/3)*(143 + (1835 + 18*Sqrt[19418])^(2/3))*(1 + 143/(1835 + 18*Sqrt[19418])^(1/3) - (1835 + 18*Sqrt[19418])^(1/3) + 6*x)*(143 + 20449/(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(2/3) - ((143 - (1835 + 18*Sqrt[19418])^(2/3))*(1 + 6*x))/(1835 + 18*Sqrt[19418])^(1/3) + (1 + 6*x)^2)) + (6*(3394489 + 23736*Sqrt[19418] + (5593 - 12*Sqrt[19418])*(1835 + 18*Sqrt[19418])^(2/3))*Sqrt[3/(9658657 + 66060*Sqrt[19418] + 20449*(1835 + 18*Sqrt[19418])^(2/3) + 286*(1835 + 18*Sqrt[19418])^(4/3))]*ArcTan[(1835 + 18*Sqrt[19418] - 143*(1835 + 18*Sqrt[19418])^(1/3) + 2*(1835 + 18*Sqrt[19418])^(2/3)*(1 + 6*x))/Sqrt[3*(9658657 + 66060*Sqrt[19418] + 20449*(1835 + 18*Sqrt[19418])^(2/3) + 286*(1835 + 18*Sqrt[19418])^(4/3))]])/(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3)) - (150994368*Sqrt[3/(9658657 + 66060*Sqrt[19418] + 20449*(1835 + 18*Sqrt[19418])^(2/3) + 286*(1835 + 18*Sqrt[19418])^(4/3))]*(63233632048153 + 453497825892*Sqrt[19418] + (1835 + 18*Sqrt[19418])^(2/3)*(38627831641 + 253569696*Sqrt[19418]))*ArcTan[(1835 + 18*Sqrt[19418] - 143*(1835 + 18*Sqrt[19418])^(1/3) + 2*(1835 + 18*Sqrt[19418])^(2/3)*(1 + 6*x))/Sqrt[3*(9658657 + 66060*Sqrt[19418] + 20449*(1835 + 18*Sqrt[19418])^(2/3) + 286*(1835 + 18*Sqrt[19418])^(4/3))]])/((143 + (1835 + 18*Sqrt[19418])^(2/3))^2*(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3))^3) - Log[x] - ((1835 + 18*Sqrt[19418] - 143*(1835 + 18*Sqrt[19418])^(1/3) + 2*(1835 + 18*Sqrt[19418])^(2/3))*Log[3*(1238 + Sqrt[19418] + (94 + Sqrt[19418])*(1835 + 18*Sqrt[19418])^(1/3) + 8*(1835 + 18*Sqrt[19418])^(2/3)) + 1835*x + 18*Sqrt[19418]*x - 143*(1835 + 18*Sqrt[19418])^(1/3)*x + 2*(1835 + 18*Sqrt[19418])^(2/3)*x + 6*(1835 + 18*Sqrt[19418])^(2/3)*x^2])/(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3)) + (25165728*(40813191035 + 295075926*Sqrt[19418] - 143*(1835 + 18*Sqrt[19418])^(1/3)*(9658657 + 66060*Sqrt[19418]) + 2*(1835 + 18*Sqrt[19418])^(2/3)*(9658657 + 66060*Sqrt[19418]))*Log[3*(1238 + Sqrt[19418] + (94 + Sqrt[19418])*(1835 + 18*Sqrt[19418])^(1/3) + 8*(1835 + 18*Sqrt[19418])^(2/3)) + 1835*x + 18*Sqrt[19418]*x - 143*(1835 + 18*Sqrt[19418])^(1/3)*x + 2*(1835 + 18*Sqrt[19418])^(2/3)*x + 6*(1835 + 18*Sqrt[19418])^(2/3)*x^2])/((143 + (1835 + 18*Sqrt[19418])^(2/3))^2*(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3))^3) + (50331456*(1835 + 18*Sqrt[19418])^(7/3)*(143 - 2*(1835 + 18*Sqrt[19418])^(1/3) - (1835 + 18*Sqrt[19418])^(2/3))*Log[143 - (1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(1/3)*(1 + 6*x)])/((143 + (1835 + 18*Sqrt[19418])^(2/3))^2*(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3))^3) - (2*(1835 + 18*Sqrt[19418])^(1/3)*(11 - (1835 + 18*Sqrt[19418])^(1/3))*(13 + (1835 + 18*Sqrt[19418])^(1/3))*Log[143 - (1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(1/3)*(1 + 6*x)])/(20449 - 143*(1835 + 18*Sqrt[19418])^(2/3) + (1835 + 18*Sqrt[19418])^(4/3))","B",20,10,67,0.1493,0,"{2074, 2101, 2081, 2079, 822, 800, 634, 618, 204, 628}"
6941,1,34,0,0.3951794,"\int \frac{-25 x+50 x \log (x)+e^{e^{2 x}-x} \left(1-2 e^{2 x}\right) \log ^2(x)+2 x \log ^2(x)}{3 \log ^2(x)} \, dx","Int[(-25*x + 50*x*Log[x] + E^(E^(2*x) - x)*(1 - 2*E^(2*x))*Log[x]^2 + 2*x*Log[x]^2)/(3*Log[x]^2),x]","\frac{x^2}{3}+\frac{25 x^2}{3 \log (x)}-\frac{1}{3} e^{e^{2 x}-x}","\frac{1}{3} \left(x^2+\frac{25 x^2}{\log (x)}-e^{e^{2 x}-x}+4\right)",1,"-1/3*E^(E^(2*x) - x) + x^2/3 + (25*x^2)/(3*Log[x])","A",15,8,49,0.1633,1,"{12, 6742, 2282, 2214, 2204, 2306, 2309, 2178}"
6942,0,0,0,1.0739599,"\int \frac{5-60 x+268 x^2+536 x^3+363 x^4+108 x^5+12 x^6+\left(-8 x^2+120 x^3+108 x^4+24 x^5\right) \log (x)+12 x^4 \log ^2(x)}{1-20 x+82 x^2+176 x^3+121 x^4+36 x^5+4 x^6+\left(-4 x^2+40 x^3+36 x^4+8 x^5\right) \log (x)+4 x^4 \log ^2(x)} \, dx","Int[(5 - 60*x + 268*x^2 + 536*x^3 + 363*x^4 + 108*x^5 + 12*x^6 + (-8*x^2 + 120*x^3 + 108*x^4 + 24*x^5)*Log[x] + 12*x^4*Log[x]^2)/(1 - 20*x + 82*x^2 + 176*x^3 + 121*x^4 + 36*x^5 + 4*x^6 + (-4*x^2 + 40*x^3 + 36*x^4 + 8*x^5)*Log[x] + 4*x^4*Log[x]^2),x]","\int \frac{5-60 x+268 x^2+536 x^3+363 x^4+108 x^5+12 x^6+\left(-8 x^2+120 x^3+108 x^4+24 x^5\right) \log (x)+12 x^4 \log ^2(x)}{1-20 x+82 x^2+176 x^3+121 x^4+36 x^5+4 x^6+\left(-4 x^2+40 x^3+36 x^4+8 x^5\right) \log (x)+4 x^4 \log ^2(x)} \, dx","x \left(5-\frac{2 x}{x+\frac{2}{2 x-4 x \left(x+\frac{5}{x}+\log (x)+5\right)}}\right)",1,"3*x + 4*Defer[Int][(-1 + 10*x + 9*x^2 + 2*x^3 + 2*x^2*Log[x])^(-2), x] - 20*Defer[Int][x/(-1 + 10*x + 9*x^2 + 2*x^3 + 2*x^2*Log[x])^2, x] + 4*Defer[Int][x^2/(-1 + 10*x + 9*x^2 + 2*x^3 + 2*x^2*Log[x])^2, x] + 4*Defer[Int][x^3/(-1 + 10*x + 9*x^2 + 2*x^3 + 2*x^2*Log[x])^2, x] + 2*Defer[Int][(-1 + 10*x + 9*x^2 + 2*x^3 + 2*x^2*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
6943,1,16,0,0.033968,"\int \frac{e^{4+2 x} (-4+8 x)}{x^2 \log (3)} \, dx","Int[(E^(4 + 2*x)*(-4 + 8*x))/(x^2*Log[3]),x]","\frac{4 e^{2 x+4}}{x \log (3)}","\frac{4 e^4 \left(\frac{e^{2 x}}{x}+1\right)}{\log (3)}-e^4",1,"(4*E^(4 + 2*x))/(x*Log[3])","A",2,2,20,0.1000,1,"{12, 2197}"
6944,1,34,0,0.0153031,"\int \left(-e^{10}+8 e^5 x^3-7 x^6+e^4 (-3+2 x)\right) \, dx","Int[-E^10 + 8*E^5*x^3 - 7*x^6 + E^4*(-3 + 2*x),x]","-x^7+2 e^5 x^4-e^{10} x+\frac{1}{4} e^4 (3-2 x)^2","x \left(e^4 (x-3)-\left(x^3-e^5\right)^2\right)",1,"(E^4*(3 - 2*x)^2)/4 - E^10*x + 2*E^5*x^4 - x^7","A",1,0,28,0,1,"{}"
6945,0,0,0,4.2436788,"\int \frac{-2125 x^2+11750 x^3-13125 x^4-9000 x^5+e^{\frac{x}{-1+3 x}} \left(75-375 x+575 x^2\right)}{5625 x^2-46500 x^3+131350 x^4-136700 x^5+18025 x^6+28200 x^7+3600 x^8+e^{\frac{2 x}{-1+3 x}} \left(9-78 x+241 x^2-312 x^3+144 x^4\right)+e^{\frac{x}{-1+3 x}} \left(-450 x+3810 x^2-11270 x^3+13190 x^4-4080 x^5-1440 x^6\right)} \, dx","Int[(-2125*x^2 + 11750*x^3 - 13125*x^4 - 9000*x^5 + E^(x/(-1 + 3*x))*(75 - 375*x + 575*x^2))/(5625*x^2 - 46500*x^3 + 131350*x^4 - 136700*x^5 + 18025*x^6 + 28200*x^7 + 3600*x^8 + E^((2*x)/(-1 + 3*x))*(9 - 78*x + 241*x^2 - 312*x^3 + 144*x^4) + E^(x/(-1 + 3*x))*(-450*x + 3810*x^2 - 11270*x^3 + 13190*x^4 - 4080*x^5 - 1440*x^6)),x]","\int \frac{-2125 x^2+11750 x^3-13125 x^4-9000 x^5+e^{\frac{x}{-1+3 x}} \left(75-375 x+575 x^2\right)}{5625 x^2-46500 x^3+131350 x^4-136700 x^5+18025 x^6+28200 x^7+3600 x^8+e^{\frac{2 x}{-1+3 x}} \left(9-78 x+241 x^2-312 x^3+144 x^4\right)+e^{\frac{x}{-1+3 x}} \left(-450 x+3810 x^2-11270 x^3+13190 x^4-4080 x^5-1440 x^6\right)} \, dx","\frac{5}{\left(x-\frac{e^{\frac{x}{3 x-1}}}{5 x}+5\right) (4 x-3)}",1,"(-14875*Defer[Int][(E^(x/(-1 + 3*x)) - 25*x - 5*x^2)^(-2), x])/72 - (125*Defer[Int][x/(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)^2, x])/2 + (400*Defer[Int][1/((-1 + 3*x)^2*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)^2), x])/9 + (1145*Defer[Int][1/((-1 + 3*x)*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)^2), x])/9 - (6945*Defer[Int][1/((-3 + 4*x)*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)^2), x])/8 - 5*Defer[Int][1/((-1 + 3*x)^2*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)), x] - 9*Defer[Int][1/((-1 + 3*x)*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)), x] - 75*Defer[Int][1/((-3 + 4*x)^2*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)), x] + 12*Defer[Int][1/((-3 + 4*x)*(-E^(x/(-1 + 3*x)) + 25*x + 5*x^2)), x]","F",0,0,0,0,-1,"{}"
6946,0,0,0,1.915819,"\int \frac{3 e^{e^2} x^2+e^{2 e^{-e^2} x} \left(e^{e^2} x^3-4 x^4\right)}{25 e^{e^2}+75 e^{e^2+2 e^{-e^2} x} x+75 e^{e^2+4 e^{-e^2} x} x^2+25 e^{e^2+6 e^{-e^2} x} x^3} \, dx","Int[(3*E^E^2*x^2 + E^((2*x)/E^E^2)*(E^E^2*x^3 - 4*x^4))/(25*E^E^2 + 75*E^(E^2 + (2*x)/E^E^2)*x + 75*E^(E^2 + (4*x)/E^E^2)*x^2 + 25*E^(E^2 + (6*x)/E^E^2)*x^3),x]","\int \frac{3 e^{e^2} x^2+e^{2 e^{-e^2} x} \left(e^{e^2} x^3-4 x^4\right)}{25 e^{e^2}+75 e^{e^2+2 e^{-e^2} x} x+75 e^{e^2+4 e^{-e^2} x} x^2+25 e^{e^2+6 e^{-e^2} x} x^3} \, dx","\frac{x}{\left(5 e^{2 e^{-e^2} x}+\frac{5}{x}\right)^2}",1,"(2*Defer[Int][x^2/(1 + E^((2*x)/E^E^2)*x)^3, x])/25 + (4*Defer[Int][x^3/(1 + E^((2*x)/E^E^2)*x)^3, x])/(25*E^E^2) + Defer[Int][x^2/(1 + E^((2*x)/E^E^2)*x)^2, x]/25 - (4*Defer[Int][x^3/(1 + E^((2*x)/E^E^2)*x)^2, x])/(25*E^E^2)","F",0,0,0,0,-1,"{}"
6947,0,0,0,6.8998237,"\int \frac{-108-80 x+108 x^2+48 x^3-15 x^4-6 x^5+e^x \left(-108-108 x+108 x^2+36 x^3-15 x^4-3 x^5\right)}{11664 x^2+8640 x^3-6176 x^4-5472 x^5+984 x^6+1320 x^7+8 x^8-144 x^9-15 x^{10}+6 x^{11}+x^{12}+e^{2 x} \left(11664 x^2-7776 x^4+1944 x^6-216 x^8+9 x^{10}\right)+e^x \left(23328 x^2+8640 x^3-15552 x^4-5472 x^5+3888 x^6+1320 x^7-432 x^8-144 x^9+18 x^{10}+6 x^{11}\right)} \, dx","Int[(-108 - 80*x + 108*x^2 + 48*x^3 - 15*x^4 - 6*x^5 + E^x*(-108 - 108*x + 108*x^2 + 36*x^3 - 15*x^4 - 3*x^5))/(11664*x^2 + 8640*x^3 - 6176*x^4 - 5472*x^5 + 984*x^6 + 1320*x^7 + 8*x^8 - 144*x^9 - 15*x^10 + 6*x^11 + x^12 + E^(2*x)*(11664*x^2 - 7776*x^4 + 1944*x^6 - 216*x^8 + 9*x^10) + E^x*(23328*x^2 + 8640*x^3 - 15552*x^4 - 5472*x^5 + 3888*x^6 + 1320*x^7 - 432*x^8 - 144*x^9 + 18*x^10 + 6*x^11)),x]","\int \frac{-108-80 x+108 x^2+48 x^3-15 x^4-6 x^5+e^x \left(-108-108 x+108 x^2+36 x^3-15 x^4-3 x^5\right)}{11664 x^2+8640 x^3-6176 x^4-5472 x^5+984 x^6+1320 x^7+8 x^8-144 x^9-15 x^{10}+6 x^{11}+x^{12}+e^{2 x} \left(11664 x^2-7776 x^4+1944 x^6-216 x^8+9 x^{10}\right)+e^x \left(23328 x^2+8640 x^3-15552 x^4-5472 x^5+3888 x^6+1320 x^7-432 x^8-144 x^9+18 x^{10}+6 x^{11}\right)} \, dx","\frac{1}{x \left(\left(x+3 e^x+3\right) \left(6-x^2\right)^2+4 x\right)}",1,"40*Defer[Int][(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^(-2), x] - 8*Defer[Int][1/((Sqrt[6] - x)*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2), x] + 68*Defer[Int][1/(x*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2), x] - 24*Defer[Int][x/(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2, x] - 12*Defer[Int][x^2/(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2, x] + 2*Defer[Int][x^3/(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2, x] + Defer[Int][x^4/(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2, x] + 8*Defer[Int][1/((Sqrt[6] + x)*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)^2), x] + Sqrt[2/3]*Defer[Int][1/((Sqrt[6] - x)*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)), x] - Defer[Int][1/(x^2*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)), x] - Defer[Int][1/(x*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)), x] + Sqrt[2/3]*Defer[Int][1/((Sqrt[6] + x)*(108 + 108*E^x + 40*x - 36*x^2 - 36*E^x*x^2 - 12*x^3 + 3*x^4 + 3*E^x*x^4 + x^5)), x]","F",0,0,0,0,-1,"{}"
6948,1,48,0,0.152015,"\int \frac{-324+72 x^2-18 x^3-3 x^5-48 e^{2 x} x^5+2 x^6+e^x \left(36 x^2-18 x^3+2 x^5-2 x^6\right)}{x^5} \, dx","Int[(-324 + 72*x^2 - 18*x^3 - 3*x^5 - 48*E^(2*x)*x^5 + 2*x^6 + E^x*(36*x^2 - 18*x^3 + 2*x^5 - 2*x^6))/x^5,x]","\frac{81}{x^4}+x^2-\frac{18 e^x}{x^2}-\frac{36}{x^2}-2 e^x x-3 x+4 e^x-24 e^{2 x}+\frac{18}{x}","\left(-\frac{9}{x^2}-x+e^x+2\right)^2-25 e^{2 x}+x+2",1,"4*E^x - 24*E^(2*x) + 81/x^4 - 36/x^2 - (18*E^x)/x^2 + 18/x - 3*x - 2*E^x*x + x^2","A",15,6,61,0.09836,1,"{14, 2194, 2199, 2177, 2178, 2176}"
6949,1,67,0,0.509991,"\int e^{-1-x} \left(-5+5 x+9 e^{1+x} x^2+e^{1+3 x+2 x^2} \left(3+6 x+12 x^2\right)+e^{1+2 x+x^2} \left(12 x+6 x^2+12 x^3\right)\right) \, dx","Int[E^(-1 - x)*(-5 + 5*x + 9*E^(1 + x)*x^2 + E^(1 + 3*x + 2*x^2)*(3 + 6*x + 12*x^2) + E^(1 + 2*x + x^2)*(12*x + 6*x^2 + 12*x^3)),x]","3 x^3+\frac{6 e^{x^2+x} \left(2 x^2+x\right) x}{2 x+1}+\frac{3 e^{2 x^2+2 x} \left(2 x^2+x\right)}{2 x+1}-5 e^{-x-1} x","x \left(3 \left(e^{x^2+x}+x\right)^2-5 e^{-x-1}\right)",1,"-5*E^(-1 - x)*x + 3*x^3 + (3*E^(2*x + 2*x^2)*(x + 2*x^2))/(1 + 2*x) + (6*E^(x + x^2)*x*(x + 2*x^2))/(1 + 2*x)","B",7,4,71,0.05634,1,"{6742, 2194, 2176, 2288}"
6950,0,0,0,0.8570429,"\int \frac{16-8 x^3+e \left(-64+16 x+4 x^2+32 x^3-8 x^4\right)+\left(4-2 x^3+e \left(-16+4 x+x^2+8 x^3-2 x^4\right)\right) \log ^2(5)+e^x \left(e \left(-16-4 x^2+8 x^3\right)+e \left(-4-x^2+2 x^3\right) \log ^2(5)\right)}{-x^2+e^{1+x} x^2+e \left(4 x^2-x^3\right)} \, dx","Int[(16 - 8*x^3 + E*(-64 + 16*x + 4*x^2 + 32*x^3 - 8*x^4) + (4 - 2*x^3 + E*(-16 + 4*x + x^2 + 8*x^3 - 2*x^4))*Log[5]^2 + E^x*(E*(-16 - 4*x^2 + 8*x^3) + E*(-4 - x^2 + 2*x^3)*Log[5]^2))/(-x^2 + E^(1 + x)*x^2 + E*(4*x^2 - x^3)),x]","\int \frac{16-8 x^3+e \left(-64+16 x+4 x^2+32 x^3-8 x^4\right)+\left(4-2 x^3+e \left(-16+4 x+x^2+8 x^3-2 x^4\right)\right) \log ^2(5)+e^x \left(e \left(-16-4 x^2+8 x^3\right)+e \left(-4-x^2+2 x^3\right) \log ^2(5)\right)}{-x^2+e^{1+x} x^2+e \left(4 x^2-x^3\right)} \, dx","\left(4+\log ^2(5)\right) \left(x^2+\frac{4}{x}-\log \left(x-e^x+\frac{1}{e}-4\right)\right)",1,"(4*(4 + Log[5]^2))/x - x*(4 + Log[5]^2) + x^2*(4 + Log[5]^2) - (1 - 5*E)*(4 + Log[5]^2)*Defer[Int][(-1 + 4*E + E^(1 + x) - E*x)^(-1), x] + E*(4 + Log[5]^2)*Defer[Int][x/(1 - 4*E - E^(1 + x) + E*x), x]","F",0,0,0,0,-1,"{}"
6951,1,16,0,0.0089445,"\int \frac{1}{2} \left(3+2 e^5+6 x^2\right) \, dx","Int[(3 + 2*E^5 + 6*x^2)/2,x]","x^3+\frac{1}{2} \left(3+2 e^5\right) x","x^3+e^5 x+x+\frac{1}{4} (2 x+1)-e-6",1,"((3 + 2*E^5)*x)/2 + x^3","A",2,1,16,0.06250,1,"{12}"
6952,1,41,0,0.0400593,"\int \frac{1}{3} \left(-9+e^4 \left(-24-8 e^2\right)+78 x+24 e^2 x+\left(72+24 e^2\right) \log (x)+\left(36+12 e^2\right) \log ^2(x)\right) \, dx","Int[(-9 + E^4*(-24 - 8*E^2) + 78*x + 24*E^2*x + (72 + 24*E^2)*Log[x] + (36 + 12*E^2)*Log[x]^2)/3,x]","\left(13+4 e^2\right) x^2-\frac{1}{3} \left(9+24 e^4+8 e^6\right) x+4 \left(3+e^2\right) x \log ^2(x)","x \left(x+4 \left(3+e^2\right) \left(x+\log ^2(x)-\frac{2 e^4}{3}\right)-3\right)",1,"-1/3*((9 + 24*E^4 + 8*E^6)*x) + (13 + 4*E^2)*x^2 + 4*(3 + E^2)*x*Log[x]^2","A",6,4,48,0.08333,1,"{6, 12, 2295, 2296}"
6953,1,64,0,0.1703238,"\int \frac{12 x^2+3 e^2 x^2-10 x^3+4 x^4+e^3 \left(8 x+2 e^2 x-5 x^2\right)}{16+e^4-40 x+57 x^2-40 x^3+16 x^4+e^2 \left(8-10 x+8 x^2\right)} \, dx","Int[(12*x^2 + 3*E^2*x^2 - 10*x^3 + 4*x^4 + E^3*(8*x + 2*E^2*x - 5*x^2))/(16 + E^4 - 40*x + 57*x^2 - 40*x^3 + 16*x^4 + E^2*(8 - 10*x + 8*x^2)),x]","\frac{x}{4}-\frac{-8 \left(9-4 e^2+20 e^3\right) \left(x-\frac{5}{8}\right)+32 e^5+28 e^3+60 e^2+115}{8 \left(64 \left(x-\frac{5}{8}\right)^2+16 e^2+39\right)}","\frac{x^2 \left(x+e^3\right)}{4 x^2-5 x+e^2+4}",1,"-1/8*(115 + 60*E^2 + 28*E^3 + 32*E^5 - 8*(9 - 4*E^2 + 20*E^3)*(-5/8 + x))/(39 + 16*E^2 + 64*(-5/8 + x)^2) + x/4","B",6,6,83,0.07229,1,"{6, 1680, 12, 1814, 21, 8}"
6954,0,0,0,1.2476404,"\int \frac{\left(2 x^3+4 x^2 \log (4)+2 x \log ^2(4)\right) \log (\log (x) \log (\log (4)))+\left(4 x^3+6 x^2 \log (4)+2 x \log ^2(4)\right) \log (x) \log ^2(\log (x) \log (\log (4)))}{\log (x)} \, dx","Int[((2*x^3 + 4*x^2*Log[4] + 2*x*Log[4]^2)*Log[Log[x]*Log[Log[4]]] + (4*x^3 + 6*x^2*Log[4] + 2*x*Log[4]^2)*Log[x]*Log[Log[x]*Log[Log[4]]]^2)/Log[x],x]","\int \frac{\left(2 x^3+4 x^2 \log (4)+2 x \log ^2(4)\right) \log (\log (x) \log (\log (4)))+\left(4 x^3+6 x^2 \log (4)+2 x \log ^2(4)\right) \log (x) \log ^2(\log (x) \log (\log (4)))}{\log (x)} \, dx","x^2 (x+\log (4))^2 \log ^2(\log (\log (4)) \log (x))",1,"2*Log[4]^2*Defer[Int][(x*Log[Log[x]*Log[Log[4]]])/Log[x], x] + 4*Log[4]*Defer[Int][(x^2*Log[Log[x]*Log[Log[4]]])/Log[x], x] + 2*Defer[Int][(x^3*Log[Log[x]*Log[Log[4]]])/Log[x], x] + 2*Log[4]^2*Defer[Int][x*Log[Log[x]*Log[Log[4]]]^2, x] + 6*Log[4]*Defer[Int][x^2*Log[Log[x]*Log[Log[4]]]^2, x] + 4*Defer[Int][x^3*Log[Log[x]*Log[Log[4]]]^2, x]","F",0,0,0,0,-1,"{}"
6955,1,17,0,0.0459282,"\int -\frac{2}{\left(-e^4+5 e^{16}-x\right) \log \left(e^4-5 e^{16}+x\right)} \, dx","Int[-2/((-E^4 + 5*E^16 - x)*Log[E^4 - 5*E^16 + x]),x]","2 \log \left(\log \left(x+e^4 \left(1-5 e^{12}\right)\right)\right)","\log \left(\log ^2\left(x-5 e^{16}+e^4\right)\right)",1,"2*Log[Log[E^4*(1 - 5*E^12) + x]]","A",5,4,31,0.1290,1,"{12, 2390, 2302, 29}"
6956,1,14,0,0.5883186,"\int \frac{\left(4+4 x+4 e^x x\right) \log ^3\left(5+e^x+x+\log (x)\right)}{20 x+4 e^x x+4 x^2+4 x \log (x)+\left(5 x+e^x x+x^2+x \log (x)\right) \log ^4\left(5+e^x+x+\log (x)\right)} \, dx","Int[((4 + 4*x + 4*E^x*x)*Log[5 + E^x + x + Log[x]]^3)/(20*x + 4*E^x*x + 4*x^2 + 4*x*Log[x] + (5*x + E^x*x + x^2 + x*Log[x])*Log[5 + E^x + x + Log[x]]^4),x]","\log \left(\log ^4\left(x+e^x+\log (x)+5\right)+4\right)","\log \left(\frac{1}{2} \left(2-\log ^4\left(x+e^x+\log (x)+5\right)\right)-3\right)",1,"Log[4 + Log[5 + E^x + x + Log[x]]^4]","A",3,3,73,0.04110,1,"{6688, 12, 6684}"
6957,0,0,0,6.0847261,"\int \frac{-2 x^2-4 x^3+x^4+\left(8 x+18 x^2-x^4\right) \log (4+x)+\left(-8 x-18 x^2+x^4\right) \log ^2(4+x)+\left(\left(-8 x-2 x^2-4 x^3-x^4\right) \log (4+x)+\left(-8+6 x-2 x^2+3 x^3+x^4\right) \log ^2(4+x)\right) \log \left(\frac{2 x+(2-2 x) \log (4+x)}{\log (4+x)}\right)}{\left(-4 x^3-x^4\right) \log (4+x)+\left(-4 x^2+3 x^3+x^4\right) \log ^2(4+x)} \, dx","Int[(-2*x^2 - 4*x^3 + x^4 + (8*x + 18*x^2 - x^4)*Log[4 + x] + (-8*x - 18*x^2 + x^4)*Log[4 + x]^2 + ((-8*x - 2*x^2 - 4*x^3 - x^4)*Log[4 + x] + (-8 + 6*x - 2*x^2 + 3*x^3 + x^4)*Log[4 + x]^2)*Log[(2*x + (2 - 2*x)*Log[4 + x])/Log[4 + x]])/((-4*x^3 - x^4)*Log[4 + x] + (-4*x^2 + 3*x^3 + x^4)*Log[4 + x]^2),x]","\int \frac{-2 x^2-4 x^3+x^4+\left(8 x+18 x^2-x^4\right) \log (4+x)+\left(-8 x-18 x^2+x^4\right) \log ^2(4+x)+\left(\left(-8 x-2 x^2-4 x^3-x^4\right) \log (4+x)+\left(-8+6 x-2 x^2+3 x^3+x^4\right) \log ^2(4+x)\right) \log \left(\frac{2 x+(2-2 x) \log (4+x)}{\log (4+x)}\right)}{\left(-4 x^3-x^4\right) \log (4+x)+\left(-4 x^2+3 x^3+x^4\right) \log ^2(4+x)} \, dx","\frac{((x-4) x-2) \log \left(2 \left(-x+\frac{x}{\log (x+4)}+1\right)\right)}{x}-4",1,"x - 5*Log[1 - x] + 2*Log[x] + (15*Log[Log[4 + x]])/2 - LogIntegral[4 + x] + Defer[Int][1/(x*Log[4 + x]), x]/2 - 8*Defer[Int][(-x - Log[4 + x] + x*Log[4 + x])^(-1), x] - 5*Defer[Int][1/((-1 + x)*(-x - Log[4 + x] + x*Log[4 + x])), x] + (5*Defer[Int][1/(x*(-x - Log[4 + x] + x*Log[4 + x])), x])/2 + Defer[Int][x/(-x - Log[4 + x] + x*Log[4 + x]), x] + (75*Defer[Int][1/((4 + x)*(-x - Log[4 + x] + x*Log[4 + x])), x])/2 + Defer[Int][Log[2 - 2*x + (2*x)/Log[4 + x]], x] + 2*Defer[Int][Log[2 - 2*x + (2*x)/Log[4 + x]]/x^2, x]","F",0,0,0,0,-1,"{}"
6958,1,20,0,0.0328938,"\int \frac{-1-4 x+8 x^2+\left(-4 x+16 x^2\right) \log (x)}{9 x} \, dx","Int[(-1 - 4*x + 8*x^2 + (-4*x + 16*x^2)*Log[x])/(9*x),x]","-\frac{4}{9} \left(x-2 x^2\right) \log (x)-\frac{\log (x)}{9}","\frac{1}{9} (4 x (2 x-1)-1) \log (x)",1,"-1/9*Log[x] - (4*(x - 2*x^2)*Log[x])/9","A",7,3,29,0.1034,1,"{12, 14, 2313}"
6959,0,0,0,141.0328241,"\int \frac{\left(-2+16 e^{\frac{1}{5} (5-2 x)} x-2 x \log (x)\right) \log \left(\frac{1}{4} \left(-1+20 e^{\frac{1}{5} (5-2 x)}-x+(1+x) \log (x)\right)\right)}{-x+20 e^{\frac{1}{5} (5-2 x)} x-x^2+\left(x+x^2\right) \log (x)} \, dx","Int[((-2 + 16*E^((5 - 2*x)/5)*x - 2*x*Log[x])*Log[(-1 + 20*E^((5 - 2*x)/5) - x + (1 + x)*Log[x])/4])/(-x + 20*E^((5 - 2*x)/5)*x - x^2 + (x + x^2)*Log[x]),x]","\int \frac{\left(-2+16 e^{\frac{1}{5} (5-2 x)} x-2 x \log (x)\right) \log \left(\frac{1}{4} \left(-1+20 e^{\frac{1}{5} (5-2 x)}-x+(1+x) \log (x)\right)\right)}{-x+20 e^{\frac{1}{5} (5-2 x)} x-x^2+\left(x+x^2\right) \log (x)} \, dx","5-\log ^2\left(5 e^{1-\frac{2 x}{5}}+\frac{1}{4} (x+1) (\log (x)-1)\right)",1,"-2*Defer[Int][Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4]/(x*(-1 + Log[x])), x] + 2*Defer[Int][Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4]/((1 + x)*(-1 + Log[x])), x] - 2*Defer[Int][(Log[x]*Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4])/((1 + x)*(-1 + Log[x])), x] - 40*E*Defer[Int][Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4]/((1 + x)*(-1 + Log[x])*(20*E - E^((2*x)/5) - E^((2*x)/5)*x + E^((2*x)/5)*Log[x] + E^((2*x)/5)*x*Log[x])), x] + 40*E*Defer[Int][(Log[x]*Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4])/((1 + x)*(-1 + Log[x])*(20*E - E^((2*x)/5) - E^((2*x)/5)*x + E^((2*x)/5)*Log[x] + E^((2*x)/5)*x*Log[x])), x] - 16*E*Defer[Int][Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4]/((-1 + Log[x])*(20*E - E^((2*x)/5)*(1 + x) + E^((2*x)/5)*(1 + x)*Log[x])), x] + 40*E*Defer[Int][Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4]/(x*(-1 + Log[x])*(20*E - E^((2*x)/5)*(1 + x) + E^((2*x)/5)*(1 + x)*Log[x])), x] + 16*E*Defer[Int][(Log[x]*Log[(-1 + 20*E^(1 - (2*x)/5) - x + (1 + x)*Log[x])/4])/((-1 + Log[x])*(20*E - E^((2*x)/5)*(1 + x) + E^((2*x)/5)*(1 + x)*Log[x])), x]","F",0,0,0,0,-1,"{}"
6960,0,0,0,0.4846638,"\int \left(-1+e^{6 e^{3 x+3 x^2}+3 x+3 x^2} (18+36 x)\right) \, dx","Int[-1 + E^(6*E^(3*x + 3*x^2) + 3*x + 3*x^2)*(18 + 36*x),x]","\int \left(-1+e^{6 e^{3 x+3 x^2}+3 x+3 x^2} (18+36 x)\right) \, dx","-x+e^{6 e^{x (3 x+3)}}+4",1,"-x + 18*Defer[Int][E^(3*(2*E^(3*x*(1 + x)) + x + x^2)), x] + 36*Defer[Int][E^(3*(2*E^(3*x*(1 + x)) + x + x^2))*x, x]","F",0,0,0,0,-1,"{}"
6961,0,0,0,1.1534055,"\int \left(e^{5 x^3} \left(32-1920 x^2+480 x^3\right)+e^{10 x^3} \left(-128+32 x+7680 x^2-3840 x^3+480 x^4\right)+\left(64 x+e^{5 x^3} \left(-256 x+64 x^2\right)\right) \log (x)+\left(64 x+e^{5 x^3} \left(-256 x+96 x^2-1920 x^4+480 x^5\right)\right) \log ^2(x)+64 x^3 \log ^3(x)+64 x^3 \log ^4(x)\right) \, dx","Int[E^(5*x^3)*(32 - 1920*x^2 + 480*x^3) + E^(10*x^3)*(-128 + 32*x + 7680*x^2 - 3840*x^3 + 480*x^4) + (64*x + E^(5*x^3)*(-256*x + 64*x^2))*Log[x] + (64*x + E^(5*x^3)*(-256*x + 96*x^2 - 1920*x^4 + 480*x^5))*Log[x]^2 + 64*x^3*Log[x]^3 + 64*x^3*Log[x]^4,x]","\int \left(e^{5 x^3} \left(32-1920 x^2+480 x^3\right)+e^{10 x^3} \left(-128+32 x+7680 x^2-3840 x^3+480 x^4\right)+\left(64 x+e^{5 x^3} \left(-256 x+64 x^2\right)\right) \log (x)+\left(64 x+e^{5 x^3} \left(-256 x+96 x^2-1920 x^4+480 x^5\right)\right) \log ^2(x)+64 x^3 \log ^3(x)+64 x^3 \log ^4(x)\right) \, dx","16 \left(e^{5 x^3} (x-4)+x^2 \log ^2(x)+1\right)^2",1,"-128*E^(5*x^3) + 256*E^(10*x^3) - (64*ExpIntegralEi[5*x^3])/45 + (64*2^(2/3)*x*Gamma[1/3, -10*x^3])/(3*5^(1/3)*(-x^3)^(1/3)) - (32*x*Gamma[1/3, -5*x^3])/(3*5^(1/3)*(-x^3)^(1/3)) - (16*2^(1/3)*x^2*Gamma[2/3, -10*x^3])/(3*5^(2/3)*(-x^3)^(2/3)) + (64*2^(2/3)*x^4*Gamma[4/3, -10*x^3])/(5^(1/3)*(-x^3)^(4/3)) - (32*x^4*Gamma[4/3, -5*x^3])/(5^(1/3)*(-x^3)^(4/3)) - (8*2^(1/3)*x^5*Gamma[5/3, -10*x^3])/(5^(2/3)*(-x^3)^(5/3)) + 64*x^2*HypergeometricPFQ[{2/3, 2/3}, {5/3, 5/3}, 5*x^3] + (64*E^(5*x^3)*Log[x])/15 - (256*x^2*Gamma[2/3]*Log[x])/(3*5^(2/3)*(-x^3)^(2/3)) + (256*x^2*Gamma[2/3, -5*x^3]*Log[x])/(3*5^(2/3)*(-x^3)^(2/3)) + 32*x^2*Log[x]^2 + 16*x^4*Log[x]^4 - 256*Defer[Int][E^(5*x^3)*x*Log[x]^2, x] + 96*Defer[Int][E^(5*x^3)*x^2*Log[x]^2, x] - 1920*Defer[Int][E^(5*x^3)*x^4*Log[x]^2, x] + 480*Defer[Int][E^(5*x^3)*x^5*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
6962,0,0,0,0.2749537,"\int \frac{2 x^2+e^{4 x^x} \left(-2+x^x (8 x+8 x \log (x))\right)}{x^2} \, dx","Int[(2*x^2 + E^(4*x^x)*(-2 + x^x*(8*x + 8*x*Log[x])))/x^2,x]","\int \frac{2 x^2+e^{4 x^x} \left(-2+x^x (8 x+8 x \log (x))\right)}{x^2} \, dx","\frac{2 e^{4 x^x}}{x}+2 (x+9)",1,"2*x - 2*Defer[Int][E^(4*x^x)/x^2, x] + 8*Defer[Int][E^(4*x^x)*x^(-1 + x), x] + 8*Log[x]*Defer[Int][E^(4*x^x)*x^(-1 + x), x] - 8*Defer[Int][Defer[Int][E^(4*x^x)*x^(-1 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
6963,0,0,0,2.7092662,"\int \frac{\left(6 x-e^2 x+6 e^x x+2 x^2\right) \log \left(x^2\right)+\left(4 x-2 e^2 x+4 e^x x+4 x^2+\left(4-2 e^2+4 e^x+4 x\right) \log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)\right) \log \left(x+\log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)\right)}{4 x^2-2 e^2 x^2+4 e^x x^2+4 x^3+\left(4 x-2 e^2 x+4 e^x x+4 x^2\right) \log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)} \, dx","Int[((6*x - E^2*x + 6*E^x*x + 2*x^2)*Log[x^2] + (4*x - 2*E^2*x + 4*E^x*x + 4*x^2 + (4 - 2*E^2 + 4*E^x + 4*x)*Log[(4 + E^4 + 4*E^(2*x) + E^2*(-4 - 4*x) + 8*x + 4*x^2 + E^x*(8 - 4*E^2 + 8*x))/4])*Log[x + Log[(4 + E^4 + 4*E^(2*x) + E^2*(-4 - 4*x) + 8*x + 4*x^2 + E^x*(8 - 4*E^2 + 8*x))/4]])/(4*x^2 - 2*E^2*x^2 + 4*E^x*x^2 + 4*x^3 + (4*x - 2*E^2*x + 4*E^x*x + 4*x^2)*Log[(4 + E^4 + 4*E^(2*x) + E^2*(-4 - 4*x) + 8*x + 4*x^2 + E^x*(8 - 4*E^2 + 8*x))/4]),x]","\int \frac{\left(6 x-e^2 x+6 e^x x+2 x^2\right) \log \left(x^2\right)+\left(4 x-2 e^2 x+4 e^x x+4 x^2+\left(4-2 e^2+4 e^x+4 x\right) \log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)\right) \log \left(x+\log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)\right)}{4 x^2-2 e^2 x^2+4 e^x x^2+4 x^3+\left(4 x-2 e^2 x+4 e^x x+4 x^2\right) \log \left(\frac{1}{4} \left(4+e^4+4 e^{2 x}+e^2 (-4-4 x)+8 x+4 x^2+e^x \left(8-4 e^2+8 x\right)\right)\right)} \, dx","\frac{1}{2} \log \left(x^2\right) \log \left(x+\log \left(\left(x+e^x-\frac{e^2}{2}+1\right)^2\right)\right)",1,"(3*Defer[Int][Log[x^2]/(x + Log[(2 - E^2 + 2*E^x + 2*x)^2/4]), x])/2 + 2*Defer[Int][(x*Log[x^2])/((-2*E^x - 2*(1 - E^2/2) - 2*x)*(x + Log[(2 - E^2 + 2*E^x + 2*x)^2/4])), x] + E^2*Defer[Int][Log[x^2]/((2*E^x + 2*(1 - E^2/2) + 2*x)*(x + Log[(2 - E^2 + 2*E^x + 2*x)^2/4])), x] + Defer[Int][Log[x + Log[(2 - E^2 + 2*E^x + 2*x)^2/4]]/x, x]","F",0,0,0,0,-1,"{}"
6964,-1,0,0,179.999989,"\int \frac{e^{16} \left(54+3 e^2-54 x-18 x^2-12 e x^2-18 x^3\right)+e^{16-\frac{x}{2}} \left(36+e^2 (6-3 x)-36 x-12 x^2-15 e x^2-12 x^3\right)+e^{16+\frac{x}{2}} \left(36-36 x-12 x^2-3 e x^2-12 x^3\right)+e^{16+x} \left(9-9 x-3 x^2-3 x^3\right)+e^{16-x} \left(9+e^2 (3-3 x)-9 x-3 x^2-6 e x^2-3 x^3\right)}{9+e^4+4 e^3 x+6 x^2+x^4+e^2 \left(6+6 x^2\right)+e \left(12 x+4 x^3\right)+e^{2 x} \left(9+6 x^2+x^4\right)+e^{3 x/2} \left(36+24 x^2+4 x^4+e \left(12 x+4 x^3\right)\right)+e^x \left(54+36 x^2+6 x^4+e^2 \left(6+6 x^2\right)+e \left(36 x+12 x^3\right)\right)+e^{x/2} \left(36+4 e^3 x+24 x^2+4 x^4+e^2 \left(12+12 x^2\right)+e \left(36 x+12 x^3\right)\right)} \, dx","Int[(E^16*(54 + 3*E^2 - 54*x - 18*x^2 - 12*E*x^2 - 18*x^3) + E^(16 - x/2)*(36 + E^2*(6 - 3*x) - 36*x - 12*x^2 - 15*E*x^2 - 12*x^3) + E^(16 + x/2)*(36 - 36*x - 12*x^2 - 3*E*x^2 - 12*x^3) + E^(16 + x)*(9 - 9*x - 3*x^2 - 3*x^3) + E^(16 - x)*(9 + E^2*(3 - 3*x) - 9*x - 3*x^2 - 6*E*x^2 - 3*x^3))/(9 + E^4 + 4*E^3*x + 6*x^2 + x^4 + E^2*(6 + 6*x^2) + E*(12*x + 4*x^3) + E^(2*x)*(9 + 6*x^2 + x^4) + E^((3*x)/2)*(36 + 24*x^2 + 4*x^4 + E*(12*x + 4*x^3)) + E^x*(54 + 36*x^2 + 6*x^4 + E^2*(6 + 6*x^2) + E*(36*x + 12*x^3)) + E^(x/2)*(36 + 4*E^3*x + 24*x^2 + 4*x^4 + E^2*(12 + 12*x^2) + E*(36*x + 12*x^3))),x]","\text{\$Aborted}","\frac{3 e^{16-x} x}{\left(x+\frac{e}{e^{x/2}+1}\right)^2+3}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6965,1,22,0,0.0244184,"\int \frac{1}{72} e^{-x} \left(-1-480 e^x+4 e^{2 x}\right) \, dx","Int[(-1 - 480*E^x + 4*E^(2*x))/(72*E^x),x]","-\frac{20 x}{3}+\frac{e^{-x}}{72}+\frac{e^x}{18}","\frac{1}{18} \left(-120 x+\frac{e^{-x}}{4}+e^x\right)",1,"1/(72*E^x) + E^x/18 - (20*x)/3","A",4,3,23,0.1304,1,"{12, 2282, 14}"
6966,1,57,0,1.1687712,"\int \frac{6 x+3 x^2+e^4 \left(6 x+3 x^2\right)+\left(6 x+3 x^2\right) \log (3)+\left(-170-414 x-241 x^2-53 x^3-4 x^4+e^4 \left(-170-244 x-82 x^2-8 x^3\right)+\left(-170-244 x-82 x^2-8 x^3\right) \log (3)\right) \log \left(\frac{17+4 x}{5+x}\right)}{\left(170 x+159 x^2+45 x^3+4 x^4\right) \log \left(\frac{17+4 x}{5+x}\right)} \, dx","Int[(6*x + 3*x^2 + E^4*(6*x + 3*x^2) + (6*x + 3*x^2)*Log[3] + (-170 - 414*x - 241*x^2 - 53*x^3 - 4*x^4 + E^4*(-170 - 244*x - 82*x^2 - 8*x^3) + (-170 - 244*x - 82*x^2 - 8*x^3)*Log[3])*Log[(17 + 4*x)/(5 + x)])/((170*x + 159*x^2 + 45*x^3 + 4*x^4)*Log[(17 + 4*x)/(5 + x)]),x]","-x-\frac{1}{2} \left(2+2 e^4+\log (9)\right) \log (x)-\frac{1}{2} \left(2+2 e^4+\log (9)\right) \log (x+2)+\left(1+e^4+\log (3)\right) \log \left(\log \left(\frac{4 x+17}{x+5}\right)\right)","\left(1+e^4+\log (3)\right) \log \left(\frac{5 \log \left(4-\frac{3}{x+5}\right)}{x (x+2)}\right)-x",1,"-x - ((2 + 2*E^4 + Log[9])*Log[x])/2 - ((2 + 2*E^4 + Log[9])*Log[2 + x])/2 + (1 + E^4 + Log[3])*Log[Log[(17 + 4*x)/(5 + x)]]","A",7,5,140,0.03571,1,"{6, 6688, 6742, 893, 2504}"
6967,1,32,0,0.0310483,"\int \frac{4+4 x-8 x^2+e^{2 x} \left(-x-2 x^2\right)}{4 x} \, dx","Int[(4 + 4*x - 8*x^2 + E^(2*x)*(-x - 2*x^2))/(4*x),x]","-x^2+x+\frac{e^{2 x}}{8}-\frac{1}{8} e^{2 x} (2 x+1)+\log (x)","-x^2-\frac{e^{2 x} x^2}{\log \left(e^{4 x}\right)}+x+\log (x)+4",1,"E^(2*x)/8 + x - x^2 - (E^(2*x)*(1 + 2*x))/8 + Log[x]","A",7,4,32,0.1250,1,"{12, 14, 2176, 2194}"
6968,0,0,0,0.8701631,"\int \frac{2+3 x-2 x^2+6 x^3+e^{2 x} (2+8 x)+e^x \left(2+13 x+14 x^2\right)}{x+e^{2 x} x-x^2+x^3+e^x \left(x+2 x^2\right)} \, dx","Int[(2 + 3*x - 2*x^2 + 6*x^3 + E^(2*x)*(2 + 8*x) + E^x*(2 + 13*x + 14*x^2))/(x + E^(2*x)*x - x^2 + x^3 + E^x*(x + 2*x^2)),x]","\int \frac{2+3 x-2 x^2+6 x^3+e^{2 x} (2+8 x)+e^x \left(2+13 x+14 x^2\right)}{x+e^{2 x} x-x^2+x^3+e^x \left(x+2 x^2\right)} \, dx","\log \left(\frac{1}{4} x^2 \left(5 \left(\left(x+e^x\right)^2+e^x-x\right)+5\right)\right)+6 x",1,"8*x + 2*Log[x] - 3*Defer[Int][(1 + E^x + E^(2*x) - x + 2*E^x*x + x^2)^(-1), x] + Defer[Int][E^x/(1 + E^x + E^(2*x) - x + 2*E^x*x + x^2), x] + 4*Defer[Int][x/(1 + E^x + E^(2*x) - x + 2*E^x*x + x^2), x] - 2*Defer[Int][(E^x*x)/(1 + E^x + E^(2*x) - x + 2*E^x*x + x^2), x] - 2*Defer[Int][x^2/(1 + E^x + E^(2*x) - x + 2*E^x*x + x^2), x]","F",0,0,0,0,-1,"{}"
6969,1,19,0,0.0059338,"\int -\frac{\log (2)}{x^4 (i \pi +\log (5))} \, dx","Int[-(Log[2]/(x^4*(I*Pi + Log[5]))),x]","\frac{\log (2)}{3 x^3 (\log (5)+i \pi )}","\frac{\log (2)}{3 x^3 (\log (5)+i \pi )}",1,"Log[2]/(3*x^3*(I*Pi + Log[5]))","A",2,2,17,0.1176,1,"{12, 30}"
6970,1,22,0,0.0259134,"\int \frac{6+3 x+6 x^3-2 \log \left(x^3\right)}{2 x^2} \, dx","Int[(6 + 3*x + 6*x^3 - 2*Log[x^3])/(2*x^2),x]","\frac{\log \left(x^3\right)}{x}+\frac{3 x^2}{2}+\frac{3 \log (x)}{2}","\frac{\log \left(x^3\right)}{x}+\frac{3}{2} \left(x^2-\log \left(\frac{6-e^2}{x}\right)\right)",1,"(3*x^2)/2 + (3*Log[x])/2 + Log[x^3]/x","A",6,3,23,0.1304,1,"{12, 14, 2304}"
6971,0,0,0,0.2165465,"\int \frac{4+e^4 x+e^{4-x+e^{-x} x} (-1+x) x}{x} \, dx","Int[(4 + E^4*x + E^(4 - x + x/E^x)*(-1 + x)*x)/x,x]","\int \frac{4+e^4 x+e^{4-x+e^{-x} x} (-1+x) x}{x} \, dx","2 \log \left(x^2\right)+e^4 \left(x-e^{e^{-x} x}\right)-3",1,"E^4*x + 4*Log[x] - Defer[Int][E^(4 + (-1 + E^(-x))*x), x] + Defer[Int][E^(4 + (-1 + E^(-x))*x)*x, x]","F",0,0,0,0,-1,"{}"
6972,0,0,0,2.7261671,"\int \frac{6250 x+1500 x^2-100 x^3-125 x^4+10 e^{2 x} x^5+10 e^{2 x} x^7+e^x x \left(-500 x^3+21 x^5+20 e^x x^5+x^6-x^7\right)+e^x \left(-500 x^3-20 x^4+22 x^5+2 x^6-x^7\right)}{3125-250 e^x x^2+5 e^{2 x} x^4+5 e^{2 x} x^6+e^x x \left(-250 x^2+10 e^x x^4\right)} \, dx","Int[(6250*x + 1500*x^2 - 100*x^3 - 125*x^4 + 10*E^(2*x)*x^5 + 10*E^(2*x)*x^7 + E^x*x*(-500*x^3 + 21*x^5 + 20*E^x*x^5 + x^6 - x^7) + E^x*(-500*x^3 - 20*x^4 + 22*x^5 + 2*x^6 - x^7))/(3125 - 250*E^x*x^2 + 5*E^(2*x)*x^4 + 5*E^(2*x)*x^6 + E^x*x*(-250*x^2 + 10*E^x*x^4)),x]","\int \frac{6250 x+1500 x^2-100 x^3-125 x^4+10 e^{2 x} x^5+10 e^{2 x} x^7+e^x x \left(-500 x^3+21 x^5+20 e^x x^5+x^6-x^7\right)+e^x \left(-500 x^3-20 x^4+22 x^5+2 x^6-x^7\right)}{3125-250 e^x x^2+5 e^{2 x} x^4+5 e^{2 x} x^6+e^x x \left(-250 x^2+10 e^x x^4\right)} \, dx","x \left(\frac{(x-4) (x+5)}{5 \left(-\frac{25}{x^2}+e^x x+e^x\right)}+x\right)",1,"x^2 + 100*Defer[Int][(-25 + E^x*x^2 + E^x*x^3)^(-2), x] - 100*Defer[Int][x/(-25 + E^x*x^2 + E^x*x^3)^2, x] + 300*Defer[Int][x^2/(-25 + E^x*x^2 + E^x*x^3)^2, x] + 90*Defer[Int][x^3/(-25 + E^x*x^2 + E^x*x^3)^2, x] - 20*Defer[Int][x^4/(-25 + E^x*x^2 + E^x*x^3)^2, x] - 5*Defer[Int][x^5/(-25 + E^x*x^2 + E^x*x^3)^2, x] - 100*Defer[Int][1/((1 + x)*(-25 + E^x*x^2 + E^x*x^3)^2), x] + 4*Defer[Int][(-25 + E^x*x^2 + E^x*x^3)^(-1), x] - 4*Defer[Int][x/(-25 + E^x*x^2 + E^x*x^3), x] + (22*Defer[Int][x^3/(-25 + E^x*x^2 + E^x*x^3), x])/5 + Defer[Int][x^4/(-25 + E^x*x^2 + E^x*x^3), x]/5 - Defer[Int][x^5/(-25 + E^x*x^2 + E^x*x^3), x]/5 - 4*Defer[Int][1/((1 + x)*(-25 + E^x*x^2 + E^x*x^3)), x]","F",0,0,0,0,-1,"{}"
6973,1,11,0,0.0051139,"\int \frac{-e^4+3 x^2}{x^2} \, dx","Int[(-E^4 + 3*x^2)/x^2,x]","3 x+\frac{e^4}{x}","\frac{e^4}{x}+3 \log \left(\frac{e^x}{5}\right)+10",1,"E^4/x + 3*x","A",2,1,15,0.06667,1,"{14}"
6974,1,86,0,0.4227764,"\int \frac{48 x-1168 x^2-1216 x^3+336 x^4+2000 x^5+\left(32-784 x-800 x^2-48 x^3+1600 x^4\right) \log (x)+\left(16-384 x-800 x^2-400 x \log (x)\right) \log \left(x^2\right)}{x} \, dx","Int[(48*x - 1168*x^2 - 1216*x^3 + 336*x^4 + 2000*x^5 + (32 - 784*x - 800*x^2 - 48*x^3 + 1600*x^4)*Log[x] + (16 - 384*x - 800*x^2 - 400*x*Log[x])*Log[x^2])/x,x]","400 x^5-16 x^4+400 x^4 \log (x)-400 x^3-16 x^3 \log (x)+16 x^2+4 \log ^2\left(x^2\right)-400 x^2 \log (x)-400 x^2 \log \left(x^2\right)-400 x \log (x) \log \left(x^2\right)+16 x \log \left(x^2\right)+16 \log ^2(x)+16 x \log (x)","16 \left(x-25 x^2\right) (x+\log (x)) \left(\frac{\log \left(x^2\right)+x}{x}-x^2\right)",1,"16*x^2 - 400*x^3 - 16*x^4 + 400*x^5 + 16*x*Log[x] - 400*x^2*Log[x] - 16*x^3*Log[x] + 400*x^4*Log[x] + 16*Log[x]^2 + 16*x*Log[x^2] - 400*x^2*Log[x^2] - 400*x*Log[x]*Log[x^2] + 4*Log[x^2]^2","B",19,7,71,0.09859,1,"{14, 6742, 2357, 2295, 2301, 2304, 2361}"
6975,0,0,0,1.403736,"\int \frac{x-x^2+\left(1250-2500 x+e^x \left(-2500 x+2500 x^2\right)\right) \log \left(-\frac{e^{2 e^x}}{-x+x^2}\right)}{-5 x+5 x^2+e \left(-4 x+4 x^2\right)} \, dx","Int[(x - x^2 + (1250 - 2500*x + E^x*(-2500*x + 2500*x^2))*Log[-(E^(2*E^x)/(-x + x^2))])/(-5*x + 5*x^2 + E*(-4*x + 4*x^2)),x]","\int \frac{x-x^2+\left(1250-2500 x+e^x \left(-2500 x+2500 x^2\right)\right) \log \left(-\frac{e^{2 e^x}}{-x+x^2}\right)}{-5 x+5 x^2+e \left(-4 x+4 x^2\right)} \, dx","\frac{625 \log ^2\left(\frac{e^{2 e^x}}{x-x^2}\right)-x}{5+4 e}",1,"(-2500*E^(2*x))/(5 + 4*E) - x/(5 + 4*E) + (2500*E*ExpIntegralEi[-1 + x])/(5 + 4*E) + (2500*ExpIntegralEi[x])/(5 + 4*E) + (2500*E^x*Log[E^(2*E^x)/((1 - x)*x)])/(5 + 4*E) + (1250*Defer[Int][Log[E^(2*E^x)/((1 - x)*x)]/(1 - x), x])/(5 + 4*E) - (1250*Defer[Int][Log[E^(2*E^x)/((1 - x)*x)]/x, x])/(5 + 4*E)","F",0,0,0,0,-1,"{}"
6976,1,11,0,0.0023699,"\int (242 x-22 \log (5)) \, dx","Int[242*x - 22*Log[5],x]","121 x^2-22 x \log (5)","(11 x-\log (5))^2",1,"121*x^2 - 22*x*Log[5]","A",1,0,8,0,1,"{}"
6977,1,29,0,0.0885533,"\int \frac{e^x (-8+x)+x+(-8+x) \log (2)+(-8+x) \log (8-x)}{-8+x} \, dx","Int[(E^x*(-8 + x) + x + (-8 + x)*Log[2] + (-8 + x)*Log[8 - x])/(-8 + x),x]","e^x+x \log (2)-(8-x) \log (8-x)+8 \log (8-x)","e^x+x (\log (8-x)+\log (2))+14",1,"E^x + x*Log[2] + 8*Log[8 - x] - (8 - x)*Log[8 - x]","A",7,5,31,0.1613,1,"{6688, 2194, 43, 2389, 2295}"
6978,1,26,0,0.7976105,"\int \frac{-3 x^5+\left(1536+384 x+1536 x^2+384 x^3+28 x^5+7 x^6\right) \log (4+x) \log (\log (4+x))}{\left(24 x^5+6 x^6\right) \log (4+x) \log (\log (4+x))} \, dx","Int[(-3*x^5 + (1536 + 384*x + 1536*x^2 + 384*x^3 + 28*x^5 + 7*x^6)*Log[4 + x]*Log[Log[4 + x]])/((24*x^5 + 6*x^6)*Log[4 + x]*Log[Log[4 + x]]),x]","-\frac{16}{x^4}-\frac{32}{x^2}+\frac{7 x}{6}-\frac{1}{2} \log (\log (\log (x+4)))","-\left(\frac{4}{x^2}+4\right)^2+x+\frac{1}{2} \left(\frac{x}{3}-\log (\log (\log (x+4)))+4\right)-4",1,"-16/x^4 - 32/x^2 + (7*x)/6 - Log[Log[Log[4 + x]]]/2","A",6,4,68,0.05882,1,"{1593, 6742, 14, 6684}"
6979,1,45,0,0.2684287,"\int \frac{(1-x) \log (5)+\left(-4 x+2 x^2+\left(4+2 x-2 x^2\right) \log (5)\right) \log (-2+x)+(2-x) \log (5) \log (-2+x) \log (\log (-2+x))}{(-2+x) \log (5) \log (-2+x)} \, dx","Int[((1 - x)*Log[5] + (-4*x + 2*x^2 + (4 + 2*x - 2*x^2)*Log[5])*Log[-2 + x] + (2 - x)*Log[5]*Log[-2 + x]*Log[Log[-2 + x]])/((-2 + x)*Log[5]*Log[-2 + x]),x]","\frac{x^2 (2-\log (25))}{2 \log (5)}-\frac{x \log (25)}{\log (5)}+(2-x) \log (\log (x-2))-\log (\log (x-2))","-x^2+\frac{x^2+1}{\log (5)}-2 x+(1-x) \log (\log (x-2))+2",1,"(x^2*(2 - Log[25]))/(2*Log[5]) - (x*Log[25])/Log[5] - Log[Log[-2 + x]] + (2 - x)*Log[Log[-2 + x]]","A",13,9,69,0.1304,1,"{12, 6688, 6, 2411, 2353, 2298, 2302, 29, 2520}"
6980,-1,0,0,180.0095689,"\int \frac{x^2-2 x^3-\log (2)+e^{2+x} \left(9 x^2-6 x^3+7 x^4-2 x^5+x^6+\left(-6 x+2 x^2-2 x^3\right) \log (2)+\log ^2(2)\right)}{9 x^2-6 x^3+7 x^4-2 x^5+x^6+\left(-6 x+2 x^2-2 x^3\right) \log (2)+\log ^2(2)} \, dx","Int[(x^2 - 2*x^3 - Log[2] + E^(2 + x)*(9*x^2 - 6*x^3 + 7*x^4 - 2*x^5 + x^6 + (-6*x + 2*x^2 - 2*x^3)*Log[2] + Log[2]^2))/(9*x^2 - 6*x^3 + 7*x^4 - 2*x^5 + x^6 + (-6*x + 2*x^2 - 2*x^3)*Log[2] + Log[2]^2),x]","\text{\$Aborted}","\frac{x}{-\left(\left(x-x^2\right) x\right)+3 x-\log (2)}+e^{x+2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
6981,1,32,0,0.2318969,"\int \frac{e^{-x} \left(-e^{4+x}+x^2+2 x^3-x^4\right)}{5 x^2} \, dx","Int[(-E^(4 + x) + x^2 + 2*x^3 - x^4)/(5*E^x*x^2),x]","\frac{1}{5} e^{-x} x^2-\frac{e^{-x}}{5}+\frac{e^4}{5 x}","\frac{1}{5} e^{-x} \left(x^2+\frac{e^{x+4}}{x}-1\right)",1,"-1/5*1/E^x + E^4/(5*x) + x^2/(5*E^x)","A",9,4,33,0.1212,1,"{12, 6742, 2194, 2176}"
6982,1,27,0,0.3734112,"\int \frac{e^8+4 e^{12}+\left(e^8+4 e^{12}\right) \log (x)-16 e^4 \log ^2(x)}{4 e^4 x^2 \log ^2(x)} \, dx","Int[(E^8 + 4*E^12 + (E^8 + 4*E^12)*Log[x] - 16*E^4*Log[x]^2)/(4*E^4*x^2*Log[x]^2),x]","\frac{4}{x}-\frac{e^4 \left(1+4 e^4\right)}{4 x \log (x)}","\frac{4-\frac{e^4 \left(\frac{1}{4}+e^4\right)}{\log (x)}}{x}",1,"4/x - (E^4*(1 + 4*E^4))/(4*x*Log[x])","A",10,6,44,0.1364,1,"{12, 6741, 6742, 2306, 2309, 2178}"
6983,1,13,0,0.0099358,"\int \frac{-123-4 e^{-4 x/41} x^2}{41 x^2} \, dx","Int[(-123 - (4*x^2)/E^((4*x)/41))/(41*x^2),x]","e^{-4 x/41}+\frac{3}{x}","e^{-4 x/41}-\frac{x \log (3)-3}{x}",1,"E^((-4*x)/41) + 3/x","A",4,3,21,0.1429,1,"{12, 14, 2194}"
6984,0,0,0,1.3825373,"\int \frac{-30+e^{\frac{1}{20} \left(40+e^{-1+x^2} (-1+2 x)\right)} \left(10 e^x x+e^{-1+x+x^2} \left(x-x^2+2 x^3\right)\right)}{10 x} \, dx","Int[(-30 + E^((40 + E^(-1 + x^2)*(-1 + 2*x))/20)*(10*E^x*x + E^(-1 + x + x^2)*(x - x^2 + 2*x^3)))/(10*x),x]","\int \frac{-30+e^{\frac{1}{20} \left(40+e^{-1+x^2} (-1+2 x)\right)} \left(10 e^x x+e^{-1+x+x^2} \left(x-x^2+2 x^3\right)\right)}{10 x} \, dx","e^{-\frac{1}{20} e^{x^2-1} (1-2 x)+x+2}-3 \log (x)",1,"-3*Log[x] + Defer[Int][E^(2 + x + (E^(-1 + x^2)*(-1 + 2*x))/20), x] + Defer[Int][E^(1 + x + x^2 + (E^(-1 + x^2)*(-1 + 2*x))/20), x]/10 - Defer[Int][E^(1 + x + x^2 + (E^(-1 + x^2)*(-1 + 2*x))/20)*x, x]/10 + Defer[Int][E^(1 + x + x^2 + (E^(-1 + x^2)*(-1 + 2*x))/20)*x^2, x]/5","F",0,0,0,0,-1,"{}"
6985,0,0,0,2.1674584,"\int \frac{-16 x-2 x^2-8 x^4-4 x^5+\left(-8 x-2 x^2+8 x^4+2 x^5\right) \log \left(\frac{16+8 x+x^2-32 x^3-16 x^4-2 x^5+16 x^6+8 x^7+x^8}{x^4}\right)}{\left(-4-x+4 x^3+x^4\right) \log ^2\left(\frac{16+8 x+x^2-32 x^3-16 x^4-2 x^5+16 x^6+8 x^7+x^8}{x^4}\right)} \, dx","Int[(-16*x - 2*x^2 - 8*x^4 - 4*x^5 + (-8*x - 2*x^2 + 8*x^4 + 2*x^5)*Log[(16 + 8*x + x^2 - 32*x^3 - 16*x^4 - 2*x^5 + 16*x^6 + 8*x^7 + x^8)/x^4])/((-4 - x + 4*x^3 + x^4)*Log[(16 + 8*x + x^2 - 32*x^3 - 16*x^4 - 2*x^5 + 16*x^6 + 8*x^7 + x^8)/x^4]^2),x]","\int \frac{-16 x-2 x^2-8 x^4-4 x^5+\left(-8 x-2 x^2+8 x^4+2 x^5\right) \log \left(\frac{16+8 x+x^2-32 x^3-16 x^4-2 x^5+16 x^6+8 x^7+x^8}{x^4}\right)}{\left(-4-x+4 x^3+x^4\right) \log ^2\left(\frac{16+8 x+x^2-32 x^3-16 x^4-2 x^5+16 x^6+8 x^7+x^8}{x^4}\right)} \, dx","\frac{x^2}{\log \left((x+4)^2 \left(x-\frac{1}{x^2}\right)^2\right)}",1,"8*Defer[Int][Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^(-2), x] - ((4*I)*Defer[Int][1/((-1 + I*Sqrt[3] - 2*x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x])/Sqrt[3] - 2*Defer[Int][1/((-1 + x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x] - 4*Defer[Int][x/Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2, x] - 32*Defer[Int][1/((4 + x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x] + (2*(3 + I*Sqrt[3])*Defer[Int][1/((1 - I*Sqrt[3] + 2*x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x])/3 - ((4*I)*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x])/Sqrt[3] + (2*(3 - I*Sqrt[3])*Defer[Int][1/((1 + I*Sqrt[3] + 2*x)*Log[(-4 - x + 4*x^3 + x^4)^2/x^4]^2), x])/3 + 2*Defer[Int][x/Log[(-4 - x + 4*x^3 + x^4)^2/x^4], x]","F",0,0,0,0,-1,"{}"
6986,1,13,0,0.0045781,"\int \frac{81-9 x^2}{2 x^2} \, dx","Int[(81 - 9*x^2)/(2*x^2),x]","-\frac{9 x}{2}-\frac{81}{2 x}","\log ^2(9)-\frac{(9-3 x)^2}{2 x}",1,"-81/(2*x) - (9*x)/2","A",3,2,14,0.1429,1,"{12, 14}"
6987,1,31,0,0.6265829,"\int \frac{-15+e^{\frac{1}{5} \left(e^{40+x} x+e^{40} (5+10 x)\right)} \left(-30 e^{40}+e^{40+x} (-3-3 x)\right)}{\left(5 e^{\frac{1}{5} \left(e^{40+x} x+e^{40} (5+10 x)\right)}+5 x\right) \log ^2\left(e^{\frac{1}{5} \left(e^{40+x} x+e^{40} (5+10 x)\right)}+x\right)} \, dx","Int[(-15 + E^((E^(40 + x)*x + E^40*(5 + 10*x))/5)*(-30*E^40 + E^(40 + x)*(-3 - 3*x)))/((5*E^((E^(40 + x)*x + E^40*(5 + 10*x))/5) + 5*x)*Log[E^((E^(40 + x)*x + E^40*(5 + 10*x))/5) + x]^2),x]","\frac{3}{\log \left(x+e^{\frac{1}{5} \left(e^{x+40} x+5 e^{40} (2 x+1)\right)}\right)}","\frac{3}{\log \left(x+e^{e^{40} \left(\left(\frac{e^x}{5}+2\right) x+1\right)}\right)}+1",1,"3/Log[E^((E^(40 + x)*x + 5*E^40*(1 + 2*x))/5) + x]","A",1,1,103,0.009709,1,"{6686}"
6988,1,9,0,0.001922,"\int (-1+\log (2)) \, dx","Int[-1 + Log[2],x]","-x (1-\log (2))","x^3+x \left(\log (2)-x^2\right)-x-e^3+6",1,"-(x*(1 - Log[2]))","A",1,1,4,0.2500,1,"{8}"
6989,0,0,0,0.923317,"\int \frac{-72+36 x+e^{x^2} \left(36-20 x-72 x^2+18 x^3\right)}{4-4 e^{x^2}+e^{2 x^2}} \, dx","Int[(-72 + 36*x + E^x^2*(36 - 20*x - 72*x^2 + 18*x^3))/(4 - 4*E^x^2 + E^(2*x^2)),x]","\int \frac{-72+36 x+e^{x^2} \left(36-20 x-72 x^2+18 x^3\right)}{4-4 e^{x^2}+e^{2 x^2}} \, dx","\frac{9 ((5-x) x-x) x+x}{e^{x^2} x-2 x}",1,"-(2 - E^x^2)^(-1) + (9*x^2)/(2 - E^x^2) + 36*Defer[Int][(-2 + E^x^2)^(-1), x] - 144*Defer[Int][x^2/(-2 + E^x^2)^2, x] - 72*Defer[Int][x^2/(-2 + E^x^2), x]","F",0,0,0,0,-1,"{}"
6990,1,22,0,0.1820588,"\int \frac{-4 x+(-20+4 x) \log (-5+x)}{(-5+x) \log ^2(-5+x)} \, dx","Int[(-4*x + (-20 + 4*x)*Log[-5 + x])/((-5 + x)*Log[-5 + x]^2),x]","\frac{20}{\log (x-5)}-\frac{4 (5-x)}{\log (x-5)}","\frac{4 x}{\log (x-5)}",1,"20/Log[-5 + x] - (4*(5 - x))/Log[-5 + x]","B",11,8,26,0.3077,1,"{6742, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
6991,1,29,0,0.3018061,"\int \frac{90 x^2 \log ^2(3)+e^{x^2} \left(-300 x-300 x^3\right) \log ^2(3)}{225+60 x^3 \log ^2(3)+100 e^{2 x^2} x^4 \log ^4(3)+4 x^6 \log ^4(3)+e^{x^2} \left(-300 x^2 \log ^2(3)-40 x^5 \log ^4(3)\right)} \, dx","Int[(90*x^2*Log[3]^2 + E^x^2*(-300*x - 300*x^3)*Log[3]^2)/(225 + 60*x^3*Log[3]^2 + 100*E^(2*x^2)*x^4*Log[3]^4 + 4*x^6*Log[3]^4 + E^x^2*(-300*x^2*Log[3]^2 - 40*x^5*Log[3]^4)),x]","-\frac{15}{2 x^3 \log ^2(3)-10 e^{x^2} x^2 \log ^2(3)+15}","\frac{3}{2 \left(e^{x^2}-\frac{x}{5}\right) x^2 \log ^2(3)-3}",1,"-15/(15 - 10*E^x^2*x^2*Log[3]^2 + 2*x^3*Log[3]^2)","A",3,3,93,0.03226,1,"{6688, 12, 6686}"
6992,0,0,0,1.3385971,"\int \frac{-10 x-4 e^5 x+x^2+\left(-20 x-8 e^5 x+4 x^2\right) \log \left(4 e^x\right)+\left(-10-4 e^5\right) \log ^2\left(4 e^x\right)}{2 x^4+8 x^3 \log ^2\left(4 e^x\right)+8 x^2 \log ^4\left(4 e^x\right)} \, dx","Int[(-10*x - 4*E^5*x + x^2 + (-20*x - 8*E^5*x + 4*x^2)*Log[4*E^x] + (-10 - 4*E^5)*Log[4*E^x]^2)/(2*x^4 + 8*x^3*Log[4*E^x]^2 + 8*x^2*Log[4*E^x]^4),x]","\int \frac{-10 x-4 e^5 x+x^2+\left(-20 x-8 e^5 x+4 x^2\right) \log \left(4 e^x\right)+\left(-10-4 e^5\right) \log ^2\left(4 e^x\right)}{2 x^4+8 x^3 \log ^2\left(4 e^x\right)+8 x^2 \log ^4\left(4 e^x\right)} \, dx","\frac{-x+\frac{x+5}{2}+e^5}{x \left(x+2 \log ^2\left(4 e^x\right)\right)}",1,"-1/2*1/(x + 2*Log[4*E^x]^2) - ((5 + 2*E^5)*Defer[Int][1/(x*(x + 2*Log[4*E^x]^2)^2), x])/2 - 2*(5 + 2*E^5)*Defer[Int][Log[4*E^x]/(x*(x + 2*Log[4*E^x]^2)^2), x] - ((5 + 2*E^5)*Defer[Int][1/(x^2*(x + 2*Log[4*E^x]^2)), x])/2","F",0,0,0,0,-1,"{}"
6993,1,34,0,0.0839025,"\int \frac{-6-2 x^2+8 x^4+\left(3+x^2-4 x^4\right) \log (4)}{x+x^3+4 x^4+4 x^5} \, dx","Int[(-6 - 2*x^2 + 8*x^4 + (3 + x^2 - 4*x^4)*Log[4])/(x + x^3 + 4*x^4 + 4*x^5),x]","(2-\log (4)) \log \left(4 x^4+4 x^3+x^2+1\right)-3 (2-\log (4)) \log (x)","(2-\log (4)) \log \left(\frac{x+\frac{1}{x}}{4 x^2}+x+1\right)",1,"-3*(2 - Log[4])*Log[x] + (2 - Log[4])*Log[1 + x^2 + 4*x^3 + 4*x^4]","A",3,2,43,0.04651,1,"{2074, 1587}"
6994,1,27,0,0.4353693,"\int \frac{2-15 x-15 e^4 x+30 x^2+\left(e^4-2 x\right) \log \left(x^2\right)+\left(-15 x+\log \left(x^2\right)\right) \log \left(-15 x+\log \left(x^2\right)\right)}{\left(15 e^4 x^2-15 x^3\right) \log ^2(5)+\left(-e^4 x+x^2\right) \log ^2(5) \log \left(x^2\right)+\left(15 x^2 \log ^2(5)-x \log ^2(5) \log \left(x^2\right)\right) \log \left(-15 x+\log \left(x^2\right)\right)+\left(-15 e^4 x^2+15 x^3+\left(e^4 x-x^2\right) \log \left(x^2\right)+\left(-15 x^2+x \log \left(x^2\right)\right) \log \left(-15 x+\log \left(x^2\right)\right)\right) \log \left(e^4 x-x^2+x \log \left(-15 x+\log \left(x^2\right)\right)\right)} \, dx","Int[(2 - 15*x - 15*E^4*x + 30*x^2 + (E^4 - 2*x)*Log[x^2] + (-15*x + Log[x^2])*Log[-15*x + Log[x^2]])/((15*E^4*x^2 - 15*x^3)*Log[5]^2 + (-(E^4*x) + x^2)*Log[5]^2*Log[x^2] + (15*x^2*Log[5]^2 - x*Log[5]^2*Log[x^2])*Log[-15*x + Log[x^2]] + (-15*E^4*x^2 + 15*x^3 + (E^4*x - x^2)*Log[x^2] + (-15*x^2 + x*Log[x^2])*Log[-15*x + Log[x^2]])*Log[E^4*x - x^2 + x*Log[-15*x + Log[x^2]]]),x]","\log \left(\log ^2(5)-\log \left(x \left(\log \left(\log \left(x^2\right)-15 x\right)-x+e^4\right)\right)\right)","\log \left(\log ^2(5)-\log \left(x \left(\log \left(\log \left(x^2\right)-15 x\right)-x+e^4\right)\right)\right)",1,"Log[Log[5]^2 - Log[x*(E^4 - x + Log[-15*x + Log[x^2]])]]","A",3,3,195,0.01538,1,"{6, 6688, 6684}"
6995,1,31,0,14.1657517,"\int \frac{e^{x^2} \left(x+e^{-2+2 x} x+x^2+\left(x+2 x^3+2 x^4+e^{-2+2 x} \left(2 x+2 x^3\right)\right) \log (x)+\left(1+e^{-2+2 x}+x+\left(-1-x+2 x^2+2 x^3+e^{-2+2 x} \left(-1+2 x^2\right)\right) \log (x)\right) \log \left(1+e^{-2+2 x}+x\right)\right)}{x^2+e^{-2+2 x} x^2+x^3} \, dx","Int[(E^x^2*(x + E^(-2 + 2*x)*x + x^2 + (x + 2*x^3 + 2*x^4 + E^(-2 + 2*x)*(2*x + 2*x^3))*Log[x] + (1 + E^(-2 + 2*x) + x + (-1 - x + 2*x^2 + 2*x^3 + E^(-2 + 2*x)*(-1 + 2*x^2))*Log[x])*Log[1 + E^(-2 + 2*x) + x]))/(x^2 + E^(-2 + 2*x)*x^2 + x^3),x]","e^{x^2} \log (x)+\frac{e^{x^2} \log \left(x+e^{2 x-2}+1\right) \log (x)}{x}","\frac{e^{x^2} \log (x) \left(x+\log \left(x+e^{2 x-2}+1\right)\right)}{x}",1,"E^x^2*Log[x] + (E^x^2*Log[x]*Log[1 + E^(-2 + 2*x) + x])/x","A",91,18,127,0.1417,1,"{6742, 2554, 14, 6688, 2210, 2199, 2194, 2178, 12, 6483, 6475, 2288, 2214, 2204, 6351, 6360, 2557, 6715}"
6996,1,37,0,0.8798601,"\int \frac{4 x^2+4 x^2 \log (5)+x^2 \log ^2(5)+e^{2 x} \left(729+486 \log (5)+81 \log ^2(5)\right)+e^x \left(108 x+90 x \log (5)+18 x \log ^2(5)\right)+e^x \left(e \left(-27 x+27 x^2\right)+e \left(-9 x+9 x^2\right) \log (5)\right) \log (x)}{\left(4 x^3+4 x^3 \log (5)+x^3 \log ^2(5)+e^{2 x} \left(729 x+486 x \log (5)+81 x \log ^2(5)\right)+e^x \left(108 x^2+90 x^2 \log (5)+18 x^2 \log ^2(5)\right)\right) \log (x)} \, dx","Int[(4*x^2 + 4*x^2*Log[5] + x^2*Log[5]^2 + E^(2*x)*(729 + 486*Log[5] + 81*Log[5]^2) + E^x*(108*x + 90*x*Log[5] + 18*x*Log[5]^2) + E^x*(E*(-27*x + 27*x^2) + E*(-9*x + 9*x^2)*Log[5])*Log[x])/((4*x^3 + 4*x^3*Log[5] + x^3*Log[5]^2 + E^(2*x)*(729*x + 486*x*Log[5] + 81*x*Log[5]^2) + E^x*(108*x^2 + 90*x^2*Log[5] + 18*x^2*Log[5]^2))*Log[x]),x]","\log (\log (x))+\frac{9 e (3+\log (5))}{(2+\log (5)) \left(e^{-x} x (2+\log (5))+9 (3+\log (5))\right)}","\log (\log (x))-\frac{e}{\frac{9 e^x (3+\log (5))}{x}+2+\log (5)}",1,"(9*E*(3 + Log[5]))/((2 + Log[5])*((x*(2 + Log[5]))/E^x + 9*(3 + Log[5]))) + Log[Log[x]]","A",10,6,166,0.03614,1,"{6, 6688, 6711, 32, 2302, 29}"
6997,0,0,0,0.1856674,"\int \frac{1}{20} \left(4+e^x (-4-4 x)-24 x+e^{e^x} \left(15+5 e^{2 x}+15 e^x x\right)\right) \, dx","Int[(4 + E^x*(-4 - 4*x) - 24*x + E^E^x*(15 + 5*E^(2*x) + 15*E^x*x))/20,x]","\int \frac{1}{20} \left(4+e^x (-4-4 x)-24 x+e^{e^x} \left(15+5 e^{2 x}+15 e^x x\right)\right) \, dx","\left(\frac{e^{e^x}}{4}-\frac{x}{5}\right) \left(\frac{3 \left(x^2-x\right)}{x}+e^x+2\right)",1,"-1/4*E^E^x + E^x/5 + E^(E^x + x)/4 + x/5 - (3*x^2)/5 - (E^x*(1 + x))/5 + (3*ExpIntegralEi[E^x])/4 + (3*Defer[Int][E^(E^x + x)*x, x])/4","F",0,0,0,0,-1,"{}"
6998,1,55,0,0.0480158,"\int \frac{3-19 x+2 x^2+e^x \left(-16 x-16 x^2\right)+e^{2 x} \left(-4 x-8 x^2\right)}{3 x} \, dx","Int[(3 - 19*x + 2*x^2 + E^x*(-16*x - 16*x^2) + E^(2*x)*(-4*x - 8*x^2))/(3*x),x]","\frac{x^2}{3}-\frac{19 x}{3}+\frac{16 e^x}{3}+\frac{2 e^{2 x}}{3}-\frac{16}{3} e^x (x+1)-\frac{2}{3} e^{2 x} (2 x+1)+\log (x)","-\frac{1}{3} \left(\left(2 e^x+4\right)^2-x\right) x-x+\log (x)",1,"(16*E^x)/3 + (2*E^(2*x))/3 - (19*x)/3 + x^2/3 - (16*E^x*(1 + x))/3 - (2*E^(2*x)*(1 + 2*x))/3 + Log[x]","B",9,4,45,0.08889,1,"{12, 14, 2176, 2194}"
6999,1,10,0,0.0015748,"\int -\frac{e^4}{x^3} \, dx","Int[-(E^4/x^3),x]","\frac{e^4}{2 x^2}","2 \left(\frac{e^4}{4 x^2}-11 \log (3)\right)",1,"E^4/(2*x^2)","A",2,2,8,0.2500,1,"{12, 30}"
7000,1,26,0,0.0280535,"\int \frac{-e^2+14 x^3+e^x \left(2 x^3+2 x^4\right)}{2 x^3} \, dx","Int[(-E^2 + 14*x^3 + E^x*(2*x^3 + 2*x^4))/(2*x^3),x]","\frac{e^2}{4 x^2}+7 x-e^x+e^x (x+1)","\frac{e^2}{4 x^2}+\left(e^x+5\right) x+2 x-e^3+5",1,"-E^x + E^2/(4*x^2) + 7*x + E^x*(1 + x)","A",7,4,33,0.1212,1,"{12, 14, 2176, 2194}"
7001,1,57,0,0.0245134,"\int \frac{1}{3} \left(-15-3 e^2-30 x-9 x^2+\left(150 x+45 x^2+e^9 \left(10 x+3 x^2\right)\right) \log (5)\right) \, dx","Int[(-15 - 3*E^2 - 30*x - 9*x^2 + (150*x + 45*x^2 + E^9*(10*x + 3*x^2))*Log[5])/3,x]","-x^3+\frac{1}{3} e^9 x^3 \log (5)+5 x^3 \log (5)-5 x^2+\frac{5}{3} e^9 x^2 \log (5)+25 x^2 \log (5)-\left(5+e^2\right) x","x \left((x+5) \left(\left(5+\frac{e^9}{3}\right) x \log (5)-x\right)-e^2-5\right)",1,"-((5 + E^2)*x) - 5*x^2 - x^3 + 25*x^2*Log[5] + (5*E^9*x^2*Log[5])/3 + 5*x^3*Log[5] + (E^9*x^3*Log[5])/3","A",4,1,44,0.02273,1,"{12}"
7002,0,0,0,10.077345,"\int \frac{\exp \left(-\frac{-x+\log \left(\left(6+e^3-x\right) \log (x-\log (4+4 x))\right)}{x}\right) \left(6 x^2+e^3 x^2-x^3+\left(-7 x^2-6 x^3+x^4+e^3 \left(-x^2-x^3\right)+\left(7 x+6 x^2-x^3+e^3 \left(x+x^2\right)\right) \log (4+4 x)\right) \log (x-\log (4+4 x))+\left(-6 x-5 x^2+x^3+e^3 \left(-x-x^2\right)+\left(6+5 x-x^2+e^3 (1+x)\right) \log (4+4 x)\right) \log (x-\log (4+4 x)) \log \left(\left(6+e^3-x\right) \log (x-\log (4+4 x))\right)\right)}{\left(-6 x^2-5 x^3+x^4+e^3 \left(-x^2-x^3\right)+\left(6 x+5 x^2-x^3+e^3 \left(x+x^2\right)\right) \log (4+4 x)\right) \log (x-\log (4+4 x))} \, dx","Int[(6*x^2 + E^3*x^2 - x^3 + (-7*x^2 - 6*x^3 + x^4 + E^3*(-x^2 - x^3) + (7*x + 6*x^2 - x^3 + E^3*(x + x^2))*Log[4 + 4*x])*Log[x - Log[4 + 4*x]] + (-6*x - 5*x^2 + x^3 + E^3*(-x - x^2) + (6 + 5*x - x^2 + E^3*(1 + x))*Log[4 + 4*x])*Log[x - Log[4 + 4*x]]*Log[(6 + E^3 - x)*Log[x - Log[4 + 4*x]]])/(E^((-x + Log[(6 + E^3 - x)*Log[x - Log[4 + 4*x]]])/x)*(-6*x^2 - 5*x^3 + x^4 + E^3*(-x^2 - x^3) + (6*x + 5*x^2 - x^3 + E^3*(x + x^2))*Log[4 + 4*x])*Log[x - Log[4 + 4*x]]),x]","\int \frac{\exp \left(-\frac{-x+\log \left(\left(6+e^3-x\right) \log (x-\log (4+4 x))\right)}{x}\right) \left(6 x^2+e^3 x^2-x^3+\left(-7 x^2-6 x^3+x^4+e^3 \left(-x^2-x^3\right)+\left(7 x+6 x^2-x^3+e^3 \left(x+x^2\right)\right) \log (4+4 x)\right) \log (x-\log (4+4 x))+\left(-6 x-5 x^2+x^3+e^3 \left(-x-x^2\right)+\left(6+5 x-x^2+e^3 (1+x)\right) \log (4+4 x)\right) \log (x-\log (4+4 x)) \log \left(\left(6+e^3-x\right) \log (x-\log (4+4 x))\right)\right)}{\left(-6 x^2-5 x^3+x^4+e^3 \left(-x^2-x^3\right)+\left(6 x+5 x^2-x^3+e^3 \left(x+x^2\right)\right) \log (4+4 x)\right) \log (x-\log (4+4 x))} \, dx","x \exp \left(-\frac{\log \left(\left(-x+e^3+6\right) \log (x-\log (4 (x+1)))\right)-x}{x}\right)",1,"-(E*(7 + E^3)*Defer[Int][((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^(-1 - x^(-1))/(x - Log[4 + 4*x]), x]) + E*Defer[Int][(x*((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^(-1 - x^(-1)))/(x - Log[4 + 4*x]), x] + E*(7 + E^3)*Defer[Int][((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^(-1 - x^(-1))/((1 + x)*(x - Log[4 + 4*x])), x] + E*(7 + E^3)*Defer[Int][Log[x - Log[4 + 4*x]]*((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^(-1 - x^(-1)), x] - E*Defer[Int][x*Log[x - Log[4 + 4*x]]*((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^(-1 - x^(-1)), x] + E*Defer[Int][Log[(6 + E^3 - x)*Log[x - Log[4 + 4*x]]]/(x*((6 + E^3 - x)*Log[x - Log[4 + 4*x]])^x^(-1)), x]","F",0,0,0,0,-1,"{}"
7003,1,15,0,0.0429024,"\int e^{-26-x} \left(-4 e^x+e^{26+x} \left(2 x-3 x^2\right)\right) \, dx","Int[E^(-26 - x)*(-4*E^x + E^(26 + x)*(2*x - 3*x^2)),x]","-x^3+x^2-\frac{4 x}{e^{26}}","x^2-x \left(x^2+\frac{4}{e^{26}}\right)",1,"(-4*x)/E^26 + x^2 - x^3","A",4,2,29,0.06897,1,"{6688, 43}"
7004,1,30,0,0.2428638,"\int \frac{-80 x+e^x \left(1064-912 x+270 x^2-27 x^3\right)}{-1000+900 x-270 x^2+27 x^3} \, dx","Int[(-80*x + E^x*(1064 - 912*x + 270*x^2 - 27*x^3))/(-1000 + 900*x - 270*x^2 + 27*x^3),x]","\frac{4 x^2}{(10-3 x)^2}-e^x-\frac{4 e^x}{(10-3 x)^2}","-\frac{e^x-x^2}{\left(5-\frac{3 x}{2}\right)^2}-e^x+5",1,"-E^x - (4*E^x)/(10 - 3*x)^2 + (4*x^2)/(10 - 3*x)^2","A",11,6,41,0.1463,1,"{6742, 37, 2199, 2194, 2177, 2178}"
7005,1,15,0,0.0071147,"\int \frac{3 e^8+x^4+12 x^7}{x^4} \, dx","Int[(3*E^8 + x^4 + 12*x^7)/x^4,x]","3 x^4-\frac{e^8}{x^3}+x","3 x^4-\frac{e^8}{x^3}+x",1,"-(E^8/x^3) + x + 3*x^4","A",2,1,18,0.05556,1,"{14}"
7006,0,0,0,0.397295,"\int \frac{\left(-20+100 x-180 x^4+100 x^5\right) \log \left(x^2\right)+\left(40+40 x^4\right) \log \left(\frac{e^{5 x}}{x+2 x^5+x^9}\right)}{x+x^5} \, dx","Int[((-20 + 100*x - 180*x^4 + 100*x^5)*Log[x^2] + (40 + 40*x^4)*Log[E^(5*x)/(x + 2*x^5 + x^9)])/(x + x^5),x]","\int \frac{\left(-20+100 x-180 x^4+100 x^5\right) \log \left(x^2\right)+\left(40+40 x^4\right) \log \left(\frac{e^{5 x}}{x+2 x^5+x^9}\right)}{x+x^5} \, dx","20 \log \left(x^2\right) \log \left(\frac{e^{5 x}}{x \left(x^4+1\right)^2}\right)",1,"-200*x + 100*x*Log[x^2] - 5*Log[x^2]^2 - 40*Log[x^2]*Log[1 + x^4] - 20*PolyLog[2, -x^4] + 40*Defer[Int][Log[E^(5*x)/(x*(1 + x^4)^2)]/x, x]","F",0,0,0,0,-1,"{}"
7007,1,95,0,6.8345025,"\int \frac{x^{11}-2 x^6 \log (x)+x \log ^2(x)+\exp \left(\frac{-256 x^5-81 x^6+81 \log (2)+(256+81 x) \log (x)}{-81 x^5+81 \log (x)}\right) \left(-x^{11}+\left(1-5 x^5\right) \log (2)+2 x^6 \log (x)-x \log ^2(x)\right)}{x^{11}-2 x^6 \log (x)+x \log ^2(x)} \, dx","Int[(x^11 - 2*x^6*Log[x] + x*Log[x]^2 + E^((-256*x^5 - 81*x^6 + 81*Log[2] + (256 + 81*x)*Log[x])/(-81*x^5 + 81*Log[x]))*(-x^11 + (1 - 5*x^5)*Log[2] + 2*x^6*Log[x] - x*Log[x]^2))/(x^11 - 2*x^6*Log[x] + x*Log[x]^2),x]","x-\frac{2^{\frac{1}{\log (x)-x^5}} e^{\frac{x^5 (81 x+256)}{81 \left(x^5-\log (x)\right)}} x^{-\frac{81 x^5+81 x-81 \log (x)+256}{81 \left(x^5-\log (x)\right)}} \left(\log (2)-x^5 \log (32)\right)}{\left(\frac{1}{x}-5 x^4\right) \log (2)}","x-e^{\frac{\log (2)}{\log (x)-x^5}+x+\frac{256}{81}}",1,"x - (2^(-x^5 + Log[x])^(-1)*E^((x^5*(256 + 81*x))/(81*(x^5 - Log[x])))*(Log[2] - x^5*Log[32]))/(x^((256 + 81*x + 81*x^5 - 81*Log[x])/(81*(x^5 - Log[x])))*(x^(-1) - 5*x^4)*Log[2])","B",4,3,106,0.02830,0,"{6741, 6742, 2288}"
7008,0,0,0,58.3087981,"\int \frac{3+e^{25}-x+e^{1+x} \left(9+e^{50} (1-x)-15 x+7 x^2-x^3+e^{25} \left(6-8 x+2 x^2\right)\right)+\left(-3-e^{25}+2 x\right) \log (x)+\left(9 x+e^{50} x-6 x^2+x^3+e^{25} \left(6 x-2 x^2\right)+e^{1+x} \left(-9-e^{50}+6 x-x^2+e^{25} (-6+2 x)\right)+\left(3+e^{25}-x\right) \log (x)\right) \log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right) \log \left(\log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right)\right)}{\left(9 x+e^{50} x-6 x^2+x^3+e^{25} \left(6 x-2 x^2\right)+e^{1+x} \left(-9-e^{50}+6 x-x^2+e^{25} (-6+2 x)\right)+\left(3+e^{25}-x\right) \log (x)\right) \log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right) \log ^2\left(\log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right)\right)} \, dx","Int[(3 + E^25 - x + E^(1 + x)*(9 + E^50*(1 - x) - 15*x + 7*x^2 - x^3 + E^25*(6 - 8*x + 2*x^2)) + (-3 - E^25 + 2*x)*Log[x] + (9*x + E^50*x - 6*x^2 + x^3 + E^25*(6*x - 2*x^2) + E^(1 + x)*(-9 - E^50 + 6*x - x^2 + E^25*(-6 + 2*x)) + (3 + E^25 - x)*Log[x])*Log[(3*x + E^25*x - x^2)/(3*x + E^25*x - x^2 + E^(1 + x)*(-3 - E^25 + x) + Log[x])]*Log[Log[(3*x + E^25*x - x^2)/(3*x + E^25*x - x^2 + E^(1 + x)*(-3 - E^25 + x) + Log[x])]])/((9*x + E^50*x - 6*x^2 + x^3 + E^25*(6*x - 2*x^2) + E^(1 + x)*(-9 - E^50 + 6*x - x^2 + E^25*(-6 + 2*x)) + (3 + E^25 - x)*Log[x])*Log[(3*x + E^25*x - x^2)/(3*x + E^25*x - x^2 + E^(1 + x)*(-3 - E^25 + x) + Log[x])]*Log[Log[(3*x + E^25*x - x^2)/(3*x + E^25*x - x^2 + E^(1 + x)*(-3 - E^25 + x) + Log[x])]]^2),x]","\int \frac{3+e^{25}-x+e^{1+x} \left(9+e^{50} (1-x)-15 x+7 x^2-x^3+e^{25} \left(6-8 x+2 x^2\right)\right)+\left(-3-e^{25}+2 x\right) \log (x)+\left(9 x+e^{50} x-6 x^2+x^3+e^{25} \left(6 x-2 x^2\right)+e^{1+x} \left(-9-e^{50}+6 x-x^2+e^{25} (-6+2 x)\right)+\left(3+e^{25}-x\right) \log (x)\right) \log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right) \log \left(\log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right)\right)}{\left(9 x+e^{50} x-6 x^2+x^3+e^{25} \left(6 x-2 x^2\right)+e^{1+x} \left(-9-e^{50}+6 x-x^2+e^{25} (-6+2 x)\right)+\left(3+e^{25}-x\right) \log (x)\right) \log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right) \log ^2\left(\log \left(\frac{3 x+e^{25} x-x^2}{3 x+e^{25} x-x^2+e^{1+x} \left(-3-e^{25}+x\right)+\log (x)}\right)\right)} \, dx","\frac{x}{\log \left(\log \left(\frac{x}{x-e^{x+1}+\frac{\log (x)}{-x+e^{25}+3}}\right)\right)}",1,"-Defer[Int][1/(Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + Defer[Int][x/(Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] - (3 + E^25)^3*Defer[Int][1/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^2*(7 + 2*E^25)*Defer[Int][1/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (8 + 6*E^25 + E^50)*Defer[Int][1/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^4*Defer[Int][1/((3 + E^25 - x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^3*(5 + E^25)*Defer[Int][1/((3 + E^25 - x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] - (3 + E^25)^3*(7 + 2*E^25)*Defer[Int][1/((3 + E^25 - x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] - (3 + E^25)*(8 + 6*E^25 + E^50)*Defer[Int][1/((3 + E^25 - x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)*(7 + 2*E^25)*Defer[Int][x/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] - (3 + E^25)*Defer[Int][x^2/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (7 + 2*E^25)*Defer[Int][x^2/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)*Defer[Int][1/((-3 - E^25 + x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)*Defer[Int][Log[x]/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (2 + E^25)*(3 + E^25)*Defer[Int][Log[x]/((3 + E^25 - x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + Defer[Int][(x*Log[x])/(((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^2*Defer[Int][Log[x]/((-3 - E^25 + x)*((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^2*(5 + E^25)*Defer[Int][1/((-((3 + E^25 - x)*(E^(1 + x) - x)) + Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (3 + E^25)^2*Defer[Int][x/((-((3 + E^25 - x)*(E^(1 + x) - x)) + Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (15 + 8*E^25 + E^50)*Defer[Int][x/((-((3 + E^25 - x)*(E^(1 + x) - x)) + Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + Defer[Int][x^3/((-((3 + E^25 - x)*(E^(1 + x) - x)) + Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + (2 + E^25)*Defer[Int][Log[x]/((-((3 + E^25 - x)*(E^(1 + x) - x)) + Log[x])*Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]*Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^2), x] + Defer[Int][Log[Log[(x*(-3 - E^25 + x))/((3 + E^25 - x)*(E^(1 + x) - x) - Log[x])]]^(-1), x]","F",0,0,0,0,-1,"{}"
7009,1,21,0,1.3221602,"\int \frac{1+x^2+e^x \left(2 x^2+x^3\right)+\left(-1+x^2+e^x \left(x+x^2\right)\right) \log \left(\frac{1-x^2+e^x \left(-x-x^2\right)}{x}\right)}{-1+x^2+e^x \left(x+x^2\right)} \, dx","Int[(1 + x^2 + E^x*(2*x^2 + x^3) + (-1 + x^2 + E^x*(x + x^2))*Log[(1 - x^2 + E^x*(-x - x^2))/x])/(-1 + x^2 + E^x*(x + x^2)),x]","x \log \left(\frac{(x+1) \left(-e^x x-x+1\right)}{x}\right)","x \log \left(\frac{-e^x x^2-e^x x+1}{x}-x\right)",1,"x*Log[((1 + x)*(1 - x - E^x*x))/x]","A",16,5,75,0.06667,1,"{6741, 6742, 6688, 77, 2548}"
7010,1,22,0,0.2658362,"\int \frac{e^{1-e^2-x+4 \log ^2\left(\frac{x}{e^3}\right)} \left(-x+8 \log \left(\frac{x}{e^3}\right)\right)}{x} \, dx","Int[(E^(1 - E^2 - x + 4*Log[x/E^3]^2)*(-x + 8*Log[x/E^3]))/x,x]","e^{-x+4 \log ^2\left(\frac{x}{e^3}\right)-e^2+1}","e^{-x+4 \log ^2\left(\frac{x}{e^3}\right)-e^2+1}",1,"E^(1 - E^2 - x + 4*Log[x/E^3]^2)","A",1,1,38,0.02632,1,"{6706}"
7011,1,37,0,0.585133,"\int \frac{e^x x^2 (i \pi +\log (2))-2 e^x (i \pi +\log (2)) \log (x)+\log \left(4 e^{2/x}\right) \left(e^x x (i \pi +\log (2))+e^x x^2 (i \pi +\log (2)) \log (x)\right)}{x^2} \, dx","Int[(E^x*x^2*(I*Pi + Log[2]) - 2*E^x*(I*Pi + Log[2])*Log[x] + Log[4*E^(2/x)]*(E^x*x*(I*Pi + Log[2]) + E^x*x^2*(I*Pi + Log[2])*Log[x]))/x^2,x]","e^x (\log (2)+i \pi ) \log \left(4 e^{2/x}\right) \log (x)+e^x (\log (2)+i \pi )","e^x (\log (2)+i \pi ) \left(\log \left(4 e^{2/x}\right) \log (x)+1\right)",1,"E^x*(I*Pi + Log[2]) + E^x*(I*Pi + Log[2])*Log[4*E^(2/x)]*Log[x]","A",29,10,77,0.1299,1,"{14, 2194, 2178, 2554, 12, 6485, 2177, 6483, 6475, 2557}"
7012,1,36,0,0.0297181,"\int \left(2+e^{12 e^{\frac{4-x}{x}}} \left(-192 e^{\frac{4-x}{x}}+8 x\right)\right) \, dx","Int[2 + E^(12*E^((4 - x)/x))*(-192*E^((4 - x)/x) + 8*x),x]","\frac{16 e^{12 e^{\frac{4-x}{x}}}}{\frac{4-x}{x^2}+\frac{1}{x}}+2 x","x \left(4 e^{12 e^{\frac{4-x}{x}}} x+2\right)",1,"(16*E^(12*E^((4 - x)/x)))/((4 - x)/x^2 + x^(-1)) + 2*x","A",2,1,35,0.02857,1,"{2288}"
7013,1,51,0,0.0593192,"\int \frac{1+2 e^3-x+x^2+2 x^3+3 x^5+\left(x-x^3\right) \log (5)-2 \log (x)}{x^3} \, dx","Int[(1 + 2*E^3 - x + x^2 + 2*x^3 + 3*x^5 + (x - x^3)*Log[5] - 2*Log[x])/x^3,x]","x^3-\frac{1+2 e^3}{2 x^2}+\frac{1}{2 x^2}+\frac{\log (x)}{x^2}+x (2-\log (5))+\log (x)+\frac{1-\log (5)}{x}","\left(x+\frac{1}{x}\right) \left(x^2-\frac{e^3}{x}+\frac{\log (x)}{x}+1-\log (5)\right)",1,"1/(2*x^2) - (1 + 2*E^3)/(2*x^2) + x^3 + (1 - Log[5])/x + x*(2 - Log[5]) + Log[x] + Log[x]/x^2","A",5,2,41,0.04878,1,"{14, 2304}"
7014,1,48,0,6.345967,"\int \frac{-25+20 x^2+\left(5 x-4 x^3\right) \log (5)+\left(20 x^2-4 x^3 \log (5)\right) \log ^2(x)+(-5+x \log (5)) \log \left(\frac{5-x \log (5)}{\log (5)}\right)+\log (x) \left(-25-20 x^2+\left(4 x+4 x^3\right) \log (5)+(-5+x \log (5)) \log \left(\frac{5-x \log (5)}{\log (5)}\right)\right)}{\left(60 x^2-20 e^3 x^2+20 x^3+\left(-12 x^3+4 e^3 x^3-4 x^4\right) \log (5)\right) \log ^2(x)+\log (x) \left(25 x-20 x^3+\left(-5 x^2+4 x^4\right) \log (5)+\left(5 x-x^2 \log (5)\right) \log \left(\frac{5-x \log (5)}{\log (5)}\right)\right)} \, dx","Int[(-25 + 20*x^2 + (5*x - 4*x^3)*Log[5] + (20*x^2 - 4*x^3*Log[5])*Log[x]^2 + (-5 + x*Log[5])*Log[(5 - x*Log[5])/Log[5]] + Log[x]*(-25 - 20*x^2 + (4*x + 4*x^3)*Log[5] + (-5 + x*Log[5])*Log[(5 - x*Log[5])/Log[5]]))/((60*x^2 - 20*E^3*x^2 + 20*x^3 + (-12*x^3 + 4*E^3*x^3 - 4*x^4)*Log[5])*Log[x]^2 + Log[x]*(25*x - 20*x^3 + (-5*x^2 + 4*x^4)*Log[5] + (5*x - x^2*Log[5])*Log[(5 - x*Log[5])/Log[5]])),x]","\log \left(-4 x^2+4 x^2 \log (x)+4 \left(3-e^3\right) x \log (x)+\log \left(\frac{5}{\log (5)}-x\right)+5\right)-\log (x)-\log (\log (x))","\log \left(-x+\frac{x-\frac{\log \left(\frac{5}{\log (5)}-x\right)+5}{4 x}}{\log (x)}+e^3-3\right)",1,"-Log[x] - Log[Log[x]] + Log[5 - 4*x^2 + 4*(3 - E^3)*x*Log[x] + 4*x^2*Log[x] + Log[-x + 5/Log[5]]]","A",7,5,200,0.02500,1,"{6688, 6742, 2365, 43, 6684}"
7015,1,9,0,0.0138591,"\int \frac{1-2 x+2 x^2+x^4}{1+2 x^2+x^4} \, dx","Int[(1 - 2*x + 2*x^2 + x^4)/(1 + 2*x^2 + x^4),x]","\frac{1}{x^2+1}+x","\frac{1}{x^2+1}+x-3-\log ^2(\log (2)+i \pi )",1,"x + (1 + x^2)^(-1)","A",4,4,26,0.1538,1,"{28, 1814, 21, 8}"
7016,1,40,0,29.2841176,"\int \frac{\left(-864-288 x^2-336 x^4+256 x^6+64 x^8+16 x^{10}\right) \log \left(\frac{9+6 x^2+2 x^4+x^6}{6 x+2 x^3+x^5}\right)}{54 x+54 x^3+33 x^5+16 x^7+4 x^9+x^{11}+\left(216 x+216 x^3+132 x^5+64 x^7+16 x^9+4 x^{11}\right) \log ^2\left(\frac{9+6 x^2+2 x^4+x^6}{6 x+2 x^3+x^5}\right)} \, dx","Int[((-864 - 288*x^2 - 336*x^4 + 256*x^6 + 64*x^8 + 16*x^10)*Log[(9 + 6*x^2 + 2*x^4 + x^6)/(6*x + 2*x^3 + x^5)])/(54*x + 54*x^3 + 33*x^5 + 16*x^7 + 4*x^9 + x^11 + (216*x + 216*x^3 + 132*x^5 + 64*x^7 + 16*x^9 + 4*x^11)*Log[(9 + 6*x^2 + 2*x^4 + x^6)/(6*x + 2*x^3 + x^5)]^2),x]","2 \log \left(4 \log ^2\left(\frac{x^6+2 x^4+6 x^2+9}{x^5+2 x^3+6 x}\right)+1\right)","2 \log \left(\log ^2\left(\frac{9}{\left(\left(x^2+1\right)^2+5\right) x}+x\right)+\frac{1}{4}\right)",1,"2*Log[1 + 4*Log[(9 + 6*x^2 + 2*x^4 + x^6)/(6*x + 2*x^3 + x^5)]^2]","A",4,7,151,0.04636,1,"{6741, 12, 6742, 6728, 6725, 6708, 31}"
7017,0,0,0,3.2020911,"\int \frac{4^{-\frac{1}{x^4}} \left(16+3 x-64 x^2+64 x^4\right)^{\frac{1}{x^4}} \left(12 x-512 x^2+1024 x^4+\left(-256-48 x+1024 x^2-1024 x^4\right) \log \left(\frac{1}{4} \left(16+3 x-64 x^2+64 x^4\right)\right)\right)}{16 x^5+3 x^6-64 x^7+64 x^9} \, dx","Int[((16 + 3*x - 64*x^2 + 64*x^4)^x^(-4)*(12*x - 512*x^2 + 1024*x^4 + (-256 - 48*x + 1024*x^2 - 1024*x^4)*Log[(16 + 3*x - 64*x^2 + 64*x^4)/4]))/(4^x^(-4)*(16*x^5 + 3*x^6 - 64*x^7 + 64*x^9)),x]","\int \frac{4^{-\frac{1}{x^4}} \left(16+3 x-64 x^2+64 x^4\right)^{\frac{1}{x^4}} \left(12 x-512 x^2+1024 x^4+\left(-256-48 x+1024 x^2-1024 x^4\right) \log \left(\frac{1}{4} \left(16+3 x-64 x^2+64 x^4\right)\right)\right)}{16 x^5+3 x^6-64 x^7+64 x^9} \, dx","4 \left(\frac{1}{4} \left(\left(4-8 x^2\right)^2-x\right)+x\right)^{\frac{1}{x^4}}",1,"3*Defer[Int][(4 + (3*x)/4 - 16*x^2 + 16*x^4)^(-1 + x^(-4))/x^4, x] - 128*Defer[Int][(4 + (3*x)/4 - 16*x^2 + 16*x^4)^(-1 + x^(-4))/x^3, x] + 256*Defer[Int][(4 + (3*x)/4 - 16*x^2 + 16*x^4)^(-1 + x^(-4))/x, x] - Log[4 + (3*x)/4 - 16*x^2 + 16*x^4]*Defer[Int][(4^(2 - x^(-4))*(16 + 3*x - 64*x^2 + 64*x^4)^x^(-4))/x^5, x] + 3*Defer[Int][Defer[Int][(4^(2 - x^(-4))*(16 + 3*x - 64*x^2 + 64*x^4)^x^(-4))/x^5, x]/(16 + 3*x - 64*x^2 + 64*x^4), x] - 128*Defer[Int][(x*Defer[Int][(4^(2 - x^(-4))*(16 + 3*x - 64*x^2 + 64*x^4)^x^(-4))/x^5, x])/(16 + 3*x - 64*x^2 + 64*x^4), x] + 256*Defer[Int][(x^3*Defer[Int][(4^(2 - x^(-4))*(16 + 3*x - 64*x^2 + 64*x^4)^x^(-4))/x^5, x])/(16 + 3*x - 64*x^2 + 64*x^4), x]","F",0,0,0,0,-1,"{}"
7018,1,77,0,0.2991546,"\int \frac{30+e^{2 x}+e^x (11-x)}{25+10 e^x+e^{2 x}} \, dx","Int[(30 + E^(2*x) + E^x*(11 - x))/(25 + 10*E^x + E^(2*x)),x]","\frac{x^2}{10}-\frac{1}{10} (1-x)^2+\frac{x}{e^x+5}+\frac{4 x}{5}-\frac{1}{5} (1-x) \log \left(\frac{e^x}{5}+1\right)-\frac{1}{5} x \log \left(\frac{e^x}{5}+1\right)+\frac{1}{5} \log \left(e^x+5\right)","\frac{x}{e^x+5}+x+\frac{35}{8}",1,"-1/10*(1 - x)^2 + (4*x)/5 + x/(5 + E^x) + x^2/10 - ((1 - x)*Log[1 + E^x/5])/5 - (x*Log[1 + E^x/5])/5 + Log[5 + E^x]/5","B",17,12,31,0.3871,1,"{6688, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
7019,1,106,0,0.9079019,"\int \frac{\exp \left(-9-12 e^{\frac{x+4 \log (4)}{\log (4)}}-4 e^{\frac{2 (x+4 \log (4))}{\log (4)}}+x\right) \left(-24 e^{\frac{x+4 \log (4)}{\log (4)}} x-16 e^{\frac{2 (x+4 \log (4))}{\log (4)}} x+(2+2 x) \log (4)\right)}{\log (4)} \, dx","Int[(E^(-9 - 12*E^((x + 4*Log[4])/Log[4]) - 4*E^((2*(x + 4*Log[4]))/Log[4]) + x)*(-24*E^((x + 4*Log[4])/Log[4])*x - 16*E^((2*(x + 4*Log[4]))/Log[4])*x + (2 + 2*x)*Log[4]))/Log[4],x]","-\frac{2 e^{x-12 e^{\frac{x}{\log (4)}+4}-4 e^{\frac{2 x}{\log (4)}+8}-9} \left(12 x e^{\frac{x}{\log (4)}+4}+8 x e^{\frac{2 x}{\log (4)}+8}-x \log (4)\right)}{\log (4) \left(-\frac{12 e^{\frac{x}{\log (4)}+4}}{\log (4)}-\frac{8 e^{\frac{2 x}{\log (4)}+8}}{\log (4)}+1\right)}","2 x e^{x-\left(\log \left(e^{2 e^{\frac{x}{\log (4)}+4}}\right)+3\right)^2}",1,"(-2*E^(-9 - 12*E^(4 + x/Log[4]) - 4*E^(8 + (2*x)/Log[4]) + x)*(12*E^(4 + x/Log[4])*x + 8*E^(8 + (2*x)/Log[4])*x - x*Log[4]))/((1 - (12*E^(4 + x/Log[4]))/Log[4] - (8*E^(8 + (2*x)/Log[4]))/Log[4])*Log[4])","B",4,3,83,0.03614,1,"{12, 6741, 2288}"
7020,0,0,0,0.0804141,"\int \frac{\left(2-e^x x\right) \log (x)+\log \left(-3 e^{-e^x} x^2\right)}{x} \, dx","Int[((2 - E^x*x)*Log[x] + Log[(-3*x^2)/E^E^x])/x,x]","\int \frac{\left(2-e^x x\right) \log (x)+\log \left(-3 e^{-e^x} x^2\right)}{x} \, dx","\log (x) \log \left(3 e^{-e^x} (x-x (x+1))\right)",1,"ExpIntegralEi[x] - E^x*Log[x] + Log[x]^2 + Defer[Int][Log[(-3*x^2)/E^E^x]/x, x]","F",0,0,0,0,-1,"{}"
7021,0,0,0,0.6241345,"\int \frac{x^2+e^{e^{\frac{-1-e-x+\log (5)}{x}}+\frac{-1-e-x+\log (5)}{x}} (1+e-\log (5))}{x^2} \, dx","Int[(x^2 + E^(E^((-1 - E - x + Log[5])/x) + (-1 - E - x + Log[5])/x)*(1 + E - Log[5]))/x^2,x]","\int \frac{x^2+e^{e^{\frac{-1-e-x+\log (5)}{x}}+\frac{-1-e-x+\log (5)}{x}} (1+e-\log (5))}{x^2} \, dx","e^{e^{\frac{x^2-x-e-1+\log (5)}{x}-x}}+x",1,"x - (1 + E - Log[5])*Defer[Subst][Defer[Int][5^x*E^(-1 + 5^x*E^(-1 - x - E*x) + (-1 - E)*x), x], x, x^(-1)]","F",0,0,0,0,-1,"{}"
7022,-1,0,0,180.0004027,"\int \frac{\left(\frac{x^2}{e^3+x}\right)^{\frac{1}{36} \left(900+132 x+x^2\right)} \left(900 x+132 x^2+x^3+e^3 \left(1800+264 x+2 x^2\right)+\left(132 x^2+2 x^3+e^3 \left(132 x+2 x^2\right)\right) \log \left(\frac{x^2}{e^3+x}\right)\right)}{36 e^3 x+36 x^2} \, dx","Int[((x^2/(E^3 + x))^((900 + 132*x + x^2)/36)*(900*x + 132*x^2 + x^3 + E^3*(1800 + 264*x + 2*x^2) + (132*x^2 + 2*x^3 + E^3*(132*x + 2*x^2))*Log[x^2/(E^3 + x)]))/(36*E^3*x + 36*x^2),x]","\text{\$Aborted}","\left(\frac{x^2}{x+e^3}\right)^{\left(\frac{x}{6}+5\right)^2+2 x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7023,1,16,0,0.102939,"\int \frac{x^3+e^{\frac{-2 x^2+\log (4)}{x^3}} \left(2 x^2-3 \log (4)\right)}{x^4} \, dx","Int[(x^3 + E^((-2*x^2 + Log[4])/x^3)*(2*x^2 - 3*Log[4]))/x^4,x]","4^{\frac{1}{x^3}} e^{-2/x}+\log (x)","e^{\frac{\frac{\log (4)}{x}-2 x}{x^2}}+\log (x)+2",1,"4^x^(-3)/E^(2/x) + Log[x]","A",3,2,33,0.06061,1,"{14, 2288}"
7024,1,23,0,0.9230937,"\int \frac{4+2 \log \left(x^2\right)+2 \log \left(x^2\right) \log \left(x \log \left(x^2\right)\right)-2 \log \left(x^2\right) \log \left(x \log \left(x^2\right)\right) \log \left(3 \log \left(x \log \left(x^2\right)\right)\right)}{\left(-2 x-3 x^2\right) \log \left(x^2\right) \log \left(x \log \left(x^2\right)\right)+2 x \log \left(x^2\right) \log \left(x \log \left(x^2\right)\right) \log \left(3 \log \left(x \log \left(x^2\right)\right)\right)} \, dx","Int[(4 + 2*Log[x^2] + 2*Log[x^2]*Log[x*Log[x^2]] - 2*Log[x^2]*Log[x*Log[x^2]]*Log[3*Log[x*Log[x^2]]])/((-2*x - 3*x^2)*Log[x^2]*Log[x*Log[x^2]] + 2*x*Log[x^2]*Log[x*Log[x^2]]*Log[3*Log[x*Log[x^2]]]),x]","\log \left(-2 \log \left(3 \log \left(x \log \left(x^2\right)\right)\right)+3 x+2\right)-\log (x)","\log \left(\frac{2 \log \left(3 \log \left(x \log \left(x^2\right)\right)\right)}{x}-\frac{2}{x}-3\right)",1,"-Log[x] + Log[2 + 3*x - 2*Log[3*Log[x*Log[x^2]]]]","A",4,3,93,0.03226,1,"{6688, 6742, 6684}"
7025,1,20,0,0.0481228,"\int \frac{-1875-1496 x-450 x^2-48 x^3-3 x^4+\left(500 x+300 x^2+60 x^3+4 x^4\right) \log \left(\frac{25}{x^3}\right)}{4 x} \, dx","Int[(-1875 - 1496*x - 450*x^2 - 48*x^3 - 3*x^4 + (500*x + 300*x^2 + 60*x^3 + 4*x^4)*Log[25/x^3])/(4*x),x]","x^3+\frac{1}{4} (x+5)^4 \log \left(\frac{25}{x^3}\right)+x","x^3+\frac{1}{4} (x+5)^4 \log \left(\frac{25}{x^3}\right)+x",1,"x + x^3 + ((5 + x)^4*Log[25/x^3])/4","A",9,5,53,0.09434,1,"{12, 14, 32, 2313, 43}"
7026,0,0,0,114.1375132,"\int \frac{\exp \left(\frac{16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(32 x^2-16 x^2 \log (3)+2 x^2 \log ^2(3)\right)+\exp \left(\frac{2 \left(16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)\right)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(-64+256 x^4+e^4 \left(64 x-128 x^3\right)+\left(-128 x^4+e^4 \left(-16 x+64 x^3\right)\right) \log (3)+\left(-8 e^4 x^3+16 x^4\right) \log ^2(3)\right)+\left(32 x^2-16 x^2 \log (3)+2 x^2 \log ^2(3)+\exp \left(\frac{16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(-64+256 x^4+e^4 \left(64 x-128 x^3\right)+\left(-128 x^4+e^4 \left(-16 x+64 x^3\right)\right) \log (3)+\left(-8 e^4 x^3+16 x^4\right) \log ^2(3)\right)\right) \log (x)}{144 x^3-72 x^3 \log (3)+9 x^3 \log ^2(3)} \, dx","Int[(E^((16 + 128*x^2 + 16*E^8*x^2 + 64*x^4 + E^4*(-32*x - 64*x^3) + (-48*x^2 - 8*E^8*x^2 - 32*x^4 + E^4*(8*x + 32*x^3))*Log[3] + (4*x^2 + E^8*x^2 - 4*E^4*x^3 + 4*x^4)*Log[3]^2)/(16*x^2 - 8*x^2*Log[3] + x^2*Log[3]^2))*(32*x^2 - 16*x^2*Log[3] + 2*x^2*Log[3]^2) + E^((2*(16 + 128*x^2 + 16*E^8*x^2 + 64*x^4 + E^4*(-32*x - 64*x^3) + (-48*x^2 - 8*E^8*x^2 - 32*x^4 + E^4*(8*x + 32*x^3))*Log[3] + (4*x^2 + E^8*x^2 - 4*E^4*x^3 + 4*x^4)*Log[3]^2))/(16*x^2 - 8*x^2*Log[3] + x^2*Log[3]^2))*(-64 + 256*x^4 + E^4*(64*x - 128*x^3) + (-128*x^4 + E^4*(-16*x + 64*x^3))*Log[3] + (-8*E^4*x^3 + 16*x^4)*Log[3]^2) + (32*x^2 - 16*x^2*Log[3] + 2*x^2*Log[3]^2 + E^((16 + 128*x^2 + 16*E^8*x^2 + 64*x^4 + E^4*(-32*x - 64*x^3) + (-48*x^2 - 8*E^8*x^2 - 32*x^4 + E^4*(8*x + 32*x^3))*Log[3] + (4*x^2 + E^8*x^2 - 4*E^4*x^3 + 4*x^4)*Log[3]^2)/(16*x^2 - 8*x^2*Log[3] + x^2*Log[3]^2))*(-64 + 256*x^4 + E^4*(64*x - 128*x^3) + (-128*x^4 + E^4*(-16*x + 64*x^3))*Log[3] + (-8*E^4*x^3 + 16*x^4)*Log[3]^2))*Log[x])/(144*x^3 - 72*x^3*Log[3] + 9*x^3*Log[3]^2),x]","\int \frac{\exp \left(\frac{16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(32 x^2-16 x^2 \log (3)+2 x^2 \log ^2(3)\right)+\exp \left(\frac{2 \left(16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)\right)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(-64+256 x^4+e^4 \left(64 x-128 x^3\right)+\left(-128 x^4+e^4 \left(-16 x+64 x^3\right)\right) \log (3)+\left(-8 e^4 x^3+16 x^4\right) \log ^2(3)\right)+\left(32 x^2-16 x^2 \log (3)+2 x^2 \log ^2(3)+\exp \left(\frac{16+128 x^2+16 e^8 x^2+64 x^4+e^4 \left(-32 x-64 x^3\right)+\left(-48 x^2-8 e^8 x^2-32 x^4+e^4 \left(8 x+32 x^3\right)\right) \log (3)+\left(4 x^2+e^8 x^2-4 e^4 x^3+4 x^4\right) \log ^2(3)}{16 x^2-8 x^2 \log (3)+x^2 \log ^2(3)}\right) \left(-64+256 x^4+e^4 \left(64 x-128 x^3\right)+\left(-128 x^4+e^4 \left(-16 x+64 x^3\right)\right) \log (3)+\left(-8 e^4 x^3+16 x^4\right) \log ^2(3)\right)\right) \log (x)}{144 x^3-72 x^3 \log (3)+9 x^3 \log ^2(3)} \, dx","\frac{1}{9} \left(\log (x)+e^{\left(2 x+\frac{4}{x (4-\log (3))}-e^4\right)^2+4}\right)^2",1,"Log[x]^2/9 - (8*Log[x]*Defer[Int][E^(4 + (16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x])/9 - (8*Defer[Int][E^(4 + (2*(16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2))))/(x^2*(-4 + Log[3])^2))/3^((16*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x])/9 - (64*Log[x]*Defer[Int][E^((16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/(3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^3), x])/(9*(4 - Log[3])^2) - (64*Defer[Int][E^((2*(16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2))))/(x^2*(-4 + Log[3])^2))/(3^((16*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^3), x])/(9*(4 - Log[3])^2) + (8*(8 - Log[9])*Log[x]*Defer[Int][E^(4 + (16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/(3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^2), x])/(9*(4 - Log[3])^2) + (16*Defer[Int][E^(4 + (2*(16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2))))/(x^2*(-4 + Log[3])^2))/(3^((16*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^2), x])/(9*(4 - Log[3])) + (2*Defer[Int][E^((16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/(3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x), x])/9 + (16*Log[x]*Defer[Int][(E^((16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))*x)/3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x])/9 + (8*(8 - Log[9])*Defer[Int][(E^((2*(16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2))))/(x^2*(-4 + Log[3])^2))*x)/3^((16*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x])/(9*(4 - Log[3])) + (8*Defer[Int][Defer[Int][E^(4 + (E^8*x^2*(16 + Log[3]^2) - 4*E^4*x*(8 + x^2*(16 + Log[3]^2)) + 4*(4 + x^4*(16 + Log[3]^2) + x^2*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x]/x, x])/9 + (64*Defer[Int][Defer[Int][E^((16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/(3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^3), x]/x, x])/(9*(4 - Log[3])^2) - (16*Defer[Int][Defer[Int][E^(4 + (E^8*x^2*(16 + Log[3]^2) - 4*E^4*x*(8 + x^2*(16 + Log[3]^2)) + 4*(4 + x^4*(16 + Log[3]^2) + x^2*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))/(3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2))*x^2), x]/x, x])/(9*(4 - Log[3])) - (16*Defer[Int][Defer[Int][(E^((16 - 32*E^4*x - 4*E^4*x^3*(16 + Log[3]^2) + 4*x^4*(16 + Log[3]^2) + x^2*(E^8*(16 + Log[3]^2) + 4*(32 + Log[3]^2)))/(x^2*(-4 + Log[3])^2))*x)/3^((8*(-E^4 + (6 + E^8)*x - 4*E^4*x^2 + 4*x^3))/(x*(-4 + Log[3])^2)), x]/x, x])/9","F",0,0,0,0,-1,"{}"
7027,1,80,0,0.061655,"\int \frac{-4 x^3-\left(2 x^2-2 x^4\right) \log \left(\frac{4}{3}\right)+2 \log \left(\frac{4}{3}\right) \log (x)-2 \log \left(\frac{4}{3}\right) \log ^2(x)}{x^3} \, dx","Int[(-4*x^3 - (2*x^2 - 2*x^4)*Log[4/3] + 2*Log[4/3]*Log[x] - 2*Log[4/3]*Log[x]^2)/x^3,x]","\frac{\log \left(\frac{4}{3}\right) \log ^2(x)}{x^2}+\frac{1}{2} x^2 \log \left(\frac{16}{9}\right)-\frac{\log \left(\frac{16}{9}\right) \log (x)}{2 x^2}+\frac{\log \left(\frac{4}{3}\right) \log (x)}{x^2}-\frac{\log \left(\frac{16}{9}\right)}{4 x^2}+\frac{\log \left(\frac{4}{3}\right)}{2 x^2}-4 x-2 \log \left(\frac{4}{3}\right) \log (x)","4 \left(-x+\frac{1}{4} \log \left(\frac{4}{3}\right) \left(\frac{\log (x)}{x}-x\right)^2+1\right)",1,"-4*x + Log[4/3]/(2*x^2) - Log[16/9]/(4*x^2) + (x^2*Log[16/9])/2 - 2*Log[4/3]*Log[x] + (Log[4/3]*Log[x])/x^2 - (Log[16/9]*Log[x])/(2*x^2) + (Log[4/3]*Log[x]^2)/x^2","B",7,3,45,0.06667,1,"{14, 2304, 2305}"
7028,1,181,0,0.3186747,"\int \frac{-6 x^3+4 x^3 \log \left(x^3\right)}{9 \log ^3\left(x^3\right)} \, dx","Int[(-6*x^3 + 4*x^3*Log[x^3])/(9*Log[x^3]^3),x]","-\frac{64 x \log \left(x^3\right) \text{Ei}\left(\frac{4 \log \left(x^3\right)}{3}\right)}{243 \sqrt[3]{x^3}}+\frac{8 x^4 \text{Ei}\left(\frac{4 \log \left(x^3\right)}{3}\right)}{81 \left(x^3\right)^{4/3}}-\frac{16 x^4 \left(3-2 \log \left(x^3\right)\right) \text{Ei}\left(\frac{4 \log \left(x^3\right)}{3}\right)}{243 \left(x^3\right)^{4/3}}+\frac{8 x^4 \left(4 \log \left(x^3\right)+3\right) \text{Ei}\left(\frac{4 \log \left(x^3\right)}{3}\right)}{243 \left(x^3\right)^{4/3}}+\frac{16 x^4}{81}+\frac{x^4 \left(3-2 \log \left(x^3\right)\right)}{27 \log ^2\left(x^3\right)}-\frac{2 x^4 \left(4 \log \left(x^3\right)+3\right)}{81 \log \left(x^3\right)}+\frac{4 x^4 \left(3-2 \log \left(x^3\right)\right)}{81 \log \left(x^3\right)}","\frac{x^4}{9 \log ^2\left(x^3\right)}",1,"(16*x^4)/81 + (8*x^4*ExpIntegralEi[(4*Log[x^3])/3])/(81*(x^3)^(4/3)) - (16*x^4*ExpIntegralEi[(4*Log[x^3])/3]*(3 - 2*Log[x^3]))/(243*(x^3)^(4/3)) + (x^4*(3 - 2*Log[x^3]))/(27*Log[x^3]^2) + (4*x^4*(3 - 2*Log[x^3]))/(81*Log[x^3]) - (64*x*ExpIntegralEi[(4*Log[x^3])/3]*Log[x^3])/(243*(x^3)^(1/3)) + (8*x^4*ExpIntegralEi[(4*Log[x^3])/3]*(3 + 4*Log[x^3]))/(243*(x^3)^(4/3)) - (2*x^4*(3 + 4*Log[x^3]))/(81*Log[x^3])","C",14,8,25,0.3200,1,"{12, 2561, 2306, 2310, 2178, 2366, 15, 6482}"
7029,1,35,0,0.0210501,"\int \frac{-5+4 e^{-2 x} (-1+2 x)}{\log (15)} \, dx","Int[(-5 + (4*(-1 + 2*x))/E^(2*x))/Log[15],x]","\frac{2 e^{-2 x} (1-2 x)}{\log (15)}-\frac{2 e^{-2 x}}{\log (15)}-\frac{5 x}{\log (15)}","\frac{\left(-4 e^{-2 x}-5\right) x}{\log (15)}",1,"-2/(E^(2*x)*Log[15]) + (2*(1 - 2*x))/(E^(2*x)*Log[15]) - (5*x)/Log[15]","B",4,3,19,0.1579,1,"{12, 2176, 2194}"
7030,0,0,0,10.114945,"\int \frac{-8 x^2-6 x^3+e \left(2 x+6 x^2\right)+e^{x^2} \left(6 e x^2-6 x^3\right)+\left(-2 x^2+2 e x^2-2 x^3+e^{x^2} \left(2 e x^2-2 x^3\right)\right) \log (x)+\left(-8 x-6 x^2+e (2+6 x)+\left(-2 x+2 e x-2 x^2\right) \log (x)\right) \log (-3 e+3 x+(-e+x) \log (x))}{3 e x-3 x^2+\left(e x-x^2\right) \log (x)} \, dx","Int[(-8*x^2 - 6*x^3 + E*(2*x + 6*x^2) + E^x^2*(6*E*x^2 - 6*x^3) + (-2*x^2 + 2*E*x^2 - 2*x^3 + E^x^2*(2*E*x^2 - 2*x^3))*Log[x] + (-8*x - 6*x^2 + E*(2 + 6*x) + (-2*x + 2*E*x - 2*x^2)*Log[x])*Log[-3*E + 3*x + (-E + x)*Log[x]])/(3*E*x - 3*x^2 + (E*x - x^2)*Log[x]),x]","\int \frac{-8 x^2-6 x^3+e \left(2 x+6 x^2\right)+e^{x^2} \left(6 e x^2-6 x^3\right)+\left(-2 x^2+2 e x^2-2 x^3+e^{x^2} \left(2 e x^2-2 x^3\right)\right) \log (x)+\left(-8 x-6 x^2+e (2+6 x)+\left(-2 x+2 e x-2 x^2\right) \log (x)\right) \log (-3 e+3 x+(-e+x) \log (x))}{3 e x-3 x^2+\left(e x-x^2\right) \log (x)} \, dx","e^{x^2}+(x+\log ((x-e) (\log (x)+3)))^2",1,"E^x^2 + 2*(1 - E)*x + 2*E*x + x^2 + 2*(1 - E)*E*Log[E - x] + 2*E^2*Log[E - x] - 8*Defer[Int][x/((E - x)*(3 + Log[x])), x] + 6*(1 - E)*Defer[Int][x/((E - x)*(3 + Log[x])), x] + 2*E*Defer[Int][(1 + 3*x)/((E - x)*(3 + Log[x])), x] + 6*Defer[Int][Log[-((E - x)*(3 + Log[x]))]/(3 + Log[x]), x] + 2*Defer[Int][Log[-((E - x)*(3 + Log[x]))]/((E - x)*(3 + Log[x])), x] - 2*(4 - 3*E)*Defer[Int][Log[-((E - x)*(3 + Log[x]))]/((E - x)*(3 + Log[x])), x] - 6*E*Defer[Int][Log[-((E - x)*(3 + Log[x]))]/((E - x)*(3 + Log[x])), x] + 2*Defer[Int][Log[-((E - x)*(3 + Log[x]))]/(x*(3 + Log[x])), x] + 2*Defer[Int][(Log[x]*Log[-((E - x)*(3 + Log[x]))])/(3 + Log[x]), x] - 2*(1 - E)*Defer[Int][(Log[x]*Log[-((E - x)*(3 + Log[x]))])/((E - x)*(3 + Log[x])), x] - 2*E*Defer[Int][(Log[x]*Log[-((E - x)*(3 + Log[x]))])/((E - x)*(3 + Log[x])), x]","F",0,0,0,0,-1,"{}"
7031,-1,0,0,180.0012881,"\int \frac{\exp \left(\exp \left(e^{\frac{2+x^2-x^3+\left(-x+x^2\right) \log (4 x)}{-x+x^2}} x\right)+e^{\frac{2+x^2-x^3+\left(-x+x^2\right) \log (4 x)}{-x+x^2}} x+\frac{2+x^2-x^3+\left(-x+x^2\right) \log (4 x)}{-x+x^2}\right) \left(2-2 x-5 x^2+4 x^3-x^4+e^5 \left(2-2 x-5 x^2+4 x^3-x^4\right)\right)}{4 x-8 x^2+4 x^3} \, dx","Int[(E^(E^(E^((2 + x^2 - x^3 + (-x + x^2)*Log[4*x])/(-x + x^2))*x) + E^((2 + x^2 - x^3 + (-x + x^2)*Log[4*x])/(-x + x^2))*x + (2 + x^2 - x^3 + (-x + x^2)*Log[4*x])/(-x + x^2))*(2 - 2*x - 5*x^2 + 4*x^3 - x^4 + E^5*(2 - 2*x - 5*x^2 + 4*x^3 - x^4)))/(4*x - 8*x^2 + 4*x^3),x]","\text{\$Aborted}","\frac{1}{4} \left(1+e^5\right) e^{e^{4 e^{-\frac{2}{x-x^2}-x} x^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7032,1,9,0,0.014702,"\int e^{4 x+x^2} (4+2 x) \, dx","Int[E^(4*x + x^2)*(4 + 2*x),x]","e^{x^2+4 x}","e^{x^2+4 x}",1,"E^(4*x + x^2)","A",1,1,15,0.06667,1,"{2236}"
7033,0,0,0,3.0546923,"\int \frac{6+2 x-47 x^2+93 x^3-56 x^4+13 x^5-x^6+e^x \left(-9 x^2+6 x^3-x^4\right)}{6 x-2 x^2+45 x^3-39 x^4+11 x^5-x^6+e^x \left(9 x^3-6 x^4+x^5\right)} \, dx","Int[(6 + 2*x - 47*x^2 + 93*x^3 - 56*x^4 + 13*x^5 - x^6 + E^x*(-9*x^2 + 6*x^3 - x^4))/(6*x - 2*x^2 + 45*x^3 - 39*x^4 + 11*x^5 - x^6 + E^x*(9*x^3 - 6*x^4 + x^5)),x]","\int \frac{6+2 x-47 x^2+93 x^3-56 x^4+13 x^5-x^6+e^x \left(-9 x^2+6 x^3-x^4\right)}{6 x-2 x^2+45 x^3-39 x^4+11 x^5-x^6+e^x \left(9 x^3-6 x^4+x^5\right)} \, dx","\log \left(\frac{e^x}{5 \left(\frac{2}{(3-x) x^2}-x+e^x+5\right) x}\right)",1,"-Log[x] + 2*Defer[Int][(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4)^(-1), x] + 2*Defer[Int][1/((-3 + x)*(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4)), x] + 4*Defer[Int][1/(x*(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4)), x] + 18*Defer[Int][x^2/(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4), x] - 9*Defer[Int][x^3/(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4), x] + Defer[Int][x^4/(2 + 15*x^2 + 3*E^x*x^2 - 8*x^3 - E^x*x^3 + x^4), x]","F",0,0,0,0,-1,"{}"
7034,0,0,0,0.7309447,"\int \frac{9+4 e^3+e^{2 e}+e^e \left(6+4 e^3-2 x\right)-6 x+x^2+\left(6+4 e^3+2 e^e-2 x\right) \log \left(x^2\right)+\log ^2\left(x^2\right)}{9+e^{2 e}+e^e (6-2 x)-6 x+x^2+\left(6+2 e^e-2 x\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","Int[(9 + 4*E^3 + E^(2*E) + E^E*(6 + 4*E^3 - 2*x) - 6*x + x^2 + (6 + 4*E^3 + 2*E^E - 2*x)*Log[x^2] + Log[x^2]^2)/(9 + E^(2*E) + E^E*(6 - 2*x) - 6*x + x^2 + (6 + 2*E^E - 2*x)*Log[x^2] + Log[x^2]^2),x]","\int \frac{9+4 e^3+e^{2 e}+e^e \left(6+4 e^3-2 x\right)-6 x+x^2+\left(6+4 e^3+2 e^e-2 x\right) \log \left(x^2\right)+\log ^2\left(x^2\right)}{9+e^{2 e}+e^e (6-2 x)-6 x+x^2+\left(6+2 e^e-2 x\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","\frac{4 e^3 x}{\log \left(x^2\right)-x+e^e+3}+x",1,"x - 8*E^3*Defer[Int][(3*(1 + E^E/3) - x + Log[x^2])^(-2), x] + 4*E^3*Defer[Int][x/(3*(1 + E^E/3) - x + Log[x^2])^2, x] + 4*E^3*Defer[Int][(3*(1 + E^E/3) - x + Log[x^2])^(-1), x]","F",0,0,0,0,-1,"{}"
7035,1,58,0,0.1054187,"\int \frac{e^{2 e^4} x^2-10 e^{3 e^4} x^2+25 e^{4 e^4} x^2-2 x \log (36)+10 e^{e^4} x \log (36)}{e^{4 e^4} x^2-10 e^{5 e^4} x^2+25 e^{6 e^4} x^2-2 e^{2 e^4} x \log (36)+10 e^{3 e^4} x \log (36)+\log ^2(36)} \, dx","Int[(E^(2*E^4)*x^2 - 10*E^(3*E^4)*x^2 + 25*E^(4*E^4)*x^2 - 2*x*Log[36] + 10*E^E^4*x*Log[36])/(E^(4*E^4)*x^2 - 10*E^(5*E^4)*x^2 + 25*E^(6*E^4)*x^2 - 2*E^(2*E^4)*x*Log[36] + 10*E^(3*E^4)*x*Log[36] + Log[36]^2),x]","e^{-2 e^4} x+\frac{e^{-4 e^4} \log ^2(36)}{\left(1-5 e^{e^4}\right) \left(e^{2 e^4} \left(1-5 e^{e^4}\right) x-\log (36)\right)}","\frac{x}{e^{2 e^4}-\frac{\log (36)}{x-5 e^{e^4} x}}",1,"x/E^(2*E^4) + Log[36]^2/(E^(4*E^4)*(1 - 5*E^E^4)*(E^(2*E^4)*(1 - 5*E^E^4)*x - Log[36]))","B",10,3,118,0.02542,1,"{6, 27, 683}"
7036,1,24,0,0.1714339,"\int \frac{-12+10 e^{16}+10 x^2}{\left(-6 x+5 e^{16} x-5 x^3\right) \log ^2\left(\frac{6-5 e^{16}+5 x^2}{5 x}\right)} \, dx","Int[(-12 + 10*E^16 + 10*x^2)/((-6*x + 5*E^16*x - 5*x^3)*Log[(6 - 5*E^16 + 5*x^2)/(5*x)]^2),x]","\frac{2}{\log \left(\frac{5 x^2-5 e^{16}+6}{5 x}\right)}","\frac{2}{\log \left(x+\frac{\frac{6}{5}-e^{16}}{x}\right)}",1,"2/Log[(6 - 5*E^16 + 5*x^2)/(5*x)]","A",3,3,52,0.05769,1,"{6, 1593, 6686}"
7037,1,35,0,0.106132,"\int \frac{e^{\frac{2-x}{x}} (16-8 x)+e^{\frac{2 (2-x)}{x}} (-4+x)+29 x+10 x^2+3 x^3}{x} \, dx","Int[(E^((2 - x)/x)*(16 - 8*x) + E^((2*(2 - x))/x)*(-4 + x) + 29*x + 10*x^2 + 3*x^3)/x,x]","x^3+5 x^2-8 e^{\frac{2}{x}-1} x+e^{\frac{4}{x}-2} x+29 x","x \left(\left(4-e^{\frac{2-x}{x}}\right)^2+(x+3)^2-x+4\right)",1,"29*x - 8*E^(-1 + 2/x)*x + E^(-2 + 4/x)*x + 5*x^2 + x^3","A",4,2,51,0.03922,1,"{14, 2288}"
7038,1,72,0,0.3693308,"\int \frac{-14 x+84 x^3+14 x^4+\left(1-12 x^2-2 x^3\right) \log (3)+(7 x-\log (3)) \log (-7 x+\log (3))}{-7 x^3+x^2 \log (3)} \, dx","Int[(-14*x + 84*x^3 + 14*x^4 + (1 - 12*x^2 - 2*x^3)*Log[3] + (7*x - Log[3])*Log[-7*x + Log[3]])/(-7*x^3 + x^2*Log[3]),x]","-x^2-12 x-\frac{1}{x}+\frac{\left(343-2 \log ^3(3)+\log ^2(3) \log (9)\right) \log (7 x-\log (3))}{49 \log (3)}-\frac{7 \log (7 x-\log (3))}{\log (3)}+\frac{\log (\log (3)-7 x)}{x}","-((x+11) x)-x+\frac{\log (\log (3)-7 x)-1}{x}+3",1,"-x^(-1) - 12*x - x^2 - (7*Log[7*x - Log[3]])/Log[3] + ((343 - 2*Log[3]^3 + Log[3]^2*Log[9])*Log[7*x - Log[3]])/(49*Log[3]) + Log[-7*x + Log[3]]/x","B",9,7,60,0.1167,1,"{1593, 6742, 1620, 2395, 36, 29, 31}"
7039,1,15,0,0.2832612,"\int \frac{-2 \log ^2(x)+\frac{e^x (-2+x \log (x))}{\log ^2(x)}}{x \log (x)} \, dx","Int[(-2*Log[x]^2 + (E^x*(-2 + x*Log[x]))/Log[x]^2)/(x*Log[x]),x]","\frac{e^x}{\log ^2(x)}-\log ^2(x)","-\log ^2(x)+\frac{e^x}{\log ^2(x)}+e^{e^3}",1,"E^x/Log[x]^2 - Log[x]^2","A",4,3,29,0.1034,1,"{6742, 2301, 2202}"
7040,0,0,0,9.1192981,"\int \frac{720+720 x+364 x^2-588 x^3-48 x^4-52 x^5+24 x^6+16 x^7-4 x^8+\left(1200 x+1512 x^2-732 x^3+368 x^4+60 x^5-40 x^6-40 x^7+8 x^8\right) \log (x)}{3600 x-2400 x^2+40 x^3-480 x^4+89 x^5+190 x^6-9 x^7+4 x^8-9 x^9-2 x^{10}+x^{11}} \, dx","Int[(720 + 720*x + 364*x^2 - 588*x^3 - 48*x^4 - 52*x^5 + 24*x^6 + 16*x^7 - 4*x^8 + (1200*x + 1512*x^2 - 732*x^3 + 368*x^4 + 60*x^5 - 40*x^6 - 40*x^7 + 8*x^8)*Log[x])/(3600*x - 2400*x^2 + 40*x^3 - 480*x^4 + 89*x^5 + 190*x^6 - 9*x^7 + 4*x^8 - 9*x^9 - 2*x^10 + x^11),x]","\int \frac{720+720 x+364 x^2-588 x^3-48 x^4-52 x^5+24 x^6+16 x^7-4 x^8+\left(1200 x+1512 x^2-732 x^3+368 x^4+60 x^5-40 x^6-40 x^7+8 x^8\right) \log (x)}{3600 x-2400 x^2+40 x^3-480 x^4+89 x^5+190 x^6-9 x^7+4 x^8-9 x^9-2 x^{10}+x^{11}} \, dx","\frac{\left(x \left(x+\frac{5}{3-x}\right)+1\right) \log (x)}{5-\frac{1}{4} x^2 (x+1)^2}",1,"-1/98098880*((1 + 2*x)*(1076651 - 638651*(1 + 2*x)^2))/(20 - x^2 - 2*x^3 - x^4) - (3*(1 + 2*x)*(971889 - 248449*(1 + 2*x)^2))/(49049440*(20 - x^2 - 2*x^3 - x^4)) + (66249 - 2569*(1 + 2*x)^2)/(76880*(20 - x^2 - 2*x^3 - x^4)) + (63*(439 + 41*(1 + 2*x)^2))/(15376*(20 - x^2 - 2*x^3 - x^4)) - (441*(5003 + 117*(1 + 2*x)^2))/(307520*(20 - x^2 - 2*x^3 - x^4)) + (9*(2967 + 137*(1 + 2*x)^2))/(15376*(20 - x^2 - 2*x^3 - x^4)) + (91*(7111 + 489*(1 + 2*x)^2))/(307520*(20 - x^2 - 2*x^3 - x^4)) - (3*(22211 + 1549*(1 + 2*x)^2))/(76880*(20 - x^2 - 2*x^3 - x^4)) - (13*(2029 + 2291*(1 + 2*x)^2))/(307520*(20 - x^2 - 2*x^3 - x^4)) + (45*(1 + 2*x)*(73789 + 3459*(1 + 2*x)^2))/(4904944*(20 - x^2 - 2*x^3 - x^4)) + (3*(115951 + 3649*(1 + 2*x)^2))/(153760*(20 - x^2 - 2*x^3 - x^4)) + (9*(1 + 2*x)*(208583 + 9113*(1 + 2*x)^2))/(4904944*(20 - x^2 - 2*x^3 - x^4)) - (3*(65257 + 10823*(1 + 2*x)^2))/(307520*(20 - x^2 - 2*x^3 - x^4)) - (3*(1 + 2*x)*(1903251 + 26269*(1 + 2*x)^2))/(24524720*(20 - x^2 - 2*x^3 - x^4)) + (91*(1 + 2*x)*(305671 + 37129*(1 + 2*x)^2))/(98098880*(20 - x^2 - 2*x^3 - x^4)) - (147*(1 + 2*x)*(981369 + 59431*(1 + 2*x)^2))/(98098880*(20 - x^2 - 2*x^3 - x^4)) - (13*(1 + 2*x)*(2591029 + 233931*(1 + 2*x)^2))/(98098880*(20 - x^2 - 2*x^3 - x^4)) + ((1 + 2*x)*(18980129 + 457791*(1 + 2*x)^2))/(24524720*(20 - x^2 - 2*x^3 - x^4)) + (27*(39777 - 4612*Sqrt[5])*Sqrt[5/(-1 + 8*Sqrt[5])]*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/2452472 + (9*(3352 - 9435*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(595820*Sqrt[-1 + 8*Sqrt[5]]) + (91*(2722 - 2355*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(476656*Sqrt[-1 + 8*Sqrt[5]]) + (3*(9871557 - 610388*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(12262360*Sqrt[5*(-1 + 8*Sqrt[5])]) - (39*(1490457 - 311908*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(-1 + 8*Sqrt[5])]) - (147*(1620631 - 237724*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(-1 + 8*Sqrt[5])]) + (91*(551329 - 148516*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(-1 + 8*Sqrt[5])]) - ((650777 - 134136*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(119164*Sqrt[5*(-1 + 8*Sqrt[5])]) - (3*(2920549 - 105076*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(12262360*Sqrt[5*(-1 + 8*Sqrt[5])]) + ((530671 - 86022*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(-1 + 8*Sqrt[5])]) + (9*(335657 - 36452*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(2452472*Sqrt[5*(-1 + 8*Sqrt[5])]) + (441*(9171 - 2288*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(-1 + 8*Sqrt[5])]) + (351*(3963 - 1420*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(-1 + 8*Sqrt[5])]) - (243*(1359 - 986*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(238328*Sqrt[5*(-1 + 8*Sqrt[5])]) + (81*(2189 - 618*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(119164*Sqrt[5*(-1 + 8*Sqrt[5])]) - (3*(836711 + 993796*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(24524720*Sqrt[5*(-1 + 8*Sqrt[5])]) - ((18349 + 2554604*Sqrt[5])*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(-1 + 8*Sqrt[5])]) - (9*Sqrt[(5*(-374872511 + 217966480*Sqrt[5]))/319]*ArcTan[(1 + 2*x)/Sqrt[-1 + 8*Sqrt[5]]])/119164 - ((18349 - 2554604*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(1 + 8*Sqrt[5])]) - (3*(836711 - 993796*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(24524720*Sqrt[5*(1 + 8*Sqrt[5])]) + (81*(2189 + 618*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(119164*Sqrt[5*(1 + 8*Sqrt[5])]) - (243*(1359 + 986*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(238328*Sqrt[5*(1 + 8*Sqrt[5])]) - (9*Sqrt[5/(1 + 8*Sqrt[5])]*(4793 + 1052*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/119164 + (351*(3963 + 1420*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(1 + 8*Sqrt[5])]) + (441*(9171 + 2288*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(1 + 8*Sqrt[5])]) - (91*(2722 + 2355*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(476656*Sqrt[1 + 8*Sqrt[5]]) + (27*Sqrt[5/(1 + 8*Sqrt[5])]*(39777 + 4612*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/2452472 - (9*(3352 + 9435*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(595820*Sqrt[1 + 8*Sqrt[5]]) + (9*(335657 + 36452*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(2452472*Sqrt[5*(1 + 8*Sqrt[5])]) + ((530671 + 86022*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(476656*Sqrt[5*(1 + 8*Sqrt[5])]) - (3*(2920549 + 105076*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(12262360*Sqrt[5*(1 + 8*Sqrt[5])]) - ((650777 + 134136*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(119164*Sqrt[5*(1 + 8*Sqrt[5])]) + (91*(551329 + 148516*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(1 + 8*Sqrt[5])]) - (147*(1620631 + 237724*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(1 + 8*Sqrt[5])]) - (39*(1490457 + 311908*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(49049440*Sqrt[5*(1 + 8*Sqrt[5])]) + (3*(9871557 + 610388*Sqrt[5])*ArcTanh[(1 + 2*x)/Sqrt[1 + 8*Sqrt[5]]])/(12262360*Sqrt[5*(1 + 8*Sqrt[5])]) + Log[x]/5 - (5*x*Log[x])/(31*(3 - x)) - (9*(5048 - 1525*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/1191640 + (729*(220 + 47*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/1191640 + (63*(120 + 113*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/238328 - (351*(256 + 177*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/953312 - (81*(530 + 419*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/1191640 + (243*(970 + 513*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/2383280 - (441*(1900 + 1629*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/4766560 + (91*(2210 + 2001*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/4766560 - ((255150 + 308257*Sqrt[5])*Log[2*Sqrt[5] - x - x^2])/4766560 - ((255150 - 308257*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/4766560 + (91*(2210 - 2001*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/4766560 - (441*(1900 - 1629*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/4766560 + (243*(970 - 513*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/2383280 - (81*(530 - 419*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/1191640 - (351*(256 - 177*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/953312 + (63*(120 - 113*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/238328 + (729*(220 - 47*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/1191640 - (9*(5048 + 1525*Sqrt[5])*Log[2*Sqrt[5] + x + x^2])/1191640 + (11840*Defer[Int][Log[x]/(-20 + x^2 + 2*x^3 + x^4)^2, x])/31 + (15768*Defer[Int][(x*Log[x])/(-20 + x^2 + 2*x^3 + x^4)^2, x])/31 + (2432*Defer[Int][(x^2*Log[x])/(-20 + x^2 + 2*x^3 + x^4)^2, x])/31 + (784*Defer[Int][(x^3*Log[x])/(-20 + x^2 + 2*x^3 + x^4)^2, x])/31 + (352*Defer[Int][Log[x]/(-20 + x^2 + 2*x^3 + x^4), x])/31 + (368*Defer[Int][(x*Log[x])/(-20 + x^2 + 2*x^3 + x^4), x])/31 + (15*Defer[Int][(x^2*Log[x])/(-20 + x^2 + 2*x^3 + x^4), x])/31","F",0,0,0,0,-1,"{}"
7041,1,18,0,0.2391381,"\int \frac{3+9 x-3 x \log \left(x^3\right)}{x \log ^2\left(x^3\right)} \, dx","Int[(3 + 9*x - 3*x*Log[x^3])/(x*Log[x^3]^2),x]","-\frac{3 x}{\log \left(x^3\right)}-\frac{1}{\log \left(x^3\right)}","2-\frac{3 x+1}{\log \left(x^3\right)}",1,"-Log[x^3]^(-1) - (3*x)/Log[x^3]","A",13,9,22,0.4091,1,"{6741, 12, 6742, 2353, 2297, 2300, 2178, 2302, 30}"
7042,1,62,0,0.0192995,"\int \frac{217500+1064450 x+1250 e^{16} x+95700 x^2+1936 x^3+e^8 \left(-7500-72500 x-3300 x^2\right)}{5625} \, dx","Int[(217500 + 1064450*x + 1250*E^16*x + 95700*x^2 + 1936*x^3 + E^8*(-7500 - 72500*x - 3300*x^2))/5625,x]","\frac{484 x^4}{5625}-\frac{44 e^8 x^3}{225}+\frac{1276 x^3}{225}+\frac{1}{225} \left(21289+25 e^{16}\right) x^2-\frac{58 e^8 x^2}{9}-\frac{4 e^8 x}{3}+\frac{116 x}{3}","x^2 \left(-\frac{x}{25}+\frac{1}{3} \left(x-e^8-1\right)+\frac{2}{x}+10\right)^2",1,"(116*x)/3 - (4*E^8*x)/3 - (58*E^8*x^2)/9 + ((21289 + 25*E^16)*x^2)/225 + (1276*x^3)/225 - (44*E^8*x^3)/225 + (484*x^4)/5625","B",4,2,39,0.05128,1,"{6, 12}"
7043,0,0,0,1.6348584,"\int \frac{4 e x+e \left(160 x-40 x^2\right) \log (4)+e (-16+4 x) \log (4-x)+e^{\frac{e^{\frac{x}{e}}}{4}} \left(4 e+e (80-20 x) \log (4)+e^{\frac{x}{e}} \left(20 x-5 x^2\right) \log (4)+e^{\frac{x}{e}} (-4+x) \log (4-x)\right)}{e (-16+4 x)} \, dx","Int[(4*E*x + E*(160*x - 40*x^2)*Log[4] + E*(-16 + 4*x)*Log[4 - x] + E^(E^(x/E)/4)*(4*E + E*(80 - 20*x)*Log[4] + E^(x/E)*(20*x - 5*x^2)*Log[4] + E^(x/E)*(-4 + x)*Log[4 - x]))/(E*(-16 + 4*x)),x]","\int \frac{4 e x+e \left(160 x-40 x^2\right) \log (4)+e (-16+4 x) \log (4-x)+e^{\frac{e^{\frac{x}{e}}}{4}} \left(4 e+e (80-20 x) \log (4)+e^{\frac{x}{e}} \left(20 x-5 x^2\right) \log (4)+e^{\frac{x}{e}} (-4+x) \log (4-x)\right)}{e (-16+4 x)} \, dx","\left(x+e^{\frac{e^{\frac{x}{e}}}{4}}\right) (\log (4-x)-5 x \log (4))+25",1,"-5*x^2*Log[4] - 5*E*ExpIntegralEi[E^(x/E)/4]*Log[4] + 4*Log[4 - x] + E^(E^(x/E)/4)*Log[4 - x] - (4 - x)*Log[4 - x] - Defer[Int][E^(E^(x/E)/4)/(4 - x), x] - Defer[Int][E^((4 + E^(x/E))/4)/(-4 + x), x]/E - (5*Log[4]*Defer[Int][E^(E^(x/E)/4 + x/E)*x, x])/(4*E)","F",0,0,0,0,-1,"{}"
7044,0,0,0,0.5596513,"\int \frac{x+\left(-8-4 x+8 x^2+4 x^3\right) \log ^2\left(\frac{1+x}{x}\right)}{\left(x^2+x^3\right) \log ^2\left(\frac{1+x}{x}\right)} \, dx","Int[(x + (-8 - 4*x + 8*x^2 + 4*x^3)*Log[(1 + x)/x]^2)/((x^2 + x^3)*Log[(1 + x)/x]^2),x]","\int \frac{x+\left(-8-4 x+8 x^2+4 x^3\right) \log ^2\left(\frac{1+x}{x}\right)}{\left(x^2+x^3\right) \log ^2\left(\frac{1+x}{x}\right)} \, dx","4 \left(x+\frac{2}{x}+\log (5 x)\right)+\frac{1}{\log \left(\frac{x+1}{x}\right)}-5",1,"8/x + 4*x + 4*Log[x] + Defer[Int][1/((-1 - x)*Log[1 + x^(-1)]^2), x] + Defer[Int][1/(x*Log[1 + x^(-1)]^2), x]","F",0,0,0,0,-1,"{}"
7045,1,418,0,0.9071578,"\int \frac{4+52 x+52 x^2-36 x^3-40 x^4+\left(20+60 x+60 x^2+20 x^3\right) \log (3)+\left(-4+24 x-12 x^2+120 x^3+\left(-20-80 x-60 x^2\right) \log (3)\right) \log \left(1-20 x+100 x^2+(10-100 x) \log (3)+25 \log ^2(3)\right)+\left(8 x-80 x^2+40 x \log (3)\right) \log ^2\left(1-20 x+100 x^2+(10-100 x) \log (3)+25 \log ^2(3)\right)}{1-10 x+5 \log (3)} \, dx","Int[(4 + 52*x + 52*x^2 - 36*x^3 - 40*x^4 + (20 + 60*x + 60*x^2 + 20*x^3)*Log[3] + (-4 + 24*x - 12*x^2 + 120*x^3 + (-20 - 80*x - 60*x^2)*Log[3])*Log[1 - 20*x + 100*x^2 + (10 - 100*x)*Log[3] + 25*Log[3]^2] + (8*x - 80*x^2 + 40*x*Log[3])*Log[1 - 20*x + 100*x^2 + (10 - 100*x)*Log[3] + 25*Log[3]^2]^2)/(1 - 10*x + 5*Log[3]),x]","x^4+\frac{58 x^3}{15}-4 x^3 \log \left((-10 x+1+\log (243))^2\right)+\frac{2}{15} x^3 (1+\log (243))-\frac{13 x^2}{5}+\frac{1}{50} x^2 (1+\log (243))^2+\frac{29}{50} x^2 (1+\log (243))-\frac{26 x}{5}+\frac{1}{25} (-10 x+1+\log (243))^2 \log ^2\left((-10 x+1+\log (243))^2\right)-\frac{2}{25} (1+\log (243)) (-10 x+1+\log (243)) \log ^2\left((-10 x+1+\log (243))^2\right)+\frac{1}{25} (1+\log (243))^2 \log ^2\left((-10 x+1+\log (243))^2\right)-\frac{1}{50} x \log (3) (11+\log (243))^2+\frac{1}{250} x (1+\log (243))^3+\frac{29}{250} x (1+\log (243))^2+\frac{147}{25} x (1+\log (243))+\frac{8}{5} x (3-5 \log (9))+\frac{2}{25} (-10 x+1+\log (243))^2-\frac{1}{500} \log (3) (11+\log (243))^3 \log (-10 x+1+\log (243))+\frac{(1+\log (243))^4 \log (-10 x+1+\log (243))}{2500}+\frac{29 (1+\log (243))^3 \log (-10 x+1+\log (243))}{2500}-\frac{13}{250} (1+\log (243))^2 \log (-10 x+1+\log (243))-\frac{13}{25} (1+\log (243)) \log (-10 x+1+\log (243))-\frac{2}{5} \log (-10 x+1+\log (243))-\frac{2}{25} (-10 x+1+\log (243))^2 \log \left((-10 x+1+\log (243))^2\right)+\frac{8}{25} (1+\log (243)) (-10 x+1+\log (243)) \log \left((-10 x+1+\log (243))^2\right)+\frac{2}{25} (3-5 \log (9)) (-10 x+1+\log (243)) \log \left((-10 x+1+\log (243))^2\right)-\frac{1}{10} (x+1)^2 \log (3) (11+\log (243))-\frac{2}{3} (x+1)^3 \log (3)","\left(2 x \log \left((5 (2 x-\log (3))-1)^2\right)-(x+1)^2\right)^2",1,"(-26*x)/5 - (13*x^2)/5 + (58*x^3)/15 + x^4 - (2*(1 + x)^3*Log[3])/3 + (8*x*(3 - 5*Log[9]))/5 + (147*x*(1 + Log[243]))/25 + (29*x^2*(1 + Log[243]))/50 + (2*x^3*(1 + Log[243]))/15 + (29*x*(1 + Log[243])^2)/250 + (x^2*(1 + Log[243])^2)/50 + (x*(1 + Log[243])^3)/250 - ((1 + x)^2*Log[3]*(11 + Log[243]))/10 - (x*Log[3]*(11 + Log[243])^2)/50 + (2*(1 - 10*x + Log[243])^2)/25 - (2*Log[1 - 10*x + Log[243]])/5 - (13*(1 + Log[243])*Log[1 - 10*x + Log[243]])/25 - (13*(1 + Log[243])^2*Log[1 - 10*x + Log[243]])/250 + (29*(1 + Log[243])^3*Log[1 - 10*x + Log[243]])/2500 + ((1 + Log[243])^4*Log[1 - 10*x + Log[243]])/2500 - (Log[3]*(11 + Log[243])^3*Log[1 - 10*x + Log[243]])/500 - 4*x^3*Log[(1 - 10*x + Log[243])^2] + (2*(3 - 5*Log[9])*(1 - 10*x + Log[243])*Log[(1 - 10*x + Log[243])^2])/25 + (8*(1 + Log[243])*(1 - 10*x + Log[243])*Log[(1 - 10*x + Log[243])^2])/25 - (2*(1 - 10*x + Log[243])^2*Log[(1 - 10*x + Log[243])^2])/25 + ((1 + Log[243])^2*Log[(1 - 10*x + Log[243])^2]^2)/25 - (2*(1 + Log[243])*(1 - 10*x + Log[243])*Log[(1 - 10*x + Log[243])^2]^2)/25 + ((1 - 10*x + Log[243])^2*Log[(1 - 10*x + Log[243])^2]^2)/25","B",31,14,146,0.09589,1,"{6688, 12, 6742, 43, 2418, 2395, 2389, 2295, 2390, 2301, 2401, 2296, 2305, 2304}"
7046,1,28,0,0.0910055,"\int \frac{1}{25} \exp \left(\frac{1}{50} \left(25+6 x+6 x^2+e^5 \left(6 x+6 x^2\right)\right)\right) \left(3+6 x+e^5 (3+6 x)\right) \, dx","Int[(E^((25 + 6*x + 6*x^2 + E^5*(6*x + 6*x^2))/50)*(3 + 6*x + E^5*(3 + 6*x)))/25,x]","e^{\frac{3}{25} \left(1+e^5\right) x^2+\frac{3}{25} \left(1+e^5\right) x+\frac{1}{2}}","e^{\frac{3}{25} \left(1+e^5\right) x (x+1)+\frac{1}{2}}",1,"E^(1/2 + (3*(1 + E^5)*x)/25 + (3*(1 + E^5)*x^2)/25)","A",3,3,47,0.06383,1,"{12, 2244, 2236}"
7047,1,33,0,0.7061743,"\int \frac{\exp \left(\frac{-1-x^2+e \left(x+x^3\right)+e^4 \left(-x^2-x^4\right)}{2 x}\right) \left(1-x^2+2 e x^3+e^4 \left(-x^2-3 x^4\right)\right)}{2 x^2} \, dx","Int[(E^((-1 - x^2 + E*(x + x^3) + E^4*(-x^2 - x^4))/(2*x))*(1 - x^2 + 2*E*x^3 + E^4*(-x^2 - 3*x^4)))/(2*x^2),x]","\exp \left(-\frac{-e \left(x^3+x\right)+x^2+e^4 \left(x^4+x^2\right)+1}{2 x}\right)","e^{\frac{1}{2} \left(-\frac{\frac{1}{x}-e}{x}-e^4\right) \left(x^3+x\right)}",1,"E^(-1/2*(1 + x^2 - E*(x + x^3) + E^4*(x^2 + x^4))/x)","A",2,2,73,0.02740,1,"{12, 6706}"
7048,0,0,0,1.8497897,"\int \frac{-270 x^2+54 x^4+e^x \left(-108 x^3+54 x^4\right)}{25-30 x^2+9 e^{2 x} x^2-60 x^3+9 x^4+36 x^5+36 x^6+e^x \left(30 x-18 x^3-36 x^4\right)} \, dx","Int[(-270*x^2 + 54*x^4 + E^x*(-108*x^3 + 54*x^4))/(25 - 30*x^2 + 9*E^(2*x)*x^2 - 60*x^3 + 9*x^4 + 36*x^5 + 36*x^6 + E^x*(30*x - 18*x^3 - 36*x^4)),x]","\int \frac{-270 x^2+54 x^4+e^x \left(-108 x^3+54 x^4\right)}{25-30 x^2+9 e^{2 x} x^2-60 x^3+9 x^4+36 x^5+36 x^6+e^x \left(30 x-18 x^3-36 x^4\right)} \, dx","\frac{3 x}{x+\frac{x-e^x-\frac{5}{3 x}}{2 x}}",1,"-90*Defer[Int][x^2/(-5 - 3*E^x*x + 3*x^2 + 6*x^3)^2, x] - 90*Defer[Int][x^3/(-5 - 3*E^x*x + 3*x^2 + 6*x^3)^2, x] - 54*Defer[Int][x^4/(-5 - 3*E^x*x + 3*x^2 + 6*x^3)^2, x] - 162*Defer[Int][x^5/(-5 - 3*E^x*x + 3*x^2 + 6*x^3)^2, x] + 108*Defer[Int][x^6/(-5 - 3*E^x*x + 3*x^2 + 6*x^3)^2, x] + 36*Defer[Int][x^2/(-5 - 3*E^x*x + 3*x^2 + 6*x^3), x] - 18*Defer[Int][x^3/(-5 - 3*E^x*x + 3*x^2 + 6*x^3), x]","F",0,0,0,0,-1,"{}"
7049,1,15,0,0.0197679,"\int \frac{-18+x \log (3)-2 \log (x)}{x} \, dx","Int[(-18 + x*Log[3] - 2*Log[x])/x,x]","-\log ^2(x)-18 \log (x)+x \log (3)","-(\log (x)+9)^2+(x+4) \log (3)+4",1,"x*Log[3] - 18*Log[x] - Log[x]^2","A",5,3,14,0.2143,1,"{14, 43, 2301}"
7050,1,32,0,0.0416407,"\int \frac{2 x+2 x^2+(2+2 x) \log \left(-\frac{x}{5 e^5}\right)}{x} \, dx","Int[(2*x + 2*x^2 + (2 + 2*x)*Log[-1/5*x/E^5])/x,x]","(x+1)^2-2 x+\log ^2\left(-\frac{x}{5 e^5}\right)+2 x \log \left(-\frac{x}{5 e^5}\right)","\left(x+\log \left(-\frac{x}{5 e^5}\right)\right)^2",1,"-2*x + (1 + x)^2 + 2*x*Log[-1/5*x/E^5] + Log[-1/5*x/E^5]^2","B",5,4,28,0.1429,1,"{14, 2346, 2301, 2295}"
7051,0,0,0,0.7587661,"\int \frac{120 x-40 x^2+(-960+440 x) \log (x)-640 \log ^2(x)}{x^3 \log ^2(5) \log ^2(x)-8 x^2 \log ^2(5) \log ^3(x)+16 x \log ^2(5) \log ^4(x)} \, dx","Int[(120*x - 40*x^2 + (-960 + 440*x)*Log[x] - 640*Log[x]^2)/(x^3*Log[5]^2*Log[x]^2 - 8*x^2*Log[5]^2*Log[x]^3 + 16*x*Log[5]^2*Log[x]^4),x]","\int \frac{120 x-40 x^2+(-960+440 x) \log (x)-640 \log ^2(x)}{x^3 \log ^2(5) \log ^2(x)-8 x^2 \log ^2(5) \log ^3(x)+16 x \log ^2(5) \log ^4(x)} \, dx","\frac{10 \left(\frac{3}{\log (x)-\frac{x}{4}}+4\right)}{\log ^2(5) \log (x)}",1,"40/(Log[5]^2*Log[x]) - 120/(x*Log[5]^2*Log[x]) - (1920*Defer[Int][1/(x^2*(x - 4*Log[x])^2), x])/Log[5]^2 + (480*Defer[Int][1/(x*(x - 4*Log[x])^2), x])/Log[5]^2 + (480*Defer[Int][1/(x^2*(x - 4*Log[x])), x])/Log[5]^2","F",0,0,0,0,-1,"{}"
7052,1,262,0,4.9908963,"\int \left(2 x+\exp \left(e^{20}+x^4-4 x^5+6 x^6-4 x^7+x^8+e^{15} \left(4 x-4 x^2\right)+e^{10} \left(6 x^2-12 x^3+6 x^4\right)+e^5 \left(4 x^3-12 x^4+12 x^5-4 x^6\right)\right) \left(2+16 x^3-72 x^4+104 x^5-40 x^6-24 x^7+16 x^8+e^{15} \left(16-24 x-16 x^2\right)+e^{10} \left(48 x-120 x^2+24 x^3+48 x^4\right)+e^5 \left(48 x^2-168 x^3+144 x^4+24 x^5-48 x^6\right)\right)+\log (4)\right) \, dx","Int[2*x + E^(E^20 + x^4 - 4*x^5 + 6*x^6 - 4*x^7 + x^8 + E^15*(4*x - 4*x^2) + E^10*(6*x^2 - 12*x^3 + 6*x^4) + E^5*(4*x^3 - 12*x^4 + 12*x^5 - 4*x^6))*(2 + 16*x^3 - 72*x^4 + 104*x^5 - 40*x^6 - 24*x^7 + 16*x^8 + E^15*(16 - 24*x - 16*x^2) + E^10*(48*x - 120*x^2 + 24*x^3 + 48*x^4) + E^5*(48*x^2 - 168*x^3 + 144*x^4 + 24*x^5 - 48*x^6)) + Log[4],x]","\frac{2 \left(2 x^8-3 x^7-5 x^6+13 x^5-9 x^4+2 x^3+e^{15} \left(-2 x^2-3 x+2\right)+3 e^{10} \left(2 x^4+x^3-5 x^2+2 x\right)+3 e^5 \left(-2 x^6+x^5+6 x^4-7 x^3+2 x^2\right)\right) \exp \left(x^8-4 x^7+6 x^6-4 x^5+x^4+4 e^{15} \left(x-x^2\right)+6 e^{10} \left(x^4-2 x^3+x^2\right)+4 e^5 \left(-x^6+3 x^5-3 x^4+x^3\right)+e^{20}\right)}{2 x^7-7 x^6+9 x^5-5 x^4+x^3+3 e^{10} \left(2 x^3-3 x^2+x\right)+3 e^5 \left(-2 x^5+5 x^4-4 x^3+x^2\right)+e^{15} (1-2 x)}+x^2+x \log (4)","x^2+e^{\left(-x^2+x+e^5\right)^4} (2 x+4)+x \log (4)",1,"x^2 + (2*E^(E^20 + x^4 - 4*x^5 + 6*x^6 - 4*x^7 + x^8 + 4*E^15*(x - x^2) + 6*E^10*(x^2 - 2*x^3 + x^4) + 4*E^5*(x^3 - 3*x^4 + 3*x^5 - x^6))*(2*x^3 - 9*x^4 + 13*x^5 - 5*x^6 - 3*x^7 + 2*x^8 + E^15*(2 - 3*x - 2*x^2) + 3*E^10*(2*x - 5*x^2 + x^3 + 2*x^4) + 3*E^5*(2*x^2 - 7*x^3 + 6*x^4 + x^5 - 2*x^6)))/(E^15*(1 - 2*x) + x^3 - 5*x^4 + 9*x^5 - 7*x^6 + 2*x^7 + 3*E^10*(x - 3*x^2 + 2*x^3) + 3*E^5*(x^2 - 4*x^3 + 5*x^4 - 2*x^5)) + x*Log[4]","B",2,1,191,0.005236,1,"{2288}"
7053,0,0,0,7.2690658,"\int \frac{108+492 x+540 x^2+108 x^3+3^{-5+x} e^{3^{-5+x} (1+3 x)^{5-x}} (1+3 x)^{5-x} \left(15-3 x+(-1-3 x) \log \left(\frac{1}{3} (1+3 x)\right)\right)}{1+3 x} \, dx","Int[(108 + 492*x + 540*x^2 + 108*x^3 + 3^(-5 + x)*E^(3^(-5 + x)*(1 + 3*x)^(5 - x))*(1 + 3*x)^(5 - x)*(15 - 3*x + (-1 - 3*x)*Log[(1 + 3*x)/3]))/(1 + 3*x),x]","\int \frac{108+492 x+540 x^2+108 x^3+3^{-5+x} e^{3^{-5+x} (1+3 x)^{5-x}} (1+3 x)^{5-x} \left(15-3 x+(-1-3 x) \log \left(\frac{1}{3} (1+3 x)\right)\right)}{1+3 x} \, dx","12 x \left((x+3)^2+x\right)+e^{\left(x+\frac{1}{3}\right)^{5-x}}-5",1,"108*x + 84*x^2 + 12*x^3 + 5*Defer[Int][E^(1/3 + x)^(5 - x)*(1/3 + x)^(4 - x), x] - Defer[Int][E^(1/3 + x)^(5 - x)*x*(1/3 + x)^(4 - x), x] - Log[1/3 + x]*Defer[Int][E^(1/3 + x)^(5 - x)*x*(1/3 + x)^(4 - x), x] - Log[1/3 + x]*Defer[Int][3^(-5 + x)*E^(1/3 + x)^(5 - x)*(1 + 3*x)^(4 - x), x] + Defer[Int][Defer[Int][E^(1/3 + x)^(5 - x)*x*(1/3 + x)^(4 - x), x]/(1/3 + x), x] + Defer[Int][Defer[Int][3^(-5 + x)*E^(1/3 + x)^(5 - x)*(1 + 3*x)^(4 - x), x]/(1/3 + x), x]","F",0,0,0,0,-1,"{}"
7054,0,0,0,5.2136208,"\int \frac{e^{\frac{x^2}{-3-x^2+4 x^3}} \left(6 x^2+4 x^5+e^{-\frac{x^2}{-3-x^2+4 x^3}} \left(-9-6 x^2+24 x^3-x^4+8 x^5-16 x^6\right)\right)}{9 x+6 x^3-24 x^4+x^5-8 x^6+16 x^7} \, dx","Int[(E^(x^2/(-3 - x^2 + 4*x^3))*(6*x^2 + 4*x^5 + (-9 - 6*x^2 + 24*x^3 - x^4 + 8*x^5 - 16*x^6)/E^(x^2/(-3 - x^2 + 4*x^3))))/(9*x + 6*x^3 - 24*x^4 + x^5 - 8*x^6 + 16*x^7),x]","\int \frac{e^{\frac{x^2}{-3-x^2+4 x^3}} \left(6 x^2+4 x^5+e^{-\frac{x^2}{-3-x^2+4 x^3}} \left(-9-6 x^2+24 x^3-x^4+8 x^5-16 x^6\right)\right)}{9 x+6 x^3-24 x^4+x^5-8 x^6+16 x^7} \, dx","-e^{-\frac{x}{-4 x^2+x+\frac{3}{x}}}-\log (x)+3",1,"-Log[x] + (288*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(-3 + I*Sqrt[39] - 8*x)^2, x])/65 + (8*(3 - I*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(-3 + I*Sqrt[39] - 8*x)^2, x])/65 - ((8*I)/5)*Sqrt[3/13]*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(-3 + I*Sqrt[39] - 8*x), x] + Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(-1 + x)^2, x]/10 + (4*(9 - I*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 - I*Sqrt[39] + 8*x), x])/125 - (4*(117 + (37*I)*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 - I*Sqrt[39] + 8*x), x])/1625 + (288*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 + I*Sqrt[39] + 8*x)^2, x])/65 + (8*(3 + I*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 + I*Sqrt[39] + 8*x)^2, x])/65 - ((8*I)/5)*Sqrt[3/13]*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 + I*Sqrt[39] + 8*x), x] + (4*(9 + I*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 + I*Sqrt[39] + 8*x), x])/125 - (4*(117 - (37*I)*Sqrt[39])*Defer[Int][E^(x^2/(-3 - x^2 + 4*x^3))/(3 + I*Sqrt[39] + 8*x), x])/1625","F",0,0,0,0,-1,"{}"
7055,1,87,0,0.1375411,"\int \frac{-512 x+384 x^2+184 x^3+16 x^4+\left(512-384 x-248 x^2-24 x^3\right) \log (2 x)+\left(64 x+8 x^2\right) \log ^2(2 x)}{9 x} \, dx","Int[(-512*x + 384*x^2 + 184*x^3 + 16*x^4 + (512 - 384*x - 248*x^2 - 24*x^3)*Log[2*x] + (64*x + 8*x^2)*Log[2*x]^2)/(9*x),x]","\frac{4 x^4}{9}+\frac{64 x^3}{9}-\frac{8}{9} x^3 \log (2 x)+\frac{256 x^2}{9}+\frac{4}{9} x^2 \log ^2(2 x)-\frac{128}{9} x^2 \log (2 x)+\frac{64}{9} x \log ^2(2 x)+\frac{256}{9} \log ^2(2 x)-\frac{512}{9} x \log (2 x)","\frac{4}{9} (x+8)^2 (\log (2 x)-x)^2",1,"(256*x^2)/9 + (64*x^3)/9 + (4*x^4)/9 - (512*x*Log[2*x])/9 - (128*x^2*Log[2*x])/9 - (8*x^3*Log[2*x])/9 + (256*Log[2*x]^2)/9 + (64*x*Log[2*x]^2)/9 + (4*x^2*Log[2*x]^2)/9","B",16,9,62,0.1452,1,"{12, 14, 2357, 2295, 2301, 2304, 2330, 2296, 2305}"
7056,1,25,0,0.3246561,"\int \frac{1}{3} e^{-2 x} \left(-2 e^{-5+e^{\frac{e^{-2 x}}{3}}+\frac{e^{-2 x}}{3}}+3 e^{25-8 x+x^2} (10-2 x)\right) \, dx","Int[(-2*E^(-5 + E^(1/(3*E^(2*x))) + 1/(3*E^(2*x))) + 3*E^(25 - 8*x + x^2)*(10 - 2*x))/(3*E^(2*x)),x]","e^{e^{\frac{e^{-2 x}}{3}}-5}-e^{(x-5)^2}","e^{e^{\frac{e^{-2 x}}{3}}-5}-e^{(x-5)^2}",1,"E^(-5 + E^(1/(3*E^(2*x)))) - E^(-5 + x)^2","A",9,6,53,0.1132,1,"{12, 6742, 2282, 2194, 2227, 2209}"
7057,1,6,0,0.0024491,"\int \frac{-8+x}{x} \, dx","Int[(-8 + x)/x,x]","x-8 \log (x)","x-\log \left(x^8\right)",1,"x - 8*Log[x]","A",2,1,7,0.1429,1,"{43}"
7058,1,38,0,0.0514981,"\int \frac{12-40 x+58 x^2-24 x^3+e^4 \left(-30+120 x-120 x^2\right)}{e^4 \left(3-12 x+12 x^2\right)} \, dx","Int[(12 - 40*x + 58*x^2 - 24*x^3 + E^4*(-30 + 120*x - 120*x^2))/(E^4*(3 - 12*x + 12*x^2)),x]","-\frac{x^2}{e^4}+\frac{\left(17-60 e^4\right) x}{6 e^4}+\frac{7}{12 e^4 (1-2 x)}","2 (x+3) \left(\frac{\frac{1}{3} \left(\frac{x^2}{1-2 x}-x\right)+3}{e^4}-5\right)",1,"7/(12*E^4*(1 - 2*x)) + ((17 - 60*E^4)*x)/(6*E^4) - x^2/E^4","A",5,3,45,0.06667,1,"{12, 27, 1850}"
7059,1,14,0,0.0814076,"\int \frac{2+\left(2 x+6 x^2\right) \log (x)}{x \log (x)} \, dx","Int[(2 + (2*x + 6*x^2)*Log[x])/(x*Log[x]),x]","3 x^2+2 x+2 \log (\log (x))","2 x^2+(x+1)^2+\log \left(\log ^2(x)\right)+2-\log (2)",1,"2*x + 3*x^2 + 2*Log[Log[x]]","A",4,3,22,0.1364,1,"{6688, 2302, 29}"
7060,1,1106,0,3.7507521,"\int \frac{44-16 x+8 x^2+(-8+8 x) \log (4)+2 \log ^2(4)+e^x \left(-4-6 x-12 x^2+4 x^3+\left(-5-8 x+4 x^2\right) \log (4)+(-1+x) \log ^2(4)\right)}{81+36 x-32 x^2-8 x^3+4 x^4+\left(-18 x-4 x^2+4 x^3\right) \log (4)+x^2 \log ^2(4)} \, dx","Int[(44 - 16*x + 8*x^2 + (-8 + 8*x)*Log[4] + 2*Log[4]^2 + E^x*(-4 - 6*x - 12*x^2 + 4*x^3 + (-5 - 8*x + 4*x^2)*Log[4] + (-1 + x)*Log[4]^2))/(81 + 36*x - 32*x^2 - 8*x^3 + 4*x^4 + (-18*x - 4*x^2 + 4*x^3)*Log[4] + x^2*Log[4]^2),x]","\frac{e^{\frac{1}{4} \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right)} (2-\log (4)) \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right) \text{Ei}\left(\frac{1}{4} \left(4 x-\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right)}{2 \left(76-4 \log (4)+\log ^2(4)\right)}+\frac{1}{2} e^{\frac{1}{4} \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \left(1-\frac{6-\log (4)}{\sqrt{76-4 \log (4)+\log ^2(4)}}\right) \text{Ei}\left(\frac{1}{4} \left(4 x-\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right)-\frac{e^{\frac{1}{4} \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \left(40-8 \log (2)+\log ^2(4)\right) \text{Ei}\left(\frac{1}{4} \left(4 x-\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right)}{76-4 \log (4)+\log ^2(4)}+\frac{4 e^{\frac{1}{4} \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \left(40-8 \log (2)+\log ^2(4)\right) \text{Ei}\left(\frac{1}{4} \left(4 x-\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right)}{\left(76-4 \log (4)+\log ^2(4)\right)^{3/2}}-\frac{\sqrt{2} e^{\frac{1}{4} \left(2+\sqrt{76-4 \log (4)+\log ^2(4)}\right)} (2-\log (4))^2 \text{Ei}\left(\frac{1}{4} \left(4 x-\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right)}{\left(76-4 \log (4)+\log ^2(4)\right)^{3/2}}-\frac{2 (-2 x-\log (4)+2)}{-2 x^2+(2-\log (4)) x+9}+\frac{2 e^x (2-\log (4)) \left(2-\log (4)-\sqrt{76-4 \log (4)+\log ^2(4)}\right)}{\left(76-4 \log (4)+\log ^2(4)\right) \left(-4 x-\sqrt{76-4 \log (4)+\log ^2(4)}-\log (4)+2\right)}-\frac{4 e^x \left(40-8 \log (2)+\log ^2(4)\right)}{\left(76-4 \log (4)+\log ^2(4)\right) \left(-4 x-\sqrt{76-4 \log (4)+\log ^2(4)}-\log (4)+2\right)}+\frac{2 e^x (2-\log (4)) \left(2-\log (4)+\sqrt{76-4 \log (4)+\log ^2(4)}\right)}{\left(76-4 \log (4)+\log ^2(4)\right) \left(-4 x+\sqrt{76-4 \log (4)+\log ^2(4)}-\log (4)+2\right)}-\frac{4 e^x \left(40-8 \log (2)+\log ^2(4)\right)}{\left(76-4 \log (4)+\log ^2(4)\right) \left(-4 x+\sqrt{76-4 \log (4)+\log ^2(4)}-\log (4)+2\right)}+\frac{e^{\frac{1}{4} \left(2-\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \text{Ei}\left(\frac{1}{4} \left(4 x+\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right) (2-\log (4)) \left(2-\log (4)-\sqrt{76-4 \log (4)+\log ^2(4)}\right)}{2 \sqrt{2} \left(76-4 \log (4)+\log ^2(4)\right)}+\frac{1}{2} e^{\frac{1}{4} \left(2-\log (4)-\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \text{Ei}\left(\frac{1}{4} \left(4 x+\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right) \left(1+\frac{6-\log (4)}{\sqrt{76-4 \log (4)+\log ^2(4)}}\right)-\frac{e^{\frac{1}{4} \left(2-\log (4)-\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \text{Ei}\left(\frac{1}{4} \left(4 x+\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right) \left(40-8 \log (2)+\log ^2(4)\right)}{76-4 \log (4)+\log ^2(4)}-\frac{4 e^{\frac{1}{4} \left(2-\log (4)-\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \text{Ei}\left(\frac{1}{4} \left(4 x+\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right) \left(40-8 \log (2)+\log ^2(4)\right)}{\left(76-4 \log (4)+\log ^2(4)\right)^{3/2}}+\frac{\sqrt{2} e^{\frac{1}{4} \left(2-\sqrt{76-4 \log (4)+\log ^2(4)}\right)} \text{Ei}\left(\frac{1}{4} \left(4 x+\sqrt{76-4 \log (4)+\log ^2(4)}+\log (4)-2\right)\right) (2-\log (4))^2}{\left(76-4 \log (4)+\log ^2(4)\right)^{3/2}}","\frac{e^x-2}{x+\frac{9}{-2 x+2-\log (4)}}",1,"(-2*(2 - 2*x - Log[4]))/(9 - 2*x^2 + x*(2 - Log[4])) - (Sqrt[2]*E^((2 + Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(2 - Log[4])^2)/(76 - 4*Log[4] + Log[4]^2)^(3/2) + (Sqrt[2]*E^((2 - Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(2 - Log[4])^2)/(76 - 4*Log[4] + Log[4]^2)^(3/2) + (4*E^((2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(40 - 8*Log[2] + Log[4]^2))/(76 - 4*Log[4] + Log[4]^2)^(3/2) - (4*E^((2 - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(40 - 8*Log[2] + Log[4]^2))/(76 - 4*Log[4] + Log[4]^2)^(3/2) - (E^((2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(40 - 8*Log[2] + Log[4]^2))/(76 - 4*Log[4] + Log[4]^2) - (E^((2 - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(40 - 8*Log[2] + Log[4]^2))/(76 - 4*Log[4] + Log[4]^2) + (E^((2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(1 - (6 - Log[4])/Sqrt[76 - 4*Log[4] + Log[4]^2]))/2 + (E^((2 - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(1 + (6 - Log[4])/Sqrt[76 - 4*Log[4] + Log[4]^2]))/2 + (E^((2 - Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(2 - Log[4])*(2 - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2]))/(2*Sqrt[2]*(76 - 4*Log[4] + Log[4]^2)) - (4*E^x*(40 - 8*Log[2] + Log[4]^2))/((76 - 4*Log[4] + Log[4]^2)*(2 - 4*x - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])) + (2*E^x*(2 - Log[4])*(2 - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2]))/((76 - 4*Log[4] + Log[4]^2)*(2 - 4*x - Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])) + (E^((2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])/4)*ExpIntegralEi[(-2 + 4*x + Log[4] - Sqrt[76 - 4*Log[4] + Log[4]^2])/4]*(2 - Log[4])*(2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2]))/(2*(76 - 4*Log[4] + Log[4]^2)) - (4*E^x*(40 - 8*Log[2] + Log[4]^2))/((76 - 4*Log[4] + Log[4]^2)*(2 - 4*x - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2])) + (2*E^x*(2 - Log[4])*(2 - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2]))/((76 - 4*Log[4] + Log[4]^2)*(2 - 4*x - Log[4] + Sqrt[76 - 4*Log[4] + Log[4]^2]))","C",31,9,112,0.08036,1,"{6, 6741, 6688, 6742, 1660, 8, 2270, 2178, 2177}"
7061,1,22,0,0.0582385,"\int \frac{384 x+128 e^{32} x+256 x^2}{9+e^{64}+24 x+16 x^2+e^{32} (6+8 x)} \, dx","Int[(384*x + 128*E^32*x + 256*x^2)/(9 + E^64 + 24*x + 16*x^2 + E^32*(6 + 8*x)),x]","\frac{16 \left(2 x+e^{32}+3\right)^2}{4 x+e^{32}+3}","\frac{16 x^2}{x+\frac{1}{4} \left(3+e^{32}\right)}",1,"(16*(3 + E^32 + 2*x)^2)/(3 + E^32 + 4*x)","A",5,5,40,0.1250,1,"{6, 1593, 1983, 27, 74}"
7062,1,24,0,0.0966226,"\int \frac{-45+182 x+3 x^2-10 x^3+(-32+8 x) \log (2)}{-45 x+31 x^2+3 x^3-x^4+\left(9-8 x+x^2\right) \log (2)} \, dx","Int[(-45 + 182*x + 3*x^2 - 10*x^3 + (-32 + 8*x)*Log[2])/(-45*x + 31*x^2 + 3*x^3 - x^4 + (9 - 8*x + x^2)*Log[2]),x]","4 \log \left(x^2-8 x+9\right)+\log \left(x^2+5 x-\log (2)\right)","\log \left(\left(2 x-(3-x)^2\right)^4 (x (x+5)-\log (2))\right)",1,"4*Log[9 - 8*x + x^2] + Log[5*x + x^2 - Log[2]]","A",4,2,56,0.03571,1,"{2074, 628}"
7063,1,31,0,0.3799376,"\int \frac{24 x^3+e^{\frac{-1296+576 x-9496 x^2+2256 x^3-19881 x^4}{144 x^2}} \left(432-96 x+376 x^3-6627 x^4\right)}{24 x^3} \, dx","Int[(24*x^3 + E^((-1296 + 576*x - 9496*x^2 + 2256*x^3 - 19881*x^4)/(144*x^2))*(432 - 96*x + 376*x^3 - 6627*x^4))/(24*x^3),x]","e^{-\frac{19881 x^4-2256 x^3+9496 x^2-576 x+1296}{144 x^2}}+x","x+e^{5-\left(\frac{3-x}{x}+\frac{47 x}{4}+\frac{1}{3}\right)^2}",1,"E^(-1/144*(1296 - 576*x + 9496*x^2 - 2256*x^3 + 19881*x^4)/x^2) + x","A",4,3,58,0.05172,1,"{12, 14, 6706}"
7064,1,29,0,0.1053646,"\int \frac{18-4 e^3+e^{x+x^2} \left(-1+x+2 x^2\right)}{4 x^2} \, dx","Int[(18 - 4*E^3 + E^(x + x^2)*(-1 + x + 2*x^2))/(4*x^2),x]","\frac{e^{x^2+x}}{4 x}-\frac{9-2 e^3}{2 x}","\frac{\frac{1}{4} \left(e^{x^2+x}-2\right)-\frac{7 x}{3}+e^3-4}{x}",1,"E^(x + x^2)/(4*x) - (9 - 2*E^3)/(2*x)","A",4,3,30,0.1000,1,"{12, 14, 2289}"
7065,0,0,0,4.5325342,"\int \frac{-e^{2 x}+3 x-3 x^2-3 e^x \log (4)+\left(e (3-6 x)-3 x+6 x^2+e^{2 x} (-2 e+2 x)+e^x (-3 e+3 x) \log (4)\right) \log (e-x)}{e^{4 x} (e-x)-9 x^3+18 x^4-9 x^5+e \left(9 x^2-18 x^3+9 x^4\right)+e^{3 x} (6 e-6 x) \log (4)+e^x \left(18 x^2-18 x^3+e \left(-18 x+18 x^2\right)\right) \log (4)+e^{2 x} \left(6 x^2-6 x^3+e \left(-6 x+6 x^2\right)+(9 e-9 x) \log ^2(4)\right)} \, dx","Int[(-E^(2*x) + 3*x - 3*x^2 - 3*E^x*Log[4] + (E*(3 - 6*x) - 3*x + 6*x^2 + E^(2*x)*(-2*E + 2*x) + E^x*(-3*E + 3*x)*Log[4])*Log[E - x])/(E^(4*x)*(E - x) - 9*x^3 + 18*x^4 - 9*x^5 + E*(9*x^2 - 18*x^3 + 9*x^4) + E^(3*x)*(6*E - 6*x)*Log[4] + E^x*(18*x^2 - 18*x^3 + E*(-18*x + 18*x^2))*Log[4] + E^(2*x)*(6*x^2 - 6*x^3 + E*(-6*x + 6*x^2) + (9*E - 9*x)*Log[4]^2)),x]","\int \frac{-e^{2 x}+3 x-3 x^2-3 e^x \log (4)+\left(e (3-6 x)-3 x+6 x^2+e^{2 x} (-2 e+2 x)+e^x (-3 e+3 x) \log (4)\right) \log (e-x)}{e^{4 x} (e-x)-9 x^3+18 x^4-9 x^5+e \left(9 x^2-18 x^3+9 x^4\right)+e^{3 x} (6 e-6 x) \log (4)+e^x \left(18 x^2-18 x^3+e \left(-18 x+18 x^2\right)\right) \log (4)+e^{2 x} \left(6 x^2-6 x^3+e \left(-6 x+6 x^2\right)+(9 e-9 x) \log ^2(4)\right)} \, dx","\frac{\log (e-x)}{3 \left(x^2-x+e^x \log (4)\right)+e^{2 x}}",1,"3*Log[E - x]*Defer[Int][(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])^(-2), x] + Log[64]*Log[E - x]*Defer[Int][E^x/(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])^2, x] - 12*Log[E - x]*Defer[Int][x/(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])^2, x] + 6*Log[E - x]*Defer[Int][x^2/(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])^2, x] - 2*Log[E - x]*Defer[Int][(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])^(-1), x] - Defer[Int][1/((E - x)*(E^(2*x) - 3*x + 3*x^2 + E^x*Log[64])), x] + 3*Defer[Int][Defer[Int][(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])^(-2), x]/(E - x), x] + Log[64]*Defer[Int][Defer[Int][E^x/(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])^2, x]/(E - x), x] - 12*Defer[Int][Defer[Int][x/(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])^2, x]/(E - x), x] + 6*Defer[Int][Defer[Int][x^2/(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])^2, x]/(E - x), x] - 2*Defer[Int][Defer[Int][(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])^(-1), x]/(E - x), x] + 2*E*Defer[Int][Defer[Int][1/((E - x)*(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])), x]/(E - x), x] + 2*E*Defer[Int][Defer[Int][1/((E - x)*(E^(2*x) + 3*(-1 + x)*x + E^x*Log[64])), x]/(-E + x), x]","F",0,0,0,0,-1,"{}"
7066,0,0,0,1.8497363,"\int \frac{15+8 e^{\frac{15-8 \log (x)}{4 \log (x)}} x^2 \log ^2(x)}{4 x \log ^2(x)+4 e^{\frac{15-8 \log (x)}{4 \log (x)}} x^3 \log ^2(x)} \, dx","Int[(15 + 8*E^((15 - 8*Log[x])/(4*Log[x]))*x^2*Log[x]^2)/(4*x*Log[x]^2 + 4*E^((15 - 8*Log[x])/(4*Log[x]))*x^3*Log[x]^2),x]","\int \frac{15+8 e^{\frac{15-8 \log (x)}{4 \log (x)}} x^2 \log ^2(x)}{4 x \log ^2(x)+4 e^{\frac{15-8 \log (x)}{4 \log (x)}} x^3 \log ^2(x)} \, dx","\log \left(x^2+e^{2-\frac{15}{4 \log (x)}}\right)+25",1,"2*Log[x] - 2*E^2*Defer[Int][1/(x*(E^2 + E^(15/(4*Log[x]))*x^2)), x] + (15*E^2*Defer[Int][1/(x*(E^2 + E^(15/(4*Log[x]))*x^2)*Log[x]^2), x])/4","F",0,0,0,0,-1,"{}"
7067,1,30,0,0.0228005,"\int \frac{-36 \log ^2(4)-72 x^2 \log (4) \log ^2(\log (2))+108 x^4 \log ^4(\log (2))}{x^2 \log ^4(\log (2))} \, dx","Int[(-36*Log[4]^2 - 72*x^2*Log[4]*Log[Log[2]]^2 + 108*x^4*Log[Log[2]]^4)/(x^2*Log[Log[2]]^4),x]","36 x^3-\frac{72 x \log (4)}{\log ^2(\log (2))}+\frac{36 \log ^2(4)}{x \log ^4(\log (2))}","36 x^3 \left(\frac{\log (4)}{x^2 \log ^2(\log (2))}-1\right)^2",1,"36*x^3 + (36*Log[4]^2)/(x*Log[Log[2]]^4) - (72*x*Log[4])/Log[Log[2]]^2","A",3,2,38,0.05263,1,"{12, 14}"
7068,0,0,0,5.0572669,"\int \frac{\exp \left(\frac{-1+2 e^x}{-2 x+2 (i \pi +\log (4-\log (2)))}\right) \left(-1+e^x (2-2 x)+2 e^x (i \pi +\log (4-\log (2)))\right)}{2 x^2-4 x (i \pi +\log (4-\log (2)))+2 (i \pi +\log (4-\log (2)))^2} \, dx","Int[(E^((-1 + 2*E^x)/(-2*x + 2*(I*Pi + Log[4 - Log[2]])))*(-1 + E^x*(2 - 2*x) + 2*E^x*(I*Pi + Log[4 - Log[2]])))/(2*x^2 - 4*x*(I*Pi + Log[4 - Log[2]]) + 2*(I*Pi + Log[4 - Log[2]])^2),x]","\int \frac{\exp \left(\frac{-1+2 e^x}{-2 x+2 (i \pi +\log (4-\log (2)))}\right) \left(-1+e^x (2-2 x)+2 e^x (i \pi +\log (4-\log (2)))\right)}{2 x^2-4 x (i \pi +\log (4-\log (2)))+2 (i \pi +\log (4-\log (2)))^2} \, dx","e^{\frac{\frac{1}{2}-e^x}{x-i \pi -\log (4-\log (2))}}",1,"Defer[Int][E^((-1 + 2*E^x)/(-2*x + 2*(I*Pi + Log[4 - Log[2]])))/(Pi + I*x - I*Log[4 - Log[2]])^2, x]/2 - Defer[Int][E^(x + (-1 + 2*E^x)/(-2*x + 2*(I*Pi + Log[4 - Log[2]])))/(Pi + I*x - I*Log[4 - Log[2]])^2, x] - I*Defer[Int][E^(x + (-1 + 2*E^x)/(-2*x + 2*(I*Pi + Log[4 - Log[2]])))/(Pi + I*x - I*Log[4 - Log[2]]), x]","F",0,0,0,0,-1,"{}"
7069,1,124,0,3.4844765,"\int \frac{-40 x-4 x^3+e \left(-8+14 x+2 x^2\right)+e^{x^2} \left(8-14 x-58 x^2+28 x^3\right)+\left(-12 x^2+e \left(-20+20 x-2 x^2\right)+e^{x^2} \left(20-20 x-38 x^2+28 x^3-4 x^4\right)\right) \log (x)}{4 x^2-4 x^3+x^4} \, dx","Int[(-40*x - 4*x^3 + E*(-8 + 14*x + 2*x^2) + E^x^2*(8 - 14*x - 58*x^2 + 28*x^3) + (-12*x^2 + E*(-20 + 20*x - 2*x^2) + E^x^2*(20 - 20*x - 38*x^2 + 28*x^3 - 4*x^4))*Log[x])/(4*x^2 - 4*x^3 + x^4),x]","-\frac{7 e^{x^2}}{2-x}-\frac{7 e^{x^2}}{x}-\frac{3 e^{x^2} \log (x)}{2-x}-\frac{5 e^{x^2} \log (x)}{x}+\frac{7 e}{2-x}-\frac{28}{2-x}+\frac{7 e}{x}+\frac{3 e x \log (x)}{2 (2-x)}-\frac{6 x \log (x)}{2-x}+\frac{5 e \log (x)}{x}+\frac{3}{2} e \log (x)-10 \log (x)","\frac{\left(\frac{2 \left(e^{x^2}-e\right)}{x}+4\right) ((5-x) \log (x)+7)}{x-2}",1,"-28/(2 - x) + (7*E)/(2 - x) - (7*E^x^2)/(2 - x) + (7*E)/x - (7*E^x^2)/x - 10*Log[x] + (3*E*Log[x])/2 - (3*E^x^2*Log[x])/(2 - x) + (5*E*Log[x])/x - (5*E^x^2*Log[x])/x - (6*x*Log[x])/(2 - x) + (3*E*x*Log[x])/(2*(2 - x))","B",43,15,106,0.1415,1,"{1594, 27, 6742, 44, 43, 893, 2314, 31, 2357, 2304, 2220, 2204, 2214, 2210, 2554}"
7070,0,0,0,0.9399069,"\int \frac{-8 e^x+8 x+4 x^2-2 x^3+x^4+\left(-4 x^2+x^4+e^x \left(4-x^2\right)\right) \log \left(\frac{4-x^2}{x}\right)}{4 x^2-x^4+e^x \left(-4+x^2\right)} \, dx","Int[(-8*E^x + 8*x + 4*x^2 - 2*x^3 + x^4 + (-4*x^2 + x^4 + E^x*(4 - x^2))*Log[(4 - x^2)/x])/(4*x^2 - x^4 + E^x*(-4 + x^2)),x]","\int \frac{-8 e^x+8 x+4 x^2-2 x^3+x^4+\left(-4 x^2+x^4+e^x \left(4-x^2\right)\right) \log \left(\frac{4-x^2}{x}\right)}{4 x^2-x^4+e^x \left(-4+x^2\right)} \, dx","\log \left(e^x-x^2\right)-x \log \left(\frac{4}{x}-x\right)",1,"x - x*Log[(4 - x^2)/x] + 2*Defer[Int][x/(-E^x + x^2), x] - Defer[Int][x^2/(-E^x + x^2), x]","F",0,0,0,0,-1,"{}"
7071,1,56,0,1.0919505,"\int \frac{-18+e^{x^2} \left(10 x^4-3 x^5+10 x^6-2 x^7+e^x \left(-5 x^3-3 x^4-9 x^5+2 x^6\right)\right)}{3 x^3} \, dx","Int[(-18 + E^x^2*(10*x^4 - 3*x^5 + 10*x^6 - 2*x^7 + E^x*(-5*x^3 - 3*x^4 - 9*x^5 + 2*x^6)))/(3*x^3),x]","\frac{5}{3} e^{x^2} x^2+\frac{1}{3} e^{x^2+x} x^2-\frac{5}{3} e^{x^2+x} x+\frac{3}{x^2}-\frac{1}{3} e^{x^2} x^3","\frac{1}{3} \left(1-e^{x^2} (5-x) \left(e^x-x\right) x\right)+\frac{3}{x^2}",1,"3/x^2 - (5*E^(x + x^2)*x)/3 + (5*E^x^2*x^2)/3 + (E^(x + x^2)*x^2)/3 - (E^x^2*x^3)/3","A",34,9,61,0.1475,1,"{12, 14, 6742, 2234, 2204, 2209, 2240, 2212, 2241}"
7072,1,102,0,0.0246265,"\int \frac{1}{16} \left(192 x^3+80 x^4+576 x^5+224 x^6+576 x^7+216 x^8+240 x^9+88 x^{10}+36 x^{11}+13 x^{12}\right) \log ^2(2) \, dx","Int[((192*x^3 + 80*x^4 + 576*x^5 + 224*x^6 + 576*x^7 + 216*x^8 + 240*x^9 + 88*x^10 + 36*x^11 + 13*x^12)*Log[2]^2)/16,x]","\frac{1}{16} x^{13} \log ^2(2)+\frac{3}{16} x^{12} \log ^2(2)+\frac{1}{2} x^{11} \log ^2(2)+\frac{3}{2} x^{10} \log ^2(2)+\frac{3}{2} x^9 \log ^2(2)+\frac{9}{2} x^8 \log ^2(2)+2 x^7 \log ^2(2)+6 x^6 \log ^2(2)+x^5 \log ^2(2)+3 x^4 \log ^2(2)","(x+3) \left(\frac{x^3}{2}+x\right)^4 \log ^2(2)",1,"3*x^4*Log[2]^2 + x^5*Log[2]^2 + 6*x^6*Log[2]^2 + 2*x^7*Log[2]^2 + (9*x^8*Log[2]^2)/2 + (3*x^9*Log[2]^2)/2 + (3*x^10*Log[2]^2)/2 + (x^11*Log[2]^2)/2 + (3*x^12*Log[2]^2)/16 + (x^13*Log[2]^2)/16","B",2,1,59,0.01695,1,"{12}"
7073,1,20,0,0.0480492,"\int \frac{3540+240 x-60 x^2}{3600+3480 x+1081 x^2+116 x^3+4 x^4} \, dx","Int[(3540 + 240*x - 60*x^2)/(3600 + 3480*x + 1081*x^2 + 116*x^3 + 4*x^4),x]","\frac{240 (2-x)}{361-16 \left(x+\frac{29}{4}\right)^2}","\frac{x-2}{-\frac{1}{15} \left(\frac{1}{2 x}-1\right) x^2+x+2}",1,"(240*(2 - x))/(361 - 16*(29/4 + x)^2)","A",4,4,33,0.1212,1,"{1680, 12, 1814, 8}"
7074,1,356,0,0.1454373,"\int \left(18 x+e^{25} \left(288 x+432 x^2+48 x^3-120 x^4-36 x^5+e^{10} \left(-48 x-72 x^2-24 x^3\right)+e^5 \left(-144 x^2-192 x^3-60 x^4\right)\right)+e^{50} \left(1152 x+3456 x^2+2688 x^3-480 x^4-1416 x^5-448 x^6+96 x^7+72 x^8+10 x^9+e^{20} \left(32 x+96 x^2+96 x^3+40 x^4+6 x^5\right)+e^{15} \left(192 x^2+512 x^3+480 x^4+192 x^5+28 x^6\right)+e^{10} \left(-384 x-1152 x^2-768 x^3+480 x^4+792 x^5+336 x^6+48 x^7\right)+e^5 \left(-1152 x^2-3072 x^3-2560 x^4-384 x^5+504 x^6+256 x^7+36 x^8\right)\right)\right) \, dx","Int[18*x + E^25*(288*x + 432*x^2 + 48*x^3 - 120*x^4 - 36*x^5 + E^10*(-48*x - 72*x^2 - 24*x^3) + E^5*(-144*x^2 - 192*x^3 - 60*x^4)) + E^50*(1152*x + 3456*x^2 + 2688*x^3 - 480*x^4 - 1416*x^5 - 448*x^6 + 96*x^7 + 72*x^8 + 10*x^9 + E^20*(32*x + 96*x^2 + 96*x^3 + 40*x^4 + 6*x^5) + E^15*(192*x^2 + 512*x^3 + 480*x^4 + 192*x^5 + 28*x^6) + E^10*(-384*x - 1152*x^2 - 768*x^3 + 480*x^4 + 792*x^5 + 336*x^6 + 48*x^7) + E^5*(-1152*x^2 - 3072*x^3 - 2560*x^4 - 384*x^5 + 504*x^6 + 256*x^7 + 36*x^8)),x]","e^{50} x^{10}+4 e^{55} x^9+8 e^{50} x^9+6 e^{60} x^8+32 e^{55} x^8+12 e^{50} x^8+4 e^{65} x^7+48 e^{60} x^7+72 e^{55} x^7-64 e^{50} x^7+e^{70} x^6+32 e^{65} x^6+132 e^{60} x^6-64 e^{55} x^6-236 e^{50} x^6-6 e^{25} x^6+8 e^{70} x^5+96 e^{65} x^5+96 e^{60} x^5-512 e^{55} x^5-96 e^{50} x^5-12 e^{30} x^5-24 e^{25} x^5+24 e^{70} x^4+128 e^{65} x^4-192 e^{60} x^4-768 e^{55} x^4+672 e^{50} x^4-6 e^{35} x^4-48 e^{30} x^4+12 e^{25} x^4+32 e^{70} x^3+64 e^{65} x^3-384 e^{60} x^3-384 e^{55} x^3+1152 e^{50} x^3-24 e^{35} x^3-48 e^{30} x^3+144 e^{25} x^3+16 e^{70} x^2-192 e^{60} x^2+576 e^{50} x^2-24 e^{35} x^2+144 e^{25} x^2+9 x^2","x^2 \left(e^{25} \left(6-\left(x+e^5\right)^2\right) (x+2)^2+3\right)^2",1,"9*x^2 + 144*E^25*x^2 - 24*E^35*x^2 + 576*E^50*x^2 - 192*E^60*x^2 + 16*E^70*x^2 + 144*E^25*x^3 - 48*E^30*x^3 - 24*E^35*x^3 + 1152*E^50*x^3 - 384*E^55*x^3 - 384*E^60*x^3 + 64*E^65*x^3 + 32*E^70*x^3 + 12*E^25*x^4 - 48*E^30*x^4 - 6*E^35*x^4 + 672*E^50*x^4 - 768*E^55*x^4 - 192*E^60*x^4 + 128*E^65*x^4 + 24*E^70*x^4 - 24*E^25*x^5 - 12*E^30*x^5 - 96*E^50*x^5 - 512*E^55*x^5 + 96*E^60*x^5 + 96*E^65*x^5 + 8*E^70*x^5 - 6*E^25*x^6 - 236*E^50*x^6 - 64*E^55*x^6 + 132*E^60*x^6 + 32*E^65*x^6 + E^70*x^6 - 64*E^50*x^7 + 72*E^55*x^7 + 48*E^60*x^7 + 4*E^65*x^7 + 12*E^50*x^8 + 32*E^55*x^8 + 6*E^60*x^8 + 8*E^50*x^9 + 4*E^55*x^9 + E^50*x^10","B",9,0,254,0,1,"{}"
7075,1,27,0,0.3144806,"\int \frac{18-2 x-30 e^x x+\left(-18+4 x+e^x \left(60 x+30 x^2\right)\right) \log (x)}{3 \log ^2(x)} \, dx","Int[(18 - 2*x - 30*E^x*x + (-18 + 4*x + E^x*(60*x + 30*x^2))*Log[x])/(3*Log[x]^2),x]","\frac{10 e^x x^2}{\log (x)}-\frac{2 (9-x) x}{3 \log (x)}","\frac{2 x \left(5 e^x x+\frac{x}{3}-3\right)}{\log (x)}",1,"(-2*(9 - x)*x)/(3*Log[x]) + (10*E^x*x^2)/Log[x]","A",18,8,40,0.2000,1,"{12, 6742, 2288, 2320, 2330, 2298, 2309, 2178}"
7076,-1,0,0,180.0014019,"\int \frac{\exp \left(-2 x+e^{-2 x} \left(x^5+2 x^4 \log (5)+x^3 \log ^2(5)+e^x \left(-2 x^3-2 x^2 \log (5)\right) \log (x)+e^{2 x} x \log ^2(x)+\left(e^x \left(-2 x^3-2 x^2 \log (5)\right)+2 e^{2 x} x \log (x)\right) \log \left(-\frac{\log (x)}{-2+x}\right)+e^{2 x} x \log ^2\left(-\frac{\log (x)}{-2+x}\right)\right)\right) \left(e^x \left(4 x^2-2 x^3+\left(4 x-2 x^2\right) \log (5)\right)+\left(-10 x^4+9 x^5-2 x^6+e^{2 x} (-4+2 x)+\left(-16 x^3+16 x^4-4 x^5\right) \log (5)+\left(-6 x^2+7 x^3-2 x^4\right) \log ^2(5)+e^x \left(4 x^2+4 x \log (5)\right)\right) \log (x)+\left(-4 e^{2 x}+e^x \left(12 x^2-10 x^3+2 x^4+\left(8 x-8 x^2+2 x^3\right) \log (5)\right)\right) \log ^2(x)+e^{2 x} (-2+x) \log ^3(x)+\left(e^{2 x} (-4+2 x)+\left(-4 e^{2 x}+e^x \left(12 x^2-10 x^3+2 x^4+\left(8 x-8 x^2+2 x^3\right) \log (5)\right)\right) \log (x)+e^{2 x} (-4+2 x) \log ^2(x)\right) \log \left(-\frac{\log (x)}{-2+x}\right)+e^{2 x} (-2+x) \log (x) \log ^2\left(-\frac{\log (x)}{-2+x}\right)\right)}{(-2+x) \log (x)} \, dx","Int[(E^(-2*x + (x^5 + 2*x^4*Log[5] + x^3*Log[5]^2 + E^x*(-2*x^3 - 2*x^2*Log[5])*Log[x] + E^(2*x)*x*Log[x]^2 + (E^x*(-2*x^3 - 2*x^2*Log[5]) + 2*E^(2*x)*x*Log[x])*Log[-(Log[x]/(-2 + x))] + E^(2*x)*x*Log[-(Log[x]/(-2 + x))]^2)/E^(2*x))*(E^x*(4*x^2 - 2*x^3 + (4*x - 2*x^2)*Log[5]) + (-10*x^4 + 9*x^5 - 2*x^6 + E^(2*x)*(-4 + 2*x) + (-16*x^3 + 16*x^4 - 4*x^5)*Log[5] + (-6*x^2 + 7*x^3 - 2*x^4)*Log[5]^2 + E^x*(4*x^2 + 4*x*Log[5]))*Log[x] + (-4*E^(2*x) + E^x*(12*x^2 - 10*x^3 + 2*x^4 + (8*x - 8*x^2 + 2*x^3)*Log[5]))*Log[x]^2 + E^(2*x)*(-2 + x)*Log[x]^3 + (E^(2*x)*(-4 + 2*x) + (-4*E^(2*x) + E^x*(12*x^2 - 10*x^3 + 2*x^4 + (8*x - 8*x^2 + 2*x^3)*Log[5]))*Log[x] + E^(2*x)*(-4 + 2*x)*Log[x]^2)*Log[-(Log[x]/(-2 + x))] + E^(2*x)*(-2 + x)*Log[x]*Log[-(Log[x]/(-2 + x))]^2))/((-2 + x)*Log[x]),x]","\text{\$Aborted}","\exp \left(x \left(-e^{-x} x (x+\log (5))+\log (x)+\log \left(\frac{\log (x)}{2-x}\right)\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7077,1,30,0,0.0710729,"\int \frac{-4 e^x x \log (5)+\left(2-20 x-2 x^2\right) \log (5)+\left(-2 x^2 \log (5)-4 e^x x^2 \log (5)\right) \log (x)}{x^2} \, dx","Int[(-4*E^x*x*Log[5] + (2 - 20*x - 2*x^2)*Log[5] + (-2*x^2*Log[5] - 4*E^x*x^2*Log[5])*Log[x])/x^2,x]","-4 e^x \log (5) \log (x)-2 x \log (5) \log (x)-20 \log (5) \log (x)-\frac{2 \log (5)}{x}","\frac{\log (5) \left(-x \left(4 \left(e^x+5\right)+2 x\right) \log (x)-2\right)}{x}-2",1,"(-2*Log[5])/x - 20*Log[5]*Log[x] - 4*E^x*Log[5]*Log[x] - 2*x*Log[5]*Log[x]","A",8,3,47,0.06383,1,"{14, 2288, 2295}"
7078,-1,0,0,180.0004691,"\int \frac{-8+e^x (-2-2 x)-4 x+e^{6 x-x^2-x^3+e^x \left(-6+x+x^2\right)} \left(-2-12 x+4 x^2+6 x^3+e^x \left(10 x-6 x^2-2 x^3\right)\right)}{16 x^2+e^{2 x} x^2+e^{12 x-2 x^2-2 x^3+2 e^x \left(-6+x+x^2\right)} x^2+8 x^3+x^4+e^x \left(8 x^2+2 x^3\right)+e^{6 x-x^2-x^3+e^x \left(-6+x+x^2\right)} \left(8 x^2+2 e^x x^2+2 x^3\right)} \, dx","Int[(-8 + E^x*(-2 - 2*x) - 4*x + E^(6*x - x^2 - x^3 + E^x*(-6 + x + x^2))*(-2 - 12*x + 4*x^2 + 6*x^3 + E^x*(10*x - 6*x^2 - 2*x^3)))/(16*x^2 + E^(2*x)*x^2 + E^(12*x - 2*x^2 - 2*x^3 + 2*E^x*(-6 + x + x^2))*x^2 + 8*x^3 + x^4 + E^x*(8*x^2 + 2*x^3) + E^(6*x - x^2 - x^3 + E^x*(-6 + x + x^2))*(8*x^2 + 2*E^x*x^2 + 2*x^3)),x]","\text{\$Aborted}","\frac{2}{x \left(e^{\left(x-e^x\right) \left(-x^2-x+6\right)}+x+e^x+4\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7079,1,23,0,0.1167344,"\int -\frac{3 e^{\frac{-9 x-\log (2)+3 \log (5)}{-3 x+\log (5)}} \log (2)}{9 x^2-6 x \log (5)+\log ^2(5)} \, dx","Int[(-3*E^((-9*x - Log[2] + 3*Log[5])/(-3*x + Log[5]))*Log[2])/(9*x^2 - 6*x*Log[5] + Log[5]^2),x]","\frac{3 e^3 \log (2) 2^{\frac{1}{3 x-\log (5)}}}{\log (8)}","e^{3-\frac{\log (2)}{\log (5)-3 x}}",1,"(3*2^(3*x - Log[5])^(-1)*E^3*Log[2])/Log[8]","A",4,4,44,0.09091,1,"{12, 27, 2230, 2209}"
7080,1,20,0,0.3703426,"\int \frac{-16 e^{\frac{1+x}{x}} x+e^{x+\frac{1+x}{x}} \left(4 x+4 x^2\right)+\left(16 e^{\frac{1+x}{x}}-4 e^{x+\frac{1+x}{x}}\right) \log \left(-4 x+e^x x\right)}{-4 x^2+e^x x^2} \, dx","Int[(-16*E^((1 + x)/x)*x + E^(x + (1 + x)/x)*(4*x + 4*x^2) + (16*E^((1 + x)/x) - 4*E^(x + (1 + x)/x))*Log[-4*x + E^x*x])/(-4*x^2 + E^x*x^2),x]","4 e^{\frac{1}{x}+1} \log \left(-\left(\left(4-e^x\right) x\right)\right)","4 e^{\frac{x+1}{x}} \log \left(\left(e^x-4\right) x\right)",1,"4*E^(1 + x^(-1))*Log[-((4 - E^x)*x)]","A",3,3,86,0.03488,1,"{6688, 12, 2288}"
7081,0,0,0,60.5679457,"\int \frac{5+e^{4-x} (-1+x)-5 x^2+(-1+x) \log (-1+x)+\left(e^{4-x} (-1+x)+x+\left(-1+x^2\right) \log (-1+x)\right) \log (x)}{5 x-5 x^2+\left(e^{4-x} \left(-x+x^2\right)+\left(-x+x^2\right) \log (-1+x)\right) \log (x)} \, dx","Int[(5 + E^(4 - x)*(-1 + x) - 5*x^2 + (-1 + x)*Log[-1 + x] + (E^(4 - x)*(-1 + x) + x + (-1 + x^2)*Log[-1 + x])*Log[x])/(5*x - 5*x^2 + (E^(4 - x)*(-x + x^2) + (-x + x^2)*Log[-1 + x])*Log[x]),x]","\int \frac{5+e^{4-x} (-1+x)-5 x^2+(-1+x) \log (-1+x)+\left(e^{4-x} (-1+x)+x+\left(-1+x^2\right) \log (-1+x)\right) \log (x)}{5 x-5 x^2+\left(e^{4-x} \left(-x+x^2\right)+\left(-x+x^2\right) \log (-1+x)\right) \log (x)} \, dx","x+\log \left(x \left(\frac{1}{5} \left(e^{4-x}+\log (x-1)\right) \log (x)-1\right)\right)",1,"Log[x] + Log[Log[x]] - 5*Defer[Int][E^x/(-5*E^x + E^4*Log[x] + E^x*Log[-1 + x]*Log[x]), x] + 5*Defer[Int][E^x/(x*Log[x]*(-5*E^x + E^4*Log[x] + E^x*Log[-1 + x]*Log[x])), x] + Defer[Int][(E^x*Log[x])/((-1 + x)*(-5*E^x + E^4*Log[x] + E^x*Log[-1 + x]*Log[x])), x] + Defer[Int][(E^x*Log[-1 + x]*Log[x])/(-5*E^x + E^4*Log[x] + E^x*Log[-1 + x]*Log[x]), x]","F",0,0,0,0,-1,"{}"
7082,0,0,0,0.4648648,"\int \frac{48+720 x+108 x^2+42 x^3+6 x^4+\left(72+744 x+90 x^2+18 x^3\right) \log (x)+\left(36+54 x+18 x^2\right) \log ^2(x)+(6+6 x) \log ^3(x)}{8+12 x+6 x^2+x^3+\left(12+12 x+3 x^2\right) \log (x)+(6+3 x) \log ^2(x)+\log ^3(x)} \, dx","Int[(48 + 720*x + 108*x^2 + 42*x^3 + 6*x^4 + (72 + 744*x + 90*x^2 + 18*x^3)*Log[x] + (36 + 54*x + 18*x^2)*Log[x]^2 + (6 + 6*x)*Log[x]^3)/(8 + 12*x + 6*x^2 + x^3 + (12 + 12*x + 3*x^2)*Log[x] + (6 + 3*x)*Log[x]^2 + Log[x]^3),x]","\int \frac{48+720 x+108 x^2+42 x^3+6 x^4+\left(72+744 x+90 x^2+18 x^3\right) \log (x)+\left(36+54 x+18 x^2\right) \log ^2(x)+(6+6 x) \log ^3(x)}{8+12 x+6 x^2+x^3+\left(12+12 x+3 x^2\right) \log (x)+(6+3 x) \log ^2(x)+\log ^3(x)} \, dx","3 \left(\frac{100 x^2}{(x+\log (x)+2)^2}+(x+2) x+25\right)",1,"6*x + 3*x^2 - 600*Defer[Int][x/(2 + x + Log[x])^3, x] - 600*Defer[Int][x^2/(2 + x + Log[x])^3, x] + 600*Defer[Int][x/(2 + x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
7083,0,0,0,1.2314796,"\int \frac{\exp \left(\frac{1}{48} (48 x+(288+20 x+5 \log (5)) \log (x))\right) (288+68 x+5 \log (5)+20 x \log (x))}{48 x} \, dx","Int[(E^((48*x + (288 + 20*x + 5*Log[5])*Log[x])/48)*(288 + 68*x + 5*Log[5] + 20*x*Log[x]))/(48*x),x]","\int \frac{\exp \left(\frac{1}{48} (48 x+(288+20 x+5 \log (5)) \log (x))\right) (288+68 x+5 \log (5)+20 x \log (x))}{48 x} \, dx","e^{x+\left(\frac{5}{12} \left(x+\frac{\log (5)}{4}\right)+6\right) \log (x)}",1,"(17*Defer[Int][E^((48*x + (288 + 20*x + 5*Log[5])*Log[x])/48), x])/12 + ((288 + 5*Log[5])*Defer[Int][E^((48*x + (288 + 20*x + 5*Log[5])*Log[x])/48)/x, x])/48 + (5*Defer[Int][E^((48*x + (288 + 20*x + 5*Log[5])*Log[x])/48)*Log[x], x])/12","F",0,0,0,0,-1,"{}"
7084,1,30,0,0.0201848,"\int \frac{-180000+30000 x-x^3+180000 \log (5)+(-45000-7500 x) \log ^2(5)}{x^3} \, dx","Int[(-180000 + 30000*x - x^3 + 180000*Log[5] + (-45000 - 7500*x)*Log[5]^2)/x^3,x]","\frac{22500 (2-\log (5))^2}{x^2}-x-\frac{7500 \left(4-\log ^2(5)\right)}{x}","625 \left(\frac{(x+6) (2-\log (5))}{x}-4\right)^2-x",1,"-x + (22500*(2 - Log[5])^2)/x^2 - (7500*(4 - Log[5]^2))/x","A",2,1,28,0.03571,1,"{14}"
7085,1,38,0,0.0785883,"\int \frac{-2-x+e^5 \left(-1024 x^5+2048 x^6-320 x^7-608 x^8-96 x^9\right)}{e^5 \left(256 x^2+128 x^3+16 x^4\right)} \, dx","Int[(-2 - x + E^5*(-1024*x^5 + 2048*x^6 - 320*x^7 - 608*x^8 - 96*x^9))/(E^5*(256*x^2 + 128*x^3 + 16*x^4)),x]","-x^6+2 x^5-x^4-\frac{1}{128 e^5 (x+4)}+\frac{1}{128 e^5 x}","\frac{1}{32 e^5 x (x+4)}-\left(x^2-x^3\right)^2",1,"1/(128*E^5*x) - x^4 + 2*x^5 - x^6 - 1/(128*E^5*(4 + x))","A",6,4,57,0.07018,1,"{12, 1594, 27, 1620}"
7086,1,26,0,0.0855122,"\int \left(1+e^{-5-4 x+e^5 \left(20 x-5 x^2\right)} \left(4+e^5 (-20+10 x)\right)\right) \, dx","Int[1 + E^(-5 - 4*x + E^5*(20*x - 5*x^2))*(4 + E^5*(-20 + 10*x)),x]","x-e^{-5 e^5 x^2-4 \left(1-5 e^5\right) x-5}","x-e^{\left(5 e^5 (4-x)-\frac{5}{x}-4\right) x}+2",1,"-E^(-5 - 4*(1 - 5*E^5)*x - 5*E^5*x^2) + x","A",3,2,34,0.05882,1,"{2244, 2236}"
7087,1,37,0,0.0872725,"\int \frac{5+e^{-2+x}-2 x}{3+e^{-2+x}+5 x-x^2+2 \log ^2(5)-\log ^4(5)} \, dx","Int[(5 + E^(-2 + x) - 2*x)/(3 + E^(-2 + x) + 5*x - x^2 + 2*Log[5]^2 - Log[5]^4),x]","\log \left(-e^2 x^2+5 e^2 x+e^x+e^2 \left(3-\log ^2(5)\right) \left(1+\log ^2(5)\right)\right)","\log \left(x^2-5 x-e^{x-2}-4+\left(\log ^2(5)-1\right)^2\right)",1,"Log[E^x + 5*E^2*x - E^2*x^2 + E^2*(3 - Log[5]^2)*(1 + Log[5]^2)]","A",1,1,40,0.02500,1,"{6684}"
7088,0,0,0,1.5860776,"\int \frac{-7+6 x+6 x^2-6 x^3+x^4+\left(6 x+28 x^2-4 x^3-2 x^4\right) \log \left(\frac{2+10 x+2 x^2}{x}\right)}{\left(x+5 x^2+x^3\right) \log ^2\left(\frac{2+10 x+2 x^2}{x}\right)} \, dx","Int[(-7 + 6*x + 6*x^2 - 6*x^3 + x^4 + (6*x + 28*x^2 - 4*x^3 - 2*x^4)*Log[(2 + 10*x + 2*x^2)/x])/((x + 5*x^2 + x^3)*Log[(2 + 10*x + 2*x^2)/x]^2),x]","\int \frac{-7+6 x+6 x^2-6 x^3+x^4+\left(6 x+28 x^2-4 x^3-2 x^4\right) \log \left(\frac{2+10 x+2 x^2}{x}\right)}{\left(x+5 x^2+x^3\right) \log ^2\left(\frac{2+10 x+2 x^2}{x}\right)} \, dx","\frac{(3-x) (x-4)-x+5}{\log \left(\frac{2 ((x+4) x+x+1)}{x}\right)}",1,"-11*Defer[Int][Log[2*(5 + x^(-1) + x)]^(-2), x] - (104*Defer[Int][1/((-5 + Sqrt[21] - 2*x)*Log[2*(5 + x^(-1) + x)]^2), x])/Sqrt[21] - 7*Defer[Int][1/(x*Log[2*(5 + x^(-1) + x)]^2), x] + Defer[Int][x/Log[2*(5 + x^(-1) + x)]^2, x] + (67*(21 - 5*Sqrt[21])*Defer[Int][1/((5 - Sqrt[21] + 2*x)*Log[2*(5 + x^(-1) + x)]^2), x])/21 - (104*Defer[Int][1/((5 + Sqrt[21] + 2*x)*Log[2*(5 + x^(-1) + x)]^2), x])/Sqrt[21] + (67*(21 + 5*Sqrt[21])*Defer[Int][1/((5 + Sqrt[21] + 2*x)*Log[2*(5 + x^(-1) + x)]^2), x])/21 + 6*Defer[Int][Log[2*(5 + x^(-1) + x)]^(-1), x] - 2*Defer[Int][x/Log[2*(5 + x^(-1) + x)], x]","F",0,0,0,0,-1,"{}"
7089,1,23,0,0.0177507,"\int \frac{-7 x+e^x x (4+4 x)}{3 x} \, dx","Int[(-7*x + E^x*x*(4 + 4*x))/(3*x),x]","-\frac{7 x}{3}-\frac{4 e^x}{3}+\frac{4}{3} e^x (x+1)","-x+\frac{1}{3} \left(4 \left(e^x x-x\right)+\frac{80}{e^3}\right)+3",1,"(-4*E^x)/3 - (7*x)/3 + (4*E^x*(1 + x))/3","A",5,4,21,0.1905,1,"{12, 14, 2176, 2194}"
7090,1,25,0,0.0110705,"\int \frac{1}{25} \left(25+12 e^{2 x}-12 e^{4 x}-50 x\right) \, dx","Int[(25 + 12*E^(2*x) - 12*E^(4*x) - 50*x)/25,x]","-x^2+x+\frac{6 e^{2 x}}{25}-\frac{3 e^{4 x}}{25}","-x^2-\frac{3}{25} \left(e^{2 x}-1\right)^2+x+3-\log ^2(2)",1,"(6*E^(2*x))/25 - (3*E^(4*x))/25 + x - x^2","A",4,2,23,0.08696,1,"{12, 2194}"
7091,1,23,0,0.0135048,"\int \frac{30 x+e^5 \left(-1-6 x-12 x^2\right)}{e^5 x} \, dx","Int[(30*x + E^5*(-1 - 6*x - 12*x^2))/(E^5*x),x]","-6 x^2+\frac{6 \left(5-e^5\right) x}{e^5}-\log (x)","-6 \left(x^2-\frac{5 x}{e^5}+x-5\right)-\log (x)+19",1,"(6*(5 - E^5)*x)/E^5 - 6*x^2 - Log[x]","A",3,2,25,0.08000,1,"{12, 14}"
7092,1,42,0,0.0898759,"\int \frac{-25+25 x+50 x^2-2 x^3-2 x^4+\left(4 x^2-6 x^3-8 x^4\right) \log (x)+4 x^2 \log ^2(x)}{5 x} \, dx","Int[(-25 + 25*x + 50*x^2 - 2*x^3 - 2*x^4 + (4*x^2 - 6*x^3 - 8*x^4)*Log[x] + 4*x^2*Log[x]^2)/(5*x),x]","-\frac{2}{5} x^4 \log (x)-\frac{2}{5} x^3 \log (x)+5 x^2+\frac{2}{5} x^2 \log ^2(x)+5 x-5 \log (x)","\left(x^2+x-\log (x)\right) \left(5-\frac{2}{5} x^2 \log (x)\right)",1,"5*x + 5*x^2 - 5*Log[x] - (2*x^3*Log[x])/5 - (2*x^4*Log[x])/5 + (2*x^2*Log[x]^2)/5","A",12,5,55,0.09091,1,"{12, 14, 2356, 2304, 2305}"
7093,0,0,0,1.2247457,"\int \frac{1}{5} \left(-2 x+30 x^2+e^x \left(-10 x-5 x^2\right)+e^{e^x x^2} \left(-1+20 x+e^{2 x} \left(-10 x^2-5 x^3\right)+e^x \left(-5-5 x-2 x^2+19 x^3+10 x^4\right)\right)\right) \, dx","Int[(-2*x + 30*x^2 + E^x*(-10*x - 5*x^2) + E^(E^x*x^2)*(-1 + 20*x + E^(2*x)*(-10*x^2 - 5*x^3) + E^x*(-5 - 5*x - 2*x^2 + 19*x^3 + 10*x^4)))/5,x]","\int \frac{1}{5} \left(-2 x+30 x^2+e^x \left(-10 x-5 x^2\right)+e^{e^x x^2} \left(-1+20 x+e^{2 x} \left(-10 x^2-5 x^3\right)+e^x \left(-5-5 x-2 x^2+19 x^3+10 x^4\right)\right)\right) \, dx","x \left(e^{e^x x^2}+x\right) \left(2 x-e^x-\frac{1}{5}\right)",1,"-1/5*x^2 - E^x*x^2 + 2*x^3 - Defer[Int][E^(E^x*x^2), x]/5 - Defer[Int][E^(x + E^x*x^2), x] + 4*Defer[Int][E^(E^x*x^2)*x, x] - Defer[Int][E^(x + E^x*x^2)*x, x] - (2*Defer[Int][E^(x + E^x*x^2)*x^2, x])/5 - 2*Defer[Int][E^(2*x + E^x*x^2)*x^2, x] + (19*Defer[Int][E^(x + E^x*x^2)*x^3, x])/5 - Defer[Int][E^(2*x + E^x*x^2)*x^3, x] + 2*Defer[Int][E^(x + E^x*x^2)*x^4, x]","F",0,0,0,0,-1,"{}"
7094,0,0,0,3.1661217,"\int \frac{40 x-4 x^2-4 x^3+e^{e^x} \left(4 x^2-4 e^x x^3\right)+4 x^2 \log \left(-e^x\right)}{25-10 x+x^2+e^{2 e^x} x^2+e^{e^x} \left(10 x-2 x^2\right)+\left(10 x-2 x^2+2 e^{e^x} x^2\right) \log \left(-e^x\right)+x^2 \log ^2\left(-e^x\right)} \, dx","Int[(40*x - 4*x^2 - 4*x^3 + E^E^x*(4*x^2 - 4*E^x*x^3) + 4*x^2*Log[-E^x])/(25 - 10*x + x^2 + E^(2*E^x)*x^2 + E^E^x*(10*x - 2*x^2) + (10*x - 2*x^2 + 2*E^E^x*x^2)*Log[-E^x] + x^2*Log[-E^x]^2),x]","\int \frac{40 x-4 x^2-4 x^3+e^{e^x} \left(4 x^2-4 e^x x^3\right)+4 x^2 \log \left(-e^x\right)}{25-10 x+x^2+e^{2 e^x} x^2+e^{e^x} \left(10 x-2 x^2\right)+\left(10 x-2 x^2+2 e^{e^x} x^2\right) \log \left(-e^x\right)+x^2 \log ^2\left(-e^x\right)} \, dx","\frac{4 x}{\frac{5-x}{x}+e^{e^x}+\log \left(-e^x\right)}",1,"40*Defer[Int][x/(5 - x + E^E^x*x + x*Log[-E^x])^2, x] - 4*Defer[Int][x^2/(5 - x + E^E^x*x + x*Log[-E^x])^2, x] + 4*Defer[Int][(E^E^x*x^2)/(5 - x + E^E^x*x + x*Log[-E^x])^2, x] - 4*Defer[Int][x^3/(5 - x + E^E^x*x + x*Log[-E^x])^2, x] - 4*Defer[Int][(E^(E^x + x)*x^3)/(5 - x + E^E^x*x + x*Log[-E^x])^2, x] + 4*Defer[Int][(x^2*Log[-E^x])/(5 - x + E^E^x*x + x*Log[-E^x])^2, x]","F",0,0,0,0,-1,"{}"
7095,1,37,0,0.0083945,"\int \frac{-6 x+3 x^2+(3-2 x) \log (3)}{2 e^5} \, dx","Int[(-6*x + 3*x^2 + (3 - 2*x)*Log[3])/(2*E^5),x]","\frac{x^3}{2 e^5}-\frac{3 x^2}{2 e^5}-\frac{(3-2 x)^2 \log (3)}{8 e^5}","\frac{(3-x) x (\log (3)-x)}{2 e^5}-3",1,"(-3*x^2)/(2*E^5) + x^3/(2*E^5) - ((3 - 2*x)^2*Log[3])/(8*E^5)","A",2,1,24,0.04167,1,"{12}"
7096,1,17,0,0.2223802,"\int \frac{99-198 x+\left(132+66 x-66 x^2\right) \log ^2\left(-2-x+x^2\right)}{\left(-2-x+x^2\right) \log ^2\left(-2-x+x^2\right)} \, dx","Int[(99 - 198*x + (132 + 66*x - 66*x^2)*Log[-2 - x + x^2]^2)/((-2 - x + x^2)*Log[-2 - x + x^2]^2),x]","\frac{99}{\log \left(x^2-x-2\right)}-66 x","-33 \left(2 x-\frac{3}{\log \left(x^2-x-2\right)}\right)",1,"-66*x + 99/Log[-2 - x + x^2]","A",3,2,49,0.04082,1,"{6728, 6686}"
7097,0,0,0,15.4975458,"\int \frac{e^{x^8} \left(-5 x^2-40 x^{10}+40 x^{11}+e^2 \left(5 x^2+40 x^{10}\right)\right) \log ^2(x)+e^{\frac{x}{5 \log (x)}} \left(e^{x^8} x^2-e^{x^8} x^2 \log (x)+e^{x^8} \left(10 x+40 x^9\right) \log ^2(x)\right)}{5 e^{\frac{2 x}{5 \log (x)}} \log ^2(x)+e^{\frac{x}{5 \log (x)}} \left(-10 x+10 e^2 x+10 x^2\right) \log ^2(x)+\left(5 x^2+5 e^4 x^2-10 x^3+5 x^4+e^2 \left(-10 x^2+10 x^3\right)\right) \log ^2(x)} \, dx","Int[(E^x^8*(-5*x^2 - 40*x^10 + 40*x^11 + E^2*(5*x^2 + 40*x^10))*Log[x]^2 + E^(x/(5*Log[x]))*(E^x^8*x^2 - E^x^8*x^2*Log[x] + E^x^8*(10*x + 40*x^9)*Log[x]^2))/(5*E^((2*x)/(5*Log[x]))*Log[x]^2 + E^(x/(5*Log[x]))*(-10*x + 10*E^2*x + 10*x^2)*Log[x]^2 + (5*x^2 + 5*E^4*x^2 - 10*x^3 + 5*x^4 + E^2*(-10*x^2 + 10*x^3))*Log[x]^2),x]","\int \frac{e^{x^8} \left(-5 x^2-40 x^{10}+40 x^{11}+e^2 \left(5 x^2+40 x^{10}\right)\right) \log ^2(x)+e^{\frac{x}{5 \log (x)}} \left(e^{x^8} x^2-e^{x^8} x^2 \log (x)+e^{x^8} \left(10 x+40 x^9\right) \log ^2(x)\right)}{5 e^{\frac{2 x}{5 \log (x)}} \log ^2(x)+e^{\frac{x}{5 \log (x)}} \left(-10 x+10 e^2 x+10 x^2\right) \log ^2(x)+\left(5 x^2+5 e^4 x^2-10 x^3+5 x^4+e^2 \left(-10 x^2+10 x^3\right)\right) \log ^2(x)} \, dx","\frac{e^{x^8} x}{x+\frac{e^{\frac{x}{5 \log (x)}}}{x}+e^2-1}",1,"(1 - E^2)*Defer[Int][(E^x^8*x^2)/(E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2, x] - 2*Defer[Int][(E^x^8*x^3)/(E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2, x] + 2*Defer[Int][(E^x^8*x)/(E^(x/(5*Log[x])) - (1 - E^2)*x + x^2), x] + 8*Defer[Int][(E^x^8*x^9)/(E^(x/(5*Log[x])) - (1 - E^2)*x + x^2), x] + ((1 - E^2)*Defer[Int][(E^x^8*x^3)/((E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2*Log[x]^2), x])/5 - Defer[Int][(E^x^8*x^4)/((E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2*Log[x]^2), x]/5 + Defer[Int][(E^x^8*x^2)/((E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)*Log[x]^2), x]/5 + Defer[Int][(E^x^8*x^2)/((-E^(x/(5*Log[x])) + (1 - E^2)*x - x^2)*Log[x]), x]/5 - ((1 - E^2)*Defer[Int][(E^x^8*x^3)/((E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2*Log[x]), x])/5 + Defer[Int][(E^x^8*x^4)/((E^(x/(5*Log[x])) - (1 - E^2)*x + x^2)^2*Log[x]), x]/5","F",0,0,0,0,-1,"{}"
7098,1,20,0,0.2047356,"\int \frac{-1000-1000 x-250 x^2+(-80-40 x) \log ^3(x)+(-2000-1000 x) \log (2 x)-1000 \log ^2(2 x)}{\left(4 x+4 x^2+x^3\right) \log ^3(x)+\left(8 x+4 x^2\right) \log ^3(x) \log (2 x)+4 x \log ^3(x) \log ^2(2 x)} \, dx","Int[(-1000 - 1000*x - 250*x^2 + (-80 - 40*x)*Log[x]^3 + (-2000 - 1000*x)*Log[2*x] - 1000*Log[2*x]^2)/((4*x + 4*x^2 + x^3)*Log[x]^3 + (8*x + 4*x^2)*Log[x]^3*Log[2*x] + 4*x*Log[x]^3*Log[2*x]^2),x]","\frac{125}{\log ^2(x)}+\frac{40}{x+2 \log (2 x)+2}","5 \left(\frac{25}{\log ^2(x)}+\frac{4}{\frac{x}{2}+\log (2 x)+1}\right)",1,"125/Log[x]^2 + 40/(2 + x + 2*Log[2*x])","A",7,6,90,0.06667,1,"{6688, 12, 14, 2302, 30, 6686}"
7099,0,0,0,1.5491113,"\int \frac{e^{-2-x} (-1+x) \log (3)-2 x \log (3)}{e^{-4-2 x} x^2+2 e^{-2-x} x^3+x^4} \, dx","Int[(E^(-2 - x)*(-1 + x)*Log[3] - 2*x*Log[3])/(E^(-4 - 2*x)*x^2 + 2*E^(-2 - x)*x^3 + x^4),x]","\int \frac{e^{-2-x} (-1+x) \log (3)-2 x \log (3)}{e^{-4-2 x} x^2+2 e^{-2-x} x^3+x^4} \, dx","\frac{\log (3)}{x \left(x+e^{-x-2}\right)}",1,"Log[3]*Defer[Int][E^(2 + x)/(x^2*(1 + E^(2 + x)*x)^2), x] + Log[3]*Defer[Int][E^(2 + x)/(x*(1 + E^(2 + x)*x)^2), x] - 2*Log[3]*Defer[Int][E^(2 + x)/(x^2*(1 + E^(2 + x)*x)), x]","F",0,0,0,0,-1,"{}"
7100,1,18,0,0.0249016,"\int \frac{e^4 (72-72 x)}{169-312 x+300 x^2-144 x^3+36 x^4} \, dx","Int[(E^4*(72 - 72*x))/(169 - 312*x + 300*x^2 - 144*x^3 + 36*x^4),x]","\frac{6 e^4}{6 (1-x)^2+7}","\frac{e^4}{x^2-2 x+\frac{13}{6}}",1,"(6*E^4)/(7 + 6*(1 - x)^2)","A",4,3,31,0.09677,1,"{12, 1680, 261}"
7101,1,18,0,0.0128458,"\int \frac{42-6 e^6+6 x^2+24 \log (3)}{x^2} \, dx","Int[(42 - 6*E^6 + 6*x^2 + 24*Log[3])/x^2,x]","6 x-\frac{6 \left(7-e^6+\log (81)\right)}{x}","\frac{6 \left(x (x+4)+e^6-7-4 \log (3)\right)}{x}",1,"6*x - (6*(7 - E^6 + Log[81]))/x","A",2,1,20,0.05000,1,"{14}"
7102,0,0,0,75.8838273,"\int \frac{-5 e^{21+x} x+e^{42+2 x} \left(3 e^4-9 x+x^2\right)+\left(e^{42+2 x} \left(-6 e^4+6 x\right)+e^{21+x} \left(e^4 (-5-5 x)+5 x+5 x^2\right)\right) \log \left(-e^4+x\right)}{e^{42+2 x} \left(9 e^4-9 x\right)+\left(e^{21+x} \left(-30 e^4+30 x\right)+e^{42+2 x} \left(36 x-6 x^2+e^4 (-36+6 x)\right)\right) \log \left(-e^4+x\right)+\left(25 e^4-25 x+e^{21+x} \left(e^4 (60-10 x)-60 x+10 x^2\right)+e^{42+2 x} \left(-36 x+12 x^2-x^3+e^4 \left(36-12 x+x^2\right)\right)\right) \log ^2\left(-e^4+x\right)} \, dx","Int[(-5*E^(21 + x)*x + E^(42 + 2*x)*(3*E^4 - 9*x + x^2) + (E^(42 + 2*x)*(-6*E^4 + 6*x) + E^(21 + x)*(E^4*(-5 - 5*x) + 5*x + 5*x^2))*Log[-E^4 + x])/(E^(42 + 2*x)*(9*E^4 - 9*x) + (E^(21 + x)*(-30*E^4 + 30*x) + E^(42 + 2*x)*(36*x - 6*x^2 + E^4*(-36 + 6*x)))*Log[-E^4 + x] + (25*E^4 - 25*x + E^(21 + x)*(E^4*(60 - 10*x) - 60*x + 10*x^2) + E^(42 + 2*x)*(-36*x + 12*x^2 - x^3 + E^4*(36 - 12*x + x^2)))*Log[-E^4 + x]^2),x]","\int \frac{-5 e^{21+x} x+e^{42+2 x} \left(3 e^4-9 x+x^2\right)+\left(e^{42+2 x} \left(-6 e^4+6 x\right)+e^{21+x} \left(e^4 (-5-5 x)+5 x+5 x^2\right)\right) \log \left(-e^4+x\right)}{e^{42+2 x} \left(9 e^4-9 x\right)+\left(e^{21+x} \left(-30 e^4+30 x\right)+e^{42+2 x} \left(36 x-6 x^2+e^4 (-36+6 x)\right)\right) \log \left(-e^4+x\right)+\left(25 e^4-25 x+e^{21+x} \left(e^4 (60-10 x)-60 x+10 x^2\right)+e^{42+2 x} \left(-36 x+12 x^2-x^3+e^4 \left(36-12 x+x^2\right)\right)\right) \log ^2\left(-e^4+x\right)} \, dx","\frac{x}{3-\left(-x+5 e^{-x-21}+6\right) \log \left(x-e^4\right)}",1,"15*Defer[Int][E^(21 + x)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 15*Defer[Int][E^(25 + x)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 15*Defer[Int][(E^(21 + x)*x*Log[-E^4 + x])/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 25*Defer[Int][(E^(25 + x)*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] + 5*(5 + E^4)*Defer[Int][(E^(25 + x)*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 5*Defer[Int][(E^(29 + x)*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] + 25*Defer[Int][(E^(29 + x)*Log[-E^4 + x]^2)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 5*(5 + E^4)*Defer[Int][(E^(29 + x)*Log[-E^4 + x]^2)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] + 5*Defer[Int][(E^(33 + x)*Log[-E^4 + x]^2)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] + 5*(5 + E^4)*Defer[Int][(E^(21 + x)*x*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 5*Defer[Int][(E^(25 + x)*x*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] - 5*Defer[Int][(E^(21 + x)*x^2*Log[-E^4 + x]^2)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])^2*(3 + (-6 + x)*Log[-E^4 + x])), x] + 9*Defer[Int][E^(21 + x)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x] - Defer[Int][E^(25 + x)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x] - 6*Defer[Int][E^(25 + x)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x] + Defer[Int][E^(29 + x)/((E^4 - x)*(3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x] - Defer[Int][(E^(21 + x)*x)/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x] - 6*Defer[Int][(E^(21 + x)*Log[-E^4 + x])/((3*E^(21 + x) + (-5 + E^(21 + x)*(-6 + x))*Log[-E^4 + x])*(3 + (-6 + x)*Log[-E^4 + x])), x]","F",0,0,0,0,-1,"{}"
7103,1,32,0,0.1175767,"\int \frac{x-2 e^x x+2 e^{-x} x \left(3-3 x-15 x^2+5 x^3+e^x \left(3-15 x^2\right)\right)}{x} \, dx","Int[(x - 2*E^x*x + (2*x*(3 - 3*x - 15*x^2 + 5*x^3 + E^x*(3 - 15*x^2)))/E^x)/x,x]","-10 e^{-x} x^3-10 x^3+6 e^{-x} x+7 x-2 e^x","\left(e^x+1\right) \left(2 e^{-x} x \left(3-5 x^2\right)-2\right)+x",1,"-2*E^x + 7*x + (6*x)/E^x - 10*x^3 - (10*x^3)/E^x","A",15,4,46,0.08696,1,"{14, 2194, 2196, 2176}"
7104,1,19,0,0.5039957,"\int \frac{\exp \left(-\frac{2 \left(5+(-3+x) \log \left(\frac{6 x}{5}\right)\right)}{-3+x}\right) \left(9 x^2+e^{\frac{2 \left(5+(-3+x) \log \left(\frac{6 x}{5}\right)\right)}{-3+x}} \left(-360+240 x-40 x^2\right)\right)}{360-240 x+40 x^2} \, dx","Int[(9*x^2 + E^((2*(5 + (-3 + x)*Log[(6*x)/5]))/(-3 + x))*(-360 + 240*x - 40*x^2))/(E^((2*(5 + (-3 + x)*Log[(6*x)/5]))/(-3 + x))*(360 - 240*x + 40*x^2)),x]","\frac{1}{64} e^{\frac{10}{3-x}}-x","-x+\frac{1}{64} e^{-\frac{10}{x-3}}-25",1,"E^(10/(3 - x))/64 - x","A",8,5,72,0.06944,1,"{27, 12, 6688, 14, 2209}"
7105,1,54,0,0.0239732,"\int \frac{1}{5} \left(109-400 x+390 x^2-160 x^3+25 x^4+\left(600 x^2-640 x^3+200 x^4\right) \log (5)+400 x^4 \log ^2(5)\right) \, dx","Int[(109 - 400*x + 390*x^2 - 160*x^3 + 25*x^4 + (600*x^2 - 640*x^3 + 200*x^4)*Log[5] + 400*x^4*Log[5]^2)/5,x]","x^5 \left(1+16 \log ^2(5)\right)+8 x^5 \log (5)-8 x^4-32 x^4 \log (5)+26 x^3+40 x^3 \log (5)-40 x^2+\frac{109 x}{5}","x \left(\left(4 x^2 \log (5)+(2-x)^2+1\right)^2-\frac{16}{5}\right)",1,"(109*x)/5 - 40*x^2 + 26*x^3 - 8*x^4 + 40*x^3*Log[5] - 32*x^4*Log[5] + 8*x^5*Log[5] + x^5*(1 + 16*Log[5]^2)","B",4,2,52,0.03846,1,"{6, 12}"
7106,0,0,0,1.3057693,"\int \frac{320-32 x-44 x^2+8 x^3+e^{20+\frac{2 e^{20} \left(4+x^2\right)}{-20+5 x}} \left(-40-80 x+10 x^2\right)+e^{\frac{e^{20} \left(4+x^2\right)}{-20+5 x}} \left(-320+160 x-20 x^2+e^{20} \left(40+96 x+22 x^2-4 x^3\right)\right)}{16-8 x+x^2} \, dx","Int[(320 - 32*x - 44*x^2 + 8*x^3 + E^(20 + (2*E^20*(4 + x^2))/(-20 + 5*x))*(-40 - 80*x + 10*x^2) + E^((E^20*(4 + x^2))/(-20 + 5*x))*(-320 + 160*x - 20*x^2 + E^20*(40 + 96*x + 22*x^2 - 4*x^3)))/(16 - 8*x + x^2),x]","\int \frac{320-32 x-44 x^2+8 x^3+e^{20+\frac{2 e^{20} \left(4+x^2\right)}{-20+5 x}} \left(-40-80 x+10 x^2\right)+e^{\frac{e^{20} \left(4+x^2\right)}{-20+5 x}} \left(-320+160 x-20 x^2+e^{20} \left(40+96 x+22 x^2-4 x^3\right)\right)}{16-8 x+x^2} \, dx","\left(-5 e^{\frac{e^{20} \left(x^2+4\right)}{5 (x-4)}}+2 x+5\right)^2",1,"20*x + 4*x^2 - 10*(2 + E^20)*Defer[Int][E^((E^20*(4 + x^2))/(5*(-4 + x))), x] + 10*Defer[Int][E^(20 + (2*E^20*(4 + x^2))/(5*(-4 + x))), x] + 520*Defer[Int][E^(20 + (E^20*(4 + x^2))/(5*(-4 + x)))/(-4 + x)^2, x] - 200*Defer[Int][E^(20 + (2*E^20*(4 + x^2))/(5*(-4 + x)))/(-4 + x)^2, x] + 80*Defer[Int][E^(20 + (E^20*(4 + x^2))/(5*(-4 + x)))/(-4 + x), x] - 4*Defer[Int][E^(20 + (E^20*(4 + x^2))/(5*(-4 + x)))*x, x]","F",0,0,0,0,-1,"{}"
7107,1,16,0,0.0026978,"\int \frac{-e^6-32 x}{e^6} \, dx","Int[(-E^6 - 32*x)/E^6,x]","-\frac{\left(32 x+e^6\right)^2}{64 e^6}","-\frac{16 x^2}{e^6}-x+16",1,"-1/64*(E^6 + 32*x)^2/E^6","A",1,1,13,0.07692,1,"{9}"
7108,1,142,0,0.1097455,"\int \frac{e^{-4 e^{3 e^9}} \left(10 x+6 x^2+\left(50+50 x+16 x^2\right) \log (x)+\left(20 x+8 x^2\right) \log ^2(x)\right)}{x} \, dx","Int[(10*x + 6*x^2 + (50 + 50*x + 16*x^2)*Log[x] + (20*x + 8*x^2)*Log[x]^2)/(E^(4*E^(3*E^9))*x),x]","-2 e^{-4 e^{3 e^9}} x^2+4 e^{-4 e^{3 e^9}} x^2 \log ^2(x)+4 e^{-4 e^{3 e^9}} x^2 \log (x)-10 e^{-4 e^{3 e^9}} x+\frac{1}{3} e^{-4 e^{3 e^9}} (3 x+5)^2+20 e^{-4 e^{3 e^9}} x \log ^2(x)+25 e^{-4 e^{3 e^9}} \log ^2(x)+10 e^{-4 e^{3 e^9}} x \log (x)","e^{-4 e^{3 e^9}} (x+(2 x+5) \log (x))^2",1,"(-10*x)/E^(4*E^(3*E^9)) - (2*x^2)/E^(4*E^(3*E^9)) + (5 + 3*x)^2/(3*E^(4*E^(3*E^9))) + (10*x*Log[x])/E^(4*E^(3*E^9)) + (4*x^2*Log[x])/E^(4*E^(3*E^9)) + (25*Log[x]^2)/E^(4*E^(3*E^9)) + (20*x*Log[x]^2)/E^(4*E^(3*E^9)) + (4*x^2*Log[x]^2)/E^(4*E^(3*E^9))","B",14,9,51,0.1765,1,"{12, 14, 2357, 2295, 2301, 2304, 2330, 2296, 2305}"
7109,0,0,0,4.6057699,"\int \frac{e^{-x} \left(20-28 x+17 x^2-6 x^3+x^4+e^{\frac{-4-x}{-2+x}} \left(-20+10 x-25 x^2+5 x^3\right)+\left(-4+4 x-x^2\right) \log (4)\right)}{4-4 x+x^2} \, dx","Int[(20 - 28*x + 17*x^2 - 6*x^3 + x^4 + E^((-4 - x)/(-2 + x))*(-20 + 10*x - 25*x^2 + 5*x^3) + (-4 + 4*x - x^2)*Log[4])/(E^x*(4 - 4*x + x^2)),x]","\int \frac{e^{-x} \left(20-28 x+17 x^2-6 x^3+x^4+e^{\frac{-4-x}{-2+x}} \left(-20+10 x-25 x^2+5 x^3\right)+\left(-4+4 x-x^2\right) \log (4)\right)}{4-4 x+x^2} \, dx","e^{-x} \left(-x \left(x+5 e^{\frac{x+4}{2-x}}\right)-5+\log (4)\right)",1,"-5/E^x - x^2/E^x + Log[4]/E^x - 5*Defer[Int][E^((-4 + x - x^2)/(-2 + x)), x] - 60*Defer[Int][E^((-4 + x - x^2)/(-2 + x))/(-2 + x)^2, x] - 30*Defer[Int][E^((-4 + x - x^2)/(-2 + x))/(-2 + x), x] + 5*Defer[Int][E^((-4 + x - x^2)/(-2 + x))*x, x]","F",0,0,0,0,-1,"{}"
7110,1,24,0,0.1145771,"\int e^{-e^{-2 e+5 x}} x^{-2-\frac{1}{x^2}} \left(-3+3 x^2-15 e^{-2 e+5 x} x^3+6 \log (x)\right) \, dx","Int[(x^(-2 - x^(-2))*(-3 + 3*x^2 - 15*E^(-2*E + 5*x)*x^3 + 6*Log[x]))/E^E^(-2*E + 5*x),x]","3 e^{-e^{5 x-2 e}} x^{1-\frac{1}{x^2}}","3 e^{-e^{x+2 (2 x-e)}} x^{1-\frac{1}{x^2}}",1,"(3*x^(1 - x^(-2)))/E^E^(-2*E + 5*x)","A",1,1,48,0.02083,1,"{2288}"
7111,0,0,0,0.8883583,"\int \frac{e^5 \left(2-2 x+x^2\right)+e^{5+2 x} \left(2-4 x+2 x^2\right)}{64-96 x+20 x^2+12 x^3+x^4+e^{4 x} \left(1-2 x+x^2\right)+e^{2 x} \left(16-28 x+10 x^2+2 x^3\right)} \, dx","Int[(E^5*(2 - 2*x + x^2) + E^(5 + 2*x)*(2 - 4*x + 2*x^2))/(64 - 96*x + 20*x^2 + 12*x^3 + x^4 + E^(4*x)*(1 - 2*x + x^2) + E^(2*x)*(16 - 28*x + 10*x^2 + 2*x^3)),x]","\int \frac{e^5 \left(2-2 x+x^2\right)+e^{5+2 x} \left(2-4 x+2 x^2\right)}{64-96 x+20 x^2+12 x^3+x^4+e^{4 x} \left(1-2 x+x^2\right)+e^{2 x} \left(16-28 x+10 x^2+2 x^3\right)} \, dx","\frac{e^5}{-x-e^{2 x}+\frac{1}{x-1}-7}",1,"-14*E^5*Defer[Int][(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2)^(-2), x] + 26*E^5*Defer[Int][x/(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2)^2, x] - 9*E^5*Defer[Int][x^2/(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2)^2, x] - 2*E^5*Defer[Int][x^3/(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2)^2, x] - 2*E^5*Defer[Int][(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2)^(-1), x] + 2*E^5*Defer[Int][x/(-8 - E^(2*x) + 6*x + E^(2*x)*x + x^2), x]","F",0,0,0,0,-1,"{}"
7112,0,0,0,1.204346,"\int \frac{-512000000-2048000000 x^2-3840000 x^3-2048000000 x^4-10240000 x^5-5120000 x^7+\left(2048000000 x^2+4096000000 x^4\right) \log (x)}{x^{10}+1200 x^7 \log (x)+480000 x^4 \log ^2(x)+64000000 x \log ^3(x)} \, dx","Int[(-512000000 - 2048000000*x^2 - 3840000*x^3 - 2048000000*x^4 - 10240000*x^5 - 5120000*x^7 + (2048000000*x^2 + 4096000000*x^4)*Log[x])/(x^10 + 1200*x^7*Log[x] + 480000*x^4*Log[x]^2 + 64000000*x*Log[x]^3),x]","\int \frac{-512000000-2048000000 x^2-3840000 x^3-2048000000 x^4-10240000 x^5-5120000 x^7+\left(2048000000 x^2+4096000000 x^4\right) \log (x)}{x^{10}+1200 x^7 \log (x)+480000 x^4 \log ^2(x)+64000000 x \log ^3(x)} \, dx","\frac{\left(4 x^2+2\right)^2}{\left(\frac{x^3}{400}+\log (x)\right)^2}",1,"-512000000*Defer[Int][1/(x*(x^3 + 400*Log[x])^3), x] - 2048000000*Defer[Int][x/(x^3 + 400*Log[x])^3, x] - 3840000*Defer[Int][x^2/(x^3 + 400*Log[x])^3, x] - 2048000000*Defer[Int][x^3/(x^3 + 400*Log[x])^3, x] - 15360000*Defer[Int][x^4/(x^3 + 400*Log[x])^3, x] - 15360000*Defer[Int][x^6/(x^3 + 400*Log[x])^3, x] + 5120000*Defer[Int][x/(x^3 + 400*Log[x])^2, x] + 10240000*Defer[Int][x^3/(x^3 + 400*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
7113,1,19,0,0.0140417,"\int \frac{-36+e^2 \left(5 x+40 x^2+10 x^3\right)}{5 e^2 x^2} \, dx","Int[(-36 + E^2*(5*x + 40*x^2 + 10*x^3))/(5*E^2*x^2),x]","x^2+8 x+\frac{36}{5 e^2 x}+\log (x)","(x+4)^2+\frac{36}{5 e^2 x}+\log (3 x)-1",1,"36/(5*E^2*x) + 8*x + x^2 + Log[x]","A",3,2,30,0.06667,1,"{12, 14}"
7114,0,0,0,145.5855936,"\int \frac{e^{6 x} \left(2 x+x^2\right)+e^{5 x} \left(-10 x^2+5 x^3+5 x^4\right)+e^{4 x} \left(8 x-4 x^2+20 x^3-30 x^4+10 x^6\right)+e^{3 x} \left(-16 x^2+12 x^3-24 x^4+50 x^5-30 x^6-10 x^7+10 x^8\right)+e^{2 x} \left(8 x-12 x^2+8 x^3+4 x^4-6 x^5-31 x^6+40 x^7-10 x^8-10 x^9+5 x^{10}\right)+e^x \left(8 x^2-28 x^3+4 x^4-12 x^5+26 x^6-11 x^7-11 x^8+10 x^9-3 x^{11}+x^{12}\right)+e^{6 x} \left(7 e^{6 x}+e^{5 x} \left(-35 x+35 x^2\right)+e^{4 x} \left(70 x^2-140 x^3+70 x^4\right)+e^{3 x} \left(-70 x^3+210 x^4-210 x^5+70 x^6\right)+e^{2 x} \left(35 x^4-140 x^5+210 x^6-140 x^7+35 x^8\right)+e^x \left(-7 x^5+35 x^6-70 x^7+70 x^8-35 x^9+7 x^{10}\right)\right)+e^{3 x} \left(e^{6 x} (-2-8 x)+e^{5 x} \left(10 x+30 x^2-40 x^3\right)+e^{4 x} \left(-4-8 x-20 x^2-40 x^3+140 x^4-80 x^5\right)+e^{3 x} \left(4 x+36 x^2-12 x^3+20 x^4-180 x^5+220 x^6-80 x^7\right)+e^{2 x} \left(4 x^2-64 x^3+90 x^4-40 x^5+100 x^6-200 x^7+150 x^8-40 x^9\right)+e^x \left(-4 x^3+36 x^4-74 x^5+58 x^6-36 x^7+60 x^8-70 x^9+38 x^{10}-8 x^{11}\right)\right)}{e^{5 x}-x^5+5 x^6-10 x^7+10 x^8-5 x^9+x^{10}+e^{4 x} \left(-5 x+5 x^2\right)+e^{3 x} \left(10 x^2-20 x^3+10 x^4\right)+e^{2 x} \left(-10 x^3+30 x^4-30 x^5+10 x^6\right)+e^x \left(5 x^4-20 x^5+30 x^6-20 x^7+5 x^8\right)} \, dx","Int[(E^(6*x)*(2*x + x^2) + E^(5*x)*(-10*x^2 + 5*x^3 + 5*x^4) + E^(4*x)*(8*x - 4*x^2 + 20*x^3 - 30*x^4 + 10*x^6) + E^(3*x)*(-16*x^2 + 12*x^3 - 24*x^4 + 50*x^5 - 30*x^6 - 10*x^7 + 10*x^8) + E^(2*x)*(8*x - 12*x^2 + 8*x^3 + 4*x^4 - 6*x^5 - 31*x^6 + 40*x^7 - 10*x^8 - 10*x^9 + 5*x^10) + E^x*(8*x^2 - 28*x^3 + 4*x^4 - 12*x^5 + 26*x^6 - 11*x^7 - 11*x^8 + 10*x^9 - 3*x^11 + x^12) + E^(6*x)*(7*E^(6*x) + E^(5*x)*(-35*x + 35*x^2) + E^(4*x)*(70*x^2 - 140*x^3 + 70*x^4) + E^(3*x)*(-70*x^3 + 210*x^4 - 210*x^5 + 70*x^6) + E^(2*x)*(35*x^4 - 140*x^5 + 210*x^6 - 140*x^7 + 35*x^8) + E^x*(-7*x^5 + 35*x^6 - 70*x^7 + 70*x^8 - 35*x^9 + 7*x^10)) + E^(3*x)*(E^(6*x)*(-2 - 8*x) + E^(5*x)*(10*x + 30*x^2 - 40*x^3) + E^(4*x)*(-4 - 8*x - 20*x^2 - 40*x^3 + 140*x^4 - 80*x^5) + E^(3*x)*(4*x + 36*x^2 - 12*x^3 + 20*x^4 - 180*x^5 + 220*x^6 - 80*x^7) + E^(2*x)*(4*x^2 - 64*x^3 + 90*x^4 - 40*x^5 + 100*x^6 - 200*x^7 + 150*x^8 - 40*x^9) + E^x*(-4*x^3 + 36*x^4 - 74*x^5 + 58*x^6 - 36*x^7 + 60*x^8 - 70*x^9 + 38*x^10 - 8*x^11)))/(E^(5*x) - x^5 + 5*x^6 - 10*x^7 + 10*x^8 - 5*x^9 + x^10 + E^(4*x)*(-5*x + 5*x^2) + E^(3*x)*(10*x^2 - 20*x^3 + 10*x^4) + E^(2*x)*(-10*x^3 + 30*x^4 - 30*x^5 + 10*x^6) + E^x*(5*x^4 - 20*x^5 + 30*x^6 - 20*x^7 + 5*x^8)),x]","\int \frac{e^{6 x} \left(2 x+x^2\right)+e^{5 x} \left(-10 x^2+5 x^3+5 x^4\right)+e^{4 x} \left(8 x-4 x^2+20 x^3-30 x^4+10 x^6\right)+e^{3 x} \left(-16 x^2+12 x^3-24 x^4+50 x^5-30 x^6-10 x^7+10 x^8\right)+e^{2 x} \left(8 x-12 x^2+8 x^3+4 x^4-6 x^5-31 x^6+40 x^7-10 x^8-10 x^9+5 x^{10}\right)+e^x \left(8 x^2-28 x^3+4 x^4-12 x^5+26 x^6-11 x^7-11 x^8+10 x^9-3 x^{11}+x^{12}\right)+e^{6 x} \left(7 e^{6 x}+e^{5 x} \left(-35 x+35 x^2\right)+e^{4 x} \left(70 x^2-140 x^3+70 x^4\right)+e^{3 x} \left(-70 x^3+210 x^4-210 x^5+70 x^6\right)+e^{2 x} \left(35 x^4-140 x^5+210 x^6-140 x^7+35 x^8\right)+e^x \left(-7 x^5+35 x^6-70 x^7+70 x^8-35 x^9+7 x^{10}\right)\right)+e^{3 x} \left(e^{6 x} (-2-8 x)+e^{5 x} \left(10 x+30 x^2-40 x^3\right)+e^{4 x} \left(-4-8 x-20 x^2-40 x^3+140 x^4-80 x^5\right)+e^{3 x} \left(4 x+36 x^2-12 x^3+20 x^4-180 x^5+220 x^6-80 x^7\right)+e^{2 x} \left(4 x^2-64 x^3+90 x^4-40 x^5+100 x^6-200 x^7+150 x^8-40 x^9\right)+e^x \left(-4 x^3+36 x^4-74 x^5+58 x^6-36 x^7+60 x^8-70 x^9+38 x^{10}-8 x^{11}\right)\right)}{e^{5 x}-x^5+5 x^6-10 x^7+10 x^8-5 x^9+x^{10}+e^{4 x} \left(-5 x+5 x^2\right)+e^{3 x} \left(10 x^2-20 x^3+10 x^4\right)+e^{2 x} \left(-10 x^3+30 x^4-30 x^5+10 x^6\right)+e^x \left(5 x^4-20 x^5+30 x^6-20 x^7+5 x^8\right)} \, dx","e^x \left(\frac{2 x}{\left(x^2-x+e^x\right)^2}+x-e^{3 x}\right)^2",1,"2*E^(2*x) + E^(4*x)/2 + E^(7*x) - 7*E^x*x^2 + 8*E^x*x^3 - 2*E^(2*x)*(1 + 2*x) - (E^(4*x)*(1 + 4*x))/2 + 16*Defer[Int][(E^x*x^2)/(E^x - x + x^2)^5, x] - 48*Defer[Int][(E^x*x^3)/(E^x - x + x^2)^5, x] + 16*Defer[Int][(E^x*x^4)/(E^x - x + x^2)^5, x] + 8*Defer[Int][(E^x*x)/(E^x - x + x^2)^4, x] - 12*Defer[Int][(E^x*x^2)/(E^x - x + x^2)^4, x] + 8*Defer[Int][(E^x*x^2)/(E^x - x + x^2)^3, x] - 24*Defer[Int][(E^x*x^3)/(E^x - x + x^2)^3, x] + 48*Defer[Int][(E^x*x^5)/(E^x - x + x^2)^3, x] - 104*Defer[Int][(E^x*x^6)/(E^x - x + x^2)^3, x] + 104*Defer[Int][(E^x*x^7)/(E^x - x + x^2)^3, x] - 48*Defer[Int][(E^x*x^8)/(E^x - x + x^2)^3, x] + 8*Defer[Int][(E^x*x^9)/(E^x - x + x^2)^3, x] + 8*Defer[Int][(E^x*x)/(E^x - x + x^2)^2, x] - 4*Defer[Int][(E^x*x^2)/(E^x - x + x^2)^2, x] - 28*Defer[Int][(E^x*x^3)/(E^x - x + x^2)^2, x] + 124*Defer[Int][(E^x*x^4)/(E^x - x + x^2)^2, x] - 180*Defer[Int][(E^x*x^5)/(E^x - x + x^2)^2, x] + 100*Defer[Int][(E^x*x^6)/(E^x - x + x^2)^2, x] - 16*Defer[Int][(E^x*x^7)/(E^x - x + x^2)^2, x] - 36*Defer[Int][(E^x*x^2)/(E^x - x + x^2), x] + 96*Defer[Int][(E^x*x^3)/(E^x - x + x^2), x] - 60*Defer[Int][(E^x*x^4)/(E^x - x + x^2), x]","F",0,0,0,0,-1,"{}"
7115,1,16,0,0.0239634,"\int \frac{-4+4 x+20 x^2}{x+5 x^2} \, dx","Int[(-4 + 4*x + 20*x^2)/(x + 5*x^2),x]","4 x-4 \log (x)+4 \log (5 x+1)","4 \left(\log \left(e^x \left(\frac{1}{x}+5\right)\right)-17\right)-e^{25}",1,"4*x - 4*Log[x] + 4*Log[1 + 5*x]","A",3,2,20,0.1000,1,"{1593, 893}"
7116,0,0,0,93.1133303,"\int \frac{\exp \left(\frac{e^{2/x} x-x \log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)}{\log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)}\right) \left(4 e^{2/x} x^3+e^{2/x} \left(2 x^2-x^3+(-2+x) \log (6)\right) \log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)+\left(x^3-x \log (6)\right) \log ^2\left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)\right)}{\left(-x^3+x \log (6)\right) \log ^2\left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)} \, dx","Int[(E^((E^(2/x)*x - x*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2])/Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2])*(4*E^(2/x)*x^3 + E^(2/x)*(2*x^2 - x^3 + (-2 + x)*Log[6])*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2] + (x^3 - x*Log[6])*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]^2))/((-x^3 + x*Log[6])*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]^2),x]","\int \frac{\exp \left(\frac{e^{2/x} x-x \log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)}{\log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)}\right) \left(4 e^{2/x} x^3+e^{2/x} \left(2 x^2-x^3+(-2+x) \log (6)\right) \log \left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)+\left(x^3-x \log (6)\right) \log ^2\left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)\right)}{\left(-x^3+x \log (6)\right) \log ^2\left(3 x^4-6 x^2 \log (6)+3 \log ^2(6)\right)} \, dx","e^{x \left(\frac{e^{2/x}}{\log \left(3 \left(x^2-\log (6)\right)^2\right)}-1\right)}-5",1,"-Defer[Int][E^(-x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2]), x] - 4*Defer[Int][E^(2/x - x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2])/Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]^2, x] + 2*Sqrt[Log[6]]*Defer[Int][E^(2/x - x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2])/((-x + Sqrt[Log[6]])*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]^2), x] + 2*Sqrt[Log[6]]*Defer[Int][E^(2/x - x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2])/((x + Sqrt[Log[6]])*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]^2), x] + Defer[Int][E^(2/x - x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2])/Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2], x] - 2*Defer[Int][E^(2/x - x + (E^(2/x)*x)/Log[3*(x^2 - Log[6])^2])/(x*Log[3*x^4 - 6*x^2*Log[6] + 3*Log[6]^2]), x]","F",0,0,0,0,-1,"{}"
7117,1,1057,0,1.9017972,"\int \frac{e^x+x^2-2 x^3+x^4+\left(-10 x+32 x^2-26 x^3+4 x^4+e^x \left(-5+2 e^2+x\right)+e^2 \left(4 x-12 x^2+8 x^3\right)\right) \log \left(\frac{1}{2} \left(-5+2 e^2+x\right)\right)}{-5+2 e^2+x} \, dx","Int[(E^x + x^2 - 2*x^3 + x^4 + (-10*x + 32*x^2 - 26*x^3 + 4*x^4 + E^x*(-5 + 2*E^2 + x) + E^2*(4*x - 12*x^2 + 8*x^3))*Log[(-5 + 2*E^2 + x)/2])/(-5 + 2*E^2 + x),x]","-\frac{1}{4} \left(-x-2 e^2+5\right)^4+\frac{16}{9} \left(5-2 e^2\right) \left(-x-2 e^2+5\right)^3-\frac{26}{9} \left(-x-2 e^2+5\right)^3-6 \left(5-2 e^2\right)^2 \left(-x-2 e^2+5\right)^2+\frac{39}{2} \left(5-2 e^2\right) \left(-x-2 e^2+5\right)^2-8 \left(-x-2 e^2+5\right)^2-8 e^2 \left(18-17 e^2+4 e^4\right) \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right) \left(-x-2 e^2+5\right)+10 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right) \left(-x-2 e^2+5\right)+\frac{x^4}{4}+\frac{1}{3} \left(5-2 e^2\right) x^3-\frac{8 e^2 x^3}{9}-\frac{2 x^3}{3}+\frac{1}{2} \left(5-2 e^2\right)^2 x^2-\frac{4}{3} e^2 \left(5-2 e^2\right) x^2-\left(5-2 e^2\right) x^2-e^2 \left(7-4 e^2\right) x^2+\frac{x^2}{2}+4 e^2 \left(90-121 e^2+54 e^4-8 e^6\right) \log ^2\left(\frac{1}{2} \left(x+2 e^2-5\right)\right)-2 \left(5-2 e^2\right)^4 \log ^2\left(\frac{1}{2} \left(x+2 e^2-5\right)\right)+13 \left(5-2 e^2\right)^3 \log ^2\left(\frac{1}{2} \left(x+2 e^2-5\right)\right)-16 \left(5-2 e^2\right)^2 \log ^2\left(\frac{1}{2} \left(x+2 e^2-5\right)\right)-5 \left(5-2 e^2\right) \log ^2\left(\frac{1}{2} \left(x+2 e^2-5\right)\right)-8 e^2 \left(18-17 e^2+4 e^4\right) x-15 \left(5-2 e^2\right)^3 x-\frac{8}{3} e^2 \left(5-2 e^2\right)^2 x+76 \left(5-2 e^2\right)^2 x-2 e^2 \left(7-4 e^2\right) \left(5-2 e^2\right) x-63 \left(5-2 e^2\right) x+10 x+\left(5-2 e^2\right)^4 \log \left(-x-2 e^2+5\right)-\frac{8}{3} e^2 \left(5-2 e^2\right)^3 \log \left(-x-2 e^2+5\right)-2 \left(5-2 e^2\right)^3 \log \left(-x-2 e^2+5\right)-2 e^2 \left(7-4 e^2\right) \left(5-2 e^2\right)^2 \log \left(-x-2 e^2+5\right)+\left(5-2 e^2\right)^2 \log \left(-x-2 e^2+5\right)+\frac{8}{3} e^2 x^3 \log \left(\frac{x}{2}+\frac{1}{2} \left(-5+2 e^2\right)\right)+2 e^2 \left(7-4 e^2\right) x^2 \log \left(\frac{x}{2}+\frac{1}{2} \left(-5+2 e^2\right)\right)-16 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right) \left(-\left(-x-2 e^2+5\right)^2+4 \left(5-2 e^2\right) \left(-x-2 e^2+5\right)-2 \left(5-2 e^2\right)^2 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right)\right)+\frac{13}{3} \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right) \left(2 \left(-x-2 e^2+5\right)^3-9 \left(5-2 e^2\right) \left(-x-2 e^2+5\right)^2+18 \left(5-2 e^2\right)^2 \left(-x-2 e^2+5\right)-6 \left(5-2 e^2\right)^3 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right)\right)-\frac{1}{3} \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right) \left(-3 \left(-x-2 e^2+5\right)^4+16 \left(5-2 e^2\right) \left(-x-2 e^2+5\right)^3-36 \left(5-2 e^2\right)^2 \left(-x-2 e^2+5\right)^2+48 \left(5-2 e^2\right)^3 \left(-x-2 e^2+5\right)-12 \left(5-2 e^2\right)^4 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right)\right)-\frac{e^x \left(x \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right)+2 e^2 \log \left(\frac{1}{2} \left(x+2 e^2-5\right)\right)-5 \log \left(x+2 e^2-5\right)+\log (32)\right)}{-x-2 e^2+5}","\left(\left(x-x^2\right)^2+e^x\right) \log \left(\frac{x-5}{2}+e^2\right)",1,"-8*(5 - 2*E^2 - x)^2 + (39*(5 - 2*E^2)*(5 - 2*E^2 - x)^2)/2 - 6*(5 - 2*E^2)^2*(5 - 2*E^2 - x)^2 - (26*(5 - 2*E^2 - x)^3)/9 + (16*(5 - 2*E^2)*(5 - 2*E^2 - x)^3)/9 - (5 - 2*E^2 - x)^4/4 + 10*x - 63*(5 - 2*E^2)*x - 2*E^2*(7 - 4*E^2)*(5 - 2*E^2)*x + 76*(5 - 2*E^2)^2*x - (8*E^2*(5 - 2*E^2)^2*x)/3 - 15*(5 - 2*E^2)^3*x - 8*E^2*(18 - 17*E^2 + 4*E^4)*x + x^2/2 - E^2*(7 - 4*E^2)*x^2 - (5 - 2*E^2)*x^2 - (4*E^2*(5 - 2*E^2)*x^2)/3 + ((5 - 2*E^2)^2*x^2)/2 - (2*x^3)/3 - (8*E^2*x^3)/9 + ((5 - 2*E^2)*x^3)/3 + x^4/4 + (5 - 2*E^2)^2*Log[5 - 2*E^2 - x] - 2*E^2*(7 - 4*E^2)*(5 - 2*E^2)^2*Log[5 - 2*E^2 - x] - 2*(5 - 2*E^2)^3*Log[5 - 2*E^2 - x] - (8*E^2*(5 - 2*E^2)^3*Log[5 - 2*E^2 - x])/3 + (5 - 2*E^2)^4*Log[5 - 2*E^2 - x] + 2*E^2*(7 - 4*E^2)*x^2*Log[(-5 + 2*E^2)/2 + x/2] + (8*E^2*x^3*Log[(-5 + 2*E^2)/2 + x/2])/3 + 10*(5 - 2*E^2 - x)*Log[(-5 + 2*E^2 + x)/2] - 8*E^2*(18 - 17*E^2 + 4*E^4)*(5 - 2*E^2 - x)*Log[(-5 + 2*E^2 + x)/2] - 5*(5 - 2*E^2)*Log[(-5 + 2*E^2 + x)/2]^2 - 16*(5 - 2*E^2)^2*Log[(-5 + 2*E^2 + x)/2]^2 + 13*(5 - 2*E^2)^3*Log[(-5 + 2*E^2 + x)/2]^2 - 2*(5 - 2*E^2)^4*Log[(-5 + 2*E^2 + x)/2]^2 + 4*E^2*(90 - 121*E^2 + 54*E^4 - 8*E^6)*Log[(-5 + 2*E^2 + x)/2]^2 - 16*Log[(-5 + 2*E^2 + x)/2]*(4*(5 - 2*E^2)*(5 - 2*E^2 - x) - (5 - 2*E^2 - x)^2 - 2*(5 - 2*E^2)^2*Log[(-5 + 2*E^2 + x)/2]) + (13*Log[(-5 + 2*E^2 + x)/2]*(18*(5 - 2*E^2)^2*(5 - 2*E^2 - x) - 9*(5 - 2*E^2)*(5 - 2*E^2 - x)^2 + 2*(5 - 2*E^2 - x)^3 - 6*(5 - 2*E^2)^3*Log[(-5 + 2*E^2 + x)/2]))/3 - (Log[(-5 + 2*E^2 + x)/2]*(48*(5 - 2*E^2)^3*(5 - 2*E^2 - x) - 36*(5 - 2*E^2)^2*(5 - 2*E^2 - x)^2 + 16*(5 - 2*E^2)*(5 - 2*E^2 - x)^3 - 3*(5 - 2*E^2 - x)^4 - 12*(5 - 2*E^2)^4*Log[(-5 + 2*E^2 + x)/2]))/3 - (E^x*(Log[32] + 2*E^2*Log[(-5 + 2*E^2 + x)/2] + x*Log[(-5 + 2*E^2 + x)/2] - 5*Log[-5 + 2*E^2 + x]))/(5 - 2*E^2 - x)","B",42,13,89,0.1461,1,"{6742, 43, 2411, 12, 2346, 2301, 2295, 2418, 2389, 2395, 2390, 2334, 2288}"
7118,0,0,0,4.1131922,"\int \frac{4+\log (3)+e^{e^x+x+x^4} \left(-6+x-20 x^3+4 x^4+e^x (-5+x-\log (3))+\left(-1-4 x^3\right) \log (3)\right)}{1+e^{2 e^x+2 x+2 x^4}+e^{e^x+x+x^4} (2-2 x)-2 x+x^2} \, dx","Int[(4 + Log[3] + E^(E^x + x + x^4)*(-6 + x - 20*x^3 + 4*x^4 + E^x*(-5 + x - Log[3]) + (-1 - 4*x^3)*Log[3]))/(1 + E^(2*E^x + 2*x + 2*x^4) + E^(E^x + x + x^4)*(2 - 2*x) - 2*x + x^2),x]","\int \frac{4+\log (3)+e^{e^x+x+x^4} \left(-6+x-20 x^3+4 x^4+e^x (-5+x-\log (3))+\left(-1-4 x^3\right) \log (3)\right)}{1+e^{2 e^x+2 x+2 x^4}+e^{e^x+x+x^4} (2-2 x)-2 x+x^2} \, dx","\frac{-x+5+\log (3)}{e^{x^4+x+e^x}-x+1}",1,"2*(5 + Log[3])*Defer[Int][(1 + E^(E^x + x + x^4) - x)^(-2), x] + (5 + Log[3])*Defer[Int][E^x/(1 + E^(E^x + x + x^4) - x)^2, x] - (6 + Log[3])*Defer[Int][(1 + E^(E^x + x + x^4) - x)^(-1), x] - (5 + Log[3])*Defer[Int][E^x/(1 + E^(E^x + x + x^4) - x), x] - 2*Defer[Int][x/(1 + E^(E^x + x + x^4) - x)^2, x] - (5 + Log[3])*Defer[Int][x/(1 + E^(E^x + x + x^4) - x)^2, x] - Defer[Int][(E^x*x)/(1 + E^(E^x + x + x^4) - x)^2, x] - (5 + Log[3])*Defer[Int][(E^x*x)/(1 + E^(E^x + x + x^4) - x)^2, x] + Defer[Int][x/(1 + E^(E^x + x + x^4) - x), x] + Defer[Int][(E^x*x)/(1 + E^(E^x + x + x^4) - x), x] + Defer[Int][x^2/(1 + E^(E^x + x + x^4) - x)^2, x] + Defer[Int][(E^x*x^2)/(1 + E^(E^x + x + x^4) - x)^2, x] + 4*(5 + Log[3])*Defer[Int][x^3/(1 + E^(E^x + x + x^4) - x)^2, x] - 4*(5 + Log[3])*Defer[Int][x^3/(1 + E^(E^x + x + x^4) - x), x] - 4*Defer[Int][x^4/(1 + E^(E^x + x + x^4) - x)^2, x] - 4*(5 + Log[3])*Defer[Int][x^4/(1 + E^(E^x + x + x^4) - x)^2, x] + 4*Defer[Int][x^4/(1 + E^(E^x + x + x^4) - x), x] + 4*Defer[Int][x^5/(1 + E^(E^x + x + x^4) - x)^2, x]","F",0,0,0,0,-1,"{}"
7119,0,0,0,1.3674957,"\int \frac{e \left(-1250+2000 x-1250 x^2+390 x^3-52 x^4\right)}{-5625 x+14625 x^2-14550 x^3+7110 x^4-1729 x^5+169 x^6+\left(3750 x-9750 x^2+9650 x^3-4650 x^4+1104 x^5-104 x^6\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)+\left(-625 x+1625 x^2-1600 x^3+760 x^4-176 x^5+16 x^6\right) \log ^2\left(\frac{1-2 x+x^2}{x^2}\right)} \, dx","Int[(E*(-1250 + 2000*x - 1250*x^2 + 390*x^3 - 52*x^4))/(-5625*x + 14625*x^2 - 14550*x^3 + 7110*x^4 - 1729*x^5 + 169*x^6 + (3750*x - 9750*x^2 + 9650*x^3 - 4650*x^4 + 1104*x^5 - 104*x^6)*Log[(1 - 2*x + x^2)/x^2] + (-625*x + 1625*x^2 - 1600*x^3 + 760*x^4 - 176*x^5 + 16*x^6)*Log[(1 - 2*x + x^2)/x^2]^2),x]","\int \frac{e \left(-1250+2000 x-1250 x^2+390 x^3-52 x^4\right)}{-5625 x+14625 x^2-14550 x^3+7110 x^4-1729 x^5+169 x^6+\left(3750 x-9750 x^2+9650 x^3-4650 x^4+1104 x^5-104 x^6\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)+\left(-625 x+1625 x^2-1600 x^3+760 x^4-176 x^5+16 x^6\right) \log ^2\left(\frac{1-2 x+x^2}{x^2}\right)} \, dx","\frac{e}{-\frac{x^2}{(2 x-5)^2}+\log \left(\frac{(1-x)^2}{x^2}\right)-3}+5",1,"-912*E*Defer[Int][(75 - 60*x + 13*x^2 - (5 - 2*x)^2*Log[(-1 + x)^2/x^2])^(-2), x] - 162*E*Defer[Int][1/((-1 + x)*(75 - 60*x + 13*x^2 - (5 - 2*x)^2*Log[(-1 + x)^2/x^2])^2), x] + 1250*E*Defer[Int][1/(x*(75 - 60*x + 13*x^2 - (5 - 2*x)^2*Log[(-1 + x)^2/x^2])^2), x] + 338*E*Defer[Int][x/(75 - 60*x + 13*x^2 - (5 - 2*x)^2*Log[(-1 + x)^2/x^2])^2, x] - 52*E*Defer[Int][x^2/(75 - 60*x + 13*x^2 - (5 - 2*x)^2*Log[(-1 + x)^2/x^2])^2, x]","F",0,0,0,0,-1,"{}"
7120,0,0,0,81.9131741,"\int \frac{\left(-20+6 x+\left(10-2 x+100 x^2-40 x^3+4 x^4\right) \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)\right) \log \left(3 x \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)\right)}{\left(5 x-x^2+50 x^3-20 x^4+2 x^5\right) \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)} \, dx","Int[((-20 + 6*x + (10 - 2*x + 100*x^2 - 40*x^3 + 4*x^4)*Log[(-1 - 10*x^2 + 2*x^3)/(-5*x^2 + x^3)])*Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/(-5*x^2 + x^3)]])/((5*x - x^2 + 50*x^3 - 20*x^4 + 2*x^5)*Log[(-1 - 10*x^2 + 2*x^3)/(-5*x^2 + x^3)]),x]","\int \frac{\left(-20+6 x+\left(10-2 x+100 x^2-40 x^3+4 x^4\right) \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)\right) \log \left(3 x \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)\right)}{\left(5 x-x^2+50 x^3-20 x^4+2 x^5\right) \log \left(\frac{-1-10 x^2+2 x^3}{-5 x^2+x^3}\right)} \, dx","\log ^2\left(3 x \log \left(2-\frac{1}{(x-5) x^2}\right)\right)",1,"2*Defer[Int][Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]]/x, x] - 2*Defer[Int][Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]]/((-5 + x)*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]), x] - 4*Defer[Int][Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]]/(x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]), x] - 40*Defer[Int][(x*Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]])/((-1 - 10*x^2 + 2*x^3)*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]), x] + 12*Defer[Int][(x^2*Log[3*x*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]])/((-1 - 10*x^2 + 2*x^3)*Log[(-1 - 10*x^2 + 2*x^3)/((-5 + x)*x^2)]), x]","F",0,0,0,0,-1,"{}"
7121,0,0,0,1.3020673,"\int \frac{1+5 x+2 x^2-x^3-x \log (x)+\left(6 x+x^3-x \log (x)\right) \log (3 x)}{12 x+24 x^2 \log (3 x)+12 x^3 \log ^2(3 x)} \, dx","Int[(1 + 5*x + 2*x^2 - x^3 - x*Log[x] + (6*x + x^3 - x*Log[x])*Log[3*x])/(12*x + 24*x^2*Log[3*x] + 12*x^3*Log[3*x]^2),x]","\int \frac{1+5 x+2 x^2-x^3-x \log (x)+\left(6 x+x^3-x \log (x)\right) \log (3 x)}{12 x+24 x^2 \log (3 x)+12 x^3 \log ^2(3 x)} \, dx","\frac{x^2+\log (x)-5}{3 (4 x \log (3 x)+4)}",1,"(5*Defer[Int][(1 + x*Log[3*x])^(-2), x])/12 - (5*Defer[Int][1/(x*(1 + x*Log[3*x])^2), x])/12 + Defer[Int][x/(1 + x*Log[3*x])^2, x]/12 - Defer[Int][x^2/(1 + x*Log[3*x])^2, x]/12 - Defer[Int][Log[x]/(1 + x*Log[3*x])^2, x]/12 + Defer[Int][Log[x]/(x*(1 + x*Log[3*x])^2), x]/12 + Defer[Int][1/(x*(1 + x*Log[3*x])), x]/2 + Defer[Int][x/(1 + x*Log[3*x]), x]/12 - Defer[Int][Log[x]/(x*(1 + x*Log[3*x])), x]/12","F",0,0,0,0,-1,"{}"
7122,1,68,0,0.0823146,"\int \frac{e^{\frac{e^{x/2}+10 x}{2 x}} \left(-24 x+e^{x/2} (-12+6 x)\right)}{x^3} \, dx","Int[(E^((E^(x/2) + 10*x)/(2*x))*(-24*x + E^(x/2)*(-12 + 6*x)))/x^3,x]","-\frac{24 e^{\frac{x}{2}+\frac{10 x+e^{x/2}}{2 x}} (2-x)}{x^3 \left(\frac{e^{x/2}+20}{x}-\frac{2 \left(10 x+e^{x/2}\right)}{x^2}\right)}","\frac{24 e^{\frac{e^{x/2}}{2 x}+5}}{x}+5 \log (\log (4))",1,"(-24*E^(x/2 + (E^(x/2) + 10*x)/(2*x))*(2 - x))/(x^3*((20 + E^(x/2))/x - (2*(E^(x/2) + 10*x))/x^2))","B",1,1,41,0.02439,1,"{2288}"
7123,0,0,0,1.0590587,"\int \frac{e^{289+25 \log ^2(x)} (171-50 \log (x))}{x^{170} \left(\frac{e^{289+25 \log ^2(x)}}{x^{169}}+x^2\right)} \, dx","Int[(E^(289 + 25*Log[x]^2)*(171 - 50*Log[x]))/(x^170*(E^(289 + 25*Log[x]^2)/x^169 + x^2)),x]","\int \frac{e^{289+25 \log ^2(x)} (171-50 \log (x))}{x^{170} \left(\frac{e^{289+25 \log ^2(x)}}{x^{169}}+x^2\right)} \, dx","\log \left(\frac{x}{x+e^{(5 (\log (x)-4)+3)^2}}\right)",1,"171*Defer[Int][E^(289 + 25*Log[x]^2)/(E^(289 + 25*Log[x]^2)*x + x^172), x] - 50*Defer[Int][(E^(289 + 25*Log[x]^2)*Log[x])/(E^(289 + 25*Log[x]^2)*x + x^172), x]","F",0,0,0,0,-1,"{}"
7124,1,57,0,0.0924327,"\int \frac{2^{5 x/4} \left(100+\left(125 x-75 x^2+25 e^3 x^2\right) \log (2)\right)}{800-960 x+288 x^2+32 e^6 x^2+e^3 \left(320 x-192 x^2\right)} \, dx","Int[(2^((5*x)/4)*(100 + (125*x - 75*x^2 + 25*E^3*x^2)*Log[2]))/(800 - 960*x + 288*x^2 + 32*E^6*x^2 + E^3*(320*x - 192*x^2)),x]","\frac{5\ 2^{\frac{5 x}{4}-3} \left(e^3 x^2-3 x^2+5 x\right)}{\left(9+e^6\right) x^2+2 e^3 \left(5 x-3 x^2\right)-30 x+25}","\frac{5\ 2^{\frac{5 x}{4}-3}}{\frac{5}{x}+e^3-3}",1,"(5*2^(-3 + (5*x)/4)*(5*x - 3*x^2 + E^3*x^2))/(25 - 30*x + (9 + E^6)*x^2 + 2*E^3*(5*x - 3*x^2))","B",2,2,63,0.03175,1,"{6, 2288}"
7125,1,20,0,0.0102092,"\int \frac{1}{3} \left(3-7 e^{\frac{1}{3} \left(10-3 e^9+7 x\right)}\right) \, dx","Int[(3 - 7*E^((10 - 3*E^9 + 7*x)/3))/3,x]","x-e^{\frac{1}{3} \left(7 x-3 e^9+10\right)}","x-e^{2 x+\frac{x+4}{3}-e^9+2}",1,"-E^((10 - 3*E^9 + 7*x)/3) + x","A",3,2,24,0.08333,1,"{12, 2194}"
7126,1,81,0,2.0037531,"\int \frac{e^{-2-x} \left(-6-12 x-2 x^2+e^{2+x} \left(x^2+3 x^3+x^4+3 x^5+3 x^6+x^7\right)\right)}{x^4+3 x^5+3 x^6+x^7} \, dx","Int[(E^(-2 - x)*(-6 - 12*x - 2*x^2 + E^(2 + x)*(x^2 + 3*x^3 + x^4 + 3*x^5 + 3*x^6 + x^7)))/(x^4 + 3*x^5 + 3*x^6 + x^7),x]","\frac{2 e^{-x-2}}{x^3}-\frac{4 e^{-x-2}}{x^2}+x-\frac{6 e^{-x-2}}{x+1}+\frac{1}{x+1}-\frac{2 e^{-x-2}}{(x+1)^2}+\frac{1}{(x+1)^2}+\frac{6 e^{-x-2}}{x}-\frac{1}{x}","\frac{2 e^{-x-2}-x^2}{\left(x^2+x\right)^2 x}+x-\log (5)",1,"(2*E^(-2 - x))/x^3 - (4*E^(-2 - x))/x^2 - x^(-1) + (6*E^(-2 - x))/x + x + (1 + x)^(-2) - (2*E^(-2 - x))/(1 + x)^2 + (1 + x)^(-1) - (6*E^(-2 - x))/(1 + x)","B",48,5,68,0.07353,1,"{6741, 6742, 2177, 2178, 1620}"
7127,1,89,0,0.1922,"\int \frac{-2048 e^{\frac{-2-x+5 x \log (3)}{x}}+7168 e^{\frac{2 (-2-x+5 x \log (3))}{x}}-10752 e^{\frac{3 (-2-x+5 x \log (3))}{x}}+8960 e^{\frac{4 (-2-x+5 x \log (3))}{x}}-4480 e^{\frac{5 (-2-x+5 x \log (3))}{x}}+1344 e^{\frac{6 (-2-x+5 x \log (3))}{x}}-224 e^{\frac{7 (-2-x+5 x \log (3))}{x}}+16 e^{\frac{8 (-2-x+5 x \log (3))}{x}}}{x^2} \, dx","Int[(-2048*E^((-2 - x + 5*x*Log[3])/x) + 7168*E^((2*(-2 - x + 5*x*Log[3]))/x) - 10752*E^((3*(-2 - x + 5*x*Log[3]))/x) + 8960*E^((4*(-2 - x + 5*x*Log[3]))/x) - 4480*E^((5*(-2 - x + 5*x*Log[3]))/x) + 1344*E^((6*(-2 - x + 5*x*Log[3]))/x) - 224*E^((7*(-2 - x + 5*x*Log[3]))/x) + 16*E^((8*(-2 - x + 5*x*Log[3]))/x))/x^2,x]","12157665459056928801 e^{-\frac{16}{x}-8}-800504721583995312 e^{-\frac{14}{x}-7}+23059806794600688 e^{-\frac{12}{x}-6}-379585297030464 e^{-\frac{10}{x}-5}+3905198529120 e^{-\frac{8}{x}-4}-25713241344 e^{-\frac{6}{x}-3}+105815808 e^{-\frac{4}{x}-2}-248832 e^{-\frac{2}{x}-1}","\left(2-243 e^{-\frac{x+2}{x}}\right)^8",1,"12157665459056928801*E^(-8 - 16/x) - 800504721583995312*E^(-7 - 14/x) + 23059806794600688*E^(-6 - 12/x) - 379585297030464*E^(-5 - 10/x) + 3905198529120*E^(-4 - 8/x) - 25713241344*E^(-3 - 6/x) + 105815808*E^(-2 - 4/x) - 248832*E^(-1 - 2/x)","B",10,2,156,0.01282,1,"{14, 2209}"
7128,1,23,0,0.0659511,"\int \frac{1}{4} \left(4+e^{\frac{1}{4} \left(-554725+149161 x-6371 x^2-529 x^3\right)} \left(149161-12742 x-1587 x^2\right)\right) \, dx","Int[(4 + E^((-554725 + 149161*x - 6371*x^2 - 529*x^3)/4)*(149161 - 12742*x - 1587*x^2))/4,x]","e^{\frac{1}{4} \left(-529 x^3-6371 x^2+149161 x-554725\right)}+x","x+e^{(x+25) \left(3-\left(12 (6-x)+\frac{x+5}{2}\right)^2\right)}",1,"E^((-554725 + 149161*x - 6371*x^2 - 529*x^3)/4) + x","A",3,2,38,0.05263,1,"{12, 6706}"
7129,1,17,0,0.0088804,"\int \left(-3-2 \log \left(\frac{3 x^2}{\log ^2\left(2 e^3\right)}\right)\right) \, dx","Int[-3 - 2*Log[(3*x^2)/Log[2*E^3]^2],x]","x-2 x \log \left(\frac{3 x^2}{(3+\log (2))^2}\right)","x-2 x \log \left(\frac{3 x^2}{\log ^2\left(2 e^3\right)}\right)",1,"x - 2*x*Log[(3*x^2)/(3 + Log[2])^2]","A",2,1,18,0.05556,1,"{2295}"
7130,0,0,0,41.1505584,"\int \frac{-1-4 x+\exp \left(e^{10 x^2}-2 e^{5 x^2} x \log \left(\frac{1}{x+4 x^2}\right)+x^2 \log ^2\left(\frac{1}{x+4 x^2}\right)\right) \left(e^{5 x^2} (2+16 x)+e^{10 x^2} \left(20 x+80 x^2\right)+\left(-2 x-16 x^2+e^{5 x^2} \left(-2-8 x-20 x^2-80 x^3\right)\right) \log \left(\frac{1}{x+4 x^2}\right)+\left(2 x+8 x^2\right) \log ^2\left(\frac{1}{x+4 x^2}\right)\right)}{1+4 x} \, dx","Int[(-1 - 4*x + E^(E^(10*x^2) - 2*E^(5*x^2)*x*Log[(x + 4*x^2)^(-1)] + x^2*Log[(x + 4*x^2)^(-1)]^2)*(E^(5*x^2)*(2 + 16*x) + E^(10*x^2)*(20*x + 80*x^2) + (-2*x - 16*x^2 + E^(5*x^2)*(-2 - 8*x - 20*x^2 - 80*x^3))*Log[(x + 4*x^2)^(-1)] + (2*x + 8*x^2)*Log[(x + 4*x^2)^(-1)]^2))/(1 + 4*x),x]","\int \frac{-1-4 x+\exp \left(e^{10 x^2}-2 e^{5 x^2} x \log \left(\frac{1}{x+4 x^2}\right)+x^2 \log ^2\left(\frac{1}{x+4 x^2}\right)\right) \left(e^{5 x^2} (2+16 x)+e^{10 x^2} \left(20 x+80 x^2\right)+\left(-2 x-16 x^2+e^{5 x^2} \left(-2-8 x-20 x^2-80 x^3\right)\right) \log \left(\frac{1}{x+4 x^2}\right)+\left(2 x+8 x^2\right) \log ^2\left(\frac{1}{x+4 x^2}\right)\right)}{1+4 x} \, dx","e^{\left(x \log \left(\frac{1}{4 x^2+x}\right)-e^{5 x^2}\right)^2}-x-1",1,"-x + 4*Defer[Int][E^(E^(10*x^2) + 5*x^2 + x^2*Log[(x + 4*x^2)^(-1)]^2)/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x] + 20*Defer[Int][(E^(E^(10*x^2) + 10*x^2 + x^2*Log[(x + 4*x^2)^(-1)]^2)*x)/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x] - 2*Defer[Int][E^(E^(10*x^2) + 5*x^2 + x^2*Log[(x + 4*x^2)^(-1)]^2)/((1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x)*(1 + 4*x)), x] + Defer[Int][(E^(E^(10*x^2) + x^2*Log[(x + 4*x^2)^(-1)]^2)*Log[1/(x*(1 + 4*x))])/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x]/2 - 2*Defer[Int][(E^(E^(10*x^2) + 5*x^2 + x^2*Log[(x + 4*x^2)^(-1)]^2)*Log[1/(x*(1 + 4*x))])/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x] + Defer[Int][(E^(E^(10*x^2) + x^2*Log[(x + 4*x^2)^(-1)]^2)*Log[1/(x*(1 + 4*x))])/((-1 - 4*x)*(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x)), x]/2 - 4*Defer[Int][(E^(E^(10*x^2) + x^2*Log[(x + 4*x^2)^(-1)]^2)*x*Log[1/(x*(1 + 4*x))])/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x] - 20*Defer[Int][(E^(E^(10*x^2) + 5*x^2 + x^2*Log[(x + 4*x^2)^(-1)]^2)*x^2*Log[1/(x*(1 + 4*x))])/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x] + 2*Defer[Int][(E^(E^(10*x^2) + x^2*Log[(x + 4*x^2)^(-1)]^2)*x*Log[1/(x*(1 + 4*x))]^2)/(1/(x*(1 + 4*x)))^(2*E^(5*x^2)*x), x]","F",0,0,0,0,-1,"{}"
7131,1,30,0,0.5094991,"\int \frac{-10 x-2 x^3+e^2 \left(10+2 x^2\right)+e^5 \left(10+2 x^2\right)+\left(-10 x^2+8 x^3+2 x^4\right) \log ^2(-1+x)+\left(10+2 x^2\right) \log \left(\frac{-5-x}{x}\right)+\log (-1+x) \left(10 x+10 x^2-6 x^3-2 x^4+e^2 \left(-10 x+8 x^2+2 x^3\right)+e^5 \left(-10 x+8 x^2+2 x^3\right)+\left(-10 x+8 x^2+2 x^3\right) \log \left(\frac{-5-x}{x}\right)\right)}{-5 x+4 x^2+x^3} \, dx","Int[(-10*x - 2*x^3 + E^2*(10 + 2*x^2) + E^5*(10 + 2*x^2) + (-10*x^2 + 8*x^3 + 2*x^4)*Log[-1 + x]^2 + (10 + 2*x^2)*Log[(-5 - x)/x] + Log[-1 + x]*(10*x + 10*x^2 - 6*x^3 - 2*x^4 + E^2*(-10*x + 8*x^2 + 2*x^3) + E^5*(-10*x + 8*x^2 + 2*x^3) + (-10*x + 8*x^2 + 2*x^3)*Log[(-5 - x)/x]))/(-5*x + 4*x^2 + x^3),x]","\left(-x+x \log (x-1)+\log \left(-\frac{x+5}{x}\right)+e^2 \left(1+e^3\right)\right)^2","\left(-x+x \log (x-1)+\log \left(-\frac{5}{x}-1\right)+e^5+e^2\right)^2",1,"(E^2*(1 + E^3) - x + x*Log[-1 + x] + Log[-((5 + x)/x)])^2","A",5,5,172,0.02907,1,"{6, 1594, 6688, 12, 6686}"
7132,0,0,0,0.5877442,"\int \frac{1}{64} e^{-x^2+\frac{1}{4} e^{-x^2} \left(4 x+3 e^{x^2} x\right)} \left(-4-3 e^{x^2}+8 x^2\right) \, dx","Int[(E^(-x^2 + (4*x + 3*E^x^2*x)/(4*E^x^2))*(-4 - 3*E^x^2 + 8*x^2))/64,x]","\int \frac{1}{64} e^{-x^2+\frac{1}{4} e^{-x^2} \left(4 x+3 e^{x^2} x\right)} \left(-4-3 e^{x^2}+8 x^2\right) \, dx","\frac{1}{16} \left(e^5-e^{e^{-x^2} x+\frac{3 x}{4}}\right)",1,"-1/16*Defer[Int][E^(((3 + 4/E^x^2 - 4*x)*x)/4), x] - (3*Defer[Int][E^((3*x)/4 + x/E^x^2), x])/64 + Defer[Int][E^(((3 + 4/E^x^2 - 4*x)*x)/4)*x^2, x]/8","F",0,0,0,0,-1,"{}"
7133,1,22,0,0.2834431,"\int \frac{24 x^2+8 x^4-2 x^6}{48+96 x^2+24 x^3+72 x^4+24 x^5+27 x^6+6 x^7+3 x^8} \, dx","Int[(24*x^2 + 8*x^4 - 2*x^6)/(48 + 96*x^2 + 24*x^3 + 72*x^4 + 24*x^5 + 27*x^6 + 6*x^7 + 3*x^8),x]","\frac{2 x^3}{3 \left(x^4+x^3+4 x^2+4\right)}","\frac{2}{3} \left(\frac{x}{\left(x+\frac{2}{x}\right)^2+x}+2\right)+e^2-\log (25)",1,"(2*x^3)/(3*(4 + 4*x^2 + x^3 + x^4))","A",4,4,56,0.07143,1,"{1594, 6688, 12, 1588}"
7134,1,18,0,0.0052928,"\int \frac{1}{2} \left(26+5 e^x-6 x\right) \, dx","Int[(26 + 5*E^x - 6*x)/2,x]","-\frac{3 x^2}{2}+13 x+\frac{5 e^x}{2}","\frac{1}{2} \left(x^2+e^x+5\right)+2 \left(e^x-(3-x)^2\right)+x+4",1,"(5*E^x)/2 + 13*x - (3*x^2)/2","A",3,2,14,0.1429,1,"{12, 2194}"
7135,1,8,0,0.0039497,"\int 2 e^{2 x} \log (25) \, dx","Int[2*E^(2*x)*Log[25],x]","e^{2 x} \log (25)","e^{2 x} \log (25)-2",1,"E^(2*x)*Log[25]","A",2,2,9,0.2222,1,"{12, 2194}"
7136,1,24,0,0.0583865,"\int \frac{-x^2+2 x^3-x^4+e^4 (-4+8 x)}{x^2-2 x^3+x^4} \, dx","Int[(-x^2 + 2*x^3 - x^4 + E^4*(-4 + 8*x))/(x^2 - 2*x^3 + x^4),x]","-x+\frac{4 e^4}{1-x}+\frac{4 e^4}{x}","-\frac{4 e^4}{x^2-x}-x",1,"(4*E^4)/(1 - x) + (4*E^4)/x - x","A",4,3,40,0.07500,1,"{1594, 27, 1620}"
7137,0,0,0,1.0111022,"\int \frac{-x^2+e^{e^{4 x^2}} \left(1-x-8 e^{4 x^2} x^2\right)}{e^{e^{4 x^2}} x+x^2} \, dx","Int[(-x^2 + E^E^(4*x^2)*(1 - x - 8*E^(4*x^2)*x^2))/(E^E^(4*x^2)*x + x^2),x]","\int \frac{-x^2+e^{e^{4 x^2}} \left(1-x-8 e^{4 x^2} x^2\right)}{e^{e^{4 x^2}} x+x^2} \, dx","-\log \left(\frac{2 \left(e^{e^{4 x^2}}+x\right)}{x}\right)-x+2 \left(e^2+e^5\right)",1,"-x + Log[x] - Defer[Int][(E^E^(4*x^2) + x)^(-1), x] - 8*Defer[Int][(E^(E^(4*x^2) + 4*x^2)*x)/(E^E^(4*x^2) + x), x]","F",0,0,0,0,-1,"{}"
7138,1,69,0,0.2002941,"\int \frac{-37-61 x-99 x^2+27 x^3+e^3 \left(-45-81 x+18 x^2\right)+\left(-90-162 x+36 x^2\right) \log (5-x)}{-10+2 x} \, dx","Int[(-37 - 61*x - 99*x^2 + 27*x^3 + E^3*(-45 - 81*x + 18*x^2) + (-90 - 162*x + 36*x^2)*Log[5 - x])/(-10 + 2*x),x]","\frac{9 x^3}{2}+\frac{9}{2} \left(2+e^3\right) x^2-\frac{9 x^2}{2}+\frac{1}{2} \left(119+9 e^3\right) x-54 x+\frac{9}{4} (2 x+1)^2 \log (5-x)+\frac{27}{4} \log (5-x)","\frac{9}{2} \left(x^2+x+1\right) \left(x+2 \log (5-x)+e^3\right)+x",1,"-54*x + ((119 + 9*E^3)*x)/2 - (9*x^2)/2 + (9*(2 + E^3)*x^2)/2 + (9*x^3)/2 + (27*Log[5 - x])/4 + (9*(1 + 2*x)^2*Log[5 - x])/4","B",7,4,54,0.07407,1,"{6742, 1850, 2395, 43}"
7139,0,0,0,4.4101996,"\int \frac{-10 x^2+180 e^{-x^2} x^3+\left(-10 x+45 e^{-x^2} x+5 x^2\right) \log \left(-2+9 e^{-x^2}+x\right)}{\left(-2+9 e^{-x^2}+x\right) \log ^5\left(-2+9 e^{-x^2}+x\right)} \, dx","Int[(-10*x^2 + (180*x^3)/E^x^2 + (-10*x + (45*x)/E^x^2 + 5*x^2)*Log[-2 + 9/E^x^2 + x])/((-2 + 9/E^x^2 + x)*Log[-2 + 9/E^x^2 + x]^5),x]","\int \frac{-10 x^2+180 e^{-x^2} x^3+\left(-10 x+45 e^{-x^2} x+5 x^2\right) \log \left(-2+9 e^{-x^2}+x\right)}{\left(-2+9 e^{-x^2}+x\right) \log ^5\left(-2+9 e^{-x^2}+x\right)} \, dx","\frac{5 x^2}{2 \log ^4\left(9 e^{-x^2}+x-2\right)}",1,"-20*Defer[Int][Log[-2 + 9/E^x^2 + x]^(-5), x] + 180*Defer[Int][1/((9 + E^x^2*(-2 + x))*Log[-2 + 9/E^x^2 + x]^5), x] - 40*Defer[Int][1/((-2 + x)*Log[-2 + 9/E^x^2 + x]^5), x] - 10*Defer[Int][x/Log[-2 + 9/E^x^2 + x]^5, x] + 90*Defer[Int][x/((9 + E^x^2*(-2 + x))*Log[-2 + 9/E^x^2 + x]^5), x] + 180*Defer[Int][x^3/((9 + E^x^2*(-2 + x))*Log[-2 + 9/E^x^2 + x]^5), x] + 360*Defer[Int][1/((-2 + x)*(9 - 2*E^x^2 + E^x^2*x)*Log[-2 + 9/E^x^2 + x]^5), x] + 5*Defer[Int][x/Log[-2 + 9/E^x^2 + x]^4, x]","F",0,0,0,0,-1,"{}"
7140,1,39,0,2.1352502,"\int \exp \left(3 x+4 e^{16 x-2 x \log (x)} x-8 e^{8 x-x \log (x)} x^2+4 x^3\right) \left(3+12 x^2+e^{16 x-2 x \log (x)} (4+56 x-8 x \log (x))+e^{8 x-x \log (x)} \left(-16 x-56 x^2+8 x^2 \log (x)\right)\right) \, dx","Int[E^(3*x + 4*E^(16*x - 2*x*Log[x])*x - 8*E^(8*x - x*Log[x])*x^2 + 4*x^3)*(3 + 12*x^2 + E^(16*x - 2*x*Log[x])*(4 + 56*x - 8*x*Log[x]) + E^(8*x - x*Log[x])*(-16*x - 56*x^2 + 8*x^2*Log[x])),x]","\exp \left(4 e^{16 x} x^{1-2 x}-8 e^{8 x} x^{2-x}+4 x^3+3 x\right)","\exp \left(x+2 \left(x+2 x \left(e^{8 x-x \log (x)}-x\right)^2\right)\right)",1,"E^(3*x + 4*x^3 + 4*E^(16*x)*x^(1 - 2*x) - 8*E^(8*x)*x^(2 - x))","A",1,1,99,0.01010,1,"{6706}"
7141,1,30,0,4.8208793,"\int \frac{-20+6 x^2+\left(20-6 x^2\right) \log (x) \log (4 \log (x))+\left(-10-3 x^2\right) \log (x) \log (4 \log (x)) \log \left(\frac{\log (4 \log (x))}{2 x}\right) \log \left(\log ^2\left(\frac{\log (4 \log (x))}{2 x}\right)\right)}{\left(-10 x+3 x^3\right) \log (x) \log (4 \log (x)) \log \left(\frac{\log (4 \log (x))}{2 x}\right) \log \left(\log ^2\left(\frac{\log (4 \log (x))}{2 x}\right)\right)} \, dx","Int[(-20 + 6*x^2 + (20 - 6*x^2)*Log[x]*Log[4*Log[x]] + (-10 - 3*x^2)*Log[x]*Log[4*Log[x]]*Log[Log[4*Log[x]]/(2*x)]*Log[Log[Log[4*Log[x]]/(2*x)]^2])/((-10*x + 3*x^3)*Log[x]*Log[4*Log[x]]*Log[Log[4*Log[x]]/(2*x)]*Log[Log[Log[4*Log[x]]/(2*x)]^2]),x]","-\log \left(10-3 x^2\right)+\log \left(\log \left(\log ^2\left(\frac{\log (4 \log (x))}{2 x}\right)\right)\right)+\log (x)","\log \left(\frac{4 \log \left(\log ^2\left(\frac{\log (4 \log (x))}{2 x}\right)\right)}{\frac{3 x}{5}-\frac{2}{x}}\right)",1,"Log[x] - Log[10 - 3*x^2] + Log[Log[Log[Log[4*Log[x]]/(2*x)]^2]]","A",7,5,122,0.04098,1,"{1593, 6725, 446, 72, 6684}"
7142,0,0,0,10.7135491,"\int \frac{e^{e^x-2 x+x^2} \left(e^{2 x} \left(4 x^2+x^3\right)+e^x \left(2 x-4 x^2+7 x^3+2 x^4\right)+\left(e^{2 x} \left(4 x+x^2\right)+e^x \left(-4-5 x+7 x^2+2 x^3\right)\right) \log \left(16+8 x+x^2\right)\right)}{4 x^2+x^3} \, dx","Int[(E^(E^x - 2*x + x^2)*(E^(2*x)*(4*x^2 + x^3) + E^x*(2*x - 4*x^2 + 7*x^3 + 2*x^4) + (E^(2*x)*(4*x + x^2) + E^x*(-4 - 5*x + 7*x^2 + 2*x^3))*Log[16 + 8*x + x^2]))/(4*x^2 + x^3),x]","\int \frac{e^{e^x-2 x+x^2} \left(e^{2 x} \left(4 x^2+x^3\right)+e^x \left(2 x-4 x^2+7 x^3+2 x^4\right)+\left(e^{2 x} \left(4 x+x^2\right)+e^x \left(-4-5 x+7 x^2+2 x^3\right)\right) \log \left(16+8 x+x^2\right)\right)}{4 x^2+x^3} \, dx","\frac{e^{x^2-x+e^x} \left(x+\log \left((x+4)^2\right)\right)}{x}",1,"-Defer[Int][E^(E^x + (-1 + x)*x), x] + 2*Log[(4 + x)^2]*Defer[Int][E^(E^x + (-1 + x)*x), x] + Defer[Int][E^(E^x + x + (-1 + x)*x), x] - Log[(4 + x)^2]*Defer[Int][E^(E^x + (-1 + x)*x)/x^2, x] + Defer[Int][E^(E^x + (-1 + x)*x)/x, x]/2 - Log[(4 + x)^2]*Defer[Int][E^(E^x + (-1 + x)*x)/x, x] + Log[(4 + x)^2]*Defer[Int][E^(E^x + x + (-1 + x)*x)/x, x] + 2*Defer[Int][E^(E^x + (-1 + x)*x)*x, x] - Defer[Int][E^(E^x + (-1 + x)*x)/(4 + x), x]/2 - 4*Defer[Int][Defer[Int][E^(E^x + (-1 + x)*x), x]/(4 + x), x] + 2*Defer[Int][Defer[Int][E^(E^x + (-1 + x)*x)/x^2, x]/(4 + x), x] + 2*Defer[Int][Defer[Int][E^(E^x + (-1 + x)*x)/x, x]/(4 + x), x] - 2*Defer[Int][Defer[Int][E^(E^x + x^2)/x, x]/(4 + x), x]","F",0,0,0,0,-1,"{}"
7143,1,24,0,0.016274,"\int \frac{18 e^5 x^2+54 e^5 x^2 \log (x)}{-1+e^5 \left(18 e+e^2\right)} \, dx","Int[(18*E^5*x^2 + 54*E^5*x^2*Log[x])/(-1 + E^5*(18*E + E^2)),x]","-\frac{18 e^5 x^3 \log (x)}{1-18 e^6-e^7}","\frac{x^3 \log (x)}{e+\frac{1}{18} \left(e^2-\frac{1}{e^5}\right)}",1,"(-18*E^5*x^3*Log[x])/(1 - 18*E^6 - E^7)","A",3,2,35,0.05714,1,"{12, 2304}"
7144,1,28,0,0.0234243,"\int \frac{-10+2 x^3+\left(3 x^2-4 x^3\right) \log (2)-x^2 \log (5)}{2 x^2} \, dx","Int[(-10 + 2*x^3 + (3*x^2 - 4*x^3)*Log[2] - x^2*Log[5])/(2*x^2),x]","\frac{1}{2} x^2 (1-\log (4))+\frac{5}{x}+\frac{1}{2} x \log \left(\frac{8}{5}\right)","\frac{5}{x}-\frac{1}{2} x (-x+(3-2 x) (-\log (2))+\log (5))+e^9",1,"5/x + (x*Log[8/5])/2 + (x^2*(1 - Log[4]))/2","A",3,2,35,0.05714,1,"{12, 14}"
7145,1,42,0,0.0285386,"\int \frac{1}{3} \left(24+e^{\frac{1}{3} (9+5 x)} (3+5 x)+3 \log (4)\right) \, dx","Int[(24 + E^((9 + 5*x)/3)*(3 + 5*x) + 3*Log[4])/3,x]","-\frac{3}{5} e^{\frac{1}{3} (5 x+9)}+\frac{1}{5} e^{\frac{1}{3} (5 x+9)} (5 x+3)+x (8+\log (4))","x \left(e^{\frac{5 x}{3}+3}+9+\log (4)\right)-x",1,"(-3*E^((9 + 5*x)/3))/5 + (E^((9 + 5*x)/3)*(3 + 5*x))/5 + x*(8 + Log[4])","B",4,3,27,0.1111,1,"{12, 2176, 2194}"
7146,1,28,0,0.4711017,"\int \frac{e^{\frac{-4+63 x+16 x^2+e^4 \left(-4 x-x^2\right)}{x}} \left(4+16 x^2-e^4 x^2\right)}{x^2} \, dx","Int[(E^((-4 + 63*x + 16*x^2 + E^4*(-4*x - x^2))/x)*(4 + 16*x^2 - E^4*x^2))/x^2,x]","e^{-\frac{-16 x^2+e^4 \left(x^2+4 x\right)-63 x+4}{x}}","e^{\left(-\frac{1}{x}-e^4+16\right) (x+4)}",1,"E^(-((4 - 63*x - 16*x^2 + E^4*(4*x + x^2))/x))","A",2,2,48,0.04167,1,"{6, 6706}"
7147,1,22,0,0.01942,"\int \frac{e \left(-9+18 x+3 x^2\right)+e x^2 \log \left(x^2\right)}{x^2} \, dx","Int[(E*(-9 + 18*x + 3*x^2) + E*x^2*Log[x^2])/x^2,x]","e x \log \left(x^2\right)+e x+\frac{9 e}{x}+18 e \log (x)","e \left((x+9) \left(\log \left(x^2\right)+\frac{1}{x}+2\right)-x+5\right)",1,"(9*E)/x + E*x + 18*E*Log[x] + E*x*Log[x^2]","A",5,2,26,0.07692,1,"{14, 2295}"
7148,0,0,0,1.4943434,"\int \frac{-x^2+3 x^2 \log (x)-5 \log (4) \log ^2(x)}{-x^3 \log (x)+(-5+5 x \log (4)) \log ^2(x)} \, dx","Int[(-x^2 + 3*x^2*Log[x] - 5*Log[4]*Log[x]^2)/(-(x^3*Log[x]) + (-5 + 5*x*Log[4])*Log[x]^2),x]","\int \frac{-x^2+3 x^2 \log (x)-5 \log (4) \log ^2(x)}{-x^3 \log (x)+(-5+5 x \log (4)) \log ^2(x)} \, dx","\log \left(\frac{4}{\frac{x \left(5 \log (4) \log (x)-x^2\right)}{\log (x)}-5}\right)-5",1,"-Log[1 - x*Log[4]] + Log[Log[x]] - 5*Defer[Int][1/(x*(x^3 + 5*Log[x] - 5*x*Log[4]*Log[x])), x] - 2*Defer[Int][x^2/(x^3 + 5*Log[x] - 5*x*Log[4]*Log[x]), x] - Defer[Int][(-x^3 - 5*Log[x] + 5*x*Log[4]*Log[x])^(-1), x]/Log[4]^2 - 5*Log[4]*Defer[Int][(-x^3 - 5*Log[x] + 5*x*Log[4]*Log[x])^(-1), x] - Defer[Int][x/(-x^3 - 5*Log[x] + 5*x*Log[4]*Log[x]), x]/Log[4] - Defer[Int][1/((-1 + x*Log[4])*(-x^3 - 5*Log[x] + 5*x*Log[4]*Log[x])), x]/Log[4]^2","F",0,0,0,0,-1,"{}"
7149,1,19,0,0.1927816,"\int \frac{-e^4 x-e^4 \log (16)}{x^3 \log (2)+2 x^2 \log (2) \log (16) \log (3 x)+x \log (2) \log ^2(16) \log ^2(3 x)} \, dx","Int[(-(E^4*x) - E^4*Log[16])/(x^3*Log[2] + 2*x^2*Log[2]*Log[16]*Log[3*x] + x*Log[2]*Log[16]^2*Log[3*x]^2),x]","\frac{e^4}{\log (2) (x+\log (16) \log (3 x))}","\frac{e^4}{\log (2) (x+\log (16) \log (3 x))}",1,"E^4/(Log[2]*(x + Log[16]*Log[3*x]))","A",3,3,51,0.05882,1,"{6688, 12, 6686}"
7150,1,7,0,0.0034373,"\int (3+2 \log (x)) \, dx","Int[3 + 2*Log[x],x]","x+2 x \log (x)","x+2 x \log (x)+3 e^{10/3}",1,"x + 2*x*Log[x]","A",2,1,6,0.1667,1,"{2295}"
7151,0,0,0,0.2425267,"\int \frac{-5 x-5 x^2-5 x^4-5 x^5+(-5-5 x) \log (4)+\left(10 x+5 x^2+25 x^4+20 x^5+5 \log (4)\right) \log (-x)+\left(1+2 x+x^2\right) \log ^2(-x)}{\left(5+10 x+5 x^2\right) \log ^2(-x)} \, dx","Int[(-5*x - 5*x^2 - 5*x^4 - 5*x^5 + (-5 - 5*x)*Log[4] + (10*x + 5*x^2 + 25*x^4 + 20*x^5 + 5*Log[4])*Log[-x] + (1 + 2*x + x^2)*Log[-x]^2)/((5 + 10*x + 5*x^2)*Log[-x]^2),x]","\int \frac{-5 x-5 x^2-5 x^4-5 x^5+(-5-5 x) \log (4)+\left(10 x+5 x^2+25 x^4+20 x^5+5 \log (4)\right) \log (-x)+\left(1+2 x+x^2\right) \log ^2(-x)}{\left(5+10 x+5 x^2\right) \log ^2(-x)} \, dx","\frac{1}{5} \left(\frac{5 x \left(x^4+x+\log (4)\right)}{(x+1) \log (-x)}+x\right)",1,"x/5 - Defer[Int][(x + x^4 + Log[4])/((1 + x)*Log[-x]^2), x] + Defer[Int][(2*x + x^2 + 5*x^4 + 4*x^5 + Log[4])/((1 + x)^2*Log[-x]), x]","F",0,0,0,0,-1,"{}"
7152,1,19,0,0.8769086,"\int \frac{e^{\log ^2\left(\frac{x^2 \log (5)}{\log \left(x^3\right)}\right)} \left(-30+20 \log \left(x^3\right)\right) \log \left(\frac{x^2 \log (5)}{\log \left(x^3\right)}\right)}{x \log \left(x^3\right)} \, dx","Int[(E^Log[(x^2*Log[5])/Log[x^3]]^2*(-30 + 20*Log[x^3])*Log[(x^2*Log[5])/Log[x^3]])/(x*Log[x^3]),x]","5 e^{\log ^2\left(\frac{x^2 \log (5)}{\log \left(x^3\right)}\right)}","5 e^{\log ^2\left(\frac{x^2 \log (5)}{\log \left(x^3\right)}\right)}",1,"5*E^Log[(x^2*Log[5])/Log[x^3]]^2","A",1,4,48,0.08333,1,"{6741, 12, 6742, 6706}"
7153,1,40,0,0.1266189,"\int \frac{e^{-2 x} \left((-6+12 x) \log (2)+e^{2 x} \left(e^4+6 x \log (2)+\log (2) \log (5)\right)\right)}{\log (2)} \, dx","Int[((-6 + 12*x)*Log[2] + E^(2*x)*(E^4 + 6*x*Log[2] + Log[2]*Log[5]))/(E^(2*x)*Log[2]),x]","3 x^2-3 e^{-2 x}+3 e^{-2 x} (1-2 x)+\frac{x \left(e^4+\log (2) \log (5)\right)}{\log (2)}","x \left(3 x-6 e^{-2 x}+\log (5)+\frac{e^4}{\log (2)}\right)",1,"-3/E^(2*x) + (3*(1 - 2*x))/E^(2*x) + 3*x^2 + (x*(E^4 + Log[2]*Log[5]))/Log[2]","A",5,4,39,0.1026,1,"{12, 6742, 2176, 2194}"
7154,0,0,0,16.6831894,"\int \frac{\exp \left(\frac{36+48 x-7 x^2-7 x^3+x^4+\left(-3 x^2+x^3\right) \log (5)}{-12-20 x-4 x^2+x^3+x^2 \log (5)}\right) \left(144+456 x+476 x^2+136 x^3-25 x^4-8 x^5+x^6+\left(-24 x^2-40 x^3-8 x^4+2 x^5\right) \log (5)+x^4 \log ^2(5)\right)}{144+480 x+496 x^2+136 x^3-24 x^4-8 x^5+x^6+\left(-24 x^2-40 x^3-8 x^4+2 x^5\right) \log (5)+x^4 \log ^2(5)} \, dx","Int[(E^((36 + 48*x - 7*x^2 - 7*x^3 + x^4 + (-3*x^2 + x^3)*Log[5])/(-12 - 20*x - 4*x^2 + x^3 + x^2*Log[5]))*(144 + 456*x + 476*x^2 + 136*x^3 - 25*x^4 - 8*x^5 + x^6 + (-24*x^2 - 40*x^3 - 8*x^4 + 2*x^5)*Log[5] + x^4*Log[5]^2))/(144 + 480*x + 496*x^2 + 136*x^3 - 24*x^4 - 8*x^5 + x^6 + (-24*x^2 - 40*x^3 - 8*x^4 + 2*x^5)*Log[5] + x^4*Log[5]^2),x]","\int \frac{\exp \left(\frac{36+48 x-7 x^2-7 x^3+x^4+\left(-3 x^2+x^3\right) \log (5)}{-12-20 x-4 x^2+x^3+x^2 \log (5)}\right) \left(144+456 x+476 x^2+136 x^3-25 x^4-8 x^5+x^6+\left(-24 x^2-40 x^3-8 x^4+2 x^5\right) \log (5)+x^4 \log ^2(5)\right)}{144+480 x+496 x^2+136 x^3-24 x^4-8 x^5+x^6+\left(-24 x^2-40 x^3-8 x^4+2 x^5\right) \log (5)+x^4 \log ^2(5)} \, dx","e^{x+\frac{1}{x-\frac{4 \left(x+\frac{3}{x}+5\right)}{x}+\log (5)}-3}",1,"Defer[Int][E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5]))), x] - 12*(4 - Log[5])*Defer[Int][E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5])))/(12 + 20*x - x^3 + x^2*(4 - Log[5]))^2, x] - 4*(29 - 5*Log[5])*Defer[Int][(E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5])))*x)/(12 + 20*x - x^3 + x^2*(4 - Log[5]))^2, x] - (56 - 8*Log[5] + Log[5]^2)*Defer[Int][(E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5])))*x^2)/(12 + 20*x - x^3 + x^2*(4 - Log[5]))^2, x] + (4 - Log[5])*Defer[Int][E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5])))/(12 + 20*x - x^3 + x^2*(4 - Log[5])), x] + Defer[Int][(E^((36 + 48*x + x^4 - x^3*(7 - Log[5]) - x^2*(7 + Log[125]))/(-12 - 20*x + x^3 - x^2*(4 - Log[5])))*x)/(12 + 20*x - x^3 + x^2*(4 - Log[5])), x]","F",0,0,0,0,-1,"{}"
7155,1,73,0,0.0987273,"\int \frac{6-3 x-2 x^2+88 x^4+40 x^5-170 x^6-70 x^7-128 x^8+400 x^{10}-300 x^{12}+\left(-2+2 x-32 x^4+60 x^6\right) \log (x)}{x} \, dx","Int[(6 - 3*x - 2*x^2 + 88*x^4 + 40*x^5 - 170*x^6 - 70*x^7 - 128*x^8 + 400*x^10 - 300*x^12 + (-2 + 2*x - 32*x^4 + 60*x^6)*Log[x])/x,x]","-25 x^{12}+40 x^{10}-16 x^8-10 x^7-30 x^6+10 x^6 \log (x)+8 x^5+24 x^4-8 x^4 \log (x)-x^2-5 x-\log ^2(x)+2 x \log (x)+6 \log (x)","x-\left(\left(5 x^2-4\right) x^4+x-\log (x)+3\right)^2",1,"-5*x - x^2 + 24*x^4 + 8*x^5 - 30*x^6 - 10*x^7 - 16*x^8 + 40*x^10 - 25*x^12 + 6*Log[x] + 2*x*Log[x] - 8*x^4*Log[x] + 10*x^6*Log[x] - Log[x]^2","B",10,5,67,0.07463,1,"{14, 2357, 2295, 2301, 2304}"
7156,0,0,0,0.5093338,"\int \frac{165+1920 x+8320 x^2-61440 x^4+\left(-165-3840 x-30720 x^2-81920 x^3\right) \log (x)}{x^2+2 x \log (x)+\log ^2(x)} \, dx","Int[(165 + 1920*x + 8320*x^2 - 61440*x^4 + (-165 - 3840*x - 30720*x^2 - 81920*x^3)*Log[x])/(x^2 + 2*x*Log[x] + Log[x]^2),x]","\int \frac{165+1920 x+8320 x^2-61440 x^4+\left(-165-3840 x-30720 x^2-81920 x^3\right) \log (x)}{x^2+2 x \log (x)+\log ^2(x)} \, dx","\frac{5 \left(-(8 x+1)^4-x+1\right)}{x+\log (x)}",1,"165*Defer[Int][(x + Log[x])^(-2), x] + 2085*Defer[Int][x/(x + Log[x])^2, x] + 12160*Defer[Int][x^2/(x + Log[x])^2, x] + 30720*Defer[Int][x^3/(x + Log[x])^2, x] + 20480*Defer[Int][x^4/(x + Log[x])^2, x] - 165*Defer[Int][(x + Log[x])^(-1), x] - 3840*Defer[Int][x/(x + Log[x]), x] - 30720*Defer[Int][x^2/(x + Log[x]), x] - 81920*Defer[Int][x^3/(x + Log[x]), x]","F",0,0,0,0,-1,"{}"
7157,0,0,0,2.0617062,"\int \frac{-45-20 x-10 x^2+e^{2 x} \left(-2 x-x^2\right)+e^x \left(-9-5 x-x^2-3 x^3\right)}{45 x+55 x^2+10 x^3+e^{2 x} \left(x^2+x^3\right)+e^x \left(9 x+16 x^2+7 x^3\right)} \, dx","Int[(-45 - 20*x - 10*x^2 + E^(2*x)*(-2*x - x^2) + E^x*(-9 - 5*x - x^2 - 3*x^3))/(45*x + 55*x^2 + 10*x^3 + E^(2*x)*(x^2 + x^3) + E^x*(9*x + 16*x^2 + 7*x^3)),x]","\int \frac{-45-20 x-10 x^2+e^{2 x} \left(-2 x-x^2\right)+e^x \left(-9-5 x-x^2-3 x^3\right)}{45 x+55 x^2+10 x^3+e^{2 x} \left(x^2+x^3\right)+e^x \left(9 x+16 x^2+7 x^3\right)} \, dx","\log \left(\frac{x+1}{2 x \left(\frac{3 (3-x)}{e^x+5}+x\right)}\right)",1,"-x + Log[5 + E^x] - 2*Log[x] + Log[1 + x] + 9*Defer[Int][(9 + 2*x + E^x*x)^(-1), x] + 9*Defer[Int][1/(x*(9 + 2*x + E^x*x)), x] + 2*Defer[Int][x/(9 + 2*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
7158,1,37,0,0.0327282,"\int \left(e^{4-x} (-12-3 x)+e^{4-x+x^2} (-6+12 x) \log (\log (4))\right) \, dx","Int[E^(4 - x)*(-12 - 3*x) + E^(4 - x + x^2)*(-6 + 12*x)*Log[Log[4]],x]","6 e^{x^2-x+4} \log (\log (4))+3 e^{4-x} (x+4)+3 e^{4-x}","3 e^{4-x} \left(2 e^{x^2} \log (\log (4))+x+5\right)",1,"3*E^(4 - x) + 3*E^(4 - x)*(4 + x) + 6*E^(4 - x + x^2)*Log[Log[4]]","A",4,3,33,0.09091,1,"{2176, 2194, 2236}"
7159,1,22,0,0.1382335,"\int \frac{1}{2} e^{3+x-e^{16+x} x-x^2} \left(1+e^{16+x} (-1-x)-2 x\right) \, dx","Int[(E^(3 + x - E^(16 + x)*x - x^2)*(1 + E^(16 + x)*(-1 - x) - 2*x))/2,x]","\frac{1}{2} e^{-x^2-e^{x+16} x+x+3}","\frac{1}{2} \left(e^{-\left(\left(x+e^{x+16}\right) x\right)+x+3}-5-e^{e^4}\right)",1,"E^(3 + x - E^(16 + x)*x - x^2)/2","A",2,2,38,0.05263,1,"{12, 6706}"
7160,1,68,0,0.0667128,"\int \frac{1}{5} e^{-e^{\frac{1}{5} \left(-7-7 x+4 x^2\right)}} \left(-5+e^{\frac{1}{5} \left(-7-7 x+4 x^2\right)} \left(-63+65 x+8 x^2\right)\right) \, dx","Int[(-5 + E^((-7 - 7*x + 4*x^2)/5)*(-63 + 65*x + 8*x^2))/(5*E^E^((-7 - 7*x + 4*x^2)/5)),x]","-\frac{\left(-8 x^2-65 x+63\right) \exp \left(\frac{1}{5} \left(-4 x^2+7 x+7\right)-e^{\frac{1}{5} \left(4 x^2-7 x-7\right)}+\frac{1}{5} \left(4 x^2-7 x-7\right)\right)}{7-8 x}","1-e^{-e^{\frac{1}{5} (x-4 (3-x) (x+1)+5)}} (x+9)",1,"-((E^(-E^((-7 - 7*x + 4*x^2)/5) + (7 + 7*x - 4*x^2)/5 + (-7 - 7*x + 4*x^2)/5)*(63 - 65*x - 8*x^2))/(7 - 8*x))","B",2,2,53,0.03774,1,"{12, 2288}"
7161,1,23,0,0.0226446,"\int \frac{-2 e^4 x+e^x x-6 e^{-6+3 x} x}{2 x} \, dx","Int[(-2*E^4*x + E^x*x - 6*E^(-6 + 3*x)*x)/(2*x),x]","-e^4 x+\frac{e^x}{2}-e^{3 x-6}","-e^4 x+\frac{e^x}{2}-e^{3 x-6}",1,"E^x/2 - E^(-6 + 3*x) - E^4*x","A",5,3,29,0.1034,1,"{12, 14, 2194}"
7162,1,9,0,0.0014374,"\int -\frac{15 \log (5)}{2 x^2} \, dx","Int[(-15*Log[5])/(2*x^2),x]","\frac{15 \log (5)}{2 x}","5 \left(e^4-\frac{(x-3) \log (5)}{2 x}\right)",1,"(15*Log[5])/(2*x)","A",2,2,9,0.2222,1,"{12, 30}"
7163,0,0,0,5.6394272,"\int \frac{-72-12 x+16 x^2+4 x^3+e^2 (-72+36 x)+\left(18+e^2 (18-9 x)+3 x-4 x^2-x^3\right) \log \left(\frac{1}{9} \left(9+9 e^2+6 x+x^2\right)\right)+\left(-48-28 x+2 x^2+2 x^3+\left(-24-2 x+2 x^2\right) \log \left(16-8 x+x^2\right)\right) \log \left(2+x+\log \left(16-8 x+x^2\right)\right)}{\left(-72-66 x-11 x^2+4 x^3+x^4+e^2 \left(-72-18 x+9 x^2\right)+\left(-36-15 x+2 x^2+x^3+e^2 (-36+9 x)\right) \log \left(16-8 x+x^2\right)\right) \log ^2\left(2+x+\log \left(16-8 x+x^2\right)\right)} \, dx","Int[(-72 - 12*x + 16*x^2 + 4*x^3 + E^2*(-72 + 36*x) + (18 + E^2*(18 - 9*x) + 3*x - 4*x^2 - x^3)*Log[(9 + 9*E^2 + 6*x + x^2)/9] + (-48 - 28*x + 2*x^2 + 2*x^3 + (-24 - 2*x + 2*x^2)*Log[16 - 8*x + x^2])*Log[2 + x + Log[16 - 8*x + x^2]])/((-72 - 66*x - 11*x^2 + 4*x^3 + x^4 + E^2*(-72 - 18*x + 9*x^2) + (-36 - 15*x + 2*x^2 + x^3 + E^2*(-36 + 9*x))*Log[16 - 8*x + x^2])*Log[2 + x + Log[16 - 8*x + x^2]]^2),x]","\int \frac{-72-12 x+16 x^2+4 x^3+e^2 (-72+36 x)+\left(18+e^2 (18-9 x)+3 x-4 x^2-x^3\right) \log \left(\frac{1}{9} \left(9+9 e^2+6 x+x^2\right)\right)+\left(-48-28 x+2 x^2+2 x^3+\left(-24-2 x+2 x^2\right) \log \left(16-8 x+x^2\right)\right) \log \left(2+x+\log \left(16-8 x+x^2\right)\right)}{\left(-72-66 x-11 x^2+4 x^3+x^4+e^2 \left(-72-18 x+9 x^2\right)+\left(-36-15 x+2 x^2+x^3+e^2 (-36+9 x)\right) \log \left(16-8 x+x^2\right)\right) \log ^2\left(2+x+\log \left(16-8 x+x^2\right)\right)} \, dx","\frac{\log \left(\left(\frac{x}{3}+1\right)^2+e^2\right)-4}{\log \left(x+\log \left((x-4)^2\right)+2\right)}",1,"4*Defer[Int][1/((2 + x + Log[(-4 + x)^2])*Log[2 + x + Log[(-4 + x)^2]]^2), x] + 8*Defer[Int][1/((-4 + x)*(2 + x + Log[(-4 + x)^2])*Log[2 + x + Log[(-4 + x)^2]]^2), x] - Defer[Int][Log[1 + E^2 + (2*x)/3 + x^2/9]/((2 + x + Log[(-4 + x)^2])*Log[2 + x + Log[(-4 + x)^2]]^2), x] - 2*Defer[Int][Log[1 + E^2 + (2*x)/3 + x^2/9]/((-4 + x)*(2 + x + Log[(-4 + x)^2])*Log[2 + x + Log[(-4 + x)^2]]^2), x] + ((2*I)*Defer[Int][1/((-6 + (6*I)*E - 2*x)*Log[2 + x + Log[(-4 + x)^2]]), x])/E + (2*(I + E)*Defer[Int][1/((6 - (6*I)*E + 2*x)*Log[2 + x + Log[(-4 + x)^2]]), x])/E + ((2*I)*Defer[Int][1/((6 + (6*I)*E + 2*x)*Log[2 + x + Log[(-4 + x)^2]]), x])/E - (2*(I - E)*Defer[Int][1/((6 + (6*I)*E + 2*x)*Log[2 + x + Log[(-4 + x)^2]]), x])/E","F",0,0,0,0,-1,"{}"
7164,0,0,0,11.9315845,"\int \frac{\left(-20 x+e^{3+2 x} \left(16 x+16 x^2+4 x^3\right)\right) \log (x) \log \left(\frac{-5 x+e^{3+2 x} (2+x)}{2+x}\right)+\left(20 x+10 x^2+e^{3+2 x} \left(-8-8 x-2 x^2\right)+\left(-10 x-5 x^2+e^{3+2 x} \left(4+4 x+x^2\right)\right) \log (x)\right) \log ^2\left(\frac{-5 x+e^{3+2 x} (2+x)}{2+x}\right)}{\left(-10 x-5 x^2+e^{3+2 x} \left(4+4 x+x^2\right)\right) \log ^3(x)} \, dx","Int[((-20*x + E^(3 + 2*x)*(16*x + 16*x^2 + 4*x^3))*Log[x]*Log[(-5*x + E^(3 + 2*x)*(2 + x))/(2 + x)] + (20*x + 10*x^2 + E^(3 + 2*x)*(-8 - 8*x - 2*x^2) + (-10*x - 5*x^2 + E^(3 + 2*x)*(4 + 4*x + x^2))*Log[x])*Log[(-5*x + E^(3 + 2*x)*(2 + x))/(2 + x)]^2)/((-10*x - 5*x^2 + E^(3 + 2*x)*(4 + 4*x + x^2))*Log[x]^3),x]","\int \frac{\left(-20 x+e^{3+2 x} \left(16 x+16 x^2+4 x^3\right)\right) \log (x) \log \left(\frac{-5 x+e^{3+2 x} (2+x)}{2+x}\right)+\left(20 x+10 x^2+e^{3+2 x} \left(-8-8 x-2 x^2\right)+\left(-10 x-5 x^2+e^{3+2 x} \left(4+4 x+x^2\right)\right) \log (x)\right) \log ^2\left(\frac{-5 x+e^{3+2 x} (2+x)}{2+x}\right)}{\left(-10 x-5 x^2+e^{3+2 x} \left(4+4 x+x^2\right)\right) \log ^3(x)} \, dx","\frac{x \log ^2\left(e^{2 x+3}-\frac{5 x}{x+2}\right)}{\log ^2(x)}",1,"4*Defer[Int][(x*Log[E^(3 + 2*x) - (5*x)/(2 + x)])/Log[x]^2, x] + 40*Defer[Int][Log[E^(3 + 2*x) - (5*x)/(2 + x)]/((2 + x)*(2*E^(3 + 2*x) - 5*x + E^(3 + 2*x)*x)*Log[x]^2), x] - 20*Defer[Int][Log[E^(3 + 2*x) - (5*x)/(2 + x)]/((-5*x + E^(3 + 2*x)*(2 + x))*Log[x]^2), x] + 20*Defer[Int][(x^2*Log[E^(3 + 2*x) - (5*x)/(2 + x)])/((-5*x + E^(3 + 2*x)*(2 + x))*Log[x]^2), x] - 2*Defer[Int][Log[E^(3 + 2*x) - (5*x)/(2 + x)]^2/Log[x]^3, x] + Defer[Int][Log[E^(3 + 2*x) - (5*x)/(2 + x)]^2/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
7165,0,0,0,1.2626654,"\int \frac{e^{\frac{x+(3+x) \log (x)}{\log (x)}} \left(-x+x \log (x)+(-2+x) \log ^2(x)\right)}{x^3 \log ^2(x)} \, dx","Int[(E^((x + (3 + x)*Log[x])/Log[x])*(-x + x*Log[x] + (-2 + x)*Log[x]^2))/(x^3*Log[x]^2),x]","\int \frac{e^{\frac{x+(3+x) \log (x)}{\log (x)}} \left(-x+x \log (x)+(-2+x) \log ^2(x)\right)}{x^3 \log ^2(x)} \, dx","\frac{e^{x+\frac{x}{\log (x)}+3}}{x^2}",1,"-2*Defer[Int][E^(3 + x + x/Log[x])/x^3, x] + Defer[Int][E^(3 + x + x/Log[x])/x^2, x] - Defer[Int][E^(3 + x + x/Log[x])/(x^2*Log[x]^2), x] + Defer[Int][E^(3 + x + x/Log[x])/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
7166,0,0,0,0.7569802,"\int \frac{3 x-4 x^2+2 x^3+e^{x/2} \left(6 x-8 x^2\right)+e^x \left(-x+2 x^2\right)+\left(-2-8 e^{x/2}+2 e^x+2 x\right) \log (x)}{-x-4 e^{x/2} x+e^x x+x^2} \, dx","Int[(3*x - 4*x^2 + 2*x^3 + E^(x/2)*(6*x - 8*x^2) + E^x*(-x + 2*x^2) + (-2 - 8*E^(x/2) + 2*E^x + 2*x)*Log[x])/(-x - 4*E^(x/2)*x + E^x*x + x^2),x]","\int \frac{3 x-4 x^2+2 x^3+e^{x/2} \left(6 x-8 x^2\right)+e^x \left(-x+2 x^2\right)+\left(-2-8 e^{x/2}+2 e^x+2 x\right) \log (x)}{-x-4 e^{x/2} x+e^x x+x^2} \, dx","(1-x)^2+\log ^2(x)+\log \left(-x+4 e^{x/2}-e^x+1\right)+1",1,"-x + x^2 + Log[x]^2 + 4*Defer[Subst][Defer[Int][(-1 - 4*E^x + E^(2*x) + 2*x)^(-1), x], x, x/2] + 4*Defer[Subst][Defer[Int][E^x/(-1 - 4*E^x + E^(2*x) + 2*x), x], x, x/2] - 4*Defer[Subst][Defer[Int][x/(-1 - 4*E^x + E^(2*x) + 2*x), x], x, x/2]","F",0,0,0,0,-1,"{}"
7167,0,0,0,22.7144024,"\int \frac{-25+100 x-19 x^2+e^{e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} \left(25-x^2+e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)} \left(50 x^2-20 x^3+2 x^4+\left(-100 x^2+40 x^3-4 x^4\right) \log (2)+\left(50 x^2-20 x^3+2 x^4\right) \log ^2(2)\right)\right)}{x^2+e^{2 e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} x^2-4 x^3+4 x^4+e^{e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} \left(-2 x^2+4 x^3\right)} \, dx","Int[(-25 + 100*x - 19*x^2 + E^E^(x^2 - 2*x^2*Log[2] + x^2*Log[2]^2)*(25 - x^2 + E^(x^2 - 2*x^2*Log[2] + x^2*Log[2]^2)*(50*x^2 - 20*x^3 + 2*x^4 + (-100*x^2 + 40*x^3 - 4*x^4)*Log[2] + (50*x^2 - 20*x^3 + 2*x^4)*Log[2]^2)))/(x^2 + E^(2*E^(x^2 - 2*x^2*Log[2] + x^2*Log[2]^2))*x^2 - 4*x^3 + 4*x^4 + E^E^(x^2 - 2*x^2*Log[2] + x^2*Log[2]^2)*(-2*x^2 + 4*x^3)),x]","\int \frac{-25+100 x-19 x^2+e^{e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} \left(25-x^2+e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)} \left(50 x^2-20 x^3+2 x^4+\left(-100 x^2+40 x^3-4 x^4\right) \log (2)+\left(50 x^2-20 x^3+2 x^4\right) \log ^2(2)\right)\right)}{x^2+e^{2 e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} x^2-4 x^3+4 x^4+e^{e^{x^2-2 x^2 \log (2)+x^2 \log ^2(2)}} \left(-2 x^2+4 x^3\right)} \, dx","\frac{x \left(\frac{5}{x}-1\right)^2}{-2 x-e^{e^{(x \log (2)-x)^2}}+1}+5",1,"-20*Defer[Int][(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^(-2), x] + 25*(1 - Log[2])^2*Defer[Int][(2^(1 - 2*x^2)*E^(E^(x^2*(1 + Log[2]^2))/4^x^2 + x^2*(1 + Log[2]^2)))/(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^2, x] + 50*Defer[Int][1/(x*(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^2), x] + 2*Defer[Int][x/(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^2, x] - 5*(1 - Log[2])^2*Defer[Int][(2^(2 - 2*x^2)*E^(E^(x^2*(1 + Log[2]^2))/4^x^2 + x^2*(1 + Log[2]^2))*x)/(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^2, x] + (1 - Log[2])^2*Defer[Int][(2^(1 - 2*x^2)*E^(E^(x^2*(1 + Log[2]^2))/4^x^2 + x^2*(1 + Log[2]^2))*x^2)/(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^2, x] - Defer[Int][(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)^(-1), x] + 25*Defer[Int][1/(x^2*(-1 + E^(E^(x^2*(1 + Log[2]^2))/4^x^2) + 2*x)), x]","F",0,0,0,0,-1,"{}"
7168,1,36,0,0.1035376,"\int \frac{\left(-35+14 x+x^2\right) \log (3)+28 \log ^2(3)}{25 x^2-10 x^3+x^4+\left(-40 x^2+8 x^3\right) \log (3)+16 x^2 \log ^2(3)} \, dx","Int[((-35 + 14*x + x^2)*Log[3] + 28*Log[3]^2)/(25*x^2 - 10*x^3 + x^4 + (-40*x^2 + 8*x^3)*Log[3] + 16*x^2*Log[3]^2),x]","-\frac{4 (x+7) \log (3)}{4 \left(x+\frac{1}{4} (8 \log (3)-10)\right)^2-(5-\log (81))^2}","-\frac{\frac{7}{x}+1}{\frac{x-5}{\log (3)}+4}+1+5 \log (64)",1,"(-4*(7 + x)*Log[3])/(4*(x + (-10 + 8*Log[3])/4)^2 - (5 - Log[81])^2)","A",5,5,58,0.08621,1,"{6, 1680, 12, 1814, 8}"
7169,0,0,0,0.8482585,"\int \frac{-2 e^{x+\frac{1}{\log (64)}} x+e^{\frac{1}{\log (64)}} (1+x)}{-x-2 e^{x+\frac{1}{\log (64)}} x+e^{\frac{1}{\log (64)}} x^2+e^{\frac{1}{\log (64)}} x \log (x)} \, dx","Int[(-2*E^(x + Log[64]^(-1))*x + E^Log[64]^(-1)*(1 + x))/(-x - 2*E^(x + Log[64]^(-1))*x + E^Log[64]^(-1)*x^2 + E^Log[64]^(-1)*x*Log[x]),x]","\int \frac{-2 e^{x+\frac{1}{\log (64)}} x+e^{\frac{1}{\log (64)}} (1+x)}{-x-2 e^{x+\frac{1}{\log (64)}} x+e^{\frac{1}{\log (64)}} x^2+e^{\frac{1}{\log (64)}} x \log (x)} \, dx","\log \left(-x+2 e^x-\log (x)+e^{-\frac{1}{\log (64)}}\right)",1,"-(E^Log[64]^(-1)*Defer[Int][(1 + 2*E^(x + Log[64]^(-1)) - E^Log[64]^(-1)*x - E^Log[64]^(-1)*Log[x])^(-1), x]) + 2*E^Log[64]^(-1)*Defer[Int][E^x/(1 + 2*E^(x + Log[64]^(-1)) - E^Log[64]^(-1)*x - E^Log[64]^(-1)*Log[x]), x] + E^Log[64]^(-1)*Defer[Int][1/(x*(-1 - 2*E^(x + Log[64]^(-1)) + E^Log[64]^(-1)*x + E^Log[64]^(-1)*Log[x])), x]","F",0,0,0,0,-1,"{}"
7170,1,22,0,0.0420735,"\int \frac{-4-x^2+x^5 \log \left(x^2\right)+x^5 \log ^2\left(x^2\right)}{x^2} \, dx","Int[(-4 - x^2 + x^5*Log[x^2] + x^5*Log[x^2]^2)/x^2,x]","\frac{1}{4} x^4 \log ^2\left(x^2\right)-x+\frac{4}{x}","\frac{-x^2+\frac{1}{4} x^5 \log ^2\left(x^2\right)+4}{x}+4",1,"4/x - x + (x^4*Log[x^2]^2)/4","A",7,3,29,0.1034,1,"{14, 2304, 2305}"
7171,1,15,0,0.0034122,"\int \frac{e^2 (-490-49 x)}{15 x^3} \, dx","Int[(E^2*(-490 - 49*x))/(15*x^3),x]","\frac{49 e^2 (x+10)^2}{300 x^2}","\frac{49 e^2 (x+5)}{15 x^2}",1,"(49*E^2*(10 + x)^2)/(300*x^2)","A",2,2,15,0.1333,1,"{12, 37}"
7172,0,0,0,5.0071555,"\int \frac{e^{e^{x^2}+x^{\frac{1}{x}}} \left(250 x-500 e^{x^2} x^3+x^{\frac{1}{x}} (-250+250 \log (x))\right)}{125 e^{3 e^{x^2}+3 x^{\frac{1}{x}}}-1050 e^{2 e^{x^2}+2 x^{\frac{1}{x}}} x+2940 e^{e^{x^2}+x^{\frac{1}{x}}} x^2-2744 x^3} \, dx","Int[(E^(E^x^2 + x^x^(-1))*(250*x - 500*E^x^2*x^3 + x^x^(-1)*(-250 + 250*Log[x])))/(125*E^(3*E^x^2 + 3*x^x^(-1)) - 1050*E^(2*E^x^2 + 2*x^x^(-1))*x + 2940*E^(E^x^2 + x^x^(-1))*x^2 - 2744*x^3),x]","\int \frac{e^{e^{x^2}+x^{\frac{1}{x}}} \left(250 x-500 e^{x^2} x^3+x^{\frac{1}{x}} (-250+250 \log (x))\right)}{125 e^{3 e^{x^2}+3 x^{\frac{1}{x}}}-1050 e^{2 e^{x^2}+2 x^{\frac{1}{x}}} x+2940 e^{e^{x^2}+x^{\frac{1}{x}}} x^2-2744 x^3} \, dx","\frac{x^2}{\left(e^{x^{\frac{1}{x}}+e^{x^2}}-\frac{14 x}{5}\right)^2}",1,"250*Defer[Int][(E^(E^x^2 + x^x^(-1))*x)/(5*E^(E^x^2 + x^x^(-1)) - 14*x)^3, x] - 500*Defer[Int][(E^(E^x^2 + x^2 + x^x^(-1))*x^3)/(5*E^(E^x^2 + x^x^(-1)) - 14*x)^3, x] - 250*Defer[Int][(E^(E^x^2 + x^x^(-1))*x^x^(-1))/(5*E^(E^x^2 + x^x^(-1)) - 14*x)^3, x] + 250*Log[x]*Defer[Int][(E^(E^x^2 + x^x^(-1))*x^x^(-1))/(5*E^(E^x^2 + x^x^(-1)) - 14*x)^3, x] - 250*Defer[Int][Defer[Int][(E^(E^x^2 + x^x^(-1))*x^x^(-1))/(5*E^(E^x^2 + x^x^(-1)) - 14*x)^3, x]/x, x]","F",0,0,0,0,-1,"{}"
7173,1,34,0,0.1106659,"\int \frac{e^{-5-x} \left(-1024-1024 x-21 x^2-15 x^3\right)}{4 x^2} \, dx","Int[(E^(-5 - x)*(-1024 - 1024*x - 21*x^2 - 15*x^3))/(4*x^2),x]","\frac{15}{4} e^{-x-5} x+9 e^{-x-5}+\frac{256 e^{-x-5}}{x}","e^{-x-5} \left(\frac{15 x}{4}+\frac{256}{x}+9\right)",1,"9*E^(-5 - x) + (256*E^(-5 - x))/x + (15*E^(-5 - x)*x)/4","A",9,6,29,0.2069,1,"{12, 2199, 2194, 2177, 2178, 2176}"
7174,1,71,0,0.965898,"\int \frac{-160+\left(-4000+e^{7-x} (-1600-800 x)+e^{14-2 x} (-160-160 x)\right) \log (x)+160 \log (x) \log \left(4 \log ^2(x)\right)}{x^3 \log (x)} \, dx","Int[(-160 + (-4000 + E^(7 - x)*(-1600 - 800*x) + E^(14 - 2*x)*(-160 - 160*x))*Log[x] + 160*Log[x]*Log[4*Log[x]^2])/(x^3*Log[x]),x]","4000 \log (x) \text{Ei}(-2 \log (x))-160 (25 \log (x)+1) \text{Ei}(-2 \log (x))+160 \text{Ei}(-2 \log (x))+\frac{80 e^{14-2 x}}{x^2}+\frac{800 e^{7-x}}{x^2}+\frac{2000}{x^2}-\frac{80 \log \left(4 \log ^2(x)\right)}{x^2}","\frac{80 \left(\left(e^{7-x}+5\right)^2-\log \left(4 \log ^2(x)\right)\right)}{x^2}",1,"2000/x^2 + (80*E^(14 - 2*x))/x^2 + (800*E^(7 - x))/x^2 + 160*ExpIntegralEi[-2*Log[x]] + 4000*ExpIntegralEi[-2*Log[x]]*Log[x] - 160*ExpIntegralEi[-2*Log[x]]*(1 + 25*Log[x]) - (80*Log[4*Log[x]^2])/x^2","C",12,7,52,0.1346,1,"{6742, 2197, 2309, 2178, 2366, 6482, 2522}"
7175,1,17,0,0.0358309,"\int \frac{e^{-3-x} (-2+(1-x) \log (x))}{\log (5) \log ^3(x)} \, dx","Int[(E^(-3 - x)*(-2 + (1 - x)*Log[x]))/(Log[5]*Log[x]^3),x]","\frac{e^{-x-3} x}{\log (5) \log ^2(x)}","\frac{e^{-x-3} x}{\log (5) \log ^2(x)}+e^4",1,"(E^(-3 - x)*x)/(Log[5]*Log[x]^2)","A",2,2,26,0.07692,1,"{12, 2201}"
7176,0,0,0,9.4132059,"\int \frac{-6625-45000 e^{2 e^{e^x}+e^x+x}-3200 x-4000 \log (3)+e^{e^{e^x}} \left(12000+e^{e^x+x} (22500+12000 x+15000 \log (3))\right)}{50625+810000 e^{4 e^{e^x}}+119250 x+99025 x^2+33920 x^3+4096 x^4+e^{3 e^{e^x}} (-1620000-864000 x-1080000 \log (3))+\left(135000+231000 x+123200 x^2+20480 x^3\right) \log (3)+\left(135000+149000 x+38400 x^2\right) \log ^2(3)+(60000+32000 x) \log ^3(3)+10000 \log ^4(3)+e^{2 e^{e^x}} \left(1215000+1341000 x+345600 x^2+(1620000+864000 x) \log (3)+540000 \log ^2(3)\right)+e^{e^{e^x}} \left(-405000-693000 x-369600 x^2-61440 x^3+\left(-810000-894000 x-230400 x^2\right) \log (3)+(-540000-288000 x) \log ^2(3)-120000 \log ^3(3)\right)} \, dx","Int[(-6625 - 45000*E^(2*E^E^x + E^x + x) - 3200*x - 4000*Log[3] + E^E^E^x*(12000 + E^(E^x + x)*(22500 + 12000*x + 15000*Log[3])))/(50625 + 810000*E^(4*E^E^x) + 119250*x + 99025*x^2 + 33920*x^3 + 4096*x^4 + E^(3*E^E^x)*(-1620000 - 864000*x - 1080000*Log[3]) + (135000 + 231000*x + 123200*x^2 + 20480*x^3)*Log[3] + (135000 + 149000*x + 38400*x^2)*Log[3]^2 + (60000 + 32000*x)*Log[3]^3 + 10000*Log[3]^4 + E^(2*E^E^x)*(1215000 + 1341000*x + 345600*x^2 + (1620000 + 864000*x)*Log[3] + 540000*Log[3]^2) + E^E^E^x*(-405000 - 693000*x - 369600*x^2 - 61440*x^3 + (-810000 - 894000*x - 230400*x^2)*Log[3] + (-540000 - 288000*x)*Log[3]^2 - 120000*Log[3]^3)),x]","\int \frac{-6625-45000 e^{2 e^{e^x}+e^x+x}-3200 x-4000 \log (3)+e^{e^{e^x}} \left(12000+e^{e^x+x} (22500+12000 x+15000 \log (3))\right)}{50625+810000 e^{4 e^{e^x}}+119250 x+99025 x^2+33920 x^3+4096 x^4+e^{3 e^{e^x}} (-1620000-864000 x-1080000 \log (3))+\left(135000+231000 x+123200 x^2+20480 x^3\right) \log (3)+\left(135000+149000 x+38400 x^2\right) \log ^2(3)+(60000+32000 x) \log ^3(3)+10000 \log ^4(3)+e^{2 e^{e^x}} \left(1215000+1341000 x+345600 x^2+(1620000+864000 x) \log (3)+540000 \log ^2(3)\right)+e^{e^{e^x}} \left(-405000-693000 x-369600 x^2-61440 x^3+\left(-810000-894000 x-230400 x^2\right) \log (3)+(-540000-288000 x) \log ^2(3)-120000 \log ^3(3)\right)} \, dx","\frac{1}{x+\left(5-2 \left(\frac{4 x}{5}-3 e^{e^{e^x}}+4+\log (3)\right)\right)^2}",1,"-125*(53 + 32*Log[3])*Defer[Int][(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^(-2), x] + 12000*Defer[Int][E^E^E^x/(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^2, x] + 7500*(3 + Log[9])*Defer[Int][E^(E^E^x + E^x + x)/(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^2, x] - 45000*Defer[Int][E^(2*E^E^x + E^x + x)/(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^2, x] - 3200*Defer[Int][x/(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^2, x] + 12000*Defer[Int][(E^(E^E^x + E^x + x)*x)/(900*E^(2*E^E^x) - 480*E^E^E^x*x + 64*x^2 + 265*x*(1 + (32*Log[3])/53) - 900*E^E^E^x*(1 + (2*Log[3])/3) + 225*(1 + (2*(3 + Log[3])*Log[9])/9))^2, x]","F",0,0,0,0,-1,"{}"
7177,1,24,0,0.595998,"\int \frac{-1296 x^2+\left(-13932-648 x^2\right) \log \left(\frac{1}{2} \left(43+2 x^2\right)\right) \log \left(\log \left(\frac{1}{2} \left(43+2 x^2\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{2} \left(43+2 x^2\right)\right)\right)\right)}{e^3 \left(43 x^5+2 x^7\right) \log \left(\frac{1}{2} \left(43+2 x^2\right)\right) \log \left(\log \left(\frac{1}{2} \left(43+2 x^2\right)\right)\right) \log ^5\left(\log \left(\log \left(\frac{1}{2} \left(43+2 x^2\right)\right)\right)\right)} \, dx","Int[(-1296*x^2 + (-13932 - 648*x^2)*Log[(43 + 2*x^2)/2]*Log[Log[(43 + 2*x^2)/2]]*Log[Log[Log[(43 + 2*x^2)/2]]])/(E^3*(43*x^5 + 2*x^7)*Log[(43 + 2*x^2)/2]*Log[Log[(43 + 2*x^2)/2]]*Log[Log[Log[(43 + 2*x^2)/2]]]^5),x]","\frac{81}{e^3 x^4 \log ^4\left(\log \left(\log \left(\frac{1}{2} \left(2 x^2+43\right)\right)\right)\right)}","\frac{81}{e^3 x^4 \log ^4\left(\log \left(\log \left(x^2+\frac{43}{2}\right)\right)\right)}",1,"81/(E^3*x^4*Log[Log[Log[(43 + 2*x^2)/2]]]^4)","A",3,3,115,0.02609,1,"{12, 1593, 6687}"
7178,1,34,0,0.0129916,"\int \left(3 x^2-16 x^3+20 x^4+5 e^{16} x^4+e^8 \left(-8 x^3+20 x^4\right)\right) \, dx","Int[3*x^2 - 16*x^3 + 20*x^4 + 5*E^16*x^4 + E^8*(-8*x^3 + 20*x^4),x]","\left(4+e^{16}\right) x^5+4 e^8 x^5-2 e^8 x^4-4 x^4+x^3","x \left(x-\left(2+e^8\right) x^2\right)^2",1,"x^3 - 4*x^4 - 2*E^8*x^4 + 4*E^8*x^5 + (4 + E^16)*x^5","B",3,1,39,0.02564,1,"{6}"
7179,0,0,0,1.4674136,"\int \frac{-1+x^{e^4 x+4 e^{5-x} x} \left(e^4 x+4 e^{5-x} x+\left(e^4 x+4 e^{5-x} \left(x-x^2\right)\right) \log (x)\right)}{x} \, dx","Int[(-1 + x^(E^4*x + 4*E^(5 - x)*x)*(E^4*x + 4*E^(5 - x)*x + (E^4*x + 4*E^(5 - x)*(x - x^2))*Log[x]))/x,x]","\int \frac{-1+x^{e^4 x+4 e^{5-x} x} \left(e^4 x+4 e^{5-x} x+\left(e^4 x+4 e^{5-x} \left(x-x^2\right)\right) \log (x)\right)}{x} \, dx","x^{\left(4 e^{5-x}+e^4\right) x}-\log (x)",1,"-Log[x] + E^4*Defer[Int][x^(E^(4 - x)*(4*E + E^x)*x), x] + E^4*Log[x]*Defer[Int][x^(E^(4 - x)*(4*E + E^x)*x), x] + 4*Defer[Int][E^(5 - x)*x^(E^(4 - x)*(4*E + E^x)*x), x] + 4*Log[x]*Defer[Int][E^(5 - x)*x^(E^(4 - x)*(4*E + E^x)*x), x] - 4*Log[x]*Defer[Int][E^(5 - x)*x^(1 + E^(4 - x)*(4*E + E^x)*x), x] - E^4*Defer[Int][Defer[Int][x^(E^(4 - x)*(4*E + E^x)*x), x]/x, x] - 4*Defer[Int][Defer[Int][E^(5 - x)*x^(E^(4 - x)*(4*E + E^x)*x), x]/x, x] + 4*Defer[Int][Defer[Int][E^(5 - x)*x^(1 + E^4*x + 4*E^(5 - x)*x), x]/x, x]","F",0,0,0,0,-1,"{}"
7180,0,0,0,1.4871331,"\int \frac{-4 x-4 e^x x+\left(4 e^x+4 x+4 \log (4)\right) \log \left(e^x+x+\log (4)\right)+\left(8 e^x+8 x+8 \log (4)\right) \log ^2\left(e^x+x+\log (4)\right)}{\left(e^x+x+\log (4)\right) \log ^2\left(e^x+x+\log (4)\right)} \, dx","Int[(-4*x - 4*E^x*x + (4*E^x + 4*x + 4*Log[4])*Log[E^x + x + Log[4]] + (8*E^x + 8*x + 8*Log[4])*Log[E^x + x + Log[4]]^2)/((E^x + x + Log[4])*Log[E^x + x + Log[4]]^2),x]","\int \frac{-4 x-4 e^x x+\left(4 e^x+4 x+4 \log (4)\right) \log \left(e^x+x+\log (4)\right)+\left(8 e^x+8 x+8 \log (4)\right) \log ^2\left(e^x+x+\log (4)\right)}{\left(e^x+x+\log (4)\right) \log ^2\left(e^x+x+\log (4)\right)} \, dx","4 \left(2 x+\frac{x}{\log \left(x+e^x+\log (4)\right)}+5\right)",1,"8*x - 4*Defer[Int][x/Log[E^x + x + Log[4]]^2, x] - 4*(1 - Log[4])*Defer[Int][x/((E^x + x + Log[4])*Log[E^x + x + Log[4]]^2), x] + 4*Defer[Int][x^2/((E^x + x + Log[4])*Log[E^x + x + Log[4]]^2), x] + 4*Defer[Int][Log[E^x + x + Log[4]]^(-1), x]","F",0,0,0,0,-1,"{}"
7181,1,35,0,0.0644434,"\int \left(e \left(-13+9 x^2\right)+e \log (16)+e^x \left(-13+6 x+3 x^2+\log (16)\right)\right) \, dx","Int[E*(-13 + 9*x^2) + E*Log[16] + E^x*(-13 + 6*x + 3*x^2 + Log[16]),x]","3 e x^3+3 e^x x^2-13 e x+e x \log (16)-e^x (13-\log (16))","\left(e x+e^x\right) \left(3 \left(x^2-3\right)-4+\log (16)\right)",1,"-13*E*x + 3*E^x*x^2 + 3*E*x^3 - E^x*(13 - Log[16]) + E*x*Log[16]","A",10,3,30,0.1000,1,"{2196, 2176, 2194}"
7182,1,12,0,0.0114196,"\int e^{x^2} (8 x-2 x \log (3)) \, dx","Int[E^x^2*(8*x - 2*x*Log[3]),x]","e^{x^2} (4-\log (3))","(4-\log (3)) \left(e^{x^2}-\log (2)\right)+2",1,"E^x^2*(4 - Log[3])","A",3,3,15,0.2000,1,"{6, 12, 2209}"
7183,1,23,0,0.3089134,"\int \frac{-24+8 e^x-8 x-4 x^2}{78-12 x+13 x^2-2 x^3+e^x (-13+2 x)+\left(-12+2 e^x-2 x^2\right) \log \left(18-3 e^x+3 x^2\right)} \, dx","Int[(-24 + 8*E^x - 8*x - 4*x^2)/(78 - 12*x + 13*x^2 - 2*x^3 + E^x*(-13 + 2*x) + (-12 + 2*E^x - 2*x^2)*Log[18 - 3*E^x + 3*x^2]),x]","2 \log \left(-2 \log \left(3 \left(x^2-e^x+6\right)\right)-2 x+13\right)","\log \left(\left(\log \left(3 \left(x^2-e^x+6\right)\right)+x-\frac{13}{2}\right)^2\right)",1,"2*Log[13 - 2*x - 2*Log[3*(6 - E^x + x^2)]]","A",3,3,68,0.04412,1,"{6741, 12, 6684}"
7184,1,28,0,0.0522329,"\int \frac{-89+4 x+4 x^2-6 \log (x)-\log ^2(x)}{x^2} \, dx","Int[(-89 + 4*x + 4*x^2 - 6*Log[x] - Log[x]^2)/x^2,x]","4 x+\frac{97}{x}+\frac{\log ^2(x)}{x}+\frac{8 \log (x)}{x}+4 \log (x)","\frac{(2 x+\log (x)+4)^2+81}{x}",1,"97/x + 4*x + 4*Log[x] + (8*Log[x])/x + Log[x]^2/x","A",7,3,24,0.1250,1,"{14, 2304, 2305}"
7185,1,24,0,0.2323854,"\int \frac{6+203 x+200 x^2+50 x^3-3 x \log (x)}{120 x+120 x^2+30 x^3} \, dx","Int[(6 + 203*x + 200*x^2 + 50*x^3 - 3*x*Log[x])/(120*x + 120*x^2 + 30*x^3),x]","\frac{5 x}{3}-\frac{x \log (x)}{20 (x+2)}+\frac{\log (x)}{20}","\frac{5 x}{3}+\frac{\log (x)}{10 (x+2)}+12",1,"(5*x)/3 + Log[x]/20 - (x*Log[x])/(20*(2 + x))","A",13,8,37,0.2162,1,"{1594, 27, 12, 6742, 44, 43, 2314, 31}"
7186,1,250,0,1.7558057,"\int \frac{300-120 x^2+12 x^4+2^{-\frac{x}{-5+x^2}} \left(-75+150 x-45 x^2-60 x^3+27 x^4+6 x^5-3 x^6+\left(-15 x+30 x^2-18 x^3+6 x^4-3 x^5\right) \log (2)\right)}{100-200 x+60 x^2+80 x^3-36 x^4-8 x^5+4 x^6} \, dx","Int[(300 - 120*x^2 + 12*x^4 + (-75 + 150*x - 45*x^2 - 60*x^3 + 27*x^4 + 6*x^5 - 3*x^6 + (-15*x + 30*x^2 - 18*x^3 + 6*x^4 - 3*x^5)*Log[2])/2^(x/(-5 + x^2)))/(100 - 200*x + 60*x^2 + 80*x^3 - 36*x^4 - 8*x^5 + 4*x^6),x]","-\frac{15 (x+5)}{8 (1-x) \left(5-x^2\right)}-\frac{15 (3 x+5)}{16 \left(5-x^2\right)}-\frac{3\ 2^{\frac{x}{5-x^2}-2} \left(x^3 \log (2)+x \log (32)\right)}{\left(5-x^2\right)^2 \left(\frac{2 x^2}{\left(5-x^2\right)^2}+\frac{1}{5-x^2}\right) \log (2)}+\frac{93}{16 (1-x)}-\frac{3}{32} \left(25+13 \sqrt{5}\right) \log \left(\sqrt{5}-x\right)+\frac{3}{16} \left(15+7 \sqrt{5}\right) \log \left(\sqrt{5}-x\right)-\frac{3}{32} \left(5+\sqrt{5}\right) \log \left(\sqrt{5}-x\right)-\frac{3}{32} \left(5-\sqrt{5}\right) \log \left(x+\sqrt{5}\right)+\frac{3}{16} \left(15-7 \sqrt{5}\right) \log \left(x+\sqrt{5}\right)-\frac{3}{32} \left(25-13 \sqrt{5}\right) \log \left(x+\sqrt{5}\right)","3 \left(-\frac{x}{x^2-x}-2^{\frac{1}{\frac{5}{x}-x}-2} x+6\right)",1,"93/(16*(1 - x)) - (15*(5 + x))/(8*(1 - x)*(5 - x^2)) - (15*(5 + 3*x))/(16*(5 - x^2)) - (3*2^(-2 + x/(5 - x^2))*(x^3*Log[2] + x*Log[32]))/((5 - x^2)^2*((2*x^2)/(5 - x^2)^2 + (5 - x^2)^(-1))*Log[2]) - (3*(5 + Sqrt[5])*Log[Sqrt[5] - x])/32 + (3*(15 + 7*Sqrt[5])*Log[Sqrt[5] - x])/16 - (3*(25 + 13*Sqrt[5])*Log[Sqrt[5] - x])/32 - (3*(25 - 13*Sqrt[5])*Log[Sqrt[5] + x])/32 + (3*(15 - 7*Sqrt[5])*Log[Sqrt[5] + x])/16 - (3*(5 - Sqrt[5])*Log[Sqrt[5] + x])/32","B",24,11,115,0.09565,1,"{6741, 12, 6688, 6742, 741, 801, 633, 31, 1647, 1629, 2288}"
7187,1,25,0,0.3273251,"\int \frac{e^{-\frac{5 x^2+x^3-\log (5)-x^2 \log (x)}{x^2}} \left(2 x^2-x^3-2 \log (5)\right)}{x^2} \, dx","Int[(2*x^2 - x^3 - 2*Log[5])/(E^((5*x^2 + x^3 - Log[5] - x^2*Log[x])/x^2)*x^2),x]","\frac{5^{\frac{1}{x^2}} e^{-x-5} x^2 \log (25)}{2 \log (5)}","x^2 e^{\frac{\log (5)}{x^2}-x-5}+2",1,"(5^x^(-2)*E^(-5 - x)*x^2*Log[25])/(2*Log[5])","A",2,2,46,0.04348,1,"{6688, 2288}"
7188,1,17,0,0.3894336,"\int \frac{(1296-432 x+1296 e x) \log ^3(x)+(1296-432 x+1296 e x) \log ^2(x) \log (4-x+3 e x)+(432-144 x+432 e x) \log (x) \log ^2(4-x+3 e x)+(48-16 x+48 e x) \log ^3(4-x+3 e x)}{4 x-x^2+3 e x^2} \, dx","Int[((1296 - 432*x + 1296*E*x)*Log[x]^3 + (1296 - 432*x + 1296*E*x)*Log[x]^2*Log[4 - x + 3*E*x] + (432 - 144*x + 432*E*x)*Log[x]*Log[4 - x + 3*E*x]^2 + (48 - 16*x + 48*E*x)*Log[4 - x + 3*E*x]^3)/(4*x - x^2 + 3*E*x^2),x]","(3 \log (x)+\log (3 e x-x+4))^4","(3 \log (x)+\log (3 e x-x+4))^4",1,"(3*Log[x] + Log[4 - x + 3*E*x])^4","A",5,5,103,0.04854,1,"{6, 1593, 6688, 12, 6686}"
7189,0,0,0,5.4405219,"\int \frac{\exp \left(-x+\frac{21 x-15 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)+x \log ^2(x)}{-3+x}\right) \left(-48+76 x-48 x^2+8 x^3+\left(18-22 x+4 x^2\right) \log (x)-3 \log ^2(x)\right)}{9-6 x+x^2} \, dx","Int[(E^(-x + (21*x - 15*x^2 + 4*x^3 + (-8*x + 4*x^2)*Log[x] + x*Log[x]^2)/(-3 + x))*(-48 + 76*x - 48*x^2 + 8*x^3 + (18 - 22*x + 4*x^2)*Log[x] - 3*Log[x]^2))/(9 - 6*x + x^2),x]","\int \frac{\exp \left(-x+\frac{21 x-15 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (x)+x \log ^2(x)}{-3+x}\right) \left(-48+76 x-48 x^2+8 x^3+\left(18-22 x+4 x^2\right) \log (x)-3 \log ^2(x)\right)}{9-6 x+x^2} \, dx","\exp \left(\frac{x \left(x+(-2 x-\log (x)+4)^2+5\right)}{x-3}-x\right)",1,"-36*Defer[Int][E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))/(-3 + x)^2, x] + 4*Defer[Int][E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))/(-3 + x), x] + 8*Defer[Int][E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))*x, x] + 4*Defer[Int][E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))*Log[x], x] - 12*Defer[Int][(E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))*Log[x])/(-3 + x)^2, x] + 2*Defer[Int][(E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))*Log[x])/(-3 + x), x] - 3*Defer[Int][(E^((x*(24 - 16*x + 4*x^2 - 8*Log[x] + 4*x*Log[x] + Log[x]^2))/(-3 + x))*Log[x]^2)/(-3 + x)^2, x]","F",0,0,0,0,-1,"{}"
7190,1,15,0,0.0235598,"\int 2 e^{-10+e^3+e^{20 x}} \left(1+20 e^{20 x} x\right) \, dx","Int[2*E^(-10 + E^3 + E^(20*x))*(1 + 20*E^(20*x)*x),x]","2 e^{e^{20 x}-10+e^3} x","2 e^{e^{20 x}-10+e^3} x",1,"2*E^(-10 + E^3 + E^(20*x))*x","A",2,2,24,0.08333,1,"{12, 2288}"
7191,1,24,0,0.0563713,"\int \frac{1+e^{8+x} \left(5-x-x^2\right)}{e^8} \, dx","Int[(1 + E^(8 + x)*(5 - x - x^2))/E^8,x]","-e^x x^2+e^x x+\frac{x}{e^8}+4 e^x","\frac{x+3}{e^8}-e^x \left(x^2-x-4\right)",1,"4*E^x + x/E^8 + E^x*x - E^x*x^2","A",10,4,22,0.1818,1,"{12, 2196, 2194, 2176}"
7192,1,39,0,0.1409509,"\int \frac{e^{6/5} \left(-6+x^3\right)}{3 x-4 x^3+x^4} \, dx","Int[(E^(6/5)*(-6 + x^3))/(3*x - 4*x^3 + x^4),x]","e^{6/5} \log \left(-x^2+3 x+3\right)+e^{6/5} \log (1-x)-2 e^{6/5} \log (x)","e^{6/5} \log \left(\frac{3}{x^2}+x-4\right)",1,"E^(6/5)*Log[1 - x] - 2*E^(6/5)*Log[x] + E^(6/5)*Log[3 + 3*x - x^2]","B",5,4,25,0.1600,1,"{12, 1594, 6742, 628}"
7193,1,22,0,0.0088843,"\int \left(-240-8 e^{\frac{6}{5+e^3}}+32 x\right) \, dx","Int[-240 - 8*E^(6/(5 + E^3)) + 32*x,x]","16 x^2-8 \left(30+e^{\frac{6}{5+e^3}}\right) x","\left(4 x-e^{\frac{6}{5+e^3}}-30\right)^2",1,"-8*(30 + E^(6/(5 + E^3)))*x + 16*x^2","A",1,0,18,0,1,"{}"
7194,0,0,0,8.2008656,"\int \frac{16 x^2+e^x \left(8 x+8 x^2\right)+\left(6 x+e^{2 x} x+2 x^3+e^x \left(3+3 x^2\right)\right) \log \left(3+e^x x+x^2\right)+\left(64 x+e^x (32+32 x)+\left(24+8 e^x x+8 x^2\right) \log \left(3+e^x x+x^2\right)\right) \log \left((-1+\log (9)) \log \left(3+e^x x+x^2\right)\right)}{\left(3+e^x x+x^2\right) \log \left(3+e^x x+x^2\right)} \, dx","Int[(16*x^2 + E^x*(8*x + 8*x^2) + (6*x + E^(2*x)*x + 2*x^3 + E^x*(3 + 3*x^2))*Log[3 + E^x*x + x^2] + (64*x + E^x*(32 + 32*x) + (24 + 8*E^x*x + 8*x^2)*Log[3 + E^x*x + x^2])*Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]])/((3 + E^x*x + x^2)*Log[3 + E^x*x + x^2]),x]","\int \frac{16 x^2+e^x \left(8 x+8 x^2\right)+\left(6 x+e^{2 x} x+2 x^3+e^x \left(3+3 x^2\right)\right) \log \left(3+e^x x+x^2\right)+\left(64 x+e^x (32+32 x)+\left(24+8 e^x x+8 x^2\right) \log \left(3+e^x x+x^2\right)\right) \log \left((-1+\log (9)) \log \left(3+e^x x+x^2\right)\right)}{\left(3+e^x x+x^2\right) \log \left(3+e^x x+x^2\right)} \, dx","e^x+\left(x+4 \log \left((\log (9)-1) \log \left(x \left(x+e^x\right)+3\right)\right)\right)^2",1,"E^x + x^2 + 8*x*Log[-((1 - Log[9])*Log[3 + E^x*x + x^2])] + 32*Defer[Int][Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]]/Log[3 + E^x*x + x^2], x] + 32*Defer[Int][Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]]/(x*Log[3 + E^x*x + x^2]), x] - 96*Defer[Int][Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]]/((3 + E^x*x + x^2)*Log[3 + E^x*x + x^2]), x] - 96*Defer[Int][Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]]/(x*(3 + E^x*x + x^2)*Log[3 + E^x*x + x^2]), x] + 32*Defer[Int][(x*Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]])/((3 + E^x*x + x^2)*Log[3 + E^x*x + x^2]), x] - 32*Defer[Int][(x^2*Log[(-1 + Log[9])*Log[3 + E^x*x + x^2]])/((3 + E^x*x + x^2)*Log[3 + E^x*x + x^2]), x]","F",0,0,0,0,-1,"{}"
7195,0,0,0,4.8563356,"\int \frac{-6 e^5-6 x+\left(-6 x-6 x^2-2 x^6+e^5 \left(-6 x-2 x^5\right)\right) \log \left(\frac{2}{x}\right)+\left(6 e^5 x^4+6 x^5\right) \log \left(\frac{2}{x}\right) \log \left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(-6 e^5 x^3-6 x^4\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(2 e^5 x^2+2 x^3\right) \log \left(\frac{2}{x}\right) \log ^3\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)}{\left(-e^5 x^4-x^5\right) \log \left(\frac{2}{x}\right)+\left(3 e^5 x^3+3 x^4\right) \log \left(\frac{2}{x}\right) \log \left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(-3 e^5 x^2-3 x^3\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(e^5 x+x^2\right) \log \left(\frac{2}{x}\right) \log ^3\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)} \, dx","Int[(-6*E^5 - 6*x + (-6*x - 6*x^2 - 2*x^6 + E^5*(-6*x - 2*x^5))*Log[2/x] + (6*E^5*x^4 + 6*x^5)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)] + (-6*E^5*x^3 - 6*x^4)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)]^2 + (2*E^5*x^2 + 2*x^3)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)]^3)/((-(E^5*x^4) - x^5)*Log[2/x] + (3*E^5*x^3 + 3*x^4)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)] + (-3*E^5*x^2 - 3*x^3)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)]^2 + (E^5*x + x^2)*Log[2/x]*Log[(5*Log[2/x])/(E^5 + x)]^3),x]","\int \frac{-6 e^5-6 x+\left(-6 x-6 x^2-2 x^6+e^5 \left(-6 x-2 x^5\right)\right) \log \left(\frac{2}{x}\right)+\left(6 e^5 x^4+6 x^5\right) \log \left(\frac{2}{x}\right) \log \left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(-6 e^5 x^3-6 x^4\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(2 e^5 x^2+2 x^3\right) \log \left(\frac{2}{x}\right) \log ^3\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)}{\left(-e^5 x^4-x^5\right) \log \left(\frac{2}{x}\right)+\left(3 e^5 x^3+3 x^4\right) \log \left(\frac{2}{x}\right) \log \left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(-3 e^5 x^2-3 x^3\right) \log \left(\frac{2}{x}\right) \log ^2\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)+\left(e^5 x+x^2\right) \log \left(\frac{2}{x}\right) \log ^3\left(\frac{5 \log \left(\frac{2}{x}\right)}{e^5+x}\right)} \, dx","x^2-\frac{3}{\left(\log \left(\frac{5 \log \left(\frac{2}{x}\right)}{x+e^5}\right)-x\right)^2}",1,"x^2 + 6*Defer[Int][(x - Log[(5*Log[2/x])/(E^5 + x)])^(-3), x] - 6*E^5*Defer[Int][1/((E^5 + x)*(x - Log[(5*Log[2/x])/(E^5 + x)])^3), x] + 6*(1 + E^5)*Defer[Int][1/((E^5 + x)*(x - Log[(5*Log[2/x])/(E^5 + x)])^3), x] + 6*Defer[Int][1/(x*Log[2/x]*(x - Log[(5*Log[2/x])/(E^5 + x)])^3), x]","F",0,0,0,0,-1,"{}"
7196,0,0,0,2.8960605,"\int \frac{e^x \left(3 x-2 x^2-x^3+e^5 \left(x-x^2\right)\right)+e^x \left(-3+e^5 (-1+x)+2 x+x^2\right) \log \left(3+e^5+x\right)+\frac{\left(e^x \left(-x-4 x^2-x^3+e^5 \left(-x-x^2\right)\right)+e^x \left(-3+e^5 (-1+x)+2 x+x^2\right) \log \left(3+e^5+x\right)\right) \left(x^2-2 x \log \left(3+e^5+x\right)+\log ^2\left(3+e^5+x\right)\right)}{e}}{-3 x^3-e^5 x^3-x^4+\left(3 x^2+e^5 x^2+x^3\right) \log \left(3+e^5+x\right)} \, dx","Int[(E^x*(3*x - 2*x^2 - x^3 + E^5*(x - x^2)) + E^x*(-3 + E^5*(-1 + x) + 2*x + x^2)*Log[3 + E^5 + x] + ((E^x*(-x - 4*x^2 - x^3 + E^5*(-x - x^2)) + E^x*(-3 + E^5*(-1 + x) + 2*x + x^2)*Log[3 + E^5 + x])*(x^2 - 2*x*Log[3 + E^5 + x] + Log[3 + E^5 + x]^2))/E)/(-3*x^3 - E^5*x^3 - x^4 + (3*x^2 + E^5*x^2 + x^3)*Log[3 + E^5 + x]),x]","\int \frac{e^x \left(3 x-2 x^2-x^3+e^5 \left(x-x^2\right)\right)+e^x \left(-3+e^5 (-1+x)+2 x+x^2\right) \log \left(3+e^5+x\right)+\frac{\left(e^x \left(-x-4 x^2-x^3+e^5 \left(-x-x^2\right)\right)+e^x \left(-3+e^5 (-1+x)+2 x+x^2\right) \log \left(3+e^5+x\right)\right) \left(x^2-2 x \log \left(3+e^5+x\right)+\log ^2\left(3+e^5+x\right)\right)}{e}}{-3 x^3-e^5 x^3-x^4+\left(3 x^2+e^5 x^2+x^3\right) \log \left(3+e^5+x\right)} \, dx","\frac{e^x \left(\frac{\left(x-\log \left(x+e^5+3\right)\right)^2}{e}+1\right)}{x}",1,"E^x/x + E^(-1 + x)*x - 2*E^(-1 + x)*Log[3 + E^5 + x] + (2*ExpIntegralEi[x]*Log[3 + E^5 + x])/(E*(3 + E^5)) - (2*E^(-4 - E^5)*ExpIntegralEi[3 + E^5 + x]*Log[3 + E^5 + x])/(3 + E^5) - (2*Defer[Int][ExpIntegralEi[x]/(3 + E^5 + x), x])/(E*(3 + E^5)) + (2*E^(-4 - E^5)*Defer[Int][ExpIntegralEi[3 + E^5 + x]/(3 + E^5 + x), x])/(3 + E^5) - Defer[Int][(E^(-1 + x)*Log[3 + E^5 + x]^2)/x^2, x] + Defer[Int][(E^(-1 + x)*Log[3 + E^5 + x]^2)/x, x]","F",0,0,0,0,-1,"{}"
7197,1,26,0,0.0265033,"\int \left(10 x-3 x^2+e^{2 e^{9 x^2}} \left(2 x+36 e^{9 x^2} x^3\right)\right) \, dx","Int[10*x - 3*x^2 + E^(2*E^(9*x^2))*(2*x + 36*E^(9*x^2)*x^3),x]","-x^3+e^{2 e^{9 x^2}} x^2+5 x^2","\left(e^{2 e^{9 x^2}}-x+5\right) x^2",1,"5*x^2 + E^(2*E^(9*x^2))*x^2 - x^3","A",2,1,37,0.02703,1,"{2288}"
7198,1,109,0,0.4312826,"\int \frac{-64+16 x+8 x^2+e^{2 x^2} \left(2 x^2+4 x^4\right)+\left(32-12 x-8 x^2\right) \log (4)+\left(-4+2 x+2 x^2\right) \log ^2(4)+e^{x^2} \left(-8 x-8 x^2-32 x^3-8 x^4+\left(2 x+4 x^2+8 x^3+4 x^4\right) \log (4)\right)+\left(32-16 x+(-16+12 x) \log (4)+(2-2 x) \log ^2(4)+e^{x^2} \left(8 x+16 x^3+\left(-2 x-4 x^3\right) \log (4)\right)\right) \log (x)}{16 x-8 x \log (4)+x \log ^2(4)} \, dx","Int[(-64 + 16*x + 8*x^2 + E^(2*x^2)*(2*x^2 + 4*x^4) + (32 - 12*x - 8*x^2)*Log[4] + (-4 + 2*x + 2*x^2)*Log[4]^2 + E^x^2*(-8*x - 8*x^2 - 32*x^3 - 8*x^4 + (2*x + 4*x^2 + 8*x^3 + 4*x^4)*Log[4]) + (32 - 16*x + (-16 + 12*x)*Log[4] + (2 - 2*x)*Log[4]^2 + E^x^2*(8*x + 16*x^3 + (-2*x - 4*x^3)*Log[4]))*Log[x])/(16*x - 8*x*Log[4] + x*Log[4]^2),x]","\frac{e^{2 x^2} x^2}{(4-\log (4))^2}-\frac{4 e^{x^2} \left(x^3 (1-\log (2))-x^2 (2-\log (2)) \log (x)+2 x^2 (2-\log (2))\right)}{x (4-\log (4))^2}+\frac{(2 x (1-\log (2))-2 (2-\log (2)) \log (x)+8-\log (16))^2}{(4-\log (4))^2}","\left(-\frac{e^{x^2} x+2 x}{4-\log (4)}+x-\log (x)+2\right)^2",1,"(E^(2*x^2)*x^2)/(4 - Log[4])^2 + (8 + 2*x*(1 - Log[2]) - Log[16] - 2*(2 - Log[2])*Log[x])^2/(4 - Log[4])^2 - (4*E^x^2*(x^3*(1 - Log[2]) + 2*x^2*(2 - Log[2]) - x^2*(2 - Log[2])*Log[x]))/(x*(4 - Log[4])^2)","B",12,8,175,0.04571,1,"{6, 12, 14, 2226, 2209, 2212, 6686, 2288}"
7199,1,23,0,0.0260272,"\int \frac{24 x^2+16 x^3+8 x^4+2 x^5}{4+4 x+x^2} \, dx","Int[(24*x^2 + 16*x^3 + 8*x^4 + 2*x^5)/(4 + 4*x + x^2),x]","\frac{x^4}{2}+4 x^2-8 x-\frac{32}{x+2}","\left(\frac{x}{2}-\frac{4}{-x-2}\right) x^3-1+\log (4)",1,"-8*x + 4*x^2 + x^4/2 - 32/(2 + x)","A",3,2,32,0.06250,1,"{27, 1850}"
7200,1,13,0,0.0095209,"\int \frac{2 e^5+x}{e^5 x+x^2} \, dx","Int[(2*E^5 + x)/(E^5*x + x^2),x]","2 \log (x)-\log \left(x+e^5\right)","\log \left(\frac{x^2 e^{\frac{2}{e \left(4+\log ^2(5)\right)}}}{x+e^5}\right)",1,"2*Log[x] - Log[E^5 + x]","A",2,1,19,0.05263,1,"{631}"
7201,1,21,0,0.3284275,"\int \frac{\frac{5 x \left(-4+5 x^2\right)}{e^4 \left(16+20 x^2\right)}+e^x \left(4 x+5 x^3\right)}{4 x+5 x^3} \, dx","Int[((5*x*(-4 + 5*x^2))/(E^4*(16 + 20*x^2)) + E^x*(4*x + 5*x^3))/(4*x + 5*x^3),x]","e^x-\frac{5 x}{4 e^4 \left(5 x^2+4\right)}","e^x-\frac{1}{4 e^4 \left(x+\frac{4}{5 x}\right)}",1,"E^x - (5*x)/(4*E^4*(4 + 5*x^2))","A",5,4,48,0.08333,1,"{1593, 6688, 2194, 383}"
7202,-1,0,0,180.002449,"\int \frac{3125-9395 x+1867 x^2+8632 x^3-6351 x^4+566 x^5+832 x^6-304 x^7+32 x^8+\left(6250-3125 x-5625 x^2+4750 x^3-200 x^4-864 x^5+304 x^6-32 x^7\right) \log (2+x)+\left(6250 x-9385 x^2+3749 x^3+1002 x^4-1200 x^5+336 x^6-32 x^7+\left(-6250+9375 x-3750 x^2-1000 x^3+1200 x^4-336 x^5+32 x^6\right) \log (2+x)\right) \log \left(\frac{625 x-1001 x^2+600 x^3-160 x^4+16 x^5+\left(-625+1000 x-600 x^2+160 x^3-16 x^4\right) \log (2+x)}{625-1000 x+600 x^2-160 x^3+16 x^4}\right)}{-6250 x^2+9385 x^3-3749 x^4-1002 x^5+1200 x^6-336 x^7+32 x^8+\left(6250 x-9375 x^2+3750 x^3+1000 x^4-1200 x^5+336 x^6-32 x^7\right) \log (2+x)+\left(6250 x-9385 x^2+3749 x^3+1002 x^4-1200 x^5+336 x^6-32 x^7+\left(-6250+9375 x-3750 x^2-1000 x^3+1200 x^4-336 x^5+32 x^6\right) \log (2+x)\right) \log \left(\frac{625 x-1001 x^2+600 x^3-160 x^4+16 x^5+\left(-625+1000 x-600 x^2+160 x^3-16 x^4\right) \log (2+x)}{625-1000 x+600 x^2-160 x^3+16 x^4}\right)} \, dx","Int[(3125 - 9395*x + 1867*x^2 + 8632*x^3 - 6351*x^4 + 566*x^5 + 832*x^6 - 304*x^7 + 32*x^8 + (6250 - 3125*x - 5625*x^2 + 4750*x^3 - 200*x^4 - 864*x^5 + 304*x^6 - 32*x^7)*Log[2 + x] + (6250*x - 9385*x^2 + 3749*x^3 + 1002*x^4 - 1200*x^5 + 336*x^6 - 32*x^7 + (-6250 + 9375*x - 3750*x^2 - 1000*x^3 + 1200*x^4 - 336*x^5 + 32*x^6)*Log[2 + x])*Log[(625*x - 1001*x^2 + 600*x^3 - 160*x^4 + 16*x^5 + (-625 + 1000*x - 600*x^2 + 160*x^3 - 16*x^4)*Log[2 + x])/(625 - 1000*x + 600*x^2 - 160*x^3 + 16*x^4)])/(-6250*x^2 + 9385*x^3 - 3749*x^4 - 1002*x^5 + 1200*x^6 - 336*x^7 + 32*x^8 + (6250*x - 9375*x^2 + 3750*x^3 + 1000*x^4 - 1200*x^5 + 336*x^6 - 32*x^7)*Log[2 + x] + (6250*x - 9385*x^2 + 3749*x^3 + 1002*x^4 - 1200*x^5 + 336*x^6 - 32*x^7 + (-6250 + 9375*x - 3750*x^2 - 1000*x^3 + 1200*x^4 - 336*x^5 + 32*x^6)*Log[2 + x])*Log[(625*x - 1001*x^2 + 600*x^3 - 160*x^4 + 16*x^5 + (-625 + 1000*x - 600*x^2 + 160*x^3 - 16*x^4)*Log[2 + x])/(625 - 1000*x + 600*x^2 - 160*x^3 + 16*x^4)]),x]","\text{\$Aborted}","\log \left(\log \left(-\frac{x^2}{(5-2 x)^4}+x-\log (x+2)\right)-x\right)+x+1",1,"$Aborted","F",0,0,0,0,-1,"{}"
7203,0,0,0,3.5730578,"\int \frac{-576 x+(-576-576 x) \log (1+x)+\left(180 x^2+180 x^3\right) \log ^2(1+x)}{2304+2304 x+\left(-1056 x+384 x^2+1440 x^3\right) \log (1+x)+\left(121 x^2-209 x^3-105 x^4+225 x^5\right) \log ^2(1+x)} \, dx","Int[(-576*x + (-576 - 576*x)*Log[1 + x] + (180*x^2 + 180*x^3)*Log[1 + x]^2)/(2304 + 2304*x + (-1056*x + 384*x^2 + 1440*x^3)*Log[1 + x] + (121*x^2 - 209*x^3 - 105*x^4 + 225*x^5)*Log[1 + x]^2),x]","\int \frac{-576 x+(-576-576 x) \log (1+x)+\left(180 x^2+180 x^3\right) \log ^2(1+x)}{2304+2304 x+\left(-1056 x+384 x^2+1440 x^3\right) \log (1+x)+\left(121 x^2-209 x^3-105 x^4+225 x^5\right) \log ^2(1+x)} \, dx","\frac{x}{-\left(\left(\frac{x-1}{4}+x\right) x\right)+\frac{2 x}{3}-\frac{4}{\log (x+1)}}",1,"12/(11 - 15*x) - 576*Defer[Int][(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])^(-2), x] - (27648*Defer[Int][1/(x*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])^2), x])/11 + 576*Defer[Int][1/((1 + x)*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])^2), x] + 414720*Defer[Int][1/((-11 + 15*x)^2*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])^2), x] + (414720*Defer[Int][1/((-11 + 15*x)*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])^2), x])/11 + (576*Defer[Int][1/(x*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])), x])/11 - 17280*Defer[Int][1/((-11 + 15*x)^2*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])), x] - (8640*Defer[Int][1/((-11 + 15*x)*(48 - 11*x*Log[1 + x] + 15*x^2*Log[1 + x])), x])/11","F",0,0,0,0,-1,"{}"
7204,1,49,0,0.3361824,"\int \frac{e^{-\frac{25 x^4}{4}} \left(e^{6+\frac{25 x^4}{4}}-25 x^5+e^6 \left(1-25 x^4\right)\right)}{2 e^{12}+4 e^6 x+2 x^2} \, dx","Int[(E^(6 + (25*x^4)/4) - 25*x^5 + E^6*(1 - 25*x^4))/(E^((25*x^4)/4)*(2*E^12 + 4*E^6*x + 2*x^2)),x]","\frac{e^{-\frac{25 x^4}{4}} \left(x^5+e^6 x^4\right)}{2 x^3 \left(x+e^6\right)^2}-\frac{e^6}{2 \left(x+e^6\right)}","\frac{e^{-\frac{25 x^4}{4}} x+x}{2 \left(x+e^6\right)}",1,"-1/2*E^6/(E^6 + x) + (E^6*x^4 + x^5)/(2*E^((25*x^4)/4)*x^3*(E^6 + x)^2)","B",5,4,57,0.07018,1,"{27, 12, 6742, 2288}"
7205,1,56,0,0.0436322,"\int \frac{-4+e^{e^8} \left(4-4 x^2\right)+e^{2 e^8} \left(-1+6 x^2-8 x^3+3 x^4\right)}{x^2} \, dx","Int[(-4 + E^E^8*(4 - 4*x^2) + E^(2*E^8)*(-1 + 6*x^2 - 8*x^3 + 3*x^4))/x^2,x]","e^{2 e^8} x^3-4 e^{2 e^8} x^2-2 e^{e^8} \left(2-3 e^{e^8}\right) x+\frac{\left(2-e^{e^8}\right)^2}{x}","\frac{\left(2-e^{e^8} (x-1)^2\right)^2}{x}",1,"(2 - E^E^8)^2/x - 2*E^E^8*(2 - 3*E^E^8)*x - 4*E^(2*E^8)*x^2 + E^(2*E^8)*x^3","B",2,1,44,0.02273,1,"{14}"
7206,1,51,0,0.0162396,"\int \frac{1}{3} \left(-6-640 x-336 x^2+16 x^3+15 x^4+e^8 \left(96 x+72 x^2+12 x^3\right)\right) \, dx","Int[(-6 - 640*x - 336*x^2 + 16*x^3 + 15*x^4 + E^8*(96*x + 72*x^2 + 12*x^3))/3,x]","x^5+e^8 x^4+\frac{4 x^4}{3}+8 e^8 x^3-\frac{112 x^3}{3}+16 e^8 x^2-\frac{320 x^2}{3}-2 x","16 \left(x+e^8-\frac{20}{3}\right) \left(\frac{x^2}{4}+x\right)^2-2 x",1,"-2*x - (320*x^2)/3 + 16*E^8*x^2 - (112*x^3)/3 + 8*E^8*x^3 + (4*x^4)/3 + E^8*x^4 + x^5","B",3,1,42,0.02381,1,"{12}"
7207,0,0,0,4.3431527,"\int \frac{25 x^3+e^{\frac{2-50 x^2-25 x^3}{25 x^2}} \left(-4-25 x^3\right)}{25 e^{\frac{2-50 x^2-25 x^3}{25 x^2}} x^3+25 x^4+225 x^3 \log (2)} \, dx","Int[(25*x^3 + E^((2 - 50*x^2 - 25*x^3)/(25*x^2))*(-4 - 25*x^3))/(25*E^((2 - 50*x^2 - 25*x^3)/(25*x^2))*x^3 + 25*x^4 + 225*x^3*Log[2]),x]","\int \frac{25 x^3+e^{\frac{2-50 x^2-25 x^3}{25 x^2}} \left(-4-25 x^3\right)}{25 e^{\frac{2-50 x^2-25 x^3}{25 x^2}} x^3+25 x^4+225 x^3 \log (2)} \, dx","\log \left(\frac{e^{\frac{2}{25 x^2}-x-2}+x}{\log (2)}+9\right)",1,"2/(25*x^2) - x + (1 + Log[512])*Defer[Int][E^(2 + x)/(E^(2/(25*x^2)) + E^(2 + x)*x + E^(2 + x)*Log[512]), x] + (4*Log[512]*Defer[Int][E^(2 + x)/(x^3*(E^(2/(25*x^2)) + E^(2 + x)*x + E^(2 + x)*Log[512])), x])/25 + (4*Defer[Int][E^(2 + x)/(x^2*(E^(2/(25*x^2)) + E^(2 + x)*x + E^(2 + x)*Log[512])), x])/25 + Defer[Int][(E^(2 + x)*x)/(E^(2/(25*x^2)) + E^(2 + x)*x + E^(2 + x)*Log[512]), x]","F",0,0,0,0,-1,"{}"
7208,0,0,0,0.2898795,"\int \frac{e^{x+\frac{x^2}{128}} \left(-1024 x-16 x^2\right)+128 e^{x+\frac{x^2}{128}} \log (x)+e^{x+\frac{x^2}{128}} \left(64 x+x^2\right) \log ^2(x)}{64 x} \, dx","Int[(E^(x + x^2/128)*(-1024*x - 16*x^2) + 128*E^(x + x^2/128)*Log[x] + E^(x + x^2/128)*(64*x + x^2)*Log[x]^2)/(64*x),x]","\int \frac{e^{x+\frac{x^2}{128}} \left(-1024 x-16 x^2\right)+128 e^{x+\frac{x^2}{128}} \log (x)+e^{x+\frac{x^2}{128}} \left(64 x+x^2\right) \log ^2(x)}{64 x} \, dx","e^{\frac{x^2}{128}+x} \left(\log ^2(x)-16\right)",1,"-16*E^(x + x^2/128) + 2*Log[x]*Defer[Int][E^(x + x^2/128)/x, x] + Defer[Int][E^(x + x^2/128)*Log[x]^2, x] + Defer[Int][E^(x + x^2/128)*x*Log[x]^2, x]/64 - 2*Defer[Int][Defer[Int][E^(x + x^2/128)/x, x]/x, x]","F",0,0,0,0,-1,"{}"
7209,1,11,0,0.0028028,"\int \frac{8}{15} e^{4 x/3} \, dx","Int[(8*E^((4*x)/3))/15,x]","\frac{2}{5} e^{4 x/3}","\frac{2}{5} e^{4 x/3}",1,"(2*E^((4*x)/3))/5","A",2,2,11,0.1818,1,"{12, 2194}"
7210,0,0,0,2.3577991,"\int \frac{5^{\frac{9}{20 x^2-2 x^3+(-40+4 x) \log (5)}} \left(\left(-180 x+27 x^2\right) \log (5)-18 \log ^2(5)\right)}{200 x^4-40 x^5+2 x^6+\left(-800 x^2+160 x^3-8 x^4\right) \log (5)+\left(800-160 x+8 x^2\right) \log ^2(5)} \, dx","Int[(5^(9/(20*x^2 - 2*x^3 + (-40 + 4*x)*Log[5]))*((-180*x + 27*x^2)*Log[5] - 18*Log[5]^2))/(200*x^4 - 40*x^5 + 2*x^6 + (-800*x^2 + 160*x^3 - 8*x^4)*Log[5] + (800 - 160*x + 8*x^2)*Log[5]^2),x]","\int \frac{5^{\frac{9}{20 x^2-2 x^3+(-40+4 x) \log (5)}} \left(\left(-180 x+27 x^2\right) \log (5)-18 \log ^2(5)\right)}{200 x^4-40 x^5+2 x^6+\left(-800 x^2+160 x^3-8 x^4\right) \log (5)+\left(800-160 x+8 x^2\right) \log ^2(5)} \, dx","e^{\frac{9}{2 (x-10) \left(2-\frac{x^2}{\log (5)}\right)}}",1,"(9*Log[5]*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(-10 + x)^2), x])/(4*(50 - Log[5])) - (9*Log[5]*Defer[Int][(5^(1 - 9/(2*(-10 + x)*(x^2 - 2*Log[5])))*x)/(x^2 - 2*Log[5])^2, x])/(50 - Log[5]) - (9*Log[5]^2*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(-x + Sqrt[Log[25]])^2), x])/(4*(50 - Log[5])*Log[25]) - (9*Log[5]^2*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(-x + Sqrt[Log[25]])), x])/(4*(50 - Log[5])*Log[25]^(3/2)) + (9*Sqrt[Log[25]]*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(-x + Sqrt[Log[25]])), x])/(16*(50 - Log[5])) - (9*Log[5]^2*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(x + Sqrt[Log[25]])^2), x])/(4*(50 - Log[5])*Log[25]) - (9*Log[5]^2*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(x + Sqrt[Log[25]])), x])/(4*(50 - Log[5])*Log[25]^(3/2)) + (9*Sqrt[Log[25]]*Defer[Int][1/(5^(9/(2*(-10 + x)*(x^2 - 2*Log[5])))*(x + Sqrt[Log[25]])), x])/(16*(50 - Log[5]))","F",0,0,0,0,-1,"{}"
7211,0,0,0,2.0499808,"\int \frac{e^{-2 e^{3-x^2}} \left(-54 x-104 e^{3-x^2} x^3+\left(2 x+4 e^{3-x^2} x^3\right) \log (x)\right)}{-17576+2028 \log (x)-78 \log ^2(x)+\log ^3(x)} \, dx","Int[(-54*x - 104*E^(3 - x^2)*x^3 + (2*x + 4*E^(3 - x^2)*x^3)*Log[x])/(E^(2*E^(3 - x^2))*(-17576 + 2028*Log[x] - 78*Log[x]^2 + Log[x]^3)),x]","\int \frac{e^{-2 e^{3-x^2}} \left(-54 x-104 e^{3-x^2} x^3+\left(2 x+4 e^{3-x^2} x^3\right) \log (x)\right)}{-17576+2028 \log (x)-78 \log ^2(x)+\log ^3(x)} \, dx","\frac{e^{-2 e^{3-x^2}} x^2}{(26-\log (x))^2}",1,"-2*Defer[Int][x/(E^(2*E^(3 - x^2))*(-26 + Log[x])^3), x] + 2*Defer[Int][x/(E^(2*E^(3 - x^2))*(-26 + Log[x])^2), x] + 4*Defer[Int][(E^(3 - 2*E^(3 - x^2) - x^2)*x^3)/(-26 + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
7212,1,41,0,0.325924,"\int \frac{-2592-2587 x+1306 x^2+5 x^3+(1296+2592 x) \log \left(x^2\right)}{5 x^2+10 x^3+5 x^4} \, dx","Int[(-2592 - 2587*x + 1306*x^2 + 5*x^3 + (1296 + 2592*x)*Log[x^2])/(5*x^2 + 10*x^3 + 5*x^4),x]","-\frac{1296 \log \left(x^2\right)}{5 x}-\frac{1296 x \log \left(x^2\right)}{5 (x+1)}-\frac{1296}{5 (x+1)}+\frac{2597 \log (x)}{5}","\log (2 x)-\frac{1296 \left(\log \left(x^2\right)+x\right)}{5 x (x+1)}",1,"-1296/(5*(1 + x)) + (2597*Log[x])/5 - (1296*Log[x^2])/(5*x) - (1296*x*Log[x^2])/(5*(1 + x))","A",16,10,44,0.2273,1,"{1594, 27, 12, 6742, 44, 43, 2357, 2304, 2314, 31}"
7213,0,0,0,2.0433167,"\int \frac{-8+2 x^4-4 x^4 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+5 x \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{\left(4 x-x^5\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+5 x^2 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","Int[(-8 + 2*x^4 - 4*x^4*Log[x^2]*Log[Log[x^2]] + 5*x*Log[x^2]*Log[Log[x^2]]^2)/((4*x - x^5)*Log[x^2]*Log[Log[x^2]] + 5*x^2*Log[x^2]*Log[Log[x^2]]^2),x]","\int \frac{-8+2 x^4-4 x^4 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+5 x \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{\left(4 x-x^5\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+5 x^2 \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","\log \left(\frac{x^4-4}{5 \log \left(\log \left(x^2\right)\right)}-x\right)",1,"Log[x] - Log[Log[Log[x^2]]] + 4*Defer[Int][1/(x*(-4 + x^4 - 5*x*Log[Log[x^2]])), x] + 3*Defer[Int][x^3/(-4 + x^4 - 5*x*Log[Log[x^2]]), x] - 10*Defer[Int][1/(Log[x^2]*(-4 + x^4 - 5*x*Log[Log[x^2]])), x]","F",0,0,0,0,-1,"{}"
7214,1,34,0,1.2056175,"\int \frac{e^{\frac{x^2+3 x \log (5)+3 \log (5) \log (x)}{x \log (5)}} \left(-72 x^2-216 \log (5)+216 \log (5) \log (x)\right)}{\left(4 x^2 \log (5)+4 e^{\frac{x^2+3 x \log (5)+3 \log (5) \log (x)}{x \log (5)}} x^2 \log (5)+\left(x^2 \log (5)+e^{\frac{x^2+3 x \log (5)+3 \log (5) \log (x)}{x \log (5)}} x^2 \log (5)\right) \log \left(1+e^{\frac{x^2+3 x \log (5)+3 \log (5) \log (x)}{x \log (5)}}\right)\right) \log ^3\left(4+\log \left(1+e^{\frac{x^2+3 x \log (5)+3 \log (5) \log (x)}{x \log (5)}}\right)\right)} \, dx","Int[(E^((x^2 + 3*x*Log[5] + 3*Log[5]*Log[x])/(x*Log[5]))*(-72*x^2 - 216*Log[5] + 216*Log[5]*Log[x]))/((4*x^2*Log[5] + 4*E^((x^2 + 3*x*Log[5] + 3*Log[5]*Log[x])/(x*Log[5]))*x^2*Log[5] + (x^2*Log[5] + E^((x^2 + 3*x*Log[5] + 3*Log[5]*Log[x])/(x*Log[5]))*x^2*Log[5])*Log[1 + E^((x^2 + 3*x*Log[5] + 3*Log[5]*Log[x])/(x*Log[5]))])*Log[4 + Log[1 + E^((x^2 + 3*x*Log[5] + 3*Log[5]*Log[x])/(x*Log[5]))]]^3),x]","\frac{36}{\log ^2\left(\log \left(x^{3/x} 5^{\frac{3}{\log (5)}} e^{\frac{x}{\log (5)}}+1\right)+4\right)}","\frac{36}{\log ^2\left(\log \left(e^{\frac{x}{\log (5)}+\frac{3 (x+\log (x))}{x}}+1\right)+4\right)}",1,"36/Log[4 + Log[1 + 5^(3/Log[5])*E^(x/Log[5])*x^(3/x)]]^2","A",1,1,184,0.005435,1,"{6686}"
7215,1,1473,0,2.998015,"\int \frac{10+13 x+7 x^2+e \left(-10-8 x+2 x^2-2 x^3\right)+\left(-2-3 x-2 x^2+e (2+2 x)\right) \log (4)+\left(7 x+4 x^2+x^3+e \left(-2 x-4 x^2\right)-x \log (4)\right) \log (2 x)}{200 x-80 x^2-72 x^3+16 x^4+8 x^5+\left(-80 x+16 x^2+16 x^3\right) \log (4)+8 x \log ^2(4)} \, dx","Int[(10 + 13*x + 7*x^2 + E*(-10 - 8*x + 2*x^2 - 2*x^3) + (-2 - 3*x - 2*x^2 + E*(2 + 2*x))*Log[4] + (7*x + 4*x^2 + x^3 + E*(-2*x - 4*x^2) - x*Log[4])*Log[2*x])/(200*x - 80*x^2 - 72*x^3 + 16*x^4 + 8*x^5 + (-80*x + 16*x^2 + 16*x^3)*Log[4] + 8*x*Log[4]^2),x]","\frac{13 (2 x+1)}{8 \left(-x^2-x-\log (4)+5\right) (21-\log (256))}-\frac{(1-e) \log (4) \log (x)}{4 (5-\log (4))^2}-\frac{5 e \log (x)}{4 (5-\log (4))^2}+\frac{5 \log (x)}{4 (5-\log (4))^2}-\frac{(3-4 e) x \log (2 x)}{4 \left(2 x-\sqrt{21-4 \log (4)}+1\right) (21-\log (256))}-\frac{(3-4 e) x \log (2 x)}{4 \left(2 x+\sqrt{21-4 \log (4)}+1\right) (21-\log (256))}+\frac{x (6-e-\log (4)) \log (2 x)}{\left(1-\sqrt{21-4 \log (4)}\right) \left(2 x-\sqrt{21-4 \log (4)}+1\right) (21-\log (256))}+\frac{x (6-e-\log (4)) \log (2 x)}{\left(1+\sqrt{21-4 \log (4)}\right) \left(2 x+\sqrt{21-4 \log (4)}+1\right) (21-\log (256))}+\frac{(6-e-\log (4)) \log (2 x) \log \left(\frac{2 x}{1+\sqrt{21-4 \log (4)}}+1\right)}{2 (21-\log (256))^{3/2}}-\frac{\log (2 x) \log \left(\frac{2 x}{1+\sqrt{21-4 \log (4)}}+1\right)}{8 \sqrt{21-4 \log (4)}}-\frac{(3-4 e) \log (2 x) \log \left(\frac{2 x}{1+\sqrt{21-4 \log (4)}}+1\right)}{8 (21-4 \log (4))^{3/2}}-\frac{(6-e-\log (4)) \log \left(2 x-\sqrt{21-4 \log (4)}+1\right)}{2 \left(1-\sqrt{21-4 \log (4)}\right) (21-\log (256))}+\frac{(3-4 e) \log \left(2 x-\sqrt{21-4 \log (4)}+1\right)}{8 (21-\log (256))}-\frac{(6-e-\log (4)) \log \left(-1+\sqrt{21-4 \log (4)}\right) \log \left(-2 x+\sqrt{21-4 \log (4)}-1\right)}{2 (21-4 \log (4))^{3/2}}+\frac{\log \left(-1+\sqrt{21-4 \log (4)}\right) \log \left(-2 x+\sqrt{21-4 \log (4)}-1\right)}{8 \sqrt{21-4 \log (4)}}+\frac{(3-4 e) \log \left(-1+\sqrt{21-4 \log (4)}\right) \log \left(-2 x+\sqrt{21-4 \log (4)}-1\right)}{8 (21-4 \log (4))^{3/2}}-\frac{(6-e-\log (4)) \log \left(2 x+\sqrt{21-4 \log (4)}+1\right)}{2 \left(1+\sqrt{21-4 \log (4)}\right) (21-\log (256))}+\frac{(3-4 e) \log \left(2 x+\sqrt{21-4 \log (4)}+1\right)}{8 (21-\log (256))}+\frac{(1-e) \log (4) \log \left(-x^2-x-\log (4)+5\right)}{8 (5-\log (4))^2}+\frac{5 e \log \left(-x^2-x-\log (4)+5\right)}{8 (5-\log (4))^2}-\frac{5 \log \left(-x^2-x-\log (4)+5\right)}{8 (5-\log (4))^2}+\frac{(6-e-\log (4)) \text{Li}_2\left(\frac{2 x}{1-\sqrt{21-4 \log (4)}}+1\right)}{2 (21-\log (256))^{3/2}}-\frac{\text{Li}_2\left(\frac{2 x}{1-\sqrt{21-4 \log (4)}}+1\right)}{8 \sqrt{21-4 \log (4)}}-\frac{(3-4 e) \text{Li}_2\left(\frac{2 x}{1-\sqrt{21-4 \log (4)}}+1\right)}{8 (21-4 \log (4))^{3/2}}+\frac{(6-e-\log (4)) \text{Li}_2\left(-\frac{2 x}{1+\sqrt{21-4 \log (4)}}\right)}{2 (21-\log (256))^{3/2}}-\frac{\text{Li}_2\left(-\frac{2 x}{1+\sqrt{21-4 \log (4)}}\right)}{8 \sqrt{21-4 \log (4)}}-\frac{(3-4 e) \text{Li}_2\left(-\frac{2 x}{1+\sqrt{21-4 \log (4)}}\right)}{8 (21-4 \log (4))^{3/2}}+\frac{5 \tanh ^{-1}\left(\frac{2 x+1}{\sqrt{21-4 \log (4)}}\right) (31-\log (4096))}{4 (21-4 \log (4))^{3/2} (5-\log (4))^2}-\frac{(1-e) \tanh ^{-1}\left(\frac{2 x+1}{\sqrt{21-4 \log (4)}}\right) \log (4) \left(131-22 \log (4)-10 \log (16)+\log ^2(16)-\log (256)\right)}{4 (21-4 \log (4))^{3/2} (5-\log (4))^2}-\frac{\log (4) \left(2 (1-e) (11-\log (16)) x+4 \log ^2(4)-47 \log (4)-e (32-6 \log (4))+137\right)}{8 (5-\log (4)) \left(-x^2-x-\log (4)+5\right) (21-\log (256))}+\frac{7 (-x-\log (16)+10)}{8 \left(-x^2-x-\log (4)+5\right) (21-\log (256))}+\frac{5 (x-\log (16)+11)}{4 (5-\log (4)) \left(-x^2-x-\log (4)+5\right) (21-\log (256))}-\frac{e \left(\left(105-30 \log (4)+2 \log ^2(4)\right) x+\log (4) (16-\log (64))\right)}{4 (5-\log (4)) \left(-x^2-x-\log (4)+5\right) (21-\log (256))}+\frac{19 \tanh ^{-1}\left(\frac{2 x+1}{\sqrt{21-4 \log (4)}}\right)}{4 (21-\log (256))^{3/2}}-\frac{e \tanh ^{-1}\left(\frac{2 x+1}{\sqrt{21-4 \log (4)}}\right) \left(10 \log (4) (11-\log (16))-2 \log ^2(4) (11-\log (16))+5 (21-\log (256))\right)}{4 (21-4 \log (4))^{3/2} (5-\log (4))^2}","\frac{\left(-\frac{x}{2}+e-1\right) (x+\log (2 x))}{4 \left(x^2+x-5+\log (4)\right)}",1,"-1/4*(E*ArcTanh[(1 + 2*x)/Sqrt[21 - 4*Log[4]]]*(10*Log[4]*(11 - Log[16]) - 2*Log[4]^2*(11 - Log[16]) + 5*(21 - Log[256])))/((21 - 4*Log[4])^(3/2)*(5 - Log[4])^2) + (19*ArcTanh[(1 + 2*x)/Sqrt[21 - 4*Log[4]]])/(4*(21 - Log[256])^(3/2)) + (13*(1 + 2*x))/(8*(5 - x - x^2 - Log[4])*(21 - Log[256])) - (Log[4]*(137 - E*(32 - 6*Log[4]) - 47*Log[4] + 4*Log[4]^2 + 2*(1 - E)*x*(11 - Log[16])))/(8*(5 - Log[4])*(5 - x - x^2 - Log[4])*(21 - Log[256])) + (7*(10 - x - Log[16]))/(8*(5 - x - x^2 - Log[4])*(21 - Log[256])) + (5*(11 + x - Log[16]))/(4*(5 - Log[4])*(5 - x - x^2 - Log[4])*(21 - Log[256])) - (E*(x*(105 - 30*Log[4] + 2*Log[4]^2) + Log[4]*(16 - Log[64])))/(4*(5 - Log[4])*(5 - x - x^2 - Log[4])*(21 - Log[256])) - ((1 - E)*ArcTanh[(1 + 2*x)/Sqrt[21 - 4*Log[4]]]*Log[4]*(131 - 22*Log[4] - 10*Log[16] + Log[16]^2 - Log[256]))/(4*(21 - 4*Log[4])^(3/2)*(5 - Log[4])^2) + (5*ArcTanh[(1 + 2*x)/Sqrt[21 - 4*Log[4]]]*(31 - Log[4096]))/(4*(21 - 4*Log[4])^(3/2)*(5 - Log[4])^2) + (5*Log[x])/(4*(5 - Log[4])^2) - (5*E*Log[x])/(4*(5 - Log[4])^2) - ((1 - E)*Log[4]*Log[x])/(4*(5 - Log[4])^2) - ((3 - 4*E)*x*Log[2*x])/(4*(1 + 2*x - Sqrt[21 - 4*Log[4]])*(21 - Log[256])) - ((3 - 4*E)*x*Log[2*x])/(4*(1 + 2*x + Sqrt[21 - 4*Log[4]])*(21 - Log[256])) + (x*(6 - E - Log[4])*Log[2*x])/((1 - Sqrt[21 - 4*Log[4]])*(1 + 2*x - Sqrt[21 - 4*Log[4]])*(21 - Log[256])) + (x*(6 - E - Log[4])*Log[2*x])/((1 + Sqrt[21 - 4*Log[4]])*(1 + 2*x + Sqrt[21 - 4*Log[4]])*(21 - Log[256])) - ((3 - 4*E)*Log[2*x]*Log[1 + (2*x)/(1 + Sqrt[21 - 4*Log[4]])])/(8*(21 - 4*Log[4])^(3/2)) - (Log[2*x]*Log[1 + (2*x)/(1 + Sqrt[21 - 4*Log[4]])])/(8*Sqrt[21 - 4*Log[4]]) + ((6 - E - Log[4])*Log[2*x]*Log[1 + (2*x)/(1 + Sqrt[21 - 4*Log[4]])])/(2*(21 - Log[256])^(3/2)) + ((3 - 4*E)*Log[1 + 2*x - Sqrt[21 - 4*Log[4]]])/(8*(21 - Log[256])) - ((6 - E - Log[4])*Log[1 + 2*x - Sqrt[21 - 4*Log[4]]])/(2*(1 - Sqrt[21 - 4*Log[4]])*(21 - Log[256])) + ((3 - 4*E)*Log[-1 + Sqrt[21 - 4*Log[4]]]*Log[-1 - 2*x + Sqrt[21 - 4*Log[4]]])/(8*(21 - 4*Log[4])^(3/2)) + (Log[-1 + Sqrt[21 - 4*Log[4]]]*Log[-1 - 2*x + Sqrt[21 - 4*Log[4]]])/(8*Sqrt[21 - 4*Log[4]]) - ((6 - E - Log[4])*Log[-1 + Sqrt[21 - 4*Log[4]]]*Log[-1 - 2*x + Sqrt[21 - 4*Log[4]]])/(2*(21 - 4*Log[4])^(3/2)) + ((3 - 4*E)*Log[1 + 2*x + Sqrt[21 - 4*Log[4]]])/(8*(21 - Log[256])) - ((6 - E - Log[4])*Log[1 + 2*x + Sqrt[21 - 4*Log[4]]])/(2*(1 + Sqrt[21 - 4*Log[4]])*(21 - Log[256])) - (5*Log[5 - x - x^2 - Log[4]])/(8*(5 - Log[4])^2) + (5*E*Log[5 - x - x^2 - Log[4]])/(8*(5 - Log[4])^2) + ((1 - E)*Log[4]*Log[5 - x - x^2 - Log[4]])/(8*(5 - Log[4])^2) - ((3 - 4*E)*PolyLog[2, 1 + (2*x)/(1 - Sqrt[21 - 4*Log[4]])])/(8*(21 - 4*Log[4])^(3/2)) - PolyLog[2, 1 + (2*x)/(1 - Sqrt[21 - 4*Log[4]])]/(8*Sqrt[21 - 4*Log[4]]) + ((6 - E - Log[4])*PolyLog[2, 1 + (2*x)/(1 - Sqrt[21 - 4*Log[4]])])/(2*(21 - Log[256])^(3/2)) - ((3 - 4*E)*PolyLog[2, (-2*x)/(1 + Sqrt[21 - 4*Log[4]])])/(8*(21 - 4*Log[4])^(3/2)) - PolyLog[2, (-2*x)/(1 + Sqrt[21 - 4*Log[4]])]/(8*Sqrt[21 - 4*Log[4]]) + ((6 - E - Log[4])*PolyLog[2, (-2*x)/(1 + Sqrt[21 - 4*Log[4]])])/(2*(21 - Log[256])^(3/2))","C",62,20,131,0.1527,1,"{6, 6741, 12, 6742, 1646, 800, 634, 618, 206, 628, 614, 740, 638, 2357, 2316, 2315, 2317, 2391, 2314, 31}"
7216,-1,0,0,180.0042031,"\int \frac{x^7 \log ^9(x)+e^{\frac{1048576+\left(6291456 x-2097152 x^2\right) \log (x)+\left(16515072 x^2-11010048 x^3+1835008 x^4\right) \log ^2(x)+\left(24772608 x^3-24772608 x^4+8257536 x^5-917504 x^6\right) \log ^3(x)+\left(23224320 x^4-30965760 x^5+15482880 x^6-3440640 x^7+286720 x^8\right) \log ^4(x)+\left(13934592 x^5-23224320 x^6+15482880 x^7-5160960 x^8+860160 x^9-57344 x^{10}\right) \log ^5(x)+\left(5225472 x^6-10450944 x^7+8709120 x^8-3870720 x^9+967680 x^{10}-129024 x^{11}+7168 x^{12}\right) \log ^6(x)+\left(1119744 x^7-2612736 x^8+2612736 x^9-1451520 x^{10}+483840 x^{11}-96768 x^{12}+10752 x^{13}-512 x^{14}\right) \log ^7(x)+\left(104977 x^8-279936 x^9+326592 x^{10}-217728 x^{11}+90720 x^{12}-24192 x^{13}+4032 x^{14}-384 x^{15}+16 x^{16}\right) \log ^8(x)}{x^7 \log ^8(x)}} \left(-8388608+\left(-7340032-44040192 x+14680064 x^2\right) \log (x)+\left(-37748736 x-88604672 x^2+66060288 x^3-11010048 x^4\right) \log ^2(x)+\left(-82575360 x^2-79822848 x^3+118358016 x^4-41287680 x^5+4587520 x^6\right) \log ^3(x)+\left(-99090432 x^3-18579456 x^4+107347968 x^5-61014016 x^6+13762560 x^7-1146880 x^8\right) \log ^4(x)+\left(-69672960 x^4+20127744 x^5+54190080 x^6-46448640 x^7+15769600 x^8-2580480 x^9+172032 x^{10}\right) \log ^5(x)+\left(-27869184 x^5+12773376 x^6+20901888 x^7-22579200 x^8+9461760 x^9-2107392 x^{10}+258048 x^{11}-14336 x^{12}\right) \log ^6(x)+\left(-5225472 x^6-1119744 x^7+11321856 x^8-10354176 x^9+4354560 x^{10}-999936 x^{11}+132608 x^{12}-10752 x^{13}+512 x^{14}\right) \log ^7(x)+\left(-2612736 x^8+5225472 x^9-4354560 x^{10}+1935360 x^{11}-483840 x^{12}+64512 x^{13}-3584 x^{14}\right) \log ^8(x)+\left(x^7+104977 x^8-559872 x^9+979776 x^{10}-870912 x^{11}+453600 x^{12}-145152 x^{13}+28224 x^{14}-3072 x^{15}+144 x^{16}\right) \log ^9(x)\right)}{x^8 \log ^9(x)+e^{\frac{1048576+\left(6291456 x-2097152 x^2\right) \log (x)+\left(16515072 x^2-11010048 x^3+1835008 x^4\right) \log ^2(x)+\left(24772608 x^3-24772608 x^4+8257536 x^5-917504 x^6\right) \log ^3(x)+\left(23224320 x^4-30965760 x^5+15482880 x^6-3440640 x^7+286720 x^8\right) \log ^4(x)+\left(13934592 x^5-23224320 x^6+15482880 x^7-5160960 x^8+860160 x^9-57344 x^{10}\right) \log ^5(x)+\left(5225472 x^6-10450944 x^7+8709120 x^8-3870720 x^9+967680 x^{10}-129024 x^{11}+7168 x^{12}\right) \log ^6(x)+\left(1119744 x^7-2612736 x^8+2612736 x^9-1451520 x^{10}+483840 x^{11}-96768 x^{12}+10752 x^{13}-512 x^{14}\right) \log ^7(x)+\left(104977 x^8-279936 x^9+326592 x^{10}-217728 x^{11}+90720 x^{12}-24192 x^{13}+4032 x^{14}-384 x^{15}+16 x^{16}\right) \log ^8(x)}{x^7 \log ^8(x)}} x^8 \log ^9(x)} \, dx","Int[(x^7*Log[x]^9 + E^((1048576 + (6291456*x - 2097152*x^2)*Log[x] + (16515072*x^2 - 11010048*x^3 + 1835008*x^4)*Log[x]^2 + (24772608*x^3 - 24772608*x^4 + 8257536*x^5 - 917504*x^6)*Log[x]^3 + (23224320*x^4 - 30965760*x^5 + 15482880*x^6 - 3440640*x^7 + 286720*x^8)*Log[x]^4 + (13934592*x^5 - 23224320*x^6 + 15482880*x^7 - 5160960*x^8 + 860160*x^9 - 57344*x^10)*Log[x]^5 + (5225472*x^6 - 10450944*x^7 + 8709120*x^8 - 3870720*x^9 + 967680*x^10 - 129024*x^11 + 7168*x^12)*Log[x]^6 + (1119744*x^7 - 2612736*x^8 + 2612736*x^9 - 1451520*x^10 + 483840*x^11 - 96768*x^12 + 10752*x^13 - 512*x^14)*Log[x]^7 + (104977*x^8 - 279936*x^9 + 326592*x^10 - 217728*x^11 + 90720*x^12 - 24192*x^13 + 4032*x^14 - 384*x^15 + 16*x^16)*Log[x]^8)/(x^7*Log[x]^8))*(-8388608 + (-7340032 - 44040192*x + 14680064*x^2)*Log[x] + (-37748736*x - 88604672*x^2 + 66060288*x^3 - 11010048*x^4)*Log[x]^2 + (-82575360*x^2 - 79822848*x^3 + 118358016*x^4 - 41287680*x^5 + 4587520*x^6)*Log[x]^3 + (-99090432*x^3 - 18579456*x^4 + 107347968*x^5 - 61014016*x^6 + 13762560*x^7 - 1146880*x^8)*Log[x]^4 + (-69672960*x^4 + 20127744*x^5 + 54190080*x^6 - 46448640*x^7 + 15769600*x^8 - 2580480*x^9 + 172032*x^10)*Log[x]^5 + (-27869184*x^5 + 12773376*x^6 + 20901888*x^7 - 22579200*x^8 + 9461760*x^9 - 2107392*x^10 + 258048*x^11 - 14336*x^12)*Log[x]^6 + (-5225472*x^6 - 1119744*x^7 + 11321856*x^8 - 10354176*x^9 + 4354560*x^10 - 999936*x^11 + 132608*x^12 - 10752*x^13 + 512*x^14)*Log[x]^7 + (-2612736*x^8 + 5225472*x^9 - 4354560*x^10 + 1935360*x^11 - 483840*x^12 + 64512*x^13 - 3584*x^14)*Log[x]^8 + (x^7 + 104977*x^8 - 559872*x^9 + 979776*x^10 - 870912*x^11 + 453600*x^12 - 145152*x^13 + 28224*x^14 - 3072*x^15 + 144*x^16)*Log[x]^9))/(x^8*Log[x]^9 + E^((1048576 + (6291456*x - 2097152*x^2)*Log[x] + (16515072*x^2 - 11010048*x^3 + 1835008*x^4)*Log[x]^2 + (24772608*x^3 - 24772608*x^4 + 8257536*x^5 - 917504*x^6)*Log[x]^3 + (23224320*x^4 - 30965760*x^5 + 15482880*x^6 - 3440640*x^7 + 286720*x^8)*Log[x]^4 + (13934592*x^5 - 23224320*x^6 + 15482880*x^7 - 5160960*x^8 + 860160*x^9 - 57344*x^10)*Log[x]^5 + (5225472*x^6 - 10450944*x^7 + 8709120*x^8 - 3870720*x^9 + 967680*x^10 - 129024*x^11 + 7168*x^12)*Log[x]^6 + (1119744*x^7 - 2612736*x^8 + 2612736*x^9 - 1451520*x^10 + 483840*x^11 - 96768*x^12 + 10752*x^13 - 512*x^14)*Log[x]^7 + (104977*x^8 - 279936*x^9 + 326592*x^10 - 217728*x^11 + 90720*x^12 - 24192*x^13 + 4032*x^14 - 384*x^15 + 16*x^16)*Log[x]^8)/(x^7*Log[x]^8))*x^8*Log[x]^9),x]","\text{\$Aborted}","\log \left(x+x e^{x+16 x \left(-x+\frac{4}{x \log (x)}+3\right)^8}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7217,1,51,0,0.1190237,"\int \left(1-2 x+e^{4+e^2+e^x+2 x-x^2} \left(-1-2 x-e^x x+2 x^2\right)\right) \, dx","Int[1 - 2*x + E^(4 + E^2 + E^x + 2*x - x^2)*(-1 - 2*x - E^x*x + 2*x^2),x]","-x^2-\frac{e^{-x^2+2 x+e^x+e^2+4} \left(-2 x^2+e^x x+2 x\right)}{-2 x+e^x+2}+x","x-x \left(e^{-x^2+2 x+e^x+e^2+4}+x\right)",1,"x - x^2 - (E^(4 + E^2 + E^x + 2*x - x^2)*(2*x + E^x*x - 2*x^2))/(2 + E^x - 2*x)","B",2,1,40,0.02500,1,"{2288}"
7218,1,14,0,0.0046507,"\int \left(-6-6 e^4+18 x\right) \, dx","Int[-6 - 6*E^4 + 18*x,x]","9 x^2-6 \left(1+e^4\right) x","\left(3 x-e^4-1\right)^2",1,"-6*(1 + E^4)*x + 9*x^2","A",1,0,10,0,1,"{}"
7219,1,21,0,0.3624938,"\int \frac{5+x+x^2 \log \left(-\frac{3 x}{4}\right)-5 \log \left(-\frac{3 x}{4}\right) \log \left(\log \left(-\frac{3 x}{4}\right)\right)}{x^2 \log \left(-\frac{3 x}{4}\right)} \, dx","Int[(5 + x + x^2*Log[(-3*x)/4] - 5*Log[(-3*x)/4]*Log[Log[(-3*x)/4]])/(x^2*Log[(-3*x)/4]),x]","x+\log \left(\log \left(-\frac{3 x}{4}\right)\right)+\frac{5 \log \left(\log \left(-\frac{3 x}{4}\right)\right)}{x}","(x+5) \left(\frac{\log \left(\log \left(-\frac{3 x}{4}\right)\right)}{x}+1\right)",1,"x + Log[Log[(-3*x)/4]] + (5*Log[Log[(-3*x)/4]])/x","A",13,7,40,0.1750,1,"{6742, 2353, 2309, 2178, 2302, 29, 2522}"
7220,0,0,0,2.2779675,"\int \frac{-14+4 e^3+4 e^4+e^x \left(-20+8 e^3+8 e^4-8 x\right)+e^{2 x} \left(-6+4 e^3+4 e^4-4 x\right)-4 x+\left(2 x+2 e^{2 x} x\right) \log (x)}{\left(x+2 e^x x+e^{2 x} x\right) \log ^3(x)} \, dx","Int[(-14 + 4*E^3 + 4*E^4 + E^x*(-20 + 8*E^3 + 8*E^4 - 8*x) + E^(2*x)*(-6 + 4*E^3 + 4*E^4 - 4*x) - 4*x + (2*x + 2*E^(2*x)*x)*Log[x])/((x + 2*E^x*x + E^(2*x)*x)*Log[x]^3),x]","\int \frac{-14+4 e^3+4 e^4+e^x \left(-20+8 e^3+8 e^4-8 x\right)+e^{2 x} \left(-6+4 e^3+4 e^4-4 x\right)-4 x+\left(2 x+2 e^{2 x} x\right) \log (x)}{\left(x+2 e^x x+e^{2 x} x\right) \log ^3(x)} \, dx","\frac{2 \left(\frac{1}{2} \left(\frac{4}{e^x+1}+3\right)+x-e^4-e^3\right)}{\log ^2(x)}",1,"(3 - 2*E^3 - 2*E^4)/Log[x]^2 + (2*x)/Log[x]^2 - 8*Defer[Int][1/((1 + E^x)*x*Log[x]^3), x] + 4*Defer[Int][1/((1 + E^x)^2*Log[x]^2), x] - 4*Defer[Int][1/((1 + E^x)*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
7221,1,29,0,0.027521,"\int \frac{1}{2} e^{-e^4} \left(2 x+e^{e^4} \left(3+11 e^{\frac{11 x^3}{6}} x^2\right)\right) \, dx","Int[(2*x + E^E^4*(3 + 11*E^((11*x^3)/6)*x^2))/(2*E^E^4),x]","e^{\frac{11 x^3}{6}}+\frac{1}{2} e^{-e^4} x^2+\frac{3 x}{2}","e^{\frac{11 x^3}{6}}+\frac{1}{2} x \left(e^{-e^4} x+3\right)",1,"E^((11*x^3)/6) + (3*x)/2 + x^2/(2*E^E^4)","A",4,2,37,0.05405,1,"{12, 2209}"
7222,0,0,0,0.935516,"\int \frac{e^{-1-\frac{28-2 x+6 x^2-x^3}{2+x^2}} \left(20+160 x+20 x^2+5 x^4\right)}{4+4 x^2+x^4} \, dx","Int[(E^(-1 - (28 - 2*x + 6*x^2 - x^3)/(2 + x^2))*(20 + 160*x + 20*x^2 + 5*x^4))/(4 + 4*x^2 + x^4),x]","\int \frac{e^{-1-\frac{28-2 x+6 x^2-x^3}{2+x^2}} \left(20+160 x+20 x^2+5 x^4\right)}{4+4 x^2+x^4} \, dx","5 e^{-\frac{16}{x^2+2}+x-7}",1,"5*Defer[Int][E^((-30 + 2*x - 7*x^2 + x^3)/(2 + x^2)), x] + 160*Defer[Int][(E^((-30 + 2*x - 7*x^2 + x^3)/(2 + x^2))*x)/(2 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
7223,0,0,0,0.4585149,"\int \exp \left(e^{\frac{1}{2} \left(e^{e^4 x}+2 x\right)}+\frac{1}{2} \left(e^{e^4 x}+2 x\right)\right) \left(26+13 e^{4+e^4 x}\right) \, dx","Int[E^(E^((E^(E^4*x) + 2*x)/2) + (E^(E^4*x) + 2*x)/2)*(26 + 13*E^(4 + E^4*x)),x]","\int \exp \left(e^{\frac{1}{2} \left(e^{e^4 x}+2 x\right)}+\frac{1}{2} \left(e^{e^4 x}+2 x\right)\right) \left(26+13 e^{4+e^4 x}\right) \, dx","26 e^{e^{x+\frac{e^{e^4 x}}{2}}}",1,"26*Defer[Int][E^((E^(E^4*x) + 2*E^(E^(E^4*x)/2 + x) + 2*x)/2), x] + 13*Defer[Int][E^((8 + E^(E^4*x) + 2*E^(E^(E^4*x)/2 + x) + 2*(1 + E^4)*x)/2), x]","F",0,0,0,0,-1,"{}"
7224,1,11,0,0.0041343,"\int (2+4 x+2 \log (x)) \, dx","Int[2 + 4*x + 2*Log[x],x]","2 x^2+2 x \log (x)","2 x \left(x-\frac{5}{7 x}+\log (x)\right)+3",1,"2*x^2 + 2*x*Log[x]","A",2,1,9,0.1111,1,"{2295}"
7225,1,12,0,0.0066747,"\int \frac{128 x^8+\log (24)}{x \log (24)} \, dx","Int[(128*x^8 + Log[24])/(x*Log[24]),x]","\frac{16 x^8}{\log (24)}+\log (x)","\frac{16 x^8}{\log (24)}+\log (x)+1",1,"(16*x^8)/Log[24] + Log[x]","A",3,2,16,0.1250,1,"{12, 14}"
7226,1,98,0,2.5429683,"\int \frac{-4 e^{2+\frac{4 \left(81 e^{25}-162 x\right)}{e^2 x}} x+\left(-324 e^{25+\frac{4 \left(81 e^{25}-162 x\right)}{e^2 x}}+12 e^{2+\frac{3 \left(81 e^{25}-162 x\right)}{e^2 x}} x^2\right) \log (x)+\left(-12 e^{2+\frac{2 \left(81 e^{25}-162 x\right)}{e^2 x}} x^3+e^{\frac{3 \left(81 e^{25}-162 x\right)}{e^2 x}} \left(972 e^{25} x-4 e^2 x^2\right)\right) \log ^2(x)+\left(4 e^{2+\frac{81 e^{25}-162 x}{e^2 x}} x^4+e^{\frac{2 \left(81 e^{25}-162 x\right)}{e^2 x}} \left(-972 e^{25} x^2+12 e^2 x^3\right)\right) \log ^3(x)+e^{\frac{81 e^{25}-162 x}{e^2 x}} \left(324 e^{25} x^3-12 e^2 x^4\right) \log ^4(x)+4 e^2 x^5 \log ^5(x)}{e^2 x^2 \log ^5(x)} \, dx","Int[(-4*E^(2 + (4*(81*E^25 - 162*x))/(E^2*x))*x + (-324*E^(25 + (4*(81*E^25 - 162*x))/(E^2*x)) + 12*E^(2 + (3*(81*E^25 - 162*x))/(E^2*x))*x^2)*Log[x] + (-12*E^(2 + (2*(81*E^25 - 162*x))/(E^2*x))*x^3 + E^((3*(81*E^25 - 162*x))/(E^2*x))*(972*E^25*x - 4*E^2*x^2))*Log[x]^2 + (4*E^(2 + (81*E^25 - 162*x)/(E^2*x))*x^4 + E^((2*(81*E^25 - 162*x))/(E^2*x))*(-972*E^25*x^2 + 12*E^2*x^3))*Log[x]^3 + E^((81*E^25 - 162*x)/(E^2*x))*(324*E^25*x^3 - 12*E^2*x^4)*Log[x]^4 + 4*E^2*x^5*Log[x]^5)/(E^2*x^2*Log[x]^5),x]","x^4-\frac{4 e^{\frac{81 e^{23}}{x}-\frac{162}{e^2}} x^3}{\log (x)}+\frac{6 e^{\frac{162 e^{23}}{x}-\frac{324}{e^2}} x^2}{\log ^2(x)}+\frac{e^{\frac{324 e^{23}}{x}-\frac{648}{e^2}}}{\log ^4(x)}-\frac{4 e^{\frac{243 e^{23}}{x}-\frac{486}{e^2}} x}{\log ^3(x)}","\left(\frac{e^{\frac{81 \left(\frac{e^{25}}{x}-2\right)}{e^2}}}{\log (x)}-x\right)^4",1,"x^4 + E^(-648/E^2 + (324*E^23)/x)/Log[x]^4 - (4*E^(-486/E^2 + (243*E^23)/x)*x)/Log[x]^3 + (6*E^(-324/E^2 + (162*E^23)/x)*x^2)/Log[x]^2 - (4*E^(-162/E^2 + (81*E^23)/x)*x^3)/Log[x]","B",9,4,276,0.01449,1,"{12, 6688, 6742, 2288}"
7227,0,0,0,3.5728745,"\int \frac{8-2 x+\left((8-4 x) \log (x) \log \left(\frac{1}{\log (x)}\right) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)+(4-2 x) \log (3) \log (x) \log \left(\frac{1}{\log (x)}\right) \log ^2\left(\log \left(\frac{1}{\log (x)}\right)\right)\right) \log \left(\frac{2+\log (3) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)}{\log \left(\log \left(\frac{1}{\log (x)}\right)\right)}\right)}{2 \log (x) \log \left(\frac{1}{\log (x)}\right) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)+\log (3) \log (x) \log \left(\frac{1}{\log (x)}\right) \log ^2\left(\log \left(\frac{1}{\log (x)}\right)\right)} \, dx","Int[(8 - 2*x + ((8 - 4*x)*Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]] + (4 - 2*x)*Log[3]*Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]]^2)*Log[(2 + Log[3]*Log[Log[Log[x]^(-1)]])/Log[Log[Log[x]^(-1)]]])/(2*Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]] + Log[3]*Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]]^2),x]","\int \frac{8-2 x+\left((8-4 x) \log (x) \log \left(\frac{1}{\log (x)}\right) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)+(4-2 x) \log (3) \log (x) \log \left(\frac{1}{\log (x)}\right) \log ^2\left(\log \left(\frac{1}{\log (x)}\right)\right)\right) \log \left(\frac{2+\log (3) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)}{\log \left(\log \left(\frac{1}{\log (x)}\right)\right)}\right)}{2 \log (x) \log \left(\frac{1}{\log (x)}\right) \log \left(\log \left(\frac{1}{\log (x)}\right)\right)+\log (3) \log (x) \log \left(\frac{1}{\log (x)}\right) \log ^2\left(\log \left(\frac{1}{\log (x)}\right)\right)} \, dx","(4-x) x \log \left(\frac{2}{\log \left(\log \left(\frac{1}{\log (x)}\right)\right)}+\log (3)\right)",1,"4*Defer[Int][1/(Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]]), x] - Defer[Int][x/(Log[x]*Log[Log[x]^(-1)]*Log[Log[Log[x]^(-1)]]), x] - 4*Log[3]*Defer[Int][1/(Log[x]*Log[Log[x]^(-1)]*(2 + Log[3]*Log[Log[Log[x]^(-1)]])), x] + Log[3]*Defer[Int][x/(Log[x]*Log[Log[x]^(-1)]*(2 + Log[3]*Log[Log[Log[x]^(-1)]])), x] + 4*Defer[Int][Log[Log[3] + 2/Log[Log[Log[x]^(-1)]]], x] - 2*Defer[Int][x*Log[Log[3] + 2/Log[Log[Log[x]^(-1)]]], x]","F",0,0,0,0,-1,"{}"
7228,1,24,0,0.0241233,"\int \left(-9 x^2+2 x \log (x)+2 x \log ^2(x)-e^x \log (1+\log (4))\right) \, dx","Int[-9*x^2 + 2*x*Log[x] + 2*x*Log[x]^2 - E^x*Log[1 + Log[4]],x]","-3 x^3+x^2 \log ^2(x)-e^x \log (1+\log (4))","-3 x^3+x^2 \log ^2(x)-e^x \log (1+\log (4))",1,"-3*x^3 + x^2*Log[x]^2 - E^x*Log[1 + Log[4]]","A",5,3,28,0.1071,1,"{2304, 2305, 2194}"
7229,1,20,0,0.1267638,"\int \frac{192-72 x+2 x^2+\left(32-18 x+x^2\right) \log \left(\frac{9 x^6}{1638400-1843200 x+620800 x^2-57600 x^3+1600 x^4}\right)}{32-18 x+x^2} \, dx","Int[(192 - 72*x + 2*x^2 + (32 - 18*x + x^2)*Log[(9*x^6)/(1638400 - 1843200*x + 620800*x^2 - 57600*x^3 + 1600*x^4)])/(32 - 18*x + x^2),x]","x \log \left(\frac{9 x^6}{1600 \left(x^2-18 x+32\right)^2}\right)","x \log \left(\frac{9 x^6}{400 (16-x)^2 (2 x-4)^2}\right)",1,"x*Log[(9*x^6)/(1600*(32 - 18*x + x^2)^2)]","A",14,6,58,0.1034,1,"{6688, 1657, 632, 31, 2523, 12}"
7230,0,0,0,89.5347477,"\int \frac{\exp \left(\frac{\left(2500+250 x-400 x^2+50 x^3\right) \log ^2(x)}{-5-x+\left(1875-750 x+75 x^2\right) \log ^2(x)}\right) \left(\left(-50000-15000 x+7000 x^2+600 x^3-200 x^4\right) \log (x)+\left(2500 x+8000 x^2-700 x^3-200 x^4\right) \log ^2(x)+\left(4687500 x-3750000 x^2+1125000 x^3-150000 x^4+7500 x^5\right) \log ^4(x)\right)}{25 x+10 x^2+x^3+\left(-18750 x+3750 x^2+750 x^3-150 x^4\right) \log ^2(x)+\left(3515625 x-2812500 x^2+843750 x^3-112500 x^4+5625 x^5\right) \log ^4(x)} \, dx","Int[(E^(((2500 + 250*x - 400*x^2 + 50*x^3)*Log[x]^2)/(-5 - x + (1875 - 750*x + 75*x^2)*Log[x]^2))*((-50000 - 15000*x + 7000*x^2 + 600*x^3 - 200*x^4)*Log[x] + (2500*x + 8000*x^2 - 700*x^3 - 200*x^4)*Log[x]^2 + (4687500*x - 3750000*x^2 + 1125000*x^3 - 150000*x^4 + 7500*x^5)*Log[x]^4))/(25*x + 10*x^2 + x^3 + (-18750*x + 3750*x^2 + 750*x^3 - 150*x^4)*Log[x]^2 + (3515625*x - 2812500*x^2 + 843750*x^3 - 112500*x^4 + 5625*x^5)*Log[x]^4),x]","\int \frac{\exp \left(\frac{\left(2500+250 x-400 x^2+50 x^3\right) \log ^2(x)}{-5-x+\left(1875-750 x+75 x^2\right) \log ^2(x)}\right) \left(\left(-50000-15000 x+7000 x^2+600 x^3-200 x^4\right) \log (x)+\left(2500 x+8000 x^2-700 x^3-200 x^4\right) \log ^2(x)+\left(4687500 x-3750000 x^2+1125000 x^3-150000 x^4+7500 x^5\right) \log ^4(x)\right)}{25 x+10 x^2+x^3+\left(-18750 x+3750 x^2+750 x^3-150 x^4\right) \log ^2(x)+\left(3515625 x-2812500 x^2+843750 x^3-112500 x^4+5625 x^5\right) \log ^4(x)} \, dx","2 e^{\frac{2 x+4}{3-\frac{x+5}{25 (5-x)^2 \log ^2(x)}}}",1,"(4*Defer[Int][E^((-50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2)), x])/3 - (1000*Defer[Int][1/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x])/3 - (5600*Defer[Int][1/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(-5 + x)*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x])/3 - 36*Defer[Int][x/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] - (4*Defer[Int][x^2/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x])/3 - 15000*Defer[Int][Log[x]/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] - 50000*Defer[Int][Log[x]/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*x*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] + 7000*Defer[Int][(x*Log[x])/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] + 600*Defer[Int][(x^2*Log[x])/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] - 200*Defer[Int][(x^3*Log[x])/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 + x - 75*(-5 + x)^2*Log[x]^2)^2), x] - (560*Defer[Int][1/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(5 - x)*(5 + x - 75*(-5 + x)^2*Log[x]^2)), x])/3 - (68*Defer[Int][1/(E^((50*(-5 + x)^2*(2 + x)*Log[x]^2)/(5 + x - 75*(-5 + x)^2*Log[x]^2))*(-5 - x + 75*(-5 + x)^2*Log[x]^2)), x])/3","F",0,0,0,0,-1,"{}"
7231,1,21,0,0.0283526,"\int \frac{20+\left(-7+4 x-2 x^2\right) \log ^2(2)}{\left(1-2 x+x^2\right) \log ^2(2)} \, dx","Int[(20 + (-7 + 4*x - 2*x^2)*Log[2]^2)/((1 - 2*x + x^2)*Log[2]^2),x]","-2 x-\frac{5 \left(1-\frac{4}{\log ^2(2)}\right)}{1-x}","\frac{5 \left(\frac{4}{\log ^2(2)}-x\right)}{1-x}-2 x",1,"-2*x - (5*(1 - 4/Log[2]^2))/(1 - x)","A",4,3,32,0.09375,1,"{12, 27, 1850}"
7232,0,0,0,15.0652728,"\int \frac{-6+6 x-24 x^2+e^{e^{-5 x^2+x^2 \log (x)}} \left(-4 x^3+e^{-5 x^2+x^2 \log (x)} \left(-9 x^3+9 x^4+\left(2 x^3-2 x^4\right) \log (x)\right)\right)+\left(-6+12 x+e^{e^{-5 x^2+x^2 \log (x)}} \left(-x+2 x^2\right)\right) \log \left(\frac{6+e^{e^{-5 x^2+x^2 \log (x)}} x}{x}\right)}{6 x^2-12 x^3+6 x^4+e^{e^{-5 x^2+x^2 \log (x)}} \left(x^3-2 x^4+x^5\right)} \, dx","Int[(-6 + 6*x - 24*x^2 + E^E^(-5*x^2 + x^2*Log[x])*(-4*x^3 + E^(-5*x^2 + x^2*Log[x])*(-9*x^3 + 9*x^4 + (2*x^3 - 2*x^4)*Log[x])) + (-6 + 12*x + E^E^(-5*x^2 + x^2*Log[x])*(-x + 2*x^2))*Log[(6 + E^E^(-5*x^2 + x^2*Log[x])*x)/x])/(6*x^2 - 12*x^3 + 6*x^4 + E^E^(-5*x^2 + x^2*Log[x])*(x^3 - 2*x^4 + x^5)),x]","\int \frac{-6+6 x-24 x^2+e^{e^{-5 x^2+x^2 \log (x)}} \left(-4 x^3+e^{-5 x^2+x^2 \log (x)} \left(-9 x^3+9 x^4+\left(2 x^3-2 x^4\right) \log (x)\right)\right)+\left(-6+12 x+e^{e^{-5 x^2+x^2 \log (x)}} \left(-x+2 x^2\right)\right) \log \left(\frac{6+e^{e^{-5 x^2+x^2 \log (x)}} x}{x}\right)}{6 x^2-12 x^3+6 x^4+e^{e^{-5 x^2+x^2 \log (x)}} \left(x^3-2 x^4+x^5\right)} \, dx","\frac{\log \left(e^{e^{x^2 (\log (x)-5)}}+\frac{6}{x}\right)-4 x}{x-x^2}",1,"Log[E^(x^x^2/E^(5*x^2)) + 6/x]/((1 - x)*x) - 24*Defer[Int][1/((-1 + x)^2*(6 + E^(x^x^2/E^(5*x^2))*x)), x] - 4*Defer[Int][E^(x^x^2/E^(5*x^2))/((-1 + x)^2*(6 + E^(x^x^2/E^(5*x^2))*x)), x] - 4*Defer[Int][E^(x^x^2/E^(5*x^2))/((-1 + x)*(6 + E^(x^x^2/E^(5*x^2))*x)), x]","F",0,0,0,0,-1,"{}"
7233,0,0,0,16.3870661,"\int \frac{\exp \left(e^{\frac{1+8 x^2+2 x^3+x^2 \log (-2+x)}{x}}+\frac{1+8 x^2+2 x^3+x^2 \log (-2+x)}{x}\right) \left(2-x-16 x^2+x^3+4 x^4+\left(-2 x^2+x^3\right) \log (-2+x)\right)}{-2 x^2+x^3} \, dx","Int[(E^(E^((1 + 8*x^2 + 2*x^3 + x^2*Log[-2 + x])/x) + (1 + 8*x^2 + 2*x^3 + x^2*Log[-2 + x])/x)*(2 - x - 16*x^2 + x^3 + 4*x^4 + (-2*x^2 + x^3)*Log[-2 + x]))/(-2*x^2 + x^3),x]","\int \frac{\exp \left(e^{\frac{1+8 x^2+2 x^3+x^2 \log (-2+x)}{x}}+\frac{1+8 x^2+2 x^3+x^2 \log (-2+x)}{x}\right) \left(2-x-16 x^2+x^3+4 x^4+\left(-2 x^2+x^3\right) \log (-2+x)\right)}{-2 x^2+x^3} \, dx","e^{e^{x \left(\frac{1}{x^2}+2 x+\log (x-2)+8\right)}}",1,"-16*Defer[Int][E^(E^(x^(-1) + 8*x + 2*x^2)*(-2 + x)^x + x^(-1) + 8*x + 2*x^2)*(-2 + x)^(-1 + x), x] + 2*Defer[Int][(E^(E^(x^(-1) + 8*x + 2*x^2)*(-2 + x)^x + x^(-1) + 8*x + 2*x^2)*(-2 + x)^(-1 + x))/x^2, x] - Defer[Int][(E^(E^(x^(-1) + 8*x + 2*x^2)*(-2 + x)^x + x^(-1) + 8*x + 2*x^2)*(-2 + x)^(-1 + x))/x, x] + Defer[Int][E^(E^(x^(-1) + 8*x + 2*x^2)*(-2 + x)^x + x^(-1) + 8*x + 2*x^2)*(-2 + x)^(-1 + x)*x, x] + 4*Defer[Int][E^(E^(x^(-1) + 8*x + 2*x^2)*(-2 + x)^x + x^(-1) + 8*x + 2*x^2)*(-2 + x)^(-1 + x)*x^2, x] + Defer[Int][E^(E^((1 + 8*x^2 + 2*x^3 + x^2*Log[-2 + x])/x) + (1 + 8*x^2 + 2*x^3 + x^2*Log[-2 + x])/x)*Log[-2 + x], x]","F",0,0,0,0,-1,"{}"
7234,0,0,0,1.2097988,"\int \frac{27+3 e^{4 x}+18 x+3 x^2+e \left(-3 x-82 x^2\right)+e^{2 x} \left(18+6 x+e \left(-6 x-164 x^2\right)\right)}{27 x+756 x^2+495 x^3+82 x^4+e^{4 x} \left(3 x+82 x^2\right)+e^{2 x} \left(18 x+498 x^2+164 x^3\right)} \, dx","Int[(27 + 3*E^(4*x) + 18*x + 3*x^2 + E*(-3*x - 82*x^2) + E^(2*x)*(18 + 6*x + E*(-6*x - 164*x^2)))/(27*x + 756*x^2 + 495*x^3 + 82*x^4 + E^(4*x)*(3*x + 82*x^2) + E^(2*x)*(18*x + 498*x^2 + 164*x^3)),x]","\int \frac{27+3 e^{4 x}+18 x+3 x^2+e \left(-3 x-82 x^2\right)+e^{2 x} \left(18+6 x+e \left(-6 x-164 x^2\right)\right)}{27 x+756 x^2+495 x^3+82 x^4+e^{4 x} \left(3 x+82 x^2\right)+e^{2 x} \left(18 x+498 x^2+164 x^3\right)} \, dx","\frac{e}{x+e^{2 x}+3}+\log \left(\frac{3 x}{82 x+3}\right)",1,"Log[x] - Log[3 + 82*x] + 5*E*Defer[Int][(3 + E^(2*x) + x)^(-2), x] + 2*E*Defer[Int][x/(3 + E^(2*x) + x)^2, x] - 2*E*Defer[Int][(3 + E^(2*x) + x)^(-1), x]","F",0,0,0,0,-1,"{}"
7235,1,28,0,0.281664,"\int \frac{1}{16} e^{e^{\frac{1}{16} \left(80+18 x-e^5 x-x^2\right)}-x} \left(-16+e^{\frac{1}{16} \left(80+18 x-e^5 x-x^2\right)} \left(18-e^5-2 x\right)\right) \, dx","Int[(E^(E^((80 + 18*x - E^5*x - x^2)/16) - x)*(-16 + E^((80 + 18*x - E^5*x - x^2)/16)*(18 - E^5 - 2*x)))/16,x]","e^{e^{\frac{1}{16} \left(-x^2-e^5 x+18 x+80\right)}-x}","e^{e^{\frac{1}{16} \left(-x-e^5+2\right) x+x+5}-x}",1,"E^(E^((80 + 18*x - E^5*x - x^2)/16) - x)","A",2,2,67,0.02985,1,"{12, 6706}"
7236,1,63,0,0.0447093,"\int e^{\frac{-2-x-x^2+\log (x)}{x}} \left(3+2 x-x^2-\log (x)\right) \, dx","Int[E^((-2 - x - x^2 + Log[x])/x)*(3 + 2*x - x^2 - Log[x]),x]","-\frac{e^{-\frac{x^2+x+2}{x}} x^{\frac{1}{x}} \left(-x^2-\log (x)+3\right)}{\frac{2 x-\frac{1}{x}+1}{x}-\frac{x^2+x-\log (x)+2}{x^2}}","x^2 e^{\frac{-x^2-x+\log (x)-2}{x}}",1,"-((x^x^(-1)*(3 - x^2 - Log[x]))/(E^((2 + x + x^2)/x)*((1 - x^(-1) + 2*x)/x - (2 + x + x^2 - Log[x])/x^2)))","B",1,1,33,0.03030,1,"{2288}"
7237,0,0,0,1.581218,"\int \frac{-40+40 x+6 x^2+18 x^3-x^5+\left(-4 x-20 x^2+x^4\right) \log (x)+\left(8-8 x-4 x^3+4 x^2 \log (x)\right) \log (x-\log (x))}{-4 x^2+4 x \log (x)} \, dx","Int[(-40 + 40*x + 6*x^2 + 18*x^3 - x^5 + (-4*x - 20*x^2 + x^4)*Log[x] + (8 - 8*x - 4*x^3 + 4*x^2*Log[x])*Log[x - Log[x]])/(-4*x^2 + 4*x*Log[x]),x]","\int \frac{-40+40 x+6 x^2+18 x^3-x^5+\left(-4 x-20 x^2+x^4\right) \log (x)+\left(8-8 x-4 x^3+4 x^2 \log (x)\right) \log (x-\log (x))}{-4 x^2+4 x \log (x)} \, dx","\left(\frac{x^2}{4}+\log (x-\log (x))-5\right)^2-x+e^5-2",1,"-x - (5*x^2)/2 + x^4/16 - 10*Defer[Int][(x - Log[x])^(-1), x] + 10*Defer[Int][1/(x*(x - Log[x])), x] - Defer[Int][x/(x - Log[x]), x]/2 + Defer[Int][x^2/(x - Log[x]), x]/2 + 2*Defer[Int][Log[x - Log[x]]/(x - Log[x]), x] - 2*Defer[Int][Log[x - Log[x]]/(x*(x - Log[x])), x] + Defer[Int][(x^2*Log[x - Log[x]])/(x - Log[x]), x] - Defer[Int][(x*Log[x]*Log[x - Log[x]])/(x - Log[x]), x]","F",0,0,0,0,-1,"{}"
7238,0,0,0,21.8434047,"\int \frac{-x^2+2 x \log (25)-\log ^2(25)+\left(15 x^2-20 x \log (25)+5 \log ^2(25)\right) \log (x)+\left(-3 x^2+4 x \log (25)-\log ^2(25)\right) \log (x) \log (\log (x))}{\left(-2-5 x^3+10 x^2 \log (25)-5 x \log ^2(25)\right) \log (x)+\left(x^3-2 x^2 \log (25)+x \log ^2(25)\right) \log (x) \log (\log (x))} \, dx","Int[(-x^2 + 2*x*Log[25] - Log[25]^2 + (15*x^2 - 20*x*Log[25] + 5*Log[25]^2)*Log[x] + (-3*x^2 + 4*x*Log[25] - Log[25]^2)*Log[x]*Log[Log[x]])/((-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2)*Log[x] + (x^3 - 2*x^2*Log[25] + x*Log[25]^2)*Log[x]*Log[Log[x]]),x]","\int \frac{-x^2+2 x \log (25)-\log ^2(25)+\left(15 x^2-20 x \log (25)+5 \log ^2(25)\right) \log (x)+\left(-3 x^2+4 x \log (25)-\log ^2(25)\right) \log (x) \log (\log (x))}{\left(-2-5 x^3+10 x^2 \log (25)-5 x \log ^2(25)\right) \log (x)+\left(x^3-2 x^2 \log (25)+x \log ^2(25)\right) \log (x) \log (\log (x))} \, dx","-\log \left(x (5-\log (\log (x))) (x-\log (25))^2+2\right)",1,"-Log[x] - 2*Log[x - Log[25]] - (Log[625]*Defer[Int][1/(x*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x*(x - Log[25])^2*Log[Log[x]])), x])/Log[25] - Log[25]^2*Defer[Int][1/(Log[x]*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x*(x - Log[25])^2*Log[Log[x]])), x] + 2*Log[25]*Defer[Int][x/(Log[x]*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x*(x - Log[25])^2*Log[Log[x]])), x] - Defer[Int][x^2/(Log[x]*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x*(x - Log[25])^2*Log[Log[x]])), x] - 6*Defer[Int][1/((x - Log[25])*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x^3*Log[Log[x]] - 2*x^2*Log[25]*Log[Log[x]] + x*Log[25]^2*Log[Log[x]])), x] + (Log[625]*Defer[Int][1/((x - Log[25])*(-2 - 5*x^3 + 10*x^2*Log[25] - 5*x*Log[25]^2 + x^3*Log[Log[x]] - 2*x^2*Log[25]*Log[Log[x]] + x*Log[25]^2*Log[Log[x]])), x])/Log[25]","F",0,0,0,0,-1,"{}"
7239,1,21,0,0.0067057,"\int \frac{e^{-e^2} (1-x)}{x} \, dx","Int[(1 - x)/(E^E^2*x),x]","e^{-e^2} \log (x)-e^{-e^2} x","x \left(1-\frac{e^{-e^2} \left(x+\log \left(\frac{1}{x}\right)\right)}{x}\right)-x",1,"-(x/E^E^2) + Log[x]/E^E^2","A",3,2,16,0.1250,1,"{12, 43}"
7240,1,22,0,0.566208,"\int \frac{e^{\frac{2}{2 x+\log (2 x)}} (-2-4 x) \log (\log (2))}{4 x^3 \log (3)+4 x^2 \log (3) \log (2 x)+x \log (3) \log ^2(2 x)} \, dx","Int[(E^(2/(2*x + Log[2*x]))*(-2 - 4*x)*Log[Log[2]])/(4*x^3*Log[3] + 4*x^2*Log[3]*Log[2*x] + x*Log[3]*Log[2*x]^2),x]","\frac{\log (\log (2)) e^{\frac{2}{2 x+\log (2 x)}}}{\log (3)}","\frac{\log (\log (2)) e^{\frac{2}{2 x+\log (2 x)}}}{\log (3)}",1,"(E^(2/(2*x + Log[2*x]))*Log[Log[2]])/Log[3]","A",4,3,54,0.05556,1,"{12, 6688, 6706}"
7241,1,46,0,0.0204019,"\int \left(50+e^{3-x} (-1+x)+292 x+381 x^2+140 x^3+15 x^4\right) \, dx","Int[50 + E^(3 - x)*(-1 + x) + 292*x + 381*x^2 + 140*x^3 + 15*x^4,x]","3 x^5+35 x^4+127 x^3+146 x^2+50 x-e^{3-x}+e^{3-x} (1-x)","x \left(\left(\frac{2}{x}+3\right) x (x+1) (x+5)^2-e^{3-x}+x\right)",1,"-E^(3 - x) + E^(3 - x)*(1 - x) + 50*x + 146*x^2 + 127*x^3 + 35*x^4 + 3*x^5","A",3,2,31,0.06452,1,"{2176, 2194}"
7242,1,12,0,0.0063647,"\int \frac{e^2-3 x^2}{e^2 x^2} \, dx","Int[(E^2 - 3*x^2)/(E^2*x^2),x]","-\frac{3 x}{e^2}-\frac{1}{x}","17-\left(\frac{1}{x^2}+\frac{3}{e^2}\right) x",1,"-x^(-1) - (3*x)/E^2","A",3,2,16,0.1250,1,"{12, 14}"
7243,1,37,0,0.8348157,"\int \frac{-4608-9216 x-4608 x^2+\left(-384-768 x-384 x^2\right) \log (x) \log (4 x)+\left(384+768 x+384 x^2\right) \log ^2(4 x)+\left(-2 x^2-x^3+\left(32+64 x+32 x^2\right) \log (x)\right) \log ^3(4 x)}{\left(x+2 x^2+x^3\right) \log ^3(4 x)} \, dx","Int[(-4608 - 9216*x - 4608*x^2 + (-384 - 768*x - 384*x^2)*Log[x]*Log[4*x] + (384 + 768*x + 384*x^2)*Log[4*x]^2 + (-2*x^2 - x^3 + (32 + 64*x + 32*x^2)*Log[x])*Log[4*x]^3)/((x + 2*x^2 + x^3)*Log[4*x]^3),x]","-\frac{(x+2)^2}{x+1}+16 \log ^2(x)+\frac{2304}{\log ^2(4 x)}+\frac{384 \log (x)}{\log (4 x)}","-x+\frac{x}{x+1}+16 \left(\log (x)+\frac{12}{\log (4 x)}\right)^2",1,"-((2 + x)^2/(1 + x)) + 16*Log[x]^2 + 2304/Log[4*x]^2 + (384*Log[x])/Log[4*x]","A",16,10,94,0.1064,1,"{1594, 27, 6688, 14, 74, 2301, 2302, 30, 2366, 29}"
7244,0,0,0,2.2230544,"\int \frac{\left(\frac{1}{3} \left(-20+4 e^2\right)\right)^{\frac{1}{x^2}} \left(\frac{\log (x)}{x}\right)^{\frac{1}{x^2}} \left(1-\log (x)-2 \log (x) \log \left(\frac{\left(-20+4 e^2\right) \log (x)}{3 x}\right)\right)}{x^3 \log (x)} \, dx","Int[(((-20 + 4*E^2)/3)^x^(-2)*(Log[x]/x)^x^(-2)*(1 - Log[x] - 2*Log[x]*Log[((-20 + 4*E^2)*Log[x])/(3*x)]))/(x^3*Log[x]),x]","\int \frac{\left(\frac{1}{3} \left(-20+4 e^2\right)\right)^{\frac{1}{x^2}} \left(\frac{\log (x)}{x}\right)^{\frac{1}{x^2}} \left(1-\log (x)-2 \log (x) \log \left(\frac{\left(-20+4 e^2\right) \log (x)}{3 x}\right)\right)}{x^3 \log (x)} \, dx","\left(\frac{4}{3} \left(e^2-5\right)\right)^{\frac{1}{x^2}} \left(\frac{\log (x)}{x}\right)^{\frac{1}{x^2}}",1,"-Defer[Int][(((-20 + 4*E^2)/3)^x^(-2)*(Log[x]/x)^x^(-2))/x^3, x] + Defer[Int][(((-20 + 4*E^2)/3)^x^(-2)*(Log[x]/x)^x^(-2))/(x^3*Log[x]), x] - 2*Defer[Int][(((-20 + 4*E^2)/3)^x^(-2)*(Log[x]/x)^x^(-2)*Log[(4*(-5 + E^2)*Log[x])/(3*x)])/x^3, x]","F",0,0,0,0,-1,"{}"
7245,1,15,0,0.0079696,"\int \frac{1}{5} \sqrt[10]{3} \sqrt[10]{e^{2 x}} \, dx","Int[(3^(1/10)*(E^(2*x))^(1/10))/5,x]","\sqrt[10]{3} \sqrt[10]{e^{2 x}}","\sqrt[10]{3} \sqrt[10]{e^{2 x}}",1,"3^(1/10)*(E^(2*x))^(1/10)","A",2,2,18,0.1111,1,"{12, 2194}"
7246,1,112,0,0.2136956,"\int \left(-8+36 x-16 x^2+8 x^3-36 x^4+16 x^5+\left(-12+70 x-126 x^2+236 x^3-290 x^4+110 x^5\right) \log (x)+\left(18 x-144 x^2+376 x^3-400 x^4+150 x^5\right) \log ^2(x)\right) \, dx","Int[-8 + 36*x - 16*x^2 + 8*x^3 - 36*x^4 + 16*x^5 + (-12 + 70*x - 126*x^2 + 236*x^3 - 290*x^4 + 110*x^5)*Log[x] + (18*x - 144*x^2 + 376*x^3 - 400*x^4 + 150*x^5)*Log[x]^2,x]","x^6+25 x^6 \log ^2(x)+10 x^6 \log (x)-2 x^5-80 x^5 \log ^2(x)-26 x^5 \log (x)-x^4+94 x^4 \log ^2(x)+12 x^4 \log (x)-2 x^3-48 x^3 \log ^2(x)-10 x^3 \log (x)+5 x^2+9 x^2 \log ^2(x)+26 x^2 \log (x)+4 x-12 x \log (x)","(x-((x-1) x (x+(5 x-3) \log (x)))+2)^2",1,"4*x + 5*x^2 - 2*x^3 - x^4 - 2*x^5 + x^6 - 12*x*Log[x] + 26*x^2*Log[x] - 10*x^3*Log[x] + 12*x^4*Log[x] - 26*x^5*Log[x] + 10*x^6*Log[x] + 9*x^2*Log[x]^2 - 48*x^3*Log[x]^2 + 94*x^4*Log[x]^2 - 80*x^5*Log[x]^2 + 25*x^6*Log[x]^2","B",21,4,82,0.04878,1,"{2356, 2295, 2304, 2305}"
7247,1,90,0,0.8342752,"\int \frac{2-x-x^2+e^4 \left(-15 x^2+3 x^3\right)-3 e^4 x^2 \log (x)+\left(e^4 \left(-36 x-6 x^2+6 x^3\right)+e^4 \left(-6 x-3 x^2\right) \log (x)\right) \log (2+x)}{2 x+x^2} \, dx","Int[(2 - x - x^2 + E^4*(-15*x^2 + 3*x^3) - 3*E^4*x^2*Log[x] + (E^4*(-36*x - 6*x^2 + 6*x^3) + E^4*(-6*x - 3*x^2)*Log[x])*Log[2 + x])/(2*x + x^2),x]","3 e^4 x^2 \log (x+2)-\left(1+21 e^4\right) x+21 e^4 x+6 e^4 \log \left(\frac{x}{2}+1\right) \log (x)+6 e^4 \log (2) \log (x)+\log (x)-15 e^4 (x+2) \log (x+2)-3 e^4 (x+2) \log (x) \log (x+2)+30 e^4 \log (x+2)","(-x+\log (x)+5) \left(1-3 e^4 x \log (x+2)\right)",1,"21*E^4*x - (1 + 21*E^4)*x + Log[x] + 6*E^4*Log[2]*Log[x] + 6*E^4*Log[1 + x/2]*Log[x] + 30*E^4*Log[2 + x] + 3*E^4*x^2*Log[2 + x] - 15*E^4*(2 + x)*Log[2 + x] - 3*E^4*(2 + x)*Log[x]*Log[2 + x]","B",27,14,84,0.1667,1,"{1593, 6742, 1620, 43, 2351, 2295, 2317, 2391, 2389, 2395, 2370, 2411, 2316, 2315}"
7248,1,18,0,0.3857894,"\int \frac{e^{10}-2 e^5 x+x^2+\left(4 e^5 x-4 x^2\right) \log ^3(x)+e^5 x \log ^4(x)}{e^{10} x-2 e^5 x^2+x^3} \, dx","Int[(E^10 - 2*E^5*x + x^2 + (4*E^5*x - 4*x^2)*Log[x]^3 + E^5*x*Log[x]^4)/(E^10*x - 2*E^5*x^2 + x^3),x]","\frac{x \log ^4(x)}{e^5-x}+\log (x)","-\frac{x \log ^4(x)}{x-e^5}+\log (x)+e^{20}+5",1,"Log[x] + (x*Log[x]^4)/(E^5 - x)","A",13,8,59,0.1356,1,"{1594, 27, 6688, 2317, 2374, 2383, 6589, 2318}"
7249,1,20,0,0.2695558,"\int \frac{72+8 x+(-8-8 x) \log (1+x)}{(1+x) \log ^2(1+x)} \, dx","Int[(72 + 8*x + (-8 - 8*x)*Log[1 + x])/((1 + x)*Log[1 + x]^2),x]","-\frac{8 (x+1)}{\log (x+1)}-\frac{64}{\log (x+1)}","1-\frac{8 (x+9)}{\log (x+1)}",1,"-64/Log[1 + x] - (8*(1 + x))/Log[1 + x]","A",13,10,27,0.3704,1,"{6741, 12, 6742, 2411, 2353, 2297, 2298, 2302, 30, 2389}"
7250,1,22,0,0.0199394,"\int \frac{18+9 e^{-4-x} x^2+32 x^3}{9 x^2} \, dx","Int[(18 + 9*E^(-4 - x)*x^2 + 32*x^3)/(9*x^2),x]","\frac{16 x^2}{9}-e^{-x-4}-\frac{2}{x}","\frac{16 x^2}{9}-e^{-x-4}-\frac{2}{x}",1,"-E^(-4 - x) - 2/x + (16*x^2)/9","A",6,3,26,0.1154,1,"{12, 14, 2194}"
7251,0,0,0,0.8789216,"\int \frac{(-1+x) \log (x)+\left(-4-x+(-3-x) \log (x)+\log ^2(x)\right) \log (4+x-\log (x))}{(-4-x+\log (x)) \log ^2(4+x-\log (x))} \, dx","Int[((-1 + x)*Log[x] + (-4 - x + (-3 - x)*Log[x] + Log[x]^2)*Log[4 + x - Log[x]])/((-4 - x + Log[x])*Log[4 + x - Log[x]]^2),x]","\int \frac{(-1+x) \log (x)+\left(-4-x+(-3-x) \log (x)+\log ^2(x)\right) \log (4+x-\log (x))}{(-4-x+\log (x)) \log ^2(4+x-\log (x))} \, dx","\frac{x \log (x)}{\log (x-\log (x)+4)}-1",1,"Defer[Int][Log[x]/((4 + x - Log[x])*Log[4 + x - Log[x]]^2), x] - Defer[Int][(x*Log[x])/((4 + x - Log[x])*Log[4 + x - Log[x]]^2), x] + Defer[Int][Log[4 + x - Log[x]]^(-1), x] + Defer[Int][Log[x]/Log[4 + x - Log[x]], x]","F",0,0,0,0,-1,"{}"
7252,1,28,0,0.0265481,"\int \frac{-3 e^{10}-3 x+e^x \left(5 x+5 x^2\right)}{3 x} \, dx","Int[(-3*E^10 - 3*x + E^x*(5*x + 5*x^2))/(3*x),x]","-x-\frac{5 e^x}{3}+\frac{5}{3} e^x (x+1)-e^{10} \log (x)","\frac{5 e^x x}{3}-x-e^{10} \log (2 x)",1,"(-5*E^x)/3 - x + (5*E^x*(1 + x))/3 - E^10*Log[x]","A",7,5,29,0.1724,1,"{12, 14, 2176, 2194, 43}"
7253,1,26,0,0.053345,"\int \frac{1}{3} \left(-4 x+12 x^2+4 x^3+\left(-8 x+36 x^2+16 x^3\right) \log (x)\right) \, dx","Int[(-4*x + 12*x^2 + 4*x^3 + (-8*x + 36*x^2 + 16*x^3)*Log[x])/3,x]","\frac{4}{3} x^4 \log (x)+4 x^3 \log (x)-\frac{4}{3} x^2 \log (x)","\frac{4}{3} x^2 \left(x^2+3 x-1\right) \log (x)",1,"(-4*x^2*Log[x])/3 + 4*x^3*Log[x] + (4*x^4*Log[x])/3","A",8,4,35,0.1143,1,"{12, 1594, 2356, 2304}"
7254,0,0,0,4.0088508,"\int \frac{\left(7 x+14 e^{2 x} x\right) \log \left(-\frac{10}{x}\right)+\left(-7 e^{2 x}-7 x+\left(-7 e^{2 x} x-7 x^2\right) \log \left(-\frac{10}{x}\right)\right) \log \left(e^{2 x}+x\right)}{3 e^{3 x} x+3 e^x x^2} \, dx","Int[((7*x + 14*E^(2*x)*x)*Log[-10/x] + (-7*E^(2*x) - 7*x + (-7*E^(2*x)*x - 7*x^2)*Log[-10/x])*Log[E^(2*x) + x])/(3*E^(3*x)*x + 3*E^x*x^2),x]","\int \frac{\left(7 x+14 e^{2 x} x\right) \log \left(-\frac{10}{x}\right)+\left(-7 e^{2 x}-7 x+\left(-7 e^{2 x} x-7 x^2\right) \log \left(-\frac{10}{x}\right)\right) \log \left(e^{2 x}+x\right)}{3 e^{3 x} x+3 e^x x^2} \, dx","\frac{7}{3} e^{-x} \log \left(-\frac{10}{x}\right) \log \left(x+e^{2 x}\right)",1,"(-14*ExpIntegralEi[-x])/3 + (7*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -x])/3 - (14*Log[-10/x])/(3*E^x) - (7*ExpIntegralEi[-x]*Log[-10/x])/3 - (7*EulerGamma*Log[x])/3 - (7*(ExpIntegralE[1, x] + ExpIntegralEi[-x])*Log[x])/3 - (7*Log[x]^2)/6 + (7*Log[-10/x]*Log[E^(2*x) + x])/(3*E^x) + (7*Log[-10/x]*Defer[Int][1/(E^x*(E^(2*x) + x)), x])/3 - (14*Log[-10/x]*Defer[Int][E^x/(E^(2*x) + x), x])/3 + (7*Log[-10/x]*Defer[Int][E^x/(x*(E^(2*x) + x)), x])/3 - (14*Log[-10/x]*Defer[Int][x/(E^x*(E^(2*x) + x)), x])/3 + (7*Defer[Int][Defer[Int][1/(E^x*(E^(2*x) + x)), x]/x, x])/3 - (14*Defer[Int][Defer[Int][E^x/(E^(2*x) + x), x]/x, x])/3 + (7*Defer[Int][Defer[Int][E^x/(x*(E^(2*x) + x)), x]/x, x])/3 - (14*Defer[Int][Defer[Int][x/(E^x*(E^(2*x) + x)), x]/x, x])/3","F",0,0,0,0,-1,"{}"
7255,1,19,0,0.0040701,"\int \frac{2 e^3 (1+x)^2}{25+25 x} \, dx","Int[(2*E^3*(1 + x)^2)/(25 + 25*x),x]","\frac{e^3 x^2}{25}+\frac{2 e^3 x}{25}","\frac{1}{4} e^5 \left(\frac{4 (x+1)^2}{25 e^2}+4\right)",1,"(2*E^3*x)/25 + (E^3*x^2)/25","A",3,2,17,0.1176,1,"{12, 21}"
7256,1,29,0,1.9692898,"\int \frac{-2-25 x+e^{x^2} \left(-27+4 x^2\right)+27 \log (x)+\left(-e^{x^2}-x+\log (x)\right) \log \left(\frac{e^{2 x^2}+2 e^{x^2} x+x^2+\left(-2 e^{x^2}-2 x\right) \log (x)+\log ^2(x)}{x^2}\right)}{-e^{x^2} x^2-x^3+x^2 \log (x)} \, dx","Int[(-2 - 25*x + E^x^2*(-27 + 4*x^2) + 27*Log[x] + (-E^x^2 - x + Log[x])*Log[(E^(2*x^2) + 2*E^x^2*x + x^2 + (-2*E^x^2 - 2*x)*Log[x] + Log[x]^2)/x^2])/(-(E^x^2*x^2) - x^3 + x^2*Log[x]),x]","-\frac{\log \left(\frac{\left(e^{x^2}+x-\log (x)\right)^2}{x^2}\right)}{x}-\frac{25}{x}","5-\frac{\log \left(\frac{\left(e^{x^2}+x-\log (x)\right)^2}{x^2}\right)+25}{x}",1,"-25/x - Log[(E^x^2 + x - Log[x])^2/x^2]/x","A",16,5,103,0.04854,1,"{6742, 14, 30, 2555, 12}"
7257,1,13,0,0.005383,"\int \frac{24 x^2+24 x^2 \log (3)}{\log (3)} \, dx","Int[(24*x^2 + 24*x^2*Log[3])/Log[3],x]","\frac{8 x^3 (1+\log (3))}{\log (3)}","8 x^2 \left(x+\frac{x}{\log (3)}\right)",1,"(8*x^3*(1 + Log[3]))/Log[3]","A",3,3,18,0.1667,1,"{6, 12, 30}"
7258,0,0,0,1.8716375,"\int \frac{2^{\frac{1}{-2+x}} \left(e^{e^{e^{3+e^{6+x}}}}\right)^{\frac{1}{-2+x}} \left(e^{9+e^{3+e^{6+x}}+e^{6+x}+x} (2-x)+\log \left(2 e^{e^{e^{3+e^{6+x}}}}\right)\right)}{4-4 x+x^2} \, dx","Int[(2^(-2 + x)^(-1)*(E^E^E^(3 + E^(6 + x)))^(-2 + x)^(-1)*(E^(9 + E^(3 + E^(6 + x)) + E^(6 + x) + x)*(2 - x) + Log[2*E^E^E^(3 + E^(6 + x))]))/(4 - 4*x + x^2),x]","\int \frac{2^{\frac{1}{-2+x}} \left(e^{e^{e^{3+e^{6+x}}}}\right)^{\frac{1}{-2+x}} \left(e^{9+e^{3+e^{6+x}}+e^{6+x}+x} (2-x)+\log \left(2 e^{e^{e^{3+e^{6+x}}}}\right)\right)}{4-4 x+x^2} \, dx","-2^{\frac{1}{x-2}} \left(e^{e^{e^{e^{x+6}+3}}}\right)^{\frac{1}{x-2}}-2",1,"Log[2*E^E^E^(3 + E^(6 + x))]*Defer[Int][(2^(-2 + x)^(-1)*(E^E^E^(3 + E^(6 + x)))^(-2 + x)^(-1))/(-2 + x)^2, x] - Defer[Int][(2^(-2 + x)^(-1)*E^(9 + E^(3 + E^(6 + x)) + E^(6 + x) + x)*(E^E^E^(3 + E^(6 + x)))^(-2 + x)^(-1))/(-2 + x), x] - Defer[Int][E^(9 + E^(3 + E^(6 + x)) + E^(6 + x) + x)*Defer[Int][(2^(-2 + x)^(-1)*(E^E^E^(3 + E^(6 + x)))^(-2 + x)^(-1))/(-2 + x)^2, x], x]","F",0,0,0,0,-1,"{}"
7259,0,0,0,11.2967764,"\int \frac{\exp \left(\frac{2 \left(2 x^2-x^3-2 x \log \left(\frac{x}{2}\right)-\log ^2\left(\frac{x}{2}\right)\right)}{x^2}\right) \left(-4 x^2-2 x^4+e^4 \left(-4 x-x^2-2 x^3\right)+\left(-4 x+4 x^2+e^4 (-4+4 x)\right) \log \left(\frac{x}{2}\right)+\left(4 e^4+4 x\right) \log ^2\left(\frac{x}{2}\right)\right)}{x^4} \, dx","Int[(E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2)*(-4*x^2 - 2*x^4 + E^4*(-4*x - x^2 - 2*x^3) + (-4*x + 4*x^2 + E^4*(-4 + 4*x))*Log[x/2] + (4*E^4 + 4*x)*Log[x/2]^2))/x^4,x]","\int \frac{\exp \left(\frac{2 \left(2 x^2-x^3-2 x \log \left(\frac{x}{2}\right)-\log ^2\left(\frac{x}{2}\right)\right)}{x^2}\right) \left(-4 x^2-2 x^4+e^4 \left(-4 x-x^2-2 x^3\right)+\left(-4 x+4 x^2+e^4 (-4+4 x)\right) \log \left(\frac{x}{2}\right)+\left(4 e^4+4 x\right) \log ^2\left(\frac{x}{2}\right)\right)}{x^4} \, dx","\frac{\left(x+e^4\right) e^{-\frac{2 \left(x+\log \left(\frac{x}{2}\right)\right)^2}{x^2}-2 x+6}}{x}",1,"-2*Defer[Int][E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2), x] - 4*Defer[Int][1/(E^((2*(-4*x^2 + x^3 + 2*x*Log[x/2] + Log[x/2]^2))/x^2)*x^3), x] - (4 + E^4)*Defer[Int][E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2)/x^2, x] - 2*Defer[Int][1/(E^((2*(-4*x^2 + x^3 + 2*x*Log[x/2] + Log[x/2]^2))/x^2)*x), x] - 4*Defer[Int][Log[x/2]/(E^((2*(-4*x^2 + x^3 + 2*x*Log[x/2] + Log[x/2]^2))/x^2)*x^4), x] - 4*(1 - E^4)*Defer[Int][(E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2)*Log[x/2])/x^3, x] + 4*Defer[Int][(E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2)*Log[x/2])/x^2, x] + 4*Defer[Int][Log[x/2]^2/(E^((2*(-4*x^2 + x^3 + 2*x*Log[x/2] + Log[x/2]^2))/x^2)*x^4), x] + 4*Defer[Int][(E^((2*(2*x^2 - x^3 - 2*x*Log[x/2] - Log[x/2]^2))/x^2)*Log[x/2]^2)/x^3, x]","F",0,0,0,0,-1,"{}"
7260,1,160,0,0.2461253,"\int \frac{-e^{4+2 e^3} x-10 x^2-2 x^3-20 x^4-5 x^5+e^{2+e^3} \left(-10-2 x-20 x^2-6 x^3\right)+\left(-10-2 x-2 e^{2+e^3} x-20 x^2-6 x^3\right) \log (2 x)-x \log ^2(2 x)}{x} \, dx","Int[(-(E^(4 + 2*E^3)*x) - 10*x^2 - 2*x^3 - 20*x^4 - 5*x^5 + E^(2 + E^3)*(-10 - 2*x - 20*x^2 - 6*x^3) + (-10 - 2*x - 2*E^(2 + E^3)*x - 20*x^2 - 6*x^3)*Log[2*x] - x*Log[2*x]^2)/x,x]","-x^5-5 x^4-\frac{2}{3} \left(1+3 e^{2+e^3}\right) x^3+\frac{2 x^3}{3}-2 x^3 \log (2 x)-5 \left(1+2 e^{2+e^3}\right) x^2+5 x^2-10 x^2 \log (2 x)-e^{2+e^3} \left(2+e^{2+e^3}\right) x+2 \left(1+e^{2+e^3}\right) x-2 x-x \log ^2(2 x)-5 \log ^2(2 x)-2 \left(1+e^{2+e^3}\right) x \log (2 x)+2 x \log (2 x)-10 e^{2+e^3} \log (x)","(-x-5) \left(x^2+\log (2 x)+e^{2+e^3}\right)^2",1,"-2*x + 2*(1 + E^(2 + E^3))*x - E^(2 + E^3)*(2 + E^(2 + E^3))*x + 5*x^2 - 5*(1 + 2*E^(2 + E^3))*x^2 + (2*x^3)/3 - (2*(1 + 3*E^(2 + E^3))*x^3)/3 - 5*x^4 - x^5 - 10*E^(2 + E^3)*Log[x] + 2*x*Log[2*x] - 2*(1 + E^(2 + E^3))*x*Log[2*x] - 10*x^2*Log[2*x] - 2*x^3*Log[2*x] - 5*Log[2*x]^2 - x*Log[2*x]^2","B",12,6,99,0.06061,1,"{14, 2357, 2295, 2301, 2304, 2296}"
7261,1,1192,0,25.3742079,"\int \frac{256 x^3+3328 x^4+20736 x^5+82560 x^6+233984 x^7+497088 x^8+808320 x^9+996512 x^{10}+866544 x^{11}+356640 x^{12}-369072 x^{13}-1002816 x^{14}-1296032 x^{15}-1207680 x^{16}-884448 x^{17}-523680 x^{18}-252432 x^{19}-98496 x^{20}-30576 x^{21}-7312 x^{22}-1272 x^{23}-144 x^{24}-8 x^{25}+\left(-1792 x^3-22272 x^4-132480 x^5-502336 x^6-1352576 x^7-2718720 x^8-4151456 x^9-4734416 x^{10}-3653904 x^{11}-952528 x^{12}+2287104 x^{13}+4629792 x^{14}+5263520 x^{15}+4403552 x^{16}+2894688 x^{17}+1525072 x^{18}+644016 x^{19}+214896 x^{20}+54960 x^{21}+10184 x^{22}+1224 x^{23}+72 x^{24}\right) \log (5)+\left(5504 x^3+65408 x^4+371136 x^5+1337760 x^6+3411200 x^7+6457392 x^8+9198320 x^9+9595520 x^{10}+6366336 x^{11}+375072 x^{12}-5659552 x^{13}-9084192 x^{14}-9080256 x^{15}-6771984 x^{16}-3951792 x^{17}-1823216 x^{18}-658768 x^{19}-181272 x^{20}-35960 x^{21}-4608 x^{22}-288 x^{23}\right) \log ^2(5)+\left(-9728 x^3-110592 x^4-598176 x^5-2045488 x^6-4921888 x^7-8728272 x^8-11506656 x^9-10817504 x^{10}-5840736 x^{11}+1446496 x^{12}+7517632 x^{13}+9906576 x^{14}+8684032 x^{15}+5718832 x^{16}+2918160 x^{17}+1152200 x^{18}+343616 x^{19}+73416 x^{20}+10080 x^{21}+672 x^{22}\right) \log ^3(5)+\left(10896 x^3+118608 x^4+611136 x^5+1978064 x^6+4472960 x^7+7384608 x^8+8921456 x^9+7401248 x^{10}+2904672 x^{11}-2422544 x^{12}-5968528 x^{13}-6586272 x^{14}-5036528 x^{15}-2889992 x^{16}-1261512 x^{17}-411432 x^{18}-95368 x^{19}-14112 x^{20}-1008 x^{21}\right) \log ^4(5)+\left(-8016 x^3-83664 x^4-410400 x^5-1254016 x^6-2651952 x^7-4045104 x^8-4421536 x^9-3134704 x^{10}-636096 x^{11}+1765856 x^{12}+2948848 x^{13}+2752008 x^{14}+1818768 x^{15}+891296 x^{16}+321552 x^{17}+81592 x^{18}+13104 x^{19}+1008 x^{20}\right) \log ^5(5)+\left(3872 x^3+38816 x^4+181152 x^5+520928 x^6+1024160 x^7+1429488 x^8+1389264 x^9+796656 x^{10}-58512 x^{11}-713944 x^{12}-906808 x^{13}-717024 x^{14}-402976 x^{15}-163240 x^{16}-45864 x^{17}-8064 x^{18}-672 x^{19}\right) \log ^6(5)+\left(-1184 x^3-11424 x^4-50688 x^5-136656 x^6-247904 x^7-312624 x^8-263376 x^9-109016 x^{10}+63744 x^{11}+164344 x^{12}+166928 x^{13}+111048 x^{14}+51552 x^{15}+16280 x^{16}+3168 x^{17}+288 x^{18}\right) \log ^7(5)+\left(208 x^3+1936 x^4+8160 x^5+20528 x^6+34024 x^7+38088 x^8+26720 x^9+5624 x^{10}-12792 x^{11}-20008 x^{12}-16600 x^{13}-9096 x^{14}-3296 x^{15}-720 x^{16}-72 x^{17}\right) \log ^8(5)+\left(-16 x^3-144 x^4-576 x^5-1344 x^6-2008 x^7-1944 x^8-1056 x^9+96 x^{10}+864 x^{11}+992 x^{12}+672 x^{13}+288 x^{14}+72 x^{15}+8 x^{16}\right) \log ^9(5)}{-1-18 x-153 x^2-816 x^3-3060 x^4-8568 x^5-18564 x^6-31824 x^7-43758 x^8-48620 x^9-43758 x^{10}-31824 x^{11}-18564 x^{12}-8568 x^{13}-3060 x^{14}-816 x^{15}-153 x^{16}-18 x^{17}-x^{18}+\left(9+153 x+1224 x^2+6120 x^3+21420 x^4+55692 x^5+111384 x^6+175032 x^7+218790 x^8+218790 x^9+175032 x^{10}+111384 x^{11}+55692 x^{12}+21420 x^{13}+6120 x^{14}+1224 x^{15}+153 x^{16}+9 x^{17}\right) \log (5)+\left(-36-576 x-4320 x^2-20160 x^3-65520 x^4-157248 x^5-288288 x^6-411840 x^7-463320 x^8-411840 x^9-288288 x^{10}-157248 x^{11}-65520 x^{12}-20160 x^{13}-4320 x^{14}-576 x^{15}-36 x^{16}\right) \log ^2(5)+\left(84+1260 x+8820 x^2+38220 x^3+114660 x^4+252252 x^5+420420 x^6+540540 x^7+540540 x^8+420420 x^9+252252 x^{10}+114660 x^{11}+38220 x^{12}+8820 x^{13}+1260 x^{14}+84 x^{15}\right) \log ^3(5)+\left(-126-1764 x-11466 x^2-45864 x^3-126126 x^4-252252 x^5-378378 x^6-432432 x^7-378378 x^8-252252 x^9-126126 x^{10}-45864 x^{11}-11466 x^{12}-1764 x^{13}-126 x^{14}\right) \log ^4(5)+\left(126+1638 x+9828 x^2+36036 x^3+90090 x^4+162162 x^5+216216 x^6+216216 x^7+162162 x^8+90090 x^9+36036 x^{10}+9828 x^{11}+1638 x^{12}+126 x^{13}\right) \log ^5(5)+\left(-84-1008 x-5544 x^2-18480 x^3-41580 x^4-66528 x^5-77616 x^6-66528 x^7-41580 x^8-18480 x^9-5544 x^{10}-1008 x^{11}-84 x^{12}\right) \log ^6(5)+\left(36+396 x+1980 x^2+5940 x^3+11880 x^4+16632 x^5+16632 x^6+11880 x^7+5940 x^8+1980 x^9+396 x^{10}+36 x^{11}\right) \log ^7(5)+\left(-9-90 x-405 x^2-1080 x^3-1890 x^4-2268 x^5-1890 x^6-1080 x^7-405 x^8-90 x^9-9 x^{10}\right) \log ^8(5)+\left(1+9 x+36 x^2+84 x^3+126 x^4+126 x^5+84 x^6+36 x^7+9 x^8+x^9\right) \log ^9(5)} \, dx","Int[(256*x^3 + 3328*x^4 + 20736*x^5 + 82560*x^6 + 233984*x^7 + 497088*x^8 + 808320*x^9 + 996512*x^10 + 866544*x^11 + 356640*x^12 - 369072*x^13 - 1002816*x^14 - 1296032*x^15 - 1207680*x^16 - 884448*x^17 - 523680*x^18 - 252432*x^19 - 98496*x^20 - 30576*x^21 - 7312*x^22 - 1272*x^23 - 144*x^24 - 8*x^25 + (-1792*x^3 - 22272*x^4 - 132480*x^5 - 502336*x^6 - 1352576*x^7 - 2718720*x^8 - 4151456*x^9 - 4734416*x^10 - 3653904*x^11 - 952528*x^12 + 2287104*x^13 + 4629792*x^14 + 5263520*x^15 + 4403552*x^16 + 2894688*x^17 + 1525072*x^18 + 644016*x^19 + 214896*x^20 + 54960*x^21 + 10184*x^22 + 1224*x^23 + 72*x^24)*Log[5] + (5504*x^3 + 65408*x^4 + 371136*x^5 + 1337760*x^6 + 3411200*x^7 + 6457392*x^8 + 9198320*x^9 + 9595520*x^10 + 6366336*x^11 + 375072*x^12 - 5659552*x^13 - 9084192*x^14 - 9080256*x^15 - 6771984*x^16 - 3951792*x^17 - 1823216*x^18 - 658768*x^19 - 181272*x^20 - 35960*x^21 - 4608*x^22 - 288*x^23)*Log[5]^2 + (-9728*x^3 - 110592*x^4 - 598176*x^5 - 2045488*x^6 - 4921888*x^7 - 8728272*x^8 - 11506656*x^9 - 10817504*x^10 - 5840736*x^11 + 1446496*x^12 + 7517632*x^13 + 9906576*x^14 + 8684032*x^15 + 5718832*x^16 + 2918160*x^17 + 1152200*x^18 + 343616*x^19 + 73416*x^20 + 10080*x^21 + 672*x^22)*Log[5]^3 + (10896*x^3 + 118608*x^4 + 611136*x^5 + 1978064*x^6 + 4472960*x^7 + 7384608*x^8 + 8921456*x^9 + 7401248*x^10 + 2904672*x^11 - 2422544*x^12 - 5968528*x^13 - 6586272*x^14 - 5036528*x^15 - 2889992*x^16 - 1261512*x^17 - 411432*x^18 - 95368*x^19 - 14112*x^20 - 1008*x^21)*Log[5]^4 + (-8016*x^3 - 83664*x^4 - 410400*x^5 - 1254016*x^6 - 2651952*x^7 - 4045104*x^8 - 4421536*x^9 - 3134704*x^10 - 636096*x^11 + 1765856*x^12 + 2948848*x^13 + 2752008*x^14 + 1818768*x^15 + 891296*x^16 + 321552*x^17 + 81592*x^18 + 13104*x^19 + 1008*x^20)*Log[5]^5 + (3872*x^3 + 38816*x^4 + 181152*x^5 + 520928*x^6 + 1024160*x^7 + 1429488*x^8 + 1389264*x^9 + 796656*x^10 - 58512*x^11 - 713944*x^12 - 906808*x^13 - 717024*x^14 - 402976*x^15 - 163240*x^16 - 45864*x^17 - 8064*x^18 - 672*x^19)*Log[5]^6 + (-1184*x^3 - 11424*x^4 - 50688*x^5 - 136656*x^6 - 247904*x^7 - 312624*x^8 - 263376*x^9 - 109016*x^10 + 63744*x^11 + 164344*x^12 + 166928*x^13 + 111048*x^14 + 51552*x^15 + 16280*x^16 + 3168*x^17 + 288*x^18)*Log[5]^7 + (208*x^3 + 1936*x^4 + 8160*x^5 + 20528*x^6 + 34024*x^7 + 38088*x^8 + 26720*x^9 + 5624*x^10 - 12792*x^11 - 20008*x^12 - 16600*x^13 - 9096*x^14 - 3296*x^15 - 720*x^16 - 72*x^17)*Log[5]^8 + (-16*x^3 - 144*x^4 - 576*x^5 - 1344*x^6 - 2008*x^7 - 1944*x^8 - 1056*x^9 + 96*x^10 + 864*x^11 + 992*x^12 + 672*x^13 + 288*x^14 + 72*x^15 + 8*x^16)*Log[5]^9)/(-1 - 18*x - 153*x^2 - 816*x^3 - 3060*x^4 - 8568*x^5 - 18564*x^6 - 31824*x^7 - 43758*x^8 - 48620*x^9 - 43758*x^10 - 31824*x^11 - 18564*x^12 - 8568*x^13 - 3060*x^14 - 816*x^15 - 153*x^16 - 18*x^17 - x^18 + (9 + 153*x + 1224*x^2 + 6120*x^3 + 21420*x^4 + 55692*x^5 + 111384*x^6 + 175032*x^7 + 218790*x^8 + 218790*x^9 + 175032*x^10 + 111384*x^11 + 55692*x^12 + 21420*x^13 + 6120*x^14 + 1224*x^15 + 153*x^16 + 9*x^17)*Log[5] + (-36 - 576*x - 4320*x^2 - 20160*x^3 - 65520*x^4 - 157248*x^5 - 288288*x^6 - 411840*x^7 - 463320*x^8 - 411840*x^9 - 288288*x^10 - 157248*x^11 - 65520*x^12 - 20160*x^13 - 4320*x^14 - 576*x^15 - 36*x^16)*Log[5]^2 + (84 + 1260*x + 8820*x^2 + 38220*x^3 + 114660*x^4 + 252252*x^5 + 420420*x^6 + 540540*x^7 + 540540*x^8 + 420420*x^9 + 252252*x^10 + 114660*x^11 + 38220*x^12 + 8820*x^13 + 1260*x^14 + 84*x^15)*Log[5]^3 + (-126 - 1764*x - 11466*x^2 - 45864*x^3 - 126126*x^4 - 252252*x^5 - 378378*x^6 - 432432*x^7 - 378378*x^8 - 252252*x^9 - 126126*x^10 - 45864*x^11 - 11466*x^12 - 1764*x^13 - 126*x^14)*Log[5]^4 + (126 + 1638*x + 9828*x^2 + 36036*x^3 + 90090*x^4 + 162162*x^5 + 216216*x^6 + 216216*x^7 + 162162*x^8 + 90090*x^9 + 36036*x^10 + 9828*x^11 + 1638*x^12 + 126*x^13)*Log[5]^5 + (-84 - 1008*x - 5544*x^2 - 18480*x^3 - 41580*x^4 - 66528*x^5 - 77616*x^6 - 66528*x^7 - 41580*x^8 - 18480*x^9 - 5544*x^10 - 1008*x^11 - 84*x^12)*Log[5]^6 + (36 + 396*x + 1980*x^2 + 5940*x^3 + 11880*x^4 + 16632*x^5 + 16632*x^6 + 11880*x^7 + 5940*x^8 + 1980*x^9 + 396*x^10 + 36*x^11)*Log[5]^7 + (-9 - 90*x - 405*x^2 - 1080*x^3 - 1890*x^4 - 2268*x^5 - 1890*x^6 - 1080*x^7 - 405*x^8 - 90*x^9 - 9*x^10)*Log[5]^8 + (1 + 9*x + 36*x^2 + 84*x^3 + 126*x^4 + 126*x^5 + 84*x^6 + 36*x^7 + 9*x^8 + x^9)*Log[5]^9),x]","x^8+8 x^6-8 (2-\log (5)) x^5+8 \left(6-3 \log (5)+\log ^2(5)\right) x^4-8 (2-\log (5)) \left(9-2 \log (5)+\log ^2(5)\right) x^3+4 \left(90-90 \log (5)+41 \log ^2(5)-10 \log ^3(5)+2 \log ^4(5)\right) x^2-8 (2-\log (5)) \left(57-41 \log (5)+21 \log ^2(5)-4 \log ^3(5)+\log ^4(5)\right) x-\frac{8 (1-\log (5)) \left(429-1287 \log (5)+561 \log ^2(5)+1947 \log ^3(5)-2001 \log ^4(5)-1077 \log ^5(5)+1989 \log ^6(5)+224 \log ^7(5)-1109 \log ^8(5)-25 \log ^9(5)+423 \log ^{10}(5)+79 \log ^{11}(5)-104 \log ^{12}(5)-120 \log ^{13}(5)-119 \log ^{14}(5)+527 \log ^{15}(5)-596 \log ^{16}(5)+376 \log ^{17}(5)-154 \log ^{18}(5)+42 \log ^{19}(5)-7 \log ^{20}(5)+\log ^{21}(5)\right)}{(x-\log (5)+1) \log ^{15}(5)}+\frac{4 (1-\log (5))^2 \left(429-990 \log (5)-99 \log ^2(5)+1884 \log ^3(5)-837 \log ^4(5)-1598 \log ^5(5)+1120 \log ^6(5)+868 \log ^7(5)-745 \log ^8(5)-430 \log ^9(5)+327 \log ^{10}(5)+300 \log ^{11}(5)-94 \log ^{12}(5)-520 \log ^{13}(5)+694 \log ^{14}(5)-448 \log ^{15}(5)+175 \log ^{16}(5)-42 \log ^{17}(5)+7 \log ^{18}(5)\right)}{(x-\log (5)+1)^2 \log ^{14}(5)}-\frac{8 (1-\log (5))^3 \left(99-165 \log (5)-120 \log ^2(5)+360 \log ^3(5)+\log ^4(5)-364 \log ^5(5)+91 \log ^6(5)+245 \log ^7(5)-93 \log ^8(5)-147 \log ^9(5)+72 \log ^{10}(5)+124 \log ^{11}(5)-175 \log ^{12}(5)+105 \log ^{13}(5)-35 \log ^{14}(5)+7 \log ^{15}(5)\right)}{(x-\log (5)+1)^3 \log ^{13}(5)}+\frac{8 \left(429-1716 \log (5)+1848 \log ^2(5)+1386 \log ^3(5)-3948 \log ^4(5)+924 \log ^5(5)+3066 \log ^6(5)-1765 \log ^7(5)-1333 \log ^8(5)+1084 \log ^9(5)+448 \log ^{10}(5)-344 \log ^{11}(5)-183 \log ^{12}(5)-16 \log ^{13}(5)+\log ^{14}(5)\right)}{(x+1) \log ^{15}(5)}+\frac{2 (1-\log (5))^4 \left(165-180 \log (5)-282 \log ^2(5)+444 \log ^3(5)+182 \log ^4(5)-504 \log ^5(5)+392 \log ^7(5)-121 \log ^8(5)-252 \log ^9(5)+294 \log ^{10}(5)-140 \log ^{11}(5)+35 \log ^{12}(5)\right)}{(x-\log (5)+1)^4 \log ^{12}(5)}+\frac{4 \left(429-1584 \log (5)+1386 \log ^2(5)+1680 \log ^3(5)-3192 \log ^4(5)-112 \log ^5(5)+2653 \log ^6(5)-560 \log ^7(5)-1305 \log ^8(5)+240 \log ^9(5)+454 \log ^{10}(5)+96 \log ^{11}(5)+\log ^{12}(5)\right)}{(x+1)^2 \log ^{14}(5)}+\frac{8 \left(99-330 \log (5)+210 \log ^2(5)+420 \log ^3(5)-518 \log ^4(5)-203 \log ^5(5)+413 \log ^6(5)+84 \log ^7(5)-163 \log ^8(5)-68 \log ^9(5)-5 \log ^{10}(5)\right)}{(x+1)^3 \log ^{13}(5)}-\frac{8 (1-\log (5))^5 \left(15-9 \log (5)-27 \log ^2(5)+28 \log ^3(5)+21 \log ^4(5)-35 \log ^5(5)+28 \log ^7(5)-21 \log ^8(5)+7 \log ^9(5)\right)}{(x-\log (5)+1)^5 \log ^{11}(5)}+\frac{2 \left(165-480 \log (5)+168 \log ^2(5)+672 \log ^3(5)-455 \log ^4(5)-448 \log ^5(5)+252 \log ^6(5)+224 \log ^7(5)+33 \log ^8(5)\right)}{(x+1)^4 \log ^{12}(5)}+\frac{4 (1-\log (5))^6 \left(9-2 \log (5)-14 \log ^2(5)+12 \log ^3(5)+9 \log ^4(5)-14 \log ^5(5)+7 \log ^6(5)\right)}{(x-\log (5)+1)^6 \log ^{10}(5)}+\frac{8 \left(15-36 \log (5)+49 \log ^3(5)-7 \log ^4(5)-28 \log ^5(5)-7 \log ^6(5)\right)}{(x+1)^5 \log ^{11}(5)}+\frac{4 \left(9-16 \log (5)-7 \log ^2(5)+16 \log ^3(5)+7 \log ^4(5)\right)}{(x+1)^6 \log ^{10}(5)}-\frac{8 (1-\log (5))^7 \left(1-\log ^2(5)+\log ^3(5)\right)}{(x-\log (5)+1)^7 \log ^9(5)}+\frac{8 \left(1-\log (5)-\log ^2(5)\right)}{(x+1)^7 \log ^9(5)}+\frac{1}{(x+1)^8 \log ^8(5)}+\frac{(1-\log (5))^8}{(x-\log (5)+1)^8 \log ^8(5)}","\left(\left(\frac{x^2}{\left(x^2+x\right) (x+1-\log (5))}+x\right)^4-2\right)^2",1,"8*x^6 + x^8 - 8*x^5*(2 - Log[5]) + 1/((1 + x)^8*Log[5]^8) + (1 - Log[5])^8/((1 + x - Log[5])^8*Log[5]^8) + (8*(1 - Log[5] - Log[5]^2))/((1 + x)^7*Log[5]^9) + 8*x^4*(6 - 3*Log[5] + Log[5]^2) - 8*x^3*(2 - Log[5])*(9 - 2*Log[5] + Log[5]^2) - (8*(1 - Log[5])^7*(1 - Log[5]^2 + Log[5]^3))/((1 + x - Log[5])^7*Log[5]^9) - 8*x*(2 - Log[5])*(57 - 41*Log[5] + 21*Log[5]^2 - 4*Log[5]^3 + Log[5]^4) + 4*x^2*(90 - 90*Log[5] + 41*Log[5]^2 - 10*Log[5]^3 + 2*Log[5]^4) + (4*(9 - 16*Log[5] - 7*Log[5]^2 + 16*Log[5]^3 + 7*Log[5]^4))/((1 + x)^6*Log[5]^10) + (8*(15 - 36*Log[5] + 49*Log[5]^3 - 7*Log[5]^4 - 28*Log[5]^5 - 7*Log[5]^6))/((1 + x)^5*Log[5]^11) + (4*(1 - Log[5])^6*(9 - 2*Log[5] - 14*Log[5]^2 + 12*Log[5]^3 + 9*Log[5]^4 - 14*Log[5]^5 + 7*Log[5]^6))/((1 + x - Log[5])^6*Log[5]^10) + (2*(165 - 480*Log[5] + 168*Log[5]^2 + 672*Log[5]^3 - 455*Log[5]^4 - 448*Log[5]^5 + 252*Log[5]^6 + 224*Log[5]^7 + 33*Log[5]^8))/((1 + x)^4*Log[5]^12) - (8*(1 - Log[5])^5*(15 - 9*Log[5] - 27*Log[5]^2 + 28*Log[5]^3 + 21*Log[5]^4 - 35*Log[5]^5 + 28*Log[5]^7 - 21*Log[5]^8 + 7*Log[5]^9))/((1 + x - Log[5])^5*Log[5]^11) + (8*(99 - 330*Log[5] + 210*Log[5]^2 + 420*Log[5]^3 - 518*Log[5]^4 - 203*Log[5]^5 + 413*Log[5]^6 + 84*Log[5]^7 - 163*Log[5]^8 - 68*Log[5]^9 - 5*Log[5]^10))/((1 + x)^3*Log[5]^13) + (4*(429 - 1584*Log[5] + 1386*Log[5]^2 + 1680*Log[5]^3 - 3192*Log[5]^4 - 112*Log[5]^5 + 2653*Log[5]^6 - 560*Log[5]^7 - 1305*Log[5]^8 + 240*Log[5]^9 + 454*Log[5]^10 + 96*Log[5]^11 + Log[5]^12))/((1 + x)^2*Log[5]^14) + (2*(1 - Log[5])^4*(165 - 180*Log[5] - 282*Log[5]^2 + 444*Log[5]^3 + 182*Log[5]^4 - 504*Log[5]^5 + 392*Log[5]^7 - 121*Log[5]^8 - 252*Log[5]^9 + 294*Log[5]^10 - 140*Log[5]^11 + 35*Log[5]^12))/((1 + x - Log[5])^4*Log[5]^12) + (8*(429 - 1716*Log[5] + 1848*Log[5]^2 + 1386*Log[5]^3 - 3948*Log[5]^4 + 924*Log[5]^5 + 3066*Log[5]^6 - 1765*Log[5]^7 - 1333*Log[5]^8 + 1084*Log[5]^9 + 448*Log[5]^10 - 344*Log[5]^11 - 183*Log[5]^12 - 16*Log[5]^13 + Log[5]^14))/((1 + x)*Log[5]^15) - (8*(1 - Log[5])^3*(99 - 165*Log[5] - 120*Log[5]^2 + 360*Log[5]^3 + Log[5]^4 - 364*Log[5]^5 + 91*Log[5]^6 + 245*Log[5]^7 - 93*Log[5]^8 - 147*Log[5]^9 + 72*Log[5]^10 + 124*Log[5]^11 - 175*Log[5]^12 + 105*Log[5]^13 - 35*Log[5]^14 + 7*Log[5]^15))/((1 + x - Log[5])^3*Log[5]^13) + (4*(1 - Log[5])^2*(429 - 990*Log[5] - 99*Log[5]^2 + 1884*Log[5]^3 - 837*Log[5]^4 - 1598*Log[5]^5 + 1120*Log[5]^6 + 868*Log[5]^7 - 745*Log[5]^8 - 430*Log[5]^9 + 327*Log[5]^10 + 300*Log[5]^11 - 94*Log[5]^12 - 520*Log[5]^13 + 694*Log[5]^14 - 448*Log[5]^15 + 175*Log[5]^16 - 42*Log[5]^17 + 7*Log[5]^18))/((1 + x - Log[5])^2*Log[5]^14) - (8*(1 - Log[5])*(429 - 1287*Log[5] + 561*Log[5]^2 + 1947*Log[5]^3 - 2001*Log[5]^4 - 1077*Log[5]^5 + 1989*Log[5]^6 + 224*Log[5]^7 - 1109*Log[5]^8 - 25*Log[5]^9 + 423*Log[5]^10 + 79*Log[5]^11 - 104*Log[5]^12 - 120*Log[5]^13 - 119*Log[5]^14 + 527*Log[5]^15 - 596*Log[5]^16 + 376*Log[5]^17 - 154*Log[5]^18 + 42*Log[5]^19 - 7*Log[5]^20 + Log[5]^21))/((1 + x - Log[5])*Log[5]^15)","B",2,1,1697,0.0005893,1,"{2074}"
7262,0,0,0,4.5608439,"\int \frac{-69177612+5618340 x-172284 x^2+2352 x^3-12 x^4+e^x \left(103766418+60706884 x-5387844 x^2+169344 x^3-2334 x^4+12 x^5\right)}{23059204 x^2-1872780 x^3+57233 x^4-780 x^5+4 x^6+e^x \left(-23059204 x-44240826 x^2+3697736 x^3-114074 x^4+1560 x^5-8 x^6\right)+e^{2 x} \left(5764801+22588608 x+21191226 x^2-1824956 x^3+56841 x^4-780 x^5+4 x^6\right)} \, dx","Int[(-69177612 + 5618340*x - 172284*x^2 + 2352*x^3 - 12*x^4 + E^x*(103766418 + 60706884*x - 5387844*x^2 + 169344*x^3 - 2334*x^4 + 12*x^5))/(23059204*x^2 - 1872780*x^3 + 57233*x^4 - 780*x^5 + 4*x^6 + E^x*(-23059204*x - 44240826*x^2 + 3697736*x^3 - 114074*x^4 + 1560*x^5 - 8*x^6) + E^(2*x)*(5764801 + 22588608*x + 21191226*x^2 - 1824956*x^3 + 56841*x^4 - 780*x^5 + 4*x^6)),x]","\int \frac{-69177612+5618340 x-172284 x^2+2352 x^3-12 x^4+e^x \left(103766418+60706884 x-5387844 x^2+169344 x^3-2334 x^4+12 x^5\right)}{23059204 x^2-1872780 x^3+57233 x^4-780 x^5+4 x^6+e^x \left(-23059204 x-44240826 x^2+3697736 x^3-114074 x^4+1560 x^5-8 x^6\right)+e^{2 x} \left(5764801+22588608 x+21191226 x^2-1824956 x^3+56841 x^4-780 x^5+4 x^6\right)} \, dx","\frac{3}{\frac{1}{2} \left(\frac{x^2}{(49-x)^2}-e^x\right)-e^x x+x}",1,"2859738*Defer[Int][(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^(-2), x] + 69076476*Defer[Int][x/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2, x] - 5631570*Defer[Int][x^2/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2, x] + 172284*Defer[Int][x^3/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2, x] - 2346*Defer[Int][x^4/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2, x] + 12*Defer[Int][x^5/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2, x] - 72037350*Defer[Int][1/((1 + 2*x)*(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^2), x] + 13815*Defer[Int][(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))^(-1), x] - 582*Defer[Int][x/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2)), x] + 6*Defer[Int][x^2/(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2)), x] + 29403*Defer[Int][1/((1 + 2*x)*(E^x*(-49 + x)^2*(1 + 2*x) + x*(-4802 + 195*x - 2*x^2))), x]","F",0,0,0,0,-1,"{}"
7263,1,29,0,116.1519729,"\int \frac{e^x (-4+2 x) \log (-2+x)+\left(-e^x x+e^x (-2+x) \log (-2+x)\right) \log \left(x^2\right)+e^x \left(2 x^2-x^3\right) \log ^2\left(x^2\right)+\left(e^x (-2+x) \log (-2+x) \log \left(x^2\right)+e^x \left(-2 x^2+x^3\right) \log ^2\left(x^2\right)\right) \log \left(\frac{\log (-2+x)+x^2 \log \left(x^2\right)}{x \log \left(x^2\right)}\right)+\left(e^x \left(2-3 x+x^2\right) \log (-2+x) \log \left(x^2\right)+e^x \left(2 x^2-3 x^3+x^4\right) \log ^2\left(x^2\right)\right) \log \left(\frac{\log (-2+x)+x^2 \log \left(x^2\right)}{x \log \left(x^2\right)}\right) \log \left(\frac{x}{\log \left(\frac{\log (-2+x)+x^2 \log \left(x^2\right)}{x \log \left(x^2\right)}\right)}\right)}{\left(\left(-2 x^2+x^3\right) \log (-2+x) \log \left(x^2\right)+\left(-2 x^4+x^5\right) \log ^2\left(x^2\right)\right) \log \left(\frac{\log (-2+x)+x^2 \log \left(x^2\right)}{x \log \left(x^2\right)}\right)} \, dx","Int[(E^x*(-4 + 2*x)*Log[-2 + x] + (-(E^x*x) + E^x*(-2 + x)*Log[-2 + x])*Log[x^2] + E^x*(2*x^2 - x^3)*Log[x^2]^2 + (E^x*(-2 + x)*Log[-2 + x]*Log[x^2] + E^x*(-2*x^2 + x^3)*Log[x^2]^2)*Log[(Log[-2 + x] + x^2*Log[x^2])/(x*Log[x^2])] + (E^x*(2 - 3*x + x^2)*Log[-2 + x]*Log[x^2] + E^x*(2*x^2 - 3*x^3 + x^4)*Log[x^2]^2)*Log[(Log[-2 + x] + x^2*Log[x^2])/(x*Log[x^2])]*Log[x/Log[(Log[-2 + x] + x^2*Log[x^2])/(x*Log[x^2])]])/(((-2*x^2 + x^3)*Log[-2 + x]*Log[x^2] + (-2*x^4 + x^5)*Log[x^2]^2)*Log[(Log[-2 + x] + x^2*Log[x^2])/(x*Log[x^2])]),x]","\frac{e^x \log \left(\frac{x}{\log \left(\frac{\log (x-2)}{x \log \left(x^2\right)}+x\right)}\right)}{x}","\frac{e^x \log \left(\frac{x}{\log \left(\frac{\log (x-2)}{x \log \left(x^2\right)}+x\right)}\right)}{x}",1,"(E^x*Log[x/Log[x + Log[-2 + x]/(x*Log[x^2])]])/x","A",57,6,281,0.02135,1,"{6688, 6742, 2177, 2178, 2197, 2555}"
7264,1,13,0,0.023173,"\int \frac{900 e^{\frac{450}{-1+2 x}}}{1-4 x+4 x^2} \, dx","Int[(900*E^(450/(-1 + 2*x)))/(1 - 4*x + 4*x^2),x]","-e^{-\frac{450}{1-2 x}}","2-e^{\frac{450}{2 x-1}}",1,"-E^(-450/(1 - 2*x))","A",3,3,25,0.1200,1,"{12, 27, 2209}"
7265,0,0,0,1.7550114,"\int \frac{9 x+12 x^2+18 x^3-6 x^4-6 x^2 \log (x)+\left(24 x^2-12 x^4-12 x^2 \log (x)+\left(-36 x+18 x^3+18 x \log (x)\right) \log \left(-2+x^2+\log (x)\right)\right) \log \left(-2 x+3 \log \left(-2+x^2+\log (x)\right)\right)}{4 x-2 x^3-2 x \log (x)+\left(-6+3 x^2+3 \log (x)\right) \log \left(-2+x^2+\log (x)\right)} \, dx","Int[(9*x + 12*x^2 + 18*x^3 - 6*x^4 - 6*x^2*Log[x] + (24*x^2 - 12*x^4 - 12*x^2*Log[x] + (-36*x + 18*x^3 + 18*x*Log[x])*Log[-2 + x^2 + Log[x]])*Log[-2*x + 3*Log[-2 + x^2 + Log[x]]])/(4*x - 2*x^3 - 2*x*Log[x] + (-6 + 3*x^2 + 3*Log[x])*Log[-2 + x^2 + Log[x]]),x]","\int \frac{9 x+12 x^2+18 x^3-6 x^4-6 x^2 \log (x)+\left(24 x^2-12 x^4-12 x^2 \log (x)+\left(-36 x+18 x^3+18 x \log (x)\right) \log \left(-2+x^2+\log (x)\right)\right) \log \left(-2 x+3 \log \left(-2+x^2+\log (x)\right)\right)}{4 x-2 x^3-2 x \log (x)+\left(-6+3 x^2+3 \log (x)\right) \log \left(-2+x^2+\log (x)\right)} \, dx","3 x^2 \log \left(3 \log \left(x^2+\log (x)-2\right)-2 x\right)",1,"-9*Defer[Int][x/((-2 + x^2 + Log[x])*(2*x - 3*Log[-2 + x^2 + Log[x]])), x] - 12*Defer[Int][x^2/((-2 + x^2 + Log[x])*(2*x - 3*Log[-2 + x^2 + Log[x]])), x] - 18*Defer[Int][x^3/((-2 + x^2 + Log[x])*(2*x - 3*Log[-2 + x^2 + Log[x]])), x] + 6*Defer[Int][x^4/((-2 + x^2 + Log[x])*(2*x - 3*Log[-2 + x^2 + Log[x]])), x] + 6*Defer[Int][(x^2*Log[x])/((-2 + x^2 + Log[x])*(2*x - 3*Log[-2 + x^2 + Log[x]])), x] + 6*Defer[Int][x*Log[-2*x + 3*Log[-2 + x^2 + Log[x]]], x]","F",0,0,0,0,-1,"{}"
7266,1,24,0,0.4078504,"\int \frac{-2 \log (x)+(2+(2+x) \log (x)) \log \left(x+9 e^8 x\right)}{x \log (x) \log \left(x+9 e^8 x\right)} \, dx","Int[(-2*Log[x] + (2 + (2 + x)*Log[x])*Log[x + 9*E^8*x])/(x*Log[x]*Log[x + 9*E^8*x]),x]","x+2 \log (x)+2 \log (\log (x))-2 \log \left(\log \left(\left(1+9 e^8\right) x\right)\right)","x-\log \left(\frac{36 \log ^2\left(9 e^8 x+x\right)}{x^2 \log ^2(x)}\right)",1,"x + 2*Log[x] + 2*Log[Log[x]] - 2*Log[Log[(1 + 9*E^8)*x]]","A",11,5,42,0.1190,1,"{2444, 6742, 43, 2302, 29}"
7267,0,0,0,1.814921,"\int \frac{-60+108 x+(-12+240 x) \log (x)+(24 x+48 x \log (x)) \log (5 x)}{16 x^2+\left(8 x^2-72 x^3\right) \log (x)+\left(x^2-18 x^3+81 x^4\right) \log ^2(x)+\left(-16 x^3 \log (x)+\left(-4 x^3+36 x^4\right) \log ^2(x)\right) \log (5 x)+4 x^4 \log ^2(x) \log ^2(5 x)} \, dx","Int[(-60 + 108*x + (-12 + 240*x)*Log[x] + (24*x + 48*x*Log[x])*Log[5*x])/(16*x^2 + (8*x^2 - 72*x^3)*Log[x] + (x^2 - 18*x^3 + 81*x^4)*Log[x]^2 + (-16*x^3*Log[x] + (-4*x^3 + 36*x^4)*Log[x]^2)*Log[5*x] + 4*x^4*Log[x]^2*Log[5*x]^2),x]","\int \frac{-60+108 x+(-12+240 x) \log (x)+(24 x+48 x \log (x)) \log (5 x)}{16 x^2+\left(8 x^2-72 x^3\right) \log (x)+\left(x^2-18 x^3+81 x^4\right) \log ^2(x)+\left(-16 x^3 \log (x)+\left(-4 x^3+36 x^4\right) \log ^2(x)\right) \log (5 x)+4 x^4 \log ^2(x) \log ^2(5 x)} \, dx","\frac{12}{x (\log (x) (x-2 x (\log (5 x)+5)+1)+4)}",1,"48*Defer[Int][1/(x^2*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])^2), x] + 48*Defer[Int][1/(x^2*Log[x]*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])^2), x] + 12*Defer[Int][Log[x]/(x^2*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])^2), x] + 24*Defer[Int][Log[x]/(x*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])^2), x] + 24*Defer[Int][1/(x^2*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])), x] + 12*Defer[Int][1/(x^2*Log[x]*(-4 - Log[x] + 9*x*Log[x] + 2*x*Log[x]*Log[5*x])), x]","F",0,0,0,0,-1,"{}"
7268,1,80,0,0.2911128,"\int \frac{1}{4} e^{2 x} \left(155-32 x-19 x^2-2 x^3-2 x^4+e^5 \left(-5-10 x+3 x^2+2 x^3\right)\right) \, dx","Int[(E^(2*x)*(155 - 32*x - 19*x^2 - 2*x^3 - 2*x^4 + E^5*(-5 - 10*x + 3*x^2 + 2*x^3)))/4,x]","-\frac{1}{4} e^{2 x} x^4+\frac{1}{4} e^{2 x} x^3+\frac{1}{4} e^{2 x+5} x^3-\frac{11}{4} e^{2 x} x^2-\frac{5}{4} e^{2 x} x-\frac{5}{4} e^{2 x+5} x+20 e^{2 x}","e^{2 x} \left(-\frac{1}{4} \left(-x+e^5-3\right) x-x+4\right) \left(5-x^2\right)",1,"20*E^(2*x) - (5*E^(2*x)*x)/4 - (5*E^(5 + 2*x)*x)/4 - (11*E^(2*x)*x^2)/4 + (E^(2*x)*x^3)/4 + (E^(5 + 2*x)*x^3)/4 - (E^(2*x)*x^4)/4","B",30,4,48,0.08333,1,"{12, 2196, 2194, 2176}"
7269,1,18,0,0.073694,"\int \frac{e^{e^x} \left(-54 x+e^x \left(-2+27 x^2\right)\right)}{16-432 x^2+2916 x^4} \, dx","Int[(E^E^x*(-54*x + E^x*(-2 + 27*x^2)))/(16 - 432*x^2 + 2916*x^4),x]","-\frac{e^{e^x}}{4 \left(2-27 x^2\right)}","3-\frac{e^{e^x}}{3 \left(4-36 x^2\right)-4}",1,"-1/4*E^E^x/(2 - 27*x^2)","A",2,2,35,0.05714,1,"{28, 2288}"
7270,0,0,0,1.8742161,"\int \frac{30 x^4+2 x^6+e^{\frac{-1+x^2}{x^2}} \left(30+2 x^2\right)+\left(2 e^{\frac{-1+x^2}{x^2}} x^4+2 x^6\right) \log \left(5 e^{\frac{-1+x^2}{x^2}}+5 x^2\right)}{e^{\frac{-1+x^2}{x^2}} x^3+x^5} \, dx","Int[(30*x^4 + 2*x^6 + E^((-1 + x^2)/x^2)*(30 + 2*x^2) + (2*E^((-1 + x^2)/x^2)*x^4 + 2*x^6)*Log[5*E^((-1 + x^2)/x^2) + 5*x^2])/(E^((-1 + x^2)/x^2)*x^3 + x^5),x]","\int \frac{30 x^4+2 x^6+e^{\frac{-1+x^2}{x^2}} \left(30+2 x^2\right)+\left(2 e^{\frac{-1+x^2}{x^2}} x^4+2 x^6\right) \log \left(5 e^{\frac{-1+x^2}{x^2}}+5 x^2\right)}{e^{\frac{-1+x^2}{x^2}} x^3+x^5} \, dx","\left(x^2+15\right) \log \left(5 \left(x^2+e^{1-\frac{1}{x^2}}\right)\right)",1,"30*Log[x] + x^2*Log[5*(E^(1 - x^(-2)) + x^2)] + 15*E*Defer[Subst][Defer[Int][1/(x^2*(E + E^x^(-1)*x)), x], x, x^2] - 15*E*Defer[Subst][Defer[Int][1/(x*(E + E^x^(-1)*x)), x], x, x^2]","F",0,0,0,0,-1,"{}"
7271,1,16,0,0.0689794,"\int \frac{1+x+16 x^4+e^x \left(2 x^2+x^3\right)}{x} \, dx","Int[(1 + x + 16*x^4 + E^x*(2*x^2 + x^3))/x,x]","4 x^4+e^x x^2+x+\log (x)","\left(4 x^2+e^x\right) x^2+\log \left(e^x x\right)-5",1,"x + E^x*x^2 + 4*x^4 + Log[x]","A",11,4,25,0.1600,1,"{14, 2196, 2176, 2194}"
7272,0,0,0,1.9125542,"\int \frac{e^x (-16+4 x)+x^{\frac{1}{x}} \left(x^2-x^3-x^2 \log (x)\right)}{4 e^x x+2 x^5+x^{4+\frac{1}{x}}} \, dx","Int[(E^x*(-16 + 4*x) + x^x^(-1)*(x^2 - x^3 - x^2*Log[x]))/(4*E^x*x + 2*x^5 + x^(4 + x^(-1))),x]","\int \frac{e^x (-16+4 x)+x^{\frac{1}{x}} \left(x^2-x^3-x^2 \log (x)\right)}{4 e^x x+2 x^5+x^{4+\frac{1}{x}}} \, dx","\log \left(\frac{x^{\frac{1}{x}}+\frac{4 e^x}{x^3}+2 x}{x}\right)+5",1,"-Log[x] + Log[x]/x + 4*Defer[Int][E^x/(4*E^x + 2*x^4 + x^(3 + x^(-1))), x] - 4*Defer[Int][E^x/(x^2*(4*E^x + 2*x^4 + x^(3 + x^(-1)))), x] + 4*Log[x]*Defer[Int][E^x/(x^2*(4*E^x + 2*x^4 + x^(3 + x^(-1)))), x] - 12*Defer[Int][E^x/(x*(4*E^x + 2*x^4 + x^(3 + x^(-1)))), x] - 2*Defer[Int][x^2/(4*E^x + 2*x^4 + x^(3 + x^(-1))), x] + 2*Log[x]*Defer[Int][x^2/(4*E^x + 2*x^4 + x^(3 + x^(-1))), x] + 2*Defer[Int][x^3/(4*E^x + 2*x^4 + x^(3 + x^(-1))), x] - 2*Defer[Int][Defer[Int][x^2/(4*E^x + 2*x^4 + x^(3 + x^(-1))), x]/x, x] - 4*Defer[Int][Defer[Int][E^x/(4*E^x*x^2 + 2*x^6 + x^(5 + x^(-1))), x]/x, x]","F",0,0,0,0,-1,"{}"
7273,0,0,0,4.9380761,"\int \frac{-e^{e^{\frac{1}{x}}} x^2+e^{e^{\frac{1}{x}}} \left(-50 x-2 x^2+e^{\frac{1}{x}} (25+x)+\left(e^{\frac{1}{x}} (-25-x)+50 x+2 x^2\right) \log (25+x)\right) \log (1-\log (25+x))}{(-50-2 x+(50+2 x) \log (25+x)) \log ^2(1-\log (25+x))} \, dx","Int[(-(E^E^x^(-1)*x^2) + E^E^x^(-1)*(-50*x - 2*x^2 + E^x^(-1)*(25 + x) + (E^x^(-1)*(-25 - x) + 50*x + 2*x^2)*Log[25 + x])*Log[1 - Log[25 + x]])/((-50 - 2*x + (50 + 2*x)*Log[25 + x])*Log[1 - Log[25 + x]]^2),x]","\int \frac{-e^{e^{\frac{1}{x}}} x^2+e^{e^{\frac{1}{x}}} \left(-50 x-2 x^2+e^{\frac{1}{x}} (25+x)+\left(e^{\frac{1}{x}} (-25-x)+50 x+2 x^2\right) \log (25+x)\right) \log (1-\log (25+x))}{(-50-2 x+(50+2 x) \log (25+x)) \log ^2(1-\log (25+x))} \, dx","\frac{e^{e^{\frac{1}{x}}} x^2}{2 \log (1-\log (x+25))}",1,"(25*Defer[Int][E^E^x^(-1)/((-1 + Log[25 + x])*Log[1 - Log[25 + x]]^2), x])/2 - Defer[Int][(E^E^x^(-1)*x)/((-1 + Log[25 + x])*Log[1 - Log[25 + x]]^2), x]/2 - (625*Defer[Int][E^E^x^(-1)/((25 + x)*(-1 + Log[25 + x])*Log[1 - Log[25 + x]]^2), x])/2 - Defer[Int][E^(E^x^(-1) + x^(-1))/Log[1 - Log[25 + x]], x]/2 + Defer[Int][(E^E^x^(-1)*x)/Log[1 - Log[25 + x]], x]","F",0,0,0,0,-1,"{}"
7274,1,24,0,0.9678204,"\int \frac{-e^x x+\left(3-e^x\right) \log \left(\frac{-25-e^2}{-15+5 e^x}\right)}{3 x^2-e^x x^2+\left(-3 x+e^x x\right) \log \left(\frac{-25-e^2}{-15+5 e^x}\right)} \, dx","Int[(-(E^x*x) + (3 - E^x)*Log[(-25 - E^2)/(-15 + 5*E^x)])/(3*x^2 - E^x*x^2 + (-3*x + E^x*x)*Log[(-25 - E^2)/(-15 + 5*E^x)]),x]","\log \left(1-\frac{\log \left(\frac{25+e^2}{15-5 e^x}\right)}{x}\right)","\log \left(1-\frac{\log \left(\frac{\left(5+\frac{e^2}{5}\right) x}{3 x-e^x x}\right)}{x}\right)",1,"Log[1 - Log[(25 + E^2)/(15 - 5*E^x)]/x]","A",3,3,78,0.03846,1,"{6741, 6712, 31}"
7275,0,0,0,1.923384,"\int \frac{e^{1-x} \left(4+4 x+7 x^2-9 x^3-36 x^4+\left(-4 x^2+4 x^3+9 x^4-9 x^5\right) \log (3)\right)-36 e^{1-x} x^3 \log \left(4-9 x^2\right)+e^{1-x} \left(-4 x^2+9 x^4\right) \log ^2\left(4-9 x^2\right)}{-4 x^2+9 x^4} \, dx","Int[(E^(1 - x)*(4 + 4*x + 7*x^2 - 9*x^3 - 36*x^4 + (-4*x^2 + 4*x^3 + 9*x^4 - 9*x^5)*Log[3]) - 36*E^(1 - x)*x^3*Log[4 - 9*x^2] + E^(1 - x)*(-4*x^2 + 9*x^4)*Log[4 - 9*x^2]^2)/(-4*x^2 + 9*x^4),x]","\int \frac{e^{1-x} \left(4+4 x+7 x^2-9 x^3-36 x^4+\left(-4 x^2+4 x^3+9 x^4-9 x^5\right) \log (3)\right)-36 e^{1-x} x^3 \log \left(4-9 x^2\right)+e^{1-x} \left(-4 x^2+9 x^4\right) \log ^2\left(4-9 x^2\right)}{-4 x^2+9 x^4} \, dx","e^{1-x} \left(-\log ^2\left(4-9 x^2\right)+\frac{1}{x}+x \log (3)+4\right)",1,"E^(1 - x)/x + E^(1 - x)*(4 - Log[3]) + E^(1 - x)*Log[3] + E^(1 - x)*x*Log[3] - 2*E^(5/3)*ExpIntegralEi[(-2 - 3*x)/3]*Log[4 - 9*x^2] - 2*E^(1/3)*ExpIntegralEi[(2 - 3*x)/3]*Log[4 - 9*x^2] + 6*E^(5/3)*Defer[Int][ExpIntegralEi[-2/3 - x]/(-2 + 3*x), x] + 6*E^(5/3)*Defer[Int][ExpIntegralEi[-2/3 - x]/(2 + 3*x), x] + 6*E^(1/3)*Defer[Int][ExpIntegralEi[2/3 - x]/(-2 + 3*x), x] + 6*E^(1/3)*Defer[Int][ExpIntegralEi[2/3 - x]/(2 + 3*x), x] + Defer[Int][E^(1 - x)*Log[4 - 9*x^2]^2, x]","F",0,0,0,0,-1,"{}"
7276,0,0,0,0.7251222,"\int \frac{-6+4 x-24 x^2+16 x^3}{\left(-5+24 x-40 x^2+16 x^3+16 x^4\right) \log \left(\frac{5-14 x+12 x^2+8 x^3}{1-4 x+4 x^2}\right)} \, dx","Int[(-6 + 4*x - 24*x^2 + 16*x^3)/((-5 + 24*x - 40*x^2 + 16*x^3 + 16*x^4)*Log[(5 - 14*x + 12*x^2 + 8*x^3)/(1 - 4*x + 4*x^2)]),x]","\int \frac{-6+4 x-24 x^2+16 x^3}{\left(-5+24 x-40 x^2+16 x^3+16 x^4\right) \log \left(\frac{5-14 x+12 x^2+8 x^3}{1-4 x+4 x^2}\right)} \, dx","\log \left(\log \left(\frac{x}{\left(2 \left(\frac{1}{4}-x\right)+x\right)^2}+2 x+5\right)\right)+e^2+1",1,"-4*Defer[Int][1/((-1 + 2*x)*Log[(5 - 14*x + 12*x^2 + 8*x^3)/(-1 + 2*x)^2]), x] - 14*Defer[Int][1/((5 - 14*x + 12*x^2 + 8*x^3)*Log[(5 - 14*x + 12*x^2 + 8*x^3)/(-1 + 2*x)^2]), x] + 24*Defer[Int][x/((5 - 14*x + 12*x^2 + 8*x^3)*Log[(5 - 14*x + 12*x^2 + 8*x^3)/(-1 + 2*x)^2]), x] + 24*Defer[Int][x^2/((5 - 14*x + 12*x^2 + 8*x^3)*Log[(5 - 14*x + 12*x^2 + 8*x^3)/(-1 + 2*x)^2]), x]","F",0,0,0,0,-1,"{}"
7277,1,25,0,0.4003684,"\int \frac{e^{8-4 x} \left(2 e^{-8+4 x} x^4+e^4 \left(-15-20 x-24 x^4\right)\right)}{2 x^4} \, dx","Int[(E^(8 - 4*x)*(2*E^(-8 + 4*x)*x^4 + E^4*(-15 - 20*x - 24*x^4)))/(2*x^4),x]","\frac{5 e^{12-4 x}}{2 x^3}+x+3 e^{12-4 x}","e^{4-4 (x-2)} \left(\frac{5}{2 x^3}+3\right)+x",1,"3*E^(12 - 4*x) + (5*E^(12 - 4*x))/(2*x^3) + x","A",13,6,41,0.1463,1,"{12, 6688, 2199, 2194, 2177, 2178}"
7278,0,0,0,0.4261775,"\int \frac{-1250-1250 e^x}{e^{3+2 x}+625 x+e^3 x^2+e^x \left(625+2 e^3 x\right)} \, dx","Int[(-1250 - 1250*E^x)/(E^(3 + 2*x) + 625*x + E^3*x^2 + E^x*(625 + 2*E^3*x)),x]","\int \frac{-1250-1250 e^x}{e^{3+2 x}+625 x+e^3 x^2+e^x \left(625+2 e^3 x\right)} \, dx","\log \left(\left(\frac{625}{x+e^x}+e^3\right)^2\right)+2",1,"-2*Defer[Int][(E^x + x)^(-1), x] + 2*Defer[Int][x/(E^x + x), x] - 2*(625 - E^3)*Defer[Int][(625 + E^(3 + x) + E^3*x)^(-1), x] - 2*E^3*Defer[Int][x/(625 + E^(3 + x) + E^3*x), x]","F",0,0,0,0,-1,"{}"
7279,0,0,0,37.3506753,"\int \frac{\exp \left(-7-3 x-2 e^{3+x} x-2 x^2+\left(2 x+e^{3+x} x+x^2\right) \log (\log (\log (x)))\right) \left(2+e^{3+x}+x+\left(-3+e^{3+x} (-2-2 x)-4 x\right) \log (x) \log (\log (x))+\left(2+2 x+e^{3+x} (1+x)\right) \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{\log (x) \log (\log (x))} \, dx","Int[(E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2 + (2*x + E^(3 + x)*x + x^2)*Log[Log[Log[x]]])*(2 + E^(3 + x) + x + (-3 + E^(3 + x)*(-2 - 2*x) - 4*x)*Log[x]*Log[Log[x]] + (2 + 2*x + E^(3 + x)*(1 + x))*Log[x]*Log[Log[x]]*Log[Log[Log[x]]]))/(Log[x]*Log[Log[x]]),x]","\int \frac{\exp \left(-7-3 x-2 e^{3+x} x-2 x^2+\left(2 x+e^{3+x} x+x^2\right) \log (\log (\log (x)))\right) \left(2+e^{3+x}+x+\left(-3+e^{3+x} (-2-2 x)-4 x\right) \log (x) \log (\log (x))+\left(2+2 x+e^{3+x} (1+x)\right) \log (x) \log (\log (x)) \log (\log (\log (x)))\right)}{\log (x) \log (\log (x))} \, dx","\exp \left(x-\left(\left(x+e^{x+3}\right) x+2 x\right) (2-\log (\log (\log (x))))-7\right)",1,"2*Defer[Int][(E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*Log[Log[x]]^(-1 + (2 + E^(3 + x))*x + x^2))/Log[x], x] + Defer[Int][Log[Log[x]]^(-1 + (2 + E^(3 + x))*x + x^2)/(E^(2*(2 + x + E^(3 + x)*x + x^2))*Log[x]), x] + Defer[Int][(E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*x*Log[Log[x]]^(-1 + (2 + E^(3 + x))*x + x^2))/Log[x], x] - 3*Defer[Int][E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*Log[Log[x]]^((2 + E^(3 + x))*x + x^2), x] - 2*Defer[Int][Log[Log[x]]^((2 + E^(3 + x))*x + x^2)/E^(2*(2 + x + E^(3 + x)*x + x^2)), x] - 4*Defer[Int][E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*x*Log[Log[x]]^((2 + E^(3 + x))*x + x^2), x] - 2*Defer[Int][(x*Log[Log[x]]^((2 + E^(3 + x))*x + x^2))/E^(2*(2 + x + E^(3 + x)*x + x^2)), x] + 2*Defer[Int][E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*Log[Log[x]]^((2 + E^(3 + x))*x + x^2)*Log[Log[Log[x]]], x] + Defer[Int][(Log[Log[x]]^((2 + E^(3 + x))*x + x^2)*Log[Log[Log[x]]])/E^(2*(2 + x + E^(3 + x)*x + x^2)), x] + 2*Defer[Int][E^(-7 - 3*x - 2*E^(3 + x)*x - 2*x^2)*x*Log[Log[x]]^((2 + E^(3 + x))*x + x^2)*Log[Log[Log[x]]], x] + Defer[Int][(x*Log[Log[x]]^((2 + E^(3 + x))*x + x^2)*Log[Log[Log[x]]])/E^(2*(2 + x + E^(3 + x)*x + x^2)), x]","F",0,0,0,0,-1,"{}"
7280,1,406,0,0.9335996,"\int \frac{135-72 x+90 x^2-12 x^3-x^4+4 x^6+e^{2 e^2} \left(15-3 x^2\right)+e^{2 x} \left(15-6 x-3 x^2+2 x^3\right)+e^x \left(-90+42 x-24 x^2+2 x^3+6 x^4-4 x^5\right)+e^{e^2} \left(-90+24 x-18 x^2-4 x^3+4 x^4+e^x \left(30-6 x-6 x^2+2 x^3\right)\right)}{x^6} \, dx","Int[(135 - 72*x + 90*x^2 - 12*x^3 - x^4 + 4*x^6 + E^(2*E^2)*(15 - 3*x^2) + E^(2*x)*(15 - 6*x - 3*x^2 + 2*x^3) + E^x*(-90 + 42*x - 24*x^2 + 2*x^3 + 6*x^4 - 4*x^5) + E^E^2*(-90 + 24*x - 18*x^2 - 4*x^3 + 4*x^4 + E^x*(30 - 6*x - 6*x^2 + 2*x^3)))/x^6,x]","-\left(4+e^{e^2}\right) \text{Ei}(x)+\left(1+e^{e^2}\right) \text{Ei}(x)+\frac{1}{4} \left(7-e^{e^2}\right) \text{Ei}(x)-\frac{1}{4} \left(3-e^{e^2}\right) \text{Ei}(x)+2 \text{Ei}(x)-\frac{3 e^{2 x}}{x^5}-\frac{3 \left(3-e^{e^2}\right)^2}{x^5}+\frac{6 \left(3-e^{e^2}\right) e^x}{x^5}-\frac{3 \left(7-e^{e^2}\right) e^x}{2 x^4}+\frac{3 \left(3-e^{e^2}\right) e^x}{2 x^4}+\frac{6 \left(3-e^{e^2}\right)}{x^4}+\frac{e^{2 x}}{x^3}-\frac{30-6 e^{e^2}-e^{2 e^2}}{x^3}+\frac{2 \left(4+e^{e^2}\right) e^x}{x^3}-\frac{\left(7-e^{e^2}\right) e^x}{2 x^3}+\frac{\left(3-e^{e^2}\right) e^x}{2 x^3}+\frac{\left(4+e^{e^2}\right) e^x}{x^2}+\frac{2 \left(3+e^{e^2}\right)}{x^2}-\frac{\left(1+e^{e^2}\right) e^x}{x^2}-\frac{\left(7-e^{e^2}\right) e^x}{4 x^2}+\frac{\left(3-e^{e^2}\right) e^x}{4 x^2}+4 x-\frac{6 e^x}{x}+\frac{\left(4+e^{e^2}\right) e^x}{x}-\frac{\left(1+e^{e^2}\right) e^x}{x}-\frac{\left(7-e^{e^2}\right) e^x}{4 x}+\frac{\left(3-e^{e^2}\right) e^x}{4 x}+\frac{1-4 e^{e^2}}{x}","\left(-\frac{-x-e^x-e^{e^2}+3}{x^2}-2\right)^2 \left(x-\frac{3}{x}\right)",1,"(-3*E^(2*x))/x^5 + (6*E^x*(3 - E^E^2))/x^5 - (3*(3 - E^E^2)^2)/x^5 + (6*(3 - E^E^2))/x^4 + (3*E^x*(3 - E^E^2))/(2*x^4) - (3*E^x*(7 - E^E^2))/(2*x^4) + E^(2*x)/x^3 + (E^x*(3 - E^E^2))/(2*x^3) - (E^x*(7 - E^E^2))/(2*x^3) + (2*E^x*(4 + E^E^2))/x^3 - (30 - 6*E^E^2 - E^(2*E^2))/x^3 + (E^x*(3 - E^E^2))/(4*x^2) - (E^x*(7 - E^E^2))/(4*x^2) - (E^x*(1 + E^E^2))/x^2 + (2*(3 + E^E^2))/x^2 + (E^x*(4 + E^E^2))/x^2 - (6*E^x)/x + (1 - 4*E^E^2)/x + (E^x*(3 - E^E^2))/(4*x) - (E^x*(7 - E^E^2))/(4*x) - (E^x*(1 + E^E^2))/x + (E^x*(4 + E^E^2))/x + 4*x + 2*ExpIntegralEi[x] - ((3 - E^E^2)*ExpIntegralEi[x])/4 + ((7 - E^E^2)*ExpIntegralEi[x])/4 + (1 + E^E^2)*ExpIntegralEi[x] - (4 + E^E^2)*ExpIntegralEi[x]","C",47,4,139,0.02878,1,"{14, 2199, 2177, 2178}"
7281,1,21,0,0.0498359,"\int \frac{-25+84 x^2+64 x^4+\frac{64 x^3 \left(-25-16 x^2\right)}{25 e^4}}{50 x^2+32 x^4} \, dx","Int[(-25 + 84*x^2 + 64*x^4 + (64*x^3*(-25 - 16*x^2))/(25*E^4))/(50*x^2 + 32*x^4),x]","-\frac{16 x^2}{25 e^4}+2 x+\frac{1}{2 x}","\frac{-\frac{16 x^2}{25}-1}{e^4}+\frac{(2 x-1)^2}{2 x}",1,"1/(2*x) + 2*x - (16*x^2)/(25*E^4)","A",4,3,43,0.06977,1,"{1593, 1586, 14}"
7282,1,22,0,0.087563,"\int \frac{-2592 x^2+144 x^3+576 x^5+e^4 \left(-18+4 x^3\right)+e^2 \left(432 x-96 x^4\right)}{3 e^4 x^3-72 e^2 x^4+432 x^5} \, dx","Int[(-2592*x^2 + 144*x^3 + 576*x^5 + E^4*(-18 + 4*x^3) + E^2*(432*x - 96*x^4))/(3*E^4*x^3 - 72*E^2*x^4 + 432*x^5),x]","\frac{3}{x^2}+\frac{4 x}{3}+\frac{4}{e^2-12 x}","\frac{3}{x^2}+\frac{4 x}{3}+\frac{4}{e^2-12 x}",1,"4/(E^2 - 12*x) + 3/x^2 + (4*x)/3","A",5,4,65,0.06154,1,"{1594, 27, 12, 1620}"
7283,1,33,0,0.7677987,"\int \frac{e^{2 x^2} \left(4000-8000 x^2\right)+e^{x^2} \left(2050 x-4100 x^3\right)}{125 e^{3 x^2}+75 e^{2 x^2} x+15 e^{x^2} x^2+x^3} \, dx","Int[(E^(2*x^2)*(4000 - 8000*x^2) + E^x^2*(2050*x - 4100*x^3))/(125*E^(3*x^2) + 75*E^(2*x^2)*x + 15*E^x^2*x^2 + x^3),x]","\frac{160}{\frac{5 e^{x^2}}{x}+1}+\frac{125}{\left(\frac{5 e^{x^2}}{x}+1\right)^2}","\frac{1}{5} \left(\frac{5 x}{e^{x^2}+\frac{x}{5}}+16\right)^2",1,"125/(1 + (5*E^x^2)/x)^2 + 160/(1 + (5*E^x^2)/x)","A",8,6,67,0.08955,1,"{6688, 12, 6742, 6712, 32, 6711}"
7284,0,0,0,1.7601119,"\int \frac{-25600000000-61440000000 x-64511808000 x^2-38707027200 x^3-14515148160 x^4-3483642816 x^5-522547200 x^6-44789760 x^7-1679616 x^8+\left(25600000000+61440000000 x+64512000000 x^2+38707200000 x^3+14515200000 x^4+3483648000 x^5+522547200 x^6+44789760 x^7+1679616 x^8\right) \log (3)}{25600000000+61439680000 x+64511616001 x^2+38707027200 x^3+14515165440 x^4+3483645408 x^5+522547200 x^6+44789760 x^7+1679616 x^8+\left(-51200000000-122879680000 x-129023616000 x^2-77414227200 x^3-29030365440 x^4-6967293408 x^5-1045094400 x^6-89579520 x^7-3359232 x^8\right) \log (3)+\left(25600000000+61440000000 x+64512000000 x^2+38707200000 x^3+14515200000 x^4+3483648000 x^5+522547200 x^6+44789760 x^7+1679616 x^8\right) \log ^2(3)} \, dx","Int[(-25600000000 - 61440000000*x - 64511808000*x^2 - 38707027200*x^3 - 14515148160*x^4 - 3483642816*x^5 - 522547200*x^6 - 44789760*x^7 - 1679616*x^8 + (25600000000 + 61440000000*x + 64512000000*x^2 + 38707200000*x^3 + 14515200000*x^4 + 3483648000*x^5 + 522547200*x^6 + 44789760*x^7 + 1679616*x^8)*Log[3])/(25600000000 + 61439680000*x + 64511616001*x^2 + 38707027200*x^3 + 14515165440*x^4 + 3483645408*x^5 + 522547200*x^6 + 44789760*x^7 + 1679616*x^8 + (-51200000000 - 122879680000*x - 129023616000*x^2 - 77414227200*x^3 - 29030365440*x^4 - 6967293408*x^5 - 1045094400*x^6 - 89579520*x^7 - 3359232*x^8)*Log[3] + (25600000000 + 61440000000*x + 64512000000*x^2 + 38707200000*x^3 + 14515200000*x^4 + 3483648000*x^5 + 522547200*x^6 + 44789760*x^7 + 1679616*x^8)*Log[3]^2),x]","\int \frac{-25600000000-61440000000 x-64511808000 x^2-38707027200 x^3-14515148160 x^4-3483642816 x^5-522547200 x^6-44789760 x^7-1679616 x^8+\left(25600000000+61440000000 x+64512000000 x^2+38707200000 x^3+14515200000 x^4+3483648000 x^5+522547200 x^6+44789760 x^7+1679616 x^8\right) \log (3)}{25600000000+61439680000 x+64511616001 x^2+38707027200 x^3+14515165440 x^4+3483645408 x^5+522547200 x^6+44789760 x^7+1679616 x^8+\left(-51200000000-122879680000 x-129023616000 x^2-77414227200 x^3-29030365440 x^4-6967293408 x^5-1045094400 x^6-89579520 x^7-3359232 x^8\right) \log (3)+\left(25600000000+61440000000 x+64512000000 x^2+38707200000 x^3+14515200000 x^4+3483648000 x^5+522547200 x^6+44789760 x^7+1679616 x^8\right) \log ^2(3)} \, dx","\frac{x}{\frac{x}{(x+5 (x+4))^4}-1+\log (3)}",1,"-(x/(1 - Log[3])) - 100/(9*(x*(191999 - 192000*Log[3]) + 160000*(1 - Log[3]) + 86400*x^2*(1 - Log[3]) + 17280*x^3*(1 - Log[3]) + 1296*x^4*(1 - Log[3]))*(1 - Log[3])) + (40*Defer[Int][(-(x*(191999 - 192000*Log[3])) - 160000*(1 - Log[3]) - 86400*x^2*(1 - Log[3]) - 17280*x^3*(1 - Log[3]) - 1296*x^4*(1 - Log[3]))^(-1), x])/(3*(1 - Log[3])) + (100*Defer[Int][(x*(191999 - 192000*Log[3]) + 160000*(1 - Log[3]) + 86400*x^2*(1 - Log[3]) + 17280*x^3*(1 - Log[3]) + 1296*x^4*(1 - Log[3]))^(-2), x])/(9*(1 - Log[3])) - (40*Defer[Int][x/(x*(191999 - 192000*Log[3]) + 160000*(1 - Log[3]) + 86400*x^2*(1 - Log[3]) + 17280*x^3*(1 - Log[3]) + 1296*x^4*(1 - Log[3]))^2, x])/(3*(1 - Log[3])) + (3*Defer[Int][x^2/(x*(191999 - 192000*Log[3]) + 160000*(1 - Log[3]) + 86400*x^2*(1 - Log[3]) + 17280*x^3*(1 - Log[3]) + 1296*x^4*(1 - Log[3]))^2, x])/(1 - Log[3]) + (2*Defer[Int][x/(x*(191999 - 192000*Log[3]) + 160000*(1 - Log[3]) + 86400*x^2*(1 - Log[3]) + 17280*x^3*(1 - Log[3]) + 1296*x^4*(1 - Log[3])), x])/(1 - Log[3])","F",0,0,0,0,-1,"{}"
7285,0,0,0,1.6889753,"\int \frac{e^{-x} \left(e^x+e^{e^{-x} \left(e^{15} x^2+e^{15+x} x^2\right)} \left(2 e^{15+x} x^3+e^{15} \left(2 x^3-x^4\right)\right)-e^x \log (x)\right)}{x^2} \, dx","Int[(E^x + E^((E^15*x^2 + E^(15 + x)*x^2)/E^x)*(2*E^(15 + x)*x^3 + E^15*(2*x^3 - x^4)) - E^x*Log[x])/(E^x*x^2),x]","\int \frac{e^{-x} \left(e^x+e^{e^{-x} \left(e^{15} x^2+e^{15+x} x^2\right)} \left(2 e^{15+x} x^3+e^{15} \left(2 x^3-x^4\right)\right)-e^x \log (x)\right)}{x^2} \, dx","e^{e^{15} x \left(e^{-x} x+x\right)}+\frac{\log (x)}{x}-1",1,"Log[x]/x + 2*Defer[Int][E^(15 + E^(15 - x)*(1 + E^x)*x^2)*x, x] + 2*Defer[Int][E^(15 - x + E^(15 - x)*(1 + E^x)*x^2)*x, x] - Defer[Int][E^(15 - x + E^(15 - x)*(1 + E^x)*x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
7286,0,0,0,5.4643715,"\int \frac{e^{\frac{8+12 x+12 \log (x)}{-3 x^2+3 x \log (3)}} \left(4 x+12 x^2+4 \log (3)+(24 x-12 \log (3)) \log (x)\right)}{3 x^4-6 x^3 \log (3)+3 x^2 \log ^2(3)} \, dx","Int[(E^((8 + 12*x + 12*Log[x])/(-3*x^2 + 3*x*Log[3]))*(4*x + 12*x^2 + 4*Log[3] + (24*x - 12*Log[3])*Log[x]))/(3*x^4 - 6*x^3*Log[3] + 3*x^2*Log[3]^2),x]","\int \frac{e^{\frac{8+12 x+12 \log (x)}{-3 x^2+3 x \log (3)}} \left(4 x+12 x^2+4 \log (3)+(24 x-12 \log (3)) \log (x)\right)}{3 x^4-6 x^3 \log (3)+3 x^2 \log ^2(3)} \, dx","e^{\frac{4 \left(x+\log (x)+\frac{2}{3}\right)}{x (\log (3)-x)}}",1,"(4*Defer[Int][E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))/x^2, x])/(3*Log[3]) + (4*Defer[Int][E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))/x, x])/Log[3]^2 + (4*(2 + Log[27])*Defer[Int][E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))/(x - Log[3])^2, x])/(3*Log[3]) - (4*Defer[Int][E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))/(x - Log[3]), x])/Log[3]^2 - (4*Defer[Int][(E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))*Log[x])/x^2, x])/Log[3] + (4*Defer[Int][(E^((4*(2 + 3*x + 3*Log[x]))/(x*(-3*x + Log[27])))*Log[x])/(x - Log[3])^2, x])/Log[3]","F",0,0,0,0,-1,"{}"
7287,0,0,0,2.1005082,"\int \frac{-400 x+\left(-2800+e^5 (1200-300 x)+700 x\right) \log (-4+x)+(-1600+400 x) \log (-4+x) \log (\log (-4+x))}{\left(-4900-5495 x-624 x^2+576 x^3+e^{10} (-900+225 x)+e^5 \left(4200+1830 x-720 x^2\right)\right) \log (-4+x)+\left(-5600+e^5 (2400-600 x)-2440 x+960 x^2\right) \log (-4+x) \log (\log (-4+x))+(-1600+400 x) \log (-4+x) \log ^2(\log (-4+x))} \, dx","Int[(-400*x + (-2800 + E^5*(1200 - 300*x) + 700*x)*Log[-4 + x] + (-1600 + 400*x)*Log[-4 + x]*Log[Log[-4 + x]])/((-4900 - 5495*x - 624*x^2 + 576*x^3 + E^10*(-900 + 225*x) + E^5*(4200 + 1830*x - 720*x^2))*Log[-4 + x] + (-5600 + E^5*(2400 - 600*x) - 2440*x + 960*x^2)*Log[-4 + x]*Log[Log[-4 + x]] + (-1600 + 400*x)*Log[-4 + x]*Log[Log[-4 + x]]^2),x]","\int \frac{-400 x+\left(-2800+e^5 (1200-300 x)+700 x\right) \log (-4+x)+(-1600+400 x) \log (-4+x) \log (\log (-4+x))}{\left(-4900-5495 x-624 x^2+576 x^3+e^{10} (-900+225 x)+e^5 \left(4200+1830 x-720 x^2\right)\right) \log (-4+x)+\left(-5600+e^5 (2400-600 x)-2440 x+960 x^2\right) \log (-4+x) \log (\log (-4+x))+(-1600+400 x) \log (-4+x) \log ^2(\log (-4+x))} \, dx","\frac{x}{\frac{6 x}{5}+\log (\log (x-4))+\frac{3}{4} \left(1-e^5\right)+1}",1,"80/(5*(7 - 3*E^5) + 24*x + 20*Log[Log[-4 + x]]) + 1920*Defer[Int][(35*(1 - (3*E^5)/7) + 24*x + 20*Log[Log[-4 + x]])^(-2), x] - 480*Defer[Int][x/(35*(1 - (3*E^5)/7) + 24*x + 20*Log[Log[-4 + x]])^2, x] - 400*Defer[Int][1/(Log[-4 + x]*(35*(1 - (3*E^5)/7) + 24*x + 20*Log[Log[-4 + x]])^2), x] + 20*Defer[Int][(35*(1 - (3*E^5)/7) + 24*x + 20*Log[Log[-4 + x]])^(-1), x]","F",0,0,0,0,-1,"{}"
7288,1,33,0,0.0642663,"\int \left(150+300 x+225 x^2+e^{3 x^2} \left(75+900 x+450 x^2\right)\right) \, dx","Int[150 + 300*x + 225*x^2 + E^(3*x^2)*(75 + 900*x + 450*x^2),x]","75 x^3+150 x^2+75 e^{3 x^2} x+150 e^{3 x^2}+150 x","75 (x+2) \left(x^2+e^{3 x^2}+2\right)",1,"150*E^(3*x^2) + 150*x + 75*E^(3*x^2)*x + 150*x^2 + 75*x^3","A",7,4,28,0.1429,1,"{2226, 2204, 2209, 2212}"
7289,1,41,0,0.1947037,"\int \frac{-1+\log (x)+\left(-1+e^{\frac{1}{4} (1+8 x)} (-1-2 x)\right) \log ^2(x)}{\log ^2(x)} \, dx","Int[(-1 + Log[x] + (-1 + E^((1 + 8*x)/4)*(-1 - 2*x))*Log[x]^2)/Log[x]^2,x]","-x+\frac{1}{2} e^{2 x+\frac{1}{4}}-\frac{1}{2} e^{2 x+\frac{1}{4}} (2 x+1)+\frac{x}{\log (x)}","x \left(\frac{-x+\frac{x}{\log (x)}+\log (4)}{x}-e^{2 x+\frac{1}{4}}\right)",1,"E^(1/4 + 2*x)/2 - x - (E^(1/4 + 2*x)*(1 + 2*x))/2 + x/Log[x]","A",9,5,33,0.1515,1,"{6742, 2176, 2194, 2297, 2298}"
7290,1,21,0,0.1215193,"\int e^{5+3 e^{-e^4+x} x-4 x^2} \left(-8 x+e^{-e^4+x} (3+3 x)\right) \, dx","Int[E^(5 + 3*E^(-E^4 + x)*x - 4*x^2)*(-8*x + E^(-E^4 + x)*(3 + 3*x)),x]","e^{-4 x^2+3 e^{x-e^4} x+5}","e^{-x^2-3 \left(x-e^{x-e^4}\right) x+5}-5",1,"E^(5 + 3*E^(-E^4 + x)*x - 4*x^2)","A",1,1,41,0.02439,1,"{6706}"
7291,0,0,0,6.9065741,"\int \frac{16 x+4 e^4 x+16 x^2+x^3+e^{2 x-2 e^2 x} (16+x)+e^{x-e^2 x} \left(-52 x+2 x^2+e^4 \left(-4 x+4 e^2 x\right)+e^2 \left(16 x-4 x^2\right)\right)}{e^{2 x-2 e^2 x} x-2 e^{x-e^2 x} x^2+x^3} \, dx","Int[(16*x + 4*E^4*x + 16*x^2 + x^3 + E^(2*x - 2*E^2*x)*(16 + x) + E^(x - E^2*x)*(-52*x + 2*x^2 + E^4*(-4*x + 4*E^2*x) + E^2*(16*x - 4*x^2)))/(E^(2*x - 2*E^2*x)*x - 2*E^(x - E^2*x)*x^2 + x^3),x]","\int \frac{16 x+4 e^4 x+16 x^2+x^3+e^{2 x-2 e^2 x} (16+x)+e^{x-e^2 x} \left(-52 x+2 x^2+e^4 \left(-4 x+4 e^2 x\right)+e^2 \left(16 x-4 x^2\right)\right)}{e^{2 x-2 e^2 x} x-2 e^{x-e^2 x} x^2+x^3} \, dx","-\frac{4 \left(-x+e^4+4\right)}{x-e^{x-e^2 x}}+x+16 \log (x)",1,"-4/(E^((1 - E^2)*x)*(1 - E^2)) + x + (4*(5 - 4*E^2 + E^4 - E^6 - (1 - E^2)*x))/(E^((1 - E^2)*x)*(1 - E^2)) + 16*Log[x] + 4*(4 + E^4)*Defer[Int][E^(2*E^2*x)/(E^x - E^(E^2*x)*x)^2, x] - 4*(5 - 4*E^2 + E^4 - E^6)*Defer[Int][(E^(2*E^2*x)*x)/(-E^x + E^(E^2*x)*x)^2, x] + 4*(1 - E)*(1 + E)*Defer[Int][(E^(2*E^2*x)*x^2)/(-E^x + E^(E^2*x)*x)^2, x] + 4*(5 - 4*E^2 + E^4 - E^6)*Defer[Int][x/(E^((1 - 2*E^2)*x)*(-E^x + E^(E^2*x)*x)), x] - 4*(1 - E)*(1 + E)*Defer[Int][x^2/(E^((1 - 2*E^2)*x)*(-E^x + E^(E^2*x)*x)), x]","F",0,0,0,0,-1,"{}"
7292,1,70,0,0.2667851,"\int \frac{e^{2 e^{x^2}} \left(-2+2 x-4 e^{x^2} x^3+4 e^{x^2} x^2 \log (x)\right)}{-x^4+3 x^3 \log (x)-3 x^2 \log ^2(x)+x \log ^3(x)} \, dx","Int[(E^(2*E^x^2)*(-2 + 2*x - 4*E^x^2*x^3 + 4*E^x^2*x^2*Log[x]))/(-x^4 + 3*x^3*Log[x] - 3*x^2*Log[x]^2 + x*Log[x]^3),x]","\frac{e^{2 e^{x^2}-x^2} \left(e^{x^2} x^3-e^{x^2} x^2 \log (x)\right)}{x \left(x^4-3 x^3 \log (x)+3 x^2 \log ^2(x)-x \log ^3(x)\right)}","\frac{e^{2 e^{x^2}}}{(\log (x)-x)^2}",1,"(E^(2*E^x^2 - x^2)*(E^x^2*x^3 - E^x^2*x^2*Log[x]))/(x*(x^4 - 3*x^3*Log[x] + 3*x^2*Log[x]^2 - x*Log[x]^3))","B",1,1,67,0.01493,1,"{2288}"
7293,1,79,0,0.1334563,"\int \frac{-27 x^5-27 x^6+45 x^7-17 x^8+2 x^9+e^2 \left(48+48 x-16 x^2-16 x^3\right)+e \left(36 x^3-36 x^4-4 x^5+4 x^6\right)}{-27 x^5+27 x^6-9 x^7+x^8} \, dx","Int[(-27*x^5 - 27*x^6 + 45*x^7 - 17*x^8 + 2*x^9 + E^2*(48 + 48*x - 16*x^2 - 16*x^3) + E*(36*x^3 - 36*x^4 - 4*x^5 + 4*x^6))/(-27*x^5 + 27*x^6 - 9*x^7 + x^8),x]","\frac{4 e^2}{9 x^4}+\frac{32 e^2}{27 x^3}+x^2+\frac{32 e^2}{27 x^2}+x+\frac{16 e (81+10 e)}{243 (3-x)}+\frac{64 e^2}{81 (3-x)^2}+\frac{4 e (81+40 e)}{243 x}","\left(\frac{2 e}{x \left(x-\frac{4 x}{x+1}\right)}-x\right)^2+x",1,"(64*E^2)/(81*(3 - x)^2) + (16*E*(81 + 10*E))/(243*(3 - x)) + (4*E^2)/(9*x^4) + (32*E^2)/(27*x^3) + (32*E^2)/(27*x^2) + (4*E*(81 + 40*E))/(243*x) + x + x^2","B",2,1,90,0.01111,1,"{2074}"
7294,1,51,0,0.0455236,"\int \frac{-16-8 \sqrt[4]{3}-16 e^2+8 x}{25+4 \sqrt{3}+16 e^4+e^2 (32-16 x)+\sqrt[4]{3} \left(16+16 e^2-8 x\right)-16 x+4 x^2} \, dx","Int[(-16 - 8*3^(1/4) - 16*E^2 + 8*x)/(25 + 4*Sqrt[3] + 16*E^4 + E^2*(32 - 16*x) + 3^(1/4)*(16 + 16*E^2 - 8*x) - 16*x + 4*x^2),x]","\log \left(4 x^2-16 x+16 e^2 (2-x)+8 \sqrt[4]{3} \left(2 \left(1+e^2\right)-x\right)+16 e^4+4 \sqrt{3}+25\right)","\log \left(4 \left(-x+2 e^2+\sqrt[4]{3}+2\right)^2+9\right)",1,"Log[25 + 4*Sqrt[3] + 16*E^4 + 16*E^2*(2 - x) + 8*3^(1/4)*(2*(1 + E^2) - x) - 16*x + 4*x^2]","B",1,1,67,0.01493,1,"{1587}"
7295,1,27,0,0.1105655,"\int -\frac{3 e^{\frac{6+8 x-x \log \left(\frac{9}{4}\right)}{3+4 x}} \log \left(\frac{9}{4}\right)}{9+24 x+16 x^2} \, dx","Int[(-3*E^((6 + 8*x - x*Log[9/4])/(3 + 4*x))*Log[9/4])/(9 + 24*x + 16*x^2),x]","e^2 3^{-\frac{2 x}{4 x+3}} 4^{\frac{x}{4 x+3}}","e^{2-\frac{x \log \left(\frac{9}{4}\right)}{4 x+3}}",1,"(4^(x/(3 + 4*x))*E^2)/3^((2*x)/(3 + 4*x))","A",3,3,40,0.07500,1,"{12, 27, 6706}"
7296,0,0,0,2.4856757,"\int \frac{-11+e^{x^2} \left(1+4 x^2\right)}{11 x-10648 x^2-264 e^{2 x^2} x^2+8 e^{3 x^2} x^2+e^{x^2} \left(-x+2904 x^2\right)} \, dx","Int[(-11 + E^x^2*(1 + 4*x^2))/(11*x - 10648*x^2 - 264*E^(2*x^2)*x^2 + 8*E^(3*x^2)*x^2 + E^x^2*(-x + 2904*x^2)),x]","\int \frac{-11+e^{x^2} \left(1+4 x^2\right)}{11 x-10648 x^2-264 e^{2 x^2} x^2+8 e^{3 x^2} x^2+e^{x^2} \left(-x+2904 x^2\right)} \, dx","\log \left(\frac{\frac{1}{8 \left(e^{x^2}-11\right)^2}-x}{x}\right)+1",1,"2*x^2 - 2*Log[11 - E^x^2] + Defer[Int][1/(x*(-1 + 8*(-11 + E^x^2)^2*x)), x] + 4*Defer[Int][x/(-1 + 8*(-11 + E^x^2)^2*x), x] - 3872*Defer[Int][x^2/(-1 + 8*(-11 + E^x^2)^2*x), x] + 352*Defer[Int][(E^x^2*x^2)/(-1 + 8*(-11 + E^x^2)^2*x), x]","F",0,0,0,0,-1,"{}"
7297,1,34,0,0.06035,"\int \frac{64+e^2 (40-40 x)-64 x+56 x^2}{64+25 e^4+e^2 (80-140 x)-224 x+196 x^2} \, dx","Int[(64 + E^2*(40 - 40*x) - 64*x + 56*x^2)/(64 + 25*E^4 + E^2*(80 - 140*x) - 224*x + 196*x^2),x]","\frac{2 x}{7}+\frac{5 \left(32+12 e^2-5 e^4\right)}{49 \left(-14 x+5 e^2+8\right)}","\frac{x}{1-\frac{5 \left(e^2-2 x\right)}{2 (2 x-4)}}",1,"(5*(32 + 12*E^2 - 5*E^4))/(49*(8 + 5*E^2 - 14*x)) + (2*x)/7","A",4,3,46,0.06522,1,"{1984, 27, 683}"
7298,1,19,0,0.0119927,"\int \frac{1+(-3+2 x) \log \left(3 e^2\right)}{x+\left(-4-3 x+x^2\right) \log \left(3 e^2\right)} \, dx","Int[(1 + (-3 + 2*x)*Log[3*E^2])/(x + (-4 - 3*x + x^2)*Log[3*E^2]),x]","\log \left(x-\left(-x^2+3 x+4\right) (2+\log (3))\right)","\log \left(-x^2+3 x-\frac{x}{\log \left(3 e^2\right)}+4\right)",1,"Log[x - (4 + 3*x - x^2)*(2 + Log[3])]","A",1,1,34,0.02941,1,"{1587}"
7299,1,22,0,0.2585543,"\int \frac{2-e^9+x-x^2+\left(2 x-e^9 x\right) \log (x)}{-2 x+x^2+\left(-2 x+e^9 x\right) \log (x)} \, dx","Int[(2 - E^9 + x - x^2 + (2*x - E^9*x)*Log[x])/(-2*x + x^2 + (-2*x + E^9*x)*Log[x]),x]","-x-\log \left(-x+\left(2-e^9\right) \log (x)+2\right)","-x+\log \left(\frac{1}{\log (2) \left(-x+\left(2-e^9\right) \log (x)+2\right)}\right)+5",1,"-x - Log[2 - x + (2 - E^9)*Log[x]]","A",4,3,48,0.06250,1,"{6741, 6742, 6684}"
7300,1,138,0,4.2743017,"\int \frac{36+88 x^2+80 x^4+40 x^6+10 x^8+x^{10}+\left(80+160 x^2+120 x^4+40 x^6+5 x^8\right) \log (x)+\left(80+120 x^2+60 x^4+10 x^6\right) \log ^2(x)+\left(40+40 x^2+10 x^4\right) \log ^3(x)+\left(10+5 x^2\right) \log ^4(x)+\log ^5(x)}{-98 x-241 x^3-240 x^5-120 x^7-30 x^9-3 x^{11}+\left(-209 x-400 x^3-280 x^5-80 x^7-5 x^9+x^{11}\right) \log (x)+\left(-160 x-200 x^3-60 x^5+10 x^7+5 x^9\right) \log ^2(x)+\left(-40 x+30 x^5+10 x^7\right) \log ^3(x)+\left(10 x+25 x^3+10 x^5\right) \log ^4(x)+\left(7 x+5 x^3\right) \log ^5(x)+x \log ^6(x)} \, dx","Int[(36 + 88*x^2 + 80*x^4 + 40*x^6 + 10*x^8 + x^10 + (80 + 160*x^2 + 120*x^4 + 40*x^6 + 5*x^8)*Log[x] + (80 + 120*x^2 + 60*x^4 + 10*x^6)*Log[x]^2 + (40 + 40*x^2 + 10*x^4)*Log[x]^3 + (10 + 5*x^2)*Log[x]^4 + Log[x]^5)/(-98*x - 241*x^3 - 240*x^5 - 120*x^7 - 30*x^9 - 3*x^11 + (-209*x - 400*x^3 - 280*x^5 - 80*x^7 - 5*x^9 + x^11)*Log[x] + (-160*x - 200*x^3 - 60*x^5 + 10*x^7 + 5*x^9)*Log[x]^2 + (-40*x + 30*x^5 + 10*x^7)*Log[x]^3 + (10*x + 25*x^3 + 10*x^5)*Log[x]^4 + (7*x + 5*x^3)*Log[x]^5 + x*Log[x]^6),x]","\log \left(3 x^8+x^8 (-\log (x))+24 x^6-4 x^6 \log ^2(x)+4 x^6 \log (x)+72 x^4-6 x^4 \log ^3(x)-6 x^4 \log ^2(x)+48 x^4 \log (x)+96 x^2-4 x^2 \log ^4(x)-12 x^2 \log ^3(x)+24 x^2 \log ^2(x)+112 x^2 \log (x)-\log ^5(x)-5 \log ^4(x)+40 \log ^2(x)+80 \log (x)+49\right)-4 \log \left(x^2+\log (x)+2\right)","\log \left(\frac{1}{\left(x^2+\log (x)+2\right)^4}-\log (x)+3\right)",1,"-4*Log[2 + x^2 + Log[x]] + Log[49 + 96*x^2 + 72*x^4 + 24*x^6 + 3*x^8 + 80*Log[x] + 112*x^2*Log[x] + 48*x^4*Log[x] + 4*x^6*Log[x] - x^8*Log[x] + 40*Log[x]^2 + 24*x^2*Log[x]^2 - 6*x^4*Log[x]^2 - 4*x^6*Log[x]^2 - 12*x^2*Log[x]^3 - 6*x^4*Log[x]^3 - 5*Log[x]^4 - 4*x^2*Log[x]^4 - Log[x]^5]","B",4,2,254,0.007874,1,"{6742, 6684}"
7301,1,14,0,0.1020928,"\int \frac{60-3 x \log ^2(4 x)}{20 x \log ^2(4 x)} \, dx","Int[(60 - 3*x*Log[4*x]^2)/(20*x*Log[4*x]^2),x]","-\frac{3 x}{20}-\frac{3}{\log (4 x)}","-\frac{3}{4} \left(\frac{x}{5}+\frac{4}{\log (4 x)}+e\right)-5",1,"(-3*x)/20 - 3/Log[4*x]","A",5,4,24,0.1667,1,"{12, 6688, 2302, 30}"
7302,1,58,0,0.0271666,"\int \frac{1}{16} e^{\frac{8 e^4-3 x}{4 e^4}} \left(4 e^4-3 x\right) \, dx","Int[(E^((8*E^4 - 3*x)/(4*E^4))*(4*E^4 - 3*x))/16,x]","\frac{1}{3} e^{\frac{8 e^4-3 x}{4 e^4}+8}-\frac{1}{12} e^{\frac{8 e^4-3 x}{4 e^4}+4} \left(4 e^4-3 x\right)","\frac{1}{4} e^{6-\frac{3 x}{4 e^4}} x",1,"E^(8 + (8*E^4 - 3*x)/(4*E^4))/3 - (E^(4 + (8*E^4 - 3*x)/(4*E^4))*(4*E^4 - 3*x))/12","B",3,3,31,0.09677,1,"{12, 2176, 2194}"
7303,0,0,0,0.2839933,"\int \frac{9-3 x-3 x^2+\left(-3 x-6 x^2\right) \log (x)+\left(144 x^2-96 x^3-80 x^4+32 x^5+16 x^6\right) \log ^2(x)}{\left(180 x-120 x^2-100 x^3+40 x^4+20 x^5\right) \log ^2(x)} \, dx","Int[(9 - 3*x - 3*x^2 + (-3*x - 6*x^2)*Log[x] + (144*x^2 - 96*x^3 - 80*x^4 + 32*x^5 + 16*x^6)*Log[x]^2)/((180*x - 120*x^2 - 100*x^3 + 40*x^4 + 20*x^5)*Log[x]^2),x]","\int \frac{9-3 x-3 x^2+\left(-3 x-6 x^2\right) \log (x)+\left(144 x^2-96 x^3-80 x^4+32 x^5+16 x^6\right) \log ^2(x)}{\left(180 x-120 x^2-100 x^3+40 x^4+20 x^5\right) \log ^2(x)} \, dx","\frac{2}{5} x \left(\frac{3}{8 \left(x^2+x-3\right) x \log (x)}+x\right)",1,"(2*x^2)/5 - (3*Defer[Int][1/(x*(-3 + x + x^2)*Log[x]^2), x])/20 - (3*Defer[Int][(1 + 2*x)/((-3 + x + x^2)^2*Log[x]), x])/20","F",0,0,0,0,-1,"{}"
7304,0,0,0,0.0892485,"\int \frac{3 x^2+x^{\left.\frac{5}{3}\right/x} (5-5 \log (x))}{3 x^2} \, dx","Int[(3*x^2 + x^(5/(3*x))*(5 - 5*Log[x]))/(3*x^2),x]","\int \frac{3 x^2+x^{\left.\frac{5}{3}\right/x} (5-5 \log (x))}{3 x^2} \, dx","x^{\left.\frac{5}{3}\right/x}+x-2",1,"x + (5*Defer[Int][x^(-2 + 5/(3*x)), x])/3 - (5*Log[x]*Defer[Int][x^(-2 + 5/(3*x)), x])/3 + (5*Defer[Int][Defer[Int][x^(-2 + 5/(3*x)), x]/x, x])/3","F",0,0,0,0,-1,"{}"
7305,0,0,0,0.205314,"\int e^{-e^x} \left(5 e^{21} x^4-e^{21+x} x^5+e^{e^x} \left(-4 x^3+10 x^4\right)\right) \, dx","Int[(5*E^21*x^4 - E^(21 + x)*x^5 + E^E^x*(-4*x^3 + 10*x^4))/E^E^x,x]","\int e^{-e^x} \left(5 e^{21} x^4-e^{21+x} x^5+e^{e^x} \left(-4 x^3+10 x^4\right)\right) \, dx","x^4 \left(e^{21-e^x} x+2 x-1\right)",1,"-x^4 + 2*x^5 + 5*Defer[Int][E^(21 - E^x)*x^4, x] - Defer[Int][E^(21 - E^x + x)*x^5, x]","F",0,0,0,0,-1,"{}"
7306,0,0,0,10.0087631,"\int \frac{4-12 x-15 x^2-4 x^3+e^3 \left(-4-4 x-x^2\right)+\left(-20 x-18 x^2-4 x^3\right) \log \left(\frac{2}{x}\right)+\left(-4 x-2 x^2-4 x \log \left(\frac{2}{x}\right)\right) \log (x)}{4 x-28 x^2+33 x^3+56 x^4+16 x^5+e^6 \left(4 x+4 x^2+x^3\right)+e^3 \left(-8 x+24 x^2+30 x^3+8 x^4\right)+\left(-8 x^2+28 x^3+16 x^4+e^3 \left(8 x^2+4 x^3\right)\right) \log (x)+4 x^3 \log ^2(x)} \, dx","Int[(4 - 12*x - 15*x^2 - 4*x^3 + E^3*(-4 - 4*x - x^2) + (-20*x - 18*x^2 - 4*x^3)*Log[2/x] + (-4*x - 2*x^2 - 4*x*Log[2/x])*Log[x])/(4*x - 28*x^2 + 33*x^3 + 56*x^4 + 16*x^5 + E^6*(4*x + 4*x^2 + x^3) + E^3*(-8*x + 24*x^2 + 30*x^3 + 8*x^4) + (-8*x^2 + 28*x^3 + 16*x^4 + E^3*(8*x^2 + 4*x^3))*Log[x] + 4*x^3*Log[x]^2),x]","\int \frac{4-12 x-15 x^2-4 x^3+e^3 \left(-4-4 x-x^2\right)+\left(-20 x-18 x^2-4 x^3\right) \log \left(\frac{2}{x}\right)+\left(-4 x-2 x^2-4 x \log \left(\frac{2}{x}\right)\right) \log (x)}{4 x-28 x^2+33 x^3+56 x^4+16 x^5+e^6 \left(4 x+4 x^2+x^3\right)+e^3 \left(-8 x+24 x^2+30 x^3+8 x^4\right)+\left(-8 x^2+28 x^3+16 x^4+e^3 \left(8 x^2+4 x^3\right)\right) \log (x)+4 x^3 \log ^2(x)} \, dx","\frac{\log \left(\frac{2}{x}\right)}{2 x \left(\frac{\log (x)}{x+2}+2\right)+e^3-1}",1,"-2*(3 - E^3)*Defer[Int][Log[2/x]/(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])^2, x] - 4*(1 - E^3)*Defer[Int][Log[2/x]/(x*(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])^2), x] - 10*Defer[Int][(x*Log[2/x])/(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])^2, x] - 4*Defer[Int][(x^2*Log[2/x])/(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])^2, x] + Defer[Int][(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])^(-1), x] + 2*Defer[Int][1/(x*(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])), x] + 2*Defer[Int][Log[2/x]/(x*(2 - 7*x - 4*x^2 - E^3*(2 + x) - 2*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
7307,0,0,0,1.7075583,"\int \frac{25 x^2-6 e^x x^3+e^{2 x^2} \left(25-5 e^x x\right)+e^{x^2} \left(-50 x+e^x \left(x+11 x^2-2 x^3\right)\right)}{25 e^{2 x^2} x-50 e^{x^2} x^2+25 x^3} \, dx","Int[(25*x^2 - 6*E^x*x^3 + E^(2*x^2)*(25 - 5*E^x*x) + E^x^2*(-50*x + E^x*(x + 11*x^2 - 2*x^3)))/(25*E^(2*x^2)*x - 50*E^x^2*x^2 + 25*x^3),x]","\int \frac{25 x^2-6 e^x x^3+e^{2 x^2} \left(25-5 e^x x\right)+e^{x^2} \left(-50 x+e^x \left(x+11 x^2-2 x^3\right)\right)}{25 e^{2 x^2} x-50 e^{x^2} x^2+25 x^3} \, dx","-\frac{1}{25} e^x \left(\frac{x}{x-e^{x^2}}+5\right)+\log (x)+\frac{5}{2}",1,"-1/5*E^x + Log[x] + Defer[Int][E^x/(E^x^2 - x), x]/25 + Defer[Int][(E^x*x)/(E^x^2 - x)^2, x]/25 + Defer[Int][(E^x*x)/(E^x^2 - x), x]/25 - (2*Defer[Int][(E^x*x^2)/(E^x^2 - x), x])/25 - (2*Defer[Int][(E^x*x^3)/(E^x^2 - x)^2, x])/25","F",0,0,0,0,-1,"{}"
7308,0,0,0,4.0203009,"\int \frac{e^x (130+80 x)+e^x \left(50 x^2+80 x^3+e^5 \left(169 x^2+208 x^3+64 x^4\right)\right) \log (x)+e^x \left(-130-30 x+80 x^2\right) \log (x) \log (\log (x))}{\left(169 x^2+208 x^3+64 x^4\right) \log (x)} \, dx","Int[(E^x*(130 + 80*x) + E^x*(50*x^2 + 80*x^3 + E^5*(169*x^2 + 208*x^3 + 64*x^4))*Log[x] + E^x*(-130 - 30*x + 80*x^2)*Log[x]*Log[Log[x]])/((169*x^2 + 208*x^3 + 64*x^4)*Log[x]),x]","\int \frac{e^x (130+80 x)+e^x \left(50 x^2+80 x^3+e^5 \left(169 x^2+208 x^3+64 x^4\right)\right) \log (x)+e^x \left(-130-30 x+80 x^2\right) \log (x) \log (\log (x))}{\left(169 x^2+208 x^3+64 x^4\right) \log (x)} \, dx","e^x \left(\frac{x+\log (\log (x))}{\frac{4}{5} (x+1) x+\frac{x}{2}}+e^5\right)",1,"E^(5 + x) + (10*E^x)/(13 + 8*x) + (10*Defer[Int][E^x/(x^2*Log[x]), x])/13 - (80*Defer[Int][E^x/(x*Log[x]), x])/169 + (640*Defer[Int][E^x/((13 + 8*x)*Log[x]), x])/169 - (10*Defer[Int][(E^x*Log[Log[x]])/x^2, x])/13 + (10*Defer[Int][(E^x*Log[Log[x]])/x, x])/13 + (640*Defer[Int][(E^x*Log[Log[x]])/(13 + 8*x)^2, x])/13 - (80*Defer[Int][(E^x*Log[Log[x]])/(13 + 8*x), x])/13","F",0,0,0,0,-1,"{}"
7309,1,12,0,0.0030299,"\int \left(81+e^x+40 x\right) \, dx","Int[81 + E^x + 40*x,x]","20 x^2+81 x+e^x","5 (2 x+4)^2+e^x+x+e^4-8",1,"E^x + 81*x + 20*x^2","A",2,1,8,0.1250,1,"{2194}"
7310,0,0,0,1.977529,"\int \frac{-108+144 x^3+2 x^6+e^{-1+x} \left(-54+72 x^3+x^6\right)+\left(e^{-1+x} \left(9 x-24 x^4+16 x^7\right)+e^{-1+x} x^7 \log (x)\right) \log \left(\frac{9-24 x^3+16 x^6+x^6 \log (x)}{x^6}\right)}{9 x-24 x^4+16 x^7+x^7 \log (x)} \, dx","Int[(-108 + 144*x^3 + 2*x^6 + E^(-1 + x)*(-54 + 72*x^3 + x^6) + (E^(-1 + x)*(9*x - 24*x^4 + 16*x^7) + E^(-1 + x)*x^7*Log[x])*Log[(9 - 24*x^3 + 16*x^6 + x^6*Log[x])/x^6])/(9*x - 24*x^4 + 16*x^7 + x^7*Log[x]),x]","\int \frac{-108+144 x^3+2 x^6+e^{-1+x} \left(-54+72 x^3+x^6\right)+\left(e^{-1+x} \left(9 x-24 x^4+16 x^7\right)+e^{-1+x} x^7 \log (x)\right) \log \left(\frac{9-24 x^3+16 x^6+x^6 \log (x)}{x^6}\right)}{9 x-24 x^4+16 x^7+x^7 \log (x)} \, dx","\left(e^{x-1}+2\right) \log \left(\left(4-\frac{3}{x^3}\right)^2+\log (x)\right)",1,"-108*Defer[Int][1/(x*(9 - 24*x^3 + 16*x^6 + x^6*Log[x])), x] - (54*Defer[Int][E^x/(x*(9 - 24*x^3 + 16*x^6 + x^6*Log[x])), x])/E + 144*Defer[Int][x^2/(9 - 24*x^3 + 16*x^6 + x^6*Log[x]), x] + (72*Defer[Int][(E^x*x^2)/(9 - 24*x^3 + 16*x^6 + x^6*Log[x]), x])/E + 2*Defer[Int][x^5/(9 - 24*x^3 + 16*x^6 + x^6*Log[x]), x] + Defer[Int][(E^x*x^5)/(9 - 24*x^3 + 16*x^6 + x^6*Log[x]), x]/E + Defer[Int][E^x*Log[(3 - 4*x^3)^2/x^6 + Log[x]], x]/E","F",0,0,0,0,-1,"{}"
7311,1,22,0,0.0375349,"\int e^{-x} \left(1+e^x \left(-4-4 e^4 x^3+5 x^4\right)\right) \, dx","Int[(1 + E^x*(-4 - 4*E^4*x^3 + 5*x^4))/E^x,x]","x^5-e^4 x^4-4 x-e^{-x}","\left(\frac{e^4}{x}-1\right) x \left(4-x^4\right)-e^{-x}+3",1,"-E^(-x) - 4*x - E^4*x^4 + x^5","A",3,2,27,0.07407,1,"{6688, 2194}"
7312,1,48,0,0.6687212,"\int \frac{5 e^{2 x/5} x^2 \log (16)+(-60+15 x) \log (16)+e^{2 x/5} \left(-8 x^2+2 x^3\right) \log (16) \log (4-x)+(20-5 x) \log (16) \log \left(2 x^3\right)}{-20 x^2+5 x^3} \, dx","Int[(5*E^((2*x)/5)*x^2*Log[16] + (-60 + 15*x)*Log[16] + E^((2*x)/5)*(-8*x^2 + 2*x^3)*Log[16]*Log[4 - x] + (20 - 5*x)*Log[16]*Log[2*x^3])/(-20*x^2 + 5*x^3),x]","\frac{\log (16) \log \left(2 x^3\right)}{x}+\frac{e^{2 x/5} \log (16) (4 \log (4-x)-x \log (4-x))}{4-x}","\log (16) \left(\frac{\log \left(2 x^3\right)}{x}+e^{2 x/5} \log (4-x)\right)",1,"(E^((2*x)/5)*Log[16]*(4*Log[4 - x] - x*Log[4 - x]))/(4 - x) + (Log[16]*Log[2*x^3])/x","A",5,4,78,0.05128,1,"{1593, 6742, 2288, 2303}"
7313,0,0,0,2.6548722,"\int \frac{e^{\frac{20+5 x+x \log (x)+5 \log ^2(x)}{4+x+\log ^2(x)}} \left(-128-56 x-6 x^2+8 x \log (x)+(-64-18 x) \log ^2(x)+2 x \log ^3(x)-8 \log ^4(x)\right)}{16 x^5+8 x^6+x^7+\left(8 x^5+2 x^6\right) \log ^2(x)+x^5 \log ^4(x)} \, dx","Int[(E^((20 + 5*x + x*Log[x] + 5*Log[x]^2)/(4 + x + Log[x]^2))*(-128 - 56*x - 6*x^2 + 8*x*Log[x] + (-64 - 18*x)*Log[x]^2 + 2*x*Log[x]^3 - 8*Log[x]^4))/(16*x^5 + 8*x^6 + x^7 + (8*x^5 + 2*x^6)*Log[x]^2 + x^5*Log[x]^4),x]","\int \frac{e^{\frac{20+5 x+x \log (x)+5 \log ^2(x)}{4+x+\log ^2(x)}} \left(-128-56 x-6 x^2+8 x \log (x)+(-64-18 x) \log ^2(x)+2 x \log ^3(x)-8 \log ^4(x)\right)}{16 x^5+8 x^6+x^7+\left(8 x^5+2 x^6\right) \log ^2(x)+x^5 \log ^4(x)} \, dx","\frac{2 e^{\frac{x}{\frac{x+4}{\log (x)}+\log (x)}+5}}{x^4}",1,"-8*E^5*Defer[Int][x^(-5 + x/(4 + x + Log[x]^2)), x] + 2*E^5*Defer[Int][x^(-4 + x/(4 + x + Log[x]^2))/(-4 - x - Log[x]^2), x] + 16*E^5*Defer[Int][x^(-4 + x/(4 + x + Log[x]^2))/(4 + x + Log[x]^2)^2, x] + 4*E^5*Defer[Int][x^(-3 + x/(4 + x + Log[x]^2))/(4 + x + Log[x]^2)^2, x] - 2*E^5*Defer[Int][(x^(-3 + x/(4 + x + Log[x]^2))*Log[x])/(4 + x + Log[x]^2)^2, x] + 2*E^5*Defer[Int][(x^(-4 + x/(4 + x + Log[x]^2))*Log[x])/(4 + x + Log[x]^2), x]","F",0,0,0,0,-1,"{}"
7314,1,21,0,0.0613828,"\int \frac{1}{4} e^{\frac{1}{12} \left(-11-9 x-900 x^2-300 x^3\right)} \left(-3-600 x-300 x^2\right) \, dx","Int[(E^((-11 - 9*x - 900*x^2 - 300*x^3)/12)*(-3 - 600*x - 300*x^2))/4,x]","e^{\frac{1}{12} \left(-300 x^3-900 x^2-9 x-11\right)}","e^{\frac{4}{3}-\frac{1}{4} (x+3) \left(100 x^2+3\right)}",1,"E^((-11 - 9*x - 900*x^2 - 300*x^3)/12)","A",2,2,35,0.05714,1,"{12, 6706}"
7315,0,0,0,13.2805604,"\int \frac{e^{x+x^2} \left(6 x+3 x^2+7 x^3+x^4-x^5-2 x^6+e^4 \left(-6 x-3 x^2-6 x^3-x^4+x^5+2 x^6\right)\right)+e^{x+x^2} \left(-6 x-3 x^2-6 x^3-x^4+x^5+2 x^6\right) \log (x)+\left(e^{x+x^2} \left(x^4+2 x^5+e^4 \left(-x^4-2 x^5\right)\right)+e^{x+x^2} \left(-x^4-2 x^5\right) \log (x)\right) \log \left(-1+e^4+\log (x)\right)}{-9+6 x^3-x^6+e^4 \left(9-6 x^3+x^6\right)+\left(9-6 x^3+x^6\right) \log (x)+\left(-6 x^2+2 x^5+e^4 \left(6 x^2-2 x^5\right)+\left(6 x^2-2 x^5\right) \log (x)\right) \log \left(-1+e^4+\log (x)\right)+\left(-x^4+e^4 x^4+x^4 \log (x)\right) \log ^2\left(-1+e^4+\log (x)\right)} \, dx","Int[(E^(x + x^2)*(6*x + 3*x^2 + 7*x^3 + x^4 - x^5 - 2*x^6 + E^4*(-6*x - 3*x^2 - 6*x^3 - x^4 + x^5 + 2*x^6)) + E^(x + x^2)*(-6*x - 3*x^2 - 6*x^3 - x^4 + x^5 + 2*x^6)*Log[x] + (E^(x + x^2)*(x^4 + 2*x^5 + E^4*(-x^4 - 2*x^5)) + E^(x + x^2)*(-x^4 - 2*x^5)*Log[x])*Log[-1 + E^4 + Log[x]])/(-9 + 6*x^3 - x^6 + E^4*(9 - 6*x^3 + x^6) + (9 - 6*x^3 + x^6)*Log[x] + (-6*x^2 + 2*x^5 + E^4*(6*x^2 - 2*x^5) + (6*x^2 - 2*x^5)*Log[x])*Log[-1 + E^4 + Log[x]] + (-x^4 + E^4*x^4 + x^4*Log[x])*Log[-1 + E^4 + Log[x]]^2),x]","\int \frac{e^{x+x^2} \left(6 x+3 x^2+7 x^3+x^4-x^5-2 x^6+e^4 \left(-6 x-3 x^2-6 x^3-x^4+x^5+2 x^6\right)\right)+e^{x+x^2} \left(-6 x-3 x^2-6 x^3-x^4+x^5+2 x^6\right) \log (x)+\left(e^{x+x^2} \left(x^4+2 x^5+e^4 \left(-x^4-2 x^5\right)\right)+e^{x+x^2} \left(-x^4-2 x^5\right) \log (x)\right) \log \left(-1+e^4+\log (x)\right)}{-9+6 x^3-x^6+e^4 \left(9-6 x^3+x^6\right)+\left(9-6 x^3+x^6\right) \log (x)+\left(-6 x^2+2 x^5+e^4 \left(6 x^2-2 x^5\right)+\left(6 x^2-2 x^5\right) \log (x)\right) \log \left(-1+e^4+\log (x)\right)+\left(-x^4+e^4 x^4+x^4 \log (x)\right) \log ^2\left(-1+e^4+\log (x)\right)} \, dx","\frac{e^{x^2+x} x}{x \left(x-\log \left(\log (x)+e^4-1\right)\right)-\frac{3}{x}}",1,"6*(1 - E^4)*Defer[Int][(E^(x + x^2)*x)/((-1 + E^4 + Log[x])*(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]])^2), x] + Defer[Int][(E^(x + x^2)*x^3)/((-1 + E^4 + Log[x])*(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]])^2), x] + (1 - E^4)*Defer[Int][(E^(x + x^2)*x^4)/((-1 + E^4 + Log[x])*(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]])^2), x] - 6*Defer[Int][(E^(x + x^2)*x*Log[x])/((-1 + E^4 + Log[x])*(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]])^2), x] - Defer[Int][(E^(x + x^2)*x^4*Log[x])/((-1 + E^4 + Log[x])*(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]])^2), x] + Defer[Int][(E^(x + x^2)*x^2)/(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]]), x] + 2*Defer[Int][(E^(x + x^2)*x^3)/(-3 + x^3 - x^2*Log[-1 + E^4 + Log[x]]), x]","F",0,0,0,0,-1,"{}"
7316,0,0,0,0.9895713,"\int \frac{4 x-8 x \log (x)+84 \log ^2(x)}{5 x^4+\left(10 x^2-210 x^3\right) \log (x)+\left(5-210 x+2205 x^2\right) \log ^2(x)} \, dx","Int[(4*x - 8*x*Log[x] + 84*Log[x]^2)/(5*x^4 + (10*x^2 - 210*x^3)*Log[x] + (5 - 210*x + 2205*x^2)*Log[x]^2),x]","\int \frac{4 x-8 x \log (x)+84 \log ^2(x)}{5 x^4+\left(10 x^2-210 x^3\right) \log (x)+\left(5-210 x+2205 x^2\right) \log ^2(x)} \, dx","\frac{4 x}{5 \left(x \left(\frac{x^2}{\log (x)}-21 x\right)+x\right)}",1,"4/(5*(1 - 21*x)) + (4*Defer[Int][(x^2 + Log[x] - 21*x*Log[x])^(-2), x])/46305 + (4*Defer[Int][x/(x^2 + Log[x] - 21*x*Log[x])^2, x])/5 - (4*Defer[Int][x^2/(x^2 + Log[x] - 21*x*Log[x])^2, x])/105 + (4*Defer[Int][1/((-1 + 21*x)^2*(x^2 + Log[x] - 21*x*Log[x])^2), x])/46305 + (8*Defer[Int][1/((-1 + 21*x)*(x^2 + Log[x] - 21*x*Log[x])^2), x])/46305 - (8*Defer[Int][1/((-1 + 21*x)^2*(x^2 + Log[x] - 21*x*Log[x])), x])/105 - (8*Defer[Int][1/((-1 + 21*x)*(x^2 + Log[x] - 21*x*Log[x])), x])/105","F",0,0,0,0,-1,"{}"
7317,1,26,0,0.4083813,"\int \frac{-30+10 x+e^3 (-8+4 x)+(-40+20 x) \log (x)+\left(-5-2 e^3-10 \log (x)\right) \log \left(\frac{1}{10} \left(5+2 e^3+10 \log (x)\right)\right)}{5+2 e^3+10 \log (x)} \, dx","Int[(-30 + 10*x + E^3*(-8 + 4*x) + (-40 + 20*x)*Log[x] + (-5 - 2*E^3 - 10*Log[x])*Log[(5 + 2*E^3 + 10*Log[x])/10])/(5 + 2*E^3 + 10*Log[x]),x]","x^2-4 x-x \log \left(\frac{1}{10} \left(10 \log (x)+2 e^3+5\right)\right)","x \left(x-\log \left(-x+\frac{1}{2} (2 x+3)+\log (x)+\frac{e^3}{5}-1\right)-4\right)",1,"-4*x + x^2 - x*Log[(5 + 2*E^3 + 10*Log[x])/10]","A",12,7,64,0.1094,1,"{6741, 6742, 6688, 2299, 2178, 2549, 12}"
7318,1,11,0,0.0037546,"\int \frac{-14-4 x}{4+7 x+x^2} \, dx","Int[(-14 - 4*x)/(4 + 7*x + x^2),x]","-2 \log \left(x^2+7 x+4\right)","2-2 \left(\log \left(x^2+7 x+4\right)+5\right)",1,"-2*Log[4 + 7*x + x^2]","A",1,1,16,0.06250,1,"{628}"
7319,1,791,0,6.7586485,"\int \frac{-60000 x^3-50300 x^4+6904 x^5-292 x^6+4 x^7+e \left(-30000 x+32450 x^2-3748 x^3+150 x^4-2 x^5\right)+e^2 \left(-28800 x^3+3600 x^4-148 x^5+2 x^6\right)+\left(-62500 x^2-52500 x^3+7100 x^4-296 x^5+4 x^6+e \left(-31250+33750 x-3850 x^2+152 x^3-2 x^4\right)+e^2 \left(-30000 x^2+3700 x^3-150 x^4+2 x^5\right)\right) \log \left(\frac{e-e^2 x-2 x^2}{x}\right)}{-31250 x^3+3750 x^4-150 x^5+2 x^6+e \left(15625 x-1875 x^2+75 x^3-x^4\right)+e^2 \left(-15625 x^2+1875 x^3-75 x^4+x^5\right)} \, dx","Int[(-60000*x^3 - 50300*x^4 + 6904*x^5 - 292*x^6 + 4*x^7 + E*(-30000*x + 32450*x^2 - 3748*x^3 + 150*x^4 - 2*x^5) + E^2*(-28800*x^3 + 3600*x^4 - 148*x^5 + 2*x^6) + (-62500*x^2 - 52500*x^3 + 7100*x^4 - 296*x^5 + 4*x^6 + E*(-31250 + 33750*x - 3850*x^2 + 152*x^3 - 2*x^4) + E^2*(-30000*x^2 + 3700*x^3 - 150*x^4 + 2*x^5))*Log[(E - E^2*x - 2*x^2)/x])/(-31250*x^3 + 3750*x^4 - 150*x^5 + 2*x^6 + E*(15625*x - 1875*x^2 + 75*x^3 - x^4) + E^2*(-15625*x^2 + 1875*x^3 - 75*x^4 + x^5)),x]","-2 \text{Li}_2\left(-\frac{4 x-\sqrt{e \left(8+e^3\right)}+e^2}{2 \sqrt{e \left(8+e^3\right)}}\right)-2 \text{Li}_2\left(\frac{4 x+\sqrt{e \left(8+e^3\right)}+e^2}{2 \sqrt{e \left(8+e^3\right)}}\right)+x^2-\frac{e \left(4+1200 e-e^2+25 e^3\right) \log \left(-2 x^2-e^2 x+e\right)}{2 \left(1250-e+25 e^2\right)}+\frac{25 \left(100+e^2\right) \log \left(-2 x^2-e^2 x+e\right)}{1250-e+25 e^2}+\frac{1}{2} e^2 \log \left(-2 x^2-e^2 x+e\right)+2 x-\frac{1300}{25-x}+\frac{625}{(25-x)^2}-\log ^2(x)-\log ^2\left(4 x-\sqrt{e \left(8+e^3\right)}+e^2\right)-\log ^2\left(4 x+\sqrt{e \left(8+e^3\right)}+e^2\right)+2 x \log \left(-2 x+\frac{e}{x}-e^2\right)-\frac{50 \log \left(-2 x+\frac{e}{x}-e^2\right)}{25-x}-2 \log \left(-2 x+\frac{e}{x}-e^2\right) \log (x)+2 \log \left(e^2+\sqrt{e \left(8+e^3\right)}\right) \log (x)-2 \log (x)+2 \log \left(-2 x+\frac{e}{x}-e^2\right) \log \left(4 x-\sqrt{e \left(8+e^3\right)}+e^2\right)+2 \log \left(-\frac{4 x}{e^2-\sqrt{e \left(8+e^3\right)}}\right) \log \left(4 x-\sqrt{e \left(8+e^3\right)}+e^2\right)+2 \log \left(\frac{1}{4} \left(\sqrt{e \left(8+e^3\right)}-e^2\right)\right) \log \left(4 x-\sqrt{e \left(8+e^3\right)}+e^2\right)+2 \log \left(-2 x+\frac{e}{x}-e^2\right) \log \left(4 x+\sqrt{e \left(8+e^3\right)}+e^2\right)-2 \log \left(-\frac{4 x-\sqrt{e \left(8+e^3\right)}+e^2}{2 \sqrt{e \left(8+e^3\right)}}\right) \log \left(4 x+\sqrt{e \left(8+e^3\right)}+e^2\right)-2 \log \left(4 x-\sqrt{e \left(8+e^3\right)}+e^2\right) \log \left(\frac{4 x+\sqrt{e \left(8+e^3\right)}+e^2}{2 \sqrt{e \left(8+e^3\right)}}\right)+2 \log (x) \log \left(\frac{4 x}{e^2+\sqrt{e \left(8+e^3\right)}}+1\right)-\frac{50 \sqrt{e \left(8+e^3\right)} \tanh ^{-1}\left(\frac{4 x+e^2}{\sqrt{e \left(8+e^3\right)}}\right)}{1250-e+25 e^2}+\sqrt{e \left(8+e^3\right)} \tanh ^{-1}\left(\frac{4 x+e^2}{\sqrt{e \left(8+e^3\right)}}\right)-\frac{(2+e) \left(4-2 e+e^2\right) \left(1200-e+25 e^2\right) \sqrt{\frac{e}{8+e^3}} \tanh ^{-1}\left(\frac{4 x+e^2}{\sqrt{e \left(8+e^3\right)}}\right)}{1250-e+25 e^2}","\left(\frac{x}{25-x}-x-\log \left(-2 x+\frac{e}{x}-e^2\right)\right)^2",1,"625/(25 - x)^2 - 1300/(25 - x) + 2*x + x^2 - ((2 + E)*(4 - 2*E + E^2)*(1200 - E + 25*E^2)*Sqrt[E/(8 + E^3)]*ArcTanh[(E^2 + 4*x)/Sqrt[E*(8 + E^3)]])/(1250 - E + 25*E^2) + Sqrt[E*(8 + E^3)]*ArcTanh[(E^2 + 4*x)/Sqrt[E*(8 + E^3)]] - (50*Sqrt[E*(8 + E^3)]*ArcTanh[(E^2 + 4*x)/Sqrt[E*(8 + E^3)]])/(1250 - E + 25*E^2) - (50*Log[-E^2 + E/x - 2*x])/(25 - x) + 2*x*Log[-E^2 + E/x - 2*x] - 2*Log[x] + 2*Log[E^2 + Sqrt[E*(8 + E^3)]]*Log[x] - 2*Log[-E^2 + E/x - 2*x]*Log[x] - Log[x]^2 + 2*Log[(-E^2 + Sqrt[E*(8 + E^3)])/4]*Log[E^2 - Sqrt[E*(8 + E^3)] + 4*x] + 2*Log[-E^2 + E/x - 2*x]*Log[E^2 - Sqrt[E*(8 + E^3)] + 4*x] + 2*Log[(-4*x)/(E^2 - Sqrt[E*(8 + E^3)])]*Log[E^2 - Sqrt[E*(8 + E^3)] + 4*x] - Log[E^2 - Sqrt[E*(8 + E^3)] + 4*x]^2 + 2*Log[-E^2 + E/x - 2*x]*Log[E^2 + Sqrt[E*(8 + E^3)] + 4*x] - 2*Log[-1/2*(E^2 - Sqrt[E*(8 + E^3)] + 4*x)/Sqrt[E*(8 + E^3)]]*Log[E^2 + Sqrt[E*(8 + E^3)] + 4*x] - Log[E^2 + Sqrt[E*(8 + E^3)] + 4*x]^2 - 2*Log[E^2 - Sqrt[E*(8 + E^3)] + 4*x]*Log[(E^2 + Sqrt[E*(8 + E^3)] + 4*x)/(2*Sqrt[E*(8 + E^3)])] + 2*Log[x]*Log[1 + (4*x)/(E^2 + Sqrt[E*(8 + E^3)])] + (E^2*Log[E - E^2*x - 2*x^2])/2 + (25*(100 + E^2)*Log[E - E^2*x - 2*x^2])/(1250 - E + 25*E^2) - (E*(4 + 1200*E - E^2 + 25*E^3)*Log[E - E^2*x - 2*x^2])/(2*(1250 - E + 25*E^2)) - 2*PolyLog[2, -1/2*(E^2 - Sqrt[E*(8 + E^3)] + 4*x)/Sqrt[E*(8 + E^3)]] - 2*PolyLog[2, (E^2 + Sqrt[E*(8 + E^3)] + 4*x)/(2*Sqrt[E*(8 + E^3)])]","C",62,24,237,0.1013,0,"{6688, 12, 6728, 1628, 634, 618, 206, 628, 2528, 2523, 1657, 2525, 2524, 2357, 2301, 2316, 2315, 2317, 2391, 2418, 2394, 2390, 2393, 2392}"
7320,1,22,0,0.1938515,"\int \frac{-e^5 x+e^{\frac{17 e^5+e^{5+\log ^2(x)}+x \log (5)}{e^5}} \left(x \log (5)+2 e^{5+\log ^2(x)} \log (x)\right)}{e^5 x} \, dx","Int[(-(E^5*x) + E^((17*E^5 + E^(5 + Log[x]^2) + x*Log[5])/E^5)*(x*Log[5] + 2*E^(5 + Log[x]^2)*Log[x]))/(E^5*x),x]","5^{\frac{x}{e^5}} e^{e^{\log ^2(x)}+17}-x","e^{e^{\log ^2(x)}+\frac{x \log (5)}{e^5}+17}-x",1,"5^(x/E^5)*E^(17 + E^Log[x]^2) - x","A",4,3,56,0.05357,1,"{12, 14, 2288}"
7321,1,36,0,0.4932174,"\int \frac{e^2 \left(8-8 x+3750 x^2-400 x^3+10 x^4\right)-4 e^2 \log \left(\frac{3}{x}\right)}{4 x^2-8 x^3+2504 x^4-2700 x^5+390829 x^6-62504 x^7+3750 x^8-100 x^9+x^{10}+\left(-8 x^2+8 x^3-2500 x^4+200 x^5-4 x^6\right) \log \left(\frac{3}{x}\right)+4 x^2 \log ^2\left(\frac{3}{x}\right)} \, dx","Int[(E^2*(8 - 8*x + 3750*x^2 - 400*x^3 + 10*x^4) - 4*E^2*Log[3/x])/(4*x^2 - 8*x^3 + 2504*x^4 - 2700*x^5 + 390829*x^6 - 62504*x^7 + 3750*x^8 - 100*x^9 + x^10 + (-8*x^2 + 8*x^3 - 2500*x^4 + 200*x^5 - 4*x^6)*Log[3/x] + 4*x^2*Log[3/x]^2),x]","-\frac{2 e^2}{x \left(x^4-50 x^3+625 x^2-2 x-2 \log \left(\frac{3}{x}\right)+2\right)}","\frac{e^2}{x \left(-\frac{1}{2} (x-25)^2 x^2+x+\log \left(\frac{3}{x}\right)-1\right)}",1,"(-2*E^2)/(x*(2 - 2*x + 625*x^2 - 50*x^3 + x^4 - 2*Log[3/x]))","A",3,3,129,0.02326,1,"{6688, 12, 6687}"
7322,1,37,0,0.0144266,"\int \left(3-2 x+15 x^2+e^{2 x} (1+2 x)\right) \, dx","Int[3 - 2*x + 15*x^2 + E^(2*x)*(1 + 2*x),x]","5 x^3-x^2+3 x-\frac{e^{2 x}}{2}+\frac{1}{2} e^{2 x} (2 x+1)","x \left(5 x^2+e^{2 x}+3\right)-x^2",1,"-1/2*E^(2*x) + 3*x - x^2 + 5*x^3 + (E^(2*x)*(1 + 2*x))/2","A",3,2,21,0.09524,1,"{2176, 2194}"
7323,1,18,0,0.5743416,"\int \frac{2 e^x x^2+e \left(-1-2 x-2 x^2\right)+\left(-e x+e^x x\right) \log (x)}{2 x^2+x \log (x)} \, dx","Int[(2*E^x*x^2 + E*(-1 - 2*x - 2*x^2) + (-(E*x) + E^x*x)*Log[x])/(2*x^2 + x*Log[x]),x]","-e x+e^x-e \log (2 x+\log (x))","e^x-e (x+\log (2 x+\log (x)))-4",1,"E^x - E*x - E*Log[2*x + Log[x]]","A",7,4,47,0.08511,1,"{2561, 6742, 2194, 6684}"
7324,-1,0,0,180.0000081,"\int \frac{\exp \left(\frac{\left(256-256 x+96 x^2-16 x^3+x^4\right) \log ^2\left(\frac{x}{5+x}\right)}{256+e^{4 x}+768 x+608 x^2-144 x^3-255 x^4+36 x^5+38 x^6-12 x^7+x^8+e^{3 x} \left(-16-12 x+4 x^2\right)+e^{2 x} \left(96+144 x+6 x^2-36 x^3+6 x^4\right)+e^x \left(-256-576 x-240 x^2+180 x^3+60 x^4-36 x^5+4 x^6\right)}\right) \left(\left(-10240+2560 x+6400 x^2-4800 x^3+1400 x^4-190 x^5+10 x^6+e^x \left(2560-2560 x+960 x^2-160 x^3+10 x^4\right)\right) \log \left(\frac{x}{5+x}\right)+\left(20480 x-21504 x^2+7680 x^3-640 x^4-240 x^5+60 x^6-4 x^7+e^x \left(-6400 x+4800 x^2-944 x^3-92 x^4+48 x^5-4 x^6\right)\right) \log ^2\left(\frac{x}{5+x}\right)\right)}{-5120 x-20224 x^2-26240 x^3-6880 x^4+9820 x^5+4445 x^6-2098 x^7-665 x^8+320 x^9-5 x^{10}-10 x^{11}+x^{12}+e^{5 x} \left(5 x+x^2\right)+e^{4 x} \left(-100 x-95 x^2+10 x^3+5 x^4\right)+e^{3 x} \left(800 x+1360 x^2+290 x^3-290 x^4-10 x^5+10 x^6\right)+e^{2 x} \left(-3200 x-7840 x^2-4440 x^3+1650 x^4+1200 x^5-300 x^6-40 x^7+10 x^8\right)+e^x \left(6400 x+20480 x^2+19040 x^3-560 x^4-7095 x^5-375 x^6+1130 x^7-110 x^8-35 x^9+5 x^{10}\right)} \, dx","Int[(E^(((256 - 256*x + 96*x^2 - 16*x^3 + x^4)*Log[x/(5 + x)]^2)/(256 + E^(4*x) + 768*x + 608*x^2 - 144*x^3 - 255*x^4 + 36*x^5 + 38*x^6 - 12*x^7 + x^8 + E^(3*x)*(-16 - 12*x + 4*x^2) + E^(2*x)*(96 + 144*x + 6*x^2 - 36*x^3 + 6*x^4) + E^x*(-256 - 576*x - 240*x^2 + 180*x^3 + 60*x^4 - 36*x^5 + 4*x^6)))*((-10240 + 2560*x + 6400*x^2 - 4800*x^3 + 1400*x^4 - 190*x^5 + 10*x^6 + E^x*(2560 - 2560*x + 960*x^2 - 160*x^3 + 10*x^4))*Log[x/(5 + x)] + (20480*x - 21504*x^2 + 7680*x^3 - 640*x^4 - 240*x^5 + 60*x^6 - 4*x^7 + E^x*(-6400*x + 4800*x^2 - 944*x^3 - 92*x^4 + 48*x^5 - 4*x^6))*Log[x/(5 + x)]^2))/(-5120*x - 20224*x^2 - 26240*x^3 - 6880*x^4 + 9820*x^5 + 4445*x^6 - 2098*x^7 - 665*x^8 + 320*x^9 - 5*x^10 - 10*x^11 + x^12 + E^(5*x)*(5*x + x^2) + E^(4*x)*(-100*x - 95*x^2 + 10*x^3 + 5*x^4) + E^(3*x)*(800*x + 1360*x^2 + 290*x^3 - 290*x^4 - 10*x^5 + 10*x^6) + E^(2*x)*(-3200*x - 7840*x^2 - 4440*x^3 + 1650*x^4 + 1200*x^5 - 300*x^6 - 40*x^7 + 10*x^8) + E^x*(6400*x + 20480*x^2 + 19040*x^3 - 560*x^4 - 7095*x^5 - 375*x^6 + 1130*x^7 - 110*x^8 - 35*x^9 + 5*x^10)),x]","\text{\$Aborted}","e^{\frac{\log ^2\left(\frac{x}{x+5}\right)}{\left(x-\frac{e^x}{4-x}+1\right)^4}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7325,0,0,0,0.520483,"\int \frac{-e^5-x+e^{e^2} \left(2 e^5 x+2 x^2\right)+\left(-x+e^{e^2} x^2\right) \log \left(x-e^{e^2} x^2\right)}{\left(-e^5 x-x^2+e^{e^2} \left(e^5 x^2+x^3\right)\right) \log \left(x-e^{e^2} x^2\right)} \, dx","Int[(-E^5 - x + E^E^2*(2*E^5*x + 2*x^2) + (-x + E^E^2*x^2)*Log[x - E^E^2*x^2])/((-(E^5*x) - x^2 + E^E^2*(E^5*x^2 + x^3))*Log[x - E^E^2*x^2]),x]","\int \frac{-e^5-x+e^{e^2} \left(2 e^5 x+2 x^2\right)+\left(-x+e^{e^2} x^2\right) \log \left(x-e^{e^2} x^2\right)}{\left(-e^5 x-x^2+e^{e^2} \left(e^5 x^2+x^3\right)\right) \log \left(x-e^{e^2} x^2\right)} \, dx","\log \left(4 \left(x+e^5\right) \log \left(x-e^{e^2} x^2\right)\right)+\log (5)",1,"Log[E^5 + x] + Defer[Int][(-1 + 2*E^E^2*x)/(x*(-1 + E^E^2*x)*Log[x*(1 - E^E^2*x)]), x]","F",0,0,0,0,-1,"{}"
7326,0,0,0,0.5157852,"\int \frac{e^{\frac{9 e^{x/2}}{x}+\frac{x}{2}} (-18+9 x)}{4 x^2} \, dx","Int[(E^((9*E^(x/2))/x + x/2)*(-18 + 9*x))/(4*x^2),x]","\int \frac{e^{\frac{9 e^{x/2}}{x}+\frac{x}{2}} (-18+9 x)}{4 x^2} \, dx","\frac{1}{2} \left(e^{\frac{9 e^{x/2}}{x}}+\log (2)\right)",1,"(-9*Defer[Int][E^((18*E^(x/2) + x^2)/(2*x))/x^2, x])/2 + (9*Defer[Int][E^((18*E^(x/2) + x^2)/(2*x))/x, x])/4","F",0,0,0,0,-1,"{}"
7327,1,41,0,0.2855279,"\int \frac{-10-10 x+6 x^2+2 x^3+e^4 (2+2 x)+e^2 \left(-8 x-4 x^2\right)+\left(-5+e^4-2 e^2 x+x^2\right) \log \left(\frac{1}{16} \left(25 x^2+e^8 x^2-4 e^6 x^3-10 x^4+x^6+e^4 \left(-10 x^2+6 x^4\right)+e^2 \left(20 x^3-4 x^5\right)\right)\right)}{-10+2 e^4-4 e^2 x+2 x^2} \, dx","Int[(-10 - 10*x + 6*x^2 + 2*x^3 + E^4*(2 + 2*x) + E^2*(-8*x - 4*x^2) + (-5 + E^4 - 2*E^2*x + x^2)*Log[(25*x^2 + E^8*x^2 - 4*E^6*x^3 - 10*x^4 + x^6 + E^4*(-10*x^2 + 6*x^4) + E^2*(20*x^3 - 4*x^5))/16])/(-10 + 2*E^4 - 4*E^2*x + 2*x^2),x]","\frac{x^2}{2}+\frac{1}{2} x \log \left(\frac{1}{16} x^2 \left(-x^2+2 e^2 x-e^4+5\right)^2\right)","\frac{1}{2} x \left(\log \left(\frac{1}{16} \left(\left(e^2-x\right)^2-5\right)^2 x^2\right)+x\right)",1,"x^2/2 + (x*Log[(x^2*(5 - E^4 + 2*E^2*x - x^2)^2)/16])/2","A",14,6,137,0.04380,1,"{6688, 1657, 632, 31, 2523, 12}"
7328,1,25,0,0.4252373,"\int \left(2 x+4 x \log (x)+e^{e^{-4-e+x}} \left(-x+\left(-2 x-e^{-4-e+x} x^2\right) \log (x)\right)\right) \, dx","Int[2*x + 4*x*Log[x] + E^E^(-4 - E + x)*(-x + (-2*x - E^(-4 - E + x)*x^2)*Log[x]),x]","2 x^2 \log (x)-e^{e^{x-e-4}} x^2 \log (x)","\left(2-e^{e^{x-e-4}}\right) x^2 \log (x)",1,"2*x^2*Log[x] - E^E^(-4 - E + x)*x^2*Log[x]","A",5,4,44,0.09091,1,"{2304, 6742, 2288, 2554}"
7329,0,0,0,0.7052033,"\int \frac{96 x-16 x^2+e^{-e+2 x} (12+20 x)}{e^{-e+2 x} x+4 x^2} \, dx","Int[(96*x - 16*x^2 + E^(-E + 2*x)*(12 + 20*x))/(E^(-E + 2*x)*x + 4*x^2),x]","\int \frac{96 x-16 x^2+e^{-e+2 x} (12+20 x)}{e^{-e+2 x} x+4 x^2} \, dx","4 \left(-x+3 \log \left(x \left(x+\frac{1}{4} e^{2 x-e}\right)\right)+9\right)",1,"20*x + 12*Log[x] + 24*E^E*Defer[Subst][Defer[Int][(E^x + 2*E^E*x)^(-1), x], x, 2*x] - 24*E^E*Defer[Subst][Defer[Int][x/(E^x + 2*E^E*x), x], x, 2*x]","F",0,0,0,0,-1,"{}"
7330,1,27,0,0.2564235,"\int \frac{e^{3 x} \left(-1-x+3 x^2\right)+3 e^{3 x} x \log (2 x)}{x^3+2 x^2 \log (2 x)+x \log ^2(2 x)} \, dx","Int[(E^(3*x)*(-1 - x + 3*x^2) + 3*E^(3*x)*x*Log[2*x])/(x^3 + 2*x^2*Log[2*x] + x*Log[2*x]^2),x]","\frac{e^{3 x} \left(x^2+x \log (2 x)\right)}{x (x+\log (2 x))^2}","\log \left(4 e^{\frac{e^{3 x}}{x+\log (2 x)}}\right)-\frac{1}{5}",1,"(E^(3*x)*(x^2 + x*Log[2*x]))/(x*(x + Log[2*x])^2)","A",2,2,53,0.03774,1,"{6688, 2288}"
7331,1,174,0,0.3866934,"\int \frac{2+4 x-4 e^6 x+e^{12} x+\left(-4 x+2 e^6 x\right) \log \left(\frac{4}{x}\right)+x \log ^2\left(\frac{4}{x}\right)+\left(4 x-2 e^6 x-2 x \log \left(\frac{4}{x}\right)\right) \log (x)+\left(8 x^2-6 e^6 x^2+e^{12} x^2+\left(-6 x^2+2 e^6 x^2\right) \log \left(\frac{4}{x}\right)+x^2 \log ^2\left(\frac{4}{x}\right)\right) \log (\log (2))}{x^2} \, dx","Int[(2 + 4*x - 4*E^6*x + E^12*x + (-4*x + 2*E^6*x)*Log[4/x] + x*Log[4/x]^2 + (4*x - 2*E^6*x - 2*x*Log[4/x])*Log[x] + (8*x^2 - 6*E^6*x^2 + E^12*x^2 + (-6*x^2 + 2*E^6*x^2)*Log[4/x] + x^2*Log[4/x]^2)*Log[Log[2]])/x^2,x]","-\frac{2}{x}-\frac{1}{3} \log ^3\left(\frac{4}{x}\right)+\left(2-e^6\right) \log ^2\left(\frac{4}{x}\right)+x \log (\log (2)) \log ^2\left(\frac{4}{x}\right)-\frac{1}{3} \left(-\log \left(\frac{4}{x}\right)-e^6+2\right)^3+\log (x) \left(-\log \left(\frac{4}{x}\right)-e^6+2\right)^2+\left(2-e^6\right)^2 \log (x)-2 \left(3-e^6\right) x \log (\log (2))+\left(2-e^3\right) \left(2+e^3\right) \left(2-e^6\right) x \log (\log (2))+2 x \log (\log (2))-2 \left(3-e^6\right) x \log (\log (2)) \log \left(\frac{4}{x}\right)+2 x \log (\log (2)) \log \left(\frac{4}{x}\right)","\left(\log \left(\frac{4}{x}\right)+e^6-2\right)^2 (x \log (\log (2))+\log (x))-\frac{2}{x}",1,"-2/x - (2 - E^6 - Log[4/x])^3/3 + (2 - E^6)*Log[4/x]^2 - Log[4/x]^3/3 + (2 - E^6)^2*Log[x] + (2 - E^6 - Log[4/x])^2*Log[x] + 2*x*Log[Log[2]] + (2 - E^3)*(2 + E^3)*(2 - E^6)*x*Log[Log[2]] - 2*(3 - E^6)*x*Log[Log[2]] + 2*x*Log[4/x]*Log[Log[2]] - 2*(3 - E^6)*x*Log[4/x]*Log[Log[2]] + x*Log[4/x]^2*Log[Log[2]]","B",20,10,127,0.07874,1,"{6, 14, 2301, 2366, 12, 2302, 30, 2346, 2296, 2295}"
7332,1,14,0,0.0353718,"\int \frac{e^4+432 e^{2 x}}{e^4+144 e^{2 x}} \, dx","Int[(E^4 + 432*E^(2*x))/(E^4 + 144*E^(2*x)),x]","x+\log \left(144 e^{2 x}+e^4\right)","x+\log \left(e^{2 x}+\frac{e^4}{144}\right)",1,"x + Log[E^4 + 144*E^(2*x)]","A",3,2,25,0.08000,1,"{2282, 72}"
7333,1,23,0,0.0097433,"\int \frac{-135-27 \log ^2(5)}{52 x^2+12 x^2 \log ^2(5)} \, dx","Int[(-135 - 27*Log[5]^2)/(52*x^2 + 12*x^2*Log[5]^2),x]","\frac{27 \left(5+\log ^2(5)\right)}{4 x \left(13+3 \log ^2(5)\right)}","5-\frac{9}{4 \left(\frac{2 x}{3 \left(5+\log ^2(5)\right)}-x\right)}",1,"(27*(5 + Log[5]^2))/(4*x*(13 + 3*Log[5]^2))","A",3,3,26,0.1154,1,"{6, 12, 30}"
7334,1,31,0,0.2751854,"\int \frac{e^{1+e^{2 x^2}-x} \left(-1+4 e^{2 x^2} x\right)}{e^{1+e^{2 x^2}-x}-15625 e^{9+\log ^2(5)}} \, dx","Int[(E^(1 + E^(2*x^2) - x)*(-1 + 4*E^(2*x^2)*x))/(E^(1 + E^(2*x^2) - x) - 15625*E^(9 + Log[5]^2)),x]","\log \left(-e^{1-x} \left(e^{e^{2 x^2}}-15625 e^{x+8+\log ^2(5)}\right)\right)","\log \left(e^{(3+\log (5))^2}-e^{e^{2 x^2}-x+1}\right)",1,"Log[-(E^(1 - x)*(E^E^(2*x^2) - 15625*E^(8 + x + Log[5]^2)))]","A",1,1,54,0.01852,1,"{6684}"
7335,1,20,0,0.0924821,"\int e^{3+e^x-x+x^2+3 \log ^4(4)} \left(-1+e^x+2 x\right) \, dx","Int[E^(3 + E^x - x + x^2 + 3*Log[4]^4)*(-1 + E^x + 2*x),x]","e^{x^2-x+e^x+3 \left(1+\log ^4(4)\right)}","e^{x^2-x+e^x+3+3 \log ^4(4)}",1,"E^(E^x - x + x^2 + 3*(1 + Log[4]^4))","A",1,1,28,0.03571,1,"{6706}"
7336,1,90,0,4.5566572,"\int \frac{e^4 \left(4 x^4-4 x^5+x^6\right)+e^{\frac{2 x^2}{e^4 (-2+x)}} \left(-512 x^3+128 x^4+e^4 \left(-512+384 x^2-128 x^3\right)\right)+\left(e^{\frac{2 x^2}{e^4 (-2+x)}} \left(-512 x^2+128 x^3\right)+e^4 \left(12 x^3-12 x^4+3 x^5\right)\right) \log (x)+e^4 \left(12 x^2-12 x^3+3 x^4\right) \log ^2(x)+e^4 \left(4 x-4 x^2+x^3\right) \log ^3(x)}{e^4 \left(4 x^4-4 x^5+x^6\right)+e^4 \left(12 x^3-12 x^4+3 x^5\right) \log (x)+e^4 \left(12 x^2-12 x^3+3 x^4\right) \log ^2(x)+e^4 \left(4 x-4 x^2+x^3\right) \log ^3(x)} \, dx","Int[(E^4*(4*x^4 - 4*x^5 + x^6) + E^((2*x^2)/(E^4*(-2 + x)))*(-512*x^3 + 128*x^4 + E^4*(-512 + 384*x^2 - 128*x^3)) + (E^((2*x^2)/(E^4*(-2 + x)))*(-512*x^2 + 128*x^3) + E^4*(12*x^3 - 12*x^4 + 3*x^5))*Log[x] + E^4*(12*x^2 - 12*x^3 + 3*x^4)*Log[x]^2 + E^4*(4*x - 4*x^2 + x^3)*Log[x]^3)/(E^4*(4*x^4 - 4*x^5 + x^6) + E^4*(12*x^3 - 12*x^4 + 3*x^5)*Log[x] + E^4*(12*x^2 - 12*x^3 + 3*x^4)*Log[x]^2 + E^4*(4*x - 4*x^2 + x^3)*Log[x]^3),x]","\frac{64 e^{-\frac{2 x^2}{e^4 (2-x)}-4} \left((4-x) x^3+(4-x) x^2 \log (x)\right)}{(2-x)^2 \left(\frac{x^2}{e^4 (2-x)^2}+\frac{2 x}{e^4 (2-x)}\right) x (x+\log (x))^3}+x","\frac{64 e^{\frac{2 x^2}{e^4 (x-2)}}}{(x+\log (x))^2}+x-3",1,"x + (64*E^(-4 - (2*x^2)/(E^4*(2 - x)))*((4 - x)*x^3 + (4 - x)*x^2*Log[x]))/((2 - x)^2*x*((2*x)/(E^4*(2 - x)) + x^2/(E^4*(2 - x)^2))*(x + Log[x])^3)","B",12,4,245,0.01633,1,"{6688, 12, 6742, 2288}"
7337,0,0,0,1.1503982,"\int \frac{1}{2} e^{\frac{1}{2} \left(2-e^x\right)+x^{e^{\frac{1}{2} \left(2-e^x\right)}}} x^{-1+e^{\frac{1}{2} \left(2-e^x\right)}} \left(2-e^x x \log (x)\right) \, dx","Int[(E^((2 - E^x)/2 + x^E^((2 - E^x)/2))*x^(-1 + E^((2 - E^x)/2))*(2 - E^x*x*Log[x]))/2,x]","\int \frac{1}{2} e^{\frac{1}{2} \left(2-e^x\right)+x^{e^{\frac{1}{2} \left(2-e^x\right)}}} x^{-1+e^{\frac{1}{2} \left(2-e^x\right)}} \left(2-e^x x \log (x)\right) \, dx","e^{x^{e^{1-\frac{e^x}{2}}}}",1,"-1/2*(Log[x]*Defer[Int][E^((2 - E^x + 2*x + 2*x^E^(1 - E^x/2))/2)*x^E^((2 - E^x)/2), x]) + Defer[Int][E^((2 - E^x + 2*x^E^(1 - E^x/2))/2)*x^(-1 + E^((2 - E^x)/2)), x] + Defer[Int][Defer[Int][E^(1 - E^x/2 + x + x^E^(1 - E^x/2))*x^E^((2 - E^x)/2), x]/x, x]/2","F",0,0,0,0,-1,"{}"
7338,0,0,0,17.8413754,"\int \frac{-8+\left(-8-16 x^2\right) \log (x)+\left(x^2-8 x^3-2 x^4+e^x \left(1-x+2 x^2\right)\right) \log ^2(x)+\left(8 x^2 \log (x)+\left(-e^x x^2+4 x^3+x^4\right) \log ^2(x)+\left(-8 \log (x)+\left(e^x-4 x-x^2\right) \log ^2(x)\right) \log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right) \log \left(x^2-\log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right)}{\left(8 x^2 \log (x)+\left(-e^x x^2+4 x^3+x^4\right) \log ^2(x)+\left(-8 \log (x)+\left(e^x-4 x-x^2\right) \log ^2(x)\right) \log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right) \log ^2\left(x^2-\log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right)} \, dx","Int[(-8 + (-8 - 16*x^2)*Log[x] + (x^2 - 8*x^3 - 2*x^4 + E^x*(1 - x + 2*x^2))*Log[x]^2 + (8*x^2*Log[x] + (-(E^x*x^2) + 4*x^3 + x^4)*Log[x]^2 + (-8*Log[x] + (E^x - 4*x - x^2)*Log[x]^2)*Log[(8 + (-E^x + 4*x + x^2)*Log[x])/(x*Log[x])])*Log[x^2 - Log[(8 + (-E^x + 4*x + x^2)*Log[x])/(x*Log[x])]])/((8*x^2*Log[x] + (-(E^x*x^2) + 4*x^3 + x^4)*Log[x]^2 + (-8*Log[x] + (E^x - 4*x - x^2)*Log[x]^2)*Log[(8 + (-E^x + 4*x + x^2)*Log[x])/(x*Log[x])])*Log[x^2 - Log[(8 + (-E^x + 4*x + x^2)*Log[x])/(x*Log[x])]]^2),x]","\int \frac{-8+\left(-8-16 x^2\right) \log (x)+\left(x^2-8 x^3-2 x^4+e^x \left(1-x+2 x^2\right)\right) \log ^2(x)+\left(8 x^2 \log (x)+\left(-e^x x^2+4 x^3+x^4\right) \log ^2(x)+\left(-8 \log (x)+\left(e^x-4 x-x^2\right) \log ^2(x)\right) \log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right) \log \left(x^2-\log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right)}{\left(8 x^2 \log (x)+\left(-e^x x^2+4 x^3+x^4\right) \log ^2(x)+\left(-8 \log (x)+\left(e^x-4 x-x^2\right) \log ^2(x)\right) \log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right) \log ^2\left(x^2-\log \left(\frac{8+\left(-e^x+4 x+x^2\right) \log (x)}{x \log (x)}\right)\right)} \, dx","\frac{x}{\log \left(x^2-\log \left(x-\frac{e^x}{x}+\frac{8}{x \log (x)}+4\right)\right)}+5",1,"-Defer[Int][1/((x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] + Defer[Int][x/((x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] - 2*Defer[Int][x^2/((x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] + 8*Defer[Int][1/(Log[x]*(-8 + E^x*Log[x] - 4*x*Log[x] - x^2*Log[x])*(x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] - 8*Defer[Int][x/((8 - E^x*Log[x] + 4*x*Log[x] + x^2*Log[x])*(x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] + 4*Defer[Int][(x*Log[x])/((8 - E^x*Log[x] + 4*x*Log[x] + x^2*Log[x])*(x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] - 2*Defer[Int][(x^2*Log[x])/((8 - E^x*Log[x] + 4*x*Log[x] + x^2*Log[x])*(x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] - Defer[Int][(x^3*Log[x])/((8 - E^x*Log[x] + 4*x*Log[x] + x^2*Log[x])*(x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])])*Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^2), x] + Defer[Int][Log[x^2 - Log[4 - E^x/x + x + 8/(x*Log[x])]]^(-1), x]","F",0,0,0,0,-1,"{}"
7339,1,33,0,3.2838376,"\int \frac{e^{2/x} \left(3 x+3 x^2\right)+e^{2/x} \left(-3 x-3 x^2+x^3\right) \log (x)+e^{2/x} (-2-2 x) \log (x) \log \left(\frac{5 \log ^3(x)}{x+x^2}\right)}{\left(x^2+x^3\right) \log (x)} \, dx","Int[(E^(2/x)*(3*x + 3*x^2) + E^(2/x)*(-3*x - 3*x^2 + x^3)*Log[x] + E^(2/x)*(-2 - 2*x)*Log[x]*Log[(5*Log[x]^3)/(x + x^2)])/((x^2 + x^3)*Log[x]),x]","e^{2/x} x+e^{2/x} \log \left(\frac{5 \log ^3(x)}{x (x+1)}\right)","e^{2/x} \left(x+\log \left(\frac{5 \log ^3(x)}{x (x+1)}\right)\right)",1,"E^(2/x)*x + E^(2/x)*Log[(5*Log[x]^3)/(x*(1 + x))]","A",26,11,83,0.1325,1,"{1593, 6688, 6742, 2206, 2210, 2222, 2228, 2178, 2209, 2555, 12}"
7340,1,11,0,0.1415919,"\int \frac{10+3 x+(3+x) \log (x)}{3 x+x \log (x)} \, dx","Int[(10 + 3*x + (3 + x)*Log[x])/(3*x + x*Log[x]),x]","x+3 \log (x)+\log (\log (x)+3)","x-\log \left(\frac{1}{x^3 (\log (x)+3)}\right)",1,"x + 3*Log[x] + Log[3 + Log[x]]","A",7,5,22,0.2273,1,"{2561, 6742, 43, 2302, 29}"
7341,0,0,0,9.5489467,"\int \frac{125 x^3+50 x^4+5 x^5+\exp \left(\frac{-20-12 x-125 x^2-25 x^3+e \left(25 x^2+5 x^3\right)}{25 x^2+5 x^3}\right) \left(200+120 x+24 x^2\right)}{125 x^4+50 x^5+5 x^6+\exp \left(\frac{-20-12 x-125 x^2-25 x^3+e \left(25 x^2+5 x^3\right)}{25 x^2+5 x^3}\right) \left(125 x^3+50 x^4+5 x^5\right)} \, dx","Int[(125*x^3 + 50*x^4 + 5*x^5 + E^((-20 - 12*x - 125*x^2 - 25*x^3 + E*(25*x^2 + 5*x^3))/(25*x^2 + 5*x^3))*(200 + 120*x + 24*x^2))/(125*x^4 + 50*x^5 + 5*x^6 + E^((-20 - 12*x - 125*x^2 - 25*x^3 + E*(25*x^2 + 5*x^3))/(25*x^2 + 5*x^3))*(125*x^3 + 50*x^4 + 5*x^5)),x]","\int \frac{125 x^3+50 x^4+5 x^5+\exp \left(\frac{-20-12 x-125 x^2-25 x^3+e \left(25 x^2+5 x^3\right)}{25 x^2+5 x^3}\right) \left(200+120 x+24 x^2\right)}{125 x^4+50 x^5+5 x^6+\exp \left(\frac{-20-12 x-125 x^2-25 x^3+e \left(25 x^2+5 x^3\right)}{25 x^2+5 x^3}\right) \left(125 x^3+50 x^4+5 x^5\right)} \, dx","\log \left(x+e^{\frac{4 \left(\frac{2 x-5}{x}-5\right)}{5 x (x+5)}+e-5}\right)",1,"Log[x] + (8*E^E*Defer[Int][1/(x^3*(E^E + E^(25/(5 + x) + 4/(x^2*(5 + x)) + 12/(5*x*(5 + x)) + (5*x)/(5 + x))*x)), x])/5 + (8*E^E*Defer[Int][1/(x^2*(E^E + E^(25/(5 + x) + 4/(x^2*(5 + x)) + 12/(5*x*(5 + x)) + (5*x)/(5 + x))*x)), x])/25 - E^E*Defer[Int][1/(x*(E^E + E^(25/(5 + x) + 4/(x^2*(5 + x)) + 12/(5*x*(5 + x)) + (5*x)/(5 + x))*x)), x] - (8*E^E*Defer[Int][1/((5 + x)^2*(E^E + E^(25/(5 + x) + 4/(x^2*(5 + x)) + 12/(5*x*(5 + x)) + (5*x)/(5 + x))*x)), x])/25","F",0,0,0,0,-1,"{}"
7342,1,15,0,0.0207137,"\int \left(3 x^2+3 e^{3-x^3} x^2\right) \, dx","Int[3*x^2 + 3*E^(3 - x^3)*x^2,x]","x^3-e^{3-x^3}","x^3-e^{3-x^3}+e^6-3+\log (5)",1,"-E^(3 - x^3) + x^3","A",2,1,20,0.05000,1,"{2209}"
7343,0,0,0,2.6189259,"\int \frac{\left(15-17 x-4 x^2\right) \log \left(\frac{9-24 x+16 x^2}{x^4}\right)+\left(-120+92 x-8 x^2+(60-40 x) \log (x)\right) \log (10-x-5 \log (x))+\left(30 x-43 x^2+4 x^3+\left(-15 x+20 x^2\right) \log (x)\right) \log ^2(10-x-5 \log (x))}{\left(30 x-43 x^2+4 x^3+\left(-15 x+20 x^2\right) \log (x)\right) \log ^2(10-x-5 \log (x))} \, dx","Int[((15 - 17*x - 4*x^2)*Log[(9 - 24*x + 16*x^2)/x^4] + (-120 + 92*x - 8*x^2 + (60 - 40*x)*Log[x])*Log[10 - x - 5*Log[x]] + (30*x - 43*x^2 + 4*x^3 + (-15*x + 20*x^2)*Log[x])*Log[10 - x - 5*Log[x]]^2)/((30*x - 43*x^2 + 4*x^3 + (-15*x + 20*x^2)*Log[x])*Log[10 - x - 5*Log[x]]^2),x]","\int \frac{\left(15-17 x-4 x^2\right) \log \left(\frac{9-24 x+16 x^2}{x^4}\right)+\left(-120+92 x-8 x^2+(60-40 x) \log (x)\right) \log (10-x-5 \log (x))+\left(30 x-43 x^2+4 x^3+\left(-15 x+20 x^2\right) \log (x)\right) \log ^2(10-x-5 \log (x))}{\left(30 x-43 x^2+4 x^3+\left(-15 x+20 x^2\right) \log (x)\right) \log ^2(10-x-5 \log (x))} \, dx","\frac{\log \left(\frac{\left(\frac{3}{x}-4\right)^2}{x^2}\right)}{\log (5 (2-\log (x))-x)}+x",1,"x - Defer[Int][Log[(-3 + 4*x)^2/x^4]/((-10 + x + 5*Log[x])*Log[10 - x - 5*Log[x]]^2), x] - 5*Defer[Int][Log[(-3 + 4*x)^2/x^4]/(x*(-10 + x + 5*Log[x])*Log[10 - x - 5*Log[x]]^2), x] - 4*Defer[Int][1/(x*Log[10 - x - 5*Log[x]]), x] + 8*Defer[Int][1/((-3 + 4*x)*Log[10 - x - 5*Log[x]]), x]","F",0,0,0,0,-1,"{}"
7344,0,0,0,0.5424555,"\int \frac{216-24 x-24 x^2-4 x^3-4 x^4+\left(-24 x-2 x^3\right) \log (x)}{-9 x^3+x^4+x^5+x^4 \log (x)} \, dx","Int[(216 - 24*x - 24*x^2 - 4*x^3 - 4*x^4 + (-24*x - 2*x^3)*Log[x])/(-9*x^3 + x^4 + x^5 + x^4*Log[x]),x]","\int \frac{216-24 x-24 x^2-4 x^3-4 x^4+\left(-24 x-2 x^3\right) \log (x)}{-9 x^3+x^4+x^5+x^4 \log (x)} \, dx","\frac{12}{x^2}-\log \left(9 \left(\frac{1}{3} x (x+\log (x)+1)-3\right)^2\right)",1,"12/x^2 - 2*Log[x] + 2*Defer[Int][(9 - x - x^2 - x*Log[x])^(-1), x] - 18*Defer[Int][1/(x*(-9 + x + x^2 + x*Log[x])), x] - 2*Defer[Int][x/(-9 + x + x^2 + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
7345,1,19,0,0.0106689,"\int \frac{1}{2} \left(-2 e^{e^{\log ^2(10)}}+e^{x/2}\right) \, dx","Int[(-2*E^E^Log[10]^2 + E^(x/2))/2,x]","e^{x/2}-x e^{e^{\log ^2(10)}}","e^{x/2}+x \left(-e^{e^{\log ^2(10)}}\right)+1",1,"E^(x/2) - E^E^Log[10]^2*x","A",3,2,22,0.09091,1,"{12, 2194}"
7346,0,0,0,1.6694205,"\int \frac{e^{2 x+\frac{16 e^{2 x} x^2}{729+1458 x+729 x^2}} \left(32 x+32 x^2+32 x^3\right)}{729+2187 x+2187 x^2+729 x^3} \, dx","Int[(E^(2*x + (16*E^(2*x)*x^2)/(729 + 1458*x + 729*x^2))*(32*x + 32*x^2 + 32*x^3))/(729 + 2187*x + 2187*x^2 + 729*x^3),x]","\int \frac{e^{2 x+\frac{16 e^{2 x} x^2}{729+1458 x+729 x^2}} \left(32 x+32 x^2+32 x^3\right)}{729+2187 x+2187 x^2+729 x^3} \, dx","e^{\frac{16 e^{2 x} x^2}{729 (x+1)^2}}",1,"(32*Defer[Int][E^(2*x*(1 + (8*E^(2*x)*x)/(729*(1 + x)^2))), x])/729 - (32*Defer[Int][E^(2*x*(1 + (8*E^(2*x)*x)/(729*(1 + x)^2)))/(1 + x)^3, x])/729 + (64*Defer[Int][E^(2*x*(1 + (8*E^(2*x)*x)/(729*(1 + x)^2)))/(1 + x)^2, x])/729 - (64*Defer[Int][E^(2*x*(1 + (8*E^(2*x)*x)/(729*(1 + x)^2)))/(1 + x), x])/729","F",0,0,0,0,-1,"{}"
7347,1,43,0,0.1954048,"\int \frac{3-2 x^2+12 x^5+5 x^6+e^{2 x} \left(1-2 x-4 x^2+4 x^5+2 x^6\right)}{x^2} \, dx","Int[(3 - 2*x^2 + 12*x^5 + 5*x^6 + E^(2*x)*(1 - 2*x - 4*x^2 + 4*x^5 + 2*x^6))/x^2,x]","x^5+e^{2 x} x^4+3 x^4-2 x-2 e^{2 x}-\frac{e^{2 x}}{x}-\frac{3}{x}","\left(x+e^{2 x}+3\right) \left(x^4-\frac{1}{x}-2\right)",1,"-2*E^(2*x) - 3/x - E^(2*x)/x - 2*x + 3*x^4 + E^(2*x)*x^4 + x^5","B",19,6,47,0.1277,1,"{14, 2199, 2194, 2177, 2178, 2176}"
7348,0,0,0,58.6921623,"\int \frac{270 x^3+1431 x^4-828 x^5-21016 x^6+43992 x^7-189668 x^8+381578 x^9-382272 x^{10}+221780 x^{11}-79932 x^{12}+18236 x^{13}-2568 x^{14}+204 x^{15}-7 x^{16}+\left(-18 x^2-528 x^3+628 x^4-240 x^5-60 x^6+168 x^7-100 x^8+24 x^9-2 x^{10}\right) \log (x)+\left(27 x^2-24 x^3+5 x^4\right) \log ^2(x)}{35721 x^4-47628 x^5+874314 x^6-1479492 x^7+8243811 x^8-15734160 x^9+39581880 x^{10}-71563680 x^{11}+106612717 x^{12}-141607796 x^{13}+145039298 x^{14}-106050644 x^{15}+55218437 x^{16}-20791560 x^{17}+5728480 x^{18}-1157680 x^{19}+169971 x^{20}-17668 x^{21}+1234 x^{22}-52 x^{23}+x^{24}+\left(-11340 x^3+11340 x^4-195480 x^5+268800 x^6-1160748 x^7+1862828 x^8-3083396 x^9+4295684 x^{10}-3745020 x^{11}+2041420 x^{12}-724740 x^{13}+171300 x^{14}-26848 x^{15}+2688 x^{16}-156 x^{17}+4 x^{18}\right) \log (x)+\left(1278 x^2-852 x^3+13642 x^4-14400 x^5+39390 x^6-50460 x^7+29910 x^8-9480 x^9+1674 x^{10}-156 x^{11}+6 x^{12}\right) \log ^2(x)+\left(-60 x+20 x^2-300 x^3+220 x^4-52 x^5+4 x^6\right) \log ^3(x)+\log ^4(x)} \, dx","Int[(270*x^3 + 1431*x^4 - 828*x^5 - 21016*x^6 + 43992*x^7 - 189668*x^8 + 381578*x^9 - 382272*x^10 + 221780*x^11 - 79932*x^12 + 18236*x^13 - 2568*x^14 + 204*x^15 - 7*x^16 + (-18*x^2 - 528*x^3 + 628*x^4 - 240*x^5 - 60*x^6 + 168*x^7 - 100*x^8 + 24*x^9 - 2*x^10)*Log[x] + (27*x^2 - 24*x^3 + 5*x^4)*Log[x]^2)/(35721*x^4 - 47628*x^5 + 874314*x^6 - 1479492*x^7 + 8243811*x^8 - 15734160*x^9 + 39581880*x^10 - 71563680*x^11 + 106612717*x^12 - 141607796*x^13 + 145039298*x^14 - 106050644*x^15 + 55218437*x^16 - 20791560*x^17 + 5728480*x^18 - 1157680*x^19 + 169971*x^20 - 17668*x^21 + 1234*x^22 - 52*x^23 + x^24 + (-11340*x^3 + 11340*x^4 - 195480*x^5 + 268800*x^6 - 1160748*x^7 + 1862828*x^8 - 3083396*x^9 + 4295684*x^10 - 3745020*x^11 + 2041420*x^12 - 724740*x^13 + 171300*x^14 - 26848*x^15 + 2688*x^16 - 156*x^17 + 4*x^18)*Log[x] + (1278*x^2 - 852*x^3 + 13642*x^4 - 14400*x^5 + 39390*x^6 - 50460*x^7 + 29910*x^8 - 9480*x^9 + 1674*x^10 - 156*x^11 + 6*x^12)*Log[x]^2 + (-60*x + 20*x^2 - 300*x^3 + 220*x^4 - 52*x^5 + 4*x^6)*Log[x]^3 + Log[x]^4),x]","\int \frac{270 x^3+1431 x^4-828 x^5-21016 x^6+43992 x^7-189668 x^8+381578 x^9-382272 x^{10}+221780 x^{11}-79932 x^{12}+18236 x^{13}-2568 x^{14}+204 x^{15}-7 x^{16}+\left(-18 x^2-528 x^3+628 x^4-240 x^5-60 x^6+168 x^7-100 x^8+24 x^9-2 x^{10}\right) \log (x)+\left(27 x^2-24 x^3+5 x^4\right) \log ^2(x)}{35721 x^4-47628 x^5+874314 x^6-1479492 x^7+8243811 x^8-15734160 x^9+39581880 x^{10}-71563680 x^{11}+106612717 x^{12}-141607796 x^{13}+145039298 x^{14}-106050644 x^{15}+55218437 x^{16}-20791560 x^{17}+5728480 x^{18}-1157680 x^{19}+169971 x^{20}-17668 x^{21}+1234 x^{22}-52 x^{23}+x^{24}+\left(-11340 x^3+11340 x^4-195480 x^5+268800 x^6-1160748 x^7+1862828 x^8-3083396 x^9+4295684 x^{10}-3745020 x^{11}+2041420 x^{12}-724740 x^{13}+171300 x^{14}-26848 x^{15}+2688 x^{16}-156 x^{17}+4 x^{18}\right) \log (x)+\left(1278 x^2-852 x^3+13642 x^4-14400 x^5+39390 x^6-50460 x^7+29910 x^8-9480 x^9+1674 x^{10}-156 x^{11}+6 x^{12}\right) \log ^2(x)+\left(-60 x+20 x^2-300 x^3+220 x^4-52 x^5+4 x^6\right) \log ^3(x)+\log ^4(x)} \, dx","\frac{x}{\left((x-5)^2 x^2-\frac{\log (x)}{(3-x) x}+5\right)^2-4}",1,"(3*Defer[Int][x/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - 7*Defer[Int][x^2/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x] + (27*Defer[Int][x^3/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - (681*Defer[Int][x^4/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + (885*Defer[Int][x^5/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - (415*Defer[Int][x^6/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + (83*Defer[Int][x^7/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - (3*Defer[Int][x^8/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/2 - (3*Defer[Int][x/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x]), x])/2 + (3*Defer[Int][x^2/(-9*x + 3*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x]), x])/4 - (3*Defer[Int][x/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + 16*Defer[Int][x^2/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x] - (63*Defer[Int][x^3/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + (689*Defer[Int][x^4/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - (885*Defer[Int][x^5/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + (415*Defer[Int][x^6/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 - (83*Defer[Int][x^7/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/4 + (3*Defer[Int][x^8/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x])^2, x])/2 + (3*Defer[Int][x/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x]), x])/2 - (3*Defer[Int][x^2/(-21*x + 7*x^2 - 75*x^3 + 55*x^4 - 13*x^5 + x^6 + Log[x]), x])/4","F",0,0,0,0,-1,"{}"
7349,0,0,0,2.7830669,"\int \frac{360-1800 x-744 x^2-408 x^3-528 x^4-104 x^5-32 x^6-32 x^7+e^{2 x} \left(-72 x^3-72 x^4-18 x^5\right)+e^x \left(828 x^2+540 x^3+120 x^4+120 x^5+48 x^6\right)}{900+360 x+156 x^2+264 x^3+52 x^4+16 x^5+16 x^6+e^{2 x} \left(36 x^2+36 x^3+9 x^4\right)+e^x \left(-360 x-252 x^2-60 x^3-60 x^4-24 x^5\right)} \, dx","Int[(360 - 1800*x - 744*x^2 - 408*x^3 - 528*x^4 - 104*x^5 - 32*x^6 - 32*x^7 + E^(2*x)*(-72*x^3 - 72*x^4 - 18*x^5) + E^x*(828*x^2 + 540*x^3 + 120*x^4 + 120*x^5 + 48*x^6))/(900 + 360*x + 156*x^2 + 264*x^3 + 52*x^4 + 16*x^5 + 16*x^6 + E^(2*x)*(36*x^2 + 36*x^3 + 9*x^4) + E^x*(-360*x - 252*x^2 - 60*x^3 - 60*x^4 - 24*x^5)),x]","\int \frac{360-1800 x-744 x^2-408 x^3-528 x^4-104 x^5-32 x^6-32 x^7+e^{2 x} \left(-72 x^3-72 x^4-18 x^5\right)+e^x \left(828 x^2+540 x^3+120 x^4+120 x^5+48 x^6\right)}{900+360 x+156 x^2+264 x^3+52 x^4+16 x^5+16 x^6+e^{2 x} \left(36 x^2+36 x^3+9 x^4\right)+e^x \left(-360 x-252 x^2-60 x^3-60 x^4-24 x^5\right)} \, dx","\frac{4}{x^2-\left(-\frac{x}{3}+e^x-\frac{5}{x}\right) (x+2)-3}-x^2",1,"-x^2 + 288*Defer[Int][(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^(-2), x] + 576*Defer[Int][x/(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^2, x] - 24*Defer[Int][x^2/(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^2, x] - 24*Defer[Int][x^3/(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^2, x] + 48*Defer[Int][x^4/(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^2, x] + 144*Defer[Int][1/((2 + x)*(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^2), x] - 12*Defer[Int][(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)^(-1), x] - 12*Defer[Int][x/(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3), x] + 24*Defer[Int][1/((2 + x)*(30 + 6*x - 6*E^x*x + 2*x^2 - 3*E^x*x^2 + 4*x^3)), x]","F",0,0,0,0,-1,"{}"
7350,0,0,0,8.6379898,"\int \frac{\left(\left(-320-16 x-1280 x^2-64 x^3\right) \log \left(\frac{20+x}{4}\right)+\left(1280 x^2+64 x^3\right) \log \left(x^2\right) \log \left(\frac{20+x}{4}\right)\right) \log \left(\frac{16+64 x^2}{\log \left(x^2\right)}\right)+\left(-4 x-16 x^3\right) \log \left(x^2\right) \log ^2\left(\frac{16+64 x^2}{\log \left(x^2\right)}\right)}{\left(20 x+x^2+80 x^3+4 x^4\right) \log \left(x^2\right) \log ^2\left(\frac{20+x}{4}\right)} \, dx","Int[(((-320 - 16*x - 1280*x^2 - 64*x^3)*Log[(20 + x)/4] + (1280*x^2 + 64*x^3)*Log[x^2]*Log[(20 + x)/4])*Log[(16 + 64*x^2)/Log[x^2]] + (-4*x - 16*x^3)*Log[x^2]*Log[(16 + 64*x^2)/Log[x^2]]^2)/((20*x + x^2 + 80*x^3 + 4*x^4)*Log[x^2]*Log[(20 + x)/4]^2),x]","\int \frac{\left(\left(-320-16 x-1280 x^2-64 x^3\right) \log \left(\frac{20+x}{4}\right)+\left(1280 x^2+64 x^3\right) \log \left(x^2\right) \log \left(\frac{20+x}{4}\right)\right) \log \left(\frac{16+64 x^2}{\log \left(x^2\right)}\right)+\left(-4 x-16 x^3\right) \log \left(x^2\right) \log ^2\left(\frac{16+64 x^2}{\log \left(x^2\right)}\right)}{\left(20 x+x^2+80 x^3+4 x^4\right) \log \left(x^2\right) \log ^2\left(\frac{20+x}{4}\right)} \, dx","\frac{4 \log ^2\left(\frac{4 \left(16 x^2+4\right)}{\log \left(x^2\right)}\right)}{\log \left(\frac{x}{4}+5\right)}",1,"-16*Defer[Int][Log[(16 + 64*x^2)/Log[x^2]]/((I - 2*x)*Log[5 + x/4]), x] + 16*Defer[Int][Log[(16 + 64*x^2)/Log[x^2]]/((I + 2*x)*Log[5 + x/4]), x] - 16*Defer[Int][Log[(16 + 64*x^2)/Log[x^2]]/(x*Log[5 + x/4]*Log[x^2]), x] - 4*Defer[Int][Log[(16 + 64*x^2)/Log[x^2]]^2/((20 + x)*Log[5 + x/4]^2), x]","F",0,0,0,0,-1,"{}"
7351,0,0,0,2.40567,"\int \frac{e^{5 x} \left(e^{2 x} (4+20 x)+e^x \left(-28 x^2+6 e^3 x^2-12 x^3\right)\right)}{16 e^{2 x}+25 x^2+e^6 x^2+20 x^3+4 x^4+e^x \left(-40 x+8 e^3 x-16 x^2\right)+e^3 \left(-10 x^2-4 x^3\right)} \, dx","Int[(E^(5*x)*(E^(2*x)*(4 + 20*x) + E^x*(-28*x^2 + 6*E^3*x^2 - 12*x^3)))/(16*E^(2*x) + 25*x^2 + E^6*x^2 + 20*x^3 + 4*x^4 + E^x*(-40*x + 8*E^3*x - 16*x^2) + E^3*(-10*x^2 - 4*x^3)),x]","\int \frac{e^{5 x} \left(e^{2 x} (4+20 x)+e^x \left(-28 x^2+6 e^3 x^2-12 x^3\right)\right)}{16 e^{2 x}+25 x^2+e^6 x^2+20 x^3+4 x^4+e^x \left(-40 x+8 e^3 x-16 x^2\right)+e^3 \left(-10 x^2-4 x^3\right)} \, dx","\frac{e^{5 x}}{\frac{4}{x}-e^{-x} \left(2 x-e^3+5\right)}",1,"(5 - E^3)*Defer[Int][(E^(6*x)*x)/(4*E^x - 5*(1 - E^3/5)*x - 2*x^2)^2, x] - (1 - E^3)*Defer[Int][(E^(6*x)*x^2)/(4*E^x - 5*(1 - E^3/5)*x - 2*x^2)^2, x] - 2*Defer[Int][(E^(6*x)*x^3)/(4*E^x - 5*(1 - E^3/5)*x - 2*x^2)^2, x] + Defer[Int][E^(6*x)/(4*E^x - 5*(1 - E^3/5)*x - 2*x^2), x] + 5*Defer[Int][(E^(6*x)*x)/(4*E^x - 5*(1 - E^3/5)*x - 2*x^2), x]","F",0,0,0,0,-1,"{}"
7352,0,0,0,74.1792627,"\int \frac{-16 x^2-68 x^3-32 x^4-4 x^5+e^2 \left(64 x^3+32 x^4+4 x^5\right)+\left(4 x^3+e^2 \left(16 x^2+4 x^3\right)\right) \log (x)+\left(64 x^3+32 x^4+4 x^5+\left(16 x^2+4 x^3\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\left(-32 x-120 x^2+4 x^3+24 x^4+4 x^5+e^2 \left(128 x^2-24 x^4-4 x^5\right)+\left(8 x^2-4 x^3+e^2 \left(32 x-8 x^2-4 x^3\right)\right) \log (x)+\left(128 x^2-24 x^4-4 x^5+\left(32 x-8 x^2-4 x^3\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log \left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)+\left(e^2 \left(-64 x^2-32 x^3-4 x^4\right)+e^2 \left(-16 x-4 x^2\right) \log (x)+\left(-64 x^2-32 x^3-4 x^4+\left(-16 x-4 x^2\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^2\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)+\left(e^2 \left(-128 x+24 x^3+4 x^4\right)+e^2 \left(-32+8 x+4 x^2\right) \log (x)+\left(-128 x+24 x^3+4 x^4+\left(-32+8 x+4 x^2\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^3\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)}{\left(e^2 \left(16 x^4+8 x^5+x^6\right)+e^2 \left(4 x^3+x^4\right) \log (x)+\left(16 x^4+8 x^5+x^6+\left(4 x^3+x^4\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^3\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)} \, dx","Int[(-16*x^2 - 68*x^3 - 32*x^4 - 4*x^5 + E^2*(64*x^3 + 32*x^4 + 4*x^5) + (4*x^3 + E^2*(16*x^2 + 4*x^3))*Log[x] + (64*x^3 + 32*x^4 + 4*x^5 + (16*x^2 + 4*x^3)*Log[x])*Log[(4*x + x^2 + Log[x])/(4 + x)] + (-32*x - 120*x^2 + 4*x^3 + 24*x^4 + 4*x^5 + E^2*(128*x^2 - 24*x^4 - 4*x^5) + (8*x^2 - 4*x^3 + E^2*(32*x - 8*x^2 - 4*x^3))*Log[x] + (128*x^2 - 24*x^4 - 4*x^5 + (32*x - 8*x^2 - 4*x^3)*Log[x])*Log[(4*x + x^2 + Log[x])/(4 + x)])*Log[(E^4 + 2*E^2*Log[(4*x + x^2 + Log[x])/(4 + x)] + Log[(4*x + x^2 + Log[x])/(4 + x)]^2)/x^2] + (E^2*(-64*x^2 - 32*x^3 - 4*x^4) + E^2*(-16*x - 4*x^2)*Log[x] + (-64*x^2 - 32*x^3 - 4*x^4 + (-16*x - 4*x^2)*Log[x])*Log[(4*x + x^2 + Log[x])/(4 + x)])*Log[(E^4 + 2*E^2*Log[(4*x + x^2 + Log[x])/(4 + x)] + Log[(4*x + x^2 + Log[x])/(4 + x)]^2)/x^2]^2 + (E^2*(-128*x + 24*x^3 + 4*x^4) + E^2*(-32 + 8*x + 4*x^2)*Log[x] + (-128*x + 24*x^3 + 4*x^4 + (-32 + 8*x + 4*x^2)*Log[x])*Log[(4*x + x^2 + Log[x])/(4 + x)])*Log[(E^4 + 2*E^2*Log[(4*x + x^2 + Log[x])/(4 + x)] + Log[(4*x + x^2 + Log[x])/(4 + x)]^2)/x^2]^3)/((E^2*(16*x^4 + 8*x^5 + x^6) + E^2*(4*x^3 + x^4)*Log[x] + (16*x^4 + 8*x^5 + x^6 + (4*x^3 + x^4)*Log[x])*Log[(4*x + x^2 + Log[x])/(4 + x)])*Log[(E^4 + 2*E^2*Log[(4*x + x^2 + Log[x])/(4 + x)] + Log[(4*x + x^2 + Log[x])/(4 + x)]^2)/x^2]^3),x]","\int \frac{-16 x^2-68 x^3-32 x^4-4 x^5+e^2 \left(64 x^3+32 x^4+4 x^5\right)+\left(4 x^3+e^2 \left(16 x^2+4 x^3\right)\right) \log (x)+\left(64 x^3+32 x^4+4 x^5+\left(16 x^2+4 x^3\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\left(-32 x-120 x^2+4 x^3+24 x^4+4 x^5+e^2 \left(128 x^2-24 x^4-4 x^5\right)+\left(8 x^2-4 x^3+e^2 \left(32 x-8 x^2-4 x^3\right)\right) \log (x)+\left(128 x^2-24 x^4-4 x^5+\left(32 x-8 x^2-4 x^3\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log \left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)+\left(e^2 \left(-64 x^2-32 x^3-4 x^4\right)+e^2 \left(-16 x-4 x^2\right) \log (x)+\left(-64 x^2-32 x^3-4 x^4+\left(-16 x-4 x^2\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^2\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)+\left(e^2 \left(-128 x+24 x^3+4 x^4\right)+e^2 \left(-32+8 x+4 x^2\right) \log (x)+\left(-128 x+24 x^3+4 x^4+\left(-32+8 x+4 x^2\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^3\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)}{\left(e^2 \left(16 x^4+8 x^5+x^6\right)+e^2 \left(4 x^3+x^4\right) \log (x)+\left(16 x^4+8 x^5+x^6+\left(4 x^3+x^4\right) \log (x)\right) \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)\right) \log ^3\left(\frac{e^4+2 e^2 \log \left(\frac{4 x+x^2+\log (x)}{4+x}\right)+\log ^2\left(\frac{4 x+x^2+\log (x)}{4+x}\right)}{x^2}\right)} \, dx","\frac{\left(\frac{x}{\log \left(\frac{\left(\log \left(x+\frac{\log (x)}{x+4}\right)+e^2\right)^2}{x^2}\right)}-x+2\right)^2}{x^2}",1,"(2 - x)^2/x^2 - 16*(1 - E^2)*Defer[Int][1/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] - 4*Defer[Int][1/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] - 4*(1 - E^2)*Defer[Int][x/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 4*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] - 4*(17 - 16*E^2)*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 64*(1 - E^2)*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 4*E^2*Defer[Int][Log[x]/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] - 4*E^2*Defer[Int][Log[x]/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 4*(1 + E^2)*Defer[Int][Log[x]/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 16*Defer[Int][Log[x + Log[x]/(4 + x)]/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 4*Defer[Int][(x*Log[x + Log[x]/(4 + x)])/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 4*Defer[Int][(Log[x]*Log[x + Log[x]/(4 + x)])/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^3), x] + 8*(1 - E^2)*Defer[Int][1/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 8*Defer[Int][1/(x^2*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 6*Defer[Int][1/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 2*(17 - 16*E^2)*Defer[Int][1/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 4*(1 - E^2)*Defer[Int][x/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 6*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 6*(17 - 16*E^2)*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 96*(1 - E^2)*Defer[Int][1/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 8*E^2*Defer[Int][Log[x]/(x^2*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 6*E^2*Defer[Int][Log[x]/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 2*(1 + E^2)*Defer[Int][Log[x]/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 6*E^2*Defer[Int][Log[x]/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 6*(1 + E^2)*Defer[Int][Log[x]/((4 + x)*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 8*Defer[Int][Log[x + Log[x]/(4 + x)]/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 32*Defer[Int][Log[x + Log[x]/(4 + x)]/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 4*Defer[Int][(x*Log[x + Log[x]/(4 + x)])/((4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] + 8*Defer[Int][(Log[x]*Log[x + Log[x]/(4 + x)])/(x^2*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 4*Defer[Int][(Log[x]*Log[x + Log[x]/(4 + x)])/(x*(4*x + x^2 + Log[x])*(E^2 + Log[x + Log[x]/(4 + x)])*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]^2), x] - 4*Defer[Int][1/(x^2*Log[(E^2 + Log[x + Log[x]/(4 + x)])^2/x^2]), x]","F",0,0,0,0,-1,"{}"
7353,1,18,0,0.0471364,"\int \frac{75 e^{4+x}}{625 e^2+81 e^{2 x}+450 e^{1+x}} \, dx","Int[(75*E^(4 + x))/(625*E^2 + 81*E^(2*x) + 450*E^(1 + x)),x]","-\frac{25 e^4}{3 \left(9 e^x+25 e\right)}","\frac{e^3}{\frac{25 e^{1-x}}{3}+3}",1,"(-25*E^4)/(3*(25*E + 9*E^x))","A",4,3,29,0.1034,1,"{12, 2282, 32}"
7354,0,0,0,3.132314,"\int \frac{2 x-x^2+e^x \left(-4 x+2 x^2-2 x^3\right)+\left(-1+e^x (2-2 x)\right) \log \left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)}{x^4+e^x \left(-2 x^4+2 x^5\right)+\left(-2 x^2+e^x \left(4 x^2-4 x^3\right)\right) \log \left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)+\left(1+e^x (-2+2 x)\right) \log ^2\left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)} \, dx","Int[(2*x - x^2 + E^x*(-4*x + 2*x^2 - 2*x^3) + (-1 + E^x*(2 - 2*x))*Log[E^(2*x)/(2 + E^x*(-8 + 8*x) + E^(2*x)*(8 - 16*x + 8*x^2))])/(x^4 + E^x*(-2*x^4 + 2*x^5) + (-2*x^2 + E^x*(4*x^2 - 4*x^3))*Log[E^(2*x)/(2 + E^x*(-8 + 8*x) + E^(2*x)*(8 - 16*x + 8*x^2))] + (1 + E^x*(-2 + 2*x))*Log[E^(2*x)/(2 + E^x*(-8 + 8*x) + E^(2*x)*(8 - 16*x + 8*x^2))]^2),x]","\int \frac{2 x-x^2+e^x \left(-4 x+2 x^2-2 x^3\right)+\left(-1+e^x (2-2 x)\right) \log \left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)}{x^4+e^x \left(-2 x^4+2 x^5\right)+\left(-2 x^2+e^x \left(4 x^2-4 x^3\right)\right) \log \left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)+\left(1+e^x (-2+2 x)\right) \log ^2\left(\frac{e^{2 x}}{2+e^x (-8+8 x)+e^{2 x} \left(8-16 x+8 x^2\right)}\right)} \, dx","\frac{x}{x^2-\log \left(\frac{1}{2 \left(-2 x-e^{-x}+2\right)^2}\right)}",1,"-2*Defer[Int][(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^(-2), x] - 2*Defer[Int][1/((-1 + x)*(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^2), x] - 2*Defer[Int][x^2/(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^2, x] + 2*Defer[Int][1/((1 - 2*E^x + 2*E^x*x)*(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^2), x] + 2*Defer[Int][1/((-1 + x)*(1 - 2*E^x + 2*E^x*x)*(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^2), x] + 2*Defer[Int][x/((1 - 2*E^x + 2*E^x*x)*(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^2), x] + Defer[Int][(x^2 - Log[E^(2*x)/(2*(1 + 2*E^x*(-1 + x))^2)])^(-1), x]","F",0,0,0,0,-1,"{}"
7355,1,13,0,0.0035551,"\int \left(1+2 e^{16} \log ^2(4)\right) \, dx","Int[1 + 2*E^16*Log[4]^2,x]","x \left(1+2 e^{16} \log ^2(4)\right)","x+2 e^{16} x \log ^2(4)",1,"x*(1 + 2*E^16*Log[4]^2)","A",1,1,11,0.09091,1,"{8}"
7356,1,17,0,0.0052565,"\int \left(-10 e^8 x-5 \log (x)\right) \, dx","Int[-10*E^8*x - 5*Log[x],x]","-5 e^8 x^2+5 x-5 x \log (x)","5 \left(-e^8 x^2+x-x \log (x)+2\right)",1,"5*x - 5*E^8*x^2 - 5*x*Log[x]","A",2,1,11,0.09091,1,"{2295}"
7357,1,10,0,0.0024194,"\int (-1+2 x \log (5)) \, dx","Int[-1 + 2*x*Log[5],x]","x^2 \log (5)-x","\log (5) \left(x^2-10+\log (2)\right)-x+1",1,"-x + x^2*Log[5]","A",1,0,7,0,1,"{}"
7358,0,0,0,0.480964,"\int \frac{1-x+\left(3 x^3+3 e^4 x^3\right) \log (5)}{-x^2+\left(-3 x+x^4+e^4 x^4\right) \log (5)+x \log (x)} \, dx","Int[(1 - x + (3*x^3 + 3*E^4*x^3)*Log[5])/(-x^2 + (-3*x + x^4 + E^4*x^4)*Log[5] + x*Log[x]),x]","\int \frac{1-x+\left(3 x^3+3 e^4 x^3\right) \log (5)}{-x^2+\left(-3 x+x^4+e^4 x^4\right) \log (5)+x \log (x)} \, dx","\log \left(\left(3-x^2 \left(e^4 x+x\right)\right) \log (5)+x-\log (x)\right)",1,"-3*(1 + E^4)*Log[5]*Defer[Int][x^2/(x + 3*Log[5] - (1 + E^4)*x^3*Log[5] - Log[x]), x] + Defer[Int][(x - (1 + E^4)*x^3*Log[5] + Log[125] - Log[x])^(-1), x] + Defer[Int][1/(x*(-x - 3*Log[5] + (1 + E^4)*x^3*Log[5] + Log[x])), x]","F",0,0,0,0,-1,"{}"
7359,0,0,0,0.4819664,"\int \frac{\log (\log (75) \log (x))-\log (x) \log ^2(\log (75) \log (x))}{324 x^3 \log (x)} \, dx","Int[(Log[Log[75]*Log[x]] - Log[x]*Log[Log[75]*Log[x]]^2)/(324*x^3*Log[x]),x]","\int \frac{\log (\log (75) \log (x))-\log (x) \log ^2(\log (75) \log (x))}{324 x^3 \log (x)} \, dx","\frac{\log ^2(\log (75) \log (x))}{648 x^2}",1,"Defer[Int][Log[Log[75]*Log[x]]/(x^3*Log[x]), x]/324 - Defer[Int][Log[Log[75]*Log[x]]^2/x^3, x]/324","F",0,0,0,0,-1,"{}"
7360,0,0,0,41.9602618,"\int \frac{e^{-6+e^{\frac{-4+x-e^{\frac{x}{e^8}} x}{\log (x)}}+x} \left(e^8 x \log ^2(x)+e^{\frac{-4+x-e^{\frac{x}{e^8}} x}{\log (x)}} \left(e^8 (4-x)+e^{8+\frac{x}{e^8}} x+\left(e^8 x+e^{\frac{x}{e^8}} \left(-e^8 x-x^2\right)\right) \log (x)\right)\right)}{x \log ^2(x)} \, dx","Int[(E^(-6 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + x)*(E^8*x*Log[x]^2 + E^((-4 + x - E^(x/E^8)*x)/Log[x])*(E^8*(4 - x) + E^(8 + x/E^8)*x + (E^8*x + E^(x/E^8)*(-(E^8*x) - x^2))*Log[x])))/(x*Log[x]^2),x]","\int \frac{e^{-6+e^{\frac{-4+x-e^{\frac{x}{e^8}} x}{\log (x)}}+x} \left(e^8 x \log ^2(x)+e^{\frac{-4+x-e^{\frac{x}{e^8}} x}{\log (x)}} \left(e^8 (4-x)+e^{8+\frac{x}{e^8}} x+\left(e^8 x+e^{\frac{x}{e^8}} \left(-e^8 x-x^2\right)\right) \log (x)\right)\right)}{x \log ^2(x)} \, dx","e^{x+e^{\frac{-e^{\frac{x}{e^8}} x+x-4}{\log (x)}}+2}",1,"Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + x), x] - Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + x - (4 - x + E^(x/E^8)*x)/Log[x])/Log[x]^2, x] + Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + (1 + E^(-8))*x - (4 - x + E^(x/E^8)*x)/Log[x])/Log[x]^2, x] + 4*Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + x - (4 - x + E^(x/E^8)*x)/Log[x])/(x*Log[x]^2), x] + Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + x - (4 - x + E^(x/E^8)*x)/Log[x])/Log[x], x] - Defer[Int][E^(2 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + (1 + E^(-8))*x - (4 - x + E^(x/E^8)*x)/Log[x])/Log[x], x] - Defer[Int][(E^(-6 + E^((-4 + x - E^(x/E^8)*x)/Log[x]) + (1 + E^(-8))*x - (4 - x + E^(x/E^8)*x)/Log[x])*x)/Log[x], x]","F",0,0,0,0,-1,"{}"
7361,1,25,0,0.2435639,"\int \frac{1}{27} e^{-25+e^{3+2 x}-e^{\frac{1}{54} \left(-162+x^2\right)}+x} \left(27+54 e^{3+2 x}-e^{\frac{1}{54} \left(-162+x^2\right)} x\right) \, dx","Int[(E^(-25 + E^(3 + 2*x) - E^((-162 + x^2)/54) + x)*(27 + 54*E^(3 + 2*x) - E^((-162 + x^2)/54)*x))/27,x]","e^{-e^{\frac{1}{54} \left(x^2-162\right)}+x+e^{2 x+3}-25}","e^{-e^{\frac{x^2}{54}-3}+x+e^{2 x+3}-25}",1,"E^(-25 + E^(3 + 2*x) - E^((-162 + x^2)/54) + x)","A",2,2,54,0.03704,1,"{12, 6706}"
7362,1,32,0,0.0833323,"\int \frac{1}{5} \left(5+5 x+e^{2 x^2} \left(-2 x-4 x^3\right)-2 x \log (x)\right) \, dx","Int[(5 + 5*x + E^(2*x^2)*(-2*x - 4*x^3) - 2*x*Log[x])/5,x]","-\frac{1}{5} e^{2 x^2} x^2+\frac{3 x^2}{5}-\frac{1}{5} x^2 \log (x)+x","\frac{1}{5} x^2 \left(-e^{2 x^2}-\log (x)+3\right)+x-2",1,"x + (3*x^2)/5 - (E^(2*x^2)*x^2)/5 - (x^2*Log[x])/5","A",9,6,31,0.1935,1,"{12, 1593, 2226, 2209, 2212, 2304}"
7363,1,39,0,0.0644616,"\int \frac{-20+18 x-112 x^2-18 x^3+36 x^4+\left(2-2 x+12 x^2\right) \log (x)}{x} \, dx","Int[(-20 + 18*x - 112*x^2 - 18*x^3 + 36*x^4 + (2 - 2*x + 12*x^2)*Log[x])/x,x]","9 x^4-6 x^3-59 x^2+6 x^2 \log (x)+20 x+\log ^2(x)-2 x \log (x)-20 \log (x)","((1-3 x) x-\log (x)+10)^2",1,"20*x - 59*x^2 - 6*x^3 + 9*x^4 - 20*Log[x] - 2*x*Log[x] + 6*x^2*Log[x] + Log[x]^2","B",9,5,37,0.1351,1,"{14, 2357, 2295, 2301, 2304}"
7364,1,10,0,0.0942015,"\int \frac{-9-3 \log \left(x^3\right) \log \left(\log \left(x^3\right)\right)}{250 \log \left(x^3\right)} \, dx","Int[(-9 - 3*Log[x^3]*Log[Log[x^3]])/(250*Log[x^3]),x]","-\frac{3}{250} x \log \left(\log \left(x^3\right)\right)","-\frac{3}{250} x \log \left(\log \left(x^3\right)\right)",1,"(-3*x*Log[Log[x^3]])/250","A",10,6,23,0.2609,1,"{12, 6741, 6742, 2300, 2178, 2520}"
7365,1,77,0,0.394116,"\int \left(e^3+2 x+e^{25-10 e^x+e^{2 x}+2 x} \left(-1-2 e^3+e^{2 x} \left(-2 e^3-2 x\right)-2 x+e^x \left(10 e^3+10 x\right)\right)-\log \left(4+e^4\right)\right) \, dx","Int[E^3 + 2*x + E^(25 - 10*E^x + E^(2*x) + 2*x)*(-1 - 2*E^3 + E^(2*x)*(-2*E^3 - 2*x) - 2*x + E^x*(10*E^3 + 10*x)) - Log[4 + E^4],x]","x^2-\frac{e^{2 x-10 e^x+e^{2 x}+25} \left(x-5 e^x \left(x+e^3\right)+e^{2 x} \left(x+e^3\right)+e^3\right)}{-5 e^x+e^{2 x}+1}+x \left(e^3-\log \left(4+e^4\right)\right)","\left(x+e^3\right) \left(x-e^{\left(5-e^x\right)^2+2 x}-\log \left(4+e^4\right)\right)",1,"x^2 - (E^(25 - 10*E^x + E^(2*x) + 2*x)*(E^3 + x - 5*E^x*(E^3 + x) + E^(2*x)*(E^3 + x)))/(1 - 5*E^x + E^(2*x)) + x*(E^3 - Log[4 + E^4])","B",2,1,71,0.01408,1,"{2288}"
7366,1,27,0,0.0288648,"\int \frac{540-90 x-12 x^2+9 x^3+120 \log \left(x^2\right)}{x^3} \, dx","Int[(540 - 90*x - 12*x^2 + 9*x^3 + 120*Log[x^2])/x^3,x]","-\frac{330}{x^2}-\frac{60 \log \left(x^2\right)}{x^2}+9 x+\frac{90}{x}-12 \log (x)","3-3 \left(\frac{20}{x^2}+2\right) \left(\log \left(x^2\right)-\frac{3}{2} (x-5)-2\right)",1,"-330/x^2 + 90/x + 9*x - 12*Log[x] - (60*Log[x^2])/x^2","A",5,2,25,0.08000,1,"{14, 2304}"
7367,1,28,0,0.0069399,"\int \frac{1}{3} \log \left(3 \log \left(-6+3 e^{e^{\frac{1}{2} \left(8+e^3\right)}}\right)\right) \, dx","Int[Log[3*Log[-6 + 3*E^E^((8 + E^3)/2)]]/3,x]","\frac{1}{3} x \log \left(3 \log \left(-3 \left(2-e^{e^{4+\frac{e^3}{2}}}\right)\right)\right)","\frac{1}{3} \left(x \log \left(3 \log \left(3 \left(e^{e^{4+\frac{e^3}{2}}}-2\right)\right)\right)+3\right)",1,"(x*Log[3*Log[-3*(2 - E^E^(4 + E^3/2))]])/3","A",1,1,25,0.04000,1,"{8}"
7368,1,4,0,0.0004034,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","e^{e^4}-\log \left(x \left((5+e)^2-\log (4)\right) \log (4)\right)",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
7369,0,0,0,8.5964786,"\int \frac{2+4 x+e^x \left(-2-6 x-4 x^2\right)+\left(2048+1280 x+136 x^2+4 x^3+e^x \left(2048+1280 x+136 x^2+4 x^3\right)\right) \log (1+2 x)+\left(320+708 x+139 x^2+6 x^3+e^x \left(-192-636 x-535 x^2-63 x^3-2 x^4\right)\right) \log ^2(1+2 x)}{1+2 x+e^{2 x} (1+2 x)+e^x (2+4 x)} \, dx","Int[(2 + 4*x + E^x*(-2 - 6*x - 4*x^2) + (2048 + 1280*x + 136*x^2 + 4*x^3 + E^x*(2048 + 1280*x + 136*x^2 + 4*x^3))*Log[1 + 2*x] + (320 + 708*x + 139*x^2 + 6*x^3 + E^x*(-192 - 636*x - 535*x^2 - 63*x^3 - 2*x^4))*Log[1 + 2*x]^2)/(1 + 2*x + E^(2*x)*(1 + 2*x) + E^x*(2 + 4*x)),x]","\int \frac{2+4 x+e^x \left(-2-6 x-4 x^2\right)+\left(2048+1280 x+136 x^2+4 x^3+e^x \left(2048+1280 x+136 x^2+4 x^3\right)\right) \log (1+2 x)+\left(320+708 x+139 x^2+6 x^3+e^x \left(-192-636 x-535 x^2-63 x^3-2 x^4\right)\right) \log ^2(1+2 x)}{1+2 x+e^{2 x} (1+2 x)+e^x (2+4 x)} \, dx","\frac{(x+2) \left((x+16)^2 \log ^2(2 x+1)+2\right)}{e^x+1}",1,"4/(1 + E^x) + (2*x)/(1 + E^x) + (2883*Log[1 + 2*x]*Defer[Int][1/((1 + E^x)*(1 + 2*x)), x])/2 + (1213*Defer[Int][Log[1 + 2*x]/(1 + E^x), x])/2 + 67*Defer[Int][(x*Log[1 + 2*x])/(1 + E^x), x] + 2*Defer[Int][(x^2*Log[1 + 2*x])/(1 + E^x), x] + 512*Defer[Int][Log[1 + 2*x]^2/(1 + E^x)^2, x] - 192*Defer[Int][Log[1 + 2*x]^2/(1 + E^x), x] + 320*Defer[Int][(x*Log[1 + 2*x]^2)/(1 + E^x)^2, x] - 252*Defer[Int][(x*Log[1 + 2*x]^2)/(1 + E^x), x] + 34*Defer[Int][(x^2*Log[1 + 2*x]^2)/(1 + E^x)^2, x] - 31*Defer[Int][(x^2*Log[1 + 2*x]^2)/(1 + E^x), x] + Defer[Int][(x^3*Log[1 + 2*x]^2)/(1 + E^x)^2, x] - Defer[Int][(x^3*Log[1 + 2*x]^2)/(1 + E^x), x] - 2883*Defer[Int][Defer[Int][1/((1 + E^x)*(1 + 2*x)), x]/(1 + 2*x), x]","F",0,0,0,0,-1,"{}"
7370,0,0,0,0.57923,"\int \frac{1}{4} \left(x^2\right)^{\frac{1}{4} (125 x+100 x \log (x))} \left(250+200 \log (x)+(225+100 \log (x)) \log \left(x^2\right)\right) \, dx","Int[((x^2)^((125*x + 100*x*Log[x])/4)*(250 + 200*Log[x] + (225 + 100*Log[x])*Log[x^2]))/4,x]","\int \frac{1}{4} \left(x^2\right)^{\frac{1}{4} (125 x+100 x \log (x))} \left(250+200 \log (x)+(225+100 \log (x)) \log \left(x^2\right)\right) \, dx","\left(x^2\right)^{25 \left(\frac{5 x}{4}+x \log (x)\right)}",1,"(125*Defer[Int][(x^2)^((25*x*(5 + 4*Log[x]))/4), x])/2 + 50*Defer[Int][(x^2)^((25*x*(5 + 4*Log[x]))/4)*Log[x], x] + (225*Defer[Int][(x^2)^((25*x*(5 + 4*Log[x]))/4)*Log[x^2], x])/4 + 25*Defer[Int][(x^2)^((25*x*(5 + 4*Log[x]))/4)*Log[x]*Log[x^2], x]","F",0,0,0,0,-1,"{}"
7371,0,0,0,0.9945697,"\int \frac{\log ^{2 x^2}(x) \left(5 x \log (2) \log ^2(3)+10 x \log (2) \log ^2(3) \log (x) \log (\log (x))\right)}{32 \log (x)+192 \log (3) \log ^{1+x^2}(x)+384 \log ^2(3) \log ^{1+2 x^2}(x)+256 \log ^3(3) \log ^{1+3 x^2}(x)} \, dx","Int[(Log[x]^(2*x^2)*(5*x*Log[2]*Log[3]^2 + 10*x*Log[2]*Log[3]^2*Log[x]*Log[Log[x]]))/(32*Log[x] + 192*Log[3]*Log[x]^(1 + x^2) + 384*Log[3]^2*Log[x]^(1 + 2*x^2) + 256*Log[3]^3*Log[x]^(1 + 3*x^2)),x]","\int \frac{\log ^{2 x^2}(x) \left(5 x \log (2) \log ^2(3)+10 x \log (2) \log ^2(3) \log (x) \log (\log (x))\right)}{32 \log (x)+192 \log (3) \log ^{1+x^2}(x)+384 \log ^2(3) \log ^{1+2 x^2}(x)+256 \log ^3(3) \log ^{1+3 x^2}(x)} \, dx","\frac{5 \log (2)}{16 \left(\frac{2 \log ^{-x^2}(x)}{\log (3)}+4\right)^2}",1,"(5*Log[2]*Log[3]^2*Defer[Int][(x*Log[x]^(-1 + 2*x^2))/(1 + Log[9]*Log[x]^x^2)^3, x])/32 + (5*Log[2]*Log[3]^2*Defer[Int][(x*Log[x]^(2*x^2)*Log[Log[x]])/(1 + Log[9]*Log[x]^x^2)^3, x])/16","F",0,0,0,0,-1,"{}"
7372,1,19,0,0.2385582,"\int \frac{144 x+30 x^2+27 x^3+(-160-144 x) \log (-10-9 x)}{150 x^2+135 x^3} \, dx","Int[(144*x + 30*x^2 + 27*x^3 + (-160 - 144*x)*Log[-10 - 9*x])/(150*x^2 + 135*x^3),x]","\frac{x}{5}+\frac{16 \log (-9 x-10)}{15 x}","\frac{1}{5} \left(x+\frac{16 (x+\log (x-5 (2 x+2)))}{3 x}\right)",1,"x/5 + (16*Log[-10 - 9*x])/(15*x)","A",9,7,40,0.1750,1,"{1593, 6742, 893, 2395, 36, 31, 29}"
7373,1,50,0,0.25775,"\int \frac{e^{-e^{-x} (-4+x)} \left(e^x (-4+x) \left(-25 x+5 x^2\right)+e^{2 x} \left(40-50 x+10 x^2\right)\right)}{-12 x^3+3 x^4} \, dx","Int[(E^x*(-4 + x)*(-25*x + 5*x^2) + E^(2*x)*(40 - 50*x + 10*x^2))/(E^((-4 + x)/E^x)*(-12*x^3 + 3*x^4)),x]","\frac{5 e^{e^{-x} (4-x)+x} \left(5 x-x^2\right)}{3 \left(e^{-x} (4-x)+e^{-x}\right) x^3}","\frac{5 e^{2 x-e^{-x} (x-4)}}{3 x^2}",1,"(5*E^((4 - x)/E^x + x)*(5*x - x^2))/(3*(E^(-x) + (4 - x)/E^x)*x^3)","B",2,2,59,0.03390,1,"{1593, 2288}"
7374,0,0,0,24.2049447,"\int \frac{540 x-315 x^2+50 x^3-25 x^4+e^x \left(-1125 x^2+1125 x^3-125 x^4+125 x^5\right)+\left(-90 x+45 x^2-10 x^3+5 x^4+e^x \left(450 x^2-450 x^3+50 x^4-50 x^5\right)\right) \log \left(\frac{9+x^2}{x^2}\right)+e^x \left(-45 x^2+45 x^3-5 x^4+5 x^5\right) \log ^2\left(\frac{9+x^2}{x^2}\right)}{27-54 x+30 x^2-6 x^3+3 x^4+e^x \left(-270 x+270 x^2-30 x^3+30 x^4\right)+e^{2 x} \left(675 x^2+75 x^4\right)+\left(e^{2 x} \left(-270 x^2-30 x^4\right)+e^x \left(54 x-54 x^2+6 x^3-6 x^4\right)\right) \log \left(\frac{9+x^2}{x^2}\right)+e^{2 x} \left(27 x^2+3 x^4\right) \log ^2\left(\frac{9+x^2}{x^2}\right)} \, dx","Int[(540*x - 315*x^2 + 50*x^3 - 25*x^4 + E^x*(-1125*x^2 + 1125*x^3 - 125*x^4 + 125*x^5) + (-90*x + 45*x^2 - 10*x^3 + 5*x^4 + E^x*(450*x^2 - 450*x^3 + 50*x^4 - 50*x^5))*Log[(9 + x^2)/x^2] + E^x*(-45*x^2 + 45*x^3 - 5*x^4 + 5*x^5)*Log[(9 + x^2)/x^2]^2)/(27 - 54*x + 30*x^2 - 6*x^3 + 3*x^4 + E^x*(-270*x + 270*x^2 - 30*x^3 + 30*x^4) + E^(2*x)*(675*x^2 + 75*x^4) + (E^(2*x)*(-270*x^2 - 30*x^4) + E^x*(54*x - 54*x^2 + 6*x^3 - 6*x^4))*Log[(9 + x^2)/x^2] + E^(2*x)*(27*x^2 + 3*x^4)*Log[(9 + x^2)/x^2]^2),x]","\int \frac{540 x-315 x^2+50 x^3-25 x^4+e^x \left(-1125 x^2+1125 x^3-125 x^4+125 x^5\right)+\left(-90 x+45 x^2-10 x^3+5 x^4+e^x \left(450 x^2-450 x^3+50 x^4-50 x^5\right)\right) \log \left(\frac{9+x^2}{x^2}\right)+e^x \left(-45 x^2+45 x^3-5 x^4+5 x^5\right) \log ^2\left(\frac{9+x^2}{x^2}\right)}{27-54 x+30 x^2-6 x^3+3 x^4+e^x \left(-270 x+270 x^2-30 x^3+30 x^4\right)+e^{2 x} \left(675 x^2+75 x^4\right)+\left(e^{2 x} \left(-270 x^2-30 x^4\right)+e^x \left(54 x-54 x^2+6 x^3-6 x^4\right)\right) \log \left(\frac{9+x^2}{x^2}\right)+e^{2 x} \left(27 x^2+3 x^4\right) \log ^2\left(\frac{9+x^2}{x^2}\right)} \, dx","\frac{5 x}{3 \left(\frac{x-1}{x \left(\log \left(\frac{9}{x^2}+1\right)-5\right)}-e^x\right)}",1,"-30*Defer[Int][(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^(-2), x] - (15 - 45*I)*Defer[Int][1/((3*I - x)*(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2), x] + (25*Defer[Int][x/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 + (25*Defer[Int][x^2/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 - (25*Defer[Int][x^3/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 + (15 + 45*I)*Defer[Int][1/((3*I + x)*(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2), x] - (5*Defer[Int][(x*Log[1 + 9/x^2])/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 - (5*Defer[Int][(x^2*Log[1 + 9/x^2])/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 + (5*Defer[Int][(x^3*Log[1 + 9/x^2])/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2])^2, x])/3 + (25*Defer[Int][x/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2]), x])/3 - (25*Defer[Int][x^2/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2]), x])/3 - (5*Defer[Int][(x*Log[1 + 9/x^2])/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2]), x])/3 + (5*Defer[Int][(x^2*Log[1 + 9/x^2])/(1 - x - 5*E^x*x + E^x*x*Log[1 + 9/x^2]), x])/3","F",0,0,0,0,-1,"{}"
7375,1,16,0,0.0132398,"\int \frac{2-2 \log (x)}{-5 x^2+e^4 x^2} \, dx","Int[(2 - 2*Log[x])/(-5*x^2 + E^4*x^2),x]","-\frac{2 \log (x)}{\left(5-e^4\right) x}","\frac{2 \log (x)}{\left(e^4-5\right) x}",1,"(-2*Log[x])/((5 - E^4)*x)","A",3,3,22,0.1364,1,"{6, 12, 2303}"
7376,-1,0,0,180.0012108,"\int \frac{e^{2 x} \left(-150+400 x^2+310 x^3-574 x^4-740 x^5-16 x^6+310 x^7+100 x^8\right)+e^{2 x} \left(-300+50 x+400 x^2+110 x^3-360 x^4-200 x^5\right) \log (3+2 x)+e^{2 x} \left(-150+50 x+100 x^2\right) \log ^2(3+2 x)}{3 x^3+2 x^4} \, dx","Int[(E^(2*x)*(-150 + 400*x^2 + 310*x^3 - 574*x^4 - 740*x^5 - 16*x^6 + 310*x^7 + 100*x^8) + E^(2*x)*(-300 + 50*x + 400*x^2 + 110*x^3 - 360*x^4 - 200*x^5)*Log[3 + 2*x] + E^(2*x)*(-150 + 50*x + 100*x^2)*Log[3 + 2*x]^2)/(3*x^3 + 2*x^4),x]","\text{\$Aborted}","e^{2 x} \left(\frac{5 \left(-x \left(x^2-1\right)+\log (2 x+3)+1\right)}{x}+x\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
7377,1,11,0,0.0026333,"\int \frac{16 e^3}{-1+4 x} \, dx","Int[(16*E^3)/(-1 + 4*x),x]","4 e^3 \log (1-4 x)","4 e^3 (\log (5-20 x)-3)",1,"4*E^3*Log[1 - 4*x]","A",2,2,12,0.1667,1,"{12, 31}"
7378,1,31,0,7.1204097,"\int \frac{e^{\frac{-1-e^5}{-3 e^5 x+e^{5+e^4} x}} \left(-1+e^5 (-1-3 x)+e^{5+e^4} x\right)}{-3 e^5 x^3+e^{5+e^4} x^3+e^{\frac{2 \left(-1-e^5\right)}{-3 e^5 x+e^{5+e^4} x}} \left(-3 e^5 x+e^{5+e^4} x\right)+e^{\frac{-1-e^5}{-3 e^5 x+e^{5+e^4} x}} \left(-6 e^5 x^2+2 e^{5+e^4} x^2\right)} \, dx","Int[(E^((-1 - E^5)/(-3*E^5*x + E^(5 + E^4)*x))*(-1 + E^5*(-1 - 3*x) + E^(5 + E^4)*x))/(-3*E^5*x^3 + E^(5 + E^4)*x^3 + E^((2*(-1 - E^5))/(-3*E^5*x + E^(5 + E^4)*x))*(-3*E^5*x + E^(5 + E^4)*x) + E^((-1 - E^5)/(-3*E^5*x + E^(5 + E^4)*x))*(-6*E^5*x^2 + 2*E^(5 + E^4)*x^2)),x]","\frac{x}{x+e^{\frac{1+e^5}{e^5 \left(3-e^{e^4}\right) x}}}","\frac{x}{x+e^{\frac{1+\frac{1}{e^5}}{\left(3-e^{e^4}\right) x}}}",1,"x/(E^((1 + E^5)/(E^5*(3 - E^E^4)*x)) + x)","A",4,4,167,0.02395,1,"{6, 6688, 12, 6687}"
7379,0,0,0,1.361517,"\int \frac{e^{-2 x} \left(-3 e^{2 x}+e^{6+e^{e^{-2 x} \left(3+e^4\right)}} \left(e^{2 x}+e^{e^{-2 x} \left(3+e^4\right)} \left(6 x+2 e^4 x\right)\right)\right)}{x^2} \, dx","Int[(-3*E^(2*x) + E^(6 + E^((3 + E^4)/E^(2*x)))*(E^(2*x) + E^((3 + E^4)/E^(2*x))*(6*x + 2*E^4*x)))/(E^(2*x)*x^2),x]","\int \frac{e^{-2 x} \left(-3 e^{2 x}+e^{6+e^{e^{-2 x} \left(3+e^4\right)}} \left(e^{2 x}+e^{e^{-2 x} \left(3+e^4\right)} \left(6 x+2 e^4 x\right)\right)\right)}{x^2} \, dx","\frac{3-e^{e^{\left(3+e^4\right) e^{-2 x}}+6}}{x}",1,"3/x + Defer[Int][E^(6 + E^(E^(4 - 2*x) + 3/E^(2*x)))/x^2, x] + 2*(3 + E^4)*Defer[Int][E^(6 + E^(E^(4 - 2*x) + 3/E^(2*x)) + (1 + 3/E^4)*E^(4 - 2*x) - 2*x)/x, x]","F",0,0,0,0,-1,"{}"
7380,1,22,0,0.0486241,"\int \frac{-1+3 x-9 x^2-2 x^3+4 x^4}{x-2 x^2+x^3} \, dx","Int[(-1 + 3*x - 9*x^2 - 2*x^3 + 4*x^4)/(x - 2*x^2 + x^3),x]","2 x^2+6 x-\frac{5}{1-x}-\log (x)","(x+4) \left(\frac{x^2}{x-1}+x-3\right)-\log (2 x)",1,"-5/(1 - x) + 6*x + 2*x^2 - Log[x]","A",4,3,33,0.09091,1,"{1594, 27, 1620}"
7381,0,0,0,1.589085,"\int \frac{3 x \log ^5(x)+e^{\frac{2 \left(81-81 x^2\right)}{\log ^4(x)}} \left(-1944+1944 x^2-972 x^2 \log (x)\right)}{x \log ^5(x)} \, dx","Int[(3*x*Log[x]^5 + E^((2*(81 - 81*x^2))/Log[x]^4)*(-1944 + 1944*x^2 - 972*x^2*Log[x]))/(x*Log[x]^5),x]","\int \frac{3 x \log ^5(x)+e^{\frac{2 \left(81-81 x^2\right)}{\log ^4(x)}} \left(-1944+1944 x^2-972 x^2 \log (x)\right)}{x \log ^5(x)} \, dx","3 \left(e^{\frac{162 \left(1-x^2\right)}{\log ^4(x)}}+x-1\right)",1,"3*x - 1944*Defer[Int][1/(E^((162*(-1 + x^2))/Log[x]^4)*x*Log[x]^5), x] + 1944*Defer[Int][x/(E^((162*(-1 + x^2))/Log[x]^4)*Log[x]^5), x] - 972*Defer[Int][x/(E^((162*(-1 + x^2))/Log[x]^4)*Log[x]^4), x]","F",0,0,0,0,-1,"{}"
7382,1,28,0,0.1205476,"\int \frac{-80 x^3-40 x^4+e^x \left(-72+33 x+3 x^2\right)}{20 x^3} \, dx","Int[(-80*x^3 - 40*x^4 + E^x*(-72 + 33*x + 3*x^2))/(20*x^3),x]","\frac{9 e^x}{5 x^2}-(x+2)^2+\frac{3 e^x}{20 x}","\frac{3 e^x (x+12)}{20 x^2}-x (x+4)+1",1,"(9*E^x)/(5*x^2) + (3*E^x)/(20*x) - (2 + x)^2","A",11,5,32,0.1562,1,"{12, 14, 2199, 2177, 2178}"
7383,0,0,0,0.8766044,"\int \frac{e^x \left(-5-15 x-10 x^2\right)+e^{8 x} \left(3 x+17 x^2+2 x^3\right)}{-5 e^x x+e^{8 x} x^2} \, dx","Int[(E^x*(-5 - 15*x - 10*x^2) + E^(8*x)*(3*x + 17*x^2 + 2*x^3))/(-5*E^x*x + E^(8*x)*x^2),x]","\int \frac{e^x \left(-5-15 x-10 x^2\right)+e^{8 x} \left(3 x+17 x^2+2 x^3\right)}{-5 e^x x+e^{8 x} x^2} \, dx","x^2+x+\log \left(x \left(e^x-\frac{1}{5} e^{8 x} x\right)^2\right)+5",1,"17*x + x^2 + 3*Log[x] + 70*Defer[Int][(-5 + E^(7*x)*x)^(-1), x] + 10*Defer[Int][1/(x*(-5 + E^(7*x)*x)), x]","F",0,0,0,0,-1,"{}"
7384,1,139,0,1.8221769,"\int \frac{-144-240 x-144 x^2-40 x^3-12 x^4-6 x^5-x^6+e^{10+4 x} \left(-16+16 x+16 x^2\right)+e^{5+2 x} \left(-96-32 x+64 x^2+32 x^3\right)}{8 x^3+12 x^4+6 x^5+x^6} \, dx","Int[(-144 - 240*x - 144*x^2 - 40*x^3 - 12*x^4 - 6*x^5 - x^6 + E^(10 + 4*x)*(-16 + 16*x + 16*x^2) + E^(5 + 2*x)*(-96 - 32*x + 64*x^2 + 32*x^3))/(8*x^3 + 12*x^4 + 6*x^5 + x^6),x]","-\frac{3 x^2}{(x+2)^2}+\frac{6 e^{2 x+5}}{x^2}+\frac{e^{4 x+10}}{x^2}+\frac{9}{x^2}-x+\frac{2 e^{2 x+5}}{x+2}+\frac{e^{4 x+10}}{x+2}-\frac{15}{x+2}-\frac{2 e^{2 x+5}}{(x+2)^2}+\frac{e^{4 x+10}}{(x+2)^2}+\frac{13}{(x+2)^2}-\frac{2 e^{2 x+5}}{x}-\frac{e^{4 x+10}}{x}+\frac{3}{x}","\left(\frac{2 \left(-\frac{e^{2 x+5}+3}{x}-x-4\right)}{x+2}+2\right)^2-x",1,"9/x^2 + (6*E^(5 + 2*x))/x^2 + E^(10 + 4*x)/x^2 + 3/x - (2*E^(5 + 2*x))/x - E^(10 + 4*x)/x - x + 13/(2 + x)^2 - (2*E^(5 + 2*x))/(2 + x)^2 + E^(10 + 4*x)/(2 + x)^2 - (3*x^2)/(2 + x)^2 - 15/(2 + x) + (2*E^(5 + 2*x))/(2 + x) + E^(10 + 4*x)/(2 + x)","B",42,7,93,0.07527,1,"{6741, 6742, 44, 37, 43, 2177, 2178}"
7385,1,33,0,0.073232,"\int \frac{18 e+e^x \left(e (-12-12 x)+18 x+9 x^2\right)+6 e \log (5)}{2 e} \, dx","Int[(18*E + E^x*(E*(-12 - 12*x) + 18*x + 9*x^2) + 6*E*Log[5])/(2*E),x]","\frac{9}{2} e^{x-1} x^2+6 e^x-6 e^x (x+1)+3 x (3+\log (5))","3 x \left(-e^x \left(2-\frac{3 x}{2 e}\right)+3+\log (5)\right)+1",1,"6*E^x + (9*E^(-1 + x)*x^2)/2 - 6*E^x*(1 + x) + 3*x*(3 + Log[5])","A",11,4,36,0.1111,1,"{12, 2196, 2176, 2194}"
7386,1,31,0,0.0301198,"\int \frac{e^2+e^{2+x}+e^{e^{\frac{2 x}{e^2}}+\frac{2 x}{e^2}} \left(6+2 e^4\right)}{3 e^2+e^6} \, dx","Int[(E^2 + E^(2 + x) + E^(E^((2*x)/E^2) + (2*x)/E^2)*(6 + 2*E^4))/(3*E^2 + E^6),x]","\frac{x}{3+e^4}+e^{e^{\frac{2 x}{e^2}}}+\frac{e^x}{3+e^4}","\frac{x+e^x}{3+e^4}+e^{e^{\frac{2 x}{e^2}}}+28",1,"E^E^((2*x)/E^2) + E^x/(3 + E^4) + x/(3 + E^4)","A",5,3,46,0.06522,1,"{12, 2194, 2282}"
7387,0,0,0,79.6084846,"\int \frac{180 x^3-120 x^4 \log (3)+e^{2 x} \left(200 x-600 x^2+200 x^3 \log (3)\right)+e^x \left(360 x^2-120 x^3-180 x^4+\left(-200 x^3+60 x^4+60 x^5\right) \log (3)\right)+\left(-60 x^2+180 x^3-60 x^4 \log (3)+e^x \left(-200 x+700 x^2-300 x^3+\left(-200 x^3+100 x^4\right) \log (3)\right)\right) \log \left(1-3 x+x^2 \log (3)\right)}{9 x^2-27 x^3+9 x^4 \log (3)+e^{2 x} \left(25-75 x+25 x^2 \log (3)\right)+e^x \left(30 x-90 x^2+30 x^3 \log (3)\right)} \, dx","Int[(180*x^3 - 120*x^4*Log[3] + E^(2*x)*(200*x - 600*x^2 + 200*x^3*Log[3]) + E^x*(360*x^2 - 120*x^3 - 180*x^4 + (-200*x^3 + 60*x^4 + 60*x^5)*Log[3]) + (-60*x^2 + 180*x^3 - 60*x^4*Log[3] + E^x*(-200*x + 700*x^2 - 300*x^3 + (-200*x^3 + 100*x^4)*Log[3]))*Log[1 - 3*x + x^2*Log[3]])/(9*x^2 - 27*x^3 + 9*x^4*Log[3] + E^(2*x)*(25 - 75*x + 25*x^2*Log[3]) + E^x*(30*x - 90*x^2 + 30*x^3*Log[3])),x]","\int \frac{180 x^3-120 x^4 \log (3)+e^{2 x} \left(200 x-600 x^2+200 x^3 \log (3)\right)+e^x \left(360 x^2-120 x^3-180 x^4+\left(-200 x^3+60 x^4+60 x^5\right) \log (3)\right)+\left(-60 x^2+180 x^3-60 x^4 \log (3)+e^x \left(-200 x+700 x^2-300 x^3+\left(-200 x^3+100 x^4\right) \log (3)\right)\right) \log \left(1-3 x+x^2 \log (3)\right)}{9 x^2-27 x^3+9 x^4 \log (3)+e^{2 x} \left(25-75 x+25 x^2 \log (3)\right)+e^x \left(30 x-90 x^2+30 x^3 \log (3)\right)} \, dx","\frac{4 x \left(e^x-\log (x (x \log (3)-3)+1)\right)}{\frac{e^x}{x}+\frac{3}{5}}",1,"4*x^2 + (36*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^4 - (12*(9 - Log[3])*Log[27]*(9 - Log[81])*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^5 - (108*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^3 - (60*(3 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^2 - (36*(9 - Log[81])*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^4 + (12*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(5*E^x + 3*x)^(-2), x])/Log[3]^3 - (36*(3 - Log[3])*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3]^2 + (12*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3]^3 - (36*Log[27]*(9 - Log[81])*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3]^4 + (180*(3 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3]^2 - (60*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3] - (12*(9 - Log[81])*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x/(5*E^x + 3*x)^2, x])/Log[3]^3 + (108*(3 - Log[3])*Defer[Int][x^2/(5*E^x + 3*x)^2, x])/Log[3]^2 - (36*Defer[Int][x^2/(5*E^x + 3*x)^2, x])/Log[3] - (12*Log[27]*(9 - Log[81])*Defer[Int][x^2/(5*E^x + 3*x)^2, x])/Log[3]^3 + (180*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x^2/(5*E^x + 3*x)^2, x])/Log[3] - (12*(3 - Log[3])*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x^2/(5*E^x + 3*x)^2, x])/Log[3]^2 + (108*Defer[Int][x^3/(5*E^x + 3*x)^2, x])/Log[3] - (12*(3 - Log[3])*Log[27]*Defer[Int][x^3/(5*E^x + 3*x)^2, x])/Log[3]^2 - (12*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x^3/(5*E^x + 3*x)^2, x])/Log[3] - (12*Log[27]*Defer[Int][x^4/(5*E^x + 3*x)^2, x])/Log[3] + (120*(3 - Log[3])*Defer[Int][(5*E^x + 3*x)^(-1), x])/Log[3]^2 - (36*(9 - Log[3])*(1 + Log[3])*Defer[Int][(5*E^x + 3*x)^(-1), x])/Log[3]^3 + (12*(9 - Log[9])*Log[27]*Defer[Int][(5*E^x + 3*x)^(-1), x])/Log[3]^4 + (20*(9 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(5*E^x + 3*x)^(-1), x])/Log[3]^2 - (60*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(5*E^x + 3*x)^(-1), x])/Log[3]^2 - (108*(1 + Log[3])*Defer[Int][x/(5*E^x + 3*x), x])/Log[3]^2 + (4*(9 - Log[3])*Log[27]*Defer[Int][x/(5*E^x + 3*x), x])/Log[3]^3 + (60*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x/(5*E^x + 3*x), x])/Log[3] + (12*Log[27]*Defer[Int][x^2/(5*E^x + 3*x), x])/Log[3]^2 + (36*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (12*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 - (36*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Log[27]*(9 - Log[81])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^5 - (324*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 - (12*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(9 - Log[81])*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 + (36*(1 + 3/Sqrt[9 - 4*Log[3]])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 - (180*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (40*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*(9 - Log[3])*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (72*(1 + 3/Sqrt[9 - 4*Log[3]])*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3] - (108*(1 + 3/Sqrt[9 - 4*Log[3]])*(1 + Log[3])*(9 - Log[9])*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 + (4*(1 + 3/Sqrt[9 - 4*Log[3]])*(81 - 27*Log[3] + Log[3]^2)*Log[27]*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 - 40*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x] + (420*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3] + (60*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 - (20*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (36*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (12*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 - (36*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Log[27]*(9 - Log[81])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^5 - (324*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 - (12*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(9 - Log[81])*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 + (36*(1 - 3/Sqrt[9 - 4*Log[3]])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 - (180*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (40*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*(9 - Log[3])*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 + (72*(1 - 3/Sqrt[9 - 4*Log[3]])*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3] - (108*(1 - 3/Sqrt[9 - 4*Log[3]])*(1 + Log[3])*(9 - Log[9])*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^3 + (4*(1 - 3/Sqrt[9 - 4*Log[3]])*(81 - 27*Log[3] + Log[3]^2)*Log[27]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^4 - 40*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x] + (420*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3] + (60*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 - (20*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3])), x])/Log[3]^2 - (24*Sqrt[9 - 4*Log[3]]*(9 - Log[3])*Log[27]*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/Log[3]^4 + (72*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^3) - (216*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) - (120*(3 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (72*Sqrt[9 - Log[81]]*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/Log[3]^3 + (24*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) + (48*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/Sqrt[9 - 4*Log[3]] + (240*(3 - Log[3])*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (72*(9 - Log[3])*(1 + Log[3])*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) + (24*(9 - Log[9])*Log[27]*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^3) + (280*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/Sqrt[9 - 4*Log[3]] + (40*(9 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (120*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (24*Sqrt[9 - 4*Log[3]]*(9 - Log[3])*Log[27]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/Log[3]^4 + (72*((3 - Log[3])*Log[27] + 9*(9 - Log[81]))*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^3) - (216*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) - (120*(3 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (72*Sqrt[9 - Log[81]]*Log[243]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/Log[3]^3 + (24*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) + (48*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/Sqrt[9 - 4*Log[3]] + (240*(3 - Log[3])*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (72*(9 - Log[3])*(1 + Log[3])*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) + (24*(9 - Log[9])*Log[27]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^3) + (280*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/Sqrt[9 - 4*Log[3]] + (40*(9 - Log[3])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (120*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + 24*Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x] + 140*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x] + 40*(3 - Log[3])*Defer[Int][x/(x*Log[27] + E^x*Log[243]), x] - 20*(3 + Log[9])*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x/(x*Log[27] + E^x*Log[243]), x] - 36*(1 + Log[3])*Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x] + 20*Log[3]*Log[1 - 3*x + x^2*Log[3]]*Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x] + 4*Log[27]*Defer[Int][x^3/(x*Log[27] + E^x*Log[243]), x] + (60*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (36*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*(9 - Log[81])*Log[243]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^4 - (12*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*(Log[9] + Log[729]/Sqrt[9 - Log[81]])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (60*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (36*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*(9 - Log[81])*Log[243]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^4 - (12*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (360*(3 - Log[3])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (216*Sqrt[9 - Log[81]]*Log[243]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Log[3]^3 - (72*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) + (360*(3 - Log[3])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (216*Sqrt[9 - Log[81]]*Log[243]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Log[3]^3 - (72*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-2), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]^2) - (180*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (60*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (12*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*(9 - Log[81])*Log[243]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 - (180*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (60*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (12*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*(9 - Log[81])*Log[243]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (360*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (1080*(3 - Log[3])*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (72*Sqrt[9 - Log[81]]*Log[243]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Log[3]^2 + (360*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (1080*(3 - Log[3])*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (72*Sqrt[9 - Log[81]]*Log[243]*Defer[Int][Defer[Int][x/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Log[3]^2 - (180*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (12*(1 + 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Log[243]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 - (180*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (12*(1 - 3/Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Log[243]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 - (1080*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + (72*(3 - Log[3])*Log[243]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (1080*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + (72*(3 - Log[3])*Log[243]*Defer[Int][Defer[Int][x^2/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (12*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*Log[243]*Defer[Int][Defer[Int][x^3/(5*E^x + 3*x)^2, x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (12*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*Log[243]*Defer[Int][Defer[Int][x^3/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] + (72*Log[243]*Defer[Int][Defer[Int][x^3/(5*E^x + 3*x)^2, x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + (72*Log[243]*Defer[Int][Defer[Int][x^3/(5*E^x + 3*x)^2, x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (20*(1 + 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[9]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (60*(3 + Log[9])*(Log[9] + Log[729]/Sqrt[9 - Log[81]])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 - (20*(1 - 3/Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[9]*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (60*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 - (120*(9 - Log[3])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (360*(3 + Log[9])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (120*(9 - Log[3])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) + (360*(3 + Log[9])*Defer[Int][Defer[Int][(5*E^x + 3*x)^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Sqrt[9 - 4*Log[3]]*Log[3]) - (60*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] - (60*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][x/(5*E^x + 3*x), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3] - (360*Defer[Int][Defer[Int][x/(5*E^x + 3*x), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (360*Defer[Int][Defer[Int][x/(5*E^x + 3*x), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + (120*(3 + Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) + (72*(3 + Sqrt[9 - 4*Log[3]])*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 - (24*(3 + Sqrt[9 - 4*Log[3]])*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) - (120*(3 - Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (72*(3 - Sqrt[9 - 4*Log[3]])*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (24*(3 - Sqrt[9 - 4*Log[3]])*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) + (720*(3 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) + (432*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Log[3]^2 - (144*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (720*(3 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) + (432*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Log[3]^2 - (144*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) - (280*(3 + Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(9 - Log[81]) - (40*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) + (120*(3 + Sqrt[9 - 4*Log[3]])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) + (280*(3 - Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(9 - Log[81]) + (40*(3 - Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (120*(3 - Sqrt[9 - 4*Log[3]])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (1680*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - 4*Log[3]) + (720*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - 4*Log[3]) - (240*(9 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) - (1680*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - 4*Log[3]) + (720*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - 4*Log[3]) - (240*(9 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(3 + Sqrt[9 - 4*Log[3]] - x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) + (12*(3 + Sqrt[9 - 4*Log[3]])^2*(9 - Log[3])*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^4 - (36*(3 + Sqrt[9 - 4*Log[3]])^2*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^3*(9 - Log[81])) + (180*(1 + 3/Sqrt[9 - 4*Log[3]])^2*Log[9]*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 - (48*(9 - Log[3])*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (144*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) - (180*Log[9]*Log[81]*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) + (72*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Log[3]^3 - (216*(3 + Sqrt[9 - 4*Log[3]])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]^2*(9 - Log[81])) + (1080*(3 + Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (72*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[3])*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Log[3]^3 - (216*(3 + Sqrt[9 - 4*Log[3]])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]^2*(9 - Log[81])) + (1080*(3 + Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) + 40*(1 + 3/Sqrt[9 - 4*Log[3]])^2*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - (420*(3 + Sqrt[9 - 4*Log[3]])^2*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/((9 - 4*Log[3])*Log[3]) - (60*(3 + Sqrt[9 - 4*Log[3]])^2*(9 - Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) + (20*(3 + Sqrt[9 - 4*Log[3]])^2*(9 - Log[3])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) + (1680*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(9 - 4*Log[3]) + (240*(9 - Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (80*(9 - Log[3])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (40*Log[9]*Log[81]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(9 - Log[81]) - (2520*(3 + Sqrt[9 - 4*Log[3]])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) + (240*(3 + Sqrt[9 - 4*Log[3]])*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) - (360*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (120*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) - (2520*(3 + Sqrt[9 - 4*Log[3]])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) + (240*(3 + Sqrt[9 - 4*Log[3]])*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) - (360*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (120*(3 + Sqrt[9 - 4*Log[3]])*(9 - Log[3])*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 - Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (120*(3 + Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (24*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^3 + (12*(3 + Sqrt[9 - 4*Log[3]])*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^3*(9 - Log[81])) - (180*Log[9]*Log[81]*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) - (120*(3 - Sqrt[9 - 4*Log[3]])*(3 - Log[3])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) + (12*(3 - Sqrt[9 - 4*Log[3]])*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*Log[9]*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^4 - (12*(3 - Sqrt[9 - 4*Log[3]])*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^3*(9 - Log[81])) + (180*(1 - 3/Sqrt[9 - 4*Log[3]])^2*Log[9]*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/Log[3]^2 + (720*(3 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) - (72*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Log[3]^3 + (72*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]^2*(9 - Log[81])) - (1080*(3 - Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (720*(3 - Log[3])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) - (72*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*Log[243]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Log[3]^3 + (72*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*(135 - 15*Log[81] + (3 - Log[3])*Log[243])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]^2*(9 - Log[81])) - (1080*(3 - Sqrt[9 - 4*Log[3]])*(3 + (Log[3]*(9 - Log[2187]))/Log[27])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)^2*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (20*(3 + Sqrt[9 - 4*Log[3]])*(81 - 18*Log[3] + 2*Log[3]^2 - 3*Sqrt[9 - 4*Log[3]]*(9 - Log[9]) - 9*Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) + (140*(3 + Sqrt[9 - 4*Log[3]])*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (40*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) - (40*Log[9]*Log[81]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(9 - Log[81]) + 40*(1 - 3/Sqrt[9 - 4*Log[3]])^2*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - (20*(3 - Sqrt[9 - 4*Log[3]])*(81 - 18*Log[3] + 2*Log[3]^2 - 3*Sqrt[9 - 4*Log[3]]*(9 - Log[9]) - 9*Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) - (140*(3 - Sqrt[9 - 4*Log[3]])*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Log[9]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]*(9 - Log[81])) + (20*(3 - Sqrt[9 - 4*Log[3]])*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x])/(Log[3]^2*(9 - Log[81])) - (240*(3 - Sqrt[9 - 4*Log[3]])*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) + (120*(81 - 18*Log[3] + 2*Log[3]^2 - 3*Sqrt[9 - 4*Log[3]]*(9 - Log[9]) - 9*Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (840*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(9 - Log[81]) - (120*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/(Log[3]*(9 - Log[81])) - (240*(3 - Sqrt[9 - 4*Log[3]])*Log[3]*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) + (120*(81 - 18*Log[3] + 2*Log[3]^2 - 3*Sqrt[9 - 4*Log[3]]*(9 - Log[9]) - 9*Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) + (840*(9 - 3*Sqrt[9 - 4*Log[3]] - Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(9 - Log[81]) - (120*(9*(3 - Log[3]) - Sqrt[9 - 4*Log[3]]*(9 - Log[3]))*(3 + Log[9])*Defer[Int][Defer[Int][1/((5*E^x + 3*x)*(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9])), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/(Log[3]*(9 - Log[81])) - 140*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - 140*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*Defer[Int][Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - (840*Log[3]*Defer[Int][Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (840*Log[3]*Defer[Int][Defer[Int][(x*Log[27] + E^x*Log[243])^(-1), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + 20*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][x/(x*Log[27] + E^x*Log[243]), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] + 20*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[9]*(3 + Log[9])*Defer[Int][Defer[Int][x/(x*Log[27] + E^x*Log[243]), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] + (120*Log[3]*(3 + Log[9])*Defer[Int][Defer[Int][x/(x*Log[27] + E^x*Log[243]), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] + (120*Log[3]*(3 + Log[9])*Defer[Int][Defer[Int][x/(x*Log[27] + E^x*Log[243]), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - 20*(1 + 3/Sqrt[9 - 4*Log[3]])*Log[3]*Log[9]*Defer[Int][Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x]/(-3 - Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - 20*(1 - 3/Sqrt[9 - 4*Log[3]])*Log[3]*Log[9]*Defer[Int][Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x]/(-3 + Sqrt[9 - 4*Log[3]] + 2*x*Log[3]), x] - (120*Log[3]^2*Defer[Int][Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x]/(3 + Sqrt[9 - 4*Log[3]] - x*Log[9]), x])/Sqrt[9 - 4*Log[3]] - (120*Log[3]^2*Defer[Int][Defer[Int][x^2/(x*Log[27] + E^x*Log[243]), x]/(-3 + Sqrt[9 - 4*Log[3]] + x*Log[9]), x])/Sqrt[9 - 4*Log[3]]","F",0,0,0,0,-1,"{}"
7388,1,80,0,0.0962075,"\int \frac{1}{9} \left(18 x-27 x^2+2 x \log ^2(x)-4 x \log (x) \log \left(3 x+e^4 x\right)+2 x \log ^2\left(3 x+e^4 x\right)\right) \, dx","Int[(18*x - 27*x^2 + 2*x*Log[x]^2 - 4*x*Log[x]*Log[3*x + E^4*x] + 2*x*Log[3*x + E^4*x]^2)/9,x]","-x^3+\frac{19 x^2}{18}+\frac{1}{9} x^2 \log ^2(x)+\frac{1}{9} x^2 \log ^2\left(\left(3+e^4\right) x\right)-\frac{1}{18} x^2 (1-2 \log (x))-\frac{1}{9} x^2 \log (x)-\frac{2}{9} x^2 \log (x) \log \left(\left(3+e^4\right) x\right)","x^2 \left(-x+\frac{1}{9} \left(\log (x)-\log \left(\left(3+e^4\right) x\right)\right)^2+1\right)",1,"(19*x^2)/18 - x^3 - (x^2*(1 - 2*Log[x]))/18 - (x^2*Log[x])/9 + (x^2*Log[x]^2)/9 - (2*x^2*Log[x]*Log[(3 + E^4)*x])/9 + (x^2*Log[(3 + E^4)*x]^2)/9","B",11,6,50,0.1200,1,"{12, 2305, 2304, 2380, 2366, 2421}"
7389,0,0,0,16.101659,"\int \frac{60 x-11 x^2+5 x^4-x^5+\left(5+e^x-x\right) x^{2 x}+e^x \left(12 x-x^2+x^4\right)+x^x \left(31-6 x+10 x^2-2 x^3+e^x \left(5+2 x^2\right)+\left(30+6 e^x-6 x\right) \log (x)\right)+\log \left(-\frac{3}{5+e^x-x}\right) \left(-10 x-2 e^x x+2 x^2+x^x \left(-5-e^x+x+\left(-5-e^x+x\right) \log (x)\right)\right)}{5 x^4+e^x x^4-x^5+\left(5+e^x-x\right) x^{2 x}+x^x \left(10 x^2+2 e^x x^2-2 x^3\right)} \, dx","Int[(60*x - 11*x^2 + 5*x^4 - x^5 + (5 + E^x - x)*x^(2*x) + E^x*(12*x - x^2 + x^4) + x^x*(31 - 6*x + 10*x^2 - 2*x^3 + E^x*(5 + 2*x^2) + (30 + 6*E^x - 6*x)*Log[x]) + Log[-3/(5 + E^x - x)]*(-10*x - 2*E^x*x + 2*x^2 + x^x*(-5 - E^x + x + (-5 - E^x + x)*Log[x])))/(5*x^4 + E^x*x^4 - x^5 + (5 + E^x - x)*x^(2*x) + x^x*(10*x^2 + 2*E^x*x^2 - 2*x^3)),x]","\int \frac{60 x-11 x^2+5 x^4-x^5+\left(5+e^x-x\right) x^{2 x}+e^x \left(12 x-x^2+x^4\right)+x^x \left(31-6 x+10 x^2-2 x^3+e^x \left(5+2 x^2\right)+\left(30+6 e^x-6 x\right) \log (x)\right)+\log \left(-\frac{3}{5+e^x-x}\right) \left(-10 x-2 e^x x+2 x^2+x^x \left(-5-e^x+x+\left(-5-e^x+x\right) \log (x)\right)\right)}{5 x^4+e^x x^4-x^5+\left(5+e^x-x\right) x^{2 x}+x^x \left(10 x^2+2 e^x x^2-2 x^3\right)} \, dx","x-\frac{6-\log \left(\frac{3}{x-e^x-5}\right)}{x^x+x^2}",1,"x + 12*Defer[Int][x/(x^2 + x^x)^2, x] - 2*Log[-3/(5 + E^x - x)]*Defer[Int][x/(x^2 + x^x)^2, x] - 6*Defer[Int][x^2/(x^2 + x^x)^2, x] + Log[-3/(5 + E^x - x)]*Defer[Int][x^2/(x^2 + x^x)^2, x] - 6*Log[x]*Defer[Int][x^2/(x^2 + x^x)^2, x] + Log[-3/(5 + E^x - x)]*Log[x]*Defer[Int][x^2/(x^2 + x^x)^2, x] + 31*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x] - 5*Log[-3/(5 + E^x - x)]*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x] + 30*Log[x]*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x] - 5*Log[-3/(5 + E^x - x)]*Log[x]*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x] + 5*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x] - Log[-3/(5 + E^x - x)]*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x] + 6*Log[x]*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x] - Log[-3/(5 + E^x - x)]*Log[x]*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x] - 6*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x] + Log[-3/(5 + E^x - x)]*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x] - 6*Log[x]*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x] + Log[-3/(5 + E^x - x)]*Log[x]*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x] - 2*Defer[Int][Defer[Int][x/(x^2 + x^x)^2, x], x] + 12*Defer[Int][Defer[Int][x/(x^2 + x^x)^2, x]/(5 + E^x - x), x] - 2*Defer[Int][(x*Defer[Int][x/(x^2 + x^x)^2, x])/(5 + E^x - x), x] + Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x], x] + Log[x]*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x], x] - 6*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/(5 + E^x - x), x] - 6*Log[x]*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/(5 + E^x - x), x] + 6*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/x, x] - Log[-3/(5 + E^x - x)]*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/x, x] + Defer[Int][(x*Defer[Int][x^2/(x^2 + x^x)^2, x])/(5 + E^x - x), x] + Log[x]*Defer[Int][(x*Defer[Int][x^2/(x^2 + x^x)^2, x])/(5 + E^x - x), x] - 5*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x], x] - 5*Log[x]*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x], x] + 30*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] + 30*Log[x]*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] - 30*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] + 5*Log[-3/(5 + E^x - x)]*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] - 5*Defer[Int][(x*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] - 5*Log[x]*Defer[Int][(x*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] - Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x], x] - Log[x]*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x], x] + 6*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] + 6*Log[x]*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] - 6*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] + Log[-3/(5 + E^x - x)]*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] - Defer[Int][(x*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] - Log[x]*Defer[Int][(x*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] + Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x], x] + Log[x]*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x], x] - 6*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] - 6*Log[x]*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x] + 6*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] - Log[-3/(5 + E^x - x)]*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x] + Defer[Int][(x*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] + Log[x]*Defer[Int][(x*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x] - Defer[Int][Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x], x]/x, x] + 6*Defer[Int][Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/(5 + E^x - x), x]/x, x] - Defer[Int][Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/x, x], x] + 6*Defer[Int][Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/x, x]/(5 + E^x - x), x] - Defer[Int][(x*Defer[Int][Defer[Int][x^2/(x^2 + x^x)^2, x]/x, x])/(5 + E^x - x), x] - Defer[Int][Defer[Int][(x*Defer[Int][x^2/(x^2 + x^x)^2, x])/(5 + E^x - x), x]/x, x] + 5*Defer[Int][Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x], x]/x, x] - 30*Defer[Int][Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x]/x, x] + 5*Defer[Int][Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/x, x], x] - 30*Defer[Int][Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/x, x]/(5 + E^x - x), x] + 5*Defer[Int][(x*Defer[Int][Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x]/x, x])/(5 + E^x - x), x] + 5*Defer[Int][Defer[Int][(x*Defer[Int][1/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x]/x, x] + Defer[Int][Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x], x]/x, x] - 6*Defer[Int][Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x]/x, x] + Defer[Int][Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x], x] - 6*Defer[Int][Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x]/(5 + E^x - x), x] + Defer[Int][(x*Defer[Int][Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x])/(5 + E^x - x), x] + Defer[Int][Defer[Int][(x*Defer[Int][E^x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x]/x, x] - Defer[Int][Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x], x]/x, x] + 6*Defer[Int][Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/(5 + E^x - x), x]/x, x] - Defer[Int][Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x], x] + 6*Defer[Int][Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x]/(5 + E^x - x), x] - Defer[Int][(x*Defer[Int][Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x]/x, x])/(5 + E^x - x), x] - Defer[Int][Defer[Int][(x*Defer[Int][x/((5 + E^x - x)*(x^2 + x^x)), x])/(5 + E^x - x), x]/x, x]","F",0,0,0,0,-1,"{}"
7390,1,36,0,0.1954474,"\int \frac{59049 e^{-18+e^x} \left(-4+4 e^x x \log (x)+4 e^x x \log ^2(x)\right)}{x \log ^2(x)} \, dx","Int[(59049*E^(-18 + E^x)*(-4 + 4*E^x*x*Log[x] + 4*E^x*x*Log[x]^2))/(x*Log[x]^2),x]","\frac{236196 e^{-x+e^x-18} \left(e^x x \log ^2(x)+e^x x \log (x)\right)}{x \log ^2(x)}","e^{5 \left(\frac{1}{5} \left(e^x+2\right)-4+\log (9)\right)} \left(\frac{4}{\log (x)}+4\right)",1,"(236196*E^(-18 + E^x - x)*(E^x*x*Log[x] + E^x*x*Log[x]^2))/(x*Log[x]^2)","A",2,2,36,0.05556,1,"{12, 2288}"
7391,0,0,0,5.7935006,"\int \frac{64^x \log ^{-1+x}\left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right) \left(-10 x+e^{e^x} \left(2 x+e^x \left(2 x+2 x^2\right)\right)+\left(-5-5 x+e^{e^x} (1+x)\right) \log \left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right) \log \left(64 \log \left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right)\right)\right)}{-5-5 x+e^{e^x} (1+x)} \, dx","Int[(64^x*Log[25 + 50*x + 25*x^2 + E^E^x*(-10 - 20*x - 10*x^2) + E^(2*E^x)*(1 + 2*x + x^2)]^(-1 + x)*(-10*x + E^E^x*(2*x + E^x*(2*x + 2*x^2)) + (-5 - 5*x + E^E^x*(1 + x))*Log[25 + 50*x + 25*x^2 + E^E^x*(-10 - 20*x - 10*x^2) + E^(2*E^x)*(1 + 2*x + x^2)]*Log[64*Log[25 + 50*x + 25*x^2 + E^E^x*(-10 - 20*x - 10*x^2) + E^(2*E^x)*(1 + 2*x + x^2)]]))/(-5 - 5*x + E^E^x*(1 + x)),x]","\int \frac{64^x \log ^{-1+x}\left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right) \left(-10 x+e^{e^x} \left(2 x+e^x \left(2 x+2 x^2\right)\right)+\left(-5-5 x+e^{e^x} (1+x)\right) \log \left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right) \log \left(64 \log \left(25+50 x+25 x^2+e^{e^x} \left(-10-20 x-10 x^2\right)+e^{2 e^x} \left(1+2 x+x^2\right)\right)\right)\right)}{-5-5 x+e^{e^x} (1+x)} \, dx","64^x \log ^x\left(\left(5-e^{e^x}\right)^2 (x+1)^2\right)+2",1,"Defer[Int][2^(1 + 6*x)*Log[(-5 + E^E^x)^2*(1 + x)^2]^(-1 + x), x] + Defer[Int][(2^(1 + 6*x)*Log[(-5 + E^E^x)^2*(1 + x)^2]^(-1 + x))/(-1 - x), x] + Defer[Int][(2^(1 + 6*x)*E^(E^x + x)*x*Log[(-5 + E^E^x)^2*(1 + x)^2]^(-1 + x))/(-5 + E^E^x), x] + Defer[Int][64^x*Log[(-5 + E^E^x)^2*(1 + x)^2]^x*Log[64*Log[(-5 + E^E^x)^2*(1 + x)^2]], x]","F",0,0,0,0,-1,"{}"
7392,1,21,0,0.0358255,"\int \frac{4 e^{-3-x} (-1-x) \log ^2(2) \log ^2(\log (2))}{x^2} \, dx","Int[(4*E^(-3 - x)*(-1 - x)*Log[2]^2*Log[Log[2]]^2)/x^2,x]","\frac{4 e^{-x-3} \log ^2(2) \log ^2(\log (2))}{x}","\frac{4 e^{-x-3} \log ^2(2) \log ^2(\log (2))}{x}",1,"(4*E^(-3 - x)*Log[2]^2*Log[Log[2]]^2)/x","A",2,2,26,0.07692,1,"{12, 2197}"
7393,1,19,0,0.1640621,"\int \frac{20 e^{-25+5 x} \log \left(7-2 e^{-25+5 x}\right)}{63-18 e^{-25+5 x}+\left(-7+2 e^{-25+5 x}\right) \log ^2\left(7-2 e^{-25+5 x}\right)} \, dx","Int[(20*E^(-25 + 5*x)*Log[7 - 2*E^(-25 + 5*x)])/(63 - 18*E^(-25 + 5*x) + (-7 + 2*E^(-25 + 5*x))*Log[7 - 2*E^(-25 + 5*x)]^2),x]","\log \left(9-\log ^2\left(7-2 e^{5 x-25}\right)\right)","\log \left(4 \left(\log ^2\left(1-2 \left(e^{5 (x-5)}-3\right)\right)-9\right)\right)",1,"Log[9 - Log[7 - 2*E^(-25 + 5*x)]^2]","A",3,5,60,0.08333,1,"{12, 2282, 6696, 206, 6684}"
7394,1,6,0,0.0021239,"\int \frac{1-x}{x} \, dx","Int[(1 - x)/x,x]","\log (x)-x","-x+\log (x)-1",1,"-x + Log[x]","A",2,1,9,0.1111,1,"{43}"
7395,0,0,0,7.2256885,"\int \frac{-18 x+9 x \log (3 x)-e^{3-\frac{1}{3} e^{\frac{e^3 x}{3}}+\frac{e^3 x}{3}} x \log ^3(3 x)+\left(-9 x \log (3 x)-9 e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} \log ^3(3 x)\right) \log \left(\frac{x+e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} \log ^2(3 x)}{\log ^2(3 x)}\right)}{9 x^3 \log (3 x)+9 e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} x^2 \log ^3(3 x)} \, dx","Int[(-18*x + 9*x*Log[3*x] - E^(3 - E^((E^3*x)/3)/3 + (E^3*x)/3)*x*Log[3*x]^3 + (-9*x*Log[3*x] - (9*Log[3*x]^3)/E^(E^((E^3*x)/3)/3))*Log[(x + Log[3*x]^2/E^(E^((E^3*x)/3)/3))/Log[3*x]^2])/(9*x^3*Log[3*x] + (9*x^2*Log[3*x]^3)/E^(E^((E^3*x)/3)/3)),x]","\int \frac{-18 x+9 x \log (3 x)-e^{3-\frac{1}{3} e^{\frac{e^3 x}{3}}+\frac{e^3 x}{3}} x \log ^3(3 x)+\left(-9 x \log (3 x)-9 e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} \log ^3(3 x)\right) \log \left(\frac{x+e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} \log ^2(3 x)}{\log ^2(3 x)}\right)}{9 x^3 \log (3 x)+9 e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}} x^2 \log ^3(3 x)} \, dx","\frac{\log \left(e^{-\frac{1}{3} e^{\frac{e^3 x}{3}}}+\frac{x}{\log ^2(3 x)}\right)}{x}",1,"-x^(-1) - 3*ExpIntegralEi[-Log[3*x]]*(2 - Log[3*x]) - 3*ExpIntegralEi[-Log[3*x]]*Log[3*x] + 2*Defer[Int][Log[3*x]/(x^2*(E^(E^((E^3*x)/3)/3)*x + Log[3*x]^2)), x] - Defer[Int][Log[3*x]^2/(x^2*(E^(E^((E^3*x)/3)/3)*x + Log[3*x]^2)), x] - Defer[Int][(E^(3 + (E^3*x)/3)*Log[3*x]^2)/(x*(E^(E^((E^3*x)/3)/3)*x + Log[3*x]^2)), x]/9 - Defer[Int][Log[E^(-1/3*E^((E^3*x)/3)) + x/Log[3*x]^2]/x^2, x]","F",0,0,0,0,-1,"{}"
7396,0,0,0,1.0243292,"\int \frac{-32+e^x (-72+8 x) \log (x)+e^x \left(64 x-8 x^2\right) \log ^2(x)+\left(-e^{30}+e^{2 x} \left(144 x-34 x^2+2 x^3\right)\right) \log ^3(x)}{e^{30} x \log ^3(x)} \, dx","Int[(-32 + E^x*(-72 + 8*x)*Log[x] + E^x*(64*x - 8*x^2)*Log[x]^2 + (-E^30 + E^(2*x)*(144*x - 34*x^2 + 2*x^3))*Log[x]^3)/(E^30*x*Log[x]^3),x]","\int \frac{-32+e^x (-72+8 x) \log (x)+e^x \left(64 x-8 x^2\right) \log ^2(x)+\left(-e^{30}+e^{2 x} \left(144 x-34 x^2+2 x^3\right)\right) \log ^3(x)}{e^{30} x \log ^3(x)} \, dx","\frac{\left(e^x (9-x)+\frac{4}{\log (x)}\right)^2}{e^{30}}-\log (3 x)+3",1,"81*E^(-30 + 2*x) - 18*E^(-30 + 2*x)*x + E^(-30 + 2*x)*x^2 + 16/(E^30*Log[x]^2) - Log[x] + (8*Defer[Int][E^x/Log[x]^2, x])/E^30 - (72*Defer[Int][E^x/(x*Log[x]^2), x])/E^30 + (64*Defer[Int][E^x/Log[x], x])/E^30 - (8*Defer[Int][(E^x*x)/Log[x], x])/E^30","F",0,0,0,0,-1,"{}"
7397,1,23,0,10.5512006,"\int \frac{5 e^4 x-15 x^3+e^{-5+x} \left(45+15 e^4 x-15 x^3\right)+\left(15+5 e^4 x-5 x^3\right) \log \left(-3-e^4 x+x^3\right)}{3+e^4 x-x^3} \, dx","Int[(5*E^4*x - 15*x^3 + E^(-5 + x)*(45 + 15*E^4*x - 15*x^3) + (15 + 5*E^4*x - 5*x^3)*Log[-3 - E^4*x + x^3])/(3 + E^4*x - x^3),x]","5 x \log \left(x^3-e^4 x-3\right)+15 e^{x-5}","5 \left(x \log \left(x \left(x^2-e^4\right)-3\right)+3 e^{x-5}\right)",1,"15*E^(-5 + x) + 5*x*Log[-3 - E^4*x + x^3]","A",24,10,72,0.1389,1,"{6742, 2194, 6688, 2079, 800, 634, 618, 206, 628, 2523}"
7398,1,15,0,0.020744,"\int \frac{125+125 x^2-125 \log (x)}{2 x^2} \, dx","Int[(125 + 125*x^2 - 125*Log[x])/(2*x^2),x]","\frac{125 x}{2}+\frac{125 \log (x)}{2 x}","\frac{1}{2} \left(\frac{125 \left(x^2+\log (x)\right)}{x}+\log (3)\right)",1,"(125*x)/2 + (125*Log[x])/(2*x)","A",6,3,18,0.1667,1,"{12, 14, 2304}"
7399,1,6,0,0.0021359,"\int \frac{1-3 x}{x} \, dx","Int[(1 - 3*x)/x,x]","\log (x)-3 x","-3 x+\log (2 x)+e+4-\log (3)",1,"-3*x + Log[x]","A",2,1,9,0.1111,1,"{43}"
7400,1,20,0,0.2512837,"\int \frac{-6-2 \sqrt[5]{e}+\sqrt[5]{e} \log (-x)}{-864+432 \sqrt[5]{e} \log (-x)-72 e^{2/5} \log ^2(-x)+4 e^{3/5} \log ^3(-x)} \, dx","Int[(-6 - 2*E^(1/5) + E^(1/5)*Log[-x])/(-864 + 432*E^(1/5)*Log[-x] - 72*E^(2/5)*Log[-x]^2 + 4*E^(3/5)*Log[-x]^3),x]","\frac{x}{4 \left(6-\sqrt[5]{e} \log (-x)\right)^2}","\frac{x}{4 \left(6-\sqrt[5]{e} \log (-x)\right)^2}-1",1,"x/(4*(6 - E^(1/5)*Log[-x])^2)","A",11,6,61,0.09836,1,"{6688, 12, 2360, 2297, 2299, 2178}"
7401,1,24,0,0.0621266,"\int \frac{32+4 x^2-29 x^3+x^5+8 x^6}{32 x-32 x^4+8 x^7} \, dx","Int[(32 + 4*x^2 - 29*x^3 + x^5 + 8*x^6)/(32*x - 32*x^4 + 8*x^7),x]","\frac{x \left(x^2+2 x\right)}{16 \left(2-x^3\right)}+\log (x)","\frac{x+2}{16 \left(\frac{2}{x^2}-x\right)}-\log \left(\frac{3}{x}\right)+4+\log (75)",1,"(x*(2*x + x^2))/(16*(2 - x^3)) + Log[x]","A",5,5,37,0.1351,1,"{1594, 28, 1829, 21, 29}"
7402,0,0,0,13.2143527,"\int \frac{e^{12} \left(128-320 x+352 x^2-240 x^3+120 x^4-44 x^5+10 x^6-x^7\right)+\exp \left(\frac{1+4 e^3 x+e^6 \left(-8 x+14 x^2-2 x^3\right)+e^9 \left(-16 x^2+20 x^3-4 x^4\right)+e^{12} \left(16 x^2-40 x^3+33 x^4-10 x^5+x^6\right)}{e^{12} \left(16-32 x+24 x^2-8 x^3+x^4\right)}\right) \left(-4 x+e^3 \left(-8 x-12 x^2\right)+e^6 \left(16 x-32 x^2-16 x^3+2 x^4\right)+e^9 \left(64 x^2-88 x^3+12 x^4\right)+e^{12} \left(32-80 x+16 x^2+168 x^3-214 x^4+99 x^5-22 x^6+2 x^7\right)\right)}{e^{12} \left(-32 x^2+80 x^3-80 x^4+40 x^5-10 x^6+x^7\right)} \, dx","Int[(E^12*(128 - 320*x + 352*x^2 - 240*x^3 + 120*x^4 - 44*x^5 + 10*x^6 - x^7) + E^((1 + 4*E^3*x + E^6*(-8*x + 14*x^2 - 2*x^3) + E^9*(-16*x^2 + 20*x^3 - 4*x^4) + E^12*(16*x^2 - 40*x^3 + 33*x^4 - 10*x^5 + x^6))/(E^12*(16 - 32*x + 24*x^2 - 8*x^3 + x^4)))*(-4*x + E^3*(-8*x - 12*x^2) + E^6*(16*x - 32*x^2 - 16*x^3 + 2*x^4) + E^9*(64*x^2 - 88*x^3 + 12*x^4) + E^12*(32 - 80*x + 16*x^2 + 168*x^3 - 214*x^4 + 99*x^5 - 22*x^6 + 2*x^7)))/(E^12*(-32*x^2 + 80*x^3 - 80*x^4 + 40*x^5 - 10*x^6 + x^7)),x]","\int \frac{e^{12} \left(128-320 x+352 x^2-240 x^3+120 x^4-44 x^5+10 x^6-x^7\right)+\exp \left(\frac{1+4 e^3 x+e^6 \left(-8 x+14 x^2-2 x^3\right)+e^9 \left(-16 x^2+20 x^3-4 x^4\right)+e^{12} \left(16 x^2-40 x^3+33 x^4-10 x^5+x^6\right)}{e^{12} \left(16-32 x+24 x^2-8 x^3+x^4\right)}\right) \left(-4 x+e^3 \left(-8 x-12 x^2\right)+e^6 \left(16 x-32 x^2-16 x^3+2 x^4\right)+e^9 \left(64 x^2-88 x^3+12 x^4\right)+e^{12} \left(32-80 x+16 x^2+168 x^3-214 x^4+99 x^5-22 x^6+2 x^7\right)\right)}{e^{12} \left(-32 x^2+80 x^3-80 x^4+40 x^5-10 x^6+x^7\right)} \, dx","\frac{-x^2-2 x+e^{\left(x-\frac{\left(x+\frac{1}{e^3}\right)^2}{(x-2)^2}\right)^2}+4}{x}",1,"4/x - x + (2*Defer[Int][E^(12 + (1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4)), x])/E^12 - (2*(1 + 2*E^3)^4*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/(-2 + x)^5, x])/E^12 + ((1 - 4*E^3)*(1 + 2*E^3)^3*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/(-2 + x)^4, x])/E^12 - ((1 + 2*E^3)^2*(1 - 2*E^3 - 4*E^6)*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/(-2 + x)^3, x])/(2*E^12) + ((1 + 2*E^3 - 4*E^6 + 16*E^12)*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/(-2 + x)^2, x])/(4*E^12) - ((1 + 2*E^3 - 4*E^6 + 16*E^12)*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/(-2 + x), x])/(8*E^12) - Defer[Int][E^(12 + (1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/x^2, x]/E^12 + ((1 + 2*E^3 - 4*E^6)*Defer[Int][E^((1 + 2*E^3*(1 - 2*E^3)*x + 5*E^6*x^2 - E^6*x^3)^2/(E^12*(-2 + x)^4))/x, x])/(8*E^12)","F",0,0,0,0,-1,"{}"
7403,0,0,0,4.5111258,"\int \frac{-15-x-16 x^2-60 x^3+12 x^4-128 x^5+64 x^7-256 x^8+\left(15+10 x+3 x^2+240 x^3+100 x^4+24 x^5+48 x^8\right) \log (x)+\left(-5-80 x^3\right) \log ^2(x)}{9 x^2+6 x^3+x^4+72 x^5+48 x^6+8 x^7+144 x^8+96 x^9+16 x^{10}+\left(-6 x^2-2 x^3-48 x^5-16 x^6-96 x^8-32 x^9\right) \log (x)+\left(x^2+8 x^5+16 x^8\right) \log ^2(x)} \, dx","Int[(-15 - x - 16*x^2 - 60*x^3 + 12*x^4 - 128*x^5 + 64*x^7 - 256*x^8 + (15 + 10*x + 3*x^2 + 240*x^3 + 100*x^4 + 24*x^5 + 48*x^8)*Log[x] + (-5 - 80*x^3)*Log[x]^2)/(9*x^2 + 6*x^3 + x^4 + 72*x^5 + 48*x^6 + 8*x^7 + 144*x^8 + 96*x^9 + 16*x^10 + (-6*x^2 - 2*x^3 - 48*x^5 - 16*x^6 - 96*x^8 - 32*x^9)*Log[x] + (x^2 + 8*x^5 + 16*x^8)*Log[x]^2),x]","\int \frac{-15-x-16 x^2-60 x^3+12 x^4-128 x^5+64 x^7-256 x^8+\left(15+10 x+3 x^2+240 x^3+100 x^4+24 x^5+48 x^8\right) \log (x)+\left(-5-80 x^3\right) \log ^2(x)}{9 x^2+6 x^3+x^4+72 x^5+48 x^6+8 x^7+144 x^8+96 x^9+16 x^{10}+\left(-6 x^2-2 x^3-48 x^5-16 x^6-96 x^8-32 x^9\right) \log (x)+\left(x^2+8 x^5+16 x^8\right) \log ^2(x)} \, dx","\frac{\frac{5 \log (x)}{4 x^4+x}+3 x-4}{-x+\log (x)-3}",1,"5/(x*(1 + 4*x^3)) - 7*Defer[Int][(3 + x - Log[x])^(-2), x] - 15*Defer[Int][1/(x^2*(3 + x - Log[x])^2), x] + 14*Defer[Int][1/(x*(3 + x - Log[x])^2), x] + 3*Defer[Int][x/(3 + x - Log[x])^2, x] - (5*Defer[Int][1/((-1 - (-2)^(2/3)*x)*(3 + x - Log[x])^2), x])/3 + 10*(-2)^(1/3)*Defer[Int][1/((1 + (-2)^(2/3)*x)*(3 + x - Log[x])^2), x] - (5*Defer[Int][1/((-1 - 2^(2/3)*x)*(3 + x - Log[x])^2), x])/3 - 10*2^(1/3)*Defer[Int][1/((1 + 2^(2/3)*x)*(3 + x - Log[x])^2), x] - (10*2^(2/3)*Defer[Int][1/((1 + 2^(2/3)*x)*(3 + x - Log[x])^2), x])/3 - (10*2^(2/3)*Defer[Int][1/((-(-1)^(1/3) + 2^(2/3)*x)*(3 + x - Log[x])^2), x])/3 - (10*2^(2/3)*Defer[Int][1/(((-1)^(2/3) + 2^(2/3)*x)*(3 + x - Log[x])^2), x])/3 - 10*(-1)^(2/3)*2^(1/3)*Defer[Int][1/((1 - (-1)^(1/3)*2^(2/3)*x)*(3 + x - Log[x])^2), x] - (5*Defer[Int][1/((-1 + (-1)^(1/3)*2^(2/3)*x)*(3 + x - Log[x])^2), x])/3 - 3*Defer[Int][(3 + x - Log[x])^(-1), x] + 15*Defer[Int][1/(x^2*(3 + x - Log[x])), x] - 10*(-2)^(1/3)*Defer[Int][1/((1 + (-2)^(2/3)*x)*(3 + x - Log[x])), x] + 10*2^(1/3)*Defer[Int][1/((1 + 2^(2/3)*x)*(3 + x - Log[x])), x] + 10*(-1)^(2/3)*2^(1/3)*Defer[Int][1/((1 - (-1)^(1/3)*2^(2/3)*x)*(3 + x - Log[x])), x] + 180*Defer[Int][x/((1 + 4*x^3)^2*(3 + x - Log[x])), x] + 60*Defer[Int][x^2/((1 + 4*x^3)^2*(3 + x - Log[x])), x]","F",0,0,0,0,-1,"{}"
7404,1,18,0,0.0134007,"\int \frac{-1-5 e^x x^2-10 x^3}{5 x^2} \, dx","Int[(-1 - 5*E^x*x^2 - 10*x^3)/(5*x^2),x]","-x^2-e^x+\frac{1}{5 x}","-x^2-e^x+\frac{1}{5 x}+3",1,"-E^x + 1/(5*x) - x^2","A",6,3,22,0.1364,1,"{12, 14, 2194}"
7405,1,13,0,0.1299303,"\int \frac{-4 x+(-3+4 x) \log \left(\frac{1}{3} (-3+4 x)\right)}{-3 x^2+4 x^3} \, dx","Int[(-4*x + (-3 + 4*x)*Log[(-3 + 4*x)/3])/(-3*x^2 + 4*x^3),x]","-\frac{\log \left(\frac{4 x}{3}-1\right)}{x}","-\frac{\log \left(\frac{4 x}{3}-1\right)}{x}",1,"-(Log[-1 + (4*x)/3]/x)","A",11,7,34,0.2059,1,"{1593, 6688, 14, 36, 29, 31, 2395}"
7406,1,24,0,0.4004774,"\int \frac{-32+(32-2 x) \log (x)+\left(2 x \log (x)-32 \log (x) \log \left(\frac{x}{\log (x)}\right)\right) \log \left(-x+16 \log \left(\frac{x}{\log (x)}\right)\right)}{-x^3 \log (x)+16 x^2 \log (x) \log \left(\frac{x}{\log (x)}\right)+\left(-2 x^2 \log (x)+32 x \log (x) \log \left(\frac{x}{\log (x)}\right)\right) \log \left(-x+16 \log \left(\frac{x}{\log (x)}\right)\right)+\left(-x \log (x)+16 \log (x) \log \left(\frac{x}{\log (x)}\right)\right) \log ^2\left(-x+16 \log \left(\frac{x}{\log (x)}\right)\right)} \, dx","Int[(-32 + (32 - 2*x)*Log[x] + (2*x*Log[x] - 32*Log[x]*Log[x/Log[x]])*Log[-x + 16*Log[x/Log[x]]])/(-(x^3*Log[x]) + 16*x^2*Log[x]*Log[x/Log[x]] + (-2*x^2*Log[x] + 32*x*Log[x]*Log[x/Log[x]])*Log[-x + 16*Log[x/Log[x]]] + (-(x*Log[x]) + 16*Log[x]*Log[x/Log[x]])*Log[-x + 16*Log[x/Log[x]]]^2),x]","\frac{2}{\frac{x}{\log \left(16 \log \left(\frac{x}{\log (x)}\right)-x\right)}+1}","-\frac{2 x}{x+\log \left(16 \log \left(\frac{x}{\log (x)}\right)-x\right)}-5+\log (5)",1,"2/(1 + x/Log[-x + 16*Log[x/Log[x]]])","A",3,3,136,0.02206,1,"{6688, 6711, 32}"
7407,0,0,0,3.6510622,"\int \frac{x^{\frac{4}{-2 x+\log ^4\left(3+e^{3-x}\right)}} \left(-24 x-8 e^{3-x} x+\left(12+4 e^{3-x}\right) \log ^4\left(3+e^{3-x}\right)+\left(24 x+8 e^{3-x} x\right) \log (x)+16 e^{3-x} x \log ^3\left(3+e^{3-x}\right) \log (x)\right)}{12 x^3+4 e^{3-x} x^3+\left(-12 x^2-4 e^{3-x} x^2\right) \log ^4\left(3+e^{3-x}\right)+\left(3 x+e^{3-x} x\right) \log ^8\left(3+e^{3-x}\right)} \, dx","Int[(x^(4/(-2*x + Log[3 + E^(3 - x)]^4))*(-24*x - 8*E^(3 - x)*x + (12 + 4*E^(3 - x))*Log[3 + E^(3 - x)]^4 + (24*x + 8*E^(3 - x)*x)*Log[x] + 16*E^(3 - x)*x*Log[3 + E^(3 - x)]^3*Log[x]))/(12*x^3 + 4*E^(3 - x)*x^3 + (-12*x^2 - 4*E^(3 - x)*x^2)*Log[3 + E^(3 - x)]^4 + (3*x + E^(3 - x)*x)*Log[3 + E^(3 - x)]^8),x]","\int \frac{x^{\frac{4}{-2 x+\log ^4\left(3+e^{3-x}\right)}} \left(-24 x-8 e^{3-x} x+\left(12+4 e^{3-x}\right) \log ^4\left(3+e^{3-x}\right)+\left(24 x+8 e^{3-x} x\right) \log (x)+16 e^{3-x} x \log ^3\left(3+e^{3-x}\right) \log (x)\right)}{12 x^3+4 e^{3-x} x^3+\left(-12 x^2-4 e^{3-x} x^2\right) \log ^4\left(3+e^{3-x}\right)+\left(3 x+e^{3-x} x\right) \log ^8\left(3+e^{3-x}\right)} \, dx","x^{\frac{2}{\frac{1}{2} \log ^4\left(e^{3-x}+3\right)-x}}",1,"4*Defer[Int][x^(-1 + 4/(-2*x + Log[3 + E^(3 - x)]^4))/(-2*x + Log[3 + E^(3 - x)]^4), x] + 8*Defer[Int][(x^(4/(-2*x + Log[3 + E^(3 - x)]^4))*Log[x])/(2*x - Log[3 + E^(3 - x)]^4)^2, x] + 16*E^3*Defer[Int][(x^(4/(-2*x + Log[3 + E^(3 - x)]^4))*Log[3 + E^(3 - x)]^3*Log[x])/((E^3 + 3*E^x)*(2*x - Log[3 + E^(3 - x)]^4)^2), x]","F",0,0,0,0,-1,"{}"
7408,1,12,0,0.0083958,"\int e^x (-2-x) \, dx","Int[E^x*(-2 - x),x]","e^x-e^x (x+2)","x-\left(e^x+1\right) (x+1)-\frac{e^2}{5}-10",1,"E^x - E^x*(2 + x)","A",2,2,9,0.2222,1,"{2176, 2194}"
7409,1,12,0,0.0057308,"\int -\frac{8 x}{5 x^4+10 x^2 \log (3)+5 \log ^2(3)} \, dx","Int[(-8*x)/(5*x^4 + 10*x^2*Log[3] + 5*Log[3]^2),x]","\frac{4}{5 x^2+\log (243)}","\frac{4}{5 x \left(x+\frac{\log (3)}{x}\right)}+\frac{\log (5)}{4}",1,"4/(5*x^2 + Log[243])","A",3,3,24,0.1250,1,"{12, 28, 261}"
7410,0,0,0,3.6716161,"\int \frac{\exp \left(\frac{4 e^{2 \log ^2\left(x^2\right)} (1-x)}{x^2}+2 \log ^2\left(x^2\right)\right) \left(-8+4 x+(32-32 x) \log \left(x^2\right)\right)}{x^3} \, dx","Int[(E^((4*E^(2*Log[x^2]^2)*(1 - x))/x^2 + 2*Log[x^2]^2)*(-8 + 4*x + (32 - 32*x)*Log[x^2]))/x^3,x]","\int \frac{\exp \left(\frac{4 e^{2 \log ^2\left(x^2\right)} (1-x)}{x^2}+2 \log ^2\left(x^2\right)\right) \left(-8+4 x+(32-32 x) \log \left(x^2\right)\right)}{x^3} \, dx","e^{\frac{4 (1-x) e^{2 \log ^2\left(x^2\right)}}{x^2}}",1,"-8*Defer[Int][E^((4*E^(2*Log[x^2]^2)*(1 - x))/x^2 + 2*Log[x^2]^2)/x^3, x] + 4*Defer[Int][E^((4*E^(2*Log[x^2]^2)*(1 - x))/x^2 + 2*Log[x^2]^2)/x^2, x] + 32*Defer[Int][(E^((4*E^(2*Log[x^2]^2)*(1 - x))/x^2 + 2*Log[x^2]^2)*Log[x^2])/x^3, x] - 32*Defer[Int][(E^((4*E^(2*Log[x^2]^2)*(1 - x))/x^2 + 2*Log[x^2]^2)*Log[x^2])/x^2, x]","F",0,0,0,0,-1,"{}"
7411,0,0,0,16.6220135,"\int \frac{\exp \left(\frac{3 x^3-e^{x^2} x^3+x^4-x^3 \log (x)}{-3+3 x}\right) \left(-8 x^2+x^3+3 x^4+e^{x^2} \left(3 x^2-2 x^3+2 x^4-2 x^5\right)+\left(3 x^2-2 x^3\right) \log (x)\right)}{15-30 x+15 x^2} \, dx","Int[(E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*(-8*x^2 + x^3 + 3*x^4 + E^x^2*(3*x^2 - 2*x^3 + 2*x^4 - 2*x^5) + (3*x^2 - 2*x^3)*Log[x]))/(15 - 30*x + 15*x^2),x]","\int \frac{\exp \left(\frac{3 x^3-e^{x^2} x^3+x^4-x^3 \log (x)}{-3+3 x}\right) \left(-8 x^2+x^3+3 x^4+e^{x^2} \left(3 x^2-2 x^3+2 x^4-2 x^5\right)+\left(3 x^2-2 x^3\right) \log (x)\right)}{15-30 x+15 x^2} \, dx","\frac{1}{5} e^{\frac{x^2 \left(-e^{x^2}+x-\log (x)+3\right)}{3-\frac{3}{x}}}",1,"-1/5*Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x))), x] + Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x)), x]/5 + Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x)))/(-1 + x)^2, x]/15 - (4*Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))/(-1 + x)^2, x])/15 - (2*Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x)))/(-1 + x), x])/15 - Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))/(-1 + x), x]/15 - (4*Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x)))*x, x])/15 + (7*Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*x, x])/15 - (2*Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x)))*x^2, x])/15 + Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*x^2, x]/5 - (2*Defer[Int][E^((x^2*(-3 + 6*x - E^x^2*x + x^2 - x*Log[x]))/(3*(-1 + x)))*x^3, x])/15 - Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*Log[x], x]/15 + Defer[Int][(E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*Log[x])/(-1 + x)^2, x]/15 - (2*Defer[Int][E^((3*x^3 - E^x^2*x^3 + x^4 - x^3*Log[x])/(-3 + 3*x))*x*Log[x], x])/15","F",0,0,0,0,-1,"{}"
7412,0,0,0,148.9287068,"\int \frac{-45 x-78 x^2-48 x^3-12 x^4-x^5+\left(-45-51 x-21 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(-15 x^2-12 x^3-3 x^4+\left(-15 x-12 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(5 x^3+4 x^4+x^5+\left(5 x^2+4 x^3+x^4\right) \log \left(5+4 x+x^2\right)\right) \log \left(x+\log \left(5+4 x+x^2\right)\right)\right) \log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right) \log \left(\log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right)\right)}{\left(-15 x^2-12 x^3-3 x^4+\left(-15 x-12 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(5 x^3+4 x^4+x^5+\left(5 x^2+4 x^3+x^4\right) \log \left(5+4 x+x^2\right)\right) \log \left(x+\log \left(5+4 x+x^2\right)\right)\right) \log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right) \log ^2\left(\log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right)\right)} \, dx","Int[(-45*x - 78*x^2 - 48*x^3 - 12*x^4 - x^5 + (-45 - 51*x - 21*x^2 - 3*x^3)*Log[5 + 4*x + x^2] + (-15*x^2 - 12*x^3 - 3*x^4 + (-15*x - 12*x^2 - 3*x^3)*Log[5 + 4*x + x^2] + (5*x^3 + 4*x^4 + x^5 + (5*x^2 + 4*x^3 + x^4)*Log[5 + 4*x + x^2])*Log[x + Log[5 + 4*x + x^2]])*Log[(-3 + x*Log[x + Log[5 + 4*x + x^2]])/x]*Log[Log[(-3 + x*Log[x + Log[5 + 4*x + x^2]])/x]])/((-15*x^2 - 12*x^3 - 3*x^4 + (-15*x - 12*x^2 - 3*x^3)*Log[5 + 4*x + x^2] + (5*x^3 + 4*x^4 + x^5 + (5*x^2 + 4*x^3 + x^4)*Log[5 + 4*x + x^2])*Log[x + Log[5 + 4*x + x^2]])*Log[(-3 + x*Log[x + Log[5 + 4*x + x^2]])/x]*Log[Log[(-3 + x*Log[x + Log[5 + 4*x + x^2]])/x]]^2),x]","\int \frac{-45 x-78 x^2-48 x^3-12 x^4-x^5+\left(-45-51 x-21 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(-15 x^2-12 x^3-3 x^4+\left(-15 x-12 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(5 x^3+4 x^4+x^5+\left(5 x^2+4 x^3+x^4\right) \log \left(5+4 x+x^2\right)\right) \log \left(x+\log \left(5+4 x+x^2\right)\right)\right) \log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right) \log \left(\log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right)\right)}{\left(-15 x^2-12 x^3-3 x^4+\left(-15 x-12 x^2-3 x^3\right) \log \left(5+4 x+x^2\right)+\left(5 x^3+4 x^4+x^5+\left(5 x^2+4 x^3+x^4\right) \log \left(5+4 x+x^2\right)\right) \log \left(x+\log \left(5+4 x+x^2\right)\right)\right) \log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right) \log ^2\left(\log \left(\frac{-3+x \log \left(x+\log \left(5+4 x+x^2\right)\right)}{x}\right)\right)} \, dx","\frac{x+3}{\log \left(\log \left(\log (x+\log (x (x+4)+5))-\frac{3}{x}\right)\right)}",1,"-11*Defer[Int][1/((x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] + (10*I)*Defer[Int][1/(((-4 + 2*I) - 2*x)*(x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] - 8*Defer[Int][x/((x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] - Defer[Int][x^2/((x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] + (6 + 12*I)*Defer[Int][1/(((4 - 2*I) + 2*x)*(x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] + (6 - 2*I)*Defer[Int][1/(((4 + 2*I) + 2*x)*(x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] - 3*Defer[Int][Log[5 + 4*x + x^2]/((x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] - 9*Defer[Int][Log[5 + 4*x + x^2]/(x*(x + Log[5 + 4*x + x^2])*(-3 + x*Log[x + Log[5 + 4*x + x^2]])*Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]*Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^2), x] + Defer[Int][Log[Log[-3/x + Log[x + Log[5 + 4*x + x^2]]]]^(-1), x]","F",0,0,0,0,-1,"{}"
7413,1,30,0,0.402339,"\int \frac{-24+20 x-9 x^2+5 x^3-x^4+\left(6 x-5 x^2+x^3\right) \log \left(\frac{e^{-\frac{-4+x^2}{x}} (15-5 x)}{-6+3 x}\right)}{6 x-5 x^2+x^3} \, dx","Int[(-24 + 20*x - 9*x^2 + 5*x^3 - x^4 + (6*x - 5*x^2 + x^3)*Log[(15 - 5*x)/(E^((-4 + x^2)/x)*(-6 + 3*x))])/(6*x - 5*x^2 + x^3),x]","x \log \left(-\frac{5 e^{\frac{4}{x}-x} (3-x)}{3 (2-x)}\right)","x \log \left(\frac{5 e^{-\frac{x^2-4}{x}} (x-3)}{6-3 x}\right)",1,"x*Log[(-5*E^(4/x - x)*(3 - x))/(3*(2 - x))]","A",26,11,74,0.1486,1,"{1594, 6728, 616, 31, 705, 29, 632, 703, 701, 2548, 1628}"
7414,0,0,0,27.466475,"\int \frac{\exp \left(\frac{2 \left(4 x^2+x^3+\log \left(\frac{15}{40+3 e^x}\right)\right)}{4 x^2+x^3}\right) \left(e^x \left(-24 x-6 x^2\right)+\left(-640+e^x (-48-18 x)-240 x\right) \log \left(\frac{15}{40+3 e^x}\right)\right)}{640 x^3+320 x^4+40 x^5+e^x \left(48 x^3+24 x^4+3 x^5\right)} \, dx","Int[(E^((2*(4*x^2 + x^3 + Log[15/(40 + 3*E^x)]))/(4*x^2 + x^3))*(E^x*(-24*x - 6*x^2) + (-640 + E^x*(-48 - 18*x) - 240*x)*Log[15/(40 + 3*E^x)]))/(640*x^3 + 320*x^4 + 40*x^5 + E^x*(48*x^3 + 24*x^4 + 3*x^5)),x]","\int \frac{\exp \left(\frac{2 \left(4 x^2+x^3+\log \left(\frac{15}{40+3 e^x}\right)\right)}{4 x^2+x^3}\right) \left(e^x \left(-24 x-6 x^2\right)+\left(-640+e^x (-48-18 x)-240 x\right) \log \left(\frac{15}{40+3 e^x}\right)\right)}{640 x^3+320 x^4+40 x^5+e^x \left(48 x^3+24 x^4+3 x^5\right)} \, dx","e^{\frac{2 \left(x+\frac{\log \left(\frac{5}{e^x+\frac{40}{3}}\right)}{(x+4) x}\right)}{x}}",1,"-8*E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(2/(x^2*(4 + x)))*5^(1 + 2/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^3, x] - E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^3, x] + E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(2/(x^2*(4 + x)))*5^(1 + 2/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^2, x] - (E^2*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^2, x])/2 + (E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^2, x])/8 + (E^2*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x, x])/8 - E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(2/(x^2*(4 + x)))*5^(1 + 2/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/(4 + x)^2, x] - (E^2*Log[15/(40 + 3*E^x)]*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/(4 + x)^2, x])/8 - (E^2*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/(4 + x), x])/8 - 24*E^2*Defer[Int][(E^x*Defer[Int][(5^(1 + 2/(x^2*(4 + x)))*9^(1/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^3, x])/(40 + 3*E^x), x] - 3*E^2*Defer[Int][(E^x*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^3, x])/(40 + 3*E^x), x] + 3*E^2*Defer[Int][(E^x*Defer[Int][(5^(1 + 2/(x^2*(4 + x)))*9^(1/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^2, x])/(40 + 3*E^x), x] + (3*E^2*Defer[Int][(E^x*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/x^2, x])/(40 + 3*E^x), x])/8 - 3*E^2*Defer[Int][(E^x*Defer[Int][(5^(1 + 2/(x^2*(4 + x)))*9^(1/(x^2*(4 + x)))*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/(4 + x)^2, x])/(40 + 3*E^x), x] - (3*E^2*Defer[Int][(E^x*Defer[Int][(3^(1 + 2/(x^2*(4 + x)))*5^(2/(x^2*(4 + x)))*E^x*((40 + 3*E^x)^(-1))^(1 + 2/(x^2*(4 + x))))/(4 + x)^2, x])/(40 + 3*E^x), x])/8","F",0,0,0,0,-1,"{}"
7415,0,0,0,12.9284146,"\int \frac{e^{-e^2} \left(e^{e^2} \left(36 x^3+12 x^5+x^7\right)+\exp \left(\frac{e^{-e^2} \left(-4-x^2+6 x^3+x^5\right)}{6 x^2+x^4}\right) \left(48+16 x^2+36 x^3+2 x^4+12 x^5+x^7\right)\right)}{36 x^3+12 x^5+x^7} \, dx","Int[(E^E^2*(36*x^3 + 12*x^5 + x^7) + E^((-4 - x^2 + 6*x^3 + x^5)/(E^E^2*(6*x^2 + x^4)))*(48 + 16*x^2 + 36*x^3 + 2*x^4 + 12*x^5 + x^7))/(E^E^2*(36*x^3 + 12*x^5 + x^7)),x]","\int \frac{e^{-e^2} \left(e^{e^2} \left(36 x^3+12 x^5+x^7\right)+\exp \left(\frac{e^{-e^2} \left(-4-x^2+6 x^3+x^5\right)}{6 x^2+x^4}\right) \left(48+16 x^2+36 x^3+2 x^4+12 x^5+x^7\right)\right)}{36 x^3+12 x^5+x^7} \, dx","e^{e^{-e^2} \left(x-\frac{1}{x^2 \left(\frac{2}{x^2+4}+1\right)}\right)}+x",1,"x + Defer[Int][E^((-4 - x^2 + 6*x^3 + x^5)/(E^E^2*x^2*(6 + x^2))), x]/E^E^2 + (4*Defer[Int][E^((-4 - x^2 + 6*x^3 + x^5)/(E^E^2*x^2*(6 + x^2)))/x^3, x])/(3*E^E^2) + (2*Defer[Int][(E^((-4 - x^2 + 6*x^3 + x^5)/(E^E^2*x^2*(6 + x^2)))*x)/(6 + x^2)^2, x])/(3*E^E^2)","F",0,0,0,0,-1,"{}"
7416,1,24,0,0.1245954,"\int \frac{e^{4+\frac{e^4-\log \left(4 e^{5+x}\right)}{\log \left(4 e^{5+x}\right)}}-36 \log ^2\left(4 e^{5+x}\right)}{\log ^2\left(4 e^{5+x}\right)} \, dx","Int[(E^(4 + (E^4 - Log[4*E^(5 + x)])/Log[4*E^(5 + x)]) - 36*Log[4*E^(5 + x)]^2)/Log[4*E^(5 + x)]^2,x]","-36 x-e^{\frac{e^4}{\log \left(4 e^{x+5}\right)}-1}","-36 x-e^{\frac{e^4}{\log \left(4 e^{x+5}\right)}-1}",1,"-E^(-1 + E^4/Log[4*E^(5 + x)]) - 36*x","A",5,3,53,0.05660,1,"{2282, 14, 2209}"
7417,1,24,0,2.2501596,"\int \frac{-4 x^2+e^{\frac{25+1250 x+15675 x^2+1250 x^3+25 x^4}{x^2}} \left(-50-1250 x+1250 x^3+50 x^4\right) \log ^2(x)}{x^3 \log ^2(x)} \, dx","Int[(-4*x^2 + E^((25 + 1250*x + 15675*x^2 + 1250*x^3 + 25*x^4)/x^2)*(-50 - 1250*x + 1250*x^3 + 50*x^4)*Log[x]^2)/(x^3*Log[x]^2),x]","e^{\frac{25 \left(x^2+25 x+1\right)^2}{x^2}}+\frac{4}{\log (x)}","e^{25 \left(x+\frac{1}{x}+25\right)^2}+\frac{4}{\log (x)}",1,"E^((25*(1 + 25*x + x^2)^2)/x^2) + 4/Log[x]","A",6,5,60,0.08333,1,"{6688, 14, 6706, 2302, 30}"
7418,0,0,0,0.6368384,"\int \frac{-x^2+50 x^3+e^{4+2 x} (-1+50 x)+e^{2+x} \left(-1+3 x-100 x^2\right)}{e^{4+2 x}-2 e^{2+x} x+x^2} \, dx","Int[(-x^2 + 50*x^3 + E^(4 + 2*x)*(-1 + 50*x) + E^(2 + x)*(-1 + 3*x - 100*x^2))/(E^(4 + 2*x) - 2*E^(2 + x)*x + x^2),x]","\int \frac{-x^2+50 x^3+e^{4+2 x} (-1+50 x)+e^{2+x} \left(-1+3 x-100 x^2\right)}{e^{4+2 x}-2 e^{2+x} x+x^2} \, dx","25 x^2+\frac{x}{x-e^{x+2}}-x+2",1,"-x + 25*x^2 - Defer[Int][(E^(2 + x) - x)^(-1), x] - Defer[Int][x/(E^(2 + x) - x)^2, x] + Defer[Int][x/(E^(2 + x) - x), x] + Defer[Int][x^2/(E^(2 + x) - x)^2, x]","F",0,0,0,0,-1,"{}"
7419,0,0,0,0.5098075,"\int \frac{-240+264 x+(48-48 x) \log (x)+(-12+12 x) \log \left(\frac{2}{1-2 x+x^2}\right)}{-256+256 x+(-16+16 x) \log ^2(x)+(-32+32 x) \log \left(\frac{2}{1-2 x+x^2}\right)+(-1+x) \log ^2\left(\frac{2}{1-2 x+x^2}\right)+\log (x) \left(128-128 x+(8-8 x) \log \left(\frac{2}{1-2 x+x^2}\right)\right)} \, dx","Int[(-240 + 264*x + (48 - 48*x)*Log[x] + (-12 + 12*x)*Log[2/(1 - 2*x + x^2)])/(-256 + 256*x + (-16 + 16*x)*Log[x]^2 + (-32 + 32*x)*Log[2/(1 - 2*x + x^2)] + (-1 + x)*Log[2/(1 - 2*x + x^2)]^2 + Log[x]*(128 - 128*x + (8 - 8*x)*Log[2/(1 - 2*x + x^2)])),x]","\int \frac{-240+264 x+(48-48 x) \log (x)+(-12+12 x) \log \left(\frac{2}{1-2 x+x^2}\right)}{-256+256 x+(-16+16 x) \log ^2(x)+(-32+32 x) \log \left(\frac{2}{1-2 x+x^2}\right)+(-1+x) \log ^2\left(\frac{2}{1-2 x+x^2}\right)+\log (x) \left(128-128 x+(8-8 x) \log \left(\frac{2}{1-2 x+x^2}\right)\right)} \, dx","\frac{3 x}{\frac{1}{4} \log \left(\frac{2}{(x-1)^2}\right)-\log (x)+4}",1,"72*Defer[Int][(16 + Log[2/(-1 + x)^2] - 4*Log[x])^(-2), x] + 24*Defer[Int][1/((-1 + x)*(16 + Log[2/(-1 + x)^2] - 4*Log[x])^2), x] + 12*Defer[Int][(16 + Log[2/(-1 + x)^2] - 4*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
7420,1,22,0,0.0670474,"\int \left(64 x \log (x)+64 x \log ^2(x)\right) \log \left(e^{16 x^2 \log ^2(x)} (25-5 \log (4))\right) \, dx","Int[(64*x*Log[x] + 64*x*Log[x]^2)*Log[E^(16*x^2*Log[x]^2)*(25 - 5*Log[4])],x]","\log ^2\left(5 (5-\log (4)) e^{16 x^2 \log ^2(x)}\right)","\log ^2\left((25-5 \log (4)) e^{16 x^2 \log ^2(x)}\right)",1,"Log[5*E^(16*x^2*Log[x]^2)*(5 - Log[4])]^2","A",1,3,33,0.09091,1,"{2304, 2305, 6686}"
7421,0,0,0,71.8411299,"\int \frac{4+4 x+x^2+\exp \left(\frac{2 \left(-4 x-2 x^2+2 x^3+\left(-2 x-x^2+x^3\right) \log (4)+e^x \left(-2 x^2-x^2 \log (4)\right)\right)}{2+x}\right) \left(-16-16 x+20 x^2+8 x^3+\left(-8-8 x+10 x^2+4 x^3\right) \log (4)+e^x \left(-16 x-12 x^2-4 x^3+\left(-8 x-6 x^2-2 x^3\right) \log (4)\right)\right)}{4+4 x+x^2} \, dx","Int[(4 + 4*x + x^2 + E^((2*(-4*x - 2*x^2 + 2*x^3 + (-2*x - x^2 + x^3)*Log[4] + E^x*(-2*x^2 - x^2*Log[4])))/(2 + x))*(-16 - 16*x + 20*x^2 + 8*x^3 + (-8 - 8*x + 10*x^2 + 4*x^3)*Log[4] + E^x*(-16*x - 12*x^2 - 4*x^3 + (-8*x - 6*x^2 - 2*x^3)*Log[4])))/(4 + 4*x + x^2),x]","\int \frac{4+4 x+x^2+\exp \left(\frac{2 \left(-4 x-2 x^2+2 x^3+\left(-2 x-x^2+x^3\right) \log (4)+e^x \left(-2 x^2-x^2 \log (4)\right)\right)}{2+x}\right) \left(-16-16 x+20 x^2+8 x^3+\left(-8-8 x+10 x^2+4 x^3\right) \log (4)+e^x \left(-16 x-12 x^2-4 x^3+\left(-8 x-6 x^2-2 x^3\right) \log (4)\right)\right)}{4+4 x+x^2} \, dx","e^{2 \left(\frac{x^2 \left(x-e^x\right)}{x+2}-x\right) (2+\log (4))}+x-2",1,"x + (2 + Log[4])*Defer[Int][2^((2 - 7*x - 4*x^2 + 4*x^3)/(2 + x))*E^((x*(-6 - 3*x + 4*x^2 - 4*E^x*x*(1 + Log[2])))/(2 + x)), x] - (2 + Log[4])*Defer[Int][2^((4*(2 - x - x^2 + x^3))/(2 + x))/E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x)), x] + 5*(2 + Log[4])*Defer[Int][2^((2 - 7*x - 4*x^2 + 4*x^3)/(2 + x))/E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x)), x] - (2 + Log[4])*Defer[Int][2^((2 - 7*x - 4*x^2 + 4*x^3)/(2 + x))*E^((x*(-6 - 3*x + 4*x^2 - 4*E^x*x*(1 + Log[2])))/(2 + x))*x, x] + (2 + Log[4])*Defer[Int][(2^((2*(2 - 3*x - 2*x^2 + 2*x^3))/(2 + x))*x)/E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x)), x] + (2 + Log[4])*Defer[Int][(2^((6 - 5*x - 4*x^2 + 4*x^3)/(2 + x))*E^((x*(-6 - 3*x + 4*x^2 - 4*E^x*x*(1 + Log[2])))/(2 + x)))/(2 + x)^2, x] + (2 + Log[4])*Defer[Int][2^((4*(2 - x - x^2 + x^3))/(2 + x))/(E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x))*(2 + x)^2), x] + 4*(2 + Log[4])*Defer[Int][2^((6 - 5*x - 4*x^2 + 4*x^3)/(2 + x))/(E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x))*(2 + x)^2), x] - (2 + Log[4])*Defer[Int][2^((10 - 3*x - 4*x^2 + 4*x^3)/(2 + x))/(E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x))*(2 + x)^2), x] - (2 + Log[4])*Defer[Int][(2^((6 - 5*x - 4*x^2 + 4*x^3)/(2 + x))*E^((x*(-6 - 3*x + 4*x^2 - 4*E^x*x*(1 + Log[2])))/(2 + x)))/(2 + x), x] + 3*(2 + Log[4])*Defer[Int][2^((4*(2 - x - x^2 + x^3))/(2 + x))/(E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x))*(2 + x)), x] - 6*(2 + Log[4])*Defer[Int][2^((6 - 5*x - 4*x^2 + 4*x^3)/(2 + x))/(E^((2*x*(4 - 2*x^2 + x*(2 + E^x*(2 + Log[4]))))/(2 + x))*(2 + x)), x]","F",0,0,0,0,-1,"{}"
7422,0,0,0,2.5238244,"\int \frac{e^{\frac{12}{(-15+20 x) \log \left(x \log ^2(2)\right)}} \left(72-96 x-96 x \log \left(x \log ^2(2)\right)\right)}{\left(45 x-120 x^2+80 x^3\right) \log ^2\left(x \log ^2(2)\right)} \, dx","Int[(E^(12/((-15 + 20*x)*Log[x*Log[2]^2]))*(72 - 96*x - 96*x*Log[x*Log[2]^2]))/((45*x - 120*x^2 + 80*x^3)*Log[x*Log[2]^2]^2),x]","\int \frac{e^{\frac{12}{(-15+20 x) \log \left(x \log ^2(2)\right)}} \left(72-96 x-96 x \log \left(x \log ^2(2)\right)\right)}{\left(45 x-120 x^2+80 x^3\right) \log ^2\left(x \log ^2(2)\right)} \, dx","2 \left(e^{\frac{3}{5 \left(x-\frac{3}{4}\right) \log \left(x \log ^2(2)\right)}}-2\right)-1",1,"(8*Defer[Int][E^(12/((-15 + 20*x)*Log[x*Log[2]^2]))/(x*Log[x*Log[2]^2]^2), x])/5 - (32*Defer[Int][E^(12/((-15 + 20*x)*Log[x*Log[2]^2]))/((-3 + 4*x)*Log[x*Log[2]^2]^2), x])/5 - (96*Defer[Int][E^(12/((-15 + 20*x)*Log[x*Log[2]^2]))/((-3 + 4*x)^2*Log[x*Log[2]^2]), x])/5","F",0,0,0,0,-1,"{}"
7423,1,28,0,0.0089664,"\int \frac{-100 x^4+50 x^5-6 x^6+\left(1-2 x^2\right) \log (2)}{x} \, dx","Int[(-100*x^4 + 50*x^5 - 6*x^6 + (1 - 2*x^2)*Log[2])/x,x]","-x^6+10 x^5-25 x^4-x^2 \log (2)+\log (2) \log (x)","-(5-x)^2 x^4+\log (2) \left(\log (x)-x^2\right)+e^5",1,"-25*x^4 + 10*x^5 - x^6 - x^2*Log[2] + Log[2]*Log[x]","A",2,1,30,0.03333,1,"{14}"
7424,0,0,0,3.2789245,"\int \frac{25+e^{\frac{1}{5} \left(-7+5 x-2 x^3\right)} \left(-25+25 x-30 x^3\right)}{6-12 e^{\frac{1}{5} \left(-7+5 x-2 x^3\right)}+6 e^{\frac{2}{5} \left(-7+5 x-2 x^3\right)}} \, dx","Int[(25 + E^((-7 + 5*x - 2*x^3)/5)*(-25 + 25*x - 30*x^3))/(6 - 12*E^((-7 + 5*x - 2*x^3)/5) + 6*E^((2*(-7 + 5*x - 2*x^3))/5)),x]","\int \frac{25+e^{\frac{1}{5} \left(-7+5 x-2 x^3\right)} \left(-25+25 x-30 x^3\right)}{6-12 e^{\frac{1}{5} \left(-7+5 x-2 x^3\right)}+6 e^{\frac{2}{5} \left(-7+5 x-2 x^3\right)}} \, dx","\frac{25 x}{6 \left(1-e^{\frac{1}{5} \left(-2 x^3-7\right)+x}\right)}",1,"(-25*E^(7/5 - x + (2*x^3)/5)*(5*x - 6*x^3))/(6*(5 - 6*x^2)) - (25*Defer[Int][E^(14/5 - x + (4*x^3)/5)/(E^x - E^(7/5 + (2*x^3)/5)), x])/6 + (25*Defer[Int][(E^(14/5 + (4*x^3)/5)*x)/(E^x - E^(7/5 + (2*x^3)/5))^2, x])/6 + (25*Defer[Int][(E^(14/5 - x + (4*x^3)/5)*x)/(E^x - E^(7/5 + (2*x^3)/5)), x])/6 - 5*Defer[Int][(E^(14/5 + (4*x^3)/5)*x^3)/(E^x - E^(7/5 + (2*x^3)/5))^2, x] - 5*Defer[Int][(E^(14/5 - x + (4*x^3)/5)*x^3)/(E^x - E^(7/5 + (2*x^3)/5)), x]","F",0,0,0,0,-1,"{}"
7425,0,0,0,1.260537,"\int \frac{-48-24 x^2-3 x^4+e^{x+\frac{3}{4+x^2}} \left(-32 x-80 x^2-74 x^3-44 x^4-28 x^5-13 x^6-4 x^7-x^8\right)}{16+32 x+24 x^2+16 x^3+9 x^4+2 x^5+x^6} \, dx","Int[(-48 - 24*x^2 - 3*x^4 + E^(x + 3/(4 + x^2))*(-32*x - 80*x^2 - 74*x^3 - 44*x^4 - 28*x^5 - 13*x^6 - 4*x^7 - x^8))/(16 + 32*x + 24*x^2 + 16*x^3 + 9*x^4 + 2*x^5 + x^6),x]","\int \frac{-48-24 x^2-3 x^4+e^{x+\frac{3}{4+x^2}} \left(-32 x-80 x^2-74 x^3-44 x^4-28 x^5-13 x^6-4 x^7-x^8\right)}{16+32 x+24 x^2+16 x^3+9 x^4+2 x^5+x^6} \, dx","\frac{x+4}{x+1}-e^{\frac{3}{x^2+4}+x} x^2",1,"3/(1 + x) - 3*Defer[Int][E^(x + 3/(4 + x^2))/(2*I - x), x] - 2*Defer[Int][E^(x + 3/(4 + x^2))*x, x] - Defer[Int][E^(x + 3/(4 + x^2))*x^2, x] + 3*Defer[Int][E^(x + 3/(4 + x^2))/(2*I + x), x] - 24*Defer[Int][(E^(x + 3/(4 + x^2))*x)/(4 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
7426,1,25,0,0.5611917,"\int \frac{\exp \left(\frac{-75-29 x-3 x^2+\left(25+10 x+x^2\right) \log (3)+(-3+\log (3)) \log (12 x)}{-3+\log (3)}\right) (-29-6 x+(10+2 x) \log (3))}{-3 x+x \log (3)} \, dx","Int[(E^((-75 - 29*x - 3*x^2 + (25 + 10*x + x^2)*Log[3] + (-3 + Log[3])*Log[12*x])/(-3 + Log[3]))*(-29 - 6*x + (10 + 2*x)*Log[3]))/(-3*x + x*Log[3]),x]","12 e^{x^2+\frac{x (29-10 \log (3))}{3-\log (3)}+25}","12 e^{(x+5)^2+\frac{x}{\log (3)-3}}",1,"12*E^(25 + x^2 + (x*(29 - 10*Log[3]))/(3 - Log[3]))","A",6,5,63,0.07937,1,"{6, 12, 2274, 2244, 2236}"
7427,1,28,0,0.0209305,"\int \frac{e^4 \left(-6 x+2 e^3 x+6 x^2\right)+e^{7+x} \log (3)}{e^3} \, dx","Int[(E^4*(-6*x + 2*E^3*x + 6*x^2) + E^(7 + x)*Log[3])/E^3,x]","2 e x^3-e \left(3-e^3\right) x^2+e^{x+4} \log (3)","e^4 \left(x \left(\frac{(2 x-3) x}{e^3}+x\right)+e^x \log (3)+1\right)",1,"-(E*(3 - E^3)*x^2) + 2*E*x^3 + E^(4 + x)*Log[3]","A",5,3,32,0.09375,1,"{12, 6, 2194}"
7428,0,0,0,10.0418743,"\int \frac{\left(16 x+4 e x+e^{3 x} \left(-18 x+54 x^2+e^3 \left(-2 x+6 x^2\right)\right)\right) \log \left(\frac{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x}{18 x+2 e^3 x}\right)+\left(-16 x-4 e x+18 x^2+2 e^3 x^2+e^{3 x} \left(18 x+2 e^3 x\right)\right) \log ^2\left(\frac{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x}{18 x+2 e^3 x}\right)}{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x} \, dx","Int[((16*x + 4*E*x + E^(3*x)*(-18*x + 54*x^2 + E^3*(-2*x + 6*x^2)))*Log[(-8 - 2*E + E^(3*x)*(9 + E^3) + 9*x + E^3*x)/(18*x + 2*E^3*x)] + (-16*x - 4*E*x + 18*x^2 + 2*E^3*x^2 + E^(3*x)*(18*x + 2*E^3*x))*Log[(-8 - 2*E + E^(3*x)*(9 + E^3) + 9*x + E^3*x)/(18*x + 2*E^3*x)]^2)/(-8 - 2*E + E^(3*x)*(9 + E^3) + 9*x + E^3*x),x]","\int \frac{\left(16 x+4 e x+e^{3 x} \left(-18 x+54 x^2+e^3 \left(-2 x+6 x^2\right)\right)\right) \log \left(\frac{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x}{18 x+2 e^3 x}\right)+\left(-16 x-4 e x+18 x^2+2 e^3 x^2+e^{3 x} \left(18 x+2 e^3 x\right)\right) \log ^2\left(\frac{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x}{18 x+2 e^3 x}\right)}{-8-2 e+e^{3 x} \left(9+e^3\right)+9 x+e^3 x} \, dx","x^2 \log ^2\left(\frac{\frac{1}{2} \left(x+e^{3 x}\right)-\frac{4+e}{9+e^3}}{x}\right)",1,"-1/2*x^2 + (5*x^3)/3 - (3*x^4)/2 + 2*x^3*Log[2*(9 + E^3)] + x^2*Log[2*(9 + E^3)]^2 - x^2*Log[9 + E^3 - (2*(4 + E))/x + (E^(3*x)*(9 + E^3))/x] - 2*x^2*Log[2*(9 + E^3)]*Log[9 + E^3 - (2*(4 + E))/x + (E^(3*x)*(9 + E^3))/x] + 2*x^3*Log[-1/2*(2*(4 + E) - E^(3*x)*(9 + E^3) - (9 + E^3)*x)/((9 + E^3)*x)] - (33 + 6*E + E^3)*Defer[Int][x^2/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] - 2*(33 + 6*E + E^3)*Log[2*(9 + E^3)]*Defer[Int][x^2/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] - 2*(33 + 6*E + E^3)*Log[-1/2*(2*(4 + E) - E^(3*x)*(9 + E^3) - (9 + E^3)*x)/((9 + E^3)*x)]*Defer[Int][x^2/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 3*(9 + E^3)*Defer[Int][x^3/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 2*(33 + 6*E + E^3)*Defer[Int][x^3/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 6*(9 + E^3)*Log[2*(9 + E^3)]*Defer[Int][x^3/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 6*(9 + E^3)*Log[-1/2*(2*(4 + E) - E^(3*x)*(9 + E^3) - (9 + E^3)*x)/((9 + E^3)*x)]*Defer[Int][x^3/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] - 6*(9 + E^3)*Defer[Int][x^4/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 2*Defer[Int][x*Log[9*(1 + E^3/9) - (8*(1 + E/4))/x + (9*E^(3*x)*(1 + E^3/9))/x]^2, x] + 6*(33 + 6*E + E^3)*Defer[Int][Defer[Int][-(x^2/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x], x] - 2*(33 + 6*E + E^3)*Defer[Int][Defer[Int][-(x^2/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x]/x, x] - 2*(33 + 6*E + E^3)^2*Defer[Int][Defer[Int][-(x^2/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x]/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] + 6*(9 + E^3)*(33 + 6*E + E^3)*Defer[Int][(x*Defer[Int][-(x^2/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x])/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] - 18*(9 + E^3)*Defer[Int][Defer[Int][-(x^3/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x], x] + 6*(9 + E^3)*Defer[Int][Defer[Int][-(x^3/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x]/x, x] + 6*(9 + E^3)*(33 + 6*E + E^3)*Defer[Int][Defer[Int][-(x^3/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x]/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x] - 18*(9 + E^3)^2*Defer[Int][(x*Defer[Int][-(x^3/(-8*(1 + E/4) + 9*E^(3*x)*(1 + E^3/9) + 9*(1 + E^3/9)*x)), x])/(8*(1 + E/4) - 9*E^(3*x)*(1 + E^3/9) - 9*(1 + E^3/9)*x), x]","F",0,0,0,0,-1,"{}"
7429,1,30,0,0.0316323,"\int \frac{1+e^{-1+e^5} \left(-2+e^2 x^4\right)}{-e^2 x^4+2 e^{1+e^5} x^4} \, dx","Int[(1 + E^(-1 + E^5)*(-2 + E^2*x^4))/(-(E^2*x^4) + 2*E^(1 + E^5)*x^4),x]","\frac{1}{3 e^2 x^3}-\frac{e^{e^5} x}{e-2 e^{e^5}}","\frac{1}{3 e^2 x^3}+\frac{x+3}{2-e^{1-e^5}}",1,"1/(3*E^2*x^3) - (E^E^5*x)/(E - 2*E^E^5)","A",4,3,43,0.06977,1,"{6, 12, 14}"
7430,1,116,0,0.793027,"\int \frac{-25+20 x+5 x^2-20 x^3+\left(50-30 x^2\right) \log (x)}{-500 x^3+300 x^5-60 x^7+4 x^9} \, dx","Int[(-25 + 20*x + 5*x^2 - 20*x^3 + (50 - 30*x^2)*Log[x])/(-500*x^3 + 300*x^5 - 60*x^7 + 4*x^9),x]","\frac{3 x}{40 \left(5-x^2\right)}+\frac{x}{4 \left(5-x^2\right)^2}-\frac{1}{8 \left(5-x^2\right) x}-\frac{1}{4 \left(5-x^2\right)^2 x}+\frac{x^2 \log (x)}{100 \left(5-x^2\right)}+\frac{\log (x)}{4 \left(5-x^2\right)^2}+\frac{\log (x)}{20 x^2}+\frac{3}{40 x}+\frac{\log (x)}{100}","\frac{5 \left(\frac{4 x}{5}+\log (x)\right)}{4 x^2 \left(x^2-5\right)^2}",1,"3/(40*x) - 1/(4*x*(5 - x^2)^2) + x/(4*(5 - x^2)^2) - 1/(8*x*(5 - x^2)) + (3*x)/(40*(5 - x^2)) + Log[x]/100 + Log[x]/(20*x^2) + Log[x]/(4*(5 - x^2)^2) + (x^2*Log[x])/(100*(5 - x^2))","B",28,14,49,0.2857,1,"{6741, 12, 6742, 199, 207, 266, 44, 290, 325, 2357, 2304, 2338, 2335, 260}"
7431,0,0,0,102.1097665,"\int \frac{\exp \left(\exp \left(\frac{-100 e^{2 x^2}-15 e^{2 x^2} \log (x)+6 e^{2 x^2} \log ^2(x)+e^{2 x^2} \log ^3(x)}{625 x^2}\right)+\frac{-100 e^{2 x^2}-15 e^{2 x^2} \log (x)+6 e^{2 x^2} \log ^2(x)+e^{2 x^2} \log ^3(x)}{625 x^2}\right) \left(e^{2 x^2} \left(185-400 x^2\right)+e^{2 x^2} \left(42-60 x^2\right) \log (x)+e^{2 x^2} \left(-9+24 x^2\right) \log ^2(x)+e^{2 x^2} \left(-2+4 x^2\right) \log ^3(x)\right)}{625 x^3} \, dx","Int[(E^(E^((-100*E^(2*x^2) - 15*E^(2*x^2)*Log[x] + 6*E^(2*x^2)*Log[x]^2 + E^(2*x^2)*Log[x]^3)/(625*x^2)) + (-100*E^(2*x^2) - 15*E^(2*x^2)*Log[x] + 6*E^(2*x^2)*Log[x]^2 + E^(2*x^2)*Log[x]^3)/(625*x^2))*(E^(2*x^2)*(185 - 400*x^2) + E^(2*x^2)*(42 - 60*x^2)*Log[x] + E^(2*x^2)*(-9 + 24*x^2)*Log[x]^2 + E^(2*x^2)*(-2 + 4*x^2)*Log[x]^3))/(625*x^3),x]","\int \frac{\exp \left(\exp \left(\frac{-100 e^{2 x^2}-15 e^{2 x^2} \log (x)+6 e^{2 x^2} \log ^2(x)+e^{2 x^2} \log ^3(x)}{625 x^2}\right)+\frac{-100 e^{2 x^2}-15 e^{2 x^2} \log (x)+6 e^{2 x^2} \log ^2(x)+e^{2 x^2} \log ^3(x)}{625 x^2}\right) \left(e^{2 x^2} \left(185-400 x^2\right)+e^{2 x^2} \left(42-60 x^2\right) \log (x)+e^{2 x^2} \left(-9+24 x^2\right) \log ^2(x)+e^{2 x^2} \left(-2+4 x^2\right) \log ^3(x)\right)}{625 x^3} \, dx","\exp \left(\exp \left(\frac{e^{2 x^2} (\log (x)-4) (\log (x)+5)^2}{625 x^2}\right)\right)",1,"(37*Defer[Int][E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))/x^3, x])/125 - (16*Defer[Int][E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))/x, x])/25 + (42*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x])/x^3, x])/625 - (12*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x])/x, x])/125 - (9*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x]^2)/x^3, x])/625 + (24*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x]^2)/x, x])/625 - (2*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x]^3)/x^3, x])/625 + (4*Defer[Int][(E^(2*x^2 + E^((E^(2*x^2)*(-100 + 6*Log[x]^2 + Log[x]^3))/(625*x^2))/x^((3*E^(2*x^2))/(125*x^2)) + (E^(2*x^2)*(-4 + Log[x])*(5 + Log[x])^2)/(625*x^2))*Log[x]^3)/x, x])/625","F",0,0,0,0,-1,"{}"
7432,1,27,0,0.2997946,"\int \frac{e^{\frac{4}{-3 x+1200 x^2-960 x^3+192 x^4}} \left(1562500-1250000000 x+1500000000 x^2-400000000 x^3\right)}{3 x^2-2400 x^3+481920 x^4-768384 x^5+460800 x^6-122880 x^7+12288 x^8} \, dx","Int[(E^(4/(-3*x + 1200*x^2 - 960*x^3 + 192*x^4))*(1562500 - 1250000000*x + 1500000000*x^2 - 400000000*x^3))/(3*x^2 - 2400*x^3 + 481920*x^4 - 768384*x^5 + 460800*x^6 - 122880*x^7 + 12288*x^8),x]","390625 e^{-\frac{4}{3 \left(-64 x^4+320 x^3-400 x^2+x\right)}}","390625 e^{\frac{4}{3 \left(16 x^2 (2 x-5)^2-x\right)}}",1,"390625/E^(4/(3*(x - 400*x^2 + 320*x^3 - 64*x^4)))","A",1,1,79,0.01266,1,"{6706}"
7433,1,12,0,0.0244539,"\int \frac{4 e^{-8 x} \left(-2+\frac{1}{4} e^{8 x} \log (5)\right)}{\log (5)} \, dx","Int[(4*(-2 + (E^(8*x)*Log[5])/4))/(E^(8*x)*Log[5]),x]","x+\frac{e^{-8 x}}{\log (5)}","x+\frac{e^{-8 x}}{\log (5)}",1,"x + 1/(E^(8*x)*Log[5])","A",4,3,24,0.1250,1,"{12, 2248, 43}"
7434,1,11,0,0.0127333,"\int e^{x+2 e^5 x} \left(1+2 e^5\right) \, dx","Int[E^(x + 2*E^5*x)*(1 + 2*E^5),x]","e^{\left(1+2 e^5\right) x}","e^{2 e^5 x+x}+3",1,"E^((1 + 2*E^5)*x)","A",3,3,18,0.1667,1,"{12, 2227, 2194}"
7435,1,29,0,0.1406511,"\int \frac{980+294 x+49 x^2+4 x^3+\left(49+210 x+57 x^2+4 x^3\right) \log (5)}{245+70 x+12 x^2+x^3+\left(49 x+14 x^2+x^3\right) \log (5)} \, dx","Int[(980 + 294*x + 49*x^2 + 4*x^3 + (49 + 210*x + 57*x^2 + 4*x^3)*Log[5])/(245 + 70*x + 12*x^2 + x^3 + (49*x + 14*x^2 + x^3)*Log[5]),x]","\log \left(x^2 (1+\log (5))+x (5+7 \log (5))+35\right)+4 x-\log (x+7)","4 x+\log \left(x \left(\frac{x}{x+7}+\log (5)\right)+5\right)-4",1,"4*x - Log[7 + x] + Log[35 + x^2*(1 + Log[5]) + x*(5 + 7*Log[5])]","A",3,2,64,0.03125,1,"{2074, 628}"
7436,1,150,0,0.49621,"\int \frac{2 x^2-3 x^2 \log (x)+e^{x^2} \left(e^8 \left(-8 x-8 x^3\right)+e^{8+x} \left(2 x+x^2+2 x^3\right)\right) \log ^3(x)}{e^8 \log ^3(x)} \, dx","Int[(2*x^2 - 3*x^2*Log[x] + E^x^2*(E^8*(-8*x - 8*x^3) + E^(8 + x)*(2*x + x^2 + 2*x^3))*Log[x]^3)/(E^8*Log[x]^3),x]","-\frac{9 \text{Ei}(3 \log (x))}{2 e^8}+\frac{9 (2-3 \log (x)) \text{Ei}(3 \log (x))}{2 e^8}+\frac{27 \log (x) \text{Ei}(3 \log (x))}{e^8}-\frac{9 (3 \log (x)+1) \text{Ei}(3 \log (x))}{2 e^8}-\frac{9 x^3}{e^8}-\frac{x^3 (2-3 \log (x))}{2 e^8 \log ^2(x)}+\frac{3 x^3 (3 \log (x)+1)}{2 e^8 \log (x)}-\frac{3 x^3 (2-3 \log (x))}{2 e^8 \log (x)}-e^{x^2} \left(4 x^2-e^x x^2\right)","-\frac{x^3}{e^8 \log ^2(x)}+e^{x^2} \left(e^x-4\right) x^2+2",1,"(-9*x^3)/E^8 - E^x^2*(4*x^2 - E^x*x^2) - (9*ExpIntegralEi[3*Log[x]])/(2*E^8) + (9*ExpIntegralEi[3*Log[x]]*(2 - 3*Log[x]))/(2*E^8) - (x^3*(2 - 3*Log[x]))/(2*E^8*Log[x]^2) - (3*x^3*(2 - 3*Log[x]))/(2*E^8*Log[x]) + (27*ExpIntegralEi[3*Log[x]]*Log[x])/E^8 - (9*ExpIntegralEi[3*Log[x]]*(1 + 3*Log[x]))/(2*E^8) + (3*x^3*(1 + 3*Log[x]))/(2*E^8*Log[x])","C",14,8,63,0.1270,1,"{12, 6742, 2288, 2306, 2309, 2178, 2366, 6482}"
7437,1,17,0,0.0244783,"\int 25 e^{6+e^8+e^{1-x}} \left(1-e^{1-x} x\right) \, dx","Int[25*E^(6 + E^8 + E^(1 - x))*(1 - E^(1 - x)*x),x]","25 e^{e^{1-x}+6+e^8} x","25 e^{e^{1-x}+6+e^8} x",1,"25*E^(6 + E^8 + E^(1 - x))*x","A",2,2,28,0.07143,1,"{12, 2288}"
7438,1,30,0,0.289486,"\int \frac{80+20 x+e^{256} (8+2 x)+\left(-40-4 e^{256}\right) \log (x) \log \left(\log ^2(x)\right)}{3 x^2 \log (x)} \, dx","Int[(80 + 20*x + E^256*(8 + 2*x) + (-40 - 4*E^256)*Log[x]*Log[Log[x]^2])/(3*x^2*Log[x]),x]","\frac{4 \left(10+e^{256}\right) \log \left(\log ^2(x)\right)}{3 x}+\frac{2}{3} \left(10+e^{256}\right) \log (\log (x))","\frac{\left(10+e^{256}\right) (x+4) \log \left(\log ^2(x)\right)}{3 x}+3",1,"(2*(10 + E^256)*Log[Log[x]])/3 + (4*(10 + E^256)*Log[Log[x]^2])/(3*x)","A",14,9,40,0.2250,1,"{12, 6688, 6742, 2353, 2309, 2178, 2302, 29, 2522}"
7439,0,0,0,1.5763144,"\int \frac{\exp \left(\frac{-x \log (9)+\left(-5+e^{5 e^4 x} x\right) \log (x)}{\log (x)}\right) \left(\log (9)-\log (9) \log (x)+e^{5 e^4 x} \left(1+5 e^4 x\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","Int[(E^((-(x*Log[9]) + (-5 + E^(5*E^4*x)*x)*Log[x])/Log[x])*(Log[9] - Log[9]*Log[x] + E^(5*E^4*x)*(1 + 5*E^4*x)*Log[x]^2))/Log[x]^2,x]","\int \frac{\exp \left(\frac{-x \log (9)+\left(-5+e^{5 e^4 x} x\right) \log (x)}{\log (x)}\right) \left(\log (9)-\log (9) \log (x)+e^{5 e^4 x} \left(1+5 e^4 x\right) \log ^2(x)\right)}{\log ^2(x)} \, dx","e^{e^{5 e^4 x} x-\frac{x \log (9)}{\log (x)}-5}",1,"Defer[Int][E^((-(x*Log[9]) - 5*Log[x] + 5*E^4*x*Log[x] + E^(5*E^4*x)*x*Log[x])/Log[x]), x] + 5*Defer[Int][E^((-(x*Log[9]) - Log[x] + 5*E^4*x*Log[x] + E^(5*E^4*x)*x*Log[x])/Log[x])*x, x] + Log[9]*Defer[Int][E^((-(x*Log[9]) + (-5 + E^(5*E^4*x)*x)*Log[x])/Log[x])/Log[x]^2, x] - Log[9]*Defer[Int][E^((-(x*Log[9]) + (-5 + E^(5*E^4*x)*x)*Log[x])/Log[x])/Log[x], x]","F",0,0,0,0,-1,"{}"
7440,0,0,0,3.7203601,"\int \frac{\left(\frac{-5 x+x^2+e^x (x+x \log (4))}{\log (x \log (4))}\right)^x \left(5-x+e^x (-1-\log (4))+\left(-5+2 x+e^x (1+x+(1+x) \log (4))\right) \log (x \log (4))+\left(-5+x+e^x (1+\log (4))\right) \log (x \log (4)) \log \left(\frac{-5 x+x^2+e^x (x+x \log (4))}{\log (x \log (4))}\right)\right)}{\left(-5+x+e^x (1+\log (4))\right) \log (x \log (4))} \, dx","Int[(((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x*(5 - x + E^x*(-1 - Log[4]) + (-5 + 2*x + E^x*(1 + x + (1 + x)*Log[4]))*Log[x*Log[4]] + (-5 + x + E^x*(1 + Log[4]))*Log[x*Log[4]]*Log[(-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]]]))/((-5 + x + E^x*(1 + Log[4]))*Log[x*Log[4]]),x]","\int \frac{\left(\frac{-5 x+x^2+e^x (x+x \log (4))}{\log (x \log (4))}\right)^x \left(5-x+e^x (-1-\log (4))+\left(-5+2 x+e^x (1+x+(1+x) \log (4))\right) \log (x \log (4))+\left(-5+x+e^x (1+\log (4))\right) \log (x \log (4)) \log \left(\frac{-5 x+x^2+e^x (x+x \log (4))}{\log (x \log (4))}\right)\right)}{\left(-5+x+e^x (1+\log (4))\right) \log (x \log (4))} \, dx","\left(\frac{x \left(x+e^x+e^x \log (4)-5\right)}{\log (x \log (4))}\right)^x",1,"Defer[Int][((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x, x] + Defer[Int][x*((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x, x] + Defer[Int][(x^2*((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x)/(5 - x - E^x*(1 + Log[4])), x] + 6*Defer[Int][(x*((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x)/(-5 + x + E^x*(1 + Log[4])), x] - Defer[Int][((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x/Log[x*Log[4]], x] + Defer[Int][((-5*x + x^2 + E^x*(x + x*Log[4]))/Log[x*Log[4]])^x*Log[(x*(-5 + x + E^x*(1 + Log[4])))/Log[x*Log[4]]], x]","F",0,0,0,0,-1,"{}"
7441,1,82,0,0.0425061,"\int \left(2 x+190 x \log (3)+4500 x \log ^2(3)+\left(20 x \log (3)+950 x \log ^2(3)\right) \log (x)+50 x \log ^2(3) \log ^2(x)\right) \, dx","Int[2*x + 190*x*Log[3] + 4500*x*Log[3]^2 + (20*x*Log[3] + 950*x*Log[3]^2)*Log[x] + 50*x*Log[3]^2*Log[x]^2,x]","25 x^2 \log ^2(3) \log ^2(x)-25 x^2 \log ^2(3) \log (x)+x^2 \left(1+2250 \log ^2(3)+95 \log (3)\right)+\frac{25}{2} x^2 \log ^2(3)+5 x^2 \log (3) (2+95 \log (3)) \log (x)-\frac{5}{2} x^2 \log (3) (2+95 \log (3))","x^2 (5 \log (3) (\log (x)+9)+1)^2",1,"(25*x^2*Log[3]^2)/2 - (5*x^2*Log[3]*(2 + 95*Log[3]))/2 + x^2*(1 + 95*Log[3] + 2250*Log[3]^2) - 25*x^2*Log[3]^2*Log[x] + 5*x^2*Log[3]*(2 + 95*Log[3])*Log[x] + 25*x^2*Log[3]^2*Log[x]^2","B",8,4,43,0.09302,1,"{6, 12, 2304, 2305}"
7442,0,0,0,59.9877655,"\int \frac{\left(\frac{-e^{2 x}-8 e^x x^4-16 x^8-2 x^9-x^{10}-x^8 \log (5)}{x^8}\right)^x \left(2 x^9+2 x^{10}+e^{2 x} (-8+2 x)+e^x \left(-32 x^4+8 x^5\right)+\left(e^{2 x}+8 e^x x^4+16 x^8+2 x^9+x^{10}+x^8 \log (5)\right) \log \left(\frac{-e^{2 x}-8 e^x x^4-16 x^8-2 x^9-x^{10}-x^8 \log (5)}{x^8}\right)\right)}{e^{2 x}+8 e^x x^4+16 x^8+2 x^9+x^{10}+x^8 \log (5)} \, dx","Int[(((-E^(2*x) - 8*E^x*x^4 - 16*x^8 - 2*x^9 - x^10 - x^8*Log[5])/x^8)^x*(2*x^9 + 2*x^10 + E^(2*x)*(-8 + 2*x) + E^x*(-32*x^4 + 8*x^5) + (E^(2*x) + 8*E^x*x^4 + 16*x^8 + 2*x^9 + x^10 + x^8*Log[5])*Log[(-E^(2*x) - 8*E^x*x^4 - 16*x^8 - 2*x^9 - x^10 - x^8*Log[5])/x^8]))/(E^(2*x) + 8*E^x*x^4 + 16*x^8 + 2*x^9 + x^10 + x^8*Log[5]),x]","\int \frac{\left(\frac{-e^{2 x}-8 e^x x^4-16 x^8-2 x^9-x^{10}-x^8 \log (5)}{x^8}\right)^x \left(2 x^9+2 x^{10}+e^{2 x} (-8+2 x)+e^x \left(-32 x^4+8 x^5\right)+\left(e^{2 x}+8 e^x x^4+16 x^8+2 x^9+x^{10}+x^8 \log (5)\right) \log \left(\frac{-e^{2 x}-8 e^x x^4-16 x^8-2 x^9-x^{10}-x^8 \log (5)}{x^8}\right)\right)}{e^{2 x}+8 e^x x^4+16 x^8+2 x^9+x^{10}+x^8 \log (5)} \, dx","\left(-\left(\frac{e^x}{x^4}+4\right)^2-(x+1)^2+1-\log (5)\right)^x",1,"-((16 + Log[5])*Log[-16 - E^(2*x)/x^8 - (8*E^x)/x^4 - 2*x - x^2 - Log[5]]*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x]) + 8*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x] - Log[-16 - E^(2*x)/x^8 - (8*E^x)/x^4 - 2*x - x^2 - Log[5]]*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x] - 2*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^7, x] + 32*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x] - 8*Log[-16 - E^(2*x)/x^8 - (8*E^x)/x^4 - 2*x - x^2 - Log[5]]*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x] - 8*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^3, x] - 2*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x] - 2*Log[-16 - E^(2*x)/x^8 - (8*E^x)/x^4 - 2*x - x^2 - Log[5]]*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x] - 2*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x] - Log[-16 - E^(2*x)/x^8 - (8*E^x)/x^4 - 2*x - x^2 - Log[5]]*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x] + 2*(16 + Log[5])*Defer[Int][Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x], x] - 8*(16 + Log[5])*Defer[Int][Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x]/x, x] + 8*(16 + Log[5])*Defer[Int][(E^x*x^4*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 2*(16 + Log[5])*Defer[Int][(x^10*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 32*(16 + Log[5])*Defer[Int][(E^x*x^3*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 8*(16 + Log[5])^2*Defer[Int][(x^7*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] - 2*(7 + Log[5])*(16 + Log[5])*Defer[Int][(x^8*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 6*(16 + Log[5])*Defer[Int][(x^9*Defer[Int][(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 2*Defer[Int][Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x], x] - 8*Defer[Int][Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x]/x, x] + 8*Defer[Int][(E^x*x^4*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 2*Defer[Int][(x^10*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 32*Defer[Int][(E^x*x^3*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 8*(16 + Log[5])*Defer[Int][(x^7*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] - 2*(7 + Log[5])*Defer[Int][(x^8*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 6*Defer[Int][(x^9*Defer[Int][(E^(2*x)*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^8, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 16*Defer[Int][Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x], x] - 64*Defer[Int][Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x]/x, x] + 64*Defer[Int][(E^x*x^4*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 16*Defer[Int][(x^10*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 256*Defer[Int][(E^x*x^3*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 64*(16 + Log[5])*Defer[Int][(x^7*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] - 16*(7 + Log[5])*Defer[Int][(x^8*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 48*Defer[Int][(x^9*Defer[Int][(E^x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x))/x^4, x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 4*Defer[Int][Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x], x] - 16*Defer[Int][Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x]/x, x] + 16*Defer[Int][(E^x*x^4*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 4*Defer[Int][(x^10*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 64*Defer[Int][(E^x*x^3*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 16*(16 + Log[5])*Defer[Int][(x^7*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] - 4*(7 + Log[5])*Defer[Int][(x^8*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 12*Defer[Int][(x^9*Defer[Int][x*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 2*Defer[Int][Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x], x] - 8*Defer[Int][Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x]/x, x] + 8*Defer[Int][(E^x*x^4*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 2*Defer[Int][(x^10*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(-E^(2*x) - 8*E^x*x^4 - 2*x^9 - x^10 - 16*x^8*(1 + Log[5]/16)), x] + 32*Defer[Int][(E^x*x^3*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 8*(16 + Log[5])*Defer[Int][(x^7*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] - 2*(7 + Log[5])*Defer[Int][(x^8*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x] + 6*Defer[Int][(x^9*Defer[Int][x^2*(-(E^(2*x)/x^8) - (8*E^x)/x^4 - 2*x - x^2 - 16*(1 + Log[5]/16))^(-1 + x), x])/(E^(2*x) + 8*E^x*x^4 + 2*x^9 + x^10 + 16*x^8*(1 + Log[5]/16)), x]","F",0,0,0,0,-1,"{}"
7443,0,0,0,14.20296,"\int \left(-1+32 x-24 x^2+4 x^3+e^{2 x^2} \left(-8+66 x-32 x^2+4 x^3\right)+e^{x^2} \left(32-32 x+70 x^2-32 x^3+4 x^4\right)+e^{3 e^{2 x}-3 x} \left(e^{2 x^2} \left(24-48 e^{2 x}-32 x\right)-16 x+24 x^2-48 e^{2 x} x^2+e^{x^2} \left(-16+48 x-96 e^{2 x} x-32 x^2\right)\right)+e^{4 e^{2 x}-4 x} \left(2 x-4 x^2+8 e^{2 x} x^2+e^{2 x^2} \left(-4+8 e^{2 x}+4 x\right)+e^{x^2} \left(2-8 x+16 e^{2 x} x+4 x^2\right)\right)+e^{2 e^{2 x}-2 x} \left(48 x-54 x^2+4 x^3+e^{2 x^2} \left(-50+e^{2 x} (96-8 x)+100 x-8 x^2\right)+e^{2 x} \left(96 x^2-8 x^3\right)+e^{x^2} \left(48-104 x+104 x^2-8 x^3+e^{2 x} \left(192 x-16 x^2\right)\right)\right)+e^{e^{2 x}-x} \left(-64 x+56 x^2-8 x^3+e^{2 x} \left(-64 x^2+16 x^3\right)+e^{2 x^2} \left(40-136 x+32 x^2+e^{2 x} (-64+16 x)\right)+e^{x^2} \left(-64+96 x-144 x^2+32 x^3+e^{2 x} \left(-128 x+32 x^2\right)\right)\right)\right) \, dx","Int[-1 + 32*x - 24*x^2 + 4*x^3 + E^(2*x^2)*(-8 + 66*x - 32*x^2 + 4*x^3) + E^x^2*(32 - 32*x + 70*x^2 - 32*x^3 + 4*x^4) + E^(3*E^(2*x) - 3*x)*(E^(2*x^2)*(24 - 48*E^(2*x) - 32*x) - 16*x + 24*x^2 - 48*E^(2*x)*x^2 + E^x^2*(-16 + 48*x - 96*E^(2*x)*x - 32*x^2)) + E^(4*E^(2*x) - 4*x)*(2*x - 4*x^2 + 8*E^(2*x)*x^2 + E^(2*x^2)*(-4 + 8*E^(2*x) + 4*x) + E^x^2*(2 - 8*x + 16*E^(2*x)*x + 4*x^2)) + E^(2*E^(2*x) - 2*x)*(48*x - 54*x^2 + 4*x^3 + E^(2*x^2)*(-50 + E^(2*x)*(96 - 8*x) + 100*x - 8*x^2) + E^(2*x)*(96*x^2 - 8*x^3) + E^x^2*(48 - 104*x + 104*x^2 - 8*x^3 + E^(2*x)*(192*x - 16*x^2))) + E^(E^(2*x) - x)*(-64*x + 56*x^2 - 8*x^3 + E^(2*x)*(-64*x^2 + 16*x^3) + E^(2*x^2)*(40 - 136*x + 32*x^2 + E^(2*x)*(-64 + 16*x)) + E^x^2*(-64 + 96*x - 144*x^2 + 32*x^3 + E^(2*x)*(-128*x + 32*x^2))),x]","\int \left(-1+32 x-24 x^2+4 x^3+e^{2 x^2} \left(-8+66 x-32 x^2+4 x^3\right)+e^{x^2} \left(32-32 x+70 x^2-32 x^3+4 x^4\right)+e^{3 e^{2 x}-3 x} \left(e^{2 x^2} \left(24-48 e^{2 x}-32 x\right)-16 x+24 x^2-48 e^{2 x} x^2+e^{x^2} \left(-16+48 x-96 e^{2 x} x-32 x^2\right)\right)+e^{4 e^{2 x}-4 x} \left(2 x-4 x^2+8 e^{2 x} x^2+e^{2 x^2} \left(-4+8 e^{2 x}+4 x\right)+e^{x^2} \left(2-8 x+16 e^{2 x} x+4 x^2\right)\right)+e^{2 e^{2 x}-2 x} \left(48 x-54 x^2+4 x^3+e^{2 x^2} \left(-50+e^{2 x} (96-8 x)+100 x-8 x^2\right)+e^{2 x} \left(96 x^2-8 x^3\right)+e^{x^2} \left(48-104 x+104 x^2-8 x^3+e^{2 x} \left(192 x-16 x^2\right)\right)\right)+e^{e^{2 x}-x} \left(-64 x+56 x^2-8 x^3+e^{2 x} \left(-64 x^2+16 x^3\right)+e^{2 x^2} \left(40-136 x+32 x^2+e^{2 x} (-64+16 x)\right)+e^{x^2} \left(-64+96 x-144 x^2+32 x^3+e^{2 x} \left(-128 x+32 x^2\right)\right)\right)\right) \, dx","\left(e^{x^2}+x\right)^2 \left(x-\left(e^{e^{2 x}-x}-2\right)^2\right)^2-x-2",1,"16*E^(2*x^2) - x + 32*E^x^2*x - 8*E^(2*x^2)*x + 16*x^2 - 16*E^x^2*x^2 + E^(2*x^2)*x^2 - 8*x^3 + 2*E^x^2*x^3 + x^4 + 96*Defer[Int][E^(2*(E^(2*x) + x^2)), x] + 48*Defer[Int][E^(2*(E^(2*x) - x) + x^2), x] - 16*Defer[Int][E^(3*(E^(2*x) - x) + x^2), x] + 2*Defer[Int][E^(4*(E^(2*x) - x) + x^2), x] - 4*Defer[Int][E^(2*(2*E^(2*x) - 2*x + x^2)), x] - 64*Defer[Int][E^(E^(2*x) - x + x^2), x] - 50*Defer[Int][E^(2*(E^(2*x) - x + x^2)), x] + 8*Defer[Int][E^(2*(2*E^(2*x) - x + x^2)), x] + 24*Defer[Int][E^(3*(E^(2*x) - x) + 2*x^2), x] + 40*Defer[Int][E^(E^(2*x) - x + 2*x^2), x] - 64*Defer[Int][E^(E^(2*x) + x + 2*x^2), x] - 48*Defer[Int][E^(3*(E^(2*x) - x) + 2*x + 2*x^2), x] - 64*Defer[Int][E^(E^(2*x) - x)*x, x] + 48*Defer[Int][E^(2*(E^(2*x) - x))*x, x] - 16*Defer[Int][E^(3*(E^(2*x) - x))*x, x] + 2*Defer[Int][E^(4*(E^(2*x) - x))*x, x] - 8*Defer[Int][E^(2*(E^(2*x) + x^2))*x, x] + 192*Defer[Int][E^(2*E^(2*x) + x^2)*x, x] - 104*Defer[Int][E^(2*(E^(2*x) - x) + x^2)*x, x] + 48*Defer[Int][E^(3*(E^(2*x) - x) + x^2)*x, x] - 8*Defer[Int][E^(4*(E^(2*x) - x) + x^2)*x, x] + 4*Defer[Int][E^(2*(2*E^(2*x) - 2*x + x^2))*x, x] + 96*Defer[Int][E^(E^(2*x) - x + x^2)*x, x] + 100*Defer[Int][E^(2*(E^(2*x) - x + x^2))*x, x] - 128*Defer[Int][E^(E^(2*x) + x + x^2)*x, x] - 96*Defer[Int][E^(3*(E^(2*x) - x) + 2*x + x^2)*x, x] + 16*Defer[Int][E^(4*(E^(2*x) - x) + 2*x + x^2)*x, x] - 32*Defer[Int][E^(3*(E^(2*x) - x) + 2*x^2)*x, x] - 136*Defer[Int][E^(E^(2*x) - x + 2*x^2)*x, x] + 16*Defer[Int][E^(E^(2*x) + x + 2*x^2)*x, x] + 96*Defer[Int][E^(2*E^(2*x))*x^2, x] + 56*Defer[Int][E^(E^(2*x) - x)*x^2, x] - 54*Defer[Int][E^(2*(E^(2*x) - x))*x^2, x] + 24*Defer[Int][E^(3*(E^(2*x) - x))*x^2, x] - 4*Defer[Int][E^(4*(E^(2*x) - x))*x^2, x] + 8*Defer[Int][E^(2*(2*E^(2*x) - x))*x^2, x] - 64*Defer[Int][E^(E^(2*x) + x)*x^2, x] - 48*Defer[Int][E^(3*(E^(2*x) - x) + 2*x)*x^2, x] - 16*Defer[Int][E^(2*E^(2*x) + x^2)*x^2, x] + 104*Defer[Int][E^(2*(E^(2*x) - x) + x^2)*x^2, x] - 32*Defer[Int][E^(3*(E^(2*x) - x) + x^2)*x^2, x] + 4*Defer[Int][E^(4*(E^(2*x) - x) + x^2)*x^2, x] - 144*Defer[Int][E^(E^(2*x) - x + x^2)*x^2, x] - 8*Defer[Int][E^(2*(E^(2*x) - x + x^2))*x^2, x] + 32*Defer[Int][E^(E^(2*x) + x + x^2)*x^2, x] + 32*Defer[Int][E^(E^(2*x) - x + 2*x^2)*x^2, x] - 8*Defer[Int][E^(2*E^(2*x))*x^3, x] - 8*Defer[Int][E^(E^(2*x) - x)*x^3, x] + 4*Defer[Int][E^(2*(E^(2*x) - x))*x^3, x] + 16*Defer[Int][E^(E^(2*x) + x)*x^3, x] - 8*Defer[Int][E^(2*(E^(2*x) - x) + x^2)*x^3, x] + 32*Defer[Int][E^(E^(2*x) - x + x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
7444,1,36,0,0.2129382,"\int \exp \left(-4+e^{16} (1-x)+4 x+x^2-x^3+e^8 \left(-2 x+2 x^2\right)\right) \left(4-e^{16}+2 x-3 x^2+e^8 (-2+4 x)\right) \, dx","Int[E^(-4 + E^16*(1 - x) + 4*x + x^2 - x^3 + E^8*(-2*x + 2*x^2))*(4 - E^16 + 2*x - 3*x^2 + E^8*(-2 + 4*x)),x]","\exp \left(-x^3+x^2-2 e^8 \left(x-x^2\right)+4 x+e^{16} (1-x)-4\right)","e^{(x-1) \left(4-\left(x-e^8\right)^2\right)}",1,"E^(-4 + E^16*(1 - x) + 4*x + x^2 - x^3 - 2*E^8*(x - x^2))","A",1,1,62,0.01613,1,"{6706}"
7445,0,0,0,0.4233634,"\int \frac{-2 x+x^4-2 x^5+\left(4 x+10 x^2-20 x^3\right) \log (x)+(25-50 x) \log ^2(x)}{x^4+10 x^2 \log (x)+25 \log ^2(x)} \, dx","Int[(-2*x + x^4 - 2*x^5 + (4*x + 10*x^2 - 20*x^3)*Log[x] + (25 - 50*x)*Log[x]^2)/(x^4 + 10*x^2*Log[x] + 25*Log[x]^2),x]","\int \frac{-2 x+x^4-2 x^5+\left(4 x+10 x^2-20 x^3\right) \log (x)+(25-50 x) \log ^2(x)}{x^4+10 x^2 \log (x)+25 \log ^2(x)} \, dx","-x^2-\frac{2}{\frac{x^2}{\log (x)}+5}+x+3",1,"x - x^2 - 2*Defer[Int][x/(x^2 + 5*Log[x])^2, x] - (4*Defer[Int][x^3/(x^2 + 5*Log[x])^2, x])/5 + (4*Defer[Int][x/(x^2 + 5*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
7446,0,0,0,3.7312951,"\int \frac{-x^6+e^6 \left(32 x^3-32 x^4\right)+e^3 \left(8 x^4-12 x^5\right)+e^{3+x} \left(-4 x^3+3 x^4-x^5+e^6 \left(-32 x+32 x^2-16 x^3\right)+e^3 \left(-24 x^2+20 x^3-8 x^4\right)\right)}{e^{15+3 x} \left(-16+24 x-12 x^2+2 x^3\right)+e^{12+2 x} \left(-48 x^2+72 x^3-36 x^4+6 x^5\right)+e^{9+x} \left(-48 x^4+72 x^5-36 x^6+6 x^7\right)+e^6 \left(-16 x^6+24 x^7-12 x^8+2 x^9\right)} \, dx","Int[(-x^6 + E^6*(32*x^3 - 32*x^4) + E^3*(8*x^4 - 12*x^5) + E^(3 + x)*(-4*x^3 + 3*x^4 - x^5 + E^6*(-32*x + 32*x^2 - 16*x^3) + E^3*(-24*x^2 + 20*x^3 - 8*x^4)))/(E^(15 + 3*x)*(-16 + 24*x - 12*x^2 + 2*x^3) + E^(12 + 2*x)*(-48*x^2 + 72*x^3 - 36*x^4 + 6*x^5) + E^(9 + x)*(-48*x^4 + 72*x^5 - 36*x^6 + 6*x^7) + E^6*(-16*x^6 + 24*x^7 - 12*x^8 + 2*x^9)),x]","\int \frac{-x^6+e^6 \left(32 x^3-32 x^4\right)+e^3 \left(8 x^4-12 x^5\right)+e^{3+x} \left(-4 x^3+3 x^4-x^5+e^6 \left(-32 x+32 x^2-16 x^3\right)+e^3 \left(-24 x^2+20 x^3-8 x^4\right)\right)}{e^{15+3 x} \left(-16+24 x-12 x^2+2 x^3\right)+e^{12+2 x} \left(-48 x^2+72 x^3-36 x^4+6 x^5\right)+e^{9+x} \left(-48 x^4+72 x^5-36 x^6+6 x^7\right)+e^6 \left(-16 x^6+24 x^7-12 x^8+2 x^9\right)} \, dx","\frac{x^2 \left(-\frac{x}{e^3}-4\right)^2}{(4-2 x)^2 \left(x^2+e^{x+3}\right)^2}",1,"(8*(1 + 2*E^3)^2*Defer[Int][(E^(3 + x) + x^2)^(-3), x])/E^6 + (16*(1 + 2*E^3)^2*Defer[Int][1/((-2 + x)*(E^(3 + x) + x^2)^3), x])/E^6 + (4*(1 + 2*E^3)^2*Defer[Int][x/(E^(3 + x) + x^2)^3, x])/E^6 + (2*(1 + 2*E^3)^2*Defer[Int][x^2/(E^(3 + x) + x^2)^3, x])/E^6 + ((1 + 4*E^3)*Defer[Int][x^3/(E^(3 + x) + x^2)^3, x])/E^6 + Defer[Int][x^4/(E^(3 + x) + x^2)^3, x]/(2*E^6) - ((5 + 14*E^3 + 8*E^6)*Defer[Int][(E^(3 + x) + x^2)^(-2), x])/E^6 - (8*(1 + 2*E^3)^2*Defer[Int][1/((-2 + x)^3*(E^(3 + x) + x^2)^2), x])/E^6 - (8*(2 + 7*E^3 + 6*E^6)*Defer[Int][1/((-2 + x)^2*(E^(3 + x) + x^2)^2), x])/E^6 - (16*(1 + 3*E^3 + 2*E^6)*Defer[Int][1/((-2 + x)*(E^(3 + x) + x^2)^2), x])/E^6 - ((3 + 8*E^3)*Defer[Int][x/(E^(3 + x) + x^2)^2, x])/(2*E^6) - Defer[Int][x^2/(E^(3 + x) + x^2)^2, x]/(2*E^6)","F",0,0,0,0,-1,"{}"
7447,1,43,0,0.04911,"\int \frac{-20+e^{2 e^{4 x}} \left(5+40 e^{4 x} x-40 e^{4 x} \log (\log (4))\right)}{4 e^2} \, dx","Int[(-20 + E^(2*E^(4*x))*(5 + 40*E^(4*x)*x - 40*E^(4*x)*Log[Log[4]]))/(4*E^2),x]","\frac{5}{4} e^{-4 x+2 e^{4 x}-2} \left(e^{4 x} x-e^{4 x} \log (\log (4))\right)-\frac{5 x}{e^2}","\frac{5 \left(4-e^{2 e^{4 x}}\right) (\log (\log (4))-x)}{4 e^2}",1,"(-5*x)/E^2 + (5*E^(-2 + 2*E^(4*x) - 4*x)*(E^(4*x)*x - E^(4*x)*Log[Log[4]]))/4","A",3,2,39,0.05128,1,"{12, 2288}"
7448,1,44,0,0.1314945,"\int \frac{2 e^{1+x} x \log (3)+e^2 x^3 \log (3)-2 e^{2+2 x} x^3 \log (3)+\left(-2 \log (3)+e^{1+x} \left(-2 x+2 x^2\right) \log (3)\right) \log (x)+2 \log (3) \log ^2(x)}{e^2 x^3} \, dx","Int[(2*E^(1 + x)*x*Log[3] + E^2*x^3*Log[3] - 2*E^(2 + 2*x)*x^3*Log[3] + (-2*Log[3] + E^(1 + x)*(-2*x + 2*x^2)*Log[3])*Log[x] + 2*Log[3]*Log[x]^2)/(E^2*x^3),x]","-\frac{\log (3) \log ^2(x)}{e^2 x^2}+\frac{2 e^{x-1} \log (3) \log (x)}{x}-\frac{1}{2} e^{2 x} \log (9)+x \log (3)","\log (3) \left(x-\left(e^x-\frac{\log (x)}{e x}\right)^2\right)",1,"x*Log[3] - (E^(2*x)*Log[9])/2 + (2*E^(-1 + x)*Log[3]*Log[x])/x - (Log[3]*Log[x]^2)/(E^2*x^2)","A",10,6,74,0.08108,1,"{12, 14, 2194, 2288, 2304, 2305}"
7449,1,46,0,0.0643624,"\int \frac{1+7 x+13 x^2+x^3+\left(x+2 x^2\right) \log (2 x)+\left(x+2 x^2\right) \log \left(e^{-1+x} x\right)}{x} \, dx","Int[(1 + 7*x + 13*x^2 + x^3 + (x + 2*x^2)*Log[2*x] + (x + 2*x^2)*Log[E^(-1 + x)*x])/x,x]","5 x^2+\left(x^2+x\right) \log (2 x)+\frac{19 x}{4}+\frac{3 \log (x)}{4}+\frac{1}{4} (2 x+1)^2 \log \left(e^{x-1} x\right)","\left(x^2+x\right) \left(\log (2 x)+\log \left(e^{x-1} x\right)+5\right)+\log (x)",1,"(19*x)/4 + 5*x^2 + (3*Log[x])/4 + (x + x^2)*Log[2*x] + ((1 + 2*x)^2*Log[E^(-1 + x)*x])/4","A",10,3,45,0.06667,1,"{14, 2313, 2551}"
7450,1,53,0,0.2115852,"\int \frac{1375-3150 x+550 x^2-660 x^3+55 x^4-6 x^5-6000 x \log (x)}{1875+750 x^2+75 x^4} \, dx","Int[(1375 - 3150*x + 550*x^2 - 660*x^3 + 55*x^4 - 6*x^5 - 6000*x*Log[x])/(1875 + 750*x^2 + 75*x^4),x]","-\frac{x^2}{25}-\frac{11 x}{6 \left(x^2+5\right)}-\frac{8 x^2 \log (x)}{x^2+5}-\frac{11 x^3}{30 \left(x^2+5\right)}+\frac{11 x}{10}","-\left(1-\frac{x}{5}\right)^2+\frac{x}{3}-\frac{8 x \log (x)}{x+\frac{5}{x}}",1,"(11*x)/10 - x^2/25 - (11*x)/(6*(5 + x^2)) - (11*x^3)/(30*(5 + x^2)) - (8*x^2*Log[x])/(5 + x^2)","A",19,11,45,0.2444,1,"{28, 6742, 199, 203, 261, 288, 266, 43, 321, 2335, 260}"
7451,0,0,0,0.4791977,"\int e^{-\frac{5}{6}+e^x} \left(-30+18 e^{2 x}-6 e^{3 x}+12 x+e^x \left(30-30 x+6 x^2\right)\right) \, dx","Int[E^(-5/6 + E^x)*(-30 + 18*E^(2*x) - 6*E^(3*x) + 12*x + E^x*(30 - 30*x + 6*x^2)),x]","\int e^{-\frac{5}{6}+e^x} \left(-30+18 e^{2 x}-6 e^{3 x}+12 x+e^x \left(30-30 x+6 x^2\right)\right) \, dx","6 e^{e^x-\frac{5}{6}} \left(x-e^x\right) \left(x+e^x-5\right)",1,"30*E^(-5/6 + E^x + x) - 6*E^(-5/6 + E^x + 2*x) - (30*ExpIntegralEi[E^x])/E^(5/6) + 12*Defer[Int][E^(-5/6 + E^x)*x, x] - 30*Defer[Int][E^(-5/6 + E^x + x)*x, x] + 6*Defer[Int][E^(-5/6 + E^x + x)*x^2, x]","F",0,0,0,0,-1,"{}"
7452,1,20,0,0.0091885,"\int \frac{1}{3} \left(6+2 x-432 x^3+2 x \log \left(x^2\right)\right) \, dx","Int[(6 + 2*x - 432*x^3 + 2*x*Log[x^2])/3,x]","-36 x^4+\frac{1}{3} x^2 \log \left(x^2\right)+2 x","-36 x^4+\frac{1}{3} x^2 \log \left(x^2\right)+2 x+6",1,"2*x - 36*x^4 + (x^2*Log[x^2])/3","A",3,2,21,0.09524,1,"{12, 2304}"
7453,1,55,0,0.4895645,"\int \frac{12+10 x+5 x \log \left(4 x^2\right)+x \log ^2\left(4 x^2\right)+3 (i \pi +\log (-\log (\log (2))))^2}{16 x+8 x \log \left(4 x^2\right)+x \log ^2\left(4 x^2\right)} \, dx","Int[(12 + 10*x + 5*x*Log[4*x^2] + x*Log[4*x^2]^2 + 3*(I*Pi + Log[-Log[Log[2]]])^2)/(16*x + 8*x*Log[4*x^2] + x*Log[4*x^2]^2),x]","-\frac{3 \left(4-\pi ^2+\log ^2(-\log (\log (2)))+2 i \pi  \log (-\log (\log (2)))\right)}{2 \left(\log \left(4 x^2\right)+4\right)}-\frac{3 x}{\log \left(4 x^2\right)+4}+x","x-\frac{3 \left(x+2+\frac{1}{2} (\log (-\log (\log (2)))+i \pi )^2\right)}{\log \left(4 x^2\right)+4}",1,"x - (3*x)/(4 + Log[4*x^2]) - (3*(4 - Pi^2 + (2*I)*Pi*Log[-Log[Log[2]]] + Log[-Log[Log[2]]]^2))/(2*(4 + Log[4*x^2]))","A",12,8,66,0.1212,1,"{6741, 6742, 2300, 2178, 2353, 2297, 2302, 30}"
7454,1,30,0,0.5277732,"\int \frac{e^{225/x} \left(2 x-x^9\right)+e^{225/x} \left(-450+2 x+225 x^8+7 x^9\right) \log (x)}{4 x-4 x^9+x^{17}} \, dx","Int[(E^(225/x)*(2*x - x^9) + E^(225/x)*(-450 + 2*x + 225*x^8 + 7*x^9)*Log[x])/(4*x - 4*x^9 + x^17),x]","\frac{e^{225/x} x \left(2 \log (x)-x^8 \log (x)\right)}{\left(2-x^8\right)^2}","\frac{e^{225/x} x \log (x)}{2-x^8}+5",1,"(E^(225/x)*x*(2*Log[x] - x^8*Log[x]))/(2 - x^8)^2","A",4,4,58,0.06897,1,"{1594, 28, 6741, 2288}"
7455,0,0,0,11.6451465,"\int \frac{1875 x+e^x \left(750 x-750 x^2\right)+e^{2 x} \left(75 x-150 x^2\right)+\left(-375+e^{2 x} (-15+30 x)+e^x (-150+150 x)\right) \log \left(x^2\right)+\log \left(\frac{25+10 e^x+e^{2 x}-2 x}{x}\right) \left(750+300 e^x+30 e^{2 x}-60 x+\left(-375-150 e^x-15 e^{2 x}+30 x\right) \log \left(x^2\right)\right)}{\log ^2\left(\frac{25+10 e^x+e^{2 x}-2 x}{x}\right) \left(625 x^2+250 e^x x^2+25 e^{2 x} x^2-50 x^3+\left(-250 x-100 e^x x-10 e^{2 x} x+20 x^2\right) \log \left(x^2\right)+\left(25+10 e^x+e^{2 x}-2 x\right) \log ^2\left(x^2\right)\right)} \, dx","Int[(1875*x + E^x*(750*x - 750*x^2) + E^(2*x)*(75*x - 150*x^2) + (-375 + E^(2*x)*(-15 + 30*x) + E^x*(-150 + 150*x))*Log[x^2] + Log[(25 + 10*E^x + E^(2*x) - 2*x)/x]*(750 + 300*E^x + 30*E^(2*x) - 60*x + (-375 - 150*E^x - 15*E^(2*x) + 30*x)*Log[x^2]))/(Log[(25 + 10*E^x + E^(2*x) - 2*x)/x]^2*(625*x^2 + 250*E^x*x^2 + 25*E^(2*x)*x^2 - 50*x^3 + (-250*x - 100*E^x*x - 10*E^(2*x)*x + 20*x^2)*Log[x^2] + (25 + 10*E^x + E^(2*x) - 2*x)*Log[x^2]^2)),x]","\int \frac{1875 x+e^x \left(750 x-750 x^2\right)+e^{2 x} \left(75 x-150 x^2\right)+\left(-375+e^{2 x} (-15+30 x)+e^x (-150+150 x)\right) \log \left(x^2\right)+\log \left(\frac{25+10 e^x+e^{2 x}-2 x}{x}\right) \left(750+300 e^x+30 e^{2 x}-60 x+\left(-375-150 e^x-15 e^{2 x}+30 x\right) \log \left(x^2\right)\right)}{\log ^2\left(\frac{25+10 e^x+e^{2 x}-2 x}{x}\right) \left(625 x^2+250 e^x x^2+25 e^{2 x} x^2-50 x^3+\left(-250 x-100 e^x x-10 e^{2 x} x+20 x^2\right) \log \left(x^2\right)+\left(25+10 e^x+e^{2 x}-2 x\right) \log ^2\left(x^2\right)\right)} \, dx","1-\frac{3 x}{\log \left(\frac{\left(e^x+5\right)^2}{x}-2\right) \left(\frac{\log \left(x^2\right)}{5}-x\right)}",1,"30*Defer[Int][1/(Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]*(5*x - Log[x^2])^2), x] - 75*Defer[Int][x/(Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]*(5*x - Log[x^2])^2), x] + 15*Defer[Int][1/(Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]^2*(5*x - Log[x^2])), x] + 780*Defer[Int][x/((25 + 10*E^x + E^(2*x) - 2*x)*Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]^2*(5*x - Log[x^2])), x] + 150*Defer[Int][(E^x*x)/((25 + 10*E^x + E^(2*x) - 2*x)*Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]^2*(5*x - Log[x^2])), x] + 60*Defer[Int][x^2/((-25 - 10*E^x - E^(2*x) + 2*x)*Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]^2*(5*x - Log[x^2])), x] + 15*Defer[Int][1/(Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]*(5*x - Log[x^2])), x] + 30*Defer[Int][x/(Log[-2 + 25/x + (10*E^x)/x + E^(2*x)/x]^2*(-5*x + Log[x^2])), x]","F",0,0,0,0,-1,"{}"
7456,0,0,0,6.3106945,"\int \frac{-4 x+4 x^2+\left(-2 x+2 x^2\right) \log (x)+\left(-6 x-4 x^2+2 x^3+4 x^4\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+4 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)+\left(\left(-3-2 x^2+2 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+2 x^2\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)\right) \log \left(3+2 x^2-2 x^3+\left(2 x-2 x^2\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)\right)}{\left(-3-2 x^2+2 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+2 x^2\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)} \, dx","Int[(-4*x + 4*x^2 + (-2*x + 2*x^2)*Log[x] + (-6*x - 4*x^2 + 2*x^3 + 4*x^4)*Log[x]*Log[(x*Log[x]^2)/3] + (-2*x + 4*x^3)*Log[x]*Log[(x*Log[x]^2)/3]*Log[Log[(x*Log[x]^2)/3]] + ((-3 - 2*x^2 + 2*x^3)*Log[x]*Log[(x*Log[x]^2)/3] + (-2*x + 2*x^2)*Log[x]*Log[(x*Log[x]^2)/3]*Log[Log[(x*Log[x]^2)/3]])*Log[3 + 2*x^2 - 2*x^3 + (2*x - 2*x^2)*Log[Log[(x*Log[x]^2)/3]]])/((-3 - 2*x^2 + 2*x^3)*Log[x]*Log[(x*Log[x]^2)/3] + (-2*x + 2*x^2)*Log[x]*Log[(x*Log[x]^2)/3]*Log[Log[(x*Log[x]^2)/3]]),x]","\int \frac{-4 x+4 x^2+\left(-2 x+2 x^2\right) \log (x)+\left(-6 x-4 x^2+2 x^3+4 x^4\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+4 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)+\left(\left(-3-2 x^2+2 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+2 x^2\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)\right) \log \left(3+2 x^2-2 x^3+\left(2 x-2 x^2\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)\right)}{\left(-3-2 x^2+2 x^3\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right)+\left(-2 x+2 x^2\right) \log (x) \log \left(\frac{1}{3} x \log ^2(x)\right) \log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)} \, dx","x \left(x+\log \left((2-2 x) x \left(x+\log \left(\log \left(\frac{1}{3} x \log ^2(x)\right)\right)\right)+3\right)\right)",1,"2*x + x^2 + Log[1 - x] + 6*Defer[Int][(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]])^(-1), x] - 2*Defer[Int][x^2/(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]]), x] + 2*Defer[Int][x^3/(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]]), x] - 2*Defer[Int][x/(Log[(x*Log[x]^2)/3]*(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]])), x] + 2*Defer[Int][x^2/(Log[(x*Log[x]^2)/3]*(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]])), x] - 4*Defer[Int][x/(Log[x]*Log[(x*Log[x]^2)/3]*(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]])), x] + 4*Defer[Int][x^2/(Log[x]*Log[(x*Log[x]^2)/3]*(-3 - 2*x^2 + 2*x^3 + 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]])), x] + 3*Defer[Int][1/((-1 + x)*(-3 - 2*x^2 + 2*x^3 - 2*x*Log[Log[(x*Log[x]^2)/3]] + 2*x^2*Log[Log[(x*Log[x]^2)/3]])), x] + Defer[Int][Log[3 + 2*x^2 - 2*x^3 - 2*(-1 + x)*x*Log[Log[(x*Log[x]^2)/3]]], x]","F",0,0,0,0,-1,"{}"
7457,1,12,0,0.0387461,"\int \frac{e^{64 x^3} \left(-4+768 x^3\right)}{x^2} \, dx","Int[(E^(64*x^3)*(-4 + 768*x^3))/x^2,x]","\frac{4 e^{64 x^3}}{x}","4 \left(\frac{e^{64 x^3}}{x}+2\right)",1,"(4*E^(64*x^3))/x","A",1,1,18,0.05556,1,"{2288}"
7458,0,0,0,0.35142,"\int \left(32-32 x+24 x^2+e^x \left(36+27 x^2+9 x^3\right)+\left(32-32 x+e^x \left(36-36 x-18 x^2\right)\right) \log \left(x^2\right)+\left(8+e^x (9+9 x)\right) \log ^2\left(x^2\right)\right) \, dx","Int[32 - 32*x + 24*x^2 + E^x*(36 + 27*x^2 + 9*x^3) + (32 - 32*x + E^x*(36 - 36*x - 18*x^2))*Log[x^2] + (8 + E^x*(9 + 9*x))*Log[x^2]^2,x]","\int \left(32-32 x+24 x^2+e^x \left(36+27 x^2+9 x^3\right)+\left(32-32 x+e^x \left(36-36 x-18 x^2\right)\right) \log \left(x^2\right)+\left(8+e^x (9+9 x)\right) \log ^2\left(x^2\right)\right) \, dx","\left(9 e^x x+8 x\right) \left(\left(x-\log \left(x^2\right)\right)^2+4\right)",1,"16*(2 - x)^2 + 96*x + 36*E^x*x - 16*x^2 + 8*x^3 + 9*E^x*x^3 - 72*ExpIntegralEi[x] + 36*E^x*Log[x^2] - 16*x^2*Log[x^2] - 18*E^x*x^2*Log[x^2] + 8*x*Log[x^2]^2 + 9*Defer[Int][E^x*Log[x^2]^2, x] + 9*Defer[Int][E^x*x*Log[x^2]^2, x]","F",0,0,0,0,-1,"{}"
7459,0,0,0,7.2532457,"\int \exp \left(-4+e^{-4 x^2+2 x^3}+\exp \left(-4+e^{-4 x^2+2 x^3}+x^2-2 x \log (5)+\log ^2(5)\right)+x^2-2 x \log (5)+\log ^2(5)\right) \left(2 x+e^{-4 x^2+2 x^3} \left(-8 x+6 x^2\right)-2 \log (5)\right) \, dx","Int[E^(-4 + E^(-4*x^2 + 2*x^3) + E^(-4 + E^(-4*x^2 + 2*x^3) + x^2 - 2*x*Log[5] + Log[5]^2) + x^2 - 2*x*Log[5] + Log[5]^2)*(2*x + E^(-4*x^2 + 2*x^3)*(-8*x + 6*x^2) - 2*Log[5]),x]","\int \exp \left(-4+e^{-4 x^2+2 x^3}+\exp \left(-4+e^{-4 x^2+2 x^3}+x^2-2 x \log (5)+\log ^2(5)\right)+x^2-2 x \log (5)+\log ^2(5)\right) \left(2 x+e^{-4 x^2+2 x^3} \left(-8 x+6 x^2\right)-2 \log (5)\right) \, dx","e^{e^{e^{2 (x-2) x^2}+(x-\log (5))^2-4}}",1,"-2*Log[5]*Defer[Int][E^(E^(-4*x^2 + 2*x^3) + E^(-4 + E^(-4*x^2 + 2*x^3) + x^2 - 2*x*Log[5] + Log[5]^2) + x^2 - 2*x*Log[5] - 4*(1 - Log[5]^2/4)), x] + 2*Defer[Int][E^(E^(-4*x^2 + 2*x^3) + E^(-4 + E^(-4*x^2 + 2*x^3) + x^2 - 2*x*Log[5] + Log[5]^2) + x^2 - 2*x*Log[5] - 4*(1 - Log[5]^2/4))*x, x] - 8*Defer[Int][E^(E^(-4*x^2 + 2*x^3) + E^(-4 + E^(-4*x^2 + 2*x^3) + x^2 - 2*x*Log[5] + Log[5]^2) + x^2 + 2*(-2 + x)*x^2 - 2*x*Log[5] - 4*(1 - Log[5]^2/4))*x, x] + 6*Defer[Int][E^(E^(-4*x^2 + 2*x^3) + E^(-4 + E^(-4*x^2 + 2*x^3) + x^2 - 2*x*Log[5] + Log[5]^2) + x^2 + 2*(-2 + x)*x^2 - 2*x*Log[5] - 4*(1 - Log[5]^2/4))*x^2, x]","F",0,0,0,0,-1,"{}"
7460,1,41,0,0.344332,"\int \frac{56-8 x+28 x^2-4 x^3+\left(-8-4 x^2\right) \log \left(\frac{2 x}{2+x^2}\right)+\log (x) \left(48-16 x+32 x^2-8 x^3+\left(-8-4 x^2\right) \log \left(\frac{2 x}{2+x^2}\right)\right)}{\left(2+x^2\right) \log (25)} \, dx","Int[(56 - 8*x + 28*x^2 - 4*x^3 + (-8 - 4*x^2)*Log[(2*x)/(2 + x^2)] + Log[x]*(48 - 16*x + 32*x^2 - 8*x^3 + (-8 - 4*x^2)*Log[(2*x)/(2 + x^2)]))/((2 + x^2)*Log[25]),x]","-\frac{4 x^2 \log (x)}{\log (25)}-\frac{4 x \log (x) \log \left(\frac{2 x}{x^2+2}\right)}{\log (25)}+\frac{28 x \log (x)}{\log (25)}","\frac{4 x \log (x) \left(-\log \left(\frac{2 x}{x^2+2}\right)-x+7\right)}{\log (25)}",1,"(28*x*Log[x])/Log[25] - (4*x^2*Log[x])/Log[25] - (4*x*Log[x]*Log[(2*x)/(2 + x^2)])/Log[25]","A",28,12,83,0.1446,1,"{12, 6688, 2357, 2295, 2304, 203, 2324, 4848, 2391, 2523, 388, 2556}"
7461,0,0,0,1.3013963,"\int \frac{1-81 x^2+162 x^3+\left(-1-x^2\right) \log (x)}{x^2+160 x^3+6238 x^4-12960 x^5+6561 x^6+\left(-2 x-160 x^2+164 x^3+160 x^4-162 x^5\right) \log (x)+\left(1-2 x^2+x^4\right) \log ^2(x)} \, dx","Int[(1 - 81*x^2 + 162*x^3 + (-1 - x^2)*Log[x])/(x^2 + 160*x^3 + 6238*x^4 - 12960*x^5 + 6561*x^6 + (-2*x - 160*x^2 + 164*x^3 + 160*x^4 - 162*x^5)*Log[x] + (1 - 2*x^2 + x^4)*Log[x]^2),x]","\int \frac{1-81 x^2+162 x^3+\left(-1-x^2\right) \log (x)}{x^2+160 x^3+6238 x^4-12960 x^5+6561 x^6+\left(-2 x-160 x^2+164 x^3+160 x^4-162 x^5\right) \log (x)+\left(1-2 x^2+x^4\right) \log ^2(x)} \, dx","\frac{x}{(1-x) \left(81 x^2+x-x \log (x)-\log (x)\right)}",1,"161*Defer[Int][(x + 81*x^2 - Log[x] - x*Log[x])^(-2), x] + 120*Defer[Int][1/((-1 + x)*(x + 81*x^2 - Log[x] - x*Log[x])^2), x] + 81*Defer[Int][x/(x + 81*x^2 - Log[x] - x*Log[x])^2, x] - 40*Defer[Int][1/((1 + x)*(x + 81*x^2 - Log[x] - x*Log[x])^2), x] + Defer[Int][1/((-1 + x)^2*(x + 81*x^2 - Log[x] - x*Log[x])), x] + Defer[Int][1/((-1 + x)*(x + 81*x^2 - Log[x] - x*Log[x])), x]/2 + Defer[Int][1/((1 + x)*(x + 81*x^2 - Log[x] - x*Log[x])), x]/2","F",0,0,0,0,-1,"{}"
7462,1,149,0,2.1768349,"\int \exp \left(8+2 e^{4+2 x^2}+2 x+12 x^3+2 x^6+2 e^{2+x^2} \left(-6-2 x^3\right)\right) \left(2 x+2 x^2+8 e^{4+2 x^2} x^3+36 x^4+12 x^7+e^{2+x^2} \left(-24 x^3-12 x^4-8 x^6\right)\right) \, dx","Int[E^(8 + 2*E^(4 + 2*x^2) + 2*x + 12*x^3 + 2*x^6 + 2*E^(2 + x^2)*(-6 - 2*x^3))*(2*x + 2*x^2 + 8*E^(4 + 2*x^2)*x^3 + 36*x^4 + 12*x^7 + E^(2 + x^2)*(-24*x^3 - 12*x^4 - 8*x^6)),x]","\frac{\left(6 x^7+18 x^4+x^2+4 e^{2 x^2+4} x^3-2 e^{x^2+2} \left(2 x^6+3 x^4+6 x^3\right)\right) \exp \left(2 x^6+12 x^3+2 e^{2 x^2+4}-4 e^{x^2+2} \left(x^3+3\right)+2 x+8\right)}{6 x^5-6 e^{x^2+2} x^2+18 x^2+4 e^{2 x^2+4} x-4 e^{x^2+2} \left(x^3+3\right) x+1}","e^{2 \left(-x^3+e^{x^2+2}-3\right)^2+2 x-10} x^2",1,"(E^(8 + 2*E^(4 + 2*x^2) + 2*x + 12*x^3 + 2*x^6 - 4*E^(2 + x^2)*(3 + x^3))*(x^2 + 4*E^(4 + 2*x^2)*x^3 + 18*x^4 + 6*x^7 - 2*E^(2 + x^2)*(6*x^3 + 3*x^4 + 2*x^6)))/(1 + 4*E^(4 + 2*x^2)*x + 18*x^2 - 6*E^(2 + x^2)*x^2 + 6*x^5 - 4*E^(2 + x^2)*x*(3 + x^3))","B",1,1,102,0.009804,1,"{2288}"
7463,0,0,0,0.6840865,"\int \frac{2+e^x+x-x^2+\left(2+2 x-3 x^2+e^x (1+x)\right) \log (x)}{\left(2 x+e^x x+x^2-x^3\right) \log (x)} \, dx","Int[(2 + E^x + x - x^2 + (2 + 2*x - 3*x^2 + E^x*(1 + x))*Log[x])/((2*x + E^x*x + x^2 - x^3)*Log[x]),x]","\int \frac{2+e^x+x-x^2+\left(2+2 x-3 x^2+e^x (1+x)\right) \log (x)}{\left(2 x+e^x x+x^2-x^3\right) \log (x)} \, dx","\log \left(\left(x \left(-x^2+x+e^x+3\right)-x\right) \log (x)\right)-4+\log (5)",1,"x + Log[x] + Log[Log[x]] - Defer[Int][(2 + E^x + x - x^2)^(-1), x] + 3*Defer[Int][x/(-2 - E^x - x + x^2), x] - Defer[Int][x^2/(-2 - E^x - x + x^2), x]","F",0,0,0,0,-1,"{}"
7464,0,0,0,1.1633004,"\int \frac{e \left(192 x+96 x^2+12 x^3\right)+\left(e^5 (-96-24 x)+e \left(192 x+48 x^2\right)\right) \log \left(e^4-2 x\right)}{\left(e^4 x^3-2 x^4\right) \log ^3\left(e^4-2 x\right)} \, dx","Int[(E*(192*x + 96*x^2 + 12*x^3) + (E^5*(-96 - 24*x) + E*(192*x + 48*x^2))*Log[E^4 - 2*x])/((E^4*x^3 - 2*x^4)*Log[E^4 - 2*x]^3),x]","\int \frac{e \left(192 x+96 x^2+12 x^3\right)+\left(e^5 (-96-24 x)+e \left(192 x+48 x^2\right)\right) \log \left(e^4-2 x\right)}{\left(e^4 x^3-2 x^4\right) \log ^3\left(e^4-2 x\right)} \, dx","\frac{3 e (x+4)^2}{x^2 \log ^2\left(e^4-2 x\right)}",1,"(3*(8 + E^4)^2)/(E^7*Log[E^4 - 2*x]^2) + (192*Defer[Int][1/(x^2*Log[E^4 - 2*x]^3), x])/E^3 + (96*(4 + E^4)*Defer[Int][1/(x*Log[E^4 - 2*x]^3), x])/E^7 - 96*E*Defer[Int][1/(x^3*Log[E^4 - 2*x]^2), x] - 24*E*Defer[Int][1/(x^2*Log[E^4 - 2*x]^2), x]","F",0,0,0,0,-1,"{}"
7465,0,0,0,1.4695759,"\int \frac{50 x+5 x^2+x^4+e^{-16 x} \left(25+10 x+x^2\right)+e^{-8 x} \left(-1000-400 x-30 x^2+2 x^3\right)}{x^4+e^{-16 x} \left(25+10 x+x^2\right)+e^{-8 x} \left(10 x^2+2 x^3\right)} \, dx","Int[(50*x + 5*x^2 + x^4 + (25 + 10*x + x^2)/E^(16*x) + (-1000 - 400*x - 30*x^2 + 2*x^3)/E^(8*x))/(x^4 + (25 + 10*x + x^2)/E^(16*x) + (10*x^2 + 2*x^3)/E^(8*x)),x]","\int \frac{50 x+5 x^2+x^4+e^{-16 x} \left(25+10 x+x^2\right)+e^{-8 x} \left(-1000-400 x-30 x^2+2 x^3\right)}{x^4+e^{-16 x} \left(25+10 x+x^2\right)+e^{-8 x} \left(10 x^2+2 x^3\right)} \, dx","x-\frac{5}{\frac{x^2}{x+5}+e^{-8 x}}",1,"-25/x^2 - 5/x + x + 605*Defer[Int][(5 + x + E^(8*x)*x^2)^(-2), x] + 1250*Defer[Int][1/(x^3*(5 + x + E^(8*x)*x^2)^2), x] + 5625*Defer[Int][1/(x^2*(5 + x + E^(8*x)*x^2)^2), x] + 3100*Defer[Int][1/(x*(5 + x + E^(8*x)*x^2)^2), x] + 40*Defer[Int][x/(5 + x + E^(8*x)*x^2)^2, x] - 40*Defer[Int][(5 + x + E^(8*x)*x^2)^(-1), x] - 500*Defer[Int][1/(x^3*(5 + x + E^(8*x)*x^2)), x] - 1150*Defer[Int][1/(x^2*(5 + x + E^(8*x)*x^2)), x] - 410*Defer[Int][1/(x*(5 + x + E^(8*x)*x^2)), x]","F",0,0,0,0,-1,"{}"
7466,1,22,0,0.1383704,"\int \frac{-144+72 x^2}{\left(48 x-71 x^2+24 x^3\right) \log ^2\left(\frac{2 x}{144-213 x+72 x^2}\right)} \, dx","Int[(-144 + 72*x^2)/((48*x - 71*x^2 + 24*x^3)*Log[(2*x)/(144 - 213*x + 72*x^2)]^2),x]","\frac{3}{\log \left(\frac{2 x}{3 \left(24 x^2-71 x+48\right)}\right)}","\frac{3}{\log \left(\frac{1}{\frac{36 (1-x) (2-x)}{x}+\frac{3}{2}}\right)}",1,"3/Log[(2*x)/(3*(48 - 71*x + 24*x^2))]","A",2,2,42,0.04762,1,"{1594, 6686}"
7467,0,0,0,6.141252,"\int \frac{1}{9} \exp \left(e^{\frac{1}{9} \left(4 e^{16} x-8 e^8 x^2+4 x^3\right)} (3+x)+\frac{1}{9} \left(4 e^{16} x-8 e^8 x^2+4 x^3\right)\right) \left(9+36 x^2+12 x^3+e^{16} (12+4 x)+e^8 \left(-48 x-16 x^2\right)\right) \, dx","Int[(E^(E^((4*E^16*x - 8*E^8*x^2 + 4*x^3)/9)*(3 + x) + (4*E^16*x - 8*E^8*x^2 + 4*x^3)/9)*(9 + 36*x^2 + 12*x^3 + E^16*(12 + 4*x) + E^8*(-48*x - 16*x^2)))/9,x]","\int \frac{1}{9} \exp \left(e^{\frac{1}{9} \left(4 e^{16} x-8 e^8 x^2+4 x^3\right)} (3+x)+\frac{1}{9} \left(4 e^{16} x-8 e^8 x^2+4 x^3\right)\right) \left(9+36 x^2+12 x^3+e^{16} (12+4 x)+e^8 \left(-48 x-16 x^2\right)\right) \, dx","e^{e^{\frac{4}{9} x \left(x-e^8\right)^2} (x+3)}+1",1,"((3 + 4*E^16)*Defer[Int][E^((4*(E^8 - x)^2*x)/9 + E^((4*(E^8 - x)^2*x)/9)*(3 + x)), x])/3 - (4*(12 - E^8)*Defer[Int][E^(8 + (4*(E^8 - x)^2*x)/9 + E^((4*(E^8 - x)^2*x)/9)*(3 + x))*x, x])/9 + (4*(9 - 4*E^8)*Defer[Int][E^((4*(E^8 - x)^2*x)/9 + E^((4*(E^8 - x)^2*x)/9)*(3 + x))*x^2, x])/9 + (4*Defer[Int][E^((4*(E^8 - x)^2*x)/9 + E^((4*(E^8 - x)^2*x)/9)*(3 + x))*x^3, x])/3","F",0,0,0,0,-1,"{}"
7468,1,13,0,0.0111102,"\int \left(-125+125 x+125 \log \left(\frac{e^{10+x}}{x}\right)\right) \, dx","Int[-125 + 125*x + 125*Log[E^(10 + x)/x],x]","125 x \log \left(\frac{e^{x+10}}{x}\right)","125 x \log \left(\frac{e^{x+10}}{x}\right)+5",1,"125*x*Log[E^(10 + x)/x]","A",3,1,17,0.05882,1,"{2548}"
7469,0,0,0,1.2411034,"\int \frac{5 x+e^{5+e^x (-3+4 x) \log (x)} \left(-x+e^x \left(3 x-4 x^2+e (-3+4 x)\right)+e^x \left(-x^2-4 x^3+e \left(x+4 x^2\right)\right) \log (x)\right)}{x} \, dx","Int[(5*x + E^(5 + E^x*(-3 + 4*x)*Log[x])*(-x + E^x*(3*x - 4*x^2 + E*(-3 + 4*x)) + E^x*(-x^2 - 4*x^3 + E*(x + 4*x^2))*Log[x]))/x,x]","\int \frac{5 x+e^{5+e^x (-3+4 x) \log (x)} \left(-x+e^x \left(3 x-4 x^2+e (-3+4 x)\right)+e^x \left(-x^2-4 x^3+e \left(x+4 x^2\right)\right) \log (x)\right)}{x} \, dx","(x-e) \left(5-e^{5-e^x (3-4 x) \log (x)}\right)",1,"5*x - E^5*Defer[Int][x^(E^x*(-3 + 4*x)), x] + 3*E^5*Defer[Int][E^x*x^(E^x*(-3 + 4*x)), x] + 4*E^5*Defer[Int][E^(1 + x)*x^(E^x*(-3 + 4*x)), x] + E^5*Log[x]*Defer[Int][E^(1 + x)*x^(E^x*(-3 + 4*x)), x] - 3*E^5*Defer[Int][E^(1 + x)*x^(-1 + E^x*(-3 + 4*x)), x] - 4*E^5*Defer[Int][E^x*x^(1 + E^x*(-3 + 4*x)), x] - (1 - 4*E)*E^5*Log[x]*Defer[Int][E^x*x^(1 + E^x*(-3 + 4*x)), x] - 4*E^5*Log[x]*Defer[Int][E^x*x^(2 + E^x*(-3 + 4*x)), x] - E^5*Defer[Int][Defer[Int][E^(1 + x)*x^(E^x*(-3 + 4*x)), x]/x, x] + (1 - 4*E)*E^5*Defer[Int][Defer[Int][E^x*x^(1 + E^x*(-3 + 4*x)), x]/x, x] + 4*E^5*Defer[Int][Defer[Int][E^x*x^(2 + E^x*(-3 + 4*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
7470,1,65,0,0.2495268,"\int \frac{e^{\frac{-75-e^{e^3}+4 x+2 \log (4)}{x}} \left(75+e^{e^3}+x-2 \log (4)\right)}{x} \, dx","Int[(E^((-75 - E^E^3 + 4*x + 2*Log[4])/x)*(75 + E^E^3 + x - 2*Log[4]))/x,x]","\frac{4^{2/x} e^{-\frac{-4 x+e^{e^3}+75}{x}} \left(75+e^{e^3}-2 \log (4)\right)}{x \left(\frac{-4 x+e^{e^3}+75-\log (16)}{x^2}+\frac{4}{x}\right)}","x e^{\frac{2 x+2 (x-25+\log (4))-e^{e^3}-25}{x}}",1,"(4^(2/x)*(75 + E^E^3 - 2*Log[4]))/(E^((75 + E^E^3 - 4*x)/x)*x*(4/x + (75 + E^E^3 - 4*x - Log[16])/x^2))","B",1,1,38,0.02632,1,"{2288}"
7471,0,0,0,2.4907878,"\int \frac{-12 x^2+2 x^3+4 x^2 \log (x)+\left(-40 x^2+4 x^3+12 x^2 \log (x)\right) \log (5 x)}{36-12 x+x^2+(-24+4 x) \log (x)+4 \log ^2(x)} \, dx","Int[(-12*x^2 + 2*x^3 + 4*x^2*Log[x] + (-40*x^2 + 4*x^3 + 12*x^2*Log[x])*Log[5*x])/(36 - 12*x + x^2 + (-24 + 4*x)*Log[x] + 4*Log[x]^2),x]","\int \frac{-12 x^2+2 x^3+4 x^2 \log (x)+\left(-40 x^2+4 x^3+12 x^2 \log (x)\right) \log (5 x)}{36-12 x+x^2+(-24+4 x) \log (x)+4 \log ^2(x)} \, dx","\frac{x^3 \log (5 x)}{\frac{x}{2}+\log (x)-3}",1,"2*Defer[Int][x^2/(-6 + x + 2*Log[x]), x] - 40*Defer[Int][(x^2*Log[5*x])/(-6 + x + 2*Log[x])^2, x] + 4*Defer[Int][(x^3*Log[5*x])/(-6 + x + 2*Log[x])^2, x] + 12*Defer[Int][(x^2*Log[x]*Log[5*x])/(-6 + x + 2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
7472,1,28,0,0.018688,"\int \frac{32-8 \left(i \pi +\log \left(-e^{3-e^3} \left(1-5 e^{-3+e^3}\right)\right)\right)}{x^3} \, dx","Int[(32 - 8*(I*Pi + Log[-(E^(3 - E^3)*(1 - 5*E^(-3 + E^3)))]))/x^3,x]","-\frac{4 \left(4-i \pi -\log \left(5-e^{3-e^3}\right)\right)}{x^2}","\frac{4 \left(-4+i \pi +\log \left(5-e^{3-e^3}\right)\right)}{x^2}",1,"(-4*(4 - I*Pi - Log[5 - E^(3 - E^3)]))/x^2","A",2,2,37,0.05405,1,"{12, 30}"
7473,0,0,0,2.8121849,"\int \frac{e^{\frac{2 \left(2+4 x+4 x^2\right)}{x+x^2}} (-2-4 x)+15 x^2+49 x^3+62 x^4+39 x^5+13 x^6+2 x^7+e^{\frac{2+4 x+4 x^2}{x+x^2}} \left(-10-26 x-11 x^2+4 x^3+7 x^4+2 x^5\right)}{8 x^2+16 x^3+8 x^4} \, dx","Int[(E^((2*(2 + 4*x + 4*x^2))/(x + x^2))*(-2 - 4*x) + 15*x^2 + 49*x^3 + 62*x^4 + 39*x^5 + 13*x^6 + 2*x^7 + E^((2 + 4*x + 4*x^2)/(x + x^2))*(-10 - 26*x - 11*x^2 + 4*x^3 + 7*x^4 + 2*x^5))/(8*x^2 + 16*x^3 + 8*x^4),x]","\int \frac{e^{\frac{2 \left(2+4 x+4 x^2\right)}{x+x^2}} (-2-4 x)+15 x^2+49 x^3+62 x^4+39 x^5+13 x^6+2 x^7+e^{\frac{2+4 x+4 x^2}{x+x^2}} \left(-10-26 x-11 x^2+4 x^3+7 x^4+2 x^5\right)}{8 x^2+16 x^3+8 x^4} \, dx","\frac{1}{16} \left((x+4) x-x+e^{\frac{2}{x (x+1)}+4}+5\right)^2",1,"(15*x)/8 + (19*x^2)/16 + (3*x^3)/8 + x^4/16 + (3*Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x))), x])/8 - (5*Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x)))/x^2, x])/4 - Defer[Int][E^((4*(1 + 2*x + 2*x^2))/(x*(1 + x)))/x^2, x]/4 - (3*Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x)))/x, x])/4 + Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x)))*x, x]/4 + (3*Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x)))/(1 + x)^2, x])/4 + Defer[Int][E^((4*(1 + 2*x + 2*x^2))/(x*(1 + x)))/(1 + x)^2, x]/4 + Defer[Int][E^((2*(1 + 2*x + 2*x^2))/(x*(1 + x)))/(1 + x), x]/4","F",0,0,0,0,-1,"{}"
7474,1,78,0,1.2578543,"\int \frac{-25 x^2-10 x^3-x^4+\left(-100 x-10 x^2+22 x^3+4 x^4\right) \log (-2+x)}{(-150+75 x) \log ^2(-2+x)} \, dx","Int[(-25*x^2 - 10*x^3 - x^4 + (-100*x - 10*x^2 + 22*x^3 + 4*x^4)*Log[-2 + x])/((-150 + 75*x)*Log[-2 + x]^2),x]","-\frac{(2-x) x^3}{75 \log (x-2)}-\frac{4 (2-x) x^2}{25 \log (x-2)}-\frac{49 (2-x) x}{75 \log (x-2)}-\frac{98 (2-x)}{75 \log (x-2)}+\frac{196}{75 \log (x-2)}","\frac{\left(\frac{x^2}{5}+x\right)^2}{3 \log (x-2)}",1,"196/(75*Log[-2 + x]) - (98*(2 - x))/(75*Log[-2 + x]) - (49*(2 - x)*x)/(75*Log[-2 + x]) - (4*(2 - x)*x^2)/(25*Log[-2 + x]) - ((2 - x)*x^3)/(75*Log[-2 + x])","B",77,15,54,0.2778,1,"{6688, 12, 6742, 2418, 2389, 2297, 2298, 2390, 2302, 30, 2400, 2399, 2309, 2178, 2417}"
7475,0,0,0,4.7896117,"\int \frac{e^{-\frac{e^x}{\log (2)}} \left(e^x \left(-33 x^2-8 x^3+x^4\right)+\left(88 x+17 x^2-x^3\right) \log (2)+\left(e^x \left(-33 x-8 x^2+x^3\right)+(33+11 x) \log (2)\right) \log \left(9+6 x+x^2\right)\right)}{\left(1452+220 x-76 x^2+4 x^3\right) \log (2)} \, dx","Int[(E^x*(-33*x^2 - 8*x^3 + x^4) + (88*x + 17*x^2 - x^3)*Log[2] + (E^x*(-33*x - 8*x^2 + x^3) + (33 + 11*x)*Log[2])*Log[9 + 6*x + x^2])/(E^(E^x/Log[2])*(1452 + 220*x - 76*x^2 + 4*x^3)*Log[2]),x]","\int \frac{e^{-\frac{e^x}{\log (2)}} \left(e^x \left(-33 x^2-8 x^3+x^4\right)+\left(88 x+17 x^2-x^3\right) \log (2)+\left(e^x \left(-33 x-8 x^2+x^3\right)+(33+11 x) \log (2)\right) \log \left(9+6 x+x^2\right)\right)}{\left(1452+220 x-76 x^2+4 x^3\right) \log (2)} \, dx","\frac{x e^{-\frac{e^x}{\log (2)}} \left(x+\log \left((x+3)^2\right)\right)}{4 (11-x)}",1,"-11/(4*E^(E^x/Log[2])) - ExpIntegralEi[-(E^x/Log[2])]/4 - Log[(3 + x)^2]/(4*E^(E^x/Log[2])) + (121*Defer[Int][1/(E^(E^x/Log[2])*(-11 + x)^2), x])/4 + (11*Log[(3 + x)^2]*Defer[Int][1/(E^(E^x/Log[2])*(-11 + x)^2), x])/4 + (121*Defer[Int][E^(x - E^x/Log[2])/(-11 + x), x])/(4*Log[2]) + (11*Log[(3 + x)^2]*Defer[Int][E^(x - E^x/Log[2])/(-11 + x), x])/(4*Log[2]) - (11*Defer[Int][1/(E^(E^x/Log[2])*(-11 + x)), x])/28 + Defer[Int][E^(x - E^x/Log[2])*x, x]/(4*Log[2]) + (11*Defer[Int][1/(E^(E^x/Log[2])*(3 + x)), x])/28 - (11*Defer[Int][Defer[Int][1/(E^(E^x/Log[2])*(-11 + x)^2), x]/(3 + x), x])/2 - (11*Defer[Int][Defer[Int][E^(x - E^x/Log[2])/(-11 + x), x]/(3 + x), x])/(2*Log[2])","F",0,0,0,0,-1,"{}"
7476,1,12,0,0.0172835,"\int \frac{1}{4} e^{9+e^x} \left(1+e^x x\right) \, dx","Int[(E^(9 + E^x)*(1 + E^x*x))/4,x]","\frac{1}{4} e^{e^x+9} x","\frac{1}{4} e^{e^x+9} x+4",1,"(E^(9 + E^x)*x)/4","A",2,2,18,0.1111,1,"{12, 2288}"
7477,0,0,0,0.9491744,"\int \frac{1+e^{e^2+x} (-2 e-2 x)-x}{-x+e^{e^2+x} \left(e^2+2 e x+x^2\right)} \, dx","Int[(1 + E^(E^2 + x)*(-2*E - 2*x) - x)/(-x + E^(E^2 + x)*(E^2 + 2*E*x + x^2)),x]","\int \frac{1+e^{e^2+x} (-2 e-2 x)-x}{-x+e^{e^2+x} \left(e^2+2 e x+x^2\right)} \, dx","x-\log \left(x-e^{x+e^2} (x+e)^2\right)",1,"-2*Log[E + x] - Defer[Int][(E^(2 + E^2 + x) - x + 2*E^(1 + E^2 + x)*x + E^(E^2 + x)*x^2)^(-1), x] - Defer[Int][x/(E^(2 + E^2 + x) - x + 2*E^(1 + E^2 + x)*x + E^(E^2 + x)*x^2), x] + 2*E*Defer[Int][1/((E + x)*(E^(2 + E^2 + x) - x + 2*E^(1 + E^2 + x)*x + E^(E^2 + x)*x^2)), x]","F",0,0,0,0,-1,"{}"
7478,1,13,0,0.0044426,"\int -2 e^{e^{e^8}-x} \, dx","Int[-2*E^(E^E^8 - x),x]","2 e^{e^{e^8}-x}","2 e^{e^{e^8}-x}+16",1,"2*E^(E^E^8 - x)","A",2,2,13,0.1538,1,"{12, 2194}"
7479,1,43,0,0.1293788,"\int \frac{-25 e^2 x^2+e^4 \left(-200 x+50 x^2\right)}{4 x^2-4 x^3+x^4+e^4 \left(64-64 x+16 x^2\right)+e^2 \left(32 x-32 x^2+8 x^3\right)} \, dx","Int[(-25*E^2*x^2 + E^4*(-200*x + 50*x^2))/(4*x^2 - 4*x^3 + x^4 + E^4*(64 - 64*x + 16*x^2) + E^2*(32*x - 32*x^2 + 8*x^3)),x]","-\frac{25 e^2 \left(\left(1-2 e^2\right) x+4 e^2\right)}{-x^2+2 \left(1-2 e^2\right) x+8 e^2}","\frac{25 x^2}{2 (2-x) \left(-\frac{x}{e^2}-4\right)}",1,"(-25*E^2*(4*E^2 + (1 - 2*E^2)*x))/(8*E^2 + 2*(1 - 2*E^2)*x - x^2)","A",4,4,71,0.05634,1,"{1680, 12, 1814, 8}"
7480,1,24,0,0.0585791,"\int \frac{1}{2} e^{-2+\frac{e^{x^2}}{2}+x^2} \left(x+4 e^2 x\right) \, dx","Int[(E^(-2 + E^x^2/2 + x^2)*(x + 4*E^2*x))/2,x]","\frac{1}{2} \left(1+4 e^2\right) e^{\frac{e^{x^2}}{2}-2}","\left(2+\frac{1}{2 e^2}\right) e^{\frac{e^{x^2}}{2}}",1,"(E^(-2 + E^x^2/2)*(1 + 4*E^2))/2","A",5,5,28,0.1786,1,"{6, 12, 6715, 2282, 2194}"
7481,1,21,0,0.5161368,"\int \frac{e^{-x} \left(4+\left(-4+4 e^x x^6\right) \log (x)+(-20-4 x) \log (x) \log \left(\frac{\log (x)}{x}\right)\right)}{x^6 \log (x)} \, dx","Int[(4 + (-4 + 4*E^x*x^6)*Log[x] + (-20 - 4*x)*Log[x]*Log[Log[x]/x])/(E^x*x^6*Log[x]),x]","\frac{4 e^{-x} \log \left(\frac{\log (x)}{x}\right)}{x^5}+4 x","4 \left(\frac{e^{-x} \log \left(\frac{\log (x)}{x}\right)}{x^5}+x\right)+5",1,"4*x + (4*Log[Log[x]/x])/(E^x*x^5)","A",3,2,43,0.04651,1,"{6742, 2288}"
7482,1,49,0,0.2144259,"\int \frac{e^{e^{1+e^{1-x}+x-\log ^4(2)}} \left(-1+e^{1+e^{1-x}+x-\log ^4(2)} \left(x-e^{1-x} x\right)\right)}{x^2} \, dx","Int[(E^E^(1 + E^(1 - x) + x - Log[2]^4)*(-1 + E^(1 + E^(1 - x) + x - Log[2]^4)*(x - E^(1 - x)*x)))/x^2,x]","\frac{\left(x-e^{1-x} x\right) e^{e^{x+e^{1-x}+1-\log ^4(2)}}}{\left(1-e^{1-x}\right) x^2}","\frac{e^{e^{x+e^{1-x}+1-\log ^4(2)}}}{x}",1,"(E^E^(1 + E^(1 - x) + x - Log[2]^4)*(x - E^(1 - x)*x))/((1 - E^(1 - x))*x^2)","B",1,1,57,0.01754,1,"{2288}"
7483,-1,0,0,180.0039665,"\int \frac{380 x^4+100 e^{\frac{2 e^{2 x}}{x^2}} x^4-400 x^5+100 x^6+e^x \left(-40 x^2+80 x^3-20 x^4\right)+e^{\frac{e^{2 x}}{x^2}} \left(e^{3 x} (40-40 x)+400 x^4-200 x^5+e^{2 x} \left(-40 x+40 x^2\right)+e^x \left(-20 x^2+20 x^3\right)\right)}{e^{2 x} x^2+x^4-20 x^5+110 x^6+25 e^{\frac{2 e^{2 x}}{x^2}} x^6-100 x^7+25 x^8+e^x \left(-2 x^3+20 x^4-10 x^5\right)+e^{\frac{e^{2 x}}{x^2}} \left(10 e^x x^4-10 x^5+100 x^6-50 x^7\right)} \, dx","Int[(380*x^4 + 100*E^((2*E^(2*x))/x^2)*x^4 - 400*x^5 + 100*x^6 + E^x*(-40*x^2 + 80*x^3 - 20*x^4) + E^(E^(2*x)/x^2)*(E^(3*x)*(40 - 40*x) + 400*x^4 - 200*x^5 + E^(2*x)*(-40*x + 40*x^2) + E^x*(-20*x^2 + 20*x^3)))/(E^(2*x)*x^2 + x^4 - 20*x^5 + 110*x^6 + 25*E^((2*E^(2*x))/x^2)*x^6 - 100*x^7 + 25*x^8 + E^x*(-2*x^3 + 20*x^4 - 10*x^5) + E^(E^(2*x)/x^2)*(10*E^x*x^4 - 10*x^5 + 100*x^6 - 50*x^7)),x]","\text{\$Aborted}","\frac{4}{\frac{x-e^x}{5 \left(\left(e^{\frac{e^{2 x}}{x^2}}-x\right) x+2 x\right)}-x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7484,0,0,0,5.9041674,"\int \frac{-8+9 x-8 e^x x+8 x^2+\left(-18-32 x+e^x (16+16 x)\right) \log \left(\frac{1}{2} \left(8-9 x+8 e^x x-8 x^2\right)\right)}{8-9 x+8 e^x x-8 x^2} \, dx","Int[(-8 + 9*x - 8*E^x*x + 8*x^2 + (-18 - 32*x + E^x*(16 + 16*x))*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2])/(8 - 9*x + 8*E^x*x - 8*x^2),x]","\int \frac{-8+9 x-8 e^x x+8 x^2+\left(-18-32 x+e^x (16+16 x)\right) \log \left(\frac{1}{2} \left(8-9 x+8 e^x x-8 x^2\right)\right)}{8-9 x+8 e^x x-8 x^2} \, dx","\log ^2\left(-4 \left(x-e^x+1\right) x-\frac{x}{2}+4\right)-x",1,"-3*x - x^2 + 2*x*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2] - 16*Defer[Int][(-8 + 9*x - 8*E^x*x + 8*x^2)^(-1), x] + 16*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2]*Defer[Int][(-8 + 9*x - 8*E^x*x + 8*x^2)^(-1), x] + 16*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2]*Defer[Int][1/(x*(-8 + 9*x - 8*E^x*x + 8*x^2)), x] - 16*Defer[Int][x/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 2*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2]*Defer[Int][x/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 2*Defer[Int][x^2/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 16*Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2]*Defer[Int][x^2/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 16*Defer[Int][x^3/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 2*Defer[Int][Log[(8 - 9*x + 8*E^x*x - 8*x^2)/2]/x, x] - 16*Defer[Int][Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x], x] - 16*Defer[Int][Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x]/x, x] - 128*Defer[Int][Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x]/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 128*Defer[Int][Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x]/(x*(-8 + 9*x - 8*E^x*x + 8*x^2)), x] + 16*Defer[Int][(x*Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 128*Defer[Int][(x^2*Defer[Int][(-8 + (9 - 8*E^x)*x + 8*x^2)^(-1), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 16*Defer[Int][Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x], x] - 16*Defer[Int][Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x]/x, x] - 128*Defer[Int][Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x]/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 128*Defer[Int][Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x]/(x*(-8 + 9*x - 8*E^x*x + 8*x^2)), x] + 16*Defer[Int][(x*Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 128*Defer[Int][(x^2*Defer[Int][1/(x*(-8 + (9 - 8*E^x)*x + 8*x^2)), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 2*Defer[Int][Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x], x] + 2*Defer[Int][Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/x, x] + 16*Defer[Int][Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 16*Defer[Int][Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/(x*(-8 + 9*x - 8*E^x*x + 8*x^2)), x] - 2*Defer[Int][(x*Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 16*Defer[Int][(x^2*Defer[Int][x/(-8 + (9 - 8*E^x)*x + 8*x^2), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 16*Defer[Int][Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x], x] + 16*Defer[Int][Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/x, x] + 128*Defer[Int][Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/(-8 + 9*x - 8*E^x*x + 8*x^2), x] + 128*Defer[Int][Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x]/(x*(-8 + 9*x - 8*E^x*x + 8*x^2)), x] - 16*Defer[Int][(x*Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x] - 128*Defer[Int][(x^2*Defer[Int][x^2/(-8 + (9 - 8*E^x)*x + 8*x^2), x])/(-8 + 9*x - 8*E^x*x + 8*x^2), x]","F",0,0,0,0,-1,"{}"
7485,1,17,0,0.0118901,"\int \frac{-73-24 x+12 x^2}{15-30 x+15 x^2} \, dx","Int[(-73 - 24*x + 12*x^2)/(15 - 30*x + 15*x^2),x]","\frac{4 x}{5}-\frac{17}{3 (1-x)}","-\frac{\left(\frac{20}{3}-x\right) x}{1-x}+2 x+\frac{1}{5} (-x-1-\log (4))-2",1,"-17/(3*(1 - x)) + (4*x)/5","A",4,3,23,0.1304,1,"{27, 12, 683}"
7486,1,21,0,0.0959667,"\int \frac{2-4 x-2 x^2+e^{2+x} \left(1+2 x+x^2\right)+e^x \left(30+60 x+30 x^2\right)}{1+2 x+x^2} \, dx","Int[(2 - 4*x - 2*x^2 + E^(2 + x)*(1 + 2*x + x^2) + E^x*(30 + 60*x + 30*x^2))/(1 + 2*x + x^2),x]","-2 x+30 e^x+e^{x+2}-\frac{4}{x+1}","2 \left(5 \left(3 e^x+5\right)-x\right)+e^{x+2}-\frac{4}{x+1}+e^5+5",1,"30*E^x + E^(2 + x) - 2*x - 4/(1 + x)","A",7,4,49,0.08163,1,"{27, 6688, 2194, 683}"
7487,1,12,0,0.2623549,"\int \frac{-1-2 e^{e^x+x} x \log ^2(x)}{x \log ^2(x)} \, dx","Int[(-1 - 2*E^(E^x + x)*x*Log[x]^2)/(x*Log[x]^2),x]","\frac{1}{\log (x)}-2 e^{e^x}","3-2 \left(e^{e^x}-\frac{1}{2 \log (x)}+2\right)",1,"-2*E^E^x + Log[x]^(-1)","A",6,5,24,0.2083,1,"{6742, 2282, 2194, 2302, 30}"
7488,1,64,0,1.8535158,"\int \frac{e^{-x-8 x^2} \left(10 x-4 x^2-81 x^3-16 x^4-5 e^{x+8 x^2} \log ^4(9)\right)}{\left(25+10 x+x^2\right) \log ^4(9)} \, dx","Int[(E^(-x - 8*x^2)*(10*x - 4*x^2 - 81*x^3 - 16*x^4 - 5*E^(x + 8*x^2)*Log[9]^4))/((25 + 10*x + x^2)*Log[9]^4),x]","\frac{e^{-8 x^2-x} x}{\log ^4(9)}-\frac{5 e^{-8 x^2-x}}{\log ^4(9)}+\frac{25 e^{-8 x^2-x}}{(x+5) \log ^4(9)}+\frac{5}{x+5}","\frac{\frac{e^{-8 x^2-x} x^2}{\log ^4(9)}-x}{x+5}",1,"5/(5 + x) - (5*E^(-x - 8*x^2))/Log[9]^4 + (E^(-x - 8*x^2)*x)/Log[9]^4 + (25*E^(-x - 8*x^2))/((5 + x)*Log[9]^4)","B",42,8,60,0.1333,1,"{12, 27, 6742, 2242, 2234, 2205, 2240, 2241}"
7489,0,0,0,0.2840346,"\int \frac{5 x+\exp \left(e^{\frac{-3 x+3 \log (x)}{x}}+\frac{-3 x+3 \log (x)}{x}\right) (6-6 \log (x))}{2 x^2} \, dx","Int[(5*x + E^(E^((-3*x + 3*Log[x])/x) + (-3*x + 3*Log[x])/x)*(6 - 6*Log[x]))/(2*x^2),x]","\int \frac{5 x+\exp \left(e^{\frac{-3 x+3 \log (x)}{x}}+\frac{-3 x+3 \log (x)}{x}\right) (6-6 \log (x))}{2 x^2} \, dx","\frac{5}{2} \log \left(\frac{e^4 x}{5}-x\right)+e^{e^{\frac{3 (\log (x)-x)}{x}}}",1,"(5*Log[x])/2 + 3*Defer[Int][E^(-3 + x^(3/x)/E^3)*x^(-2 + 3/x), x] - 3*Log[x]*Defer[Int][E^(-3 + x^(3/x)/E^3)*x^(-2 + 3/x), x] + 3*Defer[Int][Defer[Int][E^(-3 + x^(3/x)/E^3)*x^(-2 + 3/x), x]/x, x]","F",0,0,0,0,-1,"{}"
7490,0,0,0,1.5946371,"\int \frac{3 x^2+e^5 \left(-x^2-x^3\right)+\left(-6 x+2 e^5 x^2\right) \log \left(\frac{e^x x}{6}\right)+\left(-6 x+2 e^5 x^2\right) \log \left(\frac{3-e^5 x}{x}\right)}{-3 x^4+e^5 x^5+\left(-3+e^5 x\right) \log ^2\left(\frac{e^x x}{6}\right)+\left(6 x^2-2 e^5 x^3\right) \log \left(\frac{3-e^5 x}{x}\right)+\left(-3+e^5 x\right) \log ^2\left(\frac{3-e^5 x}{x}\right)+\log \left(\frac{e^x x}{6}\right) \left(6 x^2-2 e^5 x^3+\left(-6+2 e^5 x\right) \log \left(\frac{3-e^5 x}{x}\right)\right)} \, dx","Int[(3*x^2 + E^5*(-x^2 - x^3) + (-6*x + 2*E^5*x^2)*Log[(E^x*x)/6] + (-6*x + 2*E^5*x^2)*Log[(3 - E^5*x)/x])/(-3*x^4 + E^5*x^5 + (-3 + E^5*x)*Log[(E^x*x)/6]^2 + (6*x^2 - 2*E^5*x^3)*Log[(3 - E^5*x)/x] + (-3 + E^5*x)*Log[(3 - E^5*x)/x]^2 + Log[(E^x*x)/6]*(6*x^2 - 2*E^5*x^3 + (-6 + 2*E^5*x)*Log[(3 - E^5*x)/x])),x]","\int \frac{3 x^2+e^5 \left(-x^2-x^3\right)+\left(-6 x+2 e^5 x^2\right) \log \left(\frac{e^x x}{6}\right)+\left(-6 x+2 e^5 x^2\right) \log \left(\frac{3-e^5 x}{x}\right)}{-3 x^4+e^5 x^5+\left(-3+e^5 x\right) \log ^2\left(\frac{e^x x}{6}\right)+\left(6 x^2-2 e^5 x^3\right) \log \left(\frac{3-e^5 x}{x}\right)+\left(-3+e^5 x\right) \log ^2\left(\frac{3-e^5 x}{x}\right)+\log \left(\frac{e^x x}{6}\right) \left(6 x^2-2 e^5 x^3+\left(-6+2 e^5 x\right) \log \left(\frac{3-e^5 x}{x}\right)\right)} \, dx","\frac{x^2}{-x^2+\log \left(\frac{3}{x}-e^5\right)+\log \left(\frac{e^x x}{6}\right)}",1,"(-3*Defer[Int][(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6])^(-2), x])/E^5 - Defer[Int][x/(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6])^2, x] - Defer[Int][x^2/(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6])^2, x] + 2*Defer[Int][x^3/(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6])^2, x] - (9*Defer[Int][1/((-3 + E^5*x)*(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6])^2), x])/E^5 - 2*Defer[Int][x/(x^2 - Log[-E^5 + 3/x] - Log[(E^x*x)/6]), x]","F",0,0,0,0,-1,"{}"
7491,0,0,0,0.7995783,"\int \frac{5 e^{50+2 x}+10 e^{25+x} x+5 x^2+e^{3 x} \left(-9+18 e^{25+x}+27 x\right)}{5 e^{50+2 x}+10 e^{25+x} x+5 x^2} \, dx","Int[(5*E^(50 + 2*x) + 10*E^(25 + x)*x + 5*x^2 + E^(3*x)*(-9 + 18*E^(25 + x) + 27*x))/(5*E^(50 + 2*x) + 10*E^(25 + x)*x + 5*x^2),x]","\int \frac{5 e^{50+2 x}+10 e^{25+x} x+5 x^2+e^{3 x} \left(-9+18 e^{25+x}+27 x\right)}{5 e^{50+2 x}+10 e^{25+x} x+5 x^2} \, dx","x+\frac{9 e^{3 x}}{5 \left(x+e^{x+25}\right)}-3",1,"(9*E^(-50 + x))/5 + (9*E^(-25 + 2*x))/5 - (9*E^(-50 + x)*(1 + x))/5 + (5*E^75 + 18*x)^2/(180*E^75) + (9*Defer[Int][x^3/(E^(25 + x) + x)^2, x])/(5*E^75) - (9*Defer[Int][x^4/(E^(25 + x) + x)^2, x])/(5*E^75) - (27*Defer[Int][x^2/(E^(25 + x) + x), x])/(5*E^75) + (9*Defer[Int][x^3/(E^(25 + x) + x), x])/(5*E^75)","F",0,0,0,0,-1,"{}"
7492,1,24,0,0.0266353,"\int \frac{e^{e^x} \left(96+32 x+e^x \left(96 x+16 x^2\right)\right)}{i \pi +\log (25)} \, dx","Int[(E^E^x*(96 + 32*x + E^x*(96*x + 16*x^2)))/(I*Pi + Log[25]),x]","\frac{16 e^{e^x} \left(x^2+6 x\right)}{\log (25)+i \pi }","-3+\frac{16 e^{e^x} x (x+6)}{\log (25)+i \pi }",1,"(16*E^E^x*(6*x + x^2))/(I*Pi + Log[25])","A",2,2,34,0.05882,1,"{12, 2288}"
7493,1,4,0,0.0003752,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","\frac{2 x-x \log (2 x)}{x}",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
7494,0,0,0,0.2510337,"\int \frac{1-20 x+12 x^3+\left(19-12 x^2\right) \log (x)+(x-\log (x)) \log \left(-\frac{e^{4+e^4}}{-x+\log (x)}\right)}{-x+\log (x)} \, dx","Int[(1 - 20*x + 12*x^3 + (19 - 12*x^2)*Log[x] + (x - Log[x])*Log[-(E^(4 + E^4)/(-x + Log[x]))])/(-x + Log[x]),x]","\int \frac{1-20 x+12 x^3+\left(19-12 x^2\right) \log (x)+(x-\log (x)) \log \left(-\frac{e^{4+e^4}}{-x+\log (x)}\right)}{-x+\log (x)} \, dx","x \left(-4 x^2-\log \left(\frac{e^{4+e^4}}{x-\log (x)}\right)+19\right)",1,"19*x - (4 + E^4)*x - 4*x^3 + Defer[Int][x/(x - Log[x]), x] + Defer[Int][(-x + Log[x])^(-1), x] - Defer[Int][Log[(x - Log[x])^(-1)], x]","F",0,0,0,0,-1,"{}"
7495,0,0,0,1.6603866,"\int \frac{80 e^{-2 e^5+2 x}+40 e^{-e^5+x} \log (5)+5 \log ^2(5)+\exp \left(\frac{5 e^{-e^5+x}+2 e^{-e^5+x} \log (\log (4))}{4 e^{-e^5+x}+\log (5)}\right) \left(5 e^{-e^5+x} \log (5)+2 e^{-e^5+x} \log (5) \log (\log (4))\right)}{16 e^{-2 e^5+2 x}+8 e^{-e^5+x} \log (5)+\log ^2(5)} \, dx","Int[(80*E^(-2*E^5 + 2*x) + 40*E^(-E^5 + x)*Log[5] + 5*Log[5]^2 + E^((5*E^(-E^5 + x) + 2*E^(-E^5 + x)*Log[Log[4]])/(4*E^(-E^5 + x) + Log[5]))*(5*E^(-E^5 + x)*Log[5] + 2*E^(-E^5 + x)*Log[5]*Log[Log[4]]))/(16*E^(-2*E^5 + 2*x) + 8*E^(-E^5 + x)*Log[5] + Log[5]^2),x]","\int \frac{80 e^{-2 e^5+2 x}+40 e^{-e^5+x} \log (5)+5 \log ^2(5)+\exp \left(\frac{5 e^{-e^5+x}+2 e^{-e^5+x} \log (\log (4))}{4 e^{-e^5+x}+\log (5)}\right) \left(5 e^{-e^5+x} \log (5)+2 e^{-e^5+x} \log (5) \log (\log (4))\right)}{16 e^{-2 e^5+2 x}+8 e^{-e^5+x} \log (5)+\log ^2(5)} \, dx","5 x+e^{\frac{5+2 \log (\log (4))}{e^{e^5-x} \log (5)+4}}",1,"5*x + Log[5]*(5 + 2*Log[Log[4]])*Defer[Subst][Defer[Int][(E^((5*x)/(4*x + Log[5]))*Log[4]^((2*x)/(4*x + Log[5])))/(4*x + Log[5])^2, x], x, E^((-2*E^5 + 2*x)/2)]","F",0,0,0,0,-1,"{}"
7496,0,0,0,1.7448262,"\int \frac{\left(8-2 e^x-2 x\right) \log \left(-4+e^x+x\right)+\left(12 x+21 x^2-6 x^3+e^x \left(-3 x-6 x^2\right)\right) \log (x) \log ^2\left(-4+e^x+x\right)+\left(x+e^x x\right) \log (x) \log \left(\log ^2(x)\right)}{\left(-12 x+3 e^x x+3 x^2\right) \log (x) \log ^2\left(-4+e^x+x\right)} \, dx","Int[((8 - 2*E^x - 2*x)*Log[-4 + E^x + x] + (12*x + 21*x^2 - 6*x^3 + E^x*(-3*x - 6*x^2))*Log[x]*Log[-4 + E^x + x]^2 + (x + E^x*x)*Log[x]*Log[Log[x]^2])/((-12*x + 3*E^x*x + 3*x^2)*Log[x]*Log[-4 + E^x + x]^2),x]","\int \frac{\left(8-2 e^x-2 x\right) \log \left(-4+e^x+x\right)+\left(12 x+21 x^2-6 x^3+e^x \left(-3 x-6 x^2\right)\right) \log (x) \log ^2\left(-4+e^x+x\right)+\left(x+e^x x\right) \log (x) \log \left(\log ^2(x)\right)}{\left(-12 x+3 e^x x+3 x^2\right) \log (x) \log ^2\left(-4+e^x+x\right)} \, dx","-x^2-x-\frac{\log \left(\log ^2(x)\right)}{3 \log \left(x+e^x-4\right)}",1,"-x - x^2 - (2*Defer[Int][1/(x*Log[x]*Log[-4 + E^x + x]), x])/3 + Defer[Int][Log[Log[x]^2]/Log[-4 + E^x + x]^2, x]/3 + (5*Defer[Int][Log[Log[x]^2]/((-4 + E^x + x)*Log[-4 + E^x + x]^2), x])/3 - Defer[Int][(x*Log[Log[x]^2])/((-4 + E^x + x)*Log[-4 + E^x + x]^2), x]/3","F",0,0,0,0,-1,"{}"
7497,0,0,0,1.1384834,"\int \frac{-20-4 x+(5+x) \log \left(\frac{5+x}{x}\right)+\log (x) \left(5-20 x-4 x^2+e^x \left(20 x+4 x^2\right)+\left(5 x+x^2+e^x \left(-5 x-x^2\right)\right) \log \left(\frac{5+x}{x}\right)\right)}{\log (x) \left(-20 x-4 x^2+\left(5 x+x^2\right) \log \left(\frac{5+x}{x}\right)\right)} \, dx","Int[(-20 - 4*x + (5 + x)*Log[(5 + x)/x] + Log[x]*(5 - 20*x - 4*x^2 + E^x*(20*x + 4*x^2) + (5*x + x^2 + E^x*(-5*x - x^2))*Log[(5 + x)/x]))/(Log[x]*(-20*x - 4*x^2 + (5*x + x^2)*Log[(5 + x)/x])),x]","\int \frac{-20-4 x+(5+x) \log \left(\frac{5+x}{x}\right)+\log (x) \left(5-20 x-4 x^2+e^x \left(20 x+4 x^2\right)+\left(5 x+x^2+e^x \left(-5 x-x^2\right)\right) \log \left(\frac{5+x}{x}\right)\right)}{\log (x) \left(-20 x-4 x^2+\left(5 x+x^2\right) \log \left(\frac{5+x}{x}\right)\right)} \, dx","\log \left(\frac{e^{x-e^x} \log (x)}{\log \left(\frac{x+5}{x}\right)-4}\right)",1,"-E^x + x + Log[Log[x]] + Defer[Int][1/(x*(-4 + Log[1 + 5/x])), x] - Defer[Int][1/((5 + x)*(-4 + Log[1 + 5/x])), x]","F",0,0,0,0,-1,"{}"
7498,0,0,0,2.3683409,"\int \frac{2205-13230 x+31080 x^2-36120 x^3+20900 x^4-4840 x^5+e^x \left(-105+430 x-645 x^2+430 x^3-110 x^4\right)}{441 x^2-2646 x^3+6657 x^4-8988 x^5+6868 x^6-2816 x^7+484 x^8+e^{2 x} \left(1-4 x+6 x^2-4 x^3+x^4\right)+e^x \left(-42 x+210 x^2-422 x^3+426 x^4-216 x^5+44 x^6\right)} \, dx","Int[(2205 - 13230*x + 31080*x^2 - 36120*x^3 + 20900*x^4 - 4840*x^5 + E^x*(-105 + 430*x - 645*x^2 + 430*x^3 - 110*x^4))/(441*x^2 - 2646*x^3 + 6657*x^4 - 8988*x^5 + 6868*x^6 - 2816*x^7 + 484*x^8 + E^(2*x)*(1 - 4*x + 6*x^2 - 4*x^3 + x^4) + E^x*(-42*x + 210*x^2 - 422*x^3 + 426*x^4 - 216*x^5 + 44*x^6)),x]","\int \frac{2205-13230 x+31080 x^2-36120 x^3+20900 x^4-4840 x^5+e^x \left(-105+430 x-645 x^2+430 x^3-110 x^4\right)}{441 x^2-2646 x^3+6657 x^4-8988 x^5+6868 x^6-2816 x^7+484 x^8+e^{2 x} \left(1-4 x+6 x^2-4 x^3+x^4\right)+e^x \left(-42 x+210 x^2-422 x^3+426 x^4-216 x^5+44 x^6\right)} \, dx","\frac{5}{x^2+\frac{e^x}{\frac{x^2}{(1-x)^2}+21}-x}",1,"2215*Defer[Int][(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^(-2), x] + 5*Defer[Int][1/((-1 + x)^2*(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2), x] + 15*Defer[Int][1/((-1 + x)*(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2), x] - 11020*Defer[Int][x/(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2, x] + 18060*Defer[Int][x^2/(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2, x] - 11660*Defer[Int][x^3/(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2, x] + 2420*Defer[Int][x^4/(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^2, x] + 100*Defer[Int][(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)^(-1), x] - 10*Defer[Int][1/((-1 + x)^2*(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)), x] - 15*Defer[Int][1/((-1 + x)*(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3)), x] - 110*Defer[Int][x/(-E^x + 21*x + E^x*x - 42*x^2 + 22*x^3), x]","F",0,0,0,0,-1,"{}"
7499,1,21,0,0.3389154,"\int \exp \left(1+4 x+6 x^2+4 x^3+x^4+\left(-4-12 x-12 x^2-4 x^3\right) \log \left((8+i \pi )^2\right)+\left(6+12 x+6 x^2\right) \log ^2\left((8+i \pi )^2\right)+(-4-4 x) \log ^3\left((8+i \pi )^2\right)+\log ^4\left((8+i \pi )^2\right)\right) \left(20+60 x+60 x^2+20 x^3+\left(-60-120 x-60 x^2\right) \log \left((8+i \pi )^2\right)+(60+60 x) \log ^2\left((8+i \pi )^2\right)-20 \log ^3\left((8+i \pi )^2\right)\right) \, dx","Int[E^(1 + 4*x + 6*x^2 + 4*x^3 + x^4 + (-4 - 12*x - 12*x^2 - 4*x^3)*Log[(8 + I*Pi)^2] + (6 + 12*x + 6*x^2)*Log[(8 + I*Pi)^2]^2 + (-4 - 4*x)*Log[(8 + I*Pi)^2]^3 + Log[(8 + I*Pi)^2]^4)*(20 + 60*x + 60*x^2 + 20*x^3 + (-60 - 120*x - 60*x^2)*Log[(8 + I*Pi)^2] + (60 + 60*x)*Log[(8 + I*Pi)^2]^2 - 20*Log[(8 + I*Pi)^2]^3),x]","5 e^{\left(x+1-\log \left((8+i \pi )^2\right)\right)^4}","5 e^{\left(-x-1+\log \left((8+i \pi )^2\right)\right)^4}",1,"5*E^(1 + x - Log[(8 + I*Pi)^2])^4","A",4,4,168,0.02381,1,"{2227, 2226, 12, 2209}"
7500,0,0,0,7.2333748,"\int \frac{\exp \left(\frac{1}{4} \left(-9+24 x-16 x^2-(-12+16 x) \log \left(4 x-x^2\right)-4 \log ^2\left(4 x-x^2\right)\right)\right) \left(-36-6 x+90 x^2-24 x^3+\left(24+36 x-12 x^2\right) \log \left(4 x-x^2\right)\right)}{-4 x+x^2} \, dx","Int[(E^((-9 + 24*x - 16*x^2 - (-12 + 16*x)*Log[4*x - x^2] - 4*Log[4*x - x^2]^2)/4)*(-36 - 6*x + 90*x^2 - 24*x^3 + (24 + 36*x - 12*x^2)*Log[4*x - x^2]))/(-4*x + x^2),x]","\int \frac{\exp \left(\frac{1}{4} \left(-9+24 x-16 x^2-(-12+16 x) \log \left(4 x-x^2\right)-4 \log ^2\left(4 x-x^2\right)\right)\right) \left(-36-6 x+90 x^2-24 x^3+\left(24+36 x-12 x^2\right) \log \left(4 x-x^2\right)\right)}{-4 x+x^2} \, dx","3 e^{-\left(\log \left(4 x-x^2\right)+2 x-\frac{3}{2}\right)^2}+1",1,"36*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*((4 - x)*x)^(2 - 4*x), x] + 6*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*x*((4 - x)*x)^(2 - 4*x), x] - 90*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*x^2*((4 - x)*x)^(2 - 4*x), x] + 24*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*x^3*((4 - x)*x)^(2 - 4*x), x] - 24*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*((4 - x)*x)^(2 - 4*x)*Log[(4 - x)*x], x] - 36*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*x*((4 - x)*x)^(2 - 4*x)*Log[(4 - x)*x], x] + 12*Defer[Int][E^((-9 + 24*x - 16*x^2 - 4*Log[-((-4 + x)*x)]^2)/4)*x^2*((4 - x)*x)^(2 - 4*x)*Log[(4 - x)*x], x]","F",0,0,0,0,-1,"{}"
7501,0,0,0,5.9271636,"\int \frac{\left(-1400+200 x+70 x^2-10 x^3+e^{2 x} (-56+8 x)+e^x \left(560-80 x-14 x^2+2 x^3\right)\right) \log (x)+\left(-700+200 x-35 x^2+e^{2 x} (-28+8 x)+e^x \left(280-80 x+7 x^2-7 x^3+x^4\right)\right) \log ^2(x)}{51200+2048 e^{2 x}-5120 x^2+128 x^4+e^x \left(-20480+1024 x^2\right)} \, dx","Int[((-1400 + 200*x + 70*x^2 - 10*x^3 + E^(2*x)*(-56 + 8*x) + E^x*(560 - 80*x - 14*x^2 + 2*x^3))*Log[x] + (-700 + 200*x - 35*x^2 + E^(2*x)*(-28 + 8*x) + E^x*(280 - 80*x + 7*x^2 - 7*x^3 + x^4))*Log[x]^2)/(51200 + 2048*E^(2*x) - 5120*x^2 + 128*x^4 + E^x*(-20480 + 1024*x^2)),x]","\int \frac{\left(-1400+200 x+70 x^2-10 x^3+e^{2 x} (-56+8 x)+e^x \left(560-80 x-14 x^2+2 x^3\right)\right) \log (x)+\left(-700+200 x-35 x^2+e^{2 x} (-28+8 x)+e^x \left(280-80 x+7 x^2-7 x^3+x^4\right)\right) \log ^2(x)}{51200+2048 e^{2 x}-5120 x^2+128 x^4+e^x \left(-20480+1024 x^2\right)} \, dx","\frac{(7-x) x \log ^2(x)}{256 \left(\frac{x^2}{2 \left(5-e^x\right)}-2\right)}",1,"(7*x*Log[x])/256 - (x^2*Log[x])/512 - ((14*x - x^2)*Log[x])/512 - (7*x*Log[x]^2)/512 + (x^2*Log[x]^2)/512 + (7*Log[x]*Defer[Int][x^2/(-20 + 4*E^x + x^2), x])/256 - (Log[x]*Defer[Int][x^3/(-20 + 4*E^x + x^2), x])/256 - (35*Defer[Int][(x^3*Log[x]^2)/(-20 + 4*E^x + x^2)^2, x])/128 + (3*Defer[Int][(x^4*Log[x]^2)/(-20 + 4*E^x + x^2)^2, x])/256 + (9*Defer[Int][(x^5*Log[x]^2)/(-20 + 4*E^x + x^2)^2, x])/512 - Defer[Int][(x^6*Log[x]^2)/(-20 + 4*E^x + x^2)^2, x]/512 + (21*Defer[Int][(x^2*Log[x]^2)/(-20 + 4*E^x + x^2), x])/512 - (11*Defer[Int][(x^3*Log[x]^2)/(-20 + 4*E^x + x^2), x])/512 + Defer[Int][(x^4*Log[x]^2)/(-20 + 4*E^x + x^2), x]/512 - (7*Defer[Int][Defer[Int][x^2/(-20 + 4*E^x + x^2), x]/x, x])/256 + Defer[Int][Defer[Int][x^3/(-20 + 4*E^x + x^2), x]/x, x]/256","F",0,0,0,0,-1,"{}"
7502,1,56,0,0.908586,"\int \frac{e^{-\log ^2\left(x^2\right)} \left(-x+e^{\log ^2\left(x^2\right)} \left(3 x-x^2+e^{21+x} \left(-3 x+x^2\right)\right)+(-12+4 x) \log (-3+x) \log \left(x^2\right)\right)}{-3 x+x^2} \, dx","Int[(-x + E^Log[x^2]^2*(3*x - x^2 + E^(21 + x)*(-3*x + x^2)) + (-12 + 4*x)*Log[-3 + x]*Log[x^2])/(E^Log[x^2]^2*(-3*x + x^2)),x]","-\frac{e^{-\log ^2\left(x^2\right)} \left(3 \log (x-3) \log \left(x^2\right)-x \log (x-3) \log \left(x^2\right)\right)}{(3-x) \log \left(x^2\right)}-x+e^{x+21}","-e^{-\log ^2\left(x^2\right)} \log (x-3)-x+e^{x+21}",1,"E^(21 + x) - x - (3*Log[-3 + x]*Log[x^2] - x*Log[-3 + x]*Log[x^2])/(E^Log[x^2]^2*(3 - x)*Log[x^2])","B",5,4,69,0.05797,1,"{1593, 6742, 2194, 2288}"
7503,1,22,0,0.0227764,"\int \left(6-2 e^x+e^{x-4 e^{25} x} \left(-2+8 e^{25}\right)\right) \, dx","Int[6 - 2*E^x + E^(x - 4*E^25*x)*(-2 + 8*E^25),x]","6 x-2 e^x-2 e^{\left(1-4 e^{25}\right) x}","2 x+2 \left(2 x-e^x-e^{x-4 e^{25} x}\right)",1,"-2*E^x - 2*E^((1 - 4*E^25)*x) + 6*x","A",4,2,25,0.08000,1,"{2194, 2227}"
7504,1,88,0,0.2577144,"\int \frac{e^{-x} \left(\left(-36+24 e^2-4 e^4\right) \log \left(\frac{81-12 e^6+e^8+e^2 (-108-324 x)+486 x+729 x^2+e^4 (54+54 x)}{81 x^2}\right)+\left(-9 x+6 e^2 x-e^4 x-27 x^2\right) \log ^2\left(\frac{81-12 e^6+e^8+e^2 (-108-324 x)+486 x+729 x^2+e^4 (54+54 x)}{81 x^2}\right)\right)}{9 x-6 e^2 x+e^4 x+27 x^2} \, dx","Int[((-36 + 24*E^2 - 4*E^4)*Log[(81 - 12*E^6 + E^8 + E^2*(-108 - 324*x) + 486*x + 729*x^2 + E^4*(54 + 54*x))/(81*x^2)] + (-9*x + 6*E^2*x - E^4*x - 27*x^2)*Log[(81 - 12*E^6 + E^8 + E^2*(-108 - 324*x) + 486*x + 729*x^2 + E^4*(54 + 54*x))/(81*x^2)]^2)/(E^x*(9*x - 6*E^2*x + E^4*x + 27*x^2)),x]","\frac{e^{-x} \left(27 x^2+e^4 x-6 e^2 x+9 x\right) \log ^2\left(\frac{729 x^2+486 x+54 e^4 (x+1)-108 e^2 (3 x+1)+e^8-12 e^6+81}{81 x^2}\right)}{x \left(27 x+\left(e^2-3\right)^2\right)}","e^{-x} \log ^2\left(\left(\frac{\left(\frac{e^2}{3}-1\right)^2}{x}+3\right)^2\right)",1,"((9*x - 6*E^2*x + E^4*x + 27*x^2)*Log[(81 - 12*E^6 + E^8 + 486*x + 729*x^2 + 54*E^4*(1 + x) - 108*E^2*(1 + 3*x))/(81*x^2)]^2)/(E^x*x*((-3 + E^2)^2 + 27*x))","B",4,3,154,0.01948,1,"{6, 1593, 2288}"
7505,1,25,0,5.8635733,"\int \frac{1}{8} \exp \left(\frac{1}{16} \left(144-96 x+112 x^2-32 x^3+16 x^4+e^x \left(24 x-8 x^2+8 x^3\right) \log (4)+e^{2 x} x^2 \log ^2(4)\right)\right) \left(-48+112 x-48 x^2+32 x^3+e^x \left(12+4 x+8 x^2+4 x^3\right) \log (4)+e^{2 x} \left(x+x^2\right) \log ^2(4)\right) \, dx","Int[(E^((144 - 96*x + 112*x^2 - 32*x^3 + 16*x^4 + E^x*(24*x - 8*x^2 + 8*x^3)*Log[4] + E^(2*x)*x^2*Log[4]^2)/16)*(-48 + 112*x - 48*x^2 + 32*x^3 + E^x*(12 + 4*x + 8*x^2 + 4*x^3)*Log[4] + E^(2*x)*(x + x^2)*Log[4]^2))/8,x]","e^{\frac{1}{16} \left(4 x^2-4 x+e^x x \log (4)+12\right)^2}","\exp \left(\left(-x-\left(x \left(x+\frac{1}{4} e^x \log (4)-2\right)\right)-3\right)^2\right)",1,"E^((12 - 4*x + 4*x^2 + E^x*x*Log[4])^2/16)","A",3,3,114,0.02632,1,"{12, 6741, 6706}"
7506,1,35,0,0.4681342,"\int \frac{-9 x+36 x \log \left(\frac{1}{4} (16+e+4 x)\right)+(32+2 e+8 x) \log ^3\left(\frac{1}{4} (16+e+4 x)\right)}{\left(32 x+2 e x+8 x^2\right) \log ^3\left(\frac{1}{4} (16+e+4 x)\right)} \, dx","Int[(-9*x + 36*x*Log[(16 + E + 4*x)/4] + (32 + 2*E + 8*x)*Log[(16 + E + 4*x)/4]^3)/((32*x + 2*E*x + 8*x^2)*Log[(16 + E + 4*x)/4]^3),x]","\frac{9}{16 \log ^2\left(x+\frac{16+e}{4}\right)}+\log (x)-\frac{9}{2 \log \left(x+\frac{16+e}{4}\right)}","\left(3-\frac{3}{4 \log \left(\frac{1}{4} (4 x+e)+4\right)}\right)^2+\log (x)",1,"Log[x] + 9/(16*Log[(16 + E)/4 + x]^2) - 9/(2*Log[(16 + E)/4 + x])","A",12,7,69,0.1014,1,"{6, 1593, 6688, 2390, 12, 2302, 30}"
7507,0,0,0,8.1900692,"\int \left(-1+\exp \left(e^{-2 x+e^x x-e^{6 x} x+2 x^2}-2 x+e^x x-e^{6 x} x+2 x^2\right) \left(-4+e^{6 x} (-2-12 x)+8 x+e^x (2+2 x)\right)\right) \, dx","Int[-1 + E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) - 2*x + E^x*x - E^(6*x)*x + 2*x^2)*(-4 + E^(6*x)*(-2 - 12*x) + 8*x + E^x*(2 + 2*x)),x]","\int \left(-1+\exp \left(e^{-2 x+e^x x-e^{6 x} x+2 x^2}-2 x+e^x x-e^{6 x} x+2 x^2\right) \left(-4+e^{6 x} (-2-12 x)+8 x+e^x (2+2 x)\right)\right) \, dx","2 e^{e^{x^2+\left(x+e^x-e^{6 x}-2\right) x}}-x",1,"-x - 4*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) - 2*x + E^x*x - E^(6*x)*x + 2*x^2), x] + 2*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) - x + E^x*x - E^(6*x)*x + 2*x^2), x] - 2*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) + 4*x + E^x*x - E^(6*x)*x + 2*x^2), x] + 8*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) - 2*x + E^x*x - E^(6*x)*x + 2*x^2)*x, x] + 2*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) - x + E^x*x - E^(6*x)*x + 2*x^2)*x, x] - 12*Defer[Int][E^(E^(-2*x + E^x*x - E^(6*x)*x + 2*x^2) + 4*x + E^x*x - E^(6*x)*x + 2*x^2)*x, x]","F",0,0,0,0,-1,"{}"
7508,0,0,0,1.3170665,"\int \frac{\left(-8 x+12 x^2+72 x^3+32 x^4\right) \log (x)+\left(64-216 x-148 x^2-44 x^3-16 x^4+\left(224 x+284 x^2+60 x^3+32 x^4\right) \log (x)\right) \log \left(8+x+x^2\right)}{\left(8 x+x^2+x^3\right) \log ^2(x)} \, dx","Int[((-8*x + 12*x^2 + 72*x^3 + 32*x^4)*Log[x] + (64 - 216*x - 148*x^2 - 44*x^3 - 16*x^4 + (224*x + 284*x^2 + 60*x^3 + 32*x^4)*Log[x])*Log[8 + x + x^2])/((8*x + x^2 + x^3)*Log[x]^2),x]","\int \frac{\left(-8 x+12 x^2+72 x^3+32 x^4\right) \log (x)+\left(64-216 x-148 x^2-44 x^3-16 x^4+\left(224 x+284 x^2+60 x^3+32 x^4\right) \log (x)\right) \log \left(8+x+x^2\right)}{\left(8 x+x^2+x^3\right) \log ^2(x)} \, dx","\frac{4 (x+2) (4 x-1) \log \left(x^2+x+8\right)}{\log (x)}",1,"28*Log[8 + x + x^2]*LogIntegral[x] + 4*Defer[Int][((2 + x)*(1 + 2*x)*(-1 + 4*x))/((8 + x + x^2)*Log[x]), x] - 28*Defer[Int][Log[8 + x + x^2]/Log[x]^2, x] + 8*Defer[Int][Log[8 + x + x^2]/(x*Log[x]^2), x] - 16*Defer[Int][(x*Log[8 + x + x^2])/Log[x]^2, x] + 32*Defer[Int][(x*Log[8 + x + x^2])/Log[x], x] - ((56*I)*Defer[Int][LogIntegral[x]/(-1 + I*Sqrt[31] - 2*x), x])/Sqrt[31] - (56*(31 + I*Sqrt[31])*Defer[Int][LogIntegral[x]/(1 - I*Sqrt[31] + 2*x), x])/31 - ((56*I)*Defer[Int][LogIntegral[x]/(1 + I*Sqrt[31] + 2*x), x])/Sqrt[31] - (56*(31 - I*Sqrt[31])*Defer[Int][LogIntegral[x]/(1 + I*Sqrt[31] + 2*x), x])/31","F",0,0,0,0,-1,"{}"
7509,1,87,0,0.3227803,"\int \frac{30000 e^{2 x^2} x^4+e^{-4+2 e^x-2 x} \left(-15000-15000 x+15000 e^x x\right)+e^{-2+e^x-x+x^2} \left(-15000 x-15000 x^2+15000 e^x x^2+30000 x^3\right)}{x^3} \, dx","Int[(30000*E^(2*x^2)*x^4 + E^(-4 + 2*E^x - 2*x)*(-15000 - 15000*x + 15000*E^x*x) + E^(-2 + E^x - x + x^2)*(-15000*x - 15000*x^2 + 15000*E^x*x^2 + 30000*x^3))/x^3,x]","\frac{7500 e^{-2 \left(x-e^x+2\right)} \left(x-e^x x\right)}{\left(1-e^x\right) x^3}+7500 e^{2 x^2}+\frac{15000 e^{x^2-x+e^x-2} \left(-2 x^2-e^x x+x\right)}{\left(-2 x-e^x+1\right) x^2}","7500 \left(e^{x^2}+\frac{e^{-x+e^x-2}}{x}\right)^2",1,"7500*E^(2*x^2) + (7500*(x - E^x*x))/(E^(2*(2 - E^x + x))*(1 - E^x)*x^3) + (15000*E^(-2 + E^x - x + x^2)*(x - E^x*x - 2*x^2))/((1 - E^x - 2*x)*x^2)","B",5,3,77,0.03896,1,"{14, 2209, 2288}"
7510,1,7,0,0.0024822,"\int (225+45 \log (2)) \, dx","Int[225 + 45*Log[2],x]","45 x (5+\log (2))","5 (9 x+2) (5+\log (2))",1,"45*x*(5 + Log[2])","A",1,1,6,0.1667,1,"{8}"
7511,0,0,0,4.7670087,"\int \frac{-16 e^{2 x} \log (5)+e^x \left(-48 x^2+12 x^3\right) \log (5)-32 e^{2 x} \log (5) \log (6 x)}{9 x^7+24 e^x x^5 \log (6 x)+16 e^{2 x} x^3 \log ^2(6 x)} \, dx","Int[(-16*E^(2*x)*Log[5] + E^x*(-48*x^2 + 12*x^3)*Log[5] - 32*E^(2*x)*Log[5]*Log[6*x])/(9*x^7 + 24*E^x*x^5*Log[6*x] + 16*E^(2*x)*x^3*Log[6*x]^2),x]","\int \frac{-16 e^{2 x} \log (5)+e^x \left(-48 x^2+12 x^3\right) \log (5)-32 e^{2 x} \log (5) \log (6 x)}{9 x^7+24 e^x x^5 \log (6 x)+16 e^{2 x} x^3 \log ^2(6 x)} \, dx","\frac{\log (5)}{x^2 \left(\frac{3}{4} e^{-x} x^2+\log (6 x)\right)}",1,"12*Log[5]*Defer[Int][E^x/(3*x^2 + 4*E^x*Log[6*x])^2, x] - 24*Log[5]*Defer[Int][E^x/(x*(3*x^2 + 4*E^x*Log[6*x])^2), x] + 12*Log[5]*Defer[Int][E^x/(x*Log[6*x]*(3*x^2 + 4*E^x*Log[6*x])^2), x] - 8*Log[5]*Defer[Int][E^x/(x^3*(3*x^2 + 4*E^x*Log[6*x])), x] - 4*Log[5]*Defer[Int][E^x/(x^3*Log[6*x]*(3*x^2 + 4*E^x*Log[6*x])), x]","F",0,0,0,0,-1,"{}"
7512,1,95,0,1.0984513,"\int \frac{e^{-2 e^{e^x}} \left(e^{\frac{4}{-1+x}} \left(2 x-2 x^2\right)+e^{\frac{8}{-1+x}} \left(1-10 x+x^2\right)+\left(-2 x+2 x^2+e^{\frac{4}{-1+x}} \left(-2+12 x-2 x^2\right)\right) \log (-1+x)+\left(1-2 x+x^2\right) \log ^2(-1+x)+e^{e^x} \left(e^{\frac{8}{-1+x}+x} \left(-2 x+4 x^2-2 x^3\right)+e^{\frac{4}{-1+x}+x} \left(4 x-8 x^2+4 x^3\right) \log (-1+x)+e^x \left(-2 x+4 x^2-2 x^3\right) \log ^2(-1+x)\right)\right)}{1-2 x+x^2} \, dx","Int[(E^(4/(-1 + x))*(2*x - 2*x^2) + E^(8/(-1 + x))*(1 - 10*x + x^2) + (-2*x + 2*x^2 + E^(4/(-1 + x))*(-2 + 12*x - 2*x^2))*Log[-1 + x] + (1 - 2*x + x^2)*Log[-1 + x]^2 + E^E^x*(E^(8/(-1 + x) + x)*(-2*x + 4*x^2 - 2*x^3) + E^(4/(-1 + x) + x)*(4*x - 8*x^2 + 4*x^3)*Log[-1 + x] + E^x*(-2*x + 4*x^2 - 2*x^3)*Log[-1 + x]^2))/(E^(2*E^E^x)*(1 - 2*x + x^2)),x]","\frac{e^{-x-2 e^{e^x}} \left(e^{x-\frac{8}{1-x}} \left(x^3-2 x^2+x\right)+e^x \left(x^3-2 x^2+x\right) \log ^2(x-1)-2 e^{x-\frac{4}{1-x}} \left(x^3-2 x^2+x\right) \log (x-1)\right)}{(1-x)^2}","e^{-2 e^{e^x}} x \left(e^{\frac{4}{x-1}}-\log (x-1)\right)^2",1,"(E^(-2*E^E^x - x)*(E^(-8/(1 - x) + x)*(x - 2*x^2 + x^3) - 2*E^(-4/(1 - x) + x)*(x - 2*x^2 + x^3)*Log[-1 + x] + E^x*(x - 2*x^2 + x^3)*Log[-1 + x]^2))/(1 - x)^2","B",2,2,194,0.01031,1,"{27, 2288}"
7513,1,16,0,0.5940814,"\int \frac{-2 x+(4+2 x) \log (2+x)+\left(2 x+x^2+(4+2 x) \log (2+x)\right) \log \left(-\frac{x}{x+2 \log (2+x)}\right)}{2 x+x^2+(4+2 x) \log (2+x)} \, dx","Int[(-2*x + (4 + 2*x)*Log[2 + x] + (2*x + x^2 + (4 + 2*x)*Log[2 + x])*Log[-(x/(x + 2*Log[2 + x]))])/(2*x + x^2 + (4 + 2*x)*Log[2 + x]),x]","x \log \left(-\frac{x}{x+2 \log (x+2)}\right)","x \log \left(\frac{1}{-\frac{2 \log (x+2)}{x}-1}\right)",1,"x*Log[-(x/(x + 2*Log[2 + x]))]","A",11,3,66,0.04545,1,"{6688, 6742, 2549}"
7514,0,0,0,0.2943689,"\int \frac{-5 x^2+\left(8 x^2+x^2 \log \left(\frac{14}{5}\right)\right)^{\left.\frac{1}{5}\right/x} \left(6-3 \log \left(8 x^2+x^2 \log \left(\frac{14}{5}\right)\right)\right)}{5 x^2} \, dx","Int[(-5*x^2 + (8*x^2 + x^2*Log[14/5])^(1/(5*x))*(6 - 3*Log[8*x^2 + x^2*Log[14/5]]))/(5*x^2),x]","\int \frac{-5 x^2+\left(8 x^2+x^2 \log \left(\frac{14}{5}\right)\right)^{\left.\frac{1}{5}\right/x} \left(6-3 \log \left(8 x^2+x^2 \log \left(\frac{14}{5}\right)\right)\right)}{5 x^2} \, dx","3 \left(x^2\right)^{\left.\frac{1}{5}\right/x} \left(\frac{1}{2} \left(16+2 \log \left(\frac{14}{5}\right)\right)\right)^{\left.\frac{1}{5}\right/x}-x",1,"-x + (6*Defer[Int][(x^2)^(-1 + 1/(5*x))*(8 + Log[14/5])^(1/(5*x)), x])/5 - (3*Log[x^2*(8 + Log[14/5])]*Defer[Int][(x^2)^(-1 + 1/(5*x))*(8 + Log[14/5])^(1/(5*x)), x])/5 + (6*Defer[Int][Defer[Int][(x^2)^(-1 + 1/(5*x))*(8 + Log[14/5])^(1/(5*x)), x]/x, x])/5","F",0,0,0,0,-1,"{}"
7515,1,9,0,0.0017467,"\int (-9+10 x) \, dx","Int[-9 + 10*x,x]","5 x^2-9 x","5 \left(x^2-2 x+4+\log ^2(3)\right)+x",1,"-9*x + 5*x^2","A",1,0,5,0,1,"{}"
7516,0,0,0,0.7774916,"\int \frac{-160+24 x^2+16 x^3+\left(-160-24 x^2-8 x^3\right) \log \left(\frac{20+3 x^2+x^3}{x^2}\right)}{20+3 x^2+x^3+\left(-40-6 x^2-2 x^3\right) \log \left(\frac{20+3 x^2+x^3}{x^2}\right)+\left(20+3 x^2+x^3\right) \log ^2\left(\frac{20+3 x^2+x^3}{x^2}\right)} \, dx","Int[(-160 + 24*x^2 + 16*x^3 + (-160 - 24*x^2 - 8*x^3)*Log[(20 + 3*x^2 + x^3)/x^2])/(20 + 3*x^2 + x^3 + (-40 - 6*x^2 - 2*x^3)*Log[(20 + 3*x^2 + x^3)/x^2] + (20 + 3*x^2 + x^3)*Log[(20 + 3*x^2 + x^3)/x^2]^2),x]","\int \frac{-160+24 x^2+16 x^3+\left(-160-24 x^2-8 x^3\right) \log \left(\frac{20+3 x^2+x^3}{x^2}\right)}{20+3 x^2+x^3+\left(-40-6 x^2-2 x^3\right) \log \left(\frac{20+3 x^2+x^3}{x^2}\right)+\left(20+3 x^2+x^3\right) \log ^2\left(\frac{20+3 x^2+x^3}{x^2}\right)} \, dx","\frac{8 x}{1-\log \left(x-\frac{2 x-\frac{20}{x}}{x}+5\right)}",1,"8*Defer[Int][(1 - Log[3 + 20/x^2 + x])^(-1), x] + 8*Defer[Int][(-1 + Log[3 + 20/x^2 + x])^(-2), x] - 480*Defer[Int][1/((20 + 3*x^2 + x^3)*(-1 + Log[3 + 20/x^2 + x])^2), x] - 24*Defer[Int][x^2/((20 + 3*x^2 + x^3)*(-1 + Log[3 + 20/x^2 + x])^2), x]","F",0,0,0,0,-1,"{}"
7517,1,16,0,0.0616285,"\int \frac{e^{1+x} x-\log \left(3 e^{4+e^{1+x}}\right)}{x^2} \, dx","Int[(E^(1 + x)*x - Log[3*E^(4 + E^(1 + x))])/x^2,x]","\frac{\log \left(3 e^{e^{x+1}+4}\right)}{x}","\frac{\log \left(3 e^{e^{x+1}+4}\right)}{x}",1,"Log[3*E^(4 + E^(1 + x))]/x","A",5,3,26,0.1154,1,"{14, 2178, 2551}"
7518,1,278,0,0.8801149,"\int \frac{\left(25-5 x-5 e^{\frac{x}{\log (3)}} x\right)^2 \left((-5+3 x) \log (3)+e^{\frac{x}{\log (3)}} \left(2 x^2+3 x \log (3)\right)\right)}{(-5+x) \log (3)+e^{\frac{x}{\log (3)}} x \log (3)} \, dx","Int[((25 - 5*x - 5*E^(x/Log[3])*x)^2*((-5 + 3*x)*Log[3] + E^(x/Log[3])*(2*x^2 + 3*x*Log[3])))/((-5 + x)*Log[3] + E^(x/Log[3])*x*Log[3]),x]","25 x^3+50 x^3 e^{\frac{x}{\log (3)}}+25 x^3 e^{\frac{2 x}{\log (3)}}-250 x^2+\frac{25}{2} x^2 \log (27) e^{\frac{2 x}{\log (3)}}-50 x^2 (5-\log (27)) e^{\frac{x}{\log (3)}}-150 x^2 \log (3) e^{\frac{x}{\log (3)}}-\frac{75}{2} x^2 \log (3) e^{\frac{2 x}{\log (3)}}+625 x-300 \log ^3(3) e^{\frac{x}{\log (3)}}-\frac{75}{4} \log ^3(3) e^{\frac{2 x}{\log (3)}}+300 x \log ^2(3) e^{\frac{x}{\log (3)}}+\frac{75}{2} x \log ^2(3) e^{\frac{2 x}{\log (3)}}+\frac{25}{4} \log ^2(3) \log (27) e^{\frac{2 x}{\log (3)}}-100 \log ^2(3) (5-\log (27)) e^{\frac{x}{\log (3)}}-125 x \log (81) e^{\frac{x}{\log (3)}}-\frac{25}{2} x \log (3) \log (27) e^{\frac{2 x}{\log (3)}}+100 x \log (3) (5-\log (27)) e^{\frac{x}{\log (3)}}+125 \log (3) \log (81) e^{\frac{x}{\log (3)}}","25 x \left(-x+x \left(-e^{\frac{x}{\log (3)}}\right)+5\right)^2",1,"625*x - 250*x^2 + 25*x^3 + 50*E^(x/Log[3])*x^3 + 25*E^((2*x)/Log[3])*x^3 - 150*E^(x/Log[3])*x^2*Log[3] - (75*E^((2*x)/Log[3])*x^2*Log[3])/2 + 300*E^(x/Log[3])*x*Log[3]^2 + (75*E^((2*x)/Log[3])*x*Log[3]^2)/2 - 300*E^(x/Log[3])*Log[3]^3 - (75*E^((2*x)/Log[3])*Log[3]^3)/4 - 50*E^(x/Log[3])*x^2*(5 - Log[27]) + 100*E^(x/Log[3])*x*Log[3]*(5 - Log[27]) - 100*E^(x/Log[3])*Log[3]^2*(5 - Log[27]) + (25*E^((2*x)/Log[3])*x^2*Log[27])/2 - (25*E^((2*x)/Log[3])*x*Log[3]*Log[27])/2 + (25*E^((2*x)/Log[3])*Log[3]^2*Log[27])/4 - 125*E^(x/Log[3])*x*Log[81] + 125*E^(x/Log[3])*Log[3]*Log[81]","B",25,6,69,0.08696,1,"{6688, 12, 6742, 2196, 2176, 2194}"
7519,1,15,0,0.0137291,"\int \left(-e^{16+x}+4 e^{2 x^2} x\right) \, dx","Int[-E^(16 + x) + 4*E^(2*x^2)*x,x]","e^{2 x^2}-e^{x+16}","e^{2 x^2}+e^{16} \left(29-e^x\right)",1,"E^(2*x^2) - E^(16 + x)","A",3,2,18,0.1111,1,"{2194, 2209}"
7520,1,17,0,0.0840667,"\int \frac{-4 x+2 x \log \left(-e^{2+x}\right)+\left(4-2 \log \left(-e^{2+x}\right)\right) \log \left(\log ^2\left(-e^{2+x}\right)\right)}{\log \left(-e^{2+x}\right)} \, dx","Int[(-4*x + 2*x*Log[-E^(2 + x)] + (4 - 2*Log[-E^(2 + x)])*Log[Log[-E^(2 + x)]^2])/Log[-E^(2 + x)],x]","\left(x-\log \left(\log ^2\left(-e^{x+2}\right)\right)\right)^2","\left(x-\log \left(\log ^2\left(-e^{x+2}\right)\right)\right)^2",1,"(x - Log[Log[-E^(2 + x)]^2])^2","A",3,3,50,0.06000,1,"{6688, 12, 6686}"
7521,1,25,0,0.3047854,"\int \frac{-2 x+\left(3-x-30 x^2+10 x^3+\left(-6 x^2+2 x^3\right) \log (2)\right) \log \left(9-6 x+x^2\right)}{\left(-3 x+x^2\right) \log \left(9-6 x+x^2\right)} \, dx","Int[(-2*x + (3 - x - 30*x^2 + 10*x^3 + (-6*x^2 + 2*x^3)*Log[2])*Log[9 - 6*x + x^2])/((-3*x + x^2)*Log[9 - 6*x + x^2]),x]","\frac{1}{2} x^2 (10+\log (4))-\log (x)-\log \left(\log \left((x-3)^2\right)\right)","2 x^2-\left(x^2 (-3-\log (2))\right)-\log (x)-\log \left(\log \left((3-x)^2\right)\right)",1,"(x^2*(10 + Log[4]))/2 - Log[x] - Log[Log[(-3 + x)^2]]","A",6,5,64,0.07812,1,"{1593, 6688, 2390, 2302, 29}"
7522,1,14,0,0.0833058,"\int \frac{1+\log \left(-\frac{x}{\log (16)}\right)+\log \left(-\frac{x}{\log (16)}\right) \log \left(x \log \left(-\frac{x}{\log (16)}\right)\right)}{x \log \left(-\frac{x}{\log (16)}\right) \log \left(x \log \left(-\frac{x}{\log (16)}\right)\right)} \, dx","Int[(1 + Log[-(x/Log[16])] + Log[-(x/Log[16])]*Log[x*Log[-(x/Log[16])]])/(x*Log[-(x/Log[16])]*Log[x*Log[-(x/Log[16])]]),x]","\log \left(x \log \left(x \log \left(-\frac{x}{\log (16)}\right)\right)\right)","\log \left(x \log \left(x-x \left(1-\log \left(-\frac{x}{\log (16)}\right)\right)\right)\right)",1,"Log[x*Log[x*Log[-(x/Log[16])]]]","A",1,1,57,0.01754,1,"{6685}"
7523,1,21,0,0.1337862,"\int -\frac{4 e^{-\frac{4}{2 x-e^3 x+\left(-4+2 e^3\right) \log (5)}}}{-2 x^2+e^3 x^2+\left(8 x-4 e^3 x\right) \log (5)+\left(-8+4 e^3\right) \log ^2(5)} \, dx","Int[-4/(E^(4/(2*x - E^3*x + (-4 + 2*E^3)*Log[5]))*(-2*x^2 + E^3*x^2 + (8*x - 4*E^3*x)*Log[5] + (-8 + 4*E^3)*Log[5]^2)),x]","e^{-\frac{4}{\left(2-e^3\right) (x-2 \log (5))}}","e^{-\frac{2}{\left(e^3-2\right) \left(\log (5)-\frac{x}{2}\right)}}",1,"E^(-4/((2 - E^3)*(x - 2*Log[5])))","A",5,4,68,0.05882,1,"{6, 12, 6688, 2209}"
7524,1,14,0,0.0042636,"\int \left(-1-20 e^2+9 x^8\right) \, dx","Int[-1 - 20*E^2 + 9*x^8,x]","x^9-\left(1+20 e^2\right) x","x \left(x^8-20 e^2-1\right)",1,"-((1 + 20*E^2)*x) + x^9","A",1,0,12,0,1,"{}"
7525,0,0,0,10.7494687,"\int \frac{-24 x^3+6 x^4+e^x \left(-4 x^3+x^4\right)+e^{4 x+2 x^2} \left(4 x^3+15 x^4+12 x^5-4 x^6\right)+(-4+x)^{2/x} \left(-24 x+6 x^2+e^{4 x+2 x^2} \left(4 x+15 x^2+12 x^3-4 x^4\right)\right)+(-4+x)^{\frac{1}{x}} \left(-48 x^2+12 x^3+e^x \left(-5 x-3 x^2+x^3\right)+e^{4 x+2 x^2} \left(8 x^2+30 x^3+24 x^4-8 x^5\right)+e^x (-4+x) \log (-4+x)\right)}{-4 x^3+x^4+(-4+x)^{2/x} \left(-4 x+x^2\right)+(-4+x)^{\frac{1}{x}} \left(-8 x^2+2 x^3\right)} \, dx","Int[(-24*x^3 + 6*x^4 + E^x*(-4*x^3 + x^4) + E^(4*x + 2*x^2)*(4*x^3 + 15*x^4 + 12*x^5 - 4*x^6) + (-4 + x)^(2/x)*(-24*x + 6*x^2 + E^(4*x + 2*x^2)*(4*x + 15*x^2 + 12*x^3 - 4*x^4)) + (-4 + x)^x^(-1)*(-48*x^2 + 12*x^3 + E^x*(-5*x - 3*x^2 + x^3) + E^(4*x + 2*x^2)*(8*x^2 + 30*x^3 + 24*x^4 - 8*x^5) + E^x*(-4 + x)*Log[-4 + x]))/(-4*x^3 + x^4 + (-4 + x)^(2/x)*(-4*x + x^2) + (-4 + x)^x^(-1)*(-8*x^2 + 2*x^3)),x]","\int \frac{-24 x^3+6 x^4+e^x \left(-4 x^3+x^4\right)+e^{4 x+2 x^2} \left(4 x^3+15 x^4+12 x^5-4 x^6\right)+(-4+x)^{2/x} \left(-24 x+6 x^2+e^{4 x+2 x^2} \left(4 x+15 x^2+12 x^3-4 x^4\right)\right)+(-4+x)^{\frac{1}{x}} \left(-48 x^2+12 x^3+e^x \left(-5 x-3 x^2+x^3\right)+e^{4 x+2 x^2} \left(8 x^2+30 x^3+24 x^4-8 x^5\right)+e^x (-4+x) \log (-4+x)\right)}{-4 x^3+x^4+(-4+x)^{2/x} \left(-4 x+x^2\right)+(-4+x)^{\frac{1}{x}} \left(-8 x^2+2 x^3\right)} \, dx","x \left(-e^{2 x (x+2)}+\frac{e^x}{(x-4)^{\frac{1}{x}}+x}+6\right)",1,"6*x - E^(4*x + 2*x^2)*x + Defer[Int][E^x/((-4 + x)^x^(-1) + x)^2, x] - Log[-4 + x]*Defer[Int][E^x/((-4 + x)^x^(-1) + x)^2, x] + 4*Defer[Int][E^x/((-4 + x)*((-4 + x)^x^(-1) + x)^2), x] - Defer[Int][(E^x*x)/((-4 + x)^x^(-1) + x)^2, x] + Defer[Int][E^x/((-4 + x)^x^(-1) + x), x] - Defer[Int][E^x/((-4 + x)*((-4 + x)^x^(-1) + x)), x] + Log[-4 + x]*Defer[Int][E^x/(x*((-4 + x)^x^(-1) + x)), x] + Defer[Int][(E^x*x)/((-4 + x)^x^(-1) + x), x] + Defer[Int][Defer[Int][E^x/((-4 + x)^x^(-1) + x)^2, x]/(-4 + x), x] - Defer[Int][Defer[Int][E^x/(x*((-4 + x)^x^(-1) + x)), x]/(-4 + x), x]","F",0,0,0,0,-1,"{}"
7526,1,100,0,0.2831984,"\int \frac{e^{e^{e^x}} \left(30 x-15 x^2+e^x \left(-15-5 x+5 x^2\right)+e^{e^x} \left(e^{2 x} \left(15 x-5 x^2\right)+e^x \left(-15 x^2+5 x^3\right)\right)\right)}{9 x^4-6 x^5+x^6+e^{2 x} \left(9 x^2-6 x^3+x^4\right)+e^x \left(-18 x^3+12 x^4-2 x^5\right)} \, dx","Int[(E^E^E^x*(30*x - 15*x^2 + E^x*(-15 - 5*x + 5*x^2) + E^E^x*(E^(2*x)*(15*x - 5*x^2) + E^x*(-15*x^2 + 5*x^3))))/(9*x^4 - 6*x^5 + x^6 + E^(2*x)*(9*x^2 - 6*x^3 + x^4) + E^x*(-18*x^3 + 12*x^4 - 2*x^5)),x]","\frac{5 e^{e^{e^x}-x} \left(e^{2 x} \left(3 x-x^2\right)-e^x \left(3 x^2-x^3\right)\right)}{x^6-6 x^5+9 x^4-2 e^x \left(x^5-6 x^4+9 x^3\right)+e^{2 x} \left(x^4-6 x^3+9 x^2\right)}","\frac{5 e^{e^{e^x}}}{(3-x) \left(e^x-x\right) x}",1,"(5*E^(E^E^x - x)*(E^(2*x)*(3*x - x^2) - E^x*(3*x^2 - x^3)))/(9*x^4 - 6*x^5 + x^6 + E^(2*x)*(9*x^2 - 6*x^3 + x^4) - 2*E^x*(9*x^3 - 6*x^4 + x^5))","B",1,1,124,0.008065,1,"{2288}"
7527,0,0,0,0.4367013,"\int \frac{e^8 \left(5+8 x-2 x^2\right)+\left(5+8 x-2 x^2\right) \log (5)}{-15 x^3+3 x^4+\left(-30 x^2+6 x^3\right) \log \left(e^{5+x} \left(5 x-x^2\right)\right)+\left(-15 x+3 x^2\right) \log ^2\left(e^{5+x} \left(5 x-x^2\right)\right)} \, dx","Int[(E^8*(5 + 8*x - 2*x^2) + (5 + 8*x - 2*x^2)*Log[5])/(-15*x^3 + 3*x^4 + (-30*x^2 + 6*x^3)*Log[E^(5 + x)*(5*x - x^2)] + (-15*x + 3*x^2)*Log[E^(5 + x)*(5*x - x^2)]^2),x]","\int \frac{e^8 \left(5+8 x-2 x^2\right)+\left(5+8 x-2 x^2\right) \log (5)}{-15 x^3+3 x^4+\left(-30 x^2+6 x^3\right) \log \left(e^{5+x} \left(5 x-x^2\right)\right)+\left(-15 x+3 x^2\right) \log ^2\left(e^{5+x} \left(5 x-x^2\right)\right)} \, dx","\frac{e^8+\log (5)}{3 \left(x+\log \left(e^{x+5} (5-x) x\right)\right)}",1,"(-2*(E^8 + Log[5])*Defer[Int][(x + Log[-(E^(5 + x)*(-5 + x)*x)])^(-2), x])/3 - ((E^8 + Log[5])*Defer[Int][1/((-5 + x)*(x + Log[-(E^(5 + x)*(-5 + x)*x)])^2), x])/3 - ((E^8 + Log[5])*Defer[Int][1/(x*(x + Log[-(E^(5 + x)*(-5 + x)*x)])^2), x])/3","F",0,0,0,0,-1,"{}"
7528,0,0,0,3.9484405,"\int \frac{125+2100 x+11835 x^2+22792 x^3+2367 x^4+84 x^5+x^6+e^{\frac{12544+896 x+16 x^2}{25+280 x+794 x^2+56 x^3+x^4}} \left(697984 x+75104 x^2+2688 x^3+32 x^4\right)}{125 x+2100 x^2+11835 x^3+22792 x^4+2367 x^5+84 x^6+x^7} \, dx","Int[(125 + 2100*x + 11835*x^2 + 22792*x^3 + 2367*x^4 + 84*x^5 + x^6 + E^((12544 + 896*x + 16*x^2)/(25 + 280*x + 794*x^2 + 56*x^3 + x^4))*(697984*x + 75104*x^2 + 2688*x^3 + 32*x^4))/(125*x + 2100*x^2 + 11835*x^3 + 22792*x^4 + 2367*x^5 + 84*x^6 + x^7),x]","\int \frac{125+2100 x+11835 x^2+22792 x^3+2367 x^4+84 x^5+x^6+e^{\frac{12544+896 x+16 x^2}{25+280 x+794 x^2+56 x^3+x^4}} \left(697984 x+75104 x^2+2688 x^3+32 x^4\right)}{125 x+2100 x^2+11835 x^3+22792 x^4+2367 x^5+84 x^6+x^7} \, dx","\log \left(8 e^{-e^{\frac{16}{\left(x+\frac{5}{x+28}\right)^2}}} x\right)",1,"(-5243*x)/145924 - (525*(14 + x))/(191*(5 + 28*x + x^2)^2) - (2367*x^3*(14 + x))/(764*(5 + 28*x + x^2)^2) + (11835*(5 + 14*x))/(764*(5 + 28*x + x^2)^2) + (5698*x*(5 + 14*x))/(191*(5 + 28*x + x^2)^2) + (21*x^3*(5 + 14*x))/(191*(5 + 28*x + x^2)^2) + (x^4*(5 + 14*x))/(764*(5 + 28*x + x^2)^2) + (25*(387 + 14*x))/(764*(5 + 28*x + x^2)^2) - (245385*(14 + x))/(145924*(5 + 28*x + x^2)) + (49077*x*(5 + 14*x))/(145924*(5 + 28*x + x^2)) + (2849*(210 + 397*x))/(36481*(5 + 28*x + x^2)) + (x^2*(440 + 2569*x))/(145924*(5 + 28*x + x^2)) + (5*(146364 + 5243*x))/(145924*(5 + 28*x + x^2)) - (2016721*ArcTanh[(14 + x)/Sqrt[191]])/(72962*Sqrt[191]) + Log[x] + ((27871484 - 2016721*Sqrt[191])*Log[14 - Sqrt[191] + x])/55742968 - ((27871484 + 2016721*Sqrt[191])*Log[14 - Sqrt[191] + x])/55742968 - ((27871484 - 2016721*Sqrt[191])*Log[14 + Sqrt[191] + x])/55742968 + ((27871484 + 2016721*Sqrt[191])*Log[14 + Sqrt[191] + x])/55742968 - (689024*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(-28 + 2*Sqrt[191] - 2*x)^3, x])/(191*Sqrt[191]) - (24768*(191 - 14*Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(-28 + 2*Sqrt[191] - 2*x)^3, x])/36481 - (174496*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(-28 + 2*Sqrt[191] - 2*x)^2, x])/36481 - (32*(14 - Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(-28 + 2*Sqrt[191] - 2*x)^2, x])/191 + (6192*(42 - Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(-28 + 2*Sqrt[191] - 2*x)^2, x])/36481 - (689024*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(28 + 2*Sqrt[191] + 2*x)^3, x])/(191*Sqrt[191]) + (24768*(191 + 14*Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(28 + 2*Sqrt[191] + 2*x)^3, x])/36481 - (174496*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(28 + 2*Sqrt[191] + 2*x)^2, x])/36481 - (32*(14 + Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(28 + 2*Sqrt[191] + 2*x)^2, x])/191 + (6192*(42 + Sqrt[191])*Defer[Int][E^((16*(28 + x)^2)/(5 + 28*x + x^2)^2)/(28 + 2*Sqrt[191] + 2*x)^2, x])/36481","F",0,0,0,0,-1,"{}"
7529,1,34,0,0.059898,"\int e^{-x} \left(e^x \left(1+e^2 (-4-2 x)\right)+e^9 (-1+x)\right) \, dx","Int[(E^x*(1 + E^2*(-4 - 2*x)) + E^9*(-1 + x))/E^x,x]","-e^2 (x+2)^2-e^{9-x}+e^{9-x} (1-x)+x","x-e^2 x \left(x+e^{7-x}+4\right)",1,"-E^(9 - x) + E^(9 - x)*(1 - x) + x - E^2*(2 + x)^2","A",4,3,29,0.1034,1,"{6688, 2176, 2194}"
7530,1,2412,0,28.1565707,"\int \frac{\left(-120 x^3+1075 x^4-2500 x^5-41 x^6+200 x^7-4 x^9\right) \log (3)}{25-250 x+625 x^2+10 x^3-50 x^4+x^6} \, dx","Int[((-120*x^3 + 1075*x^4 - 2500*x^5 - 41*x^6 + 200*x^7 - 4*x^9)*Log[3])/(25 - 250*x + 625*x^2 + 10*x^3 - 50*x^4 + x^6),x]","-\log (3) x^4-\log (3) x+\frac{5 \left(\left(7338 i-18 \sqrt{7419}\right) \left(9-i \sqrt{7419}\right)^{2/3}+5 \sqrt[6]{3} \left(6115 i \sqrt{3}-45 \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}+10\ 2^{2/3} \sqrt[3]{15} \left(8316 i+299 \sqrt{7419}\right)\right) \log (3) \log \left(6 \sqrt[3]{9-i \sqrt{7419}} x+\sqrt[3]{30} \left(10 \sqrt[3]{15}+\sqrt[3]{2} \left(9-i \sqrt{7419}\right)^{2/3}\right)\right)}{3 \left(125\ 2^{2/3} \sqrt[3]{15} \left(1223 i-3 \sqrt{7419}\right)+\left(30575 i-75 \sqrt{7419}\right) \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(5544 i \sqrt{3}+598 \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)}-\frac{5 \sqrt[3]{9-i \sqrt{7419}} \left(50 \sqrt[3]{2} 15^{2/3}+12 \sqrt[3]{9-i \sqrt{7419}}+5 \sqrt[3]{15} \left(18-2 i \sqrt{7419}\right)^{2/3}\right) \log (3) \log \left(6 \sqrt[3]{9-i \sqrt{7419}} x+\sqrt[3]{30} \left(10 \sqrt[3]{15}+\sqrt[3]{2} \left(9-i \sqrt{7419}\right)^{2/3}\right)\right)}{3 \left(250\ 2^{2/3} \sqrt[3]{15}+50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)}-\frac{5 \left(6 \left(9-i \sqrt{7419}\right)^{2/3} \left(1223+3 i \sqrt{7419}\right)+25 \sqrt[6]{3} \left(1223 \sqrt{3}+9 i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}+10\ 2^{2/3} \sqrt[3]{15} \left(8316-299 i \sqrt{7419}\right)\right) \log (3) \log \left(6 i \left(9-i \sqrt{7419}\right)^{2/3} x^2-2^{2/3} \sqrt[3]{15} \left(9 i+\sqrt{7419}+5 i 2^{2/3} \sqrt[3]{15 \left(9-i \sqrt{7419}\right)}\right) x+i \left(250\ 2^{2/3} \sqrt[3]{15}-50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)\right)}{6 \left(125\ 2^{2/3} \sqrt[3]{15} \left(1223+3 i \sqrt{7419}\right)+25 \left(9-i \sqrt{7419}\right)^{2/3} \left(1223+3 i \sqrt{7419}\right)+\sqrt[6]{3} \left(5544 \sqrt{3}-598 i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)}+\frac{5 \left(9-i \sqrt{7419}\right)^{2/3} \left(12+\frac{50\ 15^{2/3}}{\sqrt[3]{\frac{1}{2} \left(9-i \sqrt{7419}\right)}}+5\ 2^{2/3} \sqrt[3]{15 \left(9-i \sqrt{7419}\right)}\right) \log (3) \log \left(6 i \left(9-i \sqrt{7419}\right)^{2/3} x^2-2^{2/3} \sqrt[3]{15} \left(9 i+\sqrt{7419}+5 i 2^{2/3} \sqrt[3]{15 \left(9-i \sqrt{7419}\right)}\right) x+i \left(250\ 2^{2/3} \sqrt[3]{15}-50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)\right)}{6 \left(250\ 2^{2/3} \sqrt[3]{15}+50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)}-\frac{10 \sqrt[6]{3} \sqrt[3]{10} \left(5 \sqrt[3]{5} \left(1241 i \sqrt{3}-3 \sqrt{2473}\right)-616 i \sqrt[3]{2} \sqrt[6]{3} \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[3]{2} \sqrt{2473} \left(27-3 i \sqrt{7419}\right)^{2/3}\right) \tanh ^{-1}\left(\frac{\sqrt[3]{30} \left(10 i \sqrt[3]{15 \left(9-i \sqrt{7419}\right)}+\sqrt[3]{2} \left(9 i+\sqrt{7419}\right)\right)-12 i \left(9-i \sqrt{7419}\right)^{2/3} x}{6 \sqrt{-\sqrt[3]{2} \sqrt[6]{3} 5^{2/3} \left(1223 \sqrt{3}+9 i \sqrt{2473}\right)+125 \sqrt[3]{15} \left(18-2 i \sqrt{7419}\right)^{2/3}+50 i \sqrt[3]{9-i \sqrt{7419}} \left(9 i+\sqrt{7419}\right)}}\right) \log (3)}{\left(250\ 2^{2/3} \sqrt[3]{15}+50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right) \sqrt{-\sqrt[3]{2} \sqrt[6]{3} 5^{2/3} \left(1223 \sqrt{3}+9 i \sqrt{2473}\right)+125 \sqrt[3]{15} \left(18-2 i \sqrt{7419}\right)^{2/3}+50 i \sqrt[3]{9-i \sqrt{7419}} \left(9 i+\sqrt{7419}\right)}}+\frac{29676000 \sqrt[6]{3} \sqrt[3]{10} \left(10 \sqrt[3]{5} \left(747743 i \sqrt{3}-7419 \sqrt{2473}\right)-731111 i \sqrt[3]{2} \sqrt[6]{3} \left(9-i \sqrt{7419}\right)^{2/3}+3071 \sqrt[3]{2} \sqrt{2473} \left(27-3 i \sqrt{7419}\right)^{2/3}\right) \tanh ^{-1}\left(\frac{\sqrt[3]{30} \left(10 i \sqrt[3]{15 \left(9-i \sqrt{7419}\right)}+\sqrt[3]{2} \left(9 i+\sqrt{7419}\right)\right)-12 i \left(9-i \sqrt{7419}\right)^{2/3} x}{6 \sqrt{-\sqrt[3]{2} \sqrt[6]{3} 5^{2/3} \left(1223 \sqrt{3}+9 i \sqrt{2473}\right)+125 \sqrt[3]{15} \left(18-2 i \sqrt{7419}\right)^{2/3}+50 i \sqrt[3]{9-i \sqrt{7419}} \left(9 i+\sqrt{7419}\right)}}\right) \log (3)}{\left(250\ 2^{2/3} \sqrt[3]{15}-100 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right) \left(250\ 2^{2/3} \sqrt[3]{15}+50 \left(9-i \sqrt{7419}\right)^{2/3}+\sqrt[6]{3} \left(3 \sqrt{3}-i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}\right)^3 \sqrt{-\sqrt[3]{2} \sqrt[6]{3} 5^{2/3} \left(1223 \sqrt{3}+9 i \sqrt{2473}\right)+125 \sqrt[3]{15} \left(18-2 i \sqrt{7419}\right)^{2/3}+50 i \sqrt[3]{9-i \sqrt{7419}} \left(9 i+\sqrt{7419}\right)}}-\frac{150 \sqrt[3]{9-i \sqrt{7419}} \log (3)}{6 \sqrt[3]{9-i \sqrt{7419}} x+\sqrt[3]{30} \left(10 \sqrt[3]{15}+\sqrt[3]{2} \left(9-i \sqrt{7419}\right)^{2/3}\right)}+\frac{45\ 2^{2/3} \left(9-i \sqrt{7419}\right)^{4/3} \left(123650-\frac{\left(5 \sqrt[6]{3} \left(2473 \sqrt{3}+15 i \sqrt{2473}\right) \sqrt[3]{10 \left(45-5 i \sqrt{7419}\right)}-2^{2/3} \sqrt[3]{15} \left(7419+1259 i \sqrt{7419}\right)\right) x}{\left(9-i \sqrt{7419}\right)^{2/3}}\right) \log (3)}{\left(10 \sqrt[6]{3} 5^{2/3} \left(2473 \sqrt{3}+9 i \sqrt{2473}\right)-\sqrt[3]{30} \left(9-i \sqrt{7419}\right)^{2/3} \left(2473+3 i \sqrt{7419}\right)\right) \left(3 x+\sqrt[3]{\frac{15}{2} \left(9-i \sqrt{7419}\right)}+\frac{5\ 15^{2/3}}{\sqrt[3]{\frac{1}{2} \left(9-i \sqrt{7419}\right)}}\right) \left(-18 x^2+6 \left(\frac{5\ 15^{2/3}}{\sqrt[3]{\frac{1}{2} \left(9-i \sqrt{7419}\right)}}+\sqrt[3]{\frac{15}{2} \left(9-i \sqrt{7419}\right)}\right) x-\sqrt[3]{2} \left(15 \left(9-i \sqrt{7419}\right)\right)^{2/3}-\frac{750 \sqrt[3]{15}}{\left(\frac{1}{2} \left(9-i \sqrt{7419}\right)\right)^{2/3}}+150\right)}-\frac{1250 \log (3)}{3 \left(x^3-25 x+5\right)}","x^3 \left(\frac{1}{-x^2-\frac{5}{x}+25}-x\right) \log (3)",1,"-(x*Log[3]) - x^4*Log[3] - (150*(9 - I*Sqrt[7419])^(1/3)*Log[3])/(30^(1/3)*(10*15^(1/3) + 2^(1/3)*(9 - I*Sqrt[7419])^(2/3)) + 6*(9 - I*Sqrt[7419])^(1/3)*x) + (45*2^(2/3)*(9 - I*Sqrt[7419])^(4/3)*(123650 - ((5*3^(1/6)*(2473*Sqrt[3] + (15*I)*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3) - 2^(2/3)*15^(1/3)*(7419 + (1259*I)*Sqrt[7419]))*x)/(9 - I*Sqrt[7419])^(2/3))*Log[3])/((10*3^(1/6)*5^(2/3)*(2473*Sqrt[3] + (9*I)*Sqrt[2473]) - 30^(1/3)*(9 - I*Sqrt[7419])^(2/3)*(2473 + (3*I)*Sqrt[7419]))*((5*15^(2/3))/((9 - I*Sqrt[7419])/2)^(1/3) + ((15*(9 - I*Sqrt[7419]))/2)^(1/3) + 3*x)*(150 - (750*15^(1/3))/((9 - I*Sqrt[7419])/2)^(2/3) - 2^(1/3)*(15*(9 - I*Sqrt[7419]))^(2/3) + 6*((5*15^(2/3))/((9 - I*Sqrt[7419])/2)^(1/3) + ((15*(9 - I*Sqrt[7419]))/2)^(1/3))*x - 18*x^2)) - (1250*Log[3])/(3*(5 - 25*x + x^3)) + (29676000*3^(1/6)*10^(1/3)*(10*5^(1/3)*((747743*I)*Sqrt[3] - 7419*Sqrt[2473]) - (731111*I)*2^(1/3)*3^(1/6)*(9 - I*Sqrt[7419])^(2/3) + 3071*2^(1/3)*Sqrt[2473]*(27 - (3*I)*Sqrt[7419])^(2/3))*ArcTanh[(30^(1/3)*((10*I)*(15*(9 - I*Sqrt[7419]))^(1/3) + 2^(1/3)*(9*I + Sqrt[7419])) - (12*I)*(9 - I*Sqrt[7419])^(2/3)*x)/(6*Sqrt[-(2^(1/3)*3^(1/6)*5^(2/3)*(1223*Sqrt[3] + (9*I)*Sqrt[2473])) + 125*15^(1/3)*(18 - (2*I)*Sqrt[7419])^(2/3) + (50*I)*(9 - I*Sqrt[7419])^(1/3)*(9*I + Sqrt[7419])])]*Log[3])/((250*2^(2/3)*15^(1/3) - 100*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))*(250*2^(2/3)*15^(1/3) + 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))^3*Sqrt[-(2^(1/3)*3^(1/6)*5^(2/3)*(1223*Sqrt[3] + (9*I)*Sqrt[2473])) + 125*15^(1/3)*(18 - (2*I)*Sqrt[7419])^(2/3) + (50*I)*(9 - I*Sqrt[7419])^(1/3)*(9*I + Sqrt[7419])]) - (10*3^(1/6)*10^(1/3)*(5*5^(1/3)*((1241*I)*Sqrt[3] - 3*Sqrt[2473]) - (616*I)*2^(1/3)*3^(1/6)*(9 - I*Sqrt[7419])^(2/3) + 2^(1/3)*Sqrt[2473]*(27 - (3*I)*Sqrt[7419])^(2/3))*ArcTanh[(30^(1/3)*((10*I)*(15*(9 - I*Sqrt[7419]))^(1/3) + 2^(1/3)*(9*I + Sqrt[7419])) - (12*I)*(9 - I*Sqrt[7419])^(2/3)*x)/(6*Sqrt[-(2^(1/3)*3^(1/6)*5^(2/3)*(1223*Sqrt[3] + (9*I)*Sqrt[2473])) + 125*15^(1/3)*(18 - (2*I)*Sqrt[7419])^(2/3) + (50*I)*(9 - I*Sqrt[7419])^(1/3)*(9*I + Sqrt[7419])])]*Log[3])/((250*2^(2/3)*15^(1/3) + 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))*Sqrt[-(2^(1/3)*3^(1/6)*5^(2/3)*(1223*Sqrt[3] + (9*I)*Sqrt[2473])) + 125*15^(1/3)*(18 - (2*I)*Sqrt[7419])^(2/3) + (50*I)*(9 - I*Sqrt[7419])^(1/3)*(9*I + Sqrt[7419])]) - (5*(9 - I*Sqrt[7419])^(1/3)*(50*2^(1/3)*15^(2/3) + 12*(9 - I*Sqrt[7419])^(1/3) + 5*15^(1/3)*(18 - (2*I)*Sqrt[7419])^(2/3))*Log[3]*Log[30^(1/3)*(10*15^(1/3) + 2^(1/3)*(9 - I*Sqrt[7419])^(2/3)) + 6*(9 - I*Sqrt[7419])^(1/3)*x])/(3*(250*2^(2/3)*15^(1/3) + 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))) + (5*((7338*I - 18*Sqrt[7419])*(9 - I*Sqrt[7419])^(2/3) + 5*3^(1/6)*((6115*I)*Sqrt[3] - 45*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3) + 10*2^(2/3)*15^(1/3)*(8316*I + 299*Sqrt[7419]))*Log[3]*Log[30^(1/3)*(10*15^(1/3) + 2^(1/3)*(9 - I*Sqrt[7419])^(2/3)) + 6*(9 - I*Sqrt[7419])^(1/3)*x])/(3*(125*2^(2/3)*15^(1/3)*(1223*I - 3*Sqrt[7419]) + (30575*I - 75*Sqrt[7419])*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*((5544*I)*Sqrt[3] + 598*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))) + (5*(9 - I*Sqrt[7419])^(2/3)*(12 + (50*15^(2/3))/((9 - I*Sqrt[7419])/2)^(1/3) + 5*2^(2/3)*(15*(9 - I*Sqrt[7419]))^(1/3))*Log[3]*Log[I*(250*2^(2/3)*15^(1/3) - 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3)) - 2^(2/3)*15^(1/3)*(9*I + Sqrt[7419] + (5*I)*2^(2/3)*(15*(9 - I*Sqrt[7419]))^(1/3))*x + (6*I)*(9 - I*Sqrt[7419])^(2/3)*x^2])/(6*(250*2^(2/3)*15^(1/3) + 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3))) - (5*(6*(9 - I*Sqrt[7419])^(2/3)*(1223 + (3*I)*Sqrt[7419]) + 25*3^(1/6)*(1223*Sqrt[3] + (9*I)*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3) + 10*2^(2/3)*15^(1/3)*(8316 - (299*I)*Sqrt[7419]))*Log[3]*Log[I*(250*2^(2/3)*15^(1/3) - 50*(9 - I*Sqrt[7419])^(2/3) + 3^(1/6)*(3*Sqrt[3] - I*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3)) - 2^(2/3)*15^(1/3)*(9*I + Sqrt[7419] + (5*I)*2^(2/3)*(15*(9 - I*Sqrt[7419]))^(1/3))*x + (6*I)*(9 - I*Sqrt[7419])^(2/3)*x^2])/(6*(125*2^(2/3)*15^(1/3)*(1223 + (3*I)*Sqrt[7419]) + 25*(9 - I*Sqrt[7419])^(2/3)*(1223 + (3*I)*Sqrt[7419]) + 3^(1/6)*(5544*Sqrt[3] - (598*I)*Sqrt[2473])*(10*(45 - (5*I)*Sqrt[7419]))^(1/3)))","C",19,10,59,0.1695,1,"{12, 2074, 2101, 2079, 822, 800, 634, 618, 206, 628}"
7531,1,13,0,0.0315088,"\int -\frac{4 e^{3-\frac{-3+14 x}{x}}}{3 x^2} \, dx","Int[(-4*E^(3 - (-3 + 14*x)/x))/(3*x^2),x]","\frac{4}{9} e^{\frac{3}{x}-11}","\frac{1}{3} \left(\frac{4}{3} e^{\frac{3}{x}-11}+5\right)",1,"(4*E^(-11 + 3/x))/9","A",3,3,21,0.1429,1,"{12, 2225, 2209}"
7532,1,13,0,0.0856293,"\int \frac{-1+e^x x^2}{\left(x+e^x x^2\right) \log \left(\frac{1+e^x x}{x}\right)} \, dx","Int[(-1 + E^x*x^2)/((x + E^x*x^2)*Log[(1 + E^x*x)/x]),x]","\log \left(\log \left(\frac{e^x x+1}{x}\right)\right)","\log \left(\log \left(e^x+\frac{1}{x}\right)\right)",1,"Log[Log[(1 + E^x*x)/x]]","A",1,1,35,0.02857,1,"{6684}"
7533,1,79,0,0.028361,"\int \frac{e^2 \left(-72+288 x^2-2016 x^6+5040 x^8-6048 x^{10}+4032 x^{12}-1440 x^{14}+216 x^{16}\right)}{5 x^5} \, dx","Int[(E^2*(-72 + 288*x^2 - 2016*x^6 + 5040*x^8 - 6048*x^10 + 4032*x^12 - 1440*x^14 + 216*x^16))/(5*x^5),x]","\frac{18 e^2 x^{12}}{5}-\frac{144 e^2 x^{10}}{5}+\frac{504 e^2 x^8}{5}-\frac{1008 e^2 x^6}{5}+252 e^2 x^4+\frac{18 e^2}{5 x^4}-\frac{1008 e^2 x^2}{5}-\frac{144 e^2}{5 x^2}","\frac{18}{5} e^2 x^4 \left(x-\frac{1}{x}\right)^8",1,"(18*E^2)/(5*x^4) - (144*E^2)/(5*x^2) - (1008*E^2*x^2)/5 + 252*E^2*x^4 - (1008*E^2*x^6)/5 + (504*E^2*x^8)/5 - (144*E^2*x^10)/5 + (18*E^2*x^12)/5","B",3,2,47,0.04255,1,"{12, 14}"
7534,1,15,0,0.0097821,"\int \frac{-2-\log ^2(3)}{2 x-x^2+x \log ^2(3)} \, dx","Int[(-2 - Log[3]^2)/(2*x - x^2 + x*Log[3]^2),x]","\log \left(-x+2+\log ^2(3)\right)-\log (x)","\log \left(1-\frac{2+\log ^2(3)}{x}\right)",1,"-Log[x] + Log[2 - x + Log[3]^2]","A",3,3,26,0.1154,1,"{6, 12, 615}"
7535,0,0,0,1.7212719,"\int \frac{-3264 x+864 x^2-76 x^3+\left(-32 x+16 x^2-2 x^3\right) \log \left(5 x^2\right)}{64-32 x+6468 x^2-2208 x^3+163364 x^4-29896 x^5+1369 x^6+\left(64 x^2-32 x^3+3236 x^4-1104 x^5+74 x^6\right) \log \left(5 x^2\right)+\left(16 x^4-8 x^5+x^6\right) \log ^2\left(5 x^2\right)} \, dx","Int[(-3264*x + 864*x^2 - 76*x^3 + (-32*x + 16*x^2 - 2*x^3)*Log[5*x^2])/(64 - 32*x + 6468*x^2 - 2208*x^3 + 163364*x^4 - 29896*x^5 + 1369*x^6 + (64*x^2 - 32*x^3 + 3236*x^4 - 1104*x^5 + 74*x^6)*Log[5*x^2] + (16*x^4 - 8*x^5 + x^6)*Log[5*x^2]^2),x]","\int \frac{-3264 x+864 x^2-76 x^3+\left(-32 x+16 x^2-2 x^3\right) \log \left(5 x^2\right)}{64-32 x+6468 x^2-2208 x^3+163364 x^4-29896 x^5+1369 x^6+\left(64 x^2-32 x^3+3236 x^4-1104 x^5+74 x^6\right) \log \left(5 x^2\right)+\left(16 x^4-8 x^5+x^6\right) \log ^2\left(5 x^2\right)} \, dx","\frac{1}{x^2 \left(\log \left(5 x^2\right)+\frac{(x-20)^2}{4-x}+x+1\right)+2}",1,"-32*Defer[Int][(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^(-2), x] + 64*Defer[Int][1/(x*(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^2), x] - 28*Defer[Int][x/(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^2, x] - 240*Defer[Int][x^2/(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^2, x] - 2*Defer[Int][x^3/(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^2, x] - 2*Defer[Int][(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])^(-1), x] + 8*Defer[Int][1/(x*(-8 + 2*x - 404*x^2 + 37*x^3 - 4*x^2*Log[5*x^2] + x^3*Log[5*x^2])), x]","F",0,0,0,0,-1,"{}"
7536,1,25,0,0.2082606,"\int \frac{-x^2+x \log (4)+\left(3 x^2-2 x \log (4)\right) \log (x)}{5 \log ^2(x)} \, dx","Int[(-x^2 + x*Log[4] + (3*x^2 - 2*x*Log[4])*Log[x])/(5*Log[x]^2),x]","\frac{x^3}{5 \log (x)}-\frac{x^2 \log (4)}{5 \log (x)}","\frac{x^2 (x-\log (4))}{5 \log (x)}+5",1,"x^3/(5*Log[x]) - (x^2*Log[4])/(5*Log[x])","A",17,6,32,0.1875,1,"{12, 6742, 2353, 2306, 2309, 2178}"
7537,1,86,0,0.6342692,"\int \frac{54 x^2+384 x^3+206 x^4-336 x^5+\left(36 x-102 x^2-136 x^3+104 x^4\right) \log (-1+x)+\left(-18-6 x+24 x^2\right) \log ^2(-1+x)}{-x^3+x^4} \, dx","Int[(54*x^2 + 384*x^3 + 206*x^4 - 336*x^5 + (36*x - 102*x^2 - 136*x^3 + 104*x^4)*Log[-1 + x] + (-18 - 6*x + 24*x^2)*Log[-1 + x]^2)/(-x^3 + x^4),x]","-168 x^2-\frac{9 \log ^2(x-1)}{x^2}-234 x-40 \log ^2(x-1)-\frac{24 (1-x) \log ^2(x-1)}{x}+272 \log (1-x)-104 (1-x) \log (x-1)+\frac{18 (1-x) \log (x-1)}{x}+\frac{36 \log (x-1)}{x}","x^2-\left(x+\left(\frac{x-3}{x}-5\right) (\log (x-1)-3 x)\right)^2",1,"-234*x - 168*x^2 + 272*Log[1 - x] - 104*(1 - x)*Log[-1 + x] + (36*Log[-1 + x])/x + (18*(1 - x)*Log[-1 + x])/x - 40*Log[-1 + x]^2 - (9*Log[-1 + x]^2)/x^2 - (24*(1 - x)*Log[-1 + x]^2)/x","B",31,23,74,0.3108,1,"{1593, 6742, 1620, 2418, 2389, 2295, 2390, 2301, 2395, 36, 31, 29, 2394, 2315, 2416, 2398, 2411, 2347, 2344, 2317, 2391, 2314, 2397}"
7538,0,0,0,1.8272513,"\int \frac{2-5 e^x x+e^{e^{16 e^{-x}} x} \left(-5 e^x+e^{16 e^{-x}} \left(2-32 e^{-x} x\right)\right)}{e^{e^{16 e^{-x}} x}+x} \, dx","Int[(2 - 5*E^x*x + E^(E^(16/E^x)*x)*(-5*E^x + E^(16/E^x)*(2 - (32*x)/E^x)))/(E^(E^(16/E^x)*x) + x),x]","\int \frac{2-5 e^x x+e^{e^{16 e^{-x}} x} \left(-5 e^x+e^{16 e^{-x}} \left(2-32 e^{-x} x\right)\right)}{e^{e^{16 e^{-x}} x}+x} \, dx","5 \left(25-e^x\right)+\log \left(\left(x+e^{e^{16 e^{-x}} x}\right)^2\right)",1,"-5*E^x - 2*ExpIntegralEi[16/E^x] - 32*Defer[Int][E^(16/E^x - x)*x, x] + 2*Defer[Int][(E^(E^(16/E^x)*x) + x)^(-1), x] - 2*Defer[Int][(E^(16/E^x)*x)/(E^(E^(16/E^x)*x) + x), x] + 32*Defer[Int][(E^(16/E^x - x)*x^2)/(E^(E^(16/E^x)*x) + x), x]","F",0,0,0,0,-1,"{}"
7539,1,31,0,0.102411,"\int \frac{e^{-x} \left(e^x \left(-24+8 e^4\right)+10 x-5 x^2\right)}{8 \log (5)} \, dx","Int[(E^x*(-24 + 8*E^4) + 10*x - 5*x^2)/(8*E^x*Log[5]),x]","\frac{5 e^{-x} x^2}{8 \log (5)}-\frac{\left(3-e^4\right) x}{\log (5)}","\frac{5 \left(\frac{1}{8} e^{-x} x^2-x\right)+e^4 x+2 x-1}{\log (5)}",1,"-(((3 - E^4)*x)/Log[5]) + (5*x^2)/(8*E^x*Log[5])","A",10,5,33,0.1515,1,"{12, 6688, 2196, 2176, 2194}"
7540,0,0,0,16.7304265,"\int \frac{x^2+2 x^3+x^4+e^8 \left(1+2 x+x^2\right)+e^{\frac{4}{e^4+x}} \left(e^8+2 e^4 x+x^2\right)+e^4 \left(2 x+4 x^2+2 x^3\right)+e^{\frac{2}{e^4+x}} \left(e^8 (-2-2 x)-2 x^2-2 x^3+e^4 \left(-4 x-4 x^2\right)\right)+e^{\frac{x^2}{-1+e^{\frac{2}{e^4+x}}-x}} \left(2 x^4+x^5+e^8 \left(2 x^2+x^3\right)+e^{\frac{2}{e^4+x}} \left(-2 e^8 x^2-2 x^3-4 e^4 x^3-2 x^4\right)+e^4 \left(4 x^3+2 x^4\right)\right)}{x^3+2 x^4+x^5+e^8 \left(x+2 x^2+x^3\right)+e^{\frac{4}{e^4+x}} \left(e^8 x+2 e^4 x^2+x^3\right)+e^4 \left(2 x^2+4 x^3+2 x^4\right)+e^{\frac{2}{e^4+x}} \left(-2 x^3-2 x^4+e^8 \left(-2 x-2 x^2\right)+e^4 \left(-4 x^2-4 x^3\right)\right)} \, dx","Int[(x^2 + 2*x^3 + x^4 + E^8*(1 + 2*x + x^2) + E^(4/(E^4 + x))*(E^8 + 2*E^4*x + x^2) + E^4*(2*x + 4*x^2 + 2*x^3) + E^(2/(E^4 + x))*(E^8*(-2 - 2*x) - 2*x^2 - 2*x^3 + E^4*(-4*x - 4*x^2)) + E^(x^2/(-1 + E^(2/(E^4 + x)) - x))*(2*x^4 + x^5 + E^8*(2*x^2 + x^3) + E^(2/(E^4 + x))*(-2*E^8*x^2 - 2*x^3 - 4*E^4*x^3 - 2*x^4) + E^4*(4*x^3 + 2*x^4)))/(x^3 + 2*x^4 + x^5 + E^8*(x + 2*x^2 + x^3) + E^(4/(E^4 + x))*(E^8*x + 2*E^4*x^2 + x^3) + E^4*(2*x^2 + 4*x^3 + 2*x^4) + E^(2/(E^4 + x))*(-2*x^3 - 2*x^4 + E^8*(-2*x - 2*x^2) + E^4*(-4*x^2 - 4*x^3))),x]","\int \frac{x^2+2 x^3+x^4+e^8 \left(1+2 x+x^2\right)+e^{\frac{4}{e^4+x}} \left(e^8+2 e^4 x+x^2\right)+e^4 \left(2 x+4 x^2+2 x^3\right)+e^{\frac{2}{e^4+x}} \left(e^8 (-2-2 x)-2 x^2-2 x^3+e^4 \left(-4 x-4 x^2\right)\right)+e^{\frac{x^2}{-1+e^{\frac{2}{e^4+x}}-x}} \left(2 x^4+x^5+e^8 \left(2 x^2+x^3\right)+e^{\frac{2}{e^4+x}} \left(-2 e^8 x^2-2 x^3-4 e^4 x^3-2 x^4\right)+e^4 \left(4 x^3+2 x^4\right)\right)}{x^3+2 x^4+x^5+e^8 \left(x+2 x^2+x^3\right)+e^{\frac{4}{e^4+x}} \left(e^8 x+2 e^4 x^2+x^3\right)+e^4 \left(2 x^2+4 x^3+2 x^4\right)+e^{\frac{2}{e^4+x}} \left(-2 x^3-2 x^4+e^8 \left(-2 x-2 x^2\right)+e^4 \left(-4 x^2-4 x^3\right)\right)} \, dx","\log \left(-\frac{9 x}{5}\right)-e^{\frac{x^2}{-x+e^{\frac{2}{x+e^4}}-1}}",1,"Log[x] - 2*(1 - 2*E^4)*Defer[Int][E^(x^2/(-1 + E^(2/(E^4 + x)) - x))/(-1 + E^(2/(E^4 + x)) - x)^2, x] - 2*Defer[Int][E^(x^2/(-1 + E^(2/(E^4 + x)) - x))/(-1 + E^(2/(E^4 + x)) - x), x] - 2*Defer[Int][(E^(x^2/(-1 + E^(2/(E^4 + x)) - x))*x)/(-1 + E^(2/(E^4 + x)) - x)^2, x] - Defer[Int][(E^(x^2/(-1 + E^(2/(E^4 + x)) - x))*x^2)/(-1 + E^(2/(E^4 + x)) - x)^2, x] - 2*(1 - E^4)*Defer[Int][E^(8 + x^2/(-1 + E^(2/(E^4 + x)) - x))/((-1 + E^(2/(E^4 + x)) - x)^2*(E^4 + x)^2), x] - 2*Defer[Int][E^(8 + x^2/(-1 + E^(2/(E^4 + x)) - x))/((-1 + E^(2/(E^4 + x)) - x)*(E^4 + x)^2), x] + 2*(2 - 3*E^4)*Defer[Int][E^(4 + x^2/(-1 + E^(2/(E^4 + x)) - x))/((-1 + E^(2/(E^4 + x)) - x)^2*(E^4 + x)), x] + 4*Defer[Int][E^(4 + x^2/(-1 + E^(2/(E^4 + x)) - x))/((-1 + E^(2/(E^4 + x)) - x)*(E^4 + x)), x] + 2*Defer[Int][(E^(x^2/(-1 + E^(2/(E^4 + x)) - x))*x)/(1 - E^(2/(E^4 + x)) + x), x]","F",0,0,0,0,-1,"{}"
7541,1,35,0,0.5394445,"\int \frac{7500 x+9000 x^2+e^2 (-25000-30000 x) \log ^3(x)-7500 e^2 x \log ^4(x)+25000 e^4 \log ^7(x)}{-216 x^4+540 e^2 x^3 \log ^4(x)-450 e^4 x^2 \log ^8(x)+125 e^6 x \log ^{12}(x)} \, dx","Int[(7500*x + 9000*x^2 + E^2*(-25000 - 30000*x)*Log[x]^3 - 7500*E^2*x*Log[x]^4 + 25000*E^4*Log[x]^7)/(-216*x^4 + 540*E^2*x^3*Log[x]^4 - 450*E^4*x^2*Log[x]^8 + 125*E^6*x*Log[x]^12),x]","\frac{250}{6 x-5 e^2 \log ^4(x)}+\frac{625}{\left(6 x-5 e^2 \log ^4(x)\right)^2}","\left(\frac{5}{e^2 \log ^4(x)-\frac{6 x}{5}}-5\right)^2",1,"625/(6*x - 5*E^2*Log[x]^4)^2 + 250/(6*x - 5*E^2*Log[x]^4)","A",6,4,84,0.04762,1,"{6688, 12, 6742, 2544}"
7542,1,15,0,0.00287,"\int \frac{1}{625} (1633602+1623602 x+1623602 \log (4)) \, dx","Int[(1633602 + 1623602*x + 1623602*Log[4])/625,x]","\frac{(811801 x+816801+811801 \log (4))^2}{507375625}","16 \left(x+\frac{811801 (x+1+\log (4))^2}{10000}\right)",1,"(816801 + 811801*x + 811801*Log[4])^2/507375625","A",1,1,13,0.07692,1,"{9}"
7543,1,33,0,0.1871677,"\int \frac{5-2 x+\left(-35+18 x+6 x^2\right) \log (x)+(5-4 x) \log (x) \log (\log (x))}{5 \log (x)} \, dx","Int[(5 - 2*x + (-35 + 18*x + 6*x^2)*Log[x] + (5 - 4*x)*Log[x]*Log[Log[x]])/(5*Log[x]),x]","\frac{2 x^3}{5}+\frac{9 x^2}{5}-\frac{2}{5} x^2 \log (\log (x))-7 x+x \log (\log (x))","\frac{1}{5} x (2 x-5) (x-\log (\log (x))+7)",1,"-7*x + (9*x^2)/5 + (2*x^3)/5 + x*Log[Log[x]] - (2*x^2*Log[Log[x]])/5","A",17,8,37,0.2162,1,"{12, 6742, 2330, 2298, 2309, 2178, 2520, 2522}"
7544,0,0,0,6.3859623,"\int \frac{\exp \left(\frac{-\frac{e^{-1-x}}{x}+(-3+x) \log \left(e^3 x\right)}{-3+x}\right) \left(9-6 x+x^2+\frac{e^{-1-x} \left(-3-x+x^2\right)}{x}\right)}{9 x-6 x^2+x^3} \, dx","Int[(E^((-(E^(-1 - x)/x) + (-3 + x)*Log[E^3*x])/(-3 + x))*(9 - 6*x + x^2 + (E^(-1 - x)*(-3 - x + x^2))/x))/(9*x - 6*x^2 + x^3),x]","\int \frac{\exp \left(\frac{-\frac{e^{-1-x}}{x}+(-3+x) \log \left(e^3 x\right)}{-3+x}\right) \left(9-6 x+x^2+\frac{e^{-1-x} \left(-3-x+x^2\right)}{x}\right)}{9 x-6 x^2+x^3} \, dx","e^{3-\frac{e^{-x-1}}{(x-3) x}} x",1,"Defer[Int][E^(3 - E^(-1 - x)/((-3 + x)*x)), x] + Defer[Int][E^(-1 - x + (-(E^(-1 - x)/x) + (-3 + x)*Log[E^3*x])/(-3 + x))/(-3 + x)^2, x]/3 + Defer[Int][E^(2 - E^(-1 - x)/((-3 + x)*x) - x)/(-3 + x), x] - Defer[Int][E^(2 - E^(-1 - x)/((-3 + x)*x) - x)/x, x]/3","F",0,0,0,0,-1,"{}"
7545,1,20,0,0.1858714,"\int -\frac{4 e^{8+e^{5-4 e^3 \log (16 x)}-4 e^3 \log (16 x)}}{x} \, dx","Int[(-4*E^(8 + E^(5 - 4*E^3*Log[16*x]) - 4*E^3*Log[16*x]))/x,x]","e^{16^{-4 e^3} e^5 x^{-4 e^3}}","e^{e^{5-4 e^3 \log (16 x)}}",1,"E^(E^5/(16^(4*E^3)*x^(4*E^3)))","A",4,3,31,0.09677,1,"{12, 2274, 6706}"
7546,0,0,0,0.5325916,"\int \frac{-24+16 x-56 x^2+12 x^3+e^x \left(-3-13 x+3 x^2\right)+\left(e^x+4 x\right) \log \left(e^x+4 x\right)}{e^x+4 x} \, dx","Int[(-24 + 16*x - 56*x^2 + 12*x^3 + E^x*(-3 - 13*x + 3*x^2) + (E^x + 4*x)*Log[E^x + 4*x])/(E^x + 4*x),x]","\int \frac{-24+16 x-56 x^2+12 x^3+e^x \left(-3-13 x+3 x^2\right)+\left(e^x+4 x\right) \log \left(e^x+4 x\right)}{e^x+4 x} \, dx","x \left((x-6) \left(x+\frac{\log \left(4 x+e^x\right)-x}{x}\right)-3\right)",1,"-3*x - 7*x^2 + x^3 + x*Log[E^x + 4*x] - 24*Defer[Int][(E^x + 4*x)^(-1), x] + 24*Defer[Int][x/(E^x + 4*x), x]","F",0,0,0,0,-1,"{}"
7547,0,0,0,1.6958371,"\int \frac{-1800+2700 x-3148 x^2+2925 x^3-1350 x^4+225 x^5+e^{2 x^2} \left(-1800+2700 x-1350 x^2+225 x^3\right)+e^{x^2} \left(-2+7199 x-10796 x^2+5398 x^3-900 x^4\right)}{-1800 x^2+2700 x^3-1350 x^4+225 x^5+e^{2 x^2} \left(-1800+2700 x-1350 x^2+225 x^3\right)+e^{x^2} \left(3600 x-5400 x^2+2700 x^3-450 x^4\right)} \, dx","Int[(-1800 + 2700*x - 3148*x^2 + 2925*x^3 - 1350*x^4 + 225*x^5 + E^(2*x^2)*(-1800 + 2700*x - 1350*x^2 + 225*x^3) + E^x^2*(-2 + 7199*x - 10796*x^2 + 5398*x^3 - 900*x^4))/(-1800*x^2 + 2700*x^3 - 1350*x^4 + 225*x^5 + E^(2*x^2)*(-1800 + 2700*x - 1350*x^2 + 225*x^3) + E^x^2*(3600*x - 5400*x^2 + 2700*x^3 - 450*x^4)),x]","\int \frac{-1800+2700 x-3148 x^2+2925 x^3-1350 x^4+225 x^5+e^{2 x^2} \left(-1800+2700 x-1350 x^2+225 x^3\right)+e^{x^2} \left(-2+7199 x-10796 x^2+5398 x^3-900 x^4\right)}{-1800 x^2+2700 x^3-1350 x^4+225 x^5+e^{2 x^2} \left(-1800+2700 x-1350 x^2+225 x^3\right)+e^{x^2} \left(3600 x-5400 x^2+2700 x^3-450 x^4\right)} \, dx","x-\frac{\frac{4 x^2}{225 (2 x-4)^2}+x}{x \left(x-e^{x^2}\right)}",1,"x + (217*Defer[Int][(E^x^2 - x)^(-2), x])/225 - (2*Defer[Int][(E^x^2 - x)^(-1), x])/225 - (4*Defer[Int][1/((E^x^2 - x)*(-2 + x)^3), x])/225 - (14*Defer[Int][1/((E^x^2 - x)^2*(-2 + x)^2), x])/225 - Defer[Int][1/((E^x^2 - x)*(-2 + x)^2), x]/25 - (23*Defer[Int][1/((E^x^2 - x)^2*(-2 + x)), x])/225 - (8*Defer[Int][1/((E^x^2 - x)*(-2 + x)), x])/225 - (2*Defer[Int][x/(E^x^2 - x)^2, x])/225 - 2*Defer[Int][x/(E^x^2 - x), x] - 2*Defer[Int][x^2/(E^x^2 - x)^2, x]","F",0,0,0,0,-1,"{}"
7548,1,18,0,0.0462585,"\int \frac{-49-140 x-29 x^2+19 x^3+2 x^4}{49 x+14 x^2+x^3} \, dx","Int[(-49 - 140*x - 29*x^2 + 19*x^3 + 2*x^4)/(49*x + 14*x^2 + x^3),x]","x^2-9 x-\frac{315}{x+7}-\log (x)","-\left(x \left(\frac{4-x^2}{x+7}+\frac{\log (x)}{x}+3\right)\right)+x-13",1,"-9*x + x^2 - 315/(7 + x) - Log[x]","A",4,3,35,0.08571,1,"{1594, 27, 1620}"
7549,1,113,0,1.5723314,"\int \frac{-54+70 x+33 x^2+e^{2 x} \left(19 x-8 x^2-6 x^3\right)+e^x \left(26 x-2 x^2-6 x^3\right)+\left(-63 x-54 x^2\right) \log (2 x)}{108 x-252 x^2+39 x^3+126 x^4+27 x^5} \, dx","Int[(-54 + 70*x + 33*x^2 + E^(2*x)*(19*x - 8*x^2 - 6*x^3) + E^x*(26*x - 2*x^2 - 6*x^3) + (-63*x - 54*x^2)*Log[2*x])/(108*x - 252*x^2 + 39*x^3 + 126*x^4 + 27*x^5),x]","\frac{2 e^x}{11 (2-3 x)}+\frac{e^{2 x}}{11 (2-3 x)}+\frac{1}{11 (2-3 x)}+\frac{2 e^x}{33 (x+3)}+\frac{e^{2 x}}{33 (x+3)}+\frac{1}{33 (x+3)}-\frac{\log (x)}{2}-\frac{27 x \log (2 x)}{22 (2-3 x)}+\frac{x \log (2 x)}{11 (x+3)}","\frac{\frac{1}{9} \left(e^x+1\right)^2-\log (2 x)}{\left(\frac{2}{3}-x\right) (x+3)}",1,"1/(11*(2 - 3*x)) + (2*E^x)/(11*(2 - 3*x)) + E^(2*x)/(11*(2 - 3*x)) + 1/(33*(3 + x)) + (2*E^x)/(33*(3 + x)) + E^(2*x)/(33*(3 + x)) - Log[x]/2 - (27*x*Log[2*x])/(22*(2 - 3*x)) + (x*Log[2*x])/(11*(3 + x))","B",32,11,89,0.1236,1,"{6741, 12, 6742, 44, 88, 77, 2177, 2178, 2357, 2314, 31}"
7550,0,0,0,3.2020564,"\int \frac{5 x+5 e^{-8/x} x^3+e^{-4/x} \left(8+2 x+10 x^2\right)+e^{5 x} \left(-25 x+e^{-4/x} \left(20+5 x-25 x^2\right)\right)}{5 x+10 e^{-4/x} x^2+5 e^{-8/x} x^3} \, dx","Int[(5*x + (5*x^3)/E^(8/x) + (8 + 2*x + 10*x^2)/E^(4/x) + E^(5*x)*(-25*x + (20 + 5*x - 25*x^2)/E^(4/x)))/(5*x + (10*x^2)/E^(4/x) + (5*x^3)/E^(8/x)),x]","\int \frac{5 x+5 e^{-8/x} x^3+e^{-4/x} \left(8+2 x+10 x^2\right)+e^{5 x} \left(-25 x+e^{-4/x} \left(20+5 x-25 x^2\right)\right)}{5 x+10 e^{-4/x} x^2+5 e^{-8/x} x^3} \, dx","\frac{-e^{5 x}-\frac{2}{5}}{e^{-4/x} x+1}+x",1,"x - (8*Defer[Int][(E^(4/x) + x)^(-2), x])/5 + Defer[Int][E^(4/x + 5*x)/(E^(4/x) + x)^2, x] + 4*Defer[Int][E^(4/x + 5*x)/(x*(E^(4/x) + x)^2), x] - (2*Defer[Int][x/(E^(4/x) + x)^2, x])/5 + (2*Defer[Int][(E^(4/x) + x)^(-1), x])/5 - 5*Defer[Int][E^(4/x + 5*x)/(E^(4/x) + x), x] + (8*Defer[Int][1/(x*(E^(4/x) + x)), x])/5","F",0,0,0,0,-1,"{}"
7551,1,40,0,0.0297552,"\int \frac{e^5+4 \log \left(\frac{-1+7 \log (2)}{\log (2)}\right)}{8 e^{10}-8 e^5 x+2 x^2+\left(32 e^5-16 x\right) \log \left(\frac{-1+7 \log (2)}{\log (2)}\right)+32 \log ^2\left(\frac{-1+7 \log (2)}{\log (2)}\right)} \, dx","Int[(E^5 + 4*Log[(-1 + 7*Log[2])/Log[2]])/(8*E^10 - 8*E^5*x + 2*x^2 + (32*E^5 - 16*x)*Log[(-1 + 7*Log[2])/Log[2]] + 32*Log[(-1 + 7*Log[2])/Log[2]]^2),x]","-\frac{e^5+4 \log \left(7-\frac{1}{\log (2)}\right)}{2 \left(x-2 \left(e^5+2 \log \left(7-\frac{1}{\log (2)}\right)\right)\right)}","\frac{1}{2 \left(2-\frac{x-e^5}{\frac{x}{4}+\log \left(7-\frac{1}{\log (2)}\right)}\right)}",1,"-1/2*(E^5 + 4*Log[7 - Log[2]^(-1)])/(x - 2*(E^5 + 2*Log[7 - Log[2]^(-1)]))","A",5,4,76,0.05263,1,"{12, 1981, 27, 32}"
7552,0,0,0,8.5226607,"\int \frac{-1-x+e^{5 x} (1+x)+\left(2-2 e^{5 x}\right) \log (x)+\left(-x+e^{5 x} x+\left(1-e^{5 x}\right) \log (x)\right) \log (-x+\log (x))+\left(2 x+e^{5 x} \left(-2 x-10 x^2\right)+\left(-2+e^{5 x} (2+10 x)\right) \log (x)+\left(x+e^{5 x} \left(-x-5 x^2\right)+\left(-1+e^{5 x} (1+5 x)\right) \log (x)\right) \log (-x+\log (x))\right) \log \left(-\frac{x}{2+\log (-x+\log (x))}\right)}{(-2 x+2 \log (x)+(-x+\log (x)) \log (-x+\log (x))) \log ^2\left(-\frac{x}{2+\log (-x+\log (x))}\right)} \, dx","Int[(-1 - x + E^(5*x)*(1 + x) + (2 - 2*E^(5*x))*Log[x] + (-x + E^(5*x)*x + (1 - E^(5*x))*Log[x])*Log[-x + Log[x]] + (2*x + E^(5*x)*(-2*x - 10*x^2) + (-2 + E^(5*x)*(2 + 10*x))*Log[x] + (x + E^(5*x)*(-x - 5*x^2) + (-1 + E^(5*x)*(1 + 5*x))*Log[x])*Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))])/((-2*x + 2*Log[x] + (-x + Log[x])*Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2),x]","\int \frac{-1-x+e^{5 x} (1+x)+\left(2-2 e^{5 x}\right) \log (x)+\left(-x+e^{5 x} x+\left(1-e^{5 x}\right) \log (x)\right) \log (-x+\log (x))+\left(2 x+e^{5 x} \left(-2 x-10 x^2\right)+\left(-2+e^{5 x} (2+10 x)\right) \log (x)+\left(x+e^{5 x} \left(-x-5 x^2\right)+\left(-1+e^{5 x} (1+5 x)\right) \log (x)\right) \log (-x+\log (x))\right) \log \left(-\frac{x}{2+\log (-x+\log (x))}\right)}{(-2 x+2 \log (x)+(-x+\log (x)) \log (-x+\log (x))) \log ^2\left(-\frac{x}{2+\log (-x+\log (x))}\right)} \, dx","\frac{\left(e^{5 x}-1\right) x}{\log \left(\frac{x}{-\log (\log (x)-x)-2}\right)}+1",1,"(E^(5*x)*(2*x^2*Log[-(x/(2 + Log[-x + Log[x]]))] - 2*x*Log[x]*Log[-(x/(2 + Log[-x + Log[x]]))] + x^2*Log[-x + Log[x]]*Log[-(x/(2 + Log[-x + Log[x]]))] - x*Log[x]*Log[-x + Log[x]]*Log[-(x/(2 + Log[-x + Log[x]]))]))/((x - Log[x])*(2 + Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2) + Defer[Int][1/((x - Log[x])*(2 + Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2), x] + Defer[Int][x/((x - Log[x])*(2 + Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2), x] - 2*Defer[Int][Log[x]/((x - Log[x])*(2 + Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2), x] + Defer[Int][Log[-x + Log[x]]/((2 + Log[-x + Log[x]])*Log[-(x/(2 + Log[-x + Log[x]]))]^2), x] - Defer[Int][Log[-(x/(2 + Log[-x + Log[x]]))]^(-1), x]","F",0,0,0,0,-1,"{}"
7553,1,155,0,2.9518491,"\int \frac{\left(-2 x^2+2 x \log (x)\right) \log ^2(x-\log (x))+\exp \left(\frac{2 (x+(1+x) \log (x-\log (x)))}{\log (x-\log (x))}\right) \left(-2+2 x+(-2 x+2 \log (x)) \log (x-\log (x))+(-2 x+2 \log (x)) \log ^2(x-\log (x))\right)+e^{\frac{x+(1+x) \log (x-\log (x))}{\log (x-\log (x))}} \left(2 x-2 x^2+\left(2 x^2-2 x \log (x)\right) \log (x-\log (x))+\left(2 x+2 x^2+(-2-2 x) \log (x)\right) \log ^2(x-\log (x))\right)}{(-x+\log (x)) \log ^2(x-\log (x))} \, dx","Int[((-2*x^2 + 2*x*Log[x])*Log[x - Log[x]]^2 + E^((2*(x + (1 + x)*Log[x - Log[x]]))/Log[x - Log[x]])*(-2 + 2*x + (-2*x + 2*Log[x])*Log[x - Log[x]] + (-2*x + 2*Log[x])*Log[x - Log[x]]^2) + E^((x + (1 + x)*Log[x - Log[x]])/Log[x - Log[x]])*(2*x - 2*x^2 + (2*x^2 - 2*x*Log[x])*Log[x - Log[x]] + (2*x + 2*x^2 + (-2 - 2*x)*Log[x])*Log[x - Log[x]]^2))/((-x + Log[x])*Log[x - Log[x]]^2),x]","x^2-\frac{2 e^{x+\frac{x}{\log (x-\log (x))}+1} \left(-x^2+x^2 \log ^2(x-\log (x))+x^2 \log (x-\log (x))+x-x \log (x) \log ^2(x-\log (x))-x \log (x) \log (x-\log (x))\right)}{(x-\log (x)) \left(-\frac{\left(1-\frac{1}{x}\right) x}{(x-\log (x)) \log ^2(x-\log (x))}+\frac{1}{\log (x-\log (x))}+1\right) \log ^2(x-\log (x))}+e^{2 x+\frac{2 x}{\log (x-\log (x))}+2}","\left(e^{x+\frac{x}{\log (x-\log (x))}+1}-x\right)^2",1,"E^(2 + 2*x + (2*x)/Log[x - Log[x]]) + x^2 - (2*E^(1 + x + x/Log[x - Log[x]])*(x - x^2 + x^2*Log[x - Log[x]] - x*Log[x]*Log[x - Log[x]] + x^2*Log[x - Log[x]]^2 - x*Log[x]*Log[x - Log[x]]^2))/((x - Log[x])*(1 - ((1 - x^(-1))*x)/((x - Log[x])*Log[x - Log[x]]^2) + Log[x - Log[x]]^(-1))*Log[x - Log[x]]^2)","B",4,3,187,0.01604,1,"{6742, 6706, 2288}"
7554,0,0,0,2.8232144,"\int \frac{\exp \left(\frac{16 \log \left(\frac{1}{x^2}\right)+\left(-x+x^2\right) \log (x)}{4 \log \left(\frac{1}{x^2}\right)}\right) \left((-1+x) \log \left(\frac{1}{x^2}\right)+\left(-2+2 x+(-1+2 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)\right)}{4 \log ^2\left(\frac{1}{x^2}\right)} \, dx","Int[(E^((16*Log[x^(-2)] + (-x + x^2)*Log[x])/(4*Log[x^(-2)]))*((-1 + x)*Log[x^(-2)] + (-2 + 2*x + (-1 + 2*x)*Log[x^(-2)])*Log[x]))/(4*Log[x^(-2)]^2),x]","\int \frac{\exp \left(\frac{16 \log \left(\frac{1}{x^2}\right)+\left(-x+x^2\right) \log (x)}{4 \log \left(\frac{1}{x^2}\right)}\right) \left((-1+x) \log \left(\frac{1}{x^2}\right)+\left(-2+2 x+(-1+2 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)\right)}{4 \log ^2\left(\frac{1}{x^2}\right)} \, dx","e^{\frac{\left(x^2-x\right) \log (x)}{4 \log \left(\frac{1}{x^2}\right)}+4}+36",1,"(E^4*Defer[Int][x^(1 + ((-1 + x)*x)/(4*Log[x^(-2)]))/Log[x^(-2)], x])/4 - (E^4*Defer[Int][x^(((-1 + x)*x)/(4*Log[x^(-2)]))/Log[x^(-2)], x])/4 + (E^4*Defer[Int][(x^(1 + ((-1 + x)*x)/(4*Log[x^(-2)]))*Log[x])/Log[x^(-2)]^2, x])/2 - (E^4*Defer[Int][(x^(((-1 + x)*x)/(4*Log[x^(-2)]))*Log[x])/Log[x^(-2)]^2, x])/2 + (E^4*Defer[Int][(x^(1 + ((-1 + x)*x)/(4*Log[x^(-2)]))*Log[x])/Log[x^(-2)], x])/2 - (E^4*Defer[Int][(x^(((-1 + x)*x)/(4*Log[x^(-2)]))*Log[x])/Log[x^(-2)], x])/4","F",0,0,0,0,-1,"{}"
7555,1,28,0,0.1074289,"\int \frac{365-146 x-73 \log (9)}{-365 x+7573 x^2-3000 x^3+300 x^4+\left(73 x-3000 x^2+600 x^3\right) \log (9)+300 x^2 \log ^2(9)} \, dx","Int[(365 - 146*x - 73*Log[9])/(-365*x + 7573*x^2 - 3000*x^3 + 300*x^4 + (73*x - 3000*x^2 + 600*x^3)*Log[9] + 300*x^2*Log[9]^2),x]","\log \left(300 x^2-300 x (5-\log (9))+73\right)-\log (x (x-5+\log (9)))","\log \left(-\frac{73}{60 x (x-5+\log (9))}-5\right)",1,"Log[73 + 300*x^2 - 300*x*(5 - Log[9])] - Log[x*(-5 + x + Log[9])]","A",7,6,57,0.1053,1,"{6, 1680, 12, 1107, 616, 31}"
7556,1,27,0,0.067389,"\int \frac{e^x \left(-1+7 x+x^2-x^3\right)-e^x x \log (x)}{x} \, dx","Int[(E^x*(-1 + 7*x + x^2 - x^3) - E^x*x*Log[x])/x,x]","-e^x x^2+3 e^x x+4 e^x-e^x \log (x)","e^x \left(-x^2+3 x-\log (x)+4\right)",1,"4*E^x + 3*E^x*x - E^x*x^2 - E^x*Log[x]","A",11,5,30,0.1667,1,"{14, 2194, 2178, 2176, 2554}"
7557,0,0,0,21.7414577,"\int \frac{\exp \left(\frac{x+\left(1-x-x^2\right) \log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)}{\log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)}\right) \left(-x-2 e^{2 x} x-6 e^{3 x} x-4 e^{4 x} x+\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right) \log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)+\left(e^{3 x} (-2-4 x)+e^{2 x} (-1-2 x)+e^{4 x} (-1-2 x)-x-2 x^2\right) \log ^2\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)\right)}{\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right) \log ^2\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)} \, dx","Int[(E^((x + (1 - x - x^2)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*(-x - 2*E^(2*x)*x - 6*E^(3*x)*x - 4*E^(4*x)*x + (E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x] + (E^(3*x)*(-2 - 4*x) + E^(2*x)*(-1 - 2*x) + E^(4*x)*(-1 - 2*x) - x - 2*x^2)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2))/((E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2),x]","\int \frac{\exp \left(\frac{x+\left(1-x-x^2\right) \log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)}{\log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)}\right) \left(-x-2 e^{2 x} x-6 e^{3 x} x-4 e^{4 x} x+\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right) \log \left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)+\left(e^{3 x} (-2-4 x)+e^{2 x} (-1-2 x)+e^{4 x} (-1-2 x)-x-2 x^2\right) \log ^2\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)\right)}{\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right) \log ^2\left(e^{2 x}+2 e^{3 x}+e^{4 x}+x\right)} \, dx","e^{-x^2-x+\frac{x}{\log \left(\left(e^x+e^{2 x}\right)^2+x\right)}+1}",1,"-Defer[Int][E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]), x] - 2*Defer[Int][E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x, x] - 4*Defer[Int][(E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x)/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2, x] - Defer[Int][(E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x)/((E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2), x] + 2*Defer[Int][(E^(1 + x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x)/((E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2), x] + 2*Defer[Int][(E^(1 + 2*x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x)/((E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2), x] + 4*Defer[Int][(E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])*x^2)/((E^(2*x) + 2*E^(3*x) + E^(4*x) + x)*Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x]^2), x] + Defer[Int][E^(1 - x - x^2 + x/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x])/Log[E^(2*x) + 2*E^(3*x) + E^(4*x) + x], x]","F",0,0,0,0,-1,"{}"
7558,1,14,0,0.0170417,"\int \frac{-2+4 x^2+8 x^2 \log (3 x)}{x} \, dx","Int[(-2 + 4*x^2 + 8*x^2*Log[3*x])/x,x]","4 x^2 \log (3 x)-2 \log (x)","\left(x \left(4 x-\frac{4}{x}\right)+2\right) \log (3 x)",1,"-2*Log[x] + 4*x^2*Log[3*x]","A",5,2,20,0.1000,1,"{14, 2304}"
7559,1,26,0,0.9315569,"\int \frac{-1+2 x^2+2 x^3-2 e^{-4+e x} x^3+\left(1-x+e^{-4+e x} x\right) \log (x)}{-2 x^3+x \log (x)} \, dx","Int[(-1 + 2*x^2 + 2*x^3 - 2*E^(-4 + E*x)*x^3 + (1 - x + E^(-4 + E*x)*x)*Log[x])/(-2*x^3 + x*Log[x]),x]","-\log \left(2 x^2-\log (x)\right)-x+e^{e x-5}+\log (x)","\log \left(\frac{e^{e^{e x-5}-5} x}{2 x^2-\log (x)}\right)-x",1,"E^(-5 + E*x) - x + Log[x] - Log[2*x^2 - Log[x]]","A",9,5,54,0.09259,1,"{2561, 6742, 2194, 43, 6684}"
7560,0,0,0,0.9705417,"\int \frac{e^{-x} \left(e^{10 e^{-x}} \left(-2 e^x-10 x\right)-e^{e^x+2 x} x^3+e^{5 e^{-x}} \left(4 e^x+10 x\right)+e^x \left(-6-x^3\right)\right)}{x^3} \, dx","Int[(E^(10/E^x)*(-2*E^x - 10*x) - E^(E^x + 2*x)*x^3 + E^(5/E^x)*(4*E^x + 10*x) + E^x*(-6 - x^3))/(E^x*x^3),x]","\int \frac{e^{-x} \left(e^{10 e^{-x}} \left(-2 e^x-10 x\right)-e^{e^x+2 x} x^3+e^{5 e^{-x}} \left(4 e^x+10 x\right)+e^x \left(-6-x^3\right)\right)}{x^3} \, dx","\frac{\left(1-e^{5 e^{-x}}\right)^2+2}{x^2}-e^{e^x}-x+2",1,"-E^E^x + 3/x^2 - x + 4*Defer[Int][E^(5/E^x)/x^3, x] - 2*Defer[Int][E^(10/E^x)/x^3, x] + 10*Defer[Int][E^(5/E^x - x)/x^2, x] - 10*Defer[Int][E^(10/E^x - x)/x^2, x]","F",0,0,0,0,-1,"{}"
7561,1,27,0,0.0073982,"\int \frac{7}{20} \sqrt[5]{-2 e^3 x^2+3 e^6 x^2} \, dx","Int[(7*(-2*E^3*x^2 + 3*E^6*x^2)^(1/5))/20,x]","\frac{1}{4} \sqrt[5]{3 e^6-2 e^3} x \sqrt[5]{x^2}","\frac{1}{4} e^{3/5} x \sqrt[5]{x \left(3 \left(e^3-1\right) x+x\right)}",1,"((-2*E^3 + 3*E^6)^(1/5)*x*(x^2)^(1/5))/4","A",4,4,25,0.1600,1,"{6, 12, 15, 30}"
7562,0,0,0,0.4163973,"\int \frac{13 x^2+\left(13 x^2+x^3\right) \log \left(\frac{39+3 x}{x}\right)+\left(13+x+13 x^2+x^3+(13+x) \log (5)\right) \log ^2\left(\frac{39+3 x}{x}\right)}{\left(13 x^2+x^3\right) \log ^2\left(\frac{39+3 x}{x}\right)} \, dx","Int[(13*x^2 + (13*x^2 + x^3)*Log[(39 + 3*x)/x] + (13 + x + 13*x^2 + x^3 + (13 + x)*Log[5])*Log[(39 + 3*x)/x]^2)/((13*x^2 + x^3)*Log[(39 + 3*x)/x]^2),x]","\int \frac{13 x^2+\left(13 x^2+x^3\right) \log \left(\frac{39+3 x}{x}\right)+\left(13+x+13 x^2+x^3+(13+x) \log (5)\right) \log ^2\left(\frac{39+3 x}{x}\right)}{\left(13 x^2+x^3\right) \log ^2\left(\frac{39+3 x}{x}\right)} \, dx","x+\frac{x}{\log \left(\frac{3 (x+13)}{x}\right)}-\frac{1+\log (5)}{x}+3",1,"x - (1 + Log[5])/x + 13*Defer[Int][1/((13 + x)*Log[3 + 39/x]^2), x] + Defer[Int][Log[3 + 39/x]^(-1), x]","F",0,0,0,0,-1,"{}"
7563,1,63,0,1.0228274,"\int \frac{\left(\left(-x^2-x^3\right) \log (4)-x^2 \log ^2(4)\right) \log (5)+\left(-x^2+(1-x) \log (4)\right) \log (5) \log (\log (4))}{e^x \left(x^4 \log ^2(4)+2 x^3 \log ^3(4)+x^2 \log ^4(4)\right)+e^x \left(2 x^3 \log (4)+4 x^2 \log ^2(4)+2 x \log ^3(4)\right) \log (\log (4))+e^x \left(x^2+2 x \log (4)+\log ^2(4)\right) \log ^2(\log (4))} \, dx","Int[(((-x^2 - x^3)*Log[4] - x^2*Log[4]^2)*Log[5] + (-x^2 + (1 - x)*Log[4])*Log[5]*Log[Log[4]])/(E^x*(x^4*Log[4]^2 + 2*x^3*Log[4]^3 + x^2*Log[4]^4) + E^x*(2*x^3*Log[4] + 4*x^2*Log[4]^2 + 2*x*Log[4]^3)*Log[Log[4]] + E^x*(x^2 + 2*x*Log[4] + Log[4]^2)*Log[Log[4]]^2),x]","\frac{e^{-x} \log (4) \log (5)}{\left(\log ^2(4)-\log (\log (4))\right) (x+\log (4))}-\frac{e^{-x} \log (5) \log (\log (4))}{\left(\log ^2(4)-\log (\log (4))\right) (x \log (4)+\log (\log (4)))}","\frac{e^{-x} \log (5)}{(x+\log (4)) \left(\frac{\log (\log (4))}{x}+\log (4)\right)}",1,"(Log[4]*Log[5])/(E^x*(x + Log[4])*(Log[4]^2 - Log[Log[4]])) - (Log[5]*Log[Log[4]])/(E^x*(Log[4]^2 - Log[Log[4]])*(x*Log[4] + Log[Log[4]]))","B",10,5,135,0.03704,1,"{6688, 12, 6742, 2177, 2178}"
7564,1,28,0,0.476571,"\int \frac{1}{2} e^{-5+e^{16-4 e^x}+e^x+2 x-x^2} \left(2+e^x-4 e^{16-4 e^x+x}-2 x\right) \, dx","Int[(E^(-5 + E^(16 - 4*E^x) + E^x + 2*x - x^2)*(2 + E^x - 4*E^(16 - 4*E^x + x) - 2*x))/2,x]","\frac{1}{2} e^{-x^2+2 x+e^{16-4 e^x}+e^x-5}","\frac{1}{2} e^{-x^2+2 x+e^{4 \left(4-e^x\right)}+e^x-5}",1,"E^(-5 + E^(16 - 4*E^x) + E^x + 2*x - x^2)/2","A",2,2,48,0.04167,1,"{12, 6706}"
7565,1,40,0,0.1051848,"\int e^{e^x+3 x-6 x^2} \left(-1-3 x-e^x x+12 x^2\right) \, dx","Int[E^(E^x + 3*x - 6*x^2)*(-1 - 3*x - E^x*x + 12*x^2),x]","-\frac{e^{-6 x^2+3 x+e^x} \left(-12 x^2+e^x x+3 x\right)}{-12 x+e^x+3}","3-e^{-6 x^2+3 x+e^x} x",1,"-((E^(E^x + 3*x - 6*x^2)*(3*x + E^x*x - 12*x^2))/(3 + E^x - 12*x))","B",1,1,31,0.03226,1,"{2288}"
7566,1,26,0,0.171786,"\int \frac{1}{2} \left(2+e^{\frac{1}{4} \left(49 x^2+14 x^3+x^4\right) \log ^2(4)} \left(49 x+21 x^2+2 x^3\right) \log ^2(4)\right) \, dx","Int[(2 + E^(((49*x^2 + 14*x^3 + x^4)*Log[4]^2)/4)*(49*x + 21*x^2 + 2*x^3)*Log[4]^2)/2,x]","e^{\frac{1}{4} \left(x^4+14 x^3+49 x^2\right) \log ^2(4)}+x","e^{\frac{1}{4} x^2 (x+7)^2 \log ^2(4)}+x+4",1,"E^(((49*x^2 + 14*x^3 + x^4)*Log[4]^2)/4) + x","A",4,3,49,0.06122,1,"{12, 1594, 6706}"
7567,1,44,0,0.1943635,"\int \frac{e^{e^2+x^2} \left(2 x+4 x^3-4 x^2 \log (400)\right)+(-10 x+10 \log (400)) \log (x)-5 x \log ^2(x)}{5 x} \, dx","Int[(E^(E^2 + x^2)*(2*x + 4*x^3 - 4*x^2*Log[400]) + (-10*x + 10*Log[400])*Log[x] - 5*x*Log[x]^2)/(5*x),x]","\frac{2}{5} e^{x^2+e^2} x-\frac{2}{5} e^{x^2+e^2} \log (400)-x \log ^2(x)+\log (400) \log ^2(x)","(\log (400)-x) \left(\log ^2(x)-\frac{2}{5} e^{x^2+e^2}\right)",1,"(2*E^(E^2 + x^2)*x)/5 - (2*E^(E^2 + x^2)*Log[400])/5 - x*Log[x]^2 + Log[400]*Log[x]^2","A",16,12,52,0.2308,1,"{12, 14, 2226, 2204, 2212, 2209, 43, 2295, 6742, 2346, 2301, 2296}"
7568,1,44,0,0.1002195,"\int \left(e^x \left(-2 x-x^2\right)+e^{e^{2 x}+x} \left(2 x+x^2+2 e^{2 x} x^2\right)\right) \, dx","Int[E^x*(-2*x - x^2) + E^(E^(2*x) + x)*(2*x + x^2 + 2*E^(2*x)*x^2),x]","\frac{e^{x+e^{2 x}} \left(2 e^{2 x} x^2+x^2\right)}{2 e^{2 x}+1}-e^x x^2","\left(e^{x+e^{2 x}}-e^x\right) x^2",1,"-(E^x*x^2) + (E^(E^(2*x) + x)*(x^2 + 2*E^(2*x)*x^2))/(1 + 2*E^(2*x))","B",10,5,41,0.1220,1,"{1593, 2196, 2176, 2194, 2288}"
7569,0,0,0,1.0549555,"\int \frac{2358774 e^{2 x}+2358774 e^x x^2}{5 x^2+e^{2 x} (5+x)+e^x \left(10 x+x^2\right)} \, dx","Int[(2358774*E^(2*x) + 2358774*E^x*x^2)/(5*x^2 + E^(2*x)*(5 + x) + E^x*(10*x + x^2)),x]","\int \frac{2358774 e^{2 x}+2358774 e^x x^2}{5 x^2+e^{2 x} (5+x)+e^x \left(10 x+x^2\right)} \, dx","2358774 \log \left(\frac{x}{e^{-x} x+1}+5\right)",1,"-2358774*Log[1 + E^x/x] + 11793870*Defer[Int][E^x/(5*E^x + 5*x + E^x*x), x] - 11793870*Defer[Int][E^x/(x*(5*E^x + 5*x + E^x*x)), x] + 2358774*Defer[Int][(E^x*x)/(5*E^x + 5*x + E^x*x), x]","F",0,0,0,0,-1,"{}"
7570,0,0,0,0.7305844,"\int \frac{e^{-\frac{2 \left(-24 x+55 x^2\right)}{-20+55 x}} \left(160 x-1072 x^2+2090 x^3-1210 x^4\right)}{80-440 x+605 x^2} \, dx","Int[(160*x - 1072*x^2 + 2090*x^3 - 1210*x^4)/(E^((2*(-24*x + 55*x^2))/(-20 + 55*x))*(80 - 440*x + 605*x^2)),x]","\int \frac{e^{-\frac{2 \left(-24 x+55 x^2\right)}{-20+55 x}} \left(160 x-1072 x^2+2090 x^3-1210 x^4\right)}{80-440 x+605 x^2} \, dx","e^{-\frac{2 x}{5-\frac{55 x}{4}}-2 x} x^2",1,"(-32*Defer[Int][E^((-2*x*(-24 + 55*x))/(-20 + 55*x)), x])/605 + 2*Defer[Int][x/E^((2*x*(-24 + 55*x))/(-20 + 55*x)), x] - 2*Defer[Int][x^2/E^((2*x*(-24 + 55*x))/(-20 + 55*x)), x] - (512*Defer[Int][1/(E^((2*x*(-24 + 55*x))/(-20 + 55*x))*(-4 + 11*x)^2), x])/605 - (256*Defer[Int][1/(E^((2*x*(-24 + 55*x))/(-20 + 55*x))*(-4 + 11*x)), x])/605","F",0,0,0,0,-1,"{}"
7571,0,0,0,1.0750813,"\int \frac{12 x^3+12 x^4+3 x^5+e^{-\frac{1}{2 x+x^2}} \left(8 x+8 x^2+e^2 \left(-8+8 x+16 x^2+4 x^3\right)\right)}{4 x^3+4 x^4+x^5} \, dx","Int[(12*x^3 + 12*x^4 + 3*x^5 + (8*x + 8*x^2 + E^2*(-8 + 8*x + 16*x^2 + 4*x^3))/E^(2*x + x^2)^(-1))/(4*x^3 + 4*x^4 + x^5),x]","\int \frac{12 x^3+12 x^4+3 x^5+e^{-\frac{1}{2 x+x^2}} \left(8 x+8 x^2+e^2 \left(-8+8 x+16 x^2+4 x^3\right)\right)}{4 x^3+4 x^4+x^5} \, dx","\frac{\left(x-e^2\right) \left(3 x+4 e^{\frac{1}{(-x-2) x}}\right)}{x}",1,"3*x - 2*Defer[Int][E^(2 - 1/(x*(2 + x)))/x^3, x] + 2*(1 + 2*E^2)*Defer[Int][1/(E^(1/(x*(2 + x)))*x^2), x] + Defer[Int][E^(2 - 1/(x*(2 + x)))/x, x]/2 - (2 + E^2)*Defer[Int][1/(E^(1/(x*(2 + x)))*(2 + x)^2), x] - Defer[Int][E^(2 - 1/(x*(2 + x)))/(2 + x), x]/2","F",0,0,0,0,-1,"{}"
7572,1,9,0,0.0023386,"\int -\frac{2 x}{\log (2)} \, dx","Int[(-2*x)/Log[2],x]","-\frac{x^2}{\log (2)}","\frac{-\frac{x^3+x}{x}-e^5+e^3+1}{\log (2)}",1,"-(x^2/Log[2])","A",2,2,7,0.2857,1,"{12, 30}"
7573,0,0,0,6.8748805,"\int \frac{16 x^2+\left(160 x+32 x^2\right) \log (2)+e^x \left(-8 x^2+\left(-40 x-36 x^2\right) \log (2)+(40 x+(100+180 x) \log (2)) \log (5)\right)+e^{2 x} \left(x^2+2 x^2 \log (2)+(-10 x-20 x \log (2)) \log (5)+(25+50 \log (2)) \log ^2(5)\right)}{16 x^3+\left(80 x^2+32 x^3\right) \log (2)+e^x \left(-8 x^3+\left(-20 x^2-16 x^3\right) \log (2)+\left(40 x^2+\left(100 x+80 x^2\right) \log (2)\right) \log (5)\right)+e^{2 x} \left(x^3+2 x^3 \log (2)+\left(-10 x^2-20 x^2 \log (2)\right) \log (5)+(25 x+50 x \log (2)) \log ^2(5)\right)} \, dx","Int[(16*x^2 + (160*x + 32*x^2)*Log[2] + E^x*(-8*x^2 + (-40*x - 36*x^2)*Log[2] + (40*x + (100 + 180*x)*Log[2])*Log[5]) + E^(2*x)*(x^2 + 2*x^2*Log[2] + (-10*x - 20*x*Log[2])*Log[5] + (25 + 50*Log[2])*Log[5]^2))/(16*x^3 + (80*x^2 + 32*x^3)*Log[2] + E^x*(-8*x^3 + (-20*x^2 - 16*x^3)*Log[2] + (40*x^2 + (100*x + 80*x^2)*Log[2])*Log[5]) + E^(2*x)*(x^3 + 2*x^3*Log[2] + (-10*x^2 - 20*x^2*Log[2])*Log[5] + (25*x + 50*x*Log[2])*Log[5]^2)),x]","\int \frac{16 x^2+\left(160 x+32 x^2\right) \log (2)+e^x \left(-8 x^2+\left(-40 x-36 x^2\right) \log (2)+(40 x+(100+180 x) \log (2)) \log (5)\right)+e^{2 x} \left(x^2+2 x^2 \log (2)+(-10 x-20 x \log (2)) \log (5)+(25+50 \log (2)) \log ^2(5)\right)}{16 x^3+\left(80 x^2+32 x^3\right) \log (2)+e^x \left(-8 x^3+\left(-20 x^2-16 x^3\right) \log (2)+\left(40 x^2+\left(100 x+80 x^2\right) \log (2)\right) \log (5)\right)+e^{2 x} \left(x^3+2 x^3 \log (2)+\left(-10 x^2-20 x^2 \log (2)\right) \log (5)+(25 x+50 x \log (2)) \log ^2(5)\right)} \, dx","\log \left(\frac{x}{\frac{5}{x+\frac{1}{4} e^x (5 \log (5)-x)}+2+\frac{1}{\log (2)}}\right)",1,"Log[x] + (16*Log[32]*Defer[Int][x/(-4*x + E^x*x - 5*E^x*Log[5]), x])/Log[1048576] + (100*Log[5]*Log[16]*Defer[Int][1/((x - 5*Log[5])*(-4*x + E^x*x - 5*E^x*Log[5])), x])/Log[1048576] + (20*(16*Log[2]^2*Log[5] + 4*Log[4]*Log[5] + Log[256] - 4*Log[5]*Log[512] + Log[16]*Log[512] - 4*Log[2]*(2 + Log[5]*Log[16] - Log[78125/16]))*Defer[Int][(4*x*(1 + Log[4]) - E^x*x*(1 + Log[4]) + 5*E^x*(1 + Log[4])*Log[5] + 5*Log[16])^(-1), x])/Log[1048576] + (16*Log[2]*(5 + Log[1024])*Defer[Int][x/(4*x*(1 + Log[4]) - E^x*x*(1 + Log[4]) + 5*E^x*(1 + Log[4])*Log[5] + 5*Log[16]), x])/Log[1048576] + (25*(32*Log[5/4]*Log[2]*Log[5] + 64*Log[2]^2*Log[5]^2 + 16*Log[4]*Log[5]^2 - 4*Log[5]*Log[16] + Log[16]^2 + 4*Log[5]*Log[256] - 16*Log[5]^2*Log[512] + 8*Log[2]*Log[5]*(Log[25]*Log[1024] + Log[4096] + 2*Log[5]*(5 - Log[16384])))*Defer[Int][1/((x - 5*Log[5])*(4*x*(1 + Log[4]) - E^x*x*(1 + Log[4]) + 5*E^x*(1 + Log[4])*Log[5] + 5*Log[16])), x])/Log[1048576]","F",0,0,0,0,-1,"{}"
7574,1,81,0,1.3112665,"\int \frac{-4 x^3-18 x^4-8 x^5-x^6+\left(4 x+66 x^2+40 x^3+6 x^4\right) \log (4+x)+\left(-48-32 x-5 x^2\right) \log ^2(4+x)}{4 x^7+x^8} \, dx","Int[(-4*x^3 - 18*x^4 - 8*x^5 - x^6 + (4*x + 66*x^2 + 40*x^3 + 6*x^4)*Log[4 + x] + (-48 - 32*x - 5*x^2)*Log[4 + x]^2)/(4*x^7 + x^8),x]","\frac{2 \log ^2(x+4)}{x^6}+\frac{\log ^2(x+4)}{x^5}-\frac{4 \log (x+4)}{x^4}-\frac{2 \log (x+4)}{x^3}+\frac{2}{x^2}+\frac{1}{x}-\frac{(x+4) \log (x+4)}{1024 x}+\frac{\log (x+4)}{256 x}+\frac{\log (x+4)}{1024}","\frac{(x+2) \left(\frac{\log (x+4)}{x}-x\right)^2}{x^4}",1,"2/x^2 + x^(-1) + Log[4 + x]/1024 - (4*Log[4 + x])/x^4 - (2*Log[4 + x])/x^3 + Log[4 + x]/(256*x) - ((4 + x)*Log[4 + x])/(1024*x) + (2*Log[4 + x]^2)/x^6 + Log[4 + x]^2/x^5","B",75,22,74,0.2973,1,"{1593, 6742, 1620, 2418, 2395, 44, 36, 29, 31, 2392, 2391, 2390, 2301, 2416, 2398, 2411, 2347, 2344, 2316, 2315, 2314, 2319}"
7575,0,0,0,0.4129775,"\int e^{e^{x+x^2+4 x^3}+x+x^2+4 x^3} \left(3+6 x+36 x^2\right) \, dx","Int[E^(E^(x + x^2 + 4*x^3) + x + x^2 + 4*x^3)*(3 + 6*x + 36*x^2),x]","\int e^{e^{x+x^2+4 x^3}+x+x^2+4 x^3} \left(3+6 x+36 x^2\right) \, dx","3 e^{e^{\left(4 x^2+x\right) x+x}}",1,"3*Defer[Int][E^(E^(x + x^2 + 4*x^3) + x + x^2 + 4*x^3), x] + 6*Defer[Int][E^(E^(x + x^2 + 4*x^3) + x + x^2 + 4*x^3)*x, x] + 36*Defer[Int][E^(E^(x + x^2 + 4*x^3) + x + x^2 + 4*x^3)*x^2, x]","F",0,0,0,0,-1,"{}"
7576,1,26,0,1.9619564,"\int \frac{-4 x+8 x^2+20 x^3+\left(-3 x-5 x^2\right) \log (\log (2))+\left(-8 x-16 x^2+(2+4 x) \log (\log (2))\right) \log \left(\frac{1}{4} (4 x-\log (\log (2)))\right)}{4 x^3+4 x^4+\left(-x^2-x^3\right) \log (\log (2))+\left(-4 x^2-4 x^3+\left(x+x^2\right) \log (\log (2))\right) \log \left(\frac{1}{4} (4 x-\log (\log (2)))\right)} \, dx","Int[(-4*x + 8*x^2 + 20*x^3 + (-3*x - 5*x^2)*Log[Log[2]] + (-8*x - 16*x^2 + (2 + 4*x)*Log[Log[2]])*Log[(4*x - Log[Log[2]])/4])/(4*x^3 + 4*x^4 + (-x^2 - x^3)*Log[Log[2]] + (-4*x^2 - 4*x^3 + (x + x^2)*Log[Log[2]])*Log[(4*x - Log[Log[2]])/4]),x]","2 \log (x)+2 \log (x+1)+\log \left(x-\log \left(x-\frac{1}{4} \log (\log (2))\right)\right)","\log \left(4 x^2 (x+1)^2 \left(x-\log \left(x-\frac{1}{4} \log (\log (2))\right)\right)\right)",1,"2*Log[x] + 2*Log[1 + x] + Log[x - Log[x - Log[Log[2]]/4]]","A",6,4,124,0.03226,1,"{6688, 6742, 72, 6684}"
7577,1,57,0,0.2726711,"\int \frac{612+840 x-519 x^2+12 x^3+\left(-420+336 x-6 x^2\right) \log (4)}{2000-1600 x-680 x^2+800 x^3-35 x^4-100 x^5+20 x^6+\left(1000 x-800 x^2-90 x^3+200 x^4-40 x^5\right) \log (4)+\left(125 x^2-100 x^3+20 x^4\right) \log ^2(4)} \, dx","Int[(612 + 840*x - 519*x^2 + 12*x^3 + (-420 + 336*x - 6*x^2)*Log[4])/(2000 - 1600*x - 680*x^2 + 800*x^3 - 35*x^4 - 100*x^5 + 20*x^6 + (1000*x - 800*x^2 - 90*x^3 + 200*x^4 - 40*x^5)*Log[4] + (125*x^2 - 100*x^3 + 20*x^4)*Log[4]^2),x]","\frac{3 (51 x+4 (33-14 \log (4)))}{5 (9-10 \log (4)) \left(-x^2+x \log (4)+4\right)}-\frac{306}{5 (5-2 x) (9-10 \log (4))}","\frac{3 \left(\frac{3-x}{5}+5\right)}{(2 x-5) (x (x-\log (4))-4)}",1,"-306/(5*(5 - 2*x)*(9 - 10*Log[4])) + (3*(51*x + 4*(33 - 14*Log[4])))/(5*(9 - 10*Log[4])*(4 - x^2 + x*Log[4]))","A",7,4,109,0.03670,1,"{2074, 618, 206, 638}"
7578,0,0,0,70.0635762,"\int \frac{-x-x^2+x^3-2 x^4+\left(x^2-2 x^3\right) \log (x)+\left(-x+2 x^3+\left(-1+2 x^2\right) \log (x)\right) \log \left(x^2+x \log (x)\right)+\left(1+2 x-x^2+3 x^3+\left(1-x+3 x^2\right) \log (x)+\left(-3 x^2-3 x \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log \left(x-\log \left(x^2+x \log (x)\right)\right)+\left(-x^2-x \log (x)+(x+\log (x)) \log \left(x^2+x \log (x)\right)\right) \log ^2\left(x-\log \left(x^2+x \log (x)\right)\right)}{x^3-x^5+\left(x^2-x^4\right) \log (x)+\left(-x^2+x^4+\left(-x+x^3\right) \log (x)\right) \log \left(x^2+x \log (x)\right)+\left(2 x^4+2 x^3 \log (x)+\left(-2 x^3-2 x^2 \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log \left(x-\log \left(x^2+x \log (x)\right)\right)+\left(-x^3-x^2 \log (x)+\left(x^2+x \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log ^2\left(x-\log \left(x^2+x \log (x)\right)\right)} \, dx","Int[(-x - x^2 + x^3 - 2*x^4 + (x^2 - 2*x^3)*Log[x] + (-x + 2*x^3 + (-1 + 2*x^2)*Log[x])*Log[x^2 + x*Log[x]] + (1 + 2*x - x^2 + 3*x^3 + (1 - x + 3*x^2)*Log[x] + (-3*x^2 - 3*x*Log[x])*Log[x^2 + x*Log[x]])*Log[x - Log[x^2 + x*Log[x]]] + (-x^2 - x*Log[x] + (x + Log[x])*Log[x^2 + x*Log[x]])*Log[x - Log[x^2 + x*Log[x]]]^2)/(x^3 - x^5 + (x^2 - x^4)*Log[x] + (-x^2 + x^4 + (-x + x^3)*Log[x])*Log[x^2 + x*Log[x]] + (2*x^4 + 2*x^3*Log[x] + (-2*x^3 - 2*x^2*Log[x])*Log[x^2 + x*Log[x]])*Log[x - Log[x^2 + x*Log[x]]] + (-x^3 - x^2*Log[x] + (x^2 + x*Log[x])*Log[x^2 + x*Log[x]])*Log[x - Log[x^2 + x*Log[x]]]^2),x]","\int \frac{-x-x^2+x^3-2 x^4+\left(x^2-2 x^3\right) \log (x)+\left(-x+2 x^3+\left(-1+2 x^2\right) \log (x)\right) \log \left(x^2+x \log (x)\right)+\left(1+2 x-x^2+3 x^3+\left(1-x+3 x^2\right) \log (x)+\left(-3 x^2-3 x \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log \left(x-\log \left(x^2+x \log (x)\right)\right)+\left(-x^2-x \log (x)+(x+\log (x)) \log \left(x^2+x \log (x)\right)\right) \log ^2\left(x-\log \left(x^2+x \log (x)\right)\right)}{x^3-x^5+\left(x^2-x^4\right) \log (x)+\left(-x^2+x^4+\left(-x+x^3\right) \log (x)\right) \log \left(x^2+x \log (x)\right)+\left(2 x^4+2 x^3 \log (x)+\left(-2 x^3-2 x^2 \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log \left(x-\log \left(x^2+x \log (x)\right)\right)+\left(-x^3-x^2 \log (x)+\left(x^2+x \log (x)\right) \log \left(x^2+x \log (x)\right)\right) \log ^2\left(x-\log \left(x^2+x \log (x)\right)\right)} \, dx","\frac{1}{2} \log \left(x \left(x (x-\log (x-\log (x (x+\log (x)))))^2-x\right)\right)",1,"Log[x] - Defer[Int][(-1 + x - Log[x - Log[x*(x + Log[x])]])^(-1), x] + Defer[Int][1/(x*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + Defer[Int][x/(-1 + x - Log[x - Log[x*(x + Log[x])]]), x]/2 + Defer[Int][1/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x] + Defer[Int][1/(x*(x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 - Defer[Int][x/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x] + (3*Defer[Int][x^2/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 - Defer[Int][x^3/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 - Defer[Int][Log[x]/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x] + Defer[Int][Log[x]/(x*(x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + (3*Defer[Int][(x*Log[x])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 - Defer[Int][(x^2*Log[x])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(-1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 - Defer[Int][(1 + x - Log[x - Log[x*(x + Log[x])]])^(-1), x] - Defer[Int][1/(x*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 - Defer[Int][x/(1 + x - Log[x - Log[x*(x + Log[x])]]), x]/2 + Defer[Int][1/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x] + Defer[Int][1/(x*(x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + (3*Defer[Int][x^2/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + Defer[Int][x^3/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + Defer[Int][Log[x]/(x*(x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + (3*Defer[Int][(x*Log[x])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + Defer[Int][(x^2*Log[x])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + Defer[Int][(x*Log[x^2 + x*Log[x]])/((x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x] + (3*Defer[Int][(x*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + (3*Defer[Int][(x^2*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + (3*Defer[Int][(Log[x]*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + (3*Defer[Int][(x*Log[x]*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x])/2 + Defer[Int][Log[x^2 + x*Log[x]]/(x*(-x + Log[x*(x + Log[x])])*(1 + x - Log[x - Log[x*(x + Log[x])]])), x]/2 + Defer[Int][(x*Log[x^2 + x*Log[x]])/((x - Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x] - (3*Defer[Int][(x*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x])/2 - (3*Defer[Int][(Log[x]*Log[x^2 + x*Log[x]])/((-x - Log[x])*(x - Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x])/2 - (3*Defer[Int][(x^2*Log[x^2 + x*Log[x]])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x])/2 - (3*Defer[Int][(x*Log[x]*Log[x^2 + x*Log[x]])/((x + Log[x])*(x - Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x])/2 + Defer[Int][Log[x^2 + x*Log[x]]/(x*(-x + Log[x*(x + Log[x])])*(1 - x + Log[x - Log[x*(x + Log[x])]])), x]/2","F",0,0,0,0,-1,"{}"
7579,0,0,0,1.0640824,"\int \frac{e^{-x+\frac{e^{-x} x}{15}} \left(15 e^x+e^{3+3 x} \left(-x-45 e^x x+x^2\right)+\left(x-x^2\right) \log (x)\right)}{15 x \log (2)} \, dx","Int[(E^(-x + x/(15*E^x))*(15*E^x + E^(3 + 3*x)*(-x - 45*E^x*x + x^2) + (x - x^2)*Log[x]))/(15*x*Log[2]),x]","\int \frac{e^{-x+\frac{e^{-x} x}{15}} \left(15 e^x+e^{3+3 x} \left(-x-45 e^x x+x^2\right)+\left(x-x^2\right) \log (x)\right)}{15 x \log (2)} \, dx","\frac{e^{\frac{e^{-x} x}{15}} \left(\log (x)-e^{3 x+3}\right)}{\log (2)}+5",1,"(Log[x]*Defer[Int][E^(-x + x/(15*E^x)), x])/(15*Log[2]) - Defer[Int][E^(3 + 2*x + x/(15*E^x)), x]/(15*Log[2]) - (3*Defer[Int][E^(3 + 3*x + x/(15*E^x)), x])/Log[2] + Defer[Int][E^(x/(15*E^x))/x, x]/Log[2] - (Log[x]*Defer[Int][E^(-x + x/(15*E^x))*x, x])/(15*Log[2]) + Defer[Int][E^(3 + 2*x + x/(15*E^x))*x, x]/(15*Log[2]) - Defer[Int][Defer[Int][E^(((-15 + E^(-x))*x)/15), x]/x, x]/(15*Log[2]) + Defer[Int][Defer[Int][E^(((-15 + E^(-x))*x)/15)*x, x]/x, x]/(15*Log[2])","F",0,0,0,0,-1,"{}"
7580,1,23,0,0.0189779,"\int e^{-35+\frac{e^{35} (-5-x)+x}{e^{35}}} \left(1-e^{35}\right) \, dx","Int[E^(-35 + (E^35*(-5 - x) + x)/E^35)*(1 - E^35),x]","e^{-\frac{5 e^{35}-\left(1-e^{35}\right) x}{e^{35}}}","e^{\frac{x}{e^{35}}-x-5}",1,"E^(-((5*E^35 - (1 - E^35)*x)/E^35))","A",3,3,27,0.1111,1,"{12, 2227, 2203}"
7581,1,26,0,0.3711394,"\int \frac{2 e^{e^3} x-12 x^6-50398 x^7-77752800 x^8-52478280000 x^9-13116168000000 x^{10}+1312200000000 x^{11}+\left(-2 e^{e^3}+12 x^5+50398 x^6+77752800 x^7+52478280000 x^8+13116168000000 x^9-1312200000000 x^{10}\right) \log \left(2 e^{e^3}+2 x^6+7200 x^7+9720000 x^8+5832000000 x^9+1312200000000 x^{10}\right)}{e^{e^3}+x^6+3600 x^7+4860000 x^8+2916000000 x^9+656100000000 x^{10}} \, dx","Int[(2*E^E^3*x - 12*x^6 - 50398*x^7 - 77752800*x^8 - 52478280000*x^9 - 13116168000000*x^10 + 1312200000000*x^11 + (-2*E^E^3 + 12*x^5 + 50398*x^6 + 77752800*x^7 + 52478280000*x^8 + 13116168000000*x^9 - 1312200000000*x^10)*Log[2*E^E^3 + 2*x^6 + 7200*x^7 + 9720000*x^8 + 5832000000*x^9 + 1312200000000*x^10])/(E^E^3 + x^6 + 3600*x^7 + 4860000*x^8 + 2916000000*x^9 + 656100000000*x^10),x]","\left(x-\log \left(2 \left((900 x+1)^4 x^6+e^{e^3}\right)\right)\right)^2","\left(\log \left(2 \left(x^2 \left(900 x^2+x\right)^4+e^{e^3}\right)\right)-x\right)^2",1,"(x - Log[2*(E^E^3 + x^6*(1 + 900*x)^4)])^2","A",3,3,144,0.02083,1,"{6688, 12, 6686}"
7582,1,13,0,0.0031916,"\int \frac{-72+4 e^5}{e^3} \, dx","Int[(-72 + 4*E^5)/E^3,x]","-\frac{4 \left(18-e^5\right) x}{e^3}","4 \left(e^2-\frac{18}{e^3}\right) x",1,"(-4*(18 - E^5)*x)/E^3","A",1,1,11,0.09091,1,"{8}"
7583,1,18,0,0.0045306,"\int \frac{1}{5} \left(-6 x+1024 e^4 x^3\right) \, dx","Int[(-6*x + 1024*E^4*x^3)/5,x]","\frac{256 e^4 x^4}{5}-\frac{3 x^2}{5}","\frac{1}{5} x^2 \left(256 e^4 x^2-3\right)",1,"(-3*x^2)/5 + (256*E^4*x^4)/5","A",2,1,16,0.06250,1,"{12}"
7584,0,0,0,10.6481521,"\int \frac{\exp \left(e^x-2 x+x^2+2 x^3+x^4+\left(-8 x-8 x^2\right) \log (x)+16 \log ^2(x)\right) \left(-20 x+2 e^x x-12 x^2+12 x^3+8 x^4+\left(64-16 x-32 x^2\right) \log (x)\right)}{x} \, dx","Int[(E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*(-20*x + 2*E^x*x - 12*x^2 + 12*x^3 + 8*x^4 + (64 - 16*x - 32*x^2)*Log[x]))/x,x]","\int \frac{\exp \left(e^x-2 x+x^2+2 x^3+x^4+\left(-8 x-8 x^2\right) \log (x)+16 \log ^2(x)\right) \left(-20 x+2 e^x x-12 x^2+12 x^3+8 x^4+\left(64-16 x-32 x^2\right) \log (x)\right)}{x} \, dx","2 e^{\left(-x^2-x+4 \log (x)\right)^2+e^x-2 x}+3",1,"-20*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2), x] + 2*Defer[Int][E^(E^x - x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2), x] - 12*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*x, x] + 12*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*x^2, x] + 8*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*x^3, x] - 16*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*Log[x], x] + 64*Defer[Int][(E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*Log[x])/x, x] - 32*Defer[Int][E^(E^x - 2*x + x^2 + 2*x^3 + x^4 + (-8*x - 8*x^2)*Log[x] + 16*Log[x]^2)*x*Log[x], x]","F",0,0,0,0,-1,"{}"
7585,1,26,0,0.4541238,"\int \frac{81+216 x+90 x^2-108 x^3-39 x^4+12 x^5+4 x^6+e^2 \left(9+18 x-3 x^2-12 x^3+4 x^4\right)+e \left(-54-126 x-18 x^2+78 x^3-8 x^5\right)+\left(12 x-6 x^2-6 x^3+e \left(-3 x+4 x^2\right)\right) \log (x)}{\left(81 x+216 x^2+90 x^3-108 x^4-39 x^5+12 x^6+4 x^7+e^2 \left(9 x+18 x^2-3 x^3-12 x^4+4 x^5\right)+e \left(-54 x-126 x^2-18 x^3+78 x^4-8 x^6\right)\right) \log (x)} \, dx","Int[(81 + 216*x + 90*x^2 - 108*x^3 - 39*x^4 + 12*x^5 + 4*x^6 + E^2*(9 + 18*x - 3*x^2 - 12*x^3 + 4*x^4) + E*(-54 - 126*x - 18*x^2 + 78*x^3 - 8*x^5) + (12*x - 6*x^2 - 6*x^3 + E*(-3*x + 4*x^2))*Log[x])/((81*x + 216*x^2 + 90*x^3 - 108*x^4 - 39*x^5 + 12*x^6 + 4*x^7 + E^2*(9*x + 18*x^2 - 3*x^3 - 12*x^4 + 4*x^5) + E*(-54*x - 126*x^2 - 18*x^3 + 78*x^4 - 8*x^6))*Log[x]),x]","\log (\log (x))-\frac{1}{(x-e+3) \left(-2 x^2+3 x+3\right)}","-\frac{1}{(-x+e-3) x \left(2 x-\frac{3}{x}-3\right)}+\log (\log (x))+1",1,"-(1/((3 - E + x)*(3 + 3*x - 2*x^2))) + Log[Log[x]]","A",5,4,199,0.02010,1,"{6688, 1590, 2302, 29}"
7586,1,33,0,0.0743253,"\int \frac{6+e^x \left(8+8 x^2\right)+\left(-8+e^x (-8+8 x)\right) \log (x)}{x^2} \, dx","Int[(6 + E^x*(8 + 8*x^2) + (-8 + E^x*(-8 + 8*x))*Log[x])/x^2,x]","\frac{8 e^x \left(x^2+x \log (x)\right)}{x^2}+\frac{8}{x}-\frac{2 (3-4 \log (x))}{x}","2 \left(\frac{x+4 \left(e^x x+x\right) (x+\log (x))}{x^2}+3\right)",1,"8/x - (2*(3 - 4*Log[x]))/x + (8*E^x*(x^2 + x*Log[x]))/x^2","A",4,3,31,0.09677,1,"{14, 2304, 2288}"
7587,1,11,0,0.0033366,"\int -\frac{12}{-12 x+x^2} \, dx","Int[-12/(-12*x + x^2),x]","\log (x)-\log (12-x)","\log \left(\frac{4 x}{12-x}\right)",1,"-Log[12 - x] + Log[x]","A",2,2,11,0.1818,1,"{12, 615}"
7588,0,0,0,2.603643,"\int \frac{\exp \left(\frac{2 \left(-8 e^{\frac{9-6 e^5 x+e^{10} x^2}{x^2}}+13 x\right)}{x}+\frac{9-6 e^5 x+e^{10} x^2}{x^2}\right) \left(288-96 e^5 x+16 x^2\right)+\exp \left(\frac{-8 e^{\frac{9-6 e^5 x+e^{10} x^2}{x^2}}+13 x}{x}+\frac{9-6 e^5 x+e^{10} x^2}{x^2}\right) \left(4608-1536 e^5 x+256 x^2\right)}{x^4} \, dx","Int[(E^((2*(-8*E^((9 - 6*E^5*x + E^10*x^2)/x^2) + 13*x))/x + (9 - 6*E^5*x + E^10*x^2)/x^2)*(288 - 96*E^5*x + 16*x^2) + E^((-8*E^((9 - 6*E^5*x + E^10*x^2)/x^2) + 13*x)/x + (9 - 6*E^5*x + E^10*x^2)/x^2)*(4608 - 1536*E^5*x + 256*x^2))/x^4,x]","\int \frac{\exp \left(\frac{2 \left(-8 e^{\frac{9-6 e^5 x+e^{10} x^2}{x^2}}+13 x\right)}{x}+\frac{9-6 e^5 x+e^{10} x^2}{x^2}\right) \left(288-96 e^5 x+16 x^2\right)+\exp \left(\frac{-8 e^{\frac{9-6 e^5 x+e^{10} x^2}{x^2}}+13 x}{x}+\frac{9-6 e^5 x+e^{10} x^2}{x^2}\right) \left(4608-1536 e^5 x+256 x^2\right)}{x^4} \, dx","\left(e^{\frac{8 \left(x-e^{\frac{\left(3-e^5 x\right)^2}{x^2}}\right)}{x}+5}+16\right)^2",1,"288*Defer[Int][E^(26*(1 + E^10/26) + 9/x^2 - (6*E^5)/x - (16*E^((-3 + E^5*x)^2/x^2))/x)/x^4, x] + 4608*Defer[Int][E^(13*(1 + E^10/13) + 9/x^2 - (6*E^5)/x - (8*E^((-3 + E^5*x)^2/x^2))/x)/x^4, x] - 96*Defer[Int][E^(31*(1 + E^10/31) + 9/x^2 - (6*E^5)/x - (16*E^((-3 + E^5*x)^2/x^2))/x)/x^3, x] - 1536*Defer[Int][E^(18*(1 + E^10/18) + 9/x^2 - (6*E^5)/x - (8*E^((-3 + E^5*x)^2/x^2))/x)/x^3, x] + 16*Defer[Int][E^(26*(1 + E^10/26) + 9/x^2 - (6*E^5)/x - (16*E^((-3 + E^5*x)^2/x^2))/x)/x^2, x] + 256*Defer[Int][E^(13*(1 + E^10/13) + 9/x^2 - (6*E^5)/x - (8*E^((-3 + E^5*x)^2/x^2))/x)/x^2, x]","F",0,0,0,0,-1,"{}"
7589,1,20,0,0.0341364,"\int \frac{1+x+3 x^2-e^2 x^2}{-x-3 x^2+e^2 x^2} \, dx","Int[(1 + x + 3*x^2 - E^2*x^2)/(-x - 3*x^2 + E^2*x^2),x]","-x-\log (x)+\log \left(\left(3-e^2\right) x+1\right)","-x-\log (2 x)+\log \left(\frac{1}{2} \left(\left(e^2-3\right) x-1\right)\right)",1,"-x - Log[x] + Log[1 + (3 - E^2)*x]","A",5,3,35,0.08571,1,"{6, 1593, 893}"
7590,0,0,0,11.8481314,"\int \frac{e^{-\frac{x^2}{3}} \left(\left(12 e^x-24 x\right) \log (x)+\left(-12 e^x+24 x+\left(48 x+16 x^3+e^x \left(-12-12 x-8 x^2\right)\right) \log (x)\right) \log (2 x)\right)}{\left(3 e^{2 x} x^2-12 e^x x^3+12 x^4\right) \log ^2(x)} \, dx","Int[((12*E^x - 24*x)*Log[x] + (-12*E^x + 24*x + (48*x + 16*x^3 + E^x*(-12 - 12*x - 8*x^2))*Log[x])*Log[2*x])/(E^(x^2/3)*(3*E^(2*x)*x^2 - 12*E^x*x^3 + 12*x^4)*Log[x]^2),x]","\int \frac{e^{-\frac{x^2}{3}} \left(\left(12 e^x-24 x\right) \log (x)+\left(-12 e^x+24 x+\left(48 x+16 x^3+e^x \left(-12-12 x-8 x^2\right)\right) \log (x)\right) \log (2 x)\right)}{\left(3 e^{2 x} x^2-12 e^x x^3+12 x^4\right) \log ^2(x)} \, dx","\frac{4 e^{-\frac{x^2}{3}} \log (2 x)}{\left(e^x-2 x\right) x \log (x)}",1,"4*Defer[Int][1/(E^(x^2/3)*(E^x - 2*x)*x^2*Log[x]), x] - 4*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)*x^2*Log[x]^2), x] - 8*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)^2*Log[x]), x] - (8*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)*Log[x]), x])/3 - 4*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)*x^2*Log[x]), x] + 8*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)^2*x*Log[x]), x] - 4*Defer[Int][Log[2*x]/(E^(x^2/3)*(E^x - 2*x)*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
7591,1,48,0,0.7621179,"\int \frac{-8-12 x-6 x^2-x^3-128 x^5-112 x^6-36 x^7-4 x^8+e^x \left(8 x^2+12 x^3+6 x^4+x^5\right)}{8 x^2+12 x^3+6 x^4+x^5} \, dx","Int[(-8 - 12*x - 6*x^2 - x^3 - 128*x^5 - 112*x^6 - 36*x^7 - 4*x^8 + E^x*(8*x^2 + 12*x^3 + 6*x^4 + x^5))/(8*x^2 + 12*x^3 + 6*x^4 + x^5),x]","-x^4-4 x^3-\frac{x^2}{4 (x+2)^2}+4 x^2+e^x+\frac{63}{x+2}-\frac{63}{(x+2)^2}+\frac{1}{x}","-x^2 \left(\frac{2 x^2}{x^2+2 x}+x\right)^2+e^x+\frac{1}{x}",1,"E^x + x^(-1) + 4*x^2 - 4*x^3 - x^4 - 63/(2 + x)^2 - x^2/(4*(2 + x)^2) + 63/(2 + x)","A",17,6,80,0.07500,1,"{6741, 6742, 2194, 44, 37, 43}"
7592,1,42,0,3.8689918,"\int \frac{e^4 \left(4-4 x+9 x^2-9 x^3\right)+\left(36 x^3-36 x^2 \log (x)\right) \log \left(48+108 x^2\right)+\left(4-4 x+9 x^2-9 x^3\right) \log ^2\left(48+108 x^2\right)}{e^8 \left(4 x+9 x^3\right)+e^4 \left(-4 x^2-9 x^4\right)+e^4 \left(4 x+9 x^3\right) \log (x)+\left(-4 x^2-9 x^4+e^4 \left(8 x+18 x^3\right)+\left(4 x+9 x^3\right) \log (x)\right) \log ^2\left(48+108 x^2\right)+\left(4 x+9 x^3\right) \log ^4\left(48+108 x^2\right)} \, dx","Int[(E^4*(4 - 4*x + 9*x^2 - 9*x^3) + (36*x^3 - 36*x^2*Log[x])*Log[48 + 108*x^2] + (4 - 4*x + 9*x^2 - 9*x^3)*Log[48 + 108*x^2]^2)/(E^8*(4*x + 9*x^3) + E^4*(-4*x^2 - 9*x^4) + E^4*(4*x + 9*x^3)*Log[x] + (-4*x^2 - 9*x^4 + E^4*(8*x + 18*x^3) + (4*x + 9*x^3)*Log[x])*Log[48 + 108*x^2]^2 + (4*x + 9*x^3)*Log[48 + 108*x^2]^4),x]","\log \left(\log ^2\left(12 \left(9 x^2+4\right)\right)-x+\log (x)+e^4\right)-\log \left(\log ^2\left(12 \left(9 x^2+4\right)\right)+e^4\right)","\log \left(\frac{x-\log (x)}{\log ^2\left(12 \left(9 x^2+4\right)\right)+e^4}-1\right)",1,"-Log[E^4 + Log[12*(4 + 9*x^2)]^2] + Log[E^4 - x + Log[x] + Log[12*(4 + 9*x^2)]^2]","A",5,5,182,0.02747,1,"{6688, 6725, 6684, 6696, 203}"
7593,0,0,0,2.8700163,"\int \frac{2 x^2-8 x^3+e^2 \left(2 x-8 x^2\right)+\left(e^2 x+x^2\right) \log (x)+\left(e^2 \left(-8+x-4 x^2\right)+e^2 x \log (x)\right) \log \left(-8+x-4 x^2+x \log (x)\right)}{-8 x^2+x^3-4 x^4+e^4 \left(-8+x-4 x^2\right)+e^2 \left(-16 x+2 x^2-8 x^3\right)+\left(e^4 x+2 e^2 x^2+x^3\right) \log (x)} \, dx","Int[(2*x^2 - 8*x^3 + E^2*(2*x - 8*x^2) + (E^2*x + x^2)*Log[x] + (E^2*(-8 + x - 4*x^2) + E^2*x*Log[x])*Log[-8 + x - 4*x^2 + x*Log[x]])/(-8*x^2 + x^3 - 4*x^4 + E^4*(-8 + x - 4*x^2) + E^2*(-16*x + 2*x^2 - 8*x^3) + (E^4*x + 2*E^2*x^2 + x^3)*Log[x]),x]","\int \frac{2 x^2-8 x^3+e^2 \left(2 x-8 x^2\right)+\left(e^2 x+x^2\right) \log (x)+\left(e^2 \left(-8+x-4 x^2\right)+e^2 x \log (x)\right) \log \left(-8+x-4 x^2+x \log (x)\right)}{-8 x^2+x^3-4 x^4+e^4 \left(-8+x-4 x^2\right)+e^2 \left(-16 x+2 x^2-8 x^3\right)+\left(e^4 x+2 e^2 x^2+x^3\right) \log (x)} \, dx","\frac{x \log (x-(x (4 x-\log (x)))-8)}{x+e^2}",1,"Log[E^2 + x] - 4*E^2*Defer[Int][(8 - x + 4*x^2 - x*Log[x])^(-1), x] - 2*(1 + 4*E^2)*Defer[Int][(8 - x + 4*x^2 - x*Log[x])^(-1), x] + (1 + 8*E^2)*Defer[Int][(8 - x + 4*x^2 - x*Log[x])^(-1), x] + 4*Defer[Int][x/(8 - x + 4*x^2 - x*Log[x]), x] + 2*E^2*(1 + 4*E^2)*Defer[Int][1/((E^2 + x)*(8 - x + 4*x^2 - x*Log[x])), x] + E^2*(1 + 8*E^2)*Defer[Int][1/((E^2 + x)*(8 - x + 4*x^2 - x*Log[x])), x] - 2*(4 + E^2 + 6*E^4)*Defer[Int][1/((E^2 + x)*(8 - x + 4*x^2 - x*Log[x])), x] + E^2*Defer[Int][Log[-8 + x - 4*x^2 + x*Log[x]]/(E^2 + x)^2, x]","F",0,0,0,0,-1,"{}"
7594,1,99,0,0.026699,"\int \frac{2 x-8 x^3+6 x^5+\left(8 x-16 x^3-20 x^4+28 x^6\right) \log (5)+\left(8 x-40 x^4+32 x^7\right) \log ^2(5)}{5 \log ^2(5)} \, dx","Int[(2*x - 8*x^3 + 6*x^5 + (8*x - 16*x^3 - 20*x^4 + 28*x^6)*Log[5] + (8*x - 40*x^4 + 32*x^7)*Log[5]^2)/(5*Log[5]^2),x]","\frac{4 x^8}{5}+\frac{4 x^7}{5 \log (5)}+\frac{x^6}{5 \log ^2(5)}-\frac{8 x^5}{5}-\frac{4 x^5}{5 \log (5)}-\frac{2 x^4}{5 \log ^2(5)}-\frac{4 x^4}{5 \log (5)}+\frac{4 x^2}{5}+\frac{x^2}{5 \log ^2(5)}+\frac{4 x^2}{5 \log (5)}","\frac{1}{5} x^2 \left(2 x^3+\frac{x^2-1}{\log (5)}-2\right)^2",1,"(4*x^2)/5 - (8*x^5)/5 + (4*x^8)/5 + x^2/(5*Log[5]^2) - (2*x^4)/(5*Log[5]^2) + x^6/(5*Log[5]^2) + (4*x^2)/(5*Log[5]) - (4*x^4)/(5*Log[5]) - (4*x^5)/(5*Log[5]) + (4*x^7)/(5*Log[5])","B",4,1,63,0.01587,1,"{12}"
7595,1,13,0,0.072191,"\int \frac{1}{2} e^{70+\frac{20-x}{2}} \left(4 x-x^2\right) \, dx","Int[(E^(70 + (20 - x)/2)*(4*x - x^2))/2,x]","e^{80-\frac{x}{2}} x^2","e^{80-\frac{x}{2}} x^2",1,"E^(80 - x/2)*x^2","A",9,5,26,0.1923,1,"{12, 1593, 2196, 2176, 2194}"
7596,1,10,0,0.0019338,"\int \frac{14}{-3+4 x} \, dx","Int[14/(-3 + 4*x),x]","\frac{7}{2} \log (3-4 x)","7 \left(\frac{1}{2} (\log (4 x-3)-1)+5-\log (5)\right)",1,"(7*Log[3 - 4*x])/2","A",2,2,9,0.2222,1,"{12, 31}"
7597,1,25,0,0.1007099,"\int \frac{20 \exp \left(\frac{2 \left(3 e^2-3 x+\log (i \pi +\log (2))\right)}{e^2-x}\right) \log (i \pi +\log (2))}{e^4-2 e^2 x+x^2} \, dx","Int[(20*E^((2*(3*E^2 - 3*x + Log[I*Pi + Log[2]]))/(E^2 - x))*Log[I*Pi + Log[2]])/(E^4 - 2*E^2*x + x^2),x]","10 e^6 (\log (2)+i \pi )^{\frac{2}{e^2-x}}","10 \left(5+e^{6-\frac{2 \log (\log (2)+i \pi )}{x-e^2}}\right)",1,"10*E^6*(I*Pi + Log[2])^(2/(E^2 - x))","A",4,4,57,0.07018,1,"{12, 27, 2230, 2209}"
7598,1,8,0,0.0048179,"\int \frac{-16-4 \log (2)}{x^5} \, dx","Int[(-16 - 4*Log[2])/x^5,x]","\frac{4+\log (2)}{x^4}","\frac{4+\log (2)}{x^4}",1,"(4 + Log[2])/x^4","A",2,2,10,0.2000,1,"{12, 30}"
7599,1,114,0,0.9723143,"\int \frac{-12-403 x-2438 x^2-535 x^3+2360 x^4-672 x^5-128 x^6+48 x^7+e^2 \left(4 x^4+x^5\right)+e \left(-8 x^2-2 x^3-158 x^4+24 x^5+16 x^6\right)+\left(-16 x-204 x^2-48 x^3+32 x^4+8 x^5\right) \log (4+x)+\left(-4 x^2-x^3\right) \log ^2(4+x)}{4 x^4+x^5} \, dx","Int[(-12 - 403*x - 2438*x^2 - 535*x^3 + 2360*x^4 - 672*x^5 - 128*x^6 + 48*x^7 + E^2*(4*x^4 + x^5) + E*(-8*x^2 - 2*x^3 - 158*x^4 + 24*x^5 + 16*x^6) + (-16*x - 204*x^2 - 48*x^3 + 32*x^4 + 8*x^5)*Log[4 + x] + (-4*x^2 - x^3)*Log[4 + x]^2)/(4*x^4 + x^5),x]","16 x^3+\frac{1}{x^3}+8 e x^2-160 x^2+\frac{50}{x^2}+\frac{2 \log (x+4)}{x^2}+e^2 x-40 e x+600 x+\frac{2 e}{x}+\frac{585}{x}-\frac{1}{4} \log ^2(x+4)+\frac{(x+4) \log ^2(x+4)}{4 x}+8 (x+4) \log (x+4)+2 e \log (x+4)-72 \log (x+4)+\frac{50 \log (x+4)}{x}","\frac{\left((5-2 x)^2+e x+\frac{1}{x}+\log (x+4)\right)^2}{x}",1,"x^(-3) + 50/x^2 + 585/x + (2*E)/x + 600*x - 40*E*x + E^2*x - 160*x^2 + 8*E*x^2 + 16*x^3 - 72*Log[4 + x] + 2*E*Log[4 + x] + (2*Log[4 + x])/x^2 + (50*Log[4 + x])/x + 8*(4 + x)*Log[4 + x] - Log[4 + x]^2/4 + ((4 + x)*Log[4 + x]^2)/(4*x)","B",38,17,135,0.1259,1,"{1593, 6742, 44, 36, 29, 31, 43, 1620, 2418, 2389, 2295, 2395, 2392, 2391, 2390, 2301, 2397}"
7600,1,14,0,0.0047116,"\int \frac{1}{12} e^{-2+x} \left(30+5 e^4\right) \, dx","Int[(E^(-2 + x)*(30 + 5*E^4))/12,x]","\frac{5}{12} \left(6+e^4\right) e^{x-2}","\frac{5}{12} \left(6+e^4\right) e^{x-2}",1,"(5*E^(-2 + x)*(6 + E^4))/12","A",2,2,16,0.1250,1,"{12, 2194}"
7601,1,58,0,0.2574904,"\int \frac{2+x+(-4-3 x) \log (x \log (2))}{e^{20} \left(24 x^3+24 x^4+6 x^5\right)} \, dx","Int[(2 + x + (-4 - 3*x)*Log[x*Log[2]])/(E^20*(24*x^3 + 24*x^4 + 6*x^5)),x]","\frac{\log (x \log (2))}{12 e^{20} x^2}+\frac{\log (x)}{48 e^{20}}-\frac{\log (x \log (2))}{24 e^{20} x}-\frac{x \log (x \log (2))}{48 e^{20} (x+2)}","\frac{\log (x \log (2))}{6 e^{20} x^2 (x+2)}+3",1,"Log[x]/(48*E^20) + Log[x*Log[2]]/(12*E^20*x^2) - Log[x*Log[2]]/(24*E^20*x) - (x*Log[x*Log[2]])/(48*E^20*(2 + x))","B",14,9,36,0.2500,1,"{12, 1594, 27, 6742, 44, 2357, 2304, 2314, 31}"
7602,1,35,0,0.1161851,"\int \frac{1}{15} \left(-243 x^2+5 x^4+e^x \left(162 x+81 x^2-4 x^3-x^4\right)\right) \, dx","Int[(-243*x^2 + 5*x^4 + E^x*(162*x + 81*x^2 - 4*x^3 - x^4))/15,x]","\frac{x^5}{15}-\frac{e^x x^4}{15}-\frac{27 x^3}{5}+\frac{27 e^x x^2}{5}","\frac{27}{5} \left(e^x-x\right) x \left(x-\frac{x^3}{81}\right)+5",1,"(27*E^x*x^2)/5 - (27*x^3)/5 - (E^x*x^4)/15 + x^5/15","A",18,4,38,0.1053,1,"{12, 2196, 2176, 2194}"
7603,1,19,0,2.4810612,"\int \frac{184884258895036416 x^{16} \left(-128 x^2+\left(192+64 x^2\right) \log \left(12+4 x^2\right)\right)}{\left(-x+4 \log \left(12+4 x^2\right)\right)^{16} \left(-3 x^2-x^4+\left(12 x+4 x^3\right) \log \left(12+4 x^2\right)\right)} \, dx","Int[(184884258895036416*x^16*(-128*x^2 + (192 + 64*x^2)*Log[12 + 4*x^2]))/((-x + 4*Log[12 + 4*x^2])^16*(-3*x^2 - x^4 + (12*x + 4*x^3)*Log[12 + 4*x^2])),x]","\frac{184884258895036416}{\left(1-\frac{4 \log \left(4 \left(x^2+3\right)\right)}{x}\right)^{16}}","\frac{43046721 x^{16}}{\left(\log \left(4 x \left(x+\frac{3}{x}\right)\right)-\frac{x}{4}\right)^{16}}+e^4",1,"184884258895036416/(1 - (4*Log[4*(3 + x^2)])/x)^16","A",5,4,74,0.05405,1,"{12, 6688, 6712, 32}"
7604,1,35,0,0.137825,"\int \frac{e^{71 x} \left(-10 x-354 x^2+71 x^3\right) \log (256)}{25-10 x+x^2} \, dx","Int[(E^(71*x)*(-10*x - 354*x^2 + 71*x^3)*Log[256])/(25 - 10*x + x^2),x]","e^{71 x} x \log (256)+5 e^{71 x} \log (256)-\frac{25 e^{71 x} \log (256)}{5-x}","\frac{e^{71 x} x^2 \log (256)}{x-5}+2",1,"5*E^(71*x)*Log[256] - (25*E^(71*x)*Log[256])/(5 - x) + E^(71*x)*x*Log[256]","A",11,8,32,0.2500,1,"{12, 27, 1594, 2199, 2194, 2177, 2178, 2176}"
7605,1,19,0,0.197221,"\int \frac{-40-8 x-8 x^2+\left(-40+2 x+14 x^2+6 x^3+4 x^4\right) \log (x)+\left(8+\left(8-2 x-4 x^2\right) \log (x)\right) \log \left(x^4 \log ^4(x)\right)}{x \log (x)} \, dx","Int[(-40 - 8*x - 8*x^2 + (-40 + 2*x + 14*x^2 + 6*x^3 + 4*x^4)*Log[x] + (8 + (8 - 2*x - 4*x^2)*Log[x])*Log[x^4*Log[x]^4])/(x*Log[x]),x]","\left(-\log \left(x^4 \log ^4(x)\right)+x^2+x+5\right)^2","\left(-\log \left(x^4 \log ^4(x)\right)+x^2+x+5\right)^2",1,"(5 + x + x^2 - Log[x^4*Log[x]^4])^2","A",3,3,66,0.04545,1,"{6688, 12, 6686}"
7606,0,0,0,0.2834184,"\int \frac{1+2 x+4 x \log (e x)}{-2 x-2 x^2+4 x^2 \log (e x)+x \log (x \log (2))} \, dx","Int[(1 + 2*x + 4*x*Log[E*x])/(-2*x - 2*x^2 + 4*x^2*Log[E*x] + x*Log[x*Log[2]]),x]","\int \frac{1+2 x+4 x \log (e x)}{-2 x-2 x^2+4 x^2 \log (e x)+x \log (x \log (2))} \, dx","\log (-2 (x+1)+4 x \log (e x)+\log (x \log (2)))-1",1,"6*Defer[Int][(-2 + 2*x + 4*x*Log[x] + Log[x*Log[2]])^(-1), x] + Defer[Int][1/(x*(-2 + 2*x + 4*x*Log[x] + Log[x*Log[2]])), x] + 4*Defer[Int][Log[x]/(-2 + 2*x + 4*x*Log[x] + Log[x*Log[2]]), x]","F",0,0,0,0,-1,"{}"
7607,1,85,0,1.7508975,"\int \frac{-600 x^7-900 x^8-300 x^9+150 x^{10}+e^{\log ^2(x)} \left(-750 x^4-2700 x^5-3600 x^6-1050 x^7+1350 x^8+750 x^9-300 x^{10}+\left(-300 x^4-1200 x^5-1800 x^6-600 x^7+900 x^8+600 x^9-300 x^{10}\right) \log (x)\right)+e^{2 \log ^2(x)} \left(-150 x-900 x^2-2250 x^3-2550 x^4-450 x^5+1800 x^6+1200 x^7-450 x^8-450 x^9+150 x^{10}+\left(-300 x-1800 x^2-4500 x^3-5100 x^4-900 x^5+3600 x^6+2400 x^7-900 x^8-900 x^9+300 x^{10}\right) \log (x)\right)}{-1-6 x-15 x^2-17 x^3-3 x^4+12 x^5+8 x^6-3 x^7-3 x^8+x^9} \, dx","Int[(-600*x^7 - 900*x^8 - 300*x^9 + 150*x^10 + E^Log[x]^2*(-750*x^4 - 2700*x^5 - 3600*x^6 - 1050*x^7 + 1350*x^8 + 750*x^9 - 300*x^10 + (-300*x^4 - 1200*x^5 - 1800*x^6 - 600*x^7 + 900*x^8 + 600*x^9 - 300*x^10)*Log[x]) + E^(2*Log[x]^2)*(-150*x - 900*x^2 - 2250*x^3 - 2550*x^4 - 450*x^5 + 1800*x^6 + 1200*x^7 - 450*x^8 - 450*x^9 + 150*x^10 + (-300*x - 1800*x^2 - 4500*x^3 - 5100*x^4 - 900*x^5 + 3600*x^6 + 2400*x^7 - 900*x^8 - 900*x^9 + 300*x^10)*Log[x]))/(-1 - 6*x - 15*x^2 - 17*x^3 - 3*x^4 + 12*x^5 + 8*x^6 - 3*x^7 - 3*x^8 + x^9),x]","75 x^2 e^{2 \log ^2(x)}+\frac{75 x^8}{\left(-x^3+x^2+2 x+1\right)^2}+\frac{150 x^5 e^{\log ^2(x)} \left(x^3 (-\log (x))+x^2 \log (x)+2 x \log (x)+\log (x)\right)}{\left(-x^3+x^2+2 x+1\right)^2 \log (x)}","75 x^2 \left(e^{\log ^2(x)}-\frac{x}{x-\frac{(x+1)^2}{x^2}}\right)^2",1,"75*E^(2*Log[x]^2)*x^2 + (75*x^8)/(1 + 2*x + x^2 - x^3)^2 + (150*E^Log[x]^2*x^5*(Log[x] + 2*x*Log[x] + x^2*Log[x] - x^3*Log[x]))/((1 + 2*x + x^2 - x^3)^2*Log[x])","B",7,5,259,0.01931,1,"{6688, 12, 6742, 1588, 2288}"
7608,1,67,0,41.1051278,"\int -\frac{1}{3} 2^{1+4 x^3} 5^{2-2 x^3} x^2 \log \left(\frac{5}{4}\right) \, dx","Int[-1/3*(2^(1 + 4*x^3)*5^(2 - 2*x^3)*x^2*Log[5/4]),x]","\frac{25 \log (2) \gcd \left(1,\frac{\log (5)}{\log (2)}\right) \exp \left(-\frac{2 x^3 \log \left(\frac{5}{4}\right) \log \left(2^{\gcd \left(1,\frac{\log (5)}{\log (2)}\right)}\right)}{\log (2) \gcd \left(1,\frac{\log (5)}{\log (2)}\right)}\right)}{9 \log \left(2^{\gcd \left(1,\frac{\log (5)}{\log (2)}\right)}\right)}","\frac{1}{9} 4^{2 x^3} 5^{2-2 x^3}",1,"(25*GCD[1, Log[5]/Log[2]]*Log[2])/(9*E^((2*x^3*Log[5/4]*Log[2^GCD[1, Log[5]/Log[2]]])/(GCD[1, Log[5]/Log[2]]*Log[2]))*Log[2^GCD[1, Log[5]/Log[2]]])","C",986,3,29,0.1034,0,"{12, 2287, 2209}"
7609,0,0,0,0.4627525,"\int \frac{1+e^{1+x} x^2}{-x-5 e x^2+e^{1+x} x^2} \, dx","Int[(1 + E^(1 + x)*x^2)/(-x - 5*E*x^2 + E^(1 + x)*x^2),x]","\int \frac{1+e^{1+x} x^2}{-x-5 e x^2+e^{1+x} x^2} \, dx","\log \left(e^x-\frac{1}{e x}-5\right)",1,"x + Defer[Int][(-1 - 5*E*x + E^(1 + x)*x)^(-1), x] + Defer[Int][1/(x*(-1 - 5*E*x + E^(1 + x)*x)), x] + 5*E*Defer[Int][x/(-1 - 5*E*x + E^(1 + x)*x), x]","F",0,0,0,0,-1,"{}"
7610,1,59,0,6.5164938,"\int \exp \left(-1+36 x^2+4 e^{\frac{2 x^2}{e}} x^2-12 x^3+x^4+\left(12 x^3-2 x^4\right) \log ^2(25)+x^4 \log ^4(25)+e^{\frac{x^2}{e}} \left(24 x^2-4 x^3+4 x^3 \log ^2(25)\right)\right) \left(e \left(72 x-36 x^2+4 x^3\right)+e^{\frac{2 x^2}{e}} \left(8 e x+16 x^3\right)+e \left(36 x^2-8 x^3\right) \log ^2(25)+4 e x^3 \log ^4(25)+e^{\frac{x^2}{e}} \left(48 x^3-8 x^4+e \left(48 x-12 x^2\right)+\left(12 e x^2+8 x^4\right) \log ^2(25)\right)\right) \, dx","Int[E^(-1 + 36*x^2 + 4*E^((2*x^2)/E)*x^2 - 12*x^3 + x^4 + (12*x^3 - 2*x^4)*Log[25]^2 + x^4*Log[25]^4 + E^(x^2/E)*(24*x^2 - 4*x^3 + 4*x^3*Log[25]^2))*(E*(72*x - 36*x^2 + 4*x^3) + E^((2*x^2)/E)*(8*E*x + 16*x^3) + E*(36*x^2 - 8*x^3)*Log[25]^2 + 4*E*x^3*Log[25]^4 + E^(x^2/E)*(48*x^3 - 8*x^4 + E*(48*x - 12*x^2) + (12*E*x^2 + 8*x^4)*Log[25]^2)),x]","\exp \left(x^4 \left(1-\log ^2(25)\right)^2+4 \left(e^{\frac{x^2}{e}}+3\right)^2 x^2-4 \left(e^{\frac{x^2}{e}}+3\right) x^3 \left(1-\log ^2(25)\right)\right)","e^{x^2 \left(2 \left(e^{\frac{x^2}{e}}+3\right)-x+x \log ^2(25)\right)^2}",1,"E^(4*(3 + E^(x^2/E))^2*x^2 - 4*(3 + E^(x^2/E))*x^3*(1 - Log[25]^2) + x^4*(1 - Log[25]^2)^2)","A",3,3,201,0.01493,1,"{6688, 12, 6706}"
7611,1,8,0,0.0021913,"\int -\frac{2 \log ^2(3)}{x^3} \, dx","Int[(-2*Log[3]^2)/x^3,x]","\frac{\log ^2(3)}{x^2}","\frac{\log ^2(3)}{x^2}+\frac{2}{25}",1,"Log[3]^2/x^2","A",2,2,9,0.2222,1,"{12, 30}"
7612,0,0,0,1.1327427,"\int \frac{e^{\frac{-26-31 x-2 x^2+5 x^3}{-6-7 x+x^3}} \left(8+48 x+4 x^2-16 x^3+4 x^4\right)}{36+84 x+49 x^2-12 x^3-14 x^4+x^6} \, dx","Int[(E^((-26 - 31*x - 2*x^2 + 5*x^3)/(-6 - 7*x + x^3))*(8 + 48*x + 4*x^2 - 16*x^3 + 4*x^4))/(36 + 84*x + 49*x^2 - 12*x^3 - 14*x^4 + x^6),x]","\int \frac{e^{\frac{-26-31 x-2 x^2+5 x^3}{-6-7 x+x^3}} \left(8+48 x+4 x^2-16 x^3+4 x^4\right)}{36+84 x+49 x^2-12 x^3-14 x^4+x^6} \, dx","2 e^{\frac{x+\frac{2}{(3-x) (x+1)}}{x+2}+4}",1,"Defer[Int][E^((-26 - 31*x - 2*x^2 + 5*x^3)/(-6 - 7*x + x^3))/(-3 + x)^2, x]/5 - Defer[Int][E^((-26 - 31*x - 2*x^2 + 5*x^3)/(-6 - 7*x + x^3))/(1 + x)^2, x] + (24*Defer[Int][E^((-26 - 31*x - 2*x^2 + 5*x^3)/(-6 - 7*x + x^3))/(2 + x)^2, x])/5","F",0,0,0,0,-1,"{}"
7613,1,39,0,2.8658473,"\int \frac{e^{-3/x} \left(180-15 x-50 x^2+28 e^{3/x} x^2+e^{\frac{3}{x}+x} \left(16 x^2+8 x^3+x^4\right)+e^{\frac{3}{x}+x^2} \left(32 x^3+16 x^4+2 x^5\right)\right)}{16 x^2+8 x^3+x^4} \, dx","Int[(180 - 15*x - 50*x^2 + 28*E^(3/x)*x^2 + E^(3/x + x)*(16*x^2 + 8*x^3 + x^4) + E^(3/x + x^2)*(32*x^3 + 16*x^4 + 2*x^5))/(E^(3/x)*(16*x^2 + 8*x^3 + x^4)),x]","e^{x^2}-5 e^{-3/x}+e^x+\frac{35 e^{-3/x}}{x+4}-\frac{28}{x+4}","e^{x^2}-\frac{\left(5 e^{-3/x}-4\right) (x-3)}{x+4}+e^x+4",1,"-5/E^(3/x) + E^x + E^x^2 - 28/(4 + x) + 35/(E^(3/x)*(4 + x))","A",48,10,98,0.1020,1,"{1594, 27, 6742, 2194, 2209, 2223, 2210, 2222, 2228, 2178}"
7614,1,33,0,0.5391013,"\int \frac{e^{-\frac{-3+x}{x}} \left(-30-19 x-8 e^{\frac{-3+x}{x}} x^6\right)}{2 x^3} \, dx","Int[(-30 - 19*x - 8*E^((-3 + x)/x)*x^6)/(2*E^((-3 + x)/x)*x^3),x]","-x^4+\frac{3}{2} e^{\frac{3}{x}-1}+\frac{5 e^{\frac{3}{x}-1}}{x}","\frac{3 e^{\frac{3}{x}-1} \left(\frac{x}{2}+\frac{5}{3}\right)}{x}-x^4",1,"(3*E^(-1 + 3/x))/2 + (5*E^(-1 + 3/x))/x - x^4","A",9,5,36,0.1389,1,"{12, 6741, 6742, 2212, 2209}"
7615,1,60,0,0.1034739,"\int \left((-512 x-512 x \log (2)) \log (x)+(768 x+768 x \log (2)) \log ^2(x)+(-384 x-384 x \log (2)) \log ^3(x)+(64 x+64 x \log (2)) \log ^4(x)\right) \, dx","Int[(-512*x - 512*x*Log[2])*Log[x] + (768*x + 768*x*Log[2])*Log[x]^2 + (-384*x - 384*x*Log[2])*Log[x]^3 + (64*x + 64*x*Log[2])*Log[x]^4,x]","32 x^2 (1+\log (2)) \log ^4(x)-256 x^2 (1+\log (2)) \log ^3(x)+768 x^2 (1+\log (2)) \log ^2(x)-1024 x^2 (1+\log (2)) \log (x)+512 x^2 (1+\log (2))","2 x^2 (1+\log (2)) (2 \log (x)-4)^4",1,"512*x^2*(1 + Log[2]) - 1024*x^2*(1 + Log[2])*Log[x] + 768*x^2*(1 + Log[2])*Log[x]^2 - 256*x^2*(1 + Log[2])*Log[x]^3 + 32*x^2*(1 + Log[2])*Log[x]^4","B",19,4,55,0.07273,1,"{6, 12, 2304, 2305}"
7616,1,75,0,0.5264633,"\int \frac{-25 x+\left(100 e^{2 e^{\frac{4 e^5+\log (5)}{e^5}}}-25 x\right) \log \left(4 e^{2 e^{\frac{4 e^5+\log (5)}{e^5}}}-x\right) \log \left(\log \left(4 e^{2 e^{\frac{4 e^5+\log (5)}{e^5}}}-x\right)\right)}{\left(4 e^{2 e^{\frac{4 e^5+\log (5)}{e^5}}}-x\right) \log \left(4 e^{2 e^{\frac{4 e^5+\log (5)}{e^5}}}-x\right)} \, dx","Int[(-25*x + (100*E^(2*E^((4*E^5 + Log[5])/E^5)) - 25*x)*Log[4*E^(2*E^((4*E^5 + Log[5])/E^5)) - x]*Log[Log[4*E^(2*E^((4*E^5 + Log[5])/E^5)) - x]])/((4*E^(2*E^((4*E^5 + Log[5])/E^5)) - x)*Log[4*E^(2*E^((4*E^5 + Log[5])/E^5)) - x]),x]","100 e^{2\ 5^{\frac{1}{e^5}} e^4} \log \left(\log \left(4 e^{2\ 5^{\frac{1}{e^5}} e^4}-x\right)\right)-25 \left(4 e^{2\ 5^{\frac{1}{e^5}} e^4}-x\right) \log \left(\log \left(4 e^{2\ 5^{\frac{1}{e^5}} e^4}-x\right)\right)","25 x \log \left(\log \left(4 e^{2 e^{4+\frac{\log (5)}{e^5}}}-x\right)\right)",1,"100*E^(2*5^E^(-5)*E^4)*Log[Log[4*E^(2*5^E^(-5)*E^4) - x]] - 25*(4*E^(2*5^E^(-5)*E^4) - x)*Log[Log[4*E^(2*5^E^(-5)*E^4) - x]]","B",12,8,134,0.05970,1,"{6688, 12, 2411, 2353, 2298, 2302, 29, 2520}"
7617,1,12,0,0.0068396,"\int \frac{-1-2 x+2 \log (\log (2))}{-x+\log (\log (2))} \, dx","Int[(-1 - 2*x + 2*Log[Log[2]])/(-x + Log[Log[2]]),x]","2 x+\log (x-\log (\log (2)))","2 x+\log (x-\log (\log (2)))+e^5-\frac{52}{25}",1,"2*x + Log[x - Log[Log[2]]]","A",2,1,20,0.05000,1,"{43}"
7618,0,0,0,4.1418815,"\int \frac{3528+e^{2 e^{2 x}} (168-48 x)-1008 x+e^{e^{2 x}} \left(1554-444 x+e^{2 x} \left(180-420 x+60 x^2\right)\right)}{3969-18522 x+24255 x^2-6174 x^3+441 x^4+e^{2 e^{2 x}} \left(144-672 x+880 x^2-224 x^3+16 x^4\right)+e^{e^{2 x}} \left(1512-7056 x+9240 x^2-2352 x^3+168 x^4\right)} \, dx","Int[(3528 + E^(2*E^(2*x))*(168 - 48*x) - 1008*x + E^E^(2*x)*(1554 - 444*x + E^(2*x)*(180 - 420*x + 60*x^2)))/(3969 - 18522*x + 24255*x^2 - 6174*x^3 + 441*x^4 + E^(2*E^(2*x))*(144 - 672*x + 880*x^2 - 224*x^3 + 16*x^4) + E^E^(2*x)*(1512 - 7056*x + 9240*x^2 - 2352*x^3 + 168*x^4)),x]","\int \frac{3528+e^{2 e^{2 x}} (168-48 x)-1008 x+e^{e^{2 x}} \left(1554-444 x+e^{2 x} \left(180-420 x+60 x^2\right)\right)}{3969-18522 x+24255 x^2-6174 x^3+441 x^4+e^{2 e^{2 x}} \left(144-672 x+880 x^2-224 x^3+16 x^4\right)+e^{e^{2 x}} \left(1512-7056 x+9240 x^2-2352 x^3+168 x^4\right)} \, dx","\frac{2}{\left(\frac{5}{e^{e^{2 x}}+4}+4\right) \left(\frac{1}{3} \left(x \left(x+\frac{3}{x}\right)-x\right)-2 x\right)}",1,"(-120*Defer[Int][E^(E^(2*x) + 2*x)/((21 + 4*E^E^(2*x))^2*(7 + Sqrt[37] - 2*x)), x])/Sqrt[37] - (120*Defer[Int][E^(E^(2*x) + 2*x)/((21 + 4*E^E^(2*x))^2*(-7 + Sqrt[37] + 2*x)), x])/Sqrt[37] + 3528*Defer[Int][1/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x] + 1554*Defer[Int][E^E^(2*x)/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x] + 168*Defer[Int][E^(2*E^(2*x))/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x] - 1008*Defer[Int][x/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x] - 444*Defer[Int][(E^E^(2*x)*x)/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x] - 48*Defer[Int][(E^(2*E^(2*x))*x)/((21 + 4*E^E^(2*x))^2*(3 - 7*x + x^2)^2), x]","F",0,0,0,0,-1,"{}"
7619,1,42,0,0.0121707,"\int \frac{-2 x \log (4)+\log (4) \log (x)-\log (4) \log (4 x)}{10 \log (2)} \, dx","Int[(-2*x*Log[4] + Log[4]*Log[x] - Log[4]*Log[4*x])/(10*Log[2]),x]","-\frac{x^2 \log (4)}{10 \log (2)}+\frac{x \log (4) \log (x)}{10 \log (2)}-\frac{x \log (4) \log (4 x)}{10 \log (2)}","-\frac{x \log (4) (x-\log (x)+\log (4 x))}{10 \log (2)}",1,"-1/10*(x^2*Log[4])/Log[2] + (x*Log[4]*Log[x])/(10*Log[2]) - (x*Log[4]*Log[4*x])/(10*Log[2])","A",4,2,27,0.07407,1,"{12, 2295}"
7620,0,0,0,7.3699891,"\int \frac{-12-9 x+3 x^2+e^4 \left(3 x+3 x^2\right)+e^2 \left(-6 x+6 x^2\right)+\left(6 x-6 x^2+e^2 \left(-6 x-6 x^2\right)\right) \log (x)+\left(3 x+3 x^2\right) \log ^2(x)}{20 x^3-5 x^4-5 e^4 x^4+e^2 \left(20 x^3-10 x^4\right)+\left(-4 x^3+x^4+e^4 x^4+e^2 \left(-4 x^3+2 x^4\right)\right) \log (3)+\left(-20 x^3+10 x^4+10 e^2 x^4+\left(4 x^3-2 x^4-2 e^2 x^4\right) \log (3)\right) \log (x)+\left(-5 x^4+x^4 \log (3)\right) \log ^2(x)+\left(40 x^2-10 x^3-10 e^4 x^3+e^2 \left(40 x^2-20 x^3\right)+\left(-8 x^2+2 x^3+2 e^4 x^3+e^2 \left(-8 x^2+4 x^3\right)\right) \log (3)+\left(-40 x^2+20 x^3+20 e^2 x^3+\left(8 x^2-4 x^3-4 e^2 x^3\right) \log (3)\right) \log (x)+\left(-10 x^3+2 x^3 \log (3)\right) \log ^2(x)\right) \log \left(\frac{4-x-e^2 x+x \log (x)}{-1-e^2+\log (x)}\right)+\left(20 x-5 x^2-5 e^4 x^2+e^2 \left(20 x-10 x^2\right)+\left(-4 x+x^2+e^4 x^2+e^2 \left(-4 x+2 x^2\right)\right) \log (3)+\left(-20 x+10 x^2+10 e^2 x^2+\left(4 x-2 x^2-2 e^2 x^2\right) \log (3)\right) \log (x)+\left(-5 x^2+x^2 \log (3)\right) \log ^2(x)\right) \log ^2\left(\frac{4-x-e^2 x+x \log (x)}{-1-e^2+\log (x)}\right)} \, dx","Int[(-12 - 9*x + 3*x^2 + E^4*(3*x + 3*x^2) + E^2*(-6*x + 6*x^2) + (6*x - 6*x^2 + E^2*(-6*x - 6*x^2))*Log[x] + (3*x + 3*x^2)*Log[x]^2)/(20*x^3 - 5*x^4 - 5*E^4*x^4 + E^2*(20*x^3 - 10*x^4) + (-4*x^3 + x^4 + E^4*x^4 + E^2*(-4*x^3 + 2*x^4))*Log[3] + (-20*x^3 + 10*x^4 + 10*E^2*x^4 + (4*x^3 - 2*x^4 - 2*E^2*x^4)*Log[3])*Log[x] + (-5*x^4 + x^4*Log[3])*Log[x]^2 + (40*x^2 - 10*x^3 - 10*E^4*x^3 + E^2*(40*x^2 - 20*x^3) + (-8*x^2 + 2*x^3 + 2*E^4*x^3 + E^2*(-8*x^2 + 4*x^3))*Log[3] + (-40*x^2 + 20*x^3 + 20*E^2*x^3 + (8*x^2 - 4*x^3 - 4*E^2*x^3)*Log[3])*Log[x] + (-10*x^3 + 2*x^3*Log[3])*Log[x]^2)*Log[(4 - x - E^2*x + x*Log[x])/(-1 - E^2 + Log[x])] + (20*x - 5*x^2 - 5*E^4*x^2 + E^2*(20*x - 10*x^2) + (-4*x + x^2 + E^4*x^2 + E^2*(-4*x + 2*x^2))*Log[3] + (-20*x + 10*x^2 + 10*E^2*x^2 + (4*x - 2*x^2 - 2*E^2*x^2)*Log[3])*Log[x] + (-5*x^2 + x^2*Log[3])*Log[x]^2)*Log[(4 - x - E^2*x + x*Log[x])/(-1 - E^2 + Log[x])]^2),x]","\int \frac{-12-9 x+3 x^2+e^4 \left(3 x+3 x^2\right)+e^2 \left(-6 x+6 x^2\right)+\left(6 x-6 x^2+e^2 \left(-6 x-6 x^2\right)\right) \log (x)+\left(3 x+3 x^2\right) \log ^2(x)}{20 x^3-5 x^4-5 e^4 x^4+e^2 \left(20 x^3-10 x^4\right)+\left(-4 x^3+x^4+e^4 x^4+e^2 \left(-4 x^3+2 x^4\right)\right) \log (3)+\left(-20 x^3+10 x^4+10 e^2 x^4+\left(4 x^3-2 x^4-2 e^2 x^4\right) \log (3)\right) \log (x)+\left(-5 x^4+x^4 \log (3)\right) \log ^2(x)+\left(40 x^2-10 x^3-10 e^4 x^3+e^2 \left(40 x^2-20 x^3\right)+\left(-8 x^2+2 x^3+2 e^4 x^3+e^2 \left(-8 x^2+4 x^3\right)\right) \log (3)+\left(-40 x^2+20 x^3+20 e^2 x^3+\left(8 x^2-4 x^3-4 e^2 x^3\right) \log (3)\right) \log (x)+\left(-10 x^3+2 x^3 \log (3)\right) \log ^2(x)\right) \log \left(\frac{4-x-e^2 x+x \log (x)}{-1-e^2+\log (x)}\right)+\left(20 x-5 x^2-5 e^4 x^2+e^2 \left(20 x-10 x^2\right)+\left(-4 x+x^2+e^4 x^2+e^2 \left(-4 x+2 x^2\right)\right) \log (3)+\left(-20 x+10 x^2+10 e^2 x^2+\left(4 x-2 x^2-2 e^2 x^2\right) \log (3)\right) \log (x)+\left(-5 x^2+x^2 \log (3)\right) \log ^2(x)\right) \log ^2\left(\frac{4-x-e^2 x+x \log (x)}{-1-e^2+\log (x)}\right)} \, dx","\frac{3}{(5-\log (3)) \left(x+\log \left(x-\frac{4}{-\log (x)+e^2+1}\right)\right)}",1,"(-3*(3 + 2*E^2 - E^4)*Defer[Int][1/((1 + E^2 - Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (3*(1 + E^2)^2*Defer[Int][x/((1 + E^2 - Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (6*(1 - E^2)*Defer[Int][Log[x]/((1 + E^2 - Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (3*Defer[Int][Log[x]^2/((1 + E^2 - Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (3*Defer[Int][(x*Log[x]^2)/((1 + E^2 - Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (12*Defer[Int][1/(x*(-1 - E^2 + Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3]) + (6*(1 + E^2)*Defer[Int][(x*Log[x])/((-1 - E^2 + Log[x])*(4 - (1 + E^2)*x + x*Log[x])*(x + Log[(-4 + x + E^2*x - x*Log[x])/(1 + E^2 - Log[x])])^2), x])/(5 - Log[3])","F",0,0,0,0,-1,"{}"
7621,1,128,0,1.1609934,"\int \frac{-e^e+e^{2/x} \left(-4+2 x+x^2\right) \log ^2(2)+e^{\frac{1}{x}} \left(-4+6 x+2 x^2\right) \log ^2(2) \log (5)+\left(4 x+x^2\right) \log ^2(2) \log ^2(5)}{8+8 x+2 x^2} \, dx","Int[(-E^E + E^(2/x)*(-4 + 2*x + x^2)*Log[2]^2 + E^x^(-1)*(-4 + 6*x + 2*x^2)*Log[2]^2*Log[5] + (4*x + x^2)*Log[2]^2*Log[5]^2)/(8 + 8*x + 2*x^2),x]","\frac{1}{2} x \log ^2(2) \log ^2(5)+e^{\frac{1}{x}} x \log ^2(2) \log (5)+\frac{1}{2} e^{2/x} x \log ^2(2)+\frac{e^e+4 \log ^2(2) \log ^2(5)}{2 (x+2)}-2 e^{\frac{1}{x}} \log ^2(2) \log (5)+\frac{4 e^{\frac{1}{x}} \log ^2(2) \log (5)}{x+2}-e^{2/x} \log ^2(2)+\frac{2 e^{2/x} \log ^2(2)}{x+2}","\frac{x^2 \log ^2(2) \left(e^{\frac{1}{x}}+\log (5)\right)^2+e^e}{2 (x+2)}",1,"-(E^(2/x)*Log[2]^2) + (E^(2/x)*x*Log[2]^2)/2 + (2*E^(2/x)*Log[2]^2)/(2 + x) - 2*E^x^(-1)*Log[2]^2*Log[5] + E^x^(-1)*x*Log[2]^2*Log[5] + (4*E^x^(-1)*Log[2]^2*Log[5])/(2 + x) + (x*Log[2]^2*Log[5]^2)/2 + (E^E + 4*Log[2]^2*Log[5]^2)/(2*(2 + x))","B",40,11,77,0.1429,1,"{27, 12, 6742, 2206, 2210, 2223, 2209, 2222, 2228, 2178, 683}"
7622,1,20,0,0.128991,"\int \frac{-x+2 x^2+e^{\frac{1+3 x-x^2}{x}} \left(1+x^2\right)}{x^2} \, dx","Int[(-x + 2*x^2 + E^((1 + 3*x - x^2)/x)*(1 + x^2))/x^2,x]","2 x-e^{-x+\frac{1}{x}+3}-\log (x)","2 x-e^{-\frac{x-1}{x}-x+4}-\log (x)+3",1,"-E^(3 + x^(-1) - x) + 2*x - Log[x]","A",5,3,35,0.08571,1,"{14, 43, 6706}"
7623,0,0,0,0.1888561,"\int \frac{6+x-5 \log (x)}{64+48 x+12 x^2+x^3+\left(240+120 x+15 x^2\right) \log (x)+(300+75 x) \log ^2(x)+125 \log ^3(x)} \, dx","Int[(6 + x - 5*Log[x])/(64 + 48*x + 12*x^2 + x^3 + (240 + 120*x + 15*x^2)*Log[x] + (300 + 75*x)*Log[x]^2 + 125*Log[x]^3),x]","\int \frac{6+x-5 \log (x)}{64+48 x+12 x^2+x^3+\left(240+120 x+15 x^2\right) \log (x)+(300+75 x) \log ^2(x)+125 \log ^3(x)} \, dx","-\frac{x}{(x+5 \log (x)+4)^2}",1,"10*Defer[Int][(4 + x + 5*Log[x])^(-3), x] + 2*Defer[Int][x/(4 + x + 5*Log[x])^3, x] - Defer[Int][(4 + x + 5*Log[x])^(-2), x]","F",0,0,0,0,-1,"{}"
7624,-1,0,0,180.0019913,"\int \frac{2 e^{4+2 e^x x}-4 e^{2+e^x x} \log (5)+2 \log ^2(5)+\exp \left(\frac{4-e^{2+x+e^x x}+8 x+4 x^2+e^x \log (5)}{e^{2+e^x x}-\log (5)}\right) \left(e^{4+2 e^x x} \left(-1+e^x x\right)+\left(8 x+8 x^2\right) \log (5)-\log ^2(5)+e^x x \log ^2(5)+e^{2+e^x x} \left(-8 x-8 x^2+2 \log (5)+e^x \left(4 x+12 x^2+12 x^3+4 x^4-2 x \log (5)\right)\right)\right)}{e^{4+2 e^x x}-2 e^{2+e^x x} \log (5)+\log ^2(5)} \, dx","Int[(2*E^(4 + 2*E^x*x) - 4*E^(2 + E^x*x)*Log[5] + 2*Log[5]^2 + E^((4 - E^(2 + x + E^x*x) + 8*x + 4*x^2 + E^x*Log[5])/(E^(2 + E^x*x) - Log[5]))*(E^(4 + 2*E^x*x)*(-1 + E^x*x) + (8*x + 8*x^2)*Log[5] - Log[5]^2 + E^x*x*Log[5]^2 + E^(2 + E^x*x)*(-8*x - 8*x^2 + 2*Log[5] + E^x*(4*x + 12*x^2 + 12*x^3 + 4*x^4 - 2*x*Log[5]))))/(E^(4 + 2*E^x*x) - 2*E^(2 + E^x*x)*Log[5] + Log[5]^2),x]","\text{\$Aborted}","x \left(2-e^{\frac{(2 x+2)^2}{e^{e^x x+2}-\log (5)}-e^x}\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7625,1,17,0,0.0100993,"\int \frac{25+4 x-2 x^2}{-1+x} \, dx","Int[(25 + 4*x - 2*x^2)/(-1 + x),x]","-x^2+2 x+27 \log (1-x)","x \left(-x+\frac{27 \log (x-1)}{x}+2\right)",1,"2*x - x^2 + 27*Log[1 - x]","A",2,1,16,0.06250,1,"{683}"
7626,0,0,0,0.550267,"\int \frac{1260+10 x-125 x^3-x^4+e^{8+4 x+x^2} \left(-10-3 x^3-2 x^4\right)}{-126 x^3+e^{8+4 x+x^2} x^3-x^4} \, dx","Int[(1260 + 10*x - 125*x^3 - x^4 + E^(8 + 4*x + x^2)*(-10 - 3*x^3 - 2*x^4))/(-126*x^3 + E^(8 + 4*x + x^2)*x^3 - x^4),x]","\int \frac{1260+10 x-125 x^3-x^4+e^{8+4 x+x^2} \left(-10-3 x^3-2 x^4\right)}{-126 x^3+e^{8+4 x+x^2} x^3-x^4} \, dx","\frac{5}{x^2}+x-\log \left(x-e^{(x+2)^2+4}+126\right)",1,"5/x^2 - 3*x - x^2 - 503*Defer[Int][(-126 + E^(8 + 4*x + x^2) - x)^(-1), x] + 256*Defer[Int][x/(126 - E^(8 + 4*x + x^2) + x), x] + 2*Defer[Int][x^2/(126 - E^(8 + 4*x + x^2) + x), x]","F",0,0,0,0,-1,"{}"
7627,0,0,0,4.2033608,"\int \frac{1}{5} \exp \left(-6+\frac{4 e^{2 x} x+e^{3+x} \left(20 x+4 x^2\right)+e^6 \left(25 x+10 x^2+x^3\right)}{5 e^6}\right) \left(e^{2 x} (8+16 x)+e^6 \left(50+40 x+6 x^2\right)+e^{3+x} \left(40+56 x+8 x^2\right)\right) \, dx","Int[(E^(-6 + (4*E^(2*x)*x + E^(3 + x)*(20*x + 4*x^2) + E^6*(25*x + 10*x^2 + x^3))/(5*E^6))*(E^(2*x)*(8 + 16*x) + E^6*(50 + 40*x + 6*x^2) + E^(3 + x)*(40 + 56*x + 8*x^2)))/5,x]","\int \frac{1}{5} \exp \left(-6+\frac{4 e^{2 x} x+e^{3+x} \left(20 x+4 x^2\right)+e^6 \left(25 x+10 x^2+x^3\right)}{5 e^6}\right) \left(e^{2 x} (8+16 x)+e^6 \left(50+40 x+6 x^2\right)+e^{3+x} \left(40+56 x+8 x^2\right)\right) \, dx","2 e^{\frac{1}{5} x \left(x+2 e^{x-3}+5\right)^2}",1,"10*Defer[Int][E^((x*(2*E^x + E^3*(5 + x))^2)/(5*E^6)), x] + (8*Defer[Int][E^((-30 + 35*x + 4*E^(-6 + 2*x)*x + 10*x^2 + x^3 + 4*E^(-3 + x)*x*(5 + x))/5), x])/5 + 8*Defer[Int][E^(-3 + x + (4*E^(2*x)*x + E^(3 + x)*(20*x + 4*x^2) + E^6*(25*x + 10*x^2 + x^3))/(5*E^6)), x] + 8*Defer[Int][E^((x*(2*E^x + E^3*(5 + x))^2)/(5*E^6))*x, x] + (16*Defer[Int][E^((-30 + 35*x + 4*E^(-6 + 2*x)*x + 10*x^2 + x^3 + 4*E^(-3 + x)*x*(5 + x))/5)*x, x])/5 + (56*Defer[Int][E^(-3 + x + (4*E^(2*x)*x + E^(3 + x)*(20*x + 4*x^2) + E^6*(25*x + 10*x^2 + x^3))/(5*E^6))*x, x])/5 + (6*Defer[Int][E^((x*(2*E^x + E^3*(5 + x))^2)/(5*E^6))*x^2, x])/5 + (8*Defer[Int][E^(-3 + x + (4*E^(2*x)*x + E^(3 + x)*(20*x + 4*x^2) + E^6*(25*x + 10*x^2 + x^3))/(5*E^6))*x^2, x])/5","F",0,0,0,0,-1,"{}"
7628,-1,0,0,180.0017331,"\int \frac{\left(216+324 x+72 x^2-80 x^3-32 x^4\right) \log ^3\left(\frac{-24-25 x-6 x^2}{4+4 x+x^2}\right)+\left(3456+9936 x+11304 x^2+6352 x^3+1760 x^4+192 x^5\right) \log ^4\left(\frac{-24-25 x-6 x^2}{4+4 x+x^2}\right)}{16+14 x+3 x^2} \, dx","Int[((216 + 324*x + 72*x^2 - 80*x^3 - 32*x^4)*Log[(-24 - 25*x - 6*x^2)/(4 + 4*x + x^2)]^3 + (3456 + 9936*x + 11304*x^2 + 6352*x^3 + 1760*x^4 + 192*x^5)*Log[(-24 - 25*x - 6*x^2)/(4 + 4*x + x^2)]^4)/(16 + 14*x + 3*x^2),x]","\text{\$Aborted}","(2 x+3)^4 \log ^4\left(-\frac{x}{(x+2)^2}-6\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7629,1,25,0,0.1294377,"\int \frac{-25 \log (5)+e^{\frac{e^x x+2 x^3 \log (5)}{\log (5)}} \left(e^x (-1-x)-6 x^2 \log (5)\right)}{25 \log (5)} \, dx","Int[(-25*Log[5] + E^((E^x*x + 2*x^3*Log[5])/Log[5])*(E^x*(-1 - x) - 6*x^2*Log[5]))/(25*Log[5]),x]","-\frac{1}{25} e^{2 x^3+\frac{e^x x}{\log (5)}}-x","-\frac{1}{25} e^{2 x^3+\frac{e^x x}{\log (5)}}-x+2",1,"-1/25*E^(2*x^3 + (E^x*x)/Log[5]) - x","A",3,2,51,0.03922,1,"{12, 6706}"
7630,1,28,0,0.3249837,"\int \frac{-4 x+28 x^2+16 x^3+e^x \left(-2 x-x^2\right)+(-12-6 x) \log (x)}{8 x+4 x^2} \, dx","Int[(-4*x + 28*x^2 + 16*x^3 + E^x*(-2*x - x^2) + (-12 - 6*x)*Log[x])/(8*x + 4*x^2),x]","2 x^2-x-\frac{e^x}{4}-\frac{3 \log ^2(x)}{4}+\log (x+2)","2 x^2-x+\frac{1}{4} \left(-e^x-3 \log ^2(x)\right)+\log (x+2)",1,"-1/4*E^x - x + 2*x^2 - (3*Log[x]^2)/4 + Log[2 + x]","A",7,5,47,0.1064,1,"{1593, 6688, 2194, 698, 2301}"
7631,1,69,0,0.0922912,"\int \left(\left(40-8 e^4-120 x+8 \log (5)\right) \log (x)+\left(20-4 e^4-120 x+4 \log (5)\right) \log ^2(x)\right) \, dx","Int[(40 - 8*E^4 - 120*x + 8*Log[5])*Log[x] + (20 - 4*E^4 - 120*x + 4*Log[5])*Log[x]^2,x]","-60 x^2 \log ^2(x)+60 x^2 \log (x)-4 \left(15 x^2-2 x \left(5-e^4+\log (5)\right)\right) \log (x)+4 x \left(5-e^4+\log (5)\right) \log ^2(x)-8 x \left(5-e^4+\log (5)\right) \log (x)","4 x \left(-15 x-e^4+5+\log (5)\right) \log ^2(x)",1,"60*x^2*Log[x] - 8*x*(5 - E^4 + Log[5])*Log[x] - 4*(15*x^2 - 2*x*(5 - E^4 + Log[5]))*Log[x] - 60*x^2*Log[x]^2 + 4*x*(5 - E^4 + Log[5])*Log[x]^2","B",9,6,37,0.1622,1,"{2313, 2330, 2305, 2304, 2296, 2295}"
7632,1,47,0,0.4163992,"\int \frac{e^{-2 x} \left(e^4 (-1-2 x)+x^2-4 e^2 x^2+4 e^{2 x} x^2-2 x^3\right)}{x^2} \, dx","Int[(E^4*(-1 - 2*x) + x^2 - 4*E^2*x^2 + 4*E^(2*x)*x^2 - 2*x^3)/(E^(2*x)*x^2),x]","e^{-2 x} x+4 x+\frac{e^{-2 x}}{2}-\frac{1}{2} \left(1-4 e^2\right) e^{-2 x}+\frac{e^{4-2 x}}{x}","x \left(\frac{e^{-2 x} \left(x+e^2\right)^2}{x^2}+4\right)-\frac{1}{\log (4)}",1,"1/(2*E^(2*x)) - (1 - 4*E^2)/(2*E^(2*x)) + E^(4 - 2*x)/x + 4*x + x/E^(2*x)","A",11,7,45,0.1556,1,"{6, 6742, 2199, 2194, 2177, 2178, 2176}"
7633,1,27,0,0.0975641,"\int \frac{436+784 x-13 x^2+4 x^3+2 x^4+\left(-16+8 x+7 x^2-2 x^3-x^4\right) \log (3)}{16-8 x-7 x^2+2 x^3+x^4} \, dx","Int[(436 + 784*x - 13*x^2 + 4*x^3 + 2*x^4 + (-16 + 8*x + 7*x^2 - 2*x^3 - x^4)*Log[3])/(16 - 8*x - 7*x^2 + 2*x^3 + x^4),x]","\frac{4 (x+400)}{17-4 \left(x+\frac{1}{2}\right)^2}+x (2-\log (3))","\frac{x+400}{-x^2-x+4}+2 x+x (-\log (3))",1,"(4*(400 + x))/(17 - 4*(1/2 + x)^2) + x*(2 - Log[3])","A",4,4,64,0.06250,1,"{1680, 1814, 21, 8}"
7634,1,47,0,2.1910819,"\int \frac{\left(-32+16 x^5 \log ^8(5)-2 x^{10} \log ^{16}(5)\right) \log (x)+\left(16-8 x^5 \log ^8(5)+x^{10} \log ^{16}(5)+\left(-128+24 x^5 \log ^8(5)+2 x^{10} \log ^{16}(5)\right) \log (x)\right) \log \left(x^2\right)}{x^9 \log ^{16}(5) \log ^2\left(x^2\right)} \, dx","Int[((-32 + 16*x^5*Log[5]^8 - 2*x^10*Log[5]^16)*Log[x] + (16 - 8*x^5*Log[5]^8 + x^10*Log[5]^16 + (-128 + 24*x^5*Log[5]^8 + 2*x^10*Log[5]^16)*Log[x])*Log[x^2])/(x^9*Log[5]^16*Log[x^2]^2),x]","\frac{x^2 \log (x)}{\log \left(x^2\right)}+\frac{16 \log (x)}{x^8 \log ^{16}(5) \log \left(x^2\right)}-\frac{8 \log (x)}{x^3 \log ^8(5) \log \left(x^2\right)}","\frac{\left(x-\frac{4}{x^4 \log ^8(5)}\right)^2 \log (x)}{\log \left(x^2\right)}",1,"(x^2*Log[x])/Log[x^2] + (16*Log[x])/(x^8*Log[5]^16*Log[x^2]) - (8*Log[x])/(x^3*Log[5]^8*Log[x^2])","B",57,13,85,0.1529,1,"{12, 6741, 6742, 2353, 2306, 2310, 2178, 2307, 2298, 2366, 6482, 15, 6496}"
7635,1,53,0,0.1702497,"\int \frac{e^{2+x+x^2}+5 x+5 x^2+\log (3)+\left(5 x^2+e^{2+x+x^2} \left(-1+x+2 x^2\right)-\log (3)\right) \log (x)}{5 x^2} \, dx","Int[(E^(2 + x + x^2) + 5*x + 5*x^2 + Log[3] + (5*x^2 + E^(2 + x + x^2)*(-1 + x + 2*x^2) - Log[3])*Log[x])/(5*x^2),x]","\frac{e^{x^2+x+2} \left(2 x^2 \log (x)+x \log (x)\right)}{5 x^2 (2 x+1)}+\frac{1}{5} \left(5 x+\frac{\log (3)}{x}\right) \log (x)+\log (x)","\left(\frac{e^{x^2+x+2}+\log (3)}{5 x}+x+1\right) \log (x)",1,"Log[x] + ((5*x + Log[3]/x)*Log[x])/5 + (E^(2 + x + x^2)*(x*Log[x] + 2*x^2*Log[x]))/(5*x^2*(1 + 2*x))","B",10,4,56,0.07143,1,"{12, 14, 2288, 2334}"
7636,0,0,0,1.8630634,"\int \frac{e^{-x} \left(e^5 (-180-36 x)+e^5 (-90-18 x) \log (4)+\left(e^5 \left(-126 x-18 x^2\right)+e^5 \left(-63 x-9 x^2\right) \log (4)\right) \log \left(x^2\right)\right)}{\left(125 x+75 x^2+15 x^3+x^4\right) \log ^2\left(x^2\right)} \, dx","Int[(E^5*(-180 - 36*x) + E^5*(-90 - 18*x)*Log[4] + (E^5*(-126*x - 18*x^2) + E^5*(-63*x - 9*x^2)*Log[4])*Log[x^2])/(E^x*(125*x + 75*x^2 + 15*x^3 + x^4)*Log[x^2]^2),x]","\int \frac{e^{-x} \left(e^5 (-180-36 x)+e^5 (-90-18 x) \log (4)+\left(e^5 \left(-126 x-18 x^2\right)+e^5 \left(-63 x-9 x^2\right) \log (4)\right) \log \left(x^2\right)\right)}{\left(125 x+75 x^2+15 x^3+x^4\right) \log ^2\left(x^2\right)} \, dx","\frac{9 e^{5-x} (2+\log (4))}{(x+5)^2 \log \left(x^2\right)}",1,"(-18*(2 + Log[4])*Defer[Int][E^(5 - x)/(x*Log[x^2]^2), x])/25 + (18*(2 + Log[4])*Defer[Int][E^(5 - x)/((5 + x)^2*Log[x^2]^2), x])/5 + (18*(2 + Log[4])*Defer[Int][E^(5 - x)/((5 + x)*Log[x^2]^2), x])/25 - 18*(2 + Log[4])*Defer[Int][E^(5 - x)/((5 + x)^3*Log[x^2]), x] - 9*(2 + Log[4])*Defer[Int][E^(5 - x)/((5 + x)^2*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
7637,0,0,0,6.9071932,"\int \frac{-500+2040 x-3140 x^2+2180 x^3-600 x^4+20 x^5+e^{\frac{2 e^4 x}{4-8 x+4 x^2}} \left(-20+80 x-120 x^2+80 x^3-20 x^4\right)+e^{\frac{e^4 x}{4-8 x+4 x^2}} \left(200-808 x+1228 x^2-836 x^3+220 x^4-4 x^5+e^4 \left(x^2+x^3\right)\right)}{e^{x+\frac{e^4 x}{4-8 x+4 x^2}} \left(40-120 x+120 x^2-40 x^3\right)+e^{x+\frac{2 e^4 x}{4-8 x+4 x^2}} \left(-4+12 x-12 x^2+4 x^3\right)+e^x \left(-100+300 x-300 x^2+100 x^3\right)} \, dx","Int[(-500 + 2040*x - 3140*x^2 + 2180*x^3 - 600*x^4 + 20*x^5 + E^((2*E^4*x)/(4 - 8*x + 4*x^2))*(-20 + 80*x - 120*x^2 + 80*x^3 - 20*x^4) + E^((E^4*x)/(4 - 8*x + 4*x^2))*(200 - 808*x + 1228*x^2 - 836*x^3 + 220*x^4 - 4*x^5 + E^4*(x^2 + x^3)))/(E^(x + (E^4*x)/(4 - 8*x + 4*x^2))*(40 - 120*x + 120*x^2 - 40*x^3) + E^(x + (2*E^4*x)/(4 - 8*x + 4*x^2))*(-4 + 12*x - 12*x^2 + 4*x^3) + E^x*(-100 + 300*x - 300*x^2 + 100*x^3)),x]","\int \frac{-500+2040 x-3140 x^2+2180 x^3-600 x^4+20 x^5+e^{\frac{2 e^4 x}{4-8 x+4 x^2}} \left(-20+80 x-120 x^2+80 x^3-20 x^4\right)+e^{\frac{e^4 x}{4-8 x+4 x^2}} \left(200-808 x+1228 x^2-836 x^3+220 x^4-4 x^5+e^4 \left(x^2+x^3\right)\right)}{e^{x+\frac{e^4 x}{4-8 x+4 x^2}} \left(40-120 x+120 x^2-40 x^3\right)+e^{x+\frac{2 e^4 x}{4-8 x+4 x^2}} \left(-4+12 x-12 x^2+4 x^3\right)+e^x \left(-100+300 x-300 x^2+100 x^3\right)} \, dx","4-e^{-x} x \left(\frac{x}{5-e^{\frac{e^4 x}{(2 x-2)^2}}}-5\right)",1,"5/E^x - (5*(1 - x))/E^x + (5*Defer[Int][E^(4 - x)/(-5 + E^((E^4*x)/(4*(-1 + x)^2)))^2, x])/4 + Defer[Int][E^(4 - x)/(-5 + E^((E^4*x)/(4*(-1 + x)^2))), x]/4 + (5*Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))^2*(-1 + x)^3), x])/2 + Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))*(-1 + x)^3), x]/2 + (25*Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))^2*(-1 + x)^2), x])/4 + (5*Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))*(-1 + x)^2), x])/4 + 5*Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))^2*(-1 + x)), x] + Defer[Int][E^(4 - x)/((-5 + E^((E^4*x)/(4*(-1 + x)^2)))*(-1 + x)), x] + 2*Defer[Int][x/(E^x*(-5 + E^((E^4*x)/(4*(-1 + x)^2)))), x] - Defer[Int][x^2/(E^x*(-5 + E^((E^4*x)/(4*(-1 + x)^2)))), x]","F",0,0,0,0,-1,"{}"
7638,1,55,0,0.2622083,"\int \frac{8+\left(-3+2 x+x^2\right) \log (4)+e^{2 x} \left(4+8 x+4 x^2+\left(1+4 x+5 x^2+2 x^3\right) \log (4)\right)}{\left(1+2 x+x^2\right) \log (4)} \, dx","Int[(8 + (-3 + 2*x + x^2)*Log[4] + E^(2*x)*(4 + 8*x + 4*x^2 + (1 + 4*x + 5*x^2 + 2*x^3)*Log[4]))/((1 + 2*x + x^2)*Log[4]),x]","x+\frac{e^{2 x} (x \log (16)+4+\log (4))}{2 \log (4)}-\frac{e^{2 x} \log (16)}{4 \log (4)}-\frac{2 (4-\log (16))}{(x+1) \log (4)}","x+\left(e^{2 x}-\frac{4}{x+1}\right) \left(x+\frac{2}{\log (4)}\right)+9",1,"x - (2*(4 - Log[16]))/((1 + x)*Log[4]) - (E^(2*x)*Log[16])/(4*Log[4]) + (E^(2*x)*(4 + Log[4] + x*Log[16]))/(2*Log[4])","B",8,6,62,0.09677,1,"{12, 27, 6742, 2176, 2194, 683}"
7639,1,6,0,0.0008333,"\int -\frac{1}{3 x} \, dx","Int[-1/3*1/x,x]","-\frac{\log (x)}{3}","\frac{1}{6} \left(\log \left(\frac{(1+\log (2))^4}{9 x^2}\right)+4-\log (5)\right)",1,"-1/3*Log[x]","A",2,2,7,0.2857,1,"{12, 29}"
7640,1,15,0,0.0030313,"\int -\frac{3 e \log (i \pi +\log (6))}{x^2} \, dx","Int[(-3*E*Log[I*Pi + Log[6]])/x^2,x]","\frac{3 e \log (\log (6)+i \pi )}{x}","\frac{3 e \log (\log (6)+i \pi )}{x}",1,"(3*E*Log[I*Pi + Log[6]])/x","A",2,2,15,0.1333,1,"{12, 30}"
7641,1,10,0,0.0019285,"\int \frac{1}{10} (4+5 e) \, dx","Int[(4 + 5*E)/10,x]","\frac{1}{10} (4+5 e) x","\frac{1}{2} \left(e \left(x+e^4\right)-4 \left(-\frac{x}{5}-3 e^3\right)\right)+1",1,"((4 + 5*E)*x)/10","A",1,1,9,0.1111,1,"{8}"
7642,1,14,0,0.0046697,"\int \frac{e^8}{1-14 e^4+49 e^8} \, dx","Int[E^8/(1 - 14*E^4 + 49*E^8),x]","\frac{e^8 x}{\left(1-7 e^4\right)^2}","\frac{x}{\left(7-\frac{1}{e^4}\right)^2}",1,"(E^8*x)/(1 - 7*E^4)^2","A",1,1,18,0.05556,1,"{8}"
7643,0,0,0,4.8679373,"\int \frac{-60 x^2+15 x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(240-60 x-15 x^2\right)+\left(120 x+30 x^2-15 x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(-60 x+15 x^2\right)\right) \log \left(-2+e^{\frac{-4-2 x+x \log (-4+x)}{x}}-x\right)}{\left(8 x+2 x^2-x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(-4 x+x^2\right)\right) \log ^2\left(-2+e^{\frac{-4-2 x+x \log (-4+x)}{x}}-x\right)} \, dx","Int[(-60*x^2 + 15*x^3 + E^((-4 - 2*x + x*Log[-4 + x])/x)*(240 - 60*x - 15*x^2) + (120*x + 30*x^2 - 15*x^3 + E^((-4 - 2*x + x*Log[-4 + x])/x)*(-60*x + 15*x^2))*Log[-2 + E^((-4 - 2*x + x*Log[-4 + x])/x) - x])/((8*x + 2*x^2 - x^3 + E^((-4 - 2*x + x*Log[-4 + x])/x)*(-4*x + x^2))*Log[-2 + E^((-4 - 2*x + x*Log[-4 + x])/x) - x]^2),x]","\int \frac{-60 x^2+15 x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(240-60 x-15 x^2\right)+\left(120 x+30 x^2-15 x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(-60 x+15 x^2\right)\right) \log \left(-2+e^{\frac{-4-2 x+x \log (-4+x)}{x}}-x\right)}{\left(8 x+2 x^2-x^3+e^{\frac{-4-2 x+x \log (-4+x)}{x}} \left(-4 x+x^2\right)\right) \log ^2\left(-2+e^{\frac{-4-2 x+x \log (-4+x)}{x}}-x\right)} \, dx","\frac{15 x}{\log \left(e^{-\frac{2 (x+2)}{x}} (x-4)-x-2\right)}",1,"-15*Defer[Int][Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^(-2), x] + 30*Defer[Int][1/((2 + x)*Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^2), x] + 150*Defer[Int][1/((4 - x + E^(2 + 4/x)*(2 + x))*Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^2), x] - 240*Defer[Int][1/(x*(4 - x + E^(2 + 4/x)*(2 + x))*Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^2), x] - 180*Defer[Int][1/((2 + x)*(4 - x + E^(2 + 4/x)*(2 + x))*Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^2), x] + 15*Defer[Int][Log[-2 + E^(-2 - 4/x)*(-4 + x) - x]^(-1), x]","F",0,0,0,0,-1,"{}"
7644,1,25,0,0.6681435,"\int \frac{e^{e^{-2+2 x}} \left(e^{\frac{2 (30+x)}{3}} (-3-2 x) \log (4)-6 e^{-2+2 x+\frac{2 (30+x)}{3}} x \log (4)\right)}{3+6 e^{e^{-2+2 x}+\frac{2 (30+x)}{3}} x+3 e^{2 e^{-2+2 x}+\frac{4 (30+x)}{3}} x^2} \, dx","Int[(E^E^(-2 + 2*x)*(E^((2*(30 + x))/3)*(-3 - 2*x)*Log[4] - 6*E^(-2 + 2*x + (2*(30 + x))/3)*x*Log[4]))/(3 + 6*E^(E^(-2 + 2*x) + (2*(30 + x))/3)*x + 3*E^(2*E^(-2 + 2*x) + (4*(30 + x))/3)*x^2),x]","\frac{\log (4)}{e^{\frac{2 x}{3}+e^{2 x-2}+20} x+1}","\frac{\log (4)}{e^{\frac{2 x}{3}+e^{2 x-2}+20} x+1}",1,"Log[4]/(1 + E^(20 + E^(-2 + 2*x) + (2*x)/3)*x)","A",3,3,95,0.03158,1,"{6688, 12, 6686}"
7645,1,16,0,0.0616361,"\int -\frac{1}{10+2 x+(20+4 x) \log \left(75+30 x+3 x^2\right)+(10+2 x) \log ^2\left(75+30 x+3 x^2\right)} \, dx","Int[-(10 + 2*x + (20 + 4*x)*Log[75 + 30*x + 3*x^2] + (10 + 2*x)*Log[75 + 30*x + 3*x^2]^2)^(-1),x]","\frac{1}{4 \left(\log \left(3 (x+5)^2\right)+1\right)}","\frac{1}{4 \left(\log \left(3 (x+5)^2\right)+1\right)}",1,"1/(4*(1 + Log[3*(5 + x)^2]))","A",5,5,45,0.1111,1,"{6688, 12, 2390, 2302, 30}"
7646,1,15,0,0.0398327,"\int \frac{6+9 x+8 x^2+4 x^3}{3 x+2 x^2} \, dx","Int[(6 + 9*x + 8*x^2 + 4*x^3)/(3*x + 2*x^2),x]","x^2+x+2 \log (x)+\log (2 x+3)","x^2+\log \left(3 x^2 (2 x+3)\right)+x+e^2",1,"x + x^2 + 2*Log[x] + Log[3 + 2*x]","A",3,2,27,0.07407,1,"{1593, 1620}"
7647,1,24,0,0.0165483,"\int \frac{-\frac{3 e^2}{x}+6 x-3 e^3 x-2 x^2}{3 x} \, dx","Int[((-3*E^2)/x + 6*x - 3*E^3*x - 2*x^2)/(3*x),x]","-\frac{x^2}{3}+\left(2-e^3\right) x+\frac{e^2}{x}","-\frac{x^2}{3}+2 x-e^3 (x-4)+\frac{e^2}{x}+e^3",1,"E^2/x + (2 - E^3)*x - x^2/3","A",4,3,30,0.1000,1,"{6, 12, 14}"
7648,0,0,0,2.4717205,"\int \frac{\exp \left(\frac{-3 x+3 e^{20} x+4 x^2-2 x^3-x^2 \log (5)}{-3+3 e^{20}+3 x}\right) \left(3+3 e^{40}-8 x+10 x^2-4 x^3+e^{20} \left(-6+8 x-6 x^2\right)+\left(2 x-2 e^{20} x-x^2\right) \log (5)\right)}{3+3 e^{40}-6 x+3 x^2+e^{20} (-6+6 x)} \, dx","Int[(E^((-3*x + 3*E^20*x + 4*x^2 - 2*x^3 - x^2*Log[5])/(-3 + 3*E^20 + 3*x))*(3 + 3*E^40 - 8*x + 10*x^2 - 4*x^3 + E^20*(-6 + 8*x - 6*x^2) + (2*x - 2*E^20*x - x^2)*Log[5]))/(3 + 3*E^40 - 6*x + 3*x^2 + E^20*(-6 + 6*x)),x]","\int \frac{\exp \left(\frac{-3 x+3 e^{20} x+4 x^2-2 x^3-x^2 \log (5)}{-3+3 e^{20}+3 x}\right) \left(3+3 e^{40}-8 x+10 x^2-4 x^3+e^{20} \left(-6+8 x-6 x^2\right)+\left(2 x-2 e^{20} x-x^2\right) \log (5)\right)}{3+3 e^{40}-6 x+3 x^2+e^{20} (-6+6 x)} \, dx","\exp \left(x-\frac{x^2 (-2 x+1-\log (5))}{3 \left(-x-e^{20}+1\right)}\right)",1,"((2 + 2*E^20 - Log[5])*Defer[Int][E^((x*(-3*(1 - E^20) - 2*x^2 + x*(4 - Log[5])))/(-3 + 3*E^20 + 3*x)), x])/3 - (4*Defer[Int][E^((x*(-3*(1 - E^20) - 2*x^2 + x*(4 - Log[5])))/(-3 + 3*E^20 + 3*x))*x, x])/3 + ((1 - E^20)^2*(1 - 2*E^20 + Log[5])*Defer[Int][E^((x*(-3*(1 - E^20) - 2*x^2 + x*(4 - Log[5])))/(-3 + 3*E^20 + 3*x))/(-1 + E^20 + x)^2, x])/3","F",0,0,0,0,-1,"{}"
7649,0,0,0,0.2449474,"\int \frac{5 x^2-15 x^2 \log \left(\frac{x}{3}\right) \log \left(\log \left(\frac{x}{3}\right)\right)+\left(2-40 x-15 x^2\right) \log \left(\frac{x}{3}\right) \log ^2\left(\log \left(\frac{x}{3}\right)\right)}{2 \log \left(\frac{x}{3}\right) \log ^2\left(\log \left(\frac{x}{3}\right)\right)} \, dx","Int[(5*x^2 - 15*x^2*Log[x/3]*Log[Log[x/3]] + (2 - 40*x - 15*x^2)*Log[x/3]*Log[Log[x/3]]^2)/(2*Log[x/3]*Log[Log[x/3]]^2),x]","\int \frac{5 x^2-15 x^2 \log \left(\frac{x}{3}\right) \log \left(\log \left(\frac{x}{3}\right)\right)+\left(2-40 x-15 x^2\right) \log \left(\frac{x}{3}\right) \log ^2\left(\log \left(\frac{x}{3}\right)\right)}{2 \log \left(\frac{x}{3}\right) \log ^2\left(\log \left(\frac{x}{3}\right)\right)} \, dx","\frac{5}{2} x^2 \left(-x-\frac{x}{\log \left(\log \left(\frac{x}{3}\right)\right)}-4\right)+x+4",1,"x - 10*x^2 - (5*x^3)/2 + (5*Defer[Int][x^2/(Log[x/3]*Log[Log[x/3]]^2), x])/2 - (15*Defer[Int][x^2/Log[Log[x/3]], x])/2","F",0,0,0,0,-1,"{}"
7650,0,0,0,50.4632768,"\int \frac{e^3 \left(5 x-16 x^2+x^3+2 x^4+(-15-5 x) \log (9+3 x)+\frac{\left(-x^2+\log (9+3 x)\right) \left(e^3 \left(-75 x^2+5 x^3+7 x^4-x^5\right)+e^3 \left(75-5 x-7 x^2+x^3\right) \log (9+3 x)\right)}{e^3}\right)}{\left(-x^2+\log (9+3 x)\right) \left(-75 x^2+5 x^3+7 x^4-x^5+\left(75-5 x-7 x^2+x^3\right) \log (9+3 x)\right)} \, dx","Int[(E^3*(5*x - 16*x^2 + x^3 + 2*x^4 + (-15 - 5*x)*Log[9 + 3*x] + ((-x^2 + Log[9 + 3*x])*(E^3*(-75*x^2 + 5*x^3 + 7*x^4 - x^5) + E^3*(75 - 5*x - 7*x^2 + x^3)*Log[9 + 3*x]))/E^3))/((-x^2 + Log[9 + 3*x])*(-75*x^2 + 5*x^3 + 7*x^4 - x^5 + (75 - 5*x - 7*x^2 + x^3)*Log[9 + 3*x])),x]","\int \frac{e^3 \left(5 x-16 x^2+x^3+2 x^4+(-15-5 x) \log (9+3 x)+\frac{\left(-x^2+\log (9+3 x)\right) \left(e^3 \left(-75 x^2+5 x^3+7 x^4-x^5\right)+e^3 \left(75-5 x-7 x^2+x^3\right) \log (9+3 x)\right)}{e^3}\right)}{\left(-x^2+\log (9+3 x)\right) \left(-75 x^2+5 x^3+7 x^4-x^5+\left(75-5 x-7 x^2+x^3\right) \log (9+3 x)\right)} \, dx","\frac{e^3 x}{(x-5) \left(\log (3 (x+3))-x^2\right)}+e^3 x",1,"E^3*x - (68645*E^3*Defer[Int][(x^2 - Log[3*(3 + x)])^(-2), x])/64 - (47375*E^3*Defer[Int][1/((-5 + x)^2*(x^2 - Log[3*(3 + x)])^2), x])/4 - (494825*E^3*Defer[Int][1/((-5 + x)*(x^2 - Log[3*(3 + x)])^2), x])/64 - (7665*E^3*Defer[Int][x/(x^2 - Log[3*(3 + x)])^2, x])/64 - (325*E^3*Defer[Int][x^2/(x^2 - Log[3*(3 + x)])^2, x])/64 + (175*E^3*Defer[Int][x^3/(x^2 - Log[3*(3 + x)])^2, x])/64 + (35*E^3*Defer[Int][x^4/(x^2 - Log[3*(3 + x)])^2, x])/64 + (7*E^3*Defer[Int][x^5/(x^2 - Log[3*(3 + x)])^2, x])/64 - (2025*E^3*Defer[Int][(x^2 - Log[3*(3 + x)])^(-1), x])/32 - (605*E^3*Defer[Int][1/((-5 + x)^2*(x^2 - Log[3*(3 + x)])), x])/4 - (22225*E^3*Defer[Int][1/((-5 + x)*(x^2 - Log[3*(3 + x)])), x])/64 - (365*E^3*Defer[Int][x/(x^2 - Log[3*(3 + x)]), x])/32 - (9*E^3*Defer[Int][x^2/(x^2 - Log[3*(3 + x)]), x])/32 - (3*E^3*Defer[Int][x^3/(x^2 - Log[3*(3 + x)]), x])/8 - (E^3*Defer[Int][x^4/(x^2 - Log[3*(3 + x)]), x])/32 + (69285*E^3*Defer[Int][(x^2 - Log[9 + 3*x])^(-2), x])/64 + (47375*E^3*Defer[Int][1/((-5 + x)^2*(x^2 - Log[9 + 3*x])^2), x])/4 + (497985*E^3*Defer[Int][1/((-5 + x)*(x^2 - Log[9 + 3*x])^2), x])/64 + (7793*E^3*Defer[Int][x/(x^2 - Log[9 + 3*x])^2, x])/64 + (325*E^3*Defer[Int][x^2/(x^2 - Log[9 + 3*x])^2, x])/64 - (175*E^3*Defer[Int][x^3/(x^2 - Log[9 + 3*x])^2, x])/64 - (35*E^3*Defer[Int][x^4/(x^2 - Log[9 + 3*x])^2, x])/64 - (7*E^3*Defer[Int][x^5/(x^2 - Log[9 + 3*x])^2, x])/64 - (3*E^3*Defer[Int][1/((3 + x)*(x^2 - Log[9 + 3*x])^2), x])/8 + (2025*E^3*Defer[Int][(x^2 - Log[9 + 3*x])^(-1), x])/32 + (625*E^3*Defer[Int][1/((-5 + x)^2*(x^2 - Log[9 + 3*x])), x])/4 + (22225*E^3*Defer[Int][1/((-5 + x)*(x^2 - Log[9 + 3*x])), x])/64 + (365*E^3*Defer[Int][x/(x^2 - Log[9 + 3*x]), x])/32 + (9*E^3*Defer[Int][x^2/(x^2 - Log[9 + 3*x]), x])/32 + (3*E^3*Defer[Int][x^3/(x^2 - Log[9 + 3*x]), x])/8 + (E^3*Defer[Int][x^4/(x^2 - Log[9 + 3*x]), x])/32","F",0,0,0,0,-1,"{}"
7651,0,0,0,26.8696375,"\int \frac{\left(-10+4 x+e^x \left(50+10 x-32 x^2+8 x^3\right)-10 \log (2 x)\right) \log \left(\frac{e^x \left(5 x-2 x^2\right)-x \log (2 x)}{-5+2 x}\right)}{e^x \left(25 x-20 x^2+4 x^3\right)+\left(-5 x+2 x^2\right) \log (2 x)} \, dx","Int[((-10 + 4*x + E^x*(50 + 10*x - 32*x^2 + 8*x^3) - 10*Log[2*x])*Log[(E^x*(5*x - 2*x^2) - x*Log[2*x])/(-5 + 2*x)])/(E^x*(25*x - 20*x^2 + 4*x^3) + (-5*x + 2*x^2)*Log[2*x]),x]","\int \frac{\left(-10+4 x+e^x \left(50+10 x-32 x^2+8 x^3\right)-10 \log (2 x)\right) \log \left(\frac{e^x \left(5 x-2 x^2\right)-x \log (2 x)}{-5+2 x}\right)}{e^x \left(25 x-20 x^2+4 x^3\right)+\left(-5 x+2 x^2\right) \log (2 x)} \, dx","\log ^2\left(x \left(\frac{\log (2 x)}{5-2 x}-e^x\right)\right)",1,"2*Defer[Int][Log[-(E^x*x) - (x*Log[2*x])/(-5 + 2*x)], x] + 2*Defer[Int][Log[-(E^x*x) - (x*Log[2*x])/(-5 + 2*x)]/x, x] + 2*Defer[Int][Log[-(E^x*x) - (x*Log[2*x])/(-5 + 2*x)]/(x*(-5*E^x + 2*E^x*x + Log[2*x])), x] - 2*Defer[Int][(Log[2*x]*Log[-(E^x*x) - (x*Log[2*x])/(-5 + 2*x)])/(-5*E^x + 2*E^x*x + Log[2*x]), x] - 4*Defer[Int][(Log[2*x]*Log[-(E^x*x) - (x*Log[2*x])/(-5 + 2*x)])/((-5 + 2*x)*(-5*E^x + 2*E^x*x + Log[2*x])), x]","F",0,0,0,0,-1,"{}"
7652,1,19,0,0.0229835,"\int \frac{e-e \log (x)}{3 e x^2+e^{5+4 e^7} x^2} \, dx","Int[(E - E*Log[x])/(3*E*x^2 + E^(5 + 4*E^7)*x^2),x]","\frac{\log (x)}{\left(3+e^{4+4 e^7}\right) x}","\frac{\log (x)}{\left(3+e^{4+4 e^7}\right) x}",1,"Log[x]/((3 + E^(4 + 4*E^7))*x)","A",3,3,30,0.1000,1,"{6, 12, 2303}"
7653,0,0,0,15.0607971,"\int \frac{2 x^3+4 x^4+2 x^5+e^{\frac{e^{5+x}+e^{e^x} \left(-x-x^2\right)}{x+x^2}} \left(e^{5+x} \left(1+x-x^2\right)+e^{e^x+x} \left(x^2+2 x^3+x^4\right)\right)}{x^2+2 x^3+x^4} \, dx","Int[(2*x^3 + 4*x^4 + 2*x^5 + E^((E^(5 + x) + E^E^x*(-x - x^2))/(x + x^2))*(E^(5 + x)*(1 + x - x^2) + E^(E^x + x)*(x^2 + 2*x^3 + x^4)))/(x^2 + 2*x^3 + x^4),x]","\int \frac{2 x^3+4 x^4+2 x^5+e^{\frac{e^{5+x}+e^{e^x} \left(-x-x^2\right)}{x+x^2}} \left(e^{5+x} \left(1+x-x^2\right)+e^{e^x+x} \left(x^2+2 x^3+x^4\right)\right)}{x^2+2 x^3+x^4} \, dx","x^2+\log \left(e^{-e^{\frac{e^{x+5}}{x^2+x}-e^{e^x}}}\right)",1,"x^2 + Defer[Int][E^(-E^E^x + E^x + x + E^(5 + x)/(x + x^2)), x] - Defer[Int][E^(5 - E^E^x + x + E^(5 + x)/(x + x^2))/(-1 - x), x] + Defer[Int][E^(5 - E^E^x + x + E^(5 + x)/(x + x^2))/x^2, x] - Defer[Int][E^(5 - E^E^x + x + E^(5 + x)/(x + x^2))/x, x] - Defer[Int][E^(5 - E^E^x + x + E^(5 + x)/(x + x^2))/(1 + x)^2, x]","F",0,0,0,0,-1,"{}"
7654,1,24,0,11.2273857,"\int \exp \left(16 x^2+25 e^{2 x} x^2+e^{2 \log ^4(2)} x^2-8 x^3+x^4+e^{\log ^4(2)} \left(8 x^2-10 e^x x^2-2 x^3\right)+e^x \left(-40 x^2+10 x^3\right)\right) \left(32 x+2 e^{2 \log ^4(2)} x-24 x^2+4 x^3+e^{2 x} \left(50 x+50 x^2\right)+e^x \left(-80 x-10 x^2+10 x^3\right)+e^{\log ^4(2)} \left(16 x-6 x^2+e^x \left(-20 x-10 x^2\right)\right)\right) \, dx","Int[E^(16*x^2 + 25*E^(2*x)*x^2 + E^(2*Log[2]^4)*x^2 - 8*x^3 + x^4 + E^Log[2]^4*(8*x^2 - 10*E^x*x^2 - 2*x^3) + E^x*(-40*x^2 + 10*x^3))*(32*x + 2*E^(2*Log[2]^4)*x - 24*x^2 + 4*x^3 + E^(2*x)*(50*x + 50*x^2) + E^x*(-80*x - 10*x^2 + 10*x^3) + E^Log[2]^4*(16*x - 6*x^2 + E^x*(-20*x - 10*x^2))),x]","e^{x^2 \left(-x-5 e^x+4+e^{\log ^4(2)}\right)^2}","e^{x^2 \left(-x-5 e^x+4+e^{\log ^4(2)}\right)^2}",1,"E^((4 - 5*E^x + E^Log[2]^4 - x)^2*x^2)","A",4,4,167,0.02395,1,"{6, 6688, 12, 6706}"
7655,1,48,0,0.15722,"\int \frac{e^{-4-\log ^2((9 x+x \log (3)) \log (x))} (-4-4 \log (x)+(-2-2 \log (x)) \log ((9 x+x \log (3)) \log (x)))}{x (9 x+x \log (3))^4 \log ^5(x)} \, dx","Int[(E^(-4 - Log[(9*x + x*Log[3])*Log[x]]^2)*(-4 - 4*Log[x] + (-2 - 2*Log[x])*Log[(9*x + x*Log[3])*Log[x]]))/(x*(9*x + x*Log[3])^4*Log[x]^5),x]","\frac{e^{-\log ^2(x (9+\log (3)) \log (x))-4} (\log (x)+1)}{x^4 (9+\log (3))^3 \log ^4(x) ((9+\log (3)) \log (x)+9+\log (3))}","e^{-(\log (x (9+\log (3)) \log (x))+2)^2}",1,"(E^(-4 - Log[x*(9 + Log[3])*Log[x]]^2)*(1 + Log[x]))/(x^4*(9 + Log[3])^3*Log[x]^4*(9 + Log[3] + (9 + Log[3])*Log[x]))","B",3,3,63,0.04762,1,"{6, 12, 2288}"
7656,1,53,0,0.1654494,"\int \frac{-10267500+5476000 x-547600 x^2+\left(8556250-4107000 x+273800 x^2\right) \log (x)+(-1711250+684500 x) \log ^2(x)}{x^3} \, dx","Int[(-10267500 + 5476000*x - 547600*x^2 + (8556250 - 4107000*x + 273800*x^2)*Log[x] + (-1711250 + 684500*x)*Log[x]^2)/x^3,x]","\frac{3422500}{x^2}+\frac{855625 \log ^2(x)}{x^2}-\frac{3422500 \log (x)}{x^2}-\frac{2738000}{x}-\frac{684500 \log ^2(x)}{x}+136900 \log ^2(x)+\frac{2738000 \log (x)}{x}-547600 \log (x)","\frac{34225 (5-2 x)^2 (2-\log (x))^2}{x^2}+5",1,"3422500/x^2 - 2738000/x - 547600*Log[x] - (3422500*Log[x])/x^2 + (2738000*Log[x])/x + 136900*Log[x]^2 + (855625*Log[x]^2)/x^2 - (684500*Log[x]^2)/x","B",15,6,37,0.1622,1,"{14, 2357, 2304, 2301, 2353, 2305}"
7657,1,23,0,0.0214901,"\int \frac{-1-e^2+11 x-5 x^2}{2 e^2-2 x+10 x^2} \, dx","Int[(-1 - E^2 + 11*x - 5*x^2)/(2*E^2 - 2*x + 10*x^2),x]","\frac{1}{2} \log \left(5 x^2-x+e^2\right)-\frac{x}{2}","\frac{1}{2} \left(x-\log \left(\frac{4}{5 x^2-x+e^2}\right)\right)-x+e^{e^3}",1,"-1/2*x + Log[E^2 - x + 5*x^2]/2","A",3,2,32,0.06250,1,"{1657, 628}"
7658,0,0,0,4.6609926,"\int \frac{625+523 x-48 x^2-e^{3 x} x^2+x^3+e^{2 x} \left(1250 x^2-102 x^3+2 x^4\right)+e^x \left(-1-2 x-390625 x^2+63750 x^3-3851 x^4+102 x^5-x^6\right)}{e^{3 x} x^2+e^{2 x} \left(-1250 x^2+102 x^3-2 x^4\right)+e^x \left(390625 x^2-63750 x^3+3851 x^4-102 x^5+x^6\right)} \, dx","Int[(625 + 523*x - 48*x^2 - E^(3*x)*x^2 + x^3 + E^(2*x)*(1250*x^2 - 102*x^3 + 2*x^4) + E^x*(-1 - 2*x - 390625*x^2 + 63750*x^3 - 3851*x^4 + 102*x^5 - x^6))/(E^(3*x)*x^2 + E^(2*x)*(-1250*x^2 + 102*x^3 - 2*x^4) + E^x*(390625*x^2 - 63750*x^3 + 3851*x^4 - 102*x^5 + x^6)),x]","\int \frac{625+523 x-48 x^2-e^{3 x} x^2+x^3+e^{2 x} \left(1250 x^2-102 x^3+2 x^4\right)+e^x \left(-1-2 x-390625 x^2+63750 x^3-3851 x^4+102 x^5-x^6\right)}{e^{3 x} x^2+e^{2 x} \left(-1250 x^2+102 x^3-2 x^4\right)+e^x \left(390625 x^2-63750 x^3+3851 x^4-102 x^5+x^6\right)} \, dx","\frac{e^{-x}}{x \left(-(25-x)^2+e^x+x\right)}-x",1,"-x + 53*Defer[Int][1/(E^x*(-625 + E^x + 51*x - x^2)^2), x] - 676*Defer[Int][1/(E^x*x*(625 - E^x - 51*x + x^2)^2), x] - Defer[Int][x/(E^x*(625 - E^x - 51*x + x^2)^2), x] + Defer[Int][1/(E^x*x^2*(625 - E^x - 51*x + x^2)), x] + 2*Defer[Int][1/(E^x*x*(625 - E^x - 51*x + x^2)), x]","F",0,0,0,0,-1,"{}"
7659,1,26,0,0.4179073,"\int \frac{-2 x^2 \log (3)+2 x \log (3) \log (4)+\left(2 x^3+4 x^5+\left(-2 x^2-6 x^4\right) \log (4)+2 x^3 \log ^2(4)\right) \log \left(\frac{3}{x}\right)+\left(4 x^4 \log (3)-6 x^3 \log (3) \log (4)+2 x^2 \log (3) \log ^2(4)\right) \log \left(\frac{3}{x}\right) \log \left(\log \left(\frac{3}{x}\right)\right)+\left(-2 \log (3)+\left(2 x+4 x^3-2 x^2 \log (4)\right) \log \left(\frac{3}{x}\right)+\left(4 x^2 \log (3)-2 x \log (3) \log (4)\right) \log \left(\frac{3}{x}\right) \log \left(\log \left(\frac{3}{x}\right)\right)\right) \log \left(\frac{x+\log (3) \log \left(\log \left(\frac{3}{x}\right)\right)}{\log (3)}\right)}{x^2 \log \left(\frac{3}{x}\right)+x \log (3) \log \left(\frac{3}{x}\right) \log \left(\log \left(\frac{3}{x}\right)\right)} \, dx","Int[(-2*x^2*Log[3] + 2*x*Log[3]*Log[4] + (2*x^3 + 4*x^5 + (-2*x^2 - 6*x^4)*Log[4] + 2*x^3*Log[4]^2)*Log[3/x] + (4*x^4*Log[3] - 6*x^3*Log[3]*Log[4] + 2*x^2*Log[3]*Log[4]^2)*Log[3/x]*Log[Log[3/x]] + (-2*Log[3] + (2*x + 4*x^3 - 2*x^2*Log[4])*Log[3/x] + (4*x^2*Log[3] - 2*x*Log[3]*Log[4])*Log[3/x]*Log[Log[3/x]])*Log[(x + Log[3]*Log[Log[3/x]])/Log[3]])/(x^2*Log[3/x] + x*Log[3]*Log[3/x]*Log[Log[3/x]]),x]","\left(x (x-\log (4))+\log \left(\frac{x}{\log (3)}+\log \left(\log \left(\frac{3}{x}\right)\right)\right)\right)^2","\left(x^2-x \log (4)+\log \left(\frac{x}{\log (3)}+\log \left(\log \left(\frac{3}{x}\right)\right)\right)\right)^2",1,"(x*(x - Log[4]) + Log[x/Log[3] + Log[Log[3/x]]])^2","A",3,3,205,0.01463,1,"{6688, 12, 6686}"
7660,1,14,0,0.0110573,"\int \frac{5+e^{e^{16 e^2}}}{x} \, dx","Int[(5 + E^E^(16*E^2))/x,x]","\left(5+e^{e^{16 e^2}}\right) \log (x)","\left(5+e^{e^{16 e^2}}\right) \log \left(\left(3+e^{25}\right) x\right)",1,"(5 + E^E^(16*E^2))*Log[x]","A",2,2,15,0.1333,1,"{12, 29}"
7661,0,0,0,0.2667816,"\int \frac{-6 x^2-30 x^3+\left(-3-8 x+6 x^3\right) \log (x)+\left(-3-4 x+2 x^3\right) \log ^2(x)}{2 x^3 \log ^4(x)} \, dx","Int[(-6*x^2 - 30*x^3 + (-3 - 8*x + 6*x^3)*Log[x] + (-3 - 4*x + 2*x^3)*Log[x]^2)/(2*x^3*Log[x]^4),x]","\int \frac{-6 x^2-30 x^3+\left(-3-8 x+6 x^3\right) \log (x)+\left(-3-4 x+2 x^3\right) \log ^2(x)}{2 x^3 \log ^4(x)} \, dx","\frac{\frac{3}{4 x^2}+x+\frac{2}{x}+\frac{5 x+1}{\log (x)}}{\log ^2(x)}",1,"Log[x]^(-3) + (5*x)/Log[x]^3 + (5*x)/(2*Log[x]^2) + (5*x)/(2*Log[x]) - (5*LogIntegral[x])/2 + Defer[Int][(-3 - 8*x + 6*x^3)/(x^3*Log[x]^3), x]/2 + Defer[Int][(-3 - 4*x + 2*x^3)/(x^3*Log[x]^2), x]/2","F",0,0,0,0,-1,"{}"
7662,1,46,0,0.5025927,"\int \frac{20 e^5+20 e^{5+x}+\left(20+20 e^x\right) \log \left(-e^{e^3}+e^x+x\right)}{e^x \left(-16+40 e^{10}-25 e^{20}\right)+e^{e^3} \left(16-40 e^{10}+25 e^{20}\right)-16 x+40 e^{10} x-25 e^{20} x+\left(e^x \left(80 e^5-100 e^{15}\right)+e^{e^3} \left(-80 e^5+100 e^{15}\right)+80 e^5 x-100 e^{15} x\right) \log \left(-e^{e^3}+e^x+x\right)+\left(e^x \left(40-150 e^{10}\right)+e^{e^3} \left(-40+150 e^{10}\right)+40 x-150 e^{10} x\right) \log ^2\left(-e^{e^3}+e^x+x\right)+\left(100 e^{5+e^3}-100 e^{5+x}-100 e^5 x\right) \log ^3\left(-e^{e^3}+e^x+x\right)+\left(25 e^{e^3}-25 e^x-25 x\right) \log ^4\left(-e^{e^3}+e^x+x\right)} \, dx","Int[(20*E^5 + 20*E^(5 + x) + (20 + 20*E^x)*Log[-E^E^3 + E^x + x])/(E^x*(-16 + 40*E^10 - 25*E^20) + E^E^3*(16 - 40*E^10 + 25*E^20) - 16*x + 40*E^10*x - 25*E^20*x + (E^x*(80*E^5 - 100*E^15) + E^E^3*(-80*E^5 + 100*E^15) + 80*E^5*x - 100*E^15*x)*Log[-E^E^3 + E^x + x] + (E^x*(40 - 150*E^10) + E^E^3*(-40 + 150*E^10) + 40*x - 150*E^10*x)*Log[-E^E^3 + E^x + x]^2 + (100*E^(5 + E^3) - 100*E^(5 + x) - 100*E^5*x)*Log[-E^E^3 + E^x + x]^3 + (25*E^E^3 - 25*E^x - 25*x)*Log[-E^E^3 + E^x + x]^4),x]","-\frac{2}{-5 \log ^2\left(x+e^x-e^{e^3}\right)-10 e^5 \log \left(x+e^x-e^{e^3}\right)-5 e^{10}+4}","\frac{2}{5 \left(\log \left(x+e^x-e^{e^3}\right)+e^5\right)^2-4}-4",1,"-2/(4 - 5*E^10 - 10*E^5*Log[-E^E^3 + E^x + x] - 5*Log[-E^E^3 + E^x + x]^2)","A",5,4,267,0.01498,1,"{6, 6688, 12, 6686}"
7663,0,0,0,4.7429559,"\int \frac{e^{e^{5-x}} \left(4 e^5-4 e^{5-x} x\right)+e^{e^{5-x}} \left(-2+2 e^x\right) \log \left(e^x-x\right)+e^{e^{5-x}} \left(-e^5+e^{5-x} x\right) \log ^2\left(e^x-x\right)}{e^x-x} \, dx","Int[(E^E^(5 - x)*(4*E^5 - 4*E^(5 - x)*x) + E^E^(5 - x)*(-2 + 2*E^x)*Log[E^x - x] + E^E^(5 - x)*(-E^5 + E^(5 - x)*x)*Log[E^x - x]^2)/(E^x - x),x]","\int \frac{e^{e^{5-x}} \left(4 e^5-4 e^{5-x} x\right)+e^{e^{5-x}} \left(-2+2 e^x\right) \log \left(e^x-x\right)+e^{e^{5-x}} \left(-e^5+e^{5-x} x\right) \log ^2\left(e^x-x\right)}{e^x-x} \, dx","e^{e^{5-x}} \left(\log ^2\left(e^x-x\right)-4\right)",1,"-4*E^E^(5 - x) + 2*EulerGamma*x + (2*ExpIntegralEi[E^(5 - x)])/E^5 - 2*E^(5 - x)*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, E^(5 - x)] - Log[-E^(5 - x)]^2 - 2*(ExpIntegralE[1, -E^(5 - x)] + ExpIntegralEi[E^(5 - x)])*Log[E^(5 - x)] + 2*E^(-5 + E^(5 - x))*Log[E^x - x] - 2*ExpIntegralEi[E^(5 - x)]*Log[E^x - x] + 2*Defer[Int][E^(-5 + E^(5 - x))/(E^x - x), x] + 2*Log[E^x - x]*Defer[Int][E^(E^(5 - x) - x)*x, x] - 2*Defer[Int][(E^(-5 + E^(5 - x))*x)/(E^x - x), x] - 2*Log[E^x - x]*Defer[Int][(E^(E^(5 - x) - x)*x)/(E^x - x), x] + 2*Log[E^x - x]*Defer[Int][(E^(E^(5 - x) - x)*x^2)/(E^x - x), x] - 2*Defer[Int][ExpIntegralEi[E^(5 - x)]/(E^x - x), x] + 2*Defer[Int][(x*ExpIntegralEi[E^(5 - x)])/(E^x - x), x] - Defer[Int][E^(5 + E^(5 - x) - x)*Log[E^x - x]^2, x] - 2*Defer[Int][Defer[Int][E^(E^(5 - x) - x)*x, x], x] + 2*Defer[Int][Defer[Int][E^(E^(5 - x) - x)*x, x]/(E^x - x), x] - 2*Defer[Int][(x*Defer[Int][E^(E^(5 - x) - x)*x, x])/(E^x - x), x] + 2*Defer[Int][Defer[Int][(E^(E^(5 - x) - x)*x)/(E^x - x), x], x] - 2*Defer[Int][Defer[Int][(E^(E^(5 - x) - x)*x)/(E^x - x), x]/(E^x - x), x] + 2*Defer[Int][(x*Defer[Int][(E^(E^(5 - x) - x)*x)/(E^x - x), x])/(E^x - x), x] - 2*Defer[Int][Defer[Int][(E^(E^(5 - x) - x)*x^2)/(E^x - x), x], x] + 2*Defer[Int][Defer[Int][(E^(E^(5 - x) - x)*x^2)/(E^x - x), x]/(E^x - x), x] - 2*Defer[Int][(x*Defer[Int][(E^(E^(5 - x) - x)*x^2)/(E^x - x), x])/(E^x - x), x]","F",0,0,0,0,-1,"{}"
7664,0,0,0,14.6454,"\int \frac{\left(-2-2 x^2+4 x^3\right) \log \left(\frac{1+3 x-x^2+x^3}{x}\right)}{x+3 x^2-x^3+x^4} \, dx","Int[((-2 - 2*x^2 + 4*x^3)*Log[(1 + 3*x - x^2 + x^3)/x])/(x + 3*x^2 - x^3 + x^4),x]","\int \frac{\left(-2-2 x^2+4 x^3\right) \log \left(\frac{1+3 x-x^2+x^3}{x}\right)}{x+3 x^2-x^3+x^4} \, dx","\log ^2\left(x^2-x+\frac{1}{x}+3\right)+e^2-1",1,"-Log[x]^2 - 2*Log[x]*Log[(1 + 3*x - x^2 + x^3)/x] + 6*Defer[Int][Log[x]/(1 + 3*x - x^2 + x^3), x] - 4*Defer[Int][(x*Log[x])/(1 + 3*x - x^2 + x^3), x] + 6*Defer[Int][(x^2*Log[x])/(1 + 3*x - x^2 + x^3), x] + 6*Defer[Int][Log[3 + x^(-1) - x + x^2]/(1 + 3*x - x^2 + x^3), x] - 4*Defer[Int][(x*Log[3 + x^(-1) - x + x^2])/(1 + 3*x - x^2 + x^3), x] + 6*Defer[Int][(x^2*Log[3 + x^(-1) - x + x^2])/(1 + 3*x - x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
7665,0,0,0,1.7388676,"\int \frac{-1536-400 x+96 x^2+25 x^3+e^x \left(-768-8 x+146 x^2+25 x^3\right)+\left(-8 x-4 e^x x+4 x^2\right) \log \left(\frac{4 x^2}{2+e^x-x}\right)}{160 x-30 x^3-5 x^4+e^x \left(80 x+40 x^2+5 x^3\right)} \, dx","Int[(-1536 - 400*x + 96*x^2 + 25*x^3 + E^x*(-768 - 8*x + 146*x^2 + 25*x^3) + (-8*x - 4*E^x*x + 4*x^2)*Log[(4*x^2)/(2 + E^x - x)])/(160*x - 30*x^3 - 5*x^4 + E^x*(80*x + 40*x^2 + 5*x^3)),x]","\int \frac{-1536-400 x+96 x^2+25 x^3+e^x \left(-768-8 x+146 x^2+25 x^3\right)+\left(-8 x-4 e^x x+4 x^2\right) \log \left(\frac{4 x^2}{2+e^x-x}\right)}{160 x-30 x^3-5 x^4+e^x \left(80 x+40 x^2+5 x^3\right)} \, dx","\left(\frac{4}{5 (x+4)}-5\right) \log \left(\frac{4 x^2}{-x+e^x+2}\right)",1,"5*x - 10*Log[x] + (4*Log[(4*x^2)/(2 + E^x - x)])/(5*(4 + x)) - 15*Defer[Int][(2 + E^x - x)^(-1), x] + 5*Defer[Int][x/(2 + E^x - x), x]","F",0,0,0,0,-1,"{}"
7666,1,62,0,0.1708924,"\int e^{-e^{1+x^2}+e (5+2 x)} \left(7+2 x+e \left(14 x+2 x^2\right)+e^{1+x^2} \left(-14 x^2-2 x^3\right)\right) \, dx","Int[E^(-E^(1 + x^2) + E*(5 + 2*x))*(7 + 2*x + E*(14*x + 2*x^2) + E^(1 + x^2)*(-14*x^2 - 2*x^3)),x]","\frac{e^{e (2 x+5)-e^{x^2+1}} \left(e \left(x^2+7 x\right)-e^{x^2+1} \left(x^3+7 x^2\right)\right)}{e-e^{x^2+1} x}","e^{e \left(-e^{x^2}+2 x+5\right)} x (x+7)",1,"(E^(-E^(1 + x^2) + E*(5 + 2*x))*(E*(7*x + x^2) - E^(1 + x^2)*(7*x^2 + x^3)))/(E - E^(1 + x^2)*x)","B",1,1,55,0.01818,1,"{2288}"
7667,1,21,0,0.3252253,"\int \frac{e^{39-e^3-x} (1+x)+\left(e^{39-e^3-x}+x\right) \log \left(\frac{x}{e^{39-e^3-x}+x}\right)}{e^{39-e^3-x}+x} \, dx","Int[(E^(39 - E^3 - x)*(1 + x) + (E^(39 - E^3 - x) + x)*Log[x/(E^(39 - E^3 - x) + x)])/(E^(39 - E^3 - x) + x),x]","x \log \left(\frac{x}{x+e^{-x-e^3+39}}\right)","x \log \left(\frac{x}{x+e^{-x-e^3+39}}\right)",1,"x*Log[x/(E^(39 - E^3 - x) + x)]","A",8,4,68,0.05882,1,"{6688, 6742, 2548, 12}"
7668,0,0,0,1.3319958,"\int \frac{1}{5} e^{\frac{1}{5} (5-7 x)} x^{e^{\frac{1}{5} (5-7 x)} \left(x+x^2\right)} \left(5+5 x+\left(5+3 x-7 x^2\right) \log (x)\right) \, dx","Int[(E^((5 - 7*x)/5)*x^(E^((5 - 7*x)/5)*(x + x^2))*(5 + 5*x + (5 + 3*x - 7*x^2)*Log[x]))/5,x]","\int \frac{1}{5} e^{\frac{1}{5} (5-7 x)} x^{e^{\frac{1}{5} (5-7 x)} \left(x+x^2\right)} \left(5+5 x+\left(5+3 x-7 x^2\right) \log (x)\right) \, dx","x^{e^{\frac{1}{5} (5-2 x)-x} x (x+1)}+5",1,"Defer[Int][E^(1 - (7*x)/5)*x^(E^(1 - (7*x)/5)*x*(1 + x)), x] + Log[x]*Defer[Int][E^(1 - (7*x)/5)*x^(E^(1 - (7*x)/5)*x*(1 + x)), x] + Defer[Int][E^(1 - (7*x)/5)*x^(1 + E^(1 - (7*x)/5)*x*(1 + x)), x] + (3*Log[x]*Defer[Int][E^(1 - (7*x)/5)*x^(1 + E^(1 - (7*x)/5)*x*(1 + x)), x])/5 - (7*Log[x]*Defer[Int][E^(1 - (7*x)/5)*x^(2 + E^(1 - (7*x)/5)*x*(1 + x)), x])/5 - Defer[Int][Defer[Int][E^(1 - (7*x)/5)*x^(E^(1 - (7*x)/5)*x*(1 + x)), x]/x, x] - (3*Defer[Int][Defer[Int][E^(1 - (7*x)/5)*x^(1 + E^(1 - (7*x)/5)*x*(1 + x)), x]/x, x])/5 + (7*Defer[Int][Defer[Int][E^(1 - (7*x)/5)*x^(2 + E^(1 - (7*x)/5)*x*(1 + x)), x]/x, x])/5","F",0,0,0,0,-1,"{}"
7669,0,0,0,3.1803565,"\int \frac{-16 e^{3 x}+625 x-375 x^2-1000 x^3+640 x^4+384 x^5-256 x^6+e^{2 x} \left(80+124 x-162 x^2+8 x^3\right)+e^x \left(-100-560 x+547 x^2+437 x^3-392 x^4+16 x^5\right)}{8 e^{3 x} x^9-1000 x^{12}+2400 x^{13}-1920 x^{14}+512 x^{15}+e^{2 x} \left(-120 x^{10}+96 x^{11}\right)+e^x \left(600 x^{11}-960 x^{12}+384 x^{13}\right)} \, dx","Int[(-16*E^(3*x) + 625*x - 375*x^2 - 1000*x^3 + 640*x^4 + 384*x^5 - 256*x^6 + E^(2*x)*(80 + 124*x - 162*x^2 + 8*x^3) + E^x*(-100 - 560*x + 547*x^2 + 437*x^3 - 392*x^4 + 16*x^5))/(8*E^(3*x)*x^9 - 1000*x^12 + 2400*x^13 - 1920*x^14 + 512*x^15 + E^(2*x)*(-120*x^10 + 96*x^11) + E^x*(600*x^11 - 960*x^12 + 384*x^13)),x]","\int \frac{-16 e^{3 x}+625 x-375 x^2-1000 x^3+640 x^4+384 x^5-256 x^6+e^{2 x} \left(80+124 x-162 x^2+8 x^3\right)+e^x \left(-100-560 x+547 x^2+437 x^3-392 x^4+16 x^5\right)}{8 e^{3 x} x^9-1000 x^{12}+2400 x^{13}-1920 x^{14}+512 x^{15}+e^{2 x} \left(-120 x^{10}+96 x^{11}\right)+e^x \left(600 x^{11}-960 x^{12}+384 x^{13}\right)} \, dx","\frac{\left(2-\frac{x-1}{x-\frac{e^x}{5-4 x}}\right)^2}{16 x^8}",1,"1/(4*x^8) + (125*Defer[Int][1/(x^8*(E^x - 5*x + 4*x^2)^3), x])/8 - (775*Defer[Int][1/(x^7*(E^x - 5*x + 4*x^2)^3), x])/8 + (1875*Defer[Int][1/(x^6*(E^x - 5*x + 4*x^2)^3), x])/8 - (2293*Defer[Int][1/(x^5*(E^x - 5*x + 4*x^2)^3), x])/8 + (375*Defer[Int][1/(x^4*(E^x - 5*x + 4*x^2)^3), x])/2 - 62*Defer[Int][1/(x^3*(E^x - 5*x + 4*x^2)^3), x] + 8*Defer[Int][1/(x^2*(E^x - 5*x + 4*x^2)^3), x] - (25*Defer[Int][1/(x^9*(E^x - 5*x + 4*x^2)^2), x])/2 + 30*Defer[Int][1/(x^8*(E^x - 5*x + 4*x^2)^2), x] - (53*Defer[Int][1/(x^7*(E^x - 5*x + 4*x^2)^2), x])/8 - (255*Defer[Int][1/(x^6*(E^x - 5*x + 4*x^2)^2), x])/8 + 27*Defer[Int][1/(x^5*(E^x - 5*x + 4*x^2)^2), x] - 6*Defer[Int][1/(x^4*(E^x - 5*x + 4*x^2)^2), x] + 10*Defer[Int][1/(x^9*(E^x - 5*x + 4*x^2)), x] - (29*Defer[Int][1/(x^8*(E^x - 5*x + 4*x^2)), x])/2 + (15*Defer[Int][1/(x^7*(E^x - 5*x + 4*x^2)), x])/4 + Defer[Int][1/(x^6*(E^x - 5*x + 4*x^2)), x]","F",0,0,0,0,-1,"{}"
7670,1,31,0,0.0224797,"\int \frac{1}{5} \left(-e^{\frac{60-x}{15}}+e^{-4+x} (-15-15 x)\right) \, dx","Int[(-E^((60 - x)/15) + E^(-4 + x)*(-15 - 15*x))/5,x]","-3 e^{x-4} (x+1)+3 e^{\frac{60-x}{15}}+3 e^{x-4}","3 \left(e^{4-\frac{x}{15}}-e^{x-4} x\right)",1,"3*E^((60 - x)/15) + 3*E^(-4 + x) - 3*E^(-4 + x)*(1 + x)","A",5,3,29,0.1034,1,"{12, 2194, 2176}"
7671,0,0,0,1.4522805,"\int \frac{-3 x^3-x^4+e^x \left(-2 x+x^2\right)+e^{x^2} \left(e^2 \left(-12 x^2-4 x^3\right)+e^{2+x} \left(-8+8 x^3\right)\right)}{4 e^{2+x+x^2} x^2+e^x x^3} \, dx","Int[(-3*x^3 - x^4 + E^x*(-2*x + x^2) + E^x^2*(E^2*(-12*x^2 - 4*x^3) + E^(2 + x)*(-8 + 8*x^3)))/(4*E^(2 + x + x^2)*x^2 + E^x*x^3),x]","\int \frac{-3 x^3-x^4+e^x \left(-2 x+x^2\right)+e^{x^2} \left(e^2 \left(-12 x^2-4 x^3\right)+e^{2+x} \left(-8+8 x^3\right)\right)}{4 e^{2+x+x^2} x^2+e^x x^3} \, dx","\log \left(4 e^{x^2+2}+x\right)+e^{-x} (x+4)+\frac{2}{x}",1,"E^(-x) + 2/x + x^2 + (3 + x)/E^x + Defer[Int][(4*E^(2 + x^2) + x)^(-1), x] - 2*Defer[Int][x^2/(4*E^(2 + x^2) + x), x]","F",0,0,0,0,-1,"{}"
7672,1,227,0,0.6657475,"\int \frac{-4 x^5+48 x^5 \log ^2(4)+12 x^5 \log (x)}{320 \log ^6(4)+240 \log ^4(4) \log (x)+60 \log ^2(4) \log ^2(x)+5 \log ^3(x)} \, dx","Int[(-4*x^5 + 48*x^5*Log[4]^2 + 12*x^5*Log[x])/(320*Log[4]^6 + 240*Log[4]^4*Log[x] + 60*Log[4]^2*Log[x]^2 + 5*Log[x]^3),x]","\frac{36}{5} e^{-24 \log ^2(4)} \text{Ei}\left(6 \left(\log (x)+4 \log ^2(4)\right)\right)-\frac{72}{5} e^{-24 \log ^2(4)} \left(-3 \log (x)+1-12 \log ^2(4)\right) \text{Ei}\left(6 \left(\log (x)+4 \log ^2(4)\right)\right)-\frac{432}{5} e^{-24 \log ^2(4)} \left(\log (x)+4 \log ^2(4)\right) \text{Ei}\left(6 \left(\log (x)+4 \log ^2(4)\right)\right)+\frac{36}{5} e^{-24 \log ^2(4)} \left(6 \log (x)+1+24 \log ^2(4)\right) \text{Ei}\left(6 \left(\log (x)+4 \log ^2(4)\right)\right)+\frac{72 x^6}{5}-\frac{6 x^6 \left(6 \log (x)+1+24 \log ^2(4)\right)}{5 \left(\log (x)+4 \log ^2(4)\right)}+\frac{12 x^6 \left(-3 \log (x)+1-12 \log ^2(4)\right)}{5 \left(\log (x)+4 \log ^2(4)\right)}+\frac{2 x^6 \left(-3 \log (x)+1-12 \log ^2(4)\right)}{5 \left(\log (x)+4 \log ^2(4)\right)^2}","\frac{2 x^6}{5 \left(\log (x)+4 \log ^2(4)\right)^2}",1,"(72*x^6)/5 + (36*ExpIntegralEi[6*(4*Log[4]^2 + Log[x])])/(5*E^(24*Log[4]^2)) - (72*ExpIntegralEi[6*(4*Log[4]^2 + Log[x])]*(1 - 12*Log[4]^2 - 3*Log[x]))/(5*E^(24*Log[4]^2)) + (2*x^6*(1 - 12*Log[4]^2 - 3*Log[x]))/(5*(4*Log[4]^2 + Log[x])^2) + (12*x^6*(1 - 12*Log[4]^2 - 3*Log[x]))/(5*(4*Log[4]^2 + Log[x])) - (432*ExpIntegralEi[6*(4*Log[4]^2 + Log[x])]*(4*Log[4]^2 + Log[x]))/(5*E^(24*Log[4]^2)) + (36*ExpIntegralEi[6*(4*Log[4]^2 + Log[x])]*(1 + 24*Log[4]^2 + 6*Log[x]))/(5*E^(24*Log[4]^2)) - (6*x^6*(1 + 24*Log[4]^2 + 6*Log[x]))/(5*(4*Log[4]^2 + Log[x]))","C",16,9,56,0.1607,1,"{6, 2561, 6688, 12, 2306, 2309, 2178, 2366, 6482}"
7673,0,0,0,5.0090934,"\int \frac{-x^2 \log (x)+e^{\frac{4+6 e^{25-5 e^x} x^2}{x}} \left(x+\left(-4 \log (x)+e^{25-5 e^x} \left(6 x^2-30 e^x x^3\right) \log (x)\right) \log (\log (x))\right)}{x^2 \log (x)} \, dx","Int[(-(x^2*Log[x]) + E^((4 + 6*E^(25 - 5*E^x)*x^2)/x)*(x + (-4*Log[x] + E^(25 - 5*E^x)*(6*x^2 - 30*E^x*x^3)*Log[x])*Log[Log[x]]))/(x^2*Log[x]),x]","\int \frac{-x^2 \log (x)+e^{\frac{4+6 e^{25-5 e^x} x^2}{x}} \left(x+\left(-4 \log (x)+e^{25-5 e^x} \left(6 x^2-30 e^x x^3\right) \log (x)\right) \log (\log (x))\right)}{x^2 \log (x)} \, dx","e^{6 e^{5 \left(5-e^x\right)} x+\frac{4}{x}} \log (\log (x))-x",1,"-x + Defer[Int][E^(4/x + 6*E^(25 - 5*E^x)*x)/(x*Log[x]), x] + 6*Defer[Int][E^(25 - 5*E^x + 4/x + 6*E^(25 - 5*E^x)*x)*Log[Log[x]], x] - 4*Defer[Int][(E^(4/x + 6*E^(25 - 5*E^x)*x)*Log[Log[x]])/x^2, x] - 30*Defer[Int][E^(25 - 5*E^x + 4/x + x + 6*E^(25 - 5*E^x)*x)*x*Log[Log[x]], x]","F",0,0,0,0,-1,"{}"
7674,1,24,0,0.0102496,"\int e^{-2 x} (1-2 x) \, dx","Int[(1 - 2*x)/E^(2*x),x]","\frac{e^{-2 x}}{2}-\frac{1}{2} e^{-2 x} (1-2 x)","e^{-2 x} x+6+\log \left(\frac{5}{3}\right)",1,"1/(2*E^(2*x)) - (1 - 2*x)/(2*E^(2*x))","A",2,2,11,0.1818,1,"{2176, 2194}"
7675,1,144,0,16.0161967,"\int \frac{e^{-4 x} \left(-5120+37888 x-102400 x^2+114688 x^3-32768 x^4-16384 x^5-4 e^{4 x} x^{16}+e^x x^2 \left(-4096 x^2+22272 x^3-38400 x^4+17408 x^5+6144 x^6\right)+e^{2 x} x^4 \left(-1152 x^4+4032 x^5-3072 x^6-768 x^7\right)+e^{3 x} x^6 \left(-128 x^6+208 x^7+32 x^8\right)\right)}{x^{21}} \, dx","Int[(-5120 + 37888*x - 102400*x^2 + 114688*x^3 - 32768*x^4 - 16384*x^5 - 4*E^(4*x)*x^16 + E^x*x^2*(-4096*x^2 + 22272*x^3 - 38400*x^4 + 17408*x^5 + 6144*x^6) + E^(2*x)*x^4*(-1152*x^4 + 4032*x^5 - 3072*x^6 - 768*x^7) + E^(3*x)*x^6*(-128*x^6 + 208*x^7 + 32*x^8))/(E^(4*x)*x^21),x]","\frac{256 e^{-4 x}}{x^{20}}-\frac{2048 e^{-4 x}}{x^{19}}+\frac{6144 e^{-4 x}}{x^{18}}-\frac{8192 e^{-4 x}}{x^{17}}+\frac{4096 e^{-4 x}}{x^{16}}+\frac{256 e^{-3 x}}{x^{16}}-\frac{1536 e^{-3 x}}{x^{15}}+\frac{3072 e^{-3 x}}{x^{14}}-\frac{2048 e^{-3 x}}{x^{13}}+\frac{96 e^{-2 x}}{x^{12}}-\frac{384 e^{-2 x}}{x^{11}}+\frac{384 e^{-2 x}}{x^{10}}+\frac{16 e^{-x}}{x^8}-\frac{32 e^{-x}}{x^7}+\frac{1}{x^4}","\frac{\left(\frac{2 e^{-x} \left(\frac{2}{x}-4\right)}{x^2}+x\right)^4}{x^8}",1,"256/(E^(4*x)*x^20) - 2048/(E^(4*x)*x^19) + 6144/(E^(4*x)*x^18) - 8192/(E^(4*x)*x^17) + 4096/(E^(4*x)*x^16) + 256/(E^(3*x)*x^16) - 1536/(E^(3*x)*x^15) + 3072/(E^(3*x)*x^14) - 2048/(E^(3*x)*x^13) + 96/(E^(2*x)*x^12) - 384/(E^(2*x)*x^11) + 384/(E^(2*x)*x^10) + 16/(E^x*x^8) - 32/(E^x*x^7) + x^(-4)","B",268,6,132,0.04545,1,"{6688, 12, 6742, 2199, 2177, 2178}"
7676,0,0,0,2.0010528,"\int \frac{-4 x^4+16 x^5+16 e^4 x^5+16 x^6+\left(4 x^3+4 e^4 x^3+4 x^4\right) \log \left(1+e^4+x\right)}{1024 x^5-4096 x^6+5120 x^7-5120 x^9+4096 x^{10}-1024 x^{11}+e^4 \left(1024 x^5-5120 x^6+10240 x^7-10240 x^8+5120 x^9-1024 x^{10}\right)+\left(1280 x^4-3840 x^5+2560 x^6+2560 x^7-3840 x^8+1280 x^9+e^4 \left(1280 x^4-5120 x^5+7680 x^6-5120 x^7+1280 x^8\right)\right) \log \left(1+e^4+x\right)+\left(640 x^3-1280 x^4+1280 x^6-640 x^7+e^4 \left(640 x^3-1920 x^4+1920 x^5-640 x^6\right)\right) \log ^2\left(1+e^4+x\right)+\left(160 x^2-160 x^3-160 x^4+160 x^5+e^4 \left(160 x^2-320 x^3+160 x^4\right)\right) \log ^3\left(1+e^4+x\right)+\left(20 x-20 x^3+e^4 \left(20 x-20 x^2\right)\right) \log ^4\left(1+e^4+x\right)+\left(1+e^4+x\right) \log ^5\left(1+e^4+x\right)} \, dx","Int[(-4*x^4 + 16*x^5 + 16*E^4*x^5 + 16*x^6 + (4*x^3 + 4*E^4*x^3 + 4*x^4)*Log[1 + E^4 + x])/(1024*x^5 - 4096*x^6 + 5120*x^7 - 5120*x^9 + 4096*x^10 - 1024*x^11 + E^4*(1024*x^5 - 5120*x^6 + 10240*x^7 - 10240*x^8 + 5120*x^9 - 1024*x^10) + (1280*x^4 - 3840*x^5 + 2560*x^6 + 2560*x^7 - 3840*x^8 + 1280*x^9 + E^4*(1280*x^4 - 5120*x^5 + 7680*x^6 - 5120*x^7 + 1280*x^8))*Log[1 + E^4 + x] + (640*x^3 - 1280*x^4 + 1280*x^6 - 640*x^7 + E^4*(640*x^3 - 1920*x^4 + 1920*x^5 - 640*x^6))*Log[1 + E^4 + x]^2 + (160*x^2 - 160*x^3 - 160*x^4 + 160*x^5 + E^4*(160*x^2 - 320*x^3 + 160*x^4))*Log[1 + E^4 + x]^3 + (20*x - 20*x^3 + E^4*(20*x - 20*x^2))*Log[1 + E^4 + x]^4 + (1 + E^4 + x)*Log[1 + E^4 + x]^5),x]","\int \frac{-4 x^4+16 x^5+16 e^4 x^5+16 x^6+\left(4 x^3+4 e^4 x^3+4 x^4\right) \log \left(1+e^4+x\right)}{1024 x^5-4096 x^6+5120 x^7-5120 x^9+4096 x^{10}-1024 x^{11}+e^4 \left(1024 x^5-5120 x^6+10240 x^7-10240 x^8+5120 x^9-1024 x^{10}\right)+\left(1280 x^4-3840 x^5+2560 x^6+2560 x^7-3840 x^8+1280 x^9+e^4 \left(1280 x^4-5120 x^5+7680 x^6-5120 x^7+1280 x^8\right)\right) \log \left(1+e^4+x\right)+\left(640 x^3-1280 x^4+1280 x^6-640 x^7+e^4 \left(640 x^3-1920 x^4+1920 x^5-640 x^6\right)\right) \log ^2\left(1+e^4+x\right)+\left(160 x^2-160 x^3-160 x^4+160 x^5+e^4 \left(160 x^2-320 x^3+160 x^4\right)\right) \log ^3\left(1+e^4+x\right)+\left(20 x-20 x^3+e^4 \left(20 x-20 x^2\right)\right) \log ^4\left(1+e^4+x\right)+\left(1+e^4+x\right) \log ^5\left(1+e^4+x\right)} \, dx","\frac{x^4}{\left(4 \left(x-x^2\right)+\log \left(x+e^4+1\right)\right)^4}",1,"-4*(1 + E^4)^3*Defer[Int][(-4*x + 4*x^2 - Log[1 + E^4 + x])^(-5), x] + 4*(1 + E^4)^2*Defer[Int][x/(-4*x + 4*x^2 - Log[1 + E^4 + x])^5, x] - 4*(1 + E^4)*Defer[Int][x^2/(-4*x + 4*x^2 - Log[1 + E^4 + x])^5, x] + 4*Defer[Int][x^3/(-4*x + 4*x^2 - Log[1 + E^4 + x])^5, x] + 16*Defer[Int][x^4/(-4*x + 4*x^2 - Log[1 + E^4 + x])^5, x] - 32*Defer[Int][x^5/(-4*x + 4*x^2 - Log[1 + E^4 + x])^5, x] + 4*(1 + E^4)^4*Defer[Int][1/((1 + E^4 + x)*(-4*x + 4*x^2 - Log[1 + E^4 + x])^5), x] + 4*Defer[Int][x^3/(-4*x + 4*x^2 - Log[1 + E^4 + x])^4, x]","F",0,0,0,0,-1,"{}"
7677,1,72,0,0.2357242,"\int e^{1-\log ^2(-4 x) \log (x)} \left(2 x-4 e^4 x+2 e^8 x+\left(-x+2 e^4 x-e^8 x\right) \log ^2(-4 x)+\left(-2 x+4 e^4 x-2 e^8 x\right) \log (-4 x) \log (x)\right) \, dx","Int[E^(1 - Log[-4*x]^2*Log[x])*(2*x - 4*E^4*x + 2*E^8*x + (-x + 2*E^4*x - E^8*x)*Log[-4*x]^2 + (-2*x + 4*E^4*x - 2*E^8*x)*Log[-4*x]*Log[x]),x]","\frac{e x^{-\log ^2(-4 x)} \left(\left(1-e^4\right)^2 x \log ^2(-4 x)+2 \left(1-e^4\right)^2 x \log (x) \log (-4 x)\right)}{\frac{\log ^2(-4 x)}{x}+\frac{2 \log (x) \log (-4 x)}{x}}","\left(x-e^4 x\right)^2 e^{1-\log ^2(-4 x) \log (x)}",1,"(E*((1 - E^4)^2*x*Log[-4*x]^2 + 2*(1 - E^4)^2*x*Log[-4*x]*Log[x]))/(x^Log[-4*x]^2*(Log[-4*x]^2/x + (2*Log[-4*x]*Log[x])/x))","B",3,2,77,0.02597,1,"{6, 2288}"
7678,1,45,0,0.0169726,"\int \frac{1}{3} \left(1+2 x+e^{5+x} (1+x)-\log \left(\frac{x}{4}\right)\right) \, dx","Int[(1 + 2*x + E^(5 + x)*(1 + x) - Log[x/4])/3,x]","\frac{x^2}{3}+\frac{2 x}{3}-\frac{e^{x+5}}{3}+\frac{1}{3} e^{x+5} (x+1)-\frac{1}{3} x \log \left(\frac{x}{4}\right)","\frac{1}{3} \left(x \left(x+e^{x+5}-\log \left(\frac{x}{4}\right)+2\right)-1\right)+2",1,"-1/3*E^(5 + x) + (2*x)/3 + x^2/3 + (E^(5 + x)*(1 + x))/3 - (x*Log[x/4])/3","A",5,4,26,0.1538,1,"{12, 2176, 2194, 2295}"
7679,0,0,0,9.5664731,"\int \frac{-9+e^{e^x} \left(-3-3 e^x x-6 \log (5)\right)+e^{2 e^x} \left(-\log (5)-\log ^2(5)\right)}{-90+45 x+e^{e^x} (15 x+(-60+30 x) \log (5))+e^{2 e^x} \left(5 x \log (5)+(-10+5 x) \log ^2(5)\right)} \, dx","Int[(-9 + E^E^x*(-3 - 3*E^x*x - 6*Log[5]) + E^(2*E^x)*(-Log[5] - Log[5]^2))/(-90 + 45*x + E^E^x*(15*x + (-60 + 30*x)*Log[5]) + E^(2*E^x)*(5*x*Log[5] + (-10 + 5*x)*Log[5]^2)),x]","\int \frac{-9+e^{e^x} \left(-3-3 e^x x-6 \log (5)\right)+e^{2 e^x} \left(-\log (5)-\log ^2(5)\right)}{-90+45 x+e^{e^x} (15 x+(-60+30 x) \log (5))+e^{2 e^x} \left(5 x \log (5)+(-10+5 x) \log ^2(5)\right)} \, dx","2-\frac{1}{5} \log \left(x+\frac{x}{3 e^{-e^x}+\log (5)}-2\right)",1,"Log[3 + E^E^x*Log[5]]/5 + (Log[25]*Defer[Int][E^(E^x + x)/(-6 + 3*x - 2*E^E^x*Log[5] + E^E^x*x*(1 + Log[5])), x])/5 + (3*Log[25]*Defer[Int][1/(x*(-6 + 3*x - 2*E^E^x*Log[5] + E^E^x*x*(1 + Log[5]))), x])/5 + (Log[25]*(1 + Log[25])*Defer[Int][E^E^x/(x*(-6 + 3*x - 2*E^E^x*Log[5] + E^E^x*x*(1 + Log[5]))), x])/5 + (Log[5]*(1 + Log[5])*Log[25]*Defer[Int][E^(2*E^x)/(x*(-6 + 3*x - 2*E^E^x*Log[5] + E^E^x*x*(1 + Log[5]))), x])/15 + (3*(1 + Log[5])*Defer[Int][(6 - 3*x - E^E^x*x*(1 + Log[5]) + E^E^x*Log[25])^(-1), x])/5 + ((1 + Log[5])*(1 + Log[25])*Defer[Int][E^E^x/(6 - 3*x - E^E^x*x*(1 + Log[5]) + E^E^x*Log[25]), x])/5 + (Log[5]*(1 + Log[5])^2*Defer[Int][E^(2*E^x)/(6 - 3*x - E^E^x*x*(1 + Log[5]) + E^E^x*Log[25]), x])/15 + ((1 + Log[5])*Defer[Int][(E^(E^x + x)*x)/(6 - 3*x - E^E^x*x*(1 + Log[5]) + E^E^x*Log[25]), x])/5 + (9*Log[5]*Defer[Int][1/(x*(9 + E^E^x*Log[125])), x])/5 + (3*Log[5]*(1 + Log[25])*Defer[Int][E^E^x/(x*(9 + E^E^x*Log[125])), x])/5 + (Log[5]^2*(1 + Log[5])*Defer[Int][E^(2*E^x)/(x*(9 + E^E^x*Log[125])), x])/5","F",0,0,0,0,-1,"{}"
7680,1,13,0,0.0049466,"\int \frac{3-12 \log (2)}{\log (2)} \, dx","Int[(3 - 12*Log[2])/Log[2],x]","\frac{3 x (1-4 \log (2))}{\log (2)}","2 (7 (5-x)+x)+\frac{3 x}{\log (2)}+5",1,"(3*x*(1 - 4*Log[2]))/Log[2]","A",1,1,11,0.09091,1,"{8}"
7681,0,0,0,10.9641696,"\int \frac{-8 e^{e^5}+8 x+24 x^2+\sqrt[4]{x^2} \left(2 e^{e^5}-2 x-6 x^2\right)+\left(8 e^{e^5}+8 x+8 x^2+\sqrt[4]{x^2} \left(-3 e^{e^5}-3 x-3 x^2\right)\right) \log \left(\frac{x}{e^{2 e^5}+x^2+2 x^3+x^4+e^{e^5} \left(2 x+2 x^2\right)}\right)}{\left(2 e^{e^5}+2 x+2 x^2\right) \log ^2\left(\frac{x}{e^{2 e^5}+x^2+2 x^3+x^4+e^{e^5} \left(2 x+2 x^2\right)}\right)} \, dx","Int[(-8*E^E^5 + 8*x + 24*x^2 + (x^2)^(1/4)*(2*E^E^5 - 2*x - 6*x^2) + (8*E^E^5 + 8*x + 8*x^2 + (x^2)^(1/4)*(-3*E^E^5 - 3*x - 3*x^2))*Log[x/(E^(2*E^5) + x^2 + 2*x^3 + x^4 + E^E^5*(2*x + 2*x^2))])/((2*E^E^5 + 2*x + 2*x^2)*Log[x/(E^(2*E^5) + x^2 + 2*x^3 + x^4 + E^E^5*(2*x + 2*x^2))]^2),x]","\int \frac{-8 e^{e^5}+8 x+24 x^2+\sqrt[4]{x^2} \left(2 e^{e^5}-2 x-6 x^2\right)+\left(8 e^{e^5}+8 x+8 x^2+\sqrt[4]{x^2} \left(-3 e^{e^5}-3 x-3 x^2\right)\right) \log \left(\frac{x}{e^{2 e^5}+x^2+2 x^3+x^4+e^{e^5} \left(2 x+2 x^2\right)}\right)}{\left(2 e^{e^5}+2 x+2 x^2\right) \log ^2\left(\frac{x}{e^{2 e^5}+x^2+2 x^3+x^4+e^{e^5} \left(2 x+2 x^2\right)}\right)} \, dx","\frac{x \left(4-\sqrt[4]{x^2}\right)}{\log \left(\frac{x}{\left(x^2+x+e^{e^5}\right)^2}\right)}",1,"12*Defer[Int][Log[x/(E^E^5 + x + x^2)^2]^(-2), x] - ((32*I)*E^E^5*Defer[Int][1/((-1 + I*Sqrt[-1 + 4*E^E^5] - 2*x)*Log[x/(E^E^5 + x + x^2)^2]^2), x])/Sqrt[-1 + 4*E^E^5] - 8*(1 + I/Sqrt[-1 + 4*E^E^5])*Defer[Int][1/((1 - I*Sqrt[-1 + 4*E^E^5] + 2*x)*Log[x/(E^E^5 + x + x^2)^2]^2), x] - ((32*I)*E^E^5*Defer[Int][1/((1 + I*Sqrt[-1 + 4*E^E^5] + 2*x)*Log[x/(E^E^5 + x + x^2)^2]^2), x])/Sqrt[-1 + 4*E^E^5] - 8*(1 - I/Sqrt[-1 + 4*E^E^5])*Defer[Int][1/((1 + I*Sqrt[-1 + 4*E^E^5] + 2*x)*Log[x/(E^E^5 + x + x^2)^2]^2), x] + 4*Defer[Int][Log[x/(E^E^5 + x + x^2)^2]^(-1), x] + (4*(x^2)^(1/4)*Defer[Subst][Defer[Int][Log[x^2/(E^E^5 + x^2 + x^4)^2]^(-2), x], x, Sqrt[x]])/Sqrt[x] - (6*(x^2)^(1/4)*Defer[Subst][Defer[Int][x^2/Log[x^2/(E^E^5 + x^2 + x^4)^2]^2, x], x, Sqrt[x]])/Sqrt[x] - ((1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) - (E^E^5*(1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) + (3*(1 - E^E^5)*(1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) + ((4*I)*E^E^5*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[(1 - 4*E^E^5)*(1 + I*Sqrt[-1 + 4*E^E^5])]*Sqrt[x]) + (I*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] + (I*E^E^5*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] - ((3*I)*(1 - E^E^5)*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] - ((4*I)*E^E^5*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] - Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[(-I)*(1 - 4*E^E^5)*(I + Sqrt[-1 + 4*E^E^5])]*Sqrt[x]) - ((1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) - (E^E^5*(1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) + (3*(1 - E^E^5)*(1 - I/Sqrt[-1 + 4*E^E^5])*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]]*Sqrt[x]) + ((4*I)*E^E^5*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 - I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[(1 - 4*E^E^5)*(1 + I*Sqrt[-1 + 4*E^E^5])]*Sqrt[x]) + (I*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] + (I*E^E^5*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] - ((3*I)*(1 - E^E^5)*Sqrt[(1 - I*Sqrt[-1 + 4*E^E^5])/(1 - 4*E^E^5)]*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/Sqrt[x] - ((4*I)*E^E^5*(x^2)^(1/4)*Defer[Subst][Defer[Int][1/((Sqrt[-1 + I*Sqrt[-1 + 4*E^E^5]] + Sqrt[2]*x)*Log[x^2/(E^E^5 + x^2 + x^4)^2]^2), x], x, Sqrt[x]])/(Sqrt[(-I)*(1 - 4*E^E^5)*(I + Sqrt[-1 + 4*E^E^5])]*Sqrt[x]) - (3*(x^2)^(1/4)*Defer[Subst][Defer[Int][x^2/Log[x^2/(E^E^5 + x^2 + x^4)^2], x], x, Sqrt[x]])/Sqrt[x]","F",0,0,0,0,-1,"{}"
7682,1,32,0,0.0575042,"\int \frac{2500-10000 x+6250 x^2-1250 x^3+e \left(-200+200 x-50 x^2\right)+e^2 \left(-4+4 x-x^2\right)}{7500-7500 x+1875 x^2} \, dx","Int[(2500 - 10000*x + 6250*x^2 - 1250*x^3 + E*(-200 + 200*x - 50*x^2) + E^2*(-4 + 4*x - x^2))/(7500 - 7500*x + 1875*x^2),x]","-\frac{x^2}{3}+\frac{(1250-e (50+e)) x}{1875}-\frac{4}{3 (2-x)}","x-\frac{1}{3} x \left(x+\frac{2}{2-x}+\frac{2}{x}+\left(1+\frac{e}{25}\right)^2\right)",1,"-4/(3*(2 - x)) + ((1250 - E*(50 + E))*x)/1875 - x^2/3","A",4,3,54,0.05556,1,"{27, 12, 1850}"
7683,0,0,0,0.4765882,"\int \frac{e^{-x} \left(-1+(1-x) \log \left(-\frac{x}{2}\right)-\log ^2\left(-\frac{x}{2}\right)\right)}{\log ^2\left(-\frac{x}{2}\right)} \, dx","Int[(-1 + (1 - x)*Log[-1/2*x] - Log[-1/2*x]^2)/(E^x*Log[-1/2*x]^2),x]","\int \frac{e^{-x} \left(-1+(1-x) \log \left(-\frac{x}{2}\right)-\log ^2\left(-\frac{x}{2}\right)\right)}{\log ^2\left(-\frac{x}{2}\right)} \, dx","\frac{e^{-x} \left(\frac{x^2}{\log \left(-\frac{x}{2}\right)}+x\right)}{x}",1,"E^(-x) - 4*Defer[Subst][Defer[Int][x/(E^(2*x)*Log[-x]), x], x, x/2] + 2*Defer[Subst][Defer[Int][E^(2*x)/Log[x]^2, x], x, -1/2*x] - 2*Defer[Subst][Defer[Int][E^(2*x)/Log[x], x], x, -1/2*x]","F",0,0,0,0,-1,"{}"
7684,0,0,0,0.3037599,"\int \frac{4 e^2-4 x^2-4 \log (x)}{1+e^4-2 x^2+x^4+e^2 \left(-2+2 x^2\right)+\left(2-2 e^2-2 x^2\right) \log (x)+\log ^2(x)} \, dx","Int[(4*E^2 - 4*x^2 - 4*Log[x])/(1 + E^4 - 2*x^2 + x^4 + E^2*(-2 + 2*x^2) + (2 - 2*E^2 - 2*x^2)*Log[x] + Log[x]^2),x]","\int \frac{4 e^2-4 x^2-4 \log (x)}{1+e^4-2 x^2+x^4+e^2 \left(-2+2 x^2\right)+\left(2-2 e^2-2 x^2\right) \log (x)+\log ^2(x)} \, dx","\frac{4 x}{x^2-\log (x)+e^2-1}",1,"4*Defer[Int][(-1 + E^2 + x^2 - Log[x])^(-2), x] - 8*Defer[Int][x^2/(-1 + E^2 + x^2 - Log[x])^2, x] + 4*Defer[Int][(-1 + E^2 + x^2 - Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
7685,1,21,0,0.2808464,"\int \frac{e^x (15-5 x)+\left(2+e^x (-2-x)+x\right) \log \left(-1+e^x\right)}{\left(3+e^x (-3+x)-x\right) \log \left(-1+e^x\right)} \, dx","Int[(E^x*(15 - 5*x) + (2 + E^x*(-2 - x) + x)*Log[-1 + E^x])/((3 + E^x*(-3 + x) - x)*Log[-1 + E^x]),x]","-x-5 \log (3-x)-5 \log \left(\log \left(e^x-1\right)\right)","5 \left(e^3-\log \left(4 (3-x) \log \left(e^x-1\right)\right)\right)-x",1,"-x - 5*Log[3 - x] - 5*Log[Log[-1 + E^x]]","A",8,6,52,0.1154,1,"{6688, 43, 2282, 2390, 2302, 29}"
7686,1,50,0,0.0164323,"\int \frac{1}{3} \left(3+e^3-e^{1+x}-2 e x+e^3 \log \left(\frac{x}{4}\right)\right) \, dx","Int[(3 + E^3 - E^(1 + x) - 2*E*x + E^3*Log[x/4])/3,x]","-\frac{e x^2}{3}+\frac{1}{3} \left(3+e^3\right) x-\frac{e^3 x}{3}-\frac{e^{x+1}}{3}+\frac{1}{3} e^3 x \log \left(\frac{x}{4}\right)","\frac{1}{3} e \left(-x^2-e^x+e^2 \left(x \log \left(\frac{x}{4}\right)+5\right)+2\right)+x",1,"-1/3*E^(1 + x) - (E^3*x)/3 + ((3 + E^3)*x)/3 - (E*x^2)/3 + (E^3*x*Log[x/4])/3","A",4,3,30,0.1000,1,"{12, 2194, 2295}"
7687,1,12,0,0.0115635,"\int \frac{2-4 x-4 x \log (2 x)}{x} \, dx","Int[(2 - 4*x - 4*x*Log[2*x])/x,x]","2 \log (x)-4 x \log (2 x)","-\frac{2}{3} (6 x-3) \log (2 x)",1,"2*Log[x] - 4*x*Log[2*x]","A",5,3,16,0.1875,1,"{14, 43, 2295}"
7688,0,0,0,4.0315084,"\int \frac{e^{-2 x} \left(-18 e^x x^2+e^{2 x} \left(-36 x-18 x^2-114 x^3\right)+\left(-18 x^3+e^x \left(-36 x-36 x^2+96 x^3-114 x^4\right)+e^{2 x} \left(-72-36 x+114 x^3+722 x^4\right)\right) \log (x)+\left(18 e^{2 x} x^2+\left(18 e^x x^3+e^{2 x} \left(36 x-114 x^3\right)\right) \log (x)\right) \log (\log (x))\right)}{9 x^3 \log (x)} \, dx","Int[(-18*E^x*x^2 + E^(2*x)*(-36*x - 18*x^2 - 114*x^3) + (-18*x^3 + E^x*(-36*x - 36*x^2 + 96*x^3 - 114*x^4) + E^(2*x)*(-72 - 36*x + 114*x^3 + 722*x^4))*Log[x] + (18*E^(2*x)*x^2 + (18*E^x*x^3 + E^(2*x)*(36*x - 114*x^3))*Log[x])*Log[Log[x]])/(9*E^(2*x)*x^3*Log[x]),x]","\int \frac{e^{-2 x} \left(-18 e^x x^2+e^{2 x} \left(-36 x-18 x^2-114 x^3\right)+\left(-18 x^3+e^x \left(-36 x-36 x^2+96 x^3-114 x^4\right)+e^{2 x} \left(-72-36 x+114 x^3+722 x^4\right)\right) \log (x)+\left(18 e^{2 x} x^2+\left(18 e^x x^3+e^{2 x} \left(36 x-114 x^3\right)\right) \log (x)\right) \log (\log (x))\right)}{9 x^3 \log (x)} \, dx","\left(\frac{19 x}{3}+e^{-x}+\frac{x+2}{x}-\log (\log (x))\right)^2",1,"E^(-2*x) + 2/E^x + 4/x^2 + 4/x + 4/(E^x*x) + (38*x)/3 + (38*x)/(3*E^x) + (361*x^2)/9 + 4*ExpIntegralEi[-Log[x]] - (4*Log[Log[x]])/x - (38*x*Log[Log[x]])/3 + Log[Log[x]]^2 + (38*LogIntegral[x])/3 - 2*Defer[Int][1/(E^x*x*Log[x]), x] - (2*Defer[Int][(6 + 3*x + 19*x^2)/(x^2*Log[x]), x])/3 + 2*Defer[Int][Log[Log[x]]/E^x, x]","F",0,0,0,0,-1,"{}"
7689,1,5,0,0.0006668,"\int -2 x \, dx","Int[-2*x,x]","-x^2","-x^2-i \pi +2-\log (15)",1,"-x^2","A",2,2,3,0.6667,1,"{12, 30}"
7690,1,40,0,0.0192671,"\int \frac{-60+140 \log \left(\frac{\log (5)}{3}\right)+85 \log ^2\left(\frac{\log (5)}{3}\right)}{36-240 x+400 x^2+(-204+680 x) \log \left(\frac{\log (5)}{3}\right)+289 \log ^2\left(\frac{\log (5)}{3}\right)} \, dx","Int[(-60 + 140*Log[Log[5]/3] + 85*Log[Log[5]/3]^2)/(36 - 240*x + 400*x^2 + (-204 + 680*x)*Log[Log[5]/3] + 289*Log[Log[5]/3]^2),x]","-\frac{\left(6-17 \log \left(\frac{\log (5)}{3}\right)\right) \left(2+\log \left(\frac{\log (5)}{3}\right)\right)}{4 \left(-20 x+6-17 \log \left(\frac{\log (5)}{3}\right)\right)}","\frac{x}{\frac{4 (x-2)}{2+\log \left(\frac{\log (5)}{3}\right)}+\frac{17}{5}}-1",1,"-1/4*((6 - 17*Log[Log[5]/3])*(2 + Log[Log[5]/3]))/(6 - 20*x - 17*Log[Log[5]/3])","A",4,4,59,0.06780,1,"{12, 1981, 27, 32}"
7691,0,0,0,3.2285112,"\int \frac{3 x+3 \log (3)+e^x (x+\log (3))+\left(-6 x-3 \log (3)+e^x \left(-2 x+x^2+(-1+x) \log (3)\right)\right) \log (x)}{-10 x^4-20 x^3 \log (3)-10 x^2 \log ^2(3)+\left(3 x^2+3 x \log (3)+e^x \left(x^2+x \log (3)\right)\right) \log (x)} \, dx","Int[(3*x + 3*Log[3] + E^x*(x + Log[3]) + (-6*x - 3*Log[3] + E^x*(-2*x + x^2 + (-1 + x)*Log[3]))*Log[x])/(-10*x^4 - 20*x^3*Log[3] - 10*x^2*Log[3]^2 + (3*x^2 + 3*x*Log[3] + E^x*(x^2 + x*Log[3]))*Log[x]),x]","\int \frac{3 x+3 \log (3)+e^x (x+\log (3))+\left(-6 x-3 \log (3)+e^x \left(-2 x+x^2+(-1+x) \log (3)\right)\right) \log (x)}{-10 x^4-20 x^3 \log (3)-10 x^2 \log ^2(3)+\left(3 x^2+3 x \log (3)+e^x \left(x^2+x \log (3)\right)\right) \log (x)} \, dx","\log \left(\frac{\left(e^x+3\right) \log (x)}{x (x+\log (3))}-10\right)",1,"x - Log[x] - Log[x + Log[3]] + Log[Log[x]] + 10*Log[3]*Defer[Int][(10*x^2 + 10*x*Log[3] - 3*Log[x] - E^x*Log[x])^(-1), x] + 10*(2 - Log[3])*Defer[Int][x/(10*x^2 + 10*x*Log[3] - 3*Log[x] - E^x*Log[x]), x] - 10*Defer[Int][x^2/(10*x^2 + 10*x*Log[3] - 3*Log[x] - E^x*Log[x]), x] - 10*Log[3]*Defer[Int][1/(Log[x]*(10*x^2 + 10*x*Log[3] - 3*Log[x] - E^x*Log[x])), x] - 10*Defer[Int][x/(Log[x]*(10*x^2 + 10*x*Log[3] - 3*Log[x] - E^x*Log[x])), x] - 3*Defer[Int][Log[x]/(-10*x^2 - 10*x*Log[3] + 3*Log[x] + E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
7692,1,35,0,0.0151125,"\int \left(-902+e^{5 x} (-1-5 x)+2 x-\log (x)\right) \, dx","Int[-902 + E^(5*x)*(-1 - 5*x) + 2*x - Log[x],x]","x^2-901 x+\frac{e^{5 x}}{5}-\frac{1}{5} e^{5 x} (5 x+1)-x \log (x)","x \left(x-e^{5 x}-\log (x)-901\right)",1,"E^(5*x)/5 - 901*x + x^2 - (E^(5*x)*(1 + 5*x))/5 - x*Log[x]","B",4,3,20,0.1500,1,"{2176, 2194, 2295}"
7693,0,0,0,3.1429866,"\int \frac{5184+432 x-1740 x^2+518 x^3-62 x^4+3 x^5+\left(3456+864 x-1010 x^2+194 x^3-12 x^4\right) \log (4+3 x)+\left(864+360 x-192 x^2+18 x^3\right) \log ^2(4+3 x)+\left(96+56 x-12 x^2\right) \log ^3(4+3 x)+(4+3 x) \log ^4(4+3 x)}{5184+720 x-1604 x^2+491 x^3-62 x^4+3 x^5+\left(3456+960 x-952 x^2+188 x^3-12 x^4\right) \log (4+3 x)+\left(864+368 x-186 x^2+18 x^3\right) \log ^2(4+3 x)+\left(96+56 x-12 x^2\right) \log ^3(4+3 x)+(4+3 x) \log ^4(4+3 x)} \, dx","Int[(5184 + 432*x - 1740*x^2 + 518*x^3 - 62*x^4 + 3*x^5 + (3456 + 864*x - 1010*x^2 + 194*x^3 - 12*x^4)*Log[4 + 3*x] + (864 + 360*x - 192*x^2 + 18*x^3)*Log[4 + 3*x]^2 + (96 + 56*x - 12*x^2)*Log[4 + 3*x]^3 + (4 + 3*x)*Log[4 + 3*x]^4)/(5184 + 720*x - 1604*x^2 + 491*x^3 - 62*x^4 + 3*x^5 + (3456 + 960*x - 952*x^2 + 188*x^3 - 12*x^4)*Log[4 + 3*x] + (864 + 368*x - 186*x^2 + 18*x^3)*Log[4 + 3*x]^2 + (96 + 56*x - 12*x^2)*Log[4 + 3*x]^3 + (4 + 3*x)*Log[4 + 3*x]^4),x]","\int \frac{5184+432 x-1740 x^2+518 x^3-62 x^4+3 x^5+\left(3456+864 x-1010 x^2+194 x^3-12 x^4\right) \log (4+3 x)+\left(864+360 x-192 x^2+18 x^3\right) \log ^2(4+3 x)+\left(96+56 x-12 x^2\right) \log ^3(4+3 x)+(4+3 x) \log ^4(4+3 x)}{5184+720 x-1604 x^2+491 x^3-62 x^4+3 x^5+\left(3456+960 x-952 x^2+188 x^3-12 x^4\right) \log (4+3 x)+\left(864+368 x-186 x^2+18 x^3\right) \log ^2(4+3 x)+\left(96+56 x-12 x^2\right) \log ^3(4+3 x)+(4+3 x) \log ^4(4+3 x)} \, dx","\frac{x^2}{\frac{x^2}{(x-\log (3 x+4)-6)^2}+x}",1,"x - 16/(9*(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)) + (32*Defer[Int][(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^(-2), x])/9 + (100*Defer[Int][x/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x])/9 - 13*Defer[Int][x^2/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x] + 2*Defer[Int][x^3/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x] + (8*Defer[Int][Log[4 + 3*x]/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x])/9 + 2*Defer[Int][(x*Log[4 + 3*x])/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x] - 2*Defer[Int][(x^2*Log[4 + 3*x])/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2)^2, x] - 2*Defer[Int][x/(36 - 11*x + x^2 + 12*Log[4 + 3*x] - 2*x*Log[4 + 3*x] + Log[4 + 3*x]^2), x]","F",0,0,0,0,-1,"{}"
7694,1,61,0,0.0146993,"\int \frac{243 x^2+108 x^3-270 x^4-252 x^5-77 x^6-8 x^7}{e^{64/3}} \, dx","Int[(243*x^2 + 108*x^3 - 270*x^4 - 252*x^5 - 77*x^6 - 8*x^7)/E^(64/3),x]","-\frac{x^8}{e^{64/3}}-\frac{11 x^7}{e^{64/3}}-\frac{42 x^6}{e^{64/3}}-\frac{54 x^5}{e^{64/3}}+\frac{27 x^4}{e^{64/3}}+\frac{81 x^3}{e^{64/3}}","\frac{(1-x) x^3 (x+3)^4}{e^{64/3}}",1,"(81*x^3)/E^(64/3) + (27*x^4)/E^(64/3) - (54*x^5)/E^(64/3) - (42*x^6)/E^(64/3) - (11*x^7)/E^(64/3) - x^8/E^(64/3)","B",2,1,37,0.02703,1,"{12}"
7695,1,230,0,1.0749938,"\int \frac{-12 x+4 x^3+4 x^5+\left(-24 x-8 x^5\right) \log (x)}{9-6 x^2-5 x^4+2 x^6+x^8} \, dx","Int[(-12*x + 4*x^3 + 4*x^5 + (-24*x - 8*x^5)*Log[x])/(9 - 6*x^2 - 5*x^4 + 2*x^6 + x^8),x]","-\frac{96 x^2 \log (x)}{13 \left(1-\sqrt{13}\right) \left(2 x^2-\sqrt{13}+1\right)}-\frac{8 x^2 \log (x)}{13 \left(2 x^2-\sqrt{13}+1\right)}-\frac{96 x^2 \log (x)}{13 \left(1+\sqrt{13}\right) \left(2 x^2+\sqrt{13}+1\right)}-\frac{8 x^2 \log (x)}{13 \left(2 x^2+\sqrt{13}+1\right)}+\frac{24 \log \left(2 x^2-\sqrt{13}+1\right)}{13 \left(1-\sqrt{13}\right)}+\frac{2}{13} \log \left(2 x^2-\sqrt{13}+1\right)+\frac{24 \log \left(2 x^2+\sqrt{13}+1\right)}{13 \left(1+\sqrt{13}\right)}+\frac{2}{13} \log \left(2 x^2+\sqrt{13}+1\right)-\frac{4 \tanh ^{-1}\left(\frac{2 x^2+1}{\sqrt{13}}\right)}{\sqrt{13}}","4-\frac{4 x^2 \log (x)}{-x^4-x^2+3}",1,"(-4*ArcTanh[(1 + 2*x^2)/Sqrt[13]])/Sqrt[13] - (8*x^2*Log[x])/(13*(1 - Sqrt[13] + 2*x^2)) - (96*x^2*Log[x])/(13*(1 - Sqrt[13])*(1 - Sqrt[13] + 2*x^2)) - (8*x^2*Log[x])/(13*(1 + Sqrt[13] + 2*x^2)) - (96*x^2*Log[x])/(13*(1 + Sqrt[13])*(1 + Sqrt[13] + 2*x^2)) + (2*Log[1 - Sqrt[13] + 2*x^2])/13 + (24*Log[1 - Sqrt[13] + 2*x^2])/(13*(1 - Sqrt[13])) + (2*Log[1 + Sqrt[13] + 2*x^2])/13 + (24*Log[1 + Sqrt[13] + 2*x^2])/(13*(1 + Sqrt[13]))","B",37,11,49,0.2245,1,"{6688, 12, 6742, 1107, 618, 206, 2357, 2335, 260, 2337, 2391}"
7696,1,37,0,0.0748054,"\int \frac{1}{3} e^{-x} \left(-3+3 e^x+3 x+(2-2 x) \log (3)\right) \, dx","Int[(-3 + 3*E^x + 3*x + (2 - 2*x)*Log[3])/(3*E^x),x]","x+\frac{1}{3} e^{-x} (1-x) (3-\log (9))-\frac{1}{3} e^{-x} (3-\log (9))","-e^{-x} x+x+\frac{2}{3} e^{-x} x \log (3)+5",1,"x - (3 - Log[9])/(3*E^x) + ((1 - x)*(3 - Log[9]))/(3*E^x)","A",5,4,27,0.1481,1,"{12, 6688, 2176, 2194}"
7697,0,0,0,55.9868931,"\int \frac{\left(\frac{6+11 x+5 x^2+e^x \left(8 x+5 x^2\right)}{2+x}\right)^x \left(16 x+20 x^2+5 x^3+e^x \left(16 x+36 x^2+23 x^3+5 x^4\right)+\left(12+28 x+21 x^2+5 x^3+e^x \left(16 x+18 x^2+5 x^3\right)\right) \log \left(\frac{6+11 x+5 x^2+e^x \left(8 x+5 x^2\right)}{2+x}\right)\right)}{12+28 x+21 x^2+5 x^3+e^x \left(16 x+18 x^2+5 x^3\right)} \, dx","Int[(((6 + 11*x + 5*x^2 + E^x*(8*x + 5*x^2))/(2 + x))^x*(16*x + 20*x^2 + 5*x^3 + E^x*(16*x + 36*x^2 + 23*x^3 + 5*x^4) + (12 + 28*x + 21*x^2 + 5*x^3 + E^x*(16*x + 18*x^2 + 5*x^3))*Log[(6 + 11*x + 5*x^2 + E^x*(8*x + 5*x^2))/(2 + x)]))/(12 + 28*x + 21*x^2 + 5*x^3 + E^x*(16*x + 18*x^2 + 5*x^3)),x]","\int \frac{\left(\frac{6+11 x+5 x^2+e^x \left(8 x+5 x^2\right)}{2+x}\right)^x \left(16 x+20 x^2+5 x^3+e^x \left(16 x+36 x^2+23 x^3+5 x^4\right)+\left(12+28 x+21 x^2+5 x^3+e^x \left(16 x+18 x^2+5 x^3\right)\right) \log \left(\frac{6+11 x+5 x^2+e^x \left(8 x+5 x^2\right)}{2+x}\right)\right)}{12+28 x+21 x^2+5 x^3+e^x \left(16 x+18 x^2+5 x^3\right)} \, dx","\left(\left(e^x x+x\right) \left(\frac{x}{x+2}+4\right)+3\right)^x",1,"Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 4*Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] - 2*Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 5*Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 5*Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 3*Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 5*Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 5*Defer[Int][E^x*x^2*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x] + 8*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x)^2, x] + 8*Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x)^2, x] - 4*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x] + 4*Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x] - 12*Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x] + 4*Log[(6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x)]*Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x] - Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x], x] - Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/x, x] + Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(2 + x), x] - 5*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(8 + 5*x), x] + 9*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 6*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 11*Defer[Int][(x*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 5*Defer[Int][(x^2*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 6*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 2*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x], x] + 2*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/x, x] - 2*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(2 + x), x] + 10*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(8 + 5*x), x] - 18*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] - 12*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] - 22*Defer[Int][(x*Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] - 10*Defer[Int][(x^2*Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] - 12*Defer[Int][Defer[Int][E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] - 5*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x], x] - 5*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/x, x] + 5*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(2 + x), x] - 25*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(8 + 5*x), x] + 45*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 30*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 55*Defer[Int][(x*Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 25*Defer[Int][(x^2*Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 30*Defer[Int][Defer[Int][x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] - 5*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x], x] - 5*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/x, x] + 5*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(2 + x), x] - 25*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(8 + 5*x), x] + 45*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 30*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 55*Defer[Int][(x*Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 25*Defer[Int][(x^2*Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 30*Defer[Int][Defer[Int][E^x*x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] - 4*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x], x] - 4*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/x, x] + 4*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/(2 + x), x] - 20*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/(8 + 5*x), x] + 36*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 24*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 44*Defer[Int][(x*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 20*Defer[Int][(x^2*Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 24*Defer[Int][Defer[Int][((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x)/(2 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] - 4*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x], x] - 4*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/x, x] + 4*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/(2 + x), x] - 20*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/(8 + 5*x), x] + 36*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 24*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/(x*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x] + 44*Defer[Int][(x*Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 20*Defer[Int][(x^2*Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x])/(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2), x] + 24*Defer[Int][Defer[Int][(E^x*((6 + (11 + 8*E^x)*x + 5*(1 + E^x)*x^2)/(2 + x))^(-1 + x))/(2 + x), x]/((8 + 5*x)*(6 + 11*x + 8*E^x*x + 5*x^2 + 5*E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
7698,1,70,0,1.4569169,"\int \frac{e^x x+\left(1-2 x+e^x \left(-4 x-x^2\right)\right) \log (x)+\left(1+e^x (3+x)\right) \log ^2(x)+\left(e^x \left(1-2 x-x^2\right) \log (x)+e^x (1+x) \log ^2(x)\right) \log \left(\frac{x^2}{5 \log (x)}\right)}{\log (x)} \, dx","Int[(E^x*x + (1 - 2*x + E^x*(-4*x - x^2))*Log[x] + (1 + E^x*(3 + x))*Log[x]^2 + (E^x*(1 - 2*x - x^2)*Log[x] + E^x*(1 + x)*Log[x]^2)*Log[x^2/(5*Log[x])])/Log[x],x]","-x^2-\frac{e^x \left(-x \log ^2(x) \log \left(\frac{x^2}{5 \log (x)}\right)+x^2 \log (x)+x^2 \log (x) \log \left(\frac{x^2}{5 \log (x)}\right)-x \log ^2(x)\right)}{\log (x)}+x \log (x)","x (x-\log (x)) \left(-e^x \log \left(\frac{x^2}{5 \log (x)}\right)-e^x-1\right)",1,"-x^2 + x*Log[x] - (E^x*(x^2*Log[x] - x*Log[x]^2 + x^2*Log[x]*Log[x^2/(5*Log[x])] - x*Log[x]^2*Log[x^2/(5*Log[x])]))/Log[x]","B",4,3,87,0.03448,1,"{6742, 2295, 2288}"
7699,0,0,0,4.5882716,"\int \frac{-4+256 x^3-160 x^4+24 x^5+e^{x^2} \left(1+8 x-64 x^3+40 x^4-38 x^5+16 x^6-2 x^7\right)+\left(8-256 x^3+160 x^4-24 x^5+e^{x^2} \left(-2+64 x^3-40 x^4+6 x^5\right)\right) \log \left(4-e^{x^2}\right)+\left(-4+e^{x^2}\right) \log ^2\left(4-e^{x^2}\right)}{-4+e^{x^2}+\left(8-2 e^{x^2}\right) \log \left(4-e^{x^2}\right)+\left(-4+e^{x^2}\right) \log ^2\left(4-e^{x^2}\right)} \, dx","Int[(-4 + 256*x^3 - 160*x^4 + 24*x^5 + E^x^2*(1 + 8*x - 64*x^3 + 40*x^4 - 38*x^5 + 16*x^6 - 2*x^7) + (8 - 256*x^3 + 160*x^4 - 24*x^5 + E^x^2*(-2 + 64*x^3 - 40*x^4 + 6*x^5))*Log[4 - E^x^2] + (-4 + E^x^2)*Log[4 - E^x^2]^2)/(-4 + E^x^2 + (8 - 2*E^x^2)*Log[4 - E^x^2] + (-4 + E^x^2)*Log[4 - E^x^2]^2),x]","\int \frac{-4+256 x^3-160 x^4+24 x^5+e^{x^2} \left(1+8 x-64 x^3+40 x^4-38 x^5+16 x^6-2 x^7\right)+\left(8-256 x^3+160 x^4-24 x^5+e^{x^2} \left(-2+64 x^3-40 x^4+6 x^5\right)\right) \log \left(4-e^{x^2}\right)+\left(-4+e^{x^2}\right) \log ^2\left(4-e^{x^2}\right)}{-4+e^{x^2}+\left(8-2 e^{x^2}\right) \log \left(4-e^{x^2}\right)+\left(-4+e^{x^2}\right) \log ^2\left(4-e^{x^2}\right)} \, dx","-\frac{(4-x)^2 x^4-4}{1-\log \left(4-e^{x^2}\right)}+x-4",1,"x + 4/(1 - Log[4 - E^x^2]) + 16*Defer[Int][x^6/(-1 + Log[4 - E^x^2])^2, x] + 64*Defer[Int][x^6/((-4 + E^x^2)*(-1 + Log[4 - E^x^2])^2), x] - 40*Defer[Int][x^4/(-1 + Log[4 - E^x^2]), x] - 16*Defer[Subst][Defer[Int][x^2/(-1 + Log[4 - E^x])^2, x], x, x^2] - 64*Defer[Subst][Defer[Int][x^2/((-4 + E^x)*(-1 + Log[4 - E^x])^2), x], x, x^2] - Defer[Subst][Defer[Int][x^3/(-1 + Log[4 - E^x])^2, x], x, x^2] - 4*Defer[Subst][Defer[Int][x^3/((-4 + E^x)*(-1 + Log[4 - E^x])^2), x], x, x^2] + 32*Defer[Subst][Defer[Int][x/(-1 + Log[4 - E^x]), x], x, x^2] + 3*Defer[Subst][Defer[Int][x^2/(-1 + Log[4 - E^x]), x], x, x^2]","F",0,0,0,0,-1,"{}"
7700,1,13,0,0.0032113,"\int \frac{1}{5} \left(10-12 x^2 \log (5)\right) \, dx","Int[(10 - 12*x^2*Log[5])/5,x]","2 x-\frac{4}{5} x^3 \log (5)","x \left(2-\frac{4}{5} x^2 \log (5)\right)",1,"2*x - (4*x^3*Log[5])/5","A",2,1,13,0.07692,1,"{12}"
7701,0,0,0,2.0749577,"\int \frac{-e^9-2100 x-275 x^2+\left(-12250 x-1500 x^2\right) \log (x)+\left(-8750 x-625 x^2\right) \log ^2(x)}{e^{18}-50 e^9 x^2+625 x^4+\left(-500 e^9 x^2+12500 x^4\right) \log (x)+\left(-1250 e^9 x^2+93750 x^4\right) \log ^2(x)+312500 x^4 \log ^3(x)+390625 x^4 \log ^4(x)} \, dx","Int[(-E^9 - 2100*x - 275*x^2 + (-12250*x - 1500*x^2)*Log[x] + (-8750*x - 625*x^2)*Log[x]^2)/(E^18 - 50*E^9*x^2 + 625*x^4 + (-500*E^9*x^2 + 12500*x^4)*Log[x] + (-1250*E^9*x^2 + 93750*x^4)*Log[x]^2 + 312500*x^4*Log[x]^3 + 390625*x^4*Log[x]^4),x]","\int \frac{-e^9-2100 x-275 x^2+\left(-12250 x-1500 x^2\right) \log (x)+\left(-8750 x-625 x^2\right) \log ^2(x)}{e^{18}-50 e^9 x^2+625 x^4+\left(-500 e^9 x^2+12500 x^4\right) \log (x)+\left(-1250 e^9 x^2+93750 x^4\right) \log ^2(x)+312500 x^4 \log ^3(x)+390625 x^4 \log ^4(x)} \, dx","\frac{x+7}{25 (x+5 x \log (x))^2-e^9}",1,"-2*E^9*Defer[Int][(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^(-2), x] - 1750*Defer[Int][x/(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^2, x] - 250*Defer[Int][x^2/(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^2, x] - 8750*Defer[Int][(x*Log[x])/(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^2, x] - 1250*Defer[Int][(x^2*Log[x])/(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^2, x] + Defer[Int][(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)^(-1), x] + 14*Defer[Int][1/(x*(E^9 - 25*x^2 - 250*x^2*Log[x] - 625*x^2*Log[x]^2)), x] - 14*E^9*Defer[Int][1/(x*(-E^9 + 25*x^2 + 250*x^2*Log[x] + 625*x^2*Log[x]^2)^2), x]","F",0,0,0,0,-1,"{}"
7702,1,30,0,0.0884431,"\int \frac{e^3+e^{-2 x-15 x^2-2 x^3+x^4} \left(-4 x^2-60 x^3-12 x^4+8 x^5\right)}{2 x^2} \, dx","Int[(E^3 + E^(-2*x - 15*x^2 - 2*x^3 + x^4)*(-4*x^2 - 60*x^3 - 12*x^4 + 8*x^5))/(2*x^2),x]","e^{x^4-2 x^3-15 x^2-2 x}-\frac{e^3}{2 x}","e^{-x ((5-x) x (x+3)+2)}-\frac{e^3}{2 x}",1,"E^(-2*x - 15*x^2 - 2*x^3 + x^4) - E^3/(2*x)","A",4,3,52,0.05769,1,"{12, 14, 6706}"
7703,1,18,0,0.2275091,"\int \frac{1}{4} e^{-8-4 x} x^3 \left(5 \log ^3(x)+(5-5 x) \log ^4(x)\right) \, dx","Int[(E^(-8 - 4*x)*x^3*(5*Log[x]^3 + (5 - 5*x)*Log[x]^4))/4,x]","\frac{5}{16} e^{-4 x-8} x^4 \log ^4(x)","\frac{5}{16} e^{-4 x-8} x^4 \log ^4(x)",1,"(5*E^(-8 - 4*x)*x^4*Log[x]^4)/16","A",4,3,31,0.09677,1,"{12, 6741, 2288}"
7704,1,772,0,2.376318,"\int \frac{80+200 x+125 x^2-48 x^3-240 x^4-225 x^5+72 x^7+135 x^8-27 x^{11}+e^3 \left(125-225 x^3+135 x^6-27 x^9\right)+\left(200 x+250 x^2+288 x^3+120 x^4-450 x^5-144 x^7+270 x^8-54 x^{11}\right) \log (3 x)}{-125 x+225 x^4-135 x^7+27 x^{10}} \, dx","Int[(80 + 200*x + 125*x^2 - 48*x^3 - 240*x^4 - 225*x^5 + 72*x^7 + 135*x^8 - 27*x^11 + E^3*(125 - 225*x^3 + 135*x^6 - 27*x^9) + (200*x + 250*x^2 + 288*x^3 + 120*x^4 - 450*x^5 - 144*x^7 + 270*x^8 - 54*x^11)*Log[3*x])/(-125*x + 225*x^4 - 135*x^7 + 27*x^10),x]","-\frac{48 i \sqrt[6]{3} \text{Li}_2\left(-\sqrt[3]{-\frac{3}{5}} x\right)}{5^{2/3} \left(1+\sqrt[3]{-1}\right)^5}-\frac{16 (-1)^{2/3} \text{Li}_2\left(-\sqrt[3]{-\frac{3}{5}} x\right)}{3 \sqrt[3]{3} 5^{2/3}}+\frac{16 \sqrt[3]{-\frac{1}{3}} \text{Li}_2\left((-1)^{2/3} \sqrt[3]{\frac{3}{5}} x\right)}{3\ 5^{2/3}}-\frac{32 \text{Li}_2\left(-\frac{1}{2} \sqrt[3]{\frac{3}{5}} \left(1-i \sqrt{3}\right) x\right)}{3 \sqrt[3]{3} 5^{2/3} \left(1-i \sqrt{3}\right)}-\frac{16 x^3}{25 \left(5-3 x^3\right)}+\frac{16}{15 \left(5-3 x^3\right)}-\frac{16 \log (3 x)}{\left(5-3 x^3\right)^2}-\frac{16}{75} \log \left(5-3 x^3\right)-x^2 \log (3 x)+\frac{4}{225} \left(12-5\ 3^{2/3} \sqrt[3]{5}\right) \log \left(3^{2/3} x^2+\sqrt[3]{15} x+5^{2/3}\right)-\frac{8 x \log (3 x)}{\sqrt[3]{3} 5^{2/3} \left(3^{2/3} \sqrt[3]{5}-3 x\right)}-\frac{8 \sqrt[3]{-1} x \log (3 x)}{3\ 5^{2/3} \left(\sqrt[3]{3} x+\sqrt[3]{-5}\right)}-\frac{8 x \log (3 x)}{15^{2/3} \left(\sqrt[3]{-1} 3^{2/3} x+\sqrt[3]{15}\right)}+\frac{16 \log (45) \log \left(3^{2/3} \sqrt[3]{5}-3 x\right)}{9 \sqrt[3]{3} 5^{2/3}}-\frac{1}{25} \left(16+25 e^3\right) \log (x)+\frac{16 \log (x)}{25}+\frac{8 \sqrt[3]{-1} 3^{2/3} \log \left(\sqrt[3]{-3} x+\sqrt[3]{5}\right)}{5^{2/3} \left(1+\sqrt[3]{-1}\right)^4}-\frac{48 i \sqrt[6]{3} \log (3 x) \log \left(\sqrt[3]{-\frac{3}{5}} x+1\right)}{5^{2/3} \left(1+\sqrt[3]{-1}\right)^5}-\frac{16 (-1)^{2/3} \log (3 x) \log \left(\sqrt[3]{-\frac{3}{5}} x+1\right)}{3 \sqrt[3]{3} 5^{2/3}}+\frac{16 \sqrt[3]{-\frac{1}{3}} \log (3 x) \log \left(1-(-1)^{2/3} \sqrt[3]{\frac{3}{5}} x\right)}{3\ 5^{2/3}}-\frac{16 \log (45) \log \left(\sqrt[3]{5}-\sqrt[3]{3} x\right)}{9 \sqrt[3]{3} 5^{2/3}}+\frac{8}{225} \left(6+5\ 3^{2/3} \sqrt[3]{5}\right) \log \left(\sqrt[3]{5}-\sqrt[3]{3} x\right)-\frac{8 \log \left(\sqrt[3]{5}-\sqrt[3]{3} x\right)}{3 \sqrt[3]{3} 5^{2/3}}+\frac{8 \sqrt[3]{-\frac{1}{3}} \log \left(\sqrt[3]{3} x+\sqrt[3]{-5}\right)}{3\ 5^{2/3}}-\frac{32 \log (3 x) \log \left(1+\frac{1}{2} \sqrt[3]{\frac{3}{5}} \left(1-i \sqrt{3}\right) x\right)}{3 \sqrt[3]{3} 5^{2/3} \left(1-i \sqrt{3}\right)}-\frac{8 \tan ^{-1}\left(\frac{2 x}{\sqrt[6]{3} \sqrt[3]{5}}+\frac{1}{\sqrt{3}}\right)}{3^{5/6} 5^{2/3}}","1-\left(\left(\frac{4}{3 x^3-5}-x\right)^2+e^3\right) \log (3 x)",1,"16/(15*(5 - 3*x^3)) - (16*x^3)/(25*(5 - 3*x^3)) - (8*ArcTan[1/Sqrt[3] + (2*x)/(3^(1/6)*5^(1/3))])/(3^(5/6)*5^(2/3)) + (16*Log[45]*Log[3^(2/3)*5^(1/3) - 3*x])/(9*3^(1/3)*5^(2/3)) + (16*Log[x])/25 - ((16 + 25*E^3)*Log[x])/25 - (8*x*Log[3*x])/(3^(1/3)*5^(2/3)*(3^(2/3)*5^(1/3) - 3*x)) - x^2*Log[3*x] - (8*(-1)^(1/3)*x*Log[3*x])/(3*5^(2/3)*((-5)^(1/3) + 3^(1/3)*x)) - (8*x*Log[3*x])/(15^(2/3)*(15^(1/3) + (-1)^(1/3)*3^(2/3)*x)) - (16*Log[3*x])/(5 - 3*x^3)^2 + (8*(-1)^(1/3)*3^(2/3)*Log[5^(1/3) + (-3)^(1/3)*x])/(5^(2/3)*(1 + (-1)^(1/3))^4) - (16*(-1)^(2/3)*Log[3*x]*Log[1 + (-3/5)^(1/3)*x])/(3*3^(1/3)*5^(2/3)) - ((48*I)*3^(1/6)*Log[3*x]*Log[1 + (-3/5)^(1/3)*x])/(5^(2/3)*(1 + (-1)^(1/3))^5) + (16*(-1/3)^(1/3)*Log[3*x]*Log[1 - (-1)^(2/3)*(3/5)^(1/3)*x])/(3*5^(2/3)) - (8*Log[5^(1/3) - 3^(1/3)*x])/(3*3^(1/3)*5^(2/3)) + (8*(6 + 5*3^(2/3)*5^(1/3))*Log[5^(1/3) - 3^(1/3)*x])/225 - (16*Log[45]*Log[5^(1/3) - 3^(1/3)*x])/(9*3^(1/3)*5^(2/3)) + (8*(-1/3)^(1/3)*Log[(-5)^(1/3) + 3^(1/3)*x])/(3*5^(2/3)) - (32*Log[3*x]*Log[1 + ((3/5)^(1/3)*(1 - I*Sqrt[3])*x)/2])/(3*3^(1/3)*5^(2/3)*(1 - I*Sqrt[3])) + (4*(12 - 5*3^(2/3)*5^(1/3))*Log[5^(2/3) + 15^(1/3)*x + 3^(2/3)*x^2])/225 - (16*Log[5 - 3*x^3])/75 - (16*(-1)^(2/3)*PolyLog[2, -((-3/5)^(1/3)*x)])/(3*3^(1/3)*5^(2/3)) - ((48*I)*3^(1/6)*PolyLog[2, -((-3/5)^(1/3)*x)])/(5^(2/3)*(1 + (-1)^(1/3))^5) + (16*(-1/3)^(1/3)*PolyLog[2, (-1)^(2/3)*(3/5)^(1/3)*x])/(3*5^(2/3)) - (32*PolyLog[2, -1/2*((3/5)^(1/3)*(1 - I*Sqrt[3])*x)])/(3*3^(1/3)*5^(2/3)*(1 - I*Sqrt[3]))","C",43,25,127,0.1969,1,"{6688, 6742, 1829, 1834, 1875, 31, 634, 617, 204, 628, 2357, 2304, 2338, 266, 44, 199, 200, 2330, 2316, 2315, 2314, 2317, 2391, 27, 12}"
7705,0,0,0,80.2461506,"\int \frac{\exp \left(\frac{x^4-4 x^6+4 x^7+4 x^8-8 x^9+4 x^{10}+\left(2 x^4-2 x^5-4 x^6+8 x^7-4 x^8\right) \log (x)+\left(x^4-2 x^5+x^6\right) \log ^2(x)}{4 x^4-4 x^2 \log (x)+\log ^2(x)}\right) \left(-2 x^3+4 x^5-4 x^6+16 x^7-24 x^8-32 x^9+80 x^{10}-48 x^{11}+\left(2 x^3+2 x^4-24 x^5+32 x^6+48 x^7-120 x^8+72 x^9\right) \log (x)+\left(8 x^3-10 x^4-24 x^5+60 x^6-36 x^7\right) \log ^2(x)+\left(4 x^3-10 x^4+6 x^5\right) \log ^3(x)\right)}{-8 x^6+12 x^4 \log (x)-6 x^2 \log ^2(x)+\log ^3(x)} \, dx","Int[(E^((x^4 - 4*x^6 + 4*x^7 + 4*x^8 - 8*x^9 + 4*x^10 + (2*x^4 - 2*x^5 - 4*x^6 + 8*x^7 - 4*x^8)*Log[x] + (x^4 - 2*x^5 + x^6)*Log[x]^2)/(4*x^4 - 4*x^2*Log[x] + Log[x]^2))*(-2*x^3 + 4*x^5 - 4*x^6 + 16*x^7 - 24*x^8 - 32*x^9 + 80*x^10 - 48*x^11 + (2*x^3 + 2*x^4 - 24*x^5 + 32*x^6 + 48*x^7 - 120*x^8 + 72*x^9)*Log[x] + (8*x^3 - 10*x^4 - 24*x^5 + 60*x^6 - 36*x^7)*Log[x]^2 + (4*x^3 - 10*x^4 + 6*x^5)*Log[x]^3))/(-8*x^6 + 12*x^4*Log[x] - 6*x^2*Log[x]^2 + Log[x]^3),x]","\int \frac{\exp \left(\frac{x^4-4 x^6+4 x^7+4 x^8-8 x^9+4 x^{10}+\left(2 x^4-2 x^5-4 x^6+8 x^7-4 x^8\right) \log (x)+\left(x^4-2 x^5+x^6\right) \log ^2(x)}{4 x^4-4 x^2 \log (x)+\log ^2(x)}\right) \left(-2 x^3+4 x^5-4 x^6+16 x^7-24 x^8-32 x^9+80 x^{10}-48 x^{11}+\left(2 x^3+2 x^4-24 x^5+32 x^6+48 x^7-120 x^8+72 x^9\right) \log (x)+\left(8 x^3-10 x^4-24 x^5+60 x^6-36 x^7\right) \log ^2(x)+\left(4 x^3-10 x^4+6 x^5\right) \log ^3(x)\right)}{-8 x^6+12 x^4 \log (x)-6 x^2 \log ^2(x)+\log ^3(x)} \, dx","e^{\left((2-x) x^2-x^2-\frac{x}{2 x-\frac{\log (x)}{x}}\right)^2}",1,"4*Defer[Int][E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^3, x] - 10*Defer[Int][E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^4, x] + 6*Defer[Int][E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^5, x] + 2*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^3)/(2*x^2 - Log[x])^3, x] - 8*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^5)/(2*x^2 - Log[x])^3, x] + 2*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^3)/(2*x^2 - Log[x])^2, x] + 2*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^4)/(2*x^2 - Log[x])^2, x] + 8*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^5)/(2*x^2 - Log[x])^2, x] - 8*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^6)/(2*x^2 - Log[x])^2, x] - 8*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^3)/(2*x^2 - Log[x]), x] + 10*Defer[Int][(E^((x^4*(1 - 2*x^2 + 2*x^3 + Log[x] - x*Log[x])^2)/(2*x^2 - Log[x])^2)*x^4)/(2*x^2 - Log[x]), x]","F",0,0,0,0,-1,"{}"
7706,0,0,0,6.3216879,"\int \frac{\exp \left(\frac{1}{27} \left(-600+25 e^{\frac{2+2 x+e^x (1+x)}{x}}\right)+\frac{2+2 x+e^x (1+x)}{x}\right) \left(-50+e^x \left(-25+25 x+25 x^2\right)\right)}{27 x^2} \, dx","Int[(E^((-600 + 25*E^((2 + 2*x + E^x*(1 + x))/x))/27 + (2 + 2*x + E^x*(1 + x))/x)*(-50 + E^x*(-25 + 25*x + 25*x^2)))/(27*x^2),x]","\int \frac{\exp \left(\frac{1}{27} \left(-600+25 e^{\frac{2+2 x+e^x (1+x)}{x}}\right)+\frac{2+2 x+e^x (1+x)}{x}\right) \left(-50+e^x \left(-25+25 x+25 x^2\right)\right)}{27 x^2} \, dx","e^{\frac{25}{9} \left(\frac{1}{3} e^{\frac{\left(e^x+2\right) (x+1)}{x}}-8\right)}",1,"(25*Defer[Int][E^(x + (54 + 27*E^x - 546*x + 27*E^x*x + 25*E^(((2 + E^x)*(1 + x))/x)*x)/(27*x)), x])/27 - (50*Defer[Int][E^((54 + 27*E^x - 546*x + 27*E^x*x + 25*E^(((2 + E^x)*(1 + x))/x)*x)/(27*x))/x^2, x])/27 - (25*Defer[Int][E^(x + (54 + 27*E^x - 546*x + 27*E^x*x + 25*E^(((2 + E^x)*(1 + x))/x)*x)/(27*x))/x^2, x])/27 + (25*Defer[Int][E^(x + (54 + 27*E^x - 546*x + 27*E^x*x + 25*E^(((2 + E^x)*(1 + x))/x)*x)/(27*x))/x, x])/27","F",0,0,0,0,-1,"{}"
7707,1,55,0,0.3002445,"\int \frac{-4+\left(4 x-4 e x-6 x^2\right) \log \left(x^2\right)+\left(-2 x+2 e x+6 x^2\right) \log ^2\left(x^2\right)+\left(2 x^2+2 e^2 x^2-9 x^3+9 x^4+e \left(-4 x^2+9 x^3\right)\right) \log ^3\left(x^2\right)}{x \log ^3\left(x^2\right)} \, dx","Int[(-4 + (4*x - 4*E*x - 6*x^2)*Log[x^2] + (-2*x + 2*E*x + 6*x^2)*Log[x^2]^2 + (2*x^2 + 2*E^2*x^2 - 9*x^3 + 9*x^4 + E*(-4*x^2 + 9*x^3))*Log[x^2]^3)/(x*Log[x^2]^3),x]","\frac{9 x^4}{4}-3 (1-e) x^3+(1-e)^2 x^2+\frac{1}{\log ^2\left(x^2\right)}-\frac{(2 (1-e)-3 x) x}{\log \left(x^2\right)}","x^2 \left(\frac{1}{x \log \left(x^2\right)}+\frac{3 x}{2}+e-1\right)^2",1,"(1 - E)^2*x^2 - 3*(1 - E)*x^3 + (9*x^4)/4 + Log[x^2]^(-2) - ((2*(1 - E) - 3*x)*x)/Log[x^2]","B",21,10,94,0.1064,1,"{6688, 14, 2302, 30, 2320, 2330, 2300, 2178, 2307, 2298}"
7708,1,49,0,0.0968578,"\int \frac{1}{5} e^x \left(e^{5+\frac{125+x}{5}} (5+6 x)+e^5 (10+10 x)\right) \, dx","Int[(E^x*(E^(5 + (125 + x)/5)*(5 + 6*x) + E^5*(10 + 10*x)))/5,x]","2 e^{x+5} (x+1)-2 e^{x+5}-\frac{5}{6} e^{\frac{6 x}{5}+30}+\frac{1}{6} e^{\frac{6 x}{5}+30} (6 x+5)","e^{x+5} \left(e^{\frac{x}{5}+25}+2\right) x",1,"-2*E^(5 + x) - (5*E^(30 + (6*x)/5))/6 + 2*E^(5 + x)*(1 + x) + (E^(30 + (6*x)/5)*(5 + 6*x))/6","B",7,4,34,0.1176,1,"{12, 6742, 2176, 2194}"
7709,0,0,0,1.8791169,"\int \frac{108 x+198 x^2+96 x^3+e^{2 x} \left(-54 x^2-441 x^3-696 x^4-192 x^5\right)}{288+1536 x+2048 x^2+e^{2 x} \left(720 x+3840 x^2+5120 x^3\right)+e^{4 x} \left(720 x^2+3840 x^3+5120 x^4\right)+e^{6 x} \left(360 x^3+1920 x^4+2560 x^5\right)+e^{8 x} \left(90 x^4+480 x^5+640 x^6\right)+e^{10 x} \left(9 x^5+48 x^6+64 x^7\right)} \, dx","Int[(108*x + 198*x^2 + 96*x^3 + E^(2*x)*(-54*x^2 - 441*x^3 - 696*x^4 - 192*x^5))/(288 + 1536*x + 2048*x^2 + E^(2*x)*(720*x + 3840*x^2 + 5120*x^3) + E^(4*x)*(720*x^2 + 3840*x^3 + 5120*x^4) + E^(6*x)*(360*x^3 + 1920*x^4 + 2560*x^5) + E^(8*x)*(90*x^4 + 480*x^5 + 640*x^6) + E^(10*x)*(9*x^5 + 48*x^6 + 64*x^7)),x]","\int \frac{108 x+198 x^2+96 x^3+e^{2 x} \left(-54 x^2-441 x^3-696 x^4-192 x^5\right)}{288+1536 x+2048 x^2+e^{2 x} \left(720 x+3840 x^2+5120 x^3\right)+e^{4 x} \left(720 x^2+3840 x^3+5120 x^4\right)+e^{6 x} \left(360 x^3+1920 x^4+2560 x^5\right)+e^{8 x} \left(90 x^4+480 x^5+640 x^6\right)+e^{10 x} \left(9 x^5+48 x^6+64 x^7\right)} \, dx","\frac{3 x (x+3)}{\left(\frac{3}{x}+8\right) \left(e^{2 x} x+2\right)^4}",1,"(63*Defer[Int][(2 + E^(2*x)*x)^(-5), x])/32 + (75*Defer[Int][x/(2 + E^(2*x)*x)^5, x])/4 + 6*Defer[Int][x^2/(2 + E^(2*x)*x)^5, x] - (189*Defer[Int][1/((3 + 8*x)*(2 + E^(2*x)*x)^5), x])/32 - (69*Defer[Int][x/(2 + E^(2*x)*x)^4, x])/8 - 3*Defer[Int][x^2/(2 + E^(2*x)*x)^4, x] - (567*Defer[Int][1/((3 + 8*x)^2*(2 + E^(2*x)*x)^4), x])/64 + (189*Defer[Int][1/((3 + 8*x)*(2 + E^(2*x)*x)^4), x])/64","F",0,0,0,0,-1,"{}"
7710,1,67,0,1.4487642,"\int \frac{e^{-\frac{625+x^8 \log (x)}{2 x^7}} \left(4375+2 x^7+2 e^{\frac{625+x^8 \log (x)}{2 x^7}} x^7-x^8-x^8 \log (x)\right)}{2 x^7} \, dx","Int[(4375 + 2*x^7 + 2*E^((625 + x^8*Log[x])/(2*x^7))*x^7 - x^8 - x^8*Log[x])/(2*E^((625 + x^8*Log[x])/(2*x^7))*x^7),x]","x-\frac{e^{-\frac{625}{2 x^7}} x^{-\frac{x}{2}-7} \left(-x^8+x^8 (-\log (x))+4375\right)}{\frac{x^7+8 x^7 \log (x)}{x^7}-\frac{7 \left(x^8 \log (x)+625\right)}{x^8}}","x \left(e^{-\frac{1}{2} x \left(\frac{625}{x^8}+\log (x)\right)}+1\right)",1,"x - (x^(-7 - x/2)*(4375 - x^8 - x^8*Log[x]))/(E^(625/(2*x^7))*((x^7 + 8*x^7*Log[x])/x^7 - (7*(625 + x^8*Log[x]))/x^8))","B",6,5,65,0.07692,1,"{12, 6742, 6688, 8, 2288}"
7711,1,21,0,0.0138298,"\int \left(-1+e^x-2 x-2 e^{2-x^2} x\right) \, dx","Int[-1 + E^x - 2*x - 2*E^(2 - x^2)*x,x]","-x^2+e^{2-x^2}-x+e^x","-x^2+e^{2-x^2}-x+e^x-2",1,"E^x + E^(2 - x^2) - x - x^2","A",3,2,20,0.1000,1,"{2194, 2209}"
7712,0,0,0,12.5338992,"\int \frac{\exp \left(28+x-2 x^2+(-24+6 x) \log \left(\frac{\log (x)}{5}\right)+(4-x) \log ^2\left(\frac{\log (x)}{5}\right)\right) \left(-24+6 x+\left(x-4 x^2\right) \log (x)+(8-2 x+6 x \log (x)) \log \left(\frac{\log (x)}{5}\right)-x \log (x) \log ^2\left(\frac{\log (x)}{5}\right)\right)}{x \log (x)} \, dx","Int[(E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*(-24 + 6*x + (x - 4*x^2)*Log[x] + (8 - 2*x + 6*x*Log[x])*Log[Log[x]/5] - x*Log[x]*Log[Log[x]/5]^2))/(x*Log[x]),x]","\int \frac{\exp \left(28+x-2 x^2+(-24+6 x) \log \left(\frac{\log (x)}{5}\right)+(4-x) \log ^2\left(\frac{\log (x)}{5}\right)\right) \left(-24+6 x+\left(x-4 x^2\right) \log (x)+(8-2 x+6 x \log (x)) \log \left(\frac{\log (x)}{5}\right)-x \log (x) \log ^2\left(\frac{\log (x)}{5}\right)\right)}{x \log (x)} \, dx","e^{(4-x) \left(2 x+\left(\log \left(\frac{\log (x)}{5}\right)-3\right)^2-2\right)}",1,"Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2), x] - 4*Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*x, x] + 6*Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)/Log[x], x] - 24*Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)/(x*Log[x]), x] + 6*Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*Log[Log[x]/5], x] - 2*Defer[Int][(E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*Log[Log[x]/5])/Log[x], x] + 8*Defer[Int][(E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*Log[Log[x]/5])/(x*Log[x]), x] - Defer[Int][E^(28 + x - 2*x^2 + (-24 + 6*x)*Log[Log[x]/5] + (4 - x)*Log[Log[x]/5]^2)*Log[Log[x]/5]^2, x]","F",0,0,0,0,-1,"{}"
7713,1,69,0,0.3100089,"\int \frac{-1+e^{2+e^x x^4} \left(2 x^3+e^x \left(-8 x^5-2 x^6+4 x^7+x^8\right)\right)}{x^2} \, dx","Int[(-1 + E^(2 + E^x*x^4)*(2*x^3 + E^x*(-8*x^5 - 2*x^6 + 4*x^7 + x^8)))/x^2,x]","\frac{1}{x}-\frac{e^{e^x x^4+2} x \left(-e^x x^5-4 e^x x^4+2 e^x x^3+8 e^x x^2\right)}{e^x x^4+4 e^x x^3}","e^{e^x x^4+2} \left(x^2-2\right)+\frac{1}{x}-2",1,"x^(-1) - (E^(2 + E^x*x^4)*x*(8*E^x*x^2 + 2*E^x*x^3 - 4*E^x*x^4 - E^x*x^5))/(4*E^x*x^3 + E^x*x^4)","B",3,2,47,0.04255,1,"{14, 2288}"
7714,1,22,0,0.0045664,"\int \left(-22+e^x-2 x+18 x^2-4 x^3\right) \, dx","Int[-22 + E^x - 2*x + 18*x^2 - 4*x^3,x]","-x^4+6 x^3-x^2-22 x+e^x","-\left((x-1)^2-x-5\right)^2+e^x+2 x",1,"E^x - 22*x - x^2 + 6*x^3 - x^4","A",2,1,18,0.05556,1,"{2194}"
7715,0,0,0,2.3611617,"\int \frac{2 x+x^2+x^3+e^{8 x^4} \left(-8+4 x^2\right) \log ^3\left(\frac{x}{2+x+x^2}\right)+e^{8 x^4} \left(-64 x^4-32 x^5-32 x^6\right) \log ^4\left(\frac{x}{2+x+x^2}\right)}{2 x+x^2+x^3} \, dx","Int[(2*x + x^2 + x^3 + E^(8*x^4)*(-8 + 4*x^2)*Log[x/(2 + x + x^2)]^3 + E^(8*x^4)*(-64*x^4 - 32*x^5 - 32*x^6)*Log[x/(2 + x + x^2)]^4)/(2*x + x^2 + x^3),x]","\int \frac{2 x+x^2+x^3+e^{8 x^4} \left(-8+4 x^2\right) \log ^3\left(\frac{x}{2+x+x^2}\right)+e^{8 x^4} \left(-64 x^4-32 x^5-32 x^6\right) \log ^4\left(\frac{x}{2+x+x^2}\right)}{2 x+x^2+x^3} \, dx","x-e^{8 x^4} \log ^4\left(\frac{x}{x^2+x+2}\right)",1,"x + ((8*I)*Defer[Int][(E^(8*x^4)*Log[x/(2 + x + x^2)]^3)/(-1 + I*Sqrt[7] - 2*x), x])/Sqrt[7] - 4*Defer[Int][(E^(8*x^4)*Log[x/(2 + x + x^2)]^3)/x, x] + (8*(7 + I*Sqrt[7])*Defer[Int][(E^(8*x^4)*Log[x/(2 + x + x^2)]^3)/(1 - I*Sqrt[7] + 2*x), x])/7 + ((8*I)*Defer[Int][(E^(8*x^4)*Log[x/(2 + x + x^2)]^3)/(1 + I*Sqrt[7] + 2*x), x])/Sqrt[7] + (8*(7 - I*Sqrt[7])*Defer[Int][(E^(8*x^4)*Log[x/(2 + x + x^2)]^3)/(1 + I*Sqrt[7] + 2*x), x])/7 - 32*Defer[Int][E^(8*x^4)*x^3*Log[x/(2 + x + x^2)]^4, x]","F",0,0,0,0,-1,"{}"
7716,0,0,0,1.7382771,"\int \frac{-e^x+x+3 x^2+3 x \log (x)+e^{-2+\frac{e^x-x-3 x^2-3 x \log (x)}{e^2}} \left(4-e^x+6 x+3 \log (x)\right) \left(e^x-x-3 x^2-3 x \log (x)\right)}{-e^x+x+3 x^2+3 x \log (x)} \, dx","Int[(-E^x + x + 3*x^2 + 3*x*Log[x] + E^(-2 + (E^x - x - 3*x^2 - 3*x*Log[x])/E^2)*(4 - E^x + 6*x + 3*Log[x])*(E^x - x - 3*x^2 - 3*x*Log[x]))/(-E^x + x + 3*x^2 + 3*x*Log[x]),x]","\int \frac{-e^x+x+3 x^2+3 x \log (x)+e^{-2+\frac{e^x-x-3 x^2-3 x \log (x)}{e^2}} \left(4-e^x+6 x+3 \log (x)\right) \left(e^x-x-3 x^2-3 x \log (x)\right)}{-e^x+x+3 x^2+3 x \log (x)} \, dx","x+e^{\frac{-x+e^x-3 x (x+\log (x))}{e^2}}",1,"x - 4*Defer[Int][E^(-2 + E^(-2 + x) - (x*(1 + 3*x))/E^2)/x^((3*x)/E^2), x] - 3*Log[x]*Defer[Int][E^(-2 + E^(-2 + x) - (x*(1 + 3*x))/E^2)/x^((3*x)/E^2), x] + Defer[Int][E^(-2 + E^(-2 + x) + x - (x*(1 + 3*x))/E^2)/x^((3*x)/E^2), x] - 6*Defer[Int][E^(-2 + E^(-2 + x) - (x*(1 + 3*x))/E^2)*x^(1 - (3*x)/E^2), x] + 3*Defer[Int][Defer[Int][E^(-2 + E^(-2 + x) - (x*(1 + 3*x))/E^2)/x^((3*x)/E^2), x]/x, x]","F",0,0,0,0,-1,"{}"
7717,0,0,0,10.1017599,"\int \frac{\left(8 x^2-4 e^x x^3-4 x^5+\left(-16 x^2-6 x^3+8 x^5+e^x \left(-2 x-2 x^2+8 x^3\right)\right) \log (4 x)+\left(-4+2 e^x x+2 x^3\right) \log \left(2-e^x x-x^3\right)\right) \log \left(\frac{\log (4 x)}{-2 x^2+\log \left(2-e^x x-x^3\right)}\right)}{\left(4 x^3-2 e^x x^4-2 x^6\right) \log (4 x)+\left(-2 x+e^x x^2+x^4\right) \log (4 x) \log \left(2-e^x x-x^3\right)} \, dx","Int[((8*x^2 - 4*E^x*x^3 - 4*x^5 + (-16*x^2 - 6*x^3 + 8*x^5 + E^x*(-2*x - 2*x^2 + 8*x^3))*Log[4*x] + (-4 + 2*E^x*x + 2*x^3)*Log[2 - E^x*x - x^3])*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/((4*x^3 - 2*E^x*x^4 - 2*x^6)*Log[4*x] + (-2*x + E^x*x^2 + x^4)*Log[4*x]*Log[2 - E^x*x - x^3]),x]","\int \frac{\left(8 x^2-4 e^x x^3-4 x^5+\left(-16 x^2-6 x^3+8 x^5+e^x \left(-2 x-2 x^2+8 x^3\right)\right) \log (4 x)+\left(-4+2 e^x x+2 x^3\right) \log \left(2-e^x x-x^3\right)\right) \log \left(\frac{\log (4 x)}{-2 x^2+\log \left(2-e^x x-x^3\right)}\right)}{\left(4 x^3-2 e^x x^4-2 x^6\right) \log (4 x)+\left(-2 x+e^x x^2+x^4\right) \log (4 x) \log \left(2-e^x x-x^3\right)} \, dx","\log ^2\left(\frac{\log (4 x)}{\log \left(2-x^2 \left(x+\frac{e^x}{x}\right)\right)-2 x^2}\right)",1,"2*Defer[Int][Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])]/(2*x^2 - Log[2 - E^x*x - x^3]), x] + 2*Defer[Int][Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])]/(x*(2*x^2 - Log[2 - E^x*x - x^3])), x] - 8*Defer[Int][(x*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/(2*x^2 - Log[2 - E^x*x - x^3]), x] + 4*Defer[Int][Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])]/((-2 + E^x*x + x^3)*(2*x^2 - Log[2 - E^x*x - x^3])), x] + 4*Defer[Int][Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])]/(x*(-2 + E^x*x + x^3)*(2*x^2 - Log[2 - E^x*x - x^3])), x] + 4*Defer[Int][(x^2*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/((-2 + E^x*x + x^3)*(2*x^2 - Log[2 - E^x*x - x^3])), x] - 2*Defer[Int][(x^3*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/((-2 + E^x*x + x^3)*(2*x^2 - Log[2 - E^x*x - x^3])), x] + 4*Defer[Int][(x*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/(Log[4*x]*(2*x^2 - Log[2 - E^x*x - x^3])), x] - 2*Defer[Int][(Log[2 - E^x*x - x^3]*Log[Log[4*x]/(-2*x^2 + Log[2 - E^x*x - x^3])])/(x*Log[4*x]*(2*x^2 - Log[2 - E^x*x - x^3])), x]","F",0,0,0,0,-1,"{}"
7718,1,53,0,0.1787691,"\int \frac{-1-4 \log (x)+\log (x) \log (\log (x))}{25 x^2 \log (x)} \, dx","Int[(-1 - 4*Log[x] + Log[x]*Log[Log[x]])/(25*x^2*Log[x]),x]","\frac{4}{25} \log (x) \text{Ei}(-\log (x))-\frac{1}{25} (4 \log (x)+1) \text{Ei}(-\log (x))+\frac{\text{Ei}(-\log (x))}{25}+\frac{4}{25 x}-\frac{\log (\log (x))}{25 x}","\frac{4-\log (\log (x))}{25 x}+e",1,"4/(25*x) + ExpIntegralEi[-Log[x]]/25 + (4*ExpIntegralEi[-Log[x]]*Log[x])/25 - (ExpIntegralEi[-Log[x]]*(1 + 4*Log[x]))/25 - Log[Log[x]]/(25*x)","C",9,7,23,0.3043,1,"{12, 6742, 2309, 2178, 2366, 6482, 2522}"
7719,1,29,0,0.2995788,"\int \frac{800 e^{\frac{4}{1+4 x}}-800 e^{\frac{8}{1+4 x}}}{29+232 x+464 x^2+e^{\frac{4}{1+4 x}} \left(-50-400 x-800 x^2\right)+e^{\frac{8}{1+4 x}} \left(25+200 x+400 x^2\right)} \, dx","Int[(800*E^(4/(1 + 4*x)) - 800*E^(8/(1 + 4*x)))/(29 + 232*x + 464*x^2 + E^(4/(1 + 4*x))*(-50 - 400*x - 800*x^2) + E^(8/(1 + 4*x))*(25 + 200*x + 400*x^2)),x]","\log \left(-50 e^{\frac{4}{4 x+1}}+25 e^{\frac{8}{4 x+1}}+29\right)","\log \left(4 \left(\left(5 e^{\frac{1}{x+\frac{1}{4}}}-5\right)^2+4\right)\right)",1,"Log[29 - 50*E^(4/(1 + 4*x)) + 25*E^(8/(1 + 4*x))]","A",3,3,84,0.03571,1,"{6741, 12, 6684}"
7720,1,22,0,0.008173,"\int \left(6+6 e^2+6 x-3 \log ^2(3)\right) \, dx","Int[6 + 6*E^2 + 6*x - 3*Log[3]^2,x]","3 x^2+3 x \left(2+2 e^2-\log ^2(3)\right)","3 x \left(x+2 \left(1+e^2\right)-\log ^2(3)\right)+1",1,"3*x^2 + 3*x*(2 + 2*E^2 - Log[3]^2)","A",1,0,16,0,1,"{}"
7721,1,29,0,0.0330386,"\int \frac{-1-e+x^2-\log \left(\frac{1}{3 e^5 x}\right)}{x^2} \, dx","Int[(-1 - E + x^2 - Log[1/(3*E^5*x)])/x^2,x]","x+\frac{1+e}{x}-\frac{1}{x}-\frac{-\log \left(\frac{1}{x}\right)+5+\log (3)}{x}","\frac{x^2+2 x+\log \left(\frac{1}{3 e^5 x}\right)+e}{x}",1,"-x^(-1) + (1 + E)/x + x - (5 + Log[3] - Log[x^(-1)])/x","A",5,2,25,0.08000,1,"{14, 2304}"
7722,1,97,0,6.0133719,"\int \frac{e^{e^2} \left(-12 x+4 x^2+3 x^3-x^4+e^{-1+x} \left(12-4 x-3 x^2+x^3\right)\right)+e^{e^2} \left(12 x-8 x^2+3 x^3+e^{-1+x} \left(-8 x-2 x^2+4 x^3-x^4\right)\right) \log \left(\frac{5}{x}\right)}{16 x-8 x^3+x^5} \, dx","Int[(E^E^2*(-12*x + 4*x^2 + 3*x^3 - x^4 + E^(-1 + x)*(12 - 4*x - 3*x^2 + x^3)) + E^E^2*(12*x - 8*x^2 + 3*x^3 + E^(-1 + x)*(-8*x - 2*x^2 + 4*x^3 - x^4))*Log[5/x])/(16*x - 8*x^3 + x^5),x]","-\frac{e^{e^2} x^2 \log \left(\frac{5}{x}\right)}{4-x^2}+\frac{3 e^{e^2} x \log \left(\frac{5}{x}\right)}{4-x^2}-\frac{e^{x+e^2-1} \log \left(\frac{5}{x}\right)}{4 (2-x)}-\frac{5 e^{x+e^2-1} \log \left(\frac{5}{x}\right)}{4 (x+2)}","\frac{e^{e^2} (3-x) \left(x-e^{x-1}\right) \log \left(\frac{5}{x}\right)}{4-x^2}",1,"-1/4*(E^(-1 + E^2 + x)*Log[5/x])/(2 - x) - (5*E^(-1 + E^2 + x)*Log[5/x])/(4*(2 + x)) + (3*E^E^2*x*Log[5/x])/(4 - x^2) - (E^E^2*x^2*Log[5/x])/(4 - x^2)","B",81,22,111,0.1982,1,"{1594, 28, 6742, 199, 207, 261, 288, 266, 43, 2323, 2324, 12, 5912, 2335, 260, 2351, 6688, 2177, 2178, 2269, 6725, 2554}"
7723,0,0,0,11.7203807,"\int \frac{4 x-5 x^2-2 x^3+3 x^4+e^{\frac{1}{-x+x^2}} \left(x-3 x^2+2 x^3-x^4\right)+\left(x^2-2 x^3+x^4\right) \log (x)}{4+8 x-12 x^2-16 x^3+16 x^4+e^{\frac{1}{-x+x^2}} \left(-4 x+12 x^3-8 x^4\right)+e^{\frac{2}{-x+x^2}} \left(x^2-2 x^3+x^4\right)+\left(4 x-12 x^3+8 x^4+e^{\frac{1}{-x+x^2}} \left(-2 x^2+4 x^3-2 x^4\right)\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","Int[(4*x - 5*x^2 - 2*x^3 + 3*x^4 + E^(-x + x^2)^(-1)*(x - 3*x^2 + 2*x^3 - x^4) + (x^2 - 2*x^3 + x^4)*Log[x])/(4 + 8*x - 12*x^2 - 16*x^3 + 16*x^4 + E^(-x + x^2)^(-1)*(-4*x + 12*x^3 - 8*x^4) + E^(2/(-x + x^2))*(x^2 - 2*x^3 + x^4) + (4*x - 12*x^3 + 8*x^4 + E^(-x + x^2)^(-1)*(-2*x^2 + 4*x^3 - 2*x^4))*Log[x] + (x^2 - 2*x^3 + x^4)*Log[x]^2),x]","\int \frac{4 x-5 x^2-2 x^3+3 x^4+e^{\frac{1}{-x+x^2}} \left(x-3 x^2+2 x^3-x^4\right)+\left(x^2-2 x^3+x^4\right) \log (x)}{4+8 x-12 x^2-16 x^3+16 x^4+e^{\frac{1}{-x+x^2}} \left(-4 x+12 x^3-8 x^4\right)+e^{\frac{2}{-x+x^2}} \left(x^2-2 x^3+x^4\right)+\left(4 x-12 x^3+8 x^4+e^{\frac{1}{-x+x^2}} \left(-2 x^2+4 x^3-2 x^4\right)\right) \log (x)+\left(x^2-2 x^3+x^4\right) \log ^2(x)} \, dx","\frac{x}{-e^{\frac{1}{x^2-x}}+\frac{2}{x}+\log (x)+4}",1,"-8*Defer[Int][(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])^(-2), x] - 6*Defer[Int][1/((-1 + x)^2*(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])^2), x] - 16*Defer[Int][1/((-1 + x)*(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])^2), x] + 2*Defer[Int][x/(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])^2, x] - Defer[Int][x^2/(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])^2, x] - Defer[Int][1/((-1 + x)^2*(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])), x] - 2*Defer[Int][1/((-1 + x)*(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x])), x] - Defer[Int][x/(-2 - 4*x + E^(-x + x^2)^(-1)*x - x*Log[x]), x] - 2*Defer[Int][Log[x]/(2 + 4*x - E^(-x + x^2)^(-1)*x + x*Log[x])^2, x] - Defer[Int][Log[x]/((-1 + x)^2*(2 + 4*x - E^(-x + x^2)^(-1)*x + x*Log[x])^2), x] - 3*Defer[Int][Log[x]/((-1 + x)*(2 + 4*x - E^(-x + x^2)^(-1)*x + x*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
7724,1,50,0,0.1424001,"\int \frac{1}{2} e^{\frac{1}{2} \left(-x-2 e^e x+2 x^2\right)} \left(4 x-x^2-2 e^e x^2+4 x^3\right) \, dx","Int[(E^((-x - 2*E^E*x + 2*x^2)/2)*(4*x - x^2 - 2*E^E*x^2 + 4*x^3))/2,x]","\frac{e^{\frac{1}{2} \left(2 x^2-2 e^e x-x\right)} x \left(\left(1+2 e^e\right) x-4 x^2\right)}{-4 x+2 e^e+1}","e^{-\left(\left(-x+e^e+\frac{1}{2}\right) x\right)} x^2",1,"(E^((-x - 2*E^E*x + 2*x^2)/2)*x*((1 + 2*E^E)*x - 4*x^2))/(1 + 2*E^E - 4*x)","B",4,4,47,0.08511,1,"{6, 12, 1594, 2288}"
7725,1,24,0,0.5323508,"\int \frac{-3 x^2+(1-3 x) \log (3)+e^{e^4-x} \left(x^2+x \log (3)\right)}{x^2+x \log (3)} \, dx","Int[(-3*x^2 + (1 - 3*x)*Log[3] + E^(E^4 - x)*(x^2 + x*Log[3]))/(x^2 + x*Log[3]),x]","-3 x-e^{e^4-x}+\log (x)-\log (x+\log (3))","-3 x-e^{e^4-x}-\log \left(\frac{\log (3)}{x}+1\right)-e^4+3",1,"-E^(E^4 - x) - 3*x + Log[x] - Log[x + Log[3]]","A",6,4,43,0.09302,1,"{1593, 6742, 2194, 893}"
7726,1,28,0,0.3346288,"\int \frac{-15 x^4+e^x (-5+5 x)+\left(e^x (-1+x)-3 x^4\right) \log \left(\frac{e^x+80 x-x^4}{5 x}\right)}{2 e^x x+160 x^2-2 x^5} \, dx","Int[(-15*x^4 + E^x*(-5 + 5*x) + (E^x*(-1 + x) - 3*x^4)*Log[(E^x + 80*x - x^4)/(5*x)])/(2*E^x*x + 160*x^2 - 2*x^5),x]","\frac{1}{4} \left(\log \left(\frac{-x^4+80 x+e^x}{5 x}\right)+5\right)^2","\frac{1}{4} \left(\log \left(\frac{e^x-x^4}{5 x}+16\right)+5\right)^2",1,"(5 + Log[(E^x + 80*x - x^4)/(5*x)])^2/4","A",3,3,69,0.04348,1,"{6741, 12, 6686}"
7727,0,0,0,1.6943042,"\int \frac{1-7 x+33 x^2+31 x^3-40 x^4-60 x^5-20 x^6+e^{-3+3 x} \left(1-20 x^3\right)+e^{-2+2 x} \left(3+3 x+30 x^2-70 x^3-60 x^4\right)+e^{-1+x} \left(3-4 x+73 x^2-20 x^3-130 x^4-60 x^5\right)}{1+e^{-3+3 x}+3 x+3 x^2+x^3+e^{-2+2 x} (3+3 x)+e^{-1+x} \left(3+6 x+3 x^2\right)} \, dx","Int[(1 - 7*x + 33*x^2 + 31*x^3 - 40*x^4 - 60*x^5 - 20*x^6 + E^(-3 + 3*x)*(1 - 20*x^3) + E^(-2 + 2*x)*(3 + 3*x + 30*x^2 - 70*x^3 - 60*x^4) + E^(-1 + x)*(3 - 4*x + 73*x^2 - 20*x^3 - 130*x^4 - 60*x^5))/(1 + E^(-3 + 3*x) + 3*x + 3*x^2 + x^3 + E^(-2 + 2*x)*(3 + 3*x) + E^(-1 + x)*(3 + 6*x + 3*x^2)),x]","\int \frac{1-7 x+33 x^2+31 x^3-40 x^4-60 x^5-20 x^6+e^{-3+3 x} \left(1-20 x^3\right)+e^{-2+2 x} \left(3+3 x+30 x^2-70 x^3-60 x^4\right)+e^{-1+x} \left(3-4 x+73 x^2-20 x^3-130 x^4-60 x^5\right)}{1+e^{-3+3 x}+3 x+3 x^2+x^3+e^{-2+2 x} (3+3 x)+e^{-1+x} \left(3+6 x+3 x^2\right)} \, dx","-5 \left(x^2-\frac{x}{x+e^{x-1}+1}\right)^2+x+2",1,"x - 5*x^4 - 10*E^3*Defer[Int][x^3/(E + E^x + E*x)^3, x] - 10*E^2*Defer[Int][x/(E + E^x + E*x)^2, x] + 10*E^2*Defer[Int][x^2/(E + E^x + E*x)^2, x] + 10*E^2*Defer[Int][x^4/(E + E^x + E*x)^2, x] + 30*E*Defer[Int][x^2/(E + E^x + E*x), x] - 10*E*Defer[Int][x^3/(E + E^x + E*x), x]","F",0,0,0,0,-1,"{}"
7728,0,0,0,36.892145,"\int \frac{64 x^6-16 x^2 \log (5)+e^{e^3} \left(4+2 x+256 x^7+128 x^8+\left(-64 x^3-32 x^4\right) \log (5)\right)+\left(4+2 x+256 x^7+128 x^8+\left(-64 x^3-32 x^4\right) \log (5)\right) \log (2+x)+\left(192 x^4-16 \log (5)+e^{e^3} \left(768 x^5+384 x^6+\left(-64 x-32 x^2\right) \log (5)\right)+\left(768 x^5+384 x^6+\left(-64 x-32 x^2\right) \log (5)\right) \log (2+x)\right) \log \left(e^{e^3}+\log (2+x)\right)+\left(192 x^2+e^{e^3} \left(768 x^3+384 x^4\right)+\left(768 x^3+384 x^4\right) \log (2+x)\right) \log ^2\left(e^{e^3}+\log (2+x)\right)+\left(64+e^{e^3} \left(256 x+128 x^2\right)+\left(256 x+128 x^2\right) \log (2+x)\right) \log ^3\left(e^{e^3}+\log (2+x)\right)}{e^{e^3} (2+x)+(2+x) \log (2+x)} \, dx","Int[(64*x^6 - 16*x^2*Log[5] + E^E^3*(4 + 2*x + 256*x^7 + 128*x^8 + (-64*x^3 - 32*x^4)*Log[5]) + (4 + 2*x + 256*x^7 + 128*x^8 + (-64*x^3 - 32*x^4)*Log[5])*Log[2 + x] + (192*x^4 - 16*Log[5] + E^E^3*(768*x^5 + 384*x^6 + (-64*x - 32*x^2)*Log[5]) + (768*x^5 + 384*x^6 + (-64*x - 32*x^2)*Log[5])*Log[2 + x])*Log[E^E^3 + Log[2 + x]] + (192*x^2 + E^E^3*(768*x^3 + 384*x^4) + (768*x^3 + 384*x^4)*Log[2 + x])*Log[E^E^3 + Log[2 + x]]^2 + (64 + E^E^3*(256*x + 128*x^2) + (256*x + 128*x^2)*Log[2 + x])*Log[E^E^3 + Log[2 + x]]^3)/(E^E^3*(2 + x) + (2 + x)*Log[2 + x]),x]","\int \frac{64 x^6-16 x^2 \log (5)+e^{e^3} \left(4+2 x+256 x^7+128 x^8+\left(-64 x^3-32 x^4\right) \log (5)\right)+\left(4+2 x+256 x^7+128 x^8+\left(-64 x^3-32 x^4\right) \log (5)\right) \log (2+x)+\left(192 x^4-16 \log (5)+e^{e^3} \left(768 x^5+384 x^6+\left(-64 x-32 x^2\right) \log (5)\right)+\left(768 x^5+384 x^6+\left(-64 x-32 x^2\right) \log (5)\right) \log (2+x)\right) \log \left(e^{e^3}+\log (2+x)\right)+\left(192 x^2+e^{e^3} \left(768 x^3+384 x^4\right)+\left(768 x^3+384 x^4\right) \log (2+x)\right) \log ^2\left(e^{e^3}+\log (2+x)\right)+\left(64+e^{e^3} \left(256 x+128 x^2\right)+\left(256 x+128 x^2\right) \log (2+x)\right) \log ^3\left(e^{e^3}+\log (2+x)\right)}{e^{e^3} (2+x)+(2+x) \log (2+x)} \, dx","\left(\log (5)-4 \left(x^2+\log \left(\log (x+2)+e^{e^3}\right)\right)^2\right)^2+2 x",1,"2*x + 16*x^8 - (8192*ExpIntegralEi[E^E^3 + Log[2 + x]])/E^E^E^3 + (14336*ExpIntegralEi[2*(E^E^3 + Log[2 + x])])/E^(2*E^E^3) - (10240*ExpIntegralEi[3*(E^E^3 + Log[2 + x])])/E^(3*E^E^3) + (3840*ExpIntegralEi[4*(E^E^3 + Log[2 + x])])/E^(4*E^E^3) - (768*ExpIntegralEi[5*(E^E^3 + Log[2 + x])])/E^(5*E^E^3) + (64*ExpIntegralEi[6*(E^E^3 + Log[2 + x])])/E^(6*E^E^3) - (64*ExpIntegralEi[E^E^3 + Log[2 + x]]*(64 - Log[5]))/E^E^E^3 + (16*ExpIntegralEi[2*(E^E^3 + Log[2 + x])]*(64 - Log[5]))/E^(2*E^E^3) - 8*x^4*Log[5] + 64*(64 - Log[5])*Log[E^E^3 + Log[2 + x]] + 8*(192 - Log[5])*Log[E^E^3 + Log[2 + x]]^2 + 256*Log[E^E^3 + Log[2 + x]]^3 + 16*Log[E^E^3 + Log[2 + x]]^4 + 768*Defer[Int][(x*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] - 6144*E^E^3*Defer[Int][(x*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 32*E^E^3*(192 - Log[5])*Defer[Int][(x*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] - 384*Defer[Int][(x^2*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 192*Defer[Int][(x^3*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 384*E^E^3*Defer[Int][(x^5*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] - 6144*Defer[Int][(x*Log[2 + x]*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 32*(192 - Log[5])*Defer[Int][(x*Log[2 + x]*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 384*Defer[Int][(x^5*Log[2 + x]*Log[E^E^3 + Log[2 + x]])/(E^E^3 + Log[2 + x]), x] + 192*Defer[Int][(x*Log[E^E^3 + Log[2 + x]]^2)/(E^E^3 + Log[2 + x]), x] + 384*E^E^3*Defer[Int][(x^3*Log[E^E^3 + Log[2 + x]]^2)/(E^E^3 + Log[2 + x]), x] + 384*Defer[Int][(x^3*Log[2 + x]*Log[E^E^3 + Log[2 + x]]^2)/(E^E^3 + Log[2 + x]), x] + 128*E^E^3*Defer[Int][(x*Log[E^E^3 + Log[2 + x]]^3)/(E^E^3 + Log[2 + x]), x] + 128*Defer[Int][(x*Log[2 + x]*Log[E^E^3 + Log[2 + x]]^3)/(E^E^3 + Log[2 + x]), x] - 1536*Defer[Subst][Defer[Int][Log[E^E^3 + Log[x]]/(E^E^3 + Log[x]), x], x, 2 + x] - 384*Defer[Subst][Defer[Int][Log[E^E^3 + Log[x]]^2/(E^E^3 + Log[x]), x], x, 2 + x]","F",0,0,0,0,-1,"{}"
7729,0,0,0,0.6874993,"\int \frac{4^{-\frac{10 x}{(i \pi +\log (\log (625)))^2}} \left(\frac{1}{x}\right)^{\frac{10 x}{(i \pi +\log (\log (625)))^2}} \left(-10+10 \log \left(\frac{1}{4 x}\right)\right)}{(i \pi +\log (\log (625)))^2} \, dx","Int[((x^(-1))^((10*x)/(I*Pi + Log[Log[625]])^2)*(-10 + 10*Log[1/(4*x)]))/(4^((10*x)/(I*Pi + Log[Log[625]])^2)*(I*Pi + Log[Log[625]])^2),x]","\int \frac{4^{-\frac{10 x}{(i \pi +\log (\log (625)))^2}} \left(\frac{1}{x}\right)^{\frac{10 x}{(i \pi +\log (\log (625)))^2}} \left(-10+10 \log \left(\frac{1}{4 x}\right)\right)}{(i \pi +\log (\log (625)))^2} \, dx","4^{-\frac{10 x}{(\log (\log (625))+i \pi )^2}} \left(\frac{1}{x}\right)^{\frac{10 x}{(\log (\log (625))+i \pi )^2}}",1,"(-5*Defer[Int][2^(1 - (20*x)/(I*Pi + Log[Log[625]])^2)*(x^(-1))^((10*x)/(I*Pi + Log[Log[625]])^2), x])/(I*Pi + Log[Log[625]])^2 + (5*Log[1/(4*x)]*Defer[Int][2^(1 - (20*x)/(I*Pi + Log[Log[625]])^2)*(x^(-1))^((10*x)/(I*Pi + Log[Log[625]])^2), x])/(I*Pi + Log[Log[625]])^2 + (5*Defer[Int][Defer[Int][2^(1 + (20*x)/(Pi - I*Log[Log[625]])^2)*(x^(-1))^((10*x)/(I*Pi + Log[Log[625]])^2), x]/x, x])/(I*Pi + Log[Log[625]])^2","F",0,0,0,0,-1,"{}"
7730,1,20,0,0.0293424,"\int \frac{20 e^{4/x}-30 x^4-4 x^5}{x^2} \, dx","Int[(20*E^(4/x) - 30*x^4 - 4*x^5)/x^2,x]","-x^4-10 x^3-5 e^{4/x}","-\left((x+10) x^3\right)-5 e^{4/x}",1,"-5*E^(4/x) - 10*x^3 - x^4","A",5,3,24,0.1250,1,"{14, 2209, 43}"
7731,1,36,0,0.0659808,"\int \frac{e^{-\frac{1}{x^2}} \left(40+10 x+20 x^2-5 x^3\right)}{64 x^2+48 x^3+12 x^4+x^5} \, dx","Int[(40 + 10*x + 20*x^2 - 5*x^3)/(E^x^(-2)*(64*x^2 + 48*x^3 + 12*x^4 + x^5)),x]","\frac{5 e^{-\frac{1}{x^2}} x^3 (x+4)}{x^5+12 x^4+48 x^3+64 x^2}","\frac{5 e^{-\frac{1}{x^2}} x}{(x+4)^2}",1,"(5*x^3*(4 + x))/(E^x^(-2)*(64*x^2 + 48*x^3 + 12*x^4 + x^5))","B",1,1,44,0.02273,1,"{2288}"
7732,1,15,0,0.0297848,"\int \frac{1}{15} e^{\frac{1}{15} \left(-2 x+x^2\right)} (-2+2 x) \, dx","Int[(E^((-2*x + x^2)/15)*(-2 + 2*x))/15,x]","e^{\frac{x^2}{15}-\frac{2 x}{15}}","e^{\frac{1}{15} (x-2) x}",1,"E^((-2*x)/15 + x^2/15)","A",3,3,22,0.1364,1,"{12, 2244, 2236}"
7733,1,10,0,0.0013682,"\int 2 e^4 x^7 \, dx","Int[2*E^4*x^7,x]","\frac{e^4 x^8}{4}","\frac{e^4 x^8}{4}",1,"(E^4*x^8)/4","A",2,2,8,0.2500,1,"{12, 30}"
7734,1,15,0,0.0121444,"\int \frac{6045+1208 x-1209 \log ^2(4)}{-5 x-x^2+x \log ^2(4)} \, dx","Int[(6045 + 1208*x - 1209*Log[4]^2)/(-5*x - x^2 + x*Log[4]^2),x]","\log \left(x+5-\log ^2(4)\right)-1209 \log (x)","\log \left(-x-5+\log ^2(4)\right)-1209 \log (x)",1,"-1209*Log[x] + Log[5 + x - Log[4]^2]","A",3,2,29,0.06897,1,"{6, 631}"
7735,1,21,0,0.2278657,"\int \frac{-375-525 x-119 x^2+2 x^3}{375 x^2+122 x^3-x^4+\left(375 x+125 x^2\right) \log (x)+\left(75 x+25 x^2\right) \log (3+x)} \, dx","Int[(-375 - 525*x - 119*x^2 + 2*x^3)/(375*x^2 + 122*x^3 - x^4 + (375*x + 125*x^2)*Log[x] + (75*x + 25*x^2)*Log[3 + x]),x]","-\log ((125-x) x+125 \log (x)+25 \log (x+3))","-\log \left(-\frac{x^2}{25}+5 (x+\log (x))+\log (x+3)\right)",1,"-Log[(125 - x)*x + 125*Log[x] + 25*Log[3 + x]]","A",2,2,60,0.03333,1,"{6688, 6684}"
7736,1,15,0,0.016047,"\int \frac{-120+11 x-8 x^2}{125+5 x+8 x^2} \, dx","Int[(-120 + 11*x - 8*x^2)/(125 + 5*x + 8*x^2),x]","\log \left(8 x^2+5 x+125\right)-x","\log \left(x+4 x \log \left(e^{2 x/5}\right)+25\right)-x",1,"-x + Log[125 + 5*x + 8*x^2]","A",3,2,23,0.08696,1,"{1657, 628}"
7737,1,32,0,0.9662742,"\int \frac{\exp \left(4+2 \exp \left(x+2 x \left(i \pi +\log \left(-1+e^2\right)\right)+x \left(i \pi +\log \left(-1+e^2\right)\right)^2\right)+x+2 x \left(i \pi +\log \left(-1+e^2\right)\right)+x \left(i \pi +\log \left(-1+e^2\right)\right)^2\right) \left(2+4 \left(i \pi +\log \left(-1+e^2\right)\right)+2 \left(i \pi +\log \left(-1+e^2\right)\right)^2\right)}{-1+\exp \left(4+2 \exp \left(x+2 x \left(i \pi +\log \left(-1+e^2\right)\right)+x \left(i \pi +\log \left(-1+e^2\right)\right)^2\right)\right)} \, dx","Int[(E^(4 + 2*E^(x + 2*x*(I*Pi + Log[-1 + E^2]) + x*(I*Pi + Log[-1 + E^2])^2) + x + 2*x*(I*Pi + Log[-1 + E^2]) + x*(I*Pi + Log[-1 + E^2])^2)*(2 + 4*(I*Pi + Log[-1 + E^2]) + 2*(I*Pi + Log[-1 + E^2])^2))/(-1 + E^(4 + 2*E^(x + 2*x*(I*Pi + Log[-1 + E^2]) + x*(I*Pi + Log[-1 + E^2])^2))),x]","\log \left(1-\exp \left(4+2 e^{-x \left(\pi -i \left(1+\log \left(e^2-1\right)\right)\right)^2}\right)\right)","\log \left(1-e^{4+2 e^{x \left(1+i \pi +\log \left(e^2-1\right)\right)^2}}\right)",1,"Log[1 - E^(4 + 2/E^(x*(Pi - I*(1 + Log[-1 + E^2]))^2))]","A",4,4,151,0.02649,1,"{12, 2282, 2246, 31}"
7738,0,0,0,9.5897668,"\int \frac{\left(512+128 x-512 x^2+128 x^4\right) \log ^7(x)+\left(-640-224 x+1152 x^2-416 x^4\right) \log ^8(x)}{640000 x^{11}+800000 x^{12}-2800000 x^{13}-3100000 x^{14}+6012500 x^{15}+5400625 x^{16}-8112500 x^{17}-5450000 x^{18}+7403125 x^{19}+3450000 x^{20}-4665000 x^{21}-1393750 x^{22}+2025000 x^{23}+350000 x^{24}-593750 x^{25}-50000 x^{26}+112500 x^{27}+3125 x^{28}-12500 x^{29}+625 x^{31}} \, dx","Int[((512 + 128*x - 512*x^2 + 128*x^4)*Log[x]^7 + (-640 - 224*x + 1152*x^2 - 416*x^4)*Log[x]^8)/(640000*x^11 + 800000*x^12 - 2800000*x^13 - 3100000*x^14 + 6012500*x^15 + 5400625*x^16 - 8112500*x^17 - 5450000*x^18 + 7403125*x^19 + 3450000*x^20 - 4665000*x^21 - 1393750*x^22 + 2025000*x^23 + 350000*x^24 - 593750*x^25 - 50000*x^26 + 112500*x^27 + 3125*x^28 - 12500*x^29 + 625*x^31),x]","\int \frac{\left(512+128 x-512 x^2+128 x^4\right) \log ^7(x)+\left(-640-224 x+1152 x^2-416 x^4\right) \log ^8(x)}{640000 x^{11}+800000 x^{12}-2800000 x^{13}-3100000 x^{14}+6012500 x^{15}+5400625 x^{16}-8112500 x^{17}-5450000 x^{18}+7403125 x^{19}+3450000 x^{20}-4665000 x^{21}-1393750 x^{22}+2025000 x^{23}+350000 x^{24}-593750 x^{25}-50000 x^{26}+112500 x^{27}+3125 x^{28}-12500 x^{29}+625 x^{31}} \, dx","\frac{16 \log ^8(x)}{625 x^{10} \left(\left(x^2-2\right)^2+x\right)^4}",1,"(116870431227*Log[x]^8)/16384000000000 + Log[x]^8/(10000*x^10) - Log[x]^8/(10000*x^9) + (37*Log[x]^8)/(80000*x^8) - (17*Log[x]^8)/(32000*x^7) + (3299*Log[x]^8)/(2560000*x^6) - (2047*Log[x]^8)/(1280000*x^5) + (28981*Log[x]^8)/(10240000*x^4) - (74143*Log[x]^8)/(20480000*x^3) + (706721*Log[x]^8)/(131072000*x^2) - (4520791*Log[x]^8)/(655360000*x) + (16*Log[x]^8)/(390625*(1 + x)^4) + (672*Log[x]^8)/(1953125*(1 + x)^3) + (3504*Log[x]^8)/(1953125*(1 + x)^2) - (68608*x*Log[x]^8)/(9765625*(1 + x)) - (3216893*Defer[Int][Log[x]^7/(4 - 3*x - x^2 + x^3)^4, x])/12800000000 + (1908449*Defer[Int][(x*Log[x]^7)/(4 - 3*x - x^2 + x^3)^4, x])/12800000000 - (108397*Defer[Int][(x^2*Log[x]^7)/(4 - 3*x - x^2 + x^3)^4, x])/12800000000 - (50053763*Defer[Int][Log[x]^7/(4 - 3*x - x^2 + x^3)^3, x])/256000000000 + (19088719*Defer[Int][(x*Log[x]^7)/(4 - 3*x - x^2 + x^3)^3, x])/256000000000 - (18513767*Defer[Int][(x^2*Log[x]^7)/(4 - 3*x - x^2 + x^3)^3, x])/256000000000 + (403919387*Defer[Int][Log[x]^7/(4 - 3*x - x^2 + x^3)^2, x])/512000000000 - (10150667*Defer[Int][(x*Log[x]^7)/(4 - 3*x - x^2 + x^3)^2, x])/102400000000 - (204251131*Defer[Int][(x^2*Log[x]^7)/(4 - 3*x - x^2 + x^3)^2, x])/512000000000 + (23762938581*Defer[Int][Log[x]^7/(4 - 3*x - x^2 + x^3), x])/10240000000000 - (1600204193*Defer[Int][(x*Log[x]^7)/(4 - 3*x - x^2 + x^3), x])/10240000000000 - (8826538471*Defer[Int][(x^2*Log[x]^7)/(4 - 3*x - x^2 + x^3), x])/10240000000000 - (8501009*Defer[Int][Log[x]^8/(4 - 3*x - x^2 + x^3)^5, x])/6400000000 + (9580037*Defer[Int][(x*Log[x]^8)/(4 - 3*x - x^2 + x^3)^5, x])/6400000000 - (2589761*Defer[Int][(x^2*Log[x]^8)/(4 - 3*x - x^2 + x^3)^5, x])/6400000000 - (314035551*Defer[Int][Log[x]^8/(4 - 3*x - x^2 + x^3)^4, x])/256000000000 + (248443403*Defer[Int][(x*Log[x]^8)/(4 - 3*x - x^2 + x^3)^4, x])/256000000000 - (42784119*Defer[Int][(x^2*Log[x]^8)/(4 - 3*x - x^2 + x^3)^4, x])/256000000000 - (34305931*Defer[Int][Log[x]^8/(4 - 3*x - x^2 + x^3)^3, x])/204800000000 + (256946579*Defer[Int][(x*Log[x]^8)/(4 - 3*x - x^2 + x^3)^3, x])/1024000000000 - (173032851*Defer[Int][(x^2*Log[x]^8)/(4 - 3*x - x^2 + x^3)^3, x])/1024000000000 + (6304985049*Defer[Int][Log[x]^8/(4 - 3*x - x^2 + x^3)^2, x])/10240000000000 + (662749603*Defer[Int][(x*Log[x]^8)/(4 - 3*x - x^2 + x^3)^2, x])/10240000000000 - (2244939789*Defer[Int][(x^2*Log[x]^8)/(4 - 3*x - x^2 + x^3)^2, x])/10240000000000 + (1982512041*Defer[Int][Log[x]^8/(4 - 3*x - x^2 + x^3), x])/10240000000000 + (1303342833*Defer[Int][(x*Log[x]^8)/(4 - 3*x - x^2 + x^3), x])/10240000000000","F",0,0,0,0,-1,"{}"
7739,1,19,0,0.0080935,"\int \frac{-1+\left(6+2 x-3 x^2\right) \log (5)}{\log (5)} \, dx","Int[(-1 + (6 + 2*x - 3*x^2)*Log[5])/Log[5],x]","-x^3+x^2+6 x-\frac{x}{\log (5)}","-x^3+2 x+(x+2)^2-\frac{x}{\log (5)}-1",1,"6*x + x^2 - x^3 - x/Log[5]","A",3,1,20,0.05000,1,"{12}"
7740,0,0,0,2.1335402,"\int \frac{-5 e^7+e^6 \left(-5 e^4+20 e^2 x\right)+e^6 \left(20 e^2 x+10 e^4 x\right) \log (x)+\left(-e^4 x+e^3 \left(-2 e^4 x+8 e^2 x^2\right)+e^6 \left(4 e^4 x+8 e^2 x^2-16 x^3\right)\right) \log ^2(x)+\left(2 e^7 x^2+e^6 \left(2 e^4 x^2-8 e^2 x^3\right)\right) \log ^3(x)-e^{10} x^3 \log ^4(x)}{\left(e^4 x+e^3 \left(2 e^4 x-8 e^2 x^2\right)+e^6 \left(e^4 x-8 e^2 x^2+16 x^3\right)\right) \log ^2(x)+\left(-2 e^7 x^2+e^6 \left(-2 e^4 x^2+8 e^2 x^3\right)\right) \log ^3(x)+e^{10} x^3 \log ^4(x)} \, dx","Int[(-5*E^7 + E^6*(-5*E^4 + 20*E^2*x) + E^6*(20*E^2*x + 10*E^4*x)*Log[x] + (-(E^4*x) + E^3*(-2*E^4*x + 8*E^2*x^2) + E^6*(4*E^4*x + 8*E^2*x^2 - 16*x^3))*Log[x]^2 + (2*E^7*x^2 + E^6*(2*E^4*x^2 - 8*E^2*x^3))*Log[x]^3 - E^10*x^3*Log[x]^4)/((E^4*x + E^3*(2*E^4*x - 8*E^2*x^2) + E^6*(E^4*x - 8*E^2*x^2 + 16*x^3))*Log[x]^2 + (-2*E^7*x^2 + E^6*(-2*E^4*x^2 + 8*E^2*x^3))*Log[x]^3 + E^10*x^3*Log[x]^4),x]","\int \frac{-5 e^7+e^6 \left(-5 e^4+20 e^2 x\right)+e^6 \left(20 e^2 x+10 e^4 x\right) \log (x)+\left(-e^4 x+e^3 \left(-2 e^4 x+8 e^2 x^2\right)+e^6 \left(4 e^4 x+8 e^2 x^2-16 x^3\right)\right) \log ^2(x)+\left(2 e^7 x^2+e^6 \left(2 e^4 x^2-8 e^2 x^3\right)\right) \log ^3(x)-e^{10} x^3 \log ^4(x)}{\left(e^4 x+e^3 \left(2 e^4 x-8 e^2 x^2\right)+e^6 \left(e^4 x-8 e^2 x^2+16 x^3\right)\right) \log ^2(x)+\left(-2 e^7 x^2+e^6 \left(-2 e^4 x^2+8 e^2 x^3\right)\right) \log ^3(x)+e^{10} x^3 \log ^4(x)} \, dx","\frac{5}{\log (x) \left(-x \left(\log (x)+\frac{4}{e^2}\right)+\frac{1}{e^3}+1\right)}-x",1,"-x + 5*E^3*Defer[Int][1/(x*(-1 - E^3 + 4*E*x)*Log[x]^2), x] + 20*E^4*Defer[Int][1/((1 + E^3 - 4*E*x)^2*Log[x]), x] - (5*E^8*Defer[Int][(-1 - E^3 + 4*E*x + E^3*x*Log[x])^(-2), x])/4 + (5*E^6*(4 + E^2 + 4*E^3 + E^5)*Defer[Int][1/((1 + E^3 - 4*E*x)*(-1 - E^3 + 4*E*x + E^3*x*Log[x])^2), x])/4 - 5*E^6*(1 + E^3)*Defer[Int][1/((1 + E^3 - 4*E*x)^2*(-1 - E^3 + 4*E*x + E^3*x*Log[x])), x] + 5*E^6*Defer[Int][1/((1 + E^3 - 4*E*x)*(-1 - E^3 + 4*E*x + E^3*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
7741,0,0,0,3.2184017,"\int \frac{\exp \left(\frac{1}{5} \left(-12+e^{e^3} (-3-5 x)-5 x+25 x^2+(-3-5 x) \log (x)\right)\right) \left(-3-10 x-5 e^{e^3} x+50 x^2-5 x \log (x)\right)}{5 x} \, dx","Int[(E^((-12 + E^E^3*(-3 - 5*x) - 5*x + 25*x^2 + (-3 - 5*x)*Log[x])/5)*(-3 - 10*x - 5*E^E^3*x + 50*x^2 - 5*x*Log[x]))/(5*x),x]","\int \frac{\exp \left(\frac{1}{5} \left(-12+e^{e^3} (-3-5 x)-5 x+25 x^2+(-3-5 x) \log (x)\right)\right) \left(-3-10 x-5 e^{e^3} x+50 x^2-5 x \log (x)\right)}{5 x} \, dx","\exp \left(\left(x+\frac{3}{5}\right) \left(-4 (1-x)+x-\log (x)-e^{e^3}\right)\right)",1,"-((2 + E^E^3)*Defer[Int][E^(((3 + 5*x)*(-4*(1 + E^E^3/4) + 5*x - Log[x]))/5), x]) - (3*Defer[Int][E^(((3 + 5*x)*(-4*(1 + E^E^3/4) + 5*x - Log[x]))/5)/x, x])/5 + 10*Defer[Int][E^(((3 + 5*x)*(-4*(1 + E^E^3/4) + 5*x - Log[x]))/5)*x, x] - Defer[Int][E^(((3 + 5*x)*(-4*(1 + E^E^3/4) + 5*x - Log[x]))/5)*Log[x], x]","F",0,0,0,0,-1,"{}"
7742,0,0,0,0.7757065,"\int \frac{e^{\frac{x-x^3 \log (x)}{\log ^2(x)}} \left(2+\left(-1-x^2\right) \log (x)+3 x^2 \log ^2(x)\right)}{\log ^3(x)} \, dx","Int[(E^((x - x^3*Log[x])/Log[x]^2)*(2 + (-1 - x^2)*Log[x] + 3*x^2*Log[x]^2))/Log[x]^3,x]","\int \frac{e^{\frac{x-x^3 \log (x)}{\log ^2(x)}} \left(2+\left(-1-x^2\right) \log (x)+3 x^2 \log ^2(x)\right)}{\log ^3(x)} \, dx","-e^{\frac{\frac{x}{\log (x)}-x^3}{\log (x)}}+9+e^{4-e^4}",1,"2*Defer[Int][E^((x - x^3*Log[x])/Log[x]^2)/Log[x]^3, x] - Defer[Int][E^((x - x^3*Log[x])/Log[x]^2)/Log[x]^2, x] - Defer[Int][(E^((x - x^3*Log[x])/Log[x]^2)*x^2)/Log[x]^2, x] + 3*Defer[Int][(E^((x - x^3*Log[x])/Log[x]^2)*x^2)/Log[x], x]","F",0,0,0,0,-1,"{}"
7743,1,69,0,0.0713095,"\int \frac{-6000+1000 x+(-2200+200 x) \log (x)-200 \log ^2(x)}{3 x^3} \, dx","Int[(-6000 + 1000*x + (-2200 + 200*x)*Log[x] - 200*Log[x]^2)/(3*x^3),x]","\frac{250 (6-x)^2}{9 x^2}+\frac{200}{x^2}+\frac{100 \log ^2(x)}{3 x^2}+\frac{100 (11-x)^2 \log (x)}{33 x^2}+\frac{100 \log (x)}{3 x^2}-\frac{200}{3 x}-\frac{100 \log (x)}{33}","\frac{100 (-x+\log (x)+6)^2}{3 x^2}",1,"200/x^2 + (250*(6 - x)^2)/(9*x^2) - 200/(3*x) - (100*Log[x])/33 + (100*Log[x])/(3*x^2) + (100*(11 - x)^2*Log[x])/(33*x^2) + (100*Log[x]^2)/(3*x^2)","B",10,7,26,0.2692,1,"{12, 14, 37, 2334, 43, 2305, 2304}"
7744,0,0,0,2.7803401,"\int \exp \left(1-e^x+e^{1-e^x+x+x \log \left(2 e^{2 x} x^2\right)}+x+x \log \left(2 e^{2 x} x^2\right)\right) \left(3-e^x+2 x+\log \left(2 e^{2 x} x^2\right)\right) \, dx","Int[E^(1 - E^x + E^(1 - E^x + x + x*Log[2*E^(2*x)*x^2]) + x + x*Log[2*E^(2*x)*x^2])*(3 - E^x + 2*x + Log[2*E^(2*x)*x^2]),x]","\int \exp \left(1-e^x+e^{1-e^x+x+x \log \left(2 e^{2 x} x^2\right)}+x+x \log \left(2 e^{2 x} x^2\right)\right) \left(3-e^x+2 x+\log \left(2 e^{2 x} x^2\right)\right) \, dx","e^{e^{x \log \left(2 e^{2 x} x^2\right)+x-e^x+1}}",1,"3*Defer[Int][E^(1 - E^x + E^(1 - E^x + x + x*Log[2*E^(2*x)*x^2]) + x + x*Log[2*E^(2*x)*x^2]), x] - Defer[Int][E^(1 - E^x + E^(1 - E^x + x + x*Log[2*E^(2*x)*x^2]) + 2*x + x*Log[2*E^(2*x)*x^2]), x] + 2*Defer[Int][E^(1 - E^x + E^(1 - E^x + x + x*Log[2*E^(2*x)*x^2]) + x + x*Log[2*E^(2*x)*x^2])*x, x] + Defer[Int][E^(1 - E^x + E^(1 - E^x + x + x*Log[2*E^(2*x)*x^2]) + x + x*Log[2*E^(2*x)*x^2])*Log[2*E^(2*x)*x^2], x]","F",0,0,0,0,-1,"{}"
7745,0,0,0,1.1315637,"\int \frac{\frac{e^{17} (1+x)}{x}+\frac{e (-1-x) (2+2 x)^5}{x}+(5 e-25 x) (2+2 x)^5 \log \left(5-\frac{e}{x}\right) \log \left(\log \left(5-\frac{e}{x}\right)\right)}{\left(-5 x-5 x^2+\frac{e \left(x+x^2\right)}{x}\right) \log \left(5-\frac{e}{x}\right)} \, dx","Int[((E^17*(1 + x))/x + (E*(-1 - x)*(2 + 2*x)^5)/x + (5*E - 25*x)*(2 + 2*x)^5*Log[5 - E/x]*Log[Log[5 - E/x]])/((-5*x - 5*x^2 + (E*(x + x^2))/x)*Log[5 - E/x]),x]","\int \frac{\frac{e^{17} (1+x)}{x}+\frac{e (-1-x) (2+2 x)^5}{x}+(5 e-25 x) (2+2 x)^5 \log \left(5-\frac{e}{x}\right) \log \left(\log \left(5-\frac{e}{x}\right)\right)}{\left(-5 x-5 x^2+\frac{e \left(x+x^2\right)}{x}\right) \log \left(5-\frac{e}{x}\right)} \, dx","\left((2 x+2)^5-e^{16}\right) \log \left(\log \left(5-\frac{e}{x}\right)\right)",1,"E*Defer[Int][(-32*(1 - E^16/32) - 160*x - 320*x^2 - 320*x^3 - 160*x^4 - 32*x^5)/((E - 5*x)*x*Log[(-E + 5*x)/x]), x] + 160*Defer[Int][Log[Log[5 - E/x]], x] + 640*Defer[Int][x*Log[Log[5 - E/x]], x] + 960*Defer[Int][x^2*Log[Log[5 - E/x]], x] + 640*Defer[Int][x^3*Log[Log[5 - E/x]], x] + 160*Defer[Int][x^4*Log[Log[5 - E/x]], x]","F",0,0,0,0,-1,"{}"
7746,1,26,0,0.629912,"\int \frac{-13 e^{x/2}-52 e^{x^2} x+\left(-78+26 e^{x/2}+26 e^{x^2}\right) \log \left(-3+e^{x/2}+e^{x^2}\right)}{\left(-36 x^2+12 e^{x/2} x^2+12 e^{x^2} x^2\right) \log \left(-3+e^{x/2}+e^{x^2}\right)+\left(72 x-24 e^{x/2} x-24 e^{x^2} x\right) \log \left(-3+e^{x/2}+e^{x^2}\right) \log \left(\log \left(-3+e^{x/2}+e^{x^2}\right)\right)+\left(-36+12 e^{x/2}+12 e^{x^2}\right) \log \left(-3+e^{x/2}+e^{x^2}\right) \log ^2\left(\log \left(-3+e^{x/2}+e^{x^2}\right)\right)} \, dx","Int[(-13*E^(x/2) - 52*E^x^2*x + (-78 + 26*E^(x/2) + 26*E^x^2)*Log[-3 + E^(x/2) + E^x^2])/((-36*x^2 + 12*E^(x/2)*x^2 + 12*E^x^2*x^2)*Log[-3 + E^(x/2) + E^x^2] + (72*x - 24*E^(x/2)*x - 24*E^x^2*x)*Log[-3 + E^(x/2) + E^x^2]*Log[Log[-3 + E^(x/2) + E^x^2]] + (-36 + 12*E^(x/2) + 12*E^x^2)*Log[-3 + E^(x/2) + E^x^2]*Log[Log[-3 + E^(x/2) + E^x^2]]^2),x]","-\frac{13}{6 \left(x-\log \left(\log \left(e^{x^2}+e^{x/2}-3\right)\right)\right)}","\frac{13}{6 \left(\log \left(\log \left(e^{x^2}+e^{x/2}-3\right)\right)-x\right)}",1,"-13/(6*(x - Log[Log[-3 + E^(x/2) + E^x^2]]))","A",3,3,206,0.01456,1,"{6688, 12, 6686}"
7747,1,155,0,0.6383586,"\int \frac{e^{2 x} \left(843780+226968 x-30576 x^2-5880 x^3+588 x^4\right)+e^{4 x} \left(7031500+4302200 x+198520 x^2-257736 x^3-17616 x^4+7080 x^5+136 x^6-88 x^7+4 x^8\right)}{2401} \, dx","Int[(E^(2*x)*(843780 + 226968*x - 30576*x^2 - 5880*x^3 + 588*x^4) + E^(4*x)*(7031500 + 4302200*x + 198520*x^2 - 257736*x^3 - 17616*x^4 + 7080*x^5 + 136*x^6 - 88*x^7 + 4*x^8))/2401,x]","\frac{e^{4 x} x^8}{2401}-\frac{24 e^{4 x} x^7}{2401}+\frac{76 e^{4 x} x^6}{2401}+\frac{1656 e^{4 x} x^5}{2401}+\frac{6}{49} e^{2 x} x^4-\frac{6474 e^{4 x} x^4}{2401}-\frac{72}{49} e^{2 x} x^3-\frac{8280}{343} e^{4 x} x^3-\frac{204}{49} e^{2 x} x^2+\frac{1900}{49} e^{4 x} x^2+\frac{360}{7} e^{2 x} x+\frac{3000}{7} e^{4 x} x+150 e^{2 x}+625 e^{4 x}","\left(e^{2 x} \left(\frac{1}{7} \left(-x^2-x\right)+x+5\right)^2+3\right)^2",1,"150*E^(2*x) + 625*E^(4*x) + (360*E^(2*x)*x)/7 + (3000*E^(4*x)*x)/7 - (204*E^(2*x)*x^2)/49 + (1900*E^(4*x)*x^2)/49 - (72*E^(2*x)*x^3)/49 - (8280*E^(4*x)*x^3)/343 + (6*E^(2*x)*x^4)/49 - (6474*E^(4*x)*x^4)/2401 + (1656*E^(4*x)*x^5)/2401 + (76*E^(4*x)*x^6)/2401 - (24*E^(4*x)*x^7)/2401 + (E^(4*x)*x^8)/2401","B",66,4,77,0.05195,1,"{12, 2196, 2194, 2176}"
7748,1,89,0,0.8543066,"\int \frac{-512+500 x-78 x^2-4 x^3+e^2 \left(4 x^3-x^4\right) \log (4)+\left(32-32 x+6 x^2\right) \log (4-x)}{e^2 \left(-16 x^3+20 x^4-8 x^5+x^6\right)} \, dx","Int[(-512 + 500*x - 78*x^2 - 4*x^3 + E^2*(4*x^3 - x^4)*Log[4] + (32 - 32*x + 6*x^2)*Log[4 - x])/(E^2*(-16*x^3 + 20*x^4 - 8*x^5 + x^6)),x]","-\frac{16}{e^2 x^2}+\frac{\log (4-x)}{e^2 x^2}-\frac{9}{e^2 (2-x)}-\frac{9}{e^2 x}+\frac{\log (4-x)}{2 e^2 (2-x)}+\frac{\log (4-x)}{2 e^2 x}-\frac{\log (4)}{2-x}","\frac{\frac{2 (x-\log (4-x)+16)}{e^2 x^2}+\log (4)}{x-2}",1,"-9/(E^2*(2 - x)) - 16/(E^2*x^2) - 9/(E^2*x) - Log[4]/(2 - x) + Log[4 - x]/(2*E^2*(2 - x)) + Log[4 - x]/(E^2*x^2) + Log[4 - x]/(2*E^2*x)","B",25,11,74,0.1486,1,"{12, 6741, 6742, 44, 88, 72, 2418, 2395, 36, 31, 29}"
7749,0,0,0,5.5393495,"\int \frac{x^2+e^{e^{\frac{1}{x}+x}+\frac{1}{x}+x} \left(-1+x^2\right)+\left(-3 e^{e^{\frac{1}{x}+x}} x-3 x^2\right) \log \left(2 e^{e^{\frac{1}{x}+x}}+2 x\right)}{\left(e^{e^{\frac{1}{x}+x}} x^2+x^3\right) \log \left(2 e^{e^{\frac{1}{x}+x}}+2 x\right)} \, dx","Int[(x^2 + E^(E^(x^(-1) + x) + x^(-1) + x)*(-1 + x^2) + (-3*E^E^(x^(-1) + x)*x - 3*x^2)*Log[2*E^E^(x^(-1) + x) + 2*x])/((E^E^(x^(-1) + x)*x^2 + x^3)*Log[2*E^E^(x^(-1) + x) + 2*x]),x]","\int \frac{x^2+e^{e^{\frac{1}{x}+x}+\frac{1}{x}+x} \left(-1+x^2\right)+\left(-3 e^{e^{\frac{1}{x}+x}} x-3 x^2\right) \log \left(2 e^{e^{\frac{1}{x}+x}}+2 x\right)}{\left(e^{e^{\frac{1}{x}+x}} x^2+x^3\right) \log \left(2 e^{e^{\frac{1}{x}+x}}+2 x\right)} \, dx","-3 \log (x)+\log \left(\log \left(2 \left(x+e^{e^{x+\frac{1}{x}}}\right)\right)\right)+3",1,"-3*Log[x] + Defer[Int][1/((E^E^(x^(-1) + x) + x)*Log[2*(E^E^(x^(-1) + x) + x)]), x] + Defer[Int][E^(E^(x^(-1) + x) + x^(-1) + x)/((E^E^(x^(-1) + x) + x)*Log[2*(E^E^(x^(-1) + x) + x)]), x] - Defer[Int][E^(E^(x^(-1) + x) + x^(-1) + x)/(x^2*(E^E^(x^(-1) + x) + x)*Log[2*(E^E^(x^(-1) + x) + x)]), x]","F",0,0,0,0,-1,"{}"
7750,1,16,0,0.0133006,"\int \frac{256+512 x+192 x^2}{1+256 x+256 x^2+64 x^3} \, dx","Int[(256 + 512*x + 192*x^2)/(1 + 256*x + 256*x^2 + 64*x^3),x]","\log \left(64 x^3+256 x^2+256 x+1\right)","\log \left(256 x (x+2)^2+4\right)",1,"Log[1 + 256*x + 256*x^2 + 64*x^3]","A",1,1,28,0.03571,1,"{1587}"
7751,1,29,0,0.5204868,"\int \frac{e^{-4 x} \left(e^{4 e^4} (256-1024 x)+e^{4 e^4} (192-1024 x) \log (x)+e^{4 e^4} (48-384 x) \log ^2(x)+e^{4 e^4} (4-64 x) \log ^3(x)-4 e^{4 e^4} x \log ^4(x)\right)}{x} \, dx","Int[(E^(4*E^4)*(256 - 1024*x) + E^(4*E^4)*(192 - 1024*x)*Log[x] + E^(4*E^4)*(48 - 384*x)*Log[x]^2 + E^(4*E^4)*(4 - 64*x)*Log[x]^3 - 4*E^(4*E^4)*x*Log[x]^4)/(E^(4*x)*x),x]","\frac{e^{4 e^4-4 x} (\log (x)+4)^3 (4 x+x \log (x))}{x}","e^{4 e^4-4 x} (\log (x)+4)^4",1,"(E^(4*E^4 - 4*x)*(4 + Log[x])^3*(4*x + x*Log[x]))/x","A",3,3,86,0.03488,1,"{6688, 12, 2288}"
7752,1,20,0,0.114752,"\int \frac{2-156 x+122 x^2-8 x^3+1352 x^4-208 x^5+8 x^6}{1+52 x^2-4 x^3+676 x^4-104 x^5+4 x^6} \, dx","Int[(2 - 156*x + 122*x^2 - 8*x^3 + 1352*x^4 - 208*x^5 + 8*x^6)/(1 + 52*x^2 - 4*x^3 + 676*x^4 - 104*x^5 + 4*x^6),x]","\frac{3}{-2 x^3+26 x^2+1}+2 x","\frac{3}{(25-2 x) x^2+x^2+1}+2 x+\log (2)",1,"2*x + 3/(1 + 26*x^2 - 2*x^3)","A",3,2,60,0.03333,1,"{2074, 1588}"
7753,1,17,0,0.2455261,"\int \frac{1+8 x^5+4 x^6+(-1+2 x) \log (x)}{2 x^6+x \log (x)} \, dx","Int[(1 + 8*x^5 + 4*x^6 + (-1 + 2*x)*Log[x])/(2*x^6 + x*Log[x]),x]","\log \left(2 x^5+\log (x)\right)+2 x-\log (x)","\log \left(x^4+\frac{\log (x)}{2 x}\right)+2 (x-25)",1,"2*x - Log[x] + Log[2*x^5 + Log[x]]","A",6,4,33,0.1212,1,"{2561, 6742, 43, 6684}"
7754,0,0,0,20.748712,"\int \frac{512 x^2-128 x^3+\left(1536 x^2-128 x^3\right) \log (x)+\frac{e^{5-x} \left(32 x^2+\left(160 x^2+64 x^3\right) \log (x)\right)}{x}}{4096+\frac{e^{15-3 x}}{x^3}+\frac{e^{10-2 x} (48-12 x)}{x^2}-3072 x+768 x^2-64 x^3+\frac{e^{5-x} \left(768-384 x+48 x^2\right)}{x}} \, dx","Int[(512*x^2 - 128*x^3 + (1536*x^2 - 128*x^3)*Log[x] + (E^(5 - x)*(32*x^2 + (160*x^2 + 64*x^3)*Log[x]))/x)/(4096 + E^(15 - 3*x)/x^3 + (E^(10 - 2*x)*(48 - 12*x))/x^2 - 3072*x + 768*x^2 - 64*x^3 + (E^(5 - x)*(768 - 384*x + 48*x^2))/x),x]","\int \frac{512 x^2-128 x^3+\left(1536 x^2-128 x^3\right) \log (x)+\frac{e^{5-x} \left(32 x^2+\left(160 x^2+64 x^3\right) \log (x)\right)}{x}}{4096+\frac{e^{15-3 x}}{x^3}+\frac{e^{10-2 x} (48-12 x)}{x^2}-3072 x+768 x^2-64 x^3+\frac{e^{5-x} \left(768-384 x+48 x^2\right)}{x}} \, dx","\frac{2 x^3 \log (x)}{\left(-x+\frac{e^{5-x}}{4 x}+4\right)^2}",1,"-65536*Log[x]*Defer[Int][E^(2*x)/((-4 + x)*(E^5 - 4*E^x*(-4 + x)*x)^2), x] - 4096*Log[x]*Defer[Int][(E^(2*x)*x)/(E^5 - 4*E^x*(-4 + x)*x)^2, x] - 1024*Log[x]*Defer[Int][(E^(2*x)*x^2)/(E^5 - 4*E^x*(-4 + x)*x)^2, x] - 256*Log[x]*Defer[Int][(E^(2*x)*x^3)/(E^5 - 4*E^x*(-4 + x)*x)^2, x] + 32*Defer[Int][(E^(2*x)*x^4)/(E^5 - 4*E^x*(-4 + x)*x)^2, x] + 32*Log[x]*Defer[Int][(E^(2*x)*x^4)/(E^5 - 4*E^x*(-4 + x)*x)^2, x] + 16384*Log[x]*Defer[Int][E^(5 + 2*x)/(E^5 + 16*E^x*x - 4*E^x*x^2)^3, x] - 16384*Log[x]*Defer[Int][E^(2*x)/(E^5 + 16*E^x*x - 4*E^x*x^2)^2, x] - 65536*Log[x]*Defer[Int][E^(5 + 2*x)/((-4 + x)*(-E^5 - 16*E^x*x + 4*E^x*x^2)^3), x] - 4096*Log[x]*Defer[Int][(E^(5 + 2*x)*x)/(-E^5 - 16*E^x*x + 4*E^x*x^2)^3, x] - 1024*Log[x]*Defer[Int][(E^(5 + 2*x)*x^2)/(-E^5 - 16*E^x*x + 4*E^x*x^2)^3, x] - 256*Log[x]*Defer[Int][(E^(5 + 2*x)*x^3)/(-E^5 - 16*E^x*x + 4*E^x*x^2)^3, x] - 128*Log[x]*Defer[Int][(E^(5 + 2*x)*x^4)/(-E^5 - 16*E^x*x + 4*E^x*x^2)^3, x] - 64*Log[x]*Defer[Int][(E^(5 + 2*x)*x^5)/(-E^5 - 16*E^x*x + 4*E^x*x^2)^3, x] - 16384*Defer[Int][Defer[Int][E^(5 + 2*x)/(E^5 - 4*E^x*(-4 + x)*x)^3, x]/x, x] + 4096*Defer[Int][Defer[Int][-((E^(5 + 2*x)*x)/(E^5 - 4*E^x*(-4 + x)*x)^3), x]/x, x] + 1024*Defer[Int][Defer[Int][-((E^(5 + 2*x)*x^2)/(E^5 - 4*E^x*(-4 + x)*x)^3), x]/x, x] + 256*Defer[Int][Defer[Int][-((E^(5 + 2*x)*x^3)/(E^5 - 4*E^x*(-4 + x)*x)^3), x]/x, x] + 128*Defer[Int][Defer[Int][-((E^(5 + 2*x)*x^4)/(E^5 - 4*E^x*(-4 + x)*x)^3), x]/x, x] + 64*Defer[Int][Defer[Int][-((E^(5 + 2*x)*x^5)/(E^5 - 4*E^x*(-4 + x)*x)^3), x]/x, x] + 16384*Defer[Int][Defer[Int][E^(2*x)/(E^5 - 4*E^x*(-4 + x)*x)^2, x]/x, x] + 65536*Defer[Int][Defer[Int][E^(2*x)/((-4 + x)*(E^5 - 4*E^x*(-4 + x)*x)^2), x]/x, x] + 4096*Defer[Int][Defer[Int][(E^(2*x)*x)/(E^5 - 4*E^x*(-4 + x)*x)^2, x]/x, x] + 1024*Defer[Int][Defer[Int][(E^(2*x)*x^2)/(E^5 - 4*E^x*(-4 + x)*x)^2, x]/x, x] + 256*Defer[Int][Defer[Int][(E^(2*x)*x^3)/(E^5 - 4*E^x*(-4 + x)*x)^2, x]/x, x] - 32*Defer[Int][Defer[Int][(E^(2*x)*x^4)/(E^5 - 4*E^x*(-4 + x)*x)^2, x]/x, x] + 65536*Defer[Int][Defer[Int][E^(5 + 2*x)/((-4 + x)*(-E^5 + 4*E^x*(-4 + x)*x)^3), x]/x, x]","F",0,0,0,0,-1,"{}"
7755,0,0,0,96.4152175,"\int \frac{-6 x+2 x^3+e^{10} \left(-6 x+2 x^3\right)+e^5 \left(-12 x+4 x^3\right)+e^{2-2 x} \left(-6 x+6 x^2+2 x^3-2 x^4\right)+e^{1-x} \left(-12 x+6 x^2+4 x^3-2 x^4+e^5 \left(-12 x+6 x^2+4 x^3-2 x^4\right)\right)+\left(2 x+2 x^3+4 e^5 x^3+2 e^{10} x^3+2 e^{2-2 x} x^3+e^{1-x} \left(4 x^3+4 e^5 x^3\right)\right) \log \left(1+x^2+2 e^5 x^2+e^{10} x^2+e^{2-2 x} x^2+e^{1-x} \left(2 x^2+2 e^5 x^2\right)\right)}{1+x^2+2 e^5 x^2+e^{10} x^2+e^{2-2 x} x^2+e^{1-x} \left(2 x^2+2 e^5 x^2\right)} \, dx","Int[(-6*x + 2*x^3 + E^10*(-6*x + 2*x^3) + E^5*(-12*x + 4*x^3) + E^(2 - 2*x)*(-6*x + 6*x^2 + 2*x^3 - 2*x^4) + E^(1 - x)*(-12*x + 6*x^2 + 4*x^3 - 2*x^4 + E^5*(-12*x + 6*x^2 + 4*x^3 - 2*x^4)) + (2*x + 2*x^3 + 4*E^5*x^3 + 2*E^10*x^3 + 2*E^(2 - 2*x)*x^3 + E^(1 - x)*(4*x^3 + 4*E^5*x^3))*Log[1 + x^2 + 2*E^5*x^2 + E^10*x^2 + E^(2 - 2*x)*x^2 + E^(1 - x)*(2*x^2 + 2*E^5*x^2)])/(1 + x^2 + 2*E^5*x^2 + E^10*x^2 + E^(2 - 2*x)*x^2 + E^(1 - x)*(2*x^2 + 2*E^5*x^2)),x]","\int \frac{-6 x+2 x^3+e^{10} \left(-6 x+2 x^3\right)+e^5 \left(-12 x+4 x^3\right)+e^{2-2 x} \left(-6 x+6 x^2+2 x^3-2 x^4\right)+e^{1-x} \left(-12 x+6 x^2+4 x^3-2 x^4+e^5 \left(-12 x+6 x^2+4 x^3-2 x^4\right)\right)+\left(2 x+2 x^3+4 e^5 x^3+2 e^{10} x^3+2 e^{2-2 x} x^3+e^{1-x} \left(4 x^3+4 e^5 x^3\right)\right) \log \left(1+x^2+2 e^5 x^2+e^{10} x^2+e^{2-2 x} x^2+e^{1-x} \left(2 x^2+2 e^5 x^2\right)\right)}{1+x^2+2 e^5 x^2+e^{10} x^2+e^{2-2 x} x^2+e^{1-x} \left(2 x^2+2 e^5 x^2\right)} \, dx","\left(x^2-3\right) \log \left(\left(e^{1-x}+1+e^5\right)^2 x^2+1\right)",1,"Log[1 + (1 + E^5)^2*x^2]/(1 + E^5)^2 - ((4 + 6*E^5 + 3*E^10)*Log[1 + (1 + E^5)^2*x^2])/(1 + E^5)^2 + x^2*Log[1 + ((E + E^x + E^(5 + x))^2*x^2)/E^(2*x)] - (E*Defer[Int][1/((I + (1 + E^5)*x)*(E^x + I*E*x + I*E^x*(1 + E^5)*x)), x])/(1 + E^5)^2 + (E*(4 + 6*E^5 + 3*E^10)*Defer[Int][1/((I + (1 + E^5)*x)*(E^x + I*E*x + I*E^x*(1 + E^5)*x)), x])/(1 + E^5)^2 - (2*E*Defer[Int][E^(-1 + x)/((I + (1 + E^5)*x)*(E^x + I*E*x + I*E^x*(1 + E^5)*x)), x])/(1 + E^5) + (2*E*(4 + 6*E^5 + 3*E^10)*Defer[Int][E^(-1 + x)/((I + (1 + E^5)*x)*(E^x + I*E*x + I*E^x*(1 + E^5)*x)), x])/(1 + E^5) + (E*Defer[Int][1/((1 + I*(1 + E^5)*x)*(I*E^x + E*x + E^x*(1 + E^5)*x)), x])/(1 + E^5)^2 - (E*(4 + 6*E^5 + 3*E^10)*Defer[Int][1/((1 + I*(1 + E^5)*x)*(I*E^x + E*x + E^x*(1 + E^5)*x)), x])/(1 + E^5)^2 + (2*E*Defer[Int][E^(-1 + x)/((1 + I*(1 + E^5)*x)*(I*E^x + E*x + E^x*(1 + E^5)*x)), x])/(1 + E^5) - (2*E*(4 + 6*E^5 + 3*E^10)*Defer[Int][E^(-1 + x)/((1 + I*(1 + E^5)*x)*(I*E^x + E*x + E^x*(1 + E^5)*x)), x])/(1 + E^5) - (2*E^2*Defer[Int][(-E^(2*x) - E^2*x^2 - 2*E^(1 + x)*(1 + E^5)*x^2 - E^(2*x)*(1 + E^5*(2 + E^5))*x^2)^(-1), x])/(1 + E^5)^4 + (2*E^2*(4 + 6*E^5 + 3*E^10)*Defer[Int][(-E^(2*x) - E^2*x^2 - 2*E^(1 + x)*(1 + E^5)*x^2 - E^(2*x)*(1 + E^5*(2 + E^5))*x^2)^(-1), x])/(1 + E^5)^4 - (2*E*Defer[Int][E^x/(-E^(2*x) - E^2*x^2 - 2*E^(1 + x)*(1 + E^5)*x^2 - E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^3 + (2*E*(4 + 6*E^5 + 3*E^10)*Defer[Int][E^x/(-E^(2*x) - E^2*x^2 - 2*E^(1 + x)*(1 + E^5)*x^2 - E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^3 - (2*E^2*Defer[Int][(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2)^(-1), x])/(1 + E^5)^4 + (2*E^2*(4 + 6*E^5 + 3*E^10)*Defer[Int][(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2)^(-1), x])/(1 + E^5)^4 - (2*E*Defer[Int][E^x/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^3 + (2*E*(4 + 6*E^5 + 3*E^10)*Defer[Int][E^x/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^3 - (2*E^2*Defer[Int][x^2/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^2 + (2*E^2*(4 + 6*E^5 + 3*E^10)*Defer[Int][x^2/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)^2 - (2*E*Defer[Int][(E^x*x^2)/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5) + (2*E*(4 + 6*E^5 + 3*E^10)*Defer[Int][(E^x*x^2)/(E^(2*x) + E^2*x^2 + 2*E^(1 + x)*(1 + E^5)*x^2 + E^(2*x)*(1 + E^5*(2 + E^5))*x^2), x])/(1 + E^5)","F",0,0,0,0,-1,"{}"
7756,1,5,0,0.0010969,"\int -e^x \, dx","Int[-E^x,x]","-e^x","-e^x+\log ^2(2+e)+\log (\log (3))",1,"-E^x","A",1,1,5,0.2000,1,"{2194}"
7757,1,30,0,0.5902009,"\int \frac{48-16 x-8 x^5+\left(-64+24 x+16 x^5\right) \log (x)-8 x^5 \log ^2(x)}{x^5-2 x^5 \log (x)+x^5 \log ^2(x)} \, dx","Int[(48 - 16*x - 8*x^5 + (-64 + 24*x + 16*x^5)*Log[x] - 8*x^5*Log[x]^2)/(x^5 - 2*x^5*Log[x] + x^5*Log[x]^2),x]","-\frac{16}{x^4 (1-\log (x))}+\frac{8}{x^3 (1-\log (x))}-8 x","2 (2-x) \left(\frac{4}{x^3 (x \log (x)-x)}+4\right)",1,"-8*x - 16/(x^4*(1 - Log[x])) + 8/(x^3*(1 - Log[x]))","A",18,7,54,0.1296,1,"{6741, 12, 6742, 2353, 2306, 2309, 2178}"
7758,0,0,0,2.2823502,"\int \frac{e^{\frac{-e+\log (3)}{-20-x+x \log (x)}} (e-\log (3)) \log (x)}{400+40 x+x^2+\left(-40 x-2 x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^((-E + Log[3])/(-20 - x + x*Log[x]))*(E - Log[3])*Log[x])/(400 + 40*x + x^2 + (-40*x - 2*x^2)*Log[x] + x^2*Log[x]^2),x]","\int \frac{e^{\frac{-e+\log (3)}{-20-x+x \log (x)}} (e-\log (3)) \log (x)}{400+40 x+x^2+\left(-40 x-2 x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","e^{\frac{e-\log (3)}{x+x (-\log (x))+20}}",1,"(E - Log[3])*Defer[Int][(3^(-20 - x + x*Log[x])^(-1)*E^(E/(20 + x - x*Log[x])))/(-20 - x + x*Log[x])^2, x] + 20*(E - Log[3])*Defer[Int][(3^(-20 - x + x*Log[x])^(-1)*E^(E/(20 + x - x*Log[x])))/(x*(-20 - x + x*Log[x])^2), x] + (E - Log[3])*Defer[Int][(3^(-20 - x + x*Log[x])^(-1)*E^(E/(20 + x - x*Log[x])))/(x*(-20 - x + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
7759,1,22,0,0.0195054,"\int \frac{50-40 x-25 e^x x^3+(-20+8 x) \log (4)+2 \log ^2(4)}{x^3} \, dx","Int[(50 - 40*x - 25*E^x*x^3 + (-20 + 8*x)*Log[4] + 2*Log[4]^2)/x^3,x]","-\frac{(-4 x+5-\log (4))^2}{x^2}-25 e^x","-25 e^x-\left(\frac{5}{x}-\frac{\log (4)}{x}-4\right)^2+5",1,"-25*E^x - (5 - 4*x - Log[4])^2/x^2","A",4,3,31,0.09677,1,"{14, 2194, 37}"
7760,0,0,0,9.4282289,"\int \frac{e^{3-x} \left(81 x^2+63 x^3-17 x^4+x^5\right)+e^{-\frac{e^{-2+x}}{-9 x+x^2}} \left(e \left(-9+11 x-x^2\right)+e^{3-x} \left(81 x^2-18 x^3+x^4\right)\right)}{e^{3-x-\frac{e^{-2+x}}{-9 x+x^2}} \left(81 x^2-18 x^3+x^4\right)+e^{3-x} \left(81 x^3-18 x^4+x^5\right)} \, dx","Int[(E^(3 - x)*(81*x^2 + 63*x^3 - 17*x^4 + x^5) + (E*(-9 + 11*x - x^2) + E^(3 - x)*(81*x^2 - 18*x^3 + x^4))/E^(E^(-2 + x)/(-9*x + x^2)))/(E^(3 - x - E^(-2 + x)/(-9*x + x^2))*(81*x^2 - 18*x^3 + x^4) + E^(3 - x)*(81*x^3 - 18*x^4 + x^5)),x]","\int \frac{e^{3-x} \left(81 x^2+63 x^3-17 x^4+x^5\right)+e^{-\frac{e^{-2+x}}{-9 x+x^2}} \left(e \left(-9+11 x-x^2\right)+e^{3-x} \left(81 x^2-18 x^3+x^4\right)\right)}{e^{3-x-\frac{e^{-2+x}}{-9 x+x^2}} \left(81 x^2-18 x^3+x^4\right)+e^{3-x} \left(81 x^3-18 x^4+x^5\right)} \, dx","\log \left(e^{-\frac{e^{x-2}}{x^2-9 x}}+x\right)+x",1,"x + Log[x] + Defer[Int][E^x/((-9 + x)^2*(1 + E^(E^(-2 + x)/((-9 + x)*x))*x)), x]/(9*E^2) - Defer[Int][E^x/((-9 + x)*(1 + E^(E^(-2 + x)/((-9 + x)*x))*x)), x]/(9*E^2) - Defer[Int][E^x/(x^2*(1 + E^(E^(-2 + x)/((-9 + x)*x))*x)), x]/(9*E^2) - Defer[Int][1/(x*(1 + E^(E^(-2 + x)/((-9 + x)*x))*x)), x] + Defer[Int][E^x/(x*(1 + E^(E^(-2 + x)/((-9 + x)*x))*x)), x]/(9*E^2)","F",0,0,0,0,-1,"{}"
7761,0,0,0,6.9507729,"\int \frac{\exp \left(e^{-\frac{e^{32}}{-5+\log (x)}} (-2-2 x)-\frac{e^{32}}{-5+\log (x)}\right) \left(e^{32} (-2-2 x)-50 x+20 x \log (x)-2 x \log ^2(x)\right)}{25 x-10 x \log (x)+x \log ^2(x)} \, dx","Int[(E^((-2 - 2*x)/E^(E^32/(-5 + Log[x])) - E^32/(-5 + Log[x]))*(E^32*(-2 - 2*x) - 50*x + 20*x*Log[x] - 2*x*Log[x]^2))/(25*x - 10*x*Log[x] + x*Log[x]^2),x]","\int \frac{\exp \left(e^{-\frac{e^{32}}{-5+\log (x)}} (-2-2 x)-\frac{e^{32}}{-5+\log (x)}\right) \left(e^{32} (-2-2 x)-50 x+20 x \log (x)-2 x \log ^2(x)\right)}{25 x-10 x \log (x)+x \log ^2(x)} \, dx","e^{(-2 x-2) e^{-\frac{e^{32}}{\log (x)-5}}}",1,"-2*Defer[Int][E^((-2 - 2*x)/E^(E^32/(-5 + Log[x])) - E^32/(-5 + Log[x])), x] - 2*Defer[Int][E^(32 + (-2 - 2*x)/E^(E^32/(-5 + Log[x])) - E^32/(-5 + Log[x]))/(-5 + Log[x])^2, x] - 2*Defer[Int][E^(32 + (-2 - 2*x)/E^(E^32/(-5 + Log[x])) - E^32/(-5 + Log[x]))/(x*(-5 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
7762,0,0,0,16.4537827,"\int \frac{3^{-\frac{2 \left(x^3-x^4\right)}{1+4 x^3 \log \left(\frac{x}{3}\right)}} x^{\frac{2 \left(x^3-x^4\right)}{1+4 x^3 \log \left(\frac{x}{3}\right)}} \left(2 x^2-2 x^3+\left(6 x^2-8 x^3\right) \log \left(\frac{x}{3}\right)-8 x^6 \log ^2\left(\frac{x}{3}\right)\right)}{1+8 x^3 \log \left(\frac{x}{3}\right)+16 x^6 \log ^2\left(\frac{x}{3}\right)} \, dx","Int[(x^((2*(x^3 - x^4))/(1 + 4*x^3*Log[x/3]))*(2*x^2 - 2*x^3 + (6*x^2 - 8*x^3)*Log[x/3] - 8*x^6*Log[x/3]^2))/(3^((2*(x^3 - x^4))/(1 + 4*x^3*Log[x/3]))*(1 + 8*x^3*Log[x/3] + 16*x^6*Log[x/3]^2)),x]","\int \frac{3^{-\frac{2 \left(x^3-x^4\right)}{1+4 x^3 \log \left(\frac{x}{3}\right)}} x^{\frac{2 \left(x^3-x^4\right)}{1+4 x^3 \log \left(\frac{x}{3}\right)}} \left(2 x^2-2 x^3+\left(6 x^2-8 x^3\right) \log \left(\frac{x}{3}\right)-8 x^6 \log ^2\left(\frac{x}{3}\right)\right)}{1+8 x^3 \log \left(\frac{x}{3}\right)+16 x^6 \log ^2\left(\frac{x}{3}\right)} \, dx","e^{\frac{2 (1-x)}{\frac{1}{x^3 \log \left(\frac{x}{3}\right)}+4}}+1",1,"-1/2*Defer[Int][x^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))/3^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3])), x] + (3*Defer[Int][x^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))/(3^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*(1 + 4*x^3*Log[x/3])^2), x])/2 + 2*(1 - Log[27])*Defer[Int][x^(2 + (2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))/(3^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*(1 + 4*x^3*Log[x/3])^2), x] - 2*Defer[Int][x^(3 + (2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))/(3^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*(1 + 4*x^3*Log[x/3])^2), x] - Defer[Int][x^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))/(3^((2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*(1 + 4*x^3*Log[x/3])), x] + 2*Defer[Int][(3^(1 - (2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*x^(2 + (2*(1 - x)*x^3)/(1 + 4*x^3*Log[x/3]))*Log[x])/(1 + 4*x^3*Log[x/3])^2, x]","F",0,0,0,0,-1,"{}"
7763,1,127,0,0.0408832,"\int \left(1250 x+4500 x^2+4200 x^3+900 x^4+54 x^5+\left(-300 x-990 x^2-792 x^3-90 x^4\right) \log (2)+\left(18 x+54 x^2+36 x^3\right) \log ^2(2)+\left(-300 x-540 x^2-72 x^3+\left(36 x+54 x^2\right) \log (2)\right) \log (4)+18 x \log ^2(4)\right) \, dx","Int[1250*x + 4500*x^2 + 4200*x^3 + 900*x^4 + 54*x^5 + (-300*x - 990*x^2 - 792*x^3 - 90*x^4)*Log[2] + (18*x + 54*x^2 + 36*x^3)*Log[2]^2 + (-300*x - 540*x^2 - 72*x^3 + (36*x + 54*x^2)*Log[2])*Log[4] + 18*x*Log[4]^2,x]","9 x^6+180 x^5-18 x^5 \log (2)+1050 x^4+9 x^4 \log ^2(2)-18 x^4 \log (4)-198 x^4 \log (2)+1500 x^3+18 x^3 \log ^2(2)+18 x^3 \log (2) \log (4)-180 x^3 \log (4)-330 x^3 \log (2)+x^2 \left(625+9 \log ^2(4)\right)+9 x^2 \log ^2(2)+18 x^2 \log (2) \log (4)-150 x^2 \log (4)-150 x^2 \log (2)","(2 x+3 x (\log (4)-(x+1) (x+9-\log (2))))^2",1,"1500*x^3 + 1050*x^4 + 180*x^5 + 9*x^6 - 150*x^2*Log[2] - 330*x^3*Log[2] - 198*x^4*Log[2] - 18*x^5*Log[2] + 9*x^2*Log[2]^2 + 18*x^3*Log[2]^2 + 9*x^4*Log[2]^2 - 150*x^2*Log[4] - 180*x^3*Log[4] - 18*x^4*Log[4] + 18*x^2*Log[2]*Log[4] + 18*x^3*Log[2]*Log[4] + x^2*(625 + 9*Log[4]^2)","B",6,1,101,0.009901,1,"{6}"
7764,1,33,0,0.1894111,"\int \exp \left(-40 x^4+20 x^5+\left(-8 x^3+4 x^4\right) \log (2)-4 \log ^2(2)\right) \left(-160 x^3+100 x^4+\left(-24 x^2+16 x^3\right) \log (2)\right) \, dx","Int[E^(-40*x^4 + 20*x^5 + (-8*x^3 + 4*x^4)*Log[2] - 4*Log[2]^2)*(-160*x^3 + 100*x^4 + (-24*x^2 + 16*x^3)*Log[2]),x]","2^{4 x^4-8 x^3} e^{20 x^5-40 x^4-4 \log ^2(2)}","\exp \left(4 \left((x-2) x^3 (5 x+\log (2))-\log ^2(2)\right)\right)-3",1,"2^(-8*x^3 + 4*x^4)*E^(-40*x^4 + 20*x^5 - 4*Log[2]^2)","A",1,1,59,0.01695,1,"{6706}"
7765,0,0,0,0.9434524,"\int \frac{-x^3+\exp \left(e^{\frac{20+20 x+125 x^2+5 x^3}{x^2}}+\frac{20+20 x+125 x^2+5 x^3}{x^2}\right) \left(-40-20 x+5 x^3\right)}{x^3} \, dx","Int[(-x^3 + E^(E^((20 + 20*x + 125*x^2 + 5*x^3)/x^2) + (20 + 20*x + 125*x^2 + 5*x^3)/x^2)*(-40 - 20*x + 5*x^3))/x^3,x]","\int \frac{-x^3+\exp \left(e^{\frac{20+20 x+125 x^2+5 x^3}{x^2}}+\frac{20+20 x+125 x^2+5 x^3}{x^2}\right) \left(-40-20 x+5 x^3\right)}{x^3} \, dx","e^{e^{5 \left(\frac{(x+2)^2}{x^2}+x+24\right)}}-x-3",1,"-x + 5*Defer[Int][E^(125 + E^(125 + 20/x^2 + 20/x + 5*x) + 20/x^2 + 20/x + 5*x), x] - 40*Defer[Int][E^(125 + E^(125 + 20/x^2 + 20/x + 5*x) + 20/x^2 + 20/x + 5*x)/x^3, x] - 20*Defer[Int][E^(125 + E^(125 + 20/x^2 + 20/x + 5*x) + 20/x^2 + 20/x + 5*x)/x^2, x]","F",0,0,0,0,-1,"{}"
7766,1,19,0,0.0053186,"\int \left(2+2 x+e \left(20 x-4 x^3\right)\right) \, dx","Int[2 + 2*x + E*(20*x - 4*x^3),x]","-e x^4+10 e x^2+x^2+2 x","-e \left(5-x^2\right)^2-2 x+x (x+4)+3",1,"2*x + x^2 + 10*E*x^2 - E*x^4","A",2,0,16,0,1,"{}"
7767,1,15,0,0.0376751,"\int \frac{-32 x+28 x^2+(-16+28 x) \log (16)}{x^2+x \log (16)} \, dx","Int[(-32*x + 28*x^2 + (-16 + 28*x)*Log[16])/(x^2 + x*Log[16]),x]","28 x-16 \log (x)-16 \log (x+\log (16))","4 \left(3 x+4 \left(x-\log \left(-\frac{9}{5} x (x+\log (16))\right)\right)\right)",1,"28*x - 16*Log[x] - 16*Log[x + Log[16]]","A",3,2,28,0.07143,1,"{1593, 1820}"
7768,0,0,0,0.8691502,"\int \frac{2-e^x-x-x^2+\left(64 x^2+64 e^x x^2+128 x^3\right) \log ^3\left(-2+e^x+x+x^2\right)}{-2 x^2+e^x x^2+x^3+x^4} \, dx","Int[(2 - E^x - x - x^2 + (64*x^2 + 64*E^x*x^2 + 128*x^3)*Log[-2 + E^x + x + x^2]^3)/(-2*x^2 + E^x*x^2 + x^3 + x^4),x]","\int \frac{2-e^x-x-x^2+\left(64 x^2+64 e^x x^2+128 x^3\right) \log ^3\left(-2+e^x+x+x^2\right)}{-2 x^2+e^x x^2+x^3+x^4} \, dx","16 \log ^4\left(x^2+x+e^x-2\right)+\frac{1}{x}",1,"x^(-1) + 64*Defer[Int][Log[-2 + E^x + x + x^2]^3, x] + 192*Defer[Int][Log[-2 + E^x + x + x^2]^3/(-2 + E^x + x + x^2), x] + 64*Defer[Int][(x*Log[-2 + E^x + x + x^2]^3)/(-2 + E^x + x + x^2), x] - 64*Defer[Int][(x^2*Log[-2 + E^x + x + x^2]^3)/(-2 + E^x + x + x^2), x]","F",0,0,0,0,-1,"{}"
7769,1,30,0,0.2094736,"\int \frac{-2 x^3+\left(4 x^3-8 x \log (3)\right) \log (6 x)+16 x \log (3) \log ^2(6 x)}{\log ^2(3) \log ^3(6 x)} \, dx","Int[(-2*x^3 + (4*x^3 - 8*x*Log[3])*Log[6*x] + 16*x*Log[3]*Log[6*x]^2)/(Log[3]^2*Log[6*x]^3),x]","\frac{x^4}{\log ^2(3) \log ^2(6 x)}+\frac{8 x^2}{\log (3) \log (6 x)}","\left(\frac{x^2}{\log (3) \log (6 x)}+4\right)^2",1,"x^4/(Log[3]^2*Log[6*x]^2) + (8*x^2)/(Log[3]*Log[6*x])","A",5,3,44,0.06818,1,"{12, 6741, 6712}"
7770,1,18,0,0.0533746,"\int \frac{x^2+e^{5+x^2} \left(-120+240 x^2+\left(-20+40 x^2\right) \log (3)\right)}{x^2} \, dx","Int[(x^2 + E^(5 + x^2)*(-120 + 240*x^2 + (-20 + 40*x^2)*Log[3]))/x^2,x]","\frac{20 e^{x^2+5} (6+\log (3))}{x}+x","\frac{20 e^{x^2+5} (6+\log (3))}{x}+x",1,"x + (20*E^(5 + x^2)*(6 + Log[3]))/x","A",3,2,33,0.06061,1,"{14, 2288}"
7771,0,0,0,0.4049743,"\int \frac{5 x+e^{\frac{10+x^3}{5 x}} \left(30 x^2-30 x^3-6 x^5+e^5 \left(-10+2 x^3\right)\right)}{25 x^2} \, dx","Int[(5*x + E^((10 + x^3)/(5*x))*(30*x^2 - 30*x^3 - 6*x^5 + E^5*(-10 + 2*x^3)))/(25*x^2),x]","\int \frac{5 x+e^{\frac{10+x^3}{5 x}} \left(30 x^2-30 x^3-6 x^5+e^5 \left(-10+2 x^3\right)\right)}{25 x^2} \, dx","\frac{1}{5} \left(e^{\frac{1}{5} \left(x^2+\frac{10}{x}\right)} \left(e^5-3 x^2\right)+\log (x)\right)",1,"Log[x]/5 + (6*Defer[Int][E^((10 + x^3)/(5*x)), x])/5 - (2*Defer[Int][E^((10 + 25*x + x^3)/(5*x))/x^2, x])/5 - (2*(15 - E^5)*Defer[Int][E^((10 + x^3)/(5*x))*x, x])/25 - (6*Defer[Int][E^((10 + x^3)/(5*x))*x^3, x])/25","F",0,0,0,0,-1,"{}"
7772,0,0,0,19.4972245,"\int \frac{-800-168 x+e^x \left(400+164 x+16 x^2\right)+\left(-200-40 x+e^x \left(100+40 x+4 x^2\right)\right) \log (5+x)}{40000 x^6+8000 x^7+e^x \left(-40000 x^6-8000 x^7\right)+e^{2 x} \left(10000 x^6+2000 x^7\right)+\left(20000 x^6+4000 x^7+e^x \left(-20000 x^6-4000 x^7\right)+e^{2 x} \left(5000 x^6+1000 x^7\right)\right) \log (5+x)+\left(2500 x^6+500 x^7+e^x \left(-2500 x^6-500 x^7\right)+e^{2 x} \left(625 x^6+125 x^7\right)\right) \log ^2(5+x)} \, dx","Int[(-800 - 168*x + E^x*(400 + 164*x + 16*x^2) + (-200 - 40*x + E^x*(100 + 40*x + 4*x^2))*Log[5 + x])/(40000*x^6 + 8000*x^7 + E^x*(-40000*x^6 - 8000*x^7) + E^(2*x)*(10000*x^6 + 2000*x^7) + (20000*x^6 + 4000*x^7 + E^x*(-20000*x^6 - 4000*x^7) + E^(2*x)*(5000*x^6 + 1000*x^7))*Log[5 + x] + (2500*x^6 + 500*x^7 + E^x*(-2500*x^6 - 500*x^7) + E^(2*x)*(625*x^6 + 125*x^7))*Log[5 + x]^2),x]","\int \frac{-800-168 x+e^x \left(400+164 x+16 x^2\right)+\left(-200-40 x+e^x \left(100+40 x+4 x^2\right)\right) \log (5+x)}{40000 x^6+8000 x^7+e^x \left(-40000 x^6-8000 x^7\right)+e^{2 x} \left(10000 x^6+2000 x^7\right)+\left(20000 x^6+4000 x^7+e^x \left(-20000 x^6-4000 x^7\right)+e^{2 x} \left(5000 x^6+1000 x^7\right)\right) \log (5+x)+\left(2500 x^6+500 x^7+e^x \left(-2500 x^6-500 x^7\right)+e^{2 x} \left(625 x^6+125 x^7\right)\right) \log ^2(5+x)} \, dx","\frac{4}{125 \left(2-e^x\right) x^5 (\log (x+5)+4)}",1,"(16*Defer[Int][1/((-2 + E^x)*x^6*(4 + Log[5 + x])^2), x])/25 + (84*Defer[Int][1/((-2 + E^x)*x^5*(4 + Log[5 + x])^2), x])/625 - (4*Defer[Int][1/((-2 + E^x)*x^4*(4 + Log[5 + x])^2), x])/3125 + (4*Defer[Int][1/((-2 + E^x)*x^3*(4 + Log[5 + x])^2), x])/15625 - (4*Defer[Int][1/((-2 + E^x)*x^2*(4 + Log[5 + x])^2), x])/78125 + (4*Defer[Int][1/((-2 + E^x)*x*(4 + Log[5 + x])^2), x])/390625 - (4*Defer[Int][1/((-2 + E^x)*(5 + x)*(4 + Log[5 + x])^2), x])/390625 + (4*Defer[Int][Log[5 + x]/((-2 + E^x)*x^6*(4 + Log[5 + x])^2), x])/25 + (4*Defer[Int][Log[5 + x]/((-2 + E^x)*x^5*(4 + Log[5 + x])^2), x])/125 + (8*Defer[Int][1/((-2 + E^x)^2*x^5*(4 + Log[5 + x])), x])/125","F",0,0,0,0,-1,"{}"
7773,1,35,0,0.8551815,"\int \frac{\exp \left(\frac{8 (-34+3 x+(-10+x) \log (4)+(-3-\log (4)) \log (\log (x)))}{3+\log (4)}\right) (-8+8 x \log (x))}{x \log (x)} \, dx","Int[(E^((8*(-34 + 3*x + (-10 + x)*Log[4] + (-3 - Log[4])*Log[Log[x]]))/(3 + Log[4]))*(-8 + 8*x*Log[x]))/(x*Log[x]),x]","\frac{4^{-\frac{8 (10-x)}{3+\log (4)}} e^{-\frac{8 (34-3 x)}{3+\log (4)}}}{\log ^8(x)}","\frac{e^{8 x-80-\frac{32}{3+\log (4)}}}{\log ^8(x)}",1,"1/(4^((8*(10 - x))/(3 + Log[4]))*E^((8*(34 - 3*x))/(3 + Log[4]))*Log[x]^8)","A",2,2,46,0.04348,1,"{2274, 2288}"
7774,1,17,0,0.0115537,"\int \frac{-3+400 e^{e^5}-2 x^2}{x^2} \, dx","Int[(-3 + 400*E^E^5 - 2*x^2)/x^2,x]","\frac{3-400 e^{e^5}}{x}-2 x","16 \left(e^{e^5} \left(3-\frac{25}{x}\right)+4\right)-2 x+\frac{3}{x}+4",1,"(3 - 400*E^E^5)/x - 2*x","A",2,1,18,0.05556,1,"{14}"
7775,1,25,0,0.1724642,"\int \frac{e^x \left(-15-50 x^2+10 e^{2 x} x^2+\left(15 x+5 e^{2 x} x^2-50 x^3\right) \log \left(\frac{-3-e^{2 x} x+10 x^2}{x}\right)\right)}{3 x+e^{2 x} x^2-10 x^3} \, dx","Int[(E^x*(-15 - 50*x^2 + 10*E^(2*x)*x^2 + (15*x + 5*E^(2*x)*x^2 - 50*x^3)*Log[(-3 - E^(2*x)*x + 10*x^2)/x]))/(3*x + E^(2*x)*x^2 - 10*x^3),x]","5 e^x \log \left(-\frac{-10 x^2+e^{2 x} x+3}{x}\right)","5 e^x \log \left(10 x-e^{2 x}-\frac{3}{x}\right)",1,"5*E^x*Log[-((3 + E^(2*x)*x - 10*x^2)/x)]","A",1,1,81,0.01235,1,"{2288}"
7776,1,106,0,2.8423269,"\int \frac{-375 x+15 x^2+\left(10125+10845 x+4925 x^2+1035 x^3+75 x^4-5 x^5\right) \log (-25+x)+\left(-405 x-450 x^2-215 x^3-50 x^4-5 x^5+\left(11250 x+10300 x^2+3320 x^3+350 x^4-20 x^5\right) \log (-25+x)\right) \log (x)}{-25 x+x^2} \, dx","Int[(-375*x + 15*x^2 + (10125 + 10845*x + 4925*x^2 + 1035*x^3 + 75*x^4 - 5*x^5)*Log[-25 + x] + (-405*x - 450*x^2 - 215*x^3 - 50*x^4 - 5*x^5 + (11250*x + 10300*x^2 + 3320*x^3 + 350*x^4 - 20*x^5)*Log[-25 + x])*Log[x])/(-25*x + x^2),x]","2868750 \text{Li}_2\left(1-\frac{x}{25}\right)+2868750 \text{Li}_2\left(\frac{x}{25}\right)-5 x^4 \log (x-25) \log (x)-50 x^3 \log (x-25) \log (x)-215 x^2 \log (x-25) \log (x)+15 x-2880405 \log (25) \log (x-25)-11655 \log (x-25) \log \left(\frac{x}{25}\right)+2868750 \log (25-x) \log (x)+450 (25-x) \log (x-25) \log (x)-2868750 \log (25) \log (x)","5 \left(3 x+\left(x-(x+3)^2\right)^2 (-\log (x-25)) \log (x)-6\right)",1,"15*x - 2880405*Log[25]*Log[-25 + x] - 11655*Log[-25 + x]*Log[x/25] - 2868750*Log[25]*Log[x] + 2868750*Log[25 - x]*Log[x] + 450*(25 - x)*Log[-25 + x]*Log[x] - 215*x^2*Log[-25 + x]*Log[x] - 50*x^3*Log[-25 + x]*Log[x] - 5*x^4*Log[-25 + x]*Log[x] + 2868750*PolyLog[2, 1 - x/25] + 2868750*PolyLog[2, x/25]","C",134,30,105,0.2857,1,"{1593, 6688, 12, 6742, 14, 2418, 2389, 2295, 2394, 2315, 2395, 43, 698, 2417, 2304, 2370, 2411, 2351, 2317, 2391, 2376, 2392, 2316, 2433, 2375, 2374, 6589, 2346, 2301, 2334}"
7777,1,33,0,0.0136824,"\int \frac{1}{12} \left(15+12 e^x+548 x-348 x^2+48 x^3-8 x \log (x)\right) \, dx","Int[(15 + 12*E^x + 548*x - 348*x^2 + 48*x^3 - 8*x*Log[x])/12,x]","x^4-\frac{29 x^3}{3}+23 x^2-\frac{1}{3} x^2 \log (x)+\frac{5 x}{4}+e^x","-\left(x^2 \left(-(x-5)^2+\frac{1}{3} (\log (x)-x)+2\right)\right)+\frac{5 x}{4}+e^x",1,"E^x + (5*x)/4 + 23*x^2 - (29*x^3)/3 + x^4 - (x^2*Log[x])/3","A",4,3,29,0.1034,1,"{12, 2194, 2304}"
7778,0,0,0,51.6399283,"\int \frac{48 x^3+3 x^5+\left(-144 x^2-9 x^4\right) \log (x)+\left(144 x+9 x^3\right) \log ^2(x)+\left(-48-3 x^2\right) \log ^3(x)+\exp \left(\frac{2 \left(3 x^2+3 x^4-6 x^3 \log (x)+3 x^2 \log ^2(x)\right)}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(12 x^2+x^3+12 x^5+\left(-15 x^2-36 x^4\right) \log (x)+\left(3 x+36 x^3\right) \log ^2(x)+\left(-1-12 x^2\right) \log ^3(x)\right)+\exp \left(\frac{3 x^2+3 x^4-6 x^3 \log (x)+3 x^2 \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(12 x^3+4 x^4+12 x^6+\left(-24 x^3-36 x^5\right) \log (x)+\left(12 x^2+36 x^4\right) \log ^2(x)+\left(-4 x-12 x^3\right) \log ^3(x)\right)}{-16 x^3+48 x^2 \log (x)-48 x \log ^2(x)+16 \log ^3(x)} \, dx","Int[(48*x^3 + 3*x^5 + (-144*x^2 - 9*x^4)*Log[x] + (144*x + 9*x^3)*Log[x]^2 + (-48 - 3*x^2)*Log[x]^3 + E^((2*(3*x^2 + 3*x^4 - 6*x^3*Log[x] + 3*x^2*Log[x]^2))/(x^2 - 2*x*Log[x] + Log[x]^2))*(12*x^2 + x^3 + 12*x^5 + (-15*x^2 - 36*x^4)*Log[x] + (3*x + 36*x^3)*Log[x]^2 + (-1 - 12*x^2)*Log[x]^3) + E^((3*x^2 + 3*x^4 - 6*x^3*Log[x] + 3*x^2*Log[x]^2)/(x^2 - 2*x*Log[x] + Log[x]^2))*(12*x^3 + 4*x^4 + 12*x^6 + (-24*x^3 - 36*x^5)*Log[x] + (12*x^2 + 36*x^4)*Log[x]^2 + (-4*x - 12*x^3)*Log[x]^3))/(-16*x^3 + 48*x^2*Log[x] - 48*x*Log[x]^2 + 16*Log[x]^3),x]","\int \frac{48 x^3+3 x^5+\left(-144 x^2-9 x^4\right) \log (x)+\left(144 x+9 x^3\right) \log ^2(x)+\left(-48-3 x^2\right) \log ^3(x)+\exp \left(\frac{2 \left(3 x^2+3 x^4-6 x^3 \log (x)+3 x^2 \log ^2(x)\right)}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(12 x^2+x^3+12 x^5+\left(-15 x^2-36 x^4\right) \log (x)+\left(3 x+36 x^3\right) \log ^2(x)+\left(-1-12 x^2\right) \log ^3(x)\right)+\exp \left(\frac{3 x^2+3 x^4-6 x^3 \log (x)+3 x^2 \log ^2(x)}{x^2-2 x \log (x)+\log ^2(x)}\right) \left(12 x^3+4 x^4+12 x^6+\left(-24 x^3-36 x^5\right) \log (x)+\left(12 x^2+36 x^4\right) \log ^2(x)+\left(-4 x-12 x^3\right) \log ^3(x)\right)}{-16 x^3+48 x^2 \log (x)-48 x \log ^2(x)+16 \log ^3(x)} \, dx","x-x \left(\frac{1}{16} \left(x+e^{3 x \left(x+\frac{x}{(x-\log (x))^2}\right)}\right)^2+4\right)",1,"-3*x - x^3/16 - (3*Defer[Int][E^((6*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(2 - (12*x^3)/(x - Log[x])^2), x])/4 - Defer[Int][E^((3*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(1 - (6*x^3)/(x - Log[x])^2), x]/4 - (3*Defer[Int][E^((3*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(3 - (6*x^3)/(x - Log[x])^2), x])/4 - Defer[Int][E^((6*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)/x^((12*x^3)/(x - Log[x])^2), x]/16 - (3*Defer[Int][(E^((6*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(2 - (12*x^3)/(x - Log[x])^2))/(x - Log[x])^3, x])/4 + (3*Defer[Int][(E^((6*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(3 - (12*x^3)/(x - Log[x])^2))/(x - Log[x])^3, x])/4 - (3*Defer[Int][(E^((3*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(3 - (6*x^3)/(x - Log[x])^2))/(x - Log[x])^3, x])/4 + (3*Defer[Int][(E^((3*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(4 - (6*x^3)/(x - Log[x])^2))/(x - Log[x])^3, x])/4 - (3*Defer[Int][(E^((6*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(2 - (12*x^3)/(x - Log[x])^2))/(x - Log[x])^2, x])/4 - (3*Defer[Int][(E^((3*x^2*(1 + x^2 + Log[x]^2))/(x - Log[x])^2)*x^(3 - (6*x^3)/(x - Log[x])^2))/(x - Log[x])^2, x])/4","F",0,0,0,0,-1,"{}"
7779,1,55,0,0.1696985,"\int \frac{4 x-2 x^2+e^x \left(2 x-4 x^2-2 x^3\right)+e^{2 x} \left(-2 x^2-2 x^3\right)+\left(-2+2 x+e^x \left(2 x+2 x^2\right)\right) \log (x)-16 x^2 \log \left(x^2\right)-8 x^2 \log ^2\left(x^2\right)}{x} \, dx","Int[(4*x - 2*x^2 + E^x*(2*x - 4*x^2 - 2*x^3) + E^(2*x)*(-2*x^2 - 2*x^3) + (-2 + 2*x + E^x*(2*x + 2*x^2))*Log[x] - 16*x^2*Log[x^2] - 8*x^2*Log[x^2]^2)/x,x]","-e^{2 x} x^2-x^2-4 x^2 \log ^2\left(x^2\right)-2 e^x \left(x^2-x \log (x)\right)+2 x-\log ^2(x)+2 x \log (x)","-4 x^2 \log ^2\left(x^2\right)+2 x-\left(e^x x+x-\log (x)\right)^2",1,"2*x - x^2 - E^(2*x)*x^2 + 2*x*Log[x] - Log[x]^2 - 2*E^x*(x^2 - x*Log[x]) - 4*x^2*Log[x^2]^2","A",20,10,89,0.1124,1,"{14, 2196, 2176, 2194, 2288, 2346, 2301, 2295, 2304, 2305}"
7780,0,0,0,5.8823897,"\int \frac{e^{-x} \left(e^x \left(2 x^2-8 x^3+4 x^4+8 x^5+2 x^6+e^6 \left(2-4 x^2+2 x^4\right)+e^3 \left(-4 x+8 x^2+8 x^3-8 x^4-4 x^5\right)\right)+\left(x^2-x^3+3 x^4+x^5+e^6 \left(1-x+x^2+x^3\right)+e^3 \left(-2 x-4 x^3-2 x^4\right)\right) \log (4)\right)}{x^2-4 x^3+2 x^4+4 x^5+x^6+e^6 \left(1-2 x^2+x^4\right)+e^3 \left(-2 x+4 x^2+4 x^3-4 x^4-2 x^5\right)} \, dx","Int[(E^x*(2*x^2 - 8*x^3 + 4*x^4 + 8*x^5 + 2*x^6 + E^6*(2 - 4*x^2 + 2*x^4) + E^3*(-4*x + 8*x^2 + 8*x^3 - 8*x^4 - 4*x^5)) + (x^2 - x^3 + 3*x^4 + x^5 + E^6*(1 - x + x^2 + x^3) + E^3*(-2*x - 4*x^3 - 2*x^4))*Log[4])/(E^x*(x^2 - 4*x^3 + 2*x^4 + 4*x^5 + x^6 + E^6*(1 - 2*x^2 + x^4) + E^3*(-2*x + 4*x^2 + 4*x^3 - 4*x^4 - 2*x^5))),x]","\int \frac{e^{-x} \left(e^x \left(2 x^2-8 x^3+4 x^4+8 x^5+2 x^6+e^6 \left(2-4 x^2+2 x^4\right)+e^3 \left(-4 x+8 x^2+8 x^3-8 x^4-4 x^5\right)\right)+\left(x^2-x^3+3 x^4+x^5+e^6 \left(1-x+x^2+x^3\right)+e^3 \left(-2 x-4 x^3-2 x^4\right)\right) \log (4)\right)}{x^2-4 x^3+2 x^4+4 x^5+x^6+e^6 \left(1-2 x^2+x^4\right)+e^3 \left(-2 x+4 x^2+4 x^3-4 x^4-2 x^5\right)} \, dx","2 x+\frac{e^{-x} \log (4)}{\frac{2 x}{e^3-x}-x+\frac{1}{x}}",1,"2*x + 2*Log[4]*Defer[Int][E^(6 - x)/(-E^3 + x - (2 - E^3)*x^2 - x^3), x] + (2 + E^3 - E^6)*Log[4]*Defer[Int][1/(E^x*(-E^3 + x - (2 - E^3)*x^2 - x^3)), x] + 2*Log[4]*Defer[Int][(E^(3 - x)*x)/(-E^3 + x - (2 - E^3)*x^2 - x^3), x] + (2 + E^3 - E^6)*Log[4]*Defer[Int][E^(3 - x)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] + (1 - E^3)*Log[4]*Defer[Int][E^(6 - x)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] + 2*Log[4]*Defer[Int][E^(9 - x)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] - 2*Log[4]*Defer[Int][(E^(3 - x)*x)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] - 2*(1 + E^3)*Log[4]*Defer[Int][x/(E^x*(E^3 - x + (2 - E^3)*x^2 + x^3)^2), x] - 2*(1 - E^3)^2*Log[4]*Defer[Int][(E^(3 - x)*x^2)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] - (1 - E^3)*Log[4]*Defer[Int][(E^(6 - x)*x^2)/(E^3 - x + (2 - E^3)*x^2 + x^3)^2, x] + (6 - 3*E^6 + E^9)*Log[4]*Defer[Int][x^2/(E^x*(E^3 - x + (2 - E^3)*x^2 + x^3)^2), x] + Log[4]*Defer[Int][E^(6 - x)/(E^3 - x + (2 - E^3)*x^2 + x^3), x] + (1 + E^3)*Log[4]*Defer[Int][x/(E^x*(E^3 - x + (2 - E^3)*x^2 + x^3)), x] + Log[4]*Defer[Int][x^2/(E^x*(E^3 - x + (2 - E^3)*x^2 + x^3)), x]","F",0,0,0,0,-1,"{}"
7781,1,39,0,0.7957388,"\int \frac{10 e^x+e^{2 x-x^2+\frac{1}{10} \left(-30+e^{2 x-x^2} x\right)} \left(-1-2 x+2 x^2\right)}{20 e^{2 x}+20 e^{\frac{1}{5} \left(-30+e^{2 x-x^2} x\right)}-40 e^x \log (2)+20 \log ^2(2)+e^{\frac{1}{10} \left(-30+e^{2 x-x^2} x\right)} \left(-40 e^x+40 \log (2)\right)} \, dx","Int[(10*E^x + E^(2*x - x^2 + (-30 + E^(2*x - x^2)*x)/10)*(-1 - 2*x + 2*x^2))/(20*E^(2*x) + 20*E^((-30 + E^(2*x - x^2)*x)/5) - 40*E^x*Log[2] + 20*Log[2]^2 + E^((-30 + E^(2*x - x^2)*x)/10)*(-40*E^x + 40*Log[2])),x]","\frac{e^3}{2 \left(e^{\frac{1}{10} e^{(2-x) x} x}-e^{x+3}+e^3 \log (2)\right)}","\frac{1}{2 \left(-e^x+e^{\frac{1}{10} e^{(2-x) x} x-3}+\log (2)\right)}",1,"E^3/(2*(E^((E^((2 - x)*x)*x)/10) - E^(3 + x) + E^3*Log[2]))","A",3,3,126,0.02381,1,"{6688, 12, 6686}"
7782,1,20,0,0.0367363,"\int \frac{-2+e^{27+x} \left(x-x^2\right)}{9 x^3} \, dx","Int[(-2 + E^(27 + x)*(x - x^2))/(9*x^3),x]","\frac{1}{9 x^2}-\frac{e^{x+27}}{9 x}","\frac{-x-e^{x+27}+\frac{1}{x}}{9 x}",1,"1/(9*x^2) - E^(27 + x)/(9*x)","A",4,3,22,0.1364,1,"{12, 14, 2197}"
7783,1,6,0,0.0011582,"\int \frac{2}{3+x} \, dx","Int[2/(3 + x),x]","2 \log (x+3)","\log \left(\frac{4 (x+3)^2}{3 x \left(4-\frac{4 x-1}{x}\right)}\right)",1,"2*Log[3 + x]","A",2,2,7,0.2857,1,"{12, 31}"
7784,0,0,0,6.4533047,"\int \frac{390625 \log (x)-x \log ^2(x)+\left(390625+x \log ^2(x)\right) \log (x \log (3))+x \log ^2(x) \log ^2(x \log (3))}{\left(-390625 x \log (x)+x^2 \log ^2(x)\right) \log (x \log (3))+\left(x+x^2\right) \log ^2(x) \log ^2(x \log (3))} \, dx","Int[(390625*Log[x] - x*Log[x]^2 + (390625 + x*Log[x]^2)*Log[x*Log[3]] + x*Log[x]^2*Log[x*Log[3]]^2)/((-390625*x*Log[x] + x^2*Log[x]^2)*Log[x*Log[3]] + (x + x^2)*Log[x]^2*Log[x*Log[3]]^2),x]","\int \frac{390625 \log (x)-x \log ^2(x)+\left(390625+x \log ^2(x)\right) \log (x \log (3))+x \log ^2(x) \log ^2(x \log (3))}{\left(-390625 x \log (x)+x^2 \log ^2(x)\right) \log (x \log (3))+\left(x+x^2\right) \log ^2(x) \log ^2(x \log (3))} \, dx","\log \left(x+\frac{x-\frac{390625}{\log (x)}}{\log (x \log (3))}+1\right)",1,"Log[1 + x] - Log[Log[x*Log[3]]] + 390625*Defer[Int][1/((1 + x)*(-390625 + x*Log[x] + Log[x]*Log[x*Log[3]] + x*Log[x]*Log[x*Log[3]])), x] + Defer[Int][Log[x]/((1 + x)*(-390625 + x*Log[x] + Log[x]*Log[x*Log[3]] + x*Log[x]*Log[x*Log[3]])), x] + 390625*Defer[Int][1/(x*Log[x]*(-390625 + Log[x]*(x + (1 + x)*Log[x*Log[3]]))), x] + Defer[Int][Log[x]/(-390625 + Log[x]*(x + (1 + x)*Log[x*Log[3]])), x] + Defer[Int][Log[x]/(x*(-390625 + Log[x]*(x + (1 + x)*Log[x*Log[3]]))), x]","F",0,0,0,0,-1,"{}"
7785,0,0,0,3.0882648,"\int \frac{e^{-4 x^2} \left(e^{4 x^2} \log ^2(x)+e^{\frac{e^{-4 x^2} x}{\log (x)}} \left(31+5 x+\left(-31-5 x+248 x^2+40 x^3\right) \log (x)-5 e^{4 x^2} \log ^2(x)\right)\right)}{\log ^2(x)} \, dx","Int[(E^(4*x^2)*Log[x]^2 + E^(x/(E^(4*x^2)*Log[x]))*(31 + 5*x + (-31 - 5*x + 248*x^2 + 40*x^3)*Log[x] - 5*E^(4*x^2)*Log[x]^2))/(E^(4*x^2)*Log[x]^2),x]","\int \frac{e^{-4 x^2} \left(e^{4 x^2} \log ^2(x)+e^{\frac{e^{-4 x^2} x}{\log (x)}} \left(31+5 x+\left(-31-5 x+248 x^2+40 x^3\right) \log (x)-5 e^{4 x^2} \log ^2(x)\right)\right)}{\log ^2(x)} \, dx","(4-5 (x+7)) e^{\frac{e^{-4 x^2} x}{\log (x)}}+x",1,"x - 5*Defer[Int][E^(x/(E^(4*x^2)*Log[x])), x] + 31*Defer[Int][E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))/Log[x]^2, x] + 5*Defer[Int][(E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))*x)/Log[x]^2, x] - 31*Defer[Int][E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))/Log[x], x] - 5*Defer[Int][(E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))*x)/Log[x], x] + 248*Defer[Int][(E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))*x^2)/Log[x], x] + 40*Defer[Int][(E^(-4*x^2 + x/(E^(4*x^2)*Log[x]))*x^3)/Log[x], x]","F",0,0,0,0,-1,"{}"
7786,0,0,0,3.7592412,"\int \frac{-x^3+e^{2 x} \left(4 x^2-4 \log (2)\right)+x \log (2)+e^{2 x} \left(-8-8 x+48 x^2\right) \log \left(-\frac{x}{4 e^{2 x}-x}\right)+\left(4 e^{2 x}-x\right) \log ^2\left(-\frac{x}{4 e^{2 x}-x}\right)}{4 e^{2 x} x^2-x^3} \, dx","Int[(-x^3 + E^(2*x)*(4*x^2 - 4*Log[2]) + x*Log[2] + E^(2*x)*(-8 - 8*x + 48*x^2)*Log[-(x/(4*E^(2*x) - x))] + (4*E^(2*x) - x)*Log[-(x/(4*E^(2*x) - x))]^2)/(4*E^(2*x)*x^2 - x^3),x]","\int \frac{-x^3+e^{2 x} \left(4 x^2-4 \log (2)\right)+x \log (2)+e^{2 x} \left(-8-8 x+48 x^2\right) \log \left(-\frac{x}{4 e^{2 x}-x}\right)+\left(4 e^{2 x}-x\right) \log ^2\left(-\frac{x}{4 e^{2 x}-x}\right)}{4 e^{2 x} x^2-x^3} \, dx","x+\left(\frac{1}{x}+3\right) \left(\log (2)-\log ^2\left(\frac{x}{x-4 e^{2 x}}\right)\right)",1,"x + Log[2]/x + (2*Log[-(x/(4*E^(2*x) - x))])/x + 12*x*Log[-(x/(4*E^(2*x) - x))] - 2*Log[-(x/(4*E^(2*x) - x))]*Defer[Int][(4*E^(2*x) - x)^(-1), x] - 48*Defer[Int][E^(2*x)/(4*E^(2*x) - x), x] - 8*Defer[Int][E^(2*x)/((4*E^(2*x) - x)*x^2), x] - 2*Log[-(x/(4*E^(2*x) - x))]*Defer[Int][1/((4*E^(2*x) - x)*x), x] + 16*Defer[Int][E^(2*x)/((4*E^(2*x) - x)*x), x] + 12*Log[-(x/(4*E^(2*x) - x))]*Defer[Int][x/(4*E^(2*x) - x), x] + 96*Defer[Int][(E^(2*x)*x)/(4*E^(2*x) - x), x] - 2*Defer[Int][Log[-(x/(4*E^(2*x) - x))]/x, x] + Defer[Int][Log[-(x/(4*E^(2*x) - x))]^2/x^2, x] - 16*Defer[Int][(E^(2*x)*Defer[Int][(4*E^(2*x) - x)^(-1), x])/(4*E^(2*x) - x), x] + 8*Defer[Int][(E^(2*x)*Defer[Int][(4*E^(2*x) - x)^(-1), x])/((4*E^(2*x) - x)*x), x] + 96*Defer[Int][(E^(2*x)*Defer[Int][x/(4*E^(2*x) - x), x])/(4*E^(2*x) - x), x] - 48*Defer[Int][(E^(2*x)*Defer[Int][x/(4*E^(2*x) - x), x])/((4*E^(2*x) - x)*x), x] - 16*Defer[Int][(E^(2*x)*Defer[Int][(4*E^(2*x)*x - x^2)^(-1), x])/(4*E^(2*x) - x), x] + 8*Defer[Int][(E^(2*x)*Defer[Int][(4*E^(2*x)*x - x^2)^(-1), x])/((4*E^(2*x) - x)*x), x]","F",0,0,0,0,-1,"{}"
7787,1,31,0,0.0967676,"\int \frac{121+22 x+4 x^2+(-22-2 x) \log (2)+\log ^2(2)+\left(-121+x^2+22 \log (2)-\log ^2(2)\right) \log (x)}{x^2} \, dx","Int[(121 + 22*x + 4*x^2 + (-22 - 2*x)*Log[2] + Log[2]^2 + (-121 + x^2 + 22*Log[2] - Log[2]^2)*Log[x])/x^2,x]","3 x+x \log (x)+(22-\log (4)) \log (x)+\frac{(11-\log (2))^2 \log (x)}{x}","x \left(\frac{\log (x) (x+11-\log (2))^2}{x^2}+2\right)+x+5",1,"3*x + x*Log[x] + ((11 - Log[2])^2*Log[x])/x + (22 - Log[4])*Log[x]","A",8,4,44,0.09091,1,"{14, 2357, 2295, 2304}"
7788,0,0,0,5.0007748,"\int \frac{\left(5+e^{(7-x) \log ^2(x)} \left(-1+(14-2 x) \log (x)-x \log ^2(x)\right)\right) \log (\log (\log (5)))}{25-10 e^{(7-x) \log ^2(x)}+e^{2 (7-x) \log ^2(x)}} \, dx","Int[((5 + E^((7 - x)*Log[x]^2)*(-1 + (14 - 2*x)*Log[x] - x*Log[x]^2))*Log[Log[Log[5]]])/(25 - 10*E^((7 - x)*Log[x]^2) + E^(2*(7 - x)*Log[x]^2)),x]","\int \frac{\left(5+e^{(7-x) \log ^2(x)} \left(-1+(14-2 x) \log (x)-x \log ^2(x)\right)\right) \log (\log (\log (5)))}{25-10 e^{(7-x) \log ^2(x)}+e^{2 (7-x) \log ^2(x)}} \, dx","\frac{x \log (\log (\log (5)))}{5-e^{(7-x) \log ^2(x)}}-1",1,"(x*Log[Log[Log[5]]])/5 - ((14*Log[x] - 2*x*Log[x] - x*Log[x]^2)*Log[Log[Log[5]]])/(E^((7 - x)*Log[x]^2)*((2*(7 - x)*Log[x])/x - Log[x]^2)) + Log[Log[Log[5]]]*Defer[Int][E^((-7 + x)*Log[x]^2), x] + (Log[Log[Log[5]]]*Defer[Int][(-1 + 5*E^((-7 + x)*Log[x]^2))^(-1), x])/5 + 70*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*Log[x])/(-1 + 5*E^((-7 + x)*Log[x]^2))^2, x] - 70*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*Log[x])/(-1 + 5*E^((-7 + x)*Log[x]^2)), x] - 10*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*x*Log[x])/(-1 + 5*E^((-7 + x)*Log[x]^2))^2, x] + 10*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*x*Log[x])/(-1 + 5*E^((-7 + x)*Log[x]^2)), x] - 5*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*x*Log[x]^2)/(-1 + 5*E^((-7 + x)*Log[x]^2))^2, x] + 5*Log[Log[Log[5]]]*Defer[Int][(E^(2*(-7 + x)*Log[x]^2)*x*Log[x]^2)/(-1 + 5*E^((-7 + x)*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
7789,0,0,0,1.2327107,"\int x^{35+609 x+2650 x^2+625 x^3+e^2 (4+x)} \left(72+1218 x+5300 x^2+1250 x^3+e^2 (8+2 x)+\left(1218 x+2 e^2 x+10600 x^2+3750 x^3\right) \log (x)\right) \, dx","Int[x^(35 + 609*x + 2650*x^2 + 625*x^3 + E^2*(4 + x))*(72 + 1218*x + 5300*x^2 + 1250*x^3 + E^2*(8 + 2*x) + (1218*x + 2*E^2*x + 10600*x^2 + 3750*x^3)*Log[x]),x]","\int x^{35+609 x+2650 x^2+625 x^3+e^2 (4+x)} \left(72+1218 x+5300 x^2+1250 x^3+e^2 (8+2 x)+\left(1218 x+2 e^2 x+10600 x^2+3750 x^3\right) \log (x)\right) \, dx","2 x^{(x+4) \left((25 x+3)^2+e^2\right)}",1,"2*(609 + E^2)*Defer[Int][x^((4 + x)*(9 + E^2 + 150*x + 625*x^2)), x] + 2*(609 + E^2)*Log[x]*Defer[Int][x^((4 + x)*(9 + E^2 + 150*x + 625*x^2)), x] + 8*(9 + E^2)*Defer[Int][x^(35 + 4*E^2 + (609 + E^2)*x + 2650*x^2 + 625*x^3), x] + 5300*Defer[Int][x^(37 + 4*E^2 + (609 + E^2)*x + 2650*x^2 + 625*x^3), x] + 10600*Log[x]*Defer[Int][x^(37 + 4*E^2 + (609 + E^2)*x + 2650*x^2 + 625*x^3), x] + 1250*Defer[Int][x^(2*(19 + 2*E^2) + (609 + E^2)*x + 2650*x^2 + 625*x^3), x] + 3750*Log[x]*Defer[Int][x^(2*(19 + 2*E^2) + (609 + E^2)*x + 2650*x^2 + 625*x^3), x] - 2*(609 + E^2)*Defer[Int][Defer[Int][x^((4 + x)*(9 + E^2 + 150*x + 625*x^2)), x]/x, x] - 10600*Defer[Int][Defer[Int][x^(37 + 4*E^2 + (609 + E^2)*x + 2650*x^2 + 625*x^3), x]/x, x] - 3750*Defer[Int][Defer[Int][x^(2*(19 + 2*E^2) + (609 + E^2)*x + 2650*x^2 + 625*x^3), x]/x, x]","F",0,0,0,0,-1,"{}"
7790,1,33,0,0.6036399,"\int \frac{18 x+20 x^2+4 x^3+2 x^4+e^x \left(-18 x^2-2 x^3-2 x^4\right)+\frac{1}{5} e^4 \left(-9 x-x^2-x^3\right) \left(-9-11 x-4 x^2-x^3+e^x \left(9 x+x^2+x^3\right)\right)}{-18 x^2-2 x^3-2 x^4+\frac{1}{5} e^4 \left(-9 x-x^2-x^3\right) \left(9 x+x^2+x^3\right)} \, dx","Int[(18*x + 20*x^2 + 4*x^3 + 2*x^4 + E^x*(-18*x^2 - 2*x^3 - 2*x^4) + (E^4*(-9*x - x^2 - x^3)*(-9 - 11*x - 4*x^2 - x^3 + E^x*(9*x + x^2 + x^3)))/5)/(-18*x^2 - 2*x^3 - 2*x^4 + (E^4*(-9*x - x^2 - x^3)*(9*x + x^2 + x^3))/5),x]","-\log \left(e^4 x^2+e^4 x+9 e^4+10\right)-x+e^x-\log (x)","-x+e^x-\log \left(e^4 x \left(x-\frac{1}{5} (x+3)^2\right)-2 x\right)",1,"E^x - x - Log[x] - Log[10 + 9*E^4 + E^4*x + E^4*x^2]","A",7,5,139,0.03597,1,"{6688, 6728, 2194, 1628, 628}"
7791,1,29,0,0.4283164,"\int \frac{1}{5} e^{-\frac{-1+e^{23} x}{e^{23}}} \left(20+e^{\frac{-1+e^{23} x}{e^{23}}} \left(5+e^{\frac{1}{5} \left(-5 e^4 x+x^2\right)} \left(-5 e^4+2 x\right)\right)\right) \, dx","Int[(20 + E^((-1 + E^23*x)/E^23)*(5 + E^((-5*E^4*x + x^2)/5)*(-5*E^4 + 2*x)))/(5*E^((-1 + E^23*x)/E^23)),x]","e^{\frac{x^2}{5}-e^4 x}+x-4 e^{\frac{1}{e^{23}}-x}","x-4 e^{\frac{1}{e^{23}}-x}+e^{\left(\frac{x}{5}-e^4\right) x}",1,"-4*E^(E^(-23) - x) + E^(-(E^4*x) + x^2/5) + x","A",12,9,62,0.1452,1,"{12, 6741, 6742, 2194, 2235, 2234, 2204, 2244, 2240}"
7792,1,16,0,0.1833015,"\int \frac{-6 e^x+e^x (-11+3 x) \log \left(121-66 x+9 x^2\right)}{e^{25} (-11+3 x) \log ^2\left(121-66 x+9 x^2\right)} \, dx","Int[(-6*E^x + E^x*(-11 + 3*x)*Log[121 - 66*x + 9*x^2])/(E^25*(-11 + 3*x)*Log[121 - 66*x + 9*x^2]^2),x]","\frac{e^{x-25}}{\log \left((11-3 x)^2\right)}","\frac{e^{x-25}}{\log \left((3 (3-x)+2)^2\right)}",1,"E^(-25 + x)/Log[(11 - 3*x)^2]","A",3,3,50,0.06000,1,"{12, 6688, 2288}"
7793,0,0,0,1.7353401,"\int \frac{-3 x^3+\left(10 x^3-x^4\right) \log (x)+(-5+5 x) \log ^2(x)+\log \left(-\frac{e^x}{4 x}\right) \left(-x^3+3 x^3 \log (x)\right)}{x^7-10 x^4 \log (x)+25 x \log ^2(x)} \, dx","Int[(-3*x^3 + (10*x^3 - x^4)*Log[x] + (-5 + 5*x)*Log[x]^2 + Log[-1/4*E^x/x]*(-x^3 + 3*x^3*Log[x]))/(x^7 - 10*x^4*Log[x] + 25*x*Log[x]^2),x]","\int \frac{-3 x^3+\left(10 x^3-x^4\right) \log (x)+(-5+5 x) \log ^2(x)+\log \left(-\frac{e^x}{4 x}\right) \left(-x^3+3 x^3 \log (x)\right)}{x^7-10 x^4 \log (x)+25 x \log ^2(x)} \, dx","\frac{\log \left(-\frac{e^x}{4 x}\right)+3}{5-\frac{x^3}{\log (x)}}",1,"x/5 - Log[x]/5 - 3*Defer[Int][x^2/(x^3 - 5*Log[x])^2, x] + (9*Defer[Int][x^5/(x^3 - 5*Log[x])^2, x])/5 - Defer[Int][(x^2*Log[-1/4*E^x/x])/(x^3 - 5*Log[x])^2, x] + (3*Defer[Int][(x^5*Log[-1/4*E^x/x])/(x^3 - 5*Log[x])^2, x])/5 - (8*Defer[Int][x^2/(x^3 - 5*Log[x]), x])/5 - Defer[Int][x^3/(x^3 - 5*Log[x]), x]/5 - (3*Defer[Int][(x^2*Log[-1/4*E^x/x])/(x^3 - 5*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
7794,0,0,0,4.2973543,"\int \frac{\exp \left(\frac{2 x-6 x^2+(-2+3 x) \log (x)}{-2 x^2+x \log (x)}\right) \left(2 x+4 x^2-8 x \log (x)+2 \log ^2(x)\right)}{4 x^4-4 x^3 \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^((2*x - 6*x^2 + (-2 + 3*x)*Log[x])/(-2*x^2 + x*Log[x]))*(2*x + 4*x^2 - 8*x*Log[x] + 2*Log[x]^2))/(4*x^4 - 4*x^3*Log[x] + x^2*Log[x]^2),x]","\int \frac{\exp \left(\frac{2 x-6 x^2+(-2+3 x) \log (x)}{-2 x^2+x \log (x)}\right) \left(2 x+4 x^2-8 x \log (x)+2 \log ^2(x)\right)}{4 x^4-4 x^3 \log (x)+x^2 \log ^2(x)} \, dx","e^{\frac{x+\frac{\log (x)}{2 x-\log (x)}-1}{x}+2}",1,"2*Defer[Int][E^((2*x - 6*x^2 + (-2 + 3*x)*Log[x])/(-2*x^2 + x*Log[x]))/x^2, x] - 4*Defer[Int][E^((2*x - 6*x^2 + (-2 + 3*x)*Log[x])/(-2*x^2 + x*Log[x]))/(2*x - Log[x])^2, x] + 2*Defer[Int][E^((2*x - 6*x^2 + (-2 + 3*x)*Log[x])/(-2*x^2 + x*Log[x]))/(x*(2*x - Log[x])^2), x]","F",0,0,0,0,-1,"{}"
7795,1,45,0,0.0648062,"\int \frac{-9+9 x^2+e^{2 x^2+2 x^3} \left(x^2+4 x^4+6 x^5\right)+9 x^2 \log (x)}{9 x^2} \, dx","Int[(-9 + 9*x^2 + E^(2*x^2 + 2*x^3)*(x^2 + 4*x^4 + 6*x^5) + 9*x^2*Log[x])/(9*x^2),x]","\frac{e^{2 x^2 (x+1)} \left(3 x^3+2 x^2\right)}{9 \left(x^2+2 (x+1) x\right)}+\frac{1}{x}+x \log (x)","x \left(\frac{1}{9} e^{2 x^2 (x+1)}+\log (x)\right)+\frac{1}{x}",1,"x^(-1) + (E^(2*x^2*(1 + x))*(2*x^2 + 3*x^3))/(9*(x^2 + 2*x*(1 + x))) + x*Log[x]","A",9,4,49,0.08163,1,"{12, 14, 2288, 2295}"
7796,0,0,0,14.7543776,"\int \frac{-15-10 x+x^2+e^{e^{-10+6 e^{10}}-2 e^{-5+3 e^{10}} x+x^2} \left(3+2 x-6 x^2-2 x^3+e^{-5+3 e^{10}} \left(6 x+2 x^2\right)\right)}{25+\exp \left(2 e^{-10+6 e^{10}}-4 e^{-5+3 e^{10}} x+2 x^2\right)-10 x+x^2+e^{e^{-10+6 e^{10}}-2 e^{-5+3 e^{10}} x+x^2} (-10+2 x)} \, dx","Int[(-15 - 10*x + x^2 + E^(E^(-10 + 6*E^10) - 2*E^(-5 + 3*E^10)*x + x^2)*(3 + 2*x - 6*x^2 - 2*x^3 + E^(-5 + 3*E^10)*(6*x + 2*x^2)))/(25 + E^(2*E^(-10 + 6*E^10) - 4*E^(-5 + 3*E^10)*x + 2*x^2) - 10*x + x^2 + E^(E^(-10 + 6*E^10) - 2*E^(-5 + 3*E^10)*x + x^2)*(-10 + 2*x)),x]","\int \frac{-15-10 x+x^2+e^{e^{-10+6 e^{10}}-2 e^{-5+3 e^{10}} x+x^2} \left(3+2 x-6 x^2-2 x^3+e^{-5+3 e^{10}} \left(6 x+2 x^2\right)\right)}{25+\exp \left(2 e^{-10+6 e^{10}}-4 e^{-5+3 e^{10}} x+2 x^2\right)-10 x+x^2+e^{e^{-10+6 e^{10}}-2 e^{-5+3 e^{10}} x+x^2} (-10+2 x)} \, dx","\frac{x (x+3)}{x+e^{\left(x-e^{3 e^{10}-5}\right)^2}-5}",1,"-3*(E^5 - 10*E^(3*E^10))*Defer[Int][(E^(-5 + 4*E^(-5 + 3*E^10)*x)*x)/(E^(E^(-10 + 6*E^10) + x^2) + E^(2*E^(-5 + 3*E^10)*x)*(-5 + x))^2, x] - (31*E^5 - 4*E^(3*E^10))*Defer[Int][(E^(-5 + 4*E^(-5 + 3*E^10)*x)*x^2)/(E^(E^(-10 + 6*E^10) + x^2) + E^(2*E^(-5 + 3*E^10)*x)*(-5 + x))^2, x] - 2*(2*E^5 + E^(3*E^10))*Defer[Int][(E^(-5 + 4*E^(-5 + 3*E^10)*x)*x^3)/(E^(E^(-10 + 6*E^10) + x^2) + E^(2*E^(-5 + 3*E^10)*x)*(-5 + x))^2, x] + 2*Defer[Int][(E^(4*E^(-5 + 3*E^10)*x)*x^4)/(E^(E^(-10 + 6*E^10) + x^2) + E^(2*E^(-5 + 3*E^10)*x)*(-5 + x))^2, x] + 3*Defer[Int][(-5 + E^((E^(3*E^10) - E^5*x)^2/E^10) + x)^(-1), x] + 2*(1 + 3*E^(-5 + 3*E^10))*Defer[Int][x/(-5 + E^((E^(3*E^10) - E^5*x)^2/E^10) + x), x] - 2*(3 - E^(-5 + 3*E^10))*Defer[Int][x^2/(-5 + E^((E^(3*E^10) - E^5*x)^2/E^10) + x), x] - 2*Defer[Int][x^3/(-5 + E^((E^(3*E^10) - E^5*x)^2/E^10) + x), x]","F",0,0,0,0,-1,"{}"
7797,1,25,0,0.2208971,"\int \frac{4+x-2 x \log \left(\frac{-5 x-5 e^5 x+\left(2 x+2 e^5 x\right) \log (2)}{2 \log (2)}\right)}{64 x+48 x^2+12 x^3+x^4} \, dx","Int[(4 + x - 2*x*Log[(-5*x - 5*E^5*x + (2*x + 2*E^5*x)*Log[2])/(2*Log[2])])/(64*x + 48*x^2 + 12*x^3 + x^4),x]","\frac{\log \left(-\frac{\left(1+e^5\right) x (5-\log (4))}{\log (4)}\right)}{(x+4)^2}","\frac{\log \left(\frac{1}{2} \left(1+e^5\right) x \left(2-\frac{5}{\log (2)}\right)\right)}{(x+4)^2}",1,"Log[-(((1 + E^5)*x*(5 - Log[4]))/Log[4])]/(4 + x)^2","A",8,4,58,0.06897,1,"{6688, 6742, 44, 2319}"
7798,1,22,0,0.833077,"\int \frac{4 x^2+e^{\frac{-4+x-x^2}{x}} \left(-16+4 x^2\right)+\left(e^{\frac{-4+x-x^2}{x}} x^2-x^3\right) \log \left(e^{\frac{-4+x-x^2}{x}}-x\right)}{\left(e^{\frac{-4+x-x^2}{x}} x^2-x^3\right) \log \left(e^{\frac{-4+x-x^2}{x}}-x\right)} \, dx","Int[(4*x^2 + E^((-4 + x - x^2)/x)*(-16 + 4*x^2) + (E^((-4 + x - x^2)/x)*x^2 - x^3)*Log[E^((-4 + x - x^2)/x) - x])/((E^((-4 + x - x^2)/x)*x^2 - x^3)*Log[E^((-4 + x - x^2)/x) - x]),x]","x-4 \log \left(\log \left(e^{-x-\frac{4}{x}+1}-x\right)\right)","x-\log \left(\log ^4\left(e^{\frac{-x^2+x-4}{x}}-x\right)\right)",1,"x - 4*Log[Log[E^(1 - 4/x - x) - x]]","A",3,2,120,0.01667,1,"{6688, 6684}"
7799,1,23,0,0.0114483,"\int \frac{1}{2} \left(-1+e^x (-3-3 x)\right) \, dx","Int[(-1 + E^x*(-3 - 3*x))/2,x]","-\frac{x}{2}+\frac{3 e^x}{2}-\frac{3}{2} e^x (x+1)","\frac{1}{2} \left(-3 e^x x-x-e^7+5\right)",1,"(3*E^x)/2 - x/2 - (3*E^x*(1 + x))/2","A",4,3,15,0.2000,1,"{12, 2176, 2194}"
7800,1,255,0,0.704418,"\int \frac{\left(-34-34 x+e^4 \left(2 x+2 x^2\right)\right) \log \left(e^5 x\right)+\left(34 x+e^4 \left(x-x^2\right)\right) \log ^2\left(e^5 x\right)}{x+3 x^2+3 x^3+x^4} \, dx","Int[((-34 - 34*x + E^4*(2*x + 2*x^2))*Log[E^5*x] + (34*x + E^4*(x - x^2))*Log[E^5*x]^2)/(x + 3*x^2 + 3*x^3 + x^4),x]","-2 \left(17+e^4\right) \text{Li}_2(-x)+2 e^4 \text{Li}_2(-x)+34 \text{Li}_2(-x)-\frac{15 e^4 x^2}{2 (x+1)^2}+\frac{10 \left(17+e^4\right)}{x+1}-\frac{170}{x+1}-\frac{5 \left(136+7 e^4\right)}{2 (x+1)^2}-\frac{85}{(x+1)^2}-\frac{e^4 x \log ^2(x)}{x+1}-\frac{\left(17+e^4\right) \log ^2(x)}{(x+1)^2}+\left(17+e^4\right) \log ^2(x)-17 \log ^2(x)-\frac{2 \left(17+e^4\right) x \log (x)}{x+1}+\frac{2 \left(17-4 e^4\right) x \log (x)}{x+1}-\frac{10 \left(17+e^4\right) \log (x)}{(x+1)^2}+10 \left(17+e^4\right) \log (x)-170 \log (x)-2 \left(17+e^4\right) \log (x) \log (x+1)+2 e^4 \log (x) \log (x+1)+34 \log (x) \log (x+1)-8 \left(17+e^4\right) \log (x+1)-2 \left(17-4 e^4\right) \log (x+1)+170 \log (x+1)","\frac{\left(e^4 x-17\right) \log ^2\left(e^5 x\right)}{(x+1)^2}",1,"-85/(1 + x)^2 - (5*(136 + 7*E^4))/(2*(1 + x)^2) - (15*E^4*x^2)/(2*(1 + x)^2) - 170/(1 + x) + (10*(17 + E^4))/(1 + x) - 170*Log[x] + 10*(17 + E^4)*Log[x] - (10*(17 + E^4)*Log[x])/(1 + x)^2 + (2*(17 - 4*E^4)*x*Log[x])/(1 + x) - (2*(17 + E^4)*x*Log[x])/(1 + x) - 17*Log[x]^2 + (17 + E^4)*Log[x]^2 - ((17 + E^4)*Log[x]^2)/(1 + x)^2 - (E^4*x*Log[x]^2)/(1 + x) + 170*Log[1 + x] - 2*(17 - 4*E^4)*Log[1 + x] - 8*(17 + E^4)*Log[1 + x] + 34*Log[x]*Log[1 + x] + 2*E^4*Log[x]*Log[1 + x] - 2*(17 + E^4)*Log[x]*Log[1 + x] + 34*PolyLog[2, -x] + 2*E^4*PolyLog[2, -x] - 2*(17 + E^4)*PolyLog[2, -x]","C",29,14,68,0.2059,1,"{6688, 6742, 44, 37, 2357, 2301, 2319, 2314, 31, 2317, 2391, 2347, 2344, 2318}"
7801,1,49,0,0.1516835,"\int \frac{1}{5} e^{-3-e^{e^{-4+x}}} \left(6 e^{-4+e^{-4+x}+x} \log (4)+e^{e^{1+x}} \left(10 e^{1+x} \log (4)-10 e^{-4+e^{-4+x}+x} \log (4)\right)\right) \, dx","Int[(E^(-3 - E^E^(-4 + x))*(6*E^(-4 + E^(-4 + x) + x)*Log[4] + E^E^(1 + x)*(10*E^(1 + x)*Log[4] - 10*E^(-4 + E^(-4 + x) + x)*Log[4])))/5,x]","-\frac{2}{5} e^{-e^{e^{x-4}}-e^{x-4}-3} \left(3 e^{e^{x-4}}-5 e^{\left(\frac{1}{e^4}+e\right) e^x}\right) \log (4)","2 \left(e^{-e^{e^{x-4}}-3} \left(e^{e^{x+1}}-\frac{3}{5}\right) \log (4)+2\right)",1,"(-2*E^(-3 - E^E^(-4 + x) - E^(-4 + x))*(3*E^E^(-4 + x) - 5*E^(E^x*(E^(-4) + E)))*Log[4])/5","A",4,3,64,0.04688,1,"{12, 2282, 2288}"
7802,0,0,0,5.4332459,"\int \frac{\left(1-32 x+256 x^2\right) \log ^2(x)+\exp \left(\frac{-16 x^3+\left(-64 x-16 x^2\right) \log (x)}{(-1+16 x) \log (x)}\right) \left(-16 x^2+256 x^3+\left(48 x^2-512 x^3\right) \log (x)+\left(64+32 x-256 x^2\right) \log ^2(x)\right)}{\left(1-32 x+256 x^2\right) \log ^2(x)} \, dx","Int[((1 - 32*x + 256*x^2)*Log[x]^2 + E^((-16*x^3 + (-64*x - 16*x^2)*Log[x])/((-1 + 16*x)*Log[x]))*(-16*x^2 + 256*x^3 + (48*x^2 - 512*x^3)*Log[x] + (64 + 32*x - 256*x^2)*Log[x]^2))/((1 - 32*x + 256*x^2)*Log[x]^2),x]","\int \frac{\left(1-32 x+256 x^2\right) \log ^2(x)+\exp \left(\frac{-16 x^3+\left(-64 x-16 x^2\right) \log (x)}{(-1+16 x) \log (x)}\right) \left(-16 x^2+256 x^3+\left(48 x^2-512 x^3\right) \log (x)+\left(64+32 x-256 x^2\right) \log ^2(x)\right)}{\left(1-32 x+256 x^2\right) \log ^2(x)} \, dx","e^{\frac{\frac{x^2}{\log (x)}+x+4}{\frac{1}{16 x}-1}}+x",1,"x - Defer[Int][E^((-16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x])), x] + 65*Defer[Int][1/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*(-1 + 16*x)^2), x] + Defer[Int][1/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*Log[x]^2), x]/16 + Defer[Int][x/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*Log[x]^2), x] + Defer[Int][1/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*(-1 + 16*x)*Log[x]^2), x]/16 - Defer[Int][1/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*Log[x]), x]/16 - 2*Defer[Int][x/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*Log[x]), x] + Defer[Int][1/(E^((16*x*(x^2 + 4*Log[x] + x*Log[x]))/((-1 + 16*x)*Log[x]))*(-1 + 16*x)^2*Log[x]), x]/16","F",0,0,0,0,-1,"{}"
7803,1,28,0,0.4009476,"\int \frac{-4 \log \left(e^{-x/4} x\right)+\left(e^5 \left(4 x^2-x^3\right)-4 e^5 x^2 \log \left(e^{-x/4} x\right)\right) \log \left(\frac{3 x}{\log \left(e^{-x/4} x\right)}\right)}{2 e^5 x^3 \log \left(e^{-x/4} x\right)} \, dx","Int[(-4*Log[x/E^(x/4)] + (E^5*(4*x^2 - x^3) - 4*E^5*x^2*Log[x/E^(x/4)])*Log[(3*x)/Log[x/E^(x/4)]])/(2*E^5*x^3*Log[x/E^(x/4)]),x]","\frac{1}{e^5 x^2}-\log ^2\left(\frac{3 x}{\log \left(e^{-x/4} x\right)}\right)","\frac{1}{e^5 x^2}-\log ^2\left(\frac{3 x}{\log \left(e^{-x/4} x\right)}\right)+e^5",1,"1/(E^5*x^2) - Log[(3*x)/Log[x/E^(x/4)]]^2","A",5,6,86,0.06977,1,"{12, 6688, 14, 6742, 6684, 6686}"
7804,1,15,0,0.1201538,"\int -\frac{216 \log (\log (1-x))}{(-81+81 x) \log (1-x)+(-18+18 x) \log (1-x) \log ^2(\log (1-x))+(-1+x) \log (1-x) \log ^4(\log (1-x))} \, dx","Int[(-216*Log[Log[1 - x]])/((-81 + 81*x)*Log[1 - x] + (-18 + 18*x)*Log[1 - x]*Log[Log[1 - x]]^2 + (-1 + x)*Log[1 - x]*Log[Log[1 - x]]^4),x]","\frac{108}{\log ^2(\log (1-x))+9}","\frac{108 x}{x+x \left(\log ^2(\log (1-x))+8\right)}",1,"108/(9 + Log[Log[1 - x]]^2)","A",3,3,64,0.04688,1,"{12, 6688, 6686}"
7805,1,83,0,1.9021073,"\int \frac{-7-e^{12}+36 x-111 x^2+66 x^3+12 x^4-24 x^5+53 x^6-42 x^7+20 x^9-15 x^{10}+6 x^{11}-x^{12}+e^8 \left(-9-3 x^2+6 x^3-3 x^4\right)+e^4 \left(-15-6 x^2+3 x^4+12 x^5-18 x^6+12 x^7-3 x^8\right)}{1+e^{12}+3 x^2-6 x^3+6 x^4-12 x^5+19 x^6-18 x^7+18 x^8-20 x^9+15 x^{10}-6 x^{11}+x^{12}+e^8 \left(3+3 x^2-6 x^3+3 x^4\right)+e^4 \left(3+6 x^2-12 x^3+9 x^4-12 x^5+18 x^6-12 x^7+3 x^8\right)} \, dx","Int[(-7 - E^12 + 36*x - 111*x^2 + 66*x^3 + 12*x^4 - 24*x^5 + 53*x^6 - 42*x^7 + 20*x^9 - 15*x^10 + 6*x^11 - x^12 + E^8*(-9 - 3*x^2 + 6*x^3 - 3*x^4) + E^4*(-15 - 6*x^2 + 3*x^4 + 12*x^5 - 18*x^6 + 12*x^7 - 3*x^8))/(1 + E^12 + 3*x^2 - 6*x^3 + 6*x^4 - 12*x^5 + 19*x^6 - 18*x^7 + 18*x^8 - 20*x^9 + 15*x^10 - 6*x^11 + x^12 + E^8*(3 + 3*x^2 - 6*x^3 + 3*x^4) + E^4*(3 + 6*x^2 - 12*x^3 + 9*x^4 - 12*x^5 + 18*x^6 - 12*x^7 + 3*x^8)),x]","-\frac{9}{\left(x^4-2 x^3+x^2+e^4+1\right)^2}+\frac{48 (1-2 x)}{(2 x-1)^4-2 (1-2 x)^2+16 e^4+17}-x-\frac{48}{(2 x-1)^4-2 (1-2 x)^2+16 e^4+17}","x^2-\left(\frac{3}{\left(x^2-x\right)^2+e^4+1}+x\right)^2-x",1,"-x - 9/(1 + E^4 + x^2 - 2*x^3 + x^4)^2 - 48/(17 + 16*E^4 - 2*(1 - 2*x)^2 + (-1 + 2*x)^4) + (48*(1 - 2*x))/(17 + 16*E^4 - 2*(1 - 2*x)^2 + (-1 + 2*x)^4)","B",28,14,240,0.05833,1,"{2074, 1588, 1680, 1673, 1178, 12, 1094, 634, 618, 204, 628, 1247, 629, 1106}"
7806,1,35,0,0.0159916,"\int \frac{1}{10} \left(10-39 x+9 x^2-4 x^3+2 x \log \left(\frac{x}{\log ^2(4)}\right)\right) \, dx","Int[(10 - 39*x + 9*x^2 - 4*x^3 + 2*x*Log[x/Log[4]^2])/10,x]","-\frac{x^4}{10}+\frac{3 x^3}{10}-2 x^2+\frac{1}{10} x^2 \log \left(\frac{x}{\log ^2(4)}\right)+x","x-\frac{1}{2} x^2 \left(\frac{1}{5} \left(x^2-3 x-\log \left(\frac{x}{\log ^2(4)}\right)\right)+4\right)",1,"x - 2*x^2 + (3*x^3)/10 - x^4/10 + (x^2*Log[x/Log[4]^2])/10","A",3,2,29,0.06897,1,"{12, 2304}"
7807,1,12,0,0.0031694,"\int \frac{4+x}{8 x} \, dx","Int[(4 + x)/(8*x),x]","\frac{x}{8}+\frac{\log (x)}{2}","\frac{1}{8} (x+4 (\log (x)+8)+5)",1,"x/8 + Log[x]/2","A",3,2,10,0.2000,1,"{12, 43}"
7808,1,33,0,0.1423571,"\int \left(-32 x+12 x^2+16 x^3+e^{2 x} \left(2 x+2 x^2\right)+e^x \left(-12 x^2-4 x^3\right)\right) \, dx","Int[-32*x + 12*x^2 + 16*x^3 + E^(2*x)*(2*x + 2*x^2) + E^x*(-12*x^2 - 4*x^3),x]","4 x^4-4 e^x x^3+4 x^3+e^{2 x} x^2-16 x^2","4 x^2 \left(\left(x-\frac{e^x}{2}\right)^2+x-4\right)",1,"-16*x^2 + E^(2*x)*x^2 + 4*x^3 - 4*E^x*x^3 + 4*x^4","A",19,4,44,0.09091,1,"{1593, 2196, 2176, 2194}"
7809,0,0,0,5.9690919,"\int \frac{\exp \left(e^{25 x^2 \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)}+25 x^2 \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)\right) \left(-25 x^2 \log \left(\frac{e^3-x}{1+e^3-x}\right)+\left(25 e^6 x-25 x^2+25 x^3+e^3 \left(25 x-50 x^2\right)\right) \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)\right)}{8 e^6+e^3 (8-16 x)-8 x+8 x^2} \, dx","Int[(E^(E^(25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2) + 25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2)*(-25*x^2*Log[(E^3 - x)/(1 + E^3 - x)] + (25*E^6*x - 25*x^2 + 25*x^3 + E^3*(25*x - 50*x^2))*Log[(E^3 - x)/(1 + E^3 - x)]^2))/(8*E^6 + E^3*(8 - 16*x) - 8*x + 8*x^2),x]","\int \frac{\exp \left(e^{25 x^2 \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)}+25 x^2 \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)\right) \left(-25 x^2 \log \left(\frac{e^3-x}{1+e^3-x}\right)+\left(25 e^6 x-25 x^2+25 x^3+e^3 \left(25 x-50 x^2\right)\right) \log ^2\left(\frac{e^3-x}{1+e^3-x}\right)\right)}{8 e^6+e^3 (8-16 x)-8 x+8 x^2} \, dx","\frac{1}{16} e^{e^{25 x^2 \log ^2\left(\frac{x}{\frac{x}{e^3-x}+x}\right)}}",1,"(-25*Defer[Int][E^(E^(25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2) + 25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2)*Log[(E^3 - x)/(1 + E^3 - x)], x])/8 - (25*Defer[Int][(E^(6 + E^(25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2) + 25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2)*Log[(E^3 - x)/(1 + E^3 - x)])/(E^3 - x), x])/8 + (25*(1 + E^3)^2*Defer[Int][(E^(E^(25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2) + 25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2)*Log[(E^3 - x)/(1 + E^3 - x)])/(1 + E^3 - x), x])/8 + (25*Defer[Int][E^(E^(25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2) + 25*x^2*Log[(E^3 - x)/(1 + E^3 - x)]^2)*x*Log[(E^3 - x)/(1 + E^3 - x)]^2, x])/8","F",0,0,0,0,-1,"{}"
7810,0,0,0,4.5104274,"\int \frac{3-4 x+\left(2 x-2 x^2\right) \log \left(\frac{e^2}{-x^3+x^4}\right)+(1-x) \log \left(\frac{e^2}{-x^3+x^4}\right) \log \left(e^{-2 x} \log \left(\frac{e^2}{-x^3+x^4}\right)\right)}{(-1+x) \log \left(\frac{e^2}{-x^3+x^4}\right) \log ^2\left(e^{-2 x} \log \left(\frac{e^2}{-x^3+x^4}\right)\right)} \, dx","Int[(3 - 4*x + (2*x - 2*x^2)*Log[E^2/(-x^3 + x^4)] + (1 - x)*Log[E^2/(-x^3 + x^4)]*Log[Log[E^2/(-x^3 + x^4)]/E^(2*x)])/((-1 + x)*Log[E^2/(-x^3 + x^4)]*Log[Log[E^2/(-x^3 + x^4)]/E^(2*x)]^2),x]","\int \frac{3-4 x+\left(2 x-2 x^2\right) \log \left(\frac{e^2}{-x^3+x^4}\right)+(1-x) \log \left(\frac{e^2}{-x^3+x^4}\right) \log \left(e^{-2 x} \log \left(\frac{e^2}{-x^3+x^4}\right)\right)}{(-1+x) \log \left(\frac{e^2}{-x^3+x^4}\right) \log ^2\left(e^{-2 x} \log \left(\frac{e^2}{-x^3+x^4}\right)\right)} \, dx","1-\frac{x}{\log \left(e^{-2 x} \log \left(\frac{e^2}{x^2 \left(x^2-x\right)}\right)\right)}",1,"-4*Defer[Int][1/((2 + Log[1/((-1 + x)*x^3)])*Log[(2 + Log[1/((-1 + x)*x^3)])/E^(2*x)]^2), x] - Defer[Int][1/((-1 + x)*(2 + Log[1/((-1 + x)*x^3)])*Log[(2 + Log[1/((-1 + x)*x^3)])/E^(2*x)]^2), x] - 4*Defer[Int][x/((2 + Log[1/((-1 + x)*x^3)])*Log[(2 + Log[1/((-1 + x)*x^3)])/E^(2*x)]^2), x] - 2*Defer[Int][(x*Log[1/((-1 + x)*x^3)])/((2 + Log[1/((-1 + x)*x^3)])*Log[(2 + Log[1/((-1 + x)*x^3)])/E^(2*x)]^2), x] - Defer[Int][Log[(2 + Log[1/((-1 + x)*x^3)])/E^(2*x)]^(-1), x]","F",0,0,0,0,-1,"{}"
7811,1,18,0,0.2775669,"\int \frac{9+576 x+\left(x+72 x^2\right) \log (4)+\left(144 x+16 x^2 \log (4)\right) \log (9+x \log (4))}{9 x+288 x^2+\left(x^2+32 x^3\right) \log (4)+\left(72 x^2+8 x^3 \log (4)\right) \log (9+x \log (4))} \, dx","Int[(9 + 576*x + (x + 72*x^2)*Log[4] + (144*x + 16*x^2*Log[4])*Log[9 + x*Log[4]])/(9*x + 288*x^2 + (x^2 + 32*x^3)*Log[4] + (72*x^2 + 8*x^3*Log[4])*Log[9 + x*Log[4]]),x]","\log (x (32 x+8 x \log (x \log (4)+9)+1))","\log \left(8 x^2 (\log (x \log (4)+9)+4)+x\right)",1,"Log[x*(1 + 32*x + 8*x*Log[9 + x*Log[4]])]","A",2,2,79,0.02532,1,"{6741, 6685}"
7812,1,13,0,0.1737521,"\int \frac{1+\left(-3 x-2 x^2\right) \log (x) \log (\log (x))}{x \log (x) \log (\log (x))} \, dx","Int[(1 + (-3*x - 2*x^2)*Log[x]*Log[Log[x]])/(x*Log[x]*Log[Log[x]]),x]","-x^2-3 x+\log (\log (\log (x)))","-(-x-1)^2-x+\log (\log (\log (x)))+e^3+2",1,"-3*x - x^2 + Log[Log[Log[x]]]","A",5,3,30,0.1000,1,"{6688, 2302, 29}"
7813,1,5,0,0.0015854,"\int 5 e^x \, dx","Int[5*E^x,x]","5 e^x","5 \left(e^x+\frac{e^5}{\left(\log \left(\frac{e^{10}}{16}-4\right)+i \pi \right)^2}\right)",1,"5*E^x","A",2,2,5,0.4000,1,"{12, 2194}"
7814,0,0,0,1.6932439,"\int \frac{-4+3 x+x^2+(-4-x) \log (4+x)+\left(-6 x^3-2 x^4\right) \log (1-x+\log (4+x))+\left(12 x^2-9 x^3-3 x^4+\left(12 x^2+3 x^3\right) \log (4+x)\right) \log ^2(1-x+\log (4+x))}{4-3 x-x^2+(4+x) \log (4+x)} \, dx","Int[(-4 + 3*x + x^2 + (-4 - x)*Log[4 + x] + (-6*x^3 - 2*x^4)*Log[1 - x + Log[4 + x]] + (12*x^2 - 9*x^3 - 3*x^4 + (12*x^2 + 3*x^3)*Log[4 + x])*Log[1 - x + Log[4 + x]]^2)/(4 - 3*x - x^2 + (4 + x)*Log[4 + x]),x]","\int \frac{-4+3 x+x^2+(-4-x) \log (4+x)+\left(-6 x^3-2 x^4\right) \log (1-x+\log (4+x))+\left(12 x^2-9 x^3-3 x^4+\left(12 x^2+3 x^3\right) \log (4+x)\right) \log ^2(1-x+\log (4+x))}{4-3 x-x^2+(4+x) \log (4+x)} \, dx","x^3 \log ^2(-x+\log (x+4)+1)-x",1,"-x + Defer[Int][(-1 + x - Log[4 + x])^(-1), x] + Defer[Int][(1 - x + Log[4 + x])^(-1), x] - 32*Defer[Int][Log[1 - x + Log[4 + x]]/(-1 + x - Log[4 + x]), x] + 8*Defer[Int][(x*Log[1 - x + Log[4 + x]])/(-1 + x - Log[4 + x]), x] - 2*Defer[Int][(x^2*Log[1 - x + Log[4 + x]])/(-1 + x - Log[4 + x]), x] + 2*Defer[Int][(x^3*Log[1 - x + Log[4 + x]])/(-1 + x - Log[4 + x]), x] + 128*Defer[Int][Log[1 - x + Log[4 + x]]/((4 + x)*(-1 + x - Log[4 + x])), x] + 3*Defer[Int][x^2*Log[1 - x + Log[4 + x]]^2, x]","F",0,0,0,0,-1,"{}"
7815,1,32,0,0.0071013,"\int \frac{1}{10} \left(-9+54 x-108 x^2+e (-18+48 x)\right) \, dx","Int[(-9 + 54*x - 108*x^2 + E*(-18 + 48*x))/10,x]","-\frac{18 x^3}{5}+\frac{27 x^2}{10}-\frac{9 x}{10}+\frac{3}{80} e (3-8 x)^2","\frac{3}{10} \left((1-2 x)^2+x\right) \left(\log \left(e^{2 e-2 x}\right)-x\right)",1,"(3*E*(3 - 8*x)^2)/80 - (9*x)/10 + (27*x^2)/10 - (18*x^3)/5","A",2,1,21,0.04762,1,"{12}"
7816,1,15,0,0.2000526,"\int \frac{x^{-1-\frac{1}{\log (\log (x))}} \left(e^{2+x}-e^{2+x} \log (\log (x))+e^{2+x} x \log ^2(\log (x))\right)}{\log ^2(\log (x))} \, dx","Int[(x^(-1 - Log[Log[x]]^(-1))*(E^(2 + x) - E^(2 + x)*Log[Log[x]] + E^(2 + x)*x*Log[Log[x]]^2))/Log[Log[x]]^2,x]","e^{x+2} x^{-\frac{1}{\log (\log (x))}}","e^{x+2} x^{-\frac{1}{\log (\log (x))}}",1,"E^(2 + x)/x^Log[Log[x]]^(-1)","A",2,2,45,0.04444,1,"{6688, 2288}"
7817,-1,0,0,180.0003527,"\int \frac{-8 e^{2 x}+e^{4 x} \left(4 e^{2 x}+e^x (1-2 x)-4 x\right)+e^x (-2+4 x)+\left(-2+e^{4 x}+e^{e^x} \left(-2 e^x+e^{5 x}\right)\right) \log ^2\left(2-e^{4 x}\right)+\left(-8 e^{2 x}+e^{4 x} \left(4 e^{2 x}+e^x (1-x)\right)+e^x (-2+2 x)\right) \log (x)+\left(-2 e^{2 x}+e^{6 x}\right) \log ^2(x)+e^{e^x} \left(-8 e^{3 x}+4 e^{7 x}+\left(-8 e^{3 x}+4 e^{7 x}\right) \log (x)+\left(-2 e^{3 x}+e^{7 x}\right) \log ^2(x)\right)+\log \left(2-e^{4 x}\right) \left(-2-8 e^x+e^{4 x} \left(1+4 e^x\right)+\left(-4 e^x+2 e^{5 x}\right) \log (x)+e^{e^x} \left(-8 e^{2 x}+4 e^{6 x}+\left(-4 e^{2 x}+2 e^{6 x}\right) \log (x)\right)\right)}{-8 e^{2 x}+4 e^{6 x}+\left(-2+e^{4 x}\right) \log ^2\left(2-e^{4 x}\right)+\left(-8 e^{2 x}+4 e^{6 x}\right) \log (x)+\left(-2 e^{2 x}+e^{6 x}\right) \log ^2(x)+\log \left(2-e^{4 x}\right) \left(-8 e^x+4 e^{5 x}+\left(-4 e^x+2 e^{5 x}\right) \log (x)\right)} \, dx","Int[(-8*E^(2*x) + E^(4*x)*(4*E^(2*x) + E^x*(1 - 2*x) - 4*x) + E^x*(-2 + 4*x) + (-2 + E^(4*x) + E^E^x*(-2*E^x + E^(5*x)))*Log[2 - E^(4*x)]^2 + (-8*E^(2*x) + E^(4*x)*(4*E^(2*x) + E^x*(1 - x)) + E^x*(-2 + 2*x))*Log[x] + (-2*E^(2*x) + E^(6*x))*Log[x]^2 + E^E^x*(-8*E^(3*x) + 4*E^(7*x) + (-8*E^(3*x) + 4*E^(7*x))*Log[x] + (-2*E^(3*x) + E^(7*x))*Log[x]^2) + Log[2 - E^(4*x)]*(-2 - 8*E^x + E^(4*x)*(1 + 4*E^x) + (-4*E^x + 2*E^(5*x))*Log[x] + E^E^x*(-8*E^(2*x) + 4*E^(6*x) + (-4*E^(2*x) + 2*E^(6*x))*Log[x])))/(-8*E^(2*x) + 4*E^(6*x) + (-2 + E^(4*x))*Log[2 - E^(4*x)]^2 + (-8*E^(2*x) + 4*E^(6*x))*Log[x] + (-2*E^(2*x) + E^(6*x))*Log[x]^2 + Log[2 - E^(4*x)]*(-8*E^x + 4*E^(5*x) + (-4*E^x + 2*E^(5*x))*Log[x])),x]","\text{\$Aborted}","x+e^{e^x}+\frac{x}{\log \left(2-e^{4 x}\right)+e^x (\log (x)+2)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7818,0,0,0,1.4289591,"\int \frac{144+144 x+48 x^2+48 x^3+4 x^4+4 x^5+e^{\frac{49+14 e+e^2}{6+x^2}} \left(-36+86 x^2+28 e x^2+2 e^2 x^2-x^4\right)}{36+12 x^2+x^4} \, dx","Int[(144 + 144*x + 48*x^2 + 48*x^3 + 4*x^4 + 4*x^5 + E^((49 + 14*E + E^2)/(6 + x^2))*(-36 + 86*x^2 + 28*E*x^2 + 2*E^2*x^2 - x^4))/(36 + 12*x^2 + x^4),x]","\int \frac{144+144 x+48 x^2+48 x^3+4 x^4+4 x^5+e^{\frac{49+14 e+e^2}{6+x^2}} \left(-36+86 x^2+28 e x^2+2 e^2 x^2-x^4\right)}{36+12 x^2+x^4} \, dx","2 x \left(\frac{1}{2} \left(4-e^{\frac{(7+e)^2}{x^2+6}}\right)+x\right)",1,"6*x + 2*x^2 - (12*x)/(6 + x^2) - (2*x^3)/(6 + x^2) - Defer[Int][E^((7 + E)^2/(6 + x^2)), x] + ((7 + E)^2*Defer[Int][E^((7 + E)^2/(6 + x^2))/(I*Sqrt[6] - x)^2, x])/2 + ((I/2)*(7 + E)^2*Defer[Int][E^((7 + E)^2/(6 + x^2))/(I*Sqrt[6] - x), x])/Sqrt[6] + ((7 + E)^2*Defer[Int][E^((7 + E)^2/(6 + x^2))/(I*Sqrt[6] + x)^2, x])/2 + ((I/2)*(7 + E)^2*Defer[Int][E^((7 + E)^2/(6 + x^2))/(I*Sqrt[6] + x), x])/Sqrt[6]","F",0,0,0,0,-1,"{}"
7819,0,0,0,14.3213757,"\int \frac{1242+3728 x+3730 x^2+1244 x^3+e^{\frac{2 x-x^2}{2+2 x}} \left(2 x^3-2 x^4-x^5\right)+\left(-2 x-4 x^2-2 x^3+e^{\frac{2 x-x^2}{2+2 x}} \left(4 x^2-4 x^3-2 x^4\right)\right) \log (x)+e^{\frac{2 x-x^2}{2+2 x}} \left(2 x-2 x^2-x^3\right) \log ^2(x)}{2 x^3+4 x^4+2 x^5+\left(4 x^2+8 x^3+4 x^4\right) \log (x)+\left(2 x+4 x^2+2 x^3\right) \log ^2(x)} \, dx","Int[(1242 + 3728*x + 3730*x^2 + 1244*x^3 + E^((2*x - x^2)/(2 + 2*x))*(2*x^3 - 2*x^4 - x^5) + (-2*x - 4*x^2 - 2*x^3 + E^((2*x - x^2)/(2 + 2*x))*(4*x^2 - 4*x^3 - 2*x^4))*Log[x] + E^((2*x - x^2)/(2 + 2*x))*(2*x - 2*x^2 - x^3)*Log[x]^2)/(2*x^3 + 4*x^4 + 2*x^5 + (4*x^2 + 8*x^3 + 4*x^4)*Log[x] + (2*x + 4*x^2 + 2*x^3)*Log[x]^2),x]","\int \frac{1242+3728 x+3730 x^2+1244 x^3+e^{\frac{2 x-x^2}{2+2 x}} \left(2 x^3-2 x^4-x^5\right)+\left(-2 x-4 x^2-2 x^3+e^{\frac{2 x-x^2}{2+2 x}} \left(4 x^2-4 x^3-2 x^4\right)\right) \log (x)+e^{\frac{2 x-x^2}{2+2 x}} \left(2 x-2 x^2-x^3\right) \log ^2(x)}{2 x^3+4 x^4+2 x^5+\left(4 x^2+8 x^3+4 x^4\right) \log (x)+\left(2 x+4 x^2+2 x^3\right) \log ^2(x)} \, dx","e^{x-\frac{3 x}{\frac{2}{x}+2}}-\frac{x+621}{x+\log (x)}",1,"E^(((2 - x)*x)/(2*(1 + x))) + 622*Defer[Int][(x + Log[x])^(-2), x] + 621*Defer[Int][1/(x*(x + Log[x])^2), x] + Defer[Int][x/(x + Log[x])^2, x] - Defer[Int][(x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
7820,0,0,0,1.3118012,"\int \frac{x-\log \left(-130 e^{-4-x}\right)+4 \log ^2\left(-130 e^{-4-x}\right)}{1+(-8-4 x) \log \left(-130 e^{-4-x}\right)+\left(16+16 x+4 x^2\right) \log ^2\left(-130 e^{-4-x}\right)} \, dx","Int[(x - Log[-130*E^(-4 - x)] + 4*Log[-130*E^(-4 - x)]^2)/(1 + (-8 - 4*x)*Log[-130*E^(-4 - x)] + (16 + 16*x + 4*x^2)*Log[-130*E^(-4 - x)]^2),x]","\int \frac{x-\log \left(-130 e^{-4-x}\right)+4 \log ^2\left(-130 e^{-4-x}\right)}{1+(-8-4 x) \log \left(-130 e^{-4-x}\right)+\left(16+16 x+4 x^2\right) \log ^2\left(-130 e^{-4-x}\right)} \, dx","\frac{x}{2 x-\frac{1}{\log \left(-130 e^{-x-4}\right)}+4}",1,"-(2 + x)^(-1) - Defer[Int][1/((2 + x)*(-1 + 4*Log[-130*E^(-4 - x)] + 2*x*Log[-130*E^(-4 - x)])), x]/2 + Defer[Int][x/(1 - 2*(2 + x)*Log[-130*E^(-4 - x)])^2, x] + Defer[Int][1/((2 + x)^2*(1 - 2*(2 + x)*Log[-130*E^(-4 - x)])^2), x] - Defer[Int][1/((2 + x)*(1 - 2*(2 + x)*Log[-130*E^(-4 - x)])^2), x]/2 + 2*Defer[Int][1/((2 + x)^2*(-1 + 2*(2 + x)*Log[-130*E^(-4 - x)])), x]","F",0,0,0,0,-1,"{}"
7821,1,31,0,0.309173,"\int \frac{-5 \sqrt{e}+5 x^2+40 x^3+e^3 \left(2 \sqrt{e} x^2+2 x^4+8 x^5\right)}{e^3 \left(\sqrt{e} x+x^3+4 x^4\right)} \, dx","Int[(-5*Sqrt[E] + 5*x^2 + 40*x^3 + E^3*(2*Sqrt[E]*x^2 + 2*x^4 + 8*x^5))/(E^3*(Sqrt[E]*x + x^3 + 4*x^4)),x]","x^2+\frac{5 \log \left(4 x^3+x^2+\sqrt{e}\right)}{e^3}-\frac{5 \log (x)}{e^3}","x^2+\frac{5 \log \left(4 x^2+x+\frac{\sqrt{e}}{x}\right)}{e^3}",1,"x^2 - (5*Log[x])/E^3 + (5*Log[Sqrt[E] + x^2 + 4*x^3])/E^3","A",5,4,65,0.06154,1,"{12, 1594, 6742, 1587}"
7822,1,29,0,2.3706958,"\int \frac{e^{-e^{\frac{1}{3 \log (4+x)}}+x} \left(-8 e^{\frac{1}{3 \log (4+x)}} x+\left(96-72 x-24 x^2\right) \log ^2(4+x)\right)}{e^{-2 e^{\frac{1}{3 \log (4+x)}}+2 x} (12+3 x) \log ^2(4+x)+e^{-e^{\frac{1}{3 \log (4+x)}}+x} \left(-24 x-6 x^2\right) \log ^2(4+x)+\left(12 x^2+3 x^3\right) \log ^2(4+x)} \, dx","Int[(E^(-E^(1/(3*Log[4 + x])) + x)*(-8*E^(1/(3*Log[4 + x]))*x + (96 - 72*x - 24*x^2)*Log[4 + x]^2))/(E^(-2*E^(1/(3*Log[4 + x])) + 2*x)*(12 + 3*x)*Log[4 + x]^2 + E^(-E^(1/(3*Log[4 + x])) + x)*(-24*x - 6*x^2)*Log[4 + x]^2 + (12*x^2 + 3*x^3)*Log[4 + x]^2),x]","-\frac{8}{1-\frac{e^{x-e^{\frac{1}{3 \log (x+4)}}}}{x}}","\frac{8 x}{e^{x-e^{\frac{1}{3 \log (x+4)}}}-x}",1,"-8/(1 - E^(-E^(1/(3*Log[4 + x])) + x)/x)","A",4,4,139,0.02878,1,"{6688, 12, 6711, 32}"
7823,1,42,0,0.0541226,"\int \frac{1}{3} e^{2 x} \left(4-50 x-6 x^2\right) \log ^4(4) \, dx","Int[(E^(2*x)*(4 - 50*x - 6*x^2)*Log[4]^4)/3,x]","-e^{2 x} x^2 \log ^4(4)-\frac{22}{3} e^{2 x} x \log ^4(4)+\frac{13}{3} e^{2 x} \log ^4(4)","e^{2 x} \left(\frac{5}{3} (5-2 x)-(x+2)^2\right) \log ^4(4)-5",1,"(13*E^(2*x)*Log[4]^4)/3 - (22*E^(2*x)*x*Log[4]^4)/3 - E^(2*x)*x^2*Log[4]^4","A",9,4,23,0.1739,1,"{12, 2196, 2194, 2176}"
7824,1,25,0,0.0399025,"\int \left(e^x (10-x)+2^{-5+4 x} e^x (-1-2 \log (4))\right) \, dx","Int[E^x*(10 - x) + 2^(-5 + 4*x)*E^x*(-1 - 2*Log[4]),x]","e^x (10-x)-2^{4 x-5} e^x+e^x","e^x \left(-x-4^{2 \left(x-\frac{5}{4}\right)}+11\right)",1,"E^x - 2^(-5 + 4*x)*E^x + E^x*(10 - x)","A",6,4,27,0.1481,1,"{2176, 2194, 2287, 12}"
7825,1,15,0,0.0158613,"\int \left(2 x+e^{2 x+5 x^2} (2+10 x)\right) \, dx","Int[2*x + E^(2*x + 5*x^2)*(2 + 10*x),x]","x^2+e^{5 x^2+2 x}","x^2+e^{5 x^2+2 x}-2",1,"E^(2*x + 5*x^2) + x^2","A",2,1,21,0.04762,1,"{2236}"
7826,0,0,0,9.1294487,"\int \frac{e^x \left(-5+e^3\right)+5 x+5 x^2+e^3 \left(-x-x^2\right)+e^{\left(-e^x+x+x^2\right)^x} \left(e^x-x-x^2+\left(-e^x+x+x^2\right)^x \left(x^2-e^x x^2+2 x^3+\left(-e^x x+x^2+x^3\right) \log \left(-e^x+x+x^2\right)\right)\right)}{e^x x^2-x^3-x^4} \, dx","Int[(E^x*(-5 + E^3) + 5*x + 5*x^2 + E^3*(-x - x^2) + E^(-E^x + x + x^2)^x*(E^x - x - x^2 + (-E^x + x + x^2)^x*(x^2 - E^x*x^2 + 2*x^3 + (-(E^x*x) + x^2 + x^3)*Log[-E^x + x + x^2])))/(E^x*x^2 - x^3 - x^4),x]","\int \frac{e^x \left(-5+e^3\right)+5 x+5 x^2+e^3 \left(-x-x^2\right)+e^{\left(-e^x+x+x^2\right)^x} \left(e^x-x-x^2+\left(-e^x+x+x^2\right)^x \left(x^2-e^x x^2+2 x^3+\left(-e^x x+x^2+x^3\right) \log \left(-e^x+x+x^2\right)\right)\right)}{e^x x^2-x^3-x^4} \, dx","\frac{-e^{\left(x^2+x-e^x\right)^x}+5-e^3}{x}",1,"5*Defer[Int][(E^x - x - x^2)^(-1), x] - E^3*Defer[Int][(E^x - x - x^2)^(-1), x] - Defer[Int][E^(-E^x + x + x^2)^x/(E^x - x - x^2), x] - (5 - E^3)*Defer[Int][E^x/(x^2*(E^x - x - x^2)), x] + Defer[Int][E^(x + (-E^x + x + x^2)^x)/(x^2*(E^x - x - x^2)), x] - 5*Defer[Int][1/(x*(-E^x + x + x^2)), x] + E^3*Defer[Int][1/(x*(-E^x + x + x^2)), x] + Defer[Int][E^(-E^x + x + x^2)^x/(x*(-E^x + x + x^2)), x] - Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x] - Log[-E^x + x + x^2]*Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x] + Defer[Int][E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x), x] + Log[-E^x + x + x^2]*Defer[Int][(E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x))/x, x] - 2*Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x] - Log[-E^x + x + x^2]*Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x] + Defer[Int][Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x], x] - Defer[Int][Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x]/(E^x - x - x^2), x] + Defer[Int][(x*Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x])/(-E^x + x + x^2), x] - Defer[Int][(x^2*Defer[Int][E^(-E^x + x + x^2)^x*(-E^x + x + x^2)^(-1 + x), x])/(-E^x + x + x^2), x] - Defer[Int][Defer[Int][(E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x))/x, x], x] + Defer[Int][Defer[Int][(E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x))/x, x]/(E^x - x - x^2), x] - Defer[Int][(x*Defer[Int][(E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x))/x, x])/(-E^x + x + x^2), x] + Defer[Int][(x^2*Defer[Int][(E^(x + (-E^x + x + x^2)^x)*(-E^x + x + x^2)^(-1 + x))/x, x])/(-E^x + x + x^2), x] + Defer[Int][Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x], x] - Defer[Int][Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x]/(E^x - x - x^2), x] + Defer[Int][(x*Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x])/(-E^x + x + x^2), x] - Defer[Int][(x^2*Defer[Int][E^(-E^x + x + x^2)^x*x*(-E^x + x + x^2)^(-1 + x), x])/(-E^x + x + x^2), x]","F",0,0,0,0,-1,"{}"
7827,1,16,0,0.3732285,"\int \frac{e^2 \left(-e x-x^2\right)+e^{\frac{\log (e+x)+e^2 \log (5 x \log (4))}{e^2}} \left(x+e^2 (e+x)\right)}{e^2 \left(e x+x^2\right)} \, dx","Int[(E^2*(-(E*x) - x^2) + E^((Log[E + x] + E^2*Log[5*x*Log[4]])/E^2)*(x + E^2*(E + x)))/(E^2*(E*x + x^2)),x]","5 x (x+e)^{\frac{1}{e^2}} \log (4)-x","5 x (x+e)^{\frac{1}{e^2}} \log (4)-x",1,"-x + 5*x*(E + x)^E^(-2)*Log[4]","A",5,4,59,0.06780,1,"{12, 1593, 6688, 34}"
7828,1,14,0,0.0146574,"\int \frac{-e^{5+x} x-2 \log (x)}{x} \, dx","Int[(-(E^(5 + x)*x) - 2*Log[x])/x,x]","-e^{x+5}-\log ^2(x)","-e^{x+5}-\log ^2(x)-159",1,"-E^(5 + x) - Log[x]^2","A",4,3,17,0.1765,1,"{14, 2194, 2301}"
7829,1,24,0,0.0193899,"\int \frac{-45+30 x-14 x^2+2 x^3}{225-150 x+25 x^2} \, dx","Int[(-45 + 30*x - 14*x^2 + 2*x^3)/(225 - 150*x + 25*x^2),x]","\frac{x^2}{25}-\frac{2 x}{25}-\frac{27}{25 (3-x)}","\frac{x^3}{25 (x-3)}+\frac{1}{5} (-x-1-\log (2))-3",1,"-27/(25*(3 - x)) - (2*x)/25 + x^2/25","A",4,3,28,0.1071,1,"{27, 12, 1850}"
7830,0,0,0,6.3538641,"\int \frac{-90 x-3 x^2+3 x^3+\left(-44 x-33 x^2\right) \log (4+3 x)+\left(-120-94 x+x^2+3 x^3\right) \log (4+3 x) \log \left(\frac{6-x}{(10+2 x) \log (4+3 x)}\right)}{\left(-120-94 x+x^2+3 x^3\right) \log (4+3 x) \log ^2\left(\frac{6-x}{(10+2 x) \log (4+3 x)}\right)} \, dx","Int[(-90*x - 3*x^2 + 3*x^3 + (-44*x - 33*x^2)*Log[4 + 3*x] + (-120 - 94*x + x^2 + 3*x^3)*Log[4 + 3*x]*Log[(6 - x)/((10 + 2*x)*Log[4 + 3*x])])/((-120 - 94*x + x^2 + 3*x^3)*Log[4 + 3*x]*Log[(6 - x)/((10 + 2*x)*Log[4 + 3*x])]^2),x]","\int \frac{-90 x-3 x^2+3 x^3+\left(-44 x-33 x^2\right) \log (4+3 x)+\left(-120-94 x+x^2+3 x^3\right) \log (4+3 x) \log \left(\frac{6-x}{(10+2 x) \log (4+3 x)}\right)}{\left(-120-94 x+x^2+3 x^3\right) \log (4+3 x) \log ^2\left(\frac{6-x}{(10+2 x) \log (4+3 x)}\right)} \, dx","\frac{x}{\log \left(\frac{\frac{3 (2-x)}{2}+x}{(x+5) \log (3 x+4)}\right)}",1,"-6*Defer[Int][1/((-6 + x)*Log[-1/2*(-6 + x)/((5 + x)*Log[4 + 3*x])]^2), x] - 5*Defer[Int][1/((5 + x)*Log[-1/2*(-6 + x)/((5 + x)*Log[4 + 3*x])]^2), x] + Defer[Int][1/(Log[4 + 3*x]*Log[-1/2*(-6 + x)/((5 + x)*Log[4 + 3*x])]^2), x] - 4*Defer[Int][1/((4 + 3*x)*Log[4 + 3*x]*Log[-1/2*(-6 + x)/((5 + x)*Log[4 + 3*x])]^2), x] + Defer[Int][Log[-1/2*(-6 + x)/((5 + x)*Log[4 + 3*x])]^(-1), x]","F",0,0,0,0,-1,"{}"
7831,1,16,0,0.0047428,"\int \frac{1-18 x+18 x^2-9216 x^4}{x} \, dx","Int[(1 - 18*x + 18*x^2 - 9216*x^4)/x,x]","-2304 x^4+9 x^2-18 x+\log (x)","9 \left(-256 x^4-(3-x) x+x\right)+\log (x)",1,"-18*x + 9*x^2 - 2304*x^4 + Log[x]","A",2,1,19,0.05263,1,"{14}"
7832,-1,0,0,180.0014369,"\int \frac{-3 e^x x^3+e^{2 x} \left(2 x+x^4\right)+\left(e^{2 x} \left(18-6 x+36 x^3-12 x^4\right)+e^x \left(-81 x^2+54 x^3-9 x^4\right)+\left(e^{2 x} \left(6-2 x+12 x^3-4 x^4\right)+e^x \left(-27 x^2+18 x^3-3 x^4\right)\right) \log (3-x)\right) \log (3+\log (3-x))}{-81 x^6+27 x^7+e^x \left(108 x^4-36 x^5+54 x^7-18 x^8\right)+e^{2 x} \left(-36 x^2+12 x^3-36 x^5+12 x^6-9 x^8+3 x^9\right)+\left(-27 x^6+9 x^7+e^x \left(36 x^4-12 x^5+18 x^7-6 x^8\right)+e^{2 x} \left(-12 x^2+4 x^3-12 x^5+4 x^6-3 x^8+x^9\right)\right) \log (3-x)} \, dx","Int[(-3*E^x*x^3 + E^(2*x)*(2*x + x^4) + (E^(2*x)*(18 - 6*x + 36*x^3 - 12*x^4) + E^x*(-81*x^2 + 54*x^3 - 9*x^4) + (E^(2*x)*(6 - 2*x + 12*x^3 - 4*x^4) + E^x*(-27*x^2 + 18*x^3 - 3*x^4))*Log[3 - x])*Log[3 + Log[3 - x]])/(-81*x^6 + 27*x^7 + E^x*(108*x^4 - 36*x^5 + 54*x^7 - 18*x^8) + E^(2*x)*(-36*x^2 + 12*x^3 - 36*x^5 + 12*x^6 - 9*x^8 + 3*x^9) + (-27*x^6 + 9*x^7 + E^x*(36*x^4 - 12*x^5 + 18*x^7 - 6*x^8) + E^(2*x)*(-12*x^2 + 4*x^3 - 12*x^5 + 4*x^6 - 3*x^8 + x^9))*Log[3 - x]),x]","\text{\$Aborted}","\frac{\log (\log (3-x)+3)}{x \left(\left(x-3 e^{-x}\right) x^2+2\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7833,1,44,0,0.2123732,"\int \frac{36 e^{1+\log ^2\left(\frac{1}{6} \left(24+6 e^x-x^2\right)\right)} \left(e^{e^{2 x}} \left(-12 e^x+4 x+e^{2 x} \left(48+12 e^x-2 x^2\right)\right)+e^{e^{2 x}} \left(12 e^x-4 x\right) \log \left(\frac{1}{6} \left(24+6 e^x-x^2\right)\right)\right)}{\left(24+6 e^x-x^2\right)^3} \, dx","Int[(36*E^(1 + Log[(24 + 6*E^x - x^2)/6]^2)*(E^E^(2*x)*(-12*E^x + 4*x + E^(2*x)*(48 + 12*E^x - 2*x^2)) + E^E^(2*x)*(12*E^x - 4*x)*Log[(24 + 6*E^x - x^2)/6]))/(24 + 6*E^x - x^2)^3,x]","\frac{36 e^{\log ^2\left(\frac{1}{6} \left(-x^2+6 e^x+24\right)\right)+e^{2 x}+1}}{\left(-x^2+6 e^x+24\right)^2}","e^{\left(\log \left(-\frac{x^2}{6}+e^x+4\right)-1\right)^2+e^{2 x}}",1,"(36*E^(1 + E^(2*x) + Log[(24 + 6*E^x - x^2)/6]^2))/(24 + 6*E^x - x^2)^2","A",2,2,109,0.01835,1,"{12, 2288}"
7834,1,34,0,0.4421379,"\int \frac{18-42 x+32 x^2-8 x^3+\left(18 x-24 x^2+8 x^3\right) \log \left(\frac{x}{5}\right)+\left(-60 x+72 x^2-24 x^3\right) \log ^2\left(\frac{x}{5}\right)}{\left(9 x-12 x^2+4 x^3\right) \log ^2\left(\frac{x}{5}\right)} \, dx","Int[(18 - 42*x + 32*x^2 - 8*x^3 + (18*x - 24*x^2 + 8*x^3)*Log[x/5] + (-60*x + 72*x^2 - 24*x^3)*Log[x/5]^2)/((9*x - 12*x^2 + 4*x^3)*Log[x/5]^2),x]","-6 x-\frac{3}{3-2 x}+\frac{2 x}{\log \left(\frac{x}{5}\right)}-\frac{2}{\log \left(\frac{x}{5}\right)}","\frac{2 x}{2 x-3}-x-5 (x+1)+\frac{2 x-2}{\log \left(\frac{x}{5}\right)}-2",1,"-3/(3 - 2*x) - 6*x - 2/Log[x/5] + (2*x)/Log[x/5]","A",14,10,84,0.1190,1,"{1594, 27, 6688, 12, 683, 2330, 2297, 2298, 2302, 30}"
7835,1,42,0,0.3219019,"\int \frac{-1+e^4 \left(-5-2 x^2\right)+e^8 \left(10 x+5 x^2-x^4\right)+e^{2+x} \left(5 e^4+e^8 \left(-10 x+5 x^2\right)\right)}{5 e^4+10 e^8 x^2+5 e^{12} x^4} \, dx","Int[(-1 + E^4*(-5 - 2*x^2) + E^8*(10*x + 5*x^2 - x^4) + E^(2 + x)*(5*E^4 + E^8*(-10*x + 5*x^2)))/(5*E^4 + 10*E^8*x^2 + 5*E^12*x^4),x]","\frac{e^{x+2}}{e^4 x^2+1}-\frac{x+1}{e^4 x^2+1}-\frac{x}{5 e^4}","\frac{-x+e^{x+2}-1}{e^4 x^2+1}-\frac{x}{5 e^4}",1,"-1/5*x/E^4 + E^(2 + x)/(1 + E^4*x^2) - (1 + x)/(1 + E^4*x^2)","A",7,6,81,0.07407,1,"{28, 6742, 2288, 1814, 21, 8}"
7836,1,11,0,0.0009821,"\int \frac{1}{2} (-11-24 x) \, dx","Int[(-11 - 24*x)/2,x]","-\frac{1}{96} (24 x+11)^2","\log \left(16 e^{-\frac{3}{2} \left(4 x^2+3 x+8\right)-x-5}\right)",1,"-1/96*(11 + 24*x)^2","A",1,1,9,0.1111,1,"{9}"
7837,1,58,0,3.9017944,"\int \frac{-192000 x^2+128000 x^3-5000 x^4+2000 x^5+e^{6 x} \left(3 x^2-2 x^3\right)+e^{4 x} \left(-360 x^2+240 x^3\right)+e^{2 x} \left(14400 x^2-9600 x^3+125 x^4-150 x^5\right)}{-64000 e^{2 x}+4800 e^{4 x}-120 e^{6 x}+e^{8 x}} \, dx","Int[(-192000*x^2 + 128000*x^3 - 5000*x^4 + 2000*x^5 + E^(6*x)*(3*x^2 - 2*x^3) + E^(4*x)*(-360*x^2 + 240*x^3) + E^(2*x)*(14400*x^2 - 9600*x^3 + 125*x^4 - 150*x^5))/(-64000*E^(2*x) + 4800*E^(4*x) - 120*E^(6*x) + E^(8*x)),x]","\frac{1}{64} e^{-2 x} x^5+\frac{x^5}{64 \left(40-e^{2 x}\right)}+\frac{5 x^5}{8 \left(40-e^{2 x}\right)^2}+e^{-2 x} x^3","e^{-2 x} x^2 \left(\frac{x^3}{\left(\frac{e^{2 x}}{5}-8\right)^2}+x\right)",1,"x^3/E^(2*x) + x^5/(64*E^(2*x)) + (5*x^5)/(8*(40 - E^(2*x))^2) + x^5/(64*(40 - E^(2*x)))","B",143,14,112,0.1250,1,"{6688, 6742, 2254, 2176, 2194, 2185, 2184, 2190, 2531, 6609, 2282, 6589, 2191, 2196}"
7838,0,0,0,2.577487,"\int \frac{3^{\frac{1}{2 x^3}} e^{\frac{2}{x^3}} \left(-\frac{1}{8+3 x}\right)^{\frac{1}{2 x^3}} \left(-3 x+(-24-9 x) \log \left(-\frac{3 e^4}{8+3 x}\right)\right)}{16 x^4+6 x^5} \, dx","Int[(3^(1/(2*x^3))*E^(2/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3))*(-3*x + (-24 - 9*x)*Log[(-3*E^4)/(8 + 3*x)]))/(16*x^4 + 6*x^5),x]","\int \frac{3^{\frac{1}{2 x^3}} e^{\frac{2}{x^3}} \left(-\frac{1}{8+3 x}\right)^{\frac{1}{2 x^3}} \left(-3 x+(-24-9 x) \log \left(-\frac{3 e^4}{8+3 x}\right)\right)}{16 x^4+6 x^5} \, dx","e^{\frac{2}{x^3}} \left(-\frac{1}{x+\frac{8}{3}}\right)^{\frac{1}{2 x^3}}",1,"(-3*Log[(-3*E^4)/(8 + 3*x)]*Defer[Int][(E^((2 + Log[3]/2)/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3)))/x^4, x])/2 - (3*Defer[Int][(E^((2 + Log[3]/2)/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3)))/x^3, x])/16 + (9*Defer[Int][(E^((2 + Log[3]/2)/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3)))/x^2, x])/128 - (27*Defer[Int][(E^((2 + Log[3]/2)/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3)))/x, x])/1024 + (81*Defer[Int][(E^((2 + Log[3]/2)/x^3)*(-(8 + 3*x)^(-1))^(1/(2*x^3)))/(8 + 3*x), x])/1024 + (9*Defer[Int][Defer[Int][(E^((4 + Log[3])/(2*x^3))*((-8 - 3*x)^(-1))^(1/(2*x^3)))/x^4, x]/(-8 - 3*x), x])/2","F",0,0,0,0,-1,"{}"
7839,0,0,0,0.2663528,"\int e^{18 e^{8 x-4 x^2}+8 x-4 x^2} (144-144 x) \, dx","Int[E^(18*E^(8*x - 4*x^2) + 8*x - 4*x^2)*(144 - 144*x),x]","\int e^{18 e^{8 x-4 x^2}+8 x-4 x^2} (144-144 x) \, dx","e^{18 e^{-4 \left(x^2-2 x\right)}}",1,"144*Defer[Int][E^(18*E^(8*x - 4*x^2) + 8*x - 4*x^2), x] - 144*Defer[Int][E^(18*E^(8*x - 4*x^2) + 8*x - 4*x^2)*x, x]","F",0,0,0,0,-1,"{}"
7840,1,29,0,0.0575554,"\int \frac{64 x}{1344+368 x^2+25 x^4+\left(2944+400 x^2\right) \log (5)+1600 \log ^2(5)} \, dx","Int[(64*x)/(1344 + 368*x^2 + 25*x^4 + (2944 + 400*x^2)*Log[5] + 1600*Log[5]^2),x]","\log \left(25 x^2+8 (21+25 \log (5))\right)-\log \left(x^2+8 (1+\log (5))\right)","\log \left(\frac{2}{\frac{x^2}{2}+4+4 \log (5)}-\frac{25}{8}\right)",1,"-Log[x^2 + 8*(1 + Log[5])] + Log[25*x^2 + 8*(21 + 25*Log[5])]","A",6,5,33,0.1515,1,"{12, 1989, 1107, 616, 31}"
7841,1,2,0,0.0002525,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log \left(2 e^4 x \log (3)\right)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
7842,1,36,0,0.1519959,"\int \left(5-2 x+2 e^2 x+e^{3 x} \left(-6 x^2+2 x^3+6 x^4\right)\right) \, dx","Int[5 - 2*x + 2*E^2*x + E^(3*x)*(-6*x^2 + 2*x^3 + 6*x^4),x]","2 e^{3 x} x^4-2 e^{3 x} x^3-\left(1-e^2\right) x^2+5 x","x \left(\left(2 e^{3 x} \left(x^2-x\right)+e^2\right) x-x+5\right)",1,"5*x - (1 - E^2)*x^2 - 2*E^(3*x)*x^3 + 2*E^(3*x)*x^4","A",17,5,33,0.1515,1,"{6, 1594, 2196, 2176, 2194}"
7843,0,0,0,27.0576602,"\int \frac{\exp \left(2+\frac{1}{4+e^{4-32 x^4+64 x^2 \log (4)-32 \log ^2(4)}-4 e^{2-16 x^4+32 x^2 \log (4)-16 \log ^2(4)}}-16 x^4+32 x^2 \log (4)-16 \log ^2(4)\right) \left(-128 x^4+128 x^2 \log (4)\right)}{-8 x+e^{6-48 x^4+96 x^2 \log (4)-48 \log ^2(4)} x-6 e^{4-32 x^4+64 x^2 \log (4)-32 \log ^2(4)} x+12 e^{2-16 x^4+32 x^2 \log (4)-16 \log ^2(4)} x} \, dx","Int[(E^(2 + (4 + E^(4 - 32*x^4 + 64*x^2*Log[4] - 32*Log[4]^2) - 4*E^(2 - 16*x^4 + 32*x^2*Log[4] - 16*Log[4]^2))^(-1) - 16*x^4 + 32*x^2*Log[4] - 16*Log[4]^2)*(-128*x^4 + 128*x^2*Log[4]))/(-8*x + E^(6 - 48*x^4 + 96*x^2*Log[4] - 48*Log[4]^2)*x - 6*E^(4 - 32*x^4 + 64*x^2*Log[4] - 32*Log[4]^2)*x + 12*E^(2 - 16*x^4 + 32*x^2*Log[4] - 16*Log[4]^2)*x),x]","\int \frac{\exp \left(2+\frac{1}{4+e^{4-32 x^4+64 x^2 \log (4)-32 \log ^2(4)}-4 e^{2-16 x^4+32 x^2 \log (4)-16 \log ^2(4)}}-16 x^4+32 x^2 \log (4)-16 \log ^2(4)\right) \left(-128 x^4+128 x^2 \log (4)\right)}{-8 x+e^{6-48 x^4+96 x^2 \log (4)-48 \log ^2(4)} x-6 e^{4-32 x^4+64 x^2 \log (4)-32 \log ^2(4)} x+12 e^{2-16 x^4+32 x^2 \log (4)-16 \log ^2(4)} x} \, dx","1-e^{\frac{1}{\left(2-e^{2-16 \left(x^2-\log (4)\right)^2}\right)^2}}",1,"-1/2*(Log[4]*Defer[Subst][Defer[Int][(2^(7 + 64*x)*E^(E^(32*(x^2 + Log[4]^2))/(2^(64*x)*E^2 - 2*E^(16*(x^2 + Log[4]^2)))^2 + 32*x^2 + 2*(1 + 16*Log[4]^2)))/(-(2^(64*x)*E^2) + 2*E^(16*x^2 + 16*Log[4]^2))^3, x], x, x^2]) + Defer[Subst][Defer[Int][(2^(7 + 64*x)*E^(E^(32*(x^2 + Log[4]^2))/(2^(64*x)*E^2 - 2*E^(16*(x^2 + Log[4]^2)))^2 + 32*x^2 + 2*(1 + 16*Log[4]^2))*x)/(-(2^(64*x)*E^2) + 2*E^(16*x^2 + 16*Log[4]^2))^3, x], x, x^2]/2","F",0,0,0,0,-1,"{}"
7844,1,23,0,1.4520506,"\int \frac{e^{-6 e^{8+2 x}} \left(75 \log ^2(x)-900 e^{8+2 x} x \log ^3(x)+e^{6 e^{8+2 x}} (3 x-3 x \log (x))\right)}{3 x \log ^2(x)} \, dx","Int[(75*Log[x]^2 - 900*E^(8 + 2*x)*x*Log[x]^3 + E^(6*E^(8 + 2*x))*(3*x - 3*x*Log[x]))/(3*E^(6*E^(8 + 2*x))*x*Log[x]^2),x]","25 e^{-6 e^{2 x+8}} \log (x)-\frac{x}{\log (x)}","\frac{25 e^{-\frac{2}{3} e^{2 (x+4+\log (3))}} \log ^2(x)-x}{\log (x)}",1,"-(x/Log[x]) + (25*Log[x])/E^(6*E^(8 + 2*x))","A",10,8,64,0.1250,1,"{12, 6742, 2282, 2194, 2554, 6688, 2297, 2298}"
7845,1,20,0,0.1449891,"\int \frac{4+x}{12+e^3 (-4-2 x)+8 x+x^2+(4+2 x) \log (2+x)} \, dx","Int[(4 + x)/(12 + E^3*(-4 - 2*x) + 8*x + x^2 + (4 + 2*x)*Log[2 + x]),x]","\log \left(-x-2 \log (x+2)-2 \left(3-e^3\right)\right)","\log \left(\frac{x}{2}+\log (x+2)-e^3+3\right)",1,"Log[-2*(3 - E^3) - x - 2*Log[2 + x]]","A",2,2,33,0.06061,1,"{6741, 6684}"
7846,0,0,0,8.4346222,"\int \frac{e^{-\frac{-5-\log (x)}{-5+x}} \left(120-44 x-12 x^2+e^x \left(60-62 x+22 x^2-2 x^3\right)+\left(4 x+2 e^x x-4 x^2\right) \log (x)\right)}{25 x^2-10 x^3+x^4} \, dx","Int[(120 - 44*x - 12*x^2 + E^x*(60 - 62*x + 22*x^2 - 2*x^3) + (4*x + 2*E^x*x - 4*x^2)*Log[x])/(E^((-5 - Log[x])/(-5 + x))*(25*x^2 - 10*x^3 + x^4)),x]","\int \frac{e^{-\frac{-5-\log (x)}{-5+x}} \left(120-44 x-12 x^2+e^x \left(60-62 x+22 x^2-2 x^3\right)+\left(4 x+2 e^x x-4 x^2\right) \log (x)\right)}{25 x^2-10 x^3+x^4} \, dx","\frac{2 \left(2 x-e^x-2\right) e^{-\frac{\log (x)+5}{5-x}}}{x}",1,"-16*Defer[Int][1/(E^((-5 - Log[x])/(-5 + x))*(-5 + x)^2), x] + 2*Defer[Int][E^((5 - 5*x + x^2 + Log[x])/(-5 + x))/(-5 + x)^2, x] - (4*Defer[Int][1/(E^((-5 - Log[x])/(-5 + x))*(-5 + x)), x])/25 - (12*Defer[Int][E^((5 - 5*x + x^2 + Log[x])/(-5 + x))/(-5 + x), x])/25 + (24*Defer[Int][1/(E^((-5 - Log[x])/(-5 + x))*x^2), x])/5 + (12*Defer[Int][E^((5 - 5*x + x^2 + Log[x])/(-5 + x))/x^2, x])/5 + (4*Defer[Int][1/(E^((-5 - Log[x])/(-5 + x))*x), x])/25 - (38*Defer[Int][E^((5 - 5*x + x^2 + Log[x])/(-5 + x))/x, x])/25 - (16*Defer[Int][Log[x]/(E^((-5 - Log[x])/(-5 + x))*(-5 + x)^2), x])/5 + (2*Defer[Int][(E^((5 - 5*x + x^2 + Log[x])/(-5 + x))*Log[x])/(-5 + x)^2, x])/5 - (4*Defer[Int][Log[x]/(E^((-5 - Log[x])/(-5 + x))*(-5 + x)), x])/25 - (2*Defer[Int][(E^((5 - 5*x + x^2 + Log[x])/(-5 + x))*Log[x])/(-5 + x), x])/25 + (4*Defer[Int][Log[x]/(E^((-5 - Log[x])/(-5 + x))*x), x])/25 + (2*Defer[Int][(E^((5 - 5*x + x^2 + Log[x])/(-5 + x))*Log[x])/x, x])/25","F",0,0,0,0,-1,"{}"
7847,0,0,0,0.4948968,"\int \frac{e^x (-3+3 x)+\left(-3 e^x x+3 e^x \log (x)\right) \log (-x+\log (x))+\left(5 x-2 e^x x+\left(-5+2 e^x\right) \log (x)\right) \log ^2(-x+\log (x))}{\left(-e^x x+e^x \log (x)\right) \log ^2(-x+\log (x))} \, dx","Int[(E^x*(-3 + 3*x) + (-3*E^x*x + 3*E^x*Log[x])*Log[-x + Log[x]] + (5*x - 2*E^x*x + (-5 + 2*E^x)*Log[x])*Log[-x + Log[x]]^2)/((-(E^x*x) + E^x*Log[x])*Log[-x + Log[x]]^2),x]","\int \frac{e^x (-3+3 x)+\left(-3 e^x x+3 e^x \log (x)\right) \log (-x+\log (x))+\left(5 x-2 e^x x+\left(-5+2 e^x\right) \log (x)\right) \log ^2(-x+\log (x))}{\left(-e^x x+e^x \log (x)\right) \log ^2(-x+\log (x))} \, dx","2 x+5 e^{-x}+\frac{3 x}{\log (\log (x)-x)}+3",1,"5/E^x + 2*x + 3*Defer[Int][1/((x - Log[x])*Log[-x + Log[x]]^2), x] - 3*Defer[Int][x/((x - Log[x])*Log[-x + Log[x]]^2), x] + 3*Defer[Int][Log[-x + Log[x]]^(-1), x]","F",0,0,0,0,-1,"{}"
7848,0,0,0,0.3221552,"\int \frac{-6-2 x+e^2 \left(9 x+20 x^2+5 x^3\right)+\left(2+e^2 \left(-6 x-6 x^2\right)\right) \log \left(4 e^{\frac{-1+e^2 \left(-x-x^2\right)}{e^2 x}}\right)+e^2 x \log ^2\left(4 e^{\frac{-1+e^2 \left(-x-x^2\right)}{e^2 x}}\right)}{e^2 x} \, dx","Int[(-6 - 2*x + E^2*(9*x + 20*x^2 + 5*x^3) + (2 + E^2*(-6*x - 6*x^2))*Log[4*E^((-1 + E^2*(-x - x^2))/(E^2*x))] + E^2*x*Log[4*E^((-1 + E^2*(-x - x^2))/(E^2*x))]^2)/(E^2*x),x]","\int \frac{-6-2 x+e^2 \left(9 x+20 x^2+5 x^3\right)+\left(2+e^2 \left(-6 x-6 x^2\right)\right) \log \left(4 e^{\frac{-1+e^2 \left(-x-x^2\right)}{e^2 x}}\right)+e^2 x \log ^2\left(4 e^{\frac{-1+e^2 \left(-x-x^2\right)}{e^2 x}}\right)}{e^2 x} \, dx","x \left(x+\left(-x+\log \left(4 e^{-x+\frac{x-\frac{1}{e^2}}{x}-2}\right)-3\right)^2\right)",1,"2/(E^4*x) + x/E^2 - ((2 - 9*E^2)*x)/E^2 + 7*x^2 + (2*x^3)/3 - 6*x*Log[4*E^(-1 - 1/(E^2*x) - x)] - 3*x^2*Log[4*E^(-1 - 1/(E^2*x) - x)] + (2*(1/(E^2*x) + x)*Log[x])/E^2 + (2*Log[4*E^(-1 - 1/(E^2*x) - x)]*Log[x])/E^2 + Defer[Int][Log[4*E^(-1 - 1/(E^2*x) - x)]^2, x]","F",0,0,0,0,-1,"{}"
7849,0,0,0,5.3678108,"\int \frac{e^{-\frac{e^x}{x}} \left(e^{2 x} (9-9 x)+24 e^x x+24 x^2+\left(-16 e^x x-16 x^2+e^{2 x} (-12+12 x)\right) \log \left(\frac{4}{x^2}\right)+e^{2 x} (4-4 x) \log ^2\left(\frac{4}{x^2}\right)\right)}{4 x^3} \, dx","Int[(E^(2*x)*(9 - 9*x) + 24*E^x*x + 24*x^2 + (-16*E^x*x - 16*x^2 + E^(2*x)*(-12 + 12*x))*Log[4/x^2] + E^(2*x)*(4 - 4*x)*Log[4/x^2]^2)/(4*E^(E^x/x)*x^3),x]","\int \frac{e^{-\frac{e^x}{x}} \left(e^{2 x} (9-9 x)+24 e^x x+24 x^2+\left(-16 e^x x-16 x^2+e^{2 x} (-12+12 x)\right) \log \left(\frac{4}{x^2}\right)+e^{2 x} (4-4 x) \log ^2\left(\frac{4}{x^2}\right)\right)}{4 x^3} \, dx","\frac{e^{-\frac{e^x}{x}} \left(x+e^x\right) \left(\log \left(\frac{4}{x^2}\right)-\frac{3}{2}\right)^2}{x}",1,"(9*Defer[Int][E^(-(E^x/x) + 2*x)/x^3, x])/4 - 3*Log[4/x^2]*Defer[Int][E^(-(E^x/x) + 2*x)/x^3, x] + 6*Defer[Int][E^(-(E^x/x) + x)/x^2, x] - 4*Log[4/x^2]*Defer[Int][E^(-(E^x/x) + x)/x^2, x] - (9*Defer[Int][E^(-(E^x/x) + 2*x)/x^2, x])/4 + 3*Log[4/x^2]*Defer[Int][E^(-(E^x/x) + 2*x)/x^2, x] + 6*Defer[Int][1/(E^(E^x/x)*x), x] - 4*Log[4/x^2]*Defer[Int][1/(E^(E^x/x)*x), x] + Defer[Int][(E^(-(E^x/x) + 2*x)*Log[4/x^2]^2)/x^3, x] - Defer[Int][(E^(-(E^x/x) + 2*x)*Log[4/x^2]^2)/x^2, x] - 6*Defer[Int][Defer[Int][E^(-(E^x/x) + 2*x)/x^3, x]/x, x] - 8*Defer[Int][Defer[Int][E^(-(E^x/x) + x)/x^2, x]/x, x] + 6*Defer[Int][Defer[Int][E^(-(E^x/x) + 2*x)/x^2, x]/x, x] - 8*Defer[Int][Defer[Int][1/(E^(E^x/x)*x), x]/x, x]","F",0,0,0,0,-1,"{}"
7850,1,26,0,0.0132522,"\int \frac{-40+27 x^2+20 x^3+5 x^2 \log (4)}{15 x^2} \, dx","Int[(-40 + 27*x^2 + 20*x^3 + 5*x^2*Log[4])/(15*x^2),x]","\frac{2 x^2}{3}+\frac{8}{3 x}+\frac{1}{15} x (27+5 \log (4))","\frac{1}{3} x \left(\frac{8}{x^2}+2 x+\frac{27}{5}+\log (4)\right)",1,"8/(3*x) + (2*x^2)/3 + (x*(27 + 5*Log[4]))/15","A",4,3,26,0.1154,1,"{6, 12, 14}"
7851,0,0,0,8.3027827,"\int \frac{75+10 e^{3 x}-5 e^{4 x}+e^x (-25-25 x)+\left(25+e^{4 x} (-5-20 x)+30 e^{2 x} x+e^{3 x} \left(20+20 x-10 x^2\right)\right) \log (x)+\left(10 e^{2 x} x+3 e^{4 x} x^2-2 e^{6 x} x^2+e^{3 x} (5+15 x)+e^{5 x} \left(x+x^2-x^3\right)\right) \log ^2(x)+\left(e^{4 x} x^2+e^{5 x} x^2\right) \log ^3(x)}{25+10 e^{2 x} x \log (x)+e^{4 x} x^2 \log ^2(x)} \, dx","Int[(75 + 10*E^(3*x) - 5*E^(4*x) + E^x*(-25 - 25*x) + (25 + E^(4*x)*(-5 - 20*x) + 30*E^(2*x)*x + E^(3*x)*(20 + 20*x - 10*x^2))*Log[x] + (10*E^(2*x)*x + 3*E^(4*x)*x^2 - 2*E^(6*x)*x^2 + E^(3*x)*(5 + 15*x) + E^(5*x)*(x + x^2 - x^3))*Log[x]^2 + (E^(4*x)*x^2 + E^(5*x)*x^2)*Log[x]^3)/(25 + 10*E^(2*x)*x*Log[x] + E^(4*x)*x^2*Log[x]^2),x]","\int \frac{75+10 e^{3 x}-5 e^{4 x}+e^x (-25-25 x)+\left(25+e^{4 x} (-5-20 x)+30 e^{2 x} x+e^{3 x} \left(20+20 x-10 x^2\right)\right) \log (x)+\left(10 e^{2 x} x+3 e^{4 x} x^2-2 e^{6 x} x^2+e^{3 x} (5+15 x)+e^{5 x} \left(x+x^2-x^3\right)\right) \log ^2(x)+\left(e^{4 x} x^2+e^{5 x} x^2\right) \log ^3(x)}{25+10 e^{2 x} x \log (x)+e^{4 x} x^2 \log ^2(x)} \, dx","\left(x+\frac{e^x x}{x+\frac{5 e^{-2 x}}{\log (x)}}\right) \left(-e^x+\log (x)+2\right)",1,"2*E^x - E^(2*x) + 2*x - E^x*x + 5/(x*Log[x]) + E^x*Log[x] + x*Log[x] - 100*Defer[Int][E^x/(5 + E^(2*x)*x*Log[x])^2, x] - 75*Defer[Int][E^x/(x*(5 + E^(2*x)*x*Log[x])^2), x] - 125*Defer[Int][1/(x^2*Log[x]^2*(5 + E^(2*x)*x*Log[x])^2), x] - 125*Defer[Int][1/(x^2*Log[x]*(5 + E^(2*x)*x*Log[x])^2), x] - 250*Defer[Int][1/(x*Log[x]*(5 + E^(2*x)*x*Log[x])^2), x] - 50*Defer[Int][E^x/(x*Log[x]*(5 + E^(2*x)*x*Log[x])^2), x] - 50*Defer[Int][(E^x*Log[x])/(5 + E^(2*x)*x*Log[x])^2, x] - 25*Defer[Int][(E^x*Log[x])/(x*(5 + E^(2*x)*x*Log[x])^2), x] + 10*Defer[Int][E^x/(5 + E^(2*x)*x*Log[x]), x] + 10*Defer[Int][E^x/(x*(5 + E^(2*x)*x*Log[x])), x] + 50*Defer[Int][1/(x^2*Log[x]^2*(5 + E^(2*x)*x*Log[x])), x] + 50*Defer[Int][1/(x^2*Log[x]*(5 + E^(2*x)*x*Log[x])), x] + 50*Defer[Int][1/(x*Log[x]*(5 + E^(2*x)*x*Log[x])), x] + 10*Defer[Int][E^x/(x*Log[x]*(5 + E^(2*x)*x*Log[x])), x] + 5*Defer[Int][(E^x*Log[x])/(5 + E^(2*x)*x*Log[x]), x] + 5*Defer[Int][(E^x*Log[x])/(x*(5 + E^(2*x)*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
7852,0,0,0,1.9413188,"\int \frac{18 \log (4+2 x)+e^{e^x} \left(-12 \log (4+2 x)+e^x (-12-6 x) \log ^2(4+2 x)\right)+e^{2 e^x} \left(2 \log (4+2 x)+e^x (4+2 x) \log ^2(4+2 x)\right)}{2+x} \, dx","Int[(18*Log[4 + 2*x] + E^E^x*(-12*Log[4 + 2*x] + E^x*(-12 - 6*x)*Log[4 + 2*x]^2) + E^(2*E^x)*(2*Log[4 + 2*x] + E^x*(4 + 2*x)*Log[4 + 2*x]^2))/(2 + x),x]","\int \frac{18 \log (4+2 x)+e^{e^x} \left(-12 \log (4+2 x)+e^x (-12-6 x) \log ^2(4+2 x)\right)+e^{2 e^x} \left(2 \log (4+2 x)+e^x (4+2 x) \log ^2(4+2 x)\right)}{2+x} \, dx","\left(e^{e^x}-3\right)^2 \log ^2(2 x+4)+3",1,"9*Log[2*(2 + x)]^2 + 12*Log[4 + 2*x]*Defer[Int][E^E^x/(-2 - x), x] + 2*Log[4 + 2*x]*Defer[Int][E^(2*E^x)/(2 + x), x] - 6*Defer[Int][E^(E^x + x)*Log[4 + 2*x]^2, x] + 2*Defer[Int][E^(2*E^x + x)*Log[4 + 2*x]^2, x] - 12*Defer[Int][Defer[Int][-(E^E^x/(2 + x)), x]/(2 + x), x] - 2*Defer[Int][Defer[Int][E^(2*E^x)/(2 + x), x]/(2 + x), x]","F",0,0,0,0,-1,"{}"
7853,1,53,0,0.1372585,"\int \frac{-400+9 x^4+\left(40 x^2+6 x^4\right) \log \left(\frac{x}{4}\right)+6 x^4 \log ^2\left(\frac{x}{4}\right)+2 x^4 \log ^3\left(\frac{x}{4}\right)+x^4 \log ^4\left(\frac{x}{4}\right)}{200 x^3} \, dx","Int[(-400 + 9*x^4 + (40*x^2 + 6*x^4)*Log[x/4] + 6*x^4*Log[x/4]^2 + 2*x^4*Log[x/4]^3 + x^4*Log[x/4]^4)/(200*x^3),x]","\frac{9 x^2}{400}+\frac{1}{x^2}+\frac{1}{400} x^2 \log ^4\left(\frac{x}{4}\right)+\frac{3}{200} x^2 \log ^2\left(\frac{x}{4}\right)+\frac{1}{10} \log ^2\left(\frac{x}{4}\right)","\frac{\left(\frac{1}{20} x^2 \left(\log ^2\left(\frac{x}{4}\right)+3\right)+1\right)^2}{x^2}",1,"x^(-2) + (9*x^2)/400 + Log[x/4]^2/10 + (3*x^2*Log[x/4]^2)/200 + (x^2*Log[x/4]^4)/400","B",18,6,70,0.08571,1,"{12, 14, 2351, 2301, 2304, 2305}"
7854,1,68,0,0.1810412,"\int \frac{e^{-9-\log ^2\left(\frac{1}{16} \left(4 x^2-\log (x)\right)\right)} \left(4 x^2-\log (x)\right)^6 \left(30-240 x^2+\left(-10+80 x^2\right) \log \left(\frac{1}{16} \left(4 x^2-\log (x)\right)\right)\right)}{16777216 \left(-4 x^3+x \log (x)\right)} \, dx","Int[(E^(-9 - Log[(4*x^2 - Log[x])/16]^2)*(4*x^2 - Log[x])^6*(30 - 240*x^2 + (-10 + 80*x^2)*Log[(4*x^2 - Log[x])/16]))/(16777216*(-4*x^3 + x*Log[x])),x]","\frac{5 \left(1-8 x^2\right) e^{-\log ^2\left(\frac{1}{16} \left(4 x^2-\log (x)\right)\right)-9} \left(4 x^2-\log (x)\right)^7}{16777216 \left(\frac{1}{x}-8 x\right) \left(4 x^3-x \log (x)\right)}","5 e^{-\left(3-\log \left(\frac{1}{16} \left(4 x^2-\log (x)\right)\right)\right)^2}",1,"(5*E^(-9 - Log[(4*x^2 - Log[x])/16]^2)*(1 - 8*x^2)*(4*x^2 - Log[x])^7)/(16777216*(x^(-1) - 8*x)*(4*x^3 - x*Log[x]))","B",2,2,81,0.02469,1,"{12, 2288}"
7855,1,31,0,0.17772,"\int \frac{\exp \left(\frac{5 \log \left(-3+e^4\right)-3 \log (x)-\log ^2(x)}{\log \left(-3+e^4\right)}\right) (-3-2 \log (x))}{x \log \left(-3+e^4\right)} \, dx","Int[(E^((5*Log[-3 + E^4] - 3*Log[x] - Log[x]^2)/Log[-3 + E^4])*(-3 - 2*Log[x]))/(x*Log[-3 + E^4]),x]","e^{5-\frac{\log ^2(x)}{\log \left(e^4-3\right)}} x^{-\frac{3}{\log \left(e^4-3\right)}}","e^{5-\frac{\log (x) (\log (x)+3)}{\log \left(e^4-3\right)}}-4",1,"E^(5 - Log[x]^2/Log[-3 + E^4])/x^(3/Log[-3 + E^4])","A",5,3,48,0.06250,1,"{12, 2274, 2288}"
7856,1,23,0,0.022641,"\int \frac{e^{4-\frac{2 e^4}{x}} \left(32 e^4+16 e^7+2 e^{10}\right)}{9 x^2} \, dx","Int[(E^(4 - (2*E^4)/x)*(32*E^4 + 16*E^7 + 2*E^10))/(9*x^2),x]","\frac{1}{9} \left(4+e^3\right)^2 e^{4-\frac{2 e^4}{x}}","\frac{1}{9} \left(4+e^3\right)^2 e^{4-\frac{2 e^4}{x}}",1,"(E^(4 - (2*E^4)/x)*(4 + E^3)^2)/9","A",2,2,35,0.05714,1,"{12, 2209}"
7857,1,77,0,0.2198466,"\int \frac{-2800-1560 x-4260 x^2-1200 x^3+600 x^4-60 x^6-10 x^7+e^3 \left(720+720 x+1200 x^2+600 x^3-30 x^5-5 x^6\right)}{-64+96 x-40 x^3+6 x^5+x^6} \, dx","Int[(-2800 - 1560*x - 4260*x^2 - 1200*x^3 + 600*x^4 - 60*x^6 - 10*x^7 + E^3*(720 + 720*x + 1200*x^2 + 600*x^3 - 30*x^5 - 5*x^6))/(-64 + 96*x - 40*x^3 + 6*x^5 + x^6),x]","-5 x^2-\frac{50 \left(-7 x-4 e^3+13\right)}{-x^2-2 x+4}-\frac{150 (x+1)}{-x^2-2 x+4}+\frac{500 \left(-x-e^3+4\right)}{\left(-x^2-2 x+4\right)^2}-5 e^3 x","5 \left(-x-e^3+4\right) \left(x+\frac{100}{\left(5-\frac{25}{(x+1)^2}\right)^2}\right)+4",1,"-5*E^3*x - 5*x^2 + (500*(4 - E^3 - x))/(4 - 2*x - x^2)^2 - (50*(13 - 4*E^3 - 7*x))/(4 - 2*x - x^2) - (150*(1 + x))/(4 - 2*x - x^2)","B",11,5,80,0.06250,1,"{2074, 638, 614, 618, 206}"
7858,0,0,0,0.9645163,"\int \frac{600-165 x+554 x^2-168 x^3-6 x^4+3 x^5+\left(-240+18 x-226 x^2+19 x^3+6 x^4\right) \log (8+x)+\left(24+3 x+24 x^2+3 x^3\right) \log ^2(8+x)}{600 x^2-165 x^3-6 x^4+3 x^5+\left(-240 x^2+18 x^3+6 x^4\right) \log (8+x)+\left(24 x^2+3 x^3\right) \log ^2(8+x)} \, dx","Int[(600 - 165*x + 554*x^2 - 168*x^3 - 6*x^4 + 3*x^5 + (-240 + 18*x - 226*x^2 + 19*x^3 + 6*x^4)*Log[8 + x] + (24 + 3*x + 24*x^2 + 3*x^3)*Log[8 + x]^2)/(600*x^2 - 165*x^3 - 6*x^4 + 3*x^5 + (-240*x^2 + 18*x^3 + 6*x^4)*Log[8 + x] + (24*x^2 + 3*x^3)*Log[8 + x]^2),x]","\int \frac{600-165 x+554 x^2-168 x^3-6 x^4+3 x^5+\left(-240+18 x-226 x^2+19 x^3+6 x^4\right) \log (8+x)+\left(24+3 x+24 x^2+3 x^3\right) \log ^2(8+x)}{600 x^2-165 x^3-6 x^4+3 x^5+\left(-240 x^2+18 x^3+6 x^4\right) \log (8+x)+\left(24 x^2+3 x^3\right) \log ^2(8+x)} \, dx","x-\frac{1}{x}-\frac{x}{3 (-x-\log (x+8)+5)}+4",1,"-x^(-1) + x - Defer[Int][(-5 + x + Log[8 + x])^(-2), x]/3 - Defer[Int][x/(-5 + x + Log[8 + x])^2, x]/3 + (8*Defer[Int][1/((8 + x)*(-5 + x + Log[8 + x])^2), x])/3 + Defer[Int][(-5 + x + Log[8 + x])^(-1), x]/3","F",0,0,0,0,-1,"{}"
7859,1,57,0,0.4450026,"\int \frac{160 x-200 x^2+e^{x/5} \left(320 x-168 x^2-40 x^3\right)+\left(320 x-200 x^2\right) \log (x)}{16-40 x+25 x^2} \, dx","Int[(160*x - 200*x^2 + E^(x/5)*(320*x - 168*x^2 - 40*x^3) + (320*x - 200*x^2)*Log[x])/(16 - 40*x + 25*x^2),x]","-8 e^{x/5} x-\frac{32 e^{x/5}}{5}+\frac{128 e^{x/5}}{5 (4-5 x)}+\frac{32 x \log (x)}{4-5 x}-8 x \log (x)","\frac{8 x^2 \left(e^{x/5}+\log (x)\right)}{\frac{4}{5}-x}",1,"(-32*E^(x/5))/5 + (128*E^(x/5))/(5*(4 - 5*x)) - 8*E^(x/5)*x - 8*x*Log[x] + (32*x*Log[x])/(4 - 5*x)","B",20,12,56,0.2143,1,"{27, 6742, 2199, 2194, 2176, 2177, 2178, 43, 2357, 2295, 2314, 31}"
7860,1,78,0,0.2221714,"\int \frac{-4+e^{6 x} (5+30 x)+\left(4-5 e^{6 x}\right) \log \left(\frac{5 e^6}{-4+5 e^{6 x}}\right)}{-4+5 e^{6 x}} \, dx","Int[(-4 + E^(6*x)*(5 + 30*x) + (4 - 5*E^(6*x))*Log[(5*E^6)/(-4 + 5*E^(6*x))])/(-4 + 5*E^(6*x)),x]","\frac{1}{6} \text{Li}_2\left(\frac{5 e^{6 x}}{4}\right)+\frac{1}{6} \text{Li}_2\left(1-\frac{5 e^{6 x}}{4}\right)-5 x+x \log \left(1-\frac{5 e^{6 x}}{4}\right)-\frac{1}{6} \log \left(\frac{5 e^{6 x}}{4}\right) \log \left(-\frac{5}{4-5 e^{6 x}}\right)","x-x \log \left(\frac{e^6}{e^{6 x}-\frac{4}{5}}\right)",1,"-5*x - (Log[(5*E^(6*x))/4]*Log[-5/(4 - 5*E^(6*x))])/6 + x*Log[1 - (5*E^(6*x))/4] + PolyLog[2, (5*E^(6*x))/4]/6 + PolyLog[2, 1 - (5*E^(6*x))/4]/6","C",9,8,52,0.1538,1,"{6742, 2184, 2190, 2279, 2391, 2282, 2394, 2315}"
7861,0,0,0,0.0884063,"\int \frac{-1+\log (x) \log (\log (x))-8 \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","Int[(-1 + Log[x]*Log[Log[x]] - 8*Log[x]*Log[Log[x]]^2)/(Log[x]*Log[Log[x]]^2),x]","\int \frac{-1+\log (x) \log (\log (x))-8 \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","\frac{x}{\log (\log (x))}-8 x",1,"-8*x - Defer[Int][1/(Log[x]*Log[Log[x]]^2), x] + Defer[Int][Log[Log[x]]^(-1), x]","F",0,0,0,0,-1,"{}"
7862,1,95,0,0.1335358,"\int \frac{384 x^3+\left(-576 x^2+352 x^3\right) \log (9)+\left(192 x-352 x^2\right) \log ^2(9)}{e^{32} \left(7776+71280 x+261360 x^2+479160 x^3+439230 x^4+161051 x^5\right)} \, dx","Int[(384*x^3 + (-576*x^2 + 352*x^3)*Log[9] + (192*x - 352*x^2)*Log[9]^2)/(E^32*(7776 + 71280*x + 261360*x^2 + 479160*x^3 + 439230*x^4 + 161051*x^5)),x]","\frac{16 \left(216+121 \log ^2(9)+396 \log (9)\right)}{14641 e^{32} (11 x+6)^2}-\frac{192 \left(72+121 \log ^2(9)+198 \log (9)\right)}{14641 e^{32} (11 x+6)^3}-\frac{32 (12+11 \log (9))}{14641 e^{32} (11 x+6)}+\frac{576 (6+11 \log (9))^2}{14641 e^{32} (11 x+6)^4}","\frac{x^2 (\log (9)-x)^2}{e^{32} \left(-\frac{11 x}{2}-3\right)^4}",1,"(576*(6 + 11*Log[9])^2)/(14641*E^32*(6 + 11*x)^4) - (32*(12 + 11*Log[9]))/(14641*E^32*(6 + 11*x)) - (192*(72 + 198*Log[9] + 121*Log[9]^2))/(14641*E^32*(6 + 11*x)^3) + (16*(216 + 396*Log[9] + 121*Log[9]^2))/(14641*E^32*(6 + 11*x)^2)","B",3,2,65,0.03077,1,"{12, 2074}"
7863,1,249,0,0.4467763,"\int \frac{(256-256 x) \log \left(8-2 x+x^2\right)}{8-2 x+x^2} \, dx","Int[((256 - 256*x)*Log[8 - 2*x + x^2])/(8 - 2*x + x^2),x]","128 \text{Li}_2\left(-\frac{-i x-\sqrt{7}+i}{2 \sqrt{7}}\right)+128 \text{Li}_2\left(\frac{-i x+\sqrt{7}+i}{2 \sqrt{7}}\right)-128 \log \left(2 x-2 \left(1-i \sqrt{7}\right)\right) \log \left(x^2-2 x+8\right)-128 \log \left(2 x-2 \left(1+i \sqrt{7}\right)\right) \log \left(x^2-2 x+8\right)+64 \log ^2\left(-2 \left(-x-i \sqrt{7}+1\right)\right)+64 \log ^2\left(-2 \left(-x+i \sqrt{7}+1\right)\right)+128 \log \left(-\frac{i \left(-x+i \sqrt{7}+1\right)}{2 \sqrt{7}}\right) \log \left(2 x-2 \left(1-i \sqrt{7}\right)\right)+128 \log \left(\frac{i \left(-x-i \sqrt{7}+1\right)}{2 \sqrt{7}}\right) \log \left(2 x-2 \left(1+i \sqrt{7}\right)\right)","-64 \log ^2\left((1-x)^2+7\right)",1,"64*Log[-2*(1 - I*Sqrt[7] - x)]^2 + 64*Log[-2*(1 + I*Sqrt[7] - x)]^2 + 128*Log[((-1/2*I)*(1 + I*Sqrt[7] - x))/Sqrt[7]]*Log[-2*(1 - I*Sqrt[7]) + 2*x] + 128*Log[((I/2)*(1 - I*Sqrt[7] - x))/Sqrt[7]]*Log[-2*(1 + I*Sqrt[7]) + 2*x] - 128*Log[-2*(1 - I*Sqrt[7]) + 2*x]*Log[8 - 2*x + x^2] - 128*Log[-2*(1 + I*Sqrt[7]) + 2*x]*Log[8 - 2*x + x^2] + 128*PolyLog[2, -1/2*(I - Sqrt[7] - I*x)/Sqrt[7]] + 128*PolyLog[2, (I + Sqrt[7] - I*x)/(2*Sqrt[7])]","C",18,8,25,0.3200,1,"{2528, 2524, 2418, 2390, 2301, 2394, 2393, 2391}"
7864,1,24,0,9.4197028,"\int \frac{e^{e^x} \left(45+x^2+x \log (3)+\left(3 x^2+2 x \log (3)\right) \log (2 x)\right)+e^{e^x} \left(45 e^x x+e^x \left(x^3+x^2 \log (3)\right) \log (2 x)\right) \log \left(\frac{1}{9} \left(45 x+\left(x^3+x^2 \log (3)\right) \log (2 x)\right)\right)}{45 x+\left(x^3+x^2 \log (3)\right) \log (2 x)} \, dx","Int[(E^E^x*(45 + x^2 + x*Log[3] + (3*x^2 + 2*x*Log[3])*Log[2*x]) + E^E^x*(45*E^x*x + E^x*(x^3 + x^2*Log[3])*Log[2*x])*Log[(45*x + (x^3 + x^2*Log[3])*Log[2*x])/9])/(45*x + (x^3 + x^2*Log[3])*Log[2*x]),x]","e^{e^x} \log \left(\frac{1}{9} x (x (x+\log (3)) \log (2 x)+45)\right)","e^{e^x} \log \left(5 \left(\frac{1}{45} x^2 (x+\log (3)) \log (2 x)+x\right)\right)",1,"E^E^x*Log[(x*(45 + x*(x + Log[3])*Log[2*x]))/9]","A",25,5,109,0.04587,1,"{6742, 6688, 2282, 2194, 2555}"
7865,0,0,0,0.8904393,"\int \frac{8 x+13 x^2+4 x^3+\left(-x^2-x^3\right) \log \left(\frac{x}{1+x}\right)}{16+48 x+56 x^2+32 x^3+9 x^4+x^5+\left(-8 x-16 x^2-10 x^3-2 x^4\right) \log \left(\frac{x}{1+x}\right)+\left(x^2+x^3\right) \log ^2\left(\frac{x}{1+x}\right)} \, dx","Int[(8*x + 13*x^2 + 4*x^3 + (-x^2 - x^3)*Log[x/(1 + x)])/(16 + 48*x + 56*x^2 + 32*x^3 + 9*x^4 + x^5 + (-8*x - 16*x^2 - 10*x^3 - 2*x^4)*Log[x/(1 + x)] + (x^2 + x^3)*Log[x/(1 + x)]^2),x]","\int \frac{8 x+13 x^2+4 x^3+\left(-x^2-x^3\right) \log \left(\frac{x}{1+x}\right)}{16+48 x+56 x^2+32 x^3+9 x^4+x^5+\left(-8 x-16 x^2-10 x^3-2 x^4\right) \log \left(\frac{x}{1+x}\right)+\left(x^2+x^3\right) \log ^2\left(\frac{x}{1+x}\right)} \, dx","\frac{x^2}{x+x \left(x-\log \left(\frac{x}{x+1}\right)+3\right)+4}",1,"-Defer[Int][(4 + 4*x + x^2 - x*Log[x/(1 + x)])^(-2), x] + 5*Defer[Int][x/(4 + 4*x + x^2 - x*Log[x/(1 + x)])^2, x] - Defer[Int][x^3/(4 + 4*x + x^2 - x*Log[x/(1 + x)])^2, x] + Defer[Int][1/((1 + x)*(4 + 4*x + x^2 - x*Log[x/(1 + x)])^2), x] + Defer[Int][x/(4 + 4*x + x^2 - x*Log[x/(1 + x)]), x]","F",0,0,0,0,-1,"{}"
7866,1,35,0,0.1052495,"\int \frac{-3 x+e^{5/x} (5+x)+e^x \left(-x+x^2\right)-x \log \left(\frac{x}{3}\right)}{x^3} \, dx","Int[(-3*x + E^(5/x)*(5 + x) + E^x*(-x + x^2) - x*Log[x/3])/x^3,x]","-\frac{e^{5/x}}{x}+\frac{e^x}{x}+\frac{1}{x}+\frac{\log \left(\frac{x}{3}\right)+3}{x}","\frac{-e^{5/x}+e^x-x \left(1-\frac{\log \left(\frac{x}{3}\right)}{x}\right)+4}{x}+\frac{3}{2}",1,"x^(-1) - E^(5/x)/x + E^x/x + (3 + Log[x/3])/x","A",7,4,39,0.1026,1,"{14, 2197, 2288, 2304}"
7867,1,29,0,0.0619074,"\int \frac{6-25 x+(4-10 x) \log (-4+10 x)}{-2+5 x} \, dx","Int[(6 - 25*x + (4 - 10*x)*Log[-4 + 10*x])/(-2 + 5*x),x]","-3 x-\frac{4}{5} \log (2-5 x)+\frac{2}{5} (2-5 x) \log (10 x-4)","-x-2 \left(x+x \log (10 x-4)-e^2-3\right)+1",1,"-3*x - (4*Log[2 - 5*x])/5 + (2*(2 - 5*x)*Log[-4 + 10*x])/5","A",6,4,25,0.1600,1,"{6742, 43, 2389, 2295}"
7868,1,20,0,0.054122,"\int \frac{e^{-x} \left(e^8 (-288-144 x)+e^8 (-192-96 x) \log (2)+e^8 (-32-16 x) \log ^2(2)\right)}{7 x^3} \, dx","Int[(E^8*(-288 - 144*x) + E^8*(-192 - 96*x)*Log[2] + E^8*(-32 - 16*x)*Log[2]^2)/(7*E^x*x^3),x]","\frac{16 e^{8-x} (3+\log (2))^2}{7 x^2}","\frac{16 e^{8-x} (3+\log (2))^2}{7 x^2}",1,"(16*E^(8 - x)*(3 + Log[2])^2)/(7*x^2)","A",2,2,46,0.04348,1,"{12, 2197}"
7869,1,18,0,0.1108238,"\int e^{80-2 x-x^2} \left(8-e^{-80+2 x+x^2}+8 x\right) \, dx","Int[E^(80 - 2*x - x^2)*(8 - E^(-80 + 2*x + x^2) + 8*x),x]","-4 e^{-x^2-2 x+80}-x","-x-4 e^{81-(x+1)^2}+9",1,"-4*E^(80 - 2*x - x^2) - x","A",3,2,30,0.06667,1,"{6688, 2236}"
7870,1,94,0,1.4854622,"\int \frac{1+5 x-6 x^2-2 x^3+4 x^4+e^{2 x} \left(2 x+4 x^2+2 x^3\right)+e^x \left(6 x-6 x^3-2 x^4\right)+\left(6 x-2 x^2-6 x^3+e^x \left(4 x+6 x^2+2 x^3\right)\right) \log \left(\frac{x}{1+x}\right)+\left(2 x+2 x^2\right) \log ^2\left(\frac{x}{1+x}\right)}{1+x} \, dx","Int[(1 + 5*x - 6*x^2 - 2*x^3 + 4*x^4 + E^(2*x)*(2*x + 4*x^2 + 2*x^3) + E^x*(6*x - 6*x^3 - 2*x^4) + (6*x - 2*x^2 - 6*x^3 + E^x*(4*x + 6*x^2 + 2*x^3))*Log[x/(1 + x)] + (2*x + 2*x^2)*Log[x/(1 + x)]^2)/(1 + x),x]","x^4-2 e^x x^3-2 x^3-2 x^3 \log \left(\frac{x}{x+1}\right)+2 e^x x^2+e^{2 x} x^2+x^2+x^2 \log ^2\left(\frac{x}{x+1}\right)+2 e^x x^2 \log \left(\frac{x}{x+1}\right)+2 x^2 \log \left(\frac{x}{x+1}\right)+x","x^2 \left(-x+e^x+\log \left(\frac{x}{x+1}\right)+1\right)^2+x",1,"x + x^2 + 2*E^x*x^2 + E^(2*x)*x^2 - 2*x^3 - 2*E^x*x^3 + x^4 + 2*x^2*Log[x/(1 + x)] + 2*E^x*x^2*Log[x/(1 + x)] - 2*x^3*Log[x/(1 + x)] + x^2*Log[x/(1 + x)]^2","B",68,14,125,0.1120,1,"{6742, 43, 2196, 2176, 2194, 2514, 2486, 31, 2447, 2492, 6688, 2199, 2178, 2554}"
7871,-1,0,0,180.0001143,"\int \frac{32768-6144 x-48768 x^2+6136 x^3+30528 x^4-2304 x^5-10216 x^6+384 x^7+1920 x^8-24 x^9-192 x^{10}+8 x^{12}+\exp \left(\frac{e^{2 x}+4096 x^2-512 x^3-4080 x^4+256 x^5+1536 x^6-32 x^7-256 x^8+16 x^{10}+e^x \left(-128 x+8 x^2+64 x^3-8 x^5\right)}{4096-512 x-4080 x^2+256 x^3+1536 x^4-32 x^5-256 x^6+16 x^8}\right) \left(65536 x-12288 x^2-97536 x^3+12272 x^4+61056 x^5-4608 x^6-20432 x^7+768 x^8+3840 x^9-48 x^{10}-384 x^{11}+16 x^{13}+e^{2 x} \left(17+15 x-8 x^2-4 x^3+x^4\right)+e^x \left(-1024-960 x+128 x^2+1052 x^3+320 x^4-396 x^5-120 x^6+64 x^7+12 x^8-4 x^9\right)\right)}{65536+20480 x-103680 x^2-36496 x^3+67192 x^4+25920 x^5-22736 x^6-9448 x^7+4224 x^8+1872 x^9-408 x^{10}-192 x^{11}+16 x^{12}+8 x^{13}+\exp \left(\frac{e^{2 x}+4096 x^2-512 x^3-4080 x^4+256 x^5+1536 x^6-32 x^7-256 x^8+16 x^{10}+e^x \left(-128 x+8 x^2+64 x^3-8 x^5\right)}{4096-512 x-4080 x^2+256 x^3+1536 x^4-32 x^5-256 x^6+16 x^8}\right) \left(32768-6144 x-48768 x^2+6136 x^3+30528 x^4-2304 x^5-10216 x^6+384 x^7+1920 x^8-24 x^9-192 x^{10}+8 x^{12}\right)} \, dx","Int[(32768 - 6144*x - 48768*x^2 + 6136*x^3 + 30528*x^4 - 2304*x^5 - 10216*x^6 + 384*x^7 + 1920*x^8 - 24*x^9 - 192*x^10 + 8*x^12 + E^((E^(2*x) + 4096*x^2 - 512*x^3 - 4080*x^4 + 256*x^5 + 1536*x^6 - 32*x^7 - 256*x^8 + 16*x^10 + E^x*(-128*x + 8*x^2 + 64*x^3 - 8*x^5))/(4096 - 512*x - 4080*x^2 + 256*x^3 + 1536*x^4 - 32*x^5 - 256*x^6 + 16*x^8))*(65536*x - 12288*x^2 - 97536*x^3 + 12272*x^4 + 61056*x^5 - 4608*x^6 - 20432*x^7 + 768*x^8 + 3840*x^9 - 48*x^10 - 384*x^11 + 16*x^13 + E^(2*x)*(17 + 15*x - 8*x^2 - 4*x^3 + x^4) + E^x*(-1024 - 960*x + 128*x^2 + 1052*x^3 + 320*x^4 - 396*x^5 - 120*x^6 + 64*x^7 + 12*x^8 - 4*x^9)))/(65536 + 20480*x - 103680*x^2 - 36496*x^3 + 67192*x^4 + 25920*x^5 - 22736*x^6 - 9448*x^7 + 4224*x^8 + 1872*x^9 - 408*x^10 - 192*x^11 + 16*x^12 + 8*x^13 + E^((E^(2*x) + 4096*x^2 - 512*x^3 - 4080*x^4 + 256*x^5 + 1536*x^6 - 32*x^7 - 256*x^8 + 16*x^10 + E^x*(-128*x + 8*x^2 + 64*x^3 - 8*x^5))/(4096 - 512*x - 4080*x^2 + 256*x^3 + 1536*x^4 - 32*x^5 - 256*x^6 + 16*x^8))*(32768 - 6144*x - 48768*x^2 + 6136*x^3 + 30528*x^4 - 2304*x^5 - 10216*x^6 + 384*x^7 + 1920*x^8 - 24*x^9 - 192*x^10 + 8*x^12)),x]","\text{\$Aborted}","\log \left(e^{\left(\frac{e^x}{4 \left(\left(4-x^2\right)^2-x\right)}-x\right)^2}+x+2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7872,1,31,0,8.9925105,"\int \frac{-20 x+20 x^3+4 x^4+e^{3+x} \left(100 x+500 x^2+825 x^3+520 x^4+150 x^5+20 x^6+x^7\right)+\left(60 x+150 x^2+60 x^3+6 x^4+e^{3+x} \left(-300-1500 x-2475 x^2-1560 x^3-450 x^4-60 x^5-3 x^6\right)\right) \log \left(\frac{2 x+e^{3+x} \left(-10-25 x-10 x^2-x^3\right)}{10+25 x+10 x^2+x^3}\right)}{-20 x^5-50 x^6-20 x^7-2 x^8+e^{3+x} \left(100 x^4+500 x^5+825 x^6+520 x^7+150 x^8+20 x^9+x^{10}\right)} \, dx","Int[(-20*x + 20*x^3 + 4*x^4 + E^(3 + x)*(100*x + 500*x^2 + 825*x^3 + 520*x^4 + 150*x^5 + 20*x^6 + x^7) + (60*x + 150*x^2 + 60*x^3 + 6*x^4 + E^(3 + x)*(-300 - 1500*x - 2475*x^2 - 1560*x^3 - 450*x^4 - 60*x^5 - 3*x^6))*Log[(2*x + E^(3 + x)*(-10 - 25*x - 10*x^2 - x^3))/(10 + 25*x + 10*x^2 + x^3)])/(-20*x^5 - 50*x^6 - 20*x^7 - 2*x^8 + E^(3 + x)*(100*x^4 + 500*x^5 + 825*x^6 + 520*x^7 + 150*x^8 + 20*x^9 + x^10)),x]","\frac{\log \left(\frac{2 x}{x^3+10 x^2+25 x+10}-e^{x+3}\right)}{x^3}","\frac{\log \left(\frac{x}{\frac{1}{2} x (x+5)^2+5}-e^{x+3}\right)}{x^3}",1,"Log[-E^(3 + x) + (2*x)/(10 + 25*x + 10*x^2 + x^3)]/x^3","A",24,4,214,0.01869,1,"{6688, 6742, 14, 2551}"
7873,0,0,0,1.4419181,"\int \frac{-4 \log ^2(4 x)+e^{2 e^x} \left(1+\left(1-2 e^x x\right) \log (4 x)\right)}{3 x^2 \log ^2(4 x)} \, dx","Int[(-4*Log[4*x]^2 + E^(2*E^x)*(1 + (1 - 2*E^x*x)*Log[4*x]))/(3*x^2*Log[4*x]^2),x]","\int \frac{-4 \log ^2(4 x)+e^{2 e^x} \left(1+\left(1-2 e^x x\right) \log (4 x)\right)}{3 x^2 \log ^2(4 x)} \, dx","\frac{4-\frac{e^{2 e^x}}{\log (4 x)}}{3 x}",1,"4/(3*x) + Defer[Int][E^(2*E^x)/(x^2*Log[4*x]^2), x]/3 + Defer[Int][E^(2*E^x)/(x^2*Log[4*x]), x]/3 - (2*Defer[Int][E^(2*E^x + x)/(x*Log[4*x]), x])/3","F",0,0,0,0,-1,"{}"
7874,1,57,0,0.7279524,"\int \frac{2-6 x+6 x^2-2 x^3+e^{\frac{36 x^2-36 x^3+9 x^4}{1-2 x+x^2}} \left(72 x-108 x^2+72 x^3-18 x^4\right)}{-1+3 x-3 x^2+x^3} \, dx","Int[(2 - 6*x + 6*x^2 - 2*x^3 + E^((36*x^2 - 36*x^3 + 9*x^4)/(1 - 2*x + x^2))*(72*x - 108*x^2 + 72*x^3 - 18*x^4))/(-1 + 3*x - 3*x^2 + x^3),x]","\frac{3 x^2}{(1-x)^2}-e^{\frac{9 (2-x)^2 x^2}{(1-x)^2}}-2 x+\frac{6}{1-x}-\frac{3}{(1-x)^2}","-e^{\left(\frac{3}{x-1}-3\right)^2 x^2}-2 x+1+\log (2)",1,"-E^((9*(2 - x)^2*x^2)/(1 - x)^2) - 3/(1 - x)^2 + 6/(1 - x) - 2*x + (3*x^2)/(1 - x)^2","B",9,5,80,0.06250,1,"{6688, 6742, 37, 43, 6706}"
7875,1,28,0,1.7090379,"\int \frac{e^{-4 \log ^2\left(\frac{1}{3} \left(-15+x^2\right)\right)} \left(15-x^2+e^{4 \log ^2\left(\frac{1}{3} \left(-15+x^2\right)\right)} \left(30 x-2 x^3\right)+16 x^2 \log \left(\frac{5 x}{2}\right) \log \left(\frac{1}{3} \left(-15+x^2\right)\right)\right)}{-15 x+x^3} \, dx","Int[(15 - x^2 + E^(4*Log[(-15 + x^2)/3]^2)*(30*x - 2*x^3) + 16*x^2*Log[(5*x)/2]*Log[(-15 + x^2)/3])/(E^(4*Log[(-15 + x^2)/3]^2)*(-15*x + x^3)),x]","-e^{-4 \log ^2\left(\frac{x^2}{3}-5\right)} \log \left(\frac{5 x}{2}\right)-2 x","-e^{-4 \log ^2\left(\frac{x^2}{3}-5\right)} \log \left(\frac{5 x}{2}\right)-2 x+8",1,"-2*x - Log[(5*x)/2]/E^(4*Log[-5 + x^2/3]^2)","A",4,3,80,0.03750,1,"{1593, 6725, 2288}"
7876,1,66,0,1.0068799,"\int \frac{x^2+e^{-x+\frac{-x-e^4 x+\log ^2(4)}{x}} x \left(-x+x^2+\log ^2(4)\right)+e^{\frac{-x-e^4 x+\log ^2(4)}{x}} \left(x^2-x \log ^2(4)\right)}{x^2} \, dx","Int[(x^2 + E^(-x + (-x - E^4*x + Log[4]^2)/x)*x*(-x + x^2 + Log[4]^2) + E^((-x - E^4*x + Log[4]^2)/x)*(x^2 - x*Log[4]^2))/x^2,x]","-\frac{e^{-x+\frac{\log ^2(4)}{x}-e^4-1} \left(x^2+\log ^2(4)\right)}{x \left(\frac{\log ^2(4)}{x^2}+1\right)}+x+x e^{\frac{\log ^2(4)}{x}-e^4-1}","x+\left(x-e^{-x} x\right) e^{\frac{\log ^2(4)-x}{x}-e^4}",1,"x + E^(-1 - E^4 + Log[4]^2/x)*x - (E^(-1 - E^4 - x + Log[4]^2/x)*(x^2 + Log[4]^2))/(x*(1 + Log[4]^2/x^2))","A",6,3,77,0.03896,1,"{14, 6742, 2288}"
7877,1,18,0,0.0930225,"\int \frac{\left(4 x-4 x^3+e \left(2-4 x^2\right)\right) \log \left(6-x^2+\log \left(e x+x^2\right)\right)}{6 x^2-x^4+e \left(6 x-x^3\right)+\left(e x+x^2\right) \log \left(e x+x^2\right)} \, dx","Int[((4*x - 4*x^3 + E*(2 - 4*x^2))*Log[6 - x^2 + Log[E*x + x^2]])/(6*x^2 - x^4 + E*(6*x - x^3) + (E*x + x^2)*Log[E*x + x^2]),x]","\log ^2\left(-x^2+\log \left(x^2+e x\right)+6\right)","\log ^2\left(-x^2+\log (x (x+e))+6\right)",1,"Log[6 - x^2 + Log[E*x + x^2]]^2","A",1,1,75,0.01333,1,"{6686}"
7878,1,13,0,0.0018443,"\int -\frac{1}{4-4 x+4 \log (\log (4))} \, dx","Int[-(4 - 4*x + 4*Log[Log[4]])^(-1),x]","\frac{1}{4} \log (-x+1+\log (\log (4)))","\frac{1}{4} (\log (x-1-\log (\log (4)))-5)",1,"Log[1 - x + Log[Log[4]]]/4","A",1,1,14,0.07143,1,"{31}"
7879,1,47,0,0.3750842,"\int \frac{-5-32 e-2 e^{1+x}+3 x+\left(6+e^{1+x} (-6-2 x)+2 x\right) \log (3+x)}{3+x} \, dx","Int[(-5 - 32*E - 2*E^(1 + x) + 3*x + (6 + E^(1 + x)*(-6 - 2*x) + 2*x)*Log[3 + x])/(3 + x),x]","x+2 (x+3) \log (x+3)-2 (7+16 e) \log (x+3)-\frac{2 e^{x+1} (x \log (x+3)+3 \log (x+3))}{x+3}","x+2 \left(-e \left(e^x+16\right)+x-4\right) \log (x+3)",1,"x - 2*(7 + 16*E)*Log[3 + x] + 2*(3 + x)*Log[3 + x] - (2*E^(1 + x)*(3*Log[3 + x] + x*Log[3 + x]))/(3 + x)","B",10,6,42,0.1429,1,"{6741, 6742, 2288, 43, 2389, 2295}"
7880,1,23,0,0.4913111,"\int \frac{-300-150 x+55 x^2-x^3+(100-25 x) \log (4-x)}{-300 x-13 x^2+26 x^3-x^4+\left(100 x-29 x^2+x^3\right) \log (4-x)} \, dx","Int[(-300 - 150*x + 55*x^2 - x^3 + (100 - 25*x)*Log[4 - x])/(-300*x - 13*x^2 + 26*x^3 - x^4 + (100*x - 29*x^2 + x^3)*Log[4 - x]),x]","-\log (25-x)+\log (x)+\log (x-\log (4-x)+3)","\log \left(\frac{4 x (-x+\log (4-x)-3)}{x-25}\right)",1,"-Log[25 - x] + Log[x] + Log[3 + x - Log[4 - x]]","A",7,6,68,0.08824,1,"{6741, 6728, 36, 31, 29, 6684}"
7881,0,0,0,16.3665899,"\int \frac{-10+8 x+12 e^x x+12 x^2+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^x \left(-5-x+6 x^2-6 x^3+e^x \left(6 x-6 x^3\right)+\left(5 x-4 x^2-6 e^x x^2-6 x^3\right) \log \left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)\right)}{-60+48 x+72 e^x x+72 x^2+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^{2 x} \left(-15+12 x+18 e^x x+18 x^2\right)+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^x \left(-60+48 x+72 e^x x+72 x^2\right)} \, dx","Int[(-10 + 8*x + 12*E^x*x + 12*x^2 + ((-5 + 4*x + 6*E^x*x + 6*x^2)/x)^x*(-5 - x + 6*x^2 - 6*x^3 + E^x*(6*x - 6*x^3) + (5*x - 4*x^2 - 6*E^x*x^2 - 6*x^3)*Log[(-5 + 4*x + 6*E^x*x + 6*x^2)/x]))/(-60 + 48*x + 72*E^x*x + 72*x^2 + ((-5 + 4*x + 6*E^x*x + 6*x^2)/x)^(2*x)*(-15 + 12*x + 18*E^x*x + 18*x^2) + ((-5 + 4*x + 6*E^x*x + 6*x^2)/x)^x*(-60 + 48*x + 72*E^x*x + 72*x^2)),x]","\int \frac{-10+8 x+12 e^x x+12 x^2+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^x \left(-5-x+6 x^2-6 x^3+e^x \left(6 x-6 x^3\right)+\left(5 x-4 x^2-6 e^x x^2-6 x^3\right) \log \left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)\right)}{-60+48 x+72 e^x x+72 x^2+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^{2 x} \left(-15+12 x+18 e^x x+18 x^2\right)+\left(\frac{-5+4 x+6 e^x x+6 x^2}{x}\right)^x \left(-60+48 x+72 e^x x+72 x^2\right)} \, dx","\frac{x}{3 \left(\left(6 \left(x+e^x\right)-\frac{5}{x}+4\right)^x+2\right)}",1,"(-10*Defer[Int][1/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/3 + (8*Defer[Int][x/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/3 + 4*Defer[Int][(E^x*x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] + 4*Defer[Int][x^2/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - (5*Defer[Int][(4 + 6*E^x - 5/x + 6*x)^x/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/3 - Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/3 + (5*Log[4 + 6*E^x - 5/x + 6*x]*Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/3 + 2*Defer[Int][(E^x*x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] + 2*Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - (4*Log[4 + 6*E^x - 5/x + 6*x]*Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/3 - 2*Log[4 + 6*E^x - 5/x + 6*x]*Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - 2*Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - 2*Log[4 + 6*E^x - 5/x + 6*x]*Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - 2*Defer[Int][(E^x*x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + 4*x + 6*E^x*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x] - (5*Defer[Int][Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x], x])/3 - (25*Defer[Int][Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(-5 + 4*x + 6*E^x*x + 6*x^2), x])/3 - (25*Defer[Int][Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(x*(-5 + 4*x + 6*E^x*x + 6*x^2)), x])/3 - (10*Defer[Int][(x*Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x])/3 + 10*Defer[Int][(x^2*Defer[Int][(x*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x] + (4*Defer[Int][Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x], x])/3 + (20*Defer[Int][Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(-5 + 4*x + 6*E^x*x + 6*x^2), x])/3 + (20*Defer[Int][Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(x*(-5 + 4*x + 6*E^x*x + 6*x^2)), x])/3 + (8*Defer[Int][(x*Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x])/3 - 8*Defer[Int][(x^2*Defer[Int][(x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x] + 2*Defer[Int][Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x], x] + 10*Defer[Int][Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(-5 + 4*x + 6*E^x*x + 6*x^2), x] + 10*Defer[Int][Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(x*(-5 + 4*x + 6*E^x*x + 6*x^2)), x] + 4*Defer[Int][(x*Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x] - 12*Defer[Int][(x^2*Defer[Int][(E^x*x^2*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x] + 2*Defer[Int][Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x], x] + 10*Defer[Int][Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(-5 + 4*x + 6*E^x*x + 6*x^2), x] + 10*Defer[Int][Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x]/(x*(-5 + 4*x + 6*E^x*x + 6*x^2)), x] + 4*Defer[Int][(x*Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x] - 12*Defer[Int][(x^2*Defer[Int][(x^3*(4 + 6*E^x - 5/x + 6*x)^x)/((-5 + (4 + 6*E^x)*x + 6*x^2)*(2 + (4 + 6*E^x - 5/x + 6*x)^x)^2), x])/(-5 + 4*x + 6*E^x*x + 6*x^2), x]","F",0,0,0,0,-1,"{}"
7882,0,0,0,0.9194766,"\int \frac{120 x^2-120 x \log \left(\frac{x}{4}\right)+120 x \log ^2\left(\frac{x}{4}\right)}{4 x^2-4 x^3+x^4+\left(4 x-2 x^2\right) \log ^2\left(\frac{x}{4}\right)+\log ^4\left(\frac{x}{4}\right)} \, dx","Int[(120*x^2 - 120*x*Log[x/4] + 120*x*Log[x/4]^2)/(4*x^2 - 4*x^3 + x^4 + (4*x - 2*x^2)*Log[x/4]^2 + Log[x/4]^4),x]","\int \frac{120 x^2-120 x \log \left(\frac{x}{4}\right)+120 x \log ^2\left(\frac{x}{4}\right)}{4 x^2-4 x^3+x^4+\left(4 x-2 x^2\right) \log ^2\left(\frac{x}{4}\right)+\log ^4\left(\frac{x}{4}\right)} \, dx","\frac{60 x}{-x+\frac{\log ^2\left(\frac{x}{4}\right)}{x}+2}",1,"120*Log[4]*Defer[Int][x/(-2*x + x^2 - Log[x/4]^2)^2, x] - 120*Defer[Int][x^2/(-2*x + x^2 - Log[x/4]^2)^2, x] + 120*Defer[Int][x^3/(-2*x + x^2 - Log[x/4]^2)^2, x] - 120*Defer[Int][x/(-2*x + x^2 - Log[x/4]^2), x] - 120*Defer[Int][(x*Log[x])/(-2*x + x^2 - Log[x/4]^2)^2, x]","F",0,0,0,0,-1,"{}"
7883,0,0,0,0.3231879,"\int \frac{-4 x^3-8 e^{4 e^{2 x}+2 x} x^3-2 x^4+e^{2 e^{2 x}} \left(-2 x^3+e^{2 x} \left(-16 x^3-8 x^4\right)\right)+\left(-32-x^3\right) \log ^2(2)}{x^3 \log ^2(2)} \, dx","Int[(-4*x^3 - 8*E^(4*E^(2*x) + 2*x)*x^3 - 2*x^4 + E^(2*E^(2*x))*(-2*x^3 + E^(2*x)*(-16*x^3 - 8*x^4)) + (-32 - x^3)*Log[2]^2)/(x^3*Log[2]^2),x]","\int \frac{-4 x^3-8 e^{4 e^{2 x}+2 x} x^3-2 x^4+e^{2 e^{2 x}} \left(-2 x^3+e^{2 x} \left(-16 x^3-8 x^4\right)\right)+\left(-32-x^3\right) \log ^2(2)}{x^3 \log ^2(2)} \, dx","\frac{16}{x^2}-x-\frac{\left(x+e^{2 e^{2 x}}+2\right)^2}{\log ^2(2)}",1,"16/x^2 - x*(1 + 4/Log[2]^2) - x^2/Log[2]^2 - ExpIntegralEi[2*E^(2*x)]/Log[2]^2 - (16*Defer[Int][E^(2*(E^(2*x) + x)), x])/Log[2]^2 - (8*Defer[Int][E^(2*(2*E^(2*x) + x)), x])/Log[2]^2 - (8*Defer[Int][E^(2*(E^(2*x) + x))*x, x])/Log[2]^2","F",0,0,0,0,-1,"{}"
7884,1,22,0,0.3345829,"\int \frac{-147 x+24 \log ^2(4)+42 x \log (6 x)-3 x \log ^2(6 x)}{49 x \log (4)-14 x \log (4) \log (6 x)+x \log (4) \log ^2(6 x)} \, dx","Int[(-147*x + 24*Log[4]^2 + 42*x*Log[6*x] - 3*x*Log[6*x]^2)/(49*x*Log[4] - 14*x*Log[4]*Log[6*x] + x*Log[4]*Log[6*x]^2),x]","\frac{24 \log (4)}{7-\log (6 x)}-\frac{3 x}{\log (4)}","3 \left(\frac{8 \log (4)}{7-\log (6 x)}-\frac{x}{\log (4)}\right)",1,"(-3*x)/Log[4] + (24*Log[4])/(7 - Log[6*x])","A",6,5,54,0.09259,1,"{6741, 12, 6742, 2302, 30}"
7885,1,17,0,0.0050697,"\int -\frac{2 x}{-6-e^5+x^2+2 \log (4)} \, dx","Int[(-2*x)/(-6 - E^5 + x^2 + 2*Log[4]),x]","-\log \left(-x^2+e^5+6-2 \log (4)\right)","1-\log \left(-x^2+e^5+6-2 \log (4)\right)",1,"-Log[6 + E^5 - x^2 - 2*Log[4]]","A",2,2,19,0.1053,1,"{12, 260}"
7886,1,20,0,0.2779031,"\int -\frac{256 e^{e^3+2 x+e \log (5)}}{-243+810 e^{e^3+2 x+e \log (5)}-1080 e^{2 e^3+4 x+2 e \log (5)}+720 e^{3 e^3+6 x+3 e \log (5)}-240 e^{4 e^3+8 x+4 e \log (5)}+32 e^{5 e^3+10 x+5 e \log (5)}} \, dx","Int[(-256*E^(E^3 + 2*x + E*Log[5]))/(-243 + 810*E^(E^3 + 2*x + E*Log[5]) - 1080*E^(2*E^3 + 4*x + 2*E*Log[5]) + 720*E^(3*E^3 + 6*x + 3*E*Log[5]) - 240*E^(4*E^3 + 8*x + 4*E*Log[5]) + 32*E^(5*E^3 + 10*x + 5*E*Log[5])),x]","\frac{16}{\left(3-2\ 5^e e^{2 x+e^3}\right)^4}","\frac{16}{\left(2 e^{2 x+e \left(e^2+\log (5)\right)}-3\right)^4}",1,"16/(3 - 2*5^E*E^(E^3 + 2*x))^4","A",6,4,106,0.03774,1,"{12, 2274, 2282, 32}"
7887,1,25,0,0.2686476,"\int \frac{216-112 x+4 x^2-x^3-2 x^4+x^5+6 x^4 \log (2-x)}{-2 x^4+x^5} \, dx","Int[(216 - 112*x + 4*x^2 - x^3 - 2*x^4 + x^5 + 6*x^4*Log[2 - x])/(-2*x^4 + x^5),x]","\frac{36}{x^3}-\frac{1}{x^2}+x+\frac{1}{x}+3 \log ^2(2-x)","\frac{3 \left(x^2 \log ^2(2-x)-\frac{4 \left(\frac{x}{2}-3\right)}{x}\right)+x+5}{x^2}+x",1,"36/x^3 - x^(-2) + x^(-1) + x + 3*Log[2 - x]^2","A",7,5,46,0.1087,1,"{1593, 6742, 14, 2390, 2301}"
7888,1,23,0,0.0174557,"\int \frac{4+2 e^8 x^3 \left(i \pi +\log \left(\frac{59}{16}\right)\right)}{e^8 x^2} \, dx","Int[(4 + 2*E^8*x^3*(I*Pi + Log[59/16]))/(E^8*x^2),x]","-\frac{4}{e^8 x}+x^2 \left(\log \left(\frac{59}{16}\right)+i \pi \right)","-\frac{x+\frac{4}{e^8}}{x}+x^2 \left(\log \left(\frac{59}{16}\right)+i \pi \right)",1,"-4/(E^8*x) + x^2*(I*Pi + Log[59/16])","A",3,2,27,0.07407,1,"{12, 14}"
7889,0,0,0,2.8286277,"\int \frac{-6 x^2-4 x^3+e^x \left(6 x^2+4 x^3-x^4\right)+\left(-18 x-18 x^2+e^x \left(18 x+18 x^2-6 x^3\right)\right) \log (x)+\left(-18 x+e^x \left(18 x-9 x^2\right)\right) \log ^2(x)}{9-18 e^x+9 e^{2 x}} \, dx","Int[(-6*x^2 - 4*x^3 + E^x*(6*x^2 + 4*x^3 - x^4) + (-18*x - 18*x^2 + E^x*(18*x + 18*x^2 - 6*x^3))*Log[x] + (-18*x + E^x*(18*x - 9*x^2))*Log[x]^2)/(9 - 18*E^x + 9*E^(2*x)),x]","\int \frac{-6 x^2-4 x^3+e^x \left(6 x^2+4 x^3-x^4\right)+\left(-18 x-18 x^2+e^x \left(18 x+18 x^2-6 x^3\right)\right) \log (x)+\left(-18 x+e^x \left(18 x-9 x^2\right)\right) \log ^2(x)}{9-18 e^x+9 e^{2 x}} \, dx","\frac{e^{-x} x \left(\frac{x^2}{3}+x \log (x)\right)^2}{x-e^{-x} x}",1,"(-2*x^3)/9 - x^4/(9*(1 - E^x)) + (2*x^2*Log[1 - E^x])/3 + (4*x*PolyLog[2, E^x])/3 - (4*PolyLog[3, E^x])/3 + 2*Defer[Int][(x*Log[x])/(-1 + E^x), x] + 2*Defer[Int][(x^2*Log[x])/(-1 + E^x), x] - (2*Defer[Int][(x^3*Log[x])/(-1 + E^x)^2, x])/3 - (2*Defer[Int][(x^3*Log[x])/(-1 + E^x), x])/3 + 2*Defer[Int][(x*Log[x]^2)/(-1 + E^x), x] - Defer[Int][(x^2*Log[x]^2)/(-1 + E^x)^2, x] - Defer[Int][(x^2*Log[x]^2)/(-1 + E^x), x]","F",0,0,0,0,-1,"{}"
7890,1,21,0,1.4792022,"\int \frac{-e^{\frac{1}{-4+4 \log (x)}}+8 x+4 e^x x+\left(-16 x-8 e^x x\right) \log (x)+\left(8 x+4 e^x x\right) \log ^2(x)}{4 x-8 x \log (x)+4 x \log ^2(x)} \, dx","Int[(-E^(-4 + 4*Log[x])^(-1) + 8*x + 4*E^x*x + (-16*x - 8*E^x*x)*Log[x] + (8*x + 4*E^x*x)*Log[x]^2)/(4*x - 8*x*Log[x] + 4*x*Log[x]^2),x]","2 x+e^x+e^{-\frac{1}{4 (1-\log (x))}}","2 x+e^x+e^{\frac{1}{4 (\log (x)-1)}}-4",1,"E^x + E^(-1/4*1/(1 - Log[x])) + 2*x","A",32,9,69,0.1304,1,"{6741, 12, 6742, 2209, 2297, 2299, 2178, 2360, 2194}"
7891,1,358,0,0.4819609,"\int \frac{6-9 x^2+12 x^3-15 x^4+15 x^5+\left(-6+6 x-9 x^2+9 x^3\right) \log (-1+x)+\left(-12 x+6 x^2+24 x^3-24 x^4+\left(12 x-12 x^2\right) \log (-1+x)\right) \log ^2(\log (5))+\left(3-9 x^2+9 x^3+(-3+3 x) \log (-1+x)\right) \log ^4(\log (5))}{-1+x} \, dx","Int[(6 - 9*x^2 + 12*x^3 - 15*x^4 + 15*x^5 + (-6 + 6*x - 9*x^2 + 9*x^3)*Log[-1 + x] + (-12*x + 6*x^2 + 24*x^3 - 24*x^4 + (12*x - 12*x^2)*Log[-1 + x])*Log[Log[5]]^2 + (3 - 9*x^2 + 9*x^3 + (-3 + 3*x)*Log[-1 + x])*Log[Log[5]]^4)/(-1 + x),x]","3 x^5+\frac{15 x^4}{4}-\frac{3}{4} x^4 \left(5+8 \log ^2(\log (5))\right)+4 x^3-x^3 \left(5+8 \log ^2(\log (5))\right)+x^3 \left(4+3 \log ^4(\log (5))+8 \log ^2(\log (5))\right)+3 x^3 \log (x-1)+6 x^2-\frac{3}{2} x^2 \left(5+8 \log ^2(\log (5))\right)-6 x^2 \log ^2(\log (5)) \log (x-1)+3 x^2 \log ^2(\log (5))+\frac{3}{2} x^2 \left(4+3 \log ^4(\log (5))+8 \log ^2(\log (5))\right)-\frac{3}{2} x^2 \left(3+3 \log ^4(\log (5))-2 \log ^2(\log (5))\right)+12 x-3 x \left(2+\log ^4(\log (5))\right)+3 \left(2+\log ^4(\log (5))\right) \log (1-x)-3 (1-x) \left(2+\log ^4(\log (5))\right) \log (x-1)-3 x \left(5+8 \log ^2(\log (5))\right)-6 x \log ^2(\log (5))-3 \left(5+8 \log ^2(\log (5))\right) \log (1-x)-6 \log ^2(\log (5)) \log (1-x)+3 x \left(4+3 \log ^4(\log (5))+8 \log ^2(\log (5))\right)-3 x \left(3+3 \log ^4(\log (5))-2 \log ^2(\log (5))\right)+3 \left(4+3 \log ^4(\log (5))+8 \log ^2(\log (5))\right) \log (1-x)-3 \left(3+3 \log ^4(\log (5))-2 \log ^2(\log (5))\right) \log (1-x)+12 \log (1-x)","3 x \left(x^2+\log (x-1)-1\right) \left(\left(\log ^2(\log (5))-x\right)^2+2\right)",1,"12*x + 6*x^2 + 4*x^3 + (15*x^4)/4 + 3*x^5 + 12*Log[1 - x] + 3*x^3*Log[-1 + x] - 6*x*Log[Log[5]]^2 + 3*x^2*Log[Log[5]]^2 - 6*Log[1 - x]*Log[Log[5]]^2 - 6*x^2*Log[-1 + x]*Log[Log[5]]^2 - 3*x*(5 + 8*Log[Log[5]]^2) - (3*x^2*(5 + 8*Log[Log[5]]^2))/2 - x^3*(5 + 8*Log[Log[5]]^2) - (3*x^4*(5 + 8*Log[Log[5]]^2))/4 - 3*Log[1 - x]*(5 + 8*Log[Log[5]]^2) - 3*x*(2 + Log[Log[5]]^4) + 3*Log[1 - x]*(2 + Log[Log[5]]^4) - 3*(1 - x)*Log[-1 + x]*(2 + Log[Log[5]]^4) - 3*x*(3 - 2*Log[Log[5]]^2 + 3*Log[Log[5]]^4) - (3*x^2*(3 - 2*Log[Log[5]]^2 + 3*Log[Log[5]]^4))/2 - 3*Log[1 - x]*(3 - 2*Log[Log[5]]^2 + 3*Log[Log[5]]^4) + 3*x*(4 + 8*Log[Log[5]]^2 + 3*Log[Log[5]]^4) + (3*x^2*(4 + 8*Log[Log[5]]^2 + 3*Log[Log[5]]^4))/2 + x^3*(4 + 8*Log[Log[5]]^2 + 3*Log[Log[5]]^4) + 3*Log[1 - x]*(4 + 8*Log[Log[5]]^2 + 3*Log[Log[5]]^4)","B",22,6,115,0.05217,1,"{6742, 43, 2417, 2395, 2389, 2295}"
7892,1,31,0,0.0145645,"\int \left(-128+32 x-32 \left(i \pi +\log \left(-\frac{-2-\log (4)}{-1+\log (4)}\right)\right)\right) \, dx","Int[-128 + 32*x - 32*(I*Pi + Log[-((-2 - Log[4])/(-1 + Log[4]))]),x]","16 x^2-32 x \left(4+i \pi +\log \left(-\frac{2+\log (4)}{1-\log (4)}\right)\right)","16 \left(-x+i \pi +4+\log \left(1-\frac{3}{1-\log (4)}\right)\right)^2",1,"16*x^2 - 32*x*(4 + I*Pi + Log[-((2 + Log[4])/(1 - Log[4]))])","A",1,0,28,0,1,"{}"
7893,1,35,0,0.5039234,"\int \frac{4 \log (5)+\left(-2 x+5 x^2-2 x^3+e^2 \left(x^2-2 x^3\right)\right) \log (5) \log ^2\left(\frac{4-4 x+x^2+e^4 x^2+e^2 \left(-4 x+2 x^2\right)}{x^2}\right)}{\left(-2 x+x^2+e^2 x^2\right) \log ^2\left(\frac{4-4 x+x^2+e^4 x^2+e^2 \left(-4 x+2 x^2\right)}{x^2}\right)} \, dx","Int[(4*Log[5] + (-2*x + 5*x^2 - 2*x^3 + E^2*(x^2 - 2*x^3))*Log[5]*Log[(4 - 4*x + x^2 + E^4*x^2 + E^2*(-4*x + 2*x^2))/x^2]^2)/((-2*x + x^2 + E^2*x^2)*Log[(4 - 4*x + x^2 + E^4*x^2 + E^2*(-4*x + 2*x^2))/x^2]^2),x]","x^2 (-\log (5))-\frac{\log (5)}{\log \left(\frac{\left(2-\left(1+e^2\right) x\right)^2}{x^2}\right)}+x \log (5)","\log (5) \left(-x^2+x-\frac{1}{\log \left(\left(e^2-\frac{2-x}{x}\right)^2\right)}\right)",1,"x*Log[5] - x^2*Log[5] - Log[5]/Log[(2 - (1 + E^2)*x)^2/x^2]","A",8,6,122,0.04918,1,"{6, 1593, 6688, 12, 2516, 2505}"
7894,1,18,0,0.0233466,"\int \frac{1}{5} \left(10+e^{e^{10+x^2}} \left(-3-6 e^{10+x^2} x^2\right)\right) \, dx","Int[(10 + E^E^(10 + x^2)*(-3 - 6*E^(10 + x^2)*x^2))/5,x]","2 x-\frac{3}{5} e^{e^{x^2+10}} x","-\frac{3}{5} e^{e^{x^2+10}} x+2 x-e^{10}",1,"2*x - (3*E^E^(10 + x^2)*x)/5","A",3,2,30,0.06667,1,"{12, 2288}"
7895,1,45,0,0.5056908,"\int \frac{-16-8 x+9 x^2+\left(8+6 x-2 x^2\right) \log (1+x)+(-1-x) \log ^2(1+x)}{16+16 x+(-8-8 x) \log (1+x)+(1+x) \log ^2(1+x)} \, dx","Int[(-16 - 8*x + 9*x^2 + (8 + 6*x - 2*x^2)*Log[1 + x] + (-1 - x)*Log[1 + x]^2)/(16 + 16*x + (-8 - 8*x)*Log[1 + x] + (1 + x)*Log[1 + x]^2),x]","-x+\frac{(x+1)^2}{4-\log (x+1)}-\frac{2 (x+1)}{4-\log (x+1)}+\frac{1}{4-\log (x+1)}","\frac{x^2}{4-\log (x+1)}-x-6",1,"-x + (4 - Log[1 + x])^(-1) - (2*(1 + x))/(4 - Log[1 + x]) + (1 + x)^2/(4 - Log[1 + x])","B",22,14,65,0.2154,1,"{6741, 6742, 2411, 2353, 2297, 2299, 2178, 2302, 30, 2306, 2309, 2399, 2389, 2390}"
7896,1,17,0,0.0383119,"\int \frac{e^{3+\frac{1}{6} (60+23 x)} (-6+23 x)}{6 x^2} \, dx","Int[(E^(3 + (60 + 23*x)/6)*(-6 + 23*x))/(6*x^2),x]","\frac{e^{\frac{1}{6} (23 x+60)+3}}{x}","\frac{x+e^{\frac{23 x}{6}+13}}{x}",1,"E^(3 + (60 + 23*x)/6)/x","A",2,2,25,0.08000,1,"{12, 2197}"
7897,0,0,0,2.1586753,"\int \frac{-4-2 x+10 x^2+5 x^3+e^x \left(10 x^2+5 x^3\right)+\left(2 x-5 x^2-5 e^4 x^2+5 e^x x^2+5 x^3\right) \log \left(\frac{2-5 x-5 e^4 x+5 e^x x+5 x^2}{5 x}\right)}{2 x-5 x^2-5 e^4 x^2+5 e^x x^2+5 x^3} \, dx","Int[(-4 - 2*x + 10*x^2 + 5*x^3 + E^x*(10*x^2 + 5*x^3) + (2*x - 5*x^2 - 5*E^4*x^2 + 5*E^x*x^2 + 5*x^3)*Log[(2 - 5*x - 5*E^4*x + 5*E^x*x + 5*x^2)/(5*x)])/(2*x - 5*x^2 - 5*E^4*x^2 + 5*E^x*x^2 + 5*x^3),x]","\int \frac{-4-2 x+10 x^2+5 x^3+e^x \left(10 x^2+5 x^3\right)+\left(2 x-5 x^2-5 e^4 x^2+5 e^x x^2+5 x^3\right) \log \left(\frac{2-5 x-5 e^4 x+5 e^x x+5 x^2}{5 x}\right)}{2 x-5 x^2-5 e^4 x^2+5 e^x x^2+5 x^3} \, dx","(x+2) \log \left(x+e^x+\frac{2}{5 x}-e^4-1\right)",1,"2*x + x*Log[-1 - E^4 + E^x + 2/(5*x) + x] + 4*Defer[Int][(-2 - 5*E^x*x + 5*(1 + E^4)*x - 5*x^2)^(-1), x] + 4*Defer[Int][1/(x*(-2 - 5*E^x*x + 5*(1 + E^4)*x - 5*x^2)), x] - 2*Defer[Int][x/(-2 - 5*E^x*x + 5*(1 + E^4)*x - 5*x^2), x] + 2*(9 + 5*E^4)*Defer[Int][x/(2 + 5*E^x*x - 5*(1 + E^4)*x + 5*x^2), x] + 5*E^4*Defer[Int][x^2/(2 + 5*E^x*x - 5*(1 + E^4)*x + 5*x^2), x] - 5*(2 + E^4)*Defer[Int][x^2/(2 + 5*E^x*x - 5*(1 + E^4)*x + 5*x^2), x]","F",0,0,0,0,-1,"{}"
7898,1,33,0,0.2725778,"\int \frac{4 x+x^2-x^3+e^2 \left(-2 x+x^2\right)}{4-4 x+4 x^2-x^3+e^2 \left(4-4 x+x^2\right)} \, dx","Int[(4*x + x^2 - x^3 + E^2*(-2*x + x^2))/(4 - 4*x + 4*x^2 - x^3 + E^2*(4 - 4*x + x^2)),x]","\log \left(-x^3+\left(4+e^2\right) x^2-4 \left(1+e^2\right) x+4 \left(1+e^2\right)\right)+x","x-\log \left(\frac{1}{(x-2)^2 \left(x-e^2\right)-4}\right)+2",1,"x + Log[4*(1 + E^2) - 4*(1 + E^2)*x + (4 + E^2)*x^2 - x^3]","A",4,3,53,0.05660,1,"{6741, 6742, 1587}"
7899,0,0,0,2.1007197,"\int \frac{1+4 x^2+\exp \left(\frac{84+32 x+4 x^2+\left(21 x+8 x^2+x^3\right) \log (x)}{x}\right) \left(168-42 x-24 x^2-2 x^3+\left(-16 x^2-4 x^3\right) \log (x)\right)}{2 x^2} \, dx","Int[(1 + 4*x^2 + E^((84 + 32*x + 4*x^2 + (21*x + 8*x^2 + x^3)*Log[x])/x)*(168 - 42*x - 24*x^2 - 2*x^3 + (-16*x^2 - 4*x^3)*Log[x]))/(2*x^2),x]","\int \frac{1+4 x^2+\exp \left(\frac{84+32 x+4 x^2+\left(21 x+8 x^2+x^3\right) \log (x)}{x}\right) \left(168-42 x-24 x^2-2 x^3+\left(-16 x^2-4 x^3\right) \log (x)\right)}{2 x^2} \, dx","2 x-\frac{1}{2 x}-e^{\left((x+4)^2+5\right) \left(\frac{4}{x}+\log (x)\right)}+5",1,"-1/2*1/x + 2*x + 84*Defer[Int][E^(32 + 84/x + 4*x)*x^(19 + 8*x + x^2), x] - 21*Defer[Int][E^(32 + 84/x + 4*x)*x^(20 + 8*x + x^2), x] - 12*Defer[Int][E^(32 + 84/x + 4*x)*x^(21 + 8*x + x^2), x] - 8*Log[x]*Defer[Int][E^(32 + 84/x + 4*x)*x^(21 + 8*x + x^2), x] - Defer[Int][E^(32 + 84/x + 4*x)*x^(22 + 8*x + x^2), x] - 2*Log[x]*Defer[Int][E^(32 + 84/x + 4*x)*x^(22 + 8*x + x^2), x] + 8*Defer[Int][Defer[Int][E^(4*(8 + 21/x + x))*x^(21 + 8*x + x^2), x]/x, x] + 2*Defer[Int][Defer[Int][E^(4*(8 + 21/x + x))*x^(22 + 8*x + x^2), x]/x, x]","F",0,0,0,0,-1,"{}"
7900,1,23,0,0.1199705,"\int \frac{x+e^x x+2 x^2+3 x^3+\left(4+4 x^2\right) \log ^3(x)+2 x^2 \log ^4(x)}{x} \, dx","Int[(x + E^x*x + 2*x^2 + 3*x^3 + (4 + 4*x^2)*Log[x]^3 + 2*x^2*Log[x]^4)/x,x]","x^3+x^2+x^2 \log ^4(x)+e^x+x+\log ^4(x)","e^x+x \left(x+\left(x+\frac{1}{x}\right) \left(x+\log ^4(x)\right)\right)",1,"E^x + x + x^2 + x^3 + Log[x]^4 + x^2*Log[x]^4","A",16,7,42,0.1667,1,"{14, 2194, 2353, 2302, 30, 2305, 2304}"
7901,0,0,0,54.3822284,"\int \frac{-20-10 x+10 x^2+\left(2 x^2+2 x^3\right) \log (4)+\left(4-6 x-2 x^2+6 x^3-2 x^4\right) \log (4) \log (2-x)+\left(\left(-2 x-2 x^2\right) \log (4)+\left(4-2 x-4 x^2+2 x^3\right) \log (4) \log (2-x)\right) \log (x)+\left(20-10 x-2 x^2 \log (4)+\left(-4+10 x-8 x^2+2 x^3\right) \log (4) \log (2-x)+\left(2 x \log (4)+\left(-4+6 x-2 x^2\right) \log (4) \log (2-x)\right) \log (x)\right) \log \left(-5+x^2 \log (4) \log (2-x)-x \log (4) \log (2-x) \log (x)\right)}{-10+5 x+\left(2 x^2-x^3\right) \log (4) \log (2-x)+\left(-2 x+x^2\right) \log (4) \log (2-x) \log (x)} \, dx","Int[(-20 - 10*x + 10*x^2 + (2*x^2 + 2*x^3)*Log[4] + (4 - 6*x - 2*x^2 + 6*x^3 - 2*x^4)*Log[4]*Log[2 - x] + ((-2*x - 2*x^2)*Log[4] + (4 - 2*x - 4*x^2 + 2*x^3)*Log[4]*Log[2 - x])*Log[x] + (20 - 10*x - 2*x^2*Log[4] + (-4 + 10*x - 8*x^2 + 2*x^3)*Log[4]*Log[2 - x] + (2*x*Log[4] + (-4 + 6*x - 2*x^2)*Log[4]*Log[2 - x])*Log[x])*Log[-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x]])/(-10 + 5*x + (2*x^2 - x^3)*Log[4]*Log[2 - x] + (-2*x + x^2)*Log[4]*Log[2 - x]*Log[x]),x]","\int \frac{-20-10 x+10 x^2+\left(2 x^2+2 x^3\right) \log (4)+\left(4-6 x-2 x^2+6 x^3-2 x^4\right) \log (4) \log (2-x)+\left(\left(-2 x-2 x^2\right) \log (4)+\left(4-2 x-4 x^2+2 x^3\right) \log (4) \log (2-x)\right) \log (x)+\left(20-10 x-2 x^2 \log (4)+\left(-4+10 x-8 x^2+2 x^3\right) \log (4) \log (2-x)+\left(2 x \log (4)+\left(-4+6 x-2 x^2\right) \log (4) \log (2-x)\right) \log (x)\right) \log \left(-5+x^2 \log (4) \log (2-x)-x \log (4) \log (2-x) \log (x)\right)}{-10+5 x+\left(2 x^2-x^3\right) \log (4) \log (2-x)+\left(-2 x+x^2\right) \log (4) \log (2-x) \log (x)} \, dx","(x-\log (x \log (4) \log (2-x) (x-\log (x))-5)+1)^2",1,"x^2 - 2*Log[x] - 6*Log[Log[2 - x]] + 2*LogIntegral[2 - x] - 10*Defer[Int][(-5 + x*Log[4]*Log[2 - x]*(x - Log[x]))^(-1), x] - 10*Defer[Int][1/(x*(-5 + x*Log[4]*Log[2 - x]*(x - Log[x]))), x] - 10*Defer[Int][1/(Log[2 - x]*(-5 + x*Log[4]*Log[2 - x]*(x - Log[x]))), x] - 18*Log[4]*Defer[Int][Log[2 - x]/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + Log[16]*Defer[Int][Log[2 - x]/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 6*Log[64]*Defer[Int][Log[2 - x]/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] - 9*Log[4]*Defer[Int][(x*Log[2 - x])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 3*Log[64]*Defer[Int][(x*Log[2 - x])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] - 2*Log[4]*Defer[Int][(x^2*Log[2 - x])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] - 30*Defer[Int][1/((-2 + x)*Log[2 - x]*(-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x])), x] - 36*Log[4]*Defer[Int][Log[2 - x]/((-2 + x)*(-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x])), x] + 12*Log[64]*Defer[Int][Log[2 - x]/((-2 + x)*(-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x])), x] + 10*Defer[Int][Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])]/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 4*Log[4]*Defer[Int][Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])]/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 2*Log[4]*Defer[Int][(x*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] - 2*Log[4]*Defer[Int][(Log[2 - x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 4*Log[4]*Defer[Int][(x*Log[2 - x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] - 2*Log[4]*Defer[Int][(x^2*Log[2 - x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 2*Log[4]*Defer[Int][(x*Log[2 - x]*Log[x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(-5 + x*Log[4]*Log[2 - x]*(x - Log[x])), x] + 8*Log[4]*Defer[Int][Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])]/((-2 + x)*(-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x])), x] - 4*Log[4]*Defer[Int][(Log[x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/((-2 + x)*(-5 + x^2*Log[4]*Log[2 - x] - x*Log[4]*Log[2 - x]*Log[x])), x] + 2*Log[4]*Defer[Int][(Log[x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(5 + x*Log[4]*Log[2 - x]*(-x + Log[x])), x] + 2*Log[4]*Defer[Int][(Log[2 - x]*Log[x]*Log[-5 + x*Log[4]*Log[2 - x]*(x - Log[x])])/(5 + x*Log[4]*Log[2 - x]*(-x + Log[x])), x]","F",0,0,0,0,-1,"{}"
7902,1,62,0,0.0578742,"\int \left(10 x+e^{2 e^{\frac{4+3 x-x^5}{x}}} \left(-2 x+e^{\frac{4+3 x-x^5}{x}} \left(8+8 x^5\right)\right)\right) \, dx","Int[10*x + E^(2*E^((4 + 3*x - x^5)/x))*(-2*x + E^((4 + 3*x - x^5)/x)*(8 + 8*x^5)),x]","5 x^2+\frac{4 e^{2 e^{\frac{-x^5+3 x+4}{x}}} \left(x^5+1\right)}{\frac{3-5 x^4}{x}-\frac{-x^5+3 x+4}{x^2}}","\left(5-e^{2 e^{\frac{3 x+4}{x}-x^4}}\right) x^2",1,"5*x^2 + (4*E^(2*E^((4 + 3*x - x^5)/x))*(1 + x^5))/((3 - 5*x^4)/x - (4 + 3*x - x^5)/x^2)","B",2,1,53,0.01887,1,"{2288}"
7903,0,0,0,1.818912,"\int \frac{-1+e^{e^{e^{7+x^2}}}-\log (x)+2 e^{7+e^{7+x^2}+x^2} x^2 \log (x)+\left(-e^{e^{e^{7+x^2}}}+\log (x)\right) \log \left(e^{-e^{e^{7+x^2}}} \left(e^{e^{e^{7+x^2}}} x-x \log (x)\right)\right)}{e^{e^{e^{7+x^2}}} x^2-x^2 \log (x)} \, dx","Int[(-1 + E^E^E^(7 + x^2) - Log[x] + 2*E^(7 + E^(7 + x^2) + x^2)*x^2*Log[x] + (-E^E^E^(7 + x^2) + Log[x])*Log[(E^E^E^(7 + x^2)*x - x*Log[x])/E^E^E^(7 + x^2)])/(E^E^E^(7 + x^2)*x^2 - x^2*Log[x]),x]","\int \frac{-1+e^{e^{e^{7+x^2}}}-\log (x)+2 e^{7+e^{7+x^2}+x^2} x^2 \log (x)+\left(-e^{e^{e^{7+x^2}}}+\log (x)\right) \log \left(e^{-e^{e^{7+x^2}}} \left(e^{e^{e^{7+x^2}}} x-x \log (x)\right)\right)}{e^{e^{e^{7+x^2}}} x^2-x^2 \log (x)} \, dx","\frac{\log \left(x \left(1-e^{-e^{e^{x^2+7}}} \log (x)\right)\right)}{x}",1,"-x^(-1) - Defer[Int][1/(x^2*(E^E^E^(7 + x^2) - Log[x])), x] + 2*Defer[Int][(E^(7 + E^(7 + x^2) + x^2)*Log[x])/(E^E^E^(7 + x^2) - Log[x]), x] - Defer[Int][Log[x - (x*Log[x])/E^E^E^(7 + x^2)]/x^2, x]","F",0,0,0,0,-1,"{}"
7904,0,0,0,1.6703673,"\int \frac{-126+e^x (-72-36 x)+\left(-63-36 e^x\right) \log \left(-35 x^2-20 e^x x^2\right)+\left(-7-4 e^x\right) \log ^2\left(-35 x^2-20 e^x x^2\right)}{\left(7 x^2+4 e^x x^2\right) \log ^2\left(-35 x^2-20 e^x x^2\right)} \, dx","Int[(-126 + E^x*(-72 - 36*x) + (-63 - 36*E^x)*Log[-35*x^2 - 20*E^x*x^2] + (-7 - 4*E^x)*Log[-35*x^2 - 20*E^x*x^2]^2)/((7*x^2 + 4*E^x*x^2)*Log[-35*x^2 - 20*E^x*x^2]^2),x]","\int \frac{-126+e^x (-72-36 x)+\left(-63-36 e^x\right) \log \left(-35 x^2-20 e^x x^2\right)+\left(-7-4 e^x\right) \log ^2\left(-35 x^2-20 e^x x^2\right)}{\left(7 x^2+4 e^x x^2\right) \log ^2\left(-35 x^2-20 e^x x^2\right)} \, dx","\frac{9}{x \log \left(5 \left(x^2-4 \left(e^x+2\right) x^2\right)\right)}+\frac{1}{x}",1,"x^(-1) - 18*Defer[Int][1/(x^2*Log[-5*(7 + 4*E^x)*x^2]^2), x] - 9*Defer[Int][1/(x*Log[-5*(7 + 4*E^x)*x^2]^2), x] + 63*Defer[Int][1/((7 + 4*E^x)*x*Log[-5*(7 + 4*E^x)*x^2]^2), x] - 9*Defer[Int][1/(x^2*Log[-5*(7 + 4*E^x)*x^2]), x]","F",0,0,0,0,-1,"{}"
7905,-1,0,0,180.0026012,"\int \frac{8 x+32 x^3+e^{e^5} \left(-4-24 x^2\right)+4 (i \pi +\log (5))}{x^4+4 x^6+4 x^8+\left(2 x^3+4 x^5\right) (i \pi +\log (5))+x^2 (i \pi +\log (5))^2+e^{2 e^5} \left(x^2+4 x^4+4 x^6+\left(2 x+4 x^3\right) (i \pi +\log (5))+(i \pi +\log (5))^2\right)+e^{e^5} \left(-2 x^3-8 x^5-8 x^7+\left(-4 x^2-8 x^4\right) (i \pi +\log (5))-2 x (i \pi +\log (5))^2\right)} \, dx","Int[(8*x + 32*x^3 + E^E^5*(-4 - 24*x^2) + 4*(I*Pi + Log[5]))/(x^4 + 4*x^6 + 4*x^8 + (2*x^3 + 4*x^5)*(I*Pi + Log[5]) + x^2*(I*Pi + Log[5])^2 + E^(2*E^5)*(x^2 + 4*x^4 + 4*x^6 + (2*x + 4*x^3)*(I*Pi + Log[5]) + (I*Pi + Log[5])^2) + E^E^5*(-2*x^3 - 8*x^5 - 8*x^7 + (-4*x^2 - 8*x^4)*(I*Pi + Log[5]) - 2*x*(I*Pi + Log[5])^2)),x]","\text{\$Aborted}","\frac{4}{\left(e^{e^5}-x\right) \left(2 x^3+x+i \pi +\log (5)\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
7906,0,0,0,0.5621029,"\int \frac{-12 x^3-3 x^7+12 x^3 \log \left(x^2\right)}{\left(256+128 x^4+16 x^8\right) \log ^3\left(x^2\right)} \, dx","Int[(-12*x^3 - 3*x^7 + 12*x^3*Log[x^2])/((256 + 128*x^4 + 16*x^8)*Log[x^2]^3),x]","\int \frac{-12 x^3-3 x^7+12 x^3 \log \left(x^2\right)}{\left(256+128 x^4+16 x^8\right) \log ^3\left(x^2\right)} \, dx","\frac{3 x^2}{64 \left(x^2+\frac{4}{x^2}\right) \log ^2\left(x^2\right)}",1,"(-3*Defer[Subst][Defer[Int][x/((4 + x^2)*Log[x]^3), x], x, x^2])/32 + (3*Defer[Subst][Defer[Int][x/((4 + x^2)^2*Log[x]^2), x], x, x^2])/8","F",0,0,0,0,-1,"{}"
7907,1,34,0,0.2255859,"\int \frac{54+90 x+45 x^2+7 x^3+\left(9 x^2+2 x^3\right) \log (x)+\left(27+18 x+3 x^2\right) \log \left(x^2\right)}{27+18 x+3 x^2} \, dx","Int[(54 + 90*x + 45*x^2 + 7*x^3 + (9*x^2 + 2*x^3)*Log[x] + (27 + 18*x + 3*x^2)*Log[x^2])/(27 + 18*x + 3*x^2),x]","x^2+\frac{1}{3} x^2 \log (x)+x \log \left(x^2\right)+\frac{3 x \log (x)}{x+3}-x \log (x)","x^2-x \left(-\frac{x^2 \log (x)}{3 (x+3)}-\log \left(x^2\right)\right)",1,"x^2 - x*Log[x] + (x^2*Log[x])/3 + (3*x*Log[x])/(3 + x) + x*Log[x^2]","A",17,9,57,0.1579,1,"{27, 12, 6742, 43, 2357, 2295, 2304, 2314, 31}"
7908,0,0,0,3.6265842,"\int \frac{4 x+x^2-4 (i \pi +\log (3))+\left(4 x+x^2\right) \log (2) (i \pi +\log (3))-x (i \pi +\log (3)) \log (x)+(i \pi -x+\log (3)-x \log (2) (i \pi +\log (3))) \log (3 x)+(-x-x \log (2) (i \pi +\log (3))+(i \pi +\log (3)) \log (x)) \log (x+x \log (2) (i \pi +\log (3))-(i \pi +\log (3)) \log (x))}{-x^2-x^2 \log (2) (i \pi +\log (3))+x (i \pi +\log (3)) \log (x)} \, dx","Int[(4*x + x^2 - 4*(I*Pi + Log[3]) + (4*x + x^2)*Log[2]*(I*Pi + Log[3]) - x*(I*Pi + Log[3])*Log[x] + (I*Pi - x + Log[3] - x*Log[2]*(I*Pi + Log[3]))*Log[3*x] + (-x - x*Log[2]*(I*Pi + Log[3]) + (I*Pi + Log[3])*Log[x])*Log[x + x*Log[2]*(I*Pi + Log[3]) - (I*Pi + Log[3])*Log[x]])/(-x^2 - x^2*Log[2]*(I*Pi + Log[3]) + x*(I*Pi + Log[3])*Log[x]),x]","\int \frac{4 x+x^2-4 (i \pi +\log (3))+\left(4 x+x^2\right) \log (2) (i \pi +\log (3))-x (i \pi +\log (3)) \log (x)+(i \pi -x+\log (3)-x \log (2) (i \pi +\log (3))) \log (3 x)+(-x-x \log (2) (i \pi +\log (3))+(i \pi +\log (3)) \log (x)) \log (x+x \log (2) (i \pi +\log (3))-(i \pi +\log (3)) \log (x))}{-x^2-x^2 \log (2) (i \pi +\log (3))+x (i \pi +\log (3)) \log (x)} \, dx","-x+(\log (3 x)-4) \log (x+(\log (3)+i \pi ) (x \log (2)-\log (x)))",1,"-x + (4*I)*Defer[Int][((-I)*x*(1 + Log[2]*(I*Pi + Log[3])) - Pi*(1 - (I*Log[3])/Pi)*Log[x])^(-1), x] + I*Defer[Int][x/((-I)*x*(1 + Log[2]*(I*Pi + Log[3])) - Pi*(1 - (I*Log[3])/Pi)*Log[x]), x] + 4*Log[2]*(Pi - I*Log[3])*Defer[Int][(I*x*(1 + Log[2]*(I*Pi + Log[3])) + Pi*(1 - (I*Log[3])/Pi)*Log[x])^(-1), x] - 4*(Pi - I*Log[3])*Defer[Int][1/(x*(I*x*(1 + Log[2]*(I*Pi + Log[3])) + Pi*(1 - (I*Log[3])/Pi)*Log[x])), x] + Log[2]*(Pi - I*Log[3])*Defer[Int][x/(I*x*(1 + Log[2]*(I*Pi + Log[3])) + Pi*(1 - (I*Log[3])/Pi)*Log[x]), x] - (Pi*Log[2] - I*(1 + Log[2]*Log[3]))*Defer[Int][x/(I*x*(1 + Log[2]*(I*Pi + Log[3])) + Pi*(1 - (I*Log[3])/Pi)*Log[x]), x] - I*(1 + Log[2]*(I*Pi + Log[3]))*Defer[Int][Log[3*x]/((-I)*x*(1 + Log[2]*(I*Pi + Log[3])) - Pi*(1 - (I*Log[3])/Pi)*Log[x]), x] + (Pi - I*Log[3])*Defer[Int][Log[3*x]/(x*(I*x*(1 + Log[2]*(I*Pi + Log[3])) + Pi*(1 - (I*Log[3])/Pi)*Log[x])), x] + Defer[Int][Log[x*(1 + Log[2]*(I*Pi + Log[3])) - (I*Pi + Log[3])*Log[x]]/x, x]","F",0,0,0,0,-1,"{}"
7909,0,0,0,0.3682763,"\int \frac{-1-4 x^2-2 x^2 \log (4)}{x-2 e^7 x^2-2 x^3-2 x^3 \log (4)+2 x^2 \log \left(6 e^{-x}\right)} \, dx","Int[(-1 - 4*x^2 - 2*x^2*Log[4])/(x - 2*E^7*x^2 - 2*x^3 - 2*x^3*Log[4] + 2*x^2*Log[6/E^x]),x]","\int \frac{-1-4 x^2-2 x^2 \log (4)}{x-2 e^7 x^2-2 x^3-2 x^3 \log (4)+2 x^2 \log \left(6 e^{-x}\right)} \, dx","\log \left(x+\frac{x-\frac{1}{2 x}-\log \left(6 e^{-x}\right)+e^7}{\log (4)}\right)",1,"Defer[Int][1/(x*(-1 + 2*E^7*x + 2*x^2*(1 + Log[4]) - 2*x*Log[6/E^x])), x] - 2*(2 + Log[4])*Defer[Int][x/(1 - 2*E^7*x - 2*x^2*(1 + Log[4]) + 2*x*Log[6/E^x]), x]","F",0,0,0,0,-1,"{}"
7910,0,0,0,1.3313492,"\int \frac{\left(20+x^2-x^3\right) \log (6)+\left(20-x^2+2 x^3\right) \log (6) \log (x)+e^{\frac{e^x}{\log (6)}} \left(-20 \log (6)+\left(20 e^x x-20 \log (6)\right) \log (x)\right)}{5 x^2 \log (6) \log ^2(x)} \, dx","Int[((20 + x^2 - x^3)*Log[6] + (20 - x^2 + 2*x^3)*Log[6]*Log[x] + E^(E^x/Log[6])*(-20*Log[6] + (20*E^x*x - 20*Log[6])*Log[x]))/(5*x^2*Log[6]*Log[x]^2),x]","\int \frac{\left(20+x^2-x^3\right) \log (6)+\left(20-x^2+2 x^3\right) \log (6) \log (x)+e^{\frac{e^x}{\log (6)}} \left(-20 \log (6)+\left(20 e^x x-20 \log (6)\right) \log (x)\right)}{5 x^2 \log (6) \log ^2(x)} \, dx","\frac{\frac{1}{5} \left(x^2-x\right)+\frac{4 \left(e^{\frac{e^x}{\log (6)}}-1\right)}{x}}{\log (x)}",1,"(4*E^(E^x/Log[6]))/(x*Log[x]) + Defer[Int][(20 + x^2 - x^3)/(x^2*Log[x]^2), x]/5 + Defer[Int][(20 - x^2 + 2*x^3)/(x^2*Log[x]), x]/5","F",0,0,0,0,-1,"{}"
7911,0,0,0,11.1882056,"\int \frac{-2-11 x+18 x^2+75 x^3+32 x^4+3 x^5+\left(-9+45 x^2+18 x^3+x^4\right) \log (x)+\left(-x+9 x^3+6 x^4+x^5+\left(-1+9 x^2+6 x^3+x^4\right) \log (x)\right) \log \left(\frac{x^6+2 x^5 \log (x)+x^4 \log ^2(x)}{1-18 x^2-12 x^3+79 x^4+108 x^5+54 x^6+12 x^7+x^8}\right)}{-x+9 x^3+6 x^4+x^5+\left(-1+9 x^2+6 x^3+x^4\right) \log (x)} \, dx","Int[(-2 - 11*x + 18*x^2 + 75*x^3 + 32*x^4 + 3*x^5 + (-9 + 45*x^2 + 18*x^3 + x^4)*Log[x] + (-x + 9*x^3 + 6*x^4 + x^5 + (-1 + 9*x^2 + 6*x^3 + x^4)*Log[x])*Log[(x^6 + 2*x^5*Log[x] + x^4*Log[x]^2)/(1 - 18*x^2 - 12*x^3 + 79*x^4 + 108*x^5 + 54*x^6 + 12*x^7 + x^8)])/(-x + 9*x^3 + 6*x^4 + x^5 + (-1 + 9*x^2 + 6*x^3 + x^4)*Log[x]),x]","\int \frac{-2-11 x+18 x^2+75 x^3+32 x^4+3 x^5+\left(-9+45 x^2+18 x^3+x^4\right) \log (x)+\left(-x+9 x^3+6 x^4+x^5+\left(-1+9 x^2+6 x^3+x^4\right) \log (x)\right) \log \left(\frac{x^6+2 x^5 \log (x)+x^4 \log ^2(x)}{1-18 x^2-12 x^3+79 x^4+108 x^5+54 x^6+12 x^7+x^8}\right)}{-x+9 x^3+6 x^4+x^5+\left(-1+9 x^2+6 x^3+x^4\right) \log (x)} \, dx","x \left(\log \left(\frac{(x+\log (x))^2}{\left((x+3)^2-\frac{1}{x^2}\right)^2}\right)+5\right)",1,"5*x + x*Log[(x^4*(x + Log[x])^2)/(1 - 9*x^2 - 6*x^3 - x^4)^2] + 2*Defer[Int][(-x - Log[x])^(-1), x] + 2*Defer[Int][(x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
7912,1,16,0,0.0413509,"\int \frac{-50+45 x+19 e x-12 x^2+x^3}{25 x-10 x^2+x^3} \, dx","Int[(-50 + 45*x + 19*E*x - 12*x^2 + x^3)/(25*x - 10*x^2 + x^3),x]","x+\frac{19 e}{5-x}-2 \log (x)","x-\frac{e (5 (x-3)+x+4)}{x-5}-2 \log (5 x)",1,"(19*E)/(5 - x) + x - 2*Log[x]","A",5,4,32,0.1250,1,"{6, 1594, 27, 1620}"
7913,0,0,0,54.7183269,"\int \frac{1250 x^4-200 x^6+6 x^8+\left(1000 x^3-40 x^5\right) \log (x) \log (12 x)+\left(500 x^3-20 x^5+\left(500 x^3-60 x^5\right) \log (x)\right) \log ^2(12 x)+\left(600 x^2-8 x^4\right) \log ^2(x) \log ^3(12 x)+\left(\left(300 x^2-4 x^4\right) \log (x)-4 x^4 \log ^2(x)\right) \log ^4(12 x)+120 x \log ^3(x) \log ^5(12 x)+\left(60 x \log ^2(x)-20 x \log ^3(x)\right) \log ^6(12 x)+8 \log ^4(x) \log ^7(12 x)+\left(4 \log ^3(x)-2 \log ^4(x)\right) \log ^8(12 x)}{x^3} \, dx","Int[(1250*x^4 - 200*x^6 + 6*x^8 + (1000*x^3 - 40*x^5)*Log[x]*Log[12*x] + (500*x^3 - 20*x^5 + (500*x^3 - 60*x^5)*Log[x])*Log[12*x]^2 + (600*x^2 - 8*x^4)*Log[x]^2*Log[12*x]^3 + ((300*x^2 - 4*x^4)*Log[x] - 4*x^4*Log[x]^2)*Log[12*x]^4 + 120*x*Log[x]^3*Log[12*x]^5 + (60*x*Log[x]^2 - 20*x*Log[x]^3)*Log[12*x]^6 + 8*Log[x]^4*Log[12*x]^7 + (4*Log[x]^3 - 2*Log[x]^4)*Log[12*x]^8)/x^3,x]","\int \frac{1250 x^4-200 x^6+6 x^8+\left(1000 x^3-40 x^5\right) \log (x) \log (12 x)+\left(500 x^3-20 x^5+\left(500 x^3-60 x^5\right) \log (x)\right) \log ^2(12 x)+\left(600 x^2-8 x^4\right) \log ^2(x) \log ^3(12 x)+\left(\left(300 x^2-4 x^4\right) \log (x)-4 x^4 \log ^2(x)\right) \log ^4(12 x)+120 x \log ^3(x) \log ^5(12 x)+\left(60 x \log ^2(x)-20 x \log ^3(x)\right) \log ^6(12 x)+8 \log ^4(x) \log ^7(12 x)+\left(4 \log ^3(x)-2 \log ^4(x)\right) \log ^8(12 x)}{x^3} \, dx","x^2 \left(\left(\frac{\log (x) \log ^2(12 x)}{x}+5\right)^2-x^2\right)^2",1,"625*x^2 - 50*x^4 + x^6 + 1000*x*Log[x] - (40*x^3*Log[x])/9 - (40*(225*x - x^3)*Log[x])/9 + 1000*x*Log[12*x] - (40*x^3*Log[12*x])/9 - (40*(225*x - x^3)*Log[12*x])/9 + 500*x*Log[x]*Log[12*x]^2 - 20*x^3*Log[x]*Log[12*x]^2 - 2*x^2*Log[x]^2*Log[12*x]^4 + 60*Log[x]*Log[12*x]^5 - 10*Log[12*x]^6 + (20*Log[x]^3*Log[12*x]^6)/x + (Log[x]^4*Log[12*x]^8)/x^2 + 600*Defer[Int][(Log[x]^2*Log[12*x]^3)/x, x]","F",0,0,0,0,-1,"{}"
7914,1,58,0,0.1629475,"\int \frac{2 x^3-4 x^2 \log (24)+2 x \log ^2(24)+\frac{1}{81} e^{20} x^4 (-3 x+4 \log (24))}{x^3-2 x^2 \log (24)+x \log ^2(24)} \, dx","Int[(2*x^3 - 4*x^2*Log[24] + 2*x*Log[24]^2 + (E^20*x^4*(-3*x + 4*Log[24]))/81)/(x^3 - 2*x^2*Log[24] + x*Log[24]^2),x]","-\frac{1}{81} e^{20} x^3-\frac{1}{81} e^{20} x^2 \log (24)-\frac{e^{20} \log ^4(24)}{81 (x-\log (24))}+\frac{1}{81} x \left(162-e^{20} \log ^2(24)\right)","2 x+\frac{e^{4 \left(5-\log \left(\frac{3}{x}\right)\right)}}{\log (24)-x}+4",1,"-1/81*(E^20*x^3) - (E^20*x^2*Log[24])/81 - (E^20*Log[24]^4)/(81*(x - Log[24])) + (x*(162 - E^20*Log[24]^2))/81","B",5,4,58,0.06897,1,"{1594, 27, 1586, 1850}"
7915,0,0,0,1.2665029,"\int \frac{-x+e^2 x+x^2-16 x^6+\left(2-2 e^2-4 x+192 x^5\right) \log \left(x-e^2 x-x^2+16 x^6\right)}{-x+e^2 x+x^2-16 x^6} \, dx","Int[(-x + E^2*x + x^2 - 16*x^6 + (2 - 2*E^2 - 4*x + 192*x^5)*Log[x - E^2*x - x^2 + 16*x^6])/(-x + E^2*x + x^2 - 16*x^6),x]","\int \frac{-x+e^2 x+x^2-16 x^6+\left(2-2 e^2-4 x+192 x^5\right) \log \left(x-e^2 x-x^2+16 x^6\right)}{-x+e^2 x+x^2-16 x^6} \, dx","x-\log ^2\left(x \left(16 x^5-x-e^2+1\right)\right)",1,"x + Log[x]^2 - 2*Log[x]*Log[x*(1 - E^2 - x + 16*x^5)] - 2*Log[x*(1 - E^2 - x + 16*x^5)]*Defer[Int][(-1 + E^2 + x - 16*x^5)^(-1), x] + 2*Defer[Int][Log[x]/(-1 + E^2 + x - 16*x^5), x] - 160*Defer[Int][(x^4*Log[x])/(-1 + E^2 + x - 16*x^5), x] + 160*Defer[Int][(x^4*Log[x*(1 - E^2 - x + 16*x^5)])/(-1 + E^2 + x - 16*x^5), x] + 2*Defer[Int][Defer[Int][(-1 + E^2 + x - 16*x^5)^(-1), x]/x, x] + 2*Defer[Int][Defer[Int][(-1 + E^2 + x - 16*x^5)^(-1), x]/(-1 + E^2 + x - 16*x^5), x] - 160*Defer[Int][(x^4*Defer[Int][(-1 + E^2 + x - 16*x^5)^(-1), x])/(-1 + E^2 + x - 16*x^5), x]","F",0,0,0,0,-1,"{}"
7916,1,16,0,0.325445,"\int \frac{2-80 x-4 x^2-5 x^3+5 x \log (x)}{-80 x-5 x^3+5 x \log (x)} \, dx","Int[(2 - 80*x - 4*x^2 - 5*x^3 + 5*x*Log[x])/(-80*x - 5*x^3 + 5*x*Log[x]),x]","\frac{2}{5} \log \left(x^2-\log (x)+16\right)+x","\frac{2}{5} \log \left(-x^2+\log (x)-16\right)+x-4",1,"x + (2*Log[16 + x^2 - Log[x]])/5","A",5,4,37,0.1081,1,"{6741, 12, 6742, 6684}"
7917,1,27,0,0.119262,"\int \frac{270+90 e^{13/2}-90 x^2}{9+e^{13}+12 x-4 e^{39/4} x+10 x^2+4 x^3+x^4+e^{13/2} \left(6+4 x+6 x^2\right)+e^{13/4} \left(-12 x-8 x^2-4 x^3\right)} \, dx","Int[(270 + 90*E^(13/2) - 90*x^2)/(9 + E^13 + 12*x - 4*E^(39/4)*x + 10*x^2 + 4*x^3 + x^4 + E^(13/2)*(6 + 4*x + 6*x^2) + E^(13/4)*(-12*x - 8*x^2 - 4*x^3)),x]","\frac{90 x}{x^2+2 \left(1-e^{13/4}\right) x+e^{13/2}+3}","\frac{90 x}{\left(x-e^{13/4}\right)^2+2 x+3}+1",1,"(90*x)/(3 + E^(13/2) + 2*(1 - E^(13/4))*x + x^2)","A",5,5,82,0.06098,1,"{6, 1680, 12, 1814, 8}"
7918,0,0,0,20.5240803,"\int \frac{-48-160 x-144 x^2-80 x^3-264 x^4-320 x^5-220 x^6-120 x^7-36 x^8+e^{2 x} \left(-32 x^2-96 x^3-88 x^4-48 x^5-36 x^6\right)+e^x \left(32+128 x+80 x^2+208 x^3+368 x^4+272 x^5+168 x^6+72 x^7\right)}{36 x^2+120 x^3+148 x^4+20 x^5-120 x^6-100 x^7+x^8+30 x^9+9 x^{10}+e^{2 x} \left(16 x^2+48 x^3+20 x^4-48 x^5-32 x^6+12 x^7+9 x^8\right)+e^x \left(-48 x^2-152 x^3-128 x^4+68 x^5+160 x^6+40 x^7-42 x^8-18 x^9\right)} \, dx","Int[(-48 - 160*x - 144*x^2 - 80*x^3 - 264*x^4 - 320*x^5 - 220*x^6 - 120*x^7 - 36*x^8 + E^(2*x)*(-32*x^2 - 96*x^3 - 88*x^4 - 48*x^5 - 36*x^6) + E^x*(32 + 128*x + 80*x^2 + 208*x^3 + 368*x^4 + 272*x^5 + 168*x^6 + 72*x^7))/(36*x^2 + 120*x^3 + 148*x^4 + 20*x^5 - 120*x^6 - 100*x^7 + x^8 + 30*x^9 + 9*x^10 + E^(2*x)*(16*x^2 + 48*x^3 + 20*x^4 - 48*x^5 - 32*x^6 + 12*x^7 + 9*x^8) + E^x*(-48*x^2 - 152*x^3 - 128*x^4 + 68*x^5 + 160*x^6 + 40*x^7 - 42*x^8 - 18*x^9)),x]","\int \frac{-48-160 x-144 x^2-80 x^3-264 x^4-320 x^5-220 x^6-120 x^7-36 x^8+e^{2 x} \left(-32 x^2-96 x^3-88 x^4-48 x^5-36 x^6\right)+e^x \left(32+128 x+80 x^2+208 x^3+368 x^4+272 x^5+168 x^6+72 x^7\right)}{36 x^2+120 x^3+148 x^4+20 x^5-120 x^6-100 x^7+x^8+30 x^9+9 x^{10}+e^{2 x} \left(16 x^2+48 x^3+20 x^4-48 x^5-32 x^6+12 x^7+9 x^8\right)+e^x \left(-48 x^2-152 x^3-128 x^4+68 x^5+160 x^6+40 x^7-42 x^8-18 x^9\right)} \, dx","\frac{4}{x-\frac{2 x}{x^2-\frac{1}{\left(x-e^x+1\right) \left(\frac{3 x}{2}+1\right)}}}",1,"(-4*x)/(2 - x^2) + 32*Defer[Int][(6 - 4*E^x + 10*x - 6*E^x*x + 4*x^2 + 2*E^x*x^2 - 5*x^3 + 3*E^x*x^3 - 3*x^4)^(-2), x] + (32*Defer[Int][1/((Sqrt[2] - x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x])/7 + (36*Sqrt[2]*Defer[Int][1/((Sqrt[2] - x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x])/7 + 40*Defer[Int][1/(x*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x] + 48*Defer[Int][x/(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2, x] - (32*Defer[Int][1/((Sqrt[2] + x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x])/7 + (36*Sqrt[2]*Defer[Int][1/((Sqrt[2] + x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x])/7 - (648*Defer[Int][1/((2 + 3*x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x])/7 - 64*Defer[Int][1/((-2 + x^2)^2*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)^2), x] + (16*Defer[Int][1/((Sqrt[2] - x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x])/7 + (32*Sqrt[2]*Defer[Int][1/((Sqrt[2] - x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x])/7 + 8*Defer[Int][1/(x^2*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x] + 20*Defer[Int][1/(x*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x] - (16*Defer[Int][1/((Sqrt[2] + x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x])/7 + (32*Sqrt[2]*Defer[Int][1/((Sqrt[2] + x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x])/7 - (324*Defer[Int][1/((2 + 3*x)*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x])/7 - 64*Defer[Int][1/((-2 + x^2)^2*(-6 + 4*E^x - 10*x + 6*E^x*x - 4*x^2 - 2*E^x*x^2 + 5*x^3 - 3*E^x*x^3 + 3*x^4)), x]","F",0,0,0,0,-1,"{}"
7919,0,0,0,2.3397093,"\int \frac{e^{4+2 x} \left(-18 x+12 x^2-2 x^3\right)+e^{2+x} \left(6 x^2+2 x^3-2 x^4\right)}{4 x^2+e^{4+2 x} \left(9-6 x+x^2\right)+e^{2+x} \left(-12 x+4 x^2\right)} \, dx","Int[(E^(4 + 2*x)*(-18*x + 12*x^2 - 2*x^3) + E^(2 + x)*(6*x^2 + 2*x^3 - 2*x^4))/(4*x^2 + E^(4 + 2*x)*(9 - 6*x + x^2) + E^(2 + x)*(-12*x + 4*x^2)),x]","\int \frac{e^{4+2 x} \left(-18 x+12 x^2-2 x^3\right)+e^{2+x} \left(6 x^2+2 x^3-2 x^4\right)}{4 x^2+e^{4+2 x} \left(9-6 x+x^2\right)+e^{2+x} \left(-12 x+4 x^2\right)} \, dx","2-\frac{(3-x) x}{-2 e^{-x-2}+\frac{3}{x}-1}",1,"-6*Defer[Int][(E^(2 + x)*x^2)/(-3*E^(2 + x) + 2*x + E^(2 + x)*x)^2, x] + 6*Defer[Int][(E^(2 + x)*x^3)/(-3*E^(2 + x) + 2*x + E^(2 + x)*x)^2, x] - 2*Defer[Int][(E^(2 + x)*x^4)/(-3*E^(2 + x) + 2*x + E^(2 + x)*x)^2, x] + 6*Defer[Int][(E^(2 + x)*x)/(-3*E^(2 + x) + 2*x + E^(2 + x)*x), x] - 2*Defer[Int][(E^(2 + x)*x^2)/(-3*E^(2 + x) + 2*x + E^(2 + x)*x), x]","F",0,0,0,0,-1,"{}"
7920,0,0,0,1.4055606,"\int \frac{20 x-4 x^4+4 x^5+\left(-10+2 x^3\right) \log (2)+\left(60 x^2-30 x \log (2)\right) \log (2 x-\log (2))+\left(60 x^3-30 x^2 \log (2)\right) \log ^2(2 x-\log (2))+\left(20 x^4-10 x^3 \log (2)\right) \log ^3(2 x-\log (2))}{-2 x^3+x^2 \log (2)+\left(-6 x^4+3 x^3 \log (2)\right) \log (2 x-\log (2))+\left(-6 x^5+3 x^4 \log (2)\right) \log ^2(2 x-\log (2))+\left(-2 x^6+x^5 \log (2)\right) \log ^3(2 x-\log (2))} \, dx","Int[(20*x - 4*x^4 + 4*x^5 + (-10 + 2*x^3)*Log[2] + (60*x^2 - 30*x*Log[2])*Log[2*x - Log[2]] + (60*x^3 - 30*x^2*Log[2])*Log[2*x - Log[2]]^2 + (20*x^4 - 10*x^3*Log[2])*Log[2*x - Log[2]]^3)/(-2*x^3 + x^2*Log[2] + (-6*x^4 + 3*x^3*Log[2])*Log[2*x - Log[2]] + (-6*x^5 + 3*x^4*Log[2])*Log[2*x - Log[2]]^2 + (-2*x^6 + x^5*Log[2])*Log[2*x - Log[2]]^3),x]","\int \frac{20 x-4 x^4+4 x^5+\left(-10+2 x^3\right) \log (2)+\left(60 x^2-30 x \log (2)\right) \log (2 x-\log (2))+\left(60 x^3-30 x^2 \log (2)\right) \log ^2(2 x-\log (2))+\left(20 x^4-10 x^3 \log (2)\right) \log ^3(2 x-\log (2))}{-2 x^3+x^2 \log (2)+\left(-6 x^4+3 x^3 \log (2)\right) \log (2 x-\log (2))+\left(-6 x^5+3 x^4 \log (2)\right) \log ^2(2 x-\log (2))+\left(-2 x^6+x^5 \log (2)\right) \log ^3(2 x-\log (2))} \, dx","\frac{10}{x}+\frac{1}{\left(\frac{1}{x}+\log (2 x-\log (2))\right)^2}",1,"10/x - (Log[2]^2*Defer[Int][(1 + x*Log[2*x - Log[2]])^(-3), x])/2 + (2 - Log[2])*Defer[Int][x/(1 + x*Log[2*x - Log[2]])^3, x] - 2*Defer[Int][x^2/(1 + x*Log[2*x - Log[2]])^3, x] - (Log[2]^3*Defer[Int][1/((2*x - Log[2])*(1 + x*Log[2*x - Log[2]])^3), x])/2","F",0,0,0,0,-1,"{}"
7921,1,123,0,0.5178504,"\int \frac{10 x+7 x^2+x^3+e^4 \left(2 x+x^2\right)+\left(4-6 x+x^3\right) \log \left(\frac{-2+x}{e^2}\right)+\left(-2 x-x^2\right) \log (x)+\left(2 x+x^2\right) \log (4+2 x)}{-4 x+x^3} \, dx","Int[(10*x + 7*x^2 + x^3 + E^4*(2*x + x^2) + (4 - 6*x + x^3)*Log[(-2 + x)/E^2] + (-2*x - x^2)*Log[x] + (2*x + x^2)*Log[4 + 2*x])/(-4*x + x^3),x]","\text{Li}_2\left(\frac{2-x}{4}\right)+\text{Li}_2\left(\frac{x+2}{4}\right)+\frac{7}{2} \log \left(4-x^2\right)-2 x+e^4 \log (2-x)-(2-x) \log (x-2)-\log (2) \log (x-2)+(2-\log (x-2)) \log \left(\frac{x}{2}\right)-(2-\log (x-2)) \log \left(\frac{x+2}{4}\right)+\log \left(\frac{2-x}{4}\right) \log (2 x+4)-7 \tanh ^{-1}\left(\frac{x}{2}\right)","\log \left(\frac{x-2}{e^2}\right) \left(x-\log (x)+\log (2 x+4)+e^4+5\right)",1,"-2*x - 7*ArcTanh[x/2] + E^4*Log[2 - x] - (2 - x)*Log[-2 + x] - Log[2]*Log[-2 + x] + (2 - Log[-2 + x])*Log[x/2] - (2 - Log[-2 + x])*Log[(2 + x)/4] + Log[(2 - x)/4]*Log[4 + 2*x] + (7*Log[4 - x^2])/2 + PolyLog[2, (2 - x)/4] + PolyLog[2, (2 + x)/4]","C",21,13,76,0.1711,1,"{1593, 6725, 207, 260, 321, 2418, 2394, 2315, 2393, 2391, 2389, 2295, 2316}"
7922,1,38,0,0.1364392,"\int \frac{9-6 x-8 x^2+2 x^3+e \left(6 x-x^2\right)}{9 x-6 x^2-2 x^3+x^4+e \left(3 x^2-x^3\right)+\left(45-30 x+5 x^2\right) \log (2)} \, dx","Int[(9 - 6*x - 8*x^2 + 2*x^3 + E*(6*x - x^2))/(9*x - 6*x^2 - 2*x^3 + x^4 + E*(3*x^2 - x^3) + (45 - 30*x + 5*x^2)*Log[2]),x]","\log \left(-x^3-(1-e) x^2+x (3-\log (32))+15 \log (2)\right)-\log (3-x)","\log \left(\frac{1}{5} \left(\frac{(e-x) x^2}{3-x}+x\right)+\log (2)\right)",1,"-Log[3 - x] + Log[-((1 - E)*x^2) - x^3 + 15*Log[2] + x*(3 - Log[32])]","A",3,2,72,0.02778,1,"{2074, 1587}"
7923,1,34,0,0.1194099,"\int \frac{-3 x^2+e^2 \left(-x^2+3 x^4\right)+e^x \left(-30+30 x+e^2 \left(-2 x^3-x^4\right)\right)}{x^2} \, dx","Int[(-3*x^2 + E^2*(-x^2 + 3*x^4) + E^x*(-30 + 30*x + E^2*(-2*x^3 - x^4)))/x^2,x]","e^2 x^3-e^{x+2} x^2-\left(3+e^2\right) x+\frac{30 e^x}{x}","3 \left(\frac{x+10 e^x}{x}-x\right)-e^2 \left(\left(e^x-x\right) x^2+x\right)",1,"(30*E^x)/x - (3 + E^2)*x - E^(2 + x)*x^2 + E^2*x^3","A",12,6,49,0.1224,1,"{14, 2199, 2177, 2178, 2176, 2194}"
7924,0,0,0,0.446112,"\int \frac{5 x^2+\left(-50-270 x-100 x^2\right) \log \left(\frac{1}{4} (1+5 x)\right)+\left(-x-5 x^2\right) \log \left(\frac{1}{4} (1+5 x)\right) \log \left(\log \left(\frac{1}{4} (1+5 x)\right)\right)}{\left(x^3+5 x^4\right) \log \left(\frac{1}{4} (1+5 x)\right)} \, dx","Int[(5*x^2 + (-50 - 270*x - 100*x^2)*Log[(1 + 5*x)/4] + (-x - 5*x^2)*Log[(1 + 5*x)/4]*Log[Log[(1 + 5*x)/4]])/((x^3 + 5*x^4)*Log[(1 + 5*x)/4]),x]","\int \frac{5 x^2+\left(-50-270 x-100 x^2\right) \log \left(\frac{1}{4} (1+5 x)\right)+\left(-x-5 x^2\right) \log \left(\frac{1}{4} (1+5 x)\right) \log \left(\log \left(\frac{1}{4} (1+5 x)\right)\right)}{\left(x^3+5 x^4\right) \log \left(\frac{1}{4} (1+5 x)\right)} \, dx","\left(\frac{5}{x}+2\right)^2+\frac{\log \left(\log \left(x+\frac{x+1}{4}\right)\right)}{x}",1,"(5 + 2*x)^2/x^2 - 5*Log[Log[(1 + 5*x)/4]] + 5*Defer[Int][1/(x*Log[1/4 + (5*x)/4]), x] - Defer[Int][Log[Log[1/4 + (5*x)/4]]/x^2, x]","F",0,0,0,0,-1,"{}"
7925,0,0,0,9.4062036,"\int \frac{2+e^{16-x} (1+x)+\log (x)-\log \left(x^2\right)}{1+e^{32-2 x}+e^{16-x} (2-2 x)-2 x+x^2+\left(2+2 e^{16-x}-2 x\right) \log (x)+\log ^2(x)+\left(-2-2 e^{16-x}+2 x-2 \log (x)\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","Int[(2 + E^(16 - x)*(1 + x) + Log[x] - Log[x^2])/(1 + E^(32 - 2*x) + E^(16 - x)*(2 - 2*x) - 2*x + x^2 + (2 + 2*E^(16 - x) - 2*x)*Log[x] + Log[x]^2 + (-2 - 2*E^(16 - x) + 2*x - 2*Log[x])*Log[x^2] + Log[x^2]^2),x]","\int \frac{2+e^{16-x} (1+x)+\log (x)-\log \left(x^2\right)}{1+e^{32-2 x}+e^{16-x} (2-2 x)-2 x+x^2+\left(2+2 e^{16-x}-2 x\right) \log (x)+\log ^2(x)+\left(-2-2 e^{16-x}+2 x-2 \log (x)\right) \log \left(x^2\right)+\log ^2\left(x^2\right)} \, dx","\frac{x}{-\log \left(x^2\right)-x+e^{16-x}+\log (x)+1}",1,"Defer[Int][(E^x*Log[x])/((1 - x + Log[x] - Log[x^2])*(E^16 + E^x - E^x*x + E^x*Log[x] - E^x*Log[x^2])), x] + Defer[Int][E^(16 + x)/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])^2), x] + Defer[Int][(E^(16 + x)*x^2)/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])^2), x] - Defer[Int][(E^(16 + x)*x*Log[x])/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])^2), x] + Defer[Int][(E^(16 + x)*x*Log[x^2])/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])^2), x] + 2*Defer[Int][E^x/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])), x] - Defer[Int][(E^x*Log[x^2])/((-1 + x - Log[x] + Log[x^2])*(-E^16 - E^x + E^x*x - E^x*Log[x] + E^x*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
7926,1,15,0,0.0661543,"\int e^{-1/x} \left(-4 x^3-20 x^4\right) \, dx","Int[(-4*x^3 - 20*x^4)/E^x^(-1),x]","-20 \Gamma \left(-5,\frac{1}{x}\right)-4 \Gamma \left(-4,\frac{1}{x}\right)","4 e^{-1/x} x^2 \left((1-x) x^2-x^2\right)",1,"-20*Gamma[-5, x^(-1)] - 4*Gamma[-4, x^(-1)]","C",5,3,19,0.1579,1,"{1593, 2226, 2218}"
7927,1,20,0,0.0712585,"\int e^{-e^x} \left(5 e^x+e^{e^x} \left(8 x^3+10 x^4\right)\right) \, dx","Int[(5*E^x + E^E^x*(8*x^3 + 10*x^4))/E^E^x,x]","2 x^5+2 x^4-5 e^{-e^x}","2 x^4 (x+1)-5 e^{-e^x}",1,"-5/E^E^x + 2*x^4 + 2*x^5","A",6,4,31,0.1290,1,"{6688, 2282, 2194, 43}"
7928,1,36,0,0.2038864,"\int \frac{e^{-\frac{2}{-82+3 x}} \left(26896-1944 x+36 x^2\right)}{6724-492 x+9 x^2} \, dx","Int[(26896 - 1944*x + 36*x^2)/(E^(2/(-82 + 3*x))*(6724 - 492*x + 9*x^2)),x]","\frac{328}{3} e^{\frac{2}{82-3 x}}-\frac{4}{3} e^{\frac{2}{82-3 x}} (82-3 x)","4 e^{-\frac{2}{3 x-82}} x",1,"(328*E^(2/(82 - 3*x)))/3 - (4*E^(2/(82 - 3*x))*(82 - 3*x))/3","B",7,5,34,0.1471,1,"{27, 6742, 2206, 2210, 2209}"
7929,0,0,0,4.0885827,"\int \frac{-e^{2 x}-4096 x^5-65536 x^8+e^x \left(-4 x^2-512 x^4\right)+2 e^{2 x} \left(2 e^{2 x} x^2+1024 e^x x^6+131072 x^{10}\right)}{1024 x^6+65536 x^9+262144 x^{10}+e^{2 x} \left(x+4 x^2\right)+e^x \left(4 x^2+512 x^5+2048 x^6\right)+2 e^{2 x} \left(e^{2 x} x^2+512 e^x x^6+65536 x^{10}\right)} \, dx","Int[(-E^(2*x) - 4096*x^5 - 65536*x^8 + E^x*(-4*x^2 - 512*x^4) + 2*E^(2*x)*(2*E^(2*x)*x^2 + 1024*E^x*x^6 + 131072*x^10))/(1024*x^6 + 65536*x^9 + 262144*x^10 + E^(2*x)*(x + 4*x^2) + E^x*(4*x^2 + 512*x^5 + 2048*x^6) + 2*E^(2*x)*(E^(2*x)*x^2 + 512*E^x*x^6 + 65536*x^10)),x]","\int \frac{-e^{2 x}-4096 x^5-65536 x^8+e^x \left(-4 x^2-512 x^4\right)+2 e^{2 x} \left(2 e^{2 x} x^2+1024 e^x x^6+131072 x^{10}\right)}{1024 x^6+65536 x^9+262144 x^{10}+e^{2 x} \left(x+4 x^2\right)+e^x \left(4 x^2+512 x^5+2048 x^6\right)+2 e^{2 x} \left(e^{2 x} x^2+512 e^x x^6+65536 x^{10}\right)} \, dx","\log \left(\frac{4}{256 x^4+e^x}+2 e^{2 x}+\frac{1}{x}+4\right)",1,"2*x - 1024*Defer[Int][x^3/(E^x + 256*x^4), x] + 256*Defer[Int][x^4/(E^x + 256*x^4), x] - 2*Defer[Int][E^x/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] - Defer[Int][E^x/(x*(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5)), x] - 12*Defer[Int][x/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] - 8*Defer[Int][(E^x*x)/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] + 768*Defer[Int][x^3/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] + 3328*Defer[Int][x^4/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] + 2048*Defer[Int][(E^(2*x)*x^4)/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] - 3072*Defer[Int][x^5/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x] - 512*Defer[Int][(E^(2*x)*x^5)/(E^x + 4*x + 4*E^x*x + 2*E^(3*x)*x + 256*x^4 + 1024*x^5 + 512*E^(2*x)*x^5), x]","F",0,0,0,0,-1,"{}"
7930,1,28,0,2.9134117,"\int \frac{e^x \left(-48-42 x^2-45 x^3+6 x^4\right)+e^x \left(-6-3 x^2-6 x^3\right) \log \left(2+x^2+2 x^3\right)}{2+x^2+2 x^3} \, dx","Int[(E^x*(-48 - 42*x^2 - 45*x^3 + 6*x^4) + E^x*(-6 - 3*x^2 - 6*x^3)*Log[2 + x^2 + 2*x^3])/(2 + x^2 + 2*x^3),x]","-3 e^x \log \left(2 x^3+x^2+2\right)+3 e^x x-27 e^x","3 e^x \left(-\log \left(2 x^3+x^2+2\right)+x-9\right)",1,"-27*E^x + 3*E^x*x - 3*E^x*Log[2 + x^2 + 2*x^3]","A",33,5,62,0.08065,1,"{6742, 2194, 2176, 2554, 12}"
7931,0,0,0,0.3714346,"\int e^{-x} \left(e^{2 e^{-x} x} (2-2 x)-6 e^x \log (x)-3 e^x \log ^2(x)\right) \, dx","Int[(E^((2*x)/E^x)*(2 - 2*x) - 6*E^x*Log[x] - 3*E^x*Log[x]^2)/E^x,x]","\int e^{-x} \left(e^{2 e^{-x} x} (2-2 x)-6 e^x \log (x)-3 e^x \log ^2(x)\right) \, dx","e^{2 e^{-x} x}-3 x \log ^2(x)+\frac{7}{2}",1,"-3*x*Log[x]^2 + 2*Defer[Int][E^(-(((-2 + E^x)*x)/E^x)), x] - 2*Defer[Int][x/E^(((-2 + E^x)*x)/E^x), x]","F",0,0,0,0,-1,"{}"
7932,1,46,0,0.063296,"\int \frac{1}{2} \left(e^{3 x} (5+15 x)+e^{2 x} \left(-25-40 x+10 x^2\right)\right) \, dx","Int[(E^(3*x)*(5 + 15*x) + E^(2*x)*(-25 - 40*x + 10*x^2))/2,x]","\frac{5}{2} e^{2 x} x^2-\frac{25}{2} e^{2 x} x-\frac{5 e^{3 x}}{6}+\frac{5}{6} e^{3 x} (3 x+1)","\frac{5}{2} e^{2 x} x \left(x+e^x-5\right)",1,"(-5*E^(3*x))/6 - (25*E^(2*x)*x)/2 + (5*E^(2*x)*x^2)/2 + (5*E^(3*x)*(1 + 3*x))/6","B",12,4,32,0.1250,1,"{12, 2176, 2194, 2196}"
7933,1,14,0,0.1133651,"\int \frac{-3+x-2 x \log (x)+x \log (x) \log (\log (x))}{x \log (x)} \, dx","Int[(-3 + x - 2*x*Log[x] + x*Log[x]*Log[Log[x]])/(x*Log[x]),x]","-2 x+x \log (\log (x))-3 \log (\log (x))","x-(x-3) (3-\log (\log (x)))+1",1,"-2*x - 3*Log[Log[x]] + x*Log[Log[x]]","A",9,6,23,0.2609,1,"{6688, 2353, 2298, 2302, 29, 2520}"
7934,0,0,0,0.9627972,"\int \frac{x+3 x^2+3 x^3+x^4+e^5 \left(-32-96 x-96 x^2-32 x^3\right)+e^{12+4 x^2+2 x^4} \left(256 x+768 x^2+1024 x^3+1024 x^4+768 x^5+256 x^6\right)+\left(e^{10} (-256-256 x)+e^5 (-8-8 x)\right) \log (3)-64 e^{10} \log ^2(3)+e^{1+2 x^2+x^4} \left(e^{10} \left(-1024 x-3072 x^2-4096 x^3-4096 x^4-3072 x^5-1024 x^6\right)+e^5 \left(8+24 x+56 x^2+104 x^3+128 x^4+128 x^5+96 x^6+32 x^7\right)+e^{10} \left(64-192 x-512 x^2-512 x^3-512 x^4-256 x^5\right) \log (3)\right)}{32+96 x+96 x^2+32 x^3} \, dx","Int[(x + 3*x^2 + 3*x^3 + x^4 + E^5*(-32 - 96*x - 96*x^2 - 32*x^3) + E^(12 + 4*x^2 + 2*x^4)*(256*x + 768*x^2 + 1024*x^3 + 1024*x^4 + 768*x^5 + 256*x^6) + (E^10*(-256 - 256*x) + E^5*(-8 - 8*x))*Log[3] - 64*E^10*Log[3]^2 + E^(1 + 2*x^2 + x^4)*(E^10*(-1024*x - 3072*x^2 - 4096*x^3 - 4096*x^4 - 3072*x^5 - 1024*x^6) + E^5*(8 + 24*x + 56*x^2 + 104*x^3 + 128*x^4 + 128*x^5 + 96*x^6 + 32*x^7) + E^10*(64 - 192*x - 512*x^2 - 512*x^3 - 512*x^4 - 256*x^5)*Log[3]))/(32 + 96*x + 96*x^2 + 32*x^3),x]","\int \frac{x+3 x^2+3 x^3+x^4+e^5 \left(-32-96 x-96 x^2-32 x^3\right)+e^{12+4 x^2+2 x^4} \left(256 x+768 x^2+1024 x^3+1024 x^4+768 x^5+256 x^6\right)+\left(e^{10} (-256-256 x)+e^5 (-8-8 x)\right) \log (3)-64 e^{10} \log ^2(3)+e^{1+2 x^2+x^4} \left(e^{10} \left(-1024 x-3072 x^2-4096 x^3-4096 x^4-3072 x^5-1024 x^6\right)+e^5 \left(8+24 x+56 x^2+104 x^3+128 x^4+128 x^5+96 x^6+32 x^7\right)+e^{10} \left(64-192 x-512 x^2-512 x^3-512 x^4-256 x^5\right) \log (3)\right)}{32+96 x+96 x^2+32 x^3} \, dx","\left(e^5 \left(e^{\left(x^2+1\right)^2}-\frac{\log (3)}{x+1}-4\right)+\frac{x}{8}\right)^2",1,"E^(12 + 4*x^2 + 2*x^4) - E^5*x + x^2/64 + (E^5*Log[3])/(4*(1 + x)) + (E^10*(4 + 4*x + Log[3])^2)/(1 + x)^2 - (2*E^(11 + 2*x^2 + x^4)*(4*x^5 + x*(4 + Log[3]) + x^2*(8 + Log[3]) + x^3*(8 + Log[3]) + x^4*(8 + Log[3])))/((1 + x)^2*(x + x^3)) + Defer[Int][E^(6 + 2*x^2 + x^4), x]/4 + Defer[Int][E^(6 + 2*x^2 + x^4)*x^2, x] + Defer[Int][E^(6 + 2*x^2 + x^4)*x^4, x]","F",0,0,0,0,-1,"{}"
7935,0,0,0,1.7034723,"\int \frac{e^2 \left(2 x+2 x^2\right)+e \left(52 x+4 x^2\right) \log (x)+\left(50 x+2 x^2\right) \log ^2(x)+\left(e (96+48 x)+e^2 \left(2 x+x^2\right)+e \left(4 x+2 x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)\right) \log (2+x)}{e^2 \left(2 x+x^2\right)+e \left(4 x+2 x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)} \, dx","Int[(E^2*(2*x + 2*x^2) + E*(52*x + 4*x^2)*Log[x] + (50*x + 2*x^2)*Log[x]^2 + (E*(96 + 48*x) + E^2*(2*x + x^2) + E*(4*x + 2*x^2)*Log[x] + (2*x + x^2)*Log[x]^2)*Log[2 + x])/(E^2*(2*x + x^2) + E*(4*x + 2*x^2)*Log[x] + (2*x + x^2)*Log[x]^2),x]","\int \frac{e^2 \left(2 x+2 x^2\right)+e \left(52 x+4 x^2\right) \log (x)+\left(50 x+2 x^2\right) \log ^2(x)+\left(e (96+48 x)+e^2 \left(2 x+x^2\right)+e \left(4 x+2 x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)\right) \log (2+x)}{e^2 \left(2 x+x^2\right)+e \left(4 x+2 x^2\right) \log (x)+\left(2 x+x^2\right) \log ^2(x)} \, dx","x-\left(-x-\frac{48 \log (x)}{\log (x)+e}\right) \log (x+2)",1,"2*x + 46*Log[2 + x] + 2*E^2*Defer[Int][(1 + x)/((2 + x)*(E + Log[x])^2), x] - 4*E^2*Defer[Int][(13 + x)/((2 + x)*(E + Log[x])^2), x] + 2*E^2*Defer[Int][(25 + x)/((2 + x)*(E + Log[x])^2), x] + 4*E*Defer[Int][(13 + x)/((2 + x)*(E + Log[x])), x] - 4*E*Defer[Int][(25 + x)/((2 + x)*(E + Log[x])), x] + E^2*Defer[Int][Log[2 + x]/(E + Log[x])^2, x] + 48*E*Defer[Int][Log[2 + x]/(x*(E + Log[x])^2), x] + 2*E*Defer[Int][(Log[x]*Log[2 + x])/(E + Log[x])^2, x] + Defer[Int][(Log[x]^2*Log[2 + x])/(E + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
7936,1,45,0,0.065088,"\int \frac{e^x (-1+x) \log (4)+\left(-10+10 e^8 x^2-40 e^4 x^3+30 x^4\right) \log (4)}{2 x^2} \, dx","Int[(E^x*(-1 + x)*Log[4] + (-10 + 10*E^8*x^2 - 40*E^4*x^3 + 30*x^4)*Log[4])/(2*x^2),x]","5 x^3 \log (4)-10 e^4 x^2 \log (4)+5 e^8 x \log (4)+\frac{e^x \log (4)}{2 x}+\frac{5 \log (4)}{x}","\frac{\left(5 \left(e^4-x\right)^2 x^2+\frac{e^x}{2}+5\right) \log (4)}{x}",1,"(5*Log[4])/x + (E^x*Log[4])/(2*x) + 5*E^8*x*Log[4] - 10*E^4*x^2*Log[4] + 5*x^3*Log[4]","A",6,3,43,0.06977,1,"{12, 14, 2197}"
7937,1,14,0,1.565042,"\int \frac{(20+6 x) \log \left(5 x^2+x^3\right)+(-15-3 x) \log ^2\left(5 x^2+x^3\right)}{5 x^4+x^5} \, dx","Int[((20 + 6*x)*Log[5*x^2 + x^3] + (-15 - 3*x)*Log[5*x^2 + x^3]^2)/(5*x^4 + x^5),x]","\frac{\log ^2\left(x^2 (x+5)\right)}{x^3}","\frac{\log ^2\left(x^2 (x+5)\right)}{x^3}",1,"Log[x^2*(5 + x)]^2/x^3","A",54,19,47,0.4043,1,"{1593, 6741, 6688, 6742, 77, 2495, 30, 44, 2514, 36, 29, 31, 2494, 2301, 2317, 2391, 2392, 2390, 2498}"
7938,0,0,0,3.7274136,"\int \frac{450 e^{4 x}+e^x x^6+e^{5 x} \left(5625-450 e x+9 e^2 x^2\right)+e^{2 x} \left(12 x^3-12 x^4\right)+e^{3 x} \left(-150 x^3+6 e x^4\right)}{x^6+e^{4 x} \left(5625-450 e x+9 e^2 x^2\right)+e^{2 x} \left(-150 x^3+6 e x^4\right)} \, dx","Int[(450*E^(4*x) + E^x*x^6 + E^(5*x)*(5625 - 450*E*x + 9*E^2*x^2) + E^(2*x)*(12*x^3 - 12*x^4) + E^(3*x)*(-150*x^3 + 6*E*x^4))/(x^6 + E^(4*x)*(5625 - 450*E*x + 9*E^2*x^2) + E^(2*x)*(-150*x^3 + 6*E*x^4)),x]","\int \frac{450 e^{4 x}+e^x x^6+e^{5 x} \left(5625-450 e x+9 e^2 x^2\right)+e^{2 x} \left(12 x^3-12 x^4\right)+e^{3 x} \left(-150 x^3+6 e x^4\right)}{x^6+e^{4 x} \left(5625-450 e x+9 e^2 x^2\right)+e^{2 x} \left(-150 x^3+6 e x^4\right)} \, dx","e^x-\frac{2}{\frac{1}{3} e^{-2 x} x^2-\frac{25}{x}+e}",1,"E^x + 50/(E*(25 - E*x)) + (19531250*(50 + 3*E)*Defer[Int][(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^(-2), x])/E^7 + (1562500*(25 + E)*Defer[Int][x/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E^6 + (31250*(50 + E)*Defer[Int][x^2/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E^5 + (62500*Defer[Int][x^3/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E^4 + (50*(50 - E)*Defer[Int][x^4/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E^3 + (4*(25 - E)*Defer[Int][x^5/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E^2 + (4*Defer[Int][x^6/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2, x])/E + (12207031250*Defer[Int][1/((-25 + E*x)^2*(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2), x])/E^6 + (976562500*(25 + 2*E)*Defer[Int][1/((-25 + E*x)*(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^2), x])/E^7 - (2500*(25 + E)*Defer[Int][(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)^(-1), x])/E^4 - (2500*Defer[Int][x/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3), x])/E^3 - (4*(25 - E)*Defer[Int][x^2/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3), x])/E^2 - (4*Defer[Int][x^3/(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3), x])/E - (1562500*Defer[Int][1/((-25 + E*x)^2*(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)), x])/E^3 - (62500*(25 + 2*E)*Defer[Int][1/((-25 + E*x)*(-75*E^(2*x) + 3*E^(1 + 2*x)*x + x^3)), x])/E^4","F",0,0,0,0,-1,"{}"
7939,1,17,0,0.3283315,"\int \frac{e^{\frac{5 e^4+x \log (6-3 x)}{x}} \left(e^4 (10-5 x)+x^2\right)}{-2 x^2+x^3} \, dx","Int[(E^((5*E^4 + x*Log[6 - 3*x])/x)*(E^4*(10 - 5*x) + x^2))/(-2*x^2 + x^3),x]","3 e^{\frac{5 e^4}{x}} (2-x)","e^{\frac{5 e^4}{x}} (6-3 x)-3",1,"3*E^((5*E^4)/x)*(2 - x)","A",4,4,45,0.08889,1,"{1593, 6688, 12, 2288}"
7940,1,69,0,0.1719157,"\int \frac{e^{\frac{1}{225} \left(x^2+6 x \log (x)+9 \log ^2(x)\right)} \left(4950+132 x+50 x^2+2 x^3+\left(396+150 x+6 x^2\right) \log (x)\right)}{108900+9900 x+225 x^2} \, dx","Int[(E^((x^2 + 6*x*Log[x] + 9*Log[x]^2)/225)*(4950 + 132*x + 50*x^2 + 2*x^3 + (396 + 150*x + 6*x^2)*Log[x]))/(108900 + 9900*x + 225*x^2),x]","\frac{x^{2 x/75} e^{\frac{1}{225} \left(x^2+9 \log ^2(x)\right)} \left(x^3+25 x^2+3 \left(x^2+25 x+66\right) \log (x)+66 x\right)}{(x+22)^2 \left(x+3 \log (x)+\frac{9 \log (x)}{x}+3\right)}","\frac{x e^{\frac{1}{25} \left(\frac{x}{3}+\log (x)\right)^2}}{x+22}",1,"(E^((x^2 + 9*Log[x]^2)/225)*x^((2*x)/75)*(66*x + 25*x^2 + x^3 + 3*(66 + 25*x + x^2)*Log[x]))/((22 + x)^2*(3 + x + 3*Log[x] + (9*Log[x])/x))","B",3,3,62,0.04839,1,"{27, 12, 2288}"
7941,1,26,0,0.0422637,"\int \frac{-96768+5 x^2+7040 \log (x)-128 \log ^2(x)}{x^3} \, dx","Int[(-96768 + 5*x^2 + 7040*Log[x] - 128*Log[x]^2)/x^3,x]","\frac{46656}{x^2}+\frac{64 \log ^2(x)}{x^2}-\frac{3456 \log (x)}{x^2}+5 \log (x)","\frac{16 (54-2 \log (x))^2}{x^2}+5 \log (x)",1,"46656/x^2 + 5*Log[x] - (3456*Log[x])/x^2 + (64*Log[x]^2)/x^2","A",7,3,21,0.1429,1,"{14, 2304, 2305}"
7942,0,0,0,2.1177694,"\int \frac{-1024 e^{2 x} x^2+e^x (192+192 x)}{9+e^x \left(192 x+96 x^2\right)+e^{2 x} \left(1024 x^2+1024 x^3+256 x^4\right)} \, dx","Int[(-1024*E^(2*x)*x^2 + E^x*(192 + 192*x))/(9 + E^x*(192*x + 96*x^2) + E^(2*x)*(1024*x^2 + 1024*x^3 + 256*x^4)),x]","\int \frac{-1024 e^{2 x} x^2+e^x (192+192 x)}{9+e^x \left(192 x+96 x^2\right)+e^{2 x} \left(1024 x^2+1024 x^3+256 x^4\right)} \, dx","\frac{4}{x+\frac{3 e^{-x}}{16 x}+2}",1,"384*Defer[Int][E^x/(3 + 16*E^x*x*(2 + x))^2, x] + 192*Defer[Int][(E^x*x)/(3 + 16*E^x*x*(2 + x))^2, x] - 384*Defer[Int][E^x/((2 + x)*(3 + 16*E^x*x*(2 + x))^2), x] - 64*Defer[Int][E^x/(3 + 16*E^x*x*(2 + x)), x] + 128*Defer[Int][E^x/((2 + x)*(3 + 16*E^x*x*(2 + x))), x]","F",0,0,0,0,-1,"{}"
7943,1,196,0,1.0441569,"\int \frac{40 x-5 x^3+x^4+e \left(100 x^2-40 x^3+4 x^4\right)+\left(-20 x+4 x^2+e \left(400-160 x+16 x^2\right)\right) \log \left(\frac{x^2+e \left(-40 x+8 x^2\right)+e^2 \left(400-160 x+16 x^2\right)}{400-160 x+16 x^2}\right)}{-60 x^3+12 x^4+e \left(1200 x^2-480 x^3+48 x^4\right)} \, dx","Int[(40*x - 5*x^3 + x^4 + E*(100*x^2 - 40*x^3 + 4*x^4) + (-20*x + 4*x^2 + E*(400 - 160*x + 16*x^2))*Log[(x^2 + E*(-40*x + 8*x^2) + E^2*(400 - 160*x + 16*x^2))/(400 - 160*x + 16*x^2)])/(-60*x^3 + 12*x^4 + E*(1200*x^2 - 480*x^3 + 48*x^4)),x]","\frac{e x}{3 (1+4 e)}+\frac{x}{12 (1+4 e)}+\frac{2}{15} \log (5-x)-\frac{(1+4 e) \log (20 e-(1+4 e) x)}{30 e}+\frac{5 e \log (20 e-(1+4 e) x)}{3 (1+4 e)}-\frac{20 e^2 \log (20 e-(1+4 e) x)}{3 (1+4 e)^2}-\frac{5 e \log (20 e-(1+4 e) x)}{3 (1+4 e)^2}+\frac{\log (20 e-(1+4 e) x)}{30 e}-\frac{(5-x) \log \left(\frac{(20 e-(1+4 e) x)^2}{16 (5-x)^2}\right)}{15 x}","\frac{\frac{x^2}{4}-x-\log \left(\left(e-\frac{x}{4 (5-x)}\right)^2\right)}{3 x}",1,"x/(12*(1 + 4*E)) + (E*x)/(3*(1 + 4*E)) + (2*Log[5 - x])/15 + Log[20*E - (1 + 4*E)*x]/(30*E) - (5*E*Log[20*E - (1 + 4*E)*x])/(3*(1 + 4*E)^2) - (20*E^2*Log[20*E - (1 + 4*E)*x])/(3*(1 + 4*E)^2) + (5*E*Log[20*E - (1 + 4*E)*x])/(3*(1 + 4*E)) - ((1 + 4*E)*Log[20*E - (1 + 4*E)*x])/(30*E) - ((5 - x)*Log[(20*E - (1 + 4*E)*x)^2/(16*(5 - x)^2)])/(15*x)","B",16,9,127,0.07087,1,"{6688, 12, 6742, 43, 72, 2490, 36, 29, 31}"
7944,0,0,0,2.2221173,"\int \frac{-256+192 x-48 x^2+4 x^3+e^{2 x} (-10+2 x) \log (16)+\left(256-192 x+48 x^2-4 x^3\right) \log (16)}{-256 x+192 x^2-48 x^3+4 x^4+e^{2 x} (-4+x) \log (16)+\left(256 x-192 x^2+48 x^3-4 x^4\right) \log (16)} \, dx","Int[(-256 + 192*x - 48*x^2 + 4*x^3 + E^(2*x)*(-10 + 2*x)*Log[16] + (256 - 192*x + 48*x^2 - 4*x^3)*Log[16])/(-256*x + 192*x^2 - 48*x^3 + 4*x^4 + E^(2*x)*(-4 + x)*Log[16] + (256*x - 192*x^2 + 48*x^3 - 4*x^4)*Log[16]),x]","\int \frac{-256+192 x-48 x^2+4 x^3+e^{2 x} (-10+2 x) \log (16)+\left(256-192 x+48 x^2-4 x^3\right) \log (16)}{-256 x+192 x^2-48 x^3+4 x^4+e^{2 x} (-4+x) \log (16)+\left(256 x-192 x^2+48 x^3-4 x^4\right) \log (16)} \, dx","\log \left(\frac{e^{2 x}}{(x-4)^2}-4 \left(x-\frac{x}{\log (16)}\right)\right)",1,"2*x - 2*Log[4 - x] + 192*(1 - Log[16])*Defer[Int][x/(-64*x*(1 - Log[16]) + 32*x^2*(1 - Log[16]) - 4*x^3*(1 - Log[16]) - E^(2*x)*Log[16]), x] + 8*(1 - Log[16])*Defer[Int][x^3/(-64*x*(1 - Log[16]) + 32*x^2*(1 - Log[16]) - 4*x^3*(1 - Log[16]) - E^(2*x)*Log[16]), x] + 64*(1 - Log[16])*Defer[Int][(64*x*(1 - Log[16]) - 32*x^2*(1 - Log[16]) + 4*x^3*(1 - Log[16]) + E^(2*x)*Log[16])^(-1), x] + 76*(1 - Log[16])*Defer[Int][x^2/(64*x*(1 - Log[16]) - 32*x^2*(1 - Log[16]) + 4*x^3*(1 - Log[16]) + E^(2*x)*Log[16]), x]","F",0,0,0,0,-1,"{}"
7945,1,544,0,1.2851685,"\int \frac{e^x \left(192 x^2-23 x^4+9 x^5\right)}{16384-16384 x+8704 x^2-2304 x^3+324 x^4} \, dx","Int[(E^x*(192*x^2 - 23*x^4 + 9*x^5))/(16384 - 16384*x + 8704*x^2 - 2304*x^3 + 324*x^4),x]","\frac{\left(280-239 i \sqrt{5}\right) e^{\frac{8}{9} \left(2-i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2-i \sqrt{5}\right)\right)\right)}{3645}-\frac{176 \left(2-i \sqrt{5}\right) e^{\frac{8}{9} \left(2-i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2-i \sqrt{5}\right)\right)\right)}{3645}+\frac{7 i e^{\frac{8}{9} \left(2-i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2-i \sqrt{5}\right)\right)\right)}{81 \sqrt{5}}+\frac{8}{405} e^{\frac{8}{9} \left(2-i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2-i \sqrt{5}\right)\right)\right)+\frac{\left(280+239 i \sqrt{5}\right) e^{\frac{8}{9} \left(2+i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2+i \sqrt{5}\right)\right)\right)}{3645}-\frac{176 \left(2+i \sqrt{5}\right) e^{\frac{8}{9} \left(2+i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2+i \sqrt{5}\right)\right)\right)}{3645}-\frac{7 i e^{\frac{8}{9} \left(2+i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2+i \sqrt{5}\right)\right)\right)}{81 \sqrt{5}}+\frac{8}{405} e^{\frac{8}{9} \left(2+i \sqrt{5}\right)} \text{Ei}\left(\frac{1}{9} \left(9 x-8 \left(2+i \sqrt{5}\right)\right)\right)+\frac{e^x x}{36}+\frac{8 e^x}{81}-\frac{176 \left(2-i \sqrt{5}\right) e^x}{405 \left(-9 x+8 \left(2-i \sqrt{5}\right)\right)}+\frac{8 e^x}{45 \left(-9 x+8 \left(2-i \sqrt{5}\right)\right)}-\frac{176 \left(2+i \sqrt{5}\right) e^x}{405 \left(-9 x+8 \left(2+i \sqrt{5}\right)\right)}+\frac{8 e^x}{45 \left(-9 x+8 \left(2+i \sqrt{5}\right)\right)}","\frac{e^x x}{4 \left(\frac{4 (4-x)^2}{x^2}+5\right)}",1,"(8*E^x)/81 + (8*E^x)/(45*(8*(2 - I*Sqrt[5]) - 9*x)) - (176*(2 - I*Sqrt[5])*E^x)/(405*(8*(2 - I*Sqrt[5]) - 9*x)) + (8*E^x)/(45*(8*(2 + I*Sqrt[5]) - 9*x)) - (176*(2 + I*Sqrt[5])*E^x)/(405*(8*(2 + I*Sqrt[5]) - 9*x)) + (E^x*x)/36 + (8*E^((8*(2 - I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 - I*Sqrt[5]) + 9*x)/9])/405 + (((7*I)/81)*E^((8*(2 - I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 - I*Sqrt[5]) + 9*x)/9])/Sqrt[5] - (176*(2 - I*Sqrt[5])*E^((8*(2 - I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 - I*Sqrt[5]) + 9*x)/9])/3645 + ((280 - (239*I)*Sqrt[5])*E^((8*(2 - I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 - I*Sqrt[5]) + 9*x)/9])/3645 + (8*E^((8*(2 + I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 + I*Sqrt[5]) + 9*x)/9])/405 - (((7*I)/81)*E^((8*(2 + I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 + I*Sqrt[5]) + 9*x)/9])/Sqrt[5] - (176*(2 + I*Sqrt[5])*E^((8*(2 + I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 + I*Sqrt[5]) + 9*x)/9])/3645 + ((280 + (239*I)*Sqrt[5])*E^((8*(2 + I*Sqrt[5]))/9)*ExpIntegralEi[(-8*(2 + I*Sqrt[5]) + 9*x)/9])/3645","C",30,9,42,0.2143,1,"{1594, 6688, 12, 6742, 2194, 2176, 2177, 2178, 2270}"
7946,1,21,0,0.0284987,"\int \frac{12-3 e^{25+x} x^2+e^{25} \left(-12-33 x^2\right)}{e^{25} x^2} \, dx","Int[(12 - 3*E^(25 + x)*x^2 + E^25*(-12 - 33*x^2))/(E^25*x^2),x]","-33 x-3 e^x+\frac{12 \left(1-\frac{1}{e^{25}}\right)}{x}","3 \left(-11 x-e^x+\frac{4-\frac{4}{e^{25}}}{x}\right)",1,"-3*E^x + (12*(1 - E^(-25)))/x - 33*x","A",6,3,30,0.1000,1,"{12, 14, 2194}"
7947,1,16,0,0.0457973,"\int \frac{2+56 x^2+6 x^3+\left(-4+6 x^3\right) \log (x)}{x^3} \, dx","Int[(2 + 56*x^2 + 6*x^3 + (-4 + 6*x^3)*Log[x])/x^3,x]","2 \left(\frac{1}{x^2}+3 x\right) \log (x)+56 \log (x)","2 \left(\frac{1}{x^2}+3 (x+8)+4\right) \log (x)",1,"56*Log[x] + 2*(x^(-2) + 3*x)*Log[x]","A",6,2,26,0.07692,1,"{14, 2334}"
7948,1,56,0,1.5533835,"\int \exp \left(x^2-6 x^3+9 x^4+2 x^5-6 x^6+x^8+\left(2 x^3-6 x^4+2 x^6\right) \log (2)+x^4 \log ^2(2)\right) \left(2 x-18 x^2+36 x^3+10 x^4-36 x^5+8 x^7+\left(6 x^2-24 x^3+12 x^5\right) \log (2)+4 x^3 \log ^2(2)\right) \, dx","Int[E^(x^2 - 6*x^3 + 9*x^4 + 2*x^5 - 6*x^6 + x^8 + (2*x^3 - 6*x^4 + 2*x^6)*Log[2] + x^4*Log[2]^2)*(2*x - 18*x^2 + 36*x^3 + 10*x^4 - 36*x^5 + 8*x^7 + (6*x^2 - 24*x^3 + 12*x^5)*Log[2] + 4*x^3*Log[2]^2),x]","2^{2 x^6-6 x^4+2 x^3} \exp \left(x^8-6 x^6+2 x^5+9 x^4+x^4 \log ^2(2)-6 x^3+x^2\right)","e^{\left(x^2 \left(x^2-3+\log (2)\right)+x\right)^2}",1,"2^(2*x^3 - 6*x^4 + 2*x^6)*E^(x^2 - 6*x^3 + 9*x^4 + 2*x^5 - 6*x^6 + x^8 + x^4*Log[2]^2)","B",2,2,114,0.01754,1,"{6, 6706}"
7949,0,0,0,67.9150258,"\int \frac{-645248-249920 x+38032 x^2+848 x^3+4 x^4+\left(1290496-147680 x-4512 x^2-24 x^3\right) \log \left(x^2\right)+\left(4544 x+32 x^2\right) \log ^2\left(x^2\right)}{6505390336 x+13194031104 x^2+10126522112 x^3+3531451392 x^4+501133920 x^5+12434688 x^6+125552 x^7+576 x^8+x^9+\left(-161312 x-163584 x^2-42608 x^3-576 x^4-2 x^5\right) \log (5)+x \log ^2(5)+\left(-52043122688 x-79530687488 x^2-41246833152 x^3-7628194560 x^4-194974080 x^5-1990464 x^6-9184 x^7-16 x^8+\left(645248 x+331712 x^2+4576 x^3+16 x^4\right) \log (5)\right) \log \left(x^2\right)+\left(156129368064 x+160527378432 x^2+43476810240 x^3+1146178560 x^4+11832960 x^5+54912 x^6+96 x^7+\left(-645248 x-9088 x^2-32 x^3\right) \log (5)\right) \log ^2\left(x^2\right)+\left(-208172490752 x-109950259200 x^2-2993950720 x^3-31262720 x^4-145920 x^5-256 x^6\right) \log ^3\left(x^2\right)+\left(104086245376 x+2932006912 x^2+30971904 x^3+145408 x^4+256 x^5\right) \log ^4\left(x^2\right)} \, dx","Int[(-645248 - 249920*x + 38032*x^2 + 848*x^3 + 4*x^4 + (1290496 - 147680*x - 4512*x^2 - 24*x^3)*Log[x^2] + (4544*x + 32*x^2)*Log[x^2]^2)/(6505390336*x + 13194031104*x^2 + 10126522112*x^3 + 3531451392*x^4 + 501133920*x^5 + 12434688*x^6 + 125552*x^7 + 576*x^8 + x^9 + (-161312*x - 163584*x^2 - 42608*x^3 - 576*x^4 - 2*x^5)*Log[5] + x*Log[5]^2 + (-52043122688*x - 79530687488*x^2 - 41246833152*x^3 - 7628194560*x^4 - 194974080*x^5 - 1990464*x^6 - 9184*x^7 - 16*x^8 + (645248*x + 331712*x^2 + 4576*x^3 + 16*x^4)*Log[5])*Log[x^2] + (156129368064*x + 160527378432*x^2 + 43476810240*x^3 + 1146178560*x^4 + 11832960*x^5 + 54912*x^6 + 96*x^7 + (-645248*x - 9088*x^2 - 32*x^3)*Log[5])*Log[x^2]^2 + (-208172490752*x - 109950259200*x^2 - 2993950720*x^3 - 31262720*x^4 - 145920*x^5 - 256*x^6)*Log[x^2]^3 + (104086245376*x + 2932006912*x^2 + 30971904*x^3 + 145408*x^4 + 256*x^5)*Log[x^2]^4),x]","\int \frac{-645248-249920 x+38032 x^2+848 x^3+4 x^4+\left(1290496-147680 x-4512 x^2-24 x^3\right) \log \left(x^2\right)+\left(4544 x+32 x^2\right) \log ^2\left(x^2\right)}{6505390336 x+13194031104 x^2+10126522112 x^3+3531451392 x^4+501133920 x^5+12434688 x^6+125552 x^7+576 x^8+x^9+\left(-161312 x-163584 x^2-42608 x^3-576 x^4-2 x^5\right) \log (5)+x \log ^2(5)+\left(-52043122688 x-79530687488 x^2-41246833152 x^3-7628194560 x^4-194974080 x^5-1990464 x^6-9184 x^7-16 x^8+\left(645248 x+331712 x^2+4576 x^3+16 x^4\right) \log (5)\right) \log \left(x^2\right)+\left(156129368064 x+160527378432 x^2+43476810240 x^3+1146178560 x^4+11832960 x^5+54912 x^6+96 x^7+\left(-645248 x-9088 x^2-32 x^3\right) \log (5)\right) \log ^2\left(x^2\right)+\left(-208172490752 x-109950259200 x^2-2993950720 x^3-31262720 x^4-145920 x^5-256 x^6\right) \log ^3\left(x^2\right)+\left(104086245376 x+2932006912 x^2+30971904 x^3+145408 x^4+256 x^5\right) \log ^4\left(x^2\right)} \, dx","\frac{1}{\log (5)-(-x-142)^2 \left(4 \log \left(x^2\right)-x-2\right)^2}",1,"-251056*Defer[Int][(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^(-2), x] + 3113321600*Defer[Int][1/((-142 - x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] + 2*(18147600 - Log[5])*Defer[Int][1/((-142 - x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] - 645248*Defer[Int][1/(x*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] + 36888*Defer[Int][x/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] + 556*Defer[Int][x^2/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] + 2*Defer[Int][x^3/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] + 3149616800*Defer[Int][1/((142 + x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] - 143136*Defer[Int][Log[x^2]/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] + 87753728*Defer[Int][Log[x^2]/((-142 - x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] + 1290496*Defer[Int][Log[x^2]/(x*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] - 2208*Defer[Int][(x*Log[x^2])/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] - 8*Defer[Int][(x^2*Log[x^2])/(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2, x] + 87753728*Defer[Int][Log[x^2]/((142 + x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)^2), x] + 2*Defer[Int][1/((142 + x)*(81792*x + 21304*x^2 + 288*x^3 + x^4 + 80656*(1 - Log[5]/80656) - 8*(2 + x)*(142 + x)^2*Log[x^2] + 16*(142 + x)^2*Log[x^2]^2)), x]","F",0,0,0,0,-1,"{}"
7950,0,0,0,94.7332658,"\int \frac{\exp \left(-\frac{6}{e^{e^{5 x}}-x^4-2 x^3 \log (5)-x^2 \log ^2(5)+\left(-2 x^3-2 x^2 \log (5)\right) \log (x)-x^2 \log ^2(x)}\right) \left(-30 e^{e^{5 x}+5 x}+12 x^2+24 x^3+\left(12 x+36 x^2\right) \log (5)+12 x \log ^2(5)+\left(12 x+36 x^2+24 x \log (5)\right) \log (x)+12 x \log ^2(x)\right)}{e^{2 e^{5 x}}+x^8+4 x^7 \log (5)+6 x^6 \log ^2(5)+4 x^5 \log ^3(5)+x^4 \log ^4(5)+\left(4 x^7+12 x^6 \log (5)+12 x^5 \log ^2(5)+4 x^4 \log ^3(5)\right) \log (x)+\left(6 x^6+12 x^5 \log (5)+6 x^4 \log ^2(5)\right) \log ^2(x)+\left(4 x^5+4 x^4 \log (5)\right) \log ^3(x)+x^4 \log ^4(x)+e^{e^{5 x}} \left(-2 x^4-4 x^3 \log (5)-2 x^2 \log ^2(5)+\left(-4 x^3-4 x^2 \log (5)\right) \log (x)-2 x^2 \log ^2(x)\right)} \, dx","Int[(-30*E^(E^(5*x) + 5*x) + 12*x^2 + 24*x^3 + (12*x + 36*x^2)*Log[5] + 12*x*Log[5]^2 + (12*x + 36*x^2 + 24*x*Log[5])*Log[x] + 12*x*Log[x]^2)/(E^(6/(E^E^(5*x) - x^4 - 2*x^3*Log[5] - x^2*Log[5]^2 + (-2*x^3 - 2*x^2*Log[5])*Log[x] - x^2*Log[x]^2))*(E^(2*E^(5*x)) + x^8 + 4*x^7*Log[5] + 6*x^6*Log[5]^2 + 4*x^5*Log[5]^3 + x^4*Log[5]^4 + (4*x^7 + 12*x^6*Log[5] + 12*x^5*Log[5]^2 + 4*x^4*Log[5]^3)*Log[x] + (6*x^6 + 12*x^5*Log[5] + 6*x^4*Log[5]^2)*Log[x]^2 + (4*x^5 + 4*x^4*Log[5])*Log[x]^3 + x^4*Log[x]^4 + E^E^(5*x)*(-2*x^4 - 4*x^3*Log[5] - 2*x^2*Log[5]^2 + (-4*x^3 - 4*x^2*Log[5])*Log[x] - 2*x^2*Log[x]^2))),x]","\int \frac{\exp \left(-\frac{6}{e^{e^{5 x}}-x^4-2 x^3 \log (5)-x^2 \log ^2(5)+\left(-2 x^3-2 x^2 \log (5)\right) \log (x)-x^2 \log ^2(x)}\right) \left(-30 e^{e^{5 x}+5 x}+12 x^2+24 x^3+\left(12 x+36 x^2\right) \log (5)+12 x \log ^2(5)+\left(12 x+36 x^2+24 x \log (5)\right) \log (x)+12 x \log ^2(x)\right)}{e^{2 e^{5 x}}+x^8+4 x^7 \log (5)+6 x^6 \log ^2(5)+4 x^5 \log ^3(5)+x^4 \log ^4(5)+\left(4 x^7+12 x^6 \log (5)+12 x^5 \log ^2(5)+4 x^4 \log ^3(5)\right) \log (x)+\left(6 x^6+12 x^5 \log (5)+6 x^4 \log ^2(5)\right) \log ^2(x)+\left(4 x^5+4 x^4 \log (5)\right) \log ^3(x)+x^4 \log ^4(x)+e^{e^{5 x}} \left(-2 x^4-4 x^3 \log (5)-2 x^2 \log ^2(5)+\left(-4 x^3-4 x^2 \log (5)\right) \log (x)-2 x^2 \log ^2(x)\right)} \, dx","4-e^{\frac{6}{x^2 (x+\log (x)+\log (5))^2-e^{e^{5 x}}}}",1,"-30*Defer[Int][E^(E^(5*x) + 5*x - 6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2)^2, x] + 12*Log[5]*(1 + Log[5])*Defer[Int][x/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x] + 12*(1 + Log[125])*Defer[Int][x^2/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x] + 24*Defer[Int][x^3/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x] + 12*(1 + Log[25])*Defer[Int][(x*Log[x])/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x] + 36*Defer[Int][(x^2*Log[x])/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x] + 12*Defer[Int][(x*Log[x]^2)/(E^(6/(E^E^(5*x) - x^2*(x + Log[5])^2 - 2*x^2*(x + Log[5])*Log[x] - x^2*Log[x]^2))*(-E^E^(5*x) + x^4 + 2*x^3*Log[5] + x^2*Log[5]^2 + 2*x^3*Log[x] + 2*x^2*Log[5]*Log[x] + x^2*Log[x]^2)^2), x]","F",0,0,0,0,-1,"{}"
7951,1,30,0,0.0125757,"\int \frac{4+2 x^3-4 x^6+e^5 \left(-4 x^2+2 x^5\right)}{x^5} \, dx","Int[(4 + 2*x^3 - 4*x^6 + E^5*(-4*x^2 + 2*x^5))/x^5,x]","-\frac{1}{x^4}-2 x^2+\frac{2 e^5}{x^2}+2 e^5 x-\frac{2}{x}","-\left(-\frac{1}{x^2}-x+e^5\right)^2-x^2",1,"-x^(-4) + (2*E^5)/x^2 - 2/x + 2*E^5*x - 2*x^2","A",2,1,31,0.03226,1,"{14}"
7952,1,27,0,0.0568402,"\int \frac{2 x+4 e x+2 e^2 x-15 x^2-25 x^4-12 x^6}{1+2 x^2+x^4} \, dx","Int[(2*x + 4*E*x + 2*E^2*x - 15*x^2 - 25*x^4 - 12*x^6)/(1 + 2*x^2 + x^4),x]","-4 x^3+\frac{\left((1+e)^2 x+1\right) x}{x^2+1}-x","x^2 \left(\frac{(1+e)^2-x}{x^2+1}-4 x\right)",1,"-x - 4*x^3 + (x*(1 + (1 + E)^2*x))/(1 + x^2)","A",7,5,42,0.1190,1,"{6, 28, 1811, 1804, 1149}"
7953,1,21,0,1.4758765,"\int \frac{(-4-8 e) \exp \left(-1+\exp \left(\frac{4+3 \log (\log (3+x+2 e x))}{\log (\log (3+x+2 e x))}\right)+\frac{4+3 \log (\log (3+x+2 e x))}{\log (\log (3+x+2 e x))}\right)}{(3+x+2 e x) \log (3+x+2 e x) \log ^2(\log (3+x+2 e x))} \, dx","Int[((-4 - 8*E)*E^(-1 + E^((4 + 3*Log[Log[3 + x + 2*E*x]])/Log[Log[3 + x + 2*E*x]]) + (4 + 3*Log[Log[3 + x + 2*E*x]])/Log[Log[3 + x + 2*E*x]]))/((3 + x + 2*E*x)*Log[3 + x + 2*E*x]*Log[Log[3 + x + 2*E*x]]^2),x]","e^{e^{\frac{4}{\log (\log (2 e x+x+3))}+3}-1}","e^{e^{\frac{4}{\log (\log (2 e x+x+3))}+3}-1}",1,"E^(-1 + E^(3 + 4/Log[Log[3 + x + 2*E*x]]))","A",10,7,92,0.07609,1,"{6, 12, 2444, 6688, 6715, 2282, 2194}"
7954,1,9,0,0.0018289,"\int (231-4 x) \, dx","Int[231 - 4*x,x]","231 x-2 x^2","-2 x^2+231 x+6+2 (3-\log (3))",1,"231*x - 2*x^2","A",1,0,5,0,1,"{}"
7955,0,0,0,5.0024193,"\int \frac{35-16 x+x^2+(-5+2 x) \log \left(\frac{1}{100} e^{-x} x^3\right)}{\left(20 x-4 x^2+\left(-5 x+x^2\right) \log \left(\frac{1}{100} e^{-x} x^3\right)\right) \log \left(\frac{5 x-x^2}{-4+\log \left(\frac{1}{100} e^{-x} x^3\right)}\right)} \, dx","Int[(35 - 16*x + x^2 + (-5 + 2*x)*Log[x^3/(100*E^x)])/((20*x - 4*x^2 + (-5*x + x^2)*Log[x^3/(100*E^x)])*Log[(5*x - x^2)/(-4 + Log[x^3/(100*E^x)])]),x]","\int \frac{35-16 x+x^2+(-5+2 x) \log \left(\frac{1}{100} e^{-x} x^3\right)}{\left(20 x-4 x^2+\left(-5 x+x^2\right) \log \left(\frac{1}{100} e^{-x} x^3\right)\right) \log \left(\frac{5 x-x^2}{-4+\log \left(\frac{1}{100} e^{-x} x^3\right)}\right)} \, dx","\log \left(\log \left(\frac{(x-5) x}{4-\log \left(\frac{1}{100} e^{-x} x^3\right)}\right)\right)",1,"Defer[Int][1/((-4 + Log[x^3/(100*E^x)])*Log[-(((-5 + x)*x)/(-4 + Log[x^3/(100*E^x)]))]), x] - 4*Defer[Int][1/((-5 + x)*(-4 + Log[x^3/(100*E^x)])*Log[-(((-5 + x)*x)/(-4 + Log[x^3/(100*E^x)]))]), x] - 7*Defer[Int][1/(x*(-4 + Log[x^3/(100*E^x)])*Log[-(((-5 + x)*x)/(-4 + Log[x^3/(100*E^x)]))]), x] + Defer[Int][Log[x^3/(100*E^x)]/((-5 + x)*(-4 + Log[x^3/(100*E^x)])*Log[-(((-5 + x)*x)/(-4 + Log[x^3/(100*E^x)]))]), x] + Defer[Int][Log[x^3/(100*E^x)]/(x*(-4 + Log[x^3/(100*E^x)])*Log[-(((-5 + x)*x)/(-4 + Log[x^3/(100*E^x)]))]), x]","F",0,0,0,0,-1,"{}"
7956,1,40,0,0.0396514,"\int \frac{e^{27} \left(-250 e^3-750 e^5-750 e^7-250 e^9\right)}{-216+e^9 \left(e (-1080+540 x)+e^3 (-1080+540 x)\right)+e^{18} \left(e^4 \left(-3600+3600 x-900 x^2\right)+e^2 \left(-1800+1800 x-450 x^2\right)+e^6 \left(-1800+1800 x-450 x^2\right)\right)+e^{27} \left(e^3 \left(-1000+1500 x-750 x^2+125 x^3\right)+e^9 \left(-1000+1500 x-750 x^2+125 x^3\right)+e^5 \left(-3000+4500 x-2250 x^2+375 x^3\right)+e^7 \left(-3000+4500 x-2250 x^2+375 x^3\right)\right)} \, dx","Int[(E^27*(-250*E^3 - 750*E^5 - 750*E^7 - 250*E^9))/(-216 + E^9*(E*(-1080 + 540*x) + E^3*(-1080 + 540*x)) + E^18*(E^4*(-3600 + 3600*x - 900*x^2) + E^2*(-1800 + 1800*x - 450*x^2) + E^6*(-1800 + 1800*x - 450*x^2)) + E^27*(E^3*(-1000 + 1500*x - 750*x^2 + 125*x^3) + E^9*(-1000 + 1500*x - 750*x^2 + 125*x^3) + E^5*(-3000 + 4500*x - 2250*x^2 + 375*x^3) + E^7*(-3000 + 4500*x - 2250*x^2 + 375*x^3))),x]","\frac{25 e^{20} \left(1+e^2\right)^2}{\left(2 \left(3+5 e^{10}+5 e^{12}\right)-5 e^{10} \left(1+e^2\right) x\right)^2}","\frac{x^2}{\left(x^2-\frac{6 x}{5 e^9 \left(e+e^3\right)}-2 x\right)^2}",1,"(25*E^20*(1 + E^2)^2)/(2*(3 + 5*E^10 + 5*E^12) - 5*E^10*(1 + E^2)*x)^2","A",4,4,178,0.02247,1,"{12, 2058, 6, 32}"
7957,1,23,0,0.0030306,"\int \frac{-3-2 e^3-2 x+\log (2)}{e^3} \, dx","Int[(-3 - 2*E^3 - 2*x + Log[2])/E^3,x]","-\frac{\left(2 x+2 e^3+3-\log (2)\right)^2}{4 e^3}","-2 x+\frac{-3 x+x (\log (2)-x)-1}{e^3}+e^2",1,"-1/4*(3 + 2*E^3 + 2*x - Log[2])^2/E^3","A",1,1,16,0.06250,1,"{9}"
7958,0,0,0,2.3005874,"\int \frac{-1-3 x-2 \log (x)+(-x-\log (x)) \log \left(x^3+x^2 \log (x)\right)+(-x-\log (x)) \log \left(x^3+x^2 \log (x)\right) \log \left(\frac{1}{4 x \log \left(x^3+x^2 \log (x)\right)}\right)}{\left(x^3+x^2 \log (x)\right) \log \left(x^3+x^2 \log (x)\right)} \, dx","Int[(-1 - 3*x - 2*Log[x] + (-x - Log[x])*Log[x^3 + x^2*Log[x]] + (-x - Log[x])*Log[x^3 + x^2*Log[x]]*Log[1/(4*x*Log[x^3 + x^2*Log[x]])])/((x^3 + x^2*Log[x])*Log[x^3 + x^2*Log[x]]),x]","\int \frac{-1-3 x-2 \log (x)+(-x-\log (x)) \log \left(x^3+x^2 \log (x)\right)+(-x-\log (x)) \log \left(x^3+x^2 \log (x)\right) \log \left(\frac{1}{4 x \log \left(x^3+x^2 \log (x)\right)}\right)}{\left(x^3+x^2 \log (x)\right) \log \left(x^3+x^2 \log (x)\right)} \, dx","\frac{\log \left(\frac{1}{4 x \log \left(x^2 (x+\log (x))\right)}\right)}{x}",1,"Log[1/(4*x*Log[x^3 + x^2*Log[x]])]/x + Defer[Int][1/(x^2*(-x - Log[x])*Log[x^3 + x^2*Log[x]]), x] + 3*Defer[Int][1/(x*(-x - Log[x])*Log[x^3 + x^2*Log[x]]), x] + 2*Defer[Int][Log[x]/(x^2*(-x - Log[x])*Log[x^3 + x^2*Log[x]]), x] + Defer[Int][1/(x^2*(x + Log[x])*Log[x^3 + x^2*Log[x]]), x] + 3*Defer[Int][1/(x*(x + Log[x])*Log[x^3 + x^2*Log[x]]), x] + 2*Defer[Int][Log[x]/(x^2*(x + Log[x])*Log[x^3 + x^2*Log[x]]), x]","F",0,0,0,0,-1,"{}"
7959,0,0,0,6.2460897,"\int \frac{24 e^{-2 x+2 x^2}+e^{-x+x^2} x+e^{-x+x^2} \left(-24+x^2-2 x^3\right) \log (x)+6 \log ^2(x)}{36 e^{-2 x+2 x^2} x^2-36 e^{-x+x^2} x^2 \log (x)+9 x^2 \log ^2(x)} \, dx","Int[(24*E^(-2*x + 2*x^2) + E^(-x + x^2)*x + E^(-x + x^2)*(-24 + x^2 - 2*x^3)*Log[x] + 6*Log[x]^2)/(36*E^(-2*x + 2*x^2)*x^2 - 36*E^(-x + x^2)*x^2*Log[x] + 9*x^2*Log[x]^2),x]","\int \frac{24 e^{-2 x+2 x^2}+e^{-x+x^2} x+e^{-x+x^2} \left(-24+x^2-2 x^3\right) \log (x)+6 \log ^2(x)}{36 e^{-2 x+2 x^2} x^2-36 e^{-x+x^2} x^2 \log (x)+9 x^2 \log ^2(x)} \, dx","\frac{-\frac{x}{3 e^{x-x^2} \log (x)-6}+x-2}{3 x}",1,"-2/(3*x) + Defer[Int][E^x/(x*(2*E^x^2 - E^x*Log[x])), x]/18 + Defer[Int][(E^(2*x)*Log[x])/(x*(-2*E^x^2 + E^x*Log[x])^2), x]/18 + Defer[Int][(E^(2*x)*Log[x]^2)/(-2*E^x^2 + E^x*Log[x])^2, x]/18 - Defer[Int][(E^(2*x)*x*Log[x]^2)/(-2*E^x^2 + E^x*Log[x])^2, x]/9 - Defer[Int][(E^x*Log[x])/(-2*E^x^2 + E^x*Log[x]), x]/18 + Defer[Int][(E^x*x*Log[x])/(-2*E^x^2 + E^x*Log[x]), x]/9","F",0,0,0,0,-1,"{}"
7960,1,7,0,0.0016154,"\int -\frac{1}{e^{10}+2 e^5 x+x^2} \, dx","Int[-(E^10 + 2*E^5*x + x^2)^(-1),x]","\frac{1}{x+e^5}","\frac{1}{x+e^5}",1,"(E^5 + x)^(-1)","A",2,2,17,0.1176,1,"{27, 32}"
7961,0,0,0,3.1972323,"\int \frac{150+355 x+359 x^2-40 x^3-375 x^4-125 x^5+\left(25 x^2+80 x^3+114 x^4+80 x^5+25 x^6\right) \log (x)}{-150 x-605 x^2-884 x^3-605 x^4-150 x^5+\left(25 x^2+80 x^3+114 x^4+80 x^5+25 x^6\right) \log (x)} \, dx","Int[(150 + 355*x + 359*x^2 - 40*x^3 - 375*x^4 - 125*x^5 + (25*x^2 + 80*x^3 + 114*x^4 + 80*x^5 + 25*x^6)*Log[x])/(-150*x - 605*x^2 - 884*x^3 - 605*x^4 - 150*x^5 + (25*x^2 + 80*x^3 + 114*x^4 + 80*x^5 + 25*x^6)*Log[x]),x]","\int \frac{150+355 x+359 x^2-40 x^3-375 x^4-125 x^5+\left(25 x^2+80 x^3+114 x^4+80 x^5+25 x^6\right) \log (x)}{-150 x-605 x^2-884 x^3-605 x^4-150 x^5+\left(25 x^2+80 x^3+114 x^4+80 x^5+25 x^6\right) \log (x)} \, dx","x+\log \left(\frac{6}{x}+\frac{5}{(x+1)^2-\frac{2 x}{5}}-\log (x)\right)+2",1,"x + 103*Defer[Int][(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x])^(-1), x] - ((1250*I)/3)*Defer[Int][1/(((-8 + 6*I) - 10*x)*(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x])), x] + 30*Defer[Int][1/(x*(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x])), x] + 38*Defer[Int][x/(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x]), x] + 5*Defer[Int][x^2/(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x]), x] - (200 + (800*I)/3)*Defer[Int][1/(((8 - 6*I) + 10*x)*(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x])), x] - (200 + 150*I)*Defer[Int][1/(((8 + 6*I) + 10*x)*(-30 - 73*x - 30*x^2 + 5*x*Log[x] + 8*x^2*Log[x] + 5*x^3*Log[x])), x]","F",0,0,0,0,-1,"{}"
7962,0,0,0,3.9118316,"\int \frac{e^{8-2 x} \left(1+x^2\right)+e^{4-x} (-2-x) \log (4)+\log ^2(4)}{e^{8-2 x} x^2-2 e^{4-x} x \log (4)+\log ^2(4)} \, dx","Int[(E^(8 - 2*x)*(1 + x^2) + E^(4 - x)*(-2 - x)*Log[4] + Log[4]^2)/(E^(8 - 2*x)*x^2 - 2*E^(4 - x)*x*Log[4] + Log[4]^2),x]","\int \frac{e^{8-2 x} \left(1+x^2\right)+e^{4-x} (-2-x) \log (4)+\log ^2(4)}{e^{8-2 x} x^2-2 e^{4-x} x \log (4)+\log ^2(4)} \, dx","\frac{1-x}{e^{x-4} \log (4)-x}+\log \left(e^{x+2}\right)-4",1,"-x^(-1) + x - (E^(-4 + x)*Log[4])/x^2 + (E^(-4 + x)*Log[4])/x + Log[4]^2*Defer[Int][E^(2*x)/(E^4*x - E^x*Log[4])^2, x] + Log[4]^2*Defer[Int][E^(2*x)/(x^2*(E^4*x - E^x*Log[4])^2), x] - 2*Log[4]^2*Defer[Int][E^(2*x)/(x*(E^4*x - E^x*Log[4])^2), x] + 2*Log[4]^2*Defer[Int][E^(-4 + 2*x)/(x^3*(E^4*x - E^x*Log[4])), x] - 2*Log[4]^2*Defer[Int][E^(-4 + 2*x)/(x^2*(E^4*x - E^x*Log[4])), x] + Log[4]^2*Defer[Int][E^(-4 + 2*x)/(x*(E^4*x - E^x*Log[4])), x]","F",0,0,0,0,-1,"{}"
7963,1,24,0,0.0246061,"\int e^{-5+x} \left(-2+e^5 (-1+x)\right) \, dx","Int[E^(-5 + x)*(-2 + E^5*(-1 + x)),x]","-e^{x-5} \left(-e^5 x+e^5+2\right)-e^x","-\frac{2 \left(1+e^5\right) \left(e^x+3\right)}{e^5}+e^x x+3",1,"-E^x - E^(-5 + x)*(2 + E^5 - E^5*x)","A",3,3,15,0.2000,1,"{2187, 2176, 2194}"
7964,1,12,0,0.0037308,"\int \frac{1}{5} \left(84+4 e^{3/16}\right) \, dx","Int[(84 + 4*E^(3/16))/5,x]","\frac{4}{5} \left(21+e^{3/16}\right) x","\frac{4}{5} \left(\left(21+e^{3/16}\right) x+5\right)",1,"(4*(21 + E^(3/16))*x)/5","A",1,1,13,0.07692,1,"{8}"
7965,0,0,0,0.61821,"\int \frac{e^2 x-x^2+\left(x^2+2 x^3+e^4 (1+2 x)+e^2 \left(-2 x-4 x^2\right)\right) \log (x)+\left(2 e^2 x-x^2\right) \log (x) \log (\log (x))}{\left(e^4-2 e^2 x+x^2\right) \log (x)} \, dx","Int[(E^2*x - x^2 + (x^2 + 2*x^3 + E^4*(1 + 2*x) + E^2*(-2*x - 4*x^2))*Log[x] + (2*E^2*x - x^2)*Log[x]*Log[Log[x]])/((E^4 - 2*E^2*x + x^2)*Log[x]),x]","\int \frac{e^2 x-x^2+\left(x^2+2 x^3+e^4 (1+2 x)+e^2 \left(-2 x-4 x^2\right)\right) \log (x)+\left(2 e^2 x-x^2\right) \log (x) \log (\log (x))}{\left(e^4-2 e^2 x+x^2\right) \log (x)} \, dx","x^2+\frac{x^2 \log (\log (x))}{e^2-x}+x",1,"x + x^2 - x*Log[Log[x]] + LogIntegral[x] + Defer[Int][x/((E^2 - x)*Log[x]), x] + E^4*Defer[Int][Log[Log[x]]/(E^2 - x)^2, x]","F",0,0,0,0,-1,"{}"
7966,0,0,0,5.5228809,"\int \frac{\exp \left(\frac{2+8 x+2 x^2+\left(x+2 x^2+x^3\right) \log \left(\frac{1}{x}\right)}{2+2 x+\left(x+x^2\right) \log \left(\frac{1}{x}\right)}\right) \left(12+12 x+8 x^2+\left(4 x+4 x^2+4 x^3\right) \log \left(\frac{1}{x}\right)+\left(x^2+2 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)\right)}{4+8 x+4 x^2+\left(4 x+8 x^2+4 x^3\right) \log \left(\frac{1}{x}\right)+\left(x^2+2 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(E^((2 + 8*x + 2*x^2 + (x + 2*x^2 + x^3)*Log[x^(-1)])/(2 + 2*x + (x + x^2)*Log[x^(-1)]))*(12 + 12*x + 8*x^2 + (4*x + 4*x^2 + 4*x^3)*Log[x^(-1)] + (x^2 + 2*x^3 + x^4)*Log[x^(-1)]^2))/(4 + 8*x + 4*x^2 + (4*x + 8*x^2 + 4*x^3)*Log[x^(-1)] + (x^2 + 2*x^3 + x^4)*Log[x^(-1)]^2),x]","\int \frac{\exp \left(\frac{2+8 x+2 x^2+\left(x+2 x^2+x^3\right) \log \left(\frac{1}{x}\right)}{2+2 x+\left(x+x^2\right) \log \left(\frac{1}{x}\right)}\right) \left(12+12 x+8 x^2+\left(4 x+4 x^2+4 x^3\right) \log \left(\frac{1}{x}\right)+\left(x^2+2 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)\right)}{4+8 x+4 x^2+\left(4 x+8 x^2+4 x^3\right) \log \left(\frac{1}{x}\right)+\left(x^2+2 x^3+x^4\right) \log ^2\left(\frac{1}{x}\right)} \, dx","e^{x+\frac{4}{(x+1) \left(\frac{2}{x}+\log \left(\frac{1}{x}\right)\right)}+1}",1,"Defer[Int][E^((2*(1 + 4*x + x^2))/((1 + x)*(2 + x*Log[x^(-1)])))*(x^(-1))^((x*(1 + x))/(2 + x*Log[x^(-1)])), x] + 4*Defer[Int][(E^((2*(1 + 4*x + x^2))/((1 + x)*(2 + x*Log[x^(-1)])))*(x^(-1))^((x*(1 + x))/(2 + x*Log[x^(-1)])))/(2 + x*Log[x^(-1)])^2, x] + 4*Defer[Int][(E^((2*(1 + 4*x + x^2))/((1 + x)*(2 + x*Log[x^(-1)])))*(x^(-1))^((x*(1 + x))/(2 + x*Log[x^(-1)])))/((1 + x)*(2 + x*Log[x^(-1)])^2), x] - 4*Defer[Int][(E^((2*(1 + 4*x + x^2))/((1 + x)*(2 + x*Log[x^(-1)])))*(x^(-1))^(-1 + (x*(1 + x))/(2 + x*Log[x^(-1)])))/((1 + x)^2*(2 + x*Log[x^(-1)])), x]","F",0,0,0,0,-1,"{}"
7967,0,0,0,6.4418363,"\int \frac{-1-3 x-6 x^2-7 x^3-6 x^4-3 x^5-x^6+\exp \left(\frac{2+4 x+6 x^2+5 x^3+2 x^4}{1+2 x+3 x^2+2 x^3+x^4}\right) \left(3 x^2+x^3-x^4\right)}{1+3 x+6 x^2+7 x^3+6 x^4+3 x^5+x^6} \, dx","Int[(-1 - 3*x - 6*x^2 - 7*x^3 - 6*x^4 - 3*x^5 - x^6 + E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + 2*x + 3*x^2 + 2*x^3 + x^4))*(3*x^2 + x^3 - x^4))/(1 + 3*x + 6*x^2 + 7*x^3 + 6*x^4 + 3*x^5 + x^6),x]","\int \frac{-1-3 x-6 x^2-7 x^3-6 x^4-3 x^5-x^6+\exp \left(\frac{2+4 x+6 x^2+5 x^3+2 x^4}{1+2 x+3 x^2+2 x^3+x^4}\right) \left(3 x^2+x^3-x^4\right)}{1+3 x+6 x^2+7 x^3+6 x^4+3 x^5+x^6} \, dx","e^{\frac{x}{\left(x+\frac{1}{x}+1\right)^2}+2}-x",1,"(-10*x)/3 - (5*x^2)/6 + (2 + x)/(2*(1 + x + x^2)^2) + (x*(2 + x))/(1 + x + x^2)^2 + (x^3*(2 + x))/(1 + x + x^2)^2 + (x^4*(2 + x))/(2*(1 + x + x^2)^2) + (x^5*(2 + x))/(6*(1 + x + x^2)^2) - (1 + 2*x)/(6*(1 + x + x^2)^2) - (7*x^3*(1 + 2*x))/(6*(1 + x + x^2)^2) - (2*(1 + x))/(1 + x + x^2) + (5*x*(2 + x))/(6*(1 + x + x^2)) + (1 + 2*x)/(6*(1 + x + x^2)) + (x^3*(3 + 2*x))/(3*(1 + x + x^2)) + (x^2*(5 + 3*x))/(2*(1 + x + x^2)) + (((16*I)/3)*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(-1 + I*Sqrt[3] - 2*x)^3, x])/Sqrt[3] - (16*(3 + I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(-1 + I*Sqrt[3] - 2*x)^3, x])/9 - (4*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(-1 + I*Sqrt[3] - 2*x)^2, x])/3 + 2*(1 - I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(-1 + I*Sqrt[3] - 2*x)^2, x] - (8*(3 - I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(-1 + I*Sqrt[3] - 2*x)^2, x])/9 + (((16*I)/3)*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(1 + I*Sqrt[3] + 2*x)^3, x])/Sqrt[3] + (16*(3 - I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(1 + I*Sqrt[3] + 2*x)^3, x])/9 - (4*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(1 + I*Sqrt[3] + 2*x)^2, x])/3 + 2*(1 + I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(1 + I*Sqrt[3] + 2*x)^2, x] - (8*(3 + I*Sqrt[3])*Defer[Int][E^((2 + 4*x + 6*x^2 + 5*x^3 + 2*x^4)/(1 + x + x^2)^2)/(1 + I*Sqrt[3] + 2*x)^2, x])/9","F",0,0,0,0,-1,"{}"
7968,0,0,0,0.7118151,"\int \frac{e^x \left(6+6 x+3 x^2\right)}{32+32 x+8 x^2+e^x \left(6 x+3 x^2\right)} \, dx","Int[(E^x*(6 + 6*x + 3*x^2))/(32 + 32*x + 8*x^2 + E^x*(6*x + 3*x^2)),x]","\int \frac{e^x \left(6+6 x+3 x^2\right)}{32+32 x+8 x^2+e^x \left(6 x+3 x^2\right)} \, dx","\log \left(\frac{3 e^x x}{2 (x+2)}+4\right)",1,"3*Defer[Int][(E^x*x)/(16 + 8*x + 3*E^x*x), x] + 6*Defer[Int][E^x/((2 + x)*(16 + 8*x + 3*E^x*x)), x]","F",0,0,0,0,-1,"{}"
7969,0,0,0,4.6826038,"\int \frac{-320+480 x^2+320 x^3+60 x^4+e^{\frac{4}{5} (40+3 x)} (-20+48 x)+e^{\frac{3}{5} (40+3 x)} \left(160-288 x-144 x^2\right)+e^{\frac{2}{5} (40+3 x)} \left(-480+576 x+696 x^2+144 x^3\right)+e^{\frac{1}{5} (40+3 x)} \left(640-384 x-1056 x^2-448 x^3-48 x^4\right)+\left(160 x+10 e^{\frac{4}{5} (40+3 x)} x+320 x^2+240 x^3+80 x^4+10 x^5+e^{\frac{3}{5} (40+3 x)} \left(-80 x-40 x^2\right)+e^{\frac{2}{5} (40+3 x)} \left(240 x+240 x^2+60 x^3\right)+e^{\frac{1}{5} (40+3 x)} \left(-320 x-480 x^2-240 x^3-40 x^4\right)\right) \log (x)+\left(160 x^2+12 e^{\frac{4}{5} (40+3 x)} x^2+240 x^3+120 x^4+20 x^5+e^{\frac{3}{5} (40+3 x)} \left(-92 x^2-36 x^3\right)+e^{\frac{2}{5} (40+3 x)} \left(264 x^2+204 x^3+36 x^4\right)+e^{\frac{1}{5} (40+3 x)} \left(-336 x^2-384 x^3-132 x^4-12 x^5\right)\right) \log ^2(x)}{5 x^2} \, dx","Int[(-320 + 480*x^2 + 320*x^3 + 60*x^4 + E^((4*(40 + 3*x))/5)*(-20 + 48*x) + E^((3*(40 + 3*x))/5)*(160 - 288*x - 144*x^2) + E^((2*(40 + 3*x))/5)*(-480 + 576*x + 696*x^2 + 144*x^3) + E^((40 + 3*x)/5)*(640 - 384*x - 1056*x^2 - 448*x^3 - 48*x^4) + (160*x + 10*E^((4*(40 + 3*x))/5)*x + 320*x^2 + 240*x^3 + 80*x^4 + 10*x^5 + E^((3*(40 + 3*x))/5)*(-80*x - 40*x^2) + E^((2*(40 + 3*x))/5)*(240*x + 240*x^2 + 60*x^3) + E^((40 + 3*x)/5)*(-320*x - 480*x^2 - 240*x^3 - 40*x^4))*Log[x] + (160*x^2 + 12*E^((4*(40 + 3*x))/5)*x^2 + 240*x^3 + 120*x^4 + 20*x^5 + E^((3*(40 + 3*x))/5)*(-92*x^2 - 36*x^3) + E^((2*(40 + 3*x))/5)*(264*x^2 + 204*x^3 + 36*x^4) + E^((40 + 3*x)/5)*(-336*x^2 - 384*x^3 - 132*x^4 - 12*x^5))*Log[x]^2)/(5*x^2),x]","\int \frac{-320+480 x^2+320 x^3+60 x^4+e^{\frac{4}{5} (40+3 x)} (-20+48 x)+e^{\frac{3}{5} (40+3 x)} \left(160-288 x-144 x^2\right)+e^{\frac{2}{5} (40+3 x)} \left(-480+576 x+696 x^2+144 x^3\right)+e^{\frac{1}{5} (40+3 x)} \left(640-384 x-1056 x^2-448 x^3-48 x^4\right)+\left(160 x+10 e^{\frac{4}{5} (40+3 x)} x+320 x^2+240 x^3+80 x^4+10 x^5+e^{\frac{3}{5} (40+3 x)} \left(-80 x-40 x^2\right)+e^{\frac{2}{5} (40+3 x)} \left(240 x+240 x^2+60 x^3\right)+e^{\frac{1}{5} (40+3 x)} \left(-320 x-480 x^2-240 x^3-40 x^4\right)\right) \log (x)+\left(160 x^2+12 e^{\frac{4}{5} (40+3 x)} x^2+240 x^3+120 x^4+20 x^5+e^{\frac{3}{5} (40+3 x)} \left(-92 x^2-36 x^3\right)+e^{\frac{2}{5} (40+3 x)} \left(264 x^2+204 x^3+36 x^4\right)+e^{\frac{1}{5} (40+3 x)} \left(-336 x^2-384 x^3-132 x^4-12 x^5\right)\right) \log ^2(x)}{5 x^2} \, dx","\left(x-e^{\frac{3 x}{5}+8}+2\right)^4 \left(\frac{4}{x}+\log ^2(x)\right)",1,"(-1528*E^(8 + (3*x)/5))/9 + (263*E^(16 + (6*x)/5))/3 - 16*E^(24 + (9*x)/5) - (128*E^(8 + (3*x)/5))/x + (96*E^(16 + (6*x)/5))/x - (32*E^(24 + (9*x)/5))/x - (664*E^(8 + (3*x)/5)*x)/9 + 24*E^(16 + (6*x)/5)*x - 16*E^(8 + (3*x)/5)*x^2 + (4*(2 + x)^4)/x + (2720*E^8*ExpIntegralEi[(3*x)/5])/27 - (95*E^16*ExpIntegralEi[(6*x)/5])/3 + (40*E^24*ExpIntegralEi[(9*x)/5])/9 + (192*E^8*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, (3*x)/5])/5 - (288*E^16*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, (6*x)/5])/5 + (144*E^24*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, (9*x)/5])/5 + 8*E^24*Log[(-9*x)/5]^2 - 24*E^16*Log[(-6*x)/5]^2 + 32*E^8*Log[(-3*x)/5]^2 - (2720*E^(8 + (3*x)/5)*Log[x])/27 + (95*E^(16 + (6*x)/5)*Log[x])/3 - (40*E^(24 + (9*x)/5)*Log[x])/9 + 64*E^8*EulerGamma*Log[x] - 48*E^16*EulerGamma*Log[x] + 16*E^24*EulerGamma*Log[x] - (320*E^(8 + (3*x)/5)*x*Log[x])/9 + 10*E^(16 + (6*x)/5)*x*Log[x] - (40*E^(8 + (3*x)/5)*x^2*Log[x])/3 - 64*E^8*ExpIntegralEi[(3*x)/5]*Log[x] + 64*E^8*(ExpIntegralE[1, (-3*x)/5] + ExpIntegralEi[(3*x)/5])*Log[x] + 48*E^16*ExpIntegralEi[(6*x)/5]*Log[x] - 48*E^16*(ExpIntegralE[1, (-6*x)/5] + ExpIntegralEi[(6*x)/5])*Log[x] - 16*E^24*ExpIntegralEi[(9*x)/5]*Log[x] + 16*E^24*(ExpIntegralE[1, (-9*x)/5] + ExpIntegralEi[(9*x)/5])*Log[x] + (2 + x)^4*Log[x]^2 + (E^(32 + (12*x)/5)*(4*x + x^2*Log[x]^2))/x^2 - (384*Defer[Int][E^(8 + (3*x)/5)*x*Log[x]^2, x])/5 + (204*Defer[Int][E^(16 + (6*x)/5)*x*Log[x]^2, x])/5 - (36*Defer[Int][E^(24 + (9*x)/5)*x*Log[x]^2, x])/5 - (132*Defer[Int][E^(8 + (3*x)/5)*x^2*Log[x]^2, x])/5 + (36*Defer[Int][E^(16 + (6*x)/5)*x^2*Log[x]^2, x])/5 - (12*Defer[Int][E^(8 + (3*x)/5)*x^3*Log[x]^2, x])/5 - 336*Defer[Subst][Defer[Int][E^(8 + 3*x)*Log[5*x]^2, x], x, x/5] + 264*Defer[Subst][Defer[Int][E^(16 + 6*x)*Log[5*x]^2, x], x, x/5] - 92*Defer[Subst][Defer[Int][E^(24 + 9*x)*Log[5*x]^2, x], x, x/5]","F",0,0,0,0,-1,"{}"
7970,0,0,0,11.07648,"\int \frac{\exp \left(\frac{-15-5 x+e^x x+e^{-3+x} (3+x)}{-5 x+e^{-3+x} x}\right) \left(-75+30 e^{-3+x}-3 e^{-6+2 x}-5 e^x x^2\right)}{25 x^2-10 e^{-3+x} x^2+e^{-6+2 x} x^2} \, dx","Int[(E^((-15 - 5*x + E^x*x + E^(-3 + x)*(3 + x))/(-5*x + E^(-3 + x)*x))*(-75 + 30*E^(-3 + x) - 3*E^(-6 + 2*x) - 5*E^x*x^2))/(25*x^2 - 10*E^(-3 + x)*x^2 + E^(-6 + 2*x)*x^2),x]","\int \frac{\exp \left(\frac{-15-5 x+e^x x+e^{-3+x} (3+x)}{-5 x+e^{-3+x} x}\right) \left(-75+30 e^{-3+x}-3 e^{-6+2 x}-5 e^x x^2\right)}{25 x^2-10 e^{-3+x} x^2+e^{-6+2 x} x^2} \, dx","e^{\frac{x+3}{x}-\frac{e^x}{5-e^{x-3}}}+7+e^3",1,"-25*Defer[Int][E^(9 + (-15 - 5*x + E^x*x + E^(-3 + x)*(3 + x))/(-5*x + E^(-3 + x)*x))/(5*E^3 - E^x)^2, x] - 5*Defer[Int][E^(6 + (-15 - 5*x + E^x*x + E^(-3 + x)*(3 + x))/(-5*x + E^(-3 + x)*x))/(-5*E^3 + E^x), x] - 3*Defer[Int][E^((-15 - 5*x + E^x*x + E^(-3 + x)*(3 + x))/(-5*x + E^(-3 + x)*x))/x^2, x]","F",0,0,0,0,-1,"{}"
7971,1,69,0,0.3136888,"\int \frac{e^{4 x} (3-4 x)+4 e^{3 x} x+25 x^2+25 x^4+\left(-12 e^{2 x} x^2+e^{3 x} \left(-8 x+12 x^2\right)\right) \log (x)+\left(12 e^x x^3+e^{2 x} \left(6 x^2-12 x^3\right)\right) \log ^2(x)+\left(-4 x^4+4 e^x x^4\right) \log ^3(x)-x^4 \log ^4(x)}{25 x^4} \, dx","Int[(E^(4*x)*(3 - 4*x) + 4*E^(3*x)*x + 25*x^2 + 25*x^4 + (-12*E^(2*x)*x^2 + E^(3*x)*(-8*x + 12*x^2))*Log[x] + (12*E^x*x^3 + E^(2*x)*(6*x^2 - 12*x^3))*Log[x]^2 + (-4*x^4 + 4*E^x*x^4)*Log[x]^3 - x^4*Log[x]^4)/(25*x^4),x]","-\frac{e^{4 x}}{25 x^3}+\frac{4 e^{3 x} \log (x)}{25 x^2}+x-\frac{1}{x}-\frac{1}{25} x \log ^4(x)+\frac{4}{25} e^x \log ^3(x)-\frac{6 e^{2 x} \log ^2(x)}{25 x}","x-\frac{1}{x}-\frac{1}{25} x \left(\log (x)-\frac{e^x}{x}\right)^4",1,"-1/25*E^(4*x)/x^3 - x^(-1) + x + (4*E^(3*x)*Log[x])/(25*x^2) - (6*E^(2*x)*Log[x]^2)/(25*x) + (4*E^x*Log[x]^3)/25 - (x*Log[x]^4)/25","B",18,7,125,0.05600,1,"{12, 14, 2197, 2202, 2288, 2296, 2295}"
7972,1,53,0,0.6962434,"\int \frac{-800-200 x^2+e^{25+10 x+x^2} \left(-200-2000 x+1050 x^2+800 x^3+100 x^4\right)}{16-24 x+x^2+6 x^3+x^4} \, dx","Int[(-800 - 200*x^2 + E^(25 + 10*x + x^2)*(-200 - 2000*x + 1050*x^2 + 800*x^3 + 100*x^4))/(16 - 24*x + x^2 + 6*x^3 + x^4),x]","\frac{40 e^{x^2+10 x+25}}{x+4}-\frac{10 e^{x^2+10 x+25}}{1-x}+\frac{160}{x+4}-\frac{40}{1-x}","\frac{50 \left(e^{(x+5)^2}+4\right) x}{(x-1) (x+4)}",1,"-40/(1 - x) - (10*E^(25 + 10*x + x^2))/(1 - x) + 160/(4 + x) + (40*E^(25 + 10*x + x^2))/(4 + x)","B",14,5,57,0.08772,1,"{6742, 894, 2227, 2204, 2242}"
7973,1,79,0,0.2028169,"\int \frac{1}{20} e^{\frac{1}{20} \left(-4 e^{e^{5+x^2}} x^2-5 \log (x)\right)} \left(15+e^{e^{5+x^2}} \left(-8 x^2-8 e^{5+x^2} x^4\right)\right) \, dx","Int[(E^((-4*E^E^(5 + x^2)*x^2 - 5*Log[x])/20)*(15 + E^E^(5 + x^2)*(-8*x^2 - 8*E^(5 + x^2)*x^4)))/20,x]","\frac{e^{e^{x^2+5}-\frac{1}{5} e^{e^{x^2+5}} x^2} \left(x^2+e^{x^2+5} x^4\right)}{\sqrt[4]{x} \left(e^{e^{x^2+5}} x+e^{x^2+e^{x^2+5}+5} x^3\right)}","e^{-\frac{1}{5} e^{e^{x^2+5}} x^2} x^{3/4}-2",1,"(E^(E^(5 + x^2) - (E^E^(5 + x^2)*x^2)/5)*(x^2 + E^(5 + x^2)*x^4))/(x^(1/4)*(E^E^(5 + x^2)*x + E^(5 + E^(5 + x^2) + x^2)*x^3))","B",3,3,59,0.05085,1,"{12, 2274, 2288}"
7974,0,0,0,0.2285746,"\int \frac{e^4 x+e^4 \left(175-251 x+90 x^2\right) \log \left(\frac{175-126 x}{-105+75 x}\right)+\left(875-1255 x+450 x^2\right) \log ^2\left(\frac{175-126 x}{-105+75 x}\right)}{\left(175-251 x+90 x^2\right) \log ^2\left(\frac{175-126 x}{-105+75 x}\right)} \, dx","Int[(E^4*x + E^4*(175 - 251*x + 90*x^2)*Log[(175 - 126*x)/(-105 + 75*x)] + (875 - 1255*x + 450*x^2)*Log[(175 - 126*x)/(-105 + 75*x)]^2)/((175 - 251*x + 90*x^2)*Log[(175 - 126*x)/(-105 + 75*x)]^2),x]","\int \frac{e^4 x+e^4 \left(175-251 x+90 x^2\right) \log \left(\frac{175-126 x}{-105+75 x}\right)+\left(875-1255 x+450 x^2\right) \log ^2\left(\frac{175-126 x}{-105+75 x}\right)}{\left(175-251 x+90 x^2\right) \log ^2\left(\frac{175-126 x}{-105+75 x}\right)} \, dx","x \left(\frac{e^4}{\log \left(\frac{1}{3} \left(-\frac{1}{5 \left(\frac{x-7}{x}+4\right)}-5\right)\right)}+5\right)",1,"5*x + E^4*Defer[Int][x/((175 - 251*x + 90*x^2)*Log[(-7*(-25 + 18*x))/(15*(-7 + 5*x))]^2), x] + E^4*Defer[Int][Log[(-7*(-25 + 18*x))/(15*(-7 + 5*x))]^(-1), x]","F",0,0,0,0,-1,"{}"
7975,1,121,0,0.5136473,"\int \left(4 x^7-9 x^8+\left(-12 x^5+28 x^6\right) \log (3)+\left(12 x^3-30 x^4\right) \log ^2(3)+\left(-4 x+12 x^2\right) \log ^3(3)-\log ^4(3)+e^x \left(-8 x^7-x^8+\left(24 x^5+4 x^6\right) \log (3)+\left(-24 x^3-6 x^4\right) \log ^2(3)+\left(8 x+4 x^2\right) \log ^3(3)-\log ^4(3)\right)\right) \, dx","Int[4*x^7 - 9*x^8 + (-12*x^5 + 28*x^6)*Log[3] + (12*x^3 - 30*x^4)*Log[3]^2 + (-4*x + 12*x^2)*Log[3]^3 - Log[3]^4 + E^x*(-8*x^7 - x^8 + (24*x^5 + 4*x^6)*Log[3] + (-24*x^3 - 6*x^4)*Log[3]^2 + (8*x + 4*x^2)*Log[3]^3 - Log[3]^4),x]","-x^9-e^x x^8+\frac{x^8}{2}+4 x^7 \log (3)+4 e^x x^6 \log (3)-2 x^6 \log (3)-6 x^5 \log ^2(3)-6 e^x x^4 \log ^2(3)+3 x^4 \log ^2(3)+4 x^3 \log ^3(3)+4 e^x x^2 \log ^3(3)-2 x^2 \log ^3(3)-x \log ^4(3)-e^x \log ^4(3)","\left(-x-e^x+\frac{1}{2}\right) \left(\log (3)-x^2\right)^4",1,"x^8/2 - E^x*x^8 - x^9 - 2*x^6*Log[3] + 4*E^x*x^6*Log[3] + 4*x^7*Log[3] + 3*x^4*Log[3]^2 - 6*E^x*x^4*Log[3]^2 - 6*x^5*Log[3]^2 - 2*x^2*Log[3]^3 + 4*E^x*x^2*Log[3]^3 + 4*x^3*Log[3]^3 - E^x*Log[3]^4 - x*Log[3]^4","B",57,3,126,0.02381,1,"{2196, 2176, 2194}"
7976,1,40,0,0.0238931,"\int \frac{-60-8 x^2+\left(-75+40 x^2+4 x^3\right) \log (5)}{10 x^2 \log (5)} \, dx","Int[(-60 - 8*x^2 + (-75 + 40*x^2 + 4*x^3)*Log[5])/(10*x^2*Log[5]),x]","\frac{x^2}{5}-\frac{4 x (1-5 \log (5))}{5 \log (5)}+\frac{3 (4+5 \log (5))}{2 x \log (5)}","x-\left(-\frac{x}{5}+\frac{3}{2 x}-4\right) \left(x-5-\frac{4}{\log (5)}\right)",1,"x^2/5 - (4*x*(1 - 5*Log[5]))/(5*Log[5]) + (3*(4 + 5*Log[5]))/(2*x*Log[5])","A",3,2,33,0.06061,1,"{12, 14}"
7977,0,0,0,0.8404861,"\int \frac{-8+1260 x-2 x^2+\left(4-630 x+x^2\right) \log (4 x)+\left(630 x-2 x^2+\left(-630 x+2 x^2\right) \log (4 x)\right) \log \left(\frac{x}{-1+\log (4 x)}\right)}{-2 x+2 x \log (4 x)} \, dx","Int[(-8 + 1260*x - 2*x^2 + (4 - 630*x + x^2)*Log[4*x] + (630*x - 2*x^2 + (-630*x + 2*x^2)*Log[4*x])*Log[x/(-1 + Log[4*x])])/(-2*x + 2*x*Log[4*x]),x]","\int \frac{-8+1260 x-2 x^2+\left(4-630 x+x^2\right) \log (4 x)+\left(630 x-2 x^2+\left(-630 x+2 x^2\right) \log (4 x)\right) \log \left(\frac{x}{-1+\log (4 x)}\right)}{-2 x+2 x \log (4 x)} \, dx","\left(2-\frac{1}{2} (630-x) x\right) \log \left(\frac{x}{\log (4 x)-1}\right)",1,"(E^2*ExpIntegralEi[-2*(1 - Log[4*x])])/32 - (315*E*ExpIntegralEi[-1 + Log[4*x]])/4 + 2*Log[x] - 315*x*Log[-(x/(1 - Log[4*x]))] + (x^2*Log[-(x/(1 - Log[4*x]))])/2 + Defer[Int][(-4 + 630*x - x^2)/(x*(-1 + Log[4*x])), x]/2","F",0,0,0,0,-1,"{}"
7978,1,29,0,0.0938533,"\int \frac{e^{-3-x} \left(2 e^{-3+e} x+4 \log (x)-2 x \log ^2(x)\right)}{5 x} \, dx","Int[(E^(-3 - x)*(2*E^(-3 + E)*x + 4*Log[x] - 2*x*Log[x]^2))/(5*x),x]","-\frac{2 e^{-x-3} \left(e^{e-3} x-x \log ^2(x)\right)}{5 x}","\frac{2}{5} e^{-x-3} \left(\log ^2(x)-e^{e-3}\right)",1,"(-2*E^(-3 - x)*(E^(-3 + E)*x - x*Log[x]^2))/(5*x)","A",2,2,34,0.05882,1,"{12, 2288}"
7979,0,0,0,2.242816,"\int \frac{1}{5} \exp \left(-25+10 x-x^2+\frac{1}{5} e^{-25+10 x-x^2} \left(80 x^2+e^{25-10 x+x^2} (8+4 x)\right)\right) \left(4 e^{25-10 x+x^2}+160 x+800 x^2-160 x^3\right) \, dx","Int[(E^(-25 + 10*x - x^2 + (E^(-25 + 10*x - x^2)*(80*x^2 + E^(25 - 10*x + x^2)*(8 + 4*x)))/5)*(4*E^(25 - 10*x + x^2) + 160*x + 800*x^2 - 160*x^3))/5,x]","\int \frac{1}{5} \exp \left(-25+10 x-x^2+\frac{1}{5} e^{-25+10 x-x^2} \left(80 x^2+e^{25-10 x+x^2} (8+4 x)\right)\right) \left(4 e^{25-10 x+x^2}+160 x+800 x^2-160 x^3\right) \, dx","e^{4 \left(4 e^{-(x-5)^2} x^2+\frac{x+2}{5}\right)}",1,"(4*Defer[Int][E^((4*(2 + x + (20*x^2)/E^(-5 + x)^2))/5), x])/5 + 32*Defer[Int][E^(-117/5 + (54*x)/5 + (-1 + 16/E^(-5 + x)^2)*x^2)*x, x] + 160*Defer[Int][E^(-117/5 + (54*x)/5 + (-1 + 16/E^(-5 + x)^2)*x^2)*x^2, x] - 32*Defer[Int][E^(-117/5 + (54*x)/5 + (-1 + 16/E^(-5 + x)^2)*x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
7980,0,0,0,1.9319545,"\int \frac{\left(2-2 e^3-2 \log (x)\right) \log \left(\frac{2 e^7+x+2 e^4 \log (x)}{e^3+\log (x)}\right)}{2 e^{10}+e^3 x+\left(4 e^7+x\right) \log (x)+2 e^4 \log ^2(x)} \, dx","Int[((2 - 2*E^3 - 2*Log[x])*Log[(2*E^7 + x + 2*E^4*Log[x])/(E^3 + Log[x])])/(2*E^10 + E^3*x + (4*E^7 + x)*Log[x] + 2*E^4*Log[x]^2),x]","\int \frac{\left(2-2 e^3-2 \log (x)\right) \log \left(\frac{2 e^7+x+2 e^4 \log (x)}{e^3+\log (x)}\right)}{2 e^{10}+e^3 x+\left(4 e^7+x\right) \log (x)+2 e^4 \log ^2(x)} \, dx","1-\log ^2\left(\frac{x}{\log (x)+e^3}+2 e^4\right)",1,"2*(1 - E^3)*Defer[Int][Log[(2*E^7 + x + 2*E^4*Log[x])/(E^3 + Log[x])]/((E^3 + Log[x])*(2*E^7 + x + 2*E^4*Log[x])), x] - 2*Defer[Int][(Log[x]*Log[(2*E^7 + x + 2*E^4*Log[x])/(E^3 + Log[x])])/((E^3 + Log[x])*(2*E^7 + x + 2*E^4*Log[x])), x]","F",0,0,0,0,-1,"{}"
7981,1,13828,0,127.395716,"\int \frac{-5124800+1310720 e^{15} x^3-131072 e^{20} x^4+e^5 (19200+8199680 x)+e^{10} \left(-7680 x-4917504 x^2\right)}{23011209+15350400 x+2560000 x^2+e^5 \left(-36840960 x-24568320 x^2-4096000 x^3\right)+e^{10} \left(22113792 x^2+14744064 x^3+2457600 x^4\right)+e^{15} \left(-5898240 x^3-3932160 x^4-655360 x^5\right)+e^{20} \left(589824 x^4+393216 x^5+65536 x^6\right)} \, dx","Int[(-5124800 + 1310720*E^15*x^3 - 131072*E^20*x^4 + E^5*(19200 + 8199680*x) + E^10*(-7680*x - 4917504*x^2))/(23011209 + 15350400*x + 2560000*x^2 + E^5*(-36840960*x - 24568320*x^2 - 4096000*x^3) + E^10*(22113792*x^2 + 14744064*x^3 + 2457600*x^4) + E^15*(-5898240*x^3 - 3932160*x^4 - 655360*x^5) + E^20*(589824*x^4 + 393216*x^5 + 65536*x^6)),x]","-\frac{576 e^{20} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{4/3} \left(27 \left(16000+57519 e^5+69120 e^{10}+27648 e^{15}\right)-\frac{4 \left(8 \left(20000+95865 e^5+172638 e^{10}+138240 e^{15}+41472 e^{20}\right) \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(400+960 e^5+576 e^{10}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-\left(8000+28773 e^5+34560 e^{10}+13824 e^{15}\right) \left(160000+768000 e^5+1382400 e^{10}+1105920 e^{15}+331776 e^{20}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{4/3}\right)\right) \left(3 x-\frac{5}{e^5}+3\right)}{\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}\right)}{\left(400+960 e^5+576 e^{10}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)^2 \left(160000+768000 e^5+1382400 e^{10}+1105920 e^{15}+331776 e^{20}+400 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+960 e^5 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+576 e^{10} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{4/3}\right) \left(8 e^5 \left(3 x-\frac{5}{e^5}+3\right)+\frac{16 \left(5+6 e^5\right)^2+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}{\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}}\right) \left(-64 e^{20} \left(3 x-\frac{5}{e^5}+3\right)^2+\frac{8 e^{15} \left(400+960 e^5+576 e^{10}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right) \left(3 x-\frac{5}{e^5}+3\right)}{\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}}+e^{10} \left(16 \left(5+6 e^5\right)^2-\frac{256 \left(5+6 e^5\right)^4}{\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)}+\frac{96 e^5 \left(477757440 e^{25}+95551488 e^{30}+80000 \left(400+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+552960 e^{15} \left(2000+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+165888 e^{20} \left(6000+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+120 e^5 \left(1920000+3191 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+27 e^{10} \left(25599919+25552 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-3 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(34560 e^{10}+13824 e^{15}+40 \left(200+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(9627+16 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)\right) \tanh ^{-1}\left(\frac{16 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} \left(5-3 e^5 (x+1)\right)+3 e^5 \left(9573+320 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+576 e^{10} \left(60+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(20+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+13824 e^{15}}{\sqrt{-3 \left(13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+e^5 \left(28719-960 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(20-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+576 e^{10} \left(60-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)\right)^2}}\right)}{\sqrt{-\frac{1}{3} \left(13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+3 e^5 \left(9573-320 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(20-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+576 e^{10} \left(60-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)\right)^2} \left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)}-\frac{15564440312192434176 \sqrt{6} e^{70} \left(16000+57519 e^5+69120 e^{10}+27648 e^{15}\right) \left(4953389137920 e^{40}+660451885056 e^{45}-3583180800 i e^{55/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}-716636160 i e^{65/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+320000000 \left(400+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+1672151040 e^{30} \left(19173+4 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-120000 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(2000+7 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-829440 i e^{35/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(10000+7 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-248832 i e^{45/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(30000+7 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+143327232 e^{35} \left(115137+8 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+600000 e^5 \left(2298960+4453 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-360 i e^{15/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(4800000+11173 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+373248 e^{25} \left(107267919+44710 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-81 i e^{25/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(63999757+89456 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+103680 e^{20} \left(321551271+222920 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+1080 e^{10} \left(6123823800+8888081 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+27 e^{15} \left(685706473761+711619888 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right) \tanh ^{-1}\left(\frac{-16 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} \left(3 e^5 (x+1)-5\right)+576 e^{10} \left(60+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(20+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+960 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+13824 e^{15}+28719 e^5}{\sqrt{-3 \left(13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+e^5 \left(28719-960 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-576 e^{10} \left(-60+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-400 \left(-20+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)\right)^2}}\right)}{\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(\frac{268435456}{9} e^{30} \left(16 \left(5+6 e^5\right)^2-\frac{256 \left(5+6 e^5\right)^4}{\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+\frac{67108864 e^{30} \left(400+960 e^5+576 e^{10}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)^2}{9 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}\right) \left(-\frac{67108864}{9} e^{30} \left(16 \left(5+6 e^5\right)^2-\frac{256 \left(5+6 e^5\right)^4}{\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+\frac{67108864 e^{30} \left(400+960 e^5+576 e^{10}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right) \left(16 \left(5+6 e^5\right)^2+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)}{9 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}+\frac{67108864 e^{30} \left(16 \left(5+6 e^5\right)^2+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)^2}{9 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}}\right) \left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)^2 \sqrt{-95551488 e^{30}+124416 i e^{35/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+27 i e^{15/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(9573-320 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+3600 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(20-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-80000 \left(20-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)^2-7962624 e^{25} \left(60-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+5184 i e^{25/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(60-\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-82944 e^{20} \left(11973-400 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+2 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-1728 e^{15} \left(636760-31973 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-1200 e^5 \left(190920-15973 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-9 e^{10} \left(76282329-5111360 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+76800 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)}}-\frac{5184 e^{10} \left(16000+57519 e^5+69120 e^{10}+27648 e^{15}\right) \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right) \left(95551488 e^{30}+3981312 e^{25} \left(120+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+320000 \left(100+5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+82944 e^{20} \left(11973+200 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+8 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+864 e^{15} \left(1273520+31973 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+2560 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+120 e^5 \left(1909200+79865 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+12773 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+9 e^{10} \left(76282329+2555680 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+306768 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-27 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(4608 e^{15}+96 e^{10} \left(120+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+\frac{40}{3} \left(200+5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+e^5 \left(9573+160 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+16 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)\right) \log \left(192 e^{10} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x^2+384 e^{10} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x-640 e^5 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x-4608 e^{15} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x-7680 e^{10} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x-3200 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x+72 i e^{15/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} x-110592 e^{20} x-276480 e^{15} x-229752 e^{10} x-64000 e^5 x+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+e^5 \left(574920+19173 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-960 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+72 e^{10} \left(9609+160 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)-3 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(40-24 e^5+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+276480 e^{15}\right)}{\left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+e^5 \left(768000+28719 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-1920 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+800 \left(200+10 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+1152 e^{10} \left(1200+30 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right) \left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)^3}-\frac{8 e^5 \left(13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}+576 e^{10} \left(60+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+80 \left(100+5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(9573+320 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+32 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right) \log \left(192 e^{10} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x^2+384 e^{10} \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x-640 e^5 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3} x-4608 e^{15} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x-7680 e^{10} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x-3200 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} x+72 i e^{15/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} x-110592 e^{20} x-276480 e^{15} x-229752 e^{10} x-64000 e^5 x+e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(72 i e^5-3 i \left(40+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+e^5 \left(574920+19173 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-960 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+72 e^{10} \left(9609+160 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+276480 e^{15}\right)}{331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)}+\frac{10368 e^{10} \left(16000+57519 e^5+69120 e^{10}+27648 e^{15}\right) \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right) \left(95551488 e^{30}+3981312 e^{25} \left(120+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+320000 \left(100+5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+82944 e^{20} \left(11973+200 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+8 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+864 e^{15} \left(1273520+31973 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+2560 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+120 e^5 \left(1909200+79865 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+12773 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+9 e^{10} \left(76282329+2555680 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+306768 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)-27 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \left(4608 e^{15}+96 e^{10} \left(120+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+\frac{40}{3} \left(200+5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+e^5 \left(9573+160 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+16 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)\right) \log \left(-8 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(5-3 e^5 (x+1)\right)+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+576 e^{10}+960 e^5+400\right)}{\left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+e^5 \left(768000+28719 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-1920 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+800 \left(200+10 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+1152 e^{10} \left(1200+30 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}-\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right) \left(331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)\right)^3}+\frac{16 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(400+576 e^{10}+80 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+96 e^5 \left(10+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)\right) \log \left(-8 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(5-3 e^5 (x+1)\right)+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+576 e^{10}+960 e^5+400\right)}{331776 e^{20}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}} \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+13824 e^{15} \left(80+\sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}\right)+400 \left(400+20 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+576 e^{10} \left(2400+60 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)+3 e^5 \left(256000+9573 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}+320 \left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}\right)}+\frac{3209+7680 e^5+4608 e^{10}}{3 \left(256 e^{10} x^3-256 e^5 \left(5-3 e^5\right) x^2+320 \left(5-12 e^5\right) x+4797\right)}+\frac{48 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}}}{8 e^5 \sqrt[3]{8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}} \left(3 x-\frac{5}{e^5}+3\right)+\left(8000+28719 e^5+34560 e^{10}+13824 e^{15}-9 i e^{5/2} \sqrt{16000+57519 e^5+69120 e^{10}+27648 e^{15}}\right)^{2/3}+576 e^{10}+960 e^5+400}","\frac{x+5}{x-\frac{3}{64 \left(2 e^5 x-5\right)^2}+3}",1,"(3209 + 7680*E^5 + 4608*E^10)/(3*(4797 + 320*(5 - 12*E^5)*x - 256*E^5*(5 - 3*E^5)*x^2 + 256*E^10*x^3)) + (48*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3))/(400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) + 8*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*(3 - 5/E^5 + 3*x)) - (576*E^20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(4/3)*(27*(16000 + 57519*E^5 + 69120*E^10 + 27648*E^15) - (4*(8*(20000 + 95865*E^5 + 172638*E^10 + 138240*E^15 + 41472*E^20)*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*(400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (8000 + 28773*E^5 + 34560*E^10 + 13824*E^15)*(160000 + 768000*E^5 + 1382400*E^10 + 1105920*E^15 + 331776*E^20 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(4/3)))*(3 - 5/E^5 + 3*x))/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/((400 + 960*E^5 + 576*E^10 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))^2*(160000 + 768000*E^5 + 1382400*E^10 + 1105920*E^15 + 331776*E^20 + 400*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) + 960*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) + 576*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(4/3))*((16*(5 + 6*E^5)^2 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 8*E^5*(3 - 5/E^5 + 3*x))*(E^10*(16*(5 + 6*E^5)^2 - (256*(5 + 6*E^5)^4)/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + (8*E^15*(400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))*(3 - 5/E^5 + 3*x))/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - 64*E^20*(3 - 5/E^5 + 3*x)^2)) + (96*E^5*(477757440*E^25 + 95551488*E^30 + 80000*(400 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 552960*E^15*(2000 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 165888*E^20*(6000 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 120*E^5*(1920000 + 3191*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 27*E^10*(25599919 + 25552*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (3*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(34560*E^10 + 13824*E^15 + 40*(200 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(9627 + 16*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))))*ArcTanh[(13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + 400*(20 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 576*E^10*(60 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 3*E^5*(9573 + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 16*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*(5 - 3*E^5*(1 + x)))/Sqrt[-3*(13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + E^5*(28719 - 960*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(20 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 576*E^10*(60 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)))^2]])/(Sqrt[-1/3*(13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + 3*E^5*(9573 - 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(20 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 576*E^10*(60 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)))^2]*(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))) - (15564440312192434176*Sqrt[6]*E^70*(16000 + 57519*E^5 + 69120*E^10 + 27648*E^15)*(4953389137920*E^40 + 660451885056*E^45 - (3583180800*I)*E^(55/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] - (716636160*I)*E^(65/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + 320000000*(400 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 1672151040*E^30*(19173 + 4*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (120000*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(2000 + 7*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (829440*I)*E^(35/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(10000 + 7*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (248832*I)*E^(45/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(30000 + 7*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 143327232*E^35*(115137 + 8*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 600000*E^5*(2298960 + 4453*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (360*I)*E^(15/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(4800000 + 11173*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 373248*E^25*(107267919 + 44710*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (81*I)*E^(25/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(63999757 + 89456*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 103680*E^20*(321551271 + 222920*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 1080*E^10*(6123823800 + 8888081*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 27*E^15*(685706473761 + 711619888*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*ArcTanh[(28719*E^5 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + 960*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 400*(20 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 576*E^10*(60 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) - 16*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*(-5 + 3*E^5*(1 + x)))/Sqrt[-3*(13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + E^5*(28719 - 960*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) - 576*E^10*(-60 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) - 400*(-20 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)))^2]])/((8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*((268435456*E^30*(16*(5 + 6*E^5)^2 - (256*(5 + 6*E^5)^4)/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/9 + (67108864*E^30*(400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))^2)/(9*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*((-67108864*E^30*(16*(5 + 6*E^5)^2 - (256*(5 + 6*E^5)^4)/(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/9 + (67108864*E^30*(400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))*(16*(5 + 6*E^5)^2 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/(9*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + (67108864*E^30*(16*(5 + 6*E^5)^2 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))^2)/(9*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))^2*Sqrt[-95551488*E^30 + (124416*I)*E^(35/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + (27*I)*E^(15/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(9573 - 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + (3600*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(20 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) - 80000*(20 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3))^2 - 7962624*E^25*(60 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + (5184*I)*E^(25/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(60 - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) - 82944*E^20*(11973 - 400*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 2*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - 1728*E^15*(636760 - 31973*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - 1200*E^5*(190920 - 15973*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - 9*E^10*(76282329 - 5111360*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 76800*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))]) - (5184*E^10*(16000 + 57519*E^5 + 69120*E^10 + 27648*E^15)*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])*(95551488*E^30 + 3981312*E^25*(120 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 320000*(100 + 5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 82944*E^20*(11973 + 200*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 8*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 864*E^15*(1273520 + 31973*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 2560*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 120*E^5*(1909200 + 79865*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 12773*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 9*E^10*(76282329 + 2555680*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 306768*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (27*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(4608*E^15 + 96*E^10*(120 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + (40*(200 + 5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/3 + E^5*(9573 + 160*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 16*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))))*Log[276480*E^15 - (3*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(40 - 24*E^5 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 72*E^10*(9609 + 160*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + E^5*(574920 + 19173*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - 960*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - 64000*E^5*x - 229752*E^10*x - 276480*E^15*x - 110592*E^20*x + (72*I)*E^(15/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*x - 3200*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 7680*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 4608*E^15*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 640*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x + 384*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x + 192*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x^2])/((331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + E^5*(768000 + 28719*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - 1920*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 800*(200 + 10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 1152*E^10*(1200 + 30*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))^3) - (8*E^5*(13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15] + 576*E^10*(60 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 80*(100 + 5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(9573 + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 32*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*Log[276480*E^15 + 72*E^10*(9609 + 160*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + E^5*(574920 + 19173*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - 960*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*((72*I)*E^5 - (3*I)*(40 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3))) - 64000*E^5*x - 229752*E^10*x - 276480*E^15*x - 110592*E^20*x + (72*I)*E^(15/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*x - 3200*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 7680*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 4608*E^15*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*x - 640*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x + 384*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x + 192*E^10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)*x^2])/(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))) + (16*E^5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*(400 + 576*E^10 + 80*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) + 96*E^5*(10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)))*Log[400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) - 8*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*(5 - 3*E^5*(1 + x))])/(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))) + (10368*E^10*(16000 + 57519*E^5 + 69120*E^10 + 27648*E^15)*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])*(95551488*E^30 + 3981312*E^25*(120 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 320000*(100 + 5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 82944*E^20*(11973 + 200*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 8*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 864*E^15*(1273520 + 31973*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 2560*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 120*E^5*(1909200 + 79865*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 12773*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 9*E^10*(76282329 + 2555680*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 306768*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) - (27*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(4608*E^15 + 96*E^10*(120 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + (40*(200 + 5*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))/3 + E^5*(9573 + 160*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 16*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3))))*Log[400 + 960*E^5 + 576*E^10 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3) - 8*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)*(5 - 3*E^5*(1 + x))])/((331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + E^5*(768000 + 28719*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - 1920*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 800*(200 + 10*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 1152*E^10*(1200 + 30*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) - (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))*(331776*E^20 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15]*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 13824*E^15*(80 + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3)) + 400*(400 + 20*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 576*E^10*(2400 + 60*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + (8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)) + 3*E^5*(256000 + 9573*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(1/3) + 320*(8000 + 28719*E^5 + 34560*E^10 + 13824*E^15 - (9*I)*E^(5/2)*Sqrt[16000 + 57519*E^5 + 69120*E^10 + 27648*E^15])^(2/3)))^3)","C",20,10,131,0.07634,0,"{2074, 2101, 2081, 2079, 822, 800, 634, 618, 206, 628}"
7982,1,54,0,0.0343099,"\int e^{4096 e^{8 x^2} x^2} \left(1+e^{8 x^2} \left(8192 x^2+65536 x^4\right)\right) \, dx","Int[E^(4096*E^(8*x^2)*x^2)*(1 + E^(8*x^2)*(8192*x^2 + 65536*x^4)),x]","\frac{e^{4096 e^{8 x^2} x^2+8 x^2} \left(8 x^4+x^2\right)}{e^{8 x^2} x+8 e^{8 x^2} x^3}","e^{4096 e^{8 x^2} x^2} x",1,"(E^(8*x^2 + 4096*E^(8*x^2)*x^2)*(x^2 + 8*x^4))/(E^(8*x^2)*x + 8*E^(8*x^2)*x^3)","B",1,1,36,0.02778,1,"{2288}"
7983,1,17,0,0.2053044,"\int \frac{7+x \log (x)}{x+2 x \log (x)+x \log ^2(x)} \, dx","Int[(7 + x*Log[x])/(x + 2*x*Log[x] + x*Log[x]^2),x]","\frac{x}{\log (x)+1}-\frac{7}{\log (x)+1}","\frac{x-7}{\log (x)+1}",1,"-7/(1 + Log[x]) + x/(1 + Log[x])","A",12,8,22,0.3636,1,"{6688, 6742, 2353, 2297, 2299, 2178, 2302, 30}"
7984,0,0,0,74.5558835,"\int \frac{\exp \left(\frac{-87-26 x-2 x^2-x^3+\left(29-x+x^2\right) \log (3)+e^x (-3-x+\log (3))+x \log (x)}{-3-x+\log (3)}\right) \left(-12+11 x+11 x^2+2 x^3+\left(7-10 x-4 x^2\right) \log (3)+(-1+2 x) \log ^2(3)+e^x \left(9+6 x+x^2+(-6-2 x) \log (3)+\log ^2(3)\right)+(-3+\log (3)) \log (x)\right)}{9+6 x+x^2+(-6-2 x) \log (3)+\log ^2(3)} \, dx","Int[(E^((-87 - 26*x - 2*x^2 - x^3 + (29 - x + x^2)*Log[3] + E^x*(-3 - x + Log[3]) + x*Log[x])/(-3 - x + Log[3]))*(-12 + 11*x + 11*x^2 + 2*x^3 + (7 - 10*x - 4*x^2)*Log[3] + (-1 + 2*x)*Log[3]^2 + E^x*(9 + 6*x + x^2 + (-6 - 2*x)*Log[3] + Log[3]^2) + (-3 + Log[3])*Log[x]))/(9 + 6*x + x^2 + (-6 - 2*x)*Log[3] + Log[3]^2),x]","\int \frac{\exp \left(\frac{-87-26 x-2 x^2-x^3+\left(29-x+x^2\right) \log (3)+e^x (-3-x+\log (3))+x \log (x)}{-3-x+\log (3)}\right) \left(-12+11 x+11 x^2+2 x^3+\left(7-10 x-4 x^2\right) \log (3)+(-1+2 x) \log ^2(3)+e^x \left(9+6 x+x^2+(-6-2 x) \log (3)+\log ^2(3)\right)+(-3+\log (3)) \log (x)\right)}{9+6 x+x^2+(-6-2 x) \log (3)+\log ^2(3)} \, dx","e^{x^2-x+e^x-\frac{x \log (x)}{x+3-\log (3)}+29}",1,"Defer[Int][E^(29 + E^x + x^2 - (x*Log[x])/(3 + x - Log[3])), x] - 4*Log[3]*Defer[Int][E^(29 + E^x - x + x^2)/x^(x/(3 + x - Log[3])), x] - 11*(3 - Log[3])*Defer[Int][E^(29 + E^x - x + x^2 - (x*Log[x])/(3 + x - Log[3]))/(3 + x - Log[3])^2, x] + 11*Defer[Int][(E^(29 + E^x - x + x^2)*x^(2 - x/(3 + x - Log[3])))/(3 + x - Log[3])^2, x] + 2*Defer[Int][(E^(29 + E^x - x + x^2)*x^(3 - x/(3 + x - Log[3])))/(3 + x - Log[3])^2, x] - 12*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])^2), x] + Log[3]*(1 + 14*Log[3] - 4*Log[3]^2)*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])^2), x] - Log[3]^2*(7 - Log[9])*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])^2), x] - (3 - Log[3])*Log[x]*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])^2), x] + 11*Defer[Int][E^(29 + E^x - x + x^2 - (x*Log[x])/(3 + x - Log[3]))/(3 + x - Log[3]), x] + 2*Log[3]^2*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])), x] + 2*Log[3]*(7 - Log[81])*Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])), x] + (3 - Log[3])*Defer[Int][Defer[Int][E^(29 + E^x - x + x^2)/(x^(x/(3 + x - Log[3]))*(3 + x - Log[3])^2), x]/x, x]","F",0,0,0,0,-1,"{}"
7985,1,8,0,0.0026176,"\int \frac{-1+2 x}{x} \, dx","Int[(-1 + 2*x)/x,x]","2 x-\log (x)","2 x-\log (2 x)-2+(\log (5)+i \pi )^2",1,"2*x - Log[x]","A",2,1,9,0.1111,1,"{43}"
7986,1,122,0,0.1336852,"\int \frac{1}{80} \left(240+8 x+4 x^2+\left(-8 x^2-4 x^3\right) \log (2)+\left(2 x^3+x^4\right) \log ^2(2)+\left(16 x+12 x^2+\left(-24 x^2-16 x^3\right) \log (2)+\left(8 x^3+5 x^4\right) \log ^2(2)\right) \log (x)\right) \, dx","Int[(240 + 8*x + 4*x^2 + (-8*x^2 - 4*x^3)*Log[2] + (2*x^3 + x^4)*Log[2]^2 + (16*x + 12*x^2 + (-24*x^2 - 16*x^3)*Log[2] + (8*x^3 + 5*x^4)*Log[2]^2)*Log[x])/80,x]","\frac{1}{80} x^5 \log ^2(2) \log (x)+\frac{1}{160} x^4 \log ^2(2)-\frac{1}{40} x^4 (2-\log (2)) \log (2) \log (x)+\frac{1}{160} x^4 (2-\log (2)) \log (2)-\frac{1}{80} x^4 \log (2)+\frac{x^3}{60}+\frac{1}{20} x^3 (1-\log (4)) \log (x)-\frac{1}{60} x^3 (1-\log (4))-\frac{1}{30} x^3 \log (2)+\frac{1}{10} x^2 \log (x)+3 x","(x+2) \left(\frac{1}{80} x^2 \log (x) (x \log (2)-2)^2+2\right)+x",1,"3*x + x^3/60 - (x^3*Log[2])/30 - (x^4*Log[2])/80 + (x^4*(2 - Log[2])*Log[2])/160 + (x^4*Log[2]^2)/160 - (x^3*(1 - Log[4]))/60 + (x^2*Log[x])/10 - (x^4*(2 - Log[2])*Log[2]*Log[x])/40 + (x^5*Log[2]^2*Log[x])/80 + (x^3*(1 - Log[4])*Log[x])/20","B",10,3,84,0.03571,1,"{12, 2356, 2304}"
7987,1,16,0,0.1940922,"\int \frac{-1-2 x^2+e^x \left(-x+2 x^3\right)}{-x+2 x^3} \, dx","Int[(-1 - 2*x^2 + E^x*(-x + 2*x^3))/(-x + 2*x^3),x]","-\log \left(1-2 x^2\right)+e^x+\log (x)","e^x-\log \left(\frac{1}{2 x}-x\right)+e^3",1,"E^x + Log[x] - Log[1 - 2*x^2]","A",7,5,32,0.1562,1,"{1593, 6688, 2194, 446, 72}"
7988,-1,0,0,180.0018498,"\int \frac{-1-x+e^{3 x} \left(-3 x-3 x^2\right)+e^x \left(1+2 x+x^2+x^3\right)+\left(1+3 x+2 x^2+x^3+e^{2 x} \left(-3 x-3 x^2\right)\right) \log (x)+\left(e^x \left(x+x^2\right)+\left(x+x^2\right) \log (x)\right) \log \left(\frac{x+x^2}{e^x+\log (x)}\right)}{e^{3 x} \left(-x-x^2\right)+e^x \left(x^2+x^3\right)+\left(x^2+x^3+e^{2 x} \left(-x-x^2\right)\right) \log (x)+\left(e^x \left(x+x^2\right)+\left(x+x^2\right) \log (x)\right) \log \left(\frac{x+x^2}{e^x+\log (x)}\right)} \, dx","Int[(-1 - x + E^(3*x)*(-3*x - 3*x^2) + E^x*(1 + 2*x + x^2 + x^3) + (1 + 3*x + 2*x^2 + x^3 + E^(2*x)*(-3*x - 3*x^2))*Log[x] + (E^x*(x + x^2) + (x + x^2)*Log[x])*Log[(x + x^2)/(E^x + Log[x])])/(E^(3*x)*(-x - x^2) + E^x*(x^2 + x^3) + (x^2 + x^3 + E^(2*x)*(-x - x^2))*Log[x] + (E^x*(x + x^2) + (x + x^2)*Log[x])*Log[(x + x^2)/(E^x + Log[x])]),x]","\text{\$Aborted}","\log \left(e^x \left(x-e^{2 x}+\log \left(\frac{x (x+1)}{e^x+\log (x)}\right)\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7989,0,0,0,5.6394165,"\int \frac{-15-5 e^x+\left(-960-30 x+110592 x^4+3456 x^5+27 x^6+e^{2 x} \left(12288 x^4+384 x^5+3 x^6\right)+e^x \left(-320-330 x-5 x^2+73728 x^4+2304 x^5+18 x^6\right)\right) \log (x)+\left(-15+3456 x^4+54 x^5+e^{2 x} \left(384 x^4+6 x^5\right)+e^x \left(-5-5 x+2304 x^4+36 x^5\right)\right) \log (x) \log (\log (x))+\left(27 x^4+18 e^x x^4+3 e^{2 x} x^4\right) \log (x) \log ^2(\log (x))}{\left(36864 x^2+1152 x^3+9 x^4+e^{2 x} \left(4096 x^2+128 x^3+x^4\right)+e^x \left(24576 x^2+768 x^3+6 x^4\right)\right) \log (x)+\left(1152 x^2+18 x^3+e^{2 x} \left(128 x^2+2 x^3\right)+e^x \left(768 x^2+12 x^3\right)\right) \log (x) \log (\log (x))+\left(9 x^2+6 e^x x^2+e^{2 x} x^2\right) \log (x) \log ^2(\log (x))} \, dx","Int[(-15 - 5*E^x + (-960 - 30*x + 110592*x^4 + 3456*x^5 + 27*x^6 + E^(2*x)*(12288*x^4 + 384*x^5 + 3*x^6) + E^x*(-320 - 330*x - 5*x^2 + 73728*x^4 + 2304*x^5 + 18*x^6))*Log[x] + (-15 + 3456*x^4 + 54*x^5 + E^(2*x)*(384*x^4 + 6*x^5) + E^x*(-5 - 5*x + 2304*x^4 + 36*x^5))*Log[x]*Log[Log[x]] + (27*x^4 + 18*E^x*x^4 + 3*E^(2*x)*x^4)*Log[x]*Log[Log[x]]^2)/((36864*x^2 + 1152*x^3 + 9*x^4 + E^(2*x)*(4096*x^2 + 128*x^3 + x^4) + E^x*(24576*x^2 + 768*x^3 + 6*x^4))*Log[x] + (1152*x^2 + 18*x^3 + E^(2*x)*(128*x^2 + 2*x^3) + E^x*(768*x^2 + 12*x^3))*Log[x]*Log[Log[x]] + (9*x^2 + 6*E^x*x^2 + E^(2*x)*x^2)*Log[x]*Log[Log[x]]^2),x]","\int \frac{-15-5 e^x+\left(-960-30 x+110592 x^4+3456 x^5+27 x^6+e^{2 x} \left(12288 x^4+384 x^5+3 x^6\right)+e^x \left(-320-330 x-5 x^2+73728 x^4+2304 x^5+18 x^6\right)\right) \log (x)+\left(-15+3456 x^4+54 x^5+e^{2 x} \left(384 x^4+6 x^5\right)+e^x \left(-5-5 x+2304 x^4+36 x^5\right)\right) \log (x) \log (\log (x))+\left(27 x^4+18 e^x x^4+3 e^{2 x} x^4\right) \log (x) \log ^2(\log (x))}{\left(36864 x^2+1152 x^3+9 x^4+e^{2 x} \left(4096 x^2+128 x^3+x^4\right)+e^x \left(24576 x^2+768 x^3+6 x^4\right)\right) \log (x)+\left(1152 x^2+18 x^3+e^{2 x} \left(128 x^2+2 x^3\right)+e^x \left(768 x^2+12 x^3\right)\right) \log (x) \log (\log (x))+\left(9 x^2+6 e^x x^2+e^{2 x} x^2\right) \log (x) \log ^2(\log (x))} \, dx","x^3+\frac{5}{\left(e^x+3\right) x (x+\log (\log (x))+64)}-2",1,"x^3 - 5*Defer[Int][1/((3 + E^x)*(64 + x + Log[Log[x]])^2), x] - 320*Defer[Int][1/((3 + E^x)*x^2*(64 + x + Log[Log[x]])^2), x] - 330*Defer[Int][1/((3 + E^x)*x*(64 + x + Log[Log[x]])^2), x] - 5*Defer[Int][1/((3 + E^x)*x^2*Log[x]*(64 + x + Log[Log[x]])^2), x] - 5*Defer[Int][Log[Log[x]]/((3 + E^x)*x^2*(64 + x + Log[Log[x]])^2), x] - 5*Defer[Int][Log[Log[x]]/((3 + E^x)*x*(64 + x + Log[Log[x]])^2), x] + 15*Defer[Int][1/((3 + E^x)^2*x*(64 + x + Log[Log[x]])), x]","F",0,0,0,0,-1,"{}"
7990,1,14,0,0.0098582,"\int \frac{-2 x+(-1-2 x) \log (3)}{x} \, dx","Int[(-2*x + (-1 - 2*x)*Log[3])/x,x]","-2 x (1+\log (3))-\log (3) \log (x)","-2 x-\log (3) \left(2 x+\log \left(\frac{x}{3}\right)-7\right)-11",1,"-2*x*(1 + Log[3]) - Log[3]*Log[x]","A",3,2,16,0.1250,1,"{186, 43}"
7991,0,0,0,0.4822805,"\int \frac{-9 x-456 x^2+840 x^4+\left(-54 x+420 x^2+1680 x^3\right) \log (x)+\left(-27+840 x^2\right) \log ^2(x)}{x^4+2 x^3 \log (x)+x^2 \log ^2(x)} \, dx","Int[(-9*x - 456*x^2 + 840*x^4 + (-54*x + 420*x^2 + 1680*x^3)*Log[x] + (-27 + 840*x^2)*Log[x]^2)/(x^4 + 2*x^3*Log[x] + x^2*Log[x]^2),x]","\int \frac{-9 x-456 x^2+840 x^4+\left(-54 x+420 x^2+1680 x^3\right) \log (x)+\left(-27+840 x^2\right) \log ^2(x)}{x^4+2 x^3 \log (x)+x^2 \log ^2(x)} \, dx","\left(\frac{9}{x}+420\right) \left(2 x+\frac{x}{x+\log (x)}+3\right)+5",1,"27/x + 840*x - 429*Defer[Int][(x + Log[x])^(-2), x] - 9*Defer[Int][1/(x*(x + Log[x])^2), x] - 420*Defer[Int][x/(x + Log[x])^2, x] + 420*Defer[Int][(x + Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
7992,1,93,0,1.7375327,"\int \frac{4^{\frac{8}{x+\left(12 x+4 x^2\right) \log (4)}} e^{3 x} \left(3 x^2+\left(-8+72 x^2+24 x^3\right) \log (4)+\left(-96-64 x+432 x^2+288 x^3+48 x^4\right) \log ^2(4)\right)}{x^2+\left(24 x^2+8 x^3\right) \log (4)+\left(144 x^2+96 x^3+16 x^4\right) \log ^2(4)} \, dx","Int[(4^(8/(x + (12*x + 4*x^2)*Log[4]))*E^(3*x)*(3*x^2 + (-8 + 72*x^2 + 24*x^3)*Log[4] + (-96 - 64*x + 432*x^2 + 288*x^3 + 48*x^4)*Log[4]^2))/(x^2 + (24*x^2 + 8*x^3)*Log[4] + (144*x^2 + 96*x^3 + 16*x^4)*Log[4]^2),x]","\frac{e^{3 x} 4^{\frac{8}{x (4 x \log (4)+1+12 \log (4))}} (8 x \log (4)+1+12 \log (4))}{x^2 (4 x \log (4)+1+12 \log (4))^2 \left(\frac{1}{x^2 (4 x \log (4)+1+12 \log (4))}+\frac{4 \log (4)}{x (4 x \log (4)+1+12 \log (4))^2}\right)}","e^{\frac{2}{x^2 \left(\frac{1}{4 x \log (4)}+1\right)+3 x}+3 x}",1,"(4^(8/(x*(1 + 12*Log[4] + 4*x*Log[4])))*E^(3*x)*(1 + 12*Log[4] + 8*x*Log[4]))/(x^2*(1 + 12*Log[4] + 4*x*Log[4])^2*((4*Log[4])/(x*(1 + 12*Log[4] + 4*x*Log[4])^2) + 1/(x^2*(1 + 12*Log[4] + 4*x*Log[4]))))","B",3,3,113,0.02655,1,"{6741, 27, 2288}"
7993,1,27,0,0.1264785,"\int \frac{x+x^2+2 x^3+e^{15-3 x} \left(-1-3 x+x^2-3 x^3\right)}{x^2} \, dx","Int[(x + x^2 + 2*x^3 + E^(15 - 3*x)*(-1 - 3*x + x^2 - 3*x^3))/x^2,x]","x^2+e^{15-3 x} x+x+\frac{e^{15-3 x}}{x}+\log (x)","\log \left(e^{x+\left(x+e^{3 (5-x)}\right) \left(x+\frac{1}{x}\right)} x\right)",1,"E^(15 - 3*x)/x + x + E^(15 - 3*x)*x + x^2 + Log[x]","A",12,6,35,0.1714,1,"{14, 2199, 2194, 2177, 2178, 2176}"
7994,0,0,0,0.9281572,"\int \frac{1}{2} e^{-x-\frac{1}{2} e^{-x} \left(-675 x+27 x^2\right)} \left(4 e^x x+675 x^2-729 x^3+27 x^4\right) \, dx","Int[(E^(-x - (-675*x + 27*x^2)/(2*E^x))*(4*E^x*x + 675*x^2 - 729*x^3 + 27*x^4))/2,x]","\int \frac{1}{2} e^{-x-\frac{1}{2} e^{-x} \left(-675 x+27 x^2\right)} \left(4 e^x x+675 x^2-729 x^3+27 x^4\right) \, dx","e^{-\frac{27}{2} e^{-x} (x-25) x} x^2",1,"2*Defer[Int][x/E^((27*(-25 + x)*x)/(2*E^x)), x] + (675*Defer[Int][x^2/E^((x*(-675 + 2*E^x + 27*x))/(2*E^x)), x])/2 - (729*Defer[Int][x^3/E^((x*(-675 + 2*E^x + 27*x))/(2*E^x)), x])/2 + (27*Defer[Int][x^4/E^((x*(-675 + 2*E^x + 27*x))/(2*E^x)), x])/2","F",0,0,0,0,-1,"{}"
7995,1,24,0,0.0035407,"\int \frac{4-2 e^{50} x-e^{50} \log (48)}{4 e^{50}} \, dx","Int[(4 - 2*E^50*x - E^50*Log[48])/(4*E^50),x]","-\frac{\left(-2 e^{50} x+4-e^{50} \log (48)\right)^2}{16 e^{100}}","\frac{x}{e^{50}}-\frac{1}{4} x (x+\log (48))",1,"-1/16*(4 - 2*E^50*x - E^50*Log[48])^2/E^100","A",1,1,22,0.04545,1,"{9}"
7996,1,13,0,0.0078321,"\int e^x (1+x) \, dx","Int[E^x*(1 + x),x]","e^x (x+1)-e^x","e^x x-9",1,"-E^x + E^x*(1 + x)","A",2,2,7,0.2857,1,"{2176, 2194}"
7997,0,0,0,3.689634,"\int \frac{x^2-48 x^3+e^{\frac{2 \left(5+x+x^3\right)}{x}} \left(10-4 x^3\right)+e^{\frac{5+x+x^3}{x}} \left(50 x-10 x^2-20 x^4\right)}{e^{\frac{2 \left(5+x+x^3\right)}{x}} x^2-x^3+10 e^{\frac{5+x+x^3}{x}} x^3+24 x^4} \, dx","Int[(x^2 - 48*x^3 + E^((2*(5 + x + x^3))/x)*(10 - 4*x^3) + E^((5 + x + x^3)/x)*(50*x - 10*x^2 - 20*x^4))/(E^((2*(5 + x + x^3))/x)*x^2 - x^3 + 10*E^((5 + x + x^3)/x)*x^3 + 24*x^4),x]","\int \frac{x^2-48 x^3+e^{\frac{2 \left(5+x+x^3\right)}{x}} \left(10-4 x^3\right)+e^{\frac{5+x+x^3}{x}} \left(50 x-10 x^2-20 x^4\right)}{e^{\frac{2 \left(5+x+x^3\right)}{x}} x^2-x^3+10 e^{\frac{5+x+x^3}{x}} x^3+24 x^4} \, dx","\log \left(\frac{3}{x^2-\left(e^{x^2+\frac{x+5}{x}}+5 x\right)^2+x}\right)",1,"-10/x - 2*x^2 - 239*Defer[Int][(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2)^(-1), x] - 10*Defer[Int][E^(1 + 5/x + x^2)/(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2), x] + 10*Defer[Int][1/(x*(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2)), x] - 50*Defer[Int][E^(1 + 5/x + x^2)/(x*(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2)), x] - 48*Defer[Int][x/(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2), x] - 4*Defer[Int][x^2/(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2), x] + 20*Defer[Int][(E^(1 + 5/x + x^2)*x^2)/(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2), x] + 96*Defer[Int][x^3/(E^(2 + 10/x + 2*x^2) - x + 10*E^(1 + 5/x + x^2)*x + 24*x^2), x]","F",0,0,0,0,-1,"{}"
7998,-1,0,0,180.0006762,"\int \frac{-e^{5 x}-5 e^{4 x} x-10 e^{3 x} x^2-10 e^{2 x} x^3-5 e^x x^4-x^5+\exp \left(\frac{1-4 x+2 x^2+8 x^3-5 x^4-9 x^5+2 x^6+4 x^7+x^8+e^{4 x} \left(1+3 x+6 x^2+4 x^3+x^4\right)+e^{3 x} \left(-4-8 x+20 x^3+16 x^4+4 x^5\right)+e^{2 x} \left(6-24 x^2-18 x^3+24 x^4+24 x^5+6 x^6\right)+e^x \left(-4+8 x+12 x^2-20 x^3-24 x^4+12 x^5+16 x^6+4 x^7\right)}{e^{4 x}+4 e^{3 x} x+6 e^{2 x} x^2+4 e^x x^3+x^4}\right) \left(-4 x^2+12 x^3-4 x^4-8 x^5+x^6-9 x^7+4 x^8+12 x^9+4 x^{10}+e^{5 x} \left(x+3 x^2+12 x^3+12 x^4+4 x^5\right)+e^{4 x} \left(-3 x^2+3 x^3+60 x^4+64 x^5+20 x^6\right)+e^{3 x} \left(4 x^2-26 x^3-30 x^4+112 x^5+132 x^6+40 x^7\right)+e^{2 x} \left(-4 x^2+12 x^3-38 x^4-66 x^5+96 x^6+132 x^7+40 x^8\right)+e^x \left(8 x^2-8 x^3-15 x^5-45 x^6+36 x^7+64 x^8+20 x^9\right)\right)}{e^{5 x} x+5 e^{4 x} x^2+10 e^{3 x} x^3+10 e^{2 x} x^4+5 e^x x^5+x^6} \, dx","Int[(-E^(5*x) - 5*E^(4*x)*x - 10*E^(3*x)*x^2 - 10*E^(2*x)*x^3 - 5*E^x*x^4 - x^5 + E^((1 - 4*x + 2*x^2 + 8*x^3 - 5*x^4 - 9*x^5 + 2*x^6 + 4*x^7 + x^8 + E^(4*x)*(1 + 3*x + 6*x^2 + 4*x^3 + x^4) + E^(3*x)*(-4 - 8*x + 20*x^3 + 16*x^4 + 4*x^5) + E^(2*x)*(6 - 24*x^2 - 18*x^3 + 24*x^4 + 24*x^5 + 6*x^6) + E^x*(-4 + 8*x + 12*x^2 - 20*x^3 - 24*x^4 + 12*x^5 + 16*x^6 + 4*x^7))/(E^(4*x) + 4*E^(3*x)*x + 6*E^(2*x)*x^2 + 4*E^x*x^3 + x^4))*(-4*x^2 + 12*x^3 - 4*x^4 - 8*x^5 + x^6 - 9*x^7 + 4*x^8 + 12*x^9 + 4*x^10 + E^(5*x)*(x + 3*x^2 + 12*x^3 + 12*x^4 + 4*x^5) + E^(4*x)*(-3*x^2 + 3*x^3 + 60*x^4 + 64*x^5 + 20*x^6) + E^(3*x)*(4*x^2 - 26*x^3 - 30*x^4 + 112*x^5 + 132*x^6 + 40*x^7) + E^(2*x)*(-4*x^2 + 12*x^3 - 38*x^4 - 66*x^5 + 96*x^6 + 132*x^7 + 40*x^8) + E^x*(8*x^2 - 8*x^3 - 15*x^5 - 45*x^6 + 36*x^7 + 64*x^8 + 20*x^9)))/(E^(5*x)*x + 5*E^(4*x)*x^2 + 10*E^(3*x)*x^3 + 10*E^(2*x)*x^4 + 5*E^x*x^5 + x^6),x]","\text{\$Aborted}","e^{\left(x-\frac{1}{x+e^x}+1\right)^4-x} x-\log (x)",1,"$Aborted","F",0,0,0,0,-1,"{}"
7999,0,0,0,0.719694,"\int \frac{-5+11 x+3 x^2+(1-3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)+\left(3-9 x+(-1+3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)\right) \log \left(-3+\log \left(\frac{e^x x^2}{-2+6 x}\right)\right)}{3-9 x+(-1+3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)} \, dx","Int[(-5 + 11*x + 3*x^2 + (1 - 3*x)*Log[(E^x*x^2)/(-2 + 6*x)] + (3 - 9*x + (-1 + 3*x)*Log[(E^x*x^2)/(-2 + 6*x)])*Log[-3 + Log[(E^x*x^2)/(-2 + 6*x)]])/(3 - 9*x + (-1 + 3*x)*Log[(E^x*x^2)/(-2 + 6*x)]),x]","\int \frac{-5+11 x+3 x^2+(1-3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)+\left(3-9 x+(-1+3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)\right) \log \left(-3+\log \left(\frac{e^x x^2}{-2+6 x}\right)\right)}{3-9 x+(-1+3 x) \log \left(\frac{e^x x^2}{-2+6 x}\right)} \, dx","x \log \left(\log \left(\frac{e^x x}{5-\frac{2-x}{x}}\right)-3\right)-x",1,"-x + Defer[Int][(-3 + Log[(E^x*x^2)/(-2 + 6*x)])^(-1), x] + Defer[Int][x/(-3 + Log[(E^x*x^2)/(-2 + 6*x)]), x] - Defer[Int][1/((-1 + 3*x)*(-3 + Log[(E^x*x^2)/(-2 + 6*x)])), x] + Defer[Int][Log[-3 + Log[(E^x*x^2)/(-2 + 6*x)]], x]","F",0,0,0,0,-1,"{}"
8000,1,18,0,0.1603275,"\int \frac{-3+(3-3 x) \log \left(\frac{3}{x}\right)}{x^3 \log \left(\frac{3}{x}\right)-2 x^2 \log \left(\frac{3}{x}\right) \log \left(9 x \log \left(\frac{3}{x}\right)\right)+x \log \left(\frac{3}{x}\right) \log ^2\left(9 x \log \left(\frac{3}{x}\right)\right)} \, dx","Int[(-3 + (3 - 3*x)*Log[3/x])/(x^3*Log[3/x] - 2*x^2*Log[3/x]*Log[9*x*Log[3/x]] + x*Log[3/x]*Log[9*x*Log[3/x]]^2),x]","\frac{3}{x-\log \left(9 x \log \left(\frac{3}{x}\right)\right)}","\frac{3}{x-\log \left(9 x \log \left(\frac{3}{x}\right)\right)}+\frac{3}{4}",1,"3/(x - Log[9*x*Log[3/x]])","A",2,2,69,0.02899,1,"{6688, 6686}"
8001,1,24,0,0.0051055,"\int \left(-60-e^x+178 x-72 x^2+64 x^3\right) \, dx","Int[-60 - E^x + 178*x - 72*x^2 + 64*x^3,x]","16 x^4-24 x^3+89 x^2-60 x-e^x","\left(4 \left(x^2-x+1\right)+x+6\right)^2-e^x",1,"-E^x - 60*x + 89*x^2 - 24*x^3 + 16*x^4","A",2,1,20,0.05000,1,"{2194}"
8002,1,5064,0,28.265199,"\int \frac{e^x \left(-40 x+192 x^2-156 x^3-20 x^4+18 x^5\right)+e^{2 x} \left(-40 x^2+36 x^3+56 x^4-42 x^5-16 x^6+6 x^7\right)+\left(-40+192 x-156 x^2-20 x^3+18 x^4+e^x \left(-40 x+36 x^2+56 x^3-42 x^4-16 x^5+6 x^6\right)\right) \log \left(\frac{10 x-24 x^2+17 x^3-3 x^4}{2+x}\right)}{-20 x+38 x^2-10 x^3-11 x^4+3 x^5} \, dx","Int[(E^x*(-40*x + 192*x^2 - 156*x^3 - 20*x^4 + 18*x^5) + E^(2*x)*(-40*x^2 + 36*x^3 + 56*x^4 - 42*x^5 - 16*x^6 + 6*x^7) + (-40 + 192*x - 156*x^2 - 20*x^3 + 18*x^4 + E^x*(-40*x + 36*x^2 + 56*x^3 - 42*x^4 - 16*x^5 + 6*x^6))*Log[(10*x - 24*x^2 + 17*x^3 - 3*x^4)/(2 + x)])/(-20*x + 38*x^2 - 10*x^3 - 11*x^4 + 3*x^5),x]","e^{2 x} x^2+\frac{1}{95} \left(361+82 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x-\sqrt{19}+7\right)\right)-\frac{24}{475} \left(323+71 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x-\sqrt{19}+7\right)\right)+\frac{39}{475} \left(152+29 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x-\sqrt{19}+7\right)\right)+\frac{1}{95} \left(171+17 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x-\sqrt{19}+7\right)\right)-\frac{3}{475} \left(437-26 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x-\sqrt{19}+7\right)\right)-\frac{3}{475} \left(437+26 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x+\sqrt{19}+7\right)\right)+\frac{1}{95} \left(171-17 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x+\sqrt{19}+7\right)\right)+\frac{39}{475} \left(152-29 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x+\sqrt{19}+7\right)\right)-\frac{24}{475} \left(323-71 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x+\sqrt{19}+7\right)\right)+\frac{1}{95} \left(361-82 \sqrt{19}\right) \log ^2\left(-2 \left(-3 x+\sqrt{19}+7\right)\right)-\log ^2(x-1)-\log ^2(x)-\log ^2(x+2)+\frac{2}{475} \left(3553+619 \sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)-\frac{4}{285} \left(437+26 \sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)-\frac{2}{3} \left(7+\sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)-\frac{78}{475} \left(171-17 \sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)+\frac{96}{475} \left(152-29 \sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)-\frac{2}{95} \left(323-71 \sqrt{19}\right) e^{\frac{1}{3} \left(7+\sqrt{19}\right)} \text{Ei}\left(\frac{1}{3} \left(3 x-\sqrt{19}-7\right)\right)-\frac{2}{95} \left(323+71 \sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)+\frac{96}{475} \left(152+29 \sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)-\frac{78}{475} \left(171+17 \sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)-\frac{2}{3} \left(7-\sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)-\frac{4}{285} \left(437-26 \sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)+\frac{2}{475} \left(3553-619 \sqrt{19}\right) e^{\frac{7}{3}-\frac{\sqrt{19}}{3}} \text{Ei}\left(\frac{1}{3} \left(3 x+\sqrt{19}-7\right)\right)-2 \log \left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right) \log (x-1)-2 \log \left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right) \log (x-1)+2 \log \left(\frac{x}{2}+1\right) \log (x)-2 \log (x-1) \log (x)+2 \log (2) \log (x)+2 \log (x-1) \log \left(\frac{x+2}{3}\right)+2 \log \left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right) \log (x+2)+2 \log \left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right) \log (x+2)+2 \log \left(\frac{1-x}{3}\right) \log (x+2)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \log \left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \log \left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \log \left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \log \left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \log \left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \log \left(\frac{3 x}{7-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \log \left(\frac{3 x}{7-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \log \left(\frac{3 x}{7-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \log \left(\frac{3 x}{7-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \log \left(\frac{3 x}{7-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{2}{95} \left(361+82 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{48}{475} \left(323+71 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{78}{475} \left(152+29 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{2}{95} \left(171+17 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)+\frac{6}{475} \left(437-26 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13-\sqrt{19}}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-2 \log \left(\frac{1}{3} \left(7-\sqrt{19}\right)\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \log \left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \log \left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \log \left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \log \left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \log \left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \log \left(-\frac{3 (1-x)}{4+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \log \left(\frac{3 x}{7+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \log \left(\frac{3 x}{7+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \log \left(\frac{3 x}{7+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \log \left(\frac{3 x}{7+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \log \left(\frac{3 x}{7+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{6}{475} \left(437+26 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{2}{95} \left(171-17 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{78}{475} \left(152-29 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)+\frac{48}{475} \left(323-71 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-\frac{2}{95} \left(361-82 \sqrt{19}\right) \log \left(\frac{3 (x+2)}{13+\sqrt{19}}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-2 \log \left(\frac{1}{3} \left(7+\sqrt{19}\right)\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right)-2 e^x \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+2 e^x (x+1) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+2 \log (x-1) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+2 \log (x) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-2 \log (x+2) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{2}{95} \left(361+82 \sqrt{19}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+\frac{48}{475} \left(323+71 \sqrt{19}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{78}{475} \left(152+29 \sqrt{19}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{2}{95} \left(171+17 \sqrt{19}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+\frac{6}{475} \left(437-26 \sqrt{19}\right) \log \left(6 x-2 \left(7-\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+\frac{6}{475} \left(437+26 \sqrt{19}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{2}{95} \left(171-17 \sqrt{19}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{78}{475} \left(152-29 \sqrt{19}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+\frac{48}{475} \left(323-71 \sqrt{19}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)-\frac{2}{95} \left(361-82 \sqrt{19}\right) \log \left(6 x-2 \left(7+\sqrt{19}\right)\right) \log \left(\frac{x \left(-3 x^3+17 x^2-24 x+10\right)}{x+2}\right)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \text{Li}_2\left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \text{Li}_2\left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \text{Li}_2\left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \text{Li}_2\left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \text{Li}_2\left(-\frac{-3 x-\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{4-\sqrt{19}}\right)-\frac{2}{95} \left(361+82 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right)+\frac{48}{475} \left(323+71 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right)-\frac{78}{475} \left(152+29 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right)-\frac{2}{95} \left(171+17 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right)+\frac{6}{475} \left(437-26 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x-\sqrt{19}+7}{13-\sqrt{19}}\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{2 \sqrt{19}}\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{4+\sqrt{19}}\right)+\frac{6}{475} \left(437+26 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right)-\frac{2}{95} \left(171-17 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right)-\frac{78}{475} \left(152-29 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right)+\frac{48}{475} \left(323-71 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right)-\frac{2}{95} \left(361-82 \sqrt{19}\right) \text{Li}_2\left(\frac{-3 x+\sqrt{19}+7}{13+\sqrt{19}}\right)+2 \text{Li}_2\left(\frac{1-x}{3}\right)-2 \text{Li}_2\left(-\frac{3 (1-x)}{4-\sqrt{19}}\right)-2 \text{Li}_2\left(-\frac{3 (1-x)}{4+\sqrt{19}}\right)+2 \text{Li}_2\left(\frac{x+2}{3}\right)+2 \text{Li}_2\left(\frac{3 (x+2)}{13-\sqrt{19}}\right)+2 \text{Li}_2\left(\frac{3 (x+2)}{13+\sqrt{19}}\right)+\frac{2}{95} \left(361+82 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)-\frac{48}{475} \left(323+71 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)+\frac{78}{475} \left(152+29 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)+\frac{2}{95} \left(171+17 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)-\frac{6}{475} \left(437-26 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)+2 \text{Li}_2\left(1-\frac{3 x}{7-\sqrt{19}}\right)-\frac{6}{475} \left(437+26 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)+\frac{2}{95} \left(171-17 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)+\frac{78}{475} \left(152-29 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)-\frac{48}{475} \left(323-71 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)+\frac{2}{95} \left(361-82 \sqrt{19}\right) \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)+2 \text{Li}_2\left(1-\frac{3 x}{7+\sqrt{19}}\right)","\left(\log \left(\left(x-x^2\right) \left(-\frac{25 x}{x+2}+3 x+5\right)\right)+e^x x\right)^2",1,"E^(2*x)*x^2 - (2*(323 - 71*Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/95 + (96*(152 - 29*Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/475 - (78*(171 - 17*Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/475 - (2*(7 + Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/3 - (4*(437 + 26*Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/285 + (2*(3553 + 619*Sqrt[19])*E^((7 + Sqrt[19])/3)*ExpIntegralEi[(-7 - Sqrt[19] + 3*x)/3])/475 + (2*(3553 - 619*Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/475 - (4*(437 - 26*Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/285 - (2*(7 - Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/3 - (78*(171 + 17*Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/475 + (96*(152 + 29*Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/475 - (2*(323 + 71*Sqrt[19])*E^(7/3 - Sqrt[19]/3)*ExpIntegralEi[(-7 + Sqrt[19] + 3*x)/3])/95 - (3*(437 - 26*Sqrt[19])*Log[-2*(7 - Sqrt[19] - 3*x)]^2)/475 + ((171 + 17*Sqrt[19])*Log[-2*(7 - Sqrt[19] - 3*x)]^2)/95 + (39*(152 + 29*Sqrt[19])*Log[-2*(7 - Sqrt[19] - 3*x)]^2)/475 - (24*(323 + 71*Sqrt[19])*Log[-2*(7 - Sqrt[19] - 3*x)]^2)/475 + ((361 + 82*Sqrt[19])*Log[-2*(7 - Sqrt[19] - 3*x)]^2)/95 + ((361 - 82*Sqrt[19])*Log[-2*(7 + Sqrt[19] - 3*x)]^2)/95 - (24*(323 - 71*Sqrt[19])*Log[-2*(7 + Sqrt[19] - 3*x)]^2)/475 + (39*(152 - 29*Sqrt[19])*Log[-2*(7 + Sqrt[19] - 3*x)]^2)/475 + ((171 - 17*Sqrt[19])*Log[-2*(7 + Sqrt[19] - 3*x)]^2)/95 - (3*(437 + 26*Sqrt[19])*Log[-2*(7 + Sqrt[19] - 3*x)]^2)/475 - 2*Log[(7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])]*Log[-1 + x] - 2*Log[(7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])]*Log[-1 + x] - Log[-1 + x]^2 + 2*Log[2]*Log[x] + 2*Log[1 + x/2]*Log[x] - 2*Log[-1 + x]*Log[x] - Log[x]^2 + 2*Log[-1 + x]*Log[(2 + x)/3] + 2*Log[(7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])]*Log[2 + x] + 2*Log[(7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])]*Log[2 + x] + 2*Log[(1 - x)/3]*Log[2 + x] - Log[2 + x]^2 - 2*Log[(7 - Sqrt[19])/3]*Log[-2*(7 - Sqrt[19]) + 6*x] - (6*(437 - 26*Sqrt[19])*Log[(7 + Sqrt[19] - 3*x)/(2*Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(171 + 17*Sqrt[19])*Log[(7 + Sqrt[19] - 3*x)/(2*Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 + (78*(152 + 29*Sqrt[19])*Log[(7 + Sqrt[19] - 3*x)/(2*Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 - (48*(323 + 71*Sqrt[19])*Log[(7 + Sqrt[19] - 3*x)/(2*Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(361 + 82*Sqrt[19])*Log[(7 + Sqrt[19] - 3*x)/(2*Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 - (6*(437 - 26*Sqrt[19])*Log[(-3*(1 - x))/(4 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(171 + 17*Sqrt[19])*Log[(-3*(1 - x))/(4 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 + (78*(152 + 29*Sqrt[19])*Log[(-3*(1 - x))/(4 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 - (48*(323 + 71*Sqrt[19])*Log[(-3*(1 - x))/(4 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(361 + 82*Sqrt[19])*Log[(-3*(1 - x))/(4 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 - (6*(437 - 26*Sqrt[19])*Log[(3*x)/(7 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(171 + 17*Sqrt[19])*Log[(3*x)/(7 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 + (78*(152 + 29*Sqrt[19])*Log[(3*x)/(7 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 - (48*(323 + 71*Sqrt[19])*Log[(3*x)/(7 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (2*(361 + 82*Sqrt[19])*Log[(3*x)/(7 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 + (6*(437 - 26*Sqrt[19])*Log[(3*(2 + x))/(13 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 - (2*(171 + 17*Sqrt[19])*Log[(3*(2 + x))/(13 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 - (78*(152 + 29*Sqrt[19])*Log[(3*(2 + x))/(13 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 + (48*(323 + 71*Sqrt[19])*Log[(3*(2 + x))/(13 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/475 - (2*(361 + 82*Sqrt[19])*Log[(3*(2 + x))/(13 - Sqrt[19])]*Log[-2*(7 - Sqrt[19]) + 6*x])/95 - 2*Log[(7 + Sqrt[19])/3]*Log[-2*(7 + Sqrt[19]) + 6*x] + (2*(361 - 82*Sqrt[19])*Log[-1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (48*(323 - 71*Sqrt[19])*Log[-1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (78*(152 - 29*Sqrt[19])*Log[-1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (2*(171 - 17*Sqrt[19])*Log[-1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (6*(437 + 26*Sqrt[19])*Log[-1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (2*(361 - 82*Sqrt[19])*Log[(-3*(1 - x))/(4 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (48*(323 - 71*Sqrt[19])*Log[(-3*(1 - x))/(4 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (78*(152 - 29*Sqrt[19])*Log[(-3*(1 - x))/(4 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (2*(171 - 17*Sqrt[19])*Log[(-3*(1 - x))/(4 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (6*(437 + 26*Sqrt[19])*Log[(-3*(1 - x))/(4 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (2*(361 - 82*Sqrt[19])*Log[(3*x)/(7 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (48*(323 - 71*Sqrt[19])*Log[(3*x)/(7 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (78*(152 - 29*Sqrt[19])*Log[(3*x)/(7 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 + (2*(171 - 17*Sqrt[19])*Log[(3*x)/(7 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 - (6*(437 + 26*Sqrt[19])*Log[(3*x)/(7 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 - (2*(361 - 82*Sqrt[19])*Log[(3*(2 + x))/(13 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 + (48*(323 - 71*Sqrt[19])*Log[(3*(2 + x))/(13 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 - (78*(152 - 29*Sqrt[19])*Log[(3*(2 + x))/(13 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 - (2*(171 - 17*Sqrt[19])*Log[(3*(2 + x))/(13 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/95 + (6*(437 + 26*Sqrt[19])*Log[(3*(2 + x))/(13 + Sqrt[19])]*Log[-2*(7 + Sqrt[19]) + 6*x])/475 - 2*E^x*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)] + 2*E^x*(1 + x)*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)] + 2*Log[-1 + x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)] + 2*Log[x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)] - 2*Log[2 + x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)] + (6*(437 - 26*Sqrt[19])*Log[-2*(7 - Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 - (2*(171 + 17*Sqrt[19])*Log[-2*(7 - Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/95 - (78*(152 + 29*Sqrt[19])*Log[-2*(7 - Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 + (48*(323 + 71*Sqrt[19])*Log[-2*(7 - Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 - (2*(361 + 82*Sqrt[19])*Log[-2*(7 - Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/95 - (2*(361 - 82*Sqrt[19])*Log[-2*(7 + Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/95 + (48*(323 - 71*Sqrt[19])*Log[-2*(7 + Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 - (78*(152 - 29*Sqrt[19])*Log[-2*(7 + Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 - (2*(171 - 17*Sqrt[19])*Log[-2*(7 + Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/95 + (6*(437 + 26*Sqrt[19])*Log[-2*(7 + Sqrt[19]) + 6*x]*Log[(x*(10 - 24*x + 17*x^2 - 3*x^3))/(2 + x)])/475 - (6*(437 - 26*Sqrt[19])*PolyLog[2, -1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]])/475 + (2*(171 + 17*Sqrt[19])*PolyLog[2, -1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]])/95 + (78*(152 + 29*Sqrt[19])*PolyLog[2, -1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]])/475 - (48*(323 + 71*Sqrt[19])*PolyLog[2, -1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]])/475 + (2*(361 + 82*Sqrt[19])*PolyLog[2, -1/2*(7 - Sqrt[19] - 3*x)/Sqrt[19]])/95 - (6*(437 - 26*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])])/475 + (2*(171 + 17*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])])/95 + (78*(152 + 29*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])])/475 - (48*(323 + 71*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])])/475 + (2*(361 + 82*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(4 - Sqrt[19])])/95 + (6*(437 - 26*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])])/475 - (2*(171 + 17*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])])/95 - (78*(152 + 29*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])])/475 + (48*(323 + 71*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])])/475 - (2*(361 + 82*Sqrt[19])*PolyLog[2, (7 - Sqrt[19] - 3*x)/(13 - Sqrt[19])])/95 + (2*(361 - 82*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(2*Sqrt[19])])/95 - (48*(323 - 71*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(2*Sqrt[19])])/475 + (78*(152 - 29*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(2*Sqrt[19])])/475 + (2*(171 - 17*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(2*Sqrt[19])])/95 - (6*(437 + 26*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(2*Sqrt[19])])/475 + (2*(361 - 82*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])])/95 - (48*(323 - 71*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])])/475 + (78*(152 - 29*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])])/475 + (2*(171 - 17*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])])/95 - (6*(437 + 26*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(4 + Sqrt[19])])/475 - (2*(361 - 82*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])])/95 + (48*(323 - 71*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])])/475 - (78*(152 - 29*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])])/475 - (2*(171 - 17*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])])/95 + (6*(437 + 26*Sqrt[19])*PolyLog[2, (7 + Sqrt[19] - 3*x)/(13 + Sqrt[19])])/475 + 2*PolyLog[2, (1 - x)/3] - 2*PolyLog[2, (-3*(1 - x))/(4 - Sqrt[19])] - 2*PolyLog[2, (-3*(1 - x))/(4 + Sqrt[19])] + 2*PolyLog[2, (2 + x)/3] + 2*PolyLog[2, (3*(2 + x))/(13 - Sqrt[19])] + 2*PolyLog[2, (3*(2 + x))/(13 + Sqrt[19])] + 2*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])] - (6*(437 - 26*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])])/475 + (2*(171 + 17*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])])/95 + (78*(152 + 29*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])])/475 - (48*(323 + 71*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])])/475 + (2*(361 + 82*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 - Sqrt[19])])/95 + 2*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])] + (2*(361 - 82*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])])/95 - (48*(323 - 71*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])])/475 + (78*(152 - 29*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])])/475 + (2*(171 - 17*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])])/95 - (6*(437 + 26*Sqrt[19])*PolyLog[2, 1 - (3*x)/(7 + Sqrt[19])])/475","C",458,23,173,0.1329,1,"{6688, 12, 6742, 2196, 2176, 2194, 2528, 2524, 2418, 2394, 2393, 2391, 2390, 2301, 2315, 2392, 2357, 2317, 2316, 6728, 2178, 2270, 2554}"
8003,1,42,0,0.0652184,"\int \frac{e^3+2 e^{5-x^2} x}{-3+e^{5-x^2}+e^3 (-2-x)} \, dx","Int[(E^3 + 2*E^(5 - x^2)*x)/(-3 + E^(5 - x^2) + E^3*(-2 - x)),x]","-\log \left(-e^{-x^2} \left(-e^{x^2+3} x-3 e^{x^2}-2 e^{x^2+3}+e^5\right)\right)","-\log \left(\frac{1}{3} \left(e^3 \left(-e^{2-x^2}+x+2\right)+3\right)\right)-\frac{1}{4}",1,"-Log[-((E^5 - 3*E^x^2 - 2*E^(3 + x^2) - E^(3 + x^2)*x)/E^x^2)]","A",1,1,39,0.02564,1,"{6684}"
8004,0,0,0,1.18682,"\int \frac{51+15 e^{2+x}-3 x+\left(3 x-15 e^{2+x} x\right) \log (x)}{4624 x+400 e^{4+2 x} x-544 x^2+16 x^3+e^{2+x} \left(2720 x-160 x^2\right)} \, dx","Int[(51 + 15*E^(2 + x) - 3*x + (3*x - 15*E^(2 + x)*x)*Log[x])/(4624*x + 400*E^(4 + 2*x)*x - 544*x^2 + 16*x^3 + E^(2 + x)*(2720*x - 160*x^2)),x]","\int \frac{51+15 e^{2+x}-3 x+\left(3 x-15 e^{2+x} x\right) \log (x)}{4624 x+400 e^{4+2 x} x-544 x^2+16 x^3+e^{2+x} \left(2720 x-160 x^2\right)} \, dx","\frac{3 \log (x)}{16 \left(5 \left(e^{x+2}+3\right)-x+2\right)}",1,"(27*Log[x]*Defer[Int][(17 + 5*E^(2 + x) - x)^(-2), x])/8 - (3*Log[x]*Defer[Int][(17 + 5*E^(2 + x) - x)^(-1), x])/16 + (3*Defer[Int][1/((17 + 5*E^(2 + x) - x)*x), x])/16 - (3*Log[x]*Defer[Int][x/(17 + 5*E^(2 + x) - x)^2, x])/16 + (3*Defer[Int][Defer[Int][(17 + 5*E^(2 + x) - x)^(-1), x]/x, x])/16 - (27*Defer[Int][Defer[Int][(-17 - 5*E^(2 + x) + x)^(-2), x]/x, x])/8 + (3*Defer[Int][Defer[Int][x/(-17 - 5*E^(2 + x) + x)^2, x]/x, x])/16","F",0,0,0,0,-1,"{}"
8005,1,15,0,0.0266286,"\int \frac{-25 e^2+x^2}{25 e^2 x+x^3} \, dx","Int[(-25*E^2 + x^2)/(25*E^2*x + x^3),x]","\log \left(x^2+25 e^2\right)-\log (x)","\log \left(\frac{\frac{x^2}{e^2}+25}{25 x}\right)",1,"-Log[x] + Log[25*E^2 + x^2]","A",4,3,22,0.1364,1,"{1593, 446, 72}"
8006,1,24,0,0.4961488,"\int \frac{2 x-x^2-4 x^4+2 x^4 \log (5)+\left(-1-4 x^2+2 x^2 \log (5)\right) \log (\log (2))+\left(4 x^3-2 x^3 \log (5)+(4 x-2 x \log (5)) \log (\log (2))\right) \log \left(x^2+\log (\log (2))\right)}{-x^3-x \log (\log (2))+\left(x^2+\log (\log (2))\right) \log \left(x^2+\log (\log (2))\right)} \, dx","Int[(2*x - x^2 - 4*x^4 + 2*x^4*Log[5] + (-1 - 4*x^2 + 2*x^2*Log[5])*Log[Log[2]] + (4*x^3 - 2*x^3*Log[5] + (4*x - 2*x*Log[5])*Log[Log[2]])*Log[x^2 + Log[Log[2]]])/(-x^3 - x*Log[Log[2]] + (x^2 + Log[Log[2]])*Log[x^2 + Log[Log[2]]]),x]","x^2 (2-\log (5))+\log \left(x-\log \left(x^2+\log (\log (2))\right)\right)","x^2 (2-\log (5))+\log \left(x-\log \left(x^2+\log (\log (2))\right)\right)+2",1,"x^2*(2 - Log[5]) + Log[x - Log[x^2 + Log[Log[2]]]]","A",5,4,105,0.03810,1,"{6, 6688, 6725, 6684}"
8007,1,26,0,0.0058572,"\int \frac{1}{9} \left(4 e^2 x^3+400 e x^7+7500 x^{11}\right) \, dx","Int[(4*E^2*x^3 + 400*E*x^7 + 7500*x^11)/9,x]","\frac{625 x^{12}}{9}+\frac{50 e x^8}{9}+\frac{e^2 x^4}{9}","\frac{1}{9} \left(25 x^6+e x^2\right)^2",1,"(E^2*x^4)/9 + (50*E*x^8)/9 + (625*x^12)/9","A",2,1,24,0.04167,1,"{12}"
8008,1,46,0,0.2547048,"\int \frac{e^{-x} \left(6+8 x-e x-2 x^2-3 x \log \left(32 x^2\right)\right)}{3 x} \, dx","Int[(6 + 8*x - E*x - 2*x^2 - 3*x*Log[32*x^2])/(3*E^x*x),x]","e^{-x} \log \left(32 x^2\right)+\frac{2 e^{-x} x}{3}-\frac{1}{3} (8-e) e^{-x}+\frac{2 e^{-x}}{3}","e^{-x} \left(\log \left(32 x^2\right)+\frac{e-x}{3}+x-2\right)",1,"2/(3*E^x) - (8 - E)/(3*E^x) + (2*x)/(3*E^x) + Log[32*x^2]/E^x","A",13,8,35,0.2286,1,"{6, 12, 6742, 2199, 2194, 2178, 2176, 2554}"
8009,0,0,0,3.1286516,"\int \frac{e^{4 x} \left(-392 x-28 x^2+812 x^3+114 x^4+4 x^5\right)+e^{4 x} \left(364 x+868 x^2+230 x^3+12 x^4\right) \log (3 x)+e^{4 x} \left(56 x+118 x^2+12 x^3\right) \log ^2(3 x)+e^{4 x} \left(2 x+4 x^2\right) \log ^3(3 x)}{x^3+3 x^2 \log (3 x)+3 x \log ^2(3 x)+\log ^3(3 x)} \, dx","Int[(E^(4*x)*(-392*x - 28*x^2 + 812*x^3 + 114*x^4 + 4*x^5) + E^(4*x)*(364*x + 868*x^2 + 230*x^3 + 12*x^4)*Log[3*x] + E^(4*x)*(56*x + 118*x^2 + 12*x^3)*Log[3*x]^2 + E^(4*x)*(2*x + 4*x^2)*Log[3*x]^3)/(x^3 + 3*x^2*Log[3*x] + 3*x*Log[3*x]^2 + Log[3*x]^3),x]","\int \frac{e^{4 x} \left(-392 x-28 x^2+812 x^3+114 x^4+4 x^5\right)+e^{4 x} \left(364 x+868 x^2+230 x^3+12 x^4\right) \log (3 x)+e^{4 x} \left(56 x+118 x^2+12 x^3\right) \log ^2(3 x)+e^{4 x} \left(2 x+4 x^2\right) \log ^3(3 x)}{x^3+3 x^2 \log (3 x)+3 x \log ^2(3 x)+\log ^3(3 x)} \, dx","e^{4 x} \left(x+\frac{14 x}{x+\log (3 x)}\right)^2",1,"E^(4*x)*x^2 - 392*Defer[Int][(E^(4*x)*x)/(x + Log[3*x])^3, x] - 392*Defer[Int][(E^(4*x)*x^2)/(x + Log[3*x])^3, x] + 364*Defer[Int][(E^(4*x)*x)/(x + Log[3*x])^2, x] + 756*Defer[Int][(E^(4*x)*x^2)/(x + Log[3*x])^2, x] + 56*Defer[Int][(E^(4*x)*x)/(x + Log[3*x]), x] + 112*Defer[Int][(E^(4*x)*x^2)/(x + Log[3*x]), x]","F",0,0,0,0,-1,"{}"
8010,1,34,0,0.2845393,"\int \frac{\left(-126-447 x-576 x^2-320 x^3-64 x^4\right) \log \left(\frac{2}{2+x}\right)-2 \log \left(\log \left(\frac{2}{2+x}\right)\right)}{\left(-28-140 x-255 x^2-224 x^3-96 x^4-16 x^5\right) \log \left(\frac{2}{2+x}\right)+(2+x) \log \left(\frac{2}{2+x}\right) \log ^2\left(\log \left(\frac{2}{2+x}\right)\right)} \, dx","Int[((-126 - 447*x - 576*x^2 - 320*x^3 - 64*x^4)*Log[2/(2 + x)] - 2*Log[Log[2/(2 + x)]])/((-28 - 140*x - 255*x^2 - 224*x^3 - 96*x^4 - 16*x^5)*Log[2/(2 + x)] + (2 + x)*Log[2/(2 + x)]*Log[Log[2/(2 + x)]]^2),x]","\log \left(16 x^4+64 x^3+96 x^2+63 x-\log ^2\left(\log \left(\frac{2}{x+2}\right)\right)+14\right)","\log \left(-(2 x+2)^4+x+\log ^2\left(\log \left(\frac{2}{x+2}\right)\right)+2\right)",1,"Log[14 + 63*x + 96*x^2 + 64*x^3 + 16*x^4 - Log[Log[2/(2 + x)]]^2]","A",2,2,102,0.01961,1,"{6741, 6684}"
8011,1,12,0,0.004682,"\int \frac{4 x+24 \log (3)}{3 x} \, dx","Int[(4*x + 24*Log[3])/(3*x),x]","\frac{4 x}{3}+8 \log (3) \log (x)","4 \log (3) \log \left(x^2\right)+\frac{4 x}{3}",1,"(4*x)/3 + 8*Log[3]*Log[x]","A",3,2,15,0.1333,1,"{12, 43}"
8012,1,49,0,0.1843608,"\int \frac{-4 x+3 x^2+e^3 \left(2 x-x^2\right)+e^5 \left(4-12 x+13 x^2-6 x^3+x^4+e^6 \left(1-2 x+x^2\right)+e^3 \left(-4+10 x-8 x^2+2 x^3\right)\right)}{4-12 x+13 x^2-6 x^3+x^4+e^6 \left(1-2 x+x^2\right)+e^3 \left(-4+10 x-8 x^2+2 x^3\right)} \, dx","Int[(-4*x + 3*x^2 + E^3*(2*x - x^2) + E^5*(4 - 12*x + 13*x^2 - 6*x^3 + x^4 + E^6*(1 - 2*x + x^2) + E^3*(-4 + 10*x - 8*x^2 + 2*x^3)))/(4 - 12*x + 13*x^2 - 6*x^3 + x^4 + E^6*(1 - 2*x + x^2) + E^3*(-4 + 10*x - 8*x^2 + 2*x^3)),x]","e^5 x+\frac{4 \left(\left(3-e^3\right) x+e^3-2\right)}{\left(e^3-1\right)^2-4 \left(x+\frac{1}{4} \left(2 e^3-6\right)\right)^2}","x \left(\frac{x^2}{\left(-x-e^3+2\right) \left(x^2-x\right)}+e^5\right)",1,"E^5*x + (4*(-2 + E^3 + (3 - E^3)*x))/((-1 + E^3)^2 - 4*((-6 + 2*E^3)/4 + x)^2)","A",4,4,127,0.03150,1,"{1680, 1814, 21, 8}"
8013,1,64,0,0.2804899,"\int \frac{-57+2 x+19 x^2+\left(-6+2 x^2\right) \log (x)}{9 x^3-6 x^4+x^5} \, dx","Int[(-57 + 2*x + 19*x^2 + (-6 + 2*x^2)*Log[x])/(9*x^3 - 6*x^4 + x^5),x]","\frac{10}{3 x^2}+\frac{\log (x)}{3 x^2}+\frac{40}{9 (3-x)}+\frac{40}{9 x}+\frac{4 x \log (x)}{27 (3-x)}+\frac{4 \log (x)}{9 x}+\frac{4 \log (x)}{27}","5-\frac{(x+1) (\log (x)+10)}{(x-3) x^2}",1,"40/(9*(3 - x)) + 10/(3*x^2) + 40/(9*x) + (4*Log[x])/27 + Log[x]/(3*x^2) + (4*Log[x])/(9*x) + (4*x*Log[x])/(27*(3 - x))","B",12,8,37,0.2162,1,"{1594, 27, 6742, 893, 2357, 2314, 31, 2304}"
8014,1,16,0,0.0124428,"\int \frac{-25+9 x^2-5 e^x x^2}{5 x^2} \, dx","Int[(-25 + 9*x^2 - 5*E^x*x^2)/(5*x^2),x]","\frac{9 x}{5}-e^x+\frac{5}{x}","\frac{9 x}{5}-e^x+\frac{x+5}{x}+3",1,"-E^x + 5/x + (9*x)/5","A",6,3,22,0.1364,1,"{12, 14, 2194}"
8015,1,16,0,0.0354732,"\int \frac{e^{\frac{1}{8} (16-9 x)} (-24-9 x)}{4 x^4} \, dx","Int[(E^((16 - 9*x)/8)*(-24 - 9*x))/(4*x^4),x]","\frac{2 e^{\frac{1}{8} (16-9 x)}}{x^3}","\frac{2 e^{2-\frac{9 x}{8}}}{x^3}",1,"(2*E^((16 - 9*x)/8))/x^3","A",2,2,23,0.08696,1,"{12, 2197}"
8016,1,28,0,0.4957999,"\int \frac{-9 x^2-18 x^3-6 x^5-12 x^6-6 x^7+e^{12+x} \left(9+15 x+3 x^2-3 x^3\right)}{x^4+2 x^5+x^6} \, dx","Int[(-9*x^2 - 18*x^3 - 6*x^5 - 12*x^6 - 6*x^7 + E^(12 + x)*(9 + 15*x + 3*x^2 - 3*x^3))/(x^4 + 2*x^5 + x^6),x]","-\frac{3 e^{x+12}}{x^3}-3 x^2-\frac{9}{x+1}+\frac{9}{x}","\frac{3 \left(x \left(\frac{3}{x (x+1)}-x^2\right)-\frac{e^{x+12}}{x^2}\right)}{x}",1,"(-3*E^(12 + x))/x^3 + 9/x - 3*x^2 - 9/(1 + x)","A",15,6,62,0.09677,1,"{1594, 27, 6742, 2197, 44, 43}"
8017,1,27,0,0.0424233,"\int \left(-2-2 x+10 x^2+4 x^3+\left(-2-4 x+30 x^2+16 x^3\right) \log (x)\right) \, dx","Int[-2 - 2*x + 10*x^2 + 4*x^3 + (-2 - 4*x + 30*x^2 + 16*x^3)*Log[x],x]","4 x^4 \log (x)+10 x^3 \log (x)-2 x^2 \log (x)-2 x \log (x)","x (2 x-1) (x (2 x+6)+2) \log (x)",1,"-2*x*Log[x] - 2*x^2*Log[x] + 10*x^3*Log[x] + 4*x^4*Log[x]","A",7,3,33,0.09091,1,"{2356, 2295, 2304}"
8018,-1,0,0,180.0002056,"\int \frac{\exp \left(\frac{16613776 x+64 x^2-99128320 x^3+275697112 x^5-474425152 x^7+565203905 x^9-494075008 x^{11}+327641456 x^{13}-168042748 x^{15}+67334568 x^{17}-21141456 x^{19}+5182726 x^{21}-981456 x^{23}+140752 x^{25}-14780 x^{27}+1072 x^{29}-48 x^{31}+x^{33}}{16613776-99128320 x^2+275697112 x^4-474425152 x^6+565203905 x^8-494075008 x^{10}+327641456 x^{12}-168042748 x^{14}+67334568 x^{16}-21141456 x^{18}+5182726 x^{20}-981456 x^{22}+140752 x^{24}-14780 x^{26}+1072 x^{28}-48 x^{30}+x^{32}}\right) \left(67717750976+521728 x-606070548480 x^2+1556480 x^3+2589662421168 x^4-6021504 x^5-7030327854208 x^6+7306240 x^7+13612565902404 x^8-4580352 x^9-20004182838240 x^{10}+1656576 x^{11}+23178449018625 x^{12}-349184 x^{13}-21715716703800 x^{14}+39936 x^{15}+16738275785880 x^{16}-1920 x^{17}-10743242067610 x^{18}+5789669721888 x^{20}-2633985825000 x^{22}+1014667266639 x^{24}-331262302464 x^{26}+91550677392 x^{28}-21348937708 x^{30}+4177029780 x^{32}-679887504 x^{34}+90941519 x^{36}-9823272 x^{38}+835464 x^{40}-53850 x^{42}+2472 x^{44}-72 x^{46}+x^{48}\right)}{67717750976-606070548480 x^2+2589662421168 x^4-7030327854208 x^6+13612565902404 x^8-20004182838240 x^{10}+23178449018625 x^{12}-21715716703800 x^{14}+16738275785880 x^{16}-10743242067610 x^{18}+5789669721888 x^{20}-2633985825000 x^{22}+1014667266639 x^{24}-331262302464 x^{26}+91550677392 x^{28}-21348937708 x^{30}+4177029780 x^{32}-679887504 x^{34}+90941519 x^{36}-9823272 x^{38}+835464 x^{40}-53850 x^{42}+2472 x^{44}-72 x^{46}+x^{48}} \, dx","Int[(E^((16613776*x + 64*x^2 - 99128320*x^3 + 275697112*x^5 - 474425152*x^7 + 565203905*x^9 - 494075008*x^11 + 327641456*x^13 - 168042748*x^15 + 67334568*x^17 - 21141456*x^19 + 5182726*x^21 - 981456*x^23 + 140752*x^25 - 14780*x^27 + 1072*x^29 - 48*x^31 + x^33)/(16613776 - 99128320*x^2 + 275697112*x^4 - 474425152*x^6 + 565203905*x^8 - 494075008*x^10 + 327641456*x^12 - 168042748*x^14 + 67334568*x^16 - 21141456*x^18 + 5182726*x^20 - 981456*x^22 + 140752*x^24 - 14780*x^26 + 1072*x^28 - 48*x^30 + x^32))*(67717750976 + 521728*x - 606070548480*x^2 + 1556480*x^3 + 2589662421168*x^4 - 6021504*x^5 - 7030327854208*x^6 + 7306240*x^7 + 13612565902404*x^8 - 4580352*x^9 - 20004182838240*x^10 + 1656576*x^11 + 23178449018625*x^12 - 349184*x^13 - 21715716703800*x^14 + 39936*x^15 + 16738275785880*x^16 - 1920*x^17 - 10743242067610*x^18 + 5789669721888*x^20 - 2633985825000*x^22 + 1014667266639*x^24 - 331262302464*x^26 + 91550677392*x^28 - 21348937708*x^30 + 4177029780*x^32 - 679887504*x^34 + 90941519*x^36 - 9823272*x^38 + 835464*x^40 - 53850*x^42 + 2472*x^44 - 72*x^46 + x^48))/(67717750976 - 606070548480*x^2 + 2589662421168*x^4 - 7030327854208*x^6 + 13612565902404*x^8 - 20004182838240*x^10 + 23178449018625*x^12 - 21715716703800*x^14 + 16738275785880*x^16 - 10743242067610*x^18 + 5789669721888*x^20 - 2633985825000*x^22 + 1014667266639*x^24 - 331262302464*x^26 + 91550677392*x^28 - 21348937708*x^30 + 4177029780*x^32 - 679887504*x^34 + 90941519*x^36 - 9823272*x^38 + 835464*x^40 - 53850*x^42 + 2472*x^44 - 72*x^46 + x^48),x]","\text{\$Aborted}","\exp \left(\frac{4 x^2}{\left(5-\frac{1}{4} \left(x^2+\left(1-\left(3-x^2\right)^2\right)^2\right)^2\right)^2}+x\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8019,0,0,0,4.3990673,"\int \frac{\left(\left(40-5 x-20 x^2\right) \log (x)+\left(-10+5 x^2\right) \log ^2(x)\right) \log ^2(\log (x))+e^{\frac{x}{\log (\log (x))}} \left(x^2-x^2 \log (x) \log (\log (x))+\left(-2+x^2\right) \log (x) \log ^2(\log (x))\right)}{e^{\frac{x}{\log (\log (x))}} x^2 \log (x) \log ^2(\log (x))+\left(-20 x^2 \log (x)+5 x^2 \log ^2(x)\right) \log ^2(\log (x))} \, dx","Int[(((40 - 5*x - 20*x^2)*Log[x] + (-10 + 5*x^2)*Log[x]^2)*Log[Log[x]]^2 + E^(x/Log[Log[x]])*(x^2 - x^2*Log[x]*Log[Log[x]] + (-2 + x^2)*Log[x]*Log[Log[x]]^2))/(E^(x/Log[Log[x]])*x^2*Log[x]*Log[Log[x]]^2 + (-20*x^2*Log[x] + 5*x^2*Log[x]^2)*Log[Log[x]]^2),x]","\int \frac{\left(\left(40-5 x-20 x^2\right) \log (x)+\left(-10+5 x^2\right) \log ^2(x)\right) \log ^2(\log (x))+e^{\frac{x}{\log (\log (x))}} \left(x^2-x^2 \log (x) \log (\log (x))+\left(-2+x^2\right) \log (x) \log ^2(\log (x))\right)}{e^{\frac{x}{\log (\log (x))}} x^2 \log (x) \log ^2(\log (x))+\left(-20 x^2 \log (x)+5 x^2 \log ^2(x)\right) \log ^2(\log (x))} \, dx","x+\frac{2}{x}-\log \left(\log (x)+\frac{1}{5} e^{\frac{x}{\log (\log (x))}}-4\right)",1,"2/x + x - 5*Defer[Int][1/(x*(-20 + E^(x/Log[Log[x]]) + 5*Log[x])), x] + Defer[Int][1/(Log[x]*Log[Log[x]]^2), x] - 5*Defer[Int][1/((-20 + E^(x/Log[Log[x]]) + 5*Log[x])*Log[Log[x]]^2), x] + 20*Defer[Int][1/(Log[x]*(-20 + E^(x/Log[Log[x]]) + 5*Log[x])*Log[Log[x]]^2), x] - Defer[Int][Log[Log[x]]^(-1), x] - 20*Defer[Int][1/((-20 + E^(x/Log[Log[x]]) + 5*Log[x])*Log[Log[x]]), x] + 5*Defer[Int][Log[x]/((-20 + E^(x/Log[Log[x]]) + 5*Log[x])*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
8020,0,0,0,73.6402852,"\int \frac{\left(-5 x-4 x^2\right) \log (x)+\left(-16-20 x-8 x^2\right) \log (x) \log \left(x^2\right)+\left(4+5 x+2 x^2\right) \log ^2\left(x^2\right)+\left(-4 x-5 x^2-2 x^3\right) \log ^4\left(x^2\right)+\left(4+5 x+2 x^2+\left(-8 x-10 x^2-4 x^3\right) \log ^2\left(x^2\right)\right) \log \left(4+5 x+2 x^2\right)+\left(-4 x-5 x^2-2 x^3\right) \log ^2\left(4+5 x+2 x^2\right)}{\left(4 x+5 x^2+2 x^3\right) \log ^4\left(x^2\right)+\left(8 x+10 x^2+4 x^3\right) \log ^2\left(x^2\right) \log \left(4+5 x+2 x^2\right)+\left(4 x+5 x^2+2 x^3\right) \log ^2\left(4+5 x+2 x^2\right)} \, dx","Int[((-5*x - 4*x^2)*Log[x] + (-16 - 20*x - 8*x^2)*Log[x]*Log[x^2] + (4 + 5*x + 2*x^2)*Log[x^2]^2 + (-4*x - 5*x^2 - 2*x^3)*Log[x^2]^4 + (4 + 5*x + 2*x^2 + (-8*x - 10*x^2 - 4*x^3)*Log[x^2]^2)*Log[4 + 5*x + 2*x^2] + (-4*x - 5*x^2 - 2*x^3)*Log[4 + 5*x + 2*x^2]^2)/((4*x + 5*x^2 + 2*x^3)*Log[x^2]^4 + (8*x + 10*x^2 + 4*x^3)*Log[x^2]^2*Log[4 + 5*x + 2*x^2] + (4*x + 5*x^2 + 2*x^3)*Log[4 + 5*x + 2*x^2]^2),x]","\int \frac{\left(-5 x-4 x^2\right) \log (x)+\left(-16-20 x-8 x^2\right) \log (x) \log \left(x^2\right)+\left(4+5 x+2 x^2\right) \log ^2\left(x^2\right)+\left(-4 x-5 x^2-2 x^3\right) \log ^4\left(x^2\right)+\left(4+5 x+2 x^2+\left(-8 x-10 x^2-4 x^3\right) \log ^2\left(x^2\right)\right) \log \left(4+5 x+2 x^2\right)+\left(-4 x-5 x^2-2 x^3\right) \log ^2\left(4+5 x+2 x^2\right)}{\left(4 x+5 x^2+2 x^3\right) \log ^4\left(x^2\right)+\left(8 x+10 x^2+4 x^3\right) \log ^2\left(x^2\right) \log \left(4+5 x+2 x^2\right)+\left(4 x+5 x^2+2 x^3\right) \log ^2\left(4+5 x+2 x^2\right)} \, dx","\frac{\log (x)}{\log ^2\left(x^2\right)+\log ((2 x+4) x+x+4)}-x",1,"-x - ((20*I)*Defer[Int][Log[x]/((-5 + I*Sqrt[7] - 4*x)*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])^2), x])/Sqrt[7] - (4*(7 + (5*I)*Sqrt[7])*Defer[Int][Log[x]/((5 - I*Sqrt[7] + 4*x)*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])^2), x])/7 - ((20*I)*Defer[Int][Log[x]/((5 + I*Sqrt[7] + 4*x)*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])^2), x])/Sqrt[7] - (4*(7 - (5*I)*Sqrt[7])*Defer[Int][Log[x]/((5 + I*Sqrt[7] + 4*x)*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])^2), x])/7 - 4*Defer[Int][(Log[x]*Log[x^2])/(x*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])^2), x] + Defer[Int][1/(x*(Log[x^2]^2 + Log[4 + 5*x + 2*x^2])), x]","F",0,0,0,0,-1,"{}"
8021,1,32,0,0.0799692,"\int \frac{-99+6 x-10891 x^2+660 x^3-10 x^4+(33-2 x) \log (2)}{5445 x^2-330 x^3+5 x^4} \, dx","Int[(-99 + 6*x - 10891*x^2 + 660*x^3 - 10*x^4 + (33 - 2*x)*Log[2])/(5445*x^2 - 330*x^3 + 5*x^4),x]","-2 x-\frac{30+\log (2)}{165 (33-x)}+\frac{3-\log (2)}{165 x}","-2 x+\frac{-x+3-\log (2)}{5 (33-x) x}+e^2",1,"-2*x + (3 - Log[2])/(165*x) - (30 + Log[2])/(165*(33 - x))","A",5,4,47,0.08511,1,"{1594, 27, 12, 1620}"
8022,1,9,0,0.0754101,"\int \frac{-1+4 x \log (x)}{x \log (x)} \, dx","Int[(-1 + 4*x*Log[x])/(x*Log[x]),x]","4 x-\log (\log (x))","4 x-\log (\log (x))+23",1,"4*x - Log[Log[x]]","A",4,3,15,0.2000,1,"{6688, 2302, 29}"
8023,1,22,0,0.0057135,"\int \left(3-\log (x)-\log \left(\frac{\log (2)}{5 x}\right)\right) \, dx","Int[3 - Log[x] - Log[Log[2]/(5*x)],x]","3 x+x (-\log (x))-x \log \left(\frac{\log (2)}{5 x}\right)","x \left(-\log (x)-\log \left(\frac{\log (2)}{5 x}\right)+3\right)+5",1,"3*x - x*Log[x] - x*Log[Log[2]/(5*x)]","A",3,1,18,0.05556,1,"{2295}"
8024,1,68,0,0.1365901,"\int \frac{1}{8} \left(200 x+75 x^2+4 x^3+e^{2-2 x} \left(40 x-28 x^2-8 x^3\right)+\left(-40 x-12 x^2\right) \log (5)\right) \, dx","Int[(200*x + 75*x^2 + 4*x^3 + E^(2 - 2*x)*(40*x - 28*x^2 - 8*x^3) + (-40*x - 12*x^2)*Log[5])/8,x]","\frac{x^4}{8}+\frac{1}{2} e^{2-2 x} x^3+\frac{25 x^3}{8}-\frac{1}{2} x^3 \log (5)+\frac{5}{2} e^{2-2 x} x^2+\frac{25 x^2}{2}-\frac{5}{2} x^2 \log (5)","\frac{1}{2} x^2 (x+5) \left(\frac{x}{4}+e^{2-2 x}+5-\log (5)\right)",1,"(25*x^2)/2 + (5*E^(2 - 2*x)*x^2)/2 + (25*x^3)/8 + (E^(2 - 2*x)*x^3)/2 + x^4/8 - (5*x^2*Log[5])/2 - (x^3*Log[5])/2","B",15,5,52,0.09615,1,"{12, 1594, 2196, 2176, 2194}"
8025,1,14,0,0.0032373,"\int \frac{32}{3} e^{3+\sqrt[4]{e}} \, dx","Int[(32*E^(3 + E^(1/4)))/3,x]","\frac{32}{3} e^{3+\sqrt[4]{e}} x","\frac{32}{3} e^{3+\sqrt[4]{e}} x",1,"(32*E^(3 + E^(1/4))*x)/3","A",1,1,13,0.07692,1,"{8}"
8026,1,44,0,3.3995366,"\int \frac{e^x \left(1280-288 x-144 x^2+32 x^3+16 x^4+e^{20} \left(-32 x+16 x^2\right)+e^{10} \left(192 x-32 x^3\right)-256 \log (2)\right)}{6400+1440 x^2+960 x^3+241 x^4+e^{40} x^4+108 x^5+54 x^6+12 x^7+x^8+e^{30} \left(-12 x^4-4 x^5\right)+e^{20} \left(160 x^2+54 x^4+36 x^5+6 x^6\right)+e^{10} \left(-960 x^2-320 x^3-108 x^4-108 x^5-36 x^6-4 x^7\right)+\left(-2560-288 x^2-32 e^{20} x^2-192 x^3-32 x^4+e^{10} \left(192 x^2+64 x^3\right)\right) \log (2)+256 \log ^2(2)} \, dx","Int[(E^x*(1280 - 288*x - 144*x^2 + 32*x^3 + 16*x^4 + E^20*(-32*x + 16*x^2) + E^10*(192*x - 32*x^3) - 256*Log[2]))/(6400 + 1440*x^2 + 960*x^3 + 241*x^4 + E^40*x^4 + 108*x^5 + 54*x^6 + 12*x^7 + x^8 + E^30*(-12*x^4 - 4*x^5) + E^20*(160*x^2 + 54*x^4 + 36*x^5 + 6*x^6) + E^10*(-960*x^2 - 320*x^3 - 108*x^4 - 108*x^5 - 36*x^6 - 4*x^7) + (-2560 - 288*x^2 - 32*E^20*x^2 - 192*x^3 - 32*x^4 + E^10*(192*x^2 + 64*x^3))*Log[2] + 256*Log[2]^2),x]","\frac{16 e^x}{x^4+2 \left(3-e^{10}\right) x^3+\left(3-e^{10}\right)^2 x^2+16 (5-\log (2))}","\frac{e^x}{\frac{1}{16} x^2 \left(x-e^{10}+3\right)^2+5-\log (2)}",1,"(16*E^x)/((3 - E^10)^2*x^2 + 2*(3 - E^10)*x^3 + x^4 + 16*(5 - Log[2]))","A",4,4,222,0.01802,1,"{6, 6688, 12, 2289}"
8027,1,17,0,0.0046443,"\int \frac{4+4 x}{e^9-2 x-x^2+\log (5)} \, dx","Int[(4 + 4*x)/(E^9 - 2*x - x^2 + Log[5]),x]","-2 \log \left(-x^2-2 x+e^9+\log (5)\right)","\log \left(\frac{1}{2 \left(-x^2-2 x+e^9+\log (5)\right)^2}\right)",1,"-2*Log[E^9 - 2*x - x^2 + Log[5]]","A",1,1,22,0.04545,1,"{628}"
8028,0,0,0,3.0831474,"\int \frac{\left(12 x+12 e^x x\right) \log \left(48+3 e^{2 x}+24 x+3 x^2+e^x (24+6 x)\right)+\left(-12-3 e^x-3 x\right) \log ^2\left(48+3 e^{2 x}+24 x+3 x^2+e^x (24+6 x)\right)}{16 x^2+4 e^x x^2+4 x^3} \, dx","Int[((12*x + 12*E^x*x)*Log[48 + 3*E^(2*x) + 24*x + 3*x^2 + E^x*(24 + 6*x)] + (-12 - 3*E^x - 3*x)*Log[48 + 3*E^(2*x) + 24*x + 3*x^2 + E^x*(24 + 6*x)]^2)/(16*x^2 + 4*E^x*x^2 + 4*x^3),x]","\int \frac{\left(12 x+12 e^x x\right) \log \left(48+3 e^{2 x}+24 x+3 x^2+e^x (24+6 x)\right)+\left(-12-3 e^x-3 x\right) \log ^2\left(48+3 e^{2 x}+24 x+3 x^2+e^x (24+6 x)\right)}{16 x^2+4 e^x x^2+4 x^3} \, dx","\frac{3 \log ^2\left(3 \left(x+e^x+4\right)^2\right)}{4 x}",1,"-3*Log[3*(4 + E^x + x)^2]*Defer[Int][(4 + E^x + x)^(-1), x] - 9*Log[3*(4 + E^x + x)^2]*Defer[Int][1/(x*(4 + E^x + x)), x] + 3*Defer[Int][Log[3*(4 + E^x + x)^2]/x, x] - (3*Defer[Int][Log[3*(4 + E^x + x)^2]^2/x^2, x])/4 + 6*Defer[Int][Defer[Int][(4 + E^x + x)^(-1), x], x] - 18*Defer[Int][Defer[Int][(4 + E^x + x)^(-1), x]/(4 + E^x + x), x] - 6*Defer[Int][(x*Defer[Int][(4 + E^x + x)^(-1), x])/(4 + E^x + x), x] + 18*Defer[Int][Defer[Int][1/(x*(4 + E^x + x)), x], x] - 54*Defer[Int][Defer[Int][1/(x*(4 + E^x + x)), x]/(4 + E^x + x), x] - 18*Defer[Int][(x*Defer[Int][1/(x*(4 + E^x + x)), x])/(4 + E^x + x), x]","F",0,0,0,0,-1,"{}"
8029,1,6,0,0.0023237,"\int \frac{-2+x}{x} \, dx","Int[(-2 + x)/x,x]","x-2 \log (x)","x-2 \log (x)+22+\log (4)",1,"x - 2*Log[x]","A",2,1,7,0.1429,1,"{43}"
8030,1,16,0,0.0319777,"\int \frac{4 x \log \left(3 x^2\right)+2 x \log ^2\left(3 x^2\right)}{-9+x^2 \log ^2\left(3 x^2\right)} \, dx","Int[(4*x*Log[3*x^2] + 2*x*Log[3*x^2]^2)/(-9 + x^2*Log[3*x^2]^2),x]","\log \left(9-x^2 \log ^2\left(3 x^2\right)\right)","\log \left(9-x^2 \log ^2\left(3 x^2\right)\right)-e^4+5",1,"Log[9 - x^2*Log[3*x^2]^2]","A",1,1,38,0.02632,1,"{6684}"
8031,1,17,0,0.1381556,"\int \frac{2 e^x-16 e^{4 x^2} x}{e^{2 x}+e^{8 x^2}-2 e^{x+4 x^2}} \, dx","Int[(2*E^x - 16*E^(4*x^2)*x)/(E^(2*x) + E^(8*x^2) - 2*E^(x + 4*x^2)),x]","-\frac{2}{e^x-e^{4 x^2}}","\frac{2}{e^{4 x^2}-e^x}-\frac{3}{e^5}-1",1,"-2/(E^x - E^(4*x^2))","A",3,3,43,0.06977,1,"{6688, 12, 6686}"
8032,0,0,0,4.3393976,"\int \frac{1+4 x-4 x^2+e^{e^x} \left(-1+e^x (-2+x)-3 x+2 x^2\right)}{3 x+x^2-2 x^3+e^{e^x} \left(-2 x-x^2+x^3\right)+\left(3+e^{e^x} (-2+x)-2 x\right) \log \left(-3+e^{e^x} (2-x)+2 x\right)} \, dx","Int[(1 + 4*x - 4*x^2 + E^E^x*(-1 + E^x*(-2 + x) - 3*x + 2*x^2))/(3*x + x^2 - 2*x^3 + E^E^x*(-2*x - x^2 + x^3) + (3 + E^E^x*(-2 + x) - 2*x)*Log[-3 + E^E^x*(2 - x) + 2*x]),x]","\int \frac{1+4 x-4 x^2+e^{e^x} \left(-1+e^x (-2+x)-3 x+2 x^2\right)}{3 x+x^2-2 x^3+e^{e^x} \left(-2 x-x^2+x^3\right)+\left(3+e^{e^x} (-2+x)-2 x\right) \log \left(-3+e^{e^x} (2-x)+2 x\right)} \, dx","\log \left(x^2+x+\log \left(\left(2-e^{e^x}\right) (x-2)+1\right)\right)",1,"Defer[Int][1/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] - Defer[Int][E^E^x/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] - 2*Defer[Int][E^(E^x + x)/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] + 4*Defer[Int][x/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] - 3*Defer[Int][(E^E^x*x)/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] + Defer[Int][(E^(E^x + x)*x)/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] - 4*Defer[Int][x^2/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x] + 2*Defer[Int][(E^E^x*x^2)/((3 - 2*E^E^x - 2*x + E^E^x*x)*(x + x^2 + Log[-3 - E^E^x*(-2 + x) + 2*x])), x]","F",0,0,0,0,-1,"{}"
8033,1,4489,0,32.1014731,"\int \frac{-24+63 x-30 x^2-12 x^3+6 x^4+\left(-6+15 x-8 x^2-2 x^3+x^4\right) \log \left(\frac{-6+9 x+x^2-x^3}{-x+x^2}\right)}{-6+15 x-8 x^2-2 x^3+x^4} \, dx","Int[(-24 + 63*x - 30*x^2 - 12*x^3 + 6*x^4 + (-6 + 15*x - 8*x^2 - 2*x^3 + x^4)*Log[(-6 + 9*x + x^2 - x^3)/(-x + x^2)])/(-6 + 15*x - 8*x^2 - 2*x^3 + x^4),x]","\log \left(\frac{x^3-x^2-9 x+6}{(1-x) x}\right) x+5 x-\frac{60 \sqrt[3]{2} \sqrt{3} \left(49965+421 i \sqrt{1007}-8 \sqrt[3]{2} \left(111+i \sqrt{1007}\right) \left(79-9 i \sqrt{1007}\right)^{2/3}\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)}}+\frac{12 \left(\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3} \left(3585-71 i \sqrt{1007}\right)-2 \sqrt[3]{2} \left(53691+3331 i \sqrt{1007}\right)\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{\frac{1}{3} \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}-\frac{6 \left(7 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3} \left(2685-11 i \sqrt{1007}\right)-8 \sqrt[3]{2} \left(104073+2593 i \sqrt{1007}\right)\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{\frac{1}{3} \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}-\frac{96 \left(\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3} \left(27-13 i \sqrt{1007}\right)+\sqrt[3]{2} \left(10575-649 i \sqrt{1007}\right)\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{\frac{1}{3} \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}-\frac{63 \left(\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3} \left(129+25 i \sqrt{1007}\right)-4 \sqrt[3]{2} \left(7257-271 i \sqrt{1007}\right)\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{\frac{1}{3} \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}-\frac{3\ 2^{2/3} \left(79 i+9 \sqrt{1007}\right) \left(28\ 2^{2/3}-\left(79-9 i \sqrt{1007}\right)^{2/3}\right) \tan ^{-1}\left(\frac{4 \left(79-9 i \sqrt{1007}\right)^{2/3} (1-3 x)+56 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}+2^{2/3} \left(79-9 i \sqrt{1007}\right)}{2 \sqrt{3 \left(56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)\right)}}\right)}{\left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right) \sqrt{\frac{56 i \sqrt[3]{79-9 i \sqrt{1007}} \left(79 i+9 \sqrt{1007}\right)-\sqrt[3]{2} \left(37663+711 i \sqrt{1007}-784 \sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{2/3}\right)}{3021}}}-\frac{4 \sqrt[3]{79-9 i \sqrt{1007}} \left(142 \sqrt[3]{79-9 i \sqrt{1007}}-17 \left(56 \sqrt[3]{2}+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right)\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{4 \sqrt[3]{79-9 i \sqrt{1007}} \left(77 \sqrt[3]{79-9 i \sqrt{1007}}-52 \left(56 \sqrt[3]{2}+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right)\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{2 \sqrt[3]{79-9 i \sqrt{1007}} \left(1568 \sqrt[3]{2}+79 \sqrt[3]{79-9 i \sqrt{1007}}+28 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{10 \sqrt[3]{79-9 i \sqrt{1007}} \left(616 \sqrt[3]{2}+32 \sqrt[3]{79-9 i \sqrt{1007}}+11 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{16 \sqrt[3]{79-9 i \sqrt{1007}} \left(56 \sqrt[3]{2}+52 \sqrt[3]{79-9 i \sqrt{1007}}+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}-\frac{14 \sqrt[3]{79-9 i \sqrt{1007}} \left(56 \sqrt[3]{2}+25 \sqrt[3]{79-9 i \sqrt{1007}}+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(-2 \sqrt[3]{79-9 i \sqrt{1007}} (1-3 x)+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}+56 \sqrt[3]{2}\right)}{1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}}+\frac{2 \sqrt[3]{79-9 i \sqrt{1007}} \left(2912 \sqrt[3]{2}-77 \sqrt[3]{79-9 i \sqrt{1007}}+52 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}-\frac{\sqrt[3]{79-9 i \sqrt{1007}} \left(1568 \sqrt[3]{2}+79 \sqrt[3]{79-9 i \sqrt{1007}}+28 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{7 \sqrt[3]{79-9 i \sqrt{1007}} \left(56 \sqrt[3]{2}+25 \sqrt[3]{79-9 i \sqrt{1007}}+\left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}}-\frac{8\ 2^{2/3} \sqrt[3]{79-9 i \sqrt{1007}} \left(28\ 2^{2/3}+\left(79-9 i \sqrt{1007}\right)^{2/3}+26 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}-\frac{5\ 2^{2/3} \sqrt[3]{79-9 i \sqrt{1007}} \left(308\ 2^{2/3}+11 \left(79-9 i \sqrt{1007}\right)^{2/3}+16 \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}+\frac{2 \left(2 \left(79-9 i \sqrt{1007}\right)\right)^{2/3} \left(71 \sqrt[3]{2}-\frac{476\ 2^{2/3}}{\sqrt[3]{79-9 i \sqrt{1007}}}-17 \sqrt[3]{79-9 i \sqrt{1007}}\right) \log \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3} x^2-56 i \sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} x-4 i \left(79-9 i \sqrt{1007}\right)^{2/3} x-9\ 2^{2/3} \sqrt{1007} x-79 i 2^{2/3} x-3 \left(6 i \left(79-9 i \sqrt{1007}\right)^{2/3}-\sqrt[3]{2 \left(79-9 i \sqrt{1007}\right)} \left(15 i+\sqrt{1007}\right)-2^{2/3} \left(183 i+\sqrt{1007}\right)\right)\right)}{3 \left(1568\ 2^{2/3}+56 \left(79-9 i \sqrt{1007}\right)^{2/3}+\sqrt[3]{2} \left(79-9 i \sqrt{1007}\right)^{4/3}\right)}","x \left(\log \left(\frac{3 \left(\frac{1}{x-1}+3\right)}{x}-x\right)+5\right)-16",1,"5*x - (3*2^(2/3)*(79*I + 9*Sqrt[1007])*(28*2^(2/3) - (79 - (9*I)*Sqrt[1007])^(2/3))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))/3021]) - (63*((2*(79 - (9*I)*Sqrt[1007]))^(2/3)*(129 + (25*I)*Sqrt[1007]) - 4*2^(1/3)*(7257 - (271*I)*Sqrt[1007]))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))/3]) - (96*((2*(79 - (9*I)*Sqrt[1007]))^(2/3)*(27 - (13*I)*Sqrt[1007]) + 2^(1/3)*(10575 - (649*I)*Sqrt[1007]))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))/3]) - (6*(7*(2*(79 - (9*I)*Sqrt[1007]))^(2/3)*(2685 - (11*I)*Sqrt[1007]) - 8*2^(1/3)*(104073 + (2593*I)*Sqrt[1007]))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))/3]) + (12*((2*(79 - (9*I)*Sqrt[1007]))^(2/3)*(3585 - (71*I)*Sqrt[1007]) - 2*2^(1/3)*(53691 + (3331*I)*Sqrt[1007]))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))/3]) - (60*2^(1/3)*Sqrt[3]*(49965 + (421*I)*Sqrt[1007] - 8*2^(1/3)*(111 + I*Sqrt[1007])*(79 - (9*I)*Sqrt[1007])^(2/3))*ArcTan[(2^(2/3)*(79 - (9*I)*Sqrt[1007]) + 56*(2*(79 - (9*I)*Sqrt[1007]))^(1/3) + 4*(79 - (9*I)*Sqrt[1007])^(2/3)*(1 - 3*x))/(2*Sqrt[3*((56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3)))])])/((1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))*Sqrt[(56*I)*(79 - (9*I)*Sqrt[1007])^(1/3)*(79*I + 9*Sqrt[1007]) - 2^(1/3)*(37663 + (711*I)*Sqrt[1007] - 784*2^(1/3)*(79 - (9*I)*Sqrt[1007])^(2/3))]) - (14*(79 - (9*I)*Sqrt[1007])^(1/3)*(56*2^(1/3) + 25*(79 - (9*I)*Sqrt[1007])^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3)) + (16*(79 - (9*I)*Sqrt[1007])^(1/3)*(56*2^(1/3) + 52*(79 - (9*I)*Sqrt[1007])^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (10*(79 - (9*I)*Sqrt[1007])^(1/3)*(616*2^(1/3) + 32*(79 - (9*I)*Sqrt[1007])^(1/3) + 11*(2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1568*2^(1/3) + 79*(79 - (9*I)*Sqrt[1007])^(1/3) + 28*(2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (4*(79 - (9*I)*Sqrt[1007])^(1/3)*(77*(79 - (9*I)*Sqrt[1007])^(1/3) - 52*(56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3)))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) - (4*(79 - (9*I)*Sqrt[1007])^(1/3)*(142*(79 - (9*I)*Sqrt[1007])^(1/3) - 17*(56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3)))*Log[56*2^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3) - 2*(79 - (9*I)*Sqrt[1007])^(1/3)*(1 - 3*x)])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (2*(2*(79 - (9*I)*Sqrt[1007]))^(2/3)*(71*2^(1/3) - (476*2^(2/3))/(79 - (9*I)*Sqrt[1007])^(1/3) - 17*(79 - (9*I)*Sqrt[1007])^(1/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) - (5*2^(2/3)*(79 - (9*I)*Sqrt[1007])^(1/3)*(308*2^(2/3) + 11*(79 - (9*I)*Sqrt[1007])^(2/3) + 16*(2*(79 - (9*I)*Sqrt[1007]))^(1/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) - (8*2^(2/3)*(79 - (9*I)*Sqrt[1007])^(1/3)*(28*2^(2/3) + (79 - (9*I)*Sqrt[1007])^(2/3) + 26*(2*(79 - (9*I)*Sqrt[1007]))^(1/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (7*(79 - (9*I)*Sqrt[1007])^(1/3)*(56*2^(1/3) + 25*(79 - (9*I)*Sqrt[1007])^(1/3) + (2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3)) - ((79 - (9*I)*Sqrt[1007])^(1/3)*(1568*2^(1/3) + 79*(79 - (9*I)*Sqrt[1007])^(1/3) + 28*(2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + (2*(79 - (9*I)*Sqrt[1007])^(1/3)*(2912*2^(1/3) - 77*(79 - (9*I)*Sqrt[1007])^(1/3) + 52*(2*(79 - (9*I)*Sqrt[1007]))^(2/3))*Log[-3*((6*I)*(79 - (9*I)*Sqrt[1007])^(2/3) - (2*(79 - (9*I)*Sqrt[1007]))^(1/3)*(15*I + Sqrt[1007]) - 2^(2/3)*(183*I + Sqrt[1007])) - (79*I)*2^(2/3)*x - 9*2^(2/3)*Sqrt[1007]*x - (4*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x - (56*I)*(2*(79 - (9*I)*Sqrt[1007]))^(1/3)*x + (6*I)*(79 - (9*I)*Sqrt[1007])^(2/3)*x^2])/(3*(1568*2^(2/3) + 56*(79 - (9*I)*Sqrt[1007])^(2/3) + 2^(1/3)*(79 - (9*I)*Sqrt[1007])^(4/3))) + x*Log[(6 - 9*x - x^2 + x^3)/((1 - x)*x)]","C",69,12,84,0.1429,0,"{6742, 2100, 2081, 2079, 800, 634, 618, 206, 628, 2058, 2074, 2523}"
8034,0,0,0,2.3421337,"\int \frac{e^{1+\left(3-5 e^{\frac{3 x^3}{2}}+x\right) \log (x)} \left(6-10 e^{\frac{3 x^3}{2}}+2 x+\left(2 x-45 e^{\frac{3 x^3}{2}} x^3\right) \log (x)\right)}{2 x} \, dx","Int[(E^(1 + (3 - 5*E^((3*x^3)/2) + x)*Log[x])*(6 - 10*E^((3*x^3)/2) + 2*x + (2*x - 45*E^((3*x^3)/2)*x^3)*Log[x]))/(2*x),x]","\int \frac{e^{1+\left(3-5 e^{\frac{3 x^3}{2}}+x\right) \log (x)} \left(6-10 e^{\frac{3 x^3}{2}}+2 x+\left(2 x-45 e^{\frac{3 x^3}{2}} x^3\right) \log (x)\right)}{2 x} \, dx","e^{\left(-5 e^{\frac{3 x^3}{2}}+x+3\right) \log (x)+1}",1,"-5*Defer[Int][E^(1 + (3*x^3)/2 + (3 - 5*E^((3*x^3)/2) + x)*Log[x])/x, x] + 3*E*Defer[Int][x^(2 - 5*E^((3*x^3)/2) + x), x] + E*Defer[Int][x^(3 - 5*E^((3*x^3)/2) + x), x] + E*Log[x]*Defer[Int][x^(3 - 5*E^((3*x^3)/2) + x), x] - (45*Defer[Int][E^(1 + (3*x^3)/2 + (3 - 5*E^((3*x^3)/2) + x)*Log[x])*x^2*Log[x], x])/2 - E*Defer[Int][Defer[Int][x^(3 - 5*E^((3*x^3)/2) + x), x]/x, x]","F",0,0,0,0,-1,"{}"
8035,1,14,0,0.0105662,"\int \frac{-1+5 x+x \log \left(\frac{e^5}{x}\right)}{x} \, dx","Int[(-1 + 5*x + x*Log[E^5/x])/x,x]","11 x+x \log \left(\frac{1}{x}\right)-\log (x)","x \left(x+\log \left(\frac{e^5}{x}\right)-\frac{\log (x)}{x}+6\right)-x^2",1,"11*x + x*Log[x^(-1)] - Log[x]","A",5,3,19,0.1579,1,"{14, 43, 2295}"
8036,1,22,0,0.0118431,"\int \left(162+e^x (-2-2 x)-4 x\right) \, dx","Int[162 + E^x*(-2 - 2*x) - 4*x,x]","-2 x^2+162 x+2 e^x-2 e^x (x+1)","-2 x \left(x+e^x-81\right)-24",1,"2*E^x + 162*x - 2*x^2 - 2*E^x*(1 + x)","A",3,2,14,0.1429,1,"{2176, 2194}"
8037,0,0,0,2.076239,"\int \frac{-6-11 x+6 x^2-2 x^3+\left(6-2 x-12 x^2+2 x^3\right) \log (x)+\left(6 x-4 x^3\right) \log ^2(x)-2 x \log ^3(x)+\left(-9 x-12 x^2 \log (x)-4 x^3 \log ^2(x)\right) \log (2 x)}{9 x+12 x^2 \log (x)+4 x^3 \log ^2(x)} \, dx","Int[(-6 - 11*x + 6*x^2 - 2*x^3 + (6 - 2*x - 12*x^2 + 2*x^3)*Log[x] + (6*x - 4*x^3)*Log[x]^2 - 2*x*Log[x]^3 + (-9*x - 12*x^2*Log[x] - 4*x^3*Log[x]^2)*Log[2*x])/(9*x + 12*x^2*Log[x] + 4*x^3*Log[x]^2),x]","\int \frac{-6-11 x+6 x^2-2 x^3+\left(6-2 x-12 x^2+2 x^3\right) \log (x)+\left(6 x-4 x^3\right) \log ^2(x)-2 x \log ^3(x)+\left(-9 x-12 x^2 \log (x)-4 x^3 \log ^2(x)\right) \log (2 x)}{9 x+12 x^2 \log (x)+4 x^3 \log ^2(x)} \, dx","x \left(\frac{x+\frac{(\log (x)-1)^2}{x}}{2 x \log (x)+3}-\log (2 x)\right)",1,"-3/(4*x^2) - x^(-1) + Log[x]/(2*x) - x*Log[2*x] - 2*Defer[Int][(3 + 2*x*Log[x])^(-2), x] + (27*Defer[Int][1/(x^3*(3 + 2*x*Log[x])^2), x])/4 + (9*Defer[Int][1/(x^2*(3 + 2*x*Log[x])^2), x])/2 - 3*Defer[Int][1/(x*(3 + 2*x*Log[x])^2), x] + 3*Defer[Int][x/(3 + 2*x*Log[x])^2, x] - 2*Defer[Int][x^2/(3 + 2*x*Log[x])^2, x] - (27*Defer[Int][1/(x^3*(3 + 2*x*Log[x])), x])/4 - 6*Defer[Int][1/(x^2*(3 + 2*x*Log[x])), x] - Defer[Int][1/(x*(3 + 2*x*Log[x])), x] + Defer[Int][x/(3 + 2*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8038,1,37,0,0.1153609,"\int \frac{-2 e^{25+10 e^2+e^4+x^2} x^2+e^{x^2} \left(2-x+8 x^2-2 x^3\right)+4 e^{x^2} x^2 \log (x)}{x} \, dx","Int[(-2*E^(25 + 10*E^2 + E^4 + x^2)*x^2 + E^x^2*(2 - x + 8*x^2 - 2*x^3) + 4*E^x^2*x^2*Log[x])/x,x]","-e^{x^2} x+\left(4-e^{\left(5+e^2\right)^2}\right) e^{x^2}+2 e^{x^2} \log (x)","e^{x^2} \left(-x+2 \log (x)-e^{\left(5+e^2\right)^2}+4\right)",1,"E^x^2*(4 - E^(5 + E^2)^2) - E^x^2*x + 2*E^x^2*Log[x]","A",10,7,58,0.1207,1,"{14, 2204, 2210, 2209, 2212, 2554, 12}"
8039,0,0,0,1.9904344,"\int \frac{e^{2+2 x} (10+4 x) \log (4+x)+e^{2+2 x} \left(32+24 x+4 x^2\right) \log ^2(4+x)}{100+105 x+36 x^2+4 x^3} \, dx","Int[(E^(2 + 2*x)*(10 + 4*x)*Log[4 + x] + E^(2 + 2*x)*(32 + 24*x + 4*x^2)*Log[4 + x]^2)/(100 + 105*x + 36*x^2 + 4*x^3),x]","\int \frac{e^{2+2 x} (10+4 x) \log (4+x)+e^{2+2 x} \left(32+24 x+4 x^2\right) \log ^2(4+x)}{100+105 x+36 x^2+4 x^3} \, dx","\frac{e^{2 x+2} \log ^2(x+4)}{2 x+5}",1,"(-2*ExpIntegralEi[2*(4 + x)]*Log[4 + x])/(3*E^6) + (2*ExpIntegralEi[5 + 2*x]*Log[4 + x])/(3*E^3) - (2*Defer[Int][ExpIntegralEi[5 + 2*x]/(4 + x), x])/(3*E^3) - (2*Defer[Int][ExpIntegralEi[8 + 2*x]/(-4 - x), x])/(3*E^6) - 2*Defer[Int][(E^(2 + 2*x)*Log[4 + x]^2)/(5 + 2*x)^2, x] + 2*Defer[Int][(E^(2 + 2*x)*Log[4 + x]^2)/(5 + 2*x), x]","F",0,0,0,0,-1,"{}"
8040,0,0,0,36.3257624,"\int \frac{-5 x^2+e^x \left(5 x-x^2+x^3\right)+\left(5 x^2-5 e^x x^2\right) \log \left(\frac{x}{3}\right)+\left(-12 x+4 x^2+(60-20 x) \log \left(\frac{x}{3}\right)\right) \log \left(3 x^2\right)+\left(-15+11 x-x^2-15 \log \left(\frac{x}{3}\right)\right) \log ^2\left(3 x^2\right)}{e^{2 x} x^2-2 e^x x^3+x^4+\left(6 x^2-2 x^3+e^x \left(-6 x+2 x^2\right)\right) \log ^2\left(3 x^2\right)+\left(9-6 x+x^2\right) \log ^4\left(3 x^2\right)} \, dx","Int[(-5*x^2 + E^x*(5*x - x^2 + x^3) + (5*x^2 - 5*E^x*x^2)*Log[x/3] + (-12*x + 4*x^2 + (60 - 20*x)*Log[x/3])*Log[3*x^2] + (-15 + 11*x - x^2 - 15*Log[x/3])*Log[3*x^2]^2)/(E^(2*x)*x^2 - 2*E^x*x^3 + x^4 + (6*x^2 - 2*x^3 + E^x*(-6*x + 2*x^2))*Log[3*x^2]^2 + (9 - 6*x + x^2)*Log[3*x^2]^4),x]","\int \frac{-5 x^2+e^x \left(5 x-x^2+x^3\right)+\left(5 x^2-5 e^x x^2\right) \log \left(\frac{x}{3}\right)+\left(-12 x+4 x^2+(60-20 x) \log \left(\frac{x}{3}\right)\right) \log \left(3 x^2\right)+\left(-15+11 x-x^2-15 \log \left(\frac{x}{3}\right)\right) \log ^2\left(3 x^2\right)}{e^{2 x} x^2-2 e^x x^3+x^4+\left(6 x^2-2 x^3+e^x \left(-6 x+2 x^2\right)\right) \log ^2\left(3 x^2\right)+\left(9-6 x+x^2\right) \log ^4\left(3 x^2\right)} \, dx","\frac{5 \log \left(\frac{x}{3}\right)-x}{-\frac{(3-x) \log ^2\left(3 x^2\right)}{x}+e^x-x}",1,"-Defer[Int][x^3/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + Defer[Int][x^4/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 5*Defer[Int][(x^2*Log[x/3])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - 5*Defer[Int][(x^3*Log[x/3])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - 12*Defer[Int][(x*Log[3*x^2])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 4*Defer[Int][(x^2*Log[3*x^2])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 60*Defer[Int][(Log[x/3]*Log[3*x^2])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - 20*Defer[Int][(x*Log[x/3]*Log[3*x^2])/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 3*Defer[Int][(x*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 3*Defer[Int][(x^2*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - Defer[Int][(x^3*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - 15*Defer[Int][(Log[x/3]*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] - 15*Defer[Int][(x*Log[x/3]*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 5*Defer[Int][(x^2*Log[x/3]*Log[3*x^2]^2)/((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^2, x] + 5*Defer[Int][((E^x - x)*x + (-3 + x)*Log[3*x^2]^2)^(-1), x] + Defer[Int][x/(-(E^x*x) + x^2 + 3*Log[3*x^2]^2 - x*Log[3*x^2]^2), x] - Defer[Int][x^2/(-(E^x*x) + x^2 + 3*Log[3*x^2]^2 - x*Log[3*x^2]^2), x] + 5*Defer[Int][(x*Log[x/3])/(-(E^x*x) + x^2 + 3*Log[3*x^2]^2 - x*Log[3*x^2]^2), x]","F",0,0,0,0,-1,"{}"
8041,0,0,0,8.1572342,"\int \frac{e^{\frac{-5+x}{x}} \left(2 x^2-32 x^3-8 x^5\right)+\left(16 x^2-x^3+8 x^4+x^6+e^{\frac{2 (-5+x)}{x}} \left(-160+10 x-80 x^2-10 x^4\right)\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)+\left(2 x^2-32 x^3-8 x^5+e^{\frac{-5+x}{x}} \left(-160+10 x-80 x^2-10 x^4\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)\right) \log \left(\log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)\right)}{\left(16 x^2-x^3+8 x^4+x^6\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)} \, dx","Int[(E^((-5 + x)/x)*(2*x^2 - 32*x^3 - 8*x^5) + (16*x^2 - x^3 + 8*x^4 + x^6 + E^((2*(-5 + x))/x)*(-160 + 10*x - 80*x^2 - 10*x^4))*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4] + (2*x^2 - 32*x^3 - 8*x^5 + E^((-5 + x)/x)*(-160 + 10*x - 80*x^2 - 10*x^4)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4])*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]])/((16*x^2 - x^3 + 8*x^4 + x^6)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]),x]","\int \frac{e^{\frac{-5+x}{x}} \left(2 x^2-32 x^3-8 x^5\right)+\left(16 x^2-x^3+8 x^4+x^6+e^{\frac{2 (-5+x)}{x}} \left(-160+10 x-80 x^2-10 x^4\right)\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)+\left(2 x^2-32 x^3-8 x^5+e^{\frac{-5+x}{x}} \left(-160+10 x-80 x^2-10 x^4\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)\right) \log \left(\log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)\right)}{\left(16 x^2-x^3+8 x^4+x^6\right) \log \left(-16+x-8 x^2-x^4\right) \log \left(\frac{1}{4} \log \left(-16+x-8 x^2-x^4\right)\right)} \, dx","-\left(\log \left(\log \left(\frac{1}{4} \log \left(x-\left(x^2+4\right)^2\right)\right)\right)+e^{1-\frac{5}{x}}\right)^2+x-1",1,"-E^(2 - 10/x) + x - (2*E^(1 - 5/x)*(16*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]] - x*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]] + 8*x^2*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]] + x^4*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]]))/((16 - x + 8*x^2 + x^4)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]) + 2*Defer[Int][Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]]/((16 - x + 8*x^2 + x^4)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]), x] - 32*Defer[Int][(x*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]])/((16 - x + 8*x^2 + x^4)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]), x] - 8*Defer[Int][(x^3*Log[Log[Log[-16 + x - 8*x^2 - x^4]/4]])/((16 - x + 8*x^2 + x^4)*Log[-16 + x - 8*x^2 - x^4]*Log[Log[-16 + x - 8*x^2 - x^4]/4]), x]","F",0,0,0,0,-1,"{}"
8042,1,257,0,0.7304097,"\int \frac{-28-88 x+13 x^2+16 x^3+2 x^4+e^x \left(-16+32 x-8 x^2-8 x^3-x^4\right) \log (16)+\left(16-64 x+72 x^2-8 x^3-15 x^4-2 x^5\right) \log (16)}{16-32 x+8 x^2+8 x^3+x^4} \, dx","Int[(-28 - 88*x + 13*x^2 + 16*x^3 + 2*x^4 + E^x*(-16 + 32*x - 8*x^2 - 8*x^3 - x^4)*Log[16] + (16 - 64*x + 72*x^2 - 8*x^3 - 15*x^4 - 2*x^5)*Log[16])/(16 - 32*x + 8*x^2 + 8*x^3 + x^4),x]","\frac{2 (2-x) x^2}{-x^2-4 x+4}-\frac{x^2}{4}+\frac{13 (2-x) x}{8 \left(-x^2-4 x+4\right)}-\frac{11 (2-x)}{-x^2-4 x+4}-\frac{7 (x+2)}{4 \left(-x^2-4 x+4\right)}+\frac{(2-x) x^3}{4 \left(-x^2-4 x+4\right)}+\frac{3 x}{2}+\left(8-5 \sqrt{2}\right) \log \left(x+2 \left(1-\sqrt{2}\right)\right)-\frac{1}{4} \left(32-23 \sqrt{2}\right) \log \left(x+2 \left(1-\sqrt{2}\right)\right)-\frac{1}{4} \left(32+23 \sqrt{2}\right) \log \left(x+2 \left(1+\sqrt{2}\right)\right)+\left(8+5 \sqrt{2}\right) \log \left(x+2 \left(1+\sqrt{2}\right)\right)-e^x \log (16)-\frac{1}{4} (1-2 x)^2 \log (16)+\frac{3 \tanh ^{-1}\left(\frac{x+2}{2 \sqrt{2}}\right)}{\sqrt{2}}","2 x+\frac{3}{x-\frac{4}{x+4}}-\left((x-1) x+e^x\right) \log (16)",1,"(3*x)/2 - x^2/4 - (11*(2 - x))/(4 - 4*x - x^2) + (13*(2 - x)*x)/(8*(4 - 4*x - x^2)) + (2*(2 - x)*x^2)/(4 - 4*x - x^2) + ((2 - x)*x^3)/(4*(4 - 4*x - x^2)) - (7*(2 + x))/(4*(4 - 4*x - x^2)) + (3*ArcTanh[(2 + x)/(2*Sqrt[2])])/Sqrt[2] - E^x*Log[16] - ((1 - 2*x)^2*Log[16])/4 - ((32 - 23*Sqrt[2])*Log[2*(1 - Sqrt[2]) + x])/4 + (8 - 5*Sqrt[2])*Log[2*(1 - Sqrt[2]) + x] + (8 + 5*Sqrt[2])*Log[2*(1 + Sqrt[2]) + x] - ((32 + 23*Sqrt[2])*Log[2*(1 + Sqrt[2]) + x])/4","B",24,13,95,0.1368,1,"{6688, 6742, 614, 618, 206, 638, 722, 738, 773, 632, 31, 800, 2194}"
8043,1,26,0,1.7706285,"\int \frac{e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x-2 x \log (3)-4 e^{2-x^2} x^2 \log (3)+\left(1+e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x\right) \log \left(e^{2 e^{2-x^2} \log (3)-2 x \log (3)} \left(-1-e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x\right)\right)}{\left(x+e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x^2\right) \log \left(e^{2 e^{2-x^2} \log (3)-2 x \log (3)} \left(-1-e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x\right)\right) \log \left(x \log \left(e^{2 e^{2-x^2} \log (3)-2 x \log (3)} \left(-1-e^{-2 e^{2-x^2} \log (3)+2 x \log (3)} x\right)\right)\right)} \, dx","Int[(E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x - 2*x*Log[3] - 4*E^(2 - x^2)*x^2*Log[3] + (1 + E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x)*Log[E^(2*E^(2 - x^2)*Log[3] - 2*x*Log[3])*(-1 - E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x)])/((x + E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x^2)*Log[E^(2*E^(2 - x^2)*Log[3] - 2*x*Log[3])*(-1 - E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x)]*Log[x*Log[E^(2*E^(2 - x^2)*Log[3] - 2*x*Log[3])*(-1 - E^(-2*E^(2 - x^2)*Log[3] + 2*x*Log[3])*x)]]),x]","\log \left(\log \left(x \log \left(-9^{e^{2-x^2}-x}-x\right)\right)\right)","\log \left(\log \left(x \log \left(-3^{2 e^{2-x^2}-2 x}-x\right)\right)\right)",1,"Log[Log[x*Log[-9^(E^(2 - x^2) - x) - x]]]","A",2,2,255,0.007843,1,"{6688, 6684}"
8044,0,0,0,2.991782,"\int \frac{-2 x+8 x^4-3 x^5+e^{\frac{4-2 x+e^x x}{x}} \left(8-6 x-8 x^3+12 x^4-3 x^5+e^x \left(-2 x^2+x^3+2 x^5-x^6\right)\right)}{12 x-12 x^2+3 x^3} \, dx","Int[(-2*x + 8*x^4 - 3*x^5 + E^((4 - 2*x + E^x*x)/x)*(8 - 6*x - 8*x^3 + 12*x^4 - 3*x^5 + E^x*(-2*x^2 + x^3 + 2*x^5 - x^6)))/(12*x - 12*x^2 + 3*x^3),x]","\int \frac{-2 x+8 x^4-3 x^5+e^{\frac{4-2 x+e^x x}{x}} \left(8-6 x-8 x^3+12 x^4-3 x^5+e^x \left(-2 x^2+x^3+2 x^5-x^6\right)\right)}{12 x-12 x^2+3 x^3} \, dx","\frac{\left(e^{e^x-\frac{2 (x-2)}{x}}+1\right) \left(x^4-x\right)}{3 (2-x)}",1,"14/(3*(2 - x)) - (4*x)/3 - (2*x^2)/3 - x^3/3 + (4*Defer[Int][E^(-2 + E^x + 4/x), x])/3 - (7*Defer[Int][E^(-2 + E^x + 4/x + x), x])/3 + (14*Defer[Int][E^(-2 + E^x + 4/x)/(-2 + x)^2, x])/3 + (14*Defer[Int][E^(-2 + E^x + 4/x)/(-2 + x), x])/3 - (14*Defer[Int][E^(-2 + E^x + 4/x + x)/(-2 + x), x])/3 + (2*Defer[Int][E^(-2 + E^x + 4/x)/x, x])/3 - (4*Defer[Int][E^(-2 + E^x + 4/x + x)*x, x])/3 - Defer[Int][E^(-2 + E^x + 4/x)*x^2, x] - (2*Defer[Int][E^(-2 + E^x + 4/x + x)*x^2, x])/3 - Defer[Int][E^(-2 + E^x + 4/x + x)*x^3, x]/3","F",0,0,0,0,-1,"{}"
8045,1,18,0,0.065464,"\int \frac{198 e+(-3-132 e) e^x+22 e^{1+2 x}}{9 e-6 e^{1+x}+e^{1+2 x}} \, dx","Int[(198*E + (-3 - 132*E)*E^x + 22*E^(1 + 2*x))/(9*E - 6*E^(1 + x) + E^(1 + 2*x)),x]","22 x-\frac{3}{e \left(3-e^x\right)}","-25 (3-x)-3 x+\frac{e^{x-1}}{e^x-3}+1",1,"-3/(E*(3 - E^x)) + 22*x","A",4,3,43,0.06977,1,"{2282, 12, 893}"
8046,0,0,0,0.1240497,"\int \frac{e^{25} (1+4 x)}{4 \left(-4 x+4 x^2+x \log (6 x)\right)} \, dx","Int[(E^25*(1 + 4*x))/(4*(-4*x + 4*x^2 + x*Log[6*x])),x]","\int \frac{e^{25} (1+4 x)}{4 \left(-4 x+4 x^2+x \log (6 x)\right)} \, dx","\frac{1}{4} e^{25} \log (4 x+\log (6 x)-4)",1,"(E^25*Defer[Int][1/(x*(-4 + 4*x + Log[6*x])), x])/4 + (E^25*Defer[Subst][Defer[Int][(-4 + 2*x + Log[3*x])^(-1), x], x, 2*x])/2","F",0,0,0,0,-1,"{}"
8047,0,0,0,0.9376626,"\int \frac{e \left(2+2 x-5 x^2+9 x^3\right)+e \left(-4 x^2+6 x^3\right) \log (x)+e \left(-x^2+x^3\right) \log ^2(x)+\left(e \left(-4 x+10 x^3\right)+8 e x^3 \log (x)+2 e x^3 \log ^2(x)\right) \log \left(\frac{2-5 x^2-4 x^2 \log (x)-x^2 \log ^2(x)}{x}\right)}{-2+5 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(E*(2 + 2*x - 5*x^2 + 9*x^3) + E*(-4*x^2 + 6*x^3)*Log[x] + E*(-x^2 + x^3)*Log[x]^2 + (E*(-4*x + 10*x^3) + 8*E*x^3*Log[x] + 2*E*x^3*Log[x]^2)*Log[(2 - 5*x^2 - 4*x^2*Log[x] - x^2*Log[x]^2)/x])/(-2 + 5*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2),x]","\int \frac{e \left(2+2 x-5 x^2+9 x^3\right)+e \left(-4 x^2+6 x^3\right) \log (x)+e \left(-x^2+x^3\right) \log ^2(x)+\left(e \left(-4 x+10 x^3\right)+8 e x^3 \log (x)+2 e x^3 \log ^2(x)\right) \log \left(\frac{2-5 x^2-4 x^2 \log (x)-x^2 \log ^2(x)}{x}\right)}{-2+5 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","e \left(x^2 \log \left(-x+\frac{2}{x}-x (\log (x)+2)^2\right)-x\right)",1,"-(E*x) + (E*x^2)/2 + 4*E*Defer[Int][x/(-2 + 5*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2), x] + 4*E*Defer[Int][x^3/(-2 + 5*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2), x] + 2*E*Defer[Int][(x^3*Log[x])/(-2 + 5*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2), x] + 2*E*Defer[Int][x*Log[2/x - 5*x - 4*x*Log[x] - x*Log[x]^2], x]","F",0,0,0,0,-1,"{}"
8048,1,32,0,0.1570244,"\int \left(1+e^{8 x} \left(66+10 e^{2 x}+12 x-16 x^2\right)\right) \, dx","Int[1 + E^(8*x)*(66 + 10*E^(2*x) + 12*x - 16*x^2),x]","-2 e^{8 x} x^2+2 e^{8 x} x+x+8 e^{8 x}+e^{10 x}","-2 e^{8 x} \left(x^2-x-\frac{e^{2 x}}{2}-4\right)+x+e^5",1,"8*E^(8*x) + E^(10*x) + x + 2*E^(8*x)*x - 2*E^(8*x)*x^2","A",12,5,25,0.2000,1,"{6741, 12, 6742, 2194, 2176}"
8049,0,0,0,4.1754427,"\int \frac{-36 x+54 x^2-18 x^3+\left(-36 x+72 x^2-18 x^3\right) \log (x)+\left(36 x-54 x^2+18 x^3\right) \log (x) \log \left(\frac{\left(2 x-2 x^2\right) \log (x)}{-2+x}\right)}{\left(2-3 x+x^2\right) \log (x) \log ^3\left(\frac{\left(2 x-2 x^2\right) \log (x)}{-2+x}\right)} \, dx","Int[(-36*x + 54*x^2 - 18*x^3 + (-36*x + 72*x^2 - 18*x^3)*Log[x] + (36*x - 54*x^2 + 18*x^3)*Log[x]*Log[((2*x - 2*x^2)*Log[x])/(-2 + x)])/((2 - 3*x + x^2)*Log[x]*Log[((2*x - 2*x^2)*Log[x])/(-2 + x)]^3),x]","\int \frac{-36 x+54 x^2-18 x^3+\left(-36 x+72 x^2-18 x^3\right) \log (x)+\left(36 x-54 x^2+18 x^3\right) \log (x) \log \left(\frac{\left(2 x-2 x^2\right) \log (x)}{-2+x}\right)}{\left(2-3 x+x^2\right) \log (x) \log ^3\left(\frac{\left(2 x-2 x^2\right) \log (x)}{-2+x}\right)} \, dx","\frac{9 x^2}{\log ^2\left(\frac{2 \left(x-x^2\right) \log (x)}{x-2}\right)}",1,"18*Defer[Int][Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^(-3), x] + 72*Defer[Int][1/((-2 + x)*Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^3), x] - 18*Defer[Int][1/((-1 + x)*Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^3), x] - 18*Defer[Int][x/Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^3, x] - 18*Defer[Int][x/(Log[x]*Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^3), x] + 18*Defer[Int][x/Log[(-2*(-1 + x)*x*Log[x])/(-2 + x)]^2, x]","F",0,0,0,0,-1,"{}"
8050,0,0,0,0.5481929,"\int e^{25-19 x+(25-19 x) \log \left(81 x^4\right)} \left(102 x-95 x^2-19 x^2 \log \left(81 x^4\right)\right) \, dx","Int[E^(25 - 19*x + (25 - 19*x)*Log[81*x^4])*(102*x - 95*x^2 - 19*x^2*Log[81*x^4]),x]","\int e^{25-19 x+(25-19 x) \log \left(81 x^4\right)} \left(102 x-95 x^2-19 x^2 \log \left(81 x^4\right)\right) \, dx","x^2 e^{(5 (5-4 x)+x) \left(\log \left(81 x^4\right)+1\right)}",1,"102*Defer[Int][x/E^((-25 + 19*x)*(1 + Log[81*x^4])), x] - 95*Defer[Int][x^2/E^((-25 + 19*x)*(1 + Log[81*x^4])), x] - 19*Defer[Int][(x^2*Log[81*x^4])/E^((-25 + 19*x)*(1 + Log[81*x^4])), x]","F",0,0,0,0,-1,"{}"
8051,-1,0,0,180.001381,"\int \exp \left(e^{32}+e^{4 x^2}+x^8+4 x^9+6 x^{10}+4 x^{11}+x^{12}+e^{16} \left(-2 x^4-4 x^5-2 x^6\right)+e^{2 x^2} \left(2 e^{16}-2 x^4-4 x^5-2 x^6\right)+\left(4 x^7+16 x^8+24 x^9+16 x^{10}+4 x^{11}+e^{16} \left(-4 x^3-8 x^4-4 x^5\right)+e^{2 x^2} \left(-4 x^3-8 x^4-4 x^5\right)\right) \log (x)+\left(6 x^6+24 x^7+36 x^8+24 x^9+6 x^{10}+e^{16} \left(-2 x^2-4 x^3-2 x^4\right)+e^{2 x^2} \left(-2 x^2-4 x^3-2 x^4\right)\right) \log ^2(x)+\left(4 x^5+16 x^6+24 x^7+16 x^8+4 x^9\right) \log ^3(x)+\left(x^4+4 x^5+6 x^6+4 x^7+x^8\right) \log ^4(x)\right) \left(8 e^{4 x^2} x+4 x^6+24 x^7+60 x^8+76 x^9+48 x^{10}+12 x^{11}+e^{16} \left(-4 x^2-16 x^3-24 x^4-12 x^5\right)+e^{2 x^2} \left(8 e^{16} x-4 x^2-16 x^3-24 x^4-20 x^5-16 x^6-8 x^7\right)+\left(12 x^5+76 x^6+200 x^7+264 x^8+172 x^9+44 x^{10}+e^{16} \left(-4 x-20 x^2-36 x^3-20 x^4\right)+e^{2 x^2} \left(-4 x-20 x^2-36 x^3-36 x^4-32 x^5-16 x^6\right)\right) \log (x)+\left(12 x^4+84 x^5+240 x^6+336 x^7+228 x^8+60 x^9+e^{16} \left(-4 x-12 x^2-8 x^3\right)+e^{2 x^2} \left(-4 x-12 x^2-16 x^3-16 x^4-8 x^5\right)\right) \log ^2(x)+\left(4 x^3+36 x^4+120 x^5+184 x^6+132 x^7+36 x^8\right) \log ^3(x)+\left(4 x^3+20 x^4+36 x^5+28 x^6+8 x^7\right) \log ^4(x)\right) \, dx","Int[E^(E^32 + E^(4*x^2) + x^8 + 4*x^9 + 6*x^10 + 4*x^11 + x^12 + E^16*(-2*x^4 - 4*x^5 - 2*x^6) + E^(2*x^2)*(2*E^16 - 2*x^4 - 4*x^5 - 2*x^6) + (4*x^7 + 16*x^8 + 24*x^9 + 16*x^10 + 4*x^11 + E^16*(-4*x^3 - 8*x^4 - 4*x^5) + E^(2*x^2)*(-4*x^3 - 8*x^4 - 4*x^5))*Log[x] + (6*x^6 + 24*x^7 + 36*x^8 + 24*x^9 + 6*x^10 + E^16*(-2*x^2 - 4*x^3 - 2*x^4) + E^(2*x^2)*(-2*x^2 - 4*x^3 - 2*x^4))*Log[x]^2 + (4*x^5 + 16*x^6 + 24*x^7 + 16*x^8 + 4*x^9)*Log[x]^3 + (x^4 + 4*x^5 + 6*x^6 + 4*x^7 + x^8)*Log[x]^4)*(8*E^(4*x^2)*x + 4*x^6 + 24*x^7 + 60*x^8 + 76*x^9 + 48*x^10 + 12*x^11 + E^16*(-4*x^2 - 16*x^3 - 24*x^4 - 12*x^5) + E^(2*x^2)*(8*E^16*x - 4*x^2 - 16*x^3 - 24*x^4 - 20*x^5 - 16*x^6 - 8*x^7) + (12*x^5 + 76*x^6 + 200*x^7 + 264*x^8 + 172*x^9 + 44*x^10 + E^16*(-4*x - 20*x^2 - 36*x^3 - 20*x^4) + E^(2*x^2)*(-4*x - 20*x^2 - 36*x^3 - 36*x^4 - 32*x^5 - 16*x^6))*Log[x] + (12*x^4 + 84*x^5 + 240*x^6 + 336*x^7 + 228*x^8 + 60*x^9 + E^16*(-4*x - 12*x^2 - 8*x^3) + E^(2*x^2)*(-4*x - 12*x^2 - 16*x^3 - 16*x^4 - 8*x^5))*Log[x]^2 + (4*x^3 + 36*x^4 + 120*x^5 + 184*x^6 + 132*x^7 + 36*x^8)*Log[x]^3 + (4*x^3 + 20*x^4 + 36*x^5 + 28*x^6 + 8*x^7)*Log[x]^4),x]","\text{\$Aborted}","\exp \left(\left(e^{2 x^2}-\left(x^2+x\right)^2 (x+\log (x))^2+e^{16}\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8052,1,29,0,0.4281112,"\int \frac{-2 e^4 x+e^x \left(6 x-6 x^2+x^3+x^4+e^4 \left(-6+6 x-x^2-x^3\right)\right)}{e^4 x^2-x^3} \, dx","Int[(-2*E^4*x + E^x*(6*x - 6*x^2 + x^3 + x^4 + E^4*(-6 + 6*x - x^2 - x^3)))/(E^4*x^2 - x^3),x]","-e^x x+\frac{6 e^x}{x}+2 \log \left(e^4-x\right)-2 \log (x)","\log \left(\frac{\left(e^4-x\right)^2}{x^2}\right)-e^x \left(x-\frac{6}{x}\right)+e",1,"(6*E^x)/x - E^x*x + 2*Log[E^4 - x] - 2*Log[x]","A",14,10,61,0.1639,1,"{1593, 6742, 36, 31, 29, 2199, 2194, 2177, 2178, 2176}"
8053,1,17,0,0.020471,"\int \frac{-1-256 e^{2+64 e^2 x^2} x^2}{x} \, dx","Int[(-1 - 256*E^(2 + 64*E^2*x^2)*x^2)/x,x]","-2 e^{64 e^2 x^2}-\log (x)","11-\log \left(\frac{1}{5} e^{2 e^{64 e^2 x^2}} x\right)",1,"-2*E^(64*E^2*x^2) - Log[x]","A",3,2,23,0.08696,1,"{14, 2209}"
8054,0,0,0,1.3660126,"\int \frac{-250 x^2-25 x^3-125 x^5+\left(-29600 x-8380 x^2-745 x^3+7380 x^4+1725 x^5+100 x^6\right) \log \left(\frac{37+4 x}{8+x}\right)}{\left(29600+12820 x+2076 x^2+29749 x^3+9864 x^4+1090 x^5+7440 x^6+1725 x^7+100 x^8\right) \log ^2\left(\frac{37+4 x}{8+x}\right)} \, dx","Int[(-250*x^2 - 25*x^3 - 125*x^5 + (-29600*x - 8380*x^2 - 745*x^3 + 7380*x^4 + 1725*x^5 + 100*x^6)*Log[(37 + 4*x)/(8 + x)])/((29600 + 12820*x + 2076*x^2 + 29749*x^3 + 9864*x^4 + 1090*x^5 + 7440*x^6 + 1725*x^7 + 100*x^8)*Log[(37 + 4*x)/(8 + x)]^2),x]","\int \frac{-250 x^2-25 x^3-125 x^5+\left(-29600 x-8380 x^2-745 x^3+7380 x^4+1725 x^5+100 x^6\right) \log \left(\frac{37+4 x}{8+x}\right)}{\left(29600+12820 x+2076 x^2+29749 x^3+9864 x^4+1090 x^5+7440 x^6+1725 x^7+100 x^8\right) \log ^2\left(\frac{37+4 x}{8+x}\right)} \, dx","\frac{x}{\left(-x^2-\frac{2}{x}-\frac{1}{5}\right) \log \left(\frac{5}{x+8}+4\right)}",1,"-25*Defer[Int][x^2/((8 + x)*(37 + 4*x)*(10 + x + 5*x^3)*Log[(37 + 4*x)/(8 + x)]^2), x] + 5*Defer[Int][(x*(-20 - x + 5*x^3))/((10 + x + 5*x^3)^2*Log[(37 + 4*x)/(8 + x)]), x]","F",0,0,0,0,-1,"{}"
8055,0,0,0,2.6003787,"\int \frac{e^{2 x^2-4 x \log \left(\frac{1}{x^2}\right)+2 \log ^2\left(\frac{1}{x^2}\right)} \left(-4+\left(-8+32 x+16 x^2+(-32-16 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)\right)}{x^3 \log ^2(x)} \, dx","Int[(E^(2*x^2 - 4*x*Log[x^(-2)] + 2*Log[x^(-2)]^2)*(-4 + (-8 + 32*x + 16*x^2 + (-32 - 16*x)*Log[x^(-2)])*Log[x]))/(x^3*Log[x]^2),x]","\int \frac{e^{2 x^2-4 x \log \left(\frac{1}{x^2}\right)+2 \log ^2\left(\frac{1}{x^2}\right)} \left(-4+\left(-8+32 x+16 x^2+(-32-16 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)\right)}{x^3 \log ^2(x)} \, dx","\frac{4 e^{2 \left(x-\log \left(\frac{1}{x^2}\right)\right)^2}}{x^2 \log (x)}",1,"-4*Defer[Int][E^(2*(x - Log[x^(-2)])^2)/(x^3*Log[x]^2), x] - 8*Defer[Int][E^(2*(x - Log[x^(-2)])^2)/(x^3*Log[x]), x] + 32*Defer[Int][E^(2*(x - Log[x^(-2)])^2)/(x^2*Log[x]), x] + 16*Defer[Int][E^(2*(x - Log[x^(-2)])^2)/(x*Log[x]), x] - 32*Defer[Int][(E^(2*(x - Log[x^(-2)])^2)*Log[x^(-2)])/(x^3*Log[x]), x] - 16*Defer[Int][(E^(2*(x - Log[x^(-2)])^2)*Log[x^(-2)])/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
8056,1,7,0,0.0032461,"\int 14 e^{9+14 x} \, dx","Int[14*E^(9 + 14*x),x]","e^{14 x+9}","e^{2 \left(-x^2-x+(x+4)^2-12\right)+1}",1,"E^(9 + 14*x)","A",2,2,9,0.2222,1,"{12, 2194}"
8057,0,0,0,134.3313013,"\int \frac{\exp \left(1+\left(4+e^x (-10+2 x)\right) \log \left(\frac{3 x}{2}\right)+\left(4+e^x (-20+4 x)+e^{2 x} \left(25-10 x+x^2\right)\right) \log ^2\left(\frac{3 x}{2}\right)\right) \left(4+e^x (-10+2 x)+\left(8+e^x \left(-40+2 x^2\right)+e^{2 x} \left(50-20 x+2 x^2\right)\right) \log \left(\frac{3 x}{2}\right)+\left(e^x \left(-16 x+4 x^2\right)+e^{2 x} \left(40 x-18 x^2+2 x^3\right)\right) \log ^2\left(\frac{3 x}{2}\right)\right)}{x} \, dx","Int[(E^(1 + (4 + E^x*(-10 + 2*x))*Log[(3*x)/2] + (4 + E^x*(-20 + 4*x) + E^(2*x)*(25 - 10*x + x^2))*Log[(3*x)/2]^2)*(4 + E^x*(-10 + 2*x) + (8 + E^x*(-40 + 2*x^2) + E^(2*x)*(50 - 20*x + 2*x^2))*Log[(3*x)/2] + (E^x*(-16*x + 4*x^2) + E^(2*x)*(40*x - 18*x^2 + 2*x^3))*Log[(3*x)/2]^2))/x,x]","\int \frac{\exp \left(1+\left(4+e^x (-10+2 x)\right) \log \left(\frac{3 x}{2}\right)+\left(4+e^x (-20+4 x)+e^{2 x} \left(25-10 x+x^2\right)\right) \log ^2\left(\frac{3 x}{2}\right)\right) \left(4+e^x (-10+2 x)+\left(8+e^x \left(-40+2 x^2\right)+e^{2 x} \left(50-20 x+2 x^2\right)\right) \log \left(\frac{3 x}{2}\right)+\left(e^x \left(-16 x+4 x^2\right)+e^{2 x} \left(40 x-18 x^2+2 x^3\right)\right) \log ^2\left(\frac{3 x}{2}\right)\right)}{x} \, dx","e^{\left(\left(e^x (5-x)-2\right) \log \left(\frac{3 x}{2}\right)-1\right)^2}+e^5",1,"4*Defer[Int][E^(1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2/x, x] - 10*Defer[Int][E^(x + (1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2)/x, x] + 8*Defer[Int][(E^(1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2*Log[(3*x)/2])/x, x] - 40*Defer[Int][(E^(x + (1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2)*Log[(3*x)/2])/x, x] + 50*Defer[Int][(E^(2*x + (1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2)*Log[(3*x)/2])/x, x] + 2*Defer[Int][E^(x + (1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2)*x*Log[(3*x)/2], x] + 2*Defer[Int][E^(2*x + (1 + (2 + E^x*(-5 + x))*Log[(3*x)/2])^2)*x*Log[(3*x)/2], x] + 4*Defer[Subst][Defer[Int][E^(2*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2), x], x, x/2] - 40*Defer[Subst][Defer[Int][E^(4*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*Log[3*x], x], x, x/2] - 32*Defer[Subst][Defer[Int][E^(2*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*Log[3*x]^2, x], x, x/2] + 80*Defer[Subst][Defer[Int][E^(4*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*Log[3*x]^2, x], x, x/2] + 16*Defer[Subst][Defer[Int][E^(2*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*x*Log[3*x]^2, x], x, x/2] - 72*Defer[Subst][Defer[Int][E^(4*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*x*Log[3*x]^2, x], x, x/2] + 16*Defer[Subst][Defer[Int][E^(4*x + (1 + (2 + E^(2*x)*(-5 + 2*x))*Log[3*x])^2)*x^2*Log[3*x]^2, x], x, x/2]","F",0,0,0,0,-1,"{}"
8058,0,0,0,12.345784,"\int \frac{-32-80 x+2 x^2-16 x \log (x)}{\left(1680 x+800 x^2+95 x^3+\left(656 x+320 x^2+39 x^3\right) \log (x)+\left(64 x+32 x^2+4 x^3\right) \log ^2(x)\right) \log \left(\frac{28224+12768 x+1444 x^2+\left(10752+5120 x+608 x^2\right) \log (x)+\left(1024+512 x+64 x^2\right) \log ^2(x)}{400+200 x+25 x^2+\left(160+80 x+10 x^2\right) \log (x)+\left(16+8 x+x^2\right) \log ^2(x)}\right)} \, dx","Int[(-32 - 80*x + 2*x^2 - 16*x*Log[x])/((1680*x + 800*x^2 + 95*x^3 + (656*x + 320*x^2 + 39*x^3)*Log[x] + (64*x + 32*x^2 + 4*x^3)*Log[x]^2)*Log[(28224 + 12768*x + 1444*x^2 + (10752 + 5120*x + 608*x^2)*Log[x] + (1024 + 512*x + 64*x^2)*Log[x]^2)/(400 + 200*x + 25*x^2 + (160 + 80*x + 10*x^2)*Log[x] + (16 + 8*x + x^2)*Log[x]^2)]),x]","\int \frac{-32-80 x+2 x^2-16 x \log (x)}{\left(1680 x+800 x^2+95 x^3+\left(656 x+320 x^2+39 x^3\right) \log (x)+\left(64 x+32 x^2+4 x^3\right) \log ^2(x)\right) \log \left(\frac{28224+12768 x+1444 x^2+\left(10752+5120 x+608 x^2\right) \log (x)+\left(1024+512 x+64 x^2\right) \log ^2(x)}{400+200 x+25 x^2+\left(160+80 x+10 x^2\right) \log (x)+\left(16+8 x+x^2\right) \log ^2(x)}\right)} \, dx","\log \left(\log \left(4 \left(4-\frac{x-4}{(x+4) (\log (x)+5)}\right)^2\right)\right)",1,"2*Defer[Int][1/((5 + Log[x])*(84 + 19*x + 16*Log[x] + 4*x*Log[x])*Log[(4*(84 + 19*x + 4*(4 + x)*Log[x])^2)/((4 + x)^2*(5 + Log[x])^2)]), x] - 8*Defer[Int][1/(x*(5 + Log[x])*(84 + 19*x + 16*Log[x] + 4*x*Log[x])*Log[(4*(84 + 19*x + 4*(4 + x)*Log[x])^2)/((4 + x)^2*(5 + Log[x])^2)]), x] - 80*Defer[Int][1/((4 + x)*(5 + Log[x])*(84 + 19*x + 16*Log[x] + 4*x*Log[x])*Log[(4*(84 + 19*x + 4*(4 + x)*Log[x])^2)/((4 + x)^2*(5 + Log[x])^2)]), x] - 16*Defer[Int][Log[x]/((4 + x)*(5 + Log[x])*(84 + 19*x + 16*Log[x] + 4*x*Log[x])*Log[(4*(84 + 19*x + 4*(4 + x)*Log[x])^2)/((4 + x)^2*(5 + Log[x])^2)]), x]","F",0,0,0,0,-1,"{}"
8059,1,23,0,0.4913013,"\int \frac{1925 x-77 e^2 x^2+3850 x^3-77 x^4+e \left(1925 x^2-154 x^3\right)+\left(-154 e x-154 x^2\right) \log (x)-77 \log ^2(x)}{4 e^2 x^4+8 e x^5+4 x^6+\left(8 e x^3+8 x^4\right) \log (x)+4 x^2 \log ^2(x)} \, dx","Int[(1925*x - 77*E^2*x^2 + 3850*x^3 - 77*x^4 + E*(1925*x^2 - 154*x^3) + (-154*E*x - 154*x^2)*Log[x] - 77*Log[x]^2)/(4*E^2*x^4 + 8*E*x^5 + 4*x^6 + (8*E*x^3 + 8*x^4)*Log[x] + 4*x^2*Log[x]^2),x]","\frac{77}{4 x}-\frac{1925}{4 \left(x^2+e x+\log (x)\right)}","\frac{77 \left(1-\frac{25 x}{x (x+e)+\log (x)}\right)}{4 x}",1,"77/(4*x) - 1925/(4*(E*x + x^2 + Log[x]))","A",5,4,101,0.03960,1,"{6688, 12, 6742, 6686}"
8060,1,35,0,0.0661389,"\int \frac{3 e^5 x-4 x^3+2 x^4+e^{2 x^2} \left(1-2 x^2\right)}{3 x^3} \, dx","Int[(3*E^5*x - 4*x^3 + 2*x^4 + E^(2*x^2)*(1 - 2*x^2))/(3*x^3),x]","\frac{x^2}{3}-\frac{e^{2 x^2}}{6 x^2}-\frac{4 x}{3}-\frac{e^5}{x}","-\frac{\frac{e^{2 x^2}}{6 x}+e^5}{x}-\frac{1}{3} (4-x) x+9",1,"-1/6*E^(2*x^2)/x^2 - E^5/x - (4*x)/3 + x^2/3","A",6,3,39,0.07692,1,"{12, 14, 2288}"
8061,1,13,0,0.0089969,"\int \frac{8-12 x}{-x+2 x^2} \, dx","Int[(8 - 12*x)/(-x + 2*x^2),x]","2 \log (1-2 x)-8 \log (x)","\log \left(\frac{(1-2 x)^2}{e^3 x^8}\right)",1,"2*Log[1 - 2*x] - 8*Log[x]","A",2,1,17,0.05882,1,"{631}"
8062,1,197,0,0.8345035,"\int \frac{e^4 \left(320-1664 x+1536 x^2+4032 x^3-6720 x^4+1248 x^5+912 x^6-1008 x^7-516 x^8-80 x^9-4 x^{10}\right)}{-32-80 x-160 x^2-120 x^3-50 x^4+119 x^5+95 x^6+75 x^7-60 x^8-25 x^9-31 x^{10}+25 x^{11}+5 x^{13}-5 x^{14}+x^{15}} \, dx","Int[(E^4*(320 - 1664*x + 1536*x^2 + 4032*x^3 - 6720*x^4 + 1248*x^5 + 912*x^6 - 1008*x^7 - 516*x^8 - 80*x^9 - 4*x^10))/(-32 - 80*x - 160*x^2 - 120*x^3 - 50*x^4 + 119*x^5 + 95*x^6 + 75*x^7 - 60*x^8 - 25*x^9 - 31*x^10 + 25*x^11 + 5*x^13 - 5*x^14 + x^15),x]","\frac{162 e^4 (2722-3085 x)}{117649 \left(x^2+x+1\right)^2}+\frac{250560 e^4 (2 x+1)}{117649 \left(x^2+x+1\right)}-\frac{960 e^4 (4168 x+2039)}{823543 \left(x^2+x+1\right)}+\frac{53595 e^4 (2 x+1)}{16807 \left(x^2+x+1\right)^2}-\frac{648 e^4 (19-577 x)}{16807 \left(x^2+x+1\right)^3}-\frac{3159 e^4 (2 x+1)}{343 \left(x^2+x+1\right)^3}+\frac{729 e^4 (16-39 x)}{2401 \left(x^2+x+1\right)^4}-\frac{493440 e^4}{823543 (2-x)}-\frac{182400 e^4}{117649 (2-x)^2}-\frac{24000 e^4}{16807 (2-x)^3}+\frac{10000 e^4}{2401 (2-x)^4}","\frac{e^4 \left(\frac{x (x+3)}{x-2}+1\right)^4}{\left(x^2+x+1\right)^4}",1,"(10000*E^4)/(2401*(2 - x)^4) - (24000*E^4)/(16807*(2 - x)^3) - (182400*E^4)/(117649*(2 - x)^2) - (493440*E^4)/(823543*(2 - x)) + (729*E^4*(16 - 39*x))/(2401*(1 + x + x^2)^4) - (648*E^4*(19 - 577*x))/(16807*(1 + x + x^2)^3) - (3159*E^4*(1 + 2*x))/(343*(1 + x + x^2)^3) + (162*E^4*(2722 - 3085*x))/(117649*(1 + x + x^2)^2) + (53595*E^4*(1 + 2*x))/(16807*(1 + x + x^2)^2) + (250560*E^4*(1 + 2*x))/(117649*(1 + x + x^2)) - (960*E^4*(2039 + 4168*x))/(823543*(1 + x + x^2))","B",23,6,124,0.04839,1,"{12, 2074, 638, 614, 618, 204}"
8063,1,33,0,0.2390028,"\int \frac{1}{20} e^{4-x^2} \left(1+20 e^{-4+x^2}+50 x-2 x^2+10 x \log (4)\right) \, dx","Int[(E^(4 - x^2)*(1 + 20*E^(-4 + x^2) + 50*x - 2*x^2 + 10*x*Log[4]))/20,x]","\frac{1}{20} e^{4-x^2} x-\frac{1}{4} e^{4-x^2} (5+\log (4))+x","x-\frac{1}{4} e^{4-x^2} \left(-\frac{x}{5}+5+\log (4)\right)",1,"x + (E^(4 - x^2)*x)/20 - (E^(4 - x^2)*(5 + Log[4]))/4","A",8,6,37,0.1622,1,"{6, 12, 6742, 2205, 2212, 2209}"
8064,1,16,0,0.2078781,"\int \frac{-20 \log (x)+x \log ^2(x)+10 \log \left(x^2\right)}{2 x \log ^2(x)} \, dx","Int[(-20*Log[x] + x*Log[x]^2 + 10*Log[x^2])/(2*x*Log[x]^2),x]","\frac{x}{2}-\frac{5 \log \left(x^2\right)}{\log (x)}","\frac{1}{2} \left(x-\frac{10 \log \left(x^2\right)}{\log (x)}\right)",1,"x/2 - (5*Log[x^2])/Log[x]","A",10,6,28,0.2143,1,"{12, 6742, 2302, 29, 30, 2366}"
8065,1,48,0,0.5822031,"\int \frac{8-42 x+36 x^2+\left(-2+10 x-8 x^2\right) \log (-1+x)}{-16+16 x+(8-8 x) \log (-1+x)+(-1+x) \log ^2(-1+x)} \, dx","Int[(8 - 42*x + 36*x^2 + (-2 + 10*x - 8*x^2)*Log[-1 + x])/(-16 + 16*x + (8 - 8*x)*Log[-1 + x] + (-1 + x)*Log[-1 + x]^2),x]","-\frac{4 x (1-x)}{4-\log (x-1)}-\frac{2 (1-x)}{4-\log (x-1)}+\frac{2}{4-\log (x-1)}","2 \left(\frac{(1-2 x) x}{\log (x-1)-4}+5\right)",1,"2/(4 - Log[-1 + x]) - (2*(1 - x))/(4 - Log[-1 + x]) - (4*(1 - x)*x)/(4 - Log[-1 + x])","B",32,13,53,0.2453,1,"{6741, 6742, 2418, 2389, 2297, 2299, 2178, 2390, 2302, 30, 2400, 2399, 2309}"
8066,0,0,0,3.9685601,"\int \frac{x^6+5 x^5 \log (x)+10 x^4 \log ^2(x)+10 x^3 \log ^3(x)+5 x^2 \log ^4(x)+x \log ^5(x)+e^{e^{-1+e^{e^x}}} \left(-16-16 x+e^{-1+e^{e^x}+e^x} \left(4 e^x x^2+4 e^x x \log (x)\right)\right)}{x^6+5 x^5 \log (x)+10 x^4 \log ^2(x)+10 x^3 \log ^3(x)+5 x^2 \log ^4(x)+x \log ^5(x)} \, dx","Int[(x^6 + 5*x^5*Log[x] + 10*x^4*Log[x]^2 + 10*x^3*Log[x]^3 + 5*x^2*Log[x]^4 + x*Log[x]^5 + E^E^(-1 + E^E^x)*(-16 - 16*x + E^(-1 + E^E^x + E^x)*(4*E^x*x^2 + 4*E^x*x*Log[x])))/(x^6 + 5*x^5*Log[x] + 10*x^4*Log[x]^2 + 10*x^3*Log[x]^3 + 5*x^2*Log[x]^4 + x*Log[x]^5),x]","\int \frac{x^6+5 x^5 \log (x)+10 x^4 \log ^2(x)+10 x^3 \log ^3(x)+5 x^2 \log ^4(x)+x \log ^5(x)+e^{e^{-1+e^{e^x}}} \left(-16-16 x+e^{-1+e^{e^x}+e^x} \left(4 e^x x^2+4 e^x x \log (x)\right)\right)}{x^6+5 x^5 \log (x)+10 x^4 \log ^2(x)+10 x^3 \log ^3(x)+5 x^2 \log ^4(x)+x \log ^5(x)} \, dx","x+\frac{4 e^{e^{e^{e^x}-1}}}{(x+\log (x))^4}+1",1,"x - 16*Defer[Int][E^E^(-1 + E^E^x)/(x + Log[x])^5, x] - 16*Defer[Int][E^E^(-1 + E^E^x)/(x*(x + Log[x])^5), x] + 4*Defer[Int][E^(-1 + E^E^x + E^(-1 + E^E^x) + E^x + x)/(x + Log[x])^4, x]","F",0,0,0,0,-1,"{}"
8067,0,0,0,2.8327856,"\int \frac{e^{2 e^2-2 x} (4-12 x)+9 x^4+e^{e^2-x} \left(-12 x^2-9 x^4\right)}{4 e^{2 e^2-2 x}-12 e^{e^2-x} x^2+9 x^4} \, dx","Int[(E^(2*E^2 - 2*x)*(4 - 12*x) + 9*x^4 + E^(E^2 - x)*(-12*x^2 - 9*x^4))/(4*E^(2*E^2 - 2*x) - 12*E^(E^2 - x)*x^2 + 9*x^4),x]","\int \frac{e^{2 e^2-2 x} (4-12 x)+9 x^4+e^{e^2-x} \left(-12 x^2-9 x^4\right)}{4 e^{2 e^2-2 x}-12 e^{e^2-x} x^2+9 x^4} \, dx","-\frac{3}{\frac{2}{x^2}-3 e^{x-e^2}}+x+e^5+3",1,"x - (3*x^2)/2 - (9*E^(-E^2 + x)*x^4)/4 - 27*Defer[Int][(E^(2*x)*x^5)/(-2*E^E^2 + 3*E^x*x^2)^2, x] - (27*Defer[Int][(E^(2*x)*x^6)/(-2*E^E^2 + 3*E^x*x^2)^2, x])/2 + 27*Defer[Int][(E^(-E^2 + 2*x)*x^5)/(-2*E^E^2 + 3*E^x*x^2), x] + (27*Defer[Int][(E^(-E^2 + 2*x)*x^6)/(-2*E^E^2 + 3*E^x*x^2), x])/4","F",0,0,0,0,-1,"{}"
8068,0,0,0,24.5079201,"\int \frac{e^x \left(10 x^3-10 x^4+e^3 \left(-10 x^2+10 x^3\right)\right)+e^x \left(20 e^3 x^2-20 x^3\right) \log \left(e^3-x\right)+e^x \left(10 e^3 x-10 x^2\right) \log ^2\left(e^3-x\right)+\log \left(-9+5 e^x\right) \left(-54 x^3+e^3 \left(-36 x+54 x^2\right)+e^x \left(30 x^3+e^3 \left(20 x-30 x^2\right)\right)+\left(-36 x+72 e^3 x-72 x^2+e^x \left(20 x-40 e^3 x+40 x^2\right)\right) \log \left(e^3-x\right)+\left(18 e^3-18 x+e^x \left(-10 e^3+10 x\right)\right) \log ^2\left(e^3-x\right)\right)}{9 x^5-18 x^6+9 x^7+e^3 \left(-9 x^4+18 x^5-9 x^6\right)+e^x \left(-5 x^5+10 x^6-5 x^7+e^3 \left(5 x^4-10 x^5+5 x^6\right)\right)+\left(-36 x^5+36 x^6+e^3 \left(36 x^4-36 x^5\right)+e^x \left(20 x^5-20 x^6+e^3 \left(-20 x^4+20 x^5\right)\right)\right) \log \left(e^3-x\right)+\left(-18 x^4+54 x^5+e^3 \left(18 x^3-54 x^4\right)+e^x \left(10 x^4-30 x^5+e^3 \left(-10 x^3+30 x^4\right)\right)\right) \log ^2\left(e^3-x\right)+\left(-36 e^3 x^3+36 x^4+e^x \left(20 e^3 x^3-20 x^4\right)\right) \log ^3\left(e^3-x\right)+\left(-9 e^3 x^2+9 x^3+e^x \left(5 e^3 x^2-5 x^3\right)\right) \log ^4\left(e^3-x\right)} \, dx","Int[(E^x*(10*x^3 - 10*x^4 + E^3*(-10*x^2 + 10*x^3)) + E^x*(20*E^3*x^2 - 20*x^3)*Log[E^3 - x] + E^x*(10*E^3*x - 10*x^2)*Log[E^3 - x]^2 + Log[-9 + 5*E^x]*(-54*x^3 + E^3*(-36*x + 54*x^2) + E^x*(30*x^3 + E^3*(20*x - 30*x^2)) + (-36*x + 72*E^3*x - 72*x^2 + E^x*(20*x - 40*E^3*x + 40*x^2))*Log[E^3 - x] + (18*E^3 - 18*x + E^x*(-10*E^3 + 10*x))*Log[E^3 - x]^2))/(9*x^5 - 18*x^6 + 9*x^7 + E^3*(-9*x^4 + 18*x^5 - 9*x^6) + E^x*(-5*x^5 + 10*x^6 - 5*x^7 + E^3*(5*x^4 - 10*x^5 + 5*x^6)) + (-36*x^5 + 36*x^6 + E^3*(36*x^4 - 36*x^5) + E^x*(20*x^5 - 20*x^6 + E^3*(-20*x^4 + 20*x^5)))*Log[E^3 - x] + (-18*x^4 + 54*x^5 + E^3*(18*x^3 - 54*x^4) + E^x*(10*x^4 - 30*x^5 + E^3*(-10*x^3 + 30*x^4)))*Log[E^3 - x]^2 + (-36*E^3*x^3 + 36*x^4 + E^x*(20*E^3*x^3 - 20*x^4))*Log[E^3 - x]^3 + (-9*E^3*x^2 + 9*x^3 + E^x*(5*E^3*x^2 - 5*x^3))*Log[E^3 - x]^4),x]","\int \frac{e^x \left(10 x^3-10 x^4+e^3 \left(-10 x^2+10 x^3\right)\right)+e^x \left(20 e^3 x^2-20 x^3\right) \log \left(e^3-x\right)+e^x \left(10 e^3 x-10 x^2\right) \log ^2\left(e^3-x\right)+\log \left(-9+5 e^x\right) \left(-54 x^3+e^3 \left(-36 x+54 x^2\right)+e^x \left(30 x^3+e^3 \left(20 x-30 x^2\right)\right)+\left(-36 x+72 e^3 x-72 x^2+e^x \left(20 x-40 e^3 x+40 x^2\right)\right) \log \left(e^3-x\right)+\left(18 e^3-18 x+e^x \left(-10 e^3+10 x\right)\right) \log ^2\left(e^3-x\right)\right)}{9 x^5-18 x^6+9 x^7+e^3 \left(-9 x^4+18 x^5-9 x^6\right)+e^x \left(-5 x^5+10 x^6-5 x^7+e^3 \left(5 x^4-10 x^5+5 x^6\right)\right)+\left(-36 x^5+36 x^6+e^3 \left(36 x^4-36 x^5\right)+e^x \left(20 x^5-20 x^6+e^3 \left(-20 x^4+20 x^5\right)\right)\right) \log \left(e^3-x\right)+\left(-18 x^4+54 x^5+e^3 \left(18 x^3-54 x^4\right)+e^x \left(10 x^4-30 x^5+e^3 \left(-10 x^3+30 x^4\right)\right)\right) \log ^2\left(e^3-x\right)+\left(-36 e^3 x^3+36 x^4+e^x \left(20 e^3 x^3-20 x^4\right)\right) \log ^3\left(e^3-x\right)+\left(-9 e^3 x^2+9 x^3+e^x \left(5 e^3 x^2-5 x^3\right)\right) \log ^4\left(e^3-x\right)} \, dx","\frac{2 \log \left(5 \left(e^x-2\right)+1\right)}{x \left(\left(x+\log \left(e^3-x\right)\right)^2-x\right)}",1,"-4*Defer[Int][Log[-9 + 5*E^x]/(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2, x] + 2*Defer[Int][Log[-9 + 5*E^x]/((E^3 - x)*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] + 4*E^3*Defer[Int][Log[-9 + 5*E^x]/((E^3 - x)*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] + 2*(1 - 2*E^3)*Defer[Int][Log[-9 + 5*E^x]/((E^3 - x)*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] + 2*Defer[Int][Log[-9 + 5*E^x]/(x*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] + 4*Defer[Int][(Log[-9 + 5*E^x]*Log[E^3 - x])/((E^3 - x)*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] - 4*(1 - E^(-3))*Defer[Int][(Log[-9 + 5*E^x]*Log[E^3 - x])/((E^3 - x)*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] - 4*(1 - E^(-3))*Defer[Int][(Log[-9 + 5*E^x]*Log[E^3 - x])/(x*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)^2), x] + 2*Defer[Int][1/(x*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)), x] + 18*Defer[Int][1/((-9 + 5*E^x)*x*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)), x] - 2*Defer[Int][Log[-9 + 5*E^x]/(x^2*(-x + x^2 + 2*x*Log[E^3 - x] + Log[E^3 - x]^2)), x]","F",0,0,0,0,-1,"{}"
8069,1,69,0,0.1162216,"\int \frac{-128+144 x-28 x^2+10 x^3+2 x^4+\left(16 x-4 x^2+2 x^3\right) \log (3)+\left(-16 x+4 x^2-2 x^3\right) \log \left(2 x^2\right)}{x^3} \, dx","Int[(-128 + 144*x - 28*x^2 + 10*x^3 + 2*x^4 + (16*x - 4*x^2 + 2*x^3)*Log[3] + (-16*x + 4*x^2 - 2*x^3)*Log[2*x^2])/x^3,x]","x^2+\frac{64}{x^2}+\log ^2\left(2 x^2\right)-2 x \log \left(2 x^2\right)+\frac{16 \log \left(2 x^2\right)}{x}+4 x+\frac{32}{x}+2 x (5+\log (3))-4 (7+\log (3)) \log (x)-\frac{16 (9+\log (3))}{x}","\left(-\log \left(2 x^2\right)-\frac{2 (4-x)}{x}+x+5+\log (3)\right)^2",1,"64/x^2 + 32/x + 4*x + x^2 + 2*x*(5 + Log[3]) - (16*(9 + Log[3]))/x - 4*(7 + Log[3])*Log[x] + (16*Log[2*x^2])/x - 2*x*Log[2*x^2] + Log[2*x^2]^2","B",9,6,62,0.09677,1,"{14, 1628, 2357, 2295, 2304, 2301}"
8070,1,38,0,0.068762,"\int \frac{-96 x+3021 x^2-15042 x^3-1911 x^4-60 x^5+\left(-1536 x+11328 x^2+1434 x^3+45 x^4\right) \log (4)}{256+32 x+x^2} \, dx","Int[(-96*x + 3021*x^2 - 15042*x^3 - 1911*x^4 - 60*x^5 + (-1536*x + 11328*x^2 + 1434*x^3 + 45*x^4)*Log[4])/(256 + 32*x + x^2),x]","-15 x^4+3 x^3 (1+5 \log (4))+3 x^2 (5-\log (4))-243 x-\frac{62208}{x+16}","3 \left(5 x^2-x\right) \left(\frac{x}{x+16}+x (\log (4)-x)\right)",1,"-243*x - 15*x^4 - 62208/(16 + x) + 3*x^2*(5 - Log[4]) + 3*x^3*(1 + 5*Log[4])","A",3,2,57,0.03509,1,"{27, 1850}"
8071,1,123,0,0.5467762,"\int \frac{-6 x^3-2 x^4-36 x^6-30 x^7-6 x^8+(-18-6 x) \log ^2(2)+e^{2 x} \left(-2 x^3-4 x^6-2 x^7+(-2+2 x) \log ^2(2)\right)+e^x \left(8 x^3+2 x^4+24 x^6+16 x^7+2 x^8+\left(12-4 x-2 x^2\right) \log ^2(2)\right)}{x^3} \, dx","Int[(-6*x^3 - 2*x^4 - 36*x^6 - 30*x^7 - 6*x^8 + (-18 - 6*x)*Log[2]^2 + E^(2*x)*(-2*x^3 - 4*x^6 - 2*x^7 + (-2 + 2*x)*Log[2]^2) + E^x*(8*x^3 + 2*x^4 + 24*x^6 + 16*x^7 + 2*x^8 + (12 - 4*x - 2*x^2)*Log[2]^2))/x^3,x]","-x^6+2 e^x x^5-6 x^5+6 e^x x^4-e^{2 x} x^4-9 x^4-x^2-\frac{6 e^x \log ^2(2)}{x^2}+\frac{e^{2 x} \log ^2(2)}{x^2}+\frac{9 \log ^2(2)}{x^2}+2 e^x x-6 x+6 e^x-e^{2 x}-\frac{2 e^x \log ^2(2)}{x}+\frac{6 \log ^2(2)}{x}","\left(\frac{x+3}{x}-\frac{e^x}{x}\right)^2 \left(-x^6-x^2+\log ^2(2)\right)",1,"6*E^x - E^(2*x) - 6*x + 2*E^x*x - x^2 - 9*x^4 + 6*E^x*x^4 - E^(2*x)*x^4 - 6*x^5 + 2*E^x*x^5 - x^6 + (9*Log[2]^2)/x^2 - (6*E^x*Log[2]^2)/x^2 + (E^(2*x)*Log[2]^2)/x^2 + (6*Log[2]^2)/x - (2*E^x*Log[2]^2)/x","B",47,7,117,0.05983,1,"{14, 1620, 2199, 2194, 2176, 2177, 2178}"
8072,1,11,0,0.0034689,"\int \frac{2+20 x}{45+2 x+10 x^2} \, dx","Int[(2 + 20*x)/(45 + 2*x + 10*x^2),x]","\log \left(10 x^2+2 x+45\right)","\log \left(x \left(2 x+\frac{2}{5}\right)+9\right)",1,"Log[45 + 2*x + 10*x^2]","A",1,1,18,0.05556,1,"{628}"
8073,0,0,0,0.5270596,"\int \frac{1}{3} \left(-72+18 x+90 x^2+36 x^3+e^{\frac{1}{3} \left(e^x+6 x\right)} \left(51-24 x-18 x^2+e^x \left(9-x-3 x^2\right)\right)\right) \, dx","Int[(-72 + 18*x + 90*x^2 + 36*x^3 + E^((E^x + 6*x)/3)*(51 - 24*x - 18*x^2 + E^x*(9 - x - 3*x^2)))/3,x]","\int \frac{1}{3} \left(-72+18 x+90 x^2+36 x^3+e^{\frac{1}{3} \left(e^x+6 x\right)} \left(51-24 x-18 x^2+e^x \left(9-x-3 x^2\right)\right)\right) \, dx","\left(x (x+3)-e^{2 x+\frac{e^x}{3}}+3\right) \left(3 \left(x^2-3\right)+x\right)+3",1,"-24*x + 3*x^2 + 10*x^3 + 3*x^4 + 17*Defer[Int][E^((E^x + 6*x)/3), x] + 3*Defer[Int][E^((E^x + 9*x)/3), x] - 8*Defer[Int][E^((E^x + 6*x)/3)*x, x] - Defer[Int][E^((E^x + 9*x)/3)*x, x]/3 - 6*Defer[Int][E^((E^x + 6*x)/3)*x^2, x] - Defer[Int][E^((E^x + 9*x)/3)*x^2, x]","F",0,0,0,0,-1,"{}"
8074,0,0,0,5.0261204,"\int \frac{e^{e^x+\frac{e^{e^x} \left(2-2 x^2\right)}{x \log (2)}} \left(2+2 x^2+e^x \left(-2 x+2 x^3\right)\right)}{x^2 \log (2)} \, dx","Int[(E^(E^x + (E^E^x*(2 - 2*x^2))/(x*Log[2]))*(2 + 2*x^2 + E^x*(-2*x + 2*x^3)))/(x^2*Log[2]),x]","\int \frac{e^{e^x+\frac{e^{e^x} \left(2-2 x^2\right)}{x \log (2)}} \left(2+2 x^2+e^x \left(-2 x+2 x^3\right)\right)}{x^2 \log (2)} \, dx","3-e^{\frac{e^{e^x} \left(\frac{2}{x^2}-2\right) x}{\log (2)}}",1,"(2*Defer[Int][E^(E^x + (E^E^x*(2 - 2*x^2))/(x*Log[2])), x])/Log[2] + (2*Defer[Int][E^(E^x + (E^E^x*(2 - 2*x^2))/(x*Log[2]))/x^2, x])/Log[2] - (2*Defer[Int][E^(E^x + x + (E^E^x*(2 - 2*x^2))/(x*Log[2]))/x, x])/Log[2] + (2*Defer[Int][E^(E^x + x + (E^E^x*(2 - 2*x^2))/(x*Log[2]))*x, x])/Log[2]","F",0,0,0,0,-1,"{}"
8075,0,0,0,1.0714788,"\int \frac{-8+e^5 (8-2 x)+2 x+x^3+e^{2 e^x} \left(2-2 e^5+2 e^x x^3\right)}{-4 x^3+e^{2 e^x} x^3+x^4} \, dx","Int[(-8 + E^5*(8 - 2*x) + 2*x + x^3 + E^(2*E^x)*(2 - 2*E^5 + 2*E^x*x^3))/(-4*x^3 + E^(2*E^x)*x^3 + x^4),x]","\int \frac{-8+e^5 (8-2 x)+2 x+x^3+e^{2 e^x} \left(2-2 e^5+2 e^x x^3\right)}{-4 x^3+e^{2 e^x} x^3+x^4} \, dx","\frac{e^5-1}{x^2}+\log \left(-x-e^{2 e^x}+4\right)-4",1,"Defer[Int][(-4 + E^(2*E^x) + x)^(-1), x] + 2*Defer[Int][E^(2*E^x + x)/(-4 + E^(2*E^x) + x), x] - 8*Defer[Int][1/(x^3*(-4 + E^(2*E^x) + x)), x] + 8*E^5*Defer[Int][1/(x^3*(-4 + E^(2*E^x) + x)), x] + 2*(1 - E^5)*Defer[Int][E^(2*E^x)/(x^3*(-4 + E^(2*E^x) + x)), x] + 2*Defer[Int][1/(x^2*(-4 + E^(2*E^x) + x)), x] - 2*E^5*Defer[Int][1/(x^2*(-4 + E^(2*E^x) + x)), x]","F",0,0,0,0,-1,"{}"
8076,0,0,0,2.6197745,"\int \frac{(-100 x+20 x \log (2)) \log (x)+(-200 x+40 x \log (2)) \log ^2(x)+e^{\frac{3+4 \log (x)}{12 \log (x)}} \left(-25 x-100 x \log (x)-200 x \log ^2(x)\right)}{100 e^{\frac{3+4 \log (x)}{6 \log (x)}} \log (x)+e^{\frac{3+4 \log (x)}{12 \log (x)}} (200-40 \log (2)) \log (x)+\left(100-40 \log (2)+4 \log ^2(2)\right) \log (x)} \, dx","Int[((-100*x + 20*x*Log[2])*Log[x] + (-200*x + 40*x*Log[2])*Log[x]^2 + E^((3 + 4*Log[x])/(12*Log[x]))*(-25*x - 100*x*Log[x] - 200*x*Log[x]^2))/(100*E^((3 + 4*Log[x])/(6*Log[x]))*Log[x] + E^((3 + 4*Log[x])/(12*Log[x]))*(200 - 40*Log[2])*Log[x] + (100 - 40*Log[2] + 4*Log[2]^2)*Log[x]),x]","\int \frac{(-100 x+20 x \log (2)) \log (x)+(-200 x+40 x \log (2)) \log ^2(x)+e^{\frac{3+4 \log (x)}{12 \log (x)}} \left(-25 x-100 x \log (x)-200 x \log ^2(x)\right)}{100 e^{\frac{3+4 \log (x)}{6 \log (x)}} \log (x)+e^{\frac{3+4 \log (x)}{12 \log (x)}} (200-40 \log (2)) \log (x)+\left(100-40 \log (2)+4 \log ^2(2)\right) \log (x)} \, dx","\frac{x^2 \log (x)}{-e^{\frac{\log (x)+\frac{3}{4}}{3 \log (x)}}-1+\frac{\log (2)}{5}}",1,"5*Defer[Int][x/(-5*E^(1/3 + 1/(4*Log[x])) - 5*(1 - Log[2]/5)), x] + (5*Defer[Int][x/((-5*E^(1/3 + 1/(4*Log[x])) - 5*(1 - Log[2]/5))*Log[x]), x])/4 + (5*(5 - Log[2])*Defer[Int][x/((5*E^(1/3 + 1/(4*Log[x])) + 5*(1 - Log[2]/5))^2*Log[x]), x])/4 + 10*Defer[Int][(x*Log[x])/(-5*E^(1/3 + 1/(4*Log[x])) - 5*(1 - Log[2]/5)), x]","F",0,0,0,0,-1,"{}"
8077,1,15,0,0.013444,"\int \frac{-5+x^3+e^x x^3+2 x^4}{x^3} \, dx","Int[(-5 + x^3 + E^x*x^3 + 2*x^4)/x^3,x]","x^2+\frac{5}{2 x^2}+x+e^x","x^2+\frac{5}{2 x^2}+x+e^x+2",1,"E^x + 5/(2*x^2) + x + x^2","A",5,2,21,0.09524,1,"{14, 2194}"
8078,0,0,0,7.8267366,"\int \frac{15-10 x+5 \log (2)-40 x \log (x)+30 x \log (x) \log (\log (x))-5 x \log (x) \log ^2(\log (x))}{\left(\left(-6 x+8 x^2-2 x \log (2)\right) \log (x)+\left(3 x-6 x^2+x \log (2)\right) \log (x) \log (\log (x))+x^2 \log (x) \log ^2(\log (x))\right) \log ^2\left(\frac{3-4 x+\log (2)+x \log (\log (x))}{-2+\log (\log (x))}\right)} \, dx","Int[(15 - 10*x + 5*Log[2] - 40*x*Log[x] + 30*x*Log[x]*Log[Log[x]] - 5*x*Log[x]*Log[Log[x]]^2)/(((-6*x + 8*x^2 - 2*x*Log[2])*Log[x] + (3*x - 6*x^2 + x*Log[2])*Log[x]*Log[Log[x]] + x^2*Log[x]*Log[Log[x]]^2)*Log[(3 - 4*x + Log[2] + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2),x]","\int \frac{15-10 x+5 \log (2)-40 x \log (x)+30 x \log (x) \log (\log (x))-5 x \log (x) \log ^2(\log (x))}{\left(\left(-6 x+8 x^2-2 x \log (2)\right) \log (x)+\left(3 x-6 x^2+x \log (2)\right) \log (x) \log (\log (x))+x^2 \log (x) \log ^2(\log (x))\right) \log ^2\left(\frac{3-4 x+\log (2)+x \log (\log (x))}{-2+\log (\log (x))}\right)} \, dx","\frac{5}{\log \left(x+\frac{-2 x+3+\log (2)}{\log (\log (x))-2}\right)}",1,"5*(3 + Log[2])*Defer[Int][1/(x*Log[x]*(2 - Log[Log[x]])*(4*x - 3*(1 + Log[2]/3) - x*Log[Log[x]])*Log[(-4*x + 3*(1 + Log[2]/3) + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2), x] + 40*Defer[Int][1/((-2 + Log[Log[x]])*(4*x - 3*(1 + Log[2]/3) - x*Log[Log[x]])*Log[(-4*x + 3*(1 + Log[2]/3) + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2), x] + 10*Defer[Int][1/(Log[x]*(-2 + Log[Log[x]])*(4*x - 3*(1 + Log[2]/3) - x*Log[Log[x]])*Log[(-4*x + 3*(1 + Log[2]/3) + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2), x] + 30*Defer[Int][Log[Log[x]]/((2 - Log[Log[x]])*(4*x - 3*(1 + Log[2]/3) - x*Log[Log[x]])*Log[(-4*x + 3*(1 + Log[2]/3) + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2), x] + 5*Defer[Int][Log[Log[x]]^2/((-2 + Log[Log[x]])*(4*x - 3*(1 + Log[2]/3) - x*Log[Log[x]])*Log[(-4*x + 3*(1 + Log[2]/3) + x*Log[Log[x]])/(-2 + Log[Log[x]])]^2), x]","F",0,0,0,0,-1,"{}"
8079,1,52,0,0.0140887,"\int \frac{1}{80} \left(5 x^4-12 x^5+7 x^6+e^5 \left(-16 x+48 x^2-32 x^3\right)\right) \, dx","Int[(5*x^4 - 12*x^5 + 7*x^6 + E^5*(-16*x + 48*x^2 - 32*x^3))/80,x]","\frac{x^7}{80}-\frac{x^6}{40}+\frac{x^5}{80}-\frac{e^5 x^4}{10}+\frac{e^5 x^3}{5}-\frac{e^5 x^2}{10}","\frac{1}{5} \left(\frac{1}{4} \left(\frac{x^3}{4}-2 e^5\right) \left(x-x^2\right)^2+3\right)",1,"-1/10*(E^5*x^2) + (E^5*x^3)/5 - (E^5*x^4)/10 + x^5/80 - x^6/40 + x^7/80","A",3,1,38,0.02632,1,"{12}"
8080,0,0,0,3.5208357,"\int \frac{e^{-\frac{6 x}{e^x-x^2}} \left(e^{2 x}-6 x^3+x^4+e^x \left(-6 x+4 x^2\right)\right)}{e^{2 x}-2 e^x x^2+x^4} \, dx","Int[(E^(2*x) - 6*x^3 + x^4 + E^x*(-6*x + 4*x^2))/(E^((6*x)/(E^x - x^2))*(E^(2*x) - 2*E^x*x^2 + x^4)),x]","\int \frac{e^{-\frac{6 x}{e^x-x^2}} \left(e^{2 x}-6 x^3+x^4+e^x \left(-6 x+4 x^2\right)\right)}{e^{2 x}-2 e^x x^2+x^4} \, dx","e^{\frac{6}{x-\frac{e^x}{x}}} x",1,"Defer[Int][E^((-6*x)/(E^x - x^2)), x] - 12*Defer[Int][x^3/(E^((6*x)/(E^x - x^2))*(-E^x + x^2)^2), x] + 6*Defer[Int][x^4/(E^((6*x)/(E^x - x^2))*(-E^x + x^2)^2), x] + 6*Defer[Int][x/(E^((6*x)/(E^x - x^2))*(-E^x + x^2)), x] - 6*Defer[Int][x^2/(E^((6*x)/(E^x - x^2))*(-E^x + x^2)), x]","F",0,0,0,0,-1,"{}"
8081,0,0,0,0.3249223,"\int \frac{450 x^2-675 x^2 \log (x) \log (\log (x))+12 \log (4) \log (x) \log ^3(\log (x))}{\log (x) \log ^3(\log (x))} \, dx","Int[(450*x^2 - 675*x^2*Log[x]*Log[Log[x]] + 12*Log[4]*Log[x]*Log[Log[x]]^3)/(Log[x]*Log[Log[x]]^3),x]","\int \frac{450 x^2-675 x^2 \log (x) \log (\log (x))+12 \log (4) \log (x) \log ^3(\log (x))}{\log (x) \log ^3(\log (x))} \, dx","1-x \left(\frac{225 x^2}{\log ^2(\log (x))}-12 \log (4)\right)",1,"3*x*Log[256] + 450*Defer[Int][x^2/(Log[x]*Log[Log[x]]^3), x] - 675*Defer[Int][x^2/Log[Log[x]]^2, x]","F",0,0,0,0,-1,"{}"
8082,1,46,0,0.0622226,"\int e^{-4-e^x (-1+x)-x} \left(4 x-2 x^2-2 e^x x^3\right) \, dx","Int[E^(-4 - E^x*(-1 + x) - x)*(4*x - 2*x^2 - 2*E^x*x^3),x]","\frac{2 e^{e^x (1-x)-x-4} \left(e^x x^3+x^2\right)}{-e^x (1-x)+e^x+1}","2 e^{-e^x x-x+e^x-4} x^2",1,"(2*E^(-4 + E^x*(1 - x) - x)*(x^2 + E^x*x^3))/(1 + E^x - E^x*(1 - x))","B",1,1,33,0.03030,1,"{2288}"
8083,1,19,0,0.2112374,"\int \frac{96+96 e^x}{16+e^{16}+16 e^{2 x}+e^8 (8-8 x)-32 x+16 x^2+e^x \left(-32-8 e^8+32 x-32 \log (4)\right)+\left(32+8 e^8-32 x\right) \log (4)+16 \log ^2(4)} \, dx","Int[(96 + 96*E^x)/(16 + E^16 + 16*E^(2*x) + E^8*(8 - 8*x) - 32*x + 16*x^2 + E^x*(-32 - 8*E^8 + 32*x - 32*Log[4]) + (32 + 8*E^8 - 32*x)*Log[4] + 16*Log[4]^2),x]","\frac{24}{-4 x-4 e^x+e^8+4+\log (256)}","-\frac{6}{x+e^x-\frac{e^8}{4}-1-\log (4)}",1,"24/(4 + E^8 - 4*E^x - 4*x + Log[256])","A",3,3,76,0.03947,1,"{6688, 12, 6686}"
8084,0,0,0,0.8379109,"\int \frac{2+2 x \log (x)-11 x \log ^2(x)}{-2 x \log (x)+\left(11 x+e^x x\right) \log ^2(x)} \, dx","Int[(2 + 2*x*Log[x] - 11*x*Log[x]^2)/(-2*x*Log[x] + (11*x + E^x*x)*Log[x]^2),x]","\int \frac{2+2 x \log (x)-11 x \log ^2(x)}{-2 x \log (x)+\left(11 x+e^x x\right) \log ^2(x)} \, dx","-x+\log \left(\frac{1}{4} \left(e^x-\frac{2}{\log (x)}+3\right)+2\right)+22",1,"2*Defer[Int][(-2 + 11*Log[x] + E^x*Log[x])^(-1), x] + 2*Defer[Int][1/(x*Log[x]*(-2 + 11*Log[x] + E^x*Log[x])), x] - 11*Defer[Int][Log[x]/(-2 + 11*Log[x] + E^x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8085,0,0,0,1.3901705,"\int \frac{2-26 x^2+22 x^3-3 x^4+x^2 \log (x)+\left(-2-27 x^2+11 x^3-x^4+x^2 \log (x)\right) \log \left(\frac{-2-27 x^2+11 x^3-x^4+x^2 \log (x)}{x^2}\right)}{-2-27 x^2+11 x^3-x^4+x^2 \log (x)} \, dx","Int[(2 - 26*x^2 + 22*x^3 - 3*x^4 + x^2*Log[x] + (-2 - 27*x^2 + 11*x^3 - x^4 + x^2*Log[x])*Log[(-2 - 27*x^2 + 11*x^3 - x^4 + x^2*Log[x])/x^2])/(-2 - 27*x^2 + 11*x^3 - x^4 + x^2*Log[x]),x]","\int \frac{2-26 x^2+22 x^3-3 x^4+x^2 \log (x)+\left(-2-27 x^2+11 x^3-x^4+x^2 \log (x)\right) \log \left(\frac{-2-27 x^2+11 x^3-x^4+x^2 \log (x)}{x^2}\right)}{-2-27 x^2+11 x^3-x^4+x^2 \log (x)} \, dx","x \log \left(-\frac{2}{x^2}-(5-x)^2+x+\log (x)-2\right)+x",1,"x - 4*Defer[Int][(2 + 27*x^2 - 11*x^3 + x^4 - x^2*Log[x])^(-1), x] - Defer[Int][x^2/(2 + 27*x^2 - 11*x^3 + x^4 - x^2*Log[x]), x] - 11*Defer[Int][x^3/(2 + 27*x^2 - 11*x^3 + x^4 - x^2*Log[x]), x] + 2*Defer[Int][x^4/(2 + 27*x^2 - 11*x^3 + x^4 - x^2*Log[x]), x] + Defer[Int][Log[-27 - 2/x^2 + 11*x - x^2 + Log[x]], x]","F",0,0,0,0,-1,"{}"
8086,1,36,0,0.1384724,"\int \frac{-1+e^3 x+\left(1-2 e^3 x\right) \log (x)+\left(-1+2 e^3 x\right) \log ^2(x)}{2 e^3 \log ^2(x)} \, dx","Int[(-1 + E^3*x + (1 - 2*E^3*x)*Log[x] + (-1 + 2*E^3*x)*Log[x]^2)/(2*E^3*Log[x]^2),x]","\frac{x^2}{2}-\frac{x}{2 e^3}+\frac{\left(1-e^3 x\right) x}{2 e^3 \log (x)}","\frac{1}{2} \left(\frac{1}{e^3}-x\right) \left(\frac{x}{\log (x)}-x\right)",1,"-1/2*x/E^3 + x^2/2 + (x*(1 - E^3*x))/(2*E^3*Log[x])","A",15,7,42,0.1667,1,"{12, 6742, 2320, 2330, 2298, 2309, 2178}"
8087,0,0,0,0.0881516,"\int \frac{-2+x^2+e^{e^x} \left(1-e^x x\right)}{x^2} \, dx","Int[(-2 + x^2 + E^E^x*(1 - E^x*x))/x^2,x]","\int \frac{-2+x^2+e^{e^x} \left(1-e^x x\right)}{x^2} \, dx","x-\frac{x+e^{e^x}-2}{x}",1,"2/x + x + Defer[Int][E^E^x/x^2, x] - Defer[Int][E^(E^x + x)/x, x]","F",0,0,0,0,-1,"{}"
8088,1,24,0,0.087168,"\int \frac{1-6 x}{x \log \left(e^{\frac{3-6 e^{15/2} x}{e^{15/2}}} x\right) \log \left(\log \left(e^{\frac{3-6 e^{15/2} x}{e^{15/2}}} x\right)\right)} \, dx","Int[(1 - 6*x)/(x*Log[E^((3 - 6*E^(15/2)*x)/E^(15/2))*x]*Log[Log[E^((3 - 6*E^(15/2)*x)/E^(15/2))*x]]),x]","\log \left(\log \left(\log \left(e^{\frac{3 \left(1-2 e^{15/2} x\right)}{e^{15/2}}} x\right)\right)\right)","\log \left(\log \left(\log \left(e^{3 \left(\frac{1}{e^{15/2}}-2 x\right)} x\right)\right)\right)+5",1,"Log[Log[Log[E^((3*(1 - 2*E^(15/2)*x))/E^(15/2))*x]]]","A",1,1,56,0.01786,1,"{6684}"
8089,1,33,0,9.4519693,"\int \frac{\left(-4-4 x+2 e^x x^2\right) \log \left(\frac{e^x x}{2+e^x \left(x+x^2\right)}\right)}{90 e^4 x+e^{4+x} \left(45 x^2+45 x^3\right)+\left(60 e^4 x+e^{4+x} \left(30 x^2+30 x^3\right)\right) \log ^2\left(\frac{e^x x}{2+e^x \left(x+x^2\right)}\right)+\left(10 e^4 x+e^{4+x} \left(5 x^2+5 x^3\right)\right) \log ^4\left(\frac{e^x x}{2+e^x \left(x+x^2\right)}\right)} \, dx","Int[((-4 - 4*x + 2*E^x*x^2)*Log[(E^x*x)/(2 + E^x*(x + x^2))])/(90*E^4*x + E^(4 + x)*(45*x^2 + 45*x^3) + (60*E^4*x + E^(4 + x)*(30*x^2 + 30*x^3))*Log[(E^x*x)/(2 + E^x*(x + x^2))]^2 + (10*E^4*x + E^(4 + x)*(5*x^2 + 5*x^3))*Log[(E^x*x)/(2 + E^x*(x + x^2))]^4),x]","-\frac{1}{15 e^4 \left(\frac{3}{\log ^2\left(\frac{e^x x}{e^x x (x+1)+2}\right)}+1\right)}","\frac{1}{5 e^4 \left(\log ^2\left(\frac{x}{x^2+x+2 e^{-x}}\right)+3\right)}",1,"-1/15*1/(E^4*(1 + 3/Log[(E^x*x)/(2 + E^x*x*(1 + x))]^2))","A",4,5,151,0.03311,1,"{6688, 12, 6742, 6711, 32}"
8090,1,35,0,1.3438185,"\int \frac{e^e (10-2 x)+2 e^e \log (x)+\left(5-x^2+x \log (x)\right) \log ^2\left(\frac{x^2}{9}\right)}{\left(15 x-3 x^2+3 x \log (x)\right) \log ^2\left(\frac{x^2}{9}\right)} \, dx","Int[(E^E*(10 - 2*x) + 2*E^E*Log[x] + (5 - x^2 + x*Log[x])*Log[x^2/9]^2)/((15*x - 3*x^2 + 3*x*Log[x])*Log[x^2/9]^2),x]","-\frac{e^e}{3 \log \left(\frac{x^2}{9}\right)}+\frac{x}{3}+\frac{5}{3} \log (-x+\log (x)+5)","\frac{1}{3} \left(-\frac{e^e}{\log \left(\frac{x^2}{9}\right)}+x+5 \log (-x+\log (x)+5)+2\right)",1,"x/3 - E^E/(3*Log[x^2/9]) + (5*Log[5 - x + Log[x]])/3","A",9,6,66,0.09091,1,"{6741, 12, 6742, 6684, 2302, 30}"
8091,1,13,0,0.0791188,"\int -\frac{5 e^{3+e^x+x}}{25+10 e^{3+e^x}+e^{6+2 e^x}} \, dx","Int[(-5*E^(3 + E^x + x))/(25 + 10*E^(3 + E^x) + E^(6 + 2*E^x)),x]","\frac{5}{e^{e^x+3}+5}","\frac{5}{e^{e^x+3}+5}",1,"5/(5 + E^(3 + E^x))","A",4,4,32,0.1250,1,"{12, 2282, 2246, 32}"
8092,0,0,0,2.0599363,"\int \frac{-305156281250-73279658750 x-7328903800 x^2-390814950 x^3-11721300 x^4-187500 x^5-1250 x^6+\left(-1464781300-234497450 x-14070000 x^2-375100 x^3-3750 x^4\right) \log (x)+\left(-2343700-187600 x-3750 x^2\right) \log ^2(x)-1250 \log ^3(x)}{3813964890624 x^3+916142488128 x^4+91662930072 x^5+4889659851 x^6+146670075 x^7+2345625 x^8+15625 x^9+\left(18308203200 x^3+2931843600 x^4+175965075 x^5+4691250 x^6+46875 x^7\right) \log (x)+\left(29295000 x^3+2345625 x^4+46875 x^5\right) \log ^2(x)+15625 x^3 \log ^3(x)} \, dx","Int[(-305156281250 - 73279658750*x - 7328903800*x^2 - 390814950*x^3 - 11721300*x^4 - 187500*x^5 - 1250*x^6 + (-1464781300 - 234497450*x - 14070000*x^2 - 375100*x^3 - 3750*x^4)*Log[x] + (-2343700 - 187600*x - 3750*x^2)*Log[x]^2 - 1250*Log[x]^3)/(3813964890624*x^3 + 916142488128*x^4 + 91662930072*x^5 + 4889659851*x^6 + 146670075*x^7 + 2345625*x^8 + 15625*x^9 + (18308203200*x^3 + 2931843600*x^4 + 175965075*x^5 + 4691250*x^6 + 46875*x^7)*Log[x] + (29295000*x^3 + 2345625*x^4 + 46875*x^5)*Log[x]^2 + 15625*x^3*Log[x]^3),x]","\int \frac{-305156281250-73279658750 x-7328903800 x^2-390814950 x^3-11721300 x^4-187500 x^5-1250 x^6+\left(-1464781300-234497450 x-14070000 x^2-375100 x^3-3750 x^4\right) \log (x)+\left(-2343700-187600 x-3750 x^2\right) \log ^2(x)-1250 \log ^3(x)}{3813964890624 x^3+916142488128 x^4+91662930072 x^5+4889659851 x^6+146670075 x^7+2345625 x^8+15625 x^9+\left(18308203200 x^3+2931843600 x^4+175965075 x^5+4691250 x^6+46875 x^7\right) \log (x)+\left(29295000 x^3+2345625 x^4+46875 x^5\right) \log ^2(x)+15625 x^3 \log ^3(x)} \, dx","\frac{1}{x^2 \left(\frac{x-1}{5 \left((x+25)^2+\log (x)\right)}+5\right)^2}",1,"1/(25*x^2) - (2302*Defer[Int][(15624 + 1251*x + 25*x^2 + 25*Log[x])^(-3), x])/25 - 2*Defer[Int][1/(x^3*(15624 + 1251*x + 25*x^2 + 25*Log[x])^3), x] - (2402*Defer[Int][1/(x^2*(15624 + 1251*x + 25*x^2 + 25*Log[x])^3), x])/25 + (4854*Defer[Int][1/(x*(15624 + 1251*x + 25*x^2 + 25*Log[x])^3), x])/25 - 4*Defer[Int][x/(15624 + 1251*x + 25*x^2 + 25*Log[x])^3, x] + 4*Defer[Int][(15624 + 1251*x + 25*x^2 + 25*Log[x])^(-2), x] - (52*Defer[Int][1/(x^3*(15624 + 1251*x + 25*x^2 + 25*Log[x])^2), x])/25 - 98*Defer[Int][1/(x^2*(15624 + 1251*x + 25*x^2 + 25*Log[x])^2), x] + (2402*Defer[Int][1/(x*(15624 + 1251*x + 25*x^2 + 25*Log[x])^2), x])/25 - (4*Defer[Int][1/(x^3*(15624 + 1251*x + 25*x^2 + 25*Log[x])), x])/25 + (2*Defer[Int][1/(x^2*(15624 + 1251*x + 25*x^2 + 25*Log[x])), x])/25","F",0,0,0,0,-1,"{}"
8093,1,19,0,0.017803,"\int \left(8-e^x+e^{2 e^x} \left(-16-32 e^x x\right)\right) \, dx","Int[8 - E^x + E^(2*E^x)*(-16 - 32*E^x*x),x]","-16 e^{2 e^x} x+8 x-e^x","4 \left(\left(2-4 e^{2 e^x}\right) x+3\right)-e^x",1,"-E^x + 8*x - 16*E^(2*E^x)*x","A",3,2,23,0.08696,1,"{2194, 2288}"
8094,1,60,0,0.098998,"\int \frac{e^5+\left(-12 e^5-3 x\right) \log (4)+3 \log (4) \log (x)+((3-6 x) \log (4)+3 \log (4) \log (x)) \log (2 x)}{e^5} \, dx","Int[(E^5 + (-12*E^5 - 3*x)*Log[4] + 3*Log[4]*Log[x] + ((3 - 6*x)*Log[4] + 3*Log[4]*Log[x])*Log[2*x])/E^5,x]","-\frac{3 x^2 \log (4) \log (2 x)}{e^5}+\frac{3 x^2 \log (4)}{2 e^5}+x+\frac{3 x \log (4) \log (x) \log (2 x)}{e^5}-\frac{3 \left(x+4 e^5\right)^2 \log (4)}{2 e^5}","x-x \log (4) \left(3 \left(3-\frac{(\log (x)-x) \log (2 x)}{e^5}\right)+3\right)",1,"x + (3*x^2*Log[4])/(2*E^5) - (3*(4*E^5 + x)^2*Log[4])/(2*E^5) - (3*x^2*Log[4]*Log[2*x])/E^5 + (3*x*Log[4]*Log[x]*Log[2*x])/E^5","B",12,6,46,0.1304,1,"{12, 2295, 6688, 6742, 2304, 2361}"
8095,0,0,0,0.8910267,"\int \frac{3 x^2+8 x^3-1280 x^6-32 x^4 \log (5)+3 x^2 \log ^2(5)}{1+24 x+192 x^2+512 x^3+768 x^4+12288 x^5+49152 x^6+196608 x^8+1572864 x^9+16777216 x^{12}+\left(96 x^2+1536 x^3+6144 x^4+49152 x^6+393216 x^7+6291456 x^{10}\right) \log (5)+\left(3+48 x+192 x^2+4608 x^4+36864 x^5+983040 x^8\right) \log ^2(5)+\left(192 x^2+1536 x^3+81920 x^6\right) \log ^3(5)+\left(3+24 x+3840 x^4\right) \log ^4(5)+96 x^2 \log ^5(5)+\log ^6(5)} \, dx","Int[(3*x^2 + 8*x^3 - 1280*x^6 - 32*x^4*Log[5] + 3*x^2*Log[5]^2)/(1 + 24*x + 192*x^2 + 512*x^3 + 768*x^4 + 12288*x^5 + 49152*x^6 + 196608*x^8 + 1572864*x^9 + 16777216*x^12 + (96*x^2 + 1536*x^3 + 6144*x^4 + 49152*x^6 + 393216*x^7 + 6291456*x^10)*Log[5] + (3 + 48*x + 192*x^2 + 4608*x^4 + 36864*x^5 + 983040*x^8)*Log[5]^2 + (192*x^2 + 1536*x^3 + 81920*x^6)*Log[5]^3 + (3 + 24*x + 3840*x^4)*Log[5]^4 + 96*x^2*Log[5]^5 + Log[5]^6),x]","\int \frac{3 x^2+8 x^3-1280 x^6-32 x^4 \log (5)+3 x^2 \log ^2(5)}{1+24 x+192 x^2+512 x^3+768 x^4+12288 x^5+49152 x^6+196608 x^8+1572864 x^9+16777216 x^{12}+\left(96 x^2+1536 x^3+6144 x^4+49152 x^6+393216 x^7+6291456 x^{10}\right) \log (5)+\left(3+48 x+192 x^2+4608 x^4+36864 x^5+983040 x^8\right) \log ^2(5)+\left(192 x^2+1536 x^3+81920 x^6\right) \log ^3(5)+\left(3+24 x+3840 x^4\right) \log ^4(5)+96 x^2 \log ^5(5)+\log ^6(5)} \, dx","\frac{x}{\left(\frac{\left(16 x^2+\log (5)\right)^2+4 x+1}{x}+4\right)^2}",1,"-3/(128*(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^2) - ((3 + 4*Log[5]^3 + Log[625])*Defer[Int][(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^(-3), x])/8 - 7*Log[5]*Defer[Int][x/(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^3, x] + 8*(1 - Log[5]^2)*Defer[Int][x^2/(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^3, x] + (Log[5]*Defer[Int][(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^(-2), x])/2 - 5*Defer[Int][x^2/(1 + 8*x + 256*x^4 + 32*x^2*Log[5] + Log[5]^2)^2, x]","F",0,0,0,0,-1,"{}"
8096,0,0,0,0.6378197,"\int \frac{16 \log (x)+(-2+2 \log (x)) \log \left(4 x^2\right) \log \left(\log ^2\left(4 x^2\right)\right)}{x^2 \log \left(4 x^2\right) \log ^3\left(\log ^2\left(4 x^2\right)\right)} \, dx","Int[(16*Log[x] + (-2 + 2*Log[x])*Log[4*x^2]*Log[Log[4*x^2]^2])/(x^2*Log[4*x^2]*Log[Log[4*x^2]^2]^3),x]","\int \frac{16 \log (x)+(-2+2 \log (x)) \log \left(4 x^2\right) \log \left(\log ^2\left(4 x^2\right)\right)}{x^2 \log \left(4 x^2\right) \log ^3\left(\log ^2\left(4 x^2\right)\right)} \, dx","-\frac{2 \log (x)}{x \log ^2\left(\log ^2\left(4 x^2\right)\right)}",1,"16*Defer[Int][Log[x]/(x^2*Log[4*x^2]*Log[Log[4*x^2]^2]^3), x] - 2*Defer[Int][1/(x^2*Log[Log[4*x^2]^2]^2), x] + 2*Defer[Int][Log[x]/(x^2*Log[Log[4*x^2]^2]^2), x]","F",0,0,0,0,-1,"{}"
8097,1,147,0,0.7042963,"\int \frac{-1344-60 e^8 x^2+e^4 \left(-480 x+96 x^2\right)+e^x \left(576+144 x-96 x^2+e^4 \left(240 x+72 x^2-24 x^3\right)+e^8 \left(30 x^2+15 x^3\right)\right)}{25 e^{11} x^2+e^7 \left(200 x-80 x^2\right)+e^3 \left(400-320 x+64 x^2\right)} \, dx","Int[(-1344 - 60*E^8*x^2 + E^4*(-480*x + 96*x^2) + E^x*(576 + 144*x - 96*x^2 + E^4*(240*x + 72*x^2 - 24*x^3) + E^8*(30*x^2 + 15*x^3)))/(25*E^11*x^2 + E^7*(200*x - 80*x^2) + E^3*(400 - 320*x + 64*x^2)),x]","-\frac{3 e^{x+1} x}{8-5 e^4}+\frac{12 e x}{8-5 e^4}+\frac{96 \left(28-5 e^4\right) e^{x-3}}{\left(8-5 e^4\right)^2 \left(20-\left(8-5 e^4\right) x\right)}-\frac{384 \left(28-5 e^4\right)}{e^3 \left(8-5 e^4\right)^2 \left(20-\left(8-5 e^4\right) x\right)}-\frac{6 \left(16+8 e^4-5 e^8\right) e^{x-3}}{\left(8-5 e^4\right)^2}+\frac{3 e^{x+1}}{8-5 e^4}","\frac{3 \left(e^x-4\right) (x+1)}{e^3 \left(5-\frac{8}{\frac{4}{x}+e^4}\right)}",1,"(3*E^(1 + x))/(8 - 5*E^4) - (6*E^(-3 + x)*(16 + 8*E^4 - 5*E^8))/(8 - 5*E^4)^2 + (12*E*x)/(8 - 5*E^4) - (3*E^(1 + x)*x)/(8 - 5*E^4) - (384*(28 - 5*E^4))/(E^3*(8 - 5*E^4)^2*(20 - (8 - 5*E^4)*x)) + (96*E^(-3 + x)*(28 - 5*E^4))/((8 - 5*E^4)^2*(20 - (8 - 5*E^4)*x))","B",14,9,109,0.08257,1,"{6688, 12, 6742, 683, 2199, 2194, 2176, 2177, 2178}"
8098,0,0,0,2.7326491,"\int \frac{4+5 e^{12+2 x^2-4 e^3 x^2+2 e^6 x^2}+5 x^2+e^{6+x^2-2 e^3 x^2+e^6 x^2} \left(18 x-16 e^3 x+8 e^6 x\right)}{5 e^{12+2 x^2-4 e^3 x^2+2 e^6 x^2}+10 e^{6+x^2-2 e^3 x^2+e^6 x^2} x+5 x^2} \, dx","Int[(4 + 5*E^(12 + 2*x^2 - 4*E^3*x^2 + 2*E^6*x^2) + 5*x^2 + E^(6 + x^2 - 2*E^3*x^2 + E^6*x^2)*(18*x - 16*E^3*x + 8*E^6*x))/(5*E^(12 + 2*x^2 - 4*E^3*x^2 + 2*E^6*x^2) + 10*E^(6 + x^2 - 2*E^3*x^2 + E^6*x^2)*x + 5*x^2),x]","\int \frac{4+5 e^{12+2 x^2-4 e^3 x^2+2 e^6 x^2}+5 x^2+e^{6+x^2-2 e^3 x^2+e^6 x^2} \left(18 x-16 e^3 x+8 e^6 x\right)}{5 e^{12+2 x^2-4 e^3 x^2+2 e^6 x^2}+10 e^{6+x^2-2 e^3 x^2+e^6 x^2} x+5 x^2} \, dx","x-\frac{4}{5 \left(x+e^{\left(x-e^3 x\right)^2+6}\right)}+e+8",1,"x + (4*Defer[Int][E^(4*E^3*x^2)/(E^(6 + (1 + E^6)*x^2) + E^(2*E^3*x^2)*x)^2, x])/5 + (2*(9 - 8*E^3 + 4*E^6)*Defer[Int][(E^(6 + (1 + E^3)^2*x^2)*x)/(E^(6 + (1 + E^6)*x^2) + E^(2*E^3*x^2)*x)^2, x])/5 + 2*Defer[Int][(E^(4*E^3*x^2)*x^2)/(E^(6 + (1 + E^6)*x^2) + E^(2*E^3*x^2)*x)^2, x] - 2*Defer[Int][(E^(2*E^3*x^2)*x)/(E^(6 + (1 + E^6)*x^2) + E^(2*E^3*x^2)*x), x]","F",0,0,0,0,-1,"{}"
8099,0,0,0,3.597215,"\int \frac{3 x+\frac{e^{-e^x+e^{x-x^2}-5 x} \left(-3-15 x-3 e^x x+e^{x-x^2} \left(3 x-6 x^2\right)\right)}{x}}{x} \, dx","Int[(3*x + (E^(-E^x + E^(x - x^2) - 5*x)*(-3 - 15*x - 3*E^x*x + E^(x - x^2)*(3*x - 6*x^2)))/x)/x,x]","\int \frac{3 x+\frac{e^{-e^x+e^{x-x^2}-5 x} \left(-3-15 x-3 e^x x+e^{x-x^2} \left(3 x-6 x^2\right)\right)}{x}}{x} \, dx","3 \left(\frac{e^{e^{x-x^2}-5 x-e^x}}{x}+x\right)",1,"3*x - 6*Defer[Int][E^(-E^x + E^(x - x^2) - x*(4 + x)), x] - 3*Defer[Int][E^(-E^x + E^((1 - x)*x) - 5*x)/x^2, x] - 15*Defer[Int][E^(-E^x + E^((1 - x)*x) - 5*x)/x, x] - 3*Defer[Int][E^(-E^x + E^(x - x^2) - 4*x)/x, x] + 3*Defer[Int][E^(-E^x + E^(x - x^2) - x*(4 + x))/x, x]","F",0,0,0,0,-1,"{}"
8100,0,0,0,20.3752501,"\int \frac{\exp \left(\frac{1}{4} \left(4 x+\left(e^{4+4 x} x-x^2\right) \log (\log (x+\log (x)))\right)\right) \left(-x-x^2+e^{4+4 x} (1+x)+(4 x+4 \log (x)) \log (x+\log (x))+\left(-2 x^2+e^{4+4 x} \left(x+4 x^2\right)+\left(-2 x+e^{4+4 x} (1+4 x)\right) \log (x)\right) \log (x+\log (x)) \log (\log (x+\log (x)))\right)}{(4 x+4 \log (x)) \log (x+\log (x))} \, dx","Int[(E^((4*x + (E^(4 + 4*x)*x - x^2)*Log[Log[x + Log[x]]])/4)*(-x - x^2 + E^(4 + 4*x)*(1 + x) + (4*x + 4*Log[x])*Log[x + Log[x]] + (-2*x^2 + E^(4 + 4*x)*(x + 4*x^2) + (-2*x + E^(4 + 4*x)*(1 + 4*x))*Log[x])*Log[x + Log[x]]*Log[Log[x + Log[x]]]))/((4*x + 4*Log[x])*Log[x + Log[x]]),x]","\int \frac{\exp \left(\frac{1}{4} \left(4 x+\left(e^{4+4 x} x-x^2\right) \log (\log (x+\log (x)))\right)\right) \left(-x-x^2+e^{4+4 x} (1+x)+(4 x+4 \log (x)) \log (x+\log (x))+\left(-2 x^2+e^{4+4 x} \left(x+4 x^2\right)+\left(-2 x+e^{4+4 x} (1+4 x)\right) \log (x)\right) \log (x+\log (x)) \log (\log (x+\log (x)))\right)}{(4 x+4 \log (x)) \log (x+\log (x))} \, dx","\exp \left(\frac{1}{4} x \left(4-\left(x-e^{4 x+4}\right) \log (\log (x+\log (x)))\right)\right)",1,"Defer[Int][E^x*Log[x + Log[x]]^(((E^(4 + 4*x) - x)*x)/4), x] + Defer[Int][(E^(4 + 5*x)*Log[x + Log[x]]^((-4 + E^(4 + 4*x)*x - x^2)/4))/(x + Log[x]), x]/4 - Defer[Int][(E^x*x*Log[x + Log[x]]^((-4 + E^(4 + 4*x)*x - x^2)/4))/(x + Log[x]), x]/4 + Defer[Int][(E^(4 + 5*x)*x*Log[x + Log[x]]^((-4 + E^(4 + 4*x)*x - x^2)/4))/(x + Log[x]), x]/4 - Defer[Int][(E^x*x^2*Log[x + Log[x]]^((-4 + E^(4 + 4*x)*x - x^2)/4))/(x + Log[x]), x]/4 + Defer[Int][E^(4 + 5*x)*Log[x + Log[x]]^(((E^(4 + 4*x) - x)*x)/4)*Log[Log[x + Log[x]]], x]/4 - Defer[Int][E^x*x*Log[x + Log[x]]^(((E^(4 + 4*x) - x)*x)/4)*Log[Log[x + Log[x]]], x]/2 + Defer[Int][E^(4 + 5*x)*x*Log[x + Log[x]]^(((E^(4 + 4*x) - x)*x)/4)*Log[Log[x + Log[x]]], x]","F",0,0,0,0,-1,"{}"
8101,1,27,0,0.5280519,"\int \frac{e^{-x^4} \left(8 e^{e^{\frac{2 e^{-x^4}}{\log (5)}}+\frac{2 e^{-x^4}}{\log (5)}} x^3-e^{x^4} \log (5)\right)}{2 \log (5)} \, dx","Int[(8*E^(E^(2/(E^x^4*Log[5])) + 2/(E^x^4*Log[5]))*x^3 - E^x^4*Log[5])/(2*E^x^4*Log[5]),x]","-\frac{1}{2} e^{e^{\frac{2 e^{-x^4}}{\log (5)}}}-\frac{x}{2}","\frac{1}{2} \left(-e^{e^{\frac{2 e^{-x^4}}{\log (5)}}}-x-1\right)",1,"-1/2*E^E^(2/(E^x^4*Log[5])) - x/2","A",7,5,61,0.08197,1,"{12, 6742, 6715, 2282, 2194}"
8102,0,0,0,2.6313334,"\int \frac{e^{2 x} \left(5-10 x+40 \log ^2(5)\right)+e^{2 x+2 x^2} \left(1-2 x+4 x^2+(8-16 x) \log ^2(5)\right)}{25 x^2-200 x \log ^2(5)+400 \log ^4(5)+e^{4 x^2} \left(x^2-8 x \log ^2(5)+16 \log ^4(5)\right)+e^{2 x^2} \left(10 x^2-80 x \log ^2(5)+160 \log ^4(5)\right)} \, dx","Int[(E^(2*x)*(5 - 10*x + 40*Log[5]^2) + E^(2*x + 2*x^2)*(1 - 2*x + 4*x^2 + (8 - 16*x)*Log[5]^2))/(25*x^2 - 200*x*Log[5]^2 + 400*Log[5]^4 + E^(4*x^2)*(x^2 - 8*x*Log[5]^2 + 16*Log[5]^4) + E^(2*x^2)*(10*x^2 - 80*x*Log[5]^2 + 160*Log[5]^4)),x]","\int \frac{e^{2 x} \left(5-10 x+40 \log ^2(5)\right)+e^{2 x+2 x^2} \left(1-2 x+4 x^2+(8-16 x) \log ^2(5)\right)}{25 x^2-200 x \log ^2(5)+400 \log ^4(5)+e^{4 x^2} \left(x^2-8 x \log ^2(5)+16 \log ^4(5)\right)+e^{2 x^2} \left(10 x^2-80 x \log ^2(5)+160 \log ^4(5)\right)} \, dx","\frac{e^{2 x}}{\left(e^{2 x^2}+5\right) \left(4 \log ^2(5)-x\right)}",1,"-20*Defer[Int][E^(2*x)/(5 + E^(2*x^2))^2, x] + 4*Defer[Int][E^(2*x)/(5 + E^(2*x^2)), x] + Defer[Int][E^(2*x)/((5 + E^(2*x^2))*(x - 4*Log[5]^2)^2), x] - 80*Log[5]^2*Defer[Int][E^(2*x)/((5 + E^(2*x^2))^2*(x - 4*Log[5]^2)), x] - 2*(1 - 8*Log[5]^2)*Defer[Int][E^(2*x)/((5 + E^(2*x^2))*(x - 4*Log[5]^2)), x]","F",0,0,0,0,-1,"{}"
8103,1,19,0,0.2532287,"\int \frac{8+2 e^2}{\left(5+6 x+x^2+e^2 (1+x)\right) \log \left(\frac{25+e^4+10 x+x^2+e^2 (10+2 x)}{1+2 x+x^2}\right) \log \left(\log \left(\frac{25+e^4+10 x+x^2+e^2 (10+2 x)}{1+2 x+x^2}\right)\right)} \, dx","Int[(8 + 2*E^2)/((5 + 6*x + x^2 + E^2*(1 + x))*Log[(25 + E^4 + 10*x + x^2 + E^2*(10 + 2*x))/(1 + 2*x + x^2)]*Log[Log[(25 + E^4 + 10*x + x^2 + E^2*(10 + 2*x))/(1 + 2*x + x^2)]]),x]","-\log \left(\log \left(\log \left(\frac{\left(x+e^2+5\right)^2}{(x+1)^2}\right)\right)\right)","-\log \left(\log \left(\log \left(\frac{\left(x+e^2+5\right)^2}{(x+1)^2}\right)\right)\right)+1+\frac{\log (25)}{4}",1,"-Log[Log[Log[(5 + E^2 + x)^2/(1 + x)^2]]]","A",3,3,94,0.03191,1,"{12, 6688, 6684}"
8104,1,273,0,0.7982734,"\int \frac{1080+436 x+140 x^2+40 x^3+4 x^4+\left(436+88 x+40 x^2+8 x^3\right) \log (4)+\left(44+4 x^2\right) \log ^2(4)+(20+8 x+4 \log (4)) \log (x)}{75 x^2+30 x^3+3 x^4+\left(30 x^2+6 x^3\right) \log (4)+3 x^2 \log ^2(4)} \, dx","Int[(1080 + 436*x + 140*x^2 + 40*x^3 + 4*x^4 + (436 + 88*x + 40*x^2 + 8*x^3)*Log[4] + (44 + 4*x^2)*Log[4]^2 + (20 + 8*x + 4*Log[4])*Log[x])/(75*x^2 + 30*x^3 + 3*x^4 + (30*x^2 + 6*x^3)*Log[4] + 3*x^2*Log[4]^2),x]","\frac{4 x}{3}-\frac{4 \left(35+\log ^2(4)+10 \log (4)\right)}{3 (x+5+\log (4))}-\frac{4 x \log (x)}{3 (5+\log (4))^2 (x+5+\log (4))}-\frac{8 (270+(109+22 \log (2)) \log (4)) \log (x)}{3 (5+\log (4))^3}+\frac{4 (109+22 \log (4)) \log (x)}{3 (5+\log (4))^2}+\frac{8 (270+(109+22 \log (2)) \log (4)) \log (x+5+\log (4))}{3 (5+\log (4))^3}-\frac{4 (109+22 \log (4)) \log (x+5+\log (4))}{3 (5+\log (4))^2}+\frac{4 \log (x+5+\log (4))}{3 (5+\log (4))^2}+\frac{4 (5+\log (4))^2}{3 (x+5+\log (4))}-\frac{4 (270+(109+22 \log (2)) \log (4))}{3 (5+\log (4))^2 (x+5+\log (4))}+\frac{4 (109+22 \log (4))}{3 (5+\log (4)) (x+5+\log (4))}-\frac{4 \log (x)}{3 x (5+\log (4))}-\frac{4 (270+(109+22 \log (2)) \log (4))}{3 x (5+\log (4))^2}-\frac{4}{3 x (5+\log (4))}","\frac{4 \left(x^2+\frac{x-\log (x)}{x+5+\log (4)}-11\right)}{3 x}",1,"(4*x)/3 - 4/(3*x*(5 + Log[4])) + (4*(5 + Log[4])^2)/(3*(5 + x + Log[4])) + (4*(109 + 22*Log[4]))/(3*(5 + Log[4])*(5 + x + Log[4])) - (4*(270 + (109 + 22*Log[2])*Log[4]))/(3*x*(5 + Log[4])^2) - (4*(270 + (109 + 22*Log[2])*Log[4]))/(3*(5 + Log[4])^2*(5 + x + Log[4])) - (4*(35 + 10*Log[4] + Log[4]^2))/(3*(5 + x + Log[4])) - (4*Log[x])/(3*x*(5 + Log[4])) - (4*x*Log[x])/(3*(5 + Log[4])^2*(5 + x + Log[4])) + (4*(109 + 22*Log[4])*Log[x])/(3*(5 + Log[4])^2) - (8*(270 + (109 + 22*Log[2])*Log[4])*Log[x])/(3*(5 + Log[4])^3) + (4*Log[5 + x + Log[4]])/(3*(5 + Log[4])^2) - (4*(109 + 22*Log[4])*Log[5 + x + Log[4]])/(3*(5 + Log[4])^2) + (8*(270 + (109 + 22*Log[2])*Log[4])*Log[5 + x + Log[4]])/(3*(5 + Log[4])^3)","B",18,10,104,0.09615,1,"{6, 6688, 12, 6742, 43, 44, 2357, 2304, 2314, 31}"
8105,1,33,0,0.1353079,"\int \frac{4 x^4-x^6-90 x^7+\left(5 x^2-2 x^4-180 x^5\right) \log (4)+\left(3-x^2-90 x^3\right) \log ^2(4)}{x^6+2 x^4 \log (4)+x^2 \log ^2(4)} \, dx","Int[(4*x^4 - x^6 - 90*x^7 + (5*x^2 - 2*x^4 - 180*x^5)*Log[4] + (3 - x^2 - 90*x^3)*Log[4]^2)/(x^6 + 2*x^4*Log[4] + x^2*Log[4]^2),x]","-45 x^2-\frac{x}{x^2+\log (4)}-\frac{3}{x}-\frac{x \log (16)}{2 \log (4)}","-45 x^2-\frac{x}{x^2+\log (4)}-x-\frac{3}{x}+5",1,"-3/x - 45*x^2 - x/(x^2 + Log[4]) - (x*Log[16])/(2*Log[4])","A",6,5,74,0.06757,1,"{1594, 28, 1805, 1586, 14}"
8106,0,0,0,0.6463596,"\int \frac{e^2 \left(-6 x+24 x^2\right)+e^4 \left(9 x^2-48 x^3\right) \log (x)+\left(6-24 x+e^2 \left(-12 x+72 x^2\right) \log (x)\right) \log (\log (x))+(3-24 x) \log (x) \log ^2(\log (x))}{64 \log (x)} \, dx","Int[(E^2*(-6*x + 24*x^2) + E^4*(9*x^2 - 48*x^3)*Log[x] + (6 - 24*x + E^2*(-12*x + 72*x^2)*Log[x])*Log[Log[x]] + (3 - 24*x)*Log[x]*Log[Log[x]]^2)/(64*Log[x]),x]","\int \frac{e^2 \left(-6 x+24 x^2\right)+e^4 \left(9 x^2-48 x^3\right) \log (x)+\left(6-24 x+e^2 \left(-12 x+72 x^2\right) \log (x)\right) \log (\log (x))+(3-24 x) \log (x) \log ^2(\log (x))}{64 \log (x)} \, dx","\frac{3}{16} \left(\frac{1}{4}-x\right) x \left(e^2 x-\log (\log (x))\right)^2",1,"(3*E^4*x^3)/64 - (3*E^4*x^4)/16 - (3*E^2*x^2*Log[Log[x]])/32 + (3*E^2*x^3*Log[Log[x]])/8 + (3*Defer[Int][Log[Log[x]]/Log[x], x])/32 - (3*Defer[Int][(x*Log[Log[x]])/Log[x], x])/8 + (3*Defer[Int][Log[Log[x]]^2, x])/64 - (3*Defer[Int][x*Log[Log[x]]^2, x])/8","F",0,0,0,0,-1,"{}"
8107,1,61,0,5.4735984,"\int \exp \left(-\frac{1}{2}+\frac{4 e^{4 x}+8 e^{3 x} x^2+12 e^{2 x} x^4+8 e^x x^6+2 x^8+e^{2 x} \left(4 e^{2 x}+8 e^x x^2+4 x^4\right)}{\sqrt{e}}\right) \left(16 e^{4 x}+16 x^7+e^{3 x} \left(16 x+24 x^2\right)+e^{2 x} \left(48 x^3+24 x^4\right)+e^x \left(48 x^5+8 x^6\right)+e^{2 x} \left(16 e^{2 x}+16 x^3+8 x^4+e^x \left(16 x+24 x^2\right)\right)\right) \, dx","Int[E^(-1/2 + (4*E^(4*x) + 8*E^(3*x)*x^2 + 12*E^(2*x)*x^4 + 8*E^x*x^6 + 2*x^8 + E^(2*x)*(4*E^(2*x) + 8*E^x*x^2 + 4*x^4))/Sqrt[E])*(16*E^(4*x) + 16*x^7 + E^(3*x)*(16*x + 24*x^2) + E^(2*x)*(48*x^3 + 24*x^4) + E^x*(48*x^5 + 8*x^6) + E^(2*x)*(16*E^(2*x) + 16*x^3 + 8*x^4 + E^x*(16*x + 24*x^2))),x]","\exp \left(\frac{1}{2}-\frac{-4 x^8-16 e^x x^6-32 e^{2 x} x^4-32 e^{3 x} x^2-16 e^{4 x}+\sqrt{e}}{2 \sqrt{e}}\right)","e^{\frac{2 \left(\left(x^2+e^x\right)^2+e^{2 x}\right)^2}{\sqrt{e}}}",1,"E^(1/2 - (Sqrt[E] - 16*E^(4*x) - 32*E^(3*x)*x^2 - 32*E^(2*x)*x^4 - 16*E^x*x^6 - 4*x^8)/(2*Sqrt[E]))","B",3,3,178,0.01685,1,"{6688, 12, 6706}"
8108,1,38,0,0.0967372,"\int \frac{e^{-2 x} \left(-45 x+45 x^2-9 x^3\right) \log (3)}{-1000+600 x-120 x^2+8 x^3} \, dx","Int[((-45*x + 45*x^2 - 9*x^3)*Log[3])/(E^(2*x)*(-1000 + 600*x - 120*x^2 + 8*x^3)),x]","\frac{9 e^{-2 x} x \left(5 x-x^2\right) \log (3)}{16 \left(-x^3+15 x^2-75 x+125\right)}","\frac{9 e^{-2 x} x^2 \log (3)}{16 (x-5)^2}+3",1,"(9*x*(5*x - x^2)*Log[3])/(16*E^(2*x)*(125 - 75*x + 15*x^2 - x^3))","A",3,3,39,0.07692,1,"{12, 1594, 2288}"
8109,0,0,0,4.6296107,"\int \frac{-15 e^2+e^{\frac{2 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}} \left(-60 e^2-20 x+30 e^2 \log (5)\right)}{3 \exp \left(2+\frac{4 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}\right)+\exp \left(2+\frac{2 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}\right) (-6+6 x)+e^2 \left(3-6 x+3 x^2\right)} \, dx","Int[(-15*E^2 + E^((2*(6*E^2*x + x^2 - 3*E^2*x*Log[5]))/(3*E^2))*(-60*E^2 - 20*x + 30*E^2*Log[5]))/(3*E^(2 + (4*(6*E^2*x + x^2 - 3*E^2*x*Log[5]))/(3*E^2)) + E^(2 + (2*(6*E^2*x + x^2 - 3*E^2*x*Log[5]))/(3*E^2))*(-6 + 6*x) + E^2*(3 - 6*x + 3*x^2)),x]","\int \frac{-15 e^2+e^{\frac{2 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}} \left(-60 e^2-20 x+30 e^2 \log (5)\right)}{3 \exp \left(2+\frac{4 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}\right)+\exp \left(2+\frac{2 \left(6 e^2 x+x^2-3 e^2 x \log (5)\right)}{3 e^2}\right) (-6+6 x)+e^2 \left(3-6 x+3 x^2\right)} \, dx","\frac{5}{x+e^{2 x \left(\frac{x}{3 e^2}+2-\log (5)\right)}-1}",1,"-Defer[Int][5^(1 + 4*x)/(-25^x + E^((2*x*(6 + x/E^2))/3) + 25^x*x)^2, x] - (10*(2 - Log[5])*Defer[Int][E^(2 + (2*x^2)/(3*E^2) + 2*x*(2 + Log[5]))/(-25^x + E^((2*x*(6 + x/E^2))/3) + 25^x*x)^2, x])/E^2 - (4*Defer[Int][(5^(1 + 4*x)*x)/(-25^x + E^((2*x*(6 + x/E^2))/3) + 25^x*x)^2, x])/(3*E^2) + (4*Defer[Int][(5^(1 + 4*x)*x^2)/(-25^x + E^((2*x*(6 + x/E^2))/3) + 25^x*x)^2, x])/(3*E^2) - (4*Defer[Int][(5^(1 + 2*x)*x)/(-25^x + E^((2*x*(6 + x/E^2))/3) + 25^x*x), x])/(3*E^2)","F",0,0,0,0,-1,"{}"
8110,-1,0,0,179.9997198,"\int \frac{-4+2 e^{x-x \log (2)}+4 x+4 e^x \log (2)-4 x \log (2)}{10 e^x-10 x+5 e^{x-x \log (2)} x} \, dx","Int[(-4 + 2*E^(x - x*Log[2]) + 4*x + 4*E^x*Log[2] - 4*x*Log[2])/(10*E^x - 10*x + 5*E^(x - x*Log[2])*x),x]","\text{\$Aborted}","\frac{1}{5} \log \left(\left(2 x-4 \left(x-e^x\right) e^{x \log (2)-x}\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8111,1,11,0,0.0042462,"\int -15 e^{\frac{1}{5} (198-75 x)} \, dx","Int[-15*E^((198 - 75*x)/5),x]","e^{\frac{3}{5} (66-25 x)}","e^{15 \left(\frac{51}{25}-x\right)+9}",1,"E^((3*(66 - 25*x))/5)","A",2,2,13,0.1538,1,"{12, 2194}"
8112,0,0,0,0.8758595,"\int \frac{-e^{4+4 x}+12 x^2-x^4+e^{2+2 x} \left(12-6 x-16 x^2\right)}{e^{4+4 x}-2 e^{2+2 x} x^2+x^4} \, dx","Int[(-E^(4 + 4*x) + 12*x^2 - x^4 + E^(2 + 2*x)*(12 - 6*x - 16*x^2))/(E^(4 + 4*x) - 2*E^(2 + 2*x)*x^2 + x^4),x]","\int \frac{-e^{4+4 x}+12 x^2-x^4+e^{2+2 x} \left(12-6 x-16 x^2\right)}{e^{4+4 x}-2 e^{2+2 x} x^2+x^4} \, dx","\frac{3 (4 (x+1)-x) x}{e^{2 x+2}-x^2}-x+4",1,"-x + 6*Defer[Int][(E^(1 + x) - x)^(-2), x] - (3*Defer[Int][(E^(1 + x) - x)^(-1), x])/2 - (3*Defer[Int][x/(E^(1 + x) - x)^2, x])/2 - (9*Defer[Int][x/(E^(1 + x) - x), x])/2 - (9*Defer[Int][x^2/(E^(1 + x) - x)^2, x])/2 + 6*Defer[Int][(E^(1 + x) + x)^(-2), x] - (3*Defer[Int][x/(E^(1 + x) + x)^2, x])/2 - (9*Defer[Int][x^2/(E^(1 + x) + x)^2, x])/2 + (3*Defer[Int][(E^(1 + x) + x)^(-1), x])/2 + (9*Defer[Int][x/(E^(1 + x) + x), x])/2","F",0,0,0,0,-1,"{}"
8113,0,0,0,53.7363951,"\int \frac{\exp \left(\frac{2 x^2+4 x^3+2 x^4+4 x \log (4)+\left(2 x+4 x^2+2 x^3\right) \log (x)}{x+2 x^2+x^3+\left(1+2 x+x^2\right) \log (x)}\right) \left(2 x^2+6 x^3+6 x^4+2 x^5+\left(-4-4 x-8 x^2\right) \log (4)+\left(4 x+12 x^2+12 x^3+4 x^4+(4-4 x) \log (4)\right) \log (x)+\left(2+6 x+6 x^2+2 x^3\right) \log ^2(x)\right)}{x^2+3 x^3+3 x^4+x^5+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log (x)+\left(1+3 x+3 x^2+x^3\right) \log ^2(x)} \, dx","Int[(E^((2*x^2 + 4*x^3 + 2*x^4 + 4*x*Log[4] + (2*x + 4*x^2 + 2*x^3)*Log[x])/(x + 2*x^2 + x^3 + (1 + 2*x + x^2)*Log[x]))*(2*x^2 + 6*x^3 + 6*x^4 + 2*x^5 + (-4 - 4*x - 8*x^2)*Log[4] + (4*x + 12*x^2 + 12*x^3 + 4*x^4 + (4 - 4*x)*Log[4])*Log[x] + (2 + 6*x + 6*x^2 + 2*x^3)*Log[x]^2))/(x^2 + 3*x^3 + 3*x^4 + x^5 + (2*x + 6*x^2 + 6*x^3 + 2*x^4)*Log[x] + (1 + 3*x + 3*x^2 + x^3)*Log[x]^2),x]","\int \frac{\exp \left(\frac{2 x^2+4 x^3+2 x^4+4 x \log (4)+\left(2 x+4 x^2+2 x^3\right) \log (x)}{x+2 x^2+x^3+\left(1+2 x+x^2\right) \log (x)}\right) \left(2 x^2+6 x^3+6 x^4+2 x^5+\left(-4-4 x-8 x^2\right) \log (4)+\left(4 x+12 x^2+12 x^3+4 x^4+(4-4 x) \log (4)\right) \log (x)+\left(2+6 x+6 x^2+2 x^3\right) \log ^2(x)\right)}{x^2+3 x^3+3 x^4+x^5+\left(2 x+6 x^2+6 x^3+2 x^4\right) \log (x)+\left(1+3 x+3 x^2+x^3\right) \log ^2(x)} \, dx","\exp \left(4 \left(\frac{x}{2}+\frac{x \log (4)}{(x+1)^2 (x+\log (x))}\right)\right)",1,"Defer[Int][2^(1 + (8*x)/((1 + x)^2*(x + Log[x])))*E^((2*x^2)/(x + Log[x]))*x^((2*x)/(x + Log[x])), x] - Log[4]*Defer[Int][(2^(2 + (8*x)/((1 + x)^2*(x + Log[x])))*E^((2*x^2)/(x + Log[x]))*x^((2*x)/(x + Log[x])))/((1 + x)*(x + Log[x])^2), x] + Log[4]*Defer[Int][(2^(3 + (8*x)/((1 + x)^2*(x + Log[x])))*E^((2*x^2)/(x + Log[x]))*x^((2*x)/(x + Log[x])))/((1 + x)^3*(x + Log[x])), x] - Log[4]*Defer[Int][(2^(2 + (8*x)/((1 + x)^2*(x + Log[x])))*E^((2*x^2)/(x + Log[x]))*x^((2*x)/(x + Log[x])))/((1 + x)^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
8114,1,14,0,0.1335895,"\int \frac{e^{-29+e^x} \left(-1+e^x x \log (3 x)\right)}{x \log ^2(3 x)} \, dx","Int[(E^(-29 + E^x)*(-1 + E^x*x*Log[3*x]))/(x*Log[3*x]^2),x]","\frac{e^{e^x-29}}{\log (3 x)}","\frac{e^{e^x-29}}{\log (3 x)}",1,"E^(-29 + E^x)/Log[3*x]","A",1,1,28,0.03571,1,"{2288}"
8115,1,11,0,0.0042678,"\int \left(-1-e^{2-x}\right) \, dx","Int[-1 - E^(2 - x),x]","e^{2-x}-x","-x+e^{2-x}-1",1,"E^(2 - x) - x","A",2,1,11,0.09091,1,"{2194}"
8116,1,22,0,0.0487582,"\int e^{-\log ^2(25 x)} \left(e^x \left(-2 x+29 x^2+10 x^3\right)+e^x \left(2 x-20 x^2\right) \log (25 x)\right) \, dx","Int[(E^x*(-2*x + 29*x^2 + 10*x^3) + E^x*(2*x - 20*x^2)*Log[25*x])/E^Log[25*x]^2,x]","x \left(x-10 x^2\right) \left(-e^{x-\log ^2(25 x)}\right)","x^2 (10 x-1) e^{x-\log ^2(25 x)}",1,"-(E^(x - Log[25*x]^2)*x*(x - 10*x^2))","A",1,1,47,0.02128,1,"{2288}"
8117,0,0,0,1.5522362,"\int \frac{\left(9 x^3+24 x^4+16 x^5\right) \log (x)+\left(-1-4 x-4 x^2+\left(-3 x-8 x^2-8 x^3\right) \log (x)\right) \log (\log (4))+\left(6 x^2+20 x^3+16 x^4\right) \log (x) \log (\log (x))+\left(x+4 x^2+4 x^3\right) \log (x) \log ^2(\log (x))}{\left(9 x^3+24 x^4+16 x^5\right) \log (x)+\left(6 x^2+20 x^3+16 x^4\right) \log (x) \log (\log (x))+\left(x+4 x^2+4 x^3\right) \log (x) \log ^2(\log (x))} \, dx","Int[((9*x^3 + 24*x^4 + 16*x^5)*Log[x] + (-1 - 4*x - 4*x^2 + (-3*x - 8*x^2 - 8*x^3)*Log[x])*Log[Log[4]] + (6*x^2 + 20*x^3 + 16*x^4)*Log[x]*Log[Log[x]] + (x + 4*x^2 + 4*x^3)*Log[x]*Log[Log[x]]^2)/((9*x^3 + 24*x^4 + 16*x^5)*Log[x] + (6*x^2 + 20*x^3 + 16*x^4)*Log[x]*Log[Log[x]] + (x + 4*x^2 + 4*x^3)*Log[x]*Log[Log[x]]^2),x]","\int \frac{\left(9 x^3+24 x^4+16 x^5\right) \log (x)+\left(-1-4 x-4 x^2+\left(-3 x-8 x^2-8 x^3\right) \log (x)\right) \log (\log (4))+\left(6 x^2+20 x^3+16 x^4\right) \log (x) \log (\log (x))+\left(x+4 x^2+4 x^3\right) \log (x) \log ^2(\log (x))}{\left(9 x^3+24 x^4+16 x^5\right) \log (x)+\left(6 x^2+20 x^3+16 x^4\right) \log (x) \log (\log (x))+\left(x+4 x^2+4 x^3\right) \log (x) \log ^2(\log (x))} \, dx","x+\frac{\log (\log (4))}{\frac{x}{2 x+1}+2 x+\log (\log (x))}",1,"x - 3*Log[Log[4]]*Defer[Int][(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^(-2), x] - 8*Log[Log[4]]*Defer[Int][x/(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^2, x] - 8*Log[Log[4]]*Defer[Int][x^2/(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^2, x] - 4*Log[Log[4]]*Defer[Int][1/(Log[x]*(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^2), x] - Log[Log[4]]*Defer[Int][1/(x*Log[x]*(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^2), x] - 4*Log[Log[4]]*Defer[Int][x/(Log[x]*(3*x + 4*x^2 + Log[Log[x]] + 2*x*Log[Log[x]])^2), x]","F",0,0,0,0,-1,"{}"
8118,0,0,0,0.8074943,"\int \frac{(2560-512 x) \log (x)+(-1280+256 x+(-1280-256 x) \log (x)) \log \left(x^2\right)+\left(-250 x+150 x^2-30 x^3+2 x^4\right) \log ^2\left(x^2\right)}{\left(-125+75 x-15 x^2+x^3\right) \log ^2\left(x^2\right)} \, dx","Int[((2560 - 512*x)*Log[x] + (-1280 + 256*x + (-1280 - 256*x)*Log[x])*Log[x^2] + (-250*x + 150*x^2 - 30*x^3 + 2*x^4)*Log[x^2]^2)/((-125 + 75*x - 15*x^2 + x^3)*Log[x^2]^2),x]","\int \frac{(2560-512 x) \log (x)+(-1280+256 x+(-1280-256 x) \log (x)) \log \left(x^2\right)+\left(-250 x+150 x^2-30 x^3+2 x^4\right) \log ^2\left(x^2\right)}{\left(-125+75 x-15 x^2+x^3\right) \log ^2\left(x^2\right)} \, dx","x^2+\frac{\left(\frac{2 (x+3)}{5-x}+2\right)^2 x \log (x)}{\log \left(x^2\right)}+4",1,"x^2 - 512*Defer[Int][Log[x]/((-5 + x)^2*Log[x^2]^2), x] - 1280*Defer[Int][1/((-5 + x)^3*Log[x^2]), x] + 256*Defer[Int][x/((-5 + x)^3*Log[x^2]), x] - 2560*Defer[Int][Log[x]/((-5 + x)^3*Log[x^2]), x] - 256*Defer[Int][Log[x]/((-5 + x)^2*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
8119,1,19,0,0.1805758,"\int \frac{e^{1+2 x} (1+x)+\left(e^{2 x} \left(e \left(22 x+2 x^2\right)+2 x \log (5)\right)+2 e^{1+2 x} x \log (x)\right) \log (e (11+x)+\log (5)+e \log (x))}{e \left(11 x+x^2\right)+x \log (5)+e x \log (x)} \, dx","Int[(E^(1 + 2*x)*(1 + x) + (E^(2*x)*(E*(22*x + 2*x^2) + 2*x*Log[5]) + 2*E^(1 + 2*x)*x*Log[x])*Log[E*(11 + x) + Log[5] + E*Log[x]])/(E*(11*x + x^2) + x*Log[5] + E*x*Log[x]),x]","e^{2 x} \log (e (x+11)+e \log (x)+\log (5))","e^{2 x} \log (e (x+\log (x)+11)+\log (5))",1,"E^(2*x)*Log[E*(11 + x) + Log[5] + E*Log[x]]","A",2,2,84,0.02381,1,"{6688, 2288}"
8120,1,13,0,0.0215595,"\int \frac{1}{625} \left(625-12 e^{\frac{2 x^6}{625}} x^5\right) \, dx","Int[(625 - 12*E^((2*x^6)/625)*x^5)/625,x]","x-e^{\frac{2 x^6}{625}}","x-e^{\frac{2 x^6}{625}}",1,"-E^((2*x^6)/625) + x","A",3,2,20,0.1000,1,"{12, 2209}"
8121,1,21,0,0.0061827,"\int \frac{e^4 \left(-45+10 x^3\right)}{18 x^2} \, dx","Int[(E^4*(-45 + 10*x^3))/(18*x^2),x]","\frac{5 e^4 x^2}{18}+\frac{5 e^4}{2 x}","\frac{5}{2} e^4 \left(\frac{x^2}{9}+\frac{1}{x}\right)",1,"(5*E^4)/(2*x) + (5*E^4*x^2)/18","A",3,2,17,0.1176,1,"{12, 14}"
8122,-1,0,0,180.0002099,"\int \frac{256 x^3-12288 x^4+e^{4 e^x+4 x} \left(-48 x^4+64 x^5+64 e^x x^5\right)+e^{3 e^x+3 x} \left(-768 x^4+768 x^5+768 e^x x^5\right)+e^{2 e^x+2 x} \left(-4608 x^4+3072 x^5+3072 e^x x^5\right)+e^{e^x+x} \left(-12288 x^4+4096 x^5+4096 e^x x^5\right)}{16-2048 x+65536 x^2+3584 e^{5 e^x+5 x} x^2+448 e^{6 e^x+6 x} x^2+32 e^{7 e^x+7 x} x^2+e^{8 e^x+8 x} x^2+e^{4 e^x+4 x} \left(-8 x+17920 x^2\right)+e^{3 e^x+3 x} \left(-128 x+57344 x^2\right)+e^{2 e^x+2 x} \left(-768 x+114688 x^2\right)+e^{e^x+x} \left(-2048 x+131072 x^2\right)} \, dx","Int[(256*x^3 - 12288*x^4 + E^(4*E^x + 4*x)*(-48*x^4 + 64*x^5 + 64*E^x*x^5) + E^(3*E^x + 3*x)*(-768*x^4 + 768*x^5 + 768*E^x*x^5) + E^(2*E^x + 2*x)*(-4608*x^4 + 3072*x^5 + 3072*E^x*x^5) + E^(E^x + x)*(-12288*x^4 + 4096*x^5 + 4096*E^x*x^5))/(16 - 2048*x + 65536*x^2 + 3584*E^(5*E^x + 5*x)*x^2 + 448*E^(6*E^x + 6*x)*x^2 + 32*E^(7*E^x + 7*x)*x^2 + E^(8*E^x + 8*x)*x^2 + E^(4*E^x + 4*x)*(-8*x + 17920*x^2) + E^(3*E^x + 3*x)*(-128*x + 57344*x^2) + E^(2*E^x + 2*x)*(-768*x + 114688*x^2) + E^(E^x + x)*(-2048*x + 131072*x^2)),x]","\text{\$Aborted}","\frac{16 x^4}{4-\left(e^{x+e^x}+4\right)^4 x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8123,1,17,0,0.040019,"\int \frac{e^{4 x} (4-16 x)-10 x}{5 x^2} \, dx","Int[(E^(4*x)*(4 - 16*x) - 10*x)/(5*x^2),x]","-\frac{4 e^{4 x}}{5 x}-2 \log (x)","2 \left(\frac{2}{5} \left(3-\frac{e^{4 x}}{x}\right)-\log (5 x)\right)",1,"(-4*E^(4*x))/(5*x) - 2*Log[x]","A",4,3,22,0.1364,1,"{12, 14, 2197}"
8124,0,0,0,2.3275936,"\int \frac{-11025-2940 x+1274 x^2+196 x^3-49 x^4+e^5 \left(63+42 x+7 x^2\right)+e^{2 x} \left(-2500 x^2+1000 x^3-100 x^4\right)+e^x \left(-10500 x+700 x^2+980 x^3-140 x^4+e^5 \left(-150-90 x-10 x^2+10 x^3\right)\right)}{11025+2940 x-1274 x^2-196 x^3+49 x^4+e^{2 x} \left(2500 x^2-1000 x^3+100 x^4\right)+e^x \left(10500 x-700 x^2-980 x^3+140 x^4\right)} \, dx","Int[(-11025 - 2940*x + 1274*x^2 + 196*x^3 - 49*x^4 + E^5*(63 + 42*x + 7*x^2) + E^(2*x)*(-2500*x^2 + 1000*x^3 - 100*x^4) + E^x*(-10500*x + 700*x^2 + 980*x^3 - 140*x^4 + E^5*(-150 - 90*x - 10*x^2 + 10*x^3)))/(11025 + 2940*x - 1274*x^2 - 196*x^3 + 49*x^4 + E^(2*x)*(2500*x^2 - 1000*x^3 + 100*x^4) + E^x*(10500*x - 700*x^2 - 980*x^3 + 140*x^4)),x]","\int \frac{-11025-2940 x+1274 x^2+196 x^3-49 x^4+e^5 \left(63+42 x+7 x^2\right)+e^{2 x} \left(-2500 x^2+1000 x^3-100 x^4\right)+e^x \left(-10500 x+700 x^2+980 x^3-140 x^4+e^5 \left(-150-90 x-10 x^2+10 x^3\right)\right)}{11025+2940 x-1274 x^2-196 x^3+49 x^4+e^{2 x} \left(2500 x^2-1000 x^3+100 x^4\right)+e^x \left(10500 x-700 x^2-980 x^3+140 x^4\right)} \, dx","\frac{e^5}{(5-x) \left(\frac{10 e^x x}{x+3}+7\right)}-x",1,"-x - 77*E^5*Defer[Int][(21 + 7*x + 10*E^x*x)^(-2), x] - (2408*E^5*Defer[Int][1/((-5 + x)*(21 + 7*x + 10*E^x*x)^2), x])/5 + (63*E^5*Defer[Int][1/(x*(21 + 7*x + 10*E^x*x)^2), x])/5 - 7*E^5*Defer[Int][x/(21 + 7*x + 10*E^x*x)^2, x] + E^5*Defer[Int][(21 + 7*x + 10*E^x*x)^(-1), x] + 8*E^5*Defer[Int][1/((-5 + x)^2*(21 + 7*x + 10*E^x*x)), x] + (48*E^5*Defer[Int][1/((-5 + x)*(21 + 7*x + 10*E^x*x)), x])/5 - (3*E^5*Defer[Int][1/(x*(21 + 7*x + 10*E^x*x)), x])/5","F",0,0,0,0,-1,"{}"
8125,1,35,0,0.0093721,"\int \frac{1}{5} \left(-7296+e^4 (120-40 x)+3872 x-720 x^2+80 x^3\right) \, dx","Int[(-7296 + E^4*(120 - 40*x) + 3872*x - 720*x^2 + 80*x^3)/5,x]","4 x^4-48 x^3+\frac{1936 x^2}{5}-\frac{7296 x}{5}-4 e^4 (3-x)^2","\left(x^2+(6-x)^2-e^4+\frac{124}{5}\right)^2",1,"-4*E^4*(3 - x)^2 - (7296*x)/5 + (1936*x^2)/5 - 48*x^3 + 4*x^4","A",2,1,28,0.03571,1,"{12}"
8126,0,0,0,90.1451861,"\int \frac{-32 x^4 \log \left(\frac{1}{3} x \log (3)\right)-32 x^4 \log ^2\left(\frac{1}{3} x \log (3)\right)+\left(-1792 x^3+256 e^2 x^3\right) \log ^3\left(\frac{1}{3} x \log (3)\right)}{-x^3+\left(-84 x^2+12 e^2 x^2\right) \log \left(\frac{1}{3} x \log (3)\right)+\left(-2352 x+672 e^2 x-48 e^4 x\right) \log ^2\left(\frac{1}{3} x \log (3)\right)+\left(-21952+9408 e^2-1344 e^4+64 e^6\right) \log ^3\left(\frac{1}{3} x \log (3)\right)} \, dx","Int[(-32*x^4*Log[(x*Log[3])/3] - 32*x^4*Log[(x*Log[3])/3]^2 + (-1792*x^3 + 256*E^2*x^3)*Log[(x*Log[3])/3]^3)/(-x^3 + (-84*x^2 + 12*E^2*x^2)*Log[(x*Log[3])/3] + (-2352*x + 672*E^2*x - 48*E^4*x)*Log[(x*Log[3])/3]^2 + (-21952 + 9408*E^2 - 1344*E^4 + 64*E^6)*Log[(x*Log[3])/3]^3),x]","\int \frac{-32 x^4 \log \left(\frac{1}{3} x \log (3)\right)-32 x^4 \log ^2\left(\frac{1}{3} x \log (3)\right)+\left(-1792 x^3+256 e^2 x^3\right) \log ^3\left(\frac{1}{3} x \log (3)\right)}{-x^3+\left(-84 x^2+12 e^2 x^2\right) \log \left(\frac{1}{3} x \log (3)\right)+\left(-2352 x+672 e^2 x-48 e^4 x\right) \log ^2\left(\frac{1}{3} x \log (3)\right)+\left(-21952+9408 e^2-1344 e^4+64 e^6\right) \log ^3\left(\frac{1}{3} x \log (3)\right)} \, dx","\frac{x^4}{\left(\frac{x}{4 \log \left(\frac{1}{3} x \log (3)\right)}-e^2+7\right)^2}",1,"x^4/(7 - E^2)^2 + (2*Defer[Int][x^6/(-x - 28*(1 - E^2/7)*Log[(x*Log[3])/3])^3, x])/(7 - E^2)^2 + (10*Defer[Int][x^4/(-x - 28*(1 - E^2/7)*Log[(x*Log[3])/3]), x])/(7 - E^2)^2 - (8*Defer[Int][x^5/(x + 28*(1 - E^2/7)*Log[(x*Log[3])/3])^3, x])/(7 - E^2) + (8*Defer[Int][x^4/(x + 28*(1 - E^2/7)*Log[(x*Log[3])/3])^2, x])/(7 - E^2) + (8*Defer[Int][x^5/(x + 28*(1 - E^2/7)*Log[(x*Log[3])/3])^2, x])/(7 - E^2)^2","F",0,0,0,0,-1,"{}"
8127,1,52,0,0.2945505,"\int \left(-1+e^{196+28 x+x^2} (-28-2 x)+16 x+4 x^3+e^{2+x} \left(-16 x-8 x^2-8 x^3-2 x^4\right)+e^{4+2 x} \left(4 x^3+2 x^4\right)\right) \, dx","Int[-1 + E^(196 + 28*x + x^2)*(-28 - 2*x) + 16*x + 4*x^3 + E^(2 + x)*(-16*x - 8*x^2 - 8*x^3 - 2*x^4) + E^(4 + 2*x)*(4*x^3 + 2*x^4),x]","-2 e^{x+2} x^4+e^{2 x+4} x^4+x^4-8 e^{x+2} x^2+8 x^2-x-e^{(x+14)^2}","\left(x \left(x-e^{x+2} x\right)+4\right)^2-e^{(x+14)^2}-x",1,"-E^(14 + x)^2 - x + 8*x^2 - 8*E^(2 + x)*x^2 + x^4 - 2*E^(2 + x)*x^4 + E^(4 + 2*x)*x^4","A",31,6,70,0.08571,1,"{2227, 2209, 2196, 2176, 2194, 1593}"
8128,1,13,0,0.6558075,"\int \frac{512-100 x+(2304+50 x) \log (x)+4608 \log ^2(x)+5376 \log ^3(x)+4032 \log ^4(x)+2016 \log ^5(x)+672 \log ^6(x)+144 \log ^7(x)+18 \log ^8(x)+\log ^9(x)}{512+2304 \log (x)+4608 \log ^2(x)+5376 \log ^3(x)+4032 \log ^4(x)+2016 \log ^5(x)+672 \log ^6(x)+144 \log ^7(x)+18 \log ^8(x)+\log ^9(x)} \, dx","Int[(512 - 100*x + (2304 + 50*x)*Log[x] + 4608*Log[x]^2 + 5376*Log[x]^3 + 4032*Log[x]^4 + 2016*Log[x]^5 + 672*Log[x]^6 + 144*Log[x]^7 + 18*Log[x]^8 + Log[x]^9)/(512 + 2304*Log[x] + 4608*Log[x]^2 + 5376*Log[x]^3 + 4032*Log[x]^4 + 2016*Log[x]^5 + 672*Log[x]^6 + 144*Log[x]^7 + 18*Log[x]^8 + Log[x]^9),x]","\frac{25 x^2}{(\log (x)+2)^8}+x","\frac{25 x^2}{(\log (x)+2)^8}+x+\frac{3}{2}",1,"x + (25*x^2)/(2 + Log[x])^8","A",22,5,114,0.04386,1,"{6688, 6742, 2306, 2309, 2178}"
8129,0,0,0,0.8504247,"\int \frac{256-127 x+16 x^2+\left(-128 x+32 x^2\right) \log (2 x)}{x^2+\left(256 x-128 x^2+16 x^3\right) \log (2 x)} \, dx","Int[(256 - 127*x + 16*x^2 + (-128*x + 32*x^2)*Log[2*x])/(x^2 + (256*x - 128*x^2 + 16*x^3)*Log[2*x]),x]","\int \frac{256-127 x+16 x^2+\left(-128 x+32 x^2\right) \log (2 x)}{x^2+\left(256 x-128 x^2+16 x^3\right) \log (2 x)} \, dx","\log \left(4 x+64 (4-x)^2 \log (2 x)\right)",1,"2*Log[4 - x] - 129*Defer[Int][(x + 16*(-4 + x)^2*Log[2*x])^(-1), x] - 8*Defer[Int][1/((-4 + x)*(x + 16*(-4 + x)^2*Log[2*x])), x] + 256*Defer[Int][1/(x*(x + 16*(-4 + x)^2*Log[2*x])), x] + 16*Defer[Int][x/(x + 16*(-4 + x)^2*Log[2*x]), x]","F",0,0,0,0,-1,"{}"
8130,1,40,0,1.9722547,"\int \frac{2 \log (x)+(3+x-x \log (x)) \log \left(x^2\right)+\left(-14 x-4 x^2\right) \log ^2\left(x^2\right)-3 x \log ^3\left(x^2\right)+\left(-\log \left(x^2\right)+4 x \log ^2\left(x^2\right)+x \log ^3\left(x^2\right)\right) \log \left(\log \left(x^2\right)\right)}{\left(\left(3 x+x^2\right) \log (x)+5 x \log ^2(x)\right) \log \left(x^2\right)+\left(-3 x^2-x^3-10 x^2 \log (x)\right) \log ^3\left(x^2\right)+5 x^3 \log ^5\left(x^2\right)+\left(-x \log (x) \log \left(x^2\right)+x^2 \log ^3\left(x^2\right)\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(2*Log[x] + (3 + x - x*Log[x])*Log[x^2] + (-14*x - 4*x^2)*Log[x^2]^2 - 3*x*Log[x^2]^3 + (-Log[x^2] + 4*x*Log[x^2]^2 + x*Log[x^2]^3)*Log[Log[x^2]])/(((3*x + x^2)*Log[x] + 5*x*Log[x]^2)*Log[x^2] + (-3*x^2 - x^3 - 10*x^2*Log[x])*Log[x^2]^3 + 5*x^3*Log[x^2]^5 + (-(x*Log[x]*Log[x^2]) + x^2*Log[x^2]^3)*Log[Log[x^2]]),x]","\log \left(\log (x)-x \log ^2\left(x^2\right)\right)-\log \left(-5 x \log ^2\left(x^2\right)-\log \left(\log \left(x^2\right)\right)+x+5 \log (x)+3\right)","\log \left(\frac{1}{5-\frac{-\log \left(\log \left(x^2\right)\right)+x+3}{x \log ^2\left(x^2\right)-\log (x)}}\right)",1,"Log[Log[x] - x*Log[x^2]^2] - Log[3 + x + 5*Log[x] - 5*x*Log[x^2]^2 - Log[Log[x^2]]]","A",5,3,162,0.01852,1,"{6688, 6742, 6684}"
8131,1,30,0,1.2972032,"\int \frac{-2 x+x^3+e^{x^2} \left(2-x^2\right)+\left(2 x+x^3+e^{x^2} \left(-4 x^2-2 x^4\right)\right) \log \left(\frac{2+x^2}{x}\right)}{2 x+x^3} \, dx","Int[(-2*x + x^3 + E^x^2*(2 - x^2) + (2*x + x^3 + E^x^2*(-4*x^2 - 2*x^4))*Log[(2 + x^2)/x])/(2*x + x^3),x]","x \log \left(\frac{x^2+2}{x}\right)-e^{x^2} \log \left(\frac{x^2+2}{x}\right)","\left(x-e^{x^2}\right) \log \left(\frac{2 x^2+2}{x}-x\right)-4",1,"-(E^x^2*Log[(2 + x^2)/x]) + x*Log[(2 + x^2)/x]","A",22,10,65,0.1538,1,"{1593, 6688, 6725, 388, 203, 2210, 6715, 2178, 2209, 2554}"
8132,1,20,0,0.0421279,"\int \frac{-1-6 x-5 x^2+7 x^3+6 x^4}{x+2 x^2+x^3} \, dx","Int[(-1 - 6*x - 5*x^2 + 7*x^3 + 6*x^4)/(x + 2*x^2 + x^3),x]","3 x^2-5 x-\frac{1}{x+1}-\log (x)","-\left(\left(\frac{5}{x}-3\right) x^2\right)+\frac{x}{x+1}-\log (x)-7",1,"-5*x + 3*x^2 - (1 + x)^(-1) - Log[x]","A",4,3,33,0.09091,1,"{1594, 27, 1620}"
8133,1,482,0,2.1426298,"\int \frac{-4+100 e^{2/5}+12 x^2-2 x^3+\sqrt[5]{e} \left(-80 x+10 x^2\right)+e^x \left(-1+x+2 x^2-2 x^3-x^4+x^5+e^{4/5} (-625+625 x)+e^{3/5} \left(500 x-500 x^2\right)+e^{2/5} \left(50-50 x-150 x^2+150 x^3\right)+\sqrt[5]{e} \left(-20 x+20 x^2+20 x^3-20 x^4\right)\right)}{x^2+625 e^{4/5} x^2-500 e^{3/5} x^3-2 x^4+x^6+e^{2/5} \left(-50 x^2+150 x^4\right)+\sqrt[5]{e} \left(20 x^3-20 x^5\right)} \, dx","Int[(-4 + 100*E^(2/5) + 12*x^2 - 2*x^3 + E^(1/5)*(-80*x + 10*x^2) + E^x*(-1 + x + 2*x^2 - 2*x^3 - x^4 + x^5 + E^(4/5)*(-625 + 625*x) + E^(3/5)*(500*x - 500*x^2) + E^(2/5)*(50 - 50*x - 150*x^2 + 150*x^3) + E^(1/5)*(-20*x + 20*x^2 + 20*x^3 - 20*x^4)))/(x^2 + 625*E^(4/5)*x^2 - 500*E^(3/5)*x^3 - 2*x^4 + x^6 + E^(2/5)*(-50*x^2 + 150*x^4) + E^(1/5)*(20*x^3 - 20*x^5)),x]","-\frac{\left(6+5 \sqrt[5]{e}\right) \left(5 \sqrt[5]{e}-x\right)}{-x^2+10 \sqrt[5]{e} x-25 e^{2/5}+1}-\frac{2 \left(-5 \sqrt[5]{e} x+25 e^{2/5}+1\right)}{x \left(-x^2+10 \sqrt[5]{e} x-25 e^{2/5}+1\right)}-\frac{40 \sqrt[5]{e} \left(-5 \sqrt[5]{e} x+25 e^{2/5}+1\right)}{\left(1-25 e^{2/5}\right) \left(-x^2+10 \sqrt[5]{e} x-25 e^{2/5}+1\right)}-\frac{5 \sqrt[5]{e} x-25 e^{2/5}+1}{-x^2+10 \sqrt[5]{e} x-25 e^{2/5}+1}+\frac{e^x}{x}+\frac{2 \left(3+25 e^{2/5}\right)}{\left(1-25 e^{2/5}\right) x}+\frac{20 \left(2+5 \sqrt[5]{e}\right) \sqrt[5]{e} \log \left(-x+5 \sqrt[5]{e}+1\right)}{\left(1+5 \sqrt[5]{e}\right)^2}+\frac{5}{2} \sqrt[5]{e} \log \left(-x+5 \sqrt[5]{e}+1\right)+\frac{\left(3+5 \sqrt[5]{e}\right) \left(1-25 e^{2/5}\right) \log \left(-x+5 \sqrt[5]{e}+1\right)}{\left(1+5 \sqrt[5]{e}\right)^3}-\frac{1}{2} \left(6+5 \sqrt[5]{e}\right) \log \left(-x+5 \sqrt[5]{e}+1\right)+\frac{20 \left(2-5 \sqrt[5]{e}\right) \sqrt[5]{e} \log \left(x-5 \sqrt[5]{e}+1\right)}{\left(1-5 \sqrt[5]{e}\right)^2}-\frac{5}{2} \sqrt[5]{e} \log \left(x-5 \sqrt[5]{e}+1\right)+\frac{1}{2} \left(6+5 \sqrt[5]{e}\right) \log \left(x-5 \sqrt[5]{e}+1\right)-\frac{\left(3-5 \sqrt[5]{e}\right) \left(1+5 \sqrt[5]{e}\right) \log \left(x-5 \sqrt[5]{e}+1\right)}{\left(1-5 \sqrt[5]{e}\right)^2}","\frac{e^x}{x}-\frac{4-x}{\left(5 \sqrt[5]{e}-x\right)^2 x-x}",1,"(2*(3 + 25*E^(2/5)))/((1 - 25*E^(2/5))*x) + E^x/x - ((6 + 5*E^(1/5))*(5*E^(1/5) - x))/(1 - 25*E^(2/5) + 10*E^(1/5)*x - x^2) - (40*E^(1/5)*(1 + 25*E^(2/5) - 5*E^(1/5)*x))/((1 - 25*E^(2/5))*(1 - 25*E^(2/5) + 10*E^(1/5)*x - x^2)) - (2*(1 + 25*E^(2/5) - 5*E^(1/5)*x))/(x*(1 - 25*E^(2/5) + 10*E^(1/5)*x - x^2)) - (1 - 25*E^(2/5) + 5*E^(1/5)*x)/(1 - 25*E^(2/5) + 10*E^(1/5)*x - x^2) - ((6 + 5*E^(1/5))*Log[1 + 5*E^(1/5) - x])/2 + ((3 + 5*E^(1/5))*(1 - 25*E^(2/5))*Log[1 + 5*E^(1/5) - x])/(1 + 5*E^(1/5))^3 + (5*E^(1/5)*Log[1 + 5*E^(1/5) - x])/2 + (20*(2 + 5*E^(1/5))*E^(1/5)*Log[1 + 5*E^(1/5) - x])/(1 + 5*E^(1/5))^2 - ((3 - 5*E^(1/5))*(1 + 5*E^(1/5))*Log[1 - 5*E^(1/5) + x])/(1 - 5*E^(1/5))^2 + ((6 + 5*E^(1/5))*Log[1 - 5*E^(1/5) + x])/2 - (5*E^(1/5)*Log[1 - 5*E^(1/5) + x])/2 + (20*(2 - 5*E^(1/5))*E^(1/5)*Log[1 - 5*E^(1/5) + x])/(1 - 5*E^(1/5))^2","B",25,11,200,0.05500,1,"{6, 6688, 6742, 2197, 614, 616, 31, 740, 800, 632, 638}"
8134,0,0,0,12.8442023,"\int \frac{\left(e^{2 x} (-24+8 x) \log ^2(3)+e^x \left(96 x-32 x^2+48 x^4-16 x^5\right) \log ^2(3)+\left(-96 x^2+32 x^3-96 x^5+32 x^6-24 x^8+8 x^9\right) \log ^2(3)\right) \log (x)+\left(e^{2 x} \left(-32 x+8 x^2\right) \log ^2(3)+e^x \left(48 x+64 x^2-16 x^3+96 x^4+8 x^5-8 x^6\right) \log ^2(3)+\left(-96 x^2-240 x^5+48 x^6-96 x^8+24 x^9\right) \log ^2(3)\right) \log ^2(x)}{-27 x+27 x^2-9 x^3+x^4} \, dx","Int[((E^(2*x)*(-24 + 8*x)*Log[3]^2 + E^x*(96*x - 32*x^2 + 48*x^4 - 16*x^5)*Log[3]^2 + (-96*x^2 + 32*x^3 - 96*x^5 + 32*x^6 - 24*x^8 + 8*x^9)*Log[3]^2)*Log[x] + (E^(2*x)*(-32*x + 8*x^2)*Log[3]^2 + E^x*(48*x + 64*x^2 - 16*x^3 + 96*x^4 + 8*x^5 - 8*x^6)*Log[3]^2 + (-96*x^2 - 240*x^5 + 48*x^6 - 96*x^8 + 24*x^9)*Log[3]^2)*Log[x]^2)/(-27*x + 27*x^2 - 9*x^3 + x^4),x]","\int \frac{\left(e^{2 x} (-24+8 x) \log ^2(3)+e^x \left(96 x-32 x^2+48 x^4-16 x^5\right) \log ^2(3)+\left(-96 x^2+32 x^3-96 x^5+32 x^6-24 x^8+8 x^9\right) \log ^2(3)\right) \log (x)+\left(e^{2 x} \left(-32 x+8 x^2\right) \log ^2(3)+e^x \left(48 x+64 x^2-16 x^3+96 x^4+8 x^5-8 x^6\right) \log ^2(3)+\left(-96 x^2-240 x^5+48 x^6-96 x^8+24 x^9\right) \log ^2(3)\right) \log ^2(x)}{-27 x+27 x^2-9 x^3+x^4} \, dx","\frac{4 \left(x^4+2 x-e^x\right)^2 \log ^2(3) \log ^2(x)}{(x-3)^2}",1,"16*E^x*Log[3]^2 + (8*E^6*ExpIntegralEi[-2*(3 - x)]*Log[3]^2)/9 - (464*E^3*ExpIntegralEi[-3 + x]*Log[3]^2)/3 + (704*ExpIntegralEi[x]*Log[3]^2)/3 - (8*ExpIntegralEi[2*x]*Log[3]^2)/9 - (16*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 2*x]*Log[3]^2)/9 - (4*Log[3]^2*Log[-2*x]^2)/9 - 80*E^x*Log[3]^2*Log[x] - (8*EulerGamma*Log[3]^2*Log[x])/9 - (464*E^x*Log[3]^2*Log[x])/(3 - x) + (8*E^(2*x)*Log[3]^2*Log[x])/(3*(3 - x)) - 16*E^x*x*Log[3]^2*Log[x] + (40*E^6*ExpIntegralEi[-2*(3 - x)]*Log[3]^2*Log[x])/9 - 896*E^3*ExpIntegralEi[-3 + x]*Log[3]^2*Log[x] + (8*ExpIntegralEi[2*x]*Log[3]^2*Log[x])/9 - (8*(ExpIntegralE[1, -2*x] + ExpIntegralEi[2*x])*Log[3]^2*Log[x])/9 - 3364*Log[3]^2*Log[x]^2 + (30276*Log[3]^2*Log[x]^2)/(3 - x)^2 + 6264*x*Log[3]^2*Log[x]^2 - (25520*x*Log[3]^2*Log[x]^2)/(3 - x) + 1716*x^2*Log[3]^2*Log[x]^2 + 448*x^3*Log[3]^2*Log[x]^2 + 108*x^4*Log[3]^2*Log[x]^2 + 24*x^5*Log[3]^2*Log[x]^2 + 4*x^6*Log[3]^2*Log[x]^2 + 896*E^3*Log[3]^2*Defer[Int][ExpIntegralEi[-3 + x]/x, x] - (40*E^6*Log[3]^2*Defer[Int][ExpIntegralEi[-6 + 2*x]/x, x])/9 - 264*Log[3]^2*Defer[Int][E^x*Log[x]^2, x] + 1392*Log[3]^2*Defer[Int][(E^x*Log[x]^2)/(-3 + x)^3, x] - 8*Log[3]^2*Defer[Int][(E^(2*x)*Log[x]^2)/(-3 + x)^3, x] + 184*Log[3]^2*Defer[Int][(E^x*Log[x]^2)/(-3 + x)^2, x] + 8*Log[3]^2*Defer[Int][(E^(2*x)*Log[x]^2)/(-3 + x)^2, x] - 880*Log[3]^2*Defer[Int][(E^x*Log[x]^2)/(-3 + x), x] - 64*Log[3]^2*Defer[Int][E^x*x*Log[x]^2, x] - 8*Log[3]^2*Defer[Int][E^x*x^2*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
8135,1,14,0,0.0031425,"\int \frac{20 x^9 \log ^8(5)}{9 e^{24}} \, dx","Int[(20*x^9*Log[5]^8)/(9*E^24),x]","\frac{2 x^{10} \log ^8(5)}{9 e^{24}}","\frac{2 x^{10} \log ^8(5)}{9 e^{24}}",1,"(2*x^10*Log[5]^8)/(9*E^24)","A",2,2,14,0.1429,1,"{12, 30}"
8136,1,25,0,0.2892909,"\int \frac{e^{\frac{256+768 x+320 x^2-384 x^3+64 x^4}{x^2}} \left(-512-768 x-384 x^3+128 x^4\right)}{x^3} \, dx","Int[(E^((256 + 768*x + 320*x^2 - 384*x^3 + 64*x^4)/x^2)*(-512 - 768*x - 384*x^3 + 128*x^4))/x^3,x]","e^{\frac{64 \left(x^4-6 x^3+5 x^2+12 x+4\right)}{x^2}}","e^{16 \left(-2 x+\frac{x+4}{x}+5\right)^2}-\frac{3}{5}",1,"E^((64*(4 + 12*x + 5*x^2 - 6*x^3 + x^4))/x^2)","A",1,1,45,0.02222,1,"{6706}"
8137,1,39,0,0.0134357,"\int \frac{-5+2 x+(3+2 x) (i \pi +\log (2))}{i \pi +\log (2)} \, dx","Int[(-5 + 2*x + (3 + 2*x)*(I*Pi + Log[2]))/(I*Pi + Log[2]),x]","\frac{x^2}{\log (2)+i \pi }+\frac{1}{4} (2 x+3)^2-\frac{5 x}{\log (2)+i \pi }","3 x+x \left(x+\frac{x-5}{\log (2)+i \pi }\right)+9",1,"(3 + 2*x)^2/4 - (5*x)/(I*Pi + Log[2]) + x^2/(I*Pi + Log[2])","A",2,1,30,0.03333,1,"{12}"
8138,1,18,0,0.0111983,"\int \frac{21+7 x^2-28 x \left(3+x^2\right)^2}{9+3 x^2} \, dx","Int[(21 + 7*x^2 - 28*x*(3 + x^2)^2)/(9 + 3*x^2),x]","-\frac{7 x^4}{3}-14 x^2+\frac{7 x}{3}","\frac{7}{3} \left(-\left(x^2+3\right)^2+x+2\right)",1,"(7*x)/3 - 14*x^2 - (7*x^4)/3","A",2,1,27,0.03704,1,"{1586}"
8139,1,42,0,0.508706,"\int \frac{e^{-x} \left(-12-36 x-12 x^2-3 e^5 x \log (3)-3 e^5 x \log (4)+12 x \log (x)\right)}{4 x} \, dx","Int[(-12 - 36*x - 12*x^2 - 3*E^5*x*Log[3] - 3*E^5*x*Log[4] + 12*x*Log[x])/(4*E^x*x),x]","3 e^{-x} x+3 e^{-x}-3 e^{-x} \log (x)+\frac{3}{4} e^{-x} \left(12+e^5 \log (12)\right)","3 e^{-x} \left(x-\log (x)+4+\frac{1}{4} e^5 (\log (3)+\log (4))\right)",1,"3/E^x + (3*x)/E^x + (3*(12 + E^5*Log[12]))/(4*E^x) - (3*Log[x])/E^x","A",15,9,43,0.2093,1,"{6, 12, 6741, 6742, 2199, 2178, 2176, 2194, 2554}"
8140,0,0,0,3.9216259,"\int \frac{e^5 \left(45 x-92 x^2-14 x^3+40 x^4+x^5-4 x^6\right)+\left(e^5 \left(-145 x+100 x^2+54 x^3-40 x^4-5 x^5+4 x^6\right)+e^5 \left(-145+100 x+54 x^2-40 x^3-5 x^4+4 x^5\right) \log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)\right) \log \left(x+\log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)\right)}{-145 x^3+100 x^4+54 x^5-40 x^6-5 x^7+4 x^8+\left(-145 x^2+100 x^3+54 x^4-40 x^5-5 x^6+4 x^7\right) \log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)} \, dx","Int[(E^5*(45*x - 92*x^2 - 14*x^3 + 40*x^4 + x^5 - 4*x^6) + (E^5*(-145*x + 100*x^2 + 54*x^3 - 40*x^4 - 5*x^5 + 4*x^6) + E^5*(-145 + 100*x + 54*x^2 - 40*x^3 - 5*x^4 + 4*x^5)*Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])*Log[x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)]])/(-145*x^3 + 100*x^4 + 54*x^5 - 40*x^6 - 5*x^7 + 4*x^8 + (-145*x^2 + 100*x^3 + 54*x^4 - 40*x^5 - 5*x^6 + 4*x^7)*Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)]),x]","\int \frac{e^5 \left(45 x-92 x^2-14 x^3+40 x^4+x^5-4 x^6\right)+\left(e^5 \left(-145 x+100 x^2+54 x^3-40 x^4-5 x^5+4 x^6\right)+e^5 \left(-145+100 x+54 x^2-40 x^3-5 x^4+4 x^5\right) \log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)\right) \log \left(x+\log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)\right)}{-145 x^3+100 x^4+54 x^5-40 x^6-5 x^7+4 x^8+\left(-145 x^2+100 x^3+54 x^4-40 x^5-5 x^6+4 x^7\right) \log \left(\frac{-29+20 x+5 x^2-4 x^3}{-5+x^2}\right)} \, dx","\frac{e^5 \left(x-\log \left(\log \left(5-4 \left(\frac{1}{x^2-5}+x\right)\right)+x\right)\right)}{x}",1,"-((E^5*Defer[Int][1/((Sqrt[5] - x)*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/Sqrt[5]) - (9*E^5*Defer[Int][1/(x*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/29 - (E^5*Defer[Int][1/((Sqrt[5] + x)*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/Sqrt[5] + (690*E^5*Defer[Int][1/((29 - 20*x - 5*x^2 + 4*x^3)*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/29 - (248*E^5*Defer[Int][x/((29 - 20*x - 5*x^2 + 4*x^3)*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/29 - (80*E^5*Defer[Int][x^2/((29 - 20*x - 5*x^2 + 4*x^3)*(x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)])), x])/29 + E^5*Defer[Int][Log[x + Log[(-29 + 20*x + 5*x^2 - 4*x^3)/(-5 + x^2)]]/x^2, x]","F",0,0,0,0,-1,"{}"
8141,0,0,0,38.9534064,"\int \frac{-20000 x^2-2500 x^3+e (800+96 x)+e^{3 x} \left(-640 x^2-80 x^3\right)+e^{4 x} \left(-32 x^2-4 x^3\right)+e^{2 x} \left(-4800 x^2-600 x^3+e \left(32+68 x+8 x^2\right)\right)+e^x \left(-16000 x^2-2000 x^3+e \left(320+360 x+40 x^2\right)\right)+\left(e (-32-4 x)+1600 x^2+200 x^3+e^{2 x} \left(64 x^2+8 x^3\right)+e^x \left(640 x^2+80 x^3\right)\right) \log (8+x)+\left(-32 x^2-4 x^3\right) \log ^2(8+x)}{5000 x^4+625 x^5+e^2 (8+x)+e \left(400 x^2+50 x^3\right)+e^{4 x} \left(8 x^4+x^5\right)+e^{3 x} \left(160 x^4+20 x^5\right)+e^{2 x} \left(1200 x^4+150 x^5+e \left(16 x^2+2 x^3\right)\right)+e^x \left(4000 x^4+500 x^5+e \left(160 x^2+20 x^3\right)\right)+\left(-400 x^4-50 x^5+e \left(-16 x^2-2 x^3\right)+e^x \left(-160 x^4-20 x^5\right)+e^{2 x} \left(-16 x^4-2 x^5\right)\right) \log (8+x)+\left(8 x^4+x^5\right) \log ^2(8+x)} \, dx","Int[(-20000*x^2 - 2500*x^3 + E*(800 + 96*x) + E^(3*x)*(-640*x^2 - 80*x^3) + E^(4*x)*(-32*x^2 - 4*x^3) + E^(2*x)*(-4800*x^2 - 600*x^3 + E*(32 + 68*x + 8*x^2)) + E^x*(-16000*x^2 - 2000*x^3 + E*(320 + 360*x + 40*x^2)) + (E*(-32 - 4*x) + 1600*x^2 + 200*x^3 + E^(2*x)*(64*x^2 + 8*x^3) + E^x*(640*x^2 + 80*x^3))*Log[8 + x] + (-32*x^2 - 4*x^3)*Log[8 + x]^2)/(5000*x^4 + 625*x^5 + E^2*(8 + x) + E*(400*x^2 + 50*x^3) + E^(4*x)*(8*x^4 + x^5) + E^(3*x)*(160*x^4 + 20*x^5) + E^(2*x)*(1200*x^4 + 150*x^5 + E*(16*x^2 + 2*x^3)) + E^x*(4000*x^4 + 500*x^5 + E*(160*x^2 + 20*x^3)) + (-400*x^4 - 50*x^5 + E*(-16*x^2 - 2*x^3) + E^x*(-160*x^4 - 20*x^5) + E^(2*x)*(-16*x^4 - 2*x^5))*Log[8 + x] + (8*x^4 + x^5)*Log[8 + x]^2),x]","\int \frac{-20000 x^2-2500 x^3+e (800+96 x)+e^{3 x} \left(-640 x^2-80 x^3\right)+e^{4 x} \left(-32 x^2-4 x^3\right)+e^{2 x} \left(-4800 x^2-600 x^3+e \left(32+68 x+8 x^2\right)\right)+e^x \left(-16000 x^2-2000 x^3+e \left(320+360 x+40 x^2\right)\right)+\left(e (-32-4 x)+1600 x^2+200 x^3+e^{2 x} \left(64 x^2+8 x^3\right)+e^x \left(640 x^2+80 x^3\right)\right) \log (8+x)+\left(-32 x^2-4 x^3\right) \log ^2(8+x)}{5000 x^4+625 x^5+e^2 (8+x)+e \left(400 x^2+50 x^3\right)+e^{4 x} \left(8 x^4+x^5\right)+e^{3 x} \left(160 x^4+20 x^5\right)+e^{2 x} \left(1200 x^4+150 x^5+e \left(16 x^2+2 x^3\right)\right)+e^x \left(4000 x^4+500 x^5+e \left(160 x^2+20 x^3\right)\right)+\left(-400 x^4-50 x^5+e \left(-16 x^2-2 x^3\right)+e^x \left(-160 x^4-20 x^5\right)+e^{2 x} \left(-16 x^4-2 x^5\right)\right) \log (8+x)+\left(8 x^4+x^5\right) \log ^2(8+x)} \, dx","\frac{4 x}{x^2+\frac{e}{\left(e^x+5\right)^2-\log (x+8)}}",1,"4/x - 4*E*Defer[Int][(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^(-2), x] - 8*E^2*Defer[Int][1/(x^2*(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^2), x] - 8*E^2*Defer[Int][1/(x*(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^2), x] - 200*E*Defer[Int][x/(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^2, x] - 40*E*Defer[Int][(E^x*x)/(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^2, x] + 32*E*Defer[Int][1/((8 + x)*(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])^2), x] + 12*E*Defer[Int][1/(x^2*(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])), x] + 8*E*Defer[Int][1/(x*(E + 25*x^2 + 10*E^x*x^2 + E^(2*x)*x^2 - x^2*Log[8 + x])), x] + 8*E*Defer[Int][(x*Log[8 + x])/(-E - 25*x^2 - 10*E^x*x^2 - E^(2*x)*x^2 + x^2*Log[8 + x])^2, x]","F",0,0,0,0,-1,"{}"
8142,1,15,0,0.0381435,"\int \frac{1}{324} \left(100 x^4 \log \left(4 x^2\right)+125 x^4 \log ^2\left(4 x^2\right)\right) \, dx","Int[(100*x^4*Log[4*x^2] + 125*x^4*Log[4*x^2]^2)/324,x]","\frac{25}{324} x^5 \log ^2\left(4 x^2\right)","\frac{25}{324} x^5 \log ^2\left(4 x^2\right)",1,"(25*x^5*Log[4*x^2]^2)/324","A",5,3,29,0.1034,1,"{12, 2304, 2305}"
8143,0,0,0,11.2586484,"\int \frac{-192 x^6-96 x^7+e^5 \left(-192 x^3-240 x^4-72 x^5-48 x^6-24 x^7\right)+\left(-96 x^6+e^5 \left(-192 x^3-120 x^4-24 x^6\right)\right) \log (3)-48 e^5 x^3 \log ^2(3)+e^{x/4} \left(80 x^6+48 x^7+4 x^8+e^5 \left(64 x^3+84 x^4+28 x^5+21 x^6+12 x^7+x^8\right)+\left(48 x^6+8 x^7+e^5 \left(64 x^3+44 x^4+2 x^5+12 x^6+2 x^7\right)\right) \log (3)+\left(4 x^6+e^5 \left(16 x^3+x^4+x^6\right)\right) \log ^2(3)\right)}{256 x^6+e^{15} \left(4+12 x^2+12 x^4+4 x^6\right)+e^{10} \left(48 x^2+96 x^4+48 x^6\right)+e^5 \left(192 x^4+192 x^6\right)} \, dx","Int[(-192*x^6 - 96*x^7 + E^5*(-192*x^3 - 240*x^4 - 72*x^5 - 48*x^6 - 24*x^7) + (-96*x^6 + E^5*(-192*x^3 - 120*x^4 - 24*x^6))*Log[3] - 48*E^5*x^3*Log[3]^2 + E^(x/4)*(80*x^6 + 48*x^7 + 4*x^8 + E^5*(64*x^3 + 84*x^4 + 28*x^5 + 21*x^6 + 12*x^7 + x^8) + (48*x^6 + 8*x^7 + E^5*(64*x^3 + 44*x^4 + 2*x^5 + 12*x^6 + 2*x^7))*Log[3] + (4*x^6 + E^5*(16*x^3 + x^4 + x^6))*Log[3]^2))/(256*x^6 + E^15*(4 + 12*x^2 + 12*x^4 + 4*x^6) + E^10*(48*x^2 + 96*x^4 + 48*x^6) + E^5*(192*x^4 + 192*x^6)),x]","\int \frac{-192 x^6-96 x^7+e^5 \left(-192 x^3-240 x^4-72 x^5-48 x^6-24 x^7\right)+\left(-96 x^6+e^5 \left(-192 x^3-120 x^4-24 x^6\right)\right) \log (3)-48 e^5 x^3 \log ^2(3)+e^{x/4} \left(80 x^6+48 x^7+4 x^8+e^5 \left(64 x^3+84 x^4+28 x^5+21 x^6+12 x^7+x^8\right)+\left(48 x^6+8 x^7+e^5 \left(64 x^3+44 x^4+2 x^5+12 x^6+2 x^7\right)\right) \log (3)+\left(4 x^6+e^5 \left(16 x^3+x^4+x^6\right)\right) \log ^2(3)\right)}{256 x^6+e^{15} \left(4+12 x^2+12 x^4+4 x^6\right)+e^{10} \left(48 x^2+96 x^4+48 x^6\right)+e^5 \left(192 x^4+192 x^6\right)} \, dx","\frac{\left(e^{x/4}-3\right) (x+2+\log (3))^2}{\left(\frac{e^5}{x^2}+e^5+4\right)^2}",1,"(32*E^(x/4))/(4 + E^5)^2 - (8*E^(x/4)*x)/(4 + E^5)^2 + (E^(x/4)*x^2)/(4 + E^5)^2 - (3*x^4*(2 + x + Log[3])^2)/(E^5 + (4 + E^5)*x^2)^2 - (4*E^(x/4)*(12 + Log[9]))/(4 + E^5)^2 + (E^(x/4)*x*(12 + Log[9]))/(4 + E^5)^2 - (E^(5/2 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(2*E^(5/2)*Sqrt[4 + E^5]*(4 + Log[9]) - I*(96 + 4*Log[3]^2 + E^5*(27 + 8*Log[3] - 2*Log[3]^2) + Log[3]*(32 - 3*Log[81]))))/(8*(4 + E^5)^(7/2)) - (E^(5/2 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2) - Sqrt[4 + E^5]*x)/Sqrt[4 + E^5]]*(2*E^(5/2)*Sqrt[4 + E^5]*(4 + Log[9]) + I*(96 + 4*Log[3]^2 + E^5*(27 + 8*Log[3] - 2*Log[3]^2) + Log[3]*(32 - 3*Log[81]))))/(8*(4 + E^5)^(7/2)) - ((I/64)*E^(15/2 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/((4 + E^5)^(7/2)*(I*E^(5/2) - Sqrt[4 + E^5]*x)^2) + ((I/256)*E^(15/2 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/((4 + E^5)^4*(I*E^(5/2) - Sqrt[4 + E^5]*x)) + ((I/64)*E^(15/2 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/((4 + E^5)^(7/2)*(I*E^(5/2) + Sqrt[4 + E^5]*x)^2) + (3*E^(5 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(64*(4 + E^5)^(7/2)*(I*E^(5/2) + Sqrt[4 + E^5]*x)) - (3*E^(5 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(64*(4 + E^5)^3*(I*E^(5/2)*Sqrt[4 + E^5] - (4 + E^5)*x)) + ((I/256)*E^(15/2 + x/4)*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/((4 + E^5)^(3/2)*(I*(E*(4 + E^5))^(5/2) + (4 + E^5)^3*x)) + ((I/1024)*E^(15/2 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2) - Sqrt[4 + E^5]*x)/Sqrt[4 + E^5]]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(4 + E^5)^(9/2) - (((3*I)/64)*E^(5/2 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2) - Sqrt[4 + E^5]*x)/Sqrt[4 + E^5]]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(4 + E^5)^(7/2) - ((I/1024)*E^(15/2 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(4 + E^5)^(9/2) - (3*E^(5 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(256*(4 + E^5)^4) + (((3*I)/64)*E^(5/2 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(4 + E^5)^(7/2) - (3*E^(5 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2)*Sqrt[4 + E^5] - (4 + E^5)*x)/(4 + E^5)]*(256 + 4*Log[3]^2 + 32*E^5*(2 + Log[3]) + Log[3]*(128 - Log[81])))/(256*(4 + E^5)^4) - (E^(5 + x/4)*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(16*(4 + E^5)^(7/2)*(I*E^(5/2) + Sqrt[4 + E^5]*x)) + (E^(5 + x/4)*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(16*(4 + E^5)^3*(I*E^(5/2)*Sqrt[4 + E^5] - (4 + E^5)*x)) + (E^(5 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(64*(4 + E^5)^4) - ((I/16)*E^(5/2 - ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[(I*E^(5/2) + Sqrt[4 + E^5]*x)/(4*Sqrt[4 + E^5])]*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(4 + E^5)^(7/2) + (E^(5 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2)*Sqrt[4 + E^5] - (4 + E^5)*x)/(4 + E^5)]*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(64*(4 + E^5)^4) + ((I/16)*E^(5/2 + ((I/4)*E^(5/2))/Sqrt[4 + E^5])*ExpIntegralEi[-1/4*(I*E^(5/2)*Sqrt[4 + E^5] - (4 + E^5)*x)/(4 + E^5)]*(432 + 208*Log[3] + 8*Log[3]^2 + E^5*(109 + 52*Log[3] - Log[3]^2) - Log[27]*Log[81]))/(4 + E^5)^(7/2) + (E^(x/4)*(80 + E^5*(18 + 12*Log[3] + Log[3]^2) + Log[3]*(48 + Log[81])))/(4 + E^5)^3 - (4*(16*(2 + Log[3])^2 + 4*E^5*(7 + 8*Log[3] + 2*Log[3]^2) + E^10*(3 + Log[3]^2 + Log[81]))*Defer[Int][(E^(10 + x/4)*x)/(E^5 + (4 + E^5)*x^2)^3, x])/(4 + E^5)^3 + ((64*(2 + Log[3])^2 + E^5*(44 + 64*Log[3] + 16*Log[3]^2 + Log[9]))*Defer[Int][(E^(5 + x/4)*x)/(E^5 + (4 + E^5)*x^2)^2, x])/(4*(4 + E^5)^2)","F",0,0,0,0,-1,"{}"
8144,1,24,0,0.5711616,"\int \frac{45 e^5+x^2+\left(-45 e^5+2 x^2\right) \log (2)+x^2 \log ^2(2)+\left(90 e^5-4 x^2-4 x^2 \log (2)\right) \log (x)+4 x^2 \log ^2(x)}{9 x^2+18 x^2 \log (2)+9 x^2 \log ^2(2)+\left(-36 x^2-36 x^2 \log (2)\right) \log (x)+36 x^2 \log ^2(x)} \, dx","Int[(45*E^5 + x^2 + (-45*E^5 + 2*x^2)*Log[2] + x^2*Log[2]^2 + (90*E^5 - 4*x^2 - 4*x^2*Log[2])*Log[x] + 4*x^2*Log[x]^2)/(9*x^2 + 18*x^2*Log[2] + 9*x^2*Log[2]^2 + (-36*x^2 - 36*x^2*Log[2])*Log[x] + 36*x^2*Log[x]^2),x]","\frac{x}{9}+\frac{5 e^5}{x (-2 \log (x)+1+\log (2))}","\frac{1}{9} (x-\log (3))+\frac{5 e^5}{x (-2 \log (x)+1+\log (2))}",1,"x/9 + (5*E^5)/(x*(1 + Log[2] - 2*Log[x]))","A",12,7,111,0.06306,1,"{6, 6688, 12, 6742, 2306, 2309, 2178}"
8145,0,0,0,0.2247156,"\int \frac{-20+8 x+19 x^2-9 x^3+\left(-8 x-38 x^2+27 x^3\right) \log (x)}{x \log ^2(x)} \, dx","Int[(-20 + 8*x + 19*x^2 - 9*x^3 + (-8*x - 38*x^2 + 27*x^3)*Log[x])/(x*Log[x]^2),x]","\int \frac{-20+8 x+19 x^2-9 x^3+\left(-8 x-38 x^2+27 x^3\right) \log (x)}{x \log ^2(x)} \, dx","\frac{5 \left(2-\frac{9 x}{5}\right) \left(-x^2+x+2\right)}{\log (x)}",1,"-38*ExpIntegralEi[2*Log[x]] + 27*ExpIntegralEi[3*Log[x]] - 8*LogIntegral[x] + Defer[Int][(-20 + 8*x + 19*x^2 - 9*x^3)/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
8146,1,29,0,0.1851953,"\int \frac{-3 x-\log (4)+3 x \log (3 x \log (3))+\left(2 x^2-3 x^3\right) \log ^2(3 x \log (3))}{x \log ^2(3 x \log (3))} \, dx","Int[(-3*x - Log[4] + 3*x*Log[3*x*Log[3]] + (2*x^2 - 3*x^3)*Log[3*x*Log[3]]^2)/(x*Log[3*x*Log[3]]^2),x]","-x^3+x^2+\frac{3 x}{\log (x \log (27))}+\frac{\log (4)}{\log (x \log (27))}","-x^3+x^2+\frac{3 x+\log (4)}{\log (3 x \log (3))}-4",1,"x^2 - x^3 + (3*x)/Log[x*Log[27]] + Log[4]/Log[x*Log[27]]","A",11,7,49,0.1429,1,"{6688, 43, 2330, 2297, 2298, 2302, 30}"
8147,0,0,0,2.6039656,"\int \frac{2 e^{5 x^6} x-10 e^{4 x^6} x^2-242 x^6+220 e^2 x^6-50 e^4 x^6+e^{3 x^6} \left(100 x^3-240 x^9+e^2 \left(-40 x^3+120 x^9\right)\right)+e^{2 x^6} \left(-220 x^4+480 x^{10}+e^2 \left(100 x^4-240 x^{10}\right)\right)+e^{x^6} \left(770 x^5-2640 x^{11}+e^4 \left(150 x^5-600 x^{11}\right)+e^2 \left(-680 x^5+2520 x^{11}\right)\right)}{e^{5 x^6}-5 e^{4 x^6} x+10 e^{3 x^6} x^2-10 e^{2 x^6} x^3+5 e^{x^6} x^4-x^5} \, dx","Int[(2*E^(5*x^6)*x - 10*E^(4*x^6)*x^2 - 242*x^6 + 220*E^2*x^6 - 50*E^4*x^6 + E^(3*x^6)*(100*x^3 - 240*x^9 + E^2*(-40*x^3 + 120*x^9)) + E^(2*x^6)*(-220*x^4 + 480*x^10 + E^2*(100*x^4 - 240*x^10)) + E^x^6*(770*x^5 - 2640*x^11 + E^4*(150*x^5 - 600*x^11) + E^2*(-680*x^5 + 2520*x^11)))/(E^(5*x^6) - 5*E^(4*x^6)*x + 10*E^(3*x^6)*x^2 - 10*E^(2*x^6)*x^3 + 5*E^x^6*x^4 - x^5),x]","\int \frac{2 e^{5 x^6} x-10 e^{4 x^6} x^2-242 x^6+220 e^2 x^6-50 e^4 x^6+e^{3 x^6} \left(100 x^3-240 x^9+e^2 \left(-40 x^3+120 x^9\right)\right)+e^{2 x^6} \left(-220 x^4+480 x^{10}+e^2 \left(100 x^4-240 x^{10}\right)\right)+e^{x^6} \left(770 x^5-2640 x^{11}+e^4 \left(150 x^5-600 x^{11}\right)+e^2 \left(-680 x^5+2520 x^{11}\right)\right)}{e^{5 x^6}-5 e^{4 x^6} x+10 e^{3 x^6} x^2-10 e^{2 x^6} x^3+5 e^{x^6} x^4-x^5} \, dx","\left(\frac{5 \left(2-e^2\right) x^3}{\left(x-e^{x^6}\right)^2}+x\right)^2",1,"x^2 + 40*(2 - E^2)*Defer[Int][x^3/(E^x^6 - x)^2, x] + 20*(2 - E^2)*Defer[Int][x^4/(E^x^6 - x)^3, x] + 150*(2 - E^2)^2*Defer[Int][x^5/(E^x^6 - x)^4, x] + 100*(2 - E^2)^2*Defer[Int][x^6/(E^x^6 - x)^5, x] - 120*(2 - E^2)*Defer[Int][x^9/(E^x^6 - x)^2, x] - 120*(2 - E^2)*Defer[Int][x^10/(E^x^6 - x)^3, x] - 600*(2 - E^2)^2*Defer[Int][x^11/(E^x^6 - x)^4, x] - 600*(2 - E^2)^2*Defer[Int][x^12/(E^x^6 - x)^5, x]","F",0,0,0,0,-1,"{}"
8148,1,90,0,0.9420881,"\int \frac{3+7 x+11 x^2+15 x^3+7 x^4+x^5+e^8 \left(-3-5 x-2 x^2\right)+\left(-3-5 x-2 x^2\right) \log \left(x+x^2\right)}{9 x^2+15 x^3+7 x^4+x^5} \, dx","Int[(3 + 7*x + 11*x^2 + 15*x^3 + 7*x^4 + x^5 + E^8*(-3 - 5*x - 2*x^2) + (-3 - 5*x - 2*x^2)*Log[x + x^2])/(9*x^2 + 15*x^3 + 7*x^4 + x^5),x]","x+\frac{e^8}{(x+3) x}+\frac{x \log (x)}{9 (x+3)}-\frac{\log (x)}{9}-\frac{\log (x+1)}{3 (x+3)}+\frac{\log (x)}{3 x}+\frac{\log (x+1)}{3 x}-\frac{\log (x)+\log (x+1)-\log (x (x+1))}{(x+3) x}","-\frac{\log \left(x^2+x\right)}{x-x (x+4)}+x+\frac{e^8}{(x+3) x}",1,"x + E^8/(x*(3 + x)) - Log[x]/9 + Log[x]/(3*x) + (x*Log[x])/(9*(3 + x)) + Log[1 + x]/(3*x) - Log[1 + x]/(3*(3 + x)) - (Log[x] + Log[1 + x] - Log[x*(1 + x)])/(x*(3 + x))","B",33,16,76,0.2105,1,"{6741, 6742, 44, 88, 72, 77, 74, 2513, 2357, 2304, 2314, 31, 2418, 2395, 36, 29}"
8149,0,0,0,0.6359632,"\int \frac{1}{45} e^{-4/x} \left(e^{4/x} (1+2 x)-2 x^2 \log (x)+\left(-4 x-3 x^2\right) \log ^2(x)\right) \, dx","Int[(E^(4/x)*(1 + 2*x) - 2*x^2*Log[x] + (-4*x - 3*x^2)*Log[x]^2)/(45*E^(4/x)),x]","\int \frac{1}{45} e^{-4/x} \left(e^{4/x} (1+2 x)-2 x^2 \log (x)+\left(-4 x-3 x^2\right) \log ^2(x)\right) \, dx","\frac{1}{45} x \left(-e^{-4/x} x^2 \log ^2(x)+x+1\right)+\frac{25}{4}",1,"x/45 + (88*x)/(405*E^(4/x)) + x^2/45 - (2*x^2)/(81*E^(4/x)) + (2*x^3)/(405*E^(4/x)) + (352*ExpIntegralEi[-4/x])/405 + (256*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, -4/x])/(135*x) - (64*(ExpIntegralE[1, 4/x] + ExpIntegralEi[-4/x])*Log[x^(-1)])/135 - (32*Log[4/x]^2)/135 + (64*EulerGamma*Log[x])/135 - (16*x*Log[x])/(135*E^(4/x)) + (4*x^2*Log[x])/(135*E^(4/x)) - (2*x^3*Log[x])/(135*E^(4/x)) - (64*ExpIntegralEi[-4/x]*Log[x])/135 - (4*Defer[Int][(x*Log[x]^2)/E^(4/x), x])/45 - Defer[Int][(x^2*Log[x]^2)/E^(4/x), x]/15","F",0,0,0,0,-1,"{}"
8150,1,16,0,0.029242,"\int -\frac{5 e^{390622+\frac{x}{4}}}{4+20 e^{390622+\frac{x}{4}}} \, dx","Int[(-5*E^(390622 + x/4))/(4 + 20*E^(390622 + x/4)),x]","-\log \left(5 e^{\frac{x}{4}+390622}+1\right)","5-\log \left(e^{x/4}+\frac{1}{5 e^{390622}}\right)",1,"-Log[1 + 5*E^(390622 + x/4)]","A",3,3,26,0.1154,1,"{12, 2246, 31}"
8151,0,0,0,0.8454812,"\int \frac{9 x-3 x^4+\left(3-x^3\right) \log (16)+\left(-9+3 x^3\right) \log \left(3-x^3\right)+\left(-9 x-9 x^3+3 x^4\right) \log (x) \log \left(\frac{1}{\log (x)}\right)}{\left(-9 x+3 x^4\right) \log (x)} \, dx","Int[(9*x - 3*x^4 + (3 - x^3)*Log[16] + (-9 + 3*x^3)*Log[3 - x^3] + (-9*x - 9*x^3 + 3*x^4)*Log[x]*Log[Log[x]^(-1)])/((-9*x + 3*x^4)*Log[x]),x]","\int \frac{9 x-3 x^4+\left(3-x^3\right) \log (16)+\left(-9+3 x^3\right) \log \left(3-x^3\right)+\left(-9 x-9 x^3+3 x^4\right) \log (x) \log \left(\frac{1}{\log (x)}\right)}{\left(-9 x+3 x^4\right) \log (x)} \, dx","\left(-\log \left(3-x^3\right)+x+\frac{\log (16)}{3}\right) \log \left(\frac{1}{\log (x)}\right)",1,"x*Log[Log[x]^(-1)] - (Log[16]*Log[Log[x]])/3 + Defer[Int][Log[3 - x^3]/(x*Log[x]), x] + Defer[Int][Log[Log[x]^(-1)]/(-(-3)^(1/3) - x), x] + Defer[Int][Log[Log[x]^(-1)]/(3^(1/3) - x), x] + Defer[Int][Log[Log[x]^(-1)]/((-1)^(2/3)*3^(1/3) - x), x]","F",0,0,0,0,-1,"{}"
8152,0,0,0,2.0360531,"\int \frac{\exp \left(\frac{45 x-8 x^3+\left(-24+4 x^2\right) \log (4)}{-24+4 x^2}\right) \left(126-270 x-51 x^2+99 x^3+4 x^4-8 x^5\right)}{288-576 x+192 x^2+192 x^3-88 x^4-16 x^5+8 x^6} \, dx","Int[(E^((45*x - 8*x^3 + (-24 + 4*x^2)*Log[4])/(-24 + 4*x^2))*(126 - 270*x - 51*x^2 + 99*x^3 + 4*x^4 - 8*x^5))/(288 - 576*x + 192*x^2 + 192*x^3 - 88*x^4 - 16*x^5 + 8*x^6),x]","\int \frac{\exp \left(\frac{45 x-8 x^3+\left(-24+4 x^2\right) \log (4)}{-24+4 x^2}\right) \left(126-270 x-51 x^2+99 x^3+4 x^4-8 x^5\right)}{288-576 x+192 x^2+192 x^3-88 x^4-16 x^5+8 x^6} \, dx","\frac{4 e^{-\frac{x}{4 \left(\frac{x^2}{3}-2\right)}-2 x}}{2 x-2}+1",1,"(3*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] - x)^2, x])/20 + (Sqrt[3/2]*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] - x), x])/20 + (7*(6 + Sqrt[6])*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] - x), x])/200 - 2*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(-1 + x)^2, x] - (179*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(-1 + x), x])/50 + (3*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] + x)^2, x])/20 + (Sqrt[3/2]*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] + x), x])/20 - (7*(6 - Sqrt[6])*Defer[Int][E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))/(Sqrt[6] + x), x])/200 + (18*Defer[Int][(E^((x*(45 - 8*x^2))/(4*(-6 + x^2)))*x)/(-6 + x^2)^2, x])/5","F",0,0,0,0,-1,"{}"
8153,1,11,0,0.0162695,"\int \frac{e^{-\frac{2}{e^4}}}{x \log (x)} \, dx","Int[1/(E^(2/E^4)*x*Log[x]),x]","e^{-\frac{2}{e^4}} \log (\log (x))","e^{-\frac{2}{e^4}} \log \left(\frac{\log (x)}{\left(-\frac{13}{4}-\log (2)\right)^2}\right)",1,"Log[Log[x]]/E^(2/E^4)","A",3,3,15,0.2000,1,"{12, 2302, 29}"
8154,1,46,0,0.1808468,"\int \frac{e^{2-2 x+\frac{1-x^2}{x}} \left(1+2 x+3 x^2\right)+e^{\frac{1-x^2}{x}} \left(-12 x^2-12 x^4+e^2 \left(-3 x^2-3 x^4\right)\right)}{x^4} \, dx","Int[(E^(2 - 2*x + (1 - x^2)/x)*(1 + 2*x + 3*x^2) + E^((1 - x^2)/x)*(-12*x^2 - 12*x^4 + E^2*(-3*x^2 - 3*x^4)))/x^4,x]","3 \left(4+e^2\right) e^{\frac{1}{x}-x}-\frac{e^{-3 x+\frac{1}{x}+2} \left(3 x^2+1\right)}{\left(\frac{1}{x^2}+3\right) x^4}","e^{\frac{1}{x}-x} \left(3 \left(4+e^2\right)-\frac{e^{2-2 x}}{x^2}\right)+5",1,"3*E^(x^(-1) - x)*(4 + E^2) - (E^(2 + x^(-1) - 3*x)*(1 + 3*x^2))/((3 + x^(-2))*x^4)","A",4,3,74,0.04054,1,"{14, 6706, 2288}"
8155,1,20,0,0.005551,"\int \frac{e^5-\log (10 \log (4))}{5 \log (6)} \, dx","Int[(E^5 - Log[10*Log[4]])/(5*Log[6]),x]","\frac{x \left(e^5-\log (10 \log (4))\right)}{5 \log (6)}","\frac{x \left(e^5-\log (10 \log (4))\right)}{5 \log (6)}+1",1,"(x*(E^5 - Log[10*Log[4]]))/(5*Log[6])","A",1,1,19,0.05263,1,"{8}"
8156,0,0,0,6.2954482,"\int \frac{-64 e^6+224 e^4 x-243 e^2 x^2+81 x^3+e^{2 e^x} \left(-4 e^6+12 e^4 x-12 e^2 x^2+4 x^3+e^x \left(-8 e^6 x+24 e^4 x^2-24 e^2 x^3+8 x^4\right)\right)+e^{e^x} \left(-32 e^6+104 e^4 x-108 e^2 x^2+36 x^3+e^x \left(-32 e^6 x+100 e^4 x^2-104 e^2 x^3+36 x^4\right)\right)}{4 e^6-12 e^4 x+12 e^2 x^2-4 x^3} \, dx","Int[(-64*E^6 + 224*E^4*x - 243*E^2*x^2 + 81*x^3 + E^(2*E^x)*(-4*E^6 + 12*E^4*x - 12*E^2*x^2 + 4*x^3 + E^x*(-8*E^6*x + 24*E^4*x^2 - 24*E^2*x^3 + 8*x^4)) + E^E^x*(-32*E^6 + 104*E^4*x - 108*E^2*x^2 + 36*x^3 + E^x*(-32*E^6*x + 100*E^4*x^2 - 104*E^2*x^3 + 36*x^4)))/(4*E^6 - 12*E^4*x + 12*E^2*x^2 - 4*x^3),x]","\int \frac{-64 e^6+224 e^4 x-243 e^2 x^2+81 x^3+e^{2 e^x} \left(-4 e^6+12 e^4 x-12 e^2 x^2+4 x^3+e^x \left(-8 e^6 x+24 e^4 x^2-24 e^2 x^3+8 x^4\right)\right)+e^{e^x} \left(-32 e^6+104 e^4 x-108 e^2 x^2+36 x^3+e^x \left(-32 e^6 x+100 e^4 x^2-104 e^2 x^3+36 x^4\right)\right)}{4 e^6-12 e^4 x+12 e^2 x^2-4 x^3} \, dx","\frac{70}{9}-x \left(\frac{x}{2 \left(x-e^2\right)}+e^{e^x}+4\right)^2",1,"-E^(2 + E^x) - (5*E^6)/(4*(E^2 - x)^2) + (E^2*(8*E^2 - 9*x)^2)/(E^2 - x)^2 + (91*E^4)/(4*(E^2 - x)) - (81*x)/4 - 9*ExpIntegralEi[E^x] - ExpIntegralEi[2*E^x] - 4*E^4*Defer[Int][E^E^x/(E^2 - x)^2, x] + (19*E^2*Defer[Int][E^(2 + E^x)/(E^2 - x)^2, x])/2 - (9*Defer[Int][E^(4 + E^x)/(E^2 - x)^2, x])/2 + 2*Defer[Int][E^(2*(1 + E^x))/(E^2 - x), x] + (19*Defer[Int][E^(2 + E^x)/(E^2 - x), x])/2 + Defer[Int][E^(4 + E^x + x)/(E^2 - x), x] - 9*Defer[Int][E^(E^x + x)*x, x] - 2*Defer[Int][E^(2*E^x + x)*x, x] + (19*E^2*Defer[Int][E^E^x/(-E^2 + x), x])/2 + 2*Defer[Int][E^(2*(1 + E^x))/(-E^2 + x), x]","F",0,0,0,0,-1,"{}"
8157,1,27,0,0.2499529,"\int \frac{e^{-x} \left(4+4 x-2 x^2+9 e^x x^2\right)}{45 x^2} \, dx","Int[(4 + 4*x - 2*x^2 + 9*E^x*x^2)/(45*E^x*x^2),x]","\frac{x}{5}+\frac{2 e^{-x}}{45}-\frac{4 e^{-x}}{45 x}","\frac{1}{5} \left(x+\frac{e^{-x} (2 x-4)}{9 x}\right)",1,"2/(45*E^x) - 4/(45*E^x*x) + x/5","A",9,6,30,0.2000,1,"{12, 6742, 2199, 2194, 2177, 2178}"
8158,0,0,0,3.5864154,"\int \frac{3 x+4 e^x \left(-20 x+5 x^2\right)+(-12+4 x) \log (2)+e^x \left(16 x-4 x^2\right) \log (2)-4 x \log (2) \log (x)}{400 e^{2 x} x+x^3+8 e^x x^2 \log (2)+16 e^{2 x} x \log ^2(2)+4 e^x \left(-10 x^2-40 e^x x \log (2)\right)+\left(160 e^x x \log (2)-8 x^2 \log (2)-32 e^x x \log ^2(2)\right) \log (x)+16 x \log ^2(2) \log ^2(x)} \, dx","Int[(3*x + 4*E^x*(-20*x + 5*x^2) + (-12 + 4*x)*Log[2] + E^x*(16*x - 4*x^2)*Log[2] - 4*x*Log[2]*Log[x])/(400*E^(2*x)*x + x^3 + 8*E^x*x^2*Log[2] + 16*E^(2*x)*x*Log[2]^2 + 4*E^x*(-10*x^2 - 40*E^x*x*Log[2]) + (160*E^x*x*Log[2] - 8*x^2*Log[2] - 32*E^x*x*Log[2]^2)*Log[x] + 16*x*Log[2]^2*Log[x]^2),x]","\int \frac{3 x+4 e^x \left(-20 x+5 x^2\right)+(-12+4 x) \log (2)+e^x \left(16 x-4 x^2\right) \log (2)-4 x \log (2) \log (x)}{400 e^{2 x} x+x^3+8 e^x x^2 \log (2)+16 e^{2 x} x \log ^2(2)+4 e^x \left(-10 x^2-40 e^x x \log (2)\right)+\left(160 e^x x \log (2)-8 x^2 \log (2)-32 e^x x \log ^2(2)\right) \log (x)+16 x \log ^2(2) \log ^2(x)} \, dx","\frac{3-x}{-x+20 e^x-4 \log (2) \left(e^x-\log (x)\right)}",1,"(3 + Log[16])*Defer[Int][(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^(-2), x] - 12*Log[2]*Defer[Int][1/(x*(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^2), x] - 4*Defer[Int][x/(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^2, x] + Defer[Int][x^2/(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^2, x] + 12*Log[2]*Defer[Int][Log[x]/(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^2, x] - 4*Log[2]*Defer[Int][(x*Log[x])/(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^2, x] + 4*Defer[Int][(x - 20*E^x*(1 - Log[2]/5) - 4*Log[2]*Log[x])^(-1), x] + Defer[Int][x/(-x + 20*E^x*(1 - Log[2]/5) + 4*Log[2]*Log[x]), x]","F",0,0,0,0,-1,"{}"
8159,1,74,0,0.1228916,"\int \frac{45-52 x+19 x^2+38 x^3-8 x^4+\left(-9+39 x+12 x^2-12 x^3\right) \log (x)+\left(-6 x-4 x^2\right) \log ^2(x)}{2 x} \, dx","Int[(45 - 52*x + 19*x^2 + 38*x^3 - 8*x^4 + (-9 + 39*x + 12*x^2 - 12*x^3)*Log[x] + (-6*x - 4*x^2)*Log[x]^2)/(2*x),x]","-x^4+7 x^3-2 x^3 \log (x)+\frac{11 x^2}{4}-x^2 \log ^2(x)+4 x^2 \log (x)-\frac{103 x}{2}-3 x \log ^2(x)-\frac{9 \log ^2(x)}{4}+\frac{51}{2} x \log (x)+\frac{45 \log (x)}{2}","x-\left(\frac{1}{2} (3-2 x)-3\right)^2 (x+\log (x)-5)^2+3",1,"(-103*x)/2 + (11*x^2)/4 + 7*x^3 - x^4 + (45*Log[x])/2 + (51*x*Log[x])/2 + 4*x^2*Log[x] - 2*x^3*Log[x] - (9*Log[x]^2)/4 - 3*x*Log[x]^2 - x^2*Log[x]^2","B",17,9,59,0.1525,1,"{12, 14, 2357, 2295, 2301, 2304, 2330, 2296, 2305}"
8160,0,0,0,1.4131879,"\int \frac{-144+24 x-72 x^2-72 x^3+\left(72-12 x+36 x^2\right) \log (4)+\left(-144-96 x+48 x^2+(72-24 x) \log (4)\right) \log \left(\frac{2+2 x-\log (4)}{x}\right)}{-18 x^2-6 x^3+10 x^4-2 x^5+\left(9 x^2-6 x^3+x^4\right) \log (4)+\left(-12 x-8 x^2+4 x^3+\left(6 x-2 x^2\right) \log (4)\right) \log \left(\frac{2+2 x-\log (4)}{x}\right)+(-2-2 x+\log (4)) \log ^2\left(\frac{2+2 x-\log (4)}{x}\right)} \, dx","Int[(-144 + 24*x - 72*x^2 - 72*x^3 + (72 - 12*x + 36*x^2)*Log[4] + (-144 - 96*x + 48*x^2 + (72 - 24*x)*Log[4])*Log[(2 + 2*x - Log[4])/x])/(-18*x^2 - 6*x^3 + 10*x^4 - 2*x^5 + (9*x^2 - 6*x^3 + x^4)*Log[4] + (-12*x - 8*x^2 + 4*x^3 + (6*x - 2*x^2)*Log[4])*Log[(2 + 2*x - Log[4])/x] + (-2 - 2*x + Log[4])*Log[(2 + 2*x - Log[4])/x]^2),x]","\int \frac{-144+24 x-72 x^2-72 x^3+\left(72-12 x+36 x^2\right) \log (4)+\left(-144-96 x+48 x^2+(72-24 x) \log (4)\right) \log \left(\frac{2+2 x-\log (4)}{x}\right)}{-18 x^2-6 x^3+10 x^4-2 x^5+\left(9 x^2-6 x^3+x^4\right) \log (4)+\left(-12 x-8 x^2+4 x^3+\left(6 x-2 x^2\right) \log (4)\right) \log \left(\frac{2+2 x-\log (4)}{x}\right)+(-2-2 x+\log (4)) \log ^2\left(\frac{2+2 x-\log (4)}{x}\right)} \, dx","\frac{12 (x-6)}{x-\frac{\log \left(\frac{2}{x}-\frac{\log (4)}{x}+2\right)}{x}-3}",1,"-6*(2 - Log[4])*Defer[Int][(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x])^(-2), x] - 216*Defer[Int][x/(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x])^2, x] + 180*Defer[Int][x^2/(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x])^2, x] - 24*Defer[Int][x^3/(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x])^2, x] - 72*Defer[Int][(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x])^(-1), x] + 24*Defer[Int][x/(-3*x + x^2 - Log[(2 + 2*x - Log[4])/x]), x] + 6*(2 - Log[4])*(14 - Log[4])*Defer[Int][1/((2 + 2*x - Log[4])*(3*x - x^2 + Log[(2 + 2*x - Log[4])/x])^2), x]","F",0,0,0,0,-1,"{}"
8161,1,31,0,0.3406956,"\int \frac{-57 x^2+18 x^3-3 x^4+e \left(36-24 x+4 x^2\right)+e^{1+x} \left(18-30 x+14 x^2-2 x^3\right)}{18 x^2-12 x^3+2 x^4} \, dx","Int[(-57*x^2 + 18*x^3 - 3*x^4 + E*(36 - 24*x + 4*x^2) + E^(1 + x)*(18 - 30*x + 14*x^2 - 2*x^3))/(18*x^2 - 12*x^3 + 2*x^4),x]","-\frac{3 x}{2}-\frac{15}{3-x}-\frac{e^{x+1}}{x}-\frac{2 e}{x}","-\frac{e \left(e^x+2\right)}{x}+\frac{5 x}{x-3}-\frac{3 (x+1)}{2}+2",1,"-15/(3 - x) - (2*E)/x - E^(1 + x)/x - (3*x)/2","A",8,6,68,0.08824,1,"{1594, 27, 12, 6688, 2197, 683}"
8162,0,0,0,0.5292985,"\int \frac{144 x+12 x^2+4 e^2 x^2+\left(-12 x^2-4 e^2 x^2\right) \log (x)}{324+\left(-108 x-36 e^2 x\right) \log (x)+\left(9 x^2+6 e^2 x^2+e^4 x^2\right) \log ^2(x)} \, dx","Int[(144*x + 12*x^2 + 4*E^2*x^2 + (-12*x^2 - 4*E^2*x^2)*Log[x])/(324 + (-108*x - 36*E^2*x)*Log[x] + (9*x^2 + 6*E^2*x^2 + E^4*x^2)*Log[x]^2),x]","\int \frac{144 x+12 x^2+4 e^2 x^2+\left(-12 x^2-4 e^2 x^2\right) \log (x)}{324+\left(-108 x-36 e^2 x\right) \log (x)+\left(9 x^2+6 e^2 x^2+e^4 x^2\right) \log ^2(x)} \, dx","\frac{x^2}{\frac{9}{2}-\frac{1}{4} \left(3+e^2\right) x \log (x)}",1,"72*Defer[Int][x/(18 - 3*(1 + E^2/3)*x*Log[x])^2, x] + 4*(3 + E^2)*Defer[Int][x^2/(18 - 3*(1 + E^2/3)*x*Log[x])^2, x] + 4*Defer[Int][x/(18 - 3*(1 + E^2/3)*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8163,1,58,0,0.2039952,"\int \frac{16777216+16809984 x+7364624 x^2+1842184 x^3+287745 x^4+28744 x^5+1794 x^6+64 x^7+x^8+\left(-33554432-16809984 x+1842184 x^3+575490 x^4+86232 x^5+7176 x^6+320 x^7+6 x^8\right) \log (x)}{x^3} \, dx","Int[(16777216 + 16809984*x + 7364624*x^2 + 1842184*x^3 + 287745*x^4 + 28744*x^5 + 1794*x^6 + 64*x^7 + x^8 + (-33554432 - 16809984*x + 1842184*x^3 + 575490*x^4 + 86232*x^5 + 7176*x^6 + 320*x^7 + 6*x^8)*Log[x])/x^3,x]","x^6 \log (x)+64 x^5 \log (x)+1794 x^4 \log (x)+28744 x^3 \log (x)+287745 x^2 \log (x)+\frac{16777216 \log (x)}{x^2}+1842184 x \log (x)+7364624 \log (x)+\frac{16809984 \log (x)}{x}","\left(\frac{(-x-8)^4}{x}+x+4\right)^2 \log (x)+\log (2)",1,"7364624*Log[x] + (16777216*Log[x])/x^2 + (16809984*Log[x])/x + 1842184*x*Log[x] + 287745*x^2*Log[x] + 28744*x^3*Log[x] + 1794*x^4*Log[x] + 64*x^5*Log[x] + x^6*Log[x]","B",14,5,80,0.06250,1,"{14, 6742, 2357, 2295, 2304}"
8164,1,20,0,0.2384089,"\int \frac{-15-5 x^2-10 x^3+\left(3 x+4 x^2-x^3-x^4\right) \log ^2\left(\frac{-3-4 x+x^2+x^3}{x}\right)}{\left(-3 x-4 x^2+x^3+x^4\right) \log ^2\left(\frac{-3-4 x+x^2+x^3}{x}\right)} \, dx","Int[(-15 - 5*x^2 - 10*x^3 + (3*x + 4*x^2 - x^3 - x^4)*Log[(-3 - 4*x + x^2 + x^3)/x]^2)/((-3*x - 4*x^2 + x^3 + x^4)*Log[(-3 - 4*x + x^2 + x^3)/x]^2),x]","\frac{5}{\log \left(x^2+x-\frac{3}{x}-4\right)}-x","\frac{5}{\log \left(x^2+x-\frac{3}{x}-4\right)}-x+\frac{13}{4}",1,"-x + 5/Log[-4 - 3/x + x + x^2]","A",3,2,86,0.02326,1,"{6688, 6686}"
8165,1,20,0,0.0047975,"\int \frac{1}{2} \left(2 e^{4/3} x+3 x^2\right) \, dx","Int[(2*E^(4/3)*x + 3*x^2)/2,x]","\frac{x^3}{2}+\frac{1}{2} e^{4/3} x^2","\frac{1}{2} x^2 \left(x+e^{4/3}\right)",1,"(E^(4/3)*x^2)/2 + x^3/2","A",2,1,18,0.05556,1,"{12}"
8166,0,0,0,6.165795,"\int \frac{e^{5+x} (4-4 \log (x-\log (x))) \left(5-6 x+x^3+\left(4 x^2-3 x^3-x^4+\left(-4 x+3 x^2+x^3\right) \log (x)\right) \log (x-\log (x))+\left(-4 x^2+3 x^3+x^4+\left(4 x-3 x^2-x^3\right) \log (x)\right) \log ^2(x-\log (x))\right)}{\log (x-\log (x)) \left(\left(x^2-x \log (x)\right) \log (x-\log (x))+\left(-x^2+x \log (x)\right) \log ^2(x-\log (x))\right)} \, dx","Int[(E^(5 + x)*(4 - 4*Log[x - Log[x]])*(5 - 6*x + x^3 + (4*x^2 - 3*x^3 - x^4 + (-4*x + 3*x^2 + x^3)*Log[x])*Log[x - Log[x]] + (-4*x^2 + 3*x^3 + x^4 + (4*x - 3*x^2 - x^3)*Log[x])*Log[x - Log[x]]^2))/(Log[x - Log[x]]*((x^2 - x*Log[x])*Log[x - Log[x]] + (-x^2 + x*Log[x])*Log[x - Log[x]]^2)),x]","\int \frac{e^{5+x} (4-4 \log (x-\log (x))) \left(5-6 x+x^3+\left(4 x^2-3 x^3-x^4+\left(-4 x+3 x^2+x^3\right) \log (x)\right) \log (x-\log (x))+\left(-4 x^2+3 x^3+x^4+\left(4 x-3 x^2-x^3\right) \log (x)\right) \log ^2(x-\log (x))\right)}{\log (x-\log (x)) \left(\left(x^2-x \log (x)\right) \log (x-\log (x))+\left(-x^2+x \log (x)\right) \log ^2(x-\log (x))\right)} \, dx","e^{x+5} \left(-x^2-x+5\right) \left(\frac{4}{\log (x-\log (x))}-4\right)",1,"-20*E^(5 + x) + 4*E^(5 + x)*x + 4*E^(5 + x)*x^2 - 24*Defer[Int][E^(5 + x)/((x - Log[x])*Log[x - Log[x]]^2), x] + 20*Defer[Int][E^(5 + x)/(x*(x - Log[x])*Log[x - Log[x]]^2), x] + 4*Defer[Int][(E^(5 + x)*x^2)/((x - Log[x])*Log[x - Log[x]]^2), x] + 16*Defer[Int][E^(5 + x)/Log[x - Log[x]], x] - 12*Defer[Int][(E^(5 + x)*x)/Log[x - Log[x]], x] - 4*Defer[Int][(E^(5 + x)*x^2)/Log[x - Log[x]], x]","F",0,0,0,0,-1,"{}"
8167,0,0,0,0.9501568,"\int \frac{-1-4 x-64 e^{2 x+\frac{8 e^{2 x}}{2+4 x}} x-4 x^2}{1+4 x+4 x^2} \, dx","Int[(-1 - 4*x - 64*E^(2*x + (8*E^(2*x))/(2 + 4*x))*x - 4*x^2)/(1 + 4*x + 4*x^2),x]","\int \frac{-1-4 x-64 e^{2 x+\frac{8 e^{2 x}}{2+4 x}} x-4 x^2}{1+4 x+4 x^2} \, dx","-x-4 e^{\frac{8 e^{2 x}}{4 x+2}}+2",1,"-x + 32*Defer[Int][E^(2*x + (4*E^(2*x))/(1 + 2*x))/(1 + 2*x)^2, x] - 32*Defer[Int][E^(2*x + (4*E^(2*x))/(1 + 2*x))/(1 + 2*x), x]","F",0,0,0,0,-1,"{}"
8168,0,0,0,1.527594,"\int \frac{(-6 x+3 \log (4)) \log \left(\frac{x}{2}\right)+\left(-2 x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)+\left(3 x-3 \log (4)+\left(-x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)\right) \log \left(-x^2+x \log (4)\right)}{\left(-x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)} \, dx","Int[((-6*x + 3*Log[4])*Log[x/2] + (-2*x^2 + x*Log[4])*Log[x/2]^2 + (3*x - 3*Log[4] + (-x^2 + x*Log[4])*Log[x/2]^2)*Log[-x^2 + x*Log[4]])/((-x^2 + x*Log[4])*Log[x/2]^2),x]","\int \frac{(-6 x+3 \log (4)) \log \left(\frac{x}{2}\right)+\left(-2 x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)+\left(3 x-3 \log (4)+\left(-x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)\right) \log \left(-x^2+x \log (4)\right)}{\left(-x^2+x \log (4)\right) \log ^2\left(\frac{x}{2}\right)} \, dx","\left(x+\frac{3}{\log \left(\frac{x}{2}\right)}\right) \log (x (\log (4)-x))",1,"x*Log[-(x*(x - Log[4]))] + 3*Defer[Int][(2*x - Log[4])/(x*(x - Log[4])*Log[x/2]), x] - 3*Defer[Int][Log[x*(-x + Log[4])]/(x*Log[x/2]^2), x]","F",0,0,0,0,-1,"{}"
8169,0,0,0,2.610086,"\int \frac{e^{-e^{\frac{-4-x+6 x^2-5 x^3}{x}}} \left(-x+e^{e^{\frac{-4-x+6 x^2-5 x^3}{x}}} x+e^{\frac{-4-x+6 x^2-5 x^3}{x}} \left(4+6 x^2-10 x^3\right)\right)}{x} \, dx","Int[(-x + E^E^((-4 - x + 6*x^2 - 5*x^3)/x)*x + E^((-4 - x + 6*x^2 - 5*x^3)/x)*(4 + 6*x^2 - 10*x^3))/(E^E^((-4 - x + 6*x^2 - 5*x^3)/x)*x),x]","\int \frac{e^{-e^{\frac{-4-x+6 x^2-5 x^3}{x}}} \left(-x+e^{e^{\frac{-4-x+6 x^2-5 x^3}{x}}} x+e^{\frac{-4-x+6 x^2-5 x^3}{x}} \left(4+6 x^2-10 x^3\right)\right)}{x} \, dx","x-e^{-e^{\frac{(5-5 x) x^2+x^2-x-4}{x}}} x",1,"x - Defer[Int][E^(-E^(-1 - 4/x + 6*x - 5*x^2)), x] + 4*Defer[Int][E^(-1 - E^(-1 - 4/x + 6*x - 5*x^2) - 4/x + 6*x - 5*x^2)/x, x] + 6*Defer[Int][E^(-1 - E^(-1 - 4/x + 6*x - 5*x^2) - 4/x + 6*x - 5*x^2)*x, x] - 10*Defer[Int][E^(-1 - E^(-1 - 4/x + 6*x - 5*x^2) - 4/x + 6*x - 5*x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
8170,1,27,0,0.3449864,"\int \frac{e^{-2/x} \left(x+x^2+e^{\frac{1}{x}} (6+6 x)\right)}{18 x} \, dx","Int[(x + x^2 + E^x^(-1)*(6 + 6*x))/(18*E^(2/x)*x),x]","\frac{1}{36} e^{-2/x} x^2+\frac{1}{3} e^{-1/x} x","\left(\frac{1}{6} e^{-1/x} x+1\right)^2",1,"x/(3*E^x^(-1)) + x^2/(36*E^(2/x))","A",10,7,30,0.2333,1,"{12, 6741, 6742, 2206, 2210, 2214, 2288}"
8171,1,49,0,0.0208485,"\int \frac{e^4 \left(1+2592 x-864 x^2+64 x^3\right)+e^2 \left(576 x-96 x^2\right) \log (5)+32 x \log ^2(5)}{e^4} \, dx","Int[(E^4*(1 + 2592*x - 864*x^2 + 64*x^3) + E^2*(576*x - 96*x^2)*Log[5] + 32*x*Log[5]^2)/E^4,x]","16 x^4-288 x^3-\frac{32 x^3 \log (5)}{e^2}+1296 x^2+\frac{16 x^2 \log ^2(5)}{e^4}+\frac{288 x^2 \log (5)}{e^2}+x","16 x^2 \left(x-9-\frac{\log (5)}{e^2}\right)^2+x-1",1,"x + 1296*x^2 - 288*x^3 + 16*x^4 + (288*x^2*Log[5])/E^2 - (32*x^3*Log[5])/E^2 + (16*x^2*Log[5]^2)/E^4","B",4,1,46,0.02174,1,"{12}"
8172,1,25,0,0.1324413,"\int \frac{e^{5-x} \left(80+52 x+12 x^2\right)}{x^3} \, dx","Int[(E^(5 - x)*(80 + 52*x + 12*x^2))/x^3,x]","-\frac{40 e^{5-x}}{x^2}-\frac{12 e^{5-x}}{x}","\frac{4 e^{5-x} \left(-\frac{10}{x}-3\right)}{x}",1,"(-40*E^(5 - x))/x^2 - (12*E^(5 - x))/x","A",8,3,21,0.1429,1,"{2199, 2177, 2178}"
8173,0,0,0,6.9941302,"\int \frac{\left(-x-16 e x^2-64 x^4\right) \log (x)+\left(-e^2-x-8 e x^2-16 x^4+\left(e^2+x+8 e x^2+16 x^4\right) \log (x)\right) \log \left(e^2+x+8 e x^2+16 x^4\right)+\left(e^2+x+8 e x^2+16 x^4+\left(-e^2-x-8 e x^2-16 x^4\right) \log (x)+\left(e^2+x+8 e x^2+16 x^4\right) \log ^2(x)\right) \log ^2\left(e^2+x+8 e x^2+16 x^4\right)}{\left(e^2+x+8 e x^2+16 x^4\right) \log ^2(x) \log ^2\left(e^2+x+8 e x^2+16 x^4\right)} \, dx","Int[((-x - 16*E*x^2 - 64*x^4)*Log[x] + (-E^2 - x - 8*E*x^2 - 16*x^4 + (E^2 + x + 8*E*x^2 + 16*x^4)*Log[x])*Log[E^2 + x + 8*E*x^2 + 16*x^4] + (E^2 + x + 8*E*x^2 + 16*x^4 + (-E^2 - x - 8*E*x^2 - 16*x^4)*Log[x] + (E^2 + x + 8*E*x^2 + 16*x^4)*Log[x]^2)*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2)/((E^2 + x + 8*E*x^2 + 16*x^4)*Log[x]^2*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2),x]","\int \frac{\left(-x-16 e x^2-64 x^4\right) \log (x)+\left(-e^2-x-8 e x^2-16 x^4+\left(e^2+x+8 e x^2+16 x^4\right) \log (x)\right) \log \left(e^2+x+8 e x^2+16 x^4\right)+\left(e^2+x+8 e x^2+16 x^4+\left(-e^2-x-8 e x^2-16 x^4\right) \log (x)+\left(e^2+x+8 e x^2+16 x^4\right) \log ^2(x)\right) \log ^2\left(e^2+x+8 e x^2+16 x^4\right)}{\left(e^2+x+8 e x^2+16 x^4\right) \log ^2(x) \log ^2\left(e^2+x+8 e x^2+16 x^4\right)} \, dx","\frac{\frac{x}{\log \left(\left(4 x^2+e\right)^2+x\right)}-x}{\log (x)}+x",1,"x - x/Log[x] - 4*Defer[Int][1/(Log[x]*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2), x] + 4*E^2*Defer[Int][1/((E^2 + x + 8*E*x^2 + 16*x^4)*Log[x]*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2), x] + 3*Defer[Int][x/((E^2 + x + 8*E*x^2 + 16*x^4)*Log[x]*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2), x] + 16*E*Defer[Int][x^2/((E^2 + x + 8*E*x^2 + 16*x^4)*Log[x]*Log[E^2 + x + 8*E*x^2 + 16*x^4]^2), x] - Defer[Int][1/(Log[x]^2*Log[E^2 + x + 8*E*x^2 + 16*x^4]), x] + Defer[Int][1/(Log[x]*Log[E^2 + x + 8*E*x^2 + 16*x^4]), x]","F",0,0,0,0,-1,"{}"
8174,0,0,0,2.0215622,"\int \frac{1}{4} e^{e^x-x} \left(-3 x^2+2 x^3+\left(-9 x^2+11 x^3-2 x^4+e^x \left(-3 x^3+2 x^4\right)\right) \log (x)\right) \, dx","Int[(E^(E^x - x)*(-3*x^2 + 2*x^3 + (-9*x^2 + 11*x^3 - 2*x^4 + E^x*(-3*x^3 + 2*x^4))*Log[x]))/4,x]","\int \frac{1}{4} e^{e^x-x} \left(-3 x^2+2 x^3+\left(-9 x^2+11 x^3-2 x^4+e^x \left(-3 x^3+2 x^4\right)\right) \log (x)\right) \, dx","\frac{1}{2} e^{e^x-x} \left(x-\frac{3}{2}\right) x^3 \log (x)",1,"(-3*Defer[Int][E^(E^x - x)*x^2, x])/4 - (9*Log[x]*Defer[Int][E^(E^x - x)*x^2, x])/4 - (3*Log[x]*Defer[Int][E^E^x*x^3, x])/4 + Defer[Int][E^(E^x - x)*x^3, x]/2 + (11*Log[x]*Defer[Int][E^(E^x - x)*x^3, x])/4 + (Log[x]*Defer[Int][E^E^x*x^4, x])/2 - (Log[x]*Defer[Int][E^(E^x - x)*x^4, x])/2 + (9*Defer[Int][Defer[Int][E^(E^x - x)*x^2, x]/x, x])/4 + (3*Defer[Int][Defer[Int][E^E^x*x^3, x]/x, x])/4 - (11*Defer[Int][Defer[Int][E^(E^x - x)*x^3, x]/x, x])/4 - Defer[Int][Defer[Int][E^E^x*x^4, x]/x, x]/2 + Defer[Int][Defer[Int][E^(E^x - x)*x^4, x]/x, x]/2","F",0,0,0,0,-1,"{}"
8175,0,0,0,3.3714297,"\int \frac{-250 x-3115 x^2-248 x^3-5 x^4+3^{3 x} \left(-625 x^2-50 x^3-x^4+\left(1875 x^3+150 x^4+3 x^5\right) \log (3)\right)}{25+1240 x+15426 x^2+1240 x^3+25 x^4+3^{6 x} \left(625 x^2+50 x^3+x^4\right)+3^{3 x} \left(250 x+6210 x^2+498 x^3+10 x^4\right)} \, dx","Int[(-250*x - 3115*x^2 - 248*x^3 - 5*x^4 + 3^(3*x)*(-625*x^2 - 50*x^3 - x^4 + (1875*x^3 + 150*x^4 + 3*x^5)*Log[3]))/(25 + 1240*x + 15426*x^2 + 1240*x^3 + 25*x^4 + 3^(6*x)*(625*x^2 + 50*x^3 + x^4) + 3^(3*x)*(250*x + 6210*x^2 + 498*x^3 + 10*x^4)),x]","\int \frac{-250 x-3115 x^2-248 x^3-5 x^4+3^{3 x} \left(-625 x^2-50 x^3-x^4+\left(1875 x^3+150 x^4+3 x^5\right) \log (3)\right)}{25+1240 x+15426 x^2+1240 x^3+25 x^4+3^{6 x} \left(625 x^2+50 x^3+x^4\right)+3^{3 x} \left(250 x+6210 x^2+498 x^3+10 x^4\right)} \, dx","\frac{x}{\frac{x-5}{x (x+25)}-3^{3 x}-5}",1,"-125*Defer[Int][x/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2)^2, x] - 5*(2 + 75*Log[3])*Defer[Int][x^2/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2)^2, x] + (1 - 9315*Log[3])*Defer[Int][x^3/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2)^2, x] - 747*Log[3]*Defer[Int][x^4/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2)^2, x] - 15*Log[3]*Defer[Int][x^5/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2)^2, x] - 25*Defer[Int][x/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2), x] - (1 - 25*Log[27])*Defer[Int][x^2/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2), x] + Log[27]*Defer[Int][x^3/(5 + 124*x + 25*27^x*x + 5*x^2 + 27^x*x^2), x]","F",0,0,0,0,-1,"{}"
8176,1,32,0,6.3377128,"\int \exp \left(x^2+e^{\frac{1}{2} \left(5+e^{3+e^x}\right)} x^2-2 x^3+x^4+e^{\frac{1}{4} \left(5+e^{3+e^x}\right)} \left(-2 x^2+2 x^3\right)\right) \left(4 x-12 x^2+8 x^3+e^{\frac{1}{2} \left(5+e^{3+e^x}\right)} \left(4 x+e^{3+e^x+x} x^2\right)+e^{\frac{1}{4} \left(5+e^{3+e^x}\right)} \left(-8 x+12 x^2+e^{3+e^x+x} \left(-x^2+x^3\right)\right)\right) \, dx","Int[E^(x^2 + E^((5 + E^(3 + E^x))/2)*x^2 - 2*x^3 + x^4 + E^((5 + E^(3 + E^x))/4)*(-2*x^2 + 2*x^3))*(4*x - 12*x^2 + 8*x^3 + E^((5 + E^(3 + E^x))/2)*(4*x + E^(3 + E^x + x)*x^2) + E^((5 + E^(3 + E^x))/4)*(-8*x + 12*x^2 + E^(3 + E^x + x)*(-x^2 + x^3))),x]","2 e^{\left(-x-e^{\frac{1}{4} \left(e^{e^x+3}+5\right)}+1\right)^2 x^2}","2 e^{\left(x^2+e^{\frac{1}{4} \left(e^{e^x+3}+5\right)} x-x\right)^2}",1,"2*E^((1 - E^((5 + E^(3 + E^x))/4) - x)^2*x^2)","A",2,2,150,0.01333,1,"{6688, 6706}"
8177,1,43,0,0.1454036,"\int \frac{6-7 x+x^2+\left(10-12 x+2 x^2\right) \log (x)}{-5+x} \, dx","Int[(6 - 7*x + x^2 + (10 - 12*x + 2*x^2)*Log[x])/(-5 + x),x]","\frac{x^2}{2}-\left(2 x-x^2\right) \log (x)-\frac{1}{2} (2-x)^2-2 x-4 \log (5-x)","\left(x^2-2 x\right) \log (x)-2 \log \left((x-5)^2\right)+5",1,"-1/2*(2 - x)^2 - 2*x + x^2/2 - 4*Log[5 - x] - (2*x - x^2)*Log[x]","B",7,5,27,0.1852,1,"{6741, 6742, 698, 2313, 9}"
8178,0,0,0,8.3184749,"\int \frac{-3+\exp \left(25+10 x+x^2+16 e^{2 x} x^2+e^x \left(40 x+8 x^2\right)\right) \left(-1+10 x+2 x^2+e^x \left(40 x+56 x^2+8 x^3\right)+e^{2 x} \left(32 x^2+32 x^3\right)\right)}{9+6 \exp \left(25+10 x+x^2+16 e^{2 x} x^2+e^x \left(40 x+8 x^2\right)\right)+\exp \left(50+20 x+2 x^2+32 e^{2 x} x^2+2 e^x \left(40 x+8 x^2\right)\right)} \, dx","Int[(-3 + E^(25 + 10*x + x^2 + 16*E^(2*x)*x^2 + E^x*(40*x + 8*x^2))*(-1 + 10*x + 2*x^2 + E^x*(40*x + 56*x^2 + 8*x^3) + E^(2*x)*(32*x^2 + 32*x^3)))/(9 + 6*E^(25 + 10*x + x^2 + 16*E^(2*x)*x^2 + E^x*(40*x + 8*x^2)) + E^(50 + 20*x + 2*x^2 + 32*E^(2*x)*x^2 + 2*E^x*(40*x + 8*x^2))),x]","\int \frac{-3+\exp \left(25+10 x+x^2+16 e^{2 x} x^2+e^x \left(40 x+8 x^2\right)\right) \left(-1+10 x+2 x^2+e^x \left(40 x+56 x^2+8 x^3\right)+e^{2 x} \left(32 x^2+32 x^3\right)\right)}{9+6 \exp \left(25+10 x+x^2+16 e^{2 x} x^2+e^x \left(40 x+8 x^2\right)\right)+\exp \left(50+20 x+2 x^2+32 e^{2 x} x^2+2 e^x \left(40 x+8 x^2\right)\right)} \, dx","9-\frac{x}{e^{\left(4 e^x x+x+5\right)^2}+3}",1,"-Defer[Int][(3 + E^(5 + x + 4*E^x*x)^2)^(-1), x] - 30*Defer[Int][x/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] - 120*Defer[Int][(E^x*x)/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] + 10*Defer[Int][x/(3 + E^(5 + x + 4*E^x*x)^2), x] + 40*Defer[Int][(E^x*x)/(3 + E^(5 + x + 4*E^x*x)^2), x] - 6*Defer[Int][x^2/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] - 168*Defer[Int][(E^x*x^2)/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] - 96*Defer[Int][(E^(2*x)*x^2)/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] + 2*Defer[Int][x^2/(3 + E^(5 + x + 4*E^x*x)^2), x] + 56*Defer[Int][(E^x*x^2)/(3 + E^(5 + x + 4*E^x*x)^2), x] + 32*Defer[Int][(E^(2*x)*x^2)/(3 + E^(5 + x + 4*E^x*x)^2), x] - 24*Defer[Int][(E^x*x^3)/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] - 96*Defer[Int][(E^(2*x)*x^3)/(3 + E^(5 + x + 4*E^x*x)^2)^2, x] + 8*Defer[Int][(E^x*x^3)/(3 + E^(5 + x + 4*E^x*x)^2), x] + 32*Defer[Int][(E^(2*x)*x^3)/(3 + E^(5 + x + 4*E^x*x)^2), x]","F",0,0,0,0,-1,"{}"
8179,0,0,0,22.4720759,"\int \frac{\exp \left(\frac{1+e^x-x-2 x^2+(-1+2 x) \log (1+x)}{-1+2 x}\right) \left(1-3 x-x^2+8 x^3-4 x^4+e^x \left(-3 x-x^2+2 x^3\right)\right)}{1-3 x+4 x^3} \, dx","Int[(E^((1 + E^x - x - 2*x^2 + (-1 + 2*x)*Log[1 + x])/(-1 + 2*x))*(1 - 3*x - x^2 + 8*x^3 - 4*x^4 + E^x*(-3*x - x^2 + 2*x^3)))/(1 - 3*x + 4*x^3),x]","\int \frac{\exp \left(\frac{1+e^x-x-2 x^2+(-1+2 x) \log (1+x)}{-1+2 x}\right) \left(1-3 x-x^2+8 x^3-4 x^4+e^x \left(-3 x-x^2+2 x^3\right)\right)}{1-3 x+4 x^3} \, dx","e^{-x+\frac{e^x}{2 x-1}-1} x (x+1)",1,"Defer[Int][E^((1 + E^x - 2*x)/(-1 + 2*x)), x]/2 + Defer[Int][E^((1 + E^x - x - 2*x^2)/(-1 + 2*x)), x] + Defer[Int][E^((1 + E^x - x - 2*x^2)/(-1 + 2*x))/(1 - 2*x)^2, x] + Defer[Int][E^((1 + E^x - 2*x)/(-1 + 2*x))*x, x]/2 + Defer[Int][E^((1 + E^x - x - 2*x^2)/(-1 + 2*x))*x, x] - Defer[Int][E^((1 + E^x - x - 2*x^2)/(-1 + 2*x))*x^2, x] - (3*Defer[Int][E^((1 + E^x - 2*x)/(-1 + 2*x))/(-1 + 2*x)^2, x])/2 - Defer[Int][E^((1 + E^x - x - 2*x^2)/(-1 + 2*x))/(-1 + 2*x)^2, x] - Defer[Int][E^((1 + E^x - 2*x)/(-1 + 2*x))/(-1 + 2*x), x]/2 - Defer[Int][E^((1 + E^x - 2*x - Log[1 + x] + 2*x*Log[1 + x])/(-1 + 2*x))/(-1 + 2*x), x]/2","F",0,0,0,0,-1,"{}"
8180,1,13,0,0.0367577,"\int -\frac{4}{\left(2 x+\log ^2(2)\right) \log ^2\left(2 x+\log ^2(2)\right)} \, dx","Int[-4/((2*x + Log[2]^2)*Log[2*x + Log[2]^2]^2),x]","\frac{2}{\log \left(2 x+\log ^2(2)\right)}","\frac{2}{\log \left(2 x+\log ^2(2)\right)}-\frac{1}{3}+\log (4)",1,"2/Log[2*x + Log[2]^2]","A",4,4,23,0.1739,1,"{12, 2390, 2302, 30}"
8181,0,0,0,31.6140792,"\int \frac{-9 x+6 x^2-x^3+\left(6 x-2 x^2\right) \log \left(\frac{4}{x^3}\right)-x \log ^2\left(\frac{4}{x^3}\right)+e^{\frac{e^{9+12 x+4 x^2}}{-3+x+\log \left(\frac{4}{x^3}\right)}} \left(e^{9+12 x+4 x^2} \left(3-37 x-12 x^2+8 x^3\right)+e^{9+12 x+4 x^2} \left(12 x+8 x^2\right) \log \left(\frac{4}{x^3}\right)\right)}{9 x-6 x^2+x^3+\left(-6 x+2 x^2\right) \log \left(\frac{4}{x^3}\right)+x \log ^2\left(\frac{4}{x^3}\right)} \, dx","Int[(-9*x + 6*x^2 - x^3 + (6*x - 2*x^2)*Log[4/x^3] - x*Log[4/x^3]^2 + E^(E^(9 + 12*x + 4*x^2)/(-3 + x + Log[4/x^3]))*(E^(9 + 12*x + 4*x^2)*(3 - 37*x - 12*x^2 + 8*x^3) + E^(9 + 12*x + 4*x^2)*(12*x + 8*x^2)*Log[4/x^3]))/(9*x - 6*x^2 + x^3 + (-6*x + 2*x^2)*Log[4/x^3] + x*Log[4/x^3]^2),x]","\int \frac{-9 x+6 x^2-x^3+\left(6 x-2 x^2\right) \log \left(\frac{4}{x^3}\right)-x \log ^2\left(\frac{4}{x^3}\right)+e^{\frac{e^{9+12 x+4 x^2}}{-3+x+\log \left(\frac{4}{x^3}\right)}} \left(e^{9+12 x+4 x^2} \left(3-37 x-12 x^2+8 x^3\right)+e^{9+12 x+4 x^2} \left(12 x+8 x^2\right) \log \left(\frac{4}{x^3}\right)\right)}{9 x-6 x^2+x^3+\left(-6 x+2 x^2\right) \log \left(\frac{4}{x^3}\right)+x \log ^2\left(\frac{4}{x^3}\right)} \, dx","e^{\frac{e^{(2 x+3)^2}}{\log \left(\frac{4}{x^3}\right)+x-3}}-x",1,"-x - Defer[Int][E^(9 + 12*x + 4*x^2 + E^(3 + 2*x)^2/(-3 + x + Log[4/x^3]))/(-3 + x + Log[4/x^3])^2, x] + 3*Defer[Int][E^(9 + 12*x + 4*x^2 + E^(3 + 2*x)^2/(-3 + x + Log[4/x^3]))/(x*(-3 + x + Log[4/x^3])^2), x] + 12*Defer[Int][E^(9 + 12*x + 4*x^2 + E^(3 + 2*x)^2/(-3 + x + Log[4/x^3]))/(-3 + x + Log[4/x^3]), x] + 8*Defer[Int][(E^(9 + 12*x + 4*x^2 + E^(3 + 2*x)^2/(-3 + x + Log[4/x^3]))*x)/(-3 + x + Log[4/x^3]), x]","F",0,0,0,0,-1,"{}"
8182,1,15,0,0.0316414,"\int \frac{1+e^{260+85 x+5 x^2} \left(85 x+10 x^2\right)}{x} \, dx","Int[(1 + E^(260 + 85*x + 5*x^2)*(85*x + 10*x^2))/x,x]","e^{5 x^2+85 x+260}+\log (x)","e^{5 (x+4) (x+13)}+\log (2 x)-\frac{4}{3}",1,"E^(260 + 85*x + 5*x^2) + Log[x]","A",3,2,28,0.07143,1,"{14, 2236}"
8183,0,0,0,15.8885963,"\int \frac{18 e^{2 e^{-2+x}+x}+8 x^2+e^{e^{-2+x}} \left(24-24 e^{-2+x} x+e^x \left(-60 x+12 e^4 x-12 x^2\right)\right)+e^x \left(50 x^2+2 e^8 x^2+20 x^3+2 x^4+e^4 \left(-20 x^2-4 x^3\right)\right)}{9 e^{2 e^{-2+x}+x}-20 x^2+4 e^4 x^2-4 x^3+e^{e^{-2+x}} \left(12 x+e^x \left(-30 x+6 e^4 x-6 x^2\right)\right)+e^x \left(25 x^2+e^8 x^2+10 x^3+x^4+e^4 \left(-10 x^2-2 x^3\right)\right)} \, dx","Int[(18*E^(2*E^(-2 + x) + x) + 8*x^2 + E^E^(-2 + x)*(24 - 24*E^(-2 + x)*x + E^x*(-60*x + 12*E^4*x - 12*x^2)) + E^x*(50*x^2 + 2*E^8*x^2 + 20*x^3 + 2*x^4 + E^4*(-20*x^2 - 4*x^3)))/(9*E^(2*E^(-2 + x) + x) - 20*x^2 + 4*E^4*x^2 - 4*x^3 + E^E^(-2 + x)*(12*x + E^x*(-30*x + 6*E^4*x - 6*x^2)) + E^x*(25*x^2 + E^8*x^2 + 10*x^3 + x^4 + E^4*(-10*x^2 - 2*x^3))),x]","\int \frac{18 e^{2 e^{-2+x}+x}+8 x^2+e^{e^{-2+x}} \left(24-24 e^{-2+x} x+e^x \left(-60 x+12 e^4 x-12 x^2\right)\right)+e^x \left(50 x^2+2 e^8 x^2+20 x^3+2 x^4+e^4 \left(-20 x^2-4 x^3\right)\right)}{9 e^{2 e^{-2+x}+x}-20 x^2+4 e^4 x^2-4 x^3+e^{e^{-2+x}} \left(12 x+e^x \left(-30 x+6 e^4 x-6 x^2\right)\right)+e^x \left(25 x^2+e^8 x^2+10 x^3+x^4+e^4 \left(-10 x^2-2 x^3\right)\right)} \, dx","\log \left(\left(\frac{4}{x-\frac{3 e^{e^{x-2}}}{x}-e^4+5}-e^x\right)^2\right)",1,"2*x - (8*(5 - E^4)*Defer[Int][x^2/(3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2, x])/E^2 - (8*Defer[Int][x^3/(3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2, x])/E^2 + (8*Defer[Int][x/(-3*E^E^(-2 + x) + 5*(1 - E^4/5)*x + x^2), x])/E^2 + (72*Defer[Int][E^(2 + 2*E^(-2 + x))/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x])/E^2 - (24*(5 - E^4)*Defer[Int][(E^(2 + E^(-2 + x))*x)/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x])/E^2 + (48*(2 + 5*E^2 - E^6)*Defer[Int][(E^E^(-2 + x)*x^2)/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x])/E^2 - 8*(30 - 11*E^4 + E^8)*Defer[Int][x^3/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x] + (48*Defer[Int][(E^(2 + E^(-2 + x))*x^3)/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x])/E^2 - 8*(11 - 2*E^4)*Defer[Int][x^4/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(3*E^(E^(-2 + x) + x) + 4*x - 5*E^x*(1 - E^4/5)*x - E^x*x^2)), x] + (72*Defer[Int][(E^(2 + 2*E^(-2 + x))*x)/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(-3*E^(E^(-2 + x) + x) - 4*x + 5*E^x*(1 - E^4/5)*x + E^x*x^2)), x])/E^2 + 8*Defer[Int][x^5/((3*E^E^(-2 + x) - 5*(1 - E^4/5)*x - x^2)^2*(-3*E^(E^(-2 + x) + x) - 4*x + 5*E^x*(1 - E^4/5)*x + E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
8184,1,183,0,0.2208642,"\int \frac{-2 e^8+2 x^4}{e^{12}+x^3-3 x^4+3 x^5-x^6+e^8 \left(3 x-3 x^2\right)+e^4 \left(3 x^2-6 x^3+3 x^4\right)} \, dx","Int[(-2*E^8 + 2*x^4)/(E^12 + x^3 - 3*x^4 + 3*x^5 - x^6 + E^8*(3*x - 3*x^2) + E^4*(3*x^2 - 6*x^3 + 3*x^4)),x]","-\frac{3 (1-2 x)}{\left(1+4 e^4\right) \left(-x^2+x+e^4\right)}+\frac{2 \left(-4 \left(1+e^4\right) x-2 e^4+1\right)}{\left(1+4 e^4\right) \left(-x^2+x+e^4\right)}+\frac{x+e^4}{\left(-x^2+x+e^4\right)^2}-\frac{4 \tanh ^{-1}\left(\frac{1-2 x}{\sqrt{1+4 e^4}}\right)}{\sqrt{1+4 e^4}}+\frac{16 \left(1+e^4\right) \tanh ^{-1}\left(\frac{1-2 x}{\sqrt{1+4 e^4}}\right)}{\left(1+4 e^4\right)^{3/2}}-\frac{12 \tanh ^{-1}\left(\frac{1-2 x}{\sqrt{1+4 e^4}}\right)}{\left(1+4 e^4\right)^{3/2}}","\left(\frac{x}{(1-x) x+e^4}-1\right)^2+\log (\log (4))",1,"(E^4 + x)/(E^4 + x - x^2)^2 - (3*(1 - 2*x))/((1 + 4*E^4)*(E^4 + x - x^2)) + (2*(1 - 2*E^4 - 4*(1 + E^4)*x))/((1 + 4*E^4)*(E^4 + x - x^2)) - (12*ArcTanh[(1 - 2*x)/Sqrt[1 + 4*E^4]])/(1 + 4*E^4)^(3/2) + (16*(1 + E^4)*ArcTanh[(1 - 2*x)/Sqrt[1 + 4*E^4]])/(1 + 4*E^4)^(3/2) - (4*ArcTanh[(1 - 2*x)/Sqrt[1 + 4*E^4]])/Sqrt[1 + 4*E^4]","B",11,5,69,0.07246,1,"{2074, 638, 614, 618, 206}"
8185,1,15,0,0.2696502,"\int \frac{-x-4 x^2+2 e x^2-2 x^3+(2-e+x) \log (-2+e-x)}{-2 x^2+e x^2-x^3} \, dx","Int[(-x - 4*x^2 + 2*E*x^2 - 2*x^3 + (2 - E + x)*Log[-2 + E - x])/(-2*x^2 + E*x^2 - x^3),x]","2 x+\frac{\log (-x+e-2)}{x}","2 x+\frac{\log (-x+e-2)}{x}+1",1,"2*x + Log[-2 + E - x]/x","A",11,8,53,0.1509,1,"{6, 1593, 6742, 893, 2395, 36, 31, 29}"
8186,0,0,0,2.4422693,"\int \frac{-2+e^{3+x+2 x^2+x^4-x^3 \log (x)} \left(2+8 x-2 x^2+8 x^3-6 x^2 \log (x)\right)}{e^{6+2 x+4 x^2+2 x^4-2 x^3 \log (x)}-2 e^{3+x+2 x^2+x^4-x^3 \log (x)} x+x^2} \, dx","Int[(-2 + E^(3 + x + 2*x^2 + x^4 - x^3*Log[x])*(2 + 8*x - 2*x^2 + 8*x^3 - 6*x^2*Log[x]))/(E^(6 + 2*x + 4*x^2 + 2*x^4 - 2*x^3*Log[x]) - 2*E^(3 + x + 2*x^2 + x^4 - x^3*Log[x])*x + x^2),x]","\int \frac{-2+e^{3+x+2 x^2+x^4-x^3 \log (x)} \left(2+8 x-2 x^2+8 x^3-6 x^2 \log (x)\right)}{e^{6+2 x+4 x^2+2 x^4-2 x^3 \log (x)}-2 e^{3+x+2 x^2+x^4-x^3 \log (x)} x+x^2} \, dx","\frac{2}{x-e^{-\left(x^2 (x (\log (x)-x)-2)\right)+x+3}}-3",1,"2*Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^x^3)/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] - 2*Defer[Int][x^(2*x^3)/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] + 8*Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^(1 + x^3))/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] - 2*Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^(2 + x^3))/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] - 6*Log[x]*Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^(2 + x^3))/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] + 8*Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^(3 + x^3))/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x] + 6*Defer[Int][Defer[Int][(E^(3 + x + 2*x^2 + x^4)*x^(2 + x^3))/(E^(3 + x + 2*x^2 + x^4) - x^(1 + x^3))^2, x]/x, x]","F",0,0,0,0,-1,"{}"
8187,0,0,0,7.1066265,"\int \frac{e^{-e^{4 x^2+4 x \log (-x+\log (3))}-x} \left(-x+x^2+(1-x) \log (3)+e^{4 x^2+4 x \log (-x+\log (3))} \left(4 x^2+8 x^3-8 x^2 \log (3)+\left(4 x^2-4 x \log (3)\right) \log (-x+\log (3))\right)\right)}{-x+\log (3)} \, dx","Int[(E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x)*(-x + x^2 + (1 - x)*Log[3] + E^(4*x^2 + 4*x*Log[-x + Log[3]])*(4*x^2 + 8*x^3 - 8*x^2*Log[3] + (4*x^2 - 4*x*Log[3])*Log[-x + Log[3]])))/(-x + Log[3]),x]","\int \frac{e^{-e^{4 x^2+4 x \log (-x+\log (3))}-x} \left(-x+x^2+(1-x) \log (3)+e^{4 x^2+4 x \log (-x+\log (3))} \left(4 x^2+8 x^3-8 x^2 \log (3)+\left(4 x^2-4 x \log (3)\right) \log (-x+\log (3))\right)\right)}{-x+\log (3)} \, dx","x e^{-x-e^{4 x (x+\log (\log (3)-x))}}",1,"Defer[Int][E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x), x] - Defer[Int][E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x)*x, x] + 4*(1 - Log[9])*Defer[Int][E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x + 4*x^2)*x^2*(-x + Log[3])^(-1 + 4*x), x] + 8*Defer[Int][E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x + 4*x^2)*x^3*(-x + Log[3])^(-1 + 4*x), x] - 4*Defer[Int][E^(-E^(4*x^2 + 4*x*Log[-x + Log[3]]) - x + 4*x^2)*x*(-x + Log[3])^(4*x)*Log[-x + Log[3]], x]","F",0,0,0,0,-1,"{}"
8188,1,146,0,2.4662822,"\int \frac{\exp \left(\sqrt[338]{e}-x+2 \sqrt[676]{e} \log \left(\frac{4-5 x+x^2}{x}\right)+\log ^2\left(\frac{4-5 x+x^2}{x}\right)\right) \left(-4 x+5 x^2-x^3+\sqrt[676]{e} \left(-8+2 x^2\right)+\left(-8+2 x^2\right) \log \left(\frac{4-5 x+x^2}{x}\right)\right)}{4 x-5 x^2+x^3} \, dx","Int[(E^(E^(1/338) - x + 2*E^(1/676)*Log[(4 - 5*x + x^2)/x] + Log[(4 - 5*x + x^2)/x]^2)*(-4*x + 5*x^2 - x^3 + E^(1/676)*(-8 + 2*x^2) + (-8 + 2*x^2)*Log[(4 - 5*x + x^2)/x]))/(4*x - 5*x^2 + x^3),x]","\frac{\left(\frac{x^2-5 x+4}{x}\right)^{2 \sqrt[676]{e}} e^{\log ^2\left(\frac{x^2-5 x+4}{x}\right)-x+\sqrt[338]{e}} \left(x^3-5 x^2+2 \left(4-x^2\right) \log \left(\frac{x^2-5 x+4}{x}\right)+4 x\right)}{x \left(x^2-5 x+4\right) \left(\frac{2 x \left(\frac{x^2-5 x+4}{x^2}+\frac{5-2 x}{x}\right) \log \left(\frac{x^2-5 x+4}{x}\right)}{x^2-5 x+4}+1\right)}","e^{\left(\log \left(\frac{4-x}{x}+x-4\right)+\sqrt[676]{e}\right)^2-x}",1,"(E^(E^(1/338) - x + Log[(4 - 5*x + x^2)/x]^2)*((4 - 5*x + x^2)/x)^(2*E^(1/676))*(4*x - 5*x^2 + x^3 + 2*(4 - x^2)*Log[(4 - 5*x + x^2)/x]))/(x*(4 - 5*x + x^2)*(1 + (2*x*((5 - 2*x)/x + (4 - 5*x + x^2)/x^2)*Log[(4 - 5*x + x^2)/x])/(4 - 5*x + x^2)))","B",3,3,109,0.02752,1,"{1594, 2274, 2288}"
8189,0,0,0,1.6126874,"\int \frac{-200+e^x (-8-2 x)-144 x+8 x^2+(8+8 x) \log (2)+\left(52 x+2 e^x x\right) \log \left(e^{2 x} x^2\right)+18 x \log ^2\left(e^{2 x} x^2\right)+2 x \log ^3\left(e^{2 x} x^2\right)}{27 x+27 x \log \left(e^{2 x} x^2\right)+9 x \log ^2\left(e^{2 x} x^2\right)+x \log ^3\left(e^{2 x} x^2\right)} \, dx","Int[(-200 + E^x*(-8 - 2*x) - 144*x + 8*x^2 + (8 + 8*x)*Log[2] + (52*x + 2*E^x*x)*Log[E^(2*x)*x^2] + 18*x*Log[E^(2*x)*x^2]^2 + 2*x*Log[E^(2*x)*x^2]^3)/(27*x + 27*x*Log[E^(2*x)*x^2] + 9*x*Log[E^(2*x)*x^2]^2 + x*Log[E^(2*x)*x^2]^3),x]","\int \frac{-200+e^x (-8-2 x)-144 x+8 x^2+(8+8 x) \log (2)+\left(52 x+2 e^x x\right) \log \left(e^{2 x} x^2\right)+18 x \log ^2\left(e^{2 x} x^2\right)+2 x \log ^3\left(e^{2 x} x^2\right)}{27 x+27 x \log \left(e^{2 x} x^2\right)+9 x \log ^2\left(e^{2 x} x^2\right)+x \log ^3\left(e^{2 x} x^2\right)} \, dx","2 \left(x-\frac{x-e^x-25+\log (2)}{\left(\log \left(e^{2 x} x^2\right)+3\right)^2}\right)",1,"2*x - (2*Log[2])/(3 + Log[E^(2*x)*x^2])^2 - 192*Defer[Int][(3 + Log[E^(2*x)*x^2])^(-3), x] - 8*Defer[Int][E^x/(3 + Log[E^(2*x)*x^2])^3, x] - 200*Defer[Int][1/(x*(3 + Log[E^(2*x)*x^2])^3), x] - 8*Defer[Int][E^x/(x*(3 + Log[E^(2*x)*x^2])^3), x] + 8*Defer[Int][x/(3 + Log[E^(2*x)*x^2])^3, x] - 2*Defer[Int][(3 + Log[E^(2*x)*x^2])^(-2), x] + 2*Defer[Int][E^x/(3 + Log[E^(2*x)*x^2])^2, x]","F",0,0,0,0,-1,"{}"
8190,1,50,0,0.1955331,"\int \frac{e^x \left(-8 x^3+4 x^4+2 x^5\right)}{27-54 x+27 x^2} \, dx","Int[(E^x*(-8*x^3 + 4*x^4 + 2*x^5))/(27 - 54*x + 27*x^2),x]","\frac{2 e^x x^3}{27}+\frac{2 e^x x^2}{27}+\frac{2 e^x x}{27}+\frac{2 e^x}{27}-\frac{2 e^x}{27 (1-x)}","\frac{2 e^x x^4}{27 (x-1)}",1,"(2*E^x)/27 - (2*E^x)/(27*(1 - x)) + (2*E^x*x)/27 + (2*E^x*x^2)/27 + (2*E^x*x^3)/27","B",18,8,32,0.2500,1,"{27, 12, 1594, 2199, 2194, 2177, 2178, 2176}"
8191,1,79,0,0.1878755,"\int \frac{e^x (-5-5 x)+15 x^2 \log (5)+e^{5-3 x+x^2} \left(e^x (-10+10 x)+\left(-10 x+15 x^2-10 x^3\right) \log (5)\right)}{e^{10} \log (5)} \, dx","Int[(E^x*(-5 - 5*x) + 15*x^2*Log[5] + E^(5 - 3*x + x^2)*(E^x*(-10 + 10*x) + (-10*x + 15*x^2 - 10*x^3)*Log[5]))/(E^10*Log[5]),x]","\frac{5 x^3}{e^{10}}-\frac{5 e^{x^2-3 x-5} \left(3 x-2 x^2\right) x}{3-2 x}+\frac{5 e^{x^2-2 x-5}}{\log (5)}+\frac{5 e^{x-10}}{\log (5)}-\frac{5 e^{x-10} (x+1)}{\log (5)}","\frac{5 \left(e^{(x-3) x+5}-x\right) \left(\frac{e^x}{\log (5)}-x^2\right)}{e^{10}}",1,"(5*x^3)/E^10 - (5*E^(-5 - 3*x + x^2)*x*(3*x - 2*x^2))/(3 - 2*x) + (5*E^(-10 + x))/Log[5] + (5*E^(-5 - 2*x + x^2))/Log[5] - (5*E^(-10 + x)*(1 + x))/Log[5]","B",8,6,63,0.09524,1,"{12, 2176, 2194, 6742, 2236, 2288}"
8192,1,22,0,0.04352,"\int \frac{4+100 x^2-\log \left(\frac{1}{5} e^{50 x^2} x^4\right)}{4 x^2} \, dx","Int[(4 + 100*x^2 - Log[(E^(50*x^2)*x^4)/5])/(4*x^2),x]","\frac{\log \left(\frac{1}{5} e^{50 x^2} x^4\right)}{4 x}","\frac{\log \left(\frac{1}{5} e^{50 x^2} x^4\right)}{4 x}",1,"Log[(E^(50*x^2)*x^4)/5]/(4*x)","A",8,3,31,0.09677,1,"{12, 14, 2551}"
8193,0,0,0,2.4349464,"\int \frac{-6+6 x+24 x^2+e^{-4+e^x} \left(2-2 x-2 e^x x-8 x^2\right)}{9 e^{x+2 x^2}-6 e^{-4+e^x+x+2 x^2}+e^{-8+2 e^x+x+2 x^2}} \, dx","Int[(-6 + 6*x + 24*x^2 + E^(-4 + E^x)*(2 - 2*x - 2*E^x*x - 8*x^2))/(9*E^(x + 2*x^2) - 6*E^(-4 + E^x + x + 2*x^2) + E^(-8 + 2*E^x + x + 2*x^2)),x]","\int \frac{-6+6 x+24 x^2+e^{-4+e^x} \left(2-2 x-2 e^x x-8 x^2\right)}{9 e^{x+2 x^2}-6 e^{-4+e^x+x+2 x^2}+e^{-8+2 e^x+x+2 x^2}} \, dx","\frac{2 e^{-2 x^2-x} x}{e^{e^x-4}-3}",1,"-6*Defer[Int][E^(8 - x - 2*x^2)/(-3*E^4 + E^E^x)^2, x] + 2*Defer[Int][E^(4 + E^x - x - 2*x^2)/(-3*E^4 + E^E^x)^2, x] - 2*Defer[Int][(E^(4 + E^x - 2*x^2)*x)/(-3*E^4 + E^E^x)^2, x] + 6*Defer[Int][(E^(8 - x - 2*x^2)*x)/(-3*E^4 + E^E^x)^2, x] - 2*Defer[Int][(E^(4 + E^x - x - 2*x^2)*x)/(-3*E^4 + E^E^x)^2, x] + 24*Defer[Int][(E^(8 - x - 2*x^2)*x^2)/(-3*E^4 + E^E^x)^2, x] - 8*Defer[Int][(E^(4 + E^x - x - 2*x^2)*x^2)/(-3*E^4 + E^E^x)^2, x]","F",0,0,0,0,-1,"{}"
8194,0,0,0,11.1878325,"\int \frac{\left(-2 x^2+e^2 \left(250 x-250 x^2+2 x^3-2 x^4+e \left(50 x-50 x^2\right)\right)\right) \log (x)+\left(e^2 \left(125-250 x+126 x^2-2 x^3+x^4+e \left(25-50 x+25 x^2\right)\right)+\left(125+25 e+x^2\right) \log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right) \log \left(e^2 \left(1-2 x+x^2\right)+\log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right)}{\left(e^2 \left(125 x-250 x^2+126 x^3-2 x^4+x^5+e \left(25 x-50 x^2+25 x^3\right)\right)+\left(125 x+25 e x+x^3\right) \log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right) \log ^2\left(e^2 \left(1-2 x+x^2\right)+\log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right)} \, dx","Int[((-2*x^2 + E^2*(250*x - 250*x^2 + 2*x^3 - 2*x^4 + E*(50*x - 50*x^2)))*Log[x] + (E^2*(125 - 250*x + 126*x^2 - 2*x^3 + x^4 + E*(25 - 50*x + 25*x^2)) + (125 + 25*E + x^2)*Log[(125 + 25*E + x^2)/25])*Log[E^2*(1 - 2*x + x^2) + Log[(125 + 25*E + x^2)/25]])/((E^2*(125*x - 250*x^2 + 126*x^3 - 2*x^4 + x^5 + E*(25*x - 50*x^2 + 25*x^3)) + (125*x + 25*E*x + x^3)*Log[(125 + 25*E + x^2)/25])*Log[E^2*(1 - 2*x + x^2) + Log[(125 + 25*E + x^2)/25]]^2),x]","\int \frac{\left(-2 x^2+e^2 \left(250 x-250 x^2+2 x^3-2 x^4+e \left(50 x-50 x^2\right)\right)\right) \log (x)+\left(e^2 \left(125-250 x+126 x^2-2 x^3+x^4+e \left(25-50 x+25 x^2\right)\right)+\left(125+25 e+x^2\right) \log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right) \log \left(e^2 \left(1-2 x+x^2\right)+\log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right)}{\left(e^2 \left(125 x-250 x^2+126 x^3-2 x^4+x^5+e \left(25 x-50 x^2+25 x^3\right)\right)+\left(125 x+25 e x+x^3\right) \log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right) \log ^2\left(e^2 \left(1-2 x+x^2\right)+\log \left(\frac{1}{25} \left(125+25 e+x^2\right)\right)\right)} \, dx","\frac{\log (x)}{\log \left(\log \left(\frac{x^2}{25}+e+5\right)+e^2 (x-1)^2\right)}",1,"2*E^2*Defer[Int][Log[x]/((E^2 - 2*E^2*x + E^2*x^2 + Log[5 + E + x^2/25])*Log[E^2*(-1 + x)^2 + Log[5 + E + x^2/25]]^2), x] + Defer[Int][Log[x]/(((5*I)*Sqrt[5 + E] - x)*(E^2 - 2*E^2*x + E^2*x^2 + Log[5 + E + x^2/25])*Log[E^2*(-1 + x)^2 + Log[5 + E + x^2/25]]^2), x] - 2*E^2*Defer[Int][(x*Log[x])/((E^2 - 2*E^2*x + E^2*x^2 + Log[5 + E + x^2/25])*Log[E^2*(-1 + x)^2 + Log[5 + E + x^2/25]]^2), x] - Defer[Int][Log[x]/(((5*I)*Sqrt[5 + E] + x)*(E^2 - 2*E^2*x + E^2*x^2 + Log[5 + E + x^2/25])*Log[E^2*(-1 + x)^2 + Log[5 + E + x^2/25]]^2), x] + Defer[Int][1/(x*Log[E^2*(-1 + x)^2 + Log[5 + E + x^2/25]]), x]","F",0,0,0,0,-1,"{}"
8195,0,0,0,5.9753816,"\int \frac{-12+e^x \left(-3-3 x-x^2\right)+\left(e^{3 x} \left(6 x+2 x^2\right)+e^{2 x} \left(24 x+8 x^2\right)\right) \log \left(\frac{16+4 e^x}{3+x}\right)+\left(e^{3 x} \left(6 x+2 x^2\right)+e^{2 x} \left(24 x+8 x^2\right)\right) \log \left(\frac{x}{\log (3)}\right)}{\left(12 x+4 x^2+e^x \left(3 x+x^2\right)\right) \log \left(\frac{16+4 e^x}{3+x}\right)+\left(12 x+4 x^2+e^x \left(3 x+x^2\right)\right) \log \left(\frac{x}{\log (3)}\right)} \, dx","Int[(-12 + E^x*(-3 - 3*x - x^2) + (E^(3*x)*(6*x + 2*x^2) + E^(2*x)*(24*x + 8*x^2))*Log[(16 + 4*E^x)/(3 + x)] + (E^(3*x)*(6*x + 2*x^2) + E^(2*x)*(24*x + 8*x^2))*Log[x/Log[3]])/((12*x + 4*x^2 + E^x*(3*x + x^2))*Log[(16 + 4*E^x)/(3 + x)] + (12*x + 4*x^2 + E^x*(3*x + x^2))*Log[x/Log[3]]),x]","\int \frac{-12+e^x \left(-3-3 x-x^2\right)+\left(e^{3 x} \left(6 x+2 x^2\right)+e^{2 x} \left(24 x+8 x^2\right)\right) \log \left(\frac{16+4 e^x}{3+x}\right)+\left(e^{3 x} \left(6 x+2 x^2\right)+e^{2 x} \left(24 x+8 x^2\right)\right) \log \left(\frac{x}{\log (3)}\right)}{\left(12 x+4 x^2+e^x \left(3 x+x^2\right)\right) \log \left(\frac{16+4 e^x}{3+x}\right)+\left(12 x+4 x^2+e^x \left(3 x+x^2\right)\right) \log \left(\frac{x}{\log (3)}\right)} \, dx","e^{2 x}-\log \left(\log \left(\frac{4 \left(e^x+4\right)}{x+3}\right)+\log \left(\frac{x}{\log (3)}\right)\right)",1,"E^(2*x) + Defer[Int][(-Log[(4 + E^x)/(3 + x)] - Log[(4*x)/Log[3]])^(-1), x] + 4*Defer[Int][1/((4 + E^x)*(Log[(4 + E^x)/(3 + x)] + Log[(4*x)/Log[3]])), x] - Defer[Int][1/(x*(Log[(4 + E^x)/(3 + x)] + Log[(4*x)/Log[3]])), x] + Defer[Int][1/((3 + x)*(Log[(4 + E^x)/(3 + x)] + Log[(4*x)/Log[3]])), x]","F",0,0,0,0,-1,"{}"
8196,1,24,0,0.7035973,"\int \frac{64-28 x+8 x^2-x^3+\left(-16+8 x-x^2\right) \log (2)+\left(16-8 x+x^2\right) \log (4-x)}{-64 x+32 x^2-4 x^3+\left(16 x-4 x^2\right) \log (2)+\left(-16 x+4 x^2\right) \log (4-x)} \, dx","Int[(64 - 28*x + 8*x^2 - x^3 + (-16 + 8*x - x^2)*Log[2] + (16 - 8*x + x^2)*Log[4 - x])/(-64*x + 32*x^2 - 4*x^3 + (16*x - 4*x^2)*Log[2] + (-16*x + 4*x^2)*Log[4 - x]),x]","\frac{x}{4}-\log (x)+\log \left(-x+\log \left(2-\frac{x}{2}\right)+4\right)","\frac{x-1}{4}+\log \left(\frac{x-\log (4-x)-4+\log (2)}{x}\right)+1",1,"x/4 - Log[x] + Log[4 - x + Log[2 - x/2]]","A",7,5,88,0.05682,1,"{6741, 12, 6742, 43, 6684}"
8197,1,23,0,0.8057122,"\int \frac{2+e^x x+\log (\log (2))+\left(\left(-6+e^x \left(-2 x+x^2\right)\right) \log (x)-3 \log (x) \log (\log (2))\right) \log (\log (x))}{x^4 \log (x)} \, dx","Int[(2 + E^x*x + Log[Log[2]] + ((-6 + E^x*(-2*x + x^2))*Log[x] - 3*Log[x]*Log[Log[2]])*Log[Log[x]])/(x^4*Log[x]),x]","\frac{(2+\log (\log (2))) \log (\log (x))}{x^3}+\frac{e^x \log (\log (x))}{x^2}","\frac{\left(e^x+\frac{2+\log (\log (2))}{x}\right) \log (\log (x))}{x^2}",1,"(E^x*Log[Log[x]])/x^2 + ((2 + Log[Log[2]])*Log[Log[x]])/x^3","A",11,6,46,0.1304,1,"{6741, 6742, 2309, 2178, 2522, 2288}"
8198,0,0,0,0.9502455,"\int \frac{-120+120 \log \left(\frac{2}{x}\right)+e^{e^x-x} \left(-12 x+12 x^2-12 e^x x^2\right) \log \left(\frac{2}{x}\right)}{x \log \left(\frac{2}{x}\right)} \, dx","Int[(-120 + 120*Log[2/x] + E^(E^x - x)*(-12*x + 12*x^2 - 12*E^x*x^2)*Log[2/x])/(x*Log[2/x]),x]","\int \frac{-120+120 \log \left(\frac{2}{x}\right)+e^{e^x-x} \left(-12 x+12 x^2-12 e^x x^2\right) \log \left(\frac{2}{x}\right)}{x \log \left(\frac{2}{x}\right)} \, dx","12 \left(5 \log \left(x^2 \log ^2\left(\frac{2}{x}\right)\right)-e^{e^x-x} x+1\right)",1,"12*E^(E^x - x) - 12*ExpIntegralEi[E^x] + 120*Log[x] + 120*Log[Log[2/x]] - 12*Defer[Int][E^E^x*x, x] + 12*Defer[Int][E^(E^x - x)*x, x]","F",0,0,0,0,-1,"{}"
8199,0,0,0,1.7009869,"\int \frac{1+2 x+9 x^2+\left(-x-3 x^2+5 x^3+7 x^4\right) \log ^2\left(\frac{-x-x^2}{-1-2 x+7 x^2}\right)}{\left(-x-3 x^2+5 x^3+7 x^4\right) \log ^2\left(\frac{-x-x^2}{-1-2 x+7 x^2}\right)} \, dx","Int[(1 + 2*x + 9*x^2 + (-x - 3*x^2 + 5*x^3 + 7*x^4)*Log[(-x - x^2)/(-1 - 2*x + 7*x^2)]^2)/((-x - 3*x^2 + 5*x^3 + 7*x^4)*Log[(-x - x^2)/(-1 - 2*x + 7*x^2)]^2),x]","\int \frac{1+2 x+9 x^2+\left(-x-3 x^2+5 x^3+7 x^4\right) \log ^2\left(\frac{-x-x^2}{-1-2 x+7 x^2}\right)}{\left(-x-3 x^2+5 x^3+7 x^4\right) \log ^2\left(\frac{-x-x^2}{-1-2 x+7 x^2}\right)} \, dx","x+\frac{1}{\log \left(\frac{x+1}{-7 x+\frac{1}{x}+2}\right)}",1,"x + (7*Defer[Int][1/((2 + 4*Sqrt[2] - 14*x)*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x])/Sqrt[2] - Defer[Int][1/(x*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x] - Defer[Int][1/((1 + x)*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x] + (7*(4 + Sqrt[2])*Defer[Int][1/((-2 - 4*Sqrt[2] + 14*x)*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x])/2 + (7*Defer[Int][1/((-2 + 4*Sqrt[2] + 14*x)*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x])/Sqrt[2] + (7*(4 - Sqrt[2])*Defer[Int][1/((-2 + 4*Sqrt[2] + 14*x)*Log[(x*(1 + x))/(1 + 2*x - 7*x^2)]^2), x])/2","F",0,0,0,0,-1,"{}"
8200,1,36,0,0.1629816,"\int \frac{1}{3} 2^{\frac{2}{3} \left(-6 x^2+18 x^3+x^4-3 x^5\right)} \left(-12 x+54 x^2+4 x^3-15 x^4\right) \log (4) \, dx","Int[(2^((2*(-6*x^2 + 18*x^3 + x^4 - 3*x^5))/3)*(-12*x + 54*x^2 + 4*x^3 - 15*x^4)*Log[4])/3,x]","\frac{2^{-\frac{2}{3} \left(3 x^5-x^4-18 x^3+6 x^2\right)-1} \log (4)}{\log (2)}","4^{\left(x-\frac{1}{3}\right) x^2 \left(6-x^2\right)}",1,"(2^(-1 - (2*(6*x^2 - 18*x^3 - x^4 + 3*x^5))/3)*Log[4])/Log[2]","A",2,2,50,0.04000,1,"{12, 6706}"
8201,1,37,0,0.0462482,"\int \frac{3-6 e^{-11 x} \log (5)+e^{-11 x} (-6+66 x) \log (5) \log (x)}{2 \log (5)} \, dx","Int[(3 - (6*Log[5])/E^(11*x) + ((-6 + 66*x)*Log[5]*Log[x])/E^(11*x))/(2*Log[5]),x]","\frac{3 x}{2 \log (5)}-\frac{3}{11} e^{-11 x} \log (x)+\frac{3}{11} e^{-11 x} (1-11 x) \log (x)","x \left(\frac{3}{2 \log (5)}-3 e^{-11 x} \log (x)\right)",1,"(3*x)/(2*Log[5]) - (3*Log[x])/(11*E^(11*x)) + (3*(1 - 11*x)*Log[x])/(11*E^(11*x))","A",6,4,34,0.1176,1,"{12, 2194, 2176, 2554}"
8202,0,0,0,0.4042289,"\int \frac{-9 x+3 \log ^2\left(\frac{1}{x}\right)+\left(9+9 \log \left(\frac{1}{x}\right)\right) \log (\log (4))}{9 x^2+6 x \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)} \, dx","Int[(-9*x + 3*Log[x^(-1)]^2 + (9 + 9*Log[x^(-1)])*Log[Log[4]])/(9*x^2 + 6*x*Log[x^(-1)] + Log[x^(-1)]^2),x]","\int \frac{-9 x+3 \log ^2\left(\frac{1}{x}\right)+\left(9+9 \log \left(\frac{1}{x}\right)\right) \log (\log (4))}{9 x^2+6 x \log \left(\frac{1}{x}\right)+\log ^2\left(\frac{1}{x}\right)} \, dx","\frac{3 (x-\log (\log (4)))}{\frac{3 x}{\log \left(\frac{1}{x}\right)}+1}",1,"3*x + 9*Log[Log[4]]*Defer[Int][(3*x + Log[x^(-1)])^(-2), x] - 9*(1 + 3*Log[Log[4]])*Defer[Int][x/(3*x + Log[x^(-1)])^2, x] + 27*Defer[Int][x^2/(3*x + Log[x^(-1)])^2, x] + 9*Log[Log[4]]*Defer[Int][(3*x + Log[x^(-1)])^(-1), x] - 18*Defer[Int][x/(3*x + Log[x^(-1)]), x]","F",0,0,0,0,-1,"{}"
8203,1,10,0,0.0044112,"\int \frac{20+x^3+2 x^4}{x^3} \, dx","Int[(20 + x^3 + 2*x^4)/x^3,x]","x^2-\frac{10}{x^2}+x","x^2-\frac{10}{x^2}+x+5+\frac{5}{\log (4) (3-\log (5))}",1,"-10/x^2 + x + x^2","A",2,1,14,0.07143,1,"{14}"
8204,0,0,0,9.2163796,"\int \frac{e^{\frac{50 x+25 e^{5+x} x}{25-15 x+16 x^2}} \left(1250-800 x^2+e^{5+x} \left(625+625 x-775 x^2+400 x^3\right)\right)}{625-750 x+1025 x^2-480 x^3+256 x^4} \, dx","Int[(E^((50*x + 25*E^(5 + x)*x)/(25 - 15*x + 16*x^2))*(1250 - 800*x^2 + E^(5 + x)*(625 + 625*x - 775*x^2 + 400*x^3)))/(625 - 750*x + 1025*x^2 - 480*x^3 + 256*x^4),x]","\int \frac{e^{\frac{50 x+25 e^{5+x} x}{25-15 x+16 x^2}} \left(1250-800 x^2+e^{5+x} \left(625+625 x-775 x^2+400 x^3\right)\right)}{625-750 x+1025 x^2-480 x^3+256 x^4} \, dx","e^{\frac{e^{x+5} x+2 x}{\left(\frac{4 x}{5}-1\right)^2+x}}",1,"(-20480*Defer[Int][E^((25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(15 + (5*I)*Sqrt[55] - 32*x)^2, x])/11 + (960*(3 + I*Sqrt[55])*Defer[Int][E^((25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(15 + (5*I)*Sqrt[55] - 32*x)^2, x])/11 - (10240*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(15 + (5*I)*Sqrt[55] - 32*x)^2, x])/11 + (480*(3 + I*Sqrt[55])*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(15 + (5*I)*Sqrt[55] - 32*x)^2, x])/11 + (32*I)*Sqrt[5/11]*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(15 + (5*I)*Sqrt[55] - 32*x), x] + ((275 + (17*I)*Sqrt[55])*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 - (5*I)*Sqrt[55] + 32*x), x])/11 - (20480*Defer[Int][E^((25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x)^2, x])/11 + (960*(3 - I*Sqrt[55])*Defer[Int][E^((25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x)^2, x])/11 - (10240*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x)^2, x])/11 + (480*(3 - I*Sqrt[55])*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x)^2, x])/11 + (32*I)*Sqrt[5/11]*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x), x] + ((275 - (17*I)*Sqrt[55])*Defer[Int][E^(5 + x + (25*(2 + E^(5 + x))*x)/(25 - 15*x + 16*x^2))/(-15 + (5*I)*Sqrt[55] + 32*x), x])/11","F",0,0,0,0,-1,"{}"
8205,0,0,0,8.9168319,"\int \frac{e^{4+x} \left(-150-50 x^2\right)+e^4 \left(300+100 x^2\right)+\left(-200 e^4 x^2+e^{4+x} \left(150 x+100 x^2+50 x^3\right)\right) \log (x)}{36 x+24 x^3+4 x^5+e^x \left(-36 x-24 x^3-4 x^5\right)+e^{2 x} \left(9 x+6 x^3+x^5\right)} \, dx","Int[(E^(4 + x)*(-150 - 50*x^2) + E^4*(300 + 100*x^2) + (-200*E^4*x^2 + E^(4 + x)*(150*x + 100*x^2 + 50*x^3))*Log[x])/(36*x + 24*x^3 + 4*x^5 + E^x*(-36*x - 24*x^3 - 4*x^5) + E^(2*x)*(9*x + 6*x^3 + x^5)),x]","\int \frac{e^{4+x} \left(-150-50 x^2\right)+e^4 \left(300+100 x^2\right)+\left(-200 e^4 x^2+e^{4+x} \left(150 x+100 x^2+50 x^3\right)\right) \log (x)}{36 x+24 x^3+4 x^5+e^x \left(-36 x-24 x^3-4 x^5\right)+e^{2 x} \left(9 x+6 x^3+x^5\right)} \, dx","\frac{25 e^4 \log (x)}{\left(1-\frac{e^x}{2}\right) \left(x^2+3\right)}",1,"((50*I)*E^4*Log[x]*Defer[Int][1/((-2 + E^x)^2*(I*Sqrt[3] - x)), x])/Sqrt[3] - (25*E^4*Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] - x)), x])/3 + ((25*I)*E^4*Log[x]*Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] - x)), x])/Sqrt[3] - (50*E^4*Defer[Int][1/((-2 + E^x)*x), x])/3 + ((50*I)*E^4*Log[x]*Defer[Int][1/((-2 + E^x)^2*(I*Sqrt[3] + x)), x])/Sqrt[3] + (25*E^4*Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] + x)), x])/3 + ((25*I)*E^4*Log[x]*Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] + x)), x])/Sqrt[3] + 100*E^4*Log[x]*Defer[Int][x/((-2 + E^x)*(3 + x^2)^2), x] - ((50*I)*E^4*Defer[Int][Defer[Int][1/((-2 + E^x)^2*(I*Sqrt[3] - x)), x]/x, x])/Sqrt[3] - ((25*I)*E^4*Defer[Int][Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] - x)), x]/x, x])/Sqrt[3] - ((50*I)*E^4*Defer[Int][Defer[Int][1/((-2 + E^x)^2*(I*Sqrt[3] + x)), x]/x, x])/Sqrt[3] - ((25*I)*E^4*Defer[Int][Defer[Int][1/((-2 + E^x)*(I*Sqrt[3] + x)), x]/x, x])/Sqrt[3] - 100*E^4*Defer[Int][Defer[Int][x/((-2 + E^x)*(3 + x^2)^2), x]/x, x]","F",0,0,0,0,-1,"{}"
8206,1,19,0,0.036178,"\int \frac{1}{6} \left(x+e^{-2 x+x^3} \left(12-18 x^2\right)\right) \, dx","Int[(x + E^(-2*x + x^3)*(12 - 18*x^2))/6,x]","\frac{x^2}{12}-e^{x^3-2 x}","\frac{x^2}{12}-e^{x \left(x^2-2\right)}+1",1,"-E^(-2*x + x^3) + x^2/12","A",3,2,23,0.08696,1,"{12, 6706}"
8207,0,0,0,0.4032096,"\int \frac{5-2 x+\left(125-40 x+53 x^2-52 x^3+12 x^4\right) \log (x)+5 \log (x) \log (\log (x))}{\left(125-100 x+20 x^2\right) \log (x)} \, dx","Int[(5 - 2*x + (125 - 40*x + 53*x^2 - 52*x^3 + 12*x^4)*Log[x] + 5*Log[x]*Log[Log[x]])/((125 - 100*x + 20*x^2)*Log[x]),x]","\int \frac{5-2 x+\left(125-40 x+53 x^2-52 x^3+12 x^4\right) \log (x)+5 \log (x) \log (\log (x))}{\left(125-100 x+20 x^2\right) \log (x)} \, dx","\frac{1}{5} x \left(x^2+x+\frac{x+\log (\log (x))}{5-2 x}+5\right)",1,"5/(4*(5 - 2*x)) + (9*x)/10 + x^2/5 + x^3/5 - Defer[Int][1/((-5 + 2*x)*Log[x]), x]/5 + Defer[Int][Log[Log[x]]/(-5 + 2*x)^2, x]","F",0,0,0,0,-1,"{}"
8208,0,0,0,4.7839771,"\int \frac{-2 x^2-2 x^3+x^{2/x} (4+4 x+(-4-4 x) \log (x))+x^{\frac{1}{x}} (-16-16 x+(16+16 x) \log (x))+\left(13 x^2-x^3-8 x^{2+\frac{1}{x}}+x^{2+\frac{2}{x}}\right) \log \left(169-26 x+x^2+(90-2 x) x^{2/x}-16 x^{3/x}+x^{4/x}+x^{\frac{1}{x}} (-208+16 x)\right)}{13 x^2-x^3-8 x^{2+\frac{1}{x}}+x^{2+\frac{2}{x}}} \, dx","Int[(-2*x^2 - 2*x^3 + x^(2/x)*(4 + 4*x + (-4 - 4*x)*Log[x]) + x^x^(-1)*(-16 - 16*x + (16 + 16*x)*Log[x]) + (13*x^2 - x^3 - 8*x^(2 + x^(-1)) + x^(2 + 2/x))*Log[169 - 26*x + x^2 + (90 - 2*x)*x^(2/x) - 16*x^(3/x) + x^(4/x) + x^x^(-1)*(-208 + 16*x)])/(13*x^2 - x^3 - 8*x^(2 + x^(-1)) + x^(2 + 2/x)),x]","\int \frac{-2 x^2-2 x^3+x^{2/x} (4+4 x+(-4-4 x) \log (x))+x^{\frac{1}{x}} (-16-16 x+(16+16 x) \log (x))+\left(13 x^2-x^3-8 x^{2+\frac{1}{x}}+x^{2+\frac{2}{x}}\right) \log \left(169-26 x+x^2+(90-2 x) x^{2/x}-16 x^{3/x}+x^{4/x}+x^{\frac{1}{x}} (-208+16 x)\right)}{13 x^2-x^3-8 x^{2+\frac{1}{x}}+x^{2+\frac{2}{x}}} \, dx","(x+1) \log \left(\left(-\left(4-x^{\frac{1}{x}}\right)^2+x+3\right)^2\right)",1,"4/x + 2*(1 - Log[x])^2 - 4*(1 - Log[x])*(x^(-1) - Log[x]) + 2*Log[x]^2 + x*Log[(13 - x - 8*x^x^(-1) + x^(2/x))^2] - 2*Defer[Int][(13 - x - 8*x^x^(-1) + x^(2/x))^(-1), x] - 52*Defer[Int][1/(x^2*(13 - x - 8*x^x^(-1) + x^(2/x))), x] + 52*Log[x]*Defer[Int][1/(x^2*(13 - x - 8*x^x^(-1) + x^(2/x))), x] + 4*Defer[Int][1/(x*(13 - x - 8*x^x^(-1) + x^(2/x))), x] - 4*Log[x]*Defer[Int][1/(x*(13 - x - 8*x^x^(-1) + x^(2/x))), x] + 16*Defer[Int][x^(-2 + x^(-1))/(13 - x - 8*x^x^(-1) + x^(2/x)), x] - 16*Log[x]*Defer[Int][x^(-2 + x^(-1))/(13 - x - 8*x^x^(-1) + x^(2/x)), x] - 52*Defer[Int][Defer[Int][1/(x^2*(13 - x - 8*x^x^(-1) + x^(2/x))), x]/x, x] + 4*Defer[Int][Defer[Int][1/(x*(13 - x - 8*x^x^(-1) + x^(2/x))), x]/x, x] + 16*Defer[Int][Defer[Int][x^(-2 + x^(-1))/(13 - x - 8*x^x^(-1) + x^(2/x)), x]/x, x]","F",0,0,0,0,-1,"{}"
8209,1,21,0,0.2626705,"\int \frac{e^5 \left(-2-4 x^2-2 x^4\right)-4 e^5 x^2 \log (x)}{\left(x+2 x^3+x^5\right) \log (x)} \, dx","Int[(E^5*(-2 - 4*x^2 - 2*x^4) - 4*E^5*x^2*Log[x])/((x + 2*x^3 + x^5)*Log[x]),x]","\frac{2 e^5}{x^2+1}-2 e^5 \log (\log (x))","e^5 \log \left(\frac{e^{\frac{2}{x^2+1}}}{\log ^2(x)}\right)",1,"(2*E^5)/(1 + x^2) - 2*E^5*Log[Log[x]]","A",7,6,44,0.1364,1,"{1594, 28, 6688, 261, 2302, 29}"
8210,0,0,0,2.2549297,"\int \frac{e^{\frac{3-x}{2}+2 x} \left(16 x^3-6 x^4\right)+e^{\frac{3-x}{2}+x} \left(-32 x^6+8 x^7\right)}{e^{3 x}+12 e^{2 x} x^3+48 e^x x^6+64 x^9} \, dx","Int[(E^((3 - x)/2 + 2*x)*(16*x^3 - 6*x^4) + E^((3 - x)/2 + x)*(-32*x^6 + 8*x^7))/(E^(3*x) + 12*E^(2*x)*x^3 + 48*E^x*x^6 + 64*x^9),x]","\int \frac{e^{\frac{3-x}{2}+2 x} \left(16 x^3-6 x^4\right)+e^{\frac{3-x}{2}+x} \left(-32 x^6+8 x^7\right)}{e^{3 x}+12 e^{2 x} x^3+48 e^x x^6+64 x^9} \, dx","\frac{e^{\frac{1}{2} (-x-3)+x+3}}{\left(\frac{e^x}{2 x^2}+2 x\right)^2}",1,"-96*Defer[Int][(E^(3/2 + x/2)*x^6)/(E^x + 4*x^3)^3, x] + 32*Defer[Int][(E^(3/2 + x/2)*x^7)/(E^x + 4*x^3)^3, x] + 16*Defer[Int][(E^(3/2 + x/2)*x^3)/(E^x + 4*x^3)^2, x] - 6*Defer[Int][(E^(3/2 + x/2)*x^4)/(E^x + 4*x^3)^2, x]","F",0,0,0,0,-1,"{}"
8211,1,59,0,0.1881159,"\int \frac{e^4 x^2+e^4 \left(8 e x+5 e^2 x^2\right)+e^6 x^2 \log (4)-e^6 x^2 \log \left(3 e^2\right)}{e^2 x^2+e^2 \left(8 e x+10 e^2 x^2\right)+e^4 \left(16+40 e x+25 e^2 x^2\right)+\left(2 e^4 x^2+e^4 \left(8 e x+10 e^2 x^2\right)\right) \log (4)+e^6 x^2 \log ^2(4)+\left(-2 e^4 x^2+e^4 \left(-8 e x-10 e^2 x^2\right)-2 e^6 x^2 \log (4)\right) \log \left(3 e^2\right)+e^6 x^2 \log ^2\left(3 e^2\right)} \, dx","Int[(E^4*x^2 + E^4*(8*E*x + 5*E^2*x^2) + E^6*x^2*Log[4] - E^6*x^2*Log[3*E^2])/(E^2*x^2 + E^2*(8*E*x + 10*E^2*x^2) + E^4*(16 + 40*E*x + 25*E^2*x^2) + (2*E^4*x^2 + E^4*(8*E*x + 10*E^2*x^2))*Log[4] + E^6*x^2*Log[4]^2 + (-2*E^4*x^2 + E^4*(-8*E*x - 10*E^2*x^2) - 2*E^6*x^2*Log[4])*Log[3*E^2] + E^6*x^2*Log[3*E^2]^2),x]","\frac{e^2 x}{1+e^2 \left(3+\log \left(\frac{4}{3}\right)\right)}+\frac{16 e^4}{\left(1+e^2 \left(3+\log \left(\frac{4}{3}\right)\right)\right)^2 \left(x \left(1+e^2 \left(3+\log \left(\frac{4}{3}\right)\right)\right)+4 e\right)}","\frac{x}{\frac{4}{e x}+\frac{1}{e^2}+5-\log \left(3 e^2\right)+\log (4)}",1,"(E^2*x)/(1 + E^2*(3 + Log[4/3])) + (16*E^4)/((1 + E^2*(3 + Log[4/3]))^2*(4*E + x*(1 + E^2*(3 + Log[4/3]))))","B",11,5,192,0.02604,1,"{6, 1984, 27, 12, 683}"
8212,1,25,0,0.1452977,"\int e^{-225 x^2} \left(-1+e^{2+x+225 x^2}-1800 x+450 x^2\right) \, dx","Int[(-1 + E^(2 + x + 225*x^2) - 1800*x + 450*x^2)/E^(225*x^2),x]","-e^{-225 x^2} x+4 e^{-225 x^2}+e^{x+2}","e^{-225 x^2} (4-x)+e^{x+2}+3",1,"4/E^(225*x^2) + E^(2 + x) - x/E^(225*x^2)","A",7,5,28,0.1786,1,"{6742, 2205, 2194, 2209, 2212}"
8213,1,22,0,0.4497603,"\int \frac{8 x-4 \log (9)-8 x \log (x)}{\left(-8 x^2+4 x \log (9)\right) \log (x)+e^{4096} x \log ^2(x)} \, dx","Int[(8*x - 4*Log[9] - 8*x*Log[x])/((-8*x^2 + 4*x*Log[9])*Log[x] + E^4096*x*Log[x]^2),x]","\log \left(8 x-e^{4096} \log (x)-4 \log (9)\right)-\log (\log (x))","\log \left(e^{4096}-\frac{4 (2 x-\log (9))}{\log (x)}\right)",1,"-Log[Log[x]] + Log[8*x - 4*Log[9] - E^4096*Log[x]]","A",7,6,40,0.1500,1,"{6741, 12, 6742, 2302, 29, 6684}"
8214,0,0,0,0.6613928,"\int \frac{-6+22 x-24 x^2+36 x^3-18 x \log (x)}{4 x^3-24 x^4+36 x^5+\left(-12 x^2+36 x^3\right) \log (x)+9 x \log ^2(x)} \, dx","Int[(-6 + 22*x - 24*x^2 + 36*x^3 - 18*x*Log[x])/(4*x^3 - 24*x^4 + 36*x^5 + (-12*x^2 + 36*x^3)*Log[x] + 9*x*Log[x]^2),x]","\int \frac{-6+22 x-24 x^2+36 x^3-18 x \log (x)}{4 x^3-24 x^4+36 x^5+\left(-12 x^2+36 x^3\right) \log (x)+9 x \log ^2(x)} \, dx","-\frac{1}{x-\frac{\log (x)}{\frac{2}{3}-2 x}}",1,"22*Defer[Int][(-2*x + 6*x^2 + 3*Log[x])^(-2), x] - 6*Defer[Int][1/(x*(-2*x + 6*x^2 + 3*Log[x])^2), x] - 36*Defer[Int][x/(-2*x + 6*x^2 + 3*Log[x])^2, x] + 72*Defer[Int][x^2/(-2*x + 6*x^2 + 3*Log[x])^2, x] - 6*Defer[Int][(-2*x + 6*x^2 + 3*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
8215,1,27,0,0.3447777,"\int \frac{-e^{3+x}+e^{3+x} x \log \left(e^4 x\right)+x \log ^2\left(e^4 x\right)}{e^3 x \log ^2\left(e^4 x\right)} \, dx","Int[(-E^(3 + x) + E^(3 + x)*x*Log[E^4*x] + x*Log[E^4*x]^2)/(E^3*x*Log[E^4*x]^2),x]","\frac{x}{e^3}+\frac{e^x (4 x+x \log (x))}{x (\log (x)+4)^2}","\frac{x}{e^3}+\frac{e^x}{\log \left(e^4 x\right)}+\frac{e^{25+e}}{4}",1,"x/E^3 + (E^x*(4*x + x*Log[x]))/(x*(4 + Log[x])^2)","A",4,3,46,0.06522,1,"{12, 6688, 2288}"
8216,1,20,0,0.0093804,"\int \frac{-4+e^3 \left(-5+4 x-125 x^4\right)}{e^3} \, dx","Int[(-4 + E^3*(-5 + 4*x - 125*x^4))/E^3,x]","-25 x^5+2 x^2-\frac{4 x}{e^3}-5 x","x \left(-25 x^4+2 x-\frac{4}{e^3}-5\right)",1,"-5*x - (4*x)/E^3 + 2*x^2 - 25*x^5","A",3,1,20,0.05000,1,"{12}"
8217,1,20,0,0.1645061,"\int \frac{128+148 x-96 x^2-96 x^3+24 x^4+24 x^5-2 x^6-2 x^7+\left(96+96 x-48 x^2-48 x^3+6 x^4+6 x^5\right) \log (5)+\left(24+24 x-6 x^2-6 x^3\right) \log ^2(5)+(2+2 x) \log ^3(5)}{64-48 x^2+12 x^4-x^6+\left(48-24 x^2+3 x^4\right) \log (5)+\left(12-3 x^2\right) \log ^2(5)+\log ^3(5)} \, dx","Int[(128 + 148*x - 96*x^2 - 96*x^3 + 24*x^4 + 24*x^5 - 2*x^6 - 2*x^7 + (96 + 96*x - 48*x^2 - 48*x^3 + 6*x^4 + 6*x^5)*Log[5] + (24 + 24*x - 6*x^2 - 6*x^3)*Log[5]^2 + (2 + 2*x)*Log[5]^3)/(64 - 48*x^2 + 12*x^4 - x^6 + (48 - 24*x^2 + 3*x^4)*Log[5] + (12 - 3*x^2)*Log[5]^2 + Log[5]^3),x]","x^2+\frac{5}{\left(-x^2+4+\log (5)\right)^2}+2 x","x^2+\frac{5}{\left(-x^2+4+\log (5)\right)^2}+2 x+11",1,"2*x + x^2 + 5/(4 - x^2 + Log[5])^2","A",3,2,144,0.01389,1,"{2073, 261}"
8218,1,9,0,0.0267095,"\int \frac{1-4 \log (x)+\log (x) \log (\log (x))}{\log (x)} \, dx","Int[(1 - 4*Log[x] + Log[x]*Log[Log[x]])/Log[x],x]","x \log (\log (x))-4 x","x+x (\log (\log (x))-5)+11",1,"-4*x + x*Log[Log[x]]","A",5,3,17,0.1765,1,"{6688, 2298, 2520}"
8219,0,0,0,4.3059751,"\int \frac{9-12 e^x+e^{x^2 \log ^2(2)} \left(-3-6 x^2 \log ^2(2)+e^x \left(3+6 x \log ^2(2)\right)\right)}{-4 e^x+e^{x^2 \log ^2(2)} \left(e^x-x\right)+3 x} \, dx","Int[(9 - 12*E^x + E^(x^2*Log[2]^2)*(-3 - 6*x^2*Log[2]^2 + E^x*(3 + 6*x*Log[2]^2)))/(-4*E^x + E^(x^2*Log[2]^2)*(E^x - x) + 3*x),x]","\int \frac{9-12 e^x+e^{x^2 \log ^2(2)} \left(-3-6 x^2 \log ^2(2)+e^x \left(3+6 x \log ^2(2)\right)\right)}{-4 e^x+e^{x^2 \log ^2(2)} \left(e^x-x\right)+3 x} \, dx","3 \log \left(\left(x-e^x\right) \left(e^{x^2 \log ^2(2)}-4\right)+x\right)",1,"3*x + 3*x^2*Log[2]^2 - 3*Defer[Int][(E^x - x)^(-1), x] + 3*Defer[Int][x/(E^x - x), x] - 3*Defer[Int][E^x/((E^x - x)*(-4*E^x + E^(x + x^2*Log[2]^2) + 3*x - E^(x^2*Log[2]^2)*x)), x] + 3*Defer[Int][(E^x*x)/((E^x - x)*(-4*E^x + E^(x + x^2*Log[2]^2) + 3*x - E^(x^2*Log[2]^2)*x)), x] + 24*Log[2]^2*Defer[Int][(E^(2*x)*x)/((E^x - x)*(-4*E^x + E^(x + x^2*Log[2]^2) + 3*x - E^(x^2*Log[2]^2)*x)), x] - 42*Log[2]^2*Defer[Int][(E^x*x^2)/((E^x - x)*(-4*E^x + E^(x + x^2*Log[2]^2) + 3*x - E^(x^2*Log[2]^2)*x)), x] + 18*Log[2]^2*Defer[Int][x^3/((E^x - x)*(-4*E^x + E^(x + x^2*Log[2]^2) + 3*x - E^(x^2*Log[2]^2)*x)), x]","F",0,0,0,0,-1,"{}"
8220,0,0,0,0.8619783,"\int \frac{e^{\frac{e^2 (2+x)+e (4+x)}{4+x}} \left(16+8 x+2 e^2 x+x^2\right)}{80+40 x+5 x^2} \, dx","Int[(E^((E^2*(2 + x) + E*(4 + x))/(4 + x))*(16 + 8*x + 2*E^2*x + x^2))/(80 + 40*x + 5*x^2),x]","\int \frac{e^{\frac{e^2 (2+x)+e (4+x)}{4+x}} \left(16+8 x+2 e^2 x+x^2\right)}{80+40 x+5 x^2} \, dx","\frac{1}{5} e^{\frac{e^2 (x+2)}{x+4}+e} x",1,"(-4*E^(E*(1 + E) - (2*E^2)/(4 + x)))/5 - (2*E^(2 + E + E^2)*ExpIntegralEi[(-2*E^2)/(4 + x)])/5 + Defer[Int][E^((2*E*(2 + E) + E*(1 + E)*x)/(4 + x)), x]/5","F",0,0,0,0,-1,"{}"
8221,0,0,0,5.2460055,"\int \frac{\left(-4+4 e^{4-x}\right) \log ^2(x)+e^{\frac{5 x^2}{4 \log (x)}} (-5 x+10 x \log (x))}{4 e^{\frac{5 x^2}{4 \log (x)}} \log ^2(x)+\left(-28-4 e^{4-x}-4 x\right) \log ^2(x)} \, dx","Int[((-4 + 4*E^(4 - x))*Log[x]^2 + E^((5*x^2)/(4*Log[x]))*(-5*x + 10*x*Log[x]))/(4*E^((5*x^2)/(4*Log[x]))*Log[x]^2 + (-28 - 4*E^(4 - x) - 4*x)*Log[x]^2),x]","\int \frac{\left(-4+4 e^{4-x}\right) \log ^2(x)+e^{\frac{5 x^2}{4 \log (x)}} (-5 x+10 x \log (x))}{4 e^{\frac{5 x^2}{4 \log (x)}} \log ^2(x)+\left(-28-4 e^{4-x}-4 x\right) \log ^2(x)} \, dx","\log \left(-e^{\frac{5 x^2}{4 \log (x)}}+x+e^{4-x}+7\right)",1,"(5*x^2)/2 + (5*ExpIntegralEi[2*Log[x]])/2 - (5*ExpIntegralEi[2*Log[x]]*(1 - 2*Log[x]))/2 + (5*x^2*(1 - 2*Log[x]))/(4*Log[x]) - 5*ExpIntegralEi[2*Log[x]]*Log[x] - Defer[Int][E^x/(-E^4 - 7*E^x + E^(x + (5*x^2)/(4*Log[x])) - E^x*x), x] - E^4*Defer[Int][(E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)^(-1), x] + (5*E^4*Defer[Int][x/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]^2), x])/4 + (35*Defer[Int][(E^x*x)/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]^2), x])/4 + (5*Defer[Int][(E^x*x^2)/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]^2), x])/4 - (5*E^4*Defer[Int][x/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]), x])/2 - (35*Defer[Int][(E^x*x)/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]), x])/2 - (5*Defer[Int][(E^x*x^2)/((E^4 + 7*E^x - E^(x + (5*x^2)/(4*Log[x])) + E^x*x)*Log[x]), x])/2","F",0,0,0,0,-1,"{}"
8222,0,0,0,31.7830538,"\int \frac{-5 x^3+\exp \left(\frac{4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)}{x^2}\right) \left(-200-175 x-25 x^3+e^{2 x} \left(-175 x^3+50 x^4\right)\right)}{25 \exp \left(\frac{2 \left(4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)\right)}{x^2}\right) x^3-10 \exp \left(\frac{4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)}{x^2}\right) x^4+x^5} \, dx","Int[(-5*x^3 + E^((4 + 7*x + 2*x^2 - x^3 + E^(2*x)*(-4*x^2 + x^3))/x^2)*(-200 - 175*x - 25*x^3 + E^(2*x)*(-175*x^3 + 50*x^4)))/(25*E^((2*(4 + 7*x + 2*x^2 - x^3 + E^(2*x)*(-4*x^2 + x^3)))/x^2)*x^3 - 10*E^((4 + 7*x + 2*x^2 - x^3 + E^(2*x)*(-4*x^2 + x^3))/x^2)*x^4 + x^5),x]","\int \frac{-5 x^3+\exp \left(\frac{4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)}{x^2}\right) \left(-200-175 x-25 x^3+e^{2 x} \left(-175 x^3+50 x^4\right)\right)}{25 \exp \left(\frac{2 \left(4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)\right)}{x^2}\right) x^3-10 \exp \left(\frac{4+7 x+2 x^2-x^3+e^{2 x} \left(-4 x^2+x^3\right)}{x^2}\right) x^4+x^5} \, dx","\frac{5}{x-5 e^{(x-4) \left(e^{2 x}-\frac{(x+1)^2}{x^2}\right)}}",1,"-Defer[Int][E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + x), x] - 8*Defer[Int][E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + x)/x^3, x] - 7*Defer[Int][E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + x)/x^2, x] - 5*Defer[Int][E^(2*x)/(5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) - E^x*x)^2, x] + 250*Defer[Int][E^(4 + 2*E^(2*x)*(-4 + x) + 8/x^2 + 14/x + 2*x)/(5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) - E^x*x)^2, x] - 875*Defer[Int][E^(4 + 2*E^(2*x)*(-4 + x) + 8/x^2 + 14/x + 2*x)/(x*(5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) - E^x*x)^2), x] - 50*Defer[Int][E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x + 2*x)/(5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) - E^x*x), x] + 175*Defer[Int][E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x + 2*x)/(x*(5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) - E^x*x)), x] - 40*Defer[Int][E^(2*x)/(x^2*(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x)^2), x] - 35*Defer[Int][E^(2*x)/(x*(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x)^2), x] - 5*Defer[Int][(E^(2*x)*x)/(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x)^2, x] + 8*Defer[Int][E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + 2*x)/(x^2*(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x)), x] + 7*Defer[Int][E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + 2*x)/(x*(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x)), x] + Defer[Int][(E^(-2 - E^(2*x)*(-4 + x) - 4/x^2 - 7/x + 2*x)*x)/(-5*E^(2 + E^(2*x)*(-4 + x) + 4/x^2 + 7/x) + E^x*x), x]","F",0,0,0,0,-1,"{}"
8223,1,9,0,0.057074,"\int e^{2+x} \left(2 x+x^2\right) \, dx","Int[E^(2 + x)*(2*x + x^2),x]","e^{x+2} x^2","e^{x+2} x^2+4",1,"E^(2 + x)*x^2","A",8,4,13,0.3077,1,"{1593, 2196, 2176, 2194}"
8224,1,33,0,0.0337559,"\int \frac{e^{5/x} \left(-75+5 e^3\right)+30 x^3-2 e^3 x^3}{5 x^2} \, dx","Int[(E^(5/x)*(-75 + 5*E^3) + 30*x^3 - 2*E^3*x^3)/(5*x^2),x]","\frac{1}{5} \left(15-e^3\right) x^2+\frac{1}{5} \left(15-e^3\right) e^{5/x}","\frac{1}{5} \left(15-e^3\right) x \left(x+\frac{e^{5/x}}{x}\right)",1,"(E^(5/x)*(15 - E^3))/5 + ((15 - E^3)*x^2)/5","A",5,4,36,0.1111,1,"{6, 12, 14, 2209}"
8225,1,22,0,0.2697819,"\int \frac{\exp \left(\frac{-30+e (-25+4 x)}{-6+e (-5+2 x)}\right) \left(36 e+30 e^2\right)}{36+e (60-24 x)+e^2 \left(25-20 x+4 x^2\right)} \, dx","Int[(E^((-30 + E*(-25 + 4*x))/(-6 + E*(-5 + 2*x)))*(36*E + 30*E^2))/(36 + E*(60 - 24*x) + E^2*(25 - 20*x + 4*x^2)),x]","e^{\frac{3 (6+5 e)}{-2 e x+5 e+6}+2}","e^{\frac{x}{\frac{1}{3} \left(\frac{5}{2}-x\right)+\frac{1}{e}}+5}",1,"E^(2 + (3*(6 + 5*E))/(6 + 5*E - 2*E*x))","A",4,4,58,0.06897,1,"{12, 6688, 2230, 2209}"
8226,1,17,0,0.4805178,"\int \frac{-3380-260 x-5 x^2-e^{16+\frac{e^{16}}{26+x}} x^2}{676 x^2+52 x^3+x^4} \, dx","Int[(-3380 - 260*x - 5*x^2 - E^(16 + E^16/(26 + x))*x^2)/(676*x^2 + 52*x^3 + x^4),x]","e^{\frac{e^{16}}{x+26}}+\frac{5}{x}","e^{\frac{e^{16}}{x+26}}+\frac{5}{x}",1,"E^(E^16/(26 + x)) + 5/x","A",5,4,45,0.08889,1,"{1594, 27, 6742, 2209}"
8227,1,248,0,1.5791393,"\int \frac{1}{81} \exp \left(2 e^{9+6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2} x-2 x^2\right) \left(81-324 x^2+e^{9+6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2} \left(162 x+e^{\frac{x^4}{81}} \left(972 x^2+48 x^6\right)+e^{\frac{2 x^4}{81}} \left(324 x^3+16 x^7\right)\right)\right) \, dx","Int[(E^(2*E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2)*x - 2*x^2)*(81 - 324*x^2 + E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2)*(162*x + E^(x^4/81)*(972*x^2 + 48*x^6) + E^((2*x^4)/81)*(324*x^3 + 16*x^7))))/81,x]","-\frac{\left(162 x^2-e^{6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2+9} \left(2 e^{\frac{2 x^4}{81}} \left(4 x^7+81 x^3\right)+6 e^{\frac{x^4}{81}} \left(4 x^6+81 x^2\right)+81 x\right)\right) \exp \left(2 e^{6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2+9} x-2 x^2\right)}{81 e^{6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2+9}+2 e^{6 e^{\frac{x^4}{81}} x+e^{\frac{2 x^4}{81}} x^2+9} \left(12 e^{\frac{x^4}{81}} x^4+81 e^{\frac{2 x^4}{81}} x+243 e^{\frac{x^4}{81}}+4 e^{\frac{2 x^4}{81}} x^5\right) x-162 x}","e^{-2 x \left(x-e^{\left(e^{\frac{x^4}{81}} x+3\right)^2}\right)} x+5",1,"-((E^(2*E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2)*x - 2*x^2)*(162*x^2 - E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2)*(81*x + 6*E^(x^4/81)*(81*x^2 + 4*x^6) + 2*E^((2*x^4)/81)*(81*x^3 + 4*x^7))))/(81*E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2) - 162*x + 2*E^(9 + 6*E^(x^4/81)*x + E^((2*x^4)/81)*x^2)*x*(243*E^(x^4/81) + 81*E^((2*x^4)/81)*x + 12*E^(x^4/81)*x^4 + 4*E^((2*x^4)/81)*x^5)))","B",2,2,127,0.01575,1,"{12, 2288}"
8228,1,115,0,1.9339936,"\int \frac{27-45 x+156 x^2-28 x^3+e^{5-x} \left(-27 x^2+17 x^3-4 x^4\right)+\left(30 x^2-5 x^3+e^{5-x} \left(-6 x^2+4 x^3-x^4\right)\right) \log (x)}{27 x-18 x^2+3 x^3} \, dx","Int[(27 - 45*x + 156*x^2 - 28*x^3 + E^(5 - x)*(-27*x^2 + 17*x^3 - 4*x^4) + (30*x^2 - 5*x^3 + E^(5 - x)*(-6*x^2 + 4*x^3 - x^4))*Log[x])/(27*x - 18*x^2 + 3*x^3),x]","\frac{4}{3} e^{5-x} x-\frac{23 x}{3}+4 e^{5-x}-\frac{12 e^{5-x}}{3-x}+\frac{60}{3-x}+\frac{1}{3} e^{5-x} x \log (x)+\frac{5 x \log (x)}{3-x}-\frac{5}{3} x \log (x)+e^{5-x} \log (x)-\frac{3 e^{5-x} \log (x)}{3-x}+\log (x)","\frac{\left(e^{5-x}-5\right) x^2 (\log (x)+4)}{3 (x-3)}-x+\log (x)",1,"4*E^(5 - x) + 60/(3 - x) - (12*E^(5 - x))/(3 - x) - (23*x)/3 + (4*E^(5 - x)*x)/3 + Log[x] + E^(5 - x)*Log[x] - (3*E^(5 - x)*Log[x])/(3 - x) - (5*x*Log[x])/3 + (E^(5 - x)*x*Log[x])/3 + (5*x*Log[x])/(3 - x)","B",39,18,94,0.1915,1,"{1594, 27, 12, 6742, 44, 43, 2351, 2314, 31, 2316, 2315, 2295, 2199, 2194, 2177, 2178, 2176, 2554}"
8229,1,18,0,0.153935,"\int \frac{-2-5 x^5 \log (\log (5))}{2 x \log ^2\left(x^2\right)+4 x^6 \log \left(x^2\right) \log (\log (5))+2 x^{11} \log ^2(\log (5))} \, dx","Int[(-2 - 5*x^5*Log[Log[5]])/(2*x*Log[x^2]^2 + 4*x^6*Log[x^2]*Log[Log[5]] + 2*x^11*Log[Log[5]]^2),x]","\frac{1}{2 \left(x^5 \log (\log (5))+\log \left(x^2\right)\right)}","\frac{1}{2 \left(x^5 \log (\log (5))+\log \left(x^2\right)\right)}",1,"1/(2*(Log[x^2] + x^5*Log[Log[5]]))","A",3,3,45,0.06667,1,"{6688, 12, 6686}"
8230,1,29,0,0.1229054,"\int \frac{-7+\left(-7-7 e^2+35 e^3\right) \log \left(\frac{1}{x}\right)+7 \log \left(\frac{1}{x}\right) \log \left(\frac{\log \left(\frac{1}{x}\right)}{x}\right)}{\log \left(\frac{1}{x}\right)} \, dx","Int[(-7 + (-7 - 7*E^2 + 35*E^3)*Log[x^(-1)] + 7*Log[x^(-1)]*Log[Log[x^(-1)]/x])/Log[x^(-1)],x]","-7 \left(1+e^2-5 e^3\right) x+7 x+7 x \log \left(\frac{\log \left(\frac{1}{x}\right)}{x}\right)","-7 x \left(-\log \left(\frac{\log \left(\frac{1}{x}\right)}{x}\right)-5 e^3+e^2\right)",1,"7*x - 7*(1 + E^2 - 5*E^3)*x + 7*x*Log[Log[x^(-1)]/x]","A",10,5,41,0.1220,1,"{6742, 2360, 2299, 2178, 2549}"
8231,0,0,0,10.1001926,"\int \frac{\exp \left(\frac{-11+e^2-e^4-2 e^{4 x}+2 x-\log (3)}{5+e^{4 x}-x}\right) \left(-1+e^2-e^4-\log (3)+e^{4 x} \left(4-4 e^2+4 e^4+4 \log (3)\right)\right)}{25+e^{8 x}+e^{4 x} (10-2 x)-10 x+x^2} \, dx","Int[(E^((-11 + E^2 - E^4 - 2*E^(4*x) + 2*x - Log[3])/(5 + E^(4*x) - x))*(-1 + E^2 - E^4 - Log[3] + E^(4*x)*(4 - 4*E^2 + 4*E^4 + 4*Log[3])))/(25 + E^(8*x) + E^(4*x)*(10 - 2*x) - 10*x + x^2),x]","\int \frac{\exp \left(\frac{-11+e^2-e^4-2 e^{4 x}+2 x-\log (3)}{5+e^{4 x}-x}\right) \left(-1+e^2-e^4-\log (3)+e^{4 x} \left(4-4 e^2+4 e^4+4 \log (3)\right)\right)}{25+e^{8 x}+e^{4 x} (10-2 x)-10 x+x^2} \, dx","e^{\frac{-1+e^2-e^4-\log (3)}{-x+e^{4 x}+5}-2}",1,"-21*(1 - E^2 + E^4 + Log[3])*Defer[Int][E^((-2*E^(4*x) + 2*x - 11*(1 + (-E^2 + E^4 + Log[3])/11))/(5 + E^(4*x) - x))/(5 + E^(4*x) - x)^2, x] + 4*(1 - E^2 + E^4 + Log[3])*Defer[Int][E^((-2*E^(4*x) + 2*x - 11*(1 + (-E^2 + E^4 + Log[3])/11))/(5 + E^(4*x) - x))/(5 + E^(4*x) - x), x] + 4*(1 - E^2 + E^4 + Log[3])*Defer[Int][(E^((-2*E^(4*x) + 2*x - 11*(1 + (-E^2 + E^4 + Log[3])/11))/(5 + E^(4*x) - x))*x)/(5 + E^(4*x) - x)^2, x]","F",0,0,0,0,-1,"{}"
8232,0,0,0,1.6979315,"\int \frac{18 x+13 x^2+4 x^3-3 x^4+x^5+e^{25} \left(36 x^2+16 x^3-8 x^4+4 x^5\right)+\left(18 x+8 x^2-4 x^3+2 x^4+e^{25} \left(72 x+32 x^2-16 x^3+8 x^4\right)\right) \log \left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)+e^{25} \left(36+16 x-8 x^2+4 x^3\right) \log ^2\left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)}{e^{25} \left(9 x^2+4 x^3-2 x^4+x^5\right)+e^{25} \left(18 x+8 x^2-4 x^3+2 x^4\right) \log \left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)+e^{25} \left(9+4 x-2 x^2+x^3\right) \log ^2\left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)} \, dx","Int[(18*x + 13*x^2 + 4*x^3 - 3*x^4 + x^5 + E^25*(36*x^2 + 16*x^3 - 8*x^4 + 4*x^5) + (18*x + 8*x^2 - 4*x^3 + 2*x^4 + E^25*(72*x + 32*x^2 - 16*x^3 + 8*x^4))*Log[(9 + 4*x - 2*x^2 + x^3)/x^2] + E^25*(36 + 16*x - 8*x^2 + 4*x^3)*Log[(9 + 4*x - 2*x^2 + x^3)/x^2]^2)/(E^25*(9*x^2 + 4*x^3 - 2*x^4 + x^5) + E^25*(18*x + 8*x^2 - 4*x^3 + 2*x^4)*Log[(9 + 4*x - 2*x^2 + x^3)/x^2] + E^25*(9 + 4*x - 2*x^2 + x^3)*Log[(9 + 4*x - 2*x^2 + x^3)/x^2]^2),x]","\int \frac{18 x+13 x^2+4 x^3-3 x^4+x^5+e^{25} \left(36 x^2+16 x^3-8 x^4+4 x^5\right)+\left(18 x+8 x^2-4 x^3+2 x^4+e^{25} \left(72 x+32 x^2-16 x^3+8 x^4\right)\right) \log \left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)+e^{25} \left(36+16 x-8 x^2+4 x^3\right) \log ^2\left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)}{e^{25} \left(9 x^2+4 x^3-2 x^4+x^5\right)+e^{25} \left(18 x+8 x^2-4 x^3+2 x^4\right) \log \left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)+e^{25} \left(9+4 x-2 x^2+x^3\right) \log ^2\left(\frac{9+4 x-2 x^2+x^3}{x^2}\right)} \, dx","x \left(\frac{x}{e^{25} \left(\log \left(\frac{4 x+9}{x^2}+x-2\right)+x\right)}+4\right)",1,"4*x - (2*Defer[Int][(x + Log[-2 + 9/x^2 + 4/x + x])^(-2), x])/E^25 - Defer[Int][x/(x + Log[-2 + 9/x^2 + 4/x + x])^2, x]/E^25 - Defer[Int][x^2/(x + Log[-2 + 9/x^2 + 4/x + x])^2, x]/E^25 + (18*Defer[Int][1/((9 + 4*x - 2*x^2 + x^3)*(x + Log[-2 + 9/x^2 + 4/x + x])^2), x])/E^25 + (35*Defer[Int][x/((9 + 4*x - 2*x^2 + x^3)*(x + Log[-2 + 9/x^2 + 4/x + x])^2), x])/E^25 + (4*Defer[Int][x^2/((9 + 4*x - 2*x^2 + x^3)*(x + Log[-2 + 9/x^2 + 4/x + x])^2), x])/E^25 + (2*Defer[Int][x/(x + Log[-2 + 9/x^2 + 4/x + x]), x])/E^25","F",0,0,0,0,-1,"{}"
8233,0,0,0,76.7429253,"\int \frac{-12 x-6 e^x x+3 x^2+\left(e^x (24-6 x)-6 x\right) \log (x)+(24-6 x) \log ^2(x)+\left(12-3 x+e^x \left(12 x-3 x^2\right)\right) \log \left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)}{-4 x^3+x^4+\left(e^x \left(8 x^2-2 x^3\right)+\left(8 x^2-2 x^3\right) \log (x)\right) \log \left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)+\left(e^{2 x} \left(-4 x+x^2\right)+e^x \left(-8 x+2 x^2\right) \log (x)+\left(-4 x+x^2\right) \log ^2(x)\right) \log ^2\left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)} \, dx","Int[(-12*x - 6*E^x*x + 3*x^2 + (E^x*(24 - 6*x) - 6*x)*Log[x] + (24 - 6*x)*Log[x]^2 + (12 - 3*x + E^x*(12*x - 3*x^2))*Log[E^Log[x]^2*(48 - 24*x + 3*x^2)])/(-4*x^3 + x^4 + (E^x*(8*x^2 - 2*x^3) + (8*x^2 - 2*x^3)*Log[x])*Log[E^Log[x]^2*(48 - 24*x + 3*x^2)] + (E^(2*x)*(-4*x + x^2) + E^x*(-8*x + 2*x^2)*Log[x] + (-4*x + x^2)*Log[x]^2)*Log[E^Log[x]^2*(48 - 24*x + 3*x^2)]^2),x]","\int \frac{-12 x-6 e^x x+3 x^2+\left(e^x (24-6 x)-6 x\right) \log (x)+(24-6 x) \log ^2(x)+\left(12-3 x+e^x \left(12 x-3 x^2\right)\right) \log \left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)}{-4 x^3+x^4+\left(e^x \left(8 x^2-2 x^3\right)+\left(8 x^2-2 x^3\right) \log (x)\right) \log \left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)+\left(e^{2 x} \left(-4 x+x^2\right)+e^x \left(-8 x+2 x^2\right) \log (x)+\left(-4 x+x^2\right) \log ^2(x)\right) \log ^2\left(e^{\log ^2(x)} \left(48-24 x+3 x^2\right)\right)} \, dx","\frac{3}{\log \left(3 (x-4)^2 e^{\log ^2(x)}\right) \left(e^x+\log (x)\right)-x}",1,"3*Defer[Int][(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^(-2), x] - 3*Defer[Int][x/(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2, x] - 6*Defer[Int][1/(Log[3*E^Log[x]^2*(-4 + x)^2]*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2), x] - 24*Defer[Int][1/((-4 + x)*Log[3*E^Log[x]^2*(-4 + x)^2]*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2), x] - 3*Defer[Int][Log[3*E^Log[x]^2*(-4 + x)^2]/(x*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2), x] - 6*Defer[Int][Log[x]/(Log[3*E^Log[x]^2*(-4 + x)^2]*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2), x] + 3*Defer[Int][(Log[3*E^Log[x]^2*(-4 + x)^2]*Log[x])/(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^2, x] + 3*Defer[Int][(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))^(-1), x] + 6*Defer[Int][1/((-4 + x)*Log[3*E^Log[x]^2*(-4 + x)^2]*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))), x] + 6*Defer[Int][Log[x]/(x*Log[3*E^Log[x]^2*(-4 + x)^2]*(x - Log[3*E^Log[x]^2*(-4 + x)^2]*(E^x + Log[x]))), x]","F",0,0,0,0,-1,"{}"
8234,1,20,0,0.2388221,"\int \frac{-5+\left(-10+e^x (-8-4 x)-5 x\right) \log (4+2 x)}{(10+5 x) \log (4+2 x)} \, dx","Int[(-5 + (-10 + E^x*(-8 - 4*x) - 5*x)*Log[4 + 2*x])/((10 + 5*x)*Log[4 + 2*x]),x]","-x-\frac{4 e^x}{5}-\log (\log (2 (x+2)))","-\frac{4}{5} \left(e^x+1\right)-x-\log (\log (2 x+4))+4",1,"(-4*E^x)/5 - x - Log[Log[2*(2 + x)]]","A",7,6,39,0.1538,1,"{6688, 2194, 2390, 12, 2302, 29}"
8235,1,34,0,0.0243569,"\int \frac{3+3 e^3+8 x^2+\left(1+e^3+6 x^2\right) \log (2)}{x^2+x^2 \log (2)} \, dx","Int[(3 + 3*E^3 + 8*x^2 + (1 + E^3 + 6*x^2)*Log[2])/(x^2 + x^2*Log[2]),x]","\frac{2 x (4+\log (8))}{1+\log (2)}-\frac{\left(1+e^3\right) (3+\log (2))}{x (1+\log (2))}","5 x-\left(-x+\frac{1+e^3}{x}+4\right) \left(1+\frac{2}{1+\log (2)}\right)",1,"-(((1 + E^3)*(3 + Log[2]))/(x*(1 + Log[2]))) + (2*x*(4 + Log[8]))/(1 + Log[2])","A",4,3,38,0.07895,1,"{6, 12, 14}"
8236,1,106,0,0.5652188,"\int \frac{15 e^5-30 e^5 \log \left(\frac{4}{x}\right)-e^{e^x+x} x^3 \log ^2\left(\frac{4}{x}\right)}{x^3 \log ^2\left(\frac{4}{x}\right)} \, dx","Int[(15*E^5 - 30*E^5*Log[4/x] - E^(E^x + x)*x^3*Log[4/x]^2)/(x^3*Log[4/x]^2),x]","-\frac{15}{8} e^5 \left(1-2 \log \left(\frac{4}{x}\right)\right) \text{Ei}\left(2 \log \left(\frac{4}{x}\right)\right)-\frac{15}{4} e^5 \log \left(\frac{4}{x}\right) \text{Ei}\left(2 \log \left(\frac{4}{x}\right)\right)+\frac{15}{8} e^5 \text{Ei}\left(2 \log \left(\frac{4}{x}\right)\right)+\frac{30 e^5}{x^2}+\frac{15 e^5 \left(1-2 \log \left(\frac{4}{x}\right)\right)}{x^2 \log \left(\frac{4}{x}\right)}-e^{e^x}","\frac{15 e^5}{x^2 \log \left(\frac{4}{x}\right)}-e^{e^x}",1,"-E^E^x + (30*E^5)/x^2 + (15*E^5*ExpIntegralEi[2*Log[4/x]])/8 - (15*E^5*ExpIntegralEi[2*Log[4/x]]*(1 - 2*Log[4/x]))/8 + (15*E^5*(1 - 2*Log[4/x]))/(x^2*Log[4/x]) - (15*E^5*ExpIntegralEi[2*Log[4/x]]*Log[4/x])/4","C",10,8,49,0.1633,1,"{6742, 2282, 2194, 2306, 2310, 2178, 2366, 6482}"
8237,1,28,0,0.6632435,"\int \frac{-686 x-1064 x^2-672 x^3+128 x^4+\left(-686 x+56 x^2-32 x^3+128 x^4\right) \log \left(\frac{2401 x^2+2352 x^3+2144 x^4+768 x^5+256 x^6}{2401-5488 x+4704 x^2-1792 x^3+256 x^4}\right)}{-343+28 x-16 x^2+64 x^3} \, dx","Int[(-686*x - 1064*x^2 - 672*x^3 + 128*x^4 + (-686*x + 56*x^2 - 32*x^3 + 128*x^4)*Log[(2401*x^2 + 2352*x^3 + 2144*x^4 + 768*x^5 + 256*x^6)/(2401 - 5488*x + 4704*x^2 - 1792*x^3 + 256*x^4)])/(-343 + 28*x - 16*x^2 + 64*x^3),x]","x^2 \log \left(\frac{x^2 \left(16 x^2+24 x+49\right)^2}{(7-4 x)^4}\right)","x^2 \log \left(\left(\frac{5 x^2}{\left(\frac{7}{4}-x\right)^2}+x\right)^2\right)",1,"x^2*Log[(x^2*(49 + 24*x + 16*x^2)^2)/(7 - 4*x)^4]","A",36,10,107,0.09346,1,"{6688, 12, 6742, 1628, 634, 618, 204, 628, 2074, 2525}"
8238,0,0,0,0.8278336,"\int \frac{e^2 \left(48 x^2-18 x^3-4 x^4\right)+4 e^2 x^3 \log (x)}{64-64 x-16 x^2+16 x^3+4 x^4+\left(16 x-8 x^2-4 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^2*(48*x^2 - 18*x^3 - 4*x^4) + 4*E^2*x^3*Log[x])/(64 - 64*x - 16*x^2 + 16*x^3 + 4*x^4 + (16*x - 8*x^2 - 4*x^3)*Log[x] + x^2*Log[x]^2),x]","\int \frac{e^2 \left(48 x^2-18 x^3-4 x^4\right)+4 e^2 x^3 \log (x)}{64-64 x-16 x^2+16 x^3+4 x^4+\left(16 x-8 x^2-4 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","\frac{e^2 x^2}{-x+\frac{x+4}{x}+\frac{\log (x)}{2}-3}",1,"16*E^2*Defer[Int][x^2/(-8 + 4*x + 2*x^2 - x*Log[x])^2, x] - 2*E^2*Defer[Int][x^3/(-8 + 4*x + 2*x^2 - x*Log[x])^2, x] + 4*E^2*Defer[Int][x^4/(-8 + 4*x + 2*x^2 - x*Log[x])^2, x] - 4*E^2*Defer[Int][x^2/(-8 + 4*x + 2*x^2 - x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8239,0,0,0,10.8027423,"\int \frac{\exp \left(\frac{e^{2 x}+\left(-x+x^2\right) \log \left(\frac{1}{13} (65+5 x \log (2))\right)}{\log \left(\frac{1}{13} (65+5 x \log (2))\right)}\right) \left(-e^{2 x} \log (2)+e^{2 x} (26+2 x \log (2)) \log \left(\frac{1}{13} (65+5 x \log (2))\right)+\left(-13+26 x+\left(-x+2 x^2\right) \log (2)\right) \log ^2\left(\frac{1}{13} (65+5 x \log (2))\right)\right)}{(13+x \log (2)) \log ^2\left(\frac{1}{13} (65+5 x \log (2))\right)} \, dx","Int[(E^((E^(2*x) + (-x + x^2)*Log[(65 + 5*x*Log[2])/13])/Log[(65 + 5*x*Log[2])/13])*(-(E^(2*x)*Log[2]) + E^(2*x)*(26 + 2*x*Log[2])*Log[(65 + 5*x*Log[2])/13] + (-13 + 26*x + (-x + 2*x^2)*Log[2])*Log[(65 + 5*x*Log[2])/13]^2))/((13 + x*Log[2])*Log[(65 + 5*x*Log[2])/13]^2),x]","\int \frac{\exp \left(\frac{e^{2 x}+\left(-x+x^2\right) \log \left(\frac{1}{13} (65+5 x \log (2))\right)}{\log \left(\frac{1}{13} (65+5 x \log (2))\right)}\right) \left(-e^{2 x} \log (2)+e^{2 x} (26+2 x \log (2)) \log \left(\frac{1}{13} (65+5 x \log (2))\right)+\left(-13+26 x+\left(-x+2 x^2\right) \log (2)\right) \log ^2\left(\frac{1}{13} (65+5 x \log (2))\right)\right)}{(13+x \log (2)) \log ^2\left(\frac{1}{13} (65+5 x \log (2))\right)} \, dx","e^{x^2-x+\frac{e^{2 x}}{\log \left(\frac{5}{13} x \log (2)+5\right)}}",1,"-Defer[Int][E^((-1 + x)*x + E^(2*x)/Log[5 + (5*x*Log[2])/13]), x] + 2*Defer[Int][E^((-1 + x)*x + E^(2*x)/Log[5 + (5*x*Log[2])/13])*x, x] - Log[2]*Defer[Int][E^(x + x^2 + E^(2*x)/Log[5 + (5*x*Log[2])/13])/((13 + x*Log[2])*Log[5 + (5*x*Log[2])/13]^2), x] + 2*Defer[Int][E^(x + x^2 + E^(2*x)/Log[5 + (5*x*Log[2])/13])/Log[5 + (5*x*Log[2])/13], x]","F",0,0,0,0,-1,"{}"
8240,1,48,0,0.076418,"\int \left(1-4 x+e^{e^{\frac{-5+3 x}{x}}} \left(-5 e^{\frac{-5+3 x}{x}} x-3 x^2\right)+e^x \left(2 x+x^2\right)\right) \, dx","Int[1 - 4*x + E^E^((-5 + 3*x)/x)*(-5*E^((-5 + 3*x)/x)*x - 3*x^2) + E^x*(2*x + x^2),x]","e^x x^2-2 x^2-\frac{5 e^{e^{-\frac{5-3 x}{x}}} x}{\frac{5-3 x}{x^2}+\frac{3}{x}}+x","\left(-e^{e^{3-\frac{5}{x}}} x+e^x-2\right) x^2+x-2",1,"x - (5*E^E^(-((5 - 3*x)/x))*x)/((5 - 3*x)/x^2 + 3/x) - 2*x^2 + E^x*x^2","A",10,5,50,0.1000,1,"{2288, 1593, 2196, 2176, 2194}"
8241,1,5,0,0.0146976,"\int \frac{1}{x \log (2 x)} \, dx","Int[1/(x*Log[2*x]),x]","\log (\log (2 x))","\log (-\log (2 x))",1,"Log[Log[2*x]]","A",2,2,10,0.2000,1,"{2302, 29}"
8242,0,0,0,0.4707092,"\int \frac{-30 x+(-5-x) \log (4)+6 x^2 \log (x)}{-5 x+x^2 \log (x)} \, dx","Int[(-30*x + (-5 - x)*Log[4] + 6*x^2*Log[x])/(-5*x + x^2*Log[x]),x]","\int \frac{-30 x+(-5-x) \log (4)+6 x^2 \log (x)}{-5 x+x^2 \log (x)} \, dx","6 x-\log (4) \log \left(\frac{5}{x}-\log (x)\right)",1,"6*x - Log[4]*Defer[Int][(-5 + x*Log[x])^(-1), x] - 5*Log[4]*Defer[Int][1/(x*(-5 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
8243,1,41,0,0.5754172,"\int \frac{e^{-x} \left(1+e^{2 x} (2-x)+11 x-x^2+x^3\right)}{1-2 x+x^2} \, dx","Int[(1 + E^(2*x)*(2 - x) + 11*x - x^2 + x^3)/(E^x*(1 - 2*x + x^2)),x]","-e^{-x} x-2 e^{-x}+\frac{12 e^{-x}}{1-x}+\frac{e^x}{1-x}","3-\frac{x^2+x+e^{2 x}+10}{e^x x-e^x}",1,"-2/E^x + 12/(E^x*(1 - x)) + E^x/(1 - x) - x/E^x","A",21,8,40,0.2000,1,"{27, 6742, 2177, 2178, 2197, 2199, 2194, 2176}"
8244,1,10,0,0.0052801,"\int \frac{-9-x}{7+x} \, dx","Int[(-9 - x)/(7 + x),x]","-x-2 \log (x+7)","-x-\log \left(\frac{1}{25} (-x-7)^2\right)-7",1,"-x - 2*Log[7 + x]","A",2,1,11,0.09091,1,"{43}"
8245,0,0,0,2.4059212,"\int \frac{(4+20 x-8 \log (x)) \log \left(\frac{100 x^2-40 x \log (x)+4 \log ^2(x)}{x^4}\right)+(10 x-2 \log (x)) \log ^2\left(\frac{100 x^2-40 x \log (x)+4 \log ^2(x)}{x^4}\right)}{-5 x^4+x^3 \log (x)} \, dx","Int[((4 + 20*x - 8*Log[x])*Log[(100*x^2 - 40*x*Log[x] + 4*Log[x]^2)/x^4] + (10*x - 2*Log[x])*Log[(100*x^2 - 40*x*Log[x] + 4*Log[x]^2)/x^4]^2)/(-5*x^4 + x^3*Log[x]),x]","\int \frac{(4+20 x-8 \log (x)) \log \left(\frac{100 x^2-40 x \log (x)+4 \log ^2(x)}{x^4}\right)+(10 x-2 \log (x)) \log ^2\left(\frac{100 x^2-40 x \log (x)+4 \log ^2(x)}{x^4}\right)}{-5 x^4+x^3 \log (x)} \, dx","\frac{\log ^2\left(\frac{4 \left(\frac{\log (x)}{x}-5\right)^2}{x^2}\right)}{x^2}",1,"-4*Defer[Int][Log[(4*(-5*x + Log[x])^2)/x^4]/(x^3*(5*x - Log[x])), x] - 20*Defer[Int][Log[(4*(-5*x + Log[x])^2)/x^4]/(x^2*(5*x - Log[x])), x] + 8*Defer[Int][(Log[x]*Log[(4*(-5*x + Log[x])^2)/x^4])/(x^3*(5*x - Log[x])), x] - 2*Defer[Int][Log[(4*(-5*x + Log[x])^2)/x^4]^2/x^3, x]","F",0,0,0,0,-1,"{}"
8246,0,0,0,130.3120748,"\int \frac{\left(486 x-324 x^2-108 x^3+144 x^4-42 x^5+4 x^6+e^x \left(-162 x+216 x^2-108 x^3+24 x^4-2 x^5\right)+\left(324-108 x-216 x^2+168 x^3-44 x^4+4 x^5\right) \log (x)\right) \log \left(e^x-x-x^2+\log (5)-2 x \log (x)-\log ^2(x)\right)+\left(-270 x^2+54 x^3+180 x^4-116 x^5+26 x^6-2 x^7+e^x \left(270 x-324 x^2+144 x^3-28 x^4+2 x^5\right)+\left(270 x-324 x^2+144 x^3-28 x^4+2 x^5\right) \log (5)+\left(-540 x^2+648 x^3-288 x^4+56 x^5-4 x^6\right) \log (x)+\left(-270 x+324 x^2-144 x^3+28 x^4-2 x^5\right) \log ^2(x)\right) \log ^2\left(e^x-x-x^2+\log (5)-2 x \log (x)-\log ^2(x)\right)}{-e^{3 x} x+e^{2 x} \left(x^2+x^3-x \log (5)\right)+2 e^{2 x} x^2 \log (x)+e^{2 x} x \log ^2(x)} \, dx","Int[((486*x - 324*x^2 - 108*x^3 + 144*x^4 - 42*x^5 + 4*x^6 + E^x*(-162*x + 216*x^2 - 108*x^3 + 24*x^4 - 2*x^5) + (324 - 108*x - 216*x^2 + 168*x^3 - 44*x^4 + 4*x^5)*Log[x])*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2] + (-270*x^2 + 54*x^3 + 180*x^4 - 116*x^5 + 26*x^6 - 2*x^7 + E^x*(270*x - 324*x^2 + 144*x^3 - 28*x^4 + 2*x^5) + (270*x - 324*x^2 + 144*x^3 - 28*x^4 + 2*x^5)*Log[5] + (-540*x^2 + 648*x^3 - 288*x^4 + 56*x^5 - 4*x^6)*Log[x] + (-270*x + 324*x^2 - 144*x^3 + 28*x^4 - 2*x^5)*Log[x]^2)*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2)/(-(E^(3*x)*x) + E^(2*x)*(x^2 + x^3 - x*Log[5]) + 2*E^(2*x)*x^2*Log[x] + E^(2*x)*x*Log[x]^2),x]","\int \frac{\left(486 x-324 x^2-108 x^3+144 x^4-42 x^5+4 x^6+e^x \left(-162 x+216 x^2-108 x^3+24 x^4-2 x^5\right)+\left(324-108 x-216 x^2+168 x^3-44 x^4+4 x^5\right) \log (x)\right) \log \left(e^x-x-x^2+\log (5)-2 x \log (x)-\log ^2(x)\right)+\left(-270 x^2+54 x^3+180 x^4-116 x^5+26 x^6-2 x^7+e^x \left(270 x-324 x^2+144 x^3-28 x^4+2 x^5\right)+\left(270 x-324 x^2+144 x^3-28 x^4+2 x^5\right) \log (5)+\left(-540 x^2+648 x^3-288 x^4+56 x^5-4 x^6\right) \log (x)+\left(-270 x+324 x^2-144 x^3+28 x^4-2 x^5\right) \log ^2(x)\right) \log ^2\left(e^x-x-x^2+\log (5)-2 x \log (x)-\log ^2(x)\right)}{-e^{3 x} x+e^{2 x} \left(x^2+x^3-x \log (5)\right)+2 e^{2 x} x^2 \log (x)+e^{2 x} x \log ^2(x)} \, dx","e^{-2 x} (3-x)^4 \log ^2\left(e^x-x-(x+\log (x))^2+\log (5)\right)",1,"162*Defer[Int][Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]/E^(2*x), x] - 216*Defer[Int][(x*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/E^(2*x), x] + 108*Defer[Int][(x^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/E^(2*x), x] - 24*Defer[Int][(x^3*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/E^(2*x), x] + 2*Defer[Int][(x^4*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/E^(2*x), x] - 162*(3 + Log[5])*Defer[Int][Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]/(E^(2*x)*(E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2)), x] + 162*Defer[Int][(x*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 216*(3 + Log[5])*Defer[Int][(x*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 378*Defer[Int][(x^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 108*(3 + Log[5])*Defer[Int][(x^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 324*Defer[Int][(x^3*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 24*(3 + Log[5])*Defer[Int][(x^3*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 132*Defer[Int][(x^4*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 2*(3 + Log[5])*Defer[Int][(x^4*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 26*Defer[Int][(x^5*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 2*Defer[Int][(x^6*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 108*Defer[Int][(Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 324*Defer[Int][(Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*x*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 540*Defer[Int][(x*Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 600*Defer[Int][(x^2*Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 260*Defer[Int][(x^3*Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 52*Defer[Int][(x^4*Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 4*Defer[Int][(x^5*Log[x]*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 162*Defer[Int][(Log[x]^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 216*Defer[Int][(x*Log[x]^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 108*Defer[Int][(x^2*Log[x]^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] + 24*Defer[Int][(x^3*Log[x]^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 2*Defer[Int][(x^4*Log[x]^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2])/(E^(2*x)*(-E^x + x + x^2 - Log[5] + 2*x*Log[x] + Log[x]^2)), x] - 270*Defer[Int][Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2/E^(2*x), x] + 324*Defer[Int][(x*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2)/E^(2*x), x] - 144*Defer[Int][(x^2*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2)/E^(2*x), x] + 28*Defer[Int][(x^3*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2)/E^(2*x), x] - 2*Defer[Int][(x^4*Log[E^x - x - x^2 + Log[5] - 2*x*Log[x] - Log[x]^2]^2)/E^(2*x), x]","F",0,0,0,0,-1,"{}"
8247,0,0,0,1.0251941,"\int \frac{(1+9 x) \log (x)+(-22-9 x-\log (x)) \log \left(\frac{1}{2} (22+9 x+\log (x))\right)}{\left(22 x+9 x^2\right) \log ^2(x)+x \log ^3(x)} \, dx","Int[((1 + 9*x)*Log[x] + (-22 - 9*x - Log[x])*Log[(22 + 9*x + Log[x])/2])/((22*x + 9*x^2)*Log[x]^2 + x*Log[x]^3),x]","\int \frac{(1+9 x) \log (x)+(-22-9 x-\log (x)) \log \left(\frac{1}{2} (22+9 x+\log (x))\right)}{\left(22 x+9 x^2\right) \log ^2(x)+x \log ^3(x)} \, dx","\frac{\log \left(5 \left(x+\frac{1}{10} (-x+\log (x)+2)+2\right)\right)}{\log (x)}+4",1,"-(Log[2]/Log[x]) + Defer[Int][(1 + 9*x)/(x*(22 + 9*x)*Log[x]), x] - Defer[Int][1/(x*(22 + 9*x + Log[x])), x]/22 - (189*Defer[Int][1/((22 + 9*x)*(22 + 9*x + Log[x])), x])/22 - Defer[Int][Log[22 + 9*x + Log[x]]/(x*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
8248,0,0,0,1.5780771,"\int \frac{4 x+2 x^2+e^{\log \left(e^x x\right) \log (2+x)} \left(-x \log \left(e^x x\right)+\left(-2-3 x-x^2\right) \log (2+x)\right)}{2 x+x^2} \, dx","Int[(4*x + 2*x^2 + E^(Log[E^x*x]*Log[2 + x])*(-(x*Log[E^x*x]) + (-2 - 3*x - x^2)*Log[2 + x]))/(2*x + x^2),x]","\int \frac{4 x+2 x^2+e^{\log \left(e^x x\right) \log (2+x)} \left(-x \log \left(e^x x\right)+\left(-2-3 x-x^2\right) \log (2+x)\right)}{2 x+x^2} \, dx","2 x-e^{\log \left(e^x x\right) \log (x+2)}-4",1,"2*x - Defer[Int][((E^x*x)^Log[2 + x]*Log[E^x*x])/(2 + x), x] - Defer[Int][(E^x*x)^Log[2 + x]*Log[2 + x], x] - Defer[Int][((E^x*x)^Log[2 + x]*Log[2 + x])/x, x]","F",0,0,0,0,-1,"{}"
8249,1,37,0,0.6684545,"\int \frac{-4 e^{12+x}+4 e^{10+x} \log ^2\left(\frac{-1+e^{4+x}}{e^4}\right)+\left(1-e^{4+x}\right) \log ^5\left(\frac{-1+e^{4+x}}{e^4}\right)}{\left(-1+e^{4+x}\right) \log ^5\left(\frac{-1+e^{4+x}}{e^4}\right)} \, dx","Int[(-4*E^(12 + x) + 4*E^(10 + x)*Log[(-1 + E^(4 + x))/E^4]^2 + (1 - E^(4 + x))*Log[(-1 + E^(4 + x))/E^4]^5)/((-1 + E^(4 + x))*Log[(-1 + E^(4 + x))/E^4]^5),x]","-x+\frac{e^8}{\log ^4\left(e^x-\frac{1}{e^4}\right)}-\frac{2 e^6}{\log ^2\left(e^x-\frac{1}{e^4}\right)}","\left(e^2-\frac{e^4}{\log ^2\left(e^x-\frac{1}{e^4}\right)}\right)^2-x",1,"-x + E^8/Log[-E^(-4) + E^x]^4 - (2*E^6)/Log[-E^(-4) + E^x]^2","A",11,6,77,0.07792,1,"{2282, 6742, 2390, 12, 2302, 30}"
8250,1,15,0,0.0065402,"\int \frac{\left(-6 x^2-48 \log (2)\right) \log (3)}{x^2} \, dx","Int[((-6*x^2 - 48*Log[2])*Log[3])/x^2,x]","\frac{48 \log (2) \log (3)}{x}-6 x \log (3)","\frac{\log (3) \left(x^2+x-(6 (x-8)+x) (x+\log (2))\right)}{x}",1,"-6*x*Log[3] + (48*Log[2]*Log[3])/x","A",3,2,16,0.1250,1,"{12, 14}"
8251,1,25,0,0.197702,"\int \left(1-255 x^4+e^{2 x} \left(-153 x^2-102 x^3\right)+e^x \left(408 x^3+102 x^4\right)\right) \, dx","Int[1 - 255*x^4 + E^(2*x)*(-153*x^2 - 102*x^3) + E^x*(408*x^3 + 102*x^4),x]","-51 x^5+102 e^x x^4-51 e^{2 x} x^3+x","x-51 x \left(e^x x-x^2\right)^2",1,"x - 51*E^(2*x)*x^3 + 102*E^x*x^4 - 51*x^5","A",23,4,39,0.1026,1,"{1593, 2196, 2176, 2194}"
8252,0,0,0,0.7859809,"\int \frac{e^{8+2 x^2-e^{2 x^2} x^2} \left(-2 x-4 x^3\right) \log (x)+\log ^{x^2}(x) (x+2 x \log (x) \log (\log (x)))}{\log (x)} \, dx","Int[(E^(8 + 2*x^2 - E^(2*x^2)*x^2)*(-2*x - 4*x^3)*Log[x] + Log[x]^x^2*(x + 2*x*Log[x]*Log[Log[x]]))/Log[x],x]","\int \frac{e^{8+2 x^2-e^{2 x^2} x^2} \left(-2 x-4 x^3\right) \log (x)+\log ^{x^2}(x) (x+2 x \log (x) \log (\log (x)))}{\log (x)} \, dx","e^{8-e^{2 x^2} x^2}+\log ^{x^2}(x)+25",1,"Defer[Int][x*Log[x]^(-1 + x^2), x] + 2*Defer[Int][x*Log[x]^x^2*Log[Log[x]], x] - Defer[Subst][Defer[Int][E^(8 - (-2 + E^(2*x))*x), x], x, x^2] - 2*Defer[Subst][Defer[Int][E^(8 - (-2 + E^(2*x))*x)*x, x], x, x^2]","F",0,0,0,0,-1,"{}"
8253,0,0,0,0.7872201,"\int \frac{\left(16-40 x-4 x^2\right) \log (16)}{\left(-5-6 x+4 x^2+x^3\right) \log (4) \log ^3\left(\frac{1+2 x-x^2-2 x^3+x^4}{50+20 x+2 x^2}\right)} \, dx","Int[((16 - 40*x - 4*x^2)*Log[16])/((-5 - 6*x + 4*x^2 + x^3)*Log[4]*Log[(1 + 2*x - x^2 - 2*x^3 + x^4)/(50 + 20*x + 2*x^2)]^3),x]","\int \frac{\left(16-40 x-4 x^2\right) \log (16)}{\left(-5-6 x+4 x^2+x^3\right) \log (4) \log ^3\left(\frac{1+2 x-x^2-2 x^3+x^4}{50+20 x+2 x^2}\right)} \, dx","\frac{\log (16)}{\log (4) \log ^2\left(\frac{\left(-x^2+x+1\right)^2}{2 (x+5)^2}\right)}",1,"(-8*Log[16]*Defer[Int][1/((1 + Sqrt[5] - 2*x)*Log[(1 + x - x^2)^2/(2*(5 + x)^2)]^3), x])/(Sqrt[5]*Log[4]) + (4*Log[16]*Defer[Int][1/((5 + x)*Log[(1 + x - x^2)^2/(2*(5 + x)^2)]^3), x])/Log[4] - (8*(5 + Sqrt[5])*Log[16]*Defer[Int][1/((-1 - Sqrt[5] + 2*x)*Log[(1 + x - x^2)^2/(2*(5 + x)^2)]^3), x])/(5*Log[4]) - (8*Log[16]*Defer[Int][1/((-1 + Sqrt[5] + 2*x)*Log[(1 + x - x^2)^2/(2*(5 + x)^2)]^3), x])/(Sqrt[5]*Log[4]) - (8*(5 - Sqrt[5])*Log[16]*Defer[Int][1/((-1 + Sqrt[5] + 2*x)*Log[(1 + x - x^2)^2/(2*(5 + x)^2)]^3), x])/(5*Log[4])","F",0,0,0,0,-1,"{}"
8254,0,0,0,3.2042962,"\int \frac{-8+8 x-2 x^2+\left(-16 x+12 x^2-2 x^3-2 x \log (4)\right) \log (x)+4 x \log (x) \log (\log (x))}{\left(-16 x+24 x^2-12 x^3+2 x^4+\left(-4 x+4 x^2-x^3\right) \log (4)\right) \log (x)+\left(8 x-8 x^2+2 x^3\right) \log (x) \log (\log (x))} \, dx","Int[(-8 + 8*x - 2*x^2 + (-16*x + 12*x^2 - 2*x^3 - 2*x*Log[4])*Log[x] + 4*x*Log[x]*Log[Log[x]])/((-16*x + 24*x^2 - 12*x^3 + 2*x^4 + (-4*x + 4*x^2 - x^3)*Log[4])*Log[x] + (8*x - 8*x^2 + 2*x^3)*Log[x]*Log[Log[x]]),x]","\int \frac{-8+8 x-2 x^2+\left(-16 x+12 x^2-2 x^3-2 x \log (4)\right) \log (x)+4 x \log (x) \log (\log (x))}{\left(-16 x+24 x^2-12 x^3+2 x^4+\left(-4 x+4 x^2-x^3\right) \log (4)\right) \log (x)+\left(8 x-8 x^2+2 x^3\right) \log (x) \log (\log (x))} \, dx","\frac{x}{2-x}-\log (2 (x+\log (\log (x)))-4-\log (4))+4",1,"-Defer[Int][(-2 + x + Log[Log[x]/2])^(-1), x] + 8*Defer[Int][1/((-2 + x)^2*(-2 + x + Log[Log[x]/2])), x] - 2*(4 + Log[2])*Defer[Int][1/((-2 + x)^2*(-2 + x + Log[Log[x]/2])), x] + 2*Defer[Int][1/((-2 + x)*(-2 + x + Log[Log[x]/2])), x] - Defer[Int][1/(x*Log[x]*(-2 + x + Log[Log[x]/2])), x] + 2*Defer[Int][Log[Log[x]]/((-2 + x)^2*(-2 + x + Log[Log[x]/2])), x]","F",0,0,0,0,-1,"{}"
8255,1,12,0,0.0215549,"\int \frac{5-2 x-x^2}{5 x+x^2} \, dx","Int[(5 - 2*x - x^2)/(5*x + x^2),x]","-x+\log (x)+2 \log (x+5)","-x+\log \left(4 e^5 x\right)+\log \left(4 (x+5)^2\right)",1,"-x + Log[x] + 2*Log[5 + x]","A",3,2,20,0.1000,1,"{1593, 893}"
8256,0,0,0,1.3640894,"\int \frac{37968750000+16 e^{20 x^2}-31104 x+7593750000 x^2+607500000 x^4+24300000 x^6+486000 x^8+3888 x^{10}+e^{16 x^2} \left(6000+240 x^2\right)+e^{12 x^2} \left(900000+72000 x^2+1440 x^4\right)+e^{8 x^2} \left(67500000+8100000 x^2+324000 x^4+4320 x^6\right)+e^{4 x^2} \left(2531250000-41472 x+405000000 x^2+24300000 x^4+648000 x^6+6480 x^8\right)}{2373046875+e^{20 x^2}+474609375 x^2+37968750 x^4+1518750 x^6+30375 x^8+243 x^{10}+e^{16 x^2} \left(375+15 x^2\right)+e^{12 x^2} \left(56250+4500 x^2+90 x^4\right)+e^{8 x^2} \left(4218750+506250 x^2+20250 x^4+270 x^6\right)+e^{4 x^2} \left(158203125+25312500 x^2+1518750 x^4+40500 x^6+405 x^8\right)} \, dx","Int[(37968750000 + 16*E^(20*x^2) - 31104*x + 7593750000*x^2 + 607500000*x^4 + 24300000*x^6 + 486000*x^8 + 3888*x^10 + E^(16*x^2)*(6000 + 240*x^2) + E^(12*x^2)*(900000 + 72000*x^2 + 1440*x^4) + E^(8*x^2)*(67500000 + 8100000*x^2 + 324000*x^4 + 4320*x^6) + E^(4*x^2)*(2531250000 - 41472*x + 405000000*x^2 + 24300000*x^4 + 648000*x^6 + 6480*x^8))/(2373046875 + E^(20*x^2) + 474609375*x^2 + 37968750*x^4 + 1518750*x^6 + 30375*x^8 + 243*x^10 + E^(16*x^2)*(375 + 15*x^2) + E^(12*x^2)*(56250 + 4500*x^2 + 90*x^4) + E^(8*x^2)*(4218750 + 506250*x^2 + 20250*x^4 + 270*x^6) + E^(4*x^2)*(158203125 + 25312500*x^2 + 1518750*x^4 + 40500*x^6 + 405*x^8)),x]","\int \frac{37968750000+16 e^{20 x^2}-31104 x+7593750000 x^2+607500000 x^4+24300000 x^6+486000 x^8+3888 x^{10}+e^{16 x^2} \left(6000+240 x^2\right)+e^{12 x^2} \left(900000+72000 x^2+1440 x^4\right)+e^{8 x^2} \left(67500000+8100000 x^2+324000 x^4+4320 x^6\right)+e^{4 x^2} \left(2531250000-41472 x+405000000 x^2+24300000 x^4+648000 x^6+6480 x^8\right)}{2373046875+e^{20 x^2}+474609375 x^2+37968750 x^4+1518750 x^6+30375 x^8+243 x^{10}+e^{16 x^2} \left(375+15 x^2\right)+e^{12 x^2} \left(56250+4500 x^2+90 x^4\right)+e^{8 x^2} \left(4218750+506250 x^2+20250 x^4+270 x^6\right)+e^{4 x^2} \left(158203125+25312500 x^2+1518750 x^4+40500 x^6+405 x^8\right)} \, dx","16 \left(\frac{1}{\left(x^2+\frac{e^{4 x^2}}{3}+25\right)^4}+x\right)",1,"16*x + 1539648*Defer[Subst][Defer[Int][(75 + E^(4*x) + 3*x)^(-5), x], x, x^2] + 62208*Defer[Subst][Defer[Int][x/(75 + E^(4*x) + 3*x)^5, x], x, x^2] - 20736*Defer[Subst][Defer[Int][(75 + E^(4*x) + 3*x)^(-4), x], x, x^2]","F",0,0,0,0,-1,"{}"
8257,1,248,0,0.7832042,"\int \frac{384+320 e^3+88 e^6+8 e^9-1000 e^{24} x^3+e^8 \left(-1760 x-920 e^3 x-120 e^6 x\right)+e^{16} \left(2400 x^2+600 e^3 x^2\right)}{-64-144 x-108 x^2-27 x^3+e^3 \left(-48-120 x-99 x^2-27 x^3\right)+e^6 \left(-12-33 x-30 x^2-9 x^3\right)+e^9 \left(-1-3 x-3 x^2-x^3\right)+e^{24} \left(125 x^3+375 x^4+375 x^5+125 x^6\right)+e^8 \left(240 x+600 x^2+495 x^3+135 x^4+e^6 \left(15 x+45 x^2+45 x^3+15 x^4\right)+e^3 \left(120 x+330 x^2+300 x^3+90 x^4\right)\right)+e^{16} \left(-300 x^2-825 x^3-750 x^4-225 x^5+e^3 \left(-75 x^2-225 x^3-225 x^4-75 x^5\right)\right)} \, dx","Int[(384 + 320*E^3 + 88*E^6 + 8*E^9 - 1000*E^24*x^3 + E^8*(-1760*x - 920*E^3*x - 120*E^6*x) + E^16*(2400*x^2 + 600*E^3*x^2))/(-64 - 144*x - 108*x^2 - 27*x^3 + E^3*(-48 - 120*x - 99*x^2 - 27*x^3) + E^6*(-12 - 33*x - 30*x^2 - 9*x^3) + E^9*(-1 - 3*x - 3*x^2 - x^3) + E^24*(125*x^3 + 375*x^4 + 375*x^5 + 125*x^6) + E^8*(240*x + 600*x^2 + 495*x^3 + 135*x^4 + E^6*(15*x + 45*x^2 + 45*x^3 + 15*x^4) + E^3*(120*x + 330*x^2 + 300*x^3 + 90*x^4)) + E^16*(-300*x^2 - 825*x^3 - 750*x^4 - 225*x^5 + E^3*(-75*x^2 - 225*x^3 - 225*x^4 - 75*x^5))),x]","\frac{60 e^8 \left(5+e^3+5 e^8\right) \left(-10 e^8 x-5 e^8+e^3+3\right)}{\left(9+6 e^3+e^6+50 e^8+10 e^{11}+25 e^{16}\right) \left(-5 e^8 x^2+\left(3+e^3-5 e^8\right) x+e^3+4\right)}-\frac{40 e^8 \left(-15 e^8 \left(5+e^3+5 e^8\right) x-25 e^{16}+5 e^{11}+10 e^8+2 e^6+15 e^3+27\right)}{\left(20 e^8 \left(4+e^3\right)+\left(3+e^3-5 e^8\right)^2\right) \left(-5 e^8 x^2+\left(3+e^3-5 e^8\right) x+e^3+4\right)}+\frac{4 \left(\left(4+e^3\right) \left(4+e^3+5 e^8\right)-5 e^8 \left(5+e^3+5 e^8\right) x\right)}{\left(-5 e^8 x^2+\left(3+e^3-5 e^8\right) x+e^3+4\right)^2}","\frac{4}{\left(-\frac{x}{-5 e^8 x+e^3+4}+x+1\right)^2}",1,"(4*((4 + E^3)*(4 + E^3 + 5*E^8) - 5*E^8*(5 + E^3 + 5*E^8)*x))/(4 + E^3 + (3 + E^3 - 5*E^8)*x - 5*E^8*x^2)^2 + (60*E^8*(5 + E^3 + 5*E^8)*(3 + E^3 - 5*E^8 - 10*E^8*x))/((9 + 6*E^3 + E^6 + 50*E^8 + 10*E^11 + 25*E^16)*(4 + E^3 + (3 + E^3 - 5*E^8)*x - 5*E^8*x^2)) - (40*E^8*(27 + 15*E^3 + 2*E^6 + 10*E^8 + 5*E^11 - 25*E^16 - 15*E^8*(5 + E^3 + 5*E^8)*x))/((20*E^8*(4 + E^3) + (3 + E^3 - 5*E^8)^2)*(4 + E^3 + (3 + E^3 - 5*E^8)*x - 5*E^8*x^2))","B",9,5,282,0.01773,1,"{2074, 638, 614, 618, 206}"
8258,1,22,0,0.037381,"\int \frac{e^{14+2 x} (-3+6 x)}{2 e^4 x^2+5 x^2 \log (3)} \, dx","Int[(E^(14 + 2*x)*(-3 + 6*x))/(2*E^4*x^2 + 5*x^2*Log[3]),x]","\frac{3 e^{2 x+14}}{x \left(2 e^4+\log (243)\right)}","\frac{3 e^{2 x+10}}{x \left(2+\frac{5 \log (3)}{e^4}\right)}+3",1,"(3*E^(14 + 2*x))/(x*(2*E^4 + Log[243]))","A",3,3,31,0.09677,1,"{6, 12, 2197}"
8259,1,24,0,0.0244564,"\int \frac{10800-3258 x^2-e^x x^2+954 x^3-81 x^4}{x^2} \, dx","Int[(10800 - 3258*x^2 - E^x*x^2 + 954*x^3 - 81*x^4)/x^2,x]","-27 x^3+477 x^2-3258 x-e^x-\frac{10800}{x}","3 \left(3 \left(-\frac{3 (x-5)^2 (x-4)^2}{x^2}-x+1\right) x-1\right)-e^x",1,"-E^x - 10800/x - 3258*x + 477*x^2 - 27*x^3","A",5,2,29,0.06897,1,"{14, 2194}"
8260,1,14,0,0.0307018,"\int \frac{e^{15/x} \left(60-15 x+x^2\right)}{x^2} \, dx","Int[(E^(15/x)*(60 - 15*x + x^2))/x^2,x]","-e^{15/x} (4-x)","e^{15/x} (x-4)",1,"-(E^(15/x)*(4 - x))","A",1,1,19,0.05263,1,"{2288}"
8261,1,33,0,0.7784561,"\int \frac{-25+e^{2 x}-10 x+(5+2 x) \log (3)+\left(-10 x^2+2 x^2 \log (3)\right) \log (x)+\left(-10 x+2 e^{2 x} x+2 x \log (3)\right) \log (x) \log (\log (x))}{(-5 x+x \log (3)) \log (x)} \, dx","Int[(-25 + E^(2*x) - 10*x + (5 + 2*x)*Log[3] + (-10*x^2 + 2*x^2*Log[3])*Log[x] + (-10*x + 2*E^(2*x)*x + 2*x*Log[3])*Log[x]*Log[Log[x]])/((-5*x + x*Log[3])*Log[x]),x]","x^2+2 x \log (\log (x))-\frac{e^{2 x} \log (\log (x))}{5-\log (3)}+5 \log (\log (x))","x^2+\left(2 x+\frac{e^{2 x}}{\log (3)-5}+5\right) \log (\log (x))",1,"x^2 + 5*Log[Log[x]] + 2*x*Log[Log[x]] - (E^(2*x)*Log[Log[x]])/(5 - Log[3])","A",16,9,72,0.1250,1,"{6, 12, 6742, 2288, 2353, 2298, 2302, 29, 2520}"
8262,1,20,0,0.3050325,"\int \frac{e^{6+2 x} (-2+4 x)}{5 e^{12+4 x}-10 e^{6+2 x} x+5 x^2} \, dx","Int[(E^(6 + 2*x)*(-2 + 4*x))/(5*E^(12 + 4*x) - 10*E^(6 + 2*x)*x + 5*x^2),x]","\frac{2}{5 \left(1-\frac{e^{2 x+6}}{x}\right)}","\frac{2 x}{5 \left(x-e^{2 (x+3)}\right)}",1,"2/(5*(1 - E^(6 + 2*x)/x))","A",4,4,40,0.1000,1,"{6688, 12, 6711, 32}"
8263,0,0,0,63.3925417,"\int \frac{\exp \left(\frac{1}{3} \left(9-x \log \left(\frac{-5 x^2+\log (5)-x^2 \log \left(-4+2 x+x^2\right)}{5 x+x \log \left(-4+2 x+x^2\right)}\right)\right)\right) \left(100 x^2-50 x^3-25 x^4+\left(20-12 x-7 x^2\right) \log (5)+\left(40 x^2-20 x^3-10 x^4+\left(4-2 x-x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(4 x^2-2 x^3-x^4\right) \log ^2\left(-4+2 x+x^2\right)+\left(100 x^2-50 x^3-25 x^4+\left(-20+10 x+5 x^2\right) \log (5)+\left(40 x^2-20 x^3-10 x^4+\left(-4+2 x+x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(4 x^2-2 x^3-x^4\right) \log ^2\left(-4+2 x+x^2\right)\right) \log \left(\frac{-5 x^2+\log (5)-x^2 \log \left(-4+2 x+x^2\right)}{5 x+x \log \left(-4+2 x+x^2\right)}\right)\right)}{-300 x^2+150 x^3+75 x^4+\left(60-30 x-15 x^2\right) \log (5)+\left(-120 x^2+60 x^3+30 x^4+\left(12-6 x-3 x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(-12 x^2+6 x^3+3 x^4\right) \log ^2\left(-4+2 x+x^2\right)} \, dx","Int[(E^((9 - x*Log[(-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(5*x + x*Log[-4 + 2*x + x^2])])/3)*(100*x^2 - 50*x^3 - 25*x^4 + (20 - 12*x - 7*x^2)*Log[5] + (40*x^2 - 20*x^3 - 10*x^4 + (4 - 2*x - x^2)*Log[5])*Log[-4 + 2*x + x^2] + (4*x^2 - 2*x^3 - x^4)*Log[-4 + 2*x + x^2]^2 + (100*x^2 - 50*x^3 - 25*x^4 + (-20 + 10*x + 5*x^2)*Log[5] + (40*x^2 - 20*x^3 - 10*x^4 + (-4 + 2*x + x^2)*Log[5])*Log[-4 + 2*x + x^2] + (4*x^2 - 2*x^3 - x^4)*Log[-4 + 2*x + x^2]^2)*Log[(-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(5*x + x*Log[-4 + 2*x + x^2])]))/(-300*x^2 + 150*x^3 + 75*x^4 + (60 - 30*x - 15*x^2)*Log[5] + (-120*x^2 + 60*x^3 + 30*x^4 + (12 - 6*x - 3*x^2)*Log[5])*Log[-4 + 2*x + x^2] + (-12*x^2 + 6*x^3 + 3*x^4)*Log[-4 + 2*x + x^2]^2),x]","\int \frac{\exp \left(\frac{1}{3} \left(9-x \log \left(\frac{-5 x^2+\log (5)-x^2 \log \left(-4+2 x+x^2\right)}{5 x+x \log \left(-4+2 x+x^2\right)}\right)\right)\right) \left(100 x^2-50 x^3-25 x^4+\left(20-12 x-7 x^2\right) \log (5)+\left(40 x^2-20 x^3-10 x^4+\left(4-2 x-x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(4 x^2-2 x^3-x^4\right) \log ^2\left(-4+2 x+x^2\right)+\left(100 x^2-50 x^3-25 x^4+\left(-20+10 x+5 x^2\right) \log (5)+\left(40 x^2-20 x^3-10 x^4+\left(-4+2 x+x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(4 x^2-2 x^3-x^4\right) \log ^2\left(-4+2 x+x^2\right)\right) \log \left(\frac{-5 x^2+\log (5)-x^2 \log \left(-4+2 x+x^2\right)}{5 x+x \log \left(-4+2 x+x^2\right)}\right)\right)}{-300 x^2+150 x^3+75 x^4+\left(60-30 x-15 x^2\right) \log (5)+\left(-120 x^2+60 x^3+30 x^4+\left(12-6 x-3 x^2\right) \log (5)\right) \log \left(-4+2 x+x^2\right)+\left(-12 x^2+6 x^3+3 x^4\right) \log ^2\left(-4+2 x+x^2\right)} \, dx","\exp \left(3-\frac{1}{3} x \log \left(\frac{\log (5)}{x \left(\log \left(x^2+2 x-4\right)+5\right)}-x\right)\right)",1,"-1/3*(E^3*Defer[Int][((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(-1/3*x), x]) + (2*E^3*Defer[Int][1/((5 + Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/3 - (8*E^3*Defer[Int][1/((-2 + 2*Sqrt[5] - 2*x)*(5 + Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/(3*Sqrt[5]) - (2*(5 - Sqrt[5])*E^3*Defer[Int][1/((2 - 2*Sqrt[5] + 2*x)*(5 + Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/15 - (8*E^3*Defer[Int][1/((2 + 2*Sqrt[5] + 2*x)*(5 + Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/(3*Sqrt[5]) - (2*(5 + Sqrt[5])*E^3*Defer[Int][1/((2 + 2*Sqrt[5] + 2*x)*(5 + Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/15 + (2*E^3*Log[5]*Defer[Int][1/((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)), x])/3 - 4*E^3*Defer[Int][1/(((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x] + (16*E^3*Defer[Int][1/((-2 + 2*Sqrt[5] - 2*x)*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/Sqrt[5] + (2*E^3*Defer[Int][x/(((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/3 - (2*E^3*Defer[Int][x^2/(((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/3 + (32*(5 - Sqrt[5])*E^3*Defer[Int][1/((2 - 2*Sqrt[5] + 2*x)*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/15 + (16*E^3*Defer[Int][1/((2 + 2*Sqrt[5] + 2*x)*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/Sqrt[5] + (32*(5 + Sqrt[5])*E^3*Defer[Int][1/((2 + 2*Sqrt[5] + 2*x)*((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3)*(5*x^2 - Log[5] + x^2*Log[-4 + 2*x + x^2])), x])/15 - (E^3*Defer[Int][Log[(-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2]))]/((-5*x^2 + Log[5] - x^2*Log[-4 + 2*x + x^2])/(x*(5 + Log[-4 + 2*x + x^2])))^(x/3), x])/3","F",0,0,0,0,-1,"{}"
8264,1,64,0,0.1506805,"\int \frac{1}{9} \left(-9+60 x^2-414 x^3+\left(200 x-2820 x^2+9450 x^3\right) \log (2 x)+\left(200 x-4500 x^2+22500 x^3\right) \log ^2(2 x)\right) \, dx","Int[(-9 + 60*x^2 - 414*x^3 + (200*x - 2820*x^2 + 9450*x^3)*Log[2*x] + (200*x - 4500*x^2 + 22500*x^3)*Log[2*x]^2)/9,x]","x^4+625 x^4 \log ^2(2 x)-50 x^4 \log (2 x)-\frac{500}{3} x^3 \log ^2(2 x)+\frac{20}{3} x^3 \log (2 x)+\frac{100}{9} x^2 \log ^2(2 x)-x","x^2 \left(x+\left(\frac{10}{3}-25 x\right) \log (2 x)\right)^2-x",1,"-x + x^4 + (20*x^3*Log[2*x])/3 - 50*x^4*Log[2*x] + (100*x^2*Log[2*x]^2)/9 - (500*x^3*Log[2*x]^2)/3 + 625*x^4*Log[2*x]^2","B",17,5,56,0.08929,1,"{12, 1594, 2356, 2304, 2305}"
8265,1,115,0,0.1612374,"\int \frac{\exp \left(-\frac{-4+e^5 x-2 x^2+x \left(i \pi +\log \left(2-\sqrt[4]{e}\right)\right)}{x}\right) \left(-16-4 x+8 x^2\right)}{x^3} \, dx","Int[(-16 - 4*x + 8*x^2)/(E^((-4 + E^5*x - 2*x^2 + x*(I*Pi + Log[2 - E^(1/4)]))/x)*x^3),x]","\frac{8 \left(2-x^2\right) e^{\frac{2 x^2-e^5 x-x \left(\log \left(2-\sqrt[4]{e}\right)+i \pi \right)+4}{x}}}{x^3 \left(\frac{2 x^2-e^5 x-x \left(\log \left(2-\sqrt[4]{e}\right)+i \pi \right)+4}{x^2}+\frac{-4 x+i \pi +e^5+\log \left(2-\sqrt[4]{e}\right)}{x}\right)}","\frac{4 e^{2 x+\frac{4}{x}-i \pi -e^5}}{\left(2-\sqrt[4]{e}\right) x}",1,"(8*E^((4 - E^5*x + 2*x^2 - x*(I*Pi + Log[2 - E^(1/4)]))/x)*(2 - x^2))/(x^3*((E^5 + I*Pi - 4*x + Log[2 - E^(1/4)])/x + (4 - E^5*x + 2*x^2 - x*(I*Pi + Log[2 - E^(1/4)]))/x^2))","B",1,1,51,0.01961,1,"{2288}"
8266,1,25,0,0.8182388,"\int \frac{-e^{10}+2 e^5 \log \left(20 x^2\right)-\log ^2\left(20 x^2\right)+e^{-\frac{x^2}{-e^5+\log \left(20 x^2\right)}} \left(2 x+2 e^5 x-2 x \log \left(20 x^2\right)\right)}{-e^{10} x+2 e^5 x \log \left(20 x^2\right)-x \log ^2\left(20 x^2\right)+e^{-\frac{x^2}{-e^5+\log \left(20 x^2\right)}} \left(e^{10}-2 e^5 \log \left(20 x^2\right)+\log ^2\left(20 x^2\right)\right)} \, dx","Int[(-E^10 + 2*E^5*Log[20*x^2] - Log[20*x^2]^2 + (2*x + 2*E^5*x - 2*x*Log[20*x^2])/E^(x^2/(-E^5 + Log[20*x^2])))/(-(E^10*x) + 2*E^5*x*Log[20*x^2] - x*Log[20*x^2]^2 + (E^10 - 2*E^5*Log[20*x^2] + Log[20*x^2]^2)/E^(x^2/(-E^5 + Log[20*x^2]))),x]","\log \left(e^{\frac{x^2}{e^5-\log \left(20 x^2\right)}}-x\right)","\log \left(e^{-\frac{x^2}{\log \left(20 x^2\right)-e^5}}-x\right)",1,"Log[E^(x^2/(E^5 - Log[20*x^2])) - x]","A",2,2,146,0.01370,1,"{6741, 6684}"
8267,1,22,0,0.1460964,"\int e^{25+5 x+5 x^2-\frac{e^x x^2}{2}} \left(5+10 x+\frac{1}{2} e^x \left(-2 x-x^2\right)\right) \, dx","Int[E^(25 + 5*x + 5*x^2 - (E^x*x^2)/2)*(5 + 10*x + (E^x*(-2*x - x^2))/2),x]","e^{-\frac{1}{2} e^x x^2+5 x^2+5 x+25}","e^{x \left(-\frac{e^x x}{2}+5 x+5\right)+25}",1,"E^(25 + 5*x + 5*x^2 - (E^x*x^2)/2)","A",1,1,44,0.02273,1,"{6706}"
8268,0,0,0,0.9282474,"\int \frac{20 e^x-8 e^{2 x}}{25+e^x (30+20 x)+e^{2 x} \left(9+12 x+4 x^2\right)} \, dx","Int[(20*E^x - 8*E^(2*x))/(25 + E^x*(30 + 20*x) + E^(2*x)*(9 + 12*x + 4*x^2)),x]","\int \frac{20 e^x-8 e^{2 x}}{25+e^x (30+20 x)+e^{2 x} \left(9+12 x+4 x^2\right)} \, dx","\frac{4}{2 x+5 e^{-x}+3}-5",1,"20*Defer[Int][E^x/(5 + 3*E^x + 2*E^x*x)^2, x] + 40*Defer[Int][E^x/((3 + 2*x)*(5 + 3*E^x + 2*E^x*x)^2), x] - 8*Defer[Int][E^x/((3 + 2*x)*(5 + 3*E^x + 2*E^x*x)), x]","F",0,0,0,0,-1,"{}"
8269,1,12,0,0.0635321,"\int -\frac{9}{\left(-3 x+e^5 x+x \log (x)\right) \log ^2\left(-3+e^5+\log (x)\right)} \, dx","Int[-9/((-3*x + E^5*x + x*Log[x])*Log[-3 + E^5 + Log[x]]^2),x]","\frac{9}{\log \left(\log (x)+e^5-3\right)}","\frac{9}{\log \left(\log (x)+e^5-3\right)}-4",1,"9/Log[-3 + E^5 + Log[x]]","A",6,5,27,0.1852,1,"{6, 12, 2390, 2302, 30}"
8270,0,0,0,0.6830393,"\int \frac{1+e^{1+\frac{1}{5} e^{15+2 x^2}-x} \left(2-x+\frac{1}{5} e^{15+2 x^2} \left(-8 x+4 x^2\right)\right)}{-2+x} \, dx","Int[(1 + E^(1 + E^(15 + 2*x^2)/5 - x)*(2 - x + (E^(15 + 2*x^2)*(-8*x + 4*x^2))/5))/(-2 + x),x]","\int \frac{1+e^{1+\frac{1}{5} e^{15+2 x^2}-x} \left(2-x+\frac{1}{5} e^{15+2 x^2} \left(-8 x+4 x^2\right)\right)}{-2+x} \, dx","e^{\frac{1}{5} e^{2 x^2+15}-x+1}+\log (4 (2-x))+4",1,"Log[2 - x] - Defer[Int][E^((5 + E^(15 + 2*x^2) - 5*x)/5), x] + (4*Defer[Int][E^((80 + E^(15 + 2*x^2) - 5*x + 10*x^2)/5)*x, x])/5","F",0,0,0,0,-1,"{}"
8271,1,36,0,0.4825939,"\int \frac{8 x^2-16 x^4+e^{16+2 x} \left(-8 x+8 x^2-16 x^4\right)+e^{32+4 x} \left(2 x^2-4 x^4\right)+\left(-8+16 x^2+e^{32+4 x} \left(-2+4 x^2\right)+e^{16+2 x} \left(-8+16 x^2\right)\right) \log (5 x)}{4 x+4 e^{16+2 x} x+e^{32+4 x} x} \, dx","Int[(8*x^2 - 16*x^4 + E^(16 + 2*x)*(-8*x + 8*x^2 - 16*x^4) + E^(32 + 4*x)*(2*x^2 - 4*x^4) + (-8 + 16*x^2 + E^(32 + 4*x)*(-2 + 4*x^2) + E^(16 + 2*x)*(-8 + 16*x^2))*Log[5*x])/(4*x + 4*E^(16 + 2*x)*x + E^(32 + 4*x)*x),x]","-x^4+2 x^2 \log (5 x)+\frac{4}{e^{2 x+16}+2}-\log ^2(5 x)","\frac{4}{e^{2 x+16}+2}-\left(\log (5 x)-x^2\right)^2",1,"4/(2 + E^(16 + 2*x)) - x^4 + 2*x^2*Log[5*x] - Log[5*x]^2","A",17,11,120,0.09167,1,"{6688, 6742, 2282, 44, 36, 29, 31, 14, 2351, 2301, 2304}"
8272,1,7,0,0.0021198,"\int -2 e^{2 x} \, dx","Int[-2*E^(2*x),x]","-e^{2 x}","-e^{2 x}-10",1,"-E^(2*x)","A",2,2,7,0.2857,1,"{12, 2194}"
8273,1,18,0,0.0179153,"\int \frac{\left(-12 x^3+24 x^4+\left(-12 x^3+24 x^4\right) \log (3)\right) \log (4)}{9-48 x+64 x^2} \, dx","Int[((-12*x^3 + 24*x^4 + (-12*x^3 + 24*x^4)*Log[3])*Log[4])/(9 - 48*x + 64*x^2),x]","-\frac{x^4 (1+\log (3)) \log (4)}{3-8 x}","\frac{x^3 (1+\log (3)) \log (4)}{2 \left(4-\frac{3}{2 x}\right)}",1,"-((x^4*(1 + Log[3])*Log[4])/(3 - 8*x))","A",3,3,40,0.07500,1,"{12, 27, 1588}"
8274,1,33,0,0.0163686,"\int \frac{-30+x+e^x (6+6 x)}{6 e^4} \, dx","Int[(-30 + x + E^x*(6 + 6*x))/(6*E^4),x]","\frac{x^2}{12 e^4}-\frac{5 x}{e^4}-e^{x-4}+e^{x-4} (x+1)","\frac{\left(\frac{x}{12}+e^x-5\right) x}{e^4}",1,"-E^(-4 + x) - (5*x)/E^4 + x^2/(12*E^4) + E^(-4 + x)*(1 + x)","B",4,3,19,0.1579,1,"{12, 2176, 2194}"
8275,1,18,0,0.015909,"\int \frac{1+3 x+101250 x^2 \log ^2(2)+x \log \left(x^3\right)}{x} \, dx","Int[(1 + 3*x + 101250*x^2*Log[2]^2 + x*Log[x^3])/x,x]","x \log \left(x^3\right)+50625 x^2 \log ^2(2)+\log (x)","x \log \left(x^3\right)+50625 x^2 \log ^2(2)+\log (x)",1,"50625*x^2*Log[2]^2 + Log[x] + x*Log[x^3]","A",5,2,24,0.08333,1,"{14, 2295}"
8276,1,12,0,0.0360803,"\int e^{-8 x^2-e^3 x^2} \left(-16 x-2 e^3 x\right) \, dx","Int[E^(-8*x^2 - E^3*x^2)*(-16*x - 2*E^3*x),x]","e^{-\left(\left(8+e^3\right) x^2\right)}","e^{\left(-8-e^3\right) x^2}",1,"E^(-((8 + E^3)*x^2))","A",4,4,27,0.1481,1,"{6, 12, 2225, 2209}"
8277,-1,0,0,180.0022154,"\int \frac{\exp \left(\exp \left(\frac{256-128 x-112 x^2+32 x^3+16 x^4+\left(128-32 x-32 x^2\right) \log (4)+16 \log ^2(4)}{16-8 x+x^2+(8-2 x) \log (4)+\log ^2(4)}\right) x^2+\frac{256-128 x-112 x^2+32 x^3+16 x^4+\left(128-32 x-32 x^2\right) \log (4)+16 \log ^2(4)}{16-8 x+x^2+(8-2 x) \log (4)+\log ^2(4)}\right) \left(128 x-96 x^2-1000 x^3+382 x^4+224 x^5-32 x^6+\left(96 x-48 x^2-506 x^3+96 x^4+64 x^5\right) \log (4)+\left(24 x-6 x^2-64 x^3\right) \log ^2(4)+2 x \log ^3(4)\right)}{64-48 x+12 x^2-x^3+\left(48-24 x+3 x^2\right) \log (4)+(12-3 x) \log ^2(4)+\log ^3(4)} \, dx","Int[(E^(E^((256 - 128*x - 112*x^2 + 32*x^3 + 16*x^4 + (128 - 32*x - 32*x^2)*Log[4] + 16*Log[4]^2)/(16 - 8*x + x^2 + (8 - 2*x)*Log[4] + Log[4]^2))*x^2 + (256 - 128*x - 112*x^2 + 32*x^3 + 16*x^4 + (128 - 32*x - 32*x^2)*Log[4] + 16*Log[4]^2)/(16 - 8*x + x^2 + (8 - 2*x)*Log[4] + Log[4]^2))*(128*x - 96*x^2 - 1000*x^3 + 382*x^4 + 224*x^5 - 32*x^6 + (96*x - 48*x^2 - 506*x^3 + 96*x^4 + 64*x^5)*Log[4] + (24*x - 6*x^2 - 64*x^3)*Log[4]^2 + 2*x*Log[4]^3))/(64 - 48*x + 12*x^2 - x^3 + (48 - 24*x + 3*x^2)*Log[4] + (12 - 3*x)*Log[4]^2 + Log[4]^3),x]","\text{\$Aborted}","e^{x^2 e^{\left(\frac{4 x^2}{-x+4+\log (4)}-4\right)^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8278,1,18,0,0.0248148,"\int \frac{-3 e^2-5 e^{2+x} x+e^{2+x} \left(-5 x-5 x^2\right) \log (x)}{x} \, dx","Int[(-3*E^2 - 5*E^(2 + x)*x + E^(2 + x)*(-5*x - 5*x^2)*Log[x])/x,x]","-5 e^{x+2} x \log (x)-3 e^2 \log (x)","e^2 \left(-5 e^x x-3\right) \log (x)",1,"-3*E^2*Log[x] - 5*E^(2 + x)*x*Log[x]","A",3,2,35,0.05714,1,"{14, 2288}"
8279,0,0,0,1.2270012,"\int \frac{-1-3 x-x^2+e^{4 x} x \left(-x-3 x^2-3 x^3\right)}{-x-x^2+e^{4 x} x \left(x^2+x^3\right)} \, dx","Int[(-1 - 3*x - x^2 + E^(4*x)*x*(-x - 3*x^2 - 3*x^3))/(-x - x^2 + E^(4*x)*x*(x^2 + x^3)),x]","\int \frac{-1-3 x-x^2+e^{4 x} x \left(-x-3 x^2-3 x^3\right)}{-x-x^2+e^{4 x} x \left(x^2+x^3\right)} \, dx","x-\log \left(\frac{e^{4 x} x-\frac{1}{x}}{2 (x+1)}\right)",1,"-3*x - Log[x] + Log[1 + x] - 2*Defer[Int][(-1 + E^(2*x)*x)^(-1), x] - Defer[Int][1/(x*(-1 + E^(2*x)*x)), x] + 2*Defer[Int][(1 + E^(2*x)*x)^(-1), x] + Defer[Int][1/(x*(1 + E^(2*x)*x)), x]","F",0,0,0,0,-1,"{}"
8280,0,0,0,1.11775,"\int \frac{\left(32 x^3-32 x^4 \log (x)\right) \log (-4+x-\log (\log (x)))+\left(\left(256 x^3-64 x^4\right) \log (x)+64 x^3 \log (x) \log (\log (x))\right) \log ^2(-4+x-\log (\log (x)))}{(4-x) \log (x)+\log (x) \log (\log (x))} \, dx","Int[((32*x^3 - 32*x^4*Log[x])*Log[-4 + x - Log[Log[x]]] + ((256*x^3 - 64*x^4)*Log[x] + 64*x^3*Log[x]*Log[Log[x]])*Log[-4 + x - Log[Log[x]]]^2)/((4 - x)*Log[x] + Log[x]*Log[Log[x]]),x]","\int \frac{\left(32 x^3-32 x^4 \log (x)\right) \log (-4+x-\log (\log (x)))+\left(\left(256 x^3-64 x^4\right) \log (x)+64 x^3 \log (x) \log (\log (x))\right) \log ^2(-4+x-\log (\log (x)))}{(4-x) \log (x)+\log (x) \log (\log (x))} \, dx","16 x^4 \log ^2(x-\log (\log (x))-4)",1,"32*Defer[Int][(x^4*Log[-4 + x - Log[Log[x]]])/(-4 + x - Log[Log[x]]), x] - 32*Defer[Int][(x^3*Log[-4 + x - Log[Log[x]]])/(Log[x]*(-4 + x - Log[Log[x]])), x] + 64*Defer[Int][x^3*Log[-4 + x - Log[Log[x]]]^2, x]","F",0,0,0,0,-1,"{}"
8281,-1,0,0,180.0009692,"\int \frac{750 \log (x)+375 \log ^2(x)+\left(-6075 x^4-180 x^5\right) \log ^4(x)}{625+\left(750 x+6750 x^4+150 x^5\right) \log ^2(x)+\left(225 x^2+4050 x^5+90 x^6+18225 x^8+810 x^9+9 x^{10}\right) \log ^4(x)} \, dx","Int[(750*Log[x] + 375*Log[x]^2 + (-6075*x^4 - 180*x^5)*Log[x]^4)/(625 + (750*x + 6750*x^4 + 150*x^5)*Log[x]^2 + (225*x^2 + 4050*x^5 + 90*x^6 + 18225*x^8 + 810*x^9 + 9*x^10)*Log[x]^4),x]","\text{\$Aborted}","\frac{x}{x^4 \left(\frac{5}{3 x^4 \log ^2(x)}+\frac{x}{5}+9\right)+x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8282,0,0,0,21.7070474,"\int \frac{-10 x^2+e^{\frac{3-x}{x}} \left(-15+8 x+x^2\right)+e^{-2+x} \left(-e^{\frac{2 (3-x)}{x}} x^3+2 e^{\frac{3-x}{x}} x^4-x^5\right)+\left(3 e^{\frac{3-x}{x}} x+x^3\right) \log (x)}{5 x^3-x^4+e^{\frac{3-x}{x}} \left(-5 x^2+x^3\right)+e^{-2+x} \left(-e^{\frac{2 (3-x)}{x}} x^3+2 e^{\frac{3-x}{x}} x^4-x^5\right)+\left(e^{\frac{3-x}{x}} x^3-x^4\right) \log (x)} \, dx","Int[(-10*x^2 + E^((3 - x)/x)*(-15 + 8*x + x^2) + E^(-2 + x)*(-(E^((2*(3 - x))/x)*x^3) + 2*E^((3 - x)/x)*x^4 - x^5) + (3*E^((3 - x)/x)*x + x^3)*Log[x])/(5*x^3 - x^4 + E^((3 - x)/x)*(-5*x^2 + x^3) + E^(-2 + x)*(-(E^((2*(3 - x))/x)*x^3) + 2*E^((3 - x)/x)*x^4 - x^5) + (E^((3 - x)/x)*x^3 - x^4)*Log[x]),x]","\int \frac{-10 x^2+e^{\frac{3-x}{x}} \left(-15+8 x+x^2\right)+e^{-2+x} \left(-e^{\frac{2 (3-x)}{x}} x^3+2 e^{\frac{3-x}{x}} x^4-x^5\right)+\left(3 e^{\frac{3-x}{x}} x+x^3\right) \log (x)}{5 x^3-x^4+e^{\frac{3-x}{x}} \left(-5 x^2+x^3\right)+e^{-2+x} \left(-e^{\frac{2 (3-x)}{x}} x^3+2 e^{\frac{3-x}{x}} x^4-x^5\right)+\left(e^{\frac{3-x}{x}} x^3-x^4\right) \log (x)} \, dx","\log \left(e^{x-2}+\frac{-\frac{5}{x}+\log (x)+1}{x-e^{\frac{3}{x}-1}}\right)",1,"x - 6*E^3*Defer[Int][E^(3/x)/((E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] + 15*E^3*Defer[Int][E^(3/x)/(x^2*(E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] - 8*E^3*Defer[Int][E^(3/x)/(x*(E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] + E^3*Defer[Int][(E^(3/x)*x)/((E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] - 3*E^3*Defer[Int][(E^(3/x)*Log[x])/(x*(E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] + E^3*Defer[Int][(E^(3/x)*x*Log[x])/((E^(3/x) - E*x)*(5*E^3 - E^3*x + E^(3/x + x)*x - E^(1 + x)*x^2 - E^3*x*Log[x])), x] + 10*E^4*Defer[Int][1/((-E^(3/x) + E*x)*(-5*E^3 + E^3*x - E^(3/x + x)*x + E^(1 + x)*x^2 + E^3*x*Log[x])), x] + 5*E^4*Defer[Int][x/((-E^(3/x) + E*x)*(-5*E^3 + E^3*x - E^(3/x + x)*x + E^(1 + x)*x^2 + E^3*x*Log[x])), x] - E^4*Defer[Int][x^2/((-E^(3/x) + E*x)*(-5*E^3 + E^3*x - E^(3/x + x)*x + E^(1 + x)*x^2 + E^3*x*Log[x])), x] - E^4*Defer[Int][(x*Log[x])/((-E^(3/x) + E*x)*(-5*E^3 + E^3*x - E^(3/x + x)*x + E^(1 + x)*x^2 + E^3*x*Log[x])), x] - E^4*Defer[Int][(x^2*Log[x])/((-E^(3/x) + E*x)*(-5*E^3 + E^3*x - E^(3/x + x)*x + E^(1 + x)*x^2 + E^3*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
8283,1,70,0,0.5139925,"\int \frac{e^{e^{\frac{-137-34 x-x^2}{5+x}}} \left(e \left(25+10 x+x^2\right)+e^{1+\frac{-137-34 x-x^2}{5+x}} \left(-33 x-10 x^2-x^3\right)\right)}{300+120 x+12 x^2} \, dx","Int[(E^E^((-137 - 34*x - x^2)/(5 + x))*(E*(25 + 10*x + x^2) + E^(1 + (-137 - 34*x - x^2)/(5 + x))*(-33*x - 10*x^2 - x^3)))/(300 + 120*x + 12*x^2),x]","\frac{e^{e^{-\frac{x^2+34 x+137}{x+5}}+1} \left(x^3+10 x^2+33 x\right)}{12 (x+5)^2 \left(\frac{2 (x+17)}{x+5}-\frac{x^2+34 x+137}{(x+5)^2}\right)}","\frac{1}{12} e^{e^{-x+\frac{8}{x+5}-29}+1} x",1,"(E^(1 + E^(-((137 + 34*x + x^2)/(5 + x))))*(33*x + 10*x^2 + x^3))/(12*(5 + x)^2*((2*(17 + x))/(5 + x) - (137 + 34*x + x^2)/(5 + x)^2))","B",3,3,79,0.03797,1,"{27, 12, 2288}"
8284,1,21,0,0.1545444,"\int e^{5 x} \left(-480 x^2+2400 x^3+4000 x^4\right) \, dx","Int[E^(5*x)*(-480*x^2 + 2400*x^3 + 4000*x^4),x]","800 e^{5 x} x^4-160 e^{5 x} x^3","32 e^{5 x} x^3 (25 x-5)",1,"-160*E^(5*x)*x^3 + 800*E^(5*x)*x^4","A",15,4,22,0.1818,1,"{1594, 2196, 2176, 2194}"
8285,1,153,0,0.1821835,"\int \left(8 x+e^{3+x} \left(-8 x-4 x^2+(-4-4 x) \log (3)\right) \log ^8(5)+e^{6+2 x} \left(2 x+2 x^2+(2+4 x) \log (3)+2 \log ^2(3)\right) \log ^{16}(5)\right) \, dx","Int[8*x + E^(3 + x)*(-8*x - 4*x^2 + (-4 - 4*x)*Log[3])*Log[5]^8 + E^(6 + 2*x)*(2*x + 2*x^2 + (2 + 4*x)*Log[3] + 2*Log[3]^2)*Log[5]^16,x]","4 x^2+e^{2 x+6} x^2 \log ^{16}(5)-4 e^{x+3} x^2 \log ^8(5)+e^{2 x+6} x \log ^{16}(5) (1+\log (9))-e^{2 x+6} x \log ^{16}(5)-\frac{1}{2} e^{2 x+6} \log ^{16}(5) (1+\log (9))+\frac{1}{2} e^{2 x+6} \log ^{16}(5)+4 e^{x+3} \log (3) \log ^8(5)-4 e^{x+3} (x+1) \log (3) \log ^8(5)+\frac{1}{2} e^{2 x+6} \log ^{16}(5) \left(2 \log ^2(3)+\log (9)\right)","\left(e^{x+3} \log ^8(5) (x+\log (3))-2 x\right)^2",1,"4*x^2 - 4*E^(3 + x)*x^2*Log[5]^8 + 4*E^(3 + x)*Log[3]*Log[5]^8 - 4*E^(3 + x)*(1 + x)*Log[3]*Log[5]^8 + (E^(6 + 2*x)*Log[5]^16)/2 - E^(6 + 2*x)*x*Log[5]^16 + E^(6 + 2*x)*x^2*Log[5]^16 - (E^(6 + 2*x)*Log[5]^16*(1 + Log[9]))/2 + E^(6 + 2*x)*x*Log[5]^16*(1 + Log[9]) + (E^(6 + 2*x)*Log[5]^16*(2*Log[3]^2 + Log[9]))/2","B",18,3,66,0.04545,1,"{2196, 2176, 2194}"
8286,0,0,0,22.7057499,"\int \frac{2 e^{6-3 e^x+3 e^{2 x-x^2}} x-6 e^{4-2 e^x+2 e^{2 x-x^2}} x^2-e^4 x^3-2 x^4+e^{-e^x+e^{2 x-x^2}} \left(3 e^6 x^2+6 e^2 x^3+2 e^{6+x} x^3+e^{6+2 x-x^2} \left(-4 x^3+4 x^4\right)\right)}{4 e^{6-3 e^x+3 e^{2 x-x^2}}-12 e^{4-2 e^x+2 e^{2 x-x^2}} x+12 e^{2-e^x+e^{2 x-x^2}} x^2-4 x^3} \, dx","Int[(2*E^(6 - 3*E^x + 3*E^(2*x - x^2))*x - 6*E^(4 - 2*E^x + 2*E^(2*x - x^2))*x^2 - E^4*x^3 - 2*x^4 + E^(-E^x + E^(2*x - x^2))*(3*E^6*x^2 + 6*E^2*x^3 + 2*E^(6 + x)*x^3 + E^(6 + 2*x - x^2)*(-4*x^3 + 4*x^4)))/(4*E^(6 - 3*E^x + 3*E^(2*x - x^2)) - 12*E^(4 - 2*E^x + 2*E^(2*x - x^2))*x + 12*E^(2 - E^x + E^(2*x - x^2))*x^2 - 4*x^3),x]","\int \frac{2 e^{6-3 e^x+3 e^{2 x-x^2}} x-6 e^{4-2 e^x+2 e^{2 x-x^2}} x^2-e^4 x^3-2 x^4+e^{-e^x+e^{2 x-x^2}} \left(3 e^6 x^2+6 e^2 x^3+2 e^{6+x} x^3+e^{6+2 x-x^2} \left(-4 x^3+4 x^4\right)\right)}{4 e^{6-3 e^x+3 e^{2 x-x^2}}-12 e^{4-2 e^x+2 e^{2 x-x^2}} x+12 e^{2-e^x+e^{2 x-x^2}} x^2-4 x^3} \, dx","\frac{1}{4} x \left(\frac{x^2}{\left(\frac{x}{e^2}-e^{e^{(2-x) x}-e^x}\right)^2}+x\right)",1,"Defer[Int][(E^(6 + 3/E^((-2 + x)*x))*x)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x]/2 + (3*Defer[Int][(E^(6 + 2*E^x + E^(-((-2 + x)*x)))*x^2)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x])/4 - (3*Defer[Int][(E^(4 + E^x + 2/E^((-2 + x)*x))*x^2)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x])/2 - Defer[Int][(E^(4 + 3*E^x)*x^3)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x]/4 + (3*Defer[Int][(E^(2 + 2*E^x + E^(-((-2 + x)*x)))*x^3)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x])/2 + Defer[Int][(E^(6 + 2*E^x + E^(-((-2 + x)*x)) + x)*x^3)/(E^(2 + E^(-((-2 + x)*x))) - E^E^x*x)^3, x]/2 + Defer[Int][(E^(6 + 2*E^x + E^(-((-2 + x)*x)) + 2*x - x^2)*x^3)/(-E^(2 + E^(-((-2 + x)*x))) + E^E^x*x)^3, x] + Defer[Int][(E^(3*E^x)*x^4)/(-E^(2 + E^(-((-2 + x)*x))) + E^E^x*x)^3, x]/2 - Defer[Int][(E^(6 + 2*E^x + E^(-((-2 + x)*x)) + 2*x - x^2)*x^4)/(-E^(2 + E^(-((-2 + x)*x))) + E^E^x*x)^3, x]","F",0,0,0,0,-1,"{}"
8287,1,19,0,0.3374542,"\int \frac{-x^3+e^{\frac{25+x}{x^2}} (50+x)}{\left(e^{\frac{2 (25+x)}{x^2}} x^3+2 e^{\frac{25+x}{x^2}} x^4+x^5\right) \log (\log (16))} \, dx","Int[(-x^3 + E^((25 + x)/x^2)*(50 + x))/((E^((2*(25 + x))/x^2)*x^3 + 2*E^((25 + x)/x^2)*x^4 + x^5)*Log[Log[16]]),x]","\frac{1}{\left(e^{\frac{x+25}{x^2}}+x\right) \log (\log (16))}","\frac{1}{\left(e^{\frac{x+25}{x^2}}+x\right) \log (\log (16))}",1,"1/((E^((25 + x)/x^2) + x)*Log[Log[16]])","A",3,3,59,0.05085,1,"{12, 6688, 6686}"
8288,0,0,0,1.0311045,"\int \frac{-4687500-7500 x-3 x^2+e^{\frac{3750+3 x+625 x^3}{1250+x}} \left(7031250 x^3+3750 x^4\right)}{1562500 x+2500 x^2+x^3} \, dx","Int[(-4687500 - 7500*x - 3*x^2 + E^((3750 + 3*x + 625*x^3)/(1250 + x))*(7031250*x^3 + 3750*x^4))/(1562500*x + 2500*x^2 + x^3),x]","\int \frac{-4687500-7500 x-3 x^2+e^{\frac{3750+3 x+625 x^3}{1250+x}} \left(7031250 x^3+3750 x^4\right)}{1562500 x+2500 x^2+x^3} \, dx","3 \left(e^{\frac{x^2}{\frac{2}{x}+\frac{1}{625}}+3}-\log (x)+1\right)",1,"-3*Log[x] - 2343750*Defer[Int][E^((3750 + 3*x + 625*x^3)/(1250 + x)), x] + 3750*Defer[Int][E^((3750 + 3*x + 625*x^3)/(1250 + x))*x, x] + 3662109375000*Defer[Int][E^((3750 + 3*x + 625*x^3)/(1250 + x))/(1250 + x)^2, x]","F",0,0,0,0,-1,"{}"
8289,1,31,0,0.3829,"\int \frac{-18+33 x^3-15 x^6+\left(1-2 x^3+x^6\right) \log (6)-9 x^3 \log (x)}{\left(x-2 x^4+x^7\right) \log (6)} \, dx","Int[(-18 + 33*x^3 - 15*x^6 + (1 - 2*x^3 + x^6)*Log[6] - 9*x^3*Log[x])/((x - 2*x^4 + x^7)*Log[6]),x]","-\frac{3 x^3 \log (x)}{\left(1-x^3\right) \log (6)}-\frac{18 \log (x)}{\log (6)}+\log (x)","\log (x)-\frac{3 \left(\frac{x}{x-x^4}+5\right) \log (x)}{\log (6)}",1,"Log[x] - (18*Log[x])/Log[6] - (3*x^3*Log[x])/((1 - x^3)*Log[6])","A",14,10,49,0.2041,1,"{12, 1594, 28, 6742, 266, 44, 261, 43, 2335, 260}"
8290,1,16,0,0.0266558,"\int \frac{-3 e^{1+\frac{3 e+75 x}{5 x}}-5 x^2}{5 x^2} \, dx","Int[(-3*E^(1 + (3*E + 75*x)/(5*x)) - 5*x^2)/(5*x^2),x]","e^{\frac{3 e}{5 x}+15}-x","-x+e^{\frac{15 \left(x+\frac{e}{25}\right)}{x}}+3",1,"E^(15 + (3*E)/(5*x)) - x","A",4,3,33,0.09091,1,"{12, 14, 2209}"
8291,1,17,0,0.0972092,"\int \frac{e^{20} \left(-52 x-4 x^2\right)}{-1113879+428415 x-65910 x^2+5070 x^3-195 x^4+3 x^5} \, dx","Int[(E^20*(-52*x - 4*x^2))/(-1113879 + 428415*x - 65910*x^2 + 5070*x^3 - 195*x^4 + 3*x^5),x]","\frac{2 e^{20} x^2}{3 (13-x)^4}","\frac{2 e^{20} x^2}{3 (13-x)^4}-2",1,"(2*E^20*x^2)/(3*(13 - x)^4)","A",5,4,40,0.1000,1,"{12, 1593, 6688, 74}"
8292,1,18,0,0.0532358,"\int \frac{-1-e^x+e^{5+e^5 x}}{6-e^x+e^{e^5 x}-x} \, dx","Int[(-1 - E^x + E^(5 + E^5*x))/(6 - E^x + E^(E^5*x) - x),x]","\log \left(-x-e^x+e^{e^5 x}+6\right)","\log \left(e^{x^2+\left(-x+e^5+1\right) x-x}-x-e^x+6\right)",1,"Log[6 - E^x + E^(E^5*x) - x]","A",1,1,36,0.02778,1,"{6684}"
8293,1,13,0,0.1363213,"\int \frac{12+e^{e^x} \left(4+e^x x\right)}{3 x+e^{e^x} x} \, dx","Int[(12 + E^E^x*(4 + E^x*x))/(3*x + E^E^x*x),x]","\log \left(e^{e^x}+3\right)+4 \log (x)","\log \left(2 \left(e^{e^x}+3\right) x^4\right)-e^4+9",1,"Log[3 + E^E^x] + 4*Log[x]","A",5,4,29,0.1379,1,"{6742, 2282, 2246, 31}"
8294,1,18,0,0.0092974,"\int \frac{5-2 e^2+6 x^2}{2 x^2} \, dx","Int[(5 - 2*E^2 + 6*x^2)/(2*x^2),x]","3 x-\frac{5-2 e^2}{2 x}","\frac{\frac{1}{2} (-x-5)+e^2}{x}+3 x+1+\log (5)",1,"-1/2*(5 - 2*E^2)/x + 3*x","A",3,2,19,0.1053,1,"{12, 14}"
8295,1,22,0,0.8087006,"\int \frac{-2+e^{1089+e^{2 x}+e^x (-66-2 x)+66 x+x^2} \left(66-130 x+62 x^2+2 x^3+e^{2 x} \left(2-4 x+2 x^2\right)+e^x \left(-68+134 x-64 x^2-2 x^3\right)\right)}{1-2 x+x^2} \, dx","Int[(-2 + E^(1089 + E^(2*x) + E^x*(-66 - 2*x) + 66*x + x^2)*(66 - 130*x + 62*x^2 + 2*x^3 + E^(2*x)*(2 - 4*x + 2*x^2) + E^x*(-68 + 134*x - 64*x^2 - 2*x^3)))/(1 - 2*x + x^2),x]","e^{\left(x-e^x+33\right)^2}-\frac{2}{1-x}","\frac{x+3}{2 x-2}+e^{\left(-x+e^x-33\right)^2}",1,"E^(33 - E^x + x)^2 - 2/(1 - x)","A",4,3,88,0.03409,1,"{27, 6688, 6706}"
8296,1,23,0,0.2618178,"\int \frac{-12800+1920 x-12800 e^{e^{x^2}+x^2} x}{625+6400 e^{2 e^{x^2}}+8000 x+25000 x^2-3840 x^3+144 x^4+e^{e^{x^2}} \left(4000+25600 x-1920 x^2\right)} \, dx","Int[(-12800 + 1920*x - 12800*E^(E^x^2 + x^2)*x)/(625 + 6400*E^(2*E^x^2) + 8000*x + 25000*x^2 - 3840*x^3 + 144*x^4 + E^E^x^2*(4000 + 25600*x - 1920*x^2)),x]","\frac{80}{-12 x^2+80 e^{e^{x^2}}+160 x+25}","\frac{4}{4 \left(e^{e^{x^2}}-\frac{3}{4} \left(\frac{x^2}{5}-x\right)+x\right)+x+\frac{5}{4}}",1,"80/(25 + 80*E^E^x^2 + 160*x - 12*x^2)","A",3,3,71,0.04225,1,"{6688, 12, 6686}"
8297,0,0,0,0.3608568,"\int \frac{6 x+15 e^4 x^3+3 e^9 x^3+\left(-6-20 e^4 x^2-4 e^9 x^2\right) \log \left(5 e^{\frac{3}{5 e^4 x+e^9 x}}\right)+\left(5 e^4 x+e^9 x\right) \log ^2\left(5 e^{\frac{3}{5 e^4 x+e^9 x}}\right)}{5 e^4 x+e^9 x} \, dx","Int[(6*x + 15*E^4*x^3 + 3*E^9*x^3 + (-6 - 20*E^4*x^2 - 4*E^9*x^2)*Log[5*E^(3/(5*E^4*x + E^9*x))] + (5*E^4*x + E^9*x)*Log[5*E^(3/(5*E^4*x + E^9*x))]^2)/(5*E^4*x + E^9*x),x]","\int \frac{6 x+15 e^4 x^3+3 e^9 x^3+\left(-6-20 e^4 x^2-4 e^9 x^2\right) \log \left(5 e^{\frac{3}{5 e^4 x+e^9 x}}\right)+\left(5 e^4 x+e^9 x\right) \log ^2\left(5 e^{\frac{3}{5 e^4 x+e^9 x}}\right)}{5 e^4 x+e^9 x} \, dx","x \left(x-\log \left(5 e^{\frac{3}{e^4 \left(5+e^5\right) x}}\right)\right)^2",1,"18/(E^8*(5 + E^5)^2*x) + x^3 - 2*x^2*Log[5*E^(3/(E^4*(5 + E^5)*x))] + (18*Log[x])/(E^8*(5 + E^5)^2*x) - (6*Log[5*E^(3/(E^4*(5 + E^5)*x))]*Log[x])/(E^4*(5 + E^5)) + Defer[Int][Log[5*E^(3/(E^4*(5 + E^5)*x))]^2, x]","F",0,0,0,0,-1,"{}"
8298,1,36,0,0.0155112,"\int \frac{16 x^3+e^2 \left(256 x-64 x^3\right)+e^4 \left(1-512 x+64 x^3\right)}{e^4} \, dx","Int[(16*x^3 + E^2*(256*x - 64*x^3) + E^4*(1 - 512*x + 64*x^3))/E^4,x]","-\frac{16 x^4}{e^2}+\frac{4 x^4}{e^4}+16 x^4+\frac{128 x^2}{e^2}-256 x^2+x","4 \left(\left(\left(\frac{1}{e^2}-2\right) x^2+16\right)^2+5\right)+x",1,"x - 256*x^2 + (128*x^2)/E^2 + 16*x^4 + (4*x^4)/E^4 - (16*x^4)/E^2","A",4,1,37,0.02703,1,"{12}"
8299,0,0,0,5.7486756,"\int \frac{72+\left(72-6 x-384 x^3+192 x^4-24 x^5\right) \log (x)+\left(-6 x+384 x^3-384 x^4+72 x^5\right) \log ^2(x)+\left(-64 x^4+48 x^5-4104 x^6+5120 x^7-2304 x^8+448 x^9-32 x^{10}\right) \log ^3(x)}{-27+\left(432 x^3-216 x^4+27 x^5\right) \log (x)+\left(-2304 x^6+2304 x^7-864 x^8+144 x^9-9 x^{10}\right) \log ^2(x)+\left(4096 x^9-6144 x^{10}+3840 x^{11}-1280 x^{12}+240 x^{13}-24 x^{14}+x^{15}\right) \log ^3(x)} \, dx","Int[(72 + (72 - 6*x - 384*x^3 + 192*x^4 - 24*x^5)*Log[x] + (-6*x + 384*x^3 - 384*x^4 + 72*x^5)*Log[x]^2 + (-64*x^4 + 48*x^5 - 4104*x^6 + 5120*x^7 - 2304*x^8 + 448*x^9 - 32*x^10)*Log[x]^3)/(-27 + (432*x^3 - 216*x^4 + 27*x^5)*Log[x] + (-2304*x^6 + 2304*x^7 - 864*x^8 + 144*x^9 - 9*x^10)*Log[x]^2 + (4096*x^9 - 6144*x^10 + 3840*x^11 - 1280*x^12 + 240*x^13 - 24*x^14 + x^15)*Log[x]^3),x]","\int \frac{72+\left(72-6 x-384 x^3+192 x^4-24 x^5\right) \log (x)+\left(-6 x+384 x^3-384 x^4+72 x^5\right) \log ^2(x)+\left(-64 x^4+48 x^5-4104 x^6+5120 x^7-2304 x^8+448 x^9-32 x^{10}\right) \log ^3(x)}{-27+\left(432 x^3-216 x^4+27 x^5\right) \log (x)+\left(-2304 x^6+2304 x^7-864 x^8+144 x^9-9 x^{10}\right) \log ^2(x)+\left(4096 x^9-6144 x^{10}+3840 x^{11}-1280 x^{12}+240 x^{13}-24 x^{14}+x^{15}\right) \log ^3(x)} \, dx","\left(\frac{x}{x ((3-x) x+x)^2-\frac{3}{\log (x)}}+4\right)^2",1,"1/(256*(4 - x)^4) + 1/(256*(4 - x)^3) + 1029/(2048*(4 - x)^2) + 1029/(4096*(4 - x)) + 1/(256*x^4) + 1/(256*x^3) + 1029/(2048*x^2) + 1029/(4096*x) - 24*Defer[Int][(3 - (-4 + x)^2*x^3*Log[x])^(-2), x] - (27*Defer[Int][1/((-4 + x)^5*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/64 - (4653*Defer[Int][1/((-4 + x)^3*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/512 + (17211*Defer[Int][1/((-4 + x)*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/16384 - (9*Defer[Int][1/(x^5*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/16 - (117*Defer[Int][1/(x^4*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/256 - (14049*Defer[Int][1/(x^3*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/1024 - (20283*Defer[Int][1/(x^2*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/4096 - (17211*Defer[Int][1/(x*(3 - (-4 + x)^2*x^3*Log[x])^2), x])/16384 - (81*Defer[Int][1/(x^5*(-3 + (-4 + x)^2*x^3*Log[x])^3), x])/128 - (135*Defer[Int][1/(x^4*(-3 + (-4 + x)^2*x^3*Log[x])^3), x])/256 - (135*Defer[Int][1/(x^3*(-3 + (-4 + x)^2*x^3*Log[x])^3), x])/512 - (5013*Defer[Int][1/(x^2*(-3 + (-4 + x)^2*x^3*Log[x])^3), x])/4096 - (19377*Defer[Int][1/(x*(-3 + (-4 + x)^2*x^3*Log[x])^3), x])/32768 - (21*Defer[Int][1/(x^5*(-3 + (-4 + x)^2*x^3*Log[x])), x])/128 - (33*Defer[Int][1/(x^4*(-3 + (-4 + x)^2*x^3*Log[x])), x])/256 - (1935*Defer[Int][1/(x^3*(-3 + (-4 + x)^2*x^3*Log[x])), x])/256 - (9291*Defer[Int][1/(x^2*(-3 + (-4 + x)^2*x^3*Log[x])), x])/4096 - (9321*Defer[Int][1/(x*(-3 + (-4 + x)^2*x^3*Log[x])), x])/32768 - (27*Defer[Int][1/((-4 + x)^5*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^3), x])/64 + (135*Defer[Int][1/((-4 + x)^4*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^3), x])/512 - (135*Defer[Int][1/((-4 + x)^3*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^3), x])/2048 - (9351*Defer[Int][1/((-4 + x)^2*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^3), x])/8192 + (19377*Defer[Int][1/((-4 + x)*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^3), x])/32768 + (9*Defer[Int][1/((-4 + x)^4*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^2), x])/32 + (3*Defer[Int][1/((-4 + x)^2*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])^2), x])/4 - (9*Defer[Int][1/((-4 + x)^5*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])), x])/64 + (51*Defer[Int][1/((-4 + x)^4*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])), x])/512 - (12363*Defer[Int][1/((-4 + x)^3*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])), x])/2048 + (9261*Defer[Int][1/((-4 + x)^2*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])), x])/8192 + (9321*Defer[Int][1/((-4 + x)*(-3 + 16*x^3*Log[x] - 8*x^4*Log[x] + x^5*Log[x])), x])/32768","F",0,0,0,0,-1,"{}"
8300,0,0,0,0.6570935,"\int \frac{e^4 (14-14 x)-28 x-42 x^2+14 x^4+\left(56 x+28 x^2-28 x^3+e^4 (-14+7 x)\right) \log (2-x)+\left(-28 x+14 x^2\right) \log ^2(2-x)}{-2-3 x+x^3+\left(4+2 x-2 x^2\right) \log (2-x)+(-2+x) \log ^2(2-x)} \, dx","Int[(E^4*(14 - 14*x) - 28*x - 42*x^2 + 14*x^4 + (56*x + 28*x^2 - 28*x^3 + E^4*(-14 + 7*x))*Log[2 - x] + (-28*x + 14*x^2)*Log[2 - x]^2)/(-2 - 3*x + x^3 + (4 + 2*x - 2*x^2)*Log[2 - x] + (-2 + x)*Log[2 - x]^2),x]","\int \frac{e^4 (14-14 x)-28 x-42 x^2+14 x^4+\left(56 x+28 x^2-28 x^3+e^4 (-14+7 x)\right) \log (2-x)+\left(-28 x+14 x^2\right) \log ^2(2-x)}{-2-3 x+x^3+\left(4+2 x-2 x^2\right) \log (2-x)+(-2+x) \log ^2(2-x)} \, dx","7 x \left(x-\frac{e^4}{x-\log (2-x)+1}\right)+e^4",1,"7*x^2 - 7*E^4*Defer[Int][(1 + x - Log[2 - x])^(-2), x] - 14*E^4*Defer[Int][1/((-2 + x)*(1 + x - Log[2 - x])^2), x] + 7*E^4*Defer[Int][x/(1 + x - Log[2 - x])^2, x] - 7*E^4*Defer[Int][(1 + x - Log[2 - x])^(-1), x]","F",0,0,0,0,-1,"{}"
8301,1,10,0,0.2070356,"\int \frac{e^{\frac{1+11 x-x^2}{x}} \left(-1-x^2\right)}{x^2} \, dx","Int[(E^((1 + 11*x - x^2)/x)*(-1 - x^2))/x^2,x]","e^{-x+\frac{1}{x}+11}","e^{-x+\frac{1}{x}+11}",1,"E^(11 + x^(-1) - x)","A",2,2,27,0.07407,1,"{6688, 6706}"
8302,0,0,0,1.5511582,"\int \frac{e^7 \left(-3 x^2+9 x^3\right)+\left(x^3-6 x^4+e^3 \left(4 x^3-12 x^4\right)\right) \log (2)+\left(e^4 \left(6 x^2-18 x^3\right)+\left(-4 x^3+12 x^4\right) \log (2)\right) \log \left(-x+3 x^2\right)+e \left(-3 x^2+9 x^3\right) \log ^2\left(-x+3 x^2\right)}{e^6 (-1+3 x)+e^3 (2-6 x) \log \left(-x+3 x^2\right)+(-1+3 x) \log ^2\left(-x+3 x^2\right)} \, dx","Int[(E^7*(-3*x^2 + 9*x^3) + (x^3 - 6*x^4 + E^3*(4*x^3 - 12*x^4))*Log[2] + (E^4*(6*x^2 - 18*x^3) + (-4*x^3 + 12*x^4)*Log[2])*Log[-x + 3*x^2] + E*(-3*x^2 + 9*x^3)*Log[-x + 3*x^2]^2)/(E^6*(-1 + 3*x) + E^3*(2 - 6*x)*Log[-x + 3*x^2] + (-1 + 3*x)*Log[-x + 3*x^2]^2),x]","\int \frac{e^7 \left(-3 x^2+9 x^3\right)+\left(x^3-6 x^4+e^3 \left(4 x^3-12 x^4\right)\right) \log (2)+\left(e^4 \left(6 x^2-18 x^3\right)+\left(-4 x^3+12 x^4\right) \log (2)\right) \log \left(-x+3 x^2\right)+e \left(-3 x^2+9 x^3\right) \log ^2\left(-x+3 x^2\right)}{e^6 (-1+3 x)+e^3 (2-6 x) \log \left(-x+3 x^2\right)+(-1+3 x) \log ^2\left(-x+3 x^2\right)} \, dx","x^3 \left(\frac{x \log (2)}{\log \left(3 x^2-x\right)-e^3}+e\right)",1,"E*x^3 - (Log[8]*Defer[Int][(E^3 - Log[x*(-1 + 3*x)])^(-2), x])/81 - (Log[8]*Defer[Int][x/(E^3 - Log[x*(-1 + 3*x)])^2, x])/27 - (Log[8]*Defer[Int][x^2/(E^3 - Log[x*(-1 + 3*x)])^2, x])/9 - (Log[64]*Defer[Int][x^3/(E^3 - Log[x*(-1 + 3*x)])^2, x])/3 - (Log[8]*Defer[Int][1/((-1 + 3*x)*(E^3 - Log[x*(-1 + 3*x)])^2), x])/81 - 2*Log[4]*Defer[Int][x^3/(E^3 - Log[x*(-1 + 3*x)]), x]","F",0,0,0,0,-1,"{}"
8303,1,110,0,0.6753184,"\int e^{e^{e^{e^x} \left(-2+x^2\right)}+x} \left(1+x+e^{e^x+e^{e^x} \left(-2+x^2\right)} \left(2 x^2+e^x \left(-2 x+x^3\right)\right)\right) \, dx","Int[E^(E^(E^E^x*(-2 + x^2)) + x)*(1 + x + E^(E^x + E^E^x*(-2 + x^2))*(2*x^2 + E^x*(-2*x + x^3))),x]","\frac{e^{e^{-e^{e^x} \left(2-x^2\right)}+x} \left(e^{e^x-e^{e^x} \left(2-x^2\right)} \left(2 x^2-e^x \left(2 x-x^3\right)\right)+x\right)}{e^{-e^{e^x} \left(2-x^2\right)} \left(2 e^{e^x} x-e^{x+e^x} \left(2-x^2\right)\right)+1}","e^{e^{e^{e^x} \left(x^2-2\right)}+x} x",1,"(E^(E^(-(E^E^x*(2 - x^2))) + x)*(x + E^(E^x - E^E^x*(2 - x^2))*(2*x^2 - E^x*(2*x - x^3))))/(1 + (2*E^E^x*x - E^(E^x + x)*(2 - x^2))/E^(E^E^x*(2 - x^2)))","B",1,1,56,0.01786,1,"{2288}"
8304,1,38,0,0.0345021,"\int \frac{-x+x^2+4 e (80-120 x) \left(x^2-x^3\right)+16 e^2 (-16+24 x) \left(x^2-x^3\right)^2}{-x+x^2} \, dx","Int[(-x + x^2 + 4*E*(80 - 120*x)*(x^2 - x^3) + 16*E^2*(-16 + 24*x)*(x^2 - x^3)^2)/(-x + x^2),x]","64 e^2 x^6-128 e^2 x^5+64 e^2 x^4+160 e x^3-160 e x^2+x","4 \left(5-4 e (1-x) x^2\right)^2+x-5+\log (2)",1,"x - 160*E*x^2 + 160*E*x^3 + 64*E^2*x^4 - 128*E^2*x^5 + 64*E^2*x^6","A",2,1,55,0.01818,1,"{1586}"
8305,0,0,0,3.9817079,"\int \frac{\exp \left(e^{\frac{9 x}{6+e^3+\log \left(\frac{5}{3}\right)+3 \log (x)}}+\frac{9 x}{6+e^3+\log \left(\frac{5}{3}\right)+3 \log (x)}\right) \left(27+9 e^3+9 \log \left(\frac{5}{3}\right)+27 \log (x)\right)}{36+12 e^3+e^6-\left(-12-2 e^3\right) \log \left(\frac{5}{3}\right)+\log ^2\left(\frac{5}{3}\right)+\left(36+6 e^3+6 \log \left(\frac{5}{3}\right)\right) \log (x)+9 \log ^2(x)} \, dx","Int[(E^(E^((9*x)/(6 + E^3 + Log[5/3] + 3*Log[x])) + (9*x)/(6 + E^3 + Log[5/3] + 3*Log[x]))*(27 + 9*E^3 + 9*Log[5/3] + 27*Log[x]))/(36 + 12*E^3 + E^6 - (-12 - 2*E^3)*Log[5/3] + Log[5/3]^2 + (36 + 6*E^3 + 6*Log[5/3])*Log[x] + 9*Log[x]^2),x]","\int \frac{\exp \left(e^{\frac{9 x}{6+e^3+\log \left(\frac{5}{3}\right)+3 \log (x)}}+\frac{9 x}{6+e^3+\log \left(\frac{5}{3}\right)+3 \log (x)}\right) \left(27+9 e^3+9 \log \left(\frac{5}{3}\right)+27 \log (x)\right)}{36+12 e^3+e^6-\left(-12-2 e^3\right) \log \left(\frac{5}{3}\right)+\log ^2\left(\frac{5}{3}\right)+\left(36+6 e^3+6 \log \left(\frac{5}{3}\right)\right) \log (x)+9 \log ^2(x)} \, dx","e^{e^{\frac{3 x}{\log (x)+2+\frac{1}{3} \left(e^3+\log \left(\frac{5}{3}\right)\right)}}}",1,"-27*Defer[Int][E^(E^((9*x)/(6 + E^3 + Log[5/3] + 3*Log[x])) + (9*x)/(6 + E^3 + Log[5/3] + 3*Log[x]))/(6*(1 + (E^3 + Log[5/3])/6) + 3*Log[x])^2, x] + 9*Defer[Int][E^(E^((9*x)/(6 + E^3 + Log[5/3] + 3*Log[x])) + (9*x)/(6 + E^3 + Log[5/3] + 3*Log[x]))/(6*(1 + (E^3 + Log[5/3])/6) + 3*Log[x]), x]","F",0,0,0,0,-1,"{}"
8306,1,73,0,0.3974025,"\int \frac{e^x \left(-140+8 x-4 x^2+5 \log (3)+16 \log (5)\right)}{19600+1120 x^2+16 x^4+\left(-1400-40 x^2\right) \log (3)+25 \log ^2(3)+\left(-4480-128 x^2+160 \log (3)\right) \log (5)+256 \log ^2(5)} \, dx","Int[(E^x*(-140 + 8*x - 4*x^2 + 5*Log[3] + 16*Log[5]))/(19600 + 1120*x^2 + 16*x^4 + (-1400 - 40*x^2)*Log[3] + 25*Log[3]^2 + (-4480 - 128*x^2 + 160*Log[3])*Log[5] + 256*Log[5]^2),x]","-\frac{e^x \left(4 x^2+140-\log (243)-16 \log (5)\right)}{16 x^4+1120 x^2-32 \log (5) \left(4 x^2+5 (28-\log (3))\right)-40 \left(x^2+35\right) \log (3)+19600+256 \log ^2(5)+25 \log ^2(3)}","\frac{e^x}{-4 \left(x^2+1-4 (\log (5)-9)\right)+8+5 \log (3)}",1,"-((E^x*(140 + 4*x^2 - 16*Log[5] - Log[243]))/(19600 + 1120*x^2 + 16*x^4 - 40*(35 + x^2)*Log[3] + 25*Log[3]^2 - 32*(4*x^2 + 5*(28 - Log[3]))*Log[5] + 256*Log[5]^2))","B",1,1,72,0.01389,1,"{2288}"
8307,1,41,0,2.2390442,"\int \frac{\exp \left(\frac{1}{4+4 x-3 x^2-2 x^3+x^4+\left(-8 x-4 x^2+4 x^3\right) \log \left(\frac{1}{4} (-8-4 x+\log (3))\right)+\left(-4-2 x+6 x^2\right) \log ^2\left(\frac{1}{4} (-8-4 x+\log (3))\right)+4 x \log ^3\left(\frac{1}{4} (-8-4 x+\log (3))\right)+\log ^4\left(\frac{1}{4} (-8-4 x+\log (3))\right)}\right) \left(-16+40 x+16 x^2+(2-4 x) \log (3)+(48+16 x-4 \log (3)) \log \left(\frac{1}{4} (-8-4 x+\log (3))\right)\right)}{64+128 x-112 x^3-20 x^4+36 x^5+4 x^6-4 x^7+\left(-8-12 x+6 x^2+11 x^3-3 x^4-3 x^5+x^6\right) \log (3)+\left(-192 x-288 x^2+48 x^3+168 x^4-24 x^6+\left(24 x+24 x^2-18 x^3-12 x^4+6 x^5\right) \log (3)\right) \log \left(\frac{1}{4} (-8-4 x+\log (3))\right)+\left(-96-144 x+216 x^2+276 x^3-48 x^4-60 x^5+\left(12+12 x-33 x^2-18 x^3+15 x^4\right) \log (3)\right) \log ^2\left(\frac{1}{4} (-8-4 x+\log (3))\right)+\left(192 x+192 x^2-112 x^3-80 x^4+\left(-24 x-12 x^2+20 x^3\right) \log (3)\right) \log ^3\left(\frac{1}{4} (-8-4 x+\log (3))\right)+\left(48+48 x-108 x^2-60 x^3+\left(-6-3 x+15 x^2\right) \log (3)\right) \log ^4\left(\frac{1}{4} (-8-4 x+\log (3))\right)+\left(-48 x-24 x^2+6 x \log (3)\right) \log ^5\left(\frac{1}{4} (-8-4 x+\log (3))\right)+(-8-4 x+\log (3)) \log ^6\left(\frac{1}{4} (-8-4 x+\log (3))\right)} \, dx","Int[(E^(4 + 4*x - 3*x^2 - 2*x^3 + x^4 + (-8*x - 4*x^2 + 4*x^3)*Log[(-8 - 4*x + Log[3])/4] + (-4 - 2*x + 6*x^2)*Log[(-8 - 4*x + Log[3])/4]^2 + 4*x*Log[(-8 - 4*x + Log[3])/4]^3 + Log[(-8 - 4*x + Log[3])/4]^4)^(-1)*(-16 + 40*x + 16*x^2 + (2 - 4*x)*Log[3] + (48 + 16*x - 4*Log[3])*Log[(-8 - 4*x + Log[3])/4]))/(64 + 128*x - 112*x^3 - 20*x^4 + 36*x^5 + 4*x^6 - 4*x^7 + (-8 - 12*x + 6*x^2 + 11*x^3 - 3*x^4 - 3*x^5 + x^6)*Log[3] + (-192*x - 288*x^2 + 48*x^3 + 168*x^4 - 24*x^6 + (24*x + 24*x^2 - 18*x^3 - 12*x^4 + 6*x^5)*Log[3])*Log[(-8 - 4*x + Log[3])/4] + (-96 - 144*x + 216*x^2 + 276*x^3 - 48*x^4 - 60*x^5 + (12 + 12*x - 33*x^2 - 18*x^3 + 15*x^4)*Log[3])*Log[(-8 - 4*x + Log[3])/4]^2 + (192*x + 192*x^2 - 112*x^3 - 80*x^4 + (-24*x - 12*x^2 + 20*x^3)*Log[3])*Log[(-8 - 4*x + Log[3])/4]^3 + (48 + 48*x - 108*x^2 - 60*x^3 + (-6 - 3*x + 15*x^2)*Log[3])*Log[(-8 - 4*x + Log[3])/4]^4 + (-48*x - 24*x^2 + 6*x*Log[3])*Log[(-8 - 4*x + Log[3])/4]^5 + (-8 - 4*x + Log[3])*Log[(-8 - 4*x + Log[3])/4]^6),x]","\exp \left(\frac{1}{\left(x^2-x+\log ^2\left(\frac{1}{4} (-4 x-8+\log (3))\right)+2 x \log \left(\frac{1}{4} (-4 x-8+\log (3))\right)-2\right)^2}\right)","\exp \left(\frac{1}{\left(-x+\left(x+\log \left(-x-2+\frac{\log (3)}{4}\right)\right)^2-2\right)^2}\right)",1,"E^(-2 - x + x^2 + 2*x*Log[(-8 - 4*x + Log[3])/4] + Log[(-8 - 4*x + Log[3])/4]^2)^(-2)","A",3,3,481,0.006237,1,"{6688, 12, 6706}"
8308,1,235,0,0.789002,"\int \frac{-6+12 x^3-80 x^4+2 x^5-71 x^7+808 x^8-132 x^9+164 x^{10}-10 x^{11}+6 x^{12}+e^{4 x} \left(32 x^8+64 x^9\right)+e^{3 x} \left(-96 x^7+96 x^9+96 x^{10}\right)+e^{2 x} \left(-48 x^4+48 x^5-48 x^7+224 x^8+296 x^9+80 x^{10}+48 x^{11}\right)+e^x \left(32 x^2-8 x^3-24 x^5+24 x^6-152 x^7-40 x^8+456 x^9+128 x^{10}+32 x^{11}+8 x^{12}\right)}{9 x^7} \, dx","Int[(-6 + 12*x^3 - 80*x^4 + 2*x^5 - 71*x^7 + 808*x^8 - 132*x^9 + 164*x^10 - 10*x^11 + 6*x^12 + E^(4*x)*(32*x^8 + 64*x^9) + E^(3*x)*(-96*x^7 + 96*x^9 + 96*x^10) + E^(2*x)*(-48*x^4 + 48*x^5 - 48*x^7 + 224*x^8 + 296*x^9 + 80*x^10 + 48*x^11) + E^x*(32*x^2 - 8*x^3 - 24*x^5 + 24*x^6 - 152*x^7 - 40*x^8 + 456*x^9 + 128*x^10 + 32*x^11 + 8*x^12))/(9*x^7),x]","\frac{x^6}{9}+\frac{1}{9 x^6}+\frac{8 e^x x^5}{9}-\frac{2 x^5}{9}-\frac{8 e^x x^4}{9}+\frac{8}{3} e^{2 x} x^4+\frac{41 x^4}{9}-\frac{8 e^x}{9 x^4}+\frac{160 e^x x^3}{9}-\frac{8}{9} e^{2 x} x^3+\frac{32}{9} e^{3 x} x^3-\frac{44 x^3}{9}-\frac{4}{9 x^3}-\frac{8 e^x x^2}{3}+\frac{160}{9} e^{2 x} x^2+\frac{16}{9} e^{4 x} x^2+\frac{404 x^2}{9}+\frac{8 e^{2 x}}{3 x^2}+\frac{40}{9 x^2}+\frac{8 e^x x}{9}-\frac{16}{3} e^{2 x} x-\frac{71 x}{9}-\frac{160 e^x}{9}-\frac{32 e^{3 x}}{9}+\frac{8 e^x}{3 x}-\frac{2}{9 x}","\frac{1}{9} \left(\left(\frac{1}{x^2}-x-2 e^x\right)^2-x+20\right)^2 x^2+x",1,"(-160*E^x)/9 - (32*E^(3*x))/9 + 1/(9*x^6) - (8*E^x)/(9*x^4) - 4/(9*x^3) + 40/(9*x^2) + (8*E^(2*x))/(3*x^2) - 2/(9*x) + (8*E^x)/(3*x) - (71*x)/9 + (8*E^x*x)/9 - (16*E^(2*x)*x)/3 + (404*x^2)/9 - (8*E^x*x^2)/3 + (160*E^(2*x)*x^2)/9 + (16*E^(4*x)*x^2)/9 - (44*x^3)/9 + (160*E^x*x^3)/9 - (8*E^(2*x)*x^3)/9 + (32*E^(3*x)*x^3)/9 + (41*x^4)/9 - (8*E^x*x^4)/9 + (8*E^(2*x)*x^4)/3 - (2*x^5)/9 + (8*E^x*x^5)/9 + x^6/9","B",79,8,190,0.04211,1,"{12, 14, 2196, 2176, 2194, 2199, 2177, 2178}"
8309,1,33,0,12.3003597,"\int \frac{-9 x \log (x)-90 e^{5 e^{2 x}+2 x} x \log (x)+\left(9 x+x^2+e^{10 e^{2 x}} (1-\log (x))+\left(-9 x-x^2\right) \log (x)+e^{5 e^{2 x}} (9+2 x+(-9-2 x) \log (x))\right) \log \left(\frac{9+e^{5 e^{2 x}}+x}{e^{5 e^{2 x}}+x}\right)}{e^{10 e^{2 x}} x^2+9 x^3+x^4+e^{5 e^{2 x}} \left(9 x^2+2 x^3\right)} \, dx","Int[(-9*x*Log[x] - 90*E^(5*E^(2*x) + 2*x)*x*Log[x] + (9*x + x^2 + E^(10*E^(2*x))*(1 - Log[x]) + (-9*x - x^2)*Log[x] + E^(5*E^(2*x))*(9 + 2*x + (-9 - 2*x)*Log[x]))*Log[(9 + E^(5*E^(2*x)) + x)/(E^(5*E^(2*x)) + x)])/(E^(10*E^(2*x))*x^2 + 9*x^3 + x^4 + E^(5*E^(2*x))*(9*x^2 + 2*x^3)),x]","\frac{\log (x) \log \left(\frac{x+e^{5 e^{2 x}}+9}{x+e^{5 e^{2 x}}}\right)}{x}","\frac{\log (x) \log \left(\frac{9}{x+e^{5 e^{2 x}}}+1\right)}{x}",1,"(Log[x]*Log[(9 + E^(5*E^(2*x)) + x)/(E^(5*E^(2*x)) + x)])/x","A",39,10,156,0.06410,1,"{6742, 2554, 12, 14, 6688, 2303, 2551, 2304, 30, 2557}"
8310,1,19,0,0.6632872,"\int \frac{4+6 x+e^{x^2} \left(4+6 x+16 x^2+12 x^3\right)}{4 x+3 x^2+e^{x^2} \left(4 x+3 x^2\right)} \, dx","Int[(4 + 6*x + E^x^2*(4 + 6*x + 16*x^2 + 12*x^3))/(4*x + 3*x^2 + E^x^2*(4*x + 3*x^2)),x]","2 \log \left(e^{x^2}+1\right)+\log (x)+\log (3 x+4)","\log \left(\frac{\left(e^{x^2} x+x\right)^2 \left(3 x^2+4 x\right)}{5 x^2}\right)",1,"2*Log[1 + E^x^2] + Log[x] + Log[4 + 3*x]","A",10,8,53,0.1509,1,"{6741, 6742, 6715, 2282, 36, 29, 31, 1620}"
8311,1,21,0,0.0524579,"\int \frac{-5 x+5 x^2+e^{e^{x/5}+\frac{x}{5}} x^2-5 \log (5)}{5 x^2} \, dx","Int[(-5*x + 5*x^2 + E^(E^(x/5) + x/5)*x^2 - 5*Log[5])/(5*x^2),x]","x+e^{e^{x/5}}-\log (x)+\frac{\log (5)}{x}","x+e^{e^{x/5}}-\log (x)+\frac{\log (5)}{x}",1,"E^E^(x/5) + x + Log[5]/x - Log[x]","A",8,4,39,0.1026,1,"{12, 14, 2282, 2194}"
8312,0,0,0,0.9254524,"\int \frac{-500 x-100 x^2-5 x^3+e^x \left(-200 x+70 x^2+10 x^3\right)}{800+128 e^{2 x}+160 x+8 x^2+e^x (640+64 x)} \, dx","Int[(-500*x - 100*x^2 - 5*x^3 + E^x*(-200*x + 70*x^2 + 10*x^3))/(800 + 128*E^(2*x) + 160*x + 8*x^2 + E^x*(640 + 64*x)),x]","\int \frac{-500 x-100 x^2-5 x^3+e^x \left(-200 x+70 x^2+10 x^3\right)}{800+128 e^{2 x}+160 x+8 x^2+e^x (640+64 x)} \, dx","\frac{5 x \left(x^2-2 x (x+5)\right)}{16 \left(x+4 e^x+10\right)}",1,"(-225*Defer[Int][x^2/(10 + 4*E^x + x)^2, x])/8 - (95*Defer[Int][x^3/(10 + 4*E^x + x)^2, x])/16 - (5*Defer[Int][x^4/(10 + 4*E^x + x)^2, x])/16 - (25*Defer[Int][x/(10 + 4*E^x + x), x])/4 + (35*Defer[Int][x^2/(10 + 4*E^x + x), x])/16 + (5*Defer[Int][x^3/(10 + 4*E^x + x), x])/16","F",0,0,0,0,-1,"{}"
8313,0,0,0,2.6315086,"\int \frac{e^{-2 e^x+\frac{4 e^{-2 e^x}}{900-60 \sqrt{e}+e}} \left(\left(-3600+240 \sqrt{e}-4 e\right) e^{2 e^x}-32 e^x x\right)}{900 x^2-60 \sqrt{e} x^2+e x^2} \, dx","Int[(E^(-2*E^x + 4/(E^(2*E^x)*(900 - 60*Sqrt[E] + E)))*((-3600 + 240*Sqrt[E] - 4*E)*E^(2*E^x) - 32*E^x*x))/(900*x^2 - 60*Sqrt[E]*x^2 + E*x^2),x]","\int \frac{e^{-2 e^x+\frac{4 e^{-2 e^x}}{900-60 \sqrt{e}+e}} \left(\left(-3600+240 \sqrt{e}-4 e\right) e^{2 e^x}-32 e^x x\right)}{900 x^2-60 \sqrt{e} x^2+e x^2} \, dx","\frac{4 e^{\frac{4 e^{-2 e^x}}{\left(\sqrt{e}-30\right)^2}}}{x}",1,"-4*Defer[Int][E^(4/((-30 + Sqrt[E])^2*E^(2*E^x)))/x^2, x] - (32*Defer[Int][E^(-2*E^x + 4/(E^(2*E^x)*(900 - 60*Sqrt[E] + E)) + x)/x, x])/(30 - Sqrt[E])^2","F",0,0,0,0,-1,"{}"
8314,1,63,0,1.419387,"\int \frac{\left(-16 x+28 x^2-8 x^3\right) \log (x)+\left(8 x-4 x^2+\left(8 x-28 x^2+12 x^3\right) \log (x)\right) \log \left(e^{-2 x} \left(-2 x^2+x^3\right)\right)+\left(-16 x+8 x^2\right) \log (x) \log \left(e^{-2 x} \left(-2 x^2+x^3\right)\right) \log \left(\frac{\log \left(e^{-2 x} \left(-2 x^2+x^3\right)\right)}{x \log (x)}\right)}{(-2+x) \log (x) \log \left(e^{-2 x} \left(-2 x^2+x^3\right)\right)} \, dx","Int[((-16*x + 28*x^2 - 8*x^3)*Log[x] + (8*x - 4*x^2 + (8*x - 28*x^2 + 12*x^3)*Log[x])*Log[(-2*x^2 + x^3)/E^(2*x)] + (-16*x + 8*x^2)*Log[x]*Log[(-2*x^2 + x^3)/E^(2*x)]*Log[Log[(-2*x^2 + x^3)/E^(2*x)]/(x*Log[x])])/((-2 + x)*Log[x]*Log[(-2*x^2 + x^3)/E^(2*x)]),x]","-4 \text{Ei}(2 \log (x))-4 \log (x) \text{Ei}(2 \log (x))+4 (\log (x)+1) \text{Ei}(2 \log (x))+4 x^3+4 x^2 \log \left(\frac{\log \left(-e^{-2 x} (2-x) x^2\right)}{x \log (x)}\right)","4 x^2 \left(\log \left(\frac{\log \left(e^{-2 x} (x-2) x^2\right)}{x \log (x)}\right)+x\right)",1,"4*x^3 - 4*ExpIntegralEi[2*Log[x]] - 4*ExpIntegralEi[2*Log[x]]*Log[x] + 4*ExpIntegralEi[2*Log[x]]*(1 + Log[x]) + 4*x^2*Log[Log[-(((2 - x)*x^2)/E^(2*x))]/(x*Log[x])]","C",22,11,142,0.07746,1,"{6688, 2309, 2178, 6742, 43, 30, 2555, 12, 14, 2366, 6482}"
8315,1,47,0,0.2082886,"\int \left(5 e^{3 x^2-e^{3+2 x} x^2} \left(24 e^{10} x+e^{13+2 x} \left(-8 x-8 x^2\right)\right)+25 e^{6 x^2-2 e^{3+2 x} x^2} \left(12 e^{10} x+e^{13+2 x} \left(-4 x-4 x^2\right)\right)\right) \, dx","Int[5*E^(3*x^2 - E^(3 + 2*x)*x^2)*(24*E^10*x + E^(13 + 2*x)*(-8*x - 8*x^2)) + 25*E^(6*x^2 - 2*E^(3 + 2*x)*x^2)*(12*E^10*x + E^(13 + 2*x)*(-4*x - 4*x^2)),x]","25 e^{-2 e^{2 x+3} x^2+6 x^2+10}+20 e^{-e^{2 x+3} x^2+3 x^2+10}","e^{10} \left(5 e^{\left(3-e^{2 x+3}\right) x^2}+2\right)^2",1,"25*E^(10 + 6*x^2 - 2*E^(3 + 2*x)*x^2) + 20*E^(10 + 3*x^2 - E^(3 + 2*x)*x^2)","A",3,1,93,0.01075,1,"{6706}"
8316,0,0,0,2.7351089,"\int \frac{4 e^{x^2+\frac{3+x^3}{x}} x^3+e^{\frac{3+x^3}{x}} \left(9-3 x-6 x^3+e^{x^2} \left(-6+2 x+4 x^3\right)\right) \log \left(\frac{1}{2} \left(-3+2 e^{x^2}\right)\right)}{-3 x+2 e^{x^2} x} \, dx","Int[(4*E^(x^2 + (3 + x^3)/x)*x^3 + E^((3 + x^3)/x)*(9 - 3*x - 6*x^3 + E^x^2*(-6 + 2*x + 4*x^3))*Log[(-3 + 2*E^x^2)/2])/(-3*x + 2*E^x^2*x),x]","\int \frac{4 e^{x^2+\frac{3+x^3}{x}} x^3+e^{\frac{3+x^3}{x}} \left(9-3 x-6 x^3+e^{x^2} \left(-6+2 x+4 x^3\right)\right) \log \left(\frac{1}{2} \left(-3+2 e^{x^2}\right)\right)}{-3 x+2 e^{x^2} x} \, dx","e^{x^2+\frac{3}{x}} x \log \left(e^{x^2}-\frac{3}{2}\right)",1,"Log[-3/2 + E^x^2]*Defer[Int][E^(3/x + x^2), x] - 3*Log[-3/2 + E^x^2]*Defer[Int][E^(3/x + x^2)/x, x] + 2*Defer[Int][E^(3/x + x^2)*x^2, x] + 2*Log[-3/2 + E^x^2]*Defer[Int][E^(3/x + x^2)*x^2, x] + 6*Defer[Int][(E^(3/x + x^2)*x^2)/(-3 + 2*E^x^2), x] - 4*Defer[Int][(E^x^2*x*Defer[Int][E^(3/x + x^2), x])/(-3 + 2*E^x^2), x] + 12*Defer[Int][(E^x^2*x*Defer[Int][E^(3/x + x^2)/x, x])/(-3 + 2*E^x^2), x] - 8*Defer[Int][(E^x^2*x*Defer[Int][E^(3/x + x^2)*x^2, x])/(-3 + 2*E^x^2), x]","F",0,0,0,0,-1,"{}"
8317,0,0,0,5.7578756,"\int \frac{-30 x+20 x^2-20 x^3+5 x^4+(270-90 x) \log (x)+\left(135-135 x+180 x^2-45 x^3\right) \log ^2(x)+\left(-15 x^2+5 x^3+\left(135 x-45 x^2\right) \log ^2(x)\right) \log \left(\frac{3-x}{-x^2+9 x \log ^2(x)}\right)}{3 x^3-x^4+\left(-27 x^2+9 x^3\right) \log ^2(x)+\left(3 x^2-x^3+\left(-27 x+9 x^2\right) \log ^2(x)\right) \log \left(\frac{3-x}{-x^2+9 x \log ^2(x)}\right)} \, dx","Int[(-30*x + 20*x^2 - 20*x^3 + 5*x^4 + (270 - 90*x)*Log[x] + (135 - 135*x + 180*x^2 - 45*x^3)*Log[x]^2 + (-15*x^2 + 5*x^3 + (135*x - 45*x^2)*Log[x]^2)*Log[(3 - x)/(-x^2 + 9*x*Log[x]^2)])/(3*x^3 - x^4 + (-27*x^2 + 9*x^3)*Log[x]^2 + (3*x^2 - x^3 + (-27*x + 9*x^2)*Log[x]^2)*Log[(3 - x)/(-x^2 + 9*x*Log[x]^2)]),x]","\int \frac{-30 x+20 x^2-20 x^3+5 x^4+(270-90 x) \log (x)+\left(135-135 x+180 x^2-45 x^3\right) \log ^2(x)+\left(-15 x^2+5 x^3+\left(135 x-45 x^2\right) \log ^2(x)\right) \log \left(\frac{3-x}{-x^2+9 x \log ^2(x)}\right)}{3 x^3-x^4+\left(-27 x^2+9 x^3\right) \log ^2(x)+\left(3 x^2-x^3+\left(-27 x+9 x^2\right) \log ^2(x)\right) \log \left(\frac{3-x}{-x^2+9 x \log ^2(x)}\right)} \, dx","5 \left(\log \left(x+\log \left(\frac{x-3}{x \left(x-9 \log ^2(x)\right)}\right)\right)-x\right)",1,"-5*x + 5*Defer[Int][x/(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))]), x] - 5*Defer[Int][1/((x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 15*Defer[Int][1/((-3 + x)*(x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 5*Defer[Int][x/((x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] - 5*Defer[Int][x^2/((x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 90*Defer[Int][Log[x]/(x*(x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] - 45*Defer[Int][Log[x]^2/((-3 + x)*(x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 45*Defer[Int][Log[x]^2/(x*(x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 45*Defer[Int][(x*Log[x]^2)/((x - 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x] + 45*Defer[Int][Log[x]^2/((-x + 9*Log[x]^2)*(x + Log[(-3 + x)/(x*(x - 9*Log[x]^2))])), x]","F",0,0,0,0,-1,"{}"
8318,1,51,0,0.8359187,"\int \frac{125-335 x-210 x^2+454 x^3-193 x^4+33 x^5-2 x^6+\left(125-75 x-110 x^2+74 x^3-15 x^4+x^5\right) \log \left(1-x^2\right)}{125-75 x-110 x^2+74 x^3-15 x^4+x^5} \, dx","Int[(125 - 335*x - 210*x^2 + 454*x^3 - 193*x^4 + 33*x^5 - 2*x^6 + (125 - 75*x - 110*x^2 + 74*x^3 - 15*x^4 + x^5)*Log[1 - x^2])/(125 - 75*x - 110*x^2 + 74*x^3 - 15*x^4 + x^5),x]","-x^2+x \log \left(1-x^2\right)+x+\frac{10}{5-x}-\frac{25}{(5-x)^2}+\log (1-x)-\log (x+1)+2 \tanh ^{-1}(x)","x \left(\log \left(1-x^2\right)-\frac{x}{(x-5)^2}-x+1\right)",1,"-25/(5 - x)^2 + 10/(5 - x) + x - x^2 + 2*ArcTanh[x] + Log[1 - x] - Log[1 + x] + x*Log[1 - x^2]","B",21,8,88,0.09091,1,"{6741, 6725, 710, 801, 1629, 2448, 321, 206}"
8319,1,20,0,0.0438634,"\int \frac{20+e^{2 x} (-25+50 x) \log (4)}{4 x^2} \, dx","Int[(20 + E^(2*x)*(-25 + 50*x)*Log[4])/(4*x^2),x]","\frac{25 e^{2 x} \log (4)}{4 x}-\frac{5}{x}","-\frac{5 \left(-\frac{2 x}{e}-5 e^{2 x} \log (4)+4\right)}{4 x}",1,"-5/x + (25*E^(2*x)*Log[4])/(4*x)","A",4,3,22,0.1364,1,"{12, 14, 2197}"
8320,0,0,0,6.2794701,"\int \frac{\left(-4+x^2\right) \log (x) \log ^2(\log (x))+e^{\frac{4 x}{\log (\log (x))}} \left(-4 x+4 x \log (x) \log (\log (x))-\log (x) \log ^2(\log (x))\right)}{e^{\frac{8 x}{\log (\log (x))}} \log (x) \log ^2(\log (x))+e^{\frac{4 x}{\log (\log (x))}} \left(8-4 x+2 x^2\right) \log (x) \log ^2(\log (x))+\left(16-16 x+12 x^2-4 x^3+x^4\right) \log (x) \log ^2(\log (x))} \, dx","Int[((-4 + x^2)*Log[x]*Log[Log[x]]^2 + E^((4*x)/Log[Log[x]])*(-4*x + 4*x*Log[x]*Log[Log[x]] - Log[x]*Log[Log[x]]^2))/(E^((8*x)/Log[Log[x]])*Log[x]*Log[Log[x]]^2 + E^((4*x)/Log[Log[x]])*(8 - 4*x + 2*x^2)*Log[x]*Log[Log[x]]^2 + (16 - 16*x + 12*x^2 - 4*x^3 + x^4)*Log[x]*Log[Log[x]]^2),x]","\int \frac{\left(-4+x^2\right) \log (x) \log ^2(\log (x))+e^{\frac{4 x}{\log (\log (x))}} \left(-4 x+4 x \log (x) \log (\log (x))-\log (x) \log ^2(\log (x))\right)}{e^{\frac{8 x}{\log (\log (x))}} \log (x) \log ^2(\log (x))+e^{\frac{4 x}{\log (\log (x))}} \left(8-4 x+2 x^2\right) \log (x) \log ^2(\log (x))+\left(16-16 x+12 x^2-4 x^3+x^4\right) \log (x) \log ^2(\log (x))} \, dx","\frac{x}{-(x-1)^2-e^{\frac{4 x}{\log (\log (x))}}-3}",1,"-2*Defer[Int][x/(4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2, x] + 2*Defer[Int][x^2/(4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2, x] - Defer[Int][(4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^(-1), x] + 16*Defer[Int][x/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[x]*Log[Log[x]]^2), x] - 8*Defer[Int][x^2/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[x]*Log[Log[x]]^2), x] + 4*Defer[Int][x^3/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[x]*Log[Log[x]]^2), x] - 4*Defer[Int][x/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)*Log[x]*Log[Log[x]]^2), x] - 16*Defer[Int][x/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[Log[x]]), x] + 8*Defer[Int][x^2/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[Log[x]]), x] - 4*Defer[Int][x^3/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)^2*Log[Log[x]]), x] + 4*Defer[Int][x/((4 + E^((4*x)/Log[Log[x]]) - 2*x + x^2)*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
8321,0,0,0,2.1242565,"\int \frac{-27 x+123 x^2-30 x^3+\left(576-168 x+126 x^2-30 x^3+(120-30 x) \log (4-x)\right) \log \left(\frac{1}{5} \left(24-x+5 x^2+5 \log (4-x)\right)\right)}{\left(-96 x^3+28 x^4-21 x^5+5 x^6+\left(-20 x^3+5 x^4\right) \log (4-x)\right) \log ^2\left(\frac{1}{5} \left(24-x+5 x^2+5 \log (4-x)\right)\right)} \, dx","Int[(-27*x + 123*x^2 - 30*x^3 + (576 - 168*x + 126*x^2 - 30*x^3 + (120 - 30*x)*Log[4 - x])*Log[(24 - x + 5*x^2 + 5*Log[4 - x])/5])/((-96*x^3 + 28*x^4 - 21*x^5 + 5*x^6 + (-20*x^3 + 5*x^4)*Log[4 - x])*Log[(24 - x + 5*x^2 + 5*Log[4 - x])/5]^2),x]","\int \frac{-27 x+123 x^2-30 x^3+\left(576-168 x+126 x^2-30 x^3+(120-30 x) \log (4-x)\right) \log \left(\frac{1}{5} \left(24-x+5 x^2+5 \log (4-x)\right)\right)}{\left(-96 x^3+28 x^4-21 x^5+5 x^6+\left(-20 x^3+5 x^4\right) \log (4-x)\right) \log ^2\left(\frac{1}{5} \left(24-x+5 x^2+5 \log (4-x)\right)\right)} \, dx","\frac{3}{x^2 \log \left(x^2-\frac{x}{5}+\log (4-x)+\frac{24}{5}\right)}",1,"(-15*Defer[Int][1/((-4 + x)*(24 - x + 5*x^2 + 5*Log[4 - x])*Log[24/5 - x/5 + x^2 + Log[4 - x]]^2), x])/16 + (27*Defer[Int][1/(x^2*(24 - x + 5*x^2 + 5*Log[4 - x])*Log[24/5 - x/5 + x^2 + Log[4 - x]]^2), x])/4 - (465*Defer[Int][1/(x*(24 - x + 5*x^2 + 5*Log[4 - x])*Log[24/5 - x/5 + x^2 + Log[4 - x]]^2), x])/16 - 6*Defer[Int][1/(x^3*Log[24/5 - x/5 + x^2 + Log[4 - x]]), x]","F",0,0,0,0,-1,"{}"
8322,1,291,0,0.635014,"\int \frac{262144+x^5-2 x^6+e^{12 x+10 x^4} \left(458752-1376256 x-4587520 x^4\right)+e^{18 x+15 x^4} \left(229376-1032192 x-3440640 x^4\right)+e^{6 x+5 x^4} \left(524288-786432 x-2621440 x^4\right)+e^{24 x+20 x^4} \left(71680-430080 x-1433600 x^4\right)+e^{30 x+25 x^4} \left(14336-107520 x-358400 x^4\right)+e^{36 x+30 x^4} \left(1792-16128 x-53760 x^4\right)+e^{42 x+35 x^4} \left(128-1344 x-4480 x^4\right)+e^{48 x+40 x^4} \left(4-48 x-160 x^4\right)}{x^5} \, dx","Int[(262144 + x^5 - 2*x^6 + E^(12*x + 10*x^4)*(458752 - 1376256*x - 4587520*x^4) + E^(18*x + 15*x^4)*(229376 - 1032192*x - 3440640*x^4) + E^(6*x + 5*x^4)*(524288 - 786432*x - 2621440*x^4) + E^(24*x + 20*x^4)*(71680 - 430080*x - 1433600*x^4) + E^(30*x + 25*x^4)*(14336 - 107520*x - 358400*x^4) + E^(36*x + 30*x^4)*(1792 - 16128*x - 53760*x^4) + E^(42*x + 35*x^4)*(128 - 1344*x - 4480*x^4) + E^(48*x + 40*x^4)*(4 - 48*x - 160*x^4))/x^5,x]","-\frac{65536}{x^4}-x^2-\frac{114688 e^{2 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{57344 e^{3 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{17920 e^{4 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{3584 e^{5 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{448 e^{6 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{32 e^{7 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{e^{8 x \left(5 x^3+6\right)} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}-\frac{131072 e^{5 x^4+6 x} \left(10 x^4+3 x\right)}{\left(10 x^3+3\right) x^5}+x","-\frac{\left(e^{5 \left(x^4+x\right)+x}+4\right)^8}{x^4}-x^2+x+5",1,"-65536/x^4 + x - x^2 - (114688*E^(2*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (57344*E^(3*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (17920*E^(4*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (3584*E^(5*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (448*E^(6*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (32*E^(7*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (E^(8*x*(6 + 5*x^3))*(3*x + 10*x^4))/(x^5*(3 + 10*x^3)) - (131072*E^(6*x + 5*x^4)*(3*x + 10*x^4))/(x^5*(3 + 10*x^3))","B",12,2,190,0.01053,1,"{14, 2288}"
8323,1,11,0,0.0024364,"\int \frac{16}{1+64 x+1024 x^2} \, dx","Int[16/(1 + 64*x + 1024*x^2),x]","-\frac{1}{2 (32 x+1)}","\frac{x^2}{2 x^2+\frac{x}{16}}+\log (\log (4))",1,"-1/2*1/(1 + 32*x)","A",3,3,14,0.2143,1,"{12, 27, 32}"
8324,-1,0,0,180.0003563,"\int \frac{1}{3} \exp \left(-4+\frac{e^{33 x} x^2+8 e^{29 x} x^2 \log (x)+28 e^{25 x} x^2 \log ^2(x)+56 e^{21 x} x^2 \log ^3(x)+70 e^{17 x} x^2 \log ^4(x)+56 e^{13 x} x^2 \log ^5(x)+28 e^{9 x} x^2 \log ^6(x)+8 e^{5 x} x^2 \log ^7(x)+e^x x^2 \log ^8(x)}{3 e^4}\right) \left(8 e^{29 x} x+e^{33 x} \left(2 x+33 x^2\right)+\left(56 e^{25 x} x+e^{29 x} \left(16 x+232 x^2\right)\right) \log (x)+\left(168 e^{21 x} x+e^{25 x} \left(56 x+700 x^2\right)\right) \log ^2(x)+\left(280 e^{17 x} x+e^{21 x} \left(112 x+1176 x^2\right)\right) \log ^3(x)+\left(280 e^{13 x} x+e^{17 x} \left(140 x+1190 x^2\right)\right) \log ^4(x)+\left(168 e^{9 x} x+e^{13 x} \left(112 x+728 x^2\right)\right) \log ^5(x)+\left(56 e^{5 x} x+e^{9 x} \left(56 x+252 x^2\right)\right) \log ^6(x)+\left(8 e^x x+e^{5 x} \left(16 x+40 x^2\right)\right) \log ^7(x)+e^x \left(2 x+x^2\right) \log ^8(x)\right) \, dx","Int[(E^(-4 + (E^(33*x)*x^2 + 8*E^(29*x)*x^2*Log[x] + 28*E^(25*x)*x^2*Log[x]^2 + 56*E^(21*x)*x^2*Log[x]^3 + 70*E^(17*x)*x^2*Log[x]^4 + 56*E^(13*x)*x^2*Log[x]^5 + 28*E^(9*x)*x^2*Log[x]^6 + 8*E^(5*x)*x^2*Log[x]^7 + E^x*x^2*Log[x]^8)/(3*E^4))*(8*E^(29*x)*x + E^(33*x)*(2*x + 33*x^2) + (56*E^(25*x)*x + E^(29*x)*(16*x + 232*x^2))*Log[x] + (168*E^(21*x)*x + E^(25*x)*(56*x + 700*x^2))*Log[x]^2 + (280*E^(17*x)*x + E^(21*x)*(112*x + 1176*x^2))*Log[x]^3 + (280*E^(13*x)*x + E^(17*x)*(140*x + 1190*x^2))*Log[x]^4 + (168*E^(9*x)*x + E^(13*x)*(112*x + 728*x^2))*Log[x]^5 + (56*E^(5*x)*x + E^(9*x)*(56*x + 252*x^2))*Log[x]^6 + (8*E^x*x + E^(5*x)*(16*x + 40*x^2))*Log[x]^7 + E^x*(2*x + x^2)*Log[x]^8))/3,x]","\text{\$Aborted}","e^{\frac{1}{3} e^{x-4} x^2 \left(e^{4 x}+\log (x)\right)^8}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8325,1,97,0,1.1692624,"\int \frac{\left(600-160 x-136 x^2-16 x^3\right) \log ^2(2 x)+e^{\frac{x}{(40+8 x) \log (2 x)}} \left(-5 x-x^2+5 x \log (2 x)+\left(200+80 x+8 x^2\right) \log ^2(2 x)\right)}{\left(200+80 x+8 x^2\right) \log ^2(2 x)} \, dx","Int[((600 - 160*x - 136*x^2 - 16*x^3)*Log[2*x]^2 + E^(x/((40 + 8*x)*Log[2*x]))*(-5*x - x^2 + 5*x*Log[2*x] + (200 + 80*x + 8*x^2)*Log[2*x]^2))/((200 + 80*x + 8*x^2)*Log[2*x]^2),x]","\frac{e^{\frac{x}{8 (x+5) \log (2 x)}} \left(x^2+5 x-5 x \log (2 x)\right)}{(x+5)^2 \left(\frac{1}{(x+5) \log ^2(2 x)}+\frac{x}{(x+5)^2 \log (2 x)}-\frac{1}{(x+5) \log (2 x)}\right) \log ^2(2 x)}-\frac{1}{4} (3-2 x)^2","x \left(-x+e^{\frac{x}{8 (x+5) \log (2 x)}}+3\right)",1,"-1/4*(3 - 2*x)^2 + (E^(x/(8*(5 + x)*Log[2*x]))*(5*x + x^2 - 5*x*Log[2*x]))/((5 + x)^2*(1/((5 + x)*Log[2*x]^2) + x/((5 + x)^2*Log[2*x]) - 1/((5 + x)*Log[2*x]))*Log[2*x]^2)","B",5,4,93,0.04301,1,"{27, 12, 6742, 2288}"
8326,1,17,0,0.0148904,"\int \frac{2+e^4 \left(-2 e^2+2 x\right)}{e^4 \left(e^2-x\right)} \, dx","Int[(2 + E^4*(-2*E^2 + 2*x))/(E^4*(E^2 - x)),x]","-2 x-\frac{2 \log \left(e^2-x\right)}{e^4}","2 (5-x)-\frac{\log \left(2 \left(e^2-x\right)^2\right)}{e^4}-\log (4)",1,"-2*x - (2*Log[E^2 - x])/E^4","A",4,3,28,0.1071,1,"{12, 186, 43}"
8327,1,18,0,0.1066109,"\int \frac{e^{-e^{\frac{3}{5+x}}} \left(1500 x+600 x^2+90 e^{\frac{3}{5+x}} x^2+60 x^3\right)}{25+10 x+x^2} \, dx","Int[(1500*x + 600*x^2 + 90*E^(3/(5 + x))*x^2 + 60*x^3)/(E^E^(3/(5 + x))*(25 + 10*x + x^2)),x]","30 e^{-e^{\frac{3}{x+5}}} x^2","10 \left(3 e^{-e^{\frac{3}{x+5}}} x^2-4\right)",1,"(30*x^2)/E^E^(3/(5 + x))","A",2,2,52,0.03846,1,"{27, 2288}"
8328,1,72,0,4.8426605,"\int \frac{2 e^{2 x} \log ^2(x)+4 e^x \log ^4(x)+2 \log ^6(x)+e^{\frac{3 x+15 \log (x)}{\log (x)}} \left(-3 e^x x^2+3 e^x x^2 \log (x)+\left(-3 x^2+e^x \left(2 x-x^2\right)\right) \log ^2(x)+\left(-2 x+3 x^2\right) \log ^3(x)+2 x \log ^4(x)\right)}{2 e^{2 x} \log ^2(x)+4 e^x \log ^4(x)+2 \log ^6(x)} \, dx","Int[(2*E^(2*x)*Log[x]^2 + 4*E^x*Log[x]^4 + 2*Log[x]^6 + E^((3*x + 15*Log[x])/Log[x])*(-3*E^x*x^2 + 3*E^x*x^2*Log[x] + (-3*x^2 + E^x*(2*x - x^2))*Log[x]^2 + (-2*x + 3*x^2)*Log[x]^3 + 2*x*Log[x]^4))/(2*E^(2*x)*Log[x]^2 + 4*E^x*Log[x]^4 + 2*Log[x]^6),x]","x+\frac{x e^{\frac{3 x}{\log (x)}+15} \left(e^x x-x \log ^3(x)+x \log ^2(x)-e^x x \log (x)\right)}{2 \left(\frac{1}{\log ^2(x)}-\frac{1}{\log (x)}\right) \log ^2(x) \left(e^x+\log ^2(x)\right)^2}","\frac{x^2 e^{3 \left(\frac{x}{\log (x)}+5\right)}}{2 \left(e^x+\log ^2(x)\right)}+x",1,"x + (E^(15 + (3*x)/Log[x])*x*(E^x*x - E^x*x*Log[x] + x*Log[x]^2 - x*Log[x]^3))/(2*(Log[x]^(-2) - Log[x]^(-1))*Log[x]^2*(E^x + Log[x]^2)^2)","B",5,4,137,0.02920,1,"{6741, 12, 6742, 2288}"
8329,1,30,0,0.4755204,"\int \frac{-6+84 x+12 x^2+(588+84 x) \log (x)+\left(x^2+2 x^3+\left(-1+12 x+28 x^2\right) \log (x)+(49+98 x) \log ^2(x)\right) \log ^2\left(-x^2+(1-14 x) \log (x)-49 \log ^2(x)\right)}{\left(x^3+\left(-x+14 x^2\right) \log (x)+49 x \log ^2(x)\right) \log ^2\left(-x^2+(1-14 x) \log (x)-49 \log ^2(x)\right)} \, dx","Int[(-6 + 84*x + 12*x^2 + (588 + 84*x)*Log[x] + (x^2 + 2*x^3 + (-1 + 12*x + 28*x^2)*Log[x] + (49 + 98*x)*Log[x]^2)*Log[-x^2 + (1 - 14*x)*Log[x] - 49*Log[x]^2]^2)/((x^3 + (-x + 14*x^2)*Log[x] + 49*x*Log[x]^2)*Log[-x^2 + (1 - 14*x)*Log[x] - 49*Log[x]^2]^2),x]","-\frac{6}{\log \left(-x^2-49 \log ^2(x)-14 x \log (x)+\log (x)\right)}+2 x+\log (x)","2 x+\log (x)-\frac{6}{\log \left(\log (x)-(x+7 \log (x))^2\right)}+2",1,"2*x + Log[x] - 6/Log[-x^2 + Log[x] - 14*x*Log[x] - 49*Log[x]^2]","A",5,3,123,0.02439,1,"{6742, 43, 6686}"
8330,1,38,0,0.1418131,"\int \frac{2552-8633 x+11437 x^2-9906 x^3+5150 x^4-1033 x^5+x^6}{677-4010 x+9103 x^2-9876 x^3+5135 x^4-1030 x^5+x^6} \, dx","Int[(2552 - 8633*x + 11437*x^2 - 9906*x^3 + 5150*x^4 - 1033*x^5 + x^6)/(677 - 4010*x + 9103*x^2 - 9876*x^3 + 5135*x^4 - 1030*x^5 + x^6),x]","-3 \log \left(-x^5+1029 x^4-4106 x^3+5770 x^2-3333 x+677\right)+x+12 \log (1-x)","x-3 \left(\log \left(-4 \left(16-\frac{3}{(1-x)^2}\right)^2+x-1\right)-\log (2)\right)",1,"x + 12*Log[1 - x] - 3*Log[677 - 3333*x + 5770*x^2 - 4106*x^3 + 1029*x^4 - x^5]","A",3,2,59,0.03390,1,"{2074, 1587}"
8331,1,100,0,0.1848838,"\int \frac{4 e^4+e^{e^{16+32 e^x+24 e^{2 x}+8 e^{3 x}+e^{4 x}+x}} \left(1+e^{16+32 e^x+24 e^{2 x}+8 e^{3 x}+e^{4 x}+x} \left(x+32 e^x x+48 e^{2 x} x+24 e^{3 x} x+4 e^{4 x} x\right)\right)}{e^4} \, dx","Int[(4*E^4 + E^E^(16 + 32*E^x + 24*E^(2*x) + 8*E^(3*x) + E^(4*x) + x)*(1 + E^(16 + 32*E^x + 24*E^(2*x) + 8*E^(3*x) + E^(4*x) + x)*(x + 32*E^x*x + 48*E^(2*x)*x + 24*E^(3*x)*x + 4*E^(4*x)*x)))/E^4,x]","\frac{\left(32 e^x x+48 e^{2 x} x+24 e^{3 x} x+4 e^{4 x} x+x\right) \exp \left(e^{x+32 e^x+24 e^{2 x}+8 e^{3 x}+e^{4 x}+16}-4\right)}{32 e^x+48 e^{2 x}+24 e^{3 x}+4 e^{4 x}+1}+4 x","e^{e^{\left(e^x+2\right)^4+x}-4} x+4 x+13",1,"4*x + (E^(-4 + E^(16 + 32*E^x + 24*E^(2*x) + 8*E^(3*x) + E^(4*x) + x))*(x + 32*E^x*x + 48*E^(2*x)*x + 24*E^(3*x)*x + 4*E^(4*x)*x))/(1 + 32*E^x + 48*E^(2*x) + 24*E^(3*x) + 4*E^(4*x))","B",3,2,106,0.01887,1,"{12, 2288}"
8332,1,23,0,0.0816996,"\int \frac{60-50 x+(-10+10 x) \log (-1+x)}{-4+8 x-5 x^2+x^3} \, dx","Int[(60 - 50*x + (-10 + 10*x)*Log[-1 + x])/(-4 + 8*x - 5*x^2 + x^3),x]","\frac{10 \log (x-1)}{2-x}-\frac{40}{2-x}","\frac{10 (2 x-\log (x-1))}{x-2}+2",1,"-40/(2 - x) + (10*Log[-1 + x])/(2 - x)","A",8,5,31,0.1613,1,"{6742, 77, 2395, 36, 31}"
8333,0,0,0,13.1374971,"\int \frac{\left(-20+104 x-40 x^2+4 x^3+\left(100 x-40 x^2+4 x^3\right) \log (4)-20 \log (x)\right) \log \left(\frac{5-x+5 x^2-x^3+\left(5 x^2-x^3\right) \log (4)-2 x \log (x)}{-25+5 x}\right)}{25-10 x+26 x^2-10 x^3+x^4+\left(25 x^2-10 x^3+x^4\right) \log (4)+\left(-10 x+2 x^2\right) \log (x)} \, dx","Int[((-20 + 104*x - 40*x^2 + 4*x^3 + (100*x - 40*x^2 + 4*x^3)*Log[4] - 20*Log[x])*Log[(5 - x + 5*x^2 - x^3 + (5*x^2 - x^3)*Log[4] - 2*x*Log[x])/(-25 + 5*x)])/(25 - 10*x + 26*x^2 - 10*x^3 + x^4 + (25*x^2 - 10*x^3 + x^4)*Log[4] + (-10*x + 2*x^2)*Log[x]),x]","\int \frac{\left(-20+104 x-40 x^2+4 x^3+\left(100 x-40 x^2+4 x^3\right) \log (4)-20 \log (x)\right) \log \left(\frac{5-x+5 x^2-x^3+\left(5 x^2-x^3\right) \log (4)-2 x \log (x)}{-25+5 x}\right)}{25-10 x+26 x^2-10 x^3+x^4+\left(25 x^2-10 x^3+x^4\right) \log (4)+\left(-10 x+2 x^2\right) \log (x)} \, dx","\log ^2\left(\frac{1}{5} \left(-x^2+x^2 (-\log (4))+\frac{2 x \log (x)}{5-x}-1\right)\right)",1,"20*Defer[Int][Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5]/((-5 + x)*(5 - x + 5*x^2*(1 + Log[4]) - x^3*(1 + Log[4]) - 2*x*Log[x])), x] + 20*Defer[Int][(Log[x]*Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5])/((-5 + x)*(5 - x + 5*x^2*(1 + Log[4]) - x^3*(1 + Log[4]) - 2*x*Log[x])), x] - 100*(1 + Log[4])*Defer[Int][Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5]/(-5 + x - 5*x^2*(1 + Log[4]) + x^3*(1 + Log[4]) + 2*x*Log[x]), x] + 4*(26 + 25*Log[4])*Defer[Int][Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5]/(-5 + x - 5*x^2*(1 + Log[4]) + x^3*(1 + Log[4]) + 2*x*Log[x]), x] - 20*(1 + Log[4])*Defer[Int][(x*Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5])/(-5 + x - 5*x^2*(1 + Log[4]) + x^3*(1 + Log[4]) + 2*x*Log[x]), x] + 4*(1 + Log[4])*Defer[Int][(x^2*Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5])/(-5 + x - 5*x^2*(1 + Log[4]) + x^3*(1 + Log[4]) + 2*x*Log[x]), x] - 500*(1 + Log[4])*Defer[Int][Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5]/((-5 + x)*((-5 + x)*(1 + x^2*(1 + Log[4])) + 2*x*Log[x])), x] + 20*(26 + 25*Log[4])*Defer[Int][Log[(-1 - x^2*(1 + Log[4]) - (2*x*Log[x])/(-5 + x))/5]/((-5 + x)*((-5 + x)*(1 + x^2*(1 + Log[4])) + 2*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
8334,1,26,0,0.5665606,"\int \frac{e^{-x^2} \left(-22 e^{x^2}+22 e^{x^2} \log (x)+x^x \left(2+\left(-2-2 x+4 x^2\right) \log (x)-2 x \log ^2(x)\right)\right)}{\log ^2(x)} \, dx","Int[(-22*E^x^2 + 22*E^x^2*Log[x] + x^x*(2 + (-2 - 2*x + 4*x^2)*Log[x] - 2*x*Log[x]^2))/(E^x^2*Log[x]^2),x]","\frac{22 x}{\log (x)}-\frac{2 e^{-x^2} x^{x+1}}{\log (x)}","\frac{2 x \left(11-e^{-x^2} x^x\right)}{\log (x)}",1,"(22*x)/Log[x] - (2*x^(1 + x))/(E^x^2*Log[x])","A",9,6,55,0.1091,1,"{6688, 6742, 2360, 2297, 2298, 2288}"
8335,0,0,0,8.1131749,"\int \frac{\left(392-232 x-368 x^2+240 x^3+74 x^4-60 x^5+6 x^6\right) \log \left(\frac{-8-392 x+120 x^2+188 x^3-60 x^4+4 x^5}{-2+x^2}\right)}{4+196 x-62 x^2-192 x^3+60 x^4+45 x^5-15 x^6+x^7} \, dx","Int[((392 - 232*x - 368*x^2 + 240*x^3 + 74*x^4 - 60*x^5 + 6*x^6)*Log[(-8 - 392*x + 120*x^2 + 188*x^3 - 60*x^4 + 4*x^5)/(-2 + x^2)])/(4 + 196*x - 62*x^2 - 192*x^3 + 60*x^4 + 45*x^5 - 15*x^6 + x^7),x]","\int \frac{\left(392-232 x-368 x^2+240 x^3+74 x^4-60 x^5+6 x^6\right) \log \left(\frac{-8-392 x+120 x^2+188 x^3-60 x^4+4 x^5}{-2+x^2}\right)}{4+196 x-62 x^2-192 x^3+60 x^4+45 x^5-15 x^6+x^7} \, dx","\log ^2\left(4 x \left(\frac{2}{2 x-x^3}+(7-x)^2-x\right)\right)",1,"-Log[Sqrt[2] - x]^2 - 2*Log[(Sqrt[2] - x)/(2*Sqrt[2])]*Log[Sqrt[2] + x] - Log[Sqrt[2] + x]^2 - 2*Log[Sqrt[2] - x]*Log[(Sqrt[2] + x)/(2*Sqrt[2])] - 2*Log[Sqrt[2] - x]*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)] - 2*Log[Sqrt[2] + x]*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)] - 2*PolyLog[2, (Sqrt[2] - x)/(2*Sqrt[2])] - 2*PolyLog[2, (Sqrt[2] + x)/(2*Sqrt[2])] - 196*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)]*Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x] + 120*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)]*Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 282*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)]*Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 120*Log[(4*(2 + 98*x - 30*x^2 - 47*x^3 + 15*x^4 - x^5))/(2 - x^2)]*Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 196*Defer[Int][Log[Sqrt[2] - x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 120*Defer[Int][(x*Log[Sqrt[2] - x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 282*Defer[Int][(x^2*Log[Sqrt[2] - x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 120*Defer[Int][(x^3*Log[Sqrt[2] - x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 10*Defer[Int][(x^4*Log[Sqrt[2] - x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 196*Defer[Int][Log[Sqrt[2] + x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 120*Defer[Int][(x*Log[Sqrt[2] + x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 282*Defer[Int][(x^2*Log[Sqrt[2] + x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 120*Defer[Int][(x^3*Log[Sqrt[2] + x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 10*Defer[Int][(x^4*Log[Sqrt[2] + x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 10*Defer[Int][(x^4*Log[(4*(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5))/(-2 + x^2)])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 196*Defer[Int][Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x]/(Sqrt[2] - x), x] - 196*Defer[Int][Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x]/(Sqrt[2] + x), x] - 19208*Defer[Int][Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 11760*Defer[Int][(x*Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 27636*Defer[Int][(x^2*Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 11760*Defer[Int][(x^3*Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 980*Defer[Int][(x^4*Defer[Int][(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5)^(-1), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 120*Defer[Int][Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] - x), x] + 120*Defer[Int][Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] + x), x] + 11760*Defer[Int][Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 7200*Defer[Int][(x*Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 16920*Defer[Int][(x^2*Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 7200*Defer[Int][(x^3*Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 600*Defer[Int][(x^4*Defer[Int][x/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 282*Defer[Int][Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] - x), x] + 282*Defer[Int][Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] + x), x] + 27636*Defer[Int][Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 16920*Defer[Int][(x*Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 39762*Defer[Int][(x^2*Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 16920*Defer[Int][(x^3*Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 1410*Defer[Int][(x^4*Defer[Int][x^2/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 120*Defer[Int][Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] - x), x] - 120*Defer[Int][Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(Sqrt[2] + x), x] - 11760*Defer[Int][Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 7200*Defer[Int][(x*Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 16920*Defer[Int][(x^2*Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] - 7200*Defer[Int][(x^3*Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x] + 600*Defer[Int][(x^4*Defer[Int][x^3/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x])/(-2 - 98*x + 30*x^2 + 47*x^3 - 15*x^4 + x^5), x]","F",0,0,0,0,-1,"{}"
8336,1,29,0,4.8047582,"\int \frac{-19 x-12 x^2+e^2 (15+10 x)+\left(-10 e^2+12 x\right) \log ^2(5)+\left(-3 x-2 x^2+e^2 (3+2 x)+\left(-2 e^2+2 x\right) \log ^2(5)\right) \log \left(-e^2+x\right)+\left(2+x-\log ^2(5)\right) \log \left(2+x-\log ^2(5)\right)}{-20 x^2-10 x^3+e^2 \left(20 x+10 x^2\right)+\left(-10 e^2 x+10 x^2\right) \log ^2(5)+\left(e^2 (-10-5 x)+10 x+5 x^2+\left(5 e^2-5 x\right) \log ^2(5)\right) \log \left(2+x-\log ^2(5)\right)+\log \left(-e^2+x\right) \left(-4 x^2-2 x^3+e^2 \left(4 x+2 x^2\right)+\left(-2 e^2 x+2 x^2\right) \log ^2(5)+\left(e^2 (-2-x)+2 x+x^2+\left(e^2-x\right) \log ^2(5)\right) \log \left(2+x-\log ^2(5)\right)\right)} \, dx","Int[(-19*x - 12*x^2 + E^2*(15 + 10*x) + (-10*E^2 + 12*x)*Log[5]^2 + (-3*x - 2*x^2 + E^2*(3 + 2*x) + (-2*E^2 + 2*x)*Log[5]^2)*Log[-E^2 + x] + (2 + x - Log[5]^2)*Log[2 + x - Log[5]^2])/(-20*x^2 - 10*x^3 + E^2*(20*x + 10*x^2) + (-10*E^2*x + 10*x^2)*Log[5]^2 + (E^2*(-10 - 5*x) + 10*x + 5*x^2 + (5*E^2 - 5*x)*Log[5]^2)*Log[2 + x - Log[5]^2] + Log[-E^2 + x]*(-4*x^2 - 2*x^3 + E^2*(4*x + 2*x^2) + (-2*E^2*x + 2*x^2)*Log[5]^2 + (E^2*(-2 - x) + 2*x + x^2 + (E^2 - x)*Log[5]^2)*Log[2 + x - Log[5]^2])),x]","\log \left(2 x-\log \left(x+2-\log ^2(5)\right)\right)+\log \left(\log \left(x-e^2\right)+5\right)","\log \left(\left(\log \left(x-e^2\right)+5\right) \left(\frac{1}{2} \log \left(x+2-\log ^2(5)\right)-x\right)\right)",1,"Log[5 + Log[-E^2 + x]] + Log[2*x - Log[2 + x - Log[5]^2]]","A",7,6,269,0.02230,1,"{6688, 6742, 2390, 2302, 29, 6684}"
8337,1,134,0,0.3283823,"\int \frac{e^3 (14-2 x)+14 x-2 x^2+\left(-7 x+2 x^2+2 x^3\right) \log \left(\frac{-7+2 x+2 x^2}{20 x^2}\right)}{-7 x+2 x^2+2 x^3} \, dx","Int[(E^3*(14 - 2*x) + 14*x - 2*x^2 + (-7*x + 2*x^2 + 2*x^3)*Log[(-7 + 2*x + 2*x^2)/(20*x^2)])/(-7*x + 2*x^2 + 2*x^3),x]","x \log \left(-\frac{-2 x^2-2 x+7}{20 x^2}\right)-2 e^3 \log (x)-\frac{1}{2} \left(1-\sqrt{15}-2 e^3\right) \log \left(2 x-\sqrt{15}+1\right)+\frac{1}{2} \left(1-\sqrt{15}\right) \log \left(2 x-\sqrt{15}+1\right)-\frac{1}{2} \left(1+\sqrt{15}-2 e^3\right) \log \left(2 x+\sqrt{15}+1\right)+\frac{1}{2} \left(1+\sqrt{15}\right) \log \left(2 x+\sqrt{15}+1\right)","\left(x+e^3\right) \log \left(\frac{x^2+x-\frac{7}{2}}{10 x^2}\right)",1,"-2*E^3*Log[x] + ((1 - Sqrt[15])*Log[1 - Sqrt[15] + 2*x])/2 - ((1 - Sqrt[15] - 2*E^3)*Log[1 - Sqrt[15] + 2*x])/2 + ((1 + Sqrt[15])*Log[1 + Sqrt[15] + 2*x])/2 - ((1 + Sqrt[15] - 2*E^3)*Log[1 + Sqrt[15] + 2*x])/2 + x*Log[-1/20*(7 - 2*x - 2*x^2)/x^2]","B",13,7,68,0.1029,1,"{1594, 6688, 1628, 632, 31, 2523, 12}"
8338,1,12,0,0.0023181,"\int \frac{1}{-2+e^3} \, dx","Int[(-2 + E^3)^(-1),x]","-\frac{x}{2-e^3}","\frac{x}{e^3-2}",1,"-(x/(2 - E^3))","A",1,1,7,0.1429,1,"{8}"
8339,1,14,0,0.0038467,"\int (-1-2 x+5 \log (x)) \, dx","Int[-1 - 2*x + 5*Log[x],x]","-x^2-6 x+5 x \log (x)","x (-x+5 (\log (x)-1)-1)-5",1,"-6*x - x^2 + 5*x*Log[x]","A",2,1,9,0.1111,1,"{2295}"
8340,0,0,0,4.2419678,"\int \frac{-1125000-757500 x-191250 x^2-21250 x^3+e^{e^{x^2}} \left(-281250-93750 x+e^{x^2} \left(-562500 x^2-375000 x^3-62500 x^4\right)\right)}{9000000 x^3+140625 e^{3 e^{x^2}} x^3+4590000 x^4+780300 x^5+44217 x^6+e^{2 e^{x^2}} \left(1687500 x^3+286875 x^4\right)+e^{e^{x^2}} \left(6750000 x^3+2295000 x^4+195075 x^5\right)} \, dx","Int[(-1125000 - 757500*x - 191250*x^2 - 21250*x^3 + E^E^x^2*(-281250 - 93750*x + E^x^2*(-562500*x^2 - 375000*x^3 - 62500*x^4)))/(9000000*x^3 + 140625*E^(3*E^x^2)*x^3 + 4590000*x^4 + 780300*x^5 + 44217*x^6 + E^(2*E^x^2)*(1687500*x^3 + 286875*x^4) + E^E^x^2*(6750000*x^3 + 2295000*x^4 + 195075*x^5)),x]","\int \frac{-1125000-757500 x-191250 x^2-21250 x^3+e^{e^{x^2}} \left(-281250-93750 x+e^{x^2} \left(-562500 x^2-375000 x^3-62500 x^4\right)\right)}{9000000 x^3+140625 e^{3 e^{x^2}} x^3+4590000 x^4+780300 x^5+44217 x^6+e^{2 e^{x^2}} \left(1687500 x^3+286875 x^4\right)+e^{e^{x^2}} \left(6750000 x^3+2295000 x^4+195075 x^5\right)} \, dx","\frac{(x+3)^2}{x^2 \left(3 \left(-e^{e^{x^2}}+x-4\right)-\frac{126 x}{25}\right)^2}",1,"(-21250*Defer[Int][(100 + 25*E^E^x^2 + 17*x)^(-3), x])/9 - (125000*Defer[Int][E^(E^x^2 + x^2)/(100 + 25*E^E^x^2 + 17*x)^3, x])/3 - 125000*Defer[Int][1/(x^3*(100 + 25*E^E^x^2 + 17*x)^3), x] - 31250*Defer[Int][E^E^x^2/(x^3*(100 + 25*E^E^x^2 + 17*x)^3), x] - (252500*Defer[Int][1/(x^2*(100 + 25*E^E^x^2 + 17*x)^3), x])/3 - (31250*Defer[Int][E^E^x^2/(x^2*(100 + 25*E^E^x^2 + 17*x)^3), x])/3 - 21250*Defer[Int][1/(x*(100 + 25*E^E^x^2 + 17*x)^3), x] - 62500*Defer[Int][E^(E^x^2 + x^2)/(x*(100 + 25*E^E^x^2 + 17*x)^3), x] - (62500*Defer[Int][(E^(E^x^2 + x^2)*x)/(100 + 25*E^E^x^2 + 17*x)^3, x])/9","F",0,0,0,0,-1,"{}"
8341,1,38,0,0.0495002,"\int \left(4+5 e^{-8+4 x}+2 x+e^{-8+4 x} (5+20 x) \log (x)\right) \, dx","Int[4 + 5*E^(-8 + 4*x) + 2*x + E^(-8 + 4*x)*(5 + 20*x)*Log[x],x]","x^2+4 x-\frac{5}{4} e^{4 x-8} \log (x)+\frac{5}{4} e^{4 x-8} (4 x+1) \log (x)","x-\left(x \left(-x-5 e^{4 x-8} \log (x)-3\right)\right)+2",1,"4*x + x^2 - (5*E^(-8 + 4*x)*Log[x])/4 + (5*E^(-8 + 4*x)*(1 + 4*x)*Log[x])/4","A",5,4,29,0.1379,1,"{2194, 2176, 2554, 12}"
8342,0,0,0,0.6627572,"\int \frac{1+34 x+3 x^2+x^3+e^{2 x} \left(66 x^2+68 x^3+4 x^4+2 x^5\right)+\left(x+e^{2 x} \left(2 x^2+2 x^3\right)\right) \log (x)}{33 x+x^2+x^3+x \log (x)} \, dx","Int[(1 + 34*x + 3*x^2 + x^3 + E^(2*x)*(66*x^2 + 68*x^3 + 4*x^4 + 2*x^5) + (x + E^(2*x)*(2*x^2 + 2*x^3))*Log[x])/(33*x + x^2 + x^3 + x*Log[x]),x]","\int \frac{1+34 x+3 x^2+x^3+e^{2 x} \left(66 x^2+68 x^3+4 x^4+2 x^5\right)+\left(x+e^{2 x} \left(2 x^2+2 x^3\right)\right) \log (x)}{33 x+x^2+x^3+x \log (x)} \, dx","e^{2 x} x^2+\log \left(x^2+x+\log (x)+33\right)+x",1,"x + E^(2*x)*x^2 + Defer[Int][(33 + x + x^2 + Log[x])^(-1), x] + Defer[Int][1/(x*(33 + x + x^2 + Log[x])), x] + 2*Defer[Int][x/(33 + x + x^2 + Log[x]), x]","F",0,0,0,0,-1,"{}"
8343,1,31,0,0.0226639,"\int \frac{e^{2 x} \left(-x^2-2 x^3\right)+\log (4)}{x^2} \, dx","Int[(E^(2*x)*(-x^2 - 2*x^3) + Log[4])/x^2,x]","-\frac{1}{2} e^{2 x} (2 x+1)+\frac{e^{2 x}}{2}-\frac{\log (4)}{x}","-e^{2 x} x-\frac{x+\log (4)}{x}+8",1,"E^(2*x)/2 - (E^(2*x)*(1 + 2*x))/2 - Log[4]/x","A",4,3,24,0.1250,1,"{14, 2176, 2194}"
8344,1,25,0,0.0403869,"\int \frac{32-128 x+128 x^2+e^4 \left(8+7 x-28 x^2+28 x^3\right)}{e^4 \left(8-32 x+32 x^2\right)} \, dx","Int[(32 - 128*x + 128*x^2 + E^4*(8 + 7*x - 28*x^2 + 28*x^3))/(E^4*(8 - 32*x + 32*x^2)),x]","\frac{7 x^2}{16}+\frac{4 x}{e^4}+\frac{1}{2 (1-2 x)}","x \left(x-\frac{1}{2 x-1}+\frac{4}{e^4}\right)-\frac{9 x^2}{16}",1,"1/(2*(1 - 2*x)) + (4*x)/E^4 + (7*x^2)/16","A",5,3,45,0.06667,1,"{12, 27, 1850}"
8345,0,0,0,0.6380014,"\int \frac{-100+100 x \log (x)+100 \log (x) \log \left(\frac{1}{3} e^{-x} \log (x)\right) \log \left(\log \left(\frac{1}{3} e^{-x} \log (x)\right)\right)}{\log (x) \log \left(\frac{1}{3} e^{-x} \log (x)\right) \log ^2\left(\log \left(\frac{1}{3} e^{-x} \log (x)\right)\right)} \, dx","Int[(-100 + 100*x*Log[x] + 100*Log[x]*Log[Log[x]/(3*E^x)]*Log[Log[Log[x]/(3*E^x)]])/(Log[x]*Log[Log[x]/(3*E^x)]*Log[Log[Log[x]/(3*E^x)]]^2),x]","\int \frac{-100+100 x \log (x)+100 \log (x) \log \left(\frac{1}{3} e^{-x} \log (x)\right) \log \left(\log \left(\frac{1}{3} e^{-x} \log (x)\right)\right)}{\log (x) \log \left(\frac{1}{3} e^{-x} \log (x)\right) \log ^2\left(\log \left(\frac{1}{3} e^{-x} \log (x)\right)\right)} \, dx","\frac{100 x}{\log \left(\log \left(\frac{1}{3} e^{-x} \log (x)\right)\right)}",1,"100*Defer[Int][x/(Log[Log[x]/(3*E^x)]*Log[Log[Log[x]/(3*E^x)]]^2), x] - 100*Defer[Int][1/(Log[x]*Log[Log[x]/(3*E^x)]*Log[Log[Log[x]/(3*E^x)]]^2), x] + 100*Defer[Int][Log[Log[Log[x]/(3*E^x)]]^(-1), x]","F",0,0,0,0,-1,"{}"
8346,-1,0,0,180.0018357,"\int \frac{-400 x^2+800 x^3-400 x^4+\left(800 x-1600 x^2+800 x^3\right) \log (-1+x)+\left(-400+800 x-400 x^2\right) \log ^2(-1+x)+\exp \left(\frac{-x+x^2-x^3+\left(-x+x^2\right) \log (-1+x)}{x-x^2+(-1+x) \log (-1+x)}\right) \left(200 x^2-400 x^4+200 x^5+\left(200 x-400 x^2+800 x^3-400 x^4\right) \log (-1+x)+\left(200 x-400 x^2+200 x^3\right) \log ^2(-1+x)\right)}{\exp \left(\frac{3 \left(-x+x^2-x^3+\left(-x+x^2\right) \log (-1+x)\right)}{x-x^2+(-1+x) \log (-1+x)}\right) \left(x^3-2 x^4+x^5+\left(-2 x^2+4 x^3-2 x^4\right) \log (-1+x)+\left(x-2 x^2+x^3\right) \log ^2(-1+x)\right)+\exp \left(\frac{2 \left(-x+x^2-x^3+\left(-x+x^2\right) \log (-1+x)\right)}{x-x^2+(-1+x) \log (-1+x)}\right) \left(-3 x^3+6 x^4-3 x^5+\left(6 x^2-12 x^3+6 x^4\right) \log (-1+x)+\left(-3 x+6 x^2-3 x^3\right) \log ^2(-1+x)\right) \log \left(x^2\right)+\exp \left(\frac{-x+x^2-x^3+\left(-x+x^2\right) \log (-1+x)}{x-x^2+(-1+x) \log (-1+x)}\right) \left(3 x^3-6 x^4+3 x^5+\left(-6 x^2+12 x^3-6 x^4\right) \log (-1+x)+\left(3 x-6 x^2+3 x^3\right) \log ^2(-1+x)\right) \log ^2\left(x^2\right)+\left(-x^3+2 x^4-x^5+\left(2 x^2-4 x^3+2 x^4\right) \log (-1+x)+\left(-x+2 x^2-x^3\right) \log ^2(-1+x)\right) \log ^3\left(x^2\right)} \, dx","Int[(-400*x^2 + 800*x^3 - 400*x^4 + (800*x - 1600*x^2 + 800*x^3)*Log[-1 + x] + (-400 + 800*x - 400*x^2)*Log[-1 + x]^2 + E^((-x + x^2 - x^3 + (-x + x^2)*Log[-1 + x])/(x - x^2 + (-1 + x)*Log[-1 + x]))*(200*x^2 - 400*x^4 + 200*x^5 + (200*x - 400*x^2 + 800*x^3 - 400*x^4)*Log[-1 + x] + (200*x - 400*x^2 + 200*x^3)*Log[-1 + x]^2))/(E^((3*(-x + x^2 - x^3 + (-x + x^2)*Log[-1 + x]))/(x - x^2 + (-1 + x)*Log[-1 + x]))*(x^3 - 2*x^4 + x^5 + (-2*x^2 + 4*x^3 - 2*x^4)*Log[-1 + x] + (x - 2*x^2 + x^3)*Log[-1 + x]^2) + E^((2*(-x + x^2 - x^3 + (-x + x^2)*Log[-1 + x]))/(x - x^2 + (-1 + x)*Log[-1 + x]))*(-3*x^3 + 6*x^4 - 3*x^5 + (6*x^2 - 12*x^3 + 6*x^4)*Log[-1 + x] + (-3*x + 6*x^2 - 3*x^3)*Log[-1 + x]^2)*Log[x^2] + E^((-x + x^2 - x^3 + (-x + x^2)*Log[-1 + x])/(x - x^2 + (-1 + x)*Log[-1 + x]))*(3*x^3 - 6*x^4 + 3*x^5 + (-6*x^2 + 12*x^3 - 6*x^4)*Log[-1 + x] + (3*x - 6*x^2 + 3*x^3)*Log[-1 + x]^2)*Log[x^2]^2 + (-x^3 + 2*x^4 - x^5 + (2*x^2 - 4*x^3 + 2*x^4)*Log[-1 + x] + (-x + 2*x^2 - x^3)*Log[-1 + x]^2)*Log[x^2]^3),x]","\text{\$Aborted}","1-\frac{100}{\left(\log \left(x^2\right)-e^{x+\frac{x}{(x-1) (x-\log (x-1))}}\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8347,1,57,0,0.1806966,"\int \frac{-9 e^6-162 x+81 x^2}{e^{12} x^2+81 x^4-54 x^5+9 x^6+e^6 \left(18 x^3-6 x^4\right)} \, dx","Int[(-9*E^6 - 162*x + 81*x^2)/(E^12*x^2 + 81*x^4 - 54*x^5 + 9*x^6 + E^6*(18*x^3 - 6*x^4)),x]","\frac{9}{e^6 x}-\frac{27 \left(3 \left(27+4 e^6\right)-\left(27+4 e^6\right) x\right)}{e^6 \left(27+4 e^6\right) \left(-3 x^2+9 x+e^6\right)}","\frac{9}{\left(\frac{e^6}{(x-3) x}-3\right) (x-3) x^2}",1,"9/(E^6*x) - (27*(3*(27 + 4*E^6) - (27 + 4*E^6)*x))/(E^6*(27 + 4*E^6)*(E^6 + 9*x - 3*x^2))","B",7,4,55,0.07273,1,"{2074, 638, 618, 206}"
8348,1,32,0,0.061879,"\int e^{\frac{50}{x}+2 x} \left(2400 x^6-384 x^7-96 x^8\right) \, dx","Int[E^(50/x + 2*x)*(2400*x^6 - 384*x^7 - 96*x^8),x]","\frac{48 e^{2 x+\frac{50}{x}} x^6 \left(25-x^2\right)}{1-\frac{25}{x^2}}","-48 e^{2 x+\frac{50}{x}} x^8-2",1,"(48*E^(50/x + 2*x)*x^6*(25 - x^2))/(1 - 25/x^2)","A",2,2,28,0.07143,1,"{1594, 2288}"
8349,1,20,0,0.0063573,"\int (-3-e-2 x-3 \log (x)) \, dx","Int[-3 - E - 2*x - 3*Log[x],x]","-x^2-(3+e) x+3 x-3 x \log (x)","x (-x-3 \log (x)-e)",1,"3*x - (3 + E)*x - x^2 - 3*x*Log[x]","A",2,1,12,0.08333,1,"{2295}"
8350,1,37,0,0.0074781,"\int \left(33+e^{18} (-8-4 x)-2 x+24 x^2+4 x^3+60 x^5-10 x^9\right) \, dx","Int[33 + E^18*(-8 - 4*x) - 2*x + 24*x^2 + 4*x^3 + 60*x^5 - 10*x^9,x]","-x^{10}+10 x^6+x^4+8 x^3-x^2+33 x-2 e^{18} (x+2)^2","-x^2 \left(5-x^4\right)^2+\left((x+2)^2-e^{18}\right)^2+x",1,"33*x - x^2 + 8*x^3 + x^4 + 10*x^6 - x^10 - 2*E^18*(2 + x)^2","A",1,0,34,0,1,"{}"
8351,1,7,0,0.0022907,"\int -8 e^{-2 x} \, dx","Int[-8/E^(2*x),x]","4 e^{-2 x}","4 e^{-2 x}+1",1,"4/E^(2*x)","A",2,2,7,0.2857,1,"{12, 2194}"
8352,1,41,0,0.0380071,"\int \frac{12 e^5-9 x^2+e^{-3+2 x} \left(-12 x^2-24 x^3\right)}{4 x^2} \, dx","Int[(12*E^5 - 9*x^2 + E^(-3 + 2*x)*(-12*x^2 - 24*x^3))/(4*x^2),x]","-\frac{9 x}{4}+\frac{3}{2} e^{2 x-3}-\frac{3}{2} e^{2 x-3} (2 x+1)-\frac{3 e^5}{x}","3 \left(-e^{2 x-3} x-\frac{3 x}{4}-\frac{e^5}{x}\right)+2",1,"(3*E^(-3 + 2*x))/2 - (3*E^5)/x - (9*x)/4 - (3*E^(-3 + 2*x)*(1 + 2*x))/2","A",7,4,37,0.1081,1,"{12, 14, 2176, 2194}"
8353,0,0,0,8.8518285,"\int \frac{e^{-5+x} \left(2+e^x\right) \left(80+14 x-16 x^2+2 x^3+e^x \left(80+14 x-16 x^2+2 x^3\right)\right)+\left(-92+40 x-4 x^2+e^x \left(-46+20 x-2 x^2\right)+e^{-5+x} \left(2+e^x\right) \left(46-20 x+2 x^2+e^x \left(23-10 x+x^2\right)\right)\right) \log \left(-2+e^{-5+x} \left(2+e^x\right)\right)}{-100+40 x-4 x^2+e^x \left(-50+20 x-2 x^2\right)+e^{-5+x} \left(2+e^x\right) \left(50-20 x+2 x^2+e^x \left(25-10 x+x^2\right)\right)} \, dx","Int[(E^(-5 + x)*(2 + E^x)*(80 + 14*x - 16*x^2 + 2*x^3 + E^x*(80 + 14*x - 16*x^2 + 2*x^3)) + (-92 + 40*x - 4*x^2 + E^x*(-46 + 20*x - 2*x^2) + E^(-5 + x)*(2 + E^x)*(46 - 20*x + 2*x^2 + E^x*(23 - 10*x + x^2)))*Log[-2 + E^(-5 + x)*(2 + E^x)])/(-100 + 40*x - 4*x^2 + E^x*(-50 + 20*x - 2*x^2) + E^(-5 + x)*(2 + E^x)*(50 - 20*x + 2*x^2 + E^x*(25 - 10*x + x^2))),x]","\int \frac{e^{-5+x} \left(2+e^x\right) \left(80+14 x-16 x^2+2 x^3+e^x \left(80+14 x-16 x^2+2 x^3\right)\right)+\left(-92+40 x-4 x^2+e^x \left(-46+20 x-2 x^2\right)+e^{-5+x} \left(2+e^x\right) \left(46-20 x+2 x^2+e^x \left(23-10 x+x^2\right)\right)\right) \log \left(-2+e^{-5+x} \left(2+e^x\right)\right)}{-100+40 x-4 x^2+e^x \left(-50+20 x-2 x^2\right)+e^{-5+x} \left(2+e^x\right) \left(50-20 x+2 x^2+e^x \left(25-10 x+x^2\right)\right)} \, dx","\left(x+\frac{2}{x-5}+2\right) \log \left(e^{x-5} \left(e^x+2\right)-2\right)",1,"2*Log[2*E^5 - 2*E^x - E^(2*x)] - (2*Log[-2 + E^(-5 + x)*(2 + E^x)])/(5 - x) + x*Log[-2 + E^(-5 + x)*(2 + E^x)] + x*Log[1 + E^x/(1 - Sqrt[1 + 2*E^5])] - (x*Log[1 + E^x/(1 - Sqrt[1 + 2*E^5])])/Sqrt[1 + 2*E^5] + x*Log[1 + E^x/(1 + Sqrt[1 + 2*E^5])] + (x*Log[1 + E^x/(1 + Sqrt[1 + 2*E^5])])/Sqrt[1 + 2*E^5] + 4*Log[5 - x] + PolyLog[2, -(E^x/(1 - Sqrt[1 + 2*E^5]))] - PolyLog[2, -(E^x/(1 - Sqrt[1 + 2*E^5]))]/Sqrt[1 + 2*E^5] + PolyLog[2, -(E^x/(1 + Sqrt[1 + 2*E^5]))] + PolyLog[2, -(E^x/(1 + Sqrt[1 + 2*E^5]))]/Sqrt[1 + 2*E^5] - 8*E^5*Defer[Int][1/((2*E^5 - 2*E^x - E^(2*x))*(-5 + x)), x] - 8*Defer[Int][E^x/((-2*E^5 + 2*E^x + E^(2*x))*(-5 + x)), x] - 4*Defer[Int][E^(2*x)/((-2*E^5 + 2*E^x + E^(2*x))*(-5 + x)), x] - 2*Defer[Int][(E^(2*x)*x)/(-2*E^5 + 2*E^x + E^(2*x)), x]","F",0,0,0,0,-1,"{}"
8354,0,0,0,23.265961,"\int \frac{e^{2 x} (9-5 x)+e^x \left(54-84 x+30 x^2\right)+\left(-5 e^{2 x} x+e^x \left(78 x-84 x^2+30 x^3\right)\right) \log (x)+e^x \left(162 x-180 x^2+50 x^3\right) \log ^2(x)}{36 x+e^{2 x} x-72 x^2+36 x^3+e^x \left(12 x-12 x^2\right)+\left(216 x-336 x^2+120 x^3+e^x \left(36 x-20 x^2\right)\right) \log (x)+\left(324 x-360 x^2+100 x^3\right) \log ^2(x)} \, dx","Int[(E^(2*x)*(9 - 5*x) + E^x*(54 - 84*x + 30*x^2) + (-5*E^(2*x)*x + E^x*(78*x - 84*x^2 + 30*x^3))*Log[x] + E^x*(162*x - 180*x^2 + 50*x^3)*Log[x]^2)/(36*x + E^(2*x)*x - 72*x^2 + 36*x^3 + E^x*(12*x - 12*x^2) + (216*x - 336*x^2 + 120*x^3 + E^x*(36*x - 20*x^2))*Log[x] + (324*x - 360*x^2 + 100*x^3)*Log[x]^2),x]","\int \frac{e^{2 x} (9-5 x)+e^x \left(54-84 x+30 x^2\right)+\left(-5 e^{2 x} x+e^x \left(78 x-84 x^2+30 x^3\right)\right) \log (x)+e^x \left(162 x-180 x^2+50 x^3\right) \log ^2(x)}{36 x+e^{2 x} x-72 x^2+36 x^3+e^x \left(12 x-12 x^2\right)+\left(216 x-336 x^2+120 x^3+e^x \left(36 x-20 x^2\right)\right) \log (x)+\left(324 x-360 x^2+100 x^3\right) \log ^2(x)} \, dx","\frac{e^x}{\frac{e^x-3 (2 x-2)}{(5 (1-x)+4) \log (x)}+2}",1,"-5*Defer[Int][E^x/(6 + E^x - 6*x + 18*Log[x] - 10*x*Log[x]), x] + 288*Defer[Int][(E^x*Log[x])/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] - 162*Defer[Int][(E^x*Log[x])/(x*(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2), x] - 164*Defer[Int][(E^x*x*Log[x])/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] + 30*Defer[Int][(E^x*x^2*Log[x])/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] + 252*Defer[Int][(E^x*Log[x]^2)/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] - 230*Defer[Int][(E^x*x*Log[x]^2)/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] + 50*Defer[Int][(E^x*x^2*Log[x]^2)/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])^2, x] - 9*Defer[Int][E^x/(x*(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x])), x] + 5*Defer[Int][(E^x*Log[x])/(-6 - E^x + 6*x - 18*Log[x] + 10*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8355,1,79,0,0.1907508,"\int \frac{\frac{e^{2 x} \left(16+e^{3 x} (8-40 x)-32 x\right)}{x}+10 x+\frac{e^{4 x} \left(-4+8 x+e^{3 x} (-2+7 x)\right)}{x^2}+e^{3 x} \left(53 x+15 x^2+15 x \log (4)\right)}{5 x} \, dx","Int[((E^(2*x)*(16 + E^(3*x)*(8 - 40*x) - 32*x))/x + 10*x + (E^(4*x)*(-4 + 8*x + E^(3*x)*(-2 + 7*x)))/x^2 + E^(3*x)*(53*x + 15*x^2 + 15*x*Log[4]))/(5*x),x]","\frac{2 e^{4 x}}{5 x^2}+\frac{e^{7 x}}{5 x^2}+2 x-\frac{e^{3 x}}{3}-\frac{16 e^{2 x}}{5 x}-\frac{8 e^{5 x}}{5 x}+\frac{1}{15} e^{3 x} (15 x+53+15 \log (4))","\left(e^{3 x}+2\right) \left(\frac{1}{5} \left(\frac{e^{2 x}}{x}-4\right)^2+x+\log (4)\right)",1,"-1/3*E^(3*x) + (2*E^(4*x))/(5*x^2) + E^(7*x)/(5*x^2) - (16*E^(2*x))/(5*x) - (8*E^(5*x))/(5*x) + 2*x + (E^(3*x)*(53 + 15*x + 15*Log[4]))/15","B",9,5,81,0.06173,1,"{12, 14, 2197, 2176, 2194}"
8356,-1,0,0,180.003144,"\int \frac{e^{\frac{-5-6 x+6 \log \left(\frac{16}{x^2}\right)}{-x+\log \left(\frac{16}{x^2}\right)}} \left(-40 x-30 x^2+3 x^3+x^4+e^x \left(10 x+5 x^2-2 x^3+x^4\right)+\left(-16 x^2-2 x^3+e^x \left(4 x^2-2 x^3\right)\right) \log \left(\frac{16}{x^2}\right)+\left(8 x+x^2+e^x \left(-2 x+x^2\right)\right) \log ^2\left(\frac{16}{x^2}\right)\right)}{16 x^2+e^{2 x} x^2+8 x^3+x^4+e^x \left(-8 x^2-2 x^3\right)+\left(-32 x-2 e^{2 x} x-16 x^2-2 x^3+e^x \left(16 x+4 x^2\right)\right) \log \left(\frac{16}{x^2}\right)+\left(16+e^{2 x}+e^x (-8-2 x)+8 x+x^2\right) \log ^2\left(\frac{16}{x^2}\right)} \, dx","Int[(E^((-5 - 6*x + 6*Log[16/x^2])/(-x + Log[16/x^2]))*(-40*x - 30*x^2 + 3*x^3 + x^4 + E^x*(10*x + 5*x^2 - 2*x^3 + x^4) + (-16*x^2 - 2*x^3 + E^x*(4*x^2 - 2*x^3))*Log[16/x^2] + (8*x + x^2 + E^x*(-2*x + x^2))*Log[16/x^2]^2))/(16*x^2 + E^(2*x)*x^2 + 8*x^3 + x^4 + E^x*(-8*x^2 - 2*x^3) + (-32*x - 2*E^(2*x)*x - 16*x^2 - 2*x^3 + E^x*(16*x + 4*x^2))*Log[16/x^2] + (16 + E^(2*x) + E^x*(-8 - 2*x) + 8*x + x^2)*Log[16/x^2]^2),x]","\text{\$Aborted}","\frac{x^2 e^{6-\frac{5}{\log \left(\frac{16}{x^2}\right)-x}}}{x-e^x+4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8357,0,0,0,1.4812678,"\int \frac{-20+20 x-5 x^2+e^x \left(4-3 x+x^2+x \log (2)\right)+\left(-5 x^2-5 x^3+e^x \left(-6 x+x^2+2 x \log (2)\right)\right) \log (x)}{16 e^x-8 e^x x^2 \log (x)+e^x x^4 \log ^2(x)} \, dx","Int[(-20 + 20*x - 5*x^2 + E^x*(4 - 3*x + x^2 + x*Log[2]) + (-5*x^2 - 5*x^3 + E^x*(-6*x + x^2 + 2*x*Log[2]))*Log[x])/(16*E^x - 8*E^x*x^2*Log[x] + E^x*x^4*Log[x]^2),x]","\int \frac{-20+20 x-5 x^2+e^x \left(4-3 x+x^2+x \log (2)\right)+\left(-5 x^2-5 x^3+e^x \left(-6 x+x^2+2 x \log (2)\right)\right) \log (x)}{16 e^x-8 e^x x^2 \log (x)+e^x x^4 \log ^2(x)} \, dx","\frac{5 e^{-x} x-x+3-\log (2)}{x^2 \log (x)-4}",1,"(-5*(4*x - x^3*Log[x]))/(E^x*(4 - x^2*Log[x])^2) + 8*Defer[Int][(-4 + x^2*Log[x])^(-2), x] - 4*(6 - Log[4])*Defer[Int][1/(x*(-4 + x^2*Log[x])^2), x] - (3 - Log[2])*Defer[Int][x/(-4 + x^2*Log[x])^2, x] + Defer[Int][x^2/(-4 + x^2*Log[x])^2, x] + Defer[Int][(-4 + x^2*Log[x])^(-1), x] - (6 - Log[4])*Defer[Int][1/(x*(-4 + x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
8358,1,6,0,0.0100422,"\int \frac{1-2 \log (x)}{x^3} \, dx","Int[(1 - 2*Log[x])/x^3,x]","\frac{\log (x)}{x^2}","\frac{\log (x)}{x^2}+3",1,"Log[x]/x^2","A",1,1,10,0.1000,1,"{2303}"
8359,1,30,0,0.3280819,"\int \frac{1}{36} e^{-2 x} x^2 \left(-\frac{9 e^{2 x}}{x^2}+100 x-50 x^2+\frac{3 e^x (-80+40 x)}{x}\right) \, dx","Int[(x^2*((-9*E^(2*x))/x^2 + 100*x - 50*x^2 + (3*E^x*(-80 + 40*x))/x))/(36*E^(2*x)),x]","\frac{25}{36} e^{-2 x} x^4-\frac{10}{3} e^{-x} x^2-\frac{x}{4}","\left(2-\frac{5}{6} e^{-x} x^2\right)^2-\frac{x}{4}",1,"-1/4*x - (10*x^2)/(3*E^x) + (25*x^4)/(36*E^(2*x))","A",21,5,44,0.1136,1,"{12, 6688, 2196, 2176, 2194}"
8360,1,30,0,0.0739797,"\int \left(e^x+e^{240-240 x-60 x^2+60 x^3+15 x^4} \left(768+384 x-576 x^2-192 x^3\right)\right) \, dx","Int[E^x + E^(240 - 240*x - 60*x^2 + 60*x^3 + 15*x^4)*(768 + 384*x - 576*x^2 - 192*x^3),x]","e^x-\frac{16}{5} e^{15 x^4+60 x^3-60 x^2-240 x+240}","e^x-\frac{16}{5} e^{15 (x (x+2)-4)^2}+3",1,"E^x - (16*E^(240 - 240*x - 60*x^2 + 60*x^3 + 15*x^4))/5","A",3,2,42,0.04762,1,"{2194, 6706}"
8361,0,0,0,5.3282912,"\int \frac{12 x^2 \log (2)+3 e^{2/x} x^2 \log (2)+3 e^{\frac{2 \left(x^3+x^3 \log (2)\right)}{\log (2)}} x^2 \log (2)+e^{\frac{1}{x}} \left(5+12 x^2\right) \log (2)+e^{\frac{x^3+x^3 \log (2)}{\log (2)}} \left(15 x^4-6 e^{\frac{1}{x}} x^2 \log (2)+\left(-12 x^2+15 x^4\right) \log (2)\right)}{12 x^2 \log (2)+12 e^{\frac{1}{x}} x^2 \log (2)+3 e^{2/x} x^2 \log (2)+3 e^{\frac{2 \left(x^3+x^3 \log (2)\right)}{\log (2)}} x^2 \log (2)+e^{\frac{x^3+x^3 \log (2)}{\log (2)}} \left(-12 x^2 \log (2)-6 e^{\frac{1}{x}} x^2 \log (2)\right)} \, dx","Int[(12*x^2*Log[2] + 3*E^(2/x)*x^2*Log[2] + 3*E^((2*(x^3 + x^3*Log[2]))/Log[2])*x^2*Log[2] + E^x^(-1)*(5 + 12*x^2)*Log[2] + E^((x^3 + x^3*Log[2])/Log[2])*(15*x^4 - 6*E^x^(-1)*x^2*Log[2] + (-12*x^2 + 15*x^4)*Log[2]))/(12*x^2*Log[2] + 12*E^x^(-1)*x^2*Log[2] + 3*E^(2/x)*x^2*Log[2] + 3*E^((2*(x^3 + x^3*Log[2]))/Log[2])*x^2*Log[2] + E^((x^3 + x^3*Log[2])/Log[2])*(-12*x^2*Log[2] - 6*E^x^(-1)*x^2*Log[2])),x]","\int \frac{12 x^2 \log (2)+3 e^{2/x} x^2 \log (2)+3 e^{\frac{2 \left(x^3+x^3 \log (2)\right)}{\log (2)}} x^2 \log (2)+e^{\frac{1}{x}} \left(5+12 x^2\right) \log (2)+e^{\frac{x^3+x^3 \log (2)}{\log (2)}} \left(15 x^4-6 e^{\frac{1}{x}} x^2 \log (2)+\left(-12 x^2+15 x^4\right) \log (2)\right)}{12 x^2 \log (2)+12 e^{\frac{1}{x}} x^2 \log (2)+3 e^{2/x} x^2 \log (2)+3 e^{\frac{2 \left(x^3+x^3 \log (2)\right)}{\log (2)}} x^2 \log (2)+e^{\frac{x^3+x^3 \log (2)}{\log (2)}} \left(-12 x^2 \log (2)-6 e^{\frac{1}{x}} x^2 \log (2)\right)} \, dx","\frac{5}{3 \left(-e^{\frac{x^2 (x+x \log (2))}{\log (2)}}+e^{\frac{1}{x}}+2\right)}+x",1,"(x*Log[8])/(3*Log[2]) + (Log[32]*Defer[Int][E^x^(-1)/((2 + E^x^(-1) - E^(x^3*(1 + Log[2]^(-1))))^2*x^2), x])/(3*Log[2]) + (10*(1 + Log[2])*Defer[Int][x^2/(2 + E^x^(-1) - E^(x^3*(1 + Log[2]^(-1))))^2, x])/Log[2] + (5*(1 + Log[2])*Defer[Int][(E^x^(-1)*x^2)/(2 + E^x^(-1) - E^(x^3*(1 + Log[2]^(-1))))^2, x])/Log[2] - (5*(1 + Log[2])*Defer[Int][x^2/(2 + E^x^(-1) - E^(x^3*(1 + Log[2]^(-1)))), x])/Log[2]","F",0,0,0,0,-1,"{}"
8362,0,0,0,6.23693,"\int \frac{4 e^{2-x}+4 x+e^{\frac{4+(5+x) \log (3)}{\log (3)}} \left(-e^{4-2 x}-2 e^{2-x} x-x^2\right)+e^{\frac{4+(5+x) \log (3)}{\log (3)}} \left(-e^{4-2 x} x-2 e^{2-x} x^2-x^3\right) \log (x)+\left(-x+e^{2-x} x\right) \log \left(x^4\right)}{e^{4-2 x} x+2 e^{2-x} x^2+x^3} \, dx","Int[(4*E^(2 - x) + 4*x + E^((4 + (5 + x)*Log[3])/Log[3])*(-E^(4 - 2*x) - 2*E^(2 - x)*x - x^2) + E^((4 + (5 + x)*Log[3])/Log[3])*(-(E^(4 - 2*x)*x) - 2*E^(2 - x)*x^2 - x^3)*Log[x] + (-x + E^(2 - x)*x)*Log[x^4])/(E^(4 - 2*x)*x + 2*E^(2 - x)*x^2 + x^3),x]","\int \frac{4 e^{2-x}+4 x+e^{\frac{4+(5+x) \log (3)}{\log (3)}} \left(-e^{4-2 x}-2 e^{2-x} x-x^2\right)+e^{\frac{4+(5+x) \log (3)}{\log (3)}} \left(-e^{4-2 x} x-2 e^{2-x} x^2-x^3\right) \log (x)+\left(-x+e^{2-x} x\right) \log \left(x^4\right)}{e^{4-2 x} x+2 e^{2-x} x^2+x^3} \, dx","\frac{\log \left(x^4\right)}{x+e^{2-x}}-e^{x+5+\frac{4}{\log (3)}} \log (x)",1,"E^(5 + 4/Log[3])*ExpIntegralEi[x] - E^(5 + x + 4/Log[3])*Log[x] + Log[x^4]*Defer[Int][E^(2 + x)/(E^2 + E^x*x)^2, x] + Log[x^4]*Defer[Int][E^(2 + x)/(x*(E^2 + E^x*x)^2), x] - Defer[Int][E^(5 + 2*x + 4/Log[3])/(E^2 + E^x*x), x] + (4 - E^(7 + 4/Log[3]))*Defer[Int][E^x/(x*(E^2 + E^x*x)), x] - Log[x^4]*Defer[Int][E^x/(x*(E^2 + E^x*x)), x] - 4*Defer[Int][Defer[Int][E^(2 + x)/(E^2 + E^x*x)^2, x]/x, x] - 4*Defer[Int][Defer[Int][E^(2 + x)/(x*(E^2 + E^x*x)^2), x]/x, x] + 4*Defer[Int][Defer[Int][E^x/(x*(E^2 + E^x*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
8363,0,0,0,0.5252517,"\int \frac{1}{3} e^{e^x} \left(e^{1+2 x} (1-x)+e^{10} (-1+2 x)+e^x \left(-e x+e^{10} \left(-x+x^2\right)\right)\right) \, dx","Int[(E^E^x*(E^(1 + 2*x)*(1 - x) + E^10*(-1 + 2*x) + E^x*(-(E*x) + E^10*(-x + x^2))))/3,x]","\int \frac{1}{3} e^{e^x} \left(e^{1+2 x} (1-x)+e^{10} (-1+2 x)+e^x \left(-e x+e^{10} \left(-x+x^2\right)\right)\right) \, dx","\frac{1}{3} e^{e^x+1} (1-x) \left(e^x-e^9 x\right)",1,"-1/3*E^(1 + E^x) + E^(1 + E^x + x)/3 - (E^10*ExpIntegralEi[E^x])/3 + (2*Defer[Int][E^(10 + E^x)*x, x])/3 - ((1 + E^9)*Defer[Int][E^(1 + E^x + x)*x, x])/3 - Defer[Int][E^(1 + E^x + 2*x)*x, x]/3 + Defer[Int][E^(10 + E^x + x)*x^2, x]/3","F",0,0,0,0,-1,"{}"
8364,1,54,0,0.0947358,"\int \frac{3744-7968 x+2880 x^2+\frac{\left(13 x-6 x^2\right) \left(664 x^2-480 x^3\right)}{3 e^3}+\frac{\left(13 x-6 x^2\right)^2 \left(-26 x^2+24 x^3\right)}{9 e^6}}{-13 x^3+6 x^4} \, dx","Int[(3744 - 7968*x + 2880*x^2 + ((13*x - 6*x^2)*(664*x^2 - 480*x^3))/(3*E^3) + ((13*x - 6*x^2)^2*(-26*x^2 + 24*x^3))/(9*E^6))/(-13*x^3 + 6*x^4),x]","\frac{4 x^4}{e^6}-\frac{52 x^3}{3 e^6}+\frac{\left(169+720 e^3\right) x^2}{9 e^6}+\frac{144}{x^2}-\frac{664 x}{3 e^3}-\frac{480}{x}","\left(\frac{-x^2+(4-x) x+\frac{x}{3}}{e^3}+4 \left(\frac{3}{x}-5\right)\right)^2",1,"144/x^2 - 480/x - (664*x)/(3*E^3) + ((169 + 720*E^3)*x^2)/(9*E^6) - (52*x^3)/(3*E^6) + (4*x^4)/E^6","A",4,3,80,0.03750,1,"{1593, 1586, 14}"
8365,0,0,0,4.8015824,"\int \frac{e^{1-x+\frac{2 e^{1-x} x}{-1+x+5 x^2}} \left(-2+2 x-12 x^2-10 x^3\right)}{1-2 x-9 x^2+10 x^3+25 x^4} \, dx","Int[(E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))*(-2 + 2*x - 12*x^2 - 10*x^3))/(1 - 2*x - 9*x^2 + 10*x^3 + 25*x^4),x]","\int \frac{e^{1-x+\frac{2 e^{1-x} x}{-1+x+5 x^2}} \left(-2+2 x-12 x^2-10 x^3\right)}{1-2 x-9 x^2+10 x^3+25 x^4} \, dx","e^{\frac{2 e^{1-x} x}{x (5 x+1)-1}}",1,"(-400*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(-1 + Sqrt[21] - 10*x)^2, x])/21 - (20*(1 - Sqrt[21])*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(-1 + Sqrt[21] - 10*x)^2, x])/21 - (20*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(-1 + Sqrt[21] - 10*x), x])/Sqrt[21] - (2*(7 + 3*Sqrt[21])*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(1 - Sqrt[21] + 10*x), x])/7 - (400*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(1 + Sqrt[21] + 10*x)^2, x])/21 - (20*(1 + Sqrt[21])*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(1 + Sqrt[21] + 10*x)^2, x])/21 - (20*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(1 + Sqrt[21] + 10*x), x])/Sqrt[21] - (2*(7 - 3*Sqrt[21])*Defer[Int][E^(1 - x + (2*E^(1 - x)*x)/(-1 + x + 5*x^2))/(1 + Sqrt[21] + 10*x), x])/7","F",0,0,0,0,-1,"{}"
8366,1,78,0,1.5520558,"\int \frac{-3 e^{\frac{1}{9} \left(45-18 x^2+9 e^3 x^2-5 x^3\right)}-3 x+\left(3 x+e^{\frac{1}{9} \left(45-18 x^2+9 e^3 x^2-5 x^3\right)} \left(-12 x^2+6 e^3 x^2-5 x^3\right)\right) \log (x)}{3 x \log ^2(x)} \, dx","Int[(-3*E^((45 - 18*x^2 + 9*E^3*x^2 - 5*x^3)/9) - 3*x + (3*x + E^((45 - 18*x^2 + 9*E^3*x^2 - 5*x^3)/9)*(-12*x^2 + 6*E^3*x^2 - 5*x^3))*Log[x])/(3*x*Log[x]^2),x]","\frac{e^{-\frac{5 x^3}{9}-\left(2-e^3\right) x^2+5} \left(5 x^3 \log (x)+6 \left(2-e^3\right) x^2 \log (x)\right)}{\left(5 x^2+6 \left(2-e^3\right) x\right) x \log ^2(x)}+\frac{x}{\log (x)}","\frac{e^{x \left(-\frac{5 x^2}{9}-\left(3-e^3\right) x+x\right)+5}+x}{\log (x)}",1,"x/Log[x] + (E^(5 - (2 - E^3)*x^2 - (5*x^3)/9)*(6*(2 - E^3)*x^2*Log[x] + 5*x^3*Log[x]))/(x*(6*(2 - E^3)*x + 5*x^2)*Log[x]^2)","B",9,6,96,0.06250,1,"{12, 6742, 2360, 2297, 2298, 2288}"
8367,1,16,0,1.0375416,"\int \frac{-12 x^2-6 x \log (x)+\left(2+7 x+6 x^2\right) \log ^3(2+3 x)}{\left(4 x^2+6 x^3+\left(2 x+3 x^2\right) \log (x)\right) \log ^3(2+3 x)} \, dx","Int[(-12*x^2 - 6*x*Log[x] + (2 + 7*x + 6*x^2)*Log[2 + 3*x]^3)/((4*x^2 + 6*x^3 + (2*x + 3*x^2)*Log[x])*Log[2 + 3*x]^3),x]","\frac{1}{\log ^2(3 x+2)}+\log (2 x+\log (x))","\frac{1}{\log ^2(3 x+2)}+\log (2 x+\log (x))",1,"Log[2 + 3*x]^(-2) + Log[2*x + Log[x]]","A",7,6,64,0.09375,1,"{6741, 6742, 6684, 2390, 2302, 30}"
8368,0,0,0,7.4789055,"\int \frac{2-2 x+15 x^2+15 x^3+50 x^5+\left(-20 x^2-50 x^4\right) \log \left(2 x+5 x^3\right)+\left(-4 x^3-10 x^5+\left(4 x^2+10 x^4\right) \log \left(2 x+5 x^3\right)\right) \log \left(x-\log \left(2 x+5 x^3\right)\right)}{10 x^2+25 x^4+\left(-10 x-25 x^3\right) \log \left(2 x+5 x^3\right)+\left(-2 x^2-5 x^4+\left(2 x+5 x^3\right) \log \left(2 x+5 x^3\right)\right) \log \left(x-\log \left(2 x+5 x^3\right)\right)} \, dx","Int[(2 - 2*x + 15*x^2 + 15*x^3 + 50*x^5 + (-20*x^2 - 50*x^4)*Log[2*x + 5*x^3] + (-4*x^3 - 10*x^5 + (4*x^2 + 10*x^4)*Log[2*x + 5*x^3])*Log[x - Log[2*x + 5*x^3]])/(10*x^2 + 25*x^4 + (-10*x - 25*x^3)*Log[2*x + 5*x^3] + (-2*x^2 - 5*x^4 + (2*x + 5*x^3)*Log[2*x + 5*x^3])*Log[x - Log[2*x + 5*x^3]]),x]","\int \frac{2-2 x+15 x^2+15 x^3+50 x^5+\left(-20 x^2-50 x^4\right) \log \left(2 x+5 x^3\right)+\left(-4 x^3-10 x^5+\left(4 x^2+10 x^4\right) \log \left(2 x+5 x^3\right)\right) \log \left(x-\log \left(2 x+5 x^3\right)\right)}{10 x^2+25 x^4+\left(-10 x-25 x^3\right) \log \left(2 x+5 x^3\right)+\left(-2 x^2-5 x^4+\left(2 x+5 x^3\right) \log \left(2 x+5 x^3\right)\right) \log \left(x-\log \left(2 x+5 x^3\right)\right)} \, dx","x^2+\log \left(\log \left(x-\log \left(\left(5 x^2+1\right) x+x\right)\right)-5\right)",1,"x^2 + 10*Defer[Int][x/(-5 + Log[x - Log[x*(2 + 5*x^2)]]), x] + Defer[Int][1/((x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x] - Defer[Int][1/(x*(x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x] - 10*Defer[Int][x^2/((x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x] + Sqrt[5]*Defer[Int][1/((I*Sqrt[2] - Sqrt[5]*x)*(x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x] - Sqrt[5]*Defer[Int][1/((I*Sqrt[2] + Sqrt[5]*x)*(x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x] + 10*Defer[Int][(x*Log[x*(2 + 5*x^2)])/((x - Log[x*(2 + 5*x^2)])*(-5 + Log[x - Log[x*(2 + 5*x^2)]])), x]","F",0,0,0,0,-1,"{}"
8369,1,5,0,0.0009858,"\int -\frac{2}{x^2} \, dx","Int[-2/x^2,x]","\frac{2}{x}","2 \left(\frac{1}{x}+\frac{2}{1+\frac{1}{12} \left(e^4-\frac{17}{4}\right)}+1\right)",1,"2/x","A",2,2,5,0.4000,1,"{12, 30}"
8370,0,0,0,3.949912,"\int \frac{2 x^5+\exp \left(\frac{36 x^4+12 x^5+x^6+4 x^{2 x}+x^x \left(24 x^2+4 x^3\right)}{4 x^4}\right) \left(6 x^5+x^6+x^{2 x} (-8+4 x+4 x \log (x))+x^x \left(-24 x^2+10 x^3+2 x^4+\left(12 x^3+2 x^4\right) \log (x)\right)\right)}{2 x^5} \, dx","Int[(2*x^5 + E^((36*x^4 + 12*x^5 + x^6 + 4*x^(2*x) + x^x*(24*x^2 + 4*x^3))/(4*x^4))*(6*x^5 + x^6 + x^(2*x)*(-8 + 4*x + 4*x*Log[x]) + x^x*(-24*x^2 + 10*x^3 + 2*x^4 + (12*x^3 + 2*x^4)*Log[x])))/(2*x^5),x]","\int \frac{2 x^5+\exp \left(\frac{36 x^4+12 x^5+x^6+4 x^{2 x}+x^x \left(24 x^2+4 x^3\right)}{4 x^4}\right) \left(6 x^5+x^6+x^{2 x} (-8+4 x+4 x \log (x))+x^x \left(-24 x^2+10 x^3+2 x^4+\left(12 x^3+2 x^4\right) \log (x)\right)\right)}{2 x^5} \, dx","e^{\left(x^{x-2}+\frac{x}{2}+3\right)^2}+x",1,"x + 3*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4)), x] + Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x, x]/2 - 12*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-3 + x), x] + 5*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-2 + x), x] + 6*Log[x]*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-2 + x), x] + Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-1 + x), x] + Log[x]*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-1 + x), x] - 4*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-5 + 2*x), x] + 2*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-4 + 2*x), x] + 2*Log[x]*Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-4 + 2*x), x] - 6*Defer[Int][Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-2 + x), x]/x, x] - Defer[Int][Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-1 + x), x]/x, x] - 2*Defer[Int][Defer[Int][E^((6*x^2 + x^3 + 2*x^x)^2/(4*x^4))*x^(-4 + 2*x), x]/x, x]","F",0,0,0,0,-1,"{}"
8371,1,26,0,0.4202467,"\int \frac{3-3 e^x+e^{x^2} \left(-6+6 e^x-12 x^2\right)+\left(-3+6 e^{x^2}\right) \log \left(-\frac{x}{-1+2 e^{x^2}}\right)}{-1+2 e^{x^2}} \, dx","Int[(3 - 3*E^x + E^x^2*(-6 + 6*E^x - 12*x^2) + (-3 + 6*E^x^2)*Log[-(x/(-1 + 2*E^x^2))])/(-1 + 2*E^x^2),x]","3 x \log \left(\frac{x}{1-2 e^{x^2}}\right)-6 x+3 e^x","3 \left(-x \left(2-\log \left(\frac{x}{1-2 e^{x^2}}\right)\right)+e^x+5\right)",1,"3*E^x - 6*x + 3*x*Log[x/(1 - 2*E^x^2)]","A",7,3,62,0.04839,1,"{6742, 2194, 2548}"
8372,0,0,0,1.2163853,"\int \frac{(-8+2 x) \log (x)+x \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left((-2+2 x \log (x)) \log \left(x^2\right)+\left(4-x+\left(-4 x+x^2\right) \log (x)\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(2+(-4+x) \log \left(\log \left(x^2\right)\right)\right)}{\left(2 x \log (x) \log \left(x^2\right)+\left(-4 x+x^2\right) \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(2+(-4+x) \log \left(\log \left(x^2\right)\right)\right)} \, dx","Int[((-8 + 2*x)*Log[x] + x*Log[x]*Log[x^2]*Log[Log[x^2]] + ((-2 + 2*x*Log[x])*Log[x^2] + (4 - x + (-4*x + x^2)*Log[x])*Log[x^2]*Log[Log[x^2]])*Log[2 + (-4 + x)*Log[Log[x^2]]])/((2*x*Log[x]*Log[x^2] + (-4*x + x^2)*Log[x]*Log[x^2]*Log[Log[x^2]])*Log[2 + (-4 + x)*Log[Log[x^2]]]),x]","\int \frac{(-8+2 x) \log (x)+x \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)+\left((-2+2 x \log (x)) \log \left(x^2\right)+\left(4-x+\left(-4 x+x^2\right) \log (x)\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(2+(-4+x) \log \left(\log \left(x^2\right)\right)\right)}{\left(2 x \log (x) \log \left(x^2\right)+\left(-4 x+x^2\right) \log (x) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right) \log \left(2+(-4+x) \log \left(\log \left(x^2\right)\right)\right)} \, dx","x-\log \left(\frac{4 \log (x)}{\log \left((x-4) \log \left(\log \left(x^2\right)\right)+2\right)}\right)",1,"x - Log[Log[x]] + 2*Defer[Int][1/(Log[x^2]*(2 + (-4 + x)*Log[Log[x^2]])*Log[2 + (-4 + x)*Log[Log[x^2]]]), x] - 8*Defer[Int][1/(x*Log[x^2]*(2 + (-4 + x)*Log[Log[x^2]])*Log[2 + (-4 + x)*Log[Log[x^2]]]), x] + Defer[Int][Log[Log[x^2]]/((2 + (-4 + x)*Log[Log[x^2]])*Log[2 + (-4 + x)*Log[Log[x^2]]]), x]","F",0,0,0,0,-1,"{}"
8373,1,27,0,0.0538834,"\int \left(e^{\frac{512+\left(-96+96 x+32 x^2\right) \log ^2(3)}{\log ^2(3)}} (-96-64 x)+2 x\right) \, dx","Int[E^((512 + (-96 + 96*x + 32*x^2)*Log[3]^2)/Log[3]^2)*(-96 - 64*x) + 2*x,x]","x^2-e^{32 x^2+96 x-32 \left(3-\frac{16}{\log ^2(3)}\right)}","x^2-e^{32 \left(x^2+3 x-3+\frac{16}{\log ^2(3)}\right)}",1,"-E^(96*x + 32*x^2 - 32*(3 - 16/Log[3]^2)) + x^2","A",3,2,34,0.05882,1,"{2244, 2236}"
8374,0,0,0,0.6613084,"\int \frac{-25+e^x (-40-60 x)-4 e^{2 x} x^2}{50+40 e^x x+8 e^{2 x} x^2} \, dx","Int[(-25 + E^x*(-40 - 60*x) - 4*E^(2*x)*x^2)/(50 + 40*E^x*x + 8*E^(2*x)*x^2),x]","\int \frac{-25+e^x (-40-60 x)-4 e^{2 x} x^2}{50+40 e^x x+8 e^{2 x} x^2} \, dx","\frac{1}{\frac{e^x x}{5}+\frac{1}{2}}-\frac{x}{2}",1,"-1/2*x + 50*Defer[Int][(5 + 2*E^x*x)^(-2), x] + 50*Defer[Int][1/(x*(5 + 2*E^x*x)^2), x] - 10*Defer[Int][(5 + 2*E^x*x)^(-1), x] - 10*Defer[Int][1/(x*(5 + 2*E^x*x)), x]","F",0,0,0,0,-1,"{}"
8375,1,82,0,1.9766633,"\int \frac{e^{-2 x} \left(x^2+e^{2 x} \left(5 x^2+50 x^3-3 x^4\right)+e^x \left(5-x^2-50 x^3+28 x^4-x^5\right)+\left(x^2-2 x^3+e^x \left(-5-5 x-x^2+x^3\right)\right) \log (x)\right)}{4 x^2} \, dx","Int[(x^2 + E^(2*x)*(5*x^2 + 50*x^3 - 3*x^4) + E^x*(5 - x^2 - 50*x^3 + 28*x^4 - x^5) + (x^2 - 2*x^3 + E^x*(-5 - 5*x - x^2 + x^3))*Log[x])/(4*E^(2*x)*x^2),x]","\frac{1}{4} e^{-x} x^3-\frac{x^3}{4}-\frac{25}{4} e^{-x} x^2+\frac{25 x^2}{4}+\frac{5 x}{4}+\frac{1}{4} e^{-2 x} x \log (x)-\frac{1}{4} e^{-x} x \log (x)+\frac{5 e^{-x} \log (x)}{4 x}","\frac{1}{4} x \left(e^{-x} x-x+\frac{5}{x}\right) \left(x+\frac{e^{-x} \log (x)}{x}-25\right)",1,"(5*x)/4 + (25*x^2)/4 - (25*x^2)/(4*E^x) - x^3/4 + x^3/(4*E^x) + (5*Log[x])/(4*E^x*x) + (x*Log[x])/(4*E^(2*x)) - (x*Log[x])/(4*E^x)","B",35,8,93,0.08602,1,"{12, 6742, 2194, 2554, 2178, 2176, 2199, 2177}"
8376,1,18,0,0.011542,"\int \left(4+e^x (-1-x)+2 x\right) \, dx","Int[4 + E^x*(-1 - x) + 2*x,x]","x^2+4 x+e^x-e^x (x+1)","x \left(x-e^x+4\right)-\frac{3}{5}+\log (3)",1,"E^x + 4*x + x^2 - E^x*(1 + x)","A",3,2,14,0.1429,1,"{2176, 2194}"
8377,1,53,0,0.3714683,"\int \frac{3 x^2+3 x^4-e x^4}{1+6 x^2+4 x^3+9 x^4+e^2 x^4+12 x^5+4 x^6+e \left(-2 x^2-6 x^4-4 x^5\right)} \, dx","Int[(3*x^2 + 3*x^4 - E*x^4)/(1 + 6*x^2 + 4*x^3 + 9*x^4 + E^2*x^4 + 12*x^5 + 4*x^6 + E*(-2*x^2 - 6*x^4 - 4*x^5)),x]","-\frac{(3-e) x^2}{2 \left(2 x^3+(3-e) x^2+1\right)}-\frac{1}{2 \left(2 x^3+(3-e) x^2+1\right)}","\frac{x}{\frac{1}{x^2}+2 x-e+3}",1,"-1/2*1/(1 + (3 - E)*x^2 + 2*x^3) - ((3 - E)*x^2)/(2*(1 + (3 - E)*x^2 + 2*x^3))","B",6,5,72,0.06944,1,"{6, 1593, 6688, 2102, 1588}"
8378,1,35,0,2.2928387,"\int \frac{-2+13 x-13 x^2+4 x^3+e^x (-2+5 x)+\left(-2+e^x (-2+x)+x-x^2\right) \log (x)+\left(-8+4 x-4 x^2+e^x (-8+4 x)\right) \log \left(e^{-x} \left(8+e^x (8-4 x)-4 x+4 x^2\right)\right)}{-8+4 x-4 x^2+e^x (-8+4 x)} \, dx","Int[(-2 + 13*x - 13*x^2 + 4*x^3 + E^x*(-2 + 5*x) + (-2 + E^x*(-2 + x) + x - x^2)*Log[x] + (-8 + 4*x - 4*x^2 + E^x*(-8 + 4*x))*Log[(8 + E^x*(8 - 4*x) - 4*x + 4*x^2)/E^x])/(-8 + 4*x - 4*x^2 + E^x*(-8 + 4*x)),x]","x \log \left(4 e^{-x} \left(x^2-x+e^x (2-x)+2\right)\right)+\frac{1}{4} x \log (x)","x \left(\log \left(4 \left(e^{-x} \left(x^2-x+2\right)-x+2\right)\right)+\frac{\log (x)}{4}\right)",1,"(x*Log[x])/4 + x*Log[(4*(2 + E^x*(2 - x) - x + x^2))/E^x]","A",20,7,110,0.06364,1,"{6741, 12, 6742, 6688, 2295, 43, 2548}"
8379,0,0,0,1.2969217,"\int \frac{18+5 x+(6+2 x) \log \left(\frac{1}{3+x}\right)+\log (x) \left(-9-3 x+(-3-x) \log \left(\frac{1}{3+x}\right)\right)+\left(-9-3 x+(-3-x) \log \left(\frac{1}{3+x}\right)\right) \log \left(3 x+x \log \left(\frac{1}{3+x}\right)\right)}{9 x^2+3 x^3+\left(3 x^2+x^3\right) \log \left(\frac{1}{3+x}\right)} \, dx","Int[(18 + 5*x + (6 + 2*x)*Log[(3 + x)^(-1)] + Log[x]*(-9 - 3*x + (-3 - x)*Log[(3 + x)^(-1)]) + (-9 - 3*x + (-3 - x)*Log[(3 + x)^(-1)])*Log[3*x + x*Log[(3 + x)^(-1)]])/(9*x^2 + 3*x^3 + (3*x^2 + x^3)*Log[(3 + x)^(-1)]),x]","\int \frac{18+5 x+(6+2 x) \log \left(\frac{1}{3+x}\right)+\log (x) \left(-9-3 x+(-3-x) \log \left(\frac{1}{3+x}\right)\right)+\left(-9-3 x+(-3-x) \log \left(\frac{1}{3+x}\right)\right) \log \left(3 x+x \log \left(\frac{1}{3+x}\right)\right)}{9 x^2+3 x^3+\left(3 x^2+x^3\right) \log \left(\frac{1}{3+x}\right)} \, dx","\frac{x+\log (x)+\log \left(x \left(\log \left(\frac{1}{x+3}\right)+3\right)\right)}{x}",1,"x^(-1) - (2 - Log[x])/x - Log[3 + Log[(3 + x)^(-1)]]/3 - Defer[Int][1/(x*(3 + Log[(3 + x)^(-1)])), x]/3 - Defer[Int][Log[3*x + x*Log[(3 + x)^(-1)]]/x^2, x]","F",0,0,0,0,-1,"{}"
8380,0,0,0,0.6188026,"\int \frac{\left(2+2 x^2\right) \log \left(1+x^2\right)+16 x^2 \log ^7\left(\log \left(1+x^2\right)\right)+\left(1+x^2\right) \log \left(1+x^2\right) \log ^8\left(\log \left(1+x^2\right)\right)}{\left(1+x^2\right) \log \left(1+x^2\right)} \, dx","Int[((2 + 2*x^2)*Log[1 + x^2] + 16*x^2*Log[Log[1 + x^2]]^7 + (1 + x^2)*Log[1 + x^2]*Log[Log[1 + x^2]]^8)/((1 + x^2)*Log[1 + x^2]),x]","\int \frac{\left(2+2 x^2\right) \log \left(1+x^2\right)+16 x^2 \log ^7\left(\log \left(1+x^2\right)\right)+\left(1+x^2\right) \log \left(1+x^2\right) \log ^8\left(\log \left(1+x^2\right)\right)}{\left(1+x^2\right) \log \left(1+x^2\right)} \, dx","x \log ^8\left(\log \left(x^2+1\right)\right)+2 x",1,"2*x + 16*Defer[Int][Log[Log[1 + x^2]]^7/Log[1 + x^2], x] - (8*I)*Defer[Int][Log[Log[1 + x^2]]^7/((I - x)*Log[1 + x^2]), x] - (8*I)*Defer[Int][Log[Log[1 + x^2]]^7/((I + x)*Log[1 + x^2]), x] + Defer[Int][Log[Log[1 + x^2]]^8, x]","F",0,0,0,0,-1,"{}"
8381,0,0,0,2.7567124,"\int \frac{-100 x^2+50 x^3+25 x^4+e^{2+2 x} \left(-4+2 x+x^2\right)+e^{1+x} \left(40 x-20 x^2-10 x^3\right)+3^x \left(\left(-25 x^2-50 x^3-25 x^4\right) \log (3)+e^{1+x} \left(5+5 x-5 x^2-5 x^3+\left(5 x+10 x^2+5 x^3\right) \log (3)\right)\right)}{125 x^2+250 x^3+125 x^4+e^{2+2 x} \left(5+10 x+5 x^2\right)+e^{1+x} \left(-50 x-100 x^2-50 x^3\right)} \, dx","Int[(-100*x^2 + 50*x^3 + 25*x^4 + E^(2 + 2*x)*(-4 + 2*x + x^2) + E^(1 + x)*(40*x - 20*x^2 - 10*x^3) + 3^x*((-25*x^2 - 50*x^3 - 25*x^4)*Log[3] + E^(1 + x)*(5 + 5*x - 5*x^2 - 5*x^3 + (5*x + 10*x^2 + 5*x^3)*Log[3])))/(125*x^2 + 250*x^3 + 125*x^4 + E^(2 + 2*x)*(5 + 10*x + 5*x^2) + E^(1 + x)*(-50*x - 100*x^2 - 50*x^3)),x]","\int \frac{-100 x^2+50 x^3+25 x^4+e^{2+2 x} \left(-4+2 x+x^2\right)+e^{1+x} \left(40 x-20 x^2-10 x^3\right)+3^x \left(\left(-25 x^2-50 x^3-25 x^4\right) \log (3)+e^{1+x} \left(5+5 x-5 x^2-5 x^3+\left(5 x+10 x^2+5 x^3\right) \log (3)\right)\right)}{125 x^2+250 x^3+125 x^4+e^{2+2 x} \left(5+10 x+5 x^2\right)+e^{1+x} \left(-50 x-100 x^2-50 x^3\right)} \, dx","-\frac{3^x x}{5 x-e^{x+1}}+\frac{x}{5}+\frac{1}{x+1}",1,"x/5 + (1 + x)^(-1) + Defer[Int][3^x/(E^(1 + x) - 5*x), x] + 5*Defer[Int][(3^x*x)/(E^(1 + x) - 5*x)^2, x] - (1 - Log[3])*Defer[Int][(3^x*x)/(E^(1 + x) - 5*x), x] - 5*Defer[Int][(3^x*x^2)/(E^(1 + x) - 5*x)^2, x]","F",0,0,0,0,-1,"{}"
8382,1,22,0,0.244791,"\int \frac{-20+60 x+185 x^2+15 x^3+\left(120 x+10 x^2\right) \log (x)}{48 x^6+4 x^7+\left(96 x^5+8 x^6\right) \log (x)+\left(48 x^4+4 x^5\right) \log ^2(x)+\left(-384 x^3-32 x^4+\left(-384 x^2-32 x^3\right) \log (x)\right) \log (12+x)+(768+64 x) \log ^2(12+x)} \, dx","Int[(-20 + 60*x + 185*x^2 + 15*x^3 + (120*x + 10*x^2)*Log[x])/(48*x^6 + 4*x^7 + (96*x^5 + 8*x^6)*Log[x] + (48*x^4 + 4*x^5)*Log[x]^2 + (-384*x^3 - 32*x^4 + (-384*x^2 - 32*x^3)*Log[x])*Log[12 + x] + (768 + 64*x)*Log[12 + x]^2),x]","-\frac{5}{4 \left(x^3+x^2 \log (x)-4 \log (x+12)\right)}","\frac{5 x}{4 \left(4 x \log (x+12)-x^3 (x+\log (x))\right)}",1,"-5/(4*(x^3 + x^2*Log[x] - 4*Log[12 + x]))","A",3,3,113,0.02655,1,"{6688, 12, 6686}"
8383,0,0,0,4.4435122,"\int \frac{40 x-28 x^2-42 x^3+12 x^4+18 x^5+3 x^6+e^{2 x} \left(10 x^3+3 x^4\right)+e^x \left(-40 x^2+8 x^3+27 x^4+7 x^5\right)}{100+20 x-179 x^2-78 x^3+75 x^4+54 x^5+9 x^6+e^{2 x} \left(25 x^2+30 x^3+9 x^4\right)+e^x \left(-100 x-70 x^2+84 x^3+84 x^4+18 x^5\right)} \, dx","Int[(40*x - 28*x^2 - 42*x^3 + 12*x^4 + 18*x^5 + 3*x^6 + E^(2*x)*(10*x^3 + 3*x^4) + E^x*(-40*x^2 + 8*x^3 + 27*x^4 + 7*x^5))/(100 + 20*x - 179*x^2 - 78*x^3 + 75*x^4 + 54*x^5 + 9*x^6 + E^(2*x)*(25*x^2 + 30*x^3 + 9*x^4) + E^x*(-100*x - 70*x^2 + 84*x^3 + 84*x^4 + 18*x^5)),x]","\int \frac{40 x-28 x^2-42 x^3+12 x^4+18 x^5+3 x^6+e^{2 x} \left(10 x^3+3 x^4\right)+e^x \left(-40 x^2+8 x^3+27 x^4+7 x^5\right)}{100+20 x-179 x^2-78 x^3+75 x^4+54 x^5+9 x^6+e^{2 x} \left(25 x^2+30 x^3+9 x^4\right)+e^x \left(-100 x-70 x^2+84 x^3+84 x^4+18 x^5\right)} \, dx","\frac{x}{\frac{5}{x}-\frac{1}{\frac{x-2}{x}-e^x-x+\frac{4}{x}-2}+3}",1,"(10 + 3*x)^2/(9*(5 + 3*x)) - (4375*Defer[Int][(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^(-2), x])/729 + (500*Defer[Int][x/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x])/243 - (25*Defer[Int][x^2/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x])/81 + (44*Defer[Int][x^3/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x])/27 + (23*Defer[Int][x^4/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x])/9 - Defer[Int][x^5/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x]/3 - Defer[Int][x^6/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2, x] - (15625*Defer[Int][1/((5 + 3*x)^2*(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2), x])/243 + (31250*Defer[Int][1/((5 + 3*x)*(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^2), x])/729 + (100*Defer[Int][(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)^(-1), x])/81 + (10*Defer[Int][x/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3), x])/27 - (8*Defer[Int][x^2/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3), x])/9 + Defer[Int][x^3/(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3), x]/3 + (1250*Defer[Int][1/((5 + 3*x)^2*(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)), x])/27 - (1250*Defer[Int][1/((5 + 3*x)*(-10 - x + 5*E^x*x + 9*x^2 + 3*E^x*x^2 + 3*x^3)), x])/81","F",0,0,0,0,-1,"{}"
8384,0,0,0,0.3652483,"\int \frac{x+2 x^3+e^{\frac{2 \left(4 x+x^3+e^2 \left(4+x^2\right)\right)}{x}} \left(4 x^3+e^2 \left(-8+2 x^2\right)\right)+e^{\frac{4 x+x^3+e^2 \left(4+x^2\right)}{x}} \left(-2 x^2-4 x^4+e^2 \left(8 x-2 x^3\right)\right)}{x^2} \, dx","Int[(x + 2*x^3 + E^((2*(4*x + x^3 + E^2*(4 + x^2)))/x)*(4*x^3 + E^2*(-8 + 2*x^2)) + E^((4*x + x^3 + E^2*(4 + x^2))/x)*(-2*x^2 - 4*x^4 + E^2*(8*x - 2*x^3)))/x^2,x]","\int \frac{x+2 x^3+e^{\frac{2 \left(4 x+x^3+e^2 \left(4+x^2\right)\right)}{x}} \left(4 x^3+e^2 \left(-8+2 x^2\right)\right)+e^{\frac{4 x+x^3+e^2 \left(4+x^2\right)}{x}} \left(-2 x^2-4 x^4+e^2 \left(8 x-2 x^3\right)\right)}{x^2} \, dx","\left(e^{\frac{\left(x+e^2\right) \left(x^2+4\right)}{x}}-x\right)^2+\log (x)+6",1,"x^2 + (2*E^(((E^2 + x)*(4 + x^2))/x)*(4*E^2 - E^2*x^2 - 2*x^3))/(x*(2*(E^2 + x) + (4 + x^2)/x - ((E^2 + x)*(4 + x^2))/x^2)) + Log[x] + 2*Defer[Int][E^(2 + (2*(E^2 + x)*(4 + x^2))/x), x] - 8*Defer[Int][E^(2 + (2*(E^2 + x)*(4 + x^2))/x)/x^2, x] + 4*Defer[Int][E^((2*(E^2 + x)*(4 + x^2))/x)*x, x]","F",0,0,0,0,-1,"{}"
8385,1,16,0,0.0479468,"\int \left(1+e^{e^{e^{e^{5+x}}}} \left(4+4 e^{5+e^{e^{5+x}}+e^{5+x}+x} x\right)\right) \, dx","Int[1 + E^E^E^E^(5 + x)*(4 + 4*E^(5 + E^E^(5 + x) + E^(5 + x) + x)*x),x]","4 e^{e^{e^{e^{x+5}}}} x+x","\left(4 e^{e^{e^{e^{x+5}}}}+1\right) x",1,"x + 4*E^E^E^E^(5 + x)*x","A",2,1,36,0.02778,1,"{2288}"
8386,1,55,0,0.2992643,"\int \frac{e^{13+e-x+2 x^2+\log ^2(2 x)} \left(-4-x+4 x^2+2 \log (2 x)\right)}{16 x^5} \, dx","Int[(E^(13 + E - x + 2*x^2 + Log[2*x]^2)*(-4 - x + 4*x^2 + 2*Log[2*x]))/(16*x^5),x]","\frac{e^{2 x^2-x+\log ^2(2 x)+e+13} \left(-4 x^2+x-2 \log (2 x)\right)}{16 x^5 \left(-4 x-\frac{2 \log (2 x)}{x}+1\right)}","\exp \left(-x+x \left(2 x+\frac{4}{x}\right)+(\log (2 x)-2)^2+e+5\right)",1,"(E^(13 + E - x + 2*x^2 + Log[2*x]^2)*(x - 4*x^2 - 2*Log[2*x]))/(16*x^5*(1 - 4*x - (2*Log[2*x])/x))","B",2,2,42,0.04762,1,"{12, 2288}"
8387,0,0,0,0.235213,"\int \frac{6+x^2+24 x^3+\left(3-2 x-48 x^2\right) \log \left(\frac{1}{x^2}\right)+(1+24 x) \log ^2\left(\frac{1}{x^2}\right)}{3 x^2-6 x \log \left(\frac{1}{x^2}\right)+3 \log ^2\left(\frac{1}{x^2}\right)} \, dx","Int[(6 + x^2 + 24*x^3 + (3 - 2*x - 48*x^2)*Log[x^(-2)] + (1 + 24*x)*Log[x^(-2)]^2)/(3*x^2 - 6*x*Log[x^(-2)] + 3*Log[x^(-2)]^2),x]","\int \frac{6+x^2+24 x^3+\left(3-2 x-48 x^2\right) \log \left(\frac{1}{x^2}\right)+(1+24 x) \log ^2\left(\frac{1}{x^2}\right)}{3 x^2-6 x \log \left(\frac{1}{x^2}\right)+3 \log ^2\left(\frac{1}{x^2}\right)} \, dx","\frac{x}{\log \left(\frac{1}{x^2}\right)-x}-2 \left(\frac{1}{3}-2 x\right) x+x-2",1,"x/3 + 4*x^2 + 2*Defer[Int][(x - Log[x^(-2)])^(-2), x] + Defer[Int][x/(x - Log[x^(-2)])^2, x] - Defer[Int][(x - Log[x^(-2)])^(-1), x]","F",0,0,0,0,-1,"{}"
8388,0,0,0,0.3618434,"\int e^{-e^x} \left(-e^{2 x}+75 x^2+20 x^3+e^x \left(7-25 x^3-5 x^4\right)\right) \, dx","Int[(-E^(2*x) + 75*x^2 + 20*x^3 + E^x*(7 - 25*x^3 - 5*x^4))/E^E^x,x]","\int e^{-e^x} \left(-e^{2 x}+75 x^2+20 x^3+e^x \left(7-25 x^3-5 x^4\right)\right) \, dx","e^{-e^x} \left((5 x+25) x^3+e^x-6\right)",1,"-6/E^E^x + E^(-E^x + x) + 75*Defer[Int][x^2/E^E^x, x] + 20*Defer[Int][x^3/E^E^x, x] - 25*Defer[Int][E^(-E^x + x)*x^3, x] - 5*Defer[Int][E^(-E^x + x)*x^4, x]","F",0,0,0,0,-1,"{}"
8389,0,0,0,2.2387086,"\int \frac{5 e^{3+2 x}-5 x+\left(5 x-10 x^2\right) \log (x)}{\left(e^{3+2 x} x-x^2\right) \log (x) \log ^2\left(\frac{e^{2 e^{2 e^3}-2 x} \left(e^{3+2 x}-x\right)}{\log (x)}\right)} \, dx","Int[(5*E^(3 + 2*x) - 5*x + (5*x - 10*x^2)*Log[x])/((E^(3 + 2*x)*x - x^2)*Log[x]*Log[(E^(2*E^(2*E^3) - 2*x)*(E^(3 + 2*x) - x))/Log[x]]^2),x]","\int \frac{5 e^{3+2 x}-5 x+\left(5 x-10 x^2\right) \log (x)}{\left(e^{3+2 x} x-x^2\right) \log (x) \log ^2\left(\frac{e^{2 e^{2 e^3}-2 x} \left(e^{3+2 x}-x\right)}{\log (x)}\right)} \, dx","\frac{5}{\log \left(\frac{e^{2 e^{2 e^3}} \left(e^3-e^{-2 x} x\right)}{\log (x)}\right)}",1,"5*Defer[Int][1/((E^(3 + 2*x) - x)*Log[(E^(2*E^(2*E^3) - 2*x)*(E^(3 + 2*x) - x))/Log[x]]^2), x] - 10*Defer[Int][x/((E^(3 + 2*x) - x)*Log[(E^(2*E^(2*E^3) - 2*x)*(E^(3 + 2*x) - x))/Log[x]]^2), x] + 5*Defer[Int][1/(x*Log[x]*Log[(E^(2*E^(2*E^3) - 2*x)*(E^(3 + 2*x) - x))/Log[x]]^2), x]","F",0,0,0,0,-1,"{}"
8390,1,27,0,0.6766252,"\int \frac{20 x^3-40 x^4-19 x^5-2 x^6+e^{\frac{5+x}{x^2}} \left(250+125 x+20 x^2+x^3\right)}{25 x^3+10 x^4+x^5} \, dx","Int[(20*x^3 - 40*x^4 - 19*x^5 - 2*x^6 + E^((5 + x)/x^2)*(250 + 125*x + 20*x^2 + x^3))/(25*x^3 + 10*x^4 + x^5),x]","-x^2-e^{\frac{5}{x^2}+\frac{1}{x}}+x+\frac{5}{x+5}","-x^2-e^{\frac{x+5}{x^2}}-\frac{x}{x+5}+x-1+\log \left(\frac{\log (4)}{3}\right)",1,"-E^(5/x^2 + x^(-1)) + x - x^2 + 5/(5 + x)","A",11,5,61,0.08197,1,"{1594, 27, 6742, 43, 6706}"
8391,0,0,0,10.4762897,"\int \frac{\exp \left(\frac{5 x-9 x \log (x)}{e^x (-5+x)+9 e^x \log (x)}\right) \left(-25+16 x-5 x^2+\left(90-90 x+9 x^2\right) \log (x)+(-81+81 x) \log ^2(x)\right)}{e^x \left(25-10 x+x^2\right)+e^x (-90+18 x) \log (x)+81 e^x \log ^2(x)} \, dx","Int[(E^((5*x - 9*x*Log[x])/(E^x*(-5 + x) + 9*E^x*Log[x]))*(-25 + 16*x - 5*x^2 + (90 - 90*x + 9*x^2)*Log[x] + (-81 + 81*x)*Log[x]^2))/(E^x*(25 - 10*x + x^2) + E^x*(-90 + 18*x)*Log[x] + 81*E^x*Log[x]^2),x]","\int \frac{\exp \left(\frac{5 x-9 x \log (x)}{e^x (-5+x)+9 e^x \log (x)}\right) \left(-25+16 x-5 x^2+\left(90-90 x+9 x^2\right) \log (x)+(-81+81 x) \log ^2(x)\right)}{e^x \left(25-10 x+x^2\right)+e^x (-90+18 x) \log (x)+81 e^x \log ^2(x)} \, dx","e^{\frac{e^{-x} x}{\frac{x}{5-9 \log (x)}-1}}",1,"-Defer[Int][E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x]))), x] + Defer[Int][E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x])))*x, x] - 9*Defer[Int][(E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x])))*x)/(-5 + x + 9*Log[x])^2, x] - Defer[Int][(E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x])))*x^2)/(-5 + x + 9*Log[x])^2, x] + 2*Defer[Int][(E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x])))*x)/(-5 + x + 9*Log[x]), x] - Defer[Int][(E^(-x + (5*x - 9*x*Log[x])/(E^x*(-5 + x + 9*Log[x])))*x^2)/(-5 + x + 9*Log[x]), x]","F",0,0,0,0,-1,"{}"
8392,0,0,0,11.0792643,"\int \frac{-720+540 x+3 e^{4+x} x^3+\left(180 x-6 e^{4+x} x^2\right) \log \left(\frac{x}{\log (5)}\right)+3 e^{4+x} x \log ^2\left(\frac{x}{\log (5)}\right)+\left(-720 x-180 x^2+3 e^{4+x} x^2+\left(720+180 x-6 e^{4+x} x\right) \log \left(\frac{x}{\log (5)}\right)+3 e^{4+x} \log ^2\left(\frac{x}{\log (5)}\right)\right) \log \left(\frac{-240-60 x+e^{4+x} x-e^{4+x} \log \left(\frac{x}{\log (5)}\right)}{-x+\log \left(\frac{x}{\log (5)}\right)}\right)}{-240 x-60 x^2+e^{4+x} x^2+\left(240+60 x-2 e^{4+x} x\right) \log \left(\frac{x}{\log (5)}\right)+e^{4+x} \log ^2\left(\frac{x}{\log (5)}\right)} \, dx","Int[(-720 + 540*x + 3*E^(4 + x)*x^3 + (180*x - 6*E^(4 + x)*x^2)*Log[x/Log[5]] + 3*E^(4 + x)*x*Log[x/Log[5]]^2 + (-720*x - 180*x^2 + 3*E^(4 + x)*x^2 + (720 + 180*x - 6*E^(4 + x)*x)*Log[x/Log[5]] + 3*E^(4 + x)*Log[x/Log[5]]^2)*Log[(-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])/(-x + Log[x/Log[5]])])/(-240*x - 60*x^2 + E^(4 + x)*x^2 + (240 + 60*x - 2*E^(4 + x)*x)*Log[x/Log[5]] + E^(4 + x)*Log[x/Log[5]]^2),x]","\int \frac{-720+540 x+3 e^{4+x} x^3+\left(180 x-6 e^{4+x} x^2\right) \log \left(\frac{x}{\log (5)}\right)+3 e^{4+x} x \log ^2\left(\frac{x}{\log (5)}\right)+\left(-720 x-180 x^2+3 e^{4+x} x^2+\left(720+180 x-6 e^{4+x} x\right) \log \left(\frac{x}{\log (5)}\right)+3 e^{4+x} \log ^2\left(\frac{x}{\log (5)}\right)\right) \log \left(\frac{-240-60 x+e^{4+x} x-e^{4+x} \log \left(\frac{x}{\log (5)}\right)}{-x+\log \left(\frac{x}{\log (5)}\right)}\right)}{-240 x-60 x^2+e^{4+x} x^2+\left(240+60 x-2 e^{4+x} x\right) \log \left(\frac{x}{\log (5)}\right)+e^{4+x} \log ^2\left(\frac{x}{\log (5)}\right)} \, dx","3 x \log \left(\frac{60 (x+4)}{x-\log \left(\frac{x}{\log (5)}\right)}-e^{x+4}\right)",1,"3*x*Log[(240 + 60*x - E^(4 + x)*x + E^(4 + x)*Log[x/Log[5]])/(x - Log[x] + Log[Log[5]])] + 540*Defer[Int][x/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] - 540*(1 + Log[Log[5]])*Defer[Int][x/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] + 720*Defer[Int][x^2/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] - 180*(4 + Log[Log[5]])*Defer[Int][x^2/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] + 540*Defer[Int][(x*Log[x])/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] + 180*Defer[Int][(x^2*Log[x])/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] - 540*Defer[Int][(x*Log[x/Log[5]])/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x] - 180*Defer[Int][(x^2*Log[x/Log[5]])/((-240 - 60*x + E^(4 + x)*x - E^(4 + x)*Log[x/Log[5]])*(x - Log[x] + Log[Log[5]])), x]","F",0,0,0,0,-1,"{}"
8393,1,555,0,21.9586859,"\int \frac{1179648 x^5+131072 x^6+\left(393216 x^7+131072 x^8\right) \log (3 x)+\left(1572864 x^7+262144 x^8\right) \log ^2(3 x)+\left(294912 x^9+98304 x^{10}\right) \log ^3(3 x)+\left(737280 x^9+147456 x^{10}\right) \log ^4(3 x)+\left(73728 x^{11}+24576 x^{12}\right) \log ^5(3 x)+\left(147456 x^{11}+32768 x^{12}\right) \log ^6(3 x)+\left(6144 x^{13}+2048 x^{14}\right) \log ^7(3 x)+\left(10752 x^{13}+2560 x^{14}\right) \log ^8(3 x)}{243+405 x+270 x^2+90 x^3+15 x^4+x^5} \, dx","Int[(1179648*x^5 + 131072*x^6 + (393216*x^7 + 131072*x^8)*Log[3*x] + (1572864*x^7 + 262144*x^8)*Log[3*x]^2 + (294912*x^9 + 98304*x^10)*Log[3*x]^3 + (737280*x^9 + 147456*x^10)*Log[3*x]^4 + (73728*x^11 + 24576*x^12)*Log[3*x]^5 + (147456*x^11 + 32768*x^12)*Log[3*x]^6 + (6144*x^13 + 2048*x^14)*Log[3*x]^7 + (10752*x^13 + 2560*x^14)*Log[3*x]^8)/(243 + 405*x + 270*x^2 + 90*x^3 + 15*x^4 + x^5),x]","256 x^{10} \log ^8(3 x)-3072 x^9 \log ^8(3 x)+23040 x^8 \log ^8(3 x)+4096 x^8 \log ^6(3 x)-138240 x^7 \log ^8(3 x)-49152 x^7 \log ^6(3 x)+\frac{65536 x^6}{(x+3)^4}+725760 x^6 \log ^8(3 x)+368640 x^6 \log ^6(3 x)+24576 x^6 \log ^4(3 x)-3483648 x^5 \log ^8(3 x)-2211840 x^5 \log ^6(3 x)-294912 x^5 \log ^4(3 x)+15676416 x^4 \log ^8(3 x)+11612160 x^4 \log ^6(3 x)+2211840 x^4 \log ^4(3 x)+65536 x^4 \log ^2(3 x)-67184640 x^3 \log ^8(3 x)-55738368 x^3 \log ^6(3 x)-13271040 x^3 \log ^4(3 x)-786432 x^3 \log ^2(3 x)+277136640 x^2 \log ^8(3 x)+250822656 x^2 \log ^6(3 x)+69672960 x^2 \log ^4(3 x)+5898240 x^2 \log ^2(3 x)+\frac{5502422016 x \log ^8(3 x)}{x+3}-1108546560 x \log ^8(3 x)+\frac{12380449536 \log ^8(3 x)}{(x+3)^2}-\frac{5714053632 \log ^8(3 x)}{(x+3)^3}+\frac{1224440064 \log ^8(3 x)}{(x+3)^4}-1179090432 \log ^8(3 x)+\frac{5912248320 x \log ^6(3 x)}{x+3}-1074954240 x \log ^6(3 x)+\frac{15963070464 \log ^6(3 x)}{(x+3)^2}-\frac{8707129344 \log ^6(3 x)}{(x+3)^3}+\frac{2176782336 \log ^6(3 x)}{(x+3)^4}-1478062080 \log ^6(3 x)+\frac{2149908480 x \log ^4(3 x)}{x+3}-334430208 x \log ^4(3 x)+\frac{7255941120 \log ^4(3 x)}{(x+3)^2}-\frac{4837294080 \log ^4(3 x)}{(x+3)^3}+\frac{1451188224 \log ^4(3 x)}{(x+3)^4}-644972544 \log ^4(3 x)+\frac{297271296 x \log ^2(3 x)}{x+3}-35389440 x \log ^2(3 x)+\frac{1337720832 \log ^2(3 x)}{(x+3)^2}-\frac{1146617856 \log ^2(3 x)}{(x+3)^3}+\frac{429981696 \log ^2(3 x)}{(x+3)^4}-111476736 \log ^2(3 x)","\frac{256 x^6 \left(x^2 \log ^2(3 x)+4\right)^4}{(-x-3)^4}",1,"(65536*x^6)/(3 + x)^4 - 111476736*Log[3*x]^2 - 35389440*x*Log[3*x]^2 + 5898240*x^2*Log[3*x]^2 - 786432*x^3*Log[3*x]^2 + 65536*x^4*Log[3*x]^2 + (429981696*Log[3*x]^2)/(3 + x)^4 - (1146617856*Log[3*x]^2)/(3 + x)^3 + (1337720832*Log[3*x]^2)/(3 + x)^2 + (297271296*x*Log[3*x]^2)/(3 + x) - 644972544*Log[3*x]^4 - 334430208*x*Log[3*x]^4 + 69672960*x^2*Log[3*x]^4 - 13271040*x^3*Log[3*x]^4 + 2211840*x^4*Log[3*x]^4 - 294912*x^5*Log[3*x]^4 + 24576*x^6*Log[3*x]^4 + (1451188224*Log[3*x]^4)/(3 + x)^4 - (4837294080*Log[3*x]^4)/(3 + x)^3 + (7255941120*Log[3*x]^4)/(3 + x)^2 + (2149908480*x*Log[3*x]^4)/(3 + x) - 1478062080*Log[3*x]^6 - 1074954240*x*Log[3*x]^6 + 250822656*x^2*Log[3*x]^6 - 55738368*x^3*Log[3*x]^6 + 11612160*x^4*Log[3*x]^6 - 2211840*x^5*Log[3*x]^6 + 368640*x^6*Log[3*x]^6 - 49152*x^7*Log[3*x]^6 + 4096*x^8*Log[3*x]^6 + (2176782336*Log[3*x]^6)/(3 + x)^4 - (8707129344*Log[3*x]^6)/(3 + x)^3 + (15963070464*Log[3*x]^6)/(3 + x)^2 + (5912248320*x*Log[3*x]^6)/(3 + x) - 1179090432*Log[3*x]^8 - 1108546560*x*Log[3*x]^8 + 277136640*x^2*Log[3*x]^8 - 67184640*x^3*Log[3*x]^8 + 15676416*x^4*Log[3*x]^8 - 3483648*x^5*Log[3*x]^8 + 725760*x^6*Log[3*x]^8 - 138240*x^7*Log[3*x]^8 + 23040*x^8*Log[3*x]^8 - 3072*x^9*Log[3*x]^8 + 256*x^10*Log[3*x]^8 + (1224440064*Log[3*x]^8)/(3 + x)^4 - (5714053632*Log[3*x]^8)/(3 + x)^3 + (12380449536*Log[3*x]^8)/(3 + x)^2 + (5502422016*x*Log[3*x]^8)/(3 + x)","B",888,27,179,0.1508,1,"{6688, 12, 6742, 74, 43, 2351, 2295, 2304, 2319, 44, 2314, 31, 2317, 2391, 2357, 2296, 2305, 2347, 2344, 2301, 2318, 2353, 2302, 30, 2374, 6589, 2383}"
8394,1,27,0,0.029939,"\int \frac{-32+32 x-8 x^2+e^{e^4} \left(-400 x+100 x^2\right)}{4-4 x+x^2} \, dx","Int[(-32 + 32*x - 8*x^2 + E^E^4*(-400*x + 100*x^2))/(4 - 4*x + x^2),x]","-4 \left(2-25 e^{e^4}\right) x-\frac{400 e^{e^4}}{2-x}","4 \left(\frac{25 e^{e^4} x^2}{x-2}-2 x+5\right)",1,"(-400*E^E^4)/(2 - x) - 4*(2 - 25*E^E^4)*x","A",3,2,36,0.05556,1,"{27, 1850}"
8395,1,29,0,0.0145284,"\int \frac{12+19 x^2-8 e^{\frac{1}{4 \log (3)}} x^3-15 x^4}{4 x^2} \, dx","Int[(12 + 19*x^2 - 8*E^(1/(4*Log[3]))*x^3 - 15*x^4)/(4*x^2),x]","-\frac{5 x^3}{4}-x^2 e^{\frac{1}{\log (81)}}+\frac{19 x}{4}-\frac{3}{x}","\left(3-x^2\right) \left(\frac{5 x}{4}-\frac{1}{x}+e^{\frac{1}{4 \log (3)}}\right)",1,"-3/x + (19*x)/4 - E^Log[81]^(-1)*x^2 - (5*x^3)/4","A",3,2,34,0.05882,1,"{12, 14}"
8396,1,67,0,0.4066251,"\int \frac{-9 x^4-2 x^5+e^{15} \left(288 x-152 x^2-48 x^3\right)+e^{20} \left(-148+184 x-33 x^2-18 x^3\right)+e^{10} \left(-215 x^2+6 x^3+12 x^4\right)+e^5 \left(72 x^3+16 x^4\right)}{-8 e^5 x^3+x^4+e^{20} \left(16-24 x+9 x^2\right)+e^{15} \left(-32 x+24 x^2\right)+e^{10} \left(24 x^2-6 x^3\right)} \, dx","Int[(-9*x^4 - 2*x^5 + E^15*(288*x - 152*x^2 - 48*x^3) + E^20*(-148 + 184*x - 33*x^2 - 18*x^3) + E^10*(-215*x^2 + 6*x^3 + 12*x^4) + E^5*(72*x^3 + 16*x^4))/(-8*E^5*x^3 + x^4 + E^20*(16 - 24*x + 9*x^2) + E^15*(-32*x + 24*x^2) + E^10*(24*x^2 - 6*x^3)),x]","\frac{e^{10} x}{-x^2+e^5 \left(4+3 e^5\right) x-4 e^{10}}-\left(x+\frac{1}{4} \left(-8 e^5-6 e^{10}\right)\right)^2-\left(9+4 e^5+3 e^{10}\right) x","-(x+5)^2+x+\frac{x}{3 x-\left(\frac{x}{e^5}-2\right)^2}",1,"-((9 + 4*E^5 + 3*E^10)*x) - ((-8*E^5 - 6*E^10)/4 + x)^2 + (E^10*x)/(-4*E^10 + E^5*(4 + 3*E^5)*x - x^2)","B",4,3,140,0.02143,1,"{1680, 1814, 1586}"
8397,1,10,0,0.0026194,"\int \frac{2-e^4}{x} \, dx","Int[(2 - E^4)/x,x]","\left(2-e^4\right) \log (x)","\left(2-e^4\right) \log (5 x)-\frac{1}{8}",1,"(2 - E^4)*Log[x]","A",2,2,11,0.1818,1,"{12, 29}"
8398,1,16,0,0.0050454,"\int \left(1+e^5 \left(-1-3 x^2\right)\right) \, dx","Int[1 + E^5*(-1 - 3*x^2),x]","-e^5 x^3-e^5 x+x","-e^5 x \left(x^2+1\right)+\log \left(3 e^x\right)-6",1,"x - E^5*x - E^5*x^3","A",2,0,13,0,1,"{}"
8399,1,118,0,1.4361781,"\int e^{-4 x^2-8 x \log ^2(5)-4 \log ^4(5)} \left(-52488 x+e^{4 x^2+8 x \log ^2(5)+4 \log ^4(5)} \left(2 x-6 x^2+4 x^3\right)-52488 \log ^2(5)+e^{2 x^2+4 x \log ^2(5)+2 \log ^4(5)} \left(162-324 x-648 x^2+648 x^3+\left(-648 x+648 x^2\right) \log ^2(5)\right)\right) \, dx","Int[E^(-4*x^2 - 8*x*Log[5]^2 - 4*Log[5]^4)*(-52488*x + E^(4*x^2 + 8*x*Log[5]^2 + 4*Log[5]^4)*(2*x - 6*x^2 + 4*x^3) - 52488*Log[5]^2 + E^(2*x^2 + 4*x*Log[5]^2 + 2*Log[5]^4)*(162 - 324*x - 648*x^2 + 648*x^3 + (-648*x + 648*x^2)*Log[5]^2)),x]","(1-x)^2 x^2+6561 e^{-4 \left(x+\log ^2(5)\right)^2}-81 e^{-2 \left(x+\log ^2(5)\right)^2}-162 e^{-2 \left(x+\log ^2(5)\right)^2} \left(x+\log ^2(5)\right)^2+162 \left(1+2 \log ^2(5)\right) e^{-2 \left(x+\log ^2(5)\right)^2} \left(x+\log ^2(5)\right)+81 \left(1-2 \log ^4(5)-2 \log ^2(5)\right) e^{-2 \left(x+\log ^2(5)\right)^2}","\left(-x^2+x+81 e^{-2 \left(x+\log ^2(5)\right)^2}\right)^2",1,"6561/E^(4*(x + Log[5]^2)^2) - 81/E^(2*(x + Log[5]^2)^2) + (1 - x)^2*x^2 - (162*(x + Log[5]^2)^2)/E^(2*(x + Log[5]^2)^2) + (162*(x + Log[5]^2)*(1 + 2*Log[5]^2))/E^(2*(x + Log[5]^2)^2) + (81*(1 - 2*Log[5]^2 - 2*Log[5]^4))/E^(2*(x + Log[5]^2)^2)","B",14,8,119,0.06723,1,"{6688, 12, 6742, 74, 2209, 2226, 2212, 2205}"
8400,0,0,0,1.8585819,"\int \frac{\left(2 e^2 x+2 x^2\right) \log (3)+\left(-2 e^2-2 x\right) \log ^2(3)+\left(-4 e^2 x^3+4 e^2 x^2 \log (3)\right) \log \left(\frac{12 e^2+12 x}{x}\right)+\left(2 e^2 x^3+2 x^4\right) \log ^2\left(\frac{12 e^2+12 x}{x}\right)-4 e^2 x^4 \log ^3\left(\frac{12 e^2+12 x}{x}\right)+\left(2 e^2 x^4+2 x^5\right) \log ^4\left(\frac{12 e^2+12 x}{x}\right)}{e^2 x^3+x^4} \, dx","Int[((2*E^2*x + 2*x^2)*Log[3] + (-2*E^2 - 2*x)*Log[3]^2 + (-4*E^2*x^3 + 4*E^2*x^2*Log[3])*Log[(12*E^2 + 12*x)/x] + (2*E^2*x^3 + 2*x^4)*Log[(12*E^2 + 12*x)/x]^2 - 4*E^2*x^4*Log[(12*E^2 + 12*x)/x]^3 + (2*E^2*x^4 + 2*x^5)*Log[(12*E^2 + 12*x)/x]^4)/(E^2*x^3 + x^4),x]","\int \frac{\left(2 e^2 x+2 x^2\right) \log (3)+\left(-2 e^2-2 x\right) \log ^2(3)+\left(-4 e^2 x^3+4 e^2 x^2 \log (3)\right) \log \left(\frac{12 e^2+12 x}{x}\right)+\left(2 e^2 x^3+2 x^4\right) \log ^2\left(\frac{12 e^2+12 x}{x}\right)-4 e^2 x^4 \log ^3\left(\frac{12 e^2+12 x}{x}\right)+\left(2 e^2 x^4+2 x^5\right) \log ^4\left(\frac{12 e^2+12 x}{x}\right)}{e^2 x^3+x^4} \, dx","\frac{\left(x^2 \log ^2\left(\frac{12 \left(x+e^2\right)}{x}\right)+x-\log (3)\right)^2}{x^2}",1,"(x - Log[3])^2/x^2 + 2*(E^2 + x)*Log[12 + (12*E^2)/x]^2 - 4*E^2*(E^2 + x)*Log[12 + (12*E^2)/x]^3 + 4*E^2*Log[12]*Log[x] + 4*Log[3]*(2 + Log[12])*Log[x] - 2*Log[3]*Log[x]^2 - 2*(E^2 + Log[3])*Log[12*(E^2 + x)]^2 + 4*E^2*(1 + E^2/x)*x*Log[(12*(E^2 + x))/x]^3 + 4*E^4*Log[-(E^2/x)]*Log[(12*(E^2 + x))/x]^3 - E^4*Log[(12*(E^2 + x))/x]^4 + x^2*Log[(12*(E^2 + x))/x]^4 + 4*Log[3]*Log[x]*(Log[x] + Log[(12*(E^2 + x))/x] - Log[12*E^2 + 12*x]) - 4*(E^2 + Log[3])*Log[E^2 + x]*(Log[x] + Log[(12*(E^2 + x))/x] - Log[12*E^2 + 12*x]) + 4*(E^2 + Log[3])*Log[x]*Log[1 + x/E^2] + 4*E^2*PolyLog[2, -(E^2/x)] - 4*Log[3]*PolyLog[2, -(x/E^2)] + 4*(E^2 + Log[3])*PolyLog[2, -(x/E^2)] + 12*E^4*Log[(12*(E^2 + x))/x]^2*PolyLog[2, (E^2 + x)/x] - 24*E^4*Log[(12*(E^2 + x))/x]*PolyLog[3, (E^2 + x)/x] + 24*E^4*PolyLog[4, (E^2 + x)/x] + 4*E^4*Defer[Int][Log[12 + (12*E^2)/x]^3/(E^2 + x), x]","F",0,0,0,0,-1,"{}"
8401,1,27,0,0.2416864,"\int \frac{-32-32 x+\left(-128-64 x-32 x^2-32 \log (2)\right) \log \left(\frac{5}{16+8 x+4 x^2+4 \log (2)}\right)}{\left(-8 x-4 x^2-2 x^3-2 x \log (2)\right) \log \left(\frac{5}{16+8 x+4 x^2+4 \log (2)}\right)+\left(4+2 x+x^2+\log (2)\right) \log \left(\frac{5}{16+8 x+4 x^2+4 \log (2)}\right) \log \left(\log \left(\frac{5}{16+8 x+4 x^2+4 \log (2)}\right)\right)} \, dx","Int[(-32 - 32*x + (-128 - 64*x - 32*x^2 - 32*Log[2])*Log[5/(16 + 8*x + 4*x^2 + 4*Log[2])])/((-8*x - 4*x^2 - 2*x^3 - 2*x*Log[2])*Log[5/(16 + 8*x + 4*x^2 + 4*Log[2])] + (4 + 2*x + x^2 + Log[2])*Log[5/(16 + 8*x + 4*x^2 + 4*Log[2])]*Log[Log[5/(16 + 8*x + 4*x^2 + 4*Log[2])]]),x]","16 \log \left(2 x-\log \left(\log \left(\frac{5}{4 \left(x^2+2 x+4+\log (2)\right)}\right)\right)\right)","16 \log \left(2 x-\log \left(\log \left(\frac{5}{4 \left(x^2+2 x+4+\log (2)\right)}\right)\right)\right)",1,"16*Log[2*x - Log[Log[5/(4*(4 + 2*x + x^2 + Log[2]))]]]","A",3,3,132,0.02273,1,"{6688, 12, 6684}"
8402,1,105,0,0.3049835,"\int \frac{1}{5} \left(10 x+e^{e^{\frac{1}{5} \left(10 x-2 e^{e^x} x-2 e^x x+2 x^2\right)}} \left(-5+e^{\frac{1}{5} \left(10 x-2 e^{e^x} x-2 e^x x+2 x^2\right)} \left(-10 x-4 x^2+e^x \left(2 x+2 x^2\right)+e^{e^x} \left(2 x+2 e^x x^2\right)\right)\right)\right) \, dx","Int[(10*x + E^E^((10*x - 2*E^E^x*x - 2*E^x*x + 2*x^2)/5)*(-5 + E^((10*x - 2*E^E^x*x - 2*E^x*x + 2*x^2)/5)*(-10*x - 4*x^2 + E^x*(2*x + 2*x^2) + E^E^x*(2*x + 2*E^x*x^2))))/5,x]","x^2-\frac{e^{e^{\frac{2}{5} \left(x^2-e^{e^x} x-e^x x+5 x\right)}} \left(2 x^2-e^x \left(x^2+x\right)-e^{e^x} \left(e^x x^2+x\right)+5 x\right)}{-e^x x-e^{x+e^x} x+2 x-e^{e^x}-e^x+5}","x \left(x-e^{e^{\frac{2}{5} x \left(x-e^{e^x}-e^x+5\right)}}\right)",1,"x^2 - (E^E^((2*(5*x - E^E^x*x - E^x*x + x^2))/5)*(5*x + 2*x^2 - E^x*(x + x^2) - E^E^x*(x + E^x*x^2)))/(5 - E^E^x - E^x + 2*x - E^x*x - E^(E^x + x)*x)","B",3,2,112,0.01786,1,"{12, 2288}"
8403,1,25,0,0.607722,"\int \frac{8 e^x+e^{\frac{e^{x^2} x}{8}} \left(-8 e^x+e^{x^2} \left(-1-2 x^2\right)\right)}{-8+8 e^{\frac{e^{x^2} x}{8}}} \, dx","Int[(8*E^x + E^((E^x^2*x)/8)*(-8*E^x + E^x^2*(-1 - 2*x^2)))/(-8 + 8*E^((E^x^2*x)/8)),x]","-\log \left(1-e^{\frac{e^{x^2} x}{8}}\right)-e^x","-\log \left(4 e^{\frac{e^{x^2} x}{8}}-4\right)-e^x",1,"-E^x - Log[1 - E^((E^x^2*x)/8)]","A",6,5,57,0.08772,1,"{6741, 12, 6742, 2194, 6684}"
8404,0,0,0,0.907856,"\int \frac{50 x+25 x^2+\left(50 x+25 x^2\right) \log (x)+\left(90+60 x+10 x^2+(-30-10 x) \log (3+x)\right) \log (1+\log (x))+\left(10 x+5 x^2+\left(10 x+5 x^2\right) \log (x)\right) \log ^2(1+\log (x))}{6 x+2 x^2+\left(6 x+2 x^2\right) \log (x)} \, dx","Int[(50*x + 25*x^2 + (50*x + 25*x^2)*Log[x] + (90 + 60*x + 10*x^2 + (-30 - 10*x)*Log[3 + x])*Log[1 + Log[x]] + (10*x + 5*x^2 + (10*x + 5*x^2)*Log[x])*Log[1 + Log[x]]^2)/(6*x + 2*x^2 + (6*x + 2*x^2)*Log[x]),x]","\int \frac{50 x+25 x^2+\left(50 x+25 x^2\right) \log (x)+\left(90+60 x+10 x^2+(-30-10 x) \log (3+x)\right) \log (1+\log (x))+\left(10 x+5 x^2+\left(10 x+5 x^2\right) \log (x)\right) \log ^2(1+\log (x))}{6 x+2 x^2+\left(6 x+2 x^2\right) \log (x)} \, dx","\frac{5}{2} (x-\log (x+3)+3) \left(\log ^2(\log (x)+1)+5\right)",1,"(25*x)/2 - (25*Log[3 + x])/2 + (15*Log[1 + Log[x]]^2)/2 + 5*Defer[Int][Log[1 + Log[x]]/(1 + Log[x]), x] - 5*Defer[Int][(Log[3 + x]*Log[1 + Log[x]])/(x*(1 + Log[x])), x] + (5*Defer[Int][Log[1 + Log[x]]^2, x])/2 - (5*Defer[Int][Log[1 + Log[x]]^2/(3 + x), x])/2","F",0,0,0,0,-1,"{}"
8405,1,20,0,0.0171015,"\int \frac{\left(1-6 x^2\right) \log (2)+\log (2) \log (3)}{5+\left(1+x-2 x^3\right) \log (2)+x \log (2) \log (3)} \, dx","Int[((1 - 6*x^2)*Log[2] + Log[2]*Log[3])/(5 + (1 + x - 2*x^3)*Log[2] + x*Log[2]*Log[3]),x]","\log \left(\left(-2 x^3+x+1\right) \log (2)+x \log (2) \log (3)+5\right)","\log \left(2 x^3-x-x \log (3)-1-\frac{5}{\log (2)}\right)",1,"Log[5 + (1 + x - 2*x^3)*Log[2] + x*Log[2]*Log[3]]","A",1,1,38,0.02632,1,"{1587}"
8406,1,74,0,1.3429635,"\int \frac{9 x^2+3 x^3+\left(-3 x^2+3 x^3\right) \log (-1+x)+e^{e^x x} \left(-25 x+\left(-25+25 x+e^x \left(25 x-25 x^3\right)\right) \log (-1+x)\right)}{-3 x^2+3 x^3} \, dx","Int[(9*x^2 + 3*x^3 + (-3*x^2 + 3*x^3)*Log[-1 + x] + E^(E^x*x)*(-25*x + (-25 + 25*x + E^x*(25*x - 25*x^3))*Log[-1 + x]))/(-3*x^2 + 3*x^3),x]","-\frac{25 e^{e^x x} \left(e^x x \log (x-1)-e^x x^3 \log (x-1)\right)}{3 (1-x) x^2 \left(e^x x+e^x\right)}+4 \log (1-x)-(1-x) \log (x-1)","\left(x-\frac{25 e^{e^x x}}{3 x}+3\right) \log (x-1)",1,"4*Log[1 - x] - (1 - x)*Log[-1 + x] - (25*E^(E^x*x)*(E^x*x*Log[-1 + x] - E^x*x^3*Log[-1 + x]))/(3*(1 - x)*x^2*(E^x + E^x*x))","B",10,6,76,0.07895,1,"{1593, 6742, 43, 2389, 2295, 2288}"
8407,0,0,0,0.6983543,"\int \frac{-2 x^2+e^x \left(4 x-2 x^2\right)+e^{1+x} \left(e^x-x^2\right)}{5 e^{5+2 x} x^2+20 e^{4+x} x^3+20 e^3 x^4} \, dx","Int[(-2*x^2 + E^x*(4*x - 2*x^2) + E^(1 + x)*(E^x - x^2))/(5*E^(5 + 2*x)*x^2 + 20*E^(4 + x)*x^3 + 20*E^3*x^4),x]","\int \frac{-2 x^2+e^x \left(4 x-2 x^2\right)+e^{1+x} \left(e^x-x^2\right)}{5 e^{5+2 x} x^2+20 e^{4+x} x^3+20 e^3 x^4} \, dx","\frac{x-e^x}{5 e^3 x \left(2 x+e^{x+1}\right)}",1,"-1/5*1/(E^4*x) - (2*(2 + E)*Defer[Int][(E^(1 + x) + 2*x)^(-2), x])/(5*E^4) + (2*(2 + E)*Defer[Int][x/(E^(1 + x) + 2*x)^2, x])/(5*E^4) - ((2 + E)*Defer[Int][(E^(1 + x) + 2*x)^(-1), x])/(5*E^4)","F",0,0,0,0,-1,"{}"
8408,1,30,0,0.0196714,"\int \frac{\left(-32 x+10 e^5 x-8 e^{15} x\right) \log (5)-2 e^5 \log ^2(5)}{e^5 x^3} \, dx","Int[((-32*x + 10*E^5*x - 8*E^15*x)*Log[5] - 2*E^5*Log[5]^2)/(E^5*x^3),x]","\frac{\left(\left(16-5 e^5+4 e^{15}\right) x+e^5 \log (5)\right)^2}{e^{10} x^2}","\left(\frac{\log (5)}{x}+4 e^{10}+\frac{16}{e^5}-5\right)^2",1,"((16 - 5*E^5 + 4*E^15)*x + E^5*Log[5])^2/(E^10*x^2)","A",3,3,36,0.08333,1,"{12, 186, 37}"
8409,1,1080,0,33.907057,"\int \frac{-36 x^2-12 x^3-18 x^2 \log (5)+e^{80} x^{40} (492+240 x+246 \log (5))}{4+4 x+x^2+(4+2 x) \log (5)+\log ^2(5)} \, dx","Int[(-36*x^2 - 12*x^3 - 18*x^2*Log[5] + E^80*x^40*(492 + 240*x + 246*Log[5]))/(4 + 4*x + x^2 + (4 + 2*x)*Log[5] + Log[5]^2),x]","6 e^{80} (x+\log (5)+2)^{40}-246 e^{80} (2+\log (5)) (x+\log (5)+2)^{39}+4920 e^{80} (2+\log (5))^2 (x+\log (5)+2)^{38}-63960 e^{80} (2+\log (5))^3 (x+\log (5)+2)^{37}+607620 e^{80} (2+\log (5))^4 (x+\log (5)+2)^{36}-4496388 e^{80} (2+\log (5))^5 (x+\log (5)+2)^{35}+26978328 e^{80} (2+\log (5))^6 (x+\log (5)+2)^{34}-134891640 e^{80} (2+\log (5))^7 (x+\log (5)+2)^{33}+573289470 e^{80} (2+\log (5))^8 (x+\log (5)+2)^{32}-2102061390 e^{80} (2+\log (5))^9 (x+\log (5)+2)^{31}+6726596448 e^{80} (2+\log (5))^{10} (x+\log (5)+2)^{30}-18956771808 e^{80} (2+\log (5))^{11} (x+\log (5)+2)^{29}+47391929520 e^{80} (2+\log (5))^{12} (x+\log (5)+2)^{28}-105720458160 e^{80} (2+\log (5))^{13} (x+\log (5)+2)^{27}+211440916320 e^{80} (2+\log (5))^{14} (x+\log (5)+2)^{26}-380593649376 e^{80} (2+\log (5))^{15} (x+\log (5)+2)^{25}+618464680236 e^{80} (2+\log (5))^{16} (x+\log (5)+2)^{24}-909506882700 e^{80} (2+\log (5))^{17} (x+\log (5)+2)^{23}+1212675843600 e^{80} (2+\log (5))^{18} (x+\log (5)+2)^{22}-1467976021200 e^{80} (2+\log (5))^{19} (x+\log (5)+2)^{21}+1614773623320 e^{80} (2+\log (5))^{20} (x+\log (5)+2)^{20}-1614773623320 e^{80} (2+\log (5))^{21} (x+\log (5)+2)^{19}+1467976021200 e^{80} (2+\log (5))^{22} (x+\log (5)+2)^{18}-1212675843600 e^{80} (2+\log (5))^{23} (x+\log (5)+2)^{17}+909506882700 e^{80} (2+\log (5))^{24} (x+\log (5)+2)^{16}-618464680236 e^{80} (2+\log (5))^{25} (x+\log (5)+2)^{15}+380593649376 e^{80} (2+\log (5))^{26} (x+\log (5)+2)^{14}-211440916320 e^{80} (2+\log (5))^{27} (x+\log (5)+2)^{13}+105720458160 e^{80} (2+\log (5))^{28} (x+\log (5)+2)^{12}-47391929520 e^{80} (2+\log (5))^{29} (x+\log (5)+2)^{11}+18956771808 e^{80} (2+\log (5))^{30} (x+\log (5)+2)^{10}-6726596448 e^{80} (2+\log (5))^{31} (x+\log (5)+2)^9+2102061390 e^{80} (2+\log (5))^{32} (x+\log (5)+2)^8-573289470 e^{80} (2+\log (5))^{33} (x+\log (5)+2)^7+134891640 e^{80} (2+\log (5))^{34} (x+\log (5)+2)^6-26978328 e^{80} (2+\log (5))^{35} (x+\log (5)+2)^5+4496388 e^{80} (2+\log (5))^{36} (x+\log (5)+2)^4-607620 e^{80} (2+\log (5))^{37} (x+\log (5)+2)^3-6 \left(1-10660 e^{80} (2+\log (5))^{38}\right) (x+\log (5)+2)^2+6 x (2+\log (5)) \left(3-820 e^{80} (2+\log (5))^{38}\right)-\frac{6 (2+\log (5))^3 \left(-1+274877906944 e^{80}+5222680231936 e^{80} \log (5)+48309792145408 e^{80} \log ^2(5)+289858752872448 e^{80} \log ^3(5)+1268132043816960 e^{80} \log ^4(5)+4311648948977664 e^{80} \log ^5(5)+11857034609688576 e^{80} \log ^6(5)+27101793393573888 e^{80} \log ^7(5)+52509724700049408 e^{80} \log ^8(5)+87516207833415680 e^{80} \log ^9(5)+126898501358452736 e^{80} \log ^{10}(5)+161507183547121664 e^{80} \log ^{11}(5)+181695581490511872 e^{80} \log ^{12}(5)+181695581490511872 e^{80} \log ^{13}(5)+162228197759385600 e^{80} \log ^{14}(5)+129782558207508480 e^{80} \log ^{15}(5)+93281213711646720 e^{80} \log ^{16}(5)+60358432401653760 e^{80} \log ^{17}(5)+35209085567631360 e^{80} \log ^{18}(5)+18531097667174400 e^{80} \log ^{19}(5)+8802271391907840 e^{80} \log ^{20}(5)+3772402025103360 e^{80} \log ^{21}(5)+1457518964244480 e^{80} \log ^{22}(5)+506963117998080 e^{80} \log ^{23}(5)+158425974374400 e^{80} \log ^{24}(5)+44359272824832 e^{80} \log ^{25}(5)+11089818206208 e^{80} \log ^{26}(5)+2464404045824 e^{80} \log ^{27}(5)+484079366144 e^{80} \log ^{28}(5)+83461959680 e^{80} \log ^{29}(5)+12519293952 e^{80} \log ^{30}(5)+1615392768 e^{80} \log ^{31}(5)+176683584 e^{80} \log ^{32}(5)+16062144 e^{80} \log ^{33}(5)+1181040 e^{80} \log ^{34}(5)+67488 e^{80} \log ^{35}(5)+2812 e^{80} \log ^{36}(5)+76 e^{80} \log ^{37}(5)+e^{80} \log ^{38}(5)\right)}{x+\log (5)+2}","\frac{6 x \left(e^{40 (\log (x)+2)}-x^2\right)}{x+2+\log (5)}",1,"-607620*E^80*(2 + Log[5])^37*(2 + x + Log[5])^3 + 4496388*E^80*(2 + Log[5])^36*(2 + x + Log[5])^4 - 26978328*E^80*(2 + Log[5])^35*(2 + x + Log[5])^5 + 134891640*E^80*(2 + Log[5])^34*(2 + x + Log[5])^6 - 573289470*E^80*(2 + Log[5])^33*(2 + x + Log[5])^7 + 2102061390*E^80*(2 + Log[5])^32*(2 + x + Log[5])^8 - 6726596448*E^80*(2 + Log[5])^31*(2 + x + Log[5])^9 + 18956771808*E^80*(2 + Log[5])^30*(2 + x + Log[5])^10 - 47391929520*E^80*(2 + Log[5])^29*(2 + x + Log[5])^11 + 105720458160*E^80*(2 + Log[5])^28*(2 + x + Log[5])^12 - 211440916320*E^80*(2 + Log[5])^27*(2 + x + Log[5])^13 + 380593649376*E^80*(2 + Log[5])^26*(2 + x + Log[5])^14 - 618464680236*E^80*(2 + Log[5])^25*(2 + x + Log[5])^15 + 909506882700*E^80*(2 + Log[5])^24*(2 + x + Log[5])^16 - 1212675843600*E^80*(2 + Log[5])^23*(2 + x + Log[5])^17 + 1467976021200*E^80*(2 + Log[5])^22*(2 + x + Log[5])^18 - 1614773623320*E^80*(2 + Log[5])^21*(2 + x + Log[5])^19 + 1614773623320*E^80*(2 + Log[5])^20*(2 + x + Log[5])^20 - 1467976021200*E^80*(2 + Log[5])^19*(2 + x + Log[5])^21 + 1212675843600*E^80*(2 + Log[5])^18*(2 + x + Log[5])^22 - 909506882700*E^80*(2 + Log[5])^17*(2 + x + Log[5])^23 + 618464680236*E^80*(2 + Log[5])^16*(2 + x + Log[5])^24 - 380593649376*E^80*(2 + Log[5])^15*(2 + x + Log[5])^25 + 211440916320*E^80*(2 + Log[5])^14*(2 + x + Log[5])^26 - 105720458160*E^80*(2 + Log[5])^13*(2 + x + Log[5])^27 + 47391929520*E^80*(2 + Log[5])^12*(2 + x + Log[5])^28 - 18956771808*E^80*(2 + Log[5])^11*(2 + x + Log[5])^29 + 6726596448*E^80*(2 + Log[5])^10*(2 + x + Log[5])^30 - 2102061390*E^80*(2 + Log[5])^9*(2 + x + Log[5])^31 + 573289470*E^80*(2 + Log[5])^8*(2 + x + Log[5])^32 - 134891640*E^80*(2 + Log[5])^7*(2 + x + Log[5])^33 + 26978328*E^80*(2 + Log[5])^6*(2 + x + Log[5])^34 - 4496388*E^80*(2 + Log[5])^5*(2 + x + Log[5])^35 + 607620*E^80*(2 + Log[5])^4*(2 + x + Log[5])^36 - 63960*E^80*(2 + Log[5])^3*(2 + x + Log[5])^37 + 4920*E^80*(2 + Log[5])^2*(2 + x + Log[5])^38 - 246*E^80*(2 + Log[5])*(2 + x + Log[5])^39 + 6*E^80*(2 + x + Log[5])^40 - (6*(2 + Log[5])^3*(-1 + 274877906944*E^80 + 5222680231936*E^80*Log[5] + 48309792145408*E^80*Log[5]^2 + 289858752872448*E^80*Log[5]^3 + 1268132043816960*E^80*Log[5]^4 + 4311648948977664*E^80*Log[5]^5 + 11857034609688576*E^80*Log[5]^6 + 27101793393573888*E^80*Log[5]^7 + 52509724700049408*E^80*Log[5]^8 + 87516207833415680*E^80*Log[5]^9 + 126898501358452736*E^80*Log[5]^10 + 161507183547121664*E^80*Log[5]^11 + 181695581490511872*E^80*Log[5]^12 + 181695581490511872*E^80*Log[5]^13 + 162228197759385600*E^80*Log[5]^14 + 129782558207508480*E^80*Log[5]^15 + 93281213711646720*E^80*Log[5]^16 + 60358432401653760*E^80*Log[5]^17 + 35209085567631360*E^80*Log[5]^18 + 18531097667174400*E^80*Log[5]^19 + 8802271391907840*E^80*Log[5]^20 + 3772402025103360*E^80*Log[5]^21 + 1457518964244480*E^80*Log[5]^22 + 506963117998080*E^80*Log[5]^23 + 158425974374400*E^80*Log[5]^24 + 44359272824832*E^80*Log[5]^25 + 11089818206208*E^80*Log[5]^26 + 2464404045824*E^80*Log[5]^27 + 484079366144*E^80*Log[5]^28 + 83461959680*E^80*Log[5]^29 + 12519293952*E^80*Log[5]^30 + 1615392768*E^80*Log[5]^31 + 176683584*E^80*Log[5]^32 + 16062144*E^80*Log[5]^33 + 1181040*E^80*Log[5]^34 + 67488*E^80*Log[5]^35 + 2812*E^80*Log[5]^36 + 76*E^80*Log[5]^37 + E^80*Log[5]^38))/(2 + x + Log[5]) - 6*(2 + x + Log[5])^2*(1 - 10660*E^80*(2 + Log[5])^38) + 6*x*(2 + Log[5])*(3 - 820*E^80*(2 + Log[5])^38)","B",5,4,57,0.07018,1,"{6, 1986, 27, 1850}"
8410,1,49,0,0.0664193,"\int \frac{1}{16} e^{\frac{1}{4} \left(4 x-65 e^x x\right)} \left(12+12 x+e^x \left(-195 x-195 x^2\right)\right) \, dx","Int[(E^((4*x - 65*E^x*x)/4)*(12 + 12*x + E^x*(-195*x - 195*x^2)))/16,x]","\frac{3 e^{\frac{1}{4} \left(4 x-65 e^x x\right)} \left(4 x-65 e^x \left(x^2+x\right)\right)}{4 \left(-65 e^x x-65 e^x+4\right)}","\frac{3}{4} e^{x-\frac{65 e^x x}{4}} x",1,"(3*E^((4*x - 65*E^x*x)/4)*(4*x - 65*E^x*(x + x^2)))/(4*(4 - 65*E^x - 65*E^x*x))","B",2,2,38,0.05263,1,"{12, 2288}"
8411,1,25,0,0.448089,"\int \frac{1+(5-x) \log (5-x)+e^3 (-100+20 x) \log ^2(5-x)}{(5-x) \log (5-x)+e^3 (-100+20 x) \log ^2(5-x)} \, dx","Int[(1 + (5 - x)*Log[5 - x] + E^3*(-100 + 20*x)*Log[5 - x]^2)/((5 - x)*Log[5 - x] + E^3*(-100 + 20*x)*Log[5 - x]^2),x]","x-\log (\log (5-x))+\log \left(1-20 e^3 \log (5-x)\right)","x+\log \left(e^3-\frac{1}{20 \log (5-x)}\right)",1,"x - Log[Log[5 - x]] + Log[1 - 20*E^3*Log[5 - x]]","A",8,4,64,0.06250,1,"{6741, 6742, 2302, 29}"
8412,1,285,0,0.3957966,"\int \frac{338 x^3-1066 x^4+1170 x^5-472 x^6+28 x^7+\left(-338 x+1170 x^2-1394 x^3+652 x^4-96 x^5+4 x^6\right) \log (2)}{-x^6+3 x^7-3 x^8+x^9+\left(-3 x^4+9 x^5-9 x^6+3 x^7\right) \log (2)+\left(-3 x^2+9 x^3-9 x^4+3 x^5\right) \log ^2(2)+\left(-1+3 x-3 x^2+x^3\right) \log ^3(2)} \, dx","Int[(338*x^3 - 1066*x^4 + 1170*x^5 - 472*x^6 + 28*x^7 + (-338*x + 1170*x^2 - 1394*x^3 + 652*x^4 - 96*x^5 + 4*x^6)*Log[2])/(-x^6 + 3*x^7 - 3*x^8 + x^9 + (-3*x^4 + 9*x^5 - 9*x^6 + 3*x^7)*Log[2] + (-3*x^2 + 9*x^3 - 9*x^4 + 3*x^5)*Log[2]^2 + (-1 + 3*x - 3*x^2 + x^3)*Log[2]^3),x]","-\frac{\log (2) \left(-2 x (2+\log (2)) (13+14 \log (2))+169-\log ^3(2)+192 \log ^2(2)+360 \log (2)\right)}{(1+\log (2))^2 \left(x^2+\log (2)\right)^2}+\frac{-\left(x \left(130+70 \log ^3(2)+249 \log ^2(2)+313 \log (2)\right)\right)+169-2 \log ^4(2)+188 \log ^3(2)+576 \log ^2(2)+551 \log (2)}{(1+\log (2))^3 \left(x^2+\log (2)\right)}+\frac{3 x (2+\log (2)) (13+14 \log (2))}{(1+\log (2))^2 \left(x^2+\log (2)\right)}-\frac{4 (6+\log (128))}{(1-x) (1+\log (2))^3}+\frac{1}{(1-x)^2 (1+\log (2))^2}-\frac{\left(130+70 \log ^3(2)+249 \log ^2(2)+313 \log (2)\right) \tan ^{-1}\left(\frac{x}{\sqrt{\log (2)}}\right)}{\sqrt{\log (2)} (1+\log (2))^3}+\frac{4 \left(13+7 \log ^3(2)+21 \log ^2(2)+28 \log (2)\right) \tan ^{-1}\left(\frac{x}{\sqrt{\log (2)}}\right)}{\sqrt{\log (2)} (1+\log (2))^3}+\frac{3 (2+\log (2)) (13+14 \log (2)) \tan ^{-1}\left(\frac{x}{\sqrt{\log (2)}}\right)}{\sqrt{\log (2)} (1+\log (2))^2}","\frac{x^2 \left(-\frac{x}{x-1}+x-13\right)^2}{\left(x^2+\log (2)\right)^2}",1,"1/((1 - x)^2*(1 + Log[2])^2) + (3*ArcTan[x/Sqrt[Log[2]]]*(2 + Log[2])*(13 + 14*Log[2]))/(Sqrt[Log[2]]*(1 + Log[2])^2) + (3*x*(2 + Log[2])*(13 + 14*Log[2]))/((1 + Log[2])^2*(x^2 + Log[2])) + (4*ArcTan[x/Sqrt[Log[2]]]*(13 + 28*Log[2] + 21*Log[2]^2 + 7*Log[2]^3))/(Sqrt[Log[2]]*(1 + Log[2])^3) - (ArcTan[x/Sqrt[Log[2]]]*(130 + 313*Log[2] + 249*Log[2]^2 + 70*Log[2]^3))/(Sqrt[Log[2]]*(1 + Log[2])^3) - (Log[2]*(169 + 360*Log[2] + 192*Log[2]^2 - Log[2]^3 - 2*x*(2 + Log[2])*(13 + 14*Log[2])))/((1 + Log[2])^2*(x^2 + Log[2])^2) + (169 + 551*Log[2] + 576*Log[2]^2 + 188*Log[2]^3 - 2*Log[2]^4 - x*(130 + 313*Log[2] + 249*Log[2]^2 + 70*Log[2]^3))/((1 + Log[2])^3*(x^2 + Log[2])) - (4*(6 + Log[128]))/((1 - x)*(1 + Log[2])^3)","B",8,4,148,0.02703,1,"{2074, 203, 639, 199}"
8413,0,0,0,3.5408124,"\int \frac{e^{-2 x+\frac{48 e^{-2 x}}{-15 x^{16}+x^{17}}} \left(11520+624 x-96 x^2\right)}{225 x^{17}-30 x^{18}+x^{19}} \, dx","Int[(E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))*(11520 + 624*x - 96*x^2))/(225*x^17 - 30*x^18 + x^19),x]","\int \frac{e^{-2 x+\frac{48 e^{-2 x}}{-15 x^{16}+x^{17}}} \left(11520+624 x-96 x^2\right)}{225 x^{17}-30 x^{18}+x^{19}} \, dx","e^{\frac{16 e^{-2 x}}{\left(\frac{x}{3}-5\right) x^{16}}}",1,"(-16*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/(-15 + x)^2, x])/2189469451904296875 - (32*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/(-15 + x), x])/2189469451904296875 + (256*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^17, x])/5 + (48*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^16, x])/5 + (704*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^15, x])/1125 + (688*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^14, x])/16875 + (224*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^13, x])/84375 + (656*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^12, x])/3796875 + (128*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^11, x])/11390625 + (208*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^10, x])/284765625 + (608*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^9, x])/12814453125 + (592*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^8, x])/192216796875 + (64*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^7, x])/320361328125 + (112*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^6, x])/8649755859375 + (544*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^5, x])/648731689453125 + (176*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^4, x])/3243658447265625 + (512*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^3, x])/145964630126953125 + (496*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x^2, x])/2189469451904296875 + (32*Defer[Int][E^(-2*x + 48/(E^(2*x)*(-15*x^16 + x^17)))/x, x])/2189469451904296875","F",0,0,0,0,-1,"{}"
8414,0,0,0,0.5010671,"\int \frac{3072+2432 x+268 x^2+8 x^3+e^{e^{x/4}} \left(-64+e^{x/4} \left(-16 x-x^2\right)\right)}{1024+128 x+4 x^2} \, dx","Int[(3072 + 2432*x + 268*x^2 + 8*x^3 + E^E^(x/4)*(-64 + E^(x/4)*(-16*x - x^2)))/(1024 + 128*x + 4*x^2),x]","\int \frac{3072+2432 x+268 x^2+8 x^3+e^{e^{x/4}} \left(-64+e^{x/4} \left(-16 x-x^2\right)\right)}{1024+128 x+4 x^2} \, dx","x^2-\frac{e^{e^{x/4}} x}{x+16}+3 x-e^4",1,"-E^E^(x/4) + 3*x + x^2 - 16*Defer[Int][E^E^(x/4)/(16 + x)^2, x] + 4*Defer[Int][E^((4*E^(x/4) + x)/4)/(16 + x), x]","F",0,0,0,0,-1,"{}"
8415,0,0,0,0.4564092,"\int \frac{-2 x^4+3 x^5+4 x^6+\left(5 x^4+12 x^5\right) \log (x)+12 x^4 \log ^2(x)+4 x^3 \log ^3(x)}{x^3+3 x^2 \log (x)+3 x \log ^2(x)+\log ^3(x)} \, dx","Int[(-2*x^4 + 3*x^5 + 4*x^6 + (5*x^4 + 12*x^5)*Log[x] + 12*x^4*Log[x]^2 + 4*x^3*Log[x]^3)/(x^3 + 3*x^2*Log[x] + 3*x*Log[x]^2 + Log[x]^3),x]","\int \frac{-2 x^4+3 x^5+4 x^6+\left(5 x^4+12 x^5\right) \log (x)+12 x^4 \log ^2(x)+4 x^3 \log ^3(x)}{x^3+3 x^2 \log (x)+3 x \log ^2(x)+\log ^3(x)} \, dx","x^4 \left(\frac{x}{(x+\log (x))^2}+1\right)",1,"x^4 - 2*Defer[Int][x^4/(x + Log[x])^3, x] - 2*Defer[Int][x^5/(x + Log[x])^3, x] + 5*Defer[Int][x^4/(x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
8416,1,41,0,0.1757949,"\int \frac{-12 e^4+e^{\frac{2 \left(15 \log (x)+3 \log ^2(x)\right)}{e^4}} \left(90-3 e^4+120 x+(36+48 x) \log (x)\right)}{e^4 x^2} \, dx","Int[(-12*E^4 + E^((2*(15*Log[x] + 3*Log[x]^2))/E^4)*(90 - 3*E^4 + 120*x + (36 + 48*x)*Log[x]))/(E^4*x^2),x]","\frac{x^{\frac{30}{e^4}-1} e^{\frac{6 \log ^2(x)}{e^4}} (4 x \log (x)+3 \log (x))}{\log (x)}+\frac{12}{x}","\left(\frac{3}{x}+4\right) \left(x^{\frac{6 (\log (x)+5)}{e^4}}+4\right)",1,"12/x + (E^((6*Log[x]^2)/E^4)*x^(-1 + 30/E^4)*(3*Log[x] + 4*x*Log[x]))/Log[x]","A",4,3,50,0.06000,1,"{12, 14, 2288}"
8417,1,30,0,0.4429479,"\int \frac{-135-180 x-9 x^2-12 x^3-4 x^4+e^x \left(9 x^2+21 x^3+16 x^4+4 x^5\right)}{9 x^2+12 x^3+4 x^4} \, dx","Int[(-135 - 180*x - 9*x^2 - 12*x^3 - 4*x^4 + E^x*(9*x^2 + 21*x^3 + 16*x^4 + 4*x^5))/(9*x^2 + 12*x^3 + 4*x^4),x]","-x-e^x+e^x (x+1)-\frac{30}{2 x+3}+\frac{15}{x}","x^2+\left(-x+e^x-1\right) x+5 \left(\frac{3}{x}+\frac{4}{\frac{3}{x}+2}+2\right)",1,"-E^x + 15/x - x + E^x*(1 + x) - 30/(3 + 2*x)","A",14,7,64,0.1094,1,"{1594, 27, 6742, 2176, 2194, 44, 43}"
8418,1,81,0,0.2236095,"\int \frac{e^{-\frac{3600-2280 x+361 x^2}{400 \log ^2(x)}} \left(3600-2280 x+361 x^2+\left(1140 x-361 x^2\right) \log (x)+200 \log ^2(x)+200 \log ^3(x)\right)}{100 \log ^2(x)} \, dx","Int[(3600 - 2280*x + 361*x^2 + (1140*x - 361*x^2)*Log[x] + 200*Log[x]^2 + 200*Log[x]^3)/(100*E^((3600 - 2280*x + 361*x^2)/(400*Log[x]^2))*Log[x]^2),x]","\frac{2 e^{-\frac{361 x^2-2280 x+3600}{400 \log ^2(x)}} \left(361 x^2+19 \left(60 x-19 x^2\right) \log (x)-2280 x+3600\right)}{\left(\frac{361 x^2-2280 x+3600}{x \log ^3(x)}+\frac{19 (60-19 x)}{\log ^2(x)}\right) \log ^2(x)}","2 x e^{-\frac{\left(3-\frac{19 x}{20}\right)^2}{\log ^2(x)}} \log (x)-5",1,"(2*(3600 - 2280*x + 361*x^2 + 19*(60*x - 19*x^2)*Log[x]))/(E^((3600 - 2280*x + 361*x^2)/(400*Log[x]^2))*((3600 - 2280*x + 361*x^2)/(x*Log[x]^3) + (19*(60 - 19*x))/Log[x]^2)*Log[x]^2)","B",2,2,62,0.03226,1,"{12, 2288}"
8419,1,45,0,0.1674965,"\int \frac{e^{x^2} x+5 x^2+e^{\frac{1-x^4}{x^2}} x^2+\left(5 x^2+2 e^{x^2} x^3+e^{\frac{1-x^4}{x^2}} \left(-2+x^2-2 x^4\right)\right) \log (x)}{x^2} \, dx","Int[(E^x^2*x + 5*x^2 + E^((1 - x^4)/x^2)*x^2 + (5*x^2 + 2*E^x^2*x^3 + E^((1 - x^4)/x^2)*(-2 + x^2 - 2*x^4))*Log[x])/x^2,x]","e^{x^2} \log (x)+\frac{e^{\frac{1}{x^2}-x^2} \left(x^4 \log (x)+\log (x)\right)}{x^2 \left(\frac{1}{x^3}+x\right)}+5 x \log (x)","\left(\left(e^{\frac{1}{x^2}-x^2}+5\right) x+e^{x^2}\right) \log (x)",1,"E^x^2*Log[x] + 5*x*Log[x] + (E^(x^(-2) - x^2)*(Log[x] + x^4*Log[x]))/(x^2*(x^(-3) + x))","A",6,3,77,0.03896,1,"{14, 2295, 2288}"
8420,1,36,0,4.8812368,"\int \left(2 x+5^{\exp \left(4+\exp \left(1-8 x+16 x^2+(-2+8 x) \log (100)+\log ^2(100)\right)\right)} \exp \left(5+\exp \left(1-8 x+16 x^2+(-2+8 x) \log (100)+\log ^2(100)\right)-8 x+16 x^2+(-2+8 x) \log (100)+\log ^2(100)\right) ((8-32 x) \log (5)-8 \log (5) \log (100))\right) \, dx","Int[2*x + 5^E^(4 + E^(1 - 8*x + 16*x^2 + (-2 + 8*x)*Log[100] + Log[100]^2))*E^(5 + E^(1 - 8*x + 16*x^2 + (-2 + 8*x)*Log[100] + Log[100]^2) - 8*x + 16*x^2 + (-2 + 8*x)*Log[100] + Log[100]^2)*((8 - 32*x)*Log[5] - 8*Log[5]*Log[100]),x]","x^2-5^{e^{100^{8 x-2} e^{16 x^2-8 x+1+\log ^2(100)}+4}}","x^2-5^{e^{e^{(4 x-1+\log (100))^2}+4}}",1,"-5^E^(4 + 100^(-2 + 8*x)*E^(1 - 8*x + 16*x^2 + Log[100]^2)) + x^2","A",2,1,98,0.01020,1,"{6706}"
8421,0,0,0,5.647077,"\int \frac{25 x+15 x^2+e^{5/x} \left(-500+175 x-30 x^2\right)+e^x \left(x-4 x^2\right)}{9765625 x+e^{5 x} x-9765625 x^2+3906250 x^3-781250 x^4+78125 x^5-3125 x^6+e^{20/x} \left(48828125 x-87890625 x^2+62500000 x^3-21875000 x^4+3750000 x^5-250000 x^6\right)+e^{10/x} \left(97656250 x-136718750 x^2+74218750 x^3-19531250 x^4+2500000 x^5-125000 x^6\right)+e^{5/x} \left(-48828125 x+58593750 x^2-27343750 x^3+6250000 x^4-703125 x^5+31250 x^6\right)+e^{25/x} \left(-9765625 x+19531250 x^2-15625000 x^3+6250000 x^4-1250000 x^5+100000 x^6\right)+e^{15/x} \left(-97656250 x+156250000 x^2-97656250 x^3+29687500 x^4-4375000 x^5+250000 x^6\right)+e^{4 x} \left(125 x-25 x^2+e^{5/x} \left(-125 x+50 x^2\right)\right)+e^{3 x} \left(6250 x-2500 x^2+250 x^3+e^{5/x} \left(-12500 x+7500 x^2-1000 x^3\right)+e^{10/x} \left(6250 x-5000 x^2+1000 x^3\right)\right)+e^{2 x} \left(156250 x-93750 x^2+18750 x^3-1250 x^4+e^{10/x} \left(468750 x-468750 x^2+150000 x^3-15000 x^4\right)+e^{5/x} \left(-468750 x+375000 x^2-93750 x^3+7500 x^4\right)+e^{15/x} \left(-156250 x+187500 x^2-75000 x^3+10000 x^4\right)\right)+e^x \left(1953125 x-1562500 x^2+468750 x^3-62500 x^4+3125 x^5+e^{15/x} \left(-7812500 x+10937500 x^2-5625000 x^3+1250000 x^4-100000 x^5\right)+e^{5/x} \left(-7812500 x+7812500 x^2-2812500 x^3+437500 x^4-25000 x^5\right)+e^{20/x} \left(1953125 x-3125000 x^2+1875000 x^3-500000 x^4+50000 x^5\right)+e^{10/x} \left(11718750 x-14062500 x^2+6093750 x^3-1125000 x^4+75000 x^5\right)\right)} \, dx","Int[(25*x + 15*x^2 + E^(5/x)*(-500 + 175*x - 30*x^2) + E^x*(x - 4*x^2))/(9765625*x + E^(5*x)*x - 9765625*x^2 + 3906250*x^3 - 781250*x^4 + 78125*x^5 - 3125*x^6 + E^(20/x)*(48828125*x - 87890625*x^2 + 62500000*x^3 - 21875000*x^4 + 3750000*x^5 - 250000*x^6) + E^(10/x)*(97656250*x - 136718750*x^2 + 74218750*x^3 - 19531250*x^4 + 2500000*x^5 - 125000*x^6) + E^(5/x)*(-48828125*x + 58593750*x^2 - 27343750*x^3 + 6250000*x^4 - 703125*x^5 + 31250*x^6) + E^(25/x)*(-9765625*x + 19531250*x^2 - 15625000*x^3 + 6250000*x^4 - 1250000*x^5 + 100000*x^6) + E^(15/x)*(-97656250*x + 156250000*x^2 - 97656250*x^3 + 29687500*x^4 - 4375000*x^5 + 250000*x^6) + E^(4*x)*(125*x - 25*x^2 + E^(5/x)*(-125*x + 50*x^2)) + E^(3*x)*(6250*x - 2500*x^2 + 250*x^3 + E^(5/x)*(-12500*x + 7500*x^2 - 1000*x^3) + E^(10/x)*(6250*x - 5000*x^2 + 1000*x^3)) + E^(2*x)*(156250*x - 93750*x^2 + 18750*x^3 - 1250*x^4 + E^(10/x)*(468750*x - 468750*x^2 + 150000*x^3 - 15000*x^4) + E^(5/x)*(-468750*x + 375000*x^2 - 93750*x^3 + 7500*x^4) + E^(15/x)*(-156250*x + 187500*x^2 - 75000*x^3 + 10000*x^4)) + E^x*(1953125*x - 1562500*x^2 + 468750*x^3 - 62500*x^4 + 3125*x^5 + E^(15/x)*(-7812500*x + 10937500*x^2 - 5625000*x^3 + 1250000*x^4 - 100000*x^5) + E^(5/x)*(-7812500*x + 7812500*x^2 - 2812500*x^3 + 437500*x^4 - 25000*x^5) + E^(20/x)*(1953125*x - 3125000*x^2 + 1875000*x^3 - 500000*x^4 + 50000*x^5) + E^(10/x)*(11718750*x - 14062500*x^2 + 6093750*x^3 - 1125000*x^4 + 75000*x^5))),x]","\int \frac{25 x+15 x^2+e^{5/x} \left(-500+175 x-30 x^2\right)+e^x \left(x-4 x^2\right)}{9765625 x+e^{5 x} x-9765625 x^2+3906250 x^3-781250 x^4+78125 x^5-3125 x^6+e^{20/x} \left(48828125 x-87890625 x^2+62500000 x^3-21875000 x^4+3750000 x^5-250000 x^6\right)+e^{10/x} \left(97656250 x-136718750 x^2+74218750 x^3-19531250 x^4+2500000 x^5-125000 x^6\right)+e^{5/x} \left(-48828125 x+58593750 x^2-27343750 x^3+6250000 x^4-703125 x^5+31250 x^6\right)+e^{25/x} \left(-9765625 x+19531250 x^2-15625000 x^3+6250000 x^4-1250000 x^5+100000 x^6\right)+e^{15/x} \left(-97656250 x+156250000 x^2-97656250 x^3+29687500 x^4-4375000 x^5+250000 x^6\right)+e^{4 x} \left(125 x-25 x^2+e^{5/x} \left(-125 x+50 x^2\right)\right)+e^{3 x} \left(6250 x-2500 x^2+250 x^3+e^{5/x} \left(-12500 x+7500 x^2-1000 x^3\right)+e^{10/x} \left(6250 x-5000 x^2+1000 x^3\right)\right)+e^{2 x} \left(156250 x-93750 x^2+18750 x^3-1250 x^4+e^{10/x} \left(468750 x-468750 x^2+150000 x^3-15000 x^4\right)+e^{5/x} \left(-468750 x+375000 x^2-93750 x^3+7500 x^4\right)+e^{15/x} \left(-156250 x+187500 x^2-75000 x^3+10000 x^4\right)\right)+e^x \left(1953125 x-1562500 x^2+468750 x^3-62500 x^4+3125 x^5+e^{15/x} \left(-7812500 x+10937500 x^2-5625000 x^3+1250000 x^4-100000 x^5\right)+e^{5/x} \left(-7812500 x+7812500 x^2-2812500 x^3+437500 x^4-25000 x^5\right)+e^{20/x} \left(1953125 x-3125000 x^2+1875000 x^3-500000 x^4+50000 x^5\right)+e^{10/x} \left(11718750 x-14062500 x^2+6093750 x^3-1125000 x^4+75000 x^5\right)\right)} \, dx","\frac{x}{\left(5 \left(-x+e^{5/x} (2 x-5)+5\right)+e^x\right)^4}",1,"200*Defer[Int][E^(5/x)/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5, x] - 500*Defer[Int][E^(5/x)/(x*(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5), x] + 120*Defer[Int][x/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5, x] - 140*Defer[Int][(E^(5/x)*x)/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5, x] - 20*Defer[Int][x^2/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5, x] + 40*Defer[Int][(E^(5/x)*x^2)/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^5, x] + Defer[Int][(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^(-4), x] - 4*Defer[Int][x/(25 - 25*E^(5/x) + E^x - 5*x + 10*E^(5/x)*x)^4, x]","F",0,0,0,0,-1,"{}"
8422,1,5694,0,48.5954871,"\int \frac{e^{2 e^4} \left(512 x-1024 x^2+768 x^3-256 x^4+32 x^5+e^8 \left(-4+x^2\right)\right)}{e^{16} x^2+4096 x^4-8192 x^5+6144 x^6-2048 x^7+256 x^8+e^8 \left(-128 x^3+128 x^4-32 x^5\right)} \, dx","Int[(E^(2*E^4)*(512*x - 1024*x^2 + 768*x^3 - 256*x^4 + 32*x^5 + E^8*(-4 + x^2)))/(E^16*x^2 + 4096*x^4 - 8192*x^5 + 6144*x^6 - 2048*x^7 + 256*x^8 + E^8*(-128*x^3 + 128*x^4 - 32*x^5)),x]","-\frac{18\ 2^{2/3} e^{-8+2 e^4} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{4/3} \left(48 e^4 \left(512-27 e^8\right)-\frac{\sqrt[3]{2} \left(243 e^{20}+24576 e^4 \left(16+\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)-144 e^{12} \left(176+9 \sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)+\sqrt{-1536+81 e^8} \left(27 e^{16}+4096 \left(8+\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)-16 e^8 \left(160+11 \sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)\right)\right) (4-3 x)}{\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}}\right)}{\left(4608 e^4-243 e^{12}+256 \sqrt{-1536+81 e^8}-27 e^8 \sqrt{-1536+81 e^8}\right) \left(32 \sqrt[3]{2}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right) \left(4 (4-3 x)+\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}+\frac{32\ 2^{2/3}}{\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}}\right) \left(-16 (4-3 x)^2+4 \left(\frac{32\ 2^{2/3}}{\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}}+\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right) (4-3 x)-\left(-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}-\frac{2048 \sqrt[3]{2}}{\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}}+64\right)}-\frac{5184\ 2^{5/6} e^{2 e^4} \left(512-27 e^8\right) \sqrt{\frac{3}{729\ 2^{2/3} e^{16}+81\ 2^{2/3} e^{12} \sqrt{-1536+81 e^8}-192 e^4 \sqrt{-1536+81 e^8} \left(4\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)-1728 e^8 \left(8\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)+1024 \left(32\ 2^{2/3}+16 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\sqrt[3]{2} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}} \left(2239488 e^{24} \left(16 \sqrt[3]{2}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-19683 e^{32} \left(112 \sqrt[3]{2}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+268435456 \left(32 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+1990656 e^{16} \left(192 \sqrt[3]{2}+25 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-4194304 e^8 \left(1472 \sqrt[3]{2}+73 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+e^4 \sqrt{-1536+81 e^8} \left(20736 e^{16} \left(80 \sqrt[3]{2}-11 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-2187 e^{24} \left(112 \sqrt[3]{2}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-2097152 \left(128 \sqrt[3]{2}+5 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+73728 e^8 \left(640 \sqrt[3]{2}+47 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)\right) \tan ^{-1}\left(\frac{\sqrt[3]{2} \left(27 e^8+3 e^4 \sqrt{-1536+81 e^8}-32 \left(8-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)\right)-8 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} (4-3 x)}{\sqrt{6 \left(729\ 2^{2/3} e^{16}+81\ 2^{2/3} e^{12} \sqrt{-1536+81 e^8}-192 e^4 \sqrt{-1536+81 e^8} \left(4\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)-1728 e^8 \left(8\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)+1024 \left(32\ 2^{2/3}+16 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\sqrt[3]{2} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}}\right)}{\left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+128 \left(16 \sqrt[3]{2}-2\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right) \left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)^3}+\frac{3\ 2^{5/6} e^{-8+2 e^4} \sqrt{\frac{3}{729\ 2^{2/3} e^{16}+81\ 2^{2/3} e^{12} \sqrt{-1536+81 e^8}-192 e^4 \sqrt{-1536+81 e^8} \left(4\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)-1728 e^8 \left(8\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)+1024 \left(32\ 2^{2/3}+16 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\sqrt[3]{2} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}} \left(27 e^{16} \left(112 \sqrt[3]{2}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-16384 \left(32 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+512 e^8 \left(16 \sqrt[3]{2}+5 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+e^4 \sqrt{-1536+81 e^8} \left(e^8 \left(336 \sqrt[3]{2}-3 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+256 \left(16 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)\right) \tan ^{-1}\left(\frac{\sqrt[3]{2} \left(27 e^8+3 e^4 \sqrt{-1536+81 e^8}-32 \left(8-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)\right)-8 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} (4-3 x)}{\sqrt{6 \left(729\ 2^{2/3} e^{16}+81\ 2^{2/3} e^{12} \sqrt{-1536+81 e^8}-192 e^4 \sqrt{-1536+81 e^8} \left(4\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)-1728 e^8 \left(8\ 2^{2/3}+\sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}\right)+1024 \left(32\ 2^{2/3}+16 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\sqrt[3]{2} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}}\right)}{27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}-\frac{864 e^{2 e^4} \left(512-27 e^8\right) \left(256-27 e^8-3 e^4 \sqrt{-1536+81 e^8}\right) \left(81 e^{16} \left(144 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+65536 \left(8 \sqrt[3]{2}-2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-768 e^8 \left(288 \sqrt[3]{2}-9\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+10 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+e^4 \sqrt{-1536+81 e^8} \left(9 e^8 \left(144 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-768 \left(16 \sqrt[3]{2}-2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)\right) \log \left(4 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} (4-3 x)+\sqrt[3]{2} \left(32 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}{\left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+128 \left(16 \sqrt[3]{2}-2\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right) \left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)^3}+\frac{2 e^{-8+2 e^4} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} \left(3 e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+8 \left(32\ 2^{2/3}-32 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\sqrt[3]{2} \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right) \log \left(4 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} (4-3 x)+\sqrt[3]{2} \left(32 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}{27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}-\frac{864 e^{2 e^4} \left(512-27 e^8\right) \left(2187 e^{24} \left(144 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-8388608 \left(8 \sqrt[3]{2}-2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-20736 e^{16} \left(432 \sqrt[3]{2}-9\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+11 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+98304 e^8 \left(648 \sqrt[3]{2}-36\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+37 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+e^4 \sqrt{-1536+81 e^8} \left(243 e^{16} \left(144 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)+196608 \left(12 \sqrt[3]{2}-2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-2304 e^8 \left(288 \sqrt[3]{2}-9\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+10 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)\right) \log \left(48 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} x^2-128 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} x+128\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} x+12 \sqrt[3]{2} e^4 \sqrt{3 \left(-512+27 e^8\right)} x+108 \sqrt[3]{2} e^8 x-1024 \sqrt[3]{2} x-\sqrt[3]{2} e^4 \sqrt{-1536+81 e^8} \left(16-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)-9 \sqrt[3]{2} e^8 \left(16-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}{\left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+128 \left(16 \sqrt[3]{2}-2\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}-\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right) \left(27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)^3}-\frac{e^{-8+2 e^4} \left(24 \sqrt[3]{2} e^4 \sqrt{-1536+81 e^8}+3 e^8 \left(72 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)-256 \left(8 \sqrt[3]{2}-2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right) \log \left(48 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} x^2-128 \left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3} x+128\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} x+12 \sqrt[3]{2} e^4 \sqrt{3 \left(-512+27 e^8\right)} x+108 \sqrt[3]{2} e^8 x-1024 \sqrt[3]{2} x-\sqrt[3]{2} e^4 \sqrt{-1536+81 e^8} \left(16-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)-9 \sqrt[3]{2} e^8 \left(16-\sqrt[3]{-512+54 e^8+6 e^4 \sqrt{-1536+81 e^8}}\right)+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)\right)}{27\ 2^{2/3} e^8 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+3\ 2^{2/3} e^4 \sqrt{-1536+81 e^8} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+64 \left(32 \sqrt[3]{2}-4\ 2^{2/3} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}+\frac{48 e^{-8+2 e^4} \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}}}{4 \sqrt[3]{-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}} (4-3 x)+\sqrt[3]{2} \left(32 \sqrt[3]{2}+\left(-256+27 e^8+3 e^4 \sqrt{-1536+81 e^8}\right)^{2/3}\right)}+\frac{4 e^{-8+2 e^4}}{x}+\frac{8 e^{-8+2 e^4} \left(32-e^8\right)}{3 \left(-16 x^3+64 x^2-64 x+e^8\right)}","\frac{e^{2 e^4}}{\left(\frac{e^8}{(x-2)^2 x}-16\right) x^2}",1,"(48*E^(-8 + 2*E^4)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3))/(2^(1/3)*(32*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 4*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*(4 - 3*x)) - (18*2^(2/3)*E^(-8 + 2*E^4)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(4/3)*(48*E^4*(512 - 27*E^8) - (2^(1/3)*(243*E^20 + 24576*E^4*(16 + (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 144*E^12*(176 + 9*(-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) + Sqrt[-1536 + 81*E^8]*(27*E^16 + 4096*(8 + (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 16*E^8*(160 + 11*(-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3))))*(4 - 3*x))/(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))/((4608*E^4 - 243*E^12 + 256*Sqrt[-1536 + 81*E^8] - 27*E^8*Sqrt[-1536 + 81*E^8])*(32*2^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))*((32*2^(2/3))/(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 4*(4 - 3*x))*(64 - (2048*2^(1/3))/(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3) - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(2/3) + 4*((32*2^(2/3))/(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3))*(4 - 3*x) - 16*(4 - 3*x)^2)) + (4*E^(-8 + 2*E^4))/x + (8*E^(-8 + 2*E^4)*(32 - E^8))/(3*(E^8 - 64*x + 64*x^2 - 16*x^3)) + (3*2^(5/6)*E^(-8 + 2*E^4)*Sqrt[3/(729*2^(2/3)*E^16 + 81*2^(2/3)*E^12*Sqrt[-1536 + 81*E^8] - 192*E^4*Sqrt[-1536 + 81*E^8]*(4*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1728*E^8*(8*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) + 1024*(32*2^(2/3) + 16*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 2^(1/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))]*(27*E^16*(112*2^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 16384*(32*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 512*E^8*(16*2^(1/3) + 5*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + E^4*Sqrt[-1536 + 81*E^8]*(E^8*(336*2^(1/3) - 3*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 256*(16*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))))*ArcTan[(2^(1/3)*(27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8] - 32*(8 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3))) - 8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*(4 - 3*x))/Sqrt[6*(729*2^(2/3)*E^16 + 81*2^(2/3)*E^12*Sqrt[-1536 + 81*E^8] - 192*E^4*Sqrt[-1536 + 81*E^8]*(4*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1728*E^8*(8*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) + 1024*(32*2^(2/3) + 16*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 2^(1/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))]])/(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))) - (5184*2^(5/6)*E^(2*E^4)*(512 - 27*E^8)*Sqrt[3/(729*2^(2/3)*E^16 + 81*2^(2/3)*E^12*Sqrt[-1536 + 81*E^8] - 192*E^4*Sqrt[-1536 + 81*E^8]*(4*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1728*E^8*(8*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) + 1024*(32*2^(2/3) + 16*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 2^(1/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))]*(2239488*E^24*(16*2^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 19683*E^32*(112*2^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 268435456*(32*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 1990656*E^16*(192*2^(1/3) + 25*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 4194304*E^8*(1472*2^(1/3) + 73*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + E^4*Sqrt[-1536 + 81*E^8]*(20736*E^16*(80*2^(1/3) - 11*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 2187*E^24*(112*2^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 2097152*(128*2^(1/3) + 5*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 73728*E^8*(640*2^(1/3) + 47*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))))*ArcTan[(2^(1/3)*(27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8] - 32*(8 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3))) - 8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*(4 - 3*x))/Sqrt[6*(729*2^(2/3)*E^16 + 81*2^(2/3)*E^12*Sqrt[-1536 + 81*E^8] - 192*E^4*Sqrt[-1536 + 81*E^8]*(4*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1728*E^8*(8*2^(2/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) + 1024*(32*2^(2/3) + 16*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 2^(1/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))]])/((27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 128*(16*2^(1/3) - 2*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))*(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))^3) + (2*E^(-8 + 2*E^4)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*(3*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 8*(32*2^(2/3) - 32*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 2^(1/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))*Log[2^(1/3)*(32*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 4*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*(4 - 3*x)])/(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))) - (864*E^(2*E^4)*(512 - 27*E^8)*(256 - 27*E^8 - 3*E^4*Sqrt[-1536 + 81*E^8])*(81*E^16*(144*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 65536*(8*2^(1/3) - 2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 768*E^8*(288*2^(1/3) - 9*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 10*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + E^4*Sqrt[-1536 + 81*E^8]*(9*E^8*(144*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 768*(16*2^(1/3) - 2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))))*Log[2^(1/3)*(32*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 4*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*(4 - 3*x)])/((27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 128*(16*2^(1/3) - 2*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))*(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))^3) - (E^(-8 + 2*E^4)*(24*2^(1/3)*E^4*Sqrt[-1536 + 81*E^8] + 3*E^8*(72*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 256*(8*2^(1/3) - 2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))*Log[64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 9*2^(1/3)*E^8*(16 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 2^(1/3)*E^4*Sqrt[-1536 + 81*E^8]*(16 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1024*2^(1/3)*x + 108*2^(1/3)*E^8*x + 12*2^(1/3)*E^4*Sqrt[3*(-512 + 27*E^8)]*x + 128*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*x - 128*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*x + 48*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*x^2])/(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))) - (864*E^(2*E^4)*(512 - 27*E^8)*(2187*E^24*(144*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 8388608*(8*2^(1/3) - 2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 20736*E^16*(432*2^(1/3) - 9*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 11*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 98304*E^8*(648*2^(1/3) - 36*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 37*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + E^4*Sqrt[-1536 + 81*E^8]*(243*E^16*(144*2^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) + 196608*(12*2^(1/3) - 2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 2304*E^8*(288*2^(1/3) - 9*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 10*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3))))*Log[64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)) - 9*2^(1/3)*E^8*(16 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 2^(1/3)*E^4*Sqrt[-1536 + 81*E^8]*(16 - (-512 + 54*E^8 + 6*E^4*Sqrt[-1536 + 81*E^8])^(1/3)) - 1024*2^(1/3)*x + 108*2^(1/3)*E^8*x + 12*2^(1/3)*E^4*Sqrt[3*(-512 + 27*E^8)]*x + 128*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3)*x - 128*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*x + 48*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)*x^2])/((27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 128*(16*2^(1/3) - 2*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) - (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))*(27*2^(2/3)*E^8*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 3*2^(2/3)*E^4*Sqrt[-1536 + 81*E^8]*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + 64*(32*2^(1/3) - 4*2^(2/3)*(-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(1/3) + (-256 + 27*E^8 + 3*E^4*Sqrt[-1536 + 81*E^8])^(2/3)))^3)","B",21,11,96,0.1146,1,"{12, 2074, 2101, 2081, 2079, 822, 800, 634, 618, 204, 628}"
8423,0,0,0,3.2571046,"\int \frac{e^5 (4-2 x)+5 x^2+e^{x^2} \left(-10 x^3+e^5 \left(1+2 x^2\right)\right)-e^5 (i \pi +\log (25))}{16 x^2+e^{2 x^2} x^2-8 x^3+x^4+\left(-8 x^2+2 x^3\right) (i \pi +\log (25))+x^2 (i \pi +\log (25))^2+e^{x^2} \left(8 x^2-2 x^3-2 x^2 (i \pi +\log (25))\right)} \, dx","Int[(E^5*(4 - 2*x) + 5*x^2 + E^x^2*(-10*x^3 + E^5*(1 + 2*x^2)) - E^5*(I*Pi + Log[25]))/(16*x^2 + E^(2*x^2)*x^2 - 8*x^3 + x^4 + (-8*x^2 + 2*x^3)*(I*Pi + Log[25]) + x^2*(I*Pi + Log[25])^2 + E^x^2*(8*x^2 - 2*x^3 - 2*x^2*(I*Pi + Log[25]))),x]","\int \frac{e^5 (4-2 x)+5 x^2+e^{x^2} \left(-10 x^3+e^5 \left(1+2 x^2\right)\right)-e^5 (i \pi +\log (25))}{16 x^2+e^{2 x^2} x^2-8 x^3+x^4+\left(-8 x^2+2 x^3\right) (i \pi +\log (25))+x^2 (i \pi +\log (25))^2+e^{x^2} \left(8 x^2-2 x^3-2 x^2 (i \pi +\log (25))\right)} \, dx","\frac{e^5-5 x}{x \left(-e^{x^2}+x+i \pi -4+\log (25)\right)}",1,"10*Defer[Int][x/(-E^x^2 + x - 4*(1 - (I/4)*(Pi - (2*I)*Log[5]))), x] - (5 - E^5*(8 - (2*I)*Pi - Log[625]))*Defer[Int][(I*E^x^2 - I*x + (4*I)*(1 - (I/4)*(Pi - (2*I)*Log[5])))^(-2), x] - E^5*Defer[Int][1/(x*(E^x^2 - x + 4*(1 - (I/4)*(Pi - (2*I)*Log[5])))^2), x] + (40 + 2*E^5 - (10*I)*Pi - 5*Log[625])*Defer[Int][x/(E^x^2 - x + 4*(1 - (I/4)*(Pi - (2*I)*Log[5])))^2, x] - 10*Defer[Int][x^2/(E^x^2 - x + 4*(1 - (I/4)*(Pi - (2*I)*Log[5])))^2, x] + 2*E^5*Defer[Int][(E^x^2 - x + 4*(1 - (I/4)*(Pi - (2*I)*Log[5])))^(-1), x] + E^5*Defer[Int][1/(x^2*(E^x^2 - x + 4*(1 - (I/4)*(Pi - (2*I)*Log[5])))), x]","F",0,0,0,0,-1,"{}"
8424,1,26,0,0.0077161,"\int \frac{1+10 x-380 x^2+93 x^3-2944 x^4-1280 x^5}{x} \, dx","Int[(1 + 10*x - 380*x^2 + 93*x^3 - 2944*x^4 - 1280*x^5)/x,x]","-256 x^5-736 x^4+31 x^3-190 x^2+10 x+\log (x)","(x+3) \left(x-\left(-16 x^2+x-2\right)^2\right)-x+\log (x)",1,"10*x - 190*x^2 + 31*x^3 - 736*x^4 - 256*x^5 + Log[x]","A",2,1,29,0.03448,1,"{14}"
8425,0,0,0,1.6444786,"\int \frac{4 e^2+e (-16-16 x)+28 x+16 x^2+\left(4 e^2-8 e x\right) \log (x)}{18 x+e^2 x+14 x^2+4 x^3+e \left(-8 x-4 x^2\right)+\left(2 e^2 x+e \left(-8 x-4 x^2\right)\right) \log (x)+e^2 x \log ^2(x)} \, dx","Int[(4*E^2 + E*(-16 - 16*x) + 28*x + 16*x^2 + (4*E^2 - 8*E*x)*Log[x])/(18*x + E^2*x + 14*x^2 + 4*x^3 + E*(-8*x - 4*x^2) + (2*E^2*x + E*(-8*x - 4*x^2))*Log[x] + E^2*x*Log[x]^2),x]","\int \frac{4 e^2+e (-16-16 x)+28 x+16 x^2+\left(4 e^2-8 e x\right) \log (x)}{18 x+e^2 x+14 x^2+4 x^3+e \left(-8 x-4 x^2\right)+\left(2 e^2 x+e \left(-8 x-4 x^2\right)\right) \log (x)+e^2 x \log ^2(x)} \, dx","\log \left(\left(2 x-(2 x-e (\log (x)+1)+4)^2-2\right)^2\right)",1,"-4*(7 - 4*E)*Defer[Int][(-18*(1 + ((-8 + E)*E)/18) - 14*(1 - (2*E)/7)*x - 4*x^2 + 8*(1 - E/4)*E*Log[x] + 4*E*x*Log[x] - E^2*Log[x]^2)^(-1), x] + 4*(4 - E)*E*Defer[Int][1/(x*(-18*(1 + ((-8 + E)*E)/18) - 14*(1 - (2*E)/7)*x - 4*x^2 + 8*(1 - E/4)*E*Log[x] + 4*E*x*Log[x] - E^2*Log[x]^2)), x] + 8*E*Defer[Int][Log[x]/(-18*(1 + ((-8 + E)*E)/18) - 14*(1 - (2*E)/7)*x - 4*x^2 + 8*(1 - E/4)*E*Log[x] + 4*E*x*Log[x] - E^2*Log[x]^2), x] + 16*Defer[Int][x/(18*(1 + ((-8 + E)*E)/18) + 14*(1 - (2*E)/7)*x + 4*x^2 - 8*(1 - E/4)*E*Log[x] - 4*E*x*Log[x] + E^2*Log[x]^2), x] + 4*E^2*Defer[Int][Log[x]/(x*(18*(1 + ((-8 + E)*E)/18) + 14*(1 - (2*E)/7)*x + 4*x^2 - 8*(1 - E/4)*E*Log[x] - 4*E*x*Log[x] + E^2*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
8426,1,43,0,0.0224068,"\int \left(24 x-12 e^4 x+\left(4 x-2 e^4 x\right) \log (25)+e^e \left(-12+6 e^4+\left(-2+e^4\right) \log (25)\right)\right) \, dx","Int[24*x - 12*E^4*x + (4*x - 2*E^4*x)*Log[25] + E^E*(-12 + 6*E^4 + (-2 + E^4)*Log[25]),x]","6 \left(2-e^4\right) x^2+\left(2-e^4\right) x^2 \log (25)-e^e \left(2-e^4\right) x (6+\log (25))","\left(2-e^4\right) x \left(x-e^e\right) (6+\log (25))",1,"6*(2 - E^4)*x^2 + (2 - E^4)*x^2*Log[25] - E^E*(2 - E^4)*x*(6 + Log[25])","B",2,1,42,0.02381,1,"{6}"
8427,0,0,0,31.2996626,"\int \frac{\left(2 e^{e^x+x} x^4+12 x^5+\left(-12 x^5+6 x^6+e^{e^x} \left(-4 x^3+2 x^4\right)\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right) \log \left(\frac{e^{-x} \left(x^2-5 e^x \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right)}{\log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)}\right)+\left(\left(-2 e^{e^x} x^3-6 x^5\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)+\left(10 e^{e^x+x} x+30 e^x x^3\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log ^2\left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right) \log ^2\left(\frac{e^{-x} \left(x^2-5 e^x \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right)}{\log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)}\right)}{\left(-e^{e^x} x^2-3 x^4\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)+\left(5 e^{e^x+x}+15 e^x x^2\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log ^2\left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)} \, dx","Int[((2*E^(E^x + x)*x^4 + 12*x^5 + (-12*x^5 + 6*x^6 + E^E^x*(-4*x^3 + 2*x^4))*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]])*Log[(x^2 - 5*E^x*Log[Log[(E^E^x + 3*x^2)/3]])/(E^x*Log[Log[(E^E^x + 3*x^2)/3]])] + ((-2*E^E^x*x^3 - 6*x^5)*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]] + (10*E^(E^x + x)*x + 30*E^x*x^3)*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]]^2)*Log[(x^2 - 5*E^x*Log[Log[(E^E^x + 3*x^2)/3]])/(E^x*Log[Log[(E^E^x + 3*x^2)/3]])]^2)/((-(E^E^x*x^2) - 3*x^4)*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]] + (5*E^(E^x + x) + 15*E^x*x^2)*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]]^2),x]","\int \frac{\left(2 e^{e^x+x} x^4+12 x^5+\left(-12 x^5+6 x^6+e^{e^x} \left(-4 x^3+2 x^4\right)\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right) \log \left(\frac{e^{-x} \left(x^2-5 e^x \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right)}{\log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)}\right)+\left(\left(-2 e^{e^x} x^3-6 x^5\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)+\left(10 e^{e^x+x} x+30 e^x x^3\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log ^2\left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right) \log ^2\left(\frac{e^{-x} \left(x^2-5 e^x \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)\right)}{\log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)}\right)}{\left(-e^{e^x} x^2-3 x^4\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)+\left(5 e^{e^x+x}+15 e^x x^2\right) \log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right) \log ^2\left(\log \left(\frac{1}{3} \left(e^{e^x}+3 x^2\right)\right)\right)} \, dx","x^2 \log ^2\left(\frac{e^{-x} x^2}{\log \left(\log \left(x^2+\frac{e^{e^x}}{3}\right)\right)}-5\right)",1,"4*Defer[Int][(E^E^x*x^3*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((E^E^x + 3*x^2)*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])), x] - 2*Defer[Int][(E^E^x*x^4*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((E^E^x + 3*x^2)*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])), x] + 12*Defer[Int][(x^5*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((E^E^x + 3*x^2)*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])), x] - 6*Defer[Int][(x^6*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((E^E^x + 3*x^2)*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])), x] + (2*Defer[Int][(x^4*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/(Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]]^2), x])/5 + (6*Defer[Int][(x^6*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((-E^E^x - 3*x^2)*Log[(E^E^x + 3*x^2)/3]*Log[Log[(E^E^x + 3*x^2)/3]]^2), x])/5 + (2*Defer[Int][(E^E^x*x^6*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((-E^E^x - 3*x^2)*Log[(E^E^x + 3*x^2)/3]*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])*Log[Log[(E^E^x + 3*x^2)/3]]^2), x])/5 + 12*Defer[Int][(x^5*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])])/((-E^E^x - 3*x^2)*Log[(E^E^x + 3*x^2)/3]*(x^2 - 5*E^x*Log[Log[E^E^x/3 + x^2]])*Log[Log[(E^E^x + 3*x^2)/3]]), x] + 2*Defer[Int][x*Log[-5 + x^2/(E^x*Log[Log[E^E^x/3 + x^2]])]^2, x]","F",0,0,0,0,-1,"{}"
8428,1,27,0,0.3481366,"\int \frac{e^{\frac{2 e^{4 x^2}-21 x-x^2}{6 x}} \left(-x^2+e^{4 x^2} \left(-2+16 x^2\right)\right)}{6 x^2} \, dx","Int[(E^((2*E^(4*x^2) - 21*x - x^2)/(6*x))*(-x^2 + E^(4*x^2)*(-2 + 16*x^2)))/(6*x^2),x]","e^{\frac{-x^2+2 e^{4 x^2}-21 x}{6 x}}","e^{\frac{1}{3} \left(\frac{e^{4 x^2}}{x}+x-12\right)+\frac{1-x}{2}}",1,"E^((2*E^(4*x^2) - 21*x - x^2)/(6*x))","A",2,2,55,0.03636,1,"{12, 6706}"
8429,0,0,0,3.134524,"\int \frac{e^{\frac{-27+108 x-12 x^3-16 x^5}{27 x+9 x^3}} \left(81-81 x+81 x^2-342 x^3-201 x^5-32 x^7\right)}{81 x^3+54 x^5+9 x^7} \, dx","Int[(E^((-27 + 108*x - 12*x^3 - 16*x^5)/(27*x + 9*x^3))*(81 - 81*x + 81*x^2 - 342*x^3 - 201*x^5 - 32*x^7))/(81*x^3 + 54*x^5 + 9*x^7),x]","\int \frac{e^{\frac{-27+108 x-12 x^3-16 x^5}{27 x+9 x^3}} \left(81-81 x+81 x^2-342 x^3-201 x^5-32 x^7\right)}{81 x^3+54 x^5+9 x^7} \, dx","\frac{e^{-\frac{16 x^2}{9}+\frac{x}{x^2+3}-\frac{1}{x}+4}}{x}",1,"(-32*Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2))), x])/9 + Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))/(I*Sqrt[3] - x), x]/6 + Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))/x^3, x] - Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))/x^2, x] + Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))/x, x]/3 - Defer[Int][E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))/(I*Sqrt[3] + x), x]/6 - 2*Defer[Int][(E^((-27 + 108*x - 12*x^3 - 16*x^5)/(x*(27 + 9*x^2)))*x)/(3 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
8430,1,19,0,0.0280592,"\int \frac{-27+e^{\frac{1}{3} \left(9-42 x+49 x^2\right)} \left(-42 x^2+98 x^3\right)}{3 x^2} \, dx","Int[(-27 + E^((9 - 42*x + 49*x^2)/3)*(-42*x^2 + 98*x^3))/(3*x^2),x]","e^{\frac{1}{3} (3-7 x)^2}+\frac{9}{x}","e^{\frac{1}{3} (3-7 x)^2}+\frac{9}{x}",1,"E^((3 - 7*x)^2/3) + 9/x","A",4,3,37,0.08108,1,"{12, 14, 2209}"
8431,0,0,0,13.6969197,"\int \frac{e^{2 x} \left(-2+2 e^5\right)+e^{2 e^5 x} \left(8 e^{8 x}+2 x+e^{4 x} (2+8 x)\right)}{-e^{2 x}+e^{2 e^5 x} \left(-4+e^{8 x}+2 e^{4 x} x+x^2\right)} \, dx","Int[(E^(2*x)*(-2 + 2*E^5) + E^(2*E^5*x)*(8*E^(8*x) + 2*x + E^(4*x)*(2 + 8*x)))/(-E^(2*x) + E^(2*E^5*x)*(-4 + E^(8*x) + 2*E^(4*x)*x + x^2)),x]","\int \frac{e^{2 x} \left(-2+2 e^5\right)+e^{2 e^5 x} \left(8 e^{8 x}+2 x+e^{4 x} (2+8 x)\right)}{-e^{2 x}+e^{2 e^5 x} \left(-4+e^{8 x}+2 e^{4 x} x+x^2\right)} \, dx","\log \left(\left(x+e^{4 x}\right)^2-e^{2 x-2 e^5 x}-4\right)",1,"Log[4 - E^(8*x) - 2*E^(4*x)*x - x^2] - 8*(1 - E^5)*Defer[Int][E^(2*x)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(E^(2*x) + 4*E^(2*E^5*x) - E^(2*(4 + E^5)*x) - 2*E^(2*(2 + E^5)*x)*x - E^(2*E^5*x)*x^2)), x] - 2*Defer[Int][E^(6*x)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(E^(2*x) + 4*E^(2*E^5*x) - E^(2*(4 + E^5)*x) - 2*E^(2*(2 + E^5)*x)*x - E^(2*E^5*x)*x^2)), x] - 2*(3 + E^5)*Defer[Int][E^(10*x)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(E^(2*x) + 4*E^(2*E^5*x) - E^(2*(4 + E^5)*x) - 2*E^(2*(2 + E^5)*x)*x - E^(2*E^5*x)*x^2)), x] - 4*(1 + E^5)*Defer[Int][(E^(6*x)*x)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(E^(2*x) + 4*E^(2*E^5*x) - E^(2*(4 + E^5)*x) - 2*E^(2*(2 + E^5)*x)*x - E^(2*E^5*x)*x^2)), x] + 2*Defer[Int][(E^(2*x)*x)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(-E^(2*x) - 4*E^(2*E^5*x) + E^(2*(4 + E^5)*x) + 2*E^(2*(2 + E^5)*x)*x + E^(2*E^5*x)*x^2)), x] - 2*(1 - E^5)*Defer[Int][(E^(2*x)*x^2)/((-4 + E^(8*x) + 2*E^(4*x)*x + x^2)*(-E^(2*x) - 4*E^(2*E^5*x) + E^(2*(4 + E^5)*x) + 2*E^(2*(2 + E^5)*x)*x + E^(2*E^5*x)*x^2)), x]","F",0,0,0,0,-1,"{}"
8432,0,0,0,0.3877663,"\int \frac{6+32 x^2+\left(-3+581 x+194 x^2+3072 x^3+1024 x^4\right) \log (3+x)+\left(2+\left(192 x+64 x^2\right) \log (3+x)\right) \log (\log (3+x))}{(3+x) \log (3+x)} \, dx","Int[(6 + 32*x^2 + (-3 + 581*x + 194*x^2 + 3072*x^3 + 1024*x^4)*Log[3 + x] + (2 + (192*x + 64*x^2)*Log[3 + x])*Log[Log[3 + x]])/((3 + x)*Log[3 + x]),x]","\int \frac{6+32 x^2+\left(-3+581 x+194 x^2+3072 x^3+1024 x^4\right) \log (3+x)+\left(2+\left(192 x+64 x^2\right) \log (3+x)\right) \log (\log (3+x))}{(3+x) \log (3+x)} \, dx","x^2+\left(-16 x^2-\log (\log (x+3))-3\right)^2-x",1,"-x + 97*x^2 + 256*x^4 + 32*ExpIntegralEi[2*Log[3 + x]] + 294*Log[Log[3 + x]] + Log[Log[3 + x]]^2 - 192*LogIntegral[3 + x] + 64*Defer[Int][x*Log[Log[3 + x]], x]","F",0,0,0,0,-1,"{}"
8433,1,23,0,0.6795207,"\int \frac{e^{-3 x} \left(36+72 x-2 e^{3 x} x^2+(24+36 x) \log (x)\right)}{x^3} \, dx","Int[(36 + 72*x - 2*E^(3*x)*x^2 + (24 + 36*x)*Log[x])/(E^(3*x)*x^3),x]","-\frac{12 e^{-3 x} (2 x+x \log (x))}{x^3}-2 \log (x)","-\frac{12 e^{-3 x} (\log (x)+2)}{x^2}-\log \left(x^2\right)+4",1,"-2*Log[x] - (12*(2*x + x*Log[x]))/(E^(3*x)*x^3)","A",5,4,32,0.1250,1,"{6741, 12, 6742, 2288}"
8434,1,24,0,0.0160372,"\int \frac{-5-i \pi -\log (4)}{x^2+e^{5+e^5} x^2} \, dx","Int[(-5 - I*Pi - Log[4])/(x^2 + E^(5 + E^5)*x^2),x]","\frac{5+i \pi +\log (4)}{\left(1+e^{5+e^5}\right) x}","\frac{5+i \pi +\log (4)}{e^{5+e^5} x+x}",1,"(5 + I*Pi + Log[4])/((1 + E^(5 + E^5))*x)","A",3,3,29,0.1034,1,"{6, 12, 30}"
8435,1,30,0,1.9511889,"\int \frac{75+90 x+3 x^2+\left(120 x-24 x^2+\left(75-30 x+3 x^2\right) \log \left(\frac{x}{e}\right)\right) \log \left(\frac{-8 x+(-5+x) \log \left(\frac{x}{e}\right)}{-5+x}\right) \log \left(-\log \left(\frac{-8 x+(-5+x) \log \left(\frac{x}{e}\right)}{-5+x}\right)\right)}{\left(40 x-8 x^2+\left(25-10 x+x^2\right) \log \left(\frac{x}{e}\right)\right) \log \left(\frac{-8 x+(-5+x) \log \left(\frac{x}{e}\right)}{-5+x}\right)} \, dx","Int[(75 + 90*x + 3*x^2 + (120*x - 24*x^2 + (75 - 30*x + 3*x^2)*Log[x/E])*Log[(-8*x + (-5 + x)*Log[x/E])/(-5 + x)]*Log[-Log[(-8*x + (-5 + x)*Log[x/E])/(-5 + x)]])/((40*x - 8*x^2 + (25 - 10*x + x^2)*Log[x/E])*Log[(-8*x + (-5 + x)*Log[x/E])/(-5 + x)]),x]","3 x \log \left(-\log \left(-\frac{-9 x-(5-x) \log (x)+5}{5-x}\right)\right)","3 x \log \left(-\log \left(\frac{8 x}{5-x}+\log \left(\frac{x}{e}\right)\right)\right)",1,"3*x*Log[-Log[-((5 - 9*x - (5 - x)*Log[x])/(5 - x))]]","A",8,3,132,0.02273,1,"{6741, 6742, 2549}"
8436,1,108,0,0.3014021,"\int \frac{-4-4 x+2 e x+\left(-400 x^3-400 x^4+200 e x^4\right) \log \left(x^2\right)+\left(-400 x^3-500 x^4+250 e x^4\right) \log ^2\left(x^2\right)+\left(-10000 x^7+5000 e x^7\right) \log ^3\left(x^2\right)+\left(-10000 x^7+5000 e x^7\right) \log ^4\left(x^2\right)}{-2+e} \, dx","Int[(-4 - 4*x + 2*E*x + (-400*x^3 - 400*x^4 + 200*E*x^4)*Log[x^2] + (-400*x^3 - 500*x^4 + 250*E*x^4)*Log[x^2]^2 + (-10000*x^7 + 5000*E*x^7)*Log[x^2]^3 + (-10000*x^7 + 5000*E*x^7)*Log[x^2]^4)/(-2 + E),x]","x^2+625 x^8 \log ^4\left(x^2\right)+50 x^5 \log ^2\left(x^2\right)-40 x^5 \log \left(x^2\right)+\frac{100 x^4 \log ^2\left(x^2\right)}{2-e}-\frac{100 x^4 \log \left(x^2\right)}{2-e}+\frac{20 \left(2 (2-e) x^5+5 x^4\right) \log \left(x^2\right)}{2-e}+\frac{4 x}{2-e}","\left(25 x^4 \log ^2\left(x^2\right)+x+\frac{2}{2-e}\right)^2-2",1,"(4*x)/(2 - E) + x^2 - (100*x^4*Log[x^2])/(2 - E) - 40*x^5*Log[x^2] + (20*(5*x^4 + 2*(2 - E)*x^5)*Log[x^2])/(2 - E) + (100*x^4*Log[x^2]^2)/(2 - E) + 50*x^5*Log[x^2]^2 + 625*x^8*Log[x^2]^4","B",28,8,99,0.08081,1,"{6, 12, 1593, 43, 2334, 2353, 2305, 2304}"
8437,1,8,0,0.0025737,"\int (7-6 \log (4)) \, dx","Int[7 - 6*Log[4],x]","x (7-6 \log (4))","x+6 (x-x \log (4))",1,"x*(7 - 6*Log[4])","A",1,1,6,0.1667,1,"{8}"
8438,0,0,0,23.2876016,"\int \frac{\exp \left(-2 x \log \left(\frac{x}{3+x}\right)+x^2 \log (-3+x) \log \left(\frac{x}{3+x}\right)\right) \left(-9+18 x-5 x^2+\left(18 x+x^3+x^4\right) \log \left(\frac{x}{3+x}\right)+\log (-3+x) \left(-9 x^2+3 x^3+\left(-18 x^2+2 x^4\right) \log \left(\frac{x}{3+x}\right)\right)\right)}{-9+x^2} \, dx","Int[(E^(-2*x*Log[x/(3 + x)] + x^2*Log[-3 + x]*Log[x/(3 + x)])*(-9 + 18*x - 5*x^2 + (18*x + x^3 + x^4)*Log[x/(3 + x)] + Log[-3 + x]*(-9*x^2 + 3*x^3 + (-18*x^2 + 2*x^4)*Log[x/(3 + x)])))/(-9 + x^2),x]","\int \frac{\exp \left(-2 x \log \left(\frac{x}{3+x}\right)+x^2 \log (-3+x) \log \left(\frac{x}{3+x}\right)\right) \left(-9+18 x-5 x^2+\left(18 x+x^3+x^4\right) \log \left(\frac{x}{3+x}\right)+\log (-3+x) \left(-9 x^2+3 x^3+\left(-18 x^2+2 x^4\right) \log \left(\frac{x}{3+x}\right)\right)\right)}{-9+x^2} \, dx","x \left(\frac{x}{x+3}\right)^{x (x \log (x-3)-2)}",1,"-5*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x]), x] + 9*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x])/(3 - x), x] + 9*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x])/(-3 + x), x] + 18*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x])/(3 + x), x] - 9*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[-3 + x], x] + 3*Defer[Int][x*(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[-3 + x], x] + 27*Defer[Int][((x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[-3 + x])/(3 + x), x] + 9*Defer[Int][(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[x/(3 + x)], x] + 27*Defer[Int][((x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[x/(3 + x)])/(-3 + x), x] + Defer[Int][x*(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[x/(3 + x)], x] + Defer[Int][x^2*(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[x/(3 + x)], x] + 2*Defer[Int][x^2*(x/(3 + x))^(-2*x + x^2*Log[-3 + x])*Log[-3 + x]*Log[x/(3 + x)], x]","F",0,0,0,0,-1,"{}"
8439,1,161,0,0.3684496,"\int \frac{-8-11 x^2-32 x^3-3 x^4+e^{2 x} \left(8-16 x-33 x^2-2 x^3\right)+\left(32 x^2+4 x^3\right) \log (2)+\left(8-x^2\right) \log ^2(2)+e^x \left(48 x^2+36 x^3+2 x^4+\left(16-16 x-34 x^2-2 x^3\right) \log (2)\right)}{4 x^2} \, dx","Int[(-8 - 11*x^2 - 32*x^3 - 3*x^4 + E^(2*x)*(8 - 16*x - 33*x^2 - 2*x^3) + (32*x^2 + 4*x^3)*Log[2] + (8 - x^2)*Log[2]^2 + E^x*(48*x^2 + 36*x^3 + 2*x^4 + (16 - 16*x - 34*x^2 - 2*x^3)*Log[2]))/(4*x^2),x]","\frac{1}{2} \log (256) \text{Ei}(x)-4 \log (2) \text{Ei}(x)-\frac{x^3}{4}+\frac{e^x x^2}{2}-\frac{1}{2} x^2 (8-\log (2))-e^x x-\frac{1}{4} e^{2 x} x+e^x-4 e^{2 x}-\frac{2 e^{2 x}}{x}-\frac{1}{4} x \left(11+\log ^2(2)-32 \log (2)\right)+\frac{2 \left(1-\log ^2(2)\right)}{x}+\frac{1}{2} e^x x (18-\log (2))-\frac{1}{2} e^x (18-\log (2))+\frac{1}{2} e^x (24-17 \log (2))-\frac{e^x \log (256)}{2 x}","-x-\left(\frac{x}{4}+\frac{2}{x}+4\right) \left(\left(-x+e^x+\log (2)\right)^2-1\right)-5",1,"E^x - 4*E^(2*x) - (2*E^(2*x))/x - E^x*x - (E^(2*x)*x)/4 + (E^x*x^2)/2 - x^3/4 + (E^x*(24 - 17*Log[2]))/2 - (x^2*(8 - Log[2]))/2 - (E^x*(18 - Log[2]))/2 + (E^x*x*(18 - Log[2]))/2 - 4*ExpIntegralEi[x]*Log[2] + (2*(1 - Log[2]^2))/x - (x*(11 - 32*Log[2] + Log[2]^2))/4 - (E^x*Log[256])/(2*x) + (ExpIntegralEi[x]*Log[256])/2","C",24,7,109,0.06422,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
8440,0,0,0,3.4370968,"\int \frac{-3 x+3 x^3+\left(-x+x^2\right) \log (3)+e^x \left(1+x-3 x^2+x^3\right) \log (3)+\left(3 x-e^x x \log (3)+\left(x-2 x^2\right) \log (3)\right) \log (x)}{-3 x^3+3 x^4+e^x \left(x^2-x^3\right) \log (3)+\left(-3 x^2+e^x x \log (3)+\left(x^2-x^3\right) \log (3)\right) \log (x)+x \log (3) \log ^2(x)} \, dx","Int[(-3*x + 3*x^3 + (-x + x^2)*Log[3] + E^x*(1 + x - 3*x^2 + x^3)*Log[3] + (3*x - E^x*x*Log[3] + (x - 2*x^2)*Log[3])*Log[x])/(-3*x^3 + 3*x^4 + E^x*(x^2 - x^3)*Log[3] + (-3*x^2 + E^x*x*Log[3] + (x^2 - x^3)*Log[3])*Log[x] + x*Log[3]*Log[x]^2),x]","\int \frac{-3 x+3 x^3+\left(-x+x^2\right) \log (3)+e^x \left(1+x-3 x^2+x^3\right) \log (3)+\left(3 x-e^x x \log (3)+\left(x-2 x^2\right) \log (3)\right) \log (x)}{-3 x^3+3 x^4+e^x \left(x^2-x^3\right) \log (3)+\left(-3 x^2+e^x x \log (3)+\left(x^2-x^3\right) \log (3)\right) \log (x)+x \log (3) \log ^2(x)} \, dx","\log \left(\frac{-x^2+x+\log (x)}{-e^x+\frac{3 x}{\log (3)}-\log (x)}\right)",1,"-x - Defer[Int][(-x + x^2 - Log[x])^(-1), x] - Defer[Int][1/(x*(-x + x^2 - Log[x])), x] + (Log[9]*Defer[Int][x/(-x + x^2 - Log[x]), x])/Log[3] - (Log[27]*Defer[Int][(3*x - E^x*Log[3] - Log[3]*Log[x])^(-1), x])/Log[3] + Log[3]*Defer[Int][1/(x*(3*x - E^x*Log[3] - Log[3]*Log[x])), x] + (Log[27]*Defer[Int][x/(3*x - E^x*Log[3] - Log[3]*Log[x]), x])/Log[3] + Log[3]*Defer[Int][Log[x]/(-3*x + E^x*Log[3] + Log[3]*Log[x]), x]","F",0,0,0,0,-1,"{}"
8441,1,57,0,0.7131987,"\int \frac{15-45 x+45 x^2-15 x^3+\left(600 x+210 x^2-162 x^3-6 x^4+6 x^5+e^{2 x} \left(96 x-216 x^2+48 x^3+192 x^4-144 x^5+24 x^6\right)\right) \log ^2(-4+x)}{\left(4-13 x+15 x^2-7 x^3+x^4\right) \log ^2(-4+x)} \, dx","Int[(15 - 45*x + 45*x^2 - 15*x^3 + (600*x + 210*x^2 - 162*x^3 - 6*x^4 + 6*x^5 + E^(2*x)*(96*x - 216*x^2 + 48*x^3 + 192*x^4 - 144*x^5 + 24*x^6))*Log[-4 + x]^2)/((4 - 13*x + 15*x^2 - 7*x^3 + x^4)*Log[-4 + x]^2),x]","12 e^{2 x} x^2+\frac{75 x^2}{(1-x)^2}+3 x^2+36 x-\frac{102}{1-x}+\frac{33}{(1-x)^2}+\frac{15}{\log (x-4)}","3 \left(4 e^{2 x} x^2+\frac{(x+5)^2 x^2}{(x-1)^2}+\frac{5}{\log (x-4)}\right)",1,"33/(1 - x)^2 - 102/(1 - x) + 36*x + 3*x^2 + 12*E^(2*x)*x^2 + (75*x^2)/(1 - x)^2 + 15/Log[-4 + x]","A",21,10,108,0.09259,1,"{6688, 6742, 37, 43, 2196, 2176, 2194, 2390, 2302, 30}"
8442,1,21,0,0.0085019,"\int \frac{1}{9} e^{2-2 x} \left(6 \log ^2(4)-2 \log ^2(4) \log (5)\right) \, dx","Int[(E^(2 - 2*x)*(6*Log[4]^2 - 2*Log[4]^2*Log[5]))/9,x]","-\frac{1}{9} e^{2-2 x} \log ^2(4) (3-\log (5))","(\log (5)-3) \left(\frac{1}{9} e^{2-2 x} \log ^2(4)+5\right)",1,"-1/9*(E^(2 - 2*x)*Log[4]^2*(3 - Log[5]))","A",2,2,26,0.07692,1,"{12, 2194}"
8443,1,33,0,0.9192182,"\int \frac{\exp \left(e^x+\frac{1024 e^{-3125-5000 x-3000 x^2-800 x^3-80 x^4}}{x^5}\right) \left(e^x x+\frac{1024 e^{-3125-5000 x-3000 x^2-800 x^3-80 x^4} \left(-5-5000 x-6000 x^2-2400 x^3-320 x^4\right)}{x^5}\right)}{x} \, dx","Int[(E^(E^x + (1024*E^(-3125 - 5000*x - 3000*x^2 - 800*x^3 - 80*x^4))/x^5)*(E^x*x + (1024*E^(-3125 - 5000*x - 3000*x^2 - 800*x^3 - 80*x^4)*(-5 - 5000*x - 6000*x^2 - 2400*x^3 - 320*x^4))/x^5))/x,x]","\exp \left(\frac{1024 e^{-80 x^4-800 x^3-3000 x^2-5000 x-3125}}{x^5}+e^x\right)","e^{\frac{1024 e^{-5 (2 x+5)^4}}{x^5}+e^x}",1,"E^(E^x + (1024*E^(-3125 - 5000*x - 3000*x^2 - 800*x^3 - 80*x^4))/x^5)","A",1,1,90,0.01111,1,"{6706}"
8444,1,18,0,0.018005,"\int \frac{-8+36 e^5 x^5 \log (5)}{-4-4 x+3 e^5 x^6 \log (5)} \, dx","Int[(-8 + 36*E^5*x^5*Log[5])/(-4 - 4*x + 3*E^5*x^6*Log[5]),x]","2 \log \left(-3 e^5 x^6 \log (5)+4 x+4\right)","\log \left(\left(\frac{3}{2} e^5 x^6 \log (5)-2 x-2\right)^2\right)",1,"2*Log[4 + 4*x - 3*E^5*x^6*Log[5]]","A",1,1,30,0.03333,1,"{1587}"
8445,1,24,0,0.0301369,"\int \frac{-2-15 x-e^x x-4 x^2-2 \log (x)}{x} \, dx","Int[(-2 - 15*x - E^x*x - 4*x^2 - 2*Log[x])/x,x]","-2 x^2-15 x-e^x-\log ^2(x)-2 \log (x)","-e^x+(1-2 x) (x+8)-(\log (x)+1)^2+3",1,"-E^x - 15*x - 2*x^2 - 2*Log[x] - Log[x]^2","A",8,3,24,0.1250,1,"{14, 2194, 2301}"
8446,1,13,0,0.0248302,"\int \frac{2+90 x^3}{x+18 x^4} \, dx","Int[(2 + 90*x^3)/(x + 18*x^4),x]","\log \left(18 x^3+1\right)+2 \log (x)","\log \left(6 x^4+\frac{x}{3}\right)+\log (4 x)",1,"2*Log[x] + Log[1 + 18*x^3]","A",4,3,17,0.1765,1,"{1593, 446, 72}"
8447,1,59,0,0.019365,"\int \frac{16+32 e^{2 x}+e^x (-72-8 x)+2 x}{81 \log ^2(3)} \, dx","Int[(16 + 32*E^(2*x) + E^x*(-72 - 8*x) + 2*x)/(81*Log[3]^2),x]","\frac{x^2}{81 \log ^2(3)}+\frac{16 x}{81 \log ^2(3)}+\frac{8 e^x}{81 \log ^2(3)}+\frac{16 e^{2 x}}{81 \log ^2(3)}-\frac{8 e^x (x+9)}{81 \log ^2(3)}","\frac{\left(x-4 e^x+8\right)^2}{81 \log ^2(3)}",1,"(8*E^x)/(81*Log[3]^2) + (16*E^(2*x))/(81*Log[3]^2) + (16*x)/(81*Log[3]^2) + x^2/(81*Log[3]^2) - (8*E^x*(9 + x))/(81*Log[3]^2)","B",5,3,29,0.1034,1,"{12, 2194, 2176}"
8448,1,18,0,0.224217,"\int \frac{e^{-x} \left(-1536-288 x+e^x \left(-507-234 x-27 x^2\right)\right)}{169+78 x+9 x^2} \, dx","Int[(-1536 - 288*x + E^x*(-507 - 234*x - 27*x^2))/(E^x*(169 + 78*x + 9*x^2)),x]","\frac{96 e^{-x}}{3 x+13}-3 x","3 e^{-x} \left(\frac{8}{4-\frac{3 (1-x)}{4}}-e^x (x+3)\right)",1,"-3*x + 96/(E^x*(13 + 3*x))","A",4,3,37,0.08108,1,"{27, 6742, 2197}"
8449,1,30,0,0.3109058,"\int \frac{1+\left(-30 x^2-34 x^3-17 x^4-25 x^5+6 x^6\right) \log (-25+5 x+(-5+x) \log (2))}{(-5+x) \log (-25+5 x+(-5+x) \log (2))} \, dx","Int[(1 + (-30*x^2 - 34*x^3 - 17*x^4 - 25*x^5 + 6*x^6)*Log[-25 + 5*x + (-5 + x)*Log[2]])/((-5 + x)*Log[-25 + 5*x + (-5 + x)*Log[2]]),x]","x^6+x^5+2 x^4+2 x^3+\log (\log (-((5-x) (5+\log (2)))))","\left(x^2+2\right) \left(x^2+x\right) x^2+\log (\log ((x-5) (5+\log (2))))",1,"2*x^3 + 2*x^4 + x^5 + x^6 + Log[Log[-((5 - x)*(5 + Log[2]))]]","A",10,8,61,0.1311,1,"{2444, 6688, 6742, 14, 2390, 12, 2302, 29}"
8450,1,39,0,0.6830474,"\int \frac{4 e^x+\left(e^x \left(-4 x+x^2\right)+4 e^x x^2 (i \pi +\log (\log (4)))+e^x x^2 \log ^2(\log (4)) (i \pi +\log (\log (4)))\right) \log \left(\frac{-4+x+4 x (i \pi +\log (\log (4)))+x \log ^2(\log (4)) (i \pi +\log (\log (4)))}{x (i \pi +\log (\log (4)))}\right)}{-4 x+x^2+4 x^2 (i \pi +\log (\log (4)))+x^2 \log ^2(\log (4)) (i \pi +\log (\log (4)))} \, dx","Int[(4*E^x + (E^x*(-4*x + x^2) + 4*E^x*x^2*(I*Pi + Log[Log[4]]) + E^x*x^2*Log[Log[4]]^2*(I*Pi + Log[Log[4]]))*Log[(-4 + x + 4*x*(I*Pi + Log[Log[4]]) + x*Log[Log[4]]^2*(I*Pi + Log[Log[4]]))/(x*(I*Pi + Log[Log[4]]))])/(-4*x + x^2 + 4*x^2*(I*Pi + Log[Log[4]]) + x^2*Log[Log[4]]^2*(I*Pi + Log[Log[4]])),x]","e^x \log \left(-\frac{4}{x (\log (\log (4))+i \pi )}+4+\log ^2(\log (4))+\frac{1}{\log (\log (4))+i \pi }\right)","e^x \log \left(\frac{x-4}{x (\log (\log (4))+i \pi )}+4+\log ^2(\log (4))\right)",1,"E^x*Log[4 + Log[Log[4]]^2 + (I*Pi + Log[Log[4]])^(-1) - 4/(x*(I*Pi + Log[Log[4]]))]","A",5,4,146,0.02740,1,"{6, 1593, 6688, 2288}"
8451,1,18,0,0.2021384,"\int \frac{e^4 \left(-15 x-6 x^2\right)+e^4 (6+3 x) \log \left(e^{2 x} (2+x)\right)}{2 x^2+x^3} \, dx","Int[(E^4*(-15*x - 6*x^2) + E^4*(6 + 3*x)*Log[E^(2*x)*(2 + x)])/(2*x^2 + x^3),x]","-\frac{3 e^4 \log \left(e^{2 x} (x+2)\right)}{x}","1-\frac{3 e^4 \log \left(e^{2 x} (x+2)\right)}{x}",1,"(-3*E^4*Log[E^(2*x)*(2 + x)])/x","A",8,4,45,0.08889,1,"{1593, 6742, 72, 2551}"
8452,0,0,0,32.6796934,"\int \frac{\left(-1024 x^4-1536 x^5\right) \log (x)+e^4 \left(-1024 x^3-1536 x^4\right) \log ^2(x)+e^8 \left(-384 x^2-576 x^3\right) \log ^3(x)+e^{12} \left(-64 x-96 x^2\right) \log ^4(x)+e^{16} (-4-6 x) \log ^5(x)+\left(-2048 x^4-3072 x^5+\left(-768 x^5+e^4 \left(-1536 x^3-2304 x^4\right)\right) \log (x)+\left(e^8 \left(-384 x^2-576 x^3\right)+e^4 \left(-512 x^3-1536 x^4\right)\right) \log ^2(x)+\left(e^{12} \left(-32 x-48 x^2\right)+e^8 \left(-384 x^2-864 x^3\right)\right) \log ^3(x)+e^{12} \left(-96 x-192 x^2\right) \log ^4(x)+e^{16} (-8-15 x) \log ^5(x)\right) \log \left(x^2\right)}{\left(8 x^5+24 x^6+18 x^7\right) \log ^5(x) \log ^2\left(x^2\right)} \, dx","Int[((-1024*x^4 - 1536*x^5)*Log[x] + E^4*(-1024*x^3 - 1536*x^4)*Log[x]^2 + E^8*(-384*x^2 - 576*x^3)*Log[x]^3 + E^12*(-64*x - 96*x^2)*Log[x]^4 + E^16*(-4 - 6*x)*Log[x]^5 + (-2048*x^4 - 3072*x^5 + (-768*x^5 + E^4*(-1536*x^3 - 2304*x^4))*Log[x] + (E^8*(-384*x^2 - 576*x^3) + E^4*(-512*x^3 - 1536*x^4))*Log[x]^2 + (E^12*(-32*x - 48*x^2) + E^8*(-384*x^2 - 864*x^3))*Log[x]^3 + E^12*(-96*x - 192*x^2)*Log[x]^4 + E^16*(-8 - 15*x)*Log[x]^5)*Log[x^2])/((8*x^5 + 24*x^6 + 18*x^7)*Log[x]^5*Log[x^2]^2),x]","\int \frac{\left(-1024 x^4-1536 x^5\right) \log (x)+e^4 \left(-1024 x^3-1536 x^4\right) \log ^2(x)+e^8 \left(-384 x^2-576 x^3\right) \log ^3(x)+e^{12} \left(-64 x-96 x^2\right) \log ^4(x)+e^{16} (-4-6 x) \log ^5(x)+\left(-2048 x^4-3072 x^5+\left(-768 x^5+e^4 \left(-1536 x^3-2304 x^4\right)\right) \log (x)+\left(e^8 \left(-384 x^2-576 x^3\right)+e^4 \left(-512 x^3-1536 x^4\right)\right) \log ^2(x)+\left(e^{12} \left(-32 x-48 x^2\right)+e^8 \left(-384 x^2-864 x^3\right)\right) \log ^3(x)+e^{12} \left(-96 x-192 x^2\right) \log ^4(x)+e^{16} (-8-15 x) \log ^5(x)\right) \log \left(x^2\right)}{\left(8 x^5+24 x^6+18 x^7\right) \log ^5(x) \log ^2\left(x^2\right)} \, dx","\frac{\left(\frac{e^4}{x}+\frac{4}{\log (x)}\right)^4}{(6 x+4) \log \left(x^2\right)}",1,"(-6075*E^16*x*ExpIntegralEi[Log[x^2]/2])/(256*Sqrt[x^2]) + (81*E^16)/(64*Log[x^2]) + E^16/(4*x^4*Log[x^2]) - (3*E^16)/(8*x^3*Log[x^2]) + (9*E^16)/(16*x^2*Log[x^2]) - (27*E^16)/(32*x*Log[x^2]) + (243*E^16*Defer[Int][1/((2 + 3*x)*Log[x^2]^2), x])/32 - 128*Defer[Int][1/(x*Log[x]^4*Log[x^2]^2), x] + 384*Defer[Int][1/((2 + 3*x)*Log[x]^4*Log[x^2]^2), x] - 128*E^4*Defer[Int][1/(x^2*Log[x]^3*Log[x^2]^2), x] + 192*E^4*Defer[Int][1/(x*Log[x]^3*Log[x^2]^2), x] - 576*E^4*Defer[Int][1/((2 + 3*x)*Log[x]^3*Log[x^2]^2), x] - 48*E^8*Defer[Int][1/(x^3*Log[x]^2*Log[x^2]^2), x] + 72*E^8*Defer[Int][1/(x^2*Log[x]^2*Log[x^2]^2), x] - 108*E^8*Defer[Int][1/(x*Log[x]^2*Log[x^2]^2), x] + 324*E^8*Defer[Int][1/((2 + 3*x)*Log[x]^2*Log[x^2]^2), x] - 8*E^12*Defer[Int][1/(x^4*Log[x]*Log[x^2]^2), x] + 12*E^12*Defer[Int][1/(x^3*Log[x]*Log[x^2]^2), x] - 18*E^12*Defer[Int][1/(x^2*Log[x]*Log[x^2]^2), x] + 27*E^12*Defer[Int][1/(x*Log[x]*Log[x^2]^2), x] - 81*E^12*Defer[Int][1/((2 + 3*x)*Log[x]*Log[x^2]^2), x] + (243*E^16*Defer[Int][1/((2 + 3*x)^2*Log[x^2]), x])/8 + (3645*E^16*Defer[Int][x/((2 + 3*x)^2*Log[x^2]), x])/64 + (1215*E^16*Defer[Int][1/((2 + 3*x)*Log[x^2]), x])/16 + (18225*E^16*Defer[Int][x/((2 + 3*x)*Log[x^2]), x])/128 - 256*Defer[Int][1/(x*Log[x]^5*Log[x^2]), x] + 768*Defer[Int][1/((2 + 3*x)*Log[x]^5*Log[x^2]), x] - 192*E^4*Defer[Int][1/(x^2*Log[x]^4*Log[x^2]), x] + 288*E^4*Defer[Int][1/(x*Log[x]^4*Log[x^2]), x] - 384*Defer[Int][1/((2 + 3*x)^2*Log[x]^4*Log[x^2]), x] - 864*E^4*Defer[Int][1/((2 + 3*x)*Log[x]^4*Log[x^2]), x] - 48*E^8*Defer[Int][1/(x^3*Log[x]^3*Log[x^2]), x] + 144*E^8*Defer[Int][1/(x^2*Log[x]^3*Log[x^2]), x] - 8*E^4*(8 + 9*E^4)*Defer[Int][1/(x^2*Log[x]^3*Log[x^2]), x] - 192*E^4*Defer[Int][1/(x*Log[x]^3*Log[x^2]), x] - 324*E^8*Defer[Int][1/(x*Log[x]^3*Log[x^2]), x] + 24*E^4*(8 + 9*E^4)*Defer[Int][1/(x*Log[x]^3*Log[x^2]), x] + 1152*E^4*Defer[Int][1/((2 + 3*x)^2*Log[x]^3*Log[x^2]), x] + 648*E^8*Defer[Int][1/((2 + 3*x)^2*Log[x]^3*Log[x^2]), x] - 72*E^4*(8 + 9*E^4)*Defer[Int][1/((2 + 3*x)^2*Log[x]^3*Log[x^2]), x] + 576*E^4*Defer[Int][1/((2 + 3*x)*Log[x]^3*Log[x^2]), x] + 972*E^8*Defer[Int][1/((2 + 3*x)*Log[x]^3*Log[x^2]), x] - 72*E^4*(8 + 9*E^4)*Defer[Int][1/((2 + 3*x)*Log[x]^3*Log[x^2]), x] - 4*E^12*Defer[Int][1/(x^4*Log[x]^2*Log[x^2]), x] + 12*E^12*Defer[Int][1/(x^3*Log[x]^2*Log[x^2]), x] - 6*E^8*(8 + E^4)*Defer[Int][1/(x^3*Log[x]^2*Log[x^2]), x] - 108*E^8*Defer[Int][1/(x^2*Log[x]^2*Log[x^2]), x] - 27*E^12*Defer[Int][1/(x^2*Log[x]^2*Log[x^2]), x] + 18*E^8*(8 + E^4)*Defer[Int][1/(x^2*Log[x]^2*Log[x^2]), x] + 324*E^8*Defer[Int][1/(x*Log[x]^2*Log[x^2]), x] + 54*E^12*Defer[Int][1/(x*Log[x]^2*Log[x^2]), x] - (81*E^8*(8 + E^4)*Defer[Int][1/(x*Log[x]^2*Log[x^2]), x])/2 - 972*E^8*Defer[Int][1/((2 + 3*x)^2*Log[x]^2*Log[x^2]), x] - 81*E^12*Defer[Int][1/((2 + 3*x)^2*Log[x]^2*Log[x^2]), x] + 81*E^8*(8 + E^4)*Defer[Int][1/((2 + 3*x)^2*Log[x]^2*Log[x^2]), x] - 972*E^8*Defer[Int][1/((2 + 3*x)*Log[x]^2*Log[x^2]), x] - 162*E^12*Defer[Int][1/((2 + 3*x)*Log[x]^2*Log[x^2]), x] + (243*E^8*(8 + E^4)*Defer[Int][1/((2 + 3*x)*Log[x]^2*Log[x^2]), x])/2 - 12*E^12*Defer[Int][1/(x^4*Log[x]*Log[x^2]), x] + 12*E^12*Defer[Int][1/(x^3*Log[x]*Log[x^2]), x] - 9*E^12*Defer[Int][1/(x^2*Log[x]*Log[x^2]), x] + 81*E^12*Defer[Int][1/((2 + 3*x)^2*Log[x]*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
8453,1,22,0,0.2300097,"\int \frac{1}{2} \left(e^x \left(10+2 \log ^2(2)\right)-5 x^7 \log ^7(x)-5 x^7 \log ^8(x)\right) \, dx","Int[(E^x*(10 + 2*Log[2]^2) - 5*x^7*Log[x]^7 - 5*x^7*Log[x]^8)/2,x]","e^x \left(5+\log ^2(2)\right)-\frac{5}{16} x^8 \log ^8(x)","e^x \left(5+\log ^2(2)\right)-\frac{5}{16} x^8 \log ^8(x)",1,"E^x*(5 + Log[2]^2) - (5*x^8*Log[x]^8)/16","A",18,4,35,0.1143,1,"{12, 2194, 2305, 2304}"
8454,1,38,0,0.0515926,"\int \frac{16 x-16 e x}{-1+e^3+12 x-48 x^2+64 x^3+e^2 (-3+12 x)+e \left(3-24 x+48 x^2\right)} \, dx","Int[(16*x - 16*E*x)/(-1 + E^3 + 12*x - 48*x^2 + 64*x^3 + E^2*(-3 + 12*x) + E*(3 - 24*x + 48*x^2)),x]","\frac{1-e}{-4 x-e+1}-\frac{(1-e)^2}{2 (-4 x-e+1)^2}","2-\frac{8}{\left(4-\frac{1-e}{x}\right)^2}",1,"-1/2*(1 - E)^2/(1 - E - 4*x)^2 + (1 - E)/(1 - E - 4*x)","B",4,3,50,0.06000,1,"{6, 12, 2074}"
8455,1,48,0,0.9235174,"\int \frac{-1-x+\left(-x^2+x^3\right) \log (4)+e^{1+x} \left(-2+2 x+\left(-2 x^2+2 x^3\right) \log (4)\right)+e^{2+2 x} \left(-1+2 x+\left(-x^2+2 x^3\right) \log (4)\right)}{x^2+x^4 \log (4)} \, dx","Int[(-1 - x + (-x^2 + x^3)*Log[4] + E^(1 + x)*(-2 + 2*x + (-2*x^2 + 2*x^3)*Log[4]) + E^(2 + 2*x)*(-1 + 2*x + (-x^2 + 2*x^3)*Log[4]))/(x^2 + x^4*Log[4]),x]","\frac{\log (16) \log \left(x^2 \log (4)+1\right)}{2 \log (4)}+\frac{2 e^{x+1}}{x}+\frac{e^{2 x+2}}{x}+\frac{1}{x}-\log (x)","\frac{\left(e^{x+1}+1\right)^2}{x}+\log \left(\frac{1}{x}+x \log (4)\right)",1,"x^(-1) + (2*E^(1 + x))/x + E^(2 + 2*x)/x - Log[x] + (Log[16]*Log[1 + x^2*Log[4]])/(2*Log[4])","B",8,5,82,0.06098,1,"{1593, 6725, 2197, 1802, 260}"
8456,1,15,0,0.0076596,"\int \frac{-4 x^2+\log ^2(2)}{4 x^2} \, dx","Int[(-4*x^2 + Log[2]^2)/(4*x^2),x]","-x-\frac{\log ^2(2)}{4 x}","-\frac{\left(x+\frac{\log (2)}{2}\right)^2}{x}-\frac{19}{12}",1,"-x - Log[2]^2/(4*x)","A",3,2,17,0.1176,1,"{12, 14}"
8457,1,20,0,0.009789,"\int \frac{e^3 (-2-2 x)-2 \log \left(\frac{e^2}{2}\right)}{e^3} \, dx","Int[(E^3*(-2 - 2*x) - 2*Log[E^2/2])/E^3,x]","-(x+1)^2-\frac{2 x (2-\log (2))}{e^3}","8-\left(x+1+\frac{\log \left(\frac{e^2}{2}\right)}{e^3}\right)^2",1,"-(1 + x)^2 - (2*x*(2 - Log[2]))/E^3","A",2,1,24,0.04167,1,"{12}"
8458,0,0,0,1.2826705,"\int \frac{e^{5 x} \left(1+x+x^2\right)+e^{5 x} \left(6 x+7 x^2+5 x^3\right) \log \left(\frac{1}{x}\right)}{x \log (5) \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(E^(5*x)*(1 + x + x^2) + E^(5*x)*(6*x + 7*x^2 + 5*x^3)*Log[x^(-1)])/(x*Log[5]*Log[x^(-1)]^2),x]","\int \frac{e^{5 x} \left(1+x+x^2\right)+e^{5 x} \left(6 x+7 x^2+5 x^3\right) \log \left(\frac{1}{x}\right)}{x \log (5) \log ^2\left(\frac{1}{x}\right)} \, dx","\frac{e^{5 x} \left(\left(x^2+x\right) x+x\right)}{x \log (5) \log \left(\frac{1}{x}\right)}",1,"Defer[Int][E^(5*x)/Log[x^(-1)]^2, x]/Log[5] + Defer[Int][E^(5*x)/(x*Log[x^(-1)]^2), x]/Log[5] + Defer[Int][(E^(5*x)*x)/Log[x^(-1)]^2, x]/Log[5] + (6*Defer[Int][E^(5*x)/Log[x^(-1)], x])/Log[5] + (7*Defer[Int][(E^(5*x)*x)/Log[x^(-1)], x])/Log[5] + (5*Defer[Int][(E^(5*x)*x^2)/Log[x^(-1)], x])/Log[5]","F",0,0,0,0,-1,"{}"
8459,0,0,0,0.4885624,"\int \frac{e^{-x} \left(-8 x+2 x^2+4 x^3-x^4-x^5+\left(4-4 x-4 x^2+4 x^3+x^4-x^5\right) \log ^2(5)\right)}{4-4 x^2+x^4} \, dx","Int[(-8*x + 2*x^2 + 4*x^3 - x^4 - x^5 + (4 - 4*x - 4*x^2 + 4*x^3 + x^4 - x^5)*Log[5]^2)/(E^x*(4 - 4*x^2 + x^4)),x]","\int \frac{e^{-x} \left(-8 x+2 x^2+4 x^3-x^4-x^5+\left(4-4 x-4 x^2+4 x^3+x^4-x^5\right) \log ^2(5)\right)}{4-4 x^2+x^4} \, dx","-e^{-x} \left(\frac{4-x^2}{2-x^2}-x+x \left(-\log ^2(5)\right)-3\right)-3",1,"(E^Sqrt[2]*ExpIntegralEi[-Sqrt[2] - x])/Sqrt[2] - ExpIntegralEi[Sqrt[2] - x]/(Sqrt[2]*E^Sqrt[2]) + (1 - Log[5]^2)/E^x + (1 + Log[5]^2)/E^x + (x*(1 + Log[5]^2))/E^x - 4*Defer[Int][x/(E^x*(-2 + x^2)^2), x]","F",0,0,0,0,-1,"{}"
8460,1,40,0,0.1336674,"\int \frac{e^{x/4} (4-8 x)+e^{x/4} \left(-7 x-2 x^2\right) \log \left(\frac{1}{5} x \log (5)\right)}{20 x} \, dx","Int[(E^(x/4)*(4 - 8*x) + E^(x/4)*(-7*x - 2*x^2)*Log[(x*Log[5])/5])/(20*x),x]","\frac{1}{5} e^{x/4} \log \left(\frac{1}{5} x \log (5)\right)-\frac{2}{5} e^{x/4} x \log \left(\frac{1}{5} x \log (5)\right)","\frac{1}{5} e^{x/4} (1-2 x) \log \left(\frac{1}{5} x \log (5)\right)",1,"(E^(x/4)*Log[(x*Log[5])/5])/5 - (2*E^(x/4)*x*Log[(x*Log[5])/5])/5","A",14,7,46,0.1522,1,"{12, 14, 2194, 2178, 2554, 2176, 2199}"
8461,1,10,0,0.0235731,"\int \frac{e^x (25-25 x)}{16 x^2} \, dx","Int[(E^x*(25 - 25*x))/(16*x^2),x]","-\frac{25 e^x}{16 x}","-\frac{25}{16} \left(\frac{e^x}{x}-1\right)",1,"(-25*E^x)/(16*x)","A",2,2,15,0.1333,1,"{12, 2197}"
8462,1,37,0,0.6897919,"\int \frac{256+16 x^4+32 x^5+x^9+x^{10}+\left(256+80 x^4+32 x^5+x^{10}\right) \log (x)}{\left(256 x+16 x^5+32 x^6+x^{10}+x^{11}\right) \log (x)} \, dx","Int[(256 + 16*x^4 + 32*x^5 + x^9 + x^10 + (256 + 80*x^4 + 32*x^5 + x^10)*Log[x])/((256*x + 16*x^5 + 32*x^6 + x^10 + x^11)*Log[x]),x]","-\log \left(x^5+16\right)+\log \left(x^4-x^3+2 x^2-4 x+8\right)+\log (x)+\log (x+2)+\log (\log (x))","\log \left(\frac{x}{\frac{16}{x^4}+x}+x\right)+\log (\log (x))",1,"Log[x] + Log[2 + x] + Log[8 - 4*x + 2*x^2 - x^3 + x^4] - Log[16 + x^5] + Log[Log[x]]","B",9,6,63,0.09524,1,"{6741, 6742, 1587, 260, 2302, 29}"
8463,1,47,0,0.0642395,"\int \left(4620 x^2+2160 x^3+240 x^4+\left(816 x^2+192 x^3\right) \log (x)+36 x^2 \log ^2(x)\right) \, dx","Int[4620*x^2 + 2160*x^3 + 240*x^4 + (816*x^2 + 192*x^3)*Log[x] + 36*x^2*Log[x]^2,x]","48 x^5+528 x^4+1452 x^3+12 x^3 \log ^2(x)-8 x^3 \log (x)+16 \left(3 x^4+17 x^3\right) \log (x)","12 x (3 x+x (2 x+\log (x)+8))^2",1,"1452*x^3 + 528*x^4 + 48*x^5 - 8*x^3*Log[x] + 16*(17*x^3 + 3*x^4)*Log[x] + 12*x^3*Log[x]^2","B",8,6,39,0.1538,1,"{1593, 43, 2334, 12, 2305, 2304}"
8464,1,16,0,0.0117528,"\int \frac{8 e^{e^{e^{25}}} x^3}{\log (2)} \, dx","Int[(8*E^E^E^25*x^3)/Log[2],x]","\frac{2 e^{e^{e^{25}}} x^4}{\log (2)}","\frac{2 e^{e^{e^{25}}} x^4}{\log (2)}",1,"(2*E^E^E^25*x^4)/Log[2]","A",2,2,16,0.1250,1,"{12, 30}"
8465,1,51,0,0.8137825,"\int \frac{100-20 x+e^x (-10+2 x)+\left(100+e^x \left(-10+10 x-2 x^2\right)\right) \log (25 x)}{x^2 \log ^2(25 x)} \, dx","Int[(100 - 20*x + E^x*(-10 + 2*x) + (100 + E^x*(-10 + 10*x - 2*x^2))*Log[25*x])/(x^2*Log[25*x]^2),x]","\frac{2 e^x \left(5 x \log (25 x)-x^2 \log (25 x)\right)}{x^2 \log ^2(25 x)}-\frac{100}{x \log (25 x)}+\frac{20}{\log (25 x)}","\frac{2 \left(e^x-10\right) (5-x)}{x \log (25 x)}",1,"20/Log[25*x] - 100/(x*Log[25*x]) + (2*E^x*(5*x*Log[25*x] - x^2*Log[25*x]))/(x^2*Log[25*x]^2)","B",14,8,45,0.1778,1,"{6742, 2353, 2306, 2309, 2178, 2302, 30, 2288}"
8466,1,13,0,0.0137604,"\int \frac{-121-50 x-22 x^2-x^4}{121+22 x^2+x^4} \, dx","Int[(-121 - 50*x - 22*x^2 - x^4)/(121 + 22*x^2 + x^4),x]","\frac{25}{x^2+11}-x","-x+\frac{5}{3-\frac{1}{5} \left(\frac{4}{x}-x\right) x}-22+\log (2)",1,"-x + 25/(11 + x^2)","A",4,4,28,0.1429,1,"{28, 1814, 21, 8}"
8467,1,36,0,0.4521699,"\int \frac{-3 x^2+e^4 x^2+e^x \left(-3+x+x^2\right)}{9 x^2+6 x^3+x^4} \, dx","Int[(-3*x^2 + E^4*x^2 + E^x*(-3 + x + x^2))/(9*x^2 + 6*x^3 + x^4),x]","-\frac{e^x}{3 (x+3)}+\frac{3-e^4}{x+3}+\frac{e^x}{3 x}","\frac{e^x-x \left(x+e^4\right)}{x (x+3)}",1,"E^x/(3*x) - E^x/(3*(3 + x)) + (3 - E^4)/(3 + x)","A",13,6,40,0.1500,1,"{6, 1594, 27, 6742, 2177, 2178}"
8468,1,17,0,0.4267915,"\int \frac{-20 x^2+\left(40-10 x^2\right) \log \left(-4+x^2\right)+\left(8 x-2 x^3\right) \log \left(-4+x^2\right) \log ^2\left(x \log \left(-4+x^2\right)\right)}{\left(-4 x+x^3\right) \log \left(-4+x^2\right) \log ^2\left(x \log \left(-4+x^2\right)\right)} \, dx","Int[(-20*x^2 + (40 - 10*x^2)*Log[-4 + x^2] + (8*x - 2*x^3)*Log[-4 + x^2]*Log[x*Log[-4 + x^2]]^2)/((-4*x + x^3)*Log[-4 + x^2]*Log[x*Log[-4 + x^2]]^2),x]","\frac{10}{\log \left(x \log \left(x^2-4\right)\right)}-2 x","\frac{10}{\log \left(x \log \left(x^2-4\right)\right)}-2 x+5",1,"-2*x + 10/Log[x*Log[-4 + x^2]]","A",4,3,76,0.03947,1,"{1593, 6688, 6686}"
8469,0,0,0,1.9177501,"\int \frac{\left(-12 x-24 x^2-12 x^3\right) \log (5)+\left(9 x^2+36 x^3+27 x^4\right) \log (x)+\left(\left(8+16 x+8 x^2\right) \log ^2(5)+\left(-24 x^2-24 x^3\right) \log (5) \log (x)\right) \log (\log (x))+\left(-4+4 x^2\right) \log ^2(5) \log (x) \log ^2(\log (x))}{9 e^5 x^2 \log (x)} \, dx","Int[((-12*x - 24*x^2 - 12*x^3)*Log[5] + (9*x^2 + 36*x^3 + 27*x^4)*Log[x] + ((8 + 16*x + 8*x^2)*Log[5]^2 + (-24*x^2 - 24*x^3)*Log[5]*Log[x])*Log[Log[x]] + (-4 + 4*x^2)*Log[5]^2*Log[x]*Log[Log[x]]^2)/(9*E^5*x^2*Log[x]),x]","\int \frac{\left(-12 x-24 x^2-12 x^3\right) \log (5)+\left(9 x^2+36 x^3+27 x^4\right) \log (x)+\left(\left(8+16 x+8 x^2\right) \log ^2(5)+\left(-24 x^2-24 x^3\right) \log (5) \log (x)\right) \log (\log (x))+\left(-4+4 x^2\right) \log ^2(5) \log (x) \log ^2(\log (x))}{9 e^5 x^2 \log (x)} \, dx","\frac{(x+1)^2 \left(x-\frac{2}{3} \log (5) \log (\log (x))\right)^2}{e^5 x}",1,"x/E^5 + (2*x^2)/E^5 + x^3/E^5 - (4*Log[5]*Log[Log[x]])/(3*E^5) - (8*x*Log[5]*Log[Log[x]])/(3*E^5) - (4*x^2*Log[5]*Log[Log[x]])/(3*E^5) + (8*Log[5]^2*Log[Log[x]]^2)/(9*E^5) + (8*Log[5]^2*Defer[Int][Log[Log[x]]/Log[x], x])/(9*E^5) + (8*Log[5]^2*Defer[Int][Log[Log[x]]/(x^2*Log[x]), x])/(9*E^5) + (4*Log[5]^2*Defer[Int][Log[Log[x]]^2, x])/(9*E^5) - (4*Log[5]^2*Defer[Int][Log[Log[x]]^2/x^2, x])/(9*E^5)","F",0,0,0,0,-1,"{}"
8470,1,10,0,0.0025739,"\int \left(-108+12 e^{16}\right) \, dx","Int[-108 + 12*E^16,x]","-12 \left(9-e^{16}\right) x","-24 \left(4+\frac{1}{2} \left(1-e^{16}\right)\right) x",1,"-12*(9 - E^16)*x","A",1,1,7,0.1429,1,"{8}"
8471,1,16,0,0.0066799,"\int \frac{-10+6 e^4 \log (5)}{3 e^4 \log (5)} \, dx","Int[(-10 + 6*E^4*Log[5])/(3*E^4*Log[5]),x]","\frac{2}{3} x \left(3-\frac{5}{e^4 \log (5)}\right)","2 x-\frac{10 x}{3 e^4 \log (5)}+4",1,"(2*x*(3 - 5/(E^4*Log[5])))/3","A",1,1,20,0.05000,1,"{8}"
8472,0,0,0,1.0929572,"\int \frac{\exp \left(16 e^{\frac{2 (-5 x+\log (x))}{x}}+\frac{2 (-5 x+\log (x))}{x}\right) (32-32 \log (x))}{x^2} \, dx","Int[(E^(16*E^((2*(-5*x + Log[x]))/x) + (2*(-5*x + Log[x]))/x)*(32 - 32*Log[x]))/x^2,x]","\int \frac{\exp \left(16 e^{\frac{2 (-5 x+\log (x))}{x}}+\frac{2 (-5 x+\log (x))}{x}\right) (32-32 \log (x))}{x^2} \, dx","e^{16 e^{\frac{2 \log (x)}{x}-10}}",1,"32*Defer[Int][E^(16*E^((2*(-5*x + Log[x]))/x) + (2*(-5*x + Log[x]))/x)/x^2, x] - 32*Defer[Int][(E^(16*E^((2*(-5*x + Log[x]))/x) + (2*(-5*x + Log[x]))/x)*Log[x])/x^2, x]","F",0,0,0,0,-1,"{}"
8473,0,0,0,0.1569517,"\int \frac{-400-800 e^2-400 e^4}{\left(-16 x+x^2\right) \log ^2\left(\frac{16-x}{4 x}\right)} \, dx","Int[(-400 - 800*E^2 - 400*E^4)/((-16*x + x^2)*Log[(16 - x)/(4*x)]^2),x]","\int \frac{-400-800 e^2-400 e^4}{\left(-16 x+x^2\right) \log ^2\left(\frac{16-x}{4 x}\right)} \, dx","\frac{25 \left(1+e^2\right)^2}{\log \left(\frac{4-\frac{x}{4}}{x}\right)}",1,"-25*(1 + E^2)^2*Defer[Int][1/((-16 + x)*Log[-1/4 + 4/x]^2), x] + 25*(1 + E^2)^2*Defer[Int][1/(x*Log[-1/4 + 4/x]^2), x]","F",0,0,0,0,-1,"{}"
8474,1,24,0,0.0574359,"\int \frac{-16+16 x+53 x^2-10 x^3-x^4}{1+10 x+27 x^2+10 x^3+x^4} \, dx","Int[(-16 + 16*x + 53*x^2 - 10*x^3 - x^4)/(1 + 10*x + 27*x^2 + 10*x^3 + x^4),x]","-\frac{4 (-80 x-13)}{21-4 \left(x+\frac{5}{2}\right)^2}-x","\frac{1}{4} \left(\log (5)-\frac{4 (x-4)^2 x}{x^2+5 x+1}\right)",1,"-x - (4*(-13 - 80*x))/(21 - 4*(5/2 + x)^2)","A",4,4,41,0.09756,1,"{1680, 1814, 21, 8}"
8475,0,0,0,0.4813019,"\int \frac{e^{e^{-\frac{2 x}{1+e^8}} (12-x)-\frac{2 x}{1+e^8}} \left(-25-e^8+2 x\right)}{1+e^8} \, dx","Int[(E^((12 - x)/E^((2*x)/(1 + E^8)) - (2*x)/(1 + E^8))*(-25 - E^8 + 2*x))/(1 + E^8),x]","\int \frac{e^{e^{-\frac{2 x}{1+e^8}} (12-x)-\frac{2 x}{1+e^8}} \left(-25-e^8+2 x\right)}{1+e^8} \, dx","e^{e^{-\frac{2 x}{1+e^8}} (12-x)}",1,"-(((25 + E^8)*Defer[Int][E^((12 - x)/E^((2*x)/(1 + E^8)) - (2*x)/(1 + E^8)), x])/(1 + E^8)) + (2*Defer[Int][E^((12 - x)/E^((2*x)/(1 + E^8)) - (2*x)/(1 + E^8))*x, x])/(1 + E^8)","F",0,0,0,0,-1,"{}"
8476,0,0,0,14.5840528,"\int \frac{e^{-10-2 x} \left(9216-4608 x+\left(4608+6912 x-4608 x^2+e^{5+x} \left(576 x-288 x^2\right)+e^{5+x} (192-96 x) \log (2-x)\right) \log (x)+\left(e^{5+x} \left(96 x+576 x^2-288 x^3\right)+e^{5+x} \left(192+96 x-96 x^2\right) \log (2-x)\right) \log ^2(x)+\left(e^{10+2 x} \left(-12 x^2+9 x^3\right)+2 e^{10+2 x} x \log (2-x)+e^{10+2 x} (2-x) \log ^2(2-x)\right) \log ^3(x)\right)}{\left(-2 x^2+x^3\right) \log ^3(x)} \, dx","Int[(E^(-10 - 2*x)*(9216 - 4608*x + (4608 + 6912*x - 4608*x^2 + E^(5 + x)*(576*x - 288*x^2) + E^(5 + x)*(192 - 96*x)*Log[2 - x])*Log[x] + (E^(5 + x)*(96*x + 576*x^2 - 288*x^3) + E^(5 + x)*(192 + 96*x - 96*x^2)*Log[2 - x])*Log[x]^2 + (E^(10 + 2*x)*(-12*x^2 + 9*x^3) + 2*E^(10 + 2*x)*x*Log[2 - x] + E^(10 + 2*x)*(2 - x)*Log[2 - x]^2)*Log[x]^3))/((-2*x^2 + x^3)*Log[x]^3),x]","\int \frac{e^{-10-2 x} \left(9216-4608 x+\left(4608+6912 x-4608 x^2+e^{5+x} \left(576 x-288 x^2\right)+e^{5+x} (192-96 x) \log (2-x)\right) \log (x)+\left(e^{5+x} \left(96 x+576 x^2-288 x^3\right)+e^{5+x} \left(192+96 x-96 x^2\right) \log (2-x)\right) \log ^2(x)+\left(e^{10+2 x} \left(-12 x^2+9 x^3\right)+2 e^{10+2 x} x \log (2-x)+e^{10+2 x} (2-x) \log ^2(2-x)\right) \log ^3(x)\right)}{\left(-2 x^2+x^3\right) \log ^3(x)} \, dx","\frac{\left(\log (2-x)+3 \left(x+\frac{16 e^{-x-5}}{\log (x)}\right)\right)^2}{x}",1,"9*x + 6*Log[2 - x] + Log[2 - x]^2/2 + ((2 - x)*Log[2 - x]^2)/(2*x) + (2304*E^(-10 - 2*x))/(x*Log[x]^2) - 288*Defer[Int][E^(-5 - x)/(x*Log[x]^2), x] - 96*Defer[Int][(E^(-5 - x)*Log[2 - x])/(x^2*Log[x]^2), x] - 288*Defer[Int][E^(-5 - x)/Log[x], x] + 48*Defer[Int][E^(-5 - x)/((-2 + x)*Log[x]), x] - 48*Defer[Int][E^(-5 - x)/(x*Log[x]), x] - 96*Defer[Int][(E^(-5 - x)*Log[2 - x])/(x^2*Log[x]), x] - 96*Defer[Int][(E^(-5 - x)*Log[2 - x])/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8477,1,23,0,0.048594,"\int \frac{-400+16 x^2+e^{25} \left(100-4 x^2\right)}{243 \left(15625+17500 x+6150 x^2+700 x^3+25 x^4\right)} \, dx","Int[(-400 + 16*x^2 + E^25*(100 - 4*x^2))/(243*(15625 + 17500*x + 6150*x^2 + 700*x^3 + 25*x^4)),x]","\frac{4 \left(4-e^{25}\right) x}{6075 \left(24-(x+7)^2\right)}","\frac{\left(e^{25}-4\right) x}{6075 \left(\frac{1}{4} (x+5)^2+x\right)}",1,"(4*(4 - E^25)*x)/(6075*(24 - (7 + x)^2))","A",5,4,44,0.09091,1,"{12, 1680, 1814, 8}"
8478,0,0,0,0.7406765,"\int \frac{-4+3 x+e^{e^x+x} x}{-3 x+e^{e^x} x+3 x^2-x \log \left(x^4\right)} \, dx","Int[(-4 + 3*x + E^(E^x + x)*x)/(-3*x + E^E^x*x + 3*x^2 - x*Log[x^4]),x]","\int \frac{-4+3 x+e^{e^x+x} x}{-3 x+e^{e^x} x+3 x^2-x \log \left(x^4\right)} \, dx","\log \left(\log \left(x^4\right)-3 x-e^{e^x}+3\right)",1,"3*Defer[Int][(-3 + E^E^x + 3*x - Log[x^4])^(-1), x] + Defer[Int][E^(E^x + x)/(-3 + E^E^x + 3*x - Log[x^4]), x] - 4*Defer[Int][1/(x*(-3 + E^E^x + 3*x - Log[x^4])), x]","F",0,0,0,0,-1,"{}"
8479,1,9,0,0.0106558,"\int 9 e^{-4+e^{9 x}+9 x} \, dx","Int[9*E^(-4 + E^(9*x) + 9*x),x]","e^{e^{9 x}-4}","e^{e^{9 x}-4}+2",1,"E^(-4 + E^(9*x))","A",3,3,14,0.2143,1,"{12, 2282, 2194}"
8480,0,0,0,6.5295765,"\int \frac{e^{1+2 x} \left(-225-425 x-10 x^2+450 x^3+287 x^4-41 x^5-99 x^6-35 x^7-4 x^8\right)+e \left(1500-2700 x^2-900 x^3+1620 x^4+1080 x^5-144 x^6-324 x^7-108 x^8-12 x^9\right)}{-16000 x^4+28800 x^6+9600 x^7-17280 x^8-11520 x^9+1536 x^{10}+3456 x^{11}+1152 x^{12}+128 x^{13}+e^{6 x} \left(54 x^4+54 x^5+18 x^6+2 x^7\right)+e^{4 x} \left(-1080 x^4-720 x^5+528 x^6+648 x^7+216 x^8+24 x^9\right)+e^{2 x} \left(7200 x^4+2400 x^5-8640 x^6-5760 x^7+1632 x^8+2592 x^9+864 x^{10}+96 x^{11}\right)} \, dx","Int[(E^(1 + 2*x)*(-225 - 425*x - 10*x^2 + 450*x^3 + 287*x^4 - 41*x^5 - 99*x^6 - 35*x^7 - 4*x^8) + E*(1500 - 2700*x^2 - 900*x^3 + 1620*x^4 + 1080*x^5 - 144*x^6 - 324*x^7 - 108*x^8 - 12*x^9))/(-16000*x^4 + 28800*x^6 + 9600*x^7 - 17280*x^8 - 11520*x^9 + 1536*x^10 + 3456*x^11 + 1152*x^12 + 128*x^13 + E^(6*x)*(54*x^4 + 54*x^5 + 18*x^6 + 2*x^7) + E^(4*x)*(-1080*x^4 - 720*x^5 + 528*x^6 + 648*x^7 + 216*x^8 + 24*x^9) + E^(2*x)*(7200*x^4 + 2400*x^5 - 8640*x^6 - 5760*x^7 + 1632*x^8 + 2592*x^9 + 864*x^10 + 96*x^11)),x]","\int \frac{e^{1+2 x} \left(-225-425 x-10 x^2+450 x^3+287 x^4-41 x^5-99 x^6-35 x^7-4 x^8\right)+e \left(1500-2700 x^2-900 x^3+1620 x^4+1080 x^5-144 x^6-324 x^7-108 x^8-12 x^9\right)}{-16000 x^4+28800 x^6+9600 x^7-17280 x^8-11520 x^9+1536 x^{10}+3456 x^{11}+1152 x^{12}+128 x^{13}+e^{6 x} \left(54 x^4+54 x^5+18 x^6+2 x^7\right)+e^{4 x} \left(-1080 x^4-720 x^5+528 x^6+648 x^7+216 x^8+24 x^9\right)+e^{2 x} \left(7200 x^4+2400 x^5-8640 x^6-5760 x^7+1632 x^8+2592 x^9+864 x^{10}+96 x^{11}\right)} \, dx","\frac{e}{2 x \left(\left(\frac{e^{2 x}}{x^2-\frac{5}{x+3}}+3\right) x+x\right)^2}",1,"1320*E*Defer[Int][(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^(-3), x] - (3500*E*Defer[Int][1/(x^3*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3), x])/3 - (4900*E*Defer[Int][1/(x^2*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3), x])/9 + (48100*E*Defer[Int][1/(x*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3), x])/27 - 660*E*Defer[Int][x/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] - 876*E*Defer[Int][x^2/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] - 120*E*Defer[Int][x^3/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] + 144*E*Defer[Int][x^4/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] + 64*E*Defer[Int][x^5/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] + 8*E*Defer[Int][x^6/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3, x] + (500*E*Defer[Int][1/((3 + x)*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^3), x])/27 + (49*E*Defer[Int][(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^(-2), x])/2 - (75*E*Defer[Int][1/(x^4*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2), x])/2 - (175*E*Defer[Int][1/(x^3*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2), x])/3 + (160*E*Defer[Int][1/(x^2*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2), x])/9 + (1865*E*Defer[Int][1/(x*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2), x])/27 - 15*E*Defer[Int][x/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2, x] - (23*E*Defer[Int][x^2/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2, x])/2 - 2*E*Defer[Int][x^3/(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2, x] + (25*E*Defer[Int][1/((3 + x)*(-20 + 3*E^(2*x) + E^(2*x)*x + 12*x^2 + 4*x^3)^2), x])/27","F",0,0,0,0,-1,"{}"
8481,1,20,0,0.0201212,"\int \frac{6250+e^{2 e^{8 x/5}} \left(-5-16 e^{8 x/5} x\right)}{3125} \, dx","Int[(6250 + E^(2*E^((8*x)/5))*(-5 - 16*E^((8*x)/5)*x))/3125,x]","2 x-\frac{1}{625} e^{2 e^{8 x/5}} x","2 x-\frac{1}{625} e^{2 e^{8 x/5}} x",1,"2*x - (E^(2*E^((8*x)/5))*x)/625","A",3,2,30,0.06667,1,"{12, 2288}"
8482,0,0,0,10.4493184,"\int \frac{-3 x^4+3 e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^3 \log (x)+\exp \left(\frac{1}{3} \left(-5+\log \left(-x+e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} \log (x)\right)\right)\right) \left(e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^2-x^3+e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} \left(-50-10 e^3 x\right) \log (x)\right)}{-3 x^4+3 e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^3 \log (x)} \, dx","Int[(-3*x^4 + 3*E^((25 + 10*E^3*x + E^6*x^2)/x^2)*x^3*Log[x] + E^((-5 + Log[-x + E^((25 + 10*E^3*x + E^6*x^2)/x^2)*Log[x]])/3)*(E^((25 + 10*E^3*x + E^6*x^2)/x^2)*x^2 - x^3 + E^((25 + 10*E^3*x + E^6*x^2)/x^2)*(-50 - 10*E^3*x)*Log[x]))/(-3*x^4 + 3*E^((25 + 10*E^3*x + E^6*x^2)/x^2)*x^3*Log[x]),x]","\int \frac{-3 x^4+3 e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^3 \log (x)+\exp \left(\frac{1}{3} \left(-5+\log \left(-x+e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} \log (x)\right)\right)\right) \left(e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^2-x^3+e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} \left(-50-10 e^3 x\right) \log (x)\right)}{-3 x^4+3 e^{\frac{25+10 e^3 x+e^6 x^2}{x^2}} x^3 \log (x)} \, dx","x+e^{\frac{1}{3} \left(\log \left(e^{\left(\frac{5}{x}+e^3\right)^2} \log (x)-x\right)-5\right)}",1,"x - Defer[Int][(-x + E^((5 + E^3*x)^2/x^2)*Log[x])^(-2/3), x]/(3*E^(5/3)) + Defer[Int][E^((5 + E^3*x)^2/x^2)/(x*(-x + E^((5 + E^3*x)^2/x^2)*Log[x])^(2/3)), x]/(3*E^(5/3)) - (50*Defer[Int][(E^((5 + E^3*x)^2/x^2)*Log[x])/(x^3*(-x + E^((5 + E^3*x)^2/x^2)*Log[x])^(2/3)), x])/(3*E^(5/3)) - (10*Defer[Int][(E^(3 + (5 + E^3*x)^2/x^2)*Log[x])/(x^2*(-x + E^((5 + E^3*x)^2/x^2)*Log[x])^(2/3)), x])/(3*E^(5/3))","F",0,0,0,0,-1,"{}"
8483,1,68,0,0.2274162,"\int \frac{1}{5} \left(-6 e^x+e^{4 x} \left(-4-3 x^2-4 x^3\right)+e^{3 x} \left(-14+3 x-15 x^2-11 x^3+3 x^4\right)\right) \, dx","Int[(-6*E^x + E^(4*x)*(-4 - 3*x^2 - 4*x^3) + E^(3*x)*(-14 + 3*x - 15*x^2 - 11*x^3 + 3*x^4))/5,x]","\frac{1}{5} e^{3 x} x^4-e^{3 x} x^3-\frac{1}{5} e^{4 x} x^3+\frac{1}{5} e^{3 x} x-\frac{6 e^x}{5}-e^{3 x}-\frac{e^{4 x}}{5}","\frac{1}{5} e^x \left(e^{2 x} \left(x-e^x-5\right) \left(x^3+1\right)-6\right)",1,"(-6*E^x)/5 - E^(3*x) - E^(4*x)/5 + (E^(3*x)*x)/5 - E^(3*x)*x^3 - (E^(4*x)*x^3)/5 + (E^(3*x)*x^4)/5","B",30,4,54,0.07407,1,"{12, 2194, 2196, 2176}"
8484,0,0,0,7.0003536,"\int \frac{-16-27 x-2 x^2+\left(3 x+x^2\right) \log \left(e^{4 x} x^4\right)+\left(5 x-2 x^2+\left(-4 x-x^2\right) \log \left(e^{4 x} x^4\right)+\left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right) \log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right) \log \left(x-\log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right)}{\left(5 x-2 x^2+\left(-4 x-x^2\right) \log \left(e^{4 x} x^4\right)+\left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right) \log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right) \log ^2\left(x-\log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right)} \, dx","Int[(-16 - 27*x - 2*x^2 + (3*x + x^2)*Log[E^(4*x)*x^4] + (5*x - 2*x^2 + (-4*x - x^2)*Log[E^(4*x)*x^4] + (-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]])/((5*x - 2*x^2 + (-4*x - x^2)*Log[E^(4*x)*x^4] + (-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2),x]","\int \frac{-16-27 x-2 x^2+\left(3 x+x^2\right) \log \left(e^{4 x} x^4\right)+\left(5 x-2 x^2+\left(-4 x-x^2\right) \log \left(e^{4 x} x^4\right)+\left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right) \log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right) \log \left(x-\log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right)}{\left(5 x-2 x^2+\left(-4 x-x^2\right) \log \left(e^{4 x} x^4\right)+\left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right) \log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right) \log ^2\left(x-\log \left(-5+2 x+(4+x) \log \left(e^{4 x} x^4\right)\right)\right)} \, dx","\frac{x}{\log \left(x-\log \left((x+4) \log \left(e^{4 x} x^4\right)+2 x-5\right)\right)}-5",1,"16*Defer[Int][1/((-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*(x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2), x] + 27*Defer[Int][x/((-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*(x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2), x] + 2*Defer[Int][x^2/((-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*(x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2), x] - 3*Defer[Int][(x*Log[E^(4*x)*x^4])/((-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*(x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2), x] - Defer[Int][(x^2*Log[E^(4*x)*x^4])/((-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4])*(x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]])*Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^2), x] + Defer[Int][Log[x - Log[-5 + 2*x + (4 + x)*Log[E^(4*x)*x^4]]]^(-1), x]","F",0,0,0,0,-1,"{}"
8485,0,0,0,15.3858869,"\int \frac{\exp \left(\frac{-192 x+58 x^2+2 x^3+e^{-6+x^2} \left(-24 x+8 x^2\right)}{8+e^{-6+x^2}}\right) \left(-1536+928 x+48 x^2+e^{-12+2 x^2} (-24+16 x)+e^{-6+x^2} \left(-384+244 x+6 x^2+12 x^3-4 x^4\right)\right)}{64+16 e^{-6+x^2}+e^{-12+2 x^2}} \, dx","Int[(E^((-192*x + 58*x^2 + 2*x^3 + E^(-6 + x^2)*(-24*x + 8*x^2))/(8 + E^(-6 + x^2)))*(-1536 + 928*x + 48*x^2 + E^(-12 + 2*x^2)*(-24 + 16*x) + E^(-6 + x^2)*(-384 + 244*x + 6*x^2 + 12*x^3 - 4*x^4)))/(64 + 16*E^(-6 + x^2) + E^(-12 + 2*x^2)),x]","\int \frac{\exp \left(\frac{-192 x+58 x^2+2 x^3+e^{-6+x^2} \left(-24 x+8 x^2\right)}{8+e^{-6+x^2}}\right) \left(-1536+928 x+48 x^2+e^{-12+2 x^2} (-24+16 x)+e^{-6+x^2} \left(-384+244 x+6 x^2+12 x^3-4 x^4\right)\right)}{64+16 e^{-6+x^2}+e^{-12+2 x^2}} \, dx","e^{2 (x-3) x \left(\frac{x}{e^{x^2-6}+8}+4\right)}+3",1,"-24*Defer[Int][E^((2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2)))), x] + 16*Defer[Int][E^((2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x, x] - 12*Defer[Int][(E^(6 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x)/(8*E^6 + E^x^2), x] + 6*Defer[Int][(E^(6 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x^2)/(8*E^6 + E^x^2), x] - 96*Defer[Int][(E^(12 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x^3)/(8*E^6 + E^x^2)^2, x] + 12*Defer[Int][(E^(6 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x^3)/(8*E^6 + E^x^2), x] + 32*Defer[Int][(E^(12 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x^4)/(8*E^6 + E^x^2)^2, x] - 4*Defer[Int][(E^(6 + (2*(-3 + x)*x*(32*E^6 + 4*E^x^2 + E^6*x))/(E^6*(8 + E^(-6 + x^2))))*x^4)/(8*E^6 + E^x^2), x]","F",0,0,0,0,-1,"{}"
8486,1,26,0,0.100635,"\int \frac{-52+e^{3 x/4} (-16+3 x)}{64-32 x+4 x^2} \, dx","Int[(-52 + E^((3*x)/4)*(-16 + 3*x))/(64 - 32*x + 4*x^2),x]","-\frac{e^{3 x/4}}{4-x}-\frac{13}{4-x}","\frac{e^{3 x/4}+13}{x-4}",1,"-13/(4 - x) - E^((3*x)/4)/(4 - x)","A",5,4,28,0.1429,1,"{27, 12, 6742, 2197}"
8487,0,0,0,52.7311587,"\int \frac{4-10 x+4 x^2+e^x \left(-1-2 x+7 x^2-4 x^3\right)+\left(-8+9 x+e^x \left(2+5 x-6 x^2-x^3\right)\right) \log (x)+\left(4+e^x \left(-1-2 x-2 x^2\right)\right) \log ^2(x)-e^x x \log ^3(x)}{x^2-x^3+e^x \left(4 x-8 x^2+4 x^3\right)+\left(-4 x+7 x^2-4 x^3+e^x \left(-7 x+6 x^2+x^3\right)\right) \log (x)+\left(8 x-8 x^2+e^x \left(2 x+2 x^2\right)\right) \log ^2(x)+\left(-4 x+e^x x\right) \log ^3(x)} \, dx","Int[(4 - 10*x + 4*x^2 + E^x*(-1 - 2*x + 7*x^2 - 4*x^3) + (-8 + 9*x + E^x*(2 + 5*x - 6*x^2 - x^3))*Log[x] + (4 + E^x*(-1 - 2*x - 2*x^2))*Log[x]^2 - E^x*x*Log[x]^3)/(x^2 - x^3 + E^x*(4*x - 8*x^2 + 4*x^3) + (-4*x + 7*x^2 - 4*x^3 + E^x*(-7*x + 6*x^2 + x^3))*Log[x] + (8*x - 8*x^2 + E^x*(2*x + 2*x^2))*Log[x]^2 + (-4*x + E^x*x)*Log[x]^3),x]","\int \frac{4-10 x+4 x^2+e^x \left(-1-2 x+7 x^2-4 x^3\right)+\left(-8+9 x+e^x \left(2+5 x-6 x^2-x^3\right)\right) \log (x)+\left(4+e^x \left(-1-2 x-2 x^2\right)\right) \log ^2(x)-e^x x \log ^3(x)}{x^2-x^3+e^x \left(4 x-8 x^2+4 x^3\right)+\left(-4 x+7 x^2-4 x^3+e^x \left(-7 x+6 x^2+x^3\right)\right) \log (x)+\left(8 x-8 x^2+e^x \left(2 x+2 x^2\right)\right) \log ^2(x)+\left(-4 x+e^x x\right) \log ^3(x)} \, dx","\log \left(\frac{1}{-\frac{x}{x+\log (x)-1}-4 \log (x)+e^x (\log (x)+4)}\right)",1,"-x - Log[4 + Log[x]] - 39*Defer[Int][1/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 16*Defer[Int][1/(x*(4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 19*Defer[Int][x/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 4*Defer[Int][x^2/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 17*Defer[Int][Log[x]/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 32*Defer[Int][Log[x]/(x*(4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 29*Defer[Int][(x*Log[x])/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 17*Defer[Int][(x^2*Log[x])/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 29*Defer[Int][Log[x]^2/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] + 16*Defer[Int][Log[x]^2/(x*(4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 25*Defer[Int][(x*Log[x]^2)/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 4*Defer[Int][(x^2*Log[x]^2)/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 8*Defer[Int][Log[x]^3/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 8*Defer[Int][(x*Log[x]^3)/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x] - 4*Defer[Int][Log[x]^4/((4 + Log[x])*(-1 + x + Log[x])*(4*E^x*(-1 + x) - x + (4 - 4*x + E^x*(3 + x))*Log[x] + (-4 + E^x)*Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
8488,1,9,0,0.0030023,"\int \left(-1-3 e^x\right) \, dx","Int[-1 - 3*E^x,x]","-x-3 e^x","2 x-3 \left(x+e^x+5\right)",1,"-3*E^x - x","A",2,1,7,0.1429,1,"{2194}"
8489,1,35,0,0.0431238,"\int \frac{-2112 x+3504 x^2-1756 x^3+3 x^4}{-64+288 x-432 x^2+216 x^3} \, dx","Int[(-2112*x + 3504*x^2 - 1756*x^3 + 3*x^4)/(-64 + 288*x - 432*x^2 + 216*x^3),x]","\frac{x^2}{144}-\frac{875 x}{108}+\frac{250}{81 (2-3 x)}+\frac{625}{81 (2-3 x)^2}","\frac{(4-x)^4}{16 (3 x-2)^2}-8 x+e^2-3",1,"625/(81*(2 - 3*x)^2) + 250/(81*(2 - 3*x)) - (875*x)/108 + x^2/144","A",2,1,37,0.02703,1,"{2074}"
8490,1,32,0,0.0242624,"\int \frac{5+2 x+2 x^2+e^x \left(-x-x^2\right)}{5 x} \, dx","Int[(5 + 2*x + 2*x^2 + E^x*(-x - x^2))/(5*x),x]","\frac{x^2}{5}+\frac{2 x}{5}+\frac{e^x}{5}-\frac{1}{5} e^x (x+1)+\log (x)","\frac{1}{5} \left(-\left(\left(e^x-x\right) x\right)+2 x+9\right)+\log (x)+4",1,"E^x/5 + (2*x)/5 + x^2/5 - (E^x*(1 + x))/5 + Log[x]","A",7,4,30,0.1333,1,"{12, 14, 2176, 2194}"
8491,1,17,0,0.0422783,"\int \frac{-10+e^4 (-2-x)-9 x-x^2}{5 x+e^4 x+x^2} \, dx","Int[(-10 + E^4*(-2 - x) - 9*x - x^2)/(5*x + E^4*x + x^2),x]","-x-2 \log (x)-2 \log \left(x+e^4+5\right)","-\log \left(2 x^2 \left(x+e^4+5\right)^2\right)-x-23",1,"-x - 2*Log[x] - 2*Log[5 + E^4 + x]","A",4,3,34,0.08824,1,"{6, 1593, 1820}"
8492,0,0,0,4.630903,"\int \frac{-10+2 x^2+e^{-4 x^2+x^3} \left(-68 x+30 x^2-26 x^3+9 x^4+8 x^5-3 x^6\right)+e^{-4 x^2+x^3} \left(40 x-15 x^2-8 x^3+3 x^4\right) \log \left(5-x^2\right)}{-5+x^2} \, dx","Int[(-10 + 2*x^2 + E^(-4*x^2 + x^3)*(-68*x + 30*x^2 - 26*x^3 + 9*x^4 + 8*x^5 - 3*x^6) + E^(-4*x^2 + x^3)*(40*x - 15*x^2 - 8*x^3 + 3*x^4)*Log[5 - x^2])/(-5 + x^2),x]","\int \frac{-10+2 x^2+e^{-4 x^2+x^3} \left(-68 x+30 x^2-26 x^3+9 x^4+8 x^5-3 x^6\right)+e^{-4 x^2+x^3} \left(40 x-15 x^2-8 x^3+3 x^4\right) \log \left(5-x^2\right)}{-5+x^2} \, dx","2 x-e^{(x-4) x^2} \left(x^2-\log \left(5-x^2\right)+2\right)",1,"2*x + E^(-4*x^2 + x^3)*Log[5 - x^2] + 14*Defer[Int][E^(-4*x^2 + x^3)*x, x] - 6*Defer[Int][E^(-4*x^2 + x^3)*x^2, x] + 8*Defer[Int][E^(-4*x^2 + x^3)*x^3, x] - 3*Defer[Int][E^(-4*x^2 + x^3)*x^4, x]","F",0,0,0,0,-1,"{}"
8493,0,0,0,1.9065568,"\int \frac{1+x+e^x \left(4-x^2+4 \log (3)+\log ^2(3)\right)}{x+e^x \left(4 x-4 x^2+x^3+\left(4 x-2 x^2\right) \log (3)+x \log ^2(3)\right)} \, dx","Int[(1 + x + E^x*(4 - x^2 + 4*Log[3] + Log[3]^2))/(x + E^x*(4*x - 4*x^2 + x^3 + (4*x - 2*x^2)*Log[3] + x*Log[3]^2)),x]","\int \frac{1+x+e^x \left(4-x^2+4 \log (3)+\log ^2(3)\right)}{x+e^x \left(4 x-4 x^2+x^3+\left(4 x-2 x^2\right) \log (3)+x \log ^2(3)\right)} \, dx","x+\log \left(\frac{x}{e^x (x-2-\log (3))^2+1}\right)",1,"Log[x] - 2*Log[2 - x + Log[3]] + Defer[Int][(1 + E^x*(2 - x + Log[3])^2)^(-1), x] + 2*Defer[Int][1/((-2 + x - Log[3])*(1 + E^x*(2 - x + Log[3])^2)), x]","F",0,0,0,0,-1,"{}"
8494,1,33,0,1.1107437,"\int \frac{e^{\frac{1}{3} \left(3 e^{e^x}+7 x-e^{\frac{12+4 x}{x}} x+x^2\right)} \left(e^{\frac{12+4 x}{x}} (12-x)+7 x+3 e^{e^x+x} x+2 x^2\right)}{3 x} \, dx","Int[(E^((3*E^E^x + 7*x - E^((12 + 4*x)/x)*x + x^2)/3)*(E^((12 + 4*x)/x)*(12 - x) + 7*x + 3*E^(E^x + x)*x + 2*x^2))/(3*x),x]","\exp \left(\frac{1}{3} \left(x^2-e^{\frac{4 (x+3)}{x}} x+7 x+3 e^{e^x}\right)\right)","e^{\frac{1}{3} x \left(x-e^{\frac{12}{x}+4}+7\right)+e^{e^x}}",1,"E^((3*E^E^x + 7*x - E^((4*(3 + x))/x)*x + x^2)/3)","A",2,2,77,0.02597,1,"{12, 6706}"
8495,1,40,0,0.0639595,"\int \frac{-144 x-80 x^2+4 e^5 x^2-72 \log (2)}{e^5 x^4+2 e^5 x^3 \log (2)+e^5 x^2 \log ^2(2)} \, dx","Int[(-144*x - 80*x^2 + 4*E^5*x^2 - 72*Log[2])/(E^5*x^4 + 2*E^5*x^3*Log[2] + E^5*x^2*Log[2]^2),x]","\frac{72}{e^5 x \log (2)}-\frac{4 \left(18-20 \log (2)+e^5 \log (2)\right)}{e^5 \log (2) (x+\log (2))}","\frac{4 \left(\frac{5 \left(\frac{3}{x}+4\right)+\frac{3}{x}}{e^5}-1\right)}{x+\log (2)}",1,"72/(E^5*x*Log[2]) - (4*(18 - 20*Log[2] + E^5*Log[2]))/(E^5*Log[2]*(x + Log[2]))","A",6,5,53,0.09434,1,"{6, 1594, 27, 12, 893}"
8496,1,17,0,0.879895,"\int \frac{\left(-10+2 x^2\right) \log \left(\frac{5+x^2}{x}\right)+\left(5+x^2\right) \log ^2\left(\frac{5+x^2}{x}\right)}{20+4 x^2} \, dx","Int[((-10 + 2*x^2)*Log[(5 + x^2)/x] + (5 + x^2)*Log[(5 + x^2)/x]^2)/(20 + 4*x^2),x]","\frac{1}{4} x \log ^2\left(\frac{x^2+5}{x}\right)","\frac{1}{4} x \left(\log ^2\left(x+\frac{5}{x}\right)-\frac{\log (8)}{x}\right)",1,"(x*Log[(5 + x^2)/x]^2)/4","A",35,15,47,0.3191,1,"{6725, 2528, 2523, 388, 203, 2526, 12, 446, 72, 4848, 2391, 4920, 4854, 2402, 2315}"
8497,1,487,0,1.4434826,"\int \frac{4 x^2+24 x^4+8 x^5+e^8 \left(24 x^2+8 x^3\right)+e^4 \left(-8+48 x^3+16 x^4\right)+e^x \left(-8+4 x^2+e^4 (4+4 x)\right)}{4 x^2+4 x^3+x^4+e^8 \left(4+4 x+x^2\right)+e^4 \left(8 x+8 x^2+2 x^3\right)} \, dx","Int[(4*x^2 + 24*x^4 + 8*x^5 + E^8*(24*x^2 + 8*x^3) + E^4*(-8 + 48*x^3 + 16*x^4) + E^x*(-8 + 4*x^2 + E^4*(4 + 4*x)))/(4*x^2 + 4*x^3 + x^4 + E^8*(4 + 4*x + x^2) + E^4*(8*x + 8*x^2 + 2*x^3)),x]","4 x^2-16 \left(2+e^4\right) x+16 e^4 x+24 x-\frac{4 e^x}{\left(2-e^4\right) (x+2)}-\frac{32 e^8}{\left(2-e^4\right)^2 (x+2)}+\frac{136 e^4}{\left(2-e^4\right)^2 (x+2)}-\frac{144}{\left(2-e^4\right)^2 (x+2)}+\frac{8 e^4 \left(1+6 e^{12}-2 e^{16}\right)}{\left(2-e^4\right)^2 \left(x+e^4\right)}-\frac{8 e^{16} \left(3-e^4\right)}{\left(2-e^4\right)^2 \left(x+e^4\right)}+\frac{4 e^x}{\left(2-e^4\right) \left(x+e^4\right)}+\frac{8 e^{20}}{\left(2-e^4\right)^2 \left(x+e^4\right)}-\frac{24 e^{16}}{\left(2-e^4\right)^2 \left(x+e^4\right)}-\frac{4 e^8}{\left(2-e^4\right)^2 \left(x+e^4\right)}-\frac{16 e^4 \left(9+4 e^4\right) \log (x+2)}{\left(2-e^4\right)^3}-\frac{768 \left(1-e^4\right) \log (x+2)}{\left(2-e^4\right)^3}+\frac{128 \left(6-5 e^4\right) \log (x+2)}{\left(2-e^4\right)^3}+\frac{64 e^8 \log (x+2)}{\left(2-e^4\right)^3}+\frac{16 e^4 \log (x+2)}{\left(2-e^4\right)^3}+\frac{16 e^4 \left(1+18 e^8-11 e^{12}+2 e^{16}\right) \log \left(x+e^4\right)}{\left(2-e^4\right)^3}-\frac{8 e^{12} \left(12-6 e^4+e^8\right) \log \left(x+e^4\right)}{\left(2-e^4\right)^3}-\frac{48 e^{12} \left(4-e^4\right) \log \left(x+e^4\right)}{\left(2-e^4\right)^3}+\frac{8 e^{16} \left(10-3 e^4\right) \log \left(x+e^4\right)}{\left(2-e^4\right)^3}-\frac{16 e^4 \log \left(x+e^4\right)}{\left(2-e^4\right)^3}","\frac{4 x \left(x^2+\frac{\frac{e^x}{x}-1}{x+e^4}\right)}{x+2}",1,"24*x + 16*E^4*x - 16*(2 + E^4)*x + 4*x^2 - 144/((2 - E^4)^2*(2 + x)) + (136*E^4)/((2 - E^4)^2*(2 + x)) - (32*E^8)/((2 - E^4)^2*(2 + x)) - (4*E^x)/((2 - E^4)*(2 + x)) - (4*E^8)/((2 - E^4)^2*(E^4 + x)) - (24*E^16)/((2 - E^4)^2*(E^4 + x)) + (8*E^20)/((2 - E^4)^2*(E^4 + x)) + (4*E^x)/((2 - E^4)*(E^4 + x)) - (8*E^16*(3 - E^4))/((2 - E^4)^2*(E^4 + x)) + (8*E^4*(1 + 6*E^12 - 2*E^16))/((2 - E^4)^2*(E^4 + x)) + (16*E^4*Log[2 + x])/(2 - E^4)^3 + (64*E^8*Log[2 + x])/(2 - E^4)^3 + (128*(6 - 5*E^4)*Log[2 + x])/(2 - E^4)^3 - (768*(1 - E^4)*Log[2 + x])/(2 - E^4)^3 - (16*E^4*(9 + 4*E^4)*Log[2 + x])/(2 - E^4)^3 - (16*E^4*Log[E^4 + x])/(2 - E^4)^3 + (8*E^16*(10 - 3*E^4)*Log[E^4 + x])/(2 - E^4)^3 - (48*E^12*(4 - E^4)*Log[E^4 + x])/(2 - E^4)^3 - (8*E^12*(12 - 6*E^4 + E^8)*Log[E^4 + x])/(2 - E^4)^3 + (16*E^4*(1 + 18*E^8 - 11*E^12 + 2*E^16)*Log[E^4 + x])/(2 - E^4)^3","B",22,8,114,0.07018,1,"{6688, 12, 6742, 88, 148, 2177, 2178, 1620}"
8498,0,0,0,3.9327711,"\int \frac{75 x^3-30 x^4+3 x^5+e^{3/x} \left(15+2 x+24 x^2-10 x^3+x^4\right)+\left(-e^{3/x} x^2-3 x^3\right) \log \left(\frac{e^{3/x}+3 x}{x}\right)}{75 x^5-30 x^6+3 x^7+e^{3/x} \left(25 x^4-10 x^5+x^6\right)+\left(-30 x^4+6 x^5+e^{3/x} \left(-10 x^3+2 x^4\right)\right) \log \left(\frac{e^{3/x}+3 x}{x}\right)+\left(e^{3/x} x^2+3 x^3\right) \log ^2\left(\frac{e^{3/x}+3 x}{x}\right)} \, dx","Int[(75*x^3 - 30*x^4 + 3*x^5 + E^(3/x)*(15 + 2*x + 24*x^2 - 10*x^3 + x^4) + (-(E^(3/x)*x^2) - 3*x^3)*Log[(E^(3/x) + 3*x)/x])/(75*x^5 - 30*x^6 + 3*x^7 + E^(3/x)*(25*x^4 - 10*x^5 + x^6) + (-30*x^4 + 6*x^5 + E^(3/x)*(-10*x^3 + 2*x^4))*Log[(E^(3/x) + 3*x)/x] + (E^(3/x)*x^2 + 3*x^3)*Log[(E^(3/x) + 3*x)/x]^2),x]","\int \frac{75 x^3-30 x^4+3 x^5+e^{3/x} \left(15+2 x+24 x^2-10 x^3+x^4\right)+\left(-e^{3/x} x^2-3 x^3\right) \log \left(\frac{e^{3/x}+3 x}{x}\right)}{75 x^5-30 x^6+3 x^7+e^{3/x} \left(25 x^4-10 x^5+x^6\right)+\left(-30 x^4+6 x^5+e^{3/x} \left(-10 x^3+2 x^4\right)\right) \log \left(\frac{e^{3/x}+3 x}{x}\right)+\left(e^{3/x} x^2+3 x^3\right) \log ^2\left(\frac{e^{3/x}+3 x}{x}\right)} \, dx","\frac{1}{\frac{\log \left(\frac{e^{3/x}}{x}+3\right)}{5-x}-x}+4",1,"24*Defer[Int][(-5*x + x^2 + Log[3 + E^(3/x)/x])^(-2), x] + 15*Defer[Int][1/(x^2*(-5*x + x^2 + Log[3 + E^(3/x)/x])^2), x] + 2*Defer[Int][1/(x*(-5*x + x^2 + Log[3 + E^(3/x)/x])^2), x] - 15*Defer[Int][x/(-5*x + x^2 + Log[3 + E^(3/x)/x])^2, x] + 2*Defer[Int][x^2/(-5*x + x^2 + Log[3 + E^(3/x)/x])^2, x] - 6*Defer[Int][1/((E^(3/x) + 3*x)*(-5*x + x^2 + Log[3 + E^(3/x)/x])^2), x] - 45*Defer[Int][1/(x*(E^(3/x) + 3*x)*(-5*x + x^2 + Log[3 + E^(3/x)/x])^2), x] + 3*Defer[Int][x/((E^(3/x) + 3*x)*(-5*x + x^2 + Log[3 + E^(3/x)/x])^2), x] - Defer[Int][(-5*x + x^2 + Log[3 + E^(3/x)/x])^(-1), x]","F",0,0,0,0,-1,"{}"
8499,1,54,0,0.414404,"\int \frac{12 x^2+4 x^3-6 x^4-12 x \log \left(16-48 x+36 x^2\right)+(-2+3 x) \log ^2\left(16-48 x+36 x^2\right)}{-2 x^2+3 x^3} \, dx","Int[(12*x^2 + 4*x^3 - 6*x^4 - 12*x*Log[16 - 48*x + 36*x^2] + (-2 + 3*x)*Log[16 - 48*x + 36*x^2]^2)/(-2*x^2 + 3*x^3),x]","-x^2-\frac{3}{2} \log ^2\left(4 (2-3 x)^2\right)-\frac{(2-3 x) \log ^2\left(4 (2-3 x)^2\right)}{2 x}+4 \log (2-3 x)","\frac{x^2+x-\left(x-\log \left((4-6 x)^2\right)\right)^2}{x}-x^2",1,"-x^2 + 4*Log[2 - 3*x] - (3*Log[4*(2 - 3*x)^2]^2)/2 - ((2 - 3*x)*Log[4*(2 - 3*x)^2]^2)/(2*x)","A",13,11,63,0.1746,1,"{1593, 6742, 698, 2411, 2344, 2301, 2317, 2391, 2397, 2394, 2315}"
8500,1,17,0,0.0395876,"\int \frac{-2+x-3 x^2}{-2 x-x^2+x^3} \, dx","Int[(-2 + x - 3*x^2)/(-2*x - x^2 + x^3),x]","-2 \log (2-x)+\log (x)-2 \log (x+1)","\log \left(\frac{\log ^2\left(e^{2 x}\right)}{x \left(-x^2+x+2\right)^2}\right)",1,"-2*Log[2 - x] + Log[x] - 2*Log[1 + x]","A",3,2,23,0.08696,1,"{1594, 1628}"
8501,0,0,0,3.9304514,"\int \frac{-64 x-60 x \log (x)+e^x \left(30 x-32 x^2\right) \log ^2(x)+\left(64 x+128 x \log (x)+e^x \left(-64 x+32 x^2\right) \log ^2(x)\right) \log \left(\frac{2-e^x \log (x)}{\log (x)}\right)+\left(-64 x \log (x)+32 e^x x \log ^2(x)\right) \log ^2\left(\frac{2-e^x \log (x)}{\log (x)}\right)}{-2 \log (x)+e^x \log ^2(x)} \, dx","Int[(-64*x - 60*x*Log[x] + E^x*(30*x - 32*x^2)*Log[x]^2 + (64*x + 128*x*Log[x] + E^x*(-64*x + 32*x^2)*Log[x]^2)*Log[(2 - E^x*Log[x])/Log[x]] + (-64*x*Log[x] + 32*E^x*x*Log[x]^2)*Log[(2 - E^x*Log[x])/Log[x]]^2)/(-2*Log[x] + E^x*Log[x]^2),x]","\int \frac{-64 x-60 x \log (x)+e^x \left(30 x-32 x^2\right) \log ^2(x)+\left(64 x+128 x \log (x)+e^x \left(-64 x+32 x^2\right) \log ^2(x)\right) \log \left(\frac{2-e^x \log (x)}{\log (x)}\right)+\left(-64 x \log (x)+32 e^x x \log ^2(x)\right) \log ^2\left(\frac{2-e^x \log (x)}{\log (x)}\right)}{-2 \log (x)+e^x \log ^2(x)} \, dx","\left(4 x-4 x \log \left(\frac{2}{\log (x)}-e^x\right)\right)^2-x^2",1,"15*x^2 - (8*x^4)/3 - 32*x^2*Log[(2 - E^x*Log[x])/Log[x]] + (32*x^3*Log[(2 - E^x*Log[x])/Log[x]])/3 - (64*Defer[Int][x^3/(-2 + E^x*Log[x]), x])/3 - (64*Defer[Int][x^2/(Log[x]*(-2 + E^x*Log[x])), x])/3 + 64*Defer[Int][(x^2*Log[-((-2 + E^x*Log[x])/Log[x])])/(-2 + E^x*Log[x]), x] + 64*Defer[Int][(x*Log[-((-2 + E^x*Log[x])/Log[x])])/(Log[x]*(-2 + E^x*Log[x])), x] + 32*Defer[Int][x*Log[-((-2 + E^x*Log[x])/Log[x])]^2, x]","F",0,0,0,0,-1,"{}"
8502,1,75,0,0.087057,"\int \frac{18 x-10 x^3+e^5 \left(-12-2 x^3\right)}{\left(e^{10} x^3-2 e^5 x^4+x^5\right) \log \left(\frac{\log ^2(5)}{4}\right)} \, dx","Int[(18*x - 10*x^3 + E^5*(-12 - 2*x^3))/((E^10*x^3 - 2*E^5*x^4 + x^5)*Log[Log[5]^2/4]),x]","\frac{6}{e^5 x^2 \log \left(\frac{\log ^2(5)}{4}\right)}+\frac{6}{e^{10} x \log \left(\frac{\log ^2(5)}{4}\right)}-\frac{2 \left(3-5 e^{10}-e^{15}\right)}{e^{10} \left(e^5-x\right) (\log (4)-2 \log (\log (5)))}","\frac{2 \left(-\frac{3}{x^2}+x+5\right)}{\left(x-e^5\right) \log \left(\frac{\log ^2(5)}{4}\right)}",1,"(-2*(3 - 5*E^10 - E^15))/(E^10*(E^5 - x)*(Log[4] - 2*Log[Log[5]])) + 6/(E^5*x^2*Log[Log[5]^2/4]) + 6/(E^10*x*Log[Log[5]^2/4])","B",5,4,53,0.07547,1,"{12, 1594, 27, 1620}"
8503,1,12,0,0.003395,"\int \frac{e}{(-8+x) (-16+2 x)} \, dx","Int[E/((-8 + x)*(-16 + 2*x)),x]","\frac{e}{2 (8-x)}","-\frac{e}{2 x-16}-4",1,"E/(2*(8 - x))","A",3,3,14,0.2143,1,"{12, 21, 32}"
8504,1,23,0,0.0494033,"\int \frac{80 x-320 x^2+360 x^3-160 x^4+25 x^5+(4-4 x) \log \left(e^{-x} x\right)}{x} \, dx","Int[(80*x - 320*x^2 + 360*x^3 - 160*x^4 + 25*x^5 + (4 - 4*x)*Log[x/E^x])/x,x]","5 x (2-x)^4+2 \log ^2\left(e^{-x} x\right)","5 x (x-2)^4+2 \log ^2\left(e^{-x} x\right)+e^5",1,"5*(2 - x)^4*x + 2*Log[x/E^x]^2","A",4,4,42,0.09524,1,"{14, 34, 43, 6686}"
8505,1,51,0,0.385713,"\int \frac{-12+4 x+\left(-4 x-24 x^3+8 x^4\right) \log (x)+\left(-36 x^3+8 x^4\right) \log ^2(x)}{9 x-6 x^2+x^3} \, dx","Int[(-12 + 4*x + (-4*x - 24*x^3 + 8*x^4)*Log[x] + (-36*x^3 + 8*x^4)*Log[x]^2)/(9*x - 6*x^2 + x^3),x]","4 x^2 \log ^2(x)-\frac{36 x \log ^2(x)}{3-x}+12 x \log ^2(x)-\frac{4 x \log (x)}{3 (3-x)}-\frac{4 \log (x)}{3}","-\frac{4 x \left(x^2 \log ^2(x)+\frac{\log (x)}{x}\right)}{3-x}-2",1,"(-4*Log[x])/3 - (4*x*Log[x])/(3*(3 - x)) + 12*x*Log[x]^2 - (36*x*Log[x]^2)/(3 - x) + 4*x^2*Log[x]^2","A",24,15,53,0.2830,1,"{1594, 27, 6742, 36, 31, 29, 2357, 2295, 2314, 2316, 2315, 2304, 2296, 2318, 2305}"
8506,1,14,0,0.0024713,"\int \frac{-4+8 x \log (2)}{\log (2)} \, dx","Int[(-4 + 8*x*Log[2])/Log[2],x]","\frac{(1-2 x \log (2))^2}{\log ^2(2)}","4 \left(x^2+\frac{x-x^2}{x \log (2)}-\frac{1}{9}\right)",1,"(1 - 2*x*Log[2])^2/Log[2]^2","A",1,1,12,0.08333,1,"{9}"
8507,0,0,0,1.9712236,"\int \frac{2 x-6 x^2+4 x^3+16 x^4+256 e^{3 x} x^4-256 x^7+e^{2 x} \left(48 x^3-32 x^4-768 x^5\right)+e^x \left(-1+x+4 x^2-20 x^3-48 x^4+32 x^5+768 x^6\right)}{128 e^{3 x} x^3-384 e^{2 x} x^4+384 e^x x^5-128 x^6} \, dx","Int[(2*x - 6*x^2 + 4*x^3 + 16*x^4 + 256*E^(3*x)*x^4 - 256*x^7 + E^(2*x)*(48*x^3 - 32*x^4 - 768*x^5) + E^x*(-1 + x + 4*x^2 - 20*x^3 - 48*x^4 + 32*x^5 + 768*x^6))/(128*E^(3*x)*x^3 - 384*E^(2*x)*x^4 + 384*E^x*x^5 - 128*x^6),x]","\int \frac{2 x-6 x^2+4 x^3+16 x^4+256 e^{3 x} x^4-256 x^7+e^{2 x} \left(48 x^3-32 x^4-768 x^5\right)+e^x \left(-1+x+4 x^2-20 x^3-48 x^4+32 x^5+768 x^6\right)}{128 e^{3 x} x^3-384 e^{2 x} x^4+384 e^x x^5-128 x^6} \, dx","\left(\frac{1-2 x}{16 x \left(x-e^x\right)}+x\right)^2",1,"x^2 + Defer[Int][(E^x - x)^(-3), x]/16 - (5*Defer[Int][(E^x - x)^(-2), x])/32 + (3*Defer[Int][(E^x - x)^(-1), x])/8 - Defer[Int][1/((E^x - x)^2*x^3), x]/128 + Defer[Int][1/((E^x - x)^2*x^2), x]/128 + Defer[Int][1/((E^x - x)^2*x), x]/32 - Defer[Int][x/(E^x - x)^3, x]/32 + (3*Defer[Int][x/(E^x - x)^2, x])/8 - Defer[Int][x/(E^x - x), x]/4 - Defer[Int][x^2/(E^x - x)^2, x]/4 - Defer[Int][1/(x^2*(-E^x + x)^3), x]/128 + (5*Defer[Int][1/(x*(-E^x + x)^3), x])/128","F",0,0,0,0,-1,"{}"
8508,1,18,0,0.0364387,"\int \left(-3+e^{20+24 x-4 x^5} \left(72-60 x^4\right)\right) \, dx","Int[-3 + E^(20 + 24*x - 4*x^5)*(72 - 60*x^4),x]","3 e^{-4 x^5+24 x+20}-3 x","3 \left(e^{4 \left(8-x^4\right) x-8 x+20}-x\right)",1,"3*E^(20 + 24*x - 4*x^5) - 3*x","A",2,1,22,0.04545,1,"{6706}"
8509,1,36,0,0.1839478,"\int \frac{-30+60 x-32 x^2+4 x^3-2 x^4+e^x \left(33+27 x-33 x^2+3 x^3\right)}{6-12 x+6 x^2} \, dx","Int[(-30 + 60*x - 32*x^2 + 4*x^3 - 2*x^4 + E^x*(33 + 27*x - 33*x^2 + 3*x^3))/(6 - 12*x + 6*x^2),x]","-\frac{x^3}{9}+\frac{e^x x}{2}-5 x-5 e^x+\frac{5 e^x}{1-x}","x \left(-\frac{x^2}{9}+\frac{e^x (11-x)}{2 (1-x)}-5\right)",1,"-5*E^x + (5*E^x)/(1 - x) - 5*x + (E^x*x)/2 - x^3/9","A",13,8,52,0.1538,1,"{27, 12, 6688, 2199, 2194, 2177, 2178, 2176}"
8510,1,15,0,0.1797481,"\int \frac{e^{-x} \left(e^x (1-x)+2 x^2-x^3\right)}{x} \, dx","Int[(E^x*(1 - x) + 2*x^2 - x^3)/(E^x*x),x]","e^{-x} x^2-x+\log (x)","e^{-x} x^2-\log \left(\frac{e^{x+2}}{x}\right)+\log (5)",1,"-x + x^2/E^x + Log[x]","A",11,5,29,0.1724,1,"{6742, 43, 2196, 2176, 2194}"
8511,0,0,0,10.0571271,"\int \frac{-30 \log ^2(x)+e^{\frac{-2 x+x^2+3 x \log (x)}{30 \log (x)}} \left(2 x-x^2+\left(-2 x+2 x^2\right) \log (x)+(30+3 x) \log ^2(x)\right)}{30 x^2 \log ^2(x)-60 e^{\frac{-2 x+x^2+3 x \log (x)}{30 \log (x)}} x^2 \log ^2(x)+30 e^{\frac{-2 x+x^2+3 x \log (x)}{15 \log (x)}} x^2 \log ^2(x)} \, dx","Int[(-30*Log[x]^2 + E^((-2*x + x^2 + 3*x*Log[x])/(30*Log[x]))*(2*x - x^2 + (-2*x + 2*x^2)*Log[x] + (30 + 3*x)*Log[x]^2))/(30*x^2*Log[x]^2 - 60*E^((-2*x + x^2 + 3*x*Log[x])/(30*Log[x]))*x^2*Log[x]^2 + 30*E^((-2*x + x^2 + 3*x*Log[x])/(15*Log[x]))*x^2*Log[x]^2),x]","\int \frac{-30 \log ^2(x)+e^{\frac{-2 x+x^2+3 x \log (x)}{30 \log (x)}} \left(2 x-x^2+\left(-2 x+2 x^2\right) \log (x)+(30+3 x) \log ^2(x)\right)}{30 x^2 \log ^2(x)-60 e^{\frac{-2 x+x^2+3 x \log (x)}{30 \log (x)}} x^2 \log ^2(x)+30 e^{\frac{-2 x+x^2+3 x \log (x)}{15 \log (x)}} x^2 \log ^2(x)} \, dx","\frac{1}{x-x e^{\frac{1}{30} x \left(\frac{x-2}{\log (x)}+3\right)}}",1,"-Defer[Int][E^((2*x)/(15*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*x^2), x] + Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*x^2), x] + Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*x), x]/10 - Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*Log[x]^2), x]/30 + Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*x*Log[x]^2), x]/15 + Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*Log[x]), x]/15 - Defer[Int][E^((x*(2 + x + 3*Log[x]))/(30*Log[x]))/((E^(x/(15*Log[x])) - E^((x*(x + 3*Log[x]))/(30*Log[x])))^2*x*Log[x]), x]/15","F",0,0,0,0,-1,"{}"
8512,0,0,0,16.8564477,"\int \frac{1+e^{512-512 x+192 x^2-32 x^3+2 x^4} \left(16-4 e^x\right)+4 x^2-e^x x^2+e^{256-256 x+96 x^2-16 x^3+x^4} \left(512-400 x+4 e^x x+96 x^2-8 x^3\right)}{16 e^{512-512 x+192 x^2-32 x^3+2 x^4}-16 e^{256-256 x+96 x^2-16 x^3+x^4} x+4 x^2} \, dx","Int[(1 + E^(512 - 512*x + 192*x^2 - 32*x^3 + 2*x^4)*(16 - 4*E^x) + 4*x^2 - E^x*x^2 + E^(256 - 256*x + 96*x^2 - 16*x^3 + x^4)*(512 - 400*x + 4*E^x*x + 96*x^2 - 8*x^3))/(16*E^(512 - 512*x + 192*x^2 - 32*x^3 + 2*x^4) - 16*E^(256 - 256*x + 96*x^2 - 16*x^3 + x^4)*x + 4*x^2),x]","\int \frac{1+e^{512-512 x+192 x^2-32 x^3+2 x^4} \left(16-4 e^x\right)+4 x^2-e^x x^2+e^{256-256 x+96 x^2-16 x^3+x^4} \left(512-400 x+4 e^x x+96 x^2-8 x^3\right)}{16 e^{512-512 x+192 x^2-32 x^3+2 x^4}-16 e^{256-256 x+96 x^2-16 x^3+x^4} x+4 x^2} \, dx","\frac{1}{4} \left(\frac{1}{2 e^{(x-4)^4}-x}-e^x\right)+x",1,"Defer[Int][E^(32*x*(16 + x^2))/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x]/4 + 128*Defer[Int][E^(256 + 256*x + 96*x^2 + 16*x^3 + x^4)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] + 4*Defer[Int][E^(512 + 192*x^2 + 2*x^4)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] - Defer[Int][E^(512 + x + 192*x^2 + 2*x^4)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] - 100*Defer[Int][(E^(256 + 256*x + 96*x^2 + 16*x^3 + x^4)*x)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] + Defer[Int][(E^(256 + 257*x + 96*x^2 + 16*x^3 + x^4)*x)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] - Defer[Int][(E^(513*x + 32*x^3)*x^2)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x]/4 + 24*Defer[Int][(E^(256 + 256*x + 96*x^2 + 16*x^3 + x^4)*x^2)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] - 2*Defer[Int][(E^(256 + 256*x + 96*x^2 + 16*x^3 + x^4)*x^3)/(2*E^(256 + 96*x^2 + x^4) - E^(16*x*(16 + x^2))*x)^2, x] + Defer[Int][(E^(32*x*(16 + x^2))*x^2)/(-2*E^(256 + 96*x^2 + x^4) + E^(16*x*(16 + x^2))*x)^2, x]","F",0,0,0,0,-1,"{}"
8513,1,69,0,0.1493901,"\int \frac{3 e^{10}+x+3 x^2+e^5 (7+6 x)+e^5 \log (x)}{10 e^{10}+20 e^5 x+10 x^2} \, dx","Int[(3*E^10 + x + 3*x^2 + E^5*(7 + 6*x) + E^5*Log[x])/(10*E^10 + 20*E^5*x + 10*x^2),x]","\frac{3 x}{10}-\frac{e^5 \left(7-6 e^5\right)}{10 \left(x+e^5\right)}-\frac{3 e^{10}}{5 \left(x+e^5\right)}+\frac{e^5}{10 \left(x+e^5\right)}+\frac{x \log (x)}{10 \left(x+e^5\right)}","\frac{2}{5} \left(x+\frac{1}{4} \left(\frac{\log (x)+6}{\frac{e^5}{x}+1}-x\right)\right)",1,"(3*x)/10 + E^5/(10*(E^5 + x)) - (3*E^10)/(5*(E^5 + x)) - (E^5*(7 - 6*E^5))/(10*(E^5 + x)) + (x*Log[x])/(10*(E^5 + x))","B",12,6,47,0.1277,1,"{27, 12, 6742, 43, 2314, 31}"
8514,0,0,0,7.3663448,"\int \frac{-x^2-e^{10 x-2 x^2} \log (5)-x^2 \log (5)+e^{5 x-x^2} \left(-5 x^2+2 x^3-2 x \log (5)\right)}{x^3+e^{10 x-2 x^2} x \log (5)+x^3 \log (5)+e^{5 x-x^2} \left(x^2+2 x^2 \log (5)\right)} \, dx","Int[(-x^2 - E^(10*x - 2*x^2)*Log[5] - x^2*Log[5] + E^(5*x - x^2)*(-5*x^2 + 2*x^3 - 2*x*Log[5]))/(x^3 + E^(10*x - 2*x^2)*x*Log[5] + x^3*Log[5] + E^(5*x - x^2)*(x^2 + 2*x^2*Log[5])),x]","\int \frac{-x^2-e^{10 x-2 x^2} \log (5)-x^2 \log (5)+e^{5 x-x^2} \left(-5 x^2+2 x^3-2 x \log (5)\right)}{x^3+e^{10 x-2 x^2} x \log (5)+x^3 \log (5)+e^{5 x-x^2} \left(x^2+2 x^2 \log (5)\right)} \, dx","\log \left(\frac{8 \left(\frac{x}{x+e^{(5-x) x}}+\log (5)\right)}{x}\right)",1,"(E^(-5*x + x^2)*(5*x - 2*x^2))/((5 - 2*x)*Log[5]) - Log[x] + Defer[Int][(E^(2*x^2)*x)/(E^(10*x) + E^(x*(5 + x))*x), x] - 5*Defer[Int][(E^(2*x^2)*x^2)/(E^(10*x) + E^(x*(5 + x))*x), x] + 2*Defer[Int][(E^(2*x^2)*x^3)/(E^(10*x) + E^(x*(5 + x))*x), x] + ((1 + Log[5])^2*Defer[Int][(E^(-5*x + 2*x^2)*x)/(-(E^(5*x)*Log[5]) - E^x^2*x*(1 + Log[5])), x])/Log[5] + (2*(1 + Log[5])^2*Defer[Int][(E^(-5*x + 2*x^2)*x^3)/(-(E^(5*x)*Log[5]) - E^x^2*x*(1 + Log[5])), x])/Log[5] + (5*(1 + Log[5])^2*Defer[Int][(E^(-5*x + 2*x^2)*x^2)/(E^(5*x)*Log[5] + E^x^2*x*(1 + Log[5])), x])/Log[5]","F",0,0,0,0,-1,"{}"
8515,0,0,0,0.5561619,"\int \frac{1}{3} e^{-e^{e^x}} \left(-e^{e^{e^x}}-e^{1+x}+e^{e^x} \left(-6 e^x+e^{1+2 x}\right)\right) \, dx","Int[(-E^E^E^x - E^(1 + x) + E^E^x*(-6*E^x + E^(1 + 2*x)))/(3*E^E^E^x),x]","\int \frac{1}{3} e^{-e^{e^x}} \left(-e^{e^{e^x}}-e^{1+x}+e^{e^x} \left(-6 e^x+e^{1+2 x}\right)\right) \, dx","\frac{1}{3} \left(e^{-e^{e^x}} \left(6-e^{x+1}\right)-x\right)",1,"2/E^E^E^x - x/3 - (E*ExpIntegralEi[-E^E^x])/3 + Defer[Subst][Defer[Int][E^(1 - E^x + x)*x, x], x, E^x]/3","F",0,0,0,0,-1,"{}"
8516,0,0,0,4.5361176,"\int \frac{-5 x+6 x^3-x^3 \log (x)+(-30 x+5 x \log (x)) \log (6-\log (x))+\left(-12 x^3+2 x^3 \log (x)+(-60 x+10 x \log (x)) \log (6-\log (x))\right) \log \left(\frac{x^2+5 \log (6-\log (x))}{x}\right)}{\left(-6 x^2+x^2 \log (x)+(-30+5 \log (x)) \log (6-\log (x))\right) \log ^2\left(\frac{x^2+5 \log (6-\log (x))}{x}\right)} \, dx","Int[(-5*x + 6*x^3 - x^3*Log[x] + (-30*x + 5*x*Log[x])*Log[6 - Log[x]] + (-12*x^3 + 2*x^3*Log[x] + (-60*x + 10*x*Log[x])*Log[6 - Log[x]])*Log[(x^2 + 5*Log[6 - Log[x]])/x])/((-6*x^2 + x^2*Log[x] + (-30 + 5*Log[x])*Log[6 - Log[x]])*Log[(x^2 + 5*Log[6 - Log[x]])/x]^2),x]","\int \frac{-5 x+6 x^3-x^3 \log (x)+(-30 x+5 x \log (x)) \log (6-\log (x))+\left(-12 x^3+2 x^3 \log (x)+(-60 x+10 x \log (x)) \log (6-\log (x))\right) \log \left(\frac{x^2+5 \log (6-\log (x))}{x}\right)}{\left(-6 x^2+x^2 \log (x)+(-30+5 \log (x)) \log (6-\log (x))\right) \log ^2\left(\frac{x^2+5 \log (6-\log (x))}{x}\right)} \, dx","\frac{x^2}{\log \left(x+\frac{5 \log (6-\log (x))}{x}\right)}",1,"-5*Defer[Int][x/((-6 + Log[x])*(x^2 + 5*Log[6 - Log[x]])*Log[x + (5*Log[6 - Log[x]])/x]^2), x] + 6*Defer[Int][x^3/((-6 + Log[x])*(x^2 + 5*Log[6 - Log[x]])*Log[x + (5*Log[6 - Log[x]])/x]^2), x] - Defer[Int][(x^3*Log[x])/((-6 + Log[x])*(x^2 + 5*Log[6 - Log[x]])*Log[x + (5*Log[6 - Log[x]])/x]^2), x] - 30*Defer[Int][(x*Log[6 - Log[x]])/((-6 + Log[x])*(x^2 + 5*Log[6 - Log[x]])*Log[x + (5*Log[6 - Log[x]])/x]^2), x] + 5*Defer[Int][(x*Log[x]*Log[6 - Log[x]])/((-6 + Log[x])*(x^2 + 5*Log[6 - Log[x]])*Log[x + (5*Log[6 - Log[x]])/x]^2), x] + 2*Defer[Int][x/Log[x + (5*Log[6 - Log[x]])/x], x]","F",0,0,0,0,-1,"{}"
8517,1,265,0,1.0485858,"\int \frac{\left(8+2 e^2-2 x\right) \log (5)+\left(-54-3 e^4+24 x-3 x^2+e^2 (-24+6 x)-3 \log (4)\right) \log \left(18+e^4+e^2 (8-2 x)-8 x+x^2+\log (4)\right) \log ^2\left(\log \left(18+e^4+e^2 (8-2 x)-8 x+x^2+\log (4)\right)\right)}{\left(18+e^4+e^2 (8-2 x)-8 x+x^2+\log (4)\right) \log \left(18+e^4+e^2 (8-2 x)-8 x+x^2+\log (4)\right) \log ^2\left(\log \left(18+e^4+e^2 (8-2 x)-8 x+x^2+\log (4)\right)\right)} \, dx","Int[((8 + 2*E^2 - 2*x)*Log[5] + (-54 - 3*E^4 + 24*x - 3*x^2 + E^2*(-24 + 6*x) - 3*Log[4])*Log[18 + E^4 + E^2*(8 - 2*x) - 8*x + x^2 + Log[4]]*Log[Log[18 + E^4 + E^2*(8 - 2*x) - 8*x + x^2 + Log[4]]]^2)/((18 + E^4 + E^2*(8 - 2*x) - 8*x + x^2 + Log[4])*Log[18 + E^4 + E^2*(8 - 2*x) - 8*x + x^2 + Log[4]]*Log[Log[18 + E^4 + E^2*(8 - 2*x) - 8*x + x^2 + Log[4]]]^2),x]","-3 \left(4+e^2\right) \log \left(x^2-2 \left(4+e^2\right) x+e^4+8 e^2+18+\log (4)\right)+3 e^2 \log \left(x^2-2 \left(4+e^2\right) x+e^4+8 e^2+18+\log (4)\right)+12 \log \left(x^2-2 \left(4+e^2\right) x+e^4+8 e^2+18+\log (4)\right)+\frac{\log (5)}{\log \left(\log \left(x^2-2 \left(4+e^2\right) x+e^4+8 e^2+18+\log (4)\right)\right)}-3 x-\frac{48 \left(4+e^2\right) \tan ^{-1}\left(\frac{2 \left(-x+e^2+4\right)}{\sqrt{8+\log (256)}}\right)}{\sqrt{8+\log (256)}}-\frac{12 e^4 \tan ^{-1}\left(\frac{2 \left(-x+e^2+4\right)}{\sqrt{8+\log (256)}}\right)}{\sqrt{8+\log (256)}}+\frac{6 \left(18+e^4+\log (4)\right) \tan ^{-1}\left(\frac{2 \left(-x+e^2+4\right)}{\sqrt{8+\log (256)}}\right)}{\sqrt{8+\log (256)}}+\frac{6 \left(14+8 e^2+e^4-\log (4)\right) \tan ^{-1}\left(\frac{2 \left(-x+e^2+4\right)}{\sqrt{8+\log (256)}}\right)}{\sqrt{8+\log (256)}}","-3 x+\frac{\log (5)}{\log \left(\log \left(\left(-x+e^2+4\right)^2+2+\log (4)\right)\right)}+2",1,"-3*x - (12*E^4*ArcTan[(2*(4 + E^2 - x))/Sqrt[8 + Log[256]]])/Sqrt[8 + Log[256]] - (48*(4 + E^2)*ArcTan[(2*(4 + E^2 - x))/Sqrt[8 + Log[256]]])/Sqrt[8 + Log[256]] + (6*ArcTan[(2*(4 + E^2 - x))/Sqrt[8 + Log[256]]]*(14 + 8*E^2 + E^4 - Log[4]))/Sqrt[8 + Log[256]] + (6*ArcTan[(2*(4 + E^2 - x))/Sqrt[8 + Log[256]]]*(18 + E^4 + Log[4]))/Sqrt[8 + Log[256]] + 12*Log[18 + 8*E^2 + E^4 - 2*(4 + E^2)*x + x^2 + Log[4]] + 3*E^2*Log[18 + 8*E^2 + E^4 - 2*(4 + E^2)*x + x^2 + Log[4]] - 3*(4 + E^2)*Log[18 + 8*E^2 + E^4 - 2*(4 + E^2)*x + x^2 + Log[4]] + Log[5]/Log[Log[18 + 8*E^2 + E^4 - 2*(4 + E^2)*x + x^2 + Log[4]]]","B",19,8,168,0.04762,1,"{6688, 6728, 703, 634, 618, 204, 628, 6686}"
8518,0,0,0,1.2575172,"\int \frac{4 x \log ^2(5)+\left(2 x^2+4 x^3+2 x^2 \log ^2(5)\right) \log \left(\frac{x^2}{4}\right)+\left(4 \log ^2(5)+\left(2 x+4 x^2+2 x \log ^2(5)\right) \log \left(\frac{x^2}{4}\right)\right) \log \left(e^{\frac{-1+x+x^2}{\log ^2(5)}} \log \left(\frac{x^2}{4}\right)\right)}{x \log ^2(5) \log \left(\frac{x^2}{4}\right)} \, dx","Int[(4*x*Log[5]^2 + (2*x^2 + 4*x^3 + 2*x^2*Log[5]^2)*Log[x^2/4] + (4*Log[5]^2 + (2*x + 4*x^2 + 2*x*Log[5]^2)*Log[x^2/4])*Log[E^((-1 + x + x^2)/Log[5]^2)*Log[x^2/4]])/(x*Log[5]^2*Log[x^2/4]),x]","\int \frac{4 x \log ^2(5)+\left(2 x^2+4 x^3+2 x^2 \log ^2(5)\right) \log \left(\frac{x^2}{4}\right)+\left(4 \log ^2(5)+\left(2 x+4 x^2+2 x \log ^2(5)\right) \log \left(\frac{x^2}{4}\right)\right) \log \left(e^{\frac{-1+x+x^2}{\log ^2(5)}} \log \left(\frac{x^2}{4}\right)\right)}{x \log ^2(5) \log \left(\frac{x^2}{4}\right)} \, dx","\left(\log \left(e^{\frac{x^2+x-1}{\log ^2(5)}} \log \left(\frac{x^2}{4}\right)\right)+x\right)^2",1,"(4*x*ExpIntegralEi[Log[x^2/4]/2])/Sqrt[x^2] + x^2*(1 + Log[5]^(-2)) - (4*x*ExpIntegralEi[Log[x^2/4]/2]*(1 + Log[5]^(-2)))/Sqrt[x^2] - (2*x^3)/(3*Log[5]^4) - x^4/Log[5]^4 + (4*x^3)/(3*Log[5]^2) - (x^2*(1 + Log[5]^2))/Log[5]^4 - (4*x^3*(1 + Log[5]^2))/(3*Log[5]^4) + 2*x*(1 + Log[5]^(-2))*Log[Log[x^2/4]/E^((1 - x - x^2)/Log[5]^2)] + (2*x^2*Log[Log[x^2/4]/E^((1 - x - x^2)/Log[5]^2)])/Log[5]^2 - (8*LogIntegral[x^2/4])/Log[5]^2 + 4*Defer[Int][Log[E^((-1 + x + x^2)/Log[5]^2)*Log[x^2/4]]/(x*Log[x^2/4]), x]","F",0,0,0,0,-1,"{}"
8519,0,0,0,1.0193059,"\int \frac{4 x-x^2+e^x \left(-4 x+x^2\right)+e^{e^x} \left(-x^2+e^{2 x} \left(-4 x+x^2\right)+e^x \left(x+4 x^2-x^3\right)\right)+\left(-2 e^x+2 x\right) \log \left(\frac{x}{5}\right)+\left(e^x x-x^2\right) \log \left(-e^x+x\right)}{e^x x-x^2} \, dx","Int[(4*x - x^2 + E^x*(-4*x + x^2) + E^E^x*(-x^2 + E^(2*x)*(-4*x + x^2) + E^x*(x + 4*x^2 - x^3)) + (-2*E^x + 2*x)*Log[x/5] + (E^x*x - x^2)*Log[-E^x + x])/(E^x*x - x^2),x]","\int \frac{4 x-x^2+e^x \left(-4 x+x^2\right)+e^{e^x} \left(-x^2+e^{2 x} \left(-4 x+x^2\right)+e^x \left(x+4 x^2-x^3\right)\right)+\left(-2 e^x+2 x\right) \log \left(\frac{x}{5}\right)+\left(e^x x-x^2\right) \log \left(-e^x+x\right)}{e^x x-x^2} \, dx","(x-4) \left(e^{e^x}+\log \left(x-e^x\right)\right)-\log ^2\left(\frac{x}{5}\right)",1,"-4*E^E^x - 4*x + ExpIntegralEi[E^x] - Log[x/5]^2 + x*Log[-E^x + x] + 4*Defer[Int][(E^x - x)^(-1), x] + Defer[Int][E^(E^x + x)*x, x] - 4*Defer[Int][x/(E^x - x), x]","F",0,0,0,0,-1,"{}"
8520,1,19,0,0.0509309,"\int \frac{-4+4 \log (x)+(5-4 x) \log ^2(x)}{4 \log ^2(x)} \, dx","Int[(-4 + 4*Log[x] + (5 - 4*x)*Log[x]^2)/(4*Log[x]^2),x]","-\frac{x^2}{2}+\frac{5 x}{4}+\frac{x}{\log (x)}","\frac{1}{2} \left(\frac{5}{2}-x\right) x+\frac{x}{\log (x)}+5",1,"(5*x)/4 - x^2/2 + x/Log[x]","A",6,4,24,0.1667,1,"{12, 6742, 2297, 2298}"
8521,0,0,0,0.4287037,"\int e^{-10-2 e^{2 x^2}} \left(-14 e^{10+2 e^{2 x^2}}+9 x^2-24 e^{2 x^2} x^4\right) \, dx","Int[E^(-10 - 2*E^(2*x^2))*(-14*E^(10 + 2*E^(2*x^2)) + 9*x^2 - 24*E^(2*x^2)*x^4),x]","\int e^{-10-2 e^{2 x^2}} \left(-14 e^{10+2 e^{2 x^2}}+9 x^2-24 e^{2 x^2} x^4\right) \, dx","x-3 x \left(5-e^{-2 e^{2 x^2}-10} x^2\right)",1,"-14*x + 9*Defer[Int][x^2/E^(2*(5 + E^(2*x^2))), x] - 24*Defer[Int][x^4/E^(2*(5 + E^(2*x^2) - x^2)), x]","F",0,0,0,0,-1,"{}"
8522,1,26,0,1.2302098,"\int e^{-e^{4 x}} \left(e^{2 e^{-e^{4 x}} \left(x+e^{e^{4 x}} \log (2)\right)} \left(2-8 e^{4 x} x\right)+e^{e^{4 x}} \left(6 e^{6 x}+8 x+e^{3 x} (4+12 x)\right)+e^{e^{-e^{4 x}} \left(x+e^{e^{4 x}} \log (2)\right)} \left(-2 e^{3 x}+e^{e^{4 x}} \left(-4-6 e^{3 x}\right)-4 x+e^{4 x} \left(8 e^{3 x} x+16 x^2\right)\right)\right) \, dx","Int[(E^((2*(x + E^E^(4*x)*Log[2]))/E^E^(4*x))*(2 - 8*E^(4*x)*x) + E^E^(4*x)*(6*E^(6*x) + 8*x + E^(3*x)*(4 + 12*x)) + E^((x + E^E^(4*x)*Log[2])/E^E^(4*x))*(-2*E^(3*x) + E^E^(4*x)*(-4 - 6*E^(3*x)) - 4*x + E^(4*x)*(8*E^(3*x)*x + 16*x^2)))/E^E^(4*x),x]","\left(2 x+e^{3 x}-2 e^{e^{-e^{4 x}} x}\right)^2","\left(2 x+e^{3 x}-2 e^{e^{-e^{4 x}} x}\right)^2",1,"(E^(3*x) - 2*E^(x/E^E^(4*x)) + 2*x)^2","A",3,3,150,0.02000,1,"{6688, 12, 6686}"
8523,0,0,0,3.8007391,"\int \frac{\left(80-40 x-2 x^2+x^3\right) \log (-2+x)+e^{3 e^x+x} \left(-60 x^2+30 x^3\right) \log (-2+x)+\left(-40 x-10 e^{3 e^x} x^2-x^3\right) \log \left(\frac{40+10 e^{3 e^x} x+x^2}{x}\right)}{e^{3 e^x} \left(-20 x^2+10 x^3\right) \log ^2(-2+x)+\left(-80 x+40 x^2-2 x^3+x^4\right) \log ^2(-2+x)} \, dx","Int[((80 - 40*x - 2*x^2 + x^3)*Log[-2 + x] + E^(3*E^x + x)*(-60*x^2 + 30*x^3)*Log[-2 + x] + (-40*x - 10*E^(3*E^x)*x^2 - x^3)*Log[(40 + 10*E^(3*E^x)*x + x^2)/x])/(E^(3*E^x)*(-20*x^2 + 10*x^3)*Log[-2 + x]^2 + (-80*x + 40*x^2 - 2*x^3 + x^4)*Log[-2 + x]^2),x]","\int \frac{\left(80-40 x-2 x^2+x^3\right) \log (-2+x)+e^{3 e^x+x} \left(-60 x^2+30 x^3\right) \log (-2+x)+\left(-40 x-10 e^{3 e^x} x^2-x^3\right) \log \left(\frac{40+10 e^{3 e^x} x+x^2}{x}\right)}{e^{3 e^x} \left(-20 x^2+10 x^3\right) \log ^2(-2+x)+\left(-80 x+40 x^2-2 x^3+x^4\right) \log ^2(-2+x)} \, dx","\frac{\log \left(10 \left(e^{3 e^x}+\frac{4}{x}\right)+x\right)}{\log (x-2)}-5",1,"-40*Defer[Int][1/(x*(40 + 10*E^(3*E^x)*x + x^2)*Log[-2 + x]), x] + Defer[Int][x/((40 + 10*E^(3*E^x)*x + x^2)*Log[-2 + x]), x] + 30*Defer[Int][(E^(3*E^x + x)*x)/((40 + 10*E^(3*E^x)*x + x^2)*Log[-2 + x]), x] - Defer[Int][Log[10*E^(3*E^x) + 40/x + x]/((-2 + x)*Log[-2 + x]^2), x]","F",0,0,0,0,-1,"{}"
8524,1,14,0,0.0049144,"\int \left(20 e^x-20 \log (x)\right) \, dx","Int[20*E^x - 20*Log[x],x]","20 x+20 e^x-20 x \log (x)","20 x \left(\frac{e^x}{x}-\log (x)+1\right)",1,"20*E^x + 20*x - 20*x*Log[x]","A",3,2,10,0.2000,1,"{2194, 2295}"
8525,1,23,0,0.0074756,"\int \frac{1}{5} \left(7+e^3+14 x-15 x^2\right) \, dx","Int[(7 + E^3 + 14*x - 15*x^2)/5,x]","-x^3+\frac{7 x^2}{5}+\frac{1}{5} \left(7+e^3\right) x","x \left(2-x \left(x+\frac{1}{5} \left(\frac{3}{x}-\frac{2 x+e^3}{x}\right)-1\right)\right)",1,"((7 + E^3)*x)/5 + (7*x^2)/5 - x^3","A",2,1,17,0.05882,1,"{12}"
8526,1,9,0,0.0017445,"\int (-2-2 x) \, dx","Int[-2 - 2*x,x]","-x^2-2 x","-x^2-2 x-\frac{2}{\left(3-81 e^5\right)^2}+5",1,"-2*x - x^2","A",1,0,5,0,1,"{}"
8527,1,49,0,0.0216308,"\int \frac{10 x+\left(3 x+2 e^2 x+3 x^2\right) \log (5)-2 x \log (5) \log (x)}{2 \log (5)} \, dx","Int[(10*x + (3*x + 2*E^2*x + 3*x^2)*Log[5] - 2*x*Log[5]*Log[x])/(2*Log[5]),x]","\frac{x^3}{2}+\frac{1}{4} \left(3+2 e^2\right) x^2+\frac{x^2}{4}-\frac{1}{2} x^2 \log (x)+\frac{5 x^2}{2 \log (5)}","\frac{1}{2} x^2 \left(x-\log (x)+e^2+2+\frac{5}{\log (5)}\right)",1,"x^2/4 + ((3 + 2*E^2)*x^2)/4 + x^3/2 + (5*x^2)/(2*Log[5]) - (x^2*Log[x])/2","B",5,3,37,0.08108,1,"{12, 6, 2304}"
8528,1,70,0,0.7323241,"\int \frac{-3+x-3 x^2+2 x^3+e^3 (-1+2 x)+e^{2 x} \left(x+x^2\right)+e^x \left(-2 x+2 x^2+x^3+e^3 (1+x)\right)}{10+2 e^6-12 x+2 x^2+2 e^{2 x} x^2-4 x^3+2 x^4+e^3 \left(-4 x+4 x^2\right)+e^x \left(4 e^3 x-4 x^2+4 x^3\right)} \, dx","Int[(-3 + x - 3*x^2 + 2*x^3 + E^3*(-1 + 2*x) + E^(2*x)*(x + x^2) + E^x*(-2*x + 2*x^2 + x^3 + E^3*(1 + x)))/(10 + 2*E^6 - 12*x + 2*x^2 + 2*E^(2*x)*x^2 - 4*x^3 + 2*x^4 + E^3*(-4*x + 4*x^2) + E^x*(4*E^3*x - 4*x^2 + 4*x^3)),x]","\frac{1}{4} \log \left(x^4+2 e^x x^3-2 x^3-2 e^x x^2+e^{2 x} x^2+\left(1+2 e^3\right) x^2+2 e^{x+3} x-2 \left(3+e^3\right) x+e^6+5\right)","\frac{1}{4} \log \left(-\left(-\left(\left(x+e^x\right) x\right)+x-e^3\right)^2-5 (1-x)+x\right)",1,"Log[5 + E^6 + 2*E^(3 + x)*x - 2*(3 + E^3)*x - 2*E^x*x^2 + E^(2*x)*x^2 + (1 + 2*E^3)*x^2 - 2*x^3 + 2*E^x*x^3 + x^4]/4","B",3,3,128,0.02344,1,"{6741, 12, 6684}"
8529,-1,0,0,180.0001927,"\int \frac{-405 x \log (x)+90 x \log (x) \log (\log (x))-5 x \log (x) \log ^2(\log (x))+e^{-\frac{4 e^x}{-9+\log (\log (x))}} \left(-20 e^x-180 e^x x \log (x)+20 e^x x \log (x) \log (\log (x))\right)}{\left(729 e^2 x-486 e x^2+81 x^3\right) \log (x)+\left(-162 e^2 x+108 e x^2-18 x^3\right) \log (x) \log (\log (x))+\left(9 e^2 x-6 e x^2+x^3\right) \log (x) \log ^2(\log (x))+e^{-\frac{8 e^x}{-9+\log (\log (x))}} \left(81 x \log (x)-18 x \log (x) \log (\log (x))+x \log (x) \log ^2(\log (x))\right)+e^{-\frac{4 e^x}{-9+\log (\log (x))}} \left(\left(-486 e x+162 x^2\right) \log (x)+\left(108 e x-36 x^2\right) \log (x) \log (\log (x))+\left(-6 e x+2 x^2\right) \log (x) \log ^2(\log (x))\right)} \, dx","Int[(-405*x*Log[x] + 90*x*Log[x]*Log[Log[x]] - 5*x*Log[x]*Log[Log[x]]^2 + (-20*E^x - 180*E^x*x*Log[x] + 20*E^x*x*Log[x]*Log[Log[x]])/E^((4*E^x)/(-9 + Log[Log[x]])))/((729*E^2*x - 486*E*x^2 + 81*x^3)*Log[x] + (-162*E^2*x + 108*E*x^2 - 18*x^3)*Log[x]*Log[Log[x]] + (9*E^2*x - 6*E*x^2 + x^3)*Log[x]*Log[Log[x]]^2 + (81*x*Log[x] - 18*x*Log[x]*Log[Log[x]] + x*Log[x]*Log[Log[x]]^2)/E^((8*E^x)/(-9 + Log[Log[x]])) + ((-486*E*x + 162*x^2)*Log[x] + (108*E*x - 36*x^2)*Log[x]*Log[Log[x]] + (-6*E*x + 2*x^2)*Log[x]*Log[Log[x]]^2)/E^((4*E^x)/(-9 + Log[Log[x]]))),x]","\text{\$Aborted}","\frac{5}{x+e^{\frac{4 e^x}{9-\log (\log (x))}}-3 e}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8530,1,21,0,0.978929,"\int \frac{e^{-x} \left(27+45 x+21 x^2+3 x^3+e^x \left(-20 x^2-12 x^3-2 x^4\right)\right)}{9 x^2+6 x^3+x^4} \, dx","Int[(27 + 45*x + 21*x^2 + 3*x^3 + E^x*(-20*x^2 - 12*x^3 - 2*x^4))/(E^x*(9*x^2 + 6*x^3 + x^4)),x]","-2 x+\frac{2}{x+3}-\frac{3 e^{-x}}{x}","-2 x+\frac{2}{x+3}-\frac{3 e^{-x}}{x}+4-5 \log (5)",1,"-3/(E^x*x) - 2*x + 2/(3 + x)","A",27,7,57,0.1228,1,"{1594, 27, 6742, 2177, 2178, 2199, 683}"
8531,0,0,0,1.0489125,"\int \frac{e^{\frac{-4-9 x-8 x^2+x^3}{2 x+2 x^2}} \left(4+12 x+9 x^2+6 x^3+x^4\right)}{4+8 x+4 x^2} \, dx","Int[(E^((-4 - 9*x - 8*x^2 + x^3)/(2*x + 2*x^2))*(4 + 12*x + 9*x^2 + 6*x^3 + x^4))/(4 + 8*x + 4*x^2),x]","\int \frac{e^{\frac{-4-9 x-8 x^2+x^3}{2 x+2 x^2}} \left(4+12 x+9 x^2+6 x^3+x^4\right)}{4+8 x+4 x^2} \, dx","\frac{1}{2} e^{\frac{1}{2} \left(-\frac{4}{x^2+x}+x-9\right)} x^2",1,"Defer[Int][E^((-4 - 9*x - 8*x^2 + x^3)/(x*(2 + 2*x)))*x, x] + Defer[Int][E^((-4 - 9*x - 8*x^2 + x^3)/(x*(2 + 2*x)))*x^2, x]/4 - Defer[Int][E^((-4 - 9*x - 8*x^2 + x^3)/(x*(2 + 2*x)))/(1 + x)^2, x] + 2*Defer[Int][E^((-4 - 9*x - 8*x^2 + x^3)/(x*(2 + 2*x)))/(1 + x), x]","F",0,0,0,0,-1,"{}"
8532,0,0,0,2.3312223,"\int \frac{-576 x^2+192 x^3+\left(-144+96 x-144 x^2-624 x^3+240 x^4\right) \log \left(1+x^2\right)+\left(120 x^2+120 x^4\right) \log ^2\left(1+x^2\right)+\left(225 x^2+225 x^4\right) \log ^3\left(1+x^2\right)}{\left(144 x^2-96 x^3+160 x^4-96 x^5+16 x^6\right) \log ^3\left(1+x^2\right)} \, dx","Int[(-576*x^2 + 192*x^3 + (-144 + 96*x - 144*x^2 - 624*x^3 + 240*x^4)*Log[1 + x^2] + (120*x^2 + 120*x^4)*Log[1 + x^2]^2 + (225*x^2 + 225*x^4)*Log[1 + x^2]^3)/((144*x^2 - 96*x^3 + 160*x^4 - 96*x^5 + 16*x^6)*Log[1 + x^2]^3),x]","\int \frac{-576 x^2+192 x^3+\left(-144+96 x-144 x^2-624 x^3+240 x^4\right) \log \left(1+x^2\right)+\left(120 x^2+120 x^4\right) \log ^2\left(1+x^2\right)+\left(225 x^2+225 x^4\right) \log ^3\left(1+x^2\right)}{\left(144 x^2-96 x^3+160 x^4-96 x^5+16 x^6\right) \log ^3\left(1+x^2\right)} \, dx","\frac{3 \left(\frac{1}{4} \left(\frac{4}{\log \left(x^2+1\right)}+x\right)+x\right)^2}{(3-x) x}",1,"225/(16*(3 - x)) + 3/(10*Log[1 + x^2]^2) + 9/(4*Log[1 + x^2]) + (6*Defer[Int][1/((-3 + x)*Log[1 + x^2]^3), x])/5 - (18*Defer[Int][1/((1 + x^2)*Log[1 + x^2]^3), x])/5 + Defer[Int][1/((-3 + x)^2*Log[1 + x^2]^2), x] + (9*Defer[Int][1/((-3 + x)*Log[1 + x^2]^2), x])/2 - Defer[Int][1/(x^2*Log[1 + x^2]^2), x] + (3*Defer[Int][1/((1 + x^2)*Log[1 + x^2]^2), x])/2 + (15*Defer[Int][1/((-3 + x)^2*Log[1 + x^2]), x])/2","F",0,0,0,0,-1,"{}"
8533,0,0,0,4.3765836,"\int \frac{-45+e^x (-9+9 x)+9 \log (3)+e^{\frac{1}{9} \left(16 x+8 x^2+x^3\right)} \left(-80-80 x-15 x^2+e^x \left(-7-16 x-3 x^2\right)+\left(16+16 x+3 x^2\right) \log (3)\right)}{225+9 e^{2 x}+e^x (90-18 \log (3))-90 \log (3)+9 \log ^2(3)} \, dx","Int[(-45 + E^x*(-9 + 9*x) + 9*Log[3] + E^((16*x + 8*x^2 + x^3)/9)*(-80 - 80*x - 15*x^2 + E^x*(-7 - 16*x - 3*x^2) + (16 + 16*x + 3*x^2)*Log[3]))/(225 + 9*E^(2*x) + E^x*(90 - 18*Log[3]) - 90*Log[3] + 9*Log[3]^2),x]","\int \frac{-45+e^x (-9+9 x)+9 \log (3)+e^{\frac{1}{9} \left(16 x+8 x^2+x^3\right)} \left(-80-80 x-15 x^2+e^x \left(-7-16 x-3 x^2\right)+\left(16+16 x+3 x^2\right) \log (3)\right)}{225+9 e^{2 x}+e^x (90-18 \log (3))-90 \log (3)+9 \log ^2(3)} \, dx","\frac{x+e^{\left(\frac{x-2}{3}+2\right)^2 x}}{-e^x-5+\log (3)}",1,"(1 - x)^2/(2*(5 - Log[3])) + x/(5 - Log[3]) - x^2/(2*(5 - Log[3])) - x/(5 + E^x - Log[3]) + ((1 - x)*Log[1 + E^x/(5 - Log[3])])/(5 - Log[3]) + (x*Log[1 + E^x/(5 - Log[3])])/(5 - Log[3]) - Log[5 + E^x - Log[3]]/(5 - Log[3]) + (7*Defer[Int][E^((x*(4 + x)^2)/9)/(-E^x - 5*(1 - Log[3]/5)), x])/9 + (16*Defer[Int][(E^((x*(4 + x)^2)/9)*x)/(-E^x - 5*(1 - Log[3]/5)), x])/9 + Defer[Int][(E^((x*(4 + x)^2)/9)*x^2)/(-E^x - 5*(1 - Log[3]/5)), x]/3 - (5 - Log[3])*Defer[Int][E^((x*(4 + x)^2)/9)/(E^x + 5*(1 - Log[3]/5))^2, x]","F",0,0,0,0,-1,"{}"
8534,1,37,0,0.0075609,"\int \left(514-342 x+e^{24} (-27+18 x)+(27-18 x) \log (\log (3))\right) \, dx","Int[514 - 342*x + E^24*(-27 + 18*x) + (27 - 18*x)*Log[Log[3]],x]","-171 x^2+\frac{9}{4} e^{24} (3-2 x)^2+514 x-\frac{9}{4} (3-2 x)^2 \log (\log (3))","x+9 (3-x) x \left(19-e^{24}+\log (\log (3))\right)",1,"(9*E^24*(3 - 2*x)^2)/4 + 514*x - 171*x^2 - (9*(3 - 2*x)^2*Log[Log[3]])/4","A",1,0,23,0,1,"{}"
8535,1,44,0,0.2835529,"\int \frac{-192+144 x-36 x^2+3 x^3+e^{10-2 x} \left(-384+288 x-72 x^2+6 x^3\right)+e^{5-x} \left(72-42 x+6 x^2\right) \log (5)+6 \log ^2(5)}{-64+48 x-12 x^2+x^3} \, dx","Int[(-192 + 144*x - 36*x^2 + 3*x^3 + E^(10 - 2*x)*(-384 + 288*x - 72*x^2 + 6*x^3) + E^(5 - x)*(72 - 42*x + 6*x^2)*Log[5] + 6*Log[5]^2)/(-64 + 48*x - 12*x^2 + x^3),x]","3 x-3 e^{10-2 x}-\frac{3 \log ^2(5)}{(4-x)^2}+\frac{6 e^{5-x} \log (5)}{4-x}","3 x-3 \left(e^{5-x}+\frac{\log (5)}{x-4}\right)^2",1,"-3*E^(10 - 2*x) + 3*x + (6*E^(5 - x)*Log[5])/(4 - x) - (3*Log[5]^2)/(4 - x)^2","A",6,4,80,0.05000,1,"{6688, 2194, 2197, 1850}"
8536,0,0,0,1.9112349,"\int \frac{\exp \left(\frac{-3 x^3+\left(x-4 x^2\right) \log (3)}{3 x+4 \log (3)}\right) \left(90 x^2-180 x^4+\left(240 x-480 x^3\right) \log (3)+\left(160+40 x-320 x^2\right) \log ^2(3)\right)}{9 e^2 x^2+24 e^2 x \log (3)+16 e^2 \log ^2(3)} \, dx","Int[(E^((-3*x^3 + (x - 4*x^2)*Log[3])/(3*x + 4*Log[3]))*(90*x^2 - 180*x^4 + (240*x - 480*x^3)*Log[3] + (160 + 40*x - 320*x^2)*Log[3]^2))/(9*E^2*x^2 + 24*E^2*x*Log[3] + 16*E^2*Log[3]^2),x]","\int \frac{\exp \left(\frac{-3 x^3+\left(x-4 x^2\right) \log (3)}{3 x+4 \log (3)}\right) \left(90 x^2-180 x^4+\left(240 x-480 x^3\right) \log (3)+\left(160+40 x-320 x^2\right) \log ^2(3)\right)}{9 e^2 x^2+24 e^2 x \log (3)+16 e^2 \log ^2(3)} \, dx","10 x e^{-x^2+\frac{x}{\frac{3 x}{\log (3)}+4}-2}",1,"10*Defer[Int][E^(-2 + (-3*x^3 + (x - 4*x^2)*Log[3])/(3*x + 4*Log[3])), x] - 20*Defer[Int][E^(-2 + (-3*x^3 + (x - 4*x^2)*Log[3])/(3*x + 4*Log[3]))*x^2, x] + (40*Log[3]^2*Defer[Int][E^(-2 + (-3*x^3 + (x - 4*x^2)*Log[3])/(3*x + 4*Log[3]))/(3*x + 4*Log[3]), x])/3 - (160*Log[3]^3*Defer[Int][E^(-2 + (-3*x^3 + (x - 4*x^2)*Log[3])/(3*x + 4*Log[3]))/(3*x + Log[81])^2, x])/3","F",0,0,0,0,-1,"{}"
8537,1,262,0,0.5551766,"\int \frac{4 x^2+\left(-6 x+2 x^2\right) \log \left(\frac{2}{-3+x}\right)+\left(6 x-2 x^2\right) \log ^5\left(\frac{2}{-3+x}\right)}{(-9+3 x) \log ^5\left(\frac{2}{-3+x}\right)} \, dx","Int[(4*x^2 + (-6*x + 2*x^2)*Log[2/(-3 + x)] + (6*x - 2*x^2)*Log[2/(-3 + x)]^5)/((-9 + 3*x)*Log[2/(-3 + x)]^5),x]","-\frac{x^2}{3}+\frac{(3-x)^2}{3 \log ^4\left(-\frac{2}{3-x}\right)}-\frac{2 (3-x)}{\log ^4\left(-\frac{2}{3-x}\right)}+\frac{3}{\log ^4\left(-\frac{2}{3-x}\right)}-\frac{2 (3-x)^2}{9 \log ^3\left(-\frac{2}{3-x}\right)}-\frac{2 x (3-x)}{9 \log ^3\left(-\frac{2}{3-x}\right)}+\frac{2 (3-x)}{3 \log ^3\left(-\frac{2}{3-x}\right)}+\frac{2 (3-x)^2}{9 \log ^2\left(-\frac{2}{3-x}\right)}+\frac{2 x (3-x)}{9 \log ^2\left(-\frac{2}{3-x}\right)}-\frac{2 (3-x)}{3 \log ^2\left(-\frac{2}{3-x}\right)}-\frac{4 (3-x)^2}{9 \log \left(-\frac{2}{3-x}\right)}-\frac{4 x (3-x)}{9 \log \left(-\frac{2}{3-x}\right)}+\frac{4 (3-x)}{3 \log \left(-\frac{2}{3-x}\right)}","\frac{1}{3} x \left(\frac{x}{\log ^4\left(\frac{2}{x-3}\right)}-x\right)",1,"-1/3*x^2 + 3/Log[-2/(3 - x)]^4 - (2*(3 - x))/Log[-2/(3 - x)]^4 + (3 - x)^2/(3*Log[-2/(3 - x)]^4) + (2*(3 - x))/(3*Log[-2/(3 - x)]^3) - (2*(3 - x)^2)/(9*Log[-2/(3 - x)]^3) - (2*(3 - x)*x)/(9*Log[-2/(3 - x)]^3) - (2*(3 - x))/(3*Log[-2/(3 - x)]^2) + (2*(3 - x)^2)/(9*Log[-2/(3 - x)]^2) + (2*(3 - x)*x)/(9*Log[-2/(3 - x)]^2) + (4*(3 - x))/(3*Log[-2/(3 - x)]) - (4*(3 - x)^2)/(9*Log[-2/(3 - x)]) - (4*(3 - x)*x)/(9*Log[-2/(3 - x)])","B",44,16,62,0.2581,1,"{6688, 12, 14, 2411, 2353, 2297, 2299, 2178, 2302, 30, 2306, 2310, 2400, 2399, 2389, 2390}"
8538,1,23,0,0.1350898,"\int \frac{e^x \left(-15-23 x+14 x^2+2 x^4+2 x^5\right)}{x^4} \, dx","Int[(E^x*(-15 - 23*x + 14*x^2 + 2*x^4 + 2*x^5))/x^4,x]","\frac{5 e^x}{x^3}+\frac{14 e^x}{x^2}+2 e^x x","e^x \left(2-\frac{-14 x-5}{x^4}\right) x",1,"(5*E^x)/x^3 + (14*E^x)/x^2 + 2*E^x*x","A",14,5,27,0.1852,1,"{2199, 2194, 2177, 2178, 2176}"
8539,0,0,0,1.1322671,"\int \frac{270-150 x+399 x^2-180 x^3+25 x^4+e^{2 x} \left(324-180 x+25 x^2\right)+e^x \left(465+303 x-285 x^2+50 x^3\right)}{e^{5+2 x} \left(324-180 x+25 x^2\right)+e^{5+x} \left(648 x-360 x^2+50 x^3\right)+e^5 \left(324 x^2-180 x^3+25 x^4\right)} \, dx","Int[(270 - 150*x + 399*x^2 - 180*x^3 + 25*x^4 + E^(2*x)*(324 - 180*x + 25*x^2) + E^x*(465 + 303*x - 285*x^2 + 50*x^3))/(E^(5 + 2*x)*(324 - 180*x + 25*x^2) + E^(5 + x)*(648*x - 360*x^2 + 50*x^3) + E^5*(324*x^2 - 180*x^3 + 25*x^4)),x]","\int \frac{270-150 x+399 x^2-180 x^3+25 x^4+e^{2 x} \left(324-180 x+25 x^2\right)+e^x \left(465+303 x-285 x^2+50 x^3\right)}{e^{5+2 x} \left(324-180 x+25 x^2\right)+e^{5+x} \left(648 x-360 x^2+50 x^3\right)+e^5 \left(324 x^2-180 x^3+25 x^4\right)} \, dx","10-\frac{\frac{3 (1-x)}{\left(\frac{18}{5}-x\right) \left(x+e^x\right)}-x}{e^5}",1,"x/E^5 - 3/(E^5*(E^x + x)) - (39*Defer[Int][(E^x + x)^(-2), x])/(5*E^5) + (195*Defer[Int][1/((E^x + x)*(-18 + 5*x)^2), x])/E^5 - (507*Defer[Int][1/((E^x + x)^2*(-18 + 5*x)), x])/(5*E^5) + (39*Defer[Int][1/((E^x + x)*(-18 + 5*x)), x])/E^5","F",0,0,0,0,-1,"{}"
8540,0,0,0,0.1389767,"\int \frac{1+2 x^2}{-3 x+x^3+x \log (x)} \, dx","Int[(1 + 2*x^2)/(-3*x + x^3 + x*Log[x]),x]","\int \frac{1+2 x^2}{-3 x+x^3+x \log (x)} \, dx","\log \left(-x^2-\log (x)+3\right)",1,"Defer[Int][1/(x*(-3 + x^2 + Log[x])), x] + 2*Defer[Int][x/(-3 + x^2 + Log[x]), x]","F",0,0,0,0,-1,"{}"
8541,1,51,0,0.1077414,"\int \frac{720+476 x-1680 x^2-1404 x^3-358 x^4-30 x^5+\left(40-202 x-180 x^2-47 x^3-4 x^4\right) \log (4)}{128+96 x+24 x^2+2 x^3} \, dx","Int[(720 + 476*x - 1680*x^2 - 1404*x^3 - 358*x^4 - 30*x^5 + (40 - 202*x - 180*x^2 - 47*x^3 - 4*x^4)*Log[4])/(128 + 96*x + 24*x^2 + 2*x^3),x]","-5 x^3+\frac{1}{2} x^2 (1-2 \log (4))+x (6+\log (2))+\frac{3 (38-\log (4))}{x+4}-\frac{12 (18-\log (4))}{(x+4)^2}","\left(1-x \left(x+\frac{3}{(x+4)^2}-\frac{1}{2}\right)\right) (5 x+2+\log (4))",1,"-5*x^3 + x*(6 + Log[2]) + (x^2*(1 - 2*Log[4]))/2 - (12*(18 - Log[4]))/(4 + x)^2 + (3*(38 - Log[4]))/(4 + x)","B",2,1,66,0.01515,1,"{2074}"
8542,1,10,0,0.0031199,"\int \frac{-3-8 x^2}{x} \, dx","Int[(-3 - 8*x^2)/x,x]","-4 x^2-3 \log (x)","-\log \left(3125 x^3\right)-4 x^2+1",1,"-4*x^2 - 3*Log[x]","A",2,1,11,0.09091,1,"{14}"
8543,0,0,0,54.5093421,"\int \frac{\exp \left(\frac{4+5 x-40 x^2+8 e^x x^2+\left(13 x^2-e^x x^2\right) \log (x)-x^2 \log ^2(x)}{-8 x^2+x^2 \log (x)}\right) \left(60+35 x-64 x^2-64 e^x x^3+\left(-8-5 x+16 x^2+16 e^x x^3\right) \log (x)+\left(-x^2-e^x x^3\right) \log ^2(x)\right)}{64 x^3-16 x^3 \log (x)+x^3 \log ^2(x)} \, dx","Int[(E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))*(60 + 35*x - 64*x^2 - 64*E^x*x^3 + (-8 - 5*x + 16*x^2 + 16*E^x*x^3)*Log[x] + (-x^2 - E^x*x^3)*Log[x]^2))/(64*x^3 - 16*x^3*Log[x] + x^3*Log[x]^2),x]","\int \frac{\exp \left(\frac{4+5 x-40 x^2+8 e^x x^2+\left(13 x^2-e^x x^2\right) \log (x)-x^2 \log ^2(x)}{-8 x^2+x^2 \log (x)}\right) \left(60+35 x-64 x^2-64 e^x x^3+\left(-8-5 x+16 x^2+16 e^x x^3\right) \log (x)+\left(-x^2-e^x x^3\right) \log ^2(x)\right)}{64 x^3-16 x^3 \log (x)+x^3 \log ^2(x)} \, dx","\frac{e^{-e^x+\frac{\frac{4}{x}+5}{x-x (9-\log (x))}+5}}{x}",1,"-Defer[Int][E^(x + (4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x])), x] - Defer[Int][E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))/x, x] - 4*Defer[Int][E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))/(x^3*(-8 + Log[x])^2), x] - 5*Defer[Int][E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))/(x^2*(-8 + Log[x])^2), x] - 8*Defer[Int][E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))/(x^3*(-8 + Log[x])), x] - 5*Defer[Int][E^((4 + 5*x - 40*x^2 + 8*E^x*x^2 + (13*x^2 - E^x*x^2)*Log[x] - x^2*Log[x]^2)/(-8*x^2 + x^2*Log[x]))/(x^2*(-8 + Log[x])), x]","F",0,0,0,0,-1,"{}"
8544,1,13,0,0.0113704,"\int \frac{-70-20 x-x^2}{300+60 x+3 x^2} \, dx","Int[(-70 - 20*x - x^2)/(300 + 60*x + 3*x^2),x]","-\frac{x}{3}-\frac{10}{x+10}","\frac{1}{3} \left(-x+3 \left(\frac{x}{x+10}+2\right)-\log (5)\right)",1,"-1/3*x - 10/(10 + x)","A",4,3,23,0.1304,1,"{27, 12, 683}"
8545,-1,0,0,180.0006728,"\int \frac{-2+2 x+20 x^3+30 x^4-80 x^6-100 x^7-225 x^8+160 x^9-40 x^{10}-150 x^{11}-160 x^{12}+240 x^{13}+64 x^{15}-64 x^{16}+e^{36/x} \left(20 x^9-20 x^{10}\right)+e^{40/x} \left(-2 x^{10}+2 x^{11}\right)+e^{28/x} \left(240 x^7-240 x^8-160 x^{10}+160 x^{11}\right)+e^{20/x} \left(504 x^5-504 x^6-1920 x^8+1020 x^9+480 x^{11}-480 x^{12}\right)+e^{32/x} \left(-90 x^8+90 x^9+20 x^{11}-20 x^{12}\right)+e^{24/x} \left(-420 x^6+420 x^7+720 x^9-550 x^{10}-80 x^{12}+80 x^{13}\right)+e^{12/x} \left(240 x^3-240 x^4-2720 x^6+520 x^7+3520 x^9-1360 x^{10}-640 x^{12}+640 x^{13}\right)+e^{4/x} \left(20 x-20 x^2-320 x^4-100 x^5+1120 x^7+880 x^8+250 x^9-1280 x^{10}+560 x^{11}+320 x^{13}-320 x^{14}\right)+e^{16/x} \left(-420 x^4+420 x^5+3000 x^7-1050 x^8-1840 x^{10}+1180 x^{11}+160 x^{13}-160 x^{14}\right)+e^{8/x} \left(-90 x^2+90 x^3+1360 x^5-10 x^6-3120 x^8-200 x^9-25 x^{10}+1600 x^{11}-1000 x^{12}-160 x^{14}+160 x^{15}\right)}{1-10 x^3+40 x^6-80 x^9-10 e^{36/x} x^9+e^{40/x} x^{10}+80 x^{12}-32 x^{15}+e^{28/x} \left(-120 x^7+80 x^{10}\right)+e^{20/x} \left(-252 x^5+560 x^8-240 x^{11}\right)+e^{32/x} \left(45 x^8-10 x^{11}\right)+e^{24/x} \left(210 x^6-280 x^9+40 x^{12}\right)+e^{12/x} \left(-120 x^3+560 x^6-800 x^9+320 x^{12}\right)+e^{4/x} \left(-10 x+80 x^4-240 x^7+320 x^{10}-160 x^{13}\right)+e^{16/x} \left(210 x^4-700 x^7+600 x^{10}-80 x^{13}\right)+e^{8/x} \left(45 x^2-280 x^5+600 x^8-480 x^{11}+80 x^{14}\right)} \, dx","Int[(-2 + 2*x + 20*x^3 + 30*x^4 - 80*x^6 - 100*x^7 - 225*x^8 + 160*x^9 - 40*x^10 - 150*x^11 - 160*x^12 + 240*x^13 + 64*x^15 - 64*x^16 + E^(36/x)*(20*x^9 - 20*x^10) + E^(40/x)*(-2*x^10 + 2*x^11) + E^(28/x)*(240*x^7 - 240*x^8 - 160*x^10 + 160*x^11) + E^(20/x)*(504*x^5 - 504*x^6 - 1920*x^8 + 1020*x^9 + 480*x^11 - 480*x^12) + E^(32/x)*(-90*x^8 + 90*x^9 + 20*x^11 - 20*x^12) + E^(24/x)*(-420*x^6 + 420*x^7 + 720*x^9 - 550*x^10 - 80*x^12 + 80*x^13) + E^(12/x)*(240*x^3 - 240*x^4 - 2720*x^6 + 520*x^7 + 3520*x^9 - 1360*x^10 - 640*x^12 + 640*x^13) + E^(4/x)*(20*x - 20*x^2 - 320*x^4 - 100*x^5 + 1120*x^7 + 880*x^8 + 250*x^9 - 1280*x^10 + 560*x^11 + 320*x^13 - 320*x^14) + E^(16/x)*(-420*x^4 + 420*x^5 + 3000*x^7 - 1050*x^8 - 1840*x^10 + 1180*x^11 + 160*x^13 - 160*x^14) + E^(8/x)*(-90*x^2 + 90*x^3 + 1360*x^5 - 10*x^6 - 3120*x^8 - 200*x^9 - 25*x^10 + 1600*x^11 - 1000*x^12 - 160*x^14 + 160*x^15))/(1 - 10*x^3 + 40*x^6 - 80*x^9 - 10*E^(36/x)*x^9 + E^(40/x)*x^10 + 80*x^12 - 32*x^15 + E^(28/x)*(-120*x^7 + 80*x^10) + E^(20/x)*(-252*x^5 + 560*x^8 - 240*x^11) + E^(32/x)*(45*x^8 - 10*x^11) + E^(24/x)*(210*x^6 - 280*x^9 + 40*x^12) + E^(12/x)*(-120*x^3 + 560*x^6 - 800*x^9 + 320*x^12) + E^(4/x)*(-10*x + 80*x^4 - 240*x^7 + 320*x^10 - 160*x^13) + E^(16/x)*(210*x^4 - 700*x^7 + 600*x^10 - 80*x^13) + E^(8/x)*(45*x^2 - 280*x^5 + 600*x^8 - 480*x^11 + 80*x^14)),x]","\text{\$Aborted}","x \left(-\left(1-\frac{5}{\left(2 x-\left(e^{4/x}-\frac{1}{x}\right)^2\right)^2}\right)^2+x-1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8546,1,27,0,0.3679598,"\int \frac{e^{-2/x} \left(-12 x+e^{\frac{2}{x}+x} \left(e^2 (2-x)+4 x^3\right)\right)}{2 x^3} \, dx","Int[(-12*x + E^(2/x + x)*(E^2*(2 - x) + 4*x^3))/(2*E^(2/x)*x^3),x]","-\frac{e^{x+2}}{2 x^2}-3 e^{-2/x}+2 e^x","\frac{2 e^x \left(x-\frac{e^2}{4 x}\right)}{x}-3 e^{-2/x}-4",1,"-3/E^(2/x) + 2*E^x - E^(2 + x)/(2*x^2)","A",12,7,43,0.1628,1,"{12, 6742, 2209, 2199, 2194, 2177, 2178}"
8547,1,19,0,0.0223531,"\int \left(3 x^2+e^{e^{e^x}} \left(5+5 e^{e^x+x} x\right)+5 \log (3)\right) \, dx","Int[3*x^2 + E^E^E^x*(5 + 5*E^(E^x + x)*x) + 5*Log[3],x]","x^3+5 e^{e^{e^x}} x+5 x \log (3)","x \left(x^2-5 \left(-e^{e^{e^x}}-\log (3)\right)\right)",1,"5*E^E^E^x*x + x^3 + 5*x*Log[3]","A",2,1,30,0.03333,1,"{2288}"
8548,1,28,0,3.4218825,"\int \frac{-128 x+4 x^2+\left(-64-2 x^2\right) \log (x)+\left(-64+64 x-2 x^2+2 x^3+\left(64+2 x^2\right) \log (x)\right) \log (-1+x+\log (x))}{-32 x+32 x^2+x^3-x^4+\left(32 x-x^3\right) \log (x)+\left(32 x-32 x^2-x^3+x^4+\left(-32 x+x^3\right) \log (x)\right) \log (-1+x+\log (x))} \, dx","Int[(-128*x + 4*x^2 + (-64 - 2*x^2)*Log[x] + (-64 + 64*x - 2*x^2 + 2*x^3 + (64 + 2*x^2)*Log[x])*Log[-1 + x + Log[x]])/(-32*x + 32*x^2 + x^3 - x^4 + (32*x - x^3)*Log[x] + (32*x - 32*x^2 - x^3 + x^4 + (-32*x + x^3)*Log[x])*Log[-1 + x + Log[x]]),x]","2 \log \left(32-x^2\right)-2 \log (x)+2 \log (1-\log (x+\log (x)-1))","\log \left(\left(x-\frac{32}{x}\right)^2 (\log (x+\log (x)-1)-1)^2\right)",1,"-2*Log[x] + 2*Log[32 - x^2] + 2*Log[1 - Log[-1 + x + Log[x]]]","A",8,6,117,0.05128,1,"{6688, 12, 6725, 446, 72, 6684}"
8549,0,0,0,20.1831,"\int \frac{-4+e^{e^x-x+x^2} \left(2-e^{2+2 x}+e^x \left(e^2 (2-2 x)-2 x\right)+2 x-4 x^2\right)+2 \log (5)+e^x \left(e^2 (-3+x)+e^2 \log (5)\right)}{4+e^{2 e^x-2 x+2 x^2}-4 x+x^2+(-4+2 x) \log (5)+\log ^2(5)+e^{e^x-x+x^2} (-4+2 x+2 \log (5))} \, dx","Int[(-4 + E^(E^x - x + x^2)*(2 - E^(2 + 2*x) + E^x*(E^2*(2 - 2*x) - 2*x) + 2*x - 4*x^2) + 2*Log[5] + E^x*(E^2*(-3 + x) + E^2*Log[5]))/(4 + E^(2*E^x - 2*x + 2*x^2) - 4*x + x^2 + (-4 + 2*x)*Log[5] + Log[5]^2 + E^(E^x - x + x^2)*(-4 + 2*x + 2*Log[5])),x]","\int \frac{-4+e^{e^x-x+x^2} \left(2-e^{2+2 x}+e^x \left(e^2 (2-2 x)-2 x\right)+2 x-4 x^2\right)+2 \log (5)+e^x \left(e^2 (-3+x)+e^2 \log (5)\right)}{4+e^{2 e^x-2 x+2 x^2}-4 x+x^2+(-4+2 x) \log (5)+\log ^2(5)+e^{e^x-x+x^2} (-4+2 x+2 \log (5))} \, dx","\frac{2 x+e^{x+2}}{x+e^{(x-1) x+e^x}-2+\log (5)}",1,"Defer[Int][E^(2 + 3*x)/(-E^(E^x + x^2) - E^x*(-2 + x + Log[5])), x] + 4*Defer[Int][(E^x*x^2)/(-E^(E^x + x^2) - E^x*(-2 + x + Log[5])), x] + (1 - Log[5])*Defer[Int][E^(2 + 3*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] - (2 - Log[5])*Defer[Int][E^(2 + 4*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] + 2*(1 - Log[5])*Defer[Int][(E^(2*x)*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] - 2*(2 - Log[5]*(1 + E^2*(1 - 5/Log[25])))*Defer[Int][(E^(3*x)*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] + Defer[Int][(E^(2 + 4*x)*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] - 2*(5 - Log[25])*Defer[Int][(E^(2*x)*x^2)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] + 2*(1 + E^2)*Defer[Int][(E^(3*x)*x^2)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] + 4*Defer[Int][(E^(2*x)*x^3)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5]))^2, x] + 2*Defer[Int][E^x/(E^(E^x + x^2) + E^x*(-2 + x + Log[5])), x] + 2*Defer[Int][E^(2 + 2*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5])), x] + 2*Defer[Int][(E^x*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5])), x] - 2*(1 + E^2)*Defer[Int][(E^(2*x)*x)/(E^(E^x + x^2) + E^x*(-2 + x + Log[5])), x]","F",0,0,0,0,-1,"{}"
8550,1,36,0,1.3615081,"\int \frac{3 \log ^2(x)+\exp \left(\frac{-x^2+\left(6 x+13 x^2+18 x^3+12 x^4+3 x^5\right) \log (x)}{3 \log (x)}\right) \left(x-2 x \log (x)+\left(6+26 x+54 x^2+48 x^3+15 x^4\right) \log ^2(x)\right)}{3 \log ^2(x)} \, dx","Int[(3*Log[x]^2 + E^((-x^2 + (6*x + 13*x^2 + 18*x^3 + 12*x^4 + 3*x^5)*Log[x])/(3*Log[x]))*(x - 2*x*Log[x] + (6 + 26*x + 54*x^2 + 48*x^3 + 15*x^4)*Log[x]^2))/(3*Log[x]^2),x]","\exp \left(\frac{1}{3} x \left(3 x^4+12 x^3+18 x^2+13 x-\frac{x}{\log (x)}+6\right)\right)+x","x+e^{x+x \left((x+1)^4+\frac{1}{3} \left(x-\frac{x}{\log (x)}\right)\right)}",1,"E^((x*(6 + 13*x + 18*x^2 + 12*x^3 + 3*x^4 - x/Log[x]))/3) + x","A",5,4,91,0.04396,1,"{12, 6742, 6688, 6706}"
8551,0,0,0,10.65502,"\int \frac{\exp \left(-\frac{19-40 x+20 x^2+e^{16} (-4+4 x)+e^{32} \left(-4+8 x-4 x^2\right)}{4-8 x+4 x^2}\right) \left(-1+e^{16} (-2+2 x)+\exp \left(\frac{19-40 x+20 x^2+e^{16} (-4+4 x)+e^{32} \left(-4+8 x-4 x^2\right)}{4-8 x+4 x^2}\right) \left(2-6 x+6 x^2-2 x^3\right)\right)}{-2+6 x-6 x^2+2 x^3} \, dx","Int[(-1 + E^16*(-2 + 2*x) + E^((19 - 40*x + 20*x^2 + E^16*(-4 + 4*x) + E^32*(-4 + 8*x - 4*x^2))/(4 - 8*x + 4*x^2))*(2 - 6*x + 6*x^2 - 2*x^3))/(E^((19 - 40*x + 20*x^2 + E^16*(-4 + 4*x) + E^32*(-4 + 8*x - 4*x^2))/(4 - 8*x + 4*x^2))*(-2 + 6*x - 6*x^2 + 2*x^3)),x]","\int \frac{\exp \left(-\frac{19-40 x+20 x^2+e^{16} (-4+4 x)+e^{32} \left(-4+8 x-4 x^2\right)}{4-8 x+4 x^2}\right) \left(-1+e^{16} (-2+2 x)+\exp \left(\frac{19-40 x+20 x^2+e^{16} (-4+4 x)+e^{32} \left(-4+8 x-4 x^2\right)}{4-8 x+4 x^2}\right) \left(2-6 x+6 x^2-2 x^3\right)\right)}{-2+6 x-6 x^2+2 x^3} \, dx","e^{\left(e^{16}-\frac{1}{2 (x-1)}\right)^2-5}-x",1,"-x + Defer[Int][E^((45 + 4*E^16 + 4*E^32 - 4*(22 + E^16 + 2*E^32)*x + 4*(11 + E^32)*x^2)/(4*(-1 + x)^2))/(1 - x)^2, x] - Defer[Int][1/(E^((19 - 4*E^16 - 4*E^32 - 4*(10 - E^16 - 2*E^32)*x + 4*(5 - E^32)*x^2)/(4 - 8*x + 4*x^2))*(-1 + x)^3), x]/2","F",0,0,0,0,-1,"{}"
8552,1,10,0,0.0039127,"\int \frac{e^{16}+x^2}{x^2} \, dx","Int[(E^16 + x^2)/x^2,x]","x-\frac{e^{16}}{x}","-\frac{e^{16}-x^2}{x}+e+10",1,"-(E^16/x) + x","A",2,1,11,0.09091,1,"{14}"
8553,0,0,0,0.6645136,"\int \frac{e^{2+e^{\frac{e^x+2 x}{x}}+x+\frac{e^x+2 x}{x}} (-3+3 x) \log (2)}{x^2} \, dx","Int[(E^(2 + E^((E^x + 2*x)/x) + x + (E^x + 2*x)/x)*(-3 + 3*x)*Log[2])/x^2,x]","\int \frac{e^{2+e^{\frac{e^x+2 x}{x}}+x+\frac{e^x+2 x}{x}} (-3+3 x) \log (2)}{x^2} \, dx","3 e^{e^{\frac{2 x+e^x}{x}}+2} \log (2)",1,"-3*Log[2]*Defer[Int][E^(2 + E^((E^x + 2*x)/x) + x + (E^x + 2*x)/x)/x^2, x] + 3*Log[2]*Defer[Int][E^(2 + E^((E^x + 2*x)/x) + x + (E^x + 2*x)/x)/x, x]","F",0,0,0,0,-1,"{}"
8554,1,14,0,0.1230331,"\int \frac{-50+x \log ^3(x)+162 \log ^4(x)}{x \log ^3(x)} \, dx","Int[(-50 + x*Log[x]^3 + 162*Log[x]^4)/(x*Log[x]^3),x]","x+81 \log ^2(x)+\frac{25}{\log ^2(x)}","x+\frac{\left(-9 \log ^2(x)-5\right)^2}{\log ^2(x)}",1,"x + 25/Log[x]^2 + 81*Log[x]^2","A",5,4,22,0.1818,1,"{6742, 2302, 30, 2301}"
8555,0,0,0,3.4721925,"\int \frac{\exp \left(4-\frac{20+9 x-16 x^4-4 x^5+(4+x) \log (3 x)}{4+x}\right) \left(-16-24 x-x^2+256 x^4+128 x^5+16 x^6\right)}{16 x+8 x^2+x^3} \, dx","Int[(E^(4 - (20 + 9*x - 16*x^4 - 4*x^5 + (4 + x)*Log[3*x])/(4 + x))*(-16 - 24*x - x^2 + 256*x^4 + 128*x^5 + 16*x^6))/(16*x + 8*x^2 + x^3),x]","\int \frac{\exp \left(4-\frac{20+9 x-16 x^4-4 x^5+(4+x) \log (3 x)}{4+x}\right) \left(-16-24 x-x^2+256 x^4+128 x^5+16 x^6\right)}{16 x+8 x^2+x^3} \, dx","\frac{e^{-4 \left(\frac{x}{x+4}-x^4\right)-1}}{3 x}",1,"-Defer[Int][E^((-4 - 5*x + 16*x^4 + 4*x^5 - 4*Log[3*x] - x*Log[3*x])/(4 + x))/x, x] + 16*Defer[Int][E^((-4 - 5*x + 16*x^4 + 4*x^5 - 4*Log[3*x] - x*Log[3*x])/(4 + x))*x^3, x] - 16*Defer[Int][E^((-4 - 5*x + 16*x^4 + 4*x^5 - 4*Log[3*x] - x*Log[3*x])/(4 + x))/(4 + x)^2, x]","F",0,0,0,0,-1,"{}"
8556,1,11,0,0.0032299,"\int \frac{1}{2} \left(4+\log \left(x^2\right)\right) \, dx","Int[(4 + Log[x^2])/2,x]","\frac{1}{2} x \log \left(x^2\right)+x","\frac{1}{2} x \left(\log \left(x^2\right)+2\right)",1,"x + (x*Log[x^2])/2","A",3,2,10,0.2000,1,"{12, 2295}"
8557,1,12,0,0.0272539,"\int \frac{225+91 x+9 x^2}{225 x+90 x^2+9 x^3} \, dx","Int[(225 + 91*x + 9*x^2)/(225*x + 90*x^2 + 9*x^3),x]","\log (x)-\frac{1}{9 (x+5)}","-\frac{1}{9 (x+5)}+\log (x)+5",1,"-1/9*1/(5 + x) + Log[x]","A",5,4,27,0.1481,1,"{1594, 27, 12, 893}"
8558,0,0,0,45.9987643,"\int \frac{\exp \left(-\frac{-20 x-e^x x-2 x^2+2 x \log \left(\frac{5}{2}\right)}{-10-x+\log \left(\frac{5}{2}\right)}\right) \left(400-720 x-156 x^2-8 x^3+\left(-80+152 x+16 x^2\right) \log \left(\frac{5}{2}\right)+(4-8 x) \log ^2\left(\frac{5}{2}\right)+e^x \left(-40 x-40 x^2-4 x^3+\left(4 x+4 x^2\right) \log \left(\frac{5}{2}\right)\right)\right)}{1500+300 x+15 x^2+(-300-30 x) \log \left(\frac{5}{2}\right)+15 \log ^2\left(\frac{5}{2}\right)} \, dx","Int[(400 - 720*x - 156*x^2 - 8*x^3 + (-80 + 152*x + 16*x^2)*Log[5/2] + (4 - 8*x)*Log[5/2]^2 + E^x*(-40*x - 40*x^2 - 4*x^3 + (4*x + 4*x^2)*Log[5/2]))/(E^((-20*x - E^x*x - 2*x^2 + 2*x*Log[5/2])/(-10 - x + Log[5/2]))*(1500 + 300*x + 15*x^2 + (-300 - 30*x)*Log[5/2] + 15*Log[5/2]^2)),x]","\int \frac{\exp \left(-\frac{-20 x-e^x x-2 x^2+2 x \log \left(\frac{5}{2}\right)}{-10-x+\log \left(\frac{5}{2}\right)}\right) \left(400-720 x-156 x^2-8 x^3+\left(-80+152 x+16 x^2\right) \log \left(\frac{5}{2}\right)+(4-8 x) \log ^2\left(\frac{5}{2}\right)+e^x \left(-40 x-40 x^2-4 x^3+\left(4 x+4 x^2\right) \log \left(\frac{5}{2}\right)\right)\right)}{1500+300 x+15 x^2+(-300-30 x) \log \left(\frac{5}{2}\right)+15 \log ^2\left(\frac{5}{2}\right)} \, dx","\frac{4}{15} x e^{-x \left(\frac{e^x}{x+10-\log \left(\frac{5}{2}\right)}+2\right)}",1,"(4*(10 - Log[5/2])*Defer[Int][E^(-((x*(E^x + x + 10*(1 - Log[5/2]/10)))/(10 + x - Log[5/2]))), x])/15 - (52*Defer[Int][E^(-((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))), x])/5 + (16*(10 - Log[5/2])*Defer[Int][E^(-((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))), x])/15 + (16*Log[5/2]*Defer[Int][E^(-((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))), x])/15 - (4*Defer[Int][x/E^((x*(E^x + x + 10*(1 - Log[5/2]/10)))/(10 + x - Log[5/2])), x])/15 - (8*Defer[Int][x/E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2])), x])/15 + (4*(10 - Log[5/2])^2*Defer[Int][1/(E^((x*(E^x + x + 10*(1 - Log[5/2]/10)))/(10 + x - Log[5/2]))*(10 + x - Log[5/2])^2), x])/15 + (80*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])^2), x])/3 + 48*(10 - Log[5/2])*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])^2), x] - (52*(10 - Log[5/2])^2*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])^2), x])/5 + (8*(10 - Log[5/2])^3*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])^2), x])/15 - (4*Log[5/2]^2*(21 - Log[25/4])*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])^2), x])/15 - (4*(10 - Log[5/2])*(11 - Log[5/2])*Defer[Int][1/(E^((x*(E^x + x + 10*(1 - Log[5/2]/10)))/(10 + x - Log[5/2]))*(10 + x - Log[5/2])), x])/15 - 48*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])), x] + (104*(10 - Log[5/2])*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])), x])/5 - (8*(10 - Log[5/2])^2*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])), x])/5 - (8*(21 - 4*Log[5/2])*Log[5/2]*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])), x])/15 - (8*Log[5/2]^2*Defer[Int][1/(E^((-(E^x*x) - 2*x^2 - 20*x*(1 - Log[5/2]/10))/(-10 - x + Log[5/2]))*(10 + x - Log[5/2])), x])/15","F",0,0,0,0,-1,"{}"
8559,1,38,0,0.6270202,"\int \frac{\exp \left(x-x^2 \log ^2\left(\frac{1}{16+8 \log (x-x \log (4))+\log ^2(x-x \log (4))}\right)\right) \left(4+\log (x-x \log (4))+4 x \log \left(\frac{1}{16+8 \log (x-x \log (4))+\log ^2(x-x \log (4))}\right)+(-8 x-2 x \log (x-x \log (4))) \log ^2\left(\frac{1}{16+8 \log (x-x \log (4))+\log ^2(x-x \log (4))}\right)\right)}{4+\log (x-x \log (4))} \, dx","Int[(E^(x - x^2*Log[(16 + 8*Log[x - x*Log[4]] + Log[x - x*Log[4]]^2)^(-1)]^2)*(4 + Log[x - x*Log[4]] + 4*x*Log[(16 + 8*Log[x - x*Log[4]] + Log[x - x*Log[4]]^2)^(-1)] + (-8*x - 2*x*Log[x - x*Log[4]])*Log[(16 + 8*Log[x - x*Log[4]] + Log[x - x*Log[4]]^2)^(-1)]^2))/(4 + Log[x - x*Log[4]]),x]","\exp \left(x-x^2 \log ^2\left(\frac{1}{\log ^2(x (1-\log (4)))+8 \log (x (1-\log (4)))+16}\right)\right)","e^{x-x^2 \log ^2\left(\frac{1}{(\log (x-x \log (4))+4)^2}\right)}+1",1,"E^(x - x^2*Log[(16 + 8*Log[x*(1 - Log[4])] + Log[x*(1 - Log[4])]^2)^(-1)]^2)","A",2,2,130,0.01538,1,"{2444, 6706}"
8560,0,0,0,35.0418374,"\int \frac{2916 x-2916 x^2+e^3 \left(-972 x^2+972 x^3\right)+e^6 \left(108 x^3-108 x^4\right)+e^9 \left(-4 x^4+4 x^5\right)+\left(x^2\right)^{10+2 x} \left(58320+8748 x+e^3 \left(-19440 x-2916 x^2\right)+e^6 \left(2160 x^2+324 x^3\right)+e^9 \left(-80 x^3-12 x^4\right)+\left(5832 x-1944 e^3 x^2+216 e^6 x^3-8 e^9 x^4\right) \log \left(x^2\right)\right)+\left(e^3 \left(972 x-972 x^2\right)+e^6 \left(-216 x^2+216 x^3\right)+e^9 \left(12 x^3-12 x^4\right)+\left(x^2\right)^{10+2 x} \left(e^3 (19440+2916 x)+e^6 \left(-4320 x-648 x^2\right)+e^9 \left(240 x^2+36 x^3\right)+\left(1944 e^3 x-432 e^6 x^2+24 e^9 x^3\right) \log \left(x^2\right)\right)\right) \log \left(x+\left(x^2\right)^{10+2 x}\right)+\left(e^6 \left(108 x-108 x^2\right)+e^9 \left(-12 x^2+12 x^3\right)+\left(x^2\right)^{10+2 x} \left(e^6 (2160+324 x)+e^9 \left(-240 x-36 x^2\right)+\left(216 e^6 x-24 e^9 x^2\right) \log \left(x^2\right)\right)\right) \log ^2\left(x+\left(x^2\right)^{10+2 x}\right)+\left(e^9 \left(4 x-4 x^2\right)+\left(x^2\right)^{10+2 x} \left(e^9 (80+12 x)+8 e^9 x \log \left(x^2\right)\right)\right) \log ^3\left(x+\left(x^2\right)^{10+2 x}\right)}{e^9 x^2+e^9 x \left(x^2\right)^{10+2 x}} \, dx","Int[(2916*x - 2916*x^2 + E^3*(-972*x^2 + 972*x^3) + E^6*(108*x^3 - 108*x^4) + E^9*(-4*x^4 + 4*x^5) + (x^2)^(10 + 2*x)*(58320 + 8748*x + E^3*(-19440*x - 2916*x^2) + E^6*(2160*x^2 + 324*x^3) + E^9*(-80*x^3 - 12*x^4) + (5832*x - 1944*E^3*x^2 + 216*E^6*x^3 - 8*E^9*x^4)*Log[x^2]) + (E^3*(972*x - 972*x^2) + E^6*(-216*x^2 + 216*x^3) + E^9*(12*x^3 - 12*x^4) + (x^2)^(10 + 2*x)*(E^3*(19440 + 2916*x) + E^6*(-4320*x - 648*x^2) + E^9*(240*x^2 + 36*x^3) + (1944*E^3*x - 432*E^6*x^2 + 24*E^9*x^3)*Log[x^2]))*Log[x + (x^2)^(10 + 2*x)] + (E^6*(108*x - 108*x^2) + E^9*(-12*x^2 + 12*x^3) + (x^2)^(10 + 2*x)*(E^6*(2160 + 324*x) + E^9*(-240*x - 36*x^2) + (216*E^6*x - 24*E^9*x^2)*Log[x^2]))*Log[x + (x^2)^(10 + 2*x)]^2 + (E^9*(4*x - 4*x^2) + (x^2)^(10 + 2*x)*(E^9*(80 + 12*x) + 8*E^9*x*Log[x^2]))*Log[x + (x^2)^(10 + 2*x)]^3)/(E^9*x^2 + E^9*x*(x^2)^(10 + 2*x)),x]","\int \frac{2916 x-2916 x^2+e^3 \left(-972 x^2+972 x^3\right)+e^6 \left(108 x^3-108 x^4\right)+e^9 \left(-4 x^4+4 x^5\right)+\left(x^2\right)^{10+2 x} \left(58320+8748 x+e^3 \left(-19440 x-2916 x^2\right)+e^6 \left(2160 x^2+324 x^3\right)+e^9 \left(-80 x^3-12 x^4\right)+\left(5832 x-1944 e^3 x^2+216 e^6 x^3-8 e^9 x^4\right) \log \left(x^2\right)\right)+\left(e^3 \left(972 x-972 x^2\right)+e^6 \left(-216 x^2+216 x^3\right)+e^9 \left(12 x^3-12 x^4\right)+\left(x^2\right)^{10+2 x} \left(e^3 (19440+2916 x)+e^6 \left(-4320 x-648 x^2\right)+e^9 \left(240 x^2+36 x^3\right)+\left(1944 e^3 x-432 e^6 x^2+24 e^9 x^3\right) \log \left(x^2\right)\right)\right) \log \left(x+\left(x^2\right)^{10+2 x}\right)+\left(e^6 \left(108 x-108 x^2\right)+e^9 \left(-12 x^2+12 x^3\right)+\left(x^2\right)^{10+2 x} \left(e^6 (2160+324 x)+e^9 \left(-240 x-36 x^2\right)+\left(216 e^6 x-24 e^9 x^2\right) \log \left(x^2\right)\right)\right) \log ^2\left(x+\left(x^2\right)^{10+2 x}\right)+\left(e^9 \left(4 x-4 x^2\right)+\left(x^2\right)^{10+2 x} \left(e^9 (80+12 x)+8 e^9 x \log \left(x^2\right)\right)\right) \log ^3\left(x+\left(x^2\right)^{10+2 x}\right)}{e^9 x^2+e^9 x \left(x^2\right)^{10+2 x}} \, dx","\left(-\log \left(\left(x^2\right)^{2 (x+5)}+x\right)+x-\frac{9}{e^3}\right)^4",1,"(-11664*x)/E^9 + (77760*x)/E^6 + (86400*x)/E^3 - 1200*x^2 + (1944*x^2)/E^6 + (4320*x^2)/E^3 - (1280*x^3)/9 - (16*x^3)/E^3 - 2*x^4 - (3*(9 - E^3*x)^4)/E^12 + (26244*Log[x])/E^12 + (58320*Log[x])/E^9 + (4860*x^2*Log[x^2])/E^6 + (4320*x^2*Log[x^2])/E^3 - 80*x^3*Log[x^2] - (120*x^3*Log[x^2])/E^3 + (2*x^4*Log[x^2])/3 - (2*(9 - E^3*x)^4*Log[x^2])/E^12 - (3888*(10*x + x^2)*Log[x^2])/E^6 + (144*(15*x^2 + 2*x^3)*Log[x^2])/E^3 - (8*(20*x^3 + 3*x^4)*Log[x^2])/3 - (1944*x^2*Log[x^2]^2)/E^6 + (144*x^3*Log[x^2]^2)/E^3 - 4*x^4*Log[x^2]^2 - (972*x*Log[x + (x^2)^(2*(5 + x))])/E^6 - (4320*x*Log[x + (x^2)^(2*(5 + x))])/E^3 + 120*x^2*Log[x + (x^2)^(2*(5 + x))] - (108*x^2*Log[x + (x^2)^(2*(5 + x))])/E^3 + (20*x^3*Log[x + (x^2)^(2*(5 + x))])/3 + (1944*x*Log[x^2]*Log[x + (x^2)^(2*(5 + x))])/E^6 - (216*x^2*Log[x^2]*Log[x + (x^2)^(2*(5 + x))])/E^3 + 8*x^3*Log[x^2]*Log[x + (x^2)^(2*(5 + x))] - (18468*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^6 - (82080*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^3 - (972*(12 - 19*E^3)*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^9 - (5832*Log[x^2]*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^9 + (36936*Log[x^2]*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^6 - (216*(18 - 19*E^3)*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^6 - (1944*Log[x^2]*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/E^6 - (55404*Defer[Int][1/(x*(1 + x^19*(x^2)^(2*x))), x])/E^9 - (18468*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][1/(x*(1 + x^19*(x^2)^(2*x))), x])/E^6 + 2280*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x] - (3888*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (19332*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (108*(36 - 19*E^3)*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^6 + (7776*Log[x^2]*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (12744*Log[x^2]*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (12*(72 - 19*E^3)*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (432*Log[x^2]*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (1820*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x])/3 - (432*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x])/E^3 - (4*(108 - 19*E^3)*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x])/E^3 + 392*Log[x^2]*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x] - (1296*Log[x^2]*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x])/E^3 - 48*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x] - 24*Log[x^2]*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x] + (128*Defer[Int][x^3/(1 + x^19*(x^2)^(2*x)), x])/3 + (160*Log[x^2]*Defer[Int][x^3/(1 + x^19*(x^2)^(2*x)), x])/3 + (3888*Defer[Int][(x*Log[x^2]^2)/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (432*Defer[Int][(x^2*Log[x^2]^2)/(1 + x^19*(x^2)^(2*x)), x])/E^3 + 16*Defer[Int][(x^3*Log[x^2]^2)/(1 + x^19*(x^2)^(2*x)), x] + (19440*Defer[Int][Log[x + (x^2)^(2*(5 + x))]/x, x])/E^6 - 240*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^2, x] + (324*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^2, x])/E^3 + (2160*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^2/x, x])/E^3 - 36*Defer[Int][x*Log[x + (x^2)^(2*(5 + x))]^2, x] - (12*(36 - 19*E^3)*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^2/(1 + x^19*(x^2)^(2*x)), x])/E^3 - (2052*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^2/(x*(1 + x^19*(x^2)^(2*x))), x])/E^3 + 48*Defer[Int][(x*Log[x + (x^2)^(2*(5 + x))]^2)/(1 + x^19*(x^2)^(2*x)), x] + (216*Defer[Int][Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^2, x])/E^3 - 24*Defer[Int][x*Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^2, x] - (216*Defer[Int][(Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^2)/(1 + x^19*(x^2)^(2*x)), x])/E^3 + 24*Defer[Int][(x*Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^2)/(1 + x^19*(x^2)^(2*x)), x] + 12*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^3, x] + 80*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^3/x, x] - 16*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^3/(1 + x^19*(x^2)^(2*x)), x] - 76*Defer[Int][Log[x + (x^2)^(2*(5 + x))]^3/(x*(1 + x^19*(x^2)^(2*x))), x] + 8*Defer[Int][Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^3, x] - 8*Defer[Int][(Log[x^2]*Log[x + (x^2)^(2*(5 + x))]^3)/(1 + x^19*(x^2)^(2*x)), x] + (864*(18 - 19*E^3)*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x])/E^6 + (7776*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x])/E^6 + (432*(18 - 19*E^3)*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x])/E^6 + (11664*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x])/E^9 - (73872*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x])/E^6 + (4320*(18 - 19*E^3)*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x])/E^6 + (38880*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x])/E^6 + (3888*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x])/E^6 - (864*(18 - 19*E^3)*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (7776*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (432*(18 - 19*E^3)*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (4104*(18 - 19*E^3)*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^6 - (36936*Log[x^2]*Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^6 + (3888*Defer[Int][Log[x^2]^2*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x])/E^6 - (3888*Defer[Int][(Log[x^2]^2*Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x])/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (48*(72 - 19*E^3)*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x])/E^3 - (1728*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x])/E^3 - (24*(72 - 19*E^3)*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x])/E^3 - (15552*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^6 + (25488*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 - (240*(72 - 19*E^3)*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 - (8640*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 - (864*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 + (48*(72 - 19*E^3)*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (1728*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (24*(72 - 19*E^3)*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x])/E^3 + (228*(72 - 19*E^3)*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^3 + (8208*Log[x^2]*Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^3 - (864*Defer[Int][Log[x^2]^2*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x])/E^3 + (864*Defer[Int][(Log[x^2]^2*Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x])/(1 + x^19*(x^2)^(2*x)), x])/E^3 + 192*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x], x] + 192*Log[x^2]*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x], x] + 176*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x] + (2592*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 + 480*Log[x^2]*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x] + 48*Log[x + (x^2)^(2*(5 + x))]*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x] - 192*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x] - 192*Log[x^2]*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x] - 912*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(x*(1 + x^19*(x^2)^(2*x))), x] - 456*Log[x^2]*Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(x*(1 + x^19*(x^2)^(2*x))), x] + 48*Defer[Int][Log[x^2]^2*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x], x] - 48*Defer[Int][(Log[x^2]^2*Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x])/(1 + x^19*(x^2)^(2*x)), x] - (320*Defer[Int][Defer[Int][x^3/(1 + x^19*(x^2)^(2*x)), x]/x, x])/3 + (73872*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x], x])/E^6 + (36936*Log[x^2]*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x], x])/E^6 + (369360*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x]/x, x])/E^6 - (73872*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (36936*Log[x^2]*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 - (350892*Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^6 - (15552*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x]/x, x])/E^6 - (864*(18 - 19*E^3)*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x], x]/x, x])/E^6 - (15552*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x], x])/E^6 - (7776*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x], x])/E^6 - (155520*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x]/x, x])/E^6 + (15552*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 + (7776*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x])/E^6 + (73872*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^6 + (15552*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^6 + (864*(18 - 19*E^3)*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^6 + (73872*Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/(x + x^20*(x^2)^(2*x)), x]/x, x])/E^6 + (3456*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x]/x, x])/E^3 + (48*(72 - 19*E^3)*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x], x]/x, x])/E^3 + (3456*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x], x])/E^3 + (1728*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x], x])/E^3 + (34560*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x]/x, x])/E^3 - (3456*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x])/E^3 - (1728*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x])/E^3 - (16416*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(x*(1 + x^19*(x^2)^(2*x))), x])/E^3 - (3456*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 - (48*(72 - 19*E^3)*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 - (16416*Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/(x + x^20*(x^2)^(2*x)), x]/x, x])/E^3 - 384*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x], x]/x, x] - 192*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x], x] - 96*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x], x] - 1920*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x]/x, x] + 192*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x] + 96*Log[x^2]*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x] + 912*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(x*(1 + x^19*(x^2)^(2*x))), x] + 384*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x] + 912*Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/(x + x^20*(x^2)^(2*x)), x]/x, x] - (73872*Defer[Int][Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x], x]/x, x])/E^6 + (73872*Defer[Int][Defer[Int][Defer[Int][(x + x^20*(x^2)^(2*x))^(-1), x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^6 + (15552*Defer[Int][Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x], x]/x, x])/E^6 - (15552*Defer[Int][Defer[Int][Defer[Int][Defer[Int][(1 + x^19*(x^2)^(2*x))^(-1), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^6 - (3456*Defer[Int][Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x], x]/x, x])/E^3 + (3456*Defer[Int][Defer[Int][Defer[Int][Defer[Int][x/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x]/x, x])/E^3 + 192*Defer[Int][Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x], x]/x, x] - 192*Defer[Int][Defer[Int][Defer[Int][Defer[Int][x^2/(1 + x^19*(x^2)^(2*x)), x]/x, x]/(1 + x^19*(x^2)^(2*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
8561,0,0,0,111.4580982,"\int \frac{\exp \left(e^{e^x}-e^{2+x^2}+e^{e^{e^x}-e^{2+x^2}} \left(16+x-8 \log (x)+\log ^2(x)\right)\right) \left(-8+x+e^{2+x^2} \left(-32 x^2-2 x^3\right)+\left(2+16 e^{2+x^2} x^2\right) \log (x)-2 e^{2+x^2} x^2 \log ^2(x)+e^{e^x} \left(e^x \left(16 x+x^2\right)-8 e^x x \log (x)+e^x x \log ^2(x)\right)\right)}{x} \, dx","Int[(E^(E^E^x - E^(2 + x^2) + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*(-8 + x + E^(2 + x^2)*(-32*x^2 - 2*x^3) + (2 + 16*E^(2 + x^2)*x^2)*Log[x] - 2*E^(2 + x^2)*x^2*Log[x]^2 + E^E^x*(E^x*(16*x + x^2) - 8*E^x*x*Log[x] + E^x*x*Log[x]^2)))/x,x]","\int \frac{\exp \left(e^{e^x}-e^{2+x^2}+e^{e^{e^x}-e^{2+x^2}} \left(16+x-8 \log (x)+\log ^2(x)\right)\right) \left(-8+x+e^{2+x^2} \left(-32 x^2-2 x^3\right)+\left(2+16 e^{2+x^2} x^2\right) \log (x)-2 e^{2+x^2} x^2 \log ^2(x)+e^{e^x} \left(e^x \left(16 x+x^2\right)-8 e^x x \log (x)+e^x x \log ^2(x)\right)\right)}{x} \, dx","e^{e^{e^{e^x}-e^{x^2+2}} \left(x+(4-\log (x))^2\right)}",1,"Defer[Int][E^(E^E^x - E^(2 + x^2) + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2)), x] + 16*Defer[Int][E^(E^E^x + E^x - E^(2 + x^2) + x + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2)), x] - 8*Defer[Int][E^(E^E^x - E^(2 + x^2) + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))/x, x] + Defer[Int][E^(E^E^x + E^x - E^(2 + x^2) + x + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*x, x] - 32*Defer[Int][E^(2 + E^E^x - E^(2 + x^2) + x^2 + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*x, x] - 2*Defer[Int][E^(2 + E^E^x - E^(2 + x^2) + x^2 + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*x^2, x] - 8*Defer[Int][E^(E^E^x + E^x - E^(2 + x^2) + x + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*Log[x], x] + 2*Defer[Int][(E^(E^E^x - E^(2 + x^2) + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*Log[x])/x, x] + 16*Defer[Int][E^(2 + E^E^x - E^(2 + x^2) + x^2 + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*x*Log[x], x] + Defer[Int][E^(E^E^x + E^x - E^(2 + x^2) + x + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*Log[x]^2, x] - 2*Defer[Int][E^(2 + E^E^x - E^(2 + x^2) + x^2 + E^(E^E^x - E^(2 + x^2))*(16 + x - 8*Log[x] + Log[x]^2))*x*Log[x]^2, x]","F",0,0,0,0,-1,"{}"
8562,1,15,0,0.0051398,"\int \frac{1}{2} \left(15 e^4+30 e^6+15 e^8\right) \, dx","Int[(15*E^4 + 30*E^6 + 15*E^8)/2,x]","\frac{15}{2} e^4 \left(1+e^2\right)^2 x","3 \left(e^2+e^4\right)^2 \left(\frac{x-2}{2}+2 x-2\right)",1,"(15*E^4*(1 + E^2)^2*x)/2","A",1,1,20,0.05000,1,"{8}"
8563,1,39,0,0.1384821,"\int \left(6 e^{\frac{2}{3} \left(-4+3 e^5+3 x^3\right)} x^2-12 e^{2+\frac{1}{3} \left(-4+3 e^5+3 x^3\right)} x^2\right) \, dx","Int[6*E^((2*(-4 + 3*E^5 + 3*x^3))/3)*x^2 - 12*E^(2 + (-4 + 3*E^5 + 3*x^3)/3)*x^2,x]","e^{2 x^3-\frac{2}{3} \left(4-3 e^5\right)}-4 e^{x^3+\frac{1}{3} \left(2+3 e^5\right)}","\left(e^{\frac{1}{3} \left(3 \left(x^3-1\right)-1\right)+e^5}-2 e^2\right)^2",1,"-4*E^((2 + 3*E^5)/3 + x^3) + E^((-2*(4 - 3*E^5))/3 + 2*x^3)","A",5,2,49,0.04082,1,"{2225, 2209}"
8564,0,0,0,0.4814606,"\int \frac{e^{\frac{x^2+\log (x)}{x}} \left(\left(120-240 x+120 x^2\right) \log (2)-120 \log (2) \log (x)\right)}{x^4} \, dx","Int[(E^((x^2 + Log[x])/x)*((120 - 240*x + 120*x^2)*Log[2] - 120*Log[2]*Log[x]))/x^4,x]","\int \frac{e^{\frac{x^2+\log (x)}{x}} \left(\left(120-240 x+120 x^2\right) \log (2)-120 \log (2) \log (x)\right)}{x^4} \, dx","\frac{120 \log (2) e^{x+\frac{\log (x)}{x}}}{x^2}",1,"120*Log[2]*Defer[Int][E^x*x^(-4 + x^(-1)), x] - 120*Log[2]*Log[x]*Defer[Int][E^x*x^(-4 + x^(-1)), x] - 240*Log[2]*Defer[Int][E^x*x^(-3 + x^(-1)), x] + 120*Log[2]*Defer[Int][E^x*x^(-2 + x^(-1)), x] + 120*Log[2]*Defer[Int][Defer[Int][E^x*x^(-4 + x^(-1)), x]/x, x]","F",0,0,0,0,-1,"{}"
8565,0,0,0,0.390572,"\int \left(-3 x^2+5^x \left(e^{-x^2} x\right)^x \left(1-2 x^2+\log \left(5 e^{-x^2} x\right)\right)+2 \log (\log (4))\right) \, dx","Int[-3*x^2 + 5^x*(x/E^x^2)^x*(1 - 2*x^2 + Log[(5*x)/E^x^2]) + 2*Log[Log[4]],x]","\int \left(-3 x^2+5^x \left(e^{-x^2} x\right)^x \left(1-2 x^2+\log \left(5 e^{-x^2} x\right)\right)+2 \log (\log (4))\right) \, dx","5^x \left(e^{-x^2} x\right)^x+x \left(2 \log (\log (4))-x^2\right)+1",1,"-x^3 + 2*x*Log[Log[4]] + Defer[Int][5^x*(x/E^x^2)^x, x] + Log[(5*x)/E^x^2]*Defer[Int][5^x*(x/E^x^2)^x, x] - 2*Defer[Int][5^x*x^2*(x/E^x^2)^x, x] - Defer[Int][Defer[Int][5^x*(x/E^x^2)^x, x]/x, x] + 2*Defer[Int][x*Defer[Int][5^x*(x/E^x^2)^x, x], x]","F",0,0,0,0,-1,"{}"
8566,1,22,0,1.3824443,"\int \frac{-1+3 x+256 x^2+\left(2 x^2-9 x^3-1024 x^4\right) \log (x)+\left(3 x+512 x^2\right) \log (x) \log (\log (x))}{\left(x^3-3 x^4-256 x^5\right) \log (x)+\left(-x+3 x^2+256 x^3\right) \log (x) \log (\log (x))} \, dx","Int[(-1 + 3*x + 256*x^2 + (2*x^2 - 9*x^3 - 1024*x^4)*Log[x] + (3*x + 512*x^2)*Log[x]*Log[Log[x]])/((x^3 - 3*x^4 - 256*x^5)*Log[x] + (-x + 3*x^2 + 256*x^3)*Log[x]*Log[Log[x]]),x]","\log \left(-256 x^2-3 x+1\right)+\log \left(x^2-\log (\log (x))\right)","\log \left(\left(256 x^2+3 x-1\right) \left(\log (\log (x))-x^2\right)\right)",1,"Log[1 - 3*x - 256*x^2] + Log[x^2 - Log[Log[x]]]","A",5,4,85,0.04706,1,"{6741, 6728, 628, 6684}"
8567,0,0,0,3.5831626,"\int \frac{e^{\frac{1}{18} \left(225-30 x+x^2\right)} \left(e^{3 x} (60-4 x)+15 x^3-x^4+e^{2 x} \left(36+84 x-8 x^2\right)+e^x \left(18 x+57 x^2-5 x^3\right)\right)}{225 e^{3 x}+675 e^{2 x} x+675 e^x x^2+225 x^3} \, dx","Int[(E^((225 - 30*x + x^2)/18)*(E^(3*x)*(60 - 4*x) + 15*x^3 - x^4 + E^(2*x)*(36 + 84*x - 8*x^2) + E^x*(18*x + 57*x^2 - 5*x^3)))/(225*E^(3*x) + 675*E^(2*x)*x + 675*E^x*x^2 + 225*x^3),x]","\int \frac{e^{\frac{1}{18} \left(225-30 x+x^2\right)} \left(e^{3 x} (60-4 x)+15 x^3-x^4+e^{2 x} \left(36+84 x-8 x^2\right)+e^x \left(18 x+57 x^2-5 x^3\right)\right)}{225 e^{3 x}+675 e^{2 x} x+675 e^x x^2+225 x^3} \, dx","5-\frac{1}{25} e^{\frac{1}{2} \left(\frac{x}{3}-5\right)^2} \left(\frac{e^x}{x+e^x}+1\right)^2",1,"(-4*E^((15 - x)^2/18))/25 + (2*Defer[Int][(E^((-15 + x)^2/18)*x^2)/(E^x + x)^3, x])/25 - (2*Defer[Int][(E^((-15 + x)^2/18)*x^3)/(E^x + x)^3, x])/25 - (6*Defer[Int][(E^((-15 + x)^2/18)*x)/(E^x + x)^2, x])/25 + (23*Defer[Int][(E^((-15 + x)^2/18)*x^2)/(E^x + x)^2, x])/75 - Defer[Int][(E^((-15 + x)^2/18)*x^3)/(E^x + x)^2, x]/225 + (4*Defer[Int][E^((-15 + x)^2/18)/(E^x + x), x])/25 - (32*Defer[Int][(E^((-15 + x)^2/18)*x)/(E^x + x), x])/75 + (4*Defer[Int][(E^((-15 + x)^2/18)*x^2)/(E^x + x), x])/225","F",0,0,0,0,-1,"{}"
8568,0,0,0,10.7498336,"\int \frac{\exp \left(\frac{4+8 x+4 x^2}{x^2+e^{x^2} \left(2 x-2 x^2\right)+e^{2 x^2} \left(1-2 x+x^2\right)}\right) \left(8+8 x+e^{x^2} \left(-16+16 x^2-16 x^3-16 x^4\right)\right)}{-x^3+e^{2 x^2} \left(-3 x+6 x^2-3 x^3\right)+e^{3 x^2} \left(-1+3 x-3 x^2+x^3\right)+e^{x^2} \left(-3 x^2+3 x^3\right)} \, dx","Int[(E^((4 + 8*x + 4*x^2)/(x^2 + E^x^2*(2*x - 2*x^2) + E^(2*x^2)*(1 - 2*x + x^2)))*(8 + 8*x + E^x^2*(-16 + 16*x^2 - 16*x^3 - 16*x^4)))/(-x^3 + E^(2*x^2)*(-3*x + 6*x^2 - 3*x^3) + E^(3*x^2)*(-1 + 3*x - 3*x^2 + x^3) + E^x^2*(-3*x^2 + 3*x^3)),x]","\int \frac{\exp \left(\frac{4+8 x+4 x^2}{x^2+e^{x^2} \left(2 x-2 x^2\right)+e^{2 x^2} \left(1-2 x+x^2\right)}\right) \left(8+8 x+e^{x^2} \left(-16+16 x^2-16 x^3-16 x^4\right)\right)}{-x^3+e^{2 x^2} \left(-3 x+6 x^2-3 x^3\right)+e^{3 x^2} \left(-1+3 x-3 x^2+x^3\right)+e^{x^2} \left(-3 x^2+3 x^3\right)} \, dx","e^{\frac{4 (x+1)^2}{\left(e^{x^2} (x-1)-x\right)^2}}-16",1,"-24*Defer[Int][E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)/(-E^x^2 - x + E^x^2*x)^3, x] - 32*Defer[Int][E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)/((-1 + x)*(-E^x^2 - x + E^x^2*x)^3), x] - 8*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x)/(-E^x^2 - x + E^x^2*x)^3, x] - 16*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x^2)/(-E^x^2 - x + E^x^2*x)^3, x] - 32*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x^3)/(-E^x^2 - x + E^x^2*x)^3, x] - 16*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x^4)/(-E^x^2 - x + E^x^2*x)^3, x] - 16*Defer[Int][E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)/(-E^x^2 - x + E^x^2*x)^2, x] - 32*Defer[Int][E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)/((-1 + x)*(-E^x^2 - x + E^x^2*x)^2), x] - 16*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x)/(-E^x^2 - x + E^x^2*x)^2, x] - 32*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x^2)/(-E^x^2 - x + E^x^2*x)^2, x] - 16*Defer[Int][(E^((4*(1 + x)^2)/(-(E^x^2*(-1 + x)) + x)^2)*x^3)/(-E^x^2 - x + E^x^2*x)^2, x]","F",0,0,0,0,-1,"{}"
8569,1,104,0,0.2690971,"\int \frac{-2 e^{25-x} x^2-20 \log (x) \log \left(x^2\right)+(-5+5 \log (x)) \log ^2\left(x^2\right)}{10 x^2} \, dx","Int[(-2*E^(25 - x)*x^2 - 20*Log[x]*Log[x^2] + (-5 + 5*Log[x])*Log[x^2]^2)/(10*x^2),x]","\frac{(1-\log (x)) \log ^2\left(x^2\right)}{2 x}-\frac{\log ^2\left(x^2\right)}{2 x}+\frac{2 (1-\log (x)) \log \left(x^2\right)}{x}+\frac{2 \log (x) \log \left(x^2\right)}{x}-\frac{2 \log \left(x^2\right)}{x}+\frac{e^{25-x}}{5}-\frac{8}{x}+\frac{4 (1-\log (x))}{x}+\frac{4 (\log (x)+1)}{x}","\frac{e^{25-x}}{5}-\frac{\frac{1}{2} \log (x) \log ^2\left(x^2\right)+x}{x}",1,"E^(25 - x)/5 - 8/x + (4*(1 - Log[x]))/x + (4*(1 + Log[x]))/x - (2*Log[x^2])/x + (2*(1 - Log[x])*Log[x^2])/x + (2*Log[x]*Log[x^2])/x - Log[x^2]^2/(2*x) + ((1 - Log[x])*Log[x^2]^2)/(2*x)","B",14,8,41,0.1951,1,"{12, 14, 2194, 2304, 2303, 2366, 6742, 2305}"
8570,1,18,0,0.0309913,"\int \frac{x+5 x^2+5 e^x x^2-\log \left(-e^x\right)}{5 x^2} \, dx","Int[(x + 5*x^2 + 5*E^x*x^2 - Log[-E^x])/(5*x^2),x]","x+e^x+\frac{\log \left(-e^x\right)}{5 x}","x+e^x+\frac{\log \left(-e^x\right)}{5 x}-e^9+5",1,"E^x + x + Log[-E^x]/(5*x)","A",10,6,30,0.2000,1,"{12, 14, 2194, 43, 2168, 29}"
8571,1,44,0,0.1318466,"\int \frac{e^3 (1-34 x)-3 x^2+6 x^3-105 x^4+102 x^5-867 x^6}{1-2 x+35 x^2-34 x^3+289 x^4} \, dx","Int[(E^3*(1 - 34*x) - 3*x^2 + 6*x^3 - 105*x^4 + 102*x^5 - 867*x^6)/(1 - 2*x + 35*x^2 - 34*x^3 + 289*x^4),x]","-\left(x-\frac{1}{34}\right)^3-\frac{3}{34} \left(x-\frac{1}{34}\right)^2-\frac{3 x}{1156}+\frac{68 e^3}{1156 \left(x-\frac{1}{34}\right)^2+67}","\frac{e^3}{17 x^2-x+1}-x^3",1,"(68*E^3)/(67 + 1156*(-1/34 + x)^2) - (3*(-1/34 + x)^2)/34 - (-1/34 + x)^3 - (3*x)/1156","A",5,4,58,0.06897,1,"{1680, 12, 1814, 1586}"
8572,1,18,0,0.0053479,"\int \frac{e^2-10 x-9 x^2}{e^2} \, dx","Int[(E^2 - 10*x - 9*x^2)/E^2,x]","-\frac{3 x^3}{e^2}-\frac{5 x^2}{e^2}+x","-\frac{(3 x+5) x^2}{e^2}+x+3",1,"x - (5*x^2)/E^2 - (3*x^3)/E^2","A",2,1,16,0.06250,1,"{12}"
8573,1,14,0,0.0814529,"\int \frac{45-3 x+x^2+\left(-30 x+2 x^2\right) \log (60-4 x)}{-15+x} \, dx","Int[(45 - 3*x + x^2 + (-30*x + 2*x^2)*Log[60 - 4*x])/(-15 + x),x]","x^2 \log (60-4 x)-3 x","x (x \log (4 (15-x))-3)+5",1,"-3*x + x^2*Log[60 - 4*x]","A",7,4,30,0.1333,1,"{6742, 698, 2395, 43}"
8574,1,19,0,0.8511541,"\int \frac{3+2 x-36 x^3-12 x^4+e^4 \left(-1+12 x^3\right)+\left(-36 x^3+12 e^4 x^3-12 x^4\right) \log \left(3 x-e^4 x+x^2\right)+\left(-9 x^3+3 e^4 x^3-3 x^4\right) \log ^2\left(3 x-e^4 x+x^2\right)}{-12 x+4 e^4 x-4 x^2+\left(-12 x+4 e^4 x-4 x^2\right) \log \left(3 x-e^4 x+x^2\right)+\left(-3 x+e^4 x-x^2\right) \log ^2\left(3 x-e^4 x+x^2\right)} \, dx","Int[(3 + 2*x - 36*x^3 - 12*x^4 + E^4*(-1 + 12*x^3) + (-36*x^3 + 12*E^4*x^3 - 12*x^4)*Log[3*x - E^4*x + x^2] + (-9*x^3 + 3*E^4*x^3 - 3*x^4)*Log[3*x - E^4*x + x^2]^2)/(-12*x + 4*E^4*x - 4*x^2 + (-12*x + 4*E^4*x - 4*x^2)*Log[3*x - E^4*x + x^2] + (-3*x + E^4*x - x^2)*Log[3*x - E^4*x + x^2]^2),x]","x^3+\frac{1}{\log \left(x \left(x-e^4+3\right)\right)+2}","x^3+\frac{1}{\log \left(x \left(x-e^4+3\right)\right)+2}",1,"x^3 + (2 + Log[x*(3 - E^4 + x)])^(-1)","A",5,4,175,0.02286,1,"{6, 6688, 6742, 6686}"
8575,1,21,0,0.0580622,"\int \frac{15+30 x+5 x^2+8 x^3+x^4-2 x^5}{x^2+2 x^3+x^4} \, dx","Int[(15 + 30*x + 5*x^2 + 8*x^3 + x^4 - 2*x^5)/(x^2 + 2*x^3 + x^4),x]","-x^2+5 x+\frac{15}{x+1}-\frac{15}{x}","-x^2+5 \left(x-\frac{3}{(x+1) x}-4\right)+\left(1+e^4\right)^2+4",1,"-15/x + 5*x - x^2 + 15/(1 + x)","A",4,3,38,0.07895,1,"{1594, 27, 1620}"
8576,1,39,0,0.0171818,"\int \left(-1+6 e^{3 x}+5 e^{5 x}+e^{2 x} (7+2 x)\right) \, dx","Int[-1 + 6*E^(3*x) + 5*E^(5*x) + E^(2*x)*(7 + 2*x),x]","-x-\frac{e^{2 x}}{2}+2 e^{3 x}+e^{5 x}+\frac{1}{2} e^{2 x} (2 x+7)","-x+e^{5 x}+e^{2 x} \left(2 \left(e^x-1\right)+x+5\right)+4",1,"-1/2*E^(2*x) + 2*E^(3*x) + E^(5*x) - x + (E^(2*x)*(7 + 2*x))/2","A",5,2,27,0.07407,1,"{2194, 2176}"
8577,-1,0,0,180.0001667,"\int \frac{\exp \left(\frac{4 x+x^3-x^4+x^2 \log \left(4 e^x+e^x \log \left(x^2\right)\right)}{-4+x^3}\right) \left(-128-16 x-128 x^2+64 x^3+4 x^4+8 x^5-8 x^6+\left(-32-32 x^2+16 x^3+2 x^5-2 x^6\right) \log \left(x^2\right)+\left(-64 x-8 x^4+\left(-16 x-2 x^4\right) \log \left(x^2\right)\right) \log \left(4 e^x+e^x \log \left(x^2\right)\right)\right)}{64-32 x^3+4 x^6+\left(16-8 x^3+x^6\right) \log \left(x^2\right)} \, dx","Int[(E^((4*x + x^3 - x^4 + x^2*Log[4*E^x + E^x*Log[x^2]])/(-4 + x^3))*(-128 - 16*x - 128*x^2 + 64*x^3 + 4*x^4 + 8*x^5 - 8*x^6 + (-32 - 32*x^2 + 16*x^3 + 2*x^5 - 2*x^6)*Log[x^2] + (-64*x - 8*x^4 + (-16*x - 2*x^4)*Log[x^2])*Log[4*E^x + E^x*Log[x^2]]))/(64 - 32*x^3 + 4*x^6 + (16 - 8*x^3 + x^6)*Log[x^2]),x]","\text{\$Aborted}","2 e^{\frac{\log \left(e^x \left(\log \left(x^2\right)+4\right)\right)+x}{x-\frac{4}{x^2}}-x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8578,1,153,0,0.4371779,"\int \frac{-36-12 x^2 \log ^2(3)+\left(-36 x \log (3)-4 x^3 \log ^3(3)\right) \log (4)+\left(-24-12 x^2 \log ^2(3)\right) \log ^2(4)-12 x \log (3) \log ^3(4)-4 \log ^4(4)+\left(-12-4 x^2 \log ^2(3)-8 x \log (3) \log (4)-4 \log ^2(4)\right) \log (x)+\left(24+4 x^2 \log ^2(3)+12 x \log (3) \log (4)+8 \log ^2(4)\right) \log ^2(x)+4 \log ^3(x)-4 \log ^4(x)}{x^5} \, dx","Int[(-36 - 12*x^2*Log[3]^2 + (-36*x*Log[3] - 4*x^3*Log[3]^3)*Log[4] + (-24 - 12*x^2*Log[3]^2)*Log[4]^2 - 12*x*Log[3]*Log[4]^3 - 4*Log[4]^4 + (-12 - 4*x^2*Log[3]^2 - 8*x*Log[3]*Log[4] - 4*Log[4]^2)*Log[x] + (24 + 4*x^2*Log[3]^2 + 12*x*Log[3]*Log[4] + 8*Log[4]^2)*Log[x]^2 + 4*Log[x]^3 - 4*Log[x]^4)/x^5,x]","\frac{\log ^4(x)}{x^4}-\frac{2 \left(3+\log ^2(4)\right) \log ^2(x)}{x^4}+\frac{\left(3+\log ^2(4)\right)^2}{x^4}-\frac{4 \log (4) \log (27) \log ^2(x)}{3 x^3}+\frac{4 \log (3) \log (4) \left(3+\log ^2(4)\right)}{x^3}-\frac{8 \log (4) \log (27) \log (x)}{9 x^3}+\frac{4 \log (4) \log (9) \log (x)}{3 x^3}-\frac{8 \log (4) \log (27)}{27 x^3}+\frac{4 \log (4) \log (9)}{9 x^3}-\frac{2 \log ^2(3) \log ^2(x)}{x^2}+\frac{6 \log ^2(3) \left(1+\log ^2(4)\right)}{x^2}+\frac{4 \log ^3(3) \log (4)}{x}","\frac{\left(-\log ^2(x)+(x \log (3)+\log (4))^2+3\right)^2}{x^4}",1,"(4*Log[3]^3*Log[4])/x + (6*Log[3]^2*(1 + Log[4]^2))/x^2 + (4*Log[3]*Log[4]*(3 + Log[4]^2))/x^3 + (3 + Log[4]^2)^2/x^4 + (4*Log[4]*Log[9])/(9*x^3) - (8*Log[4]*Log[27])/(27*x^3) + (4*Log[4]*Log[9]*Log[x])/(3*x^3) - (8*Log[4]*Log[27]*Log[x])/(9*x^3) - (2*Log[3]^2*Log[x]^2)/x^2 - (2*(3 + Log[4]^2)*Log[x]^2)/x^4 - (4*Log[4]*Log[27]*Log[x]^2)/(3*x^3) + Log[x]^4/x^4","B",24,4,132,0.03030,1,"{14, 2357, 2304, 2305}"
8579,0,0,0,1.4278341,"\int \frac{11 x^2-22 x^3+11 x^4+x^{\frac{1}{-x+x^2}} (-1+x+(1-2 x) \log (x))}{5 x^2-10 x^3+5 x^4} \, dx","Int[(11*x^2 - 22*x^3 + 11*x^4 + x^(-x + x^2)^(-1)*(-1 + x + (1 - 2*x)*Log[x]))/(5*x^2 - 10*x^3 + 5*x^4),x]","\int \frac{11 x^2-22 x^3+11 x^4+x^{\frac{1}{-x+x^2}} (-1+x+(1-2 x) \log (x))}{5 x^2-10 x^3+5 x^4} \, dx","\frac{1}{5} \left(x^{\frac{1}{(x-1) x}}+x+5\right)+2 x-4",1,"(11*x)/5 + (x^(-1 - 1/((1 - x)*x))*Hypergeometric2F1[1, -1 - 1/((1 - x)*x), -(1/((1 - x)*x)), x])/(5*(1 + 1/((1 - x)*x))) - Defer[Int][(x^(-2 + 1/((-1 + x)*x))*Log[x])/(-1 + x)^2, x]/5 - (2*Defer[Int][(x^(-2 + 1/((-1 + x)*x))*Log[x])/(-1 + x), x])/5","F",0,0,0,0,-1,"{}"
8580,1,55,0,0.2240081,"\int \frac{-5-x-2 x \log (3)+(10+2 x) \log (3) \log (5+x)}{10 x^2+2 x^3} \, dx","Int[(-5 - x - 2*x*Log[3] + (10 + 2*x)*Log[3]*Log[5 + x])/(10*x^2 + 2*x^3),x]","\frac{1}{2 x}-\frac{1}{10} \log (9) \log (x)+\frac{1}{5} \log (3) \log (x)+\frac{1}{10} \log (9) \log (x+5)-\frac{\log (3) \log (x+5)}{x}-\frac{1}{5} \log (3) \log (x+5)","\frac{x+1}{2 x}-\frac{\log (3) \log (x+5)}{x}",1,"1/(2*x) + (Log[3]*Log[x])/5 - (Log[9]*Log[x])/10 - (Log[3]*Log[5 + x])/5 - (Log[3]*Log[5 + x])/x + (Log[9]*Log[5 + x])/10","B",10,8,36,0.2222,1,"{6, 1593, 6742, 77, 2395, 36, 29, 31}"
8581,0,0,0,19.4837114,"\int \frac{e^{2 x} (-3-6 x)+9 x^2+e^{-3+e^x} \left(-3-3 e^x x-3 \log (x)\right)+\left(-3 e^{2 x}+3 x^2\right) \log (x)+\left(-3 e^{-3+e^x}-3 e^{2 x}+3 x^2\right) \log \left(-e^{-3+e^x}-e^{2 x}+x^2\right)}{\left(-3 e^{2 x} x+3 x^3\right) \log (x)+\left(e^{2 x} x^2-x^4\right) \log ^2(x)+e^{-3+e^x} \left(-3 x \log (x)+x^2 \log ^2(x)\right)+\left(-3 e^{2 x} x+3 x^3+\left(2 e^{2 x} x^2-2 x^4\right) \log (x)+e^{-3+e^x} \left(-3 x+2 x^2 \log (x)\right)\right) \log \left(-e^{-3+e^x}-e^{2 x}+x^2\right)+\left(e^{-3+e^x} x^2+e^{2 x} x^2-x^4\right) \log ^2\left(-e^{-3+e^x}-e^{2 x}+x^2\right)} \, dx","Int[(E^(2*x)*(-3 - 6*x) + 9*x^2 + E^(-3 + E^x)*(-3 - 3*E^x*x - 3*Log[x]) + (-3*E^(2*x) + 3*x^2)*Log[x] + (-3*E^(-3 + E^x) - 3*E^(2*x) + 3*x^2)*Log[-E^(-3 + E^x) - E^(2*x) + x^2])/((-3*E^(2*x)*x + 3*x^3)*Log[x] + (E^(2*x)*x^2 - x^4)*Log[x]^2 + E^(-3 + E^x)*(-3*x*Log[x] + x^2*Log[x]^2) + (-3*E^(2*x)*x + 3*x^3 + (2*E^(2*x)*x^2 - 2*x^4)*Log[x] + E^(-3 + E^x)*(-3*x + 2*x^2*Log[x]))*Log[-E^(-3 + E^x) - E^(2*x) + x^2] + (E^(-3 + E^x)*x^2 + E^(2*x)*x^2 - x^4)*Log[-E^(-3 + E^x) - E^(2*x) + x^2]^2),x]","\int \frac{e^{2 x} (-3-6 x)+9 x^2+e^{-3+e^x} \left(-3-3 e^x x-3 \log (x)\right)+\left(-3 e^{2 x}+3 x^2\right) \log (x)+\left(-3 e^{-3+e^x}-3 e^{2 x}+3 x^2\right) \log \left(-e^{-3+e^x}-e^{2 x}+x^2\right)}{\left(-3 e^{2 x} x+3 x^3\right) \log (x)+\left(e^{2 x} x^2-x^4\right) \log ^2(x)+e^{-3+e^x} \left(-3 x \log (x)+x^2 \log ^2(x)\right)+\left(-3 e^{2 x} x+3 x^3+\left(2 e^{2 x} x^2-2 x^4\right) \log (x)+e^{-3+e^x} \left(-3 x+2 x^2 \log (x)\right)\right) \log \left(-e^{-3+e^x}-e^{2 x}+x^2\right)+\left(e^{-3+e^x} x^2+e^{2 x} x^2-x^4\right) \log ^2\left(-e^{-3+e^x}-e^{2 x}+x^2\right)} \, dx","\log \left(\frac{x}{x-\frac{3}{\log \left(x^2-e^{e^x-3}-e^{2 x}\right)+\log (x)}}\right)",1,"2*Defer[Int][(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])^(-1), x] + Defer[Int][1/(x*(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x] + Defer[Int][(3 - x*Log[x] - x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])^(-1), x] - 3*Defer[Int][1/(x*(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x] - 2*Defer[Int][x/(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2]), x] + 6*Defer[Int][E^E^x/((E^E^x + E^(3 + 2*x) - E^3*x^2)*(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])*(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x] - 3*Defer[Int][E^(E^x + x)/((E^E^x + E^(3 + 2*x) - E^3*x^2)*(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])*(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x] - 6*E^3*Defer[Int][x/((-E^E^x - E^(3 + 2*x) + E^3*x^2)*(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])*(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x] + 6*E^3*Defer[Int][x^2/((-E^E^x - E^(3 + 2*x) + E^3*x^2)*(Log[x] + Log[-E^(-3 + E^x) - E^(2*x) + x^2])*(-3 + x*Log[x] + x*Log[-E^(-3 + E^x) - E^(2*x) + x^2])), x]","F",0,0,0,0,-1,"{}"
8582,1,18,0,0.5251199,"\int \frac{-391+16 x+(92-4 x) \log (23-x)+(-92+4 x) \log (x)}{-92 x+4 x^2+\left(23 x-x^2\right) \log (23-x)+\left(-23 x+x^2\right) \log (x)} \, dx","Int[(-391 + 16*x + (92 - 4*x)*Log[23 - x] + (-92 + 4*x)*Log[x])/(-92*x + 4*x^2 + (23*x - x^2)*Log[23 - x] + (-23*x + x^2)*Log[x]),x]","4 \log (x)+\log (-\log (23-x)+\log (x)+4)","\log \left(x^4 (-\log (23-x)+\log (x)+4)\right)-2",1,"4*Log[x] + Log[4 - Log[23 - x] + Log[x]]","A",4,3,63,0.04762,1,"{6741, 6742, 6684}"
8583,1,22,0,0.0263736,"\int \left(-64 e^{6-2 x}+2 x+2^{2+x} e^{2^{1+x}} \log (2)\right) \, dx","Int[-64*E^(6 - 2*x) + 2*x + 2^(2 + x)*E^2^(1 + x)*Log[2],x]","x^2+2 e^{2^{x+1}}+32 e^{6-2 x}","x^2+2 \left(e^{2^{x+1}}+16 e^{6-2 x}\right)+4",1,"2*E^2^(1 + x) + 32*E^(6 - 2*x) + x^2","A",5,3,28,0.1071,1,"{2194, 2282, 12}"
8584,1,43,0,0.0536286,"\int \frac{18+2 x+e^{e^5} \left(18-x^2\right)-9 \log \left(x^2\right)}{3 x^2} \, dx","Int[(18 + 2*x + E^E^5*(18 - x^2) - 9*Log[x^2])/(3*x^2),x]","\frac{3 \log \left(x^2\right)}{x}-\frac{1}{3} e^{e^5} x-\frac{6 \left(1+e^{e^5}\right)}{x}+\frac{6}{x}+\frac{2 \log (x)}{3}","\log (5)-\frac{\left(\frac{x}{3}+3\right) \left(e^{e^5} (x+2)-\log \left(x^2\right)\right)}{x}",1,"6/x - (6*(1 + E^E^5))/x - (E^E^5*x)/3 + (2*Log[x])/3 + (3*Log[x^2])/x","A",6,3,31,0.09677,1,"{12, 14, 2304}"
8585,1,20,0,0.1198418,"\int \frac{90-60 x+15 x^2+e^{e^x+x} \left(60-60 x+15 x^2\right)}{4-4 x+x^2} \, dx","Int[(90 - 60*x + 15*x^2 + E^(E^x + x)*(60 - 60*x + 15*x^2))/(4 - 4*x + x^2),x]","15 x+15 e^{e^x}+\frac{30}{2-x}","15 \left(\frac{x}{2-x}+x+e^{e^x}-e^{e^{e^{e^5}}}-1\right)",1,"15*E^E^x + 30/(2 - x) + 15*x","A",7,5,39,0.1282,1,"{27, 6742, 2282, 2194, 683}"
8586,1,31,0,0.3177538,"\int \frac{-4-4 e^9+12 x+4 x \log \left(\frac{81 x}{16}\right)}{16 x+8 x \log \left(\frac{81 x}{16}\right)+x \log ^2\left(\frac{81 x}{16}\right)} \, dx","Int[(-4 - 4*E^9 + 12*x + 4*x*Log[(81*x)/16])/(16*x + 8*x*Log[(81*x)/16] + x*Log[(81*x)/16]^2),x]","\frac{4 x}{\log \left(\frac{81 x}{16}\right)+4}+\frac{4 \left(1+e^9\right)}{\log \left(\frac{81 x}{16}\right)+4}","\frac{4 \left(x+e^9+1\right)}{\log \left(\frac{81 x}{16}\right)+4}",1,"(4*(1 + E^9))/(4 + Log[(81*x)/16]) + (4*x)/(4 + Log[(81*x)/16])","A",13,9,45,0.2000,1,"{6688, 12, 6742, 2353, 2297, 2299, 2178, 2302, 30}"
8587,1,26,0,0.2055827,"\int \frac{-3+\left(-x-e^x x+6 e^{2 x} x-2 x^2\right) \log (x)}{x \log (x)} \, dx","Int[(-3 + (-x - E^x*x + 6*E^(2*x)*x - 2*x^2)*Log[x])/(x*Log[x]),x]","-x^2-x-e^x+3 e^{2 x}-3 \log (\log (x))","-x (x+4)-e^x+3 \left(x+e^{2 x}-\log (\log (x))+1\right)",1,"-E^x + 3*E^(2*x) - x - x^2 - 3*Log[Log[x]]","A",6,4,36,0.1111,1,"{6688, 2194, 2302, 29}"
8588,1,74,0,0.1413759,"\int \frac{15 x^3+12 x^4-9 x^5+12 x^6+e^5 \left(-10-2 x+x^3\right)+e^{2 x} \left(-36 x^3-6 x^4-3 x^5-6 x^6\right)}{x^3} \, dx","Int[(15*x^3 + 12*x^4 - 9*x^5 + 12*x^6 + E^5*(-10 - 2*x + x^3) + E^(2*x)*(-36*x^3 - 6*x^4 - 3*x^5 - 6*x^6))/x^3,x]","3 x^4-3 e^{2 x} x^3-3 x^3+3 e^{2 x} x^2+6 x^2+\frac{5 e^5}{x^2}-6 e^{2 x} x+\left(15+e^5\right) x-15 e^{2 x}+\frac{2 e^5}{x}","\left(\frac{5}{x^2}-\frac{x-2}{x}+x\right) \left(3 \left(x-e^{2 x}\right) x^2+e^5\right)",1,"-15*E^(2*x) + (5*E^5)/x^2 + (2*E^5)/x - 6*E^(2*x)*x + (15 + E^5)*x + 6*x^2 + 3*E^(2*x)*x^2 - 3*x^3 - 3*E^(2*x)*x^3 + 3*x^4","B",16,4,64,0.06250,1,"{14, 2196, 2194, 2176}"
8589,0,0,0,125.8962543,"\int \frac{-e^5 x^4-2 e^5 x^2 \log (4)-e^5 \log ^2(4)+e^{\frac{25}{x^2+\log (4)}} \left(e^5 \left(-200 x+50 x^2+x^4\right)+2 e^5 x^2 \log (4)+e^5 \log ^2(4)\right)}{x^4+2 x^2 \log (4)+\log ^2(4)+e^{\frac{25}{x^2+\log (4)}} \left(-2 x^4-4 x^2 \log (4)-2 \log ^2(4)\right)+e^{\frac{50}{x^2+\log (4)}} \left(x^4+2 x^2 \log (4)+\log ^2(4)\right)} \, dx","Int[(-(E^5*x^4) - 2*E^5*x^2*Log[4] - E^5*Log[4]^2 + E^(25/(x^2 + Log[4]))*(E^5*(-200*x + 50*x^2 + x^4) + 2*E^5*x^2*Log[4] + E^5*Log[4]^2))/(x^4 + 2*x^2*Log[4] + Log[4]^2 + E^(25/(x^2 + Log[4]))*(-2*x^4 - 4*x^2*Log[4] - 2*Log[4]^2) + E^(50/(x^2 + Log[4]))*(x^4 + 2*x^2*Log[4] + Log[4]^2)),x]","\int \frac{-e^5 x^4-2 e^5 x^2 \log (4)-e^5 \log ^2(4)+e^{\frac{25}{x^2+\log (4)}} \left(e^5 \left(-200 x+50 x^2+x^4\right)+2 e^5 x^2 \log (4)+e^5 \log ^2(4)\right)}{x^4+2 x^2 \log (4)+\log ^2(4)+e^{\frac{25}{x^2+\log (4)}} \left(-2 x^4-4 x^2 \log (4)-2 \log ^2(4)\right)+e^{\frac{50}{x^2+\log (4)}} \left(x^4+2 x^2 \log (4)+\log ^2(4)\right)} \, dx","\frac{e^5 (x-4)}{e^{\frac{25}{x^2+\log (4)}}-1}+e^5",1,"(4*E^5)/(25*(1 - E^(x^2 + Log[4])^(-1))) + (16*E^5)/(25*(1 - E^(5/(x^2 + Log[4])))) - (4*E^(5 + (x^2 + Log[4])^(-1)))/(25*(1 - E^(5/(x^2 + Log[4])))) - (4*E^(5 + 2/(x^2 + Log[4])))/(25*(1 - E^(5/(x^2 + Log[4])))) - (4*E^(5 + 3/(x^2 + Log[4])))/(25*(1 - E^(5/(x^2 + Log[4])))) - (4*E^(5 + 4/(x^2 + Log[4])))/(25*(1 - E^(5/(x^2 + Log[4])))) + (16*E^5)/(5*(1 - E^(25/(x^2 + Log[4])))) - (4*E^(5 + 5/(x^2 + Log[4])))/(5*(1 - E^(25/(x^2 + Log[4])))) - (4*E^(5 + 10/(x^2 + Log[4])))/(5*(1 - E^(25/(x^2 + Log[4])))) - (4*E^(5 + 15/(x^2 + Log[4])))/(5*(1 - E^(25/(x^2 + Log[4])))) - (4*E^(5 + 20/(x^2 + Log[4])))/(5*(1 - E^(25/(x^2 + Log[4])))) - (12*Sqrt[2*(5 - Sqrt[5])]*E^5*ArcTan[(1 - Sqrt[5] + 4*E^(x^2 + Log[4])^(-1))/Sqrt[2*(5 + Sqrt[5])]])/125 + (12*Sqrt[2*(5 + Sqrt[5])]*E^5*ArcTan[(1 - Sqrt[5] + 4*E^(x^2 + Log[4])^(-1))/Sqrt[2*(5 + Sqrt[5])]])/125 + (12*Sqrt[2*(5 - Sqrt[5])]*E^5*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(1 + Sqrt[5] + 4*E^(x^2 + Log[4])^(-1)))/2])/125 + (12*Sqrt[2*(5 + Sqrt[5])]*E^5*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(1 + Sqrt[5] + 4*E^(x^2 + Log[4])^(-1)))/2])/125 - (12*Sqrt[2*(5 - Sqrt[5])]*E^5*ArcTan[(1 - Sqrt[5] + 4*E^(5/(x^2 + Log[4])))/Sqrt[2*(5 + Sqrt[5])]])/25 + (12*Sqrt[2*(5 + Sqrt[5])]*E^5*ArcTan[(1 - Sqrt[5] + 4*E^(5/(x^2 + Log[4])))/Sqrt[2*(5 + Sqrt[5])]])/25 + (12*Sqrt[2*(5 - Sqrt[5])]*E^5*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(1 + Sqrt[5] + 4*E^(5/(x^2 + Log[4]))))/2])/25 + (12*Sqrt[2*(5 + Sqrt[5])]*E^5*ArcTan[(Sqrt[(5 + Sqrt[5])/10]*(1 + Sqrt[5] + 4*E^(5/(x^2 + Log[4]))))/2])/25 + (24*(-1)^(2/5)*(1 - (-1)^(2/5))*E^5*Log[(-1)^(2/5) - E^(x^2 + Log[4])^(-1)])/125 - (24*(-1)^(3/5)*(1 + (-1)^(3/5))*E^5*Log[-(-1)^(3/5) - E^(x^2 + Log[4])^(-1)])/125 - (24*(-1)^(1/5)*(1 + (-1)^(1/5))*E^5*Log[(-1)^(1/5) + E^(x^2 + Log[4])^(-1)])/125 + (24*(-1)^(4/5)*(1 - (-1)^(4/5))*E^5*Log[-(-1)^(4/5) + E^(x^2 + Log[4])^(-1)])/125 + (6*(1 - Sqrt[5])*E^5*Log[2 + E^(x^2 + Log[4])^(-1) - Sqrt[5]*E^(x^2 + Log[4])^(-1) + 2*E^(2/(x^2 + Log[4]))])/125 - (6*(1 + Sqrt[5])*E^5*Log[2 + E^(x^2 + Log[4])^(-1) - Sqrt[5]*E^(x^2 + Log[4])^(-1) + 2*E^(2/(x^2 + Log[4]))])/125 - (6*(1 - Sqrt[5])*E^5*Log[2 + E^(x^2 + Log[4])^(-1) + Sqrt[5]*E^(x^2 + Log[4])^(-1) + 2*E^(2/(x^2 + Log[4]))])/125 + (6*(1 + Sqrt[5])*E^5*Log[2 + E^(x^2 + Log[4])^(-1) + Sqrt[5]*E^(x^2 + Log[4])^(-1) + 2*E^(2/(x^2 + Log[4]))])/125 + (24*(-1)^(2/5)*(1 - (-1)^(2/5))*E^5*Log[(-1)^(2/5) - E^(5/(x^2 + Log[4]))])/25 - (24*(-1)^(3/5)*(1 + (-1)^(3/5))*E^5*Log[-(-1)^(3/5) - E^(5/(x^2 + Log[4]))])/25 - (24*(-1)^(1/5)*(1 + (-1)^(1/5))*E^5*Log[(-1)^(1/5) + E^(5/(x^2 + Log[4]))])/25 + (24*(-1)^(4/5)*(1 - (-1)^(4/5))*E^5*Log[-(-1)^(4/5) + E^(5/(x^2 + Log[4]))])/25 + (6*(1 - Sqrt[5])*E^5*Log[2 + E^(5/(x^2 + Log[4])) - Sqrt[5]*E^(5/(x^2 + Log[4])) + 2*E^(10/(x^2 + Log[4]))])/25 - (6*(1 + Sqrt[5])*E^5*Log[2 + E^(5/(x^2 + Log[4])) - Sqrt[5]*E^(5/(x^2 + Log[4])) + 2*E^(10/(x^2 + Log[4]))])/25 - (6*(1 - Sqrt[5])*E^5*Log[2 + E^(5/(x^2 + Log[4])) + Sqrt[5]*E^(5/(x^2 + Log[4])) + 2*E^(10/(x^2 + Log[4]))])/25 + (6*(1 + Sqrt[5])*E^5*Log[2 + E^(5/(x^2 + Log[4])) + Sqrt[5]*E^(5/(x^2 + Log[4])) + 2*E^(10/(x^2 + Log[4]))])/25 + (E^5*Defer[Int][(-1 + E^(x^2 + Log[4])^(-1))^(-1), x])/25 - (4*E^5*Defer[Int][(1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^(-1), x])/25 - (3*E^5*Defer[Int][E^(x^2 + Log[4])^(-1)/(1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4]))), x])/25 - (2*E^5*Defer[Int][E^(2/(x^2 + Log[4]))/(1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4]))), x])/25 - (E^5*Defer[Int][E^(3/(x^2 + Log[4]))/(1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4]))), x])/25 - (4*E^5*Defer[Int][(1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^(-1), x])/5 - (3*E^5*Defer[Int][E^(5/(x^2 + Log[4]))/(1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4]))), x])/5 - (2*E^5*Defer[Int][E^(10/(x^2 + Log[4]))/(1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4]))), x])/5 - (E^5*Defer[Int][E^(15/(x^2 + Log[4]))/(1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4]))), x])/5 + ((I/25)*E^5*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((I/25)*E^5*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((2*I)/5)*E^5*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((3*I)/5)*E^5*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((3*I)/5)*E^5*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((2*I)/5)*E^5*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((4*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - (((2*I)/25)*E^5*(5 + Log[16])*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] - (((6*I)/25)*E^5*(1 + Log[2])*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((3*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] + ((2*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - ((I/25)*E^5*(3 + Log[16])*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (I/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - ((I/25)*E^5*(1 + Log[4])*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((10*I)*E^5*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((15*I)*E^5*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((15*I)*E^5*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((10*I)*E^5*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((4*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - (((2*I)/5)*E^5*(25 + Log[16])*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] - (((6*I)/5)*E^5*(5 + Log[2])*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((3*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] + ((2*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - ((I/5)*E^5*(15 + Log[16])*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (I/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x] - ((I/5)*E^5*(5 + Log[4])*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(-x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((I/25)*E^5*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((I/25)*E^5*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((2*I)/5)*E^5*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((3*I)/5)*E^5*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((3*I)/5)*E^5*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (((2*I)/5)*E^5*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((4*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - (((2*I)/25)*E^5*(5 + Log[16])*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] - (((6*I)/25)*E^5*(1 + Log[2])*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((3*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] + ((2*I)/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - ((I/25)*E^5*(3 + Log[16])*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (I/25)*E^5*Sqrt[Log[4]]*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - ((I/25)*E^5*(1 + Log[4])*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((10*I)*E^5*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((15*I)*E^5*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((15*I)*E^5*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((10*I)*E^5*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((4*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - (((2*I)/5)*E^5*(25 + Log[16])*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] - (((6*I)/5)*E^5*(5 + Log[2])*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + ((3*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] + ((2*I)/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - ((I/5)*E^5*(15 + Log[16])*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] + (I/5)*E^5*Sqrt[Log[4]]*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x] - ((I/5)*E^5*(5 + Log[4])*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x + I*Sqrt[Log[4]])), x])/Sqrt[Log[4]] - (2*E^5*Log[4]*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))^2*(x^2 + Log[4])^2), x])/25 - (2*E^5*Log[4]*Defer[Int][1/((-1 + E^(x^2 + Log[4])^(-1))*(x^2 + Log[4])^2), x])/25 - (4*E^5*Log[4]*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x])/5 - (6*E^5*Log[4]*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x])/5 - (6*E^5*Log[4]*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x])/5 - (4*E^5*Log[4]*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x])/5 - (8*E^5*Log[4]^2*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 + (4*E^5*Log[4]*(5 + Log[16])*Defer[Int][1/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 + (12*E^5*(1 + Log[2])*Log[4]*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 - (6*E^5*Log[4]^2*Defer[Int][E^(x^2 + Log[4])^(-1)/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 - (4*E^5*Log[4]^2*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 + (2*E^5*Log[4]*(3 + Log[16])*Defer[Int][E^(2/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 - (2*E^5*Log[4]^2*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 + (2*E^5*Log[4]*(1 + Log[4])*Defer[Int][E^(3/(x^2 + Log[4]))/((1 + E^(x^2 + Log[4])^(-1) + E^(2/(x^2 + Log[4])) + E^(3/(x^2 + Log[4])) + E^(4/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/25 - 20*E^5*Log[4]*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x] - 30*E^5*Log[4]*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x] - 30*E^5*Log[4]*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x] - 20*E^5*Log[4]*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))^2*(x^2 + Log[4])^2), x] - (8*E^5*Log[4]^2*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 + (4*E^5*Log[4]*(25 + Log[16])*Defer[Int][1/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 + (12*E^5*(5 + Log[2])*Log[4]*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 - (6*E^5*Log[4]^2*Defer[Int][E^(5/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 - (4*E^5*Log[4]^2*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 + (2*E^5*Log[4]*(15 + Log[16])*Defer[Int][E^(10/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 - (2*E^5*Log[4]^2*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5 + (2*E^5*Log[4]*(5 + Log[4])*Defer[Int][E^(15/(x^2 + Log[4]))/((1 + E^(5/(x^2 + Log[4])) + E^(10/(x^2 + Log[4])) + E^(15/(x^2 + Log[4])) + E^(20/(x^2 + Log[4])))*(x^2 + Log[4])^2), x])/5","F",0,0,0,0,-1,"{}"
8590,0,0,0,2.8606315,"\int \frac{e^{-x} \left(\left(-24 x^2+8 x^6\right) \log ^3\left(\frac{3+x^4}{x^2}\right)+\left(9 x^2-3 x^3+3 x^6-x^7\right) \log ^4\left(\frac{3+x^4}{x^2}\right)\right)}{3+x^4} \, dx","Int[((-24*x^2 + 8*x^6)*Log[(3 + x^4)/x^2]^3 + (9*x^2 - 3*x^3 + 3*x^6 - x^7)*Log[(3 + x^4)/x^2]^4)/(E^x*(3 + x^4)),x]","\int \frac{e^{-x} \left(\left(-24 x^2+8 x^6\right) \log ^3\left(\frac{3+x^4}{x^2}\right)+\left(9 x^2-3 x^3+3 x^6-x^7\right) \log ^4\left(\frac{3+x^4}{x^2}\right)\right)}{3+x^4} \, dx","e^{-x} x^3 \log ^4\left(x^2+\frac{3}{x^2}\right)",1,"-4*(-3)^(3/4)*Defer[Int][Log[(3 + x^4)/x^2]^3/(E^x*((-3)^(1/4) - x)), x] + 4*(-1)^(1/4)*3^(3/4)*Defer[Int][Log[(3 + x^4)/x^2]^3/(E^x*(-((-1)^(3/4)*3^(1/4)) - x)), x] + 8*Defer[Int][(x^2*Log[(3 + x^4)/x^2]^3)/E^x, x] - 4*(-3)^(3/4)*Defer[Int][Log[(3 + x^4)/x^2]^3/(E^x*((-3)^(1/4) + x)), x] + 4*(-1)^(1/4)*3^(3/4)*Defer[Int][Log[(3 + x^4)/x^2]^3/(E^x*(-((-1)^(3/4)*3^(1/4)) + x)), x] + 3*Defer[Int][(x^2*Log[(3 + x^4)/x^2]^4)/E^x, x] - Defer[Int][(x^3*Log[(3 + x^4)/x^2]^4)/E^x, x]","F",0,0,0,0,-1,"{}"
8591,1,41,0,0.5662269,"\int \frac{20 x^2+24 x^3+9 x^4+x^5+\left(12+20 x+221 x^2+208 x^3+71 x^4+8 x^5\right) \log (x)+\left(60 x^2+76 x^3+31 x^4+4 x^5\right) \log (x) \log (\log (x))}{\left(4+4 x+x^2\right) \log (x)} \, dx","Int[(20*x^2 + 24*x^3 + 9*x^4 + x^5 + (12 + 20*x + 221*x^2 + 208*x^3 + 71*x^4 + 8*x^5)*Log[x] + (60*x^2 + 76*x^3 + 31*x^4 + 4*x^5)*Log[x]*Log[Log[x]])/((4 + 4*x + x^2)*Log[x]),x]","2 x^4+x^4 \log (\log (x))+13 x^3+5 x^3 \log (\log (x))+10 x^2-15 x-\frac{72}{x+2}","x \left((x+5) x^2 \left(\frac{3}{x+2}+\log (\log (x))+2\right)+x+3\right)",1,"-15*x + 10*x^2 + 13*x^3 + 2*x^4 - 72/(2 + x) + 5*x^3*Log[Log[x]] + x^4*Log[Log[x]]","A",29,8,89,0.08989,1,"{27, 6688, 2353, 2309, 2178, 6742, 43, 2522}"
8592,1,77,0,0.0972664,"\int e^3 \left(6 x^2+72 x^3+\left(4 x+36 x^2\right) \log (x)+\left(4 x+54 x^2\right) \log ^2(x)\right) \, dx","Int[E^3*(6*x^2 + 72*x^3 + (4*x + 36*x^2)*Log[x] + (4*x + 54*x^2)*Log[x]^2),x]","18 e^3 x^4+2 e^3 x^3+18 e^3 x^3 \log ^2(x)-12 e^3 x^3 \log (x)+2 e^3 x^2 \log ^2(x)-2 e^3 x^2 \log (x)+2 e^3 \left(6 x^3+x^2\right) \log (x)","2 e^3 x \left(9 x^2+x\right) \left(x+\log ^2(x)\right)",1,"2*E^3*x^3 + 18*E^3*x^4 - 2*E^3*x^2*Log[x] - 12*E^3*x^3*Log[x] + 2*E^3*(x^2 + 6*x^3)*Log[x] + 2*E^3*x^2*Log[x]^2 + 18*E^3*x^3*Log[x]^2","B",14,7,41,0.1707,1,"{12, 1593, 43, 2334, 2353, 2305, 2304}"
8593,1,22,0,0.4394497,"\int \frac{5+(-5+5 x) \log (4 x)-5 \log (4 x) \log \left(-\frac{e^{-2+x} \log (5) \log (4 x)}{x}\right)}{x^2 \log (4 x)} \, dx","Int[(5 + (-5 + 5*x)*Log[4*x] - 5*Log[4*x]*Log[-((E^(-2 + x)*Log[5]*Log[4*x])/x)])/(x^2*Log[4*x]),x]","\frac{5 \log \left(-\frac{e^{x-2} \log (5) \log (4 x)}{x}\right)}{x}","\frac{5 \log \left(-\frac{e^{x-2} \log (5) \log (4 x)}{x}\right)}{x}+2",1,"(5*Log[-((E^(-2 + x)*Log[5]*Log[4*x])/x)])/x","A",16,8,45,0.1778,1,"{6742, 6688, 14, 43, 2309, 2178, 30, 2555}"
8594,-1,0,0,180.0018428,"\int \frac{\exp \left(\frac{-16 x-4 x^2+8 x^3+2 x^4+e^x \left(32 x+8 x^2\right)+\left(-64-16 x+32 x^2+8 x^3\right) \log (4)+\left(-64-16 x+32 x^2+8 x^3\right) \log (x)}{x^2+4 x \log (4)+4 x \log (x)}\right) \left(16 x^2+8 x^4+4 x^5+\left(128 x+64 x^3+32 x^4\right) \log (4)+\left(256+128 x^2+64 x^3\right) \log ^2(4)+e^x \left(-128 x-64 x^2+32 x^3+8 x^4+\left(160 x^2+32 x^3\right) \log (4)\right)+\left(128 x+64 x^3+32 x^4+e^x \left(160 x^2+32 x^3\right)+\left(512+256 x^2+128 x^3\right) \log (4)\right) \log (x)+\left(256+128 x^2+64 x^3\right) \log ^2(x)\right)}{x^4+8 x^3 \log (4)+16 x^2 \log ^2(4)+\left(8 x^3+32 x^2 \log (4)\right) \log (x)+16 x^2 \log ^2(x)} \, dx","Int[(E^((-16*x - 4*x^2 + 8*x^3 + 2*x^4 + E^x*(32*x + 8*x^2) + (-64 - 16*x + 32*x^2 + 8*x^3)*Log[4] + (-64 - 16*x + 32*x^2 + 8*x^3)*Log[x])/(x^2 + 4*x*Log[4] + 4*x*Log[x]))*(16*x^2 + 8*x^4 + 4*x^5 + (128*x + 64*x^3 + 32*x^4)*Log[4] + (256 + 128*x^2 + 64*x^3)*Log[4]^2 + E^x*(-128*x - 64*x^2 + 32*x^3 + 8*x^4 + (160*x^2 + 32*x^3)*Log[4]) + (128*x + 64*x^3 + 32*x^4 + E^x*(160*x^2 + 32*x^3) + (512 + 256*x^2 + 128*x^3)*Log[4])*Log[x] + (256 + 128*x^2 + 64*x^3)*Log[x]^2))/(x^4 + 8*x^3*Log[4] + 16*x^2*Log[4]^2 + (8*x^3 + 32*x^2*Log[4])*Log[x] + 16*x^2*Log[x]^2),x]","\text{\$Aborted}","e^{2 (x+4) \left(x-\frac{2}{x}+\frac{e^x}{\frac{x}{4}+\log (x)+\log (4)}\right)}-5",1,"$Aborted","F",0,0,0,0,-1,"{}"
8595,1,21,0,0.3000868,"\int \frac{98-28 x+30 x^2-4 x^3+2 x^4+294 x^5-84 x^6+90 x^7-12 x^8+6 x^9+e^{\frac{1}{7-x+x^2}} (-1+2 x)}{49-14 x+15 x^2-2 x^3+x^4} \, dx","Int[(98 - 28*x + 30*x^2 - 4*x^3 + 2*x^4 + 294*x^5 - 84*x^6 + 90*x^7 - 12*x^8 + 6*x^9 + E^(7 - x + x^2)^(-1)*(-1 + 2*x))/(49 - 14*x + 15*x^2 - 2*x^3 + x^4),x]","x^6-e^{\frac{1}{x^2-x+7}}+2 x","x^6-e^{\frac{1}{x^2-x+7}}+2 x+2",1,"-E^(7 - x + x^2)^(-1) + 2*x + x^6","A",3,2,84,0.02381,1,"{6688, 6706}"
8596,1,18,0,0.1542234,"\int \frac{-3 x-3 x \log (3)+(12+3 x+(12+3 x) \log (3)) \log (4+x)}{4 x^2+x^3+\left(8 x+2 x^2\right) \log (4+x)+(4+x) \log ^2(4+x)} \, dx","Int[(-3*x - 3*x*Log[3] + (12 + 3*x + (12 + 3*x)*Log[3])*Log[4 + x])/(4*x^2 + x^3 + (8*x + 2*x^2)*Log[4 + x] + (4 + x)*Log[4 + x]^2),x]","-\frac{3 (1+\log (3))}{\frac{x}{\log (x+4)}+1}","\frac{3 x (1+\log (3))}{x+\log (x+4)}",1,"(-3*(1 + Log[3]))/(1 + x/Log[4 + x])","A",5,5,63,0.07937,1,"{6, 6688, 12, 6711, 32}"
8597,1,21,0,0.0162838,"\int \frac{-21+x+e^4 (-5+5 x)}{-5+5 x} \, dx","Int[(-21 + x + E^4*(-5 + 5*x))/(-5 + 5*x),x]","\frac{1}{5} \left(1+5 e^4\right) x-4 \log (1-x)","\left(\frac{1}{5}+e^4\right) x-\log \left((x-1)^4\right)-2",1,"((1 + 5*E^4)*x)/5 - 4*Log[1 - x]","A",3,2,20,0.1000,1,"{186, 43}"
8598,0,0,0,76.4639383,"\int \frac{\left(-100 e^{5/x}+e^{e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} \left(10 x+e^{5/x} \left(-10 x-10 x^2\right)+50 \log (x)\right)\right) \log \left(\frac{10+2 e^{e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} x}{x^2}\right)}{5 e^{5/x} x+e^{\frac{5}{x}+e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} x^2} \, dx","Int[((-100*E^(5/x) + E^((-(E^(5/x)*x) + Log[x])/E^(5/x))*(10*x + E^(5/x)*(-10*x - 10*x^2) + 50*Log[x]))*Log[(10 + 2*E^((-(E^(5/x)*x) + Log[x])/E^(5/x))*x)/x^2])/(5*E^(5/x)*x + E^(5/x + (-(E^(5/x)*x) + Log[x])/E^(5/x))*x^2),x]","\int \frac{\left(-100 e^{5/x}+e^{e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} \left(10 x+e^{5/x} \left(-10 x-10 x^2\right)+50 \log (x)\right)\right) \log \left(\frac{10+2 e^{e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} x}{x^2}\right)}{5 e^{5/x} x+e^{\frac{5}{x}+e^{-5/x} \left(-e^{5/x} x+\log (x)\right)} x^2} \, dx","5 \log ^2\left(\frac{2 \left(\frac{5}{x}+e^{e^{-5/x} \log (x)-x}\right)}{x}\right)",1,"-100*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][E^x/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 10*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x] + 10*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x] + 50*Log[x]*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][x^(-1 + E^(-5/x))/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x] - 10*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x] + 50*Log[x]*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x], x] + 50*Log[x]*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x] - 50*Log[(2*(5 + x^(1 + E^(-5/x))/E^x))/x^2]*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x] - 50*Log[x]*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/(E^(5/x)*x), x] - 250*Log[x]*Defer[Int][(E^x*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(5*E^x + x^(1 + E^(-5/x))), x] + 250*Log[x]*Defer[Int][(E^x*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] + 250*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 250*Defer[Int][(Log[x]^2*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(E^(5/x)*x^2), x] + 1250*Defer[Int][(E^(-5/x + x)*Log[x]^2*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] - 10*Defer[Int][Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x], x] + 50*Log[x]*Defer[Int][Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x^2), x] - 10*Defer[Int][Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x]/x, x] + 10*Defer[Int][Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x), x] + 50*Defer[Int][(E^x*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x])/(5*E^x + x^(1 + E^(-5/x))), x] - 250*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] - 50*Defer[Int][(E^x*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 50*Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] + 10*Defer[Int][Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x], x] - 50*Log[x]*Defer[Int][Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x]/(E^(5/x)*x^2), x] + 10*Defer[Int][Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x]/x, x] - 10*Defer[Int][Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x]/(E^(5/x)*x), x] - 50*Defer[Int][(E^x*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x])/(5*E^x + x^(1 + E^(-5/x))), x] + 250*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] + 50*Defer[Int][(E^x*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] + 50*Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 10*Defer[Int][Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x], x] + 50*Log[x]*Defer[Int][Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x^2), x] - 10*Defer[Int][Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x]/x, x] + 10*Defer[Int][Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x), x] + 50*Defer[Int][(E^x*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x])/(5*E^x + x^(1 + E^(-5/x))), x] - 250*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] - 50*Defer[Int][(E^x*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 50*Defer[Int][(E^(-5/x + x)*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 100*Defer[Int][Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x], x] + 500*Log[x]*Defer[Int][Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x]/(E^(5/x)*x^2), x] - 100*Defer[Int][Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x]/x, x] + 100*Defer[Int][Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x]/(E^(5/x)*x), x] + 500*Defer[Int][(E^x*Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x])/(5*E^x + x^(1 + E^(-5/x))), x] - 2500*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] - 500*Defer[Int][(E^x*Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 500*Defer[Int][(E^(-5/x + x)*Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 50*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x], x]/x, x] - 50*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x], x] + 250*Log[x]*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x]/(E^(5/x)*x^2), x] - 100*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x]/x, x] + 50*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x]/(E^(5/x)*x), x] + 250*Defer[Int][(E^x*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x])/(5*E^x + x^(1 + E^(-5/x))), x] - 1250*Log[x]*Defer[Int][(E^(-5/x + x)*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x] - 250*Defer[Int][(E^x*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] - 250*Defer[Int][(E^(-5/x + x)*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x])/(x*(5*E^x + x^(1 + E^(-5/x)))), x] + 50*Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/(E^(5/x)*x), x]/x, x] + 250*Defer[Int][Defer[Int][(E^x*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(5*E^x + x^(1 + E^(-5/x))), x]/x, x] - 250*Defer[Int][Defer[Int][(E^x*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(5*E^x*x + x^(2 + E^(-5/x))), x]/x, x] - 250*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x])/(5*E^x*x + x^(2 + E^(-5/x))), x]/x, x] - 50*Defer[Int][Defer[Int][Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x^2), x]/x, x] + 250*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(5*E^x + x^(1 + E^(-5/x))), x])/(5*E^x*x^2 + x^(3 + E^(-5/x))), x]/x, x] + 50*Defer[Int][Defer[Int][Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x]/(E^(5/x)*x^2), x]/x, x] - 250*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][x^E^(-5/x)/(E^(5/x)*(5*E^x + x^(1 + E^(-5/x)))), x])/(5*E^x*x^2 + x^(3 + E^(-5/x))), x]/x, x] - 50*Defer[Int][Defer[Int][Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x]/(E^(5/x)*x^2), x]/x, x] + 250*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][x^(1 + E^(-5/x))/(5*E^x + x^(1 + E^(-5/x))), x])/(5*E^x*x^2 + x^(3 + E^(-5/x))), x]/x, x] - 500*Defer[Int][Defer[Int][Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x]/(E^(5/x)*x^2), x]/x, x] + 2500*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][E^x/(5*E^x*x + x^(2 + E^(-5/x))), x])/(5*E^x*x^2 + x^(3 + E^(-5/x))), x]/x, x] - 250*Defer[Int][Defer[Int][Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x]/(E^(5/x)*x^2), x]/x, x] + 1250*Defer[Int][Defer[Int][(E^(-5/x + x)*Defer[Int][Defer[Int][1/(E^(5/x)*x*(x + (5*E^x)/x^E^(-5/x))), x]/x, x])/(x^2*(5*E^x + x^(1 + E^(-5/x)))), x]/x, x]","F",0,0,0,0,-1,"{}"
8599,1,19,0,1.9625364,"\int \frac{e^x \left(e^{e^{e^x} x^{5/4}}+x\right) \left(4+4 x+e^{e^{e^x} x^{5/4}} \left(4+e^{e^x} \sqrt[4]{x} \left(5+4 e^x x\right)\right)\right)}{4 e^{e^{e^x} x^{5/4}}+4 x} \, dx","Int[(E^x*(E^(E^E^x*x^(5/4)) + x)*(4 + 4*x + E^(E^E^x*x^(5/4))*(4 + E^E^x*x^(1/4)*(5 + 4*E^x*x))))/(4*E^(E^E^x*x^(5/4)) + 4*x),x]","e^x \left(e^{e^{e^x} x^{5/4}}+x\right)","e^x \left(e^{e^{e^x} x^{5/4}}+x\right)",1,"E^x*(E^(E^E^x*x^(5/4)) + x)","A",2,1,80,0.01250,1,"{2288}"
8600,1,95,0,0.727552,"\int \frac{e^{3/x} \left(-12+3 e^3+3 x\right) \log (5)+\left(-4 x^2+e^3 x^2+x^3\right) \log (5)+\left(-3 e^{3/x} \log (5)-x^2 \log (5)\right) \log (x)+e^{\frac{4+x+\log (5) \log \left(4-e^3-x+\log (x)\right)}{\log (5)}} \left(4 x^2-e^3 x^2-x^3+\left(x-x^2\right) \log (5)+x^2 \log (x)\right)}{\left(4 x^2-e^3 x^2-x^3\right) \log (5)+x^2 \log (5) \log (x)} \, dx","Int[(E^(3/x)*(-12 + 3*E^3 + 3*x)*Log[5] + (-4*x^2 + E^3*x^2 + x^3)*Log[5] + (-3*E^(3/x)*Log[5] - x^2*Log[5])*Log[x] + E^((4 + x + Log[5]*Log[4 - E^3 - x + Log[x]])/Log[5])*(4*x^2 - E^3*x^2 - x^3 + (x - x^2)*Log[5] + x^2*Log[x]))/((4*x^2 - E^3*x^2 - x^3)*Log[5] + x^2*Log[5]*Log[x]),x]","-x+e^{3/x}+x \left(-e^{\frac{x}{\log (5)}+\frac{4}{\log (5)}}\right)+e^{\frac{x}{\log (5)}+\frac{4}{\log (5)}} \log (x)+\log (5) e^{\frac{x}{\log (5)}+\frac{4}{\log (5)}}+\left(4-125^{\frac{1}{\log (5)}}-\log (5)\right) e^{\frac{x}{\log (5)}+\frac{4}{\log (5)}}","-x+e^{3/x}+e^{\frac{x+4}{\log (5)}} \left(-x+\log (x)-e^3+4\right)",1,"E^(3/x) - x - E^(4/Log[5] + x/Log[5])*x + E^(4/Log[5] + x/Log[5])*(4 - 125^Log[5]^(-1) - Log[5]) + E^(4/Log[5] + x/Log[5])*Log[5] + E^(4/Log[5] + x/Log[5])*Log[x]","B",12,8,158,0.05063,1,"{6688, 2209, 2199, 2176, 2194, 2178, 2554, 12}"
8601,1,38,0,0.0351831,"\int \frac{-28 e^3+4 e^3 (i \pi +\log (2))}{147+42 x+3 x^2+(-42-6 x) (i \pi +\log (2))+3 (i \pi +\log (2))^2} \, dx","Int[(-28*E^3 + 4*E^3*(I*Pi + Log[2]))/(147 + 42*x + 3*x^2 + (-42 - 6*x)*(I*Pi + Log[2]) + 3*(I*Pi + Log[2])^2),x]","\frac{4 e^3 (\pi +i (7-\log (2)))}{3 (i x+\pi +i (7-\log (2)))}","e^5-\frac{4 e^3 x}{3 (x-i \pi +7-\log (2))}",1,"(4*E^3*(Pi + I*(7 - Log[2])))/(3*(Pi + I*x + I*(7 - Log[2])))","A",5,4,58,0.06897,1,"{12, 1981, 27, 32}"
8602,1,278,0,0.2130759,"\int \frac{1}{36} \left(324 x^3+225 x^4+360 x^6+240 x^7+84 x^9+55 x^{10}+e^8 \left(52 x^5+35 x^6\right)+e^6 \left(-240 x^6-160 x^7\right)+e^4 \left(264 x^4+180 x^5+408 x^7+270 x^8\right)+e^2 \left(-624 x^5-420 x^6-304 x^8-200 x^9\right)+\left(144 x^3+24 e^8 x^5+168 x^6-112 e^6 x^6+40 x^9+e^4 \left(120 x^4+192 x^7\right)+e^2 \left(-288 x^5-144 x^8\right)\right) \log (x)\right) \, dx","Int[(324*x^3 + 225*x^4 + 360*x^6 + 240*x^7 + 84*x^9 + 55*x^10 + E^8*(52*x^5 + 35*x^6) + E^6*(-240*x^6 - 160*x^7) + E^4*(264*x^4 + 180*x^5 + 408*x^7 + 270*x^8) + E^2*(-624*x^5 - 420*x^6 - 304*x^8 - 200*x^9) + (144*x^3 + 24*E^8*x^5 + 168*x^6 - 112*E^6*x^6 + 40*x^9 + E^4*(120*x^4 + 192*x^7) + E^2*(-288*x^5 - 144*x^8))*Log[x])/36,x]","\frac{5 x^{11}}{36}-\frac{5 e^2 x^{10}}{9}+\frac{2 x^{10}}{9}+\frac{1}{9} x^{10} \log (x)+\frac{5 e^4 x^9}{6}-\frac{8 e^2 x^9}{9}-\frac{4}{9} e^2 x^9 \log (x)-\frac{5 e^6 x^8}{9}+\frac{4 e^4 x^8}{3}+\frac{5 x^8}{6}+\frac{2}{3} e^4 x^8 \log (x)-\frac{2}{63} \left(3-2 e^6\right) x^7+\frac{5 e^8 x^7}{36}-\frac{20 e^6 x^7}{21}-\frac{5 e^2 x^7}{3}+\frac{10 x^7}{7}+\frac{2}{9} \left(3-2 e^6\right) x^7 \log (x)+\frac{1}{54} e^2 \left(12-e^6\right) x^6+\frac{13 e^8 x^6}{54}+\frac{5 e^4 x^6}{6}-\frac{26 e^2 x^6}{9}-\frac{1}{9} e^2 \left(12-e^6\right) x^6 \log (x)+\frac{4 e^4 x^5}{3}+\frac{5 x^5}{4}+\frac{2}{3} e^4 x^5 \log (x)+2 x^4+x^4 \log (x)","\frac{1}{9} x^4 \left(x \left(e^2-x\right)^2+3\right)^2 \left(\frac{5 x}{4}+\log (x)+2\right)",1,"2*x^4 + (5*x^5)/4 + (4*E^4*x^5)/3 - (26*E^2*x^6)/9 + (5*E^4*x^6)/6 + (13*E^8*x^6)/54 + (E^2*(12 - E^6)*x^6)/54 + (10*x^7)/7 - (5*E^2*x^7)/3 - (20*E^6*x^7)/21 + (5*E^8*x^7)/36 - (2*(3 - 2*E^6)*x^7)/63 + (5*x^8)/6 + (4*E^4*x^8)/3 - (5*E^6*x^8)/9 - (8*E^2*x^9)/9 + (5*E^4*x^9)/6 + (2*x^10)/9 - (5*E^2*x^10)/9 + (5*x^11)/36 + x^4*Log[x] + (2*E^4*x^5*Log[x])/3 - (E^2*(12 - E^6)*x^6*Log[x])/9 + (2*(3 - 2*E^6)*x^7*Log[x])/9 + (2*E^4*x^8*Log[x])/3 - (4*E^2*x^9*Log[x])/9 + (x^10*Log[x])/9","B",16,4,180,0.02222,1,"{12, 6, 2356, 2304}"
8603,1,41,0,0.1543025,"\int \frac{e^{-e^x-2 \log ^2(x)} \left(-1-e^x x-4 \log (x)\right)}{x^2} \, dx","Int[(E^(-E^x - 2*Log[x]^2)*(-1 - E^x*x - 4*Log[x]))/x^2,x]","\frac{e^{-e^x-2 \log ^2(x)} \left(e^x x+4 \log (x)\right)}{x^2 \left(e^x+\frac{4 \log (x)}{x}\right)}","\frac{e^{-e^x-2 \log ^2(x)}}{x}+3",1,"(E^(-E^x - 2*Log[x]^2)*(E^x*x + 4*Log[x]))/(x^2*(E^x + (4*Log[x])/x))","B",1,1,30,0.03333,1,"{2288}"
8604,0,0,0,11.6036131,"\int \frac{6 x^2-6 x^2 \log (x)+4 e^6 x \log ^3(x)+\left(3 x^2 \log (x)+e^6 (-64-4 x) \log ^3(x)\right) \log \left(\frac{-45 x^2+e^6 (960+60 x) \log ^2(x)}{4 e^6 \log ^2(x)}\right)}{-3 x^4 \log (x)+e^6 \left(64 x^2+4 x^3\right) \log ^3(x)} \, dx","Int[(6*x^2 - 6*x^2*Log[x] + 4*E^6*x*Log[x]^3 + (3*x^2*Log[x] + E^6*(-64 - 4*x)*Log[x]^3)*Log[(-45*x^2 + E^6*(960 + 60*x)*Log[x]^2)/(4*E^6*Log[x]^2)])/(-3*x^4*Log[x] + E^6*(64*x^2 + 4*x^3)*Log[x]^3),x]","\int \frac{6 x^2-6 x^2 \log (x)+4 e^6 x \log ^3(x)+\left(3 x^2 \log (x)+e^6 (-64-4 x) \log ^3(x)\right) \log \left(\frac{-45 x^2+e^6 (960+60 x) \log ^2(x)}{4 e^6 \log ^2(x)}\right)}{-3 x^4 \log (x)+e^6 \left(64 x^2+4 x^3\right) \log ^3(x)} \, dx","\frac{\log \left(15 \left(-\frac{3 x^2}{4 e^6 \log ^2(x)}+x+16\right)\right)}{x}",1,"-2*ExpIntegralEi[-Log[x]] + Log[x]/16 - Log[16 + x]/16 + 3*Defer[Int][(3*x^2 - 4*E^6*(16 + x)*Log[x]^2)^(-1), x] + 48*Defer[Int][1/((16 + x)*(3*x^2 - 4*E^6*(16 + x)*Log[x]^2)), x] - (E^6*Defer[Int][(x*Log[x])/(3*x^2 - 4*E^6*(16 + x)*Log[x]^2), x])/32 - (E^6*Defer[Int][(x*Log[x])/(-3*x^2 + 4*E^6*(16 + x)*Log[x]^2), x])/32 + 8*E^6*Defer[Int][Log[x]/(-3*x^3 + 4*E^6*x*(16 + x)*Log[x]^2), x] + 128*E^6*Defer[Int][Log[x]/(-3*x^4 + 4*E^6*x^2*(16 + x)*Log[x]^2), x] - Defer[Int][Log[15*(16 + x) - (45*x^2)/(4*E^6*Log[x]^2)]/x^2, x]","F",0,0,0,0,-1,"{}"
8605,0,0,0,8.2081198,"\int \frac{e^x \left(2 x+2 x^2+\left(-8 x^4-2 x^5\right) \log ^2(5)\right)+e^x \left(-2 x-x^2+\left(2 x^4+x^5\right) \log ^2(5)\right) \log \left(e^x \left(-x+x^4 \log ^2(5)\right)\right)}{\left(-1+x^3 \log ^2(5)\right) \log ^3\left(e^x \left(-x+x^4 \log ^2(5)\right)\right)} \, dx","Int[(E^x*(2*x + 2*x^2 + (-8*x^4 - 2*x^5)*Log[5]^2) + E^x*(-2*x - x^2 + (2*x^4 + x^5)*Log[5]^2)*Log[E^x*(-x + x^4*Log[5]^2)])/((-1 + x^3*Log[5]^2)*Log[E^x*(-x + x^4*Log[5]^2)]^3),x]","\int \frac{e^x \left(2 x+2 x^2+\left(-8 x^4-2 x^5\right) \log ^2(5)\right)+e^x \left(-2 x-x^2+\left(2 x^4+x^5\right) \log ^2(5)\right) \log \left(e^x \left(-x+x^4 \log ^2(5)\right)\right)}{\left(-1+x^3 \log ^2(5)\right) \log ^3\left(e^x \left(-x+x^4 \log ^2(5)\right)\right)} \, dx","\frac{e^x x^2}{\log ^2\left(e^x \left(x^4 \log ^2(5)-x\right)\right)}",1,"-8*Defer[Int][(E^x*x)/Log[E^x*x*(-1 + x^3*Log[5]^2)]^3, x] - 2*Defer[Int][(E^x*x^2)/Log[E^x*x*(-1 + x^3*Log[5]^2)]^3, x] - (2*(-1)^(1/3)*Defer[Int][E^x/((1 - x*(-Log[5])^(2/3))*Log[E^x*x*(-1 + x^3*Log[5]^2)]^3), x])/Log[5]^(2/3) + (2*Defer[Int][E^x/((1 - x*Log[5]^(2/3))*Log[E^x*x*(-1 + x^3*Log[5]^2)]^3), x])/Log[5]^(2/3) + 2*(-Log[5]^(-1))^(2/3)*Defer[Int][E^x/((1 + (-1)^(1/3)*x*Log[5]^(2/3))*Log[E^x*x*(-1 + x^3*Log[5]^2)]^3), x] + 2*Defer[Int][(E^x*x)/Log[E^x*x*(-1 + x^3*Log[5]^2)]^2, x] + Defer[Int][(E^x*x^2)/Log[E^x*x*(-1 + x^3*Log[5]^2)]^2, x]","F",0,0,0,0,-1,"{}"
8606,0,0,0,7.6079878,"\int \frac{\exp \left(\frac{1}{64} \left(16 e^x x+4 x^2+\left(4 e^x x+x^2\right) \log (1-x)\right)\right) \left(-8 x+9 x^2+e^x \left(-16+4 x+16 x^2\right)+\left(-2 x+2 x^2+e^x \left(-4+4 x^2\right)\right) \log (1-x)\right)}{-64+64 x} \, dx","Int[(E^((16*E^x*x + 4*x^2 + (4*E^x*x + x^2)*Log[1 - x])/64)*(-8*x + 9*x^2 + E^x*(-16 + 4*x + 16*x^2) + (-2*x + 2*x^2 + E^x*(-4 + 4*x^2))*Log[1 - x]))/(-64 + 64*x),x]","\int \frac{\exp \left(\frac{1}{64} \left(16 e^x x+4 x^2+\left(4 e^x x+x^2\right) \log (1-x)\right)\right) \left(-8 x+9 x^2+e^x \left(-16+4 x+16 x^2\right)+\left(-2 x+2 x^2+e^x \left(-4+4 x^2\right)\right) \log (1-x)\right)}{-64+64 x} \, dx","e^{\frac{1}{16} \left(\frac{x}{4}+e^x\right) x (\log (1-x)+4)}",1,"Defer[Int][E^((x*(4*E^x + x)*(4 + Log[1 - x]))/64), x]/64 + (5*Defer[Int][E^(x + (x*(4*E^x + x)*(4 + Log[1 - x]))/64), x])/16 + Defer[Int][E^((x*(4*E^x + x)*(4 + Log[1 - x]))/64)/(-1 + x), x]/64 + Defer[Int][E^(x + (x*(4*E^x + x)*(4 + Log[1 - x]))/64)/(-1 + x), x]/16 + (9*Defer[Int][E^((x*(4*E^x + x)*(4 + Log[1 - x]))/64)*x, x])/64 + Defer[Int][E^(x + (x*(4*E^x + x)*(4 + Log[1 - x]))/64)*x, x]/4 + Defer[Int][E^(x + (x*(4*E^x + x)*(4 + Log[1 - x]))/64)*Log[1 - x], x]/16 + Defer[Int][E^((x*(4*E^x + x)*(4 + Log[1 - x]))/64)*x*Log[1 - x], x]/32 + Defer[Int][E^(x + (x*(4*E^x + x)*(4 + Log[1 - x]))/64)*x*Log[1 - x], x]/16","F",0,0,0,0,-1,"{}"
8607,1,367,0,0.5679657,"\int \frac{1248+3250 x+2900 x^2+1060 x^3+170 x^4+10 x^5+\left(-625-1000 x-450 x^2-80 x^3-5 x^4\right) \log (5)+e^{x^2} \left(4 x+4 x^2-2 x \log (5)\right)}{-2-2 x+\log (5)} \, dx","Int[(1248 + 3250*x + 2900*x^2 + 1060*x^3 + 170*x^4 + 10*x^5 + (-625 - 1000*x - 450*x^2 - 80*x^3 - 5*x^4)*Log[5] + E^x^2*(4*x + 4*x^2 - 2*x*Log[5]))/(-2 - 2*x + Log[5]),x]","-x^5-\frac{85 x^4}{4}+\frac{5}{8} x^4 (2-\log (5))-\frac{530 x^3}{3}-\frac{5}{12} x^3 (2-\log (5))^2+\frac{85}{6} x^3 (2-\log (5))-725 x^2-e^{x^2}+\frac{5}{16} x^2 (2-\log (5))^3-\frac{85}{8} x^2 (2-\log (5))^2+\frac{265}{2} x^2 (2-\log (5))-1625 x+\frac{5}{16} x \log ^2(5) (8+\log (5))^2+\frac{5}{32} \log ^2(5) (8+\log (5))^3 \log (2 x+2-\log (5))+\frac{5}{16} (x+5)^2 \log ^2(5) (8+\log (5))+\frac{5}{12} (x+5)^3 \log ^2(5)-\frac{5}{16} x (2-\log (5))^4+\frac{85}{8} x (2-\log (5))^3-\frac{265}{2} x (2-\log (5))^2+725 x (2-\log (5))+\frac{5}{32} (2-\log (5))^5 \log (2 x+2-\log (5))-\frac{85}{16} (2-\log (5))^4 \log (2 x+2-\log (5))+\frac{265}{4} (2-\log (5))^3 \log (2 x+2-\log (5))-\frac{725}{2} (2-\log (5))^2 \log (2 x+2-\log (5))+\frac{1625}{2} (2-\log (5)) \log (2 x+2-\log (5))-624 \log (2 x+2-\log (5))+\frac{5}{8} (x+5)^4 \log (5)","-e^{x^2}-x (x+5)^4+\log (2 x+2-\log (5))",1,"-E^x^2 - 1625*x - 725*x^2 - (530*x^3)/3 - (85*x^4)/4 - x^5 + 725*x*(2 - Log[5]) + (265*x^2*(2 - Log[5]))/2 + (85*x^3*(2 - Log[5]))/6 + (5*x^4*(2 - Log[5]))/8 - (265*x*(2 - Log[5])^2)/2 - (85*x^2*(2 - Log[5])^2)/8 - (5*x^3*(2 - Log[5])^2)/12 + (85*x*(2 - Log[5])^3)/8 + (5*x^2*(2 - Log[5])^3)/16 - (5*x*(2 - Log[5])^4)/16 + (5*(5 + x)^4*Log[5])/8 + (5*(5 + x)^3*Log[5]^2)/12 + (5*(5 + x)^2*Log[5]^2*(8 + Log[5]))/16 + (5*x*Log[5]^2*(8 + Log[5])^2)/16 - 624*Log[2 + 2*x - Log[5]] + (1625*(2 - Log[5])*Log[2 + 2*x - Log[5]])/2 - (725*(2 - Log[5])^2*Log[2 + 2*x - Log[5]])/2 + (265*(2 - Log[5])^3*Log[2 + 2*x - Log[5]])/4 - (85*(2 - Log[5])^4*Log[2 + 2*x - Log[5]])/16 + (5*(2 - Log[5])^5*Log[2 + 2*x - Log[5]])/32 + (5*Log[5]^2*(8 + Log[5])^3*Log[2 + 2*x - Log[5]])/32","B",15,4,78,0.05128,1,"{6742, 2209, 43, 77}"
8608,1,13,0,0.3027812,"\int \frac{x+8 e^{-1+\log ^2(x)} \log (x)}{4 e^{-1+\log ^2(x)} x+x^2} \, dx","Int[(x + 8*E^(-1 + Log[x]^2)*Log[x])/(4*E^(-1 + Log[x]^2)*x + x^2),x]","\log \left(e x+4 e^{\log ^2(x)}\right)","\log \left(x+4 e^{\log ^2(x)-1}\right)",1,"Log[4*E^Log[x]^2 + E*x]","A",3,3,32,0.09375,1,"{6741, 12, 6684}"
8609,0,0,0,6.7012954,"\int \frac{4 e^{\frac{1}{6} (2+3 x)} x^2+e^{\frac{1}{12} (2+3 x)} \left(-6 x+x^2+x^3\right)+e^{\frac{1}{12} (2+3 x)} \left(8-14 x-2 x^2\right) \log (x)}{16-16 x+4 x^2+4 e^{\frac{1}{6} (2+3 x)} x^2+e^{\frac{1}{12} (2+3 x)} \left(-16 x+8 x^2\right)+\left(32-16 x-16 e^{\frac{1}{12} (2+3 x)} x\right) \log (x)+16 \log ^2(x)} \, dx","Int[(4*E^((2 + 3*x)/6)*x^2 + E^((2 + 3*x)/12)*(-6*x + x^2 + x^3) + E^((2 + 3*x)/12)*(8 - 14*x - 2*x^2)*Log[x])/(16 - 16*x + 4*x^2 + 4*E^((2 + 3*x)/6)*x^2 + E^((2 + 3*x)/12)*(-16*x + 8*x^2) + (32 - 16*x - 16*E^((2 + 3*x)/12)*x)*Log[x] + 16*Log[x]^2),x]","\int \frac{4 e^{\frac{1}{6} (2+3 x)} x^2+e^{\frac{1}{12} (2+3 x)} \left(-6 x+x^2+x^3\right)+e^{\frac{1}{12} (2+3 x)} \left(8-14 x-2 x^2\right) \log (x)}{16-16 x+4 x^2+4 e^{\frac{1}{6} (2+3 x)} x^2+e^{\frac{1}{12} (2+3 x)} \left(-16 x+8 x^2\right)+\left(32-16 x-16 e^{\frac{1}{12} (2+3 x)} x\right) \log (x)+16 \log ^2(x)} \, dx","\frac{1-x}{\frac{e^{\frac{1}{4} \left(-x-\frac{2}{3}\right)} (-x+2 \log (x)+2)}{x}-1}",1,"Defer[Int][(E^(1/6 + x/4)*x)/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x]/2 - (3*Defer[Int][(E^(1/6 + x/4)*x^2)/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x])/4 + Defer[Int][(E^(1/6 + x/4)*x^3)/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x]/4 + Defer[Int][(E^(1/6 + x/4)*x)/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x]), x] + 2*Defer[Int][(E^(1/6 + x/4)*Log[x])/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x] - (3*Defer[Int][(E^(1/6 + x/4)*x*Log[x])/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x])/2 - Defer[Int][(E^(1/6 + x/4)*x^2*Log[x])/(-2 + x + E^(1/6 + x/4)*x - 2*Log[x])^2, x]/2","F",0,0,0,0,-1,"{}"
8610,0,0,0,0.7042008,"\int \frac{36 x^3+12 x^4+\left(-36 x^3-9 x^4\right) \log (x)+\left(-18-9 x-x^2\right) \log ^2(5) \log ^3(x)+\left(-18 x^3-6 x^4+\left(18 x^3+6 x^4\right) \log (x)+(9+3 x) \log ^2(5) \log ^3(x)\right) \log (3+x)}{\left(3 x^2+x^3\right) \log ^2(5) \log ^3(x)} \, dx","Int[(36*x^3 + 12*x^4 + (-36*x^3 - 9*x^4)*Log[x] + (-18 - 9*x - x^2)*Log[5]^2*Log[x]^3 + (-18*x^3 - 6*x^4 + (18*x^3 + 6*x^4)*Log[x] + (9 + 3*x)*Log[5]^2*Log[x]^3)*Log[3 + x])/((3*x^2 + x^3)*Log[5]^2*Log[x]^3),x]","\int \frac{36 x^3+12 x^4+\left(-36 x^3-9 x^4\right) \log (x)+\left(-18-9 x-x^2\right) \log ^2(5) \log ^3(x)+\left(-18 x^3-6 x^4+\left(18 x^3+6 x^4\right) \log (x)+(9+3 x) \log ^2(5) \log ^3(x)\right) \log (3+x)}{\left(3 x^2+x^3\right) \log ^2(5) \log ^3(x)} \, dx","\frac{\left(\frac{3 x^3}{\log ^2(5) \log ^2(x)}-x-3\right) (\log (x+3)-2)}{x}",1,"6/x - Log[3 + x] - (3*Log[3 + x])/x - (9*Defer[Int][(x*(4 + x))/((3 + x)*Log[x]^2), x])/Log[5]^2 - (6*Defer[Int][(x*(-2 + Log[3 + x]))/Log[x]^3, x])/Log[5]^2 + (6*Defer[Int][(x*Log[3 + x])/Log[x]^2, x])/Log[5]^2","F",0,0,0,0,-1,"{}"
8611,1,70,0,0.6378663,"\int \frac{-2+e^{4 x-4 x^2}+e^{4 x-4 x^2} \left(4-12 x+8 x^2\right) \log (-1+x)}{(-1+x) \log (4) \log ^2(-1+x)} \, dx","Int[(-2 + E^(4*x - 4*x^2) + E^(4*x - 4*x^2)*(4 - 12*x + 8*x^2)*Log[-1 + x])/((-1 + x)*Log[4]*Log[-1 + x]^2),x]","\frac{2}{\log (4) \log (x-1)}-\frac{e^{4 (1-x) x} \left(2 x^2 \log (x-1)-3 x \log (x-1)+\log (x-1)\right)}{(1-2 x) (1-x) \log (4) \log ^2(x-1)}","\frac{2-e^{4 x-4 x^2}}{\log (4) \log (x-1)}",1,"2/(Log[4]*Log[-1 + x]) - (E^(4*(1 - x)*x)*(Log[-1 + x] - 3*x*Log[-1 + x] + 2*x^2*Log[-1 + x]))/((1 - 2*x)*(1 - x)*Log[4]*Log[-1 + x]^2)","B",7,6,55,0.1091,1,"{12, 6742, 2390, 2302, 30, 2288}"
8612,1,19,0,0.0083314,"\int \frac{1}{5} \left(7+60 e^x+10 e^{2 x}+10 x\right) \, dx","Int[(7 + 60*E^x + 10*E^(2*x) + 10*x)/5,x]","x^2+\frac{7 x}{5}+12 e^x+e^{2 x}","x^2+\left(e^x+6\right)^2+\frac{7 x}{5}+e^3-2",1,"12*E^x + E^(2*x) + (7*x)/5 + x^2","A",4,2,21,0.09524,1,"{12, 2194}"
8613,1,11,0,0.0086772,"\int -\frac{4}{5} e^{-x^2} x \, dx","Int[(-4*x)/(5*E^x^2),x]","\frac{2 e^{-x^2}}{5}","\frac{2 e^{-x^2}}{5}",1,"2/(5*E^x^2)","A",2,2,12,0.1667,1,"{12, 2209}"
8614,1,16,0,0.2807169,"\int \frac{-28+22 \log (x)-4 \log ^2(x)}{25 x^2-20 x^2 \log (x)+4 x^2 \log ^2(x)} \, dx","Int[(-28 + 22*Log[x] - 4*Log[x]^2)/(25*x^2 - 20*x^2*Log[x] + 4*x^2*Log[x]^2),x]","\frac{1}{x}+\frac{1}{x (5-2 \log (x))}","\frac{2}{x \left(\frac{1}{\log (x)-3}+2\right)}+1",1,"x^(-1) + 1/(x*(5 - 2*Log[x]))","A",9,6,37,0.1622,1,"{6688, 12, 6742, 2306, 2309, 2178}"
8615,1,45,0,0.737178,"\int \frac{e^{\frac{1}{2} \left(12-7 x-x^2-2 \log (x)\right)} \left(-108 e^{\frac{1}{2} \left(-12+7 x+x^2+2 \log (x)\right)}-4 x-14 x^2-4 x^3\right)}{9 x^2} \, dx","Int[(E^((12 - 7*x - x^2 - 2*Log[x])/2)*(-108*E^((-12 + 7*x + x^2 + 2*Log[x])/2) - 4*x - 14*x^2 - 4*x^3))/(9*x^2),x]","\frac{4 e^{-\frac{x^2}{2}-\frac{7 x}{2}+6} \left(2 x^2+7 x\right)}{9 x^2 (2 x+7)}+\frac{12}{x}","\frac{4 \left(\frac{1}{9} e^{-\frac{1}{2} (x+5) x-x+6}+3\right)}{x}",1,"12/x + (4*E^(6 - (7*x)/2 - x^2/2)*(7*x + 2*x^2))/(9*x^2*(7 + 2*x))","A",7,5,61,0.08197,1,"{12, 2274, 6688, 14, 2288}"
8616,1,21,0,0.028402,"\int \frac{-450 x-60 e^2 x-2 e^4 x+6 e^{\frac{x^2}{225+30 e^2+e^4}} x}{225+30 e^2+e^4} \, dx","Int[(-450*x - 60*E^2*x - 2*E^4*x + 6*E^(x^2/(225 + 30*E^2 + E^4))*x)/(225 + 30*E^2 + E^4),x]","3 e^{\frac{x^2}{\left(15+e^2\right)^2}}-x^2","-x^2+3 e^{\frac{x^2}{\left(15+e^2\right)^2}}+4",1,"3*E^(x^2/(15 + E^2)^2) - x^2","A",5,3,50,0.06000,1,"{6, 12, 2209}"
8617,1,133,0,10.126045,"\int \frac{\left(6 x+12 x^2+4 x^3\right) \log ^2(3 x)+e^{\frac{2 \left(-x^2+x^3\right)}{\log (3 x)}} \left(6 x^2+2 x^3-6 x^4-2 x^5+\left(-12 x^2+2 x^3+20 x^4+6 x^5\right) \log (3 x)+\left(3+8 x+3 x^2\right) \log ^2(3 x)\right)}{\log ^2(3 x)} \, dx","Int[((6*x + 12*x^2 + 4*x^3)*Log[3*x]^2 + E^((2*(-x^2 + x^3))/Log[3*x])*(6*x^2 + 2*x^3 - 6*x^4 - 2*x^5 + (-12*x^2 + 2*x^3 + 20*x^4 + 6*x^5)*Log[3*x] + (3 + 8*x + 3*x^2)*Log[3*x]^2))/Log[3*x]^2,x]","x^4+4 x^3+3 x^2+\frac{e^{-\frac{2 (1-x) x^2}{\log (3 x)}} \left(-x^5+3 x^5 \log (3 x)-3 x^4+10 x^4 \log (3 x)+x^3+x^3 \log (3 x)+3 x^2-6 x^2 \log (3 x)\right)}{\left(\frac{x^2}{\log (3 x)}+\frac{(1-x) x}{\log ^2(3 x)}-\frac{2 (1-x) x}{\log (3 x)}\right) \log ^2(3 x)}","\left((x+2)^2-1\right) \left(x^2+x e^{\frac{2 x \left(x^2-x\right)}{\log (3 x)}}\right)",1,"3*x^2 + 4*x^3 + x^4 + (3*x^2 + x^3 - 3*x^4 - x^5 - 6*x^2*Log[3*x] + x^3*Log[3*x] + 10*x^4*Log[3*x] + 3*x^5*Log[3*x])/(E^((2*(1 - x)*x^2)/Log[3*x])*(((1 - x)*x)/Log[3*x]^2 - (2*(1 - x)*x)/Log[3*x] + x^2/Log[3*x])*Log[3*x]^2)","B",5,3,113,0.02655,1,"{6742, 14, 2288}"
8618,1,67,0,0.430518,"\int \frac{84+146 x+60 x^2+\left(-42-73 x-30 x^2\right) \log \left(\frac{1}{31} (28+30 x)\right)+\left(-45 x-15 x^2\right) \log \left(3 x+x^2\right)}{42 x+59 x^2+15 x^3} \, dx","Int[(84 + 146*x + 60*x^2 + (-42 - 73*x - 30*x^2)*Log[(28 + 30*x)/31] + (-45*x - 15*x^2)*Log[3*x + x^2])/(42*x + 59*x^2 + 15*x^3),x]","\log (14) \log (x)+\left(2+\log \left(\frac{31}{28}\right)\right) \log (x)+\log \left(\frac{15 (x+3)}{31}\right) \left(2-\log \left(\frac{2}{31} (15 x+14)\right)\right)+\log \left(\frac{15 (x+3)}{31}\right) \log (15 x+14)-\log (x (x+3)) \log (15 x+14)","\left(2-\log \left(\frac{1}{31} (-x-3)+x+1\right)\right) \log ((x+2) x+x)",1,"(2 + Log[31/28])*Log[x] + Log[14]*Log[x] + Log[(15*(3 + x))/31]*(2 - Log[(2*(14 + 15*x))/31]) + Log[(15*(3 + x))/31]*Log[14 + 15*x] - Log[x*(3 + x)]*Log[14 + 15*x]","B",16,8,66,0.1212,1,"{1594, 6728, 2494, 2392, 2391, 2394, 2393, 2418}"
8619,1,613,0,1.7633728,"\int \frac{-13 x-x^2+x^3+\left(390+19 x-63 x^2+4 x^3\right) \log \left(\frac{15}{-15+x}\right)}{-2535 x^3-221 x^4+401 x^5+5 x^6-17 x^7+x^8} \, dx","Int[(-13*x - x^2 + x^3 + (390 + 19*x - 63*x^2 + 4*x^3)*Log[15/(-15 + x)])/(-2535*x^3 - 221*x^4 + 401*x^5 + 5*x^6 - 17*x^7 + x^8),x]","-\frac{209-365 x}{135733 \left(-x^2+x+13\right)}+\frac{12 x+365}{135733 \left(-x^2+x+13\right)}-\frac{29 x+12}{10441 \left(-x^2+x+13\right)}+\frac{\log \left(-\frac{15}{15-x}\right)}{13 x^2}+\frac{\left(77963+34959 \sqrt{53}\right) \log \left(-2 x-\sqrt{53}+1\right)}{347612213}-\frac{\left(2809+9889 \sqrt{53}\right) \log \left(-2 x-\sqrt{53}+1\right)}{218028962}-\frac{\left(68264+1457 \sqrt{53}\right) \log \left(-2 x-\sqrt{53}+1\right)}{347612213}+\frac{27 \left(1-\sqrt{53}\right) \log \left(-2 x-\sqrt{53}+1\right)}{8957 \left(29+\sqrt{53}\right)}-\frac{80 \log \left(-2 x-\sqrt{53}+1\right)}{8957 \left(29+\sqrt{53}\right)}+\frac{27 \left(1+\sqrt{53}\right) \log \left(-2 x+\sqrt{53}+1\right)}{8957 \left(29-\sqrt{53}\right)}-\frac{80 \log \left(-2 x+\sqrt{53}+1\right)}{8957 \left(29-\sqrt{53}\right)}-\frac{\left(68264-1457 \sqrt{53}\right) \log \left(-2 x+\sqrt{53}+1\right)}{347612213}-\frac{\left(2809-9889 \sqrt{53}\right) \log \left(-2 x+\sqrt{53}+1\right)}{218028962}+\frac{\left(77963-34959 \sqrt{53}\right) \log \left(-2 x+\sqrt{53}+1\right)}{347612213}+\frac{27 \left(1-\sqrt{53}\right) \log \left(-\frac{15}{15-x}\right)}{8957 \left(-2 x-\sqrt{53}+1\right)}-\frac{80 \log \left(-\frac{15}{15-x}\right)}{8957 \left(-2 x-\sqrt{53}+1\right)}+\frac{27 \left(1+\sqrt{53}\right) \log \left(-\frac{15}{15-x}\right)}{8957 \left(-2 x+\sqrt{53}+1\right)}-\frac{80 \log \left(-\frac{15}{15-x}\right)}{8957 \left(-2 x+\sqrt{53}+1\right)}-\frac{\log \left(-\frac{15}{15-x}\right)}{169 x}-\frac{27 \left(1-\sqrt{53}\right) \log (15-x)}{8957 \left(29+\sqrt{53}\right)}+\frac{80 \log (15-x)}{8957 \left(29+\sqrt{53}\right)}-\frac{27 \left(1+\sqrt{53}\right) \log (15-x)}{8957 \left(29-\sqrt{53}\right)}+\frac{80 \log (15-x)}{8957 \left(29-\sqrt{53}\right)}-\frac{\log (15-x)}{33293}-\frac{58 \tanh ^{-1}\left(\frac{1-2 x}{\sqrt{53}}\right)}{10441 \sqrt{53}}","\frac{\log \left(\frac{5}{\frac{x}{3}-5}\right)}{x^2 \left(-x^2+x+13\right)}",1,"-1/135733*(209 - 365*x)/(13 + x - x^2) + (365 + 12*x)/(135733*(13 + x - x^2)) - (12 + 29*x)/(10441*(13 + x - x^2)) - (58*ArcTanh[(1 - 2*x)/Sqrt[53]])/(10441*Sqrt[53]) - (80*Log[1 - Sqrt[53] - 2*x])/(8957*(29 + Sqrt[53])) + (27*(1 - Sqrt[53])*Log[1 - Sqrt[53] - 2*x])/(8957*(29 + Sqrt[53])) - ((68264 + 1457*Sqrt[53])*Log[1 - Sqrt[53] - 2*x])/347612213 - ((2809 + 9889*Sqrt[53])*Log[1 - Sqrt[53] - 2*x])/218028962 + ((77963 + 34959*Sqrt[53])*Log[1 - Sqrt[53] - 2*x])/347612213 + ((77963 - 34959*Sqrt[53])*Log[1 + Sqrt[53] - 2*x])/347612213 - ((2809 - 9889*Sqrt[53])*Log[1 + Sqrt[53] - 2*x])/218028962 - ((68264 - 1457*Sqrt[53])*Log[1 + Sqrt[53] - 2*x])/347612213 - (80*Log[1 + Sqrt[53] - 2*x])/(8957*(29 - Sqrt[53])) + (27*(1 + Sqrt[53])*Log[1 + Sqrt[53] - 2*x])/(8957*(29 - Sqrt[53])) - (80*Log[-15/(15 - x)])/(8957*(1 - Sqrt[53] - 2*x)) + (27*(1 - Sqrt[53])*Log[-15/(15 - x)])/(8957*(1 - Sqrt[53] - 2*x)) - (80*Log[-15/(15 - x)])/(8957*(1 + Sqrt[53] - 2*x)) + (27*(1 + Sqrt[53])*Log[-15/(15 - x)])/(8957*(1 + Sqrt[53] - 2*x)) + Log[-15/(15 - x)]/(13*x^2) - Log[-15/(15 - x)]/(169*x) - Log[15 - x]/33293 + (80*Log[15 - x])/(8957*(29 - Sqrt[53])) - (27*(1 + Sqrt[53])*Log[15 - x])/(8957*(29 - Sqrt[53])) + (80*Log[15 - x])/(8957*(29 + Sqrt[53])) - (27*(1 - Sqrt[53])*Log[15 - x])/(8957*(29 + Sqrt[53]))","B",76,18,68,0.2647,1,"{6741, 6742, 740, 800, 632, 31, 893, 638, 618, 206, 2418, 2395, 44, 36, 29, 2394, 2393, 2391}"
8620,1,21,0,0.93878,"\int \frac{e^{-\frac{5}{x^4 \log \left(-3 x+2 x^5\right)}} \left(-45+150 x^4+\left(-180+120 x^4\right) \log \left(-3 x+2 x^5\right)\right)}{\left(-3 x^5+2 x^9\right) \log ^2\left(-3 x+2 x^5\right)} \, dx","Int[(-45 + 150*x^4 + (-180 + 120*x^4)*Log[-3*x + 2*x^5])/(E^(5/(x^4*Log[-3*x + 2*x^5]))*(-3*x^5 + 2*x^9)*Log[-3*x + 2*x^5]^2),x]","3 e^{-\frac{5}{x^4 \log \left(2 x^5-3 x\right)}}","3 e^{-\frac{5}{x^4 \log \left(2 \left(x^4-2\right) x+x\right)}}",1,"3/E^(5/(x^4*Log[-3*x + 2*x^5]))","A",2,2,70,0.02857,1,"{1593, 6706}"
8621,0,0,0,1.026186,"\int \frac{2 e^6 (17+8 x-\log (x))}{\left(18 x+4 x^2-x \log (x)\right) \left(54 x+12 x^2-3 x \log (x)+\frac{2 e^6 \left(-18 x-4 x^2+x \log (x)\right)}{18 x+4 x^2-x \log (x)}\right)} \, dx","Int[(2*E^6*(17 + 8*x - Log[x]))/((18*x + 4*x^2 - x*Log[x])*(54*x + 12*x^2 - 3*x*Log[x] + (2*E^6*(-18*x - 4*x^2 + x*Log[x]))/(18*x + 4*x^2 - x*Log[x]))),x]","\int \frac{2 e^6 (17+8 x-\log (x))}{\left(18 x+4 x^2-x \log (x)\right) \left(54 x+12 x^2-3 x \log (x)+\frac{2 e^6 \left(-18 x-4 x^2+x \log (x)\right)}{18 x+4 x^2-x \log (x)}\right)} \, dx","\log \left(3-\frac{e^6}{x \left(2 x-\frac{\log (x)}{2}+9\right)}\right)",1,"-Log[18 + 4*x - Log[x]] + 2*E^6*Defer[Int][1/(x*(-2*E^6 + 54*x + 12*x^2 - 3*x*Log[x])), x] + 12*Defer[Int][x/(-2*E^6 + 54*x + 12*x^2 - 3*x*Log[x]), x] + 3*Defer[Int][(2*E^6 - 54*x - 12*x^2 + 3*x*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
8622,0,0,0,3.6078553,"\int \frac{e^6 \left(64 x^7-64 x^8+16 x^9\right)+e^x \left(4 e^3 x^2+e^6 \left(-24 x^6+8 x^7\right)\right)+\left(e^{3+x} \left(-12 x^2-4 x^3\right)+e^3 \left(32 x^4-16 x^5\right)\right) \log (x)+4 x \log ^2(x)}{e^6 \left(16 x^6-16 x^7+4 x^8\right)+e^3 \left(8 x^3-4 x^4\right) \log (x)+\log ^2(x)} \, dx","Int[(E^6*(64*x^7 - 64*x^8 + 16*x^9) + E^x*(4*E^3*x^2 + E^6*(-24*x^6 + 8*x^7)) + (E^(3 + x)*(-12*x^2 - 4*x^3) + E^3*(32*x^4 - 16*x^5))*Log[x] + 4*x*Log[x]^2)/(E^6*(16*x^6 - 16*x^7 + 4*x^8) + E^3*(8*x^3 - 4*x^4)*Log[x] + Log[x]^2),x]","\int \frac{e^6 \left(64 x^7-64 x^8+16 x^9\right)+e^x \left(4 e^3 x^2+e^6 \left(-24 x^6+8 x^7\right)\right)+\left(e^{3+x} \left(-12 x^2-4 x^3\right)+e^3 \left(32 x^4-16 x^5\right)\right) \log (x)+4 x \log ^2(x)}{e^6 \left(16 x^6-16 x^7+4 x^8\right)+e^3 \left(8 x^3-4 x^4\right) \log (x)+\log ^2(x)} \, dx","2 x \left(\frac{e^x}{x^2-\frac{\log (x)}{2 e^3 x^2}-2 x}+x\right)",1,"2*x^2 + 4*Defer[Int][(E^(3 + x)*x^2)/(-4*E^3*x^3 + 2*E^3*x^4 - Log[x])^2, x] + 48*Defer[Int][(E^(6 + x)*x^5)/(-4*E^3*x^3 + 2*E^3*x^4 - Log[x])^2, x] - 32*Defer[Int][(E^(6 + x)*x^6)/(-4*E^3*x^3 + 2*E^3*x^4 - Log[x])^2, x] + 12*Defer[Int][(E^(3 + x)*x^2)/(-4*E^3*x^3 + 2*E^3*x^4 - Log[x]), x] + 4*Defer[Int][(E^(3 + x)*x^3)/(-4*E^3*x^3 + 2*E^3*x^4 - Log[x]), x]","F",0,0,0,0,-1,"{}"
8623,1,21,0,0.0536038,"\int \frac{96+96 x+4 x^2+8 x^3-2 x^4-2 x^5}{x^3+x^4} \, dx","Int[(96 + 96*x + 4*x^2 + 8*x^3 - 2*x^4 - 2*x^5)/(x^3 + x^4),x]","-x^2-\frac{48}{x^2}+4 \log (x)+4 \log (x+1)","-x^2+4 \left(\log \left(x^2+x\right)-\frac{12}{x^2}\right)+6",1,"-48/x^2 - x^2 + 4*Log[x] + 4*Log[1 + x]","A",3,2,35,0.05714,1,"{1593, 1620}"
8624,0,0,0,4.0230312,"\int \frac{24-6 x+\left(12+24 x-6 x^2\right) \log \left(\frac{2}{x^2}\right)+(12-3 x) \log \left(\frac{2}{x^2}\right) \log \left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)}{\left(-4 x^4+x^5\right) \log \left(\frac{2}{x^2}\right)+\left(-8 x^3+2 x^4\right) \log \left(\frac{2}{x^2}\right) \log \left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)+\left(-4 x^2+x^3\right) \log \left(\frac{2}{x^2}\right) \log ^2\left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)} \, dx","Int[(24 - 6*x + (12 + 24*x - 6*x^2)*Log[2/x^2] + (12 - 3*x)*Log[2/x^2]*Log[-(x/((-4 + x)*Log[2/x^2]))])/((-4*x^4 + x^5)*Log[2/x^2] + (-8*x^3 + 2*x^4)*Log[2/x^2]*Log[-(x/((-4 + x)*Log[2/x^2]))] + (-4*x^2 + x^3)*Log[2/x^2]*Log[-(x/((-4 + x)*Log[2/x^2]))]^2),x]","\int \frac{24-6 x+\left(12+24 x-6 x^2\right) \log \left(\frac{2}{x^2}\right)+(12-3 x) \log \left(\frac{2}{x^2}\right) \log \left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)}{\left(-4 x^4+x^5\right) \log \left(\frac{2}{x^2}\right)+\left(-8 x^3+2 x^4\right) \log \left(\frac{2}{x^2}\right) \log \left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)+\left(-4 x^2+x^3\right) \log \left(\frac{2}{x^2}\right) \log ^2\left(-\frac{x}{(-4+x) \log \left(\frac{2}{x^2}\right)}\right)} \, dx","\frac{3}{x \left(\log \left(\frac{x}{(4-x) \log \left(\frac{2}{x^2}\right)}\right)+x\right)}",1,"(3*Defer[Int][1/((-4 + x)*(x + Log[-(x/((-4 + x)*Log[2/x^2]))])^2), x])/4 - 3*Defer[Int][1/(x^2*(x + Log[-(x/((-4 + x)*Log[2/x^2]))])^2), x] - (15*Defer[Int][1/(x*(x + Log[-(x/((-4 + x)*Log[2/x^2]))])^2), x])/4 - 6*Defer[Int][1/(x^2*Log[2/x^2]*(x + Log[-(x/((-4 + x)*Log[2/x^2]))])^2), x] - 3*Defer[Int][1/(x^2*(x + Log[-(x/((-4 + x)*Log[2/x^2]))])), x]","F",0,0,0,0,-1,"{}"
8625,0,0,0,3.7947627,"\int \frac{1+x+e^x \left(1+2 x-x^2\right)+e^{x^2} \left(-2 x^2+e^x \left(x-2 x^2\right)\right)-e^x x \log (x)}{x+e^{2 x^2} x-2 x^2+x^3+e^{x^2} \left(2 x-2 x^2\right)+\left(-2 x-2 e^{x^2} x+2 x^2\right) \log (x)+x \log ^2(x)} \, dx","Int[(1 + x + E^x*(1 + 2*x - x^2) + E^x^2*(-2*x^2 + E^x*(x - 2*x^2)) - E^x*x*Log[x])/(x + E^(2*x^2)*x - 2*x^2 + x^3 + E^x^2*(2*x - 2*x^2) + (-2*x - 2*E^x^2*x + 2*x^2)*Log[x] + x*Log[x]^2),x]","\int \frac{1+x+e^x \left(1+2 x-x^2\right)+e^{x^2} \left(-2 x^2+e^x \left(x-2 x^2\right)\right)-e^x x \log (x)}{x+e^{2 x^2} x-2 x^2+x^3+e^{x^2} \left(2 x-2 x^2\right)+\left(-2 x-2 e^{x^2} x+2 x^2\right) \log (x)+x \log ^2(x)} \, dx","\frac{e^x+1}{e^{x^2}-x-\log (x)+1}",1,"Defer[Int][(1 + E^x^2 - x - Log[x])^(-2), x] + Defer[Int][E^x/(1 + E^x^2 - x - Log[x])^2, x] + Defer[Int][E^x/(1 + E^x^2 - x - Log[x]), x] + Defer[Int][1/(x*(-1 - E^x^2 + x + Log[x])^2), x] + Defer[Int][E^x/(x*(-1 - E^x^2 + x + Log[x])^2), x] + 2*Defer[Int][x/(-1 - E^x^2 + x + Log[x])^2, x] + 2*Defer[Int][(E^x*x)/(-1 - E^x^2 + x + Log[x])^2, x] - 2*Defer[Int][x^2/(-1 - E^x^2 + x + Log[x])^2, x] - 2*Defer[Int][(E^x*x^2)/(-1 - E^x^2 + x + Log[x])^2, x] - 2*Defer[Int][(x*Log[x])/(-1 - E^x^2 + x + Log[x])^2, x] - 2*Defer[Int][(E^x*x*Log[x])/(-1 - E^x^2 + x + Log[x])^2, x] + 2*Defer[Int][x/(-1 - E^x^2 + x + Log[x]), x] + 2*Defer[Int][(E^x*x)/(-1 - E^x^2 + x + Log[x]), x]","F",0,0,0,0,-1,"{}"
8626,0,0,0,0.4805138,"\int \frac{e^8 (-3-2 x)-3 x-x^2+e^x \left(3+x+e^8 (4+x)\right)}{-3 x-x^2+e^x (3+x)} \, dx","Int[(E^8*(-3 - 2*x) - 3*x - x^2 + E^x*(3 + x + E^8*(4 + x)))/(-3*x - x^2 + E^x*(3 + x)),x]","\int \frac{e^8 (-3-2 x)-3 x-x^2+e^x \left(3+x+e^8 (4+x)\right)}{-3 x-x^2+e^x (3+x)} \, dx","x+e^8 \log \left((x+3) \left(x-e^x\right)\right)+2",1,"(1 + E^8)*x + E^8*Log[3 + x] - E^8*Defer[Int][(E^x - x)^(-1), x] + E^8*Defer[Int][x/(E^x - x), x]","F",0,0,0,0,-1,"{}"
8627,0,0,0,0.4778545,"\int \frac{216 e^x x^3+e^x \left(-864 x^3-216 x^4\right) \log (x)+e^x \log ^2(x)}{\log ^2(x)} \, dx","Int[(216*E^x*x^3 + E^x*(-864*x^3 - 216*x^4)*Log[x] + E^x*Log[x]^2)/Log[x]^2,x]","\int \frac{216 e^x x^3+e^x \left(-864 x^3-216 x^4\right) \log (x)+e^x \log ^2(x)}{\log ^2(x)} \, dx","e^x-\frac{216 e^x x^4}{\log (x)}",1,"E^x + 216*Defer[Int][(E^x*x^3)/Log[x]^2, x] - 864*Defer[Int][(E^x*x^3)/Log[x], x] - 216*Defer[Int][(E^x*x^4)/Log[x], x]","F",0,0,0,0,-1,"{}"
8628,1,13,0,0.0212494,"\int \frac{5 e^{\left.\frac{5}{4}\right/x}+4 x^2}{4 x^2} \, dx","Int[(5*E^(5/(4*x)) + 4*x^2)/(4*x^2),x]","x-e^{\left.\frac{5}{4}\right/x}","x-e^{\left.\frac{5}{4}\right/x}+\frac{e^{25}}{3}+4",1,"-E^(5/(4*x)) + x","A",4,3,24,0.1250,1,"{12, 14, 2209}"
8629,1,21,0,0.0511521,"\int \frac{\left(-48 x+2 x^2+2 x^3\right) \log (x)+\left(-48 x+3 x^2+4 x^3\right) \log ^2(x)}{-64+\left(-24 x^2+x^3+x^4\right) \log ^2(x)} \, dx","Int[((-48*x + 2*x^2 + 2*x^3)*Log[x] + (-48*x + 3*x^2 + 4*x^3)*Log[x]^2)/(-64 + (-24*x^2 + x^3 + x^4)*Log[x]^2),x]","\log \left(64-\left(x^4+x^3-24 x^2\right) \log ^2(x)\right)","\log \left(\frac{1}{2} x^2 \left(12-\frac{1}{2} x (x+1)\right) \log ^2(x)+16\right)",1,"Log[64 - (-24*x^2 + x^3 + x^4)*Log[x]^2]","A",2,2,59,0.03390,1,"{6708, 31}"
8630,1,1004,0,3.5034841,"\int \frac{6 x^2-4 x \log (2)+e^x \left(-4 x-2 x^2+(2+2 x) \log (2)\right)+e^{7 x} \left(-4 x^2-2 x \log (2)+e^x \left(5 x-x^2+(1+x) \log (2)\right)\right)+\left(-4 x+e^x (2+2 x)+e^{7 x} \left(-2 x+e^x (1+x)\right)\right) \log \left(2+e^{7 x}\right)}{2+e^{7 x}} \, dx","Int[(6*x^2 - 4*x*Log[2] + E^x*(-4*x - 2*x^2 + (2 + 2*x)*Log[2]) + E^(7*x)*(-4*x^2 - 2*x*Log[2] + E^x*(5*x - x^2 + (1 + x)*Log[2])) + (-4*x + E^x*(2 + 2*x) + E^(7*x)*(-2*x + E^x*(1 + x)))*Log[2 + E^(7*x)])/(2 + E^(7*x)),x]","x^3-e^x x^2-\log \left(2+e^{7 x}\right) x^2-\log (2) x^2-\frac{(-1)^{5/7} x^2}{2^{6/7}}+\frac{(-1)^{4/7} x^2}{2^{6/7}}-\frac{(-1)^{3/7} x^2}{2^{6/7}}+\frac{(-1)^{2/7} x^2}{2^{6/7}}-\frac{\sqrt[7]{-1} x^2}{2^{6/7}}+\frac{x^2}{2^{6/7}}+\left(-\frac{1}{2}\right)^{6/7} x^2+2 e^x x-(-1)^{6/7} \sqrt[7]{2} \log \left(1-\sqrt[7]{-\frac{1}{2}} e^x\right) x-\sqrt[7]{2} \log \left(1+\frac{e^x}{\sqrt[7]{2}}\right) x+(-1)^{5/7} \sqrt[7]{2} \log \left(1+\frac{(-1)^{2/7} e^x}{\sqrt[7]{2}}\right) x-(-1)^{4/7} \sqrt[7]{2} \log \left(1-\frac{(-1)^{3/7} e^x}{\sqrt[7]{2}}\right) x+(-1)^{3/7} \sqrt[7]{2} \log \left(1+\frac{(-1)^{4/7} e^x}{\sqrt[7]{2}}\right) x-(-1)^{2/7} \sqrt[7]{2} \log \left(1-\frac{(-1)^{5/7} e^x}{\sqrt[7]{2}}\right) x+\sqrt[7]{-2} \log \left(1+\frac{(-1)^{6/7} e^x}{\sqrt[7]{2}}\right) x+e^x \log \left(2+e^{7 x}\right) x+e^x (5+\log (2)) x-2 e^x+\frac{(-1)^{5/7} (1-x)^2}{2^{6/7}}-\frac{(-1)^{4/7} (1-x)^2}{2^{6/7}}+\frac{(-1)^{3/7} (1-x)^2}{2^{6/7}}-\frac{(-1)^{2/7} (1-x)^2}{2^{6/7}}+\frac{\sqrt[7]{-1} (1-x)^2}{2^{6/7}}-\frac{(1-x)^2}{2^{6/7}}-\left(-\frac{1}{2}\right)^{6/7} (1-x)^2+7 e^x (1-x)+\sqrt[7]{2} \log \left(\sqrt[7]{2}+e^x\right)-(-1)^{6/7} \sqrt[7]{2} (1-x) \log \left(1-\sqrt[7]{-\frac{1}{2}} e^x\right)-\sqrt[7]{2} (1-x) \log \left(1+\frac{e^x}{\sqrt[7]{2}}\right)+(-1)^{5/7} \sqrt[7]{2} (1-x) \log \left(1+\frac{(-1)^{2/7} e^x}{\sqrt[7]{2}}\right)-(-1)^{4/7} \sqrt[7]{2} (1-x) \log \left(1-\frac{(-1)^{3/7} e^x}{\sqrt[7]{2}}\right)+(-1)^{3/7} \sqrt[7]{2} (1-x) \log \left(1+\frac{(-1)^{4/7} e^x}{\sqrt[7]{2}}\right)-(-1)^{2/7} \sqrt[7]{2} (1-x) \log \left(1-\frac{(-1)^{5/7} e^x}{\sqrt[7]{2}}\right)+\sqrt[7]{-2} (1-x) \log \left(1+\frac{(-1)^{6/7} e^x}{\sqrt[7]{2}}\right)-e^x \log \left(2+e^{7 x}\right)+e^x \log \left(2 \left(2+e^{7 x}\right)\right)-\sqrt[7]{2} \cos \left(\frac{\pi }{7}\right) \log \left(2^{2/7}+e^{2 x}-2 \sqrt[7]{2} e^x \cos \left(\frac{\pi }{7}\right)\right)+\sqrt[7]{2} \log \left(2^{2/7}+e^{2 x}+2 \sqrt[7]{2} e^x \sin \left(\frac{3 \pi }{14}\right)\right) \sin \left(\frac{3 \pi }{14}\right)+2 \sqrt[7]{2} \tan ^{-1}\left(\frac{\left(e^x-\sqrt[7]{2} \cos \left(\frac{\pi }{7}\right)\right) \csc \left(\frac{\pi }{7}\right)}{\sqrt[7]{2}}\right) \sin \left(\frac{\pi }{7}\right)-\sqrt[7]{2} \log \left(2^{2/7}+e^{2 x}-2 \sqrt[7]{2} e^x \sin \left(\frac{\pi }{14}\right)\right) \sin \left(\frac{\pi }{14}\right)-e^x (5+\log (2))+2 \sqrt[7]{2} \tan ^{-1}\left(\frac{\sec \left(\frac{3 \pi }{14}\right) \left(e^x+\sqrt[7]{2} \sin \left(\frac{3 \pi }{14}\right)\right)}{\sqrt[7]{2}}\right) \cos \left(\frac{3 \pi }{14}\right)+2 \sqrt[7]{2} \tan ^{-1}\left(\frac{\sec \left(\frac{\pi }{14}\right) \left(e^x-\sqrt[7]{2} \sin \left(\frac{\pi }{14}\right)\right)}{\sqrt[7]{2}}\right) \cos \left(\frac{\pi }{14}\right)","\left(e^x-x\right) x \left(-x+\log \left(e^{7 x}+2\right)+\log (2)\right)",1,"-2*E^x + 7*E^x*(1 - x) - (-1/2)^(6/7)*(1 - x)^2 - (1 - x)^2/2^(6/7) + ((-1)^(1/7)*(1 - x)^2)/2^(6/7) - ((-1)^(2/7)*(1 - x)^2)/2^(6/7) + ((-1)^(3/7)*(1 - x)^2)/2^(6/7) - ((-1)^(4/7)*(1 - x)^2)/2^(6/7) + ((-1)^(5/7)*(1 - x)^2)/2^(6/7) + 2*E^x*x + (-1/2)^(6/7)*x^2 + x^2/2^(6/7) - ((-1)^(1/7)*x^2)/2^(6/7) + ((-1)^(2/7)*x^2)/2^(6/7) - ((-1)^(3/7)*x^2)/2^(6/7) + ((-1)^(4/7)*x^2)/2^(6/7) - ((-1)^(5/7)*x^2)/2^(6/7) - E^x*x^2 + x^3 + 2*2^(1/7)*ArcTan[(Sec[Pi/14]*(E^x - 2^(1/7)*Sin[Pi/14]))/2^(1/7)]*Cos[Pi/14] + 2*2^(1/7)*ArcTan[(Sec[(3*Pi)/14]*(E^x + 2^(1/7)*Sin[(3*Pi)/14]))/2^(1/7)]*Cos[(3*Pi)/14] - x^2*Log[2] - E^x*(5 + Log[2]) + E^x*x*(5 + Log[2]) + 2^(1/7)*Log[2^(1/7) + E^x] - (-1)^(6/7)*2^(1/7)*(1 - x)*Log[1 - (-1/2)^(1/7)*E^x] - (-1)^(6/7)*2^(1/7)*x*Log[1 - (-1/2)^(1/7)*E^x] - 2^(1/7)*(1 - x)*Log[1 + E^x/2^(1/7)] - 2^(1/7)*x*Log[1 + E^x/2^(1/7)] + (-1)^(5/7)*2^(1/7)*(1 - x)*Log[1 + ((-1)^(2/7)*E^x)/2^(1/7)] + (-1)^(5/7)*2^(1/7)*x*Log[1 + ((-1)^(2/7)*E^x)/2^(1/7)] - (-1)^(4/7)*2^(1/7)*(1 - x)*Log[1 - ((-1)^(3/7)*E^x)/2^(1/7)] - (-1)^(4/7)*2^(1/7)*x*Log[1 - ((-1)^(3/7)*E^x)/2^(1/7)] + (-1)^(3/7)*2^(1/7)*(1 - x)*Log[1 + ((-1)^(4/7)*E^x)/2^(1/7)] + (-1)^(3/7)*2^(1/7)*x*Log[1 + ((-1)^(4/7)*E^x)/2^(1/7)] - (-1)^(2/7)*2^(1/7)*(1 - x)*Log[1 - ((-1)^(5/7)*E^x)/2^(1/7)] - (-1)^(2/7)*2^(1/7)*x*Log[1 - ((-1)^(5/7)*E^x)/2^(1/7)] + (-2)^(1/7)*(1 - x)*Log[1 + ((-1)^(6/7)*E^x)/2^(1/7)] + (-2)^(1/7)*x*Log[1 + ((-1)^(6/7)*E^x)/2^(1/7)] - E^x*Log[2 + E^(7*x)] + E^x*x*Log[2 + E^(7*x)] - x^2*Log[2 + E^(7*x)] + E^x*Log[2*(2 + E^(7*x))] - 2^(1/7)*Cos[Pi/7]*Log[2^(2/7) + E^(2*x) - 2*2^(1/7)*E^x*Cos[Pi/7]] - 2^(1/7)*Log[2^(2/7) + E^(2*x) - 2*2^(1/7)*E^x*Sin[Pi/14]]*Sin[Pi/14] + 2*2^(1/7)*ArcTan[((E^x - 2^(1/7)*Cos[Pi/7])*Csc[Pi/7])/2^(1/7)]*Sin[Pi/7] + 2^(1/7)*Log[2^(2/7) + E^(2*x) + 2*2^(1/7)*E^x*Sin[(3*Pi)/14]]*Sin[(3*Pi)/14]","B",100,24,117,0.2051,0,"{6742, 2254, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 14, 43, 2532, 2176, 2194, 2554, 12, 2248, 321, 201, 634, 618, 204, 628, 31}"
8631,1,56,0,0.0959062,"\int e^{x-25 x^3+10 x^4-x^5} \left(1+x-75 x^3+40 x^4-5 x^5\right) \, dx","Int[E^(x - 25*x^3 + 10*x^4 - x^5)*(1 + x - 75*x^3 + 40*x^4 - 5*x^5),x]","\frac{e^{-x^5+10 x^4-25 x^3+x} \left(-5 x^5+40 x^4-75 x^3+x\right)}{-5 x^4+40 x^3-75 x^2+1}","e^{x-(5-x)^2 x^3} x",1,"(E^(x - 25*x^3 + 10*x^4 - x^5)*(x - 75*x^3 + 40*x^4 - 5*x^5))/(1 - 75*x^2 + 40*x^3 - 5*x^4)","B",1,1,38,0.02632,1,"{2288}"
8632,-1,0,0,180.0007233,"\int \frac{\left(-144 x+72 x^2-9 x^3\right) \log (3)+\left(-24 x^2+6 x^3\right) \log (3) \log (x)-x^3 \log (3) \log ^2(x)+\exp \left(\exp \left(\frac{\left(12 x-3 x^2\right) \log (3)+\left(6-2 x+x^2 \log (3)\right) \log (x)}{(12-3 x) \log (3)+x \log (3) \log (x)}\right)+\frac{\left(12 x-3 x^2\right) \log (3)+\left(6-2 x+x^2 \log (3)\right) \log (x)}{(12-3 x) \log (3)+x \log (3) \log (x)}\right) \left(72-42 x+6 x^2+\left(144 x-72 x^2+9 x^3\right) \log (3)+\left(-6 x+\left(24 x^2-6 x^3\right) \log (3)\right) \log (x)+\left(-6 x+x^3 \log (3)\right) \log ^2(x)\right)}{\left(144 x-72 x^2+9 x^3\right) \log (3)+\left(24 x^2-6 x^3\right) \log (3) \log (x)+x^3 \log (3) \log ^2(x)} \, dx","Int[((-144*x + 72*x^2 - 9*x^3)*Log[3] + (-24*x^2 + 6*x^3)*Log[3]*Log[x] - x^3*Log[3]*Log[x]^2 + E^(E^(((12*x - 3*x^2)*Log[3] + (6 - 2*x + x^2*Log[3])*Log[x])/((12 - 3*x)*Log[3] + x*Log[3]*Log[x])) + ((12*x - 3*x^2)*Log[3] + (6 - 2*x + x^2*Log[3])*Log[x])/((12 - 3*x)*Log[3] + x*Log[3]*Log[x]))*(72 - 42*x + 6*x^2 + (144*x - 72*x^2 + 9*x^3)*Log[3] + (-6*x + (24*x^2 - 6*x^3)*Log[3])*Log[x] + (-6*x + x^3*Log[3])*Log[x]^2))/((144*x - 72*x^2 + 9*x^3)*Log[3] + (24*x^2 - 6*x^3)*Log[3]*Log[x] + x^3*Log[3]*Log[x]^2),x]","\text{\$Aborted}","\exp \left(\exp \left(x+\frac{2 (x-3)}{\log (3) \left(\frac{3 (x-4)}{\log (x)}-x\right)}\right)\right)-x+5",1,"$Aborted","F",0,0,0,0,-1,"{}"
8633,0,0,0,15.6994342,"\int \frac{5^{\left(2-e^{2 x}\right) x^x} \left(2-e^{2 x}\right) x^{x+\left(2-e^{2 x}\right) x^x} \left(-2+e^{2 x}+\left(-2 x+3 e^{2 x} x+\left(-2 x+e^{2 x} x\right) \log (x)\right) \log (5 x)\right)}{-2 x+e^{2 x} x} \, dx","Int[(5^((2 - E^(2*x))*x^x)*(2 - E^(2*x))*x^(x + (2 - E^(2*x))*x^x)*(-2 + E^(2*x) + (-2*x + 3*E^(2*x)*x + (-2*x + E^(2*x)*x)*Log[x])*Log[5*x]))/(-2*x + E^(2*x)*x),x]","\int \frac{5^{\left(2-e^{2 x}\right) x^x} \left(2-e^{2 x}\right) x^{x+\left(2-e^{2 x}\right) x^x} \left(-2+e^{2 x}+\left(-2 x+3 e^{2 x} x+\left(-2 x+e^{2 x} x\right) \log (x)\right) \log (5 x)\right)}{-2 x+e^{2 x} x} \, dx","5^{\left(2-e^{2 x}\right) x^x} x^{\left(2-e^{2 x}\right) x^x}",1,"2*Defer[Int][x^(-1 + x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x] - Defer[Int][(E^(2*x)*x^(-1 + x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x] + 2*Log[5*x]*Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x] + 2*Log[x]*Log[5*x]*Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x] - 3*Log[5*x]*Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x] - Log[x]*Log[5*x]*Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x] - 2*Defer[Int][Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x]/x, x] - 2*Log[x]*Defer[Int][Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x]/x, x] - 2*Log[5*x]*Defer[Int][Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x]/x, x] + 3*Defer[Int][Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x]/x, x] + Log[x]*Defer[Int][Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x]/x, x] + Log[5*x]*Defer[Int][Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x]/x, x] + 4*Defer[Int][Defer[Int][Defer[Int][x^(x - (-2 + E^(2*x))*x^x)/5^((-2 + E^(2*x))*x^x), x]/x, x]/x, x] - 2*Defer[Int][Defer[Int][Defer[Int][(E^(2*x)*x^(x - (-2 + E^(2*x))*x^x))/5^((-2 + E^(2*x))*x^x), x]/x, x]/x, x]","F",0,0,0,0,-1,"{}"
8634,1,16,0,0.0071982,"\int \frac{3-2 x+2 x \log (4)}{3 x-x^2+x^2 \log (4)} \, dx","Int[(3 - 2*x + 2*x*Log[4])/(3*x - x^2 + x^2*Log[4]),x]","\log \left(3 x-x^2 (1-\log (4))\right)","\log (x (-x+x \log (4)+3))",1,"Log[3*x - x^2*(1 - Log[4])]","A",3,2,28,0.07143,1,"{6, 628}"
8635,0,0,0,1.0314973,"\int \frac{-15-15 x+(-15-10 x) \log (x)}{x^4+\left(6 x^3+2 x^4\right) \log (x)+\left(9 x^2+6 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-15 - 15*x + (-15 - 10*x)*Log[x])/(x^4 + (6*x^3 + 2*x^4)*Log[x] + (9*x^2 + 6*x^3 + x^4)*Log[x]^2),x]","\int \frac{-15-15 x+(-15-10 x) \log (x)}{x^4+\left(6 x^3+2 x^4\right) \log (x)+\left(9 x^2+6 x^3+x^4\right) \log ^2(x)} \, dx","\frac{4}{x+\frac{1}{5} x (4 (x+(x+3) \log (x))-5)}",1,"-15*Defer[Int][1/(x^2*(x + 3*Log[x] + x*Log[x])^2), x] - 10*Defer[Int][1/(x*(x + 3*Log[x] + x*Log[x])^2), x] + 5*Defer[Int][1/((3 + x)*(x + 3*Log[x] + x*Log[x])^2), x] - 5*Defer[Int][1/(x^2*(x + 3*Log[x] + x*Log[x])), x] - (5*Defer[Int][1/(x*(x + 3*Log[x] + x*Log[x])), x])/3 + (5*Defer[Int][1/((3 + x)*(x + 3*Log[x] + x*Log[x])), x])/3","F",0,0,0,0,-1,"{}"
8636,1,8,0,0.001059,"\int -\frac{1}{-34+x} \, dx","Int[-(-34 + x)^(-1),x]","-\log (34-x)","-\log (34-x)",1,"-Log[34 - x]","A",1,1,7,0.1429,1,"{31}"
8637,1,8,0,0.0024867,"\int \frac{2-2 x}{x} \, dx","Int[(2 - 2*x)/x,x]","2 \log (x)-2 x","\log \left(x^2\right)-2 x-6",1,"-2*x + 2*Log[x]","A",2,1,9,0.1111,1,"{43}"
8638,1,44,0,0.0165129,"\int \frac{54 e x+(6-36 e x) \log (5)+(-2+6 e x) \log ^2(5)}{3 e \log ^2(5)} \, dx","Int[(54*E*x + (6 - 36*E*x)*Log[5] + (-2 + 6*E*x)*Log[5]^2)/(3*E*Log[5]^2),x]","\frac{9 x^2}{\log ^2(5)}+\frac{(1-3 e x)^2}{9 e^2}-\frac{(1-6 e x)^2}{6 e^2 \log (5)}","\left(-x+\frac{3 x}{\log (5)}+\frac{1}{3 e}\right)^2",1,"(1 - 3*E*x)^2/(9*E^2) + (9*x^2)/Log[5]^2 - (1 - 6*E*x)^2/(6*E^2*Log[5])","B",2,1,36,0.02778,1,"{12}"
8639,1,17,0,0.0424261,"\int \frac{243 x^4+3^x (-4 e+4 e x \log (3))}{9 x^2} \, dx","Int[(243*x^4 + 3^x*(-4*E + 4*E*x*Log[3]))/(9*x^2),x]","9 x^3+\frac{4 e 3^{x-2}}{x}","9 x^3+\frac{e \left(x+4\ 3^x\right)}{9 x}",1,"(4*3^(-2 + x)*E)/x + 9*x^3","A",4,3,27,0.1111,1,"{12, 14, 2197}"
8640,0,0,0,0.6763915,"\int \frac{-30 x+100 x^2+400 x^3+(6-2 x) \log (x)+\left(-19 x-80 x^2\right) \log ^2(x)+(1+4 x) \log ^4(x)}{100 x^3-20 x^2 \log ^2(x)+x \log ^4(x)} \, dx","Int[(-30*x + 100*x^2 + 400*x^3 + (6 - 2*x)*Log[x] + (-19*x - 80*x^2)*Log[x]^2 + (1 + 4*x)*Log[x]^4)/(100*x^3 - 20*x^2*Log[x]^2 + x*Log[x]^4),x]","\int \frac{-30 x+100 x^2+400 x^3+(6-2 x) \log (x)+\left(-19 x-80 x^2\right) \log ^2(x)+(1+4 x) \log ^4(x)}{100 x^3-20 x^2 \log ^2(x)+x \log ^4(x)} \, dx","-x+5 (x+4)-\frac{3-x}{\log ^2(x)-10 x}+\log (x)+1",1,"4*x + Log[x] + 3/(10*x - Log[x]^2) + 10*Defer[Int][x/(10*x - Log[x]^2)^2, x] - 2*Defer[Int][Log[x]/(-10*x + Log[x]^2)^2, x] + Defer[Int][(-10*x + Log[x]^2)^(-1), x]","F",0,0,0,0,-1,"{}"
8641,1,50,0,0.0930268,"\int \frac{-3-3 x^2+e^{3+9 x+6 x^2+x^3} \left(-1+9 x+12 x^2+3 x^3\right)}{x^2} \, dx","Int[(-3 - 3*x^2 + E^(3 + 9*x + 6*x^2 + x^3)*(-1 + 9*x + 12*x^2 + 3*x^3))/x^2,x]","\frac{e^{x^3+6 x^2+9 x+3} \left(x^3+4 x^2+3 x\right)}{\left(x^2+4 x+3\right) x^2}-3 x+\frac{3}{x}","\frac{-x+e^{x (x+3)^2+3}+3}{x}-3 x+2",1,"3/x - 3*x + (E^(3 + 9*x + 6*x^2 + x^3)*(3*x + 4*x^2 + x^3))/(x^2*(3 + 4*x + x^2))","A",5,2,42,0.04762,1,"{14, 2288}"
8642,0,0,0,0.8628785,"\int \frac{-2 e^{-6-x}+2 x+\left(-x-e^{-6-x} x\right) \log \left(196 x^2\right)}{\left(e^{-6-x} x-x^2\right) \log \left(196 x^2\right)} \, dx","Int[(-2*E^(-6 - x) + 2*x + (-x - E^(-6 - x)*x)*Log[196*x^2])/((E^(-6 - x)*x - x^2)*Log[196*x^2]),x]","\int \frac{-2 e^{-6-x}+2 x+\left(-x-e^{-6-x} x\right) \log \left(196 x^2\right)}{\left(e^{-6-x} x-x^2\right) \log \left(196 x^2\right)} \, dx","\log \left(\frac{e^{-x-6}-x}{\log \left(196 x^2\right)}\right)",1,"Log[x] - Log[Log[196*x^2]] + Defer[Int][(-1 + E^(6 + x)*x)^(-1), x] + Defer[Int][1/(x*(-1 + E^(6 + x)*x)), x]","F",0,0,0,0,-1,"{}"
8643,1,35,0,0.4827335,"\int \frac{-2 x^2+2 x^3+4 x^4-2 x^5+e^3 \left(4 x^3-2 x^4\right)+e^6 \left(x^2-2 e^3 x^3-2 x^4\right)+\left(1+2 e^3 x+2 x^2\right) \log (2)}{2 x^3-e^6 x^3-x^4+x \log (2)} \, dx","Int[(-2*x^2 + 2*x^3 + 4*x^4 - 2*x^5 + E^3*(4*x^3 - 2*x^4) + E^6*(x^2 - 2*E^3*x^3 - 2*x^4) + (1 + 2*E^3*x + 2*x^2)*Log[2])/(2*x^3 - E^6*x^3 - x^4 + x*Log[2]),x]","x^2-\log \left(x^3-\left(2-e^6\right) x^2-\log (2)\right)+2 e^3 x+\log (x)","\left(x+e^3\right)^2-\log \left(-x^2-e^6 x+2 x+\frac{\log (2)}{x}\right)",1,"2*E^3*x + x^2 + Log[x] - Log[-((2 - E^6)*x^2) + x^3 - Log[2]]","A",5,4,99,0.04040,1,"{6, 1594, 6742, 1587}"
8644,1,21,0,0.0421342,"\int \frac{e^{1+e} \left(-24 x+12 \log ^2(4)\right)}{25+10 x^2+x^4+\left(-10 x-2 x^3\right) \log ^2(4)+x^2 \log ^4(4)} \, dx","Int[(E^(1 + E)*(-24*x + 12*Log[4]^2))/(25 + 10*x^2 + x^4 + (-10*x - 2*x^3)*Log[4]^2 + x^2*Log[4]^4),x]","\frac{12 e^{1+e}}{x^2-x \log ^2(4)+5}","\frac{12 e^{1+e}}{x^2-x \log ^2(4)+5}+3",1,"(12*E^(1 + E))/(5 + x^2 - x*Log[4]^2)","A",5,4,50,0.08000,1,"{6, 12, 1680, 261}"
8645,0,0,0,3.0367584,"\int \frac{-6+3 x+(-3 x+(12-6 x) \log (4)) \log (x)+(12-6 x) \log (x) \log \left(\frac{-2+x}{\log (x)}\right)}{\left(-2 x^3+x^4\right) \log ^2(4) \log (x)+\left(-4 x^3+2 x^4\right) \log (4) \log (x) \log \left(\frac{-2+x}{\log (x)}\right)+\left(-2 x^3+x^4\right) \log (x) \log ^2\left(\frac{-2+x}{\log (x)}\right)} \, dx","Int[(-6 + 3*x + (-3*x + (12 - 6*x)*Log[4])*Log[x] + (12 - 6*x)*Log[x]*Log[(-2 + x)/Log[x]])/((-2*x^3 + x^4)*Log[4]^2*Log[x] + (-4*x^3 + 2*x^4)*Log[4]*Log[x]*Log[(-2 + x)/Log[x]] + (-2*x^3 + x^4)*Log[x]*Log[(-2 + x)/Log[x]]^2),x]","\int \frac{-6+3 x+(-3 x+(12-6 x) \log (4)) \log (x)+(12-6 x) \log (x) \log \left(\frac{-2+x}{\log (x)}\right)}{\left(-2 x^3+x^4\right) \log ^2(4) \log (x)+\left(-4 x^3+2 x^4\right) \log (4) \log (x) \log \left(\frac{-2+x}{\log (x)}\right)+\left(-2 x^3+x^4\right) \log (x) \log ^2\left(\frac{-2+x}{\log (x)}\right)} \, dx","\frac{3}{x^2 \left(\log \left(\frac{x-2}{\log (x)}\right)+\log (4)\right)}",1,"(-3*Defer[Int][1/((-2 + x)*(Log[4] + Log[(-2 + x)/Log[x]])^2), x])/4 + (3*Defer[Int][1/(x^2*(Log[4] + Log[(-2 + x)/Log[x]])^2), x])/2 + (3*Defer[Int][1/(x*(Log[4] + Log[(-2 + x)/Log[x]])^2), x])/4 + 3*Defer[Int][1/(x^3*Log[x]*(Log[4] + Log[(-2 + x)/Log[x]])^2), x] - 6*Defer[Int][1/(x^3*(Log[4] + Log[(-2 + x)/Log[x]])), x]","F",0,0,0,0,-1,"{}"
8646,0,0,0,2.7261585,"\int \frac{-196 x-x^2+51 x^3+x^4+x^5+e^{2 x} \left(-1+2 x+x^2+x^3\right)+e^x \left(-49-149 x+53 x^2+2 x^3+2 x^4\right)+\left(49 x+48 x^3+2 x^4+3 x^5+e^{2 x} \left(-x+2 x^2+3 x^3\right)+e^x \left(49 x+96 x^2-45 x^3+6 x^4\right)\right) \log (x)}{e^{2 x} x+2 e^x x^2+x^3} \, dx","Int[(-196*x - x^2 + 51*x^3 + x^4 + x^5 + E^(2*x)*(-1 + 2*x + x^2 + x^3) + E^x*(-49 - 149*x + 53*x^2 + 2*x^3 + 2*x^4) + (49*x + 48*x^3 + 2*x^4 + 3*x^5 + E^(2*x)*(-x + 2*x^2 + 3*x^3) + E^x*(49*x + 96*x^2 - 45*x^3 + 6*x^4))*Log[x])/(E^(2*x)*x + 2*E^x*x^2 + x^3),x]","\int \frac{-196 x-x^2+51 x^3+x^4+x^5+e^{2 x} \left(-1+2 x+x^2+x^3\right)+e^x \left(-49-149 x+53 x^2+2 x^3+2 x^4\right)+\left(49 x+48 x^3+2 x^4+3 x^5+e^{2 x} \left(-x+2 x^2+3 x^3\right)+e^x \left(49 x+96 x^2-45 x^3+6 x^4\right)\right) \log (x)}{e^{2 x} x+2 e^x x^2+x^3} \, dx","\left(x+\frac{49}{x+e^x}+1\right) \left(x \left(x-\frac{1}{x}\right) \log (x)+3\right)",1,"3*x + 147/(E^x + x) - Log[x] - x*Log[x] + x^2*Log[x] + x^3*Log[x] - (49*Log[x])/(E^x + x) - 49*Log[x]*Defer[Int][x^2/(E^x + x)^2, x] + 49*Log[x]*Defer[Int][x^3/(E^x + x)^2, x] + 49*Defer[Int][x/(E^x + x), x] + 98*Log[x]*Defer[Int][x/(E^x + x), x] - 49*Log[x]*Defer[Int][x^2/(E^x + x), x] + 49*Defer[Int][Defer[Int][x^2/(E^x + x)^2, x]/x, x] - 49*Defer[Int][Defer[Int][x^3/(E^x + x)^2, x]/x, x] - 98*Defer[Int][Defer[Int][x/(E^x + x), x]/x, x] + 49*Defer[Int][Defer[Int][x^2/(E^x + x), x]/x, x]","F",0,0,0,0,-1,"{}"
8647,1,19,0,0.0045499,"\int \frac{\log (\log (5 (i \pi +\log (4))))}{4+4 x+x^2} \, dx","Int[Log[Log[5*(I*Pi + Log[4])]]/(4 + 4*x + x^2),x]","-\frac{\log (\log (5 (\log (4)+i \pi )))}{x+2}","-\frac{\log (\log (5 (\log (4)+i \pi )))}{x+2}",1,"-(Log[Log[5*(I*Pi + Log[4])]]/(2 + x))","A",3,3,23,0.1304,1,"{12, 27, 32}"
8648,1,11,0,0.0029974,"\int 5 (i \pi +\log (4)) \, dx","Int[5*(I*Pi + Log[4]),x]","5 x (\log (4)+i \pi )","5 \left(-5+(\log (4)+i \pi ) \left(x-\frac{\log ^2(5)}{\log ^2(3)}\right)\right)",1,"5*x*(I*Pi + Log[4])","A",1,1,10,0.1000,1,"{8}"
8649,1,26,0,0.2522138,"\int \frac{e^{\frac{20-55 x+e^4 x+5 x^2-5 x^4}{x}} \left(-20+5 x^2-15 x^4\right)}{x^2} \, dx","Int[(E^((20 - 55*x + E^4*x + 5*x^2 - 5*x^4)/x)*(-20 + 5*x^2 - 15*x^4))/x^2,x]","e^{\frac{-5 x^4+5 x^2+e^4 x-55 x+20}{x}}","e^{e^4-5 \left(x^3-x-\frac{4}{x}+11\right)}",1,"E^((20 - 55*x + E^4*x + 5*x^2 - 5*x^4)/x)","A",1,1,42,0.02381,1,"{6706}"
8650,1,30,0,0.1355199,"\int e^{-x} \left(-1-20 e^{3 x}+4 e^{5 x}+e^x (8-2 x)+x\right) \, dx","Int[(-1 - 20*E^(3*x) + 4*E^(5*x) + E^x*(8 - 2*x) + x)/E^x,x]","-(4-x)^2-10 e^{2 x}+e^{4 x}-e^{-x} x","\left(5-e^{2 x}\right)^2-(x-4)^2-e^{-x} x",1,"-10*E^(2*x) + E^(4*x) - (4 - x)^2 - x/E^x","A",7,3,32,0.09375,1,"{6742, 2194, 2176}"
8651,1,59,0,0.5148253,"\int \frac{3125000-906250 x+e^{x+4 x^2} \left(2343750+23875000 x-9172500 x^2+618550 x^3-11600 x^4\right)+e^{2 x+8 x^2} \left(-781250-6156250 x+746250 x^2-29950 x^3+400 x^4\right)}{-15625+1875 x-75 x^2+x^3} \, dx","Int[(3125000 - 906250*x + E^(x + 4*x^2)*(2343750 + 23875000*x - 9172500*x^2 + 618550*x^3 - 11600*x^4) + E^(2*x + 8*x^2)*(-781250 - 6156250*x + 746250*x^2 - 29950*x^3 + 400*x^4))/(-15625 + 1875*x - 75*x^2 + x^3),x]","-1450 e^{4 x^2+x}+25 e^{8 x^2+2 x}+\frac{31250 e^{4 x^2+x}}{25-x}+\frac{25 (100-29 x)^2}{(25-x)^2}","25 \left(-e^{4 x^2+x}+\frac{25 x}{x-25}+4\right)^2",1,"-1450*E^(x + 4*x^2) + 25*E^(2*x + 8*x^2) + (25*(100 - 29*x)^2)/(25 - x)^2 + (31250*E^(x + 4*x^2))/(25 - x)","B",15,8,83,0.09639,1,"{6742, 2244, 2236, 37, 2234, 2204, 2242, 2240}"
8652,0,0,0,2.3337289,"\int \frac{-6+4 x+45 x^2+5 e^{8-2 x} x^2-30 x^3+5 x^4+e^{4-x} \left(2-2 x-30 x^2+10 x^3\right)}{9 x^2+e^{8-2 x} x^2-6 x^3+x^4+e^{4-x} \left(-6 x^2+2 x^3\right)} \, dx","Int[(-6 + 4*x + 45*x^2 + 5*E^(8 - 2*x)*x^2 - 30*x^3 + 5*x^4 + E^(4 - x)*(2 - 2*x - 30*x^2 + 10*x^3))/(9*x^2 + E^(8 - 2*x)*x^2 - 6*x^3 + x^4 + E^(4 - x)*(-6*x^2 + 2*x^3)),x]","\int \frac{-6+4 x+45 x^2+5 e^{8-2 x} x^2-30 x^3+5 x^4+e^{4-x} \left(2-2 x-30 x^2+10 x^3\right)}{9 x^2+e^{8-2 x} x^2-6 x^3+x^4+e^{4-x} \left(-6 x^2+2 x^3\right)} \, dx","x^2+(4-x) x+x+\frac{2}{\left(-x-e^{4-x}+3\right) x}",1,"2/(3*(3 - x)) + 2/(3*x) + 5*x + (2*E^8*Defer[Int][1/((-3 + x)^2*(E^4 - 3*E^x + E^x*x)^2), x])/3 + (4*E^8*Defer[Int][1/((-3 + x)*(E^4 - 3*E^x + E^x*x)^2), x])/9 - (4*E^8*Defer[Int][1/(x*(E^4 - 3*E^x + E^x*x)^2), x])/9 - (4*E^4*Defer[Int][1/((-3 + x)^2*(E^4 - 3*E^x + E^x*x)), x])/3 - (4*E^4*Defer[Int][1/((-3 + x)*(E^4 - 3*E^x + E^x*x)), x])/9 + (2*E^4*Defer[Int][1/(x^2*(E^4 - 3*E^x + E^x*x)), x])/3 + (4*E^4*Defer[Int][1/(x*(E^4 - 3*E^x + E^x*x)), x])/9","F",0,0,0,0,-1,"{}"
8653,0,0,0,0.8888576,"\int \frac{2 x^3 \log ^2(3)-4 x \log ^3(3)+\left(-2 x^5 \log (3)+14 x^3 \log ^2(3)\right) \log (x)-12 x^5 \log (3) \log ^2(x)+2 x^7 \log ^3(x)}{-8 \log ^3(3)+12 x^2 \log ^2(3) \log (x)-6 x^4 \log (3) \log ^2(x)+x^6 \log ^3(x)} \, dx","Int[(2*x^3*Log[3]^2 - 4*x*Log[3]^3 + (-2*x^5*Log[3] + 14*x^3*Log[3]^2)*Log[x] - 12*x^5*Log[3]*Log[x]^2 + 2*x^7*Log[x]^3)/(-8*Log[3]^3 + 12*x^2*Log[3]^2*Log[x] - 6*x^4*Log[3]*Log[x]^2 + x^6*Log[x]^3),x]","\int \frac{2 x^3 \log ^2(3)-4 x \log ^3(3)+\left(-2 x^5 \log (3)+14 x^3 \log ^2(3)\right) \log (x)-12 x^5 \log (3) \log ^2(x)+2 x^7 \log ^3(x)}{-8 \log ^3(3)+12 x^2 \log ^2(3) \log (x)-6 x^4 \log (3) \log ^2(x)+x^6 \log ^3(x)} \, dx","\left(x-\frac{x}{2-\frac{x^2 \log (x)}{\log (3)}}\right)^2",1,"x^2 - 2*Log[9]*(6*Log[3]^2 - 6*Log[3]*Log[9] + Log[9]^2)*Defer[Int][x/(Log[9] - x^2*Log[x])^3, x] + 2*Log[3]^2*Defer[Int][x^3/(Log[9] - x^2*Log[x])^3, x] + 2*(7*Log[3]^2 - 12*Log[3]*Log[9] + 3*Log[9]^2)*Defer[Int][x/(Log[9] - x^2*Log[x])^2, x] - 2*Log[3]*Defer[Int][x^3/(Log[9] - x^2*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
8654,1,39,0,0.2241748,"\int \frac{1}{8} \left(36 x-4 e^4 x-4 x \log (4)+\left(72 x-8 e^4 x-8 x \log (4)\right) \log (x)+e^{e^{x/4}} \left(-4 x+\left(-8 x-e^{x/4} x^2\right) \log (x)\right)\right) \, dx","Int[(36*x - 4*E^4*x - 4*x*Log[4] + (72*x - 8*E^4*x - 8*x*Log[4])*Log[x] + E^E^(x/4)*(-4*x + (-8*x - E^(x/4)*x^2)*Log[x]))/8,x]","\frac{1}{2} x^2 \left(9-e^4-\log (4)\right) \log (x)-\frac{1}{2} e^{e^{x/4}} x^2 \log (x)","\frac{1}{2} x^2 \left(-e^{e^{x/4}}+9-e^4-\log (4)\right) \log (x)",1,"-1/2*(E^E^(x/4)*x^2*Log[x]) + (x^2*(9 - E^4 - Log[4])*Log[x])/2","A",12,6,70,0.08571,1,"{6, 12, 2304, 6742, 2288, 2554}"
8655,0,0,0,9.3443407,"\int \frac{1}{7} \exp \left(\frac{1}{7} \left(e^{e^x-x} \left(-28+7 e^{4 x}-x\right)+35 x-7 e^{4 x} x+x^2\right)\right) \left(35+e^{4 x} (-7-28 x)+2 x+e^{e^x-x} \left(27+e^{4 x} \left(21+7 e^x\right)+e^x (-28-x)+x\right)\right) \, dx","Int[(E^((E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7)*(35 + E^(4*x)*(-7 - 28*x) + 2*x + E^(E^x - x)*(27 + E^(4*x)*(21 + 7*E^x) + E^x*(-28 - x) + x)))/7,x]","\int \frac{1}{7} \exp \left(\frac{1}{7} \left(e^{e^x-x} \left(-28+7 e^{4 x}-x\right)+35 x-7 e^{4 x} x+x^2\right)\right) \left(35+e^{4 x} (-7-28 x)+2 x+e^{e^x-x} \left(27+e^{4 x} \left(21+7 e^x\right)+e^x (-28-x)+x\right)\right) \, dx","e^{\left(e^{e^x-x}-x\right) \left(-\frac{x}{7}+e^{4 x}-4\right)+x}",1,"5*Defer[Int][E^((E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x] - 4*Defer[Int][E^(E^x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x] + (27*Defer[Int][E^(E^x - x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x])/7 + 3*Defer[Int][E^(E^x + 3*x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x] - Defer[Int][E^(4*x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x] + Defer[Int][E^(E^x + 4*x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7), x] + (2*Defer[Int][E^((E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7)*x, x])/7 - Defer[Int][E^(E^x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7)*x, x]/7 + Defer[Int][E^(E^x - x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7)*x, x]/7 - 4*Defer[Int][E^(4*x + (E^(E^x - x)*(-28 + 7*E^(4*x) - x) + 35*x - 7*E^(4*x)*x + x^2)/7)*x, x]","F",0,0,0,0,-1,"{}"
8656,1,6,0,0.0007824,"\int -\frac{1}{7+x} \, dx","Int[-(7 + x)^(-1),x]","-\log (x+7)","8-\log (-x-7)",1,"-Log[7 + x]","A",1,1,7,0.1429,1,"{31}"
8657,1,14,0,0.0026682,"\int \left(-1-60 x+900 x^3\right) \, dx","Int[-1 - 60*x + 900*x^3,x]","225 x^4-30 x^2-x","\left(15 x^2-1\right)^2-x-3+\log (9)",1,"-x - 30*x^2 + 225*x^4","A",1,0,10,0,1,"{}"
8658,1,26,0,0.3631607,"\int \frac{5 x^2+e^x \left(1225 x^2+245 x^3+e^{5/x} \left(-1225+245 x^2\right)\right)}{x^2} \, dx","Int[(5*x^2 + E^x*(1225*x^2 + 245*x^3 + E^(5/x)*(-1225 + 245*x^2)))/x^2,x]","245 e^x x+5 x+980 e^x+245 e^{x+\frac{5}{x}}","5 \left(x+49 e^x \left(x+e^{5/x}+4\right)\right)",1,"980*E^x + 245*E^(5/x + x) + 5*x + 245*E^x*x","A",9,6,40,0.1500,1,"{14, 6688, 6742, 2194, 2176, 6706}"
8659,1,22,0,0.1394305,"\int \frac{128-16 e^x}{\left(-80+4 e^x-32 x+\left(-20+e^x-8 x\right) \log \left(\frac{1}{4} \left(100-5 e^x+40 x\right)\right)\right) \log ^2\left(4+\log \left(\frac{1}{4} \left(100-5 e^x+40 x\right)\right)\right)} \, dx","Int[(128 - 16*E^x)/((-80 + 4*E^x - 32*x + (-20 + E^x - 8*x)*Log[(100 - 5*E^x + 40*x)/4])*Log[4 + Log[(100 - 5*E^x + 40*x)/4]]^2),x]","\frac{16}{\log \left(\log \left(\frac{5}{4} \left(8 x-e^x+20\right)\right)+4\right)}","\frac{16}{\log \left(\log \left(5 \left(2 x-\frac{e^x}{4}+5\right)\right)+4\right)}",1,"16/Log[4 + Log[(5*(20 - E^x + 8*x))/4]]","A",1,1,64,0.01562,1,"{6686}"
8660,1,12,0,0.0204152,"\int \frac{-16+9 x+3 x^2}{4 x+x^2} \, dx","Int[(-16 + 9*x + 3*x^2)/(4*x + x^2),x]","3 x-4 \log (x)+\log (x+4)","\log \left(\frac{16 (x+4)}{x^4}\right)+3 x+5",1,"3*x - 4*Log[x] + Log[4 + x]","A",3,2,20,0.1000,1,"{1593, 893}"
8661,0,0,0,3.3164015,"\int \frac{-5 x-70 x^2+e^{2 x} x^2+70 x^3+5 x^4+e^x \left(-1-4 x^2+5 x^3\right)}{e^{2 x} x^2+e^x \left(x+15 x^2+x^3\right)} \, dx","Int[(-5*x - 70*x^2 + E^(2*x)*x^2 + 70*x^3 + 5*x^4 + E^x*(-1 - 4*x^2 + 5*x^3))/(E^(2*x)*x^2 + E^x*(x + 15*x^2 + x^3)),x]","\int \frac{-5 x-70 x^2+e^{2 x} x^2+70 x^3+5 x^4+e^x \left(-1-4 x^2+5 x^3\right)}{e^{2 x} x^2+e^x \left(x+15 x^2+x^3\right)} \, dx","-5 e^{-x} x+\log \left(\frac{1}{5} \left(x+e^x+\frac{1}{x}\right)+3\right)+2",1,"15/E^x + 1/(E^x*x) + x - (4*x)/E^x + 30*Defer[Int][1/(E^x*(1 + 15*x + E^x*x + x^2)), x] + Defer[Int][1/(E^x*x^2*(1 + 15*x + E^x*x + x^2)), x] + 16*Defer[Int][1/(E^x*x*(1 + 15*x + E^x*x + x^2)), x] + 212*Defer[Int][x/(E^x*(1 + 15*x + E^x*x + x^2)), x] + 29*Defer[Int][x^2/(E^x*(1 + 15*x + E^x*x + x^2)), x] + Defer[Int][x^3/(E^x*(1 + 15*x + E^x*x + x^2)), x]","F",0,0,0,0,-1,"{}"
8662,1,17,0,0.0061079,"\int \frac{2-5 x+20 x^4 \log ^2(4)}{x} \, dx","Int[(2 - 5*x + 20*x^4*Log[4]^2)/x,x]","5 x^4 \log ^2(4)-5 x+2 \log (x)","5 \left(x^4 \log ^2(4)-x+4\right)+\log \left(x^2\right)",1,"-5*x + 5*x^4*Log[4]^2 + 2*Log[x]","A",2,1,18,0.05556,1,"{14}"
8663,1,96,0,0.3017138,"\int \frac{\exp \left(\frac{1}{9} \left(9-9 x+6 x^2-x^3-3750 x^4+1250 x^5-390625 x^7\right)\right) \left(-9-9 x+12 x^2-3 x^3-15000 x^4+6250 x^5-2734375 x^7\right)}{9 x^2} \, dx","Int[(E^((9 - 9*x + 6*x^2 - x^3 - 3750*x^4 + 1250*x^5 - 390625*x^7)/9)*(-9 - 9*x + 12*x^2 - 3*x^3 - 15000*x^4 + 6250*x^5 - 2734375*x^7))/(9*x^2),x]","\frac{\left(2734375 x^7-6250 x^5+15000 x^4+3 x^3-12 x^2+9 x\right) \exp \left(\frac{1}{9} \left(-390625 x^7+1250 x^5-3750 x^4-x^3+6 x^2-9 x+9\right)\right)}{x^2 \left(2734375 x^6-6250 x^4+15000 x^3+3 x^2-12 x+9\right)}","\frac{e^{\frac{x-\frac{1}{9} x^2 \left(3-x \left(1-625 x^2\right)\right)^2}{x}}}{x}",1,"(E^((9 - 9*x + 6*x^2 - x^3 - 3750*x^4 + 1250*x^5 - 390625*x^7)/9)*(9*x - 12*x^2 + 3*x^3 + 15000*x^4 - 6250*x^5 + 2734375*x^7))/(x^2*(9 - 12*x + 3*x^2 + 15000*x^3 - 6250*x^4 + 2734375*x^6))","B",2,2,73,0.02740,1,"{12, 2288}"
8664,-1,0,0,180.0095804,"\int \left(e^x x\right)^{4 x^2} \left(\frac{2 \log (3)}{9}\right)^{4 x^2} \left(4 x+4 x^2+8 x \log \left(\frac{2}{9} e^x x \log (3)\right)\right) \, dx","Int[(E^x*x)^(4*x^2)*((2*Log[3])/9)^(4*x^2)*(4*x + 4*x^2 + 8*x*Log[(2*E^x*x*Log[3])/9]),x]","\text{\$Aborted}","\left(e^x x\right)^{4 x^2} \left(\frac{2 \log (3)}{9}\right)^{4 x^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8665,-1,0,0,180.0028483,"\int \frac{-20 x^6+5 x^7+\left(120 x^6-30 x^7\right) \log (5)+\left(-300 x^6+75 x^7\right) \log ^2(5)+\left(400 x^6-100 x^7\right) \log ^3(5)+\left(-300 x^6+75 x^7\right) \log ^4(5)+\left(120 x^6-30 x^7\right) \log ^5(5)+\left(-20 x^6+5 x^7\right) \log ^6(5)+\left(-25 x^4 \log ^2(5)+100 x^4 \log ^3(5)-150 x^4 \log ^4(5)+100 x^4 \log ^5(5)-25 x^4 \log ^6(5)\right) \log (\log (3))}{64 x^6+48 x^7+12 x^8+x^9+\left(-384 x^6-288 x^7-72 x^8-6 x^9\right) \log (5)+\left(960 x^6+720 x^7+180 x^8+15 x^9\right) \log ^2(5)+\left(-1280 x^6-960 x^7-240 x^8-20 x^9\right) \log ^3(5)+\left(960 x^6+720 x^7+180 x^8+15 x^9\right) \log ^4(5)+\left(-384 x^6-288 x^7-72 x^8-6 x^9\right) \log ^5(5)+\left(64 x^6+48 x^7+12 x^8+x^9\right) \log ^6(5)+\left(\left(48 x^4+24 x^5+3 x^6\right) \log ^2(5)+\left(-192 x^4-96 x^5-12 x^6\right) \log ^3(5)+\left(288 x^4+144 x^5+18 x^6\right) \log ^4(5)+\left(-192 x^4-96 x^5-12 x^6\right) \log ^5(5)+\left(48 x^4+24 x^5+3 x^6\right) \log ^6(5)\right) \log (\log (3))+\left(\left(12 x^2+3 x^3\right) \log ^4(5)+\left(-24 x^2-6 x^3\right) \log ^5(5)+\left(12 x^2+3 x^3\right) \log ^6(5)\right) \log ^2(\log (3))+\log ^6(5) \log ^3(\log (3))} \, dx","Int[(-20*x^6 + 5*x^7 + (120*x^6 - 30*x^7)*Log[5] + (-300*x^6 + 75*x^7)*Log[5]^2 + (400*x^6 - 100*x^7)*Log[5]^3 + (-300*x^6 + 75*x^7)*Log[5]^4 + (120*x^6 - 30*x^7)*Log[5]^5 + (-20*x^6 + 5*x^7)*Log[5]^6 + (-25*x^4*Log[5]^2 + 100*x^4*Log[5]^3 - 150*x^4*Log[5]^4 + 100*x^4*Log[5]^5 - 25*x^4*Log[5]^6)*Log[Log[3]])/(64*x^6 + 48*x^7 + 12*x^8 + x^9 + (-384*x^6 - 288*x^7 - 72*x^8 - 6*x^9)*Log[5] + (960*x^6 + 720*x^7 + 180*x^8 + 15*x^9)*Log[5]^2 + (-1280*x^6 - 960*x^7 - 240*x^8 - 20*x^9)*Log[5]^3 + (960*x^6 + 720*x^7 + 180*x^8 + 15*x^9)*Log[5]^4 + (-384*x^6 - 288*x^7 - 72*x^8 - 6*x^9)*Log[5]^5 + (64*x^6 + 48*x^7 + 12*x^8 + x^9)*Log[5]^6 + ((48*x^4 + 24*x^5 + 3*x^6)*Log[5]^2 + (-192*x^4 - 96*x^5 - 12*x^6)*Log[5]^3 + (288*x^4 + 144*x^5 + 18*x^6)*Log[5]^4 + (-192*x^4 - 96*x^5 - 12*x^6)*Log[5]^5 + (48*x^4 + 24*x^5 + 3*x^6)*Log[5]^6)*Log[Log[3]] + ((12*x^2 + 3*x^3)*Log[5]^4 + (-24*x^2 - 6*x^3)*Log[5]^5 + (12*x^2 + 3*x^3)*Log[5]^6)*Log[Log[3]]^2 + Log[5]^6*Log[Log[3]]^3),x]","\text{\$Aborted}","2-\frac{5 x}{\left(x+\frac{\log (\log (3))}{\left(\frac{x}{\log (5)}-x\right)^2}+4\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8666,0,0,0,1.0100599,"\int \frac{-11 x^2-4 x^3+e^x \left(4 x^2+4 x^3\right)+\left(-12 x-3 x^2+e^x \left(4 x+4 x^2\right)\right) \log (x)+\left(-3+e^x (1+x)\right) \log ^2(x)}{4 x^2+4 x \log (x)+\log ^2(x)} \, dx","Int[(-11*x^2 - 4*x^3 + E^x*(4*x^2 + 4*x^3) + (-12*x - 3*x^2 + E^x*(4*x + 4*x^2))*Log[x] + (-3 + E^x*(1 + x))*Log[x]^2)/(4*x^2 + 4*x*Log[x] + Log[x]^2),x]","\int \frac{-11 x^2-4 x^3+e^x \left(4 x^2+4 x^3\right)+\left(-12 x-3 x^2+e^x \left(4 x+4 x^2\right)\right) \log (x)+\left(-3+e^x (1+x)\right) \log ^2(x)}{4 x^2+4 x \log (x)+\log ^2(x)} \, dx","x \left(-\frac{x^2}{2 x+\log (x)}+e^x-3\right)",1,"-E^x - 3*x + E^x*(1 + x) + Defer[Int][x^2/(2*x + Log[x])^2, x] + 2*Defer[Int][x^3/(2*x + Log[x])^2, x] - 3*Defer[Int][x^2/(2*x + Log[x]), x]","F",0,0,0,0,-1,"{}"
8667,1,27,0,0.1232584,"\int \frac{e^{\left.\frac{1}{3}\right/x} (-4-13 x)+9 x^3}{3 x^3} \, dx","Int[(E^(1/(3*x))*(-4 - 13*x) + 9*x^3)/(3*x^3),x]","3 x+e^{\left.\frac{1}{3}\right/x}+\frac{4 e^{\left.\frac{1}{3}\right/x}}{x}","3 x-\frac{x-e^{\left.\frac{1}{3}\right/x} (x+4)}{x}-7",1,"E^(1/(3*x)) + (4*E^(1/(3*x)))/x + 3*x","A",8,5,28,0.1786,1,"{12, 14, 6742, 2212, 2209}"
8668,1,26,0,0.4868845,"\int \frac{5832+440 e^x+8 e^{2 x}+e^{2 e^{5 e^x}+5 e^x} \left(91125 e^x+6750 e^{2 x}+125 e^{3 x}\right)}{5832+432 e^x+8 e^{2 x}} \, dx","Int[(5832 + 440*E^x + 8*E^(2*x) + E^(2*E^(5*E^x) + 5*E^x)*(91125*E^x + 6750*E^(2*x) + 125*E^(3*x)))/(5832 + 432*E^x + 8*E^(2*x)),x]","x+\frac{25}{16} e^{2 e^{5 e^x}}-\frac{1}{e^x+27}","x+\frac{25}{16} e^{2 e^{5 e^x}}-\frac{1}{e^x+27}",1,"(25*E^(2*E^(5*E^x)))/16 - (27 + E^x)^(-1) + x","A",8,5,69,0.07246,1,"{2282, 12, 6742, 2194, 893}"
8669,1,34,0,0.0738377,"\int \frac{12 x^2+e^{\frac{1-2 x^3+x^2 \log (5)}{x^2}} \left(-2+x^2-2 x^3\right)}{20 x^2} \, dx","Int[(12*x^2 + E^((1 - 2*x^3 + x^2*Log[5])/x^2)*(-2 + x^2 - 2*x^3))/(20*x^2),x]","\frac{e^{\frac{1}{x^2}-2 x} \left(x^3+1\right)}{4 \left(\frac{1}{x^3}+1\right) x^2}+\frac{3 x}{5}","x-\frac{1}{5} \left(2-\frac{5}{4} e^{\frac{1}{x^2}-2 x}\right) x",1,"(3*x)/5 + (E^(x^(-2) - 2*x)*(1 + x^3))/(4*(1 + x^(-3))*x^2)","A",4,3,43,0.06977,1,"{12, 14, 2288}"
8670,0,0,0,24.5992929,"\int \frac{2 x+4 x^2+2 x^3+\left(2 x+6 x^2+4 x^3\right) \log (x) \log (\log (x)) \log \left(\log ^2(\log (x))\right)}{-e^{25} \log (x) \log (\log (x))+\left(x^2+2 x^3+x^4\right) \log (x) \log (\log (x)) \log \left(\log ^2(\log (x))\right)} \, dx","Int[(2*x + 4*x^2 + 2*x^3 + (2*x + 6*x^2 + 4*x^3)*Log[x]*Log[Log[x]]*Log[Log[Log[x]]^2])/(-(E^25*Log[x]*Log[Log[x]]) + (x^2 + 2*x^3 + x^4)*Log[x]*Log[Log[x]]*Log[Log[Log[x]]^2]),x]","\int \frac{2 x+4 x^2+2 x^3+\left(2 x+6 x^2+4 x^3\right) \log (x) \log (\log (x)) \log \left(\log ^2(\log (x))\right)}{-e^{25} \log (x) \log (\log (x))+\left(x^2+2 x^3+x^4\right) \log (x) \log (\log (x)) \log \left(\log ^2(\log (x))\right)} \, dx","\log \left(e^{25}-\left(x^2+x\right)^2 \log \left(\log ^2(\log (x))\right)\right)",1,"2*Log[x] + 2*Log[1 + x] + 4*E^25*Defer[Int][1/((-1 - x)*(E^25 - x^2*(1 + x)^2*Log[Log[Log[x]]^2])), x] + 2*E^25*Defer[Int][1/((1 + x)*(E^25 - x^2*(1 + x)^2*Log[Log[Log[x]]^2])), x] + 2*Defer[Int][x/(Log[x]*Log[Log[x]]*(-E^25 + x^2*(1 + x)^2*Log[Log[Log[x]]^2])), x] + 4*Defer[Int][x^2/(Log[x]*Log[Log[x]]*(-E^25 + x^2*(1 + x)^2*Log[Log[Log[x]]^2])), x] + 2*Defer[Int][x^3/(Log[x]*Log[Log[x]]*(-E^25 + x^2*(1 + x)^2*Log[Log[Log[x]]^2])), x] - 2*E^25*Defer[Int][(E^25*x - x^3*(1 + x)^2*Log[Log[Log[x]]^2])^(-1), x]","F",0,0,0,0,-1,"{}"
8671,1,14,0,0.0025793,"\int \left(-10-6 x-4 x^3\right) \, dx","Int[-10 - 6*x - 4*x^3,x]","-x^4-3 x^2-10 x","-x \left(x^3-x+2\right)-4 ((x+1) x+x)+e^2",1,"-10*x - 3*x^2 - x^4","A",1,0,10,0,1,"{}"
8672,1,31,0,0.7567427,"\int \frac{-4+2 x+11 x^3+\left(1-2 x^3\right) \log (x)+\left(-1-2 x-x^3\right) \log \left(\frac{2+4 x+2 x^3}{x}\right)}{x+2 x^2+x^4} \, dx","Int[(-4 + 2*x + 11*x^3 + (1 - 2*x^3)*Log[x] + (-1 - 2*x - x^3)*Log[(2 + 4*x + 2*x^3)/x])/(x + 2*x^2 + x^4),x]","5 \log \left(x^3+2 x+1\right)-\log \left(2 \left(x^2+\frac{1}{x}+2\right)\right) \log (x)-4 \log (x)","(5-\log (x)) \left(\log \left(2 x^2+\frac{2}{x}+4\right)-1\right)",1,"-4*Log[x] - Log[x]*Log[2*(2 + x^(-1) + x^2)] + 5*Log[1 + 2*x + x^3]","A",20,7,59,0.1186,1,"{1594, 6742, 1587, 2357, 2301, 2524, 1593}"
8673,1,26,0,0.0408746,"\int \frac{x+e^x (-2-2 x) x-4 x^2 \log (x)-4 x^2 \log ^2(x)}{2 x} \, dx","Int[(x + E^x*(-2 - 2*x)*x - 4*x^2*Log[x] - 4*x^2*Log[x]^2)/(2*x),x]","-x^2 \log ^2(x)+e^x+\frac{x}{2}-e^x (x+1)","-x^2 \log ^2(x)-e^x x+\frac{x}{2}-1",1,"E^x + x/2 - E^x*(1 + x) - x^2*Log[x]^2","A",8,6,35,0.1714,1,"{12, 14, 2176, 2194, 2304, 2305}"
8674,0,0,0,0.8738602,"\int \frac{512+1920 x+2528 x^2+1480 x^3+614 x^4+255 x^5+\left(-384-960 x-696 x^2-240 x^3-153 x^4\right) \log (x)+\left(96+120 x+24 x^2+30 x^3\right) \log ^2(x)+\left(-8-2 x^2\right) \log ^3(x)}{-64 x^2-240 x^3-300 x^4-125 x^5+\left(48 x^2+120 x^3+75 x^4\right) \log (x)+\left(-12 x^2-15 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","Int[(512 + 1920*x + 2528*x^2 + 1480*x^3 + 614*x^4 + 255*x^5 + (-384 - 960*x - 696*x^2 - 240*x^3 - 153*x^4)*Log[x] + (96 + 120*x + 24*x^2 + 30*x^3)*Log[x]^2 + (-8 - 2*x^2)*Log[x]^3)/(-64*x^2 - 240*x^3 - 300*x^4 - 125*x^5 + (48*x^2 + 120*x^3 + 75*x^4)*Log[x] + (-12*x^2 - 15*x^3)*Log[x]^2 + x^2*Log[x]^3),x]","\int \frac{512+1920 x+2528 x^2+1480 x^3+614 x^4+255 x^5+\left(-384-960 x-696 x^2-240 x^3-153 x^4\right) \log (x)+\left(96+120 x+24 x^2+30 x^3\right) \log ^2(x)+\left(-8-2 x^2\right) \log ^3(x)}{-64 x^2-240 x^3-300 x^4-125 x^5+\left(48 x^2+120 x^3+75 x^4\right) \log (x)+\left(-12 x^2-15 x^3\right) \log ^2(x)+x^2 \log ^3(x)} \, dx","2 \left(\frac{4}{x}-1\right)-2 x-\frac{x}{\left(-\frac{4}{x}+\frac{\log (x)}{x}-5\right)^2}+4",1,"8/x - 2*x - 2*Defer[Int][x^2/(4 + 5*x - Log[x])^3, x] + 10*Defer[Int][x^3/(4 + 5*x - Log[x])^3, x] - 3*Defer[Int][x^2/(4 + 5*x - Log[x])^2, x]","F",0,0,0,0,-1,"{}"
8675,1,30,0,0.1219779,"\int \exp \left(6-2 x+2 x^2-4 x \log (2)+2 \log ^2(2)-\log ^2(4)\right) (-8+16 x-16 \log (2)) \, dx","Int[E^(6 - 2*x + 2*x^2 - 4*x*Log[2] + 2*Log[2]^2 - Log[4]^2)*(-8 + 16*x - 16*Log[2]),x]","4 \exp \left(2 x^2-2 x (1+\log (4))+6-\log ^2(4)+2 \log ^2(2)\right)","4 e^{-2 x+2 (\log (2)-x)^2+6-\log ^2(4)}",1,"4*E^(6 + 2*x^2 + 2*Log[2]^2 - Log[4]^2 - 2*x*(1 + Log[4]))","A",2,2,39,0.05128,1,"{2244, 2236}"
8676,0,0,0,1.7075951,"\int \frac{e^{x^2-\frac{e^{x^2}}{-25 x^3+x^4}} \left(-75+4 x+50 x^2-2 x^3\right)}{625 x^4-50 x^5+x^6} \, dx","Int[(E^(x^2 - E^x^2/(-25*x^3 + x^4))*(-75 + 4*x + 50*x^2 - 2*x^3))/(625*x^4 - 50*x^5 + x^6),x]","\int \frac{e^{x^2-\frac{e^{x^2}}{-25 x^3+x^4}} \left(-75+4 x+50 x^2-2 x^3\right)}{625 x^4-50 x^5+x^6} \, dx","e^{\frac{e^{x^2}}{25 x^3-x^4}}",1,"Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/(-25 + x)^2, x]/15625 - (2*Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/(-25 + x), x])/625 - (3*Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/x^4, x])/25 - (2*Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/x^3, x])/625 + (1249*Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/x^2, x])/15625 + (2*Defer[Int][E^(x^2 - E^x^2/(-25*x^3 + x^4))/x, x])/625","F",0,0,0,0,-1,"{}"
8677,0,0,0,2.8261035,"\int \frac{-2 x^2+2 e^4 x^2+2 x^3-2 x^4+e^{25} \left(-2 x+2 x^2\right)+2 x^2 \log (x)+\left(e^{50} (2-2 x)+2 x^2-2 x^3-2 x^5+e^{25} \left(4 x-2 e^4 x-6 x^2+4 x^3\right)+e^4 \left(-4 x^2+6 x^3\right)+\left(-2 e^{25} x-4 x^2+6 x^3\right) \log (x)\right) \log \left(e^4-x+\log (x)\right)+\left(-2 x^3+6 x^4-4 x^5+e^4 \left(2 x^2-6 x^3+4 x^4\right)+e^{25} \left(-2 x^2+4 x^3+e^4 \left(2 x-4 x^2\right)\right)+\left(2 x^2-6 x^3+4 x^4+e^{25} \left(2 x-4 x^2\right)\right) \log (x)\right) \log ^2\left(e^4-x+\log (x)\right)}{e^4 x-x^2+x \log (x)} \, dx","Int[(-2*x^2 + 2*E^4*x^2 + 2*x^3 - 2*x^4 + E^25*(-2*x + 2*x^2) + 2*x^2*Log[x] + (E^50*(2 - 2*x) + 2*x^2 - 2*x^3 - 2*x^5 + E^25*(4*x - 2*E^4*x - 6*x^2 + 4*x^3) + E^4*(-4*x^2 + 6*x^3) + (-2*E^25*x - 4*x^2 + 6*x^3)*Log[x])*Log[E^4 - x + Log[x]] + (-2*x^3 + 6*x^4 - 4*x^5 + E^4*(2*x^2 - 6*x^3 + 4*x^4) + E^25*(-2*x^2 + 4*x^3 + E^4*(2*x - 4*x^2)) + (2*x^2 - 6*x^3 + 4*x^4 + E^25*(2*x - 4*x^2))*Log[x])*Log[E^4 - x + Log[x]]^2)/(E^4*x - x^2 + x*Log[x]),x]","\int \frac{-2 x^2+2 e^4 x^2+2 x^3-2 x^4+e^{25} \left(-2 x+2 x^2\right)+2 x^2 \log (x)+\left(e^{50} (2-2 x)+2 x^2-2 x^3-2 x^5+e^{25} \left(4 x-2 e^4 x-6 x^2+4 x^3\right)+e^4 \left(-4 x^2+6 x^3\right)+\left(-2 e^{25} x-4 x^2+6 x^3\right) \log (x)\right) \log \left(e^4-x+\log (x)\right)+\left(-2 x^3+6 x^4-4 x^5+e^4 \left(2 x^2-6 x^3+4 x^4\right)+e^{25} \left(-2 x^2+4 x^3+e^4 \left(2 x-4 x^2\right)\right)+\left(2 x^2-6 x^3+4 x^4+e^{25} \left(2 x-4 x^2\right)\right) \log (x)\right) \log ^2\left(e^4-x+\log (x)\right)}{e^4 x-x^2+x \log (x)} \, dx","\left(x-x \left(\frac{x+e^{25}}{x}-x\right) \log \left(-x+\log (x)+e^4\right)\right)^2",1,"x^2 - 2*E^25*Defer[Int][(E^4 - x + Log[x])^(-1), x] - 2*(1 - E^25)*Defer[Int][x/(E^4 - x + Log[x]), x] + 4*Defer[Int][x^2/(E^4 - x + Log[x]), x] - 2*Defer[Int][x^3/(E^4 - x + Log[x]), x] - 2*E^50*Defer[Int][Log[E^4 - x + Log[x]]/(x*(-E^4 + x - Log[x])), x] + 2*E^25*(2 - E^4 - E^25)*Defer[Int][Log[E^4 - x + Log[x]]/(E^4 - x + Log[x]), x] + 2*(1 - 2*E^4 - 3*E^25)*Defer[Int][(x*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] - 2*(1 - 3*E^4 - 2*E^25)*Defer[Int][(x^2*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] - 2*Defer[Int][(x^4*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] - 2*E^25*Defer[Int][(Log[x]*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] - 4*Defer[Int][(x*Log[x]*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] + 6*Defer[Int][(x^2*Log[x]*Log[E^4 - x + Log[x]])/(E^4 - x + Log[x]), x] + 2*E^25*Defer[Int][Log[E^4 - x + Log[x]]^2, x] + 2*(1 - 2*E^25)*Defer[Int][x*Log[E^4 - x + Log[x]]^2, x] - 6*Defer[Int][x^2*Log[E^4 - x + Log[x]]^2, x] + 4*Defer[Int][x^3*Log[E^4 - x + Log[x]]^2, x]","F",0,0,0,0,-1,"{}"
8678,1,22,0,0.6955672,"\int \frac{25+10 x+e^x \left(5-3 x-x^2\right)}{25+10 e^x+e^{2 x}} \, dx","Int[(25 + 10*x + E^x*(5 - 3*x - x^2))/(25 + 10*E^x + E^(2*x)),x]","\frac{x^2}{e^x+5}+\frac{5 x}{e^x+5}","\frac{x (x+5)}{e^x+5}",1,"(5*x)/(5 + E^x) + x^2/(5 + E^x)","A",41,14,34,0.4118,1,"{6741, 6742, 2185, 2184, 2190, 2279, 2391, 2191, 2282, 36, 29, 31, 2531, 6589}"
8679,0,0,0,32.294336,"\int \frac{e^{4 e^{e^{3/x}}} \left(10 e^{2/x}-5 x^2+e^{e^{3/x}+\frac{3}{x}} \left(-60+60 e^{2/x}+60 x\right)\right)}{36 x^2+e^{4 e^{e^{3/x}}} \left(-12 x^2+12 e^{2/x} x^2+12 x^3\right)+e^{8 e^{e^{3/x}}} \left(x^2+e^{4/x} x^2-2 x^3+x^4+e^{2/x} \left(-2 x^2+2 x^3\right)\right)} \, dx","Int[(E^(4*E^E^(3/x))*(10*E^(2/x) - 5*x^2 + E^(E^(3/x) + 3/x)*(-60 + 60*E^(2/x) + 60*x)))/(36*x^2 + E^(4*E^E^(3/x))*(-12*x^2 + 12*E^(2/x)*x^2 + 12*x^3) + E^(8*E^E^(3/x))*(x^2 + E^(4/x)*x^2 - 2*x^3 + x^4 + E^(2/x)*(-2*x^2 + 2*x^3))),x]","\int \frac{e^{4 e^{e^{3/x}}} \left(10 e^{2/x}-5 x^2+e^{e^{3/x}+\frac{3}{x}} \left(-60+60 e^{2/x}+60 x\right)\right)}{36 x^2+e^{4 e^{e^{3/x}}} \left(-12 x^2+12 e^{2/x} x^2+12 x^3\right)+e^{8 e^{e^{3/x}}} \left(x^2+e^{4/x} x^2-2 x^3+x^4+e^{2/x} \left(-2 x^2+2 x^3\right)\right)} \, dx","\frac{5}{e^{4 e^{e^{3/x}}} \left(x+e^{2/x}-1\right)+6}",1,"-5*Defer[Int][E^(4*E^E^(3/x))/(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2, x] - 60*Defer[Int][1/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] + 10*Defer[Int][E^(4*E^E^(3/x))/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] - 360*Defer[Int][E^(E^(3/x) + x^(-1))/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] + 2160*Defer[Int][E^(-4*E^E^(3/x) + E^(3/x) + x^(-1))/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] - 10*Defer[Int][E^(4*E^E^(3/x))/(x*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] + 360*Defer[Int][E^(E^(3/x) + x^(-1))/(x*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)^2), x] + 10*Defer[Int][1/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)), x] + 60*Defer[Int][E^(E^(3/x) + x^(-1))/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)), x] - 720*Defer[Int][E^(-4*E^E^(3/x) + E^(3/x) + x^(-1))/(x^2*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)), x] - 60*Defer[Int][E^(E^(3/x) + x^(-1))/(x*(6 - E^(4*E^E^(3/x)) + E^(4*E^E^(3/x) + 2/x) + E^(4*E^E^(3/x))*x)), x] - 60*Defer[Subst][Defer[Int][E^(-4*E^x^3 + x^3), x], x, E^x^(-1)]","F",0,0,0,0,-1,"{}"
8680,1,24,0,0.0915973,"\int \frac{-3 x+\left(3-6 x+24 x^5\right) \log \left(x^3\right)-2 x \log \left(x^3\right) \log \left(\log \left(x^3\right)\right)}{\log \left(x^3\right)} \, dx","Int[(-3*x + (3 - 6*x + 24*x^5)*Log[x^3] - 2*x*Log[x^3]*Log[Log[x^3]])/Log[x^3],x]","4 x^6-3 x^2-x^2 \log \left(\log \left(x^3\right)\right)+3 x","x \left(x \left(4 x^4-\log \left(\log \left(x^3\right)\right)+\frac{3}{x}-2\right)-x\right)",1,"3*x - 3*x^2 + 4*x^6 - x^2*Log[Log[x^3]]","A",7,4,38,0.1053,1,"{6688, 2310, 2178, 2522}"
8681,0,0,0,7.742288,"\int \frac{e^{-1-e^{25}} \left(e^{4 x} \left(-10-3 x+x^2\right)+e^{2 x} \left(25+50 x+10 x^2\right)+\left(-2 e^{4 x}+e^{2 x} (5+10 x)\right) \log (x)\right)}{25+e^{2 x} (-20+10 x)+e^{4 x} \left(4-4 x+x^2\right)} \, dx","Int[(E^(-1 - E^25)*(E^(4*x)*(-10 - 3*x + x^2) + E^(2*x)*(25 + 50*x + 10*x^2) + (-2*E^(4*x) + E^(2*x)*(5 + 10*x))*Log[x]))/(25 + E^(2*x)*(-20 + 10*x) + E^(4*x)*(4 - 4*x + x^2)),x]","\int \frac{e^{-1-e^{25}} \left(e^{4 x} \left(-10-3 x+x^2\right)+e^{2 x} \left(25+50 x+10 x^2\right)+\left(-2 e^{4 x}+e^{2 x} (5+10 x)\right) \log (x)\right)}{25+e^{2 x} (-20+10 x)+e^{4 x} \left(4-4 x+x^2\right)} \, dx","\frac{e^{-1-e^{25}} x (x+\log (x)+4)}{x+5 e^{-2 x}-2}",1,"30*E^(-1 - E^25)*Defer[Int][E^(2*x)/(5 + E^(2*x)*(-2 + x))^2, x] + 5*E^(-1 - E^25)*Log[x]*Defer[Int][E^(2*x)/(5 + E^(2*x)*(-2 + x))^2, x] - E^(-1 - E^25)*Defer[Int][E^(2*x)/(5 + E^(2*x)*(-2 + x)), x] + 60*E^(-1 - E^25)*Defer[Int][E^(2*x)/((5 + E^(2*x)*(-2 + x))^2*(-2 + x)), x] + 10*E^(-1 - E^25)*Log[x]*Defer[Int][E^(2*x)/((5 + E^(2*x)*(-2 + x))^2*(-2 + x)), x] + 45*E^(-1 - E^25)*Defer[Int][(E^(2*x)*x)/(5 + E^(2*x)*(-2 + x))^2, x] + 10*E^(-1 - E^25)*Log[x]*Defer[Int][(E^(2*x)*x)/(5 + E^(2*x)*(-2 + x))^2, x] + E^(-1 - E^25)*Defer[Int][(E^(2*x)*x)/(5 + E^(2*x)*(-2 + x)), x] + 10*E^(-1 - E^25)*Defer[Int][(E^(2*x)*x^2)/(5 + E^(2*x)*(-2 + x))^2, x] - 12*E^(-1 - E^25)*Defer[Int][E^(2*x)/((-2 + x)*(5 - 2*E^(2*x) + E^(2*x)*x)), x] - 2*E^(-1 - E^25)*Log[x]*Defer[Int][E^(2*x)/((-2 + x)*(5 - 2*E^(2*x) + E^(2*x)*x)), x] - 5*E^(-1 - E^25)*Defer[Int][Defer[Int][E^(2*x)/(5 + E^(2*x)*(-2 + x))^2, x]/x, x] - 10*E^(-1 - E^25)*Defer[Int][Defer[Int][E^(2*x)/((5 + E^(2*x)*(-2 + x))^2*(-2 + x)), x]/x, x] + 2*E^(-1 - E^25)*Defer[Int][Defer[Int][E^(2*x)/((5 + E^(2*x)*(-2 + x))*(-2 + x)), x]/x, x] - 10*E^(-1 - E^25)*Defer[Int][Defer[Int][(E^(2*x)*x)/(5 + E^(2*x)*(-2 + x))^2, x]/x, x]","F",0,0,0,0,-1,"{}"
8682,1,17,0,0.0067202,"\int \frac{-118-125 x-123 x^2}{25 x^2} \, dx","Int[(-118 - 125*x - 123*x^2)/(25*x^2),x]","-\frac{123 x}{25}+\frac{118}{25 x}-5 \log (x)","-5 x+\frac{2 \left(\frac{1}{25} (x+3)^2+x+2\right)}{x}+5 (4-\log (x))",1,"118/(25*x) - (123*x)/25 - 5*Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
8683,0,0,0,1.5727505,"\int \frac{-2-x+(-2-x+x \log (x)) \log (\log (x))}{12 x+12 x^2+3 x^3+\left(12 x+6 x^2\right) \log (x) \log (\log (x))+3 x \log ^2(x) \log ^2(\log (x))} \, dx","Int[(-2 - x + (-2 - x + x*Log[x])*Log[Log[x]])/(12*x + 12*x^2 + 3*x^3 + (12*x + 6*x^2)*Log[x]*Log[Log[x]] + 3*x*Log[x]^2*Log[Log[x]]^2),x]","\int \frac{-2-x+(-2-x+x \log (x)) \log (\log (x))}{12 x+12 x^2+3 x^3+\left(12 x+6 x^2\right) \log (x) \log (\log (x))+3 x \log ^2(x) \log ^2(\log (x))} \, dx","\frac{1}{\frac{3 \log (x) \log (\log (x))}{x+2}+3}+2",1,"-Defer[Int][(2 + x + Log[x]*Log[Log[x]])^(-2), x] - (2*Defer[Int][1/(x*(2 + x + Log[x]*Log[Log[x]])^2), x])/3 - Defer[Int][x/(2 + x + Log[x]*Log[Log[x]])^2, x]/3 + (4*Defer[Int][1/(Log[x]*(2 + x + Log[x]*Log[Log[x]])^2), x])/3 + (4*Defer[Int][1/(x*Log[x]*(2 + x + Log[x]*Log[Log[x]])^2), x])/3 + Defer[Int][x/(Log[x]*(2 + x + Log[x]*Log[Log[x]])^2), x]/3 + Defer[Int][(2 + x + Log[x]*Log[Log[x]])^(-1), x]/3 - Defer[Int][1/(Log[x]*(2 + x + Log[x]*Log[Log[x]])), x]/3 - (2*Defer[Int][1/(x*Log[x]*(2 + x + Log[x]*Log[Log[x]])), x])/3","F",0,0,0,0,-1,"{}"
8684,1,16,0,0.1146937,"\int e^{-x} \left(-3 x^2+x^3-e^x \log (4)\right) \, dx","Int[(-3*x^2 + x^3 - E^x*Log[4])/E^x,x]","-e^{-x} x^3-x \log (4)","x \left(-e^{-x} x^2-\log (4)\right)+2-\log \left(\frac{5}{4}\right)",1,"-(x^3/E^x) - x*Log[4]","A",9,3,22,0.1364,1,"{6742, 2176, 2194}"
8685,1,79,0,1.4282141,"\int \frac{e^{-14-2 x-x^3} \left(e^6+4 e^{3+x} x+4 e^{2 x} x^2\right) \left(-6 e^x x^4+e^3 \left(-2-2 x-3 x^3\right)\right)}{x^2 \left(e^3 x+2 e^x x^2\right)} \, dx","Int[(E^(-14 - 2*x - x^3)*(E^6 + 4*E^(3 + x)*x + 4*E^(2*x)*x^2)*(-6*E^x*x^4 + E^3*(-2 - 2*x - 3*x^3)))/(x^2*(E^3*x + 2*E^x*x^2)),x]","4 e^{-x^3-14}+\frac{4 e^{-x^3-x-11} \left(3 x^3+x\right)}{x^2 \left(3 x^2+1\right)}+\frac{e^{-x^3-2 x-8} \left(3 x^3+2 x\right)}{x^3 \left(3 x^2+2\right)}","e^{-x^3-14} \left(\frac{e^{3-x}}{x}+2\right)^2",1,"4*E^(-14 - x^3) + (4*E^(-11 - x - x^3)*(x + 3*x^3))/(x^2*(1 + 3*x^2)) + (E^(-8 - 2*x - x^3)*(2*x + 3*x^3))/(x^3*(2 + 3*x^2))","B",6,4,77,0.05195,1,"{6688, 6742, 2209, 2288}"
8686,1,28,0,0.0757051,"\int \frac{-5 \log (5)+e^{\frac{3 x+x^2 \log (5)+x \log ^2(5)}{\log (5)}} \left(-15-10 x \log (5)-5 \log ^2(5)\right)}{4 \log (5)} \, dx","Int[(-5*Log[5] + E^((3*x + x^2*Log[5] + x*Log[5]^2)/Log[5])*(-15 - 10*x*Log[5] - 5*Log[5]^2))/(4*Log[5]),x]","-\frac{5}{4} e^{x^2+\frac{x \left(3+\log ^2(5)\right)}{\log (5)}}-\frac{5 x}{4}","\frac{1}{4} \left(4-5 \left(x+e^{x (x+\log (5))+\frac{3 x}{\log (5)}}\right)\right)+3",1,"(-5*E^(x^2 + (x*(3 + Log[5]^2))/Log[5]))/4 - (5*x)/4","A",4,3,50,0.06000,1,"{12, 2244, 2236}"
8687,0,0,0,0.7925601,"\int \frac{-8 x-2 x^2+(-24+2 x) \log (4)+\left(x^2+4 \log (4)\right) \log \left(x^2\right)}{e^4 \left(256 x^2-128 x^3+16 x^4\right)+e^4 \left(512 x-256 x^2+32 x^3\right) \log (4)+e^4 \left(256-128 x+16 x^2\right) \log ^2(4)+\left(e^4 \left(-128 x^2+64 x^3-8 x^4\right)+e^4 \left(-256 x+128 x^2-16 x^3\right) \log (4)+e^4 \left(-128+64 x-8 x^2\right) \log ^2(4)\right) \log \left(x^2\right)+\left(e^4 \left(16 x^2-8 x^3+x^4\right)+e^4 \left(32 x-16 x^2+2 x^3\right) \log (4)+e^4 \left(16-8 x+x^2\right) \log ^2(4)\right) \log ^2\left(x^2\right)} \, dx","Int[(-8*x - 2*x^2 + (-24 + 2*x)*Log[4] + (x^2 + 4*Log[4])*Log[x^2])/(E^4*(256*x^2 - 128*x^3 + 16*x^4) + E^4*(512*x - 256*x^2 + 32*x^3)*Log[4] + E^4*(256 - 128*x + 16*x^2)*Log[4]^2 + (E^4*(-128*x^2 + 64*x^3 - 8*x^4) + E^4*(-256*x + 128*x^2 - 16*x^3)*Log[4] + E^4*(-128 + 64*x - 8*x^2)*Log[4]^2)*Log[x^2] + (E^4*(16*x^2 - 8*x^3 + x^4) + E^4*(32*x - 16*x^2 + 2*x^3)*Log[4] + E^4*(16 - 8*x + x^2)*Log[4]^2)*Log[x^2]^2),x]","\int \frac{-8 x-2 x^2+(-24+2 x) \log (4)+\left(x^2+4 \log (4)\right) \log \left(x^2\right)}{e^4 \left(256 x^2-128 x^3+16 x^4\right)+e^4 \left(512 x-256 x^2+32 x^3\right) \log (4)+e^4 \left(256-128 x+16 x^2\right) \log ^2(4)+\left(e^4 \left(-128 x^2+64 x^3-8 x^4\right)+e^4 \left(-256 x+128 x^2-16 x^3\right) \log (4)+e^4 \left(-128+64 x-8 x^2\right) \log ^2(4)\right) \log \left(x^2\right)+\left(e^4 \left(16 x^2-8 x^3+x^4\right)+e^4 \left(32 x-16 x^2+2 x^3\right) \log (4)+e^4 \left(16-8 x+x^2\right) \log ^2(4)\right) \log ^2\left(x^2\right)} \, dx","\frac{x}{e^4 (4-x) (x+\log (4)) \left(\log \left(x^2\right)-4\right)}",1,"(-2*Defer[Int][1/((4 - x)*(x + Log[4])*(4 - Log[x^2])^2), x])/E^4 + Defer[Int][(x^2 + Log[256])/((-4 + x)^2*(x + Log[4])^2*(-4 + Log[x^2])), x]/E^4","F",0,0,0,0,-1,"{}"
8688,0,0,0,2.8986099,"\int \frac{e^{-e^x+10 x+3 x^2} \left(12 x^2+38 x^3+14 x^4-6 x^5+e^x \left(-4 x^3+x^4\right)\right)}{32-16 x+2 x^2} \, dx","Int[(E^(-E^x + 10*x + 3*x^2)*(12*x^2 + 38*x^3 + 14*x^4 - 6*x^5 + E^x*(-4*x^3 + x^4)))/(32 - 16*x + 2*x^2),x]","\int \frac{e^{-e^x+10 x+3 x^2} \left(12 x^2+38 x^3+14 x^4-6 x^5+e^x \left(-4 x^3+x^4\right)\right)}{32-16 x+2 x^2} \, dx","\frac{e^{x-e^x+3 (x (x+4)-x)} x^3}{2 (4-x)}",1,"-274*Defer[Int][E^(-E^x + 10*x + 3*x^2), x] + 8*Defer[Int][E^(-E^x + 11*x + 3*x^2), x] + 32*Defer[Int][E^(-E^x + 10*x + 3*x^2)/(-4 + x)^2, x] - 1088*Defer[Int][E^(-E^x + 10*x + 3*x^2)/(-4 + x), x] + 32*Defer[Int][E^(-E^x + 11*x + 3*x^2)/(-4 + x), x] - 69*Defer[Int][E^(-E^x + 10*x + 3*x^2)*x, x] + 2*Defer[Int][E^(-E^x + 11*x + 3*x^2)*x, x] - 17*Defer[Int][E^(-E^x + 10*x + 3*x^2)*x^2, x] + Defer[Int][E^(-E^x + 11*x + 3*x^2)*x^2, x]/2 - 3*Defer[Int][E^(-E^x + 10*x + 3*x^2)*x^3, x]","F",0,0,0,0,-1,"{}"
8689,1,23,0,0.5905872,"\int \frac{1-676 x-e^{2 e^2} x-104 x^2-315 x^3-16 x^4-20 x^5+e^{e^2} \left(-52 x-4 x^2-12 x^3\right)}{-676 x^2-e^{2 e^2} x^2-52 x^3-105 x^4-4 x^5-4 x^6+e^{e^2} \left(-52 x^2-2 x^3-4 x^4\right)+x \log (x)} \, dx","Int[(1 - 676*x - E^(2*E^2)*x - 104*x^2 - 315*x^3 - 16*x^4 - 20*x^5 + E^E^2*(-52*x - 4*x^2 - 12*x^3))/(-676*x^2 - E^(2*E^2)*x^2 - 52*x^3 - 105*x^4 - 4*x^5 - 4*x^6 + E^E^2*(-52*x^2 - 2*x^3 - 4*x^4) + x*Log[x]),x]","\log \left(x \left(2 x^2+x+e^{e^2}+26\right)^2-\log (x)\right)","\log \left(\log (x)-x \left(2 x^2+x+e^{e^2}+26\right)^2\right)",1,"Log[x*(26 + E^E^2 + x + 2*x^2)^2 - Log[x]]","A",4,3,122,0.02459,1,"{6, 6688, 6684}"
8690,0,0,0,58.5915611,"\int \frac{-2812500 x^3-2250000 x^4 \log (2)-675000 x^5 \log ^2(2)-90000 x^6 \log ^3(2)-4500 x^7 \log ^4(2)+\left(1012500 x^2+2812500 x^3+\left(607500 x^3+2812500 x^4\right) \log (2)+\left(121500 x^4+1012500 x^5\right) \log ^2(2)+\left(8100 x^5+157500 x^6\right) \log ^3(2)+9000 x^7 \log ^4(2)\right) \log (x)+\left(-121500 x-1012500 x^2+\left(-48600 x^2-810000 x^3\right) \log (2)+\left(-4860 x^3-202500 x^4\right) \log ^2(2)-16200 x^5 \log ^3(2)\right) \log ^2(x)+\left(4860+121500 x+\left(972 x+72900 x^2\right) \log (2)+9720 x^3 \log ^2(2)\right) \log ^3(x)+(-4860-1944 x \log (2)) \log ^4(x)}{5834375 x^5+5834375 x^6 \log (2)+2333750 x^7 \log ^2(2)+466750 x^8 \log ^3(2)+46675 x^9 \log ^4(2)+1867 x^{10} \log ^5(2)+\left(-2812500 x^4-2250000 x^5 \log (2)-675000 x^6 \log ^2(2)-90000 x^7 \log ^3(2)-4500 x^8 \log ^4(2)\right) \log (x)+\left(506250 x^3+303750 x^4 \log (2)+60750 x^5 \log ^2(2)+4050 x^6 \log ^3(2)\right) \log ^2(x)+\left(-40500 x^2-16200 x^3 \log (2)-1620 x^4 \log ^2(2)\right) \log ^3(x)+\left(1215 x+243 x^2 \log (2)\right) \log ^4(x)} \, dx","Int[(-2812500*x^3 - 2250000*x^4*Log[2] - 675000*x^5*Log[2]^2 - 90000*x^6*Log[2]^3 - 4500*x^7*Log[2]^4 + (1012500*x^2 + 2812500*x^3 + (607500*x^3 + 2812500*x^4)*Log[2] + (121500*x^4 + 1012500*x^5)*Log[2]^2 + (8100*x^5 + 157500*x^6)*Log[2]^3 + 9000*x^7*Log[2]^4)*Log[x] + (-121500*x - 1012500*x^2 + (-48600*x^2 - 810000*x^3)*Log[2] + (-4860*x^3 - 202500*x^4)*Log[2]^2 - 16200*x^5*Log[2]^3)*Log[x]^2 + (4860 + 121500*x + (972*x + 72900*x^2)*Log[2] + 9720*x^3*Log[2]^2)*Log[x]^3 + (-4860 - 1944*x*Log[2])*Log[x]^4)/(5834375*x^5 + 5834375*x^6*Log[2] + 2333750*x^7*Log[2]^2 + 466750*x^8*Log[2]^3 + 46675*x^9*Log[2]^4 + 1867*x^10*Log[2]^5 + (-2812500*x^4 - 2250000*x^5*Log[2] - 675000*x^6*Log[2]^2 - 90000*x^7*Log[2]^3 - 4500*x^8*Log[2]^4)*Log[x] + (506250*x^3 + 303750*x^4*Log[2] + 60750*x^5*Log[2]^2 + 4050*x^6*Log[2]^3)*Log[x]^2 + (-40500*x^2 - 16200*x^3*Log[2] - 1620*x^4*Log[2]^2)*Log[x]^3 + (1215*x + 243*x^2*Log[2])*Log[x]^4),x]","\int \frac{-2812500 x^3-2250000 x^4 \log (2)-675000 x^5 \log ^2(2)-90000 x^6 \log ^3(2)-4500 x^7 \log ^4(2)+\left(1012500 x^2+2812500 x^3+\left(607500 x^3+2812500 x^4\right) \log (2)+\left(121500 x^4+1012500 x^5\right) \log ^2(2)+\left(8100 x^5+157500 x^6\right) \log ^3(2)+9000 x^7 \log ^4(2)\right) \log (x)+\left(-121500 x-1012500 x^2+\left(-48600 x^2-810000 x^3\right) \log (2)+\left(-4860 x^3-202500 x^4\right) \log ^2(2)-16200 x^5 \log ^3(2)\right) \log ^2(x)+\left(4860+121500 x+\left(972 x+72900 x^2\right) \log (2)+9720 x^3 \log ^2(2)\right) \log ^3(x)+(-4860-1944 x \log (2)) \log ^4(x)}{5834375 x^5+5834375 x^6 \log (2)+2333750 x^7 \log ^2(2)+466750 x^8 \log ^3(2)+46675 x^9 \log ^4(2)+1867 x^{10} \log ^5(2)+\left(-2812500 x^4-2250000 x^5 \log (2)-675000 x^6 \log ^2(2)-90000 x^7 \log ^3(2)-4500 x^8 \log ^4(2)\right) \log (x)+\left(506250 x^3+303750 x^4 \log (2)+60750 x^5 \log ^2(2)+4050 x^6 \log ^3(2)\right) \log ^2(x)+\left(-40500 x^2-16200 x^3 \log (2)-1620 x^4 \log ^2(2)\right) \log ^3(x)+\left(1215 x+243 x^2 \log (2)\right) \log ^4(x)} \, dx","\log \left(\left(\frac{3 \log (x)}{x (x \log (2)+5)}-5\right)^4-\frac{8}{3}\right)",1,"-4*Log[x] - 4*Log[5 + x*Log[2]] - 562500*Defer[Int][x^2/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 2500*(1867 - 135*Log[2])*Defer[Int][x^3/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + (7500*(1867 - 27*Log[2])*Log[2]^2*Defer[Int][x^4/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x])/Log[8] + 300*Log[2]*(1867*Log[2] - 15*Log[2]^2 + 1867*Log[4])*Defer[Int][x^5/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 37340*Log[2]^2*Log[128]*Defer[Int][x^6/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 7468*Log[2]^3*Log[4]*Defer[Int][x^7/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 202500*Defer[Int][(x*Log[x])/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 13500*(125 - Log[64])*Defer[Int][(x^2*Log[x])/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 2700*Log[2]*(500 - Log[8])*Defer[Int][(x^3*Log[x])/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 67500*Log[2]*Log[32]*Defer[Int][(x^4*Log[x])/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 13500*Log[2]^2*Log[4]*Defer[Int][(x^5*Log[x])/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 24300*Defer[Int][Log[x]^2/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 1620*(125 - Log[8])*Defer[Int][(x*Log[x]^2)/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 40500*Log[8]*Defer[Int][(x^2*Log[x]^2)/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 8100*Log[2]*Log[4]*Defer[Int][(x^3*Log[x]^2)/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] - 8100*Defer[Int][Log[x]^3/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x] + 972*Defer[Int][Log[x]^3/(x*(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4)), x] - 1620*Log[4]*Defer[Int][(x*Log[x]^3)/(1867*x^4*(5 + x*Log[2])^4 - 4500*x^3*(5 + x*Log[2])^3*Log[x] + 4050*x^2*(5 + x*Log[2])^2*Log[x]^2 - 1620*x*(5 + x*Log[2])*Log[x]^3 + 243*Log[x]^4), x]","F",0,0,0,0,-1,"{}"
8691,0,0,0,1.560657,"\int \frac{e^4+x+\log (x)+\left(e^4+x+\log (x)\right)^x \left(-5 e^4+5 x^2-5 \log (x)+\left(5 e^4 x+5 x^2+5 x \log (x)\right) \log \left(e^4+x+\log (x)\right)\right)}{2 e^4 x^2+2 x^3+2 x^2 \log (x)} \, dx","Int[(E^4 + x + Log[x] + (E^4 + x + Log[x])^x*(-5*E^4 + 5*x^2 - 5*Log[x] + (5*E^4*x + 5*x^2 + 5*x*Log[x])*Log[E^4 + x + Log[x]]))/(2*E^4*x^2 + 2*x^3 + 2*x^2*Log[x]),x]","\int \frac{e^4+x+\log (x)+\left(e^4+x+\log (x)\right)^x \left(-5 e^4+5 x^2-5 \log (x)+\left(5 e^4 x+5 x^2+5 x \log (x)\right) \log \left(e^4+x+\log (x)\right)\right)}{2 e^4 x^2+2 x^3+2 x^2 \log (x)} \, dx","\frac{5 \left(x+\log (x)+e^4\right)^x-1}{2 x}-1",1,"-1/2*1/x + (5*Defer[Int][(E^4 + x + Log[x])^(-1 + x), x])/2 - (5*E^4*Defer[Int][(E^4 + x + Log[x])^(-1 + x)/x^2, x])/2 - (5*Defer[Int][(Log[x]*(E^4 + x + Log[x])^(-1 + x))/x^2, x])/2 + (5*Defer[Int][((E^4 + x + Log[x])^x*Log[E^4 + x + Log[x]])/x, x])/2","F",0,0,0,0,-1,"{}"
8692,0,0,0,3.350704,"\int \frac{e^{2 x+\frac{e^{-x}}{-2 x^2+x^4}} \left(8 x^3-8 x^5+2 x^7+e^{-x} \left(4+2 x-4 x^2-x^3\right)\right)}{4 x^3-4 x^5+x^7} \, dx","Int[(E^(2*x + 1/(E^x*(-2*x^2 + x^4)))*(8*x^3 - 8*x^5 + 2*x^7 + (4 + 2*x - 4*x^2 - x^3)/E^x))/(4*x^3 - 4*x^5 + x^7),x]","\int \frac{e^{2 x+\frac{e^{-x}}{-2 x^2+x^4}} \left(8 x^3-8 x^5+2 x^7+e^{-x} \left(4+2 x-4 x^2-x^3\right)\right)}{4 x^3-4 x^5+x^7} \, dx","e^{2 x-\frac{e^{-x}}{2 x^2-x^4}}",1,"2*Defer[Int][E^(2*x + 1/(E^x*(-2*x^2 + x^4))), x] + Defer[Int][E^(x + 1/(E^x*(-2*x^2 + x^4)))/(Sqrt[2] - x), x]/(4*Sqrt[2]) + Defer[Int][E^(x + 1/(E^x*(-2*x^2 + x^4)))/x^3, x] + Defer[Int][E^(x + 1/(E^x*(-2*x^2 + x^4)))/x^2, x]/2 + Defer[Int][E^(x + 1/(E^x*(-2*x^2 + x^4)))/(Sqrt[2] + x), x]/(4*Sqrt[2]) - Defer[Int][(E^(x + 1/(E^x*(-2*x^2 + x^4)))*x)/(-2 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
8693,1,18,0,0.0444408,"\int \frac{1+x+e^{-9+x} x+e^{-x+x^2} \left(-x+2 x^2\right)}{x} \, dx","Int[(1 + x + E^(-9 + x)*x + E^(-x + x^2)*(-x + 2*x^2))/x,x]","e^{x^2-x}+x+e^{x-9}+\log (x)","e^{x^2-x}+e^{x-9}+\log \left(2 e^{x+2} x\right)+5",1,"E^(-9 + x) + E^(-x + x^2) + x + Log[x]","A",8,4,33,0.1212,1,"{14, 2236, 2194, 43}"
8694,1,27,0,0.0154789,"\int \left(2+e^x+e^{5+x} (-1-x)-2 x\right) \, dx","Int[2 + E^x + E^(5 + x)*(-1 - x) - 2*x,x]","-x^2+2 x+e^x+e^{x+5}-e^{x+5} (x+1)","-x^2-e^{x+5} x+2 x+e^x",1,"E^x + E^(5 + x) + 2*x - x^2 - E^(5 + x)*(1 + x)","A",4,2,19,0.1053,1,"{2194, 2176}"
8695,1,84,0,0.6139998,"\int \frac{e^{16} \left(-10000-8000 x-2400 x^2-320 x^3-16 x^4\right)+e^{16} \left(8000 x+4800 x^2+960 x^3+64 x^4\right) \log \left(\frac{x}{25}\right)}{625 x \log ^2\left(\frac{x}{25}\right)} \, dx","Int[(E^16*(-10000 - 8000*x - 2400*x^2 - 320*x^3 - 16*x^4) + E^16*(8000*x + 4800*x^2 + 960*x^3 + 64*x^4)*Log[x/25])/(625*x*Log[x/25]^2),x]","\frac{16 e^{16} x^4}{625 \log \left(\frac{x}{25}\right)}+\frac{64 e^{16} x^3}{125 \log \left(\frac{x}{25}\right)}+\frac{96 e^{16} x^2}{25 \log \left(\frac{x}{25}\right)}+\frac{64 e^{16} x}{5 \log \left(\frac{x}{25}\right)}+\frac{16 e^{16}}{\log \left(\frac{x}{25}\right)}","\frac{16 e^{16} \left(\frac{x}{5}+1\right)^4}{\log \left(\frac{x}{25}\right)}",1,"(16*E^16)/Log[x/25] + (64*E^16*x)/(5*Log[x/25]) + (96*E^16*x^2)/(25*Log[x/25]) + (64*E^16*x^3)/(125*Log[x/25]) + (16*E^16*x^4)/(625*Log[x/25])","B",29,12,69,0.1739,1,"{12, 6688, 6742, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2330}"
8696,0,0,0,6.1455762,"\int \frac{45 x^2+e^{\frac{-5+x^3}{x^2}} \left(270+27 x^2+27 x^3\right)}{9 e^2 x^2-30 e x^3+25 x^4+9 e^{\frac{2 \left(-5+x^3\right)}{x^2}} x^4+e^{\frac{-5+x^3}{x^2}} \left(-18 e x^3+30 x^4\right)} \, dx","Int[(45*x^2 + E^((-5 + x^3)/x^2)*(270 + 27*x^2 + 27*x^3))/(9*E^2*x^2 - 30*E*x^3 + 25*x^4 + 9*E^((2*(-5 + x^3))/x^2)*x^4 + E^((-5 + x^3)/x^2)*(-18*E*x^3 + 30*x^4)),x]","\int \frac{45 x^2+e^{\frac{-5+x^3}{x^2}} \left(270+27 x^2+27 x^3\right)}{9 e^2 x^2-30 e x^3+25 x^4+9 e^{\frac{2 \left(-5+x^3\right)}{x^2}} x^4+e^{\frac{-5+x^3}{x^2}} \left(-18 e x^3+30 x^4\right)} \, dx","\frac{3}{e-\left(e^{\frac{x^2-\frac{5}{x}}{x}}+\frac{5}{3}\right) x}",1,"27*Defer[Int][E^(1 + 10/x^2)/(3*E^(1 + 5/x^2) - 5*E^(5/x^2)*x - 3*E^x*x)^2, x] + 270*Defer[Int][E^(1 + 10/x^2)/(x^3*(3*E^(1 + 5/x^2) - 5*E^(5/x^2)*x - 3*E^x*x)^2), x] + 27*Defer[Int][E^(1 + 10/x^2)/(x*(3*E^(1 + 5/x^2) - 5*E^(5/x^2)*x - 3*E^x*x)^2), x] - 9*Defer[Int][E^(5/x^2)/(3*E^(1 + 5/x^2) - 5*E^(5/x^2)*x - 3*E^x*x), x] - 450*Defer[Int][E^(10/x^2)/(x^2*(-3*E^(1 + 5/x^2) + 5*E^(5/x^2)*x + 3*E^x*x)^2), x] - 45*Defer[Int][(E^(10/x^2)*x)/(-3*E^(1 + 5/x^2) + 5*E^(5/x^2)*x + 3*E^x*x)^2, x] + 90*Defer[Int][E^(5/x^2)/(x^3*(-3*E^(1 + 5/x^2) + 5*E^(5/x^2)*x + 3*E^x*x)), x] + 9*Defer[Int][E^(5/x^2)/(x*(-3*E^(1 + 5/x^2) + 5*E^(5/x^2)*x + 3*E^x*x)), x]","F",0,0,0,0,-1,"{}"
8697,1,40,0,0.0120329,"\int \left(2 x-16 x^3+24 x^5+e^9 \left(-2+12 x^2\right)+\left(2-12 x^2\right) \log (2)\right) \, dx","Int[2*x - 16*x^3 + 24*x^5 + E^9*(-2 + 12*x^2) + (2 - 12*x^2)*Log[2],x]","4 x^6-4 x^4+4 e^9 x^3-4 x^3 \log (2)+x^2-2 e^9 x+2 x \log (2)","\left(-2 x^3+x-e^9+\log (2)\right)^2+e^3",1,"-2*E^9*x + x^2 + 4*E^9*x^3 - 4*x^4 + 4*x^6 + 2*x*Log[2] - 4*x^3*Log[2]","A",3,0,35,0,1,"{}"
8698,0,0,0,2.330706,"\int \frac{80-3 e^{2 x}+1040 x-768 x^2+192 x^3-16 x^4+e^x \left(192-112 x+16 x^2\right)}{4032+e^{2 x}-4112 x+1536 x^2-256 x^3+16 x^4+e^x \left(-128+64 x-8 x^2\right)} \, dx","Int[(80 - 3*E^(2*x) + 1040*x - 768*x^2 + 192*x^3 - 16*x^4 + E^x*(192 - 112*x + 16*x^2))/(4032 + E^(2*x) - 4112*x + 1536*x^2 - 256*x^3 + 16*x^4 + E^x*(-128 + 64*x - 8*x^2)),x]","\int \frac{80-3 e^{2 x}+1040 x-768 x^2+192 x^3-16 x^4+e^x \left(192-112 x+16 x^2\right)}{4032+e^{2 x}-4112 x+1536 x^2-256 x^3+16 x^4+e^x \left(-128+64 x-8 x^2\right)} \, dx","-x+\log \left(\frac{5}{-\left((4-x)^2-\frac{e^x}{4}\right)^2+x+4}\right)+e^2+3",1,"-3*x + 12176*Defer[Int][(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4)^(-1), x] - 192*Defer[Int][E^x/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] - 11296*Defer[Int][x/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] + 80*Defer[Int][(E^x*x)/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] + 3840*Defer[Int][x^2/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] - 8*Defer[Int][(E^x*x^2)/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] - 576*Defer[Int][x^3/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x] + 32*Defer[Int][x^4/(4032 - 128*E^x + E^(2*x) - 4112*x + 64*E^x*x + 1536*x^2 - 8*E^x*x^2 - 256*x^3 + 16*x^4), x]","F",0,0,0,0,-1,"{}"
8699,1,11,0,0.001074,"\int \frac{1}{50} (75+116 x) \, dx","Int[(75 + 116*x)/50,x]","\frac{(116 x+75)^2}{11600}","\frac{29 x^2}{25}+\frac{3 x}{2}+5-\log (2)",1,"(75 + 116*x)^2/11600","A",1,1,9,0.1111,1,"{9}"
8700,1,20,0,0.1010049,"\int \left(-50 x-9 x^2+e^{x^2} \left(3 x^2+2 x^4\right)\right) \, dx","Int[-50*x - 9*x^2 + E^x^2*(3*x^2 + 2*x^4),x]","-3 x^3-25 x^2+e^{x^2} x^3","-x^2 \left(\left(3-e^{x^2}\right) x+25\right)",1,"-25*x^2 - 3*x^3 + E^x^2*x^3","A",9,4,26,0.1538,1,"{1593, 2226, 2212, 2204}"
8701,0,0,0,2.0136566,"\int \frac{16 e^{4 x} x^2+1000 x^3+160 e^{3 x} x^3+625 x^6+e^{2 x} \left(80 x+80 x^2+600 x^4\right)+e^x \left(600 x^2+200 x^3+1000 x^5\right)}{100+16 e^{4 x} x^2+500 x^3+160 e^{3 x} x^3+625 x^6+e^{2 x} \left(80 x+600 x^4\right)+e^x \left(400 x^2+1000 x^5\right)} \, dx","Int[(16*E^(4*x)*x^2 + 1000*x^3 + 160*E^(3*x)*x^3 + 625*x^6 + E^(2*x)*(80*x + 80*x^2 + 600*x^4) + E^x*(600*x^2 + 200*x^3 + 1000*x^5))/(100 + 16*E^(4*x)*x^2 + 500*x^3 + 160*E^(3*x)*x^3 + 625*x^6 + E^(2*x)*(80*x + 600*x^4) + E^x*(400*x^2 + 1000*x^5)),x]","\int \frac{16 e^{4 x} x^2+1000 x^3+160 e^{3 x} x^3+625 x^6+e^{2 x} \left(80 x+80 x^2+600 x^4\right)+e^x \left(600 x^2+200 x^3+1000 x^5\right)}{100+16 e^{4 x} x^2+500 x^3+160 e^{3 x} x^3+625 x^6+e^{2 x} \left(80 x+600 x^4\right)+e^x \left(400 x^2+1000 x^5\right)} \, dx","2 \left(\frac{x}{\frac{x+\frac{4}{5 \left(x+\frac{2 e^x}{5}\right)^2}}{x}+1}-4\right)",1,"x - 100*Defer[Int][(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^(-2), x] - 200*Defer[Int][x/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^2, x] + 200*Defer[Int][(E^x*x^2)/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^2, x] + 500*Defer[Int][x^3/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^2, x] - 200*Defer[Int][(E^x*x^3)/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^2, x] - 500*Defer[Int][x^4/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3)^2, x] + 20*Defer[Int][x/(10 + 4*E^(2*x)*x + 20*E^x*x^2 + 25*x^3), x]","F",0,0,0,0,-1,"{}"
8702,1,16,0,0.0750377,"\int \frac{36+18 x+3 x^2+e^{2 x} \left(18+12 x+2 x^2\right)}{9+6 x+x^2} \, dx","Int[(36 + 18*x + 3*x^2 + E^(2*x)*(18 + 12*x + 2*x^2))/(9 + 6*x + x^2),x]","3 x+e^{2 x}-\frac{9}{x+3}","-\frac{x^2}{x+3}+4 x+e^{2 x}",1,"E^(2*x) + 3*x - 9/(3 + x)","A",6,4,37,0.1081,1,"{27, 6688, 2194, 683}"
8703,1,57,0,1.0323877,"\int \frac{40-95 x+30 x^2+e^x \left(16-38 x+12 x^2\right)+\left(15-15 x+15 x^2+e^x \left(-10+16 x-16 x^2+6 x^3\right)\right) \log \left(-1+x-x^2\right)}{1-x+x^2} \, dx","Int[(40 - 95*x + 30*x^2 + E^x*(16 - 38*x + 12*x^2) + (15 - 15*x + 15*x^2 + E^x*(-10 + 16*x - 16*x^2 + 6*x^3))*Log[-1 + x - x^2])/(1 - x + x^2),x]","-6 e^x \log \left(-x^2+x-1\right)-2 e^x (5-3 x) \log \left(-x^2+x-1\right)+15 x \log \left(-x^2+x-1\right)-40 \log \left(x^2-x+1\right)","\left(2 e^x+5\right) (3 x-8) \log \left(-x^2+x-1\right)",1,"-6*E^x*Log[-1 + x - x^2] - 2*E^x*(5 - 3*x)*Log[-1 + x - x^2] + 15*x*Log[-1 + x - x^2] - 40*Log[1 - x + x^2]","B",31,11,74,0.1486,1,"{6688, 6728, 773, 634, 618, 204, 628, 2194, 2178, 2176, 2554}"
8704,1,56,0,0.1199854,"\int \frac{e^{4-e^4+e^{x/2}-x^2} \left(10 x+5 e^{x/2} x^2-20 x^3\right)}{x} \, dx","Int[(E^(4 - E^4 + E^(x/2) - x^2)*(10*x + 5*E^(x/2)*x^2 - 20*x^3))/x,x]","\frac{10 e^{-x^2+e^{x/2}-e^4+4} \left(e^{x/2} x^2-4 x^3\right)}{\left(e^{x/2}-4 x\right) x}","10 e^{-x^2+e^{x/2}-e^4+4} x",1,"(10*E^(4 - E^4 + E^(x/2) - x^2)*(E^(x/2)*x^2 - 4*x^3))/((E^(x/2) - 4*x)*x)","B",1,1,46,0.02174,1,"{2288}"
8705,1,11,0,0.00103,"\int \frac{1}{2} (14+13 x) \, dx","Int[(14 + 13*x)/2,x]","\frac{1}{52} (13 x+14)^2","x^2+x+\left(\frac{3 x}{2}+2\right)^2-e^2+1+\log (4)",1,"(14 + 13*x)^2/52","A",1,1,9,0.1111,1,"{9}"
8706,1,7,0,0.0009238,"\int \frac{x}{2} \, dx","Int[x/2,x]","\frac{x^2}{4}","\frac{1}{4} \left(x^2+4\right)-e^4+1",1,"x^2/4","A",2,2,5,0.4000,1,"{12, 30}"
8707,0,0,0,21.368187,"\int \frac{1+x^2+\exp \left(16-40 x+33 x^2-10 x^3+x^4+\left(-32+56 x-28 x^2+4 x^3\right) \log (2)+\left(24-26 x+6 x^2\right) \log ^2(2)+(-8+4 x) \log ^3(2)+\log ^4(2)\right) \left(-1-40 x+66 x^2-30 x^3+4 x^4+\left(56 x-56 x^2+12 x^3\right) \log (2)+\left(-26 x+12 x^2\right) \log ^2(2)+4 x \log ^3(2)\right)}{x^2} \, dx","Int[(1 + x^2 + E^(16 - 40*x + 33*x^2 - 10*x^3 + x^4 + (-32 + 56*x - 28*x^2 + 4*x^3)*Log[2] + (24 - 26*x + 6*x^2)*Log[2]^2 + (-8 + 4*x)*Log[2]^3 + Log[2]^4)*(-1 - 40*x + 66*x^2 - 30*x^3 + 4*x^4 + (56*x - 56*x^2 + 12*x^3)*Log[2] + (-26*x + 12*x^2)*Log[2]^2 + 4*x*Log[2]^3))/x^2,x]","\int \frac{1+x^2+\exp \left(16-40 x+33 x^2-10 x^3+x^4+\left(-32+56 x-28 x^2+4 x^3\right) \log (2)+\left(24-26 x+6 x^2\right) \log ^2(2)+(-8+4 x) \log ^3(2)+\log ^4(2)\right) \left(-1-40 x+66 x^2-30 x^3+4 x^4+\left(56 x-56 x^2+12 x^3\right) \log (2)+\left(-26 x+12 x^2\right) \log ^2(2)+4 x \log ^3(2)\right)}{x^2} \, dx","x-\frac{1-e^{\left((x-2+\log (2))^2-x\right)^2}}{x}+e",1,"-x^(-1) + x + (33 - 28*Log[2] + 6*Log[2]^2)*Defer[Int][2^(-31 + 56*x - 28*x^2 + 4*x^3)*E^(16 - 10*x^3 + x^4 + 24*Log[2]^2 - 8*Log[2]^3 + Log[2]^4 + 3*x^2*(11 + 2*Log[2]^2) - 2*x*(20 + 13*Log[2]^2 - 2*Log[2]^3)), x] - Defer[Int][(16^(-8 + 14*x - 7*x^2 + x^3)*E^(16 - 10*x^3 + x^4 + 24*Log[2]^2 - 8*Log[2]^3 + Log[2]^4 + 3*x^2*(11 + 2*Log[2]^2) - 2*x*(20 + 13*Log[2]^2 - 2*Log[2]^3)))/x^2, x] - (2 - Log[2])^2*(5 - Log[4])*Defer[Int][(2^(-31 + 56*x - 28*x^2 + 4*x^3)*E^(16 - 10*x^3 + x^4 + 24*Log[2]^2 - 8*Log[2]^3 + Log[2]^4 + 3*x^2*(11 + 2*Log[2]^2) - 2*x*(20 + 13*Log[2]^2 - 2*Log[2]^3)))/x, x] - 3*(5 - Log[4])*Defer[Int][2^(-31 + 56*x - 28*x^2 + 4*x^3)*E^(16 - 10*x^3 + x^4 + 24*Log[2]^2 - 8*Log[2]^3 + Log[2]^4 + 3*x^2*(11 + 2*Log[2]^2) - 2*x*(20 + 13*Log[2]^2 - 2*Log[2]^3))*x, x] + Defer[Int][4^(-15 + 28*x - 14*x^2 + 2*x^3)*E^(16 - 10*x^3 + x^4 + 24*Log[2]^2 - 8*Log[2]^3 + Log[2]^4 + 3*x^2*(11 + 2*Log[2]^2) - 2*x*(20 + 13*Log[2]^2 - 2*Log[2]^3))*x^2, x]","F",0,0,0,0,-1,"{}"
8708,1,30,0,0.1793702,"\int \frac{e^{-2 x} \left(-8 e^{\frac{4 e^{-2 x}}{\log (5)}}+2 e^{2 x} x \log (5) \log (\log (2))\right)}{\log (5)} \, dx","Int[(-8*E^(4/(E^(2*x)*Log[5])) + 2*E^(2*x)*x*Log[5]*Log[Log[2]])/(E^(2*x)*Log[5]),x]","\frac{x^2 \log (25) \log (\log (2))}{2 \log (5)}+e^{\frac{4 e^{-2 x}}{\log (5)}}","x^2 \log (\log (2))+e^{\frac{4 e^{-2 x}}{\log (5)}}",1,"E^(4/(E^(2*x)*Log[5])) + (x^2*Log[25]*Log[Log[2]])/(2*Log[5])","A",5,4,39,0.1026,1,"{12, 6742, 2282, 2194}"
8709,1,78,0,0.1856522,"\int \frac{-144+9 x^2+(240+60 x) \log \left(\frac{14 x}{3}\right)-120 \log ^2\left(\frac{14 x}{3}\right)+100 \log ^3\left(\frac{14 x}{3}\right)-25 \log ^4\left(\frac{14 x}{3}\right)}{9 x^2} \, dx","Int[(-144 + 9*x^2 + (240 + 60*x)*Log[(14*x)/3] - 120*Log[(14*x)/3]^2 + 100*Log[(14*x)/3]^3 - 25*Log[(14*x)/3]^4)/(9*x^2),x]","x+\frac{16}{x}+\frac{25 \log ^4\left(\frac{14 x}{3}\right)}{9 x}+\frac{40 \log ^2\left(\frac{14 x}{3}\right)}{3 x}-\frac{10 \log ^2(x)}{3}-\frac{20}{3} \left(\frac{4}{x}-\log (x)\right) \log \left(\frac{14 x}{3}\right)+\frac{80 \log \left(\frac{14 x}{3}\right)}{3 x}","\frac{\left(x+\frac{5}{3} \log ^2\left(\frac{14 x}{3}\right)+4\right)^2}{x}",1,"16/x + x - (10*Log[x]^2)/3 + (80*Log[(14*x)/3])/(3*x) - (20*(4/x - Log[x])*Log[(14*x)/3])/3 + (40*Log[(14*x)/3]^2)/(3*x) + (25*Log[(14*x)/3]^4)/(9*x)","B",18,7,56,0.1250,1,"{12, 14, 43, 2334, 2301, 2305, 2304}"
8710,0,0,0,1.0783615,"\int \frac{144-2244 x-1728 x^2-1425 x^3-360 x^4-144 x^5+e^5 \left(48-60 x-96 x^2\right)+\left(1104 x+360 x^2+288 x^3\right) \log (x)-144 x \log ^2(x)}{256 x+160 x^2+153 x^3+40 x^4+16 x^5+\left(-128 x-40 x^2-32 x^3\right) \log (x)+16 x \log ^2(x)} \, dx","Int[(144 - 2244*x - 1728*x^2 - 1425*x^3 - 360*x^4 - 144*x^5 + E^5*(48 - 60*x - 96*x^2) + (1104*x + 360*x^2 + 288*x^3)*Log[x] - 144*x*Log[x]^2)/(256*x + 160*x^2 + 153*x^3 + 40*x^4 + 16*x^5 + (-128*x - 40*x^2 - 32*x^3)*Log[x] + 16*x*Log[x]^2),x]","\int \frac{144-2244 x-1728 x^2-1425 x^3-360 x^4-144 x^5+e^5 \left(48-60 x-96 x^2\right)+\left(1104 x+360 x^2+288 x^3\right) \log (x)-144 x \log ^2(x)}{256 x+160 x^2+153 x^3+40 x^4+16 x^5+\left(-128 x-40 x^2-32 x^3\right) \log (x)+16 x \log ^2(x)} \, dx","\left(x+e^5+3\right) \left(\frac{3}{x^2+\frac{5 x}{4}-\log (x)+4}-9\right)",1,"-9*x - 12*(11 + 5*E^5)*Defer[Int][(16 + 5*x + 4*x^2 - 4*Log[x])^(-2), x] + 48*(3 + E^5)*Defer[Int][1/(x*(16 + 5*x + 4*x^2 - 4*Log[x])^2), x] - 12*(29 + 8*E^5)*Defer[Int][x/(16 + 5*x + 4*x^2 - 4*Log[x])^2, x] - 96*Defer[Int][x^2/(16 + 5*x + 4*x^2 - 4*Log[x])^2, x] + 12*Defer[Int][(16 + 5*x + 4*x^2 - 4*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
8711,1,29,0,0.2734606,"\int \frac{e^{5 x/2} \left(66+5 x+e^2 \left(20-32 x+20 x^2\right)\right)}{5488+1176 x+84 x^2+2 x^3+e^2 \left(4704+672 x+4728 x^2+672 x^3+24 x^4\right)+e^4 \left(1344+96 x+2688 x^2+192 x^3+1344 x^4+96 x^5\right)+e^6 \left(128+384 x^2+384 x^4+128 x^6\right)} \, dx","Int[(E^((5*x)/2)*(66 + 5*x + E^2*(20 - 32*x + 20*x^2)))/(5488 + 1176*x + 84*x^2 + 2*x^3 + E^2*(4704 + 672*x + 4728*x^2 + 672*x^3 + 24*x^4) + E^4*(1344 + 96*x + 2688*x^2 + 192*x^3 + 1344*x^4 + 96*x^5) + E^6*(128 + 384*x^2 + 384*x^4 + 128*x^6)),x]","\frac{e^{5 x/2}}{\left(4 e^2 x^2+x+2 \left(7+2 e^2\right)\right)^2}","\frac{e^{5 x/2}}{\left(4 \left(e^2 \left(x^2+1\right)+4\right)+x-2\right)^2}",1,"E^((5*x)/2)/(2*(7 + 2*E^2) + x + 4*E^2*x^2)^2","A",3,3,118,0.02542,1,"{6688, 12, 2289}"
8712,1,26,0,0.1392293,"\int \frac{\frac{9}{e^4}+85 x^2-36 x^3+4 x^4+\frac{3 \left(2+18 x-4 x^2\right)}{e^2}}{\frac{9}{e^4}+81 x^2-36 x^3+4 x^4+\frac{3 \left(18 x-4 x^2\right)}{e^2}} \, dx","Int[(9/E^4 + 85*x^2 - 36*x^3 + 4*x^4 + (3*(2 + 18*x - 4*x^2))/E^2)/(9/E^4 + 81*x^2 - 36*x^3 + 4*x^4 + (3*(18*x - 4*x^2))/E^2),x]","\frac{2 e^2 x}{-2 e^2 x^2+9 e^2 x+3}+x","x-\frac{2}{2 x-\frac{2 x+\frac{3}{e^2}}{x}-7}",1,"x + (2*E^2*x)/(3 + 9*E^2*x - 2*E^2*x^2)","A",4,4,74,0.05405,1,"{1680, 1814, 21, 8}"
8713,1,49,0,0.1235076,"\int \left(1+e^{\frac{1}{5} (1-5 x-5 \log (2))} \left(5-7 x+x^2\right)+e^x \left(-5-3 x+x^2\right)\right) \, dx","Int[1 + E^((1 - 5*x - 5*Log[2])/5)*(5 - 7*x + x^2) + E^x*(-5 - 3*x + x^2),x]","-\frac{1}{2} e^{\frac{1}{5} (1-5 x)} x^2+e^x x^2+\frac{5}{2} e^{\frac{1}{5} (1-5 x)} x-5 e^x x+x","\left(\frac{1}{2} e^{\frac{1}{5}-x}-e^x\right) (5-x) x+x",1,"x + (5*E^((1 - 5*x)/5)*x)/2 - 5*E^x*x - (E^((1 - 5*x)/5)*x^2)/2 + E^x*x^2","A",17,3,38,0.07895,1,"{2196, 2194, 2176}"
8714,1,25,0,0.238855,"\int \frac{12-16 x}{\left(-x+x^2\right) \log \left(\frac{-x^3+x^4}{9 \log (\log (4))}\right)+\left(-2 x+2 x^2\right) \log \left(\frac{-x^3+x^4}{9 \log (\log (4))}\right) \log \left(\log \left(\frac{-x^3+x^4}{9 \log (\log (4))}\right)\right)+\left(-x+x^2\right) \log \left(\frac{-x^3+x^4}{9 \log (\log (4))}\right) \log ^2\left(\log \left(\frac{-x^3+x^4}{9 \log (\log (4))}\right)\right)} \, dx","Int[(12 - 16*x)/((-x + x^2)*Log[(-x^3 + x^4)/(9*Log[Log[4]])] + (-2*x + 2*x^2)*Log[(-x^3 + x^4)/(9*Log[Log[4]])]*Log[Log[(-x^3 + x^4)/(9*Log[Log[4]])]] + (-x + x^2)*Log[(-x^3 + x^4)/(9*Log[Log[4]])]*Log[Log[(-x^3 + x^4)/(9*Log[Log[4]])]]^2),x]","\frac{4}{\log \left(\log \left(-\frac{(1-x) x^3}{9 \log (\log (4))}\right)\right)+1}","\frac{4}{\log \left(\log \left(\frac{x^2 \left(x^2-x\right)}{9 \log (\log (4))}\right)\right)+1}",1,"4/(1 + Log[Log[-1/9*((1 - x)*x^3)/Log[Log[4]]]])","A",3,3,134,0.02239,1,"{6688, 12, 6686}"
8715,1,127,0,16.8660285,"\int \frac{432-2160 x+3600 x^2-2000 x^3+\left(-81+1487 x-6755 x^2+12750 x^3-10625 x^4+3125 x^5\right) \log (5 x)+\left(-1728+5760 x-4800 x^2+\left(432-6480 x+21600 x^2-26000 x^3+10000 x^4\right) \log (5 x)\right) \log (\log (5 x))+\left(2304-3840 x+\left(-864+10080 x-21600 x^2+12000 x^3\right) \log (5 x)\right) \log ^2(\log (5 x))+\left(-1024+\left(768-6400 x+6400 x^2\right) \log (5 x)\right) \log ^3(\log (5 x))+(-256+1280 x) \log (5 x) \log ^4(\log (5 x))}{\left(405 x-2705 x^2+6750 x^3-7500 x^4+3125 x^5\right) \log (5 x)+\left(-2160 x+10800 x^2-18000 x^3+10000 x^4\right) \log (5 x) \log (\log (5 x))+\left(4320 x-14400 x^2+12000 x^3\right) \log (5 x) \log ^2(\log (5 x))+\left(-3840 x+6400 x^2\right) \log (5 x) \log ^3(\log (5 x))+1280 x \log (5 x) \log ^4(\log (5 x))} \, dx","Int[(432 - 2160*x + 3600*x^2 - 2000*x^3 + (-81 + 1487*x - 6755*x^2 + 12750*x^3 - 10625*x^4 + 3125*x^5)*Log[5*x] + (-1728 + 5760*x - 4800*x^2 + (432 - 6480*x + 21600*x^2 - 26000*x^3 + 10000*x^4)*Log[5*x])*Log[Log[5*x]] + (2304 - 3840*x + (-864 + 10080*x - 21600*x^2 + 12000*x^3)*Log[5*x])*Log[Log[5*x]]^2 + (-1024 + (768 - 6400*x + 6400*x^2)*Log[5*x])*Log[Log[5*x]]^3 + (-256 + 1280*x)*Log[5*x]*Log[Log[5*x]]^4)/((405*x - 2705*x^2 + 6750*x^3 - 7500*x^4 + 3125*x^5)*Log[5*x] + (-2160*x + 10800*x^2 - 18000*x^3 + 10000*x^4)*Log[5*x]*Log[Log[5*x]] + (4320*x - 14400*x^2 + 12000*x^3)*Log[5*x]*Log[Log[5*x]]^2 + (-3840*x + 6400*x^2)*Log[5*x]*Log[Log[5*x]]^3 + 1280*x*Log[5*x]*Log[Log[5*x]]^4),x]","-\frac{1}{5} \log \left(625 x^4-1500 x^3+2000 x^3 \log (\log (5 x))+1350 x^2+2400 x^2 \log ^2(\log (5 x))-3600 x^2 \log (\log (5 x))-541 x+256 \log ^4(\log (5 x))+1280 x \log ^3(\log (5 x))-768 \log ^3(\log (5 x))-2880 x \log ^2(\log (5 x))+864 \log ^2(\log (5 x))+2160 x \log (\log (5 x))-432 \log (\log (5 x))+81\right)+x-\frac{\log (x)}{5}","x-\frac{1}{5} \log \left(\frac{1}{4} x \left(x-(x+4 (x+\log (\log (5 x)))-3)^4\right)\right)",1,"x - Log[x]/5 - Log[81 - 541*x + 1350*x^2 - 1500*x^3 + 625*x^4 - 432*Log[Log[5*x]] + 2160*x*Log[Log[5*x]] - 3600*x^2*Log[Log[5*x]] + 2000*x^3*Log[Log[5*x]] + 864*Log[Log[5*x]]^2 - 2880*x*Log[Log[5*x]]^2 + 2400*x^2*Log[Log[5*x]]^2 - 768*Log[Log[5*x]]^3 + 1280*x*Log[Log[5*x]]^3 + 256*Log[Log[5*x]]^4]/5","B",8,6,284,0.02113,1,"{6741, 12, 6688, 6742, 43, 6684}"
8716,-1,0,0,179.9998695,"\int \frac{\left(-30 x-24 x^2-6 x^3+e^{4 x} \left(-10 x-8 x^2-2 x^3\right)+\left(10 x+8 x^2+2 x^3\right) \log (x)\right) \log \left(\frac{-4+8 x+4 x^2}{2+x}\right)+\left(4-6 x-8 x^2-2 x^3+e^{4 x} \left(-16 x+24 x^2+32 x^3+8 x^4\right)\right) \log ^2\left(\frac{-4+8 x+4 x^2}{2+x}\right)}{54 x-81 x^2-108 x^3-27 x^4+e^{4 x} \left(54 x-81 x^2-108 x^3-27 x^4\right)+e^{8 x} \left(18 x-27 x^2-36 x^3-9 x^4\right)+e^{12 x} \left(2 x-3 x^2-4 x^3-x^4\right)+\left(-54 x+81 x^2+108 x^3+27 x^4+e^{8 x} \left(-6 x+9 x^2+12 x^3+3 x^4\right)+e^{4 x} \left(-36 x+54 x^2+72 x^3+18 x^4\right)\right) \log (x)+\left(18 x-27 x^2-36 x^3-9 x^4+e^{4 x} \left(6 x-9 x^2-12 x^3-3 x^4\right)\right) \log ^2(x)+\left(-2 x+3 x^2+4 x^3+x^4\right) \log ^3(x)} \, dx","Int[((-30*x - 24*x^2 - 6*x^3 + E^(4*x)*(-10*x - 8*x^2 - 2*x^3) + (10*x + 8*x^2 + 2*x^3)*Log[x])*Log[(-4 + 8*x + 4*x^2)/(2 + x)] + (4 - 6*x - 8*x^2 - 2*x^3 + E^(4*x)*(-16*x + 24*x^2 + 32*x^3 + 8*x^4))*Log[(-4 + 8*x + 4*x^2)/(2 + x)]^2)/(54*x - 81*x^2 - 108*x^3 - 27*x^4 + E^(4*x)*(54*x - 81*x^2 - 108*x^3 - 27*x^4) + E^(8*x)*(18*x - 27*x^2 - 36*x^3 - 9*x^4) + E^(12*x)*(2*x - 3*x^2 - 4*x^3 - x^4) + (-54*x + 81*x^2 + 108*x^3 + 27*x^4 + E^(8*x)*(-6*x + 9*x^2 + 12*x^3 + 3*x^4) + E^(4*x)*(-36*x + 54*x^2 + 72*x^3 + 18*x^4))*Log[x] + (18*x - 27*x^2 - 36*x^3 - 9*x^4 + E^(4*x)*(6*x - 9*x^2 - 12*x^3 - 3*x^4))*Log[x]^2 + (-2*x + 3*x^2 + 4*x^3 + x^4)*Log[x]^3),x]","\text{\$Aborted}","\frac{\log ^2\left(4 \left(x-\frac{1}{x+2}\right)\right)}{\left(e^{4 x}-\log (x)+3\right)^2}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8717,0,0,0,25.2027087,"\int \frac{5^{\frac{100 e^{-x} x^2}{-9+200 x^2+200 x^3}} e^{-x} x^{\frac{100 e^{-x} x^2}{-9+200 x^2+200 x^3}} \left(-900 x+20000 x^3+20000 x^4+\left(-1800 x+900 x^2-40000 x^4-20000 x^5\right) \log (5 x)\right)}{81-3600 x^2-3600 x^3+40000 x^4+80000 x^5+40000 x^6} \, dx","Int[(5^((100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^((100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*(-900*x + 20000*x^3 + 20000*x^4 + (-1800*x + 900*x^2 - 40000*x^4 - 20000*x^5)*Log[5*x]))/(E^x*(81 - 3600*x^2 - 3600*x^3 + 40000*x^4 + 80000*x^5 + 40000*x^6)),x]","\int \frac{5^{\frac{100 e^{-x} x^2}{-9+200 x^2+200 x^3}} e^{-x} x^{\frac{100 e^{-x} x^2}{-9+200 x^2+200 x^3}} \left(-900 x+20000 x^3+20000 x^4+\left(-1800 x+900 x^2-40000 x^4-20000 x^5\right) \log (5 x)\right)}{81-3600 x^2-3600 x^3+40000 x^4+80000 x^5+40000 x^6} \, dx","5^{\frac{e^{-x}}{-\frac{9}{100 x^2}+2 x+2}} x^{\frac{e^{-x}}{-\frac{9}{100 x^2}+2 x+2}}",1,"-108*Log[5*x]*Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(1 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)^2), x] + 32*Log[5*x]*Defer[Int][(5^(4 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(3 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)^2), x] + 4*Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(1 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)), x] - 4*Log[5*x]*Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(1 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)), x] - 4*Log[5*x]*Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)), x] + 108*Defer[Int][Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(1 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)^2), x]/x, x] - 32*Defer[Int][Defer[Int][(5^(4 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(3 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)^2), x]/x, x] + 4*Defer[Int][Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(1 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)), x]/x, x] + 4*Defer[Int][Defer[Int][(5^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3)))*x^(2 + (100*x^2)/(E^x*(-9 + 200*x^2 + 200*x^3))))/(E^x*(-9 + 200*x^2 + 200*x^3)), x]/x, x]","F",0,0,0,0,-1,"{}"
8718,1,33,0,0.5265136,"\int \frac{-5+\left(10+14 x^2+5 x^3-2 x^4\right) \log (x)+\left(-4-5 x+2 x^2\right) \log (x) \log \left(\frac{\log (x)}{x^2}\right)}{-5 x^3 \log (x)+5 x \log (x) \log \left(\frac{\log (x)}{x^2}\right)} \, dx","Int[(-5 + (10 + 14*x^2 + 5*x^3 - 2*x^4)*Log[x] + (-4 - 5*x + 2*x^2)*Log[x]*Log[Log[x]/x^2])/(-5*x^3*Log[x] + 5*x*Log[x]*Log[Log[x]/x^2]),x]","\frac{x^2}{5}-\log \left(x^2-\log \left(\frac{\log (x)}{x^2}\right)\right)-x-\frac{4 \log (x)}{5}","\frac{1}{5} \left(x^2+\log (x)\right)-\log \left(\frac{1}{5} x \left(\log \left(\frac{\log (x)}{x^2}\right)-x^2\right)\right)-x",1,"-x + x^2/5 - (4*Log[x])/5 - Log[x^2 - Log[Log[x]/x^2]]","A",7,5,65,0.07692,1,"{6741, 12, 6742, 14, 6684}"
8719,0,0,0,2.1526654,"\int \frac{-8+16 x+e^{\frac{1}{16} \left(36-36 x+9 x^2\right)} \left(-72+306 x-81 x^2\right)}{8 x+72 e^{\frac{1}{16} \left(36-36 x+9 x^2\right)} x} \, dx","Int[(-8 + 16*x + E^((36 - 36*x + 9*x^2)/16)*(-72 + 306*x - 81*x^2))/(8*x + 72*E^((36 - 36*x + 9*x^2)/16)*x),x]","\int \frac{-8+16 x+e^{\frac{1}{16} \left(36-36 x+9 x^2\right)} \left(-72+306 x-81 x^2\right)}{8 x+72 e^{\frac{1}{16} \left(36-36 x+9 x^2\right)} x} \, dx","2 x-\log \left(9 e^{\frac{9}{16} (2-x)^2} x+x\right)+\log (5)",1,"(17*x)/4 - Defer[Int][1/((1 + 9*E^((9*(-2 + x)^2)/16))*x), x] - 9*Defer[Int][E^((9*(-2 + x)^2)/16)/((1 + 9*E^((9*(-2 + x)^2)/16))*x), x] - (81*Defer[Int][(E^((9*(-2 + x)^2)/16)*x)/(1 + 9*E^((9*(-2 + x)^2)/16)), x])/8 - (9*Defer[Subst][Defer[Int][(1 + 9*E^((9*x^2)/16))^(-1), x], x, -2 + x])/4","F",0,0,0,0,-1,"{}"
8720,1,25,0,0.2640862,"\int \frac{e^{\frac{2 \left(16-10 x+x^2-4 x^3-x^4\right)}{x^2}} \left(-64+20 x-8 x^3-4 x^4\right)}{x^3} \, dx","Int[(E^((2*(16 - 10*x + x^2 - 4*x^3 - x^4))/x^2)*(-64 + 20*x - 8*x^3 - 4*x^4))/x^3,x]","e^{\frac{2 \left(-x^4-4 x^3+x^2-10 x+16\right)}{x^2}}","e^{\frac{2 (4-x)^2}{x^2}-2 x (x+4)-\frac{4}{x}}",1,"E^((2*(16 - 10*x + x^2 - 4*x^3 - x^4))/x^2)","A",1,1,44,0.02273,1,"{6706}"
8721,0,0,0,2.9746824,"\int \frac{e^{4+x+e^{5+e^x+3 x} \log \left(\log ^2(x)\right)} \left(2 e^{5+e^x+3 x}+(-2+x) \log (x)+e^{5+e^x+3 x} \left(3 x+e^x x\right) \log (x) \log \left(\log ^2(x)\right)\right)}{x^3 \log (x)} \, dx","Int[(E^(4 + x + E^(5 + E^x + 3*x)*Log[Log[x]^2])*(2*E^(5 + E^x + 3*x) + (-2 + x)*Log[x] + E^(5 + E^x + 3*x)*(3*x + E^x*x)*Log[x]*Log[Log[x]^2]))/(x^3*Log[x]),x]","\int \frac{e^{4+x+e^{5+e^x+3 x} \log \left(\log ^2(x)\right)} \left(2 e^{5+e^x+3 x}+(-2+x) \log (x)+e^{5+e^x+3 x} \left(3 x+e^x x\right) \log (x) \log \left(\log ^2(x)\right)\right)}{x^3 \log (x)} \, dx","\frac{e^{x+e^{3 x+e^x+5} \log \left(\log ^2(x)\right)+4}}{x^2}",1,"-2*Defer[Int][E^(4 + x + E^(5 + E^x + 3*x)*Log[Log[x]^2])/x^3, x] + Defer[Int][E^(4 + x + E^(5 + E^x + 3*x)*Log[Log[x]^2])/x^2, x] + 2*Defer[Int][E^(9 + E^x + 4*x + E^(5 + E^x + 3*x)*Log[Log[x]^2])/(x^3*Log[x]), x] + 3*Defer[Int][(E^(9 + E^x + 4*x + E^(5 + E^x + 3*x)*Log[Log[x]^2])*Log[Log[x]^2])/x^2, x] + Defer[Int][(E^(9 + E^x + 5*x + E^(5 + E^x + 3*x)*Log[Log[x]^2])*Log[Log[x]^2])/x^2, x]","F",0,0,0,0,-1,"{}"
8722,1,8,0,0.001473,"\int -\frac{2 e^3}{x^2} \, dx","Int[(-2*E^3)/x^2,x]","\frac{2 e^3}{x}","\frac{2 \left(x+e^3\right)}{x}",1,"(2*E^3)/x","A",2,2,8,0.2500,1,"{12, 30}"
8723,1,32,0,0.1208224,"\int \frac{-16+30 x+\left(-25 x^3-10 x^4\right) \log (4)}{-8 x+30 x^2-25 x^3+\left(25 x^4+5 x^5\right) \log (4)} \, dx","Int[(-16 + 30*x + (-25*x^3 - 10*x^4)*Log[4])/(-8*x + 30*x^2 - 25*x^3 + (25*x^4 + 5*x^5)*Log[4]),x]","2 \log (x)-\log \left(-5 x^4 \log (4)-25 x^3 \log (4)+25 x^2-30 x+8\right)","1-\log \left(\frac{1}{x^2}-\left(5-\frac{3}{x}\right)^2+5 x (x+5) \log (4)\right)",1,"2*Log[x] - Log[8 - 30*x + 25*x^2 - 25*x^3*Log[4] - 5*x^4*Log[4]]","A",3,2,50,0.04000,1,"{2074, 1587}"
8724,1,19,0,0.0215542,"\int \frac{1+x^2}{-2 x+2 x^3} \, dx","Int[(1 + x^2)/(-2*x + 2*x^3),x]","\frac{1}{2} \log \left(1-x^2\right)-\frac{\log (x)}{2}","\frac{1}{2} \log \left(\frac{1-x^2}{x}\right)",1,"-1/2*Log[x] + Log[1 - x^2]/2","A",4,3,17,0.1765,1,"{1593, 446, 72}"
8725,1,72,0,0.1786738,"\int \frac{36+684 x+3348 x^2+1068 x^3-19264 x^4-15360 x^5+16384 x^6+\left(108 x+1836 x^2+11112 x^3+25728 x^4+6144 x^5-32768 x^6\right) \log (3)+\left(108 x^3+1728 x^4+9216 x^5+16384 x^6\right) \log ^2(3)}{27+432 x+2304 x^2+4096 x^3} \, dx","Int[(36 + 684*x + 3348*x^2 + 1068*x^3 - 19264*x^4 - 15360*x^5 + 16384*x^6 + (108*x + 1836*x^2 + 11112*x^3 + 25728*x^4 + 6144*x^5 - 32768*x^6)*Log[3] + (108*x^3 + 1728*x^4 + 9216*x^5 + 16384*x^6)*Log[3]^2)/(27 + 432*x + 2304*x^2 + 4096*x^3),x]","x^4 (1-\log (3))^2-2 x^3 (1-\log (3))-\frac{1}{8} x^2 (7-15 \log (3))+\frac{9}{256 (16 x+3)^2}+\frac{3}{128} x (79+\log (3))+\frac{9 (61+\log (27))}{2048 (16 x+3)}","\left(-x^2+x^2 \log (3)-\frac{x}{16 x+3}+x+1\right)^2",1,"9/(256*(3 + 16*x)^2) - (x^2*(7 - 15*Log[3]))/8 - 2*x^3*(1 - Log[3]) + x^4*(1 - Log[3])^2 + (3*x*(79 + Log[3]))/128 + (9*(61 + Log[27]))/(2048*(3 + 16*x))","B",2,1,106,0.009434,1,"{2074}"
8726,1,98,0,0.2490597,"\int \frac{-97071-17091 x+9528 x^2+2220 x^3-162 x^4-60 x^5+\left(-10110-4338 x-168 x^2+168 x^3+24 x^4\right) \log (5-x)}{-25+5 x} \, dx","Int[(-97071 - 17091*x + 9528*x^2 + 2220*x^3 - 162*x^4 - 60*x^5 + (-10110 - 4338*x - 168*x^2 + 168*x^3 + 24*x^4)*Log[5 - x])/(-25 + 5*x),x]","-\frac{12 x^5}{5}-\frac{117 x^4}{5}+\frac{6}{5} x^4 \log (5-x)-\frac{72 x^3}{5}+\frac{96}{5} x^3 \log (5-x)+\frac{3906 x^2}{5}+\frac{636}{5} x^2 \log (5-x)+\frac{19947 x}{5}-\frac{2022}{5} (5-x) \log (5-x)+\frac{12774}{5} \log (5-x)","3 \left(\left((x+4)^2+5\right)^2+x+3\right) \left(\frac{2}{5} (\log (5-x)-2 x)+5\right)",1,"(19947*x)/5 + (3906*x^2)/5 - (72*x^3)/5 - (117*x^4)/5 - (12*x^5)/5 + (12774*Log[5 - x])/5 - (2022*(5 - x)*Log[5 - x])/5 + (636*x^2*Log[5 - x])/5 + (96*x^3*Log[5 - x])/5 + (6*x^4*Log[5 - x])/5","B",17,7,60,0.1167,1,"{6742, 1850, 2417, 2389, 2295, 2395, 43}"
8727,0,0,0,38.5153549,"\int \frac{\exp \left(\frac{16 e^{-\frac{10}{-5+x}}-32 e^{-\frac{5}{-5+x}} x+16 x^2}{-75 x^7+25 x^8}\right) \left(6000 x^2-4800 x^3+1200 x^4-96 x^5+e^{-\frac{10}{-5+x}} \left(8400-7040 x+1776 x^2-128 x^3\right)+e^{-\frac{5}{-5+x}} \left(-14400 x+11840 x^2-2976 x^3+224 x^4\right)\right)}{5625 x^8-6000 x^9+2350 x^{10}-400 x^{11}+25 x^{12}} \, dx","Int[(E^((16/E^(10/(-5 + x)) - (32*x)/E^(5/(-5 + x)) + 16*x^2)/(-75*x^7 + 25*x^8))*(6000*x^2 - 4800*x^3 + 1200*x^4 - 96*x^5 + (8400 - 7040*x + 1776*x^2 - 128*x^3)/E^(10/(-5 + x)) + (-14400*x + 11840*x^2 - 2976*x^3 + 224*x^4)/E^(5/(-5 + x))))/(5625*x^8 - 6000*x^9 + 2350*x^10 - 400*x^11 + 25*x^12),x]","\int \frac{\exp \left(\frac{16 e^{-\frac{10}{-5+x}}-32 e^{-\frac{5}{-5+x}} x+16 x^2}{-75 x^7+25 x^8}\right) \left(6000 x^2-4800 x^3+1200 x^4-96 x^5+e^{-\frac{10}{-5+x}} \left(8400-7040 x+1776 x^2-128 x^3\right)+e^{-\frac{5}{-5+x}} \left(-14400 x+11840 x^2-2976 x^3+224 x^4\right)\right)}{5625 x^8-6000 x^9+2350 x^{10}-400 x^{11}+25 x^{12}} \, dx","e^{\frac{16 \left(e^{\frac{5}{5-x}}-x\right)^2}{25 (x-3) x^7}}",1,"(16*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-5 + x)^2, x])/390625 - (16*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-5 + x)^2, x])/78125 - (152*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-5 + x), x])/1953125 + (136*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-5 + x), x])/390625 - (16*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-3 + x)^2, x])/6075 - (16*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-3 + x)^2, x])/54675 + (32*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-3 + x)^2, x])/18225 + (8*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-3 + x), x])/10935 - (8*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/(-3 + x), x])/3645 + (112*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^8, x])/75 + (128*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^7, x])/375 - (64*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^7, x])/25 + (16*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^6, x])/15 + (944*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^6, x])/16875 - (704*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^6, x])/1125 + (64*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^5, x])/225 + (128*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^5, x])/253125 - (2144*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^5, x])/16875 + (16*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^4, x])/225 - (2192*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^4, x])/421875 - (1376*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^4, x])/84375 + (32*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^3, x])/2025 - (37504*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^3, x])/11390625 + (9728*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^3, x])/3796875 + (16*Defer[Int][E^((16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^2, x])/6075 - (1327568*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^2, x])/854296875 + (37504*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x^2, x])/11390625 - (2792576*Defer[Int][E^(-10/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x, x])/4271484375 + (525856*Defer[Int][E^(-5/(-5 + x) + (16*(-1 + E^(5/(-5 + x))*x)^2)/(25*E^(10/(-5 + x))*(-3 + x)*x^7))/x, x])/284765625","F",0,0,0,0,-1,"{}"
8728,1,20,0,0.329092,"\int \frac{e^{2+\frac{e^2}{3 x+12 x^2}} (1+8 x)}{3 x^2+24 x^3+48 x^4} \, dx","Int[(E^(2 + E^2/(3*x + 12*x^2))*(1 + 8*x))/(3*x^2 + 24*x^3 + 48*x^4),x]","-e^{\frac{e^2}{3 \left(4 x^2+x\right)}}","5 e^{e^3}-e^{\frac{e^2}{3 \left(4 x^2+x\right)}}",1,"-E^(E^2/(3*(x + 4*x^2)))","A",4,4,43,0.09302,1,"{1594, 27, 12, 6706}"
8729,1,17,0,0.0318779,"\int \frac{-4+28 x-5 x^2}{-28+4 x-7 x^2+x^3} \, dx","Int[(-4 + 28*x - 5*x^2)/(-28 + 4*x - 7*x^2 + x^3),x]","-2 \log \left(x^2+4\right)-\log (7-x)","-\log \left(\frac{4}{625} (7-x) \left(x^2+4\right)^2\right)",1,"-Log[7 - x] - 2*Log[4 + x^2]","A",3,2,26,0.07692,1,"{2074, 260}"
8730,0,0,0,22.6928527,"\int \frac{\exp \left(\frac{e^{\frac{x+40 x^2+4 x^3}{2+20 x+2 x^2}}}{x}+\frac{x+40 x^2+4 x^3}{2+20 x+2 x^2}\right) \left(-2-39 x-124 x^2+371 x^3+78 x^4+4 x^5\right)}{2 x^2+40 x^3+204 x^4+40 x^5+2 x^6} \, dx","Int[(E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))*(-2 - 39*x - 124*x^2 + 371*x^3 + 78*x^4 + 4*x^5))/(2*x^2 + 40*x^3 + 204*x^4 + 40*x^5 + 2*x^6),x]","\int \frac{\exp \left(\frac{e^{\frac{x+40 x^2+4 x^3}{2+20 x+2 x^2}}}{x}+\frac{x+40 x^2+4 x^3}{2+20 x+2 x^2}\right) \left(-2-39 x-124 x^2+371 x^3+78 x^4+4 x^5\right)}{2 x^2+40 x^3+204 x^4+40 x^5+2 x^6} \, dx","e^{\frac{e^{2 x-\frac{3 x}{x \left(\log \left(e^{2 x}\right)+20\right)+2}}}{x}}",1,"(5*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(-10 + 4*Sqrt[6] - 2*x)^2, x])/8 - ((5 - 2*Sqrt[6])*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(-10 + 4*Sqrt[6] - 2*x)^2, x])/8 - Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x^2, x] + Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x, x]/2 + ((12 + 5*Sqrt[6])*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(10 - 4*Sqrt[6] + 2*x), x])/8 + (5*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(10 + 4*Sqrt[6] + 2*x)^2, x])/8 - ((5 + 2*Sqrt[6])*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(10 + 4*Sqrt[6] + 2*x)^2, x])/8 + ((12 - 5*Sqrt[6])*Defer[Int][E^(E^((x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/x + (x + 40*x^2 + 4*x^3)/(2 + 20*x + 2*x^2))/(10 + 4*Sqrt[6] + 2*x), x])/8","F",0,0,0,0,-1,"{}"
8731,1,17,0,0.0511781,"\int \frac{27+2 x+e^{5+x} (2+2 x)}{4+27 x+2 e^{5+x} x+x^2} \, dx","Int[(27 + 2*x + E^(5 + x)*(2 + 2*x))/(4 + 27*x + 2*E^(5 + x)*x + x^2),x]","\log \left(x^2+2 e^{x+5} x+27 x+4\right)","\log \left(\left(x+2 e^{x+5}+25\right) x+2 x+4\right)",1,"Log[4 + 27*x + 2*E^(5 + x)*x + x^2]","A",1,1,35,0.02857,1,"{6684}"
8732,0,0,0,1.7035713,"\int \frac{-x+2 x^2-3 x^3+4 x^4-32 x^5+12 x^6+\left(2 x-4 x^2+10 x^3-6 x^4\right) \log (x)}{49 x^4-70 x^5-3 x^6+20 x^7+4 x^8+\left(-14 x^2+24 x^3-6 x^4-4 x^5\right) \log (x)+\left(1-2 x+x^2\right) \log ^2(x)} \, dx","Int[(-x + 2*x^2 - 3*x^3 + 4*x^4 - 32*x^5 + 12*x^6 + (2*x - 4*x^2 + 10*x^3 - 6*x^4)*Log[x])/(49*x^4 - 70*x^5 - 3*x^6 + 20*x^7 + 4*x^8 + (-14*x^2 + 24*x^3 - 6*x^4 - 4*x^5)*Log[x] + (1 - 2*x + x^2)*Log[x]^2),x]","\int \frac{-x+2 x^2-3 x^3+4 x^4-32 x^5+12 x^6+\left(2 x-4 x^2+10 x^3-6 x^4\right) \log (x)}{49 x^4-70 x^5-3 x^6+20 x^7+4 x^8+\left(-14 x^2+24 x^3-6 x^4-4 x^5\right) \log (x)+\left(1-2 x+x^2\right) \log ^2(x)} \, dx","\frac{2 x+\frac{x+1}{x-1}}{-\frac{\log (x)}{x^2}+2 x+7}",1,"-38*Defer[Int][(7*x^2 + 2*x^3 - Log[x])^(-2), x] - 38*Defer[Int][1/((-1 + x)*(7*x^2 + 2*x^3 - Log[x])^2), x] - 39*Defer[Int][x/(7*x^2 + 2*x^3 - Log[x])^2, x] - 38*Defer[Int][x^2/(7*x^2 + 2*x^3 - Log[x])^2, x] - 26*Defer[Int][x^3/(7*x^2 + 2*x^3 - Log[x])^2, x] - 34*Defer[Int][x^4/(7*x^2 + 2*x^3 - Log[x])^2, x] - 12*Defer[Int][x^5/(7*x^2 + 2*x^3 - Log[x])^2, x] + 2*Defer[Int][(7*x^2 + 2*x^3 - Log[x])^(-1), x] - 2*Defer[Int][1/((-1 + x)^2*(7*x^2 + 2*x^3 - Log[x])), x] + 2*Defer[Int][x/(7*x^2 + 2*x^3 - Log[x]), x] + 6*Defer[Int][x^2/(7*x^2 + 2*x^3 - Log[x]), x]","F",0,0,0,0,-1,"{}"
8733,1,44,0,0.1727258,"\int \frac{-24+9 x-x^2+\left(-36+33 x-10 x^2+x^3\right) \log (4)+(-12+3 x) \log (-4+x)}{\left(-36+33 x-10 x^2+x^3\right) \log (4)} \, dx","Int[(-24 + 9*x - x^2 + (-36 + 33*x - 10*x^2 + x^3)*Log[4] + (-12 + 3*x)*Log[-4 + x])/((-36 + 33*x - 10*x^2 + x^3)*Log[4]),x]","x-\frac{\log (4-x)}{\log (4)}+\frac{3 \log (x-4)}{(3-x) \log (4)}+\frac{6}{(3-x) \log (4)}","x-\frac{x (\log (x-4)+2)}{(x-3) \log (4)}",1,"x + 6/((3 - x)*Log[4]) - Log[4 - x]/Log[4] + (3*Log[-4 + x])/((3 - x)*Log[4])","B",13,8,56,0.1429,1,"{12, 6742, 44, 77, 88, 2395, 36, 31}"
8734,1,45,0,0.7767085,"\int \frac{-5 x^2+\exp \left(\frac{9+3 x-20 x^2-3 x^3+e^2 \left(-3-x+7 x^2+x^3\right)}{x}\right) \left(-9-20 x^2-6 x^3+e^2 \left(3+7 x^2+2 x^3\right)\right)}{5 x^2} \, dx","Int[(-5*x^2 + E^((9 + 3*x - 20*x^2 - 3*x^3 + E^2*(-3 - x + 7*x^2 + x^3))/x)*(-9 - 20*x^2 - 6*x^3 + E^2*(3 + 7*x^2 + 2*x^3)))/(5*x^2),x]","\frac{1}{5} \exp \left(-3 x^2-e^2 \left(-x^2-7 x+\frac{3}{x}+1\right)-20 x+\frac{9}{x}+3\right)-x","\frac{1}{5} \exp \left(x-\left(3-e^2\right) \left((x-1) \left(x+\frac{3}{x}+8\right)+4\right)\right)-x",1,"E^(3 + 9/x - 20*x - 3*x^2 - E^2*(1 + 3/x - 7*x - x^2))/5 - x","A",4,3,80,0.03750,1,"{12, 14, 6706}"
8735,1,294,0,0.4390926,"\int \frac{1100 x+1080 x^2+332 x^3+32 x^4+\left(1000+1040 x+328 x^2+32 x^3\right) \log (5)+\left(6000 x+10000 x^2+5760 x^3+1408 x^4+128 x^5+\left(5000+9000 x+5440 x^2+1376 x^3+128 x^4\right) \log (5)\right) \log (x)+\left(2500 x+8000 x^2+7200 x^3+2560 x^4+320 x^5+\left(4000 x+4800 x^2+1920 x^3+256 x^4\right) \log (5)\right) \log ^2(x)}{x} \, dx","Int[(1100*x + 1080*x^2 + 332*x^3 + 32*x^4 + (1000 + 1040*x + 328*x^2 + 32*x^3)*Log[5] + (6000*x + 10000*x^2 + 5760*x^3 + 1408*x^4 + 128*x^5 + (5000 + 9000*x + 5440*x^2 + 1376*x^3 + 128*x^4)*Log[5])*Log[x] + (2500*x + 8000*x^2 + 7200*x^3 + 2560*x^4 + 320*x^5 + (4000*x + 4800*x^2 + 1920*x^3 + 256*x^4)*Log[5])*Log[x]^2)/x,x]","64 x^5 \log ^2(x)+8 x^4+64 x^4 (10+\log (5)) \log ^2(x)+16 x^4 (22+\log (25)) \log (x)-32 x^4 (10+\log (5)) \log (x)-4 x^4 (22+\log (25))+8 x^4 (10+\log (5))+160 x^3 (15+\log (625)) \log ^2(x)-\frac{320}{3} x^3 (15+\log (625)) \log (x)+\frac{32}{3} x^3 (180+33 \log (5)+5 \log (25)) \log (x)+\frac{320}{9} x^3 (15+\log (625))-\frac{32}{9} x^3 (180+33 \log (5)+5 \log (25))+\frac{4}{3} x^3 (83+8 \log (5))+800 x^2 (5+\log (125)) \log ^2(x)-800 x^2 (5+\log (125)) \log (x)+40 x^2 (125+68 \log (5)) \log (x)+400 x^2 (5+\log (125))-20 x^2 (125+68 \log (5))+4 x^2 (135+41 \log (5))+500 x (5+8 \log (5)) \log ^2(x)+2500 \log (5) \log ^2(x)+3000 x (2+\log (125)) \log (x)-1000 x (5+8 \log (5)) \log (x)-3000 x (2+\log (125))+20 x (55+52 \log (5))+1000 x (5+8 \log (5))+1000 \log (5) \log (x)","4 (x+\log (5)) \left(x+(-2 x-5)^2 \log (x)+5\right)^2",1,"8*x^4 + 8*x^4*(10 + Log[5]) + 1000*x*(5 + 8*Log[5]) + (4*x^3*(83 + 8*Log[5]))/3 + 4*x^2*(135 + 41*Log[5]) + 20*x*(55 + 52*Log[5]) - 20*x^2*(125 + 68*Log[5]) - 4*x^4*(22 + Log[25]) - (32*x^3*(180 + 33*Log[5] + 5*Log[25]))/9 - 3000*x*(2 + Log[125]) + 400*x^2*(5 + Log[125]) + (320*x^3*(15 + Log[625]))/9 + 1000*Log[5]*Log[x] - 32*x^4*(10 + Log[5])*Log[x] - 1000*x*(5 + 8*Log[5])*Log[x] + 40*x^2*(125 + 68*Log[5])*Log[x] + 16*x^4*(22 + Log[25])*Log[x] + (32*x^3*(180 + 33*Log[5] + 5*Log[25])*Log[x])/3 + 3000*x*(2 + Log[125])*Log[x] - 800*x^2*(5 + Log[125])*Log[x] - (320*x^3*(15 + Log[625])*Log[x])/3 + 64*x^5*Log[x]^2 + 2500*Log[5]*Log[x]^2 + 64*x^4*(10 + Log[5])*Log[x]^2 + 500*x*(5 + 8*Log[5])*Log[x]^2 + 800*x^2*(5 + Log[125])*Log[x]^2 + 160*x^3*(15 + Log[625])*Log[x]^2","B",24,9,142,0.06338,1,"{14, 1620, 2357, 2304, 2301, 2295, 2356, 2305, 2296}"
8736,1,193,0,0.7969133,"\int \frac{-2 x-4 x^2-2 x^3+\left(4 x+4 x^2\right) \log (3)-2 x \log ^2(3)+\left(-8 x-4 x^2+4 x^3+\left(6 x-6 x^2\right) \log (3)+2 x \log ^2(3)\right) \log (x)+\left(20 x+30 x^2-20 x \log (3)\right) \log ^2(x)+50 x \log ^3(x)}{\log ^3(x)} \, dx","Int[(-2*x - 4*x^2 - 2*x^3 + (4*x + 4*x^2)*Log[3] - 2*x*Log[3]^2 + (-8*x - 4*x^2 + 4*x^3 + (6*x - 6*x^2)*Log[3] + 2*x*Log[3]^2)*Log[x] + (20*x + 30*x^2 - 20*x*Log[3])*Log[x]^2 + 50*x*Log[x]^3)/Log[x]^3,x]","-4 \left(4-\log ^2(3)-\log (27)\right) \text{Ei}(2 \log (x))+30 \text{Ei}(3 \log (x))-6 (2+\log (27)) \text{Ei}(3 \log (x))-(2-\log (9))^2 \text{Ei}(2 \log (x))+10 (2-\log (9)) \text{Ei}(2 \log (x))-9 (2-\log (9)) \text{Ei}(3 \log (x))+\frac{x^4}{\log ^2(x)}+\frac{x^3 (2-\log (9))}{\log ^2(x)}+\frac{2 x^3 (2+\log (27))}{\log (x)}+\frac{3 x^3 (2-\log (9))}{\log (x)}+25 x^2+\frac{2 x^2 \left(4-\log ^2(3)-\log (27)\right)}{\log (x)}+\frac{x^2 (2-\log (9))^2}{4 \log ^2(x)}+\frac{x^2 (2-\log (9))^2}{2 \log (x)}","x^2 \left(-\frac{x+1-\log (3)}{\log (x)}-5\right)^2",1,"25*x^2 + 30*ExpIntegralEi[3*Log[x]] + 10*ExpIntegralEi[2*Log[x]]*(2 - Log[9]) - 9*ExpIntegralEi[3*Log[x]]*(2 - Log[9]) - ExpIntegralEi[2*Log[x]]*(2 - Log[9])^2 - 4*ExpIntegralEi[2*Log[x]]*(4 - Log[3]^2 - Log[27]) - 6*ExpIntegralEi[3*Log[x]]*(2 + Log[27]) + x^4/Log[x]^2 + (x^3*(2 - Log[9]))/Log[x]^2 + (x^2*(2 - Log[9])^2)/(4*Log[x]^2) + (3*x^3*(2 - Log[9]))/Log[x] + (x^2*(2 - Log[9])^2)/(2*Log[x]) + (2*x^2*(4 - Log[3]^2 - Log[27]))/Log[x] + (2*x^3*(2 + Log[27]))/Log[x]","C",38,10,100,0.1000,1,"{6, 6688, 12, 6742, 27, 2353, 2306, 2309, 2178, 2356}"
8737,0,0,0,22.8691116,"\int \frac{5 x^2+e^x x^2+e^{x-2 x^2+x^3} \left(-3-7 x-7 x^2-11 x^3+15 x^4+e^x \left(-1-4 x^2+3 x^3\right)\right)}{e^{2 x-4 x^2+2 x^3}-2 e^{x-2 x^2+x^3} x+x^2} \, dx","Int[(5*x^2 + E^x*x^2 + E^(x - 2*x^2 + x^3)*(-3 - 7*x - 7*x^2 - 11*x^3 + 15*x^4 + E^x*(-1 - 4*x^2 + 3*x^3)))/(E^(2*x - 4*x^2 + 2*x^3) - 2*E^(x - 2*x^2 + x^3)*x + x^2),x]","\int \frac{5 x^2+e^x x^2+e^{x-2 x^2+x^3} \left(-3-7 x-7 x^2-11 x^3+15 x^4+e^x \left(-1-4 x^2+3 x^3\right)\right)}{e^{2 x-4 x^2+2 x^3}-2 e^{x-2 x^2+x^3} x+x^2} \, dx","\frac{x \left(5 x+\frac{e^x x+x}{x}+2\right)}{x-e^{(x-1)^2 x}}",1,"-Defer[Int][(E^(x + 4*x^2)*x)/(E^(x + x^3) - E^(2*x^2)*x)^2, x] + Defer[Int][(E^(x + 4*x^2)*x^2)/(E^(x + x^3) - E^(2*x^2)*x)^2, x] - 4*Defer[Int][(E^(x + 4*x^2)*x^3)/(E^(x + x^3) - E^(2*x^2)*x)^2, x] + 3*Defer[Int][(E^(x + 4*x^2)*x^4)/(E^(x + x^3) - E^(2*x^2)*x)^2, x] - 3*Defer[Int][(E^(4*x^2)*x)/(-E^(x + x^3) + E^(2*x^2)*x)^2, x] - 2*Defer[Int][(E^(4*x^2)*x^2)/(-E^(x + x^3) + E^(2*x^2)*x)^2, x] - 7*Defer[Int][(E^(4*x^2)*x^3)/(-E^(x + x^3) + E^(2*x^2)*x)^2, x] - 11*Defer[Int][(E^(4*x^2)*x^4)/(-E^(x + x^3) + E^(2*x^2)*x)^2, x] + 15*Defer[Int][(E^(4*x^2)*x^5)/(-E^(x + x^3) + E^(2*x^2)*x)^2, x] - 3*Defer[Int][E^(4*x^2)/(E^(x*(1 + x)^2) - E^(4*x^2)*x), x] - Defer[Int][E^(x + 4*x^2)/(E^(x*(1 + x)^2) - E^(4*x^2)*x), x] + 7*Defer[Int][(E^(4*x^2)*x)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x] + 7*Defer[Int][(E^(4*x^2)*x^2)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x] + 4*Defer[Int][(E^(x + 4*x^2)*x^2)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x] + 11*Defer[Int][(E^(4*x^2)*x^3)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x] - 3*Defer[Int][(E^(x + 4*x^2)*x^3)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x] - 15*Defer[Int][(E^(4*x^2)*x^4)/(-E^(x*(1 + x)^2) + E^(4*x^2)*x), x]","F",0,0,0,0,-1,"{}"
8738,1,28,0,0.0084711,"\int \left(3+48 x-3 x^2-2 x \log (-i \pi -\log (2))\right) \, dx","Int[3 + 48*x - 3*x^2 - 2*x*Log[(-I)*Pi - Log[2]],x]","-x^3+x^2 (24-\log (-\log (2)-i \pi ))+3 x","x (3-x (x-24+\log (-\log (2)+i \pi )))",1,"3*x - x^3 + x^2*(24 - Log[(-I)*Pi - Log[2]])","A",2,1,24,0.04167,1,"{6}"
8739,0,0,0,0.6605024,"\int \frac{-1+2 x+\left(12 x-4 x^2\right) \log (x)+\left(17 x-12 x^2+2 x^3\right) \log ^2(x)}{x+\left(6 x-2 x^2\right) \log (x)+\left(9 x-6 x^2+x^3\right) \log ^2(x)} \, dx","Int[(-1 + 2*x + (12*x - 4*x^2)*Log[x] + (17*x - 12*x^2 + 2*x^3)*Log[x]^2)/(x + (6*x - 2*x^2)*Log[x] + (9*x - 6*x^2 + x^3)*Log[x]^2),x]","\int \frac{-1+2 x+\left(12 x-4 x^2\right) \log (x)+\left(17 x-12 x^2+2 x^3\right) \log ^2(x)}{x+\left(6 x-2 x^2\right) \log (x)+\left(9 x-6 x^2+x^3\right) \log ^2(x)} \, dx","2 x-\frac{1}{-x+\frac{1}{\log (x)}+3}",1,"(-3 + x)^(-1) + 2*x - Defer[Int][1/((-3 + x)^2*(-1 - 3*Log[x] + x*Log[x])^2), x] - Defer[Int][1/(x*(-1 - 3*Log[x] + x*Log[x])^2), x] - 2*Defer[Int][1/((-3 + x)^2*(-1 - 3*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
8740,0,0,0,0.6821398,"\int \frac{e^2 \left(-20 x^4-5 x^5\right) \log (4)+125 e x \log ^2(4)+\left(e^2 \left(-20 x^4-10 x^5\right) \log (4)-250 e x \log ^2(4)\right) \log (x)}{\left(e^2 \left(16 x^6+8 x^7+x^8\right)+e \left(-200 x^3-50 x^4\right) \log (4)+625 \log ^2(4)\right) \log ^2(x)} \, dx","Int[(E^2*(-20*x^4 - 5*x^5)*Log[4] + 125*E*x*Log[4]^2 + (E^2*(-20*x^4 - 10*x^5)*Log[4] - 250*E*x*Log[4]^2)*Log[x])/((E^2*(16*x^6 + 8*x^7 + x^8) + E*(-200*x^3 - 50*x^4)*Log[4] + 625*Log[4]^2)*Log[x]^2),x]","\int \frac{e^2 \left(-20 x^4-5 x^5\right) \log (4)+125 e x \log ^2(4)+\left(e^2 \left(-20 x^4-10 x^5\right) \log (4)-250 e x \log ^2(4)\right) \log (x)}{\left(e^2 \left(16 x^6+8 x^7+x^8\right)+e \left(-200 x^3-50 x^4\right) \log (4)+625 \log ^2(4)\right) \log ^2(x)} \, dx","\frac{x^2}{\left(\frac{x^3 (x+4)}{5 \log (4)}-\frac{5}{e}\right) \log (x)}",1,"-5*E*Log[4]*Defer[Int][x/((4*E*x^3 + E*x^4 - 25*Log[4])*Log[x]^2), x] - 10*E*Log[4]*Defer[Int][(x*(2*E*x^3 + E*x^4 + 25*Log[4]))/((4*E*x^3 + E*x^4 - 25*Log[4])^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
8741,1,25,0,0.2255457,"\int \frac{e^{-4-8 x} \left(-4860-6075 x+9720 x^2\right)}{x^5} \, dx","Int[(E^(-4 - 8*x)*(-4860 - 6075*x + 9720*x^2))/x^5,x]","\frac{1215 e^{-8 x-4}}{x^4}-\frac{1215 e^{-8 x-4}}{x^3}","\frac{1215 e^{-12 (x-1)+4 x-16} (1-x)}{x^4}",1,"(1215*E^(-4 - 8*x))/x^4 - (1215*E^(-4 - 8*x))/x^3","A",14,3,21,0.1429,1,"{2199, 2177, 2178}"
8742,1,39,0,0.4846477,"\int \frac{\exp \left(\frac{3 x+e^{200+40 x+2 x^2} x-\log \left(-2+e^2+e^5\right)}{x}\right) \left(e^{200+40 x+2 x^2} \left(40 x^2+4 x^3\right)+\log \left(-2+e^2+e^5\right)\right)}{x^2} \, dx","Int[(E^((3*x + E^(200 + 40*x + 2*x^2)*x - Log[-2 + E^2 + E^5])/x)*(E^(200 + 40*x + 2*x^2)*(40*x^2 + 4*x^3) + Log[-2 + E^2 + E^5]))/x^2,x]","e^{\frac{e^{2 x^2+40 x+200} x+3 x}{x}} \left(-2+e^2+e^5\right)^{-1/x}","e^{e^{2 (x+10)^2}-\frac{\log \left(-2+e^2+e^5\right)}{x}+3}+1",1,"E^((3*x + E^(200 + 40*x + 2*x^2)*x)/x)/(-2 + E^2 + E^5)^x^(-1)","A",1,1,73,0.01370,1,"{6706}"
8743,1,26,0,0.1431798,"\int \frac{e^{-1+x} \left(-504+504 x-504 x^2+168 x^3\right)}{225 x^2+150 x^4+25 x^6} \, dx","Int[(E^(-1 + x)*(-504 + 504*x - 504*x^2 + 168*x^3))/(225*x^2 + 150*x^4 + 25*x^6),x]","\frac{168 e^{x-1} \left(x^3+3 x\right)}{25 x^2 \left(x^2+3\right)^2}","\frac{168 e^{x-1}}{25 x \left(x^2+3\right)}",1,"(168*E^(-1 + x)*(3*x + x^3))/(25*x^2*(3 + x^2)^2)","A",3,3,39,0.07692,1,"{1594, 28, 2288}"
8744,1,7,0,0.0031232,"\int (3+2 \log (x)) \, dx","Int[3 + 2*Log[x],x]","x+2 x \log (x)","x+2 x \log (x)+e^3+5+\log (4)",1,"x + 2*x*Log[x]","A",2,1,6,0.1667,1,"{2295}"
8745,1,32,0,0.0132057,"\int \frac{-8-8 x-4 x^3+10 x^4+12 x^5-8 x^6+6 x^8}{x^3} \, dx","Int[(-8 - 8*x - 4*x^3 + 10*x^4 + 12*x^5 - 8*x^6 + 6*x^8)/x^3,x]","x^6-2 x^4+4 x^3+5 x^2+\frac{4}{x^2}-4 x+\frac{8}{x}","\left(x^3-x+\frac{2}{x}+2\right)^2-i \pi -\log (3-e)",1,"4/x^2 + 8/x - 4*x + 5*x^2 + 4*x^3 - 2*x^4 + x^6","A",2,1,34,0.02941,1,"{14}"
8746,1,17,0,0.0049097,"\int \frac{-2-x}{8 \log \left(\frac{e^4}{4}\right)} \, dx","Int[(-2 - x)/(8*Log[E^4/4]),x]","-\frac{(x+2)^2}{16 (4-\log (4))}","\frac{x-\frac{x^2 (x+4)}{16 \log \left(\frac{e^4}{4}\right)}}{x}",1,"-1/16*(2 + x)^2/(4 - Log[4])","A",1,1,19,0.05263,1,"{9}"
8747,0,0,0,2.0334427,"\int \frac{50+50 x+\left(51+103 x+2 x^2\right) \log (x)+(1250+1250 x+(1300+2550 x) \log (x)) \log (1+x)+(625+625 x) \log (x) \log ^2(1+x)+(1250+1250 x+(1300+2550 x) \log (x)+(1250+1250 x) \log (x) \log (1+x)) \log (4 x \log (x))+(625+625 x) \log (x) \log ^2(4 x \log (x))}{(1+x) \log (x)} \, dx","Int[(50 + 50*x + (51 + 103*x + 2*x^2)*Log[x] + (1250 + 1250*x + (1300 + 2550*x)*Log[x])*Log[1 + x] + (625 + 625*x)*Log[x]*Log[1 + x]^2 + (1250 + 1250*x + (1300 + 2550*x)*Log[x] + (1250 + 1250*x)*Log[x]*Log[1 + x])*Log[4*x*Log[x]] + (625 + 625*x)*Log[x]*Log[4*x*Log[x]]^2)/((1 + x)*Log[x]),x]","\int \frac{50+50 x+\left(51+103 x+2 x^2\right) \log (x)+(1250+1250 x+(1300+2550 x) \log (x)) \log (1+x)+(625+625 x) \log (x) \log ^2(1+x)+(1250+1250 x+(1300+2550 x) \log (x)+(1250+1250 x) \log (x) \log (1+x)) \log (4 x \log (x))+(625+625 x) \log (x) \log ^2(4 x \log (x))}{(1+x) \log (x)} \, dx","x \left(x+(25 (\log (x+1)+\log (4 x \log (x)))+1)^2\right)",1,"-2499*x + x^2 - 50*Log[1 + x] + 1300*(1 + x)*Log[1 + x] - 625*Log[1 + x]^2 + 625*(1 + x)*Log[1 + x]^2 + 2550*x*Log[4*x*Log[x]] - 2550*LogIntegral[x] - 1250*Log[x]*LogIntegral[x] + 1250*Log[4*x*Log[x]]*LogIntegral[x] + 50*Defer[Int][(1 + 25*Log[1 + x])/Log[x], x] - 1250*Defer[Int][Log[4*x*Log[x]]/(1 + x), x] + 1250*Defer[Int][Log[1 + x]*Log[4*x*Log[x]], x] + 625*Defer[Int][Log[4*x*Log[x]]^2, x] - 1250*Defer[Int][LogIntegral[x]/(x*Log[x]), x]","F",0,0,0,0,-1,"{}"
8748,1,21,0,1.2601941,"\int \frac{x+e^{6-2 x} \left(-773768 x+2488 x^2-2 x^3\right)+2 \log (x)+e^{6-2 x} \left(2488 x-4 x^2\right) \log ^2(x)-2 e^{6-2 x} x \log ^4(x)}{386884 x-1244 x^2+x^3+\left(-1244 x+2 x^2\right) \log ^2(x)+x \log ^4(x)} \, dx","Int[(x + E^(6 - 2*x)*(-773768*x + 2488*x^2 - 2*x^3) + 2*Log[x] + E^(6 - 2*x)*(2488*x - 4*x^2)*Log[x]^2 - 2*E^(6 - 2*x)*x*Log[x]^4)/(386884*x - 1244*x^2 + x^3 + (-1244*x + 2*x^2)*Log[x]^2 + x*Log[x]^4),x]","e^{6-2 x}+\frac{1}{-x-\log ^2(x)+622}","e^{6-2 x}+\frac{x}{x \left(-x-\log ^2(x)+623\right)-x}",1,"E^(6 - 2*x) + (622 - x - Log[x]^2)^(-1)","A",5,4,98,0.04082,1,"{6688, 6742, 2194, 6686}"
8749,1,41,0,0.099033,"\int \frac{3+2 x+3 x^2+e \left(-6+2 x-32 x^2+6 x^3\right)+e^2 \left(3-4 x+32 x^2-24 x^3+3 x^4\right)}{1+e (-2+2 x)+e^2 \left(1-2 x+x^2\right)} \, dx","Int[(3 + 2*x + 3*x^2 + E*(-6 + 2*x - 32*x^2 + 6*x^3) + E^2*(3 - 4*x + 32*x^2 - 24*x^3 + 3*x^4))/(1 + E*(-2 + 2*x) + E^2*(1 - 2*x + x^2)),x]","x^3-9 x^2+\frac{(10-7 e) x}{e}+\frac{10 (1-e)^3}{e^2 (e x-e+1)}","x \left(\left(\frac{10 x}{-x^2-\frac{x}{e}+x}+1\right) x^2+x+3\right)",1,"((10 - 7*E)*x)/E - 9*x^2 + x^3 + (10*(1 - E)^3)/(E^2*(1 - E + E*x))","A",4,3,75,0.04000,1,"{1986, 27, 1850}"
8750,1,38,0,0.0441398,"\int \left(2 e^{2 x}+2 x+69 x^2+529 x^3+e^x \left(-1-48 x-23 x^2\right)\right) \, dx","Int[2*E^(2*x) + 2*x + 69*x^2 + 529*x^3 + E^x*(-1 - 48*x - 23*x^2),x]","\frac{529 x^4}{4}+23 x^3-23 e^x x^2+x^2-2 e^x x+e^x+e^{2 x}","\left(-\frac{23 x^2}{2}-x+e^x\right)^2+e^x-4",1,"E^x + E^(2*x) - 2*E^x*x + x^2 - 23*E^x*x^2 + 23*x^3 + (529*x^4)/4","A",10,3,35,0.08571,1,"{2194, 2196, 2176}"
8751,0,0,0,50.2148312,"\int \frac{\exp \left(\frac{-5 x+10 e^{2 x} x+e^x \left(15+10 x^2\right)+\left(4 e^x x+4 x^2\right) \log ^2(x)}{5 e^{2 x} x+5 e^x x^2}\right) \left(5 e^{3 x} x+5 x^2+5 x^3+e^{2 x} \left(-15-15 x+10 x^2\right)+e^x \left(-30 x+10 x^2+5 x^3\right)+\left(8 e^{2 x} x+16 e^x x^2+8 x^3\right) \log (x)+\left(-4 e^{2 x} x^2-8 e^x x^3-4 x^4\right) \log ^2(x)\right)}{5 e^{3 x} x+10 e^{2 x} x^2+5 e^x x^3} \, dx","Int[(E^((-5*x + 10*E^(2*x)*x + E^x*(15 + 10*x^2) + (4*E^x*x + 4*x^2)*Log[x]^2)/(5*E^(2*x)*x + 5*E^x*x^2))*(5*E^(3*x)*x + 5*x^2 + 5*x^3 + E^(2*x)*(-15 - 15*x + 10*x^2) + E^x*(-30*x + 10*x^2 + 5*x^3) + (8*E^(2*x)*x + 16*E^x*x^2 + 8*x^3)*Log[x] + (-4*E^(2*x)*x^2 - 8*E^x*x^3 - 4*x^4)*Log[x]^2))/(5*E^(3*x)*x + 10*E^(2*x)*x^2 + 5*E^x*x^3),x]","\int \frac{\exp \left(\frac{-5 x+10 e^{2 x} x+e^x \left(15+10 x^2\right)+\left(4 e^x x+4 x^2\right) \log ^2(x)}{5 e^{2 x} x+5 e^x x^2}\right) \left(5 e^{3 x} x+5 x^2+5 x^3+e^{2 x} \left(-15-15 x+10 x^2\right)+e^x \left(-30 x+10 x^2+5 x^3\right)+\left(8 e^{2 x} x+16 e^x x^2+8 x^3\right) \log (x)+\left(-4 e^{2 x} x^2-8 e^x x^3-4 x^4\right) \log ^2(x)\right)}{5 e^{3 x} x+10 e^{2 x} x^2+5 e^x x^3} \, dx","x \exp \left(e^{-x} \left(\frac{3}{x}+\frac{4}{5} \left(\log ^2(x)-\frac{5}{x+e^x}\right)\right)+2\right)",1,"-3*Defer[Int][E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x)), x] + Defer[Int][E^(x + ((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x)), x] - 3*Defer[Int][E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))/x, x] + 4*Defer[Int][(E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))*x)/(E^x + x)^2, x] - 4*Defer[Int][(E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))*x^2)/(E^x + x)^2, x] + 8*Defer[Int][(E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))*x)/(E^x + x), x] + (8*Defer[Int][E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))*Log[x], x])/5 - (4*Defer[Int][E^(((-5*(x + E^(2*x)*(-2 + x)*x + E^x*(-3 - 2*x^2 + x^3)))/(x*(E^x + x)) + 4*Log[x]^2)/(5*E^x))*x*Log[x]^2, x])/5","F",0,0,0,0,-1,"{}"
8752,1,38,0,0.0110966,"\int \frac{1}{4} \left(2+e^{21} (-1-2 x)-e^{21} \log (x)\right) \, dx","Int[(2 + E^21*(-1 - 2*x) - E^21*Log[x])/4,x]","-\frac{1}{16} e^{21} (2 x+1)^2+\frac{e^{21} x}{4}+\frac{x}{2}-\frac{1}{4} e^{21} x \log (x)","\frac{1}{4} \left(2 x-e^{21} x (x+\log (x))\right)",1,"x/2 + (E^21*x)/4 - (E^21*(1 + 2*x)^2)/16 - (E^21*x*Log[x])/4","B",3,2,22,0.09091,1,"{12, 2295}"
8753,1,14,0,0.0043263,"\int \frac{1}{2} \left(2-\log \left(5 e^x\right)\right) \, dx","Int[(2 - Log[5*E^x])/2,x]","x-\frac{1}{4} \log ^2\left(5 e^x\right)","\frac{1}{4} \left(x^2+5\right)+x-\frac{1}{2} x \log \left(5 e^x\right)-1",1,"x - Log[5*E^x]^2/4","A",4,3,14,0.2143,1,"{12, 2157, 30}"
8754,1,43,0,0.2882525,"\int \left(30 x-20 x^3+e^{\frac{2}{5} (28-4 x)} \left(-10 x+8 x^2\right)+e^{\frac{1}{5} (28-4 x)} \left(-30 x^2+8 x^3\right)\right) \, dx","Int[30*x - 20*x^3 + E^((2*(28 - 4*x))/5)*(-10*x + 8*x^2) + E^((28 - 4*x)/5)*(-30*x^2 + 8*x^3),x]","-5 x^4-10 e^{\frac{4 (7-x)}{5}} x^3-5 e^{\frac{8 (7-x)}{5}} x^2+15 x^2","5 x^2 \left(3-\left(x+e^{-x+\frac{x+13}{5}+3}\right)^2\right)",1,"15*x^2 - 5*E^((8*(7 - x))/5)*x^2 - 10*E^((4*(7 - x))/5)*x^3 - 5*x^4","A",19,4,53,0.07547,1,"{1593, 2196, 2176, 2194}"
8755,0,0,0,1.2207504,"\int \frac{-10 e^{\frac{1}{x}} x \log \left(\frac{1}{x^2}\right)+\left(-20 e^{\frac{1}{x}} x+e^{\frac{1}{x}} (-10-10 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)}{x^3 \log ^2(x)} \, dx","Int[(-10*E^x^(-1)*x*Log[x^(-2)] + (-20*E^x^(-1)*x + E^x^(-1)*(-10 - 10*x)*Log[x^(-2)])*Log[x])/(x^3*Log[x]^2),x]","\int \frac{-10 e^{\frac{1}{x}} x \log \left(\frac{1}{x^2}\right)+\left(-20 e^{\frac{1}{x}} x+e^{\frac{1}{x}} (-10-10 x) \log \left(\frac{1}{x^2}\right)\right) \log (x)}{x^3 \log ^2(x)} \, dx","\frac{10 e^{\frac{1}{x}} \log \left(\frac{1}{x^2}\right)}{x \log (x)}",1,"-10*Defer[Int][(E^x^(-1)*Log[x^(-2)])/(x^2*Log[x]^2), x] - 20*Defer[Int][E^x^(-1)/(x^2*Log[x]), x] - 10*Defer[Int][(E^x^(-1)*Log[x^(-2)])/(x^3*Log[x]), x] - 10*Defer[Int][(E^x^(-1)*Log[x^(-2)])/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
8756,0,0,0,4.7158323,"\int \frac{\left(6 x+2 x^2\right) \log (x)+\left(-12-10 x-2 x^2+\left(4 x+2 x^2\right) \log (x)\right) \log (2+x)+\left(-18 x-21 x^2-8 x^3-x^4+e^x \left(36 x+42 x^2+16 x^3+2 x^4\right)\right) \log ^2(2+x)}{\left(36 x+42 x^2+16 x^3+2 x^4\right) \log ^2(2+x)} \, dx","Int[((6*x + 2*x^2)*Log[x] + (-12 - 10*x - 2*x^2 + (4*x + 2*x^2)*Log[x])*Log[2 + x] + (-18*x - 21*x^2 - 8*x^3 - x^4 + E^x*(36*x + 42*x^2 + 16*x^3 + 2*x^4))*Log[2 + x]^2)/((36*x + 42*x^2 + 16*x^3 + 2*x^4)*Log[2 + x]^2),x]","\int \frac{\left(6 x+2 x^2\right) \log (x)+\left(-12-10 x-2 x^2+\left(4 x+2 x^2\right) \log (x)\right) \log (2+x)+\left(-18 x-21 x^2-8 x^3-x^4+e^x \left(36 x+42 x^2+16 x^3+2 x^4\right)\right) \log ^2(2+x)}{\left(36 x+42 x^2+16 x^3+2 x^4\right) \log ^2(2+x)} \, dx","-\frac{x}{2}+e^x-\frac{\log (x)}{(x+3) \log (x+2)}-4",1,"E^x - x/2 - Defer[Int][Log[x]/((3 + x)*Log[2 + x]^2), x] - Defer[Int][1/(x*Log[2 + x]), x]/3 + Defer[Int][1/((3 + x)*Log[2 + x]), x]/3 + Defer[Int][Log[x]/((3 + x)^2*Log[2 + x]), x] + Defer[Subst][Defer[Int][Log[-2 + x]/(x*Log[x]^2), x], x, 2 + x]","F",0,0,0,0,-1,"{}"
8757,0,0,0,6.5160824,"\int \frac{-15 x^2+e^{\frac{2-x^3+x^4}{x}} \left(10+10 x^3-15 x^4\right)}{12 x^2+3 e^{\frac{2 \left(2-x^3+x^4\right)}{x}} x^2-36 x^3+27 x^4+e^{\frac{2-x^3+x^4}{x}} \left(-12 x^2+18 x^3\right)} \, dx","Int[(-15*x^2 + E^((2 - x^3 + x^4)/x)*(10 + 10*x^3 - 15*x^4))/(12*x^2 + 3*E^((2*(2 - x^3 + x^4))/x)*x^2 - 36*x^3 + 27*x^4 + E^((2 - x^3 + x^4)/x)*(-12*x^2 + 18*x^3)),x]","\int \frac{-15 x^2+e^{\frac{2-x^3+x^4}{x}} \left(10+10 x^3-15 x^4\right)}{12 x^2+3 e^{\frac{2 \left(2-x^3+x^4\right)}{x}} x^2-36 x^3+27 x^4+e^{\frac{2-x^3+x^4}{x}} \left(-12 x^2+18 x^3\right)} \, dx","\frac{5}{\left(\frac{3 \left(e^{\frac{2}{x}-x \left(x-x^2\right)}-2\right)}{x}+9\right) x}",1,"-5*Defer[Int][E^(2*x^2)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2, x] + (20*Defer[Int][E^(2*x^2)/(x^2*(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2), x])/3 - 10*Defer[Int][E^(2*x^2)/(x*(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2), x] + (20*Defer[Int][(E^(2*x^2)*x)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2, x])/3 - 20*Defer[Int][(E^(2*x^2)*x^2)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2, x] + 15*Defer[Int][(E^(2*x^2)*x^3)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)^2, x] + (10*Defer[Int][E^x^2/(x^2*(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x)), x])/3 + (10*Defer[Int][(E^x^2*x)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x), x])/3 - 5*Defer[Int][(E^x^2*x^2)/(-2*E^x^2 + E^(2/x + x^3) + 3*E^x^2*x), x]","F",0,0,0,0,-1,"{}"
8758,1,12,0,0.0026909,"\int -\frac{4}{x^2-2 x \log \left(\frac{3}{2}\right)+\log ^2\left(\frac{3}{2}\right)} \, dx","Int[-4/(x^2 - 2*x*Log[3/2] + Log[3/2]^2),x]","\frac{4}{x-\log \left(\frac{3}{2}\right)}","\frac{4}{x-\log \left(\frac{3}{2}\right)}",1,"4/(x - Log[3/2])","A",3,3,21,0.1429,1,"{12, 27, 32}"
8759,1,12,0,0.0293862,"\int \frac{e^{-5+x} (-15+x)}{3 x^{16}} \, dx","Int[(E^(-5 + x)*(-15 + x))/(3*x^16),x]","\frac{e^{x-5}}{3 x^{15}}","\frac{e^{x-5}}{3 x^{15}}+1",1,"E^(-5 + x)/(3*x^15)","A",2,2,15,0.1333,1,"{12, 2197}"
8760,1,53,0,0.0339178,"\int -\frac{4-60 x-(4-60 x) \log \left(\frac{3}{2}\right)+\left(-4+4 \log \left(\frac{3}{2}\right)\right) \log (x)+\left(-2+2 \log \left(\frac{3}{2}\right)\right) \log ^2(x)}{5 \log \left(\frac{3}{2}\right)} \, dx","Int[-1/5*(4 - 60*x - (4 - 60*x)*Log[3/2] + (-4 + 4*Log[3/2])*Log[x] + (-2 + 2*Log[3/2])*Log[x]^2)/Log[3/2],x]","\frac{6 x^2}{\log \left(\frac{3}{2}\right)}-\frac{2}{75} (1-15 x)^2-\frac{2}{5} x \left(1-\frac{1}{\log \left(\frac{3}{2}\right)}\right) \log ^2(x)-\frac{4 x}{5 \log \left(\frac{3}{2}\right)}","2 \left(x-\frac{x}{\log \left(\frac{3}{2}\right)}\right) \left(\frac{1}{5} \left(2-\log ^2(x)\right)-3 x\right)",1,"(-2*(1 - 15*x)^2)/75 - (4*x)/(5*Log[3/2]) + (6*x^2)/Log[3/2] - (2*x*(1 - Log[3/2]^(-1))*Log[x]^2)/5","A",5,3,50,0.06000,1,"{12, 2295, 2296}"
8761,0,0,0,0.8209819,"\int \frac{-24+12 x+\left(36 x-36 \log \left(x^2\right)\right) \log \left(-x+\log \left(x^2\right)\right)+\left(x^4-x^3 \log \left(x^2\right)\right) \log ^2\left(-x+\log \left(x^2\right)\right)}{\left(-x^5+x^4 \log \left(x^2\right)\right) \log ^2\left(-x+\log \left(x^2\right)\right)} \, dx","Int[(-24 + 12*x + (36*x - 36*Log[x^2])*Log[-x + Log[x^2]] + (x^4 - x^3*Log[x^2])*Log[-x + Log[x^2]]^2)/((-x^5 + x^4*Log[x^2])*Log[-x + Log[x^2]]^2),x]","\int \frac{-24+12 x+\left(36 x-36 \log \left(x^2\right)\right) \log \left(-x+\log \left(x^2\right)\right)+\left(x^4-x^3 \log \left(x^2\right)\right) \log ^2\left(-x+\log \left(x^2\right)\right)}{\left(-x^5+x^4 \log \left(x^2\right)\right) \log ^2\left(-x+\log \left(x^2\right)\right)} \, dx","\frac{12}{x^3 \log \left(\log \left(x^2\right)-x\right)}-\log (x)+1",1,"-Log[x] + 24*Defer[Int][1/(x^4*(x - Log[x^2])*Log[-x + Log[x^2]]^2), x] - 12*Defer[Int][1/(x^3*(x - Log[x^2])*Log[-x + Log[x^2]]^2), x] - 36*Defer[Int][1/(x^4*Log[-x + Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
8762,1,34,0,1.9416193,"\int \frac{e^{15} \left(10-24 x+6 x^2\right)+e^{15} \left(-10+22 x-4 x^2\right) \log (5)+e^{15} \left(-10+22 x-4 x^2\right) \log (5-x)}{-5 x+6 x^2-x^3+\left(5 x-6 x^2+x^3\right) \log (5)+\left(5 x-6 x^2+x^3\right) \log (5-x)+\left(e^5 \left(-15 x+18 x^2-3 x^3\right)+e^5 \left(15 x-18 x^2+3 x^3\right) \log (5)+e^5 \left(15 x-18 x^2+3 x^3\right) \log (5-x)\right) \log \left(\frac{-x+x^2}{-1+\log (5)+\log (5-x)}\right)+\left(e^{10} \left(-15 x+18 x^2-3 x^3\right)+e^{10} \left(15 x-18 x^2+3 x^3\right) \log (5)+e^{10} \left(15 x-18 x^2+3 x^3\right) \log (5-x)\right) \log ^2\left(\frac{-x+x^2}{-1+\log (5)+\log (5-x)}\right)+\left(e^{15} \left(-5 x+6 x^2-x^3\right)+e^{15} \left(5 x-6 x^2+x^3\right) \log (5)+e^{15} \left(5 x-6 x^2+x^3\right) \log (5-x)\right) \log ^3\left(\frac{-x+x^2}{-1+\log (5)+\log (5-x)}\right)} \, dx","Int[(E^15*(10 - 24*x + 6*x^2) + E^15*(-10 + 22*x - 4*x^2)*Log[5] + E^15*(-10 + 22*x - 4*x^2)*Log[5 - x])/(-5*x + 6*x^2 - x^3 + (5*x - 6*x^2 + x^3)*Log[5] + (5*x - 6*x^2 + x^3)*Log[5 - x] + (E^5*(-15*x + 18*x^2 - 3*x^3) + E^5*(15*x - 18*x^2 + 3*x^3)*Log[5] + E^5*(15*x - 18*x^2 + 3*x^3)*Log[5 - x])*Log[(-x + x^2)/(-1 + Log[5] + Log[5 - x])] + (E^10*(-15*x + 18*x^2 - 3*x^3) + E^10*(15*x - 18*x^2 + 3*x^3)*Log[5] + E^10*(15*x - 18*x^2 + 3*x^3)*Log[5 - x])*Log[(-x + x^2)/(-1 + Log[5] + Log[5 - x])]^2 + (E^15*(-5*x + 6*x^2 - x^3) + E^15*(5*x - 6*x^2 + x^3)*Log[5] + E^15*(5*x - 6*x^2 + x^3)*Log[5 - x])*Log[(-x + x^2)/(-1 + Log[5] + Log[5 - x])]^3),x]","\frac{e^{10}}{\left(e^5 \log \left(\frac{(1-x) x}{1-\log (5 (5-x))}\right)+1\right)^2}","\frac{x^2}{\left(x \log \left(\frac{x^2-x}{\log (5-x)-1+\log (5)}\right)+\frac{x}{e^5}\right)^2}",1,"E^10/(1 + E^5*Log[((1 - x)*x)/(1 - Log[5*(5 - x)])])^2","A",4,4,357,0.01120,1,"{6688, 12, 6708, 32}"
8763,1,28,0,0.0393435,"\int \frac{1}{2} \left(e (-18+9 x)+3 \log \left(\frac{5}{4}\right)+\left(e (-6+6 x)+\log \left(\frac{5}{4}\right)\right) \log \left(x^3\right)\right) \, dx","Int[(E*(-18 + 9*x) + 3*Log[5/4] + (E*(-6 + 6*x) + Log[5/4])*Log[x^3])/2,x]","\frac{1}{2} \left(3 e x^2-x \left(6 e-\log \left(\frac{5}{4}\right)\right)\right) \log \left(x^3\right)","\frac{1}{2} x \left(3 e (x-2)+\log \left(\frac{5}{4}\right)\right) \log \left(x^3\right)",1,"((3*E*x^2 - x*(6*E - Log[5/4]))*Log[x^3])/2","A",5,3,35,0.08571,1,"{12, 2332, 2313}"
8764,1,19,0,0.1778859,"\int \frac{-2+5 x+7 x^2+e \left(x+x^2\right)+\left(3 x+21 x^2+e \left(x+3 x^2\right)\right) \log (x)}{\left(-2 x+5 x^2+7 x^3+e \left(x^2+x^3\right)\right) \log (x)} \, dx","Int[(-2 + 5*x + 7*x^2 + E*(x + x^2) + (3*x + 21*x^2 + E*(x + 3*x^2))*Log[x])/((-2*x + 5*x^2 + 7*x^3 + E*(x^2 + x^3))*Log[x]),x]","2 \log (x+1)+\log (2-(7+e) x)+\log (\log (x))","\log \left((x+1)^2\right)+\log \left(\left(-\frac{2}{x}+e+7\right) x \log (x)\right)",1,"2*Log[1 + x] + Log[2 - (7 + E)*x] + Log[Log[x]]","A",6,4,68,0.05882,1,"{6688, 72, 2302, 29}"
8765,1,66,0,1.8521036,"\int \frac{e^{e^x} \left(-324 e^x-360 e^{2 x}-72 e^{3 x}-4 e^{4 x}\right)+e^{2 e^x} \left(-18 e^{2 x}-18 e^{3 x}-2 e^{4 x}\right)+2187 x^2+729 e^x x^2+81 e^{2 x} x^2+3 e^{3 x} x^2}{729+243 e^x+27 e^{2 x}+e^{3 x}} \, dx","Int[(E^E^x*(-324*E^x - 360*E^(2*x) - 72*E^(3*x) - 4*E^(4*x)) + E^(2*E^x)*(-18*E^(2*x) - 18*E^(3*x) - 2*E^(4*x)) + 2187*x^2 + 729*E^x*x^2 + 81*E^(2*x)*x^2 + 3*E^(3*x)*x^2)/(729 + 243*E^x + 27*E^(2*x) + E^(3*x)),x]","x^3-4 e^{e^x}-e^{2 e^x}+\frac{36 e^{e^x}}{e^x+9}+\frac{18 e^{2 e^x}}{e^x+9}-\frac{81 e^{2 e^x}}{\left(e^x+9\right)^2}","x^3-\left(\frac{e^{x+e^x}}{e^x+9}+2\right)^2",1,"-4*E^E^x - E^(2*E^x) - (81*E^(2*E^x))/(9 + E^x)^2 + (36*E^E^x)/(9 + E^x) + (18*E^(2*E^x))/(9 + E^x) + x^3","B",47,6,119,0.05042,1,"{6741, 6742, 2282, 2246, 2178, 2177}"
8766,1,22,0,0.028199,"\int \frac{4 e^4+e^2 (-1-8 x)+4 x^2+e^4 \left(e^4-2 e^2 x+x^2\right)}{e^4-2 e^2 x+x^2} \, dx","Int[(4*E^4 + E^2*(-1 - 8*x) + 4*x^2 + E^4*(E^4 - 2*E^2*x + x^2))/(E^4 - 2*E^2*x + x^2),x]","\left(4+e^4\right) x-\frac{e^2}{e^2-x}","x \left(\frac{1}{x-e^2}+e^4+4\right)",1,"-(E^2/(E^2 - x)) + (4 + E^4)*x","A",3,2,53,0.03774,1,"{27, 1850}"
8767,0,0,0,0.4523548,"\int \frac{5 x^3+2 x^4+e^5 \left(-2 x^2-x^3\right)+\left(15 x^2-3 e^5 x^2+6 x^3\right) \log \left(\frac{4}{x}\right)+\left(15 x+6 x^2\right) \log ^2\left(\frac{4}{x}\right)+(5+2 x) \log ^3\left(\frac{4}{x}\right)}{x^3+3 x^2 \log \left(\frac{4}{x}\right)+3 x \log ^2\left(\frac{4}{x}\right)+\log ^3\left(\frac{4}{x}\right)} \, dx","Int[(5*x^3 + 2*x^4 + E^5*(-2*x^2 - x^3) + (15*x^2 - 3*E^5*x^2 + 6*x^3)*Log[4/x] + (15*x + 6*x^2)*Log[4/x]^2 + (5 + 2*x)*Log[4/x]^3)/(x^3 + 3*x^2*Log[4/x] + 3*x*Log[4/x]^2 + Log[4/x]^3),x]","\int \frac{5 x^3+2 x^4+e^5 \left(-2 x^2-x^3\right)+\left(15 x^2-3 e^5 x^2+6 x^3\right) \log \left(\frac{4}{x}\right)+\left(15 x+6 x^2\right) \log ^2\left(\frac{4}{x}\right)+(5+2 x) \log ^3\left(\frac{4}{x}\right)}{x^3+3 x^2 \log \left(\frac{4}{x}\right)+3 x \log ^2\left(\frac{4}{x}\right)+\log ^3\left(\frac{4}{x}\right)} \, dx","x \left(-\frac{e^5 x^2}{\left(x+\log \left(\frac{4}{x}\right)\right)^2}+x+5\right)",1,"5*x + x^2 - 2*E^5*Defer[Int][x^2/(x + Log[4/x])^3, x] + 2*E^5*Defer[Int][x^3/(x + Log[4/x])^3, x] - 3*E^5*Defer[Int][x^2/(x + Log[4/x])^2, x]","F",0,0,0,0,-1,"{}"
8768,1,9,0,0.0321502,"\int \left(125000 x^4 \log (x)+312500 x^4 \log ^2(x)\right) \, dx","Int[125000*x^4*Log[x] + 312500*x^4*Log[x]^2,x]","62500 x^5 \log ^2(x)","62500 x^5 \log ^2(x)",1,"62500*x^5*Log[x]^2","A",4,2,17,0.1176,1,"{2304, 2305}"
8769,1,17,0,0.0029219,"\int \left(1-2 x-8 x^3-6 x^5\right) \, dx","Int[1 - 2*x - 8*x^3 - 6*x^5,x]","-x^6-2 x^4-x^2+x","-\left(x^3+x\right)^2+x-20+\frac{10}{\log ^2(5)}",1,"x - x^2 - 2*x^4 - x^6","A",1,0,15,0,1,"{}"
8770,0,0,0,2.9560062,"\int \frac{-140 x+130 x^3+20 x^4+10 x^6+\left(40 x-40 x^3\right) \log (x)+e^{e^x} \left(-70 x+10 x^4+e^x \left(-30 x^2-10 x^5\right)+\left(20 x+10 e^x x^2\right) \log (x)\right)}{9+6 x^3+x^6+\left(-6-2 x^3\right) \log (x)+\log ^2(x)} \, dx","Int[(-140*x + 130*x^3 + 20*x^4 + 10*x^6 + (40*x - 40*x^3)*Log[x] + E^E^x*(-70*x + 10*x^4 + E^x*(-30*x^2 - 10*x^5) + (20*x + 10*E^x*x^2)*Log[x]))/(9 + 6*x^3 + x^6 + (-6 - 2*x^3)*Log[x] + Log[x]^2),x]","\int \frac{-140 x+130 x^3+20 x^4+10 x^6+\left(40 x-40 x^3\right) \log (x)+e^{e^x} \left(-70 x+10 x^4+e^x \left(-30 x^2-10 x^5\right)+\left(20 x+10 e^x x^2\right) \log (x)\right)}{9+6 x^3+x^6+\left(-6-2 x^3\right) \log (x)+\log ^2(x)} \, dx","\frac{10 x^2 \left(-x^2+e^{e^x}+2\right)}{-x^3+\log (x)-3}",1,"-20*Defer[Int][x/(3 + x^3 - Log[x])^2, x] - 10*Defer[Int][(E^E^x*x)/(3 + x^3 - Log[x])^2, x] + 10*Defer[Int][x^3/(3 + x^3 - Log[x])^2, x] + 60*Defer[Int][x^4/(3 + x^3 - Log[x])^2, x] + 30*Defer[Int][(E^E^x*x^4)/(3 + x^3 - Log[x])^2, x] - 30*Defer[Int][x^6/(3 + x^3 - Log[x])^2, x] - 40*Defer[Int][x/(3 + x^3 - Log[x]), x] - 20*Defer[Int][(E^E^x*x)/(3 + x^3 - Log[x]), x] - 10*Defer[Int][(E^(E^x + x)*x^2)/(3 + x^3 - Log[x]), x] + 40*Defer[Int][x^3/(3 + x^3 - Log[x]), x]","F",0,0,0,0,-1,"{}"
8771,0,0,0,2.8332943,"\int \frac{-16+8 x-13 x^2+2 x^3+\left(4080-2024 x+247 x^2+5 x^3-x^4\right) \log ^2\left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)}{-4080+2024 x-247 x^2-5 x^3+x^4+\left(-8160 x+4048 x^2-494 x^3-10 x^4+2 x^5\right) \log \left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)+\left(-4080 x^2+2024 x^3-247 x^4-5 x^5+x^6\right) \log ^2\left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)} \, dx","Int[(-16 + 8*x - 13*x^2 + 2*x^3 + (4080 - 2024*x + 247*x^2 + 5*x^3 - x^4)*Log[(-3060 + 753*x + 3*x^2 - 3*x^3)/(-4 + x)]^2)/(-4080 + 2024*x - 247*x^2 - 5*x^3 + x^4 + (-8160*x + 4048*x^2 - 494*x^3 - 10*x^4 + 2*x^5)*Log[(-3060 + 753*x + 3*x^2 - 3*x^3)/(-4 + x)] + (-4080*x^2 + 2024*x^3 - 247*x^4 - 5*x^5 + x^6)*Log[(-3060 + 753*x + 3*x^2 - 3*x^3)/(-4 + x)]^2),x]","\int \frac{-16+8 x-13 x^2+2 x^3+\left(4080-2024 x+247 x^2+5 x^3-x^4\right) \log ^2\left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)}{-4080+2024 x-247 x^2-5 x^3+x^4+\left(-8160 x+4048 x^2-494 x^3-10 x^4+2 x^5\right) \log \left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)+\left(-4080 x^2+2024 x^3-247 x^4-5 x^5+x^6\right) \log ^2\left(\frac{-3060+753 x+3 x^2-3 x^3}{-4+x}\right)} \, dx","\frac{x}{\frac{x}{\log \left(3 \left(\frac{x^3}{4-x}+x+255\right)\right)}+x^2}",1,"x^(-1) - Defer[Int][1/((-4 + x)*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])^2), x] - Defer[Int][1/(x^2*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])^2), x] - 251*Defer[Int][1/((1020 - 251*x - x^2 + x^3)*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])^2), x] - 2*Defer[Int][x/((1020 - 251*x - x^2 + x^3)*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])^2), x] + 3*Defer[Int][x^2/((1020 - 251*x - x^2 + x^3)*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])^2), x] + 2*Defer[Int][1/(x^2*(1 + x*Log[(-3*(1020 - 251*x - x^2 + x^3))/(-4 + x)])), x]","F",0,0,0,0,-1,"{}"
8772,0,0,0,0.7375127,"\int \frac{2+\exp \left(-50-25 e^{3 x}+5 x+e^{-50-25 e^{3 x}+5 x} x\right) \left(5 x+25 x^2-375 e^{3 x} x^2\right)}{5 x} \, dx","Int[(2 + E^(-50 - 25*E^(3*x) + 5*x + E^(-50 - 25*E^(3*x) + 5*x)*x)*(5*x + 25*x^2 - 375*E^(3*x)*x^2))/(5*x),x]","\int \frac{2+\exp \left(-50-25 e^{3 x}+5 x+e^{-50-25 e^{3 x}+5 x} x\right) \left(5 x+25 x^2-375 e^{3 x} x^2\right)}{5 x} \, dx","e^{e^{5 \left(x-5 \left(e^{3 x}+2\right)\right)} x}-\frac{1}{5} \log \left(\frac{100}{x^2}\right)",1,"(2*Log[x])/5 + Defer[Int][E^(-50 - 25*E^(3*x) + 5*x + E^(-50 - 25*E^(3*x) + 5*x)*x), x] + 5*Defer[Int][E^(-50 - 25*E^(3*x) + 5*x + E^(-50 - 25*E^(3*x) + 5*x)*x)*x, x] - 75*Defer[Int][E^(-50 - 25*E^(3*x) + 8*x + E^(-50 - 25*E^(3*x) + 5*x)*x)*x, x]","F",0,0,0,0,-1,"{}"
8773,1,18,0,0.0250389,"\int \frac{-40-80 x+20 x^2+(-3+x) \log (2)}{80+40 x+20 x^2+x \log (2)} \, dx","Int[(-40 - 80*x + 20*x^2 + (-3 + x)*Log[2])/(80 + 40*x + 20*x^2 + x*Log[2]),x]","x-3 \log \left(20 x^2+x (40+\log (2))+80\right)","x-3 \log \left(\frac{1}{4} x \left(x+2+\frac{\log (2)}{20}\right)+1\right)",1,"x - 3*Log[80 + 20*x^2 + x*(40 + Log[2])]","A",4,3,33,0.09091,1,"{6, 1657, 628}"
8774,0,0,0,0.6516179,"\int \frac{-25-10 x^2-x^4+\left(-20 x^2-4 x^4\right) \log (x) \log \left(\frac{1}{\log (x)}\right)-128 x \log (x) \log ^2\left(\frac{1}{\log (x)}\right)}{64 x \log (x) \log ^2\left(\frac{1}{\log (x)}\right)} \, dx","Int[(-25 - 10*x^2 - x^4 + (-20*x^2 - 4*x^4)*Log[x]*Log[Log[x]^(-1)] - 128*x*Log[x]*Log[Log[x]^(-1)]^2)/(64*x*Log[x]*Log[Log[x]^(-1)]^2),x]","\int \frac{-25-10 x^2-x^4+\left(-20 x^2-4 x^4\right) \log (x) \log \left(\frac{1}{\log (x)}\right)-128 x \log (x) \log ^2\left(\frac{1}{\log (x)}\right)}{64 x \log (x) \log ^2\left(\frac{1}{\log (x)}\right)} \, dx","-\frac{\left(x^2+5\right)^2}{64 \log \left(\frac{1}{\log (x)}\right)}-2 x",1,"-2*x - 25/(64*Log[Log[x]^(-1)]) - (5*Defer[Int][x/(Log[x]*Log[Log[x]^(-1)]^2), x])/32 - Defer[Int][x^3/(Log[x]*Log[Log[x]^(-1)]^2), x]/64 - (5*Defer[Int][x/Log[Log[x]^(-1)], x])/16 - Defer[Int][x^3/Log[Log[x]^(-1)], x]/16","F",0,0,0,0,-1,"{}"
8775,1,42,0,0.230854,"\int \frac{-19 x-35 x^2-2 x^3+3 x^4+\left(-32-32 x-6 x^2+4 x^3\right) \log (x)+\left(-4 x+x^2\right) \log ^2(x)}{-4 x+x^2} \, dx","Int[(-19*x - 35*x^2 - 2*x^3 + 3*x^4 + (-32 - 32*x - 6*x^2 + 4*x^3)*Log[x] + (-4*x + x^2)*Log[x]^2)/(-4*x + x^2),x]","x^3+4 x^2+2 x^2 \log (x)-3 x+x \log ^2(x)+4 \log ^2(x)+8 x \log (x)+\log (4-x)","-x+\log (x-4)-(x+4) \left(2-(x+\log (x))^2\right)+3",1,"-3*x + 4*x^2 + x^3 + Log[4 - x] + 8*x*Log[x] + 2*x^2*Log[x] + 4*Log[x]^2 + x*Log[x]^2","A",12,8,59,0.1356,1,"{1593, 6688, 1850, 2357, 2295, 2301, 2304, 2296}"
8776,1,58,0,1.6213728,"\int \frac{e^x x \log (x)+\left(2 e^{2 x} x+e^x \left(1+2 x^2\right)\right) \log ^2(x)+\left(-e^x x+e^x \left(x+x^2\right) \log (x)+\left(e^{2 x} \left(2 x+4 x^2\right)+e^x \left(x+4 x^2+2 x^3\right)\right) \log ^2(x)\right) \log (25 x)}{x \log ^2(x)} \, dx","Int[(E^x*x*Log[x] + (2*E^(2*x)*x + E^x*(1 + 2*x^2))*Log[x]^2 + (-(E^x*x) + E^x*(x + x^2)*Log[x] + (E^(2*x)*(2*x + 4*x^2) + E^x*(x + 4*x^2 + 2*x^3))*Log[x]^2)*Log[25*x])/(x*Log[x]^2),x]","\frac{e^x \left(2 x^3 \log ^2(x) \log (25 x)+x^2 \log (x) \log (25 x)+x \log ^2(x) \log (25 x)\right)}{x \log ^2(x)}+2 e^{2 x} x \log (25 x)","e^x \left(2 \left(x+e^x\right) x+\frac{x}{\log (x)}+1\right) \log (25 x)",1,"2*E^(2*x)*x*Log[25*x] + (E^x*(x^2*Log[x]*Log[25*x] + x*Log[x]^2*Log[25*x] + 2*x^3*Log[x]^2*Log[25*x]))/(x*Log[x]^2)","B",5,3,101,0.02970,1,"{6688, 6742, 2288}"
8777,1,35,0,0.0188378,"\int \left(-180-40 e^{2+2 x}-40 x+e^{1+x} (240+40 x)\right) \, dx","Int[-180 - 40*E^(2 + 2*x) - 40*x + E^(1 + x)*(240 + 40*x),x]","-20 x^2-180 x-40 e^{x+1}-20 e^{2 x+2}+40 e^{x+1} (x+6)","20 \left(-\left(x-e^{x+1}+5\right)^2+x+e^5+25\right)",1,"-40*E^(1 + x) - 20*E^(2 + 2*x) - 180*x - 20*x^2 + 40*E^(1 + x)*(6 + x)","A",4,2,25,0.08000,1,"{2194, 2176}"
8778,0,0,0,3.0344935,"\int \frac{-144 x-288 e^x x-144 x^2+\left(-144 x-72 x^3+e^x \left(-144-72 x^2\right)\right) \log \left(e^{2 x}+e^x x\right)}{\left(5 e^x x^5+5 x^6\right) \log \left(e^{2 x}+e^x x\right)+\left(40 e^x x^3+40 x^4\right) \log \left(e^{2 x}+e^x x\right) \log \left(x \log \left(e^{2 x}+e^x x\right)\right)+\left(80 e^x x+80 x^2\right) \log \left(e^{2 x}+e^x x\right) \log ^2\left(x \log \left(e^{2 x}+e^x x\right)\right)} \, dx","Int[(-144*x - 288*E^x*x - 144*x^2 + (-144*x - 72*x^3 + E^x*(-144 - 72*x^2))*Log[E^(2*x) + E^x*x])/((5*E^x*x^5 + 5*x^6)*Log[E^(2*x) + E^x*x] + (40*E^x*x^3 + 40*x^4)*Log[E^(2*x) + E^x*x]*Log[x*Log[E^(2*x) + E^x*x]] + (80*E^x*x + 80*x^2)*Log[E^(2*x) + E^x*x]*Log[x*Log[E^(2*x) + E^x*x]]^2),x]","\int \frac{-144 x-288 e^x x-144 x^2+\left(-144 x-72 x^3+e^x \left(-144-72 x^2\right)\right) \log \left(e^{2 x}+e^x x\right)}{\left(5 e^x x^5+5 x^6\right) \log \left(e^{2 x}+e^x x\right)+\left(40 e^x x^3+40 x^4\right) \log \left(e^{2 x}+e^x x\right) \log \left(x \log \left(e^{2 x}+e^x x\right)\right)+\left(80 e^x x+80 x^2\right) \log \left(e^{2 x}+e^x x\right) \log ^2\left(x \log \left(e^{2 x}+e^x x\right)\right)} \, dx","\frac{9}{5 \left(\frac{x^2}{4}+\log \left(x \log \left(e^x \left(x+e^x\right)\right)\right)\right)}",1,"(-144*Defer[Int][1/(x*(x^2 + 4*Log[x*Log[E^x*(E^x + x)]])^2), x])/5 - (72*Defer[Int][x/(x^2 + 4*Log[x*Log[E^x*(E^x + x)]])^2, x])/5 - (288*Defer[Int][1/(Log[E^x*(E^x + x)]*(x^2 + 4*Log[x*Log[E^x*(E^x + x)]])^2), x])/5 - (144*Defer[Int][1/((E^x + x)*Log[E^x*(E^x + x)]*(x^2 + 4*Log[x*Log[E^x*(E^x + x)]])^2), x])/5 + (144*Defer[Int][x/((E^x + x)*Log[E^x*(E^x + x)]*(x^2 + 4*Log[x*Log[E^x*(E^x + x)]])^2), x])/5","F",0,0,0,0,-1,"{}"
8779,1,24,0,0.0527641,"\int \frac{1}{5} \exp \left(3+\frac{1}{5} \left(-10+e^3 \left(-e^{43/16} x-x^2\right)\right)\right) \left(-e^{43/16}-2 x\right) \, dx","Int[(E^(3 + (-10 + E^3*(-(E^(43/16)*x) - x^2))/5)*(-E^(43/16) - 2*x))/5,x]","e^{-\frac{1}{5} e^3 x^2-\frac{1}{5} e^{91/16} x-2}","e^{-\frac{1}{5} e^3 x \left(x+e^{43/16}\right)-2}",1,"E^(-2 - (E^(91/16)*x)/5 - (E^3*x^2)/5)","A",3,3,43,0.06977,1,"{12, 2244, 2236}"
8780,1,19,0,0.2413143,"\int \frac{-3 x-30 x^2+9 x^3+(-10+3 x) \log \left(\frac{10 \log (3)}{-10+3 x}\right)}{-10 x^3+3 x^4+\left(-10 x+3 x^2\right) \log \left(\frac{10 \log (3)}{-10+3 x}\right)} \, dx","Int[(-3*x - 30*x^2 + 9*x^3 + (-10 + 3*x)*Log[(10*Log[3])/(-10 + 3*x)])/(-10*x^3 + 3*x^4 + (-10*x + 3*x^2)*Log[(10*Log[3])/(-10 + 3*x)]),x]","\log \left(x \left(x^2+\log \left(-\frac{10 \log (3)}{10-3 x}\right)\right)\right)","\log \left(x \left(x^2+\log \left(\frac{4 \log (3)}{\frac{6 x}{5}-4}\right)\right)\right)+3",1,"Log[x*(x^2 + Log[(-10*Log[3])/(10 - 3*x)])]","A",2,2,68,0.02941,1,"{6741, 6685}"
8781,1,23,0,0.1121541,"\int \frac{1}{11} e^{\frac{1}{11} \left(44-11 e^x+11 e^{2+x}-71 x\right)} \left(-71-11 e^x+11 e^{2+x}\right) \, dx","Int[(E^((44 - 11*E^x + 11*E^(2 + x) - 71*x)/11)*(-71 - 11*E^x + 11*E^(2 + x)))/11,x]","e^{\frac{1}{11} \left(-71 x-11 e^x+11 e^{x+2}+44\right)}","e^{-\frac{71 x}{11}-e^x+e^{x+2}+4}",1,"E^((44 - 11*E^x + 11*E^(2 + x) - 71*x)/11)","A",2,2,41,0.04878,1,"{12, 6706}"
8782,1,75,0,0.9631393,"\int \frac{1-e^{-4+3 x-x^4}+e^{-4+3 x-x^4} \left(15+3 x-20 x^3-4 x^4\right) \log (5+x)+(5+x) \log ^2(5+x)}{(5+x) \log ^2(5+x)} \, dx","Int[(1 - E^(-4 + 3*x - x^4) + E^(-4 + 3*x - x^4)*(15 + 3*x - 20*x^3 - 4*x^4)*Log[5 + x] + (5 + x)*Log[5 + x]^2)/((5 + x)*Log[5 + x]^2),x]","\frac{e^{-x^4+3 x-4} \left(-4 x^4 \log (x+5)-20 x^3 \log (x+5)+3 x \log (x+5)+15 \log (x+5)\right)}{(x+5) \left(3-4 x^3\right) \log ^2(x+5)}+x-\frac{1}{\log (x+5)}","\frac{e^{-x^4+3 x-4}-1}{\log (x+5)}+x",1,"x - Log[5 + x]^(-1) + (E^(-4 + 3*x - x^4)*(15*Log[5 + x] + 3*x*Log[5 + x] - 20*x^3*Log[5 + x] - 4*x^4*Log[5 + x]))/((5 + x)*(3 - 4*x^3)*Log[5 + x]^2)","B",8,6,70,0.08571,1,"{6742, 2288, 6688, 2390, 2302, 30}"
8783,1,35,0,0.054843,"\int \frac{4+e^{2+\left(4+4 x+x^2\right) \log ^2(3)} \left(-4 x-2 x^2\right) \log ^2(3)}{x} \, dx","Int[(4 + E^(2 + (4 + 4*x + x^2)*Log[3]^2)*(-4*x - 2*x^2)*Log[3]^2)/x,x]","4 \log (x)-\exp \left(x^2 \log ^2(3)+4 x \log ^2(3)+2 \left(1+2 \log ^2(3)\right)\right)","\log \left(x^4\right)-e^{(x+2)^2 \log ^2(3)+2}+1",1,"-E^(4*x*Log[3]^2 + x^2*Log[3]^2 + 2*(1 + 2*Log[3]^2)) + 4*Log[x]","A",3,2,37,0.05405,1,"{14, 2236}"
8784,1,31,0,0.0401113,"\int \frac{8+e^{-3-60 x-2 x^2} x \left(x^2-60 x^3-4 x^4\right)}{x^3} \, dx","Int[(8 + E^(-3 - 60*x - 2*x^2)*x*(x^2 - 60*x^3 - 4*x^4))/x^3,x]","\frac{e^{-2 x^2-60 x-3} \left(x^2+15 x\right)}{x+15}-\frac{4}{x^2}","-\frac{4}{x^2}+e^{-2 x (x+30)-3} x+1",1,"-4/x^2 + (E^(-3 - 60*x - 2*x^2)*(15*x + x^2))/(15 + x)","A",3,2,34,0.05882,1,"{14, 2288}"
8785,1,58,0,0.0429511,"\int \frac{-4 x^2+4 x^3-2 x^5+9 x^6+6 x^7+8 x^8+\left(30 x-20 x^2-5 x^3\right) \log (4)-50 \log ^2(4)}{2 x^5} \, dx","Int[(-4*x^2 + 4*x^3 - 2*x^5 + 9*x^6 + 6*x^7 + 8*x^8 + (30*x - 20*x^2 - 5*x^3)*Log[4] - 50*Log[4]^2)/(2*x^5),x]","x^4+\frac{25 \log ^2(4)}{4 x^4}+x^3-\frac{5 \log (4)}{x^3}+\frac{9 x^2}{4}+\frac{1+5 \log (4)}{x^2}-x-\frac{4-5 \log (4)}{2 x}","\left(x^2+\frac{5 \log (4)}{2 x^2}+\frac{x}{2}+\frac{x-1}{x}\right)^2",1,"-x + (9*x^2)/4 + x^3 + x^4 - (4 - 5*Log[4])/(2*x) - (5*Log[4])/x^3 + (25*Log[4]^2)/(4*x^4) + (1 + 5*Log[4])/x^2","B",3,2,61,0.03279,1,"{12, 14}"
8786,-1,0,0,180.0002628,"\int \frac{4 x+e^{-8 x^3-2 x^4+2 \left(4 x^2+x^3\right) \log (x)} \left(16 x-44 x^2-16 x^3+\left(32 x+12 x^2\right) \log (x)\right)+e^{-4 x^3-x^4+\left(4 x^2+x^3\right) \log (x)} \left(4+16 x^2-44 x^3-16 x^4+\left(32 x^2+12 x^3\right) \log (x)\right)}{\left(5+e^{-8 x^3-2 x^4+2 \left(4 x^2+x^3\right) \log (x)}+2 e^{-4 x^3-x^4+\left(4 x^2+x^3\right) \log (x)} x+x^2\right) \log \left(5+e^{-8 x^3-2 x^4+2 \left(4 x^2+x^3\right) \log (x)}+2 e^{-4 x^3-x^4+\left(4 x^2+x^3\right) \log (x)} x+x^2\right) \log \left(\log \left(5+e^{-8 x^3-2 x^4+2 \left(4 x^2+x^3\right) \log (x)}+2 e^{-4 x^3-x^4+\left(4 x^2+x^3\right) \log (x)} x+x^2\right)\right)} \, dx","Int[(4*x + E^(-8*x^3 - 2*x^4 + 2*(4*x^2 + x^3)*Log[x])*(16*x - 44*x^2 - 16*x^3 + (32*x + 12*x^2)*Log[x]) + E^(-4*x^3 - x^4 + (4*x^2 + x^3)*Log[x])*(4 + 16*x^2 - 44*x^3 - 16*x^4 + (32*x^2 + 12*x^3)*Log[x]))/((5 + E^(-8*x^3 - 2*x^4 + 2*(4*x^2 + x^3)*Log[x]) + 2*E^(-4*x^3 - x^4 + (4*x^2 + x^3)*Log[x])*x + x^2)*Log[5 + E^(-8*x^3 - 2*x^4 + 2*(4*x^2 + x^3)*Log[x]) + 2*E^(-4*x^3 - x^4 + (4*x^2 + x^3)*Log[x])*x + x^2]*Log[Log[5 + E^(-8*x^3 - 2*x^4 + 2*(4*x^2 + x^3)*Log[x]) + 2*E^(-4*x^3 - x^4 + (4*x^2 + x^3)*Log[x])*x + x^2]]),x]","\text{\$Aborted}","\log \left(\log ^2\left(\log \left(\left(e^{x^2 (x+4) (\log (x)-x)}+x\right)^2+5\right)\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8787,0,0,0,11.402488,"\int \frac{-2 x^2-2 x^3-2 x^4-2 x^5+\left(4 x^2+6 x^3+6 x^4\right) \log (x)+\left(-4 x^2-6 x^3\right) \log ^2(x)+2 x^2 \log ^3(x)+\left(-524288 x^3+1572864 x^2 \log (x)-1572864 x \log ^2(x)+524288 \log ^3(x)\right) \log ^3\left(x^2\right)}{-x^4-2 x^5-x^6+\left(x^3+4 x^4+3 x^5\right) \log (x)+\left(-2 x^3-3 x^4\right) \log ^2(x)+x^3 \log ^3(x)+\left(-65536 x^4+196608 x^3 \log (x)-196608 x^2 \log ^2(x)+65536 x \log ^3(x)\right) \log ^4\left(x^2\right)} \, dx","Int[(-2*x^2 - 2*x^3 - 2*x^4 - 2*x^5 + (4*x^2 + 6*x^3 + 6*x^4)*Log[x] + (-4*x^2 - 6*x^3)*Log[x]^2 + 2*x^2*Log[x]^3 + (-524288*x^3 + 1572864*x^2*Log[x] - 1572864*x*Log[x]^2 + 524288*Log[x]^3)*Log[x^2]^3)/(-x^4 - 2*x^5 - x^6 + (x^3 + 4*x^4 + 3*x^5)*Log[x] + (-2*x^3 - 3*x^4)*Log[x]^2 + x^3*Log[x]^3 + (-65536*x^4 + 196608*x^3*Log[x] - 196608*x^2*Log[x]^2 + 65536*x*Log[x]^3)*Log[x^2]^4),x]","\int \frac{-2 x^2-2 x^3-2 x^4-2 x^5+\left(4 x^2+6 x^3+6 x^4\right) \log (x)+\left(-4 x^2-6 x^3\right) \log ^2(x)+2 x^2 \log ^3(x)+\left(-524288 x^3+1572864 x^2 \log (x)-1572864 x \log ^2(x)+524288 \log ^3(x)\right) \log ^3\left(x^2\right)}{-x^4-2 x^5-x^6+\left(x^3+4 x^4+3 x^5\right) \log (x)+\left(-2 x^3-3 x^4\right) \log ^2(x)+x^3 \log ^3(x)+\left(-65536 x^4+196608 x^3 \log (x)-196608 x^2 \log ^2(x)+65536 x \log ^3(x)\right) \log ^4\left(x^2\right)} \, dx","\log \left(65536 \log ^4\left(x^2\right)+\left(x+\frac{x}{x-\log (x)}\right)^2\right)",1,"2*Defer[Int][x/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 2*Defer[Int][x^2/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 2*Defer[Int][x^3/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 2*Defer[Int][x^4/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 4*Defer[Int][(x*Log[x])/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 6*Defer[Int][(x^2*Log[x])/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 6*Defer[Int][(x^3*Log[x])/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 4*Defer[Int][(x*Log[x]^2)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 6*Defer[Int][(x^2*Log[x]^2)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 2*Defer[Int][(x*Log[x]^3)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 524288*Defer[Int][(x^2*Log[x^2]^3)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 1572864*Defer[Int][(x*Log[x]*Log[x^2]^3)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] + 1572864*Defer[Int][(Log[x]^2*Log[x^2]^3)/((x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x] - 524288*Defer[Int][(Log[x]^3*Log[x^2]^3)/(x*(x - Log[x])*(x^2 + 2*x^3 + x^4 - 2*x^2*Log[x] - 2*x^3*Log[x] + x^2*Log[x]^2 + 65536*x^2*Log[x^2]^4 - 131072*x*Log[x]*Log[x^2]^4 + 65536*Log[x]^2*Log[x^2]^4)), x]","F",0,0,0,0,-1,"{}"
8788,1,25,0,0.0166881,"\int \frac{-6+2 e^2-2 x}{45+5 e^4+e^2 (-30-2 x)+6 x+x^2} \, dx","Int[(-6 + 2*E^2 - 2*x)/(45 + 5*E^4 + E^2*(-30 - 2*x) + 6*x + x^2),x]","-\log \left(x^2+6 x-2 e^2 (x+15)+5 \left(9+e^4\right)\right)","9 e^2-\log \left(\left(\frac{x}{3-e^2}+1\right)^2+4\right)",1,"-Log[5*(9 + E^4) + 6*x + x^2 - 2*E^2*(15 + x)]","A",1,1,35,0.02857,1,"{1587}"
8789,1,33,0,1.2264508,"\int \frac{\exp \left(2 e^3 x+x \log (x)+e^{2 e^{2 e^5}} \left(2 e^3+\log (x)\right)\right) \left(e^{2 e^{2 e^5}}+x+2 e^3 x+x \log (x)\right)}{x} \, dx","Int[(E^(2*E^3*x + x*Log[x] + E^(2*E^(2*E^5))*(2*E^3 + Log[x]))*(E^(2*E^(2*E^5)) + x + 2*E^3*x + x*Log[x]))/x,x]","x^x e^{2 e^3 x+e^{2 e^{2 e^5}} \left(\log (x)+2 e^3\right)}","e^{\left(x+e^{2 e^{2 e^5}}\right) \left(\log (x)+2 e^3\right)}",1,"E^(2*E^3*x + E^(2*E^(2*E^5))*(2*E^3 + Log[x]))*x^x","A",2,2,60,0.03333,1,"{6, 6706}"
8790,0,0,0,0.281841,"\int \frac{1-x+(1-2 x) \log (x)+(x+x \log (x)) \log (1+\log (x))}{x+x \log (x)} \, dx","Int[(1 - x + (1 - 2*x)*Log[x] + (x + x*Log[x])*Log[1 + Log[x]])/(x + x*Log[x]),x]","\int \frac{1-x+(1-2 x) \log (x)+(x+x \log (x)) \log (1+\log (x))}{x+x \log (x)} \, dx","\log (x)+x (\log (\log (x)+1)-2)",1,"-2*x + ExpIntegralEi[1 + Log[x]]/E + Log[x] + Defer[Int][Log[1 + Log[x]], x]","F",0,0,0,0,-1,"{}"
8791,1,21,0,0.4999488,"\int \frac{-243-783 x-621 x^2-189 x^3-20 x^4+e^{\frac{4}{9+6 x+x^2}} \left(-243-171 x-81 x^2-9 x^3\right)}{243 x+513 x^2+351 x^3+99 x^4+10 x^5+e^{\frac{4}{9+6 x+x^2}} \left(243 x+243 x^2+81 x^3+9 x^4\right)} \, dx","Int[(-243 - 783*x - 621*x^2 - 189*x^3 - 20*x^4 + E^(4/(9 + 6*x + x^2))*(-243 - 171*x - 81*x^2 - 9*x^3))/(243*x + 513*x^2 + 351*x^3 + 99*x^4 + 10*x^5 + E^(4/(9 + 6*x + x^2))*(243*x + 243*x^2 + 81*x^3 + 9*x^4)),x]","-\log \left(x \left(10 x+9 e^{\frac{4}{(x+3)^2}}+9\right)\right)","6-\log \left(x \left(x+9 \left(x+e^{\frac{4}{(x+3)^2}}+1\right)\right)\right)",1,"-Log[x*(9 + 9*E^(4/(3 + x)^2) + 10*x)]","A",2,2,111,0.01802,1,"{6688, 6685}"
8792,0,0,0,0.3322319,"\int e^{-1-x} \left(-9 e^{1+x}+e^{e^{-1-x} x} (1-x)\right) \, dx","Int[E^(-1 - x)*(-9*E^(1 + x) + E^(E^(-1 - x)*x)*(1 - x)),x]","\int e^{-1-x} \left(-9 e^{1+x}+e^{e^{-1-x} x} (1-x)\right) \, dx","-x+e^{e^{-x-1} x}-\log \left(3 e^{8 x}\right)",1,"-9*x + Defer[Int][E^(-1 + (-1 + E^(-1 - x))*x), x] - Defer[Int][E^(-1 + (-1 + E^(-1 - x))*x)*x, x]","F",0,0,0,0,-1,"{}"
8793,0,0,0,3.71757,"\int \frac{x \log (4)+\log ^2(4)+e^x \left(-x^2 \log (4)-x \log ^2(4)\right)+\left(-x \log (4)+\log ^2(4)+e^x \left(x^3 \log (4)+x^2 \log ^2(4)\right)\right) \log \left(\frac{x}{4}\right)+\left(x \log (4)+\log ^2(4)+\left(x \log (4)+\log ^2(4)\right) \log \left(\frac{x}{4}\right)\right) \log \left(x^2+2 x \log (4)+\log ^2(4)\right)}{\left(x^3+x^2 \log (4)\right) \log ^2\left(\frac{x}{4}\right)} \, dx","Int[(x*Log[4] + Log[4]^2 + E^x*(-(x^2*Log[4]) - x*Log[4]^2) + (-(x*Log[4]) + Log[4]^2 + E^x*(x^3*Log[4] + x^2*Log[4]^2))*Log[x/4] + (x*Log[4] + Log[4]^2 + (x*Log[4] + Log[4]^2)*Log[x/4])*Log[x^2 + 2*x*Log[4] + Log[4]^2])/((x^3 + x^2*Log[4])*Log[x/4]^2),x]","\int \frac{x \log (4)+\log ^2(4)+e^x \left(-x^2 \log (4)-x \log ^2(4)\right)+\left(-x \log (4)+\log ^2(4)+e^x \left(x^3 \log (4)+x^2 \log ^2(4)\right)\right) \log \left(\frac{x}{4}\right)+\left(x \log (4)+\log ^2(4)+\left(x \log (4)+\log ^2(4)\right) \log \left(\frac{x}{4}\right)\right) \log \left(x^2+2 x \log (4)+\log ^2(4)\right)}{\left(x^3+x^2 \log (4)\right) \log ^2\left(\frac{x}{4}\right)} \, dx","\frac{\log (4) \left(e^x-\frac{\log \left((x+\log (4))^2\right)+1}{x}\right)}{\log \left(\frac{x}{4}\right)}",1,"-1/4*(ExpIntegralEi[-Log[x/4]]*Log[4]) + (E^x*Log[4])/Log[x/4] - Log[4]/(x*Log[x/4]) + Log[4]*Defer[Int][(-x + Log[4])/(x^2*(x + Log[4])*Log[x/4]), x] + Log[4]*Defer[Int][Log[(x + Log[4])^2]/(x^2*Log[x/4]^2), x] + Log[4]*Defer[Int][Log[(x + Log[4])^2]/(x^2*Log[x/4]), x]","F",0,0,0,0,-1,"{}"
8794,1,76,0,0.187004,"\int \frac{-9+e^{1+x} (-1+x)+4 x^2+e^{\frac{1+x}{2}} \left(6-3 x-2 x^2\right)+5 \log ^2(2)}{2 x^2 \log ^2(2)} \, dx","Int[(-9 + E^(1 + x)*(-1 + x) + 4*x^2 + E^((1 + x)/2)*(6 - 3*x - 2*x^2) + 5*Log[2]^2)/(2*x^2*Log[2]^2),x]","\frac{2 x}{\log ^2(2)}-\frac{2 e^{\frac{x}{2}+\frac{1}{2}}}{\log ^2(2)}-\frac{3 e^{\frac{x}{2}+\frac{1}{2}}}{x \log ^2(2)}+\frac{e^{x+1}}{2 x \log ^2(2)}-\frac{5-\frac{9}{\log ^2(2)}}{2 x}","\frac{\frac{\left(2 x-e^{\frac{x+1}{2}}+3\right)^2}{\log ^2(2)}-5}{2 x}",1,"-1/2*(5 - 9/Log[2]^2)/x - (2*E^(1/2 + x/2))/Log[2]^2 - (3*E^(1/2 + x/2))/(x*Log[2]^2) + E^(1 + x)/(2*x*Log[2]^2) + (2*x)/Log[2]^2","B",12,7,53,0.1321,1,"{12, 14, 2197, 2199, 2194, 2177, 2178}"
8795,1,133,0,0.5553655,"\int \frac{10 x}{125-75 x+15 x^2-x^3+\left(600 x-240 x^2+24 x^3\right) \left(i \pi +\log \left(\frac{e}{4}\right)\right)^2+\left(960 x^2-192 x^3\right) \left(i \pi +\log \left(\frac{e}{4}\right)\right)^4+512 x^3 \left(i \pi +\log \left(\frac{e}{4}\right)\right)^6} \, dx","Int[(10*x)/(125 - 75*x + 15*x^2 - x^3 + (600*x - 240*x^2 + 24*x^3)*(I*Pi + Log[E/4])^2 + (960*x^2 - 192*x^3)*(I*Pi + Log[E/4])^4 + 512*x^3*(I*Pi + Log[E/4])^6),x]","\frac{25}{\left(7-8 \pi ^2+8 \log ^2(4)+16 i \pi  (1-\log (4))-16 \log (4)\right)^2 \left(5+x \left(7-8 \pi ^2+8 \log ^2(4)+16 i \pi  (1-\log (4))-16 \log (4)\right)\right)^2}-\frac{10}{\left(7-8 \pi ^2+8 \log ^2(4)+16 i \pi  (1-\log (4))-16 \log (4)\right)^2 \left(5+x \left(7-8 \pi ^2+8 \log ^2(4)+16 i \pi  (1-\log (4))-16 \log (4)\right)\right)}","\frac{x^2}{\left(-x+8 x \left(\log \left(\frac{e}{4}\right)+i \pi \right)^2+5\right)^2}",1,"25/((7 - 8*Pi^2 + (16*I)*Pi*(1 - Log[4]) - 16*Log[4] + 8*Log[4]^2)^2*(5 + x*(7 - 8*Pi^2 + (16*I)*Pi*(1 - Log[4]) - 16*Log[4] + 8*Log[4]^2))^2) - 10/((7 - 8*Pi^2 + (16*I)*Pi*(1 - Log[4]) - 16*Log[4] + 8*Log[4]^2)^2*(5 + x*(7 - 8*Pi^2 + (16*I)*Pi*(1 - Log[4]) - 16*Log[4] + 8*Log[4]^2)))","B",4,3,94,0.03191,1,"{6, 12, 2074}"
8796,1,93,0,0.4592636,"\int \frac{-1+3 x^2+8 x^3+3 x^4+e^{-32-14 x-2 x^2} \left(-1-14 x-4 x^2\right)+e^{-16-7 x-x^2} \left(2+14 x-22 x^2-22 x^3-4 x^4\right)}{x^2} \, dx","Int[(-1 + 3*x^2 + 8*x^3 + 3*x^4 + E^(-32 - 14*x - 2*x^2)*(-1 - 14*x - 4*x^2) + E^(-16 - 7*x - x^2)*(2 + 14*x - 22*x^2 - 22*x^3 - 4*x^4))/x^2,x]","x^3+4 x^2+2 e^{-x^2-7 x-16} x+4 e^{-x^2-7 x-16}-\frac{2 e^{-x^2-7 x-16}}{x}+\frac{e^{-2 x^2-14 x-32} \left(2 x^2+7 x\right)}{(2 x+7) x^2}+3 x+\frac{1}{x}","x \left(\frac{e^{x-(-x-4)^2}-1}{x}+x+2\right)^2+x",1,"4*E^(-16 - 7*x - x^2) + x^(-1) - (2*E^(-16 - 7*x - x^2))/x + 3*x + 2*E^(-16 - 7*x - x^2)*x + 4*x^2 + x^3 + (E^(-32 - 14*x - 2*x^2)*(7*x + 2*x^2))/(x^2*(7 + 2*x))","B",21,8,77,0.1039,1,"{14, 2288, 6742, 2234, 2205, 2242, 2240, 2241}"
8797,1,89,0,0.1789507,"\int \frac{-110+8 x+21 x^2-3 x^3+e^2 (-5+5 x)+\left(-60+4 x+8 x^2\right) \log \left((3+x) \log ^2(5)\right)}{15+5 x} \, dx","Int[(-110 + 8*x + 21*x^2 - 3*x^3 + E^2*(-5 + 5*x) + (-60 + 4*x + 8*x^2)*Log[(3 + x)*Log[5]^2])/(15 + 5*x),x]","-\frac{x^3}{5}+3 x^2-\frac{1}{5} \left(82-5 e^2\right) x+\frac{22 x}{5}-\frac{1}{10} (5-2 x)^2+\frac{1}{5} (5-2 x)^2 \log \left(x \log ^2(5)+3 \log ^2(5)\right)+\frac{4}{5} \left(34-5 e^2\right) \log (x+3)-\frac{121}{5} \log (x+3)","\left(-\frac{x^2}{5}+x+e^2-2\right) \left(x-4 \left(\log \left((x+3) \log ^2(5)\right)+2\right)\right)",1,"-1/10*(5 - 2*x)^2 + (22*x)/5 - ((82 - 5*E^2)*x)/5 + 3*x^2 - x^3/5 - (121*Log[3 + x])/5 + (4*(34 - 5*E^2)*Log[3 + x])/5 + ((5 - 2*x)^2*Log[3*Log[5]^2 + x*Log[5]^2])/5","B",7,4,52,0.07692,1,"{6742, 1850, 2395, 43}"
8798,0,0,0,21.7142361,"\int \frac{80+200 x^3+125 x^6+e^{\frac{2 \left(-4-5 x^3+5 x \log (x)\right)}{4+5 x^3}} \left(-144+40 x-160 x^3+50 x^4+25 x^6+\left(-160+40 x+400 x^3-100 x^4\right) \log (x)\right)}{16+40 x^3+25 x^6} \, dx","Int[(80 + 200*x^3 + 125*x^6 + E^((2*(-4 - 5*x^3 + 5*x*Log[x]))/(4 + 5*x^3))*(-144 + 40*x - 160*x^3 + 50*x^4 + 25*x^6 + (-160 + 40*x + 400*x^3 - 100*x^4)*Log[x]))/(16 + 40*x^3 + 25*x^6),x]","\int \frac{80+200 x^3+125 x^6+e^{\frac{2 \left(-4-5 x^3+5 x \log (x)\right)}{4+5 x^3}} \left(-144+40 x-160 x^3+50 x^4+25 x^6+\left(-160+40 x+400 x^3-100 x^4\right) \log (x)\right)}{16+40 x^3+25 x^6} \, dx","(x-4) \left(e^{\frac{2 \log (x)}{x \left(\frac{4}{5 x^2}+x\right)}-2}+5\right)",1,"5*x + (9*(-1)^(1/3)*10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) - (10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3)))/(E^2*(10^(2/3) + 5*x)) - (10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3)))/(E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) + (5^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3))/(2^(2/3)*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) - ((-5)^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3))/(9*2^(2/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) + (x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3))/(9*10^(1/3)*E^2*(2 + 10^(1/3)*x)) + (5*5^(1/3)*x^(6 + (10*x)/(4 + 5*x^3)))/(4*2^(2/3)*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (2*x)/(4 + 5*x^3))) - (5*(-5)^(1/3)*x^(6 + (10*x)/(4 + 5*x^3)))/(36*2^(2/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (2*x)/(4 + 5*x^3))) + (5^(2/3)*x^(6 + (10*x)/(4 + 5*x^3)))/(36*2^(1/3)*E^2*(2 + 10^(1/3)*x)*(1 + (2*x)/(4 + 5*x^3))) - (10*10^(1/3)*x^(3 + (10*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))) + (10*(-10)^(1/3)*x^(3 + (10*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))) - (2*10^(2/3)*x^(3 + (10*x)/(4 + 5*x^3)))/(9*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))) + (10^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) + (10^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*x)) - ((-10)^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) - ((-1/5)^(1/3)*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) + (2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*x)) + (2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) - (5*x^(5 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(36*E^2*((-10)^(2/3) + 5*x)*(1 + (2*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))) - (5*(-1)^(2/3)*x^(5 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(36*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (2*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))) - (5^(1/3)*x^(5 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(18*2^(2/3)*E^2*(2 + 10^(1/3)*x)*(1 + (2*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))) - (10^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (10*x)/(4 + 5*x^3))) + ((-10)^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (10*x)/(4 + 5*x^3))) - (2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(2 + (5*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(2 + 10^(1/3)*x)*(1 + (10*x)/(4 + 5*x^3))) - (5*(-1/2)^(1/3)*5^(2/3)*x^(2 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (5*5^(2/3)*x^(2 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/(9*2^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (5*x^(2 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/(9*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + ((-1/5)^(1/3)*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (10*x)/(4 + 5*x^3))) - (2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (10*x)/(4 + 5*x^3))) - (2*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (5*x)/(4 + 5*x^3)))/(45*E^2*(2 + 10^(1/3)*x)*(1 + (10*x)/(4 + 5*x^3))) + (5*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(9*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (5*(-1)^(2/3)*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (10^(1/3)*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(9*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) - (5^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3)))/(2^(2/3)*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) - (5^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3)))/(9*2^(2/3)*E^2*(10^(2/3) + 5*x)) + ((-5)^(1/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3)))/(9*2^(2/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) + (25*5^(1/3)*x^(4 + (10*x)/(4 + 5*x^3)))/(2*2^(2/3)*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(3 + (10*x)/(4 + 5*x^3))) - (25*(-5)^(1/3)*x^(4 + (10*x)/(4 + 5*x^3)))/(18*2^(2/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(3 + (10*x)/(4 + 5*x^3))) + (5*5^(2/3)*x^(4 + (10*x)/(4 + 5*x^3)))/(18*2^(1/3)*E^2*(2 + 10^(1/3)*x)*(3 + (10*x)/(4 + 5*x^3))) - (25*x^(3 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/(18*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (25*(-1)^(2/3)*x^(3 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/(18*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (5*5^(1/3)*x^(3 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3)))/(9*2^(2/3)*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (5*5^(1/3)*x^(3 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(2^(2/3)*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) + (5*(-5)^(1/3)*x^(3 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(9*2^(2/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (5^(2/3)*x^(3 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(9*2^(1/3)*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (5*(-1/2)^(1/3)*5^(2/3)*x^(4 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(2*(1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(2 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) + (5*5^(2/3)*x^(4 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(18*2^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(2 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) + (5*x^(4 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3)))/(18*E^2*(2 + 10^(1/3)*x)*(2 + (5*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))) - (4*(-1/5)^(1/3)*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)) + (4*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*x)) + (4*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)) + (4*(-1/5)^(1/3)*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/((1 + (-1)^(1/3))^4*E^2*((-10)^(2/3) + 5*x)*(1 + (10*x)/(4 + 5*x^3))) - (4*2^(2/3)*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/(9*5^(1/3)*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (10*x)/(4 + 5*x^3))) - (8*x^((10*x)/(4 + 5*x^3))*(4 + 5*x^3)*(3 + (10*x)/(4 + 5*x^3)))/(45*E^2*(2 + 10^(1/3)*x)*(1 + (10*x)/(4 + 5*x^3))) + (20*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3)))/(9*E^2*((-10)^(2/3) + 5*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (20*(-1)^(2/3)*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3)))/(9*E^2*(10^(2/3) + 5*(-1)^(2/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) + (4*10^(1/3)*x^(2 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3)))/(9*E^2*(2 + 10^(1/3)*x)*(1 + (5*x)/(4 + 5*x^3))*(1 + (10*x)/(4 + 5*x^3))) - ((-1/2)^(1/3)*5^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/((1 + (-1)^(1/3))^4*E^2) - (18*(-1)^(5/6)*Sqrt[3]*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/((1 + (-1)^(1/3))^5*E^2*(1 + (10*x)/(4 + 5*x^3))) + (10*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(E^2*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3))) + ((-1)^(1/3)*10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/((1 + (-1)^(1/3))^4*E^2*(1 + (10*x)/(4 + 5*x^3))) - (2*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (8*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) + (5^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(9*2^(1/3)*E^2) - (2*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(E^2*(1 + (10*x)/(4 + 5*x^3))) + (10*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(E^2*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3))) - (10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (2*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (8*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - ((-1/2)^(1/3)*5^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -(((-1)^(2/3)*5^(1/3)*x)/2^(2/3))])/(9*E^2) + (10*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -(((-1)^(2/3)*5^(1/3)*x)/2^(2/3))])/(E^2*(4 + 5*x^3)*(1 + (10*x)/(4 + 5*x^3))) + ((-1)^(1/3)*10^(2/3)*x^(1 + (10*x)/(4 + 5*x^3))*(2 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -(((-1)^(2/3)*5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (2*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (5*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -(((-1)^(2/3)*5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (8*x^(1 + (10*x)/(4 + 5*x^3))*(3 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), -(((-1)^(2/3)*5^(1/3)*x)/2^(2/3))])/(9*E^2*(1 + (10*x)/(4 + 5*x^3))) - (2*x^(1 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 1 + (10*x)/(4 + 5*x^3), 2 + (10*x)/(4 + 5*x^3), (5^(1/3)*(1 - I*Sqrt[3])*x)/(2*2^(2/3))])/(E^2*(1 + (10*x)/(4 + 5*x^3))) + (5*(-1)^(5/6)*Sqrt[3]*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 2 + (10*x)/(4 + 5*x^3), 3 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(2*(1 + (-1)^(1/3))^5*E^2*(1 + (5*x)/(4 + 5*x^3))) + (5*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 2 + (10*x)/(4 + 5*x^3), 3 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(18*E^2*(1 + (5*x)/(4 + 5*x^3))) + (5*x^(2 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 2 + (10*x)/(4 + 5*x^3), 3 + (10*x)/(4 + 5*x^3), (5^(1/3)*(1 - I*Sqrt[3])*x)/(2*2^(2/3))])/(18*E^2*(1 + (5*x)/(4 + 5*x^3))) - (10*(-1)^(5/6)*Sqrt[3]*x^(4 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 4 + (10*x)/(4 + 5*x^3), 5 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/((1 + (-1)^(1/3))^5*E^2*(2 + (5*x)/(4 + 5*x^3))) - (10*x^(4 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 4 + (10*x)/(4 + 5*x^3), 5 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(9*E^2*(2 + (5*x)/(4 + 5*x^3))) - (10*x^(4 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 4 + (10*x)/(4 + 5*x^3), 5 + (10*x)/(4 + 5*x^3), (5^(1/3)*(1 - I*Sqrt[3])*x)/(2*2^(2/3))])/(9*E^2*(2 + (5*x)/(4 + 5*x^3))) + (5*(-1)^(5/6)*Sqrt[3]*x^(5 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 5 + (10*x)/(4 + 5*x^3), 6 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(4*(1 + (-1)^(1/3))^5*E^2*(1 + (2*x)/(4 + 5*x^3))) + (5*x^(5 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 5 + (10*x)/(4 + 5*x^3), 6 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(36*E^2*(1 + (2*x)/(4 + 5*x^3))) + (5*x^(5 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 5 + (10*x)/(4 + 5*x^3), 6 + (10*x)/(4 + 5*x^3), (5^(1/3)*(1 - I*Sqrt[3])*x)/(2*2^(2/3))])/(36*E^2*(1 + (2*x)/(4 + 5*x^3))) + (25*(-1)^(5/6)*Sqrt[3]*x^(7 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 7 + (10*x)/(4 + 5*x^3), 8 + (10*x)/(4 + 5*x^3), ((-5)^(1/3)*x)/2^(2/3)])/(8*(1 + (-1)^(1/3))^5*E^2*(7 + (10*x)/(4 + 5*x^3))) + (25*x^(7 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 7 + (10*x)/(4 + 5*x^3), 8 + (10*x)/(4 + 5*x^3), -((5^(1/3)*x)/2^(2/3))])/(72*E^2*(7 + (10*x)/(4 + 5*x^3))) + (25*x^(7 + (10*x)/(4 + 5*x^3))*Hypergeometric2F1[1, 7 + (10*x)/(4 + 5*x^3), 8 + (10*x)/(4 + 5*x^3), (5^(1/3)*(1 - I*Sqrt[3])*x)/(2*2^(2/3))])/(72*E^2*(7 + (10*x)/(4 + 5*x^3))) - (20*2^(2/3)*Defer[Int][(x^((10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) + (-5)^(1/3)*x), x])/(3*E^2) + (5*2^(2/3)*Defer[Int][(x^(1 + (10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) + (-5)^(1/3)*x), x])/(3*E^2) - (20*2^(2/3)*Defer[Int][(x^((10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) - 5^(1/3)*x), x])/(3*E^2) + (5*2^(2/3)*Defer[Int][(x^(1 + (10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) - 5^(1/3)*x), x])/(3*E^2) - (20*2^(2/3)*Defer[Int][(x^((10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) - (-1)^(2/3)*5^(1/3)*x), x])/(3*E^2) + (5*2^(2/3)*Defer[Int][(x^(1 + (10*x)/(4 + 5*x^3))*Log[x])/(-2^(2/3) - (-1)^(2/3)*5^(1/3)*x), x])/(3*E^2) - (480*Defer[Int][(x^((10*x)/(4 + 5*x^3))*Log[x])/(4 + 5*x^3)^2, x])/E^2 + (120*Defer[Int][(x^(1 + (10*x)/(4 + 5*x^3))*Log[x])/(4 + 5*x^3)^2, x])/E^2","F",0,0,0,0,-1,"{}"
8799,0,0,0,0.8057585,"\int \frac{-4 \log (2)+7 \log (2) \log (x)-22 x \log ^2(x)+\left(4 \log (2) \log (x)-8 x \log ^2(x)\right) \log \left(\frac{-8 x^2 \log (2)+16 x^3 \log (x)}{\log (x)}\right)}{-\log (2) \log (x)+2 x \log ^2(x)} \, dx","Int[(-4*Log[2] + 7*Log[2]*Log[x] - 22*x*Log[x]^2 + (4*Log[2]*Log[x] - 8*x*Log[x]^2)*Log[(-8*x^2*Log[2] + 16*x^3*Log[x])/Log[x]])/(-(Log[2]*Log[x]) + 2*x*Log[x]^2),x]","\int \frac{-4 \log (2)+7 \log (2) \log (x)-22 x \log ^2(x)+\left(4 \log (2) \log (x)-8 x \log ^2(x)\right) \log \left(\frac{-8 x^2 \log (2)+16 x^3 \log (x)}{\log (x)}\right)}{-\log (2) \log (x)+2 x \log ^2(x)} \, dx","x-4 x \log \left(8 x^2 \left(2 x-\frac{\log (2)}{\log (x)}\right)\right)",1,"x - 4*x*Log[8*x^2*(2*x - Log[2]/Log[x])] - 4*LogIntegral[x] + (Log[16]*LogIntegral[x])/Log[2] - 4*Log[2]*Defer[Int][(Log[2] - 2*x*Log[x])^(-1), x] + 8*Defer[Int][x/(-Log[2] + 2*x*Log[x]), x] + Log[2]*Log[16]*Defer[Int][(Log[2]^2 - x*Log[4]*Log[x])^(-1), x] - Log[256]*Defer[Int][x/(-Log[2]^2 + x*Log[4]*Log[x]), x]","F",0,0,0,0,-1,"{}"
8800,1,86,0,0.7991564,"\int \frac{-4 \log (5) \log ^2\left(\frac{16}{x^2}\right)+e^{\frac{x}{\log \left(\frac{16}{x^2}\right)}} \left(8 x-8 x^2+\left(4 x-4 x^2\right) \log \left(\frac{16}{x^2}\right)-4 \log ^2\left(\frac{16}{x^2}\right)\right)}{3 x^2 \log ^2\left(\frac{16}{x^2}\right)} \, dx","Int[(-4*Log[5]*Log[16/x^2]^2 + E^(x/Log[16/x^2])*(8*x - 8*x^2 + (4*x - 4*x^2)*Log[16/x^2] - 4*Log[16/x^2]^2))/(3*x^2*Log[16/x^2]^2),x]","\frac{4 e^{\frac{x}{\log \left(\frac{16}{x^2}\right)}} \left(-2 x^2+x^2 \left(-\log \left(\frac{16}{x^2}\right)\right)+x \log \left(\frac{16}{x^2}\right)+2 x\right)}{3 x^2 \left(\frac{2}{\log ^2\left(\frac{16}{x^2}\right)}+\frac{1}{\log \left(\frac{16}{x^2}\right)}\right) \log ^2\left(\frac{16}{x^2}\right)}+\frac{4 \log (5)}{3 x}","\frac{(4-4 x) \left(e^{\frac{x}{\log \left(\frac{16}{x^2}\right)}}+\log (5)\right)}{3 x}",1,"(4*Log[5])/(3*x) + (4*E^(x/Log[16/x^2])*(2*x - 2*x^2 + x*Log[16/x^2] - x^2*Log[16/x^2]))/(3*x^2*(2/Log[16/x^2]^2 + Log[16/x^2]^(-1))*Log[16/x^2]^2)","B",4,3,76,0.03947,1,"{12, 6742, 2288}"
8801,1,16,0,0.0380764,"\int \frac{e^2 (5-5 x)+10 x-5 x^2}{e^2 x+x^2} \, dx","Int[(E^2*(5 - 5*x) + 10*x - 5*x^2)/(E^2*x + x^2),x]","-5 x+5 \log (x)+5 \log \left(x+e^2\right)","5 \left(\log \left(x \left(x+e^2\right)\right)-x\right)+1+\log (6+\log (4))",1,"-5*x + 5*Log[x] + 5*Log[E^2 + x]","A",3,2,30,0.06667,1,"{1593, 1820}"
8802,0,0,0,0.7512946,"\int \frac{2 e^{3+3 x} x \log (4)+e^{2 x} \left(-6 x-6 x^2\right) \log (4)}{-27+27 e^{3+x}-9 e^{6+2 x}+e^{9+3 x}} \, dx","Int[(2*E^(3 + 3*x)*x*Log[4] + E^(2*x)*(-6*x - 6*x^2)*Log[4])/(-27 + 27*E^(3 + x) - 9*E^(6 + 2*x) + E^(9 + 3*x)),x]","\int \frac{2 e^{3+3 x} x \log (4)+e^{2 x} \left(-6 x-6 x^2\right) \log (4)}{-27+27 e^{3+x}-9 e^{6+2 x}+e^{9+3 x}} \, dx","\frac{x^2 \log (4)}{\left(3 e^{-x}-e^3\right)^2}",1,"2*Log[4]*Defer[Int][(E^(2*x)*x)/(-3 + E^(3 + x))^2, x] - 6*Log[4]*Defer[Int][(E^(2*x)*x^2)/(-3 + E^(3 + x))^3, x]","F",0,0,0,0,-1,"{}"
8803,0,0,0,1.1707212,"\int \frac{e^x \left(1-x-2 \log (4 x)+\log ^2(4 x)\right) \left(6+3 x^2+(-6+6 x) \log (4 x)-3 x \log ^2(4 x)\right)}{x-x^2-2 x \log (4 x)+x \log ^2(4 x)} \, dx","Int[(E^x*(1 - x - 2*Log[4*x] + Log[4*x]^2)*(6 + 3*x^2 + (-6 + 6*x)*Log[4*x] - 3*x*Log[4*x]^2))/(x - x^2 - 2*x*Log[4*x] + x*Log[4*x]^2),x]","\int \frac{e^x \left(1-x-2 \log (4 x)+\log ^2(4 x)\right) \left(6+3 x^2+(-6+6 x) \log (4 x)-3 x \log ^2(4 x)\right)}{x-x^2-2 x \log (4 x)+x \log ^2(4 x)} \, dx","-3 e^x \left((1-\log (4 x))^2-x\right)",1,"-3*E^x + 3*E^x*x + 6*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, x] + 3*Log[-x]^2 + 6*EulerGamma*Log[x] + 6*(ExpIntegralE[1, -x] + ExpIntegralEi[x])*Log[x] + 6*E^x*Log[4*x] - 6*ExpIntegralEi[x]*Log[4*x] - 3*Defer[Int][E^x*Log[4*x]^2, x]","F",0,0,0,0,-1,"{}"
8804,0,0,0,2.9846662,"\int \frac{-60 x^2+40 x^3-8 x^4+x^5+e^4 \left(x^3-x^4\right)+\left(-44 x+60 x^2-18 x^3+2 x^4+e^4 \left(2 x^2-2 x^3\right)\right) \log (-1+x)+\left(-16+24 x-9 x^2+x^3+e^4 \left(x-x^2\right)\right) \log ^2(-1+x)}{-16 x^3+24 x^4-9 x^5+x^6+\left(-32 x^2+48 x^3-18 x^4+2 x^5\right) \log (-1+x)+\left(-16 x+24 x^2-9 x^3+x^4\right) \log ^2(-1+x)} \, dx","Int[(-60*x^2 + 40*x^3 - 8*x^4 + x^5 + E^4*(x^3 - x^4) + (-44*x + 60*x^2 - 18*x^3 + 2*x^4 + E^4*(2*x^2 - 2*x^3))*Log[-1 + x] + (-16 + 24*x - 9*x^2 + x^3 + E^4*(x - x^2))*Log[-1 + x]^2)/(-16*x^3 + 24*x^4 - 9*x^5 + x^6 + (-32*x^2 + 48*x^3 - 18*x^4 + 2*x^5)*Log[-1 + x] + (-16*x + 24*x^2 - 9*x^3 + x^4)*Log[-1 + x]^2),x]","\int \frac{-60 x^2+40 x^3-8 x^4+x^5+e^4 \left(x^3-x^4\right)+\left(-44 x+60 x^2-18 x^3+2 x^4+e^4 \left(2 x^2-2 x^3\right)\right) \log (-1+x)+\left(-16+24 x-9 x^2+x^3+e^4 \left(x-x^2\right)\right) \log ^2(-1+x)}{-16 x^3+24 x^4-9 x^5+x^6+\left(-32 x^2+48 x^3-18 x^4+2 x^5\right) \log (-1+x)+\left(-16 x+24 x^2-9 x^3+x^4\right) \log ^2(-1+x)} \, dx","\frac{\frac{-x-8}{x+\log (x-1)}+e^4}{x-4}+\log (x)+5",1,"-(E^4/(4 - x)) + Log[x] + Defer[Int][(x + Log[-1 + x])^(-2), x] + 16*Defer[Int][1/((-4 + x)*(x + Log[-1 + x])^2), x] - 3*Defer[Int][1/((-1 + x)*(x + Log[-1 + x])^2), x] + 12*Defer[Int][1/((-4 + x)^2*(x + Log[-1 + x])), x]","F",0,0,0,0,-1,"{}"
8805,1,19,0,0.305813,"\int \frac{4 \log \left(\frac{1}{2} (5+\log (4)-2 \log (\log (-1+\log (x))))\right)}{(5 x+x \log (4)+(-5 x-x \log (4)) \log (x)) \log (-1+\log (x))+(-2 x+2 x \log (x)) \log (-1+\log (x)) \log (\log (-1+\log (x)))} \, dx","Int[(4*Log[(5 + Log[4] - 2*Log[Log[-1 + Log[x]]])/2])/((5*x + x*Log[4] + (-5*x - x*Log[4])*Log[x])*Log[-1 + Log[x]] + (-2*x + 2*x*Log[x])*Log[-1 + Log[x]]*Log[Log[-1 + Log[x]]]),x]","\log ^2\left(\frac{1}{2} (-2 \log (\log (\log (x)-1))+5+\log (4))\right)","\log ^2\left(-\log (\log (\log (x)-1))+2+\frac{1}{2} (1+\log (4))\right)",1,"Log[(5 + Log[4] - 2*Log[Log[-1 + Log[x]]])/2]^2","A",3,3,69,0.04348,1,"{12, 6684, 6686}"
8806,1,98,0,0.2752782,"\int \frac{\left(-144-72 x^2-6 x^3-9 x^4\right) \log (4)+\left(-64-20 x^2+6 x^3-3 x^4\right) \log ^2(4)}{144 x^2+72 x^4+9 x^6+\left(-384 x-288 x^2-192 x^3-144 x^4-24 x^5-18 x^6\right) \log (4)+\left(256+384 x+272 x^2+192 x^3+88 x^4+24 x^5+9 x^6\right) \log ^2(4)} \, dx","Int[((-144 - 72*x^2 - 6*x^3 - 9*x^4)*Log[4] + (-64 - 20*x^2 + 6*x^3 - 3*x^4)*Log[4]^2)/(144*x^2 + 72*x^4 + 9*x^6 + (-384*x - 288*x^2 - 192*x^3 - 144*x^4 - 24*x^5 - 18*x^6)*Log[4] + (256 + 384*x + 272*x^2 + 192*x^3 + 88*x^4 + 24*x^5 + 9*x^6)*Log[4]^2),x]","\frac{\log (4) (3 (1-\log (4))-x \log (4))}{\left(x^2+4\right) \left(9+13 \log ^2(4)-18 \log (4)\right)}+\frac{\log (4) \left(27+16 \log ^3(4)+15 \log ^2(4)-42 \log (4)\right)}{(1-\log (4)) \left(9+13 \log ^2(4)-18 \log (4)\right) (3 x (1-\log (4))-\log (256))}","\frac{\frac{1}{3} \left(\frac{x}{x^2+4}+3\right)+x}{-x+\frac{x}{\log (4)}-\frac{4}{3}}",1,"(Log[4]*(3*(1 - Log[4]) - x*Log[4]))/((4 + x^2)*(9 - 18*Log[4] + 13*Log[4]^2)) + (Log[4]*(27 - 42*Log[4] + 15*Log[4]^2 + 16*Log[4]^3))/((1 - Log[4])*(9 - 18*Log[4] + 13*Log[4]^2)*(3*x*(1 - Log[4]) - Log[256]))","B",5,3,129,0.02326,1,"{2074, 639, 203}"
8807,1,10,0,0.0297858,"\int \frac{e^x (1-x)+x^2}{x^2} \, dx","Int[(E^x*(1 - x) + x^2)/x^2,x]","x-\frac{e^x}{x}","x-\frac{e^x}{x}",1,"-(E^x/x) + x","A",3,2,17,0.1176,1,"{14, 2197}"
8808,1,42,0,0.1705933,"\int \frac{e^x \left(e^{5-x}-4 x^2+4 x^3\right)}{8 x^2 \log (4)} \, dx","Int[(E^x*(E^(5 - x) - 4*x^2 + 4*x^3))/(8*x^2*Log[4]),x]","-\frac{e^x (1-x)}{2 \log (4)}-\frac{e^x}{2 \log (4)}-\frac{e^5}{8 x \log (4)}","\frac{e^x \left(x^2-2 x-\frac{e^{5-x}}{4}\right)}{2 x \log (4)}",1,"-1/2*E^x/Log[4] - (E^x*(1 - x))/(2*Log[4]) - E^5/(8*x*Log[4])","A",5,4,32,0.1250,1,"{12, 6688, 2176, 2194}"
8809,1,157,0,1.1768363,"\int \frac{\left(32+32 x-32 x^2-32 x^3\right) \log ^3(1+x)+\left(-6 x^5-6 x^7\right) \log ^3\left(\frac{1+x^2}{x}\right)+\left(30 x^3+12 x^4+42 x^5+12 x^6+12 x^7\right) \log (1+x) \log ^3\left(\frac{1+x^2}{x}\right)+\left(-60 x^2-60 x^3-60 x^4-60 x^5\right) \log ^2(1+x) \log ^3\left(\frac{1+x^2}{x}\right)}{\left(x+x^2+x^3+x^4\right) \log ^3(1+x) \log ^3\left(\frac{1+x^2}{x}\right)} \, dx","Int[((32 + 32*x - 32*x^2 - 32*x^3)*Log[1 + x]^3 + (-6*x^5 - 6*x^7)*Log[(1 + x^2)/x]^3 + (30*x^3 + 12*x^4 + 42*x^5 + 12*x^6 + 12*x^7)*Log[1 + x]*Log[(1 + x^2)/x]^3 + (-60*x^2 - 60*x^3 - 60*x^4 - 60*x^5)*Log[1 + x]^2*Log[(1 + x^2)/x]^3)/((x + x^2 + x^3 + x^4)*Log[1 + x]^3*Log[(1 + x^2)/x]^3),x]","-\frac{12 x^3 (x+1)}{\log (x+1)}+\frac{16}{\log ^2\left(\frac{x^2+1}{x}\right)}+\frac{3 (x+1)^4}{\log ^2(x+1)}-\frac{12 (x+1)^3}{\log ^2(x+1)}+\frac{18 (x+1)^2}{\log ^2(x+1)}-\frac{12 (x+1)}{\log ^2(x+1)}+\frac{3}{\log ^2(x+1)}+\frac{12 (x+1)^4}{\log (x+1)}-\frac{36 (x+1)^3}{\log (x+1)}+\frac{36 (x+1)^2}{\log (x+1)}-\frac{30 x (x+1)}{\log (x+1)}+\frac{18 (x+1)}{\log (x+1)}-\frac{30}{\log (x+1)}","3 \left(\frac{x^2}{\log (x+1)}-5\right)^2+\frac{16}{\log ^2\left(x+\frac{1}{x}\right)}+5",1,"3/Log[1 + x]^2 - (12*(1 + x))/Log[1 + x]^2 + (18*(1 + x)^2)/Log[1 + x]^2 - (12*(1 + x)^3)/Log[1 + x]^2 + (3*(1 + x)^4)/Log[1 + x]^2 - 30/Log[1 + x] + (18*(1 + x))/Log[1 + x] - (30*x*(1 + x))/Log[1 + x] - (12*x^3*(1 + x))/Log[1 + x] + (36*(1 + x)^2)/Log[1 + x] - (36*(1 + x)^3)/Log[1 + x] + (12*(1 + x)^4)/Log[1 + x] + 16/Log[(1 + x^2)/x]^2","B",72,16,162,0.09877,1,"{6688, 2411, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2418, 2389, 2400, 2399, 2390, 6686}"
8810,0,0,0,1.2715894,"\int \frac{-16 x^4 \log ^2(5)+\left(-16 x^3 \log ^2(5)+\left(-4 x^2+32 x^4\right) \log ^2(5) \log (x)\right) \log (\log (x))+\left(\left(4 x^2+48 x^3\right) \log ^2(5) \log (x)+8 x^2 \log ^2(5) \log ^2(x)\right) \log ^2(\log (x))+\left(\left(4 x+16 x^2\right) \log ^2(5) \log (x)+(1+4 x) \log ^2(5) \log ^2(x)\right) \log ^3(\log (x))}{3 x \log (x) \log ^3(\log (x))} \, dx","Int[(-16*x^4*Log[5]^2 + (-16*x^3*Log[5]^2 + (-4*x^2 + 32*x^4)*Log[5]^2*Log[x])*Log[Log[x]] + ((4*x^2 + 48*x^3)*Log[5]^2*Log[x] + 8*x^2*Log[5]^2*Log[x]^2)*Log[Log[x]]^2 + ((4*x + 16*x^2)*Log[5]^2*Log[x] + (1 + 4*x)*Log[5]^2*Log[x]^2)*Log[Log[x]]^3)/(3*x*Log[x]*Log[Log[x]]^3),x]","\int \frac{-16 x^4 \log ^2(5)+\left(-16 x^3 \log ^2(5)+\left(-4 x^2+32 x^4\right) \log ^2(5) \log (x)\right) \log (\log (x))+\left(\left(4 x^2+48 x^3\right) \log ^2(5) \log (x)+8 x^2 \log ^2(5) \log ^2(x)\right) \log ^2(\log (x))+\left(\left(4 x+16 x^2\right) \log ^2(5) \log (x)+(1+4 x) \log ^2(5) \log ^2(x)\right) \log ^3(\log (x))}{3 x \log (x) \log ^3(\log (x))} \, dx","\frac{1}{6} \log ^2(5) \left(\log (x)+4 x \left(\frac{x}{\log (\log (x))}+1\right)\right)^2",1,"(Log[5]^2*(4*x + Log[x])^2)/6 - (16*Log[5]^2*Defer[Int][x^3/(Log[x]*Log[Log[x]]^3), x])/3 - (4*Log[5]^2*Defer[Int][x/Log[Log[x]]^2, x])/3 + (32*Log[5]^2*Defer[Int][x^3/Log[Log[x]]^2, x])/3 - (16*Log[5]^2*Defer[Int][x^2/(Log[x]*Log[Log[x]]^2), x])/3 + (4*Log[5]^2*Defer[Int][x/Log[Log[x]], x])/3 + 16*Log[5]^2*Defer[Int][x^2/Log[Log[x]], x] + (8*Log[5]^2*Defer[Int][(x*Log[x])/Log[Log[x]], x])/3","F",0,0,0,0,-1,"{}"
8811,0,0,0,22.1233585,"\int \frac{\exp \left(\frac{-x-3 x^4+\left(-x+x^4\right) \log (4+4 x)}{-3+\log (4+4 x)}\right) \left(3+7 x+36 x^3+36 x^4+\left(2+2 x-24 x^3-24 x^4\right) \log (4+4 x)+\left(-1-x+4 x^3+4 x^4\right) \log ^2(4+4 x)\right)}{9+9 x+(-6-6 x) \log (4+4 x)+(1+x) \log ^2(4+4 x)} \, dx","Int[(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*(3 + 7*x + 36*x^3 + 36*x^4 + (2 + 2*x - 24*x^3 - 24*x^4)*Log[4 + 4*x] + (-1 - x + 4*x^3 + 4*x^4)*Log[4 + 4*x]^2))/(9 + 9*x + (-6 - 6*x)*Log[4 + 4*x] + (1 + x)*Log[4 + 4*x]^2),x]","\int \frac{\exp \left(\frac{-x-3 x^4+\left(-x+x^4\right) \log (4+4 x)}{-3+\log (4+4 x)}\right) \left(3+7 x+36 x^3+36 x^4+\left(2+2 x-24 x^3-24 x^4\right) \log (4+4 x)+\left(-1-x+4 x^3+4 x^4\right) \log ^2(4+4 x)\right)}{9+9 x+(-6-6 x) \log (4+4 x)+(1+x) \log ^2(4+4 x)} \, dx","e^{x^4-x-\frac{4 x}{\log (4 x+4)-3}}",1,"-29*Defer[Int][E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))/(-3 + Log[4*(1 + x)])^2, x] - 4*Defer[Int][E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))/((1 + x)*(-3 + Log[4*(1 + x)])^2), x] + 108*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*(1 + x))/(-3 + Log[4*(1 + x)])^2, x] - 108*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*(1 + x)^2)/(-3 + Log[4*(1 + x)])^2, x] + 36*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*(1 + x)^3)/(-3 + Log[4*(1 + x)])^2, x] + 2*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*Log[4 + 4*x])/(3 - Log[4*(1 + x)])^2, x] - 24*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*x^3*Log[4 + 4*x])/(3 - Log[4*(1 + x)])^2, x] - Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*Log[4 + 4*x]^2)/(3 - Log[4*(1 + x)])^2, x] + 4*Defer[Int][(E^((-x - 3*x^4 + (-x + x^4)*Log[4 + 4*x])/(-3 + Log[4 + 4*x]))*x^3*Log[4 + 4*x]^2)/(3 - Log[4*(1 + x)])^2, x]","F",0,0,0,0,-1,"{}"
8812,-1,0,0,180.0018279,"\int \frac{8 x-6 x^2-2 x^3+\left(-8 x-2 x^2\right) \log (4+x)+e^{e^x-x^2 \log (-1+x+\log (4+x))} \left(-4+3 x+x^2-5 x^3-x^4+e^x \left(-4 x+3 x^2+x^3\right)+\left(4+x+e^x \left(4 x+x^2\right)\right) \log (4+x)+\left(8 x^2-6 x^3-2 x^4+\left(-8 x^2-2 x^3\right) \log (4+x)\right) \log (-1+x+\log (4+x))\right)}{4 x^2-3 x^3-x^4+\left(-4 x^2-x^3\right) \log (4+x)+e^{e^x-x^2 \log (-1+x+\log (4+x))} \left(-4 x+3 x^2+x^3+\left(4 x+x^2\right) \log (4+x)\right)} \, dx","Int[(8*x - 6*x^2 - 2*x^3 + (-8*x - 2*x^2)*Log[4 + x] + E^(E^x - x^2*Log[-1 + x + Log[4 + x]])*(-4 + 3*x + x^2 - 5*x^3 - x^4 + E^x*(-4*x + 3*x^2 + x^3) + (4 + x + E^x*(4*x + x^2))*Log[4 + x] + (8*x^2 - 6*x^3 - 2*x^4 + (-8*x^2 - 2*x^3)*Log[4 + x])*Log[-1 + x + Log[4 + x]]))/(4*x^2 - 3*x^3 - x^4 + (-4*x^2 - x^3)*Log[4 + x] + E^(E^x - x^2*Log[-1 + x + Log[4 + x]])*(-4*x + 3*x^2 + x^3 + (4*x + x^2)*Log[4 + x])),x]","\text{\$Aborted}","\log \left(x \left(x-e^{e^x-x^2 \log (x+\log (x+4)-1)}\right)\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8813,0,0,0,6.1296817,"\int \frac{-1536 x^9-7424 x^{10}+400 x^{12}+\left(-1536 x^7-7424 x^8-320 x^9+440 x^{10}\right) \log ^2(16)+\left(-576 x^5-2784 x^6-160 x^7+157 x^8\right) \log ^4(16)+\left(-96 x^3-464 x^4-20 x^5+22 x^6\right) \log ^6(16)+\left(-6 x-29 x^2+x^4\right) \log ^8(16)}{2304 x^8+44544 x^9+194560 x^{10}-198048 x^{11}+69856 x^{12}-10800 x^{13}+625 x^{14}+\left(2304 x^6+44544 x^7+195520 x^8-189008 x^9+63216 x^{10}-9220 x^{11}+500 x^{12}\right) \log ^2(16)+\left(864 x^4+16704 x^5+73680 x^6-67482 x^7+21374 x^8-2942 x^9+150 x^{10}\right) \log ^4(16)+\left(144 x^2+2784 x^3+12340 x^4-10680 x^5+3200 x^6-416 x^7+20 x^8\right) \log ^6(16)+\left(9+174 x+775 x^2-632 x^3+179 x^4-22 x^5+x^6\right) \log ^8(16)} \, dx","Int[(-1536*x^9 - 7424*x^10 + 400*x^12 + (-1536*x^7 - 7424*x^8 - 320*x^9 + 440*x^10)*Log[16]^2 + (-576*x^5 - 2784*x^6 - 160*x^7 + 157*x^8)*Log[16]^4 + (-96*x^3 - 464*x^4 - 20*x^5 + 22*x^6)*Log[16]^6 + (-6*x - 29*x^2 + x^4)*Log[16]^8)/(2304*x^8 + 44544*x^9 + 194560*x^10 - 198048*x^11 + 69856*x^12 - 10800*x^13 + 625*x^14 + (2304*x^6 + 44544*x^7 + 195520*x^8 - 189008*x^9 + 63216*x^10 - 9220*x^11 + 500*x^12)*Log[16]^2 + (864*x^4 + 16704*x^5 + 73680*x^6 - 67482*x^7 + 21374*x^8 - 2942*x^9 + 150*x^10)*Log[16]^4 + (144*x^2 + 2784*x^3 + 12340*x^4 - 10680*x^5 + 3200*x^6 - 416*x^7 + 20*x^8)*Log[16]^6 + (9 + 174*x + 775*x^2 - 632*x^3 + 179*x^4 - 22*x^5 + x^6)*Log[16]^8),x]","\int \frac{-1536 x^9-7424 x^{10}+400 x^{12}+\left(-1536 x^7-7424 x^8-320 x^9+440 x^{10}\right) \log ^2(16)+\left(-576 x^5-2784 x^6-160 x^7+157 x^8\right) \log ^4(16)+\left(-96 x^3-464 x^4-20 x^5+22 x^6\right) \log ^6(16)+\left(-6 x-29 x^2+x^4\right) \log ^8(16)}{2304 x^8+44544 x^9+194560 x^{10}-198048 x^{11}+69856 x^{12}-10800 x^{13}+625 x^{14}+\left(2304 x^6+44544 x^7+195520 x^8-189008 x^9+63216 x^{10}-9220 x^{11}+500 x^{12}\right) \log ^2(16)+\left(864 x^4+16704 x^5+73680 x^6-67482 x^7+21374 x^8-2942 x^9+150 x^{10}\right) \log ^4(16)+\left(144 x^2+2784 x^3+12340 x^4-10680 x^5+3200 x^6-416 x^7+20 x^8\right) \log ^6(16)+\left(9+174 x+775 x^2-632 x^3+179 x^4-22 x^5+x^6\right) \log ^8(16)} \, dx","\frac{x}{-\left(-\frac{x}{\frac{\log ^2(16)}{x^2}+4}-x+5\right)^2+x-\frac{3}{x}-4}",1,"(4*(10108508171264 + 575585824000*Log[16]^2 + 4412500000*Log[16]^4 - 1953125*Log[16]^6))/(1708984375*(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 2*x^4*(24 - 49*Log[16]^2) - x^2*Log[16]^2*(24 - 11*Log[16]^2) - x^3*Log[16]^2*(232 + Log[16]^2) - 2*x^5*(232 + 5*Log[16]^2))) - (4*Log[16]^4*(347211271776256 + 19318164896000*Log[16]^2 + 143958593750*Log[16]^4 - 56640625*Log[16]^6)*Defer[Int][(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^(-2), x])/1708984375 - (Log[16]^2*(1940833568882688 + 1365039331667968*Log[16]^2 + 53986859488000*Log[16]^4 + 246041796875*Log[16]^6 + 171875000*Log[16]^8)*Defer[Int][x/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^2, x])/1708984375 - (2*Log[16]^2*(14936075931353088 + 772869273805184*Log[16]^2 + 1681719694000*Log[16]^4 - 40023046875*Log[16]^6 - 11718750*Log[16]^8)*Defer[Int][x^2/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^2, x])/1708984375 - ((7763334275530752 + 1744513680539648*Log[16]^2 - 64698288339200*Log[16]^4 - 1906487000000*Log[16]^6 + 2583984375*Log[16]^8)*Defer[Int][x^3/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^2, x])/1708984375 - (4*(4863354302857216 + 235704797457920*Log[16]^2 - 394090584000*Log[16]^4 - 19364750000*Log[16]^6 - 5859375*Log[16]^8)*Defer[Int][x^4/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^2, x])/341796875 + (2*(9048648599666688 + 662395940224000*Log[16]^2 + 6789877250000*Log[16]^4 - 4474609375*Log[16]^6)*Defer[Int][x^5/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^2, x])/1708984375 - (8*(51490033152 + 2501120000*Log[16]^2 + 15234375*Log[16]^4)*Defer[Int][(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232))^(-1), x])/9765625 - ((4082302976 + 171104000*Log[16]^2 + 453125*Log[16]^4)*Defer[Int][x/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232)), x])/390625 - (96*(411816 + 14875*Log[16]^2)*Defer[Int][x^2/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232)), x])/15625 - (8*(46912 + 875*Log[16]^2)*Defer[Int][x^3/(216*x^6 - 25*x^7 - 3*Log[16]^4 - 29*x*Log[16]^4 - 48*x^4*(1 - (49*Log[16]^2)/24) - 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) - 232*x^3*Log[16]^2*(1 + Log[16]^2/232) - 464*x^5*(1 + (5*Log[16]^2)/232)), x])/625 + (3456*Defer[Int][x^4/(-216*x^6 + 25*x^7 + 3*Log[16]^4 + 29*x*Log[16]^4 + 48*x^4*(1 - (49*Log[16]^2)/24) + 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) + 232*x^3*Log[16]^2*(1 + Log[16]^2/232) + 464*x^5*(1 + (5*Log[16]^2)/232)), x])/25 + 16*Defer[Int][x^5/(-216*x^6 + 25*x^7 + 3*Log[16]^4 + 29*x*Log[16]^4 + 48*x^4*(1 - (49*Log[16]^2)/24) + 24*x^2*Log[16]^2*(1 - (11*Log[16]^2)/24) + 232*x^3*Log[16]^2*(1 + Log[16]^2/232) + 464*x^5*(1 + (5*Log[16]^2)/232)), x]","F",0,0,0,0,-1,"{}"
8814,1,18,0,0.1203642,"\int e^{36 x^2-120 x^3+100 x^4} \left(72 x-360 x^2+400 x^3\right) \, dx","Int[E^(36*x^2 - 120*x^3 + 100*x^4)*(72*x - 360*x^2 + 400*x^3),x]","e^{100 x^4-120 x^3+36 x^2}","e^{(5 x (2 x-1)-x)^2}",1,"E^(36*x^2 - 120*x^3 + 100*x^4)","A",2,2,33,0.06061,1,"{1594, 6706}"
8815,1,152,0,0.4709116,"\int \frac{e^{-256 x+32 x^2-x^3} \left(2+2 x+2 e^{2 x} x^2+e^x \left(4 x+x^2-x^3\right)+\left(-512 x-128 x^2+58 x^3-3 x^4+e^{2 x} \left(-512 x^3+128 x^4-6 x^5\right)+e^x \left(-1024 x^2+52 x^4-3 x^5\right)\right) \log \left(\frac{2 x+x^2+2 e^x x^2}{2+2 e^x x}\right)\right)}{2 x+x^2+2 e^{2 x} x^3+e^x \left(4 x^2+x^3\right)} \, dx","Int[(E^(-256*x + 32*x^2 - x^3)*(2 + 2*x + 2*E^(2*x)*x^2 + E^x*(4*x + x^2 - x^3) + (-512*x - 128*x^2 + 58*x^3 - 3*x^4 + E^(2*x)*(-512*x^3 + 128*x^4 - 6*x^5) + E^x*(-1024*x^2 + 52*x^4 - 3*x^5))*Log[(2*x + x^2 + 2*E^x*x^2)/(2 + 2*E^x*x)]))/(2*x + x^2 + 2*E^(2*x)*x^3 + E^x*(4*x^2 + x^3)),x]","\frac{e^{-x^3+32 x^2-256 x} \left(3 x^4-58 x^3+128 x^2+2 e^{2 x} \left(3 x^5-64 x^4+256 x^3\right)+e^x \left(3 x^5-52 x^4+1024 x^2\right)+512 x\right) \log \left(\frac{2 e^x x^2+x^2+2 x}{2 \left(e^x x+1\right)}\right)}{\left(3 x^2-64 x+256\right) \left(2 e^{2 x} x^3+x^2+e^x \left(x^3+4 x^2\right)+2 x\right)}","e^{-(x-16)^2 x} \log \left(\frac{x}{2 e^x+\frac{2}{x}}+x\right)",1,"(E^(-256*x + 32*x^2 - x^3)*(512*x + 128*x^2 - 58*x^3 + 3*x^4 + 2*E^(2*x)*(256*x^3 - 64*x^4 + 3*x^5) + E^x*(1024*x^2 - 52*x^4 + 3*x^5))*Log[(2*x + x^2 + 2*E^x*x^2)/(2*(1 + E^x*x))])/((256 - 64*x + 3*x^2)*(2*x + x^2 + 2*E^(2*x)*x^3 + E^x*(4*x^2 + x^3)))","B",1,1,169,0.005917,1,"{2288}"
8816,0,0,0,1.2557242,"\int \frac{-2 x+x^2-2 \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log \left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)+\left(-1+x^2\right) \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log ^2\left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)}{x^2 \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log ^2\left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)} \, dx","Int[(-2*x + x^2 - 2*Log[E^x/2]*Log[Log[E^x/2]]*Log[Log[Log[E^x/2]]] + (-1 + x^2)*Log[E^x/2]*Log[Log[E^x/2]]*Log[Log[Log[E^x/2]]]^2)/(x^2*Log[E^x/2]*Log[Log[E^x/2]]*Log[Log[Log[E^x/2]]]^2),x]","\int \frac{-2 x+x^2-2 \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log \left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)+\left(-1+x^2\right) \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log ^2\left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)}{x^2 \log \left(\frac{e^x}{2}\right) \log \left(\log \left(\frac{e^x}{2}\right)\right) \log ^2\left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)} \, dx","x+\frac{1-\frac{x-2}{\log \left(\log \left(\log \left(\frac{e^x}{2}\right)\right)\right)}}{x}",1,"x^(-1) + x - Log[Log[Log[E^x/2]]]^(-1) - 2*Defer[Int][1/(x*Log[E^x/2]*Log[Log[E^x/2]]*Log[Log[Log[E^x/2]]]^2), x] - 2*Defer[Int][1/(x^2*Log[Log[Log[E^x/2]]]), x]","F",0,0,0,0,-1,"{}"
8817,0,0,0,40.0232256,"\int \frac{e^{\frac{\log (x) \log \left(x^2\right)}{5 x+x^3+e^{x^2} \log \left(x^2\right)}} \left(\left(10 x+2 x^3\right) \log (x)+\left(5 x+x^3+\left(-5 x-3 x^3\right) \log (x)\right) \log \left(x^2\right)+\left(e^{x^2}-2 e^{x^2} x^2 \log (x)\right) \log ^2\left(x^2\right)\right)}{25 x^3+10 x^5+x^7+e^{x^2} \left(10 x^2+2 x^4\right) \log \left(x^2\right)+e^{2 x^2} x \log ^2\left(x^2\right)} \, dx","Int[(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*((10*x + 2*x^3)*Log[x] + (5*x + x^3 + (-5*x - 3*x^3)*Log[x])*Log[x^2] + (E^x^2 - 2*E^x^2*x^2*Log[x])*Log[x^2]^2))/(25*x^3 + 10*x^5 + x^7 + E^x^2*(10*x^2 + 2*x^4)*Log[x^2] + E^(2*x^2)*x*Log[x^2]^2),x]","\int \frac{e^{\frac{\log (x) \log \left(x^2\right)}{5 x+x^3+e^{x^2} \log \left(x^2\right)}} \left(\left(10 x+2 x^3\right) \log (x)+\left(5 x+x^3+\left(-5 x-3 x^3\right) \log (x)\right) \log \left(x^2\right)+\left(e^{x^2}-2 e^{x^2} x^2 \log (x)\right) \log ^2\left(x^2\right)\right)}{25 x^3+10 x^5+x^7+e^{x^2} \left(10 x^2+2 x^4\right) \log \left(x^2\right)+e^{2 x^2} x \log ^2\left(x^2\right)} \, dx","x^{\frac{1}{e^{x^2}+\frac{x \left(x^2+5\right)}{\log \left(x^2\right)}}}",1,"10*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*Log[x])/(5*x + x^3 + E^x^2*Log[x^2])^2, x] + 2*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*x^2*Log[x])/(5*x + x^3 + E^x^2*Log[x^2])^2, x] - 5*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2])^2, x] + 7*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*x^2*Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2])^2, x] + 2*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*x^4*Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2])^2, x] + Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*Log[x^2])/(x*(5*x + x^3 + E^x^2*Log[x^2])), x] - 2*Defer[Int][(E^((Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]))*x*Log[x]*Log[x^2])/(5*x + x^3 + E^x^2*Log[x^2]), x]","F",0,0,0,0,-1,"{}"
8818,0,0,0,0.9798509,"\int \frac{-2+x+((-12+7 x) \log (3)+(12-7 x) \log (x)) \log (-\log (3)+\log (x))}{\left(-256 x^7+256 x^8-64 x^9\right) \log (3)+\left(256 x^7-256 x^8+64 x^9\right) \log (x)} \, dx","Int[(-2 + x + ((-12 + 7*x)*Log[3] + (12 - 7*x)*Log[x])*Log[-Log[3] + Log[x]])/((-256*x^7 + 256*x^8 - 64*x^9)*Log[3] + (256*x^7 - 256*x^8 + 64*x^9)*Log[x]),x]","\int \frac{-2+x+((-12+7 x) \log (3)+(12-7 x) \log (x)) \log (-\log (3)+\log (x))}{\left(-256 x^7+256 x^8-64 x^9\right) \log (3)+\left(256 x^7-256 x^8+64 x^9\right) \log (x)} \, dx","\frac{\log (\log (x)-\log (3))}{64 (x-2) x^6}",1,"ExpIntegralEi[-6*Log[x/3]]/93312 + ExpIntegralEi[-5*Log[x/3]]/62208 + ExpIntegralEi[-4*Log[x/3]]/41472 + ExpIntegralEi[-3*Log[x/3]]/27648 + ExpIntegralEi[-2*Log[x/3]]/18432 + ExpIntegralEi[-Log[x/3]]/12288 - Log[Log[x/3]]/(128*x^6) - Log[Log[x/3]]/(256*x^5) - Log[Log[x/3]]/(512*x^4) - Log[Log[x/3]]/(1024*x^3) - Log[Log[x/3]]/(2048*x^2) - Log[Log[x/3]]/(4096*x) - Defer[Int][1/((-2 + x)*x^7*(Log[3] - Log[x])), x]/64 - (3*Defer[Subst][Defer[Int][Log[Log[x]]/(-2 + 3*x)^2, x], x, x/3])/4096","F",0,0,0,0,-1,"{}"
8819,1,50,0,0.5695138,"\int \frac{5 \log (x)+\left(10+\left(-15+x^2\right) \log (x)\right) \log (2 x)-5 \log (x) \log (2 x) \log \left(x \log ^2(x) \log (2 x)\right)}{x^2 \log (x) \log (2 x)} \, dx","Int[(5*Log[x] + (10 + (-15 + x^2)*Log[x])*Log[2*x] - 5*Log[x]*Log[2*x]*Log[x*Log[x]^2*Log[2*x]])/(x^2*Log[x]*Log[2*x]),x]","10 \text{Ei}(-\log (x))+5 \log (x) \text{Ei}(-\log (x))-5 (\log (x)+2) \text{Ei}(-\log (x))+x+\frac{20}{x}+\frac{5 \log \left(x \log ^2(x) \log (2 x)\right)}{x}","x+\frac{5 \left(-x+\log \left(x \log ^2(x) \log (2 x)\right)+4\right)}{x}-\log (3)",1,"20/x + x + 10*ExpIntegralEi[-Log[x]] + 5*ExpIntegralEi[-Log[x]]*Log[x] - 5*ExpIntegralEi[-Log[x]]*(2 + Log[x]) + (5*Log[x*Log[x]^2*Log[2*x]])/x","C",17,8,53,0.1509,1,"{6688, 14, 2309, 2178, 30, 2555, 2366, 6482}"
8820,1,25,0,0.0544238,"\int \frac{-71+96 e^2-80 e^4+32 e^6-8 e^8-3 x+3 x^2-x^3}{-1+3 x-3 x^2+x^3} \, dx","Int[(-71 + 96*E^2 - 80*E^4 + 32*E^6 - 8*E^8 - 3*x + 3*x^2 - x^3)/(-1 + 3*x - 3*x^2 + x^3),x]","\frac{4 \left(3-2 e^2+e^4\right)^2}{(1-x)^2}-x","-x+\frac{4 \left(2+\left(e^2-1\right)^2\right)^2}{(1-x)^2}+25",1,"(4*(3 - 2*E^2 + E^4)^2)/(1 - x)^2 - x","A",2,1,51,0.01961,1,"{2074}"
8821,0,0,0,32.7013892,"\int \frac{e^{\frac{e^x+x^2}{x^3 \log \left(-2+e^{3/2}\right) \log (4+2 x)}} \left(-e^x x-x^3+\left(-2 x^2-x^3+e^x \left(-6-x+x^2\right)\right) \log (4+2 x)\right)}{\left(2 x^4+x^5\right) \log \left(-2+e^{3/2}\right) \log ^2(4+2 x)} \, dx","Int[(E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))*(-(E^x*x) - x^3 + (-2*x^2 - x^3 + E^x*(-6 - x + x^2))*Log[4 + 2*x]))/((2*x^4 + x^5)*Log[-2 + E^(3/2)]*Log[4 + 2*x]^2),x]","\int \frac{e^{\frac{e^x+x^2}{x^3 \log \left(-2+e^{3/2}\right) \log (4+2 x)}} \left(-e^x x-x^3+\left(-2 x^2-x^3+e^x \left(-6-x+x^2\right)\right) \log (4+2 x)\right)}{\left(2 x^4+x^5\right) \log \left(-2+e^{3/2}\right) \log ^2(4+2 x)} \, dx","e^{\frac{x+\frac{e^x}{x}}{x^2 \log \left(e^{3/2}-2\right) \log (2 x+4)}}",1,"-1/2*Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x^3*Log[4 + 2*x]^2), x]/Log[-2 + E^(3/2)] + Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x^2*Log[4 + 2*x]^2), x]/(4*Log[-2 + E^(3/2)]) - Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x*Log[4 + 2*x]^2), x]/(8*Log[-2 + E^(3/2)]) - Defer[Int][E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x*Log[4 + 2*x]^2), x]/(2*Log[-2 + E^(3/2)]) + Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((2 + x)*Log[4 + 2*x]^2), x]/(8*Log[-2 + E^(3/2)]) + Defer[Int][E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((2 + x)*Log[4 + 2*x]^2), x]/(2*Log[-2 + E^(3/2)]) + (3*Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((-2 - x)*Log[4 + 2*x]), x])/(8*Log[-2 + E^(3/2)]) + Defer[Int][E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((-2 - x)*Log[4 + 2*x]), x]/(2*Log[-2 + E^(3/2)]) - (3*Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x^4*Log[4 + 2*x]), x])/Log[-2 + E^(3/2)] + Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x^3*Log[4 + 2*x]), x]/Log[-2 + E^(3/2)] - Defer[Int][E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/(x^2*Log[4 + 2*x]), x]/Log[-2 + E^(3/2)] + (3*Defer[Int][E^(x + (E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((2 + x)*Log[4 + 2*x]), x])/(8*Log[-2 + E^(3/2)]) + Defer[Int][E^((E^x + x^2)/(x^3*Log[-2 + E^(3/2)]*Log[4 + 2*x]))/((2 + x)*Log[4 + 2*x]), x]/(2*Log[-2 + E^(3/2)])","F",0,0,0,0,-1,"{}"
8822,-1,0,0,180.0030573,"\int \frac{\left(20 x-996 x^2+11900 x^3+12380 x^4+4992 x^5+1000 x^6+100 x^7+4 x^8+e^{x^2} \left(-40+1992 x-23800 x^2-24760 x^3-9984 x^4-2000 x^5-200 x^6-8 x^7\right)\right) \log \left(2 x^2\right)+\left(-5 x-5 x^2+3225 x^3+3165 x^4+1254 x^5+250 x^6+25 x^7+x^8+e^{x^2} \left(508 x-12380 x^2-13516 x^3+6896 x^4+11380 x^5+4892 x^6+996 x^7+100 x^8+4 x^9\right)\right) \log ^2\left(2 x^2\right)}{3125 x^3+3125 x^4+1250 x^5+250 x^6+25 x^7+x^8+e^{2 x^2} \left(12500 x+12500 x^2+5000 x^3+1000 x^4+100 x^5+4 x^6\right)+e^{x^2} \left(-12500 x^2-12500 x^3-5000 x^4-1000 x^5-100 x^6-4 x^7\right)} \, dx","Int[((20*x - 996*x^2 + 11900*x^3 + 12380*x^4 + 4992*x^5 + 1000*x^6 + 100*x^7 + 4*x^8 + E^x^2*(-40 + 1992*x - 23800*x^2 - 24760*x^3 - 9984*x^4 - 2000*x^5 - 200*x^6 - 8*x^7))*Log[2*x^2] + (-5*x - 5*x^2 + 3225*x^3 + 3165*x^4 + 1254*x^5 + 250*x^6 + 25*x^7 + x^8 + E^x^2*(508*x - 12380*x^2 - 13516*x^3 + 6896*x^4 + 11380*x^5 + 4892*x^6 + 996*x^7 + 100*x^8 + 4*x^9))*Log[2*x^2]^2)/(3125*x^3 + 3125*x^4 + 1250*x^5 + 250*x^6 + 25*x^7 + x^8 + E^(2*x^2)*(12500*x + 12500*x^2 + 5000*x^3 + 1000*x^4 + 100*x^5 + 4*x^6) + E^x^2*(-12500*x^2 - 12500*x^3 - 5000*x^4 - 1000*x^5 - 100*x^6 - 4*x^7)),x]","\text{\$Aborted}","\frac{\left(\frac{1}{(x+5)^2}-x\right)^2 \log ^2\left(2 x^2\right)}{x-2 e^{x^2}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
8823,1,30,0,0.0190329,"\int \frac{-16+x^2-4 e^{e^9} x^2-192 x^3-96 x^4}{4 x^2} \, dx","Int[(-16 + x^2 - 4*E^E^9*x^2 - 192*x^3 - 96*x^4)/(4*x^2),x]","-8 x^3-24 x^2+\frac{1}{4} \left(1-4 e^{e^9}\right) x+\frac{4}{x}","-(x+3) \left(8 x^2+e^{e^9}\right)+\frac{x}{4}+\frac{4}{x}",1,"4/x + ((1 - 4*E^E^9)*x)/4 - 24*x^2 - 8*x^3","A",4,3,32,0.09375,1,"{6, 12, 14}"
8824,1,29,0,0.1029036,"\int \frac{12+3 e^{-1+x}+6 x+6 x \log (3)+15 \log (x)}{e^{-1+x}-x+x^2+x^2 \log (3)+5 x \log (x)} \, dx","Int[(12 + 3*E^(-1 + x) + 6*x + 6*x*Log[3] + 15*Log[x])/(E^(-1 + x) - x + x^2 + x^2*Log[3] + 5*x*Log[x]),x]","3 \log \left(e x^2+e x^2 \log (3)-e x+e^x+5 e x \log (x)\right)","3 \log \left(x-x \left(\frac{x^2 \log (3)+e^{x-1}}{x}+x+5 \log (x)\right)\right)",1,"3*Log[E^x - E*x + E*x^2 + E*x^2*Log[3] + 5*E*x*Log[x]]","A",3,2,47,0.04255,1,"{6, 6684}"
8825,1,21,0,0.0718112,"\int \frac{e^{1-e^4+e^{e^4}+x^2} \left(-1+2 x^2\right)}{x^2} \, dx","Int[(E^(1 - E^4 + E^E^4 + x^2)*(-1 + 2*x^2))/x^2,x]","\frac{e^{x^2+e^{e^4}-e^4+1}}{x}","\frac{e^{x^2+e^{e^4}-e^4+1}}{x}",1,"E^(1 - E^4 + E^E^4 + x^2)/x","A",1,1,28,0.03571,1,"{2288}"
8826,1,101,0,1.2155834,"\int \frac{-12 x^3+60 x^4-108 x^5+84 x^6-24 x^7+\left(-144 x^2+384 x^3-576 x^5+336 x^6\right) \log (2)+\left(-576 x+2304 x^3-1728 x^5\right) \log ^2(2)+\left(-768-3072 x+6144 x^3+3840 x^4\right) \log ^3(2)+\left(-3072-9216 x-9216 x^2-3072 x^3\right) \log ^4(2)}{1-2 x^4+8 x^5-12 x^6+8 x^7-x^8-8 x^9+28 x^{10}-56 x^{11}+70 x^{12}-56 x^{13}+28 x^{14}-8 x^{15}+x^{16}+\left(-32 x^3+64 x^4-64 x^6+64 x^7-192 x^8+448 x^9-448 x^{10}+448 x^{12}-448 x^{13}+192 x^{14}-32 x^{15}\right) \log (2)+\left(-192 x^2+384 x^4+256 x^6-1792 x^7+1792 x^8+1792 x^9-4480 x^{10}+1792 x^{11}+1792 x^{12}-1792 x^{13}+448 x^{14}\right) \log ^2(2)+\left(-512 x-1024 x^2+1024 x^4+4096 x^5-7168 x^6-7168 x^7+21504 x^8-21504 x^{10}+7168 x^{11}+7168 x^{12}-3584 x^{13}\right) \log ^3(2)+\left(-512-2048 x-3072 x^2-2048 x^3+17408 x^4-71680 x^6+107520 x^8-71680 x^{10}+17920 x^{12}\right) \log ^4(2)+\left(57344 x^3+114688 x^4-114688 x^5-344064 x^6+344064 x^8+114688 x^9-114688 x^{10}-57344 x^{11}\right) \log ^5(2)+\left(114688 x^2+458752 x^3+458752 x^4-458752 x^5-1146880 x^6-458752 x^7+458752 x^8+458752 x^9+114688 x^{10}\right) \log ^6(2)+\left(131072 x+786432 x^2+1835008 x^3+1835008 x^4-1835008 x^6-1835008 x^7-786432 x^8-131072 x^9\right) \log ^7(2)+\left(65536+524288 x+1835008 x^2+3670016 x^3+4587520 x^4+3670016 x^5+1835008 x^6+524288 x^7+65536 x^8\right) \log ^8(2)} \, dx","Int[(-12*x^3 + 60*x^4 - 108*x^5 + 84*x^6 - 24*x^7 + (-144*x^2 + 384*x^3 - 576*x^5 + 336*x^6)*Log[2] + (-576*x + 2304*x^3 - 1728*x^5)*Log[2]^2 + (-768 - 3072*x + 6144*x^3 + 3840*x^4)*Log[2]^3 + (-3072 - 9216*x - 9216*x^2 - 3072*x^3)*Log[2]^4)/(1 - 2*x^4 + 8*x^5 - 12*x^6 + 8*x^7 - x^8 - 8*x^9 + 28*x^10 - 56*x^11 + 70*x^12 - 56*x^13 + 28*x^14 - 8*x^15 + x^16 + (-32*x^3 + 64*x^4 - 64*x^6 + 64*x^7 - 192*x^8 + 448*x^9 - 448*x^10 + 448*x^12 - 448*x^13 + 192*x^14 - 32*x^15)*Log[2] + (-192*x^2 + 384*x^4 + 256*x^6 - 1792*x^7 + 1792*x^8 + 1792*x^9 - 4480*x^10 + 1792*x^11 + 1792*x^12 - 1792*x^13 + 448*x^14)*Log[2]^2 + (-512*x - 1024*x^2 + 1024*x^4 + 4096*x^5 - 7168*x^6 - 7168*x^7 + 21504*x^8 - 21504*x^10 + 7168*x^11 + 7168*x^12 - 3584*x^13)*Log[2]^3 + (-512 - 2048*x - 3072*x^2 - 2048*x^3 + 17408*x^4 - 71680*x^6 + 107520*x^8 - 71680*x^10 + 17920*x^12)*Log[2]^4 + (57344*x^3 + 114688*x^4 - 114688*x^5 - 344064*x^6 + 344064*x^8 + 114688*x^9 - 114688*x^10 - 57344*x^11)*Log[2]^5 + (114688*x^2 + 458752*x^3 + 458752*x^4 - 458752*x^5 - 1146880*x^6 - 458752*x^7 + 458752*x^8 + 458752*x^9 + 114688*x^10)*Log[2]^6 + (131072*x + 786432*x^2 + 1835008*x^3 + 1835008*x^4 - 1835008*x^6 - 1835008*x^7 - 786432*x^8 - 131072*x^9)*Log[2]^7 + (65536 + 524288*x + 1835008*x^2 + 3670016*x^3 + 4587520*x^4 + 3670016*x^5 + 1835008*x^6 + 524288*x^7 + 65536*x^8)*Log[2]^8),x]","-\frac{3+\log (4096)}{4 (1+\log (16)) \left(-x^2+x (1+\log (16))+1+\log (16)\right)}-\frac{3}{4 \left(x^2-x (1+\log (16))+1-4 \log (2)\right)}-\frac{3}{2 \left(x^4-2 x^3 (1+\log (16))+x^2 \left(1+16 \log ^2(2)\right)+8 x \log (2) (1+\log (16))+1+16 \log ^2(2)\right)}","\frac{3}{\left(x^2-x-4 (x+1) \log (2)\right)^4-1}",1,"-3/(4*(1 + x^2 - 4*Log[2] - x*(1 + Log[16]))) - 3/(2*(1 + x^4 + 16*Log[2]^2 + x^2*(1 + 16*Log[2]^2) - 2*x^3*(1 + Log[16]) + 8*x*Log[2]*(1 + Log[16]))) - (3 + Log[4096])/(4*(1 + Log[16])*(1 - x^2 + Log[16] + x*(1 + Log[16])))","B",5,3,587,0.005111,1,"{2074, 629, 1588}"
8827,1,45,0,0.1016871,"\int \frac{e^x \left(11-11 x+5 x^2+8 x^3+\left(-11+11 x-8 x^2\right) \log (4)\right)}{10 x^2} \, dx","Int[(E^x*(11 - 11*x + 5*x^2 + 8*x^3 + (-11 + 11*x - 8*x^2)*Log[4]))/(10*x^2),x]","\frac{4 e^x x}{5}-\frac{4 e^x}{5}+\frac{1}{10} e^x (5-8 \log (4))-\frac{11 e^x (1-\log (4))}{10 x}","\frac{e^x \left(4 x-\frac{11}{2}\right) (x+1-\log (4))}{5 x}",1,"(-4*E^x)/5 + (4*E^x*x)/5 + (E^x*(5 - 8*Log[4]))/10 - (11*E^x*(1 - Log[4]))/(10*x)","A",9,6,38,0.1579,1,"{12, 2199, 2176, 2194, 2177, 2178}"
8828,1,82,0,0.2431022,"\int \frac{16+48 x+48 x^2+16 x^3+e^4 \left(-16+16 x+72 x^2+56 x^3+16 x^4\right)+e^8 \left(4-20 x+16 x^3+13 x^4+3 x^5\right)+\left(e^4 \left(8+24 x+24 x^2+8 x^3\right)+e^8 \left(-4+4 x+18 x^2+14 x^3+4 x^4\right)\right) \log (4)+e^8 \left(1+3 x+3 x^2+x^3\right) \log ^2(4)}{e^8 \left(1+3 x+3 x^2+x^3\right)} \, dx","Int[(16 + 48*x + 48*x^2 + 16*x^3 + E^4*(-16 + 16*x + 72*x^2 + 56*x^3 + 16*x^4) + E^8*(4 - 20*x + 16*x^3 + 13*x^4 + 3*x^5) + (E^4*(8 + 24*x + 24*x^2 + 8*x^3) + E^8*(-4 + 4*x + 18*x^2 + 14*x^3 + 4*x^4))*Log[4] + E^8*(1 + 3*x + 3*x^2 + x^3)*Log[4]^2)/(E^8*(1 + 3*x + 3*x^2 + x^3)),x]","x^3+\frac{2 x^2 \left(4+e^4 (1+\log (4))\right)}{e^4}-\frac{9}{(x+1)^2}+\frac{x \left(16-e^8 \left(5-\log ^2(4)-\log (16)\right)+8 e^4 (1+\log (4))\right)}{e^8}+\frac{3 \left(8+e^4 (3+\log (16))\right)}{e^4 (x+1)}","x \left(x-\frac{3}{x+1}+\frac{4}{e^4}+1+\log (4)\right)^2",1,"x^3 - 9/(1 + x)^2 + (2*x^2*(4 + E^4*(1 + Log[4])))/E^4 + (x*(16 + 8*E^4*(1 + Log[4]) - E^8*(5 - Log[4]^2 - Log[16])))/E^8 + (3*(8 + E^4*(3 + Log[16])))/(E^4*(1 + x))","B",3,2,150,0.01333,1,"{12, 2074}"
8829,1,34,0,0.5355291,"\int \frac{\left(-256 x^5+e^{\frac{-1+x-2 x^2+2 \log (5)}{2 x}} \left(2-4 x^2-4 \log (5)\right)\right) \log ^3\left(e^{\frac{-1+x-2 x^2+2 \log (5)}{2 x}}-16 x^4\right)}{e^{\frac{-1+x-2 x^2+2 \log (5)}{2 x}} x^2-16 x^6} \, dx","Int[((-256*x^5 + E^((-1 + x - 2*x^2 + 2*Log[5])/(2*x))*(2 - 4*x^2 - 4*Log[5]))*Log[E^((-1 + x - 2*x^2 + 2*Log[5])/(2*x)) - 16*x^4]^3)/(E^((-1 + x - 2*x^2 + 2*Log[5])/(2*x))*x^2 - 16*x^6),x]","\log ^4\left(5^{\frac{1}{x}} e^{-\frac{2 x^2-x+1}{2 x}}-16 x^4\right)","\log ^4\left(e^{\frac{x-1+2 \log (5)}{2 x}-x}-16 x^4\right)",1,"Log[5^x^(-1)/E^((1 - x + 2*x^2)/(2*x)) - 16*x^4]^4","A",1,1,103,0.009709,1,"{6686}"
8830,1,1308,0,4.6047764,"\int \frac{-60 x^4-36 x^5+40 x^6+e^6 \left(-12-20 x+8 x^2\right)+e^3 \left(72 x^2+56 x^3-48 x^4\right)+\left(-240 x^4-160 x^5+144 x^6+e^3 \left(144 x^2+128 x^3-80 x^4\right)\right) \log (3-x)+\left(-360 x^4-264 x^5+192 x^6+e^3 \left(72 x^2+72 x^3-32 x^4\right)\right) \log ^2(3-x)+\left(-240 x^4-192 x^5+112 x^6\right) \log ^3(3-x)+\left(-60 x^4-52 x^5+24 x^6\right) \log ^4(3-x)}{-3+x} \, dx","Int[(-60*x^4 - 36*x^5 + 40*x^6 + E^6*(-12 - 20*x + 8*x^2) + E^3*(72*x^2 + 56*x^3 - 48*x^4) + (-240*x^4 - 160*x^5 + 144*x^6 + E^3*(144*x^2 + 128*x^3 - 80*x^4))*Log[3 - x] + (-360*x^4 - 264*x^5 + 192*x^6 + E^3*(72*x^2 + 72*x^3 - 32*x^4))*Log[3 - x]^2 + (-240*x^4 - 192*x^5 + 112*x^6)*Log[3 - x]^3 + (-60*x^4 - 52*x^5 + 24*x^6)*Log[3 - x]^4)/(-3 + x),x]","4 \log ^4(3-x) (3-x)^6+16 \log ^3(3-x) (3-x)^6-8 \log ^2(3-x) (3-x)^6+\frac{8}{3} \log (3-x) (3-x)^6+\frac{4}{3} (3-x)^6-76 \log ^4(3-x) (3-x)^5-304 \log ^3(3-x) (3-x)^5+\frac{912}{5} \log ^2(3-x) (3-x)^5-\frac{1824}{25} \log (3-x) (3-x)^5-\frac{912}{25} (3-x)^5+600 \log ^4(3-x) (3-x)^4+2400 \log ^3(3-x) (3-x)^4-1800 \log ^2(3-x) (3-x)^4+900 \log (3-x) (3-x)^4+\left(18-e^3\right) (3-x)^4+432 (3-x)^4-2520 \log ^4(3-x) (3-x)^3-10080 \log ^3(3-x) (3-x)^3+10080 \log ^2(3-x) (3-x)^3-6720 \log (3-x) (3-x)^3-\frac{16}{9} \left(72-e^3\right) (3-x)^3-\frac{64}{3} \left(18-e^3\right) (3-x)^3-2848 (3-x)^3+5940 \log ^4(3-x) (3-x)^2+23760 \log ^3(3-x) (3-x)^2-33048 \log ^2(3-x) (3-x)^2+33048 \log (3-x) (3-x)^2+36 \left(72-e^3\right) (3-x)^2+216 \left(18-e^3\right) (3-x)^2+11340 (3-x)^2-7452 \log ^4(3-x) (3-x)-29808 \log ^3(3-x) (3-x)+58320 \log ^2(3-x) (3-x)-576 \left(27-e^3\right) \log (3-x) (3-x)-116640 \log (3-x) (3-x)+\frac{8 x^6}{3}-\frac{212 x^5}{25}+12 \left(4-e^3\right) x^4-\left(36-5 e^3\right) x^4-\frac{474 x^4}{5}+3888 \log ^4(3-x)-4 \left(36-5 e^3\right) x^3-\frac{16}{9} \left(108-7 e^3\right) x^3+\frac{8}{3} \left(72-11 e^3\right) x^3-\frac{1896 x^3}{5}+15552 \log ^3(3-x)+4 \left(216-24 e^3+e^6\right) x^2-48 \left(27-e^3\right) x^2-18 \left(36-5 e^3\right) x^2-8 \left(108-7 e^3\right) x^2-\frac{8532 x^2}{5}+32 x^6 \log ^2(3-x)+\frac{312}{5} x^5 \log ^2(3-x)+8 \left(18-e^3\right) x^4 \log ^2(3-x)+8 \left(72-e^3\right) x^3 \log ^2(3-x)+216 \left(72-e^3\right) \log ^2(3-x)+864 \left(27-e^3\right) \log ^2(3-x)+648 \left(18-e^3\right) \log ^2(3-x)+\frac{192456}{5} \log ^2(3-x)+4 \left(1296-144 e^3+e^6\right) x+432 \left(72-e^3\right) x-864 \left(27-e^3\right) x+1728 \left(18-e^3\right) x-108 \left(36-5 e^3\right) x-48 \left(108-7 e^3\right) x+\frac{84888 x}{5}+24 x^6 \log (3-x)+\frac{272}{5} x^5 \log (3-x)+4 \left(36-5 e^3\right) x^4 \log (3-x)+\frac{16}{3} \left(108-7 e^3\right) x^3 \log (3-x)+96 \left(27-e^3\right) x^2 \log (3-x)+\frac{16}{15} \left(-10 (3-x)^6+216 (3-x)^5-2025 (3-x)^4+10800 (3-x)^3-36450 (3-x)^2+87480 (3-x)-43740 \log (3-x)\right) \log (3-x)+\frac{156}{25} \left(4 (3-x)^5-75 (3-x)^4+600 (3-x)^3-2700 (3-x)^2+8100 (3-x)-4860 \log (3-x)\right) \log (3-x)+4 \left(18-e^3\right) \left(-(3-x)^4+16 (3-x)^3-108 (3-x)^2+432 (3-x)-324 \log (3-x)\right) \log (3-x)+\frac{8}{3} \left(72-e^3\right) \left(2 (3-x)^3-27 (3-x)^2+162 (3-x)-162 \log (3-x)\right) \log (3-x)-864 \left(27-e^3\right) \log (3-x)+1728 \left(9-e^3\right) \log (3-x)-324 \left(36-5 e^3\right) \log (3-x)-144 \left(108-7 e^3\right) \log (3-x)-\frac{153576}{5} \log (3-x)","4 x (x+1) \left(e^3-x^2 (\log (3-x)+1)^2\right)^2",1,"11340*(3 - x)^2 + 216*(18 - E^3)*(3 - x)^2 + 36*(72 - E^3)*(3 - x)^2 - 2848*(3 - x)^3 - (64*(18 - E^3)*(3 - x)^3)/3 - (16*(72 - E^3)*(3 - x)^3)/9 + 432*(3 - x)^4 + (18 - E^3)*(3 - x)^4 - (912*(3 - x)^5)/25 + (4*(3 - x)^6)/3 + (84888*x)/5 - 48*(108 - 7*E^3)*x - 108*(36 - 5*E^3)*x + 1728*(18 - E^3)*x - 864*(27 - E^3)*x + 432*(72 - E^3)*x + 4*(1296 - 144*E^3 + E^6)*x - (8532*x^2)/5 - 8*(108 - 7*E^3)*x^2 - 18*(36 - 5*E^3)*x^2 - 48*(27 - E^3)*x^2 + 4*(216 - 24*E^3 + E^6)*x^2 - (1896*x^3)/5 + (8*(72 - 11*E^3)*x^3)/3 - (16*(108 - 7*E^3)*x^3)/9 - 4*(36 - 5*E^3)*x^3 - (474*x^4)/5 - (36 - 5*E^3)*x^4 + 12*(4 - E^3)*x^4 - (212*x^5)/25 + (8*x^6)/3 - (153576*Log[3 - x])/5 - 144*(108 - 7*E^3)*Log[3 - x] - 324*(36 - 5*E^3)*Log[3 - x] + 1728*(9 - E^3)*Log[3 - x] - 864*(27 - E^3)*Log[3 - x] - 116640*(3 - x)*Log[3 - x] - 576*(27 - E^3)*(3 - x)*Log[3 - x] + 33048*(3 - x)^2*Log[3 - x] - 6720*(3 - x)^3*Log[3 - x] + 900*(3 - x)^4*Log[3 - x] - (1824*(3 - x)^5*Log[3 - x])/25 + (8*(3 - x)^6*Log[3 - x])/3 + 96*(27 - E^3)*x^2*Log[3 - x] + (16*(108 - 7*E^3)*x^3*Log[3 - x])/3 + 4*(36 - 5*E^3)*x^4*Log[3 - x] + (272*x^5*Log[3 - x])/5 + 24*x^6*Log[3 - x] + (16*(87480*(3 - x) - 36450*(3 - x)^2 + 10800*(3 - x)^3 - 2025*(3 - x)^4 + 216*(3 - x)^5 - 10*(3 - x)^6 - 43740*Log[3 - x])*Log[3 - x])/15 + (156*(8100*(3 - x) - 2700*(3 - x)^2 + 600*(3 - x)^3 - 75*(3 - x)^4 + 4*(3 - x)^5 - 4860*Log[3 - x])*Log[3 - x])/25 + 4*(18 - E^3)*(432*(3 - x) - 108*(3 - x)^2 + 16*(3 - x)^3 - (3 - x)^4 - 324*Log[3 - x])*Log[3 - x] + (8*(72 - E^3)*(162*(3 - x) - 27*(3 - x)^2 + 2*(3 - x)^3 - 162*Log[3 - x])*Log[3 - x])/3 + (192456*Log[3 - x]^2)/5 + 648*(18 - E^3)*Log[3 - x]^2 + 864*(27 - E^3)*Log[3 - x]^2 + 216*(72 - E^3)*Log[3 - x]^2 + 58320*(3 - x)*Log[3 - x]^2 - 33048*(3 - x)^2*Log[3 - x]^2 + 10080*(3 - x)^3*Log[3 - x]^2 - 1800*(3 - x)^4*Log[3 - x]^2 + (912*(3 - x)^5*Log[3 - x]^2)/5 - 8*(3 - x)^6*Log[3 - x]^2 + 8*(72 - E^3)*x^3*Log[3 - x]^2 + 8*(18 - E^3)*x^4*Log[3 - x]^2 + (312*x^5*Log[3 - x]^2)/5 + 32*x^6*Log[3 - x]^2 + 15552*Log[3 - x]^3 - 29808*(3 - x)*Log[3 - x]^3 + 23760*(3 - x)^2*Log[3 - x]^3 - 10080*(3 - x)^3*Log[3 - x]^3 + 2400*(3 - x)^4*Log[3 - x]^3 - 304*(3 - x)^5*Log[3 - x]^3 + 16*(3 - x)^6*Log[3 - x]^3 + 3888*Log[3 - x]^4 - 7452*(3 - x)*Log[3 - x]^4 + 5940*(3 - x)^2*Log[3 - x]^4 - 2520*(3 - x)^3*Log[3 - x]^4 + 600*(3 - x)^4*Log[3 - x]^4 - 76*(3 - x)^5*Log[3 - x]^4 + 4*(3 - x)^6*Log[3 - x]^4","B",221,19,194,0.09794,1,"{6742, 1850, 2418, 2389, 2295, 2390, 2301, 2395, 43, 2296, 2302, 30, 2401, 2305, 2304, 2398, 2411, 2334, 2416}"
8831,1,69,0,1.3205262,"\int \frac{-20 e^3 x-5 e^{3+\frac{-1-e^4 x+x^2}{x}} x+e^{3+\frac{-1-e^4 x+x^2}{x}} \left(5+5 x^2\right) \log \left(\frac{x}{2}\right)+5 x^2 \log ^2\left(\frac{x}{2}\right)}{x^2 \log ^2\left(\frac{x}{2}\right)} \, dx","Int[(-20*E^3*x - 5*E^(3 + (-1 - E^4*x + x^2)/x)*x + E^(3 + (-1 - E^4*x + x^2)/x)*(5 + 5*x^2)*Log[x/2] + 5*x^2*Log[x/2]^2)/(x^2*Log[x/2]^2),x]","\frac{5 e^{x-\frac{1}{x}-e^4+3} \left(x^2 \log \left(\frac{x}{2}\right)+\log \left(\frac{x}{2}\right)\right)}{\left(\frac{1}{x^2}+1\right) x^2 \log ^2\left(\frac{x}{2}\right)}+5 x+\frac{20 e^3}{\log \left(\frac{x}{2}\right)}","5 \left(x+\frac{e^3 \left(e^{x-\frac{e^4 x+1}{x}}+4\right)}{\log \left(\frac{x}{2}\right)}\right)",1,"5*x + (20*E^3)/Log[x/2] + (5*E^(3 - E^4 - x^(-1) + x)*(Log[x/2] + x^2*Log[x/2]))/((1 + x^(-2))*x^2*Log[x/2]^2)","B",7,5,87,0.05747,1,"{6742, 2288, 6688, 2302, 30}"
8832,1,22,0,0.0294296,"\int \frac{-e^3 x+2 x^2-12 \log (5)-72 \log (x)}{x} \, dx","Int[(-(E^3*x) + 2*x^2 - 12*Log[5] - 72*Log[x])/x,x]","x^2-e^3 x-36 \log ^2(x)-12 \log (5) \log (x)","x^2-e^3 x-(6 \log (x)+\log (5))^2+\frac{23}{3}",1,"-(E^3*x) + x^2 - 12*Log[5]*Log[x] - 36*Log[x]^2","A",5,2,24,0.08333,1,"{14, 2301}"
8833,0,0,0,6.5369961,"\int \frac{-50+50 x-50 x^2-50 x^3+6 x^4-18 x^5+18 x^6-6 x^7+\left(-50 x-18 x^3+36 x^4-18 x^5\right) \log (x)+\left(18 x^2-18 x^3\right) \log ^2(x)-6 x \log ^3(x)}{e^{2+2 x} \left(-x^4+3 x^5-3 x^6+x^7\right)+e^{2+2 x} \left(3 x^3-6 x^4+3 x^5\right) \log (x)+e^{2+2 x} \left(-3 x^2+3 x^3\right) \log ^2(x)+e^{2+2 x} x \log ^3(x)} \, dx","Int[(-50 + 50*x - 50*x^2 - 50*x^3 + 6*x^4 - 18*x^5 + 18*x^6 - 6*x^7 + (-50*x - 18*x^3 + 36*x^4 - 18*x^5)*Log[x] + (18*x^2 - 18*x^3)*Log[x]^2 - 6*x*Log[x]^3)/(E^(2 + 2*x)*(-x^4 + 3*x^5 - 3*x^6 + x^7) + E^(2 + 2*x)*(3*x^3 - 6*x^4 + 3*x^5)*Log[x] + E^(2 + 2*x)*(-3*x^2 + 3*x^3)*Log[x]^2 + E^(2 + 2*x)*x*Log[x]^3),x]","\int \frac{-50+50 x-50 x^2-50 x^3+6 x^4-18 x^5+18 x^6-6 x^7+\left(-50 x-18 x^3+36 x^4-18 x^5\right) \log (x)+\left(18 x^2-18 x^3\right) \log ^2(x)-6 x \log ^3(x)}{e^{2+2 x} \left(-x^4+3 x^5-3 x^6+x^7\right)+e^{2+2 x} \left(3 x^3-6 x^4+3 x^5\right) \log (x)+e^{2+2 x} \left(-3 x^2+3 x^3\right) \log ^2(x)+e^{2+2 x} x \log ^3(x)} \, dx","e^{-2 x-2} \left(\frac{25}{(-((2-x) x)+x+\log (x))^2}+3\right)+5",1,"3*E^(-2 - 2*x) + 50*Defer[Int][E^(-2 - 2*x)/(-x + x^2 + Log[x])^3, x] - 50*Defer[Int][E^(-2 - 2*x)/(x*(-x + x^2 + Log[x])^3), x] - 100*Defer[Int][(E^(-2 - 2*x)*x)/(-x + x^2 + Log[x])^3, x] - 50*Defer[Int][E^(-2 - 2*x)/(-x + x^2 + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
8834,1,30,0,0.2501569,"\int \frac{e^{-4-e^{75}} \left(1+\left(-1-2 e^{4+e^{75}} x\right) \log (x)\right)}{x \log (x)} \, dx","Int[(E^(-4 - E^75)*(1 + (-1 - 2*E^(4 + E^75)*x)*Log[x]))/(x*Log[x]),x]","-2 x-e^{-4-e^{75}} \log (x)+e^{-4-e^{75}} \log (\log (x))","-2 x-e^{-4-e^{75}} \log \left(\frac{x}{\log (x)}\right)+e^5+3",1,"-2*x - E^(-4 - E^75)*Log[x] + E^(-4 - E^75)*Log[Log[x]]","A",7,5,34,0.1471,1,"{12, 6742, 43, 2302, 29}"
8835,1,15,0,0.1764725,"\int \frac{-2+2 e^{25 e^2}+2 \log (x)}{e^{50 e^2}+2 e^{25 e^2} \log (x)+\log ^2(x)} \, dx","Int[(-2 + 2*E^(25*E^2) + 2*Log[x])/(E^(50*E^2) + 2*E^(25*E^2)*Log[x] + Log[x]^2),x]","\frac{2 x}{\log (x)+e^{25 e^2}}","\frac{2 x}{\log (x)+e^{25 e^2}}-1",1,"(2*x)/(E^(25*E^2) + Log[x])","A",9,6,41,0.1463,1,"{6688, 12, 2360, 2297, 2299, 2178}"
8836,0,0,0,18.7051185,"\int \frac{-800 x+80 e^{2 x} x-2 e^{4 x} x+\left(-800+80 e^{2 x}-800 x^2+e^{4 x} \left(-2+2 x^2\right)\right) \log (x)+\left(800+1600 x+2400 x^2+e^{2 x} \left(-80-320 x-400 x^2-160 x^3\right)+e^{4 x} \left(2+12 x+14 x^2+8 x^3\right)\right) \log ^2(x)+\left(675+2400 x+2400 x^2+1600 x^3+e^{2 x} \left(-160-400 x-480 x^2-320 x^3-80 x^4\right)+e^{4 x} \left(6+14 x+18 x^2+12 x^3+4 x^4\right)\right) \log ^3(x)}{25 \log ^3(x)} \, dx","Int[(-800*x + 80*E^(2*x)*x - 2*E^(4*x)*x + (-800 + 80*E^(2*x) - 800*x^2 + E^(4*x)*(-2 + 2*x^2))*Log[x] + (800 + 1600*x + 2400*x^2 + E^(2*x)*(-80 - 320*x - 400*x^2 - 160*x^3) + E^(4*x)*(2 + 12*x + 14*x^2 + 8*x^3))*Log[x]^2 + (675 + 2400*x + 2400*x^2 + 1600*x^3 + E^(2*x)*(-160 - 400*x - 480*x^2 - 320*x^3 - 80*x^4) + E^(4*x)*(6 + 14*x + 18*x^2 + 12*x^3 + 4*x^4))*Log[x]^3)/(25*Log[x]^3),x]","\int \frac{-800 x+80 e^{2 x} x-2 e^{4 x} x+\left(-800+80 e^{2 x}-800 x^2+e^{4 x} \left(-2+2 x^2\right)\right) \log (x)+\left(800+1600 x+2400 x^2+e^{2 x} \left(-80-320 x-400 x^2-160 x^3\right)+e^{4 x} \left(2+12 x+14 x^2+8 x^3\right)\right) \log ^2(x)+\left(675+2400 x+2400 x^2+1600 x^3+e^{2 x} \left(-160-400 x-480 x^2-320 x^3-80 x^4\right)+e^{4 x} \left(6+14 x+18 x^2+12 x^3+4 x^4\right)\right) \log ^3(x)}{25 \log ^3(x)} \, dx","\left(\frac{e^{2 x}}{5}-4\right)^2 \left(x^2+x+\frac{x}{\log (x)}+1\right)^2-5 x",1,"(-8*E^(2*x))/5 + E^(4*x)/25 + 27*x - (16*E^(2*x)*x)/5 + (2*E^(4*x)*x)/25 + 48*x^2 - (24*E^(2*x)*x^2)/5 + (3*E^(4*x)*x^2)/25 + 32*x^3 - (16*E^(2*x)*x^3)/5 + (2*E^(4*x)*x^3)/25 + 16*x^4 - (8*E^(2*x)*x^4)/5 + (E^(4*x)*x^4)/25 + (16*x^2)/Log[x]^2 + (32*x)/Log[x] + (32*x^2)/Log[x] + (32*x^3)/Log[x] + (16*Defer[Int][(E^(2*x)*x)/Log[x]^3, x])/5 - (2*Defer[Int][(E^(4*x)*x)/Log[x]^3, x])/25 + (16*Defer[Int][E^(2*x)/Log[x]^2, x])/5 - (2*Defer[Int][E^(4*x)/Log[x]^2, x])/25 + (2*Defer[Int][(E^(4*x)*x^2)/Log[x]^2, x])/25 - (16*Defer[Int][E^(2*x)/Log[x], x])/5 + (2*Defer[Int][E^(4*x)/Log[x], x])/25 - (64*Defer[Int][(E^(2*x)*x)/Log[x], x])/5 + (12*Defer[Int][(E^(4*x)*x)/Log[x], x])/25 - 16*Defer[Int][(E^(2*x)*x^2)/Log[x], x] + (14*Defer[Int][(E^(4*x)*x^2)/Log[x], x])/25 - (32*Defer[Int][(E^(2*x)*x^3)/Log[x], x])/5 + (8*Defer[Int][(E^(4*x)*x^3)/Log[x], x])/25","F",0,0,0,0,-1,"{}"
8837,1,40,0,0.0509596,"\int \frac{1}{9} \left(7-90 x^2-180 x^3+\left(-90 x-270 x^2\right) \log (x)-90 x \log ^2(x)\right) \, dx","Int[(7 - 90*x^2 - 180*x^3 + (-90*x - 270*x^2)*Log[x] - 90*x*Log[x]^2)/9,x]","-5 x^4-5 x^2 \log ^2(x)+5 x^2 \log (x)-5 \left(2 x^3+x^2\right) \log (x)+\frac{7 x}{9}","-5 x^2 (x+\log (x))^2+\frac{7 x}{9}-6",1,"(7*x)/9 - 5*x^4 + 5*x^2*Log[x] - 5*(x^2 + 2*x^3)*Log[x] - 5*x^2*Log[x]^2","B",9,6,35,0.1714,1,"{12, 1593, 43, 2334, 2305, 2304}"
8838,1,31,0,0.0688039,"\int \frac{30-52 x+(-6+13 x) \log \left(\frac{1}{2} (6-13 x)\right)}{-6+13 x} \, dx","Int[(30 - 52*x + (-6 + 13*x)*Log[(6 - 13*x)/2])/(-6 + 13*x),x]","-5 x+\frac{6}{13} \log (6-13 x)-\frac{1}{13} (6-13 x) \log \left(3-\frac{13 x}{2}\right)","x \left(\log \left(3-\frac{13 x}{2}\right)-5\right)",1,"-5*x + (6*Log[6 - 13*x])/13 - ((6 - 13*x)*Log[3 - (13*x)/2])/13","B",6,4,29,0.1379,1,"{6742, 43, 2389, 2295}"
8839,0,0,0,0.7755907,"\int \frac{e^{-\frac{e^x (-14-7 x)-2 x}{x}+x} \left(-14+14 x+7 x^2\right)}{x^2} \, dx","Int[(E^(-((E^x*(-14 - 7*x) - 2*x)/x) + x)*(-14 + 14*x + 7*x^2))/x^2,x]","\int \frac{e^{-\frac{e^x (-14-7 x)-2 x}{x}+x} \left(-14+14 x+7 x^2\right)}{x^2} \, dx","e^{\left(\frac{7 e^x}{x}+1\right) (x+2)-x}",1,"7*Defer[Int][E^(((2 + x)*(7*E^x + x))/x), x] - 14*Defer[Int][E^(((2 + x)*(7*E^x + x))/x)/x^2, x] + 14*Defer[Int][E^(((2 + x)*(7*E^x + x))/x)/x, x]","F",0,0,0,0,-1,"{}"
8840,0,0,0,0.7874143,"\int \frac{\left(-19 x-12 x^2+12 x^3+4 x^4\right) \log (x)+\left(-20+8 x+4 x^2\right) \log ^2(x)+\left(4 x+4 x^2\right) \log ^3(x)+4 \log ^4(x)+\left(-80+32 x+16 x^2+16 \log ^2(x)\right) \log \left(\log ^4(x)\right)+\left(\left(4 x+4 x^2\right) \log (x)+4 \log ^2(x)\right) \log ^2\left(\log ^4(x)\right)+16 \log ^3\left(\log ^4(x)\right)}{x \log (x)} \, dx","Int[((-19*x - 12*x^2 + 12*x^3 + 4*x^4)*Log[x] + (-20 + 8*x + 4*x^2)*Log[x]^2 + (4*x + 4*x^2)*Log[x]^3 + 4*Log[x]^4 + (-80 + 32*x + 16*x^2 + 16*Log[x]^2)*Log[Log[x]^4] + ((4*x + 4*x^2)*Log[x] + 4*Log[x]^2)*Log[Log[x]^4]^2 + 16*Log[Log[x]^4]^3)/(x*Log[x]),x]","\int \frac{\left(-19 x-12 x^2+12 x^3+4 x^4\right) \log (x)+\left(-20+8 x+4 x^2\right) \log ^2(x)+\left(4 x+4 x^2\right) \log ^3(x)+4 \log ^4(x)+\left(-80+32 x+16 x^2+16 \log ^2(x)\right) \log \left(\log ^4(x)\right)+\left(\left(4 x+4 x^2\right) \log (x)+4 \log ^2(x)\right) \log ^2\left(\log ^4(x)\right)+16 \log ^3\left(\log ^4(x)\right)}{x \log (x)} \, dx","\left(x^2+2 x+\log ^2(x)+\log ^2\left(\log ^4(x)\right)-5\right)^2+x",1,"-19*x - 6*x^2 + 4*x^3 + x^4 - 10*Log[x]^2 + 4*x*Log[x]^2 + 2*x^2*Log[x]^2 + Log[x]^4 - 10*Log[Log[x]^4]^2 + 2*Log[x]^2*Log[Log[x]^4]^2 + Log[Log[x]^4]^4 + 32*Defer[Int][Log[Log[x]^4]/Log[x], x] + 16*Defer[Int][(x*Log[Log[x]^4])/Log[x], x] + 4*Defer[Int][Log[Log[x]^4]^2, x] + 4*Defer[Int][x*Log[Log[x]^4]^2, x]","F",0,0,0,0,-1,"{}"
8841,1,42,0,0.1656789,"\int \frac{48-84 x+32 x^2-60 x^3+e^x \left(9 x-11 x^2+4 x^3+15 x^5\right)}{x^5} \, dx","Int[(48 - 84*x + 32*x^2 - 60*x^3 + E^x*(9*x - 11*x^2 + 4*x^3 + 15*x^5))/x^5,x]","-\frac{12}{x^4}-\frac{3 e^x}{x^3}+\frac{28}{x^3}+\frac{4 e^x}{x^2}-\frac{16}{x^2}+15 e^x+\frac{60}{x}","5 \left(3-\frac{\frac{3}{x}-4}{5 x^2}\right) \left(e^x+\frac{4}{x}-4\right)",1,"15*E^x - 12/x^4 + 28/x^3 - (3*E^x)/x^3 - 16/x^2 + (4*E^x)/x^2 + 60/x","A",16,5,42,0.1190,1,"{14, 2199, 2194, 2177, 2178}"
8842,1,16,0,0.0242703,"\int \frac{-1-2 \log \left(\frac{1}{81+x}\right)}{81+x} \, dx","Int[(-1 - 2*Log[(81 + x)^(-1)])/(81 + x),x]","\frac{1}{4} \left(2 \log \left(\frac{1}{x+81}\right)+1\right)^2","\left(\log \left(\frac{x}{x^2+81 x}\right)+\frac{1}{2}\right)^2",1,"(1 + 2*Log[(81 + x)^(-1)])^2/4","A",2,2,16,0.1250,1,"{2390, 2301}"
8843,1,35,0,0.5187728,"\int e^{-x} \left(4-e^x-x-4 x^5+\left(2 x-x^2\right) \log \left(\frac{e^{\frac{-4-2 x+e^3 x-x^5}{x}}}{x}\right)\right) \, dx","Int[(4 - E^x - x - 4*x^5 + (2*x - x^2)*Log[E^((-4 - 2*x + E^3*x - x^5)/x)/x])/E^x,x]","e^{-x} x^2 \log \left(\frac{e^{-x^4-\frac{4}{x}+e^3-2}}{x}\right)-x","e^{-x} x^2 \log \left(\frac{e^{-x^4-\frac{4}{x}+e^3-2}}{x}\right)-x",1,"-x + (x^2*Log[E^(-2 + E^3 - 4/x - x^4)/x])/E^x","A",23,5,57,0.08772,1,"{6742, 2194, 2176, 2196, 2554}"
8844,1,36,0,0.4099997,"\int \frac{2+8 x+8 x^2+\left(-2-8 x-8 x^2\right) \log (x)+4 x \log ^2(x)}{x \log ^3(x)} \, dx","Int[(2 + 8*x + 8*x^2 + (-2 - 8*x - 8*x^2)*Log[x] + 4*x*Log[x]^2)/(x*Log[x]^3),x]","-\frac{4 x^2}{\log ^2(x)}-\frac{4 x}{\log ^2(x)}-\frac{1}{\log ^2(x)}+\frac{4 x}{\log (x)}+\frac{2}{\log (x)}","\log (2)-\left(1-\frac{2 x+1}{\log (x)}\right)^2",1,"-Log[x]^(-2) - (4*x)/Log[x]^2 - (4*x^2)/Log[x]^2 + 2/Log[x] + (4*x)/Log[x]","A",23,9,38,0.2368,1,"{6742, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178}"
8845,0,0,0,1.4585261,"\int \frac{1764 x+e^x \left(3+588 x-3 x^2\right)+\left(-9 x-3 e^x x\right) \log (x)}{e^{2 x} x+6 e^x x^2+9 x^3} \, dx","Int[(1764*x + E^x*(3 + 588*x - 3*x^2) + (-9*x - 3*E^x*x)*Log[x])/(E^(2*x)*x + 6*E^x*x^2 + 9*x^3),x]","\int \frac{1764 x+e^x \left(3+588 x-3 x^2\right)+\left(-9 x-3 e^x x\right) \log (x)}{e^{2 x} x+6 e^x x^2+9 x^3} \, dx","\frac{x+\log (x)-195}{x+\frac{e^x}{3}}",1,"1755*Defer[Int][(E^x + 3*x)^(-2), x] - 9*Log[x]*Defer[Int][(E^x + 3*x)^(-2), x] - 1764*Defer[Int][x/(E^x + 3*x)^2, x] + 9*Log[x]*Defer[Int][x/(E^x + 3*x)^2, x] + 9*Defer[Int][x^2/(E^x + 3*x)^2, x] + 588*Defer[Int][(E^x + 3*x)^(-1), x] - 3*Log[x]*Defer[Int][(E^x + 3*x)^(-1), x] + 3*Defer[Int][1/(x*(E^x + 3*x)), x] - 3*Defer[Int][x/(E^x + 3*x), x] + 9*Defer[Int][Defer[Int][(E^x + 3*x)^(-2), x]/x, x] - 9*Defer[Int][Defer[Int][x/(E^x + 3*x)^2, x]/x, x] + 3*Defer[Int][Defer[Int][(E^x + 3*x)^(-1), x]/x, x]","F",0,0,0,0,-1,"{}"
8846,1,10,0,0.0058075,"\int \frac{-2-e^x x}{x} \, dx","Int[(-2 - E^x*x)/x,x]","-e^x-2 \log (x)","-\log \left(\frac{x^2}{e^6}\right)-e^x+9+\log (3)",1,"-E^x - 2*Log[x]","A",3,2,12,0.1667,1,"{14, 2194}"
8847,0,0,0,2.1525913,"\int \frac{\exp \left(\frac{44+e (-16-8 x)+38 x+13 x^2+(8+4 x) \log (x)}{8+4 x}\right) \left(16+48 x+56 x^2+13 x^3\right)}{16 x+16 x^2+4 x^3} \, dx","Int[(E^((44 + E*(-16 - 8*x) + 38*x + 13*x^2 + (8 + 4*x)*Log[x])/(8 + 4*x))*(16 + 48*x + 56*x^2 + 13*x^3))/(16*x + 16*x^2 + 4*x^3),x]","\int \frac{\exp \left(\frac{44+e (-16-8 x)+38 x+13 x^2+(8+4 x) \log (x)}{8+4 x}\right) \left(16+48 x+56 x^2+13 x^3\right)}{16 x+16 x^2+4 x^3} \, dx","e^{-2 (e-x)+\frac{5 x}{4}+\frac{5}{x+2}+3} x-4",1,"(13*Defer[Int][E^((44 + E*(-16 - 8*x) + 38*x + 13*x^2 + (8 + 4*x)*Log[x])/(8 + 4*x)), x])/4 + Defer[Int][E^((44 + E*(-16 - 8*x) + 38*x + 13*x^2 + (8 + 4*x)*Log[x])/(8 + 4*x))/x, x] - 5*Defer[Int][E^((44 + E*(-16 - 8*x) + 38*x + 13*x^2 + (8 + 4*x)*Log[x])/(8 + 4*x))/(2 + x)^2, x]","F",0,0,0,0,-1,"{}"
8848,1,23,0,0.0469672,"\int \frac{e^{3/x} (-3+x)-x-e^4 x-8 x^2}{x} \, dx","Int[(E^(3/x)*(-3 + x) - x - E^4*x - 8*x^2)/x,x]","-4 x^2+e^{3/x} x-\left(1+e^4\right) x","\left(-4 x+e^{3/x}-e^4\right) x-x+2",1,"E^(3/x)*x - (1 + E^4)*x - 4*x^2","A",4,3,30,0.1000,1,"{6, 14, 2288}"
8849,1,40,0,0.7738322,"\int \frac{1}{625} \left(40 e^{10 x}+e^{-e^x+11 x} \left(44-4 e^x\right)+e^{-2 e^x+12 x} \left(12-2 e^x\right)\right) \, dx","Int[(40*E^(10*x) + E^(-E^x + 11*x)*(44 - 4*E^x) + E^(-2*E^x + 12*x)*(12 - 2*E^x))/625,x]","\frac{4 e^{10 x}}{625}+\frac{4}{625} e^{11 x-e^x}+\frac{1}{625} e^{12 x-2 e^x}","\frac{1}{625} e^{10 x} \left(e^{x-e^x}+2\right)^2",1,"(4*E^(10*x))/625 + (4*E^(-E^x + 11*x))/625 + E^(-2*E^x + 12*x)/625","A",59,5,50,0.1000,1,"{12, 2194, 2282, 2196, 2176}"
8850,1,64,0,1.7590693,"\int \frac{\exp \left(x-16 e^{2+2 e^3} x^2-32 e^{2+2 e^3} x \log (3 x)-16 e^{2+2 e^3} \log ^2(3 x)\right) \left(x+e^{2+2 e^3} \left(-32 x-32 x^2\right)+e^{2+2 e^3} (-32-32 x) \log (3 x)\right)}{x} \, dx","Int[(E^(x - 16*E^(2 + 2*E^3)*x^2 - 32*E^(2 + 2*E^3)*x*Log[3*x] - 16*E^(2 + 2*E^3)*Log[3*x]^2)*(x + E^(2 + 2*E^3)*(-32*x - 32*x^2) + E^(2 + 2*E^3)*(-32 - 32*x)*Log[3*x]))/x,x]","3^{-32 e^{2+2 e^3} x} x^{-32 e^{2+2 e^3} x} \exp \left(-16 e^{2+2 e^3} x^2+x-16 e^{2+2 e^3} \log ^2(3 x)\right)","e^{x-16 e^{2+2 e^3} (x+\log (3 x))^2}+16",1,"E^(x - 16*E^(2 + 2*E^3)*x^2 - 16*E^(2 + 2*E^3)*Log[3*x]^2)/(3^(32*E^(2 + 2*E^3)*x)*x^(32*E^(2 + 2*E^3)*x))","B",1,1,95,0.01053,1,"{6706}"
8851,1,13,0,0.0079568,"\int \frac{-x-e^{5+e^5 x} x}{x} \, dx","Int[(-x - E^(5 + E^5*x)*x)/x,x]","-x-e^{e^5 x}","-x-e^{e^5 x}-\left(4+e^2\right)^2+3",1,"-E^(E^5*x) - x","A",3,2,20,0.1000,1,"{14, 2194}"
8852,0,0,0,6.3329555,"\int \frac{\exp \left(-e^x x^2+\frac{e^{-e^x x^2} \left(4 e^{x+e^x x^2}+x^2\right)}{4 x}\right) \left(5 x^2+e^x \left(-10 x^4-5 x^5\right)+e^{e^x x^2} \left(-20 x+e^x (-20+20 x)\right)\right)}{4 x^3} \, dx","Int[(E^(-(E^x*x^2) + (4*E^(x + E^x*x^2) + x^2)/(4*E^(E^x*x^2)*x))*(5*x^2 + E^x*(-10*x^4 - 5*x^5) + E^(E^x*x^2)*(-20*x + E^x*(-20 + 20*x))))/(4*x^3),x]","\int \frac{\exp \left(-e^x x^2+\frac{e^{-e^x x^2} \left(4 e^{x+e^x x^2}+x^2\right)}{4 x}\right) \left(5 x^2+e^x \left(-10 x^4-5 x^5\right)+e^{e^x x^2} \left(-20 x+e^x (-20+20 x)\right)\right)}{4 x^3} \, dx","\frac{5 e^{\frac{\frac{1}{4} e^{-e^x x^2} x^2+e^x}{x}}}{x}",1,"-5*Defer[Int][E^(E^x/x + x + x/(4*E^(E^x*x^2)))/x^3, x] - 5*Defer[Int][E^(E^x/x + x/(4*E^(E^x*x^2)))/x^2, x] + 5*Defer[Int][E^(E^x/x + x + x/(4*E^(E^x*x^2)))/x^2, x] + (5*Defer[Int][E^(x/(4*E^(E^x*x^2)) + E^x*(x^(-1) - x^2))/x, x])/4 - (5*Defer[Int][E^(x + x/(4*E^(E^x*x^2)) + E^x*(x^(-1) - x^2))*x, x])/2 - (5*Defer[Int][E^(x + x/(4*E^(E^x*x^2)) + E^x*(x^(-1) - x^2))*x^2, x])/4","F",0,0,0,0,-1,"{}"
8853,1,6,0,0.0010062,"\int 2 e^{10} \, dx","Int[2*E^10,x]","2 e^{10} x","2 e^{10} x",1,"2*E^10*x","A",1,1,5,0.2000,1,"{8}"
8854,0,0,0,10.1593419,"\int \left(3+e^{e^{e^{e^{2 e} x^4+2 e^e x^5+x^6}}+x} \left(-2 e^x+\exp \left(e^{e^{2 e} x^4+2 e^e x^5+x^6}+e^{2 e} x^4+2 e^e x^5+x^6\right) \left(-4 e^{2 e+x} x^3-10 e^{e+x} x^4-6 e^x x^5\right)\right)\right) \, dx","Int[3 + E^(E^E^(E^(2*E)*x^4 + 2*E^E*x^5 + x^6) + x)*(-2*E^x + E^(E^(E^(2*E)*x^4 + 2*E^E*x^5 + x^6) + E^(2*E)*x^4 + 2*E^E*x^5 + x^6)*(-4*E^(2*E + x)*x^3 - 10*E^(E + x)*x^4 - 6*E^x*x^5)),x]","\int \left(3+e^{e^{e^{e^{2 e} x^4+2 e^e x^5+x^6}}+x} \left(-2 e^x+\exp \left(e^{e^{2 e} x^4+2 e^e x^5+x^6}+e^{2 e} x^4+2 e^e x^5+x^6\right) \left(-4 e^{2 e+x} x^3-10 e^{e+x} x^4-6 e^x x^5\right)\right)\right) \, dx","-e^{e^{e^{x^4 \left(x+e^e\right)^2}}+2 x}+3 x+3",1,"3*x - 2*Defer[Int][E^(E^E^(x^4*(E^E + x)^2) + 2*x), x] - 4*Defer[Int][E^(2*E + E^E^(E^(2*E)*x^4 + 2*E^E*x^5 + x^6) + E^(x^4*(E^E + x)^2) + 2*x + E^(2*E)*x^4 + 2*E^E*x^5 + x^6)*x^3, x] - 10*Defer[Int][E^(E + E^E^(E^(2*E)*x^4 + 2*E^E*x^5 + x^6) + E^(x^4*(E^E + x)^2) + 2*x + E^(2*E)*x^4 + 2*E^E*x^5 + x^6)*x^4, x] - 6*Defer[Int][E^(E^E^(E^(2*E)*x^4 + 2*E^E*x^5 + x^6) + E^(x^4*(E^E + x)^2) + 2*x + E^(2*E)*x^4 + 2*E^E*x^5 + x^6)*x^5, x]","F",0,0,0,0,-1,"{}"
8855,1,14,0,0.0029783,"\int \frac{-2 x-2 \log ^4(2)}{\log ^4(2)} \, dx","Int[(-2*x - 2*Log[2]^4)/Log[2]^4,x]","-\frac{\left(x+\log ^4(2)\right)^2}{\log ^4(2)}","-\frac{x^2}{\log ^4(2)}-2 x",1,"-((x + Log[2]^4)^2/Log[2]^4)","A",1,1,15,0.06667,1,"{9}"
8856,0,0,0,4.9209289,"\int \frac{617025600-524471760 x-623591460 x^2+611580105 x^3-211803255 x^4+37236375 x^5-3533625 x^6+172125 x^7-3375 x^8+e^{3 x} \left(125-75 x-125 x^2+75 x^3-15 x^4+x^5\right)+e^{2 x} \left(63900-47565 x-63225 x^2+46065 x^3-11475 x^4+1215 x^5-45 x^6\right)+e^x \left(10879920-8987112 x-10753785 x^2+9244827 x^3-2756547 x^4+390825 x^5-26325 x^6+675 x^7\right)}{-729000000 x^2+619650000 x^3-212017500 x^4+37236375 x^5-3533625 x^6+172125 x^7-3375 x^8+e^{3 x} \left(-125 x^2+75 x^3-15 x^4+x^5\right)+e^{2 x} \left(-67500 x^2+46125 x^3-11475 x^4+1215 x^5-45 x^6\right)+e^x \left(-12150000 x^2+9315000 x^3-2757375 x^4+390825 x^5-26325 x^6+675 x^7\right)} \, dx","Int[(617025600 - 524471760*x - 623591460*x^2 + 611580105*x^3 - 211803255*x^4 + 37236375*x^5 - 3533625*x^6 + 172125*x^7 - 3375*x^8 + E^(3*x)*(125 - 75*x - 125*x^2 + 75*x^3 - 15*x^4 + x^5) + E^(2*x)*(63900 - 47565*x - 63225*x^2 + 46065*x^3 - 11475*x^4 + 1215*x^5 - 45*x^6) + E^x*(10879920 - 8987112*x - 10753785*x^2 + 9244827*x^3 - 2756547*x^4 + 390825*x^5 - 26325*x^6 + 675*x^7))/(-729000000*x^2 + 619650000*x^3 - 212017500*x^4 + 37236375*x^5 - 3533625*x^6 + 172125*x^7 - 3375*x^8 + E^(3*x)*(-125*x^2 + 75*x^3 - 15*x^4 + x^5) + E^(2*x)*(-67500*x^2 + 46125*x^3 - 11475*x^4 + 1215*x^5 - 45*x^6) + E^x*(-12150000*x^2 + 9315000*x^3 - 2757375*x^4 + 390825*x^5 - 26325*x^6 + 675*x^7)),x]","\int \frac{617025600-524471760 x-623591460 x^2+611580105 x^3-211803255 x^4+37236375 x^5-3533625 x^6+172125 x^7-3375 x^8+e^{3 x} \left(125-75 x-125 x^2+75 x^3-15 x^4+x^5\right)+e^{2 x} \left(63900-47565 x-63225 x^2+46065 x^3-11475 x^4+1215 x^5-45 x^6\right)+e^x \left(10879920-8987112 x-10753785 x^2+9244827 x^3-2756547 x^4+390825 x^5-26325 x^6+675 x^7\right)}{-729000000 x^2+619650000 x^3-212017500 x^4+37236375 x^5-3533625 x^6+172125 x^7-3375 x^8+e^{3 x} \left(-125 x^2+75 x^3-15 x^4+x^5\right)+e^{2 x} \left(-67500 x^2+46125 x^3-11475 x^4+1215 x^5-45 x^6\right)+e^x \left(-12150000 x^2+9315000 x^3-2757375 x^4+390825 x^5-26325 x^6+675 x^7\right)} \, dx","\frac{x^2+\frac{\left(\frac{2}{\frac{e^x}{3 (x-12)}-5}+5\right)^2}{(x-5)^2}+x}{x}",1,"5/(5 - x)^2 + (5 - x)^(-1) + x^(-1) + x - 1080*Defer[Int][(180 + E^x - 15*x)^(-3), x] - (3528*Defer[Int][1/((180 + E^x - 15*x)^2*(-5 + x)^3), x])/5 + 168*Defer[Int][1/((180 + E^x - 15*x)*(-5 + x)^3), x] + 84672*Defer[Int][1/((180 + E^x - 15*x)^3*(-5 + x)^2), x] - (265356*Defer[Int][1/((180 + E^x - 15*x)^2*(-5 + x)^2), x])/25 + (276*Defer[Int][1/((180 + E^x - 15*x)*(-5 + x)^2), x])/5 - (258552*Defer[Int][1/((180 + E^x - 15*x)^3*(-5 + x)), x])/5 + (126468*Defer[Int][1/((180 + E^x - 15*x)^2*(-5 + x)), x])/25 - (144*Defer[Int][1/((180 + E^x - 15*x)*(-5 + x)), x])/5 - (5184*Defer[Int][1/((180 + E^x - 15*x)^2*x^2), x])/25 + (144*Defer[Int][1/((180 + E^x - 15*x)*x^2), x])/5 + (404352*Defer[Int][1/((180 + E^x - 15*x)^3*x), x])/5 - (150768*Defer[Int][1/((180 + E^x - 15*x)^2*x), x])/25 + (144*Defer[Int][1/((180 + E^x - 15*x)*x), x])/5","F",0,0,0,0,-1,"{}"
8857,1,29,0,0.0249732,"\int \left(14+e^{-2 x+x^2} \left(-1+2 x-2 x^2\right)\right) \, dx","Int[14 + E^(-2*x + x^2)*(-1 + 2*x - 2*x^2),x]","14 x-\frac{e^{x^2-2 x} \left(x-x^2\right)}{1-x}","\left(14-e^{(x-2) x}\right) x",1,"14*x - (E^(-2*x + x^2)*(x - x^2))/(1 - x)","B",2,1,22,0.04545,1,"{2288}"
8858,1,27,0,0.5664865,"\int \frac{e^{\frac{e^{\frac{2}{x^2}} x+x^2+\log \left(\frac{5}{3}\right)}{x}} \left(-4 e^{\frac{2}{x^2}}+x^3-x \log \left(\frac{5}{3}\right)\right)}{x^3} \, dx","Int[(E^((E^(2/x^2)*x + x^2 + Log[5/3])/x)*(-4*E^(2/x^2) + x^3 - x*Log[5/3]))/x^3,x]","\left(\frac{5}{3}\right)^{\frac{1}{x}} e^{\frac{x^2+e^{\frac{2}{x^2}} x}{x}}","e^{e^{\frac{2}{x^2}}+x+\frac{\log \left(\frac{5}{3}\right)}{x}}",1,"(5/3)^x^(-1)*E^((E^(2/x^2)*x + x^2)/x)","A",1,1,47,0.02128,1,"{6706}"
8859,0,0,0,0.9929645,"\int \frac{2-2 x+(1-x) \log (x)+(25+x+x \log (x)) \log (25+x+x \log (x))}{25-49 x+23 x^2+x^3+\left(x-2 x^2+x^3\right) \log (x)} \, dx","Int[(2 - 2*x + (1 - x)*Log[x] + (25 + x + x*Log[x])*Log[25 + x + x*Log[x]])/(25 - 49*x + 23*x^2 + x^3 + (x - 2*x^2 + x^3)*Log[x]),x]","\int \frac{2-2 x+(1-x) \log (x)+(25+x+x \log (x)) \log (25+x+x \log (x))}{25-49 x+23 x^2+x^3+\left(x-2 x^2+x^3\right) \log (x)} \, dx","\frac{\log (x+x \log (x)+25)}{1-x}-5",1,"-Log[1 - x] + Log[x] + 24*Defer[Int][1/((-1 + x)*(25 + x + x*Log[x])), x] - 25*Defer[Int][1/(x*(25 + x + x*Log[x])), x] + Defer[Int][Log[25 + x + x*Log[x]]/(-1 + x)^2, x]","F",0,0,0,0,-1,"{}"
8860,1,503,0,1.1821515,"\int \frac{e^{-x} \left(-3+3 x-19 x^2-10 x^3\right)}{9-54 x+21 x^2+180 x^3+100 x^4} \, dx","Int[(-3 + 3*x - 19*x^2 - 10*x^3)/(E^x*(9 - 54*x + 21*x^2 + 180*x^3 + 100*x^4)),x]","\frac{3 \left(9+\sqrt{201}\right) e^{\frac{1}{20} \left(9+\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x-\sqrt{201}-9\right)\right)}{1340}-\frac{\left(201-11 \sqrt{201}\right) e^{\frac{1}{20} \left(9+\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x-\sqrt{201}-9\right)\right)}{4020}-\frac{40 e^{\frac{1}{20} \left(9+\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x-\sqrt{201}-9\right)\right)}{67 \sqrt{201}}-\frac{9}{67} \sqrt{\frac{3}{67}} e^{\frac{1}{20} \left(9+\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x-\sqrt{201}-9\right)\right)+\frac{2}{67} e^{\frac{1}{20} \left(9+\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x-\sqrt{201}-9\right)\right)-\frac{\left(201+11 \sqrt{201}\right) e^{\frac{1}{20} \left(9-\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x+\sqrt{201}-9\right)\right)}{4020}+\frac{3 \left(9-\sqrt{201}\right) e^{\frac{1}{20} \left(9-\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x+\sqrt{201}-9\right)\right)}{1340}+\frac{40 e^{\frac{1}{20} \left(9-\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x+\sqrt{201}-9\right)\right)}{67 \sqrt{201}}+\frac{9}{67} \sqrt{\frac{3}{67}} e^{\frac{1}{20} \left(9-\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x+\sqrt{201}-9\right)\right)+\frac{2}{67} e^{\frac{1}{20} \left(9-\sqrt{201}\right)} \text{Ei}\left(\frac{1}{20} \left(-20 x+\sqrt{201}-9\right)\right)+\frac{3 \left(9-\sqrt{201}\right) e^{-x}}{67 \left(20 x-\sqrt{201}+9\right)}+\frac{40 e^{-x}}{67 \left(20 x-\sqrt{201}+9\right)}+\frac{3 \left(9+\sqrt{201}\right) e^{-x}}{67 \left(20 x+\sqrt{201}+9\right)}+\frac{40 e^{-x}}{67 \left(20 x+\sqrt{201}+9\right)}","\frac{e^{-x} x}{x^2-9 (-x-1) x-3}",1,"40/(67*E^x*(9 - Sqrt[201] + 20*x)) + (3*(9 - Sqrt[201]))/(67*E^x*(9 - Sqrt[201] + 20*x)) + 40/(67*E^x*(9 + Sqrt[201] + 20*x)) + (3*(9 + Sqrt[201]))/(67*E^x*(9 + Sqrt[201] + 20*x)) + (2*E^((9 + Sqrt[201])/20)*ExpIntegralEi[(-9 - Sqrt[201] - 20*x)/20])/67 - (9*Sqrt[3/67]*E^((9 + Sqrt[201])/20)*ExpIntegralEi[(-9 - Sqrt[201] - 20*x)/20])/67 - (40*E^((9 + Sqrt[201])/20)*ExpIntegralEi[(-9 - Sqrt[201] - 20*x)/20])/(67*Sqrt[201]) - ((201 - 11*Sqrt[201])*E^((9 + Sqrt[201])/20)*ExpIntegralEi[(-9 - Sqrt[201] - 20*x)/20])/4020 + (3*(9 + Sqrt[201])*E^((9 + Sqrt[201])/20)*ExpIntegralEi[(-9 - Sqrt[201] - 20*x)/20])/1340 + (2*E^((9 - Sqrt[201])/20)*ExpIntegralEi[(-9 + Sqrt[201] - 20*x)/20])/67 + (9*Sqrt[3/67]*E^((9 - Sqrt[201])/20)*ExpIntegralEi[(-9 + Sqrt[201] - 20*x)/20])/67 + (40*E^((9 - Sqrt[201])/20)*ExpIntegralEi[(-9 + Sqrt[201] - 20*x)/20])/(67*Sqrt[201]) + (3*(9 - Sqrt[201])*E^((9 - Sqrt[201])/20)*ExpIntegralEi[(-9 + Sqrt[201] - 20*x)/20])/1340 - ((201 + 11*Sqrt[201])*E^((9 - Sqrt[201])/20)*ExpIntegralEi[(-9 + Sqrt[201] - 20*x)/20])/4020","C",25,5,43,0.1163,1,"{6688, 6742, 2177, 2178, 2270}"
8861,0,0,0,1.3476927,"\int \frac{-256 e^{8+2 x^2}-656 x^3-1681 x^4+e^{4+x^2} \left(-256 x+1312 x^2+512 x^3\right)}{256 e^{8+2 x^2} x-1312 e^{4+x^2} x^3+1681 x^5} \, dx","Int[(-256*E^(8 + 2*x^2) - 656*x^3 - 1681*x^4 + E^(4 + x^2)*(-256*x + 1312*x^2 + 512*x^3))/(256*E^(8 + 2*x^2)*x - 1312*E^(4 + x^2)*x^3 + 1681*x^5),x]","\int \frac{-256 e^{8+2 x^2}-656 x^3-1681 x^4+e^{4+x^2} \left(-256 x+1312 x^2+512 x^3\right)}{256 e^{8+2 x^2} x-1312 e^{4+x^2} x^3+1681 x^5} \, dx","\frac{x}{\frac{41 x^2}{16}-e^{x^2+4}}-\log (x)",1,"-Log[x] - 1312*Defer[Int][x^2/(16*E^(4 + x^2) - 41*x^2)^2, x] + 1312*Defer[Int][x^4/(16*E^(4 + x^2) - 41*x^2)^2, x] - 16*Defer[Int][(16*E^(4 + x^2) - 41*x^2)^(-1), x] + 32*Defer[Int][x^2/(16*E^(4 + x^2) - 41*x^2), x]","F",0,0,0,0,-1,"{}"
8862,1,36,0,0.0740453,"\int \frac{192+88 x+9 x^2+e \left(-96-48 x-6 x^2\right)}{128 x^4+64 x^5+8 x^6} \, dx","Int[(192 + 88*x + 9*x^2 + E*(-96 - 48*x - 6*x^2))/(128*x^4 + 64*x^5 + 8*x^6),x]","-\frac{2-e}{4 x^3}+\frac{1}{32 x^2}+\frac{1}{128 (x+4)}-\frac{1}{128 x}","\frac{\frac{x}{2 (x+4)}+e-2}{4 x^3}+1",1,"-1/4*(2 - E)/x^3 + 1/(32*x^2) - 1/(128*x) + 1/(128*(4 + x))","A",5,4,41,0.09756,1,"{1594, 27, 12, 1820}"
8863,1,368,0,0.6194321,"\int \left(2 x^2-4 x \log (2)+2 \log ^2(2)+\left(3 x^2-4 x \log (2)+\log ^2(2)\right) \log \left(\frac{x^2}{\log ^4(3)}\right)+(-12 x+12 \log (2)) \log \left(x^3\right) \log \left(\frac{x^2}{\log ^4(3)}\right)+12 \log ^3\left(x^3\right) \log \left(\frac{x^2}{\log ^4(3)}\right)+\log ^4\left(x^3\right) \left(2+\log \left(\frac{x^2}{\log ^4(3)}\right)\right)+\log ^2\left(x^3\right) \left(-4 x+4 \log (2)+(-4 x+2 \log (2)) \log \left(\frac{x^2}{\log ^4(3)}\right)\right)\right) \, dx","Int[2*x^2 - 4*x*Log[2] + 2*Log[2]^2 + (3*x^2 - 4*x*Log[2] + Log[2]^2)*Log[x^2/Log[3]^4] + (-12*x + 12*Log[2])*Log[x^3]*Log[x^2/Log[3]^4] + 12*Log[x^3]^3*Log[x^2/Log[3]^4] + Log[x^3]^4*(2 + Log[x^2/Log[3]^4]) + Log[x^3]^2*(-4*x + 4*Log[2] + (-4*x + 2*Log[2])*Log[x^2/Log[3]^4]),x]","-2 x \log ^4\left(x^3\right)+24 x \log ^3\left(x^3\right)-216 x \log ^2\left(x^3\right)+1296 x \log \left(x^3\right)+24 x \log (2) \log \left(x^3\right)-9 x^2 \log \left(\frac{x^2}{\log ^4(3)}\right)-1944 x \log \left(\frac{x^2}{\log ^4(3)}\right)+9 \left(x^2-2 x \log (4)\right) \log \left(\frac{x^2}{\log ^4(3)}\right)-2 x^2 \log (2) \log \left(\frac{x^2}{\log ^4(3)}\right)+36 x \log (2) \log \left(\frac{x^2}{\log ^4(3)}\right)+1944 x \left(\log \left(\frac{x^2}{\log ^4(3)}\right)+2\right)+x \log ^2(2) \log \left(\frac{x^2}{\log ^4(3)}\right)+x \left(\log \left(\frac{x^2}{\log ^4(3)}\right)+2\right) \log ^4\left(x^3\right)+648 x \log \left(\frac{x^2}{\log ^4(3)}\right) \log \left(x^3\right)-648 x \left(\log \left(\frac{x^2}{\log ^4(3)}\right)+2\right) \log \left(x^3\right)+x^3 \log \left(\frac{x^2}{\log ^4(3)}\right)+12 x \log \left(\frac{x^2}{\log ^4(3)}\right) \log ^3\left(x^3\right)-12 x \left(\log \left(\frac{x^2}{\log ^4(3)}\right)+2\right) \log ^3\left(x^3\right)-2 x^2 \log \left(\frac{x^2}{\log ^4(3)}\right) \log ^2\left(x^3\right)-108 x \log \left(\frac{x^2}{\log ^4(3)}\right) \log ^2\left(x^3\right)+2 x \log (2) \log \left(\frac{x^2}{\log ^4(3)}\right) \log ^2\left(x^3\right)+108 x \left(\log \left(\frac{x^2}{\log ^4(3)}\right)+2\right) \log ^2\left(x^3\right)-6 x^2 \log \left(x^3\right)+6 \left(x^2-2 x \log (4)\right) \log \left(x^3\right)-3888 x+72 x \log (4)-144 x \log (2)","x \left(\log ^2\left(x^3\right)-x+\log (2)\right)^2 \log \left(\frac{x^2}{\log ^4(3)}\right)",1,"-3888*x - 144*x*Log[2] + 72*x*Log[4] + 1296*x*Log[x^3] - 6*x^2*Log[x^3] + 24*x*Log[2]*Log[x^3] + 6*(x^2 - 2*x*Log[4])*Log[x^3] - 216*x*Log[x^3]^2 + 24*x*Log[x^3]^3 - 2*x*Log[x^3]^4 - 1944*x*Log[x^2/Log[3]^4] - 9*x^2*Log[x^2/Log[3]^4] + x^3*Log[x^2/Log[3]^4] + 36*x*Log[2]*Log[x^2/Log[3]^4] - 2*x^2*Log[2]*Log[x^2/Log[3]^4] + x*Log[2]^2*Log[x^2/Log[3]^4] + 9*(x^2 - 2*x*Log[4])*Log[x^2/Log[3]^4] + 648*x*Log[x^3]*Log[x^2/Log[3]^4] - 108*x*Log[x^3]^2*Log[x^2/Log[3]^4] - 2*x^2*Log[x^3]^2*Log[x^2/Log[3]^4] + 2*x*Log[2]*Log[x^3]^2*Log[x^2/Log[3]^4] + 12*x*Log[x^3]^3*Log[x^2/Log[3]^4] + 1944*x*(2 + Log[x^2/Log[3]^4]) - 648*x*Log[x^3]*(2 + Log[x^2/Log[3]^4]) + 108*x*Log[x^3]^2*(2 + Log[x^2/Log[3]^4]) - 12*x*Log[x^3]^3*(2 + Log[x^2/Log[3]^4]) + x*Log[x^3]^4*(2 + Log[x^2/Log[3]^4])","B",55,13,132,0.09848,1,"{2356, 2304, 2295, 2313, 2557, 12, 2296, 2361, 6742, 2330, 2305, 2366, 14}"
8864,0,0,0,3.7619997,"\int \left(5 e^x+\exp \left(e^{-x^2-x^3+e^{2 x} (1+x)}-x^2-x^3+e^{2 x} (1+x)\right) \left(-2 x-3 x^2+e^{2 x} (3+2 x)\right)\right) \, dx","Int[5*E^x + E^(E^(-x^2 - x^3 + E^(2*x)*(1 + x)) - x^2 - x^3 + E^(2*x)*(1 + x))*(-2*x - 3*x^2 + E^(2*x)*(3 + 2*x)),x]","\int \left(5 e^x+\exp \left(e^{-x^2-x^3+e^{2 x} (1+x)}-x^2-x^3+e^{2 x} (1+x)\right) \left(-2 x-3 x^2+e^{2 x} (3+2 x)\right)\right) \, dx","e^{e^{\left(\frac{e^{2 x}}{x}-x\right) \left(x^2+x\right)}}+5 e^x",1,"5*E^x + 3*Defer[Int][E^(E^(-x^2 - x^3 + E^(2*x)*(1 + x)) + 2*x - x^2 - x^3 + E^(2*x)*(1 + x)), x] - 2*Defer[Int][E^(E^(-x^2 - x^3 + E^(2*x)*(1 + x)) - x^2 - x^3 + E^(2*x)*(1 + x))*x, x] + 2*Defer[Int][E^(E^(-x^2 - x^3 + E^(2*x)*(1 + x)) + 2*x - x^2 - x^3 + E^(2*x)*(1 + x))*x, x] - 3*Defer[Int][E^(E^(-x^2 - x^3 + E^(2*x)*(1 + x)) - x^2 - x^3 + E^(2*x)*(1 + x))*x^2, x]","F",0,0,0,0,-1,"{}"
8865,1,20,0,0.117024,"\int e^{2 x+2 x^2+x^3+x \log \left(\frac{x^2}{e^3}\right)} \left(4+4 x+3 x^2+\log \left(\frac{x^2}{e^3}\right)\right) \, dx","Int[E^(2*x + 2*x^2 + x^3 + x*Log[x^2/E^3])*(4 + 4*x + 3*x^2 + Log[x^2/E^3]),x]","e^{x^3+2 x^2-x} \left(x^2\right)^x","e^{x \left(\frac{\left(x^2+x\right)^2}{x^2}+\log \left(\frac{x^2}{e^3}\right)\right)+x}",1,"E^(-x + 2*x^2 + x^3)*(x^2)^x","A",1,1,43,0.02326,1,"{6706}"
8866,0,0,0,6.8962066,"\int \frac{-9+288 x^2+\left(6-192 x^2\right) \log (x)+\left(-1+32 x^2\right) \log ^2(x)+e^{\frac{-15-3 \log (5)+5 \log (x)}{-3+\log (x)}} \left(-144 x^2-24 x^2 \log (5)+96 x^2 \log (x)-16 x^2 \log ^2(x)\right)+e^{\frac{2 (-15-3 \log (5)+5 \log (x))}{-3+\log (x)}} \left(18 x^2+6 x^2 \log (5)-12 x^2 \log (x)+2 x^2 \log ^2(x)\right)}{9 x-6 x \log (x)+x \log ^2(x)} \, dx","Int[(-9 + 288*x^2 + (6 - 192*x^2)*Log[x] + (-1 + 32*x^2)*Log[x]^2 + E^((-15 - 3*Log[5] + 5*Log[x])/(-3 + Log[x]))*(-144*x^2 - 24*x^2*Log[5] + 96*x^2*Log[x] - 16*x^2*Log[x]^2) + E^((2*(-15 - 3*Log[5] + 5*Log[x]))/(-3 + Log[x]))*(18*x^2 + 6*x^2*Log[5] - 12*x^2*Log[x] + 2*x^2*Log[x]^2))/(9*x - 6*x*Log[x] + x*Log[x]^2),x]","\int \frac{-9+288 x^2+\left(6-192 x^2\right) \log (x)+\left(-1+32 x^2\right) \log ^2(x)+e^{\frac{-15-3 \log (5)+5 \log (x)}{-3+\log (x)}} \left(-144 x^2-24 x^2 \log (5)+96 x^2 \log (x)-16 x^2 \log ^2(x)\right)+e^{\frac{2 (-15-3 \log (5)+5 \log (x))}{-3+\log (x)}} \left(18 x^2+6 x^2 \log (5)-12 x^2 \log (x)+2 x^2 \log ^2(x)\right)}{9 x-6 x \log (x)+x \log ^2(x)} \, dx","\left(x e^{\frac{3 \log (5)}{3-\log (x)}+5}-4 x\right)^2-\log (x)+7",1,"16*x^2 - Log[x] - 16*Defer[Int][x^((2 + Log[x])/(-3 + Log[x]))/(5^(3/(-3 + Log[x]))*E^(15/(-3 + Log[x]))), x] + 2*Defer[Int][x^((7 + Log[x])/(-3 + Log[x]))/(5^(6/(-3 + Log[x]))*E^(30/(-3 + Log[x]))), x] - 24*Log[5]*Defer[Int][x^((2 + Log[x])/(-3 + Log[x]))/(5^(3/(-3 + Log[x]))*E^(15/(-3 + Log[x]))*(-3 + Log[x])^2), x] + 6*Log[5]*Defer[Int][x^((7 + Log[x])/(-3 + Log[x]))/(5^(6/(-3 + Log[x]))*E^(30/(-3 + Log[x]))*(-3 + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
8867,1,59,0,0.3519188,"\int \frac{31+e^{x^2} \left(-25+6 x+50 x^2\right)+\left(2+2 e^{x^2} x\right) \log \left(\frac{e}{2}\right)}{9+150 x+625 x^2+(6+50 x) \log \left(\frac{e}{2}\right)+\log ^2\left(\frac{e}{2}\right)} \, dx","Int[(31 + E^x^2*(-25 + 6*x + 50*x^2) + (2 + 2*E^x^2*x)*Log[E/2])/(9 + 150*x + 625*x^2 + (6 + 50*x)*Log[E/2] + Log[E/2]^2),x]","\frac{e^{x^2} \left(50 x^2+x (8-\log (4))\right)}{2 x (25 x+4-\log (2))^2}-\frac{33-\log (4)}{25 (25 x+4-\log (2))}","\frac{e^{x^2}+2 x-1}{x \left(\frac{3+\log \left(\frac{e}{2}\right)}{x}+25\right)}",1,"(E^x^2*(50*x^2 + x*(8 - Log[4])))/(2*x*(4 + 25*x - Log[2])^2) - (33 - Log[4])/(25*(4 + 25*x - Log[2]))","A",4,3,68,0.04412,1,"{6688, 6742, 2288}"
8868,1,93,0,1.3725427,"\int \frac{4 e^{5 x}+e^{24 x}+\left(4 e^{5 x} x+e^{24 x} x\right) \log (x)+\left(e^{24 x} \left(-95 x+19 x^2\right) \log (x)+19 e^{24 x} x \log (x) \log (\log (x))\right) \log (5-x-\log (\log (x)))}{e^{5 x} \left(-5 x+x^2\right) \log (x)+e^{5 x} x \log (x) \log (\log (x))} \, dx","Int[(4*E^(5*x) + E^(24*x) + (4*E^(5*x)*x + E^(24*x)*x)*Log[x] + (E^(24*x)*(-95*x + 19*x^2)*Log[x] + 19*E^(24*x)*x*Log[x]*Log[Log[x]])*Log[5 - x - Log[Log[x]]])/(E^(5*x)*(-5*x + x^2)*Log[x] + E^(5*x)*x*Log[x]*Log[Log[x]]),x]","\frac{e^{19 x} \left(x^2 (-\log (x)) \log (-x-\log (\log (x))+5)+5 x \log (x) \log (-x-\log (\log (x))+5)-x \log (x) \log (\log (x)) \log (-x-\log (\log (x))+5)\right)}{x \log (x) (-x-\log (\log (x))+5)}+4 \log (-x-\log (\log (x))+5)","\left(e^{19 x}+4\right) \log (-x-\log (\log (x))+5)",1,"4*Log[5 - x - Log[Log[x]]] + (E^(19*x)*(5*x*Log[x]*Log[5 - x - Log[Log[x]]] - x^2*Log[x]*Log[5 - x - Log[Log[x]]] - x*Log[x]*Log[Log[x]]*Log[5 - x - Log[Log[x]]]))/(x*Log[x]*(5 - x - Log[Log[x]]))","B",5,4,106,0.03774,1,"{6688, 6742, 6684, 2288}"
8869,0,0,0,5.215276,"\int \frac{e^{\frac{1}{-400 x^5+\left(2000 x^4+400 x^5\right) \log (x)}} (-5+4 x+(-20-5 x) \log (x))}{200 x^7+\left(-2000 x^6-400 x^7\right) \log (x)+\left(5000 x^5+2000 x^6+200 x^7\right) \log ^2(x)} \, dx","Int[(E^(-400*x^5 + (2000*x^4 + 400*x^5)*Log[x])^(-1)*(-5 + 4*x + (-20 - 5*x)*Log[x]))/(200*x^7 + (-2000*x^6 - 400*x^7)*Log[x] + (5000*x^5 + 2000*x^6 + 200*x^7)*Log[x]^2),x]","\int \frac{e^{\frac{1}{-400 x^5+\left(2000 x^4+400 x^5\right) \log (x)}} (-5+4 x+(-20-5 x) \log (x))}{200 x^7+\left(-2000 x^6-400 x^7\right) \log (x)+\left(5000 x^5+2000 x^6+200 x^7\right) \log ^2(x)} \, dx","2 e^{-\frac{1}{400 x^4 (x-(x+5) \log (x))}}",1,"-1/40*Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^5*(-x + 5*Log[x] + x*Log[x])^2), x] - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^3*(-x + 5*Log[x] + x*Log[x])^2), x]/1000 + Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^2*(-x + 5*Log[x] + x*Log[x])^2), x]/5000 - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x*(-x + 5*Log[x] + x*Log[x])^2), x]/25000 + Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/((5 + x)*(-x + 5*Log[x] + x*Log[x])^2), x]/25000 - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^5*(-x + 5*Log[x] + x*Log[x])), x]/50 - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^4*(-x + 5*Log[x] + x*Log[x])), x]/1000 + Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^3*(-x + 5*Log[x] + x*Log[x])), x]/5000 - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x^2*(-x + 5*Log[x] + x*Log[x])), x]/25000 + Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/(x*(-x + 5*Log[x] + x*Log[x])), x]/125000 - Defer[Int][E^(1/(400*x^4*(-x + (5 + x)*Log[x])))/((5 + x)*(-x + 5*Log[x] + x*Log[x])), x]/125000","F",0,0,0,0,-1,"{}"
8870,1,33,0,0.0197572,"\int \frac{1+\left(3+5 x^4\right) \log ^2(2)+\log ^2(2) \log \left(x^{1+\frac{1}{\log ^2(2)}}\right)}{\log ^2(2)} \, dx","Int[(1 + (3 + 5*x^4)*Log[2]^2 + Log[2]^2*Log[x^(1 + Log[2]^(-2))])/Log[2]^2,x]","x \log \left(x^{1+\frac{1}{\log ^2(2)}}\right)+x^5+3 x+\frac{x}{\log ^2(2)}-x \left(1+\frac{1}{\log ^2(2)}\right)","x \left(\log \left(x^{1+\frac{1}{\log ^2(2)}}\right)+x^4+2\right)",1,"3*x + x^5 - x*(1 + Log[2]^(-2)) + x/Log[2]^2 + x*Log[x^(1 + Log[2]^(-2))]","B",4,2,33,0.06061,1,"{12, 2295}"
8871,1,23,0,0.0066734,"\int e^{5-e} \left(-1+2 e^{-5+e} x\right) \, dx","Int[E^(5 - E)*(-1 + 2*E^(-5 + E)*x),x]","\frac{1}{4} e^{10-2 e} \left(1-2 e^{e-5} x\right)^2","x^2-e^{5-e} x+25",1,"(E^(10 - 2*E)*(1 - 2*E^(-5 + E)*x)^2)/4","A",1,1,18,0.05556,1,"{9}"
8872,0,0,0,4.7248864,"\int \exp \left(-78+56 x-13 x^2+x^3+e^x \left(-16+8 x-x^2\right)\right) \left(-55+82 x-29 x^2+3 x^3+e^3 \left(56-26 x+3 x^2\right)+e^x \left(8-14 x+7 x^2-x^3+e^3 \left(-8+6 x-x^2\right)\right)\right) \, dx","Int[E^(-78 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*(-55 + 82*x - 29*x^2 + 3*x^3 + E^3*(56 - 26*x + 3*x^2) + E^x*(8 - 14*x + 7*x^2 - x^3 + E^3*(-8 + 6*x - x^2))),x]","\int \exp \left(-78+56 x-13 x^2+x^3+e^x \left(-16+8 x-x^2\right)\right) \left(-55+82 x-29 x^2+3 x^3+e^3 \left(56-26 x+3 x^2\right)+e^x \left(8-14 x+7 x^2-x^3+e^3 \left(-8+6 x-x^2\right)\right)\right) \, dx","e^{2-(4-x) (x-4) \left(x-e^x-5\right)} \left(x+e^3-1\right)",1,"-55*Defer[Int][E^(-78 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2)), x] + 56*Defer[Int][E^(-75 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2)), x] + 8*(1 - E^3)*Defer[Int][E^(-78 + 57*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2)), x] + 82*Defer[Int][E^(-78 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x, x] - 26*Defer[Int][E^(-75 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x, x] - 2*(7 - 3*E^3)*Defer[Int][E^(-78 + 57*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x, x] - 29*Defer[Int][E^(-78 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x^2, x] + 3*Defer[Int][E^(-75 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x^2, x] + (7 - E^3)*Defer[Int][E^(-78 + 57*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x^2, x] + 3*Defer[Int][E^(-78 + 56*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x^3, x] - Defer[Int][E^(-78 + 57*x - 13*x^2 + x^3 + E^x*(-16 + 8*x - x^2))*x^3, x]","F",0,0,0,0,-1,"{}"
8873,1,27,0,0.0935999,"\int \frac{900+1194 x+1272 x^2+955 x^3+378 x^4+71 x^5+5 x^6}{144 x^2+168 x^3+73 x^4+14 x^5+x^6} \, dx","Int[(900 + 1194*x + 1272*x^2 + 955*x^3 + 378*x^4 + 71*x^5 + 5*x^6)/(144*x^2 + 168*x^3 + 73*x^4 + 14*x^5 + x^6),x]","5 x+\frac{1}{x+3}+\frac{25}{4 (x+4)}-\frac{25}{4 x}+\log (x)","5 (x+3)-\frac{25}{x (x+4)}+\frac{1}{x+3}+\log (x)+1",1,"-25/(4*x) + 5*x + (3 + x)^(-1) + 25/(4*(4 + x)) + Log[x]","A",2,1,57,0.01754,1,"{2074}"
8874,1,48,0,0.76843,"\int \frac{\left(1+e^x+x\right) \log (x)+\left(-1-e^x-x+\left(1+2 x+e^x (1+x)\right) \log (x)\right) \log (x \log (4))}{8 \log ^2(x)} \, dx","Int[((1 + E^x + x)*Log[x] + (-1 - E^x - x + (1 + 2*x + E^x*(1 + x))*Log[x])*Log[x*Log[4]])/(8*Log[x]^2),x]","\frac{x^2 \log (x \log (4))}{8 \log (x)}+\frac{e^x x \log (x \log (4))}{8 \log (x)}+\frac{x \log (x \log (4))}{8 \log (x)}","\frac{x \left(x+e^x+1\right) \log (x \log (4))}{8 \log (x)}",1,"(x*Log[x*Log[4]])/(8*Log[x]) + (E^x*x*Log[x*Log[4]])/(8*Log[x]) + (x^2*Log[x*Log[4]])/(8*Log[x])","B",29,15,49,0.3061,1,"{12, 6742, 2288, 6688, 2330, 2298, 2309, 2178, 2320, 2297, 2361, 6496, 2306, 2366, 6482}"
8875,1,16,0,0.0563858,"\int \frac{-10+5 \log (3)+e^{e^x+x} (-10+5 \log (3))}{e^{e^x}+x} \, dx","Int[(-10 + 5*Log[3] + E^(E^x + x)*(-10 + 5*Log[3]))/(E^E^x + x),x]","-5 (2-\log (3)) \log \left(x+e^{e^x}\right)","(5 \log (3)-10) \left(\log \left(\frac{1}{3} e^5 \left(x+e^{e^x}\right)\right)+2\right)",1,"-5*(2 - Log[3])*Log[E^E^x + x]","A",1,1,30,0.03333,1,"{6684}"
8876,1,31,0,0.0242574,"\int \frac{1}{3} \left(-3+3 e^x+8 x+7 x \log (x)+x \log ^2(x)\right) \, dx","Int[(-3 + 3*E^x + 8*x + 7*x*Log[x] + x*Log[x]^2)/3,x]","\frac{5 x^2}{6}+\frac{1}{6} x^2 \log ^2(x)+x^2 \log (x)-x+e^x","-x+e^x+\frac{1}{6} x (\log (x)+5) (x+x \log (x))-1",1,"E^x - x + (5*x^2)/6 + x^2*Log[x] + (x^2*Log[x]^2)/6","A",6,4,25,0.1600,1,"{12, 2194, 2304, 2305}"
8877,0,0,0,2.0858594,"\int \frac{4-12 x+e^x (8+4 x)+8 \log (x)}{e^{2 x} x^3-2 e^x x^4+x^5+\left(2 e^x x^3-2 x^4\right) \log (x)+x^3 \log ^2(x)} \, dx","Int[(4 - 12*x + E^x*(8 + 4*x) + 8*Log[x])/(E^(2*x)*x^3 - 2*E^x*x^4 + x^5 + (2*E^x*x^3 - 2*x^4)*Log[x] + x^3*Log[x]^2),x]","\int \frac{4-12 x+e^x (8+4 x)+8 \log (x)}{e^{2 x} x^3-2 e^x x^4+x^5+\left(2 e^x x^3-2 x^4\right) \log (x)+x^3 \log ^2(x)} \, dx","\frac{4}{x^2 \left(x-e^x-\log (x)\right)}",1,"4*Defer[Int][1/(x^3*(-E^x + x - Log[x])^2), x] - 4*Defer[Int][1/(x^2*(-E^x + x - Log[x])^2), x] + 4*Defer[Int][1/(x*(-E^x + x - Log[x])^2), x] - 8*Defer[Int][1/(x^3*(-E^x + x - Log[x])), x] - 4*Defer[Int][1/(x^2*(-E^x + x - Log[x])), x] - 4*Defer[Int][Log[x]/(x^2*(-E^x + x - Log[x])^2), x]","F",0,0,0,0,-1,"{}"
8878,1,37,0,1.4094691,"\int \frac{100-20 e^3-15 x+8 x^2+e^x (10+5 x)+\left(50-10 e^3+5 e^x-5 x+2 x^2\right) \log \left(\frac{50-10 e^3+5 e^x-5 x+2 x^2}{2 x}\right)}{50-10 e^3+5 e^x-5 x+2 x^2} \, dx","Int[(100 - 20*E^3 - 15*x + 8*x^2 + E^x*(10 + 5*x) + (50 - 10*E^3 + 5*E^x - 5*x + 2*x^2)*Log[(50 - 10*E^3 + 5*E^x - 5*x + 2*x^2)/(2*x)])/(50 - 10*E^3 + 5*E^x - 5*x + 2*x^2),x]","x \log \left(\frac{2 x^2-5 x+5 e^x+10 \left(5-e^3\right)}{2 x}\right)+3 x","x+x \left(\log \left(x+\frac{5 \left(-x+\frac{1}{2} \left(x+e^x\right)-e^3+5\right)}{x}\right)+2\right)",1,"3*x + x*Log[(5*E^x + 10*(5 - E^3) - 5*x + 2*x^2)/(2*x)]","A",10,3,96,0.03125,1,"{6741, 6742, 2548}"
8879,1,28,0,7.404922,"\int \frac{-37500000+53750000 x-32000000 x^2+9800000 x^3-1400000 x^4-28000 x^5+44800 x^6-7360 x^7+544 x^8-16 x^9+\left(-3125000 x+3750000 x^2-1750000 x^3+350000 x^4-14000 x^6+2800 x^7-240 x^8+8 x^9+\left(-3125000+3750000 x-1750000 x^2+350000 x^3-14000 x^5+2800 x^6-240 x^7+8 x^8\right) \log (5+x)\right) \log \left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(9000000-9300000 x+3600000 x^2-540000 x^3-24000 x^4+18720 x^5-2304 x^6+96 x^7\right) \log ^2\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(750000 x-600000 x^2+150000 x^3-6000 x^5+960 x^6-48 x^7+\left(750000-600000 x+150000 x^2-6000 x^4+960 x^5-48 x^6\right) \log (5+x)\right) \log ^3\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(-720000+456000 x-76800 x^2-5760 x^3+2688 x^4-192 x^5\right) \log ^4\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(-60000 x+24000 x^2-960 x^4+96 x^5+\left(-60000+24000 x-960 x^3+96 x^4\right) \log (5+x)\right) \log ^5\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(19200-4480 x-512 x^2+128 x^3\right) \log ^6\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)+\left(1600 x-64 x^3+\left(1600-64 x^2\right) \log (5+x)\right) \log ^7\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)}{\left(5 x+x^2+(5+x) \log (5+x)\right) \log ^9\left(\frac{1}{4} \left(x^2+2 x \log (5+x)+\log ^2(5+x)\right)\right)} \, dx","Int[(-37500000 + 53750000*x - 32000000*x^2 + 9800000*x^3 - 1400000*x^4 - 28000*x^5 + 44800*x^6 - 7360*x^7 + 544*x^8 - 16*x^9 + (-3125000*x + 3750000*x^2 - 1750000*x^3 + 350000*x^4 - 14000*x^6 + 2800*x^7 - 240*x^8 + 8*x^9 + (-3125000 + 3750000*x - 1750000*x^2 + 350000*x^3 - 14000*x^5 + 2800*x^6 - 240*x^7 + 8*x^8)*Log[5 + x])*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4] + (9000000 - 9300000*x + 3600000*x^2 - 540000*x^3 - 24000*x^4 + 18720*x^5 - 2304*x^6 + 96*x^7)*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^2 + (750000*x - 600000*x^2 + 150000*x^3 - 6000*x^5 + 960*x^6 - 48*x^7 + (750000 - 600000*x + 150000*x^2 - 6000*x^4 + 960*x^5 - 48*x^6)*Log[5 + x])*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^3 + (-720000 + 456000*x - 76800*x^2 - 5760*x^3 + 2688*x^4 - 192*x^5)*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^4 + (-60000*x + 24000*x^2 - 960*x^4 + 96*x^5 + (-60000 + 24000*x - 960*x^3 + 96*x^4)*Log[5 + x])*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^5 + (19200 - 4480*x - 512*x^2 + 128*x^3)*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^6 + (1600*x - 64*x^3 + (1600 - 64*x^2)*Log[5 + x])*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^7)/((5*x + x^2 + (5 + x)*Log[5 + x])*Log[(x^2 + 2*x*Log[5 + x] + Log[5 + x]^2)/4]^9),x]","\left(2-\frac{(5-x)^2}{\log ^2\left(\frac{1}{4} (x+\log (x+5))^2\right)}\right)^4","\left(2-\frac{(x-5)^2}{\log ^2\left(\frac{1}{4} (x+\log (x+5))^2\right)}\right)^4",1,"(2 - (5 - x)^2/Log[(x + Log[5 + x])^2/4]^2)^4","A",4,4,533,0.007505,1,"{6688, 12, 6712, 32}"
8880,1,11,0,0.0082873,"\int \left(e^4 x \log (4)+2 e^4 x \log (4) \log (x)\right) \, dx","Int[E^4*x*Log[4] + 2*E^4*x*Log[4]*Log[x],x]","e^4 x^2 \log (4) \log (x)","e^4 x^2 \log (4) \log (x)+\frac{9}{5}",1,"E^4*x^2*Log[4]*Log[x]","A",2,1,18,0.05556,1,"{2304}"
8881,0,0,0,1.2474762,"\int \frac{-1600 e^{4 x}+\left(-160 x-200 e^{4 x} x\right) \log (x)+\left(-160 x+e^{4 x} \left(-200 x+400 x^2\right)\right) \log ^2(x)}{16+40 e^{4 x}+25 e^{8 x}} \, dx","Int[(-1600*E^(4*x) + (-160*x - 200*E^(4*x)*x)*Log[x] + (-160*x + E^(4*x)*(-200*x + 400*x^2))*Log[x]^2)/(16 + 40*E^(4*x) + 25*E^(8*x)),x]","\int \frac{-1600 e^{4 x}+\left(-160 x-200 e^{4 x} x\right) \log (x)+\left(-160 x+e^{4 x} \left(-200 x+400 x^2\right)\right) \log ^2(x)}{16+40 e^{4 x}+25 e^{8 x}} \, dx","\frac{4 \left(4-x^2 \log ^2(x)\right)}{e^{4 x}+\frac{4}{5}}",1,"80/(4 + 5*E^(4*x)) - 40*Defer[Int][(x*Log[x])/(4 + 5*E^(4*x)), x] - 40*Defer[Int][(x*Log[x]^2)/(4 + 5*E^(4*x)), x] - 320*Defer[Int][(x^2*Log[x]^2)/(4 + 5*E^(4*x))^2, x] + 80*Defer[Int][(x^2*Log[x]^2)/(4 + 5*E^(4*x)), x]","F",0,0,0,0,-1,"{}"
8882,0,0,0,5.8703978,"\int \frac{e^{5+e^{2 x}} \left(6+e^{16+x} \left(-9+9 x-18 e^{2 x} x\right)+e^{16+x} \left(3-3 x+6 e^{2 x} x\right) \log \left(x^2\right)\right)+e^{5+e^{2 x}} \left(9+18 e^{2 x} x+\left(-3-6 e^{2 x} x\right) \log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)}{-3 e^{32+2 x}+e^{32+2 x} \log \left(x^2\right)+\left(6 e^{16+x}-2 e^{16+x} \log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)+\left(-3+\log \left(x^2\right)\right) \log ^2\left(3-\log \left(x^2\right)\right)} \, dx","Int[(E^(5 + E^(2*x))*(6 + E^(16 + x)*(-9 + 9*x - 18*E^(2*x)*x) + E^(16 + x)*(3 - 3*x + 6*E^(2*x)*x)*Log[x^2]) + E^(5 + E^(2*x))*(9 + 18*E^(2*x)*x + (-3 - 6*E^(2*x)*x)*Log[x^2])*Log[3 - Log[x^2]])/(-3*E^(32 + 2*x) + E^(32 + 2*x)*Log[x^2] + (6*E^(16 + x) - 2*E^(16 + x)*Log[x^2])*Log[3 - Log[x^2]] + (-3 + Log[x^2])*Log[3 - Log[x^2]]^2),x]","\int \frac{e^{5+e^{2 x}} \left(6+e^{16+x} \left(-9+9 x-18 e^{2 x} x\right)+e^{16+x} \left(3-3 x+6 e^{2 x} x\right) \log \left(x^2\right)\right)+e^{5+e^{2 x}} \left(9+18 e^{2 x} x+\left(-3-6 e^{2 x} x\right) \log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)}{-3 e^{32+2 x}+e^{32+2 x} \log \left(x^2\right)+\left(6 e^{16+x}-2 e^{16+x} \log \left(x^2\right)\right) \log \left(3-\log \left(x^2\right)\right)+\left(-3+\log \left(x^2\right)\right) \log ^2\left(3-\log \left(x^2\right)\right)} \, dx","\frac{3 e^{e^{2 x}+5} x}{e^{x+16}-\log \left(3-\log \left(x^2\right)\right)}",1,"6*Defer[Int][E^(-11 + E^(2*x) + x)*x, x] + 6*Defer[Int][E^(5 + E^(2*x))/((-3 + Log[x^2])*(E^(16 + x) - Log[3 - Log[x^2]])^2), x] + 3*Defer[Int][E^(5 + E^(2*x))/(E^(16 + x) - Log[3 - Log[x^2]]), x] - 3*Defer[Int][(E^(5 + E^(2*x))*x)/(E^(16 + x) - Log[3 - Log[x^2]]), x] + 6*Defer[Int][E^(-27 + E^(2*x))*x*Log[3 - Log[x^2]], x] + 9*Defer[Int][(E^(5 + E^(2*x))*x*Log[3 - Log[x^2]])/((-3 + Log[x^2])*(E^(16 + x) - Log[3 - Log[x^2]])^2), x] - 3*Defer[Int][(E^(5 + E^(2*x))*x*Log[x^2]*Log[3 - Log[x^2]])/((-3 + Log[x^2])*(E^(16 + x) - Log[3 - Log[x^2]])^2), x] - 6*Defer[Int][(E^E^(2*x)*x*Log[3 - Log[x^2]]^2)/(-E^(43 + x) + E^27*Log[3 - Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
8883,1,42,0,0.0489108,"\int \frac{4 x^2-2 x^3-2 x^5+e^{17} \left(-4+6 x+10 x^2-8 x^3-6 x^5+2 x^6\right)}{e^{17} x^5} \, dx","Int[(4*x^2 - 2*x^3 - 2*x^5 + E^17*(-4 + 6*x + 10*x^2 - 8*x^3 - 6*x^5 + 2*x^6))/(E^17*x^5),x]","\frac{1}{x^4}-\frac{2}{x^3}+x^2-\frac{5+\frac{2}{e^{17}}}{x^2}-2 \left(3+\frac{1}{e^{17}}\right) x+\frac{2 \left(4+\frac{1}{e^{17}}\right)}{x}","\left(\frac{1-x}{x^2}+x-\frac{1}{e^{17}}-3\right)^2",1,"x^(-4) - 2/x^3 - (5 + 2/E^17)/x^2 + (2*(4 + E^(-17)))/x - 2*(3 + E^(-17))*x + x^2","B",3,2,52,0.03846,1,"{12, 14}"
8884,0,0,0,3.8495029,"\int \frac{-128 x^2+160 x^3-32 x^4+e^5 \left(-640 x+128 x^2\right)+\left(-640 x+128 x^2\right) \log (-5+x)}{-320 x^3-176 x^4-12 x^5+7 x^6+x^7+e^{15} (-320+64 x)+e^{10} \left(-960 x-48 x^2+48 x^3\right)+e^5 \left(-960 x^2-288 x^3+36 x^4+12 x^5\right)+\left(-240 x^3-72 x^4+9 x^5+3 x^6+e^{10} \left(-240 x+48 x^2\right)+e^5 \left(-480 x^2-24 x^3+24 x^4\right)\right) \log (2)+\left(-60 x^3-3 x^4+3 x^5+e^5 \left(-60 x^2+12 x^3\right)\right) \log ^2(2)+\left(-5 x^3+x^4\right) \log ^3(2)+\left(-240 x^3-72 x^4+9 x^5+3 x^6+e^{10} \left(-240 x+48 x^2\right)+e^5 \left(-480 x^2-24 x^3+24 x^4\right)+\left(-120 x^3-6 x^4+6 x^5+e^5 \left(-120 x^2+24 x^3\right)\right) \log (2)+\left(-15 x^3+3 x^4\right) \log ^2(2)\right) \log (3)+\left(-60 x^3-3 x^4+3 x^5+e^5 \left(-60 x^2+12 x^3\right)+\left(-15 x^3+3 x^4\right) \log (2)\right) \log ^2(3)+\left(-5 x^3+x^4\right) \log ^3(3)+\left(-960 x^2-288 x^3+36 x^4+12 x^5+e^{10} (-960+192 x)+e^5 \left(-1920 x-96 x^2+96 x^3\right)+\left(-480 x^2-24 x^3+24 x^4+e^5 \left(-480 x+96 x^2\right)\right) \log (2)+\left(-60 x^2+12 x^3\right) \log ^2(2)+\left(-480 x^2-24 x^3+24 x^4+e^5 \left(-480 x+96 x^2\right)+\left(-120 x^2+24 x^3\right) \log (2)\right) \log (3)+\left(-60 x^2+12 x^3\right) \log ^2(3)\right) \log (-5+x)+\left(-960 x-48 x^2+48 x^3+e^5 (-960+192 x)+\left(-240 x+48 x^2\right) \log (2)+\left(-240 x+48 x^2\right) \log (3)\right) \log ^2(-5+x)+(-320+64 x) \log ^3(-5+x)} \, dx","Int[(-128*x^2 + 160*x^3 - 32*x^4 + E^5*(-640*x + 128*x^2) + (-640*x + 128*x^2)*Log[-5 + x])/(-320*x^3 - 176*x^4 - 12*x^5 + 7*x^6 + x^7 + E^15*(-320 + 64*x) + E^10*(-960*x - 48*x^2 + 48*x^3) + E^5*(-960*x^2 - 288*x^3 + 36*x^4 + 12*x^5) + (-240*x^3 - 72*x^4 + 9*x^5 + 3*x^6 + E^10*(-240*x + 48*x^2) + E^5*(-480*x^2 - 24*x^3 + 24*x^4))*Log[2] + (-60*x^3 - 3*x^4 + 3*x^5 + E^5*(-60*x^2 + 12*x^3))*Log[2]^2 + (-5*x^3 + x^4)*Log[2]^3 + (-240*x^3 - 72*x^4 + 9*x^5 + 3*x^6 + E^10*(-240*x + 48*x^2) + E^5*(-480*x^2 - 24*x^3 + 24*x^4) + (-120*x^3 - 6*x^4 + 6*x^5 + E^5*(-120*x^2 + 24*x^3))*Log[2] + (-15*x^3 + 3*x^4)*Log[2]^2)*Log[3] + (-60*x^3 - 3*x^4 + 3*x^5 + E^5*(-60*x^2 + 12*x^3) + (-15*x^3 + 3*x^4)*Log[2])*Log[3]^2 + (-5*x^3 + x^4)*Log[3]^3 + (-960*x^2 - 288*x^3 + 36*x^4 + 12*x^5 + E^10*(-960 + 192*x) + E^5*(-1920*x - 96*x^2 + 96*x^3) + (-480*x^2 - 24*x^3 + 24*x^4 + E^5*(-480*x + 96*x^2))*Log[2] + (-60*x^2 + 12*x^3)*Log[2]^2 + (-480*x^2 - 24*x^3 + 24*x^4 + E^5*(-480*x + 96*x^2) + (-120*x^2 + 24*x^3)*Log[2])*Log[3] + (-60*x^2 + 12*x^3)*Log[3]^2)*Log[-5 + x] + (-960*x - 48*x^2 + 48*x^3 + E^5*(-960 + 192*x) + (-240*x + 48*x^2)*Log[2] + (-240*x + 48*x^2)*Log[3])*Log[-5 + x]^2 + (-320 + 64*x)*Log[-5 + x]^3),x]","\int \frac{-128 x^2+160 x^3-32 x^4+e^5 \left(-640 x+128 x^2\right)+\left(-640 x+128 x^2\right) \log (-5+x)}{-320 x^3-176 x^4-12 x^5+7 x^6+x^7+e^{15} (-320+64 x)+e^{10} \left(-960 x-48 x^2+48 x^3\right)+e^5 \left(-960 x^2-288 x^3+36 x^4+12 x^5\right)+\left(-240 x^3-72 x^4+9 x^5+3 x^6+e^{10} \left(-240 x+48 x^2\right)+e^5 \left(-480 x^2-24 x^3+24 x^4\right)\right) \log (2)+\left(-60 x^3-3 x^4+3 x^5+e^5 \left(-60 x^2+12 x^3\right)\right) \log ^2(2)+\left(-5 x^3+x^4\right) \log ^3(2)+\left(-240 x^3-72 x^4+9 x^5+3 x^6+e^{10} \left(-240 x+48 x^2\right)+e^5 \left(-480 x^2-24 x^3+24 x^4\right)+\left(-120 x^3-6 x^4+6 x^5+e^5 \left(-120 x^2+24 x^3\right)\right) \log (2)+\left(-15 x^3+3 x^4\right) \log ^2(2)\right) \log (3)+\left(-60 x^3-3 x^4+3 x^5+e^5 \left(-60 x^2+12 x^3\right)+\left(-15 x^3+3 x^4\right) \log (2)\right) \log ^2(3)+\left(-5 x^3+x^4\right) \log ^3(3)+\left(-960 x^2-288 x^3+36 x^4+12 x^5+e^{10} (-960+192 x)+e^5 \left(-1920 x-96 x^2+96 x^3\right)+\left(-480 x^2-24 x^3+24 x^4+e^5 \left(-480 x+96 x^2\right)\right) \log (2)+\left(-60 x^2+12 x^3\right) \log ^2(2)+\left(-480 x^2-24 x^3+24 x^4+e^5 \left(-480 x+96 x^2\right)+\left(-120 x^2+24 x^3\right) \log (2)\right) \log (3)+\left(-60 x^2+12 x^3\right) \log ^2(3)\right) \log (-5+x)+\left(-960 x-48 x^2+48 x^3+e^5 (-960+192 x)+\left(-240 x+48 x^2\right) \log (2)+\left(-240 x+48 x^2\right) \log (3)\right) \log ^2(-5+x)+(-320+64 x) \log ^3(-5+x)} \, dx","\frac{1}{\left(\frac{1}{4} (x+\log (3)+\log (2))+\frac{x+\log (x-5)+e^5}{x}\right)^2}",1,"640*Defer[Int][(-4*E^5 - x*(4 + x + Log[6]) - 4*Log[-5 + x])^(-3), x] + 128*Defer[Int][x/(-4*E^5 - x*(4 + x + Log[6]) - 4*Log[-5 + x])^3, x] + 64*Defer[Int][x^3/(-4*E^5 - x*(4 + x + Log[6]) - 4*Log[-5 + x])^3, x] + 3200*Defer[Int][1/((5 - x)*(4*E^5 + x^2 + 4*x*(1 + Log[6]/4) + 4*Log[-5 + x])^3), x] - 32*(4 + Log[6])*Defer[Int][x^2/(4*E^5 + x^2 + 4*x*(1 + Log[6]/4) + 4*Log[-5 + x])^3, x] + 32*Defer[Int][x/(4*E^5 + x^2 + 4*x*(1 + Log[6]/4) + 4*Log[-5 + x])^2, x]","F",0,0,0,0,-1,"{}"
8885,1,80,0,0.0389243,"\int \frac{1}{25} \left(25+\left(900+1050 x+450 x^2+100 x^3+\left(60+60 x+30 x^2\right) \log (2)+2 x \log ^2(2)\right) \log ^2(9)\right) \, dx","Int[(25 + (900 + 1050*x + 450*x^2 + 100*x^3 + (60 + 60*x + 30*x^2)*Log[2] + 2*x*Log[2]^2)*Log[9]^2)/25,x]","x^4 \log ^2(9)+\frac{2}{5} x^3 \log (2) \log ^2(9)+6 x^3 \log ^2(9)+\frac{1}{25} x^2 \left(525+\log ^2(2)\right) \log ^2(9)+\frac{6}{5} x^2 \log (2) \log ^2(9)+x+\frac{12}{5} x \log (2) \log ^2(9)+36 x \log ^2(9)","x^2 \log ^2(9) \left(x+\frac{3 (x+2)}{x}+\frac{\log (2)}{5}\right)^2+x",1,"x + 36*x*Log[9]^2 + 6*x^3*Log[9]^2 + x^4*Log[9]^2 + (12*x*Log[2]*Log[9]^2)/5 + (6*x^2*Log[2]*Log[9]^2)/5 + (2*x^3*Log[2]*Log[9]^2)/5 + (x^2*(525 + Log[2]^2)*Log[9]^2)/25","B",5,2,46,0.04348,1,"{12, 6}"
8886,1,26,0,0.095871,"\int \frac{-12-36 x^4+e^2 \left(-18 x-6 x^2+18 x^5-18 x^6\right)}{e^2 \left(x^2+3 x^6\right)} \, dx","Int[(-12 - 36*x^4 + E^2*(-18*x - 6*x^2 + 18*x^5 - 18*x^6))/(E^2*(x^2 + 3*x^6)),x]","6 \log \left(3 x^4+1\right)-6 x+\frac{12}{e^2 x}-18 \log (x)","6 \left(\log \left(\frac{1}{3 x^3}+x\right)-x+\frac{2}{e^2 x}\right)",1,"12/(E^2*x) - 6*x - 18*Log[x] + 6*Log[1 + 3*x^4]","A",10,7,45,0.1556,1,"{12, 1593, 1833, 446, 72, 1586, 14}"
8887,1,90,0,0.279299,"\int \frac{8 e^{2 x} x+12 x^2+e^x \left(-8 x-8 x^2\right)+\left(-10+6 x^2+e^{2 x} (-2+8 x)+e^x \left(-4 x-8 x^2\right)\right) \log (x)+\left(-5+x^2-2 e^x x^2+e^{2 x} (-1+2 x)\right) \log ^2(x)}{x^2} \, dx","Int[(8*E^(2*x)*x + 12*x^2 + E^x*(-8*x - 8*x^2) + (-10 + 6*x^2 + E^(2*x)*(-2 + 8*x) + E^x*(-4*x - 8*x^2))*Log[x] + (-5 + x^2 - 2*E^x*x^2 + E^(2*x)*(-1 + 2*x))*Log[x]^2)/x^2,x]","\frac{e^{2 x} (\log (x)+2) (2 x+x \log (x))}{x^2}+8 x+\frac{20}{x}+x \log ^2(x)+\frac{5 \log ^2(x)}{x}-2 x \log (x)+2 \left(3 x+\frac{5}{x}\right) \log (x)+\frac{10 \log (x)}{x}-\frac{2 e^x (\log (x)+2) (2 x+x \log (x))}{x}","4 x+\frac{x+\left(\left(e^x-x\right)^2+5\right) (\log (x)+2)^2}{x}",1,"20/x + 8*x + (10*Log[x])/x - 2*x*Log[x] + 2*(5/x + 3*x)*Log[x] + (5*Log[x]^2)/x + x*Log[x]^2 + (E^(2*x)*(2 + Log[x])*(2*x + x*Log[x]))/x^2 - (2*E^x*(2 + Log[x])*(2*x + x*Log[x]))/x","B",14,8,94,0.08511,1,"{14, 2288, 2334, 2353, 2296, 2295, 2305, 2304}"
8888,1,77,0,0.1039594,"\int \frac{1}{3} \left(3+e^{-e^{3/x} x+x^2} \left(1+e^{3/x} (3-x)+2 x^2\right)-\log (x)\right) \, dx","Int[(3 + E^(-(E^(3/x)*x) + x^2)*(1 + E^(3/x)*(3 - x) + 2*x^2) - Log[x])/3,x]","-\frac{e^{x^2-e^{3/x} x} \left(2 x^2+e^{3/x} (3-x)\right)}{3 \left(-2 x+e^{3/x}-\frac{3 e^{3/x}}{x}\right)}+\frac{4 x}{3}-\frac{1}{3} x \log (x)","x+\frac{1}{3} \left(\left(e^{x \left(x-e^{3/x}\right)}+2\right) x-x-x \log (x)\right)",1,"(4*x)/3 - (E^(-(E^(3/x)*x) + x^2)*(E^(3/x)*(3 - x) + 2*x^2))/(3*(E^(3/x) - (3*E^(3/x))/x - 2*x)) - (x*Log[x])/3","B",4,3,47,0.06383,1,"{12, 2288, 2295}"
8889,0,0,0,0.5708824,"\int \frac{-12-4 x-3 x^2+e^{5 x} (2+13 x)}{-4+e^{5 x} x-x^2} \, dx","Int[(-12 - 4*x - 3*x^2 + E^(5*x)*(2 + 13*x))/(-4 + E^(5*x)*x - x^2),x]","\int \frac{-12-4 x-3 x^2+e^{5 x} (2+13 x)}{-4+e^{5 x} x-x^2} \, dx","x+2 \left(x+\log \left(x \left(x-e^{5 x}\right)+4\right)\right)-4+\log (3)",1,"13*x + 2*Log[x] + 40*Defer[Int][(-4 + E^(5*x)*x - x^2)^(-1), x] - 8*Defer[Int][1/(x*(4 - E^(5*x)*x + x^2)), x] + 2*Defer[Int][x/(4 - E^(5*x)*x + x^2), x] - 10*Defer[Int][x^2/(4 - E^(5*x)*x + x^2), x]","F",0,0,0,0,-1,"{}"
8890,0,0,0,11.2073384,"\int \frac{e^x \left(-304+152 x^2-19 x^4+e^2 \left(-304+152 x^2-19 x^4\right)\right)+e^{2 x} \left(28-5 x^2+x^4+e^2 \left(28-5 x^2+x^4\right)\right)}{5776-2888 x^2+361 x^4+e^x \left(1064 x-418 x^3+38 x^5\right)+e^{2 x} \left(49 x^2-14 x^4+x^6\right)} \, dx","Int[(E^x*(-304 + 152*x^2 - 19*x^4 + E^2*(-304 + 152*x^2 - 19*x^4)) + E^(2*x)*(28 - 5*x^2 + x^4 + E^2*(28 - 5*x^2 + x^4)))/(5776 - 2888*x^2 + 361*x^4 + E^x*(1064*x - 418*x^3 + 38*x^5) + E^(2*x)*(49*x^2 - 14*x^4 + x^6)),x]","\int \frac{e^x \left(-304+152 x^2-19 x^4+e^2 \left(-304+152 x^2-19 x^4\right)\right)+e^{2 x} \left(28-5 x^2+x^4+e^2 \left(28-5 x^2+x^4\right)\right)}{5776-2888 x^2+361 x^4+e^x \left(1064 x-418 x^3+38 x^5\right)+e^{2 x} \left(49 x^2-14 x^4+x^6\right)} \, dx","\frac{1+e^2}{-\left(\left(2-\frac{3}{x^2-4}\right) x\right)+x-19 e^{-x}}",1,"-304*(1 + E^2)*Defer[Int][E^x/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2, x] + 171*(1 + E^2)*Defer[Int][E^x/((Sqrt[7] - x)*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2), x] - 304*(1 + E^2)*Defer[Int][E^x/(x*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2), x] + 38*(1 + E^2)*Defer[Int][(E^x*x)/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2, x] + 152*(1 + E^2)*Defer[Int][(E^x*x^2)/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2, x] - 19*(1 + E^2)*Defer[Int][(E^x*x^3)/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2, x] - 19*(1 + E^2)*Defer[Int][(E^x*x^4)/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2, x] - 171*(1 + E^2)*Defer[Int][E^x/((Sqrt[7] + x)*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)^2), x] - 3*(1 + E^2)*Defer[Int][E^x/((Sqrt[7] - x)*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)), x] - 4*(1 + E^2)*Defer[Int][E^x/(x*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)), x] + (1 + E^2)*Defer[Int][(E^x*x)/(-76 - 7*E^x*x + 19*x^2 + E^x*x^3), x] + 3*(1 + E^2)*Defer[Int][E^x/((Sqrt[7] + x)*(-76 - 7*E^x*x + 19*x^2 + E^x*x^3)), x]","F",0,0,0,0,-1,"{}"
8891,1,32,0,0.0315268,"\int \left(-1+e^{5+e (-1+x)+2 x} (2+e)+e^x (-1-x)-2 x\right) \, dx","Int[-1 + E^(5 + E*(-1 + x) + 2*x)*(2 + E) + E^x*(-1 - x) - 2*x,x]","-x^2-x+e^x+e^{(2+e) x-e+5}-e^x (x+1)","-\left(\left(x+e^x\right) x\right)-x+e^{-e (1-x)+2 x+5}",1,"E^x + E^(5 - E + (2 + E)*x) - x - x^2 - E^x*(1 + x)","A",5,3,30,0.1000,1,"{2227, 2194, 2176}"
8892,1,33,0,0.1310867,"\int \frac{8 x^5+e^8 \left(-48+8 x+16 x^2+2 x^3\right)+e^4 \left(192 x-80 x^3-8 x^4\right)}{-8 x^4+4 x^6+e^8 \left(-8+8 x+2 x^2-4 x^3+x^4\right)+e^4 \left(-16 x^2+8 x^3+8 x^4-4 x^5\right)} \, dx","Int[(8*x^5 + E^8*(-48 + 8*x + 16*x^2 + 2*x^3) + E^4*(192*x - 80*x^3 - 8*x^4))/(-8*x^4 + 4*x^6 + E^8*(-8 + 8*x + 2*x^2 - 4*x^3 + x^4) + E^4*(-16*x^2 + 8*x^3 + 8*x^4 - 4*x^5)),x]","\frac{24 e^4}{2 x^2-e^4 x+2 e^4}+\log \left(2-x^2\right)","\frac{12}{\frac{2}{x-\frac{2 x^2}{e^4}}-1}+\log \left(2-x^2\right)",1,"(24*E^4)/(2*E^4 - E^4*x + 2*x^2) + Log[2 - x^2]","A",4,3,104,0.02885,1,"{2074, 629, 260}"
8893,1,137,0,0.9376992,"\int \frac{4 e^5 x^2 \log ^2(x)+e^{\frac{3}{e^5 x^2 \log (x)}} \log \left(2+e^2\right) \left(6+12 \log (x)-4 e^5 x^2 \log ^2(x)\right)+e^{\frac{6}{e^5 x^2 \log (x)}} \log ^2\left(2+e^2\right) \left(-3-6 \log (x)+e^5 x^2 \log ^2(x)\right)}{2 e^5 x \log ^2\left(2+e^2\right) \log ^2(x)} \, dx","Int[(4*E^5*x^2*Log[x]^2 + E^(3/(E^5*x^2*Log[x]))*Log[2 + E^2]*(6 + 12*Log[x] - 4*E^5*x^2*Log[x]^2) + E^(6/(E^5*x^2*Log[x]))*Log[2 + E^2]^2*(-3 - 6*Log[x] + E^5*x^2*Log[x]^2))/(2*E^5*x*Log[2 + E^2]^2*Log[x]^2),x]","\frac{x^2}{\log ^2\left(2+e^2\right)}+\frac{e^{\frac{6}{e^5 x^2 \log (x)}-5} (2 \log (x)+1)}{4 x \left(\frac{1}{e^5 x^3 \log ^2(x)}+\frac{2}{e^5 x^3 \log (x)}\right) \log ^2(x)}-\frac{e^{\frac{3}{e^5 x^2 \log (x)}-5} (2 \log (x)+1)}{x \log \left(2+e^2\right) \left(\frac{1}{e^5 x^3 \log ^2(x)}+\frac{2}{e^5 x^3 \log (x)}\right) \log ^2(x)}","\left(\frac{x}{\log \left(2+e^2\right)}-\frac{1}{2} x e^{\frac{3}{e^5 x^2 \log (x)}}\right)^2",1,"x^2/Log[2 + E^2]^2 + (E^(-5 + 6/(E^5*x^2*Log[x]))*(1 + 2*Log[x]))/(4*x*(1/(E^5*x^3*Log[x]^2) + 2/(E^5*x^3*Log[x]))*Log[x]^2) - (E^(-5 + 3/(E^5*x^2*Log[x]))*(1 + 2*Log[x]))/(x*Log[2 + E^2]*(1/(E^5*x^3*Log[x]^2) + 2/(E^5*x^3*Log[x]))*Log[x]^2)","B",5,3,114,0.02632,1,"{12, 6742, 2288}"
8894,1,26,0,0.3967247,"\int \frac{-2916 e^{\frac{4 (3+x)}{-3+2 x}}+72 x^7-96 x^8+32 x^9+e^{\frac{3 (3+x)}{-3+2 x}} \left(1944 x-5508 x^2+864 x^3\right)+e^{\frac{2 (3+x)}{-3+2 x}} \left(1944 x^3-3564 x^4+864 x^5\right)+e^{\frac{3+x}{-3+2 x}} \left(648 x^5-972 x^6+288 x^7\right)}{729-972 x+324 x^2} \, dx","Int[(-2916*E^((4*(3 + x))/(-3 + 2*x)) + 72*x^7 - 96*x^8 + 32*x^9 + E^((3*(3 + x))/(-3 + 2*x))*(1944*x - 5508*x^2 + 864*x^3) + E^((2*(3 + x))/(-3 + 2*x))*(1944*x^3 - 3564*x^4 + 864*x^5) + E^((3 + x)/(-3 + 2*x))*(648*x^5 - 972*x^6 + 288*x^7))/(729 - 972*x + 324*x^2),x]","\frac{1}{81} \left(x^2+3 e^{-\frac{x+3}{3-2 x}}\right)^4","\left(\frac{x^2}{3}+e^{\frac{x+3}{2 x-3}}\right)^4",1,"(3/E^((3 + x)/(3 - 2*x)) + x^2)^4/81","A",5,4,135,0.02963,1,"{27, 12, 6688, 6686}"
8895,1,26,0,0.3112038,"\int \left(1+e^{-25+e^{-1-e^x+2 x}-9 x-x^2} \left(-9+e^{-1-e^x+2 x} \left(2-e^x\right)-2 x\right)\right) \, dx","Int[1 + E^(-25 + E^(-1 - E^x + 2*x) - 9*x - x^2)*(-9 + E^(-1 - E^x + 2*x)*(2 - E^x) - 2*x),x]","e^{-x^2-9 x+e^{2 x-e^x-1}-25}+x","x+e^{-(x+5)^2+e^{2 x-e^x-1}+x}",1,"E^(-25 + E^(-1 - E^x + 2*x) - 9*x - x^2) + x","A",2,1,52,0.01923,1,"{6706}"
8896,0,0,0,1.2087346,"\int \frac{e^{-3-x} \left(20-4 x+\left(56+2 x-4 x^2\right) \log (7+2 x)\right)}{\left(175-20 x-13 x^2+2 x^3\right) \log ^2(7+2 x)} \, dx","Int[(E^(-3 - x)*(20 - 4*x + (56 + 2*x - 4*x^2)*Log[7 + 2*x]))/((175 - 20*x - 13*x^2 + 2*x^3)*Log[7 + 2*x]^2),x]","\int \frac{e^{-3-x} \left(20-4 x+\left(56+2 x-4 x^2\right) \log (7+2 x)\right)}{\left(175-20 x-13 x^2+2 x^3\right) \log ^2(7+2 x)} \, dx","\frac{2 e^{-x-3}}{(x-5) \log (2 x+7)}",1,"(-4*Defer[Int][E^(-3 - x)/((-5 + x)*Log[7 + 2*x]^2), x])/17 + (8*Defer[Int][E^(-3 - x)/((7 + 2*x)*Log[7 + 2*x]^2), x])/17 - 2*Defer[Int][E^(-3 - x)/((-5 + x)^2*Log[7 + 2*x]), x] - 2*Defer[Int][E^(-3 - x)/((-5 + x)*Log[7 + 2*x]), x]","F",0,0,0,0,-1,"{}"
8897,-1,0,0,179.9997107,"\int \frac{\exp \left(-\frac{3025+6065 x+2856 x^2+58 x^3-174 x^4-3 x^5+9 x^6+x^7+\left(660+852 x+144 x^2-60 x^3-12 x^4\right) \log (4)+\left(-74-106 x-24 x^2+10 x^3+2 x^4\right) \log ^2(4)+(-12-12 x) \log ^3(4)+(1+x) \log ^4(4)}{3025+1760 x-184 x^2-238 x^3-16 x^4+8 x^5+x^6+\left(660+192 x-48 x^2-12 x^3\right) \log (4)+\left(-74-32 x+8 x^2+2 x^3\right) \log ^2(4)-12 \log ^3(4)+\log ^4(4)}\right) \left(-166375+91575 x+259580 x^2+126599 x^3+21533 x^4+3943 x^5+2515 x^6+625 x^7+17 x^8-11 x^9-x^{10}+\left(-54450+30450 x+50352 x^2+9612 x^3-2076 x^4-282 x^5+126 x^6+18 x^7\right) \log (4)+\left(3135-863 x-6232 x^2-1926 x^3+238 x^4+47 x^5-21 x^6-3 x^7\right) \log ^2(4)+\left(1764-1188 x-720 x^2+108 x^3+36 x^4\right) \log ^3(4)+\left(-57+9 x+60 x^2-9 x^3-3 x^4\right) \log ^4(4)+(-18+18 x) \log ^5(4)+(1-x) \log ^6(4)\right)}{-166375-145200 x-5940 x^2+26099 x^3+5712 x^4-1320 x^5-485 x^6+12 x^8+x^9+\left(-54450-31680 x+3312 x^2+4284 x^3+288 x^4-144 x^5-18 x^6\right) \log (4)+\left(3135+3552 x-120 x^2-606 x^3-48 x^4+24 x^5+3 x^6\right) \log ^2(4)+\left(1764+576 x-144 x^2-36 x^3\right) \log ^3(4)+\left(-57-48 x+12 x^2+3 x^3\right) \log ^4(4)-18 \log ^5(4)+\log ^6(4)} \, dx","Int[(-166375 + 91575*x + 259580*x^2 + 126599*x^3 + 21533*x^4 + 3943*x^5 + 2515*x^6 + 625*x^7 + 17*x^8 - 11*x^9 - x^10 + (-54450 + 30450*x + 50352*x^2 + 9612*x^3 - 2076*x^4 - 282*x^5 + 126*x^6 + 18*x^7)*Log[4] + (3135 - 863*x - 6232*x^2 - 1926*x^3 + 238*x^4 + 47*x^5 - 21*x^6 - 3*x^7)*Log[4]^2 + (1764 - 1188*x - 720*x^2 + 108*x^3 + 36*x^4)*Log[4]^3 + (-57 + 9*x + 60*x^2 - 9*x^3 - 3*x^4)*Log[4]^4 + (-18 + 18*x)*Log[4]^5 + (1 - x)*Log[4]^6)/(E^((3025 + 6065*x + 2856*x^2 + 58*x^3 - 174*x^4 - 3*x^5 + 9*x^6 + x^7 + (660 + 852*x + 144*x^2 - 60*x^3 - 12*x^4)*Log[4] + (-74 - 106*x - 24*x^2 + 10*x^3 + 2*x^4)*Log[4]^2 + (-12 - 12*x)*Log[4]^3 + (1 + x)*Log[4]^4)/(3025 + 1760*x - 184*x^2 - 238*x^3 - 16*x^4 + 8*x^5 + x^6 + (660 + 192*x - 48*x^2 - 12*x^3)*Log[4] + (-74 - 32*x + 8*x^2 + 2*x^3)*Log[4]^2 - 12*Log[4]^3 + Log[4]^4))*(-166375 - 145200*x - 5940*x^2 + 26099*x^3 + 5712*x^4 - 1320*x^5 - 485*x^6 + 12*x^8 + x^9 + (-54450 - 31680*x + 3312*x^2 + 4284*x^3 + 288*x^4 - 144*x^5 - 18*x^6)*Log[4] + (3135 + 3552*x - 120*x^2 - 606*x^3 - 48*x^4 + 24*x^5 + 3*x^6)*Log[4]^2 + (1764 + 576*x - 144*x^2 - 36*x^3)*Log[4]^3 + (-57 - 48*x + 12*x^2 + 3*x^3)*Log[4]^4 - 18*Log[4]^5 + Log[4]^6)),x]","\text{\$Aborted}","x \exp \left(-x-\frac{5 x}{\left(x+\frac{(3-\log (4))^2}{(x+4)^2}-4\right)^2}-1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
8898,1,303,0,0.2185027,"\int \frac{-3125000+30625000 x-124875000 x^2+269500000 x^3-319025000 x^4+183897000 x^5-22013600 x^6-14862680 x^7-2972536 x^9+880544 x^{10}+1471176 x^{11}+510440 x^{12}+86240 x^{13}+7992 x^{14}+392 x^{15}+8 x^{16}+\left(-15000 x^4+63000 x^5-82200 x^6+28560 x^7+5712 x^9+3288 x^{10}+504 x^{11}+24 x^{12}+e^5 \left(-5000 x^4+21000 x^5-27400 x^6+9520 x^7+1904 x^9+1096 x^{10}+168 x^{11}+8 x^{12}\right)\right) \log ^8(4)}{3 x^9 \log ^{16}(4)} \, dx","Int[(-3125000 + 30625000*x - 124875000*x^2 + 269500000*x^3 - 319025000*x^4 + 183897000*x^5 - 22013600*x^6 - 14862680*x^7 - 2972536*x^9 + 880544*x^10 + 1471176*x^11 + 510440*x^12 + 86240*x^13 + 7992*x^14 + 392*x^15 + 8*x^16 + (-15000*x^4 + 63000*x^5 - 82200*x^6 + 28560*x^7 + 5712*x^9 + 3288*x^10 + 504*x^11 + 24*x^12 + E^5*(-5000*x^4 + 21000*x^5 - 27400*x^6 + 9520*x^7 + 1904*x^9 + 1096*x^10 + 168*x^11 + 8*x^12))*Log[4]^8)/(3*x^9*Log[4]^16),x]","\frac{x^8}{3 \log ^{16}(4)}+\frac{390625}{3 x^8 \log ^{16}(4)}+\frac{56 x^7}{3 \log ^{16}(4)}-\frac{4375000}{3 x^7 \log ^{16}(4)}+\frac{444 x^6}{\log ^{16}(4)}+\frac{6937500}{x^6 \log ^{16}(4)}+\frac{17248 x^5}{3 \log ^{16}(4)}-\frac{53900000}{3 x^5 \log ^{16}(4)}+\frac{2 x^4 \left(63805+3 \log ^8(4)+e^5 \log ^8(4)\right)}{3 \log ^{16}(4)}+\frac{1250 \left(63805+3 \log ^8(4)+e^5 \log ^8(4)\right)}{3 x^4 \log ^{16}(4)}+\frac{56 x^3 \left(8757+3 \log ^8(4)+e^5 \log ^8(4)\right)}{3 \log ^{16}(4)}-\frac{7000 \left(8757+3 \log ^8(4)+e^5 \log ^8(4)\right)}{3 x^3 \log ^{16}(4)}+\frac{4 x^2 \left(110068+411 \log ^8(4)+137 e^5 \log ^8(4)\right)}{3 \log ^{16}(4)}+\frac{100 \left(110068+411 \log ^8(4)+137 e^5 \log ^8(4)\right)}{3 x^2 \log ^{16}(4)}-\frac{56 x \left(53081-102 \log ^8(4)-34 e^5 \log ^8(4)\right)}{3 \log ^{16}(4)}+\frac{280 \left(53081-102 \log ^8(4)-34 e^5 \log ^8(4)\right)}{3 x \log ^{16}(4)}","\frac{1}{3} \left(\frac{\left(-x+\frac{5}{x}-7\right)^4}{\log ^8(4)}+e^5+3\right)^2",1,"390625/(3*x^8*Log[4]^16) - 4375000/(3*x^7*Log[4]^16) + 6937500/(x^6*Log[4]^16) - 53900000/(3*x^5*Log[4]^16) + (17248*x^5)/(3*Log[4]^16) + (444*x^6)/Log[4]^16 + (56*x^7)/(3*Log[4]^16) + x^8/(3*Log[4]^16) + (280*(53081 - 102*Log[4]^8 - 34*E^5*Log[4]^8))/(3*x*Log[4]^16) - (56*x*(53081 - 102*Log[4]^8 - 34*E^5*Log[4]^8))/(3*Log[4]^16) - (7000*(8757 + 3*Log[4]^8 + E^5*Log[4]^8))/(3*x^3*Log[4]^16) + (56*x^3*(8757 + 3*Log[4]^8 + E^5*Log[4]^8))/(3*Log[4]^16) + (1250*(63805 + 3*Log[4]^8 + E^5*Log[4]^8))/(3*x^4*Log[4]^16) + (2*x^4*(63805 + 3*Log[4]^8 + E^5*Log[4]^8))/(3*Log[4]^16) + (100*(110068 + 411*Log[4]^8 + 137*E^5*Log[4]^8))/(3*x^2*Log[4]^16) + (4*x^2*(110068 + 411*Log[4]^8 + 137*E^5*Log[4]^8))/(3*Log[4]^16)","B",3,2,177,0.01130,1,"{12, 14}"
8899,1,35,0,0.2159509,"\int \frac{e^{-1+x} \left(e^{1-x} \left(1+x^3\right) \log (4)+\left(-6 x^3-6 x^4\right) \log (4)\right)}{x^3} \, dx","Int[(E^(-1 + x)*(E^(1 - x)*(1 + x^3)*Log[4] + (-6*x^3 - 6*x^4)*Log[4]))/x^3,x]","-\frac{\log (4)}{2 x^2}+x \log (4)+6 e^{x-1} \log (4)-6 e^{x-1} (x+1) \log (4)","\left(-\frac{1}{2 x^2}-6 e^{x-1} x+x\right) \log (4)-e^5",1,"6*E^(-1 + x)*Log[4] - Log[4]/(2*x^2) + x*Log[4] - 6*E^(-1 + x)*(1 + x)*Log[4]","A",5,4,39,0.1026,1,"{6688, 12, 2176, 2194}"
8900,1,16,0,0.7433607,"\int \frac{e^{\frac{x}{2+\log (-18-2 x+\log (4)+3 \log (25))}} (-36-2 x+2 \log (4)+6 \log (25)+(-18-2 x+\log (4)+3 \log (25)) \log (-18-2 x+\log (4)+3 \log (25)))}{-72-8 x+4 \log (4)+12 \log (25)+(-72-8 x+4 \log (4)+12 \log (25)) \log (-18-2 x+\log (4)+3 \log (25))+(-18-2 x+\log (4)+3 \log (25)) \log ^2(-18-2 x+\log (4)+3 \log (25))} \, dx","Int[(E^(x/(2 + Log[-18 - 2*x + Log[4] + 3*Log[25]]))*(-36 - 2*x + 2*Log[4] + 6*Log[25] + (-18 - 2*x + Log[4] + 3*Log[25])*Log[-18 - 2*x + Log[4] + 3*Log[25]]))/(-72 - 8*x + 4*Log[4] + 12*Log[25] + (-72 - 8*x + 4*Log[4] + 12*Log[25])*Log[-18 - 2*x + Log[4] + 3*Log[25]] + (-18 - 2*x + Log[4] + 3*Log[25])*Log[-18 - 2*x + Log[4] + 3*Log[25]]^2),x]","e^{\frac{x}{\log (-2 x-18+\log (62500))+2}}","e^{\frac{x}{\log (x-3 (x+7-\log (25))+3+\log (4))+2}}",1,"E^(x/(2 + Log[-18 - 2*x + Log[62500]]))","A",2,2,125,0.01600,1,"{6688, 6706}"
8901,0,0,0,0.6983891,"\int \frac{1-8 x-x^2+4 x^3+(-1+4 x) \log (1-4 x)}{-1+4 x-2 x^2+8 x^3-x^4+4 x^5+\left(2-8 x+2 x^2-8 x^3\right) \log (1-4 x)+(-1+4 x) \log ^2(1-4 x)} \, dx","Int[(1 - 8*x - x^2 + 4*x^3 + (-1 + 4*x)*Log[1 - 4*x])/(-1 + 4*x - 2*x^2 + 8*x^3 - x^4 + 4*x^5 + (2 - 8*x + 2*x^2 - 8*x^3)*Log[1 - 4*x] + (-1 + 4*x)*Log[1 - 4*x]^2),x]","\int \frac{1-8 x-x^2+4 x^3+(-1+4 x) \log (1-4 x)}{-1+4 x-2 x^2+8 x^3-x^4+4 x^5+\left(2-8 x+2 x^2-8 x^3\right) \log (1-4 x)+(-1+4 x) \log ^2(1-4 x)} \, dx","\frac{x}{-x^2+\log (1-4 x)-1}",1,"-Defer[Int][(1 + x^2 - Log[1 - 4*x])^(-2), x] + 2*Defer[Int][x^2/(1 + x^2 - Log[1 - 4*x])^2, x] - Defer[Int][1/((-1 + 4*x)*(1 + x^2 - Log[1 - 4*x])^2), x] + Defer[Int][(-1 - x^2 + Log[1 - 4*x])^(-1), x]","F",0,0,0,0,-1,"{}"
8902,0,0,0,0.1478225,"\int \frac{20 \log ^2(2)}{640 x+448 x^2+\left(480 x+336 x^2\right) \log \left(\frac{-10-7 x}{2 x}\right)+\left(120 x+84 x^2\right) \log ^2\left(\frac{-10-7 x}{2 x}\right)+\left(10 x+7 x^2\right) \log ^3\left(\frac{-10-7 x}{2 x}\right)} \, dx","Int[(20*Log[2]^2)/(640*x + 448*x^2 + (480*x + 336*x^2)*Log[(-10 - 7*x)/(2*x)] + (120*x + 84*x^2)*Log[(-10 - 7*x)/(2*x)]^2 + (10*x + 7*x^2)*Log[(-10 - 7*x)/(2*x)]^3),x]","\int \frac{20 \log ^2(2)}{640 x+448 x^2+\left(480 x+336 x^2\right) \log \left(\frac{-10-7 x}{2 x}\right)+\left(120 x+84 x^2\right) \log ^2\left(\frac{-10-7 x}{2 x}\right)+\left(10 x+7 x^2\right) \log ^3\left(\frac{-10-7 x}{2 x}\right)} \, dx","\frac{x+\frac{x \log ^2(2)}{\left(\log \left(\frac{3}{2}-\frac{5 (x+1)}{x}\right)+4\right)^2}}{x}",1,"2*Log[2]^2*Defer[Int][1/(x*(4 + Log[-7/2 - 5/x])^3), x] - 14*Log[2]^2*Defer[Int][1/((10 + 7*x)*(4 + Log[-7/2 - 5/x])^3), x]","F",0,0,0,0,-1,"{}"
8903,1,13,0,0.0148706,"\int \frac{-4+\left(-160-160 x-40 x^2\right) \log (2)}{4+4 x+x^2} \, dx","Int[(-4 + (-160 - 160*x - 40*x^2)*Log[2])/(4 + 4*x + x^2),x]","\frac{4}{x+2}-40 x \log (2)","4 \left(-\frac{x}{2 x+4}-10 x \log (2)-5+\log (5)\right)",1,"4/(2 + x) - 40*x*Log[2]","A",3,2,26,0.07692,1,"{27, 1850}"
8904,0,0,0,0.9892951,"\int \frac{27 e^{8 x}+e^{4 x} \left(64-256 x-144 x^2\right)}{9 e^{8 x}-24 e^{4 x} x+16 x^2} \, dx","Int[(27*E^(8*x) + E^(4*x)*(64 - 256*x - 144*x^2))/(9*E^(8*x) - 24*E^(4*x)*x + 16*x^2),x]","\int \frac{27 e^{8 x}+e^{4 x} \left(64-256 x-144 x^2\right)}{9 e^{8 x}-24 e^{4 x} x+16 x^2} \, dx","\frac{x+4 (2 x+4)}{3-4 e^{-4 x} x}",1,"-16/(3*(3*E^(4*x) - 4*x)) + (55*x)/(3*(3*E^(4*x) - 4*x)) + (12*x^2)/(3*E^(4*x) - 4*x) - (220*Defer[Int][x/(3*E^(4*x) - 4*x)^2, x])/3 - 24*Defer[Int][x/(3*E^(4*x) - 4*x), x] - 48*Defer[Int][x^2/(3*E^(4*x) - 4*x)^2, x] + (16*Defer[Subst][Defer[Int][(3*E^x - x)^(-2), x], x, 4*x])/3 - (55*Defer[Subst][Defer[Int][(3*E^x - x)^(-1), x], x, 4*x])/12 + (9*Defer[Subst][Defer[Int][E^x/(3*E^x - x), x], x, 4*x])/4","F",0,0,0,0,-1,"{}"
8905,1,3,0,0.0011062,"\int e^x \, dx","Int[E^x,x]","e^x","e^x-1",1,"E^x","A",1,1,3,0.3333,1,"{2194}"
8906,1,310,0,0.5376678,"\int \frac{-10+150 x+56 x^2-114 x^3-24 x^4+24 x^5+e^{x^2} \left(150 x+60 x^2-114 x^3-24 x^4+24 x^5\right)}{75+30 x-57 x^2-12 x^3+12 x^4} \, dx","Int[(-10 + 150*x + 56*x^2 - 114*x^3 - 24*x^4 + 24*x^5 + E^x^2*(150*x + 60*x^2 - 114*x^3 - 24*x^4 + 24*x^5))/(75 + 30*x - 57*x^2 - 12*x^3 + 12*x^4),x]","\frac{4 x^3}{41}-\frac{38 (x+10) x^2}{41 \left(-2 x^2+x+5\right)}+\frac{79 x^2}{41}+\frac{56 (x+10) x}{123 \left(-2 x^2+x+5\right)}+e^{x^2}+\frac{10 (1-4 x)}{123 \left(-2 x^2+x+5\right)}+\frac{50 (x+10)}{41 \left(-2 x^2+x+5\right)}+\frac{8 (x+10) x^4}{41 \left(-2 x^2+x+5\right)}-\frac{8 (x+10) x^3}{41 \left(-2 x^2+x+5\right)}-\frac{30 x}{41}-\frac{19 \left(1681-61 \sqrt{41}\right) \log \left(-4 x-\sqrt{41}+1\right)}{6724}-\frac{\left(1681-661 \sqrt{41}\right) \log \left(-4 x-\sqrt{41}+1\right)}{1681}+\frac{\left(38663-3203 \sqrt{41}\right) \log \left(-4 x-\sqrt{41}+1\right)}{6724}+\frac{\left(38663+3203 \sqrt{41}\right) \log \left(-4 x+\sqrt{41}+1\right)}{6724}-\frac{\left(1681+661 \sqrt{41}\right) \log \left(-4 x+\sqrt{41}+1\right)}{1681}-\frac{19 \left(1681+61 \sqrt{41}\right) \log \left(-4 x+\sqrt{41}+1\right)}{6724}+\frac{300 \tanh ^{-1}\left(\frac{1-4 x}{\sqrt{41}}\right)}{41 \sqrt{41}}","x^2+\frac{2 x}{3 \left(2 x^2-x-5\right)}+e^{x^2}-1",1,"E^x^2 - (30*x)/41 + (79*x^2)/41 + (4*x^3)/41 + (10*(1 - 4*x))/(123*(5 + x - 2*x^2)) + (50*(10 + x))/(41*(5 + x - 2*x^2)) + (56*x*(10 + x))/(123*(5 + x - 2*x^2)) - (38*x^2*(10 + x))/(41*(5 + x - 2*x^2)) - (8*x^3*(10 + x))/(41*(5 + x - 2*x^2)) + (8*x^4*(10 + x))/(41*(5 + x - 2*x^2)) + (300*ArcTanh[(1 - 4*x)/Sqrt[41]])/(41*Sqrt[41]) + ((38663 - 3203*Sqrt[41])*Log[1 - Sqrt[41] - 4*x])/6724 - ((1681 - 661*Sqrt[41])*Log[1 - Sqrt[41] - 4*x])/1681 - (19*(1681 - 61*Sqrt[41])*Log[1 - Sqrt[41] - 4*x])/6724 - (19*(1681 + 61*Sqrt[41])*Log[1 + Sqrt[41] - 4*x])/6724 - ((1681 + 661*Sqrt[41])*Log[1 + Sqrt[41] - 4*x])/1681 + ((38663 + 3203*Sqrt[41])*Log[1 + Sqrt[41] - 4*x])/6724","B",29,12,78,0.1538,1,"{6742, 2209, 614, 618, 206, 638, 722, 738, 773, 632, 31, 800}"
8907,1,34,0,0.3963598,"\int \frac{e^5 (25+25 x) \log (4)+25 e^5 \log (4) \log (x)+25 e^5 \log ^2(x)}{x^2 \log ^2(x)} \, dx","Int[(E^5*(25 + 25*x)*Log[4] + 25*E^5*Log[4]*Log[x] + 25*E^5*Log[x]^2)/(x^2*Log[x]^2),x]","-\frac{25 e^5}{x}-\frac{25 e^5 \log (4)}{\log (x)}-\frac{25 e^5 \log (4)}{x \log (x)}","\frac{25 e^5 (x+1) (\log (x)+\log (4))}{x (x-\log (x))-x^2}",1,"(-25*E^5)/x - (25*E^5*Log[4])/Log[x] - (25*E^5*Log[4])/(x*Log[x])","A",13,9,38,0.2368,1,"{6688, 12, 6742, 2353, 2306, 2309, 2178, 2302, 30}"
8908,1,303,0,0.5449965,"\int \frac{-65536+524288 x-595968 x^2+6672 x^3-17 x^4+e^3 \left(524288 x-6144 x^2+16 x^3\right)+\left(131072 x-132608 x^2+1540 x^3-4 x^4+e^3 \left(131072 x-1536 x^2+4 x^3\right)\right) \log \left(1+e^3-x\right)}{65536+65536 e^3-65536 x} \, dx","Int[(-65536 + 524288*x - 595968*x^2 + 6672*x^3 - 17*x^4 + E^3*(524288*x - 6144*x^2 + 16*x^3) + (131072*x - 132608*x^2 + 1540*x^3 - 4*x^4 + E^3*(131072*x - 1536*x^2 + 4*x^3))*Log[1 + E^3 - x])/(65536 + 65536*E^3 - 65536*x),x]","\frac{x^4}{16384}+\frac{x^4 \log \left(-x+e^3+1\right)}{65536}+\frac{\left(1+e^3\right) x^3}{12288}-\frac{e^3 x^3}{12288}-\frac{385 x^3}{12288}-\frac{1}{128} x^3 \log \left(-x+e^3+1\right)+\frac{\left(1+e^3\right)^2 x^2}{8192}-\frac{385 \left(1+e^3\right) x^2}{8192}+\frac{e^3 \left(383-e^3\right) x^2}{8192}+\frac{259 x^2}{64}+x^2 \log \left(-x+e^3+1\right)-\frac{e^3 \left(32385-382 e^3+e^6\right) x}{4096}+\frac{\left(1+e^3\right)^3 x}{4096}-\frac{385 \left(1+e^3\right)^2 x}{4096}+\frac{259}{32} \left(1+e^3\right) x-8 x-\frac{e^3 \left(32385+32003 e^3-381 e^6+e^9\right) \log \left(-x+e^3+1\right)}{4096}+\frac{\left(1+e^3\right)^4 \log \left(-x+e^3+1\right)}{4096}-\frac{385 \left(1+e^3\right)^3 \log \left(-x+e^3+1\right)}{4096}+\frac{259}{32} \left(1+e^3\right)^2 \log \left(-x+e^3+1\right)-8 \left(1+e^3\right) \log \left(-x+e^3+1\right)+\log \left(-x+e^3+1\right)","\left(\left(\frac{x^2}{256}-x\right)^2+1\right) \left(\log \left(-x+e^3+1\right)+4\right)",1,"-8*x + (259*(1 + E^3)*x)/32 - (385*(1 + E^3)^2*x)/4096 + ((1 + E^3)^3*x)/4096 - (E^3*(32385 - 382*E^3 + E^6)*x)/4096 + (259*x^2)/64 + (E^3*(383 - E^3)*x^2)/8192 - (385*(1 + E^3)*x^2)/8192 + ((1 + E^3)^2*x^2)/8192 - (385*x^3)/12288 - (E^3*x^3)/12288 + ((1 + E^3)*x^3)/12288 + x^4/16384 + Log[1 + E^3 - x] - 8*(1 + E^3)*Log[1 + E^3 - x] + (259*(1 + E^3)^2*Log[1 + E^3 - x])/32 - (385*(1 + E^3)^3*Log[1 + E^3 - x])/4096 + ((1 + E^3)^4*Log[1 + E^3 - x])/4096 - (E^3*(32385 + 32003*E^3 - 381*E^6 + E^9)*Log[1 + E^3 - x])/4096 + x^2*Log[1 + E^3 - x] - (x^3*Log[1 + E^3 - x])/128 + (x^4*Log[1 + E^3 - x])/65536","B",23,5,98,0.05102,1,"{6742, 43, 142, 2417, 2395}"
8909,0,0,0,3.7681891,"\int \frac{75+225 x+\left(150 x-30 e x+30 x^2-150 x \log (5)\right) \log \left(\frac{3}{x}\right)+\left(30 x+e^2 x+10 x^2+x^3+e \left(-10 x-2 x^2\right)+\left(-50 x+10 e x-10 x^2\right) \log (5)+25 x \log ^2(5)\right) \log ^2\left(\frac{3}{x}\right)}{225 x+\left(150 x-30 e x+30 x^2-150 x \log (5)\right) \log \left(\frac{3}{x}\right)+\left(25 x+e^2 x+10 x^2+x^3+e \left(-10 x-2 x^2\right)+\left(-50 x+10 e x-10 x^2\right) \log (5)+25 x \log ^2(5)\right) \log ^2\left(\frac{3}{x}\right)} \, dx","Int[(75 + 225*x + (150*x - 30*E*x + 30*x^2 - 150*x*Log[5])*Log[3/x] + (30*x + E^2*x + 10*x^2 + x^3 + E*(-10*x - 2*x^2) + (-50*x + 10*E*x - 10*x^2)*Log[5] + 25*x*Log[5]^2)*Log[3/x]^2)/(225*x + (150*x - 30*E*x + 30*x^2 - 150*x*Log[5])*Log[3/x] + (25*x + E^2*x + 10*x^2 + x^3 + E*(-10*x - 2*x^2) + (-50*x + 10*E*x - 10*x^2)*Log[5] + 25*x*Log[5]^2)*Log[3/x]^2),x]","\int \frac{75+225 x+\left(150 x-30 e x+30 x^2-150 x \log (5)\right) \log \left(\frac{3}{x}\right)+\left(30 x+e^2 x+10 x^2+x^3+e \left(-10 x-2 x^2\right)+\left(-50 x+10 e x-10 x^2\right) \log (5)+25 x \log ^2(5)\right) \log ^2\left(\frac{3}{x}\right)}{225 x+\left(150 x-30 e x+30 x^2-150 x \log (5)\right) \log \left(\frac{3}{x}\right)+\left(25 x+e^2 x+10 x^2+x^3+e \left(-10 x-2 x^2\right)+\left(-50 x+10 e x-10 x^2\right) \log (5)+25 x \log ^2(5)\right) \log ^2\left(\frac{3}{x}\right)} \, dx","x+\frac{5}{-x-5 \left(\frac{3}{\log \left(\frac{3}{x}\right)}-\log (5)\right)+e-5}",1,"x - 5/(5 - E + x - 5*Log[5]) + 75*Defer[Int][1/(x*(15 + (5 - E + x - 5*Log[5])*Log[3/x])^2), x] + 1125*Defer[Int][1/((5 - E + x - 5*Log[5])^2*(15 - (-5 + E - x + 5*Log[5])*Log[3/x])^2), x] + 150*Defer[Int][1/((5 - E + x - 5*Log[5])^2*(-15 + (-5 + E - x + 5*Log[5])*Log[3/x])), x]","F",0,0,0,0,-1,"{}"
8910,1,75,0,0.310361,"\int \frac{(26+4 x) \log \left(-13 x-x^2\right)}{39 x+3 x^2} \, dx","Int[((26 + 4*x)*Log[-13*x - x^2])/(39*x + 3*x^2),x]","\frac{2}{3} \log \left(-x^2-13 x\right) \log (x)+\frac{2}{3} \log (x+13) \log \left(-x^2-13 x\right)-\frac{1}{3} \log ^2(x)-\frac{1}{3} \log ^2(x+13)-\frac{2}{3} \log \left(\frac{x}{13}+1\right) \log (x)-\frac{2}{3} \log (13) \log (x)","\frac{1}{3} \log ^2((-x-13) x)",1,"(-2*Log[13]*Log[x])/3 - (2*Log[1 + x/13]*Log[x])/3 - Log[x]^2/3 - Log[13 + x]^2/3 + (2*Log[x]*Log[-13*x - x^2])/3 + (2*Log[13 + x]*Log[-13*x - x^2])/3","B",18,10,27,0.3704,1,"{1593, 2528, 2524, 2357, 2301, 2317, 2391, 2418, 2392, 2390}"
8911,1,30,0,0.0436141,"\int \frac{e^{e^{10}} \left(e^{5+x} (-2+x)+4 e^5 x\right)}{5 x^3} \, dx","Int[(E^E^10*(E^(5 + x)*(-2 + x) + 4*E^5*x))/(5*x^3),x]","\frac{e^{x+e^{10}+5}}{5 x^2}-\frac{4 e^{5+e^{10}}}{5 x}","\frac{e^{5+e^{10}} \left(\frac{e^x}{x}-4\right)-x}{5 x}",1,"E^(5 + E^10 + x)/(5*x^2) - (4*E^(5 + E^10))/(5*x)","A",4,3,28,0.1071,1,"{12, 14, 2197}"
8912,1,38,0,0.5338275,"\int \frac{9-6 x+x^2+e^{2 x} \left(-24 x^2-20 x^3+8 x^4\right) \log (2)}{9 x-6 x^2+x^3} \, dx","Int[(9 - 6*x + x^2 + E^(2*x)*(-24*x^2 - 20*x^3 + 8*x^4)*Log[2])/(9*x - 6*x^2 + x^3),x]","4 e^{2 x} x \log (2)+\log (x)+12 e^{2 x} \log (2)-\frac{36 e^{2 x} \log (2)}{3-x}","\log (x)-\frac{4 e^{2 x} x^2 \log (2)}{3-x}",1,"12*E^(2*x)*Log[2] - (36*E^(2*x)*Log[2])/(3 - x) + 4*E^(2*x)*x*Log[2] + Log[x]","A",12,8,47,0.1702,1,"{1594, 27, 6742, 2199, 2194, 2177, 2178, 2176}"
8913,1,26,0,0.0704638,"\int \left(10 x+27 x^2+12 x^3+e^{4+x} \left(-150 x-75 x^2\right)\right) \, dx","Int[10*x + 27*x^2 + 12*x^3 + E^(4 + x)*(-150*x - 75*x^2),x]","3 x^4+9 x^3-75 e^{x+4} x^2+5 x^2","x^2 \left(3 \left(x (x+3)-25 e^{x+4}\right)+5\right)",1,"5*x^2 - 75*E^(4 + x)*x^2 + 9*x^3 + 3*x^4","A",9,4,29,0.1379,1,"{1593, 2196, 2176, 2194}"
8914,0,0,0,6.6998254,"\int \frac{\exp \left(-2+\frac{-3-3 x+e^{\frac{2 e^3}{x}} (1+x)+\log (2)}{1+x}\right) \left(-x-2 x^2-x^3+e^{3+\frac{2 e^3}{x}} \left(-2-4 x-2 x^2\right)-x^2 \log (2)\right)}{2 x^3+4 x^4+2 x^5} \, dx","Int[(E^(-2 + (-3 - 3*x + E^((2*E^3)/x)*(1 + x) + Log[2])/(1 + x))*(-x - 2*x^2 - x^3 + E^(3 + (2*E^3)/x)*(-2 - 4*x - 2*x^2) - x^2*Log[2]))/(2*x^3 + 4*x^4 + 2*x^5),x]","\int \frac{\exp \left(-2+\frac{-3-3 x+e^{\frac{2 e^3}{x}} (1+x)+\log (2)}{1+x}\right) \left(-x-2 x^2-x^3+e^{3+\frac{2 e^3}{x}} \left(-2-4 x-2 x^2\right)-x^2 \log (2)\right)}{2 x^3+4 x^4+2 x^5} \, dx","\frac{e^{e^{\frac{2 e^3}{x}}+\frac{\log (2)}{x+1}-5}}{2 x}",1,"-Defer[Int][E^(1 + (2*E^3)/x + (-3 - 3*x + E^((2*E^3)/x)*(1 + x) + Log[2])/(1 + x))/x^3, x] - Defer[Int][(2^(1 + x)^(-1)*E^(-5 + E^((2*E^3)/x)))/x^2, x]/2 - (Log[2]*Defer[Int][(2^(1 + x)^(-1)*E^(-5 + E^((2*E^3)/x)))/x, x])/2 + (Log[2]*Defer[Int][(2^(1 + x)^(-1)*E^(-5 + E^((2*E^3)/x)))/(1 + x)^2, x])/2 + (Log[2]*Defer[Int][(2^(1 + x)^(-1)*E^(-5 + E^((2*E^3)/x)))/(1 + x), x])/2","F",0,0,0,0,-1,"{}"
8915,1,22,0,0.01623,"\int \frac{-5-48 e^{3 x} x^2-12 e^{6 x} x^2}{2 x^2} \, dx","Int[(-5 - 48*E^(3*x)*x^2 - 12*E^(6*x)*x^2)/(2*x^2),x]","-8 e^{3 x}-e^{6 x}+\frac{5}{2 x}","-\left(e^{3 x}+4\right)^2+\frac{5}{2 x}+4+\log (3)",1,"-8*E^(3*x) - E^(6*x) + 5/(2*x)","A",5,3,29,0.1034,1,"{12, 14, 2194}"
8916,1,34,0,1.1563483,"\int \frac{-5 x^2+e \left(5 x^2+10 x^3\right) \log (3)+\left(-4 x+10 e^4 x-10 x^2+e \left(10 x^2+10 x^3\right) \log (3)\right) \log \left(\frac{1}{5} \left(2-5 e^4+5 x+e \left(-5 x-5 x^2\right) \log (3)\right)\right)}{-2+5 e^4-5 x+e \left(5 x+5 x^2\right) \log (3)} \, dx","Int[(-5*x^2 + E*(5*x^2 + 10*x^3)*Log[3] + (-4*x + 10*E^4*x - 10*x^2 + E*(10*x^2 + 10*x^3)*Log[3])*Log[(2 - 5*E^4 + 5*x + E*(-5*x - 5*x^2)*Log[3])/5])/(-2 + 5*E^4 - 5*x + E*(5*x + 5*x^2)*Log[3]),x]","x^2 \log \left(-e x^2 \log (3)+x (1-e \log (3))+\frac{1}{5} \left(2-5 e^4\right)\right)","x^2 \log \left(-e \left(\left(x^2+x\right) \log (3)+e^3\right)+x+\frac{2}{5}\right)",1,"x^2*Log[(2 - 5*E^4)/5 - E*x^2*Log[3] + x*(1 - E*Log[3])]","A",18,10,106,0.09434,1,"{6741, 6688, 14, 800, 634, 618, 204, 628, 2525, 12}"
8917,1,21,0,0.245347,"\int \frac{e^2 (2-3 x)+10 x+\left(-3 e^2 x-15 x^2\right) \log \left(\frac{15 x}{e^2+5 x}\right)}{2 e^2 x+10 x^2} \, dx","Int[(E^2*(2 - 3*x) + 10*x + (-3*E^2*x - 15*x^2)*Log[(15*x)/(E^2 + 5*x)])/(2*E^2*x + 10*x^2),x]","\log (x)-\frac{3}{2} x \log \left(\frac{15 x}{5 x+e^2}\right)","\log (3 x)-\frac{3}{2} x \log \left(\frac{3 x}{x+\frac{e^2}{5}}\right)",1,"Log[x] - (3*x*Log[(15*x)/(E^2 + 5*x)])/2","A",7,5,54,0.09259,1,"{1593, 6742, 72, 2486, 31}"
8918,0,0,0,3.2691248,"\int \frac{-6+8 x-2 e^4 x+12 x^2-2 x \log (x)}{9 e^{\frac{1}{3} \left(5 x-e^4 x+3 x^2-x \log (x)\right)}-6 x} \, dx","Int[(-6 + 8*x - 2*E^4*x + 12*x^2 - 2*x*Log[x])/(9*E^((5*x - E^4*x + 3*x^2 - x*Log[x])/3) - 6*x),x]","\int \frac{-6+8 x-2 e^4 x+12 x^2-2 x \log (x)}{9 e^{\frac{1}{3} \left(5 x-e^4 x+3 x^2-x \log (x)\right)}-6 x} \, dx","\log \left(6-4 x e^{-\frac{1}{3} x \left(3 x-\log (x)-e^4+5\right)}\right)",1,"-1/3*x - ((4 - E^4)*x)/3 - x^2 + Log[x] + (x*Log[x])/3 + (4 - E^4)*Defer[Int][E^((5*x)/3 + x^2)/(3*E^((5*x)/3 + x^2) - 2*E^((E^4*x)/3)*x^(1 + x/3)), x] - Log[x]*Defer[Int][E^((5*x)/3 + x^2)/(3*E^((5*x)/3 + x^2) - 2*E^((E^4*x)/3)*x^(1 + x/3)), x] + 3*Defer[Int][E^((5*x)/3 + x^2)/(x*(-3*E^((5*x)/3 + x^2) + 2*E^((E^4*x)/3)*x^(1 + x/3))), x] - 6*Defer[Int][(E^((5*x)/3 + x^2)*x)/(-3*E^((5*x)/3 + x^2) + 2*E^((E^4*x)/3)*x^(1 + x/3)), x] + Defer[Int][Defer[Int][E^((5*x)/3 + x^2)/(3*E^((5*x)/3 + x^2) - 2*E^((E^4*x)/3)*x^(1 + x/3)), x]/x, x]","F",0,0,0,0,-1,"{}"
8919,1,24,0,0.0429882,"\int \frac{180 e^{\frac{18}{x^2}}+3 x^3+2 e^{2 x} x^3}{5 x^3} \, dx","Int[(180*E^(18/x^2) + 3*x^3 + 2*E^(2*x)*x^3)/(5*x^3),x]","-e^{\frac{18}{x^2}}+\frac{3 x}{5}+\frac{e^{2 x}}{5}","-e^{\frac{18}{x^2}}+\frac{1}{5} \left(-2 x+e^{2 x}-1\right)+x",1,"-E^(18/x^2) + E^(2*x)/5 + (3*x)/5","A",7,4,32,0.1250,1,"{12, 14, 2194, 2209}"
8920,1,18,0,0.040724,"\int \frac{-1-4 x+2 x^2+x^3}{-x+x^3} \, dx","Int[(-1 - 4*x + 2*x^2 + x^3)/(-x + x^3),x]","x-\log (1-x)+\log (x)+2 \log (x+1)","x+\log (x)-\log \left(\frac{2 x-2}{(x+1)^2}\right)",1,"x - Log[1 - x] + Log[x] + 2*Log[1 + x]","A",3,2,23,0.08696,1,"{1593, 1802}"
8921,1,8,0,0.0526352,"\int -\frac{1}{x \log (x) \log \left(\frac{3}{\log (x)}\right)} \, dx","Int[-(1/(x*Log[x]*Log[3/Log[x]])),x]","\log \left(\log \left(\frac{3}{\log (x)}\right)\right)","\log \left(\frac{3 \log \left(\frac{3}{\log (x)}\right)}{e^3}\right)",1,"Log[Log[3/Log[x]]]","A",3,2,18,0.1111,1,"{2302, 29}"
8922,1,41,0,0.0630099,"\int \frac{15625000 x+78125000 x^2+\left(2500 x+25000 x^2\right) \log (9)+2 x^2 \log ^2(9)+(3125000+15625000 x+2500 x \log (9)) \log (x)}{15625 x} \, dx","Int[(15625000*x + 78125000*x^2 + (2500*x + 25000*x^2)*Log[9] + 2*x^2*Log[9]^2 + (3125000 + 15625000*x + 2500*x*Log[9])*Log[x])/(15625*x),x]","100 \log ^2(x)+\frac{(x (6250+\log (9))+1250)^2}{15625}+\frac{4}{25} x (6250+\log (9)) \log (x)-\frac{4}{25} x (6250+\log (9))","25 \left(\frac{1}{625} x \log (9)+2 (5 x+\log (x))\right)^2",1,"(-4*x*(6250 + Log[9]))/25 + (1250 + x*(6250 + Log[9]))^2/15625 + (4*x*(6250 + Log[9])*Log[x])/25 + 100*Log[x]^2","B",7,6,50,0.1200,1,"{6, 12, 14, 2346, 2301, 2295}"
8923,1,19,0,0.0313064,"\int \frac{-3 e-3 e^6}{e x+e^6 x-4 x^4} \, dx","Int[(-3*E - 3*E^6)/(E*x + E^6*x - 4*x^4),x]","\log \left(e \left(1+e^5\right)-4 x^3\right)-3 \log (x)","\log \left(1-\frac{e+e^6}{4 x^3}\right)",1,"-3*Log[x] + Log[E*(1 + E^5) - 4*x^3]","A",7,7,26,0.2692,1,"{6, 12, 1593, 266, 36, 31, 29}"
8924,0,0,0,6.4614561,"\int \frac{\left(-1-7 x+8 x^2\right) \log \left(\frac{1}{4} \left(x+8 x^2\right)\right)+\left(-x-16 x^2+(1+16 x) \log (x)+\left(x+8 x^2+(-1-8 x) \log (x)\right) \log \left(\frac{1}{4} \left(x+8 x^2\right)\right)\right) \log (-25 x+25 \log (x))+\left(-2 x^3-16 x^4+\left(2 x^2+16 x^3\right) \log (x)\right) \log ^2(-25 x+25 \log (x))}{\left(-x^3-8 x^4+\left(x^2+8 x^3\right) \log (x)\right) \log ^2(-25 x+25 \log (x))} \, dx","Int[((-1 - 7*x + 8*x^2)*Log[(x + 8*x^2)/4] + (-x - 16*x^2 + (1 + 16*x)*Log[x] + (x + 8*x^2 + (-1 - 8*x)*Log[x])*Log[(x + 8*x^2)/4])*Log[-25*x + 25*Log[x]] + (-2*x^3 - 16*x^4 + (2*x^2 + 16*x^3)*Log[x])*Log[-25*x + 25*Log[x]]^2)/((-x^3 - 8*x^4 + (x^2 + 8*x^3)*Log[x])*Log[-25*x + 25*Log[x]]^2),x]","\int \frac{\left(-1-7 x+8 x^2\right) \log \left(\frac{1}{4} \left(x+8 x^2\right)\right)+\left(-x-16 x^2+(1+16 x) \log (x)+\left(x+8 x^2+(-1-8 x) \log (x)\right) \log \left(\frac{1}{4} \left(x+8 x^2\right)\right)\right) \log (-25 x+25 \log (x))+\left(-2 x^3-16 x^4+\left(2 x^2+16 x^3\right) \log (x)\right) \log ^2(-25 x+25 \log (x))}{\left(-x^3-8 x^4+\left(x^2+8 x^3\right) \log (x)\right) \log ^2(-25 x+25 \log (x))} \, dx","\frac{\log \left(2 x^2+\frac{x}{4}\right)}{x \log (25 (\log (x)-x))}+2 x-3",1,"2*x + Defer[Int][Log[(x*(1 + 8*x))/4]/(x^2*(x - Log[x])*Log[25*(-x + Log[x])]^2), x] - Defer[Int][Log[(x*(1 + 8*x))/4]/(x*(x - Log[x])*Log[25*(-x + Log[x])]^2), x] + Defer[Int][1/(x^2*Log[25*(-x + Log[x])]), x] + 8*Defer[Int][1/(x*Log[25*(-x + Log[x])]), x] - 64*Defer[Int][1/((1 + 8*x)*Log[25*(-x + Log[x])]), x] - Defer[Int][Log[(x*(1 + 8*x))/4]/(x^2*Log[25*(-x + Log[x])]), x]","F",0,0,0,0,-1,"{}"
8925,1,192,0,0.2835342,"\int e^{-2 e^4-2 x} \left(-2 x-2 x^2+e^{2 e^4} \left(2-2 e^2-8 e x-8 x^2\right)+e^{e^4} \left(-2+4 x+8 x^2+e (2+4 x)\right)\right) \, dx","Int[E^(-2*E^4 - 2*x)*(-2*x - 2*x^2 + E^(2*E^4)*(2 - 2*E^2 - 8*E*x - 8*x^2) + E^E^4*(-2 + 4*x + 8*x^2 + E*(2 + 4*x))),x]","e^{-2 x-2 e^4} x^2-4 e^{-2 x-e^4} x^2+4 e^{-2 x} x^2+4 e^{1-2 x} x+2 e^{-2 x-2 e^4} x-4 e^{-2 x-e^4} x+4 e^{-2 x} x-2 (1+e) e^{-2 x-e^4} x+2 e^{1-2 x}+e^{-2 x-2 e^4}+(1-e) e^{-2 x-e^4}-2 e^{-2 x-e^4}+2 e^{-2 x}-\left(1-e^2\right) e^{-2 x}-(1+e) e^{-2 x-e^4}","e^{-2 x} \left(2 x-e^{-e^4} (x+1)+e+1\right)^2",1,"2*E^(1 - 2*x) + E^(-2*E^4 - 2*x) - 2*E^(-E^4 - 2*x) + (1 - E)*E^(-E^4 - 2*x) + 2/E^(2*x) - E^(-E^4 - 2*x)*(1 + E) - (1 - E^2)/E^(2*x) + 4*E^(1 - 2*x)*x + 2*E^(-2*E^4 - 2*x)*x - 4*E^(-E^4 - 2*x)*x + (4*x)/E^(2*x) - 2*E^(-E^4 - 2*x)*(1 + E)*x + E^(-2*E^4 - 2*x)*x^2 - 4*E^(-E^4 - 2*x)*x^2 + (4*x^2)/E^(2*x)","B",23,3,68,0.04412,1,"{2196, 2176, 2194}"
8926,0,0,0,25.0191796,"\int \frac{-1250+1300 x-440 x^2+48 x^3+e^{3-x} \left(100-112 x+38 x^2-4 x^3\right)+\left(-250+250 x-80 x^2+8 x^3+e^{3-x} \left(20-18 x+4 x^2\right)\right) \log \left(\frac{-25+e^{3-x} (2-x)+15 x-2 x^2}{-5+2 x}\right)}{-625 x+625 x^2-200 x^3+20 x^4+e^{3-x} \left(50 x-45 x^2+10 x^3\right)+\left(-125 x+125 x^2-40 x^3+4 x^4+e^{3-x} \left(10 x-9 x^2+2 x^3\right)\right) \log \left(\frac{-25+e^{3-x} (2-x)+15 x-2 x^2}{-5+2 x}\right)} \, dx","Int[(-1250 + 1300*x - 440*x^2 + 48*x^3 + E^(3 - x)*(100 - 112*x + 38*x^2 - 4*x^3) + (-250 + 250*x - 80*x^2 + 8*x^3 + E^(3 - x)*(20 - 18*x + 4*x^2))*Log[(-25 + E^(3 - x)*(2 - x) + 15*x - 2*x^2)/(-5 + 2*x)])/(-625*x + 625*x^2 - 200*x^3 + 20*x^4 + E^(3 - x)*(50*x - 45*x^2 + 10*x^3) + (-125*x + 125*x^2 - 40*x^3 + 4*x^4 + E^(3 - x)*(10*x - 9*x^2 + 2*x^3))*Log[(-25 + E^(3 - x)*(2 - x) + 15*x - 2*x^2)/(-5 + 2*x)]),x]","\int \frac{-1250+1300 x-440 x^2+48 x^3+e^{3-x} \left(100-112 x+38 x^2-4 x^3\right)+\left(-250+250 x-80 x^2+8 x^3+e^{3-x} \left(20-18 x+4 x^2\right)\right) \log \left(\frac{-25+e^{3-x} (2-x)+15 x-2 x^2}{-5+2 x}\right)}{-625 x+625 x^2-200 x^3+20 x^4+e^{3-x} \left(50 x-45 x^2+10 x^3\right)+\left(-125 x+125 x^2-40 x^3+4 x^4+e^{3-x} \left(10 x-9 x^2+2 x^3\right)\right) \log \left(\frac{-25+e^{3-x} (2-x)+15 x-2 x^2}{-5+2 x}\right)} \, dx","2 \log \left(x \left(\log \left(\frac{e^{3-x} (2-x)}{2 x-5}-x+5\right)+5\right)\right)",1,"2*Log[x] - 2*Defer[Int][(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])^(-1), x] + 2*Defer[Int][1/((-2 + x)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x] - 4*Defer[Int][1/((-5 + 2*x)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x] + 42*Defer[Int][E^x/((-2*E^3 + 25*E^x + E^3*x - 15*E^x*x + 2*E^x*x^2)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x] - 6*Defer[Int][E^x/((-2 + x)*(-2*E^3 + 25*E^x + E^3*x - 15*E^x*x + 2*E^x*x^2)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x] - 26*Defer[Int][(E^x*x)/((-2*E^3 + 25*E^x + E^3*x - 15*E^x*x + 2*E^x*x^2)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x] + 4*Defer[Int][(E^x*x^2)/((-2*E^3 + 25*E^x + E^3*x - 15*E^x*x + 2*E^x*x^2)*(5 + Log[-((25 + E^(3 - x)*(-2 + x) - 15*x + 2*x^2)/(-5 + 2*x))])), x]","F",0,0,0,0,-1,"{}"
8927,1,22,0,0.0162021,"\int \frac{2 x^4+\left(120+60 x-x^3\right) \log ^2(2)}{x^3 \log ^2(2)} \, dx","Int[(2*x^4 + (120 + 60*x - x^3)*Log[2]^2)/(x^3*Log[2]^2),x]","-\frac{60}{x^2}+\frac{x^2}{\log ^2(2)}-x-\frac{60}{x}","-\frac{60 (x+1)}{x^2}+\frac{x^2}{\log ^2(2)}-x-e^3+4",1,"-60/x^2 - 60/x - x + x^2/Log[2]^2","A",3,2,29,0.06897,1,"{12, 14}"
8928,1,40,0,0.1042174,"\int \frac{2016+1260 x+252 x^2-320 x^3+\left(504+189 x+80 x^3\right) \log (4)}{256 x^3+128 x^4+16 x^5} \, dx","Int[(2016 + 1260*x + 252*x^2 - 320*x^3 + (504 + 189*x + 80*x^3)*Log[4])/(256*x^3 + 128*x^4 + 16*x^5),x]","-\frac{63 (4+\log (4))}{64 x^2}+\frac{1343 (4-\log (4))}{256 (x+4)}-\frac{63 (4-\log (4))}{256 x}","\frac{\left(-\frac{63}{16 x^2}-5\right) (2 x+4+\log (4))}{x+4}",1,"(-63*(4 - Log[4]))/(256*x) + (1343*(4 - Log[4]))/(256*(4 + x)) - (63*(4 + Log[4]))/(64*x^2)","A",5,4,47,0.08511,1,"{1594, 27, 12, 1620}"
8929,0,0,0,7.967478,"\int \frac{-16 x^3+\left(32 x^2-32 x^3\right) \log (e (-1+x))+e^{6+2 x+2 \log ^2(x)} \left(-16 x+\log (e (-1+x)) \left(32 x-32 x^2+(64-64 x) \log (x)\right)\right)+e^{3+x+\log ^2(x)} \left(-32 x^2+\log (e (-1+x)) \left(32 x-32 x^3+\left(64 x-64 x^2\right) \log (x)\right)\right)}{-x+x^2} \, dx","Int[(-16*x^3 + (32*x^2 - 32*x^3)*Log[E*(-1 + x)] + E^(6 + 2*x + 2*Log[x]^2)*(-16*x + Log[E*(-1 + x)]*(32*x - 32*x^2 + (64 - 64*x)*Log[x])) + E^(3 + x + Log[x]^2)*(-32*x^2 + Log[E*(-1 + x)]*(32*x - 32*x^3 + (64*x - 64*x^2)*Log[x])))/(-x + x^2),x]","\int \frac{-16 x^3+\left(32 x^2-32 x^3\right) \log (e (-1+x))+e^{6+2 x+2 \log ^2(x)} \left(-16 x+\log (e (-1+x)) \left(32 x-32 x^2+(64-64 x) \log (x)\right)\right)+e^{3+x+\log ^2(x)} \left(-32 x^2+\log (e (-1+x)) \left(32 x-32 x^3+\left(64 x-64 x^2\right) \log (x)\right)\right)}{-x+x^2} \, dx","5-16 \left(x+e^{x+\log ^2(x)+3}\right)^2 \log (e (x-1))",1,"-16*x^2 - 16*x^2*Log[-1 + x] - 64*Defer[Int][E^(3 + x + Log[x]^2), x] - 32*Defer[Int][E^(2*(3 + x + Log[x]^2)), x] + 16*Defer[Int][E^(2*(3 + x + Log[x]^2))/(1 - x), x] - 32*Defer[Int][E^(3 + x + Log[x]^2)/(-1 + x), x] - 32*Defer[Int][E^(3 + x + Log[x]^2)*x, x] - 32*Defer[Int][E^(3 + x + Log[x]^2)*Log[-1 + x], x] - 32*Defer[Int][E^(2*(3 + x + Log[x]^2))*Log[-1 + x], x] - 32*Defer[Int][E^(3 + x + Log[x]^2)*x*Log[-1 + x], x] - 64*Defer[Int][E^(3 + x + Log[x]^2)*Log[x], x] - 64*Defer[Int][(E^(2*(3 + x + Log[x]^2))*Log[x])/x, x] - 64*Defer[Int][E^(3 + x + Log[x]^2)*Log[-1 + x]*Log[x], x] - 64*Defer[Int][(E^(2*(3 + x + Log[x]^2))*Log[-1 + x]*Log[x])/x, x]","F",0,0,0,0,-1,"{}"
8930,1,53,0,1.1484987,"\int \frac{120-115 x+e^{-1+3 x} \left(-80+260 x-180 x^2\right)+e^{-2+6 x} \left(-120 x+120 x^2\right)+\left(-80+80 x+e^{-1+3 x} \left(-120 x+120 x^2\right)\right) \log \left(x^2\right)}{-x+x^2} \, dx","Int[(120 - 115*x + E^(-1 + 3*x)*(-80 + 260*x - 180*x^2) + E^(-2 + 6*x)*(-120*x + 120*x^2) + (-80 + 80*x + E^(-1 + 3*x)*(-120*x + 120*x^2))*Log[x^2])/(-x + x^2),x]","20 \log ^2\left(x^2\right)-\frac{20 e^{3 x-1} \left(3 x-2 x \log \left(x^2\right)\right)}{x}+20 e^{6 x-2}+5 \log (1-x)-120 \log (x)","5 \left(\left(3-2 \left(\log \left(x^2\right)+e^{3 x-1}\right)\right)^2+\log (2-2 x)\right)",1,"20*E^(-2 + 6*x) + 5*Log[1 - x] - 120*Log[x] + 20*Log[x^2]^2 - (20*E^(-1 + 3*x)*(3*x - 2*x*Log[x^2]))/x","A",10,6,77,0.07792,1,"{1593, 6742, 2194, 2288, 72, 2301}"
8931,1,37,0,0.8388818,"\int \frac{4^{\frac{1}{x}} \left(e^x \left(x^2-\log (4)\right)+e^{5 x-x^2} \left(5 x^2-2 x^3-\log (4)\right)-2 \log (4)\right) \log (\log (\log (5)))}{x^2} \, dx","Int[(4^x^(-1)*(E^x*(x^2 - Log[4]) + E^(5*x - x^2)*(5*x^2 - 2*x^3 - Log[4]) - 2*Log[4])*Log[Log[Log[5]]])/x^2,x]","4^{\frac{1}{x}} e^{5 x-x^2} \log (\log (\log (5)))+4^{\frac{1}{x}} \left(e^x+2\right) \log (\log (\log (5)))","4^{\frac{1}{x}} \left(e^x+e^{(5-x) x}+2\right) \log (\log (\log (5)))",1,"4^x^(-1)*E^(5*x - x^2)*Log[Log[Log[5]]] + 4^x^(-1)*(2 + E^x)*Log[Log[Log[5]]]","A",5,3,57,0.05263,1,"{12, 6742, 2288}"
8932,0,0,0,2.9864858,"\int \frac{e^{e^{-\frac{e^5+x}{2+x}} x^2-\frac{e^5+x}{2+x}} \left(8 x+6 x^2+e^5 x^2+2 x^3\right)}{4+4 x+x^2} \, dx","Int[(E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x))*(8*x + 6*x^2 + E^5*x^2 + 2*x^3))/(4 + 4*x + x^2),x]","\int \frac{e^{e^{-\frac{e^5+x}{2+x}} x^2-\frac{e^5+x}{2+x}} \left(8 x+6 x^2+e^5 x^2+2 x^3\right)}{4+4 x+x^2} \, dx","e^{e^{-\frac{x+e^5}{x+2}} x^2}",1,"4*Defer[Int][E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x)), x] - (6 - E^5)*Defer[Int][E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x)), x] + 2*Defer[Int][E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x))*x, x] - 4*(2 - E^5)*Defer[Int][E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x))/(2 + x)^2, x] + 4*(2 - E^5)*Defer[Int][E^(x^2/E^((E^5 + x)/(2 + x)) - (E^5 + x)/(2 + x))/(2 + x), x]","F",0,0,0,0,-1,"{}"
8933,1,69,0,0.4477634,"\int e^{-x} \left(160 x+1360 x^2+2400 x^3-720 x^4+\left(240 x^2+880 x^3-240 x^4\right) \log (3)+\left(80 x^3-20 x^4\right) \log ^2(3)\right) \, dx","Int[(160*x + 1360*x^2 + 2400*x^3 - 720*x^4 + (240*x^2 + 880*x^3 - 240*x^4)*Log[3] + (80*x^3 - 20*x^4)*Log[3]^2)/E^x,x]","720 e^{-x} x^4+20 e^{-x} x^4 \log ^2(3)+240 e^{-x} x^4 \log (3)+480 e^{-x} x^3+80 e^{-x} x^3 \log (3)+80 e^{-x} x^2","20 e^{-x} x^2 (-(x (6+\log (3)))-2)^2",1,"(80*x^2)/E^x + (480*x^3)/E^x + (720*x^4)/E^x + (80*x^3*Log[3])/E^x + (240*x^4*Log[3])/E^x + (20*x^4*Log[3]^2)/E^x","B",41,3,60,0.05000,1,"{2196, 2176, 2194}"
8934,1,24,0,0.0253072,"\int \frac{12 x-3 x^2+e \left(-64+64 x-16 x^2\right)}{e \left(4-4 x+x^2\right)} \, dx","Int[(12*x - 3*x^2 + E*(-64 + 64*x - 16*x^2))/(E*(4 - 4*x + x^2)),x]","\frac{12}{e (2-x)}-\frac{(3+16 e) x}{e}","x \left(-\frac{3 x}{e (x-2)}-\frac{8}{x}-16\right)",1,"12/(E*(2 - x)) - ((3 + 16*E)*x)/E","A",4,3,35,0.08571,1,"{12, 27, 1850}"
8935,0,0,0,58.0999709,"\int \frac{\exp \left(-4+\frac{25+40 \log \left(-3+x^2\right)+e^{4+e^x} x \log ^2\left(-3+x^2\right)+\left(16+e^4 x^2\right) \log ^2\left(-3+x^2\right)}{e^4 x \log ^2\left(-3+x^2\right)}\right) \left(-100 x^2+\left(75-105 x^2\right) \log \left(-3+x^2\right)+\left(120-40 x^2\right) \log ^2\left(-3+x^2\right)+e^{4+e^x+x} \left(-3 x^2+x^4\right) \log ^3\left(-3+x^2\right)+\left(48-16 x^2+e^4 \left(-3 x^2+x^4\right)\right) \log ^3\left(-3+x^2\right)\right)}{\left(-3 x^2+x^4\right) \log ^3\left(-3+x^2\right)} \, dx","Int[(E^(-4 + (25 + 40*Log[-3 + x^2] + E^(4 + E^x)*x*Log[-3 + x^2]^2 + (16 + E^4*x^2)*Log[-3 + x^2]^2)/(E^4*x*Log[-3 + x^2]^2))*(-100*x^2 + (75 - 105*x^2)*Log[-3 + x^2] + (120 - 40*x^2)*Log[-3 + x^2]^2 + E^(4 + E^x + x)*(-3*x^2 + x^4)*Log[-3 + x^2]^3 + (48 - 16*x^2 + E^4*(-3*x^2 + x^4))*Log[-3 + x^2]^3))/((-3*x^2 + x^4)*Log[-3 + x^2]^3),x]","\int \frac{\exp \left(-4+\frac{25+40 \log \left(-3+x^2\right)+e^{4+e^x} x \log ^2\left(-3+x^2\right)+\left(16+e^4 x^2\right) \log ^2\left(-3+x^2\right)}{e^4 x \log ^2\left(-3+x^2\right)}\right) \left(-100 x^2+\left(75-105 x^2\right) \log \left(-3+x^2\right)+\left(120-40 x^2\right) \log ^2\left(-3+x^2\right)+e^{4+e^x+x} \left(-3 x^2+x^4\right) \log ^3\left(-3+x^2\right)+\left(48-16 x^2+e^4 \left(-3 x^2+x^4\right)\right) \log ^3\left(-3+x^2\right)\right)}{\left(-3 x^2+x^4\right) \log ^3\left(-3+x^2\right)} \, dx","e^{\frac{\left(\frac{5}{\log \left(x^2-3\right)}+4\right)^2}{e^4 x}+e^{e^x}+x}",1,"Defer[Int][E^(E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2])), x] + Defer[Int][E^(E^x + x + (25 + 40*Log[-3 + x^2] + E^(4 + E^x)*x*Log[-3 + x^2]^2 + (16 + E^4*x^2)*Log[-3 + x^2]^2)/(E^4*x*Log[-3 + x^2]^2)), x] - 16*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/x^2, x] + (50*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/((Sqrt[3] - x)*Log[-3 + x^2]^3), x])/Sqrt[3] + (50*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/((Sqrt[3] + x)*Log[-3 + x^2]^3), x])/Sqrt[3] + (40*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/((Sqrt[3] - x)*Log[-3 + x^2]^2), x])/Sqrt[3] - 25*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/(x^2*Log[-3 + x^2]^2), x] + (40*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/((Sqrt[3] + x)*Log[-3 + x^2]^2), x])/Sqrt[3] - 40*Defer[Int][E^(-4 + E^E^x + 16/(E^4*x) + x + 25/(E^4*x*Log[-3 + x^2]^2) + 40/(E^4*x*Log[-3 + x^2]))/(x^2*Log[-3 + x^2]), x]","F",0,0,0,0,-1,"{}"
8936,1,22,0,0.189718,"\int \frac{-3 e^2 x^2-\log (5)}{\left(2 e^2 x^3+2 x \log (5)\right) \log \left(\frac{1}{4} \left(e^2 x^3+x \log (5)\right)\right)} \, dx","Int[(-3*E^2*x^2 - Log[5])/((2*E^2*x^3 + 2*x*Log[5])*Log[(E^2*x^3 + x*Log[5])/4]),x]","-\frac{1}{2} \log \left(\log \left(\frac{1}{4} \left(e^2 x^3+x \log (5)\right)\right)\right)","-\frac{1}{2} \log \left(2 \log \left(\frac{1}{4} x \left(e^2 x^2+\log (5)\right)\right)\right)",1,"-1/2*Log[Log[(E^2*x^3 + x*Log[5])/4]]","A",2,2,49,0.04082,1,"{1593, 6684}"
8937,0,0,0,41.0986145,"\int \frac{-36 x^4-162 e^4 x^4+81 x^4 \log (3)+e^{4 x} \left(-162 e^4+81 \log (3)\right)+e^{3 x} \left(648 e^4 x-324 x \log (3)\right)+e^{2 x} \left(-108 x^2-972 e^4 x^2+54 x^3+18 x^4+486 x^2 \log (3)\right)+e^x \left(144 x^3+648 e^4 x^3-54 x^4-18 x^5-324 x^3 \log (3)\right)}{324 e^8 x^4-36 e^4 x^5+x^6+\left(-324 e^4 x^4+18 x^5\right) \log (3)+81 x^4 \log ^2(3)+e^{4 x} \left(324 e^8-324 e^4 \log (3)+81 \log ^2(3)\right)+e^{3 x} \left(-1296 e^8 x+1296 e^4 x \log (3)-324 x \log ^2(3)\right)+e^{2 x} \left(1944 e^8 x^2-36 e^4 x^3+\left(-1944 e^4 x^2+18 x^3\right) \log (3)+486 x^2 \log ^2(3)\right)+e^x \left(-1296 e^8 x^3+72 e^4 x^4+\left(1296 e^4 x^3-36 x^4\right) \log (3)-324 x^3 \log ^2(3)\right)} \, dx","Int[(-36*x^4 - 162*E^4*x^4 + 81*x^4*Log[3] + E^(4*x)*(-162*E^4 + 81*Log[3]) + E^(3*x)*(648*E^4*x - 324*x*Log[3]) + E^(2*x)*(-108*x^2 - 972*E^4*x^2 + 54*x^3 + 18*x^4 + 486*x^2*Log[3]) + E^x*(144*x^3 + 648*E^4*x^3 - 54*x^4 - 18*x^5 - 324*x^3*Log[3]))/(324*E^8*x^4 - 36*E^4*x^5 + x^6 + (-324*E^4*x^4 + 18*x^5)*Log[3] + 81*x^4*Log[3]^2 + E^(4*x)*(324*E^8 - 324*E^4*Log[3] + 81*Log[3]^2) + E^(3*x)*(-1296*E^8*x + 1296*E^4*x*Log[3] - 324*x*Log[3]^2) + E^(2*x)*(1944*E^8*x^2 - 36*E^4*x^3 + (-1944*E^4*x^2 + 18*x^3)*Log[3] + 486*x^2*Log[3]^2) + E^x*(-1296*E^8*x^3 + 72*E^4*x^4 + (1296*E^4*x^3 - 36*x^4)*Log[3] - 324*x^3*Log[3]^2)),x]","\int \frac{-36 x^4-162 e^4 x^4+81 x^4 \log (3)+e^{4 x} \left(-162 e^4+81 \log (3)\right)+e^{3 x} \left(648 e^4 x-324 x \log (3)\right)+e^{2 x} \left(-108 x^2-972 e^4 x^2+54 x^3+18 x^4+486 x^2 \log (3)\right)+e^x \left(144 x^3+648 e^4 x^3-54 x^4-18 x^5-324 x^3 \log (3)\right)}{324 e^8 x^4-36 e^4 x^5+x^6+\left(-324 e^4 x^4+18 x^5\right) \log (3)+81 x^4 \log ^2(3)+e^{4 x} \left(324 e^8-324 e^4 \log (3)+81 \log ^2(3)\right)+e^{3 x} \left(-1296 e^8 x+1296 e^4 x \log (3)-324 x \log ^2(3)\right)+e^{2 x} \left(1944 e^8 x^2-36 e^4 x^3+\left(-1944 e^4 x^2+18 x^3\right) \log (3)+486 x^2 \log ^2(3)\right)+e^x \left(-1296 e^8 x^3+72 e^4 x^4+\left(1296 e^4 x^3-36 x^4\right) \log (3)-324 x^3 \log ^2(3)\right)} \, dx","\frac{x+4}{\frac{x}{\left(3-\frac{3 e^x}{x}\right)^2}-2 e^4+\log (3)}",1,"-(x/(2*E^4 - Log[3])) - 72*Defer[Int][(E^x*x^3)/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x] + 72*Defer[Int][x^4/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x] + 54*Defer[Int][(E^x*x^4)/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x] + 18*Defer[Int][x^5/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x] - (12*(1 + 12*E^4 - Log[729])*Defer[Int][x^5/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x])/(2*E^4 - Log[3]) + 18*Defer[Int][(E^x*x^5)/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x] + (8*Defer[Int][x^6/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x])/(2*E^4 - Log[3]) - (3*(1 + 12*E^4 - Log[729])*Defer[Int][x^6/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x])/(2*E^4 - Log[3]) + (2*Defer[Int][x^7/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4)))^2, x])/(2*E^4 - Log[3]) + (12*Defer[Int][x^2/(x^3 - 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) + 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) - 18*E^4*x^2*(1 - Log[3]/(2*E^4))), x])/(2*E^4 - Log[3]) + (4*Defer[Int][x^3/(-x^3 + 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) - 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) + 18*E^4*x^2*(1 - Log[3]/(2*E^4))), x])/(2*E^4 - Log[3]) + (2*Defer[Int][x^4/(-x^3 + 18*E^(4 + 2*x)*(1 - Log[3]/(2*E^4)) - 36*E^(4 + x)*x*(1 - Log[3]/(2*E^4)) + 18*E^4*x^2*(1 - Log[3]/(2*E^4))), x])/(2*E^4 - Log[3])","F",0,0,0,0,-1,"{}"
8938,0,0,0,2.525536,"\int \frac{e^{e^x+x} x^3+e^{e^{\frac{9}{x^2}+\frac{5}{x}}+e^{\frac{9}{x^2}} x} \left(e^{\frac{9}{x^2}+\frac{5}{x}} (-18-5 x)+e^{\frac{9}{x^2}} \left(-18 x+x^3\right)\right)}{x^3} \, dx","Int[(E^(E^x + x)*x^3 + E^(E^(9/x^2 + 5/x) + E^(9/x^2)*x)*(E^(9/x^2 + 5/x)*(-18 - 5*x) + E^(9/x^2)*(-18*x + x^3)))/x^3,x]","\int \frac{e^{e^x+x} x^3+e^{e^{\frac{9}{x^2}+\frac{5}{x}}+e^{\frac{9}{x^2}} x} \left(e^{\frac{9}{x^2}+\frac{5}{x}} (-18-5 x)+e^{\frac{9}{x^2}} \left(-18 x+x^3\right)\right)}{x^3} \, dx","e^{e^{\frac{9}{x^2}} \left(x+e^{5/x}\right)}+e^{e^x}",1,"E^E^x + Defer[Int][E^(E^(9/x^2 + 5/x) + 9/x^2 + E^(9/x^2)*x), x] - 18*Defer[Int][E^(E^(9/x^2 + 5/x) + 9/x^2 + 5/x + E^(9/x^2)*x)/x^3, x] - 18*Defer[Int][E^(E^(9/x^2 + 5/x) + 9/x^2 + E^(9/x^2)*x)/x^2, x] - 5*Defer[Int][E^(E^(9/x^2 + 5/x) + 9/x^2 + 5/x + E^(9/x^2)*x)/x^2, x]","F",0,0,0,0,-1,"{}"
8939,0,0,0,1.590672,"\int \frac{54-104 x-24 x^2+e^x \left(-2 x-56 x^2-8 x^3\right)+\left(56+16 x+e^x \left(56 x+8 x^2\right)\right) \log (x)}{-x-28 x^2-4 x^3+\left(28 x+4 x^2\right) \log (x)} \, dx","Int[(54 - 104*x - 24*x^2 + E^x*(-2*x - 56*x^2 - 8*x^3) + (56 + 16*x + E^x*(56*x + 8*x^2))*Log[x])/(-x - 28*x^2 - 4*x^3 + (28*x + 4*x^2)*Log[x]),x]","\int \frac{54-104 x-24 x^2+e^x \left(-2 x-56 x^2-8 x^3\right)+\left(56+16 x+e^x \left(56 x+8 x^2\right)\right) \log (x)}{-x-28 x^2-4 x^3+\left(28 x+4 x^2\right) \log (x)} \, dx","\log \left(\frac{1}{25} e^{2 e^x} x^2 \left(\frac{1}{4}-(x+7) (\log (x)-x)\right)^2\right)",1,"2*E^x + 2*Log[x] + 2*Log[7 + x] + 48*Defer[Int][(1 + 28*x + 4*x^2 - 28*Log[x] - 4*x*Log[x])^(-1), x] - 56*Defer[Int][1/(x*(1 + 28*x + 4*x^2 - 28*Log[x] - 4*x*Log[x])), x] + 8*Defer[Int][x/(1 + 28*x + 4*x^2 - 28*Log[x] - 4*x*Log[x]), x] - 2*Defer[Int][1/((7 + x)*(1 + 28*x + 4*x^2 - 28*Log[x] - 4*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
8940,0,0,0,5.0837842,"\int \frac{864+32 x-2 x^2+e^{-3 e^5+3 x} \left(576+1728 x-216 x^2\right)+e^{-6 e^5+6 x} \left(96+576 x-72 x^2\right)}{2916 x^2+432 e^{-9 e^5+9 x} x^2+36 e^{-12 e^5+12 x} x^2+108 x^3+x^4+e^{-6 e^5+6 x} \left(1944 x^2+12 x^3\right)+e^{-3 e^5+3 x} \left(3888 x^2+72 x^3\right)} \, dx","Int[(864 + 32*x - 2*x^2 + E^(-3*E^5 + 3*x)*(576 + 1728*x - 216*x^2) + E^(-6*E^5 + 6*x)*(96 + 576*x - 72*x^2))/(2916*x^2 + 432*E^(-9*E^5 + 9*x)*x^2 + 36*E^(-12*E^5 + 12*x)*x^2 + 108*x^3 + x^4 + E^(-6*E^5 + 6*x)*(1944*x^2 + 12*x^3) + E^(-3*E^5 + 3*x)*(3888*x^2 + 72*x^3)),x]","\int \frac{864+32 x-2 x^2+e^{-3 e^5+3 x} \left(576+1728 x-216 x^2\right)+e^{-6 e^5+6 x} \left(96+576 x-72 x^2\right)}{2916 x^2+432 e^{-9 e^5+9 x} x^2+36 e^{-12 e^5+12 x} x^2+108 x^3+x^4+e^{-6 e^5+6 x} \left(1944 x^2+12 x^3\right)+e^{-3 e^5+3 x} \left(3888 x^2+72 x^3\right)} \, dx","\frac{x-8}{\left(3 \left(e^{-3 \left(e^5-x\right)}+3\right)^2+\frac{x}{2}\right) x}",1,"550*E^(12*E^5)*Defer[Int][(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^(-2), x] + 216*E^(9*E^5)*Defer[Int][E^(3*x)/(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^2, x] - 5168*E^(12*E^5)*Defer[Int][1/(x*(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^2), x] - 1728*E^(9*E^5)*Defer[Int][E^(3*x)/(x*(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^2), x] + 12*E^(12*E^5)*Defer[Int][x/(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^2, x] - 12*E^(6*E^5)*Defer[Int][(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)^(-1), x] + 16*E^(6*E^5)*Defer[Int][1/(x^2*(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)), x] + 96*E^(6*E^5)*Defer[Int][1/(x*(54*E^(6*E^5) + 6*E^(6*x) + 36*E^(3*E^5 + 3*x) + E^(6*E^5)*x)), x]","F",0,0,0,0,-1,"{}"
8941,1,10,0,0.001382,"\int \frac{9 e^2 x}{2} \, dx","Int[(9*E^2*x)/2,x]","\frac{9 e^2 x^2}{4}","\frac{9 e^2 x^2}{4}-3",1,"(9*E^2*x^2)/4","A",2,2,8,0.2500,1,"{12, 30}"
8942,1,23,0,0.0779578,"\int \frac{9 e^5+x^2+e^x \left(225-225 x-9 x^2\right)}{x^2} \, dx","Int[(9*E^5 + x^2 + E^x*(225 - 225*x - 9*x^2))/x^2,x]","x-9 e^x-\frac{225 e^x}{x}-\frac{9 e^5}{x}","x+\frac{9 \left(x-e^x (x+25)-e^5\right)}{x}",1,"-9*E^x - (9*E^5)/x - (225*E^x)/x + x","A",10,5,27,0.1852,1,"{14, 2199, 2194, 2177, 2178}"
8943,1,15,0,0.0191775,"\int \left(2+10 e^{2-10 e^{2+x}+x}\right) \, dx","Int[2 + 10*E^(2 - 10*E^(2 + x) + x),x]","2 x-e^{-10 e^{x+2}}","2 x-e^{-10 e^{x+2}}+3",1,"-E^(-10*E^(2 + x)) + 2*x","A",3,2,16,0.1250,1,"{2282, 2194}"
8944,1,16,0,0.0162901,"\int \frac{-5 e+x^2-e^{1+x} x^2}{e x^2} \, dx","Int[(-5*E + x^2 - E^(1 + x)*x^2)/(E*x^2),x]","\frac{x}{e}-e^x+\frac{5}{x}","\frac{x}{e}-e^x+\frac{5}{x}",1,"-E^x + 5/x + x/E","A",6,3,24,0.1250,1,"{12, 14, 2194}"
8945,1,156,0,5.3972171,"\int \frac{\exp \left(-e^{\frac{80+e^x+36 x+24 x^2+4 x^3}{16+4 x+4 x^2}}\right) \left(64+32 x+36 x^2+8 x^3+4 x^4+e^{\frac{80+e^x+36 x+24 x^2+4 x^3}{16+4 x+4 x^2}} \left(-64 x-32 x^2-36 x^3-8 x^4-4 x^5+e^x \left(-3 x+x^2-x^3\right)\right)\right)}{16+8 x+9 x^2+2 x^3+x^4} \, dx","Int[(64 + 32*x + 36*x^2 + 8*x^3 + 4*x^4 + E^((80 + E^x + 36*x + 24*x^2 + 4*x^3)/(16 + 4*x + 4*x^2))*(-64*x - 32*x^2 - 36*x^3 - 8*x^4 - 4*x^5 + E^x*(-3*x + x^2 - x^3)))/(E^E^((80 + E^x + 36*x + 24*x^2 + 4*x^3)/(16 + 4*x + 4*x^2))*(16 + 8*x + 9*x^2 + 2*x^3 + x^4)),x]","\frac{4 \left(4 x^5+8 x^4+36 x^3+32 x^2+e^x \left(x^3-x^2+3 x\right)+64 x\right) \exp \left(-e^{\frac{4 x^3+24 x^2+36 x+e^x+80}{4 \left(x^2+x+4\right)}}\right)}{\left(x^4+2 x^3+9 x^2+8 x+16\right) \left(\frac{12 x^2+48 x+e^x+36}{x^2+x+4}-\frac{(2 x+1) \left(4 x^3+24 x^2+36 x+e^x+80\right)}{\left(x^2+x+4\right)^2}\right)}","4 e^{-e^{\frac{e^x}{4 \left(x^2+x+4\right)}+x+5}} x+3",1,"(4*(64*x + 32*x^2 + 36*x^3 + 8*x^4 + 4*x^5 + E^x*(3*x - x^2 + x^3)))/(E^E^((80 + E^x + 36*x + 24*x^2 + 4*x^3)/(4*(4 + x + x^2)))*(16 + 8*x + 9*x^2 + 2*x^3 + x^4)*((36 + E^x + 48*x + 12*x^2)/(4 + x + x^2) - ((1 + 2*x)*(80 + E^x + 36*x + 24*x^2 + 4*x^3))/(4 + x + x^2)^2))","B",1,1,152,0.006579,1,"{2288}"
8946,1,20,0,0.0574014,"\int \frac{100-40 x^2+4 x^4+e^9 \left(5 x+x^3\right)}{100 x-40 x^3+4 x^5} \, dx","Int[(100 - 40*x^2 + 4*x^4 + E^9*(5*x + x^3))/(100*x - 40*x^3 + 4*x^5),x]","\frac{e^9 x}{4 \left(5-x^2\right)}+\log (x)","-\frac{e^9 x}{4 \left(x^2-5\right)}+\log \left(x^2\right)-\log (x)-1",1,"(E^9*x)/(4*(5 - x^2)) + Log[x]","A",5,5,40,0.1250,1,"{1594, 28, 1805, 21, 29}"
8947,0,0,0,2.8164466,"\int \frac{e^6 x^2 \left(-40+100 x-102 x^2+48 x^3-10 x^4+\left(40-50 x+34 x^2-12 x^3+2 x^4\right) \log \left(20 x-25 x^2+17 x^3-6 x^4+x^5\right)\right)}{\left(20 x-25 x^2+17 x^3-6 x^4+x^5\right) \log ^3\left(20 x-25 x^2+17 x^3-6 x^4+x^5\right)} \, dx","Int[(E^6*x^2*(-40 + 100*x - 102*x^2 + 48*x^3 - 10*x^4 + (40 - 50*x + 34*x^2 - 12*x^3 + 2*x^4)*Log[20*x - 25*x^2 + 17*x^3 - 6*x^4 + x^5]))/((20*x - 25*x^2 + 17*x^3 - 6*x^4 + x^5)*Log[20*x - 25*x^2 + 17*x^3 - 6*x^4 + x^5]^3),x]","\int \frac{e^6 x^2 \left(-40+100 x-102 x^2+48 x^3-10 x^4+\left(40-50 x+34 x^2-12 x^3+2 x^4\right) \log \left(20 x-25 x^2+17 x^3-6 x^4+x^5\right)\right)}{\left(20 x-25 x^2+17 x^3-6 x^4+x^5\right) \log ^3\left(20 x-25 x^2+17 x^3-6 x^4+x^5\right)} \, dx","\frac{e^6 x^2}{\log ^2\left(x \left(\left((x-2)^2+x\right)^2-x+4\right)\right)}",1,"-12*E^6*Defer[Int][Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^(-3), x] - 10*E^6*Defer[Int][x/Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^3, x] + 240*E^6*Defer[Int][1/((20 - 25*x + 17*x^2 - 6*x^3 + x^4)*Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^3), x] - 140*E^6*Defer[Int][x/((20 - 25*x + 17*x^2 - 6*x^3 + x^4)*Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^3), x] + 54*E^6*Defer[Int][x^2/((20 - 25*x + 17*x^2 - 6*x^3 + x^4)*Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^3), x] - 4*E^6*Defer[Int][x^3/((20 - 25*x + 17*x^2 - 6*x^3 + x^4)*Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^3), x] + 2*E^6*Defer[Int][x/Log[x*(20 - 25*x + 17*x^2 - 6*x^3 + x^4)]^2, x]","F",0,0,0,0,-1,"{}"
8948,1,26,0,0.0480475,"\int \frac{-2 x+e^x \left(-x+x^2\right)+e^x \left(-x-x^2\right) \log \left(e^{-x} x\right)-4 \log \left(x^2\right)}{x} \, dx","Int[(-2*x + E^x*(-x + x^2) + E^x*(-x - x^2)*Log[x/E^x] - 4*Log[x^2])/x,x]","-\log ^2\left(x^2\right)-2 x-e^x x \log \left(e^{-x} x\right)","-\log ^2\left(x^2\right)-2 x-e^x x \log \left(e^{-x} x\right)+3",1,"-2*x - E^x*x*Log[x/E^x] - Log[x^2]^2","A",6,3,46,0.06522,1,"{14, 2288, 2301}"
8949,1,26,0,0.2096433,"\int \frac{-192+96 x-60 x^2-104 x^3+13 x^4-32 x^5+4 x^6+\frac{1}{4} e \left(4+x^2\right) \left(-128 x^3+64 x^4-8 x^5\right)}{256 x^2-128 x^3+80 x^4-32 x^5+4 x^6} \, dx","Int[(-192 + 96*x - 60*x^2 - 104*x^3 + 13*x^4 - 32*x^5 + 4*x^6 + (E*(4 + x^2)*(-128*x^3 + 64*x^4 - 8*x^5))/4)/(256*x^2 - 128*x^3 + 80*x^4 - 32*x^5 + 4*x^6),x]","-\frac{e x^2}{4}+x-\frac{16}{4-x}+\frac{3}{4 x}","-\frac{x^2}{4-x}-\frac{1}{4} e \left(x^2+4\right)+\frac{3}{4 x}+e",1,"-16/(4 - x) + 3/(4*x) + x - (E*x^2)/4","A",6,5,85,0.05882,1,"{2055, 1594, 27, 12, 1620}"
8950,0,0,0,1.1592636,"\int \exp \left(3 e^x+e^{3 e^x-12 x \log (3)} x-12 x \log (3)\right) \left(1+3 e^x x-12 x \log (3)\right) \, dx","Int[E^(3*E^x + E^(3*E^x - 12*x*Log[3])*x - 12*x*Log[3])*(1 + 3*E^x*x - 12*x*Log[3]),x]","\int \exp \left(3 e^x+e^{3 e^x-12 x \log (3)} x-12 x \log (3)\right) \left(1+3 e^x x-12 x \log (3)\right) \, dx","e^{x e^{3 \left(e^x-4 x \log (3)\right)}}",1,"Defer[Int][E^(3*E^x + E^(3*E^x - 12*x*Log[3])*x - 12*x*Log[3]), x] + 3*Defer[Int][E^(3*E^x + E^(3*E^x - 12*x*Log[3])*x + x*(1 - 12*Log[3]))*x, x] - 12*Log[3]*Defer[Int][E^(3*E^x + E^(3*E^x - 12*x*Log[3])*x - 12*x*Log[3])*x, x]","F",0,0,0,0,-1,"{}"
8951,1,21,0,0.3054562,"\int \frac{-6640625-516 x^4+\left(796875+20 x^4\right) \log \left(x^2\right)-31875 \log ^2\left(x^2\right)+425 \log ^3\left(x^2\right)}{-390625+46875 \log \left(x^2\right)-1875 \log ^2\left(x^2\right)+25 \log ^3\left(x^2\right)} \, dx","Int[(-6640625 - 516*x^4 + (796875 + 20*x^4)*Log[x^2] - 31875*Log[x^2]^2 + 425*Log[x^2]^3)/(-390625 + 46875*Log[x^2] - 1875*Log[x^2]^2 + 25*Log[x^2]^3),x]","\frac{4 x^5}{25 \left(25-\log \left(x^2\right)\right)^2}+17 x","4 x \left(\frac{x^4}{25 \left(\log \left(x^2\right)-25\right)^2}+4\right)+x+2",1,"17*x + (4*x^5)/(25*(25 - Log[x^2])^2)","A",11,6,62,0.09677,1,"{6741, 12, 6742, 2306, 2310, 2178}"
8952,0,0,0,3.1777901,"\int \frac{e^{\frac{e^{3+x} (25-x)+e^{x^2} x}{x}} \left(2 e^{x^2} x^3+e^{3+x} \left(-25+25 x-x^2\right)\right)}{x^2} \, dx","Int[(E^((E^(3 + x)*(25 - x) + E^x^2*x)/x)*(2*E^x^2*x^3 + E^(3 + x)*(-25 + 25*x - x^2)))/x^2,x]","\int \frac{e^{\frac{e^{3+x} (25-x)+e^{x^2} x}{x}} \left(2 e^{x^2} x^3+e^{3+x} \left(-25+25 x-x^2\right)\right)}{x^2} \, dx","e^{e^{x^2}-\frac{e^{x+3} (x-25)}{x}}",1,"-Defer[Int][E^(3 + E^x^2 + (E^(3 + x)*(25 - x))/x + x), x] - 25*Defer[Int][E^(3 + E^x^2 + (E^(3 + x)*(25 - x))/x + x)/x^2, x] + 25*Defer[Int][E^(3 + E^x^2 + (E^(3 + x)*(25 - x))/x + x)/x, x] + 2*Defer[Int][E^(E^x^2 + (E^(3 + x)*(25 - x))/x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
8953,1,12,0,0.0230447,"\int \frac{e^x}{-1080-135 e^5+e^x} \, dx","Int[E^x/(-1080 - 135*E^5 + E^x),x]","\log \left(e^x-135 \left(8+e^5\right)\right)","\log \left(-\frac{e^x}{135}+8+e^5\right)",1,"Log[E^x - 135*(8 + E^5)]","A",2,2,16,0.1250,1,"{2246, 31}"
8954,1,30,0,50.9776732,"\int \frac{-2+e^{\frac{1}{2} \left(x+x^3\right)} \left(-6+3 x-x^2+(9-3 x) x^3\right)+2 \log (x)+\left(e^{\frac{1}{2} \left(x+x^3\right)} (-6+2 x)+2 \log (x)\right) \log \left(\frac{x}{e^{\frac{1}{2} \left(x+x^3\right)} (-3+x)+\log (x)}\right)}{e^{\frac{1}{2} \left(x+x^3\right)} (-6+2 x)+2 \log (x)} \, dx","Int[(-2 + E^((x + x^3)/2)*(-6 + 3*x - x^2 + (9 - 3*x)*x^3) + 2*Log[x] + (E^((x + x^3)/2)*(-6 + 2*x) + 2*Log[x])*Log[x/(E^((x + x^3)/2)*(-3 + x) + Log[x])])/(E^((x + x^3)/2)*(-6 + 2*x) + 2*Log[x]),x]","x \log \left(-\frac{x}{e^{\frac{1}{2} \left(x^3+x\right)} (3-x)-\log (x)}\right)","x \log \left(\frac{x}{e^{\frac{1}{2} \left(x^3+x\right)} (x-3)+\log (x)}\right)",1,"x*Log[-(x/(E^((x + x^3)/2)*(3 - x) - Log[x]))]","A",83,5,108,0.04630,1,"{6742, 6688, 1850, 2549, 12}"
8955,0,0,0,1.68026,"\int \frac{(-8+2 x) \log (5 x)+((-8+2 x) \log (x)+(-16+2 x) \log (x) \log (5 x)) \log (\log (x))}{x^3 \log (x) \log ^2(5 x) \log ^2(\log (x))} \, dx","Int[((-8 + 2*x)*Log[5*x] + ((-8 + 2*x)*Log[x] + (-16 + 2*x)*Log[x]*Log[5*x])*Log[Log[x]])/(x^3*Log[x]*Log[5*x]^2*Log[Log[x]]^2),x]","\int \frac{(-8+2 x) \log (5 x)+((-8+2 x) \log (x)+(-16+2 x) \log (x) \log (5 x)) \log (\log (x))}{x^3 \log (x) \log ^2(5 x) \log ^2(\log (x))} \, dx","4-\frac{2 (x-4)}{x^2 \log (5 x) \log (\log (x))}",1,"-8*Defer[Int][1/(x^3*Log[x]*Log[5*x]*Log[Log[x]]^2), x] + 2*Defer[Int][1/(x^2*Log[x]*Log[5*x]*Log[Log[x]]^2), x] - 8*Defer[Int][1/(x^3*Log[5*x]^2*Log[Log[x]]), x] + 2*Defer[Int][1/(x^2*Log[5*x]^2*Log[Log[x]]), x] - 16*Defer[Int][1/(x^3*Log[5*x]*Log[Log[x]]), x] + 2*Defer[Int][1/(x^2*Log[5*x]*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
8956,0,0,0,1.4545178,"\int \frac{100+4 e^{10}+4 e^{2 x}-360 x+334 x^2-9 x^3+e^5 \left(-40+72 x-2 x^2\right)+e^x \left(-40+8 e^5+72 x-2 x^2+x^3\right)}{100 x+4 e^{10} x+4 e^{2 x} x-360 x^2+324 x^3+e^5 \left(-40 x+72 x^2\right)+e^x \left(-40 x+8 e^5 x+72 x^2\right)} \, dx","Int[(100 + 4*E^10 + 4*E^(2*x) - 360*x + 334*x^2 - 9*x^3 + E^5*(-40 + 72*x - 2*x^2) + E^x*(-40 + 8*E^5 + 72*x - 2*x^2 + x^3))/(100*x + 4*E^10*x + 4*E^(2*x)*x - 360*x^2 + 324*x^3 + E^5*(-40*x + 72*x^2) + E^x*(-40*x + 8*E^5*x + 72*x^2)),x]","\int \frac{100+4 e^{10}+4 e^{2 x}-360 x+334 x^2-9 x^3+e^5 \left(-40+72 x-2 x^2\right)+e^x \left(-40+8 e^5+72 x-2 x^2+x^3\right)}{100 x+4 e^{10} x+4 e^{2 x} x-360 x^2+324 x^3+e^5 \left(-40 x+72 x^2\right)+e^x \left(-40 x+8 e^5 x+72 x^2\right)} \, dx","\log \left(e^{-\frac{x}{4 \left(\frac{e^x-5+e^5}{x}+9\right)}} x\right)+2",1,"Log[x] + Defer[Int][x/(-E^x + 5*(1 - E^5/5) - 9*x), x]/2 + ((14 - E^5)*Defer[Int][x^2/(E^x - 5*(1 - E^5/5) + 9*x)^2, x])/4 - (9*Defer[Int][x^3/(E^x - 5*(1 - E^5/5) + 9*x)^2, x])/4 + Defer[Int][x^2/(E^x - 5*(1 - E^5/5) + 9*x), x]/4","F",0,0,0,0,-1,"{}"
8957,0,0,0,3.8512175,"\int \frac{\left(-7+5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)+\left(10 x^2+\left(7-5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)+\log \left(\frac{5}{x}\right) \left(10 x^2+\left(7-5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)\right)\right) \log \left(1+\log \left(\frac{5}{x}\right)\right)+\left(-7 x+5 x^3+\left(-7 x+5 x^3\right) \log \left(\frac{5}{x}\right)\right) \log ^2\left(1+\log \left(\frac{5}{x}\right)\right)}{\left(-7 x^2+5 x^4+\left(-7 x^2+5 x^4\right) \log \left(\frac{5}{x}\right)\right) \log ^2\left(1+\log \left(\frac{5}{x}\right)\right)} \, dx","Int[((-7 + 5*x^2)*Log[(7 - 5*x^2)/5] + (10*x^2 + (7 - 5*x^2)*Log[(7 - 5*x^2)/5] + Log[5/x]*(10*x^2 + (7 - 5*x^2)*Log[(7 - 5*x^2)/5]))*Log[1 + Log[5/x]] + (-7*x + 5*x^3 + (-7*x + 5*x^3)*Log[5/x])*Log[1 + Log[5/x]]^2)/((-7*x^2 + 5*x^4 + (-7*x^2 + 5*x^4)*Log[5/x])*Log[1 + Log[5/x]]^2),x]","\int \frac{\left(-7+5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)+\left(10 x^2+\left(7-5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)+\log \left(\frac{5}{x}\right) \left(10 x^2+\left(7-5 x^2\right) \log \left(\frac{1}{5} \left(7-5 x^2\right)\right)\right)\right) \log \left(1+\log \left(\frac{5}{x}\right)\right)+\left(-7 x+5 x^3+\left(-7 x+5 x^3\right) \log \left(\frac{5}{x}\right)\right) \log ^2\left(1+\log \left(\frac{5}{x}\right)\right)}{\left(-7 x^2+5 x^4+\left(-7 x^2+5 x^4\right) \log \left(\frac{5}{x}\right)\right) \log ^2\left(1+\log \left(\frac{5}{x}\right)\right)} \, dx","\frac{\log \left(\frac{7}{5}-x^2\right)}{x \log \left(\log \left(\frac{5}{x}\right)+1\right)}+\log (x)",1,"Log[x] + Defer[Int][Log[7/5 - x^2]/(x^2*(1 + Log[5/x])*Log[1 + Log[5/x]]^2), x] - (5*Defer[Int][1/((Sqrt[7] - Sqrt[5]*x)*Log[1 + Log[5/x]]), x])/Sqrt[7] - (5*Defer[Int][1/((Sqrt[7] + Sqrt[5]*x)*Log[1 + Log[5/x]]), x])/Sqrt[7] - Defer[Int][Log[7/5 - x^2]/(x^2*Log[1 + Log[5/x]]), x]","F",0,0,0,0,-1,"{}"
8958,1,42,0,0.2090797,"\int \frac{e^{e^5-x} \left(e^3 \left(-x^2+x^3\right)+e^{-e^5+x} \left(3+9 x^4\right)\right)}{3 x^2} \, dx","Int[(E^(E^5 - x)*(E^3*(-x^2 + x^3) + E^(-E^5 + x)*(3 + 9*x^4)))/(3*x^2),x]","x^3-\frac{1}{3} e^{-x+e^5+3}+\frac{1}{3} e^{-x+e^5+3} (1-x)-\frac{1}{x}","x^3-\frac{1}{3} e^{-x+e^5+3} x+\frac{x-1}{x}+3",1,"-1/3*E^(3 + E^5 - x) + (E^(3 + E^5 - x)*(1 - x))/3 - x^(-1) + x^3","A",7,5,47,0.1064,1,"{12, 6688, 2176, 2194, 14}"
8959,1,38,0,0.0105749,"\int \frac{800+e^5 (20-200 x)+1000 x+e^{10} (-10+12 x)}{e^{10}} \, dx","Int[(800 + E^5*(20 - 200*x) + 1000*x + E^10*(-10 + 12*x))/E^10,x]","\frac{500 x^2}{e^{10}}-\frac{(1-10 x)^2}{e^5}+\frac{1}{6} (5-6 x)^2+\frac{800 x}{e^{10}}","x^2+5 \left(-x+\frac{10 \left(x+\frac{4}{5}\right)}{e^5}+1\right)^2",1,"-((1 - 10*x)^2/E^5) + (5 - 6*x)^2/6 + (800*x)/E^10 + (500*x^2)/E^10","A",2,1,27,0.03704,1,"{12}"
8960,1,72,0,1.9621464,"\int \frac{-8 e^{\frac{1}{4} \left(4 x^3+x^3 \log (5)\right)} x+e^{\frac{1}{2} \left(4 x^3+x^3 \log (5)\right)} \left(60 x^2+12 x^4+\left(15 x^2+3 x^4\right) \log (5)\right)+\left(8 x+e^{\frac{1}{4} \left(4 x^3+x^3 \log (5)\right)} \left(-60 x^2-12 x^4+\left(-15 x^2-3 x^4\right) \log (5)\right)\right) \log \left(5+x^2\right)}{10+2 x^2} \, dx","Int[(-8*E^((4*x^3 + x^3*Log[5])/4)*x + E^((4*x^3 + x^3*Log[5])/2)*(60*x^2 + 12*x^4 + (15*x^2 + 3*x^4)*Log[5]) + (8*x + E^((4*x^3 + x^3*Log[5])/4)*(-60*x^2 - 12*x^4 + (-15*x^2 - 3*x^4)*Log[5]))*Log[5 + x^2])/(10 + 2*x^2),x]","5^{\frac{x^3}{2}} e^{2 x^3}+\log ^2\left(x^2+5\right)-\frac{2\ 5^{\frac{x^3}{4}} e^{x^3} \left(5 x \log \left(x^2+5\right)+x^3 \log \left(x^2+5\right)\right)}{x \left(x^2+5\right)}","\left(\log \left(x^2+5\right)-e^{\frac{1}{4} x^3 (4+\log (5))}\right)^2",1,"5^(x^3/2)*E^(2*x^3) + Log[5 + x^2]^2 - (2*5^(x^3/4)*E^x^3*(5*x*Log[5 + x^2] + x^3*Log[5 + x^2]))/(x*(5 + x^2))","B",11,9,131,0.06870,1,"{6688, 12, 6725, 2287, 2209, 2475, 2390, 2301, 2288}"
8961,0,0,0,0.2627242,"\int \frac{9+18 x^2-72 x^3+90 x^4-36 x^5+e^x \left(9-9 x+18 x^2-54 x^3+36 x^4\right)}{x+e^x x-x^2} \, dx","Int[(9 + 18*x^2 - 72*x^3 + 90*x^4 - 36*x^5 + E^x*(9 - 9*x + 18*x^2 - 54*x^3 + 36*x^4))/(x + E^x*x - x^2),x]","\int \frac{9+18 x^2-72 x^3+90 x^4-36 x^5+e^x \left(9-9 x+18 x^2-54 x^3+36 x^4\right)}{x+e^x x-x^2} \, dx","9 \log \left(\frac{e^{\left(x-x^2\right)^2} x}{-x+e^x+1}\right)",1,"-9*x + 9*x^2 - 18*x^3 + 9*x^4 + 9*Log[x] + 18*Defer[Int][(1 + E^x - x)^(-1), x] - 9*Defer[Int][x/(1 + E^x - x), x]","F",0,0,0,0,-1,"{}"
8962,1,9,0,0.0033802,"\int 1024 e^{-4+4 x} \, dx","Int[1024*E^(-4 + 4*x),x]","256 e^{4 x-4}","256 e^{4 x-4}",1,"256*E^(-4 + 4*x)","A",2,2,9,0.2222,1,"{12, 2194}"
8963,0,0,0,11.330793,"\int \frac{13122+34992 x+40824 x^2+27216 x^3+11340 x^4+3024 x^5+504 x^6+48 x^7+2 x^8+\left(162+216 x+108 x^2+24 x^3+2 x^4\right) \log (4 x)+\left(81+324 x+378 x^2+192 x^3+45 x^4+4 x^5\right) \log ^2(4 x)+2 x^2 \log ^4(4 x)}{6561+17496 x+20412 x^2+13608 x^3+5670 x^4+1512 x^5+252 x^6+24 x^7+x^8+\left(162 x+216 x^2+108 x^3+24 x^4+2 x^5\right) \log ^2(4 x)+x^2 \log ^4(4 x)} \, dx","Int[(13122 + 34992*x + 40824*x^2 + 27216*x^3 + 11340*x^4 + 3024*x^5 + 504*x^6 + 48*x^7 + 2*x^8 + (162 + 216*x + 108*x^2 + 24*x^3 + 2*x^4)*Log[4*x] + (81 + 324*x + 378*x^2 + 192*x^3 + 45*x^4 + 4*x^5)*Log[4*x]^2 + 2*x^2*Log[4*x]^4)/(6561 + 17496*x + 20412*x^2 + 13608*x^3 + 5670*x^4 + 1512*x^5 + 252*x^6 + 24*x^7 + x^8 + (162*x + 216*x^2 + 108*x^3 + 24*x^4 + 2*x^5)*Log[4*x]^2 + x^2*Log[4*x]^4),x]","\int \frac{13122+34992 x+40824 x^2+27216 x^3+11340 x^4+3024 x^5+504 x^6+48 x^7+2 x^8+\left(162+216 x+108 x^2+24 x^3+2 x^4\right) \log (4 x)+\left(81+324 x+378 x^2+192 x^3+45 x^4+4 x^5\right) \log ^2(4 x)+2 x^2 \log ^4(4 x)}{6561+17496 x+20412 x^2+13608 x^3+5670 x^4+1512 x^5+252 x^6+24 x^7+x^8+\left(162 x+216 x^2+108 x^3+24 x^4+2 x^5\right) \log ^2(4 x)+x^2 \log ^4(4 x)} \, dx","2 x+\frac{x}{x+\frac{(-x-3)^4}{\log ^2(4 x)}}",1,"2*x - 8748*Defer[Int][((3 + x)^4 + x*Log[4*x]^2)^(-2), x] - 6561*Defer[Int][1/(x*((3 + x)^4 + x*Log[4*x]^2)^2), x] + 6804*Defer[Int][x^2/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 5670*Defer[Int][x^3/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 2268*Defer[Int][x^4/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 504*Defer[Int][x^5/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 60*Defer[Int][x^6/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 3*Defer[Int][x^7/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 162*Defer[Int][Log[4*x]/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 216*Defer[Int][(x*Log[4*x])/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 108*Defer[Int][(x^2*Log[4*x])/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 24*Defer[Int][(x^3*Log[4*x])/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 2*Defer[Int][(x^4*Log[4*x])/((3 + x)^4 + x*Log[4*x]^2)^2, x] + 81*Defer[Int][1/(x*((3 + x)^4 + x*Log[4*x]^2)), x] - 54*Defer[Int][x/((3 + x)^4 + x*Log[4*x]^2), x] - 24*Defer[Int][x^2/((3 + x)^4 + x*Log[4*x]^2), x] - 3*Defer[Int][x^3/((3 + x)^4 + x*Log[4*x]^2), x]","F",0,0,0,0,-1,"{}"
8964,1,9,0,0.0023538,"\int \frac{1}{7+e^{64}} \, dx","Int[(7 + E^64)^(-1),x]","\frac{x}{7+e^{64}}","\frac{x}{7+e^{64}}",1,"x/(7 + E^64)","A",1,1,7,0.1429,1,"{8}"
8965,1,33,0,1.2627796,"\int \frac{e^x \left(4 x-8 x^2\right)+e \left(-2 x^2-x^3\right)+\left(-4 e^x x+e \left(-4 x-2 x^2\right)\right) \log \left(\frac{2}{x}\right)+e (-2-x) \log ^2\left(\frac{2}{x}\right)}{5 e^{1+x} x^5+10 e^{1+x} x^4 \log \left(\frac{2}{x}\right)+5 e^{1+x} x^3 \log ^2\left(\frac{2}{x}\right)} \, dx","Int[(E^x*(4*x - 8*x^2) + E*(-2*x^2 - x^3) + (-4*E^x*x + E*(-4*x - 2*x^2))*Log[2/x] + E*(-2 - x)*Log[2/x]^2)/(5*E^(1 + x)*x^5 + 10*E^(1 + x)*x^4*Log[2/x] + 5*E^(1 + x)*x^3*Log[2/x]^2),x]","\frac{e^{-x}}{5 x^2}+\frac{4}{5 e x \left(x+\log \left(\frac{2}{x}\right)\right)}","\frac{\frac{x+\frac{e^{1-x}}{x}+\frac{4}{x+\log \left(\frac{2}{x}\right)}}{5 x}+2}{e}",1,"1/(5*E^x*x^2) + 4/(5*E*x*(x + Log[2/x]))","A",6,5,115,0.04348,1,"{6688, 12, 6742, 2197, 6687}"
8966,0,0,0,4.0427266,"\int \frac{5 e^{8+18 x} x^2+5 x^4+e^{\left.\frac{2}{5}\right/x} \left(-9 x+15 x^2\right)+e^{4+9 x} \left(10 x^3+e^{\left.\frac{2}{5}\right/x} \left(6+135 x^2\right)\right)+\left(-6 e^{\left.\frac{2}{5}\right/x}-10 e^{4+9 x} x^2-10 x^3\right) \log (x)+5 x^2 \log ^2(x)}{60 e^{8+18 x} x^2+120 e^{4+9 x} x^3+60 x^4+\left(-120 e^{4+9 x} x^2-120 x^3\right) \log (x)+60 x^2 \log ^2(x)} \, dx","Int[(5*E^(8 + 18*x)*x^2 + 5*x^4 + E^(2/(5*x))*(-9*x + 15*x^2) + E^(4 + 9*x)*(10*x^3 + E^(2/(5*x))*(6 + 135*x^2)) + (-6*E^(2/(5*x)) - 10*E^(4 + 9*x)*x^2 - 10*x^3)*Log[x] + 5*x^2*Log[x]^2)/(60*E^(8 + 18*x)*x^2 + 120*E^(4 + 9*x)*x^3 + 60*x^4 + (-120*E^(4 + 9*x)*x^2 - 120*x^3)*Log[x] + 60*x^2*Log[x]^2),x]","\int \frac{5 e^{8+18 x} x^2+5 x^4+e^{\left.\frac{2}{5}\right/x} \left(-9 x+15 x^2\right)+e^{4+9 x} \left(10 x^3+e^{\left.\frac{2}{5}\right/x} \left(6+135 x^2\right)\right)+\left(-6 e^{\left.\frac{2}{5}\right/x}-10 e^{4+9 x} x^2-10 x^3\right) \log (x)+5 x^2 \log ^2(x)}{60 e^{8+18 x} x^2+120 e^{4+9 x} x^3+60 x^4+\left(-120 e^{4+9 x} x^2-120 x^3\right) \log (x)+60 x^2 \log ^2(x)} \, dx","\frac{1}{4} \left(\frac{x}{3}+\frac{e^{\left.\frac{2}{5}\right/x}}{-x-e^{9 x+4}+\log (x)}\right)",1,"x/12 + Defer[Int][E^(2/(5*x))/(E^(4 + 9*x) + x - Log[x])^2, x]/4 - Defer[Int][E^(2/(5*x))/(x*(E^(4 + 9*x) + x - Log[x])^2), x]/4 - (9*Defer[Int][(E^(2/(5*x))*x)/(E^(4 + 9*x) + x - Log[x])^2, x])/4 + (9*Defer[Int][E^(2/(5*x))/(E^(4 + 9*x) + x - Log[x]), x])/4 + Defer[Int][E^(2/(5*x))/(x^2*(E^(4 + 9*x) + x - Log[x])), x]/10 + (9*Defer[Int][(E^(2/(5*x))*Log[x])/(E^(4 + 9*x) + x - Log[x])^2, x])/4","F",0,0,0,0,-1,"{}"
8967,0,0,0,4.6370423,"\int \frac{e^{\frac{1}{9} \left(-1-e^{2 x+x \log (2+x)}-10 x\right)} \left(90-55 x-50 x^2+e^{2 x+x \log (2+x)} \left(-20 x-15 x^2+\left(-10 x-5 x^2\right) \log (2+x)\right)\right)}{18+9 x} \, dx","Int[(E^((-1 - E^(2*x + x*Log[2 + x]) - 10*x)/9)*(90 - 55*x - 50*x^2 + E^(2*x + x*Log[2 + x])*(-20*x - 15*x^2 + (-10*x - 5*x^2)*Log[2 + x])))/(18 + 9*x),x]","\int \frac{e^{\frac{1}{9} \left(-1-e^{2 x+x \log (2+x)}-10 x\right)} \left(90-55 x-50 x^2+e^{2 x+x \log (2+x)} \left(-20 x-15 x^2+\left(-10 x-5 x^2\right) \log (2+x)\right)\right)}{18+9 x} \, dx","5 x e^{\frac{1}{9} \left(-x-e^{x (\log (x+2)+2)}-1\right)-x}",1,"5*Defer[Int][E^((-1 - E^(2*x + x*Log[2 + x]) - 10*x)/9), x] - (50*Defer[Int][E^((-1 - E^(2*x + x*Log[2 + x]) - 10*x)/9)*x, x])/9 - (20*Defer[Int][E^((-1 + 8*x - E^(2*x)*(2 + x)^x)/9)*x*(2 + x)^(-1 + x), x])/9 - (5*Defer[Int][E^((-1 + 8*x - E^(2*x)*(2 + x)^x)/9)*x^2*(2 + x)^(-1 + x), x])/3 - (5*Log[2 + x]*Defer[Int][E^((-1 + 8*x - E^(2*x)*(2 + x)^x)/9)*x*(2 + x)^x, x])/9 + (5*Defer[Int][Defer[Int][E^((-1 + 8*x - E^(2*x)*(2 + x)^x)/9)*x*(2 + x)^x, x]/(2 + x), x])/9","F",0,0,0,0,-1,"{}"
8968,0,0,0,2.9546884,"\int \frac{1}{3} e^{-\frac{1}{3} e^{e^5} \left(e^{4-e^3 x}+x\right)} \left(3+3 e^{\frac{1}{3} e^{e^5} \left(e^{4-e^3 x}+x\right)}+e^{e^5} \left(3+e^{7-e^3 x} (-3+x)-x\right)\right) \, dx","Int[(3 + 3*E^((E^E^5*(E^(4 - E^3*x) + x))/3) + E^E^5*(3 + E^(7 - E^3*x)*(-3 + x) - x))/(3*E^((E^E^5*(E^(4 - E^3*x) + x))/3)),x]","\int \frac{1}{3} e^{-\frac{1}{3} e^{e^5} \left(e^{4-e^3 x}+x\right)} \left(3+3 e^{\frac{1}{3} e^{e^5} \left(e^{4-e^3 x}+x\right)}+e^{e^5} \left(3+e^{7-e^3 x} (-3+x)-x\right)\right) \, dx","e^{-\frac{1}{3} e^{e^5} \left(x+e^{4-e^3 x}\right)} (x-3)+x+1",1,"x + Defer[Int][E^(-1/3*(E^E^5*(E^(4 - E^3*x) + x))), x] + Defer[Int][E^(E^5 - (E^E^5*(E^(4 - E^3*x) + x))/3), x] - Defer[Int][E^(7*(1 + E^5/7) - E^3*x - (E^E^5*(E^(4 - E^3*x) + x))/3), x] - Defer[Int][E^(E^5 - (E^E^5*(E^(4 - E^3*x) + x))/3)*x, x]/3 + Defer[Int][E^(7*(1 + E^5/7) - E^3*x - (E^E^5*(E^(4 - E^3*x) + x))/3)*x, x]/3","F",0,0,0,0,-1,"{}"
8969,0,0,0,1.5870784,"\int \frac{1}{2} \left(2+\exp \left(2+2 x+e^{2 x} (2+2 x)+(-2-2 x) \log (x)\right) \left(-1+e^{2 x} \left(6 x+4 x^2\right)-2 x \log (x)\right)\right) \, dx","Int[(2 + E^(2 + 2*x + E^(2*x)*(2 + 2*x) + (-2 - 2*x)*Log[x])*(-1 + E^(2*x)*(6*x + 4*x^2) - 2*x*Log[x]))/2,x]","\int \frac{1}{2} \left(2+\exp \left(2+2 x+e^{2 x} (2+2 x)+(-2-2 x) \log (x)\right) \left(-1+e^{2 x} \left(6 x+4 x^2\right)-2 x \log (x)\right)\right) \, dx","\frac{1}{2} x \left(e^{\left(\frac{2}{x}+2\right) x \left(e^{2 x}-\log (x)+1\right)}+2\right)",1,"x - Defer[Int][E^(2*(1 + x)*(1 + E^(2*x) - Log[x])), x]/2 + 3*Defer[Int][E^(2*x + 2*(1 + x)*(1 + E^(2*x) - Log[x]))*x, x] + 2*Defer[Int][E^(2*x + 2*(1 + x)*(1 + E^(2*x) - Log[x]))*x^2, x] - Defer[Int][E^(2*(1 + x)*(1 + E^(2*x) - Log[x]))*x*Log[x], x]","F",0,0,0,0,-1,"{}"
8970,1,28,0,0.9365032,"\int \frac{-48+64 e+32 x+e^{x^2} \left(48-64 e-32 x+128 x^2\right)+\left(-64+64 e^{x^2}\right) \log \left(-x+e^{x^2} x\right)}{-x^2-16 e^2 x^2-2 x^3-x^4+e \left(-8 x^2-8 x^3\right)+e^{x^2} \left(x^2+16 e^2 x^2+2 x^3+x^4+e \left(8 x^2+8 x^3\right)\right)+\left(8 x^2+32 e x^2+8 x^3+e^{x^2} \left(-8 x^2-32 e x^2-8 x^3\right)\right) \log \left(-x+e^{x^2} x\right)+\left(-16 x^2+16 e^{x^2} x^2\right) \log ^2\left(-x+e^{x^2} x\right)} \, dx","Int[(-48 + 64*E + 32*x + E^x^2*(48 - 64*E - 32*x + 128*x^2) + (-64 + 64*E^x^2)*Log[-x + E^x^2*x])/(-x^2 - 16*E^2*x^2 - 2*x^3 - x^4 + E*(-8*x^2 - 8*x^3) + E^x^2*(x^2 + 16*E^2*x^2 + 2*x^3 + x^4 + E*(8*x^2 + 8*x^3)) + (8*x^2 + 32*E*x^2 + 8*x^3 + E^x^2*(-8*x^2 - 32*E*x^2 - 8*x^3))*Log[-x + E^x^2*x] + (-16*x^2 + 16*E^x^2*x^2)*Log[-x + E^x^2*x]^2),x]","\frac{16}{x \left(-4 \log \left(-\left(\left(1-e^{x^2}\right) x\right)\right)+x+4 e+1\right)}","\frac{4}{x \left(-\log \left(e^{x^2} x-x\right)+\frac{x+1}{4}+e\right)}",1,"16/(x*(1 + 4*E + x - 4*Log[-((1 - E^x^2)*x)]))","A",4,4,212,0.01887,1,"{6, 6688, 12, 6687}"
8971,0,0,0,19.5321394,"\int \frac{25 e^{2 e^3}+125 x^4-100 x^5+e^{e^3} \left(150 x^2-100 x^3\right)+e^{2 e^{x+x^2}} \left(5 x^4-4 x^5+e^{x+x^2} \left(2 x^5+2 x^6-4 x^7\right)+e^{2 e^3} \left(1+e^{x+x^2} \left(2 x+2 x^2-4 x^3\right)\right)+e^{e^3} \left(6 x^2-4 x^3+e^{x+x^2} \left(4 x^3+4 x^4-8 x^5\right)\right)\right)+e^{e^{x+x^2}} \left(-50 x^4+40 x^5+e^{x+x^2} \left(-10 x^5-10 x^6+20 x^7\right)+e^{2 e^3} \left(-10+e^{x+x^2} \left(-10 x-10 x^2+20 x^3\right)\right)+e^{e^3} \left(-60 x^2+40 x^3+e^{x+x^2} \left(-20 x^3-20 x^4+40 x^5\right)\right)\right)}{1-2 x+x^2} \, dx","Int[(25*E^(2*E^3) + 125*x^4 - 100*x^5 + E^E^3*(150*x^2 - 100*x^3) + E^(2*E^(x + x^2))*(5*x^4 - 4*x^5 + E^(x + x^2)*(2*x^5 + 2*x^6 - 4*x^7) + E^(2*E^3)*(1 + E^(x + x^2)*(2*x + 2*x^2 - 4*x^3)) + E^E^3*(6*x^2 - 4*x^3 + E^(x + x^2)*(4*x^3 + 4*x^4 - 8*x^5))) + E^E^(x + x^2)*(-50*x^4 + 40*x^5 + E^(x + x^2)*(-10*x^5 - 10*x^6 + 20*x^7) + E^(2*E^3)*(-10 + E^(x + x^2)*(-10*x - 10*x^2 + 20*x^3)) + E^E^3*(-60*x^2 + 40*x^3 + E^(x + x^2)*(-20*x^3 - 20*x^4 + 40*x^5))))/(1 - 2*x + x^2),x]","\int \frac{25 e^{2 e^3}+125 x^4-100 x^5+e^{e^3} \left(150 x^2-100 x^3\right)+e^{2 e^{x+x^2}} \left(5 x^4-4 x^5+e^{x+x^2} \left(2 x^5+2 x^6-4 x^7\right)+e^{2 e^3} \left(1+e^{x+x^2} \left(2 x+2 x^2-4 x^3\right)\right)+e^{e^3} \left(6 x^2-4 x^3+e^{x+x^2} \left(4 x^3+4 x^4-8 x^5\right)\right)\right)+e^{e^{x+x^2}} \left(-50 x^4+40 x^5+e^{x+x^2} \left(-10 x^5-10 x^6+20 x^7\right)+e^{2 e^3} \left(-10+e^{x+x^2} \left(-10 x-10 x^2+20 x^3\right)\right)+e^{e^3} \left(-60 x^2+40 x^3+e^{x+x^2} \left(-20 x^3-20 x^4+40 x^5\right)\right)\right)}{1-2 x+x^2} \, dx","\frac{\left(e^{e^{x^2+x}}-5\right)^2 x^2 \left(x^2+e^{e^3}\right)^2}{x-x^2}",1,"(25*(1 + E^E^3))/(1 - x) + (25*E^E^3*(1 + E^E^3))/(1 - x) + 25*E^E^3*x - 25*(1 + 3*E^E^3)*x - 25*(1 + 2*E^E^3)*x^2 - 25*x^3 - 25*x^4 - 5*E^E^3*Defer[Int][E^E^(x*(1 + x)), x] + 10*(1 + 3*E^E^3)*Defer[Int][E^E^(x*(1 + x)), x] - (1 + 3*E^E^3)*Defer[Int][E^(2*E^(x + x^2)), x] + Defer[Int][E^(E^3 + 2*E^(x*(1 + x))), x] - 5*Defer[Int][E^(E^3 + E^(x + x^2)), x] - 6*(1 + E^E^3)^2*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2), x] + 30*(1 + E^E^3)^2*Defer[Int][E^(E^(x + x^2) + x + x^2), x] - 10*(1 + E^E^3)*Defer[Int][E^E^(x*(1 + x))/(-1 + x)^2, x] - 5*E^E^3*(1 + E^E^3)*Defer[Int][E^E^(x*(1 + x))/(-1 + x)^2, x] + (1 + E^E^3)*Defer[Int][E^(2*E^(x + x^2))/(-1 + x)^2, x] + (1 + E^E^3)*Defer[Int][E^(E^3 + 2*E^(x*(1 + x)))/(-1 + x)^2, x] - 5*(1 + E^E^3)*Defer[Int][E^(E^3 + E^(x + x^2))/(-1 + x)^2, x] - 10*E^E^3*Defer[Int][E^E^(x*(1 + x))/(-1 + x), x] + 20*Defer[Int][E^(E^3 + E^(x*(1 + x)))/(-1 + x), x] + 2*Defer[Int][E^(E^3 + 2*E^(x*(1 + x)))/(-1 + x), x] - 10*Defer[Int][E^(E^3 + E^(x + x^2))/(-1 + x), x] - 2*Defer[Int][E^(E^3 + 2*E^(x + x^2))/(-1 + x), x] - 6*(1 + E^E^3)^2*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)/(-1 + x), x] + 30*(1 + E^E^3)^2*Defer[Int][E^(E^(x + x^2) + x + x^2)/(-1 + x), x] + 20*(1 + 2*E^E^3)*Defer[Int][E^E^(x*(1 + x))*x, x] - 2*(1 + 2*E^E^3)*Defer[Int][E^(2*E^(x + x^2))*x, x] - 2*(3 + 6*E^E^3 + 2*E^(2*E^3))*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)*x, x] + 10*(3 + 6*E^E^3 + 2*E^(2*E^3))*Defer[Int][E^(E^(x + x^2) + x + x^2)*x, x] + 30*Defer[Int][E^E^(x*(1 + x))*x^2, x] - 3*Defer[Int][E^(2*E^(x + x^2))*x^2, x] - 6*(1 + 2*E^E^3)*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)*x^2, x] + 30*(1 + 2*E^E^3)*Defer[Int][E^(E^(x + x^2) + x + x^2)*x^2, x] + 40*Defer[Int][E^E^(x*(1 + x))*x^3, x] - 4*Defer[Int][E^(2*E^(x + x^2))*x^3, x] - 2*(3 + 4*E^E^3)*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)*x^3, x] + 10*(3 + 4*E^E^3)*Defer[Int][E^(E^(x + x^2) + x + x^2)*x^3, x] - 6*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)*x^4, x] + 30*Defer[Int][E^(E^(x + x^2) + x + x^2)*x^4, x] - 4*Defer[Int][E^(2*E^(x*(1 + x)) + x + x^2)*x^5, x] + 20*Defer[Int][E^(E^(x + x^2) + x + x^2)*x^5, x]","F",0,0,0,0,-1,"{}"
8972,1,27,0,0.0117711,"\int \frac{1-144 x-96 x^2+\left(-720 x-480 x^2\right) \log (5)+\left(-900 x-600 x^2\right) \log ^2(5)}{x} \, dx","Int[(1 - 144*x - 96*x^2 + (-720*x - 480*x^2)*Log[5] + (-900*x - 600*x^2)*Log[5]^2)/x,x]","-12 x^2 (2+5 \log (5))^2-36 x (2+5 \log (5))^2+\log (x)","\log (x)-12 x (x+3) (2+5 \log (5))^2",1,"-36*x*(2 + 5*Log[5])^2 - 12*x^2*(2 + 5*Log[5])^2 + Log[x]","A",2,1,40,0.02500,1,"{14}"
8973,1,13,0,0.0062233,"\int \frac{-196 e-196 e^3}{e^2 x^2} \, dx","Int[(-196*E - 196*E^3)/(E^2*x^2),x]","\frac{196 \left(1+e^2\right)}{e x}","\frac{196 e \left(\frac{x+1}{e^2}+1\right)}{x}",1,"(196*(1 + E^2))/(E*x)","A",2,2,16,0.1250,1,"{12, 30}"
8974,1,15,0,0.0504067,"\int \frac{e^{-3+x}+10 x+e^{-3+x} x \log (x)}{5 x} \, dx","Int[(E^(-3 + x) + 10*x + E^(-3 + x)*x*Log[x])/(5*x),x]","2 x+\frac{1}{5} e^{x-3} \log (x)","-\log \left(e^{-2 x-2 e^3+8}\right)+\frac{1}{5} e^{x-3} \log (x)+1+\log (5)",1,"2*x + (E^(-3 + x)*Log[x])/5","A",4,3,25,0.1200,1,"{12, 14, 2288}"
8975,0,0,0,0.8481407,"\int \frac{e^{4-x} \left(4+(-4-2 x) \log \left(\frac{4}{x^2}\right)\right)}{5 x^3 \log ^2\left(\frac{4}{x^2}\right)} \, dx","Int[(E^(4 - x)*(4 + (-4 - 2*x)*Log[4/x^2]))/(5*x^3*Log[4/x^2]^2),x]","\int \frac{e^{4-x} \left(4+(-4-2 x) \log \left(\frac{4}{x^2}\right)\right)}{5 x^3 \log ^2\left(\frac{4}{x^2}\right)} \, dx","\frac{2 e^{4-x}}{5 x^2 \log \left(\frac{4}{x^2}\right)}",1,"(4*Defer[Int][E^(4 - x)/(x^3*Log[4/x^2]^2), x])/5 - (4*Defer[Int][E^(4 - x)/(x^3*Log[4/x^2]), x])/5 - (2*Defer[Int][E^(4 - x)/(x^2*Log[4/x^2]), x])/5","F",0,0,0,0,-1,"{}"
8976,0,0,0,3.1982047,"\int \frac{e^{\frac{4 e^2+x^2+e^2 \log (x)}{e^2}} \left(12 x^2+4 x^4+e^2 \left(6+6 x^2\right)\right)}{e^5 x+e^{2+\frac{4 e^2+x^2+e^2 \log (x)}{e^2}} \left(6 x+2 x^3\right)} \, dx","Int[(E^((4*E^2 + x^2 + E^2*Log[x])/E^2)*(12*x^2 + 4*x^4 + E^2*(6 + 6*x^2)))/(E^5*x + E^(2 + (4*E^2 + x^2 + E^2*Log[x])/E^2)*(6*x + 2*x^3)),x]","\int \frac{e^{\frac{4 e^2+x^2+e^2 \log (x)}{e^2}} \left(12 x^2+4 x^4+e^2 \left(6+6 x^2\right)\right)}{e^5 x+e^{2+\frac{4 e^2+x^2+e^2 \log (x)}{e^2}} \left(6 x+2 x^3\right)} \, dx","\log \left(2 e^{\frac{x^2}{e^2}+4} x \left(x^2+3\right)+e^3\right)",1,"x^2/E^2 + Log[x] + Log[3 + x^2] + Defer[Int][1/((I*Sqrt[3] - x)*(1 + 2*E^(1 + x^2/E^2)*x*(3 + x^2))), x] - Defer[Int][1/(x*(1 + 2*E^(1 + x^2/E^2)*x*(3 + x^2))), x] - (2*Defer[Int][x/(1 + 2*E^(1 + x^2/E^2)*x*(3 + x^2)), x])/E^2 - Defer[Int][1/((I*Sqrt[3] + x)*(1 + 2*E^(1 + x^2/E^2)*x*(3 + x^2))), x]","F",0,0,0,0,-1,"{}"
8977,0,0,0,2.1271357,"\int \frac{e^{-4 x^2} \left(2 x^4+\left(12 x^3-4 x^4-24 x^5+8 x^6\right) \log (-3+x)\right)}{(-3+x) \log ^3(-3+x)} \, dx","Int[(2*x^4 + (12*x^3 - 4*x^4 - 24*x^5 + 8*x^6)*Log[-3 + x])/(E^(4*x^2)*(-3 + x)*Log[-3 + x]^3),x]","\int \frac{e^{-4 x^2} \left(2 x^4+\left(12 x^3-4 x^4-24 x^5+8 x^6\right) \log (-3+x)\right)}{(-3+x) \log ^3(-3+x)} \, dx","-\frac{e^{-4 x^2} x^4}{\log ^2(x-3)}",1,"216*Defer[Int][1/(E^(4*x^2)*Log[-3 + x]^3), x] + 162*Defer[Int][1/(E^(4*x^2)*(-3 + x)*Log[-3 + x]^3), x] + 108*Defer[Int][(-3 + x)/(E^(4*x^2)*Log[-3 + x]^3), x] + 24*Defer[Int][(-3 + x)^2/(E^(4*x^2)*Log[-3 + x]^3), x] + 2*Defer[Int][(-3 + x)^3/(E^(4*x^2)*Log[-3 + x]^3), x] + 1836*Defer[Int][1/(E^(4*x^2)*Log[-3 + x]^2), x] + 3132*Defer[Int][(-3 + x)/(E^(4*x^2)*Log[-3 + x]^2), x] + 2124*Defer[Int][(-3 + x)^2/(E^(4*x^2)*Log[-3 + x]^2), x] + 716*Defer[Int][(-3 + x)^3/(E^(4*x^2)*Log[-3 + x]^2), x] + 120*Defer[Int][(-3 + x)^4/(E^(4*x^2)*Log[-3 + x]^2), x] + 8*Defer[Int][(-3 + x)^5/(E^(4*x^2)*Log[-3 + x]^2), x]","F",0,0,0,0,-1,"{}"
8978,1,32,0,0.0085969,"\int \left(5+e^8 (40-20 x)+e^{16} \left(-40 x+15 x^2\right)\right) \, dx","Int[5 + E^8*(40 - 20*x) + E^16*(-40*x + 15*x^2),x]","5 e^{16} x^3-20 e^{16} x^2+5 x-10 e^8 (2-x)^2","5 (x-4) \left(1-e^8 x\right)^2",1,"-10*E^8*(2 - x)^2 + 5*x - 20*E^16*x^2 + 5*E^16*x^3","B",2,0,24,0,1,"{}"
8979,0,0,0,1.3206587,"\int \frac{\left(-1920 x-576 x^2+e^{4/x} \left(640 x+192 x^2\right)\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right)+512 e^{4/x} \log \left(\frac{5}{\log \left(\log \left(-3+e^{4/x}\right)\right)}\right)+\left(-384 x+128 e^{4/x} x\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right) \log ^2\left(\frac{5}{\log \left(\log \left(-3+e^{4/x}\right)\right)}\right)}{\left(-3+e^{4/x}\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right)} \, dx","Int[((-1920*x - 576*x^2 + E^(4/x)*(640*x + 192*x^2))*Log[-3 + E^(4/x)]*Log[Log[-3 + E^(4/x)]] + 512*E^(4/x)*Log[5/Log[Log[-3 + E^(4/x)]]] + (-384*x + 128*E^(4/x)*x)*Log[-3 + E^(4/x)]*Log[Log[-3 + E^(4/x)]]*Log[5/Log[Log[-3 + E^(4/x)]]]^2)/((-3 + E^(4/x))*Log[-3 + E^(4/x)]*Log[Log[-3 + E^(4/x)]]),x]","\int \frac{\left(-1920 x-576 x^2+e^{4/x} \left(640 x+192 x^2\right)\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right)+512 e^{4/x} \log \left(\frac{5}{\log \left(\log \left(-3+e^{4/x}\right)\right)}\right)+\left(-384 x+128 e^{4/x} x\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right) \log ^2\left(\frac{5}{\log \left(\log \left(-3+e^{4/x}\right)\right)}\right)}{\left(-3+e^{4/x}\right) \log \left(-3+e^{4/x}\right) \log \left(\log \left(-3+e^{4/x}\right)\right)} \, dx","64 x^2 \left(x+\log ^2\left(\frac{5}{\log \left(\log \left(e^{4/x}-3\right)\right)}\right)+5\right)",1,"320*x^2 + 64*x^3 + 512*Defer[Int][(E^(4/x)*Log[5/Log[Log[-3 + E^(4/x)]]])/((-3 + E^(4/x))*Log[-3 + E^(4/x)]*Log[Log[-3 + E^(4/x)]]), x] + 128*Defer[Int][x*Log[5/Log[Log[-3 + E^(4/x)]]]^2, x]","F",0,0,0,0,-1,"{}"
8980,0,0,0,1.3276756,"\int \frac{-60+20 x+40 x^2-32 x^3+(-20+20 x) \log \left(1-2 x+x^2\right)}{-225+1515 x-3379 x^2+2777 x^3-752 x^4+64 x^5+\left(-150+610 x-626 x^2+182 x^3-16 x^4\right) \log \left(1-2 x+x^2\right)+\left(-25+35 x-11 x^2+x^3\right) \log ^2\left(1-2 x+x^2\right)} \, dx","Int[(-60 + 20*x + 40*x^2 - 32*x^3 + (-20 + 20*x)*Log[1 - 2*x + x^2])/(-225 + 1515*x - 3379*x^2 + 2777*x^3 - 752*x^4 + 64*x^5 + (-150 + 610*x - 626*x^2 + 182*x^3 - 16*x^4)*Log[1 - 2*x + x^2] + (-25 + 35*x - 11*x^2 + x^3)*Log[1 - 2*x + x^2]^2),x]","\int \frac{-60+20 x+40 x^2-32 x^3+(-20+20 x) \log \left(1-2 x+x^2\right)}{-225+1515 x-3379 x^2+2777 x^3-752 x^4+64 x^5+\left(-150+610 x-626 x^2+182 x^3-16 x^4\right) \log \left(1-2 x+x^2\right)+\left(-25+35 x-11 x^2+x^3\right) \log ^2\left(1-2 x+x^2\right)} \, dx","\frac{4 x}{(x-5) \left(8 x-\log \left((1-x)^2\right)-3\right)}",1,"-32*Defer[Int][(-3 + 8*x - Log[(-1 + x)^2])^(-2), x] - 150*Defer[Int][1/((-5 + x)*(-3 + 8*x - Log[(-1 + x)^2])^2), x] - 2*Defer[Int][1/((-1 + x)*(-3 + 8*x - Log[(-1 + x)^2])^2), x] - 20*Defer[Int][1/((-5 + x)^2*(-3 + 8*x - Log[(-1 + x)^2])), x]","F",0,0,0,0,-1,"{}"
8981,1,27,0,0.0501928,"\int \left(250+10 x+e^{30 x-21 x^2+3 x^3} \left(270-378 x+81 x^2\right)\right) \, dx","Int[250 + 10*x + E^(30*x - 21*x^2 + 3*x^3)*(270 - 378*x + 81*x^2),x]","5 x^2+9 e^{3 x^3-21 x^2+30 x}+250 x","9 e^{6 (5-x) \left(x-\frac{x^2}{2}\right)}+5 (x+25)^2",1,"9*E^(30*x - 21*x^2 + 3*x^3) + 250*x + 5*x^2","A",2,1,32,0.03125,1,"{6706}"
8982,1,48,0,0.6231965,"\int e^{-4-x} \left(-9 e^2+e^{2 x}-4 e^{x+x^2} x+3 e^{1+x^2} (-2+4 x)+e^{2 x^2} (-1+4 x)\right) \, dx","Int[E^(-4 - x)*(-9*E^2 + E^(2*x) - 4*E^(x + x^2)*x + 3*E^(1 + x^2)*(-2 + 4*x) + E^(2*x^2)*(-1 + 4*x)),x]","-2 e^{x^2-4}+6 e^{x^2-x-3}+e^{2 x^2-x-4}+9 e^{-x-2}+e^{x-4}","e^{-x-4} \left(e^{x^2}-e^x+3 e\right)^2+2",1,"9*E^(-2 - x) + E^(-4 + x) - 2*E^(-4 + x^2) + 6*E^(-3 - x + x^2) + E^(-4 - x + 2*x^2)","A",14,8,56,0.1429,1,"{6741, 6742, 2194, 2236, 2234, 2204, 2209, 2240}"
8983,1,36,0,3.0192318,"\int \frac{-2+4 x^2-2 x^3+e^x \left(-2 x-4 x^2+x^4+2 x^5+e^3 \left(4 x-2 x^4\right)\right)+e^x \left(-x-3 x^2-x^3+2 x^4+e^3 \left(2 x+2 x^2-2 x^3\right)\right) \log \left(1+x-x^2\right)+\log (x) \left(e^x \left(4 x-2 x^4\right)+e^x \left(2 x+2 x^2-2 x^3\right) \log \left(1+x-x^2\right)\right)}{x+3 x^2+x^3-2 x^4+e^3 \left(-2 x-2 x^2+2 x^3\right)+\left(-2 x-2 x^2+2 x^3\right) \log (x)} \, dx","Int[(-2 + 4*x^2 - 2*x^3 + E^x*(-2*x - 4*x^2 + x^4 + 2*x^5 + E^3*(4*x - 2*x^4)) + E^x*(-x - 3*x^2 - x^3 + 2*x^4 + E^3*(2*x + 2*x^2 - 2*x^3))*Log[1 + x - x^2] + Log[x]*(E^x*(4*x - 2*x^4) + E^x*(2*x + 2*x^2 - 2*x^3)*Log[1 + x - x^2]))/(x + 3*x^2 + x^3 - 2*x^4 + E^3*(-2*x - 2*x^2 + 2*x^3) + (-2*x - 2*x^2 + 2*x^3)*Log[x]),x]","-e^x \log \left(-x^2+x+1\right)-e^x x+\log \left(2 x-2 \log (x)-2 e^3+1\right)","\log \left(x-\log (x)-e^3+\frac{1}{2}\right)-e^x \left(\log \left(-x^2+x+1\right)+x\right)",1,"-(E^x*x) - E^x*Log[1 + x - x^2] + Log[1 - 2*E^3 + 2*x - 2*Log[x]]","A",21,9,193,0.04663,1,"{6741, 6728, 6684, 6688, 2194, 2176, 2178, 2554, 2270}"
8984,1,74,0,0.544379,"\int \frac{-3-7 x^2+9 x^3-2 x^4+3 x^5+\left(3-9 x-16 x^2-12 x^3-9 x^4+3 x^5\right) \log (x)}{-x^2+3 x^3-3 x^4+x^5} \, dx","Int[(-3 - 7*x^2 + 9*x^3 - 2*x^4 + 3*x^5 + (3 - 9*x - 16*x^2 - 12*x^3 - 9*x^4 + 3*x^5)*Log[x])/(-x^2 + 3*x^3 - 3*x^4 + x^5),x]","-\frac{9 x^2}{2 (1-x)^2}-\frac{9}{1-x}+\frac{9}{2 (1-x)^2}-\frac{18 x \log (x)}{1-x}+3 x \log (x)+\frac{20 \log (x)}{(1-x)^2}-11 \log (x)+\frac{3 \log (x)}{x}","\frac{\left(\left(\frac{1}{x^2}+2\right) x+x+1\right) \left(x^2+3\right) \log (x)}{(1-x)^2}",1,"9/(2*(1 - x)^2) - 9/(1 - x) - (9*x^2)/(2*(1 - x)^2) - 11*Log[x] + (20*Log[x])/(1 - x)^2 + (3*Log[x])/x + 3*x*Log[x] - (18*x*Log[x])/(1 - x)","B",19,11,72,0.1528,1,"{6741, 6742, 44, 37, 43, 2357, 2295, 2319, 2314, 31, 2304}"
8985,1,39,0,0.3697598,"\int \frac{-150+e^x \left(-28+8 x+4 x^2\right)+40 \log (4)}{15-30 x+15 x^2} \, dx","Int[(-150 + E^x*(-28 + 8*x + 4*x^2) + 40*Log[4])/(15 - 30*x + 15*x^2),x]","\frac{4 e^x}{15}-\frac{16 e^x}{15 (1-x)}-\frac{2 (15-\log (256))}{3 (1-x)}","\frac{1-(x+3) \left(\frac{2 e^x}{5}+4-\log (4)\right)}{\frac{x+3}{2}-2 x}",1,"(4*E^x)/15 - (16*E^x)/(15*(1 - x)) - (2*(15 - Log[256]))/(3*(1 - x))","A",13,8,33,0.2424,1,"{27, 12, 6741, 6742, 2199, 2194, 2177, 2178}"
8986,0,0,0,17.3638285,"\int \frac{1536 x+640 x^2-96 x^3-72 x^4-8 x^5+e^x \left(-384-64 x+40 x^2+8 x^3\right)+\left(4 e^{3 x}+e^{2 x} \left(96-112 x-16 x^2+8 x^3\right)+e^x \left(-384 x+288 x^2+144 x^3-20 x^4-8 x^5\right)\right) \log (x)+\left(-1536-640 x+96 x^2+72 x^3+8 x^4+\left(-1536 x-384 x^2+288 x^3+120 x^4+12 x^5+e^{2 x} (48+12 x)+e^x \left(768-416 x-280 x^2+8 x^4\right)\right) \log (x)\right) \log (\log (x))+\left(1536+128 x-480 x^2-168 x^3-16 x^4+e^x \left(192+96 x+12 x^2\right)\right) \log (x) \log ^2(\log (x))+\left(256+192 x+48 x^2+4 x^3\right) \log (x) \log ^3(\log (x))}{e^{3 x} \log (x)+e^{2 x} (12+3 x) \log (x) \log (\log (x))+e^x \left(48+24 x+3 x^2\right) \log (x) \log ^2(\log (x))+\left(64+48 x+12 x^2+x^3\right) \log (x) \log ^3(\log (x))} \, dx","Int[(1536*x + 640*x^2 - 96*x^3 - 72*x^4 - 8*x^5 + E^x*(-384 - 64*x + 40*x^2 + 8*x^3) + (4*E^(3*x) + E^(2*x)*(96 - 112*x - 16*x^2 + 8*x^3) + E^x*(-384*x + 288*x^2 + 144*x^3 - 20*x^4 - 8*x^5))*Log[x] + (-1536 - 640*x + 96*x^2 + 72*x^3 + 8*x^4 + (-1536*x - 384*x^2 + 288*x^3 + 120*x^4 + 12*x^5 + E^(2*x)*(48 + 12*x) + E^x*(768 - 416*x - 280*x^2 + 8*x^4))*Log[x])*Log[Log[x]] + (1536 + 128*x - 480*x^2 - 168*x^3 - 16*x^4 + E^x*(192 + 96*x + 12*x^2))*Log[x]*Log[Log[x]]^2 + (256 + 192*x + 48*x^2 + 4*x^3)*Log[x]*Log[Log[x]]^3)/(E^(3*x)*Log[x] + E^(2*x)*(12 + 3*x)*Log[x]*Log[Log[x]] + E^x*(48 + 24*x + 3*x^2)*Log[x]*Log[Log[x]]^2 + (64 + 48*x + 12*x^2 + x^3)*Log[x]*Log[Log[x]]^3),x]","\int \frac{1536 x+640 x^2-96 x^3-72 x^4-8 x^5+e^x \left(-384-64 x+40 x^2+8 x^3\right)+\left(4 e^{3 x}+e^{2 x} \left(96-112 x-16 x^2+8 x^3\right)+e^x \left(-384 x+288 x^2+144 x^3-20 x^4-8 x^5\right)\right) \log (x)+\left(-1536-640 x+96 x^2+72 x^3+8 x^4+\left(-1536 x-384 x^2+288 x^3+120 x^4+12 x^5+e^{2 x} (48+12 x)+e^x \left(768-416 x-280 x^2+8 x^4\right)\right) \log (x)\right) \log (\log (x))+\left(1536+128 x-480 x^2-168 x^3-16 x^4+e^x \left(192+96 x+12 x^2\right)\right) \log (x) \log ^2(\log (x))+\left(256+192 x+48 x^2+4 x^3\right) \log (x) \log ^3(\log (x))}{e^{3 x} \log (x)+e^{2 x} (12+3 x) \log (x) \log (\log (x))+e^x \left(48+24 x+3 x^2\right) \log (x) \log ^2(\log (x))+\left(64+48 x+12 x^2+x^3\right) \log (x) \log ^3(\log (x))} \, dx","(x-3) \left(2-\frac{2 x}{\frac{e^x}{x+4}+\log (\log (x))}\right)^2+4",1,"4*x + 1536*Defer[Int][x/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3), x] + 640*Defer[Int][x^2/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3), x] - 96*Defer[Int][x^3/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3), x] - 72*Defer[Int][x^4/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3), x] - 8*Defer[Int][x^5/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3), x] - 1152*Defer[Int][(x^2*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3, x] - 576*Defer[Int][(x^3*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3, x] + 56*Defer[Int][(x^4*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3, x] + 64*Defer[Int][(x^5*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3, x] + 8*Defer[Int][(x^6*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^3, x] - 384*Defer[Int][x/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] + 288*Defer[Int][x^2/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] + 144*Defer[Int][x^3/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] - 20*Defer[Int][x^4/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] - 8*Defer[Int][x^5/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] - 384*Defer[Int][1/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2), x] - 64*Defer[Int][x/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2), x] + 40*Defer[Int][x^2/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2), x] + 8*Defer[Int][x^3/(Log[x]*(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2), x] + 288*Defer[Int][(x*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] + 72*Defer[Int][(x^2*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] - 32*Defer[Int][(x^3*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] - 8*Defer[Int][(x^4*Log[Log[x]])/(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^2, x] + 96*Defer[Int][(E^x + 4*Log[Log[x]] + x*Log[Log[x]])^(-1), x] - 112*Defer[Int][x/(E^x + 4*Log[Log[x]] + x*Log[Log[x]]), x] - 16*Defer[Int][x^2/(E^x + 4*Log[Log[x]] + x*Log[Log[x]]), x] + 8*Defer[Int][x^3/(E^x + 4*Log[Log[x]] + x*Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
8987,0,0,0,2.1978558,"\int \frac{9-6 x^2-3 \log (x)+\left(-6+8 x-8 x^2+6 x^3+(3-3 x) \log (x)\right) \log \left(\frac{6-2 x+6 x^2-3 \log (x)}{x}\right)}{\left(-6 x+2 x^2-6 x^3+3 x \log (x)\right) \log \left(\frac{6-2 x+6 x^2-3 \log (x)}{x}\right)} \, dx","Int[(9 - 6*x^2 - 3*Log[x] + (-6 + 8*x - 8*x^2 + 6*x^3 + (3 - 3*x)*Log[x])*Log[(6 - 2*x + 6*x^2 - 3*Log[x])/x])/((-6*x + 2*x^2 - 6*x^3 + 3*x*Log[x])*Log[(6 - 2*x + 6*x^2 - 3*Log[x])/x]),x]","\int \frac{9-6 x^2-3 \log (x)+\left(-6+8 x-8 x^2+6 x^3+(3-3 x) \log (x)\right) \log \left(\frac{6-2 x+6 x^2-3 \log (x)}{x}\right)}{\left(-6 x+2 x^2-6 x^3+3 x \log (x)\right) \log \left(\frac{6-2 x+6 x^2-3 \log (x)}{x}\right)} \, dx","\log \left(5 e^{-x} x \log \left(3 \left(\frac{x^2-x-\log (x)+2}{x}+x\right)+1\right)\right)",1,"-x + Log[x] - 2*Defer[Int][(6 - 2*x + 6*x^2 - 3*Log[x])^(-1), x] - 2*Defer[Int][(-6 + 2*x - 6*x^2 + 3*Log[x])^(-1), x] + 6*Defer[Int][x/((6 - 2*x + 6*x^2 - 3*Log[x])*Log[-2 + 6/x + 6*x - (3*Log[x])/x]), x] + 3*Defer[Int][Log[x]/(x*(6 - 2*x + 6*x^2 - 3*Log[x])*Log[-2 + 6/x + 6*x - (3*Log[x])/x]), x] + 9*Defer[Int][1/(x*(-6 + 2*x - 6*x^2 + 3*Log[x])*Log[-2 + 6/x + 6*x - (3*Log[x])/x]), x]","F",0,0,0,0,-1,"{}"
8988,1,20,0,0.0333208,"\int \frac{-e^{1+x} x^3+e \left(-32+x^3\right)+x^3 \log (2)}{e x^3} \, dx","Int[(-(E^(1 + x)*x^3) + E*(-32 + x^3) + x^3*Log[2])/(E*x^3),x]","\frac{16}{x^2}-e^x+\frac{x (e+\log (2))}{e}","\frac{16}{x^2}+x-e^x+\frac{x \log (2)}{e}+1",1,"-E^x + 16/x^2 + (x*(E + Log[2]))/E","A",6,3,31,0.09677,1,"{12, 14, 2194}"
8989,1,22,0,0.3582356,"\int \frac{220-5 x+e^{2+x} (-44+21 x)}{-20 x+4 e^{2+x} x} \, dx","Int[(220 - 5*x + E^(2 + x)*(-44 + 21*x))/(-20*x + 4*E^(2 + x)*x),x]","\frac{x}{4}+5 \log \left(5-e^{x+2}\right)-11 \log (x)","5 \log \left(\frac{e^{x+2}-5}{x^2}\right)+\frac{x}{4}-\log (x)",1,"x/4 + 5*Log[5 - E^(2 + x)] - 11*Log[x]","A",10,8,31,0.2581,1,"{6741, 12, 6742, 2282, 36, 31, 29, 43}"
8990,0,0,0,2.6045497,"\int \frac{16+8 x^2+x^4+e^{5+x} \left(-16 x-8 x^3-x^5\right)+e^5 \left(-4 x+x^3\right) \log (2)+\left(e^x \left(-16 x-8 x^3-x^5\right)+\left(-4 x+x^3\right) \log (2)\right) \log \left(\frac{x}{4}\right)}{e^5 \left(256 x+128 x^3+16 x^5\right)+\left(256 x+128 x^3+16 x^5\right) \log \left(\frac{x}{4}\right)} \, dx","Int[(16 + 8*x^2 + x^4 + E^(5 + x)*(-16*x - 8*x^3 - x^5) + E^5*(-4*x + x^3)*Log[2] + (E^x*(-16*x - 8*x^3 - x^5) + (-4*x + x^3)*Log[2])*Log[x/4])/(E^5*(256*x + 128*x^3 + 16*x^5) + (256*x + 128*x^3 + 16*x^5)*Log[x/4]),x]","\int \frac{16+8 x^2+x^4+e^{5+x} \left(-16 x-8 x^3-x^5\right)+e^5 \left(-4 x+x^3\right) \log (2)+\left(e^x \left(-16 x-8 x^3-x^5\right)+\left(-4 x+x^3\right) \log (2)\right) \log \left(\frac{x}{4}\right)}{e^5 \left(256 x+128 x^3+16 x^5\right)+\left(256 x+128 x^3+16 x^5\right) \log \left(\frac{x}{4}\right)} \, dx","\frac{1}{16} \left(-e^x+\log \left(\log \left(\frac{x}{4}\right)+e^5\right)-\frac{\log (2)}{x+\frac{4}{x}}+2\right)",1,"-1/16*E^x - (x*Log[2])/(32*(4 + x^2)) + (ArcTan[x/2]*Log[2])/64 - (x*Log[16])/(128*(4 + x^2)) - (ArcTan[x/2]*Log[16])/256 + Log[E^5 + Log[x/4]]/16 - (E^5*Log[2]*Defer[Int][x^2/((4 + x^2)^2*(E^5 + Log[x/4])), x])/16 + (E^5*Log[2]*Defer[Int][(-4 + x^2)/((4 + x^2)^2*(E^5 + Log[x/4])), x])/16 + (E^5*Log[16]*Defer[Subst][Defer[Int][1/((1 + 4*x^2)^2*(E^5 + Log[x])), x], x, x/4])/64","F",0,0,0,0,-1,"{}"
8991,1,20,0,0.1938792,"\int \frac{2 \log \left(\frac{1-\log (2 x)}{e}\right)}{4 x-4 x \log (2 x)+(-x+x \log (2 x)) \log ^2\left(\frac{1-\log (2 x)}{e}\right)} \, dx","Int[(2*Log[(1 - Log[2*x])/E])/(4*x - 4*x*Log[2*x] + (-x + x*Log[2*x])*Log[(1 - Log[2*x])/E]^2),x]","\log \left(4-\log ^2\left(\frac{1-\log (2 x)}{e}\right)\right)","\log \left(4-\log ^2\left(\frac{1-\log (2 x)}{e}\right)\right)",1,"Log[4 - Log[(1 - Log[2*x])/E]^2]","A",3,4,54,0.07407,1,"{12, 6696, 207, 6684}"
8992,1,19,0,0.1804964,"\int \frac{-20 x+(50+20 x) \log \left(\frac{1}{2} (5+2 x)\right)}{605 x^2+242 x^3+\left(1100 x+440 x^2\right) \log \left(\frac{1}{2} (5+2 x)\right)+(500+200 x) \log ^2\left(\frac{1}{2} (5+2 x)\right)} \, dx","Int[(-20*x + (50 + 20*x)*Log[(5 + 2*x)/2])/(605*x^2 + 242*x^3 + (1100*x + 440*x^2)*Log[(5 + 2*x)/2] + (500 + 200*x)*Log[(5 + 2*x)/2]^2),x]","-\frac{10}{11 \left(\frac{11 x}{\log \left(x+\frac{5}{2}\right)}+10\right)}","\frac{x}{x+10 \left(x+\log \left(x+\frac{5}{2}\right)\right)}",1,"-10/(11*(10 + (11*x)/Log[5/2 + x]))","A",4,4,72,0.05556,1,"{6688, 12, 6711, 32}"
8993,1,54,0,0.1396798,"\int \frac{e^{\frac{1}{4} \left(-12-x^3-4 x^4+4 \log \left(\frac{e^{-x} x}{10}\right)\right)} \left(4-4 x-3 x^3-16 x^4\right)}{4 x} \, dx","Int[(E^((-12 - x^3 - 4*x^4 + 4*Log[x/(10*E^x)])/4)*(4 - 4*x - 3*x^3 - 16*x^4))/(4*x),x]","\frac{e^{\frac{1}{4} \left(-4 x^4-x^3-12\right)-x} \left(16 x^4+3 x^3+4 x\right)}{10 \left(16 x^3+3 x^2+4\right)}","\frac{1}{10} e^{-\left(\left(x+\frac{1}{4}\right) x^3\right)-x-3} x",1,"(E^(-x + (-12 - x^3 - 4*x^4)/4)*(4*x + 3*x^3 + 16*x^4))/(10*(4 + 3*x^2 + 16*x^3))","B",4,3,53,0.05660,1,"{12, 2274, 2288}"
8994,1,15,0,0.0079149,"\int \frac{x+e^4 \log ^2(3)}{x^2} \, dx","Int[(x + E^4*Log[3]^2)/x^2,x]","\log (x)-\frac{e^4 \log ^2(3)}{x}","\log \left(x e^{-\frac{e^4 \log ^2(3)}{x}}\right)",1,"-((E^4*Log[3]^2)/x) + Log[x]","A",2,1,14,0.07143,1,"{43}"
8995,1,30,0,0.0188291,"\int \frac{-9-2 e^{\frac{1}{5} \left(2+e^3\right)} x+x^2+x^4+2 x^5}{x^4} \, dx","Int[(-9 - 2*E^((2 + E^3)/5)*x + x^2 + x^4 + 2*x^5)/x^4,x]","\frac{3}{x^3}+x^2+\frac{e^{\frac{1}{5} \left(2+e^3\right)}}{x^2}+x-\frac{1}{x}","x^2-\frac{x-\frac{3}{x}-e^{\frac{1}{5} \left(2+e^3\right)}}{x^2}+x",1,"3/x^3 + E^((2 + E^3)/5)/x^2 - x^(-1) + x + x^2","A",2,1,31,0.03226,1,"{14}"
8996,1,10,0,0.0304418,"\int \frac{2+4 \log (x)}{x \log (x)} \, dx","Int[(2 + 4*Log[x])/(x*Log[x]),x]","4 \log (x)+2 \log (\log (x))","\log \left(\frac{390625 x^4 \log ^2(x)}{276922881}\right)",1,"4*Log[x] + 2*Log[Log[x]]","A",3,2,14,0.1429,1,"{2365, 43}"
8997,0,0,0,1.5193416,"\int \frac{e^{-e^x-2 x} \left(10 e^{2 x}+5 e^{3 x} x-50 e^{e^x} x^3+e^{2 e^x+x} \left(e^{3 x} x^2+e^{2 x} \left(-x+x^2\right)\right)\right)}{x^3} \, dx","Int[(E^(-E^x - 2*x)*(10*E^(2*x) + 5*E^(3*x)*x - 50*E^E^x*x^3 + E^(2*E^x + x)*(E^(3*x)*x^2 + E^(2*x)*(-x + x^2))))/x^3,x]","\int \frac{e^{-e^x-2 x} \left(10 e^{2 x}+5 e^{3 x} x-50 e^{e^x} x^3+e^{2 e^x+x} \left(e^{3 x} x^2+e^{2 x} \left(-x+x^2\right)\right)\right)}{x^3} \, dx","\frac{e^{x+e^x}-\frac{5 e^{-e^x}}{x}}{x}+25 e^{-2 x}+\log (3)",1,"25/E^(2*x) + 10*Defer[Int][1/(E^E^x*x^3), x] + 5*Defer[Int][E^(-E^x + x)/x^2, x] - Defer[Int][E^(E^x + x)/x^2, x] + Defer[Int][E^(E^x + x)/x, x] + Defer[Int][E^(E^x + 2*x)/x, x]","F",0,0,0,0,-1,"{}"
8998,1,21,0,0.0067493,"\int -8388608 e^{-10+6 e^{5 e^5}-8 x} \, dx","Int[-8388608*E^(-10 + 6*E^(5*E^5) - 8*x),x]","1048576 e^{-8 x-2 \left(5-3 e^{5 e^5}\right)}","e^{6 \left(e^{5 e^5}-x\right)-2 x-10 (1-\log (4))}",1,"1048576*E^(-2*(5 - 3*E^(5*E^5)) - 8*x)","A",2,2,18,0.1111,1,"{12, 2194}"
8999,1,18,0,0.4390597,"\int \frac{e^{8-2 e^{e^{1+x}}-\frac{6}{x^2}} \left(12-2 e^{1+e^{1+x}+x} x^3\right)}{x^3} \, dx","Int[(E^(8 - 2*E^E^(1 + x) - 6/x^2)*(12 - 2*E^(1 + E^(1 + x) + x)*x^3))/x^3,x]","e^{-\frac{6}{x^2}-2 e^{e^{x+1}}+8}","e^{-\frac{6}{x^2}-2 e^{e^{x+1}}+8}",1,"E^(8 - 2*E^E^(1 + x) - 6/x^2)","A",1,1,39,0.02564,1,"{6706}"
9000,1,26,0,0.7226119,"\int \frac{35 x^3+7 x^4+e^{3 x} \left(5 x^3-2 x^4\right)+\left(28 x^3+4 e^{3 x} x^3\right) \log \left(\frac{3 e^x x}{28+4 e^{3 x}}\right)}{7+e^{3 x}} \, dx","Int[(35*x^3 + 7*x^4 + E^(3*x)*(5*x^3 - 2*x^4) + (28*x^3 + 4*E^(3*x)*x^3)*Log[(3*E^x*x)/(28 + 4*E^(3*x))])/(7 + E^(3*x)),x]","x^4+x^4 \log \left(\frac{3 e^x x}{4 \left(e^{3 x}+7\right)}\right)","x^4 \left(\log \left(\frac{3 e^x x}{4 \left(e^{3 x}+7\right)}\right)+1\right)",1,"x^4 + x^4*Log[(3*E^x*x)/(4*(7 + E^(3*x)))]","A",23,10,73,0.1370,1,"{6742, 2184, 2190, 2531, 6609, 2282, 6589, 14, 43, 2551}"
9001,0,0,0,6.6115948,"\int \frac{e^{\frac{2 x}{\log (x)}} \left(-2 x^2+2 x^2 \log (x)+2 x \log ^2(x)+e^{-30+2 x-2 x \log (2 x)} \left(-2+2 \log (x)-2 \log ^2(x) \log (2 x)\right)+e^{-15+x-x \log (2 x)} \left(4 x-4 x \log (x)-2 \log ^2(x)+2 x \log ^2(x) \log (2 x)\right)\right)}{5 \log ^2(x)} \, dx","Int[(E^((2*x)/Log[x])*(-2*x^2 + 2*x^2*Log[x] + 2*x*Log[x]^2 + E^(-30 + 2*x - 2*x*Log[2*x])*(-2 + 2*Log[x] - 2*Log[x]^2*Log[2*x]) + E^(-15 + x - x*Log[2*x])*(4*x - 4*x*Log[x] - 2*Log[x]^2 + 2*x*Log[x]^2*Log[2*x])))/(5*Log[x]^2),x]","\int \frac{e^{\frac{2 x}{\log (x)}} \left(-2 x^2+2 x^2 \log (x)+2 x \log ^2(x)+e^{-30+2 x-2 x \log (2 x)} \left(-2+2 \log (x)-2 \log ^2(x) \log (2 x)\right)+e^{-15+x-x \log (2 x)} \left(4 x-4 x \log (x)-2 \log ^2(x)+2 x \log ^2(x) \log (2 x)\right)\right)}{5 \log ^2(x)} \, dx","\frac{1}{5} e^{\frac{2 x}{\log (x)}} \left(x-e^{x+x (-\log (2 x))-15}\right)^2",1,"(E^((2*x)/Log[x])*x*(x - x*Log[x]))/(5*(Log[x]^(-2) - Log[x]^(-1))*Log[x]^2) - Defer[Int][(2^(1 - x)*E^(-15 + x + (2*x)/Log[x]))/x^x, x]/5 + Defer[Int][(2^(2 - x)*E^(-15 + x + (2*x)/Log[x])*x^(1 - x))/Log[x]^2, x]/5 - Defer[Int][(2^(1 - 2*x)*E^(-30 + 2*x + (2*x)/Log[x]))/(x^(2*x)*Log[x]^2), x]/5 - Defer[Int][(2^(2 - x)*E^(-15 + x + (2*x)/Log[x])*x^(1 - x))/Log[x], x]/5 + Defer[Int][(2^(1 - 2*x)*E^(-30 + 2*x + (2*x)/Log[x]))/(x^(2*x)*Log[x]), x]/5 + Defer[Int][2^(1 - x)*E^(-15 + x + (2*x)/Log[x])*x^(1 - x)*Log[2*x], x]/5 - Defer[Int][(2^(1 - 2*x)*E^(-30 + 2*x + (2*x)/Log[x])*Log[2*x])/x^(2*x), x]/5","F",0,0,0,0,-1,"{}"
9002,1,49,0,0.2272446,"\int \frac{16+e^{8 x} (-1+8 x)}{-16 x+e^{8 x} x} \, dx","Int[(16 + E^(8*x)*(-1 + 8*x))/(-16*x + E^(8*x)*x),x]","\log \left(2-e^{2 x}\right)+\log \left(e^{2 x}+2\right)+\log \left(-2 e^x+e^{2 x}+2\right)+\log \left(2 e^x+e^{2 x}+2\right)-\log (x)","\log \left(\frac{e^{8 x}-16}{x}\right)",1,"Log[2 - E^(2*x)] + Log[2 + E^(2*x)] + Log[2 - 2*E^x + E^(2*x)] + Log[2 + 2*E^x + E^(2*x)] - Log[x]","B",20,8,27,0.2963,1,"{6742, 2282, 36, 31, 29, 800, 628, 43}"
9003,0,0,0,2.4957817,"\int \frac{-75-75 x-x^2+x^3+2 x^4+\left(\left(75-x^2+x^3\right) \log (2)+\left(-75+x^2-x^3\right) \log \left(\frac{75-x^2+x^3}{x}\right)\right) \log \left(\frac{-\log (2)+\log \left(\frac{75-x^2+x^3}{x}\right)}{\log (2)}\right)}{\left(-75 x^2+x^4-x^5\right) \log (2)+\left(75 x^2-x^4+x^5\right) \log \left(\frac{75-x^2+x^3}{x}\right)} \, dx","Int[(-75 - 75*x - x^2 + x^3 + 2*x^4 + ((75 - x^2 + x^3)*Log[2] + (-75 + x^2 - x^3)*Log[(75 - x^2 + x^3)/x])*Log[(-Log[2] + Log[(75 - x^2 + x^3)/x])/Log[2]])/((-75*x^2 + x^4 - x^5)*Log[2] + (75*x^2 - x^4 + x^5)*Log[(75 - x^2 + x^3)/x]),x]","\int \frac{-75-75 x-x^2+x^3+2 x^4+\left(\left(75-x^2+x^3\right) \log (2)+\left(-75+x^2-x^3\right) \log \left(\frac{75-x^2+x^3}{x}\right)\right) \log \left(\frac{-\log (2)+\log \left(\frac{75-x^2+x^3}{x}\right)}{\log (2)}\right)}{\left(-75 x^2+x^4-x^5\right) \log (2)+\left(75 x^2-x^4+x^5\right) \log \left(\frac{75-x^2+x^3}{x}\right)} \, dx","\frac{(x+1) \log \left(\frac{\log \left(x \left(\frac{75}{x^2}+x\right)-x\right)}{\log (2)}-1\right)}{x}+5",1,"Defer[Int][1/(x^2*(Log[2] - Log[75/x - x + x^2])), x] + Defer[Int][1/(x*(Log[2] - Log[75/x - x + x^2])), x] + 2*Defer[Int][1/((75 - x^2 + x^3)*(Log[2] - Log[75/x - x + x^2])), x] - Defer[Int][x/((75 - x^2 + x^3)*(Log[2] - Log[75/x - x + x^2])), x] - 3*Defer[Int][x^2/((75 - x^2 + x^3)*(Log[2] - Log[75/x - x + x^2])), x] - Defer[Int][Log[-1 + Log[75/x - x + x^2]/Log[2]]/x^2, x]","F",0,0,0,0,-1,"{}"
9004,1,8,0,0.0013401,"\int \left(1+4 x^3+5 x^4\right) \, dx","Int[1 + 4*x^3 + 5*x^4,x]","x^5+x^4+x","\left(x^2+x\right) x^3+x+e^3+2",1,"x + x^4 + x^5","A",1,0,12,0,1,"{}"
9005,1,82,0,0.1682593,"\int \frac{1}{32} \left(8192 e^{4 x}+x-192 x^2+8192 x^3+e^{3 x} (8192+24576 x)+e^{2 x} \left(-64+24448 x+24576 x^2\right)+e^x \left(-256 x+24448 x^2+8192 x^3\right)\right) \, dx","Int[(8192*E^(4*x) + x - 192*x^2 + 8192*x^3 + E^(3*x)*(8192 + 24576*x) + E^(2*x)*(-64 + 24448*x + 24576*x^2) + E^x*(-256*x + 24448*x^2 + 8192*x^3))/32,x]","64 x^4+256 e^x x^3-2 x^3-4 e^x x^2+384 e^{2 x} x^2+\frac{x^2}{64}-2 e^{2 x} x-\frac{256 e^{3 x}}{3}+64 e^{4 x}+\frac{256}{3} e^{3 x} (3 x+1)","4 \left(\frac{x}{16}-\left(2 x+2 e^x\right)^2\right)^2-2",1,"(-256*E^(3*x))/3 + 64*E^(4*x) - 2*E^(2*x)*x + x^2/64 - 4*E^x*x^2 + 384*E^(2*x)*x^2 - 2*x^3 + 256*E^x*x^3 + 64*x^4 + (256*E^(3*x)*(1 + 3*x))/3","B",25,5,68,0.07353,1,"{12, 2194, 2176, 2196, 1594}"
9006,1,6,0,0.0008141,"\int \frac{4}{3 x} \, dx","Int[4/(3*x),x]","\frac{4 \log (x)}{3}","\frac{4}{3} \left(-\log \left(\frac{4 e^4}{x}\right)-e^6-e^4-4\right)+e^5",1,"(4*Log[x])/3","A",2,2,7,0.2857,1,"{12, 29}"
9007,1,30,0,3.6720973,"\int \frac{-168 x^2+48 x^3+e^{3/x} \left(-45 x-20 x^2+10 x^3\right)+\left(72 x-24 x^2+e^{3/x} \left(45-5 x^2\right)\right) \log (3-x)}{72 x^3-24 x^4+e^{3/x} \left(15 x^3-5 x^4\right)+\left(-72 x^2+24 x^3+e^{3/x} \left(-15 x^2+5 x^3\right)\right) \log (3-x)} \, dx","Int[(-168*x^2 + 48*x^3 + E^(3/x)*(-45*x - 20*x^2 + 10*x^3) + (72*x - 24*x^2 + E^(3/x)*(45 - 5*x^2))*Log[3 - x])/(72*x^3 - 24*x^4 + E^(3/x)*(15*x^3 - 5*x^4) + (-72*x^2 + 24*x^3 + E^(3/x)*(-15*x^2 + 5*x^3))*Log[3 - x]),x]","\log \left(5 e^{3/x}+24\right)-\log (x)-\log (x-\log (3-x))","\log \left(\frac{-e^{3/x}-\frac{24}{5}}{x (\log (3-x)-x)}\right)",1,"Log[24 + 5*E^(3/x)] - Log[x] - Log[x - Log[3 - x]]","A",13,9,134,0.06716,1,"{6688, 6742, 6715, 2282, 36, 29, 31, 43, 6684}"
9008,1,22,0,0.0597843,"\int \frac{-5+5 x-4 x^2+20 x^3+9 x^4}{5 x-6 x^2+2 x^3+9 x^4} \, dx","Int[(-5 + 5*x - 4*x^2 + 20*x^3 + 9*x^4)/(5*x - 6*x^2 + 2*x^3 + 9*x^4),x]","\log \left(9 x^3+2 x^2-6 x+5\right)+x-\log (x)","\log \left(e^x (3-x)-\frac{1}{2} e^x \left(9 x^2+\frac{5}{x}\right)\right)",1,"x - Log[x] + Log[5 - 6*x + 2*x^2 + 9*x^3]","A",3,2,42,0.04762,1,"{2074, 1587}"
9009,0,0,0,0.6504854,"\int \frac{2 x+(25+x) \log (5)+(50+2 x) \log (16)+(-25-x) \log \left(625+50 x+x^2\right)}{25 x^2+x^3+\left(50 x+2 x^2\right) \log (5)+(25+x) \log ^2(5)+\left(100 x+4 x^2+(100+4 x) \log (5)\right) \log (16)+(100+4 x) \log ^2(16)+\left(-50 x-2 x^2+(-50-2 x) \log (5)+(-100-4 x) \log (16)\right) \log \left(625+50 x+x^2\right)+(25+x) \log ^2\left(625+50 x+x^2\right)} \, dx","Int[(2*x + (25 + x)*Log[5] + (50 + 2*x)*Log[16] + (-25 - x)*Log[625 + 50*x + x^2])/(25*x^2 + x^3 + (50*x + 2*x^2)*Log[5] + (25 + x)*Log[5]^2 + (100*x + 4*x^2 + (100 + 4*x)*Log[5])*Log[16] + (100 + 4*x)*Log[16]^2 + (-50*x - 2*x^2 + (-50 - 2*x)*Log[5] + (-100 - 4*x)*Log[16])*Log[625 + 50*x + x^2] + (25 + x)*Log[625 + 50*x + x^2]^2),x]","\int \frac{2 x+(25+x) \log (5)+(50+2 x) \log (16)+(-25-x) \log \left(625+50 x+x^2\right)}{25 x^2+x^3+\left(50 x+2 x^2\right) \log (5)+(25+x) \log ^2(5)+\left(100 x+4 x^2+(100+4 x) \log (5)\right) \log (16)+(100+4 x) \log ^2(16)+\left(-50 x-2 x^2+(-50-2 x) \log (5)+(-100-4 x) \log (16)\right) \log \left(625+50 x+x^2\right)+(25+x) \log ^2\left(625+50 x+x^2\right)} \, dx","\frac{x}{x-\log \left((x+25)^2\right)+2 \log (16)+\log (5)}+2",1,"2*Defer[Int][(x + Log[1280] - Log[(25 + x)^2])^(-2), x] - Defer[Int][x/(x + Log[1280] - Log[(25 + x)^2])^2, x] - 50*Defer[Int][1/((25 + x)*(x + Log[1280] - Log[(25 + x)^2])^2), x] + Defer[Int][(x + Log[1280] - Log[(25 + x)^2])^(-1), x]","F",0,0,0,0,-1,"{}"
9010,1,19,0,0.0188473,"\int \frac{4-x+(4-x) \log (5)+\log ^2(5)}{-4+x} \, dx","Int[(4 - x + (4 - x)*Log[5] + Log[5]^2)/(-4 + x),x]","\log ^2(5) \log (4-x)-x (1+\log (5))","-x+\log (5) (\log (5) \log (4-x)-x)+8",1,"-(x*(1 + Log[5])) + Log[5]^2*Log[4 - x]","A",3,2,23,0.08696,1,"{186, 43}"
9011,0,0,0,14.1133567,"\int \frac{\exp \left(\frac{3+e^{10} \left(-x^2-x^3\right)}{-e^{10} x^2+e^{10} x^2 \log \left(\frac{x}{5 \log (x)}\right)}\right) \left(3+e^{10} \left(-x^2-x^3\right)+\left(3+e^{10} \left(x^2+2 x^3\right)\right) \log (x)+\left(-6-e^{10} x^3\right) \log (x) \log \left(\frac{x}{5 \log (x)}\right)\right)}{e^{10} x^3 \log (x)-2 e^{10} x^3 \log (x) \log \left(\frac{x}{5 \log (x)}\right)+e^{10} x^3 \log (x) \log ^2\left(\frac{x}{5 \log (x)}\right)} \, dx","Int[(E^((3 + E^10*(-x^2 - x^3))/(-(E^10*x^2) + E^10*x^2*Log[x/(5*Log[x])]))*(3 + E^10*(-x^2 - x^3) + (3 + E^10*(x^2 + 2*x^3))*Log[x] + (-6 - E^10*x^3)*Log[x]*Log[x/(5*Log[x])]))/(E^10*x^3*Log[x] - 2*E^10*x^3*Log[x]*Log[x/(5*Log[x])] + E^10*x^3*Log[x]*Log[x/(5*Log[x])]^2),x]","\int \frac{\exp \left(\frac{3+e^{10} \left(-x^2-x^3\right)}{-e^{10} x^2+e^{10} x^2 \log \left(\frac{x}{5 \log (x)}\right)}\right) \left(3+e^{10} \left(-x^2-x^3\right)+\left(3+e^{10} \left(x^2+2 x^3\right)\right) \log (x)+\left(-6-e^{10} x^3\right) \log (x) \log \left(\frac{x}{5 \log (x)}\right)\right)}{e^{10} x^3 \log (x)-2 e^{10} x^3 \log (x) \log \left(\frac{x}{5 \log (x)}\right)+e^{10} x^3 \log (x) \log ^2\left(\frac{x}{5 \log (x)}\right)} \, dx","e^{\frac{\frac{3}{e^{10} x^2}-x-1}{\log \left(\frac{x}{5 \log (x)}\right)-1}}",1,"Defer[Int][E^((3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(-1 + Log[x/(5*Log[x])])^2, x] - 3*Defer[Int][E^(-10 + (3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(x^3*(-1 + Log[x/(5*Log[x])])^2), x] + Defer[Int][E^((3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(x*(-1 + Log[x/(5*Log[x])])^2), x] - Defer[Int][E^((3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(Log[x]*(-1 + Log[x/(5*Log[x])])^2), x] + 3*Defer[Int][E^(-10 + (3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(x^3*Log[x]*(-1 + Log[x/(5*Log[x])])^2), x] - Defer[Int][E^((3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(x*Log[x]*(-1 + Log[x/(5*Log[x])])^2), x] - Defer[Int][E^((3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(-1 + Log[x/(5*Log[x])]), x] - 6*Defer[Int][E^(-10 + (3 - E^10*x^2 - E^10*x^3)/(E^10*x^2*(-1 + Log[x/(5*Log[x])])))/(x^3*(-1 + Log[x/(5*Log[x])])), x]","F",0,0,0,0,-1,"{}"
9012,0,0,0,1.0365544,"\int \frac{9-6 x+x^2+18 x^3+16 x^4+3 x^5}{9 x-6 x^2-3 x^3+6 x^4+5 x^5+x^6+\left(9 x+6 x^2+x^3\right) \log (5 x)} \, dx","Int[(9 - 6*x + x^2 + 18*x^3 + 16*x^4 + 3*x^5)/(9*x - 6*x^2 - 3*x^3 + 6*x^4 + 5*x^5 + x^6 + (9*x + 6*x^2 + x^3)*Log[5*x]),x]","\int \frac{9-6 x+x^2+18 x^3+16 x^4+3 x^5}{9 x-6 x^2-3 x^3+6 x^4+5 x^5+x^6+\left(9 x+6 x^2+x^3\right) \log (5 x)} \, dx","\log \left(\frac{x-x^2 (x+1)^2}{x+3}+x-\log (5 x)-1\right)",1,"10*Defer[Int][(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x])^(-1), x] + 3*Defer[Int][1/(x*(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x])), x] - 3*Defer[Int][x/(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x]), x] + 7*Defer[Int][x^2/(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x]), x] + 3*Defer[Int][x^3/(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x]), x] - 39*Defer[Int][1/((3 + x)*(3 - 3*x + 2*x^3 + x^4 + 3*Log[5*x] + x*Log[5*x])), x]","F",0,0,0,0,-1,"{}"
9013,1,109,0,1.6806683,"\int \frac{e^{-x} \left(e^8 \left(-10-20 x-5 x^2\right)+e^{5+2 x} \left(-20-20 x+10 x^2\right)+e^{2+4 x} \left(-10+15 x^2\right)\right)}{x^3+2 x^4+x^5} \, dx","Int[(E^8*(-10 - 20*x - 5*x^2) + E^(5 + 2*x)*(-20 - 20*x + 10*x^2) + E^(2 + 4*x)*(-10 + 15*x^2))/(E^x*(x^3 + 2*x^4 + x^5)),x]","\frac{5 e^{8-x}}{x^2}+\frac{10 e^{x+5}}{x^2}+\frac{5 e^{3 x+2}}{x^2}+\frac{5 e^{8-x}}{x+1}+\frac{10 e^{x+5}}{x+1}+\frac{5 e^{3 x+2}}{x+1}-\frac{5 e^{8-x}}{x}-\frac{10 e^{x+5}}{x}-\frac{5 e^{3 x+2}}{x}","\frac{5 e^{-x} \left(e^{2 x+1}+e^4\right)^2}{x \left(x^2+x\right)}",1,"(5*E^(8 - x))/x^2 + (10*E^(5 + x))/x^2 + (5*E^(2 + 3*x))/x^2 - (5*E^(8 - x))/x - (10*E^(5 + x))/x - (5*E^(2 + 3*x))/x + (5*E^(8 - x))/(1 + x) + (10*E^(5 + x))/(1 + x) + (5*E^(2 + 3*x))/(1 + x)","B",35,5,68,0.07353,1,"{1594, 27, 6742, 2177, 2178}"
9014,1,21,0,1.3575909,"\int \frac{\left(-x+e^{4+4 x+x^2} \left(-4 x-2 x^2\right)\right) \log (2 x)+\left(-e^{4+4 x+x^2}-x\right) \log \left(e^{4+4 x+x^2}+x\right)}{-5 e^{4+4 x+x^2} x-5 x^2+\left(e^{4+4 x+x^2} x+x^2\right) \log (2 x) \log \left(e^{4+4 x+x^2}+x\right)} \, dx","Int[((-x + E^(4 + 4*x + x^2)*(-4*x - 2*x^2))*Log[2*x] + (-E^(4 + 4*x + x^2) - x)*Log[E^(4 + 4*x + x^2) + x])/(-5*E^(4 + 4*x + x^2)*x - 5*x^2 + (E^(4 + 4*x + x^2)*x + x^2)*Log[2*x]*Log[E^(4 + 4*x + x^2) + x]),x]","-\log \left(5-\log (2 x) \log \left(x+e^{(x+2)^2}\right)\right)","\log (5)-\log \left(5-\log (2 x) \log \left(x+e^{(x+2)^2}\right)\right)",1,"-Log[5 - Log[2*x]*Log[E^(2 + x)^2 + x]]","A",3,3,116,0.02586,1,"{6688, 6708, 31}"
9015,1,55,0,0.3047239,"\int \frac{-54-132 x+162 x^2-142 x^3+114 x^4-54 x^5+16 x^6-2 x^7+e^x \left(27-54 x+27 x^2+27 x^3-45 x^4+27 x^5-8 x^6+x^7\right)}{27-81 x+108 x^2-81 x^3+36 x^4-9 x^5+x^6} \, dx","Int[(-54 - 132*x + 162*x^2 - 142*x^3 + 114*x^4 - 54*x^5 + 16*x^6 - 2*x^7 + E^x*(27 - 54*x + 27*x^2 + 27*x^3 - 45*x^4 + 27*x^5 - 8*x^6 + x^7))/(27 - 81*x + 108*x^2 - 81*x^3 + 36*x^4 - 9*x^5 + x^6),x]","-x^2+\frac{8 (1-3 x)}{x^2-3 x+3}+\frac{48 (1-x)}{\left(x^2-3 x+3\right)^2}-2 x-e^x+e^x (x+1)","-\left(\left(\frac{\left(x+\frac{4}{x+\frac{3}{x}-3}\right)^2}{x}-e^x\right) x\right)-2 x-5",1,"-E^x - 2*x - x^2 + E^x*(1 + x) + (48*(1 - x))/(3 - 3*x + x^2)^2 + (8*(1 - 3*x))/(3 - 3*x + x^2)","A",8,5,103,0.04854,1,"{6688, 2176, 2194, 1660, 1586}"
9016,0,0,0,1.6216593,"\int \frac{\exp \left(\frac{1}{72} \left(-4-4 x+7 x^2-2 x^3+\left(4-4 x+x^2\right) \log (x)\right)\right) \left(4-8 x+15 x^2-6 x^3+\left(-4 x+2 x^2\right) \log (x)\right)}{72 x} \, dx","Int[(E^((-4 - 4*x + 7*x^2 - 2*x^3 + (4 - 4*x + x^2)*Log[x])/72)*(4 - 8*x + 15*x^2 - 6*x^3 + (-4*x + 2*x^2)*Log[x]))/(72*x),x]","\int \frac{\exp \left(\frac{1}{72} \left(-4-4 x+7 x^2-2 x^3+\left(4-4 x+x^2\right) \log (x)\right)\right) \left(4-8 x+15 x^2-6 x^3+\left(-4 x+2 x^2\right) \log (x)\right)}{72 x} \, dx","e^{\frac{1}{72} (2-x)^2 (-2 x+\log (x)-1)}",1,"-1/9*Defer[Int][E^(-1/72*((-2 + x)^2*(1 + 2*x - Log[x]))), x] + Defer[Int][1/(E^(((-2 + x)^2*(1 + 2*x - Log[x]))/72)*x), x]/18 + (5*Defer[Int][x/E^(((-2 + x)^2*(1 + 2*x - Log[x]))/72), x])/24 - Defer[Int][x^2/E^(((-2 + x)^2*(1 + 2*x - Log[x]))/72), x]/12 - Defer[Int][Log[x]/E^(((-2 + x)^2*(1 + 2*x - Log[x]))/72), x]/18 + Defer[Int][(x*Log[x])/E^(((-2 + x)^2*(1 + 2*x - Log[x]))/72), x]/36","F",0,0,0,0,-1,"{}"
9017,1,32,0,0.3420328,"\int \frac{e^{\frac{1}{25} \left(-4775-560 x-16 x^2\right)} \left(-1680-96 x+e^5 \left(1145+624 x+32 x^2\right)\right)}{225+e^5 (-300-150 x)+e^{10} \left(100+100 x+25 x^2\right)} \, dx","Int[(E^((-4775 - 560*x - 16*x^2)/25)*(-1680 - 96*x + E^5*(1145 + 624*x + 32*x^2)))/(225 + E^5*(-300 - 150*x) + E^10*(100 + 100*x + 25*x^2)),x]","\frac{e^{\frac{1}{25} \left(-16 x^2-560 x-4775\right)}}{-e^5 x-2 e^5+3}","\frac{e^{5-\left(-\frac{4 x}{5}-14\right)^2}}{3-e^5 (x+2)}",1,"E^((-4775 - 560*x - 16*x^2)/25)/(3 - 2*E^5 - E^5*x)","A",4,4,63,0.06349,1,"{6741, 27, 12, 2289}"
9018,1,62,0,0.337363,"\int \exp \left(x^2+\left(-6 e^2 x+24 e x^2-24 x^3\right) \log (5)+\left(9 e^4-72 e^3 x+216 e^2 x^2-288 e x^3+144 x^4\right) \log ^2(5)\right) \left(2 x+\left(-6 e^2+48 e x-72 x^2\right) \log (5)+\left(-72 e^3+432 e^2 x-864 e x^2+576 x^3\right) \log ^2(5)\right) \, dx","Int[E^(x^2 + (-6*E^2*x + 24*E*x^2 - 24*x^3)*Log[5] + (9*E^4 - 72*E^3*x + 216*E^2*x^2 - 288*E*x^3 + 144*x^4)*Log[5]^2)*(2*x + (-6*E^2 + 48*E*x - 72*x^2)*Log[5] + (-72*E^3 + 432*E^2*x - 864*E*x^2 + 576*x^3)*Log[5]^2),x]","5^{-24 x^3+24 e x^2-6 e^2 x} \exp \left(x^2+9 \left(16 x^4-32 e x^3+24 e^2 x^2-8 e^3 x+e^4\right) \log ^2(5)\right)","e^{\left(3 (2 x-e)^2 \log (5)-x\right)^2}",1,"5^(-6*E^2*x + 24*E*x^2 - 24*x^3)*E^(x^2 + 9*(E^4 - 8*E^3*x + 24*E^2*x^2 - 32*E*x^3 + 16*x^4)*Log[5]^2)","B",1,1,114,0.008772,1,"{6706}"
9019,1,25,0,0.4094771,"\int \frac{-7-14 x+(7+7 x) \log (-1-x)+(7+7 x) \log (x)}{e^2 \left(x^2+x^3\right)} \, dx","Int[(-7 - 14*x + (7 + 7*x)*Log[-1 - x] + (7 + 7*x)*Log[x])/(E^2*(x^2 + x^3)),x]","-\frac{7 \log (-x-1)}{e^2 x}-\frac{7 \log (x)}{e^2 x}","-\frac{7 (\log (-x-1)+\log (x))}{e^2 x}",1,"(-7*Log[-1 - x])/(E^2*x) - (7*Log[x])/(E^2*x)","A",15,10,38,0.2632,1,"{12, 1593, 6741, 6742, 77, 2395, 36, 31, 29, 2304}"
9020,0,0,0,1.2947274,"\int e^{-x} x^{4+e^{e^{e^{16 e^{-x}}}}} \left(5 e^x+e^{e^{e^{16 e^{-x}}}} \left(e^x-16 e^{e^{16 e^{-x}}+16 e^{-x}} x \log (x)\right)\right) \, dx","Int[(x^(4 + E^E^E^(16/E^x))*(5*E^x + E^E^E^(16/E^x)*(E^x - 16*E^(E^(16/E^x) + 16/E^x)*x*Log[x])))/E^x,x]","\int e^{-x} x^{4+e^{e^{e^{16 e^{-x}}}}} \left(5 e^x+e^{e^{e^{16 e^{-x}}}} \left(e^x-16 e^{e^{16 e^{-x}}+16 e^{-x}} x \log (x)\right)\right) \, dx","x^{e^{e^{e^{16 e^{-x}}}}+5}",1,"5*Defer[Int][x^(4 + E^E^E^(16/E^x)), x] + Defer[Int][E^E^E^(16/E^x)*x^(4 + E^E^E^(16/E^x)), x] - 16*Log[x]*Defer[Int][E^(E^E^(16/E^x) + (16 + E^(16/E^x + x))/E^x - x)*x^(5 + E^E^E^(16/E^x)), x] + 16*Defer[Int][Defer[Int][E^(E^E^(16/E^x) + E^(16/E^x) + 16/E^x - x)*x^(5 + E^E^E^(16/E^x)), x]/x, x]","F",0,0,0,0,-1,"{}"
9021,1,9,0,0.0037278,"\int 2 e^{e^e+2 x} \, dx","Int[2*E^(E^E + 2*x),x]","e^{2 x+e^e}","e^{2 x+e^e}+e^{26+e^{32}}",1,"E^(E^E + 2*x)","A",2,2,11,0.1818,1,"{12, 2194}"
9022,0,0,0,31.6319276,"\int \frac{-6+27 x-28 x^2+8 x^3+4 x^2 \log \left(\frac{1}{4} (-2+x)\right)+\left(-24 x+44 x^2-16 x^3\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(-16 x^2+8 x^3\right) \log ^4\left(\frac{1}{4} (-2+x)\right)+\left(12-46 x+52 x^2-16 x^3+\left(40 x-84 x^2+32 x^3\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(32 x^2-16 x^3\right) \log ^4\left(\frac{1}{4} (-2+x)\right)\right) \log \left(\frac{-2 x+4 x^2-4 x^2 \log ^2\left(\frac{1}{4} (-2+x)\right)}{3-4 x+4 x \log ^2\left(\frac{1}{4} (-2+x)\right)}\right)}{-6 x^3+23 x^4-26 x^5+8 x^6+\left(-20 x^4+42 x^5-16 x^6\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(-16 x^5+8 x^6\right) \log ^4\left(\frac{1}{4} (-2+x)\right)} \, dx","Int[(-6 + 27*x - 28*x^2 + 8*x^3 + 4*x^2*Log[(-2 + x)/4] + (-24*x + 44*x^2 - 16*x^3)*Log[(-2 + x)/4]^2 + (-16*x^2 + 8*x^3)*Log[(-2 + x)/4]^4 + (12 - 46*x + 52*x^2 - 16*x^3 + (40*x - 84*x^2 + 32*x^3)*Log[(-2 + x)/4]^2 + (32*x^2 - 16*x^3)*Log[(-2 + x)/4]^4)*Log[(-2*x + 4*x^2 - 4*x^2*Log[(-2 + x)/4]^2)/(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)])/(-6*x^3 + 23*x^4 - 26*x^5 + 8*x^6 + (-20*x^4 + 42*x^5 - 16*x^6)*Log[(-2 + x)/4]^2 + (-16*x^5 + 8*x^6)*Log[(-2 + x)/4]^4),x]","\int \frac{-6+27 x-28 x^2+8 x^3+4 x^2 \log \left(\frac{1}{4} (-2+x)\right)+\left(-24 x+44 x^2-16 x^3\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(-16 x^2+8 x^3\right) \log ^4\left(\frac{1}{4} (-2+x)\right)+\left(12-46 x+52 x^2-16 x^3+\left(40 x-84 x^2+32 x^3\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(32 x^2-16 x^3\right) \log ^4\left(\frac{1}{4} (-2+x)\right)\right) \log \left(\frac{-2 x+4 x^2-4 x^2 \log ^2\left(\frac{1}{4} (-2+x)\right)}{3-4 x+4 x \log ^2\left(\frac{1}{4} (-2+x)\right)}\right)}{-6 x^3+23 x^4-26 x^5+8 x^6+\left(-20 x^4+42 x^5-16 x^6\right) \log ^2\left(\frac{1}{4} (-2+x)\right)+\left(-16 x^5+8 x^6\right) \log ^4\left(\frac{1}{4} (-2+x)\right)} \, dx","\frac{\log \left(\frac{x}{3-x \left(4-4 \log ^2\left(\frac{x-2}{4}\right)\right)}-x\right)}{x^2}",1,"1/(2*x^2) + Log[(-2*x*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2))/(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)]/x^2 - Defer[Int][(x*Log[-1/2 + x/4])/(-3 + 4*x - 4*x*Log[(-2 + x)/4]^2), x] + 24*Defer[Int][Log[-1/2 + x/4]^2/(x^2*(-3 + 4*x - 4*x*Log[(-2 + x)/4]^2)), x] + 16*Defer[Int][Log[-1/2 + x/4]^4/(x*(-3 + 4*x - 4*x*Log[(-2 + x)/4]^2)), x] - Defer[Int][Log[-1/2 + x/4]/(-1 + 2*x - 2*x*Log[(-2 + x)/4]^2), x] - 2*Defer[Int][Log[-1/2 + x/4]/(x*(-1 + 2*x - 2*x*Log[(-2 + x)/4]^2)), x] - Defer[Int][(x*Log[-1/2 + x/4])/(-1 + 2*x - 2*x*Log[(-2 + x)/4]^2), x]/2 + 16*Defer[Int][Log[-1/2 + x/4]^2/(x*(-1 + 2*x - 2*x*Log[(-2 + x)/4]^2)), x] + 4*Defer[Int][1/(x^3*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] - 12*Defer[Int][1/(x^2*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] + 8*Defer[Int][1/(x*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] + 2*Log[4]*Defer[Int][1/(x*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] - Defer[Int][Log[-1/2 + x/4]/(1 - 2*x + 2*x*Log[(-2 + x)/4]^2), x] - Defer[Int][(x*Log[-1/2 + x/4])/(1 - 2*x + 2*x*Log[(-2 + x)/4]^2), x]/2 + 12*Defer[Int][Log[-1/2 + x/4]^2/(x^2*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] + 8*Defer[Int][Log[-1/2 + x/4]^4/(x*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] - Log[16]*Defer[Int][(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)^(-1), x] + 2*Log[16]*Defer[Int][1/((-2 + x)*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 9*Defer[Int][1/(x^3*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] + 24*Defer[Int][1/(x^2*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 16*Defer[Int][1/(x*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 2*Log[16]*Defer[Int][1/(x*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 2*Defer[Int][Log[-1/2 + x/4]/(3 - 4*x + 4*x*Log[(-2 + x)/4]^2), x] - 4*Defer[Int][Log[-1/2 + x/4]/((2 - x)*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 4*Defer[Int][Log[-1/2 + x/4]/(x*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - Defer[Int][(x*Log[-1/2 + x/4])/(3 - 4*x + 4*x*Log[(-2 + x)/4]^2), x] + 32*Defer[Int][Log[-1/2 + x/4]^2/(x*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] - 2*Defer[Int][Log[-2 + x]/(x*(1 - 2*x + 2*x*Log[(-2 + x)/4]^2)), x] + 2*Defer[Int][Log[-2 + x]/(3 - 4*x + 4*x*Log[(-2 + x)/4]^2), x] - 4*Defer[Int][Log[-2 + x]/((-2 + x)*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x] + 4*Defer[Int][Log[-2 + x]/(x*(3 - 4*x + 4*x*Log[(-2 + x)/4]^2)), x]","F",0,0,0,0,-1,"{}"
9023,1,12,0,0.0061283,"\int \frac{-1-x}{-2+x} \, dx","Int[(-1 - x)/(-2 + x),x]","-x-3 \log (2-x)","-x+3 (-\log (2-x)-2)-4",1,"-x - 3*Log[2 - x]","A",2,1,11,0.09091,1,"{43}"
9024,1,41,0,2.3419491,"\int \frac{\left(-2 x \log ^2(3)+e^{2+x-x^4} \left(-2+4 x-16 x^4\right) \log ^2(3)\right) \log \left(\frac{e^{4+2 x-2 x^4}-2 e^{2+x-x^4} x+x^2}{x}\right)}{e^{2+x-x^4} x-x^2} \, dx","Int[((-2*x*Log[3]^2 + E^(2 + x - x^4)*(-2 + 4*x - 16*x^4)*Log[3]^2)*Log[(E^(4 + 2*x - 2*x^4) - 2*E^(2 + x - x^4)*x + x^2)/x])/(E^(2 + x - x^4)*x - x^2),x]","\log ^2(3) \log ^2\left(\frac{-2 e^{-x^4+x+2} x+e^{-2 x^4+2 x+4}+x^2}{x}\right)","\log ^2(3) \log ^2\left(\frac{\left(e^{x \left(\frac{x+2}{x}-x^3\right)}-x\right)^2}{x}\right)",1,"Log[3]^2*Log[(E^(4 + 2*x - 2*x^4) - 2*E^(2 + x - x^4)*x + x^2)/x]^2","A",1,2,88,0.02273,1,"{6742, 6686}"
9025,1,23,0,0.0920274,"\int \frac{x+\left(2-2 x-4 x^2\right) \log \left(\frac{4}{5} e^{-x-x^2} x \log (4)\right)}{x} \, dx","Int[(x + (2 - 2*x - 4*x^2)*Log[(4*E^(-x - x^2)*x*Log[4])/5])/x,x]","\log ^2\left(\frac{4}{5} e^{-x^2-x} x \log (4)\right)+x","\log ^2\left(\frac{4}{5} e^{-x^2-x} x \log (4)\right)+x",1,"x + Log[(4*E^(-x - x^2)*x*Log[4])/5]^2","A",3,3,36,0.08333,1,"{14, 76, 6686}"
9026,-1,0,0,180.000318,"\int \frac{1+4 e^x+e^{225-90 e^x+9 e^{2 x}} \left(2 e^x-90 e^{2 x}+18 e^{3 x}\right)+x}{2 e^x+e^{225-90 e^x+9 e^{2 x}+x}+x} \, dx","Int[(1 + 4*E^x + E^(225 - 90*E^x + 9*E^(2*x))*(2*E^x - 90*E^(2*x) + 18*E^(3*x)) + x)/(2*E^x + E^(225 - 90*E^x + 9*E^(2*x) + x) + x),x]","\text{\$Aborted}","x+\log \left(e^x \left(e^{9 \left(e^x-5\right)^2}+2\right)+x\right)+e^2+2",1,"$Aborted","F",0,0,0,0,-1,"{}"
9027,1,162,0,0.306527,"\int \frac{-4+9 x-2 x^2+\left(-x^2+2 x^3\right) \log (2)+\left(-12+x-x^2+\left(24 x-2 x^2+2 x^3\right) \log (2)\right) \log \left(-12+x-x^2\right)}{12-x+x^2} \, dx","Int[(-4 + 9*x - 2*x^2 + (-x^2 + 2*x^3)*Log[2] + (-12 + x - x^2 + (24*x - 2*x^2 + 2*x^3)*Log[2])*Log[-12 + x - x^2])/(12 - x + x^2),x]","-\frac{\left(2-23 \log ^2(4)-\log (16)\right) \log \left(x^2-x+12\right)}{4 \log (4)}-\frac{1}{2} x^2 \log (4)+x^2 \log (2)+\frac{(1-x \log (4))^2 \log \left(-x^2+x-12\right)}{2 \log (4)}+\frac{1}{2} (7-23 \log (2)) \log \left(x^2-x+12\right)+\frac{1}{2} x (4-\log (4))-x (2-\log (2))+\frac{1}{2} \sqrt{47} (2-\log (4)) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{47}}\right)-\sqrt{47} (1-\log (2)) \tan ^{-1}\left(\frac{1-2 x}{\sqrt{47}}\right)","\left(x^2 \log (2)-x+4\right) \log \left(-x^2+x-12\right)",1,"-(Sqrt[47]*ArcTan[(1 - 2*x)/Sqrt[47]]*(1 - Log[2])) - x*(2 - Log[2]) + x^2*Log[2] + (Sqrt[47]*ArcTan[(1 - 2*x)/Sqrt[47]]*(2 - Log[4]))/2 + (x*(4 - Log[4]))/2 - (x^2*Log[4])/2 + ((1 - x*Log[4])^2*Log[-12 + x - x^2])/(2*Log[4]) + ((7 - 23*Log[2])*Log[12 - x + x^2])/2 - ((2 - 23*Log[4]^2 - Log[16])*Log[12 - x + x^2])/(4*Log[4])","B",15,8,70,0.1143,1,"{6728, 1628, 634, 618, 204, 628, 2525, 800}"
9028,1,12,0,0.0031816,"\int \frac{-21+12 x}{20 x} \, dx","Int[(-21 + 12*x)/(20*x),x]","\frac{3 x}{5}-\frac{21 \log (x)}{20}","\frac{3}{5} \left(x-\frac{7 \log (x)}{4}-e^4+5\right)+4",1,"(3*x)/5 - (21*Log[x])/20","A",3,2,12,0.1667,1,"{12, 43}"
9029,1,32,0,1.3142946,"\int \frac{-2 x^2+\left(e^3 x+2 x^2\right) (i \pi +\log (4+3 e))+\left(-2 x^2+\left(2 e^3 x+2 x^2\right) (i \pi +\log (4+3 e))\right) \log \left(\frac{x^2+\left(-e^3 x-x^2\right) (i \pi +\log (4+3 e))}{i \pi +\log (4+3 e)}\right)}{-x+\left(e^3+x\right) (i \pi +\log (4+3 e))} \, dx","Int[(-2*x^2 + (E^3*x + 2*x^2)*(I*Pi + Log[4 + 3*E]) + (-2*x^2 + (2*E^3*x + 2*x^2)*(I*Pi + Log[4 + 3*E]))*Log[(x^2 + (-(E^3*x) - x^2)*(I*Pi + Log[4 + 3*E]))/(I*Pi + Log[4 + 3*E])])/(-x + (E^3 + x)*(I*Pi + Log[4 + 3*E])),x]","x^2 \log \left(-x \left(e^3+x \left(1-\frac{1}{\log (4+3 e)+i \pi }\right)\right)\right)","x^2 \log \left(x \left(-x+\frac{x}{\log (3 (3+e)-5)+i \pi }-e^3\right)\right)",1,"x^2*Log[-(x*(E^3 + x*(1 - (I*Pi + Log[4 + 3*E])^(-1))))]","A",10,7,132,0.05303,1,"{6741, 6688, 6742, 77, 2495, 30, 43}"
9030,1,42,0,0.7302803,"\int \frac{36-42 x+16 x^2-16 x^3+6 x^4-x^5+e^x \left(-9 x^3+6 x^4-x^5\right)+\left(-36+33 x-10 x^2+x^3\right) \log \left(x^2\right)}{9 x^3-6 x^4+x^5} \, dx","Int[(36 - 42*x + 16*x^2 - 16*x^3 + 6*x^4 - x^5 + E^x*(-9*x^3 + 6*x^4 - x^5) + (-36 + 33*x - 10*x^2 + x^3)*Log[x^2])/(9*x^3 - 6*x^4 + x^5),x]","\frac{(4-x)^2 \log \left(x^2\right)}{8 x^2}-e^x-x-\frac{5}{3-x}-\frac{\log (x)}{4}","-\frac{(x-2) \log \left(x^2\right)}{x^2}-x-e^x-\frac{5}{3-x}-2",1,"-E^x - 5/(3 - x) - x - Log[x]/4 + ((4 - x)^2*Log[x^2])/(8*x^2)","A",19,9,80,0.1125,1,"{1594, 27, 6742, 2194, 44, 43, 37, 2334, 12}"
9031,0,0,0,100.7767486,"\int \frac{\exp \left(\log ^2\left(\frac{-25+e^{2+2 x}+e^{2+x} (-40-8 x)-10 x-x^2+e^2 \left(525+185 x+11 x^2-x^3\right)}{e^2 \left(25+10 x+x^2\right)}\right)\right) \left(e^{2+2 x} (16+4 x)+e^{2+x} \left(-320-144 x-16 x^2\right)+e^2 \left(-250-150 x-30 x^2-2 x^3\right)\right) \log \left(\frac{-25+e^{2+2 x}+e^{2+x} (-40-8 x)-10 x-x^2+e^2 \left(525+185 x+11 x^2-x^3\right)}{e^2 \left(25+10 x+x^2\right)}\right)}{-125-75 x-15 x^2-x^3+e^{2+2 x} (5+x)+e^{2+x} \left(-200-80 x-8 x^2\right)+e^2 \left(2625+1450 x+240 x^2+6 x^3-x^4\right)} \, dx","Int[(E^Log[(-25 + E^(2 + 2*x) + E^(2 + x)*(-40 - 8*x) - 10*x - x^2 + E^2*(525 + 185*x + 11*x^2 - x^3))/(E^2*(25 + 10*x + x^2))]^2*(E^(2 + 2*x)*(16 + 4*x) + E^(2 + x)*(-320 - 144*x - 16*x^2) + E^2*(-250 - 150*x - 30*x^2 - 2*x^3))*Log[(-25 + E^(2 + 2*x) + E^(2 + x)*(-40 - 8*x) - 10*x - x^2 + E^2*(525 + 185*x + 11*x^2 - x^3))/(E^2*(25 + 10*x + x^2))])/(-125 - 75*x - 15*x^2 - x^3 + E^(2 + 2*x)*(5 + x) + E^(2 + x)*(-200 - 80*x - 8*x^2) + E^2*(2625 + 1450*x + 240*x^2 + 6*x^3 - x^4)),x]","\int \frac{\exp \left(\log ^2\left(\frac{-25+e^{2+2 x}+e^{2+x} (-40-8 x)-10 x-x^2+e^2 \left(525+185 x+11 x^2-x^3\right)}{e^2 \left(25+10 x+x^2\right)}\right)\right) \left(e^{2+2 x} (16+4 x)+e^{2+x} \left(-320-144 x-16 x^2\right)+e^2 \left(-250-150 x-30 x^2-2 x^3\right)\right) \log \left(\frac{-25+e^{2+2 x}+e^{2+x} (-40-8 x)-10 x-x^2+e^2 \left(525+185 x+11 x^2-x^3\right)}{e^2 \left(25+10 x+x^2\right)}\right)}{-125-75 x-15 x^2-x^3+e^{2+2 x} (5+x)+e^{2+x} \left(-200-80 x-8 x^2\right)+e^2 \left(2625+1450 x+240 x^2+6 x^3-x^4\right)} \, dx","e^{\log ^2\left(\left(\frac{e^x}{x+5}-4\right)^2-x-\frac{1}{e^2}+5\right)}",1,"4*Defer[Int][E^Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)], x] + 4*Defer[Int][(E^Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(-5 - x), x] + 10*(8 - 173*E^2)*Defer[Int][(E^Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x] + 64*Defer[Int][(E^(2 + x + Log[21 - E^(-2) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2)*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x] + 12*(3 - 58*E^2)*Defer[Int][(E^Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2*x*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x] + 16*Defer[Int][(E^(2 + x + Log[21 - E^(-2) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2)*x*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x] + 2*(2 - 25*E^2)*Defer[Int][(E^Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2*x^2*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x] + 4*Defer[Int][(E^(2 + Log[21 - E^(-2) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)]^2)*x^3*Log[21*(1 - 1/(21*E^2)) - x + E^(2*x)/(5 + x)^2 - (8*E^x)/(5 + x)])/(E^(2 + 2*x) - 8*E^(2 + x)*(5 + x) - (5 + x)^2 - E^2*(-21 + x)*(5 + x)^2), x]","F",0,0,0,0,-1,"{}"
9032,1,23,0,0.0124951,"\int \frac{1-e^x+2 x \log (3)+2 x \log \left(4 e^6\right)}{\log (3)+\log \left(4 e^6\right)} \, dx","Int[(1 - E^x + 2*x*Log[3] + 2*x*Log[4*E^6])/(Log[3] + Log[4*E^6]),x]","x^2+\frac{x}{6+\log (12)}-\frac{e^x}{6+\log (12)}","x^2+\frac{x-e^x}{\log (3)+\log \left(4 e^6\right)}",1,"x^2 - E^x/(6 + Log[12]) + x/(6 + Log[12])","A",4,3,33,0.09091,1,"{6, 12, 2194}"
9033,0,0,0,1.009603,"\int \frac{\exp \left(2 e^{2 x}-4 e^x \log \left(-e^{e^x}+\log (4)\right)+2 \log ^2\left(-e^{e^x}+\log (4)\right)\right) \left(-100 e^{2 x} \log (4)+100 e^x \log (4) \log \left(-e^{e^x}+\log (4)\right)\right)}{e^{e^x}-\log (4)} \, dx","Int[(E^(2*E^(2*x) - 4*E^x*Log[-E^E^x + Log[4]] + 2*Log[-E^E^x + Log[4]]^2)*(-100*E^(2*x)*Log[4] + 100*E^x*Log[4]*Log[-E^E^x + Log[4]]))/(E^E^x - Log[4]),x]","\int \frac{\exp \left(2 e^{2 x}-4 e^x \log \left(-e^{e^x}+\log (4)\right)+2 \log ^2\left(-e^{e^x}+\log (4)\right)\right) \left(-100 e^{2 x} \log (4)+100 e^x \log (4) \log \left(-e^{e^x}+\log (4)\right)\right)}{e^{e^x}-\log (4)} \, dx","25 e^{2 \left(\log \left(\log (4)-e^{e^x}\right)-e^x\right)^2}",1,"100*Log[4]*Defer[Subst][Defer[Int][E^(2*(x^2 + Log[-E^x + Log[4]]^2))*x*(-E^x + Log[4])^(-1 - 4*x), x], x, E^x] - 100*Log[4]*Defer[Subst][Defer[Int][E^(2*(x^2 + Log[-E^x + Log[4]]^2))*(-E^x + Log[4])^(-1 - 4*x)*Log[-E^x + Log[4]], x], x, E^x]","F",0,0,0,0,-1,"{}"
9034,0,0,0,0.4177842,"\int \frac{-18 x-2 x^3+16 x^4-6 x^3 \log (5)+\left(18 x-6 x^2+48 x^3-18 x^2 \log (5)\right) \log (x)+\left(-6 x+48 x^2-18 x \log (5)\right) \log ^2(x)+(-2+16 x-6 \log (5)) \log ^3(x)}{9 x^3+27 x^2 \log (x)+27 x \log ^2(x)+9 \log ^3(x)} \, dx","Int[(-18*x - 2*x^3 + 16*x^4 - 6*x^3*Log[5] + (18*x - 6*x^2 + 48*x^3 - 18*x^2*Log[5])*Log[x] + (-6*x + 48*x^2 - 18*x*Log[5])*Log[x]^2 + (-2 + 16*x - 6*Log[5])*Log[x]^3)/(9*x^3 + 27*x^2*Log[x] + 27*x*Log[x]^2 + 9*Log[x]^3),x]","\int \frac{-18 x-2 x^3+16 x^4-6 x^3 \log (5)+\left(18 x-6 x^2+48 x^3-18 x^2 \log (5)\right) \log (x)+\left(-6 x+48 x^2-18 x \log (5)\right) \log ^2(x)+(-2+16 x-6 \log (5)) \log ^3(x)}{9 x^3+27 x^2 \log (x)+27 x \log ^2(x)+9 \log ^3(x)} \, dx","x^2+\frac{x^2}{(x+\log (x))^2}-\left(\frac{x+1}{3}+\log (5)\right)^2",1,"(8*x^2)/9 - (2*x*(1 + Log[125]))/9 - 2*Defer[Int][x/(x + Log[x])^3, x] - 2*Defer[Int][x^2/(x + Log[x])^3, x] + 2*Defer[Int][x/(x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9035,0,0,0,0.7711756,"\int \frac{-e^{-8+4 x}-x-4 e^{-8+4 x} x \log (x)}{x^2+e^{-8+4 x} x \log (x)} \, dx","Int[(-E^(-8 + 4*x) - x - 4*E^(-8 + 4*x)*x*Log[x])/(x^2 + E^(-8 + 4*x)*x*Log[x]),x]","\int \frac{-e^{-8+4 x}-x-4 e^{-8+4 x} x \log (x)}{x^2+e^{-8+4 x} x \log (x)} \, dx","\log \left(\frac{4}{x+e^{4 (x-2)} \log (x)}\right)",1,"-4*x - Log[Log[x]] - E^8*Defer[Int][(E^8*x + E^(4*x)*Log[x])^(-1), x] + 4*E^8*Defer[Int][x/(E^8*x + E^(4*x)*Log[x]), x] + E^8*Defer[Int][1/(Log[x]*(E^8*x + E^(4*x)*Log[x])), x]","F",0,0,0,0,-1,"{}"
9036,1,21,0,0.1470107,"\int \frac{3-2 x-\log (13)}{\left(-3 x+x^2+x \log (13)\right) \log ^2\left(\frac{1}{3} \left(3 x-x^2-x \log (13)\right)\right)} \, dx","Int[(3 - 2*x - Log[13])/((-3*x + x^2 + x*Log[13])*Log[(3*x - x^2 - x*Log[13])/3]^2),x]","\frac{1}{\log \left(\frac{1}{3} \left(-x^2+3 x-x \log (13)\right)\right)}","\frac{1}{\log \left(x-\frac{1}{3} x (x+\log (13))\right)}",1,"Log[(3*x - x^2 - x*Log[13])/3]^(-1)","A",3,3,44,0.06818,1,"{6, 1593, 6686}"
9037,1,26,0,1.1226369,"\int \frac{e^{\frac{x^4 \log ^2\left(-e+x-\log \left(2 x^2\right)\right)}{\log ^2(2)}} \left(\left(4 x^3-2 x^4\right) \log \left(-e+x-\log \left(2 x^2\right)\right)+\left(4 e x^3-4 x^4+4 x^3 \log \left(2 x^2\right)\right) \log ^2\left(-e+x-\log \left(2 x^2\right)\right)\right)}{(e-x) \log ^2(2)+\log ^2(2) \log \left(2 x^2\right)} \, dx","Int[(E^((x^4*Log[-E + x - Log[2*x^2]]^2)/Log[2]^2)*((4*x^3 - 2*x^4)*Log[-E + x - Log[2*x^2]] + (4*E*x^3 - 4*x^4 + 4*x^3*Log[2*x^2])*Log[-E + x - Log[2*x^2]]^2))/((E - x)*Log[2]^2 + Log[2]^2*Log[2*x^2]),x]","e^{\frac{x^4 \log ^2\left(-\log \left(2 x^2\right)+x-e\right)}{\log ^2(2)}}","e^{\frac{x^4 \log ^2\left(-\log \left(2 x^2\right)+x-e\right)}{\log ^2(2)}}",1,"E^((x^4*Log[-E + x - Log[2*x^2]]^2)/Log[2]^2)","A",3,3,118,0.02542,1,"{6688, 12, 6706}"
9038,1,26,0,0.774125,"\int \frac{33 x+20 x^3+3 x^5+\left(-726+33 x-352 x^2+16 x^3-66 x^4+3 x^5\right) \log (22-x)}{\left(-726 x+33 x^2-440 x^3+20 x^4-66 x^5+3 x^6\right) \log (22-x)} \, dx","Int[(33*x + 20*x^3 + 3*x^5 + (-726 + 33*x - 352*x^2 + 16*x^3 - 66*x^4 + 3*x^5)*Log[22 - x])/((-726*x + 33*x^2 - 440*x^3 + 20*x^4 - 66*x^5 + 3*x^6)*Log[22 - x]),x]","-\log \left(x^2+3\right)+\log \left(3 x^2+11\right)+\log (x)+\log (\log (22-x))","\log \left(\left(\frac{2 x}{3 \left(x^2+3\right)}+x\right) \log (22-x)\right)",1,"Log[x] - Log[3 + x^2] + Log[11 + 3*x^2] + Log[Log[22 - x]]","A",9,7,86,0.08140,1,"{6741, 6742, 1663, 1628, 2390, 2302, 29}"
9039,0,0,0,9.3570732,"\int \frac{2 x^2 \log ^2(4)+e^x \left(-6 x^4+\left(6 x^3-18 x^4-6 x^5\right) \log (4)\right)+\left(-4 x^2 \log (4)+4 x \log ^2(4)+e^x \left(18 x^4+6 x^5+\left(-24 x^3-6 x^4\right) \log (4)\right)\right) \log (x)+\left(2 x^2-4 x \log (4)+2 \log ^2(4)\right) \log ^2(x)}{3 x^2 \log ^2(4)+\left(-6 x^2 \log (4)+6 x \log ^2(4)\right) \log (x)+\left(3 x^2-6 x \log (4)+3 \log ^2(4)\right) \log ^2(x)} \, dx","Int[(2*x^2*Log[4]^2 + E^x*(-6*x^4 + (6*x^3 - 18*x^4 - 6*x^5)*Log[4]) + (-4*x^2*Log[4] + 4*x*Log[4]^2 + E^x*(18*x^4 + 6*x^5 + (-24*x^3 - 6*x^4)*Log[4]))*Log[x] + (2*x^2 - 4*x*Log[4] + 2*Log[4]^2)*Log[x]^2)/(3*x^2*Log[4]^2 + (-6*x^2*Log[4] + 6*x*Log[4]^2)*Log[x] + (3*x^2 - 6*x*Log[4] + 3*Log[4]^2)*Log[x]^2),x]","\int \frac{2 x^2 \log ^2(4)+e^x \left(-6 x^4+\left(6 x^3-18 x^4-6 x^5\right) \log (4)\right)+\left(-4 x^2 \log (4)+4 x \log ^2(4)+e^x \left(18 x^4+6 x^5+\left(-24 x^3-6 x^4\right) \log (4)\right)\right) \log (x)+\left(2 x^2-4 x \log (4)+2 \log ^2(4)\right) \log ^2(x)}{3 x^2 \log ^2(4)+\left(-6 x^2 \log (4)+6 x \log ^2(4)\right) \log (x)+\left(3 x^2-6 x \log (4)+3 \log ^2(4)\right) \log ^2(x)} \, dx","x \left(\frac{2 e^x x^2}{\log (x)-\frac{\log (4) (x+\log (x))}{x}}+\frac{2}{3}\right)",1,"(2*x)/3 - 2*Log[4]^5*Defer[Int][E^x/(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2, x] - 2*Log[4]^4*Defer[Int][(E^x*x)/(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2, x] - 2*Log[4]^3*Defer[Int][(E^x*x^2)/(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2, x] + 2*(1 - Log[4])*Log[4]*Defer[Int][(E^x*x^3)/(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2, x] - 2*Defer[Int][(E^x*x^4)/(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2, x] - 2*Log[4]^6*Defer[Int][E^x/((x - Log[4])*(x*Log[4] - x*Log[x] + Log[4]*Log[x])^2), x] + 2*Log[4]^3*Defer[Int][E^x/(x*Log[4] - x*Log[x] + Log[4]*Log[x]), x] + 2*Log[4]^2*Defer[Int][(E^x*x)/(x*Log[4] - x*Log[x] + Log[4]*Log[x]), x] + 2*Log[4]*Defer[Int][(E^x*x^2)/(x*Log[4] - x*Log[x] + Log[4]*Log[x]), x] - 6*Defer[Int][(E^x*x^3)/(x*Log[4] - x*Log[x] + Log[4]*Log[x]), x] - 2*Defer[Int][(E^x*x^4)/(x*Log[4] - x*Log[x] + Log[4]*Log[x]), x] + 2*Log[4]^4*Defer[Int][E^x/((x - Log[4])*(x*Log[4] - x*Log[x] + Log[4]*Log[x])), x]","F",0,0,0,0,-1,"{}"
9040,1,32,0,0.3725343,"\int \frac{-45+54 x+7 x^2+x^3+\left(-18+18 x+6 x^2\right) \log (3)+(-9+9 x) \log ^2(3)+(-9+9 x) \log (x)}{54 x+6 x^2+x^3+\left(18 x+6 x^2\right) \log (3)+9 x \log ^2(3)+9 x \log (x)} \, dx","Int[(-45 + 54*x + 7*x^2 + x^3 + (-18 + 18*x + 6*x^2)*Log[3] + (-9 + 9*x)*Log[3]^2 + (-9 + 9*x)*Log[x])/(54*x + 6*x^2 + x^3 + (18*x + 6*x^2)*Log[3] + 9*x*Log[3]^2 + 9*x*Log[x]),x]","\log \left(x^2+6 x (1+\log (3))+9 \log (x)+9 \left(6+\log ^2(3)+\log (9)\right)\right)+x-\log (x)","x+\log \left(\frac{\left(-\frac{x}{3}-1-\log (3)\right)^2+\log (x)+5}{26 x}\right)",1,"x - Log[x] + Log[x^2 + 6*x*(1 + Log[3]) + 9*(6 + Log[3]^2 + Log[9]) + 9*Log[x]]","A",6,4,83,0.04819,1,"{6, 6742, 43, 6684}"
9041,1,35,0,0.2771637,"\int \frac{96 x^5+160 x^6+52 x^7+52 e^{12} x^7+e^9 \left(160 x^6+208 x^7\right)+e^3 \left(192 x^5+480 x^6+208 x^7\right)+e^6 \left(96 x^5+480 x^6+312 x^7\right)}{256+1024 x+1440 x^2+832 x^3+169 x^4+169 e^{12} x^4+e^9 \left(832 x^3+676 x^4\right)+e^3 \left(1024 x+2880 x^2+2496 x^3+676 x^4\right)+e^6 \left(1440 x^2+2496 x^3+1014 x^4\right)} \, dx","Int[(96*x^5 + 160*x^6 + 52*x^7 + 52*E^12*x^7 + E^9*(160*x^6 + 208*x^7) + E^3*(192*x^5 + 480*x^6 + 208*x^7) + E^6*(96*x^5 + 480*x^6 + 312*x^7))/(256 + 1024*x + 1440*x^2 + 832*x^3 + 169*x^4 + 169*E^12*x^4 + E^9*(832*x^3 + 676*x^4) + E^3*(1024*x + 2880*x^2 + 2496*x^3 + 676*x^4) + E^6*(1440*x^2 + 2496*x^3 + 1014*x^4)),x]","\frac{\left(1+e^3\right)^2 x^6}{13 \left(1+e^3\right)^2 x^2+32 \left(1+e^3\right) x+16}","\frac{x^4}{\left(\frac{4}{\left(1+e^3\right) x}+4\right)^2-3}",1,"((1 + E^3)^2*x^6)/(16 + 32*(1 + E^3)*x + 13*(1 + E^3)^2*x^2)","A",5,4,168,0.02381,1,"{6, 1680, 12, 1590}"
9042,0,0,0,1.0347893,"\int \frac{1800 x+800 e^{2 x} x-135 x^2+3 x^3+e^x \left(-2400 x+90 x^2+50 x^3\right)}{1800+800 e^{2 x}-360 x+18 x^2+e^x (-2400+240 x)} \, dx","Int[(1800*x + 800*E^(2*x)*x - 135*x^2 + 3*x^3 + E^x*(-2400*x + 90*x^2 + 50*x^3))/(1800 + 800*E^(2*x) - 360*x + 18*x^2 + E^x*(-2400 + 240*x)),x]","\int \frac{1800 x+800 e^{2 x} x-135 x^2+3 x^3+e^x \left(-2400 x+90 x^2+50 x^3\right)}{1800+800 e^{2 x}-360 x+18 x^2+e^x (-2400+240 x)} \, dx","\frac{x^2}{2-\frac{x}{\frac{1}{2} \left(12-\frac{x}{5}\right)-4 e^x}}+e^4",1,"x^2/2 + (165*Defer[Int][x^3/(-30 + 20*E^x + 3*x)^2, x])/4 - (15*Defer[Int][x^4/(-30 + 20*E^x + 3*x)^2, x])/4 - (15*Defer[Int][x^2/(-30 + 20*E^x + 3*x), x])/4 + (5*Defer[Int][x^3/(-30 + 20*E^x + 3*x), x])/4","F",0,0,0,0,-1,"{}"
9043,0,0,0,1.0589288,"\int \frac{-75-20 x+10 x^2+e^{e^2+x} \left(-5+10 x-5 x^2\right)}{225 x^2+60 x^3+4 x^4+e^{2 e^2+2 x} \left(1-2 x+x^2\right)+e^{e^2+x} \left(30 x-26 x^2-4 x^3\right)} \, dx","Int[(-75 - 20*x + 10*x^2 + E^(E^2 + x)*(-5 + 10*x - 5*x^2))/(225*x^2 + 60*x^3 + 4*x^4 + E^(2*E^2 + 2*x)*(1 - 2*x + x^2) + E^(E^2 + x)*(30*x - 26*x^2 - 4*x^3)),x]","\int \frac{-75-20 x+10 x^2+e^{e^2+x} \left(-5+10 x-5 x^2\right)}{225 x^2+60 x^3+4 x^4+e^{2 e^2+2 x} \left(1-2 x+x^2\right)+e^{e^2+x} \left(30 x-26 x^2-4 x^3\right)} \, dx","\frac{5}{\frac{(x+16) x}{1-x}-x+e^{x+e^2}}",1,"-75*Defer[Int][(-E^(E^2 + x) - 15*x + E^(E^2 + x)*x - 2*x^2)^(-2), x] + 5*Defer[Int][(-E^(E^2 + x) - 15*x + E^(E^2 + x)*x - 2*x^2)^(-1), x] + 55*Defer[Int][x/(E^(E^2 + x) + 15*x - E^(E^2 + x)*x + 2*x^2)^2, x] - 55*Defer[Int][x^2/(E^(E^2 + x) + 15*x - E^(E^2 + x)*x + 2*x^2)^2, x] - 10*Defer[Int][x^3/(E^(E^2 + x) + 15*x - E^(E^2 + x)*x + 2*x^2)^2, x] + 5*Defer[Int][x/(E^(E^2 + x) + 15*x - E^(E^2 + x)*x + 2*x^2), x]","F",0,0,0,0,-1,"{}"
9044,0,0,0,92.7729133,"\int \frac{\exp \left(\frac{-5-3 x+3 \left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)}}{-x+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)}}\right) \left(1280 x-5 x^2+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)} \left(20 x \log ^2\left(x^2\right)+(-10240+40 x) \log \left(x^2\right) \log \left(65536-512 x+x^2\right)\right)\right)}{-256 x^3+x^4+\left(65536-512 x+x^2\right)^{4 \log ^2\left(x^2\right)} \left(-256 x+x^2\right)+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)} \left(512 x^2-2 x^3\right)} \, dx","Int[(E^((-5 - 3*x + 3*(65536 - 512*x + x^2)^(2*Log[x^2]^2))/(-x + (65536 - 512*x + x^2)^(2*Log[x^2]^2)))*(1280*x - 5*x^2 + (65536 - 512*x + x^2)^(2*Log[x^2]^2)*(20*x*Log[x^2]^2 + (-10240 + 40*x)*Log[x^2]*Log[65536 - 512*x + x^2])))/(-256*x^3 + x^4 + (65536 - 512*x + x^2)^(4*Log[x^2]^2)*(-256*x + x^2) + (65536 - 512*x + x^2)^(2*Log[x^2]^2)*(512*x^2 - 2*x^3)),x]","\int \frac{\exp \left(\frac{-5-3 x+3 \left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)}}{-x+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)}}\right) \left(1280 x-5 x^2+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)} \left(20 x \log ^2\left(x^2\right)+(-10240+40 x) \log \left(x^2\right) \log \left(65536-512 x+x^2\right)\right)\right)}{-256 x^3+x^4+\left(65536-512 x+x^2\right)^{4 \log ^2\left(x^2\right)} \left(-256 x+x^2\right)+\left(65536-512 x+x^2\right)^{2 \log ^2\left(x^2\right)} \left(512 x^2-2 x^3\right)} \, dx","e^{\frac{5}{x-\left((x-256)^2\right)^{2 \log ^2\left(x^2\right)}}+3}",1,"-5*Defer[Int][E^((-5 - 3*x + 3*(65536 - 512*x + x^2)^(2*Log[x^2]^2))/(-x + (65536 - 512*x + x^2)^(2*Log[x^2]^2)))/(((-256 + x)^2)^(2*Log[x^2]^2) - x)^2, x] + 40*Defer[Int][(E^((-5 - 3*x + 3*(65536 - 512*x + x^2)^(2*Log[x^2]^2))/(-x + (65536 - 512*x + x^2)^(2*Log[x^2]^2)))*((-256 + x)^2)^(2*Log[x^2]^2)*Log[(-256 + x)^2]*Log[x^2])/((((-256 + x)^2)^(2*Log[x^2]^2) - x)^2*x), x] + 20*Defer[Int][(E^((-5 - 3*x + 3*(65536 - 512*x + x^2)^(2*Log[x^2]^2))/(-x + (65536 - 512*x + x^2)^(2*Log[x^2]^2)))*((-256 + x)^2)^(2*Log[x^2]^2)*Log[x^2]^2)/((((-256 + x)^2)^(2*Log[x^2]^2) - x)^2*(-256 + x)), x]","F",0,0,0,0,-1,"{}"
9045,1,17,0,0.0089619,"\int \frac{6 x^2-x^3-48 \log (3)}{x^4} \, dx","Int[(6*x^2 - x^3 - 48*Log[3])/x^4,x]","\frac{16 \log (3)}{x^3}-\frac{6}{x}-\log (x)","\frac{\frac{16 \log (3)}{x^2}-x \log (x)-6}{x}",1,"-6/x + (16*Log[3])/x^3 - Log[x]","A",2,1,19,0.05263,1,"{14}"
9046,0,0,0,1.9209989,"\int \frac{e^{3+x} (27-27 x)-18 e^{x^2} x^3-27 \log (\log (3))}{9 e^{6+2 x}+6 e^{3+x+x^2} x+e^{2 x^2} x^2+\left(-18 e^{3+x}-6 e^{x^2} x\right) \log (\log (3))+9 \log ^2(\log (3))} \, dx","Int[(E^(3 + x)*(27 - 27*x) - 18*E^x^2*x^3 - 27*Log[Log[3]])/(9*E^(6 + 2*x) + 6*E^(3 + x + x^2)*x + E^(2*x^2)*x^2 + (-18*E^(3 + x) - 6*E^x^2*x)*Log[Log[3]] + 9*Log[Log[3]]^2),x]","\int \frac{e^{3+x} (27-27 x)-18 e^{x^2} x^3-27 \log (\log (3))}{9 e^{6+2 x}+6 e^{3+x+x^2} x+e^{2 x^2} x^2+\left(-18 e^{3+x}-6 e^{x^2} x\right) \log (\log (3))+9 \log ^2(\log (3))} \, dx","\frac{3 x}{\frac{e^{x^2} x}{3}+e^{x+3}-\log (\log (3))}",1,"-27*Log[Log[3]]*Defer[Int][(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]])^(-2), x] + 27*Defer[Int][E^(3 + x)/(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]])^2, x] - 27*Defer[Int][(E^(3 + x)*x)/(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]])^2, x] - 54*Log[Log[3]]*Defer[Int][x^2/(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]])^2, x] + 54*Defer[Int][(E^(3 + x)*x^2)/(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]])^2, x] - 18*Defer[Int][x^2/(3*E^(3 + x) + E^x^2*x - 3*Log[Log[3]]), x]","F",0,0,0,0,-1,"{}"
9047,1,18,0,0.2730491,"\int \frac{-2-x+\log (48)+(-3-x+\log (48)) \log \left(-\frac{5}{-3-x+\log (48)}\right)}{-3 x-x^2+x \log (48)+\left(-3 x-x^2+x \log (48)\right) \log \left(-\frac{5}{-3-x+\log (48)}\right)+\left(-3-x+\log (48)+(-3-x+\log (48)) \log \left(-\frac{5}{-3-x+\log (48)}\right)\right) \log \left(1+\log \left(-\frac{5}{-3-x+\log (48)}\right)\right)} \, dx","Int[(-2 - x + Log[48] + (-3 - x + Log[48])*Log[-5/(-3 - x + Log[48])])/(-3*x - x^2 + x*Log[48] + (-3*x - x^2 + x*Log[48])*Log[-5/(-3 - x + Log[48])] + (-3 - x + Log[48] + (-3 - x + Log[48])*Log[-5/(-3 - x + Log[48])])*Log[1 + Log[-5/(-3 - x + Log[48])]]),x]","\log \left(x+\log \left(\log \left(\frac{5}{x+3-\log (48)}\right)+1\right)\right)","\log \left(x+\log \left(\log \left(\frac{5}{x+3-\log (48)}\right)+1\right)\right)",1,"Log[x + Log[1 + Log[5/(3 + x - Log[48])]]]","A",3,3,112,0.02679,1,"{6, 6688, 6684}"
9048,1,30,0,0.0201454,"\int \frac{1}{5} \left(5+e^3+e^{4-2 x+x^2} (2-2 x)-10 x\right) \, dx","Int[(5 + E^3 + E^(4 - 2*x + x^2)*(2 - 2*x) - 10*x)/5,x]","-x^2-\frac{1}{5} e^{x^2-2 x+4}+\frac{1}{5} \left(5+e^3\right) x","-x^2+x+\frac{1}{5} e^3 \left(x-e^{(1-x)^2}\right)-5",1,"-1/5*E^(4 - 2*x + x^2) + ((5 + E^3)*x)/5 - x^2","A",3,2,28,0.07143,1,"{12, 2236}"
9049,0,0,0,1.2679944,"\int \frac{100 x^4+e^{x^2} \left(200 x+60 x^2-200 x^3-40 x^4\right)}{e^{2 x^2}+10 e^{x^2} x^2+25 x^4} \, dx","Int[(100*x^4 + E^x^2*(200*x + 60*x^2 - 200*x^3 - 40*x^4))/(E^(2*x^2) + 10*E^x^2*x^2 + 25*x^4),x]","\int \frac{100 x^4+e^{x^2} \left(200 x+60 x^2-200 x^3-40 x^4\right)}{e^{2 x^2}+10 e^{x^2} x^2+25 x^4} \, dx","\frac{4 x^2 (x+5)}{x^2+\frac{e^{x^2}}{5}}",1,"-200*Defer[Int][x^4/(E^x^2 + 5*x^2)^2, x] + 200*Defer[Int][x^6/(E^x^2 + 5*x^2)^2, x] + 60*Defer[Int][x^2/(E^x^2 + 5*x^2), x] - 40*Defer[Int][x^4/(E^x^2 + 5*x^2), x] - 500*Defer[Subst][Defer[Int][x/(E^x + 5*x)^2, x], x, x^2] + 500*Defer[Subst][Defer[Int][x^2/(E^x + 5*x)^2, x], x, x^2] + 100*Defer[Subst][Defer[Int][(E^x + 5*x)^(-1), x], x, x^2] - 100*Defer[Subst][Defer[Int][x/(E^x + 5*x), x], x, x^2]","F",0,0,0,0,-1,"{}"
9050,0,0,0,1.0368229,"\int \frac{-x-128 \log (x)-1908 \log ^2(x)-6240 \log ^3(x)+500 \log ^4(x)}{-x^2-64 x \log ^2(x)-636 x \log ^3(x)-1560 x \log ^4(x)+100 x \log ^5(x)} \, dx","Int[(-x - 128*Log[x] - 1908*Log[x]^2 - 6240*Log[x]^3 + 500*Log[x]^4)/(-x^2 - 64*x*Log[x]^2 - 636*x*Log[x]^3 - 1560*x*Log[x]^4 + 100*x*Log[x]^5),x]","\int \frac{-x-128 \log (x)-1908 \log ^2(x)-6240 \log ^3(x)+500 \log ^4(x)}{-x^2-64 x \log ^2(x)-636 x \log ^3(x)-1560 x \log ^4(x)+100 x \log ^5(x)} \, dx","\log \left(4 (\log (x)-16) \left(5 \log ^2(x)+\log (x)\right)^2-x\right)",1,"Defer[Int][(x + 64*Log[x]^2 + 636*Log[x]^3 + 1560*Log[x]^4 - 100*Log[x]^5)^(-1), x] + 128*Defer[Int][Log[x]/(x*(x + 64*Log[x]^2 + 636*Log[x]^3 + 1560*Log[x]^4 - 100*Log[x]^5)), x] + 1908*Defer[Int][Log[x]^2/(x*(x + 64*Log[x]^2 + 636*Log[x]^3 + 1560*Log[x]^4 - 100*Log[x]^5)), x] + 6240*Defer[Int][Log[x]^3/(x*(x + 64*Log[x]^2 + 636*Log[x]^3 + 1560*Log[x]^4 - 100*Log[x]^5)), x] - 500*Defer[Int][Log[x]^4/(x*(x + 64*Log[x]^2 + 636*Log[x]^3 + 1560*Log[x]^4 - 100*Log[x]^5)), x]","F",0,0,0,0,-1,"{}"
9051,1,19,0,0.0211822,"\int \frac{e^{e^x} \left(-1+e^x \left(-17+e^2-x\right)\right)}{\log (3)} \, dx","Int[(E^E^x*(-1 + E^x*(-17 + E^2 - x)))/Log[3],x]","-\frac{e^{e^x} \left(x-e^2+17\right)}{\log (3)}","\frac{e^{e^x} \left(-x+e^2-17\right)}{\log (3)}",1,"-((E^E^x*(17 - E^2 + x))/Log[3])","A",2,2,24,0.08333,1,"{12, 2288}"
9052,1,18,0,0.3987263,"\int e^{4 e^{1+\log ^2(5)} x} \left(-4 x^3-4 e^{1+\log ^2(5)} x^4\right) \, dx","Int[E^(4*E^(1 + Log[5]^2)*x)*(-4*x^3 - 4*E^(1 + Log[5]^2)*x^4),x]","x^4 \left(-e^{4 x e^{1+\log ^2(5)}}\right)","2-x^4 e^{4 x e^{1+\log ^2(5)}}",1,"-(E^(4*E^(1 + Log[5]^2)*x)*x^4)","A",12,4,33,0.1212,1,"{1593, 2196, 2176, 2194}"
9053,1,43,0,0.0336087,"\int \frac{5+20 x+x^2+8 e^2 x^2+12 x^3+2 x^2 \log (x)}{4 x} \, dx","Int[(5 + 20*x + x^2 + 8*E^2*x^2 + 12*x^3 + 2*x^2*Log[x])/(4*x),x]","x^3+\frac{1}{8} \left(1+8 e^2\right) x^2-\frac{x^2}{8}+\frac{1}{4} x^2 \log (x)+5 x+\frac{5 \log (x)}{4}","\left(x^2+5\right) \left(x+\frac{\log (x)}{4}+e^2\right)",1,"5*x - x^2/8 + ((1 + 8*E^2)*x^2)/8 + x^3 + (5*Log[x])/4 + (x^2*Log[x])/4","B",7,4,35,0.1143,1,"{6, 12, 14, 2304}"
9054,1,7,0,0.0012472,"\int (5+2 x) \, dx","Int[5 + 2*x,x]","x^2+5 x","x^2+5 x+\left(\log ^2(9)-1\right)^2",1,"5*x + x^2","A",1,0,5,0,1,"{}"
9055,0,0,0,1.7056055,"\int \frac{224 x+64 x^2-10 x^3-3 x^4+e^x \left(-64 x^3-48 x^4-12 x^5-x^6+e^{\frac{-10 x-3 x^2}{4+x}} \left(-32 x+8 x^2+14 x^3+2 x^4\right)\right)}{16+8 x+x^2} \, dx","Int[(224*x + 64*x^2 - 10*x^3 - 3*x^4 + E^x*(-64*x^3 - 48*x^4 - 12*x^5 - x^6 + E^((-10*x - 3*x^2)/(4 + x))*(-32*x + 8*x^2 + 14*x^3 + 2*x^4)))/(16 + 8*x + x^2),x]","\int \frac{224 x+64 x^2-10 x^3-3 x^4+e^x \left(-64 x^3-48 x^4-12 x^5-x^6+e^{\frac{-10 x-3 x^2}{4+x}} \left(-32 x+8 x^2+14 x^3+2 x^4\right)\right)}{16+8 x+x^2} \, dx","x^2 \left(-e^x \left(x+\frac{e^{x \left(\frac{2}{x+4}-3\right)}}{x}\right) x-x+7\right)",1,"7*x^2 - x^3 - E^x*x^4 - 8*Defer[Int][E^((-2*x*(3 + x))/(4 + x)), x] - 2*Defer[Int][x/E^((2*x*(3 + x))/(4 + x)), x] + 2*Defer[Int][x^2/E^((2*x*(3 + x))/(4 + x)), x] - 128*Defer[Int][1/(E^((2*x*(3 + x))/(4 + x))*(4 + x)^2), x] + 64*Defer[Int][1/(E^((2*x*(3 + x))/(4 + x))*(4 + x)), x]","F",0,0,0,0,-1,"{}"
9056,0,0,0,3.9351281,"\int \frac{130 x^3+e^{2 x} \left(78 x+52 x^2\right)+e^x \left(208 x^2+52 x^3\right)+26 \log (2)}{12 e^{4 x} x^5+48 e^{3 x} x^6+12 x^9+12 x^6 \log (2)+3 x^3 \log ^2(2)+e^{2 x} \left(72 x^7+12 x^4 \log (2)\right)+e^x \left(48 x^8+24 x^5 \log (2)\right)} \, dx","Int[(130*x^3 + E^(2*x)*(78*x + 52*x^2) + E^x*(208*x^2 + 52*x^3) + 26*Log[2])/(12*E^(4*x)*x^5 + 48*E^(3*x)*x^6 + 12*x^9 + 12*x^6*Log[2] + 3*x^3*Log[2]^2 + E^(2*x)*(72*x^7 + 12*x^4*Log[2]) + E^x*(48*x^8 + 24*x^5*Log[2])),x]","\int \frac{130 x^3+e^{2 x} \left(78 x+52 x^2\right)+e^x \left(208 x^2+52 x^3\right)+26 \log (2)}{12 e^{4 x} x^5+48 e^{3 x} x^6+12 x^9+12 x^6 \log (2)+3 x^3 \log ^2(2)+e^{2 x} \left(72 x^7+12 x^4 \log (2)\right)+e^x \left(48 x^8+24 x^5 \log (2)\right)} \, dx","5-\frac{13}{3 x^2 \left(2 x \left(x+e^x\right)^2+\log (2)\right)}",1,"(52*Defer[Int][(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^(-2), x])/3 - (52*Defer[Int][E^x/(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^2, x])/3 - (13*Log[2]*Defer[Int][1/(x^3*(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^2), x])/3 - (13*Log[4]*Defer[Int][1/(x^2*(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^2), x])/3 + (52*Defer[Int][E^x/(x*(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^2), x])/3 - (52*Defer[Int][x/(2*E^(2*x)*x + 4*E^x*x^2 + 2*x^3 + Log[2])^2, x])/3 + 26*Defer[Int][1/(x^3*(4*E^(2*x)*x + 8*E^x*x^2 + 4*x^3 + Log[4])), x] + (52*Defer[Int][1/(x^2*(4*E^(2*x)*x + 8*E^x*x^2 + 4*x^3 + Log[4])), x])/3","F",0,0,0,0,-1,"{}"
9057,1,18,0,0.1742293,"\int \frac{e^x \left(21-3 x-3 \log ^2(5)\right)}{-125+75 x-15 x^2+x^3+\left(75-30 x+3 x^2\right) \log ^2(5)+(-15+3 x) \log ^4(5)+\log ^6(5)} \, dx","Int[(E^x*(21 - 3*x - 3*Log[5]^2))/(-125 + 75*x - 15*x^2 + x^3 + (75 - 30*x + 3*x^2)*Log[5]^2 + (-15 + 3*x)*Log[5]^4 + Log[5]^6),x]","-\frac{3 e^x}{\left(-x+5-\log ^2(5)\right)^2}","3 \left(2-\frac{e^x}{\left(x-5+\log ^2(5)\right)^2}\right)",1,"(-3*E^x)/(5 - x - Log[5]^2)^2","A",7,3,59,0.05085,1,"{2199, 2177, 2178}"
9058,1,13,0,0.0411598,"\int \frac{e^x (-4-4 x)-4 e^x x \log (x)}{x} \, dx","Int[(E^x*(-4 - 4*x) - 4*E^x*x*Log[x])/x,x]","-4 e^x-4 e^x \log (x)","4 \left(-e^x-e^x \log (x)+e^5-9\right)+\log (4)",1,"-4*E^x - 4*E^x*Log[x]","A",6,4,22,0.1818,1,"{14, 2194, 2178, 2554}"
9059,0,0,0,0.4797086,"\int \frac{1}{8} \exp \left(16+\frac{1}{8} e^{-e^{16+7 x+x^2}}-e^{16+7 x+x^2}+7 x+x^2\right) (-7-2 x) \, dx","Int[(E^(16 + 1/(8*E^E^(16 + 7*x + x^2)) - E^(16 + 7*x + x^2) + 7*x + x^2)*(-7 - 2*x))/8,x]","\int \frac{1}{8} \exp \left(16+\frac{1}{8} e^{-e^{16+7 x+x^2}}-e^{16+7 x+x^2}+7 x+x^2\right) (-7-2 x) \, dx","e^{\frac{1}{8} e^{-e^{(-x-4)^2-x}}}",1,"(-7*Defer[Int][E^(16 + 1/(8*E^E^(16 + 7*x + x^2)) - E^(16 + 7*x + x^2) + 7*x + x^2), x])/8 - Defer[Int][E^(16 + 1/(8*E^E^(16 + 7*x + x^2)) - E^(16 + 7*x + x^2) + 7*x + x^2)*x, x]/4","F",0,0,0,0,-1,"{}"
9060,1,24,0,0.2568438,"\int 8 \exp \left(e^{\frac{8}{5} x^5 (i \pi +\log (4))}+\frac{8}{5} x^5 (i \pi +\log (4))\right) x^4 (i \pi +\log (4)) \, dx","Int[8*E^(E^((8*x^5*(I*Pi + Log[4]))/5) + (8*x^5*(I*Pi + Log[4]))/5)*x^4*(I*Pi + Log[4]),x]","e^{2^{\frac{16 x^5}{5}} e^{\frac{8}{5} i \pi  x^5}}","e^{e^{\frac{8}{5} x^5 (\log (4)+i \pi )}}",1,"E^(2^((16*x^5)/5)*E^(((8*I)/5)*Pi*x^5))","A",4,4,48,0.08333,1,"{12, 6715, 2282, 2194}"
9061,0,0,0,0.4094627,"\int \frac{e^{-x/9} \left(4 e^{x/9} x^2+e^{\frac{e^{-x/9} \left(e^{x/9} (-81-x)+45 x\right)}{x}} \left(324 e^{x/9}-20 x^2\right)\right)}{x^2} \, dx","Int[(4*E^(x/9)*x^2 + E^((E^(x/9)*(-81 - x) + 45*x)/(E^(x/9)*x))*(324*E^(x/9) - 20*x^2))/(E^(x/9)*x^2),x]","\int \frac{e^{-x/9} \left(4 e^{x/9} x^2+e^{\frac{e^{-x/9} \left(e^{x/9} (-81-x)+45 x\right)}{x}} \left(324 e^{x/9}-20 x^2\right)\right)}{x^2} \, dx","4 \left(x+e^{\frac{45 e^{-x/9} x-x-81}{x}}\right)",1,"4*x - 20*Defer[Int][E^(-1 + 45/E^(x/9) - 81/x - x/9), x] + 324*Defer[Int][E^(-1 + 45/E^(x/9) - 81/x)/x^2, x]","F",0,0,0,0,-1,"{}"
9062,0,0,0,1.498101,"\int \frac{-x+e^x x+\left(e^x-x-\log (3)\right) \log \left(e^x-x-\log (3)\right) \log \left(\log \left(e^x-x-\log (3)\right)\right)}{\left(e^x-x-\log (3)\right) \log \left(e^x-x-\log (3)\right)} \, dx","Int[(-x + E^x*x + (E^x - x - Log[3])*Log[E^x - x - Log[3]]*Log[Log[E^x - x - Log[3]]])/((E^x - x - Log[3])*Log[E^x - x - Log[3]]),x]","\int \frac{-x+e^x x+\left(e^x-x-\log (3)\right) \log \left(e^x-x-\log (3)\right) \log \left(\log \left(e^x-x-\log (3)\right)\right)}{\left(e^x-x-\log (3)\right) \log \left(e^x-x-\log (3)\right)} \, dx","x \log \left(\log \left(-x+e^x-\log (3)\right)\right)",1,"Defer[Int][x/Log[E^x - x - Log[3]], x] + (1 - Log[3])*Defer[Int][x/((-E^x + x + Log[3])*Log[E^x - x - Log[3]]), x] - Defer[Int][x^2/((-E^x + x + Log[3])*Log[E^x - x - Log[3]]), x] + Defer[Int][Log[Log[E^x - x - Log[3]]], x]","F",0,0,0,0,-1,"{}"
9063,1,17,0,0.3021573,"\int \frac{14049280-5 e^x-48168960 x+55050240 x^2-20971520 x^3}{377801998336+e^{2 x}-3454189699072 x+13816758796288 x^2-31581162962944 x^3+45115947089920 x^4-41248865910784 x^5+23570780520448 x^6-7696581394432 x^7+1099511627776 x^8+e^x \left(1229312-5619712 x+9633792 x^2-7340032 x^3+2097152 x^4\right)} \, dx","Int[(14049280 - 5*E^x - 48168960*x + 55050240*x^2 - 20971520*x^3)/(377801998336 + E^(2*x) - 3454189699072*x + 13816758796288*x^2 - 31581162962944*x^3 + 45115947089920*x^4 - 41248865910784*x^5 + 23570780520448*x^6 - 7696581394432*x^7 + 1099511627776*x^8 + E^x*(1229312 - 5619712*x + 9633792*x^2 - 7340032*x^3 + 2097152*x^4)),x]","\frac{5}{256 (7-8 x)^4+e^x}","\frac{5}{16 (4 (4-4 x)-2)^4+e^x}",1,"5/(E^x + 256*(7 - 8*x)^4)","A",3,3,92,0.03261,1,"{6688, 12, 6686}"
9064,0,0,0,4.6581781,"\int \frac{\exp \left(\frac{-x+(-16-4 x) \left(i \pi -\log \left(\frac{5}{2}\right)\right)+(4+x) \log (x)}{-4 \left(i \pi -\log \left(\frac{5}{2}\right)\right)+\log (x)}\right) \left(-1-4 \left(i \pi -\log \left(\frac{5}{2}\right)\right)-16 \left(i \pi -\log \left(\frac{5}{2}\right)\right)^2+\left(1+8 \left(i \pi -\log \left(\frac{5}{2}\right)\right)\right) \log (x)-\log ^2(x)\right)}{16 \left(i \pi -\log \left(\frac{5}{2}\right)\right)^2-8 \left(i \pi -\log \left(\frac{5}{2}\right)\right) \log (x)+\log ^2(x)} \, dx","Int[(E^((-x + (-16 - 4*x)*(I*Pi - Log[5/2]) + (4 + x)*Log[x])/(-4*(I*Pi - Log[5/2]) + Log[x]))*(-1 - 4*(I*Pi - Log[5/2]) - 16*(I*Pi - Log[5/2])^2 + (1 + 8*(I*Pi - Log[5/2]))*Log[x] - Log[x]^2))/(16*(I*Pi - Log[5/2])^2 - 8*(I*Pi - Log[5/2])*Log[x] + Log[x]^2),x]","\int \frac{\exp \left(\frac{-x+(-16-4 x) \left(i \pi -\log \left(\frac{5}{2}\right)\right)+(4+x) \log (x)}{-4 \left(i \pi -\log \left(\frac{5}{2}\right)\right)+\log (x)}\right) \left(-1-4 \left(i \pi -\log \left(\frac{5}{2}\right)\right)-16 \left(i \pi -\log \left(\frac{5}{2}\right)\right)^2+\left(1+8 \left(i \pi -\log \left(\frac{5}{2}\right)\right)\right) \log (x)-\log ^2(x)\right)}{16 \left(i \pi -\log \left(\frac{5}{2}\right)\right)^2-8 \left(i \pi -\log \left(\frac{5}{2}\right)\right) \log (x)+\log ^2(x)} \, dx","3-e^{x+\frac{x}{-\log (x)+4 \left(-\log \left(\frac{5}{2}\right)+i \pi \right)}+4}",1,"-Defer[Int][E^((-x + (-16 - 4*x)*(I*Pi - Log[5/2]) + (4 + x)*Log[x])/(-4*(I*Pi - Log[5/2]) + Log[x])), x] + Defer[Int][E^((-x + (-16 - 4*x)*(I*Pi - Log[5/2]) + (4 + x)*Log[x])/(-4*(I*Pi - Log[5/2]) + Log[x]))/(4*Pi*(1 + (I*Log[5/2])/Pi) + I*Log[x])^2, x] + I*Defer[Int][E^((-x + (-16 - 4*x)*(I*Pi - Log[5/2]) + (4 + x)*Log[x])/(-4*(I*Pi - Log[5/2]) + Log[x]))/(4*Pi*(1 + (I*Log[5/2])/Pi) + I*Log[x]), x]","F",0,0,0,0,-1,"{}"
9065,1,47,0,0.136743,"\int \frac{-1-4 x^2+e^{2+x+\left(-16-8 x-x^2\right) \log (7)} \left(-2 x^2+\left(16 x^2+4 x^3\right) \log (7)\right)}{2 x^2} \, dx","Int[(-1 - 4*x^2 + E^(2 + x + (-16 - 8*x - x^2)*Log[7])*(-2*x^2 + (16*x^2 + 4*x^3)*Log[7]))/(2*x^2),x]","-\frac{7^{-x^2} \log (49) e^{x (1-8 \log (7))+2 (1-8 \log (7))}}{2 \log (7)}-2 x+\frac{1}{2 x}","-2 x+\frac{1}{2 x}-e^{x+(x+4)^2 (-\log (7))+2}+e",1,"1/(2*x) - 2*x - (E^(2*(1 - 8*Log[7]) + x*(1 - 8*Log[7]))*Log[49])/(2*7^x^2*Log[7])","A",7,4,53,0.07547,1,"{12, 14, 2287, 2236}"
9066,0,0,0,8.9340524,"\int \frac{-e^{2 x} x^4+2 \log (x)+(-4-2 x) \log ^2(x)+\left(-6 e^{2 x} x^4+e^{2 x} x^4 \log (x)-\log ^2(x)\right) \log \left(\frac{e^{-2 x} \left(6 e^{2 x} x^4-e^{2 x} x^4 \log (x)+\log ^2(x)\right)}{x^4}\right)}{6 e^{2 x} x^6-e^{2 x} x^6 \log (x)+x^2 \log ^2(x)} \, dx","Int[(-(E^(2*x)*x^4) + 2*Log[x] + (-4 - 2*x)*Log[x]^2 + (-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)*Log[(6*E^(2*x)*x^4 - E^(2*x)*x^4*Log[x] + Log[x]^2)/(E^(2*x)*x^4)])/(6*E^(2*x)*x^6 - E^(2*x)*x^6*Log[x] + x^2*Log[x]^2),x]","\int \frac{-e^{2 x} x^4+2 \log (x)+(-4-2 x) \log ^2(x)+\left(-6 e^{2 x} x^4+e^{2 x} x^4 \log (x)-\log ^2(x)\right) \log \left(\frac{e^{-2 x} \left(6 e^{2 x} x^4-e^{2 x} x^4 \log (x)+\log ^2(x)\right)}{x^4}\right)}{6 e^{2 x} x^6-e^{2 x} x^6 \log (x)+x^2 \log ^2(x)} \, dx","\frac{\log \left(\frac{e^{-2 x} \left(1-\frac{x+\log (x)}{x}\right)^2}{x^2}-\log (x)+6\right)}{x}",1,"ExpIntegralEi[6 - Log[x]]/E^6 + 12*Defer[Int][Log[x]/(x^2*(-6 + Log[x])*(-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)), x] - 25*Defer[Int][Log[x]^2/(x^2*(-6 + Log[x])*(-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)), x] - 12*Defer[Int][Log[x]^2/(x*(-6 + Log[x])*(-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)), x] + 4*Defer[Int][Log[x]^3/(x^2*(-6 + Log[x])*(-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)), x] + 2*Defer[Int][Log[x]^3/(x*(-6 + Log[x])*(-6*E^(2*x)*x^4 + E^(2*x)*x^4*Log[x] - Log[x]^2)), x] - Defer[Int][Log[6 - Log[x] + Log[x]^2/(E^(2*x)*x^4)]/x^2, x]","F",0,0,0,0,-1,"{}"
9067,0,0,0,0.535717,"\int \frac{e^{-\frac{x^2}{-1+x}} \left(2+16 x-4 x^2-2 x^3+e^4 \left(4 x-2 x^2\right)\right)}{1-2 x+x^2} \, dx","Int[(2 + 16*x - 4*x^2 - 2*x^3 + E^4*(4*x - 2*x^2))/(E^(x^2/(-1 + x))*(1 - 2*x + x^2)),x]","\int \frac{e^{-\frac{x^2}{-1+x}} \left(2+16 x-4 x^2-2 x^3+e^4 \left(4 x-2 x^2\right)\right)}{1-2 x+x^2} \, dx","2 e^{\frac{x}{1-x}-x} \left(x+e^4+5\right)",1,"-2*(4 + E^4)*Defer[Int][E^(-(x^2/(-1 + x))), x] + 2*(6 + E^4)*Defer[Int][1/(E^(x^2/(-1 + x))*(-1 + x)^2), x] + 2*Defer[Int][1/(E^(x^2/(-1 + x))*(-1 + x)), x] - 2*Defer[Int][x/E^(x^2/(-1 + x)), x]","F",0,0,0,0,-1,"{}"
9068,0,0,0,1.1491464,"\int \frac{-e^{\frac{1+e^{21}+2 x}{x}} x+e^{\frac{1+e^{21}+2 x}{x}} \left(-1-e^{21}-x\right) \log (x)}{x^3 \log ^2(x)} \, dx","Int[(-(E^((1 + E^21 + 2*x)/x)*x) + E^((1 + E^21 + 2*x)/x)*(-1 - E^21 - x)*Log[x])/(x^3*Log[x]^2),x]","\int \frac{-e^{\frac{1+e^{21}+2 x}{x}} x+e^{\frac{1+e^{21}+2 x}{x}} \left(-1-e^{21}-x\right) \log (x)}{x^3 \log ^2(x)} \, dx","\frac{e^{\frac{2 x+e^{21}+1}{x}}}{x \log (x)}",1,"-Defer[Int][E^(2 + (1 + E^21)/x)/(x^2*Log[x]^2), x] - (1 + E^21)*Defer[Int][E^(2 + (1 + E^21)/x)/(x^3*Log[x]), x] - Defer[Int][E^(2 + (1 + E^21)/x)/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
9069,1,8,0,0.033729,"\int \frac{1+2 e^{x^2} x}{e^{x^2}+x} \, dx","Int[(1 + 2*E^x^2*x)/(E^x^2 + x),x]","\log \left(e^{x^2}+x\right)","\log \left(e^{x^2}+x\right)",1,"Log[E^x^2 + x]","A",1,1,20,0.05000,1,"{6684}"
9070,0,0,0,0.3363913,"\int \frac{1}{2} e^{-2+e^{x^2}-2 x} \left(-17 e^{2+x}+e^{-e^{x^2}+x} (10-10 x)+34 e^{2+x+x^2} x\right) \, dx","Int[(E^(-2 + E^x^2 - 2*x)*(-17*E^(2 + x) + E^(-E^x^2 + x)*(10 - 10*x) + 34*E^(2 + x + x^2)*x))/2,x]","\int \frac{1}{2} e^{-2+e^{x^2}-2 x} \left(-17 e^{2+x}+e^{-e^{x^2}+x} (10-10 x)+34 e^{2+x+x^2} x\right) \, dx","\frac{17}{2} e^{e^{x^2}-x}+5 e^{-x-2} x",1,"5*E^(-2 - x) - 5*E^(-2 - x)*(1 - x) - (17*Defer[Int][E^(E^x^2 - x), x])/2 + 17*Defer[Int][E^(E^x^2 - x + x^2)*x, x]","F",0,0,0,0,-1,"{}"
9071,0,0,0,8.7148069,"\int \frac{e^{16} x-e^{4+x} x+\left(-98 e^{16}-112 e^{16} x \log (3)-60 e^{16} x^2 \log ^2(3)-16 e^{16} x^3 \log ^3(3)-2 e^{16} x^4 \log ^4(3)+e^{4+x} \left(98+98 x+\left(112 x+112 x^2\right) \log (3)+\left(60 x^2+60 x^3\right) \log ^2(3)+\left(16 x^3+16 x^4\right) \log ^3(3)+\left(2 x^4+2 x^5\right) \log ^4(3)\right)\right) \log \left(e^{16} x-e^{4+x} x\right)+\left(-56 e^{16} x \log (3)-60 e^{16} x^2 \log ^2(3)-24 e^{16} x^3 \log ^3(3)-4 e^{16} x^4 \log ^4(3)+e^{4+x} \left(56 x \log (3)+60 x^2 \log ^2(3)+24 x^3 \log ^3(3)+4 x^4 \log ^4(3)\right)\right) \log ^2\left(e^{16} x-e^{4+x} x\right)}{-e^{16} x+e^{4+x} x} \, dx","Int[(E^16*x - E^(4 + x)*x + (-98*E^16 - 112*E^16*x*Log[3] - 60*E^16*x^2*Log[3]^2 - 16*E^16*x^3*Log[3]^3 - 2*E^16*x^4*Log[3]^4 + E^(4 + x)*(98 + 98*x + (112*x + 112*x^2)*Log[3] + (60*x^2 + 60*x^3)*Log[3]^2 + (16*x^3 + 16*x^4)*Log[3]^3 + (2*x^4 + 2*x^5)*Log[3]^4))*Log[E^16*x - E^(4 + x)*x] + (-56*E^16*x*Log[3] - 60*E^16*x^2*Log[3]^2 - 24*E^16*x^3*Log[3]^3 - 4*E^16*x^4*Log[3]^4 + E^(4 + x)*(56*x*Log[3] + 60*x^2*Log[3]^2 + 24*x^3*Log[3]^3 + 4*x^4*Log[3]^4))*Log[E^16*x - E^(4 + x)*x]^2)/(-(E^16*x) + E^(4 + x)*x),x]","\int \frac{e^{16} x-e^{4+x} x+\left(-98 e^{16}-112 e^{16} x \log (3)-60 e^{16} x^2 \log ^2(3)-16 e^{16} x^3 \log ^3(3)-2 e^{16} x^4 \log ^4(3)+e^{4+x} \left(98+98 x+\left(112 x+112 x^2\right) \log (3)+\left(60 x^2+60 x^3\right) \log ^2(3)+\left(16 x^3+16 x^4\right) \log ^3(3)+\left(2 x^4+2 x^5\right) \log ^4(3)\right)\right) \log \left(e^{16} x-e^{4+x} x\right)+\left(-56 e^{16} x \log (3)-60 e^{16} x^2 \log ^2(3)-24 e^{16} x^3 \log ^3(3)-4 e^{16} x^4 \log ^4(3)+e^{4+x} \left(56 x \log (3)+60 x^2 \log ^2(3)+24 x^3 \log ^3(3)+4 x^4 \log ^4(3)\right)\right) \log ^2\left(e^{16} x-e^{4+x} x\right)}{-e^{16} x+e^{4+x} x} \, dx","\left((x \log (3)+2)^2+3\right)^2 \log ^2\left(\left(e^{16}-e^{x+4}\right) x\right)-x",1,"-x - (2*x^5*Log[3]^4)/25 - (2*x^3*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81])))/9 - (x^2*(14*Log[3]^2 + Log[81]*(14 + Log[81])))/2 - 14*x*(7 + Log[6561]) - (x^4*Log[3]^2*(Log[3]^2 + Log[6561]))/8 - (2*x^5*Log[3]^4*Log[1 - E^(-12 + x)])/5 - (2*x^3*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81]))*Log[1 - E^(-12 + x)])/3 - x^2*(14*Log[3]^2 + Log[81]*(14 + Log[81]))*Log[1 - E^(-12 + x)] - 14*x*(7 + Log[6561])*Log[1 - E^(-12 + x)] - (x^4*Log[3]^2*(Log[3]^2 + Log[6561])*Log[1 - E^(-12 + x)])/2 + (2*x^5*Log[3]^4*Log[E^4*(E^12 - E^x)*x])/5 + (2*x^3*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81]))*Log[E^4*(E^12 - E^x)*x])/3 + x^2*(14*Log[3]^2 + Log[81]*(14 + Log[81]))*Log[E^4*(E^12 - E^x)*x] + 14*x*(7 + Log[6561])*Log[E^4*(E^12 - E^x)*x] + (x^4*Log[3]^2*(Log[3]^2 + Log[6561])*Log[E^4*(E^12 - E^x)*x])/2 - 2*x^4*Log[3]^4*PolyLog[2, E^(-12 + x)] - 2*x^2*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81]))*PolyLog[2, E^(-12 + x)] - 2*x*(14*Log[3]^2 + Log[81]*(14 + Log[81]))*PolyLog[2, E^(-12 + x)] - 14*(7 + Log[6561])*PolyLog[2, E^(-12 + x)] - 2*x^3*Log[3]^2*(Log[3]^2 + Log[6561])*PolyLog[2, E^(-12 + x)] + 8*x^3*Log[3]^4*PolyLog[3, E^(-12 + x)] + 4*x*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81]))*PolyLog[3, E^(-12 + x)] + 2*(14*Log[3]^2 + Log[81]*(14 + Log[81]))*PolyLog[3, E^(-12 + x)] + 6*x^2*Log[3]^2*(Log[3]^2 + Log[6561])*PolyLog[3, E^(-12 + x)] - 24*x^2*Log[3]^4*PolyLog[4, E^(-12 + x)] - 4*(Log[81]^2 + 2*Log[3]^2*(7 + Log[81]))*PolyLog[4, E^(-12 + x)] - 12*x*Log[3]^2*(Log[3]^2 + Log[6561])*PolyLog[4, E^(-12 + x)] + 48*x*Log[3]^4*PolyLog[5, E^(-12 + x)] + 12*Log[3]^2*(Log[3]^2 + Log[6561])*PolyLog[5, E^(-12 + x)] - 48*Log[3]^4*PolyLog[6, E^(-12 + x)] + 98*E^12*Defer[Int][Log[E^4*(E^12 - E^x)*x]/(-E^12 + E^x), x] + 98*Defer[Int][Log[E^4*(E^12 - E^x)*x]/x, x] + 28*E^12*Log[81]*Defer[Int][(x*Log[E^4*(E^12 - E^x)*x])/(-E^12 + E^x), x] + 2*E^12*(14*Log[3]^2 + Log[81]^2)*Defer[Int][(x^2*Log[E^4*(E^12 - E^x)*x])/(-E^12 + E^x), x] + 4*E^12*Log[3]^2*Log[81]*Defer[Int][(x^3*Log[E^4*(E^12 - E^x)*x])/(-E^12 + E^x), x] + 2*E^12*Log[3]^4*Defer[Int][(x^4*Log[E^4*(E^12 - E^x)*x])/(-E^12 + E^x), x] + 56*Log[3]*Defer[Int][Log[E^4*(E^12 - E^x)*x]^2, x] + 60*Log[3]^2*Defer[Int][x*Log[E^4*(E^12 - E^x)*x]^2, x] + 24*Log[3]^3*Defer[Int][x^2*Log[E^4*(E^12 - E^x)*x]^2, x] + 4*Log[3]^4*Defer[Int][x^3*Log[E^4*(E^12 - E^x)*x]^2, x]","F",0,0,0,0,-1,"{}"
9072,-1,0,0,180.0126221,"\int \frac{-3 x-8 x^2+x^3-8 x^4-x^5+\left(-6 x^2+3 x^3\right) \log (2)+\left(45+15 x+30 x^3+10 x^4\right) \log (3+x)}{270-90 x-30 x^2-170 x^3+20 x^5+30 x^6+10 x^7+\left(-540 x+60 x^3+180 x^4+60 x^5\right) \log (2)+\left(270 x^2+90 x^3\right) \log ^2(2)} \, dx","Int[(-3*x - 8*x^2 + x^3 - 8*x^4 - x^5 + (-6*x^2 + 3*x^3)*Log[2] + (45 + 15*x + 30*x^3 + 10*x^4)*Log[3 + x])/(270 - 90*x - 30*x^2 - 170*x^3 + 20*x^5 + 30*x^6 + 10*x^7 + (-540*x + 60*x^3 + 180*x^4 + 60*x^5)*Log[2] + (270*x^2 + 90*x^3)*Log[2]^2),x]","\text{\$Aborted}","\frac{\log (x+3)-\frac{x}{5}}{2 \left(-x^2+\frac{3}{x}-1-3 \log (2)\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9073,1,4,0,0.0016553,"\int \frac{1+x}{x} \, dx","Int[(1 + x)/x,x]","x+\log (x)","x+\log (x)+\frac{1}{e^3}-\frac{28}{3}",1,"x + Log[x]","A",2,1,7,0.1429,1,"{43}"
9074,1,85,0,0.1957303,"\int \frac{-50-350 x-1600 x^3-2000 x^4+2400 x^5+1600 x^6+e^{2 x} (-18+18 x)+e^x \left(-60-180 x+210 x^2-240 x^3-120 x^4\right)}{9 x^3} \, dx","Int[(-50 - 350*x - 1600*x^3 - 2000*x^4 + 2400*x^5 + 1600*x^6 + E^(2*x)*(-18 + 18*x) + E^x*(-60 - 180*x + 210*x^2 - 240*x^3 - 120*x^4))/(9*x^3),x]","\frac{400 x^4}{9}+\frac{800 x^3}{9}-\frac{1000 x^2}{9}+\frac{10 e^x}{3 x^2}+\frac{e^{2 x}}{x^2}+\frac{25}{9 x^2}-\frac{40 e^x x}{3}-\frac{1600 x}{9}-\frac{40 e^x}{3}+\frac{70 e^x}{3 x}+\frac{350}{9 x}","\left(\frac{e^x}{x}-\frac{5 (x-1) \left((2 x+2)^2-3\right)}{3 x}\right)^2",1,"(-40*E^x)/3 + 25/(9*x^2) + (10*E^x)/(3*x^2) + E^(2*x)/x^2 + 350/(9*x) + (70*E^x)/(3*x) - (1600*x)/9 - (40*E^x*x)/3 - (1000*x^2)/9 + (800*x^3)/9 + (400*x^4)/9","B",17,8,67,0.1194,1,"{12, 14, 2197, 2199, 2194, 2177, 2178, 2176}"
9075,0,0,0,0.7412283,"\int \frac{e^{-1-e^x} \left(-16 e^{2 x} x-15 x^2-15 e^2 x^2+e^x \left(-16+16 x+15 x^3+15 e^2 x^3\right)\right)}{16 x^2+16 e^2 x^2} \, dx","Int[(E^(-1 - E^x)*(-16*E^(2*x)*x - 15*x^2 - 15*E^2*x^2 + E^x*(-16 + 16*x + 15*x^3 + 15*E^2*x^3)))/(16*x^2 + 16*E^2*x^2),x]","\int \frac{e^{-1-e^x} \left(-16 e^{2 x} x-15 x^2-15 e^2 x^2+e^x \left(-16+16 x+15 x^3+15 e^2 x^3\right)\right)}{16 x^2+16 e^2 x^2} \, dx","e^{-e^x-1} \left(\frac{e^x}{e^2 x+x}-\frac{15 x}{16}\right)",1,"(-15*ExpIntegralEi[-E^x])/(16*E) - Defer[Int][E^(-1 - E^x + x)/x^2, x]/(1 + E^2) + Defer[Int][E^(-1 - E^x + x)/x, x]/(1 + E^2) - Defer[Int][E^(-1 - E^x + 2*x)/x, x]/(1 + E^2) + (15*Defer[Int][E^(-1 - E^x + x)*x, x])/16","F",0,0,0,0,-1,"{}"
9076,0,0,0,0.7480428,"\int \frac{1}{2} \left(4 e^{2 x}+e^{-e^x+\frac{3}{2} e^{-e^x-x+x^4}-x+x^4} \left(3+3 e^x-12 x^3\right)\right) \, dx","Int[(4*E^(2*x) + E^(-E^x + (3*E^(-E^x - x + x^4))/2 - x + x^4)*(3 + 3*E^x - 12*x^3))/2,x]","\int \frac{1}{2} \left(4 e^{2 x}+e^{-e^x+\frac{3}{2} e^{-e^x-x+x^4}-x+x^4} \left(3+3 e^x-12 x^3\right)\right) \, dx","-e^{\frac{3}{2} e^{x^4-x-e^x}}+e^{2 x}-1",1,"E^(2*x) + (3*Defer[Int][E^(-E^x + (3*E^(-E^x - x + x^4))/2 + x^4), x])/2 + (3*Defer[Int][E^(-E^x + (3*E^(-E^x - x + x^4))/2 - x + x^4), x])/2 - 6*Defer[Int][E^(-E^x + (3*E^(-E^x - x + x^4))/2 - x + x^4)*x^3, x]","F",0,0,0,0,-1,"{}"
9077,1,19,0,0.1054793,"\int \frac{2+e^x \left(-25 e^4-2 x\right)+50 e^4 x+4 x^2}{25 e^4+2 x} \, dx","Int[(2 + E^x*(-25*E^4 - 2*x) + 50*E^4*x + 4*x^2)/(25*E^4 + 2*x),x]","x^2-e^x+\log \left(2 x+25 e^4\right)","x^2+\log \left(\frac{1}{4} e^{-e^x} \left(\frac{2 x}{e^4}+25\right)\right)",1,"-E^x + x^2 + Log[25*E^4 + 2*x]","A",5,3,38,0.07895,1,"{6742, 2194, 698}"
9078,1,23,0,0.2860963,"\int \frac{2+4 x+4 x^2+2 x^3+e^3 \left(-2-2 x-2 x^2\right)+e^4 \left(2+2 x+2 x^2\right)+\left(-2-2 x-2 x^2\right) \log \left(\frac{3+3 x}{x}\right)}{x+x^2} \, dx","Int[(2 + 4*x + 4*x^2 + 2*x^3 + E^3*(-2 - 2*x - 2*x^2) + E^4*(2 + 2*x + 2*x^2) + (-2 - 2*x - 2*x^2)*Log[(3 + 3*x)/x])/(x + x^2),x]","\left(x-\log \left(\frac{3}{x}+3\right)+e^4-e^3+1\right)^2","\left(-x+\log \left(\frac{3}{x}+3\right)-e^4+e^3-1\right)^2",1,"(1 - E^3 + E^4 + x - Log[3 + 3/x])^2","A",4,4,72,0.05556,1,"{1593, 6688, 12, 6686}"
9079,1,28,0,0.0586055,"\int \frac{-4+3 x+8 x^2-8 x^3+2 x^4}{8 x^3-8 x^4+2 x^5} \, dx","Int[(-4 + 3*x + 8*x^2 - 8*x^3 + 2*x^4)/(8*x^3 - 8*x^4 + 2*x^5),x]","\frac{1}{4 x^2}+\frac{1}{8 (2-x)}+\frac{1}{8 x}+\log (x)","\frac{1}{2 (2-x) x^2}+\log \left(\frac{x}{5}\right)-1",1,"1/(8*(2 - x)) + 1/(4*x^2) + 1/(8*x) + Log[x]","A",5,4,39,0.1026,1,"{1594, 27, 12, 1620}"
9080,1,140,0,1.4315173,"\int \frac{3456 x^3+6912 x^4-8 x^5-2 x^6+\left(1728 x^2+864 x^3-1728 x^4\right) \log (x)+\left(288 x-720 x^2-864 x^3\right) \log ^2(x)+\left(16-184 x-144 x^2\right) \log ^3(x)+(-12-8 x) \log ^4(x)}{4 x^4+4 x^5+x^6} \, dx","Int[(3456*x^3 + 6912*x^4 - 8*x^5 - 2*x^6 + (1728*x^2 + 864*x^3 - 1728*x^4)*Log[x] + (288*x - 720*x^2 - 864*x^3)*Log[x]^2 + (16 - 184*x - 144*x^2)*Log[x]^3 + (-12 - 8*x)*Log[x]^4)/(4*x^4 + 4*x^5 + x^6),x]","\frac{\log ^4(x)}{x^3}-\frac{\log ^4(x)}{2 x^2}+\frac{24 \log ^3(x)}{x^2}-2 x-\frac{5192}{x+2}+\frac{\log ^4(x)}{4 x}+\frac{x \log ^4(x)}{8 (x+2)}-\frac{\log ^4(x)}{8}-\frac{12 \log ^3(x)}{x}-\frac{6 x \log ^3(x)}{x+2}+6 \log ^3(x)+\frac{216 \log ^2(x)}{x}+\frac{108 x \log ^2(x)}{x+2}-108 \log ^2(x)-\frac{864 x \log (x)}{x+2}+864 \log (x)","\frac{2 \left(2-x \left(x-\left(\frac{\log (x)}{x}+6\right)^4-1\right)\right)}{x+2}",1,"-2*x - 5192/(2 + x) + 864*Log[x] - (864*x*Log[x])/(2 + x) - 108*Log[x]^2 + (216*Log[x]^2)/x + (108*x*Log[x]^2)/(2 + x) + 6*Log[x]^3 + (24*Log[x]^3)/x^2 - (12*Log[x]^3)/x - (6*x*Log[x]^3)/(2 + x) - Log[x]^4/8 + Log[x]^4/x^3 - Log[x]^4/(2*x^2) + Log[x]^4/(4*x) + (x*Log[x]^4)/(8*(2 + x))","B",72,19,101,0.1881,1,"{1594, 27, 6742, 44, 43, 2357, 2304, 2301, 2314, 31, 2317, 2391, 2305, 2302, 30, 2318, 2374, 6589, 2383}"
9081,1,176,0,1.2342602,"\int \frac{-3+15 x-106 x^2+294 x^3-516 x^4+588 x^5-420 x^6+156 x^7+6 x^8-34 x^9+14 x^{10}-2 x^{11}+\left(-2+26 x-138 x^2+402 x^3-708 x^4+756 x^5-420 x^6-12 x^7+198 x^8-142 x^9+46 x^{10}-6 x^{11}\right) \log (x)}{-1+9 x-36 x^2+84 x^3-126 x^4+126 x^5-84 x^6+36 x^7-9 x^8+x^9} \, dx","Int[(-3 + 15*x - 106*x^2 + 294*x^3 - 516*x^4 + 588*x^5 - 420*x^6 + 156*x^7 + 6*x^8 - 34*x^9 + 14*x^10 - 2*x^11 + (-2 + 26*x - 138*x^2 + 402*x^3 - 708*x^4 + 756*x^5 - 420*x^6 - 12*x^7 + 198*x^8 - 142*x^9 + 46*x^10 - 6*x^11)*Log[x])/(-1 + 9*x - 36*x^2 + 84*x^3 - 126*x^4 + 126*x^5 - 84*x^6 + 36*x^7 - 9*x^8 + x^9),x]","-\frac{39 x^8}{2 (1-x)^8}+\frac{15 x^7}{2 (1-x)^7}+\frac{105 x^7}{2 (1-x)^8}-\frac{7 x^6}{2 (1-x)^6}-\frac{21 x^6}{(1-x)^7}-\frac{147 x^6}{2 (1-x)^8}-2 x^3 \log (x)-4 x^2 \log (x)-\frac{156}{1-x}+\frac{336}{(1-x)^2}-\frac{448}{(1-x)^3}+\frac{525}{(1-x)^4}-\frac{588}{(1-x)^5}+\frac{476}{(1-x)^6}-\frac{217}{(1-x)^7}+\frac{83}{2 (1-x)^8}+2 x \log (x)","\frac{x}{(x-1)^8}-2 \left(x^2 (x+2)-x\right) \log (x)",1,"83/(2*(1 - x)^8) - 217/(1 - x)^7 + 476/(1 - x)^6 - 588/(1 - x)^5 + 525/(1 - x)^4 - 448/(1 - x)^3 + 336/(1 - x)^2 - 156/(1 - x) - (147*x^6)/(2*(1 - x)^8) - (21*x^6)/(1 - x)^7 - (7*x^6)/(2*(1 - x)^6) + (105*x^7)/(2*(1 - x)^8) + (15*x^7)/(2*(1 - x)^7) - (39*x^8)/(2*(1 - x)^8) + 2*x*Log[x] - 4*x^2*Log[x] - 2*x^3*Log[x]","B",30,8,159,0.05031,1,"{6688, 6742, 43, 45, 37, 2356, 2295, 2304}"
9082,1,18,0,0.0296247,"\int \frac{5-20 x+x^2}{-250+55 x-13 x^2+x^3} \, dx","Int[(5 - 20*x + x^2)/(-250 + 55*x - 13*x^2 + x^3),x]","\log \left(x^2-3 x+25\right)-\log (10-x)","\log \left(\frac{(x+9) x}{10-x}-x+5\right)",1,"-Log[10 - x] + Log[25 - 3*x + x^2]","A",3,2,24,0.08333,1,"{2074, 628}"
9083,1,69,0,1.4812616,"\int \frac{\exp \left(-2 e^{5/3}+\frac{e^{-2 e^{5/3}} \left(-4 x^7+e^{2 e^{5/3}} \left(1-4 x+x^2-4 x^3-x^5\right)+e^{e^{5/3}} \left(8 x^4+4 x^6\right)\right)}{x}\right) \left(-24 x^7+e^{2 e^{5/3}} \left(-1+x^2-8 x^3-4 x^5\right)+e^{e^{5/3}} \left(24 x^4+20 x^6\right)\right)}{x^2} \, dx","Int[(E^(-2*E^(5/3) + (-4*x^7 + E^(2*E^(5/3))*(1 - 4*x + x^2 - 4*x^3 - x^5) + E^E^(5/3)*(8*x^4 + 4*x^6))/(E^(2*E^(5/3))*x))*(-24*x^7 + E^(2*E^(5/3))*(-1 + x^2 - 8*x^3 - 4*x^5) + E^E^(5/3)*(24*x^4 + 20*x^6)))/x^2,x]","\exp \left(-\frac{e^{-2 e^{5/3}} \left(4 x^7-4 e^{e^{5/3}} \left(x^6+2 x^4\right)-e^{2 e^{5/3}} \left(-x^5-4 x^3+x^2-4 x+1\right)\right)}{x}\right)","\exp \left(-\left(-2 e^{-e^{5/3}} x^3+x^2+2\right)^2+x+\frac{1}{x}\right)",1,"E^(-((4*x^7 - E^(2*E^(5/3))*(1 - 4*x + x^2 - 4*x^3 - x^5) - 4*E^E^(5/3)*(2*x^4 + x^6))/(E^(2*E^(5/3))*x)))","B",1,1,130,0.007692,1,"{6706}"
9084,0,0,0,17.5520015,"\int \frac{e^x \left(5-9 x+5 x^2\right)+\left(30 x^2-30 x^3\right) \log (5)+\left(e^x \left(-1+2 x-x^2\right)+\left(-6 x^2+6 x^3\right) \log (5)\right) \log (1-x)+\left(e^x \left(-5+10 x-5 x^2\right)+e^x \left(1-2 x+x^2\right) \log (1-x)\right) \log (5-\log (1-x))}{30 x^2-30 x^3+\left(-6 x^2+6 x^3\right) \log (1-x)} \, dx","Int[(E^x*(5 - 9*x + 5*x^2) + (30*x^2 - 30*x^3)*Log[5] + (E^x*(-1 + 2*x - x^2) + (-6*x^2 + 6*x^3)*Log[5])*Log[1 - x] + (E^x*(-5 + 10*x - 5*x^2) + E^x*(1 - 2*x + x^2)*Log[1 - x])*Log[5 - Log[1 - x]])/(30*x^2 - 30*x^3 + (-6*x^2 + 6*x^3)*Log[1 - x]),x]","\int \frac{e^x \left(5-9 x+5 x^2\right)+\left(30 x^2-30 x^3\right) \log (5)+\left(e^x \left(-1+2 x-x^2\right)+\left(-6 x^2+6 x^3\right) \log (5)\right) \log (1-x)+\left(e^x \left(-5+10 x-5 x^2\right)+e^x \left(1-2 x+x^2\right) \log (1-x)\right) \log (5-\log (1-x))}{30 x^2-30 x^3+\left(-6 x^2+6 x^3\right) \log (1-x)} \, dx","x \log (5)+\frac{e^x (\log (5-\log (1-x))-1)}{6 x}",1,"-1/6*E^x/x + x*Log[5] + Defer[Int][E^x/((-1 + x)*(-5 + Log[1 - x])), x]/6 - Defer[Int][E^x/(x*(-5 + Log[1 - x])), x]/6 - Defer[Int][(E^x*Log[5 - Log[1 - x]])/x^2, x]/6 + Defer[Int][(E^x*Log[5 - Log[1 - x]])/x, x]/6","F",0,0,0,0,-1,"{}"
9085,1,16,0,0.0190193,"\int \frac{43+16 x+15 x^2}{1+16 x+15 x^2} \, dx","Int[(43 + 16*x + 15*x^2)/(1 + 16*x + 15*x^2),x]","x-3 \log (x+1)+3 \log (15 x+1)","x+3 \log \left(\frac{\left(\frac{1}{5 x}+3\right) x}{x+1}\right)",1,"x - 3*Log[1 + x] + 3*Log[1 + 15*x]","A",5,3,23,0.1304,1,"{1657, 616, 31}"
9086,0,0,0,27.845816,"\int \frac{e^x \left(-90+180 x-1090 x^2+2165 x^3-1835 x^4+580 x^5-10 x^6-10 x^7+5 x^8\right)+e^x \left(45-60 x+165 x^2-300 x^3+150 x^4+75 x^5-105 x^6+30 x^7\right) \log \left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)+e^x \left(45-90 x+225 x^2-450 x^3+450 x^4-225 x^5+45 x^6\right) \log ^2\left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)}{-9 x^2+3 x^3-31 x^4+31 x^5-4 x^6-9 x^7+2 x^8+x^9+\left(-18 x^2+12 x^3-66 x^4+84 x^5-36 x^6-6 x^7+6 x^8\right) \log \left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)+\left(-9 x^2+9 x^3-36 x^4+54 x^5-36 x^6+9 x^7\right) \log ^2\left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)} \, dx","Int[(E^x*(-90 + 180*x - 1090*x^2 + 2165*x^3 - 1835*x^4 + 580*x^5 - 10*x^6 - 10*x^7 + 5*x^8) + E^x*(45 - 60*x + 165*x^2 - 300*x^3 + 150*x^4 + 75*x^5 - 105*x^6 + 30*x^7)*Log[x^2 - 2*x^3 + 9*x^4 - 20*x^5 + 36*x^6 - 58*x^7 + 70*x^8 - 56*x^9 + 28*x^10 - 8*x^11 + x^12] + E^x*(45 - 90*x + 225*x^2 - 450*x^3 + 450*x^4 - 225*x^5 + 45*x^6)*Log[x^2 - 2*x^3 + 9*x^4 - 20*x^5 + 36*x^6 - 58*x^7 + 70*x^8 - 56*x^9 + 28*x^10 - 8*x^11 + x^12]^2)/(-9*x^2 + 3*x^3 - 31*x^4 + 31*x^5 - 4*x^6 - 9*x^7 + 2*x^8 + x^9 + (-18*x^2 + 12*x^3 - 66*x^4 + 84*x^5 - 36*x^6 - 6*x^7 + 6*x^8)*Log[x^2 - 2*x^3 + 9*x^4 - 20*x^5 + 36*x^6 - 58*x^7 + 70*x^8 - 56*x^9 + 28*x^10 - 8*x^11 + x^12] + (-9*x^2 + 9*x^3 - 36*x^4 + 54*x^5 - 36*x^6 + 9*x^7)*Log[x^2 - 2*x^3 + 9*x^4 - 20*x^5 + 36*x^6 - 58*x^7 + 70*x^8 - 56*x^9 + 28*x^10 - 8*x^11 + x^12]^2),x]","\int \frac{e^x \left(-90+180 x-1090 x^2+2165 x^3-1835 x^4+580 x^5-10 x^6-10 x^7+5 x^8\right)+e^x \left(45-60 x+165 x^2-300 x^3+150 x^4+75 x^5-105 x^6+30 x^7\right) \log \left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)+e^x \left(45-90 x+225 x^2-450 x^3+450 x^4-225 x^5+45 x^6\right) \log ^2\left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)}{-9 x^2+3 x^3-31 x^4+31 x^5-4 x^6-9 x^7+2 x^8+x^9+\left(-18 x^2+12 x^3-66 x^4+84 x^5-36 x^6-6 x^7+6 x^8\right) \log \left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)+\left(-9 x^2+9 x^3-36 x^4+54 x^5-36 x^6+9 x^7\right) \log ^2\left(x^2-2 x^3+9 x^4-20 x^5+36 x^6-58 x^7+70 x^8-56 x^9+28 x^{10}-8 x^{11}+x^{12}\right)} \, dx","\frac{5 e^x}{\frac{x}{\log \left(\left((1-x)^4 x^2-x\right)^2\right)+\frac{x}{3}}+x}-4",1,"(5*E^x)/x + 90*Defer[Int][E^x/(x^2*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] - 75*Defer[Int][E^x/(x*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] - 630*Defer[Int][E^x/((-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] + 1260*Defer[Int][(E^x*x)/((-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] - 900*Defer[Int][(E^x*x^2)/((-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] + 90*Defer[Int][(E^x*x^3)/((-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] + 90*Defer[Int][(E^x*x^4)/((-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])^2), x] + 15*Defer[Int][E^x/(x^2*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])), x] - 15*Defer[Int][E^x/(x*(3 + x + 3*Log[x^2*(-1 + x - 4*x^2 + 6*x^3 - 4*x^4 + x^5)^2])), x]","F",0,0,0,0,-1,"{}"
9087,1,73,0,0.1899764,"\int \frac{1}{25} \left(25+200 x-60 x^2+4 x^3+500 x^4-60 x^5+200 x^7+\left(-200 x+20 x^2-100 x^4\right) \log (x)+\left(-200 x+30 x^2-250 x^4\right) \log ^2(x)+100 x \log ^3(x)+50 x \log ^4(x)\right) \, dx","Int[(25 + 200*x - 60*x^2 + 4*x^3 + 500*x^4 - 60*x^5 + 200*x^7 + (-200*x + 20*x^2 - 100*x^4)*Log[x] + (-200*x + 30*x^2 - 250*x^4)*Log[x]^2 + 100*x*Log[x]^3 + 50*x*Log[x]^4)/25,x]","x^8-\frac{2 x^6}{5}+4 x^5-2 x^5 \log ^2(x)+\frac{x^4}{25}-\frac{4 x^3}{5}+\frac{2}{5} x^3 \log ^2(x)+4 x^2+x^2 \log ^4(x)-4 x^2 \log ^2(x)+x","\left(x^4+2 x-\frac{1}{5} x \left(x+5 \log ^2(x)\right)\right)^2+x",1,"x + 4*x^2 - (4*x^3)/5 + x^4/25 + 4*x^5 - (2*x^6)/5 + x^8 - 4*x^2*Log[x]^2 + (2*x^3*Log[x]^2)/5 - 2*x^5*Log[x]^2 + x^2*Log[x]^4","B",24,5,84,0.05952,1,"{12, 1594, 2356, 2304, 2305}"
9088,1,79,0,0.0959719,"\int \frac{e^{\frac{2 x+\frac{-x-\log (x)}{x^2}}{x}} \left(x+\frac{-1+2 x+3 \log (x)}{x^2}\right)}{x} \, dx","Int[(E^((2*x + (-x - Log[x])/x^2)/x)*(x + (-1 + 2*x + 3*Log[x])/x^2))/x,x]","-\frac{e^{\frac{2 x-\frac{x+\log (x)}{x^2}}{x}} (-2 x-3 \log (x)+1)}{x^3 \left(\frac{\frac{2 (x+\log (x))}{x^3}-\frac{\frac{1}{x}+1}{x^2}+2}{x}-\frac{2 x-\frac{x+\log (x)}{x^2}}{x^2}\right)}","x e^{2-\frac{\frac{\log (x)}{x}+1}{x^2}}",1,"-((E^((2*x - (x + Log[x])/x^2)/x)*(1 - 2*x - 3*Log[x]))/(x^3*((2 - (1 + x^(-1))/x^2 + (2*(x + Log[x]))/x^3)/x - (2*x - (x + Log[x])/x^2)/x^2)))","B",1,1,41,0.02439,1,"{2288}"
9089,1,15,0,0.0054335,"\int \frac{-1+8 x-8 x^2}{4 x} \, dx","Int[(-1 + 8*x - 8*x^2)/(4*x),x]","-x^2+2 x-\frac{\log (x)}{4}","-x^2+2 x-\frac{\log (x)}{4}+e-3",1,"2*x - x^2 - Log[x]/4","A",3,2,17,0.1176,1,"{12, 14}"
9090,1,124,0,0.6269157,"\int \frac{\exp \left(\exp \left(\frac{1}{2} \left(18+8 x+x^2+(-144-36 x) \log (3)+324 \log ^2(3)\right)\right)\right) \left(-1+\exp \left(\frac{1}{2} \left(18+8 x+x^2+(-144-36 x) \log (3)+324 \log ^2(3)\right)\right) \left(4 x+x^2-18 x \log (3)\right)\right)}{x^2} \, dx","Int[(E^E^((18 + 8*x + x^2 + (-144 - 36*x)*Log[3] + 324*Log[3]^2)/2)*(-1 + E^((18 + 8*x + x^2 + (-144 - 36*x)*Log[3] + 324*Log[3]^2)/2)*(4*x + x^2 - 18*x*Log[3])))/x^2,x]","\frac{\left(x^2+4 x-18 x \log (3)\right) \exp \left(\frac{1}{2} \left(-x^2-8 x+36 (x+4) \log (3)-18 \left(1+18 \log ^2(3)\right)\right)+3^{\frac{1}{2} (-36 x-144)} e^{\frac{1}{2} \left(x^2+8 x+18 \left(1+18 \log ^2(3)\right)\right)}+\frac{1}{2} \left(x^2+8 x-36 (x+4) \log (3)+18 \left(1+18 \log ^2(3)\right)\right)\right)}{x^2 (x+2 (2-9 \log (3)))}","\frac{e^{e^{\frac{1}{2} (-x-4+18 \log (3))^2+1}}}{x}",1,"(E^(3^((-144 - 36*x)/2)*E^((8*x + x^2 + 18*(1 + 18*Log[3]^2))/2) + (-8*x - x^2 + 36*(4 + x)*Log[3] - 18*(1 + 18*Log[3]^2))/2 + (8*x + x^2 - 36*(4 + x)*Log[3] + 18*(1 + 18*Log[3]^2))/2)*(4*x + x^2 - 18*x*Log[3]))/(x^2*(x + 2*(2 - 9*Log[3])))","B",1,1,77,0.01299,1,"{2288}"
9091,1,16,0,0.0937668,"\int \frac{20 x-15 x^2}{\left(-4-10 x^2+5 x^3\right) \log \left(4+10 x^2-5 x^3\right)} \, dx","Int[(20*x - 15*x^2)/((-4 - 10*x^2 + 5*x^3)*Log[4 + 10*x^2 - 5*x^3]),x]","-\log \left(\log \left(-5 x^3+10 x^2+4\right)\right)","-\log \left(\log \left(2 \left(2-\frac{5}{2} (x-2) x^2\right)\right)\right)+3-\log \left(\frac{5}{2}\right)",1,"-Log[Log[4 + 10*x^2 - 5*x^3]]","A",2,2,39,0.05128,1,"{1593, 6684}"
9092,1,4,0,0.0007525,"\int \frac{5}{x} \, dx","Int[5/x,x]","5 \log (x)","5 \log (x)+4",1,"5*Log[x]","A",2,2,5,0.4000,1,"{12, 29}"
9093,0,0,0,0.3989441,"\int \frac{3 e^{1+16 x^2}-2 x^2-64 x^4}{e^{1+16 x^2} x-2 x^3} \, dx","Int[(3*E^(1 + 16*x^2) - 2*x^2 - 64*x^4)/(E^(1 + 16*x^2)*x - 2*x^3),x]","\int \frac{3 e^{1+16 x^2}-2 x^2-64 x^4}{e^{1+16 x^2} x-2 x^3} \, dx","\log \left(\frac{2 x^3}{3 \left(2-4 e^{-16 x^2-1} x^2\right)}\right)",1,"3*Log[x] + 2*Defer[Subst][Defer[Int][(E^(1 + 16*x) - 2*x)^(-1), x], x, x^2] - 32*Defer[Subst][Defer[Int][x/(E^(1 + 16*x) - 2*x), x], x, x^2]","F",0,0,0,0,-1,"{}"
9094,1,27,0,1.0653927,"\int \frac{-16 e^{4 x}+288 x-576 x^2+e^{e^{5-x}} \left(e^{4 x} \left(-1-9 e^{5-x}\right)+18 x-36 x^2\right)}{144 e^{4 x}+9 e^{e^{5-x}+4 x}} \, dx","Int[(-16*E^(4*x) + 288*x - 576*x^2 + E^E^(5 - x)*(E^(4*x)*(-1 - 9*E^(5 - x)) + 18*x - 36*x^2))/(144*E^(4*x) + 9*E^(E^(5 - x) + 4*x)),x]","e^{-4 x} x^2-\frac{x}{9}+\log \left(e^{e^{5-x}}+16\right)","e^{-4 x} x^2+\frac{1}{9} (-x-1)+\log \left(e^{e^{5-x}}+16\right)",1,"-1/9*x + x^2/E^(4*x) + Log[16 + E^E^(5 - x)]","A",15,10,78,0.1282,1,"{6741, 12, 6742, 2282, 2247, 2246, 31, 2196, 2176, 2194}"
9095,0,0,0,1.3050219,"\int \frac{30+30 x+e^4 \left(10+25 x+15 x^2\right)+\left(3 x+e^4 \left(-15 x-15 x^2\right)\right) \log (x)+e^4 (15+15 x) \log ^2(x)+(-3-3 x) \log (1+x)}{e^4 \left(15 x+15 x^2\right) \log ^2(x)} \, dx","Int[(30 + 30*x + E^4*(10 + 25*x + 15*x^2) + (3*x + E^4*(-15*x - 15*x^2))*Log[x] + E^4*(15 + 15*x)*Log[x]^2 + (-3 - 3*x)*Log[1 + x])/(E^4*(15*x + 15*x^2)*Log[x]^2),x]","\int \frac{30+30 x+e^4 \left(10+25 x+15 x^2\right)+\left(3 x+e^4 \left(-15 x-15 x^2\right)\right) \log (x)+e^4 (15+15 x) \log ^2(x)+(-3-3 x) \log (1+x)}{e^4 \left(15 x+15 x^2\right) \log ^2(x)} \, dx","\log (x)+\frac{-x+\frac{\frac{1}{5} \log (x+1)-2}{e^4}-\frac{2}{3}}{\log (x)}",1,"(-2*(3 + E^4))/(3*E^4*Log[x]) - x/Log[x] + Log[x] + LogIntegral[x] - Defer[Int][(-1 + 5*E^4 + 5*E^4*x)/((1 + x)*Log[x]), x]/(5*E^4) - Defer[Int][Log[1 + x]/(x*Log[x]^2), x]/(5*E^4)","F",0,0,0,0,-1,"{}"
9096,1,14,0,0.0090397,"\int \frac{-196608-49152 e-4608 e^2-192 e^3-3 e^4-x^2}{x^2} \, dx","Int[(-196608 - 49152*E - 4608*E^2 - 192*E^3 - 3*E^4 - x^2)/x^2,x]","\frac{3 (16+e)^4}{x}-x","2 \left(\frac{3 (16+e)^4}{2 x}-x\right)+x+\frac{11}{5}",1,"(3*(16 + E)^4)/x - x","A",2,1,29,0.03448,1,"{14}"
9097,1,37,0,0.5706197,"\int \frac{e^{-x} \left(2+\left(-1+e^x\right) \log (x)-x \log ^2(x)-x \log (x) \log \left(\frac{100 \log ^2(x)}{x^2}\right)\right)}{x \log (x)} \, dx","Int[(2 + (-1 + E^x)*Log[x] - x*Log[x]^2 - x*Log[x]*Log[(100*Log[x]^2)/x^2])/(E^x*x*Log[x]),x]","\frac{e^{-x} \left(x \log \left(\frac{100 \log ^2(x)}{x^2}\right) \log (x)+x \log ^2(x)\right)}{x \log (x)}+\log (x)","e^{-x} \left(\log \left(\frac{100 \log ^2(x)}{x^2}\right)+\log (x)\right)+\log (x)",1,"Log[x] + (x*Log[x]^2 + x*Log[x]*Log[(100*Log[x]^2)/x^2])/(E^x*x*Log[x])","A",3,2,45,0.04444,1,"{6742, 2288}"
9098,1,18,0,0.0090114,"\int \frac{1}{18} \left(e^4 x+e^4 x \log \left(\frac{x^2}{5}\right)\right) \, dx","Int[(E^4*x + E^4*x*Log[x^2/5])/18,x]","\frac{1}{36} e^4 x^2 \log \left(\frac{x^2}{5}\right)","\frac{1}{36} e^4 x^2 \log \left(\frac{x^2}{5}\right)",1,"(E^4*x^2*Log[x^2/5])/36","A",3,2,23,0.08696,1,"{12, 2304}"
9099,0,0,0,1.7445267,"\int \frac{7198-28800 x+e^x \left(3150-10800 x-7200 x^2\right)}{91125000-2186392500 x+21860281350 x^2-116581690799 x^3+349764501600 x^4-559716480000 x^5+373248000000 x^6+e^{3 x} \left(11390625-273375000 x+2733750000 x^2-14580000000 x^3+43740000000 x^4-69984000000 x^5+46656000000 x^6\right)+e^{2 x} \left(68343750-1640098125 x+16400070000 x^2-87465420000 x^3+262401120000 x^4-419865120000 x^5+279936000000 x^6\right)+e^x \left(136687500-3279892500 x+32795280675 x^2-174901685400 x^3+524724490800 x^4-839652480000 x^5+559872000000 x^6\right)} \, dx","Int[(7198 - 28800*x + E^x*(3150 - 10800*x - 7200*x^2))/(91125000 - 2186392500*x + 21860281350*x^2 - 116581690799*x^3 + 349764501600*x^4 - 559716480000*x^5 + 373248000000*x^6 + E^(3*x)*(11390625 - 273375000*x + 2733750000*x^2 - 14580000000*x^3 + 43740000000*x^4 - 69984000000*x^5 + 46656000000*x^6) + E^(2*x)*(68343750 - 1640098125*x + 16400070000*x^2 - 87465420000*x^3 + 262401120000*x^4 - 419865120000*x^5 + 279936000000*x^6) + E^x*(136687500 - 3279892500*x + 32795280675*x^2 - 174901685400*x^3 + 524724490800*x^4 - 839652480000*x^5 + 559872000000*x^6)),x]","\int \frac{7198-28800 x+e^x \left(3150-10800 x-7200 x^2\right)}{91125000-2186392500 x+21860281350 x^2-116581690799 x^3+349764501600 x^4-559716480000 x^5+373248000000 x^6+e^{3 x} \left(11390625-273375000 x+2733750000 x^2-14580000000 x^3+43740000000 x^4-69984000000 x^5+46656000000 x^6\right)+e^{2 x} \left(68343750-1640098125 x+16400070000 x^2-87465420000 x^3+262401120000 x^4-419865120000 x^5+279936000000 x^6\right)+e^x \left(136687500-3279892500 x+32795280675 x^2-174901685400 x^3+524724490800 x^4-839652480000 x^5+559872000000 x^6\right)} \, dx","\frac{1}{\left(\frac{225 \left(e^x+2\right) \left(4 x^2-x\right)^2}{x^2}+x\right)^2}",1,"902*Defer[Int][(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^(-3), x] - 7198*Defer[Int][x/(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^3, x] + 14400*Defer[Int][x^2/(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^3, x] + 4*Defer[Int][1/((-1 + 4*x)*(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^3), x] - 2*Defer[Int][(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^(-2), x] - 16*Defer[Int][1/((-1 + 4*x)*(450 + 225*E^x - 3599*x - 1800*E^x*x + 7200*x^2 + 3600*E^x*x^2)^2), x]","F",0,0,0,0,-1,"{}"
9100,1,23,0,0.244205,"\int \frac{-20 x+5 e^4 x+e^{\frac{2+x}{x}} (10+5 x)}{16 x-8 e^4 x+e^8 x+e^{\frac{2 (2+x)}{x}} x+e^{\frac{2+x}{x}} \left(-8 x+2 e^4 x\right)} \, dx","Int[(-20*x + 5*E^4*x + E^((2 + x)/x)*(10 + 5*x))/(16*x - 8*E^4*x + E^8*x + E^((2*(2 + x))/x)*x + E^((2 + x)/x)*(-8*x + 2*E^4*x)),x]","-\frac{5 x}{-e^{\frac{2}{x}+1}+4-e^4}","\frac{5 x}{e^{\frac{2}{x}+1}-4+e^4}",1,"(-5*x)/(4 - E^4 - E^(1 + 2/x))","A",6,4,75,0.05333,1,"{6, 6688, 12, 6687}"
9101,0,0,0,3.3414361,"\int \frac{2 x \log (x)+\left(-x+\left(x+x^2-x^3\right) \log (x)\right) \log \left(2 x^2\right)+\left(-2 \log (x)+\left(-1+x^2\right) \log (x) \log \left(2 x^2\right)\right) \log (\log (x))+\left(2 x^2 \log (x)-2 x \log (x) \log (\log (x))\right) \log \left(\frac{e^x}{-x+\log (\log (x))}\right)}{-x^3 \log (5) \log (x) \log ^2\left(2 x^2\right)+x^2 \log (5) \log (x) \log ^2\left(2 x^2\right) \log (\log (x))} \, dx","Int[(2*x*Log[x] + (-x + (x + x^2 - x^3)*Log[x])*Log[2*x^2] + (-2*Log[x] + (-1 + x^2)*Log[x]*Log[2*x^2])*Log[Log[x]] + (2*x^2*Log[x] - 2*x*Log[x]*Log[Log[x]])*Log[E^x/(-x + Log[Log[x]])])/(-(x^3*Log[5]*Log[x]*Log[2*x^2]^2) + x^2*Log[5]*Log[x]*Log[2*x^2]^2*Log[Log[x]]),x]","\int \frac{2 x \log (x)+\left(-x+\left(x+x^2-x^3\right) \log (x)\right) \log \left(2 x^2\right)+\left(-2 \log (x)+\left(-1+x^2\right) \log (x) \log \left(2 x^2\right)\right) \log (\log (x))+\left(2 x^2 \log (x)-2 x \log (x) \log (\log (x))\right) \log \left(\frac{e^x}{-x+\log (\log (x))}\right)}{-x^3 \log (5) \log (x) \log ^2\left(2 x^2\right)+x^2 \log (5) \log (x) \log ^2\left(2 x^2\right) \log (\log (x))} \, dx","\frac{\frac{1}{x}+\log \left(\frac{e^x}{\log (\log (x))-x}\right)}{\log (5) \log \left(2 x^2\right)}",1,"(x*ExpIntegralEi[Log[2*x^2]/2])/(2*Sqrt[2]*Sqrt[x^2]*Log[5]) + 1/(x*Log[5]*Log[2*x^2]) - Defer[Int][1/(Log[2*x^2]*(x - Log[Log[x]])), x]/Log[5] + Defer[Int][1/(x*Log[x]*Log[2*x^2]*(x - Log[Log[x]])), x]/Log[5] - (2*Defer[Int][Log[E^x/(-x + Log[Log[x]])]/(x*Log[2*x^2]^2), x])/Log[5]","F",0,0,0,0,-1,"{}"
9102,1,42,0,0.2541892,"\int \frac{-32 x+48 x^2+32 x^3-12 x^4-18 x^5-4 x^6+e^{e^x+x} \left(1+3 x+3 x^2+x^3\right)+e^{x^2} \left(-2 x-6 x^2-6 x^3-2 x^4\right)}{1+3 x+3 x^2+x^3} \, dx","Int[(-32*x + 48*x^2 + 32*x^3 - 12*x^4 - 18*x^5 - 4*x^6 + E^(E^x + x)*(1 + 3*x + 3*x^2 + x^3) + E^x^2*(-2*x - 6*x^2 - 6*x^3 - 2*x^4))/(1 + 3*x + 3*x^2 + x^3),x]","-x^4-2 x^3+9 x^2-e^{x^2}+e^{e^x}+\frac{50}{x+1}-\frac{25}{(x+1)^2}","-\left(x^2-\frac{5 x}{x+1}+x\right)^2-e^{x^2}+e^{e^x}-5",1,"E^E^x - E^x^2 + 9*x^2 - 2*x^3 - x^4 - 25/(1 + x)^2 + 50/(1 + x)","A",7,5,91,0.05495,1,"{6688, 2282, 2194, 2209, 1620}"
9103,1,23,0,0.4893051,"\int \frac{1-3 x^2+e^x \left(-x+x^3\right)}{-3 x+3 x^3+e^5 \left(x-x^3\right)+e^x \left(-x+x^3\right)+\left(-x+x^3\right) \log \left(-\frac{3}{-x+x^3}\right)} \, dx","Int[(1 - 3*x^2 + E^x*(-x + x^3))/(-3*x + 3*x^3 + E^5*(x - x^3) + E^x*(-x + x^3) + (-x + x^3)*Log[-3/(-x + x^3)]),x]","\log \left(\log \left(\frac{3}{x-x^3}\right)+e^x-e^5+3\right)","\log \left(\log \left(\frac{3}{x \left(1-x^2\right)}\right)+e^x-e^5+3\right)",1,"Log[3 - E^5 + E^x + Log[3/(x - x^3)]]","A",2,2,72,0.02778,1,"{6741, 6684}"
9104,0,0,0,0.2688264,"\int \frac{12+e^{2 x}+e^x (-12-2 x)+x^2}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(12 + E^(2*x) + E^x*(-12 - 2*x) + x^2)/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{12+e^{2 x}+e^x (-12-2 x)+x^2}{e^{2 x}-2 e^x x+x^2} \, dx","x-\frac{12}{x-e^x}+1",1,"x + 12*Defer[Int][(E^x - x)^(-2), x] - 12*Defer[Int][(E^x - x)^(-1), x] - 12*Defer[Int][x/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
9105,-1,0,0,179.9997657,"\int \frac{\exp \left(\frac{-1-9 x^2+6 x^4-24 x^5+35 x^6-16 x^7-22 x^8+56 x^9-70 x^{10}+56 x^{11}-28 x^{12}+8 x^{13}-x^{14}+e^{4 x} \left(-45 x^2+9 x^3+30 x^4-126 x^5+199 x^6-115 x^7-94 x^8+302 x^9-406 x^{10}+350 x^{11}-196 x^{12}+68 x^{13}-13 x^{14}+x^{15}\right)}{9 x^2-6 x^4+24 x^5-35 x^6+16 x^7+22 x^8-56 x^9+70 x^{10}-56 x^{11}+28 x^{12}-8 x^{13}+x^{14}}\right) \left(-6+6 x^2-32 x^3+60 x^4-48 x^5+14 x^6+e^{4 x} \left(513 x^3-108 x^4-513 x^5+2160 x^6-3339 x^7+1296 x^8+4112 x^9-10244 x^{10}+12684 x^{11}-7652 x^{12}-3481 x^{13}+14652 x^{14}-20265 x^{15}+18708 x^{16}-12573 x^{17}+6160 x^{18}-2134 x^{19}+492 x^{20}-67 x^{21}+4 x^{22}\right)\right)}{-27 x^3+27 x^5-108 x^6+153 x^7-36 x^8-224 x^9+492 x^{10}-564 x^{11}+284 x^{12}+243 x^{13}-720 x^{14}+915 x^{15}-792 x^{16}+495 x^{17}-220 x^{18}+66 x^{19}-12 x^{20}+x^{21}} \, dx","Int[(E^((-1 - 9*x^2 + 6*x^4 - 24*x^5 + 35*x^6 - 16*x^7 - 22*x^8 + 56*x^9 - 70*x^10 + 56*x^11 - 28*x^12 + 8*x^13 - x^14 + E^(4*x)*(-45*x^2 + 9*x^3 + 30*x^4 - 126*x^5 + 199*x^6 - 115*x^7 - 94*x^8 + 302*x^9 - 406*x^10 + 350*x^11 - 196*x^12 + 68*x^13 - 13*x^14 + x^15))/(9*x^2 - 6*x^4 + 24*x^5 - 35*x^6 + 16*x^7 + 22*x^8 - 56*x^9 + 70*x^10 - 56*x^11 + 28*x^12 - 8*x^13 + x^14))*(-6 + 6*x^2 - 32*x^3 + 60*x^4 - 48*x^5 + 14*x^6 + E^(4*x)*(513*x^3 - 108*x^4 - 513*x^5 + 2160*x^6 - 3339*x^7 + 1296*x^8 + 4112*x^9 - 10244*x^10 + 12684*x^11 - 7652*x^12 - 3481*x^13 + 14652*x^14 - 20265*x^15 + 18708*x^16 - 12573*x^17 + 6160*x^18 - 2134*x^19 + 492*x^20 - 67*x^21 + 4*x^22)))/(-27*x^3 + 27*x^5 - 108*x^6 + 153*x^7 - 36*x^8 - 224*x^9 + 492*x^10 - 564*x^11 + 284*x^12 + 243*x^13 - 720*x^14 + 915*x^15 - 792*x^16 + 495*x^17 - 220*x^18 + 66*x^19 - 12*x^20 + x^21),x]","\text{\$Aborted}","\exp \left(-\frac{1}{x^2 \left(3-(x-1)^4 x^2\right)^2}+e^{4 x} (x-5)-1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
9106,1,8,0,0.0079727,"\int \frac{2 x^2}{-x+x^3} \, dx","Int[(2*x^2)/(-x + x^3),x]","\log \left(1-x^2\right)","\log \left(x^2-1\right)",1,"Log[1 - x^2]","A",3,3,14,0.2143,1,"{12, 1584, 260}"
9107,1,48,0,0.069297,"\int \frac{25+36 x-72 x^2+6 x^3-48 x^4-6 x^6+\left(-18+36 x+18 x^3\right) \log (x)}{25 x} \, dx","Int[(25 + 36*x - 72*x^2 + 6*x^3 - 48*x^4 - 6*x^6 + (-18 + 36*x + 18*x^3)*Log[x])/(25*x),x]","-\frac{x^6}{25}-\frac{12 x^4}{25}+\frac{6}{25} x^3 \log (x)-\frac{36 x^2}{25}-\frac{9 \log ^2(x)}{25}+\frac{36}{25} x \log (x)+\log (x)","-\frac{1}{25} x^2 \left(x^2-\frac{3 \log (x)}{x}+6\right)^2+\log (x)+2",1,"(-36*x^2)/25 - (12*x^4)/25 - x^6/25 + Log[x] + (36*x*Log[x])/25 + (6*x^3*Log[x])/25 - (9*Log[x]^2)/25","A",10,6,45,0.1333,1,"{12, 14, 2357, 2295, 2301, 2304}"
9108,1,25,0,0.3575506,"\int \frac{1+e^{e^{e^4}}+x^4-4 x^4 \log (x)}{x \log ^2(x)} \, dx","Int[(1 + E^E^E^4 + x^4 - 4*x^4*Log[x])/(x*Log[x]^2),x]","-\frac{x^4}{\log (x)}-\frac{1+e^{e^{e^4}}}{\log (x)}","\frac{-x^4+\log (x)-e^{e^{e^4}}-1}{\log (x)}",1,"-((1 + E^E^E^4)/Log[x]) - x^4/Log[x]","A",11,7,27,0.2593,1,"{6742, 2353, 2302, 30, 2306, 2309, 2178}"
9109,1,13,0,0.0765498,"\int \frac{-2 e^{e^{\frac{1}{4 x^8}}+\frac{1}{4 x^8}}+x^9}{x^9} \, dx","Int[(-2*E^(E^(1/(4*x^8)) + 1/(4*x^8)) + x^9)/x^9,x]","e^{e^{\frac{1}{4 x^8}}}+x","e^{e^{\frac{1}{4 x^8}}}+x",1,"E^E^(1/(4*x^8)) + x","A",5,4,29,0.1379,1,"{14, 6715, 2282, 2194}"
9110,1,47,0,0.1635463,"\int \frac{4000-4000 x+e \left(960 x^2-320 x^3-400 x^4+160 x^5\right)+\left(-400 x+400 x^2+e \left(-16 x^4+16 x^5-4 x^6\right)\right) \log (4)+\left(10 x^2-10 x^3\right) \log ^2(4)}{1600 x^2-1600 x^3+400 x^4+\left(-160 x^3+160 x^4-40 x^5\right) \log (4)+\left(4 x^4-4 x^5+x^6\right) \log ^2(4)} \, dx","Int[(4000 - 4000*x + E*(960*x^2 - 320*x^3 - 400*x^4 + 160*x^5) + (-400*x + 400*x^2 + E*(-16*x^4 + 16*x^5 - 4*x^6))*Log[4] + (10*x^2 - 10*x^3)*Log[4]^2)/(1600*x^2 - 1600*x^3 + 400*x^4 + (-160*x^3 + 160*x^4 - 40*x^5)*Log[4] + (4*x^4 - 4*x^5 + x^6)*Log[4]^2),x]","-\frac{5}{2 (2-x)}-\frac{5}{2 x}+\frac{80 e (20+\log (64))}{\log ^2(4) (20-x \log (4))}-\frac{4 e x}{\log (4)}","\frac{5}{(x-2) x}-\frac{e (-x-3) x}{5-\frac{1}{4} x \log (4)}",1,"-5/(2*(2 - x)) - 5/(2*x) - (4*E*x)/Log[4] + (80*E*(20 + Log[64]))/(Log[4]^2*(20 - x*Log[4]))","A",2,1,131,0.007634,1,"{2074}"
9111,0,0,0,1.7059498,"\int \frac{-36 x+36 x^2+\left(3 x-3 x^2\right) \log (x)+\left(33 x-108 x^2+\left(-3 x+9 x^2\right) \log (x)\right) \log (2 x)+(-36 x+3 x \log (x)+(72 x-6 x \log (x)) \log (2 x)) \log \left(\frac{-12+\log (x)}{8 x}\right)}{(-12+\log (x)) \log ^2(2 x)} \, dx","Int[(-36*x + 36*x^2 + (3*x - 3*x^2)*Log[x] + (33*x - 108*x^2 + (-3*x + 9*x^2)*Log[x])*Log[2*x] + (-36*x + 3*x*Log[x] + (72*x - 6*x*Log[x])*Log[2*x])*Log[(-12 + Log[x])/(8*x)])/((-12 + Log[x])*Log[2*x]^2),x]","\int \frac{-36 x+36 x^2+\left(3 x-3 x^2\right) \log (x)+\left(33 x-108 x^2+\left(-3 x+9 x^2\right) \log (x)\right) \log (2 x)+(-36 x+3 x \log (x)+(72 x-6 x \log (x)) \log (2 x)) \log \left(\frac{-12+\log (x)}{8 x}\right)}{(-12+\log (x)) \log ^2(2 x)} \, dx","\frac{3 x^2 \left(x-\log \left(\frac{\frac{\log (x)}{4}-3}{2 x}\right)-1\right)}{\log (2 x)}",1,"(3*ExpIntegralEi[2*Log[2*x]])/2 - (9*ExpIntegralEi[3*Log[2*x]])/8 - (3*x^2)/Log[2*x] + (3*x^3)/Log[2*x] + 33*Defer[Int][x/((-12 + Log[x])*Log[2*x]), x] - 108*Defer[Int][x^2/((-12 + Log[x])*Log[2*x]), x] - 3*Defer[Int][(x*Log[x])/((-12 + Log[x])*Log[2*x]), x] + 9*Defer[Int][(x^2*Log[x])/((-12 + Log[x])*Log[2*x]), x] + 3*Defer[Int][(x*Log[(-12 + Log[x])/(8*x)])/Log[2*x]^2, x] - 6*Defer[Int][(x*Log[(-12 + Log[x])/(8*x)])/Log[2*x], x]","F",0,0,0,0,-1,"{}"
9112,0,0,0,0.6671218,"\int \frac{-2 x+14 e^3 x-24 e^6 x+\left(-2 e^3+6 e^6\right) \log \left(5 e^x\right)}{x^2-8 e^3 x^2+e^6 \left(-3+16 x^2\right)+\left(2 e^3 x-8 e^6 x\right) \log \left(5 e^x\right)+e^6 \log ^2\left(5 e^x\right)} \, dx","Int[(-2*x + 14*E^3*x - 24*E^6*x + (-2*E^3 + 6*E^6)*Log[5*E^x])/(x^2 - 8*E^3*x^2 + E^6*(-3 + 16*x^2) + (2*E^3*x - 8*E^6*x)*Log[5*E^x] + E^6*Log[5*E^x]^2),x]","\int \frac{-2 x+14 e^3 x-24 e^6 x+\left(-2 e^3+6 e^6\right) \log \left(5 e^x\right)}{x^2-8 e^3 x^2+e^6 \left(-3+16 x^2\right)+\left(2 e^3 x-8 e^6 x\right) \log \left(5 e^x\right)+e^6 \log ^2\left(5 e^x\right)} \, dx","\log \left(\frac{1}{4 \left(\left(\frac{x}{e^3}-4 x+\log \left(5 e^x\right)\right)^2-3\right)}\right)",1,"2*(1 - 4*E^3)*(1 - 3*E^3)*Defer[Int][x/(3*E^6 - (1 + 8*E^3*(-1 + 2*E^3))*x^2 - 2*E^3*(1 - 4*E^3)*x*Log[5*E^x] - E^6*Log[5*E^x]^2), x] + 2*E^3*(1 - 3*E^3)*Defer[Int][Log[5*E^x]/(3*E^6 - (1 + 8*E^3*(-1 + 2*E^3))*x^2 - 2*E^3*(1 - 4*E^3)*x*Log[5*E^x] - E^6*Log[5*E^x]^2), x]","F",0,0,0,0,-1,"{}"
9113,1,49,0,0.4664681,"\int \frac{x^3+3 x^4+3 x^5+x^6+(-2-2 x) \log (x)+(2+4 x) \log ^2(x)}{x^3+3 x^4+3 x^5+x^6} \, dx","Int[(x^3 + 3*x^4 + 3*x^5 + x^6 + (-2 - 2*x)*Log[x] + (2 + 4*x)*Log[x]^2)/(x^3 + 3*x^4 + 3*x^5 + x^6),x]","-\frac{\log ^2(x)}{x^2}+x+\frac{2 \log ^2(x)}{x}+\frac{2 x \log ^2(x)}{x+1}-\frac{\log ^2(x)}{(x+1)^2}-2 \log ^2(x)","x-\frac{\log ^2(x)}{\left(x^2+x\right)^2}",1,"x - 2*Log[x]^2 - Log[x]^2/x^2 + (2*Log[x]^2)/x - Log[x]^2/(1 + x)^2 + (2*x*Log[x]^2)/(1 + x)","B",28,15,55,0.2727,1,"{6688, 44, 2351, 2304, 2301, 2314, 31, 2317, 2391, 2357, 2305, 2319, 2347, 2344, 2318}"
9114,0,0,0,2.0320771,"\int \frac{e^{\frac{6+6 x-15 x^2-5 x^3}{3 x^2+x^3}} \left(-180-216 x-96 x^2-21 x^3-6 x^4-x^5\right)}{7875 x^3+8400 x^4+3290 x^5+560 x^6+35 x^7} \, dx","Int[(E^((6 + 6*x - 15*x^2 - 5*x^3)/(3*x^2 + x^3))*(-180 - 216*x - 96*x^2 - 21*x^3 - 6*x^4 - x^5))/(7875*x^3 + 8400*x^4 + 3290*x^5 + 560*x^6 + 35*x^7),x]","\int \frac{e^{\frac{6+6 x-15 x^2-5 x^3}{3 x^2+x^3}} \left(-180-216 x-96 x^2-21 x^3-6 x^4-x^5\right)}{7875 x^3+8400 x^4+3290 x^5+560 x^6+35 x^7} \, dx","\frac{e^{\frac{2}{x^2}+\frac{4}{x (x+3)}-5}}{35 (x+5)}",1,"(-4*Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/x^3, x])/175 - (8*Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/x^2, x])/2625 + (8*Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/x, x])/13125 + (2*Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/(3 + x)^2, x])/105 - Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/(3 + x), x]/105 - Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/(5 + x)^2, x]/35 + (39*Defer[Int][E^((6 + 6*x - 15*x^2 - 5*x^3)/(x^2*(3 + x)))/(5 + x), x])/4375","F",0,0,0,0,-1,"{}"
9115,1,31,0,0.0203324,"\int \frac{8-4 x+3 x^3+x^3 \log \left(3 x^3\right)}{x^3 \log (4)} \, dx","Int[(8 - 4*x + 3*x^3 + x^3*Log[3*x^3])/(x^3*Log[4]),x]","\frac{x \log \left(3 x^3\right)}{\log (4)}-\frac{4}{x^2 \log (4)}+\frac{4}{x \log (4)}","\frac{x \left(\frac{4 x-4}{x^3}+\log \left(3 x^3\right)\right)}{\log (4)}",1,"-4/(x^2*Log[4]) + 4/(x*Log[4]) + (x*Log[3*x^3])/Log[4]","A",6,3,28,0.1071,1,"{12, 14, 2295}"
9116,1,27,0,0.1195342,"\int 4 e^{-8+\frac{4 \left(25 x-4 x^3-x^3 \log (4)\right)}{e^8}} \left(25-12 x^2-3 x^2 \log (4)\right) \, dx","Int[4*E^(-8 + (4*(25*x - 4*x^3 - x^3*Log[4]))/E^8)*(25 - 12*x^2 - 3*x^2*Log[4]),x]","4^{-\frac{4 x^3}{e^8}} e^{\frac{4 \left(25 x-4 x^3\right)}{e^8}}","e^{\frac{4 x \left(25-x^2 (4+\log (4))\right)}{e^8}}",1,"E^((4*(25*x - 4*x^3))/E^8)/4^((4*x^3)/E^8)","A",3,3,41,0.07317,1,"{6, 12, 6706}"
9117,0,0,0,5.4357201,"\int \frac{3-x+e^x \left(-3-5 x-x^2+x^3\right) \log (16)+\left(-x+e^x \left(1+x^2\right) \log (16)\right) \log \left(x+e^x \left(-1-x^2\right) \log (16)\right) \log \left(\log \left(x+e^x \left(-1-x^2\right) \log (16)\right)\right)}{\left(-x+e^x \left(1+x^2\right) \log (16)\right) \log \left(x+e^x \left(-1-x^2\right) \log (16)\right)} \, dx","Int[(3 - x + E^x*(-3 - 5*x - x^2 + x^3)*Log[16] + (-x + E^x*(1 + x^2)*Log[16])*Log[x + E^x*(-1 - x^2)*Log[16]]*Log[Log[x + E^x*(-1 - x^2)*Log[16]]])/((-x + E^x*(1 + x^2)*Log[16])*Log[x + E^x*(-1 - x^2)*Log[16]]),x]","\int \frac{3-x+e^x \left(-3-5 x-x^2+x^3\right) \log (16)+\left(-x+e^x \left(1+x^2\right) \log (16)\right) \log \left(x+e^x \left(-1-x^2\right) \log (16)\right) \log \left(\log \left(x+e^x \left(-1-x^2\right) \log (16)\right)\right)}{\left(-x+e^x \left(1+x^2\right) \log (16)\right) \log \left(x+e^x \left(-1-x^2\right) \log (16)\right)} \, dx","(x-3) \log \left(\log \left(x-\left(e^x x^2+e^x\right) \log (16)\right)\right)",1,"-Defer[Int][Log[x - E^x*(1 + x^2)*Log[16]]^(-1), x] + (3 - I)*Defer[Int][1/((I - x)*Log[x - E^x*(1 + x^2)*Log[16]]), x] + Defer[Int][x/Log[x - E^x*(1 + x^2)*Log[16]], x] - (3 + I)*Defer[Int][1/((I + x)*Log[x - E^x*(1 + x^2)*Log[16]]), x] - 3*Defer[Int][1/((-x + E^x*Log[16] + E^x*x^2*Log[16])*Log[x - E^x*(1 + x^2)*Log[16]]), x] + (1 + 3*I)*Defer[Int][1/((I - x)*(-x + E^x*Log[16] + E^x*x^2*Log[16])*Log[x - E^x*(1 + x^2)*Log[16]]), x] - 2*Defer[Int][x/((-x + E^x*Log[16] + E^x*x^2*Log[16])*Log[x - E^x*(1 + x^2)*Log[16]]), x] + Defer[Int][x^2/((-x + E^x*Log[16] + E^x*x^2*Log[16])*Log[x - E^x*(1 + x^2)*Log[16]]), x] - (1 - 3*I)*Defer[Int][1/((I + x)*(-x + E^x*Log[16] + E^x*x^2*Log[16])*Log[x - E^x*(1 + x^2)*Log[16]]), x] + Defer[Int][Log[Log[x - E^x*(1 + x^2)*Log[16]]], x]","F",0,0,0,0,-1,"{}"
9118,1,13,0,0.0069539,"\int \frac{-4+2 x-5 x^2}{2 x^2} \, dx","Int[(-4 + 2*x - 5*x^2)/(2*x^2),x]","-\frac{5 x}{2}+\frac{2}{x}+\log (x)","-\frac{x}{2}+\frac{2}{x}-\log \left(4 e^{2 x-1}\right)+\log (x)",1,"2/x - (5*x)/2 + Log[x]","A",3,2,17,0.1176,1,"{12, 14}"
9119,0,0,0,3.4372956,"\int \left(5+\exp \left(e (-35-5 x)+e^x (-35-5 x)+7 x+x^2\right) \left(14+6 x+7 x^2+2 x^3+e \left(-10-5 x^2\right)+e^x \left(-80-10 x-40 x^2-5 x^3\right)\right)\right) \, dx","Int[5 + E^(E*(-35 - 5*x) + E^x*(-35 - 5*x) + 7*x + x^2)*(14 + 6*x + 7*x^2 + 2*x^3 + E*(-10 - 5*x^2) + E^x*(-80 - 10*x - 40*x^2 - 5*x^3)),x]","\int \left(5+\exp \left(e (-35-5 x)+e^x (-35-5 x)+7 x+x^2\right) \left(14+6 x+7 x^2+2 x^3+e \left(-10-5 x^2\right)+e^x \left(-80-10 x-40 x^2-5 x^3\right)\right)\right) \, dx","e^{(x+7) \left(x-5 \left(e^x+e\right)\right)} \left(x^2+2\right)+5 x",1,"5*x + 14*Defer[Int][E^(-((5*E + 5*E^x - x)*(7 + x))), x] - 10*Defer[Int][E^(1 - (5*E + 5*E^x - x)*(7 + x)), x] - 80*Defer[Int][E^(x - (5*E + 5*E^x - x)*(7 + x)), x] + 6*Defer[Int][x/E^((5*E + 5*E^x - x)*(7 + x)), x] - 10*Defer[Int][E^(x - (5*E + 5*E^x - x)*(7 + x))*x, x] + 7*Defer[Int][x^2/E^((5*E + 5*E^x - x)*(7 + x)), x] - 5*Defer[Int][E^(1 - (5*E + 5*E^x - x)*(7 + x))*x^2, x] - 40*Defer[Int][E^(x - (5*E + 5*E^x - x)*(7 + x))*x^2, x] + 2*Defer[Int][x^3/E^((5*E + 5*E^x - x)*(7 + x)), x] - 5*Defer[Int][E^(x - (5*E + 5*E^x - x)*(7 + x))*x^3, x]","F",0,0,0,0,-1,"{}"
9120,0,0,0,0.2958667,"\int \frac{e^{-x} \left(e^x x^2+e^{10 e^{-x}} \left(-e^{x+\frac{1+2 x}{x}}-10 e^{\frac{1+2 x}{x}} x^2\right)\right)}{x^2} \, dx","Int[(E^x*x^2 + E^(10/E^x)*(-E^(x + (1 + 2*x)/x) - 10*E^((1 + 2*x)/x)*x^2))/(E^x*x^2),x]","\int \frac{e^{-x} \left(e^x x^2+e^{10 e^{-x}} \left(-e^{x+\frac{1+2 x}{x}}-10 e^{\frac{1+2 x}{x}} x^2\right)\right)}{x^2} \, dx","x+e^{10 e^{-x}+\frac{1}{x}+2}-8",1,"x - 10*Defer[Int][E^(2 + 10/E^x + x^(-1) - x), x] - Defer[Int][E^(2 + 10/E^x + x^(-1))/x^2, x]","F",0,0,0,0,-1,"{}"
9121,1,20,0,0.0499454,"\int \frac{900+1757 x+168 x^2+4 x^3}{450 x+43 x^2+x^3} \, dx","Int[(900 + 1757*x + 168*x^2 + 4*x^3)/(450*x + 43*x^2 + x^3),x]","4 x+2 \log (x)-3 \log (x+18)-3 \log (x+25)","x-\log (x)+3 \log \left(\frac{e^{x-4} x}{\left(\frac{x}{2}+9\right) (x+25)}\right)",1,"4*x + 2*Log[x] - 3*Log[18 + x] - 3*Log[25 + x]","A",3,2,30,0.06667,1,"{1594, 1628}"
9122,1,35,0,0.0693418,"\int \frac{-3+5 x^2+e^x \left(-x+4 x^2\right)+\left(x^2-e^x x^2\right) \log (x)}{4 x^2} \, dx","Int[(-3 + 5*x^2 + E^x*(-x + 4*x^2) + (x^2 - E^x*x^2)*Log[x])/(4*x^2),x]","x+\frac{3}{4 x}+\frac{1}{4} x \log (x)+\frac{e^x (4 x-x \log (x))}{4 x}","x+e^x+\frac{1}{4} \left(\frac{3}{x}+\left(x-e^x\right) \log (x)\right)-\frac{3}{2}",1,"3/(4*x) + x + (x*Log[x])/4 + (E^x*(4*x - x*Log[x]))/(4*x)","A",9,4,42,0.09524,1,"{12, 14, 2288, 2295}"
9123,1,41,0,0.0951178,"\int \frac{38 e^x x-2 e^{2 x} x+2 x^2+\left(-76+4 e^x\right) \log (x)+2 e^x x \log ^2(x)-4 \log ^3(x)}{x} \, dx","Int[(38*E^x*x - 2*E^(2*x)*x + 2*x^2 + (-76 + 4*E^x)*Log[x] + 2*E^x*x*Log[x]^2 - 4*Log[x]^3)/x,x]","x^2-e^{2 x}-\log ^4(x)-38 \log ^2(x)+\frac{2 e^x \left(19 x+x \log ^2(x)\right)}{x}","x^2-\left(-e^x+\log ^2(x)+19\right)^2",1,"-E^(2*x) + x^2 - 38*Log[x]^2 - Log[x]^4 + (2*E^x*(19*x + x*Log[x]^2))/x","B",9,6,50,0.1200,1,"{14, 2194, 2288, 2301, 2302, 30}"
9124,0,0,0,4.6829609,"\int \frac{10+20 x+20 x^2+10 x^3+(5+10 x) \log \left(x^2\right)+e^{e^x} \left(2+4 x+4 x^2+2 x^3+\left(1+2 x+e^x \left(x+2 x^2+2 x^3+x^4\right)\right) \log \left(x^2\right)\right)}{3+6 x+9 x^2+6 x^3+3 x^4} \, dx","Int[(10 + 20*x + 20*x^2 + 10*x^3 + (5 + 10*x)*Log[x^2] + E^E^x*(2 + 4*x + 4*x^2 + 2*x^3 + (1 + 2*x + E^x*(x + 2*x^2 + 2*x^3 + x^4))*Log[x^2]))/(3 + 6*x + 9*x^2 + 6*x^3 + 3*x^4),x]","\int \frac{10+20 x+20 x^2+10 x^3+(5+10 x) \log \left(x^2\right)+e^{e^x} \left(2+4 x+4 x^2+2 x^3+\left(1+2 x+e^x \left(x+2 x^2+2 x^3+x^4\right)\right) \log \left(x^2\right)\right)}{3+6 x+9 x^2+6 x^3+3 x^4} \, dx","\frac{\left(e^{e^x}+5\right) x \log \left(x^2\right)}{\frac{3 x^2}{x+1}+3}",1,"(10*x)/9 - (20*(2 + x))/(9*(1 + x + x^2)) - (20*x*(2 + x))/(9*(1 + x + x^2)) - (10*x^2*(2 + x))/(9*(1 + x + x^2)) + (10*(1 + 2*x))/(9*(1 + x + x^2)) + (10*ArcTan[(1 + 2*x)/Sqrt[3]])/(3*Sqrt[3]) - (20*Log[I + Sqrt[3] + (2*I)*x])/9 + (20*Log[I + Sqrt[3] + (2*I)*x])/(9*(1 - I*Sqrt[3])) + (E^E^x*Log[x^2])/3 + (20*x*Log[x^2])/(9*(1 - I*Sqrt[3] + 2*x)) - (20*x*Log[x^2])/(9*(1 - I*Sqrt[3])*(1 - I*Sqrt[3] + 2*x)) + (20*x*Log[x^2])/(9*(1 + I*Sqrt[3] + 2*x)) - (20*x*Log[x^2])/(9*(1 + I*Sqrt[3])*(1 + I*Sqrt[3] + 2*x)) - (20*Log[1 + I*Sqrt[3] + 2*x])/9 + (20*Log[1 + I*Sqrt[3] + 2*x])/(9*(1 + I*Sqrt[3])) + (5*Log[1 + x + x^2])/3 - (4*Log[x^2]*Defer[Int][E^E^x/(-1 + I*Sqrt[3] - 2*x)^2, x])/9 + (4*(1 - I*Sqrt[3])*Log[x^2]*Defer[Int][E^E^x/(-1 + I*Sqrt[3] - 2*x)^2, x])/9 + (((8*I)/3)*Defer[Int][E^E^x/(-1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] - (((2*I)/3)*Log[x^2]*Defer[Int][E^(E^x + x)/(-1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] - (2*Defer[Int][E^E^x/x, x])/3 + (2*(1 + I*Sqrt[3])*Defer[Int][E^E^x/(1 - I*Sqrt[3] + 2*x), x])/3 - (4*Log[x^2]*Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x)^2, x])/9 + (4*(1 + I*Sqrt[3])*Log[x^2]*Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x)^2, x])/9 + (((8*I)/3)*Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] + (2*(1 - I*Sqrt[3])*Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x), x])/3 - (((2*I)/3)*Log[x^2]*Defer[Int][E^(E^x + x)/(1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] + (((4*I)/3)*Defer[Int][Defer[Int][E^(E^x + x)/(-1 + I*Sqrt[3] - 2*x), x]/x, x])/Sqrt[3] + (8*Defer[Int][Defer[Int][-(E^E^x/(I + Sqrt[3] + (2*I)*x)^2), x]/x, x])/9 - (8*(1 - I*Sqrt[3])*Defer[Int][Defer[Int][-(E^E^x/(I + Sqrt[3] + (2*I)*x)^2), x]/x, x])/9 + (8*Defer[Int][Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x)^2, x]/x, x])/9 - (8*(1 + I*Sqrt[3])*Defer[Int][Defer[Int][E^E^x/(1 + I*Sqrt[3] + 2*x)^2, x]/x, x])/9 + (((4*I)/3)*Defer[Int][Defer[Int][E^(E^x + x)/(1 + I*Sqrt[3] + 2*x), x]/x, x])/Sqrt[3]","F",0,0,0,0,-1,"{}"
9125,1,17,0,0.0509149,"\int \frac{4+26 x+x^2+72 x^6-72 x^7+18 x^8}{4 x-4 x^2+x^3} \, dx","Int[(4 + 26*x + x^2 + 72*x^6 - 72*x^7 + 18*x^8)/(4*x - 4*x^2 + x^3),x]","3 x^6+\frac{30}{2-x}+\log (x)","\log (x)-3 \left(-x^6+\frac{5 x}{x-2}+(3+\log (2))^2\right)",1,"30/(2 - x) + 3*x^6 + Log[x]","A",4,3,38,0.07895,1,"{1594, 27, 1620}"
9126,1,10,0,0.0492387,"\int \frac{2 e^{4+x}+e^{4+x} x \log \left(x^2\right)}{x} \, dx","Int[(2*E^(4 + x) + E^(4 + x)*x*Log[x^2])/x,x]","e^{x+4} \log \left(x^2\right)","e^{x+4} \log \left(x^2\right)",1,"E^(4 + x)*Log[x^2]","A",6,5,23,0.2174,1,"{14, 2178, 2194, 2554, 12}"
9127,1,23,0,0.2961347,"\int \frac{-1+\left(16+12 x-4 x^2+e^4 \left(8+6 x-2 x^2\right)\right) \log (4-x)+\left(-8-6 x+2 x^2\right) \log (4-x) \log (\log (4-x))}{\left(8+e^4 (4-x)-2 x\right) \log (4-x)+(-4+x) \log (4-x) \log (\log (4-x))} \, dx","Int[(-1 + (16 + 12*x - 4*x^2 + E^4*(8 + 6*x - 2*x^2))*Log[4 - x] + (-8 - 6*x + 2*x^2)*Log[4 - x]*Log[Log[4 - x]])/((8 + E^4*(4 - x) - 2*x)*Log[4 - x] + (-4 + x)*Log[4 - x]*Log[Log[4 - x]]),x]","(x+1)^2-\log \left(-\log (\log (4-x))+e^4+2\right)","x^2+2 x-\log \left(-\log (\log (4-x))+e^4+2\right)-5",1,"(1 + x)^2 - Log[2 + E^4 - Log[Log[4 - x]]]","A",4,3,99,0.03030,1,"{6688, 6742, 6684}"
9128,1,44,0,0.1537485,"\int \frac{e^{\frac{2}{5} (7-5 x+5 \log (\log (5)))} (-1-2 x)+e^{\frac{1}{5} (7-5 x+5 \log (\log (5)))} (2+2 x) \log (4)-\log ^2(4)}{x^2} \, dx","Int[(E^((2*(7 - 5*x + 5*Log[Log[5]]))/5)*(-1 - 2*x) + E^((7 - 5*x + 5*Log[Log[5]])/5)*(2 + 2*x)*Log[4] - Log[4]^2)/x^2,x]","\frac{e^{\frac{14}{5}-2 x} \log ^2(5)}{x}+\frac{\log ^2(4)}{x}-\frac{2 e^{\frac{7}{5}-x} \log (4) \log (5)}{x}","\frac{\left(\log (4)-e^{\frac{7}{5}-x} \log (5)\right)^2-2 x}{x}",1,"Log[4]^2/x - (2*E^(7/5 - x)*Log[4]*Log[5])/x + (E^(14/5 - 2*x)*Log[5]^2)/x","A",4,2,57,0.03509,1,"{14, 2197}"
9129,1,22,0,0.0136281,"\int \frac{2-2 x+2 e^{x^2} x \log (4)}{\log (4)} \, dx","Int[(2 - 2*x + 2*E^x^2*x*Log[4])/Log[4],x]","e^{x^2}-\frac{x^2}{\log (4)}+\frac{2 x}{\log (4)}","e^{x^2}-\frac{(x-2) x}{\log (4)}",1,"E^x^2 + (2*x)/Log[4] - x^2/Log[4]","A",3,2,20,0.1000,1,"{12, 2209}"
9130,1,70,0,0.6802554,"\int e^{-5 x+x^2} \left(-240-272 x+160 x^2+e^x \left(88+96 x-80 x^2\right)+e^{2 x} \left(-7-7 x+10 x^2\right)\right) \, dx","Int[E^(-5*x + x^2)*(-240 - 272*x + 160*x^2 + E^x*(88 + 96*x - 80*x^2) + E^(2*x)*(-7 - 7*x + 10*x^2)),x]","80 e^{x^2-5 x} x-40 e^{x^2-4 x} x+5 e^{x^2-3 x} x+64 e^{x^2-5 x}-32 e^{x^2-4 x}+4 e^{x^2-3 x}","e^{x^2-5 x} \left(4-e^x\right)^2 (5 x+4)",1,"64*E^(-5*x + x^2) - 32*E^(-4*x + x^2) + 4*E^(-3*x + x^2) + 80*E^(-5*x + x^2)*x - 40*E^(-4*x + x^2)*x + 5*E^(-3*x + x^2)*x","B",39,5,50,0.1000,1,"{6742, 2234, 2204, 2240, 2241}"
9131,1,77,0,0.1115127,"\int \frac{1}{2} \left(30+9 x+e^x \left(108+66 x+9 x^2\right) \log (19)+e^{2 x} \left(54+45 x+9 x^2\right) \log ^2(19)\right) \, dx","Int[(30 + 9*x + E^x*(108 + 66*x + 9*x^2)*Log[19] + E^(2*x)*(54 + 45*x + 9*x^2)*Log[19]^2)/2,x]","\frac{9 x^2}{4}+\frac{9}{4} e^{2 x} x^2 \log ^2(19)+\frac{9}{2} e^x x^2 \log (19)+15 x+9 e^{2 x} x \log ^2(19)+9 e^{2 x} \log ^2(19)+24 e^x x \log (19)+30 e^x \log (19)","\left(\frac{3 (x+2) \left(x+e^x x \log (19)\right)}{2 x}+2\right)^2",1,"15*x + (9*x^2)/4 + 30*E^x*Log[19] + 24*E^x*x*Log[19] + (9*E^x*x^2*Log[19])/2 + 9*E^(2*x)*Log[19]^2 + 9*E^(2*x)*x*Log[19]^2 + (9*E^(2*x)*x^2*Log[19]^2)/4","B",18,4,45,0.08889,1,"{12, 2196, 2194, 2176}"
9132,1,30,0,0.3682552,"\int \frac{240-320 x^4+e^{2/3} \left(-5 x^2+20 x^6\right)}{-256 x+128 x^5-16 x^9+e^{2/3} \left(16 x^3-8 x^7+x^{11}\right)+\left(-128 x+32 x^5+e^{2/3} \left(8 x^3-2 x^7\right)\right) \log \left(-\frac{x^3}{-16+e^{2/3} x^2}\right)+\left(-16 x+e^{2/3} x^3\right) \log ^2\left(-\frac{x^3}{-16+e^{2/3} x^2}\right)} \, dx","Int[(240 - 320*x^4 + E^(2/3)*(-5*x^2 + 20*x^6))/(-256*x + 128*x^5 - 16*x^9 + E^(2/3)*(16*x^3 - 8*x^7 + x^11) + (-128*x + 32*x^5 + E^(2/3)*(8*x^3 - 2*x^7))*Log[-(x^3/(-16 + E^(2/3)*x^2))] + (-16*x + E^(2/3)*x^3)*Log[-(x^3/(-16 + E^(2/3)*x^2))]^2),x]","\frac{5}{-x^4+\log \left(\frac{x^3}{16-e^{2/3} x^2}\right)+4}","\frac{5}{-x^4+\log \left(\frac{x}{\frac{16}{x^2}-e^{2/3}}\right)+4}",1,"5/(4 - x^4 + Log[x^3/(16 - E^(2/3)*x^2)])","A",3,3,142,0.02113,1,"{6688, 12, 6686}"
9133,1,39,0,0.0652902,"\int \frac{6^{\frac{-1+15 x}{x^4}} \left(-x^4+(4-45 x) \log (6)\right)}{x^6} \, dx","Int[(6^((-1 + 15*x)/x^4)*(-x^4 + (4 - 45*x)*Log[6]))/x^6,x]","\frac{6^{-\frac{1-15 x}{x^4}} (4-45 x)}{\left(\frac{4 (1-15 x)}{x^5}+\frac{15}{x^4}\right) x^6}","\frac{6^{\frac{15 x-1}{x^4}}}{x}",1,"(4 - 45*x)/(6^((1 - 15*x)/x^4)*((4*(1 - 15*x))/x^5 + 15/x^4)*x^6)","B",1,1,29,0.03448,1,"{2288}"
9134,1,6,0,0.001486,"\int \frac{1}{e^6 x} \, dx","Int[1/(E^6*x),x]","\frac{\log (x)}{e^6}","\frac{\log (x)+4}{e^6}+8",1,"Log[x]/E^6","A",2,2,7,0.2857,1,"{12, 29}"
9135,0,0,0,8.3332508,"\int \frac{e^{\frac{-x-e^{2 x} x+\log \left(e^2 x\right)}{-4+x}} \left(-4+5 x+e^{2 x} \left(4 x+8 x^2-2 x^3\right)-x \log \left(e^2 x\right)\right)}{16 x-8 x^2+x^3} \, dx","Int[(E^((-x - E^(2*x)*x + Log[E^2*x])/(-4 + x))*(-4 + 5*x + E^(2*x)*(4*x + 8*x^2 - 2*x^3) - x*Log[E^2*x]))/(16*x - 8*x^2 + x^3),x]","\int \frac{e^{\frac{-x-e^{2 x} x+\log \left(e^2 x\right)}{-4+x}} \left(-4+5 x+e^{2 x} \left(4 x+8 x^2-2 x^3\right)-x \log \left(e^2 x\right)\right)}{16 x-8 x^2+x^3} \, dx","e^{\frac{-e^{2 x} x-x+\log \left(e^2 x\right)}{x-4}}+2",1,"-2*Defer[Int][E^((2 - 9*x - E^(2*x)*x + 2*x^2 + Log[x])/(-4 + x)), x] + 4*Defer[Int][E^((2 - 9*x - E^(2*x)*x + 2*x^2 + Log[x])/(-4 + x))/(-4 + x)^2, x] + 2*Defer[Int][E^((-x - E^(2*x)*x + Log[E^2*x])/(-4 + x))/(-4 + x)^2, x] - 8*Defer[Int][E^((2 - 9*x - E^(2*x)*x + 2*x^2 + Log[x])/(-4 + x))/(-4 + x), x] + Defer[Int][E^((-x - E^(2*x)*x + Log[E^2*x])/(-4 + x))/(-4 + x), x]/4 - Defer[Int][E^((-x - E^(2*x)*x + Log[E^2*x])/(-4 + x))/x, x]/4 - Defer[Int][(E^((-x - E^(2*x)*x + Log[E^2*x])/(-4 + x))*Log[x])/(-4 + x)^2, x]","F",0,0,0,0,-1,"{}"
9136,0,0,0,0.5414011,"\int \frac{15 e^{32}+40 e^{16} x+15 x^2+e^x \left(12 e^{32}+12 x^2+e^{16} (8+24 x)\right)}{15 e^{32} x+30 e^{16} x^2+15 x^3+e^x \left(12 e^{32}+24 e^{16} x+12 x^2\right)} \, dx","Int[(15*E^32 + 40*E^16*x + 15*x^2 + E^x*(12*E^32 + 12*x^2 + E^16*(8 + 24*x)))/(15*E^32*x + 30*E^16*x^2 + 15*x^3 + E^x*(12*E^32 + 24*E^16*x + 12*x^2)),x]","\int \frac{15 e^{32}+40 e^{16} x+15 x^2+e^x \left(12 e^{32}+12 x^2+e^{16} (8+24 x)\right)}{15 e^{32} x+30 e^{16} x^2+15 x^3+e^x \left(12 e^{32}+24 e^{16} x+12 x^2\right)} \, dx","\frac{2 x}{3 \left(x+e^{16}\right)}+\log \left(x+\frac{4 e^x}{5}\right)",1,"x - (2*E^16)/(3*(E^16 + x)) + 5*Defer[Int][(4*E^x + 5*x)^(-1), x] - 5*Defer[Int][x/(4*E^x + 5*x), x]","F",0,0,0,0,-1,"{}"
9137,1,103,0,0.1946094,"\int \left(-13824+4608 x+e^{4 x} \left(4320-3168 x+576 x^2\right)+e^{3 x} \left(24192-18432 x+3456 x^2\right)+e^x \left(13824-18432 x+4608 x^2\right)+e^{2 x} \left(41472-34560 x+6912 x^2\right)\right) \, dx","Int[-13824 + 4608*x + E^(4*x)*(4320 - 3168*x + 576*x^2) + E^(3*x)*(24192 - 18432*x + 3456*x^2) + E^x*(13824 - 18432*x + 4608*x^2) + E^(2*x)*(41472 - 34560*x + 6912*x^2),x]","4608 e^x x^2+3456 e^{2 x} x^2+1152 e^{3 x} x^2+144 e^{4 x} x^2+2304 x^2-27648 e^x x-20736 e^{2 x} x-6912 e^{3 x} x-864 e^{4 x} x-13824 x+41472 e^x+31104 e^{2 x}+10368 e^{3 x}+1296 e^{4 x}","9 (x-3)^2 \left(\log \left(e^{2 e^x}\right)+4\right)^4",1,"41472*E^x + 31104*E^(2*x) + 10368*E^(3*x) + 1296*E^(4*x) - 13824*x - 27648*E^x*x - 20736*E^(2*x)*x - 6912*E^(3*x)*x - 864*E^(4*x)*x + 2304*x^2 + 4608*E^x*x^2 + 3456*E^(2*x)*x^2 + 1152*E^(3*x)*x^2 + 144*E^(4*x)*x^2","B",33,3,67,0.04478,1,"{2196, 2194, 2176}"
9138,-1,0,0,180.0013062,"\int \frac{-x+4 e^{60+4 x} x+16 x^2+64 x^4+e^{45+3 x} \left(8 x+24 x^2\right)+\left(4+16 x^2\right) \log (2)+e^{30+2 x} \left(4+48 x^2+48 x^3+4 x \log (2)\right)+e^{15+x} \left(16 x+96 x^3+32 x^4+\left(8 x+8 x^2\right) \log (2)\right)+\left(4+4 e^{30+2 x} x+16 x^2+e^{15+x} \left(8 x+8 x^2\right)\right) \log \left(3 x^2\right)}{e^{60+4 x} x-x^2+8 e^{45+3 x} x^2+16 x^5+8 x^3 \log (2)+x \log ^2(2)+e^{30+2 x} \left(24 x^3+2 x \log (2)\right)+e^{15+x} \left(32 x^4+8 x^2 \log (2)\right)+\left(2 e^{30+2 x} x+8 e^{15+x} x^2+8 x^3+2 x \log (2)\right) \log \left(3 x^2\right)+x \log ^2\left(3 x^2\right)} \, dx","Int[(-x + 4*E^(60 + 4*x)*x + 16*x^2 + 64*x^4 + E^(45 + 3*x)*(8*x + 24*x^2) + (4 + 16*x^2)*Log[2] + E^(30 + 2*x)*(4 + 48*x^2 + 48*x^3 + 4*x*Log[2]) + E^(15 + x)*(16*x + 96*x^3 + 32*x^4 + (8*x + 8*x^2)*Log[2]) + (4 + 4*E^(30 + 2*x)*x + 16*x^2 + E^(15 + x)*(8*x + 8*x^2))*Log[3*x^2])/(E^(60 + 4*x)*x - x^2 + 8*E^(45 + 3*x)*x^2 + 16*x^5 + 8*x^3*Log[2] + x*Log[2]^2 + E^(30 + 2*x)*(24*x^3 + 2*x*Log[2]) + E^(15 + x)*(32*x^4 + 8*x^2*Log[2]) + (2*E^(30 + 2*x)*x + 8*E^(15 + x)*x^2 + 8*x^3 + 2*x*Log[2])*Log[3*x^2] + x*Log[3*x^2]^2),x]","\text{\$Aborted}","\log \left(\left(\log \left(3 x^2\right)+\left(2 x+e^{x+15}\right)^2+\log (2)\right)^2-x\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
9139,0,0,0,13.785891,"\int \frac{256 x^4-160 x^5-232 x^6+160 x^7-24 x^8+e^{e^2-x^2+2 x \log \left(\frac{1-x^2}{x}\right)-\log ^2\left(\frac{1-x^2}{x}\right)} \left(2 x+2 x^2+2 x^3-2 x^4+\left(-2-2 x-2 x^2+2 x^3\right) \log \left(\frac{1-x^2}{x}\right)\right)}{-x+x^3} \, dx","Int[(256*x^4 - 160*x^5 - 232*x^6 + 160*x^7 - 24*x^8 + E^(E^2 - x^2 + 2*x*Log[(1 - x^2)/x] - Log[(1 - x^2)/x]^2)*(2*x + 2*x^2 + 2*x^3 - 2*x^4 + (-2 - 2*x - 2*x^2 + 2*x^3)*Log[(1 - x^2)/x]))/(-x + x^3),x]","\int \frac{256 x^4-160 x^5-232 x^6+160 x^7-24 x^8+e^{e^2-x^2+2 x \log \left(\frac{1-x^2}{x}\right)-\log ^2\left(\frac{1-x^2}{x}\right)} \left(2 x+2 x^2+2 x^3-2 x^4+\left(-2-2 x-2 x^2+2 x^3\right) \log \left(\frac{1-x^2}{x}\right)\right)}{-x+x^3} \, dx","e^{e^2-\left(x-\log \left(\frac{1}{x}-x\right)\right)^2}-4 (4-x)^2 x^4",1,"-64*x^4 + 32*x^5 - 4*x^6 + 2*Defer[Int][E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x), x] - 2*Defer[Int][(E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x))/(1 - x), x] - 2*Defer[Int][E^(E^2 - x^2 - Log[x^(-1) - x]^2)*x*((1 - x^2)/x)^(2*x), x] - 2*Defer[Int][(E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x))/(1 + x), x] + 2*Defer[Int][E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x)*Log[(1 - x^2)/x], x] + 2*Defer[Int][(E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x)*Log[(1 - x^2)/x])/(-1 - x), x] + 2*Defer[Int][(E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x)*Log[(1 - x^2)/x])/(1 - x), x] + 2*Defer[Int][(E^(E^2 - x^2 - Log[x^(-1) - x]^2)*((1 - x^2)/x)^(2*x)*Log[(1 - x^2)/x])/x, x]","F",0,0,0,0,-1,"{}"
9140,1,109,0,4.0522037,"\int \frac{-837 x+e^x \left(-3-279 x-279 x^2\right) \log (3)+\left(-567 x+e^x \left(-189 x-189 x^2\right) \log (3)\right) \log (x)+\left(-96 x+e^x \left(-32 x-32 x^2\right) \log (3)\right) \log ^2(x)+\left(-279 e^x x \log (3)-189 e^x x \log (3) \log (x)-32 e^x x \log (3) \log ^2(x)\right) \log \left(\frac{93+32 \log (x)}{3+\log (x)}\right)}{837 x+567 x \log (x)+96 x \log ^2(x)} \, dx","Int[(-837*x + E^x*(-3 - 279*x - 279*x^2)*Log[3] + (-567*x + E^x*(-189*x - 189*x^2)*Log[3])*Log[x] + (-96*x + E^x*(-32*x - 32*x^2)*Log[3])*Log[x]^2 + (-279*E^x*x*Log[3] - 189*E^x*x*Log[3]*Log[x] - 32*E^x*x*Log[3]*Log[x]^2)*Log[(93 + 32*Log[x])/(3 + Log[x])])/(837*x + 567*x*Log[x] + 96*x*Log[x]^2),x]","-\frac{e^x \log (3) \left(279 x^2+32 x^2 \log ^2(x)+189 x^2 \log (x)+32 x \log ^2(x) \log \left(\frac{32 \log (x)+93}{\log (x)+3}\right)+189 x \log (x) \log \left(\frac{32 \log (x)+93}{\log (x)+3}\right)+279 x \log \left(\frac{32 \log (x)+93}{\log (x)+3}\right)\right)}{3 x (\log (x)+3) (32 \log (x)+93)}-x","-x-\frac{1}{3} e^x \log (3) \left(x+\log \left(32-\frac{3}{\log (x)+3}\right)\right)+3",1,"-x - (E^x*Log[3]*(279*x^2 + 189*x^2*Log[x] + 32*x^2*Log[x]^2 + 279*x*Log[(93 + 32*Log[x])/(3 + Log[x])] + 189*x*Log[x]*Log[(93 + 32*Log[x])/(3 + Log[x])] + 32*x*Log[x]^2*Log[(93 + 32*Log[x])/(3 + Log[x])]))/(3*x*(3 + Log[x])*(93 + 32*Log[x]))","B",5,4,131,0.03053,1,"{6741, 12, 6742, 2288}"
9141,0,0,0,7.9925345,"\int \left(2 x+6 x^2+4 x^3+e^{\frac{8 \left(5 e^x-5 \log (x)\right)}{x}} \left(-40 x^2+4 x^3+e^x \left(-40 x^2+40 x^3\right)+40 x^2 \log (x)\right)+e^{\frac{4 \left(5 e^x-5 \log (x)\right)}{x}} \left(40 x+34 x^2-8 x^3+e^x \left(40 x-40 x^3\right)+\left(-40 x-40 x^2\right) \log (x)\right)\right) \, dx","Int[2*x + 6*x^2 + 4*x^3 + E^((8*(5*E^x - 5*Log[x]))/x)*(-40*x^2 + 4*x^3 + E^x*(-40*x^2 + 40*x^3) + 40*x^2*Log[x]) + E^((4*(5*E^x - 5*Log[x]))/x)*(40*x + 34*x^2 - 8*x^3 + E^x*(40*x - 40*x^3) + (-40*x - 40*x^2)*Log[x]),x]","\int \left(2 x+6 x^2+4 x^3+e^{\frac{8 \left(5 e^x-5 \log (x)\right)}{x}} \left(-40 x^2+4 x^3+e^x \left(-40 x^2+40 x^3\right)+40 x^2 \log (x)\right)+e^{\frac{4 \left(5 e^x-5 \log (x)\right)}{x}} \left(40 x+34 x^2-8 x^3+e^x \left(40 x-40 x^3\right)+\left(-40 x-40 x^2\right) \log (x)\right)\right) \, dx","\left(x^2+x^2 \left(-e^{\frac{20 \left(e^x-\log (x)\right)}{x}}\right)+x\right)^2",1,"x^2 + 2*x^3 + x^4 - (E^((40*E^x)/x)*(x^2 + E^x*(x^2 - x^3) - x^2*Log[x]))/(x^(40/x)*((E^x - x^(-1))/x - (E^x - Log[x])/x^2)) + 40*Defer[Int][E^(x + (20*(E^x - Log[x]))/x)*x, x] + 40*Defer[Int][E^((20*(E^x - Log[x]))/x)*x, x] + 34*Defer[Int][E^((20*(E^x - Log[x]))/x)*x^2, x] - 40*Defer[Int][E^(x + (20*(E^x - Log[x]))/x)*x^3, x] - 8*Defer[Int][E^((20*(E^x - Log[x]))/x)*x^3, x] - 40*Defer[Int][E^((20*(E^x - Log[x]))/x)*x*Log[x], x] - 40*Defer[Int][E^((20*(E^x - Log[x]))/x)*x^2*Log[x], x]","F",0,0,0,0,-1,"{}"
9142,0,0,0,1.3665663,"\int \frac{-240 e^4-120 e^2 x-15 x^2+e^{\frac{4+3 x+2 x^2}{4 e^2+x}} \left(-4 x^2+2 x^4+e^2 \left(12 x^2+16 x^3\right)\right)}{16 e^4 x^2+8 e^2 x^3+x^4} \, dx","Int[(-240*E^4 - 120*E^2*x - 15*x^2 + E^((4 + 3*x + 2*x^2)/(4*E^2 + x))*(-4*x^2 + 2*x^4 + E^2*(12*x^2 + 16*x^3)))/(16*E^4*x^2 + 8*E^2*x^3 + x^4),x]","\int \frac{-240 e^4-120 e^2 x-15 x^2+e^{\frac{4+3 x+2 x^2}{4 e^2+x}} \left(-4 x^2+2 x^4+e^2 \left(12 x^2+16 x^3\right)\right)}{16 e^4 x^2+8 e^2 x^3+x^4} \, dx","e^{\frac{x^2-x+(x+2)^2}{x+4 e^2}}+\frac{3 (5-x)}{x}",1,"15/x + 2*Defer[Int][E^((4 + 3*x + 2*x^2)/(4*E^2 + x)), x] - 4*(1 - 3*E^2 + 8*E^4)*Defer[Int][E^((4 + 3*x + 2*x^2)/(4*E^2 + x))/(4*E^2 + x)^2, x]","F",0,0,0,0,-1,"{}"
9143,1,28,0,0.1872078,"\int \frac{e^{-5+\left(-2 x+x^2\right) \log (2)} (-6+6 x) \log (2)}{-20+3 e^{-5+\left(-2 x+x^2\right) \log (2)}} \, dx","Int[(E^(-5 + (-2*x + x^2)*Log[2])*(-6 + 6*x)*Log[2])/(-20 + 3*E^(-5 + (-2*x + x^2)*Log[2])),x]","\log \left(-2^{-2 x} \left(3\ 2^{x^2}-5 e^5 2^{2 x+2}\right)\right)","\log \left(\frac{3}{4} e^{(x-2) x \log (2)-5}-5\right)+3",1,"Log[-((3*2^x^2 - 5*2^(2 + 2*x)*E^5)/2^(2*x))]","A",2,2,42,0.04762,1,"{12, 6684}"
9144,0,0,0,0.7986271,"\int \frac{-e+e^{\log ^2\left(\frac{3}{2}\right)-2 \log \left(\frac{3}{2}\right) \log (3)+\log ^2(3)}-x-x^2+\left(e-e^{\log ^2\left(\frac{3}{2}\right)-2 \log \left(\frac{3}{2}\right) \log (3)+\log ^2(3)}+2 x\right) \log (x)}{x^2-2 x \log (x)+\log ^2(x)} \, dx","Int[(-E + E^(Log[3/2]^2 - 2*Log[3/2]*Log[3] + Log[3]^2) - x - x^2 + (E - E^(Log[3/2]^2 - 2*Log[3/2]*Log[3] + Log[3]^2) + 2*x)*Log[x])/(x^2 - 2*x*Log[x] + Log[x]^2),x]","\int \frac{-e+e^{\log ^2\left(\frac{3}{2}\right)-2 \log \left(\frac{3}{2}\right) \log (3)+\log ^2(3)}-x-x^2+\left(e-e^{\log ^2\left(\frac{3}{2}\right)-2 \log \left(\frac{3}{2}\right) \log (3)+\log ^2(3)}+2 x\right) \log (x)}{x^2-2 x \log (x)+\log ^2(x)} \, dx","\frac{x \left(x+e-e^{\left(\log (3)-\log \left(\frac{3}{2}\right)\right)^2}\right)}{\log (x)-x}",1,"-((E - E^Log[2]^2)*Defer[Int][(x - Log[x])^(-2), x]) - (1 - E + E^Log[2]^2)*Defer[Int][x/(x - Log[x])^2, x] + Defer[Int][x^2/(x - Log[x])^2, x] - (E - E^Log[2]^2)*Defer[Int][(x - Log[x])^(-1), x] - 2*Defer[Int][x/(x - Log[x]), x]","F",0,0,0,0,-1,"{}"
9145,1,53,0,0.2270097,"\int \frac{24 x+5^{8 x} (-2+8 x \log (5))+5^{4 x} \left(-8+6 x-24 x^2 \log (5)\right)+\left(32-24 x+5^{4 x} (16-32 x \log (5))\right) \log (x)-32 \log ^2(x)}{x^3} \, dx","Int[(24*x + 5^(8*x)*(-2 + 8*x*Log[5]) + 5^(4*x)*(-8 + 6*x - 24*x^2*Log[5]) + (32 - 24*x + 5^(4*x)*(16 - 32*x*Log[5]))*Log[x] - 32*Log[x]^2)/x^3,x]","\frac{5^{8 x}}{x^2}+\frac{16 \log ^2(x)}{x^2}-\frac{8\ 625^x \left(3 x^2 \log (5)+2 x \log (25) \log (x)\right)}{x^3 \log (625)}+\frac{24 \log (x)}{x}","\left(\frac{5^{4 x}-x}{x}+\frac{x-4 \log (x)}{x}-3\right)^2",1,"5^(8*x)/x^2 + (24*Log[x])/x + (16*Log[x]^2)/x^2 - (8*625^x*(3*x^2*Log[5] + 2*x*Log[25]*Log[x]))/(x^3*Log[625])","A",6,4,66,0.06061,1,"{14, 2197, 6712, 2288}"
9146,1,9,0,0.0115915,"\int -2 5^{2-x^2} x \log (5) \, dx","Int[-2*5^(2 - x^2)*x*Log[5],x]","5^{2-x^2}","5^{2-x^2}",1,"5^(2 - x^2)","A",2,2,14,0.1429,1,"{12, 2209}"
9147,0,0,0,0.2615294,"\int \frac{1+e^{e^x+x} \left(5 x-e^{2 x} x+x^2+e^{9+x} \left(-2 x-e^x x\right)+e^x \left(2 x+x^2\right)\right)}{x} \, dx","Int[(1 + E^(E^x + x)*(5*x - E^(2*x)*x + x^2 + E^(9 + x)*(-2*x - E^x*x) + E^x*(2*x + x^2)))/x,x]","\int \frac{1+e^{e^x+x} \left(5 x-e^{2 x} x+x^2+e^{9+x} \left(-2 x-e^x x\right)+e^x \left(2 x+x^2\right)\right)}{x} \, dx","e^{x+e^x} \left(x-e^x-e^{x+9}+4\right)+\log (x)",1,"5*E^E^x - 2*E^E^x*(1 - E^9) + 2*E^(E^x + x)*(1 - E^9) - 2*E^E^x*(1 + E^9) + 2*E^(E^x + x)*(1 + E^9) - E^(E^x + 2*x)*(1 + E^9) + Log[x] + Defer[Int][E^(E^x + x)*x, x] + Defer[Int][E^(E^x + 2*x)*x, x]","F",0,0,0,0,-1,"{}"
9148,0,0,0,2.363798,"\int \frac{-4 x-4 e^{4 x} x+\left(-2-2 e^{4 x}\right) \log \left(1+e^{4 x}\right)+\left(2 x+6 e^{4 x} x\right) \log \left(x^2\right)}{\left(2 x^2+2 e^{4 x} x^2\right) \log \left(x^2\right)+\left(x+e^{4 x} x\right) \log \left(1+e^{4 x}\right) \log \left(x^2\right)} \, dx","Int[(-4*x - 4*E^(4*x)*x + (-2 - 2*E^(4*x))*Log[1 + E^(4*x)] + (2*x + 6*E^(4*x)*x)*Log[x^2])/((2*x^2 + 2*E^(4*x)*x^2)*Log[x^2] + (x + E^(4*x)*x)*Log[1 + E^(4*x)]*Log[x^2]),x]","\int \frac{-4 x-4 e^{4 x} x+\left(-2-2 e^{4 x}\right) \log \left(1+e^{4 x}\right)+\left(2 x+6 e^{4 x} x\right) \log \left(x^2\right)}{\left(2 x^2+2 e^{4 x} x^2\right) \log \left(x^2\right)+\left(x+e^{4 x} x\right) \log \left(1+e^{4 x}\right) \log \left(x^2\right)} \, dx","\log \left(\frac{-2 x-\log \left(e^{4 x}+1\right)}{\log \left(x^2\right)}\right)",1,"-Log[Log[x^2]] + 3*Defer[Subst][Defer[Int][(x + Log[1 + E^(2*x)])^(-1), x], x, 2*x] - 2*Defer[Subst][Defer[Int][1/((1 + E^(2*x))*(x + Log[1 + E^(2*x)])), x], x, 2*x]","F",0,0,0,0,-1,"{}"
9149,1,59,0,0.2011349,"\int \frac{e^{8-x} \left(100+100 x+100 x^2\right)+e^5 \left(2 x^2+4 x^3\right)+e^{3 x} \left(100 e^{8-x} x^2+e^5 \left(-2 x^3-3 x^4\right)\right)}{25 x^2} \, dx","Int[(E^(8 - x)*(100 + 100*x + 100*x^2) + E^5*(2*x^2 + 4*x^3) + E^(3*x)*(100*E^(8 - x)*x^2 + E^5*(-2*x^3 - 3*x^4)))/(25*x^2),x]","-\frac{1}{25} e^{3 x+5} x^2-4 e^{8-x}+2 e^{2 x+8}+\frac{1}{50} e^5 (2 x+1)^2-\frac{4 e^{8-x}}{x}","e^5 \left(\left(-e^{3 x}+\frac{2}{x}+2\right) \left(\frac{x^2}{25}-2 e^{3-x}\right)+4\right)",1,"-4*E^(8 - x) + 2*E^(8 + 2*x) - (4*E^(8 - x))/x - (E^(5 + 3*x)*x^2)/25 + (E^5*(1 + 2*x)^2)/50","A",17,8,75,0.1067,1,"{12, 14, 2194, 2196, 2176, 2199, 2177, 2178}"
9150,1,18,0,0.1879692,"\int \frac{e^{\frac{-5-x+2 x^2-x^3}{x}} \left(5+2 x^2-2 x^3\right)}{x^2} \, dx","Int[(E^((-5 - x + 2*x^2 - x^3)/x)*(5 + 2*x^2 - 2*x^3))/x^2,x]","e^{-\frac{x^3-2 x^2+x+5}{x}}","e^{-x^2+2 x-\frac{5}{x}-1}",1,"E^(-((5 + x - 2*x^2 + x^3)/x))","A",1,1,37,0.02703,1,"{6706}"
9151,0,0,0,0.8490498,"\int \frac{75-30 x-15 x^2+e^x \left(15+30 x+15 x^2\right)}{225+300 x+130 x^2+20 x^3+x^4+e^{2 x} \left(1+2 x+x^2\right)+e^x \left(-30-50 x-22 x^2-2 x^3\right)} \, dx","Int[(75 - 30*x - 15*x^2 + E^x*(15 + 30*x + 15*x^2))/(225 + 300*x + 130*x^2 + 20*x^3 + x^4 + E^(2*x)*(1 + 2*x + x^2) + E^x*(-30 - 50*x - 22*x^2 - 2*x^3)),x]","\int \frac{75-30 x-15 x^2+e^x \left(15+30 x+15 x^2\right)}{225+300 x+130 x^2+20 x^3+x^4+e^{2 x} \left(1+2 x+x^2\right)+e^x \left(-30-50 x-22 x^2-2 x^3\right)} \, dx","-\frac{15}{-x+e^x-\frac{6}{x+1}-9}",1,"300*Defer[Int][(-15 + E^x - 10*x + E^x*x - x^2)^(-2), x] + 15*Defer[Int][(-15 + E^x - 10*x + E^x*x - x^2)^(-1), x] + 345*Defer[Int][x/(15 - E^x + 10*x - E^x*x + x^2)^2, x] + 150*Defer[Int][x^2/(15 - E^x + 10*x - E^x*x + x^2)^2, x] + 15*Defer[Int][x^3/(15 - E^x + 10*x - E^x*x + x^2)^2, x] - 15*Defer[Int][x/(15 - E^x + 10*x - E^x*x + x^2), x]","F",0,0,0,0,-1,"{}"
9152,1,16,0,0.1036067,"\int \frac{29+4 x+2 x^2+e^{2 x} \left(2+4 x+2 x^2\right)}{1+2 x+x^2} \, dx","Int[(29 + 4*x + 2*x^2 + E^(2*x)*(2 + 4*x + 2*x^2))/(1 + 2*x + x^2),x]","2 x+e^{2 x}-\frac{27}{x+1}","\frac{x^2-28}{x+1}+x+e^{2 x}",1,"E^(2*x) + 2*x - 27/(1 + x)","A",6,4,37,0.1081,1,"{27, 6742, 2194, 683}"
9153,0,0,0,38.4550499,"\int \frac{40-100 x^2-4 e^{32} x^4+e^{16} \left(-16 x+40 x^3\right)}{25 x^2-10 e^{16} x^3+e^{32} x^4} \, dx","Int[(40 - 100*x^2 - 4*E^32*x^4 + E^16*(-16*x + 40*x^3))/(25*x^2 - 10*E^16*x^3 + E^32*x^4),x]","\int \frac{40-100 x^2-4 e^{32} x^4+e^{16} \left(-16 x+40 x^3\right)}{25 x^2-10 e^{16} x^3+e^{32} x^4} \, dx","4 \left(\frac{2}{\left(e^{16}-\frac{5}{x}\right) x^2}-x\right)",1,"Hold[Dist[1/Hold[If[Rubi`Private`CalculusQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]] === False, {x, ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[3]], Subst[Int[Hold[If[Rubi`Private`CalculusQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]] === False, {x, ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[1]], x], x, Log[Hold[If[Rubi`Private`CalculusQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))], False, Module[{Rubi`Private`lst$}, If[Rubi`Private`LogQ[(-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))] && ListQ[Rubi`Private`lst$ = Rubi`Private`BinomialParts[((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], x]] && Rubi`Private`EqQ[Rubi`Private`lst$[[1]], 0], If[Rubi`Private`FalseQ[False] || ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]] === False, {x, ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2)))[[1]], Rubi`Private`lst$[[3]]}, False], Rubi`Private`lst$ = {0, False, False}; Catch[{((Rubi`Private`lst$ = Rubi`Private`FunctionOfLog[#1, Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]], x]; If[AtomQ[Rubi`Private`lst$], Throw[False], Rubi`Private`lst$[[1]]]) & ) /@ ((-4*(-10 + 4*E^16*x + 25*x^2 - 10*E^16*x^3 + E^32*x^4))/(x*(25 - 10*E^16*x + E^32*x^2))), Rubi`Private`lst$[[2]], Rubi`Private`lst$[[3]]}]]]]][[2]]]], x]]","F",0,0,0,0,-1,"{}"
9154,0,0,0,1.3270966,"\int \frac{-40+70 x+(10-20 x) \log (2 x)+e^{2 x^2+2 x \log \left(\frac{4}{x}\right)} \left(-36+72 x+36 \log \left(\frac{4}{x}\right)+\left(24-48 x-24 \log \left(\frac{4}{x}\right)\right) \log (2 x)+\left(-4+8 x+4 \log \left(\frac{4}{x}\right)\right) \log ^2(2 x)\right)}{9-6 \log (2 x)+\log ^2(2 x)} \, dx","Int[(-40 + 70*x + (10 - 20*x)*Log[2*x] + E^(2*x^2 + 2*x*Log[4/x])*(-36 + 72*x + 36*Log[4/x] + (24 - 48*x - 24*Log[4/x])*Log[2*x] + (-4 + 8*x + 4*Log[4/x])*Log[2*x]^2))/(9 - 6*Log[2*x] + Log[2*x]^2),x]","\int \frac{-40+70 x+(10-20 x) \log (2 x)+e^{2 x^2+2 x \log \left(\frac{4}{x}\right)} \left(-36+72 x+36 \log \left(\frac{4}{x}\right)+\left(24-48 x-24 \log \left(\frac{4}{x}\right)\right) \log (2 x)+\left(-4+8 x+4 \log \left(\frac{4}{x}\right)\right) \log ^2(2 x)\right)}{9-6 \log (2 x)+\log ^2(2 x)} \, dx","2 \left(\frac{5 \left(x^2-x\right)}{3-\log (2 x)}+e^{2 x \left(x+\log \left(\frac{4}{x}\right)\right)}\right)",1,"(-10*(1 - x)*x)/(3 - Log[2*x]) - 4*Defer[Int][E^(2*x^2 + 2*x*Log[4])*(x^(-1))^(2*x), x] + 4*Log[4/x]*Defer[Int][E^(2*x^2 + 2*x*Log[4])*(x^(-1))^(2*x), x] + 8*Defer[Int][E^(2*x^2 + 2*x*Log[4])*(x^(-1))^(-1 + 2*x), x] + 4*Defer[Int][Defer[Int][16^x*E^(2*x^2)*(x^(-1))^(2*x), x]/x, x]","F",0,0,0,0,-1,"{}"
9155,0,0,0,148.1353112,"\int \frac{\exp \left(-2 e^{\frac{e^5}{e^x-x^2}}-2 x+e^{-2 e^{\frac{e^5}{e^x-x^2}}-2 x} x\right) \left(e^{2 x} (1-2 x)+x^4-2 x^5+e^{\frac{e^5}{e^x-x^2}} \left(2 e^{5+x} x-4 e^5 x^2\right)+e^x \left(-2 x^2+4 x^3\right)\right)}{e^{2 x}-2 e^x x^2+x^4} \, dx","Int[(E^(-2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*(E^(2*x)*(1 - 2*x) + x^4 - 2*x^5 + E^(E^5/(E^x - x^2))*(2*E^(5 + x)*x - 4*E^5*x^2) + E^x*(-2*x^2 + 4*x^3)))/(E^(2*x) - 2*E^x*x^2 + x^4),x]","\int \frac{\exp \left(-2 e^{\frac{e^5}{e^x-x^2}}-2 x+e^{-2 e^{\frac{e^5}{e^x-x^2}}-2 x} x\right) \left(e^{2 x} (1-2 x)+x^4-2 x^5+e^{\frac{e^5}{e^x-x^2}} \left(2 e^{5+x} x-4 e^5 x^2\right)+e^x \left(-2 x^2+4 x^3\right)\right)}{e^{2 x}-2 e^x x^2+x^4} \, dx","e^{e^{-2 \left(e^{\frac{e^5}{e^x-x^2}}+x\right)} x}",1,"Defer[Int][E^(-2*E^(E^5/(E^x - x^2)) + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)/(E^x - x^2)^2, x] - 2*Defer[Int][(E^(-2*E^(E^5/(E^x - x^2)) + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*x)/(-E^x + x^2)^2, x] - 2*Defer[Int][(E^(-2*E^(E^5/(E^x - x^2)) - x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*x^2)/(-E^x + x^2)^2, x] - 4*Defer[Int][(E^(5 - 2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x + E^5/(E^x - x^2))*x^2)/(-E^x + x^2)^2, x] + 4*Defer[Int][(E^(-2*E^(E^5/(E^x - x^2)) - x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*x^3)/(-E^x + x^2)^2, x] + 2*Defer[Int][(E^(5 - 2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x + E^5/(E^x - x^2))*x^3)/(-E^x + x^2)^2, x] + Defer[Int][(E^(-2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*x^4)/(-E^x + x^2)^2, x] - 2*Defer[Int][(E^(-2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x)*x^5)/(-E^x + x^2)^2, x] - 2*Defer[Int][(E^(5 - 2*E^(E^5/(E^x - x^2)) - 2*x + E^(-2*E^(E^5/(E^x - x^2)) - 2*x)*x + E^5/(E^x - x^2))*x)/(-E^x + x^2), x]","F",0,0,0,0,-1,"{}"
9156,0,0,0,1.969259,"\int \frac{131250 x^6-46875 x^8+e^{-5+x} \left(13125 x^6-3750 x^7\right)}{432000+432 e^{-15+3 x}-1080000 x^2+900000 x^4-250000 x^6+e^{-10+2 x} \left(12960-10800 x^2\right)+e^{-5+x} \left(129600-216000 x^2+90000 x^4\right)} \, dx","Int[(131250*x^6 - 46875*x^8 + E^(-5 + x)*(13125*x^6 - 3750*x^7))/(432000 + 432*E^(-15 + 3*x) - 1080000*x^2 + 900000*x^4 - 250000*x^6 + E^(-10 + 2*x)*(12960 - 10800*x^2) + E^(-5 + x)*(129600 - 216000*x^2 + 90000*x^4)),x]","\int \frac{131250 x^6-46875 x^8+e^{-5+x} \left(13125 x^6-3750 x^7\right)}{432000+432 e^{-15+3 x}-1080000 x^2+900000 x^4-250000 x^6+e^{-10+2 x} \left(12960-10800 x^2\right)+e^{-5+x} \left(129600-216000 x^2+90000 x^4\right)} \, dx","\frac{x^5}{16 \left(\frac{3 \left(\frac{e^{x-5}}{5}+2\right)}{5 x}-x\right)^2}+4",1,"(-9375*E^15*Defer[Int][x^7/(-30*E^5 - 3*E^x + 25*E^5*x^2)^3, x])/4 - (15625*E^15*Defer[Int][x^8/(-30*E^5 - 3*E^x + 25*E^5*x^2)^3, x])/4 + (15625*E^15*Defer[Int][x^9/(-30*E^5 - 3*E^x + 25*E^5*x^2)^3, x])/8 + (4375*E^10*Defer[Int][x^6/(-30*E^5 - 3*E^x + 25*E^5*x^2)^2, x])/16 - (625*E^10*Defer[Int][x^7/(-30*E^5 - 3*E^x + 25*E^5*x^2)^2, x])/8","F",0,0,0,0,-1,"{}"
9157,1,17,0,0.0786726,"\int \frac{150-30 e-225 x}{100 x^3+4 e^2 x^3-200 x^4+100 x^5+e \left(-40 x^3+40 x^4\right)} \, dx","Int[(150 - 30*E - 225*x)/(100*x^3 + 4*E^2*x^3 - 200*x^4 + 100*x^5 + E*(-40*x^3 + 40*x^4)),x]","-\frac{15}{4 (-5 x-e+5) x^2}","\frac{15}{4 x^2 (5 x+e-5)}+4",1,"-15/(4*(5 - E - 5*x)*x^2)","A",6,6,48,0.1250,1,"{6, 1998, 1594, 27, 12, 74}"
9158,0,0,0,0.7073333,"\int \frac{45 x^4-27 x^5+\left(180 x^3-144 x^4+27 x^5\right) \log (-2+x)}{\left(2000-4600 x+3960 x^2-1512 x^3+216 x^4\right) \log ^3(-2+x)} \, dx","Int[(45*x^4 - 27*x^5 + (180*x^3 - 144*x^4 + 27*x^5)*Log[-2 + x])/((2000 - 4600*x + 3960*x^2 - 1512*x^3 + 216*x^4)*Log[-2 + x]^3),x]","\int \frac{45 x^4-27 x^5+\left(180 x^3-144 x^4+27 x^5\right) \log (-2+x)}{\left(2000-4600 x+3960 x^2-1512 x^3+216 x^4\right) \log ^3(-2+x)} \, dx","\frac{x^4}{16 \left(x-\frac{5}{3}\right)^2 \log ^2(x-2)}+15",1,"9/Log[-2 + x]^2 - (2 - x)/(3*Log[-2 + x]^2) - ((2 - x)*x)/(16*Log[-2 + x]^2) + (625*Defer[Int][1/((-5 + 3*x)^2*Log[-2 + x]^3), x])/24 + (375*Defer[Int][1/((-5 + 3*x)*Log[-2 + x]^3), x])/8 - (625*Defer[Int][1/((-5 + 3*x)^3*Log[-2 + x]^2), x])/24 - (125*Defer[Int][1/((-5 + 3*x)^2*Log[-2 + x]^2), x])/12","F",0,0,0,0,-1,"{}"
9159,1,26,0,0.1168599,"\int \frac{-156+52 x+(60-20 x) \log (25)+(-156+60 \log (25)) \log (x)}{-162+108 x-18 x^2+\left(45-30 x+5 x^2\right) \log (25)} \, dx","Int[(-156 + 52*x + (60 - 20*x)*Log[25] + (-156 + 60*Log[25])*Log[x])/(-162 + 108*x - 18*x^2 + (45 - 30*x + 5*x^2)*Log[25]),x]","\frac{4 x (13-5 \log (25)) \log (x)}{(3-x) (18-5 \log (25))}","-\frac{x \left(4+\frac{4}{\log (25)-\frac{18}{5}}\right) \log (x)}{x-3}",1,"(4*x*(13 - 5*Log[25])*Log[x])/((3 - x)*(18 - 5*Log[25]))","A",6,5,48,0.1042,1,"{6688, 12, 6742, 2314, 31}"
9160,1,38,0,0.8815178,"\int \frac{-15-12 x+3 x^2+e^4 \left(-4-2 x^2+10 x^3-2 x^4\right)+\left(-3+e^4 \left(-2 x+2 x^2\right)\right) \log \left(3+e^4 \left(2 x-2 x^2\right)\right)}{-12+12 x-3 x^2+e^4 \left(-8 x+16 x^2-10 x^3+2 x^4\right)} \, dx","Int[(-15 - 12*x + 3*x^2 + E^4*(-4 - 2*x^2 + 10*x^3 - 2*x^4) + (-3 + E^4*(-2*x + 2*x^2))*Log[3 + E^4*(2*x - 2*x^2)])/(-12 + 12*x - 3*x^2 + E^4*(-8*x + 16*x^2 - 10*x^3 + 2*x^4)),x]","\frac{\log \left(-2 e^4 x^2+2 e^4 x+3\right)}{2-x}-x+\frac{9}{2-x}","\frac{\log \left(e^4 \left(2 x-2 x^2\right)+3\right)+9}{2-x}-x",1,"9/(2 - x) - x + Log[3 + 2*E^4*x - 2*E^4*x^2]/(2 - x)","A",18,11,99,0.1111,1,"{6741, 6688, 6728, 1628, 634, 618, 206, 628, 2525, 12, 800}"
9161,0,0,0,36.1413672,"\int \frac{-6 e^{2 x^2-2 x^3+2 \left(x-x^2\right) \log (x)} x^2+e^{x^2-x^3+\left(x-x^2\right) \log (x)} \left(\left(1+5 x+3 x^2-x^3-6 x^4\right) \log \left(\frac{21}{5}\right)+\left(x-4 x^3\right) \log \left(\frac{21}{5}\right) \log (x)\right)}{18 e^{2 x^2-2 x^3+2 \left(x-x^2\right) \log (x)} x^2-12 e^{x^2-x^3+\left(x-x^2\right) \log (x)} x \log \left(\frac{21}{5}\right)+2 \log ^2\left(\frac{21}{5}\right)} \, dx","Int[(-6*E^(2*x^2 - 2*x^3 + 2*(x - x^2)*Log[x])*x^2 + E^(x^2 - x^3 + (x - x^2)*Log[x])*((1 + 5*x + 3*x^2 - x^3 - 6*x^4)*Log[21/5] + (x - 4*x^3)*Log[21/5]*Log[x]))/(18*E^(2*x^2 - 2*x^3 + 2*(x - x^2)*Log[x])*x^2 - 12*E^(x^2 - x^3 + (x - x^2)*Log[x])*x*Log[21/5] + 2*Log[21/5]^2),x]","\int \frac{-6 e^{2 x^2-2 x^3+2 \left(x-x^2\right) \log (x)} x^2+e^{x^2-x^3+\left(x-x^2\right) \log (x)} \left(\left(1+5 x+3 x^2-x^3-6 x^4\right) \log \left(\frac{21}{5}\right)+\left(x-4 x^3\right) \log \left(\frac{21}{5}\right) \log (x)\right)}{18 e^{2 x^2-2 x^3+2 \left(x-x^2\right) \log (x)} x^2-12 e^{x^2-x^3+\left(x-x^2\right) \log (x)} x \log \left(\frac{21}{5}\right)+2 \log ^2\left(\frac{21}{5}\right)} \, dx","\frac{x+\frac{1}{2}}{\frac{\log \left(\frac{21}{5}\right) e^{-\left(\left(x-x^2\right) (x+\log (x))\right)}}{x}-3}",1,"(3*Defer[Int][(E^(2*x^2)*x^(1 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x])/2 + (9*Defer[Int][(E^(2*x^2)*x^(2 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x])/2 + (3*Log[x]*Defer[Int][(E^(2*x^2)*x^(2 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x])/2 + (9*Defer[Int][(E^(2*x^2)*x^(3 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x])/2 - (3*Defer[Int][(E^(2*x^2)*x^(4 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x])/2 - 6*Log[x]*Defer[Int][(E^(2*x^2)*x^(4 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x] - 9*Defer[Int][(E^(2*x^2)*x^(5 + 2*x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5])^2, x] - Defer[Int][(E^x^2*x^x)/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x]/2 - (5*Defer[Int][(E^x^2*x^(1 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x])/2 - (Log[x]*Defer[Int][(E^x^2*x^(1 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x])/2 - (3*Defer[Int][(E^x^2*x^(2 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x])/2 + Defer[Int][(E^x^2*x^(3 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x]/2 + 2*Log[x]*Defer[Int][(E^x^2*x^(3 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x] + 3*Defer[Int][(E^x^2*x^(4 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x] + Defer[Int][Defer[Int][(E^x^2*x^(1 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x]/x, x]/2 - 2*Defer[Int][Defer[Int][(E^x^2*x^(3 + x))/(3*E^x^2*x^(1 + x) - E^x^3*x^x^2*Log[21/5]), x]/x, x] - (3*Defer[Int][Defer[Int][(E^(2*x^2)*x^(2 + 2*x))/(-3*E^x^2*x^(1 + x) + E^x^3*x^x^2*Log[21/5])^2, x]/x, x])/2 + 6*Defer[Int][Defer[Int][(E^(2*x^2)*x^(4 + 2*x))/(-3*E^x^2*x^(1 + x) + E^x^3*x^x^2*Log[21/5])^2, x]/x, x]","F",0,0,0,0,-1,"{}"
9162,1,31,0,0.0201651,"\int e^{-e^4} \left(3 x^2+e^{e^4} \left(6 x-2 x \log (2)+2 x \log ^2(2)\right)\right) \, dx","Int[(3*x^2 + E^E^4*(6*x - 2*x*Log[2] + 2*x*Log[2]^2))/E^E^4,x]","e^{-e^4} x^3+\frac{1}{2} x^2 \left(6+2 \log ^2(2)-\log (4)\right)","x \left(x+x \left(e^{-e^4} x+2+\log ^2(2)-\log (2)\right)\right)",1,"x^3/E^E^4 + (x^2*(6 + 2*Log[2]^2 - Log[4]))/2","A",2,1,36,0.02778,1,"{12}"
9163,1,19,0,0.0755544,"\int \frac{2500 e^{10}-4 x^2}{x^4+e^{20} \left(390625+1250 x+x^2\right)+e^{10} \left(1250 x^2+2 x^3\right)} \, dx","Int[(2500*E^10 - 4*x^2)/(x^4 + E^20*(390625 + 1250*x + x^2) + E^10*(1250*x^2 + 2*x^3)),x]","\frac{4 x}{x^2+e^{10} x+625 e^{10}}","\frac{4}{e^{10} \left(\frac{625}{x}+1\right)+x}",1,"(4*x)/(625*E^10 + E^10*x + x^2)","A",4,4,45,0.08889,1,"{1680, 12, 1814, 8}"
9164,1,24,0,0.2733933,"\int \frac{-10+e^x (5-3 x)+x}{-4 x+2 e^x x} \, dx","Int[(-10 + E^x*(5 - 3*x) + x)/(-4*x + 2*E^x*x),x]","-\frac{x}{4}-\frac{5}{4} \log \left(2-e^x\right)+\frac{5 \log (x)}{2}","-\frac{5}{4} \left(x-\log \left(-\frac{4 x^2}{e^x-2}\right)\right)+x+1",1,"-1/4*x - (5*Log[2 - E^x])/4 + (5*Log[x])/2","A",10,8,25,0.3200,1,"{6741, 12, 6742, 2282, 36, 31, 29, 43}"
9165,0,0,0,51.5570784,"\int \frac{-8+\left(-x-2 x^2\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log ^2\left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)}{16 x \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)+\left(-8 x-8 x^2-8 x^3\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log \left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)+\left(x+2 x^2+3 x^3+2 x^4+x^5\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log ^2\left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)} \, dx","Int[(-8 + (-x - 2*x^2)*Log[(4*x^2 - x^2*Log[3])/2]*Log[Log[(4*x^2 - x^2*Log[3])/2]]^2)/(16*x*Log[(4*x^2 - x^2*Log[3])/2] + (-8*x - 8*x^2 - 8*x^3)*Log[(4*x^2 - x^2*Log[3])/2]*Log[Log[(4*x^2 - x^2*Log[3])/2]] + (x + 2*x^2 + 3*x^3 + 2*x^4 + x^5)*Log[(4*x^2 - x^2*Log[3])/2]*Log[Log[(4*x^2 - x^2*Log[3])/2]]^2),x]","\int \frac{-8+\left(-x-2 x^2\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log ^2\left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)}{16 x \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)+\left(-8 x-8 x^2-8 x^3\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log \left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)+\left(x+2 x^2+3 x^3+2 x^4+x^5\right) \log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right) \log ^2\left(\log \left(\frac{1}{2} \left(4 x^2-x^2 \log (3)\right)\right)\right)} \, dx","\frac{1}{-\frac{4}{\log \left(\log \left(\frac{1}{2} x^2 (4-\log (3))\right)\right)}+x (x+1)+1}",1,"(1 + x + x^2)^(-1) - 16*Defer[Int][1/((1 + x + x^2)^2*(4 - (1 + x + x^2)*Log[Log[-1/2*(x^2*(-4 + Log[3]))]])^2), x] - 32*Defer[Int][x/((1 + x + x^2)^2*(4 - (1 + x + x^2)*Log[Log[-1/2*(x^2*(-4 + Log[3]))]])^2), x] - 8*Defer[Int][1/(x*Log[-1/2*(x^2*(-4 + Log[3]))]*(4 - (1 + x + x^2)*Log[Log[-1/2*(x^2*(-4 + Log[3]))]])^2), x] - 8*Defer[Int][1/((1 + x + x^2)^2*(-4 + (1 + x + x^2)*Log[Log[-1/2*(x^2*(-4 + Log[3]))]])), x] - 16*Defer[Int][x/((1 + x + x^2)^2*(-4 + (1 + x + x^2)*Log[Log[-1/2*(x^2*(-4 + Log[3]))]])), x]","F",0,0,0,0,-1,"{}"
9166,1,23,0,0.0713136,"\int \frac{-1-x^2-2 x^3}{x+e^5 x^2-x^3-x^4} \, dx","Int[(-1 - x^2 - 2*x^3)/(x + E^5*x^2 - x^3 - x^4),x]","\log \left(-x^3-x^2+e^5 x+1\right)-\log (x)","\log \left(x^2+x-\frac{1}{x}-e^5\right)-4",1,"-Log[x] + Log[1 + E^5*x - x^2 - x^3]","A",3,2,34,0.05882,1,"{2074, 1587}"
9167,0,0,0,12.6205149,"\int \frac{1+75 x^2+5 x^3-5 x^4+e^x \left(15 x^2+6 x^3-2 x^4\right)+\left(-75 x^2+20 x^3+e^x \left(-15 x^2-x^3+x^4\right)\right) \log \left(\frac{e^x}{2}\right)}{1+50 x^3-10 x^4+625 x^6-250 x^7+25 x^8+e^{2 x} \left(25 x^6-10 x^7+x^8\right)+e^x \left(10 x^3-2 x^4+250 x^6-100 x^7+10 x^8\right)} \, dx","Int[(1 + 75*x^2 + 5*x^3 - 5*x^4 + E^x*(15*x^2 + 6*x^3 - 2*x^4) + (-75*x^2 + 20*x^3 + E^x*(-15*x^2 - x^3 + x^4))*Log[E^x/2])/(1 + 50*x^3 - 10*x^4 + 625*x^6 - 250*x^7 + 25*x^8 + E^(2*x)*(25*x^6 - 10*x^7 + x^8) + E^x*(10*x^3 - 2*x^4 + 250*x^6 - 100*x^7 + 10*x^8)),x]","\int \frac{1+75 x^2+5 x^3-5 x^4+e^x \left(15 x^2+6 x^3-2 x^4\right)+\left(-75 x^2+20 x^3+e^x \left(-15 x^2-x^3+x^4\right)\right) \log \left(\frac{e^x}{2}\right)}{1+50 x^3-10 x^4+625 x^6-250 x^7+25 x^8+e^{2 x} \left(25 x^6-10 x^7+x^8\right)+e^x \left(10 x^3-2 x^4+250 x^6-100 x^7+10 x^8\right)} \, dx","\frac{x \log \left(\frac{e^x}{2}\right)-x}{x \left(\left(e^x+5\right) (5-x) x^3+1\right)}",1,"-((1 + Log[2])*Defer[Int][(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^(-2), x]) + Log[E^x]*Defer[Int][(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^(-2), x] - (1 + Log[2])*Defer[Int][1/((-5 + x)*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2), x] + Log[E^x]*Defer[Int][1/((-5 + x)*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2), x] - (3 + Log[8])*Defer[Int][1/(x*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2), x] + 3*Log[E^x]*Defer[Int][1/(x*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2), x] - 25*Defer[Int][x^3/(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2, x] + 25*Log[E^x/2]*Defer[Int][x^3/(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2, x] + 5*Defer[Int][x^4/(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2, x] - 5*Log[E^x/2]*Defer[Int][x^4/(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^2, x] - 2*Defer[Int][(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^(-1), x] + Log[E^x/2]*Defer[Int][(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)^(-1), x] - Defer[Int][1/((-5 + x)*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)), x] + Log[E^x/2]*Defer[Int][1/((-5 + x)*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)), x] - 3*Defer[Int][1/(x*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)), x] + 3*Log[E^x/2]*Defer[Int][1/(x*(-1 - 25*x^3 - 5*E^x*x^3 + 5*x^4 + E^x*x^4)), x] - Defer[Int][Defer[Int][(1 + 5*(5 + E^x)*x^3 - (5 + E^x)*x^4)^(-2), x], x] - Defer[Int][Defer[Int][1/((-5 + x)*(1 + 5*(5 + E^x)*x^3 - (5 + E^x)*x^4)^2), x], x] - 3*Defer[Int][Defer[Int][1/(x*(1 + 5*(5 + E^x)*x^3 - (5 + E^x)*x^4)^2), x], x] - 25*Defer[Int][Defer[Int][x^3/(1 + 5*(5 + E^x)*x^3 - (5 + E^x)*x^4)^2, x], x] + 5*Defer[Int][Defer[Int][x^4/(1 + 5*(5 + E^x)*x^3 - (5 + E^x)*x^4)^2, x], x] - Defer[Int][Defer[Int][(-1 - 5*(5 + E^x)*x^3 + (5 + E^x)*x^4)^(-1), x], x] - Defer[Int][Defer[Int][1/((-5 + x)*(-1 - 5*(5 + E^x)*x^3 + (5 + E^x)*x^4)), x], x] - 3*Defer[Int][Defer[Int][1/(x*(-1 - 5*(5 + E^x)*x^3 + (5 + E^x)*x^4)), x], x]","F",0,0,0,0,-1,"{}"
9168,0,0,0,1.7867601,"\int \exp \left(e^{e^x}+e^{e^{e^{e^x}-5 x+6 x^2}}+e^{e^{e^x}-5 x+6 x^2}-5 x+6 x^2\right) \left(-5+e^{e^x+x}+12 x\right) \, dx","Int[E^(E^E^x + E^E^(E^E^x - 5*x + 6*x^2) + E^(E^E^x - 5*x + 6*x^2) - 5*x + 6*x^2)*(-5 + E^(E^x + x) + 12*x),x]","\int \exp \left(e^{e^x}+e^{e^{e^{e^x}-5 x+6 x^2}}+e^{e^{e^x}-5 x+6 x^2}-5 x+6 x^2\right) \left(-5+e^{e^x+x}+12 x\right) \, dx","e^{e^{e^{x^2+5 \left(x^2-x\right)+e^{e^x}}}}",1,"-5*Defer[Int][E^(E^E^x + E^E^(E^E^x - 5*x + 6*x^2) + E^(E^E^x - 5*x + 6*x^2) - 5*x + 6*x^2), x] + Defer[Int][E^(E^E^x + E^E^(E^E^x - 5*x + 6*x^2) + E^x + E^(E^E^x - 5*x + 6*x^2) - 4*x + 6*x^2), x] + 12*Defer[Int][E^(E^E^x + E^E^(E^E^x - 5*x + 6*x^2) + E^(E^E^x - 5*x + 6*x^2) - 5*x + 6*x^2)*x, x]","F",0,0,0,0,-1,"{}"
9169,1,62,0,0.0502238,"\int e^{5+6 x^3} \left(-1-18 x^3\right) \, dx","Int[E^(5 + 6*x^3)*(-1 - 18*x^3),x]","\frac{e^5 x \Gamma \left(\frac{1}{3},-6 x^3\right)}{3 \sqrt[3]{6} \sqrt[3]{-x^3}}+\frac{e^5 x^4 \Gamma \left(\frac{4}{3},-6 x^3\right)}{\sqrt[3]{6} \left(-x^3\right)^{4/3}}","-e^{6 x^3+5} x",1,"(E^5*x*Gamma[1/3, -6*x^3])/(3*6^(1/3)*(-x^3)^(1/3)) + (E^5*x^4*Gamma[4/3, -6*x^3])/(6^(1/3)*(-x^3)^(4/3))","C",4,3,17,0.1765,1,"{2226, 2208, 2218}"
9170,1,25,0,0.1141652,"\int \frac{e^3 \left(4+8 \log \left(2+e^5\right)+4 \log ^2\left(2+e^5\right)\right)}{\left(\frac{e^9}{x^5}-\frac{3 e^6}{x^3}+\frac{3 e^3}{x}-x\right) x^2} \, dx","Int[(E^3*(4 + 8*Log[2 + E^5] + 4*Log[2 + E^5]^2))/((E^9/x^5 - (3*E^6)/x^3 + (3*E^3)/x - x)*x^2),x]","\frac{x^4 \left(1+\log \left(2+e^5\right)\right)^2}{\left(e^3-x^2\right)^2}","\frac{\left(1+\log \left(2+e^5\right)\right)^2}{\left(\frac{e^3}{x^2}-1\right)^2}+2",1,"(x^4*(1 + Log[2 + E^5])^2)/(E^3 - x^2)^2","A",3,3,56,0.05357,1,"{12, 6688, 264}"
9171,1,27,0,0.225951,"\int \frac{x-x^3+\left(-2 x+4 x^3\right) \log (x)+2 x \log ^2(x)+20 \log ^2(x) \log (\log (2))}{\log ^2(x)} \, dx","Int[(x - x^3 + (-2*x + 4*x^3)*Log[x] + 2*x*Log[x]^2 + 20*Log[x]^2*Log[Log[2]])/Log[x]^2,x]","\frac{x^4}{\log (x)}-\frac{x^2}{\log (x)}+(x+10 \log (\log (2)))^2","\frac{x \left(x^3-x\right)}{\log (x)}+(x+10 \log (\log (2)))^2",1,"-(x^2/Log[x]) + x^4/Log[x] + (x + 10*Log[Log[2]])^2","A",16,5,40,0.1250,1,"{6742, 2353, 2306, 2309, 2178}"
9172,1,24,0,0.1988568,"\int \frac{\log \left(5 e^{-2 x^3-5 x^2 \log \left(\log \left(12 x^2\right)\right)}\right) \left(-20 x-12 x^2 \log \left(12 x^2\right)-20 x \log \left(12 x^2\right) \log \left(\log \left(12 x^2\right)\right)\right)}{\log \left(12 x^2\right)} \, dx","Int[(Log[5*E^(-2*x^3 - 5*x^2*Log[Log[12*x^2]])]*(-20*x - 12*x^2*Log[12*x^2] - 20*x*Log[12*x^2]*Log[Log[12*x^2]]))/Log[12*x^2],x]","\log ^2\left(5 e^{-2 x^3} \log ^{-5 x^2}\left(12 x^2\right)\right)","\log ^2\left(5 e^{-x^2 \left(5 \log \left(\log \left(12 x^2\right)\right)+2 x\right)}\right)",1,"Log[5/(E^(2*x^3)*Log[12*x^2]^(5*x^2))]^2","A",1,7,63,0.1111,1,"{6688, 12, 14, 2307, 2298, 2522, 6686}"
9173,1,6,0,0.0020939,"\int \frac{1+3 x}{x} \, dx","Int[(1 + 3*x)/x,x]","3 x+\log (x)","3 x+\log (x)+\frac{13}{4}",1,"3*x + Log[x]","A",2,1,9,0.1111,1,"{43}"
9174,0,0,0,0.3770141,"\int e^{-16+e^{-16-4 x^2} (-1+x)-4 x^2} \left(-1-8 x+8 x^2\right) \, dx","Int[E^(-16 + E^(-16 - 4*x^2)*(-1 + x) - 4*x^2)*(-1 - 8*x + 8*x^2),x]","\int e^{-16+e^{-16-4 x^2} (-1+x)-4 x^2} \left(-1-8 x+8 x^2\right) \, dx","4-e^{e^{-4 x^2-16} (x-1)}",1,"-Defer[Int][E^(-16 + E^(-16 - 4*x^2)*(-1 + x) - 4*x^2), x] - 8*Defer[Int][E^(-16 + E^(-16 - 4*x^2)*(-1 + x) - 4*x^2)*x, x] + 8*Defer[Int][E^(-16 + E^(-16 - 4*x^2)*(-1 + x) - 4*x^2)*x^2, x]","F",0,0,0,0,-1,"{}"
9175,1,15,0,0.1400948,"\int \frac{1+2 x^3+3 x^3 \log (x)}{x^4+\left(x+x^4\right) \log (x)+x \log ^2(x)} \, dx","Int[(1 + 2*x^3 + 3*x^3*Log[x])/(x^4 + (x + x^4)*Log[x] + x*Log[x]^2),x]","\log \left(x^3+\log (x)\right)-\log (\log (x)+1)","\log \left(x^3+\log (x)\right)-\log (3 (\log (x)+1))",1,"-Log[1 + Log[x]] + Log[x^3 + Log[x]]","A",5,4,35,0.1143,1,"{6742, 2302, 29, 6684}"
9176,0,0,0,0.8964795,"\int \frac{6+4^{4 x+x^2} (-48-24 x) \log (4)}{484+4^{1+8 x+2 x^2}+4^{4 x+x^2} (88-4 x)-44 x+x^2} \, dx","Int[(6 + 4^(4*x + x^2)*(-48 - 24*x)*Log[4])/(484 + 4^(1 + 8*x + 2*x^2) + 4^(4*x + x^2)*(88 - 4*x) - 44*x + x^2),x]","\int \frac{6+4^{4 x+x^2} (-48-24 x) \log (4)}{484+4^{1+8 x+2 x^2}+4^{4 x+x^2} (88-4 x)-44 x+x^2} \, dx","\frac{3}{-\frac{x}{2}+4^{x (x+4)}+11}",1,"6*(1 + 88*Log[4])*Defer[Int][(22 + 2^(1 + 8*x + 2*x^2) - x)^(-2), x] - 24*Log[4]*Defer[Int][(22 + 2^(1 + 8*x + 2*x^2) - x)^(-1), x] + 240*Log[4]*Defer[Int][x/(22 + 2^(1 + 8*x + 2*x^2) - x)^2, x] - 12*Log[4]*Defer[Int][x/(22 + 2^(1 + 8*x + 2*x^2) - x), x] - 12*Log[4]*Defer[Int][x^2/(22 + 2^(1 + 8*x + 2*x^2) - x)^2, x]","F",0,0,0,0,-1,"{}"
9177,1,13,0,0.3073152,"\int \frac{e^{-2+\frac{16}{x^2 \log ^2(x)}} (-32-32 \log (x))}{x^3 \log ^3(x)} \, dx","Int[(E^(-2 + 16/(x^2*Log[x]^2))*(-32 - 32*Log[x]))/(x^3*Log[x]^3),x]","e^{\frac{16}{x^2 \log ^2(x)}-2}","e^{\frac{16}{x^2 \log ^2(x)}-2}",1,"E^(-2 + 16/(x^2*Log[x]^2))","A",1,1,27,0.03704,1,"{6706}"
9178,1,53,0,0.135727,"\int \frac{30 x^2-20 x^5-3 x^6+e^x \left(3 x^2-3 x^3-2 x^5-x^6\right)+\left(48 x-8 x^4\right) \log (2)+9 \log ^2(2)}{x^4} \, dx","Int[(30*x^2 - 20*x^5 - 3*x^6 + E^x*(3*x^2 - 3*x^3 - 2*x^5 - x^6) + (48*x - 8*x^4)*Log[2] + 9*Log[2]^2)/x^4,x]","-x^3-\frac{3 \log ^2(2)}{x^3}-e^x x^2-10 x^2-\frac{24 \log (2)}{x^2}-\frac{3 e^x}{x}-\frac{30}{x}-8 x \log (2)","\left(x^2+\frac{3}{x}\right) \left(-e^x-x-\left(\frac{x-\log (2)}{x}-5\right)^2+6\right)",1,"-30/x - (3*E^x)/x - 10*x^2 - E^x*x^2 - x^3 - (24*Log[2])/x^2 - 8*x*Log[2] - (3*Log[2]^2)/x^3","A",14,6,63,0.09524,1,"{14, 2199, 2177, 2178, 2176, 2194}"
9179,1,22,0,0.0105385,"\int \frac{-6 x+2 x \log (3)}{e^4+e^{e^5}} \, dx","Int[(-6*x + 2*x*Log[3])/(E^4 + E^E^5),x]","-\frac{x^2 (3-\log (3))}{e^4+e^{e^5}}","\frac{\left(x^2-\frac{1}{e^3}\right) (\log (3)-3)}{e^4+e^{e^5}}",1,"-((x^2*(3 - Log[3]))/(E^4 + E^E^5))","A",3,3,21,0.1429,1,"{6, 12, 30}"
9180,1,9,0,0.0072421,"\int e^{x^2} x \, dx","Int[E^x^2*x,x]","\frac{e^{x^2}}{2}","\frac{e^{x^2}}{2}-\log (e-1)",1,"E^x^2/2","A",1,1,7,0.1429,1,"{2209}"
9181,0,0,0,72.0544982,"\int \frac{\exp \left(\frac{-36+36 e x-x^4-x^3 \log \left(e^e-x\right)}{-x^2+e x^3}\right) \left(72 x+72 e^2 x^3-x^4-2 x^5+e \left(-144 x^2+x^5+x^6\right)+e^e \left(-72-72 e^2 x^2+2 x^4+e \left(144 x-x^5\right)\right)+\left(e^e x^3-x^4\right) \log \left(e^e-x\right)\right)}{-x^4+2 e x^5-e^2 x^6+e^e \left(x^3-2 e x^4+e^2 x^5\right)} \, dx","Int[(E^((-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(-x^2 + E*x^3))*(72*x + 72*E^2*x^3 - x^4 - 2*x^5 + E*(-144*x^2 + x^5 + x^6) + E^E*(-72 - 72*E^2*x^2 + 2*x^4 + E*(144*x - x^5)) + (E^E*x^3 - x^4)*Log[E^E - x]))/(-x^4 + 2*E*x^5 - E^2*x^6 + E^E*(x^3 - 2*E*x^4 + E^2*x^5)),x]","\int \frac{\exp \left(\frac{-36+36 e x-x^4-x^3 \log \left(e^e-x\right)}{-x^2+e x^3}\right) \left(72 x+72 e^2 x^3-x^4-2 x^5+e \left(-144 x^2+x^5+x^6\right)+e^e \left(-72-72 e^2 x^2+2 x^4+e \left(144 x-x^5\right)\right)+\left(e^e x^3-x^4\right) \log \left(e^e-x\right)\right)}{-x^4+2 e x^5-e^2 x^6+e^e \left(x^3-2 e x^4+e^2 x^5\right)} \, dx","e^{\frac{36}{x^2}-\frac{x \left(x+\log \left(e^e-x\right)\right)}{e x-1}}",1,"-Defer[Int][E^(-1 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x))), x] + (72*Defer[Int][E^(2 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x])/(1 - E^(1 + E))^2 + (72*Defer[Int][E^(-2*E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x])/(1 - E^(1 + E))^2 - ((72 - 2*E^(4*E) - 144*E^(1 + E) + 72*E^(2 + 2*E) + E^(1 + 5*E))*Defer[Int][E^(-2*E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x])/(1 - E^(1 + E))^2 - ((144 - E^(3*E) - E^(4*E))*Defer[Int][E^(1 - E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x])/(1 - E^(1 + E))^2 - Defer[Int][E^(E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x]/(1 - E^(1 + E))^2 - (2*Defer[Int][E^(2*E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(E^E - x), x])/(1 - E^(1 + E))^2 - 72*Defer[Int][E^((-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/x^3, x] - 72*Defer[Int][E^(-2*E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/x, x] + 72*(1 + 2*E^(1 + E))*Defer[Int][E^(-2*E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/x, x] - 144*Defer[Int][E^(1 - E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/x, x] + Defer[Int][E^((-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x)^2, x]/(1 - E^(1 + E)) + (2*Defer[Int][E^(-1 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x)^2, x])/(1 - E^(1 + E)) - ((1 + E - 144*E^4)*Defer[Int][E^(-1 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x)^2, x])/(1 - E^(1 + E)) - (144*Defer[Int][E^(3 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x)^2, x])/(1 - E^(1 + E)) - Defer[Int][E^(E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x)^2, x]/(1 - E^(1 + E)) + (2*(1 - 2*E^(1 + E))*Defer[Int][E^(-1 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x])/(1 - E^(1 + E))^2 - ((2 + E + 288*E^4 - 3*E^(1 + E) - 2*E^(2 + E) - 144*E^(5 + E))*Defer[Int][E^(-1 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x])/(1 - E^(1 + E))^2 + (72*Defer[Int][E^(3 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x])/(1 - E^(1 + E))^2 + (72*(3 - 2*E^(1 + E))*Defer[Int][E^(3 + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x])/(1 - E^(1 + E))^2 + Defer[Int][E^(E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x]/(1 - E^(1 + E))^2 - Defer[Int][E^(1 + E + (-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))/(-1 + E*x), x]/(1 - E^(1 + E))^2 + Defer[Int][(E^((-36 + 36*E*x - x^4 - x^3*Log[E^E - x])/(x^2*(-1 + E*x)))*Log[E^E - x])/(-1 + E*x)^2, x]","F",0,0,0,0,-1,"{}"
9182,0,0,0,1.2503363,"\int \frac{e^x \left(-9 x^3-3 x^4\right)+\left(-3 x^4+e^x \left(36 x^3+21 x^4+3 x^5\right)\right) \log (x)+\left(18 x^2+6 x^3\right) \log ^2(x)+\left(9 x^3+3 x^4+\left(-36 x^3-12 x^4\right) \log (x)\right) \log (3+x)}{(3+x) \log ^2(x)} \, dx","Int[(E^x*(-9*x^3 - 3*x^4) + (-3*x^4 + E^x*(36*x^3 + 21*x^4 + 3*x^5))*Log[x] + (18*x^2 + 6*x^3)*Log[x]^2 + (9*x^3 + 3*x^4 + (-36*x^3 - 12*x^4)*Log[x])*Log[3 + x])/((3 + x)*Log[x]^2),x]","\int \frac{e^x \left(-9 x^3-3 x^4\right)+\left(-3 x^4+e^x \left(36 x^3+21 x^4+3 x^5\right)\right) \log (x)+\left(18 x^2+6 x^3\right) \log ^2(x)+\left(9 x^3+3 x^4+\left(-36 x^3-12 x^4\right) \log (x)\right) \log (3+x)}{(3+x) \log ^2(x)} \, dx","x^3 \left(\frac{3 x \left(e^x-\log (x+3)\right)}{\log (x)}+2\right)",1,"2*x^3 + (3*E^x*x^4)/Log[x] - 3*Defer[Int][x^4/((3 + x)*Log[x]), x] + 3*Defer[Int][(x^3*Log[3 + x])/Log[x]^2, x] - 12*Defer[Int][(x^3*Log[3 + x])/Log[x], x]","F",0,0,0,0,-1,"{}"
9183,1,59,0,0.2398024,"\int \frac{-80-800 x-3320 x^2-7400 x^3-9605 x^4-7360 x^5-3320 x^6-800 x^7-80 x^8+\left(400+3200 x+9960 x^2+14800 x^3+9605 x^4-3320 x^6-1600 x^7-240 x^8\right) \log (x)}{x^6} \, dx","Int[(-80 - 800*x - 3320*x^2 - 7400*x^3 - 9605*x^4 - 7360*x^5 - 3320*x^6 - 800*x^7 - 80*x^8 + (400 + 3200*x + 9960*x^2 + 14800*x^3 + 9605*x^4 - 3320*x^6 - 1600*x^7 - 240*x^8)*Log[x])/x^6,x]","-\frac{80 \log (x)}{x^5}-\frac{800 \log (x)}{x^4}-80 x^3 \log (x)-\frac{3320 \log (x)}{x^3}-800 x^2 \log (x)-\frac{7400 \log (x)}{x^2}-3320 x \log (x)-7360 \log (x)-\frac{9605 \log (x)}{x}","5 \left(9-\frac{\left(2 \left(x+\frac{1}{x}\right)+5\right)^4+x}{x}\right) \log (x)",1,"-7360*Log[x] - (80*Log[x])/x^5 - (800*Log[x])/x^4 - (3320*Log[x])/x^3 - (7400*Log[x])/x^2 - (9605*Log[x])/x - 3320*x*Log[x] - 800*x^2*Log[x] - 80*x^3*Log[x]","B",14,4,82,0.04878,1,"{14, 2357, 2295, 2304}"
9184,0,0,0,1.5405336,"\int \frac{e^{-2 x^2} \left(4-2 x+\left(-2-x+8 x^2-4 x^3\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right)}{\left(-32+48 x-24 x^2+4 x^3\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","Int[(4 - 2*x + (-2 - x + 8*x^2 - 4*x^3)*Log[x^2]*Log[Log[x^2]])/(E^(2*x^2)*(-32 + 48*x - 24*x^2 + 4*x^3)*Log[x^2]*Log[Log[x^2]]^2),x]","\int \frac{e^{-2 x^2} \left(4-2 x+\left(-2-x+8 x^2-4 x^3\right) \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)\right)}{\left(-32+48 x-24 x^2+4 x^3\right) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)} \, dx","\frac{e^{-2 x^2} x}{4 (2-x)^2 \log \left(\log \left(x^2\right)\right)}",1,"-1/2*Defer[Int][1/(E^(2*x^2)*(-2 + x)^2*Log[x^2]*Log[Log[x^2]]^2), x] - Defer[Int][1/(E^(2*x^2)*Log[Log[x^2]]), x] - Defer[Int][1/(E^(2*x^2)*(-2 + x)^3*Log[Log[x^2]]), x] - (17*Defer[Int][1/(E^(2*x^2)*(-2 + x)^2*Log[Log[x^2]]), x])/4 - 4*Defer[Int][1/(E^(2*x^2)*(-2 + x)*Log[Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
9185,1,31,0,0.1477792,"\int \frac{-46-117 x-72 x^2-2 x^3+\left(-46-46 x-x^2\right) \log (x)}{529+46 x+x^2} \, dx","Int[(-46 - 117*x - 72*x^2 - 2*x^3 + (-46 - 46*x - x^2)*Log[x])/(529 + 46*x + x^2),x]","-x^2+21 x+\frac{11109}{x+23}+\frac{21 x \log (x)}{x+23}-x \log (x)","3-\frac{x (x+2) (x+\log (x))}{x+23}",1,"21*x - x^2 + 11109/(23 + x) - x*Log[x] + (21*x*Log[x])/(23 + x)","A",14,7,39,0.1795,1,"{27, 6742, 43, 2357, 2295, 2314, 31}"
9186,1,29,0,0.0139341,"\int \frac{10+5 e^{4-x} x^2}{4 x^2+e^2 x^2} \, dx","Int[(10 + 5*E^(4 - x)*x^2)/(4*x^2 + E^2*x^2),x]","-\frac{5 e^{4-x}}{4+e^2}-\frac{10}{\left(4+e^2\right) x}","4-\frac{5 \left(e^{4-x}+\frac{2}{x}+7+\log (4)\right)}{4+e^2}",1,"(-5*E^(4 - x))/(4 + E^2) - 10/((4 + E^2)*x)","A",5,4,30,0.1333,1,"{6, 12, 14, 2194}"
9187,0,0,0,1.406913,"\int \frac{4 \log (5)+e^x (16-16 x) \log ^2(5)+\left(1088+64 x^2\right) \log ^2(5)}{1+\left(544-8 x-32 x^2\right) \log (5)+16 e^{2 x} \log ^2(5)+\left(73984-2176 x-8688 x^2+128 x^3+256 x^4\right) \log ^2(5)+e^x \left(8 \log (5)+\left(2176-32 x-128 x^2\right) \log ^2(5)\right)} \, dx","Int[(4*Log[5] + E^x*(16 - 16*x)*Log[5]^2 + (1088 + 64*x^2)*Log[5]^2)/(1 + (544 - 8*x - 32*x^2)*Log[5] + 16*E^(2*x)*Log[5]^2 + (73984 - 2176*x - 8688*x^2 + 128*x^3 + 256*x^4)*Log[5]^2 + E^x*(8*Log[5] + (2176 - 32*x - 128*x^2)*Log[5]^2)),x]","\int \frac{4 \log (5)+e^x (16-16 x) \log ^2(5)+\left(1088+64 x^2\right) \log ^2(5)}{1+\left(544-8 x-32 x^2\right) \log (5)+16 e^{2 x} \log ^2(5)+\left(73984-2176 x-8688 x^2+128 x^3+256 x^4\right) \log ^2(5)+e^x \left(8 \log (5)+\left(2176-32 x-128 x^2\right) \log ^2(5)\right)} \, dx","\frac{x}{4 \left(16-x^2\right)-x+e^x+4+\frac{1}{4 \log (5)}}",1,"4*Log[5]*Defer[Int][(1 + 272*Log[5] + 4*E^x*Log[5] - 4*x*Log[5] - 16*x^2*Log[5])^(-1), x] + 4*Log[5]*(1 + 276*Log[5])*Defer[Int][x/(-1 - 272*Log[5] - 4*E^x*Log[5] + 4*x*Log[5] + 16*x^2*Log[5])^2, x] + 112*Log[5]^2*Defer[Int][x^2/(-1 - 272*Log[5] - 4*E^x*Log[5] + 4*x*Log[5] + 16*x^2*Log[5])^2, x] - 64*Log[5]^2*Defer[Int][x^3/(-1 - 272*Log[5] - 4*E^x*Log[5] + 4*x*Log[5] + 16*x^2*Log[5])^2, x] + 4*Log[5]*Defer[Int][x/(-1 - 272*Log[5] - 4*E^x*Log[5] + 4*x*Log[5] + 16*x^2*Log[5]), x]","F",0,0,0,0,-1,"{}"
9188,1,67,0,0.2042612,"\int \frac{16 x^2+32 x^3+24 x^4+\left(32 x^2+32 x^3\right) \log (4)+\left(-16+8 x^2\right) \log ^2(4)+e^x \left(8 x^2+8 x^3+16 x^2 \log (4)+(-8+8 x) \log ^2(4)\right)}{x^2} \, dx","Int[(16*x^2 + 32*x^3 + 24*x^4 + (32*x^2 + 32*x^3)*Log[4] + (-16 + 8*x^2)*Log[4]^2 + E^x*(8*x^2 + 8*x^3 + 16*x^2*Log[4] + (-8 + 8*x)*Log[4]^2))/x^2,x]","8 x^3+16 x^2 (1+\log (4))+8 e^x x-8 e^x+8 x \left(2+\log ^2(4)+\log (256)\right)+\frac{8 e^x \log ^2(4)}{x}+\frac{16 \log ^2(4)}{x}+8 e^x (1+\log (16))","8 \left(x+\frac{2 (x+1)+e^x}{x}\right) (x+\log (4))^2",1,"-8*E^x + 8*E^x*x + 8*x^3 + (16*Log[4]^2)/x + (8*E^x*Log[4]^2)/x + 16*x^2*(1 + Log[4]) + 8*E^x*(1 + Log[16]) + 8*x*(2 + Log[4]^2 + Log[256])","B",12,6,78,0.07692,1,"{14, 2199, 2176, 2194, 2177, 2178}"
9189,1,16,0,0.1544558,"\int -\frac{40 e^{e^{\frac{5}{4 \log ^2\left(x^2\right)}}+\frac{5}{4 \log ^2\left(x^2\right)}}}{x \log ^3\left(x^2\right)} \, dx","Int[(-40*E^(E^(5/(4*Log[x^2]^2)) + 5/(4*Log[x^2]^2)))/(x*Log[x^2]^3),x]","8 e^{e^{\frac{5}{4 \log ^2\left(x^2\right)}}}","8 e^{e^{\frac{5}{4 \log ^2\left(x^2\right)}}}",1,"8*E^E^(5/(4*Log[x^2]^2))","A",5,4,36,0.1111,1,"{12, 6715, 2282, 2194}"
9190,1,48,0,0.118254,"\int \frac{e^{33-3 e^5+3 e^x+96 x^2} \left(1+\left(3 e^x x+192 x^2\right) \log (x)\right)}{x} \, dx","Int[(E^(33 - 3*E^5 + 3*E^x + 96*x^2)*(1 + (3*E^x*x + 192*x^2)*Log[x]))/x,x]","\frac{e^{96 x^2+3 e^x+3 \left(11-e^5\right)} \left(64 x^2+e^x x\right) \log (x)}{x \left(64 x+e^x\right)}","e^{3 \left(32 x^2+e^x-e^5+11\right)} \log (x)",1,"(E^(3*E^x + 3*(11 - E^5) + 96*x^2)*(E^x*x + 64*x^2)*Log[x])/(x*(E^x + 64*x))","B",1,1,40,0.02500,1,"{2288}"
9191,0,0,0,2.7184042,"\int \frac{4+e^4+x+\left(1+e^9 \left(-4-e^4-x\right)\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)}{e^9 \left(-4 x-e^4 x-x^2\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)+\left(4+e^4+x\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right) \log \left(\left(4+e^4+x\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)\right)} \, dx","Int[(4 + E^4 + x + (1 + E^9*(-4 - E^4 - x))*Log[E^x/4]*Log[Log[E^x/4]])/(E^9*(-4*x - E^4*x - x^2)*Log[E^x/4]*Log[Log[E^x/4]] + (4 + E^4 + x)*Log[E^x/4]*Log[Log[E^x/4]]*Log[(4 + E^4 + x)*Log[Log[E^x/4]]]),x]","\int \frac{4+e^4+x+\left(1+e^9 \left(-4-e^4-x\right)\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)}{e^9 \left(-4 x-e^4 x-x^2\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)+\left(4+e^4+x\right) \log \left(\frac{e^x}{4}\right) \log \left(\log \left(\frac{e^x}{4}\right)\right) \log \left(\left(4+e^4+x\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)\right)} \, dx","\log \left(\log \left(\left(x+e^4+4\right) \log \left(\log \left(\frac{e^x}{4}\right)\right)\right)-e^9 x\right)+5",1,"E^9*Defer[Int][(E^9*x - Log[(4 + E^4 + x)*Log[Log[E^x/4]]])^(-1), x] - E^9*(4 + E^4)*Defer[Int][1/((4 + E^4 + x)*(E^9*x - Log[(4 + E^4 + x)*Log[Log[E^x/4]]])), x] - (1 - 4*E^9 - E^13)*Defer[Int][1/((4 + E^4 + x)*(E^9*x - Log[(4 + E^4 + x)*Log[Log[E^x/4]]])), x] - Defer[Int][1/(Log[E^x/4]*Log[Log[E^x/4]]*(E^9*x - Log[(4 + E^4 + x)*Log[Log[E^x/4]]])), x]","F",0,0,0,0,-1,"{}"
9192,1,40,0,0.0386354,"\int \left(16+3 x+6 x^2+x^3+\left(-2 x-3 x^2\right) \log \left(e^{-x} x\right)\right) \, dx","Int[16 + 3*x + 6*x^2 + x^3 + (-2*x - 3*x^2)*Log[x/E^x],x]","2 x^3+x^3 \left(-\log \left(e^{-x} x\right)\right)+2 x^2-x^2 \log \left(e^{-x} x\right)+16 x","4 x \left(\left(\frac{x}{4}+\frac{1}{4}\right) x \left(2-\log \left(e^{-x} x\right)\right)+4\right)",1,"16*x + 2*x^2 + 2*x^3 - x^2*Log[x/E^x] - x^3*Log[x/E^x]","A",5,4,31,0.1290,1,"{1593, 43, 2554, 14}"
9193,1,40,0,0.5391796,"\int \frac{e^{-e^x} \left(-4 \log \left(\frac{7}{2}\right)-4 e^x x \log \left(\frac{7}{2}\right)+e^{4 x} \left(16 \log \left(\frac{7}{2}\right)+4 e^x \log \left(\frac{7}{2}\right)\right)\right)}{e^{8 x}-2 e^{4 x} x+x^2} \, dx","Int[(-4*Log[7/2] - 4*E^x*x*Log[7/2] + E^(4*x)*(16*Log[7/2] + 4*E^x*Log[7/2]))/(E^E^x*(E^(8*x) - 2*E^(4*x)*x + x^2)),x]","-\frac{4 e^{-x-e^x} \left(e^{5 x}-e^x x\right) \log \left(\frac{7}{2}\right)}{\left(e^{4 x}-x\right)^2}","\frac{4 e^{-e^x} \log \left(\frac{7}{2}\right)}{x-e^{4 x}}",1,"(-4*E^(-E^x - x)*(E^(5*x) - E^x*x)*Log[7/2])/(E^(4*x) - x)^2","A",3,3,66,0.04545,1,"{6688, 12, 2288}"
9194,0,0,0,2.9032346,"\int \frac{e^{3 x} \left(2500 x^3-4375 x^4\right)+e^{1+x} \left(2500 x^3+625 x^4\right)}{16 e^5+16 e^{10 x}+80 e^{4+2 x}+160 e^{3+4 x}+160 e^{2+6 x}+80 e^{1+8 x}} \, dx","Int[(E^(3*x)*(2500*x^3 - 4375*x^4) + E^(1 + x)*(2500*x^3 + 625*x^4))/(16*E^5 + 16*E^(10*x) + 80*E^(4 + 2*x) + 160*E^(3 + 4*x) + 160*E^(2 + 6*x) + 80*E^(1 + 8*x)),x]","\int \frac{e^{3 x} \left(2500 x^3-4375 x^4\right)+e^{1+x} \left(2500 x^3+625 x^4\right)}{16 e^5+16 e^{10 x}+80 e^{4+2 x}+160 e^{3+4 x}+160 e^{2+6 x}+80 e^{1+8 x}} \, dx","\frac{625 e^x x^4}{16 \left(e^{2 x}+e\right)^4}+e^{e^4}",1,"(625*E^(-1 + x)*x^3)/(24*(E + E^(2*x))^3) + (3125*E^(-2 + x)*x^3)/(96*(E + E^(2*x))^2) + (3125*E^(-3 + x)*x^3)/(64*(E + E^(2*x))) - (4375*E^(-1 + x)*x^4)/(96*(E + E^(2*x))^3) - (21875*E^(-2 + x)*x^4)/(384*(E + E^(2*x))^2) - (21875*E^(-3 + x)*x^4)/(256*(E + E^(2*x))) + (3125*x^3*ArcTan[E^(-1/2 + x)])/(64*E^(7/2)) - (21875*x^4*ArcTan[E^(-1/2 + x)])/(256*E^(7/2)) - (((9375*I)/128)*x^2*PolyLog[2, (-I)*E^(-1/2 + x)])/E^(7/2) + (((21875*I)/128)*x^3*PolyLog[2, (-I)*E^(-1/2 + x)])/E^(7/2) + (((9375*I)/128)*x^2*PolyLog[2, I*E^(-1/2 + x)])/E^(7/2) - (((21875*I)/128)*x^3*PolyLog[2, I*E^(-1/2 + x)])/E^(7/2) + (((9375*I)/64)*x*PolyLog[3, (-I)*E^(-1/2 + x)])/E^(7/2) - (((65625*I)/128)*x^2*PolyLog[3, (-I)*E^(-1/2 + x)])/E^(7/2) - (((9375*I)/64)*x*PolyLog[3, I*E^(-1/2 + x)])/E^(7/2) + (((65625*I)/128)*x^2*PolyLog[3, I*E^(-1/2 + x)])/E^(7/2) - (((9375*I)/64)*PolyLog[4, (-I)*E^(-1/2 + x)])/E^(7/2) + (((65625*I)/64)*x*PolyLog[4, (-I)*E^(-1/2 + x)])/E^(7/2) + (((9375*I)/64)*PolyLog[4, I*E^(-1/2 + x)])/E^(7/2) - (((65625*I)/64)*x*PolyLog[4, I*E^(-1/2 + x)])/E^(7/2) - (((65625*I)/64)*PolyLog[5, (-I)*E^(-1/2 + x)])/E^(7/2) + (((65625*I)/64)*PolyLog[5, I*E^(-1/2 + x)])/E^(7/2) - (625*Defer[Int][(E^(-1 + x)*x^2)/(E + E^(2*x))^3, x])/8 - (3125*Defer[Int][(E^(-2 + x)*x^2)/(E + E^(2*x))^2, x])/32 - (9375*Defer[Int][(E^(-3 + x)*x^2)/(E + E^(2*x)), x])/64 + (4375*Defer[Int][(E^(-1 + x)*x^3)/(E + E^(2*x))^3, x])/24 + (21875*Defer[Int][(E^(-2 + x)*x^3)/(E + E^(2*x))^2, x])/96 + (21875*Defer[Int][(E^(-3 + x)*x^3)/(E + E^(2*x)), x])/64 + (625*Defer[Int][(E^(1 + x)*x^4)/(E + E^(2*x))^5, x])/2","F",0,0,0,0,-1,"{}"
9195,1,9,0,0.0034033,"\int \frac{400+\log (18)}{x^2} \, dx","Int[(400 + Log[18])/x^2,x]","-\frac{400+\log (18)}{x}","-\frac{400+\log (18)}{x}+e+5",1,"-((400 + Log[18])/x)","A",2,2,8,0.2500,1,"{12, 30}"
9196,0,0,0,0.6592227,"\int \frac{1}{4} e^{-x} \left(4 e^{2 x}+e^x \left(10 x-x^3\right)+\left(2 x+e^x \left(20 x-4 x^3\right)\right) \log (x)+\left(2 x-x^2\right) \log ^2(x)\right) \, dx","Int[(4*E^(2*x) + E^x*(10*x - x^3) + (2*x + E^x*(20*x - 4*x^3))*Log[x] + (2*x - x^2)*Log[x]^2)/(4*E^x),x]","\int \frac{1}{4} e^{-x} \left(4 e^{2 x}+e^x \left(10 x-x^3\right)+\left(2 x+e^x \left(20 x-4 x^3\right)\right) \log (x)+\left(2 x-x^2\right) \log ^2(x)\right) \, dx","\frac{1}{4} x^2 \log (x) \left(-x^2+e^{-x} \log (x)+10\right)+e^x",1,"-1/2*1/E^x + E^x + ExpIntegralEi[-x]/2 - Log[x]/(2*E^x) - (x*Log[x])/(2*E^x) + (5*x^2*Log[x])/2 - (x^4*Log[x])/4 + Defer[Int][(x*Log[x]^2)/E^x, x]/2 - Defer[Int][(x^2*Log[x]^2)/E^x, x]/4","F",0,0,0,0,-1,"{}"
9197,1,28,0,1.3753052,"\int \frac{(-3-3 \log (x)) \log \left(\frac{3+16 x \log \left(-2+e^5\right) \log (x)}{4 x \log \left(-2+e^5\right) \log (x)}\right)}{6 x \log (x)+32 x^2 \log \left(-2+e^5\right) \log ^2(x)} \, dx","Int[((-3 - 3*Log[x])*Log[(3 + 16*x*Log[-2 + E^5]*Log[x])/(4*x*Log[-2 + E^5]*Log[x])])/(6*x*Log[x] + 32*x^2*Log[-2 + E^5]*Log[x]^2),x]","\frac{1}{4} \log ^2\left(\frac{3}{4 x \log \left(e^5-2\right) \log (x)}+4\right)","\frac{1}{4} \log ^2\left(\frac{3}{4 x \log \left(e^5-2\right) \log (x)}+4\right)",1,"Log[4 + 3/(4*x*Log[-2 + E^5]*Log[x])]^2/4","A",4,7,63,0.1111,1,"{6741, 12, 6742, 2302, 29, 6688, 6686}"
9198,0,0,0,18.409886,"\int \frac{-6885-1701 x+1593 x^2-867 x^3-84 x^4+216 x^5+2 x^6+14 x^7+6 x^8+\left(864 x^2-96 x^3-182 x^4+6 x^5-34 x^6-10 x^7\right) \log (2)+\left(18 x^5+4 x^6\right) \log ^2(2)}{\left(6777-108 x-2034 x^2+116 x^3-84 x^4-69 x^5+39 x^6+5 x^7+x^8+x^9+\left(288 x^3+48 x^4-46 x^5-4 x^6-4 x^7-2 x^8\right) \log (2)+\left(3 x^6+x^7\right) \log ^2(2)\right) \log \left(\frac{2259-789 x-415 x^2+177 x^3-87 x^4+6 x^5+11 x^6-2 x^7+x^8+\left(96 x^3-16 x^4-10 x^5+2 x^6-2 x^7\right) \log (2)+x^6 \log ^2(2)}{9+6 x+x^2}\right)} \, dx","Int[(-6885 - 1701*x + 1593*x^2 - 867*x^3 - 84*x^4 + 216*x^5 + 2*x^6 + 14*x^7 + 6*x^8 + (864*x^2 - 96*x^3 - 182*x^4 + 6*x^5 - 34*x^6 - 10*x^7)*Log[2] + (18*x^5 + 4*x^6)*Log[2]^2)/((6777 - 108*x - 2034*x^2 + 116*x^3 - 84*x^4 - 69*x^5 + 39*x^6 + 5*x^7 + x^8 + x^9 + (288*x^3 + 48*x^4 - 46*x^5 - 4*x^6 - 4*x^7 - 2*x^8)*Log[2] + (3*x^6 + x^7)*Log[2]^2)*Log[(2259 - 789*x - 415*x^2 + 177*x^3 - 87*x^4 + 6*x^5 + 11*x^6 - 2*x^7 + x^8 + (96*x^3 - 16*x^4 - 10*x^5 + 2*x^6 - 2*x^7)*Log[2] + x^6*Log[2]^2)/(9 + 6*x + x^2)]),x]","\int \frac{-6885-1701 x+1593 x^2-867 x^3-84 x^4+216 x^5+2 x^6+14 x^7+6 x^8+\left(864 x^2-96 x^3-182 x^4+6 x^5-34 x^6-10 x^7\right) \log (2)+\left(18 x^5+4 x^6\right) \log ^2(2)}{\left(6777-108 x-2034 x^2+116 x^3-84 x^4-69 x^5+39 x^6+5 x^7+x^8+x^9+\left(288 x^3+48 x^4-46 x^5-4 x^6-4 x^7-2 x^8\right) \log (2)+\left(3 x^6+x^7\right) \log ^2(2)\right) \log \left(\frac{2259-789 x-415 x^2+177 x^3-87 x^4+6 x^5+11 x^6-2 x^7+x^8+\left(96 x^3-16 x^4-10 x^5+2 x^6-2 x^7\right) \log (2)+x^6 \log ^2(2)}{9+6 x+x^2}\right)} \, dx","\log \left(\log \left(\left(\frac{x^3 (\log (2)-x)}{x+3}+(x-4)^2\right)^2+x-5\right)\right)",1,"-2*Defer[Int][1/((3 + x)*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x] - (3*(2367 + 48*Log[2] + 263*Log[2]^2 + 765*Log[4])*Defer[Int][1/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) - (2*(3735 + 2688*Log[2] + 415*Log[2]^2 - 99*Log[4])*Defer[Int][x/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) + (3*(1593 + 561*Log[2]^2 + 96*Log[2]^3 + 155*Log[4] + 16*Log[2]*(101 + 6*Log[4]))*Defer[Int][x^2/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) - (4*(783 + 119*Log[2]^2 + 16*Log[2]^3 + 111*Log[4] + 4*Log[2]*(111 + 8*Log[4]))*Defer[Int][x^3/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) + (2*(135 - 135*Log[2] - 117*Log[2]^2 - 25*Log[2]^3 - Log[8]*Log[64])*Defer[Int][x^4/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) + (2*(297 + 18*Log[2]^3 + 3*Log[2]^4 + 16*Log[4] + 4*Log[2]*(55 + Log[4]) + Log[2]^2*(88 + Log[64]))*Defer[Int][x^5/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) - (2*(63 + 101*Log[2] + 39*Log[2]^2 + 7*Log[2]^3 + Log[16] + Log[4]*Log[32])*Defer[Int][x^6/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/(9 + Log[2]^2 + Log[64]) + (24*Log[4]*Defer[Int][x^7/((2259 - 789*x - 415*x^2 + x^8 + 6*x^5*(1 - (5*Log[2])/3) - 87*x^4*(1 + (16*Log[2])/87) + 177*x^3*(1 + (32*Log[2])/59) - 2*x^7*(1 + Log[2]) + 11*x^6*(1 + (Log[2]^2 + Log[4])/11))*Log[(2259 - 789*x - 415*x^2 + x^8 + x^5*(6 - 10*Log[2]) - x^4*(87 + 16*Log[2]) + 3*x^3*(59 + 32*Log[2]) - x^7*(2 + Log[4]) + x^6*(11 + Log[2]^2 + Log[4]))/(3 + x)^2]), x])/Log[64]","F",0,0,0,0,-1,"{}"
9199,0,0,0,15.995642,"\int \frac{\frac{e^{4-2 e^x} \left(2 x+\left(2-2 x^2\right) \log (4)+e^x \left(2 x^2+\left(2 x-2 x^3\right) \log (4)\right)\right)}{x^2}+\left(-2 x+4 x^2 \log (4)\right) \log \left(-x+\left(-1+x^2\right) \log (4)\right)+\frac{e^{2-e^x} \left(2 x-4 x^2 \log (4)+\left(-2 x+\left(-2+2 x^2\right) \log (4)+e^x \left(-2 x^2+\left(-2 x+2 x^3\right) \log (4)\right)\right) \log \left(-x+\left(-1+x^2\right) \log (4)\right)\right)}{x}}{-9 x^2+\left(-9 x+9 x^3\right) \log (4)} \, dx","Int[((E^(4 - 2*E^x)*(2*x + (2 - 2*x^2)*Log[4] + E^x*(2*x^2 + (2*x - 2*x^3)*Log[4])))/x^2 + (-2*x + 4*x^2*Log[4])*Log[-x + (-1 + x^2)*Log[4]] + (E^(2 - E^x)*(2*x - 4*x^2*Log[4] + (-2*x + (-2 + 2*x^2)*Log[4] + E^x*(-2*x^2 + (-2*x + 2*x^3)*Log[4]))*Log[-x + (-1 + x^2)*Log[4]]))/x)/(-9*x^2 + (-9*x + 9*x^3)*Log[4]),x]","\int \frac{\frac{e^{4-2 e^x} \left(2 x+\left(2-2 x^2\right) \log (4)+e^x \left(2 x^2+\left(2 x-2 x^3\right) \log (4)\right)\right)}{x^2}+\left(-2 x+4 x^2 \log (4)\right) \log \left(-x+\left(-1+x^2\right) \log (4)\right)+\frac{e^{2-e^x} \left(2 x-4 x^2 \log (4)+\left(-2 x+\left(-2+2 x^2\right) \log (4)+e^x \left(-2 x^2+\left(-2 x+2 x^3\right) \log (4)\right)\right) \log \left(-x+\left(-1+x^2\right) \log (4)\right)\right)}{x}}{-9 x^2+\left(-9 x+9 x^3\right) \log (4)} \, dx","\frac{1}{9} \left(\frac{e^{2-e^x}}{x}-\log \left(\left(x^2-1\right) \log (4)-x\right)\right)^2",1,"(Log[16]*Log[-x - Log[4] + x^2*Log[4]]*Log[1 - 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]])/(9*Log[4]) - (Log[16]*Log[1 - 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]]^2)/(18*Log[4]) + (Log[16]*Log[-x - Log[4] + x^2*Log[4]]*Log[1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]])/(9*Log[4]) - (Log[16]*Log[-1/2*(1 - 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2])/Sqrt[1 + 4*Log[4]^2]]*Log[1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]])/(9*Log[4]) - (Log[16]*Log[1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]]^2)/(18*Log[4]) - (Log[16]*Log[1 - 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]]*Log[(1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2])/(2*Sqrt[1 + 4*Log[4]^2])])/(9*Log[4]) - (Log[16]*PolyLog[2, (1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2])/(2*Sqrt[1 + 4*Log[4]^2])])/(9*Log[4]) - (Log[16]*PolyLog[2, -1/2*(1 - Sqrt[1 + 4*Log[4]^2] - x*Log[16])/Sqrt[1 + 4*Log[4]^2]])/(9*Log[4]) - (2*Defer[Int][1/(E^(2*(-2 + E^x))*x^3), x])/9 + (2*Log[-x - Log[4] + x^2*Log[4]]*Defer[Int][E^(2 - E^x)/x^2, x])/9 - (2*Defer[Int][E^(4 - 2*E^x + x)/x^2, x])/9 - (2*Defer[Int][E^(2 - E^x)/x, x])/(9*Log[4]) + (2*Log[-x - Log[4] + x^2*Log[4]]*Defer[Int][E^(2 - E^x + x)/x, x])/9 - ((Sqrt[1 + 4*Log[4]^2]*Log[16]^2 - Log[4]*Log[256])*Defer[Int][E^(2 - E^x)/(-1 + 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]), x])/(18*Log[4]^2) + ((Sqrt[1 + 4*Log[4]^2]*Log[16]^2 + Log[4]*Log[256])*Defer[Int][E^(2 - E^x)/(-1 + 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]), x])/(18*Log[4]^2) - (2*(1 + 1/Sqrt[1 + 4*Log[4]^2])*Log[16]*Defer[Int][Defer[Int][E^(2 - E^x)/x^2, x]/(-1 + 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]), x])/9 - (4*Log[4]*Defer[Int][Defer[Int][E^(2 - E^x)/x^2, x]/(1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]), x])/(9*Sqrt[1 + 4*Log[4]^2]) - (2*(1 - 1/Sqrt[1 + 4*Log[4]^2])*Log[16]*Defer[Int][Defer[Int][E^(2 - E^x)/x^2, x]/(-1 + 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]), x])/9 - (4*Log[4]*Defer[Int][Defer[Int][E^(2 - E^x)/x^2, x]/(-1 + Sqrt[1 + 4*Log[4]^2] + x*Log[16]), x])/(9*Sqrt[1 + 4*Log[4]^2]) - (2*(1 + 1/Sqrt[1 + 4*Log[4]^2])*Log[16]*Defer[Int][Defer[Int][E^(2 - E^x + x)/x, x]/(-1 + 2*x*Log[4] - Sqrt[1 + 4*Log[4]^2]), x])/9 - (4*Log[4]*Defer[Int][Defer[Int][E^(2 - E^x + x)/x, x]/(1 - 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]), x])/(9*Sqrt[1 + 4*Log[4]^2]) - (2*(1 - 1/Sqrt[1 + 4*Log[4]^2])*Log[16]*Defer[Int][Defer[Int][E^(2 - E^x + x)/x, x]/(-1 + 2*x*Log[4] + Sqrt[1 + 4*Log[4]^2]), x])/9 - (4*Log[4]*Defer[Int][Defer[Int][E^(2 - E^x + x)/x, x]/(-1 + Sqrt[1 + 4*Log[4]^2] + x*Log[16]), x])/(9*Sqrt[1 + 4*Log[4]^2])","F",0,0,0,0,-1,"{}"
9200,1,7,0,0.0031918,"\int \frac{-1+5 x^2}{x^2} \, dx","Int[(-1 + 5*x^2)/x^2,x]","5 x+\frac{1}{x}","5 x+\frac{1}{x}-\frac{2}{e^4}-5",1,"x^(-1) + 5*x","A",2,1,11,0.09091,1,"{14}"
9201,1,17,0,0.0442867,"\int \frac{-150-20 x-2 x^2}{75 x+20 x^2+x^3} \, dx","Int[(-150 - 20*x - 2*x^2)/(75*x + 20*x^2 + x^3),x]","-2 \log (x)+2 \log (x+5)-2 \log (x+15)","-2 \log \left(\left(\frac{5-x}{x+5}+1\right) x+x\right)",1,"-2*Log[x] + 2*Log[5 + x] - 2*Log[15 + x]","A",3,2,25,0.08000,1,"{1594, 1628}"
9202,1,20,0,0.3876626,"\int \frac{2 e^{x^2} x^4-2 e^{e^{\frac{\log ^2\left(\frac{174}{7}\right)}{x^2}}+\frac{\log ^2\left(\frac{174}{7}\right)}{x^2}} \log ^2\left(\frac{174}{7}\right)}{x^3} \, dx","Int[(2*E^x^2*x^4 - 2*E^(E^(Log[174/7]^2/x^2) + Log[174/7]^2/x^2)*Log[174/7]^2)/x^3,x]","e^{x^2}+e^{e^{\frac{\log ^2\left(\frac{174}{7}\right)}{x^2}}}","e^{x^2}+e^{e^{\frac{\log ^2\left(\frac{174}{7}\right)}{x^2}}}",1,"E^E^(Log[174/7]^2/x^2) + E^x^2","A",6,5,48,0.1042,1,"{14, 2209, 6715, 2282, 2194}"
9203,0,0,0,1.9811611,"\int \frac{\exp \left(-1-e^{1+x+x^2}+\frac{3 e^{-1-e^{1+x+x^2}}}{1568 x^2}\right) \left(-6+e^{1+x+x^2} \left(-3 x-6 x^2\right)\right)}{1568 x^3} \, dx","Int[(E^(-1 - E^(1 + x + x^2) + (3*E^(-1 - E^(1 + x + x^2)))/(1568*x^2))*(-6 + E^(1 + x + x^2)*(-3*x - 6*x^2)))/(1568*x^3),x]","\int \frac{\exp \left(-1-e^{1+x+x^2}+\frac{3 e^{-1-e^{1+x+x^2}}}{1568 x^2}\right) \left(-6+e^{1+x+x^2} \left(-3 x-6 x^2\right)\right)}{1568 x^3} \, dx","e^{\frac{3 e^{-e^{x^2+x+1}-1}}{1568 x^2}}",1,"(-3*Defer[Int][E^(-1 - E^(1 + x + x^2) + (3*E^(-1 - E^(1 + x + x^2)))/(1568*x^2))/x^3, x])/784 - (3*Defer[Int][E^(-E^(1 + x + x^2) + (3*E^(-1 - E^(1 + x + x^2)))/(1568*x^2) + x + x^2)/x^2, x])/1568 - (3*Defer[Int][E^(-E^(1 + x + x^2) + (3*E^(-1 - E^(1 + x + x^2)))/(1568*x^2) + x + x^2)/x, x])/784","F",0,0,0,0,-1,"{}"
9204,1,37,0,0.1581389,"\int \frac{-10+74 x-32 x^2+18 x^3-28 x^4-70 x^5+50 x^6}{2 x-11 x^2+7 x^3-23 x^4+81 x^5-85 x^6+25 x^7} \, dx","Int[(-10 + 74*x - 32*x^2 + 18*x^3 - 28*x^4 - 70*x^5 + 50*x^6)/(2*x - 11*x^2 + 7*x^3 - 23*x^4 + 81*x^5 - 85*x^6 + 25*x^7),x]","2 \log \left(5 x^4-6 x^3+x^2+1\right)-2 \log (1-5 x)+\log (2-x)-5 \log (x)","\log \left(\frac{1}{3} (x-2) \left(\frac{1}{\left(x-5 x^2\right) x}-x+1\right)^2\right)-\log (x)",1,"-2*Log[1 - 5*x] + Log[2 - x] - 5*Log[x] + 2*Log[1 + x^2 - 6*x^3 + 5*x^4]","A",3,2,67,0.02985,1,"{2074, 1587}"
9205,1,33,0,0.048836,"\int \frac{-1-e^x x^2 \log (2)+\left(-1+2 x-x^2\right) \log (2)+\log (x)}{x^2 \log (2)} \, dx","Int[(-1 - E^x*x^2*Log[2] + (-1 + 2*x - x^2)*Log[2] + Log[x])/(x^2*Log[2]),x]","-x-e^x+\frac{\log (4) \log (x)}{\log (2)}-\frac{\log \left(\frac{x}{2}\right)}{x \log (2)}","\log \left(x^2\right)-x-e^x+\frac{1}{x}-\frac{\log (x)}{x \log (2)}+5",1,"-E^x - x - Log[x/2]/(x*Log[2]) + (Log[4]*Log[x])/Log[2]","A",9,4,35,0.1143,1,"{12, 14, 2194, 2304}"
9206,1,20,0,0.3492748,"\int \frac{e^{-3+x^4} \left(-1+4 x^4\right)}{e^{-6+2 x^4}+2 e^{-3+x^4} x+x^2} \, dx","Int[(E^(-3 + x^4)*(-1 + 4*x^4))/(E^(-6 + 2*x^4) + 2*E^(-3 + x^4)*x + x^2),x]","-\frac{e^3}{\frac{e^{x^4}}{x}+e^3}","\frac{x}{e^{3-x^4} x^2+x}",1,"-(E^3/(E^3 + E^x^4/x))","A",3,3,40,0.07500,1,"{6688, 6711, 32}"
9207,0,0,0,7.5412474,"\int \frac{50+20 x^2+2 x^4+\left(-100-20 x^2\right) \log (5)+50 \log ^2(5)+e^{\frac{9 x+x^3-5 x \log (5)}{-5-x^2+5 \log (5)}} \left(-45-6 x^2-x^4+\left(70+10 x^2\right) \log (5)-25 \log ^2(5)\right)}{25+10 x^2+x^4+\left(-50-10 x^2\right) \log (5)+25 \log ^2(5)} \, dx","Int[(50 + 20*x^2 + 2*x^4 + (-100 - 20*x^2)*Log[5] + 50*Log[5]^2 + E^((9*x + x^3 - 5*x*Log[5])/(-5 - x^2 + 5*Log[5]))*(-45 - 6*x^2 - x^4 + (70 + 10*x^2)*Log[5] - 25*Log[5]^2))/(25 + 10*x^2 + x^4 + (-50 - 10*x^2)*Log[5] + 25*Log[5]^2),x]","\int \frac{50+20 x^2+2 x^4+\left(-100-20 x^2\right) \log (5)+50 \log ^2(5)+e^{\frac{9 x+x^3-5 x \log (5)}{-5-x^2+5 \log (5)}} \left(-45-6 x^2-x^4+\left(70+10 x^2\right) \log (5)-25 \log ^2(5)\right)}{25+10 x^2+x^4+\left(-50-10 x^2\right) \log (5)+25 \log ^2(5)} \, dx","2 x+e^{\frac{4}{-x-\frac{5}{x}+\frac{5 \log (5)}{x}}-x}",1,"3*x - (10*x)/(x^2 + 5*(1 - Log[5])) - x^3/(x^2 + 5*(1 - Log[5])) - 2*ArcTanh[x/Sqrt[5*(-1 + Log[5])]]*Sqrt[5/(-1 + Log[5])] - 3*ArcTanh[x/Sqrt[5*(-1 + Log[5])]]*Sqrt[5*(-1 + Log[5])] - (2*Sqrt[5]*ArcTanh[x/Sqrt[5*(-1 + Log[5])]]*(2 - Log[5])*Log[5])/(-1 + Log[5])^(3/2) - (10*x*Log[5]^2)/((x^2 + 5*(1 - Log[5]))*(1 - Log[5])) + (5*x*(1 + Log[5]^2))/((x^2 + 5*(1 - Log[5]))*(1 - Log[5])) + (Sqrt[5]*ArcTanh[x/Sqrt[5*(-1 + Log[5])]]*(1 + Log[5]^2))/(-1 + Log[5])^(3/2) - Defer[Int][5^((5*x)/(5 + x^2 - 5*Log[5]))/E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5])), x] + 2*Defer[Int][5^((5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(-x + Sqrt[5*(-1 + Log[5])])^2), x] + (2*Defer[Int][5^(-1/2 + (5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(-x + Sqrt[5*(-1 + Log[5])])), x])/Sqrt[-1 + Log[5]] - (2*Defer[Int][5^(1/2 + (5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(-x + Sqrt[5*(-1 + Log[5])])), x])/(5*Sqrt[-1 + Log[5]]) + 2*Defer[Int][5^((5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(x + Sqrt[5*(-1 + Log[5])])^2), x] + (2*Defer[Int][5^(-1/2 + (5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(x + Sqrt[5*(-1 + Log[5])])), x])/Sqrt[-1 + Log[5]] - (2*Defer[Int][5^(1/2 + (5*x)/(5 + x^2 - 5*Log[5]))/(E^((x*(9 + x^2))/(5 + x^2 - 5*Log[5]))*(x + Sqrt[5*(-1 + Log[5])])), x])/(5*Sqrt[-1 + Log[5]])","F",0,0,0,0,-1,"{}"
9208,1,47,0,0.1257801,"\int \frac{1}{256} \left(-256+48 x^2-24 e x^2+3 e^2 x^2+e^{-5+x} \left(-32 x-16 x^2+e^2 \left(-2 x-x^2\right)+e \left(16 x+8 x^2\right)\right)\right) \, dx","Int[(-256 + 48*x^2 - 24*E*x^2 + 3*E^2*x^2 + E^(-5 + x)*(-32*x - 16*x^2 + E^2*(-2*x - x^2) + E*(16*x + 8*x^2)))/256,x]","\frac{1}{256} (4-e)^2 x^3-\frac{1}{16} e^{x-5} x^2+\frac{1}{256} (8-e) e^{x-4} x^2-x","\frac{1}{256} (4-e)^2 x^2 \left(x-e^{x-5}\right)-x",1,"-x - (E^(-5 + x)*x^2)/16 + ((8 - E)*E^(-4 + x)*x^2)/256 + ((4 - E)^2*x^3)/256","A",18,5,64,0.07812,1,"{6, 12, 2196, 2176, 2194}"
9209,1,20,0,0.1273689,"\int \frac{e^{-2 e^4} \left(-10 e^{2 x} x^2+e^{2 x} \left(15 x^2+10 x^3\right) \log (x)\right)}{\log ^3(x)} \, dx","Int[(-10*E^(2*x)*x^2 + E^(2*x)*(15*x^2 + 10*x^3)*Log[x])/(E^(2*E^4)*Log[x]^3),x]","\frac{5 e^{2 x-2 e^4} x^3}{\log ^2(x)}","\frac{5 e^{2 x-2 e^4} x^3}{\log ^2(x)}",1,"(5*E^(-2*E^4 + 2*x)*x^3)/Log[x]^2","A",4,3,42,0.07143,1,"{12, 6688, 2202}"
9210,1,13,0,0.0083592,"\int \frac{3+e^4+x-\log (5)}{3+e^4+x} \, dx","Int[(3 + E^4 + x - Log[5])/(3 + E^4 + x),x]","x-\log (5) \log \left(x+e^4+3\right)","x-\log (5) \left(\log \left(\frac{1}{4} \left(x+e^4-1\right)+1\right)+\log ^2(3)\right)",1,"x - Log[5]*Log[3 + E^4 + x]","A",2,1,19,0.05263,1,"{43}"
9211,0,0,0,0.8961309,"\int \frac{-96 x-x^2+x^3+\left(5-6 x+11 x^2-2 x^3\right) \log (-5+x)+x \log (x)}{\left(-5 x+x^2\right) \log ^2(-5+x)} \, dx","Int[(-96*x - x^2 + x^3 + (5 - 6*x + 11*x^2 - 2*x^3)*Log[-5 + x] + x*Log[x])/((-5*x + x^2)*Log[-5 + x]^2),x]","\int \frac{-96 x-x^2+x^3+\left(5-6 x+11 x^2-2 x^3\right) \log (-5+x)+x \log (x)}{\left(-5 x+x^2\right) \log ^2(-5+x)} \, dx","\frac{-x^2+x-\log (x)+96}{\log (x-5)}",1,"76/Log[-5 + x] + (4*(5 - x))/Log[-5 + x] + ((5 - x)*x)/Log[-5 + x] - Defer[Int][1/(x*Log[-5 + x]), x] + Defer[Subst][Defer[Int][Log[5 + x]/(x*Log[x]^2), x], x, -5 + x]","F",0,0,0,0,-1,"{}"
9212,0,0,0,0.2194576,"\int \frac{x+\left(-2 e x+2 e^{e^{10}} x+2 x \log \left(\frac{x}{4}\right)\right) \log \left(-e+e^{e^{10}}+\log \left(\frac{x}{4}\right)\right)}{-e+e^{e^{10}}+\log \left(\frac{x}{4}\right)} \, dx","Int[(x + (-2*E*x + 2*E^E^10*x + 2*x*Log[x/4])*Log[-E + E^E^10 + Log[x/4]])/(-E + E^E^10 + Log[x/4]),x]","\int \frac{x+\left(-2 e x+2 e^{e^{10}} x+2 x \log \left(\frac{x}{4}\right)\right) \log \left(-e+e^{e^{10}}+\log \left(\frac{x}{4}\right)\right)}{-e+e^{e^{10}}+\log \left(\frac{x}{4}\right)} \, dx","x^2 \log \left(\log \left(\frac{x}{4}\right)+e^{e^{10}}-e\right)",1,"16*E^(2*E - 2*E^E^10)*ExpIntegralEi[-2*(E - E^E^10 - Log[x/4])] + 2*Defer[Int][x*Log[-(E*(1 - E^(-1 + E^10))) + Log[x/4]], x]","F",0,0,0,0,-1,"{}"
9213,1,24,0,0.014756,"\int \left(1-e^x+e^{5+x} (3+3 x)\right) \, dx","Int[1 - E^x + E^(5 + x)*(3 + 3*x),x]","x-e^x-3 e^{x+5}+3 e^{x+5} (x+1)","\left(3 e^{x+5}+1\right) x-e^x+2+\log (5)",1,"-E^x - 3*E^(5 + x) + x + 3*E^(5 + x)*(1 + x)","A",4,2,18,0.1111,1,"{2194, 2176}"
9214,0,0,0,29.5485101,"\int \frac{\exp \left(-2 x+\frac{e^{-2 x} \left(25+e^{4 x}+e^{3 x} (-2-2 \log (2))+e^x (10+10 \log (2))+e^{2 x} \left(-9+2 \log (2)+\log ^2(2)\right)\right)}{x}\right) \left(-25-50 x+e^{4 x} (-1+2 x)+e^x (-10-10 x+(-10-10 x) \log (2))+e^{3 x} (2-2 x+(2-2 x) \log (2))+e^{2 x} \left(9-2 \log (2)-\log ^2(2)\right)\right)}{x^2} \, dx","Int[(E^(-2*x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))*(-25 - 50*x + E^(4*x)*(-1 + 2*x) + E^x*(-10 - 10*x + (-10 - 10*x)*Log[2]) + E^(3*x)*(2 - 2*x + (2 - 2*x)*Log[2]) + E^(2*x)*(9 - 2*Log[2] - Log[2]^2)))/x^2,x]","\int \frac{\exp \left(-2 x+\frac{e^{-2 x} \left(25+e^{4 x}+e^{3 x} (-2-2 \log (2))+e^x (10+10 \log (2))+e^{2 x} \left(-9+2 \log (2)+\log ^2(2)\right)\right)}{x}\right) \left(-25-50 x+e^{4 x} (-1+2 x)+e^x (-10-10 x+(-10-10 x) \log (2))+e^{3 x} (2-2 x+(2-2 x) \log (2))+e^{2 x} \left(9-2 \log (2)-\log ^2(2)\right)\right)}{x^2} \, dx","e^{\frac{\left(5 e^{-x}-e^x+1+\log (2)\right)^2}{x}}",1,"(9 - Log[2]^2 - Log[4])*Defer[Int][E^((5 - E^(2*x) + E^x*(1 + Log[2]))^2/(E^(2*x)*x))/x^2, x] - 25*Defer[Int][E^(-2*x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x^2, x] - 10*(1 + Log[2])*Defer[Int][E^(-x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x^2, x] + 2*(1 + Log[2])*Defer[Int][E^(x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x^2, x] - Defer[Int][E^(2*x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x^2, x] - 50*Defer[Int][E^(-2*x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x, x] - 10*(1 + Log[2])*Defer[Int][E^(-x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x, x] - 2*(1 + Log[2])*Defer[Int][E^(x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x, x] + 2*Defer[Int][E^(2*x + (25 + E^(4*x) + E^(3*x)*(-2 - 2*Log[2]) + E^x*(10 + 10*Log[2]) + E^(2*x)*(-9 + 2*Log[2] + Log[2]^2))/(E^(2*x)*x))/x, x]","F",0,0,0,0,-1,"{}"
9215,1,27,0,0.1514904,"\int \frac{1}{3} e^{\frac{1}{3} \left(e^{31/5} x^2+e^{\frac{6}{5}+x} x^2\right)} \left(2 e^{31/5} x+e^{\frac{6}{5}+x} \left(2 x+x^2\right)\right) \, dx","Int[(E^((E^(31/5)*x^2 + E^(6/5 + x)*x^2)/3)*(2*E^(31/5)*x + E^(6/5 + x)*(2*x + x^2)))/3,x]","e^{\frac{1}{3} \left(e^{x+\frac{6}{5}} x^2+e^{31/5} x^2\right)}","e^{\frac{1}{3} e^{6/5} \left(e^x+e^5\right) x^2}",1,"E^((E^(31/5)*x^2 + E^(6/5 + x)*x^2)/3)","A",2,2,55,0.03636,1,"{12, 6706}"
9216,1,10,0,0.0022702,"\int \frac{90}{e \log (2)} \, dx","Int[90/(E*Log[2]),x]","\frac{90 x}{e \log (2)}","\frac{90 x}{e \log (2)}+2",1,"(90*x)/(E*Log[2])","A",1,1,9,0.1111,1,"{8}"
9217,1,192,0,0.4065365,"\int \frac{64 e^{-6+x} \left(-14+48 x+32 x^2\right)+16 e^{-4+x} \left(2-9 x+8 x^2-16 x^3\right)}{\frac{2048}{e^6}-\frac{768 x}{e^4}+\frac{96 x^2}{e^2}-4 x^3} \, dx","Int[(64*E^(-6 + x)*(-14 + 48*x + 32*x^2) + 16*E^(-4 + x)*(2 - 9*x + 8*x^2 - 16*x^3))/(2048/E^6 - (768*x)/E^4 + (96*x^2)/E^2 - 4*x^3),x]","4 e^{\frac{8}{e^2}-8} \left(1024-320 e^2+9 e^4\right) \text{Ei}\left(-\frac{8-e^2 x}{e^2}\right)-4 e^{\frac{8}{e^2}-8} \left(32-e^2\right)^2 \text{Ei}\left(-\frac{8-e^2 x}{e^2}\right)+32 e^{\frac{8}{e^2}-6} \left(32-e^2\right) \text{Ei}\left(-\frac{8-e^2 x}{e^2}\right)+64 e^{x-4}+\frac{4 \left(1024-320 e^2+9 e^4\right) e^{x-6}}{8-e^2 x}-\frac{4 \left(32-e^2\right)^2 e^{x-6}}{8-e^2 x}+\frac{4 \left(32-e^2\right)^2 e^{x-4}}{\left(8-e^2 x\right)^2}","\frac{e^x \left(2 x-\frac{1}{2}\right)^2}{\left(\frac{e^2 x}{4}-2\right)^2}",1,"64*E^(-4 + x) + (4*E^(-4 + x)*(32 - E^2)^2)/(8 - E^2*x)^2 - (4*E^(-6 + x)*(32 - E^2)^2)/(8 - E^2*x) + (4*E^(-6 + x)*(1024 - 320*E^2 + 9*E^4))/(8 - E^2*x) + 32*E^(-6 + 8/E^2)*(32 - E^2)*ExpIntegralEi[-((8 - E^2*x)/E^2)] - 4*E^(-8 + 8/E^2)*(32 - E^2)^2*ExpIntegralEi[-((8 - E^2*x)/E^2)] + 4*E^(-8 + 8/E^2)*(1024 - 320*E^2 + 9*E^4)*ExpIntegralEi[-((8 - E^2*x)/E^2)]","C",11,6,68,0.08824,1,"{6688, 12, 2199, 2194, 2177, 2178}"
9218,1,19,0,0.2028392,"\int \frac{-32+32 x^2+(-32+32 x) \log (3)+\left(16 x^3-16 x^4\right) \log (1+x+\log (3))+\left(24 x^2-8 x^3-32 x^4+\left(24 x^2-32 x^3\right) \log (3)\right) \log ^2(1+x+\log (3))+4 x^6 \log ^3(1+x+\log (3))+\left(6 x^5+6 x^6+6 x^5 \log (3)\right) \log ^4(1+x+\log (3))}{1+x+\log (3)} \, dx","Int[(-32 + 32*x^2 + (-32 + 32*x)*Log[3] + (16*x^3 - 16*x^4)*Log[1 + x + Log[3]] + (24*x^2 - 8*x^3 - 32*x^4 + (24*x^2 - 32*x^3)*Log[3])*Log[1 + x + Log[3]]^2 + 4*x^6*Log[1 + x + Log[3]]^3 + (6*x^5 + 6*x^6 + 6*x^5*Log[3])*Log[1 + x + Log[3]]^4)/(1 + x + Log[3]),x]","\left(x^3 \log ^2(x+1+\log (3))-4 x+4\right)^2","x^2 \left(-x^2 \log ^2(x+1+\log (3))-\frac{4}{x}+4\right)^2+4",1,"(4 - 4*x + x^3*Log[1 + x + Log[3]]^2)^2","A",3,3,120,0.02500,1,"{6688, 12, 6686}"
9219,0,0,0,0.3883893,"\int \frac{e^2 x+32 e^4 \log (-2 x)}{2 x+x^2+16 e^2 x \log ^2(-2 x)} \, dx","Int[(E^2*x + 32*E^4*Log[-2*x])/(2*x + x^2 + 16*E^2*x*Log[-2*x]^2),x]","\int \frac{e^2 x+32 e^4 \log (-2 x)}{2 x+x^2+16 e^2 x \log ^2(-2 x)} \, dx","e^2 \log \left(x+16 e^2 \log ^2(-2 x)+2\right)",1,"E^2*Defer[Int][(2 + x + 16*E^2*Log[-2*x]^2)^(-1), x] + 32*E^4*Defer[Int][Log[-2*x]/(x*(2 + x + 16*E^2*Log[-2*x]^2)), x]","F",0,0,0,0,-1,"{}"
9220,1,23,0,0.0092206,"\int \left(8-4 x-3 x^2-3 e x^2+2 x \log (4)\right) \, dx","Int[8 - 4*x - 3*x^2 - 3*E*x^2 + 2*x*Log[4],x]","-\left((1+e) x^3\right)-x^2 (2-\log (4))+8 x","x^2 \left(-x+\frac{8}{x}+x \left(\frac{\log (4)-2}{x}-e\right)\right)",1,"8*x - (1 + E)*x^3 - x^2*(2 - Log[4])","A",3,1,21,0.04762,1,"{6}"
9221,1,26,0,0.3400772,"\int \frac{e^{e^{-\frac{e^{x/9}}{-18+\log ^2(5)}}+x} \left(162+e^{\frac{x}{9}-\frac{e^{x/9}}{-18+\log ^2(5)}}-9 \log ^2(5)\right)}{-162+9 \log ^2(5)} \, dx","Int[(E^(E^(-(E^(x/9)/(-18 + Log[5]^2))) + x)*(162 + E^(x/9 - E^(x/9)/(-18 + Log[5]^2)) - 9*Log[5]^2))/(-162 + 9*Log[5]^2),x]","-e^{x+e^{\frac{e^{x/9}}{18-\log ^2(5)}}}","-e^{x+e^{\frac{e^{x/9}}{18-\log ^2(5)}}}+2+\log (2)",1,"-E^(E^(E^(x/9)/(18 - Log[5]^2)) + x)","A",3,3,67,0.04478,1,"{12, 2282, 2288}"
9222,0,0,0,1.2129164,"\int \frac{48 (i \pi +\log (3))+48 (i \pi +\log (3)) \log (5 x)-15 x^2 (i \pi +\log (3))^2 \log ^2(5 x)}{512+320 x^2 (i \pi +\log (3)) \log (5 x)+50 x^4 (i \pi +\log (3))^2 \log ^2(5 x)} \, dx","Int[(48*(I*Pi + Log[3]) + 48*(I*Pi + Log[3])*Log[5*x] - 15*x^2*(I*Pi + Log[3])^2*Log[5*x]^2)/(512 + 320*x^2*(I*Pi + Log[3])*Log[5*x] + 50*x^4*(I*Pi + Log[3])^2*Log[5*x]^2),x]","\int \frac{48 (i \pi +\log (3))+48 (i \pi +\log (3)) \log (5 x)-15 x^2 (i \pi +\log (3))^2 \log ^2(5 x)}{512+320 x^2 (i \pi +\log (3)) \log (5 x)+50 x^4 (i \pi +\log (3))^2 \log ^2(5 x)} \, dx","\frac{3}{2 \left(5 x+\frac{16}{x (\log (3)+i \pi ) \log (5 x)}\right)}",1,"3/(10*x) - 24*(I*Pi + Log[3])*Defer[Int][(16*I - 5*Pi*x^2*(1 - (I*Log[3])/Pi)*Log[5*x])^(-2), x] + (768*Defer[Int][1/(x^2*(16*I - 5*Pi*x^2*(1 - (I*Log[3])/Pi)*Log[5*x])^2), x])/5 + ((72*I)/5)*Defer[Int][1/(x^2*(16*I - 5*Pi*x^2*(1 - (I*Log[3])/Pi)*Log[5*x])), x]","F",0,0,0,0,-1,"{}"
9223,1,12,0,0.0013697,"\int \frac{2-4 x}{x^3} \, dx","Int[(2 - 4*x)/x^3,x]","-\frac{(1-2 x)^2}{x^2}","\frac{4-\frac{1}{x}}{x}+3 e^{e^e}+2",1,"-((1 - 2*x)^2/x^2)","A",1,1,9,0.1111,1,"{37}"
9224,1,15,0,0.008083,"\int \frac{-10+2 e^4+2 x^4}{x^3} \, dx","Int[(-10 + 2*E^4 + 2*x^4)/x^3,x]","x^2+\frac{5-e^4}{x^2}","\frac{x^4-e^4+5}{x^2}",1,"(5 - E^4)/x^2 + x^2","A",2,1,16,0.06250,1,"{14}"
9225,1,15,0,0.0173698,"\int \frac{45+x^2+45 \log \left(-\frac{1}{3 x}\right)}{x^2} \, dx","Int[(45 + x^2 + 45*Log[-1/3*1/x])/x^2,x]","x-\frac{45 \log \left(-\frac{1}{3 x}\right)}{x}","x-\frac{45 \log \left(-\frac{1}{3 x}\right)}{x}+4",1,"x - (45*Log[-1/3*1/x])/x","A",5,2,19,0.1053,1,"{14, 2304}"
9226,1,27,0,0.5400106,"\int \frac{40+15 x+e^{4 e^e} \left(20 x+5 x^2\right)}{e^{8 e^e} \left(4 x^3+x^4\right)+e^{4 e^e} \left(-8 x^2-2 x^3\right) \log \left(-\frac{2}{4 x^2+x^3}\right)+\left(4 x+x^2\right) \log ^2\left(-\frac{2}{4 x^2+x^3}\right)} \, dx","Int[(40 + 15*x + E^(4*E^E)*(20*x + 5*x^2))/(E^(8*E^E)*(4*x^3 + x^4) + E^(4*E^E)*(-8*x^2 - 2*x^3)*Log[-2/(4*x^2 + x^3)] + (4*x + x^2)*Log[-2/(4*x^2 + x^3)]^2),x]","-\frac{5}{e^{4 e^e} x-\log \left(-\frac{2}{x^2 (x+4)}\right)}","\frac{5}{\log \left(\frac{2}{(-x-4) x^2}\right)-e^{4 e^e} x}",1,"-5/(E^(4*E^E)*x - Log[-2/(x^2*(4 + x))])","A",3,3,100,0.03000,1,"{6688, 12, 6686}"
9227,0,0,0,1.4735281,"\int \frac{1}{5} e^{4+x^{e^{\frac{1}{5} \left(230+e^5-x\right)}}} x^{-1+e^{\frac{1}{5} \left(230+e^5-x\right)}} \left(5 e^{\frac{1}{5} \left(230+e^5-x\right)}-e^{\frac{1}{5} \left(230+e^5-x\right)} x \log (x)\right) \, dx","Int[(E^(4 + x^E^((230 + E^5 - x)/5))*x^(-1 + E^((230 + E^5 - x)/5))*(5*E^((230 + E^5 - x)/5) - E^((230 + E^5 - x)/5)*x*Log[x]))/5,x]","\int \frac{1}{5} e^{4+x^{e^{\frac{1}{5} \left(230+e^5-x\right)}}} x^{-1+e^{\frac{1}{5} \left(230+e^5-x\right)}} \left(5 e^{\frac{1}{5} \left(230+e^5-x\right)}-e^{\frac{1}{5} \left(230+e^5-x\right)} x \log (x)\right) \, dx","e^{x^{e^{\frac{1}{5} \left(e^5-x\right)+46}}+4}",1,"-1/5*(Log[x]*Defer[Int][E^((250*(1 + E^5/250) - x + 5*x^E^(46 + E^5/5 - x/5))/5)*x^E^((230 + E^5)/5 - x/5), x]) + Defer[Int][E^((250*(1 + E^5/250) - x + 5*x^E^(46 + E^5/5 - x/5))/5)*x^(-1 + E^((230 + E^5 - x)/5)), x] + Defer[Int][Defer[Int][E^((250*(1 + E^5/250) - x + 5*x^E^(46 + E^5/5 - x/5))/5)*x^E^((230 + E^5)/5 - x/5), x]/x, x]/5","F",0,0,0,0,-1,"{}"
9228,0,0,0,56.2372974,"\int \frac{1}{8} \exp \left(-2 e^5+\exp \left(\frac{1}{16} e^{-2 e^5} \left(16 e^{2+2 e^5}-4 x^4+4 x^5-x^6+\left(-4 x^3+2 x^4\right) \log (5)-x^2 \log ^2(5)\right)\right)+\frac{1}{16} e^{-2 e^5} \left(16 e^{2+2 e^5}-4 x^4+4 x^5-x^6+\left(-4 x^3+2 x^4\right) \log (5)-x^2 \log ^2(5)\right)\right) \left(-8 x^3+10 x^4-3 x^5+\left(-6 x^2+4 x^3\right) \log (5)-x \log ^2(5)\right) \, dx","Int[(E^(-2*E^5 + E^((16*E^(2 + 2*E^5) - 4*x^4 + 4*x^5 - x^6 + (-4*x^3 + 2*x^4)*Log[5] - x^2*Log[5]^2)/(16*E^(2*E^5))) + (16*E^(2 + 2*E^5) - 4*x^4 + 4*x^5 - x^6 + (-4*x^3 + 2*x^4)*Log[5] - x^2*Log[5]^2)/(16*E^(2*E^5)))*(-8*x^3 + 10*x^4 - 3*x^5 + (-6*x^2 + 4*x^3)*Log[5] - x*Log[5]^2))/8,x]","\int \frac{1}{8} \exp \left(-2 e^5+\exp \left(\frac{1}{16} e^{-2 e^5} \left(16 e^{2+2 e^5}-4 x^4+4 x^5-x^6+\left(-4 x^3+2 x^4\right) \log (5)-x^2 \log ^2(5)\right)\right)+\frac{1}{16} e^{-2 e^5} \left(16 e^{2+2 e^5}-4 x^4+4 x^5-x^6+\left(-4 x^3+2 x^4\right) \log (5)-x^2 \log ^2(5)\right)\right) \left(-8 x^3+10 x^4-3 x^5+\left(-6 x^2+4 x^3\right) \log (5)-x \log ^2(5)\right) \, dx","\exp \left(\exp \left(e^2-\frac{1}{16} e^{-2 e^5} x^2 \left(-x^2+2 x+\log (5)\right)^2\right)\right)",1,"-1/8*(Log[5]^2*Defer[Int][E^(E^(E^2 - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5))) + E^2*(1 - 2*E^3) - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5)))*x, x]) - (3*Log[5]*Defer[Int][E^(E^(E^2 - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5))) + E^2*(1 - 2*E^3) - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5)))*x^2, x])/4 - ((2 - Log[5])*Defer[Int][E^(E^(E^2 - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5))) + E^2*(1 - 2*E^3) - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5)))*x^3, x])/2 + (5*Defer[Int][E^(E^(E^2 - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5))) + E^2*(1 - 2*E^3) - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5)))*x^4, x])/4 - (3*Defer[Int][E^(E^(E^2 - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5))) + E^2*(1 - 2*E^3) - (x^2*(2*x - x^2 + Log[5])^2)/(16*E^(2*E^5)))*x^5, x])/8","F",0,0,0,0,-1,"{}"
9229,1,45,0,0.2640264,"\int \frac{784 e^x x+560 e^x x \log (\log (12))+156 e^x x \log ^2(\log (12))+20 e^x x \log ^3(\log (12))+e^x x \log ^4(\log (12))+\log \left(4+2 e^x\right) \left(1568+784 e^x+\left(1120+560 e^x\right) \log (\log (12))+\left(312+156 e^x\right) \log ^2(\log (12))+\left(40+20 e^x\right) \log ^3(\log (12))+\left(2+e^x\right) \log ^4(\log (12))\right)}{2+e^x} \, dx","Int[(784*E^x*x + 560*E^x*x*Log[Log[12]] + 156*E^x*x*Log[Log[12]]^2 + 20*E^x*x*Log[Log[12]]^3 + E^x*x*Log[Log[12]]^4 + Log[4 + 2*E^x]*(1568 + 784*E^x + (1120 + 560*E^x)*Log[Log[12]] + (312 + 156*E^x)*Log[Log[12]]^2 + (40 + 20*E^x)*Log[Log[12]]^3 + (2 + E^x)*Log[Log[12]]^4))/(2 + E^x),x]","x \left(28+\log ^2(\log (12))+10 \log (\log (12))\right)^2 \log \left(\frac{e^x}{2}+1\right)+x \log (4) \left(28+\log ^2(\log (12))+10 \log (\log (12))\right)^2","x \left(3+(5+\log (\log (12)))^2\right)^2 \log \left(2 \left(e^x+2\right)\right)",1,"x*Log[4]*(28 + 10*Log[Log[12]] + Log[Log[12]]^2)^2 + x*Log[1 + E^x/2]*(28 + 10*Log[Log[12]] + Log[Log[12]]^2)^2","B",15,10,120,0.08333,1,"{6, 6688, 12, 6742, 2184, 2190, 2279, 2391, 2282, 2392}"
9230,1,7,0,0.0007661,"\int x^3 \, dx","Int[x^3,x]","\frac{x^4}{4}","\frac{1}{4} \left(x^4-729 e^2+2\right)+2",1,"x^4/4","A",1,1,3,0.3333,1,"{30}"
9231,0,0,0,6.5933193,"\int \frac{\left(-4-2 x+e^{4 e^{2 x}} x\right)^{\frac{1}{x}} \left(-2 x+e^{4 e^{2 x}} \left(x+8 e^{2 x} x^2\right)+\left(4+2 x-e^{4 e^{2 x}} x\right) \log \left(-4-2 x+e^{4 e^{2 x}} x\right)\right)}{-4 x^2-2 x^3+e^{4 e^{2 x}} x^3} \, dx","Int[((-4 - 2*x + E^(4*E^(2*x))*x)^x^(-1)*(-2*x + E^(4*E^(2*x))*(x + 8*E^(2*x)*x^2) + (4 + 2*x - E^(4*E^(2*x))*x)*Log[-4 - 2*x + E^(4*E^(2*x))*x]))/(-4*x^2 - 2*x^3 + E^(4*E^(2*x))*x^3),x]","\int \frac{\left(-4-2 x+e^{4 e^{2 x}} x\right)^{\frac{1}{x}} \left(-2 x+e^{4 e^{2 x}} \left(x+8 e^{2 x} x^2\right)+\left(4+2 x-e^{4 e^{2 x}} x\right) \log \left(-4-2 x+e^{4 e^{2 x}} x\right)\right)}{-4 x^2-2 x^3+e^{4 e^{2 x}} x^3} \, dx","\left(\left(e^{4 e^{2 x}}-\frac{4}{x}-2\right) x\right)^{\frac{1}{x}}",1,"8*Defer[Int][E^(2*(2*E^(2*x) + x))*(-4 - 2*x + E^(4*E^(2*x))*x)^(-1 + x^(-1)), x] + 4*Log[-4 - (2 - E^(4*E^(2*x)))*x]*Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x^2, x] - 2*Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x, x] + 2*Log[-4 - (2 - E^(4*E^(2*x)))*x]*Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x, x] + Defer[Int][(E^(4*E^(2*x))*(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1)))/x, x] - Log[-4 - (2 - E^(4*E^(2*x)))*x]*Defer[Int][(E^(4*E^(2*x))*(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1)))/x, x] - 4*Defer[Int][Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x^2, x]/x, x] - 16*Defer[Int][Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x^2, x]/(x*(-4 - 2*x + E^(4*E^(2*x))*x)), x] - 32*Defer[Int][(E^(2*(2*E^(2*x) + x))*x*Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x^2, x])/(-4 - 2*x + E^(4*E^(2*x))*x), x] - 2*Defer[Int][Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x, x]/x, x] - 8*Defer[Int][Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x, x]/(x*(-4 - 2*x + E^(4*E^(2*x))*x)), x] - 16*Defer[Int][(E^(2*(2*E^(2*x) + x))*x*Defer[Int][(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1))/x, x])/(-4 - 2*x + E^(4*E^(2*x))*x), x] + Defer[Int][Defer[Int][(E^(4*E^(2*x))*(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1)))/x, x]/x, x] + 4*Defer[Int][Defer[Int][(E^(4*E^(2*x))*(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1)))/x, x]/(x*(-4 - 2*x + E^(4*E^(2*x))*x)), x] + 8*Defer[Int][(E^(2*(2*E^(2*x) + x))*x*Defer[Int][(E^(4*E^(2*x))*(-4 + (-2 + E^(4*E^(2*x)))*x)^(-1 + x^(-1)))/x, x])/(-4 - 2*x + E^(4*E^(2*x))*x), x]","F",0,0,0,0,-1,"{}"
9232,0,0,0,41.1910286,"\int \frac{\left(16+8 x+x^2+e^x \left(-32-16 x-2 x^2\right)+e^{2 x} \left(16+8 x+x^2\right)\right) \log ^2(x)+\exp \left(\frac{-4 x-8 \log (x)}{\left(-4-x+e^x (4+x)\right) \log (x)}\right) \left(-16-4 x+e^x (16+4 x)+\left(16+e^x \left(-16+16 x+4 x^2\right)\right) \log (x)+\left(-8+e^x (40+8 x)\right) \log ^2(x)\right)}{\left(16+8 x+x^2+e^x \left(-32-16 x-2 x^2\right)+e^{2 x} \left(16+8 x+x^2\right)\right) \log ^2(x)} \, dx","Int[((16 + 8*x + x^2 + E^x*(-32 - 16*x - 2*x^2) + E^(2*x)*(16 + 8*x + x^2))*Log[x]^2 + E^((-4*x - 8*Log[x])/((-4 - x + E^x*(4 + x))*Log[x]))*(-16 - 4*x + E^x*(16 + 4*x) + (16 + E^x*(-16 + 16*x + 4*x^2))*Log[x] + (-8 + E^x*(40 + 8*x))*Log[x]^2))/((16 + 8*x + x^2 + E^x*(-32 - 16*x - 2*x^2) + E^(2*x)*(16 + 8*x + x^2))*Log[x]^2),x]","\int \frac{\left(16+8 x+x^2+e^x \left(-32-16 x-2 x^2\right)+e^{2 x} \left(16+8 x+x^2\right)\right) \log ^2(x)+\exp \left(\frac{-4 x-8 \log (x)}{\left(-4-x+e^x (4+x)\right) \log (x)}\right) \left(-16-4 x+e^x (16+4 x)+\left(16+e^x \left(-16+16 x+4 x^2\right)\right) \log (x)+\left(-8+e^x (40+8 x)\right) \log ^2(x)\right)}{\left(16+8 x+x^2+e^x \left(-32-16 x-2 x^2\right)+e^{2 x} \left(16+8 x+x^2\right)\right) \log ^2(x)} \, dx","x+e^{\frac{2 x \left(\frac{4}{x}+\frac{2}{\log (x)}\right)}{\left(1-e^x\right) (x+4)}}",1,"x + 8*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*(4 + x)^2), x] + 8*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)^2*(4 + x)), x] + 8*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*(4 + x)), x] + 4*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*(4 + x)*Log[x]^2), x] + 4*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)^2*Log[x]), x] + 4*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*Log[x]), x] - 16*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*(4 + x)^2*Log[x]), x] - 16*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)^2*(4 + x)*Log[x]), x] - 16*Defer[Int][1/(E^((4*(x + 2*Log[x]))/((-1 + E^x)*(4 + x)*Log[x]))*(-1 + E^x)*(4 + x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
9233,1,23,0,0.0229716,"\int \frac{640+45 x^2-144 e^{x^2} x^4}{90 x^3} \, dx","Int[(640 + 45*x^2 - 144*E^x^2*x^4)/(90*x^3),x]","-\frac{4 e^{x^2}}{5}-\frac{32}{9 x^2}+\frac{\log (x)}{2}","\frac{1}{2} \left(-\frac{8 e^{x^2}}{5}-\frac{64}{9 x^2}+\log (x)\right)",1,"(-4*E^x^2)/5 - 32/(9*x^2) + Log[x]/2","A",6,3,24,0.1250,1,"{12, 14, 2209}"
9234,0,0,0,7.6895871,"\int \frac{80+460 x+540 x^2+120 x^3+e^x \left(-270-630 x-270 x^2-30 x^3\right)-40 \log (2)}{-512 x^3-4416 x^4-16152 x^5-32615 x^6-39654 x^7-29709 x^8-13500 x^9-3537 x^{10}-486 x^{11}-27 x^{12}+e^{3 x} \left(19683 x^3+39366 x^4+32805 x^5+14580 x^6+3645 x^7+486 x^8+27 x^9\right)+\left(768 x^3+4416 x^4+9804 x^5+10512 x^6+5544 x^7+1296 x^8+108 x^9\right) \log (2)+\left(-384 x^3-1104 x^4-864 x^5-144 x^6\right) \log ^2(2)+64 x^3 \log ^3(2)+e^{2 x} \left(-17496 x^3-73629 x^4-118098 x^5-95175 x^6-42660 x^7-10827 x^8-1458 x^9-81 x^{10}+\left(8748 x^3+11664 x^4+5832 x^5+1296 x^6+108 x^7\right) \log (2)\right)+e^x \left(5184 x^3+33264 x^4+86625 x^5+118386 x^6+92079 x^7+41580 x^8+10719 x^9+1458 x^{10}+81 x^{11}+\left(-5184 x^3-18360 x^4-22176 x^5-11376 x^6-2592 x^7-216 x^8\right) \log (2)+\left(1296 x^3+864 x^4+144 x^5\right) \log ^2(2)\right)} \, dx","Int[(80 + 460*x + 540*x^2 + 120*x^3 + E^x*(-270 - 630*x - 270*x^2 - 30*x^3) - 40*Log[2])/(-512*x^3 - 4416*x^4 - 16152*x^5 - 32615*x^6 - 39654*x^7 - 29709*x^8 - 13500*x^9 - 3537*x^10 - 486*x^11 - 27*x^12 + E^(3*x)*(19683*x^3 + 39366*x^4 + 32805*x^5 + 14580*x^6 + 3645*x^7 + 486*x^8 + 27*x^9) + (768*x^3 + 4416*x^4 + 9804*x^5 + 10512*x^6 + 5544*x^7 + 1296*x^8 + 108*x^9)*Log[2] + (-384*x^3 - 1104*x^4 - 864*x^5 - 144*x^6)*Log[2]^2 + 64*x^3*Log[2]^3 + E^(2*x)*(-17496*x^3 - 73629*x^4 - 118098*x^5 - 95175*x^6 - 42660*x^7 - 10827*x^8 - 1458*x^9 - 81*x^10 + (8748*x^3 + 11664*x^4 + 5832*x^5 + 1296*x^6 + 108*x^7)*Log[2]) + E^x*(5184*x^3 + 33264*x^4 + 86625*x^5 + 118386*x^6 + 92079*x^7 + 41580*x^8 + 10719*x^9 + 1458*x^10 + 81*x^11 + (-5184*x^3 - 18360*x^4 - 22176*x^5 - 11376*x^6 - 2592*x^7 - 216*x^8)*Log[2] + (1296*x^3 + 864*x^4 + 144*x^5)*Log[2]^2)),x]","\int \frac{80+460 x+540 x^2+120 x^3+e^x \left(-270-630 x-270 x^2-30 x^3\right)-40 \log (2)}{-512 x^3-4416 x^4-16152 x^5-32615 x^6-39654 x^7-29709 x^8-13500 x^9-3537 x^{10}-486 x^{11}-27 x^{12}+e^{3 x} \left(19683 x^3+39366 x^4+32805 x^5+14580 x^6+3645 x^7+486 x^8+27 x^9\right)+\left(768 x^3+4416 x^4+9804 x^5+10512 x^6+5544 x^7+1296 x^8+108 x^9\right) \log (2)+\left(-384 x^3-1104 x^4-864 x^5-144 x^6\right) \log ^2(2)+64 x^3 \log ^3(2)+e^{2 x} \left(-17496 x^3-73629 x^4-118098 x^5-95175 x^6-42660 x^7-10827 x^8-1458 x^9-81 x^{10}+\left(8748 x^3+11664 x^4+5832 x^5+1296 x^6+108 x^7\right) \log (2)\right)+e^x \left(5184 x^3+33264 x^4+86625 x^5+118386 x^6+92079 x^7+41580 x^8+10719 x^9+1458 x^{10}+81 x^{11}+\left(-5184 x^3-18360 x^4-22176 x^5-11376 x^6-2592 x^7-216 x^8\right) \log (2)+\left(1296 x^3+864 x^4+144 x^5\right) \log ^2(2)\right)} \, dx","\frac{5}{16 x^2 \left(\frac{3}{4} \left(x-e^x\right) (x+3)^2-x+2-\log (2)\right)^2}",1,"(10*(29 + 20*Log[2])*Defer[Int][1/(x^2*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^3), x])/3 - (10*(5 + Log[256])*Defer[Int][1/(x*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^3), x])/9 - (80*(5 - Log[2])*Defer[Int][1/((3 + x)*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^3), x])/9 + (20*Defer[Int][1/((-3 - x)*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^2), x])/9 - 10*Defer[Int][1/(x^3*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^2), x] - (50*Defer[Int][1/(x^2*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^2), x])/3 + (20*Defer[Int][1/(x*(27*E^x - 23*x + 18*E^x*x - 18*x^2 + 3*E^x*x^2 - 3*x^3 - 8*(1 - Log[2]/2))^2), x])/9 + 150*Defer[Int][(-27*E^x + 23*x - 18*E^x*x + 18*x^2 - 3*E^x*x^2 + 3*x^3 + 8*(1 - Log[2]/2))^(-3), x] + 30*Defer[Int][x/(-27*E^x + 23*x - 18*E^x*x + 18*x^2 - 3*E^x*x^2 + 3*x^3 + 8*(1 - Log[2]/2))^3, x]","F",0,0,0,0,-1,"{}"
9235,1,259,0,1.2480054,"\int \frac{1600+4 e^4-2240 x+480 x^2-112 x^3+20 x^4}{7840000-2240000 x+1728000 x^2-448000 x^3+149600 x^4-33600 x^5+6320 x^6-1120 x^7+129 x^8-14 x^9+x^{10}+e^8 \left(49-14 x+x^2\right)+e^4 \left(39200-11200 x+4720 x^2-1120 x^3+178 x^4-28 x^5+2 x^6\right)} \, dx","Int[(1600 + 4*E^4 - 2240*x + 480*x^2 - 112*x^3 + 20*x^4)/(7840000 - 2240000*x + 1728000*x^2 - 448000*x^3 + 149600*x^4 - 33600*x^5 + 6320*x^6 - 1120*x^7 + 129*x^8 - 14*x^9 + x^10 + E^8*(49 - 14*x + x^2) + E^4*(39200 - 11200*x + 4720*x^2 - 1120*x^3 + 178*x^4 - 28*x^5 + 2*x^6)),x]","\frac{4 x \left(x^2+89\right)}{\left(4761+e^4\right) \left(x^4+40 x^2+e^4+400\right)}+\frac{28 \left(x^2+89\right)}{\left(4761+e^4\right) \left(x^4+40 x^2+e^4+400\right)}+\frac{4}{\left(4761+e^4\right) (7-x)}-\frac{\sqrt{2} \left(\sqrt{\sqrt{400+e^4}-20}+187 \sqrt{\frac{\sqrt{400+e^4}-20}{400+e^4}}\right) \tan ^{-1}\left(\frac{2 x+\sqrt{2 \left(\sqrt{400+e^4}-20\right)}}{\sqrt{2 \left(20+\sqrt{400+e^4}\right)}}\right)}{e^2 \left(4761+e^4\right)}+\frac{\sqrt{\frac{2}{\left(400+e^4\right) \left(20+\sqrt{400+e^4}\right)}} \left(187+\sqrt{400+e^4}\right) \tan ^{-1}\left(\frac{2 x+\sqrt{2 \left(\sqrt{400+e^4}-20\right)}}{\sqrt{2 \left(20+\sqrt{400+e^4}\right)}}\right)}{4761+e^4}","2-\frac{4}{(x-7) \left(\left(x^2+20\right)^2+e^4\right)}",1,"4/((4761 + E^4)*(7 - x)) + (28*(89 + x^2))/((4761 + E^4)*(400 + E^4 + 40*x^2 + x^4)) + (4*x*(89 + x^2))/((4761 + E^4)*(400 + E^4 + 40*x^2 + x^4)) + (Sqrt[2/((400 + E^4)*(20 + Sqrt[400 + E^4]))]*(187 + Sqrt[400 + E^4])*ArcTan[(Sqrt[2*(-20 + Sqrt[400 + E^4])] + 2*x)/Sqrt[2*(20 + Sqrt[400 + E^4])]])/(4761 + E^4) - (Sqrt[2]*(Sqrt[-20 + Sqrt[400 + E^4]] + 187*Sqrt[(-20 + Sqrt[400 + E^4])/(400 + E^4)])*ArcTan[(Sqrt[2*(-20 + Sqrt[400 + E^4])] + 2*x)/Sqrt[2*(20 + Sqrt[400 + E^4])]])/(E^2*(4761 + E^4))","C",31,12,122,0.09836,1,"{2074, 1673, 1178, 1169, 634, 618, 204, 628, 1247, 638, 12, 1107}"
9236,0,0,0,2.0252777,"\int \frac{\exp \left(3+2 x+\frac{e^{3+2 x} \left(3-4 x+x^2\right)}{x \log (2)}\right) \left(-3+6 x-7 x^2+2 x^3\right)+5 x^2 \log (2)}{x^2 \log (2)} \, dx","Int[(E^(3 + 2*x + (E^(3 + 2*x)*(3 - 4*x + x^2))/(x*Log[2]))*(-3 + 6*x - 7*x^2 + 2*x^3) + 5*x^2*Log[2])/(x^2*Log[2]),x]","\int \frac{\exp \left(3+2 x+\frac{e^{3+2 x} \left(3-4 x+x^2\right)}{x \log (2)}\right) \left(-3+6 x-7 x^2+2 x^3\right)+5 x^2 \log (2)}{x^2 \log (2)} \, dx","5 x+e^{\frac{e^{2 x+3} ((x-4) x+3)}{x \log (2)}}",1,"(x*Log[32])/Log[2] - (7*Defer[Int][E^(3 + 2*x + (E^(3 + 2*x)*(3 - 4*x + x^2))/(x*Log[2])), x])/Log[2] - (3*Defer[Int][E^(3 + 2*x + (E^(3 + 2*x)*(3 - 4*x + x^2))/(x*Log[2]))/x^2, x])/Log[2] + (6*Defer[Int][E^(3 + 2*x + (E^(3 + 2*x)*(3 - 4*x + x^2))/(x*Log[2]))/x, x])/Log[2] + (2*Defer[Int][E^(3 + 2*x + (E^(3 + 2*x)*(3 - 4*x + x^2))/(x*Log[2]))*x, x])/Log[2]","F",0,0,0,0,-1,"{}"
9237,1,90,0,0.4608804,"\int \frac{e^3 \left(-3 x^2-2 x^3\right)+e^3 (12+8 x) \log ^4(2)+\left(-6 x+e^3 \left(-6 x^2-2 x^3\right)\right) \log \left(3+e^3 \left(3 x+x^2\right)\right)}{3+e^3 \left(3 x+x^2\right)} \, dx","Int[(E^3*(-3*x^2 - 2*x^3) + E^3*(12 + 8*x)*Log[2]^4 + (-6*x + E^3*(-6*x^2 - 2*x^3))*Log[3 + E^3*(3*x + x^2)])/(3 + E^3*(3*x + x^2)),x]","\frac{\left(6-e^3 \left(9-8 \log ^4(2)\right)\right) \log \left(e^3 x^2+3 e^3 x+3\right)}{2 e^3}+x^2 \left(-\log \left(e^3 x^2+3 e^3 x+3\right)\right)-\frac{3 \left(2-3 e^3\right) \log \left(e^3 x^2+3 e^3 x+3\right)}{2 e^3}","\left(4 \log ^4(2)-x^2\right) \log \left(e^3 x (x+3)+3\right)",1,"(-3*(2 - 3*E^3)*Log[3 + 3*E^3*x + E^3*x^2])/(2*E^3) - x^2*Log[3 + 3*E^3*x + E^3*x^2] + ((6 - E^3*(9 - 8*Log[2]^4))*Log[3 + 3*E^3*x + E^3*x^2])/(2*E^3)","B",16,9,79,0.1139,1,"{6688, 1628, 634, 618, 206, 628, 2525, 12, 800}"
9238,1,22,0,0.0862755,"\int \frac{1}{81} \left(162+e^{-1+4 e^{\frac{256 x^4}{81}}+5 x} \left(405+4096 e^{\frac{256 x^4}{81}} x^3\right)\right) \, dx","Int[(162 + E^(-1 + 4*E^((256*x^4)/81) + 5*x)*(405 + 4096*E^((256*x^4)/81)*x^3))/81,x]","e^{4 e^{\frac{256 x^4}{81}}+5 x-1}+2 x","e^{4 e^{\frac{256 x^4}{81}}+5 x-1}+2 x+2",1,"E^(-1 + 4*E^((256*x^4)/81) + 5*x) + 2*x","A",3,2,41,0.04878,1,"{12, 6706}"
9239,1,18,0,0.0194557,"\int \frac{142+2 x-216 x^2+45 x^4}{142 x+x^2-72 x^3+9 x^5} \, dx","Int[(142 + 2*x - 216*x^2 + 45*x^4)/(142*x + x^2 - 72*x^3 + 9*x^5),x]","\log \left(9 x^5-72 x^3+x^2+142 x\right)","\log \left(x \left(-9 \left(4-x^2\right)^2-x+2\right)\right)",1,"Log[142*x + x^2 - 72*x^3 + 9*x^5]","A",1,1,35,0.02857,1,"{1587}"
9240,1,30,0,0.08785,"\int \frac{1}{18} \left(e^{\frac{5+27 x}{9 x}} (5-18 x) \log (5)-54 x \log (5)\right) \, dx","Int[(E^((5 + 27*x)/(9*x))*(5 - 18*x)*Log[5] - 54*x*Log[5])/18,x]","-\frac{1}{2} e^{\frac{5}{9 x}+3} x^2 \log (5)-\frac{3}{2} x^2 \log (5)","\left(e^{\frac{5}{9 x}+3}+3\right) x \left(2 x-\frac{1}{2} x (4+\log (5))\right)",1,"(-3*x^2*Log[5])/2 - (E^(3 + 5/(9*x))*x^2*Log[5])/2","A",10,6,32,0.1875,1,"{12, 2225, 2226, 2206, 2210, 2214}"
9241,1,56,0,0.0967351,"\int \frac{-2-4 x^2+e^3 \left(-2+4 x-4 x^2+12 x^3\right)}{e^3 \left(3 x^3+6 x^5+3 x^7\right)} \, dx","Int[(-2 - 4*x^2 + E^3*(-2 + 4*x - 4*x^2 + 12*x^3))/(E^3*(3*x^3 + 6*x^5 + 3*x^7)),x]","\frac{\left(-2 e^3 x+e^3+1\right)^2}{3 e^3 \left(1+e^3\right) x^2}-\frac{-4 e^3 x+e^3+1}{3 e^3 \left(x^2+1\right)}","\frac{\frac{1+\frac{1}{e^3}}{x}-4}{3 \left(x^3+x\right)}",1,"(1 + E^3 - 2*E^3*x)^2/(3*E^3*(1 + E^3)*x^2) - (1 + E^3 - 4*E^3*x)/(3*E^3*(1 + x^2))","B",6,6,48,0.1250,1,"{12, 1594, 28, 1805, 1586, 37}"
9242,1,28,0,0.0484429,"\int \frac{2 e^{-1+2 e^{-1+x}+x} x+\left(-1-9 x-2 x^2\right) \log (\log (4))}{x \log (\log (4))} \, dx","Int[(2*E^(-1 + 2*E^(-1 + x) + x)*x + (-1 - 9*x - 2*x^2)*Log[Log[4]])/(x*Log[Log[4]]),x]","-x^2-9 x-\log (x)+\frac{e^{2 e^{x-1}}}{\log (\log (4))}","-(x+5)^2+x-\log (x)+\frac{e^{2 e^{x-1}}}{\log (\log (4))}",1,"-9*x - x^2 - Log[x] + E^(2*E^(-1 + x))/Log[Log[4]]","A",7,4,39,0.1026,1,"{12, 14, 2282, 2194}"
9243,1,24,0,0.7396678,"\int \frac{4+x+e^{\frac{128+e^6 (64-8 x)+8 e^6 \log (4+x)}{e^6}} (24+8 x)}{4+x} \, dx","Int[(4 + x + E^((128 + E^6*(64 - 8*x) + 8*E^6*Log[4 + x])/E^6)*(24 + 8*x))/(4 + x),x]","x-e^{64 \left(1+\frac{2}{e^6}\right)-8 x} (x+4)^8","x-e^{4 \left(2 \left(-x+\log (x+4)+\frac{16}{e^6}\right)+16\right)}",1,"x - E^(64*(1 + 2/E^6) - 8*x)*(4 + x)^8","A",22,5,41,0.1220,1,"{6688, 6742, 2196, 2176, 2194}"
9244,1,132,0,0.3149258,"\int \frac{50+e^2 (-2-3 x)+e^{e^5} (-2-3 x)+72 x-4 x^2}{625 x^3+1200 x^4+526 x^5-48 x^6+x^7+e^4 \left(x^3+2 x^4+x^5\right)+e^{2 e^5} \left(x^3+2 x^4+x^5\right)+e^2 \left(-50 x^3-98 x^4-46 x^5+2 x^6\right)+e^{e^5} \left(-50 x^3-98 x^4-46 x^5+2 x^6+e^2 \left(2 x^3+4 x^4+2 x^5\right)\right)} \, dx","Int[(50 + E^2*(-2 - 3*x) + E^E^5*(-2 - 3*x) + 72*x - 4*x^2)/(625*x^3 + 1200*x^4 + 526*x^5 - 48*x^6 + x^7 + E^4*(x^3 + 2*x^4 + x^5) + E^(2*E^5)*(x^3 + 2*x^4 + x^5) + E^2*(-50*x^3 - 98*x^4 - 46*x^5 + 2*x^6) + E^E^5*(-50*x^3 - 98*x^4 - 46*x^5 + 2*x^6 + E^2*(2*x^3 + 4*x^4 + 2*x^5))),x]","-\frac{1}{\left(25-e^2-e^{e^5}\right) x^2}+\frac{24-e^2-e^{e^5}}{\left(25-e^2-e^{e^5}\right)^2 x}-\frac{1}{\left(26-e^2-e^{e^5}\right) (x+1)}-\frac{1}{\left(25-e^2-e^{e^5}\right)^2 \left(26-e^2-e^{e^5}\right) \left(-x-e^{e^5}-e^2+25\right)}","\frac{1}{x \left(x+e^{e^5}+e^2-25\right) \left(x^2+x\right)}",1,"-(1/((25 - E^2 - E^E^5)^2*(26 - E^2 - E^E^5)*(25 - E^2 - E^E^5 - x))) - 1/((25 - E^2 - E^E^5)*x^2) + (24 - E^2 - E^E^5)/((25 - E^2 - E^E^5)^2*x) - 1/((26 - E^2 - E^E^5)*(1 + x))","B",4,2,165,0.01212,1,"{6, 2074}"
9245,1,26,0,0.2900107,"\int \frac{\exp \left(-\frac{\left(-4-x^2\right) \log ^2(3)+400 \log ^4(x)}{\log ^2(3)}\right) \left(8 x^2 \log ^2(3)-6400 \log ^3(x)\right)}{x \log ^2(3)} \, dx","Int[(8*x^2*Log[3]^2 - 6400*Log[x]^3)/(E^(((-4 - x^2)*Log[3]^2 + 400*Log[x]^4)/Log[3]^2)*x*Log[3]^2),x]","4 e^{\frac{\left(x^2+4\right) \log ^2(3)-400 \log ^4(x)}{\log ^2(3)}}","4 e^{x^2-\frac{400 \log ^4(x)}{\log ^2(3)}+4}",1,"4*E^(((4 + x^2)*Log[3]^2 - 400*Log[x]^4)/Log[3]^2)","A",2,2,51,0.03922,1,"{12, 6706}"
9246,1,17,0,0.0108658,"\int \frac{-15 e^5-20 x}{5 e^5 x+4 x^2} \, dx","Int[(-15*E^5 - 20*x)/(5*E^5*x + 4*x^2),x]","-3 \log (x)-2 \log \left(4 x+5 e^5\right)","\log \left(\frac{108}{x^3 \left(5 \left(x+e^5\right)-x\right)^2}\right)",1,"-3*Log[x] - 2*Log[5*E^5 + 4*x]","A",2,1,24,0.04167,1,"{631}"
9247,1,9,0,0.0021501,"\int \frac{20 x}{\log (4)} \, dx","Int[(20*x)/Log[4],x]","\frac{10 x^2}{\log (4)}","\frac{10 x^2}{\log (4)}",1,"(10*x^2)/Log[4]","A",2,2,7,0.2857,1,"{12, 30}"
9248,1,40,0,0.1365877,"\int \frac{-36 x^2-2 x^5+\left(-36 x+10 x^4\right) \log (5)-20 x^3 \log ^2(5)+20 x^2 \log ^3(5)-10 x \log ^4(5)+2 \log ^5(5)}{-x^5+5 x^4 \log (5)-10 x^3 \log ^2(5)+10 x^2 \log ^3(5)-5 x \log ^4(5)+\log ^5(5)} \, dx","Int[(-36*x^2 - 2*x^5 + (-36*x + 10*x^4)*Log[5] - 20*x^3*Log[5]^2 + 20*x^2*Log[5]^3 - 10*x*Log[5]^4 + 2*Log[5]^5)/(-x^5 + 5*x^4*Log[5] - 10*x^3*Log[5]^2 + 10*x^2*Log[5]^3 - 5*x*Log[5]^4 + Log[5]^5),x]","2 x-\frac{18 \log ^2(5)}{(x-\log (5))^4}-\frac{18}{(x-\log (5))^2}-\frac{36 \log (5)}{(x-\log (5))^3}","2 \left(-3 \left(\frac{3 x^2}{(x-\log (5))^4}+3\right)+x+8\right)",1,"2*x - 18/(x - Log[5])^2 - (36*Log[5])/(x - Log[5])^3 - (18*Log[5]^2)/(x - Log[5])^4","A",3,2,99,0.02020,1,"{6, 2074}"
9249,0,0,0,5.499763,"\int \frac{-54 x-108 x^2-60 x^3-21 x^4-3 x^5+e^3 \left(-3 x^3+x^4\right)+\left(3 x^3-x^4\right) \log (x)+\left(216 x+306 x^2+123 x^3+23 x^4+2 x^5+e^3 \left(-54 x-63 x^2-15 x^3-2 x^4\right)+\left(54 x+63 x^2+15 x^3+2 x^4\right) \log (x)\right) \log \left(4-e^3+x+\log (x)\right)+\left(36 x-3 x^2-3 x^3+e^3 \left(-9 x+3 x^2\right)+\left(9 x-3 x^2\right) \log (x)\right) \log ^2\left(4-e^3+x+\log (x)\right)+\left(12+e^3 (-3+x)-x-x^2+(3-x) \log (x)\right) \log ^3\left(4-e^3+x+\log (x)\right)}{108 x^3+135 x^4+63 x^5+13 x^6+x^7+e^3 \left(-27 x^3-27 x^4-9 x^5-x^6\right)+\left(27 x^3+27 x^4+9 x^5+x^6\right) \log (x)+\left(324 x^2+405 x^3+189 x^4+39 x^5+3 x^6+e^3 \left(-81 x^2-81 x^3-27 x^4-3 x^5\right)+\left(81 x^2+81 x^3+27 x^4+3 x^5\right) \log (x)\right) \log \left(4-e^3+x+\log (x)\right)+\left(324 x+405 x^2+189 x^3+39 x^4+3 x^5+e^3 \left(-81 x-81 x^2-27 x^3-3 x^4\right)+\left(81 x+81 x^2+27 x^3+3 x^4\right) \log (x)\right) \log ^2\left(4-e^3+x+\log (x)\right)+\left(108+135 x+63 x^2+13 x^3+x^4+e^3 \left(-27-27 x-9 x^2-x^3\right)+\left(27+27 x+9 x^2+x^3\right) \log (x)\right) \log ^3\left(4-e^3+x+\log (x)\right)} \, dx","Int[(-54*x - 108*x^2 - 60*x^3 - 21*x^4 - 3*x^5 + E^3*(-3*x^3 + x^4) + (3*x^3 - x^4)*Log[x] + (216*x + 306*x^2 + 123*x^3 + 23*x^4 + 2*x^5 + E^3*(-54*x - 63*x^2 - 15*x^3 - 2*x^4) + (54*x + 63*x^2 + 15*x^3 + 2*x^4)*Log[x])*Log[4 - E^3 + x + Log[x]] + (36*x - 3*x^2 - 3*x^3 + E^3*(-9*x + 3*x^2) + (9*x - 3*x^2)*Log[x])*Log[4 - E^3 + x + Log[x]]^2 + (12 + E^3*(-3 + x) - x - x^2 + (3 - x)*Log[x])*Log[4 - E^3 + x + Log[x]]^3)/(108*x^3 + 135*x^4 + 63*x^5 + 13*x^6 + x^7 + E^3*(-27*x^3 - 27*x^4 - 9*x^5 - x^6) + (27*x^3 + 27*x^4 + 9*x^5 + x^6)*Log[x] + (324*x^2 + 405*x^3 + 189*x^4 + 39*x^5 + 3*x^6 + E^3*(-81*x^2 - 81*x^3 - 27*x^4 - 3*x^5) + (81*x^2 + 81*x^3 + 27*x^4 + 3*x^5)*Log[x])*Log[4 - E^3 + x + Log[x]] + (324*x + 405*x^2 + 189*x^3 + 39*x^4 + 3*x^5 + E^3*(-81*x - 81*x^2 - 27*x^3 - 3*x^4) + (81*x + 81*x^2 + 27*x^3 + 3*x^4)*Log[x])*Log[4 - E^3 + x + Log[x]]^2 + (108 + 135*x + 63*x^2 + 13*x^3 + x^4 + E^3*(-27 - 27*x - 9*x^2 - x^3) + (27 + 27*x + 9*x^2 + x^3)*Log[x])*Log[4 - E^3 + x + Log[x]]^3),x]","\int \frac{-54 x-108 x^2-60 x^3-21 x^4-3 x^5+e^3 \left(-3 x^3+x^4\right)+\left(3 x^3-x^4\right) \log (x)+\left(216 x+306 x^2+123 x^3+23 x^4+2 x^5+e^3 \left(-54 x-63 x^2-15 x^3-2 x^4\right)+\left(54 x+63 x^2+15 x^3+2 x^4\right) \log (x)\right) \log \left(4-e^3+x+\log (x)\right)+\left(36 x-3 x^2-3 x^3+e^3 \left(-9 x+3 x^2\right)+\left(9 x-3 x^2\right) \log (x)\right) \log ^2\left(4-e^3+x+\log (x)\right)+\left(12+e^3 (-3+x)-x-x^2+(3-x) \log (x)\right) \log ^3\left(4-e^3+x+\log (x)\right)}{108 x^3+135 x^4+63 x^5+13 x^6+x^7+e^3 \left(-27 x^3-27 x^4-9 x^5-x^6\right)+\left(27 x^3+27 x^4+9 x^5+x^6\right) \log (x)+\left(324 x^2+405 x^3+189 x^4+39 x^5+3 x^6+e^3 \left(-81 x^2-81 x^3-27 x^4-3 x^5\right)+\left(81 x^2+81 x^3+27 x^4+3 x^5\right) \log (x)\right) \log \left(4-e^3+x+\log (x)\right)+\left(324 x+405 x^2+189 x^3+39 x^4+3 x^5+e^3 \left(-81 x-81 x^2-27 x^3-3 x^4\right)+\left(81 x+81 x^2+27 x^3+3 x^4\right) \log (x)\right) \log ^2\left(4-e^3+x+\log (x)\right)+\left(108+135 x+63 x^2+13 x^3+x^4+e^3 \left(-27-27 x-9 x^2-x^3\right)+\left(27+27 x+9 x^2+x^3\right) \log (x)\right) \log ^3\left(4-e^3+x+\log (x)\right)} \, dx","\frac{x^2}{\left(x+\log \left(x+\log (x)-e^3+4\right)\right)^2}+\frac{x}{(x+3)^2}",1,"x/(3 + x)^2 + 2*Defer[Int][x/((-4*(1 - E^3/4) - x - Log[x])*(x + Log[4 - E^3 + x + Log[x]])^3), x] + 2*Defer[Int][x^3/((-4*(1 - E^3/4) - x - Log[x])*(x + Log[4 - E^3 + x + Log[x]])^3), x] + 2*Defer[Int][(x^2*Log[x])/((-4*(1 - E^3/4) - x - Log[x])*(x + Log[4 - E^3 + x + Log[x]])^3), x] - 2*(5 - E^3)*Defer[Int][x^2/((4*(1 - E^3/4) + x + Log[x])*(x + Log[4 - E^3 + x + Log[x]])^3), x] + 2*Defer[Int][x/(x + Log[4 - E^3 + x + Log[x]])^2, x]","F",0,0,0,0,-1,"{}"
9250,1,98,0,0.4179347,"\int \left(1+4 e^{4 x}-1000 x+600 x^3-120 x^5+8 x^7+e^{3 x} \left(60-8 x-12 x^2\right)+e^{2 x} \left(300-120 x-120 x^2+24 x^3+12 x^4\right)+e^x \left(500-600 x-300 x^2+240 x^3+60 x^4-24 x^5-4 x^6\right)\right) \, dx","Int[1 + 4*E^(4*x) - 1000*x + 600*x^3 - 120*x^5 + 8*x^7 + E^(3*x)*(60 - 8*x - 12*x^2) + E^(2*x)*(300 - 120*x - 120*x^2 + 24*x^3 + 12*x^4) + E^x*(500 - 600*x - 300*x^2 + 240*x^3 + 60*x^4 - 24*x^5 - 4*x^6),x]","x^8-4 e^x x^6-20 x^6+60 e^x x^4+6 e^{2 x} x^4+150 x^4-300 e^x x^2-60 e^{2 x} x^2-4 e^{3 x} x^2-500 x^2+x+500 e^x+150 e^{2 x}+20 e^{3 x}+e^{4 x}","\left(-x^2+e^x+5\right)^4+x",1,"500*E^x + 150*E^(2*x) + 20*E^(3*x) + E^(4*x) + x - 500*x^2 - 300*E^x*x^2 - 60*E^(2*x)*x^2 - 4*E^(3*x)*x^2 + 150*x^4 + 60*E^x*x^4 + 6*E^(2*x)*x^4 - 20*x^6 - 4*E^x*x^6 + x^8","B",57,3,103,0.02913,1,"{2194, 2196, 2176}"
9251,1,5,0,0.0011519,"\int -e^x \, dx","Int[-E^x,x]","-e^x","-e^x",1,"-E^x","A",1,1,5,0.2000,1,"{2194}"
9252,1,25,0,0.0078087,"\int \left(21+i \pi +18 x+\log \left(\frac{1}{4} \left(-5+e^2\right)\right)\right) \, dx","Int[21 + I*Pi + 18*x + Log[(-5 + E^2)/4],x]","9 x^2+x \left(21+i \pi +\log \left(\frac{1}{4} \left(e^2-5\right)\right)\right)","x \left(4 (x-1)+5 (x+5)+i \pi +\log \left(\frac{1}{4} \left(e^2-5\right)\right)\right)",1,"9*x^2 + x*(21 + I*Pi + Log[(-5 + E^2)/4])","A",1,0,20,0,1,"{}"
9253,0,0,0,76.7795838,"\int \frac{\exp \left(\frac{28561-3042 e x+81 e^2 x^2+e^{30/x} \left(2426112-11664 e x-8748 e^2 x^2\right)+e^{10/x} \left(316368+1404 e x-972 e^2 x^2\right)+e^{20/x} \left(1314144+50382 e x+4374 e^2 x^2\right)+e^{40/x} \left(1679616-209952 e x+6561 e^2 x^2\right)}{81-972 e^{10/x}+4374 e^{20/x}-8748 e^{30/x}+6561 e^{40/x}}\right) \left(1014 e x^2-54 e^2 x^3+e^{50/x} \left(-209952 e x^2+13122 e^2 x^3\right)+e^{20/x} \left(18252000-4860 e^2 x^3+e \left(378000 x-15390 x^2\right)\right)+e^{10/x} \left(2197000+810 e^2 x^3+e \left(-117000 x-3510 x^2\right)\right)+e^{30/x} \left(50544000+14580 e^2 x^3+e \left(891000 x+54270 x^2\right)\right)+e^{40/x} \left(46656000-21870 e^2 x^3+e \left(-2916000 x+58320 x^2\right)\right)\right)}{-27 x^2+405 e^{10/x} x^2-2430 e^{20/x} x^2+7290 e^{30/x} x^2-10935 e^{40/x} x^2+6561 e^{50/x} x^2} \, dx","Int[(E^((28561 - 3042*E*x + 81*E^2*x^2 + E^(30/x)*(2426112 - 11664*E*x - 8748*E^2*x^2) + E^(10/x)*(316368 + 1404*E*x - 972*E^2*x^2) + E^(20/x)*(1314144 + 50382*E*x + 4374*E^2*x^2) + E^(40/x)*(1679616 - 209952*E*x + 6561*E^2*x^2))/(81 - 972*E^(10/x) + 4374*E^(20/x) - 8748*E^(30/x) + 6561*E^(40/x)))*(1014*E*x^2 - 54*E^2*x^3 + E^(50/x)*(-209952*E*x^2 + 13122*E^2*x^3) + E^(20/x)*(18252000 - 4860*E^2*x^3 + E*(378000*x - 15390*x^2)) + E^(10/x)*(2197000 + 810*E^2*x^3 + E*(-117000*x - 3510*x^2)) + E^(30/x)*(50544000 + 14580*E^2*x^3 + E*(891000*x + 54270*x^2)) + E^(40/x)*(46656000 - 21870*E^2*x^3 + E*(-2916000*x + 58320*x^2))))/(-27*x^2 + 405*E^(10/x)*x^2 - 2430*E^(20/x)*x^2 + 7290*E^(30/x)*x^2 - 10935*E^(40/x)*x^2 + 6561*E^(50/x)*x^2),x]","\int \frac{\exp \left(\frac{28561-3042 e x+81 e^2 x^2+e^{30/x} \left(2426112-11664 e x-8748 e^2 x^2\right)+e^{10/x} \left(316368+1404 e x-972 e^2 x^2\right)+e^{20/x} \left(1314144+50382 e x+4374 e^2 x^2\right)+e^{40/x} \left(1679616-209952 e x+6561 e^2 x^2\right)}{81-972 e^{10/x}+4374 e^{20/x}-8748 e^{30/x}+6561 e^{40/x}}\right) \left(1014 e x^2-54 e^2 x^3+e^{50/x} \left(-209952 e x^2+13122 e^2 x^3\right)+e^{20/x} \left(18252000-4860 e^2 x^3+e \left(378000 x-15390 x^2\right)\right)+e^{10/x} \left(2197000+810 e^2 x^3+e \left(-117000 x-3510 x^2\right)\right)+e^{30/x} \left(50544000+14580 e^2 x^3+e \left(891000 x+54270 x^2\right)\right)+e^{40/x} \left(46656000-21870 e^2 x^3+e \left(-2916000 x+58320 x^2\right)\right)\right)}{-27 x^2+405 e^{10/x} x^2-2430 e^{20/x} x^2+7290 e^{30/x} x^2-10935 e^{40/x} x^2+6561 e^{50/x} x^2} \, dx","e^{\left(\left(4-\frac{25}{3 \left(1-3 e^{10/x}\right)}\right)^2-e x\right)^2}",1,"-32*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4)), x] - (1250*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/(-1 + 3*E^(10/x))^2, x])/9 - (400*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/(-1 + 3*E^(10/x)), x])/3 + (15625000*Defer[Int][E^((-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^5*x^2), x])/81 + (38125000*Defer[Int][E^((-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^4*x^2), x])/81 + (3700000*Defer[Int][E^((-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^3*x^2), x])/9 + (464000*Defer[Int][E^((-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^2*x^2), x])/3 + (64000*Defer[Int][E^((-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))*x^2), x])/3 - (25000*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^3*x), x])/9 - (37000*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))^2*x), x])/9 - (4000*Defer[Int][E^(1 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))/((-1 + 3*E^(10/x))*x), x])/3 + 2*Defer[Int][E^(2 + (-169 - 936*E^(10/x) - 1296*E^(20/x) + 9*E*x - 54*E^(1 + 10/x)*x + 81*E^(1 + 20/x)*x)^2/(81*(-1 + 3*E^(10/x))^4))*x, x]","F",0,0,0,0,-1,"{}"
9254,0,0,0,2.3640804,"\int \frac{\exp \left(-3+\frac{8 e x^2+e^2 \left(4 x^2+e \left(-2 x+4 x^2\right)\right)-8 e^3 \log (\log (x))}{e^3 x}\right) \left(-8 e^3+\left(8 e x^2+e^2 \left(4 x^2+4 e x^2\right)\right) \log (x)+8 e^3 \log (x) \log (\log (x))\right)}{x^2 \log (x)} \, dx","Int[(E^(-3 + (8*E*x^2 + E^2*(4*x^2 + E*(-2*x + 4*x^2)) - 8*E^3*Log[Log[x]])/(E^3*x))*(-8*E^3 + (8*E*x^2 + E^2*(4*x^2 + 4*E*x^2))*Log[x] + 8*E^3*Log[x]*Log[Log[x]]))/(x^2*Log[x]),x]","\int \frac{\exp \left(-3+\frac{8 e x^2+e^2 \left(4 x^2+e \left(-2 x+4 x^2\right)\right)-8 e^3 \log (\log (x))}{e^3 x}\right) \left(-8 e^3+\left(8 e x^2+e^2 \left(4 x^2+4 e x^2\right)\right) \log (x)+8 e^3 \log (x) \log (\log (x))\right)}{x^2 \log (x)} \, dx","e^{4 \left(\frac{x}{e}+\frac{2 x}{e^2}+x-\frac{2 \log (\log (x))}{x}\right)-2}",1,"-8*Defer[Int][(E^(-2 + (4*(2 + E + E^2)*x)/E^2)*Log[x]^(-1 - 8/x))/x^2, x] + 4*(2 + E + E^2)*Defer[Int][E^(-4 + (4*(2 + E + E^2)*x)/E^2)/Log[x]^(8/x), x] + 8*Defer[Int][(E^(-2 + (4*(2 + E + E^2)*x)/E^2)*Log[Log[x]])/(x^2*Log[x]^(8/x)), x]","F",0,0,0,0,-1,"{}"
9255,1,25,0,0.1527377,"\int -\frac{\exp \left(5-\frac{1}{125} e^{1+2 \log (5) \log (x)}+2 \log (5) \log (x)\right) \log (5)}{500 x} \, dx","Int[-1/500*(E^(5 - E^(1 + 2*Log[5]*Log[x])/125 + 2*Log[5]*Log[x])*Log[5])/x,x]","\frac{\log (5) e^{4-e 5^{2 \log (x)-3}}}{4 \log (25)}","\frac{1}{8} e^{4-e^{\log (5) (2 \log (x)-3)+1}}",1,"(E^(4 - 5^(-3 + 2*Log[x])*E)*Log[5])/(4*Log[25])","A",3,3,33,0.09091,1,"{12, 2274, 6706}"
9256,0,0,0,1.9164096,"\int \frac{e^{2 e^{-x}-x} \left(2 e^x-2 x \log \left(\frac{60}{x+4 e^2 x}\right)\right)}{x \log ^3\left(\frac{60}{x+4 e^2 x}\right)} \, dx","Int[(E^(2/E^x - x)*(2*E^x - 2*x*Log[60/(x + 4*E^2*x)]))/(x*Log[60/(x + 4*E^2*x)]^3),x]","\int \frac{e^{2 e^{-x}-x} \left(2 e^x-2 x \log \left(\frac{60}{x+4 e^2 x}\right)\right)}{x \log ^3\left(\frac{60}{x+4 e^2 x}\right)} \, dx","\frac{e^{2 e^{-x}}}{\log ^2\left(\frac{15}{e^2 x+\frac{x}{4}}\right)}",1,"2*Defer[Int][E^(2/E^x)/(x*Log[60/((1 + 4*E^2)*x)]^3), x] - 2*Defer[Int][E^(2/E^x - x)/Log[60/((1 + 4*E^2)*x)]^2, x]","F",0,0,0,0,-1,"{}"
9257,1,27,0,0.0419753,"\int e^{3 x+3 x^2} \left(2 x+3 x^2+6 x^3\right) \, dx","Int[E^(3*x + 3*x^2)*(2*x + 3*x^2 + 6*x^3),x]","\frac{e^{3 x^2+3 x} x \left(2 x^2+x\right)}{2 x+1}","e^{3 x (x+1)} x^2",1,"(E^(3*x + 3*x^2)*x*(x + 2*x^2))/(1 + 2*x)","B",2,2,26,0.07692,1,"{1594, 2288}"
9258,1,28,0,0.2618782,"\int \frac{-e^{12}+2 e^6 x^2-x^4+\left(e^{12}-2 e^6 x^2+x^4\right) \log (x)+\left(e^{12} (-1-2 x)+x^2-x^4-2 x^5+e^6 \left(1+2 x^2+4 x^3\right)\right) \log ^2(x)}{\left(e^{12}-2 e^6 x^2+x^4\right) \log ^2(x)} \, dx","Int[(-E^12 + 2*E^6*x^2 - x^4 + (E^12 - 2*E^6*x^2 + x^4)*Log[x] + (E^12*(-1 - 2*x) + x^2 - x^4 - 2*x^5 + E^6*(1 + 2*x^2 + 4*x^3))*Log[x]^2)/((E^12 - 2*E^6*x^2 + x^4)*Log[x]^2),x]","-x^2+\frac{x}{e^6-x^2}-x+\frac{x}{\log (x)}","\left(\frac{\frac{x}{e^6-x^2}-x+5}{x}-x\right) x+\frac{x}{\log (x)}-1",1,"-x - x^2 + x/(E^6 - x^2) + x/Log[x]","A",9,6,103,0.05825,1,"{28, 6688, 1814, 1586, 2297, 2298}"
9259,0,0,0,1.1897887,"\int \frac{-25 e^{-7+x} x+e^{-7+x} \left(50+75 x+25 x^2\right) \log (2+x)+(50+25 x) \log ^2(2+x)}{(2+x) \log ^2(2+x)} \, dx","Int[(-25*E^(-7 + x)*x + E^(-7 + x)*(50 + 75*x + 25*x^2)*Log[2 + x] + (50 + 25*x)*Log[2 + x]^2)/((2 + x)*Log[2 + x]^2),x]","\int \frac{-25 e^{-7+x} x+e^{-7+x} \left(50+75 x+25 x^2\right) \log (2+x)+(50+25 x) \log ^2(2+x)}{(2+x) \log ^2(2+x)} \, dx","25 \left(x+\frac{e^{x-7} x}{\log (x+2)}+4\right)",1,"25*x - 25*Defer[Int][E^(-7 + x)/Log[2 + x]^2, x] + 50*Defer[Int][E^(-7 + x)/((2 + x)*Log[2 + x]^2), x] - 25*Defer[Int][E^(-7 + x)/Log[2 + x], x] + 25*Defer[Int][(E^(-7 + x)*(2 + x))/Log[2 + x], x]","F",0,0,0,0,-1,"{}"
9260,0,0,0,0.5866992,"\int \frac{-5+\left(-10 x^2+10 x^3\right) \log \left(\frac{-1+x}{2 x}\right)+(-10+10 x) \log \left(\frac{-1+x}{2 x}\right) \log (x)}{\left(-x+x^2\right) \log \left(\frac{-1+x}{2 x}\right)} \, dx","Int[(-5 + (-10*x^2 + 10*x^3)*Log[(-1 + x)/(2*x)] + (-10 + 10*x)*Log[(-1 + x)/(2*x)]*Log[x])/((-x + x^2)*Log[(-1 + x)/(2*x)]),x]","\int \frac{-5+\left(-10 x^2+10 x^3\right) \log \left(\frac{-1+x}{2 x}\right)+(-10+10 x) \log \left(\frac{-1+x}{2 x}\right) \log (x)}{\left(-x+x^2\right) \log \left(\frac{-1+x}{2 x}\right)} \, dx","5 \left(x^2+\log ^2(x)-\log \left(5 \log \left(\frac{x-1}{2 x}\right)\right)\right)",1,"5*x^2 + 5*Log[x]^2 - 5*Defer[Int][1/((-1 + x)*Log[1/2 - 1/(2*x)]), x] + 5*Defer[Int][1/(x*Log[1/2 - 1/(2*x)]), x]","F",0,0,0,0,-1,"{}"
9261,1,27,0,0.2216876,"\int \frac{\exp \left(\frac{x^2+2 e x^2+e^2 x^2+\left(-2 e x^2-2 e^2 x^2\right) \log (2)+e^2 x^2 \log ^2(2)}{1-2 e \log (2)+e^2 \log ^2(2)}\right) \left(2 x+4 e x+2 e^2 x+\left(-4 e x-4 e^2 x\right) \log (2)+2 e^2 x \log ^2(2)\right)}{1-2 e \log (2)+e^2 \log ^2(2)} \, dx","Int[(E^((x^2 + 2*E*x^2 + E^2*x^2 + (-2*E*x^2 - 2*E^2*x^2)*Log[2] + E^2*x^2*Log[2]^2)/(1 - 2*E*Log[2] + E^2*Log[2]^2))*(2*x + 4*E*x + 2*E^2*x + (-4*E*x - 4*E^2*x)*Log[2] + 2*E^2*x*Log[2]^2))/(1 - 2*E*Log[2] + E^2*Log[2]^2),x]","\exp \left(\frac{x^2 (1+e (1-\log (2)))^2}{(1-e \log (2))^2}\right)","e^{\left(x+\frac{x}{\frac{1}{e}-\log (2)}\right)^2}",1,"E^((x^2*(1 + E*(1 - Log[2]))^2)/(1 - E*Log[2])^2)","A",7,4,122,0.03279,1,"{6, 12, 2225, 2209}"
9262,0,0,0,0.4246207,"\int \frac{240+e^{2-x} (60+60 x)+e^x \left(240-30 x+e^{2-x} (60+60 x)\right)+\left(15+15 e^x\right) \log \left(1+2 e^x+e^{2 x}\right)}{x^2+e^x x^2} \, dx","Int[(240 + E^(2 - x)*(60 + 60*x) + E^x*(240 - 30*x + E^(2 - x)*(60 + 60*x)) + (15 + 15*E^x)*Log[1 + 2*E^x + E^(2*x)])/(x^2 + E^x*x^2),x]","\int \frac{240+e^{2-x} (60+60 x)+e^x \left(240-30 x+e^{2-x} (60+60 x)\right)+\left(15+15 e^x\right) \log \left(1+2 e^x+e^{2 x}\right)}{x^2+e^x x^2} \, dx","-\frac{15 \left(4 \left(e^{2-x}+4\right)+\log \left(\left(e^x+1\right)^2\right)\right)}{x}",1,"-240/x - (60*E^(2 - x))/x - (15*Log[(1 + E^x)^2])/x - 30*Log[x] + 30*Defer[Int][1/((1 + E^x)*x), x] + 30*Defer[Int][E^x/(x + E^x*x), x]","F",0,0,0,0,-1,"{}"
9263,1,11,0,0.0011237,"\int \frac{1}{3} (1-6 x) \, dx","Int[(1 - 6*x)/3,x]","-\frac{1}{36} (1-6 x)^2","-x^2+\frac{1}{3} \left(x-\log \left(\frac{e^2}{\log (2)}\right)+\log \left(5+e^2\right)\right)+5",1,"-1/36*(1 - 6*x)^2","A",1,1,9,0.1111,1,"{9}"
9264,1,77,0,2.0688873,"\int \frac{e^{-2 x} \left(e^{2 x} \left(-2000-400 x-3000 x^3+449700 x^4+135000 x^5+13500 x^6+450 x^7\right)+e^x \left(30000 x+39000 x^2-443400 x^3+315300 x^4+121500 x^5+13050 x^6+450 x^7\right) \log (4)+\left(-450000 x^3-135000 x^4-13500 x^5-450 x^6\right) \log ^2(4)\right)}{1000 x^3+300 x^4+30 x^5+x^6} \, dx","Int[(E^(2*x)*(-2000 - 400*x - 3000*x^3 + 449700*x^4 + 135000*x^5 + 13500*x^6 + 450*x^7) + E^x*(30000*x + 39000*x^2 - 443400*x^3 + 315300*x^4 + 121500*x^5 + 13050*x^6 + 450*x^7)*Log[4] + (-450000*x^3 - 135000*x^4 - 13500*x^5 - 450*x^6)*Log[4]^2)/(E^(2*x)*(1000*x^3 + 300*x^4 + 30*x^5 + x^6)),x]","225 x^2+\frac{1}{x^2}+\frac{1501}{5 (x+10)}+\frac{1}{(x+10)^2}-\frac{1}{5 x}+225 e^{-2 x} \log ^2(4)-450 e^{-x} x \log (4)+\frac{30 e^{-x} \log (4)}{x+10}-\frac{30 e^{-x} \log (4)}{x}","25 \left(\frac{2}{x (x+10)}+3 \left(x-e^{-x} \log (4)\right)\right)^2",1,"x^(-2) - 1/(5*x) + 225*x^2 + (10 + x)^(-2) + 1501/(5*(10 + x)) - (30*Log[4])/(E^x*x) - (450*x*Log[4])/E^x + (30*Log[4])/(E^x*(10 + x)) + (225*Log[4]^2)/E^(2*x)","B",17,7,130,0.05385,1,"{6741, 6742, 1620, 2194, 2177, 2178, 2176}"
9265,1,962,0,1.4958382,"\int \frac{e^6+e^3 \left(5 x+x^2\right)+\left(-e^6+e^3 \left(-10 x-3 x^2\right)\right) \log (x)}{e^6 x^2+25 x^4+10 x^5+x^6+e^3 \left(10 x^3+2 x^4\right)} \, dx","Int[(E^6 + E^3*(5*x + x^2) + (-E^6 + E^3*(-10*x - 3*x^2))*Log[x])/(E^6*x^2 + 25*x^4 + 10*x^5 + x^6 + E^3*(10*x^3 + 2*x^4)),x]","\frac{\left(25-2 e^3\right) \tan ^{-1}\left(\frac{2 x+5}{\sqrt{-25+4 e^3}}\right)}{e^3 \sqrt{-25+4 e^3}}-\frac{2 \left(25-2 e^3\right) \log \left(2 i x+\sqrt{-25+4 e^3}+5 i\right)}{\left(25-4 e^3\right) \left(5-i \sqrt{-25+4 e^3}\right)}+\frac{5 \log \left(2 i x+\sqrt{-25+4 e^3}+5 i\right)}{25-4 e^3}+\frac{\log (x)}{x}+\frac{4 \left(25-2 e^3\right) x \log (x)}{\left(25-4 e^3\right) \left(5-i \sqrt{-25+4 e^3}\right) \left(2 x-i \sqrt{-25+4 e^3}+5\right)}-\frac{10 x \log (x)}{\left(25-4 e^3\right) \left(2 x-i \sqrt{-25+4 e^3}+5\right)}+\frac{4 \left(25-2 e^3\right) x \log (x)}{\left(25-4 e^3\right) \left(5+i \sqrt{-25+4 e^3}\right) \left(2 x+i \sqrt{-25+4 e^3}+5\right)}-\frac{10 x \log (x)}{\left(25-4 e^3\right) \left(2 x+i \sqrt{-25+4 e^3}+5\right)}-\frac{5 \log (x)}{e^3}-\frac{2 \left(25-2 e^3\right) \log \left(2 x+i \sqrt{-25+4 e^3}+5\right)}{\left(25-4 e^3\right) \left(5+i \sqrt{-25+4 e^3}\right)}+\frac{5 \log \left(2 x+i \sqrt{-25+4 e^3}+5\right)}{25-4 e^3}-\frac{i \log (x) \log \left(\frac{2 x}{5-i \sqrt{-25+4 e^3}}+1\right)}{\sqrt{-25+4 e^3}}-\frac{2 i \left(25-2 e^3\right) \log (x) \log \left(\frac{2 x}{5-i \sqrt{-25+4 e^3}}+1\right)}{\left(-25+4 e^3\right)^{3/2}}+\frac{25 i \log (x) \log \left(\frac{2 x}{5-i \sqrt{-25+4 e^3}}+1\right)}{\left(-25+4 e^3\right)^{3/2}}+\frac{i \log (x) \log \left(\frac{2 x}{5+i \sqrt{-25+4 e^3}}+1\right)}{\sqrt{-25+4 e^3}}+\frac{2 i \left(25-2 e^3\right) \log (x) \log \left(\frac{2 x}{5+i \sqrt{-25+4 e^3}}+1\right)}{\left(-25+4 e^3\right)^{3/2}}-\frac{25 i \log (x) \log \left(\frac{2 x}{5+i \sqrt{-25+4 e^3}}+1\right)}{\left(-25+4 e^3\right)^{3/2}}+\frac{5 \log \left(x^2+5 x+e^3\right)}{2 e^3}-\frac{i \text{Li}_2\left(-\frac{2 x}{5-i \sqrt{-25+4 e^3}}\right)}{\sqrt{-25+4 e^3}}-\frac{2 i \left(25-2 e^3\right) \text{Li}_2\left(-\frac{2 x}{5-i \sqrt{-25+4 e^3}}\right)}{\left(-25+4 e^3\right)^{3/2}}+\frac{25 i \text{Li}_2\left(-\frac{2 x}{5-i \sqrt{-25+4 e^3}}\right)}{\left(-25+4 e^3\right)^{3/2}}+\frac{i \text{Li}_2\left(-\frac{2 x}{5+i \sqrt{-25+4 e^3}}\right)}{\sqrt{-25+4 e^3}}+\frac{2 i \left(25-2 e^3\right) \text{Li}_2\left(-\frac{2 x}{5+i \sqrt{-25+4 e^3}}\right)}{\left(-25+4 e^3\right)^{3/2}}-\frac{25 i \text{Li}_2\left(-\frac{2 x}{5+i \sqrt{-25+4 e^3}}\right)}{\left(-25+4 e^3\right)^{3/2}}","\frac{\log (x)}{\frac{(x+5) x^2}{e^3}+x}",1,"((25 - 2*E^3)*ArcTan[(5 + 2*x)/Sqrt[-25 + 4*E^3]])/(E^3*Sqrt[-25 + 4*E^3]) + (5*Log[5*I + Sqrt[-25 + 4*E^3] + (2*I)*x])/(25 - 4*E^3) - (2*(25 - 2*E^3)*Log[5*I + Sqrt[-25 + 4*E^3] + (2*I)*x])/((25 - 4*E^3)*(5 - I*Sqrt[-25 + 4*E^3])) - (5*Log[x])/E^3 + Log[x]/x - (10*x*Log[x])/((25 - 4*E^3)*(5 - I*Sqrt[-25 + 4*E^3] + 2*x)) + (4*(25 - 2*E^3)*x*Log[x])/((25 - 4*E^3)*(5 - I*Sqrt[-25 + 4*E^3])*(5 - I*Sqrt[-25 + 4*E^3] + 2*x)) - (10*x*Log[x])/((25 - 4*E^3)*(5 + I*Sqrt[-25 + 4*E^3] + 2*x)) + (4*(25 - 2*E^3)*x*Log[x])/((25 - 4*E^3)*(5 + I*Sqrt[-25 + 4*E^3])*(5 + I*Sqrt[-25 + 4*E^3] + 2*x)) + (5*Log[5 + I*Sqrt[-25 + 4*E^3] + 2*x])/(25 - 4*E^3) - (2*(25 - 2*E^3)*Log[5 + I*Sqrt[-25 + 4*E^3] + 2*x])/((25 - 4*E^3)*(5 + I*Sqrt[-25 + 4*E^3])) + ((25*I)*Log[x]*Log[1 + (2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) - ((2*I)*(25 - 2*E^3)*Log[x]*Log[1 + (2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) - (I*Log[x]*Log[1 + (2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/Sqrt[-25 + 4*E^3] - ((25*I)*Log[x]*Log[1 + (2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) + ((2*I)*(25 - 2*E^3)*Log[x]*Log[1 + (2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) + (I*Log[x]*Log[1 + (2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/Sqrt[-25 + 4*E^3] + (5*Log[E^3 + 5*x + x^2])/(2*E^3) + ((25*I)*PolyLog[2, (-2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) - ((2*I)*(25 - 2*E^3)*PolyLog[2, (-2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) - (I*PolyLog[2, (-2*x)/(5 - I*Sqrt[-25 + 4*E^3])])/Sqrt[-25 + 4*E^3] - ((25*I)*PolyLog[2, (-2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) + ((2*I)*(25 - 2*E^3)*PolyLog[2, (-2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/(-25 + 4*E^3)^(3/2) + (I*PolyLog[2, (-2*x)/(5 + I*Sqrt[-25 + 4*E^3])])/Sqrt[-25 + 4*E^3]","C",42,15,76,0.1974,1,"{6688, 12, 6742, 709, 800, 634, 618, 204, 628, 2357, 2304, 2314, 31, 2317, 2391}"
9266,0,0,0,5.459064,"\int \frac{e^{6+x} \left(6750+7650 x+450 x^2-450 x^3\right)+e^6 \left(1620-90 x-120 x^2+30 x^3\right)+e^6 \left(900+120 x-60 x^2\right) \log (5-x)}{-5 x^2+x^3+e^{2 x} (-1125+225 x)+e^x \left(-150 x+30 x^2\right)+\left(e^x (150-30 x)+10 x-2 x^2\right) \log (5-x)+(-5+x) \log ^2(5-x)} \, dx","Int[(E^(6 + x)*(6750 + 7650*x + 450*x^2 - 450*x^3) + E^6*(1620 - 90*x - 120*x^2 + 30*x^3) + E^6*(900 + 120*x - 60*x^2)*Log[5 - x])/(-5*x^2 + x^3 + E^(2*x)*(-1125 + 225*x) + E^x*(-150*x + 30*x^2) + (E^x*(150 - 30*x) + 10*x - 2*x^2)*Log[5 - x] + (-5 + x)*Log[5 - x]^2),x]","\int \frac{e^{6+x} \left(6750+7650 x+450 x^2-450 x^3\right)+e^6 \left(1620-90 x-120 x^2+30 x^3\right)+e^6 \left(900+120 x-60 x^2\right) \log (5-x)}{-5 x^2+x^3+e^{2 x} (-1125+225 x)+e^x \left(-150 x+30 x^2\right)+\left(e^x (150-30 x)+10 x-2 x^2\right) \log (5-x)+(-5+x) \log ^2(5-x)} \, dx","\frac{2 e^6 (x+3)^2}{e^x+\frac{1}{15} (x-\log (5-x))}",1,"60*E^6*Defer[Int][(15*E^x + x - Log[5 - x])^(-2), x] + 1920*E^6*Defer[Int][1/((-5 + x)*(15*E^x + x - Log[5 - x])^2), x] + 120*E^6*Defer[Int][x/(15*E^x + x - Log[5 - x])^2, x] + 150*E^6*Defer[Int][x^2/(15*E^x + x - Log[5 - x])^2, x] + 30*E^6*Defer[Int][x^3/(15*E^x + x - Log[5 - x])^2, x] - 90*E^6*Defer[Int][(15*E^x + x - Log[5 - x])^(-1), x] - 120*E^6*Defer[Int][x/(15*E^x + x - Log[5 - x]), x] - 30*E^6*Defer[Int][x^2/(15*E^x + x - Log[5 - x]), x] - 270*E^6*Defer[Int][Log[5 - x]/(15*E^x + x - Log[5 - x])^2, x] - 180*E^6*Defer[Int][(x*Log[5 - x])/(15*E^x + x - Log[5 - x])^2, x] - 30*E^6*Defer[Int][(x^2*Log[5 - x])/(15*E^x + x - Log[5 - x])^2, x]","F",0,0,0,0,-1,"{}"
9267,1,49,0,0.2140374,"\int \frac{-x^3+\left(3-x^3-5 x^4\right) \log (x)+4 x^3 \log (x) \log \left(\frac{4}{x \log (x)}\right)}{\log (x)} \, dx","Int[(-x^3 + (3 - x^3 - 5*x^4)*Log[x] + 4*x^3*Log[x]*Log[4/(x*Log[x])])/Log[x],x]","-\text{Ei}(4 \log (x))-\log (x) \text{Ei}(4 \log (x))+(\log (x)+1) \text{Ei}(4 \log (x))-x^5+x^4 \log \left(\frac{4}{x \log (x)}\right)+3 x","x \left(x^3 \left(\log \left(\frac{4}{x \log (x)}\right)-x\right)+3\right)-3 e^5",1,"3*x - x^5 - ExpIntegralEi[4*Log[x]] - ExpIntegralEi[4*Log[x]]*Log[x] + ExpIntegralEi[4*Log[x]]*(1 + Log[x]) + x^4*Log[4/(x*Log[x])]","C",11,9,43,0.2093,1,"{6742, 6688, 2309, 2178, 30, 2555, 12, 2366, 6482}"
9268,1,26,0,0.2730198,"\int \frac{-3+6 x+6 x^2+e \left(-1+2 x+2 x^2\right)+(3 x+e x) \log (2 x)}{8 x+4 x^2+2 x \log (2 x)} \, dx","Int[(-3 + 6*x + 6*x^2 + E*(-1 + 2*x + 2*x^2) + (3*x + E*x)*Log[2*x])/(8*x + 4*x^2 + 2*x*Log[2*x]),x]","\frac{1}{2} (3+e) x-\frac{1}{2} (3+e) \log (2 x+\log (2 x)+4)","\frac{1}{2} \left((3+e) (x-\log (2 x+\log (2 x)+4))+e^5+6\right)",1,"((3 + E)*x)/2 - ((3 + E)*Log[4 + 2*x + Log[2*x]])/2","A",5,4,53,0.07547,1,"{6688, 12, 6742, 6684}"
9269,1,31,0,4.893307,"\int \frac{3 x+e^{e^5+x^2} \left(36-24 x^2\right)+e^{x^2} \left(36 x-24 x^3\right)+\left(e^{e^5+x^2} \left(-9+6 x^2\right)+e^{x^2} \left(-9 x+6 x^3\right)\right) \log \left(e^{e^5}+x\right)+\left(36 e^{e^5}+36 x+\left(-9 e^{e^5}-9 x\right) \log \left(e^{e^5}+x\right)\right) \log \left(-4+\log \left(e^{e^5}+x\right)\right)+\left(12 e^{e^5+x^2}+12 e^{x^2} x+\left(-3 e^{e^5+x^2}-3 e^{x^2} x\right) \log \left(e^{e^5}+x\right)+\left(12 e^{e^5}+12 x+\left(-3 e^{e^5}-3 x\right) \log \left(e^{e^5}+x\right)\right) \log \left(-4+\log \left(e^{e^5}+x\right)\right)\right) \log \left(\frac{x}{e^{x^2}+\log \left(-4+\log \left(e^{e^5}+x\right)\right)}\right)}{-16 e^{e^5+x^2} x^2-16 e^{x^2} x^3+\left(4 e^{e^5+x^2} x^2+4 e^{x^2} x^3\right) \log \left(e^{e^5}+x\right)+\left(-16 e^{e^5} x^2-16 x^3+\left(4 e^{e^5} x^2+4 x^3\right) \log \left(e^{e^5}+x\right)\right) \log \left(-4+\log \left(e^{e^5}+x\right)\right)+\left(-16 e^{e^5+x^2} x^2-16 e^{x^2} x^3+\left(4 e^{e^5+x^2} x^2+4 e^{x^2} x^3\right) \log \left(e^{e^5}+x\right)+\left(-16 e^{e^5} x^2-16 x^3+\left(4 e^{e^5} x^2+4 x^3\right) \log \left(e^{e^5}+x\right)\right) \log \left(-4+\log \left(e^{e^5}+x\right)\right)\right) \log \left(\frac{x}{e^{x^2}+\log \left(-4+\log \left(e^{e^5}+x\right)\right)}\right)+\left(-4 e^{e^5+x^2} x^2-4 e^{x^2} x^3+\left(e^{e^5+x^2} x^2+e^{x^2} x^3\right) \log \left(e^{e^5}+x\right)+\left(-4 e^{e^5} x^2-4 x^3+\left(e^{e^5} x^2+x^3\right) \log \left(e^{e^5}+x\right)\right) \log \left(-4+\log \left(e^{e^5}+x\right)\right)\right) \log ^2\left(\frac{x}{e^{x^2}+\log \left(-4+\log \left(e^{e^5}+x\right)\right)}\right)} \, dx","Int[(3*x + E^(E^5 + x^2)*(36 - 24*x^2) + E^x^2*(36*x - 24*x^3) + (E^(E^5 + x^2)*(-9 + 6*x^2) + E^x^2*(-9*x + 6*x^3))*Log[E^E^5 + x] + (36*E^E^5 + 36*x + (-9*E^E^5 - 9*x)*Log[E^E^5 + x])*Log[-4 + Log[E^E^5 + x]] + (12*E^(E^5 + x^2) + 12*E^x^2*x + (-3*E^(E^5 + x^2) - 3*E^x^2*x)*Log[E^E^5 + x] + (12*E^E^5 + 12*x + (-3*E^E^5 - 3*x)*Log[E^E^5 + x])*Log[-4 + Log[E^E^5 + x]])*Log[x/(E^x^2 + Log[-4 + Log[E^E^5 + x]])])/(-16*E^(E^5 + x^2)*x^2 - 16*E^x^2*x^3 + (4*E^(E^5 + x^2)*x^2 + 4*E^x^2*x^3)*Log[E^E^5 + x] + (-16*E^E^5*x^2 - 16*x^3 + (4*E^E^5*x^2 + 4*x^3)*Log[E^E^5 + x])*Log[-4 + Log[E^E^5 + x]] + (-16*E^(E^5 + x^2)*x^2 - 16*E^x^2*x^3 + (4*E^(E^5 + x^2)*x^2 + 4*E^x^2*x^3)*Log[E^E^5 + x] + (-16*E^E^5*x^2 - 16*x^3 + (4*E^E^5*x^2 + 4*x^3)*Log[E^E^5 + x])*Log[-4 + Log[E^E^5 + x]])*Log[x/(E^x^2 + Log[-4 + Log[E^E^5 + x]])] + (-4*E^(E^5 + x^2)*x^2 - 4*E^x^2*x^3 + (E^(E^5 + x^2)*x^2 + E^x^2*x^3)*Log[E^E^5 + x] + (-4*E^E^5*x^2 - 4*x^3 + (E^E^5*x^2 + x^3)*Log[E^E^5 + x])*Log[-4 + Log[E^E^5 + x]])*Log[x/(E^x^2 + Log[-4 + Log[E^E^5 + x]])]^2),x]","\frac{3}{x \left(\log \left(\frac{x}{e^{x^2}+\log \left(\log \left(x+e^{e^5}\right)-4\right)}\right)+2\right)}","\frac{3}{x \left(\log \left(\frac{x}{e^{x^2}+\log \left(\log \left(x+e^{e^5}\right)-4\right)}\right)+2\right)}",1,"3/(x*(2 + Log[x/(E^x^2 + Log[-4 + Log[E^E^5 + x]])]))","A",3,3,618,0.004854,1,"{6688, 12, 6687}"
9270,1,46,0,2.0860791,"\int \frac{-e^8-20 e^4 x-75 x^2+e^5 \left(-e^8-10 e^4 x-25 x^2\right)+e^{x^2} \left(1+e^5+2 x^2\right)+\left(e^8-e^{x^2}+10 e^4 x+25 x^2\right) \log \left(e^8 x-e^{x^2} x+10 e^4 x^2+25 x^3\right)}{-e^8 x^2+e^{x^2} x^2-10 e^4 x^3-25 x^4} \, dx","Int[(-E^8 - 20*E^4*x - 75*x^2 + E^5*(-E^8 - 10*E^4*x - 25*x^2) + E^x^2*(1 + E^5 + 2*x^2) + (E^8 - E^x^2 + 10*E^4*x + 25*x^2)*Log[E^8*x - E^x^2*x + 10*E^4*x^2 + 25*x^3])/(-(E^8*x^2) + E^x^2*x^2 - 10*E^4*x^3 - 25*x^4),x]","\frac{\log \left(25 x^3+10 e^4 x^2-e^{x^2} x+e^8 x\right)}{x}-\frac{1+e^5}{x}+\frac{1}{x}","\frac{\log \left(x \left(\left(5 x+e^4\right)^2-e^{x^2}\right)\right)+x-e^5}{x}+3",1,"x^(-1) - (1 + E^5)/x + Log[E^8*x - E^x^2*x + 10*E^4*x^2 + 25*x^3]/x","A",15,3,139,0.02158,1,"{6742, 14, 2551}"
9271,0,0,0,13.4571577,"\int \frac{-5 e^{2 x}+e^x \left(-45+15 x+10 x^2-3 x^3\right)+e^x \left(-5+5 x+3 x^2\right) \log (x)+e^x \left(-5+5 x+3 x^2\right) \log \left(81 x^4\right)}{16 x^2+e^{2 x} x^2-8 x^3+x^4+e^x \left(8 x^2-2 x^3\right)+\left(8 x^2+2 e^x x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)+\left(8 x^2+2 e^x x^2-2 x^3+2 x^2 \log (x)\right) \log \left(81 x^4\right)+x^2 \log ^2\left(81 x^4\right)} \, dx","Int[(-5*E^(2*x) + E^x*(-45 + 15*x + 10*x^2 - 3*x^3) + E^x*(-5 + 5*x + 3*x^2)*Log[x] + E^x*(-5 + 5*x + 3*x^2)*Log[81*x^4])/(16*x^2 + E^(2*x)*x^2 - 8*x^3 + x^4 + E^x*(8*x^2 - 2*x^3) + (8*x^2 + 2*E^x*x^2 - 2*x^3)*Log[x] + x^2*Log[x]^2 + (8*x^2 + 2*E^x*x^2 - 2*x^3 + 2*x^2*Log[x])*Log[81*x^4] + x^2*Log[81*x^4]^2),x]","\int \frac{-5 e^{2 x}+e^x \left(-45+15 x+10 x^2-3 x^3\right)+e^x \left(-5+5 x+3 x^2\right) \log (x)+e^x \left(-5+5 x+3 x^2\right) \log \left(81 x^4\right)}{16 x^2+e^{2 x} x^2-8 x^3+x^4+e^x \left(8 x^2-2 x^3\right)+\left(8 x^2+2 e^x x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)+\left(8 x^2+2 e^x x^2-2 x^3+2 x^2 \log (x)\right) \log \left(81 x^4\right)+x^2 \log ^2\left(81 x^4\right)} \, dx","\frac{e^x \left(\frac{5}{x}+3\right)}{\log \left(81 x^4\right)-x+e^x+\log (x)+4}",1,"5*Defer[Int][E^x/(x^2*(-4 - E^x + x - Log[81*x] - Log[x^4])), x] - 25*Defer[Int][E^x/(x^2*(-4 - E^x + x - Log[x] - Log[81*x^4])^2), x] + 10*Defer[Int][E^x/(x*(-4 - E^x + x - Log[x] - Log[81*x^4])^2), x] - 3*Defer[Int][(E^x*x)/(-4 - E^x + x - Log[x] - Log[81*x^4])^2, x] + 5*Defer[Int][(E^x*Log[x])/(x*(-4 - E^x + x - Log[x] - Log[81*x^4])^2), x] + 5*Defer[Int][(E^x*Log[81*x^4])/(x*(-4 - E^x + x - Log[x] - Log[81*x^4])^2), x] + 10*Defer[Int][E^x/(4 + E^x - x + Log[x] + Log[81*x^4])^2, x] + 3*Defer[Int][(E^x*Log[x])/(4 + E^x - x + Log[x] + Log[81*x^4])^2, x] + 3*Defer[Int][(E^x*Log[81*x^4])/(4 + E^x - x + Log[x] + Log[81*x^4])^2, x]","F",0,0,0,0,-1,"{}"
9272,0,0,0,4.2111861,"\int \frac{-12+60 x-60 x^2+e^{2+x} \left(-5+20 x-20 x^2\right)+\left(-45+192 x-234 x^2+60 x^3+e^{2+x} \left(5-20 x+20 x^2\right)\right) \log \left(\frac{-45+e^{2+x} (5-10 x)+102 x-30 x^2}{-15+30 x}\right)}{\left(-45+192 x-234 x^2+60 x^3+e^{2+x} \left(5-20 x+20 x^2\right)\right) \log \left(\frac{-45+e^{2+x} (5-10 x)+102 x-30 x^2}{-15+30 x}\right)} \, dx","Int[(-12 + 60*x - 60*x^2 + E^(2 + x)*(-5 + 20*x - 20*x^2) + (-45 + 192*x - 234*x^2 + 60*x^3 + E^(2 + x)*(5 - 20*x + 20*x^2))*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)])/((-45 + 192*x - 234*x^2 + 60*x^3 + E^(2 + x)*(5 - 20*x + 20*x^2))*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]),x]","\int \frac{-12+60 x-60 x^2+e^{2+x} \left(-5+20 x-20 x^2\right)+\left(-45+192 x-234 x^2+60 x^3+e^{2+x} \left(5-20 x+20 x^2\right)\right) \log \left(\frac{-45+e^{2+x} (5-10 x)+102 x-30 x^2}{-15+30 x}\right)}{\left(-45+192 x-234 x^2+60 x^3+e^{2+x} \left(5-20 x+20 x^2\right)\right) \log \left(\frac{-45+e^{2+x} (5-10 x)+102 x-30 x^2}{-15+30 x}\right)} \, dx","x-\log \left(\log \left(\frac{x}{5-10 x}-x-\frac{e^{x+2}}{3}+3\right)\right)",1,"x - Defer[Int][Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]^(-1), x] + 60*Defer[Int][1/((45 - 5*E^(2 + x) - 102*x + 10*E^(2 + x)*x + 30*x^2)*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]), x] - 132*Defer[Int][x/((45 - 5*E^(2 + x) - 102*x + 10*E^(2 + x)*x + 30*x^2)*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]), x] + 30*Defer[Int][x^2/((45 - 5*E^(2 + x) - 102*x + 10*E^(2 + x)*x + 30*x^2)*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]), x] + 3*Defer[Int][1/((-1 + 2*x)*(45 - 5*E^(2 + x) - 102*x + 10*E^(2 + x)*x + 30*x^2)*Log[(-45 + E^(2 + x)*(5 - 10*x) + 102*x - 30*x^2)/(-15 + 30*x)]), x]","F",0,0,0,0,-1,"{}"
9273,1,19,0,0.0056077,"\int -2 e^{4+\sqrt{e}-e^3-x} \, dx","Int[-2*E^(4 + Sqrt[E] - E^3 - x),x]","2 e^{-x-e^3+\sqrt{e}+4}","2 e^{-x-e^3+\sqrt{e}+4}",1,"2*E^(4 + Sqrt[E] - E^3 - x)","A",2,2,19,0.1053,1,"{12, 2194}"
9274,1,21,0,0.0570492,"\int \frac{4 e^4 x^3+e^{4+\frac{4}{x^2}} \left(8-x^2\right)}{x^2} \, dx","Int[(4*E^4*x^3 + E^(4 + 4/x^2)*(8 - x^2))/x^2,x]","2 e^4 x^2-e^{\frac{4}{x^2}+4} x","e^4 x \left(2 x-e^{\frac{4}{x^2}}\right)+15",1,"-(E^(4 + 4/x^2)*x) + 2*E^4*x^2","A",3,2,30,0.06667,1,"{14, 2288}"
9275,1,34,0,0.1291783,"\int \frac{-1-4 x+6 e x^2+e^{1+2 x} (2+4 x)+e^{1+x} \left(8 x+4 x^2\right)}{-x+2 e^{1+2 x} x-2 x^2+4 e^{1+x} x^2+2 e x^3} \, dx","Int[(-1 - 4*x + 6*E*x^2 + E^(1 + 2*x)*(2 + 4*x) + E^(1 + x)*(8*x + 4*x^2))/(-x + 2*E^(1 + 2*x)*x - 2*x^2 + 4*E^(1 + x)*x^2 + 2*E*x^3),x]","\log \left(-2 e x^3-4 e^{x+1} x^2+2 x^2-2 e^{2 x+1} x+x\right)","\log \left(x \left(e \left(\left(x+e^x\right)^2-\frac{1}{2 e}\right)-x\right)\right)",1,"Log[x - 2*E^(1 + 2*x)*x + 2*x^2 - 4*E^(1 + x)*x^2 - 2*E*x^3]","A",1,1,77,0.01299,1,"{6684}"
9276,0,0,0,0.1591616,"\int \frac{3-e^x-x}{1+e^x-x} \, dx","Int[(3 - E^x - x)/(1 + E^x - x),x]","\int \frac{3-e^x-x}{1+e^x-x} \, dx","x-\log \left(\left(x-e^x-1\right)^2\right)+1",1,"-x + 4*Defer[Int][(1 + E^x - x)^(-1), x] + 2*Defer[Int][x/(-1 - E^x + x), x]","F",0,0,0,0,-1,"{}"
9277,0,0,0,1.4861034,"\int \frac{e^x x^3+\left(324+324 x+e^{e^{4 x}} (324+324 x)\right) \log \left(1+e^{e^{4 x}}\right)+2 e^x x^2 \log (x)+e^x x \log ^2(x)+e^{e^{4 x}} \left(-1296 e^{4 x} x^2+e^x x^3+\left(-1296 e^{4 x} x+2 e^x x^2\right) \log (x)+e^x x \log ^2(x)\right)}{x^3+2 x^2 \log (x)+x \log ^2(x)+e^{e^{4 x}} \left(x^3+2 x^2 \log (x)+x \log ^2(x)\right)} \, dx","Int[(E^x*x^3 + (324 + 324*x + E^E^(4*x)*(324 + 324*x))*Log[1 + E^E^(4*x)] + 2*E^x*x^2*Log[x] + E^x*x*Log[x]^2 + E^E^(4*x)*(-1296*E^(4*x)*x^2 + E^x*x^3 + (-1296*E^(4*x)*x + 2*E^x*x^2)*Log[x] + E^x*x*Log[x]^2))/(x^3 + 2*x^2*Log[x] + x*Log[x]^2 + E^E^(4*x)*(x^3 + 2*x^2*Log[x] + x*Log[x]^2)),x]","\int \frac{e^x x^3+\left(324+324 x+e^{e^{4 x}} (324+324 x)\right) \log \left(1+e^{e^{4 x}}\right)+2 e^x x^2 \log (x)+e^x x \log ^2(x)+e^{e^{4 x}} \left(-1296 e^{4 x} x^2+e^x x^3+\left(-1296 e^{4 x} x+2 e^x x^2\right) \log (x)+e^x x \log ^2(x)\right)}{x^3+2 x^2 \log (x)+x \log ^2(x)+e^{e^{4 x}} \left(x^3+2 x^2 \log (x)+x \log ^2(x)\right)} \, dx","e^x-\frac{324 \log \left(e^{e^{4 x}}+1\right)}{x+\log (x)}",1,"E^x + 324*Defer[Int][Log[1 + E^E^(4*x)]/(x + Log[x])^2, x] + 324*Defer[Int][Log[1 + E^E^(4*x)]/(x*(x + Log[x])^2), x] - 1296*Defer[Int][E^(E^(4*x) + 4*x)/((1 + E^E^(4*x))*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
9278,1,8,0,0.002475,"\int \frac{2+2 x}{x} \, dx","Int[(2 + 2*x)/x,x]","2 x+2 \log (x)","\log \left(\frac{4}{25} e^{2 x+\frac{2}{5}} x^2\right)+\log (2)",1,"2*x + 2*Log[x]","A",2,1,9,0.1111,1,"{43}"
9279,1,56,0,0.1623068,"\int \frac{32 e^{3+2 x} x^3+e^3 \left(-18 e^2+18 e x+6 x^3+2 x^4\right)+e^{3+x} \left(32 x^3+8 x^4+e \left(24 x-24 x^2\right)\right)}{x^3} \, dx","Int[(32*E^(3 + 2*x)*x^3 + E^3*(-18*E^2 + 18*E*x + 6*x^3 + 2*x^4) + E^(3 + x)*(32*x^3 + 8*x^4 + E*(24*x - 24*x^2)))/x^3,x]","\frac{e^3 \left(-x^2-3 x+3 e\right)^2}{x^2}+24 e^{x+3}+16 e^{2 x+3}+8 e^{x+3} x-\frac{24 e^{x+4}}{x}","e^3 \left(x+4 e^x-\frac{3 e}{x}+3\right)^2",1,"24*E^(3 + x) + 16*E^(3 + 2*x) - (24*E^(4 + x))/x + 8*E^(3 + x)*x + (E^3*(3*E - 3*x - x^2)^2)/x^2","B",12,7,69,0.1014,1,"{14, 2194, 1590, 2199, 2177, 2178, 2176}"
9280,1,15,0,0.0190652,"\int \frac{-e^2+20 e^{\frac{1}{x}}}{x^2} \, dx","Int[(-E^2 + 20*E^x^(-1))/x^2,x]","\frac{e^2}{x}-20 e^{\frac{1}{x}}","\frac{e^2-20 e^{\frac{1}{x}} x}{x}",1,"-20*E^x^(-1) + E^2/x","A",3,2,17,0.1176,1,"{14, 2209}"
9281,1,24,0,0.2754925,"\int \frac{e^3 (-156-72 x)-156 x-46 x^2+12 x^3+(156+72 x) \log (3)+\left(52 x^2+36 x^3-2 x^4+e^3 \left(52 x+36 x^2\right)+\left(-52 x-36 x^2\right) \log (3)\right) \log \left(-e^3-x+\log (3)\right)+\left(-4 e^3 x^3-4 x^4+4 x^3 \log (3)\right) \log ^2\left(-e^3-x+\log (3)\right)}{-e^3-x+\log (3)} \, dx","Int[(E^3*(-156 - 72*x) - 156*x - 46*x^2 + 12*x^3 + (156 + 72*x)*Log[3] + (52*x^2 + 36*x^3 - 2*x^4 + E^3*(52*x + 36*x^2) + (-52*x - 36*x^2)*Log[3])*Log[-E^3 - x + Log[3]] + (-4*E^3*x^3 - 4*x^4 + 4*x^3*Log[3])*Log[-E^3 - x + Log[3]]^2)/(-E^3 - x + Log[3]),x]","\left(x^2 \left(-\log \left(-x-e^3+\log (3)\right)\right)+6 x+13\right)^2","\left(x^2 \log \left(-x-e^3+\log (3)\right)-x-5 (x+4)+7\right)^2",1,"(13 + 6*x - x^2*Log[-E^3 - x + Log[3]])^2","A",3,3,135,0.02222,1,"{6688, 12, 6686}"
9282,0,0,0,0.647988,"\int \frac{e^{\frac{4-x \log (5+3 x)}{\log (5+3 x)}} \left(-48+(-20-12 x) \log ^2(5+3 x)\right)}{(5+3 x) \log ^2(5+3 x)} \, dx","Int[(E^((4 - x*Log[5 + 3*x])/Log[5 + 3*x])*(-48 + (-20 - 12*x)*Log[5 + 3*x]^2))/((5 + 3*x)*Log[5 + 3*x]^2),x]","\int \frac{e^{\frac{4-x \log (5+3 x)}{\log (5+3 x)}} \left(-48+(-20-12 x) \log ^2(5+3 x)\right)}{(5+3 x) \log ^2(5+3 x)} \, dx","4 e^{\frac{4}{\log (3 x+5)}-x}",1,"-4*Defer[Int][E^(-x + 4/Log[5 + 3*x]), x] - 48*Defer[Int][E^(-x + 4/Log[5 + 3*x])/((5 + 3*x)*Log[5 + 3*x]^2), x]","F",0,0,0,0,-1,"{}"
9283,1,80,0,0.7216825,"\int \frac{-1458-162 x+e^{2 x} (-18+18 x)+e^x \left(-324+144 x+18 x^2\right)+e^{2 \log ^2(x)} (-162+324 \log (x))+e^{\log ^2(x)} \left(-972-54 x+e^x (-108+54 x)+\left(972+108 e^x+108 x\right) \log (x)\right)}{x^3} \, dx","Int[(-1458 - 162*x + E^(2*x)*(-18 + 18*x) + E^x*(-324 + 144*x + 18*x^2) + E^(2*Log[x]^2)*(-162 + 324*Log[x]) + E^Log[x]^2*(-972 - 54*x + E^x*(-108 + 54*x) + (972 + 108*E^x + 108*x)*Log[x]))/x^3,x]","\frac{9 (x+9)^2}{x^2}+\frac{162 e^x}{x^2}+\frac{9 e^{2 x}}{x^2}+\frac{54 e^{\log ^2(x)} \left(e^x \log (x)+x \log (x)+9 \log (x)\right)}{x^2 \log (x)}+\frac{81 e^{2 \log ^2(x)}}{x^2}+\frac{18 e^x}{x}","\frac{9 \left(e^x+x+3 \left(e^{\log ^2(x)}+3\right)\right)^2}{x^2}-5",1,"(162*E^x)/x^2 + (9*E^(2*x))/x^2 + (81*E^(2*Log[x]^2))/x^2 + (18*E^x)/x + (9*(9 + x)^2)/x^2 + (54*E^Log[x]^2*(9*Log[x] + E^x*Log[x] + x*Log[x]))/(x^2*Log[x])","B",16,7,83,0.08434,1,"{14, 2197, 37, 2199, 2177, 2178, 2288}"
9284,1,34,0,0.0570873,"\int \frac{-9 e^{\frac{2+x^3}{x^3}}-9 e^{\frac{2 \left(2+x^3\right)}{x^3}}-10 x^2}{12 x^4} \, dx","Int[(-9*E^((2 + x^3)/x^3) - 9*E^((2*(2 + x^3))/x^3) - 10*x^2)/(12*x^4),x]","\frac{1}{8} e^{\frac{2}{x^3}+1}+\frac{1}{16} e^{\frac{4}{x^3}+2}+\frac{5}{6 x}","\frac{1}{16} \left(e^{\frac{\frac{2}{x^2}+x}{x}}+1\right)^2+\frac{5}{6 x}",1,"E^(1 + 2/x^3)/8 + E^(2 + 4/x^3)/16 + 5/(6*x)","A",5,3,40,0.07500,1,"{12, 14, 2209}"
9285,1,27,0,0.1837102,"\int e^{-2 x} \left(150 x+20 e^{2 x} x-150 x^2+e^{3 x} \left(1+10 x+5 x^2\right)\right) \, dx","Int[(150*x + 20*E^(2*x)*x - 150*x^2 + E^(3*x)*(1 + 10*x + 5*x^2))/E^(2*x),x]","75 e^{-2 x} x^2+5 e^x x^2+10 x^2+e^x","5 \left(15 e^{-2 x}+e^x+2\right) x^2+e^x-6",1,"E^x + 10*x^2 + (75*x^2)/E^(2*x) + 5*E^x*x^2","A",17,4,39,0.1026,1,"{6688, 2196, 2176, 2194}"
9286,0,0,0,0.886594,"\int \frac{e^{-x-e^{-x} \left(-4 e^x+e^{2 x}+4 x\right)} \left(e^x-4 x-e^{2 x} x+4 x^2\right)}{5 \log (5)} \, dx","Int[(E^(-x - (-4*E^x + E^(2*x) + 4*x)/E^x)*(E^x - 4*x - E^(2*x)*x + 4*x^2))/(5*Log[5]),x]","\int \frac{e^{-x-e^{-x} \left(-4 e^x+e^{2 x}+4 x\right)} \left(e^x-4 x-e^{2 x} x+4 x^2\right)}{5 \log (5)} \, dx","\frac{e^{-4 e^{-x} x-e^x+4} x}{5 \log (5)}",1,"Defer[Int][E^(4 - E^x - (4*x)/E^x), x]/(5*Log[5]) - (4*Defer[Int][E^(4 - E^x - x - (4*x)/E^x)*x, x])/(5*Log[5]) - Defer[Int][E^(4 - E^x + x - (4*x)/E^x)*x, x]/(5*Log[5]) + (4*Defer[Int][E^(4 - E^x - x - (4*x)/E^x)*x^2, x])/(5*Log[5])","F",0,0,0,0,-1,"{}"
9287,0,0,0,0.5240902,"\int \frac{3\ 2^{4 x}-4 \log (2)}{1+2^{4 x} (-5+3 x)} \, dx","Int[(3*2^(4*x) - 4*Log[2])/(1 + 2^(4*x)*(-5 + 3*x)),x]","\int \frac{3\ 2^{4 x}-4 \log (2)}{1+2^{4 x} (-5+3 x)} \, dx","\log \left(3 x+2^{-4 x}-5\right)",1,"Log[5 - 3*x] - Log[16]*Defer[Int][(1 - 5*16^x + 3*16^x*x)^(-1), x] - 3*Defer[Int][1/((-5 + 3*x)*(1 - 5*16^x + 3*16^x*x)), x]","F",0,0,0,0,-1,"{}"
9288,0,0,0,0.753458,"\int \frac{4 x^2+\exp \left(\frac{e^{\frac{1}{4} (20-24 x-5 x \log (x))}}{x}+\frac{1}{4} (20-24 x-5 x \log (x))\right) (-4-29 x-5 x \log (x))}{4 x^2} \, dx","Int[(4*x^2 + E^(E^((20 - 24*x - 5*x*Log[x])/4)/x + (20 - 24*x - 5*x*Log[x])/4)*(-4 - 29*x - 5*x*Log[x]))/(4*x^2),x]","\int \frac{4 x^2+\exp \left(\frac{e^{\frac{1}{4} (20-24 x-5 x \log (x))}}{x}+\frac{1}{4} (20-24 x-5 x \log (x))\right) (-4-29 x-5 x \log (x))}{4 x^2} \, dx","x+e^{\frac{e^{-x-\frac{5}{4} x (\log (x)+4)+5}}{x}}",1,"x - Defer[Int][E^(5 - 6*x + E^(5 - 6*x)*x^(-1 - (5*x)/4))*x^(-2 - (5*x)/4), x] - (29*Defer[Int][E^(5 - 6*x + E^(5 - 6*x)*x^(-1 - (5*x)/4))*x^(-1 - (5*x)/4), x])/4 - (5*Log[x]*Defer[Int][E^(5 - 6*x + E^(5 - 6*x)*x^(-1 - (5*x)/4))*x^(-1 - (5*x)/4), x])/4 + (5*Defer[Int][Defer[Int][E^(5 - 6*x + E^(5 - 6*x)*x^(-1 - (5*x)/4))*x^(-1 - (5*x)/4), x]/x, x])/4","F",0,0,0,0,-1,"{}"
9289,1,32,0,0.2933879,"\int \frac{1}{6} \exp \left(\frac{1}{2} \left(e^x-4 e^{\frac{1}{3} \left(4 x+6 x^2\right)}+e^5 x\right)\right) \left(3 e^5+3 e^x+e^{\frac{1}{3} \left(4 x+6 x^2\right)} (-16-48 x)\right) \, dx","Int[(E^((E^x - 4*E^((4*x + 6*x^2)/3) + E^5*x)/2)*(3*E^5 + 3*E^x + E^((4*x + 6*x^2)/3)*(-16 - 48*x)))/6,x]","\exp \left(\frac{1}{2} \left(-4 e^{\frac{2}{3} \left(3 x^2+2 x\right)}+e^5 x+e^x\right)\right)","e^{\frac{1}{2} \left(e^5 x+e^x-4 e^{2 x \left(x+\frac{2}{3}\right)}\right)}",1,"E^((E^x - 4*E^((2*(2*x + 3*x^2))/3) + E^5*x)/2)","A",2,2,68,0.02941,1,"{12, 6706}"
9290,1,30,0,0.4105198,"\int \frac{e^{\frac{3 e^{4 x}-47 x-21 x^2-3 x^3}{3 x^3}} \left(94 x+21 x^2+e^{4 x} (-9+12 x)\right)}{3 x^4} \, dx","Int[(E^((3*E^(4*x) - 47*x - 21*x^2 - 3*x^3)/(3*x^3))*(94*x + 21*x^2 + E^(4*x)*(-9 + 12*x)))/(3*x^4),x]","e^{\frac{-3 x^3-21 x^2-47 x+3 e^{4 x}}{3 x^3}}","e^{\frac{-(x+4)^2+x+\frac{e^{4 x}}{x}+\frac{1}{3}}{x^2}}",1,"E^((3*E^(4*x) - 47*x - 21*x^2 - 3*x^3)/(3*x^3))","A",2,2,57,0.03509,1,"{12, 6706}"
9291,0,0,0,0.1392623,"\int \frac{-3+\log \left(\frac{x^3}{3+\log (21)}\right) \log \left(\log \left(\frac{x^3}{3+\log (21)}\right)\right)}{\log \left(\frac{x^3}{3+\log (21)}\right) \log ^2\left(\log \left(\frac{x^3}{3+\log (21)}\right)\right)} \, dx","Int[(-3 + Log[x^3/(3 + Log[21])]*Log[Log[x^3/(3 + Log[21])]])/(Log[x^3/(3 + Log[21])]*Log[Log[x^3/(3 + Log[21])]]^2),x]","\int \frac{-3+\log \left(\frac{x^3}{3+\log (21)}\right) \log \left(\log \left(\frac{x^3}{3+\log (21)}\right)\right)}{\log \left(\frac{x^3}{3+\log (21)}\right) \log ^2\left(\log \left(\frac{x^3}{3+\log (21)}\right)\right)} \, dx","\frac{x}{\log \left(\log \left(\frac{x^3}{3+\log (21)}\right)\right)}+25",1,"-3*Defer[Int][1/(Log[x^3/(3 + Log[21])]*Log[Log[x^3/(3 + Log[21])]]^2), x] + Defer[Int][Log[Log[x^3/(3 + Log[21])]]^(-1), x]","F",0,0,0,0,-1,"{}"
9292,1,34,0,0.0867298,"\int \frac{-6-4 e^{50-2 x}+8 x^3+e^{25-x} \left(8 x-4 x^2\right)}{-3+e^{50-2 x}-3 x+2 e^{25-x} x^2+x^4} \, dx","Int[(-6 - 4*E^(50 - 2*x) + 8*x^3 + E^(25 - x)*(8*x - 4*x^2))/(-3 + E^(50 - 2*x) - 3*x + 2*E^(25 - x)*x^2 + x^4),x]","2 \log \left(-x^4-2 e^{25-x} x^2+3 x-e^{50-2 x}+3\right)","\log \left(\left(-\left(x^2+e^{25-x}\right)^2+3 x+3\right)^2\right)",1,"2*Log[3 - E^(50 - 2*x) + 3*x - 2*E^(25 - x)*x^2 - x^4]","A",1,1,63,0.01587,1,"{6684}"
9293,1,32,0,0.1310307,"\int \frac{\left(-6 x^3+4 x^4\right) \log (25)+e^{\frac{-1+\log (25)}{x^2 \log (25)}} \left(6-2 x+\left(-6+2 x-x^3\right) \log (25)\right)}{x^3 \log (25)} \, dx","Int[((-6*x^3 + 4*x^4)*Log[25] + E^((-1 + Log[25])/(x^2*Log[25]))*(6 - 2*x + (-6 + 2*x - x^3)*Log[25]))/(x^3*Log[25]),x]","(3-x) e^{\frac{1-\frac{1}{\log (25)}}{x^2}}+\frac{1}{2} (3-2 x)^2","(x-3) \left(2 x-e^{\frac{1-\frac{1}{\log (25)}}{x^2}}\right)",1,"(3 - 2*x)^2/2 + E^((1 - Log[25]^(-1))/x^2)*(3 - x)","A",4,3,56,0.05357,1,"{12, 14, 2288}"
9294,0,0,0,0.3013275,"\int \frac{160+e^{\frac{e^x}{8 x}+x} (5-5 x)-128 x^2-160 \log (x)}{32 x^2} \, dx","Int[(160 + E^(E^x/(8*x) + x)*(5 - 5*x) - 128*x^2 - 160*Log[x])/(32*x^2),x]","\int \frac{160+e^{\frac{e^x}{8 x}+x} (5-5 x)-128 x^2-160 \log (x)}{32 x^2} \, dx","x-5 \left(x+\frac{1}{4} e^{\frac{e^x}{8 x}}-\frac{\log (x)}{x}\right)",1,"-4*x + (5*Log[x])/x + (5*Defer[Int][E^(E^x/(8*x) + x)/x^2, x])/32 - (5*Defer[Int][E^(E^x/(8*x) + x)/x, x])/32","F",0,0,0,0,-1,"{}"
9295,1,21,0,0.2794502,"\int \frac{-6+x+x^2+e (3+x)+x \log \left(\frac{e^{-x}}{x^3}\right)}{4 x+e^2 x-4 x^2+x^3+e \left(-4 x+2 x^2\right)} \, dx","Int[(-6 + x + x^2 + E*(3 + x) + x*Log[1/(E^x*x^3)])/(4*x + E^2*x - 4*x^2 + x^3 + E*(-4*x + 2*x^2)),x]","\frac{\log \left(\frac{e^{-x}}{x^3}\right)}{-x-e+2}","\frac{\log \left(\frac{e^{-x}}{x^3}\right)}{-x-e+2}",1,"Log[1/(E^x*x^3)]/(2 - E - x)","A",9,5,54,0.09259,1,"{6, 6688, 6742, 72, 2551}"
9296,1,27,0,0.0492862,"\int \frac{-520-6 x-190 \log (x)-5 \log ^2(x)}{5 x^2} \, dx","Int[(-520 - 6*x - 190*Log[x] - 5*Log[x]^2)/(5*x^2),x]","\frac{144}{x}+\frac{\log ^2(x)}{x}+\frac{40 \log (x)}{x}-\frac{6 \log (x)}{5}","\frac{(\log (x)+36) \left(-\frac{6 x}{5}+\log (x)+4\right)}{x}",1,"144/x - (6*Log[x])/5 + (40*Log[x])/x + Log[x]^2/x","A",8,5,22,0.2273,1,"{12, 14, 43, 2304, 2305}"
9297,1,16,0,0.1571513,"\int \frac{8}{\left(8 x-108 x^2\right) \log \left(\frac{2-27 x}{x}\right)+\left(-2 x+27 x^2\right) \log \left(\frac{2-27 x}{x}\right) \log \left(\log \left(\frac{2-27 x}{x}\right)\right)} \, dx","Int[8/((8*x - 108*x^2)*Log[(2 - 27*x)/x] + (-2*x + 27*x^2)*Log[(2 - 27*x)/x]*Log[Log[(2 - 27*x)/x]]),x]","4 \log \left(4-\log \left(\log \left(\frac{2}{x}-27\right)\right)\right)","4 \log \left(4-\log \left(\log \left(2 \left(\frac{1}{x}-16\right)+5\right)\right)\right)",1,"4*Log[4 - Log[Log[-27 + 2/x]]]","A",3,3,56,0.05357,1,"{12, 6688, 6684}"
9298,1,20,0,0.4875367,"\int \frac{2+\left(2+4 x^3\right) \log (30 x)-2 \log (30 x) \log (-x \log (30 x))}{x^4 \log (30 x)+x \log (30 x) \log (-x \log (30 x))} \, dx","Int[(2 + (2 + 4*x^3)*Log[30*x] - 2*Log[30*x]*Log[-(x*Log[30*x])])/(x^4*Log[30*x] + x*Log[30*x]*Log[-(x*Log[30*x])]),x]","2 \log \left(x^3+\log (-x \log (30 x))\right)-2 \log (x)","\log \left(\left(x^2+\frac{\log (-x \log (30 x))}{x}\right)^2\right)",1,"-2*Log[x] + 2*Log[x^3 + Log[-(x*Log[30*x])]]","A",4,3,54,0.05556,1,"{6741, 6742, 6684}"
9299,1,42,0,7.7718968,"\int \frac{-480+280 x-40 x^2+15 x^3-5 x^4+\left(-80 x+40 x^2-48 x^3-5 x^4\right) \log \left(\frac{80-40 x+48 x^2+5 x^3}{5 x^2}\right)}{80 x-40 x^2+48 x^3+5 x^4} \, dx","Int[(-480 + 280*x - 40*x^2 + 15*x^3 - 5*x^4 + (-80*x + 40*x^2 - 48*x^3 - 5*x^4)*Log[(80 - 40*x + 48*x^2 + 5*x^3)/(5*x^2)])/(80*x - 40*x^2 + 48*x^3 + 5*x^4),x]","-x \log \left(\frac{16}{x^2}+x-\frac{8}{x}+\frac{48}{5}\right)+3 \log \left(5 x^3+48 x^2-40 x+80\right)-6 \log (x)","(3-x) \log \left(\frac{(4-x)^2}{x^2}+x+\frac{43}{5}\right)",1,"-6*Log[x] - x*Log[48/5 + 16/x^2 - 8/x + x] + 3*Log[80 - 40*x + 48*x^2 + 5*x^3]","A",26,12,85,0.1412,1,"{6688, 6742, 2100, 2081, 2079, 800, 634, 618, 204, 628, 2523, 12}"
9300,1,126,0,0.6288363,"\int \frac{e^{\frac{x-e^{2/x} x-4 \log (15)}{x}} \left(-10 x^3+e^{2/x} \left(-10+10 x^2\right)+\left(-20+20 x^2\right) \log (15)\right)}{x^2-2 x^4+x^6} \, dx","Int[(E^((x - E^(2/x)*x - 4*Log[15])/x)*(-10*x^3 + E^(2/x)*(-10 + 10*x^2) + (-20 + 20*x^2)*Log[15]))/(x^2 - 2*x^4 + x^6),x]","-\frac{2\ 3^{-4/x} 5^{1-\frac{4}{x}} e^{\frac{x-e^{2/x} x}{x}} \left(e^{2/x} \left(1-x^2\right)+2 \left(1-x^2\right) \log (15)\right)}{x^2 \left(1-x^2\right)^2 \left(\frac{-e^{2/x}+\frac{2 e^{2/x}}{x}+1}{x}-\frac{-e^{2/x} x+x-4 \log (15)}{x^2}\right)}","\frac{5 e^{-e^{2/x}-\frac{4 \log (15)}{x}+1}}{x \left(x-\frac{1}{x}\right)}",1,"(-2*5^(1 - 4/x)*E^((x - E^(2/x)*x)/x)*(E^(2/x)*(1 - x^2) + 2*(1 - x^2)*Log[15]))/(3^(4/x)*x^2*(1 - x^2)^2*((1 - E^(2/x) + (2*E^(2/x))/x)/x - (x - E^(2/x)*x - 4*Log[15])/x^2))","B",3,3,68,0.04412,1,"{1594, 28, 2288}"
9301,1,28,0,0.3132236,"\int \frac{-3 e+\left(24 x-8 e^{\frac{2}{3} (4+4 x)} x-6 x^2\right) \log ^2(x)}{3 x \log ^2(x)} \, dx","Int[(-3*E + (24*x - 8*E^((2*(4 + 4*x))/3)*x - 6*x^2)*Log[x]^2)/(3*x*Log[x]^2),x]","-x^2+8 x-e^{\frac{8 x}{3}+\frac{8}{3}}+\frac{e}{\log (x)}","-(x-4)^2-e^{2 x+\frac{2 (x+1)}{3}+2}+\frac{e}{\log (x)}",1,"-E^(8/3 + (8*x)/3) + 8*x - x^2 + E/Log[x]","A",6,5,43,0.1163,1,"{12, 6688, 2194, 2302, 30}"
9302,1,21,0,0.0837039,"\int -\frac{2 e}{\left(e x-x^2\right) \log ^2\left(-\frac{54 x^2}{e^2-2 e x+x^2}\right)} \, dx","Int[(-2*E)/((E*x - x^2)*Log[(-54*x^2)/(E^2 - 2*E*x + x^2)]^2),x]","\frac{1}{\log \left(-\frac{54 x^2}{x^2-2 e x+e^2}\right)}","\frac{1}{\log \left(-\frac{54 x^2}{(e-x)^2}\right)}+2",1,"Log[(-54*x^2)/(E^2 - 2*E*x + x^2)]^(-1)","A",3,3,35,0.08571,1,"{12, 1593, 6686}"
9303,0,0,0,13.2930902,"\int \frac{44 x+72 x^2+48 x^3+e^{4 x} \left(-19 x-30 x^2-24 x^3\right)+e^{8 x} \left(2 x+3 x^2+3 x^3\right)+\left(-19 x-30 x^2-24 x^3+e^{4 x} \left(4 x+6 x^2+6 x^3\right)\right) \log (x)+\left(2 x+3 x^2+3 x^3\right) \log ^2(x)+\left(2+3 x+3 x^2+e^{4 x} \left(8 x+12 x^2+12 x^3\right)\right) \log \left(2+3 x+3 x^2\right)}{32 x+48 x^2+48 x^3+e^{4 x} \left(-16 x-24 x^2-24 x^3\right)+e^{8 x} \left(2 x+3 x^2+3 x^3\right)+\left(-16 x-24 x^2-24 x^3+e^{4 x} \left(4 x+6 x^2+6 x^3\right)\right) \log (x)+\left(2 x+3 x^2+3 x^3\right) \log ^2(x)} \, dx","Int[(44*x + 72*x^2 + 48*x^3 + E^(4*x)*(-19*x - 30*x^2 - 24*x^3) + E^(8*x)*(2*x + 3*x^2 + 3*x^3) + (-19*x - 30*x^2 - 24*x^3 + E^(4*x)*(4*x + 6*x^2 + 6*x^3))*Log[x] + (2*x + 3*x^2 + 3*x^3)*Log[x]^2 + (2 + 3*x + 3*x^2 + E^(4*x)*(8*x + 12*x^2 + 12*x^3))*Log[2 + 3*x + 3*x^2])/(32*x + 48*x^2 + 48*x^3 + E^(4*x)*(-16*x - 24*x^2 - 24*x^3) + E^(8*x)*(2*x + 3*x^2 + 3*x^3) + (-16*x - 24*x^2 - 24*x^3 + E^(4*x)*(4*x + 6*x^2 + 6*x^3))*Log[x] + (2*x + 3*x^2 + 3*x^3)*Log[x]^2),x]","\int \frac{44 x+72 x^2+48 x^3+e^{4 x} \left(-19 x-30 x^2-24 x^3\right)+e^{8 x} \left(2 x+3 x^2+3 x^3\right)+\left(-19 x-30 x^2-24 x^3+e^{4 x} \left(4 x+6 x^2+6 x^3\right)\right) \log (x)+\left(2 x+3 x^2+3 x^3\right) \log ^2(x)+\left(2+3 x+3 x^2+e^{4 x} \left(8 x+12 x^2+12 x^3\right)\right) \log \left(2+3 x+3 x^2\right)}{32 x+48 x^2+48 x^3+e^{4 x} \left(-16 x-24 x^2-24 x^3\right)+e^{8 x} \left(2 x+3 x^2+3 x^3\right)+\left(-16 x-24 x^2-24 x^3+e^{4 x} \left(4 x+6 x^2+6 x^3\right)\right) \log (x)+\left(2 x+3 x^2+3 x^3\right) \log ^2(x)} \, dx","\frac{\log \left(3 \left(x^2+x\right)+2\right)}{-e^{4 x}-\log (x)+4}+x",1,"x - (6*I)*Sqrt[3/5]*Defer[Int][1/((-3 + I*Sqrt[15] - 6*x)*(-4 + E^(4*x) + Log[x])), x] - (6*(5 + I*Sqrt[15])*Defer[Int][1/((3 - I*Sqrt[15] + 6*x)*(-4 + E^(4*x) + Log[x])), x])/5 - (6*I)*Sqrt[3/5]*Defer[Int][1/((3 + I*Sqrt[15] + 6*x)*(-4 + E^(4*x) + Log[x])), x] - (6*(5 - I*Sqrt[15])*Defer[Int][1/((3 + I*Sqrt[15] + 6*x)*(-4 + E^(4*x) + Log[x])), x])/5 + 16*Defer[Int][Log[2 + 3*x + 3*x^2]/(-4 + E^(4*x) + Log[x])^2, x] + Defer[Int][Log[2 + 3*x + 3*x^2]/(x*(-4 + E^(4*x) + Log[x])^2), x] - 4*Defer[Int][(Log[x]*Log[2 + 3*x + 3*x^2])/(-4 + E^(4*x) + Log[x])^2, x] + 4*Defer[Int][Log[2 + 3*x + 3*x^2]/(-4 + E^(4*x) + Log[x]), x]","F",0,0,0,0,-1,"{}"
9304,1,13,0,0.1310831,"\int \frac{8-4 x+x \log \left(x^4\right)}{-4 x+x \log \left(x^4\right)} \, dx","Int[(8 - 4*x + x*Log[x^4])/(-4*x + x*Log[x^4]),x]","2 \log \left(4-\log \left(x^4\right)\right)+x","\log \left(\left(4-\log \left(x^4\right)\right)^2\right)+x+\frac{x-\frac{x}{e}}{x}",1,"x + 2*Log[4 - Log[x^4]]","A",5,4,24,0.1667,1,"{2561, 6742, 2302, 29}"
9305,1,14,0,0.0200901,"\int \frac{1+x-x^2}{-x+x^2} \, dx","Int[(1 + x - x^2)/(-x + x^2),x]","-x+\log (1-x)-\log (x)","\log \left(\frac{2 e^{-x} (1-x)}{x}\right)",1,"-x + Log[1 - x] - Log[x]","A",3,2,18,0.1111,1,"{1593, 893}"
9306,1,48,0,0.0875353,"\int \left(-1+e^{2 x} (5+2 x)+e^{2 x+\frac{2}{5} \left(5 e^{12} x^4+\log (2)\right)} \left(2+8 e^{12} x^3\right)\right) \, dx","Int[-1 + E^(2*x)*(5 + 2*x) + E^(2*x + (2*(5*E^12*x^4 + Log[2]))/5)*(2 + 8*E^12*x^3),x]","e^{\frac{2}{5} \left(5 e^{12} x^4+\log (2)\right)+2 x}-x-\frac{e^{2 x}}{2}+\frac{1}{2} e^{2 x} (2 x+5)","e^{2 x} \left(2^{2/5} e^{2 e^{12} x^4}+x+2\right)-x",1,"-1/2*E^(2*x) + E^(2*x + (2*(5*E^12*x^4 + Log[2]))/5) - x + (E^(2*x)*(5 + 2*x))/2","A",4,3,45,0.06667,1,"{2176, 2194, 6706}"
9307,1,25,0,0.060821,"\int \frac{3 e^{10 x^2}-30 x+12 x^2+18 x^3+60 e^{10 x^2} x^2 \log (x)}{x} \, dx","Int[(3*E^(10*x^2) - 30*x + 12*x^2 + 18*x^3 + 60*E^(10*x^2)*x^2*Log[x])/x,x]","6 x^3+6 x^2+3 e^{10 x^2} \log (x)-30 x","3 \left(-\left((2 x+2) \left(5-x^2\right)\right)+e^{10 x^2} \log (x)+4\right)",1,"-30*x + 6*x^2 + 6*x^3 + 3*E^(10*x^2)*Log[x]","A",4,2,41,0.04878,1,"{14, 2288}"
9308,1,32,0,0.0601611,"\int \frac{4 e^{1-e+x-x^2} \left(-1+x-2 x^2\right)}{x^2} \, dx","Int[(4*E^(1 - E + x - x^2)*(-1 + x - 2*x^2))/x^2,x]","\frac{4 e^{-x^2+x-e+1} \left(x-2 x^2\right)}{(1-2 x) x^2}","\frac{4 e^{-x^2+x-e+1}}{x}",1,"(4*E^(1 - E + x - x^2)*(x - 2*x^2))/((1 - 2*x)*x^2)","A",2,2,26,0.07692,1,"{12, 2288}"
9309,0,0,0,17.5197335,"\int \frac{2+12 e^{2 x}+8 e^{3 x}+e^x (8-4 x)+\left(1+6 e^x+12 e^{2 x}+8 e^{3 x}\right) \log (x)}{\left(4+48 e^{2 x}+32 e^{3 x}+x+e^x (24+2 x)+\left(x+6 e^x x+12 e^{2 x} x+8 e^{3 x} x\right) \log (x)\right) \log \left(\frac{4+16 e^x+16 e^{2 x}+x+\left(x+4 e^x x+4 e^{2 x} x\right) \log (x)}{1+4 e^x+4 e^{2 x}}\right)} \, dx","Int[(2 + 12*E^(2*x) + 8*E^(3*x) + E^x*(8 - 4*x) + (1 + 6*E^x + 12*E^(2*x) + 8*E^(3*x))*Log[x])/((4 + 48*E^(2*x) + 32*E^(3*x) + x + E^x*(24 + 2*x) + (x + 6*E^x*x + 12*E^(2*x)*x + 8*E^(3*x)*x)*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (x + 4*E^x*x + 4*E^(2*x)*x)*Log[x])/(1 + 4*E^x + 4*E^(2*x))]),x]","\int \frac{2+12 e^{2 x}+8 e^{3 x}+e^x (8-4 x)+\left(1+6 e^x+12 e^{2 x}+8 e^{3 x}\right) \log (x)}{\left(4+48 e^{2 x}+32 e^{3 x}+x+e^x (24+2 x)+\left(x+6 e^x x+12 e^{2 x} x+8 e^{3 x} x\right) \log (x)\right) \log \left(\frac{4+16 e^x+16 e^{2 x}+x+\left(x+4 e^x x+4 e^{2 x} x\right) \log (x)}{1+4 e^x+4 e^{2 x}}\right)} \, dx","\log \left(\log \left(\frac{x}{\left(2 e^x+1\right)^2}+x \log (x)+4\right)\right)+4",1,"2*Defer[Int][1/((1 + 2*E^x)*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] + Defer[Int][1/((4 + x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] + Defer[Int][Log[x]/((4 + x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 28*Defer[Int][1/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 64*Defer[Int][E^x/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 9*Defer[Int][x/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 16*Defer[Int][(x*Log[x])/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 32*Defer[Int][(E^x*x*Log[x])/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 2*Defer[Int][(x^2*Log[x])/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 2*Defer[Int][(x^2*Log[x]^2)/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x] - 4*Defer[Int][(E^x*x^2*Log[x]^2)/((4 + x*Log[x])*(4 + 16*E^x + 16*E^(2*x) + x + x*Log[x] + 4*E^x*x*Log[x] + 4*E^(2*x)*x*Log[x])*Log[(4 + 16*E^x + 16*E^(2*x) + x + (1 + 2*E^x)^2*x*Log[x])/(1 + 2*E^x)^2]), x]","F",0,0,0,0,-1,"{}"
9310,0,0,0,6.8126213,"\int \frac{\left(8+2 x-2 x^2+e \left(16 x+4 x^2-4 x^3\right)\right) \log (x)+\left(-4+8 x+e \left(-4 x+8 x^2\right)\right) \log ^2(x) \log \left(\frac{x+e x^2}{e}\right)+\left(-8-2 x+2 x^2+e \left(-8 x-2 x^2+2 x^3\right)+\left(8+4 x-6 x^2+e \left(8 x+4 x^2-6 x^3\right)\right) \log (x)\right) \log \left(\frac{x+e x^2}{e}\right) \log \left(\log \left(\frac{x+e x^2}{e}\right)\right)}{(1+e x) \log ^2(x) \log \left(\frac{x+e x^2}{e}\right)} \, dx","Int[((8 + 2*x - 2*x^2 + E*(16*x + 4*x^2 - 4*x^3))*Log[x] + (-4 + 8*x + E*(-4*x + 8*x^2))*Log[x]^2*Log[(x + E*x^2)/E] + (-8 - 2*x + 2*x^2 + E*(-8*x - 2*x^2 + 2*x^3) + (8 + 4*x - 6*x^2 + E*(8*x + 4*x^2 - 6*x^3))*Log[x])*Log[(x + E*x^2)/E]*Log[Log[(x + E*x^2)/E]])/((1 + E*x)*Log[x]^2*Log[(x + E*x^2)/E]),x]","\int \frac{\left(8+2 x-2 x^2+e \left(16 x+4 x^2-4 x^3\right)\right) \log (x)+\left(-4+8 x+e \left(-4 x+8 x^2\right)\right) \log ^2(x) \log \left(\frac{x+e x^2}{e}\right)+\left(-8-2 x+2 x^2+e \left(-8 x-2 x^2+2 x^3\right)+\left(8+4 x-6 x^2+e \left(8 x+4 x^2-6 x^3\right)\right) \log (x)\right) \log \left(\frac{x+e x^2}{e}\right) \log \left(\log \left(\frac{x+e x^2}{e}\right)\right)}{(1+e x) \log ^2(x) \log \left(\frac{x+e x^2}{e}\right)} \, dx","\left(-x^2+x+4\right) \left(\frac{2 x \log \left(\log \left(x^2+\frac{x}{e}\right)\right)}{\log (x)}-4\right)",1,"-4*x + 4*x^2 - (2*(1 + E - 8*E^2)*Defer[Int][1/(Log[x]*Log[x*(E^(-1) + x)]), x])/E^2 - 4*Defer[Int][x^2/(Log[x]*Log[x*(E^(-1) + x)]), x] + (2*(1 + E - 4*E^2)*Defer[Int][1/((1 + E*x)*Log[x]*Log[x*(E^(-1) + x)]), x])/E^2 - (2*(1 + 2*E)*Defer[Int][x/(Log[x]*(1 - Log[x*(1 + E*x)])), x])/E - 8*Defer[Int][Log[Log[x*(E^(-1) + x)]]/Log[x]^2, x] - 2*Defer[Int][(x*Log[Log[x*(E^(-1) + x)]])/Log[x]^2, x] + 2*Defer[Int][(x^2*Log[Log[x*(E^(-1) + x)]])/Log[x]^2, x] + 8*Defer[Int][Log[Log[x*(E^(-1) + x)]]/Log[x], x] + 4*Defer[Int][(x*Log[Log[x*(E^(-1) + x)]])/Log[x], x] - 6*Defer[Int][(x^2*Log[Log[x*(E^(-1) + x)]])/Log[x], x]","F",0,0,0,0,-1,"{}"
9311,0,0,0,3.5427541,"\int \frac{-\frac{e^{-4+4 x}}{x^4}+\frac{4 e^{-3+3 x}}{x^2}-17 x^2+34 x^3-x^4+\frac{e^{-2+2 x} \left(-30 x+26 x^2\right)}{x^2}+\frac{e^{-1+x} \left(-4 x^2-28 x^3\right)}{x}}{-4 e^{-3+3 x}+\frac{e^{-4+4 x}}{x^2}+x^4-2 x^5+x^6+\frac{e^{-2+2 x} \left(-2 x^3+6 x^4\right)}{x^2}+\frac{e^{-1+x} \left(4 x^4-4 x^5\right)}{x}} \, dx","Int[(-(E^(-4 + 4*x)/x^4) + (4*E^(-3 + 3*x))/x^2 - 17*x^2 + 34*x^3 - x^4 + (E^(-2 + 2*x)*(-30*x + 26*x^2))/x^2 + (E^(-1 + x)*(-4*x^2 - 28*x^3))/x)/(-4*E^(-3 + 3*x) + E^(-4 + 4*x)/x^2 + x^4 - 2*x^5 + x^6 + (E^(-2 + 2*x)*(-2*x^3 + 6*x^4))/x^2 + (E^(-1 + x)*(4*x^4 - 4*x^5))/x),x]","\int \frac{-\frac{e^{-4+4 x}}{x^4}+\frac{4 e^{-3+3 x}}{x^2}-17 x^2+34 x^3-x^4+\frac{e^{-2+2 x} \left(-30 x+26 x^2\right)}{x^2}+\frac{e^{-1+x} \left(-4 x^2-28 x^3\right)}{x}}{-4 e^{-3+3 x}+\frac{e^{-4+4 x}}{x^2}+x^4-2 x^5+x^6+\frac{e^{-2+2 x} \left(-2 x^3+6 x^4\right)}{x^2}+\frac{e^{-1+x} \left(4 x^4-4 x^5\right)}{x}} \, dx","4 \left(\frac{4}{x-\left(x-\frac{e^{x-1}}{x}\right)^2}+4\right)+\frac{1}{x}+1",1,"x^(-1) - 64*E^3*Defer[Int][(E^x*x^3)/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4)^2, x] - 48*E^4*Defer[Int][x^4/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4)^2, x] + 32*E^3*Defer[Int][(E^x*x^4)/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4)^2, x] + 96*E^4*Defer[Int][x^5/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4)^2, x] - 32*E^4*Defer[Int][x^6/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4)^2, x] - 32*E^2*Defer[Int][x/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4), x] + 32*E^2*Defer[Int][x^2/(E^(2*x) - 2*E^(1 + x)*x^2 - E^2*x^3 + E^2*x^4), x]","F",0,0,0,0,-1,"{}"
9312,0,0,0,0.2534103,"\int \frac{e^x (-1+x)}{e^x x+x^2} \, dx","Int[(E^x*(-1 + x))/(E^x*x + x^2),x]","\int \frac{e^x (-1+x)}{e^x x+x^2} \, dx","\log \left(\frac{x+e^x}{x}\right)",1,"Defer[Int][E^x/(E^x + x), x] - Defer[Int][E^x/(x*(E^x + x)), x]","F",0,0,0,0,-1,"{}"
9313,1,19,0,0.156476,"\int \frac{-32-16 x+3 x^3+4 x^6-x^7}{16 x-3 x^3+x^7} \, dx","Int[(-32 - 16*x + 3*x^3 + 4*x^6 - x^7)/(16*x - 3*x^3 + x^7),x]","\log \left(x^6-3 x^2+16\right)-x-2 \log (x)","\log \left(e^{-x} \left(-x^4-\frac{16}{x^2}+3\right)\right)-8",1,"-x - 2*Log[x] + Log[16 - 3*x^2 + x^6]","A",4,3,35,0.08571,1,"{1594, 6742, 1587}"
9314,1,30,0,0.2849285,"\int \frac{\left(60 x+36 x^2\right) \log (x)+\left(30 x+18 x^2+\left(20 x+72 x^2+36 x^3\right) \log (x)\right) \log \left(x^2\right)+\left(36 x \log (x)+\left(18 x+\left(42 x+54 x^2\right) \log (x)\right) \log \left(x^2\right)\right) \log \left(\frac{\log (x)}{x}\right)+18 x \log (x) \log \left(x^2\right) \log ^2\left(\frac{\log (x)}{x}\right)+\left(36 x \log (x)+\left(18 x+\left(42 x+54 x^2\right) \log (x)\right) \log \left(x^2\right)+36 x \log (x) \log \left(x^2\right) \log \left(\frac{\log (x)}{x}\right)\right) \log \left(\log \left(x^2\right)\right)+18 x \log (x) \log \left(x^2\right) \log ^2\left(\log \left(x^2\right)\right)}{9 \log (x) \log \left(x^2\right)} \, dx","Int[((60*x + 36*x^2)*Log[x] + (30*x + 18*x^2 + (20*x + 72*x^2 + 36*x^3)*Log[x])*Log[x^2] + (36*x*Log[x] + (18*x + (42*x + 54*x^2)*Log[x])*Log[x^2])*Log[Log[x]/x] + 18*x*Log[x]*Log[x^2]*Log[Log[x]/x]^2 + (36*x*Log[x] + (18*x + (42*x + 54*x^2)*Log[x])*Log[x^2] + 36*x*Log[x]*Log[x^2]*Log[Log[x]/x])*Log[Log[x^2]] + 18*x*Log[x]*Log[x^2]*Log[Log[x^2]]^2)/(9*Log[x]*Log[x^2]),x]","\frac{1}{9} x^2 \left(3 \log \left(\log \left(x^2\right)\right)+3 x+3 \log \left(\frac{\log (x)}{x}\right)+5\right)^2","\frac{1}{9} x^2 \left(3 \left(\log \left(\log \left(x^2\right)\right)+x+\log \left(\frac{\log (x)}{x}\right)\right)+5\right)^2",1,"(x^2*(5 + 3*x + 3*Log[Log[x]/x] + 3*Log[Log[x^2]])^2)/9","A",4,3,176,0.01705,1,"{12, 6688, 6687}"
9315,0,0,0,11.01159,"\int \frac{9 x+e^{2 x^2} x+6 x^2+x^3+e^{x^2} \left(-6 x-2 x^2\right)+\exp \left(\frac{5-e^{x^2}+\left(-3+e^{x^2}-x\right) \log \left(\frac{x^2}{4}\right)}{-3+e^{x^2}-x}\right) \left(-18-2 e^{2 x^2}-17 x-2 x^2+e^{x^2} \left(12+5 x+4 x^2-2 x^3\right)\right)}{9 x+e^{2 x^2} x+6 x^2+x^3+e^{x^2} \left(-6 x-2 x^2\right)} \, dx","Int[(9*x + E^(2*x^2)*x + 6*x^2 + x^3 + E^x^2*(-6*x - 2*x^2) + E^((5 - E^x^2 + (-3 + E^x^2 - x)*Log[x^2/4])/(-3 + E^x^2 - x))*(-18 - 2*E^(2*x^2) - 17*x - 2*x^2 + E^x^2*(12 + 5*x + 4*x^2 - 2*x^3)))/(9*x + E^(2*x^2)*x + 6*x^2 + x^3 + E^x^2*(-6*x - 2*x^2)),x]","\int \frac{9 x+e^{2 x^2} x+6 x^2+x^3+e^{x^2} \left(-6 x-2 x^2\right)+\exp \left(\frac{5-e^{x^2}+\left(-3+e^{x^2}-x\right) \log \left(\frac{x^2}{4}\right)}{-3+e^{x^2}-x}\right) \left(-18-2 e^{2 x^2}-17 x-2 x^2+e^{x^2} \left(12+5 x+4 x^2-2 x^3\right)\right)}{9 x+e^{2 x^2} x+6 x^2+x^3+e^{x^2} \left(-6 x-2 x^2\right)} \, dx","x-\frac{1}{4} e^{-\frac{2-x}{-e^{x^2}+x+3}-1} x^2",1,"x - Defer[Int][x/E^((-5 + E^x^2)/(-3 + E^x^2 - x)), x]/2 - Defer[Int][x^2/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(-3 + E^x^2 - x)^2), x]/2 + (13*Defer[Int][x^3/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(-3 + E^x^2 - x)^2), x])/4 - Defer[Int][x^4/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(-3 + E^x^2 - x)^2), x]/2 - Defer[Int][x^5/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(-3 + E^x^2 - x)^2), x]/2 - Defer[Int][x^2/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(3 - E^x^2 + x)), x]/4 - Defer[Int][x^3/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(3 - E^x^2 + x)), x] + Defer[Int][x^4/(E^((-5 + E^x^2)/(-3 + E^x^2 - x))*(3 - E^x^2 + x)), x]/2","F",0,0,0,0,-1,"{}"
9316,1,21,0,1.2661254,"\int \frac{e^{\frac{144 x}{80-40 \log (x)+5 \log ^2(x)}} (-864+144 \log (x))+e^{e^x} \left(-320 e^x+240 e^x \log (x)-60 e^x \log ^2(x)+5 e^x \log ^3(x)\right)}{-320+240 \log (x)-60 \log ^2(x)+5 \log ^3(x)} \, dx","Int[(E^((144*x)/(80 - 40*Log[x] + 5*Log[x]^2))*(-864 + 144*Log[x]) + E^E^x*(-320*E^x + 240*E^x*Log[x] - 60*E^x*Log[x]^2 + 5*E^x*Log[x]^3))/(-320 + 240*Log[x] - 60*Log[x]^2 + 5*Log[x]^3),x]","e^{e^x}+e^{\frac{144 x}{5 (4-\log (x))^2}}","e^{e^x}+e^{\frac{144 x}{5 (\log (x)-4)^2}}+5",1,"E^E^x + E^((144*x)/(5*(4 - Log[x])^2))","A",8,7,85,0.08235,1,"{6741, 12, 6688, 6742, 2282, 2194, 6706}"
9317,0,0,0,22.192203,"\int \frac{\exp \left(\frac{x^2-50 x^3+645 x^4-502 x^5+150 x^6-20 x^7+x^8+e^{2 x} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^x \left(-50 x+1270 x^2-1002 x^3+300 x^4-40 x^5+2 x^6\right)}{x^2}\right) \left(-50 x^3+1290 x^4-1506 x^5+600 x^6-100 x^7+6 x^8+e^{2 x} \left(-1250+1750 x-1000 x^2+280 x^3-38 x^4+2 x^5\right)+e^x \left(50 x-50 x^2+268 x^3-402 x^4+180 x^5-32 x^6+2 x^7\right)\right)}{5 x^3} \, dx","Int[(E^((x^2 - 50*x^3 + 645*x^4 - 502*x^5 + 150*x^6 - 20*x^7 + x^8 + E^(2*x)*(625 - 500*x + 150*x^2 - 20*x^3 + x^4) + E^x*(-50*x + 1270*x^2 - 1002*x^3 + 300*x^4 - 40*x^5 + 2*x^6))/x^2)*(-50*x^3 + 1290*x^4 - 1506*x^5 + 600*x^6 - 100*x^7 + 6*x^8 + E^(2*x)*(-1250 + 1750*x - 1000*x^2 + 280*x^3 - 38*x^4 + 2*x^5) + E^x*(50*x - 50*x^2 + 268*x^3 - 402*x^4 + 180*x^5 - 32*x^6 + 2*x^7)))/(5*x^3),x]","\int \frac{\exp \left(\frac{x^2-50 x^3+645 x^4-502 x^5+150 x^6-20 x^7+x^8+e^{2 x} \left(625-500 x+150 x^2-20 x^3+x^4\right)+e^x \left(-50 x+1270 x^2-1002 x^3+300 x^4-40 x^5+2 x^6\right)}{x^2}\right) \left(-50 x^3+1290 x^4-1506 x^5+600 x^6-100 x^7+6 x^8+e^{2 x} \left(-1250+1750 x-1000 x^2+280 x^3-38 x^4+2 x^5\right)+e^x \left(50 x-50 x^2+268 x^3-402 x^4+180 x^5-32 x^6+2 x^7\right)\right)}{5 x^3} \, dx","\frac{1}{5} e^{\left((5-x)^2 \left(x+\frac{e^x}{x}\right)-1\right)^2}",1,"-10*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2), x] + (268*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2), x])/5 + 56*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2), x] - 250*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)/x^3, x] + 10*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)/x^2, x] + 350*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)/x^2, x] - 10*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)/x, x] - 200*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)/x, x] + 258*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x, x] - (402*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x, x])/5 - (38*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x, x])/5 - (1506*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^2, x])/5 + 36*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^2, x] + (2*Defer[Int][E^(2*x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^2, x])/5 + 120*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^3, x] - (32*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^3, x])/5 - 20*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^4, x] + (2*Defer[Int][E^(x + (E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^4, x])/5 + (6*Defer[Int][E^((E^x*(-5 + x)^2 + x*(-1 + 25*x - 10*x^2 + x^3))^2/x^2)*x^5, x])/5","F",0,0,0,0,-1,"{}"
9318,1,11,0,0.0047277,"\int \left(-2-2 e^x-2 \log (x)\right) \, dx","Int[-2 - 2*E^x - 2*Log[x],x]","-2 e^x-2 x \log (x)","2 \left(-e^x-x \log (x)+4\right)+2",1,"-2*E^x - 2*x*Log[x]","A",3,2,11,0.1818,1,"{2194, 2295}"
9319,0,0,0,49.4707837,"\int \frac{4 x^3+4 x^4-12 x^5-12 x^6+e^3 \left(-4 x^3+12 x^5\right)+\left(8 x^2+8 x^3-24 x^4-24 x^5+e^3 \left(-8 x^2+24 x^4\right)\right) \log \left(1-e^3+x\right)+\left(4 x+4 x^2-12 x^3-12 x^4+e^3 \left(-4 x+12 x^3\right)\right) \log ^2\left(1-e^3+x\right)+\log ^2(x) \left(3 x+2 x^2-12 x^3-6 x^4+9 x^5+e^3 \left(-2 x+6 x^3\right)+\left(1+x-9 x^4-9 x^5+e^3 \left(-1+9 x^4\right)\right) \log \left(1-e^3+x\right)\right)+\log (x) \left(-x-x^2-6 x^3-2 x^4+3 x^5-9 x^6+e^3 \left(x+2 x^3+9 x^5\right)+\left(-1-x-10 x^2-6 x^3-9 x^4-21 x^5+e^3 \left(1+6 x^2+21 x^4\right)\right) \log \left(1-e^3+x\right)+\left(-4 x-4 x^2-12 x^3-12 x^4+e^3 \left(4 x+12 x^3\right)\right) \log ^2\left(1-e^3+x\right)\right)}{-2 x^6+2 e^3 x^6-2 x^7+\left(-6 x^5+6 e^3 x^5-6 x^6\right) \log \left(1-e^3+x\right)+\left(-6 x^4+6 e^3 x^4-6 x^5\right) \log ^2\left(1-e^3+x\right)+\left(-2 x^3+2 e^3 x^3-2 x^4\right) \log ^3\left(1-e^3+x\right)} \, dx","Int[(4*x^3 + 4*x^4 - 12*x^5 - 12*x^6 + E^3*(-4*x^3 + 12*x^5) + (8*x^2 + 8*x^3 - 24*x^4 - 24*x^5 + E^3*(-8*x^2 + 24*x^4))*Log[1 - E^3 + x] + (4*x + 4*x^2 - 12*x^3 - 12*x^4 + E^3*(-4*x + 12*x^3))*Log[1 - E^3 + x]^2 + Log[x]^2*(3*x + 2*x^2 - 12*x^3 - 6*x^4 + 9*x^5 + E^3*(-2*x + 6*x^3) + (1 + x - 9*x^4 - 9*x^5 + E^3*(-1 + 9*x^4))*Log[1 - E^3 + x]) + Log[x]*(-x - x^2 - 6*x^3 - 2*x^4 + 3*x^5 - 9*x^6 + E^3*(x + 2*x^3 + 9*x^5) + (-1 - x - 10*x^2 - 6*x^3 - 9*x^4 - 21*x^5 + E^3*(1 + 6*x^2 + 21*x^4))*Log[1 - E^3 + x] + (-4*x - 4*x^2 - 12*x^3 - 12*x^4 + E^3*(4*x + 12*x^3))*Log[1 - E^3 + x]^2))/(-2*x^6 + 2*E^3*x^6 - 2*x^7 + (-6*x^5 + 6*E^3*x^5 - 6*x^6)*Log[1 - E^3 + x] + (-6*x^4 + 6*E^3*x^4 - 6*x^5)*Log[1 - E^3 + x]^2 + (-2*x^3 + 2*E^3*x^3 - 2*x^4)*Log[1 - E^3 + x]^3),x]","\int \frac{4 x^3+4 x^4-12 x^5-12 x^6+e^3 \left(-4 x^3+12 x^5\right)+\left(8 x^2+8 x^3-24 x^4-24 x^5+e^3 \left(-8 x^2+24 x^4\right)\right) \log \left(1-e^3+x\right)+\left(4 x+4 x^2-12 x^3-12 x^4+e^3 \left(-4 x+12 x^3\right)\right) \log ^2\left(1-e^3+x\right)+\log ^2(x) \left(3 x+2 x^2-12 x^3-6 x^4+9 x^5+e^3 \left(-2 x+6 x^3\right)+\left(1+x-9 x^4-9 x^5+e^3 \left(-1+9 x^4\right)\right) \log \left(1-e^3+x\right)\right)+\log (x) \left(-x-x^2-6 x^3-2 x^4+3 x^5-9 x^6+e^3 \left(x+2 x^3+9 x^5\right)+\left(-1-x-10 x^2-6 x^3-9 x^4-21 x^5+e^3 \left(1+6 x^2+21 x^4\right)\right) \log \left(1-e^3+x\right)+\left(-4 x-4 x^2-12 x^3-12 x^4+e^3 \left(4 x+12 x^3\right)\right) \log ^2\left(1-e^3+x\right)\right)}{-2 x^6+2 e^3 x^6-2 x^7+\left(-6 x^5+6 e^3 x^5-6 x^6\right) \log \left(1-e^3+x\right)+\left(-6 x^4+6 e^3 x^4-6 x^5\right) \log ^2\left(1-e^3+x\right)+\left(-2 x^3+2 e^3 x^3-2 x^4\right) \log ^3\left(1-e^3+x\right)} \, dx","\left(\frac{\left(\frac{1}{2} \left(\frac{1}{x}-x\right)-x\right) \log (x)}{x+\log \left(x-e^3+1\right)}-2\right)^2",1,"(3*(5 - 3*E^3)*Defer[Int][Log[x]^2/(x + Log[1 - E^3 + x])^3, x])/2 + ((2 - 6*E^3 + 3*E^6)^2*Defer[Int][Log[x]^2/((-1 + E^3 - x)*(x + Log[1 - E^3 + x])^3), x])/(2*(1 - E^3)^2) - ((2 - E^3)*Defer[Int][Log[x]^2/(x^2*(x + Log[1 - E^3 + x])^3), x])/(2*(1 - E^3)) + Defer[Int][Log[x]^2/(x*(x + Log[1 - E^3 + x])^3), x]/(2*(1 - E^3)^2) - (9*Defer[Int][(x*Log[x]^2)/(x + Log[1 - E^3 + x])^3, x])/2 - (9*Defer[Int][(x^2*Log[x]^2)/(x + Log[1 - E^3 + x])^3, x])/2 + Defer[Int][Log[x]/(x + Log[1 - E^3 + x])^2, x]/(2*(1 - E^3)) - ((5 - E^3)*Defer[Int][Log[x]/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)^2) + ((2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)) - ((5 - E^3)*(2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)^2) + ((2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]/((-1 + E^3 - x)*(x + Log[1 - E^3 + x])^2), x])/2 - ((5 - E^3)*(2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]/((-1 + E^3 - x)*(x + Log[1 - E^3 + x])^2), x])/(2*(1 - E^3)) + Defer[Int][Log[x]/(x^3*(x + Log[1 - E^3 + x])^2), x]/2 - Defer[Int][Log[x]/(x*(x + Log[1 - E^3 + x])^2), x]/(2*(1 - E^3)^2) + ((5 - E^3)*Defer[Int][Log[x]/(x*(x + Log[1 - E^3 + x])^2), x])/(2*(1 - E^3)) - ((2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]/(x*(x + Log[1 - E^3 + x])^2), x])/(2*(1 - E^3)^2) - Defer[Int][(x*Log[x])/(x + Log[1 - E^3 + x])^2, x]/(2*(1 - E^3)^2) - ((2 - 6*E^3 + 3*E^6)*Defer[Int][(x*Log[x])/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)^2) - Defer[Int][Log[x]^2/(x^3*(x + Log[1 - E^3 + x])^2), x]/2 - (3*Defer[Int][Log[x]^2/(x*(x + Log[1 - E^3 + x])^2), x])/2 + Defer[Int][Log[x]^2/(x*(x + Log[1 - E^3 + x])^2), x]/(2*(1 - E^3)^2) + ((2 - 6*E^3 + 3*E^6)*Defer[Int][Log[x]^2/(x*(x + Log[1 - E^3 + x])^2), x])/(2*(1 - E^3)^2) + (3*Defer[Int][(x*Log[x]^2)/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)^2) + (3*(2 - 6*E^3 + 3*E^6)*Defer[Int][(x*Log[x]^2)/(x + Log[1 - E^3 + x])^2, x])/(2*(1 - E^3)^2) + 6*Defer[Int][(x + Log[1 - E^3 + x])^(-1), x] - 2*Defer[Int][1/(x^2*(x + Log[1 - E^3 + x])), x] + 6*Defer[Int][Log[x]/(x + Log[1 - E^3 + x]), x] + 2*Defer[Int][Log[x]/(x^2*(x + Log[1 - E^3 + x])), x]","F",0,0,0,0,-1,"{}"
9320,1,26,0,0.7311423,"\int \frac{x \log \left(\frac{4}{x^2}\right)+(23+x) \log ^3\left(\frac{4}{x^2}\right)+\left(4 x-25 \log ^3\left(\frac{4}{x^2}\right)\right) \log (x)}{x^2 \log ^3\left(\frac{4}{x^2}\right)} \, dx","Int[(x*Log[4/x^2] + (23 + x)*Log[4/x^2]^3 + (4*x - 25*Log[4/x^2]^3)*Log[x])/(x^2*Log[4/x^2]^3),x]","\frac{\log (x)}{\log ^2\left(\frac{4}{x^2}\right)}+\frac{2}{x}+\frac{25 \log (x)}{x}+\log (x)","\frac{\left(\frac{x}{\log ^2\left(\frac{4}{x^2}\right)}+x+25\right) \log (x)+2}{x}",1,"2/x + Log[x] + (25*Log[x])/x + Log[x]/Log[4/x^2]^2","A",18,9,50,0.1800,1,"{6688, 14, 43, 2302, 30, 6742, 2304, 2366, 12}"
9321,0,0,0,76.4483846,"\int \frac{e (1-x) \log (x)+\left(-x+x^2\right) \log ^2(x)+\left(-2 e x+2 x^2 \log (x)\right) \log (-3+3 x)+\left(e (1-x)+\left(-x+x^2\right) \log (x)\right) \log ^2(-3+3 x)+\left(e (-1+x)-x+x^2+\left(e (1-x)+x-x^2\right) \log (x)+\left(e (1-x)+x-x^2\right) \log ^2(-3+3 x)\right) \log \left(-x+x \log (x)+x \log ^2(-3+3 x)\right)}{\left(x^2-x^3+\left(-x^2+x^3\right) \log (x)+\left(-x^2+x^3\right) \log ^2(-3+3 x)\right) \log ^2\left(-x+x \log (x)+x \log ^2(-3+3 x)\right)} \, dx","Int[(E*(1 - x)*Log[x] + (-x + x^2)*Log[x]^2 + (-2*E*x + 2*x^2*Log[x])*Log[-3 + 3*x] + (E*(1 - x) + (-x + x^2)*Log[x])*Log[-3 + 3*x]^2 + (E*(-1 + x) - x + x^2 + (E*(1 - x) + x - x^2)*Log[x] + (E*(1 - x) + x - x^2)*Log[-3 + 3*x]^2)*Log[-x + x*Log[x] + x*Log[-3 + 3*x]^2])/((x^2 - x^3 + (-x^2 + x^3)*Log[x] + (-x^2 + x^3)*Log[-3 + 3*x]^2)*Log[-x + x*Log[x] + x*Log[-3 + 3*x]^2]^2),x]","\int \frac{e (1-x) \log (x)+\left(-x+x^2\right) \log ^2(x)+\left(-2 e x+2 x^2 \log (x)\right) \log (-3+3 x)+\left(e (1-x)+\left(-x+x^2\right) \log (x)\right) \log ^2(-3+3 x)+\left(e (-1+x)-x+x^2+\left(e (1-x)+x-x^2\right) \log (x)+\left(e (1-x)+x-x^2\right) \log ^2(-3+3 x)\right) \log \left(-x+x \log (x)+x \log ^2(-3+3 x)\right)}{\left(x^2-x^3+\left(-x^2+x^3\right) \log (x)+\left(-x^2+x^3\right) \log ^2(-3+3 x)\right) \log ^2\left(-x+x \log (x)+x \log ^2(-3+3 x)\right)} \, dx","\frac{\frac{e}{x}-\log (x)}{\log \left(x \left(\log ^2(3 x-3)+\log (x)\right)-x\right)}",1,"E*Defer[Int][Log[x]/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/(x^2*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][Log[x]^2/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][Log[x]^2/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][Log[x]^2/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(x*Log[x]^2)/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[x]/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][Log[x]^2/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][Log[x]^2/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(x*Log[x]^2)/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*E*Defer[Int][Log[-3 + 3*x]/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*E*Defer[Int][Log[-3 + 3*x]/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(Log[x]*Log[-3 + 3*x])/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(Log[x]*Log[-3 + 3*x])/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(x*Log[x]*Log[-3 + 3*x])/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*E*Defer[Int][Log[-3 + 3*x]/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*E*Defer[Int][Log[-3 + 3*x]/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(Log[x]*Log[-3 + 3*x])/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(x*Log[x]*Log[-3 + 3*x])/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/(x^2*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(Log[x]*Log[-3 + 3*x]^2)/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(Log[x]*Log[-3 + 3*x]^2)/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(Log[x]*Log[-3 + 3*x]^2)/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(x*Log[x]*Log[-3 + 3*x]^2)/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + E*Defer[Int][Log[-3 + 3*x]^2/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + 2*Defer[Int][(Log[x]*Log[-3 + 3*x]^2)/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(Log[x]*Log[-3 + 3*x]^2)/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][(x*Log[x]*Log[-3 + 3*x]^2)/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]^2), x] + Defer[Int][1/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] - (1 - E)*Defer[Int][1/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][1/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] - (1 - E)*Defer[Int][1/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][1/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] - (1 - E)*Defer[Int][1/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][x/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[x]/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[x]/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[x]/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[x]/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[x]/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[x]/(x^2*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[x]/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[x]/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][(x*Log[x])/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][1/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] - (1 - E)*Defer[Int][1/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][1/(x^2*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][1/(x*(-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][x/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[x]/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[x]/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][(x*Log[x])/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[-3 + 3*x]^2/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[-3 + 3*x]^2/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[-3 + 3*x]^2/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[-3 + 3*x]^2/((1 - x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[-3 + 3*x]^2/((-1 + x)*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[-3 + 3*x]^2/(x^2*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[-3 + 3*x]^2/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + E*Defer[Int][Log[-3 + 3*x]^2/(x*(1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][(x*Log[-3 + 3*x]^2)/((1 - Log[3*(-1 + x)]^2 - Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][Log[-3 + 3*x]^2/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + (1 - E)*Defer[Int][Log[-3 + 3*x]^2/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x] + Defer[Int][(x*Log[-3 + 3*x]^2)/((-1 + Log[3*(-1 + x)]^2 + Log[x])*Log[-x + x*Log[3*(-1 + x)]^2 + x*Log[x]]), x]","F",0,0,0,0,-1,"{}"
9322,1,2,0,0.0002287,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log (x)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
9323,0,0,0,6.8659012,"\int \frac{-3 x+e^{2 x} \left(4 e^5+2 x\right)+e^x \left(-x+x^2+e^5 (4+x)\right)+\left(24 x+e^{2 x} \left(-2 e^5+18 x\right)+e^x \left(e^5 (-2-4 x)+42 x-4 x^2\right)\right) \log (x)+\left(-54 x-53 e^{2 x} x+e^x \left(-107 x+e^5 x+x^2\right)\right) \log ^2(x)+\left(24 x+48 e^x x+24 e^{2 x} x\right) \log ^3(x)+\left(-3 x-6 e^x x-3 e^{2 x} x\right) \log ^4(x)}{x+2 e^x x+e^{2 x} x+\left(-8 x-16 e^x x-8 e^{2 x} x\right) \log (x)+\left(18 x+36 e^x x+18 e^{2 x} x\right) \log ^2(x)+\left(-8 x-16 e^x x-8 e^{2 x} x\right) \log ^3(x)+\left(x+2 e^x x+e^{2 x} x\right) \log ^4(x)} \, dx","Int[(-3*x + E^(2*x)*(4*E^5 + 2*x) + E^x*(-x + x^2 + E^5*(4 + x)) + (24*x + E^(2*x)*(-2*E^5 + 18*x) + E^x*(E^5*(-2 - 4*x) + 42*x - 4*x^2))*Log[x] + (-54*x - 53*E^(2*x)*x + E^x*(-107*x + E^5*x + x^2))*Log[x]^2 + (24*x + 48*E^x*x + 24*E^(2*x)*x)*Log[x]^3 + (-3*x - 6*E^x*x - 3*E^(2*x)*x)*Log[x]^4)/(x + 2*E^x*x + E^(2*x)*x + (-8*x - 16*E^x*x - 8*E^(2*x)*x)*Log[x] + (18*x + 36*E^x*x + 18*E^(2*x)*x)*Log[x]^2 + (-8*x - 16*E^x*x - 8*E^(2*x)*x)*Log[x]^3 + (x + 2*E^x*x + E^(2*x)*x)*Log[x]^4),x]","\int \frac{-3 x+e^{2 x} \left(4 e^5+2 x\right)+e^x \left(-x+x^2+e^5 (4+x)\right)+\left(24 x+e^{2 x} \left(-2 e^5+18 x\right)+e^x \left(e^5 (-2-4 x)+42 x-4 x^2\right)\right) \log (x)+\left(-54 x-53 e^{2 x} x+e^x \left(-107 x+e^5 x+x^2\right)\right) \log ^2(x)+\left(24 x+48 e^x x+24 e^{2 x} x\right) \log ^3(x)+\left(-3 x-6 e^x x-3 e^{2 x} x\right) \log ^4(x)}{x+2 e^x x+e^{2 x} x+\left(-8 x-16 e^x x-8 e^{2 x} x\right) \log (x)+\left(18 x+36 e^x x+18 e^{2 x} x\right) \log ^2(x)+\left(-8 x-16 e^x x-8 e^{2 x} x\right) \log ^3(x)+\left(x+2 e^x x+e^{2 x} x\right) \log ^4(x)} \, dx","\frac{e^x \left(x+e^5\right)}{\left(e^x+1\right) \left((\log (x)-2)^2-3\right)}-3 x",1,"-3*x + (E^(2 + Sqrt[3])*ExpIntegralEi[-2 - Sqrt[3] + Log[x]])/3 + (E^(2 + Sqrt[3])*ExpIntegralEi[-2 - Sqrt[3] + Log[x]])/(2*Sqrt[3]) - ((2 + Sqrt[3])*E^(2 + Sqrt[3])*ExpIntegralEi[-2 - Sqrt[3] + Log[x]])/6 + (E^(2 - Sqrt[3])*ExpIntegralEi[-2 + Sqrt[3] + Log[x]])/3 - (E^(2 - Sqrt[3])*ExpIntegralEi[-2 + Sqrt[3] + Log[x]])/(2*Sqrt[3]) - ((2 - Sqrt[3])*E^(2 - Sqrt[3])*ExpIntegralEi[-2 + Sqrt[3] + Log[x]])/6 + x/(3*(2 - Sqrt[3] - Log[x])) - ((2 - Sqrt[3])*x)/(6*(2 - Sqrt[3] - Log[x])) + x/(3*(2 + Sqrt[3] - Log[x])) - ((2 + Sqrt[3])*x)/(6*(2 + Sqrt[3] - Log[x])) + E^5/(1 - 4*Log[x] + Log[x]^2) - (5 - E^5)*Defer[Int][1/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] - 4*E^5*Defer[Int][1/((1 + E^x)*x*(1 - 4*Log[x] + Log[x]^2)^2), x] + Defer[Int][x/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] + 2*(3 - 2*E^5)*Defer[Int][Log[x]/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] + 2*E^5*Defer[Int][Log[x]/((1 + E^x)*x*(1 - 4*Log[x] + Log[x]^2)^2), x] - 4*Defer[Int][(x*Log[x])/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] - (1 - E^5)*Defer[Int][Log[x]^2/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] + Defer[Int][(x*Log[x]^2)/((1 + E^x)*(1 - 4*Log[x] + Log[x]^2)^2), x] - E^5*Defer[Int][1/((1 + E^x)^2*(1 - 4*Log[x] + Log[x]^2)), x] - Defer[Int][x/((1 + E^x)^2*(1 - 4*Log[x] + Log[x]^2)), x]","F",0,0,0,0,-1,"{}"
9324,1,11,0,0.00496,"\int \frac{1}{9} \left(-25+18 e^{2 x}\right) \, dx","Int[(-25 + 18*E^(2*x))/9,x]","e^{2 x}-\frac{25 x}{9}","-\frac{25 x}{9}+e^{2 x}-6",1,"E^(2*x) - (25*x)/9","A",3,2,13,0.1538,1,"{12, 2194}"
9325,1,15,0,0.0131969,"\int \left(1-170 e^{-1-80 x^2} x\right) \, dx","Int[1 - 170*E^(-1 - 80*x^2)*x,x]","\frac{17}{16} e^{-80 x^2-1}+x","\frac{17}{16} e^{-80 x^2-1}+x",1,"(17*E^(-1 - 80*x^2))/16 + x","A",2,1,14,0.07143,1,"{2209}"
9326,1,77,0,0.4557029,"\int \left(2 x-6 x^2+4 x^3+e^x \left(8 x-8 x^2-4 x^3\right)+e^{3 x} \left(12 x^2+12 x^3\right)+e^{2 x} \left(8 x+14 x^2-4 x^3-4 x^4\right)+e^{4 x} \left(4 x^3+4 x^4\right)\right) \, dx","Int[2*x - 6*x^2 + 4*x^3 + E^x*(8*x - 8*x^2 - 4*x^3) + E^(3*x)*(12*x^2 + 12*x^3) + E^(2*x)*(8*x + 14*x^2 - 4*x^3 - 4*x^4) + E^(4*x)*(4*x^3 + 4*x^4),x]","-2 e^{2 x} x^4+e^{4 x} x^4+x^4-4 e^x x^3+2 e^{2 x} x^3+4 e^{3 x} x^3-2 x^3+4 e^x x^2+4 e^{2 x} x^2+x^2","\left(x^2-e^x \left(e^x x+2\right) x-x\right)^2",1,"x^2 + 4*E^x*x^2 + 4*E^(2*x)*x^2 - 2*x^3 - 4*E^x*x^3 + 2*E^(2*x)*x^3 + 4*E^(3*x)*x^3 + x^4 - 2*E^(2*x)*x^4 + E^(4*x)*x^4","B",51,5,91,0.05495,1,"{1594, 2196, 2176, 2194, 1593}"
9327,0,0,0,90.9925426,"\int \frac{\exp \left(\frac{2 \left(-198 x-558 x^2-18 x^3+288 x^4-72 x^5+e^{2 x} \left(-50 x^2-10 x^3+32 x^4-8 x^5\right)+e^x \left(60 x+336 x^2+36 x^3-192 x^4+48 x^5\right)\right)}{9+90 x+189 x^2-180 x^3+36 x^4+e^x \left(-30 x-138 x^2+120 x^3-24 x^4\right)+e^{2 x} \left(25 x^2-20 x^3+4 x^4\right)}\right) \left(-1188-756 x-7452 x^2-7020 x^3+14904 x^4-6480 x^5+864 x^6+e^x \left(360+612 x+5040 x^2+9180 x^3-15336 x^4+6480 x^5-864 x^6\right)+e^{3 x} \left(500 x^3-600 x^4+240 x^5-32 x^6\right)+e^{2 x} \left(-900 x^2-3780 x^3+5256 x^4-2160 x^5+288 x^6\right)\right)}{27+405 x+1863 x^2+1755 x^3-3726 x^4+1620 x^5-216 x^6+e^{2 x} \left(225 x^2+945 x^3-1314 x^4+540 x^5-72 x^6\right)+e^{3 x} \left(-125 x^3+150 x^4-60 x^5+8 x^6\right)+e^x \left(-135 x-1296 x^2-2295 x^3+3834 x^4-1620 x^5+216 x^6\right)} \, dx","Int[(E^((2*(-198*x - 558*x^2 - 18*x^3 + 288*x^4 - 72*x^5 + E^(2*x)*(-50*x^2 - 10*x^3 + 32*x^4 - 8*x^5) + E^x*(60*x + 336*x^2 + 36*x^3 - 192*x^4 + 48*x^5)))/(9 + 90*x + 189*x^2 - 180*x^3 + 36*x^4 + E^x*(-30*x - 138*x^2 + 120*x^3 - 24*x^4) + E^(2*x)*(25*x^2 - 20*x^3 + 4*x^4)))*(-1188 - 756*x - 7452*x^2 - 7020*x^3 + 14904*x^4 - 6480*x^5 + 864*x^6 + E^x*(360 + 612*x + 5040*x^2 + 9180*x^3 - 15336*x^4 + 6480*x^5 - 864*x^6) + E^(3*x)*(500*x^3 - 600*x^4 + 240*x^5 - 32*x^6) + E^(2*x)*(-900*x^2 - 3780*x^3 + 5256*x^4 - 2160*x^5 + 288*x^6)))/(27 + 405*x + 1863*x^2 + 1755*x^3 - 3726*x^4 + 1620*x^5 - 216*x^6 + E^(2*x)*(225*x^2 + 945*x^3 - 1314*x^4 + 540*x^5 - 72*x^6) + E^(3*x)*(-125*x^3 + 150*x^4 - 60*x^5 + 8*x^6) + E^x*(-135*x - 1296*x^2 - 2295*x^3 + 3834*x^4 - 1620*x^5 + 216*x^6)),x]","\int \frac{\exp \left(\frac{2 \left(-198 x-558 x^2-18 x^3+288 x^4-72 x^5+e^{2 x} \left(-50 x^2-10 x^3+32 x^4-8 x^5\right)+e^x \left(60 x+336 x^2+36 x^3-192 x^4+48 x^5\right)\right)}{9+90 x+189 x^2-180 x^3+36 x^4+e^x \left(-30 x-138 x^2+120 x^3-24 x^4\right)+e^{2 x} \left(25 x^2-20 x^3+4 x^4\right)}\right) \left(-1188-756 x-7452 x^2-7020 x^3+14904 x^4-6480 x^5+864 x^6+e^x \left(360+612 x+5040 x^2+9180 x^3-15336 x^4+6480 x^5-864 x^6\right)+e^{3 x} \left(500 x^3-600 x^4+240 x^5-32 x^6\right)+e^{2 x} \left(-900 x^2-3780 x^3+5256 x^4-2160 x^5+288 x^6\right)\right)}{27+405 x+1863 x^2+1755 x^3-3726 x^4+1620 x^5-216 x^6+e^{2 x} \left(225 x^2+945 x^3-1314 x^4+540 x^5-72 x^6\right)+e^{3 x} \left(-125 x^3+150 x^4-60 x^5+8 x^6\right)+e^x \left(-135 x-1296 x^2-2295 x^3+3834 x^4-1620 x^5+216 x^6\right)} \, dx","\exp \left(4 \left(\frac{9}{\left(\left(3-e^x\right) x (2 x-5)-3\right)^2}-x\right)-4\right)",1,"-4*Defer[Int][E^((-4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2), x] + 216*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^3), x] + 216*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*x*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^3), x] + 1080*Defer[Int][x/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^3), x] - 432*Defer[Int][x^2/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^3), x] + 432*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(-5 + 2*x)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^3), x] - 72*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^2), x] - 72*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*x*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^2), x] - 144*Defer[Int][1/(E^((4*x*(E^(2*x)*(5 - 2*x)^2*x*(1 + x) + 9*(11 + 31*x + x^2 - 16*x^3 + 4*x^4) - 6*E^x*(5 + 28*x + 3*x^2 - 16*x^3 + 4*x^4)))/(3 - 5*(-3 + E^x)*x + 2*(-3 + E^x)*x^2)^2)*(-5 + 2*x)*(3 + 15*x - 5*E^x*x - 6*x^2 + 2*E^x*x^2)^2), x]","F",0,0,0,0,-1,"{}"
9328,1,51,0,0.0413273,"\int \frac{3-2 x+\log (4)+4 e^{16+e^{16+4 x}+4 x} (i \pi +\log (5-\log (3)))}{i \pi +\log (5-\log (3))} \, dx","Int[(3 - 2*x + Log[4] + 4*E^(16 + E^(16 + 4*x) + 4*x)*(I*Pi + Log[5 - Log[3]]))/(I*Pi + Log[5 - Log[3]]),x]","-\frac{x^2}{\log (5-\log (3))+i \pi }+e^{e^{4 x+16}}+\frac{x (3+\log (4))}{\log (5-\log (3))+i \pi }","e^{e^{4 (x+4)}}+\frac{x (-x+3+\log (4))}{\log (5-\log (3))+i \pi }-e^5",1,"E^E^(16 + 4*x) - x^2/(I*Pi + Log[5 - Log[3]]) + (x*(3 + Log[4]))/(I*Pi + Log[5 - Log[3]])","A",4,3,52,0.05769,1,"{12, 2282, 2194}"
9329,0,0,0,0.6052359,"\int \frac{\left(15 x+4 x^2+e^x \left(-6 x-x^2\right)\right) \log \left(x^2\right)+(20+4 x) \log \left(2 \log \left(x^2\right)\right)+x \log \left(x^2\right) \log ^2\left(2 \log \left(x^2\right)\right)}{x \log \left(x^2\right)} \, dx","Int[((15*x + 4*x^2 + E^x*(-6*x - x^2))*Log[x^2] + (20 + 4*x)*Log[2*Log[x^2]] + x*Log[x^2]*Log[2*Log[x^2]]^2)/(x*Log[x^2]),x]","\int \frac{\left(15 x+4 x^2+e^x \left(-6 x-x^2\right)\right) \log \left(x^2\right)+(20+4 x) \log \left(2 \log \left(x^2\right)\right)+x \log \left(x^2\right) \log ^2\left(2 \log \left(x^2\right)\right)}{x \log \left(x^2\right)} \, dx","(x+5) \left(\log ^2\left(2 \log \left(x^2\right)\right)-e^x+2 x+5\right)+1",1,"E^x + 15*x + 2*x^2 - E^x*(6 + x) + 5*Log[2*Log[x^2]]^2 + 4*Defer[Int][Log[2*Log[x^2]]/Log[x^2], x] + Defer[Int][Log[2*Log[x^2]]^2, x]","F",0,0,0,0,-1,"{}"
9330,1,107,0,0.9318753,"\int \frac{\exp \left(\frac{1}{16} \left(1+8 \log \left(2 \log \left(\frac{e^5+e^x}{x}\right)\right)+16 \log ^2\left(2 \log \left(\frac{e^5+e^x}{x}\right)\right)\right)\right) \left(-e^5+e^x (-1+x)+\left(-4 e^5+e^x (-4+4 x)\right) \log \left(2 \log \left(\frac{e^5+e^x}{x}\right)\right)\right)}{\left(2 e^5 x+2 e^x x\right) \log \left(\frac{e^5+e^x}{x}\right)} \, dx","Int[(E^((1 + 8*Log[2*Log[(E^5 + E^x)/x]] + 16*Log[2*Log[(E^5 + E^x)/x]]^2)/16)*(-E^5 + E^x*(-1 + x) + (-4*E^5 + E^x*(-4 + 4*x))*Log[2*Log[(E^5 + E^x)/x]]))/((2*E^5*x + 2*E^x*x)*Log[(E^5 + E^x)/x]),x]","\frac{\sqrt{2} \left(e^x+e^5\right) \left(e^x (1-x)+e^5\right) e^{\frac{1}{16} \left(16 \log ^2\left(2 \log \left(\frac{e^x+e^5}{x}\right)\right)+1\right)} \sqrt{\log \left(\frac{e^x+e^5}{x}\right)}}{\left(\frac{e^x+e^5}{x^2}-\frac{e^x}{x}\right) x \left(e^x x+e^5 x\right)}","e^{\left(-\log \left(2 \log \left(\frac{e^x+e^5}{x}\right)\right)-\frac{1}{4}\right)^2}",1,"(Sqrt[2]*E^((1 + 16*Log[2*Log[(E^5 + E^x)/x]]^2)/16)*(E^5 + E^x)*(E^5 + E^x*(1 - x))*Sqrt[Log[(E^5 + E^x)/x]])/(((E^5 + E^x)/x^2 - E^x/x)*x*(E^5*x + E^x*x))","B",3,3,118,0.02542,1,"{2274, 12, 2288}"
9331,0,0,0,4.3187285,"\int \frac{-32 \log (3)+32 \log (3) \log \left(\frac{x}{3}\right)+(-8+16 x) \log (3) \log ^2\left(\frac{x}{3}\right)-8 \log (3) \log ^2\left(\frac{x}{3}\right) \log (x)}{\left(-4 x \log \left(\frac{x}{3}\right)-x^2 \log ^2\left(\frac{x}{3}\right)+x \log ^2\left(\frac{x}{3}\right) \log (x)\right) \log ^2\left(\frac{16 x^2+8 x^3 \log \left(\frac{x}{3}\right)+x^4 \log ^2\left(\frac{x}{3}\right)+\left(-8 x^2 \log \left(\frac{x}{3}\right)-2 x^3 \log ^2\left(\frac{x}{3}\right)\right) \log (x)+x^2 \log ^2\left(\frac{x}{3}\right) \log ^2(x)}{\log ^2\left(\frac{x}{3}\right)}\right)} \, dx","Int[(-32*Log[3] + 32*Log[3]*Log[x/3] + (-8 + 16*x)*Log[3]*Log[x/3]^2 - 8*Log[3]*Log[x/3]^2*Log[x])/((-4*x*Log[x/3] - x^2*Log[x/3]^2 + x*Log[x/3]^2*Log[x])*Log[(16*x^2 + 8*x^3*Log[x/3] + x^4*Log[x/3]^2 + (-8*x^2*Log[x/3] - 2*x^3*Log[x/3]^2)*Log[x] + x^2*Log[x/3]^2*Log[x]^2)/Log[x/3]^2]^2),x]","\int \frac{-32 \log (3)+32 \log (3) \log \left(\frac{x}{3}\right)+(-8+16 x) \log (3) \log ^2\left(\frac{x}{3}\right)-8 \log (3) \log ^2\left(\frac{x}{3}\right) \log (x)}{\left(-4 x \log \left(\frac{x}{3}\right)-x^2 \log ^2\left(\frac{x}{3}\right)+x \log ^2\left(\frac{x}{3}\right) \log (x)\right) \log ^2\left(\frac{16 x^2+8 x^3 \log \left(\frac{x}{3}\right)+x^4 \log ^2\left(\frac{x}{3}\right)+\left(-8 x^2 \log \left(\frac{x}{3}\right)-2 x^3 \log ^2\left(\frac{x}{3}\right)\right) \log (x)+x^2 \log ^2\left(\frac{x}{3}\right) \log ^2(x)}{\log ^2\left(\frac{x}{3}\right)}\right)} \, dx","\frac{4 \log (3)}{\log \left(x^2 \left(x-\log (x)+\frac{4}{\log \left(\frac{x}{3}\right)}\right)^2\right)}",1,"32*Log[3]*(1 + Log[3])*Defer[Int][1/(x*Log[x/3]*(4 + x*Log[x/3] - Log[x/3]*Log[x])*Log[(x^2*(4 + Log[x/3]*(x - Log[x]))^2)/Log[x/3]^2]^2), x] - 16*Log[3]*Defer[Int][Log[x/3]/((4 + x*Log[x/3] - Log[x/3]*Log[x])*Log[(x^2*(4 + Log[x/3]*(x - Log[x]))^2)/Log[x/3]^2]^2), x] + 8*Log[3]*Defer[Int][Log[x/3]/(x*(4 + x*Log[x/3] - Log[x/3]*Log[x])*Log[(x^2*(4 + Log[x/3]*(x - Log[x]))^2)/Log[x/3]^2]^2), x] - 32*Log[3]*Defer[Int][Log[x]/(x*Log[x/3]*(4 + x*Log[x/3] - Log[x/3]*Log[x])*Log[(x^2*(4 + Log[x/3]*(x - Log[x]))^2)/Log[x/3]^2]^2), x] + 8*Log[3]*Defer[Int][(Log[x/3]*Log[x])/(x*(4 + x*Log[x/3] - Log[x/3]*Log[x])*Log[(x^2*(4 + Log[x/3]*(x - Log[x]))^2)/Log[x/3]^2]^2), x]","F",0,0,0,0,-1,"{}"
9332,0,0,0,5.8239841,"\int \frac{\exp \left(\frac{-9+2 x \log \left(3+e^x+4 x^2\right)}{x \log \left(3+e^x+4 x^2\right)}\right) \left(9 e^x x+72 x^2+\left(27+9 e^x+36 x^2\right) \log \left(3+e^x+4 x^2\right)\right)}{\left(3 x^2+e^x x^2+4 x^4\right) \log ^2\left(3+e^x+4 x^2\right)} \, dx","Int[(E^((-9 + 2*x*Log[3 + E^x + 4*x^2])/(x*Log[3 + E^x + 4*x^2]))*(9*E^x*x + 72*x^2 + (27 + 9*E^x + 36*x^2)*Log[3 + E^x + 4*x^2]))/((3*x^2 + E^x*x^2 + 4*x^4)*Log[3 + E^x + 4*x^2]^2),x]","\int \frac{\exp \left(\frac{-9+2 x \log \left(3+e^x+4 x^2\right)}{x \log \left(3+e^x+4 x^2\right)}\right) \left(9 e^x x+72 x^2+\left(27+9 e^x+36 x^2\right) \log \left(3+e^x+4 x^2\right)\right)}{\left(3 x^2+e^x x^2+4 x^4\right) \log ^2\left(3+e^x+4 x^2\right)} \, dx","e^{\frac{2 x-\frac{9}{\log \left(4 x^2+e^x+3\right)}}{x}}",1,"9*Defer[Int][E^(2 - 9/(x*Log[3 + E^x + 4*x^2]))/(x*Log[3 + E^x + 4*x^2]^2), x] + 72*Defer[Int][E^(2 - 9/(x*Log[3 + E^x + 4*x^2]))/((3 + E^x + 4*x^2)*Log[3 + E^x + 4*x^2]^2), x] - 27*Defer[Int][E^(2 - 9/(x*Log[3 + E^x + 4*x^2]))/(x*(3 + E^x + 4*x^2)*Log[3 + E^x + 4*x^2]^2), x] - 36*Defer[Int][(E^(2 - 9/(x*Log[3 + E^x + 4*x^2]))*x)/((3 + E^x + 4*x^2)*Log[3 + E^x + 4*x^2]^2), x] + 9*Defer[Int][E^(2 - 9/(x*Log[3 + E^x + 4*x^2]))/(x^2*Log[3 + E^x + 4*x^2]), x]","F",0,0,0,0,-1,"{}"
9333,1,31,0,0.1378332,"\int \frac{-4-6 x+7 x^2-x^3-x^4+2 x^5-x^6}{x^3+2 x^4-x^5-2 x^6+x^7} \, dx","Int[(-4 - 6*x + 7*x^2 - x^3 - x^4 + 2*x^5 - x^6)/(x^3 + 2*x^4 - x^5 - 2*x^6 + x^7),x]","\frac{3-2 x}{-x^2+x+1}+\frac{2}{x^2}-\frac{2}{x}-\log (x)","\frac{2}{\left(\frac{2-x}{\frac{2}{x}-x}+1\right) x^2}-\log (x)",1,"2/x^2 - 2/x + (3 - 2*x)/(1 + x - x^2) - Log[x]","A",7,4,55,0.07273,1,"{2074, 638, 618, 206}"
9334,1,12,0,0.1478012,"\int \frac{5-5 e^x}{\left(e^x-x\right) \log \left(-e^x+x\right) \log \left(\log \left(-e^x+x\right)\right)} \, dx","Int[(5 - 5*E^x)/((E^x - x)*Log[-E^x + x]*Log[Log[-E^x + x]]),x]","-5 \log \left(\log \left(\log \left(x-e^x\right)\right)\right)","5 \log \left(-\frac{10}{\log \left(\log \left(x-e^x\right)\right)}\right)",1,"-5*Log[Log[Log[-E^x + x]]]","A",1,1,38,0.02632,1,"{6684}"
9335,1,24,0,0.0582599,"\int \frac{112+8 e^2+e (-60-14 x)+56 x+7 x^2}{64+4 e^2+e (-32-8 x)+32 x+4 x^2} \, dx","Int[(112 + 8*E^2 + E*(-60 - 14*x) + 56*x + 7*x^2)/(64 + 4*E^2 + E*(-32 - 8*x) + 32*x + 4*x^2),x]","\frac{7 x}{4}+\frac{(4-e) e}{4 (x-e+4)}","(x+4) \left(2-\frac{x}{4 (x-e+4)}\right)+\log (\log (5))",1,"(7*x)/4 + ((4 - E)*E)/(4*(4 - E + x))","A",5,4,47,0.08511,1,"{1984, 27, 12, 683}"
9336,0,0,0,19.0618813,"\int \frac{e^x \left(-4050 x-2025 x^2+81 x^3+\left(-2025-2106 x+81 x^2\right) \log (5)\right)+e^{2+e^x} \left(e^{2 x} \left(2700 x^2-108 x^3+\left(2700 x-108 x^2\right) \log (5)\right)+e^x \left(5400 x+2700 x^2-108 x^3+\left(2700+2808 x-108 x^2\right) \log (5)\right)\right)+e^{6+3 e^x} \left(e^{2 x} \left(900 x^2-36 x^3+\left(900 x-36 x^2\right) \log (5)\right)+e^x \left(600 x+300 x^2-12 x^3+\left(300+312 x-12 x^2\right) \log (5)\right)\right)+e^{8+4 e^x} \left(e^x \left(-50 x-25 x^2+x^3+\left(-25-26 x+x^2\right) \log (5)\right)+e^{2 x} \left(-100 x^2+4 x^3+\left(-100 x+4 x^2\right) \log (5)\right)\right)+e^{4+2 e^x} \left(e^x \left(-2700 x-1350 x^2+54 x^3+\left(-1350-1404 x+54 x^2\right) \log (5)\right)+e^{2 x} \left(-2700 x^2+108 x^3+\left(-2700 x+108 x^2\right) \log (5)\right)\right)}{-15625+1875 x-75 x^2+x^3} \, dx","Int[(E^x*(-4050*x - 2025*x^2 + 81*x^3 + (-2025 - 2106*x + 81*x^2)*Log[5]) + E^(2 + E^x)*(E^(2*x)*(2700*x^2 - 108*x^3 + (2700*x - 108*x^2)*Log[5]) + E^x*(5400*x + 2700*x^2 - 108*x^3 + (2700 + 2808*x - 108*x^2)*Log[5])) + E^(6 + 3*E^x)*(E^(2*x)*(900*x^2 - 36*x^3 + (900*x - 36*x^2)*Log[5]) + E^x*(600*x + 300*x^2 - 12*x^3 + (300 + 312*x - 12*x^2)*Log[5])) + E^(8 + 4*E^x)*(E^x*(-50*x - 25*x^2 + x^3 + (-25 - 26*x + x^2)*Log[5]) + E^(2*x)*(-100*x^2 + 4*x^3 + (-100*x + 4*x^2)*Log[5])) + E^(4 + 2*E^x)*(E^x*(-2700*x - 1350*x^2 + 54*x^3 + (-1350 - 1404*x + 54*x^2)*Log[5]) + E^(2*x)*(-2700*x^2 + 108*x^3 + (-2700*x + 108*x^2)*Log[5])))/(-15625 + 1875*x - 75*x^2 + x^3),x]","\int \frac{e^x \left(-4050 x-2025 x^2+81 x^3+\left(-2025-2106 x+81 x^2\right) \log (5)\right)+e^{2+e^x} \left(e^{2 x} \left(2700 x^2-108 x^3+\left(2700 x-108 x^2\right) \log (5)\right)+e^x \left(5400 x+2700 x^2-108 x^3+\left(2700+2808 x-108 x^2\right) \log (5)\right)\right)+e^{6+3 e^x} \left(e^{2 x} \left(900 x^2-36 x^3+\left(900 x-36 x^2\right) \log (5)\right)+e^x \left(600 x+300 x^2-12 x^3+\left(300+312 x-12 x^2\right) \log (5)\right)\right)+e^{8+4 e^x} \left(e^x \left(-50 x-25 x^2+x^3+\left(-25-26 x+x^2\right) \log (5)\right)+e^{2 x} \left(-100 x^2+4 x^3+\left(-100 x+4 x^2\right) \log (5)\right)\right)+e^{4+2 e^x} \left(e^x \left(-2700 x-1350 x^2+54 x^3+\left(-1350-1404 x+54 x^2\right) \log (5)\right)+e^{2 x} \left(-2700 x^2+108 x^3+\left(-2700 x+108 x^2\right) \log (5)\right)\right)}{-15625+1875 x-75 x^2+x^3} \, dx","\frac{e^x \left(3-e^{e^x+2}\right)^4 x (x+\log (5))}{(25-x)^2}",1,"27*E^(4 + 2*E^x) + E^(8 + 4*E^x)/4 + 81*E^x - 108*E^(2 + E^x + x) - 12*E^(6 + 3*E^x + x) - (1265625*E^x)/(2*(25 - x)^2) + (1569375*E^x)/(2*(25 - x)) + (1581525*E^25*ExpIntegralEi[-25 + x])/2 + (50625*E^x*(25 - Log[5]))/(2*(25 - x)^2) - (58725*E^x*(25 - Log[5]))/(2*(25 - x)) - (58887*E^25*ExpIntegralEi[-25 + x]*(25 - Log[5]))/2 + (2025*E^x*Log[5])/(2*(25 - x)^2) - (2025*E^x*Log[5])/(2*(25 - x)) - (2025*E^25*ExpIntegralEi[-25 + x]*Log[5])/2 + (2025*E^x*(25 + 13*Log[5]))/(25 - x)^2 - (2187*E^x*(25 + 13*Log[5]))/(25 - x) - 2187*E^25*ExpIntegralEi[-25 + x]*(25 + 13*Log[5]) + 108*Defer[Int][E^(2*(2 + E^x + x)), x] + 4*Defer[Int][E^(2*(4 + 2*E^x + x)), x] - 300*Log[5]*Defer[Int][E^(3*(2 + E^x) + x)/(25 - x)^3, x] - 9*(25 - Log[5])*Defer[Int][E^(6 + 3*E^x + x)/(25 - x), x] + 27*(25 - Log[5])*Defer[Int][E^(2*(2 + E^x) + x)/(25 - x), x] - 1687500*Defer[Int][E^(2 + E^x + x)/(-25 + x)^3, x] + 67500*(25 - Log[5])*Defer[Int][E^(2 + E^x + x)/(-25 + x)^3, x] + 2700*Log[5]*Defer[Int][E^(2 + E^x + x)/(-25 + x)^3, x] + 5400*(25 + 13*Log[5])*Defer[Int][E^(2 + E^x + x)/(-25 + x)^3, x] + 421875*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^3, x] - 16875*(25 - Log[5])*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^3, x] - 1350*(25 + 13*Log[5])*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^3, x] - 140625*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^3, x] + 5625*(25 - Log[5])*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^3, x] + 450*(25 + 13*Log[5])*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^3, x] + 15625*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^3, x] - 625*(25 - Log[5])*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^3, x] - 50*(25 + 13*Log[5])*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^3, x] + 421875*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^3, x] - 16875*(25 - Log[5])*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^3, x] - 1350*Log[5]*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^3, x] - 1350*(25 + 13*Log[5])*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^3, x] - 46875*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^3, x] + 1875*(25 - Log[5])*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^3, x] + 150*(25 + 13*Log[5])*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^3, x] - 25*Log[5]*Defer[Int][E^(4*(2 + E^x) + x)/(-25 + x)^3, x] - 202500*Defer[Int][E^(2 + E^x + x)/(-25 + x)^2, x] + 5400*(25 - Log[5])*Defer[Int][E^(2 + E^x + x)/(-25 + x)^2, x] + 216*(25 + 13*Log[5])*Defer[Int][E^(2 + E^x + x)/(-25 + x)^2, x] + 2700*(25 + Log[5])*Defer[Int][E^(2*(2 + E^x + x))/(-25 + x)^2, x] + 50625*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^2, x] - 1350*(25 - Log[5])*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^2, x] - 54*(25 + 13*Log[5])*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x)^2, x] + 100*(25 + Log[5])*Defer[Int][E^(2*(4 + 2*E^x + x))/(-25 + x)^2, x] - 16875*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^2, x] + 450*(25 - Log[5])*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^2, x] + 18*(25 + 13*Log[5])*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x)^2, x] + 1875*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^2, x] - 50*(25 - Log[5])*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^2, x] - 2*(25 + 13*Log[5])*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x)^2, x] + 50625*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^2, x] - 1350*(25 - Log[5])*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^2, x] - 54*(25 + 13*Log[5])*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x)^2, x] - 5625*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^2, x] + 150*(25 - Log[5])*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^2, x] + 6*(25 + 13*Log[5])*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x)^2, x] - 2700*(25 + Log[5])*Defer[Int][E^(2 + E^x + 2*x)/(-25 + x)^2, x] - 900*(25 + Log[5])*Defer[Int][E^(6 + 3*E^x + 2*x)/(-25 + x)^2, x] - 8100*Defer[Int][E^(2 + E^x + x)/(-25 + x), x] + 108*(25 - Log[5])*Defer[Int][E^(2 + E^x + x)/(-25 + x), x] + 108*(50 + Log[5])*Defer[Int][E^(2*(2 + E^x + x))/(-25 + x), x] + 2025*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x), x] - 27*(25 - Log[5])*Defer[Int][E^(4 + 2*E^x + x)/(-25 + x), x] + 4*(50 + Log[5])*Defer[Int][E^(2*(4 + 2*E^x + x))/(-25 + x), x] - 675*Defer[Int][E^(6 + 3*E^x + x)/(-25 + x), x] + 75*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x), x] - (25 - Log[5])*Defer[Int][E^(8 + 4*E^x + x)/(-25 + x), x] + 2025*Defer[Int][E^(2*(2 + E^x) + x)/(-25 + x), x] - 225*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x), x] + 3*(25 - Log[5])*Defer[Int][E^(3*(2 + E^x) + x)/(-25 + x), x] - 108*(50 + Log[5])*Defer[Int][E^(2 + E^x + 2*x)/(-25 + x), x] - 36*(50 + Log[5])*Defer[Int][E^(6 + 3*E^x + 2*x)/(-25 + x), x]","F",0,0,0,0,-1,"{}"
9337,1,24,0,0.047625,"\int \frac{-64+16 e^5 x^2+e^{-1-x+x^2} \left(-x^5+2 x^6\right)}{x^5} \, dx","Int[(-64 + 16*E^5*x^2 + E^(-1 - x + x^2)*(-x^5 + 2*x^6))/x^5,x]","\frac{16}{x^4}+e^{x^2-x-1}-\frac{8 e^5}{x^2}","\left(e^5-\frac{4}{x^2}\right)^2+e^{(x-1) x-1}+1",1,"E^(-1 - x + x^2) + 16/x^4 - (8*E^5)/x^2","A",5,2,36,0.05556,1,"{14, 2236}"
9338,1,43,0,1.0793664,"\int \frac{4 e^{2 x}+\left(e^x \left(-x+x^2\right)+e^{2 x} \left(-10 x+20 x^2\right)\right) \log (x)+e^{2 x} (-8+8 x) \log (x) \log (\log (x))}{15 x^3 \log (x)} \, dx","Int[(4*E^(2*x) + (E^x*(-x + x^2) + E^(2*x)*(-10*x + 20*x^2))*Log[x] + E^(2*x)*(-8 + 8*x)*Log[x]*Log[Log[x]])/(15*x^3*Log[x]),x]","\frac{2 e^{2 x} \left(5 x^2 \log (x)+2 x \log (x) \log (\log (x))\right)}{15 x^3 \log (x)}+\frac{e^x}{15 x}","\frac{e^x \left(4 e^x \left(\frac{2 \log (\log (x))}{x}+5\right)+2\right)}{30 x}",1,"E^x/(15*x) + (2*E^(2*x)*(5*x^2*Log[x] + 2*x*Log[x]*Log[Log[x]]))/(15*x^3*Log[x])","A",6,5,65,0.07692,1,"{12, 6688, 6742, 2197, 2288}"
9339,1,22,0,0.3569843,"\int \frac{16 x-8 x^3+\left(-24 x^2-12 x^3\right) \log (x)+\left(-24 x^2-12 x^3\right) \log (2+x)}{2+x} \, dx","Int[(16*x - 8*x^3 + (-24*x^2 - 12*x^3)*Log[x] + (-24*x^2 - 12*x^3)*Log[2 + x])/(2 + x),x]","-4 x^3 \log (x)-4 x^3 \log (x+2)+4 x^2","4 x^2 (-x \log (x)-x \log (x+2)+1)",1,"4*x^2 - 4*x^3*Log[x] - 4*x^3*Log[2 + x]","A",13,8,45,0.1778,1,"{6688, 12, 6742, 14, 772, 2304, 2395, 43}"
9340,0,0,0,1.9877234,"\int \frac{x+\left(24 x-5 x^2\right) \log (x)+6 x \log (x) \log \left(\frac{5}{\log (x)}\right)}{\sqrt[3]{4-x+\log \left(\frac{5}{\log (x)}\right)} \left(e (12-3 x) \log (x)+3 e \log (x) \log \left(\frac{5}{\log (x)}\right)\right)} \, dx","Int[(x + (24*x - 5*x^2)*Log[x] + 6*x*Log[x]*Log[5/Log[x]])/((4 - x + Log[5/Log[x]])^(1/3)*(E*(12 - 3*x)*Log[x] + 3*E*Log[x]*Log[5/Log[x]])),x]","\int \frac{x+\left(24 x-5 x^2\right) \log (x)+6 x \log (x) \log \left(\frac{5}{\log (x)}\right)}{\sqrt[3]{4-x+\log \left(\frac{5}{\log (x)}\right)} \left(e (12-3 x) \log (x)+3 e \log (x) \log \left(\frac{5}{\log (x)}\right)\right)} \, dx","\frac{x^2}{e \sqrt[3]{-x+\log \left(\frac{5}{\log (x)}\right)+4}}",1,"(8*Defer[Int][x/(4 - x + Log[5/Log[x]])^(4/3), x])/E - (5*Defer[Int][x^2/(4 - x + Log[5/Log[x]])^(4/3), x])/(3*E) + Defer[Int][x/(Log[x]*(4 - x + Log[5/Log[x]])^(4/3)), x]/(3*E) + (2*Defer[Int][(x*Log[5/Log[x]])/(4 - x + Log[5/Log[x]])^(4/3), x])/E","F",0,0,0,0,-1,"{}"
9341,0,0,0,1.9834323,"\int \frac{-6 x+9 x^2+e^{x^2} \left(3-3 x+9 x^2-12 x^3-6 x^4\right)+\left(-3 x^2+6 e^{x^2} x^3\right) \log (x)}{1-4 x+2 x^2+4 x^3+x^4+\left(2 x-4 x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(-6*x + 9*x^2 + E^x^2*(3 - 3*x + 9*x^2 - 12*x^3 - 6*x^4) + (-3*x^2 + 6*E^x^2*x^3)*Log[x])/(1 - 4*x + 2*x^2 + 4*x^3 + x^4 + (2*x - 4*x^2 - 2*x^3)*Log[x] + x^2*Log[x]^2),x]","\int \frac{-6 x+9 x^2+e^{x^2} \left(3-3 x+9 x^2-12 x^3-6 x^4\right)+\left(-3 x^2+6 e^{x^2} x^3\right) \log (x)}{1-4 x+2 x^2+4 x^3+x^4+\left(2 x-4 x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","\frac{3 \left(x-e^{x^2}\right)}{x-\frac{1}{x}-\log (x)+2}",1,"3*Defer[Int][E^x^2/(-1 + 2*x + x^2 - x*Log[x])^2, x] - 3*Defer[Int][x/(-1 + 2*x + x^2 - x*Log[x])^2, x] - 3*Defer[Int][(E^x^2*x)/(-1 + 2*x + x^2 - x*Log[x])^2, x] + 3*Defer[Int][x^2/(-1 + 2*x + x^2 - x*Log[x])^2, x] + 3*Defer[Int][(E^x^2*x^2)/(-1 + 2*x + x^2 - x*Log[x])^2, x] - 3*Defer[Int][x^3/(-1 + 2*x + x^2 - x*Log[x])^2, x] + 3*Defer[Int][x/(-1 + 2*x + x^2 - x*Log[x]), x] - 6*Defer[Int][(E^x^2*x^2)/(-1 + 2*x + x^2 - x*Log[x]), x]","F",0,0,0,0,-1,"{}"
9342,-1,0,0,180.0066344,"\int \frac{128 x^{14}+64 x^{15}+8 x^{16}+\left(64 x^{14}+288 x^{15}+140 x^{16}+18 x^{17}\right) \log (3 x)+\left(384 x^{13}+192 x^{14}+24 x^{15}+\left(192 x^{13}+1056 x^{14}+524 x^{15}+68 x^{16}\right) \log (3 x)\right) \log \left(x \log ^2(3 x)\right)+\left(384 x^{12}+192 x^{13}+24 x^{14}+\left(192 x^{12}+1440 x^{13}+732 x^{14}+96 x^{15}\right) \log (3 x)\right) \log ^2\left(x \log ^2(3 x)\right)+\left(128 x^{11}+64 x^{12}+8 x^{13}+\left(64 x^{11}+864 x^{12}+452 x^{13}+60 x^{14}\right) \log (3 x)\right) \log ^3\left(x \log ^2(3 x)\right)+\left(192 x^{11}+104 x^{12}+14 x^{13}\right) \log (3 x) \log ^4\left(x \log ^2(3 x)\right)}{\log (3 x)} \, dx","Int[(128*x^14 + 64*x^15 + 8*x^16 + (64*x^14 + 288*x^15 + 140*x^16 + 18*x^17)*Log[3*x] + (384*x^13 + 192*x^14 + 24*x^15 + (192*x^13 + 1056*x^14 + 524*x^15 + 68*x^16)*Log[3*x])*Log[x*Log[3*x]^2] + (384*x^12 + 192*x^13 + 24*x^14 + (192*x^12 + 1440*x^13 + 732*x^14 + 96*x^15)*Log[3*x])*Log[x*Log[3*x]^2]^2 + (128*x^11 + 64*x^12 + 8*x^13 + (64*x^11 + 864*x^12 + 452*x^13 + 60*x^14)*Log[3*x])*Log[x*Log[3*x]^2]^3 + (192*x^11 + 104*x^12 + 14*x^13)*Log[3*x]*Log[x*Log[3*x]^2]^4)/Log[3*x],x]","\text{\$Aborted}","x^{12} (x+4)^2 \left(x+\log \left(x \log ^2(3 x)\right)\right)^4",1,"$Aborted","F",0,0,0,0,-1,"{}"
9343,0,0,0,0.2993701,"\int \frac{-7 x-7 \log (3)+\left(2+9 x+4 x^2\right) \log \left(\frac{1+4 x}{2+x}\right)}{\left(2+9 x+4 x^2\right) \log ^2\left(\frac{1+4 x}{2+x}\right)} \, dx","Int[(-7*x - 7*Log[3] + (2 + 9*x + 4*x^2)*Log[(1 + 4*x)/(2 + x)])/((2 + 9*x + 4*x^2)*Log[(1 + 4*x)/(2 + x)]^2),x]","\int \frac{-7 x-7 \log (3)+\left(2+9 x+4 x^2\right) \log \left(\frac{1+4 x}{2+x}\right)}{\left(2+9 x+4 x^2\right) \log ^2\left(\frac{1+4 x}{2+x}\right)} \, dx","\frac{x+\log (3)}{\log \left(4-\frac{7}{x+2}\right)}",1,"-7*Defer[Int][(x + Log[3])/((2 + x)*(1 + 4*x)*Log[(1 + 4*x)/(2 + x)]^2), x] + Defer[Int][Log[(1 + 4*x)/(2 + x)]^(-1), x]","F",0,0,0,0,-1,"{}"
9344,1,30,0,7.9703348,"\int \frac{-768+448 x-64 x^2-4 x^3+x^4+\left(-192+112 x-20 x^2+x^3\right) \log (2)+e^{-\frac{4 x}{-4+x}} \left(64-32 x+20 x^2+\left(16-8 x+x^2\right) \log (2)\right)+\left(-384 x+224 x^2-40 x^3+2 x^4+e^{-\frac{4 x}{-4+x}} \left(32 x-16 x^2+2 x^3\right)\right) \log \left(-12+e^{-\frac{4 x}{-4+x}}+x\right)}{-192+112 x-20 x^2+x^3+e^{-\frac{4 x}{-4+x}} \left(16-8 x+x^2\right)} \, dx","Int[(-768 + 448*x - 64*x^2 - 4*x^3 + x^4 + (-192 + 112*x - 20*x^2 + x^3)*Log[2] + (64 - 32*x + 20*x^2 + (16 - 8*x + x^2)*Log[2])/E^((4*x)/(-4 + x)) + (-384*x + 224*x^2 - 40*x^3 + 2*x^4 + (32*x - 16*x^2 + 2*x^3)/E^((4*x)/(-4 + x)))*Log[-12 + E^((-4*x)/(-4 + x)) + x])/(-192 + 112*x - 20*x^2 + x^3 + (16 - 8*x + x^2)/E^((4*x)/(-4 + x))),x]","x^2 \log \left(x+e^{\frac{4 x}{4-x}}-12\right)-12 x+x (16+\log (2))","x^2 \log \left(x+e^{\frac{4 x}{4-x}}-12\right)+x (4+\log (2))",1,"-12*x + x*(16 + Log[2]) + x^2*Log[-12 + E^((4*x)/(4 - x)) + x]","A",20,5,160,0.03125,1,"{6742, 6688, 698, 2551, 43}"
9345,0,0,0,7.3452011,"\int \frac{e^{-2 x} \left(e^{2 x} \left(-2 x+x^2\right) \log ^2(2-x)+e^{\frac{9+3 x}{\log (2-x)}} \left(-18-6 x+(-12+6 x) \log (2-x)+(8-4 x) \log ^2(2-x)\right)+e^{\frac{9+3 x}{2 \log (2-x)}} \left(e^x \left(9 x+3 x^2\right)+e^x \left(6 x-3 x^2\right) \log (2-x)+e^x \left(4-6 x+2 x^2\right) \log ^2(2-x)\right)\right)}{(-4+2 x) \log ^2(2-x)} \, dx","Int[(E^(2*x)*(-2*x + x^2)*Log[2 - x]^2 + E^((9 + 3*x)/Log[2 - x])*(-18 - 6*x + (-12 + 6*x)*Log[2 - x] + (8 - 4*x)*Log[2 - x]^2) + E^((9 + 3*x)/(2*Log[2 - x]))*(E^x*(9*x + 3*x^2) + E^x*(6*x - 3*x^2)*Log[2 - x] + E^x*(4 - 6*x + 2*x^2)*Log[2 - x]^2))/(E^(2*x)*(-4 + 2*x)*Log[2 - x]^2),x]","\int \frac{e^{-2 x} \left(e^{2 x} \left(-2 x+x^2\right) \log ^2(2-x)+e^{\frac{9+3 x}{\log (2-x)}} \left(-18-6 x+(-12+6 x) \log (2-x)+(8-4 x) \log ^2(2-x)\right)+e^{\frac{9+3 x}{2 \log (2-x)}} \left(e^x \left(9 x+3 x^2\right)+e^x \left(6 x-3 x^2\right) \log (2-x)+e^x \left(4-6 x+2 x^2\right) \log ^2(2-x)\right)\right)}{(-4+2 x) \log ^2(2-x)} \, dx","\left(\frac{x}{2}-e^{\frac{9 \left(\frac{2 x}{3}+2\right)}{4 \log (2-x)}-x}\right)^2",1,"x^2/4 - 2*Defer[Int][E^(-2*x + (3*(3 + x))/Log[2 - x]), x] - Defer[Int][E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x])), x] + Defer[Int][E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))*x, x] - 3*Defer[Int][E^(-2*x + (3*(3 + x))/Log[2 - x])/Log[2 - x]^2, x] + (21*Defer[Int][E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))/Log[2 - x]^2, x])/2 - (3*Defer[Int][(E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))*(2 - x))/Log[2 - x]^2, x])/2 - 15*Defer[Int][E^(-2*x + (3*(3 + x))/Log[2 - x])/((-2 + x)*Log[2 - x]^2), x] + 15*Defer[Int][E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))/((-2 + x)*Log[2 - x]^2), x] + 3*Defer[Int][E^(-2*x + (3*(3 + x))/Log[2 - x])/Log[2 - x], x] - 3*Defer[Int][E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))/Log[2 - x], x] + (3*Defer[Int][(E^((9 + 3*x - 2*x*Log[2 - x])/(2*Log[2 - x]))*(2 - x))/Log[2 - x], x])/2","F",0,0,0,0,-1,"{}"
9346,1,34,0,0.0098288,"\int \frac{1}{15} \left(-4+42 x+75 x^2+e^4 (-4+50 x)\right) \, dx","Int[(-4 + 42*x + 75*x^2 + E^4*(-4 + 50*x))/15,x]","\frac{5 x^3}{3}+\frac{7 x^2}{5}-\frac{4 x}{15}+\frac{1}{375} e^4 (2-25 x)^2","\frac{1}{3} x \left(x+e^4+1\right) \left(5 x-\frac{4}{5}\right)",1,"(E^4*(2 - 25*x)^2)/375 - (4*x)/15 + (7*x^2)/5 + (5*x^3)/3","A",2,1,23,0.04348,1,"{12}"
9347,0,0,0,1.4540668,"\int \frac{-12 x^3+e^{2 x} \left(24 x^2-24 x^3\right)+e^{1-x} x \left(e^{4 x} (-1+x)-x^2-3 x^3+e^{2 x} \left(2 x+6 x^2-8 x^3\right)\right)}{3 e^{4 x} x-6 e^{2 x} x^2+3 x^3+e^{1-x} x \left(e^{4 x} x-2 e^{2 x} x^2+x^3\right)} \, dx","Int[(-12*x^3 + E^(2*x)*(24*x^2 - 24*x^3) + E^(1 - x)*x*(E^(4*x)*(-1 + x) - x^2 - 3*x^3 + E^(2*x)*(2*x + 6*x^2 - 8*x^3)))/(3*E^(4*x)*x - 6*E^(2*x)*x^2 + 3*x^3 + E^(1 - x)*x*(E^(4*x)*x - 2*E^(2*x)*x^2 + x^3)),x]","\int \frac{-12 x^3+e^{2 x} \left(24 x^2-24 x^3\right)+e^{1-x} x \left(e^{4 x} (-1+x)-x^2-3 x^3+e^{2 x} \left(2 x+6 x^2-8 x^3\right)\right)}{3 e^{4 x} x-6 e^{2 x} x^2+3 x^3+e^{1-x} x \left(e^{4 x} x-2 e^{2 x} x^2+x^3\right)} \, dx","\frac{4 x^2}{e^{2 x}-x}-\log \left(e^{1-x} x+3\right)",1,"8*Defer[Int][x/(E^(2*x) - x), x] + 4*Defer[Int][x^2/(E^(2*x) - x)^2, x] - 8*Defer[Int][x^2/(E^(2*x) - x), x] - 8*Defer[Int][x^3/(E^(2*x) - x)^2, x] - E*Defer[Int][(3*E^x + E*x)^(-1), x] + E*Defer[Int][x/(3*E^x + E*x), x]","F",0,0,0,0,-1,"{}"
9348,1,24,0,0.0869075,"\int \left(e^2-2 e^{3+x}+2 e^{-1+e^{-3+x^2}+x^2} x\right) \, dx","Int[E^2 - 2*E^(3 + x) + 2*E^(-1 + E^(-3 + x^2) + x^2)*x,x]","e^{e^{x^2-3}+2}+e^2 x-2 e^{x+3}","e^2 \left(e^{e^{x^2-3}}+x-2 e^{x+1}+5\right)",1,"E^(2 + E^(-3 + x^2)) - 2*E^(3 + x) + E^2*x","A",5,3,28,0.1071,1,"{2194, 6715, 2282}"
9349,1,49,0,0.0442072,"\int \left(e^{4 e^4+6 x-3 x^2} (60-60 x)+e^{8 e^4+12 x-6 x^2} (12-12 x)+e^5 (1+2 x)\right) \, dx","Int[E^(4*E^4 + 6*x - 3*x^2)*(60 - 60*x) + E^(8*E^4 + 12*x - 6*x^2)*(12 - 12*x) + E^5*(1 + 2*x),x]","e^{-6 x^2+12 x+8 e^4}+10 e^{-3 x^2+6 x+4 e^4}+\frac{1}{4} e^5 (2 x+1)^2","\left(e^{3 (2-x) x+4 e^4}+5\right)^2+e^5 x (x+1)",1,"E^(8*E^4 + 12*x - 6*x^2) + 10*E^(4*E^4 + 6*x - 3*x^2) + (E^5*(1 + 2*x)^2)/4","A",3,1,54,0.01852,1,"{2236}"
9350,0,0,0,20.1289568,"\int \frac{(38+6 x) \log \left(\frac{-1875+475 x+47 x^2+x^3}{-5624+1425 x+141 x^2+3 x^3}\right)}{421800-230603 x+15151 x^2+4302 x^3+207 x^4+3 x^5} \, dx","Int[((38 + 6*x)*Log[(-1875 + 475*x + 47*x^2 + x^3)/(-5624 + 1425*x + 141*x^2 + 3*x^3)])/(421800 - 230603*x + 15151*x^2 + 4302*x^3 + 207*x^4 + 3*x^5),x]","\int \frac{(38+6 x) \log \left(\frac{-1875+475 x+47 x^2+x^3}{-5624+1425 x+141 x^2+3 x^3}\right)}{421800-230603 x+15151 x^2+4302 x^3+207 x^4+3 x^5} \, dx","\log ^2\left(\frac{1}{\frac{x}{(x+25)^2 \left(x^2-3 x\right)}+3}\right)",1,"-Log[-3 + x]^2 - 4*Log[-3 + x]*Log[(25 + x)/28] - 4*Log[(3 - x)/28]*Log[25 + x] - 4*Log[25 + x]^2 + 2*Log[-3 + x]*Log[(1875 - 475*x - 47*x^2 - x^3)/(5624 - 1425*x - 141*x^2 - 3*x^3)] + 4*Log[25 + x]*Log[(1875 - 475*x - 47*x^2 - x^3)/(5624 - 1425*x - 141*x^2 - 3*x^3)] - 4*PolyLog[2, (3 - x)/28] - 4*PolyLog[2, (25 + x)/28] + 2850*Defer[Int][Log[-3 + x]/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] + 564*Defer[Int][(x*Log[-3 + x])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] + 18*Defer[Int][(x^2*Log[-3 + x])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] + 5700*Defer[Int][Log[25 + x]/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] + 1128*Defer[Int][(x*Log[25 + x])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] + 36*Defer[Int][(x^2*Log[25 + x])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] - 2850*Defer[Int][Log[(-1875 + 475*x + 47*x^2 + x^3)/(-5624 + 1425*x + 141*x^2 + 3*x^3)]/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] - 564*Defer[Int][(x*Log[(-1875 + 475*x + 47*x^2 + x^3)/(-5624 + 1425*x + 141*x^2 + 3*x^3)])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x] - 18*Defer[Int][(x^2*Log[(-1875 + 475*x + 47*x^2 + x^3)/(-5624 + 1425*x + 141*x^2 + 3*x^3)])/(-5624 + 1425*x + 141*x^2 + 3*x^3), x]","F",0,0,0,0,-1,"{}"
9351,1,20,0,0.0192067,"\int \left(-4 e^{x^4} x^3+e (2+50 x)\right) \, dx","Int[-4*E^x^4*x^3 + E*(2 + 50*x),x]","\frac{1}{25} e (25 x+1)^2-e^{x^4}","e \left(25 x^2+2 x+5\right)-e^{x^4}",1,"-E^x^4 + (E*(1 + 25*x)^2)/25","A",2,1,18,0.05556,1,"{2209}"
9352,0,0,0,0.69123,"\int \frac{-x \log (x)+(5+x+(5+x) \log (x)) \log (5+x)+\left(-5+e^x (-5-x)-x\right) \log ^2(5+x)}{(5+x) \log ^2(5+x)} \, dx","Int[(-(x*Log[x]) + (5 + x + (5 + x)*Log[x])*Log[5 + x] + (-5 + E^x*(-5 - x) - x)*Log[5 + x]^2)/((5 + x)*Log[5 + x]^2),x]","\int \frac{-x \log (x)+(5+x+(5+x) \log (x)) \log (5+x)+\left(-5+e^x (-5-x)-x\right) \log ^2(5+x)}{(5+x) \log ^2(5+x)} \, dx","-x-e^x+\frac{x \log (x)}{\log (x+5)}+e^5-4",1,"-E^x - x + LogIntegral[5 + x] - Defer[Int][Log[x]/Log[5 + x]^2, x] + Defer[Int][Log[x]/Log[5 + x], x] + 5*Defer[Subst][Defer[Int][Log[-5 + x]/(x*Log[x]^2), x], x, 5 + x]","F",0,0,0,0,-1,"{}"
9353,0,0,0,2.7271645,"\int \frac{54+e^{2 x}-396 x-282 x^2-48 x^3+e^x \left(-3-81 x-17 x^2+15 x^3+4 x^4+e^4 \left(9+6 x+x^2\right)\right)}{3 e^{2 x}+27 x^2-198 x^3+291 x^4+264 x^5+48 x^6+e^8 \left(27+18 x+3 x^2\right)+e^4 \left(-54 x+180 x^2+138 x^3+24 x^4\right)+e^x \left(-18 x+66 x^2+24 x^3+e^4 (18+6 x)\right)} \, dx","Int[(54 + E^(2*x) - 396*x - 282*x^2 - 48*x^3 + E^x*(-3 - 81*x - 17*x^2 + 15*x^3 + 4*x^4 + E^4*(9 + 6*x + x^2)))/(3*E^(2*x) + 27*x^2 - 198*x^3 + 291*x^4 + 264*x^5 + 48*x^6 + E^8*(27 + 18*x + 3*x^2) + E^4*(-54*x + 180*x^2 + 138*x^3 + 24*x^4) + E^x*(-18*x + 66*x^2 + 24*x^3 + E^4*(18 + 6*x))),x]","\int \frac{54+e^{2 x}-396 x-282 x^2-48 x^3+e^x \left(-3-81 x-17 x^2+15 x^3+4 x^4+e^4 \left(9+6 x+x^2\right)\right)}{3 e^{2 x}+27 x^2-198 x^3+291 x^4+264 x^5+48 x^6+e^8 \left(27+18 x+3 x^2\right)+e^4 \left(-54 x+180 x^2+138 x^3+24 x^4\right)+e^x \left(-18 x+66 x^2+24 x^3+e^4 (18+6 x)\right)} \, dx","\frac{\frac{e^x}{3}+2}{4 x^2-x+\frac{e^x}{x+3}+e^4}",1,"x/3 + 3*(6 + E^4 - 2*E^8)*Defer[Int][(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^(-2), x] - (135 - 85*E^4 + 7*E^8)*Defer[Int][x/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x] - ((483 - 111*E^4 + 8*E^8)*Defer[Int][x^2/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 + ((738 - 81*E^4 - E^8)*Defer[Int][x^3/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 + ((653 - 54*E^4)*Defer[Int][x^4/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 + ((3 - 8*E^4)*Defer[Int][x^5/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 - (88*Defer[Int][x^6/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 - (16*Defer[Int][x^7/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^2, x])/3 - (1 - E^4)*Defer[Int][(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3)^(-1), x] - ((75 - 4*E^4)*Defer[Int][x/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3), x])/3 - ((39 - E^4)*Defer[Int][x^2/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3), x])/3 + (7*Defer[Int][x^3/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3), x])/3 + (4*Defer[Int][x^4/(3*E^4 + E^x - 3*(1 - E^4/3)*x + 11*x^2 + 4*x^3), x])/3","F",0,0,0,0,-1,"{}"
9354,0,0,0,1.2849952,"\int \frac{e^{20+4 x} (-1-4 x)+2 x+e^{x^2} \left(e^{20+4 x} (-4-24 x)+8 x+8 x^2\right)+\left(1-4 e^{20+4 x}+e^{x^2} \left(4-16 e^{20+4 x}\right)\right) \log \left(\frac{1}{5} \left(3+12 e^{x^2}\right)\right)}{1+4 e^{x^2}} \, dx","Int[(E^(20 + 4*x)*(-1 - 4*x) + 2*x + E^x^2*(E^(20 + 4*x)*(-4 - 24*x) + 8*x + 8*x^2) + (1 - 4*E^(20 + 4*x) + E^x^2*(4 - 16*E^(20 + 4*x)))*Log[(3 + 12*E^x^2)/5])/(1 + 4*E^x^2),x]","\int \frac{e^{20+4 x} (-1-4 x)+2 x+e^{x^2} \left(e^{20+4 x} (-4-24 x)+8 x+8 x^2\right)+\left(1-4 e^{20+4 x}+e^{x^2} \left(4-16 e^{20+4 x}\right)\right) \log \left(\frac{1}{5} \left(3+12 e^{x^2}\right)\right)}{1+4 e^{x^2}} \, dx","\left(x-e^{4 (x+5)}\right) \left(\log \left(\frac{1}{5} \left(12 e^{x^2}+3\right)\right)+x\right)+2",1,"E^(20 + 4*x)/8 - (3*E^(20 + 4*x)*x)/2 + x^2 + (2*x^3)/3 - E^(20 + 4*x)*Log[(3*(1 + 4*E^x^2))/5] + x*Log[(3*(1 + 4*E^x^2))/5] + 2*Defer[Int][(E^(20 + 4*x)*x)/(1 + 4*E^x^2), x] + 8*Defer[Int][(E^(20 + 4*x + x^2)*x)/(1 + 4*E^x^2), x] - 2*Defer[Int][x^2/(1 + 4*E^x^2), x] - 8*Defer[Int][(E^x^2*x^2)/(1 + 4*E^x^2), x]","F",0,0,0,0,-1,"{}"
9355,1,21,0,0.2878295,"\int \frac{e^{x+x \log \left(\frac{x^2}{(9+x) \log ^2(4)}\right)} \left(27+2 x+(9+x) \log \left(\frac{x^2}{(9+x) \log ^2(4)}\right)\right)}{9+x} \, dx","Int[(E^(x + x*Log[x^2/((9 + x)*Log[4]^2)])*(27 + 2*x + (9 + x)*Log[x^2/((9 + x)*Log[4]^2)]))/(9 + x),x]","e^x \left(\frac{x^2}{x+9}\right)^x \log ^{-2 x}(4)","e^{x \log \left(\frac{x^2}{(x+9) \log ^2(4)}\right)+x}",1,"(E^x*(x^2/(9 + x))^x)/Log[4]^(2*x)","A",1,1,49,0.02041,1,"{6706}"
9356,1,27,0,0.0541615,"\int \frac{80+36 x+(-40+18 x) \log (x)-9 x \log ^2(x)}{9 x} \, dx","Int[(80 + 36*x + (-40 + 18*x)*Log[x] - 9*x*Log[x]^2)/(9*x),x]","-x \log ^2(x)-\frac{20 \log ^2(x)}{9}+4 x \log (x)+\frac{80 \log (x)}{9}","\left(x+\frac{20}{9}\right) (4-\log (x)) \log (x)",1,"(80*Log[x])/9 + 4*x*Log[x] - (20*Log[x]^2)/9 - x*Log[x]^2","A",10,7,27,0.2593,1,"{12, 14, 43, 2346, 2301, 2295, 2296}"
9357,1,370,0,0.4886534,"\int \left(125000+30000 x+8 e^{4 x^2} x+2400 x^2+64 x^3+\left(150000+24000 x+960 x^2\right) \log (2)+\left(75000+7200 x+96 x^2\right) \log ^2(2)+(20000+960 x) \log ^3(2)+(3000+48 x) \log ^4(2)+240 \log ^5(2)+8 \log ^6(2)+e^{3 x^2} \left(-8-600 x-48 x^2-240 x \log (2)-24 x \log ^2(2)\right)+e^{2 x^2} \left(600+15048 x+2400 x^2+96 x^3+\left(240+12000 x+960 x^2\right) \log (2)+\left(24+3600 x+96 x^2\right) \log ^2(2)+480 x \log ^3(2)+24 x \log ^4(2)\right)+e^{x^2} \left(-15000-127400 x-30096 x^2-2400 x^3-64 x^4+\left(-12000-150960 x-24000 x^2-960 x^3\right) \log (2)+\left(-3600-75096 x-7200 x^2-96 x^3\right) \log ^2(2)+\left(-480-20000 x-960 x^2\right) \log ^3(2)+\left(-24-3000 x-48 x^2\right) \log ^4(2)-240 x \log ^5(2)-8 x \log ^6(2)\right)\right) \, dx","Int[125000 + 30000*x + 8*E^(4*x^2)*x + 2400*x^2 + 64*x^3 + (150000 + 24000*x + 960*x^2)*Log[2] + (75000 + 7200*x + 96*x^2)*Log[2]^2 + (20000 + 960*x)*Log[2]^3 + (3000 + 48*x)*Log[2]^4 + 240*Log[2]^5 + 8*Log[2]^6 + E^(3*x^2)*(-8 - 600*x - 48*x^2 - 240*x*Log[2] - 24*x*Log[2]^2) + E^(2*x^2)*(600 + 15048*x + 2400*x^2 + 96*x^3 + (240 + 12000*x + 960*x^2)*Log[2] + (24 + 3600*x + 96*x^2)*Log[2]^2 + 480*x*Log[2]^3 + 24*x*Log[2]^4) + E^x^2*(-15000 - 127400*x - 30096*x^2 - 2400*x^3 - 64*x^4 + (-12000 - 150960*x - 24000*x^2 - 960*x^3)*Log[2] + (-3600 - 75096*x - 7200*x^2 - 96*x^3)*Log[2]^2 + (-480 - 20000*x - 960*x^2)*Log[2]^3 + (-24 - 3000*x - 48*x^2)*Log[2]^4 - 240*x*Log[2]^5 - 8*x*Log[2]^6),x]","-24 \sqrt{\pi } \text{erfi}(x)+12 \sqrt{\pi } \left(627+\log ^4(2)+20 \log ^3(2)+150 \log ^2(2)+500 \log (2)\right) \text{erfi}(x)-12 \sqrt{\pi } (5+\log (2))^4 \text{erfi}(x)+16 x^4+800 x^3+32 x^3 \log ^2(2)+320 x^3 \log (2)+24 e^{2 x^2} x^2+15000 x^2+48 e^{x^2} x-8 e^{3 x^2} x-12 e^{2 x^2}+e^{4 x^2}+3600 x^2 \log ^2(2)-24 e^{x^2} x \left(627+\log ^4(2)+20 \log ^3(2)+150 \log ^2(2)+500 \log (2)\right)-4 e^{x^2} (5+\log (2))^2 \left(637+\log ^4(2)+20 \log ^3(2)+150 \log ^2(2)+500 \log (2)\right)+6 e^{2 x^2} \left(627+\log ^4(2)+20 \log ^3(2)+150 \log ^2(2)+500 \log (2)\right)-48 e^{x^2} x^2 (5+\log (2))^2+12000 x^2 \log (2)+24 e^{2 x^2} x (5+\log (2))^2+48 e^{x^2} (5+\log (2))^2-4 e^{3 x^2} (5+\log (2))^2-32 e^{x^2} x^3+6 (2 x+125)^2 \log ^4(2)+\frac{40}{3} (6 x+125)^2 \log ^3(2)+75000 x \log ^2(2)+8 x \left(15625+\log ^6(2)+30 \log ^5(2)\right)+150000 x \log (2)","\left(-e^{x^2}+2 x+(5+\log (2))^2\right)^4",1,"-12*E^(2*x^2) + E^(4*x^2) + 48*E^x^2*x - 8*E^(3*x^2)*x + 15000*x^2 + 24*E^(2*x^2)*x^2 + 800*x^3 - 32*E^x^2*x^3 + 16*x^4 - 24*Sqrt[Pi]*Erfi[x] + 150000*x*Log[2] + 12000*x^2*Log[2] + 320*x^3*Log[2] + 75000*x*Log[2]^2 + 3600*x^2*Log[2]^2 + 32*x^3*Log[2]^2 + (40*(125 + 6*x)^2*Log[2]^3)/3 + 6*(125 + 2*x)^2*Log[2]^4 + 48*E^x^2*(5 + Log[2])^2 - 4*E^(3*x^2)*(5 + Log[2])^2 + 24*E^(2*x^2)*x*(5 + Log[2])^2 - 48*E^x^2*x^2*(5 + Log[2])^2 - 12*Sqrt[Pi]*Erfi[x]*(5 + Log[2])^4 + 6*E^(2*x^2)*(627 + 500*Log[2] + 150*Log[2]^2 + 20*Log[2]^3 + Log[2]^4) - 24*E^x^2*x*(627 + 500*Log[2] + 150*Log[2]^2 + 20*Log[2]^3 + Log[2]^4) + 12*Sqrt[Pi]*Erfi[x]*(627 + 500*Log[2] + 150*Log[2]^2 + 20*Log[2]^3 + Log[2]^4) - 4*E^x^2*(5 + Log[2])^2*(637 + 500*Log[2] + 150*Log[2]^2 + 20*Log[2]^3 + Log[2]^4) + 8*x*(15625 + 30*Log[2]^5 + Log[2]^6)","C",35,5,288,0.01736,1,"{2209, 6, 2226, 2204, 2212}"
9358,1,63,0,1.0700698,"\int \frac{-1030725+20952000 x-144180000 x^2+350400000 x^3-100000000 x^4+\left(-202500+4050000 x-27000000 x^2+60000000 x^3\right) \log (x)}{14641 x^5+6050 x^5 \log (x)+625 x^5 \log ^2(x)} \, dx","Int[(-1030725 + 20952000*x - 144180000*x^2 + 350400000*x^3 - 100000000*x^4 + (-202500 + 4050000*x - 27000000*x^2 + 60000000*x^3)*Log[x])/(14641*x^5 + 6050*x^5*Log[x] + 625*x^5*Log[x]^2),x]","\frac{2025}{x^4 (25 \log (x)+121)}-\frac{54000}{x^3 (25 \log (x)+121)}+\frac{540000}{x^2 (25 \log (x)+121)}-\frac{2400000}{x (25 \log (x)+121)}+\frac{4000000}{25 \log (x)+121}","\frac{\left(\frac{3}{x}-20\right)^4}{\log (x)+\frac{121}{25}}",1,"4000000/(121 + 25*Log[x]) + 2025/(x^4*(121 + 25*Log[x])) - 54000/(x^3*(121 + 25*Log[x])) + 540000/(x^2*(121 + 25*Log[x])) - 2400000/(x*(121 + 25*Log[x]))","B",30,9,63,0.1429,1,"{6688, 12, 6742, 2353, 2306, 2309, 2178, 2302, 30}"
9359,0,0,0,35.4656548,"\int \frac{\left(-100 x+50 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(450+100 x-50 e^5 x\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+e^{10 e^x} \left(\left(-4 x+2 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(18+4 x-2 e^5 x+e^x \left(-90 x-20 x^2+10 e^5 x^2\right)\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)\right)+e^{5 e^x} \left(\left(-40 x+20 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(180+40 x-20 e^5 x+e^x \left(-450 x-100 x^2+50 e^5 x^2\right)\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)\right)}{-9 x^3-2 x^4+e^5 x^4} \, dx","Int[((-100*x + 50*E^5*x)*Log[(9 + 2*x - E^5*x)/3] + (450 + 100*x - 50*E^5*x)*Log[(9 + 2*x - E^5*x)/3]^2 + E^(10*E^x)*((-4*x + 2*E^5*x)*Log[(9 + 2*x - E^5*x)/3] + (18 + 4*x - 2*E^5*x + E^x*(-90*x - 20*x^2 + 10*E^5*x^2))*Log[(9 + 2*x - E^5*x)/3]^2) + E^(5*E^x)*((-40*x + 20*E^5*x)*Log[(9 + 2*x - E^5*x)/3] + (180 + 40*x - 20*E^5*x + E^x*(-450*x - 100*x^2 + 50*E^5*x^2))*Log[(9 + 2*x - E^5*x)/3]^2))/(-9*x^3 - 2*x^4 + E^5*x^4),x]","\int \frac{\left(-100 x+50 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(450+100 x-50 e^5 x\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+e^{10 e^x} \left(\left(-4 x+2 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(18+4 x-2 e^5 x+e^x \left(-90 x-20 x^2+10 e^5 x^2\right)\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)\right)+e^{5 e^x} \left(\left(-40 x+20 e^5 x\right) \log \left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)+\left(180+40 x-20 e^5 x+e^x \left(-450 x-100 x^2+50 e^5 x^2\right)\right) \log ^2\left(\frac{1}{3} \left(9+2 x-e^5 x\right)\right)\right)}{-9 x^3-2 x^4+e^5 x^4} \, dx","\frac{\left(e^{5 e^x}+5\right)^2 \log ^2\left(\frac{1}{3} \left(2-e^5\right) x+3\right)}{x^2}",1,"(25*Log[3 + ((2 - E^5)*x)/3]^2)/x^2 + (20*(2 - E^5)*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(5*E^x)/x^2, x])/9 + (2*(2 - E^5)*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(10*E^x)/x^2, x])/9 - (20*(2 - E^5)^2*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(5*E^x)/x, x])/81 - (2*(2 - E^5)^2*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(10*E^x)/x, x])/81 + (20*(2 - E^5)^3*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(5*E^x)/(9 + (2 - E^5)*x), x])/81 + (2*(2 - E^5)^3*Log[3 + ((2 - E^5)*x)/3]*Defer[Int][E^(10*E^x)/(9 + (2 - E^5)*x), x])/81 - 20*Defer[Int][(E^(5*E^x)*Log[3 - ((-2 + E^5)*x)/3]^2)/x^3, x] - 2*Defer[Int][(E^(10*E^x)*Log[3 - ((-2 + E^5)*x)/3]^2)/x^3, x] + 50*Defer[Int][(E^(5*E^x + x)*Log[3 - ((-2 + E^5)*x)/3]^2)/x^2, x] + 10*Defer[Int][(E^(10*E^x + x)*Log[3 - ((-2 + E^5)*x)/3]^2)/x^2, x] - (20*(2 - E^5)^2*Defer[Int][Defer[Int][E^(5*E^x)/x^2, x]/(9 + (2 - E^5)*x), x])/9 - (2*(2 - E^5)^2*Defer[Int][Defer[Int][E^(10*E^x)/x^2, x]/(9 + (2 - E^5)*x), x])/9 + (20*(2 - E^5)^3*Defer[Int][Defer[Int][E^(5*E^x)/x, x]/(9 + (2 - E^5)*x), x])/81 + (2*(2 - E^5)^3*Defer[Int][Defer[Int][E^(10*E^x)/x, x]/(9 + (2 - E^5)*x), x])/81 - (20*(2 - E^5)^4*Defer[Int][Defer[Int][E^(5*E^x)/(9 - (-2 + E^5)*x), x]/(9 + (2 - E^5)*x), x])/81 - (2*(2 - E^5)^4*Defer[Int][Defer[Int][E^(10*E^x)/(9 - (-2 + E^5)*x), x]/(9 + (2 - E^5)*x), x])/81","F",0,0,0,0,-1,"{}"
9360,1,34,0,0.1590036,"\int \frac{-48 x^2+\left(-40-80 x+8 x^2\right) \log (5)}{25 x^2-10 x^3+x^4+\left(50 x-20 x^2+2 x^3\right) \log (5)+\left(25-10 x+x^2\right) \log ^2(5)} \, dx","Int[(-48*x^2 + (-40 - 80*x + 8*x^2)*Log[5])/(25*x^2 - 10*x^3 + x^4 + (50*x - 20*x^2 + 2*x^3)*Log[5] + (25 - 10*x + x^2)*Log[5]^2),x]","\frac{8 (x (6-\log (5))+5 \log (5))}{x^2-x (5-\log (5))-5 \log (5)}","\frac{2 x (4 x+4)}{(x-5) (x+\log (5))}-9",1,"(8*(x*(6 - Log[5]) + 5*Log[5]))/(x^2 - x*(5 - Log[5]) - 5*Log[5])","A",4,4,66,0.06061,1,"{1680, 12, 1814, 8}"
9361,1,13,0,0.1043753,"\int \frac{32-8 x+(-8+8 x) \log (-1+x)}{-16+24 x-9 x^2+x^3} \, dx","Int[(32 - 8*x + (-8 + 8*x)*Log[-1 + x])/(-16 + 24*x - 9*x^2 + x^3),x]","\frac{8 \log (x-1)}{4-x}","\frac{8 \log (x-1)}{4-x}",1,"(8*Log[-1 + x])/(4 - x)","A",9,5,31,0.1613,1,"{6742, 616, 31, 2395, 36}"
9362,1,16,0,0.0164142,"\int \frac{x+\frac{11 e^2 x}{5}+6 e^x x}{6 x} \, dx","Int[(x + (11*E^2*x)/5 + 6*E^x*x)/(6*x),x]","\frac{1}{30} \left(5+11 e^2\right) x+e^x","\frac{1}{6} \left(\frac{11 e^2 x}{5}+x\right)+e^x",1,"E^x + ((5 + 11*E^2)*x)/30","A",5,4,23,0.1739,1,"{6, 12, 14, 2194}"
9363,0,0,0,26.0441122,"\int \frac{25 x^2+e^x \left(-100 e^{4/x}+96 x^2\right)+\left(10 x^2+e^x \left(-40 e^{4/x}+39 x^2\right)\right) \log (x)+\left(x^2+e^x \left(-4 e^{4/x}+4 x^2\right)\right) \log ^2(x)}{-25 x^2+e^x \left(25 e^{4/x} x^2+95 x^3\right)+\left(-10 x^2+e^x \left(10 e^{4/x} x^2+39 x^3\right)\right) \log (x)+\left(-x^2+e^x \left(e^{4/x} x^2+4 x^3\right)\right) \log ^2(x)} \, dx","Int[(25*x^2 + E^x*(-100*E^(4/x) + 96*x^2) + (10*x^2 + E^x*(-40*E^(4/x) + 39*x^2))*Log[x] + (x^2 + E^x*(-4*E^(4/x) + 4*x^2))*Log[x]^2)/(-25*x^2 + E^x*(25*E^(4/x)*x^2 + 95*x^3) + (-10*x^2 + E^x*(10*E^(4/x)*x^2 + 39*x^3))*Log[x] + (-x^2 + E^x*(E^(4/x)*x^2 + 4*x^3))*Log[x]^2),x]","\int \frac{25 x^2+e^x \left(-100 e^{4/x}+96 x^2\right)+\left(10 x^2+e^x \left(-40 e^{4/x}+39 x^2\right)\right) \log (x)+\left(x^2+e^x \left(-4 e^{4/x}+4 x^2\right)\right) \log ^2(x)}{-25 x^2+e^x \left(25 e^{4/x} x^2+95 x^3\right)+\left(-10 x^2+e^x \left(10 e^{4/x} x^2+39 x^3\right)\right) \log (x)+\left(-x^2+e^x \left(e^{4/x} x^2+4 x^3\right)\right) \log ^2(x)} \, dx","\log \left(4 x+e^{4/x}-e^{-x}-\frac{x}{\log (x)+5}\right)",1,"4/x + 96*Defer[Int][1/((5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 380*Defer[Int][1/(x*(5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 39*Defer[Int][Log[x]/((5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 156*Defer[Int][Log[x]/(x*(5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 4*Defer[Int][Log[x]^2/((5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 16*Defer[Int][Log[x]^2/(x*(5 + Log[x])*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])), x] + 96*Defer[Int][1/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 25*Defer[Int][E^(4/x)/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] - 100*Defer[Int][E^(4/x)/(x^2*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 95*Defer[Int][x/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 39*Defer[Int][Log[x]/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 10*Defer[Int][(E^(4/x)*Log[x])/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] - 40*Defer[Int][(E^(4/x)*Log[x])/(x^2*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 39*Defer[Int][(x*Log[x])/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 4*Defer[Int][Log[x]^2/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + Defer[Int][(E^(4/x)*Log[x]^2)/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] - 4*Defer[Int][(E^(4/x)*Log[x]^2)/(x^2*(5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x] + 4*Defer[Int][(x*Log[x]^2)/((5*E^(4/x) + 19*x + E^(4/x)*Log[x] + 4*x*Log[x])*(-5 + 5*E^(4/x + x) + 19*E^x*x - Log[x] + E^(4/x + x)*Log[x] + 4*E^x*x*Log[x])), x]","F",0,0,0,0,-1,"{}"
9364,0,0,0,0.2855573,"\int \frac{-4 x^2-8 x^3+\left(3 x^2+4 x^3\right) \log (x)+\left(16+64 x+64 x^2\right) \log ^5(x)}{\left(16+64 x+64 x^2\right) \log ^5(x)} \, dx","Int[(-4*x^2 - 8*x^3 + (3*x^2 + 4*x^3)*Log[x] + (16 + 64*x + 64*x^2)*Log[x]^5)/((16 + 64*x + 64*x^2)*Log[x]^5),x]","\int \frac{-4 x^2-8 x^3+\left(3 x^2+4 x^3\right) \log (x)+\left(16+64 x+64 x^2\right) \log ^5(x)}{\left(16+64 x+64 x^2\right) \log ^5(x)} \, dx","\frac{x}{16 \left(\frac{1}{x^2}+\frac{2}{x}\right) \log ^4(x)}+x",1,"x - Defer[Int][x^2/((1 + 2*x)*Log[x]^5), x]/4 + Defer[Int][(x^2*(3 + 4*x))/((1 + 2*x)^2*Log[x]^4), x]/16","F",0,0,0,0,-1,"{}"
9365,0,0,0,1.2269225,"\int \frac{20+8 x+8 x \log (x)+e^{14-x} \left(25 x+20 x^2+4 x^3\right) \log ^2(x)}{\left(25 x+20 x^2+4 x^3\right) \log ^2(x)} \, dx","Int[(20 + 8*x + 8*x*Log[x] + E^(14 - x)*(25*x + 20*x^2 + 4*x^3)*Log[x]^2)/((25*x + 20*x^2 + 4*x^3)*Log[x]^2),x]","\int \frac{20+8 x+8 x \log (x)+e^{14-x} \left(25 x+20 x^2+4 x^3\right) \log ^2(x)}{\left(25 x+20 x^2+4 x^3\right) \log ^2(x)} \, dx","-e^{14-x}-\frac{4}{(2 x+5) \log (x)}+14",1,"-E^(14 - x) + 4*Defer[Int][1/(x*(5 + 2*x)*Log[x]^2), x] + 8*Defer[Int][1/((5 + 2*x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
9366,0,0,0,1.4450817,"\int \frac{16 e^4+e^{4+2 x} x^2+e^{4+x} (-4+4 x)}{-32+16 x+e^x \left(-20 x+8 x^2\right)+e^{2 x} \left(-3 x^2+x^3\right)} \, dx","Int[(16*E^4 + E^(4 + 2*x)*x^2 + E^(4 + x)*(-4 + 4*x))/(-32 + 16*x + E^x*(-20*x + 8*x^2) + E^(2*x)*(-3*x^2 + x^3)),x]","\int \frac{16 e^4+e^{4+2 x} x^2+e^{4+x} (-4+4 x)}{-32+16 x+e^x \left(-20 x+8 x^2\right)+e^{2 x} \left(-3 x^2+x^3\right)} \, dx","e^4 \log \left(\frac{x}{x+4 e^{-x}}-x+2\right)",1,"E^4*Log[3 - x] + 4*E^4*Defer[Int][(4 + E^x*x)^(-1), x] + 4*E^4*Defer[Int][1/(x*(4 + E^x*x)), x] + 4*E^4*Defer[Int][(-8 + 4*x - 3*E^x*x + E^x*x^2)^(-1), x] - 4*E^4*Defer[Int][1/((-3 + x)*(-8 + 4*x - 3*E^x*x + E^x*x^2)), x] + 8*E^4*Defer[Int][1/(x*(-8 + 4*x - 3*E^x*x + E^x*x^2)), x] - 4*E^4*Defer[Int][x/(-8 + 4*x - 3*E^x*x + E^x*x^2), x]","F",0,0,0,0,-1,"{}"
9367,1,12,0,0.0033244,"\int \frac{-64-324 x}{15 x} \, dx","Int[(-64 - 324*x)/(15*x),x]","-\frac{108 x}{5}-\frac{64 \log (x)}{15}","-\frac{4}{15} x^2 \left(\frac{16 \log (x)}{x^2}+\frac{81}{x}\right)",1,"(-108*x)/5 - (64*Log[x])/15","A",3,2,12,0.1667,1,"{12, 43}"
9368,1,9,0,0.0155674,"\int -\frac{15 e^{-3/x}}{x^2} \, dx","Int[-15/(E^(3/x)*x^2),x]","-5 e^{-3/x}","-5 e^{-3/x}",1,"-5/E^(3/x)","A",2,2,12,0.1667,1,"{12, 2209}"
9369,1,167,0,3.8811701,"\int \frac{e^{-2 x} \left(-4+14 x-8 x^2+e \left(-16+18 x-4 x^2\right)+e^{2 x} \left(-4 x+5 x^2+e \left(3-6 x+2 x^2\right)\right)+\left(-2+6 x-4 x^2+e (-4+4 x)+e^{2 x} \left(e (1-x)-2 x+2 x^2\right)\right) \log (1-x)\right)}{-1+x} \, dx","Int[(-4 + 14*x - 8*x^2 + E*(-16 + 18*x - 4*x^2) + E^(2*x)*(-4*x + 5*x^2 + E*(3 - 6*x + 2*x^2)) + (-2 + 6*x - 4*x^2 + E*(-4 + 4*x) + E^(2*x)*(E*(1 - x) - 2*x + 2*x^2))*Log[1 - x])/(E^(2*x)*(-1 + x)),x]","\frac{2 \text{Ei}(2-2 x)}{e}-\frac{2 \text{Ei}(2 (1-x))}{e}+\frac{1}{2} (5+2 e) x^2-\frac{1}{8} (e-2 x)^2-6 e^{1-2 x}+2 e^{1-2 x} x+4 e^{-2 x} x-\frac{1}{2} (2-e) x+(1-4 e) x+\frac{1}{4} (e-2 x)^2 \log (1-x)-2 e^{1-2 x} \log (1-x)+2 e^{-2 x} x \log (1-x)-\frac{1}{4} (2-e)^2 \log (1-x)+(1-e) \log (1-x)","\left(x+2 e^{-2 x}\right) \left(x^2-x+(e-x) (x-\log (1-x)-3)\right)",1,"-6*E^(1 - 2*x) - (E - 2*x)^2/8 + (1 - 4*E)*x - ((2 - E)*x)/2 + 2*E^(1 - 2*x)*x + (4*x)/E^(2*x) + ((5 + 2*E)*x^2)/2 + (2*ExpIntegralEi[2 - 2*x])/E - (2*ExpIntegralEi[2*(1 - x)])/E + (1 - E)*Log[1 - x] - ((2 - E)^2*Log[1 - x])/4 - 2*E^(1 - 2*x)*Log[1 - x] + ((E - 2*x)^2*Log[1 - x])/4 + (2*x*Log[1 - x])/E^(2*x)","C",43,11,106,0.1038,1,"{6742, 2178, 2199, 2194, 2176, 2554, 12, 6688, 698, 2395, 43}"
9370,0,0,0,0.9527096,"\int \frac{1}{3} e^{\frac{1}{16} \left(-9-24 e^5-16 e^{10}\right)} x^{\frac{2}{3} e^{\frac{1}{16} \left(-9-24 e^5-16 e^{10}\right)} x} (2+2 \log (x)) \, dx","Int[(E^((-9 - 24*E^5 - 16*E^10)/16)*x^((2*E^((-9 - 24*E^5 - 16*E^10)/16)*x)/3)*(2 + 2*Log[x]))/3,x]","\int \frac{1}{3} e^{\frac{1}{16} \left(-9-24 e^5-16 e^{10}\right)} x^{\frac{2}{3} e^{\frac{1}{16} \left(-9-24 e^5-16 e^{10}\right)} x} (2+2 \log (x)) \, dx","x^{\frac{2}{3} e^{-\left(\frac{3}{4}+e^5\right)^2} x}",1,"(2*Defer[Subst][Defer[Int][3^(2*E^((-9 - 24*E^5 - 16*E^10)/16)*x)*x^(2*E^((-9 - 24*E^5 - 16*E^10)/16)*x), x], x, x/3])/E^((3 + 4*E^5)^2/16) + (2*Log[x]*Defer[Subst][Defer[Int][3^(2*E^((-9 - 24*E^5 - 16*E^10)/16)*x)*x^(2*E^((-9 - 24*E^5 - 16*E^10)/16)*x), x], x, x/3])/E^((3 + 4*E^5)^2/16) - (2*Defer[Subst][Defer[Int][Defer[Int][3^((2*x)/E^((3 + 4*E^5)^2/16))*x^((2*x)/E^((3 + 4*E^5)^2/16)), x]/x, x], x, x/3])/E^((3 + 4*E^5)^2/16)","F",0,0,0,0,-1,"{}"
9371,0,0,0,1.5287083,"\int \frac{-x^2+2 x^3+e^{\frac{2 \left(30-40 x^2+x^3+x^2 \log (x)\right)}{x}} \left(-60-78 x^2+4 x^3+2 x^2 \log (x)\right)+e^{\frac{30-40 x^2+x^3+x^2 \log (x)}{x}} \left(-60 x+2 x^2-78 x^3+4 x^4+2 x^3 \log (x)\right)}{x^2} \, dx","Int[(-x^2 + 2*x^3 + E^((2*(30 - 40*x^2 + x^3 + x^2*Log[x]))/x)*(-60 - 78*x^2 + 4*x^3 + 2*x^2*Log[x]) + E^((30 - 40*x^2 + x^3 + x^2*Log[x])/x)*(-60*x + 2*x^2 - 78*x^3 + 4*x^4 + 2*x^3*Log[x]))/x^2,x]","\int \frac{-x^2+2 x^3+e^{\frac{2 \left(30-40 x^2+x^3+x^2 \log (x)\right)}{x}} \left(-60-78 x^2+4 x^3+2 x^2 \log (x)\right)+e^{\frac{30-40 x^2+x^3+x^2 \log (x)}{x}} \left(-60 x+2 x^2-78 x^3+4 x^4+2 x^3 \log (x)\right)}{x^2} \, dx","\left(e^{\frac{10 \left(3-4 x^2\right)}{x}+x (x+\log (x))}+x\right)^2-x",1,"-x + x^2 - 60*Defer[Int][E^(30/x - 40*x + x^2)*x^(-1 + x), x] + 2*Defer[Int][E^(30/x - 40*x + x^2)*x^x, x] - 78*Defer[Int][E^((2*(30 - 40*x^2 + x^3))/x)*x^(2*x), x] + 2*Log[x]*Defer[Int][E^((2*(30 - 40*x^2 + x^3))/x)*x^(2*x), x] - 78*Defer[Int][E^(30/x - 40*x + x^2)*x^(1 + x), x] + 2*Log[x]*Defer[Int][E^(30/x - 40*x + x^2)*x^(1 + x), x] + 4*Defer[Int][E^(30/x - 40*x + x^2)*x^(2 + x), x] - 60*Defer[Int][E^((2*(30 - 40*x^2 + x^3))/x)*x^(-2 + 2*x), x] + 4*Defer[Int][E^((2*(30 - 40*x^2 + x^3))/x)*x^(1 + 2*x), x] - 2*Defer[Int][Defer[Int][E^((2*(30 - 40*x^2 + x^3))/x)*x^(2*x), x]/x, x] - 2*Defer[Int][Defer[Int][E^(30/x - 40*x + x^2)*x^(1 + x), x]/x, x]","F",0,0,0,0,-1,"{}"
9372,1,46,0,0.1311995,"\int \frac{50 x+e^{-2 e^x+2 x} \left(-2 e^{2+x} x+e^2 (1+2 x)\right)}{-400+4 e^{2-2 e^x+2 x} x+100 x^2} \, dx","Int[(50*x + E^(-2*E^x + 2*x)*(-2*E^(2 + x)*x + E^2*(1 + 2*x)))/(-400 + 4*E^(2 - 2*E^x + 2*x)*x + 100*x^2),x]","\frac{1}{4} \log \left(-e^{-2 e^x} \left(-25 e^{2 e^x} x^2-e^{2 x+2} x+100 e^{2 e^x}\right)\right)","\frac{1}{4} \log \left(4-x \left(x+\frac{1}{25} e^{2 x-2 e^x+2}\right)\right)",1,"Log[-((100*E^(2*E^x) - E^(2 + 2*x)*x - 25*E^(2*E^x)*x^2)/E^(2*E^x))]/4","A",1,1,59,0.01695,1,"{6684}"
9373,0,0,0,1.2711471,"\int \frac{120 x+44 x^2+4 x^3+\left(-20 x^2-4 x^3\right) \log (x)+\left(72-48 x \log (x)+8 x^2 \log ^2(x)\right) \log (5+x)}{45+9 x+\left(-30 x-6 x^2\right) \log (x)+\left(5 x^2+x^3\right) \log ^2(x)} \, dx","Int[(120*x + 44*x^2 + 4*x^3 + (-20*x^2 - 4*x^3)*Log[x] + (72 - 48*x*Log[x] + 8*x^2*Log[x]^2)*Log[5 + x])/(45 + 9*x + (-30*x - 6*x^2)*Log[x] + (5*x^2 + x^3)*Log[x]^2),x]","\int \frac{120 x+44 x^2+4 x^3+\left(-20 x^2-4 x^3\right) \log (x)+\left(72-48 x \log (x)+8 x^2 \log ^2(x)\right) \log (5+x)}{45+9 x+\left(-30 x-6 x^2\right) \log (x)+\left(5 x^2+x^3\right) \log ^2(x)} \, dx","\frac{4 x^2}{3-x \log (x)}+4 \log ^2(x+5)",1,"4*Log[5 + x]^2 + 12*Defer[Int][x/(-3 + x*Log[x])^2, x] + 4*Defer[Int][x^2/(-3 + x*Log[x])^2, x] - 4*Defer[Int][x/(-3 + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
9374,1,24,0,0.0332474,"\int \frac{e^8 (8+16 x) \log (5)}{16+e^{16}+128 x+384 x^2+512 x^3+256 x^4+e^8 \left(8+32 x+32 x^2\right)} \, dx","Int[(E^8*(8 + 16*x)*Log[5])/(16 + E^16 + 128*x + 384*x^2 + 512*x^3 + 256*x^4 + E^8*(8 + 32*x + 32*x^2)),x]","-\frac{e^8 \log (5)}{2 \left(4 (2 x+1)^2+e^8\right)}","\frac{\log (5)}{\log \left(e^{\frac{2 e^8}{(4 x+2)^2}}\right)+2}",1,"-1/2*(E^8*Log[5])/(E^8 + 4*(1 + 2*x)^2)","A",4,3,50,0.06000,1,"{12, 1680, 261}"
9375,0,0,0,62.9967043,"\int \frac{-48-470 x-378 x^2+30 x^3+50 x^4+\left(-48-16 x+216 x^2-240 x^3-200 x^4\right) \log (x)}{-1728-33264 x-181611 x^2-200033 x^3+5697 x^4+79731 x^5+10255 x^6-11475 x^7-1125 x^8+625 x^9} \, dx","Int[(-48 - 470*x - 378*x^2 + 30*x^3 + 50*x^4 + (-48 - 16*x + 216*x^2 - 240*x^3 - 200*x^4)*Log[x])/(-1728 - 33264*x - 181611*x^2 - 200033*x^3 + 5697*x^4 + 79731*x^5 + 10255*x^6 - 11475*x^7 - 1125*x^8 + 625*x^9),x]","\int \frac{-48-470 x-378 x^2+30 x^3+50 x^4+\left(-48-16 x+216 x^2-240 x^3-200 x^4\right) \log (x)}{-1728-33264 x-181611 x^2-200033 x^3+5697 x^4+79731 x^5+10255 x^6-11475 x^7-1125 x^8+625 x^9} \, dx","\frac{x \log (x)}{4 (x-3)^2 \left(\frac{1}{8} x (5 x+9)^2+1\right)}",1,"141597/(40873252*(8 + 81*x + 90*x^2 + 25*x^3)) - (20329965*(7 + (2*I)*Sqrt[170])^(1/3))/(2779381136*(9 + (7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(1/3)*(6 + 5*x))) - (10000*(7 + (2*I)*Sqrt[170])^(8/3))/(3*(9 - 21*(7 + (2*I)*Sqrt[170])^(1/3) + (7 + (2*I)*Sqrt[170])^(2/3))^3*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^2*(9 + (7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(1/3)*(6 + 5*x))) - (((5*I)/653972032)*Sqrt[5/34]*(7 + (2*I)*Sqrt[170])^(1/3)*(204944508 + ((265390622 + (18948583*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3)*(11385806 + (546147*I)*Sqrt[170]))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(2/3)))/((9 - (7 + (2*I)*Sqrt[170])^(2/3))*((3 - (7 + (2*I)*Sqrt[170])^(1/3))^2/(7 + (2*I)*Sqrt[170])^(1/3) - 5*x)*(9 - 81/(7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(2/3) - ((9 + (7 + (2*I)*Sqrt[170])^(2/3))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(1/3) - (6 + 5*x)^2)) + (((235*I)/1961916096)*Sqrt[5/34]*(7 + (2*I)*Sqrt[170])^(1/3)*(86548780 + ((59339910 + (9087783*I)*Sqrt[170] + (7 + (2*I)*Sqrt[170])^(1/3)*(43274390 + (679819*I)*Sqrt[170]))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(2/3)))/((9 - (7 + (2*I)*Sqrt[170])^(2/3))*((3 - (7 + (2*I)*Sqrt[170])^(1/3))^2/(7 + (2*I)*Sqrt[170])^(1/3) - 5*x)*(9 - 81/(7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(2/3) - ((9 + (7 + (2*I)*Sqrt[170])^(2/3))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(1/3) - (6 + 5*x)^2)) - (((27*I)/93424576)*Sqrt[5/34]*(7 + (2*I)*Sqrt[170])^(1/3)*(42531500 + ((43192590 + (4176993*I)*Sqrt[170] + (7 + (2*I)*Sqrt[170])^(1/3)*(21265750 + (705509*I)*Sqrt[170]))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(2/3)))/((9 - (7 + (2*I)*Sqrt[170])^(2/3))*((3 - (7 + (2*I)*Sqrt[170])^(1/3))^2/(7 + (2*I)*Sqrt[170])^(1/3) - 5*x)*(9 - 81/(7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(2/3) - ((9 + (7 + (2*I)*Sqrt[170])^(2/3))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(1/3) - (6 + 5*x)^2)) + (((5*I)/1961916096)*Sqrt[5/34]*(7 + (2*I)*Sqrt[170])^(1/3)*(1760448292 + ((3*(924271726 + (50871029*I)*Sqrt[170]) + (7 + (2*I)*Sqrt[170])^(1/3)*(880224146 + (55275787*I)*Sqrt[170]))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(2/3)))/((9 - (7 + (2*I)*Sqrt[170])^(2/3))*((3 - (7 + (2*I)*Sqrt[170])^(1/3))^2/(7 + (2*I)*Sqrt[170])^(1/3) - 5*x)*(9 - 81/(7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(2/3) - ((9 + (7 + (2*I)*Sqrt[170])^(2/3))*(6 + 5*x))/(7 + (2*I)*Sqrt[170])^(1/3) - (6 + 5*x)^2)) + (125*(7*I - 2*Sqrt[170])^3*((2*I)*(454238*(7 + (2*I)*Sqrt[170])^(1/3)*(631*I + 28*Sqrt[170]) + 9*(7 + (2*I)*Sqrt[170])^(2/3)*(11753609*I + 765050*Sqrt[170]) + 9*(130553521*I + 3601726*Sqrt[170])) - (410661641 - (736526*I)*Sqrt[170] + 365022*(7 + (2*I)*Sqrt[170])^(1/3)*(631 - (28*I)*Sqrt[170]) + 9*(7 + (2*I)*Sqrt[170])^(2/3)*(2629721 - (332570*I)*Sqrt[170]))*(6 + 5*x)))/(1632*(27*(458796979814*I - 691884067*Sqrt[170]) + 5764492*(7 + (2*I)*Sqrt[170])^(2/3)*(264881*I + 35336*Sqrt[170]) + 9*(7 + (2*I)*Sqrt[170])^(1/3)*(316680017234*I + 25470838571*Sqrt[170]))*(81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2)) - (135*(51435930 + (27846411*I)*Sqrt[170] + (7 + (2*I)*Sqrt[170])^(2/3)*(15255730 + (2897621*I)*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(141911930944*Sqrt[(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))/3]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (225*(464077460 + (67004701*I)*Sqrt[170] + (7 + (2*I)*Sqrt[170])^(2/3)*(3979500 + (8424651*I)*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(141911930944*Sqrt[(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))/3]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (27*(1408029280 + (120491111*I)*Sqrt[170] - (7 + (2*I)*Sqrt[170])^(2/3)*(48000120 - (17597121*I)*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(20273132992*Sqrt[(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))/3]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (235*(4222933750 + (545086331*I)*Sqrt[170] - (7 + (2*I)*Sqrt[170])^(2/3)*(10678290 - (70445301*I)*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(141911930944*Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (2500*(7*I - 2*Sqrt[170])^3*(410661641*I + 736526*Sqrt[170] + 365022*(7 + (2*I)*Sqrt[170])^(1/3)*(631*I + 28*Sqrt[170]) + 9*(7 + (2*I)*Sqrt[170])^(2/3)*(2629721*I + 332570*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(3*Sqrt[3]*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))^(3/2)*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^2*((98 + I*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) + 216*(7 + (2*I)*Sqrt[170])^(2/3) + 3*(38 + (7*I)*Sqrt[170]))^3) - (((25000*I)/3)*(7 + (2*I)*Sqrt[170])^(1/3)*(18163194*(13868407*I - 282410*Sqrt[170]) + 9*(7 + (2*I)*Sqrt[170])^(2/3)*(2407459997653*I + 121880867668*Sqrt[170]) + (7 + (2*I)*Sqrt[170])^(1/3)*(76237740850691*I + 1222256614970*Sqrt[170]))*ArcTan[(7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3) + 2*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3*((98 + I*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) + 216*(7 + (2*I)*Sqrt[170])^(2/3) + 3*(38 + (7*I)*Sqrt[170]))^4) + (225*(520265915719*I - 158022595892*Sqrt[170] + (229086400191*I - 4385588088*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3))*ArcTanh[(7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3) + (2*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(5839036*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*Sqrt[(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))/3]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (25*(231225200213761*I - 42154189029260*Sqrt[170] + (61139293298889*I - 1957646798184*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3))*ArcTanh[(7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3) + (2*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(122619756*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) + (25*(19717265333439*I - 4356637411140*Sqrt[170] + (6317478785911*I - 166702867016*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3))*ArcTanh[(7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3) + (2*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(40873252*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (5875*(342380216447*I - 266775803812*Sqrt[170] + (386583799863*I - 2836637160*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3))*ArcTanh[(7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3) + (2*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x))/Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]])/(122619756*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*Sqrt[3*(-631 + (28*I)*Sqrt[170] + 81*(7 + (2*I)*Sqrt[170])^(2/3) - 18*(7 + (2*I)*Sqrt[170])^(4/3))]*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - Log[x]/2604 + (3*Log[x])/(868*(3 - x)^2) + (269*x*Log[x])/(565068*(3 - x)) - (135*(7 + (2*I)*Sqrt[170])^(1/3)*(1136457 - 2897621*(7 + (2*I)*Sqrt[170])^(1/3) + 126273*(7 + (2*I)*Sqrt[170])^(2/3))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(283823861888*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) + (225*(7 + (2*I)*Sqrt[170])^(1/3)*(5668173 + 8424651*(7 + (2*I)*Sqrt[170])^(1/3) + 629797*(7 + (2*I)*Sqrt[170])^(2/3))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(283823861888*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) + (27*(7 + (2*I)*Sqrt[170])^(1/3)*(24353343 + 17597121*(7 + (2*I)*Sqrt[170])^(1/3) + 2705927*(7 + (2*I)*Sqrt[170])^(2/3))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(40546265984*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) + (235*(7 + (2*I)*Sqrt[170])^(1/3)*(57163743 + 70445301*(7 + (2*I)*Sqrt[170])^(1/3) + 6351527*(7 + (2*I)*Sqrt[170])^(2/3))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(851471585664*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) + (10000*(7 + (2*I)*Sqrt[170])^(8/3)*(111 - (84*I)*Sqrt[170] + 63*(7 + (2*I)*Sqrt[170])^(2/3) - (7 + (2*I)*Sqrt[170])^(1/3)*(343 - (10*I)*Sqrt[170]))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(3*(9 - 21*(7 + (2*I)*Sqrt[170])^(1/3) + (7 + (2*I)*Sqrt[170])^(2/3))^4*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) + (25*(7*I - 2*Sqrt[170])*(3961008657*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - 2772815178*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3) - 440112073*(631*I + 28*Sqrt[170]))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(367859268*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (25*(7*I - 2*Sqrt[170])*(461125143*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - 265390622*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3) - 51236127*(631*I + 28*Sqrt[170]))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(122619756*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) + (5875*(7*I - 2*Sqrt[170])*(38946951*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - 11867982*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3) - 4327439*(631*I + 28*Sqrt[170]))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(367859268*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (225*(7*I - 2*Sqrt[170])*(19139175*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - 8638518*(7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(2/3) - 2126575*(631*I + 28*Sqrt[170]))*Log[-(3 - (7 + (2*I)*Sqrt[170])^(1/3))^2 + 5*(7 + (2*I)*Sqrt[170])^(1/3)*x])/(5839036*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) + (9924651*Log[8 + 81*x + 90*x^2 + 25*x^3])/35477982736 + (225*(19139175*(7 + (2*I)*Sqrt[170])^(1/3)*(631 - (28*I)*Sqrt[170]) + 2126575*(13937 + (1066*I)*Sqrt[170]) + (8638518*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(631*I + 28*Sqrt[170]))*Log[81*I + (7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - (9*I)*(7 + (2*I)*Sqrt[170])^(2/3) + (7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + I*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(11678072*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (5875*(38946951*(7 + (2*I)*Sqrt[170])^(1/3)*(631 - (28*I)*Sqrt[170]) + 4327439*(13937 + (1066*I)*Sqrt[170]) + (11867982*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(631*I + 28*Sqrt[170]))*Log[81*I + (7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - (9*I)*(7 + (2*I)*Sqrt[170])^(2/3) + (7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + I*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(735718536*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) + (25*(461125143*(7 + (2*I)*Sqrt[170])^(1/3)*(631 - (28*I)*Sqrt[170]) + 51236127*(13937 + (1066*I)*Sqrt[170]) + (265390622*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(631*I + 28*Sqrt[170]))*Log[81*I + (7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - (9*I)*(7 + (2*I)*Sqrt[170])^(2/3) + (7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + I*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(245239512*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (25*(3961008657*(7 + (2*I)*Sqrt[170])^(1/3)*(631 - (28*I)*Sqrt[170]) + 440112073*(13937 + (1066*I)*Sqrt[170]) + (2772815178*I)*(7 + (2*I)*Sqrt[170])^(2/3)*(631*I + 28*Sqrt[170]))*Log[81*I + (7*I - 2*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) - (9*I)*(7 + (2*I)*Sqrt[170])^(2/3) + (7*I - 2*Sqrt[170] + (9*I)*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + I*(7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(735718536*(9 - (7 + (2*I)*Sqrt[170])^(2/3))^2*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3) - (135*(7 + (2*I)*Sqrt[170])^(2/3)*(2897621 - 1136457/(7 + (2*I)*Sqrt[170])^(1/3) - 126273*(7 + (2*I)*Sqrt[170])^(1/3))*Log[81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(567647723776*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (225*(7 + (2*I)*Sqrt[170])^(1/3)*(5668173 + 8424651*(7 + (2*I)*Sqrt[170])^(1/3) + 629797*(7 + (2*I)*Sqrt[170])^(2/3))*Log[81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(567647723776*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (27*(7 + (2*I)*Sqrt[170])^(1/3)*(24353343 + 17597121*(7 + (2*I)*Sqrt[170])^(1/3) + 2705927*(7 + (2*I)*Sqrt[170])^(2/3))*Log[81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(81092531968*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (235*(7 + (2*I)*Sqrt[170])^(1/3)*(57163743 + 70445301*(7 + (2*I)*Sqrt[170])^(1/3) + 6351527*(7 + (2*I)*Sqrt[170])^(2/3))*Log[81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(1702943171328*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))) - (12500*(7*I - 2*Sqrt[170])*((1458232*(264881*I + 35336*Sqrt[170]))/(7 + (2*I)*Sqrt[170])^(1/3) + 9*(3811728361*I + 2331469822*Sqrt[170]) + (3*(657518012627*I + 38494811750*Sqrt[170]))/(7 + (2*I)*Sqrt[170])^(2/3))*Log[81 - 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3) + (7 + (2*I)*Sqrt[170] + 9*(7 + (2*I)*Sqrt[170])^(1/3))*(6 + 5*x) + (7 + (2*I)*Sqrt[170])^(2/3)*(6 + 5*x)^2])/(3*(81 + 9*(7 + (2*I)*Sqrt[170])^(2/3) + (7 + (2*I)*Sqrt[170])^(4/3))^3*((98 + I*Sqrt[170])*(7 + (2*I)*Sqrt[170])^(1/3) + 216*(7 + (2*I)*Sqrt[170])^(2/3) + 3*(38 + (7*I)*Sqrt[170]))^4) + (146484*Defer[Int][Log[x]/(8 + 81*x + 90*x^2 + 25*x^3)^2, x])/47089 + (1493745*Defer[Int][(x*Log[x])/(8 + 81*x + 90*x^2 + 25*x^3)^2, x])/94178 + (768825*Defer[Int][(x^2*Log[x])/(8 + 81*x + 90*x^2 + 25*x^3)^2, x])/94178 - (16005*Defer[Int][Log[x]/(8 + 81*x + 90*x^2 + 25*x^3), x])/94178 - (6725*Defer[Int][(x*Log[x])/(8 + 81*x + 90*x^2 + 25*x^3), x])/188356","F",0,0,0,0,-1,"{}"
9376,1,42,0,0.3470513,"\int \frac{-9025-190 x-x^2+\left(190 x+2 x^2\right) \log (x)+(-950-10 x) \log ^2(x)-10 x \log ^3(x)+75 \log ^4(x)}{25 x \log ^2(x)} \, dx","Int[(-9025 - 190*x - x^2 + (190*x + 2*x^2)*Log[x] + (-950 - 10*x)*Log[x]^2 - 10*x*Log[x]^3 + 75*Log[x]^4)/(25*x*Log[x]^2),x]","\frac{x^2}{25 \log (x)}+\log ^3(x)-\frac{2}{5} x \log (x)-38 \log (x)+\frac{38 x}{5 \log (x)}+\frac{361}{\log (x)}","\frac{\left(\frac{x}{5}-\log ^2(x)+19\right)^2}{\log (x)}",1,"361/Log[x] + (38*x)/(5*Log[x]) + x^2/(25*Log[x]) - 38*Log[x] - (2*x*Log[x])/5 + Log[x]^3","B",22,13,56,0.2321,1,"{12, 6742, 43, 2353, 2297, 2298, 2302, 30, 2306, 2309, 2178, 2330, 2295}"
9377,1,67,0,0.0492134,"\int \frac{1}{4} \left((3-10 x+(3-2 x) \log (3)) \log (4)+(-4-4 \log (3)) \log (4) \log (x)+(1+\log (3)) \log (4) \log ^2(x)\right) \, dx","Int[((3 - 10*x + (3 - 2*x)*Log[3])*Log[4] + (-4 - 4*Log[3])*Log[4]*Log[x] + (1 + Log[3])*Log[4]*Log[x]^2)/4,x]","\frac{1}{4} x (1+\log (3)) \log (4) \log ^2(x)-\frac{\log (4) (-10 x+(3-2 x) \log (3)+3)^2}{8 (10+\log (9))}-\frac{3}{2} x (1+\log (3)) \log (4) \log (x)+\frac{3}{2} x (1+\log (3)) \log (4)","x \log (4) \left(\frac{1}{4} (1+\log (3)) \left((3-\log (x))^2-x\right)-x\right)",1,"(3*x*(1 + Log[3])*Log[4])/2 - ((3 - 10*x + (3 - 2*x)*Log[3])^2*Log[4])/(8*(10 + Log[9])) - (3*x*(1 + Log[3])*Log[4]*Log[x])/2 + (x*(1 + Log[3])*Log[4]*Log[x]^2)/4","B",5,3,43,0.06977,1,"{12, 2295, 2296}"
9378,0,0,0,4.1603452,"\int \frac{e^{\frac{-9+6 x+x^2}{9 x}} \left(9+x^2\right)+\left(63 x-9 e^{\frac{-9+6 x+x^2}{9 x}} x\right) \log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right) \log \left(\log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right)\right)}{\left(-63 x^3+9 e^{\frac{-9+6 x+x^2}{9 x}} x^3\right) \log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right)} \, dx","Int[(E^((-9 + 6*x + x^2)/(9*x))*(9 + x^2) + (63*x - 9*E^((-9 + 6*x + x^2)/(9*x))*x)*Log[7 - E^((-9 + 6*x + x^2)/(9*x))]*Log[Log[7 - E^((-9 + 6*x + x^2)/(9*x))]])/((-63*x^3 + 9*E^((-9 + 6*x + x^2)/(9*x))*x^3)*Log[7 - E^((-9 + 6*x + x^2)/(9*x))]),x]","\int \frac{e^{\frac{-9+6 x+x^2}{9 x}} \left(9+x^2\right)+\left(63 x-9 e^{\frac{-9+6 x+x^2}{9 x}} x\right) \log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right) \log \left(\log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right)\right)}{\left(-63 x^3+9 e^{\frac{-9+6 x+x^2}{9 x}} x^3\right) \log \left(7-e^{\frac{-9+6 x+x^2}{9 x}}\right)} \, dx","\frac{\log \left(\log \left(7-e^{\frac{x+6}{9}-\frac{1}{x}}\right)\right)}{x}",1,"Defer[Int][E^(2/3 + x/9)/((E^(2/3 + x/9) - 7*E^x^(-1))*x^3*Log[7 - E^((6 - 9/x + x)/9)]), x] + Defer[Int][E^(2/3 + x/9)/((E^(2/3 + x/9) - 7*E^x^(-1))*x*Log[7 - E^((6 - 9/x + x)/9)]), x]/9 - Defer[Int][Log[Log[7 - E^((6 - 9/x + x)/9)]]/x^2, x]","F",0,0,0,0,-1,"{}"
9379,1,15,0,0.0162213,"\int \frac{2+4 x}{e^2 \left(5 x^2+10 x^3+5 x^4\right)} \, dx","Int[(2 + 4*x)/(E^2*(5*x^2 + 10*x^3 + 5*x^4)),x]","-\frac{2}{5 e^2 x (x+1)}","\frac{2 x}{5 e^2 \left(x-x \left(x^2+x+1\right)\right)}",1,"-2/(5*E^2*x*(1 + x))","A",5,4,27,0.1481,1,"{12, 1594, 27, 74}"
9380,1,18,0,0.0032731,"\int \frac{-15+30 x+45 \log (5)}{e^2} \, dx","Int[(-15 + 30*x + 45*Log[5])/E^2,x]","\frac{15 (-2 x+1-3 \log (5))^2}{4 e^2}","\frac{15 x (x-1+3 \log (5))}{e^2}",1,"(15*(1 - 2*x - 3*Log[5])^2)/(4*E^2)","A",1,1,13,0.07692,1,"{9}"
9381,1,34,0,0.0212467,"\int \frac{1}{25} \left(25-1350 x-1000 e^4 x-300 e^8 x-40 e^{12} x-2 e^{16} x-75 x^2\right) \, dx","Int[(25 - 1350*x - 1000*E^4*x - 300*E^8*x - 40*E^12*x - 2*E^16*x - 75*x^2)/25,x]","-x^3-\frac{1}{25} \left(675+500 e^4+150 e^8+20 e^{12}+e^{16}\right) x^2+x","-\left(\left(x+\frac{1}{25} \left(5+e^4\right)^4+2\right) x^2\right)+x+4",1,"x - ((675 + 500*E^4 + 150*E^8 + 20*E^12 + E^16)*x^2)/25 - x^3","A",6,2,38,0.05263,1,"{6, 12}"
9382,1,70,0,0.1158855,"\int \left(20 x^3+9 e^{10-2 e^x-2 x} \left(10 x-10 x^2-10 e^x x^2\right)+3 e^{5-e^x-x} \left(30 x^2-10 x^3-10 e^x x^3\right)\right) \, dx","Int[20*x^3 + 9*E^(10 - 2*E^x - 2*x)*(10*x - 10*x^2 - 10*E^x*x^2) + 3*E^(5 - E^x - x)*(30*x^2 - 10*x^3 - 10*E^x*x^3),x]","5 x^4+\frac{30 e^{-x-e^x+5} \left(e^x x^3+x^3\right)}{e^x+1}+\frac{45 e^{-2 x-2 e^x+10} \left(e^x x^2+x^2\right)}{e^x+1}","5 \left(-x^2-3 e^{-x-e^x+5} x\right)^2",1,"5*x^4 + (45*E^(10 - 2*E^x - 2*x)*(x^2 + E^x*x^2))/(1 + E^x) + (30*E^(5 - E^x - x)*(x^3 + E^x*x^3))/(1 + E^x)","B",3,1,70,0.01429,1,"{2288}"
9383,1,38,0,0.3235395,"\int \frac{e^2+\left(-2 x-8 x^2+6 x^3+e^x (2 x+e x)+e \left(-x-4 x^2+3 x^3\right)\right) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(E^2 + (-2*x - 8*x^2 + 6*x^3 + E^x*(2*x + E*x) + E*(-x - 4*x^2 + 3*x^3))*Log[x]^2)/(x*Log[x]^2),x]","(2+e) x^3-2 (2+e) x^2-(2+e) x+(2+e) e^x-\frac{e^2}{\log (x)}","(2+e) \left((x-2) x^2-x+e^x\right)-\frac{e^2}{\log (x)}",1,"E^x*(2 + E) - (2 + E)*x - 2*(2 + E)*x^2 + (2 + E)*x^3 - E^2/Log[x]","A",6,4,58,0.06897,1,"{6688, 2194, 2302, 30}"
9384,1,29,0,0.0566437,"\int \frac{-1+7 x^2-2 x^4-x \log \left(2 e^{\frac{1+x^2}{x}}\right)}{3 x^3} \, dx","Int[(-1 + 7*x^2 - 2*x^4 - x*Log[2*E^((1 + x^2)/x)])/(3*x^3),x]","-\frac{x^2}{3}+2 \log (x)+\frac{\log \left(2 e^{x+\frac{1}{x}}\right)}{3 x}","\frac{1}{3} \left(\frac{x+\log \left(2 e^{x+\frac{1}{x}}\right)}{x}-x^2\right)+\log \left(x^2\right)-2",1,"-1/3*x^2 + Log[2*E^(x^(-1) + x)]/(3*x) + 2*Log[x]","A",8,3,36,0.08333,1,"{12, 14, 2551}"
9385,1,83,0,1.139328,"\int \frac{e^{4+2 e^{-\frac{1}{-4+x}}+16 \log ^2(x)} \left(-32+16 x+2 e^{-\frac{1}{-4+x}} x-2 x^2+\left(512-256 x+32 x^2\right) \log (x)\right)}{16 x^3-8 x^4+x^5} \, dx","Int[(E^(4 + 2/E^(-4 + x)^(-1) + 16*Log[x]^2)*(-32 + 16*x + (2*x)/E^(-4 + x)^(-1) - 2*x^2 + (512 - 256*x + 32*x^2)*Log[x]))/(16*x^3 - 8*x^4 + x^5),x]","\frac{e^{2 e^{\frac{1}{4-x}}+16 \log ^2(x)+4} \left(16 \left(x^2-8 x+16\right) \log (x)+e^{\frac{1}{4-x}} x\right)}{(4-x)^2 x^3 \left(\frac{e^{\frac{1}{4-x}}}{(4-x)^2}+\frac{16 \log (x)}{x}\right)}","\frac{e^{2 e^{\frac{1}{4-x}}+16 \log ^2(x)+4}}{x^2}-5",1,"(E^(4 + 2*E^(4 - x)^(-1) + 16*Log[x]^2)*(E^(4 - x)^(-1)*x + 16*(16 - 8*x + x^2)*Log[x]))/((4 - x)^2*x^3*(E^(4 - x)^(-1)/(4 - x)^2 + (16*Log[x])/x))","B",3,3,73,0.04110,1,"{1594, 27, 2288}"
9386,1,32,0,0.374534,"\int \frac{-4 x^4+2 x^5+\left(16 x+8 x^2+e^8 \left(4 x+2 x^2\right)+e^4 \left(16 x+8 x^2\right)\right) \log (5)+\left(4 x^3-2 x^4+\left(-16+e^4 (-16-8 x)+e^8 (-4-2 x)-8 x\right) \log (5)\right) \log \left(\frac{-x^2+x^3+\left(4+4 e^4+e^8\right) \log (5)}{x^2}\right)}{-x^3+x^4+\left(4 x+4 e^4 x+e^8 x\right) \log (5)} \, dx","Int[(-4*x^4 + 2*x^5 + (16*x + 8*x^2 + E^8*(4*x + 2*x^2) + E^4*(16*x + 8*x^2))*Log[5] + (4*x^3 - 2*x^4 + (-16 + E^4*(-16 - 8*x) + E^8*(-4 - 2*x) - 8*x)*Log[5])*Log[(-x^2 + x^3 + (4 + 4*E^4 + E^8)*Log[5])/x^2])/(-x^3 + x^4 + (4*x + 4*E^4*x + E^8*x)*Log[5]),x]","\left(x-\log \left(-\frac{-x^3+x^2-\left(2+e^4\right)^2 \log (5)}{x^2}\right)\right)^2","\left(\log \left(\frac{\left(2+e^4\right)^2 \log (5)}{x^2}+x-1\right)-x\right)^2",1,"(x - Log[-((x^2 - x^3 - (2 + E^4)^2*Log[5])/x^2)])^2","A",3,3,144,0.02083,1,"{6688, 12, 6686}"
9387,1,44,0,0.0503149,"\int \frac{e^{-e^4} \left(-e^3 x^3+e^{10} (-1+3 x)+4 e^{10} \log (x)\right)}{x^5} \, dx","Int[(-(E^3*x^3) + E^10*(-1 + 3*x) + 4*E^10*Log[x])/(E^E^4*x^5),x]","-\frac{e^{10-e^4} \log (x)}{x^4}-\frac{e^{10-e^4}}{x^3}+\frac{e^{3-e^4}}{x}","\frac{e^{-e^4} \left(e^3-\frac{e^{10} (x+\log (x))}{x^3}\right)}{x}",1,"-(E^(10 - E^4)/x^3) + E^(3 - E^4)/x - (E^(10 - E^4)*Log[x])/x^4","A",6,3,36,0.08333,1,"{12, 14, 2304}"
9388,1,26,0,0.2285,"\int \frac{e^{\frac{e}{\log \left(\frac{3+e^{8+x}}{e^8}\right)}} \left(e^{8+x} \left(-24 e-e^3 x\right)+\left(3 e^2+e^{10+x}\right) \log ^2\left(\frac{3+e^{8+x}}{e^8}\right)\right)}{\left(3+e^{8+x}\right) \log ^2\left(\frac{3+e^{8+x}}{e^8}\right)} \, dx","Int[(E^(E/Log[(3 + E^(8 + x))/E^8])*(E^(8 + x)*(-24*E - E^3*x) + (3*E^2 + E^(10 + x))*Log[(3 + E^(8 + x))/E^8]^2))/((3 + E^(8 + x))*Log[(3 + E^(8 + x))/E^8]^2),x]","\left(e^2 x+24\right) e^{\frac{e}{\log \left(\frac{e^{x+8}+3}{e^8}\right)}}","\left(e^2 x+24\right) e^{\frac{e}{\log \left(e^x+\frac{3}{e^8}\right)}}",1,"E^(E/Log[(3 + E^(8 + x))/E^8])*(24 + E^2*x)","A",1,1,85,0.01176,1,"{2288}"
9389,1,24,0,0.0197942,"\int \frac{-5196890+1036324 \log (3)}{19431075+30540 x+12 x^2+(-7772430-6108 x) \log (3)+777243 \log ^2(3)} \, dx","Int[(-5196890 + 1036324*Log[3])/(19431075 + 30540*x + 12*x^2 + (-7772430 - 6108*x)*Log[3] + 777243*Log[3]^2),x]","\frac{509 (5105-1018 \log (3))}{3 (2 x+509 (5-\log (3)))}","\frac{5-\frac{4 x}{3}}{\frac{2 x}{509}+5-\log (3)}",1,"(509*(5105 - 1018*Log[3]))/(3*(2*x + 509*(5 - Log[3])))","A",5,4,33,0.1212,1,"{12, 1981, 27, 32}"
9390,0,0,0,13.3101834,"\int \frac{-500-80 x^2+\left(-250+100 x-40 x^2+16 x^3\right) \log (x)}{\left(-5000 x+5600 x^2-2160 x^3+288 x^4\right) \log (2)+\left(-500 x+400 x^2-80 x^3\right) \log (2) \log (x)+\left(-125 x+150 x^2-60 x^3+8 x^4\right) \log (2) \log ^2(x)+\left(-5000 x+5600 x^2-2160 x^3+288 x^4+\left(-500 x+400 x^2-80 x^3\right) \log (x)+\left(-125 x+150 x^2-60 x^3+8 x^4\right) \log ^2(x)\right) \log \left(\frac{1000-720 x+144 x^2+(100-40 x) \log (x)+\left(25-20 x+4 x^2\right) \log ^2(x)}{100-80 x+16 x^2}\right)} \, dx","Int[(-500 - 80*x^2 + (-250 + 100*x - 40*x^2 + 16*x^3)*Log[x])/((-5000*x + 5600*x^2 - 2160*x^3 + 288*x^4)*Log[2] + (-500*x + 400*x^2 - 80*x^3)*Log[2]*Log[x] + (-125*x + 150*x^2 - 60*x^3 + 8*x^4)*Log[2]*Log[x]^2 + (-5000*x + 5600*x^2 - 2160*x^3 + 288*x^4 + (-500*x + 400*x^2 - 80*x^3)*Log[x] + (-125*x + 150*x^2 - 60*x^3 + 8*x^4)*Log[x]^2)*Log[(1000 - 720*x + 144*x^2 + (100 - 40*x)*Log[x] + (25 - 20*x + 4*x^2)*Log[x]^2)/(100 - 80*x + 16*x^2)]),x]","\int \frac{-500-80 x^2+\left(-250+100 x-40 x^2+16 x^3\right) \log (x)}{\left(-5000 x+5600 x^2-2160 x^3+288 x^4\right) \log (2)+\left(-500 x+400 x^2-80 x^3\right) \log (2) \log (x)+\left(-125 x+150 x^2-60 x^3+8 x^4\right) \log (2) \log ^2(x)+\left(-5000 x+5600 x^2-2160 x^3+288 x^4+\left(-500 x+400 x^2-80 x^3\right) \log (x)+\left(-125 x+150 x^2-60 x^3+8 x^4\right) \log ^2(x)\right) \log \left(\frac{1000-720 x+144 x^2+(100-40 x) \log (x)+\left(25-20 x+4 x^2\right) \log ^2(x)}{100-80 x+16 x^2}\right)} \, dx","\log \left(\log \left(\left(\frac{1}{1-\frac{2 x}{5}}+\frac{\log (x)}{2}\right)^2+9\right)+\log (2)\right)",1,"-40*Defer[Int][1/((1000 - 720*x + 144*x^2 + 100*Log[x] - 40*x*Log[x] + 25*Log[x]^2 - 20*x*Log[x]^2 + 4*x^2*Log[x]^2)*(Log[2] + Log[(2*(125 - 90*x + 18*x^2))/(5 - 2*x)^2 + (5*Log[x])/(5 - 2*x) + Log[x]^2/4])), x] + 100*Defer[Int][1/(x*(1000 - 720*x + 144*x^2 + 100*Log[x] - 40*x*Log[x] + 25*Log[x]^2 - 20*x*Log[x]^2 + 4*x^2*Log[x]^2)*(Log[2] + Log[(2*(125 - 90*x + 18*x^2))/(5 - 2*x)^2 + (5*Log[x])/(5 - 2*x) + Log[x]^2/4])), x] - 400*Defer[Int][1/((-5 + 2*x)*(1000 - 720*x + 144*x^2 + 100*Log[x] - 40*x*Log[x] + 25*Log[x]^2 - 20*x*Log[x]^2 + 4*x^2*Log[x]^2)*(Log[2] + Log[(2*(125 - 90*x + 18*x^2))/(5 - 2*x)^2 + (5*Log[x])/(5 - 2*x) + Log[x]^2/4])), x] + 50*Defer[Int][Log[x]/(x*(1000 - 720*x + 144*x^2 + 100*Log[x] - 40*x*Log[x] + 25*Log[x]^2 - 20*x*Log[x]^2 + 4*x^2*Log[x]^2)*(Log[2] + Log[(2*(125 - 90*x + 18*x^2))/(5 - 2*x)^2 + (5*Log[x])/(5 - 2*x) + Log[x]^2/4])), x] + 8*Defer[Int][(x*Log[x])/((1000 - 720*x + 144*x^2 + 100*Log[x] - 40*x*Log[x] + 25*Log[x]^2 - 20*x*Log[x]^2 + 4*x^2*Log[x]^2)*(Log[2] + Log[(2*(125 - 90*x + 18*x^2))/(5 - 2*x)^2 + (5*Log[x])/(5 - 2*x) + Log[x]^2/4])), x]","F",0,0,0,0,-1,"{}"
9391,1,56,0,0.3331916,"\int \frac{1}{8} e^{2 x} \left(729 x+1053 x^2-184 x^3-280 x^4+16 x^5+16 x^6\right) \, dx","Int[(E^(2*x)*(729*x + 1053*x^2 - 184*x^3 - 280*x^4 + 16*x^5 + 16*x^6))/8,x]","e^{2 x} x^6-2 e^{2 x} x^5-\frac{25}{2} e^{2 x} x^4+\frac{27}{2} e^{2 x} x^3+\frac{729}{16} e^{2 x} x^2","e^{2 x} x^2 \left(-x^2+x+\frac{27}{4}\right)^2",1,"(729*E^(2*x)*x^2)/16 + (27*E^(2*x)*x^3)/2 - (25*E^(2*x)*x^4)/2 - 2*E^(2*x)*x^5 + E^(2*x)*x^6","B",30,4,38,0.1053,1,"{12, 2196, 2176, 2194}"
9392,0,0,0,9.8945301,"\int \frac{98 x+308 x^2+242 x^3+e^{\frac{1}{7 x+11 x^2}} \left(49 x+154 x^2+121 x^3\right)+\left(98 x+308 x^2+242 x^3+e^{\frac{1}{7 x+11 x^2}} \left(7+71 x+154 x^2+121 x^3\right)\right) \log (x)}{196 x+616 x^2+484 x^3+e^{\frac{2}{7 x+11 x^2}} \left(49 x+154 x^2+121 x^3\right)+e^{\frac{1}{7 x+11 x^2}} \left(196 x+616 x^2+484 x^3\right)} \, dx","Int[(98*x + 308*x^2 + 242*x^3 + E^(7*x + 11*x^2)^(-1)*(49*x + 154*x^2 + 121*x^3) + (98*x + 308*x^2 + 242*x^3 + E^(7*x + 11*x^2)^(-1)*(7 + 71*x + 154*x^2 + 121*x^3))*Log[x])/(196*x + 616*x^2 + 484*x^3 + E^(2/(7*x + 11*x^2))*(49*x + 154*x^2 + 121*x^3) + E^(7*x + 11*x^2)^(-1)*(196*x + 616*x^2 + 484*x^3)),x]","\int \frac{98 x+308 x^2+242 x^3+e^{\frac{1}{7 x+11 x^2}} \left(49 x+154 x^2+121 x^3\right)+\left(98 x+308 x^2+242 x^3+e^{\frac{1}{7 x+11 x^2}} \left(7+71 x+154 x^2+121 x^3\right)\right) \log (x)}{196 x+616 x^2+484 x^3+e^{\frac{2}{7 x+11 x^2}} \left(49 x+154 x^2+121 x^3\right)+e^{\frac{1}{7 x+11 x^2}} \left(196 x+616 x^2+484 x^3\right)} \, dx","\frac{x \log (x)}{e^{\frac{1}{x (11 x+7)}}+2}",1,"Defer[Int][(2 + E^(7*x + 11*x^2)^(-1))^(-1), x] + Log[x]*Defer[Int][(2 + E^(7*x + 11*x^2)^(-1))^(-1), x] - (2*Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*x), x])/7 + (Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))*x), x])/7 - 22*Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*(7 + 11*x)^2), x] + 11*Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))*(7 + 11*x)^2), x] + (22*Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*(7 + 11*x)), x])/7 - (11*Log[x]*Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))*(7 + 11*x)), x])/7 - Defer[Int][Defer[Int][(2 + E^(7*x + 11*x^2)^(-1))^(-1), x]/x, x] + (2*Defer[Int][Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*x), x]/x, x])/7 + 22*Defer[Int][Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*(7 + 11*x)^2), x]/x, x] - 11*Defer[Int][Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))*(7 + 11*x)^2), x]/x, x] - (22*Defer[Int][Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))^2*(7 + 11*x)), x]/x, x])/7 + (11*Defer[Int][Defer[Int][1/((2 + E^(7*x + 11*x^2)^(-1))*(7 + 11*x)), x]/x, x])/7 - Defer[Int][Defer[Int][(2*x + E^(7*x + 11*x^2)^(-1)*x)^(-1), x]/x, x]/7","F",0,0,0,0,-1,"{}"
9393,0,0,0,7.7712767,"\int \frac{6 \log (5)+e^x \left(-27-18 x \log (5)-3 x^2 \log ^2(5)\right)}{\left(96+62 x \log (5)+10 x^2 \log ^2(5)+e^x \left(9+6 x \log (5)+x^2 \log ^2(5)\right)\right) \log \left(\frac{32+10 x \log (5)+e^x (3+x \log (5))}{3+x \log (5)}\right) \log ^2\left(\log \left(\frac{32+10 x \log (5)+e^x (3+x \log (5))}{3+x \log (5)}\right)\right)} \, dx","Int[(6*Log[5] + E^x*(-27 - 18*x*Log[5] - 3*x^2*Log[5]^2))/((96 + 62*x*Log[5] + 10*x^2*Log[5]^2 + E^x*(9 + 6*x*Log[5] + x^2*Log[5]^2))*Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]*Log[Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]]^2),x]","\int \frac{6 \log (5)+e^x \left(-27-18 x \log (5)-3 x^2 \log ^2(5)\right)}{\left(96+62 x \log (5)+10 x^2 \log ^2(5)+e^x \left(9+6 x \log (5)+x^2 \log ^2(5)\right)\right) \log \left(\frac{32+10 x \log (5)+e^x (3+x \log (5))}{3+x \log (5)}\right) \log ^2\left(\log \left(\frac{32+10 x \log (5)+e^x (3+x \log (5))}{3+x \log (5)}\right)\right)} \, dx","\frac{3}{\log \left(\log \left(e^x+\frac{2}{x \left(\frac{3}{x}+\log (5)\right)}+10\right)\right)}+e^4",1,"-3*Defer[Int][1/(Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]*Log[Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]]^2), x] + 96*Defer[Int][1/((32 + 3*E^x + 10*x*Log[5] + E^x*x*Log[5])*Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]*Log[Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]]^2), x] + 30*Log[5]*Defer[Int][x/((32 + 3*E^x + 10*x*Log[5] + E^x*x*Log[5])*Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]*Log[Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]]^2), x] + 6*Log[5]*Defer[Int][1/((3 + x*Log[5])*(32 + 3*E^x + 10*x*Log[5] + E^x*x*Log[5])*Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]*Log[Log[(32 + 10*x*Log[5] + E^x*(3 + x*Log[5]))/(3 + x*Log[5])]]^2), x]","F",0,0,0,0,-1,"{}"
9394,1,11,0,0.0056775,"\int \frac{1+2 x}{\left(x+x^2\right) \log ^2(4)} \, dx","Int[(1 + 2*x)/((x + x^2)*Log[4]^2),x]","\frac{\log \left(x^2+x\right)}{\log ^2(4)}","\frac{\log \left(12 \left(x^2+x\right)\right)}{\log ^2(4)}",1,"Log[x + x^2]/Log[4]^2","A",2,2,17,0.1176,1,"{12, 628}"
9395,0,0,0,4.3719229,"\int \frac{e^{-\frac{8}{4 x+e^{\frac{x^2}{5}} x}} \left(640+320 x+20 e^{\frac{2 x^2}{5}} x+e^{\frac{x^2}{5}} \left(160+160 x+64 x^2\right)\right)}{80 x+40 e^{\frac{x^2}{5}} x+5 e^{\frac{2 x^2}{5}} x} \, dx","Int[(640 + 320*x + 20*E^((2*x^2)/5)*x + E^(x^2/5)*(160 + 160*x + 64*x^2))/(E^(8/(4*x + E^(x^2/5)*x))*(80*x + 40*E^(x^2/5)*x + 5*E^((2*x^2)/5)*x)),x]","\int \frac{e^{-\frac{8}{4 x+e^{\frac{x^2}{5}} x}} \left(640+320 x+20 e^{\frac{2 x^2}{5}} x+e^{\frac{x^2}{5}} \left(160+160 x+64 x^2\right)\right)}{80 x+40 e^{\frac{x^2}{5}} x+5 e^{\frac{2 x^2}{5}} x} \, dx","4 e^{-\frac{8}{\left(e^{\frac{x^2}{5}}+4\right) x}} x",1,"4*Defer[Int][E^(-8/(4*x + E^(x^2/5)*x)), x] + 32*Defer[Int][1/(E^(8/(4*x + E^(x^2/5)*x))*(4 + E^(x^2/5))*x), x] - (256*Defer[Int][x/(E^(8/(4*x + E^(x^2/5)*x))*(4 + E^(x^2/5))^2), x])/5 + (64*Defer[Int][x/(E^(8/(4*x + E^(x^2/5)*x))*(4 + E^(x^2/5))), x])/5","F",0,0,0,0,-1,"{}"
9396,1,14,0,0.0034409,"\int \left(-6+2 x+6 x^2 \log (16)\right) \, dx","Int[-6 + 2*x + 6*x^2*Log[16],x]","2 x^3 \log (16)+x^2-6 x","2 x^3 \log (16)+(3-x)^2+5",1,"-6*x + x^2 + 2*x^3*Log[16]","A",1,0,12,0,1,"{}"
9397,1,87,0,1.7435592,"\int \frac{-16 e^{\frac{16}{\log (x)}}+\left(-3365 x+149462 x^2-2478498 x^3+19518724 x^4\right) \log ^2(x)+e^{\frac{12}{\log (x)}} \left(96-2256 x+188 x \log ^2(x)\right)+e^{\frac{8}{\log (x)}} \left(-272+9008 x-106032 x^2+\left(-1126 x+26508 x^2\right) \log ^2(x)\right)+e^{\frac{4}{\log (x)}} \left(288-12752 x+211312 x^2-1661168 x^3+\left(3188 x-105656 x^2+1245876 x^3\right) \log ^2(x)\right)}{x \log ^2(x)} \, dx","Int[(-16*E^(16/Log[x]) + (-3365*x + 149462*x^2 - 2478498*x^3 + 19518724*x^4)*Log[x]^2 + E^(12/Log[x])*(96 - 2256*x + 188*x*Log[x]^2) + E^(8/Log[x])*(-272 + 9008*x - 106032*x^2 + (-1126*x + 26508*x^2)*Log[x]^2) + E^(4/Log[x])*(288 - 12752*x + 211312*x^2 - 1661168*x^3 + (3188*x - 105656*x^2 + 1245876*x^3)*Log[x]^2))/(x*Log[x]^2),x]","4879681 x^4-826166 x^3+74731 x^2+2 \left(6627 x^2-563 x+17\right) e^{\frac{8}{\log (x)}}-4 \left(-103823 x^3+13207 x^2-797 x+18\right) e^{\frac{4}{\log (x)}}-3365 x+e^{\frac{16}{\log (x)}}-4 (2-47 x) e^{\frac{12}{\log (x)}}","x+\left(x+\left(47 x+e^{\frac{4}{\log (x)}}-2\right)^2+5\right)^2",1,"E^(16/Log[x]) - 4*E^(12/Log[x])*(2 - 47*x) - 3365*x + 74731*x^2 - 826166*x^3 + 4879681*x^4 + 2*E^(8/Log[x])*(17 - 563*x + 6627*x^2) - 4*E^(4/Log[x])*(18 - 797*x + 13207*x^2 - 103823*x^3)","B",7,3,140,0.02143,1,"{6742, 2209, 2288}"
9398,1,15,0,0.0044118,"\int 6 e^{e^3 (20+8 e)} \, dx","Int[6*E^(E^3*(20 + 8*E)),x]","6 e^{4 e^3 (5+2 e)} x","6 e^{\left(8+\frac{20}{e}\right) e^4} x+3",1,"6*E^(4*E^3*(5 + 2*E))*x","A",1,1,13,0.07692,1,"{8}"
9399,1,25,0,0.5601732,"\int \frac{2+2 x+5 x^3-10 x^4+15 x^5-20 x^6+\left(10 x^2-20 x^3+30 x^4-40 x^5\right) \log (x)+\left(5 x-10 x^2+15 x^3-20 x^4\right) \log ^2(x)}{5 x^3+10 x^2 \log (x)+5 x \log ^2(x)} \, dx","Int[(2 + 2*x + 5*x^3 - 10*x^4 + 15*x^5 - 20*x^6 + (10*x^2 - 20*x^3 + 30*x^4 - 40*x^5)*Log[x] + (5*x - 10*x^2 + 15*x^3 - 20*x^4)*Log[x]^2)/(5*x^3 + 10*x^2*Log[x] + 5*x*Log[x]^2),x]","-x^4+x^3-x^2+x-\frac{2}{5 (x+\log (x))}","-x^4+x^3-x^2+x-\frac{2}{5 (x+\log (x))}-3",1,"x - x^2 + x^3 - x^4 - 2/(5*(x + Log[x]))","A",6,4,96,0.04167,1,"{6741, 12, 6742, 6686}"
9400,-1,0,0,180.000764,"\int \frac{-5625-2625 x^2-250 x^4+\exp \left(\frac{2 \left(25 x^4-10 x^5+x^6\right)}{25-10 e^x x+e^{2 x} x^2}\right) \left(-250+150 e^x x-30 e^{2 x} x^2+2 e^{3 x} x^3\right)+e^x \left(3375 x+1575 x^3+150 x^5\right)+e^{2 x} \left(-675 x^2-315 x^4-30 x^6\right)+e^{3 x} \left(45 x^3+21 x^5+2 x^7\right)+e^{\frac{25 x^4-10 x^5+x^6}{25-10 e^x x+e^{2 x} x^2}} \left(-2375-500 x^2-500 x^4+250 x^5-30 x^6+e^{2 x} \left(-285 x^2-60 x^4\right)+e^{3 x} \left(19 x^3+4 x^5\right)+e^x \left(1425 x+300 x^3+50 x^5-80 x^6+24 x^7-2 x^8\right)\right)}{-3125-1250 x^2-125 x^4+\exp \left(\frac{2 \left(25 x^4-10 x^5+x^6\right)}{25-10 e^x x+e^{2 x} x^2}\right) \left(-125+75 e^x x-15 e^{2 x} x^2+e^{3 x} x^3\right)+e^x \left(1875 x+750 x^3+75 x^5\right)+e^{2 x} \left(-375 x^2-150 x^4-15 x^6\right)+e^{3 x} \left(25 x^3+10 x^5+x^7\right)+e^{\frac{25 x^4-10 x^5+x^6}{25-10 e^x x+e^{2 x} x^2}} \left(-1250-250 x^2+e^x \left(750 x+150 x^3\right)+e^{2 x} \left(-150 x^2-30 x^4\right)+e^{3 x} \left(10 x^3+2 x^5\right)\right)} \, dx","Int[(-5625 - 2625*x^2 - 250*x^4 + E^((2*(25*x^4 - 10*x^5 + x^6))/(25 - 10*E^x*x + E^(2*x)*x^2))*(-250 + 150*E^x*x - 30*E^(2*x)*x^2 + 2*E^(3*x)*x^3) + E^x*(3375*x + 1575*x^3 + 150*x^5) + E^(2*x)*(-675*x^2 - 315*x^4 - 30*x^6) + E^(3*x)*(45*x^3 + 21*x^5 + 2*x^7) + E^((25*x^4 - 10*x^5 + x^6)/(25 - 10*E^x*x + E^(2*x)*x^2))*(-2375 - 500*x^2 - 500*x^4 + 250*x^5 - 30*x^6 + E^(2*x)*(-285*x^2 - 60*x^4) + E^(3*x)*(19*x^3 + 4*x^5) + E^x*(1425*x + 300*x^3 + 50*x^5 - 80*x^6 + 24*x^7 - 2*x^8)))/(-3125 - 1250*x^2 - 125*x^4 + E^((2*(25*x^4 - 10*x^5 + x^6))/(25 - 10*E^x*x + E^(2*x)*x^2))*(-125 + 75*E^x*x - 15*E^(2*x)*x^2 + E^(3*x)*x^3) + E^x*(1875*x + 750*x^3 + 75*x^5) + E^(2*x)*(-375*x^2 - 150*x^4 - 15*x^6) + E^(3*x)*(25*x^3 + 10*x^5 + x^7) + E^((25*x^4 - 10*x^5 + x^6)/(25 - 10*E^x*x + E^(2*x)*x^2))*(-1250 - 250*x^2 + E^x*(750*x + 150*x^3) + E^(2*x)*(-150*x^2 - 30*x^4) + E^(3*x)*(10*x^3 + 2*x^5))),x]","\text{\$Aborted}","2 x-\frac{x}{e^{\frac{(5-x)^2 x^4}{\left(5-e^x x\right)^2}}+x^2+5}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9401,1,40,0,0.0274422,"\int \left(e^{5 x} (1+5 x)+e^x (-1-x) \log (4)\right) \, dx","Int[E^(5*x)*(1 + 5*x) + E^x*(-1 - x)*Log[4],x]","-\frac{e^{5 x}}{5}+\frac{1}{5} e^{5 x} (5 x+1)-e^x (x+1) \log (4)+e^x \log (4)","x \left(e^{5 x}+\frac{3}{x}-e^x \log (4)\right)",1,"-1/5*E^(5*x) + (E^(5*x)*(1 + 5*x))/5 + E^x*Log[4] - E^x*(1 + x)*Log[4]","A",5,2,23,0.08696,1,"{2176, 2194}"
9402,1,179,0,0.1750965,"\int \frac{2 e^{5/2} x^2+e^{5/4} \left(2 x+2 x^2\right)+\left(2+4 x+2 x^2+e^{5/4} \left(2 x+4 x^2\right)\right) \log (x)+\left(2 x+2 x^2\right) \log ^2(x)}{e^{5/2} x} \, dx","Int[(2*E^(5/2)*x^2 + E^(5/4)*(2*x + 2*x^2) + (2 + 4*x + 2*x^2 + E^(5/4)*(2*x + 4*x^2))*Log[x] + (2*x + 2*x^2)*Log[x]^2)/(E^(5/2)*x),x]","-\frac{\left(1+2 e^{5/4}\right) x^2}{2 e^{5/2}}+\frac{x^2}{2 e^{5/2}}+\frac{x^2 \log ^2(x)}{e^{5/2}}+\frac{\left(1+2 e^{5/4}\right) x^2 \log (x)}{e^{5/2}}-\frac{x^2 \log (x)}{e^{5/2}}-\frac{2 \left(2+e^{5/4}\right) x}{e^{5/2}}+\frac{4 x}{e^{5/2}}+\frac{\left(\left(1+e^{5/4}\right) x+1\right)^2}{e^{5/4} \left(1+e^{5/4}\right)}+\frac{2 x \log ^2(x)}{e^{5/2}}+\frac{\log ^2(x)}{e^{5/2}}+\frac{2 \left(2+e^{5/4}\right) x \log (x)}{e^{5/2}}-\frac{4 x \log (x)}{e^{5/2}}","\left(x+\frac{(x+1) \log (x)}{e^{5/4}}\right)^2",1,"(4*x)/E^(5/2) - (2*(2 + E^(5/4))*x)/E^(5/2) + x^2/(2*E^(5/2)) - ((1 + 2*E^(5/4))*x^2)/(2*E^(5/2)) + (1 + (1 + E^(5/4))*x)^2/(E^(5/4)*(1 + E^(5/4))) - (4*x*Log[x])/E^(5/2) + (2*(2 + E^(5/4))*x*Log[x])/E^(5/2) - (x^2*Log[x])/E^(5/2) + ((1 + 2*E^(5/4))*x^2*Log[x])/E^(5/2) + Log[x]^2/E^(5/2) + (2*x*Log[x]^2)/E^(5/2) + (x^2*Log[x]^2)/E^(5/2)","B",14,9,77,0.1169,1,"{12, 14, 2357, 2295, 2301, 2304, 2330, 2296, 2305}"
9403,1,19,0,0.4441988,"\int \frac{e^{5+\frac{e^5}{-3-x-x^2+\log (5)}} (1+2 x)}{9+6 x+7 x^2+2 x^3+x^4+\left(-6-2 x-2 x^2\right) \log (5)+\log ^2(5)} \, dx","Int[(E^(5 + E^5/(-3 - x - x^2 + Log[5]))*(1 + 2*x))/(9 + 6*x + 7*x^2 + 2*x^3 + x^4 + (-6 - 2*x - 2*x^2)*Log[5] + Log[5]^2),x]","e^{-\frac{e^5}{x^2+x+3-\log (5)}}","e^{\frac{e^5}{-x^2-x-3+\log (5)}}",1,"E^(-(E^5/(3 + x + x^2 - Log[5])))","A",2,2,65,0.03077,1,"{6688, 6706}"
9404,1,12,0,0.0217964,"\int \frac{-96+32 x+x^2}{-3 x^2+x^3} \, dx","Int[(-96 + 32*x + x^2)/(-3*x^2 + x^3),x]","\log (3-x)-\frac{32}{x}","\log (3-x)-\frac{32}{x}",1,"-32/x + Log[3 - x]","A",3,2,20,0.1000,1,"{1593, 893}"
9405,0,0,0,0.6009111,"\int \frac{74919334050 x+2360474820 x^2+27882962 x^3+146352 x^4+288 x^5+e^{\frac{x}{193545+3049 x+12 x^2}} \left(149838668100+4721723820 x+55765924 x^2+292656 x^3+576 x^4\right)}{37459667025+1180237410 x+13941481 x^2+73176 x^3+144 x^4} \, dx","Int[(74919334050*x + 2360474820*x^2 + 27882962*x^3 + 146352*x^4 + 288*x^5 + E^(x/(193545 + 3049*x + 12*x^2))*(149838668100 + 4721723820*x + 55765924*x^2 + 292656*x^3 + 576*x^4))/(37459667025 + 1180237410*x + 13941481*x^2 + 73176*x^3 + 144*x^4),x]","\int \frac{74919334050 x+2360474820 x^2+27882962 x^3+146352 x^4+288 x^5+e^{\frac{x}{193545+3049 x+12 x^2}} \left(149838668100+4721723820 x+55765924 x^2+292656 x^3+576 x^4\right)}{37459667025+1180237410 x+13941481 x^2+73176 x^3+144 x^4} \, dx","x \left(x+4 e^{\frac{x}{3 (-2 x-254)^2+x-3}}\right)",1,"x^2 + 4*Defer[Int][E^(x/(193545 + 3049*x + 12*x^2)), x] + (611524*Defer[Int][E^(x/(193545 + 3049*x + 12*x^2))/(391 + 3*x)^2, x])/79 - (1564*Defer[Int][E^(x/(193545 + 3049*x + 12*x^2))/(391 + 3*x), x])/79 - (980100*Defer[Int][E^(x/(193545 + 3049*x + 12*x^2))/(495 + 4*x)^2, x])/79 + (1980*Defer[Int][E^(x/(193545 + 3049*x + 12*x^2))/(495 + 4*x), x])/79","F",0,0,0,0,-1,"{}"
9406,0,0,0,2.15407,"\int \frac{-600-390 x+30 x^2+600 x^3+660 x^4+90 x^5-105 x^6-30 x^7}{-800 x-240 x^2+72 x^3+3196 x^4+4160 x^5+1472 x^6-32 x^7-56 x^8+4 x^9+\left(-400 x-160 x^2+20 x^3+1600 x^4+2240 x^5+960 x^6+80 x^7-20 x^8\right) \log \left(\frac{4 x^4+4 x^5+x^6}{-1+4 x^3+4 x^4+x^5}\right)+\left(-50 x-25 x^2+200 x^4+300 x^5+150 x^6+25 x^7\right) \log ^2\left(\frac{4 x^4+4 x^5+x^6}{-1+4 x^3+4 x^4+x^5}\right)} \, dx","Int[(-600 - 390*x + 30*x^2 + 600*x^3 + 660*x^4 + 90*x^5 - 105*x^6 - 30*x^7)/(-800*x - 240*x^2 + 72*x^3 + 3196*x^4 + 4160*x^5 + 1472*x^6 - 32*x^7 - 56*x^8 + 4*x^9 + (-400*x - 160*x^2 + 20*x^3 + 1600*x^4 + 2240*x^5 + 960*x^6 + 80*x^7 - 20*x^8)*Log[(4*x^4 + 4*x^5 + x^6)/(-1 + 4*x^3 + 4*x^4 + x^5)] + (-50*x - 25*x^2 + 200*x^4 + 300*x^5 + 150*x^6 + 25*x^7)*Log[(4*x^4 + 4*x^5 + x^6)/(-1 + 4*x^3 + 4*x^4 + x^5)]^2),x]","\int \frac{-600-390 x+30 x^2+600 x^3+660 x^4+90 x^5-105 x^6-30 x^7}{-800 x-240 x^2+72 x^3+3196 x^4+4160 x^5+1472 x^6-32 x^7-56 x^8+4 x^9+\left(-400 x-160 x^2+20 x^3+1600 x^4+2240 x^5+960 x^6+80 x^7-20 x^8\right) \log \left(\frac{4 x^4+4 x^5+x^6}{-1+4 x^3+4 x^4+x^5}\right)+\left(-50 x-25 x^2+200 x^4+300 x^5+150 x^6+25 x^7\right) \log ^2\left(\frac{4 x^4+4 x^5+x^6}{-1+4 x^3+4 x^4+x^5}\right)} \, dx","\frac{5}{\frac{2 x}{3}-\frac{5}{3} \left(\log \left(\frac{x^2}{x-\frac{1}{x^2 (x+2)^2}}\right)+4\right)}",1,"-30*Defer[Int][(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^(-2), x] + 300*Defer[Int][1/(x*(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^2), x] + 150*Defer[Int][1/((2 + x)*(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^2), x] - 900*Defer[Int][x^2/((-1 + 4*x^3 + 4*x^4 + x^5)*(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^2), x] - 1200*Defer[Int][x^3/((-1 + 4*x^3 + 4*x^4 + x^5)*(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^2), x] - 375*Defer[Int][x^4/((-1 + 4*x^3 + 4*x^4 + x^5)*(-20 + 2*x - 5*Log[(x^4*(2 + x)^2)/(-1 + 4*x^3 + 4*x^4 + x^5)])^2), x]","F",0,0,0,0,-1,"{}"
9407,1,24,0,0.0226645,"\int \left(2-15 e^{3 x}+e^{260+e^4-32 x+x^2} (-32+2 x)\right) \, dx","Int[2 - 15*E^(3*x) + E^(260 + E^4 - 32*x + x^2)*(-32 + 2*x),x]","e^{x^2-32 x+e^4+260}+2 x-5 e^{3 x}","2 x+e^{(16-x)^2+e^4+4}-5 e^{3 x}+8",1,"-5*E^(3*x) + E^(260 + E^4 - 32*x + x^2) + 2*x","A",3,2,28,0.07143,1,"{2194, 2236}"
9408,0,0,0,7.6011446,"\int \frac{-5+320 x-720 x^2+240 x^3-20 x^4+\left(680 x-320 x^2+30 x^3\right) \log (2)+\left(80 x-10 x^2\right) \log ^2(2)}{256 x-2048 x^2+6400 x^3-9728 x^4+7264 x^5-2432 x^6+400 x^7-32 x^8+x^9+\left(2048 x-12544 x^2+27648 x^3-25792 x^4+9344 x^5-1584 x^6+128 x^7-4 x^8\right) \log (2)+\left(6144 x-26112 x^2+33888 x^3-13440 x^4+2352 x^5-192 x^6+6 x^7\right) \log ^2(2)+\left(8192 x-19456 x^2+8576 x^3-1552 x^4+128 x^5-4 x^6\right) \log ^3(2)+\left(4096 x-2048 x^2+384 x^3-32 x^4+x^5\right) \log ^4(2)+\left(32 x-128 x^2+144 x^3-32 x^4+2 x^5+\left(128 x-272 x^2+64 x^3-4 x^4\right) \log (2)+\left(128 x-32 x^2+2 x^3\right) \log ^2(2)\right) \log (x)+x \log ^2(x)} \, dx","Int[(-5 + 320*x - 720*x^2 + 240*x^3 - 20*x^4 + (680*x - 320*x^2 + 30*x^3)*Log[2] + (80*x - 10*x^2)*Log[2]^2)/(256*x - 2048*x^2 + 6400*x^3 - 9728*x^4 + 7264*x^5 - 2432*x^6 + 400*x^7 - 32*x^8 + x^9 + (2048*x - 12544*x^2 + 27648*x^3 - 25792*x^4 + 9344*x^5 - 1584*x^6 + 128*x^7 - 4*x^8)*Log[2] + (6144*x - 26112*x^2 + 33888*x^3 - 13440*x^4 + 2352*x^5 - 192*x^6 + 6*x^7)*Log[2]^2 + (8192*x - 19456*x^2 + 8576*x^3 - 1552*x^4 + 128*x^5 - 4*x^6)*Log[2]^3 + (4096*x - 2048*x^2 + 384*x^3 - 32*x^4 + x^5)*Log[2]^4 + (32*x - 128*x^2 + 144*x^3 - 32*x^4 + 2*x^5 + (128*x - 272*x^2 + 64*x^3 - 4*x^4)*Log[2] + (128*x - 32*x^2 + 2*x^3)*Log[2]^2)*Log[x] + x*Log[x]^2),x]","\int \frac{-5+320 x-720 x^2+240 x^3-20 x^4+\left(680 x-320 x^2+30 x^3\right) \log (2)+\left(80 x-10 x^2\right) \log ^2(2)}{256 x-2048 x^2+6400 x^3-9728 x^4+7264 x^5-2432 x^6+400 x^7-32 x^8+x^9+\left(2048 x-12544 x^2+27648 x^3-25792 x^4+9344 x^5-1584 x^6+128 x^7-4 x^8\right) \log (2)+\left(6144 x-26112 x^2+33888 x^3-13440 x^4+2352 x^5-192 x^6+6 x^7\right) \log ^2(2)+\left(8192 x-19456 x^2+8576 x^3-1552 x^4+128 x^5-4 x^6\right) \log ^3(2)+\left(4096 x-2048 x^2+384 x^3-32 x^4+x^5\right) \log ^4(2)+\left(32 x-128 x^2+144 x^3-32 x^4+2 x^5+\left(128 x-272 x^2+64 x^3-4 x^4\right) \log (2)+\left(128 x-32 x^2+2 x^3\right) \log ^2(2)\right) \log (x)+x \log ^2(x)} \, dx","\frac{5}{((x-8) (\log (2)-x)-4)^2+\log (x)}",1,"40*(8 + Log[2])*(1 + Log[4])*Defer[Int][(x^4 - 16*x^3*(1 + Log[2]/8) + 72*x^2*(1 + (Log[2]*(32 + Log[2]))/72) + 16*(1 + (1 + Log[2])*Log[16]) - 64*x*(1 + (Log[2]*(1 + ((8 + Log[2])*Log[256])/Log[16]))/8) + Log[x])^(-2), x] - 5*Defer[Int][1/(x*(x^4 - 16*x^3*(1 + Log[2]/8) + 72*x^2*(1 + (Log[2]*(32 + Log[2]))/72) + 16*(1 + (1 + Log[2])*Log[16]) - 64*x*(1 + (Log[2]*(1 + ((8 + Log[2])*Log[256])/Log[16]))/8) + Log[x])^2), x] - 10*(72 + 32*Log[2] + Log[2]^2)*Defer[Int][x/(x^4 - 16*x^3*(1 + Log[2]/8) + 72*x^2*(1 + (Log[2]*(32 + Log[2]))/72) + 16*(1 + (1 + Log[2])*Log[16]) - 64*x*(1 + (Log[2]*(1 + ((8 + Log[2])*Log[256])/Log[16]))/8) + Log[x])^2, x] + 30*(8 + Log[2])*Defer[Int][x^2/(x^4 - 16*x^3*(1 + Log[2]/8) + 72*x^2*(1 + (Log[2]*(32 + Log[2]))/72) + 16*(1 + (1 + Log[2])*Log[16]) - 64*x*(1 + (Log[2]*(1 + ((8 + Log[2])*Log[256])/Log[16]))/8) + Log[x])^2, x] - 20*Defer[Int][x^3/(x^4 - 16*x^3*(1 + Log[2]/8) + 72*x^2*(1 + (Log[2]*(32 + Log[2]))/72) + 16*(1 + (1 + Log[2])*Log[16]) - 64*x*(1 + (Log[2]*(1 + ((8 + Log[2])*Log[256])/Log[16]))/8) + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9409,1,70,0,0.3043837,"\int \frac{e^{2 x+e^{x^2} x^2-4 x^3} \left(-5+10 x-60 x^3+e^{x^2} \left(10 x^2+10 x^4\right)\right)}{x^2} \, dx","Int[(E^(2*x + E^x^2*x^2 - 4*x^3)*(-5 + 10*x - 60*x^3 + E^x^2*(10*x^2 + 10*x^4)))/x^2,x]","\frac{5 e^{-4 x^3+e^{x^2} x^2+2 x} \left(-6 x^3+e^{x^2} \left(x^4+x^2\right)+x\right)}{x^2 \left(-6 x^2+e^{x^2} x+e^{x^2} x^3+1\right)}","\frac{5 e^{-x \left(x \left(-e^{x^2}+4 x-\frac{3}{x}\right)+1\right)}}{x}",1,"(5*E^(2*x + E^x^2*x^2 - 4*x^3)*(x - 6*x^3 + E^x^2*(x^2 + x^4)))/(x^2*(1 + E^x^2*x - 6*x^2 + E^x^2*x^3))","B",1,1,51,0.01961,1,"{2288}"
9410,0,0,0,1.1298398,"\int \frac{-4 x^2+2 e^{1+x} x^2-2 x^4+\left(4 x^2+6 x^4+e^{1+x} \left(-2 x^2-2 x^3\right)\right) \log (x)+\left(4-2 x^2+2 x^3+e^{1+x} \left(-2+2 x-x^2\right)\right) \log ^2(x)}{6 x^2 \log ^2(x)} \, dx","Int[(-4*x^2 + 2*E^(1 + x)*x^2 - 2*x^4 + (4*x^2 + 6*x^4 + E^(1 + x)*(-2*x^2 - 2*x^3))*Log[x] + (4 - 2*x^2 + 2*x^3 + E^(1 + x)*(-2 + 2*x - x^2))*Log[x]^2)/(6*x^2*Log[x]^2),x]","\int \frac{-4 x^2+2 e^{1+x} x^2-2 x^4+\left(4 x^2+6 x^4+e^{1+x} \left(-2 x^2-2 x^3\right)\right) \log (x)+\left(4-2 x^2+2 x^3+e^{1+x} \left(-2+2 x-x^2\right)\right) \log ^2(x)}{6 x^2 \log ^2(x)} \, dx","\frac{1}{3} \left(x-\frac{e^{x+1}-2}{x}\right) \left(\frac{x^2}{\log (x)}+\frac{x}{2}-1\right)",1,"-1/6*E^(1 + x) - 2/(3*x) + E^(1 + x)/(3*x) - x/3 + x^2/6 + (2*x)/(3*Log[x]) + x^3/(3*Log[x]) + Defer[Int][E^(1 + x)/Log[x]^2, x]/3 - Defer[Int][E^(1 + x)/Log[x], x]/3 - Defer[Int][(E^(1 + x)*x)/Log[x], x]/3","F",0,0,0,0,-1,"{}"
9411,0,0,0,39.7013621,"\int \frac{176+124 x+20 x^2+e^x \left(-88-62 x-10 x^2\right)+\left(88+256 x+134 x^2+20 x^3+e^x \left(-44-216 x-129 x^2-20 x^3\right)+e^{2 x} \left(44 x+31 x^2+5 x^3\right)\right) \log \left(x^2\right)+e^x \left(44 x+31 x^2+5 x^3\right) \log \left(x^2\right) \log \left(\frac{\left(22 x+10 x^2\right) \log \left(x^2\right)}{20+5 x}\right)}{\left(176 x+124 x^2+20 x^3+e^x \left(-176 x-124 x^2-20 x^3\right)+e^{2 x} \left(44 x+31 x^2+5 x^3\right)\right) \log \left(x^2\right)} \, dx","Int[(176 + 124*x + 20*x^2 + E^x*(-88 - 62*x - 10*x^2) + (88 + 256*x + 134*x^2 + 20*x^3 + E^x*(-44 - 216*x - 129*x^2 - 20*x^3) + E^(2*x)*(44*x + 31*x^2 + 5*x^3))*Log[x^2] + E^x*(44*x + 31*x^2 + 5*x^3)*Log[x^2]*Log[((22*x + 10*x^2)*Log[x^2])/(20 + 5*x)])/((176*x + 124*x^2 + 20*x^3 + E^x*(-176*x - 124*x^2 - 20*x^3) + E^(2*x)*(44*x + 31*x^2 + 5*x^3))*Log[x^2]),x]","\int \frac{176+124 x+20 x^2+e^x \left(-88-62 x-10 x^2\right)+\left(88+256 x+134 x^2+20 x^3+e^x \left(-44-216 x-129 x^2-20 x^3\right)+e^{2 x} \left(44 x+31 x^2+5 x^3\right)\right) \log \left(x^2\right)+e^x \left(44 x+31 x^2+5 x^3\right) \log \left(x^2\right) \log \left(\frac{\left(22 x+10 x^2\right) \log \left(x^2\right)}{20+5 x}\right)}{\left(176 x+124 x^2+20 x^3+e^x \left(-176 x-124 x^2-20 x^3\right)+e^{2 x} \left(44 x+31 x^2+5 x^3\right)\right) \log \left(x^2\right)} \, dx","\frac{\log \left(\left(x+\frac{\left(x-\frac{3}{5}\right) x+x}{x+4}\right) \log \left(x^2\right)\right)}{2-e^x}+x",1,"x - Defer[Int][1/((-2 + E^x)*x), x] + Defer[Int][1/((-2 + E^x)*(4 + x)), x] - 5*Defer[Int][1/((-2 + E^x)*(11 + 5*x)), x] - 2*Defer[Int][1/((-2 + E^x)*x*Log[x^2]), x] + 2*Defer[Int][Log[(2*x*(11 + 5*x)*Log[x^2])/(5*(4 + x))]/(-2 + E^x)^2, x] + Defer[Int][Log[(2*x*(11 + 5*x)*Log[x^2])/(5*(4 + x))]/(-2 + E^x), x]","F",0,0,0,0,-1,"{}"
9412,1,9,0,0.0026015,"\int \frac{1}{2} \left(2+e^x\right) \, dx","Int[(2 + E^x)/2,x]","x+\frac{e^x}{2}","x+\frac{e^x}{2}+e^4",1,"E^x/2 + x","A",3,2,9,0.2222,1,"{12, 2194}"
9413,0,0,0,7.6737334,"\int \frac{-100 e^{48} x \log (x)+200 e^{48} x \log ^2(x)+e^x (-100-100 x) \log ^3(x)}{-8 e^{144} x^6+\left(24 e^{96+x} x^5+12 e^{96} x^4 \log (3)\right) \log (x)+\left(-24 e^{48+2 x} x^4-24 e^{48+x} x^3 \log (3)-6 e^{48} x^2 \log ^2(3)\right) \log ^2(x)+\left(8 e^{3 x} x^3+12 e^{2 x} x^2 \log (3)+6 e^x x \log ^2(3)+\log ^3(3)\right) \log ^3(x)} \, dx","Int[(-100*E^48*x*Log[x] + 200*E^48*x*Log[x]^2 + E^x*(-100 - 100*x)*Log[x]^3)/(-8*E^144*x^6 + (24*E^(96 + x)*x^5 + 12*E^96*x^4*Log[3])*Log[x] + (-24*E^(48 + 2*x)*x^4 - 24*E^(48 + x)*x^3*Log[3] - 6*E^48*x^2*Log[3]^2)*Log[x]^2 + (8*E^(3*x)*x^3 + 12*E^(2*x)*x^2*Log[3] + 6*E^x*x*Log[3]^2 + Log[3]^3)*Log[x]^3),x]","\int \frac{-100 e^{48} x \log (x)+200 e^{48} x \log ^2(x)+e^x (-100-100 x) \log ^3(x)}{-8 e^{144} x^6+\left(24 e^{96+x} x^5+12 e^{96} x^4 \log (3)\right) \log (x)+\left(-24 e^{48+2 x} x^4-24 e^{48+x} x^3 \log (3)-6 e^{48} x^2 \log ^2(3)\right) \log ^2(x)+\left(8 e^{3 x} x^3+12 e^{2 x} x^2 \log (3)+6 e^x x \log ^2(3)+\log ^3(3)\right) \log ^3(x)} \, dx","\frac{25}{\left(2 x \left(\frac{e^{48} x}{\log (x)}-e^x\right)-\log (3)\right)^2}",1,"100*E^48*Defer[Int][(x*Log[x])/(2*E^48*x^2 - 2*E^x*x*Log[x] - Log[3]*Log[x])^3, x] - 100*E^48*Defer[Int][(x*Log[x]^2)/(2*E^48*x^2 - 2*E^x*x*Log[x] - Log[3]*Log[x])^3, x] + 100*E^48*Defer[Int][(x^2*Log[x]^2)/(2*E^48*x^2 - 2*E^x*x*Log[x] - Log[3]*Log[x])^3, x] - 50*Log[3]*Defer[Int][Log[x]^3/(x*(2*E^48*x^2 - 2*E^x*x*Log[x] - Log[3]*Log[x])^3), x] - 50*Defer[Int][Log[x]^2/(x*(2*E^48*x^2 - 2*E^x*x*Log[x] - Log[3]*Log[x])^2), x] + 50*Log[3]*Defer[Int][Log[x]^3/(-2*E^48*x^2 + 2*E^x*x*Log[x] + Log[3]*Log[x])^3, x] - 50*Defer[Int][Log[x]^2/(-2*E^48*x^2 + 2*E^x*x*Log[x] + Log[3]*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9414,0,0,0,9.4512638,"\int \frac{-16+8 x-x^2+e^{\frac{-5+x}{-4+x}} \left(32-14 x+2 x^2\right)+\left(32-16 x+2 x^2\right) \log (16)}{512 x^2-256 x^3+32 x^4+e^{\frac{2 (-5+x)}{-4+x}} \left(2048 x^2-1024 x^3+128 x^4\right)+\left(-2048 x^2+1024 x^3-128 x^4\right) \log (16)+\left(2048 x^2-1024 x^3+128 x^4\right) \log ^2(16)+e^{\frac{-5+x}{-4+x}} \left(-2048 x^2+1024 x^3-128 x^4+\left(4096 x^2-2048 x^3+256 x^4\right) \log (16)\right)} \, dx","Int[(-16 + 8*x - x^2 + E^((-5 + x)/(-4 + x))*(32 - 14*x + 2*x^2) + (32 - 16*x + 2*x^2)*Log[16])/(512*x^2 - 256*x^3 + 32*x^4 + E^((2*(-5 + x))/(-4 + x))*(2048*x^2 - 1024*x^3 + 128*x^4) + (-2048*x^2 + 1024*x^3 - 128*x^4)*Log[16] + (2048*x^2 - 1024*x^3 + 128*x^4)*Log[16]^2 + E^((-5 + x)/(-4 + x))*(-2048*x^2 + 1024*x^3 - 128*x^4 + (4096*x^2 - 2048*x^3 + 256*x^4)*Log[16])),x]","\int \frac{-16+8 x-x^2+e^{\frac{-5+x}{-4+x}} \left(32-14 x+2 x^2\right)+\left(32-16 x+2 x^2\right) \log (16)}{512 x^2-256 x^3+32 x^4+e^{\frac{2 (-5+x)}{-4+x}} \left(2048 x^2-1024 x^3+128 x^4\right)+\left(-2048 x^2+1024 x^3-128 x^4\right) \log (16)+\left(2048 x^2-1024 x^3+128 x^4\right) \log ^2(16)+e^{\frac{-5+x}{-4+x}} \left(-2048 x^2+1024 x^3-128 x^4+\left(4096 x^2-2048 x^3+256 x^4\right) \log (16)\right)} \, dx","\frac{1}{16 x \left(2-4 \left(e^{\frac{x}{\frac{x}{x-5}+x}}+\log (16)\right)\right)}",1,"((1 - Log[256])*Defer[Int][E^(10/(-4 + x))/((4 - x)^2*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))^2), x])/128 + ((1 - Log[256])*Defer[Int][E^(10/(-4 + x))/((4 - x)*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))^2), x])/512 + ((1 - Log[256])*Defer[Int][E^(10/(-4 + x))/(x*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))^2), x])/512 + Defer[Int][E^(5/(-4 + x))/((4 - x)^2*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))), x]/128 + Defer[Int][E^(5/(-4 + x))/((4 - x)*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))), x]/512 + Defer[Int][E^(5/(-4 + x))/(x^2*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))), x]/32 + Defer[Int][E^(5/(-4 + x))/(x*(2*E^(x/(-4 + x)) - E^(5/(-4 + x))*(1 - Log[256]))), x]/512","F",0,0,0,0,-1,"{}"
9415,0,0,0,7.7712963,"\int \frac{-16 x^2-16 x^3+16 x^4+e^x \left(4 x-4 x^3+4 x^4\right)+e^{e^2} \left(-16 x^2-32 x^3+e^x \left(8 x+8 x^2-4 x^3\right)\right)+\left(16 x^2+32 x^3+e^x \left(-8 x-8 x^2+4 x^3\right)\right) \log (x)}{e^{2 x} x^2-8 e^x x^3+16 x^4+e^{2 e^2} \left(e^{2 x}-8 e^x x+16 x^2\right)+e^{e^2} \left(-2 e^{2 x} x+16 e^x x^2-32 x^3\right)+\left(2 e^{2 x} x-16 e^x x^2+32 x^3+e^{e^2} \left(-2 e^{2 x}+16 e^x x-32 x^2\right)\right) \log (x)+\left(e^{2 x}-8 e^x x+16 x^2\right) \log ^2(x)} \, dx","Int[(-16*x^2 - 16*x^3 + 16*x^4 + E^x*(4*x - 4*x^3 + 4*x^4) + E^E^2*(-16*x^2 - 32*x^3 + E^x*(8*x + 8*x^2 - 4*x^3)) + (16*x^2 + 32*x^3 + E^x*(-8*x - 8*x^2 + 4*x^3))*Log[x])/(E^(2*x)*x^2 - 8*E^x*x^3 + 16*x^4 + E^(2*E^2)*(E^(2*x) - 8*E^x*x + 16*x^2) + E^E^2*(-2*E^(2*x)*x + 16*E^x*x^2 - 32*x^3) + (2*E^(2*x)*x - 16*E^x*x^2 + 32*x^3 + E^E^2*(-2*E^(2*x) + 16*E^x*x - 32*x^2))*Log[x] + (E^(2*x) - 8*E^x*x + 16*x^2)*Log[x]^2),x]","\int \frac{-16 x^2-16 x^3+16 x^4+e^x \left(4 x-4 x^3+4 x^4\right)+e^{e^2} \left(-16 x^2-32 x^3+e^x \left(8 x+8 x^2-4 x^3\right)\right)+\left(16 x^2+32 x^3+e^x \left(-8 x-8 x^2+4 x^3\right)\right) \log (x)}{e^{2 x} x^2-8 e^x x^3+16 x^4+e^{2 e^2} \left(e^{2 x}-8 e^x x+16 x^2\right)+e^{e^2} \left(-2 e^{2 x} x+16 e^x x^2-32 x^3\right)+\left(2 e^{2 x} x-16 e^x x^2+32 x^3+e^{e^2} \left(-2 e^{2 x}+16 e^x x-32 x^2\right)\right) \log (x)+\left(e^{2 x}-8 e^x x+16 x^2\right) \log ^2(x)} \, dx","\frac{4 x (x+1)}{\left(4-\frac{e^x}{x}\right) \left(x+\log (x)-e^{e^2}\right)}",1,"4*(1 + 2*E^E^2)*Defer[Int][x/((E^x - 4*x)*(E^E^2 - x - Log[x])^2), x] + 8*E^E^2*Defer[Int][x^2/((E^x - 4*x)*(E^E^2 - x - Log[x])^2), x] - 4*(1 + E^E^2)*Defer[Int][x^3/((E^x - 4*x)*(E^E^2 - x - Log[x])^2), x] + 4*Defer[Int][x^4/((E^x - 4*x)*(-E^E^2 + x + Log[x])^2), x] - 8*Defer[Int][(x*Log[x])/((E^x - 4*x)*(-E^E^2 + x + Log[x])^2), x] - 8*Defer[Int][(x^2*Log[x])/((E^x - 4*x)*(-E^E^2 + x + Log[x])^2), x] + 4*Defer[Int][(x^3*Log[x])/((E^x - 4*x)*(-E^E^2 + x + Log[x])^2), x] - 16*Defer[Int][x^2/((E^x - 4*x)^2*(-E^E^2 + x + Log[x])), x] + 16*Defer[Int][x^4/((E^x - 4*x)^2*(-E^E^2 + x + Log[x])), x]","F",0,0,0,0,-1,"{}"
9416,1,49,0,0.3354146,"\int \frac{-128 x-256 x^2-128 x^3+\left(128 x+384 x^2+256 x^3\right) \log \left(x^2\right)+\left(512 x+1536 x^2+1024 x^3\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)} \, dx","Int[(-128*x - 256*x^2 - 128*x^3 + (128*x + 384*x^2 + 256*x^3)*Log[x^2] + (512*x + 1536*x^2 + 1024*x^3)*Log[x^2]^2)/Log[x^2]^2,x]","256 x^4+512 x^3+256 x^2+\frac{64 x^2}{\log \left(x^2\right)}+\frac{64 x^4}{\log \left(x^2\right)}+\frac{128 x^3}{\log \left(x^2\right)}","256 x^2 (x+1)^2 \left(\frac{1}{4 \log \left(x^2\right)}+1\right)",1,"256*x^2 + 512*x^3 + 256*x^4 + (64*x^2)/Log[x^2] + (128*x^3)/Log[x^2] + (64*x^4)/Log[x^2]","B",23,9,61,0.1475,1,"{6742, 14, 2353, 2306, 2307, 2298, 2310, 2178, 2356}"
9417,1,17,0,0.0173616,"\int \frac{4+12 x^3+2 x^4-4 x^3 \log (x)}{x^3} \, dx","Int[(4 + 12*x^3 + 2*x^4 - 4*x^3*Log[x])/x^3,x]","x^2-\frac{2}{x^2}+16 x-4 x \log (x)","x^2-\frac{2}{x^2}-4 x (\log (x)-4)+e-1+\log (3)",1,"-2/x^2 + 16*x + x^2 - 4*x*Log[x]","A",5,2,23,0.08696,1,"{14, 2295}"
9418,1,30,0,0.0480892,"\int \frac{1}{2} e^{-x} \left(31-18 x+x^2\right) \, dx","Int[(31 - 18*x + x^2)/(2*E^x),x]","-\frac{1}{2} e^{-x} x^2+8 e^{-x} x-\frac{15 e^{-x}}{2}","\left(\frac{1}{2} e^{-x} (9-x)+3 e^{-x}\right) (x-1)",1,"-15/(2*E^x) + (8*x)/E^x - x^2/(2*E^x)","A",9,4,17,0.2353,1,"{12, 2196, 2194, 2176}"
9419,1,16,0,0.0796477,"\int \left(48 x+3 x^2+e^x \left(3 x^2+x^3\right)\right) \, dx","Int[48*x + 3*x^2 + E^x*(3*x^2 + x^3),x]","e^x x^3+x^3+24 x^2","x^2 \left(e^x x+x+24\right)",1,"24*x^2 + x^3 + E^x*x^3","A",11,4,22,0.1818,1,"{1593, 2196, 2176, 2194}"
9420,0,0,0,10.4813774,"\int \frac{24 e^{2 x}+\left(e^x \left(-120-24 e^5\right)+24 e^{2 x} x\right) \log \left(\frac{2}{x}\right)+e^x \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+\left(12 e^{3 x} x \log \left(\frac{2}{x}\right)+e^{2 x} \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+e^x \left(299 x+120 e^5 x+12 e^{10} x\right) \log ^3\left(\frac{2}{x}\right)\right) \log \left(\frac{-12 e^{2 x}+e^x \left(120+24 e^5\right) \log \left(\frac{2}{x}\right)+\left(-299-120 e^5-12 e^{10}\right) \log ^2\left(\frac{2}{x}\right)}{\log ^2\left(\frac{2}{x}\right)}\right)}{\left(12 e^{2 x} x \log \left(\frac{2}{x}\right)+e^x \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+\left(299 x+120 e^5 x+12 e^{10} x\right) \log ^3\left(\frac{2}{x}\right)\right) \log \left(\frac{-12 e^{2 x}+e^x \left(120+24 e^5\right) \log \left(\frac{2}{x}\right)+\left(-299-120 e^5-12 e^{10}\right) \log ^2\left(\frac{2}{x}\right)}{\log ^2\left(\frac{2}{x}\right)}\right)} \, dx","Int[(24*E^(2*x) + (E^x*(-120 - 24*E^5) + 24*E^(2*x)*x)*Log[2/x] + E^x*(-120*x - 24*E^5*x)*Log[2/x]^2 + (12*E^(3*x)*x*Log[2/x] + E^(2*x)*(-120*x - 24*E^5*x)*Log[2/x]^2 + E^x*(299*x + 120*E^5*x + 12*E^10*x)*Log[2/x]^3)*Log[(-12*E^(2*x) + E^x*(120 + 24*E^5)*Log[2/x] + (-299 - 120*E^5 - 12*E^10)*Log[2/x]^2)/Log[2/x]^2])/((12*E^(2*x)*x*Log[2/x] + E^x*(-120*x - 24*E^5*x)*Log[2/x]^2 + (299*x + 120*E^5*x + 12*E^10*x)*Log[2/x]^3)*Log[(-12*E^(2*x) + E^x*(120 + 24*E^5)*Log[2/x] + (-299 - 120*E^5 - 12*E^10)*Log[2/x]^2)/Log[2/x]^2]),x]","\int \frac{24 e^{2 x}+\left(e^x \left(-120-24 e^5\right)+24 e^{2 x} x\right) \log \left(\frac{2}{x}\right)+e^x \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+\left(12 e^{3 x} x \log \left(\frac{2}{x}\right)+e^{2 x} \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+e^x \left(299 x+120 e^5 x+12 e^{10} x\right) \log ^3\left(\frac{2}{x}\right)\right) \log \left(\frac{-12 e^{2 x}+e^x \left(120+24 e^5\right) \log \left(\frac{2}{x}\right)+\left(-299-120 e^5-12 e^{10}\right) \log ^2\left(\frac{2}{x}\right)}{\log ^2\left(\frac{2}{x}\right)}\right)}{\left(12 e^{2 x} x \log \left(\frac{2}{x}\right)+e^x \left(-120 x-24 e^5 x\right) \log ^2\left(\frac{2}{x}\right)+\left(299 x+120 e^5 x+12 e^{10} x\right) \log ^3\left(\frac{2}{x}\right)\right) \log \left(\frac{-12 e^{2 x}+e^x \left(120+24 e^5\right) \log \left(\frac{2}{x}\right)+\left(-299-120 e^5-12 e^{10}\right) \log ^2\left(\frac{2}{x}\right)}{\log ^2\left(\frac{2}{x}\right)}\right)} \, dx","e^x+\log \left(\log \left(1-12 \left(\frac{e^x}{\log \left(\frac{2}{x}\right)}-e^5-5\right)^2\right)\right)",1,"E^x + 2*Defer[Int][Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]^(-1), x] + 2*Defer[Int][1/(x*Log[2/x]*Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]), x] + 24*(5 + E^5)*Defer[Int][E^x/(x*(12*E^(2*x) - 120*E^x*(1 + E^5/5)*Log[2/x] + 299*(1 + (12*E^5*(10 + E^5))/299)*Log[2/x]^2)*Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]), x] + 24*(5 + E^5)*Defer[Int][(E^x*Log[2/x])/((12*E^(2*x) - 120*E^x*(1 + E^5/5)*Log[2/x] + 299*(1 + (12*E^5*(10 + E^5))/299)*Log[2/x]^2)*Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]), x] - 2*(299 + 120*E^5 + 12*E^10)*Defer[Int][Log[2/x]/(x*(12*E^(2*x) - 120*E^x*(1 + E^5/5)*Log[2/x] + 299*(1 + (12*E^5*(10 + E^5))/299)*Log[2/x]^2)*Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]), x] - 2*(299 + 120*E^5 + 12*E^10)*Defer[Int][Log[2/x]^2/((12*E^(2*x) - 120*E^x*(1 + E^5/5)*Log[2/x] + 299*(1 + (12*E^5*(10 + E^5))/299)*Log[2/x]^2)*Log[-299*(1 + (12*E^5*(10 + E^5))/299) - (12*E^(2*x))/Log[2/x]^2 + (24*E^x*(5 + E^5))/Log[2/x]]), x]","F",0,0,0,0,-1,"{}"
9421,1,79,0,0.1635478,"\int \left(26+54 x+6 x^2+4 x^3+e^4 (2+4 x)+e^{2 x} \left(2 x+2 x^2\right)+e^x \left(26+30 x+8 x^2+2 x^3+e^4 (2+2 x)\right)\right) \, dx","Int[26 + 54*x + 6*x^2 + 4*x^3 + E^4*(2 + 4*x) + E^(2*x)*(2*x + 2*x^2) + E^x*(26 + 30*x + 8*x^2 + 2*x^3 + E^4*(2 + 2*x)),x]","x^4+2 e^x x^3+2 x^3+2 e^x x^2+e^{2 x} x^2+27 x^2+26 e^x x+26 x-2 e^{x+4}+\frac{1}{2} e^4 (2 x+1)^2+2 e^{x+4} (x+1)","\left(\left(x+e^x+\frac{16}{x}\right) x+x+e^4-3\right)^2",1,"-2*E^(4 + x) + 26*x + 26*E^x*x + 27*x^2 + 2*E^x*x^2 + E^(2*x)*x^2 + 2*x^3 + 2*E^x*x^3 + x^4 + 2*E^(4 + x)*(1 + x) + (E^4*(1 + 2*x)^2)/2","B",23,4,67,0.05970,1,"{1593, 2196, 2176, 2194}"
9422,0,0,0,3.2164628,"\int \frac{2 x^2+8 x^3+8 x^4+e^x \left(-2-8 x-8 x^2\right)+\left(e^x (-2-4 x)+2 x+4 x^2\right) \log \left(-\frac{4 e^x x}{e^x-x}\right)}{\left(e^x x^3-x^4\right) \log ^3\left(-\frac{4 e^x x}{e^x-x}\right)} \, dx","Int[(2*x^2 + 8*x^3 + 8*x^4 + E^x*(-2 - 8*x - 8*x^2) + (E^x*(-2 - 4*x) + 2*x + 4*x^2)*Log[(-4*E^x*x)/(E^x - x)])/((E^x*x^3 - x^4)*Log[(-4*E^x*x)/(E^x - x)]^3),x]","\int \frac{2 x^2+8 x^3+8 x^4+e^x \left(-2-8 x-8 x^2\right)+\left(e^x (-2-4 x)+2 x+4 x^2\right) \log \left(-\frac{4 e^x x}{e^x-x}\right)}{\left(e^x x^3-x^4\right) \log ^3\left(-\frac{4 e^x x}{e^x-x}\right)} \, dx","\frac{\left(\frac{1}{x}+2\right)^2}{\log ^2\left(\frac{4 e^x x}{x-e^x}\right)}",1,"-2*Defer[Int][1/(x^3*Log[(-4*E^x*x)/(E^x - x)]^3), x] - 8*Defer[Int][1/(x^2*Log[(-4*E^x*x)/(E^x - x)]^3), x] - 2*Defer[Int][1/((E^x - x)*x^2*Log[(-4*E^x*x)/(E^x - x)]^3), x] - 8*Defer[Int][1/(x*Log[(-4*E^x*x)/(E^x - x)]^3), x] - 6*Defer[Int][1/((E^x - x)*x*Log[(-4*E^x*x)/(E^x - x)]^3), x] + 8*Defer[Int][x/((E^x - x)*Log[(-4*E^x*x)/(E^x - x)]^3), x] - 2*Defer[Int][1/(x^3*Log[(-4*E^x*x)/(E^x - x)]^2), x] - 4*Defer[Int][1/(x^2*Log[(-4*E^x*x)/(E^x - x)]^2), x]","F",0,0,0,0,-1,"{}"
9423,1,16,0,0.0017053,"\int \frac{1}{5} \left(-81+5 e^2+22 x\right) \, dx","Int[(-81 + 5*E^2 + 22*x)/5,x]","\frac{1}{220} \left(-22 x-5 e^2+81\right)^2","x \left(x-\frac{3}{5} (3 (9-x)+x)+e^2\right)",1,"(81 - 5*E^2 - 22*x)^2/220","A",1,1,14,0.07143,1,"{9}"
9424,1,13,0,0.0054335,"\int \left(15+\sqrt[25]{e}+2 x\right) \, dx","Int[15 + E^(1/25) + 2*x,x]","x^2+\left(15+\sqrt[25]{e}\right) x","(x+2) \left(x+\sqrt[25]{e}+13\right)",1,"(15 + E^(1/25))*x + x^2","A",1,0,10,0,1,"{}"
9425,1,34,0,0.6549416,"\int \frac{140+70 x-77 x^2+35 x^3+77 x^4+21 x^5+e^x \left(28 x+28 x^2+7 x^3\right)+\left(-56 x^2-56 x^3-14 x^4\right) \log (5 x)}{4 x+4 x^2+x^3} \, dx","Int[(140 + 70*x - 77*x^2 + 35*x^3 + 77*x^4 + 21*x^5 + E^x*(28*x + 28*x^2 + 7*x^3) + (-56*x^2 - 56*x^3 - 14*x^4)*Log[5*x])/(4*x + 4*x^2 + x^3),x]","7 x^3-7 x^2 \log (5 x)-21 x+7 e^x-\frac{14}{x+2}+35 \log (x)","7 \left(\left(5-x^2\right) \left(-x-\frac{2}{x+2}+\log (5 x)\right)+e^x\right)",1,"7*E^x - 21*x + 7*x^3 - 14/(2 + x) + 35*Log[x] - 7*x^2*Log[5*x]","A",16,7,79,0.08861,1,"{1594, 27, 6742, 2194, 44, 43, 2304}"
9426,1,16,0,0.0210034,"\int \frac{-37-16 x-2 x^2+e^5 \left(-16-8 x-x^2\right)}{16+8 x+x^2} \, dx","Int[(-37 - 16*x - 2*x^2 + E^5*(-16 - 8*x - x^2))/(16 + 8*x + x^2),x]","\frac{5}{x+4}-\left(2+e^5\right) x","-\left(\left(2+e^5\right) x\right)+\frac{5}{x+4}+2",1,"-((2 + E^5)*x) + 5/(4 + x)","A",3,2,35,0.05714,1,"{27, 1850}"
9427,0,0,0,1.3641561,"\int \frac{\left(54-99 x-15 x^2+23 x^3+3 x^4\right) \log (5)+\left(-54+18 x^2+2 x^3\right) \log (5) \log \left(\frac{3}{x}\right)}{81 x^4-18 x^6+x^8+\left(162 x^3-36 x^5+2 x^7\right) \log \left(\frac{3}{x}\right)+\left(81 x^2-18 x^4+x^6\right) \log ^2\left(\frac{3}{x}\right)} \, dx","Int[((54 - 99*x - 15*x^2 + 23*x^3 + 3*x^4)*Log[5] + (-54 + 18*x^2 + 2*x^3)*Log[5]*Log[3/x])/(81*x^4 - 18*x^6 + x^8 + (162*x^3 - 36*x^5 + 2*x^7)*Log[3/x] + (81*x^2 - 18*x^4 + x^6)*Log[3/x]^2),x]","\int \frac{\left(54-99 x-15 x^2+23 x^3+3 x^4\right) \log (5)+\left(-54+18 x^2+2 x^3\right) \log (5) \log \left(\frac{3}{x}\right)}{81 x^4-18 x^6+x^8+\left(162 x^3-36 x^5+2 x^7\right) \log \left(\frac{3}{x}\right)+\left(81 x^2-18 x^4+x^6\right) \log ^2\left(\frac{3}{x}\right)} \, dx","-\frac{(x+6) \log (5)}{(x-3) x (x+3) \left(x+\log \left(\frac{3}{x}\right)\right)}",1,"(Log[5]*Defer[Int][1/((-3 + x)*(x + Log[3/x])^2), x])/3 + (2*Log[5]*Defer[Int][1/(x^2*(x + Log[3/x])^2), x])/3 - (5*Log[5]*Defer[Int][1/(x*(x + Log[3/x])^2), x])/9 + (2*Log[5]*Defer[Int][1/((3 + x)*(x + Log[3/x])^2), x])/9 + (Log[5]*Defer[Int][1/((-3 + x)^2*(x + Log[3/x])), x])/2 - (2*Log[5]*Defer[Int][1/(x^2*(x + Log[3/x])), x])/3 + (Log[5]*Defer[Int][1/((3 + x)^2*(x + Log[3/x])), x])/6","F",0,0,0,0,-1,"{}"
9428,0,0,0,0.9617801,"\int \frac{8 x^2+9 x^3+6 x^4+2 x^5+\left(120 x+4 x^2-50 x^3-29 x^4-4 x^5\right) \log (x)+\left(-300-120 x+88 x^2+90 x^3+24 x^4+2 x^5\right) \log ^2(x)}{2 x^4+\left(-20 x^3-4 x^4\right) \log (x)+\left(50 x^2+20 x^3+2 x^4\right) \log ^2(x)} \, dx","Int[(8*x^2 + 9*x^3 + 6*x^4 + 2*x^5 + (120*x + 4*x^2 - 50*x^3 - 29*x^4 - 4*x^5)*Log[x] + (-300 - 120*x + 88*x^2 + 90*x^3 + 24*x^4 + 2*x^5)*Log[x]^2)/(2*x^4 + (-20*x^3 - 4*x^4)*Log[x] + (50*x^2 + 20*x^3 + 2*x^4)*Log[x]^2),x]","\int \frac{8 x^2+9 x^3+6 x^4+2 x^5+\left(120 x+4 x^2-50 x^3-29 x^4-4 x^5\right) \log (x)+\left(-300-120 x+88 x^2+90 x^3+24 x^4+2 x^5\right) \log ^2(x)}{2 x^4+\left(-20 x^3-4 x^4\right) \log (x)+\left(50 x^2+20 x^3+2 x^4\right) \log ^2(x)} \, dx","\frac{(x+4) \left(3-x \left(\frac{x}{(x+5) \log (x)-x}-x\right)\right)}{2 x}",1,"6/x + 2*x + x^2/2 + (25*Defer[Int][(-x + 5*Log[x] + x*Log[x])^(-2), x])/2 + 2*Defer[Int][x/(-x + 5*Log[x] + x*Log[x])^2, x] + Defer[Int][x^2/(-x + 5*Log[x] + x*Log[x])^2, x]/2 - (25*Defer[Int][1/((5 + x)*(-x + 5*Log[x] + x*Log[x])^2), x])/2 - (5*Defer[Int][(-x + 5*Log[x] + x*Log[x])^(-1), x])/2 - Defer[Int][x/(-x + 5*Log[x] + x*Log[x]), x]/2 + (5*Defer[Int][1/((5 + x)*(-x + 5*Log[x] + x*Log[x])), x])/2","F",0,0,0,0,-1,"{}"
9429,1,25,0,0.005914,"\int \frac{-768-30 x-12 \log (4)}{x^3} \, dx","Int[(-768 - 30*x - 12*Log[4])/x^3,x]","\frac{3 (5 x+2 (64+\log (4)))^2}{2 x^2 (64+\log (4))}","\frac{6 \left(\frac{64+\log (4)}{x}+5\right)}{x}+2",1,"(3*(5*x + 2*(64 + Log[4]))^2)/(2*x^2*(64 + Log[4]))","A",1,1,13,0.07692,1,"{37}"
9430,0,0,0,1.6233015,"\int \frac{-10 e^x x^2+25 x^3-2 e^{2 x} x^3+\left(9325 x^2-750 e^{2 x} x^2+e^x \left(-1250 x-10 x^3\right)\right) \log (x)+\left(1171875 x-93750 e^{2 x} x+e^x \left(-1250 x-2500 x^2\right)\right) \log ^2(x)+\left(48828125-3906250 e^{2 x}+e^x (-156250-156250 x)-6250 x\right) \log ^3(x)}{25 x^3+9375 x^2 \log (x)+1171875 x \log ^2(x)+48828125 \log ^3(x)} \, dx","Int[(-10*E^x*x^2 + 25*x^3 - 2*E^(2*x)*x^3 + (9325*x^2 - 750*E^(2*x)*x^2 + E^x*(-1250*x - 10*x^3))*Log[x] + (1171875*x - 93750*E^(2*x)*x + E^x*(-1250*x - 2500*x^2))*Log[x]^2 + (48828125 - 3906250*E^(2*x) + E^x*(-156250 - 156250*x) - 6250*x)*Log[x]^3)/(25*x^3 + 9375*x^2*Log[x] + 1171875*x*Log[x]^2 + 48828125*Log[x]^3),x]","\int \frac{-10 e^x x^2+25 x^3-2 e^{2 x} x^3+\left(9325 x^2-750 e^{2 x} x^2+e^x \left(-1250 x-10 x^3\right)\right) \log (x)+\left(1171875 x-93750 e^{2 x} x+e^x \left(-1250 x-2500 x^2\right)\right) \log ^2(x)+\left(48828125-3906250 e^{2 x}+e^x (-156250-156250 x)-6250 x\right) \log ^3(x)}{25 x^3+9375 x^2 \log (x)+1171875 x \log ^2(x)+48828125 \log ^3(x)} \, dx","x-\frac{1}{25} \left(e^x+\frac{x}{\frac{x}{5 \log (x)}+25}\right)^2-1",1,"-1/25*E^(2*x) + x - x^2/15625 - (2*E^x*(x^2*Log[x] + 125*x*Log[x]^2))/(5*(x + 125*Log[x])^2) + (2*Defer[Int][x^3/(x + 125*Log[x])^3, x])/125 + (2*Defer[Int][x^4/(x + 125*Log[x])^3, x])/15625 - (2*Defer[Int][x^2/(x + 125*Log[x])^2, x])/125 - (6*Defer[Int][x^3/(x + 125*Log[x])^2, x])/15625 + (6*Defer[Int][x^2/(x + 125*Log[x]), x])/15625","F",0,0,0,0,-1,"{}"
9431,1,21,0,0.0564666,"\int \frac{3+6 x^2+e^x x^2+\left(12 x^2+e^x \left(2 x^2+x^3\right)\right) \log (x)}{x} \, dx","Int[(3 + 6*x^2 + E^x*x^2 + (12*x^2 + E^x*(2*x^2 + x^3))*Log[x])/x,x]","e^x x^2 \log (x)+6 x^2 \log (x)+3 \log (x)","\left(\frac{3}{x^2}+e^x+6\right) x^2 \log (x)",1,"3*Log[x] + 6*x^2*Log[x] + E^x*x^2*Log[x]","A",8,3,40,0.07500,1,"{14, 2288, 2304}"
9432,1,108,0,0.2090695,"\int \frac{25+50 x+\left(75 x^2+150 x^3\right) \log (4)+\left(-36 e^8 x^3+75 x^4+90 e^4 x^4+96 x^5\right) \log ^2(4)+\left(25 x^6+18 e^4 x^6+32 x^7\right) \log ^3(4)}{25+75 x^2 \log (4)+75 x^4 \log ^2(4)+25 x^6 \log ^3(4)} \, dx","Int[(25 + 50*x + (75*x^2 + 150*x^3)*Log[4] + (-36*E^8*x^3 + 75*x^4 + 90*E^4*x^4 + 96*x^5)*Log[4]^2 + (25*x^6 + 18*E^4*x^6 + 32*x^7)*Log[4]^3)/(25 + 75*x^2*Log[4] + 75*x^4*Log[4]^2 + 25*x^6*Log[4]^3),x]","\frac{16 x^2}{25}+\frac{27 e^4 x}{25 \left(x^2 \log (4)+1\right)}-\frac{9 \left(7 e^4 x \log (4)+3-e^8 \log (16)\right)}{25 \log (4) \left(x^2 \log (4)+1\right)}+\frac{9 \left(2 e^4 x \log (4)+1-e^8 \log (4)\right)}{25 \log (4) \left(x^2 \log (4)+1\right)^2}+\frac{1}{25} \left(25+18 e^4\right) x","x^2-\frac{9 \left(x-e^4\right)^2 x^2}{25 \left(x+\frac{1}{x \log (4)}\right)^2}+x",1,"((25 + 18*E^4)*x)/25 + (16*x^2)/25 + (9*(1 - E^8*Log[4] + 2*E^4*x*Log[4]))/(25*Log[4]*(1 + x^2*Log[4])^2) + (27*E^4*x)/(25*(1 + x^2*Log[4])) - (9*(3 + 7*E^4*x*Log[4] - E^8*Log[16]))/(25*Log[4]*(1 + x^2*Log[4]))","B",8,4,105,0.03810,1,"{2073, 203, 639, 199}"
9433,1,16,0,0.0220176,"\int \frac{-18+9 x+e^x x+6 x \log (x)}{x} \, dx","Int[(-18 + 9*x + E^x*x + 6*x*Log[x])/x,x]","3 x+e^x+6 x \log (x)-18 \log (x)","e^x+3 \left(x+2 (x-3) \log (x)-\frac{4}{9}\right)",1,"E^x + 3*x - 18*Log[x] + 6*x*Log[x]","A",8,4,19,0.2105,1,"{14, 2194, 43, 2295}"
9434,0,0,0,0.2487685,"\int \frac{-8 e+e^{5-x} (-27+36 x)}{-24 e+27 e^{5-x} x} \, dx","Int[(-8*E + E^(5 - x)*(-27 + 36*x))/(-24*E + 27*E^(5 - x)*x),x]","\int \frac{-8 e+e^{5-x} (-27+36 x)}{-24 e+27 e^{5-x} x} \, dx","\frac{x}{3}-\log \left(\frac{1}{2} e^{4-x} x-\frac{4}{9}\right)",1,"x/3 + 9*E^4*Defer[Int][(8*E^x - 9*E^4*x)^(-1), x] + 9*E^4*Defer[Int][x/(-8*E^x + 9*E^4*x), x]","F",0,0,0,0,-1,"{}"
9435,1,234,0,0.3511444,"\int \frac{-4 x^2-10 x^3-3 x^4+\left(4 x+10 x^2+3 x^3\right) \log (5)+\log (5) \log \left(e^{6+4 x+5 x^2+x^3}\right)}{x^2-2 x \log (5)+\log ^2(5)} \, dx","Int[(-4*x^2 - 10*x^3 - 3*x^4 + (4*x + 10*x^2 + 3*x^3)*Log[5] + Log[5]*Log[E^(6 + 4*x + 5*x^2 + x^3)])/(x^2 - 2*x*Log[5] + Log[5]^2),x]","-x^3-5 x^2-\frac{3}{2} x^2 \log (25)+3 x^2 \log (5)-\frac{\log (5) \log \left(e^{x^3+5 x^2+4 x+6}\right)}{x-\log (5)}-4 x+\frac{3 \log ^4(5)}{x-\log (5)}-12 \log ^3(5) \log (x-\log (5))+\frac{10 \log ^3(5)}{x-\log (5)}-9 x \log ^2(5)+\log (5) \left(4+3 \log ^2(5)+10 \log (5)\right) \log (x-\log (5))-30 \log ^2(5) \log (x-\log (5))-\frac{\log ^2(5) \left(4+3 \log ^2(5)+10 \log (5)\right)}{x-\log (5)}+\frac{4 \log ^2(5)}{x-\log (5)}+x \log (5) (10+\log (125))+2 x \log (5) (5+\log (125))-10 x \log (25)-4 \log (25) \log (x-\log (5))+\log (5) (2+\log (5)) (2+9 \log (5)) \log (x-\log (5))","\frac{x \log \left(e^{(x (x+5)+3) x+x+6}\right)}{\log (5)-x}",1,"-4*x - 5*x^2 - x^3 + 3*x^2*Log[5] - 9*x*Log[5]^2 + (4*Log[5]^2)/(x - Log[5]) + (10*Log[5]^3)/(x - Log[5]) + (3*Log[5]^4)/(x - Log[5]) - (Log[5]^2*(4 + 10*Log[5] + 3*Log[5]^2))/(x - Log[5]) - 10*x*Log[25] - (3*x^2*Log[25])/2 + 2*x*Log[5]*(5 + Log[125]) + x*Log[5]*(10 + Log[125]) - (Log[5]*Log[E^(6 + 4*x + 5*x^2 + x^3)])/(x - Log[5]) - 30*Log[5]^2*Log[x - Log[5]] - 12*Log[5]^3*Log[x - Log[5]] + Log[5]*(2 + Log[5])*(2 + 9*Log[5])*Log[x - Log[5]] + Log[5]*(4 + 10*Log[5] + 3*Log[5]^2)*Log[x - Log[5]] - 4*Log[25]*Log[x - Log[5]]","B",14,6,68,0.08824,1,"{27, 6742, 43, 771, 2551, 698}"
9436,1,90,0,0.3824666,"\int \frac{e^{-5+8 x-3 x^2-e^{10} \left(2 x-x^2\right)} \left(-3+24 x-18 x^2+e^{10} \left(-6 x+6 x^2\right)+\left(24-18 x+e^{10} (-6+6 x)\right) \log (3)\right)}{x^2+2 x \log (3)+\log ^2(3)} \, dx","Int[(E^(-5 + 8*x - 3*x^2 - E^10*(2*x - x^2))*(-3 + 24*x - 18*x^2 + E^10*(-6*x + 6*x^2) + (24 - 18*x + E^10*(-6 + 6*x))*Log[3]))/(x^2 + 2*x*Log[3] + Log[3]^2),x]","\frac{3 e^{-3 x^2-e^{10} \left(2 x-x^2\right)+8 x-5} \left(-3 x^2-e^{10} \left(x-x^2\right)+4 x+\left(-e^{10} (1-x)-3 x+4\right) \log (3)\right)}{\left(-e^{10} (1-x)-3 x+4\right) (x+\log (3))^2}","\frac{3 e^{x^2+\left(e^{10}-4\right) (x-2) x-5}}{x+\log (3)}",1,"(3*E^(-5 + 8*x - 3*x^2 - E^10*(2*x - x^2))*(4*x - 3*x^2 - E^10*(x - x^2) + (4 - E^10*(1 - x) - 3*x)*Log[3]))/((4 - E^10*(1 - x) - 3*x)*(x + Log[3])^2)","B",2,2,82,0.02439,1,"{27, 2288}"
9437,1,36,0,0.0122108,"\int \left(1682 x+2 e^4 x+1044 x^2+144 x^3+e^2 \left(-116 x-36 x^2\right)\right) \, dx","Int[1682*x + 2*E^4*x + 1044*x^2 + 144*x^3 + E^2*(-116*x - 36*x^2),x]","36 x^4-12 e^2 x^3+348 x^3+\left(841+e^4\right) x^2-58 e^2 x^2","\left(x-x \left(x-7 (x+4)+e^2\right)\right)^2+2",1,"-58*E^2*x^2 + (841 + E^4)*x^2 + 348*x^3 - 12*E^2*x^3 + 36*x^4","A",3,1,33,0.03030,1,"{6}"
9438,1,18,0,0.0823841,"\int \frac{1+e^x (-3-x)}{16+8 x+x^2} \, dx","Int[(1 + E^x*(-3 - x))/(16 + 8*x + x^2),x]","-\frac{e^x}{x+4}-\frac{1}{x+4}","\frac{-e^x-1}{x+4}",1,"-(4 + x)^(-1) - E^x/(4 + x)","A",4,3,22,0.1364,1,"{27, 6742, 2197}"
9439,1,30,0,0.0152515,"\int \frac{-18 e^2+18 x^2+4 x^3-24 x^5+27 x^7}{18 x^2} \, dx","Int[(-18*E^2 + 18*x^2 + 4*x^3 - 24*x^5 + 27*x^7)/(18*x^2),x]","\frac{x^6}{4}-\frac{x^4}{3}+\frac{x^2}{9}+x+\frac{e^2}{x}","\frac{1}{4} x^2 \left(x^2-\frac{2}{3}\right)^2+x+\frac{e^2 (1-x)}{x}+7",1,"E^2/x + x + x^2/9 - x^4/3 + x^6/4","A",3,2,33,0.06061,1,"{12, 14}"
9440,0,0,0,42.0949479,"\int \frac{-32 x+8 x^3+16 x^4+12 x^5+\left(-32+16 x^2+32 x^3+24 x^4\right) \log (x)+\left(8 x+16 x^2+12 x^3\right) \log ^2(x)+\left(-16-32 x-8 x^4-12 x^5+\left(-16-16 x^3-24 x^4\right) \log (x)+\left(-8 x^2-12 x^3\right) \log ^2(x)\right) \log \left(\frac{8-2 x^2-4 x^3-3 x^4+\left(-2 x-4 x^2-3 x^3\right) \log (x)}{x^2+x \log (x)}\right)+\left(8 x-2 x^3-4 x^4-3 x^5+\left(8-4 x^2-8 x^3-6 x^4\right) \log (x)+\left(-2 x-4 x^2-3 x^3\right) \log ^2(x)\right) \log ^2\left(\frac{8-2 x^2-4 x^3-3 x^4+\left(-2 x-4 x^2-3 x^3\right) \log (x)}{x^2+x \log (x)}\right)}{-8 x+2 x^3+4 x^4+3 x^5+\left(-8+4 x^2+8 x^3+6 x^4\right) \log (x)+\left(2 x+4 x^2+3 x^3\right) \log ^2(x)} \, dx","Int[(-32*x + 8*x^3 + 16*x^4 + 12*x^5 + (-32 + 16*x^2 + 32*x^3 + 24*x^4)*Log[x] + (8*x + 16*x^2 + 12*x^3)*Log[x]^2 + (-16 - 32*x - 8*x^4 - 12*x^5 + (-16 - 16*x^3 - 24*x^4)*Log[x] + (-8*x^2 - 12*x^3)*Log[x]^2)*Log[(8 - 2*x^2 - 4*x^3 - 3*x^4 + (-2*x - 4*x^2 - 3*x^3)*Log[x])/(x^2 + x*Log[x])] + (8*x - 2*x^3 - 4*x^4 - 3*x^5 + (8 - 4*x^2 - 8*x^3 - 6*x^4)*Log[x] + (-2*x - 4*x^2 - 3*x^3)*Log[x]^2)*Log[(8 - 2*x^2 - 4*x^3 - 3*x^4 + (-2*x - 4*x^2 - 3*x^3)*Log[x])/(x^2 + x*Log[x])]^2)/(-8*x + 2*x^3 + 4*x^4 + 3*x^5 + (-8 + 4*x^2 + 8*x^3 + 6*x^4)*Log[x] + (2*x + 4*x^2 + 3*x^3)*Log[x]^2),x]","\int \frac{-32 x+8 x^3+16 x^4+12 x^5+\left(-32+16 x^2+32 x^3+24 x^4\right) \log (x)+\left(8 x+16 x^2+12 x^3\right) \log ^2(x)+\left(-16-32 x-8 x^4-12 x^5+\left(-16-16 x^3-24 x^4\right) \log (x)+\left(-8 x^2-12 x^3\right) \log ^2(x)\right) \log \left(\frac{8-2 x^2-4 x^3-3 x^4+\left(-2 x-4 x^2-3 x^3\right) \log (x)}{x^2+x \log (x)}\right)+\left(8 x-2 x^3-4 x^4-3 x^5+\left(8-4 x^2-8 x^3-6 x^4\right) \log (x)+\left(-2 x-4 x^2-3 x^3\right) \log ^2(x)\right) \log ^2\left(\frac{8-2 x^2-4 x^3-3 x^4+\left(-2 x-4 x^2-3 x^3\right) \log (x)}{x^2+x \log (x)}\right)}{-8 x+2 x^3+4 x^4+3 x^5+\left(-8+4 x^2+8 x^3+6 x^4\right) \log (x)+\left(2 x+4 x^2+3 x^3\right) \log ^2(x)} \, dx","x \left(4-\log ^2\left(-((3 x+5) x)+x+\frac{8}{x (x+\log (x))}-2\right)\right)",1,"4*x - 16*Defer[Int][Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))]/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 32*Defer[Int][(x*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 8*Defer[Int][(x^4*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 12*Defer[Int][(x^5*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 16*Defer[Int][(Log[x]*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 16*Defer[Int][(x^3*Log[x]*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 24*Defer[Int][(x^4*Log[x]*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 8*Defer[Int][(x^2*Log[x]^2*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - 12*Defer[Int][(x^3*Log[x]^2*Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))])/((x + Log[x])*(-8 + 2*x^2 + 4*x^3 + 3*x^4 + 2*x*Log[x] + 4*x^2*Log[x] + 3*x^3*Log[x])), x] - Defer[Int][Log[-((-8 + 2*x^2 + 4*x^3 + 3*x^4 + x*(2 + 4*x + 3*x^2)*Log[x])/(x*(x + Log[x])))]^2, x]","F",0,0,0,0,-1,"{}"
9441,1,8,0,0.0019156,"\int -\frac{8 \log ^2(2)}{x} \, dx","Int[(-8*Log[2]^2)/x,x]","-8 \log ^2(2) \log (x)","4 \log ^2(2) \log \left(\frac{\log (3)}{x^2}\right)-3",1,"-8*Log[2]^2*Log[x]","A",2,2,9,0.2222,1,"{12, 29}"
9442,1,15,0,0.1641312,"\int \frac{\left(-6+2 e^{3+e^{3+x}+x}\right) \log \left(-6+e^{e^{3+x}}-3 x\right)}{-6+e^{e^{3+x}}-3 x} \, dx","Int[((-6 + 2*E^(3 + E^(3 + x) + x))*Log[-6 + E^E^(3 + x) - 3*x])/(-6 + E^E^(3 + x) - 3*x),x]","\log ^2\left(-3 x+e^{e^{x+3}}-6\right)","\log ^2\left(-3 x+e^{e^{x+3}}-6\right)",1,"Log[-6 + E^E^(3 + x) - 3*x]^2","A",1,2,42,0.04762,1,"{6684, 6686}"
9443,0,0,0,12.2333775,"\int \frac{100 x^2+100 x^3+25 x^4+\exp \left(e^{\frac{3+200 x+100 x^2}{50 x+25 x^2}}+\frac{3+200 x+100 x^2}{50 x+25 x^2}\right) (6+6 x)}{100 x^2+100 x^3+25 x^4} \, dx","Int[(100*x^2 + 100*x^3 + 25*x^4 + E^(E^((3 + 200*x + 100*x^2)/(50*x + 25*x^2)) + (3 + 200*x + 100*x^2)/(50*x + 25*x^2))*(6 + 6*x))/(100*x^2 + 100*x^3 + 25*x^4),x]","\int \frac{100 x^2+100 x^3+25 x^4+\exp \left(e^{\frac{3+200 x+100 x^2}{50 x+25 x^2}}+\frac{3+200 x+100 x^2}{50 x+25 x^2}\right) (6+6 x)}{100 x^2+100 x^3+25 x^4} \, dx","x-e^{e^{\frac{3}{25 x (x+2)}+4}}",1,"x + (3*Defer[Int][E^((3 + 50*(4 + E^((3 + 200*x + 100*x^2)/(50*x + 25*x^2)))*x + 25*(4 + E^((3 + 200*x + 100*x^2)/(50*x + 25*x^2)))*x^2)/(25*x*(2 + x)))/x^2, x])/50 - (3*Defer[Int][E^((3 + 50*(4 + E^((3 + 200*x + 100*x^2)/(50*x + 25*x^2)))*x + 25*(4 + E^((3 + 200*x + 100*x^2)/(50*x + 25*x^2)))*x^2)/(25*x*(2 + x)))/(2 + x)^2, x])/50","F",0,0,0,0,-1,"{}"
9444,0,0,0,3.2501669,"\int \frac{-972-231 x+3 x^2+e^{3 e^3} \left(-3 x+3 x^2\right)+(216+24 x) \log (x)-12 \log ^2(x)}{1296-720 x+28 x^2+e^{6 e^3} x^2+20 x^3+x^4+e^{3 e^3} \left(-72 x+20 x^2+2 x^3\right)+\left(-288+152 x-12 x^2-2 x^3+e^{3 e^3} \left(8 x-2 x^2\right)\right) \log (x)+\left(16-8 x+x^2\right) \log ^2(x)} \, dx","Int[(-972 - 231*x + 3*x^2 + E^(3*E^3)*(-3*x + 3*x^2) + (216 + 24*x)*Log[x] - 12*Log[x]^2)/(1296 - 720*x + 28*x^2 + E^(6*E^3)*x^2 + 20*x^3 + x^4 + E^(3*E^3)*(-72*x + 20*x^2 + 2*x^3) + (-288 + 152*x - 12*x^2 - 2*x^3 + E^(3*E^3)*(8*x - 2*x^2))*Log[x] + (16 - 8*x + x^2)*Log[x]^2),x]","\int \frac{-972-231 x+3 x^2+e^{3 e^3} \left(-3 x+3 x^2\right)+(216+24 x) \log (x)-12 \log ^2(x)}{1296-720 x+28 x^2+e^{6 e^3} x^2+20 x^3+x^4+e^{3 e^3} \left(-72 x+20 x^2+2 x^3\right)+\left(-288+152 x-12 x^2-2 x^3+e^{3 e^3} \left(8 x-2 x^2\right)\right) \log (x)+\left(16-8 x+x^2\right) \log ^2(x)} \, dx","2-\frac{3 x}{-x-\frac{\left(5+e^{3 e^3}\right) x}{x-\log (x)+9}+4}",1,"-12/(4 - x) - 12*(5 + E^(3*E^3))^2*Defer[Int][(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])^(-2), x] - 192*(5 + E^(3*E^3))^2*Defer[Int][1/((4 - x)^2*(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])^2), x] + 96*(5 + E^(3*E^3))^2*Defer[Int][1/((4 - x)*(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])^2), x] - 3*(5 + E^(3*E^3))*Defer[Int][x/(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])^2, x] + 3*(5 + E^(3*E^3))*Defer[Int][x^2/(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])^2, x] - 96*(5 + E^(3*E^3))*Defer[Int][1/((4 - x)^2*(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])), x] - 24*(5 + E^(3*E^3))*Defer[Int][1/((-4 + x)*(36 - 10*(1 + E^(3*E^3)/10)*x - x^2 - 4*Log[x] + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
9445,1,79,0,0.7530982,"\int \frac{7938+17406 x-36774 x^2+22422 x^3-6186 x^4+906 x^5-82 x^6+2 x^7+\left(-486-1188 x+1926 x^2-960 x^3+222 x^4-28 x^5+2 x^6\right) \log (x)}{-243 x+405 x^2-270 x^3+90 x^4-15 x^5+x^6} \, dx","Int[(7938 + 17406*x - 36774*x^2 + 22422*x^3 - 6186*x^4 + 906*x^5 - 82*x^6 + 2*x^7 + (-486 - 1188*x + 1926*x^2 - 960*x^3 + 222*x^4 - 28*x^5 + 2*x^6)*Log[x])/(-243*x + 405*x^2 - 270*x^3 + 90*x^4 - 15*x^5 + x^6),x]","x^2-54 x-\frac{1704}{3-x}+\frac{1872}{(3-x)^2}-\frac{864}{(3-x)^3}+\frac{144}{(3-x)^4}+\log ^2(x)+\frac{24 x \log (x)}{3-x}+2 x \log (x)-\frac{24 \log (x)}{(3-x)^2}-30 \log (x)","\left(-3 \left(3-\frac{2}{3-x}\right)^2+x+\log (x)\right)^2",1,"144/(3 - x)^4 - 864/(3 - x)^3 + 1872/(3 - x)^2 - 1704/(3 - x) - 54*x + x^2 - 30*Log[x] - (24*Log[x])/(3 - x)^2 + 2*x*Log[x] + (24*x*Log[x])/(3 - x) + Log[x]^2","B",21,12,98,0.1224,1,"{6688, 12, 6742, 1850, 1620, 2357, 2295, 2319, 44, 2314, 31, 2301}"
9446,1,29,0,0.4170656,"\int \frac{112-288 x+144 x^2-240 x^4-12 \log (x)}{49-434 x+1465 x^2-2400 x^3+2040 x^4-696 x^5-600 x^6+864 x^7-288 x^8+144 x^{10}+\left(42 x-186 x^2+216 x^3-72 x^4+72 x^6\right) \log (x)+9 x^2 \log ^2(x)} \, dx","Int[(112 - 288*x + 144*x^2 - 240*x^4 - 12*Log[x])/(49 - 434*x + 1465*x^2 - 2400*x^3 + 2040*x^4 - 696*x^5 - 600*x^6 + 864*x^7 - 288*x^8 + 144*x^10 + (42*x - 186*x^2 + 216*x^3 - 72*x^4 + 72*x^6)*Log[x] + 9*x^2*Log[x]^2),x]","\frac{4}{12 x^5-12 x^3+36 x^2-31 x+3 x \log (x)+7}","\frac{4}{7-x \left(3 \left(-4 x^4+(3-2 x)^2-\log (x)\right)+4\right)}",1,"4/(7 - 31*x + 36*x^2 - 12*x^3 + 12*x^5 + 3*x*Log[x])","A",3,3,103,0.02913,1,"{6688, 12, 6686}"
9447,0,0,0,21.0031589,"\int \frac{-50 x^2+120 x^3+30 x^4+e^{\left.\frac{1}{5}\right/x} \left(-50 x+120 x^2+30 x^3\right)+\left(-10 x^2+20 x^3+e^{\left.\frac{1}{5}\right/x} \left(-10 x+20 x^2\right)\right) \log (-1+2 x)+\left(-50 x^2+25 x^3+150 x^4+e^{\left.\frac{1}{5}\right/x} \left(10-5 x-30 x^2\right)+\left(-10 x^2+5 x^3+30 x^4+e^{\left.\frac{1}{5}\right/x} \left(2-x-6 x^2\right)\right) \log (-1+2 x)\right) \log \left(\frac{2+3 x}{5 x+x \log (-1+2 x)}\right)}{\left(-50 x^2+25 x^3+150 x^4+\left(-10 x^2+5 x^3+30 x^4\right) \log (-1+2 x)\right) \log ^2\left(\frac{2+3 x}{5 x+x \log (-1+2 x)}\right)} \, dx","Int[(-50*x^2 + 120*x^3 + 30*x^4 + E^(1/(5*x))*(-50*x + 120*x^2 + 30*x^3) + (-10*x^2 + 20*x^3 + E^(1/(5*x))*(-10*x + 20*x^2))*Log[-1 + 2*x] + (-50*x^2 + 25*x^3 + 150*x^4 + E^(1/(5*x))*(10 - 5*x - 30*x^2) + (-10*x^2 + 5*x^3 + 30*x^4 + E^(1/(5*x))*(2 - x - 6*x^2))*Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])])/((-50*x^2 + 25*x^3 + 150*x^4 + (-10*x^2 + 5*x^3 + 30*x^4)*Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2),x]","\int \frac{-50 x^2+120 x^3+30 x^4+e^{\left.\frac{1}{5}\right/x} \left(-50 x+120 x^2+30 x^3\right)+\left(-10 x^2+20 x^3+e^{\left.\frac{1}{5}\right/x} \left(-10 x+20 x^2\right)\right) \log (-1+2 x)+\left(-50 x^2+25 x^3+150 x^4+e^{\left.\frac{1}{5}\right/x} \left(10-5 x-30 x^2\right)+\left(-10 x^2+5 x^3+30 x^4+e^{\left.\frac{1}{5}\right/x} \left(2-x-6 x^2\right)\right) \log (-1+2 x)\right) \log \left(\frac{2+3 x}{5 x+x \log (-1+2 x)}\right)}{\left(-50 x^2+25 x^3+150 x^4+\left(-10 x^2+5 x^3+30 x^4\right) \log (-1+2 x)\right) \log ^2\left(\frac{2+3 x}{5 x+x \log (-1+2 x)}\right)} \, dx","\frac{x+e^{\left.\frac{1}{5}\right/x}}{\log \left(\frac{\frac{2}{x}+3}{\log (2 x-1)+5}\right)}",1,"(E^(1/(5*x))*(10*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])] - 5*x*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])] - 30*x^2*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])] + 2*Log[-1 + 2*x]*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])] - x*Log[-1 + 2*x]*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])] - 6*x^2*Log[-1 + 2*x]*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]))/((1 - 2*x)*(2 + 3*x)*(5 + Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2) + Defer[Int][1/((5 + Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2), x] + Defer[Int][1/((-1 + 2*x)*(5 + Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2), x] + 10*Defer[Int][1/((2 + 3*x)*(5 + Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2), x] + 2*Defer[Int][Log[-1 + 2*x]/((2 + 3*x)*(5 + Log[-1 + 2*x])*Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^2), x] + Defer[Int][Log[(2 + 3*x)/(5*x + x*Log[-1 + 2*x])]^(-1), x]","F",0,0,0,0,-1,"{}"
9448,1,23,0,0.0534443,"\int \frac{\left(-3 e^6+e^3 (-5-2 x)\right) \log (4)+\left(-3 e^6+e^3 (-5-2 x)\right) \log (\log (4 \log (2)))}{25 x^2+9 e^6 x^2+10 x^3+x^4+e^3 \left(30 x^2+6 x^3\right)} \, dx","Int[((-3*E^6 + E^3*(-5 - 2*x))*Log[4] + (-3*E^6 + E^3*(-5 - 2*x))*Log[Log[4*Log[2]]])/(25*x^2 + 9*E^6*x^2 + 10*x^3 + x^4 + E^3*(30*x^2 + 6*x^3)),x]","\frac{e^3 \log (4 \log (\log (16)))}{x \left(x+3 e^3+5\right)}","\frac{\log (4)+\log (\log (4 \log (2)))}{x \left(\frac{x+5}{e^3}+3\right)}",1,"(E^3*Log[4*Log[Log[16]]])/(x*(5 + 3*E^3 + x))","A",6,4,81,0.04938,1,"{6, 12, 1680, 261}"
9449,1,43,0,5.762595,"\int \frac{\exp \left(3-\exp \left(3-e^{x^4-2 x^3 \log (4+x)+x^2 \log ^2(4+x)}-x\right)-x\right) \left(-4-x+\exp \left(3-e^{x^4-2 x^3 \log (4+x)+x^2 \log ^2(4+x)}-x\right) \left(4+x+e^{x^4-2 x^3 \log (4+x)+x^2 \log ^2(4+x)} \left(14 x^3+4 x^4+\left(-22 x^2-6 x^3\right) \log (4+x)+\left(8 x+2 x^2\right) \log ^2(4+x)\right)\right)\right)}{4+x} \, dx","Int[(E^(3 - E^(3 - E^(x^4 - 2*x^3*Log[4 + x] + x^2*Log[4 + x]^2) - x) - x)*(-4 - x + E^(3 - E^(x^4 - 2*x^3*Log[4 + x] + x^2*Log[4 + x]^2) - x)*(4 + x + E^(x^4 - 2*x^3*Log[4 + x] + x^2*Log[4 + x]^2)*(14*x^3 + 4*x^4 + (-22*x^2 - 6*x^3)*Log[4 + x] + (8*x + 2*x^2)*Log[4 + x]^2))))/(4 + x),x]","\exp \left(-\exp \left((x+4)^{-2 x^3} \left(-e^{x^4+x^2 \log ^2(x+4)}\right)-x+3\right)-x+3\right)","\exp \left(-e^{-e^{x^2 (\log (x+4)-x)^2}-x+3}-x+3\right)+2",1,"E^(3 - E^(3 - x - E^(x^4 + x^2*Log[4 + x]^2)/(4 + x)^(2*x^3)) - x)","A",1,1,161,0.006211,1,"{6706}"
9450,1,16,0,0.0952219,"\int \frac{2+2 x^2+e^{e^x} \left(1+e^x x \log (x)\right)}{x} \, dx","Int[(2 + 2*x^2 + E^E^x*(1 + E^x*x*Log[x]))/x,x]","x^2+e^{e^x} \log (x)+2 \log (x)","x^2+\left(e^{e^x}+2\right) \log (x)-3",1,"x^2 + 2*Log[x] + E^E^x*Log[x]","A",7,4,26,0.1538,1,"{14, 2282, 2194, 2554}"
9451,0,0,0,5.2706895,"\int \frac{18 x-156 x^2-276 x^3+1386 x^4+2 e^{15} x^4+1458 x^5+486 x^6+54 x^7+e^{10} \left(-2 x^2-2 x^3+54 x^4+18 x^5\right)+e^5 \left(2 x-36 x^2-48 x^3+480 x^4+324 x^5+54 x^6\right)+\left(144 x+594 x^2-4140 x^3-6 e^{15} x^3-4356 x^4-1458 x^5-162 x^6+e^{10} \left(2 x+6 x^2-162 x^3-54 x^4\right)+e^5 \left(34 x+120 x^2-1434 x^3-972 x^4-162 x^5\right)\right) \log (x)+\left(-324 x+4212 x^2+6 e^{15} x^2+4356 x^3+1458 x^4+162 x^5+e^{10} \left(-4 x+162 x^2+54 x^3\right)+e^5 \left(-72 x+1440 x^2+972 x^3+162 x^4\right)\right) \log ^2(x)+\left(-1458 x-2 e^{15} x-1458 x^2-486 x^3-54 x^4+e^{10} \left(-54 x-18 x^2\right)+e^5 \left(-486 x-324 x^2-54 x^3\right)\right) \log ^3(x)}{-729 x^3-e^{15} x^3-729 x^4-243 x^5-27 x^6+e^{10} \left(-27 x^3-9 x^4\right)+e^5 \left(-243 x^3-162 x^4-27 x^5\right)+\left(2187 x^2+3 e^{15} x^2+2187 x^3+729 x^4+81 x^5+e^{10} \left(81 x^2+27 x^3\right)+e^5 \left(729 x^2+486 x^3+81 x^4\right)\right) \log (x)+\left(-2187 x-3 e^{15} x-2187 x^2-729 x^3-81 x^4+e^{10} \left(-81 x-27 x^2\right)+e^5 \left(-729 x-486 x^2-81 x^3\right)\right) \log ^2(x)+\left(729+e^{15}+729 x+243 x^2+27 x^3+e^{10} (27+9 x)+e^5 \left(243+162 x+27 x^2\right)\right) \log ^3(x)} \, dx","Int[(18*x - 156*x^2 - 276*x^3 + 1386*x^4 + 2*E^15*x^4 + 1458*x^5 + 486*x^6 + 54*x^7 + E^10*(-2*x^2 - 2*x^3 + 54*x^4 + 18*x^5) + E^5*(2*x - 36*x^2 - 48*x^3 + 480*x^4 + 324*x^5 + 54*x^6) + (144*x + 594*x^2 - 4140*x^3 - 6*E^15*x^3 - 4356*x^4 - 1458*x^5 - 162*x^6 + E^10*(2*x + 6*x^2 - 162*x^3 - 54*x^4) + E^5*(34*x + 120*x^2 - 1434*x^3 - 972*x^4 - 162*x^5))*Log[x] + (-324*x + 4212*x^2 + 6*E^15*x^2 + 4356*x^3 + 1458*x^4 + 162*x^5 + E^10*(-4*x + 162*x^2 + 54*x^3) + E^5*(-72*x + 1440*x^2 + 972*x^3 + 162*x^4))*Log[x]^2 + (-1458*x - 2*E^15*x - 1458*x^2 - 486*x^3 - 54*x^4 + E^10*(-54*x - 18*x^2) + E^5*(-486*x - 324*x^2 - 54*x^3))*Log[x]^3)/(-729*x^3 - E^15*x^3 - 729*x^4 - 243*x^5 - 27*x^6 + E^10*(-27*x^3 - 9*x^4) + E^5*(-243*x^3 - 162*x^4 - 27*x^5) + (2187*x^2 + 3*E^15*x^2 + 2187*x^3 + 729*x^4 + 81*x^5 + E^10*(81*x^2 + 27*x^3) + E^5*(729*x^2 + 486*x^3 + 81*x^4))*Log[x] + (-2187*x - 3*E^15*x - 2187*x^2 - 729*x^3 - 81*x^4 + E^10*(-81*x - 27*x^2) + E^5*(-729*x - 486*x^2 - 81*x^3))*Log[x]^2 + (729 + E^15 + 729*x + 243*x^2 + 27*x^3 + E^10*(27 + 9*x) + E^5*(243 + 162*x + 27*x^2))*Log[x]^3),x]","\int \frac{18 x-156 x^2-276 x^3+1386 x^4+2 e^{15} x^4+1458 x^5+486 x^6+54 x^7+e^{10} \left(-2 x^2-2 x^3+54 x^4+18 x^5\right)+e^5 \left(2 x-36 x^2-48 x^3+480 x^4+324 x^5+54 x^6\right)+\left(144 x+594 x^2-4140 x^3-6 e^{15} x^3-4356 x^4-1458 x^5-162 x^6+e^{10} \left(2 x+6 x^2-162 x^3-54 x^4\right)+e^5 \left(34 x+120 x^2-1434 x^3-972 x^4-162 x^5\right)\right) \log (x)+\left(-324 x+4212 x^2+6 e^{15} x^2+4356 x^3+1458 x^4+162 x^5+e^{10} \left(-4 x+162 x^2+54 x^3\right)+e^5 \left(-72 x+1440 x^2+972 x^3+162 x^4\right)\right) \log ^2(x)+\left(-1458 x-2 e^{15} x-1458 x^2-486 x^3-54 x^4+e^{10} \left(-54 x-18 x^2\right)+e^5 \left(-486 x-324 x^2-54 x^3\right)\right) \log ^3(x)}{-729 x^3-e^{15} x^3-729 x^4-243 x^5-27 x^6+e^{10} \left(-27 x^3-9 x^4\right)+e^5 \left(-243 x^3-162 x^4-27 x^5\right)+\left(2187 x^2+3 e^{15} x^2+2187 x^3+729 x^4+81 x^5+e^{10} \left(81 x^2+27 x^3\right)+e^5 \left(729 x^2+486 x^3+81 x^4\right)\right) \log (x)+\left(-2187 x-3 e^{15} x-2187 x^2-729 x^3-81 x^4+e^{10} \left(-81 x-27 x^2\right)+e^5 \left(-729 x-486 x^2-81 x^3\right)\right) \log ^2(x)+\left(729+e^{15}+729 x+243 x^2+27 x^3+e^{10} (27+9 x)+e^5 \left(243+162 x+27 x^2\right)\right) \log ^3(x)} \, dx","2-\left(x+\frac{x}{\left(3 x+e^5+9\right) (\log (x)-x)}\right)^2",1,"-x^2 + (2*Defer[Int][(x - Log[x])^(-3), x])/9 + (2*(108 + 21*E^5 + E^10)*Defer[Int][1/((9 + E^5 + 3*x)^2*(x - Log[x])^3), x])/9 - (2*(21 + 2*E^5)*Defer[Int][1/((9 + E^5 + 3*x)*(x - Log[x])^3), x])/9 + (2*(12 + E^5)*Defer[Int][(x - Log[x])^(-2), x])/9 - (2*Defer[Int][x/(x - Log[x])^2, x])/3 + (2*(9 + E^5)^2*Defer[Int][1/((9 + E^5 + 3*x)^3*(x - Log[x])^2), x])/3 - (2*(9 + E^5)*Defer[Int][1/((9 + E^5 + 3*x)^2*(x - Log[x])^2), x])/3 - (2*(108 + 21*E^5 + E^10)*Defer[Int][1/((9 + E^5 + 3*x)*(x - Log[x])^2), x])/9 + (2*Defer[Int][(x - Log[x])^(-1), x])/3 - (2*(9 + E^5)^2*Defer[Int][1/((9 + E^5 + 3*x)^2*(x - Log[x])), x])/3","F",0,0,0,0,-1,"{}"
9452,1,40,0,0.09102,"\int \frac{e^{2 x}+4 x^2+\left(2 e^{2 x} x+2 x^2\right) \log (x)+\left(-3 x^2-6 x^2 \log (x)\right) \log \left(x^2\right)}{x} \, dx","Int[(E^(2*x) + 4*x^2 + (2*E^(2*x)*x + 2*x^2)*Log[x] + (-3*x^2 - 6*x^2*Log[x])*Log[x^2])/x,x]","-2 x^2+3 x^2 \log (x)+x^2 (\log (x)+2)-3 x^2 \log (x) \log \left(x^2\right)+e^{2 x} \log (x)","\log (x) \left(4 x^2-3 x^2 \log \left(x^2\right)+e^{2 x}\right)",1,"-2*x^2 + E^(2*x)*Log[x] + 3*x^2*Log[x] + x^2*(2 + Log[x]) - 3*x^2*Log[x]*Log[x^2]","A",8,5,50,0.1000,1,"{14, 2288, 2304, 2303, 2366}"
9453,1,24,0,0.3999107,"\int \frac{-x^9+6 x^{14}+e^{\frac{1-2 x^5+x^{10}}{x^8}} \left(8-6 x^5-2 x^{10}\right)}{x^9} \, dx","Int[(-x^9 + 6*x^14 + E^((1 - 2*x^5 + x^10)/x^8)*(8 - 6*x^5 - 2*x^10))/x^9,x]","x^6-e^{\frac{\left(1-x^5\right)^2}{x^8}}-x","x^6-e^{\left(x-\frac{1}{x^4}\right)^2}-x+3",1,"-E^((1 - x^5)^2/x^8) - x + x^6","A",3,2,44,0.04545,1,"{14, 6706}"
9454,1,39,0,0.2707246,"\int e^{-6-x-x^2} \left(2 e^{6+x+x^2} x+\left(2+7 x+2 x^2\right) \log (\log (5))\right) \, dx","Int[E^(-6 - x - x^2)*(2*E^(6 + x + x^2)*x + (2 + 7*x + 2*x^2)*Log[Log[5]]),x]","x^2-e^{-x^2-x-6} x \log (\log (5))-3 e^{-x^2-x-6} \log (\log (5))","x^2-e^{-x^2-x-6} (x+3) \log (\log (5))",1,"x^2 - 3*E^(-6 - x - x^2)*Log[Log[5]] - E^(-6 - x - x^2)*x*Log[Log[5]]","A",15,5,39,0.1282,1,"{6742, 2234, 2205, 2240, 2241}"
9455,0,0,0,0.7131915,"\int \frac{-48 x+16 e^5 x+(6-2 x) \log ^2(5)+48 x \log (x)}{e^{10} x-2 e^5 x^2+x^3+\left(6 e^5 x-6 x^2\right) \log (x)+9 x \log ^2(x)} \, dx","Int[(-48*x + 16*E^5*x + (6 - 2*x)*Log[5]^2 + 48*x*Log[x])/(E^10*x - 2*E^5*x^2 + x^3 + (6*E^5*x - 6*x^2)*Log[x] + 9*x*Log[x]^2),x]","\int \frac{-48 x+16 e^5 x+(6-2 x) \log ^2(5)+48 x \log (x)}{e^{10} x-2 e^5 x^2+x^3+\left(6 e^5 x-6 x^2\right) \log (x)+9 x \log ^2(x)} \, dx","\frac{2 \left(8 x-\log ^2(5)\right)}{-x+3 \log (x)+e^5}",1,"6*Log[5]^2*Defer[Int][1/(x*(-E^5 + x - 3*Log[x])^2), x] - 2*(24 + Log[5]^2)*Defer[Int][(E^5 - x + 3*Log[x])^(-2), x] + 16*Defer[Int][x/(E^5 - x + 3*Log[x])^2, x] + 16*Defer[Int][(E^5 - x + 3*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
9456,0,0,0,0.1901049,"\int \frac{8-4 x-4 \log (4)}{4-4 \log (4)+\log ^2(4)+(4 x-2 x \log (4)) \log (x)+x^2 \log ^2(x)} \, dx","Int[(8 - 4*x - 4*Log[4])/(4 - 4*Log[4] + Log[4]^2 + (4*x - 2*x*Log[4])*Log[x] + x^2*Log[x]^2),x]","\int \frac{8-4 x-4 \log (4)}{4-4 \log (4)+\log ^2(4)+(4 x-2 x \log (4)) \log (x)+x^2 \log ^2(x)} \, dx","\frac{4 x}{x \log (x)+2-\log (4)}+1",1,"8*(1 - Log[2])*Defer[Int][(2*(1 - Log[2]) + x*Log[x])^(-2), x] - 4*Defer[Int][x/(2*(1 - Log[2]) + x*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9457,1,47,0,0.0641035,"\int \frac{e^5 \left(-2100+2370 x+160 x^2\right)}{33075 x^3-49770 x^4+16203 x^5+1896 x^6+48 x^7} \, dx","Int[(E^5*(-2100 + 2370*x + 160*x^2))/(33075*x^3 - 49770*x^4 + 16203*x^5 + 1896*x^6 + 48*x^7),x]","\frac{2 e^5}{63 x^2}+\frac{158 e^5}{6615 x}+\frac{10 e^5}{117747 (x+21)}+\frac{128 e^5}{1335 (5-4 x)}","-\frac{10 e^5}{3 x^2 (x+21) (4 x-5)}",1,"(128*E^5)/(1335*(5 - 4*x)) + (2*E^5)/(63*x^2) + (158*E^5)/(6615*x) + (10*E^5)/(117747*(21 + x))","B",3,2,42,0.04762,1,"{12, 2074}"
9458,1,23,0,0.0700958,"\int \frac{-5 \log (256)+5 \log (256) \log (x)+(-14+10 x+5 \log (4)) \log ^2(x)}{5 \log ^2(x)} \, dx","Int[(-5*Log[256] + 5*Log[256]*Log[x] + (-14 + 10*x + 5*Log[4])*Log[x]^2)/(5*Log[x]^2),x]","x^2+\frac{x \log (256)}{\log (x)}-\frac{2}{5} x (7-5 \log (2))","x \left(x+\frac{\log (256)}{\log (x)}-\frac{14}{5}+\log (4)\right)",1,"x^2 - (2*x*(7 - 5*Log[2]))/5 + (x*Log[256])/Log[x]","A",6,4,33,0.1212,1,"{12, 6742, 2297, 2298}"
9459,1,33,0,0.3296104,"\int \frac{175-45 x-663 x^2+61 x^3+54 x^4-8 x^5+\left(-175+70 x-7 x^2\right) \log (x)}{50 x^2-20 x^3+2 x^4} \, dx","Int[(175 - 45*x - 663*x^2 + 61*x^3 + 54*x^4 - 8*x^5 + (-175 + 70*x - 7*x^2)*Log[x])/(50*x^2 - 20*x^3 + 2*x^4),x]","-2 x^2-13 x-\frac{5}{5-x}+\frac{\log (x)}{2}+\frac{7 \log (x)}{2 x}","-\frac{x}{5-x}+x+(2 x+14) \left(\frac{\log (x)}{4 x}-x\right)+4",1,"-5/(5 - x) - 13*x - 2*x^2 + Log[x]/2 + (7*Log[x])/(2*x)","A",16,7,57,0.1228,1,"{1594, 27, 12, 6742, 44, 43, 2304}"
9460,0,0,0,1.3417967,"\int \frac{e^{2 x} (-4+4 x)+e^{\frac{e^x+4 x}{2 x}} \left(e^{3 x} (1-x)+e^{2 x} \left(2 x-4 x^2\right)\right)}{2 x^3} \, dx","Int[(E^(2*x)*(-4 + 4*x) + E^((E^x + 4*x)/(2*x))*(E^(3*x)*(1 - x) + E^(2*x)*(2*x - 4*x^2)))/(2*x^3),x]","\int \frac{e^{2 x} (-4+4 x)+e^{\frac{e^x+4 x}{2 x}} \left(e^{3 x} (1-x)+e^{2 x} \left(2 x-4 x^2\right)\right)}{2 x^3} \, dx","1-\frac{e^{2 x+\frac{e^x}{2 x}+2}-\frac{e^{2 x}}{x}}{x}",1,"E^(2*x)/x^2 + Defer[Int][E^(2 + E^x/(2*x) + 3*x)/x^3, x]/2 - Defer[Int][E^(2 + E^x/(2*x) + 3*x)/x^2, x]/2 + Defer[Int][E^((E^x + 4*x + 4*x^2)/(2*x))/x^2, x] - 2*Defer[Int][E^((E^x + 4*x + 4*x^2)/(2*x))/x, x]","F",0,0,0,0,-1,"{}"
9461,0,0,0,30.1113188,"\int \frac{-18 x+72 x^2+e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)} \left(-72 x+e^{x/2} x+36 x^2+e^{x/4} \left(-12 x-3 x^2\right)\right)+\left(36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)} x-36 x^2\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)+\left(-36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+36 x+\left(18 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}-18 x\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)\right) \log \left(2-\log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)\right)}{-36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+36 x+\left(18 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}-18 x\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)} \, dx","Int[(-18*x + 72*x^2 + E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9)*(-72*x + E^(x/2)*x + 36*x^2 + E^(x/4)*(-12*x - 3*x^2)) + (36*E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9)*x - 36*x^2)*Log[-E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + x] + (-36*E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + 36*x + (18*E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) - 18*x)*Log[-E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + x])*Log[2 - Log[-E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + x]])/(-36*E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + 36*x + (18*E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) - 18*x)*Log[-E^((E^(x/2) - 6*E^(x/4)*x + 9*x^2)/9) + x]),x]","\int \frac{-18 x+72 x^2+e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)} \left(-72 x+e^{x/2} x+36 x^2+e^{x/4} \left(-12 x-3 x^2\right)\right)+\left(36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)} x-36 x^2\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)+\left(-36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+36 x+\left(18 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}-18 x\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)\right) \log \left(2-\log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)\right)}{-36 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+36 x+\left(18 e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}-18 x\right) \log \left(-e^{\frac{1}{9} \left(e^{x/2}-6 e^{x/4} x+9 x^2\right)}+x\right)} \, dx","x \left(x+\log \left(2-\log \left(x-e^{\left(x-\frac{e^{x/4}}{3}\right)^2}\right)\right)\right)",1,"x^2 - Defer[Int][(E^(((3 + 4*E^(x/4))*x)/6)*x^2)/((E^(E^(x/2)/9 + x^2) - E^((2*E^(x/4)*x)/3)*x)*(2 - Log[-E^((E^(x/4) - 3*x)^2/9) + x])), x]/18 + (2*Defer[Int][(E^(((3 + 8*E^(x/4))*x)/12)*x^2)/((E^(E^(x/2)/9 + x^2) - E^((2*E^(x/4)*x)/3)*x)*(2 - Log[-E^((E^(x/4) - 3*x)^2/9) + x])), x])/3 + Defer[Int][(E^(((3 + 8*E^(x/4))*x)/12)*x^3)/((E^(E^(x/2)/9 + x^2) - E^((2*E^(x/4)*x)/3)*x)*(2 - Log[-E^((E^(x/4) - 3*x)^2/9) + x])), x]/6 - (2*Defer[Int][(E^(x/4)*x)/(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x]), x])/3 + Defer[Int][(E^(x/2)*x)/(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x]), x]/18 + 2*Defer[Int][x^2/(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x]), x] - Defer[Int][(E^(x/4)*x^2)/(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x]), x]/6 + Defer[Int][(E^((2*E^(x/4)*x)/3)*x)/((-E^(E^(x/2)/9 + x^2) + E^((2*E^(x/4)*x)/3)*x)*(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x])), x] - 2*Defer[Int][(E^((2*E^(x/4)*x)/3)*x^3)/((-E^(E^(x/2)/9 + x^2) + E^((2*E^(x/4)*x)/3)*x)*(-2 + Log[-E^((E^(x/4) - 3*x)^2/9) + x])), x] + 4*Defer[Subst][Defer[Int][Log[2 - Log[-E^((E^x - 12*x)^2/9) + 4*x]], x], x, x/4]","F",0,0,0,0,-1,"{}"
9462,0,0,0,0.7742278,"\int \frac{8 x-9 \log (2)+(-2 x+2 \log (2)) \log (x)+(x-\log (2)) \log (2 x-2 \log (2))}{-49 x+28 x^2-4 x^3+\left(49-28 x+4 x^2\right) \log (2)+(-4 x+4 \log (2)) \log ^2(x)+\left(-14 x+4 x^2+(14-4 x) \log (2)\right) \log (2 x-2 \log (2))+(-x+\log (2)) \log ^2(2 x-2 \log (2))+\log (x) \left(28 x-8 x^2+(-28+8 x) \log (2)+(4 x-4 \log (2)) \log (2 x-2 \log (2))\right)} \, dx","Int[(8*x - 9*Log[2] + (-2*x + 2*Log[2])*Log[x] + (x - Log[2])*Log[2*x - 2*Log[2]])/(-49*x + 28*x^2 - 4*x^3 + (49 - 28*x + 4*x^2)*Log[2] + (-4*x + 4*Log[2])*Log[x]^2 + (-14*x + 4*x^2 + (14 - 4*x)*Log[2])*Log[2*x - 2*Log[2]] + (-x + Log[2])*Log[2*x - 2*Log[2]]^2 + Log[x]*(28*x - 8*x^2 + (-28 + 8*x)*Log[2] + (4*x - 4*Log[2])*Log[2*x - 2*Log[2]])),x]","\int \frac{8 x-9 \log (2)+(-2 x+2 \log (2)) \log (x)+(x-\log (2)) \log (2 x-2 \log (2))}{-49 x+28 x^2-4 x^3+\left(49-28 x+4 x^2\right) \log (2)+(-4 x+4 \log (2)) \log ^2(x)+\left(-14 x+4 x^2+(14-4 x) \log (2)\right) \log (2 x-2 \log (2))+(-x+\log (2)) \log ^2(2 x-2 \log (2))+\log (x) \left(28 x-8 x^2+(-28+8 x) \log (2)+(4 x-4 \log (2)) \log (2 x-2 \log (2))\right)} \, dx","-\frac{x}{-2 x-2 \log (x)+\log (-2 (\log (2)-x))+7}",1,"-Defer[Int][(-7 + 2*x + 2*Log[x] - Log[2*x - Log[4]])^(-2), x] - 2*Defer[Int][x/(-7 + 2*x + 2*Log[x] - Log[2*x - Log[4]])^2, x] + Log[2]*Defer[Int][1/((x - Log[2])*(-7 + 2*x + 2*Log[x] - Log[2*x - Log[4]])^2), x] + Defer[Int][(-7 + 2*x + 2*Log[x] - Log[2*x - Log[4]])^(-1), x]","F",0,0,0,0,-1,"{}"
9463,1,45,0,0.3285411,"\int \frac{22500 x-7800 x^2+100 x^3+\left(22500 x-7800 x^2+100 x^3\right) \log (2)+\left(-22500+37500 x-15100 x^2+100 x^3+\left(-22500+37500 x-15100 x^2+100 x^3\right) \log (2)\right) \log (-1+x)}{-5625+5775 x-151 x^2+x^3} \, dx","Int[(22500*x - 7800*x^2 + 100*x^3 + (22500*x - 7800*x^2 + 100*x^3)*Log[2] + (-22500 + 37500*x - 15100*x^2 + 100*x^3 + (-22500 + 37500*x - 15100*x^2 + 100*x^3)*Log[2])*Log[-1 + x])/(-5625 + 5775*x - 151*x^2 + x^3),x]","7300 (1+\log (2)) \log (1-x)-100 (1-x) (1+\log (2)) \log (x-1)-\frac{540000 (1+\log (2)) \log (x-1)}{75-x}","\frac{4 (3-x) x (1+\log (2)) \log (x-1)}{3-\frac{x}{25}}",1,"7300*(1 + Log[2])*Log[1 - x] - 100*(1 - x)*(1 + Log[2])*Log[-1 + x] - (540000*(1 + Log[2])*Log[-1 + x])/(75 - x)","A",14,10,85,0.1176,1,"{6688, 12, 6742, 142, 2418, 2389, 2295, 2395, 36, 31}"
9464,0,0,0,3.204076,"\int \frac{224 e^{10+2 x}+e^{5+x} \left(40-56 x+32 x^2-4 x^3\right)}{25 x^2-10 x^3+x^4+e^{10+2 x} \left(4096-512 x+16 x^2\right)+e^{5+x} \left(640 x-168 x^2+8 x^3\right)} \, dx","Int[(224*E^(10 + 2*x) + E^(5 + x)*(40 - 56*x + 32*x^2 - 4*x^3))/(25*x^2 - 10*x^3 + x^4 + E^(10 + 2*x)*(4096 - 512*x + 16*x^2) + E^(5 + x)*(640*x - 168*x^2 + 8*x^3)),x]","\int \frac{224 e^{10+2 x}+e^{5+x} \left(40-56 x+32 x^2-4 x^3\right)}{25 x^2-10 x^3+x^4+e^{10+2 x} \left(4096-512 x+16 x^2\right)+e^{5+x} \left(640 x-168 x^2+8 x^3\right)} \, dx","\frac{x-2}{\frac{1}{4} e^{-x-5} (5-x) x-x+16}",1,"-576*Defer[Int][E^(5 + x)/(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)^2, x] - 9856*Defer[Int][E^(5 + x)/((-16 + x)*(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)^2), x] - 112*Defer[Int][(E^(5 + x)*x)/(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)^2, x] + 32*Defer[Int][(E^(5 + x)*x^2)/(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)^2, x] - 4*Defer[Int][(E^(5 + x)*x^3)/(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)^2, x] + 56*Defer[Int][E^(5 + x)/((-16 + x)*(-64*E^(5 + x) - 5*x + 4*E^(5 + x)*x + x^2)), x]","F",0,0,0,0,-1,"{}"
9465,1,14,0,0.0069718,"\int \frac{-4+10 e-5 x}{8 e-4 x} \, dx","Int[(-4 + 10*E - 5*x)/(8*E - 4*x),x]","\frac{5 x}{4}+\log (2 e-x)","\frac{5 x}{4}+\log (x-2 e)-\frac{3}{10}",1,"(5*x)/4 + Log[2*E - x]","A",2,1,18,0.05556,1,"{43}"
9466,0,0,0,6.4417561,"\int \frac{10 x-2 x^2-10 x \log (x)+\left(\left(10 x-2 x^2\right) \log (x)+\left(450-180 x+18 x^2\right) \log ^2(x)\right) \log \left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)+\left(\left(65 x+77 x^2-18 x^3\right) \log (x)+\left(2925+2880 x-1503 x^2+162 x^3\right) \log ^2(x)\right) \log ^2\left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)}{\left(\left(5 x-x^2\right) \log (x)+\left(225-90 x+9 x^2\right) \log ^2(x)\right) \log ^2\left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)} \, dx","Int[(10*x - 2*x^2 - 10*x*Log[x] + ((10*x - 2*x^2)*Log[x] + (450 - 180*x + 18*x^2)*Log[x]^2)*Log[(x + (45 - 9*x)*Log[x])/((-5 + x)*Log[x])] + ((65*x + 77*x^2 - 18*x^3)*Log[x] + (2925 + 2880*x - 1503*x^2 + 162*x^3)*Log[x]^2)*Log[(x + (45 - 9*x)*Log[x])/((-5 + x)*Log[x])]^2)/(((5*x - x^2)*Log[x] + (225 - 90*x + 9*x^2)*Log[x]^2)*Log[(x + (45 - 9*x)*Log[x])/((-5 + x)*Log[x])]^2),x]","\int \frac{10 x-2 x^2-10 x \log (x)+\left(\left(10 x-2 x^2\right) \log (x)+\left(450-180 x+18 x^2\right) \log ^2(x)\right) \log \left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)+\left(\left(65 x+77 x^2-18 x^3\right) \log (x)+\left(2925+2880 x-1503 x^2+162 x^3\right) \log ^2(x)\right) \log ^2\left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)}{\left(\left(5 x-x^2\right) \log (x)+\left(225-90 x+9 x^2\right) \log ^2(x)\right) \log ^2\left(\frac{x+(45-9 x) \log (x)}{(-5+x) \log (x)}\right)} \, dx","(3 x+2)^2+x+\frac{2 x}{\log \left(\frac{x}{(x-5) \log (x)}-9\right)}",1,"13*x + 9*x^2 - 10*Defer[Int][1/((-x - 45*Log[x] + 9*x*Log[x])*Log[-9 + x/((-5 + x)*Log[x])]^2), x] - 50*Defer[Int][1/((-5 + x)*(-x - 45*Log[x] + 9*x*Log[x])*Log[-9 + x/((-5 + x)*Log[x])]^2), x] - 2*Defer[Int][x/(Log[x]*(-x - 45*Log[x] + 9*x*Log[x])*Log[-9 + x/((-5 + x)*Log[x])]^2), x] + 2*Defer[Int][Log[-9 + x/((-5 + x)*Log[x])]^(-1), x]","F",0,0,0,0,-1,"{}"
9467,1,95,0,0.3334071,"\int \frac{e^{4 e^{2 x}+x^2} \left(16+32 x^2-2 x^3-2 e^5 x^3+e^{2 x} \left(128 x-8 x^2-8 e^5 x^2\right)\right)}{256-32 x+x^2+e^{10} x^2+e^5 \left(-32 x+2 x^2\right)} \, dx","Int[(E^(4*E^(2*x) + x^2)*(16 + 32*x^2 - 2*x^3 - 2*E^5*x^3 + E^(2*x)*(128*x - 8*x^2 - 8*E^5*x^2)))/(256 - 32*x + x^2 + E^10*x^2 + E^5*(-32*x + 2*x^2)),x]","\frac{e^{x^2+4 e^{2 x}} \left(-\left(\left(1+e^5\right) x^3\right)+16 x^2+4 e^{2 x} \left(-e^5 x^2-x^2+16 x\right)\right)}{\left(x+4 e^{2 x}\right) \left(\left(1+e^{10}\right) x^2-2 e^5 \left(16 x-x^2\right)-32 x+256\right)}","\frac{e^{x^2+4 e^{2 x}} x}{-e^5 x-x+16}",1,"(E^(4*E^(2*x) + x^2)*(16*x^2 - (1 + E^5)*x^3 + 4*E^(2*x)*(16*x - x^2 - E^5*x^2)))/((4*E^(2*x) + x)*(256 - 32*x + (1 + E^10)*x^2 - 2*E^5*(16*x - x^2)))","B",3,2,87,0.02299,1,"{6, 2288}"
9468,1,31,0,0.0725106,"\int \frac{36 x^2+\left(12-36 x+12 x^2\right) \log (4)+\left(8-6 x+x^2\right) \log ^2(4)}{36 x^2+\left(-36 x+12 x^2\right) \log (4)+\left(9-6 x+x^2\right) \log ^2(4)} \, dx","Int[(36*x^2 + (12 - 36*x + 12*x^2)*Log[4] + (8 - 6*x + x^2)*Log[4]^2)/(36*x^2 + (-36*x + 12*x^2)*Log[4] + (9 - 6*x + x^2)*Log[4]^2),x]","x-\frac{(12-\log (4)) \log (4)}{(6+\log (4)) (x (6+\log (4))-\log (64))}","x-\frac{2-x}{x+\frac{6 x}{\log (4)}-3}",1,"x - ((12 - Log[4])*Log[4])/((6 + Log[4])*(x*(6 + Log[4]) - Log[64]))","A",5,4,66,0.06061,1,"{1984, 27, 6, 683}"
9469,1,51,0,0.0327896,"\int \frac{1}{3} \left(-6 e^{8-2 x}+6 e^{4-x}+\left(-2 e^{8-2 x}+2 e^{4-x}\right) \log \left(\frac{4}{e^4}\right)\right) \, dx","Int[(-6*E^(8 - 2*x) + 6*E^(4 - x) + (-2*E^(8 - 2*x) + 2*E^(4 - x))*Log[4/E^4])/3,x]","e^{8-2 x}-2 e^{4-x}-\frac{1}{3} e^{8-2 x} (4-\log (4))+\frac{2}{3} e^{4-x} (4-\log (4))","\frac{1}{3} \left(e^{4-x}-1\right)^2 \left(3+\log \left(\frac{4}{e^4}\right)\right)",1,"E^(8 - 2*x) - 2*E^(4 - x) - (E^(8 - 2*x)*(4 - Log[4]))/3 + (2*E^(4 - x)*(4 - Log[4]))/3","B",7,2,49,0.04082,1,"{12, 2194}"
9470,0,0,0,19.3341755,"\int \frac{-4 \log ^2(5) \log \left(x^2\right)+2 \log ^2(5) \log ^2\left(x^2\right)+(-34+3 x) \log ^4\left(x^2\right)}{x^3 \log ^4(5)+\left(-34 x^3+2 x^4\right) \log ^2(5) \log ^2\left(x^2\right)+\left(289 x^3-34 x^4+x^5\right) \log ^4\left(x^2\right)} \, dx","Int[(-4*Log[5]^2*Log[x^2] + 2*Log[5]^2*Log[x^2]^2 + (-34 + 3*x)*Log[x^2]^4)/(x^3*Log[5]^4 + (-34*x^3 + 2*x^4)*Log[5]^2*Log[x^2]^2 + (289*x^3 - 34*x^4 + x^5)*Log[x^2]^4),x]","\int \frac{-4 \log ^2(5) \log \left(x^2\right)+2 \log ^2(5) \log ^2\left(x^2\right)+(-34+3 x) \log ^4\left(x^2\right)}{x^3 \log ^4(5)+\left(-34 x^3+2 x^4\right) \log ^2(5) \log ^2\left(x^2\right)+\left(289 x^3-34 x^4+x^5\right) \log ^4\left(x^2\right)} \, dx","\frac{1}{x^2 \left(-\frac{\log ^2(5)}{\log ^2\left(x^2\right)}-x+17\right)}",1,"1/((17 - x)*x^2) - (2*Log[5]^4*Defer[Int][1/((-17 + x)*(Log[5]^2 + (-17 + x)*Log[x^2]^2)^2), x])/4913 + (Log[5]^4*Defer[Int][1/(x^2*(Log[5]^2 + (-17 + x)*Log[x^2]^2)^2), x])/289 + (2*Log[5]^4*Defer[Int][1/(x*(Log[5]^2 + (-17 + x)*Log[x^2]^2)^2), x])/4913 - 4*Log[5]^2*Defer[Int][Log[x^2]/(x^3*(Log[5]^2 + (-17 + x)*Log[x^2]^2)^2), x] + (2*Log[5]^2*Defer[Int][1/((-17 + x)*(Log[5]^2 + (-17 + x)*Log[x^2]^2)), x])/4913 + (2*Log[5]^2*Defer[Int][1/(x^3*(Log[5]^2 + (-17 + x)*Log[x^2]^2)), x])/17 - (2*Log[5]^2*Defer[Int][1/(x*(Log[5]^2 + (-17 + x)*Log[x^2]^2)), x])/4913 + (Log[5]^4*Defer[Int][1/((-17 + x)^2*(Log[5]^2 - 17*Log[x^2]^2 + x*Log[x^2]^2)^2), x])/289 - (2*Log[5]^2*Defer[Int][1/((-17 + x)^2*(Log[5]^2 - 17*Log[x^2]^2 + x*Log[x^2]^2)), x])/289","F",0,0,0,0,-1,"{}"
9471,0,0,0,1.4960248,"\int \frac{14 x+36 x^2+28 x^3+6 x^4+\left(16+7 x+17 x^2+7 x^3+x^4\right) \log \left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)}{64+28 x+68 x^2+28 x^3+4 x^4+\left(-64-28 x-68 x^2-28 x^3-4 x^4\right) \log \left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)+\left(16+7 x+17 x^2+7 x^3+x^4\right) \log ^2\left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)} \, dx","Int[(14*x + 36*x^2 + 28*x^3 + 6*x^4 + (16 + 7*x + 17*x^2 + 7*x^3 + x^4)*Log[E^4/(256*x^2 + 224*x^3 + 337*x^4 + 238*x^5 + 82*x^6 + 14*x^7 + x^8)])/(64 + 28*x + 68*x^2 + 28*x^3 + 4*x^4 + (-64 - 28*x - 68*x^2 - 28*x^3 - 4*x^4)*Log[E^4/(256*x^2 + 224*x^3 + 337*x^4 + 238*x^5 + 82*x^6 + 14*x^7 + x^8)] + (16 + 7*x + 17*x^2 + 7*x^3 + x^4)*Log[E^4/(256*x^2 + 224*x^3 + 337*x^4 + 238*x^5 + 82*x^6 + 14*x^7 + x^8)]^2),x]","\int \frac{14 x+36 x^2+28 x^3+6 x^4+\left(16+7 x+17 x^2+7 x^3+x^4\right) \log \left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)}{64+28 x+68 x^2+28 x^3+4 x^4+\left(-64-28 x-68 x^2-28 x^3-4 x^4\right) \log \left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)+\left(16+7 x+17 x^2+7 x^3+x^4\right) \log ^2\left(\frac{e^4}{256 x^2+224 x^3+337 x^4+238 x^5+82 x^6+14 x^7+x^8}\right)} \, dx","\frac{x}{\log \left(\frac{e^4}{x^2 \left(x^2+1\right) \left(x-(x+4)^2\right)^2}\right)-2}",1,"8*Defer[Int][(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^(-2), x] - ((128*I)*Defer[Int][1/((-7 + I*Sqrt[15] - 2*x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x])/Sqrt[15] - I*Defer[Int][1/((I - x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x] - I*Defer[Int][1/((I + x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x] - (14*(15 + (7*I)*Sqrt[15])*Defer[Int][1/((7 - I*Sqrt[15] + 2*x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x])/15 - ((128*I)*Defer[Int][1/((7 + I*Sqrt[15] + 2*x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x])/Sqrt[15] - (14*(15 - (7*I)*Sqrt[15])*Defer[Int][1/((7 + I*Sqrt[15] + 2*x)*(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^2), x])/15 + Defer[Int][(2 + Log[1/(x^2*(1 + x^2)*(16 + 7*x + x^2)^2)])^(-1), x]","F",0,0,0,0,-1,"{}"
9472,1,902,0,3.0200051,"\int \frac{32+32 e^3-32 e^{\frac{e^3}{15}}-32 x^2+\left(2+2 e^3-2 e^{\frac{e^3}{15}}-2 x^2\right) \log \left(\frac{1+e^3-e^{\frac{e^3}{15}}-4 x+x^2}{x}\right)}{-x-e^3 x+e^{\frac{e^3}{15}} x+4 x^2-x^3} \, dx","Int[(32 + 32*E^3 - 32*E^(E^3/15) - 32*x^2 + (2 + 2*E^3 - 2*E^(E^3/15) - 2*x^2)*Log[(1 + E^3 - E^(E^3/15) - 4*x + x^2)/x])/(-x - E^3*x + E^(E^3/15)*x + 4*x^2 - x^3),x]","-\log ^2\left(-2 \left(-x-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2\right)\right)-\log ^2\left(-2 \left(-x+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2\right)\right)-\log ^2(x)-32 \log (x)-2 \log (x) \log \left(x-4+\frac{1+e^3-e^{\frac{e^3}{15}}}{x}\right)-2 \log \left(-\frac{i \left(-x+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2\right)}{2 \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right) \log \left(2 x-2 \left(2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)+2 \log \left(\frac{x}{2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right) \log \left(2 x-2 \left(2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)+2 \log \left(x-4+\frac{1+e^3-e^{\frac{e^3}{15}}}{x}\right) \log \left(2 x-2 \left(2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)-2 \log \left(\frac{i \left(-x-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2\right)}{2 \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right) \log \left(2 x-2 \left(2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)+2 \log \left(\frac{x}{2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right) \log \left(2 x-2 \left(2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)+2 \log \left(x-4+\frac{1+e^3-e^{\frac{e^3}{15}}}{x}\right) \log \left(2 x-2 \left(2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}\right)\right)+2 \log (x) \log \left(1-\frac{x}{2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+2 \log (x) \log \left(1-\frac{x}{2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+32 \log \left(x^2-4 x-e^{\frac{e^3}{15}}+e^3+1\right)-2 \text{Li}_2\left(-\frac{-i x-\sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2 i}{2 \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)-2 \text{Li}_2\left(\frac{-i x+\sqrt{-3+e^3-e^{\frac{e^3}{15}}}+2 i}{2 \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+2 \text{Li}_2\left(\frac{x}{2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+2 \text{Li}_2\left(\frac{x}{2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+2 \text{Li}_2\left(1-\frac{x}{2-i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)+2 \text{Li}_2\left(1-\frac{x}{2+i \sqrt{-3+e^3-e^{\frac{e^3}{15}}}}\right)","\left(\log \left(x+\frac{1+e^3-e^{\frac{e^3}{15}}}{x}-4\right)+16\right)^2",1,"-Log[-2*(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)] - x)]^2 - Log[-2*(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)] - x)]^2 - 32*Log[x] - Log[x]^2 - 2*Log[x]*Log[-4 + (1 + E^3 - E^(E^3/15))/x + x] - 2*Log[((-1/2*I)*(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)] - x))/Sqrt[-3 + E^3 - E^(E^3/15)]]*Log[-2*(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] + 2*Log[x/(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)])]*Log[-2*(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] + 2*Log[-4 + (1 + E^3 - E^(E^3/15))/x + x]*Log[-2*(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] - 2*Log[((I/2)*(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)] - x))/Sqrt[-3 + E^3 - E^(E^3/15)]]*Log[-2*(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] + 2*Log[x/(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)])]*Log[-2*(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] + 2*Log[-4 + (1 + E^3 - E^(E^3/15))/x + x]*Log[-2*(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)]) + 2*x] + 2*Log[x]*Log[1 - x/(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)])] + 2*Log[x]*Log[1 - x/(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)])] + 32*Log[1 + E^3 - E^(E^3/15) - 4*x + x^2] - 2*PolyLog[2, -1/2*(2*I - Sqrt[-3 + E^3 - E^(E^3/15)] - I*x)/Sqrt[-3 + E^3 - E^(E^3/15)]] - 2*PolyLog[2, (2*I + Sqrt[-3 + E^3 - E^(E^3/15)] - I*x)/(2*Sqrt[-3 + E^3 - E^(E^3/15)])] + 2*PolyLog[2, x/(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)])] + 2*PolyLog[2, x/(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)])] + 2*PolyLog[2, 1 - x/(2 - I*Sqrt[-3 + E^3 - E^(E^3/15)])] + 2*PolyLog[2, 1 - x/(2 + I*Sqrt[-3 + E^3 - E^(E^3/15)])]","C",46,16,108,0.1481,1,"{6, 1594, 6728, 1628, 628, 2528, 2524, 2357, 2301, 2317, 2391, 2418, 2394, 2315, 2390, 2393}"
9473,1,16,0,0.00459,"\int \frac{1}{5} \left(4-5 e^x-60 x^2\right) \, dx","Int[(4 - 5*E^x - 60*x^2)/5,x]","-4 x^3+\frac{4 x}{5}-e^x","-4 x \left(x^2-\frac{1}{5}\right)-e^x-e^2+11",1,"-E^x + (4*x)/5 - 4*x^3","A",3,2,16,0.1250,1,"{12, 2194}"
9474,1,18,0,0.031759,"\int \frac{-45+50 x^3-45 e^{1+x} x^3+90 \log (x)}{x^3} \, dx","Int[(-45 + 50*x^3 - 45*E^(1 + x)*x^3 + 90*Log[x])/x^3,x]","-\frac{45 \log (x)}{x^2}+50 x-45 e^{x+1}","5 \left(9 \left(-\frac{\log (x)}{x^2}+x-e^{x+1}+e^{e^2}\right)+x\right)",1,"-45*E^(1 + x) + 50*x - (45*Log[x])/x^2","A",8,3,25,0.1200,1,"{14, 2194, 2304}"
9475,1,51,0,0.7457726,"\int \frac{16+4 x^2+e^{2 x+2 x^3+2 x^2 \log \left(4+x^2\right)} \left(-8-26 x^2-4 x^3-6 x^4+\left(-16 x-4 x^3\right) \log \left(4+x^2\right)\right)}{4+x^2} \, dx","Int[(16 + 4*x^2 + E^(2*x + 2*x^3 + 2*x^2*Log[4 + x^2])*(-8 - 26*x^2 - 4*x^3 - 6*x^4 + (-16*x - 4*x^3)*Log[4 + x^2]))/(4 + x^2),x]","4 x-\frac{e^{2 x^3+2 x} \left(x^2+4\right)^{2 x^2-1} \left(3 x^4+13 x^2+4\right)}{3 x^2+1}","4 x-e^{2 x^2 \left(\log \left(x^2+4\right)+x\right)+2 x}",1,"4*x - (E^(2*x + 2*x^3)*(4 + x^2)^(-1 + 2*x^2)*(4 + 13*x^2 + 3*x^4))/(1 + 3*x^2)","B",3,2,71,0.02817,1,"{6725, 2288}"
9476,1,17,0,0.1876888,"\int \frac{x-7 x^2+x^3+(-7+x) \log \left(-\frac{12}{-7+x}\right)}{-7 x^2+x^3} \, dx","Int[(x - 7*x^2 + x^3 + (-7 + x)*Log[-12/(-7 + x)])/(-7*x^2 + x^3),x]","x-\frac{\log \left(\frac{12}{7-x}\right)}{x}","x+\frac{x-\log \left(\frac{12}{7-x}\right)}{x}",1,"x - Log[12/(7 - x)]/x","A",9,7,34,0.2059,1,"{1593, 6742, 893, 2395, 36, 31, 29}"
9477,0,0,0,2.7384227,"\int \frac{2-e^{-1+x}-e^x+\left(e^{-1+x} x+e^x x\right) \log (x)-x \log ^2(x)}{\left(2 x-e^{-1+x} x-e^x x\right) \log (x)+\left(4 x+x^2\right) \log ^2(x)} \, dx","Int[(2 - E^(-1 + x) - E^x + (E^(-1 + x)*x + E^x*x)*Log[x] - x*Log[x]^2)/((2*x - E^(-1 + x)*x - E^x*x)*Log[x] + (4*x + x^2)*Log[x]^2),x]","\int \frac{2-e^{-1+x}-e^x+\left(e^{-1+x} x+e^x x\right) \log (x)-x \log ^2(x)}{\left(2 x-e^{-1+x} x-e^x x\right) \log (x)+\left(4 x+x^2\right) \log ^2(x)} \, dx","\log \left(-\frac{2}{x+\frac{-e^{x-1}-e^x+2}{\log (x)}+4}\right)",1,"-x + Log[Log[x]] + 4*E*Defer[Int][1/(x*(-2*E + E^x*(1 + E) - 4*E*Log[x] - E*x*Log[x])), x] + E*Defer[Int][(2*E - E^x*(1 + E) + 4*E*Log[x] + E*x*Log[x])^(-1), x] + 3*E*Defer[Int][Log[x]/(2*E - E^x*(1 + E) + 4*E*Log[x] + E*x*Log[x]), x] + E*Defer[Int][(x*Log[x])/(2*E - E^x*(1 + E) + 4*E*Log[x] + E*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
9478,1,73,0,0.4314931,"\int \frac{15-36 x^2-8 x^3+e^{\frac{1}{3} \left(11+3 e^4+3 x\right)} \left(24 x+16 x^2+4 x^3\right)}{9+6 x+x^2} \, dx","Int[(15 - 36*x^2 - 8*x^3 + E^((11 + 3*E^4 + 3*x)/3)*(24*x + 16*x^2 + 4*x^3))/(9 + 6*x + x^2),x]","-4 x^2+4 e^{x+\frac{1}{3} \left(11+3 e^4\right)} x+12 x-12 e^{x+\frac{1}{3} \left(11+3 e^4\right)}+\frac{36 e^{x+\frac{1}{3} \left(11+3 e^4\right)}}{x+3}+\frac{93}{x+3}","\frac{x \left(5-4 x \left(x-e^{x+e^4+\frac{11}{3}}\right)\right)}{x+3}",1,"-12*E^((11 + 3*E^4)/3 + x) + 12*x + 4*E^((11 + 3*E^4)/3 + x)*x - 4*x^2 + 93/(3 + x) + (36*E^((11 + 3*E^4)/3 + x))/(3 + x)","B",13,8,54,0.1481,1,"{27, 6742, 2199, 2194, 2176, 2177, 2178, 1850}"
9479,1,15,0,0.0064424,"\int \frac{\log (2)-\log (2) \log (5)}{x \log (64)} \, dx","Int[(Log[2] - Log[2]*Log[5])/(x*Log[64]),x]","\frac{\log (2) (1-\log (5)) \log (x)}{\log (64)}","\frac{\log (2) (\log (5)-1) \log \left(\frac{15}{x}\right)}{\log (64)}",1,"(Log[2]*(1 - Log[5])*Log[x])/Log[64]","A",2,2,17,0.1176,1,"{12, 29}"
9480,0,0,0,2.9939054,"\int \frac{-2 e^{1+x} x+e^{5+2 x} \left(-1+x+x^2\right)+\left(-e^{1+x} x^2+e^{5+2 x} \left(-x+x^2\right)\right) \log \left(x^2+e^{4+x} \left(x-x^2\right)\right)}{-x^2+e^{4+x} \left(-x+x^2\right)} \, dx","Int[(-2*E^(1 + x)*x + E^(5 + 2*x)*(-1 + x + x^2) + (-(E^(1 + x)*x^2) + E^(5 + 2*x)*(-x + x^2))*Log[x^2 + E^(4 + x)*(x - x^2)])/(-x^2 + E^(4 + x)*(-x + x^2)),x]","\int \frac{-2 e^{1+x} x+e^{5+2 x} \left(-1+x+x^2\right)+\left(-e^{1+x} x^2+e^{5+2 x} \left(-x+x^2\right)\right) \log \left(x^2+e^{4+x} \left(x-x^2\right)\right)}{-x^2+e^{4+x} \left(-x+x^2\right)} \, dx","e^{x+1} \log \left(x^2+e^{x+4} \left(x-x^2\right)\right)",1,"1/(E^3*(1 - x)) + x/E^3 + Log[1 - x]/E^3 + E^(1 + x)*Log[E^(4 + x)*(1 - x)*x + x^2] + Defer[Int][(-E^(4 + x) - x + E^(4 + x)*x)^(-1), x]/E^3 + Defer[Int][1/((-1 + x)^2*(-E^(4 + x) - x + E^(4 + x)*x)), x]/E^3 + (2*Defer[Int][1/((-1 + x)*(-E^(4 + x) - x + E^(4 + x)*x)), x])/E^3 - Defer[Int][E^(1 + x)/((-1 + x)*(-E^(4 + x) - x + E^(4 + x)*x)), x] + Defer[Int][x/(-E^(4 + x) - x + E^(4 + x)*x), x]/E^3 - Defer[Int][(E^(1 + x)*x)/(-E^(4 + x) - x + E^(4 + x)*x), x]","F",0,0,0,0,-1,"{}"
9481,0,0,0,6.7447481,"\int \frac{20 x+4 x^2+e^4 \left(-60 x^2-144 x^3-24 x^4\right)+72 x^2 \log (4)+\left(44 x^2+8 x^3\right) \log (x)+\left(10+2 x+e^4 \left(-30 x-72 x^2-12 x^3\right)+36 x \log (4)+\left(22 x+4 x^2\right) \log (x)\right) \log \left(\frac{e^4 \left(15 x+3 x^2\right)-9 \log (4)+(-5-x) \log (x)}{3 \log (4)}\right)}{e^4 \left(-15 x^2-3 x^3\right)+9 x \log (4)+\left(5 x+x^2\right) \log (x)} \, dx","Int[(20*x + 4*x^2 + E^4*(-60*x^2 - 144*x^3 - 24*x^4) + 72*x^2*Log[4] + (44*x^2 + 8*x^3)*Log[x] + (10 + 2*x + E^4*(-30*x - 72*x^2 - 12*x^3) + 36*x*Log[4] + (22*x + 4*x^2)*Log[x])*Log[(E^4*(15*x + 3*x^2) - 9*Log[4] + (-5 - x)*Log[x])/(3*Log[4])])/(E^4*(-15*x^2 - 3*x^3) + 9*x*Log[4] + (5*x + x^2)*Log[x]),x]","\int \frac{20 x+4 x^2+e^4 \left(-60 x^2-144 x^3-24 x^4\right)+72 x^2 \log (4)+\left(44 x^2+8 x^3\right) \log (x)+\left(10+2 x+e^4 \left(-30 x-72 x^2-12 x^3\right)+36 x \log (4)+\left(22 x+4 x^2\right) \log (x)\right) \log \left(\frac{e^4 \left(15 x+3 x^2\right)-9 \log (4)+(-5-x) \log (x)}{3 \log (4)}\right)}{e^4 \left(-15 x^2-3 x^3\right)+9 x \log (4)+\left(5 x+x^2\right) \log (x)} \, dx","\left(2 x+\log \left(\frac{(x+5) \left(3 e^4 x-\log (x)\right)}{3 \log (4)}-3\right)\right)^2",1,"4*x + 4*x^2 - 20*Log[5 + x] - 4*(5 - 9*Log[4])*Defer[Int][(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x])^(-1), x] - 4*(1 - 15*E^4)*Defer[Int][x/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] + 12*E^4*Defer[Int][x^2/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] - 180*Log[4]*Defer[Int][1/((5 + x)*(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x])), x] - 2*(1 - 15*E^4 + 18*Log[4])*Defer[Int][Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]]/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] - 10*Defer[Int][Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]]/(x*(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x])), x] + 72*E^4*Defer[Int][(x*Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]])/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] + 12*E^4*Defer[Int][(x^2*Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]])/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] - 4*Defer[Int][(x*Log[x]*Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]])/(15*E^4*x + 3*E^4*x^2 - 9*Log[4] - 5*Log[x] - x*Log[x]), x] + 22*Defer[Int][(Log[x]*Log[(3*E^4*x*(5 + x) - 9*Log[4] - (5 + x)*Log[x])/Log[64]])/(-15*E^4*x - 3*E^4*x^2 + 9*Log[4] + 5*Log[x] + x*Log[x]), x]","F",0,0,0,0,-1,"{}"
9482,1,18,0,0.3103207,"\int \frac{-1-x-\frac{e^x x}{4}}{e^2 x+\frac{1}{16} e^{2 x} x+2 e x^2+x^3+\left(2 e x+2 x^2\right) \log (x)+x \log ^2(x)+\frac{e^x \left(2 e x^2+2 x^3+2 x^2 \log (x)\right)}{4 x}} \, dx","Int[(-1 - x - (E^x*x)/4)/(E^2*x + (E^(2*x)*x)/16 + 2*E*x^2 + x^3 + (2*E*x + 2*x^2)*Log[x] + x*Log[x]^2 + (E^x*(2*E*x^2 + 2*x^3 + 2*x^2*Log[x]))/(4*x)),x]","\frac{4}{4 x+e^x+4 \log (x)+4 e}","\frac{1}{x+\frac{e^x}{4}+\log (x)+e}",1,"4/(4*E + E^x + 4*x + 4*Log[x])","A",3,3,89,0.03371,1,"{6688, 12, 6686}"
9483,0,0,0,2.2768083,"\int \frac{-16-8 x^2 \log (x)+\left(-8 x^2 \log (x)-32 \log (x) \log (\log (x))\right) \log \left(\frac{1}{4} \left(x^2+4 \log (\log (x))\right)\right)}{\left(9 x^7 \log (x)+36 x^5 \log (x) \log (\log (x))\right) \log ^3\left(\frac{1}{4} \left(x^2+4 \log (\log (x))\right)\right)} \, dx","Int[(-16 - 8*x^2*Log[x] + (-8*x^2*Log[x] - 32*Log[x]*Log[Log[x]])*Log[(x^2 + 4*Log[Log[x]])/4])/((9*x^7*Log[x] + 36*x^5*Log[x]*Log[Log[x]])*Log[(x^2 + 4*Log[Log[x]])/4]^3),x]","\int \frac{-16-8 x^2 \log (x)+\left(-8 x^2 \log (x)-32 \log (x) \log (\log (x))\right) \log \left(\frac{1}{4} \left(x^2+4 \log (\log (x))\right)\right)}{\left(9 x^7 \log (x)+36 x^5 \log (x) \log (\log (x))\right) \log ^3\left(\frac{1}{4} \left(x^2+4 \log (\log (x))\right)\right)} \, dx","\frac{2}{9 x^4 \log ^2\left(\frac{x^2}{4}+\log (\log (x))\right)}",1,"(8*Defer[Int][1/(x^3*(-x^2 - 4*Log[Log[x]])*Log[(x^2 + 4*Log[Log[x]])/4]^3), x])/9 + (16*Defer[Int][1/(x^5*Log[x]*(-x^2 - 4*Log[Log[x]])*Log[(x^2 + 4*Log[Log[x]])/4]^3), x])/9 - (8*Defer[Int][1/(x^5*Log[(x^2 + 4*Log[Log[x]])/4]^2), x])/9","F",0,0,0,0,-1,"{}"
9484,1,104,0,0.4924349,"\int \frac{e^{-2-\frac{-4 x+e^2 x \log \left(x^2\right)}{e^2}} \left(-e^2 \log \left(\frac{25}{2}\right)+\left(-20+e^2 (10-2 x)+4 x\right) \log \left(\frac{25}{2}\right) \log (5-x)+e^2 (5-x) \log \left(\frac{25}{2}\right) \log (5-x) \log \left(x^2\right)\right)}{(-5+x) \log ^2(5-x)} \, dx","Int[(E^(-2 - (-4*x + E^2*x*Log[x^2])/E^2)*(-(E^2*Log[25/2]) + (-20 + E^2*(10 - 2*x) + 4*x)*Log[25/2]*Log[5 - x] + E^2*(5 - x)*Log[25/2]*Log[5 - x]*Log[x^2]))/((-5 + x)*Log[5 - x]^2),x]","\frac{e^{\frac{4 x}{e^2}} \left(x^2\right)^{-x} \left(2 \left(-e^2 (5-x)-2 x+10\right) \log \left(\frac{25}{2}\right) \log (5-x)-e^2 (5-x) \log \left(\frac{25}{2}\right) \log (5-x) \log \left(x^2\right)\right)}{(5-x) \log ^2(5-x) \left(2 \left(2-e^2\right)-e^2 \log \left(x^2\right)\right)}","\frac{\log \left(\frac{25}{2}\right) e^{-x \left(\log \left(x^2\right)-\frac{4}{e^2}\right)}}{\log (5-x)}",1,"(E^((4*x)/E^2)*(2*(10 - E^2*(5 - x) - 2*x)*Log[25/2]*Log[5 - x] - E^2*(5 - x)*Log[25/2]*Log[5 - x]*Log[x^2]))/((5 - x)*(x^2)^x*Log[5 - x]^2*(2*(2 - E^2) - E^2*Log[x^2]))","B",1,1,94,0.01064,1,"{2288}"
9485,1,16,0,0.2700604,"\int \frac{-2 e^{4 x}+e^{4 x} (-4+8 x) \log (x)}{3 x^3 \log ^2(x)} \, dx","Int[(-2*E^(4*x) + E^(4*x)*(-4 + 8*x)*Log[x])/(3*x^3*Log[x]^2),x]","\frac{2 e^{4 x}}{3 x^2 \log (x)}","\frac{2 e^{4 x}}{3 x^2 \log (x)}",1,"(2*E^(4*x))/(3*x^2*Log[x])","A",4,3,32,0.09375,1,"{12, 6741, 2288}"
9486,0,0,0,7.5554823,"\int \frac{e^{\frac{3-2 x}{x}+\frac{2}{-3+x+\log (4)}} \left(-27+27 x-11 x^2+x^3+\left(18-12 x+2 x^2\right) \log (4)+(-3+x) \log ^2(4)\right)+e^{\frac{3-2 x}{x}} \left(27 x-36 x^2+15 x^3-2 x^4+\left(-18 x+18 x^2-4 x^3\right) \log (4)+\left(3 x-2 x^2\right) \log ^2(4)\right)}{9 x-6 x^2+x^3+\left(-6 x+2 x^2\right) \log (4)+x \log ^2(4)} \, dx","Int[(E^((3 - 2*x)/x + 2/(-3 + x + Log[4]))*(-27 + 27*x - 11*x^2 + x^3 + (18 - 12*x + 2*x^2)*Log[4] + (-3 + x)*Log[4]^2) + E^((3 - 2*x)/x)*(27*x - 36*x^2 + 15*x^3 - 2*x^4 + (-18*x + 18*x^2 - 4*x^3)*Log[4] + (3*x - 2*x^2)*Log[4]^2))/(9*x - 6*x^2 + x^3 + (-6*x + 2*x^2)*Log[4] + x*Log[4]^2),x]","\int \frac{e^{\frac{3-2 x}{x}+\frac{2}{-3+x+\log (4)}} \left(-27+27 x-11 x^2+x^3+\left(18-12 x+2 x^2\right) \log (4)+(-3+x) \log ^2(4)\right)+e^{\frac{3-2 x}{x}} \left(27 x-36 x^2+15 x^3-2 x^4+\left(-18 x+18 x^2-4 x^3\right) \log (4)+\left(3 x-2 x^2\right) \log ^2(4)\right)}{9 x-6 x^2+x^3+\left(-6 x+2 x^2\right) \log (4)+x \log ^2(4)} \, dx","e^{\frac{3}{x}-2} x \left(e^{\frac{2}{x-3+\log (4)}}-x\right)",1,"-(E^(-2 + 3/x)*x^2) + Defer[Int][E^(-2 + 3/x + 2/(-3 + x + Log[4])), x] - 3*Defer[Int][E^(-2 + 3/x + 2/(-3 + x + Log[4]))/x, x] - (6 - Log[16])*Defer[Int][E^(-2 + 3/x + 2/(-3 + x + Log[4]))/(-3 + x + Log[4])^2, x] - 2*Defer[Int][E^(-2 + 3/x + 2/(-3 + x + Log[4]))/(-3 + x + Log[4]), x]","F",0,0,0,0,-1,"{}"
9487,1,11,0,0.0037951,"\int \frac{3+3 x+2 x^2}{x} \, dx","Int[(3 + 3*x + 2*x^2)/x,x]","x^2+3 x+3 \log (x)","x^2+3 (x+\log (2 x)-2)",1,"3*x + x^2 + 3*Log[x]","A",2,1,14,0.07143,1,"{14}"
9488,1,16,0,0.0528974,"\int \frac{175+25 e^{-25+15 x}+375 e^{-25+15 x} x \log (x)}{x} \, dx","Int[(175 + 25*E^(-25 + 15*x) + 375*E^(-25 + 15*x)*x*Log[x])/x,x]","25 e^{15 x-25} \log (x)+175 \log (x)","25 \left(e^{5 (3 x-5)}+7\right) \log (x)",1,"175*Log[x] + 25*E^(-25 + 15*x)*Log[x]","A",3,2,27,0.07407,1,"{14, 2288}"
9489,0,0,0,11.3063511,"\int \frac{-3 e^3 x^2+3 x^3+e^{-2-2 x} \left(-18 e^3+18 x\right)+e^{-1-x} \left(-15 e^3 x+12 x^2-3 x^3\right)+\left(e^{-2-2 x} \left(-18+18 e^3\right)-3 x^2+3 e^3 x^2+e^{-1-x} \left(-12 x+15 e^3 x+3 x^2\right)\right) \log (x)+\left(18 e^{-2-2 x}+15 e^{-1-x} x+3 x^2+\left(-18 e^{-2-2 x}-15 e^{-1-x} x-3 x^2\right) \log (x)\right) \log \left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)}{6 e^{4-2 x} x^2+5 e^{5-x} x^3+e^6 x^4+\left(-12 e^{1-2 x} x^2-10 e^{2-x} x^3-2 e^3 x^4\right) \log \left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)+\left(6 e^{-2-2 x} x^2+5 e^{-1-x} x^3+x^4\right) \log ^2\left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)} \, dx","Int[(-3*E^3*x^2 + 3*x^3 + E^(-2 - 2*x)*(-18*E^3 + 18*x) + E^(-1 - x)*(-15*E^3*x + 12*x^2 - 3*x^3) + (E^(-2 - 2*x)*(-18 + 18*E^3) - 3*x^2 + 3*E^3*x^2 + E^(-1 - x)*(-12*x + 15*E^3*x + 3*x^2))*Log[x] + (18*E^(-2 - 2*x) + 15*E^(-1 - x)*x + 3*x^2 + (-18*E^(-2 - 2*x) - 15*E^(-1 - x)*x - 3*x^2)*Log[x])*Log[(3*E^(-1 - x)*x + x^2)/(2*E^(-1 - x) + x)])/(6*E^(4 - 2*x)*x^2 + 5*E^(5 - x)*x^3 + E^6*x^4 + (-12*E^(1 - 2*x)*x^2 - 10*E^(2 - x)*x^3 - 2*E^3*x^4)*Log[(3*E^(-1 - x)*x + x^2)/(2*E^(-1 - x) + x)] + (6*E^(-2 - 2*x)*x^2 + 5*E^(-1 - x)*x^3 + x^4)*Log[(3*E^(-1 - x)*x + x^2)/(2*E^(-1 - x) + x)]^2),x]","\int \frac{-3 e^3 x^2+3 x^3+e^{-2-2 x} \left(-18 e^3+18 x\right)+e^{-1-x} \left(-15 e^3 x+12 x^2-3 x^3\right)+\left(e^{-2-2 x} \left(-18+18 e^3\right)-3 x^2+3 e^3 x^2+e^{-1-x} \left(-12 x+15 e^3 x+3 x^2\right)\right) \log (x)+\left(18 e^{-2-2 x}+15 e^{-1-x} x+3 x^2+\left(-18 e^{-2-2 x}-15 e^{-1-x} x-3 x^2\right) \log (x)\right) \log \left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)}{6 e^{4-2 x} x^2+5 e^{5-x} x^3+e^6 x^4+\left(-12 e^{1-2 x} x^2-10 e^{2-x} x^3-2 e^3 x^4\right) \log \left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)+\left(6 e^{-2-2 x} x^2+5 e^{-1-x} x^3+x^4\right) \log ^2\left(\frac{3 e^{-1-x} x+x^2}{2 e^{-1-x}+x}\right)} \, dx","\frac{3 (\log (x)-x)}{x \left(\log \left(\frac{x}{e^{x+1} x+2}+x\right)-e^3\right)}",1,"3*Defer[Int][1/(x*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] + 6*Defer[Int][1/((2 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] + 6*Defer[Int][1/(x*(2 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 9*Defer[Int][1/((3 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 9*Defer[Int][1/(x*(3 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 3*Defer[Int][Log[x]/(x^2*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 6*Defer[Int][Log[x]/(x^2*(2 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 6*Defer[Int][Log[x]/(x*(2 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] + 9*Defer[Int][Log[x]/(x^2*(3 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] + 9*Defer[Int][Log[x]/(x*(3 + E^(1 + x)*x)*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])^2), x] - 3*Defer[Int][1/(x^2*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])), x] + 3*Defer[Int][Log[x]/(x^2*(E^3 - Log[(x*(3 + E^(1 + x)*x))/(2 + E^(1 + x)*x)])), x]","F",0,0,0,0,-1,"{}"
9490,1,21,0,0.0047109,"\int e^{15/4} \left(10 x-15 x^2\right) \, dx","Int[E^(15/4)*(10*x - 15*x^2),x]","5 e^{15/4} x^2-5 e^{15/4} x^3","5 e^{15/4} x \left(x-x^2\right)-\log (4)",1,"5*E^(15/4)*x^2 - 5*E^(15/4)*x^3","A",2,1,15,0.06667,1,"{12}"
9491,1,47,0,0.114056,"\int \frac{1}{9} \left(9+9 e^{\frac{1}{9} \left(36 x^2+16 x^5\right)}+\left(9+e^{\frac{1}{9} \left(36 x^2+16 x^5\right)} \left(9+72 x^2+80 x^5\right)\right) \log (x)\right) \, dx","Int[(9 + 9*E^((36*x^2 + 16*x^5)/9) + (9 + E^((36*x^2 + 16*x^5)/9)*(9 + 72*x^2 + 80*x^5))*Log[x])/9,x]","\frac{e^{\frac{4}{9} \left(4 x^5+9 x^2\right)} \left(10 x^5+9 x^2\right) \log (x)}{10 x^4+9 x}+x \log (x)","\left(e^{4 x \left(\frac{4 x^4}{9}+x\right)}+1\right) x \log (x)+1",1,"x*Log[x] + (E^((4*(9*x^2 + 4*x^5))/9)*(9*x^2 + 10*x^5)*Log[x])/(9*x + 10*x^4)","B",5,4,60,0.06667,1,"{12, 6741, 2288, 2554}"
9492,0,0,0,1.6541425,"\int \frac{e^x \left(-105+25 x+25 x^2-25 x^3\right)+e^x \left(105+55 x+25 x^2\right) \log (x)-105 e^x \log ^2(x)}{25 x^4-210 x^2 \log (x)+441 \log ^2(x)} \, dx","Int[(E^x*(-105 + 25*x + 25*x^2 - 25*x^3) + E^x*(105 + 55*x + 25*x^2)*Log[x] - 105*E^x*Log[x]^2)/(25*x^4 - 210*x^2*Log[x] + 441*Log[x]^2),x]","\int \frac{e^x \left(-105+25 x+25 x^2-25 x^3\right)+e^x \left(105+55 x+25 x^2\right) \log (x)-105 e^x \log ^2(x)}{25 x^4-210 x^2 \log (x)+441 \log ^2(x)} \, dx","\frac{e^x}{\frac{x-\frac{21}{5}}{1-\frac{x}{\log (x)}}-x}",1,"(-5*E^x)/21 - 105*Defer[Int][E^x/(5*x^2 - 21*Log[x])^2, x] + 25*Defer[Int][(E^x*x)/(5*x^2 - 21*Log[x])^2, x] + 50*Defer[Int][(E^x*x^2)/(5*x^2 - 21*Log[x])^2, x] - (250*Defer[Int][(E^x*x^3)/(5*x^2 - 21*Log[x])^2, x])/21 - 5*Defer[Int][E^x/(5*x^2 - 21*Log[x]), x] - (55*Defer[Int][(E^x*x)/(5*x^2 - 21*Log[x]), x])/21 + (25*Defer[Int][(E^x*x^2)/(5*x^2 - 21*Log[x]), x])/21","F",0,0,0,0,-1,"{}"
9493,0,0,0,11.9776777,"\int \frac{e^{-x} \left(-e^x x+\exp \left(-24-e^{\frac{16 e^{-x}}{x}}+10 x-x^2+e^{\frac{8 e^{-x}}{x}} (-10+2 x)\right) \left(e^{\frac{16 e^{-x}}{x}} (16+16 x)+e^{\frac{8 e^{-x}}{x}} \left(80+64 x-16 x^2+2 e^x x^2\right)+e^x \left(10 x^2-2 x^3\right)\right)\right)}{x^2} \, dx","Int[(-(E^x*x) + E^(-24 - E^(16/(E^x*x)) + 10*x - x^2 + E^(8/(E^x*x))*(-10 + 2*x))*(E^(16/(E^x*x))*(16 + 16*x) + E^(8/(E^x*x))*(80 + 64*x - 16*x^2 + 2*E^x*x^2) + E^x*(10*x^2 - 2*x^3)))/(E^x*x^2),x]","\int \frac{e^{-x} \left(-e^x x+\exp \left(-24-e^{\frac{16 e^{-x}}{x}}+10 x-x^2+e^{\frac{8 e^{-x}}{x}} (-10+2 x)\right) \left(e^{\frac{16 e^{-x}}{x}} (16+16 x)+e^{\frac{8 e^{-x}}{x}} \left(80+64 x-16 x^2+2 e^x x^2\right)+e^x \left(10 x^2-2 x^3\right)\right)\right)}{x^2} \, dx","e^{1-\left(-x+e^{\frac{8 e^{-x}}{x}}+5\right)^2}-\log (x)+3",1,"-Log[x] - 16*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 8/(E^x*x) + 9*x - x^2), x] + 10*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 10*x - x^2), x] + 2*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 8/(E^x*x) + 10*x - x^2), x] + 80*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 8/(E^x*x) + 9*x - x^2)/x^2, x] + 16*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 16/(E^x*x) + 9*x - x^2)/x^2, x] + 64*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 8/(E^x*x) + 9*x - x^2)/x, x] + 16*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 16/(E^x*x) + 9*x - x^2)/x, x] - 2*Defer[Int][E^(-24 - E^(16/(E^x*x)) + 2*E^(8/(E^x*x))*(-5 + x) + 10*x - x^2)*x, x]","F",0,0,0,0,-1,"{}"
9494,0,0,0,0.4337622,"\int \frac{(8-2 x) \log (-4+x)+(x+(-4+x) \log (-4+x)) \log \left(x^2\right)+(-4+x) \log ^2\left(x^2\right)}{(-4+x) \log ^2\left(x^2\right)} \, dx","Int[((8 - 2*x)*Log[-4 + x] + (x + (-4 + x)*Log[-4 + x])*Log[x^2] + (-4 + x)*Log[x^2]^2)/((-4 + x)*Log[x^2]^2),x]","\int \frac{(8-2 x) \log (-4+x)+(x+(-4+x) \log (-4+x)) \log \left(x^2\right)+(-4+x) \log ^2\left(x^2\right)}{(-4+x) \log ^2\left(x^2\right)} \, dx","\frac{x \log (x-4)}{\log \left(x^2\right)}+x",1,"x - 2*Defer[Int][Log[-4 + x]/Log[x^2]^2, x] + Defer[Int][x/((-4 + x)*Log[x^2]), x] + Defer[Int][Log[-4 + x]/Log[x^2], x]","F",0,0,0,0,-1,"{}"
9495,1,45,0,0.1001495,"\int \frac{-256+16 x^4+15 e^{\frac{5 x^3}{2}} x^5+e^{\frac{5 x^3}{4}} \left(32 x+8 x^3-120 x^4+30 x^6\right)}{2 x^3} \, dx","Int[(-256 + 16*x^4 + 15*E^((5*x^3)/2)*x^5 + E^((5*x^3)/4)*(32*x + 8*x^3 - 120*x^4 + 30*x^6))/(2*x^3),x]","e^{\frac{5 x^3}{2}}+4 x^2+\frac{64}{x^2}-\frac{4 e^{\frac{5 x^3}{4}} \left(4 x^3-x^5\right)}{x^4}","\left(e^{\frac{5 x^3}{4}}+2 x-\frac{8}{x}\right)^2",1,"E^((5*x^3)/2) + 64/x^2 + 4*x^2 - (4*E^((5*x^3)/4)*(4*x^3 - x^5))/x^4","B",7,4,57,0.07018,1,"{12, 14, 2209, 2288}"
9496,1,27,0,0.1068378,"\int \frac{e^{\frac{35+18 x-12 x^2-5 x^3}{\log (\log (5))}} \left(18-24 x-15 x^2\right)-\log (\log (5))}{\log (\log (5))} \, dx","Int[(E^((35 + 18*x - 12*x^2 - 5*x^3)/Log[Log[5]])*(18 - 24*x - 15*x^2) - Log[Log[5]])/Log[Log[5]],x]","e^{\frac{-5 x^3-12 x^2+18 x+35}{\log (\log (5))}}-x","\exp \left(\frac{\left(-x^2-x+5\right) (x+4 (x+3)-5)}{\log (\log (5))}\right)-x",1,"E^((35 + 18*x - 12*x^2 - 5*x^3)/Log[Log[5]]) - x","A",3,2,46,0.04348,1,"{12, 6706}"
9497,1,32,0,0.0236804,"\int \frac{144 e^{34}}{16 x^2+e^{16} \left(-24 e^2 x-24 x^2\right)+e^{32} \left(9 e^4+18 e^2 x+9 x^2\right)} \, dx","Int[(144*E^34)/(16*x^2 + E^16*(-24*E^2*x - 24*x^2) + E^32*(9*E^4 + 18*E^2*x + 9*x^2)),x]","\frac{144 e^{34}}{\left(4-3 e^{16}\right) \left(3 e^{18}-\left(4-3 e^{16}\right) x\right)}","\frac{16 x}{-\frac{4 x}{3 e^{16}}+x+e^2}",1,"(144*E^34)/((4 - 3*E^16)*(3*E^18 - (4 - 3*E^16)*x))","A",5,5,50,0.1000,1,"{12, 1981, 27, 6, 32}"
9498,0,0,0,2.9771342,"\int \frac{\left(16 x+16 x^2+e^{2 x} \left(-x-x^2\right)\right) \log \left(-\frac{1}{x+x^2}\right)+(9+18 x) \log ^{18}\left(-\frac{1}{x+x^2}\right)+\log ^9\left(-\frac{1}{x+x^2}\right) \left(e^x (-9-18 x)+e^x \left(x+x^2\right) \log \left(-\frac{1}{x+x^2}\right)\right)}{\left(8 x+8 x^2\right) \log \left(-\frac{1}{x+x^2}\right)} \, dx","Int[((16*x + 16*x^2 + E^(2*x)*(-x - x^2))*Log[-(x + x^2)^(-1)] + (9 + 18*x)*Log[-(x + x^2)^(-1)]^18 + Log[-(x + x^2)^(-1)]^9*(E^x*(-9 - 18*x) + E^x*(x + x^2)*Log[-(x + x^2)^(-1)]))/((8*x + 8*x^2)*Log[-(x + x^2)^(-1)]),x]","\int \frac{\left(16 x+16 x^2+e^{2 x} \left(-x-x^2\right)\right) \log \left(-\frac{1}{x+x^2}\right)+(9+18 x) \log ^{18}\left(-\frac{1}{x+x^2}\right)+\log ^9\left(-\frac{1}{x+x^2}\right) \left(e^x (-9-18 x)+e^x \left(x+x^2\right) \log \left(-\frac{1}{x+x^2}\right)\right)}{\left(8 x+8 x^2\right) \log \left(-\frac{1}{x+x^2}\right)} \, dx","2 x-\frac{1}{16} \left(\log ^9\left(-\frac{1}{x^2+x}\right)-e^x\right)^2",1,"-1/16*E^(2*x) + 2*x + (9*Defer[Int][(E^x*Log[-(1/(x*(1 + x)))]^8)/(-1 - x), x])/8 - (9*Defer[Int][(E^x*Log[-(1/(x*(1 + x)))]^8)/x, x])/8 + Defer[Int][E^x*Log[-(1/(x*(1 + x)))]^9, x]/8 + (9*Defer[Int][Log[-(1/(x*(1 + x)))]^17/x, x])/8 + (9*Defer[Int][Log[-(1/(x*(1 + x)))]^17/(1 + x), x])/8","F",0,0,0,0,-1,"{}"
9499,0,0,0,0.5879336,"\int \frac{45-24 x-84 x^2-24 x^3+(36+36 x) \log \left(-\frac{1}{1+x}\right)}{16 x^4+16 x^5+\left(48 x^2+48 x^3\right) \log \left(-\frac{1}{1+x}\right)+(36+36 x) \log ^2\left(-\frac{1}{1+x}\right)} \, dx","Int[(45 - 24*x - 84*x^2 - 24*x^3 + (36 + 36*x)*Log[-(1 + x)^(-1)])/(16*x^4 + 16*x^5 + (48*x^2 + 48*x^3)*Log[-(1 + x)^(-1)] + (36 + 36*x)*Log[-(1 + x)^(-1)]^2),x]","\int \frac{45-24 x-84 x^2-24 x^3+(36+36 x) \log \left(-\frac{1}{1+x}\right)}{16 x^4+16 x^5+\left(48 x^2+48 x^3\right) \log \left(-\frac{1}{1+x}\right)+(36+36 x) \log ^2\left(-\frac{1}{1+x}\right)} \, dx","\frac{x+\frac{5}{4}}{\frac{2 x^2}{3}+\log \left(\frac{x}{x+1}-1\right)}",1,"9*Defer[Int][(2*x^2 + 3*Log[-(1 + x)^(-1)])^(-2), x] - 15*Defer[Int][x/(2*x^2 + 3*Log[-(1 + x)^(-1)])^2, x] - 12*Defer[Int][x^2/(2*x^2 + 3*Log[-(1 + x)^(-1)])^2, x] + (9*Defer[Int][1/((1 + x)*(2*x^2 + 3*Log[-(1 + x)^(-1)])^2), x])/4 + 3*Defer[Int][(2*x^2 + 3*Log[-(1 + x)^(-1)])^(-1), x]","F",0,0,0,0,-1,"{}"
9500,1,81,0,0.1374724,"\int \left(4+e^{-16-4 e^{3 x}+4 x} \left(4-12 e^{3 x}\right)+6 x\right) \, dx","Int[4 + E^(-16 - 4*E^(3*x) + 4*x)*(4 - 12*E^(3*x)) + 6*x,x]","3 x^2+4 x-\frac{e^{4 x-16} \Gamma \left(\frac{4}{3},4 e^{3 x}\right)}{3\ 2^{2/3} \left(e^{3 x}\right)^{4/3}}+\frac{e^{7 x-16} \Gamma \left(\frac{7}{3},4 e^{3 x}\right)}{4\ 2^{2/3} \left(e^{3 x}\right)^{7/3}}","\frac{3 \left(x^2+x\right) x+x}{x}+x+e^{4 \left(x-e^{3 x}-4\right)}",1,"4*x + 3*x^2 - (E^(-16 + 4*x)*Gamma[4/3, 4*E^(3*x)])/(3*2^(2/3)*(E^(3*x))^(4/3)) + (E^(-16 + 7*x)*Gamma[7/3, 4*E^(3*x)])/(4*2^(2/3)*(E^(3*x))^(7/3))","C",7,4,29,0.1379,1,"{2282, 12, 2226, 2218}"
9501,1,27,0,0.015007,"\int \frac{2-2 x^4-4 \log (4)+\left(2+50 x^4\right) \log ^2(4)}{x^3} \, dx","Int[(2 - 2*x^4 - 4*Log[4] + (2 + 50*x^4)*Log[4]^2)/x^3,x]","-\left(x^2 \left(1-25 \log ^2(4)\right)\right)-\frac{(1-\log (4))^2}{x^2}","25 x^2 \log ^2(4)-\frac{\left(-x^2-1+\log (4)\right)^2}{x^2}+4",1,"-((1 - Log[4])^2/x^2) - x^2*(1 - 25*Log[4]^2)","A",2,1,27,0.03704,1,"{14}"
9502,1,32,0,0.2141294,"\int \frac{5832-3420 x+668 x^2-58 x^3+2 x^4+\left(-738 x+206 x^2-27 x^3+x^4\right) \log \left(\frac{1}{x^2}\right)}{\left(2916 x-1710 x^2+334 x^3-29 x^4+x^5\right) \log \left(\frac{1}{x^2}\right)} \, dx","Int[(5832 - 3420*x + 668*x^2 - 58*x^3 + 2*x^4 + (-738*x + 206*x^2 - 27*x^3 + x^4)*Log[x^(-2)])/((2916*x - 1710*x^2 + 334*x^3 - 29*x^4 + x^5)*Log[x^(-2)]),x]","-\log \left(\log \left(\frac{1}{x^2}\right)\right)+\log \left(-x^3+20 x^2-154 x+324\right)-2 \log (9-x)","\log \left(\frac{\frac{(2 x+1) x}{(x-9)^2}+x-4}{4 \log \left(\frac{1}{x^2}\right)}\right)",1,"-2*Log[9 - x] + Log[324 - 154*x + 20*x^2 - x^3] - Log[Log[x^(-2)]]","A",7,5,73,0.06849,1,"{6688, 2074, 1587, 2302, 29}"
9503,0,0,0,0.6434774,"\int \frac{32-16 x+e^5 \left(12 x^2-8 x^3\right)}{-32+16 x+e^5 \left(32 x^2-16 x^3\right)+e^{10} \left(-8 x^4+4 x^5\right)+\left(e^5 \left(16 x-8 x^2\right)+e^{10} \left(-8 x^3+4 x^4\right)\right) \log \left(\frac{2-x}{2}\right)+e^{10} \left(-2 x^2+x^3\right) \log ^2\left(\frac{2-x}{2}\right)} \, dx","Int[(32 - 16*x + E^5*(12*x^2 - 8*x^3))/(-32 + 16*x + E^5*(32*x^2 - 16*x^3) + E^10*(-8*x^4 + 4*x^5) + (E^5*(16*x - 8*x^2) + E^10*(-8*x^3 + 4*x^4))*Log[(2 - x)/2] + E^10*(-2*x^2 + x^3)*Log[(2 - x)/2]^2),x]","\int \frac{32-16 x+e^5 \left(12 x^2-8 x^3\right)}{-32+16 x+e^5 \left(32 x^2-16 x^3\right)+e^{10} \left(-8 x^4+4 x^5\right)+\left(e^5 \left(16 x-8 x^2\right)+e^{10} \left(-8 x^3+4 x^4\right)\right) \log \left(\frac{2-x}{2}\right)+e^{10} \left(-2 x^2+x^3\right) \log ^2\left(\frac{2-x}{2}\right)} \, dx","\frac{x^2}{\frac{1}{4} e^5 x^2 \left(2 x+\log \left(1-\frac{x}{2}\right)\right)-x}",1,"-8*(2 + E^5)*Defer[Int][(-4 + 2*E^5*x^2 + E^5*x*Log[1 - x/2])^(-2), x] - 16*E^5*Defer[Int][1/((-2 + x)*(-4 + 2*E^5*x^2 + E^5*x*Log[1 - x/2])^2), x] - 4*E^5*Defer[Int][x/(-4 + 2*E^5*x^2 + E^5*x*Log[1 - x/2])^2, x] - 8*E^5*Defer[Int][x^2/(-4 + 2*E^5*x^2 + E^5*x*Log[1 - x/2])^2, x]","F",0,0,0,0,-1,"{}"
9504,1,18,0,0.2177984,"\int \frac{96 x^3-192 x^3 \log \left(x^2\right)+\left(8+e^x\right) \log ^2\left(x^2\right)}{\log ^2\left(x^2\right)} \, dx","Int[(96*x^3 - 192*x^3*Log[x^2] + (8 + E^x)*Log[x^2]^2)/Log[x^2]^2,x]","-\frac{48 x^4}{\log \left(x^2\right)}+8 x+e^x","3 x \left(3-\frac{16 x^3}{\log \left(x^2\right)}\right)-x+e^x+4",1,"E^x + 8*x - (48*x^4)/Log[x^2]","A",10,5,34,0.1471,1,"{6742, 2194, 2306, 2310, 2178}"
9505,0,0,0,18.6975128,"\int \frac{-e^x x+e^x x \log (x)-e^x x \log ^2(x)+e^{e^{-x} x^2} \left(e^x+\left(-2 x^2+x^3\right) \log (x)\right)+\left(-e^{x+e^{-x} x^2} \log (x)+e^x x \log (x)-e^x x \log ^2(x)\right) \log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right) \log \left(\log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right)\right)}{\left(e^{x+e^{-x} x^2} \log (x)-e^x x \log (x)+e^x x \log ^2(x)\right) \log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right)} \, dx","Int[(-(E^x*x) + E^x*x*Log[x] - E^x*x*Log[x]^2 + E^(x^2/E^x)*(E^x + (-2*x^2 + x^3)*Log[x]) + (-(E^(x + x^2/E^x)*Log[x]) + E^x*x*Log[x] - E^x*x*Log[x]^2)*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]*Log[Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]])/((E^(x + x^2/E^x)*Log[x] - E^x*x*Log[x] + E^x*x*Log[x]^2)*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]),x]","\int \frac{-e^x x+e^x x \log (x)-e^x x \log ^2(x)+e^{e^{-x} x^2} \left(e^x+\left(-2 x^2+x^3\right) \log (x)\right)+\left(-e^{x+e^{-x} x^2} \log (x)+e^x x \log (x)-e^x x \log ^2(x)\right) \log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right) \log \left(\log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right)\right)}{\left(e^{x+e^{-x} x^2} \log (x)-e^x x \log (x)+e^x x \log ^2(x)\right) \log \left(\frac{e^{e^{-x} x^2}-x+x \log (x)}{5 \log (x)}\right)} \, dx","-x \log \left(\log \left(\frac{1}{5} \left(\frac{e^{e^{-x} x^2}-x}{\log (x)}+x\right)\right)\right)-2",1,"-2*Defer[Int][x^2/(E^x*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] + Defer[Int][x^3/(E^x*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] + Defer[Int][1/(Log[x]*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] - 2*Defer[Int][x^3/(E^x*(E^(x^2/E^x) - x + x*Log[x])*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] + Defer[Int][x^4/(E^x*(E^(x^2/E^x) - x + x*Log[x])*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] - Defer[Int][(x*Log[x])/((E^(x^2/E^x) - x + x*Log[x])*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] + 2*Defer[Int][(x^3*Log[x])/(E^x*(E^(x^2/E^x) - x + x*Log[x])*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] - Defer[Int][(x^4*Log[x])/(E^x*(E^(x^2/E^x) - x + x*Log[x])*Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]), x] - Defer[Int][Log[Log[(E^(x^2/E^x) - x + x*Log[x])/(5*Log[x])]], x]","F",0,0,0,0,-1,"{}"
9506,0,0,0,3.2770078,"\int \frac{\left(1+x+e^{4-x} \left(-x-x^2\right)\right) \log \left(\frac{e^{-4+x} \left(-1+e^{4-x} x\right)}{x}\right)+\log \left(e^x x\right) \left(-1+x+\left(1-e^{4-x} x\right) \log \left(\frac{e^{-4+x} \left(-1+e^{4-x} x\right)}{x}\right)\right)}{-1+e^{4-x} x} \, dx","Int[((1 + x + E^(4 - x)*(-x - x^2))*Log[(E^(-4 + x)*(-1 + E^(4 - x)*x))/x] + Log[E^x*x]*(-1 + x + (1 - E^(4 - x)*x)*Log[(E^(-4 + x)*(-1 + E^(4 - x)*x))/x]))/(-1 + E^(4 - x)*x),x]","\int \frac{\left(1+x+e^{4-x} \left(-x-x^2\right)\right) \log \left(\frac{e^{-4+x} \left(-1+e^{4-x} x\right)}{x}\right)+\log \left(e^x x\right) \left(-1+x+\left(1-e^{4-x} x\right) \log \left(\frac{e^{-4+x} \left(-1+e^{4-x} x\right)}{x}\right)\right)}{-1+e^{4-x} x} \, dx","\frac{x-x^2 \log \left(1-\frac{e^{x-4}}{x}\right) \log \left(e^x x\right)}{x}",1,"-x - x^2/4 + x^3/6 - x*Log[1 - E^(-4 + x)/x] - (x^2*Log[1 - E^(-4 + x)/x])/2 + ((1 + x)^2*Log[1 - E^(-4 + x)/x])/2 + x*Log[E^x*x] - (x^2*Log[E^x*x])/2 - x*Log[1 - E^(-4 + x)/x]*Log[E^x*x] - Defer[Int][E^x/(E^x - E^4*x), x]/2 - Log[E^x*x]*Defer[Int][E^x/(E^x - E^4*x), x] - Defer[Int][E^x/(x*(-E^x + E^4*x)), x]/2 - E^4*Log[E^x*x]*Defer[Int][x/(-E^x + E^4*x), x] - Log[E^x*x]*Defer[Int][(E^x*x)/(-E^x + E^4*x), x] + E^4*Log[E^x*x]*Defer[Int][x^2/(-E^x + E^4*x), x] + Defer[Int][Defer[Int][E^x/(E^x - E^4*x), x], x] + Defer[Int][Defer[Int][E^x/(E^x - E^4*x), x]/x, x] + E^4*Defer[Int][Defer[Int][x/(-E^x + E^4*x), x], x] + E^4*Defer[Int][Defer[Int][x/(-E^x + E^4*x), x]/x, x] + Defer[Int][Defer[Int][(E^x*x)/(-E^x + E^4*x), x], x] + Defer[Int][Defer[Int][(E^x*x)/(-E^x + E^4*x), x]/x, x] - E^4*Defer[Int][Defer[Int][x^2/(-E^x + E^4*x), x], x] - E^4*Defer[Int][Defer[Int][x^2/(-E^x + E^4*x), x]/x, x]","F",0,0,0,0,-1,"{}"
9507,1,16,0,0.1258148,"\int \frac{-8-32 e^{x^2} x}{256+4 e^{2 x^2}-32 x+x^2+e^{x^2} (-64+4 x)} \, dx","Int[(-8 - 32*E^x^2*x)/(256 + 4*E^(2*x^2) - 32*x + x^2 + E^x^2*(-64 + 4*x)),x]","-\frac{8}{-2 e^{x^2}-x+16}","\frac{4}{e^{x^2}+\frac{x}{2}-8}",1,"-8/(16 - 2*E^x^2 - x)","A",3,3,41,0.07317,1,"{6688, 12, 6686}"
9508,1,38,0,0.538458,"\int \frac{\left(4 x+25\ 2^{5+8 x} e^{2^{1+8 x}} \log (2)+e^{2^{8 x}} \left(-20-5\ 2^{5+8 x} x \log (2)\right)\right) \log \left(\frac{1}{25} \left(100+25 e^{2^{1+8 x}}-10 e^{2^{8 x}} x+x^2+25 \log (2)\right)\right)}{100+25 e^{2^{1+8 x}}-10 e^{2^{8 x}} x+x^2+25 \log (2)} \, dx","Int[((4*x + 25*2^(5 + 8*x)*E^2^(1 + 8*x)*Log[2] + E^2^(8*x)*(-20 - 5*2^(5 + 8*x)*x*Log[2]))*Log[(100 + 25*E^2^(1 + 8*x) - 10*E^2^(8*x)*x + x^2 + 25*Log[2])/25])/(100 + 25*E^2^(1 + 8*x) - 10*E^2^(8*x)*x + x^2 + 25*Log[2]),x]","\log ^2\left(\frac{1}{25} \left(x^2-10 e^{2^{8 x}} x+25 e^{2^{8 x+1}}+25 (4+\log (2))\right)\right)","\log ^2\left(\left(\frac{x}{5}-e^{2^{8 x}}\right)^2+4+\log (2)\right)",1,"Log[(25*E^2^(1 + 8*x) - 10*E^2^(8*x)*x + x^2 + 25*(4 + Log[2]))/25]^2","A",1,2,114,0.01754,1,"{6684, 6686}"
9509,1,42,0,0.3876663,"\int \frac{-5775+1520 x-28975 x^2+7700 x^3-500 x^4+\left(5775-1500 x+100 x^2\right) \log (x)}{5929 x^2-1540 x^3+100 x^4} \, dx","Int[(-5775 + 1520*x - 28975*x^2 + 7700*x^3 - 500*x^4 + (5775 - 1500*x + 100*x^2)*Log[x])/(5929*x^2 - 1540*x^3 + 100*x^4),x]","-5 x+\frac{77}{77-10 x}+\frac{200 x \log (x)}{5929 (77-10 x)}+\frac{20 \log (x)}{5929}-\frac{75 \log (x)}{77 x}","\frac{5 x^2+\log (x)}{\frac{2}{5 \left(2-\frac{15}{x}\right)}-x}",1,"77/(77 - 10*x) - 5*x + (20*Log[x])/5929 - (75*Log[x])/(77*x) + (200*x*Log[x])/(5929*(77 - 10*x))","A",17,9,52,0.1731,1,"{1594, 27, 6742, 44, 43, 2357, 2304, 2314, 31}"
9510,1,33,0,0.0203766,"\int \frac{1}{2} \left(-36+45 x-18 \log (4)-18 \log \left(x^2-e^4 x^2\right)\right) \, dx","Int[(-36 + 45*x - 18*Log[4] - 18*Log[x^2 - E^4*x^2])/2,x]","\frac{45 x^2}{4}-9 x \log \left(\left(1-e^4\right) x^2\right)+18 x-9 x (2+\log (4))","9 x^2 \left(\frac{5}{4}-\frac{\log \left(x \left(x-e^4 x\right)\right)+\log (4)}{x}\right)",1,"18*x + (45*x^2)/4 - 9*x*(2 + Log[4]) - 9*x*Log[(1 - E^4)*x^2]","A",4,3,28,0.1071,1,"{12, 2453, 2295}"
9511,0,0,0,28.7227891,"\int \exp \left(-3+25 e^{5 x} x^2-100 e^{4 x} x^3+e^{3 x} \left(200 x^2+150 x^4\right)+e^{2 x} \left(-400 x^3-100 x^5\right)+e^x \left(400 x^2+200 x^4+25 x^6\right)\right) \left(e^{5 x} \left(50 x+125 x^2\right)+e^{4 x} \left(-300 x^2-400 x^3\right)+e^{3 x} \left(400 x+600 x^2+600 x^3+450 x^4\right)+e^{2 x} \left(-1200 x^2-800 x^3-500 x^4-200 x^5\right)+e^x \left(800 x+400 x^2+800 x^3+200 x^4+150 x^5+25 x^6\right)\right) \, dx","Int[E^(-3 + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*(E^(5*x)*(50*x + 125*x^2) + E^(4*x)*(-300*x^2 - 400*x^3) + E^(3*x)*(400*x + 600*x^2 + 600*x^3 + 450*x^4) + E^(2*x)*(-1200*x^2 - 800*x^3 - 500*x^4 - 200*x^5) + E^x*(800*x + 400*x^2 + 800*x^3 + 200*x^4 + 150*x^5 + 25*x^6)),x]","\int \exp \left(-3+25 e^{5 x} x^2-100 e^{4 x} x^3+e^{3 x} \left(200 x^2+150 x^4\right)+e^{2 x} \left(-400 x^3-100 x^5\right)+e^x \left(400 x^2+200 x^4+25 x^6\right)\right) \left(e^{5 x} \left(50 x+125 x^2\right)+e^{4 x} \left(-300 x^2-400 x^3\right)+e^{3 x} \left(400 x+600 x^2+600 x^3+450 x^4\right)+e^{2 x} \left(-1200 x^2-800 x^3-500 x^4-200 x^5\right)+e^x \left(800 x+400 x^2+800 x^3+200 x^4+150 x^5+25 x^6\right)\right) \, dx","\exp \left(\left(25 e^x x \left(\left(x-e^x\right)^2+4\right)^2+1\right) x-x-3\right)",1,"800*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x, x] + 400*Defer[Int][E^(-3 + 3*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x, x] + 50*Defer[Int][E^(-3 + 5*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x, x] + 400*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^2, x] - 1200*Defer[Int][E^(-3 + 2*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^2, x] + 600*Defer[Int][E^(-3 + 3*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^2, x] - 300*Defer[Int][E^(-3 + 4*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^2, x] + 125*Defer[Int][E^(-3 + 5*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^2, x] + 800*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^3, x] - 800*Defer[Int][E^(-3 + 2*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^3, x] + 600*Defer[Int][E^(-3 + 3*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^3, x] - 400*Defer[Int][E^(-3 + 4*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^3, x] + 200*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^4, x] - 500*Defer[Int][E^(-3 + 2*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^4, x] + 450*Defer[Int][E^(-3 + 3*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^4, x] + 150*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^5, x] - 200*Defer[Int][E^(-3 + 2*x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^5, x] + 25*Defer[Int][E^(-3 + x + 25*E^(5*x)*x^2 - 100*E^(4*x)*x^3 + E^(3*x)*(200*x^2 + 150*x^4) + E^(2*x)*(-400*x^3 - 100*x^5) + E^x*(400*x^2 + 200*x^4 + 25*x^6))*x^6, x]","F",0,0,0,0,-1,"{}"
9512,1,17,0,0.4922214,"\int \frac{-5 \log (x)+(1+x) \log ^2(x)+\left(-20-4 x \log ^2(x)\right) \log ^3\left(\frac{-5+(1+x) \log (x)}{\log (x)}\right)}{-5 x \log (x)+\left(x+x^2\right) \log ^2(x)} \, dx","Int[(-5*Log[x] + (1 + x)*Log[x]^2 + (-20 - 4*x*Log[x]^2)*Log[(-5 + (1 + x)*Log[x])/Log[x]]^3)/(-5*x*Log[x] + (x + x^2)*Log[x]^2),x]","\log (x)-\log ^4\left(x-\frac{5}{\log (x)}+1\right)","-\log ^4\left(x-\frac{5}{\log (x)}+1\right)+\log (x)+2 \left(\frac{1}{2 e}-3\right)",1,"Log[x] - Log[1 + x - 5/Log[x]]^4","A",4,3,58,0.05172,1,"{6741, 6742, 6686}"
9513,0,0,0,1.993524,"\int \frac{x-x^2 \log ^2(2)+2 x \log ^3(2)-\log ^4(2)+\left(\left(-x^2-x^3\right) \log ^2(2)+(1+x) \log ^4(2)\right) \log \left(\frac{x}{1+x}\right) \log \left(\log \left(\frac{x}{1+x}\right)\right) \log \left(\log \left(\log \left(\frac{x}{1+x}\right)\right)\right)}{\left(10 x^2+10 x^3\right) \log \left(\frac{x}{1+x}\right) \log \left(\log \left(\frac{x}{1+x}\right)\right)} \, dx","Int[(x - x^2*Log[2]^2 + 2*x*Log[2]^3 - Log[2]^4 + ((-x^2 - x^3)*Log[2]^2 + (1 + x)*Log[2]^4)*Log[x/(1 + x)]*Log[Log[x/(1 + x)]]*Log[Log[Log[x/(1 + x)]]])/((10*x^2 + 10*x^3)*Log[x/(1 + x)]*Log[Log[x/(1 + x)]]),x]","\int \frac{x-x^2 \log ^2(2)+2 x \log ^3(2)-\log ^4(2)+\left(\left(-x^2-x^3\right) \log ^2(2)+(1+x) \log ^4(2)\right) \log \left(\frac{x}{1+x}\right) \log \left(\log \left(\frac{x}{1+x}\right)\right) \log \left(\log \left(\log \left(\frac{x}{1+x}\right)\right)\right)}{\left(10 x^2+10 x^3\right) \log \left(\frac{x}{1+x}\right) \log \left(\log \left(\frac{x}{1+x}\right)\right)} \, dx","\frac{\left(x-\log ^2(2) (x-\log (2))^2\right) \log \left(\log \left(\log \left(\frac{x}{x+1}\right)\right)\right)}{10 x}",1,"-1/10*(Log[2]^4*Defer[Int][1/(x^2*Log[x/(1 + x)]*Log[Log[x/(1 + x)]]), x]) + ((1 + 2*Log[2]^3 + Log[2]^4)*Defer[Int][1/(x*Log[x/(1 + x)]*Log[Log[x/(1 + x)]]), x])/10 - ((1 + Log[2]^2 + 2*Log[2]^3 + Log[2]^4)*Defer[Int][1/((1 + x)*Log[x/(1 + x)]*Log[Log[x/(1 + x)]]), x])/10 - (Log[2]^2*Defer[Int][Log[Log[Log[x/(1 + x)]]], x])/10 + (Log[2]^4*Defer[Int][Log[Log[Log[x/(1 + x)]]]/x^2, x])/10","F",0,0,0,0,-1,"{}"
9514,0,0,0,6.9237581,"\int \frac{x^2+e^{2-x} \left(x^2+x^3\right)-x^2 \log (x)+e^{e^{5-x}} \left(1+e^{7-2 x} x+e^{2-x} (3+x)+\left(-3-e^{5-x} x\right) \log (x)\right)}{-e^{2-x} x^3+x^3 \log (x)+e^{e^{5-x}} \left(-e^{2-x} x+x \log (x)\right)} \, dx","Int[(x^2 + E^(2 - x)*(x^2 + x^3) - x^2*Log[x] + E^E^(5 - x)*(1 + E^(7 - 2*x)*x + E^(2 - x)*(3 + x) + (-3 - E^(5 - x)*x)*Log[x]))/(-(E^(2 - x)*x^3) + x^3*Log[x] + E^E^(5 - x)*(-(E^(2 - x)*x) + x*Log[x])),x]","\int \frac{x^2+e^{2-x} \left(x^2+x^3\right)-x^2 \log (x)+e^{e^{5-x}} \left(1+e^{7-2 x} x+e^{2-x} (3+x)+\left(-3-e^{5-x} x\right) \log (x)\right)}{-e^{2-x} x^3+x^3 \log (x)+e^{e^{5-x}} \left(-e^{2-x} x+x \log (x)\right)} \, dx","\log \left(\frac{\left(x+\frac{e^{e^{5-x}}}{x}\right) \left(e^{2-x}-\log (x)\right)}{x^2}\right)+1",1,"-x - 3*Log[x] + Log[E^2 - E^x*Log[x]] - Defer[Int][E^(5 + E^(5 - x) - x)/(E^E^(5 - x) + x^2), x] + 2*Defer[Int][x/(E^E^(5 - x) + x^2), x]","F",0,0,0,0,-1,"{}"
9515,1,68,0,0.3238747,"\int \frac{3 x^2+3 x^3-x^4+e^{e^5} \left(-3-3 x-6 x^3-6 x^4+2 x^5\right)+e^{2 e^5} \left(6 x+3 x^2+3 x^4+3 x^5-x^6\right)}{-4 x^2-x^3+x^4+e^{e^5} \left(3 x+8 x^3+2 x^4-2 x^5\right)+e^{2 e^5} \left(-3 x^2-4 x^4-x^5+x^6\right)} \, dx","Int[(3*x^2 + 3*x^3 - x^4 + E^E^5*(-3 - 3*x - 6*x^3 - 6*x^4 + 2*x^5) + E^(2*E^5)*(6*x + 3*x^2 + 3*x^4 + 3*x^5 - x^6))/(-4*x^2 - x^3 + x^4 + E^E^5*(3*x + 8*x^3 + 2*x^4 - 2*x^5) + E^(2*E^5)*(-3*x^2 - 4*x^4 - x^5 + x^6)),x]","\log \left(-e^{e^5} x^4+\left(1+e^{e^5}\right) x^3-\left(1-4 e^{e^5}\right) x^2-4 x+3 e^{e^5}\right)-x-\log (x)-\log \left(1-e^{e^5} x\right)","\log \left(-x^2-\frac{3}{e^{-e^5} x-x^2}+x+4\right)-x",1,"-x - Log[x] - Log[1 - E^E^5*x] + Log[3*E^E^5 - 4*x - (1 - 4*E^E^5)*x^2 + (1 + E^E^5)*x^3 - E^E^5*x^4]","B",3,2,143,0.01399,1,"{2074, 1587}"
9516,1,23,0,0.0263078,"\int \frac{1}{4} e^{-13-6 e^{\frac{3 x}{e^3}}} \left(-e^3+e^{\frac{3 x}{e^3}} (-18+18 x)\right) \, dx","Int[(E^(-13 - 6*E^((3*x)/E^3))*(-E^3 + E^((3*x)/E^3)*(-18 + 18*x)))/4,x]","\frac{1}{4} e^{-6 e^{\frac{3 x}{e^3}}-10} (1-x)","\frac{1}{4} e^{-6 e^{\frac{3 x}{e^3}}-10} (1-x)",1,"(E^(-10 - 6*E^((3*x)/E^3))*(1 - x))/4","A",2,2,38,0.05263,1,"{12, 2288}"
9517,0,0,0,0.6215544,"\int \frac{e^{-e^{14}+e^x} \left(-1+e^x x\right)}{3 e^{-e^{14}+e^x} x+3 x^2} \, dx","Int[(E^(-E^14 + E^x)*(-1 + E^x*x))/(3*E^(-E^14 + E^x)*x + 3*x^2),x]","\int \frac{e^{-e^{14}+e^x} \left(-1+e^x x\right)}{3 e^{-e^{14}+e^x} x+3 x^2} \, dx","\frac{1}{3} \log \left(\frac{-x-e^{e^x-e^{14}}}{x}\right)",1,"Defer[Int][E^(E^x + x)/(E^E^x + E^E^14*x), x]/3 - Defer[Int][E^E^x/(x*(E^E^x + E^E^14*x)), x]/3","F",0,0,0,0,-1,"{}"
9518,0,0,0,2.0831515,"\int \frac{-144+420 x^2-1260 x^3+68600 x^4+102900 x^5+34300 x^6+\left(18-60 x^2+390 x^3-29400 x^4-44100 x^5-14700 x^6\right) \log ^2(5)+\left(-30 x^3+4200 x^4+6300 x^5+2100 x^6\right) \log ^4(5)+\left(-200 x^4-300 x^5-100 x^6\right) \log ^6(5)+\left(-18+60 x^2-390 x^3+29400 x^4+44100 x^5+14700 x^6+\left(60 x^3-8400 x^4-12600 x^5-4200 x^6\right) \log ^2(5)+\left(600 x^4+900 x^5+300 x^6\right) \log ^4(5)\right) \log (4 x)+\left(-30 x^3+4200 x^4+6300 x^5+2100 x^6+\left(-600 x^4-900 x^5-300 x^6\right) \log ^2(5)\right) \log ^2(4 x)+\left(200 x^4+300 x^5+100 x^6\right) \log ^3(4 x)}{8575 x^3-3675 x^3 \log ^2(5)+525 x^3 \log ^4(5)-25 x^3 \log ^6(5)+\left(3675 x^3-1050 x^3 \log ^2(5)+75 x^3 \log ^4(5)\right) \log (4 x)+\left(525 x^3-75 x^3 \log ^2(5)\right) \log ^2(4 x)+25 x^3 \log ^3(4 x)} \, dx","Int[(-144 + 420*x^2 - 1260*x^3 + 68600*x^4 + 102900*x^5 + 34300*x^6 + (18 - 60*x^2 + 390*x^3 - 29400*x^4 - 44100*x^5 - 14700*x^6)*Log[5]^2 + (-30*x^3 + 4200*x^4 + 6300*x^5 + 2100*x^6)*Log[5]^4 + (-200*x^4 - 300*x^5 - 100*x^6)*Log[5]^6 + (-18 + 60*x^2 - 390*x^3 + 29400*x^4 + 44100*x^5 + 14700*x^6 + (60*x^3 - 8400*x^4 - 12600*x^5 - 4200*x^6)*Log[5]^2 + (600*x^4 + 900*x^5 + 300*x^6)*Log[5]^4)*Log[4*x] + (-30*x^3 + 4200*x^4 + 6300*x^5 + 2100*x^6 + (-600*x^4 - 900*x^5 - 300*x^6)*Log[5]^2)*Log[4*x]^2 + (200*x^4 + 300*x^5 + 100*x^6)*Log[4*x]^3)/(8575*x^3 - 3675*x^3*Log[5]^2 + 525*x^3*Log[5]^4 - 25*x^3*Log[5]^6 + (3675*x^3 - 1050*x^3*Log[5]^2 + 75*x^3*Log[5]^4)*Log[4*x] + (525*x^3 - 75*x^3*Log[5]^2)*Log[4*x]^2 + 25*x^3*Log[4*x]^3),x]","\int \frac{-144+420 x^2-1260 x^3+68600 x^4+102900 x^5+34300 x^6+\left(18-60 x^2+390 x^3-29400 x^4-44100 x^5-14700 x^6\right) \log ^2(5)+\left(-30 x^3+4200 x^4+6300 x^5+2100 x^6\right) \log ^4(5)+\left(-200 x^4-300 x^5-100 x^6\right) \log ^6(5)+\left(-18+60 x^2-390 x^3+29400 x^4+44100 x^5+14700 x^6+\left(60 x^3-8400 x^4-12600 x^5-4200 x^6\right) \log ^2(5)+\left(600 x^4+900 x^5+300 x^6\right) \log ^4(5)\right) \log (4 x)+\left(-30 x^3+4200 x^4+6300 x^5+2100 x^6+\left(-600 x^4-900 x^5-300 x^6\right) \log ^2(5)\right) \log ^2(4 x)+\left(200 x^4+300 x^5+100 x^6\right) \log ^3(4 x)}{8575 x^3-3675 x^3 \log ^2(5)+525 x^3 \log ^4(5)-25 x^3 \log ^6(5)+\left(3675 x^3-1050 x^3 \log ^2(5)+75 x^3 \log ^4(5)\right) \log (4 x)+\left(525 x^3-75 x^3 \log ^2(5)\right) \log ^2(4 x)+25 x^3 \log ^3(4 x)} \, dx","\left(x^2+2 x+\frac{3}{5 x \left(-\log (4 x)-7+\log ^2(5)\right)}\right)^2",1,"4*x^2 + 4*x^3 + x^4 - (576*E^(14 - 2*Log[5]^2)*ExpIntegralEi[-2*(7 - Log[5]^2 + Log[4*x])])/25 - (3*E^(-7 + Log[5]^2)*ExpIntegralEi[7 - Log[5]^2 + Log[4*x]])/10 + 9/(25*x^2*(7 - Log[5]^2 + Log[4*x])^2) - 18/(25*x^2*(7 - Log[5]^2 + Log[4*x])) + (6*Defer[Int][(-3 + 10*x^2 + 5*x^3)/(x^3*(7*(1 - Log[5]^2/7) + Log[4*x])^2), x])/25","F",0,0,0,0,-1,"{}"
9519,1,23,0,0.0080181,"\int \left(1-4 e^3-e^3 \log (x)\right) \, dx","Int[1 - 4*E^3 - E^3*Log[x],x]","\left(1-4 e^3\right) x+e^3 x-e^3 x \log (x)","x \left(1-e^3 (\log (x)+3)\right)-9",1,"E^3*x + (1 - 4*E^3)*x - E^3*x*Log[x]","A",2,1,14,0.07143,1,"{2295}"
9520,1,5,0,0.0013399,"\int e^{-5+x} \, dx","Int[E^(-5 + x),x]","e^{x-5}","e^{x-5}",1,"E^(-5 + x)","A",1,1,5,0.2000,1,"{2194}"
9521,1,21,0,0.2043821,"\int \frac{-640 e^5 x-80 x^3}{9+30 x^4+6400 e^{10} x^4+25 x^8+e^5 \left(480 x^2+800 x^6\right)+\left(6+160 e^5 x^2+10 x^4\right) \log (2)+\log ^2(2)} \, dx","Int[(-640*E^5*x - 80*x^3)/(9 + 30*x^4 + 6400*E^10*x^4 + 25*x^8 + E^5*(480*x^2 + 800*x^6) + (6 + 160*E^5*x^2 + 10*x^4)*Log[2] + Log[2]^2),x]","\frac{4}{5 x^4+80 e^5 x^2+3+\log (2)}","\frac{4}{5 \left(x+\frac{16 e^5}{x}\right) x^3+3+\log (2)}",1,"4/(3 + 80*E^5*x^2 + 5*x^4 + Log[2])","A",6,6,72,0.08333,1,"{6, 1593, 6688, 12, 1247, 629}"
9522,1,20,0,0.1297127,"\int \frac{x^2+e^{\frac{-2+2 x+x^2}{x}} \left(-2-x^2\right)}{10 x^2} \, dx","Int[(x^2 + E^((-2 + 2*x + x^2)/x)*(-2 - x^2))/(10*x^2),x]","\frac{x}{10}-\frac{1}{10} e^{x-\frac{2}{x}+2}","\frac{1}{10} \left(x-e^{x-\frac{2}{x}+2}\right)",1,"-1/10*E^(2 - 2/x + x) + x/10","A",4,3,33,0.09091,1,"{12, 14, 6706}"
9523,0,0,0,20.0527126,"\int \frac{\exp \left(-2+2 x+\frac{-10+2 e^{-2+2 x} x^3-2 \log (3)-5 \log (5)}{-25+5 e^{-2+2 x} x^3-5 \log (3)}\right) \left(3 x^2+2 x^3\right) \log (5)}{25+e^{-4+4 x} x^6+10 \log (3)+\log ^2(3)+e^{-2+2 x} \left(-10 x^3-2 x^3 \log (3)\right)} \, dx","Int[(E^(-2 + 2*x + (-10 + 2*E^(-2 + 2*x)*x^3 - 2*Log[3] - 5*Log[5])/(-25 + 5*E^(-2 + 2*x)*x^3 - 5*Log[3]))*(3*x^2 + 2*x^3)*Log[5])/(25 + E^(-4 + 4*x)*x^6 + 10*Log[3] + Log[3]^2 + E^(-2 + 2*x)*(-10*x^3 - 2*x^3*Log[3])),x]","\int \frac{\exp \left(-2+2 x+\frac{-10+2 e^{-2+2 x} x^3-2 \log (3)-5 \log (5)}{-25+5 e^{-2+2 x} x^3-5 \log (3)}\right) \left(3 x^2+2 x^3\right) \log (5)}{25+e^{-4+4 x} x^6+10 \log (3)+\log ^2(3)+e^{-2+2 x} \left(-10 x^3-2 x^3 \log (3)\right)} \, dx","e^{\frac{\log (5)}{-e^{2 x-2} x^3+5+\log (3)}+\frac{2}{5}}",1,"3*Log[5]*Defer[Int][(E^(2 + 2*x + (-10 + 2*E^(-2 + 2*x)*x^3 - 2*Log[3] - 5*Log[5])/(-25 + 5*E^(-2 + 2*x)*x^3 - 5*Log[3]))*x^2)/(E^(2*x)*x^3 - 5*E^2*(1 + Log[3]/5))^2, x] + 2*Log[5]*Defer[Int][(E^(2 + 2*x + (-10 + 2*E^(-2 + 2*x)*x^3 - 2*Log[3] - 5*Log[5])/(-25 + 5*E^(-2 + 2*x)*x^3 - 5*Log[3]))*x^3)/(E^(2*x)*x^3 - 5*E^2*(1 + Log[3]/5))^2, x]","F",0,0,0,0,-1,"{}"
9524,1,36,0,0.3198203,"\int \frac{-2 x^3+\left(-2500 x+2 x^3\right) \log \left(\frac{1}{125} \left(-1250+x^2\right)\right)}{\left(-1250+x^2\right) \log ^2\left(\frac{1}{125} \left(-1250+x^2\right)\right)} \, dx","Int[(-2*x^3 + (-2500*x + 2*x^3)*Log[(-1250 + x^2)/125])/((-1250 + x^2)*Log[(-1250 + x^2)/125]^2),x]","\frac{1250}{\log \left(\frac{x^2}{125}-10\right)}-\frac{1250-x^2}{\log \left(\frac{x^2}{125}-10\right)}","\frac{x^2}{\log \left(5 \left(\frac{x^2}{625}+1\right)-15\right)}",1,"1250/Log[-10 + x^2/125] - (1250 - x^2)/Log[-10 + x^2/125]","A",14,11,46,0.2391,1,"{6725, 2475, 2411, 12, 2353, 2297, 2298, 2302, 30, 2454, 2389}"
9525,0,0,0,1.0134018,"\int \frac{e^{\frac{1-10 x+5 x^2}{-2 x+x^2}} (2-2 x)}{4 x^2-4 x^3+x^4} \, dx","Int[(E^((1 - 10*x + 5*x^2)/(-2*x + x^2))*(2 - 2*x))/(4*x^2 - 4*x^3 + x^4),x]","\int \frac{e^{\frac{1-10 x+5 x^2}{-2 x+x^2}} (2-2 x)}{4 x^2-4 x^3+x^4} \, dx","e^{\frac{1}{x^2-2 x}+5}",1,"-1/2*Defer[Int][E^((1 - 10*x + 5*x^2)/((-2 + x)*x))/(-2 + x)^2, x] + Defer[Int][E^((1 - 10*x + 5*x^2)/((-2 + x)*x))/x^2, x]/2","F",0,0,0,0,-1,"{}"
9526,1,8,0,0.0014603,"\int -\frac{4 e^3}{x^2} \, dx","Int[(-4*E^3)/x^2,x]","\frac{4 e^3}{x}","e^3 \left(\frac{4}{x}+\log (\log (2))\right)",1,"(4*E^3)/x","A",2,2,8,0.2500,1,"{12, 30}"
9527,0,0,0,2.2264415,"\int \frac{25+14 x^2+\left(-75-14 x^2\right) \log (x)}{-9 e^e x^4+\left(25 x+14 x^3\right) \log (x)} \, dx","Int[(25 + 14*x^2 + (-75 - 14*x^2)*Log[x])/(-9*E^E*x^4 + (25*x + 14*x^3)*Log[x]),x]","\int \frac{25+14 x^2+\left(-75-14 x^2\right) \log (x)}{-9 e^e x^4+\left(25 x+14 x^3\right) \log (x)} \, dx","\log \left(\frac{\left(\frac{1}{3} \left(1-\frac{25}{x^2}\right)-5\right) \log (x)}{x}+3 e^e\right)",1,"-3*Log[x] + Log[25 + 14*x^2] + (225*E^E*Defer[Int][(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x])^(-1), x])/7 - 25*Defer[Int][1/(x*(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x])), x] - 14*Defer[Int][x/(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x]), x] + 9*E^E*Defer[Int][x^2/(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x]), x] - ((1125*I)/14)*E^E*Defer[Int][1/((5*I - Sqrt[14]*x)*(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x])), x] - ((1125*I)/14)*E^E*Defer[Int][1/((5*I + Sqrt[14]*x)*(9*E^E*x^3 - 25*Log[x] - 14*x^2*Log[x])), x]","F",0,0,0,0,-1,"{}"
9528,1,27,0,0.4765978,"\int \frac{e^{\frac{225+9 x+45 e^{5+x} x-5 x^2}{5 x}} \left(-45-x^2+9 e^{5+x} x^2\right)}{x^2} \, dx","Int[(E^((225 + 9*x + 45*E^(5 + x)*x - 5*x^2)/(5*x))*(-45 - x^2 + 9*E^(5 + x)*x^2))/x^2,x]","e^{\frac{-5 x^2+45 e^{x+5} x+9 x+225}{5 x}}","e^{\frac{9 \left(e^{x+5} x+\frac{x}{5}+5\right)}{x}-x}",1,"E^((225 + 9*x + 45*E^(5 + x)*x - 5*x^2)/(5*x))","A",1,1,48,0.02083,1,"{6706}"
9529,0,0,0,22.406089,"\int \frac{\exp \left(\frac{15+3 x-3 \log \left(\frac{-1+x+\log (x)}{4 x+\log (x)}\right)}{x}\right) \left(-3+39 x-60 x^2+(15-66 x) \log (x)-15 \log ^2(x)+\left(-12 x+12 x^2+(-3+15 x) \log (x)+3 \log ^2(x)\right) \log \left(\frac{-1+x+\log (x)}{4 x+\log (x)}\right)\right)}{-4 x^3+4 x^4+\left(-x^2+5 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(E^((15 + 3*x - 3*Log[(-1 + x + Log[x])/(4*x + Log[x])])/x)*(-3 + 39*x - 60*x^2 + (15 - 66*x)*Log[x] - 15*Log[x]^2 + (-12*x + 12*x^2 + (-3 + 15*x)*Log[x] + 3*Log[x]^2)*Log[(-1 + x + Log[x])/(4*x + Log[x])]))/(-4*x^3 + 4*x^4 + (-x^2 + 5*x^3)*Log[x] + x^2*Log[x]^2),x]","\int \frac{\exp \left(\frac{15+3 x-3 \log \left(\frac{-1+x+\log (x)}{4 x+\log (x)}\right)}{x}\right) \left(-3+39 x-60 x^2+(15-66 x) \log (x)-15 \log ^2(x)+\left(-12 x+12 x^2+(-3+15 x) \log (x)+3 \log ^2(x)\right) \log \left(\frac{-1+x+\log (x)}{4 x+\log (x)}\right)\right)}{-4 x^3+4 x^4+\left(-x^2+5 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","e^{\frac{3 \left(x-\log \left(\frac{x+\log (x)-1}{4 x+\log (x)}\right)+5\right)}{x}}-3",1,"-15*Defer[Int][E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)/x^2, x] - 3*Defer[Int][E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)/(x^2*(-1 + x + Log[x])), x] - 3*Defer[Int][E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)/(x*(-1 + x + Log[x])), x] + 3*Defer[Int][E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)/(x^2*(4*x + Log[x])), x] + 12*Defer[Int][E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)/(x*(4*x + Log[x])), x] + 3*Defer[Int][(E^((3*(5 + x - Log[(-1 + x + Log[x])/(4*x + Log[x])]))/x)*Log[(-1 + x + Log[x])/(4*x + Log[x])])/x^2, x]","F",0,0,0,0,-1,"{}"
9530,1,25,0,0.0074124,"\int \frac{-1+44 x-40 x^2-6 x^3+2 x^4}{x} \, dx","Int[(-1 + 44*x - 40*x^2 - 6*x^3 + 2*x^4)/x,x]","\frac{x^4}{2}-2 x^3-20 x^2+44 x-\log (x)","\frac{1}{2} \left(x^2-2 x-22\right)^2-\log (x)",1,"44*x - 20*x^2 - 2*x^3 + x^4/2 - Log[x]","A",2,1,24,0.04167,1,"{14}"
9531,0,0,0,1.4618864,"\int \frac{-6-6 \log (x)+\left(2+3 x^2\right) \log ^2(x)+\left(-6 \log (x)+\left(2-3 x^2\right) \log ^2(x)\right) \log \left(\frac{6+\left(-2+3 x^2\right) \log (x)}{3 \log (x)}\right)}{6 x^2 \log (x)+\left(-2 x^2+3 x^4\right) \log ^2(x)} \, dx","Int[(-6 - 6*Log[x] + (2 + 3*x^2)*Log[x]^2 + (-6*Log[x] + (2 - 3*x^2)*Log[x]^2)*Log[(6 + (-2 + 3*x^2)*Log[x])/(3*Log[x])])/(6*x^2*Log[x] + (-2*x^2 + 3*x^4)*Log[x]^2),x]","\int \frac{-6-6 \log (x)+\left(2+3 x^2\right) \log ^2(x)+\left(-6 \log (x)+\left(2-3 x^2\right) \log ^2(x)\right) \log \left(\frac{6+\left(-2+3 x^2\right) \log (x)}{3 \log (x)}\right)}{6 x^2 \log (x)+\left(-2 x^2+3 x^4\right) \log ^2(x)} \, dx","\frac{\log \left(x^2+\frac{2}{\log (x)}-\frac{2}{3}\right)+1}{x}",1,"x^(-1) - Sqrt[6]*ArcTanh[Sqrt[3/2]*x] - ExpIntegralEi[-Log[x]] + 3*Defer[Int][(6 - 2*Log[x] + 3*x^2*Log[x])^(-1), x] - 2*Defer[Int][1/(x^2*(6 - 2*Log[x] + 3*x^2*Log[x])), x] + 9*Sqrt[2]*Defer[Int][1/((Sqrt[2] - Sqrt[3]*x)*(6 - 2*Log[x] + 3*x^2*Log[x])), x] + 9*Sqrt[2]*Defer[Int][1/((Sqrt[2] + Sqrt[3]*x)*(6 - 2*Log[x] + 3*x^2*Log[x])), x] - Defer[Int][Log[-2/3 + x^2 + 2/Log[x]]/x^2, x]","F",0,0,0,0,-1,"{}"
9532,0,0,0,5.1028119,"\int \frac{-2 x^6+e^x \left(-216 x^3+54 x^5\right)+\left(e^{3 x} \left(-46656+11664 x^2\right)+e^{2 x} \left(-216 x^3-216 x^4-54 x^5+54 x^6\right)+e^x \left(2 x^6-2 x^7\right)\right) \log (x)+\left(-216 x^3+54 x^5+\left(2 x^6+e^{2 x} \left(-139968+34992 x^2\right)+e^x \left(-432 x^3-216 x^4-108 x^5+54 x^6\right)\right) \log (x)\right) \log (\log (x))+\left(-216 x^3-54 x^5+e^x \left(-139968+34992 x^2\right)\right) \log (x) \log ^2(\log (x))+\left(-46656+11664 x^2\right) \log (x) \log ^3(\log (x))}{e^{3 x} x^5 \log (x)+3 e^{2 x} x^5 \log (x) \log (\log (x))+3 e^x x^5 \log (x) \log ^2(\log (x))+x^5 \log (x) \log ^3(\log (x))} \, dx","Int[(-2*x^6 + E^x*(-216*x^3 + 54*x^5) + (E^(3*x)*(-46656 + 11664*x^2) + E^(2*x)*(-216*x^3 - 216*x^4 - 54*x^5 + 54*x^6) + E^x*(2*x^6 - 2*x^7))*Log[x] + (-216*x^3 + 54*x^5 + (2*x^6 + E^(2*x)*(-139968 + 34992*x^2) + E^x*(-432*x^3 - 216*x^4 - 108*x^5 + 54*x^6))*Log[x])*Log[Log[x]] + (-216*x^3 - 54*x^5 + E^x*(-139968 + 34992*x^2))*Log[x]*Log[Log[x]]^2 + (-46656 + 11664*x^2)*Log[x]*Log[Log[x]]^3)/(E^(3*x)*x^5*Log[x] + 3*E^(2*x)*x^5*Log[x]*Log[Log[x]] + 3*E^x*x^5*Log[x]*Log[Log[x]]^2 + x^5*Log[x]*Log[Log[x]]^3),x]","\int \frac{-2 x^6+e^x \left(-216 x^3+54 x^5\right)+\left(e^{3 x} \left(-46656+11664 x^2\right)+e^{2 x} \left(-216 x^3-216 x^4-54 x^5+54 x^6\right)+e^x \left(2 x^6-2 x^7\right)\right) \log (x)+\left(-216 x^3+54 x^5+\left(2 x^6+e^{2 x} \left(-139968+34992 x^2\right)+e^x \left(-432 x^3-216 x^4-108 x^5+54 x^6\right)\right) \log (x)\right) \log (\log (x))+\left(-216 x^3-54 x^5+e^x \left(-139968+34992 x^2\right)\right) \log (x) \log ^2(\log (x))+\left(-46656+11664 x^2\right) \log (x) \log ^3(\log (x))}{e^{3 x} x^5 \log (x)+3 e^{2 x} x^5 \log (x) \log (\log (x))+3 e^x x^5 \log (x) \log ^2(\log (x))+x^5 \log (x) \log ^3(\log (x))} \, dx","\left(\frac{27 \left(x-\frac{4}{x}\right)}{x}-\frac{x}{e^x+\log (\log (x))}\right)^2",1,"11664/x^4 - 5832/x^2 - 2*Defer[Int][x/(Log[x]*(E^x + Log[Log[x]])^3), x] + 2*Defer[Int][(x^2*Log[Log[x]])/(E^x + Log[Log[x]])^3, x] + 2*Defer[Int][x/(E^x + Log[Log[x]])^2, x] - 2*Defer[Int][x^2/(E^x + Log[Log[x]])^2, x] + 54*Defer[Int][1/(Log[x]*(E^x + Log[Log[x]])^2), x] - 216*Defer[Int][1/(x^2*Log[x]*(E^x + Log[Log[x]])^2), x] + 216*Defer[Int][Log[Log[x]]/(x*(E^x + Log[Log[x]])^2), x] - 54*Defer[Int][(x*Log[Log[x]])/(E^x + Log[Log[x]])^2, x] - 54*Defer[Int][(E^x + Log[Log[x]])^(-1), x] - 216*Defer[Int][1/(x^2*(E^x + Log[Log[x]])), x] - 216*Defer[Int][1/(x*(E^x + Log[Log[x]])), x] + 54*Defer[Int][x/(E^x + Log[Log[x]]), x]","F",0,0,0,0,-1,"{}"
9533,0,0,0,5.2298468,"\int \frac{12+22 x^2-2 x^3+e^{e^{-4+x}} \left(-x^2+2 x^3+e^{-4+x} \left(-x^3+x^4\right)\right)}{-12 x-9 x^2+22 x^3-x^4+e^{e^{-4+x}} \left(-x^3+x^4\right)} \, dx","Int[(12 + 22*x^2 - 2*x^3 + E^E^(-4 + x)*(-x^2 + 2*x^3 + E^(-4 + x)*(-x^3 + x^4)))/(-12*x - 9*x^2 + 22*x^3 - x^4 + E^E^(-4 + x)*(-x^3 + x^4)),x]","\int \frac{12+22 x^2-2 x^3+e^{e^{-4+x}} \left(-x^2+2 x^3+e^{-4+x} \left(-x^3+x^4\right)\right)}{-12 x-9 x^2+22 x^3-x^4+e^{e^{-4+x}} \left(-x^3+x^4\right)} \, dx","\log (1-x)+\log \left(3 \left(\frac{4}{x}+5\right)+e^{e^{x-4}} x-x+6\right)",1,"20*Defer[Int][(12 + 21*x - x^2 + E^E^(-4 + x)*x^2)^(-1), x] + Defer[Int][E^E^(-4 + x)/(12 + 21*x - x^2 + E^E^(-4 + x)*x^2), x] + 32*Defer[Int][1/((-1 + x)*(12 + 21*x - x^2 + E^E^(-4 + x)*x^2)), x] + Defer[Int][E^E^(-4 + x)/((-1 + x)*(12 + 21*x - x^2 + E^E^(-4 + x)*x^2)), x] - 12*Defer[Int][1/(x*(12 + 21*x - x^2 + E^E^(-4 + x)*x^2)), x] - 2*Defer[Int][x/(12 + 21*x - x^2 + E^E^(-4 + x)*x^2), x] + 2*Defer[Int][(E^E^(-4 + x)*x)/(12 + 21*x - x^2 + E^E^(-4 + x)*x^2), x] + Defer[Int][(E^(-4 + E^(-4 + x) + x)*x^2)/(12 + 21*x - x^2 + E^E^(-4 + x)*x^2), x]","F",0,0,0,0,-1,"{}"
9534,1,41,0,1.3329591,"\int \frac{e^{-2 x} \left(32 e^x x^4+\left(-x^9+e^x \left(-160 x^4+32 x^5\right) \log (x)\right) \log \left(\frac{3}{\log (x)}\right)+\left(5 x^9-x^{10}\right) \log (x) \log ^2\left(\frac{3}{\log (x)}\right)\right)}{128 \log (x)} \, dx","Int[(32*E^x*x^4 + (-x^9 + E^x*(-160*x^4 + 32*x^5)*Log[x])*Log[3/Log[x]] + (5*x^9 - x^10)*Log[x]*Log[3/Log[x]]^2)/(128*E^(2*x)*Log[x]),x]","\frac{1}{256} e^{-2 x} x^{10} \log ^2\left(\frac{3}{\log (x)}\right)-\frac{1}{4} e^{-x} x^5 \log \left(\frac{3}{\log (x)}\right)","\left(\frac{1}{16} e^{-x} x^5 \log \left(\frac{3}{\log (x)}\right)-2\right)^2",1,"-1/4*(x^5*Log[3/Log[x]])/E^x + (x^10*Log[3/Log[x]]^2)/(256*E^(2*x))","A",6,4,76,0.05263,1,"{12, 6688, 6742, 2288}"
9535,1,17,0,0.2131755,"\int \frac{e^{-1+x} (-32+32 x)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(E^(-1 + x)*(-32 + 32*x))/(E^(2*x) - 2*E^x*x + x^2),x]","\frac{32}{e \left(1-\frac{e^x}{x}\right)}","2 \left(11-\frac{16 e^{x-1}}{e^x-x}\right)",1,"32/(E*(1 - E^x/x))","A",4,4,28,0.1429,1,"{6688, 12, 6711, 32}"
9536,0,0,0,1.1230177,"\int \frac{16 x^2+4 x^4+4 x \log (5)+e^{8 e} \left(16 x^2+8 x^4+x^6+\left(8 x+2 x^3\right) \log (5)+\log ^2(5)\right)+\left(-8 x^4+4 x \log (5)\right) \log (x) \log (\log (x))}{\left(16 x^3+8 x^5+x^7+\left(8 x^2+2 x^4\right) \log (5)+x \log ^2(5)\right) \log (x)} \, dx","Int[(16*x^2 + 4*x^4 + 4*x*Log[5] + E^(8*E)*(16*x^2 + 8*x^4 + x^6 + (8*x + 2*x^3)*Log[5] + Log[5]^2) + (-8*x^4 + 4*x*Log[5])*Log[x]*Log[Log[x]])/((16*x^3 + 8*x^5 + x^7 + (8*x^2 + 2*x^4)*Log[5] + x*Log[5]^2)*Log[x]),x]","\int \frac{16 x^2+4 x^4+4 x \log (5)+e^{8 e} \left(16 x^2+8 x^4+x^6+\left(8 x+2 x^3\right) \log (5)+\log ^2(5)\right)+\left(-8 x^4+4 x \log (5)\right) \log (x) \log (\log (x))}{\left(16 x^3+8 x^5+x^7+\left(8 x^2+2 x^4\right) \log (5)+x \log ^2(5)\right) \log (x)} \, dx","\left(\frac{4}{x^2+\frac{\log (5)}{x}+4}+e^{8 e}\right) \log (\log (x))",1,"Defer[Int][(4*(1 + E^(8*E))*x + E^(8*E)*x^3 + E^(8*E)*Log[5])/(x*(4*x + x^3 + Log[5])*Log[x]), x] + 4*Log[125]*Defer[Int][Log[Log[x]]/(4*x + x^3 + Log[5])^2, x] + 32*Defer[Int][(x*Log[Log[x]])/(4*x + x^3 + Log[5])^2, x] - 8*Defer[Int][Log[Log[x]]/(4*x + x^3 + Log[5]), x]","F",0,0,0,0,-1,"{}"
9537,1,81,0,0.0945283,"\int \frac{-13+e^4 (52-32 x)+8 x+e^{2 e^x} \left(-1+4 e^4+e^x \left(6-2 x+e^4 (-24+8 x)\right)\right)+e^{e^x} \left(10-4 x+e^4 (-40+16 x)+e^x \left(-12+10 x-2 x^2+e^4 \left(48-40 x+8 x^2\right)\right)\right)}{e^4} \, dx","Int[(-13 + E^4*(52 - 32*x) + 8*x + E^(2*E^x)*(-1 + 4*E^4 + E^x*(6 - 2*x + E^4*(-24 + 8*x))) + E^E^x*(10 - 4*x + E^4*(-40 + 16*x) + E^x*(-12 + 10*x - 2*x^2 + E^4*(48 - 40*x + 8*x^2))))/E^4,x]","\frac{4 x^2}{e^4}-2 e^{e^x-4} \left(x^2-4 e^4 \left(x^2-5 x+6\right)-5 x+6\right)-\frac{1}{4} (13-8 x)^2+e^{2 e^x-4} \left(-4 e^4 (3-x)-x+3\right)-\frac{13 x}{e^4}","\left(4-\frac{1}{e^4}\right) (x-3) \left(-x^2+\left(-x-e^{e^x}+2\right)^2-3\right)",1,"-1/4*(13 - 8*x)^2 + E^(-4 + 2*E^x)*(3 - 4*E^4*(3 - x) - x) - (13*x)/E^4 + (4*x^2)/E^4 - 2*E^(-4 + E^x)*(6 - 5*x + x^2 - 4*E^4*(6 - 5*x + x^2))","B",4,2,99,0.02020,1,"{12, 2288}"
9538,1,67,0,0.5591595,"\int \frac{953694 x+1262196 x^2+694960 x^3+196000 x^4+28000 x^5+1600 x^6+\left(-33614 x-48020 x^2-27440 x^3-7840 x^4-1120 x^5-64 x^6\right) \log (x)+\left(-33614 x-48020 x^2-27440 x^3-7840 x^4-1120 x^5-64 x^6\right) \log ^2(x)}{16807+24010 x+13720 x^2+3920 x^3+560 x^4+32 x^5} \, dx","Int[(953694*x + 1262196*x^2 + 694960*x^3 + 196000*x^4 + 28000*x^5 + 1600*x^6 + (-33614*x - 48020*x^2 - 27440*x^3 - 7840*x^4 - 1120*x^5 - 64*x^6)*Log[x] + (-33614*x - 48020*x^2 - 27440*x^3 - 7840*x^4 - 1120*x^5 - 64*x^6)*Log[x]^2)/(16807 + 24010*x + 13720*x^2 + 3920*x^3 + 560*x^4 + 32*x^5),x]","\frac{24820 x^4}{(2 x+7)^4}+25 x^2-x^2 \log ^2(x)+\frac{42875}{2 x+7}-\frac{908087}{2 (2 x+7)^2}+\frac{2127419}{(2 x+7)^3}-\frac{14885661}{4 (2 x+7)^4}","x^2 \left(\left(\frac{16}{(2 x+7)^2}+5\right)^2-\log ^2(x)\right)+e^4",1,"25*x^2 - 14885661/(4*(7 + 2*x)^4) + (24820*x^4)/(7 + 2*x)^4 + 2127419/(7 + 2*x)^3 - 908087/(2*(7 + 2*x)^2) + 42875/(7 + 2*x) - x^2*Log[x]^2","B",18,7,123,0.05691,1,"{6688, 12, 6742, 43, 37, 2304, 2305}"
9539,0,0,0,4.4690506,"\int \frac{-20 e^{\frac{1}{5} (11 x+10 \log (3 x))} x^2 \log ^2(x)+e^{\frac{1}{10} (11 x+10 \log (3 x))} \left(30+30 x+\left(60+123 x+33 x^2\right) \log (x)\right)}{90-120 e^{\frac{1}{10} (11 x+10 \log (3 x))} x \log (x)+40 e^{\frac{1}{5} (11 x+10 \log (3 x))} x^2 \log ^2(x)} \, dx","Int[(-20*E^((11*x + 10*Log[3*x])/5)*x^2*Log[x]^2 + E^((11*x + 10*Log[3*x])/10)*(30 + 30*x + (60 + 123*x + 33*x^2)*Log[x]))/(90 - 120*E^((11*x + 10*Log[3*x])/10)*x*Log[x] + 40*E^((11*x + 10*Log[3*x])/5)*x^2*Log[x]^2),x]","\int \frac{-20 e^{\frac{1}{5} (11 x+10 \log (3 x))} x^2 \log ^2(x)+e^{\frac{1}{10} (11 x+10 \log (3 x))} \left(30+30 x+\left(60+123 x+33 x^2\right) \log (x)\right)}{90-120 e^{\frac{1}{10} (11 x+10 \log (3 x))} x \log (x)+40 e^{\frac{1}{5} (11 x+10 \log (3 x))} x^2 \log ^2(x)} \, dx","\frac{x (x+1)}{\frac{e^{-11 x/10}}{x \log (x)}-2 x}",1,"-1/2*x - (2 - 1/(E^((11*x)/10)*x^2*Log[x]))^(-1) + Defer[Int][(E^((11*x)/10)*x^2)/(-1 + 2*E^((11*x)/10)*x^2*Log[x])^2, x] + 2*Defer[Int][(E^((11*x)/10)*x^2*Log[x])/(-1 + 2*E^((11*x)/10)*x^2*Log[x])^2, x] + (11*Defer[Int][(E^((11*x)/10)*x^3*Log[x])/(-1 + 2*E^((11*x)/10)*x^2*Log[x])^2, x])/10 - Defer[Int][(-1 + 2*E^((11*x)/10)*x^2*Log[x])^(-1), x]/2","F",0,0,0,0,-1,"{}"
9540,0,0,0,3.2116893,"\int \frac{e^{4 x-2 x^2}+16 x^2+4 \log (5)+e^{2 x-x^2} (-8 x+(-2+2 x) \log (5))}{e^{4 x-2 x^2}-8 e^{2 x-x^2} x+16 x^2} \, dx","Int[(E^(4*x - 2*x^2) + 16*x^2 + 4*Log[5] + E^(2*x - x^2)*(-8*x + (-2 + 2*x)*Log[5]))/(E^(4*x - 2*x^2) - 8*E^(2*x - x^2)*x + 16*x^2),x]","\int \frac{e^{4 x-2 x^2}+16 x^2+4 \log (5)+e^{2 x-x^2} (-8 x+(-2+2 x) \log (5))}{e^{4 x-2 x^2}-8 e^{2 x-x^2} x+16 x^2} \, dx","x+\frac{\log (5)}{e^{(3-x) x-x}-4 x}",1,"x + E^(-2*x + x^2)*Log[5] + 4*Log[5]*Defer[Int][E^(2*x^2)/(E^(2*x) - 4*E^x^2*x)^2, x] - 8*Log[5]*Defer[Int][(E^(2*x^2)*x)/(-E^(2*x) + 4*E^x^2*x)^2, x] + 8*Log[5]*Defer[Int][(E^(2*x^2)*x^2)/(-E^(2*x) + 4*E^x^2*x)^2, x] + 8*Log[5]*Defer[Int][(E^(2*x^2)*x)/(-E^(4*x) + 4*E^(x*(2 + x))*x), x] - 8*Log[5]*Defer[Int][(E^(2*x^2)*x^2)/(-E^(4*x) + 4*E^(x*(2 + x))*x), x]","F",0,0,0,0,-1,"{}"
9541,1,164,0,1.1787867,"\int \frac{e^{\frac{9+123 x+30 x^2}{10 \log \left(\frac{2+x^2}{x}\right)}} \left(18+246 x+51 x^2-123 x^3-30 x^4+\left(246 x+120 x^2+123 x^3+60 x^4\right) \log \left(\frac{2+x^2}{x}\right)+\left(20+10 x^2\right) \log ^2\left(\frac{2+x^2}{x}\right)\right)}{\left(20+10 x^2\right) \log ^2\left(\frac{2+x^2}{x}\right)} \, dx","Int[(E^((9 + 123*x + 30*x^2)/(10*Log[(2 + x^2)/x]))*(18 + 246*x + 51*x^2 - 123*x^3 - 30*x^4 + (246*x + 120*x^2 + 123*x^3 + 60*x^4)*Log[(2 + x^2)/x] + (20 + 10*x^2)*Log[(2 + x^2)/x]^2))/((20 + 10*x^2)*Log[(2 + x^2)/x]^2),x]","-\frac{e^{\frac{3 \left(10 x^2+41 x+3\right)}{10 \log \left(\frac{x^2+2}{x}\right)}} \left(-10 x^4-41 x^3+17 x^2+\left(20 x^4+41 x^3+40 x^2+82 x\right) \log \left(\frac{x^2+2}{x}\right)+82 x+6\right)}{\left(x^2+2\right) \left(\frac{x \left(10 x^2+41 x+3\right) \left(2-\frac{x^2+2}{x^2}\right)}{\left(x^2+2\right) \log ^2\left(\frac{x^2+2}{x}\right)}-\frac{20 x+41}{\log \left(\frac{x^2+2}{x}\right)}\right) \log ^2\left(\frac{x^2+2}{x}\right)}","x e^{\frac{3 \left(x+\left(x+\frac{1}{10}\right) (x+3)\right)}{\log \left(x+\frac{2}{x}\right)}}",1,"-((E^((3*(3 + 41*x + 10*x^2))/(10*Log[(2 + x^2)/x]))*(6 + 82*x + 17*x^2 - 41*x^3 - 10*x^4 + (82*x + 40*x^2 + 41*x^3 + 20*x^4)*Log[(2 + x^2)/x]))/((2 + x^2)*((x*(3 + 41*x + 10*x^2)*(2 - (2 + x^2)/x^2))/((2 + x^2)*Log[(2 + x^2)/x]^2) - (41 + 20*x)/Log[(2 + x^2)/x])*Log[(2 + x^2)/x]^2))","B",1,1,120,0.008333,1,"{2288}"
9542,0,0,0,1.1746411,"\int \frac{-8-3 e^{10} x^3+e^{10+x} x^3}{4 x-e^{15} x^3+e^{10+x} x^3+e^{10} \left(4 x^3-3 x^4\right)} \, dx","Int[(-8 - 3*E^10*x^3 + E^(10 + x)*x^3)/(4*x - E^15*x^3 + E^(10 + x)*x^3 + E^10*(4*x^3 - 3*x^4)),x]","\int \frac{-8-3 e^{10} x^3+e^{10+x} x^3}{4 x-e^{15} x^3+e^{10+x} x^3+e^{10} \left(4 x^3-3 x^4\right)} \, dx","\log \left(-\frac{4}{e^{10} x^2}+3 x-e^x+e^5-4\right)",1,"x - E^10*(7 - E^5)*Defer[Int][x^2/(4 + E^(10 + x)*x^2 + 4*E^10*(1 - E^5/4)*x^2 - 3*E^10*x^3), x] + 3*E^10*Defer[Int][x^3/(4 + E^(10 + x)*x^2 + 4*E^10*(1 - E^5/4)*x^2 - 3*E^10*x^3), x] + 4*Defer[Int][(-4 - E^(10 + x)*x^2 - 4*E^10*(1 - E^5/4)*x^2 + 3*E^10*x^3)^(-1), x] + 8*Defer[Int][1/(x*(-4 - E^(10 + x)*x^2 - 4*E^10*(1 - E^5/4)*x^2 + 3*E^10*x^3)), x]","F",0,0,0,0,-1,"{}"
9543,0,0,0,1.4516435,"\int \frac{1}{10} e^{2-2 e^x} \left(4+20 e^{-2+2 e^x} x-8 e^x x-2 \log (6 x)+\left(-1+2 e^x x\right) \log ^2(6 x)\right) \, dx","Int[(E^(2 - 2*E^x)*(4 + 20*E^(-2 + 2*E^x)*x - 8*E^x*x - 2*Log[6*x] + (-1 + 2*E^x*x)*Log[6*x]^2))/10,x]","\int \frac{1}{10} e^{2-2 e^x} \left(4+20 e^{-2+2 e^x} x-8 e^x x-2 \log (6 x)+\left(-1+2 e^x x\right) \log ^2(6 x)\right) \, dx","x^2-\frac{1}{10} e^{2-2 e^x} x \left(\log ^2(6 x)-4\right)",1,"x^2 + (2*E^2*ExpIntegralEi[-2*E^x])/5 - (E^2*ExpIntegralEi[-2*E^x]*Log[6*x])/5 - (4*Defer[Int][E^(-2*(-1 + E^x) + x)*x, x])/5 + (E^2*Defer[Int][ExpIntegralEi[-2*E^x]/x, x])/5 - Defer[Int][Log[6*x]^2/E^(2*(-1 + E^x)), x]/10 + Defer[Int][E^(-2*(-1 + E^x) + x)*x*Log[6*x]^2, x]/5","F",0,0,0,0,-1,"{}"
9544,1,39,0,1.1116486,"\int \frac{e^{\frac{2 e^{\frac{5 e^5}{x}}-x^2+2 \log (2 x)}{x}} \left(e^{\frac{5 e^5}{x}} \left(-10 e^5-2 x\right)+2 x-x^3-2 x \log (2 x)\right)}{x^3} \, dx","Int[(E^((2*E^((5*E^5)/x) - x^2 + 2*Log[2*x])/x)*(E^((5*E^5)/x)*(-10*E^5 - 2*x) + 2*x - x^3 - 2*x*Log[2*x]))/x^3,x]","2^{2/x} e^{\frac{2 e^{\frac{5 e^5}{x}}-x^2}{x}} x^{2/x}","e^{x \left(\frac{2 \left(e^{\frac{5 e^5}{x}}+\log (2 x)\right)}{x^2}-1\right)}",1,"2^(2/x)*E^((2*E^((5*E^5)/x) - x^2)/x)*x^(2/x)","A",1,1,70,0.01429,1,"{6706}"
9545,1,20,0,0.0728863,"\int \frac{e^x \left(-256+256 x-255 x^2+256 x^3\right)}{x^2} \, dx","Int[(E^x*(-256 + 256*x - 255*x^2 + 256*x^3))/x^2,x]","256 e^x x-511 e^x+\frac{256 e^x}{x}","25-\frac{e^x \left(-256 (1-x)^2-x\right)}{x}",1,"-511*E^x + (256*E^x)/x + 256*E^x*x","A",8,5,22,0.2273,1,"{2199, 2194, 2177, 2178, 2176}"
9546,1,23,0,0.4981647,"\int \frac{64+48 e^3 x+12 e^6 x^2+e^9 x^3+e^{\frac{x^4}{16+8 e^3 x+e^6 x^2}} \left(144 x^3+18 e^3 x^4\right)}{-320+64 x+e^9 (-5+x) x^3+e^6 x^2 (-60+12 x)+e^3 x (-240+48 x)+e^{\frac{x^4}{16+8 e^3 x+e^6 x^2}} \left(576+432 e^3 x+108 e^6 x^2+9 e^9 x^3\right)} \, dx","Int[(64 + 48*E^3*x + 12*E^6*x^2 + E^9*x^3 + E^(x^4/(16 + 8*E^3*x + E^6*x^2))*(144*x^3 + 18*E^3*x^4))/(-320 + 64*x + E^9*(-5 + x)*x^3 + E^6*x^2*(-60 + 12*x) + E^3*x*(-240 + 48*x) + E^(x^4/(16 + 8*E^3*x + E^6*x^2))*(576 + 432*E^3*x + 108*E^6*x^2 + 9*E^9*x^3)),x]","\log \left(-9 e^{\frac{x^4}{\left(e^3 x+4\right)^2}}-x+5\right)","\log \left(9 e^{\frac{x^4}{\left(e^3 x+4\right)^2}}+x-5\right)",1,"Log[5 - 9*E^(x^4/(4 + E^3*x)^2) - x]","A",2,2,149,0.01342,1,"{6688, 6684}"
9547,1,25,0,0.0706794,"\int \frac{x^2+4 x^3+e^3 \left(-21 x-8 x^2\right) \left(x+4 x^2\right)+(5+20 x) \log (5)}{x^2+4 x^3} \, dx","Int[(x^2 + 4*x^3 + E^3*(-21*x - 8*x^2)*(x + 4*x^2) + (5 + 20*x)*Log[5])/(x^2 + 4*x^3),x]","-4 e^3 x^2+\left(1-21 e^3\right) x-\frac{5 \log (5)}{x}","\frac{(x+5) \left(-4 e^3 \left(x^2+\frac{x}{4}\right)+x-\log (5)\right)}{x}",1,"(1 - 21*E^3)*x - 4*E^3*x^2 - (5*Log[5])/x","A",4,3,49,0.06122,1,"{1593, 1586, 14}"
9548,1,16,0,0.2005546,"\int \frac{-e^2+\left(-2 e^2-e^{50} x\right) \log (x)}{e^2 x \log (x)} \, dx","Int[(-E^2 + (-2*E^2 - E^50*x)*Log[x])/(E^2*x*Log[x]),x]","-e^{48} x-2 \log (x)-\log (\log (x))","\log \left(\frac{3 e^{-e^{48} x}}{2 x^2 \log (x)}\right)",1,"-(E^48*x) - 2*Log[x] - Log[Log[x]]","A",9,6,32,0.1875,1,"{12, 6741, 6742, 43, 2302, 29}"
9549,1,17,0,0.2198106,"\int \frac{-25-50 e^x-25 x}{16 x-8 x^2+x^3+e^x \left(16-8 x+x^2\right)+\left(-8 x+2 x^2+e^x (-8+2 x)\right) \log \left(e^x+x\right)+\left(e^x+x\right) \log ^2\left(e^x+x\right)} \, dx","Int[(-25 - 50*E^x - 25*x)/(16*x - 8*x^2 + x^3 + E^x*(16 - 8*x + x^2) + (-8*x + 2*x^2 + E^x*(-8 + 2*x))*Log[E^x + x] + (E^x + x)*Log[E^x + x]^2),x]","-\frac{25}{-x-\log \left(x+e^x\right)+4}","\frac{25}{x+\log \left(x+e^x\right)-4}",1,"-25/(4 - x - Log[E^x + x])","A",3,3,76,0.03947,1,"{6688, 12, 6686}"
9550,0,0,0,8.2251135,"\int \frac{-1+e^{-10+2 e^x-2 x} \left(-16+8 x-x^2\right)+e^{-5+e^x-x} \left(2+e^x (-8+2 x)\right)}{1+e^{-5+e^x-x} (8-2 x)+e^{-10+2 e^x-2 x} \left(16-8 x+x^2\right)} \, dx","Int[(-1 + E^(-10 + 2*E^x - 2*x)*(-16 + 8*x - x^2) + E^(-5 + E^x - x)*(2 + E^x*(-8 + 2*x)))/(1 + E^(-5 + E^x - x)*(8 - 2*x) + E^(-10 + 2*E^x - 2*x)*(16 - 8*x + x^2)),x]","\int \frac{-1+e^{-10+2 e^x-2 x} \left(-16+8 x-x^2\right)+e^{-5+e^x-x} \left(2+e^x (-8+2 x)\right)}{1+e^{-5+e^x-x} (8-2 x)+e^{-10+2 e^x-2 x} \left(16-8 x+x^2\right)} \, dx","-x+\frac{4}{2 e^{-x+e^x-5} (4-x)+2}+3",1,"-x + 2*Defer[Int][E^(5 - E^x + x)/(-4 + x)^2, x] - 2*Defer[Int][E^(5 - E^x + x)/(-4 + x), x] + 10*Defer[Int][E^(10 + 2*x)/((-4 + x)*(4*E^E^x + E^(5 + x) - E^E^x*x)^2), x] - 2*Defer[Int][E^(10 + 2*x)/(-4*E^E^x - E^(5 + x) + E^E^x*x)^2, x] - 8*Defer[Int][E^(5 + E^x + 2*x)/(-4*E^E^x - E^(5 + x) + E^E^x*x)^2, x] - 8*Defer[Int][E^(10 + 2*x)/((-4 + x)*(-4*E^E^x - E^(5 + x) + E^E^x*x)^2), x] + 2*Defer[Int][(E^(5 + E^x + 2*x)*x)/(-4*E^E^x - E^(5 + x) + E^E^x*x)^2, x] + 2*Defer[Int][E^(10 - E^x + 2*x)/((-4 + x)^2*(-4*E^E^x - E^(5 + x) + E^E^x*x)), x] - 2*Defer[Int][E^(10 - E^x + 2*x)/((-4 + x)*(-4*E^E^x - E^(5 + x) + E^E^x*x)), x]","F",0,0,0,0,-1,"{}"
9551,0,0,0,6.1866261,"\int \frac{20 x^2-20 x^3+5 x^4+e \left(-20+20 x-5 x^2\right)+e^{2 e^4-2 x+\left(-e^4+x\right) \log ^4(x)} \left(3 x^2-2 x^3+\left(-8 x^2+4 x^3+e^4 \left(8 x-4 x^2\right)\right) \log ^3(x)+\left(-2 x^2+x^3\right) \log ^4(x)\right)}{20 x^2-20 x^3+5 x^4} \, dx","Int[(20*x^2 - 20*x^3 + 5*x^4 + E*(-20 + 20*x - 5*x^2) + E^(2*E^4 - 2*x + (-E^4 + x)*Log[x]^4)*(3*x^2 - 2*x^3 + (-8*x^2 + 4*x^3 + E^4*(8*x - 4*x^2))*Log[x]^3 + (-2*x^2 + x^3)*Log[x]^4))/(20*x^2 - 20*x^3 + 5*x^4),x]","\int \frac{20 x^2-20 x^3+5 x^4+e \left(-20+20 x-5 x^2\right)+e^{2 e^4-2 x+\left(-e^4+x\right) \log ^4(x)} \left(3 x^2-2 x^3+\left(-8 x^2+4 x^3+e^4 \left(8 x-4 x^2\right)\right) \log ^3(x)+\left(-2 x^2+x^3\right) \log ^4(x)\right)}{20 x^2-20 x^3+5 x^4} \, dx","x+\frac{e}{x}-\frac{e^{\left(x-e^4\right) \left(\log ^4(x)-2\right)}}{5 (2-x)}",1,"E/x + x - Defer[Int][1/(E^((E^4 - x)*(-2 + Log[x]^4))*(-2 + x)^2), x]/5 - (2*Defer[Int][1/(E^((E^4 - x)*(-2 + Log[x]^4))*(-2 + x)), x])/5 + (2*(2 - E^4)*Defer[Int][Log[x]^3/(E^((E^4 - x)*(-2 + Log[x]^4))*(-2 + x)), x])/5 + (2*Defer[Int][(E^(4 - (E^4 - x)*(-2 + Log[x]^4))*Log[x]^3)/x, x])/5 + Defer[Int][Log[x]^4/(E^((E^4 - x)*(-2 + Log[x]^4))*(-2 + x)), x]/5","F",0,0,0,0,-1,"{}"
9552,1,98,0,0.0309351,"\int \left(512 x-640 x^3+400 x^4-90 x^5+7 x^6+e^{10+2 e^{40}} \left(2 x+3 x^2\right)+e^{5+e^{40}} \left(64 x+48 x^2-56 x^3+10 x^4\right)\right) \, dx","Int[512*x - 640*x^3 + 400*x^4 - 90*x^5 + 7*x^6 + E^(10 + 2*E^40)*(2*x + 3*x^2) + E^(5 + E^40)*(64*x + 48*x^2 - 56*x^3 + 10*x^4),x]","x^7-15 x^6+2 e^{5+e^{40}} x^5+80 x^5-14 e^{5+e^{40}} x^4-160 x^4+e^{2 \left(5+e^{40}\right)} x^3+16 e^{5+e^{40}} x^3+e^{2 \left(5+e^{40}\right)} x^2+32 e^{5+e^{40}} x^2+256 x^2","\left((x-4)^2+e^{5+e^{40}}\right)^2 \left(x^3+x^2\right)",1,"256*x^2 + 32*E^(5 + E^40)*x^2 + E^(2*(5 + E^40))*x^2 + 16*E^(5 + E^40)*x^3 + E^(2*(5 + E^40))*x^3 - 160*x^4 - 14*E^(5 + E^40)*x^4 + 80*x^5 + 2*E^(5 + E^40)*x^5 - 15*x^6 + x^7","B",3,0,70,0,1,"{}"
9553,1,11,0,0.0008927,"\int \frac{1}{2} (2 e+x) \, dx","Int[(2*E + x)/2,x]","\frac{1}{4} (x+2 e)^2","\left(-\frac{x}{2}-e\right)^2",1,"(2*E + x)^2/4","A",1,1,9,0.1111,1,"{9}"
9554,0,0,0,4.7895129,"\int \frac{4-x+8 x \log \left(8 e^{-x/4} x\right)+\left(-1-2 x^2+2 x^3+2 x \log (x)\right) \log ^2\left(8 e^{-x/4} x\right)}{4 x \log \left(8 e^{-x/4} x\right)+\left(x^3+x \log (x)\right) \log ^2\left(8 e^{-x/4} x\right)} \, dx","Int[(4 - x + 8*x*Log[(8*x)/E^(x/4)] + (-1 - 2*x^2 + 2*x^3 + 2*x*Log[x])*Log[(8*x)/E^(x/4)]^2)/(4*x*Log[(8*x)/E^(x/4)] + (x^3 + x*Log[x])*Log[(8*x)/E^(x/4)]^2),x]","\int \frac{4-x+8 x \log \left(8 e^{-x/4} x\right)+\left(-1-2 x^2+2 x^3+2 x \log (x)\right) \log ^2\left(8 e^{-x/4} x\right)}{4 x \log \left(8 e^{-x/4} x\right)+\left(x^3+x \log (x)\right) \log ^2\left(8 e^{-x/4} x\right)} \, dx","-\log \left(x^2+\log (x)+\frac{4}{\log \left(8 e^{-x/4} x\right)}\right)+2 x+3",1,"2*x - Log[x^2 + Log[x]] + Log[Log[(8*x)/E^(x/4)]] + 4*Defer[Int][1/(x*(x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x] + 8*Defer[Int][x/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x] - Defer[Int][x^3/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x] + Defer[Int][x^4/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x]/4 - 2*Defer[Int][(x*Log[x])/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x] + Defer[Int][(x^2*Log[x])/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x]/2 + Defer[Int][Log[x]^2/((x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x]/4 - Defer[Int][Log[x]^2/(x*(x^2 + Log[x])*(4 + (x^2 + Log[x])*Log[(8*x)/E^(x/4)])), x]","F",0,0,0,0,-1,"{}"
9555,0,0,0,2.9741715,"\int \frac{\exp \left(\frac{20+29 x-20 x^2-5 x^3-5 \log (4)}{225 x+45 x^2}\right) \left(-100-40 x-129 x^2-50 x^3-5 x^4+(25+10 x) \log (4)\right)}{3375 x^2+1350 x^3+135 x^4} \, dx","Int[(E^((20 + 29*x - 20*x^2 - 5*x^3 - 5*Log[4])/(225*x + 45*x^2))*(-100 - 40*x - 129*x^2 - 50*x^3 - 5*x^4 + (25 + 10*x)*Log[4]))/(3375*x^2 + 1350*x^3 + 135*x^4),x]","\int \frac{\exp \left(\frac{20+29 x-20 x^2-5 x^3-5 \log (4)}{225 x+45 x^2}\right) \left(-100-40 x-129 x^2-50 x^3-5 x^4+(25+10 x) \log (4)\right)}{3375 x^2+1350 x^3+135 x^4} \, dx","\frac{1}{3} e^{\frac{-x^2+x-\frac{\log (4)}{x+5}+\frac{4}{5}}{9 x}}-5",1,"-1/27*Defer[Int][E^((29*x - 20*x^2 - 5*x^3 + 5*(4 - Log[4]))/(x*(225 + 45*x))), x] - ((4 - Log[4])*Defer[Int][E^((29*x - 20*x^2 - 5*x^3 + 5*(4 - Log[4]))/(x*(225 + 45*x)))/x^2, x])/135 - (Log[4]*Defer[Int][E^((29*x - 20*x^2 - 5*x^3 + 5*(4 - Log[4]))/(x*(225 + 45*x)))/(5 + x)^2, x])/135","F",0,0,0,0,-1,"{}"
9556,1,35,0,0.0484311,"\int \frac{126-153 x-18 x^2}{e \left(64+160 x+160 x^2+80 x^3+20 x^4+2 x^5\right)} \, dx","Int[(126 - 153*x - 18*x^2)/(E*(64 + 160*x + 160*x^2 + 80*x^3 + 20*x^4 + 2*x^5)),x]","\frac{9}{2 e (x+2)^2}+\frac{27}{2 e (x+2)^3}-\frac{45}{e (x+2)^4}","\frac{9 x (x+7)}{2 e (x+2)^4}",1,"-45/(E*(2 + x)^4) + 27/(2*E*(2 + x)^3) + 9/(2*E*(2 + x)^2)","B",3,2,41,0.04878,1,"{12, 2074}"
9557,1,40,0,0.0554032,"\int e^{-3+2 x+e^{e^4} x^2} \left(-3-6 x-6 e^{e^4} x^2\right) \, dx","Int[E^(-3 + 2*x + E^E^4*x^2)*(-3 - 6*x - 6*E^E^4*x^2),x]","-\frac{3 e^{e^{e^4} x^2+2 x-3} \left(e^{e^4} x^2+x\right)}{e^{e^4} x+1}","3-3 e^{x \left(e^{e^4} x+2\right)-3} x",1,"(-3*E^(-3 + 2*x + E^E^4*x^2)*(x + E^E^4*x^2))/(1 + E^E^4*x)","A",1,1,32,0.03125,1,"{2288}"
9558,1,87,0,0.8527192,"\int \frac{\left(-160 x-80 x^2\right) \log ^2(4)+\left(100 x^2+25 x^3\right) \log ^4(4)+\left((-160-80 x) \log ^2(4)+100 x \log ^4(4)\right) \log \left(x^2\right)-25 x \log ^4(4) \log ^2\left(x^2\right)}{128 x-160 x^2 \log ^2(4)+50 x^3 \log ^4(4)} \, dx","Int[((-160*x - 80*x^2)*Log[4]^2 + (100*x^2 + 25*x^3)*Log[4]^4 + ((-160 - 80*x)*Log[4]^2 + 100*x*Log[4]^4)*Log[x^2] - 25*x*Log[4]^4*Log[x^2]^2)/(128*x - 160*x^2*Log[4]^2 + 50*x^3*Log[4]^4),x]","-\frac{5}{16} \log ^2(4) \log ^2\left(x^2\right)-\frac{5 x \log ^2(4) \log \left(x^2\right)}{8-5 x \log ^2(4)}-\frac{25 x \log ^4(4) \log ^2\left(x^2\right)}{16 \left(8-5 x \log ^2(4)\right)}+\frac{x}{2}-\frac{32}{5 \log ^2(4) \left(8-5 x \log ^2(4)\right)}","\frac{5 \left(\log \left(x^2\right)+x\right)^2}{10 x-\frac{16}{\log ^2(4)}}",1,"x/2 - 32/(5*Log[4]^2*(8 - 5*x*Log[4]^2)) - (5*x*Log[4]^2*Log[x^2])/(8 - 5*x*Log[4]^2) - (5*Log[4]^2*Log[x^2]^2)/16 - (25*x*Log[4]^4*Log[x^2]^2)/(16*(8 - 5*x*Log[4]^2))","B",19,13,92,0.1413,1,"{1594, 27, 12, 6688, 6742, 698, 2357, 2301, 2314, 31, 2317, 2391, 2318}"
9559,1,14,0,0.0375718,"\int \frac{50-2 x^2-2 \log (5)}{625+50 x^2+x^4+\left(-50-2 x^2\right) \log (5)+\log ^2(5)} \, dx","Int[(50 - 2*x^2 - 2*Log[5])/(625 + 50*x^2 + x^4 + (-50 - 2*x^2)*Log[5] + Log[5]^2),x]","\frac{2 x}{x^2+25-\log (5)}","\frac{2 x}{x^2+25-\log (5)}",1,"(2*x)/(25 + x^2 - Log[5])","A",3,3,38,0.07895,1,"{1990, 28, 383}"
9560,0,0,0,0.2692575,"\int \frac{64+5 e^{\frac{8+x}{4}}+64 x}{4 e^{\frac{8+x}{4}}+64 x} \, dx","Int[(64 + 5*E^((8 + x)/4) + 64*x)/(4*E^((8 + x)/4) + 64*x),x]","\int \frac{64+5 e^{\frac{8+x}{4}}+64 x}{4 e^{\frac{8+x}{4}}+64 x} \, dx","x+\log \left(16 x+e^{\frac{x}{4}+2}\right)-\frac{1}{2}",1,"(5*x)/4 + 16*Defer[Int][(E^(2 + x/4) + 16*x)^(-1), x] - 4*Defer[Int][x/(E^(2 + x/4) + 16*x), x]","F",0,0,0,0,-1,"{}"
9561,1,29,0,0.2582164,"\int \frac{e^{4 x} \left(16120 x^4+e \left(-1690 x-3380 x^2\right)\right)}{169 e^2-1612 e x^2+3844 x^4} \, dx","Int[(E^(4*x)*(16120*x^4 + E*(-1690*x - 3380*x^2)))/(169*E^2 - 1612*E*x^2 + 3844*x^4),x]","-\frac{65 e^{4 x} x \left(13 e x-62 x^3\right)}{\left(13 e-62 x^2\right)^2}","\frac{e^{4 x} x}{x-\frac{\frac{3 x^2}{13}+e}{5 x}}",1,"(-65*E^(4*x)*x*(13*E*x - 62*x^3))/(13*E - 62*x^2)^2","A",3,3,42,0.07143,1,"{28, 6741, 2288}"
9562,0,0,0,7.3103965,"\int \frac{14-2 x+4 \log (3)+e^{4+2 x} (1+\log (3))+e^{2+x} (9-6 x+4 \log (3))+e^{e^x} \left(2+e^{4+3 x} (25+25 \log (3))+e^x (100-50 x+100 \log (3))+e^{2+x} \left(1-x+e^x (100-25 x+100 \log (3))\right)\right)+e^{e^x} \left(e^{2+2 x} (-4+x-4 \log (3))+e^x (-4+2 x-4 \log (3))+e^{4+3 x} (-1-\log (3))\right) \log \left(\frac{2-x+2 \log (3)+e^{2+x} (1+\log (3))}{2+e^{2+x}}\right)}{4-2 x+4 \log (3)+e^{4+2 x} (1+\log (3))+e^{2+x} (4-x+4 \log (3))} \, dx","Int[(14 - 2*x + 4*Log[3] + E^(4 + 2*x)*(1 + Log[3]) + E^(2 + x)*(9 - 6*x + 4*Log[3]) + E^E^x*(2 + E^(4 + 3*x)*(25 + 25*Log[3]) + E^x*(100 - 50*x + 100*Log[3]) + E^(2 + x)*(1 - x + E^x*(100 - 25*x + 100*Log[3]))) + E^E^x*(E^(2 + 2*x)*(-4 + x - 4*Log[3]) + E^x*(-4 + 2*x - 4*Log[3]) + E^(4 + 3*x)*(-1 - Log[3]))*Log[(2 - x + 2*Log[3] + E^(2 + x)*(1 + Log[3]))/(2 + E^(2 + x))])/(4 - 2*x + 4*Log[3] + E^(4 + 2*x)*(1 + Log[3]) + E^(2 + x)*(4 - x + 4*Log[3])),x]","\int \frac{14-2 x+4 \log (3)+e^{4+2 x} (1+\log (3))+e^{2+x} (9-6 x+4 \log (3))+e^{e^x} \left(2+e^{4+3 x} (25+25 \log (3))+e^x (100-50 x+100 \log (3))+e^{2+x} \left(1-x+e^x (100-25 x+100 \log (3))\right)\right)+e^{e^x} \left(e^{2+2 x} (-4+x-4 \log (3))+e^x (-4+2 x-4 \log (3))+e^{4+3 x} (-1-\log (3))\right) \log \left(\frac{2-x+2 \log (3)+e^{2+x} (1+\log (3))}{2+e^{2+x}}\right)}{4-2 x+4 \log (3)+e^{4+2 x} (1+\log (3))+e^{2+x} (4-x+4 \log (3))} \, dx","x+\left(e^{e^x}+5\right) \left(25-\log \left(-\frac{x}{e^{x+2}+2}+1+\log (3)\right)\right)",1,"25*E^E^x - 4*x + 5*Log[2 + E^(2 + x)] - E^E^x*Log[(2 - x + E^(2 + x)*(1 + Log[3]) + Log[9])/(2 + E^(2 + x))] + (3 + Log[9])*Defer[Int][E^E^x/(x - 2*(1 + Log[3]) - E^(2 + x)*(1 + Log[3])), x] + 5*Defer[Int][x/(x - 2*(1 + Log[3]) - E^(2 + x)*(1 + Log[3])), x] + Defer[Int][(E^E^x*x)/(x - 2*(1 + Log[3]) - E^(2 + x)*(1 + Log[3])), x] + 5*(3 + Log[9])*Defer[Int][(-x + 2*(1 + Log[3]) + E^(2 + x)*(1 + Log[3]))^(-1), x] + (3 + Log[9])*Defer[Int][E^E^x/(-x + 2*(1 + Log[3]) + E^(2 + x)*(1 + Log[3])), x] + Defer[Int][(E^E^x*x)/(-x + 2*(1 + Log[3]) + E^(2 + x)*(1 + Log[3])), x]","F",0,0,0,0,-1,"{}"
9563,1,4395,0,79.5787275,"\int \frac{-25 x^4+60 x^5-21 x^6+2 x^7+\left(120 x^2-264 x^3+48 x^4\right) \log (3)+(-144+288 x) \log ^2(3)+\left(16 x^4 \log (3)-384 x \log ^2(3)\right) \log (5)}{\left(25 x^4-10 x^5+x^6+\left(-120 x^2+24 x^3\right) \log (3)+144 \log ^2(3)\right) \log (5)} \, dx","Int[(-25*x^4 + 60*x^5 - 21*x^6 + 2*x^7 + (120*x^2 - 264*x^3 + 48*x^4)*Log[3] + (-144 + 288*x)*Log[3]^2 + (16*x^4*Log[3] - 384*x*Log[3]^2)*Log[5])/((25*x^4 - 10*x^5 + x^6 + (-120*x^2 + 24*x^3)*Log[3] + 144*Log[3]^2)*Log[5]),x]","\frac{x^2}{\log (5)}-\frac{x}{\log (5)}-\frac{144 \log (3) \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3} \left(12 (125-81 \log (3)) \log (3)-\frac{(5-3 x) \left(125 i \sqrt{(125-81 \log (3)) \log (3)} \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-750 \log (3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-54 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)+486 \log ^2(3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)}{\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}}\right)}{\left(2250 \log (3)+162 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3)-1458 \log ^2(3)-125 i \sqrt{(125-81 \log (3)) \log (3)}\right) \left(-3 x-\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}-\frac{25}{\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}}+5\right) \left(25-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right) \left(-(5-3 x)^2-\frac{\left(25+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right) (5-3 x)}{\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}}-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}-\frac{625}{\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}}+25\right)}+\frac{20736 \log ^2(3) \left(1377495072 \log ^4(3)-21257640 \log ^3(3) \left(250-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+8201250 \log ^2(3) \left(825-40 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+32 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-6328125 \log (3) \left(475-45 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+36 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+78125 \left(125 \left(25-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+18 i \sqrt{(125-81 \log (3)) \log (3)} \left(75-10 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+8 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)-236196 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3) \left(648 \log ^2(3)-10 \log (3) \left(200-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+\frac{625}{162} \left(475-30 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+24 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)\right) \log \left(-\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} (5-3 x)+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+25\right)}{\left(25-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)^2 \left(625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}\right)^3}-\frac{16 \log (3) \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} \left(25-20 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right) \log \left(-\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} (5-3 x)+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+25\right)}{625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}}+\frac{10368 \log ^2(3) \left(446308403328 i \log ^5(3)+26572050000 i \log ^3(3) \left(130-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-6887475360 i \log ^4(3) \left(300-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-3075468750 i \log ^2(3) \left(800-55 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+44 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+791015625 i \log (3) \left(825-95 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+76 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-9765625 \left(125 i \left(25-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-18 \sqrt{(125-81 \log (3)) \log (3)} \left(100-15 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+12 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)+1458 \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3) \left(34012224 \log ^3(3)-524880 \log ^2(3) \left(250-5 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+405000 \log (3) \left(425-20 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+16 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-78125 \left(1100-95 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+76 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)\right) \log \left(3 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} x^2-10 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} x-25 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} x+18 i \sqrt{(125-81 \log (3)) \log (3)} x-162 \log (3) x+125 x+6 \left(9 \log (3)-i \sqrt{(125-81 \log (3)) \log (3)}\right) \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)}{\left(125 i-162 i \log (3)-18 \sqrt{(125-81 \log (3)) \log (3)}\right) \left(25-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)^2 \left(625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}\right)^3}+\frac{8 \log (3) \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} \left(25-20 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right) \log \left(3 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} x^2-10 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} x-25 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} x+18 i \sqrt{(125-81 \log (3)) \log (3)} x-162 \log (3) x+125 x+6 \left(9 \log (3)-i \sqrt{(125-81 \log (3)) \log (3)}\right) \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)}{625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}}-\frac{48 \log (3) \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}}{-\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} (5-3 x)+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+25}-\frac{62208 \tanh ^{-1}\left(\frac{-2 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} (5-3 x)-25 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+18 i \sqrt{(125-81 \log (3)) \log (3)}-162 \log (3)+125}{\sqrt{3 \left(5832 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3)-52488 \log ^2(3)+8100 \log (3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right) \left(36 i \sqrt{(125-81 \log (3)) \log (3)}+25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)\right)}}\right) \log ^2(3) \left(48201307559424 i \log ^6(3)+286978140000 i \log ^4(3) \left(675-47 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-1487694677760 i \log ^5(3) \left(125-2 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+1992903750000 i \log ^3(3) \left(25+11 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+32958984375 i \log (3) \left(2025+113 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-128144531250 i \log ^2(3) \left(1325+117 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-1220703125 \left(125 i \left(25+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-6 \sqrt{(125-81 \log (3)) \log (3)} \left(275+13 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)-486 \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3) \left(9765625 \left(2275+157 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-1296 \log (3) \left(8503056 \log ^3(3)+658125 \log (3) \left(25-3 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)-524880 \log ^2(3) \left(50-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)+625000 \left(25+4 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)\right)\right)\right)}{\left(125 i-162 i \log (3)-18 \sqrt{(125-81 \log (3)) \log (3)}\right) \left(25-\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}\right)^2 \left(625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}\right)^3 \sqrt{\frac{1}{3} \left(5832 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3)-52488 \log ^2(3)+8100 \log (3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right) \left(36 i \sqrt{(125-81 \log (3)) \log (3)}+25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)\right)}}+\frac{48 \tanh ^{-1}\left(\frac{-2 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3} (5-3 x)-25 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}+18 i \sqrt{(125-81 \log (3)) \log (3)}-162 \log (3)+125}{\sqrt{3 \left(5832 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3)-52488 \log ^2(3)+8100 \log (3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right) \left(36 i \sqrt{(125-81 \log (3)) \log (3)}+25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)\right)}}\right) \log (3) \left(506250 \log (3)-750 i \sqrt{(125-81 \log (3)) \log (3)} \left(35-2 \sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-15625 \left(5-\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)+1944 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3) \left(20+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-17496 \log ^2(3) \left(20+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)}{\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}} \left(625+25 \left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{2/3}+\left(-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}\right)^{4/3}\right) \sqrt{\frac{1}{3} \left(5832 i \sqrt{125-81 \log (3)} \log ^{\frac{3}{2}}(3)-52488 \log ^2(3)+8100 \log (3) \left(10+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)-25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right) \left(36 i \sqrt{(125-81 \log (3)) \log (3)}+25 \left(5+\sqrt[3]{-125+162 \log (3)-18 i \sqrt{(125-81 \log (3)) \log (3)}}\right)\right)\right)}}+\frac{400 \log (3)}{3 \left(-x^3+5 x^2-12 \log (3)\right)}","\frac{4}{\frac{5-x}{4 \log (3)}-\frac{3}{x^2}}-\frac{-x^2+x-5}{\log (5)}",1,"(400*Log[3])/(3*(5*x^2 - x^3 - 12*Log[3])) - (48*Log[3]*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))/(25 - (5 - 3*x)*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (48*ArcTanh[(125 - 162*Log[3] + (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]] - 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) - 2*(5 - 3*x)*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))/Sqrt[3*((5832*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2) - 52488*Log[3]^2 + 8100*Log[3]*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))*((36*I)*Sqrt[(125 - 81*Log[3])*Log[3]] + 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))]]*Log[3]*(506250*Log[3] - (750*I)*Sqrt[(125 - 81*Log[3])*Log[3]]*(35 - 2*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 15625*(5 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) + (1944*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2)*(20 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 17496*Log[3]^2*(20 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))/((-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)*(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3))*Sqrt[((5832*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2) - 52488*Log[3]^2 + 8100*Log[3]*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))*((36*I)*Sqrt[(125 - 81*Log[3])*Log[3]] + 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))/3]) - (144*Log[3]*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3)*(12*(125 - 81*Log[3])*Log[3] - ((5 - 3*x)*((125*I)*Sqrt[(125 - 81*Log[3])*Log[3]]*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 750*Log[3]*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - (54*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2)*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) + 486*Log[3]^2*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))/(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)))/((2250*Log[3] + (162*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2) - 1458*Log[3]^2 - (125*I)*Sqrt[(125 - 81*Log[3])*Log[3]])*(5 - 3*x - 25/(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))*(25 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))*(25 - (5 - 3*x)^2 - 625/(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) - ((5 - 3*x)*(25 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)))/(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))) - (62208*ArcTanh[(125 - 162*Log[3] + (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]] - 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) - 2*(5 - 3*x)*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))/Sqrt[3*((5832*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2) - 52488*Log[3]^2 + 8100*Log[3]*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))*((36*I)*Sqrt[(125 - 81*Log[3])*Log[3]] + 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))]]*Log[3]^2*((48201307559424*I)*Log[3]^6 + (286978140000*I)*Log[3]^4*(675 - 47*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - (1487694677760*I)*Log[3]^5*(125 - 2*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (1992903750000*I)*Log[3]^3*(25 + 11*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (32958984375*I)*Log[3]*(2025 + 113*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - (128144531250*I)*Log[3]^2*(1325 + 117*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 1220703125*((125*I)*(25 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 6*Sqrt[(125 - 81*Log[3])*Log[3]]*(275 + 13*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))) - 486*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2)*(9765625*(2275 + 157*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 1296*Log[3]*(8503056*Log[3]^3 + 658125*Log[3]*(25 - 3*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 524880*Log[3]^2*(50 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + 625000*(25 + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))))))/((125*I - (162*I)*Log[3] - 18*Sqrt[(125 - 81*Log[3])*Log[3]])*(25 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))^2*(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3))^3*Sqrt[((5832*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2) - 52488*Log[3]^2 + 8100*Log[3]*(10 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)) - 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))*((36*I)*Sqrt[(125 - 81*Log[3])*Log[3]] + 25*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))))/3]) - x/Log[5] + x^2/Log[5] - (16*Log[3]*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)*(25 - 20*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))*Log[25 - (5 - 3*x)*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)])/(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3)) + (20736*Log[3]^2*(1377495072*Log[3]^4 - 21257640*Log[3]^3*(250 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + 8201250*Log[3]^2*(825 - 40*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 32*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 6328125*Log[3]*(475 - 45*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 36*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + 78125*(125*(25 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]]*(75 - 10*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 8*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))) - (236196*I)*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2)*(648*Log[3]^2 - 10*Log[3]*(200 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (625*(475 - 30*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 24*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)))/162))*Log[25 - (5 - 3*x)*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)])/((25 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))^2*(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3))^3) + (8*Log[3]*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3)*(25 - 20*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))*Log[125*x - 162*x*Log[3] + (18*I)*x*Sqrt[(125 - 81*Log[3])*Log[3]] - 25*x*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) - 10*x*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + 3*x^2*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + 6*(9*Log[3] - I*Sqrt[(125 - 81*Log[3])*Log[3]])*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))])/(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3)) + (10368*Log[3]^2*((446308403328*I)*Log[3]^5 + (26572050000*I)*Log[3]^3*(130 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - (6887475360*I)*Log[3]^4*(300 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - (3075468750*I)*Log[3]^2*(800 - 55*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 44*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + (791015625*I)*Log[3]*(825 - 95*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 76*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 9765625*((125*I)*(25 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 18*Sqrt[(125 - 81*Log[3])*Log[3]]*(100 - 15*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 12*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))) + 1458*Sqrt[125 - 81*Log[3]]*Log[3]^(3/2)*(34012224*Log[3]^3 - 524880*Log[3]^2*(250 - 5*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 4*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) + 405000*Log[3]*(425 - 20*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 16*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3)) - 78125*(1100 - 95*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) + 76*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))))*Log[125*x - 162*x*Log[3] + (18*I)*x*Sqrt[(125 - 81*Log[3])*Log[3]] - 25*x*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3) - 10*x*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + 3*x^2*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + 6*(9*Log[3] - I*Sqrt[(125 - 81*Log[3])*Log[3]])*(5 + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(1/3))])/((125*I - (162*I)*Log[3] - 18*Sqrt[(125 - 81*Log[3])*Log[3]])*(25 - (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3))^2*(625 + 25*(-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(2/3) + (-125 + 162*Log[3] - (18*I)*Sqrt[(125 - 81*Log[3])*Log[3]])^(4/3))^3)","C",21,11,109,0.1009,0,"{12, 2074, 2081, 2079, 800, 634, 618, 206, 628, 2101, 822}"
9564,0,0,0,5.2469688,"\int \frac{-10+2 e^3-2 x+e^x \left(-50+e^3 (10-10 x)+35 x+10 x^2\right)+e^x \left(10-7 x-2 x^2+e^3 (-2+2 x)\right) \log (x)+\left(-50+10 e^3-15 x+\left(10-2 e^3+3 x\right) \log (x)\right) \log (5-\log (x))}{e^x \left(25 x-5 e^3 x+5 x^2\right)+e^x \left(-5 x+e^3 x-x^2\right) \log (x)+\left(25 x-5 e^3 x+5 x^2+\left(-5 x+e^3 x-x^2\right) \log (x)\right) \log (5-\log (x))} \, dx","Int[(-10 + 2*E^3 - 2*x + E^x*(-50 + E^3*(10 - 10*x) + 35*x + 10*x^2) + E^x*(10 - 7*x - 2*x^2 + E^3*(-2 + 2*x))*Log[x] + (-50 + 10*E^3 - 15*x + (10 - 2*E^3 + 3*x)*Log[x])*Log[5 - Log[x]])/(E^x*(25*x - 5*E^3*x + 5*x^2) + E^x*(-5*x + E^3*x - x^2)*Log[x] + (25*x - 5*E^3*x + 5*x^2 + (-5*x + E^3*x - x^2)*Log[x])*Log[5 - Log[x]]),x]","\int \frac{-10+2 e^3-2 x+e^x \left(-50+e^3 (10-10 x)+35 x+10 x^2\right)+e^x \left(10-7 x-2 x^2+e^3 (-2+2 x)\right) \log (x)+\left(-50+10 e^3-15 x+\left(10-2 e^3+3 x\right) \log (x)\right) \log (5-\log (x))}{e^x \left(25 x-5 e^3 x+5 x^2\right)+e^x \left(-5 x+e^3 x-x^2\right) \log (x)+\left(25 x-5 e^3 x+5 x^2+\left(-5 x+e^3 x-x^2\right) \log (x)\right) \log (5-\log (x))} \, dx","\log \left(\frac{\left(e^x+\log (5-\log (x))\right)^2}{\left(-x+e^3-5\right) x^2}\right)",1,"2*x - 2*Log[x] - Log[5 - E^3 + x] + 2*Defer[Int][1/(x*(-5 + Log[x])*(E^x + Log[5 - Log[x]])), x] + 10*Defer[Int][Log[5 - Log[x]]/((-5 + Log[x])*(E^x + Log[5 - Log[x]])), x] - 2*Defer[Int][(Log[x]*Log[5 - Log[x]])/((-5 + Log[x])*(E^x + Log[5 - Log[x]])), x]","F",0,0,0,0,-1,"{}"
9565,1,4,0,0.0003768,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","\log \left(\frac{e^5 (-2-\log (2))}{x}\right)-1",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
9566,0,0,0,50.0425151,"\int \frac{e^{\frac{-x+\log (x)}{\left(5+e^x\right) \log \left(\log \left(25 x^2\right)\right)}} \left(10 x \log (2)+2 e^x x \log (2)+\left(-10 \log (2)-2 e^x \log (2)\right) \log (x)+\left((5-5 x) \log (2)+e^x \left(1-x+x^2\right) \log (2)-e^x x \log (2) \log (x)\right) \log \left(25 x^2\right) \log \left(\log \left(25 x^2\right)\right)\right)}{\left(25 x+10 e^x x+e^{2 x} x\right) \log \left(25 x^2\right) \log ^2\left(\log \left(25 x^2\right)\right)} \, dx","Int[(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*(10*x*Log[2] + 2*E^x*x*Log[2] + (-10*Log[2] - 2*E^x*Log[2])*Log[x] + ((5 - 5*x)*Log[2] + E^x*(1 - x + x^2)*Log[2] - E^x*x*Log[2]*Log[x])*Log[25*x^2]*Log[Log[25*x^2]]))/((25*x + 10*E^x*x + E^(2*x)*x)*Log[25*x^2]*Log[Log[25*x^2]]^2),x]","\int \frac{e^{\frac{-x+\log (x)}{\left(5+e^x\right) \log \left(\log \left(25 x^2\right)\right)}} \left(10 x \log (2)+2 e^x x \log (2)+\left(-10 \log (2)-2 e^x \log (2)\right) \log (x)+\left((5-5 x) \log (2)+e^x \left(1-x+x^2\right) \log (2)-e^x x \log (2) \log (x)\right) \log \left(25 x^2\right) \log \left(\log \left(25 x^2\right)\right)\right)}{\left(25 x+10 e^x x+e^{2 x} x\right) \log \left(25 x^2\right) \log ^2\left(\log \left(25 x^2\right)\right)} \, dx","\log (2) \left(e^{\frac{\log (x)-x}{\left(e^x+5\right) \log \left(\log \left(25 x^2\right)\right)}}-5\right)",1,"2*Log[2]*Defer[Int][E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))/((5 + E^x)*Log[25*x^2]*Log[Log[25*x^2]]^2), x] - 2*Log[2]*Defer[Int][(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*Log[x])/((5 + E^x)*x*Log[25*x^2]*Log[Log[25*x^2]]^2), x] - Log[2]*Defer[Int][E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))/((5 + E^x)*Log[Log[25*x^2]]), x] + Log[2]*Defer[Int][E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))/((5 + E^x)*x*Log[Log[25*x^2]]), x] - 5*Log[2]*Defer[Int][(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*x)/((5 + E^x)^2*Log[Log[25*x^2]]), x] + Log[2]*Defer[Int][(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*x)/((5 + E^x)*Log[Log[25*x^2]]), x] + 5*Log[2]*Defer[Int][(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*Log[x])/((5 + E^x)^2*Log[Log[25*x^2]]), x] - Log[2]*Defer[Int][(E^((-x + Log[x])/((5 + E^x)*Log[Log[25*x^2]]))*Log[x])/((5 + E^x)*Log[Log[25*x^2]]), x]","F",0,0,0,0,-1,"{}"
9567,1,40,0,0.0697145,"\int \frac{-96+48 x-6 x^2+e^2 \left(-160+16 x-8 x^2\right)}{e^2 \left(16000-3200 x-920 x^2+76 x^3+22 x^4+x^5\right)} \, dx","Int[(-96 + 48*x - 6*x^2 + E^2*(-160 + 16*x - 8*x^2))/(E^2*(16000 - 3200*x - 920*x^2 + 76*x^3 + 22*x^4 + x^5)),x]","-\frac{4}{49 (x+10)}+\frac{21+20 e^2}{7 e^2 (x+10)^2}-\frac{4}{49 (4-x)}","\frac{\frac{4 x}{x-4}+\frac{3}{e^2}}{(x+10)^2}",1,"-4/(49*(4 - x)) + (21 + 20*E^2)/(7*E^2*(10 + x)^2) - 4/(49*(10 + x))","A",3,2,53,0.03774,1,"{12, 2074}"
9568,1,23,0,0.084096,"\int \frac{-132 e^5+9000 x+180 x^2}{900 x^4+e^{10} \left(9+6 x+x^2\right)+e^5 \left(-180 x^2-60 x^3\right)} \, dx","Int[(-132*E^5 + 9000*x + 180*x^2)/(900*x^4 + E^10*(9 + 6*x + x^2) + E^5*(-180*x^2 - 60*x^3)),x]","\frac{6 (x+25)}{-30 x^2+e^5 x+3 e^5}","\frac{x+25}{\frac{1}{6} e^5 (x+3)-5 x^2}",1,"(6*(25 + x))/(3*E^5 + E^5*x - 30*x^2)","A",4,4,50,0.08000,1,"{1680, 12, 1814, 8}"
9569,1,17,0,0.238184,"\int \frac{e^{\frac{3 x^2-3 \log \left(x^2\right)}{x^6}} \left(-6-12 x^2+18 \log \left(x^2\right)\right)}{x^7} \, dx","Int[(E^((3*x^2 - 3*Log[x^2])/x^6)*(-6 - 12*x^2 + 18*Log[x^2]))/x^7,x]","e^{\frac{3}{x^4}} \left(x^2\right)^{-\frac{3}{x^6}}","e^{\frac{3 \left(x^2-\log \left(x^2\right)\right)}{x^6}}",1,"E^(3/x^4)/(x^2)^(3/x^6)","A",1,1,35,0.02857,1,"{6706}"
9570,0,0,0,7.5459663,"\int \frac{-x+e^{-3-e^x+x} \left(2 x-x^2+e^x x^2\right) \log (2 x \log (4))+2 x \log (2 x \log (4)) \log (\log (2 x \log (4)))}{e^{-6-2 e^x+2 x} \log (2 x \log (4))+2 e^{-3-e^x+x} \log (2 x \log (4)) \log (\log (2 x \log (4)))+\log (2 x \log (4)) \log ^2(\log (2 x \log (4)))} \, dx","Int[(-x + E^(-3 - E^x + x)*(2*x - x^2 + E^x*x^2)*Log[2*x*Log[4]] + 2*x*Log[2*x*Log[4]]*Log[Log[2*x*Log[4]]])/(E^(-6 - 2*E^x + 2*x)*Log[2*x*Log[4]] + 2*E^(-3 - E^x + x)*Log[2*x*Log[4]]*Log[Log[2*x*Log[4]]] + Log[2*x*Log[4]]*Log[Log[2*x*Log[4]]]^2),x]","\int \frac{-x+e^{-3-e^x+x} \left(2 x-x^2+e^x x^2\right) \log (2 x \log (4))+2 x \log (2 x \log (4)) \log (\log (2 x \log (4)))}{e^{-6-2 e^x+2 x} \log (2 x \log (4))+2 e^{-3-e^x+x} \log (2 x \log (4)) \log (\log (2 x \log (4)))+\log (2 x \log (4)) \log ^2(\log (2 x \log (4)))} \, dx","\frac{x^2}{e^{x-e^x-3}+\log (\log (2 x \log (4)))}+1",1,"Defer[Int][E^(3 + E^x)*x^2, x] - Defer[Int][(E^(2*(3 + E^x))*x)/(Log[x*Log[16]]*(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]])^2), x] + Defer[Int][(E^(2*(3 + E^x))*x^2*Log[Log[x*Log[16]]])/(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]])^2, x] + Defer[Int][(E^(3*(3 + E^x))*x^2*Log[Log[x*Log[16]]]^2)/(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]])^2, x] + 2*Defer[Int][(E^(3 + E^x)*x)/(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]]), x] - Defer[Int][(E^(3 + E^x)*x^2)/(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]]), x] - 2*Defer[Int][(E^(2*(3 + E^x))*x^2*Log[Log[x*Log[16]]])/(E^x + E^(3 + E^x)*Log[Log[x*Log[16]]]), x]","F",0,0,0,0,-1,"{}"
9571,1,30,0,0.1075904,"\int \frac{-1+192 x+6 x^2+15 x^4+\left(-4-4 x^2\right) \log \left(1+x^2\right)}{2+2 x^2} \, dx","Int[(-1 + 192*x + 6*x^2 + 15*x^4 + (-4 - 4*x^2)*Log[1 + x^2])/(2 + 2*x^2),x]","\frac{5 x^3}{2}-2 x \log \left(x^2+1\right)+48 \log \left(x^2+1\right)-\frac{x}{2}","\frac{1}{2} \left(5 x^3+(24-x) \left(4 \log \left(x^2+1\right)+1\right)\right)",1,"-1/2*x + (5*x^3)/2 + 48*Log[1 + x^2] - 2*x*Log[1 + x^2]","A",10,7,39,0.1795,1,"{6725, 1810, 635, 203, 260, 2448, 321}"
9572,1,29,0,0.1817169,"\int \frac{-9 e^{2/3}-9 e^3+e^{-4+x} \left(162-72 x+8 x^2\right)}{162-72 x+8 x^2} \, dx","Int[(-9*E^(2/3) - 9*E^3 + E^(-4 + x)*(162 - 72*x + 8*x^2))/(162 - 72*x + 8*x^2),x]","e^{x-4}-\frac{9 e^{2/3} \left(1+e^{7/3}\right)}{4 (9-2 x)}","\frac{\left(e^{2/3}+e^3\right) x}{4 \left(x-\frac{9}{2}\right)}+e^{x-4}",1,"E^(-4 + x) - (9*E^(2/3)*(1 + E^(7/3)))/(4*(9 - 2*x))","A",6,5,42,0.1190,1,"{27, 12, 6741, 6742, 2194}"
9573,1,50,0,0.0175528,"\int \left(12-16 x+6 x^2+e^{3/4} \left(4-8 x+3 x^2\right)+\left(4-8 x+3 x^2\right) \log (2)\right) \, dx","Int[12 - 16*x + 6*x^2 + E^(3/4)*(4 - 8*x + 3*x^2) + (4 - 8*x + 3*x^2)*Log[2],x]","2 x^3+x^3 \left(e^{3/4}+\log (2)\right)-8 x^2-4 x^2 \left(e^{3/4}+\log (2)\right)+12 x+4 x \left(e^{3/4}+\log (2)\right)","x \left(x-(2-x)^2 \left(\frac{1}{x}-e^{3/4}-2-\log (2)\right)\right)",1,"12*x - 8*x^2 + 2*x^3 + 4*x*(E^(3/4) + Log[2]) - 4*x^2*(E^(3/4) + Log[2]) + x^3*(E^(3/4) + Log[2])","A",3,1,39,0.02564,1,"{6}"
9574,1,78,0,0.5060876,"\int \frac{-5-20 x-20 x^2+10 x^3+44 x^4+19 x^5+\left(-4 x^4-2 x^5\right) \log (x)}{5 x+15 x^2+15 x^3+5 x^4} \, dx","Int[(-5 - 20*x - 20*x^2 + 10*x^3 + 44*x^4 + 19*x^5 + (-4*x^4 - 2*x^5)*Log[x])/(5*x + 15*x^2 + 15*x^3 + 5*x^4),x]","-\frac{2 x^2}{(x+1)^2}+2 x^2-\frac{1}{5} x^2 \log (x)-3 x-\frac{8}{x+1}+\frac{3}{(x+1)^2}-\frac{4 x \log (x)}{5 (x+1)}+\frac{2}{5} x \log (x)-\frac{\log (x)}{5 (x+1)^2}-\frac{4 \log (x)}{5}","\left(\frac{x^4}{5 (x+1)^2}+1\right) (5-\log (x))+x^2-x",1,"-3*x + 2*x^2 + 3/(1 + x)^2 - (2*x^2)/(1 + x)^2 - 8/(1 + x) - (4*Log[x])/5 + (2*x*Log[x])/5 - (x^2*Log[x])/5 - Log[x]/(5*(1 + x)^2) - (4*x*Log[x])/(5*(1 + x))","B",21,11,61,0.1803,1,"{6741, 6742, 44, 37, 43, 2357, 2295, 2304, 2319, 2314, 31}"
9575,0,0,0,0.416657,"\int \frac{-2 x-x^2-2 \log \left(\frac{5}{4}\right)}{4 x+4 x^2+x^3+\left(4+4 x+x^2\right) \log \left(\frac{5}{4}\right)+\left(-4 x^2-2 x^3+\left(-4 x-2 x^2\right) \log \left(\frac{5}{4}\right)\right) \log \left(x+\log \left(\frac{5}{4}\right)\right)+\left(x^3+x^2 \log \left(\frac{5}{4}\right)\right) \log ^2\left(x+\log \left(\frac{5}{4}\right)\right)} \, dx","Int[(-2*x - x^2 - 2*Log[5/4])/(4*x + 4*x^2 + x^3 + (4 + 4*x + x^2)*Log[5/4] + (-4*x^2 - 2*x^3 + (-4*x - 2*x^2)*Log[5/4])*Log[x + Log[5/4]] + (x^3 + x^2*Log[5/4])*Log[x + Log[5/4]]^2),x]","\int \frac{-2 x-x^2-2 \log \left(\frac{5}{4}\right)}{4 x+4 x^2+x^3+\left(4+4 x+x^2\right) \log \left(\frac{5}{4}\right)+\left(-4 x^2-2 x^3+\left(-4 x-2 x^2\right) \log \left(\frac{5}{4}\right)\right) \log \left(x+\log \left(\frac{5}{4}\right)\right)+\left(x^3+x^2 \log \left(\frac{5}{4}\right)\right) \log ^2\left(x+\log \left(\frac{5}{4}\right)\right)} \, dx","\frac{x}{-x+x \log \left(x+\log \left(\frac{5}{4}\right)\right)-2}",1,"-2*(1 + Log[2/Sqrt[5]])*Defer[Int][(-2 - x + x*Log[x + Log[5/4]])^(-2), x] - Defer[Int][x/(-2 - x + x*Log[x + Log[5/4]])^2, x] - Log[5/4]^2*Defer[Int][1/((x + Log[5/4])*(-2 - x + x*Log[x + Log[5/4]])^2), x]","F",0,0,0,0,-1,"{}"
9576,0,0,0,1.9500669,"\int \frac{4+e^{\frac{e^{3 x}}{x}} \left(-1+\frac{e^{3 x} (-1+3 x) \log \left(-\frac{x}{3}\right)}{x}\right)}{x \log ^2\left(-\frac{x}{3}\right)} \, dx","Int[(4 + E^(E^(3*x)/x)*(-1 + (E^(3*x)*(-1 + 3*x)*Log[-1/3*x])/x))/(x*Log[-1/3*x]^2),x]","\int \frac{4+e^{\frac{e^{3 x}}{x}} \left(-1+\frac{e^{3 x} (-1+3 x) \log \left(-\frac{x}{3}\right)}{x}\right)}{x \log ^2\left(-\frac{x}{3}\right)} \, dx","\frac{e^{\frac{e^{3 x}}{x}}-4}{\log \left(-\frac{x}{3}\right)}",1,"-4/Log[-1/3*x] - Defer[Int][E^(E^(3*x)/x)/(x*Log[-1/3*x]^2), x] - Defer[Int][E^(E^(3*x)/x + 3*x)/(x^2*Log[-1/3*x]), x] + 3*Defer[Int][E^(E^(3*x)/x + 3*x)/(x*Log[-1/3*x]), x]","F",0,0,0,0,-1,"{}"
9577,1,23,0,0.0165493,"\int \frac{-6 e^{25}-3 x^3+e^x x^3}{2 x^3} \, dx","Int[(-6*E^25 - 3*x^3 + E^x*x^3)/(2*x^3),x]","\frac{3 e^{25}}{2 x^2}-\frac{3 x}{2}+\frac{e^x}{2}","\frac{1}{2} \left(\frac{3 e^{25}}{x^2}-3 x+e^x+1\right)",1,"E^x/2 + (3*E^25)/(2*x^2) - (3*x)/2","A",6,3,25,0.1200,1,"{12, 14, 2194}"
9578,1,16,0,0.0034914,"\int \left(-198 x+60 x^2-4 x^3\right) \, dx","Int[-198*x + 60*x^2 - 4*x^3,x]","-x^4+20 x^3-99 x^2","x \left(x-(10-x)^2 x\right)+e^3-7",1,"-99*x^2 + 20*x^3 - x^4","A",1,0,14,0,1,"{}"
9579,1,30,0,0.5597405,"\int \frac{e^{\frac{2 e^{8 x^4}-4 e^{4 x^4} x^4+2 x^8}{x^4}} \left(8 x^8-64 e^{4 x^4} x^8+e^{8 x^4} \left(-8+64 x^4\right)\right)}{x^5} \, dx","Int[(E^((2*E^(8*x^4) - 4*E^(4*x^4)*x^4 + 2*x^8)/x^4)*(8*x^8 - 64*E^(4*x^4)*x^8 + E^(8*x^4)*(-8 + 64*x^4)))/x^5,x]","e^{\frac{2 \left(x^8-2 e^{4 x^4} x^4+e^{8 x^4}\right)}{x^4}}","e^{2 \left(x^2-\frac{e^{4 x^4}}{x^2}\right)^2}",1,"E^((2*(E^(8*x^4) - 2*E^(4*x^4)*x^4 + x^8))/x^4)","A",1,1,70,0.01429,1,"{6706}"
9580,1,74,0,0.1704428,"\int \frac{-27+e^6+e^4 (-9-3 x)-27 x-9 x^2-x^3+15 x^4+3 x^5+e^2 \left(27+18 x+3 x^2-5 x^4\right)}{-27+e^6+e^4 (-9-3 x)-27 x-9 x^2-x^3+e^2 \left(27+18 x+3 x^2\right)} \, dx","Int[(-27 + E^6 + E^4*(-9 - 3*x) - 27*x - 9*x^2 - x^3 + 15*x^4 + 3*x^5 + E^2*(27 + 18*x + 3*x^2 - 5*x^4))/(-27 + E^6 + E^4*(-9 - 3*x) - 27*x - 9*x^2 - x^3 + E^2*(27 + 18*x + 3*x^2)),x]","-x^3+2 \left(3-e^2\right) x^2-\left(26-18 e^2+3 e^4\right) x-\frac{5 \left(3-e^2\right)^4}{x-e^2+3}+\frac{\left(3-e^2\right)^5}{\left(x-e^2+3\right)^2}","x-\frac{x^5}{\left(x-e^2+3\right)^2}",1,"-((26 - 18*E^2 + 3*E^4)*x) + 2*(3 - E^2)*x^2 - x^3 + (3 - E^2)^5/(3 - E^2 + x)^2 - (5*(3 - E^2)^4)/(3 - E^2 + x)","B",2,1,100,0.0100,1,"{2074}"
9581,0,0,0,8.4605207,"\int \frac{e^x (40-20 x)+e^x (10-5 x) \log (-2+x)+\frac{e^{4+\log ^2(4+\log (-2+x))} \left(e^x (-12+4 x)+e^x (-2+x) \log (-2+x)+2 e^x \log (4+\log (-2+x))\right)}{(4+\log (-2+x))^4}}{-8+4 x+(-2+x) \log (-2+x)} \, dx","Int[(E^x*(40 - 20*x) + E^x*(10 - 5*x)*Log[-2 + x] + (E^(4 + Log[4 + Log[-2 + x]]^2)*(E^x*(-12 + 4*x) + E^x*(-2 + x)*Log[-2 + x] + 2*E^x*Log[4 + Log[-2 + x]]))/(4 + Log[-2 + x])^4)/(-8 + 4*x + (-2 + x)*Log[-2 + x]),x]","\int \frac{e^x (40-20 x)+e^x (10-5 x) \log (-2+x)+\frac{e^{4+\log ^2(4+\log (-2+x))} \left(e^x (-12+4 x)+e^x (-2+x) \log (-2+x)+2 e^x \log (4+\log (-2+x))\right)}{(4+\log (-2+x))^4}}{-8+4 x+(-2+x) \log (-2+x)} \, dx","e^x \left(e^{(\log (\log (x-2)+4)-2)^2}-5\right)",1,"-5*E^x - 4*Defer[Int][E^(4 + x + Log[4 + Log[-2 + x]]^2)/((-2 + x)*(4 + Log[-2 + x])^5), x] + Defer[Int][E^(4 + x + Log[4 + Log[-2 + x]]^2)/(4 + Log[-2 + x])^4, x] + 2*Defer[Int][(E^(4 + x + Log[4 + Log[-2 + x]]^2)*Log[4 + Log[-2 + x]])/((-2 + x)*(4 + Log[-2 + x])^5), x]","F",0,0,0,0,-1,"{}"
9582,0,0,0,4.8060541,"\int \frac{-16 x-16 x^2 \log (2)+\left(-20+20 x-4 x^3\right) \log ^2(2)+\left(16 x \log (2)+8 x^2 \log ^2(2)\right) \log (-x)-4 x \log ^2(2) \log ^2(-x)}{64 x-32 x^2+4 x^3+\left(-80 x+84 x^2-32 x^3+4 x^4\right) \log (2)+\left(25 x-40 x^2+26 x^3-8 x^4+x^5\right) \log ^2(2)+\left(\left(-64 x+32 x^2-4 x^3\right) \log (2)+\left(40 x-42 x^2+16 x^3-2 x^4\right) \log ^2(2)\right) \log (-x)+\left(16 x-8 x^2+x^3\right) \log ^2(2) \log ^2(-x)} \, dx","Int[(-16*x - 16*x^2*Log[2] + (-20 + 20*x - 4*x^3)*Log[2]^2 + (16*x*Log[2] + 8*x^2*Log[2]^2)*Log[-x] - 4*x*Log[2]^2*Log[-x]^2)/(64*x - 32*x^2 + 4*x^3 + (-80*x + 84*x^2 - 32*x^3 + 4*x^4)*Log[2] + (25*x - 40*x^2 + 26*x^3 - 8*x^4 + x^5)*Log[2]^2 + ((-64*x + 32*x^2 - 4*x^3)*Log[2] + (40*x - 42*x^2 + 16*x^3 - 2*x^4)*Log[2]^2)*Log[-x] + (16*x - 8*x^2 + x^3)*Log[2]^2*Log[-x]^2),x]","\int \frac{-16 x-16 x^2 \log (2)+\left(-20+20 x-4 x^3\right) \log ^2(2)+\left(16 x \log (2)+8 x^2 \log ^2(2)\right) \log (-x)-4 x \log ^2(2) \log ^2(-x)}{64 x-32 x^2+4 x^3+\left(-80 x+84 x^2-32 x^3+4 x^4\right) \log (2)+\left(25 x-40 x^2+26 x^3-8 x^4+x^5\right) \log ^2(2)+\left(\left(-64 x+32 x^2-4 x^3\right) \log (2)+\left(40 x-42 x^2+16 x^3-2 x^4\right) \log ^2(2)\right) \log (-x)+\left(16 x-8 x^2+x^3\right) \log ^2(2) \log ^2(-x)} \, dx","\frac{4}{x+\frac{5}{x-\log (-x)+\frac{2}{\log (2)}}-4}",1,"(4*Log[2])/(x*Log[2] - Log[16]) - (4*(11*Log[2]^4 - 8*Log[2]^3*Log[16] - Log[4]*Log[16]^2 + Log[2]^2*Log[16]*(8 + Log[16]))*Defer[Int][(8*(1 - (5*Log[2])/8) - x^2*Log[2] - 2*x*(1 - Log[4]) + x*Log[2]*Log[-x] - Log[16]*Log[-x])^(-2), x])/Log[2]^2 - 20*Log[2]^2*Defer[Int][1/(x*(8*(1 - (5*Log[2])/8) - x^2*Log[2] - 2*x*(1 - Log[4]) + x*Log[2]*Log[-x] - Log[16]*Log[-x])^2), x] - (4*(25*Log[2]^6 + Log[2]*Log[16]^4 - Log[4]*Log[16]^4 - 40*Log[2]^5*(2 + Log[16]) - 8*Log[2]^3*Log[16]*(2 + Log[16])^2 + Log[2]^2*Log[16]^2*(4 + 8*Log[16] + Log[16]^2) + Log[2]^4*(64 + 84*Log[16] + 26*Log[16]^2))*Defer[Int][1/((x*Log[2] - Log[16])^2*(8*(1 - (5*Log[2])/8) - x^2*Log[2] - 2*x*(1 - Log[4]) + x*Log[2]*Log[-x] - Log[16]*Log[-x])^2), x])/Log[2]^2 + (4*(40*Log[2]^5 - Log[2]*Log[16]^3 + Log[16]^4 + 16*Log[2]^3*Log[16]*(2 + Log[16]) - 2*Log[2]^2*Log[16]^2*(8 + Log[16]) - 2*Log[2]^4*(32 + 21*Log[16]))*Defer[Int][1/((x*Log[2] - Log[16])*(8*(1 - (5*Log[2])/8) - x^2*Log[2] - 2*x*(1 - Log[4]) + x*Log[2]*Log[-x] - Log[16]*Log[-x])^2), x])/Log[2]^2 + 8*Log[2]^2*Log[32]*Defer[Int][1/((x*Log[2] - Log[16])^2*(-8*(1 - (5*Log[2])/8) + x^2*Log[2] + 2*x*(1 - Log[4]) - x*Log[2]*Log[-x] + Log[16]*Log[-x])), x]","F",0,0,0,0,-1,"{}"
9583,0,0,0,4.9313502,"\int \frac{e^{\frac{3 x}{-5+3 e^{14} x^2}} \left(110-30 x+18 e^{28} x^4+e^{14} \left(-24 x^2-18 x^3\right)+e^{-\frac{3 x}{-5+3 e^{14} x^2}} \left(-25+30 e^{14} x^2-9 e^{28} x^4\right)\right)}{25-30 e^{14} x^2+9 e^{28} x^4} \, dx","Int[(E^((3*x)/(-5 + 3*E^14*x^2))*(110 - 30*x + 18*E^28*x^4 + E^14*(-24*x^2 - 18*x^3) + (-25 + 30*E^14*x^2 - 9*E^28*x^4)/E^((3*x)/(-5 + 3*E^14*x^2))))/(25 - 30*E^14*x^2 + 9*E^28*x^4),x]","\int \frac{e^{\frac{3 x}{-5+3 e^{14} x^2}} \left(110-30 x+18 e^{28} x^4+e^{14} \left(-24 x^2-18 x^3\right)+e^{-\frac{3 x}{-5+3 e^{14} x^2}} \left(-25+30 e^{14} x^2-9 e^{28} x^4\right)\right)}{25-30 e^{14} x^2+9 e^{28} x^4} \, dx","e^{-\frac{3 x}{5-3 e^{14} x^2}} (2 x-4)-x-4",1,"-x + 2*E^28*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2)), x] + (7*E^28*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] - Sqrt[3]*E^7*x), x])/(2*Sqrt[5]) - (3*Sqrt[5]*E^28*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] - Sqrt[3]*E^7*x), x])/2 + (E^21*(Sqrt[15] + 4*E^7)*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] - Sqrt[3]*E^7*x), x])/Sqrt[5] + (7*E^28*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] + Sqrt[3]*E^7*x), x])/(2*Sqrt[5]) - (3*Sqrt[5]*E^28*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] + Sqrt[3]*E^7*x), x])/2 - (E^21*(Sqrt[15] - 4*E^7)*Defer[Int][E^(-28 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[5] + Sqrt[3]*E^7*x), x])/Sqrt[5] + 18*E^28*Defer[Int][E^(-14 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[15]*E^7 - 3*E^14*x)^2, x] + 18*E^28*Defer[Int][E^(-14 + (3*x)/(-5 + 3*E^14*x^2))/(Sqrt[15]*E^7 + 3*E^14*x)^2, x] - 60*E^28*Defer[Int][(E^(-28 + (3*x)/(-5 + 3*E^14*x^2))*x)/(-5 + 3*E^14*x^2)^2, x]","F",0,0,0,0,-1,"{}"
9584,0,0,0,12.233777,"\int \frac{\exp \left(\frac{-5+5 x^2+e^x x^2+\left(-50 x-10 e^x x\right) \log (x)+\left(125 x+25 e^x x\right) \log ^2(x)}{5+e^x}\right) \left(-250+50 x+e^{2 x} (-10+2 x)+e^x (-95+20 x)+\left(1000+400 e^x+40 e^{2 x}\right) \log (x)+\left(625+250 e^x+25 e^{2 x}\right) \log ^2(x)\right)}{25+10 e^x+e^{2 x}} \, dx","Int[(E^((-5 + 5*x^2 + E^x*x^2 + (-50*x - 10*E^x*x)*Log[x] + (125*x + 25*E^x*x)*Log[x]^2)/(5 + E^x))*(-250 + 50*x + E^(2*x)*(-10 + 2*x) + E^x*(-95 + 20*x) + (1000 + 400*E^x + 40*E^(2*x))*Log[x] + (625 + 250*E^x + 25*E^(2*x))*Log[x]^2))/(25 + 10*E^x + E^(2*x)),x]","\int \frac{\exp \left(\frac{-5+5 x^2+e^x x^2+\left(-50 x-10 e^x x\right) \log (x)+\left(125 x+25 e^x x\right) \log ^2(x)}{5+e^x}\right) \left(-250+50 x+e^{2 x} (-10+2 x)+e^x (-95+20 x)+\left(1000+400 e^x+40 e^{2 x}\right) \log (x)+\left(625+250 e^x+25 e^{2 x}\right) \log ^2(x)\right)}{25+10 e^x+e^{2 x}} \, dx","e^{x^2-x-\frac{5}{e^x+5}+x (5 \log (x)-1)^2}",1,"2*Defer[Int][E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)*x^(1 - 10*x), x] - 10*Defer[Int][E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)/x^(10*x), x] - 25*Defer[Int][E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)/((5 + E^x)^2*x^(10*x)), x] + 5*Defer[Int][E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)/((5 + E^x)*x^(10*x)), x] + 40*Defer[Int][(E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)*Log[x])/x^(10*x), x] + 25*Defer[Int][(E^(-5/(5 + E^x) + x^2 + 25*x*Log[x]^2)*Log[x]^2)/x^(10*x), x]","F",0,0,0,0,-1,"{}"
9585,1,40,0,0.5724673,"\int \frac{1-2 x+x^2+e^3 \left(-1+2 x-x^2\right)+\left(-x+x^2+e^3 \left(x-x^2\right)\right) \log (x)+\left(-4+e^3 (4-2 x)+2 x+\left(-2+e^3 (2-2 x)+2 x\right) \log (x)\right) \log (2+\log (2))+\left(-x+e^3 x+\left(-2+2 e^3\right) \log (2+\log (2))\right) \log \left(\frac{1}{2} (x+2 \log (2+\log (2)))\right)}{-x^2-x^2 \log (x)+(-2 x-2 x \log (x)) \log (2+\log (2))+(x+2 \log (2+\log (2))) \log \left(\frac{1}{2} (x+2 \log (2+\log (2)))\right)} \, dx","Int[(1 - 2*x + x^2 + E^3*(-1 + 2*x - x^2) + (-x + x^2 + E^3*(x - x^2))*Log[x] + (-4 + E^3*(4 - 2*x) + 2*x + (-2 + E^3*(2 - 2*x) + 2*x)*Log[x])*Log[2 + Log[2]] + (-x + E^3*x + (-2 + 2*E^3)*Log[2 + Log[2]])*Log[(x + 2*Log[2 + Log[2]])/2])/(-x^2 - x^2*Log[x] + (-2*x - 2*x*Log[x])*Log[2 + Log[2]] + (x + 2*Log[2 + Log[2]])*Log[(x + 2*Log[2 + Log[2]])/2]),x]","\left(1-e^3\right) \log \left(x+x \log (x)-\log \left(\frac{x}{2}+\log (2+\log (2))\right)\right)-\left(1-e^3\right) x","\left(1-e^3\right) \left(\log \left(x+x \log (x)-\log \left(\frac{x}{2}+\log (2+\log (2))\right)\right)-x\right)",1,"-((1 - E^3)*x) + (1 - E^3)*Log[x + x*Log[x] - Log[x/2 + Log[2 + Log[2]]]]","A",5,4,172,0.02326,1,"{6688, 12, 6742, 6684}"
9586,0,0,0,59.6415328,"\int \frac{336-128 x+592 x^2-256 x^3+256 x^4-128 x^5+\left(128 x-8 x^2+320 x^3-128 x^4+192 x^5\right) \log (x)+\left(-75 x^2-64 x^3+16 x^4-72 x^5\right) \log ^2(x)+\left(10 x^2+8 x^5\right) \log ^3(x)}{7056 x-5376 x^2+11776 x^3-9472 x^4+6144 x^5-4096 x^6+1024 x^7+\left(-840 x+320 x^2-3328 x^3+2688 x^4-2560 x^5+2048 x^6-512 x^7\right) \log (x)+\left(25 x+160 x^3-80 x^4+256 x^5-256 x^6+64 x^7\right) \log ^2(x)} \, dx","Int[(336 - 128*x + 592*x^2 - 256*x^3 + 256*x^4 - 128*x^5 + (128*x - 8*x^2 + 320*x^3 - 128*x^4 + 192*x^5)*Log[x] + (-75*x^2 - 64*x^3 + 16*x^4 - 72*x^5)*Log[x]^2 + (10*x^2 + 8*x^5)*Log[x]^3)/(7056*x - 5376*x^2 + 11776*x^3 - 9472*x^4 + 6144*x^5 - 4096*x^6 + 1024*x^7 + (-840*x + 320*x^2 - 3328*x^3 + 2688*x^4 - 2560*x^5 + 2048*x^6 - 512*x^7)*Log[x] + (25*x + 160*x^3 - 80*x^4 + 256*x^5 - 256*x^6 + 64*x^7)*Log[x]^2),x]","\int \frac{336-128 x+592 x^2-256 x^3+256 x^4-128 x^5+\left(128 x-8 x^2+320 x^3-128 x^4+192 x^5\right) \log (x)+\left(-75 x^2-64 x^3+16 x^4-72 x^5\right) \log ^2(x)+\left(10 x^2+8 x^5\right) \log ^3(x)}{7056 x-5376 x^2+11776 x^3-9472 x^4+6144 x^5-4096 x^6+1024 x^7+\left(-840 x+320 x^2-3328 x^3+2688 x^4-2560 x^5+2048 x^6-512 x^7\right) \log (x)+\left(25 x+160 x^3-80 x^4+256 x^5-256 x^6+64 x^7\right) \log ^2(x)} \, dx","\frac{\log (x)}{\frac{5}{x^2+\frac{4}{4-\log (x)}}-8 x+16}",1,"(45606240*(109*(263 + 3*Sqrt[5865])^(2/3)*(2*(60977 + 789*Sqrt[5865]))^(1/3)*(14959703 + 195219*Sqrt[5865]) - 24*2^(1/3)*(142908320175 + 1866494027*Sqrt[5865]) + (263 + 3*Sqrt[5865])^(1/3)*(471983877914 + 6165236418*Sqrt[5865])))/((263 + 3*Sqrt[5865])^(1/3)*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))^2*(512*2^(2/3) + 32*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))*(96 + 1536*(2/(263 + 3*Sqrt[5865]))^(2/3) + 2*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + 2^(2/3)*(60977 + 789*Sqrt[5865])^(1/3))*((263 + 3*Sqrt[5865])^(4/3) + 16*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3)))*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3) + 4*(263 + 3*Sqrt[5865])^(1/3)*(2 - 3*x))^2) - (34204680*2^(2/3)*(263 + 3*Sqrt[5865])^(4/3)*(5865*(4627485 + 60977*Sqrt[5865]))^(1/3))/((32 - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3))*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))*(96 + 1536*(2/(263 + 3*Sqrt[5865]))^(2/3) + 2*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + 2^(2/3)*(60977 + 789*Sqrt[5865])^(1/3))^2*((263 + 3*Sqrt[5865])^(4/3) + 16*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3)))*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3) + 4*(263 + 3*Sqrt[5865])^(1/3)*(2 - 3*x))) + (81*(2/1955)^(2/3)*(3*(17595 + 263*Sqrt[5865]))^(1/3)*(1065475 + ((8*2^(2/3)*(338215 + 8931*Sqrt[5865]) - (526 + 6*Sqrt[5865])^(1/3)*(1065475 + 20847*Sqrt[5865]))*(2 - 3*x))/(263 + 3*Sqrt[5865])^(2/3)))/(5*(32 - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3))*(2^(1/3)*(32/(263 + 3*Sqrt[5865])^(1/3) + (526 + 6*Sqrt[5865])^(1/3)) + 4*(2 - 3*x))^2*(32 - 512*(2/(263 + 3*Sqrt[5865]))^(2/3) - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + (2*2^(2/3)*(16*2^(2/3) + (263 + 3*Sqrt[5865])^(2/3))*(2 - 3*x))/(263 + 3*Sqrt[5865])^(1/3) - 8*(2 - 3*x)^2)^2) - (9*((5865*(-17595 + 263*Sqrt[5865]))/2)^(1/3)*(6976*(60977 + 789*Sqrt[5865]) + 8*2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(5962301 + 84177*Sqrt[5865]) - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3)*(27408593 + 363573*Sqrt[5865]) + 8*(1744*2^(1/3)*(263 + 3*Sqrt[5865])^(5/3) - 1384*(60977 + 789*Sqrt[5865]) + 109*2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(60977 + 789*Sqrt[5865]))*(2 - 3*x)))/(32*(512*(17595 + 263*Sqrt[5865]) - 32*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3)*(17595 + 263*Sqrt[5865]) + 2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(4627485 + 60977*Sqrt[5865]))*(2^(1/3)*(32/(263 + 3*Sqrt[5865])^(1/3) + (526 + 6*Sqrt[5865])^(1/3)) + 4*(2 - 3*x))^2*(32 - 512*(2/(263 + 3*Sqrt[5865]))^(2/3) - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + (2*2^(2/3)*(16*2^(2/3) + (263 + 3*Sqrt[5865])^(2/3))*(2 - 3*x))/(263 + 3*Sqrt[5865])^(1/3) - 8*(2 - 3*x)^2)) - 151/(15*(5 + 16*x^2 - 8*x^3)^2) + (199*x)/(15*(5 + 16*x^2 - 8*x^3)^2) - (41*x^2)/(12*(5 + 16*x^2 - 8*x^3)^2) + (32*x^3)/(3*(5 + 16*x^2 - 8*x^3)^2) - (24*x^4)/(5 + 16*x^2 - 8*x^3)^2 + (8*x^5)/(5 + 16*x^2 - 8*x^3)^2 + (364849920*2^(5/6)*Sqrt[3]*(1384*2^(1/3)*(60977 + 789*Sqrt[5865])^(2/3)*(223655274894737 + 2920418259957*Sqrt[5865]) - 4*2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(5646070386772280597 + 73724500782967305*Sqrt[5865]) - (263 + 3*Sqrt[5865])^(2/3)*(55808*(60977 + 789*Sqrt[5865])^(1/3)*(907785402023 + 11853537315*Sqrt[5865]) - 15621*(14959703 + 195219*Sqrt[5865])^(1/3)*(907785402023 + 11853537315*Sqrt[5865]) + 6976*(3684640097 + 48110853*Sqrt[5865])^(1/3)*(907785402023 + 11853537315*Sqrt[5865]) + 128*2^(1/3)*(1720166020015171 + 22461972209583*Sqrt[5865])) - 218*(16*2^(1/3)*(14959703 + 195219*Sqrt[5865])^(2/3)*(907785402023 + 11853537315*Sqrt[5865]) + 128*2^(2/3)*(3684640097 + 48110853*Sqrt[5865])^(1/3)*(907785402023 + 11853537315*Sqrt[5865]) + 2^(1/3)*(3684640097 + 48110853*Sqrt[5865])^(2/3)*(907785402023 + 11853537315*Sqrt[5865]) - 8*2^(2/3)*(14959703 + 195219*Sqrt[5865])^(1/3)*(223655274894737 + 2920418259957*Sqrt[5865]) - 80*(55103048290629623 + 719517913526451*Sqrt[5865])))*ArcTan[(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3) - 8*(263 + 3*Sqrt[5865])^(1/3)*(2 - 3*x))/Sqrt[6*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))]])/((263 + 3*Sqrt[5865])^3*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))^(5/2)*(96 + 1536*(2/(263 + 3*Sqrt[5865]))^(2/3) + 2*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + 2^(2/3)*(60977 + 789*Sqrt[5865])^(1/3))^3*((263 + 3*Sqrt[5865])^(4/3) + 16*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3)))^2) + (124416*(35190*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3)*(17128253094647805 + 223655274894737*Sqrt[5865]) - 872*2^(2/3)*(3684640097 + 48110853*Sqrt[5865])^(1/3)*(17128253094647805 + 223655274894737*Sqrt[5865]) + 17595*(4219972562832635115 + 55103048290629623*Sqrt[5865]) + 16*2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(380674311274542678255 + 4970723412725763211*Sqrt[5865]))*Log[32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3) + 4*(263 + 3*Sqrt[5865])^(1/3)*(2 - 3*x)])/((263 + 3*Sqrt[5865])^5*(32 - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3))*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))*(96 + 1536*(2/(263 + 3*Sqrt[5865]))^(2/3) + 2*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + 2^(2/3)*(60977 + 789*Sqrt[5865])^(1/3))^3*((263 + 3*Sqrt[5865])^(4/3) + 16*(32*2^(1/3) + (526 + 6*Sqrt[5865])^(2/3)))) - (62208*Sqrt[5865]*(563040*(55103048290629623 + 719517913526451*Sqrt[5865]) + 42476*2^(2/3)*(263 + 3*Sqrt[5865])^(1/3)*(55103048290629623 + 719517913526451*Sqrt[5865]) + (263 + 3*Sqrt[5865])^(2/3)*(27904*(60977 + 789*Sqrt[5865])^(1/3)*(223655274894737 + 2920418259957*Sqrt[5865]) + 109*(14959703 + 195219*Sqrt[5865])^(1/3)*(55103048290629623 + 719517913526451*Sqrt[5865]) - 64*2^(1/3)*(7972608156613239467 + 104103761258615991*Sqrt[5865])))*Log[2^(1/3)*(45 + Sqrt[5865])*(4*2^(1/3) - (263 + 3*Sqrt[5865])^(1/3)) - 526*2^(2/3)*x - 6*2^(2/3)*Sqrt[5865]*x + 32*(263 + 3*Sqrt[5865])^(2/3)*x - 64*(2*(263 + 3*Sqrt[5865]))^(1/3)*x - 24*(263 + 3*Sqrt[5865])^(2/3)*x^2])/((263 + 3*Sqrt[5865])^(17/3)*(32 - 2^(1/3)*(263 + 3*Sqrt[5865])^(2/3))*(512*2^(2/3) - 64*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))*(512*2^(2/3) + 32*(263 + 3*Sqrt[5865])^(2/3) + 2^(1/3)*(263 + 3*Sqrt[5865])^(4/3))*(96 + 1536*(2/(263 + 3*Sqrt[5865]))^(2/3) + 2*2^(1/3)*(263 + 3*Sqrt[5865])^(2/3) + 2^(2/3)*(60977 + 789*Sqrt[5865])^(1/3))^3) + 10*Defer[Int][Log[x]/(-5 - 16*x^2 + 8*x^3)^2, x] + 15*Defer[Int][(x*Log[x])/(-5 - 16*x^2 + 8*x^3)^2, x] + 32*Defer[Int][(x^2*Log[x])/(-5 - 16*x^2 + 8*x^3)^2, x] + 2*Defer[Int][Log[x]/(-5 - 16*x^2 + 8*x^3), x] + Defer[Int][(x*Log[x])/(-5 - 16*x^2 + 8*x^3), x] + 336*Defer[Int][1/(x*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] - 1024000*Defer[Int][1/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] - 2314240*Defer[Int][x/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] + 1310720*Defer[Int][x^2/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] - 125440*Defer[Int][1/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] + 204800*Defer[Int][x/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] - 81920*Defer[Int][x^2/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] + 5760*Defer[Int][1/((-5 - 16*x^2 + 8*x^3)*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] + 4096*Defer[Int][x/((-5 - 16*x^2 + 8*x^3)*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] - 2048*Defer[Int][x^2/((-5 - 16*x^2 + 8*x^3)*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])^2), x] + 28800*Defer[Int][1/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x] + 122880*Defer[Int][x/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x] - 61440*Defer[Int][x^2/((-5 - 16*x^2 + 8*x^3)^3*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x] + 5120*Defer[Int][1/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x] - 5120*Defer[Int][x/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x] + 3840*Defer[Int][x^2/((-5 - 16*x^2 + 8*x^3)^2*(84 - 32*x + 64*x^2 - 32*x^3 - 5*Log[x] - 16*x^2*Log[x] + 8*x^3*Log[x])), x]","F",0,0,0,0,-1,"{}"
9587,0,0,0,12.4735074,"\int \frac{\exp \left(\frac{3-3 x-3 x^2+4 x^3+e^x \left(-1+x^2\right)}{-1+x^2}\right) \left(-3+9 x^2-4 x^4+e^x \left(-1+2 x^2-x^4\right)\right)}{1-2 x^2+x^4} \, dx","Int[(E^((3 - 3*x - 3*x^2 + 4*x^3 + E^x*(-1 + x^2))/(-1 + x^2))*(-3 + 9*x^2 - 4*x^4 + E^x*(-1 + 2*x^2 - x^4)))/(1 - 2*x^2 + x^4),x]","\int \frac{\exp \left(\frac{3-3 x-3 x^2+4 x^3+e^x \left(-1+x^2\right)}{-1+x^2}\right) \left(-3+9 x^2-4 x^4+e^x \left(-1+2 x^2-x^4\right)\right)}{1-2 x^2+x^4} \, dx","9-e^{\frac{x^2}{x^3-x}+4 x+e^x-3}",1,"-Defer[Int][E^((3 - E^x - 4*x - 3*x^2 + E^x*x^2 + 5*x^3)/(-1 + x^2)), x] - 4*Defer[Int][E^((3 - 3*x - 3*x^2 + 4*x^3 + E^x*(-1 + x^2))/(-1 + x^2)), x] + (3*Defer[Int][E^((3 - 3*x - 3*x^2 + 4*x^3 + E^x*(-1 + x^2))/(-1 + x^2))/(1 - x)^2, x])/2 - Defer[Int][E^((3 - 3*x - 3*x^2 + 4*x^3 + E^x*(-1 + x^2))/(-1 + x^2))/(-1 + x)^2, x] + Defer[Int][E^((3 - 3*x - 3*x^2 + 4*x^3 + E^x*(-1 + x^2))/(-1 + x^2))/(1 + x)^2, x]/2","F",0,0,0,0,-1,"{}"
9588,1,22,0,0.0135464,"\int \frac{64+8 x^2+10 x^5-2 e x^5+2 x^6}{x^5} \, dx","Int[(64 + 8*x^2 + 10*x^5 - 2*E*x^5 + 2*x^6)/x^5,x]","-\frac{16}{x^4}+x^2-\frac{4}{x^2}+2 (5-e) x","-\frac{16}{x^4}-\frac{4}{x^2}+(x-e+5)^2",1,"-16/x^4 - 4/x^2 + 2*(5 - E)*x + x^2","A",3,2,27,0.07407,1,"{6, 14}"
9589,1,29,0,0.4986218,"\int \frac{e^{\frac{45-9 x}{x^2}} (270-27 x)+3 e^5 x^3-6 e^{7-2 x} x^3}{e^5 x^3} \, dx","Int[(E^((45 - 9*x)/x^2)*(270 - 27*x) + 3*E^5*x^3 - 6*E^(7 - 2*x)*x^3)/(E^5*x^3),x]","-3 e^{\frac{9 (5-x)}{x^2}-5}+3 x+3 e^{2-2 x}","3 \left(-e^{\frac{9 (5-x)}{x^2}-5}+x+e^{2-2 x}-4\right)",1,"-3*E^(-5 + (9*(5 - x))/x^2) + 3*E^(2 - 2*x) + 3*x","A",7,5,45,0.1111,1,"{12, 14, 2194, 6688, 6706}"
9590,1,35,0,0.0602163,"\int \frac{e^x (2-x)-14 x^3+e^{5-x} \left(14 x^3-14 x^4\right)}{14 x^3} \, dx","Int[(E^x*(2 - x) - 14*x^3 + E^(5 - x)*(14*x^3 - 14*x^4))/(14*x^3),x]","-\frac{e^x}{14 x^2}-e^{5-x} (1-x)+e^{5-x}-x","-\frac{e^x}{14 x^2}+e^{5-x} x-x",1,"E^(5 - x) - E^(5 - x)*(1 - x) - E^x/(14*x^2) - x","A",6,5,41,0.1220,1,"{12, 14, 2176, 2194, 2197}"
9591,0,0,0,44.6879011,"\int \frac{36-12 x+4 x^3+e^{-2-x} x \left(-24 x^2+20 x^3-4 x^4\right)+\left(-12 x^2+4 x^3\right) \log (-3+x)}{-36 x+9 x^2+x^3+e^{-2-x} x \left(-12 x^3+4 x^4\right)+\left(-12 x^3+4 x^4\right) \log (-3+x)} \, dx","Int[(36 - 12*x + 4*x^3 + E^(-2 - x)*x*(-24*x^2 + 20*x^3 - 4*x^4) + (-12*x^2 + 4*x^3)*Log[-3 + x])/(-36*x + 9*x^2 + x^3 + E^(-2 - x)*x*(-12*x^3 + 4*x^4) + (-12*x^3 + 4*x^4)*Log[-3 + x]),x]","\int \frac{36-12 x+4 x^3+e^{-2-x} x \left(-24 x^2+20 x^3-4 x^4\right)+\left(-12 x^2+4 x^3\right) \log (-3+x)}{-36 x+9 x^2+x^3+e^{-2-x} x \left(-12 x^3+4 x^4\right)+\left(-12 x^3+4 x^4\right) \log (-3+x)} \, dx","\log \left(\frac{2 \left(4 \left(x^2 \left(e^{-x-2} x+\log (x-3)\right)+3\right)+x\right)}{x}\right)",1,"-x + 2*Log[x] + 22*Defer[Int][E^(2 + x)/(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x]), x] + 36*Defer[Int][E^(2 + x)/((-3 + x)*(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x])), x] - 36*Defer[Int][E^(2 + x)/(x*(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x])), x] + 5*Defer[Int][(E^(2 + x)*x)/(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x]), x] - 4*Defer[Int][(E^(2 + x)*x*Log[-3 + x])/(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x]), x] + 4*Defer[Int][(E^(2 + x)*x^2*Log[-3 + x])/(12*E^(2 + x) + E^(2 + x)*x + 4*x^3 + 4*E^(2 + x)*x^2*Log[-3 + x]), x]","F",0,0,0,0,-1,"{}"
9592,1,14,0,0.0046163,"\int \frac{-3-\log (3)-e^3 \log (16)}{x^2} \, dx","Int[(-3 - Log[3] - E^3*Log[16])/x^2,x]","\frac{3+\log (3)+e^3 \log (16)}{x}","\frac{e^3 \log (16)}{x}+\frac{3+\log (3)}{x}+\log (3)",1,"(3 + Log[3] + E^3*Log[16])/x","A",2,2,17,0.1176,1,"{12, 30}"
9593,1,14,0,0.0014483,"\int e^4 (-2+4 x) \, dx","Int[E^4*(-2 + 4*x),x]","\frac{1}{2} e^4 (1-2 x)^2","\frac{e^4 \left(x-2 x \left(x-x \left(x+\frac{1}{9 x}\right)\right)\right)}{x}",1,"(E^4*(1 - 2*x)^2)/2","A",1,1,9,0.1111,1,"{9}"
9594,1,144,0,0.920854,"\int \frac{e^{e^{x^2}} \left(2-2 e^9+e^3 (-6-20 x)+10 x+e^6 (6+10 x)+e^{x^2} \left(-10 x^3+20 e^3 x^3-10 e^6 x^3\right)+e^{x^2} \left(-2 x^2+6 e^3 x^2-6 e^6 x^2+2 e^9 x^2\right) \log (x)\right)}{-125 x^4+\left(-75 x^3+75 e^3 x^3\right) \log (x)+\left(-15 x^2+30 e^3 x^2-15 e^6 x^2\right) \log ^2(x)+\left(-x+3 e^3 x-3 e^6 x+e^9 x\right) \log ^3(x)} \, dx","Int[(E^E^x^2*(2 - 2*E^9 + E^3*(-6 - 20*x) + 10*x + E^6*(6 + 10*x) + E^x^2*(-10*x^3 + 20*E^3*x^3 - 10*E^6*x^3) + E^x^2*(-2*x^2 + 6*E^3*x^2 - 6*E^6*x^2 + 2*E^9*x^2)*Log[x]))/(-125*x^4 + (-75*x^3 + 75*E^3*x^3)*Log[x] + (-15*x^2 + 30*E^3*x^2 - 15*E^6*x^2)*Log[x]^2 + (-x + 3*E^3*x - 3*E^6*x + E^9*x)*Log[x]^3),x]","\frac{e^{e^{x^2}-x^2} \left(e^{x^2} \left(-e^9 x^2+3 e^6 x^2-3 e^3 x^2+x^2\right) \log (x)+5 e^{x^2} \left(e^6 x^3-2 e^3 x^3+x^3\right)\right)}{x \left(125 x^4+75 \left(x^3-e^3 x^3\right) \log (x)+15 \left(e^6 x^2-2 e^3 x^2+x^2\right) \log ^2(x)+\left(1-e^3\right)^3 x \log ^3(x)\right)}","\frac{e^{e^{x^2}}}{\left(\log (x)-\frac{5 x}{e^3-1}\right)^2}",1,"(E^(E^x^2 - x^2)*(5*E^x^2*(x^3 - 2*E^3*x^3 + E^6*x^3) + E^x^2*(x^2 - 3*E^3*x^2 + 3*E^6*x^2 - E^9*x^2)*Log[x]))/(x*(125*x^4 + 75*(x^3 - E^3*x^3)*Log[x] + 15*(x^2 - 2*E^3*x^2 + E^6*x^2)*Log[x]^2 + (1 - E^3)^3*x*Log[x]^3))","B",1,1,180,0.005556,1,"{2288}"
9595,0,0,0,0.7820782,"\int \frac{1}{5} e^{-x} \left(e^{\frac{2 e^{-x} x}{5}} \left(5 e^x+2 x-2 x^2\right)+e^{\left(-4+e^5\right)^x} \left(-5 e^x-5 \left(e \left(-4+e^5\right)\right)^x x \log \left(-4+e^5\right)\right)\right) \, dx","Int[(E^((2*x)/(5*E^x))*(5*E^x + 2*x - 2*x^2) + E^(-4 + E^5)^x*(-5*E^x - 5*(E*(-4 + E^5))^x*x*Log[-4 + E^5]))/(5*E^x),x]","\int \frac{1}{5} e^{-x} \left(e^{\frac{2 e^{-x} x}{5}} \left(5 e^x+2 x-2 x^2\right)+e^{\left(-4+e^5\right)^x} \left(-5 e^x-5 \left(e \left(-4+e^5\right)\right)^x x \log \left(-4+e^5\right)\right)\right) \, dx","\left(e^{\frac{2 e^{-x} x}{5}}-e^{\left(e^5-4\right)^x}\right) x",1,"-(ExpIntegralEi[(-4 + E^5)^x]/Log[-4 + E^5]) + Defer[Int][E^((2*x)/(5*E^x)), x] + (2*Defer[Int][E^(-x + (2*x)/(5*E^x))*x, x])/5 - Log[-4 + E^5]*Defer[Int][E^(-4 + E^5)^x*(-4 + E^5)^x*x, x] - (2*Defer[Int][E^(-x + (2*x)/(5*E^x))*x^2, x])/5","F",0,0,0,0,-1,"{}"
9596,0,0,0,15.3414382,"\int \exp \left(e^{-\frac{e^{25+e^x+x} (-4+4 x)}{x}} x-\frac{e^{25+e^x+x} (-4+4 x)}{x}\right) \left(1+\frac{e^{25+e^x+x} \left(-4+4 x-4 x^2+e^x \left(4 x-4 x^2\right)\right)}{x}\right) \, dx","Int[E^(x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x)*(1 + (E^(25 + E^x + x)*(-4 + 4*x - 4*x^2 + E^x*(4*x - 4*x^2)))/x),x]","\int \exp \left(e^{-\frac{e^{25+e^x+x} (-4+4 x)}{x}} x-\frac{e^{25+e^x+x} (-4+4 x)}{x}\right) \left(1+\frac{e^{25+e^x+x} \left(-4+4 x-4 x^2+e^x \left(4 x-4 x^2\right)\right)}{x}\right) \, dx","e^{e^{-\frac{4 e^{x+e^x+25} (x-1)}{x}} x}",1,"Defer[Int][E^(x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x), x] + 4*Defer[Int][E^(25 + E^x + x + x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x), x] + 4*Defer[Int][E^(25 + E^x + 2*x + x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x), x] - 4*Defer[Int][E^(25 + E^x + x + x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x)/x, x] - 4*Defer[Int][E^(25 + E^x + x + x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x)*x, x] - 4*Defer[Int][E^(25 + E^x + 2*x + x/E^((E^(25 + E^x + x)*(-4 + 4*x))/x) - (E^(25 + E^x + x)*(-4 + 4*x))/x)*x, x]","F",0,0,0,0,-1,"{}"
9597,1,49,0,0.0818385,"\int e^{-1+e^{4 x} x^2} x^4 \left(8 x^3+e^{4 x} x^2 \left(2 x^3+4 x^4\right)\right) \, dx","Int[E^(-1 + E^(4*x)*x^2)*x^4*(8*x^3 + E^(4*x)*x^2*(2*x^3 + 4*x^4)),x]","\frac{e^{e^{4 x} x^2+4 x-1} x^6 \left(2 x^4+x^3\right)}{2 e^{4 x} x^2+e^{4 x} x}","e^{e^{4 x} x^2-1} x^8",1,"(E^(-1 + 4*x + E^(4*x)*x^2)*x^6*(x^3 + 2*x^4))/(E^(4*x)*x + 2*E^(4*x)*x^2)","B",1,1,43,0.02326,1,"{2288}"
9598,0,0,0,0.7320479,"\int \frac{1+e^2+2 x^2-\log (x)+\left(e^2 (-1-2 x)+2 x^2+x \log (5)+\log (x)\right) \log \left(\frac{-2 x^2+e^2 (1+2 x)-x \log (5)-\log (x)}{x}\right)}{e^2 (-1-2 x)+2 x^2+x \log (5)+\log (x)} \, dx","Int[(1 + E^2 + 2*x^2 - Log[x] + (E^2*(-1 - 2*x) + 2*x^2 + x*Log[5] + Log[x])*Log[(-2*x^2 + E^2*(1 + 2*x) - x*Log[5] - Log[x])/x])/(E^2*(-1 - 2*x) + 2*x^2 + x*Log[5] + Log[x]),x]","\int \frac{1+e^2+2 x^2-\log (x)+\left(e^2 (-1-2 x)+2 x^2+x \log (5)+\log (x)\right) \log \left(\frac{-2 x^2+e^2 (1+2 x)-x \log (5)-\log (x)}{x}\right)}{e^2 (-1-2 x)+2 x^2+x \log (5)+\log (x)} \, dx","x \log \left(-2 x+\frac{e^2-\log (x)}{x}+2 e^2-\log (5)\right)",1,"-x + (2*E^2 - Log[5])*Defer[Int][x/(E^2 - 2*x^2 + 2*E^2*x*(1 - Log[5]/(2*E^2)) - Log[x]), x] + Defer[Int][(-(E^2*(1 + 2*x)) + x*(2*x + Log[5]) + Log[x])^(-1), x] + 4*Defer[Int][x^2/(-(E^2*(1 + 2*x)) + x*(2*x + Log[5]) + Log[x]), x] + Defer[Int][Log[-2*x + (E^2*(1 + 2*x))/x - Log[5] - Log[x]/x], x]","F",0,0,0,0,-1,"{}"
9599,1,14,0,0.0690973,"\int \frac{-4 x-20 e^{5 \log ^4(x)} \log ^3(x)}{x} \, dx","Int[(-4*x - 20*E^(5*Log[x]^4)*Log[x]^3)/x,x]","-4 x-e^{5 \log ^4(x)}","-4 x-e^{5 \log ^4(x)}-9",1,"-E^(5*Log[x]^4) - 4*x","A",4,2,22,0.09091,1,"{14, 2209}"
9600,1,16,0,0.2981879,"\int \frac{1+\left(-1+2 x-e^x x\right) \log (x)}{x \log (x)} \, dx","Int[(1 + (-1 + 2*x - E^x*x)*Log[x])/(x*Log[x]),x]","2 x-e^x-\log (x)+\log (\log (x))","2 x-e^x-\log (x)+\log (\log (x))-13",1,"-E^x + 2*x - Log[x] + Log[Log[x]]","A",9,5,24,0.2083,1,"{6742, 2194, 43, 2302, 29}"
9601,1,2,0,0.0002601,"\int \frac{1}{x} \, dx","Int[x^(-1),x]","\log (x)","\log \left(\frac{8 x}{7}\right)",1,"Log[x]","A",1,1,3,0.3333,1,"{29}"
9602,0,0,0,30.8318697,"\int \frac{e^{\frac{e^{21+x}-3 x^2-e^x x^2}{3 x+e^x x}} \left(e^{21+x} \left(18+6 e^x-18 x\right)+54 x^2+36 e^x x^2+6 e^{2 x} x^2\right)+\exp \left(\frac{2 \left(e^{21+x}-3 x^2-e^x x^2\right)}{3 x+e^x x}\right) \left(-18 x^2-12 e^x x^2-2 e^{2 x} x^2+e^{21+x} \left(-6-2 e^x+6 x\right)\right)}{9 x^2+6 e^x x^2+e^{2 x} x^2} \, dx","Int[(E^((E^(21 + x) - 3*x^2 - E^x*x^2)/(3*x + E^x*x))*(E^(21 + x)*(18 + 6*E^x - 18*x) + 54*x^2 + 36*E^x*x^2 + 6*E^(2*x)*x^2) + E^((2*(E^(21 + x) - 3*x^2 - E^x*x^2))/(3*x + E^x*x))*(-18*x^2 - 12*E^x*x^2 - 2*E^(2*x)*x^2 + E^(21 + x)*(-6 - 2*E^x + 6*x)))/(9*x^2 + 6*E^x*x^2 + E^(2*x)*x^2),x]","\int \frac{e^{\frac{e^{21+x}-3 x^2-e^x x^2}{3 x+e^x x}} \left(e^{21+x} \left(18+6 e^x-18 x\right)+54 x^2+36 e^x x^2+6 e^{2 x} x^2\right)+\exp \left(\frac{2 \left(e^{21+x}-3 x^2-e^x x^2\right)}{3 x+e^x x}\right) \left(-18 x^2-12 e^x x^2-2 e^{2 x} x^2+e^{21+x} \left(-6-2 e^x+6 x\right)\right)}{9 x^2+6 e^x x^2+e^{2 x} x^2} \, dx","\left(e^{\frac{e^{x+21}}{\left(e^x+3\right) x}-x}-3\right)^2",1,"6*Defer[Int][E^((E^(21 + x) - 3*x^2 - E^x*x^2)/((3 + E^x)*x)), x] - 2*Defer[Int][E^(-2*x + (2*E^(21 + x))/(3*x + E^x*x)), x] - 2*Defer[Int][E^(21 - 2*x + (2*E^(21 + x))/(3*x + E^x*x))/x^2, x] + 6*Defer[Int][E^(21 + (E^(21 + x) - 3*x^2 - E^x*x^2)/((3 + E^x)*x))/x^2, x] + 6*Defer[Int][E^(21 - 2*x + (2*E^(21 + x))/(3*x + E^x*x))/((3 + E^x)*x^2), x] - 18*Defer[Int][E^(21 + (E^(21 + x) - 3*x^2 - E^x*x^2)/((3 + E^x)*x))/((3 + E^x)*x^2), x] - 18*Defer[Int][E^(21 - 2*x + (2*E^(21 + x))/(3*x + E^x*x))/((3 + E^x)^2*x), x] + 54*Defer[Int][E^(21 + (E^(21 + x) - 3*x^2 - E^x*x^2)/((3 + E^x)*x))/((3 + E^x)^2*x), x] + 6*Defer[Int][E^(21 - 2*x + (2*E^(21 + x))/(3*x + E^x*x))/((3 + E^x)*x), x] - 18*Defer[Int][E^(21 + (E^(21 + x) - 3*x^2 - E^x*x^2)/((3 + E^x)*x))/((3 + E^x)*x), x]","F",0,0,0,0,-1,"{}"
9603,1,19,0,0.0660458,"\int \frac{-375+300 x-64 x^2+\left(-125+100 x-20 x^2\right) \log (4)}{25 x^2-20 x^3+4 x^4} \, dx","Int[(-375 + 300*x - 64*x^2 + (-125 + 100*x - 20*x^2)*Log[4])/(25*x^2 - 20*x^3 + 4*x^4),x]","\frac{5 (3+\log (4))}{x}-\frac{2}{5-2 x}","\frac{x+\frac{5}{2 x-5}+1+5 (3+\log (4))}{x}-2",1,"-2/(5 - 2*x) + (5*(3 + Log[4]))/x","A",4,3,42,0.07143,1,"{1594, 27, 1820}"
9604,0,0,0,5.4951717,"\int \frac{4 x^2-2 e^x x^2+3 x^3+x^4+\left(x^2+x^3\right) \log (9)+\left(-2 x^2-2 x \log (9)+e^x \left(2 x^2+2 x \log (9)\right)\right) \log (x+\log (9))+\log \left(\frac{1}{5} \left(-2+e^x-x\right)\right) \left(-4 x+2 e^x x-2 x^2+\left(4 x+2 x^2+e^x (-2 x-2 \log (9))+(4+2 x) \log (9)\right) \log (x+\log (9))\right)}{-2 x^3-x^4+\left(-2 x^2-x^3\right) \log (9)+e^x \left(x^3+x^2 \log (9)\right)} \, dx","Int[(4*x^2 - 2*E^x*x^2 + 3*x^3 + x^4 + (x^2 + x^3)*Log[9] + (-2*x^2 - 2*x*Log[9] + E^x*(2*x^2 + 2*x*Log[9]))*Log[x + Log[9]] + Log[(-2 + E^x - x)/5]*(-4*x + 2*E^x*x - 2*x^2 + (4*x + 2*x^2 + E^x*(-2*x - 2*Log[9]) + (4 + 2*x)*Log[9])*Log[x + Log[9]]))/(-2*x^3 - x^4 + (-2*x^2 - x^3)*Log[9] + E^x*(x^3 + x^2*Log[9])),x]","\int \frac{4 x^2-2 e^x x^2+3 x^3+x^4+\left(x^2+x^3\right) \log (9)+\left(-2 x^2-2 x \log (9)+e^x \left(2 x^2+2 x \log (9)\right)\right) \log (x+\log (9))+\log \left(\frac{1}{5} \left(-2+e^x-x\right)\right) \left(-4 x+2 e^x x-2 x^2+\left(4 x+2 x^2+e^x (-2 x-2 \log (9))+(4+2 x) \log (9)\right) \log (x+\log (9))\right)}{-2 x^3-x^4+\left(-2 x^2-x^3\right) \log (9)+e^x \left(x^3+x^2 \log (9)\right)} \, dx","5-\frac{\left(x-\log \left(\frac{1}{5} \left(-x+e^x-2\right)\right)\right) (x+2 \log (x+\log (9)))}{x}",1,"(-2*Log[5]*Log[x + Log[9]])/x - (2*Log[9/5]*Log[x + Log[9]])/Log[9] - (2*Log[5]*Log[x + Log[9]])/Log[9] + (2*Log[-2 + E^x - x]*Log[x + Log[9]])/x + Defer[Int][(-2 + E^x - x)^(-1), x] + Defer[Int][x/(-2 + E^x - x), x]","F",0,0,0,0,-1,"{}"
9605,1,109,0,0.1627408,"\int \frac{-9 x^3-18 x^4-15 x^5-4 x^6+e^4 \left(27 x^2+36 x^3+25 x^4+6 x^5\right)}{e^{12}-3 e^8 x+3 e^4 x^2-x^3} \, dx","Int[(-9*x^3 - 18*x^4 - 15*x^5 - 4*x^6 + E^4*(27*x^2 + 36*x^3 + 25*x^4 + 6*x^5))/(E^12 - 3*E^8*x + 3*E^4*x^2 - x^3),x]","x^4+\left(5+2 e^4\right) x^3+\left(9+10 e^4+3 e^8\right) x^2+\left(9+18 e^4+15 e^8+4 e^{12}\right) x-\frac{e^8 \left(27+36 e^4+25 e^8+6 e^{12}\right)}{e^4-x}+\frac{e^{12} \left(9+9 e^4+5 e^8+e^{12}\right)}{\left(e^4-x\right)^2}","\frac{x^3 (x+3) \left(x^2+2 x+3\right)}{\left(x-e^4\right)^2}",1,"(E^12*(9 + 9*E^4 + 5*E^8 + E^12))/(E^4 - x)^2 - (E^8*(27 + 36*E^4 + 25*E^8 + 6*E^12))/(E^4 - x) + (9 + 18*E^4 + 15*E^8 + 4*E^12)*x + (9 + 10*E^4 + 3*E^8)*x^2 + (5 + 2*E^4)*x^3 + x^4","B",2,1,72,0.01389,1,"{2074}"
9606,1,25,0,0.2921318,"\int \frac{-40+40 x+e^{2 x} \left(-16+80 x-40 x^2\right)}{e^{4 x} \left(2-10 x+5 x^2\right)+e^{2 x} \left(-4+20 x-10 x^2\right) \log \left(\frac{1}{5} \left(-2+10 x-5 x^2\right)\right)+\left(2-10 x+5 x^2\right) \log ^2\left(\frac{1}{5} \left(-2+10 x-5 x^2\right)\right)} \, dx","Int[(-40 + 40*x + E^(2*x)*(-16 + 80*x - 40*x^2))/(E^(4*x)*(2 - 10*x + 5*x^2) + E^(2*x)*(-4 + 20*x - 10*x^2)*Log[(-2 + 10*x - 5*x^2)/5] + (2 - 10*x + 5*x^2)*Log[(-2 + 10*x - 5*x^2)/5]^2),x]","\frac{4}{e^{2 x}-\log \left(-x^2+2 x-\frac{2}{5}\right)}","\frac{4}{e^{2 x}-\log \left((2-x) x-\frac{2}{5}\right)}+e^4-2+\log (5)",1,"4/(E^(2*x) - Log[-2/5 + 2*x - x^2])","A",3,3,100,0.03000,1,"{6688, 12, 6686}"
9607,0,0,0,16.9220907,"\int \frac{-2400 x+1200 x^2+\left(-3750+1875 x+4800 x^2-1800 x^3\right) \log (x)+\left(2400-1200 x+\left(-6000 x+2400 x^2\right) \log (x)\right) \log ((2-x) \log (x))+(1200-600 x) \log (x) \log ^2((2-x) \log (x))}{\left(-5000 x^2+2500 x^3+3200 x^4-1600 x^5-512 x^6+256 x^7\right) \log (x)+\left(-6400 x^3+3200 x^4+2048 x^5-1024 x^6\right) \log (x) \log ((2-x) \log (x))+\left(3200 x^2-1600 x^3-3072 x^4+1536 x^5\right) \log (x) \log ^2((2-x) \log (x))+\left(2048 x^3-1024 x^4\right) \log (x) \log ^3((2-x) \log (x))+\left(-512 x^2+256 x^3\right) \log (x) \log ^4((2-x) \log (x))} \, dx","Int[(-2400*x + 1200*x^2 + (-3750 + 1875*x + 4800*x^2 - 1800*x^3)*Log[x] + (2400 - 1200*x + (-6000*x + 2400*x^2)*Log[x])*Log[(2 - x)*Log[x]] + (1200 - 600*x)*Log[x]*Log[(2 - x)*Log[x]]^2)/((-5000*x^2 + 2500*x^3 + 3200*x^4 - 1600*x^5 - 512*x^6 + 256*x^7)*Log[x] + (-6400*x^3 + 3200*x^4 + 2048*x^5 - 1024*x^6)*Log[x]*Log[(2 - x)*Log[x]] + (3200*x^2 - 1600*x^3 - 3072*x^4 + 1536*x^5)*Log[x]*Log[(2 - x)*Log[x]]^2 + (2048*x^3 - 1024*x^4)*Log[x]*Log[(2 - x)*Log[x]]^3 + (-512*x^2 + 256*x^3)*Log[x]*Log[(2 - x)*Log[x]]^4),x]","\int \frac{-2400 x+1200 x^2+\left(-3750+1875 x+4800 x^2-1800 x^3\right) \log (x)+\left(2400-1200 x+\left(-6000 x+2400 x^2\right) \log (x)\right) \log ((2-x) \log (x))+(1200-600 x) \log (x) \log ^2((2-x) \log (x))}{\left(-5000 x^2+2500 x^3+3200 x^4-1600 x^5-512 x^6+256 x^7\right) \log (x)+\left(-6400 x^3+3200 x^4+2048 x^5-1024 x^6\right) \log (x) \log ((2-x) \log (x))+\left(3200 x^2-1600 x^3-3072 x^4+1536 x^5\right) \log (x) \log ^2((2-x) \log (x))+\left(2048 x^3-1024 x^4\right) \log (x) \log ^3((2-x) \log (x))+\left(-512 x^2+256 x^3\right) \log (x) \log ^4((2-x) \log (x))} \, dx","\frac{3}{2 x \left(\frac{16}{25} (x-\log ((2-x) \log (x)))^2-2\right)}",1,"-300*Defer[Int][(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^(-2), x] + 300*Defer[Int][1/((-2 + x)*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^2), x] + 300*Defer[Int][1/(x*Log[x]*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^2), x] - 150*Defer[Int][Log[-((-2 + x)*Log[x])]/((-2 + x)*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^2), x] + 450*Defer[Int][Log[-((-2 + x)*Log[x])]/(x*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^2), x] - 300*Defer[Int][Log[-((-2 + x)*Log[x])]/(x^2*Log[x]*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)^2), x] - (75*Defer[Int][1/(x^2*(-25 + 8*x^2 - 16*x*Log[-((-2 + x)*Log[x])] + 8*Log[-((-2 + x)*Log[x])]^2)), x])/4","F",0,0,0,0,-1,"{}"
9608,1,14,0,0.2075919,"\int \frac{4 x^2+e^8 (-3+3 x)}{3 e^8 x^2+4 x^3+\left(3 e^8 x+4 x^2\right) \log \left(\frac{3 e^8+4 x}{x}\right)} \, dx","Int[(4*x^2 + E^8*(-3 + 3*x))/(3*E^8*x^2 + 4*x^3 + (3*E^8*x + 4*x^2)*Log[(3*E^8 + 4*x)/x]),x]","\log \left(x+\log \left(\frac{3 e^8}{x}+4\right)\right)","\log \left(12 \left(x+\log \left(\frac{3 e^8}{x}+4\right)\right)\right)",1,"Log[x + Log[4 + (3*E^8)/x]]","A",2,2,59,0.03390,1,"{6741, 6684}"
9609,0,0,0,1.4983076,"\int \frac{30-75 x+10 x^2-25 x^3+\left(-55 x-70 x^2+25 x^3\right) \log (x)+\left(-10 x+25 x^2+10 x \log (x)\right) \log \left(5 x^2\right)}{\left(4 x-20 x^2+25 x^3\right) \log ^2(x)} \, dx","Int[(30 - 75*x + 10*x^2 - 25*x^3 + (-55*x - 70*x^2 + 25*x^3)*Log[x] + (-10*x + 25*x^2 + 10*x*Log[x])*Log[5*x^2])/((4*x - 20*x^2 + 25*x^3)*Log[x]^2),x]","\int \frac{30-75 x+10 x^2-25 x^3+\left(-55 x-70 x^2+25 x^3\right) \log (x)+\left(-10 x+25 x^2+10 x \log (x)\right) \log \left(5 x^2\right)}{\left(4 x-20 x^2+25 x^3\right) \log ^2(x)} \, dx","\frac{5 \left(x \left(\log \left(5 x^2\right)-x\right)-3\right)}{(2-5 x) \log (x)}",1,"-75*Defer[Int][1/((-2 + 5*x)^2*Log[x]^2), x] + 30*Defer[Int][1/(x*(-2 + 5*x)^2*Log[x]^2), x] + 10*Defer[Int][x/((-2 + 5*x)^2*Log[x]^2), x] - 25*Defer[Int][x^2/((-2 + 5*x)^2*Log[x]^2), x] + 5*Defer[Int][(-11 - 14*x + 5*x^2)/((-2 + 5*x)^2*Log[x]), x] + 5*Defer[Int][Log[5*x^2]/((-2 + 5*x)*Log[x]^2), x] + 10*Defer[Int][Log[5*x^2]/((-2 + 5*x)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
9610,0,0,0,0.3581353,"\int \frac{e^5 \left(-12-2 x+2 x^2\right)+e^5 \left(1-3 x+2 x^2\right) \log \left(1-2 x+x^2\right) \log \left(\log \left(1-2 x+x^2\right)\right)}{(-1+x) \log \left(1-2 x+x^2\right)} \, dx","Int[(E^5*(-12 - 2*x + 2*x^2) + E^5*(1 - 3*x + 2*x^2)*Log[1 - 2*x + x^2]*Log[Log[1 - 2*x + x^2]])/((-1 + x)*Log[1 - 2*x + x^2]),x]","\int \frac{e^5 \left(-12-2 x+2 x^2\right)+e^5 \left(1-3 x+2 x^2\right) \log \left(1-2 x+x^2\right) \log \left(\log \left(1-2 x+x^2\right)\right)}{(-1+x) \log \left(1-2 x+x^2\right)} \, dx","e^5 (x-3) (x+2) \log \left(\log \left((x-1)^2\right)\right)",1,"(-2*E^5*(1 - x)*ExpIntegralEi[Log[(-1 + x)^2]/2])/Sqrt[(-1 + x)^2] - 6*E^5*Log[Log[(-1 + x)^2]] + E^5*(1 - x)*Log[Log[(-1 + x)^2]] + E^5*LogIntegral[(-1 + x)^2] + 2*E^5*Defer[Int][x*Log[Log[(-1 + x)^2]], x]","F",0,0,0,0,-1,"{}"
9611,1,98,0,0.1787266,"\int \frac{20 x+\left(50+60 x+16 x^2+\left(25+40 x+16 x^2\right) \log (8)\right) \log \left(\frac{-15-12 x}{10+4 x+(5+4 x) \log (8)}\right)}{50+60 x+16 x^2+\left(25+40 x+16 x^2\right) \log (8)} \, dx","Int[(20*x + (50 + 60*x + 16*x^2 + (25 + 40*x + 16*x^2)*Log[8])*Log[(-15 - 12*x)/(10 + 4*x + (5 + 4*x)*Log[8])])/(50 + 60*x + 16*x^2 + (25 + 40*x + 16*x^2)*Log[8]),x]","-\frac{5}{4} \log (4 x+5)+\frac{1}{4} (4 x+5) \log \left(-\frac{3 (4 x+5)}{4 x (1+\log (8))+5 (2+\log (8))}\right)+\frac{5 (2+\log (8)) \log (4 x (1+\log (8))+5 (2+\log (8)))}{4 (1+\log (8))}-\frac{5 \log (4 x (1+\log (8))+5 (2+\log (8)))}{4 (1+\log (8))}","x \log \left(\frac{3}{-\frac{5}{4 x+5}-1-\log (8)}\right)",1,"(-5*Log[5 + 4*x])/4 + ((5 + 4*x)*Log[(-3*(5 + 4*x))/(4*x*(1 + Log[8]) + 5*(2 + Log[8]))])/4 - (5*Log[4*x*(1 + Log[8]) + 5*(2 + Log[8])])/(4*(1 + Log[8])) + (5*(2 + Log[8])*Log[4*x*(1 + Log[8]) + 5*(2 + Log[8])])/(4*(1 + Log[8]))","B",6,4,76,0.05263,1,"{6688, 72, 2486, 31}"
9612,0,0,0,1.4936892,"\int \frac{-10-20 x+\left(-5-10 x-10 x^2\right) \log (3)+e^x \left(-20-10 x+\left(-5-20 x-5 x^2+5 x^3\right) \log (3)\right)}{x^2+2 x^3+x^4+e^{2 x} \left(1+2 x+x^2\right)+e^x \left(2 x+4 x^2+2 x^3\right)} \, dx","Int[(-10 - 20*x + (-5 - 10*x - 10*x^2)*Log[3] + E^x*(-20 - 10*x + (-5 - 20*x - 5*x^2 + 5*x^3)*Log[3]))/(x^2 + 2*x^3 + x^4 + E^(2*x)*(1 + 2*x + x^2) + E^x*(2*x + 4*x^2 + 2*x^3)),x]","\int \frac{-10-20 x+\left(-5-10 x-10 x^2\right) \log (3)+e^x \left(-20-10 x+\left(-5-20 x-5 x^2+5 x^3\right) \log (3)\right)}{x^2+2 x^3+x^4+e^{2 x} \left(1+2 x+x^2\right)+e^x \left(2 x+4 x^2+2 x^3\right)} \, dx","\frac{5 \left(\left(-x^2+x+1\right) \log (3)+2\right)}{(x+1) \left(x+e^x\right)}",1,"(5*Log[27])/(E^x + x) + 5*(2 - Log[27])*Defer[Int][(E^x + x)^(-2), x] + 5*Log[27]*Defer[Int][(E^x + x)^(-2), x] - 5*Log[3]*Defer[Int][x^2/(E^x + x)^2, x] - 5*(4 - Log[9])*Defer[Int][1/((1 + x)*(E^x + x)^2), x] - 15*Log[3]*Defer[Int][(E^x + x)^(-1), x] + 5*Log[27]*Defer[Int][(E^x + x)^(-1), x] + 5*Log[3]*Defer[Int][x/(E^x + x), x] - 5*(2 - Log[3])*Defer[Int][1/((1 + x)^2*(E^x + x)), x] - 5*(2 - Log[3])*Defer[Int][1/((1 + x)*(E^x + x)), x]","F",0,0,0,0,-1,"{}"
9613,1,13,0,0.0123248,"\int \frac{1+e^x x-4 x \log ^2(5)}{x} \, dx","Int[(1 + E^x*x - 4*x*Log[5]^2)/x,x]","e^x-4 x \log ^2(5)+\log (x)","-\frac{4 \left(x^2 \log ^2(5)-2 x\right)}{x}+e^x+\log (x)+6",1,"E^x - 4*x*Log[5]^2 + Log[x]","A",5,3,18,0.1667,1,"{14, 2194, 43}"
9614,1,9,0,0.0114156,"\int \frac{9-27 \log (x)}{40 x^4} \, dx","Int[(9 - 27*Log[x])/(40*x^4),x]","\frac{9 \log (x)}{40 x^3}","\frac{9 \log (x)}{40 x^3}",1,"(9*Log[x])/(40*x^3)","A",2,2,13,0.1538,1,"{12, 2303}"
9615,0,0,0,3.7638541,"\int \frac{-4+4 x^2+e^{\frac{1}{2} \left(-12+3 e^{e^x}+6 x\right)} \left(6 x+3 e^{e^x+x} x\right)}{2 e^{\frac{1}{2} \left(-12+3 e^{e^x}+6 x\right)} x+2 x^3-2 x \log \left(\frac{4 x^2}{25}\right)} \, dx","Int[(-4 + 4*x^2 + E^((-12 + 3*E^E^x + 6*x)/2)*(6*x + 3*E^(E^x + x)*x))/(2*E^((-12 + 3*E^E^x + 6*x)/2)*x + 2*x^3 - 2*x*Log[(4*x^2)/25]),x]","\int \frac{-4+4 x^2+e^{\frac{1}{2} \left(-12+3 e^{e^x}+6 x\right)} \left(6 x+3 e^{e^x+x} x\right)}{2 e^{\frac{1}{2} \left(-12+3 e^{e^x}+6 x\right)} x+2 x^3-2 x \log \left(\frac{4 x^2}{25}\right)} \, dx","\log \left(x^2-\log \left(\frac{4 x^2}{25}\right)+e^{3 \left(x+\frac{e^{e^x}}{2}-2\right)}\right)",1,"(3*E^E^x)/2 + 3*x - 2*E^6*Defer[Int][1/(x*(E^((3*E^E^x)/2 + 3*x) + E^6*x^2 - E^6*Log[(4*x^2)/25])), x] + 2*E^6*Defer[Int][x/(E^((3*E^E^x)/2 + 3*x) + E^6*x^2 - E^6*Log[(4*x^2)/25]), x] - 3*E^6*Defer[Int][x^2/(E^((3*E^E^x)/2 + 3*x) + E^6*x^2 - E^6*Log[(4*x^2)/25]), x] - (3*E^6*Defer[Int][(E^(E^x + x)*x^2)/(E^((3*E^E^x)/2 + 3*x) + E^6*x^2 - E^6*Log[(4*x^2)/25]), x])/2 + (3*E^6*Defer[Int][(E^(E^x + x)*Log[(4*x^2)/25])/(E^((3*E^E^x)/2 + 3*x) + E^6*x^2 - E^6*Log[(4*x^2)/25]), x])/2 - 3*E^6*Defer[Int][Log[(4*x^2)/25]/(-E^((3*E^E^x)/2 + 3*x) - E^6*x^2 + E^6*Log[(4*x^2)/25]), x]","F",0,0,0,0,-1,"{}"
9616,1,42,0,0.009729,"\int \left(-6750000+e^x+10845000 x-7095600 x^2+2436696 x^3-473040 x^4+52056 x^5-3024 x^6+72 x^7\right) \, dx","Int[-6750000 + E^x + 10845000*x - 7095600*x^2 + 2436696*x^3 - 473040*x^4 + 52056*x^5 - 3024*x^6 + 72*x^7,x]","9 x^8-432 x^7+8676 x^6-94608 x^5+609174 x^4-2365200 x^3+5422500 x^2-6750000 x+e^x","9 \left((x-5)^2-2 x\right)^4+e^x+3",1,"E^x - 6750000*x + 5422500*x^2 - 2365200*x^3 + 609174*x^4 - 94608*x^5 + 8676*x^6 - 432*x^7 + 9*x^8","B",2,1,38,0.02632,1,"{2194}"
9617,1,23,0,2.8262711,"\int \frac{\left(10+e^x (2-2 x)+e^{x^2} \left(2-4 x^2\right)+8 \log (2)\right) \log \left(\frac{4 x}{5+e^x+e^{x^2}-3 x+4 \log (2)}\right)}{5 x+e^x x+e^{x^2} x-3 x^2+4 x \log (2)} \, dx","Int[((10 + E^x*(2 - 2*x) + E^x^2*(2 - 4*x^2) + 8*Log[2])*Log[(4*x)/(5 + E^x + E^x^2 - 3*x + 4*Log[2])])/(5*x + E^x*x + E^x^2*x - 3*x^2 + 4*x*Log[2]),x]","\log ^2\left(\frac{4 x}{e^{x^2}-3 x+e^x+5+\log (16)}\right)","\log ^2\left(\frac{x}{\frac{1}{4} \left(e^{x^2}+x+e^x+5\right)-x+\log (2)}\right)",1,"Log[(4*x)/(5 + E^x + E^x^2 - 3*x + Log[16])]^2","A",2,6,80,0.07500,1,"{6, 6741, 12, 6742, 14, 6686}"
9618,0,0,0,2.3034356,"\int \frac{-12-21 x+e^{2 x} \left(-27 x+6 x^2\right)-3 x \log (x)}{32 x+2 e^{4 x} x+16 x^2+2 x^3+e^{2 x} \left(16 x+4 x^2\right)+\left(16 x+4 e^{2 x} x+4 x^2\right) \log (x)+2 x \log ^2(x)} \, dx","Int[(-12 - 21*x + E^(2*x)*(-27*x + 6*x^2) - 3*x*Log[x])/(32*x + 2*E^(4*x)*x + 16*x^2 + 2*x^3 + E^(2*x)*(16*x + 4*x^2) + (16*x + 4*E^(2*x)*x + 4*x^2)*Log[x] + 2*x*Log[x]^2),x]","\int \frac{-12-21 x+e^{2 x} \left(-27 x+6 x^2\right)-3 x \log (x)}{32 x+2 e^{4 x} x+16 x^2+2 x^3+e^{2 x} \left(16 x+4 x^2\right)+\left(16 x+4 e^{2 x} x+4 x^2\right) \log (x)+2 x \log ^2(x)} \, dx","3 \left(\frac{4-x}{2 \left(x+e^{2 x}+\log (x)+4\right)}+\log (4)\right)",1,"(87*Defer[Int][(4 + E^(2*x) + x + Log[x])^(-2), x])/2 - 6*Defer[Int][1/(x*(4 + E^(2*x) + x + Log[x])^2), x] + (3*Defer[Int][x/(4 + E^(2*x) + x + Log[x])^2, x])/2 - 3*Defer[Int][x^2/(4 + E^(2*x) + x + Log[x])^2, x] + 12*Defer[Int][Log[x]/(4 + E^(2*x) + x + Log[x])^2, x] - 3*Defer[Int][(x*Log[x])/(4 + E^(2*x) + x + Log[x])^2, x] - (27*Defer[Int][(4 + E^(2*x) + x + Log[x])^(-1), x])/2 + 3*Defer[Int][x/(4 + E^(2*x) + x + Log[x]), x]","F",0,0,0,0,-1,"{}"
9619,1,38,0,0.0930327,"\int \frac{-60+e^{-4+x} \left(-3+3 x-x^2\right)}{x^2 \log (\log (4))} \, dx","Int[(-60 + E^(-4 + x)*(-3 + 3*x - x^2))/(x^2*Log[Log[4]]),x]","-\frac{e^{x-4}}{\log (\log (4))}+\frac{3 e^{x-4}}{x \log (\log (4))}+\frac{60}{x \log (\log (4))}","\frac{\left(-e^{x-4}-20\right) (x-3)}{x \log (\log (4))}",1,"-(E^(-4 + x)/Log[Log[4]]) + 60/(x*Log[Log[4]]) + (3*E^(-4 + x))/(x*Log[Log[4]])","A",9,6,27,0.2222,1,"{12, 14, 2199, 2194, 2177, 2178}"
9620,1,20,0,0.0316391,"\int \frac{-4 e^{4/x}+2 x-x^2-x \log (3)}{x^2} \, dx","Int[(-4*E^(4/x) + 2*x - x^2 - x*Log[3])/x^2,x]","-x+e^{4/x}+(2-\log (3)) \log (x)","-x+e^{4/x}+(2-\log (3)) \log (x)+\log (\log (3))-\log (3)",1,"E^(4/x) - x + (2 - Log[3])*Log[x]","A",6,4,27,0.1481,1,"{6, 14, 2209, 43}"
9621,1,36,0,0.0378777,"\int -\frac{2 \log (5-i \pi -\log (5-\log (\log (2))))}{\left(e^5-x\right) \log ^2\left(e^{10}-2 e^5 x+x^2\right)} \, dx","Int[(-2*Log[5 - I*Pi - Log[5 - Log[Log[2]]]])/((E^5 - x)*Log[E^10 - 2*E^5*x + x^2]^2),x]","-\frac{\log (5-i \pi -\log (5-\log (\log (2))))}{\log \left(x^2-2 e^5 x+e^{10}\right)}","5-\frac{\log (5-i \pi -\log (5-\log (\log (2))))}{\log \left(\left(e^5-x\right)^2\right)}",1,"-(Log[5 - I*Pi - Log[5 - Log[Log[2]]]]/Log[E^10 - 2*E^5*x + x^2])","A",2,2,45,0.04444,1,"{12, 6686}"
9622,1,28,0,0.4824703,"\int \frac{e^{1-x} (1-x) x+e^{5-x} \left(1-5 x+e^4 x\right)-e^{5-x} x \log (x)}{e^{1-x} x^2+e^{5-x} \left(5 x-e^4 x\right)+e^{5-x} x \log (x)} \, dx","Int[(E^(1 - x)*(1 - x)*x + E^(5 - x)*(1 - 5*x + E^4*x) - E^(5 - x)*x*Log[x])/(E^(1 - x)*x^2 + E^(5 - x)*(5*x - E^4*x) + E^(5 - x)*x*Log[x]),x]","\log \left(-x-e^4 \log (x)-e^4 \left(5-e^4\right)\right)-x","\log \left(e^{1-x} x+e^{5-x} \left(\log (x)-e^4+5\right)\right)",1,"-x + Log[-(E^4*(5 - E^4)) - x - E^4*Log[x]]","A",4,3,89,0.03371,1,"{6688, 6742, 6684}"
9623,1,19,0,0.249228,"\int \frac{-10+2 e^4-2 x+\left(5-e^4\right) \log (x)}{\left(-5 x+e^4 x-x^2\right) \log (x)} \, dx","Int[(-10 + 2*E^4 - 2*x + (5 - E^4)*Log[x])/((-5*x + E^4*x - x^2)*Log[x]),x]","-\log (x)+\log \left(x-e^4+5\right)+2 \log (\log (x))","\log \left(\frac{4 e^8 \left(x-e^4+5\right) \log ^2(3) \log ^2(x)}{225 x}\right)",1,"-Log[x] + Log[5 - E^4 + x] + 2*Log[Log[x]]","A",10,8,41,0.1951,1,"{6, 1593, 6688, 14, 36, 31, 29, 2302}"
9624,1,7,0,0.0030025,"\int \frac{-1600+x^3}{x^3} \, dx","Int[(-1600 + x^3)/x^3,x]","\frac{800}{x^2}+x","\log \left(e^{\frac{800}{x^2}+x-20}\right)-25",1,"800/x^2 + x","A",2,1,9,0.1111,1,"{14}"
9625,1,69,0,3.2905543,"\int e^{-9 x-24 x^3-16 x^5} \left(40+e^{9 x+24 x^3+16 x^5} (-3-x)+\left(40+e^{9 x+24 x^3+16 x^5} (-3-2 x)-360 x-2880 x^3-3200 x^5\right) \log (x)\right) \, dx","Int[E^(-9*x - 24*x^3 - 16*x^5)*(40 + E^(9*x + 24*x^3 + 16*x^5)*(-3 - x) + (40 + E^(9*x + 24*x^3 + 16*x^5)*(-3 - 2*x) - 360*x - 2880*x^3 - 3200*x^5)*Log[x]),x]","x^2 (-\log (x))+\frac{40 e^{-x \left(4 x^2+3\right)^2} \left(80 x^5+72 x^3+9 x\right) \log (x)}{16 \left(4 x^2+3\right) x^2+\left(4 x^2+3\right)^2}-3 x \log (x)","\left(40 e^{-x \left(4 x^2+3\right)^2} x-x (x+3)\right) \log (x)",1,"-3*x*Log[x] - x^2*Log[x] + (40*(9*x + 72*x^3 + 80*x^5)*Log[x])/(E^(x*(3 + 4*x^2)^2)*(16*x^2*(3 + 4*x^2) + (3 + 4*x^2)^2))","B",5,5,81,0.06173,1,"{6741, 6742, 6688, 2288, 2554}"
9626,0,0,0,21.0687141,"\int \frac{x^{\frac{5 x^2}{15-8 x+6 x^2+(-8+2 x) \log (4)+\log ^2(4)}} \left(75 x-40 x^2+30 x^3+\left(-40 x+10 x^2\right) \log (4)+5 x \log ^2(4)+\left(150 x-40 x^2+\left(-80 x+10 x^2\right) \log (4)+10 x \log ^2(4)\right) \log (x)\right)}{225-240 x+244 x^2-96 x^3+36 x^4+\left(-240+188 x-128 x^2+24 x^3\right) \log (4)+\left(94-48 x+16 x^2\right) \log ^2(4)+(-16+4 x) \log ^3(4)+\log ^4(4)} \, dx","Int[(x^((5*x^2)/(15 - 8*x + 6*x^2 + (-8 + 2*x)*Log[4] + Log[4]^2))*(75*x - 40*x^2 + 30*x^3 + (-40*x + 10*x^2)*Log[4] + 5*x*Log[4]^2 + (150*x - 40*x^2 + (-80*x + 10*x^2)*Log[4] + 10*x*Log[4]^2)*Log[x]))/(225 - 240*x + 244*x^2 - 96*x^3 + 36*x^4 + (-240 + 188*x - 128*x^2 + 24*x^3)*Log[4] + (94 - 48*x + 16*x^2)*Log[4]^2 + (-16 + 4*x)*Log[4]^3 + Log[4]^4),x]","\int \frac{x^{\frac{5 x^2}{15-8 x+6 x^2+(-8+2 x) \log (4)+\log ^2(4)}} \left(75 x-40 x^2+30 x^3+\left(-40 x+10 x^2\right) \log (4)+5 x \log ^2(4)+\left(150 x-40 x^2+\left(-80 x+10 x^2\right) \log (4)+10 x \log ^2(4)\right) \log (x)\right)}{225-240 x+244 x^2-96 x^3+36 x^4+\left(-240+188 x-128 x^2+24 x^3\right) \log (4)+\left(94-48 x+16 x^2\right) \log ^2(4)+(-16+4 x) \log ^3(4)+\log ^4(4)} \, dx","x^{\frac{x}{x+\frac{(x-4+\log (4))^2-1}{5 x}}}",1,"(-5*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])]*(4 - Log[4])*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))) - (5*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])]*(4 - Log[4])*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))) - (45*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])]*(3 - Log[4])*(5 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4*I - I*Log[4] - Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (90*x^(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])]*(4 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4*I - I*Log[4] - Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) - (270*x^(4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 5 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])])/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4*I - I*Log[4] - Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (15*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])]*(3 - Log[4])*(5 - Log[4]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (5*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (6*x)/(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])]*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2]))/(4*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))) + (3*x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 - Log[4])*(5 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) - (15*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) - (3*x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 - Log[4])*(5 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (45*x^(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/((74 - 40*Log[4] + 5*Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) - (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (15*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) - (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])^2)/(4*(74 - 40*Log[4] + 5*Log[4]^2)*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])^2)/(4*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - 6*x - Log[4] + I*Sqrt[74 - 40*Log[4] + 5*Log[4]^2])) + (90*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])]*(3 - Log[4])*(5 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] + I*(8 - Log[16]))) - (180*x^(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])]*(4 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] + I*(8 - Log[16]))) + (540*x^(4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 5 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])])/((74 - 40*Log[4] + 5*Log[4]^2)^(3/2)*(4 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] + I*(8 - Log[16]))) + (15*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])]*(3 - Log[4])*(5 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)*(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + (5*x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*Hypergeometric2F1[1, 1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), 2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2), (12*x)/(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])]*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16]))/(8*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))) + (3*x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 - Log[4])*(5 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))/((74 - 40*Log[4] + 5*Log[4]^2)*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) - (30*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4]))/((74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) - (3*x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 - Log[4])*(5 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/((74 - 40*Log[4] + 5*Log[4]^2)*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + (90*x^(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)))/((74 - 40*Log[4] + 5*Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] + I*(8 - Log[16]))^2)/(8*(74 - 40*Log[4] + 5*Log[4]^2)*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) - (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] + I*(8 - Log[16]))^2)/(8*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) - (x^(-1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(4 - Log[4])*(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2)*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + (15*x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(3 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16]))/(2*(74 - 40*Log[4] + 5*Log[4]^2)*(1 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(2 + (5*x^2)/(15 - 8*x + 6*x^2 - 2*(4 - x)*Log[4] + Log[4]^2))*(8 - 12*x - (2*I)*Sqrt[74 - 40*Log[4] + 5*Log[4]^2] - Log[16])) + 10*(3 - Log[4])*(5 - Log[4])*Defer[Int][(x^(1 + (5*x^2)/(15 - 8*x + 6*x^2 + 2*(-4 + x)*Log[4] + Log[4]^2))*Log[x])/(6*x^2 - 2*x*(4 - Log[4]) + (3 - Log[4])*(5 - Log[4]))^2, x] - 10*(4 - Log[4])*Defer[Int][(x^(2 + (5*x^2)/(15 - 8*x + 6*x^2 + 2*(-4 + x)*Log[4] + Log[4]^2))*Log[x])/(6*x^2 - 2*x*(4 - Log[4]) + (3 - Log[4])*(5 - Log[4]))^2, x]","F",0,0,0,0,-1,"{}"
9627,1,23,0,0.0495895,"\int \frac{54-27 x-9 x^2+3 x^3+x^4}{-27 x+3 x^3} \, dx","Int[(54 - 27*x - 9*x^2 + 3*x^3 + x^4)/(-27*x + 3*x^3),x]","\frac{x^2}{6}+x+\log (3-x)-2 \log (x)+\log (x+3)","\frac{x^2}{6}-\log \left(x^2\right)+\log \left(-14 \left(3-\frac{x^2}{3}\right)\right)+x",1,"x + x^2/6 + Log[3 - x] - 2*Log[x] + Log[3 + x]","A",3,2,30,0.06667,1,"{1593, 1802}"
9628,1,47,0,0.4566137,"\int \frac{3208 x^2-11212 x^3+12006 x^4-5201 x^5+800 x^6+e^x \left(-2406+6015 x-6003 x^2+1200 x^3\right)}{-3200 x^2+4800 x^3-2400 x^4+400 x^5} \, dx","Int[(3208*x^2 - 11212*x^3 + 12006*x^4 - 5201*x^5 + 800*x^6 + E^x*(-2406 + 6015*x - 6003*x^2 + 1200*x^3))/(-3200*x^2 + 4800*x^3 - 2400*x^4 + 400*x^5),x]","x^2-\frac{401 x}{400}-\frac{1203 e^x}{1600 (2-x)}+\frac{1197 e^x}{800 (2-x)^2}-\frac{1203 e^x}{1600 x}","\left(x-\frac{401}{400}\right) \left(x+\frac{3 e^x}{(2-x)^2 x}\right)",1,"(1197*E^x)/(800*(2 - x)^2) - (1203*E^x)/(1600*(2 - x)) - (1203*E^x)/(1600*x) - (401*x)/400 + x^2","B",14,5,69,0.07246,1,"{6688, 12, 6742, 2177, 2178}"
9629,1,52,0,0.0894132,"\int \frac{e^{\frac{1}{16} \left(e^9-8 e^5 x+16 e x^2\right)} \left(-2-e^5 x+4 e x^2\right)}{5 x^2} \, dx","Int[(E^((E^9 - 8*E^5*x + 16*E*x^2)/16)*(-2 - E^5*x + 4*E*x^2))/(5*x^2),x]","\frac{2 e^{\frac{1}{16} \left(16 e x^2-8 e^5 x+e^9\right)-1} \left(e^5 x-4 e x^2\right)}{5 \left(e^4-4 x\right) x^2}","\frac{2 e^{e \left(\frac{e^4}{4}-x\right)^2}}{5 x}",1,"(2*E^(-1 + (E^9 - 8*E^5*x + 16*E*x^2)/16)*(E^5*x - 4*E*x^2))/(5*(E^4 - 4*x)*x^2)","B",2,2,43,0.04651,1,"{12, 2288}"
9630,1,19,0,0.0033088,"\int \left(-3-10 x-6 x^2-4 x^3\right) \, dx","Int[-3 - 10*x - 6*x^2 - 4*x^3,x]","-x^4-2 x^3-5 x^2-3 x","-\left(x^2+x+2\right)^2+x-e^{17}",1,"-3*x - 5*x^2 - 2*x^3 - x^4","A",1,0,15,0,1,"{}"
9631,1,15,0,0.0357736,"\int \frac{-1-x^2-x^3}{x^2+x^3} \, dx","Int[(-1 - x^2 - x^3)/(x^2 + x^3),x]","-x+\frac{1}{x}+\log (x)-\log (x+1)","\frac{1-x}{x}-x+\log (x)-\log (2 x+2)-e^4-4",1,"x^(-1) - x + Log[x] - Log[1 + x]","A",3,2,22,0.09091,1,"{1593, 1620}"
9632,0,0,0,0.4456214,"\int \frac{-25+25 x+x^2-x^3+\left(-2 x^3+2 x^2 \log (x)\right) \log (x-\log (x))}{-x^2+x \log (x)} \, dx","Int[(-25 + 25*x + x^2 - x^3 + (-2*x^3 + 2*x^2*Log[x])*Log[x - Log[x]])/(-x^2 + x*Log[x]),x]","\int \frac{-25+25 x+x^2-x^3+\left(-2 x^3+2 x^2 \log (x)\right) \log (x-\log (x))}{-x^2+x \log (x)} \, dx","-((x+(4-x) (x+5)+5) \log (x-\log (x)))-5",1,"-25*Defer[Int][(x - Log[x])^(-1), x] + 25*Defer[Int][1/(x*(x - Log[x])), x] - Defer[Int][x/(x - Log[x]), x] + Defer[Int][x^2/(x - Log[x]), x] + 2*Defer[Int][x*Log[x - Log[x]], x]","F",0,0,0,0,-1,"{}"
9633,1,25,0,0.3271289,"\int \frac{\left(2-6 x^3-4 \log (x \log (4))\right) \log \left(\frac{9 x^2+3 x^3-\log (x \log (4))}{x^2}\right)}{-9 x^3-3 x^4+x \log (x \log (4))} \, dx","Int[((2 - 6*x^3 - 4*Log[x*Log[4]])*Log[(9*x^2 + 3*x^3 - Log[x*Log[4]])/x^2])/(-9*x^3 - 3*x^4 + x*Log[x*Log[4]]),x]","\log ^2\left(\frac{3 x^3+9 x^2-\log (x \log (4))}{x^2}\right)","\log ^2\left(-\frac{\log (x \log (4))}{x^2}+3 x+9\right)",1,"Log[(9*x^2 + 3*x^3 - Log[x*Log[4]])/x^2]^2","A",1,5,58,0.08621,1,"{6741, 12, 6742, 6684, 6686}"
9634,1,13,0,0.0016578,"\int \frac{1}{2} (8-3 x+2 \log (3)) \, dx","Int[(8 - 3*x + 2*Log[3])/2,x]","-\frac{1}{12} (-3 x+8+\log (9))^2","x \left(-x+\frac{\left(\frac{x}{2}+\log (3)\right)^2}{x}+4\right)+3",1,"-1/12*(8 - 3*x + Log[9])^2","A",1,1,13,0.07692,1,"{9}"
9635,1,35,0,0.7448905,"\int \frac{e^{2 x} \left((-32+32 x) \log ^2(6)-96 \log ^3(6)\right)+e^x \left(\left(-144 x+144 x^2\right) \log (6)+(432-864 x) \log ^2(6)+1296 \log ^3(6)\right)}{-x^3+9 x^2 \log (6)-27 x \log ^2(6)+27 \log ^3(6)} \, dx","Int[(E^(2*x)*((-32 + 32*x)*Log[6]^2 - 96*Log[6]^3) + E^x*((-144*x + 144*x^2)*Log[6] + (432 - 864*x)*Log[6]^2 + 1296*Log[6]^3))/(-x^3 + 9*x^2*Log[6] - 27*x*Log[6]^2 + 27*Log[6]^3),x]","-\frac{16 e^{2 x} \log ^2(6)}{(x-3 \log (6))^2}-\frac{144 e^x \log (6)}{x-3 \log (6)}","5-\left(18-\frac{4 e^x}{3-\frac{x}{\log (6)}}\right)^2",1,"(-144*E^x*Log[6])/(x - 3*Log[6]) - (16*E^(2*x)*Log[6]^2)/(x - 3*Log[6])^2","A",6,4,86,0.04651,1,"{6688, 12, 6742, 2197}"
9636,1,15,0,0.1468026,"\int \frac{-4+4 x^2+\left(4-3 x+4 x^2\right) \log \left(\frac{-4+3 x-4 x^2}{2 x}\right)}{4-3 x+4 x^2} \, dx","Int[(-4 + 4*x^2 + (4 - 3*x + 4*x^2)*Log[(-4 + 3*x - 4*x^2)/(2*x)])/(4 - 3*x + 4*x^2),x]","x \log \left(-2 x-\frac{2}{x}+\frac{3}{2}\right)","x \log \left(2 \left(-x-\frac{x+4}{4 x}+1\right)\right)",1,"x*Log[3/2 - 2/x - 2*x]","A",16,8,49,0.1633,1,"{6688, 1657, 634, 618, 204, 628, 2523, 12}"
9637,1,24,0,0.0203936,"\int \frac{-4+e^4 \left(12 x^2+4 x^3\right)}{-4 x+e^4 \left(4 x^3+x^4\right)+12 \log (\log (4))} \, dx","Int[(-4 + E^4*(12*x^2 + 4*x^3))/(-4*x + E^4*(4*x^3 + x^4) + 12*Log[Log[4]]),x]","\log \left(-e^4 \left(x^4+4 x^3\right)+4 x-12 \log (\log (4))\right)","\log \left(\frac{1}{4} e^4 (x+4) x^3-x+3 \log (\log (4))\right)",1,"Log[4*x - E^4*(4*x^3 + x^4) - 12*Log[Log[4]]]","A",1,1,42,0.02381,1,"{1587}"
9638,0,0,0,171.3423054,"\int \frac{e^{x+x^2} \left(9+24 x+13 x^2+2 x^3\right)+e^{x+x^2} \left(6+14 x+4 x^2\right) \log (5 x)+e^{x+x^2} (1+2 x) \log ^2(5 x)+\exp \left(4+e^{\frac{-13+x+\log (5 x)}{3+x+\log (5 x)}} x+\frac{-13+x+\log (5 x)}{3+x+\log (5 x)}\right) \left(-25-22 x-x^2+(-6-2 x) \log (5 x)-\log ^2(5 x)\right)}{9+6 x+x^2+(6+2 x) \log (5 x)+\log ^2(5 x)} \, dx","Int[(E^(x + x^2)*(9 + 24*x + 13*x^2 + 2*x^3) + E^(x + x^2)*(6 + 14*x + 4*x^2)*Log[5*x] + E^(x + x^2)*(1 + 2*x)*Log[5*x]^2 + E^(4 + E^((-13 + x + Log[5*x])/(3 + x + Log[5*x]))*x + (-13 + x + Log[5*x])/(3 + x + Log[5*x]))*(-25 - 22*x - x^2 + (-6 - 2*x)*Log[5*x] - Log[5*x]^2))/(9 + 6*x + x^2 + (6 + 2*x)*Log[5*x] + Log[5*x]^2),x]","\int \frac{e^{x+x^2} \left(9+24 x+13 x^2+2 x^3\right)+e^{x+x^2} \left(6+14 x+4 x^2\right) \log (5 x)+e^{x+x^2} (1+2 x) \log ^2(5 x)+\exp \left(4+e^{\frac{-13+x+\log (5 x)}{3+x+\log (5 x)}} x+\frac{-13+x+\log (5 x)}{3+x+\log (5 x)}\right) \left(-25-22 x-x^2+(-6-2 x) \log (5 x)-\log ^2(5 x)\right)}{9+6 x+x^2+(6+2 x) \log (5 x)+\log ^2(5 x)} \, dx","e^{x^2+x}-e^{x e^{1-\frac{16}{x+\log (5 x)+3}}+4}",1,"E^(x + x^2) - Defer[Int][5^(5/(3 + x + Log[5*x]))*E^(5^(3 + x + Log[5*x])^(-1)*E^(-13/(3 + x + Log[5*x]) + x/(3 + x + Log[5*x]))*x^(1 + (3 + x + Log[5*x])^(-1)) - (3 + x + Log[5*x])^(-1) + (5*x)/(3 + x + Log[5*x]))*x^(5/(3 + x + Log[5*x])), x] - 16*Defer[Int][(5^(5/(3 + x + Log[5*x]))*E^(5^(3 + x + Log[5*x])^(-1)*E^(-13/(3 + x + Log[5*x]) + x/(3 + x + Log[5*x]))*x^(1 + (3 + x + Log[5*x])^(-1)) - (3 + x + Log[5*x])^(-1) + (5*x)/(3 + x + Log[5*x]))*x^(5/(3 + x + Log[5*x])))/(3 + x + Log[5*x])^2, x] - 16*Defer[Int][(5^(5/(3 + x + Log[5*x]))*E^(5^(3 + x + Log[5*x])^(-1)*E^(-13/(3 + x + Log[5*x]) + x/(3 + x + Log[5*x]))*x^(1 + (3 + x + Log[5*x])^(-1)) - (3 + x + Log[5*x])^(-1) + (5*x)/(3 + x + Log[5*x]))*x^(1 + 5/(3 + x + Log[5*x])))/(3 + x + Log[5*x])^2, x]","F",0,0,0,0,-1,"{}"
9639,1,52,0,0.0481362,"\int \frac{1}{5} e^{\frac{1}{5} (5 x+x \log (3))} (-155-75 x+(-16-15 x) \log (3)) \, dx","Int[(E^((5*x + x*Log[3])/5)*(-155 - 75*x + (-16 - 15*x)*Log[3]))/5,x]","\frac{25\ 3^{\frac{x}{5}+1} e^x}{5+\log (3)}-\frac{3^{x/5} e^x (15 x (5+\log (3))+155+16 \log (3))}{5+\log (3)}","(x-16 (x+1)) e^{x+\frac{1}{5} x \log (3)}+5",1,"(25*3^(1 + x/5)*E^x)/(5 + Log[3]) - (3^(x/5)*E^x*(155 + 16*Log[3] + 15*x*(5 + Log[3])))/(5 + Log[3])","B",4,4,31,0.1290,1,"{12, 2187, 2176, 2194}"
9640,1,16,0,0.1146459,"\int \frac{(-10-20 x-10 \log (x)) \log (2 \log (4))}{3 x^4+6 x^3 \log (x)+3 x^2 \log ^2(x)} \, dx","Int[((-10 - 20*x - 10*Log[x])*Log[2*Log[4]])/(3*x^4 + 6*x^3*Log[x] + 3*x^2*Log[x]^2),x]","\frac{10 \log (\log (16))}{3 x (x+\log (x))}","\frac{10 \log (2 \log (4))}{3 x (x+\log (x))}",1,"(10*Log[Log[16]])/(3*x*(x + Log[x]))","A",4,3,39,0.07692,1,"{12, 6688, 6687}"
9641,-1,0,0,180.0003298,"\int \frac{14580+24786 x+17010 x^2+5940 x^3+1080 x^4+90 x^5+2 x^6+\exp \left(\frac{2 \left(81 x+107 x^2+54 x^3+12 x^4+x^5+e^{2 x} \left(81 x+108 x^2+54 x^3+12 x^4+x^5\right)\right)}{81+108 x+54 x^2+12 x^3+x^4}\right) \left(12150+19950 x+13600 x^2+4500 x^3+750 x^4+50 x^5+e^{2 x} \left(12150+44550 x+54000 x^2+31500 x^3+9750 x^4+1550 x^5+100 x^6\right)\right)+\exp \left(\frac{81 x+107 x^2+54 x^3+12 x^4+x^5+e^{2 x} \left(81 x+108 x^2+54 x^3+12 x^4+x^5\right)}{81+108 x+54 x^2+12 x^3+x^4}\right) \left(75330+126180 x+88290 x^2+30620 x^3+5550 x^4+460 x^5+10 x^6+e^{2 x} \left(72900+269730 x+332910 x^2+199800 x^3+64800 x^4+11250 x^5+910 x^6+20 x^7\right)\right)}{6075+10125 x+6750 x^2+2250 x^3+375 x^4+25 x^5} \, dx","Int[(14580 + 24786*x + 17010*x^2 + 5940*x^3 + 1080*x^4 + 90*x^5 + 2*x^6 + E^((2*(81*x + 107*x^2 + 54*x^3 + 12*x^4 + x^5 + E^(2*x)*(81*x + 108*x^2 + 54*x^3 + 12*x^4 + x^5)))/(81 + 108*x + 54*x^2 + 12*x^3 + x^4))*(12150 + 19950*x + 13600*x^2 + 4500*x^3 + 750*x^4 + 50*x^5 + E^(2*x)*(12150 + 44550*x + 54000*x^2 + 31500*x^3 + 9750*x^4 + 1550*x^5 + 100*x^6)) + E^((81*x + 107*x^2 + 54*x^3 + 12*x^4 + x^5 + E^(2*x)*(81*x + 108*x^2 + 54*x^3 + 12*x^4 + x^5))/(81 + 108*x + 54*x^2 + 12*x^3 + x^4))*(75330 + 126180*x + 88290*x^2 + 30620*x^3 + 5550*x^4 + 460*x^5 + 10*x^6 + E^(2*x)*(72900 + 269730*x + 332910*x^2 + 199800*x^3 + 64800*x^4 + 11250*x^5 + 910*x^6 + 20*x^7)))/(6075 + 10125*x + 6750*x^2 + 2250*x^3 + 375*x^4 + 25*x^5),x]","\text{\$Aborted}","\left(e^{-\frac{x^2}{(x+3)^4}+e^{2 x} x+x}+\frac{x}{5}+6\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
9642,1,23,0,0.1180314,"\int \frac{270 x^2-225 x^4}{-32+160 x^2-200 x^4+e \left(8-40 x^2+50 x^4\right)} \, dx","Int[(270*x^2 - 225*x^4)/(-32 + 160*x^2 - 200*x^4 + E*(8 - 40*x^2 + 50*x^4)),x]","-\frac{45 x^3}{2 (4-e) \left(2-5 x^2\right)}","\frac{9 x^2}{(e-4) \left(\frac{4}{5 x}-2 x\right)}+4",1,"(-45*x^3)/(2*(4 - E)*(2 - 5*x^2))","A",4,4,40,0.1000,1,"{1593, 1992, 28, 449}"
9643,1,33,0,0.1742488,"\int \frac{-5-x^2+\left(5+3 x^2\right) \log (x)+e^7 (1-2 x) \log ^2(x)}{e^7 \log ^2(x)} \, dx","Int[(-5 - x^2 + (5 + 3*x^2)*Log[x] + E^7*(1 - 2*x)*Log[x]^2)/(E^7*Log[x]^2),x]","\frac{x^3}{e^7 \log (x)}-\frac{1}{4} (1-2 x)^2+\frac{5 x}{e^7 \log (x)}","-x^2+\frac{\left(x^2+5\right) x}{e^7 \log (x)}+x+5",1,"-1/4*(1 - 2*x)^2 + (5*x)/(E^7*Log[x]) + x^3/(E^7*Log[x])","A",15,8,38,0.2105,1,"{12, 6742, 2330, 2297, 2298, 2306, 2309, 2178}"
9644,1,30,0,0.2156664,"\int \frac{8-8 x+\left(-32 x+432 x^2-512 x^3\right) \log (x)+(8-16 x) \log (x) \log (\log (x))}{\log (x)} \, dx","Int[(8 - 8*x + (-32*x + 432*x^2 - 512*x^3)*Log[x] + (8 - 16*x)*Log[x]*Log[Log[x]])/Log[x],x]","-128 x^4+144 x^3-16 x^2-8 x^2 \log (\log (x))+8 x \log (\log (x))","4 x (2 x-2) \left(-16 x^2+2 x-\log (\log (x))\right)",1,"-16*x^2 + 144*x^3 - 128*x^4 + 8*x*Log[Log[x]] - 8*x^2*Log[Log[x]]","A",18,8,38,0.2105,1,"{6742, 14, 2330, 2298, 2309, 2178, 2520, 2522}"
9645,1,6,0,0.0070444,"\int \frac{1+5^x x \log (5)}{x} \, dx","Int[(1 + 5^x*x*Log[5])/x,x]","5^x+\log (x)","5^x+\log (2 x)",1,"5^x + Log[x]","A",3,2,13,0.1538,1,"{14, 2194}"
9646,1,36,0,0.014963,"\int \frac{-50-2 e^{10}+e^5 (20-60 x)+300 x}{81 x^3} \, dx","Int[(-50 - 2*E^10 + E^5*(20 - 60*x) + 300*x)/(81*x^3),x]","\frac{\left(\left(e^5-5\right)^2-30 \left(5-e^5\right) x\right)^2}{81 \left(5-e^5\right)^2 x^2}","\left(\frac{\frac{1}{3} \left(x+\frac{1}{3} \left(e^5-5\right)\right)-x}{x}+4\right)^2",1,"((-5 + E^5)^2 - 30*(5 - E^5)*x)^2/(81*(5 - E^5)^2*x^2)","A",3,3,26,0.1154,1,"{12, 186, 37}"
9647,1,22,0,0.3334397,"\int \frac{e^{\frac{8 x+5 x^2+e^5 (8+4 x)}{x^2}} \left(e^5 (-16-4 x)-8 x\right)+x^3}{x^3} \, dx","Int[(E^((8*x + 5*x^2 + E^5*(8 + 4*x))/x^2)*(E^5*(-16 - 4*x) - 8*x) + x^3)/x^3,x]","e^{\frac{4 e^5 (x+2)}{x^2}+\frac{8}{x}+5}+x","e^{\frac{4 (x+2) \left(x+e^5\right)}{x^2}+1}+x",1,"E^(5 + 8/x + (4*E^5*(2 + x))/x^2) + x","A",3,2,46,0.04348,1,"{14, 6706}"
9648,0,0,0,4.3441705,"\int \frac{e^{\frac{2 x}{\log (\log (4))}} \left(-2000-1200 x^2-240 x^4-16 x^6+\left(600+240 x^2+24 x^4\right) \log (x)+\left(-60-12 x^2\right) \log ^2(x)+2 \log ^3(x)\right)+\left(-840 x-210 x^3+\left(164 x+20 x^3\right) \log (x)-8 x \log ^2(x)\right) \log (\log (4))+e^{\frac{x}{\log (\log (4))}} \left(-4000-2600 x^2-560 x^4-40 x^6+\left(1200+520 x^2+56 x^4\right) \log (x)+\left(-120-26 x^2\right) \log ^2(x)+4 \log ^3(x)+\left(-420 x-84 x^3+\left(82 x+8 x^3\right) \log (x)-4 x \log ^2(x)\right) \log (\log (4))\right)}{\left(-1000-600 x^2-120 x^4-8 x^6+\left(300+120 x^2+12 x^4\right) \log (x)+\left(-30-6 x^2\right) \log ^2(x)+\log ^3(x)\right) \log (\log (4))} \, dx","Int[(E^((2*x)/Log[Log[4]])*(-2000 - 1200*x^2 - 240*x^4 - 16*x^6 + (600 + 240*x^2 + 24*x^4)*Log[x] + (-60 - 12*x^2)*Log[x]^2 + 2*Log[x]^3) + (-840*x - 210*x^3 + (164*x + 20*x^3)*Log[x] - 8*x*Log[x]^2)*Log[Log[4]] + E^(x/Log[Log[4]])*(-4000 - 2600*x^2 - 560*x^4 - 40*x^6 + (1200 + 520*x^2 + 56*x^4)*Log[x] + (-120 - 26*x^2)*Log[x]^2 + 4*Log[x]^3 + (-420*x - 84*x^3 + (82*x + 8*x^3)*Log[x] - 4*x*Log[x]^2)*Log[Log[4]]))/((-1000 - 600*x^2 - 120*x^4 - 8*x^6 + (300 + 120*x^2 + 12*x^4)*Log[x] + (-30 - 6*x^2)*Log[x]^2 + Log[x]^3)*Log[Log[4]]),x]","\int \frac{e^{\frac{2 x}{\log (\log (4))}} \left(-2000-1200 x^2-240 x^4-16 x^6+\left(600+240 x^2+24 x^4\right) \log (x)+\left(-60-12 x^2\right) \log ^2(x)+2 \log ^3(x)\right)+\left(-840 x-210 x^3+\left(164 x+20 x^3\right) \log (x)-8 x \log ^2(x)\right) \log (\log (4))+e^{\frac{x}{\log (\log (4))}} \left(-4000-2600 x^2-560 x^4-40 x^6+\left(1200+520 x^2+56 x^4\right) \log (x)+\left(-120-26 x^2\right) \log ^2(x)+4 \log ^3(x)+\left(-420 x-84 x^3+\left(82 x+8 x^3\right) \log (x)-4 x \log ^2(x)\right) \log (\log (4))\right)}{\left(-1000-600 x^2-120 x^4-8 x^6+\left(300+120 x^2+12 x^4\right) \log (x)+\left(-30-6 x^2\right) \log ^2(x)+\log ^3(x)\right) \log (\log (4))} \, dx","\left(\frac{x^2}{2 \left(x^2+5\right)-\log (x)}+e^{\frac{x}{\log (\log (4))}}+2\right)^2",1,"E^((2*x)/Log[Log[4]]) + (2*E^(x/Log[Log[4]])*(200 + 90*x^2 + 10*x^4 - 40*Log[x] - 9*x^2*Log[x] + 2*Log[x]^2))/(10 + 2*x^2 - Log[x])^2 + 2*Defer[Int][x^3/(10 + 2*x^2 - Log[x])^3, x] - 8*Defer[Int][x^5/(10 + 2*x^2 - Log[x])^3, x] + 4*Defer[Int][x/(10 + 2*x^2 - Log[x])^2, x] - 12*Defer[Int][x^3/(10 + 2*x^2 - Log[x])^2, x] + 8*Defer[Int][x/(10 + 2*x^2 - Log[x]), x]","F",0,0,0,0,-1,"{}"
9649,0,0,0,7.3131204,"\int \frac{\exp \left(\frac{x^2+\left(2+x^2\right) \log ^2\left(x^2\right)+x \log \left(e^{4/5} x\right) \log ^2\left(x^2\right)}{x}\right) \left(x^2+\left(8+4 x^2\right) \log \left(x^2\right)+4 x \log \left(e^{4/5} x\right) \log \left(x^2\right)+\left(-2+x+x^2\right) \log ^2\left(x^2\right)\right)}{x^2} \, dx","Int[(E^((x^2 + (2 + x^2)*Log[x^2]^2 + x*Log[E^(4/5)*x]*Log[x^2]^2)/x)*(x^2 + (8 + 4*x^2)*Log[x^2] + 4*x*Log[E^(4/5)*x]*Log[x^2] + (-2 + x + x^2)*Log[x^2]^2))/x^2,x]","\int \frac{\exp \left(\frac{x^2+\left(2+x^2\right) \log ^2\left(x^2\right)+x \log \left(e^{4/5} x\right) \log ^2\left(x^2\right)}{x}\right) \left(x^2+\left(8+4 x^2\right) \log \left(x^2\right)+4 x \log \left(e^{4/5} x\right) \log \left(x^2\right)+\left(-2+x+x^2\right) \log ^2\left(x^2\right)\right)}{x^2} \, dx","e^{\left(x+\frac{2}{x}+\log \left(e^{4/5} x\right)\right) \log ^2\left(x^2\right)+x}",1,"Defer[Int][E^(x + (4/5 + 2/x + x + Log[x])*Log[x^2]^2), x] + 4*Defer[Int][E^(x + (4/5 + 2/x + x + Log[x])*Log[x^2]^2)*Log[x^2], x] + 8*Defer[Int][(E^(x + ((2 + x^2)*Log[x^2]^2)/x + Log[E^(4/5)*x]*Log[x^2]^2)*Log[x^2])/x^2, x] + (16*Defer[Int][(E^(x + ((2 + x^2)*Log[x^2]^2)/x + Log[E^(4/5)*x]*Log[x^2]^2)*Log[x^2])/x, x])/5 + 4*Defer[Int][(E^(x + ((2 + x^2)*Log[x^2]^2)/x + Log[E^(4/5)*x]*Log[x^2]^2)*Log[x]*Log[x^2])/x, x] + Defer[Int][E^(x + (4/5 + 2/x + x + Log[x])*Log[x^2]^2)*Log[x^2]^2, x] - 2*Defer[Int][(E^(x + ((2 + x^2)*Log[x^2]^2)/x + Log[E^(4/5)*x]*Log[x^2]^2)*Log[x^2]^2)/x^2, x] + Defer[Int][(E^(x + ((2 + x^2)*Log[x^2]^2)/x + Log[E^(4/5)*x]*Log[x^2]^2)*Log[x^2]^2)/x, x]","F",0,0,0,0,-1,"{}"
9650,0,0,0,8.0138282,"\int \frac{e^{-e^x} \left(e^{e^x} \left(-4 x+10 x^3\right)+\left(2-5 x^2\right) \log ^2\left(2-5 x^2\right)+\log (x) \left(-20 x^2 \log \left(2-5 x^2\right)+e^x \left(-2 x+5 x^3\right) \log ^2\left(2-5 x^2\right)\right)\right)}{-2 x+5 x^3} \, dx","Int[(E^E^x*(-4*x + 10*x^3) + (2 - 5*x^2)*Log[2 - 5*x^2]^2 + Log[x]*(-20*x^2*Log[2 - 5*x^2] + E^x*(-2*x + 5*x^3)*Log[2 - 5*x^2]^2))/(E^E^x*(-2*x + 5*x^3)),x]","\int \frac{e^{-e^x} \left(e^{e^x} \left(-4 x+10 x^3\right)+\left(2-5 x^2\right) \log ^2\left(2-5 x^2\right)+\log (x) \left(-20 x^2 \log \left(2-5 x^2\right)+e^x \left(-2 x+5 x^3\right) \log ^2\left(2-5 x^2\right)\right)\right)}{-2 x+5 x^3} \, dx","-e^{-e^x} \log (x) \log ^2\left(2-5 x^2\right)+2 x-4",1,"2*x + 2*Sqrt[5]*Log[x]*Log[2 - 5*x^2]*Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x] - 2*Sqrt[5]*Log[x]*Log[2 - 5*x^2]*Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x] - Defer[Int][Log[2 - 5*x^2]^2/(E^E^x*x), x] + Defer[Int][E^(-E^x + x)*Log[x]*Log[2 - 5*x^2]^2, x] - 2*Sqrt[5]*Log[2 - 5*x^2]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/x, x] + 10*Log[x]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/(Sqrt[2] - Sqrt[5]*x), x] - 10*Log[x]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/(Sqrt[2] + Sqrt[5]*x), x] + 2*Sqrt[5]*Log[2 - 5*x^2]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/x, x] - 10*Log[x]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/(Sqrt[2] - Sqrt[5]*x), x] + 10*Log[x]*Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/(Sqrt[2] + Sqrt[5]*x), x] - 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/x, x]/(Sqrt[2] - Sqrt[5]*x), x] + 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/x, x]/(Sqrt[2] + Sqrt[5]*x), x] - 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/(Sqrt[2] - Sqrt[5]*x), x]/x, x] + 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] - Sqrt[5]*x)), x]/(Sqrt[2] + Sqrt[5]*x), x]/x, x] + 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/x, x]/(Sqrt[2] - Sqrt[5]*x), x] - 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/x, x]/(Sqrt[2] + Sqrt[5]*x), x] + 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/(Sqrt[2] - Sqrt[5]*x), x]/x, x] - 10*Defer[Int][Defer[Int][Defer[Int][1/(E^E^x*(Sqrt[2] + Sqrt[5]*x)), x]/(Sqrt[2] + Sqrt[5]*x), x]/x, x]","F",0,0,0,0,-1,"{}"
9651,1,26,0,0.2419615,"\int \frac{100+100 x+202 x^2+304 x^3+6 x^4+10 x^5+6 x^6+\left(200 x+300 x^2+4 x^3+10 x^4+6 x^5\right) \log (x)+\left(-102 x-2 x^2-6 x^3-8 x^4+\left(-100-6 x^2-8 x^3\right) \log (x)\right) \log \left(\frac{5}{x+\log (x)}\right)+\left(2 x^2+2 x \log (x)\right) \log ^2\left(\frac{5}{x+\log (x)}\right)}{625 x+625 \log (x)} \, dx","Int[(100 + 100*x + 202*x^2 + 304*x^3 + 6*x^4 + 10*x^5 + 6*x^6 + (200*x + 300*x^2 + 4*x^3 + 10*x^4 + 6*x^5)*Log[x] + (-102*x - 2*x^2 - 6*x^3 - 8*x^4 + (-100 - 6*x^2 - 8*x^3)*Log[x])*Log[5/(x + Log[x])] + (2*x^2 + 2*x*Log[x])*Log[5/(x + Log[x])]^2)/(625*x + 625*Log[x]),x]","\frac{1}{625} \left(x^3+x^2-x \log \left(\frac{5}{x+\log (x)}\right)+50\right)^2","\left(\frac{1}{25} x^2 \left(x+\frac{x-\log \left(\frac{5}{x+\log (x)}\right)}{x}\right)+2\right)^2",1,"(50 + x^2 + x^3 - x*Log[5/(x + Log[x])])^2/625","A",3,3,135,0.02222,1,"{6688, 12, 6686}"
9652,1,20,0,0.0608599,"\int \frac{1}{3} e^{-x^2} \left(e^{x^2} \left(9+9 x^2\right)+8 x \log (4)\right) \, dx","Int[(E^x^2*(9 + 9*x^2) + 8*x*Log[4])/(3*E^x^2),x]","x^3-\frac{4}{3} e^{-x^2} \log (4)+3 x","x \left(x^2-\frac{4 e^{-x^2} \log (4)}{3 x}+3\right)",1,"3*x + x^3 - (4*Log[4])/(3*E^x^2)","A",4,3,30,0.1000,1,"{12, 6688, 2209}"
9653,1,34,0,0.0224368,"\int \frac{2-2 e^5-2 x+x^3+e^x x^3}{5 x^3} \, dx","Int[(2 - 2*E^5 - 2*x + x^3 + E^x*x^3)/(5*x^3),x]","-\frac{1-e^5}{5 x^2}+\frac{x}{5}+\frac{e^x}{5}+\frac{2}{5 x}","\frac{1}{5} \left(\frac{x^2+2 x+e^5-1}{x^2}+x+e^x+5\right)",1,"E^x/5 - (1 - E^5)/(5*x^2) + 2/(5*x) + x/5","A",6,3,27,0.1111,1,"{12, 14, 2194}"
9654,-1,0,0,180.0028459,"\int \frac{36 x^3+24 x^5+4 e^{2 x} x^5+4 x^7+e^x \left(-24 x^4-8 x^6\right)+\exp \left(2 x+2 e^{\frac{-12+5 e^x x-5 x^2}{-3+e^x x-x^2}} x^2\right) \left(18+12 x^2+2 e^{2 x} x^2+2 x^4+e^x \left(-12 x-4 x^3\right)+e^{\frac{-12+5 e^x x-5 x^2}{-3+e^x x-x^2}} \left(36 x+36 x^3+4 e^{2 x} x^3+4 x^5+e^x \left(-30 x^2-6 x^3-8 x^4\right)\right)\right)+\exp \left(x+e^{\frac{-12+5 e^x x-5 x^2}{-3+e^x x-x^2}} x^2\right) \left(-36 x-18 x^2-24 x^3-12 x^4-4 x^5-2 x^6+e^{2 x} \left(-4 x^3-2 x^4\right)+e^x \left(24 x^2+12 x^3+8 x^4+4 x^5\right)+e^{\frac{-12+5 e^x x-5 x^2}{-3+e^x x-x^2}} \left(-36 x^3-36 x^5-4 e^{2 x} x^5-4 x^7+e^x \left(30 x^4+6 x^5+8 x^6\right)\right)\right)}{9+6 x^2+e^{2 x} x^2+x^4+e^x \left(-6 x-2 x^3\right)} \, dx","Int[(36*x^3 + 24*x^5 + 4*E^(2*x)*x^5 + 4*x^7 + E^x*(-24*x^4 - 8*x^6) + E^(2*x + 2*E^((-12 + 5*E^x*x - 5*x^2)/(-3 + E^x*x - x^2))*x^2)*(18 + 12*x^2 + 2*E^(2*x)*x^2 + 2*x^4 + E^x*(-12*x - 4*x^3) + E^((-12 + 5*E^x*x - 5*x^2)/(-3 + E^x*x - x^2))*(36*x + 36*x^3 + 4*E^(2*x)*x^3 + 4*x^5 + E^x*(-30*x^2 - 6*x^3 - 8*x^4))) + E^(x + E^((-12 + 5*E^x*x - 5*x^2)/(-3 + E^x*x - x^2))*x^2)*(-36*x - 18*x^2 - 24*x^3 - 12*x^4 - 4*x^5 - 2*x^6 + E^(2*x)*(-4*x^3 - 2*x^4) + E^x*(24*x^2 + 12*x^3 + 8*x^4 + 4*x^5) + E^((-12 + 5*E^x*x - 5*x^2)/(-3 + E^x*x - x^2))*(-36*x^3 - 36*x^5 - 4*E^(2*x)*x^5 - 4*x^7 + E^x*(30*x^4 + 6*x^5 + 8*x^6))))/(9 + 6*x^2 + E^(2*x)*x^2 + x^4 + E^x*(-6*x - 2*x^3)),x]","\text{\$Aborted}","\left(x^2-e^{e^{\frac{x}{x+\frac{3}{x-e^x}}+4} x^2+x}\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
9655,1,12,0,0.0059434,"\int \frac{59-10 x}{-6+x} \, dx","Int[(59 - 10*x)/(-6 + x),x]","-10 x-\log (6-x)","-10 x-\log (6-x)",1,"-10*x - Log[6 - x]","A",2,1,11,0.09091,1,"{43}"
9656,1,39,0,0.0538078,"\int \frac{-8+e^3 (4-8 x)+32 x^2+(4-8 x) \log \left(x^2\right)}{x} \, dx","Int[(-8 + E^3*(4 - 8*x) + 32*x^2 + (4 - 8*x)*Log[x^2])/x,x]","16 x^2+\log ^2\left(x^2\right)-8 x \log \left(x^2\right)-8 e^3 x+16 x-4 \left(2-e^3\right) \log (x)","\left(\log \left(x^2\right)-4 x+e^3-2\right)^2",1,"16*x - 8*E^3*x + 16*x^2 - 4*(2 - E^3)*Log[x] - 8*x*Log[x^2] + Log[x^2]^2","B",7,4,30,0.1333,1,"{14, 2346, 2301, 2295}"
9657,1,21,0,0.0234214,"\int \frac{15+\left(6 x+2 e^2 x\right) \log ^2(15)}{\left(6 x^2+2 e^2 x^2\right) \log ^2(15)} \, dx","Int[(15 + (6*x + 2*E^2*x)*Log[15]^2)/((6*x^2 + 2*E^2*x^2)*Log[15]^2),x]","\log (x)-\frac{15}{2 \left(3+e^2\right) x \log ^2(15)}","\frac{5 (x-3)}{2 \left(3+e^2\right) x \log ^2(15)}+\log (x)",1,"-15/(2*(3 + E^2)*x*Log[15]^2) + Log[x]","A",5,4,38,0.1053,1,"{6, 12, 186, 43}"
9658,0,0,0,0.1825816,"\int \frac{e^{2 x} (864+10368 x)+e^{2 x} (72+1728 x) \log (5 x)+72 e^{2 x} x \log ^2(5 x)}{x} \, dx","Int[(E^(2*x)*(864 + 10368*x) + E^(2*x)*(72 + 1728*x)*Log[5*x] + 72*E^(2*x)*x*Log[5*x]^2)/x,x]","\int \frac{e^{2 x} (864+10368 x)+e^{2 x} (72+1728 x) \log (5 x)+72 e^{2 x} x \log ^2(5 x)}{x} \, dx","36 \left(e^{2 x} (\log (5 x)+12)^2-3\right)",1,"5184*E^(2*x) - 144*x*HypergeometricPFQ[{1, 1, 1}, {2, 2, 2}, 2*x] - 36*Log[-2*x]^2 - 72*EulerGamma*Log[x] - 72*(ExpIntegralE[1, -2*x] + ExpIntegralEi[2*x])*Log[x] + 864*E^(2*x)*Log[5*x] + 72*ExpIntegralEi[2*x]*Log[5*x] + 72*Defer[Int][E^(2*x)*Log[5*x]^2, x]","F",0,0,0,0,-1,"{}"
9659,-1,0,0,180.0006602,"\int \frac{-72 x+144 x^2-108 x^3+10 x^4+15 x^5+\left(-48 x^2-72 x^3\right) \log (x)+\left(-12 x^2+12 x^3-36 x^4\right) \log ^2(x)+\left(-8 x^3-12 x^4\right) \log ^3(x)+\left(-2 x^4-3 x^5\right) \log ^4(x)+\left(72 x+108 x^2-30 x^3-45 x^4+\left(96 x+144 x^2\right) \log (x)+\left(12 x+12 x^2+72 x^3\right) \log ^2(x)+\left(24 x^2+36 x^3\right) \log ^3(x)+\left(6 x^3+9 x^4\right) \log ^4(x)\right) \log (2+3 x)+\left(30 x^2+45 x^3+(-48-72 x) \log (x)+\left(-24 x-36 x^2\right) \log ^2(x)+\left(-24 x-36 x^2\right) \log ^3(x)+\left(-6 x^2-9 x^3\right) \log ^4(x)\right) \log ^2(2+3 x)+\left(-10 x-15 x^2+(8+12 x) \log ^3(x)+\left(2 x+3 x^2\right) \log ^4(x)\right) \log ^3(2+3 x)}{-72 x^2-108 x^3+10 x^4+15 x^5+\left(-24 x^3-36 x^4\right) \log ^2(x)+\left(-2 x^4-3 x^5\right) \log ^4(x)+\left(72 x+108 x^2-30 x^3-45 x^4+\left(48 x^2+72 x^3\right) \log ^2(x)+\left(6 x^3+9 x^4\right) \log ^4(x)\right) \log (2+3 x)+\left(30 x^2+45 x^3+\left(-24 x-36 x^2\right) \log ^2(x)+\left(-6 x^2-9 x^3\right) \log ^4(x)\right) \log ^2(2+3 x)+\left(-10 x-15 x^2+\left(2 x+3 x^2\right) \log ^4(x)\right) \log ^3(2+3 x)} \, dx","Int[(-72*x + 144*x^2 - 108*x^3 + 10*x^4 + 15*x^5 + (-48*x^2 - 72*x^3)*Log[x] + (-12*x^2 + 12*x^3 - 36*x^4)*Log[x]^2 + (-8*x^3 - 12*x^4)*Log[x]^3 + (-2*x^4 - 3*x^5)*Log[x]^4 + (72*x + 108*x^2 - 30*x^3 - 45*x^4 + (96*x + 144*x^2)*Log[x] + (12*x + 12*x^2 + 72*x^3)*Log[x]^2 + (24*x^2 + 36*x^3)*Log[x]^3 + (6*x^3 + 9*x^4)*Log[x]^4)*Log[2 + 3*x] + (30*x^2 + 45*x^3 + (-48 - 72*x)*Log[x] + (-24*x - 36*x^2)*Log[x]^2 + (-24*x - 36*x^2)*Log[x]^3 + (-6*x^2 - 9*x^3)*Log[x]^4)*Log[2 + 3*x]^2 + (-10*x - 15*x^2 + (8 + 12*x)*Log[x]^3 + (2*x + 3*x^2)*Log[x]^4)*Log[2 + 3*x]^3)/(-72*x^2 - 108*x^3 + 10*x^4 + 15*x^5 + (-24*x^3 - 36*x^4)*Log[x]^2 + (-2*x^4 - 3*x^5)*Log[x]^4 + (72*x + 108*x^2 - 30*x^3 - 45*x^4 + (48*x^2 + 72*x^3)*Log[x]^2 + (6*x^3 + 9*x^4)*Log[x]^4)*Log[2 + 3*x] + (30*x^2 + 45*x^3 + (-24*x - 36*x^2)*Log[x]^2 + (-6*x^2 - 9*x^3)*Log[x]^4)*Log[2 + 3*x]^2 + (-10*x - 15*x^2 + (2*x + 3*x^2)*Log[x]^4)*Log[2 + 3*x]^3),x]","\text{\$Aborted}","x+\log \left(5-\left(\frac{6}{\log (3 x+2)-x}-\log ^2(x)\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
9660,1,19,0,0.012379,"\int \frac{-8+4 e^{6+2 x} x^2}{3 x^2} \, dx","Int[(-8 + 4*E^(6 + 2*x)*x^2)/(3*x^2),x]","\frac{2}{3} e^{2 x+6}+\frac{8}{3 x}","\frac{2 \left(\left(e^{2 x+6}+6\right) x+4\right)}{3 x}-5",1,"(2*E^(6 + 2*x))/3 + 8/(3*x)","A",4,3,21,0.1429,1,"{12, 14, 2194}"
9661,0,0,0,2.5157227,"\int \frac{\left(x+x^2-x^3\right) \log \left(4+4 x-4 x^2\right)+\log (-1+x) \left(-x+3 x^2-2 x^3+\left(1-2 x^2+x^3\right) \log \left(4+4 x-4 x^2\right)\right)}{\left(1-2 x^2+x^3\right) \log ^2(-1+x) \log ^2\left(4+4 x-4 x^2\right)} \, dx","Int[((x + x^2 - x^3)*Log[4 + 4*x - 4*x^2] + Log[-1 + x]*(-x + 3*x^2 - 2*x^3 + (1 - 2*x^2 + x^3)*Log[4 + 4*x - 4*x^2]))/((1 - 2*x^2 + x^3)*Log[-1 + x]^2*Log[4 + 4*x - 4*x^2]^2),x]","\int \frac{\left(x+x^2-x^3\right) \log \left(4+4 x-4 x^2\right)+\log (-1+x) \left(-x+3 x^2-2 x^3+\left(1-2 x^2+x^3\right) \log \left(4+4 x-4 x^2\right)\right)}{\left(1-2 x^2+x^3\right) \log ^2(-1+x) \log ^2\left(4+4 x-4 x^2\right)} \, dx","\frac{x}{\log (x-1) \log \left(4 \left(x-x^2\right)+4\right)}",1,"-2*Defer[Int][1/(Log[-1 + x]*Log[4 + 4*x - 4*x^2]^2), x] + (4*Defer[Int][1/((1 + Sqrt[5] - 2*x)*Log[-1 + x]*Log[4 + 4*x - 4*x^2]^2), x])/Sqrt[5] - ((5 + Sqrt[5])*Defer[Int][1/((-1 - Sqrt[5] + 2*x)*Log[-1 + x]*Log[4 + 4*x - 4*x^2]^2), x])/5 + (4*Defer[Int][1/((-1 + Sqrt[5] + 2*x)*Log[-1 + x]*Log[4 + 4*x - 4*x^2]^2), x])/Sqrt[5] - ((5 - Sqrt[5])*Defer[Int][1/((-1 + Sqrt[5] + 2*x)*Log[-1 + x]*Log[4 + 4*x - 4*x^2]^2), x])/5 - Defer[Int][1/(Log[-1 + x]^2*Log[4 + 4*x - 4*x^2]), x] - Defer[Int][1/((-1 + x)*Log[-1 + x]^2*Log[4 + 4*x - 4*x^2]), x] + Defer[Int][1/(Log[-1 + x]*Log[4 + 4*x - 4*x^2]), x]","F",0,0,0,0,-1,"{}"
9662,1,56,0,0.6861522,"\int \frac{10240000+e^{2+x} \left(-73728000 x-36864000 x^2\right)+e^{4+2 x} \left(12441600 x^3+6220800 x^4\right)+e^{6+3 x} \left(-699840 x^5-349920 x^6\right)+e^{8+4 x} \left(13122 x^7+6561 x^8\right)}{10240000} \, dx","Int[(10240000 + E^(2 + x)*(-73728000*x - 36864000*x^2) + E^(4 + 2*x)*(12441600*x^3 + 6220800*x^4) + E^(6 + 3*x)*(-699840*x^5 - 349920*x^6) + E^(8 + 4*x)*(13122*x^7 + 6561*x^8))/10240000,x]","\frac{6561 e^{4 x+8} x^8}{40960000}-\frac{729 e^{3 x+6} x^6}{64000}+\frac{243}{800} e^{2 x+4} x^4-\frac{18}{5} e^{x+2} x^2+x","\left(2-\frac{9}{80} e^{x+2} x^2\right)^4+x",1,"x - (18*E^(2 + x)*x^2)/5 + (243*E^(4 + 2*x)*x^4)/800 - (729*E^(6 + 3*x)*x^6)/64000 + (6561*E^(8 + 4*x)*x^8)/40960000","B",58,5,78,0.06410,1,"{12, 1593, 2196, 2176, 2194}"
9663,1,13,0,0.008438,"\int \frac{4-24 x^2}{-81-4 x+8 x^3} \, dx","Int[(4 - 24*x^2)/(-81 - 4*x + 8*x^3),x]","-\log \left(-8 x^3+4 x+81\right)","\log \left(\frac{4}{3-3 \left(-8 x^3-x+5 (x+16)+2\right)}\right)",1,"-Log[81 + 4*x - 8*x^3]","A",1,1,20,0.05000,1,"{1587}"
9664,0,0,0,11.4915539,"\int \frac{10 x^2 \log ^3(x)+\exp \left(\frac{144+72 x+9 x^2+e^4 x^2 \log ^2(x)}{x^2 \log ^2(x)}\right) \left(1440+720 x+90 x^2+(1440+360 x) \log (x)-10 x^2 \log ^3(x)\right)}{x^5 \log ^3(x)-2 \exp \left(\frac{144+72 x+9 x^2+e^4 x^2 \log ^2(x)}{x^2 \log ^2(x)}\right) x^5 \log ^3(x)+\exp \left(\frac{2 \left(144+72 x+9 x^2+e^4 x^2 \log ^2(x)\right)}{x^2 \log ^2(x)}\right) x^5 \log ^3(x)} \, dx","Int[(10*x^2*Log[x]^3 + E^((144 + 72*x + 9*x^2 + E^4*x^2*Log[x]^2)/(x^2*Log[x]^2))*(1440 + 720*x + 90*x^2 + (1440 + 360*x)*Log[x] - 10*x^2*Log[x]^3))/(x^5*Log[x]^3 - 2*E^((144 + 72*x + 9*x^2 + E^4*x^2*Log[x]^2)/(x^2*Log[x]^2))*x^5*Log[x]^3 + E^((2*(144 + 72*x + 9*x^2 + E^4*x^2*Log[x]^2))/(x^2*Log[x]^2))*x^5*Log[x]^3),x]","\int \frac{10 x^2 \log ^3(x)+\exp \left(\frac{144+72 x+9 x^2+e^4 x^2 \log ^2(x)}{x^2 \log ^2(x)}\right) \left(1440+720 x+90 x^2+(1440+360 x) \log (x)-10 x^2 \log ^3(x)\right)}{x^5 \log ^3(x)-2 \exp \left(\frac{144+72 x+9 x^2+e^4 x^2 \log ^2(x)}{x^2 \log ^2(x)}\right) x^5 \log ^3(x)+\exp \left(\frac{2 \left(144+72 x+9 x^2+e^4 x^2 \log ^2(x)\right)}{x^2 \log ^2(x)}\right) x^5 \log ^3(x)} \, dx","\frac{5}{x \left(x e^{\frac{9 (x+4)^2}{x^2 \log ^2(x)}+e^4}-x\right)}",1,"10*Defer[Int][1/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^3), x] - 10*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^3), x] + 1440*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^5*Log[x]^3), x] + 720*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^4*Log[x]^3), x] + 90*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^3*Log[x]^3), x] + 1440*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^5*Log[x]^2), x] + 360*Defer[Int][E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2))/((-1 + E^(E^4 + (9*(4 + x)^2)/(x^2*Log[x]^2)))^2*x^4*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
9665,1,52,0,0.1189171,"\int \frac{e^{-x} \left(4-36 x+16 x^2+e \left(8 x-4 x^2\right)\right)}{-4+e} \, dx","Int[(4 - 36*x + 16*x^2 + E*(8*x - 4*x^2))/((-4 + E)*E^x),x]","-\frac{4 e^{1-x} x^2}{4-e}+\frac{16 e^{-x} x^2}{4-e}-\frac{4 e^{-x} x}{4-e}","4 e^{-x} x \left(x-\frac{1}{4-e}\right)",1,"(-4*x)/((4 - E)*E^x) - (4*E^(1 - x)*x^2)/(4 - E) + (16*x^2)/((4 - E)*E^x)","B",16,4,32,0.1250,1,"{12, 2196, 2194, 2176}"
9666,0,0,0,9.4332735,"\int \frac{e^x \left(-15 x^2+5 x^3+x^4-x^5\right)+e^{x^2} \left(60 x^2-44 x^4+8 x^6\right)+\left(e^x \left(4 x^3-2 x^4\right)+e^{x^2} \left(-16 x^3+16 x^5\right)\right) \log (\log (3))}{e^{x+x^2} \left(-1000+400 x^2-40 x^4\right)+e^{2 x} \left(125-50 x^2+5 x^4\right)+e^{2 x^2} \left(2000-800 x^2+80 x^4\right)+\left(e^{x+x^2} \left(800 x-160 x^3\right)+e^{2 x} \left(-100 x+20 x^3\right)+e^{2 x^2} \left(-1600 x+320 x^3\right)\right) \log (\log (3))+\left(20 e^{2 x} x^2+320 e^{2 x^2} x^2-160 e^{x+x^2} x^2\right) \log ^2(\log (3))} \, dx","Int[(E^x*(-15*x^2 + 5*x^3 + x^4 - x^5) + E^x^2*(60*x^2 - 44*x^4 + 8*x^6) + (E^x*(4*x^3 - 2*x^4) + E^x^2*(-16*x^3 + 16*x^5))*Log[Log[3]])/(E^(x + x^2)*(-1000 + 400*x^2 - 40*x^4) + E^(2*x)*(125 - 50*x^2 + 5*x^4) + E^(2*x^2)*(2000 - 800*x^2 + 80*x^4) + (E^(x + x^2)*(800*x - 160*x^3) + E^(2*x)*(-100*x + 20*x^3) + E^(2*x^2)*(-1600*x + 320*x^3))*Log[Log[3]] + (20*E^(2*x)*x^2 + 320*E^(2*x^2)*x^2 - 160*E^(x + x^2)*x^2)*Log[Log[3]]^2),x]","\int \frac{e^x \left(-15 x^2+5 x^3+x^4-x^5\right)+e^{x^2} \left(60 x^2-44 x^4+8 x^6\right)+\left(e^x \left(4 x^3-2 x^4\right)+e^{x^2} \left(-16 x^3+16 x^5\right)\right) \log (\log (3))}{e^{x+x^2} \left(-1000+400 x^2-40 x^4\right)+e^{2 x} \left(125-50 x^2+5 x^4\right)+e^{2 x^2} \left(2000-800 x^2+80 x^4\right)+\left(e^{x+x^2} \left(800 x-160 x^3\right)+e^{2 x} \left(-100 x+20 x^3\right)+e^{2 x^2} \left(-1600 x+320 x^3\right)\right) \log (\log (3))+\left(20 e^{2 x} x^2+320 e^{2 x^2} x^2-160 e^{x+x^2} x^2\right) \log ^2(\log (3))} \, dx","\frac{x^2}{5 \left(e^x-4 e^{x^2}\right) \left(x-\frac{5}{x}+2 \log (\log (3))\right)}",1,"(2*(5 + Log[Log[3]] + 4*Log[Log[3]]^2)*Defer[Int][E^x/(E^x - 4*E^x^2)^2, x])/5 - ((9 + 8*Log[Log[3]]^2)*Defer[Int][(E^x - 4*E^x^2)^(-1), x])/5 - ((1 + 4*Log[Log[3]])*Defer[Int][(E^x*x)/(E^x - 4*E^x^2)^2, x])/5 + (4*Log[Log[3]]*Defer[Int][x/(E^x - 4*E^x^2), x])/5 + (2*Defer[Int][(E^x*x^2)/(E^x - 4*E^x^2)^2, x])/5 - (2*Defer[Int][x^2/(E^x - 4*E^x^2), x])/5 - 2*(5 + 2*Log[Log[3]]^2)*Defer[Int][1/((E^x - 4*E^x^2)*(-5 + x^2 + 2*x*Log[Log[3]])^2), x] + (2*Log[Log[3]]*(15 + 4*Log[Log[3]]^2)*Defer[Int][x/((E^x - 4*E^x^2)*(-5 + x^2 + 2*x*Log[Log[3]])^2), x])/5 - ((5 + 40*Log[Log[3]] + 4*Log[Log[3]]^2 + 16*Log[Log[3]]^3)*(1 - Log[Log[3]]/Sqrt[5 + Log[Log[3]]^2])*Defer[Int][E^x/((E^x - 4*E^x^2)^2*(2*x + 2*Log[Log[3]] - 2*Sqrt[5 + Log[Log[3]]^2])), x])/5 + (8*Log[Log[3]]*(5 + 2*Log[Log[3]]^2)*(1 - Log[Log[3]]/Sqrt[5 + Log[Log[3]]^2])*Defer[Int][1/((E^x - 4*E^x^2)*(2*x + 2*Log[Log[3]] - 2*Sqrt[5 + Log[Log[3]]^2])), x])/5 - (2*(5 + Log[Log[3]] + 4*Log[Log[3]]^2)*Defer[Int][E^x/((E^x - 4*E^x^2)^2*(-2*x - 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/Sqrt[5 + Log[Log[3]]^2] + (11*(5 + 4*Log[Log[3]]^2)*Defer[Int][1/((E^x - 4*E^x^2)*(-2*x - 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/(5*Sqrt[5 + Log[Log[3]]^2]) - (2*(5 + Log[Log[3]] + 4*Log[Log[3]]^2)*Defer[Int][E^x/((E^x - 4*E^x^2)^2*(2*x + 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/Sqrt[5 + Log[Log[3]]^2] - ((5 + 40*Log[Log[3]] + 4*Log[Log[3]]^2 + 16*Log[Log[3]]^3)*(1 + Log[Log[3]]/Sqrt[5 + Log[Log[3]]^2])*Defer[Int][E^x/((E^x - 4*E^x^2)^2*(2*x + 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/5 + (11*(5 + 4*Log[Log[3]]^2)*Defer[Int][1/((E^x - 4*E^x^2)*(2*x + 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/(5*Sqrt[5 + Log[Log[3]]^2]) + (8*Log[Log[3]]*(5 + 2*Log[Log[3]]^2)*(1 + Log[Log[3]]/Sqrt[5 + Log[Log[3]]^2])*Defer[Int][1/((E^x - 4*E^x^2)*(2*x + 2*Log[Log[3]] + 2*Sqrt[5 + Log[Log[3]]^2])), x])/5","F",0,0,0,0,-1,"{}"
9667,0,0,0,39.6844698,"\int \frac{\exp \left(\frac{16 x-81 x^2-24 e^{\frac{1}{5} (5 x+\log (5))} x^2+9 e^{\frac{2}{5} (5 x+\log (5))} x^3}{16-24 e^{\frac{1}{5} (5 x+\log (5))} x+9 e^{\frac{2}{5} (5 x+\log (5))} x^2}\right) \left(-64+648 x-108 e^{\frac{2}{5} (5 x+\log (5))} x^2+27 e^{\frac{3}{5} (5 x+\log (5))} x^3+e^{\frac{1}{5} (5 x+\log (5))} \left(144 x+486 x^3\right)\right)}{-64+144 e^{\frac{1}{5} (5 x+\log (5))} x-108 e^{\frac{2}{5} (5 x+\log (5))} x^2+27 e^{\frac{3}{5} (5 x+\log (5))} x^3} \, dx","Int[(E^((16*x - 81*x^2 - 24*E^((5*x + Log[5])/5)*x^2 + 9*E^((2*(5*x + Log[5]))/5)*x^3)/(16 - 24*E^((5*x + Log[5])/5)*x + 9*E^((2*(5*x + Log[5]))/5)*x^2))*(-64 + 648*x - 108*E^((2*(5*x + Log[5]))/5)*x^2 + 27*E^((3*(5*x + Log[5]))/5)*x^3 + E^((5*x + Log[5])/5)*(144*x + 486*x^3)))/(-64 + 144*E^((5*x + Log[5])/5)*x - 108*E^((2*(5*x + Log[5]))/5)*x^2 + 27*E^((3*(5*x + Log[5]))/5)*x^3),x]","\int \frac{\exp \left(\frac{16 x-81 x^2-24 e^{\frac{1}{5} (5 x+\log (5))} x^2+9 e^{\frac{2}{5} (5 x+\log (5))} x^3}{16-24 e^{\frac{1}{5} (5 x+\log (5))} x+9 e^{\frac{2}{5} (5 x+\log (5))} x^2}\right) \left(-64+648 x-108 e^{\frac{2}{5} (5 x+\log (5))} x^2+27 e^{\frac{3}{5} (5 x+\log (5))} x^3+e^{\frac{1}{5} (5 x+\log (5))} \left(144 x+486 x^3\right)\right)}{-64+144 e^{\frac{1}{5} (5 x+\log (5))} x-108 e^{\frac{2}{5} (5 x+\log (5))} x^2+27 e^{\frac{3}{5} (5 x+\log (5))} x^3} \, dx","e^{x-\frac{9}{\left(\frac{4}{3 x}-\sqrt[5]{5} e^x\right)^2}}",1,"Defer[Int][E^((x*(16 - 3*(27 + 8*5^(1/5)*E^x)*x + 9*5^(2/5)*E^(2*x)*x^2))/(4 - 3*5^(1/5)*E^x*x)^2), x] + 648*Defer[Int][(E^((x*(16 - 3*(27 + 8*5^(1/5)*E^x)*x + 9*5^(2/5)*E^(2*x)*x^2))/(4 - 3*5^(1/5)*E^x*x)^2)*x)/(-4 + 3*5^(1/5)*E^x*x)^3, x] + 648*Defer[Int][(E^((x*(16 - 3*(27 + 8*5^(1/5)*E^x)*x + 9*5^(2/5)*E^(2*x)*x^2))/(4 - 3*5^(1/5)*E^x*x)^2)*x^2)/(-4 + 3*5^(1/5)*E^x*x)^3, x] + 162*Defer[Int][(E^((x*(16 - 3*(27 + 8*5^(1/5)*E^x)*x + 9*5^(2/5)*E^(2*x)*x^2))/(4 - 3*5^(1/5)*E^x*x)^2)*x^2)/(-4 + 3*5^(1/5)*E^x*x)^2, x]","F",0,0,0,0,-1,"{}"
9668,0,0,0,0.1291358,"\int \frac{4 e^{2 e^{2/x}+\frac{2}{x}}+2 x^2+e^{x+x^2} \left(x^2+2 x^3\right)}{x^2} \, dx","Int[(4*E^(2*E^(2/x) + 2/x) + 2*x^2 + E^(x + x^2)*(x^2 + 2*x^3))/x^2,x]","\int \frac{4 e^{2 e^{2/x}+\frac{2}{x}}+2 x^2+e^{x+x^2} \left(x^2+2 x^3\right)}{x^2} \, dx","e^{x^2+x}+2 x-e^{2 e^{2/x}}-6+\log (4)",1,"E^(x + x^2) + 2*x + 4*Defer[Int][E^((2*(1 + E^(2/x)*x))/x)/x^2, x]","F",0,0,0,0,-1,"{}"
9669,0,0,0,20.1098708,"\int \frac{e^{5+e^{\frac{3 x}{5+e^2+2 x}}-x} \left(25+e^4 (1-x)-5 x-16 x^2-4 x^3+e^{\frac{3 x}{5+e^2+2 x}} \left(15 x+3 e^2 x\right)+e^2 \left(10-6 x-4 x^2\right)\right)}{25+e^4+20 x+4 x^2+e^2 (10+4 x)} \, dx","Int[(E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)*(25 + E^4*(1 - x) - 5*x - 16*x^2 - 4*x^3 + E^((3*x)/(5 + E^2 + 2*x))*(15*x + 3*E^2*x) + E^2*(10 - 6*x - 4*x^2)))/(25 + E^4 + 20*x + 4*x^2 + E^2*(10 + 4*x)),x]","\int \frac{e^{5+e^{\frac{3 x}{5+e^2+2 x}}-x} \left(25+e^4 (1-x)-5 x-16 x^2-4 x^3+e^{\frac{3 x}{5+e^2+2 x}} \left(15 x+3 e^2 x\right)+e^2 \left(10-6 x-4 x^2\right)\right)}{25+e^4+20 x+4 x^2+e^2 (10+4 x)} \, dx","e^{-x+e^{\frac{3 x}{2 x+e^2+5}}+5} x",1,"-4*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x), x] + (5 + E^2)*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x), x] - Defer[Int][E^(7 + E^((3*x)/(5 + E^2 + 2*x)) - x), x] - Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)*x, x] + 25*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x)^2, x] + (5*(5 + E^2)*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x)^2, x])/2 - 4*(5 + E^2)^2*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x)^2, x] + ((5 + E^2)^3*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x)^2, x])/2 - ((7 + E^2)*Defer[Int][E^(9 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x)^2, x])/2 - (3*(5 + E^2)^2*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x + (3*x)/(5 + E^2 + 2*x))/(5 + E^2 + 2*x)^2, x])/2 - (5*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x), x])/2 + 8*(5 + E^2)*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x), x] - (3*(5 + E^2)^2*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x), x])/2 + (7 + 2*E^2)*Defer[Int][E^(7 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x), x] - Defer[Int][E^(9 + E^((3*x)/(5 + E^2 + 2*x)) - x)/(5 + E^2 + 2*x), x]/2 + (3*(5 + E^2)*Defer[Int][E^(5 + E^((3*x)/(5 + E^2 + 2*x)) - x + (3*x)/(5 + E^2 + 2*x))/(5 + E^2 + 2*x), x])/2","F",0,0,0,0,-1,"{}"
9670,1,33,0,0.0996873,"\int \frac{1}{4} \left(e^{\frac{1}{4} \left(16-e^{e^x}-4 x\right)} \left(-4-e^{e^x+x}\right)+e^{e+27 x-2 x^2} (-108+16 x)\right) \, dx","Int[(E^((16 - E^E^x - 4*x)/4)*(-4 - E^(E^x + x)) + E^(E + 27*x - 2*x^2)*(-108 + 16*x))/4,x]","e^{\frac{1}{4} \left(-4 x-e^{e^x}+16\right)}-e^{-2 x^2+27 x+e}","e^{-x-\frac{e^{e^x}}{4}+4}-e^{(27-2 x) x+e}",1,"E^((16 - E^E^x - 4*x)/4) - E^(E + 27*x - 2*x^2)","A",4,3,53,0.05660,1,"{12, 6706, 2236}"
9671,0,0,0,0.8261193,"\int \frac{2 e \log (2)+(-4 e \log (2)+2 e x \log (2) \log (3)) \log (x)+(e \log (2)-e x \log (2) \log (3)) \log ^2(x)}{4\ 3^x \log ^2(x)-4\ 3^x \log ^3(x)+3^x \log ^4(x)} \, dx","Int[(2*E*Log[2] + (-4*E*Log[2] + 2*E*x*Log[2]*Log[3])*Log[x] + (E*Log[2] - E*x*Log[2]*Log[3])*Log[x]^2)/(4*3^x*Log[x]^2 - 4*3^x*Log[x]^3 + 3^x*Log[x]^4),x]","\int \frac{2 e \log (2)+(-4 e \log (2)+2 e x \log (2) \log (3)) \log (x)+(e \log (2)-e x \log (2) \log (3)) \log ^2(x)}{4\ 3^x \log ^2(x)-4\ 3^x \log ^3(x)+3^x \log ^4(x)} \, dx","\frac{e 3^{-x} x \log (2)}{(\log (x)-2) \log (x)}",1,"-1/2*(E*Log[2]*Defer[Int][1/(3^x*(-2 + Log[x])^2), x]) + (E*Log[2]*Defer[Int][1/(3^x*(-2 + Log[x])), x])/2 - (E*Log[2]*Log[9]*Defer[Int][x/(3^x*(-2 + Log[x])), x])/4 + (E*Log[2]*Defer[Int][1/(3^x*Log[x]^2), x])/2 - (E*Log[2]*Defer[Int][1/(3^x*Log[x]), x])/2 + (E*Log[2]*Log[9]*Defer[Int][x/(3^x*Log[x]), x])/4","F",0,0,0,0,-1,"{}"
9672,1,17,0,0.0376091,"\int \frac{75-53 x+148 x^2+6 x^3}{75 x+3 x^2} \, dx","Int[(75 - 53*x + 148*x^2 + 6*x^3)/(75*x + 3*x^2),x]","x^2-\frac{2 x}{3}+\log (x)-2 \log (x+25)","\frac{x \left(x^2+\frac{2 (5-x)}{3}\right)-4 x}{x}-\log \left(\frac{(x+25)^2}{x}\right)",1,"(-2*x)/3 + x^2 + Log[x] - 2*Log[25 + x]","A",3,2,27,0.07407,1,"{1593, 1620}"
9673,1,26,0,0.0150836,"\int \left(11+24 e^{2 x}+e^x (-48+12 x)\right) \, dx","Int[11 + 24*E^(2*x) + E^x*(-48 + 12*x),x]","-12 e^x (4-x)-12 e^x+12 e^{2 x}+11 x","12 \left(e^x (x-5)+e^{2 x}+x\right)-x",1,"-12*E^x + 12*E^(2*x) - 12*E^x*(4 - x) + 11*x","A",4,2,18,0.1111,1,"{2194, 2176}"
9674,1,77,0,0.6619884,"\int \frac{-62208+373392 x^2-1728 x^4+2 x^6+\left(62208-432 x^2\right) \log (x)}{186624 x^2-864 x^4+x^6} \, dx","Int[(-62208 + 373392*x^2 - 1728*x^4 + 2*x^6 + (62208 - 432*x^2)*Log[x])/(186624*x^2 - 864*x^4 + x^6),x]","-\frac{2591 x}{6 \left(432-x^2\right)}-\frac{72}{\left(432-x^2\right) x}-\frac{x \log (x)}{3 \left(432-x^2\right)}+\frac{x^3}{432-x^2}+3 x+\frac{1}{6 x}-\frac{\log (x)}{3 x}","-\frac{\log (x)}{\left(3-\frac{x^2}{144}\right) x}+2 x-6",1,"1/(6*x) + 3*x - 72/(x*(432 - x^2)) - (2591*x)/(6*(432 - x^2)) + x^3/(432 - x^2) - Log[x]/(3*x) - (x*Log[x])/(3*(432 - x^2))","B",27,16,44,0.3636,1,"{1594, 28, 6741, 12, 6742, 199, 207, 290, 325, 288, 321, 2357, 2304, 2323, 2324, 5912}"
9675,0,0,0,1.9484019,"\int \frac{1}{36} \exp \left(1+e^{\frac{1}{36} \left(-108-36 e^x+x\right)}+e^{1+e^{\frac{1}{36} \left(-108-36 e^x+x\right)}} x\right) \left(-36+e^{\frac{1}{36} \left(-108-36 e^x+x\right)} \left(-x+36 e^x x\right)\right) \, dx","Int[(E^(1 + E^((-108 - 36*E^x + x)/36) + E^(1 + E^((-108 - 36*E^x + x)/36))*x)*(-36 + E^((-108 - 36*E^x + x)/36)*(-x + 36*E^x*x)))/36,x]","\int \frac{1}{36} \exp \left(1+e^{\frac{1}{36} \left(-108-36 e^x+x\right)}+e^{1+e^{\frac{1}{36} \left(-108-36 e^x+x\right)}} x\right) \left(-36+e^{\frac{1}{36} \left(-108-36 e^x+x\right)} \left(-x+36 e^x x\right)\right) \, dx","-e^{e^{e^{\frac{x}{36}-e^x-3}+1} x}-4",1,"-Defer[Int][E^(1 + E^((-108 - 36*E^x + x)/36) + E^(1 + E^((-108 - 36*E^x + x)/36))*x), x] - Defer[Int][E^(1 + E^((-108 - 36*E^x + x)/36) + E^(1 + E^((-108 - 36*E^x + x)/36))*x + (-108 - 36*E^x + x)/36)*x, x]/36 + Defer[Int][E^(1 + E^((-108 - 36*E^x + x)/36) + x + E^(1 + E^((-108 - 36*E^x + x)/36))*x + (-108 - 36*E^x + x)/36)*x, x]","F",0,0,0,0,-1,"{}"
9676,0,0,0,0.7427509,"\int \frac{1}{3} e^{-2 x} x^{2 x} \left(96 x+\left(-9 x^2+4 x^3\right) \log (4)+\left(96 x^2+\left(-6 x^3+2 x^4\right) \log (4)\right) \log (x)\right) \, dx","Int[(x^(2*x)*(96*x + (-9*x^2 + 4*x^3)*Log[4] + (96*x^2 + (-6*x^3 + 2*x^4)*Log[4])*Log[x]))/(3*E^(2*x)),x]","\int \frac{1}{3} e^{-2 x} x^{2 x} \left(96 x+\left(-9 x^2+4 x^3\right) \log (4)+\left(96 x^2+\left(-6 x^3+2 x^4\right) \log (4)\right) \log (x)\right) \, dx","e^{-2 x} x^{2 x+2} \left(\left(\frac{x}{3}-1\right) x \log (4)+16\right)",1,"32*Defer[Int][x^(1 + 2*x)/E^(2*x), x] - 3*Log[4]*Defer[Int][x^(2 + 2*x)/E^(2*x), x] + 32*Log[x]*Defer[Int][x^(2 + 2*x)/E^(2*x), x] + (4*Log[4]*Defer[Int][x^(3 + 2*x)/E^(2*x), x])/3 - 2*Log[4]*Log[x]*Defer[Int][x^(3 + 2*x)/E^(2*x), x] + (2*Log[4]*Log[x]*Defer[Int][x^(4 + 2*x)/E^(2*x), x])/3 - 32*Defer[Int][Defer[Int][x^(2 + 2*x)/E^(2*x), x]/x, x] + 2*Log[4]*Defer[Int][Defer[Int][x^(3 + 2*x)/E^(2*x), x]/x, x] - (2*Log[4]*Defer[Int][Defer[Int][x^(4 + 2*x)/E^(2*x), x]/x, x])/3","F",0,0,0,0,-1,"{}"
9677,1,37,0,0.2488872,"\int \frac{8 x^3+4 e x^3+4 x^4+e^2 x^4+e^2 \left(8 x^3+4 e x^3+4 x^4\right) \log \left(e^3 (2+e+x)\right)}{2+e+x} \, dx","Int[(8*x^3 + 4*E*x^3 + 4*x^4 + E^2*x^4 + E^2*(8*x^3 + 4*E*x^3 + 4*x^4)*Log[E^3*(2 + E + x)])/(2 + E + x),x]","\frac{1}{4} \left(4+e^2\right) x^4-\frac{e^2 x^4}{4}+e^2 x^4 (\log (x+e+2)+3)","x^4 \left(e^2 \log \left(e^3 (x+e+2)\right)+1\right)",1,"-1/4*(E^2*x^4) + ((4 + E^2)*x^4)/4 + E^2*x^4*(3 + Log[2 + E + x])","A",9,5,61,0.08197,1,"{6, 6742, 77, 2395, 43}"
9678,1,32,0,0.0692964,"\int \frac{-3+e^x x^2+e^{72 \log ^2(3 x)} (-1+144 \log (3 x))}{2 x^2} \, dx","Int[(-3 + E^x*x^2 + E^(72*Log[3*x]^2)*(-1 + 144*Log[3*x]))/(2*x^2),x]","\frac{e^x}{2}+\frac{3}{2 x}+\frac{e^{72 \log ^2(3 x)}}{2 x}","\frac{e^x x+e^{72 \log ^2(3 x)}+3}{2 x}",1,"E^x/2 + 3/(2*x) + E^(72*Log[3*x]^2)/(2*x)","A",7,4,35,0.1143,1,"{12, 14, 2194, 2288}"
9679,0,0,0,1.2259727,"\int \frac{20-18 \log (9)+4 \log ^2(9)+e^{4+50 x^2} \log ^2(9)+e^{25 x^2} \left(e^2 \left(-9-50 x^2\right) \log (9)+4 e^2 \log ^2(9)\right)}{25-20 \log (9)+4 \log ^2(9)+e^{4+50 x^2} \log ^2(9)+e^{25 x^2} \left(-10 e^2 \log (9)+4 e^2 \log ^2(9)\right)} \, dx","Int[(20 - 18*Log[9] + 4*Log[9]^2 + E^(4 + 50*x^2)*Log[9]^2 + E^(25*x^2)*(E^2*(-9 - 50*x^2)*Log[9] + 4*E^2*Log[9]^2))/(25 - 20*Log[9] + 4*Log[9]^2 + E^(4 + 50*x^2)*Log[9]^2 + E^(25*x^2)*(-10*E^2*Log[9] + 4*E^2*Log[9]^2)),x]","\int \frac{20-18 \log (9)+4 \log ^2(9)+e^{4+50 x^2} \log ^2(9)+e^{25 x^2} \left(e^2 \left(-9-50 x^2\right) \log (9)+4 e^2 \log ^2(9)\right)}{25-20 \log (9)+4 \log ^2(9)+e^{4+50 x^2} \log ^2(9)+e^{25 x^2} \left(-10 e^2 \log (9)+4 e^2 \log ^2(9)\right)} \, dx","-\frac{x}{\left(-e^{25 x^2+2}-2\right) \log (9)+5}+x+4",1,"x - 50*(5 - Log[81])*Defer[Int][x^2/(5*(1 - (4*Log[3])/5) - E^(2 + 25*x^2)*Log[9])^2, x] + 50*Defer[Int][x^2/(5*(1 - (4*Log[3])/5) - E^(2 + 25*x^2)*Log[9]), x] + Defer[Int][(-5*(1 - (4*Log[3])/5) + E^(2 + 25*x^2)*Log[9])^(-1), x]","F",0,0,0,0,-1,"{}"
9680,0,0,0,0.9934082,"\int \frac{612-657 x+162 x^2+(108-54 x) \log (2-x)}{-578 x^3+697 x^4-276 x^5+36 x^6+\left(-204 x^3+174 x^4-36 x^5\right) \log (2-x)+\left(-18 x^3+9 x^4\right) \log ^2(2-x)} \, dx","Int[(612 - 657*x + 162*x^2 + (108 - 54*x)*Log[2 - x])/(-578*x^3 + 697*x^4 - 276*x^5 + 36*x^6 + (-204*x^3 + 174*x^4 - 36*x^5)*Log[2 - x] + (-18*x^3 + 9*x^4)*Log[2 - x]^2),x]","\int \frac{612-657 x+162 x^2+(108-54 x) \log (2-x)}{-578 x^3+697 x^4-276 x^5+36 x^6+\left(-204 x^3+174 x^4-36 x^5\right) \log (2-x)+\left(-18 x^3+9 x^4\right) \log ^2(2-x)} \, dx","\frac{3}{x^2 \left(-2 x+\log (2-x)+\frac{17}{3}\right)}",1,"(-27*Defer[Int][1/((-2 + x)*(-17 + 6*x - 3*Log[2 - x])^2), x])/4 + (135*Defer[Int][1/(x^2*(-17 + 6*x - 3*Log[2 - x])^2), x])/2 + (27*Defer[Int][1/(x*(-17 + 6*x - 3*Log[2 - x])^2), x])/4 + 18*Defer[Int][1/(x^3*(-17 + 6*x - 3*Log[2 - x])), x]","F",0,0,0,0,-1,"{}"
9681,0,0,0,51.7999413,"\int \frac{e^{2 x^2} \left(-96 x^2+24 x^3-24 e^x x^4\right)+e^{4 x^2} \left(-32 x^2+8 x^3-8 e^x x^4\right)+e^{x^2} \left(32 x^2-8 x^3+8 e^x x^4\right)+e^{3 x^2} \left(96 x^2-24 x^3+24 e^x x^4\right)+\left(20-30 x+5 x^2+15 e^x x^2+e^{x^2} \left(-16+24 x-4 x^2-12 e^x x^2\right)+e^{3 x^2} \left(-16+24 x-4 x^2-12 e^x x^2\right)+e^{4 x^2} \left(4-6 x+x^2+3 e^x x^2\right)+e^{2 x^2} \left(24-36 x+6 x^2+18 e^x x^2\right)\right) \log \left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)+\left(-5 e^x+4 e^{x+x^2}-6 e^{x+2 x^2}+4 e^{x+3 x^2}-e^{x+4 x^2}\right) \log ^2\left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)}{\left(5 e^x-4 e^{x+x^2}+6 e^{x+2 x^2}-4 e^{x+3 x^2}+e^{x+4 x^2}\right) \log ^2\left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)} \, dx","Int[(E^(2*x^2)*(-96*x^2 + 24*x^3 - 24*E^x*x^4) + E^(4*x^2)*(-32*x^2 + 8*x^3 - 8*E^x*x^4) + E^x^2*(32*x^2 - 8*x^3 + 8*E^x*x^4) + E^(3*x^2)*(96*x^2 - 24*x^3 + 24*E^x*x^4) + (20 - 30*x + 5*x^2 + 15*E^x*x^2 + E^x^2*(-16 + 24*x - 4*x^2 - 12*E^x*x^2) + E^(3*x^2)*(-16 + 24*x - 4*x^2 - 12*E^x*x^2) + E^(4*x^2)*(4 - 6*x + x^2 + 3*E^x*x^2) + E^(2*x^2)*(24 - 36*x + 6*x^2 + 18*E^x*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)] + (-5*E^x + 4*E^(x + x^2) - 6*E^(x + 2*x^2) + 4*E^(x + 3*x^2) - E^(x + 4*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2)/((5*E^x - 4*E^(x + x^2) + 6*E^(x + 2*x^2) - 4*E^(x + 3*x^2) + E^(x + 4*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2),x]","\int \frac{e^{2 x^2} \left(-96 x^2+24 x^3-24 e^x x^4\right)+e^{4 x^2} \left(-32 x^2+8 x^3-8 e^x x^4\right)+e^{x^2} \left(32 x^2-8 x^3+8 e^x x^4\right)+e^{3 x^2} \left(96 x^2-24 x^3+24 e^x x^4\right)+\left(20-30 x+5 x^2+15 e^x x^2+e^{x^2} \left(-16+24 x-4 x^2-12 e^x x^2\right)+e^{3 x^2} \left(-16+24 x-4 x^2-12 e^x x^2\right)+e^{4 x^2} \left(4-6 x+x^2+3 e^x x^2\right)+e^{2 x^2} \left(24-36 x+6 x^2+18 e^x x^2\right)\right) \log \left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)+\left(-5 e^x+4 e^{x+x^2}-6 e^{x+2 x^2}+4 e^{x+3 x^2}-e^{x+4 x^2}\right) \log ^2\left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)}{\left(5 e^x-4 e^{x+x^2}+6 e^{x+2 x^2}-4 e^{x+3 x^2}+e^{x+4 x^2}\right) \log ^2\left(5-4 e^{x^2}+6 e^{2 x^2}-4 e^{3 x^2}+e^{4 x^2}\right)} \, dx","\frac{x \left(x^2+e^{-x} (4-x)\right)}{\log \left(\left(1-e^{x^2}\right)^4+4\right)}-x",1,"-x - 32*Defer[Int][x^2/(E^x*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 16*Defer[Int][x^2/(E^x*(1 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 80*Defer[Int][x^2/(E^x*(5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] - 32*Defer[Int][(E^(-x + x^2)*x^2)/((5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 8*Defer[Int][x^3/(E^x*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] - 4*Defer[Int][x^3/(E^x*(1 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] - 20*Defer[Int][x^3/(E^x*(5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 8*Defer[Int][(E^(-x + x^2)*x^3)/((5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] - 8*Defer[Int][x^4/Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2, x] + 4*Defer[Int][x^4/((1 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 20*Defer[Int][x^4/((5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] - 8*Defer[Int][(E^x^2*x^4)/((5 - 4*E^x^2 + E^(2*x^2))*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]^2), x] + 4*Defer[Int][1/(E^x*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]), x] - 6*Defer[Int][x/(E^x*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]), x] + 3*Defer[Int][x^2/Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)], x] + Defer[Int][x^2/(E^x*Log[5 - 4*E^x^2 + 6*E^(2*x^2) - 4*E^(3*x^2) + E^(4*x^2)]), x]","F",0,0,0,0,-1,"{}"
9682,1,4,0,0.0003638,"\int -\frac{1}{x} \, dx","Int[-x^(-1),x]","-\log (x)","-\log (x)+13-\log (2)",1,"-Log[x]","A",1,1,5,0.2000,1,"{29}"
9683,0,0,0,1.3640149,"\int \frac{-11552 x^3-4864 x^3 \log \left(x^2\right)-512 x^3 \log ^2\left(x^2\right)+e^{-\frac{1}{19+4 \log \left(x^2\right)}} \left(-353-152 \log \left(x^2\right)-16 \log ^2\left(x^2\right)\right)}{361 x^2+152 x^2 \log \left(x^2\right)+16 x^2 \log ^2\left(x^2\right)} \, dx","Int[(-11552*x^3 - 4864*x^3*Log[x^2] - 512*x^3*Log[x^2]^2 + (-353 - 152*Log[x^2] - 16*Log[x^2]^2)/E^(19 + 4*Log[x^2])^(-1))/(361*x^2 + 152*x^2*Log[x^2] + 16*x^2*Log[x^2]^2),x]","\int \frac{-11552 x^3-4864 x^3 \log \left(x^2\right)-512 x^3 \log ^2\left(x^2\right)+e^{-\frac{1}{19+4 \log \left(x^2\right)}} \left(-353-152 \log \left(x^2\right)-16 \log ^2\left(x^2\right)\right)}{361 x^2+152 x^2 \log \left(x^2\right)+16 x^2 \log ^2\left(x^2\right)} \, dx","-16 x^2+\frac{e^{\frac{x}{x-4 x \left(\log \left(x^2\right)+5\right)}}}{x}+2",1,"-16*x^2 - Defer[Int][E^(-19 - 4*Log[x^2])^(-1)/x^2, x] + 8*Defer[Int][E^(-19 - 4*Log[x^2])^(-1)/(x^2*(19 + 4*Log[x^2])^2), x]","F",0,0,0,0,-1,"{}"
9684,0,0,0,0.7242885,"\int \frac{e^{\frac{-1+125 x-25 x^2}{25+5 x}} \left(626-250 x-25 x^2\right)+e^x \left(-125-175 x-55 x^2-5 x^3\right)}{125+50 x+5 x^2} \, dx","Int[(E^((-1 + 125*x - 25*x^2)/(25 + 5*x))*(626 - 250*x - 25*x^2) + E^x*(-125 - 175*x - 55*x^2 - 5*x^3))/(125 + 50*x + 5*x^2),x]","\int \frac{e^{\frac{-1+125 x-25 x^2}{25+5 x}} \left(626-250 x-25 x^2\right)+e^x \left(-125-175 x-55 x^2-5 x^3\right)}{125+50 x+5 x^2} \, dx","e^{\frac{5 (5-x) x-\frac{1}{5}}{x+5}}-e^x x",1,"E^x - E^x*(1 + x) - 5*Defer[Int][E^((-1 + 125*x - 25*x^2)/(5*(5 + x))), x] + (1251*Defer[Int][E^((-1 + 125*x - 25*x^2)/(5*(5 + x)))/(5 + x)^2, x])/5","F",0,0,0,0,-1,"{}"
9685,0,0,0,3.2434675,"\int \frac{e^{-\frac{2}{\log (4-x)}} \left(40 x^2+40 x^3+10 x^4+e^{\frac{8}{2+x}+\frac{2}{\log (4-x)}} (-32+8 x) \log ^2(4-x)+\left(-160 x-120 x^2+10 x^4\right) \log ^2(4-x)\right)}{\left(-16-12 x+x^3\right) \log ^2(4-x)} \, dx","Int[(40*x^2 + 40*x^3 + 10*x^4 + E^(8/(2 + x) + 2/Log[4 - x])*(-32 + 8*x)*Log[4 - x]^2 + (-160*x - 120*x^2 + 10*x^4)*Log[4 - x]^2)/(E^(2/Log[4 - x])*(-16 - 12*x + x^3)*Log[4 - x]^2),x]","\int \frac{e^{-\frac{2}{\log (4-x)}} \left(40 x^2+40 x^3+10 x^4+e^{\frac{8}{2+x}+\frac{2}{\log (4-x)}} (-32+8 x) \log ^2(4-x)+\left(-160 x-120 x^2+10 x^4\right) \log ^2(4-x)\right)}{\left(-16-12 x+x^3\right) \log ^2(4-x)} \, dx","5 x^2 e^{-\frac{2}{\log (4-x)}}-e^{\frac{8}{x+2}}",1,"-E^(8/(2 + x)) + 80/E^(2/Log[4 - x]) + 10*Defer[Int][x/E^(2/Log[4 - x]), x] - 80*Defer[Subst][Defer[Int][1/(E^(2/Log[x])*Log[x]^2), x], x, 4 - x] + 10*Defer[Subst][Defer[Int][x/(E^(2/Log[x])*Log[x]^2), x], x, 4 - x]","F",0,0,0,0,-1,"{}"
9686,0,0,0,3.3856866,"\int \frac{\exp \left(\frac{-27 x^4+x^5}{-x^4+(-108+4 x) \log (2)}\right) \left(x^8-x^9+\left(11880 x^4-872 x^5+16 x^6\right) \log (2)+\left(11664-864 x+16 x^2\right) \log ^2(2)\right)}{x^8+\left(216 x^4-8 x^5\right) \log (2)+\left(11664-864 x+16 x^2\right) \log ^2(2)} \, dx","Int[(E^((-27*x^4 + x^5)/(-x^4 + (-108 + 4*x)*Log[2]))*(x^8 - x^9 + (11880*x^4 - 872*x^5 + 16*x^6)*Log[2] + (11664 - 864*x + 16*x^2)*Log[2]^2))/(x^8 + (216*x^4 - 8*x^5)*Log[2] + (11664 - 864*x + 16*x^2)*Log[2]^2),x]","\int \frac{\exp \left(\frac{-27 x^4+x^5}{-x^4+(-108+4 x) \log (2)}\right) \left(x^8-x^9+\left(11880 x^4-872 x^5+16 x^6\right) \log (2)+\left(11664-864 x+16 x^2\right) \log ^2(2)\right)}{x^8+\left(216 x^4-8 x^5\right) \log (2)+\left(11664-864 x+16 x^2\right) \log ^2(2)} \, dx","x e^{\frac{x}{\frac{4 \log (2)}{x^3}+\frac{x}{27-x}}}",1,"Defer[Int][E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2])), x] - Defer[Int][E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x, x] - 1259712*Log[2]^2*Defer[Int][E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))/(x^4 + 108*Log[2] - 4*x*Log[2])^2, x] + 128304*Log[2]^2*Defer[Int][(E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x)/(x^4 + 108*Log[2] - 4*x*Log[2])^2, x] - 4320*Log[2]^2*Defer[Int][(E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x^2)/(x^4 + 108*Log[2] - 4*x*Log[2])^2, x] + 48*Log[2]^2*Defer[Int][(E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x^3)/(x^4 + 108*Log[2] - 4*x*Log[2])^2, x] + 11664*Log[2]*Defer[Int][E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))/(x^4 + 108*Log[2] - 4*x*Log[2]), x] - 648*Log[2]*Defer[Int][(E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x)/(x^4 + 108*Log[2] - 4*x*Log[2]), x] + 8*Log[2]*Defer[Int][(E^(((-27 + x)*x^4)/(-x^4 - 108*Log[2] + 4*x*Log[2]))*x^2)/(x^4 + 108*Log[2] - 4*x*Log[2]), x]","F",0,0,0,0,-1,"{}"
9687,0,0,0,0.8968768,"\int \frac{-15 x \log (3)+5 x \log (3) \log (x)+(5+5 x) \log (3) \log (1+x)}{\left(288 x+288 x^2+\left(-192 x-192 x^2\right) \log (x)+\left(32 x+32 x^2\right) \log ^2(x)\right) \log ^2(1+x)} \, dx","Int[(-15*x*Log[3] + 5*x*Log[3]*Log[x] + (5 + 5*x)*Log[3]*Log[1 + x])/((288*x + 288*x^2 + (-192*x - 192*x^2)*Log[x] + (32*x + 32*x^2)*Log[x]^2)*Log[1 + x]^2),x]","\int \frac{-15 x \log (3)+5 x \log (3) \log (x)+(5+5 x) \log (3) \log (1+x)}{\left(288 x+288 x^2+\left(-192 x-192 x^2\right) \log (x)+\left(32 x+32 x^2\right) \log ^2(x)\right) \log ^2(1+x)} \, dx","-\frac{5 \log (3)}{32 (\log (x)-3) \log (x+1)}",1,"(5*Log[3]*Defer[Int][1/((1 + x)*(-3 + Log[x])*Log[1 + x]^2), x])/32 + (5*Log[3]*Defer[Int][1/(x*(-3 + Log[x])^2*Log[1 + x]), x])/32","F",0,0,0,0,-1,"{}"
9688,1,20,0,0.005959,"\int \left(1-e^3+20 x+75 x^2\right) \, dx","Int[1 - E^3 + 20*x + 75*x^2,x]","25 x^3+10 x^2+\left(1-e^3\right) x","x \left((5 x+1)^2-e^3\right)",1,"(1 - E^3)*x + 10*x^2 + 25*x^3","A",1,0,15,0,1,"{}"
9689,0,0,0,5.8450341,"\int \frac{4 x^4+24 x^5-24 x^6+\left(-8 x^3-48 x^4+48 x^5\right) \log (4)+\left(4 x^2+24 x^3-24 x^4\right) \log ^2(4)+e^x \left(-12 x^2-20 x^3+\left(8 x+20 x^2\right) \log (4)\right)+\left(-8 x^4+8 x^5+\left(16 x^3-16 x^4\right) \log (4)+\left(-8 x^2+8 x^3\right) \log ^2(4)+e^x \left(8 x^2-8 x \log (4)\right)\right) \log \left(\frac{e^x-x^2+x^3+\left(x-x^2\right) \log (4)}{-x+\log (4)}\right)}{5 x^3-5 x^4+\left(-10 x^2+10 x^3\right) \log (4)+\left(5 x-5 x^2\right) \log ^2(4)+e^x (-5 x+5 \log (4))} \, dx","Int[(4*x^4 + 24*x^5 - 24*x^6 + (-8*x^3 - 48*x^4 + 48*x^5)*Log[4] + (4*x^2 + 24*x^3 - 24*x^4)*Log[4]^2 + E^x*(-12*x^2 - 20*x^3 + (8*x + 20*x^2)*Log[4]) + (-8*x^4 + 8*x^5 + (16*x^3 - 16*x^4)*Log[4] + (-8*x^2 + 8*x^3)*Log[4]^2 + E^x*(8*x^2 - 8*x*Log[4]))*Log[(E^x - x^2 + x^3 + (x - x^2)*Log[4])/(-x + Log[4])])/(5*x^3 - 5*x^4 + (-10*x^2 + 10*x^3)*Log[4] + (5*x - 5*x^2)*Log[4]^2 + E^x*(-5*x + 5*Log[4])),x]","\int \frac{4 x^4+24 x^5-24 x^6+\left(-8 x^3-48 x^4+48 x^5\right) \log (4)+\left(4 x^2+24 x^3-24 x^4\right) \log ^2(4)+e^x \left(-12 x^2-20 x^3+\left(8 x+20 x^2\right) \log (4)\right)+\left(-8 x^4+8 x^5+\left(16 x^3-16 x^4\right) \log (4)+\left(-8 x^2+8 x^3\right) \log ^2(4)+e^x \left(8 x^2-8 x \log (4)\right)\right) \log \left(\frac{e^x-x^2+x^3+\left(x-x^2\right) \log (4)}{-x+\log (4)}\right)}{5 x^3-5 x^4+\left(-10 x^2+10 x^3\right) \log (4)+\left(5 x-5 x^2\right) \log ^2(4)+e^x (-5 x+5 \log (4))} \, dx","\frac{4}{5} x^2 \left(-\log \left(-x^2+x+\frac{e^x}{\log (4)-x}\right)+2 x+1\right)",1,"(4*x^2)/5 + (8*x^3)/5 - (4*x^2*Log[x - x^2 - E^x/(x - Log[4])])/5 + (4*Log[4]*Defer[Int][x^2/(E^x + x^3 + x*Log[4] - x^2*(1 + Log[4])), x])/5 + (4*Defer[Int][x^5/(E^x + x^3 + x*Log[4] - x^2*(1 + Log[4])), x])/5 + (4*Log[4]*Defer[Int][x^2/(-E^x - x^3 - x*Log[4] + x^2*(1 + Log[4])), x])/5 + (4*Defer[Int][x^5/(-E^x - x^3 - x*Log[4] + x^2*(1 + Log[4])), x])/5","F",0,0,0,0,-1,"{}"
9690,0,0,0,0.4688456,"\int \frac{248+398 x+216 x^2+24 x^3+\left(2120+830 x+180 x^2\right) \log (x)+(1350+450 x) \log ^2(x)+375 \log ^3(x)}{216+216 x+72 x^2+8 x^3+\left(540+360 x+60 x^2\right) \log (x)+(450+150 x) \log ^2(x)+125 \log ^3(x)} \, dx","Int[(248 + 398*x + 216*x^2 + 24*x^3 + (2120 + 830*x + 180*x^2)*Log[x] + (1350 + 450*x)*Log[x]^2 + 375*Log[x]^3)/(216 + 216*x + 72*x^2 + 8*x^3 + (540 + 360*x + 60*x^2)*Log[x] + (450 + 150*x)*Log[x]^2 + 125*Log[x]^3),x]","\int \frac{248+398 x+216 x^2+24 x^3+\left(2120+830 x+180 x^2\right) \log (x)+(1350+450 x) \log ^2(x)+375 \log ^3(x)}{216+216 x+72 x^2+8 x^3+\left(540+360 x+60 x^2\right) \log (x)+(450+150 x) \log ^2(x)+125 \log ^3(x)} \, dx","\frac{x^2 \left(\frac{4-x}{\left(\frac{2 (x+3)}{5}+\log (x)\right)^2}+3\right)+x}{x}",1,"3*x - 1000*Defer[Int][(6 + 2*x + 5*Log[x])^(-3), x] - 150*Defer[Int][x/(6 + 2*x + 5*Log[x])^3, x] + 100*Defer[Int][x^2/(6 + 2*x + 5*Log[x])^3, x] + 100*Defer[Int][(6 + 2*x + 5*Log[x])^(-2), x] - 50*Defer[Int][x/(6 + 2*x + 5*Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9691,0,0,0,8.0099049,"\int \frac{e^{\frac{2 e^{5+2 x^2}-2 e^5 x+x^2}{e^{2 x^2}-x}} \left(-x^2+e^{2 x^2} \left(2 x-4 x^3\right)\right)}{e^{4 x^2}-2 e^{2 x^2} x+x^2} \, dx","Int[(E^((2*E^(5 + 2*x^2) - 2*E^5*x + x^2)/(E^(2*x^2) - x))*(-x^2 + E^(2*x^2)*(2*x - 4*x^3)))/(E^(4*x^2) - 2*E^(2*x^2)*x + x^2),x]","\int \frac{e^{\frac{2 e^{5+2 x^2}-2 e^5 x+x^2}{e^{2 x^2}-x}} \left(-x^2+e^{2 x^2} \left(2 x-4 x^3\right)\right)}{e^{4 x^2}-2 e^{2 x^2} x+x^2} \, dx","e^{\frac{x^2}{e^{2 x^2}-x}+2 e^5}-2",1,"2*Defer[Int][(E^((2*E^(5 + 2*x^2) - 2*E^5*x + x^2)/(E^(2*x^2) - x))*x)/(E^(2*x^2) - x), x] + Defer[Int][(E^((2*E^(5 + 2*x^2) - 2*E^5*x + x^2)/(E^(2*x^2) - x))*x^2)/(E^(2*x^2) - x)^2, x] - 4*Defer[Int][(E^((2*E^(5 + 2*x^2) - 2*E^5*x + x^2)/(E^(2*x^2) - x))*x^3)/(E^(2*x^2) - x), x] - 4*Defer[Int][(E^((2*E^(5 + 2*x^2) - 2*E^5*x + x^2)/(E^(2*x^2) - x))*x^4)/(E^(2*x^2) - x)^2, x]","F",0,0,0,0,-1,"{}"
9692,0,0,0,1.0054669,"\int \frac{1}{64} \exp \left(20+\frac{1}{256} e^{20+4 x+4 x^{12 x}}+4 x+4 x^{12 x}\right) \left(1+x^{12 x} (12+12 \log (x))\right) \, dx","Int[(E^(20 + E^(20 + 4*x + 4*x^(12*x))/256 + 4*x + 4*x^(12*x))*(1 + x^(12*x)*(12 + 12*Log[x])))/64,x]","\int \frac{1}{64} \exp \left(20+\frac{1}{256} e^{20+4 x+4 x^{12 x}}+4 x+4 x^{12 x}\right) \left(1+x^{12 x} (12+12 \log (x))\right) \, dx","e^{\frac{1}{256} e^{4 x^{12 x}+4 x+20}}",1,"Defer[Int][E^((5120 + E^(20 + 4*x + 4*x^(12*x)) + 1024*x + 1024*x^(12*x))/256), x]/64 + (3*Defer[Int][E^((5120 + E^(20 + 4*x + 4*x^(12*x)) + 1024*x + 1024*x^(12*x))/256)*x^(12*x), x])/16 + (3*Log[x]*Defer[Int][E^((5120 + E^(20 + 4*x + 4*x^(12*x)) + 1024*x + 1024*x^(12*x))/256)*x^(12*x), x])/16 - (3*Defer[Int][Defer[Int][E^(E^(4*(5 + x + x^(12*x)))/256 + 4*(5 + x + x^(12*x)))*x^(12*x), x]/x, x])/16","F",0,0,0,0,-1,"{}"
9693,1,160,0,0.7032795,"\int \frac{6 x-e^5 x+6 x^2-5 x^3-2 x^4-x \log \left(\frac{1}{x^2}\right)+\left(6+2 x+e^5 (3+x)+(3+x) \log \left(\frac{1}{x^2}\right)\right) \log \left(\frac{3+x}{2}\right)}{3 x^2+x^3} \, dx","Int[(6*x - E^5*x + 6*x^2 - 5*x^3 - 2*x^4 - x*Log[x^(-2)] + (6 + 2*x + E^5*(3 + x) + (3 + x)*Log[x^(-2)])*Log[(3 + x)/2])/(3*x^2 + x^3),x]","-x^2+\frac{1}{12} \log ^2\left(\frac{1}{x^2}\right)+\frac{1}{3} \log \left(\frac{x}{3}+1\right) \log \left(\frac{1}{x^2}\right)+\frac{1}{3} \left(\log \left(\frac{1}{x^2}\right)+e^5+2\right) \log (x)-\frac{1}{3} \left(\log \left(\frac{1}{x^2}\right)+e^5+2\right) \log (x+3)-\frac{\log \left(\frac{x}{2}+\frac{3}{2}\right) \left(\log \left(\frac{1}{x^2}\right)+e^5+2\right)}{x}+x+\frac{\log ^2(x)}{3}-\frac{2}{3} \log (3) \log (x)+\frac{1}{3} \left(6-e^5\right) \log (x)-\frac{2 \log (x)}{3}+\frac{1}{3} \left(3+e^5\right) \log (x+3)+\frac{2}{3} \log (x+3)+\frac{2 \log \left(\frac{x}{2}+\frac{3}{2}\right)}{x}","-x^2+\frac{\left(-\log \left(\frac{1}{x^2}\right)+x-e^5\right) \left(x+\log \left(\frac{x+3}{2}\right)\right)}{x}+1",1,"x - x^2 + (2*Log[3/2 + x/2])/x + (Log[1 + x/3]*Log[x^(-2)])/3 + Log[x^(-2)]^2/12 - (Log[3/2 + x/2]*(2 + E^5 + Log[x^(-2)]))/x - (2*Log[x])/3 + ((6 - E^5)*Log[x])/3 - (2*Log[3]*Log[x])/3 + ((2 + E^5 + Log[x^(-2)])*Log[x])/3 + Log[x]^2/3 + (2*Log[3 + x])/3 + ((3 + E^5)*Log[3 + x])/3 - ((2 + E^5 + Log[x^(-2)])*Log[3 + x])/3","B",21,14,73,0.1918,1,"{6, 1593, 6742, 1620, 2344, 2301, 2317, 2391, 2395, 36, 31, 29, 2376, 2392}"
9694,1,27,0,0.0071532,"\int \frac{e^{-e^2} \left(-16+81 x^2\right)}{64 x^2} \, dx","Int[(-16 + 81*x^2)/(64*E^E^2*x^2),x]","\frac{81}{64} e^{-e^2} x+\frac{e^{-e^2}}{4 x}","\frac{1}{4} \left(\frac{e^{-e^2} \left(\frac{9 x}{4}-1\right)^2}{x}+5\right)",1,"1/(4*E^E^2*x) + (81*x)/(64*E^E^2)","A",3,2,21,0.09524,1,"{12, 14}"
9695,1,53,0,0.5981616,"\int \frac{e^{52+10 x^2+8 \log ^2(x)-2 \log ^4(x)} \left(5 x^2+4 \log (x)-2 \log ^3(x)\right)+e^{26+5 x^2+4 \log ^2(x)-\log ^4(x)} \left(-20 x^2-16 \log (x)+8 \log ^3(x)\right)}{4 x} \, dx","Int[(E^(52 + 10*x^2 + 8*Log[x]^2 - 2*Log[x]^4)*(5*x^2 + 4*Log[x] - 2*Log[x]^3) + E^(26 + 5*x^2 + 4*Log[x]^2 - Log[x]^4)*(-20*x^2 - 16*Log[x] + 8*Log[x]^3))/(4*x),x]","\frac{1}{16} e^{2 \left(5 x^2-\log ^4(x)+4 \log ^2(x)+26\right)}-\frac{1}{2} e^{5 x^2-\log ^4(x)+4 \log ^2(x)+26}","\frac{1}{16} \left(4-e^{5 \left(x^2+6\right)-\left(2-\log ^2(x)\right)^2}\right)^2",1,"-1/2*E^(26 + 5*x^2 + 4*Log[x]^2 - Log[x]^4) + E^(2*(26 + 5*x^2 + 4*Log[x]^2 - Log[x]^4))/16","A",5,3,84,0.03571,1,"{12, 14, 6706}"
9696,1,774,0,2.4465585,"\int \frac{-4 x-2 x^2+6 x^3-2 x^4+\frac{e^x x^2 \left(2+x+3 x^2-x^3\right)}{1+2 x-x^2-2 x^3+x^4}}{-4 x-4 x^2+4 x^3} \, dx","Int[(-4*x - 2*x^2 + 6*x^3 - 2*x^4 + (E^x*x^2*(2 + x + 3*x^2 - x^3))/(1 + 2*x - x^2 - 2*x^3 + x^4))/(-4*x - 4*x^2 + 4*x^3),x]","\frac{3}{200} \left(5+\sqrt{5}\right) e^{\frac{1}{2} \left(1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}-1\right)\right)-\frac{3}{100} \left(3+\sqrt{5}\right) e^{\frac{1}{2} \left(1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}-1\right)\right)+\frac{1}{40} \left(1+\sqrt{5}\right) e^{\frac{1}{2} \left(1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}-1\right)\right)-\frac{e^{\frac{1}{2} \left(1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}-1\right)\right)}{20 \sqrt{5}}-\frac{1}{100} e^{\frac{1}{2} \left(1+\sqrt{5}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{5}-1\right)\right)+\frac{3}{200} \left(5-\sqrt{5}\right) e^{\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}-1\right)\right)-\frac{3}{100} \left(3-\sqrt{5}\right) e^{\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}-1\right)\right)+\frac{1}{40} \left(1-\sqrt{5}\right) e^{\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}-1\right)\right)+\frac{e^{\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}-1\right)\right)}{20 \sqrt{5}}-\frac{1}{100} e^{\frac{1}{2}-\frac{\sqrt{5}}{2}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{5}-1\right)\right)-\frac{1}{4} (2-x)^2+\frac{3 \left(5-\sqrt{5}\right) e^x}{100 \left(-2 x-\sqrt{5}+1\right)}-\frac{3 \left(3-\sqrt{5}\right) e^x}{50 \left(-2 x-\sqrt{5}+1\right)}+\frac{\left(1-\sqrt{5}\right) e^x}{20 \left(-2 x-\sqrt{5}+1\right)}-\frac{e^x}{10 \sqrt{5} \left(-2 x-\sqrt{5}+1\right)}-\frac{e^x}{50 \left(-2 x-\sqrt{5}+1\right)}+\frac{3 \left(5+\sqrt{5}\right) e^x}{100 \left(-2 x+\sqrt{5}+1\right)}-\frac{3 \left(3+\sqrt{5}\right) e^x}{50 \left(-2 x+\sqrt{5}+1\right)}+\frac{\left(1+\sqrt{5}\right) e^x}{20 \left(-2 x+\sqrt{5}+1\right)}+\frac{e^x}{10 \sqrt{5} \left(-2 x+\sqrt{5}+1\right)}-\frac{e^x}{50 \left(-2 x+\sqrt{5}+1\right)}-\frac{3 \left(5-\sqrt{5}\right) e^x}{50 \left(-2 x-\sqrt{5}+1\right)^2}+\frac{e^x}{5 \sqrt{5} \left(-2 x-\sqrt{5}+1\right)^2}-\frac{3 \left(5+\sqrt{5}\right) e^x}{50 \left(-2 x+\sqrt{5}+1\right)^2}-\frac{e^x}{5 \sqrt{5} \left(-2 x+\sqrt{5}+1\right)^2}","\frac{1}{4} \left(-\frac{e^x x^2}{\left(-x^2+x+1\right)^2}-x^2\right)+x",1,"E^x/(5*Sqrt[5]*(1 - Sqrt[5] - 2*x)^2) - (3*(5 - Sqrt[5])*E^x)/(50*(1 - Sqrt[5] - 2*x)^2) - E^x/(50*(1 - Sqrt[5] - 2*x)) - E^x/(10*Sqrt[5]*(1 - Sqrt[5] - 2*x)) + ((1 - Sqrt[5])*E^x)/(20*(1 - Sqrt[5] - 2*x)) - (3*(3 - Sqrt[5])*E^x)/(50*(1 - Sqrt[5] - 2*x)) + (3*(5 - Sqrt[5])*E^x)/(100*(1 - Sqrt[5] - 2*x)) - E^x/(5*Sqrt[5]*(1 + Sqrt[5] - 2*x)^2) - (3*(5 + Sqrt[5])*E^x)/(50*(1 + Sqrt[5] - 2*x)^2) - E^x/(50*(1 + Sqrt[5] - 2*x)) + E^x/(10*Sqrt[5]*(1 + Sqrt[5] - 2*x)) + ((1 + Sqrt[5])*E^x)/(20*(1 + Sqrt[5] - 2*x)) - (3*(3 + Sqrt[5])*E^x)/(50*(1 + Sqrt[5] - 2*x)) + (3*(5 + Sqrt[5])*E^x)/(100*(1 + Sqrt[5] - 2*x)) - (2 - x)^2/4 - (E^((1 + Sqrt[5])/2)*ExpIntegralEi[(-1 - Sqrt[5] + 2*x)/2])/100 - (E^((1 + Sqrt[5])/2)*ExpIntegralEi[(-1 - Sqrt[5] + 2*x)/2])/(20*Sqrt[5]) + ((1 + Sqrt[5])*E^((1 + Sqrt[5])/2)*ExpIntegralEi[(-1 - Sqrt[5] + 2*x)/2])/40 - (3*(3 + Sqrt[5])*E^((1 + Sqrt[5])/2)*ExpIntegralEi[(-1 - Sqrt[5] + 2*x)/2])/100 + (3*(5 + Sqrt[5])*E^((1 + Sqrt[5])/2)*ExpIntegralEi[(-1 - Sqrt[5] + 2*x)/2])/200 - (E^(1/2 - Sqrt[5]/2)*ExpIntegralEi[(-1 + Sqrt[5] + 2*x)/2])/100 + (E^(1/2 - Sqrt[5]/2)*ExpIntegralEi[(-1 + Sqrt[5] + 2*x)/2])/(20*Sqrt[5]) + ((1 - Sqrt[5])*E^(1/2 - Sqrt[5]/2)*ExpIntegralEi[(-1 + Sqrt[5] + 2*x)/2])/40 - (3*(3 - Sqrt[5])*E^(1/2 - Sqrt[5]/2)*ExpIntegralEi[(-1 + Sqrt[5] + 2*x)/2])/100 + (3*(5 - Sqrt[5])*E^(1/2 - Sqrt[5]/2)*ExpIntegralEi[(-1 + Sqrt[5] + 2*x)/2])/200","C",57,6,76,0.07895,1,"{1594, 6728, 6742, 2177, 2178, 2268}"
9697,0,0,0,1.4920684,"\int -\frac{\exp \left(5-\frac{e^5 \left(3 x-\frac{(-15+3 x) \log (3+\log (x))}{e^5}\right)}{\log (3+\log (x))}\right) \left(-3+(9+3 \log (x)) \log (3+\log (x))-\frac{(9+3 \log (x)) \log ^2(3+\log (x))}{e^5}\right)}{(3+\log (x)) \log ^2(3+\log (x))} \, dx","Int[-((E^(5 - (E^5*(3*x - ((-15 + 3*x)*Log[3 + Log[x]])/E^5))/Log[3 + Log[x]])*(-3 + (9 + 3*Log[x])*Log[3 + Log[x]] - ((9 + 3*Log[x])*Log[3 + Log[x]]^2)/E^5))/((3 + Log[x])*Log[3 + Log[x]]^2)),x]","\int -\frac{\exp \left(5-\frac{e^5 \left(3 x-\frac{(-15+3 x) \log (3+\log (x))}{e^5}\right)}{\log (3+\log (x))}\right) \left(-3+(9+3 \log (x)) \log (3+\log (x))-\frac{(9+3 \log (x)) \log ^2(3+\log (x))}{e^5}\right)}{(3+\log (x)) \log ^2(3+\log (x))} \, dx","e^{3 \left(x-\frac{e^5 x}{\log (\log (x)+3)}-5\right)}",1,"3*Defer[Int][E^(3*(-5 + x - (E^5*x)/Log[3 + Log[x]])), x] + 3*Defer[Int][E^(-10 + 3*x - (3*E^5*x)/Log[3 + Log[x]])/((3 + Log[x])*Log[3 + Log[x]]^2), x] - 3*Defer[Int][E^(-10 + 3*x - (3*E^5*x)/Log[3 + Log[x]])/Log[3 + Log[x]], x]","F",0,0,0,0,-1,"{}"
9698,1,1914,0,1.954128,"\int \frac{1024 x+3584 x^2+5376 x^3+4480 x^4+2240 x^5+672 x^6+112 x^7+8 x^8+e^2 \left(1024+3584 x+5376 x^2+4480 x^3+2240 x^4+672 x^5+112 x^6+8 x^7\right)+\left(e^4 \left(3584+10752 x+13440 x^2+8960 x^3+3360 x^4+672 x^5+56 x^6\right)+e^2 \left(3584 x+10752 x^2+13440 x^3+8960 x^4+3360 x^5+672 x^6+56 x^7\right)\right) \log (2 x)+\left(e^6 \left(5376+13440 x+13440 x^2+6720 x^3+1680 x^4+168 x^5\right)+e^4 \left(5376 x+13440 x^2+13440 x^3+6720 x^4+1680 x^5+168 x^6\right)\right) \log ^2(2 x)+\left(e^8 \left(4480+8960 x+6720 x^2+2240 x^3+280 x^4\right)+e^6 \left(4480 x+8960 x^2+6720 x^3+2240 x^4+280 x^5\right)\right) \log ^3(2 x)+\left(e^{10} \left(2240+3360 x+1680 x^2+280 x^3\right)+e^8 \left(2240 x+3360 x^2+1680 x^3+280 x^4\right)\right) \log ^4(2 x)+\left(e^{12} \left(672+672 x+168 x^2\right)+e^{10} \left(672 x+672 x^2+168 x^3\right)\right) \log ^5(2 x)+\left(e^{14} (112+56 x)+e^{12} \left(112 x+56 x^2\right)\right) \log ^6(2 x)+\left(8 e^{16}+8 e^{14} x\right) \log ^7(2 x)}{x} \, dx","Int[(1024*x + 3584*x^2 + 5376*x^3 + 4480*x^4 + 2240*x^5 + 672*x^6 + 112*x^7 + 8*x^8 + E^2*(1024 + 3584*x + 5376*x^2 + 4480*x^3 + 2240*x^4 + 672*x^5 + 112*x^6 + 8*x^7) + (E^4*(3584 + 10752*x + 13440*x^2 + 8960*x^3 + 3360*x^4 + 672*x^5 + 56*x^6) + E^2*(3584*x + 10752*x^2 + 13440*x^3 + 8960*x^4 + 3360*x^5 + 672*x^6 + 56*x^7))*Log[2*x] + (E^6*(5376 + 13440*x + 13440*x^2 + 6720*x^3 + 1680*x^4 + 168*x^5) + E^4*(5376*x + 13440*x^2 + 13440*x^3 + 6720*x^4 + 1680*x^5 + 168*x^6))*Log[2*x]^2 + (E^8*(4480 + 8960*x + 6720*x^2 + 2240*x^3 + 280*x^4) + E^6*(4480*x + 8960*x^2 + 6720*x^3 + 2240*x^4 + 280*x^5))*Log[2*x]^3 + (E^10*(2240 + 3360*x + 1680*x^2 + 280*x^3) + E^8*(2240*x + 3360*x^2 + 1680*x^3 + 280*x^4))*Log[2*x]^4 + (E^12*(672 + 672*x + 168*x^2) + E^10*(672*x + 672*x^2 + 168*x^3))*Log[2*x]^5 + (E^14*(112 + 56*x) + E^12*(112*x + 56*x^2))*Log[2*x]^6 + (8*E^16 + 8*E^14*x)*Log[2*x]^7)/x,x]","(x+2)^8+e^{16} \log ^8(2 x)+8 e^{14} x \log ^7(2 x)+16 e^{14} \log ^7(2 x)-\frac{14}{9} e^2 \left(12+e^2\right) x^6+\frac{14 e^4 x^6}{9}+\frac{56 e^2 x^6}{3}+28 e^{12} x^2 \log ^6(2 x)+56 e^{12} \left(2+e^2\right) x \log ^6(2 x)-56 e^{14} x \log ^6(2 x)+112 e^{12} \log ^6(2 x)+\frac{336}{125} e^4 \left(10+e^2\right) x^5-\frac{672}{25} e^2 \left(5+e^2\right) x^5-\frac{336 e^6 x^5}{125}+\frac{672 e^2 x^5}{5}+56 e^{10} x^3 \log ^5(2 x)+84 e^{10} \left(4+e^2\right) x^2 \log ^5(2 x)-84 e^{12} x^2 \log ^5(2 x)-336 e^{12} \left(2+e^2\right) x \log ^5(2 x)+672 e^{10} \left(1+e^2\right) x \log ^5(2 x)+336 e^{14} x \log ^5(2 x)+448 e^{10} \log ^5(2 x)-70 e^2 \left(8+3 e^2\right) x^4-\frac{105}{16} e^6 \left(8+e^2\right) x^4+\frac{105}{2} e^4 \left(4+e^2\right) x^4+\frac{105 e^8 x^4}{16}+560 e^2 x^4+70 e^8 x^4 \log ^4(2 x)+\frac{280}{3} e^8 \left(6+e^2\right) x^3 \log ^4(2 x)-\frac{280}{3} e^{10} x^3 \log ^4(2 x)-210 e^{10} \left(4+e^2\right) x^2 \log ^4(2 x)+840 e^8 \left(2+e^2\right) x^2 \log ^4(2 x)+210 e^{12} x^2 \log ^4(2 x)+1120 e^8 \left(2+3 e^2\right) x \log ^4(2 x)+1680 e^{12} \left(2+e^2\right) x \log ^4(2 x)-3360 e^{10} \left(1+e^2\right) x \log ^4(2 x)-1680 e^{14} x \log ^4(2 x)+1120 e^8 \log ^4(2 x)-\frac{4480}{9} e^2 \left(3+2 e^2\right) x^3+\frac{2240}{81} e^8 \left(6+e^2\right) x^3-\frac{4480}{27} e^6 \left(3+e^2\right) x^3+\frac{4480}{9} e^4 \left(2+e^2\right) x^3-\frac{2240 e^{10} x^3}{81}+\frac{4480 e^2 x^3}{3}+56 e^6 x^5 \log ^3(2 x)+70 e^6 \left(8+e^2\right) x^4 \log ^3(2 x)-70 e^8 x^4 \log ^3(2 x)-\frac{1120}{9} e^8 \left(6+e^2\right) x^3 \log ^3(2 x)+\frac{2240}{3} e^6 \left(3+e^2\right) x^3 \log ^3(2 x)+\frac{1120}{9} e^{10} x^3 \log ^3(2 x)+1120 e^6 \left(4+3 e^2\right) x^2 \log ^3(2 x)+420 e^{10} \left(4+e^2\right) x^2 \log ^3(2 x)-1680 e^8 \left(2+e^2\right) x^2 \log ^3(2 x)-420 e^{12} x^2 \log ^3(2 x)-4480 e^8 \left(2+3 e^2\right) x \log ^3(2 x)+4480 e^6 \left(1+2 e^2\right) x \log ^3(2 x)-6720 e^{12} \left(2+e^2\right) x \log ^3(2 x)+13440 e^{10} \left(1+e^2\right) x \log ^3(2 x)+6720 e^{14} x \log ^3(2 x)+1792 e^6 \log ^3(2 x)-672 e^2 \left(4+5 e^2\right) x^2-840 e^6 \left(4+3 e^2\right) x^2-315 e^{10} \left(4+e^2\right) x^2+1260 e^8 \left(2+e^2\right) x^2+3360 e^4 \left(1+e^2\right) x^2+315 e^{12} x^2+2688 e^2 x^2+28 e^4 x^6 \log ^2(2 x)+\frac{168}{5} e^4 \left(10+e^2\right) x^5 \log ^2(2 x)-\frac{168}{5} e^6 x^5 \log ^2(2 x)-\frac{105}{2} e^6 \left(8+e^2\right) x^4 \log ^2(2 x)+420 e^4 \left(4+e^2\right) x^4 \log ^2(2 x)+\frac{105}{2} e^8 x^4 \log ^2(2 x)+\frac{1120}{9} e^8 \left(6+e^2\right) x^3 \log ^2(2 x)-\frac{2240}{3} e^6 \left(3+e^2\right) x^3 \log ^2(2 x)+2240 e^4 \left(2+e^2\right) x^3 \log ^2(2 x)-\frac{1120}{9} e^{10} x^3 \log ^2(2 x)-1680 e^6 \left(4+3 e^2\right) x^2 \log ^2(2 x)-630 e^{10} \left(4+e^2\right) x^2 \log ^2(2 x)+2520 e^8 \left(2+e^2\right) x^2 \log ^2(2 x)+6720 e^4 \left(1+e^2\right) x^2 \log ^2(2 x)+630 e^{12} x^2 \log ^2(2 x)+2688 e^4 \left(2+5 e^2\right) x \log ^2(2 x)+13440 e^8 \left(2+3 e^2\right) x \log ^2(2 x)-13440 e^6 \left(1+2 e^2\right) x \log ^2(2 x)+20160 e^{12} \left(2+e^2\right) x \log ^2(2 x)-40320 e^{10} \left(1+e^2\right) x \log ^2(2 x)-20160 e^{14} x \log ^2(2 x)+1792 e^4 \log ^2(2 x)+5376 e^4 \left(2+5 e^2\right) x+26880 e^8 \left(2+3 e^2\right) x-3584 e^2 \left(1+3 e^2\right) x-26880 e^6 \left(1+2 e^2\right) x+40320 e^{12} \left(2+e^2\right) x-80640 e^{10} \left(1+e^2\right) x-40320 e^{14} x+3584 e^2 x+1024 e^2 \log (x)+8 e^2 x^7 \log (2 x)+\frac{28}{3} e^2 \left(12+e^2\right) x^6 \log (2 x)-\frac{28}{3} e^4 x^6 \log (2 x)-\frac{336}{25} e^4 \left(10+e^2\right) x^5 \log (2 x)+\frac{672}{5} e^2 \left(5+e^2\right) x^5 \log (2 x)+\frac{336}{25} e^6 x^5 \log (2 x)+280 e^2 \left(8+3 e^2\right) x^4 \log (2 x)+\frac{105}{4} e^6 \left(8+e^2\right) x^4 \log (2 x)-210 e^4 \left(4+e^2\right) x^4 \log (2 x)-\frac{105}{4} e^8 x^4 \log (2 x)+\frac{4480}{3} e^2 \left(3+2 e^2\right) x^3 \log (2 x)-\frac{2240}{27} e^8 \left(6+e^2\right) x^3 \log (2 x)+\frac{4480}{9} e^6 \left(3+e^2\right) x^3 \log (2 x)-\frac{4480}{3} e^4 \left(2+e^2\right) x^3 \log (2 x)+\frac{2240}{27} e^{10} x^3 \log (2 x)+1344 e^2 \left(4+5 e^2\right) x^2 \log (2 x)+1680 e^6 \left(4+3 e^2\right) x^2 \log (2 x)+630 e^{10} \left(4+e^2\right) x^2 \log (2 x)-2520 e^8 \left(2+e^2\right) x^2 \log (2 x)-6720 e^4 \left(1+e^2\right) x^2 \log (2 x)-630 e^{12} x^2 \log (2 x)-5376 e^4 \left(2+5 e^2\right) x \log (2 x)-26880 e^8 \left(2+3 e^2\right) x \log (2 x)+3584 e^2 \left(1+3 e^2\right) x \log (2 x)+26880 e^6 \left(1+2 e^2\right) x \log (2 x)-40320 e^{12} \left(2+e^2\right) x \log (2 x)+80640 e^{10} \left(1+e^2\right) x \log (2 x)+40320 e^{14} x \log (2 x)","\left(x+e^2 \log (2 x)+2\right)^8-1",1,"3584*E^2*x - 40320*E^14*x - 80640*E^10*(1 + E^2)*x + 40320*E^12*(2 + E^2)*x - 26880*E^6*(1 + 2*E^2)*x - 3584*E^2*(1 + 3*E^2)*x + 26880*E^8*(2 + 3*E^2)*x + 5376*E^4*(2 + 5*E^2)*x + 2688*E^2*x^2 + 315*E^12*x^2 + 3360*E^4*(1 + E^2)*x^2 + 1260*E^8*(2 + E^2)*x^2 - 315*E^10*(4 + E^2)*x^2 - 840*E^6*(4 + 3*E^2)*x^2 - 672*E^2*(4 + 5*E^2)*x^2 + (4480*E^2*x^3)/3 - (2240*E^10*x^3)/81 + (4480*E^4*(2 + E^2)*x^3)/9 - (4480*E^6*(3 + E^2)*x^3)/27 + (2240*E^8*(6 + E^2)*x^3)/81 - (4480*E^2*(3 + 2*E^2)*x^3)/9 + 560*E^2*x^4 + (105*E^8*x^4)/16 + (105*E^4*(4 + E^2)*x^4)/2 - (105*E^6*(8 + E^2)*x^4)/16 - 70*E^2*(8 + 3*E^2)*x^4 + (672*E^2*x^5)/5 - (336*E^6*x^5)/125 - (672*E^2*(5 + E^2)*x^5)/25 + (336*E^4*(10 + E^2)*x^5)/125 + (56*E^2*x^6)/3 + (14*E^4*x^6)/9 - (14*E^2*(12 + E^2)*x^6)/9 + (2 + x)^8 + 1024*E^2*Log[x] + 40320*E^14*x*Log[2*x] + 80640*E^10*(1 + E^2)*x*Log[2*x] - 40320*E^12*(2 + E^2)*x*Log[2*x] + 26880*E^6*(1 + 2*E^2)*x*Log[2*x] + 3584*E^2*(1 + 3*E^2)*x*Log[2*x] - 26880*E^8*(2 + 3*E^2)*x*Log[2*x] - 5376*E^4*(2 + 5*E^2)*x*Log[2*x] - 630*E^12*x^2*Log[2*x] - 6720*E^4*(1 + E^2)*x^2*Log[2*x] - 2520*E^8*(2 + E^2)*x^2*Log[2*x] + 630*E^10*(4 + E^2)*x^2*Log[2*x] + 1680*E^6*(4 + 3*E^2)*x^2*Log[2*x] + 1344*E^2*(4 + 5*E^2)*x^2*Log[2*x] + (2240*E^10*x^3*Log[2*x])/27 - (4480*E^4*(2 + E^2)*x^3*Log[2*x])/3 + (4480*E^6*(3 + E^2)*x^3*Log[2*x])/9 - (2240*E^8*(6 + E^2)*x^3*Log[2*x])/27 + (4480*E^2*(3 + 2*E^2)*x^3*Log[2*x])/3 - (105*E^8*x^4*Log[2*x])/4 - 210*E^4*(4 + E^2)*x^4*Log[2*x] + (105*E^6*(8 + E^2)*x^4*Log[2*x])/4 + 280*E^2*(8 + 3*E^2)*x^4*Log[2*x] + (336*E^6*x^5*Log[2*x])/25 + (672*E^2*(5 + E^2)*x^5*Log[2*x])/5 - (336*E^4*(10 + E^2)*x^5*Log[2*x])/25 - (28*E^4*x^6*Log[2*x])/3 + (28*E^2*(12 + E^2)*x^6*Log[2*x])/3 + 8*E^2*x^7*Log[2*x] + 1792*E^4*Log[2*x]^2 - 20160*E^14*x*Log[2*x]^2 - 40320*E^10*(1 + E^2)*x*Log[2*x]^2 + 20160*E^12*(2 + E^2)*x*Log[2*x]^2 - 13440*E^6*(1 + 2*E^2)*x*Log[2*x]^2 + 13440*E^8*(2 + 3*E^2)*x*Log[2*x]^2 + 2688*E^4*(2 + 5*E^2)*x*Log[2*x]^2 + 630*E^12*x^2*Log[2*x]^2 + 6720*E^4*(1 + E^2)*x^2*Log[2*x]^2 + 2520*E^8*(2 + E^2)*x^2*Log[2*x]^2 - 630*E^10*(4 + E^2)*x^2*Log[2*x]^2 - 1680*E^6*(4 + 3*E^2)*x^2*Log[2*x]^2 - (1120*E^10*x^3*Log[2*x]^2)/9 + 2240*E^4*(2 + E^2)*x^3*Log[2*x]^2 - (2240*E^6*(3 + E^2)*x^3*Log[2*x]^2)/3 + (1120*E^8*(6 + E^2)*x^3*Log[2*x]^2)/9 + (105*E^8*x^4*Log[2*x]^2)/2 + 420*E^4*(4 + E^2)*x^4*Log[2*x]^2 - (105*E^6*(8 + E^2)*x^4*Log[2*x]^2)/2 - (168*E^6*x^5*Log[2*x]^2)/5 + (168*E^4*(10 + E^2)*x^5*Log[2*x]^2)/5 + 28*E^4*x^6*Log[2*x]^2 + 1792*E^6*Log[2*x]^3 + 6720*E^14*x*Log[2*x]^3 + 13440*E^10*(1 + E^2)*x*Log[2*x]^3 - 6720*E^12*(2 + E^2)*x*Log[2*x]^3 + 4480*E^6*(1 + 2*E^2)*x*Log[2*x]^3 - 4480*E^8*(2 + 3*E^2)*x*Log[2*x]^3 - 420*E^12*x^2*Log[2*x]^3 - 1680*E^8*(2 + E^2)*x^2*Log[2*x]^3 + 420*E^10*(4 + E^2)*x^2*Log[2*x]^3 + 1120*E^6*(4 + 3*E^2)*x^2*Log[2*x]^3 + (1120*E^10*x^3*Log[2*x]^3)/9 + (2240*E^6*(3 + E^2)*x^3*Log[2*x]^3)/3 - (1120*E^8*(6 + E^2)*x^3*Log[2*x]^3)/9 - 70*E^8*x^4*Log[2*x]^3 + 70*E^6*(8 + E^2)*x^4*Log[2*x]^3 + 56*E^6*x^5*Log[2*x]^3 + 1120*E^8*Log[2*x]^4 - 1680*E^14*x*Log[2*x]^4 - 3360*E^10*(1 + E^2)*x*Log[2*x]^4 + 1680*E^12*(2 + E^2)*x*Log[2*x]^4 + 1120*E^8*(2 + 3*E^2)*x*Log[2*x]^4 + 210*E^12*x^2*Log[2*x]^4 + 840*E^8*(2 + E^2)*x^2*Log[2*x]^4 - 210*E^10*(4 + E^2)*x^2*Log[2*x]^4 - (280*E^10*x^3*Log[2*x]^4)/3 + (280*E^8*(6 + E^2)*x^3*Log[2*x]^4)/3 + 70*E^8*x^4*Log[2*x]^4 + 448*E^10*Log[2*x]^5 + 336*E^14*x*Log[2*x]^5 + 672*E^10*(1 + E^2)*x*Log[2*x]^5 - 336*E^12*(2 + E^2)*x*Log[2*x]^5 - 84*E^12*x^2*Log[2*x]^5 + 84*E^10*(4 + E^2)*x^2*Log[2*x]^5 + 56*E^10*x^3*Log[2*x]^5 + 112*E^12*Log[2*x]^6 - 56*E^14*x*Log[2*x]^6 + 56*E^12*(2 + E^2)*x*Log[2*x]^6 + 28*E^12*x^2*Log[2*x]^6 + 16*E^14*Log[2*x]^7 + 8*E^14*x*Log[2*x]^7 + E^16*Log[2*x]^8","B",115,12,429,0.02797,1,"{14, 80, 43, 2357, 2295, 2301, 2304, 2296, 2302, 30, 2305, 2346}"
9699,0,0,0,13.7747999,"\int \frac{16-48 \log \left(\frac{-32-7 x}{4+x}\right)+48 \log ^2\left(\frac{-32-7 x}{4+x}\right)-16 \log ^3\left(\frac{-32-7 x}{4+x}\right)}{128+60 x+7 x^2} \, dx","Int[(16 - 48*Log[(-32 - 7*x)/(4 + x)] + 48*Log[(-32 - 7*x)/(4 + x)]^2 - 16*Log[(-32 - 7*x)/(4 + x)]^3)/(128 + 60*x + 7*x^2),x]","\int \frac{16-48 \log \left(\frac{-32-7 x}{4+x}\right)+48 \log ^2\left(\frac{-32-7 x}{4+x}\right)-16 \log ^3\left(\frac{-32-7 x}{4+x}\right)}{128+60 x+7 x^2} \, dx","\left(\log \left(\frac{x}{x+4}-8\right)-1\right)^4+261",1,"-6*Log[-14*(4 + x)]^2 - 12*Log[(4 + x)^(-1)]^2*Log[8 + (7*x)/4] + 12*Log[8]*Log[32 + 7*x] - 12*Log[(-7*(4 + x))/4]*Log[32 + 7*x]^2 + 12*Log[4 + x]*Log[32 + 7*x]^2 + 4*Log[-56 - 14*x]*(1 - Log[-((32 + 7*x)/(4 + x))])^3 - 12*Log[-56 - 14*x]*Log[-((32 + 7*x)/(4 + x))]^2 - 12*Log[-4/(7*(4 + x))]*Log[-((32 + 7*x)/(4 + x))]^2 + 4*Log[-56 - 14*x]*Log[-((32 + 7*x)/(4 + x))]^3 + 4*Log[-4/(7*(4 + x))]*Log[-((32 + 7*x)/(4 + x))]^3 + 12*Log[(4 + x)^(-1)]^2*Log[64 + 14*x] + 12*Log[(-7*(4 + x))/4]*Log[64 + 14*x] - 24*Log[4 + x]*Log[32 + 7*x]*Log[64 + 14*x] - 4*(1 - Log[-((32 + 7*x)/(4 + x))])^3*Log[64 + 14*x] + 24*Log[(-7*(4 + x))/4]*(Log[(4 + x)^(-1)] + Log[32 + 7*x] - Log[-((32 + 7*x)/(4 + x))])*Log[64 + 14*x] - 6*Log[64 + 14*x]^2 + 12*Log[4 + x]*Log[64 + 14*x]^2 + 12*Log[-((32 + 7*x)/(4 + x))]*Log[64 + 14*x]^2 - 4*Log[64 + 14*x]^3 + 24*Log[(4 + x)^(-1)]*PolyLog[2, (-7*(4 + x))/4] - 24*Log[32 + 7*x]*PolyLog[2, 8 + (7*x)/4] + 24*(Log[(4 + x)^(-1)] + Log[32 + 7*x] - Log[-((32 + 7*x)/(4 + x))])*PolyLog[2, 8 + (7*x)/4] - 24*Log[-((32 + 7*x)/(4 + x))]*PolyLog[2, 1 + 4/(7*(4 + x))] + 12*Log[-((32 + 7*x)/(4 + x))]^2*PolyLog[2, 1 + 4/(7*(4 + x))] + 24*PolyLog[3, (-7*(4 + x))/4] + 24*PolyLog[3, 8 + (7*x)/4] + 24*PolyLog[3, 1 + 4/(7*(4 + x))] - 24*Log[-((32 + 7*x)/(4 + x))]*PolyLog[3, 1 + 4/(7*(4 + x))] + 24*PolyLog[4, 1 + 4/(7*(4 + x))] + 12*Defer[Int][(Log[-((32 + 7*x)/(4 + x))]^2*Log[64 + 14*x])/(4 + x), x] - 84*Defer[Int][(Log[-((32 + 7*x)/(4 + x))]^2*Log[64 + 14*x])/(32 + 7*x), x]","F",0,0,0,0,-1,"{}"
9700,1,3703,0,13.1742348,"\int \frac{\left(e^3 \left(-4 x^3+4 x^4\right)+e^6 \left(2 x^3-6 x^4+4 x^5\right)\right) \log \left(\frac{-1-2 e^3 x+e^6 \left(x-x^2\right)}{e^6}\right)+\left(-3 x^2+2 x^3+e^3 \left(-6 x^3+4 x^4\right)+e^6 \left(3 x^3-5 x^4+2 x^5\right)\right) \log ^2\left(\frac{-1-2 e^3 x+e^6 \left(x-x^2\right)}{e^6}\right)}{20-40 x+20 x^2+e^3 \left(40 x-80 x^2+40 x^3\right)+e^6 \left(-20 x+60 x^2-60 x^3+20 x^4\right)} \, dx","Int[((E^3*(-4*x^3 + 4*x^4) + E^6*(2*x^3 - 6*x^4 + 4*x^5))*Log[(-1 - 2*E^3*x + E^6*(x - x^2))/E^6] + (-3*x^2 + 2*x^3 + E^3*(-6*x^3 + 4*x^4) + E^6*(3*x^3 - 5*x^4 + 2*x^5))*Log[(-1 - 2*E^3*x + E^6*(x - x^2))/E^6]^2)/(20 - 40*x + 20*x^2 + E^3*(40*x - 80*x^2 + 40*x^3) + E^6*(-20*x + 60*x^2 - 60*x^3 + 20*x^4)),x]","-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}+\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6+\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^6}-\frac{e^3 \left(2+e^3+e^{3/2} \sqrt{-4+e^3}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 \left(1+2 e^3\right)}-\frac{\left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^3}-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}-\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)+e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6-\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)+e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^6}-\frac{\left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)+e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 e^3}-\frac{e^3 \left(2+e^3-e^{3/2} \sqrt{-4+e^3}\right) \log ^2\left(e^3 \left(-e^3 (1-2 x)+e^{3/2} \sqrt{-4+e^3}+2\right)\right)}{40 \left(1+2 e^3\right)}+\frac{1}{20} x^2 \log ^2\left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)+\frac{1}{20} x \log ^2\left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)-\frac{\log ^2\left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 (1-x)}-\frac{\left(2-e^3\right) x}{5 e^3}+\frac{\left(2-3 e^3\right) x}{5 e^3}+\frac{2 x}{5}+\frac{\left(2-e^3\right) \sqrt{-4+e^3} \tanh ^{-1}\left(\frac{2-e^3 (1-2 x)}{e^{3/2} \sqrt{-4+e^3}}\right)}{10 e^{9/2}}-\frac{\left(2-3 e^3\right) \sqrt{-4+e^3} \tanh ^{-1}\left(\frac{2-e^3 (1-2 x)}{e^{3/2} \sqrt{-4+e^3}}\right)}{10 e^{9/2}}-\frac{\sqrt{-4+e^3} \tanh ^{-1}\left(\frac{2-e^3 (1-2 x)}{e^{3/2} \sqrt{-4+e^3}}\right)}{5 e^{3/2}}-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}+\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log \left(-\frac{e^{3/2} \left(-2 x-\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6+\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log \left(-\frac{e^{3/2} \left(-2 x-\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^6}-\frac{e^3 \left(2+e^3+e^{3/2} \sqrt{-4+e^3}\right) \log \left(-\frac{e^{3/2} \left(-2 x-\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 \left(1+2 e^3\right)}-\frac{\left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right) \log \left(-\frac{e^{3/2} \left(-2 x-\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^3}-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}-\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log \left(\frac{e^{3/2} \left(-2 x+\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6-\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log \left(\frac{e^{3/2} \left(-2 x+\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^6}-\frac{\left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right) \log \left(\frac{e^{3/2} \left(-2 x+\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 e^3}-\frac{e^3 \left(2+e^3-e^{3/2} \sqrt{-4+e^3}\right) \log \left(\frac{e^{3/2} \left(-2 x+\frac{\sqrt{-4+e^3}}{e^{3/2}}-\frac{2}{e^3}+1\right)}{2 \sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right)}{20 \left(1+2 e^3\right)}+\frac{\left(2-e^3\right) x \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{10 e^3}-\frac{\left(2-3 e^3\right) x \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{10 e^3}-\frac{1}{5} x \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)+\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}+\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^6 \left(1+2 e^3\right)}-\frac{\left(2-4 e^3+e^6+\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^6}+\frac{e^3 \left(2+e^3+e^{3/2} \sqrt{-4+e^3}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 \left(1+2 e^3\right)}+\frac{\left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right) \log \left(2 e^6 x+e^3 \left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^3}+\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}-\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^6 \left(1+2 e^3\right)}-\frac{\left(2-4 e^3+e^6-\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^6}+\frac{\left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 e^3}+\frac{e^3 \left(2+e^3-e^{3/2} \sqrt{-4+e^3}\right) \log \left(2 e^6 x+e^3 \left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right)\right) \log \left(-x^2+\left(1-\frac{2}{e^3}\right) x-\frac{1}{e^6}\right)}{20 \left(1+2 e^3\right)}+\frac{\left(2-e^3\right)^2 \log \left(e^6 x^2+e^3 \left(2-e^3\right) x+1\right)}{20 e^6}-\frac{\left(2-3 e^3\right) \left(2-e^3\right) \log \left(e^6 x^2+e^3 \left(2-e^3\right) x+1\right)}{20 e^6}-\frac{\left(2-e^3\right) \log \left(e^6 x^2+e^3 \left(2-e^3\right) x+1\right)}{10 e^3}-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}+\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \text{Li}_2\left(-\frac{-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2}{2 e^{3/2} \sqrt{-4+e^3}}\right)}{20 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6+\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \text{Li}_2\left(-\frac{-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2}{2 e^{3/2} \sqrt{-4+e^3}}\right)}{20 e^6}-\frac{e^3 \left(2+e^3+e^{3/2} \sqrt{-4+e^3}\right) \text{Li}_2\left(-\frac{-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2}{2 e^{3/2} \sqrt{-4+e^3}}\right)}{20 \left(1+2 e^3\right)}-\frac{\left(2-e^3-e^{3/2} \sqrt{-4+e^3}\right) \text{Li}_2\left(-\frac{-e^3 (1-2 x)-e^{3/2} \sqrt{-4+e^3}+2}{2 e^{3/2} \sqrt{-4+e^3}}\right)}{20 e^3}-\frac{\left(2-2 e^3-8 e^6+6 e^9-e^{12}-\frac{e^{3/2} \left(8+6 e^3-18 e^6+8 e^9-e^{12}\right)}{\sqrt{-4+e^3}}\right) \text{Li}_2\left(\frac{1}{2} \left(1+\frac{2}{e^{3/2} \sqrt{-4+e^3}}\right)-\frac{e^{3/2} (1-2 x)}{2 \sqrt{-4+e^3}}\right)}{20 e^6 \left(1+2 e^3\right)}+\frac{\left(2-4 e^3+e^6-\frac{e^{3/2} \left(8-6 e^3+e^6\right)}{\sqrt{-4+e^3}}\right) \text{Li}_2\left(\frac{1}{2} \left(1+\frac{2}{e^{3/2} \sqrt{-4+e^3}}\right)-\frac{e^{3/2} (1-2 x)}{2 \sqrt{-4+e^3}}\right)}{20 e^6}-\frac{\left(2-e^3+e^{3/2} \sqrt{-4+e^3}\right) \text{Li}_2\left(\frac{1}{2} \left(1+\frac{2}{e^{3/2} \sqrt{-4+e^3}}\right)-\frac{e^{3/2} (1-2 x)}{2 \sqrt{-4+e^3}}\right)}{20 e^3}-\frac{e^3 \left(2+e^3-e^{3/2} \sqrt{-4+e^3}\right) \text{Li}_2\left(\frac{1}{2} \left(1+\frac{2}{e^{3/2} \sqrt{-4+e^3}}\right)-\frac{e^{3/2} (1-2 x)}{2 \sqrt{-4+e^3}}\right)}{20 \left(1+2 e^3\right)}","\frac{1}{4} \left(2-\frac{x^2 \log ^2\left(x-\left(x+\frac{1}{e^3}\right)^2\right)}{\frac{5}{x}-5}\right)",1,"(2*x)/5 + ((2 - 3*E^3)*x)/(5*E^3) - ((2 - E^3)*x)/(5*E^3) - (Sqrt[-4 + E^3]*ArcTanh[(2 - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(5*E^(3/2)) - ((2 - 3*E^3)*Sqrt[-4 + E^3]*ArcTanh[(2 - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(10*E^(9/2)) + ((2 - E^3)*Sqrt[-4 + E^3]*ArcTanh[(2 - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(10*E^(9/2)) - ((2 - E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^3) - (E^3*(2 + E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*(1 + 2*E^3)) + ((2 - 4*E^3 + E^6 + (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 + (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^6*(1 + 2*E^3)) - (E^3*(2 + E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 + E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*(1 + 2*E^3)) - ((2 - E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 + E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^3) + ((2 - 4*E^3 + E^6 - (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[E^3*(2 + E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 - (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[E^3*(2 + E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))]^2)/(40*E^6*(1 + 2*E^3)) - ((2 - E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[-1/2*(E^(3/2)*(1 - 2/E^3 - Sqrt[-4 + E^3]/E^(3/2) - 2*x))/Sqrt[-4 + E^3]]*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^3) - (E^3*(2 + E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[-1/2*(E^(3/2)*(1 - 2/E^3 - Sqrt[-4 + E^3]/E^(3/2) - 2*x))/Sqrt[-4 + E^3]]*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*(1 + 2*E^3)) + ((2 - 4*E^3 + E^6 + (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[-1/2*(E^(3/2)*(1 - 2/E^3 - Sqrt[-4 + E^3]/E^(3/2) - 2*x))/Sqrt[-4 + E^3]]*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 + (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[-1/2*(E^(3/2)*(1 - 2/E^3 - Sqrt[-4 + E^3]/E^(3/2) - 2*x))/Sqrt[-4 + E^3]]*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^6*(1 + 2*E^3)) - (E^3*(2 + E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[(E^(3/2)*(1 - 2/E^3 + Sqrt[-4 + E^3]/E^(3/2) - 2*x))/(2*Sqrt[-4 + E^3])]*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*(1 + 2*E^3)) - ((2 - E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[(E^(3/2)*(1 - 2/E^3 + Sqrt[-4 + E^3]/E^(3/2) - 2*x))/(2*Sqrt[-4 + E^3])]*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^3) + ((2 - 4*E^3 + E^6 - (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[(E^(3/2)*(1 - 2/E^3 + Sqrt[-4 + E^3]/E^(3/2) - 2*x))/(2*Sqrt[-4 + E^3])]*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 - (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[(E^(3/2)*(1 - 2/E^3 + Sqrt[-4 + E^3]/E^(3/2) - 2*x))/(2*Sqrt[-4 + E^3])]*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x])/(20*E^6*(1 + 2*E^3)) - (x*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/5 - ((2 - 3*E^3)*x*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(10*E^3) + ((2 - E^3)*x*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(10*E^3) + ((2 - E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^3) + (E^3*(2 + E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*(1 + 2*E^3)) - ((2 - 4*E^3 + E^6 + (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^6) + ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 + (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 - E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^6*(1 + 2*E^3)) + (E^3*(2 + E^3 - E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*(1 + 2*E^3)) + ((2 - E^3 + E^(3/2)*Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^3) - ((2 - 4*E^3 + E^6 - (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^6) + ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 - (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*Log[E^3*(2 - E^3 + E^(3/2)*Sqrt[-4 + E^3]) + 2*E^6*x]*Log[-E^(-6) + (1 - 2/E^3)*x - x^2])/(20*E^6*(1 + 2*E^3)) - Log[-E^(-6) + (1 - 2/E^3)*x - x^2]^2/(20*(1 - x)) + (x*Log[-E^(-6) + (1 - 2/E^3)*x - x^2]^2)/20 + (x^2*Log[-E^(-6) + (1 - 2/E^3)*x - x^2]^2)/20 - ((2 - E^3)*Log[1 + E^3*(2 - E^3)*x + E^6*x^2])/(10*E^3) - ((2 - 3*E^3)*(2 - E^3)*Log[1 + E^3*(2 - E^3)*x + E^6*x^2])/(20*E^6) + ((2 - E^3)^2*Log[1 + E^3*(2 - E^3)*x + E^6*x^2])/(20*E^6) - ((2 - E^3 - E^(3/2)*Sqrt[-4 + E^3])*PolyLog[2, -1/2*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(20*E^3) - (E^3*(2 + E^3 + E^(3/2)*Sqrt[-4 + E^3])*PolyLog[2, -1/2*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(20*(1 + 2*E^3)) + ((2 - 4*E^3 + E^6 + (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*PolyLog[2, -1/2*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(20*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 + (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*PolyLog[2, -1/2*(2 - E^(3/2)*Sqrt[-4 + E^3] - E^3*(1 - 2*x))/(E^(3/2)*Sqrt[-4 + E^3])])/(20*E^6*(1 + 2*E^3)) - (E^3*(2 + E^3 - E^(3/2)*Sqrt[-4 + E^3])*PolyLog[2, (1 + 2/(E^(3/2)*Sqrt[-4 + E^3]))/2 - (E^(3/2)*(1 - 2*x))/(2*Sqrt[-4 + E^3])])/(20*(1 + 2*E^3)) - ((2 - E^3 + E^(3/2)*Sqrt[-4 + E^3])*PolyLog[2, (1 + 2/(E^(3/2)*Sqrt[-4 + E^3]))/2 - (E^(3/2)*(1 - 2*x))/(2*Sqrt[-4 + E^3])])/(20*E^3) + ((2 - 4*E^3 + E^6 - (E^(3/2)*(8 - 6*E^3 + E^6))/Sqrt[-4 + E^3])*PolyLog[2, (1 + 2/(E^(3/2)*Sqrt[-4 + E^3]))/2 - (E^(3/2)*(1 - 2*x))/(2*Sqrt[-4 + E^3])])/(20*E^6) - ((2 - 2*E^3 - 8*E^6 + 6*E^9 - E^12 - (E^(3/2)*(8 + 6*E^3 - 18*E^6 + 8*E^9 - E^12))/Sqrt[-4 + E^3])*PolyLog[2, (1 + 2/(E^(3/2)*Sqrt[-4 + E^3]))/2 - (E^(3/2)*(1 - 2*x))/(2*Sqrt[-4 + E^3])])/(20*E^6*(1 + 2*E^3))","C",156,21,189,0.1111,1,"{6741, 6688, 12, 6728, 1628, 634, 618, 206, 628, 2528, 2523, 773, 2525, 800, 2524, 2418, 2394, 2393, 2391, 2390, 2301}"
9701,1,18,0,0.0852531,"\int \frac{1}{4} \left(109+e^{2 x} x^2 (105+70 x)\right) \, dx","Int[(109 + E^(2*x)*x^2*(105 + 70*x))/4,x]","\frac{35}{4} e^{2 x} x^3+\frac{109 x}{4}","x \left(\frac{35}{4} \left(e^{2 x} x^2+3\right)+1\right)",1,"(109*x)/4 + (35*E^(2*x)*x^3)/4","A",11,4,20,0.2000,1,"{12, 2196, 2176, 2194}"
9702,1,18,0,0.3854446,"\int \frac{16-4 x+4 x \log \left(\frac{x}{2}\right)}{\left(-4 x+x^2\right) \log \left(\frac{x}{2}\right)} \, dx","Int[(16 - 4*x + 4*x*Log[x/2])/((-4*x + x^2)*Log[x/2]),x]","4 \log (4-x)-4 \log \left(\log \left(\frac{x}{2}\right)\right)","4 \log \left(\frac{484 (4-x)}{\log \left(\frac{x}{2}\right)}\right)",1,"4*Log[4 - x] - 4*Log[Log[x/2]]","A",7,6,32,0.1875,1,"{1593, 6741, 12, 6742, 2302, 29}"
9703,0,0,0,4.6515404,"\int \frac{e^{-\frac{x^2}{1-2 x+x^2}} \left(20-60 x+20 x^2-30 x^3+e^{\frac{x^2}{1-2 x+x^2}} \left(-16+40 x-25 x^2-5 x^3+5 x^4+x^5\right) \log (5)\right)}{\left(-16+40 x-25 x^2-5 x^3+5 x^4+x^5\right) \log (5)} \, dx","Int[(20 - 60*x + 20*x^2 - 30*x^3 + E^(x^2/(1 - 2*x + x^2))*(-16 + 40*x - 25*x^2 - 5*x^3 + 5*x^4 + x^5)*Log[5])/(E^(x^2/(1 - 2*x + x^2))*(-16 + 40*x - 25*x^2 - 5*x^3 + 5*x^4 + x^5)*Log[5]),x]","\int \frac{e^{-\frac{x^2}{1-2 x+x^2}} \left(20-60 x+20 x^2-30 x^3+e^{\frac{x^2}{1-2 x+x^2}} \left(-16+40 x-25 x^2-5 x^3+5 x^4+x^5\right) \log (5)\right)}{\left(-16+40 x-25 x^2-5 x^3+5 x^4+x^5\right) \log (5)} \, dx","x-\frac{5 e^{-\frac{x^2}{(1-x)^2}} x}{(x+4) \log (5)}",1,"x - (2*Defer[Int][1/(E^(x^2/(-1 + x)^2)*(-1 + x)^3), x])/Log[5] - (18*Defer[Int][1/(E^(x^2/(-1 + x)^2)*(-1 + x)^2), x])/(5*Log[5]) - (32*Defer[Int][1/(E^(x^2/(-1 + x)^2)*(-1 + x)), x])/(25*Log[5]) - (20*Defer[Int][1/(E^(x^2/(-1 + x)^2)*(4 + x)^2), x])/Log[5] + (32*Defer[Int][1/(E^(x^2/(-1 + x)^2)*(4 + x)), x])/(25*Log[5])","F",0,0,0,0,-1,"{}"
9704,0,0,0,1.2550509,"\int \frac{\left(9+e-x^2-18 x^4+8 x^5-7 x^8\right) (i \pi +\log (3))}{81+e^2-108 x+54 x^2-12 x^3+109 x^4-108 x^5+36 x^6-4 x^7+54 x^8-36 x^9+6 x^{10}+12 x^{12}-4 x^{13}+x^{16}+e \left(18-12 x+2 x^2+12 x^4-4 x^5+2 x^8\right)} \, dx","Int[((9 + E - x^2 - 18*x^4 + 8*x^5 - 7*x^8)*(I*Pi + Log[3]))/(81 + E^2 - 108*x + 54*x^2 - 12*x^3 + 109*x^4 - 108*x^5 + 36*x^6 - 4*x^7 + 54*x^8 - 36*x^9 + 6*x^10 + 12*x^12 - 4*x^13 + x^16 + E*(18 - 12*x + 2*x^2 + 12*x^4 - 4*x^5 + 2*x^8)),x]","\int \frac{\left(9+e-x^2-18 x^4+8 x^5-7 x^8\right) (i \pi +\log (3))}{81+e^2-108 x+54 x^2-12 x^3+109 x^4-108 x^5+36 x^6-4 x^7+54 x^8-36 x^9+6 x^{10}+12 x^{12}-4 x^{13}+x^{16}+e \left(18-12 x+2 x^2+12 x^4-4 x^5+2 x^8\right)} \, dx","\frac{x (\log (3)+i \pi )}{\left(x^4-x+3\right)^2+e}",1,"(-2*(9 + E)*(I*Pi + Log[3])*Defer[Int][(-3 + I*Sqrt[E] + x - x^4)^(-2), x])/E - (7*(I*Pi + Log[3])*Defer[Int][(-3*I + Sqrt[E] + I*x - I*x^4)^(-1), x])/(2*Sqrt[E]) + (2*(9 + E)*(I*Pi + Log[3])*Defer[Int][(-3*I + Sqrt[E] + I*x - I*x^4)^(-1), x])/E^(3/2) - (7*(I*Pi + Log[3])*Defer[Int][(3*I + Sqrt[E] - I*x + I*x^4)^(-1), x])/(2*Sqrt[E]) + (2*(9 + E)*(I*Pi + Log[3])*Defer[Int][(3*I + Sqrt[E] - I*x + I*x^4)^(-1), x])/E^(3/2) - (2*(9 + E)*(I*Pi + Log[3])*Defer[Int][(3 + I*Sqrt[E] - x + x^4)^(-2), x])/E - 42*(I*Pi + Log[3])*Defer[Int][x/(E + (3 - x + x^4)^2)^2, x] + 6*(I*Pi + Log[3])*Defer[Int][x^2/(E + (3 - x + x^4)^2)^2, x] + 24*(I*Pi + Log[3])*Defer[Int][x^4/(E + (3 - x + x^4)^2)^2, x] - 6*(I*Pi + Log[3])*Defer[Int][x^5/(E + (3 - x + x^4)^2)^2, x]","F",0,0,0,0,-1,"{}"
9705,1,29,0,0.3103621,"\int \frac{2^{-2 x} e^{e^{\frac{2-12 x-2 x^2}{3 x}}} \left(-3 x+e^{\frac{2-12 x-2 x^2}{3 x}} \left(2+2 x^2\right)+6 x^2 \log (2)\right)}{3 x} \, dx","Int[(E^E^((2 - 12*x - 2*x^2)/(3*x))*(-3*x + E^((2 - 12*x - 2*x^2)/(3*x))*(2 + 2*x^2) + 6*x^2*Log[2]))/(3*2^(2*x)*x),x]","-2^{-2 x} e^{e^{\frac{2 \left(-x^2-6 x+1\right)}{3 x}}} x","4-2^{-2 x} e^{e^{\frac{1}{3} \left(\frac{2}{x}-2 x\right)-4}} x",1,"-((E^E^((2*(1 - 6*x - x^2))/(3*x))*x)/2^(2*x))","A",2,2,71,0.02817,1,"{12, 2288}"
9706,0,0,0,13.3819264,"\int \frac{x \log ^2\left(\frac{x}{2}\right)+\exp \left(\frac{(27-9 x) \log (2)+(6+15 \log (2)) \log \left(\frac{x}{2}\right)}{\log (2) \log \left(\frac{x}{2}\right)}\right) \left(-27+9 x-9 x \log \left(\frac{x}{2}\right)\right)}{\exp \left(\frac{(27-9 x) \log (2)+(6+15 \log (2)) \log \left(\frac{x}{2}\right)}{\log (2) \log \left(\frac{x}{2}\right)}\right) x \log ^2\left(\frac{x}{2}\right)+x^2 \log ^2\left(\frac{x}{2}\right)} \, dx","Int[(x*Log[x/2]^2 + E^(((27 - 9*x)*Log[2] + (6 + 15*Log[2])*Log[x/2])/(Log[2]*Log[x/2]))*(-27 + 9*x - 9*x*Log[x/2]))/(E^(((27 - 9*x)*Log[2] + (6 + 15*Log[2])*Log[x/2])/(Log[2]*Log[x/2]))*x*Log[x/2]^2 + x^2*Log[x/2]^2),x]","\int \frac{x \log ^2\left(\frac{x}{2}\right)+\exp \left(\frac{(27-9 x) \log (2)+(6+15 \log (2)) \log \left(\frac{x}{2}\right)}{\log (2) \log \left(\frac{x}{2}\right)}\right) \left(-27+9 x-9 x \log \left(\frac{x}{2}\right)\right)}{\exp \left(\frac{(27-9 x) \log (2)+(6+15 \log (2)) \log \left(\frac{x}{2}\right)}{\log (2) \log \left(\frac{x}{2}\right)}\right) x \log ^2\left(\frac{x}{2}\right)+x^2 \log ^2\left(\frac{x}{2}\right)} \, dx","\log \left(\log (4) \left(x+e^{3 \left(\frac{3 (3-x)}{\log \left(\frac{x}{2}\right)}+5+\frac{2}{\log (2)}\right)}\right)\right)",1,"Log[x] - Defer[Int][E^(15*(1 + 2/Log[32]) + 27/Log[x/2])/(x*(E^(15 + 6/Log[2] + 27/Log[x/2]) + E^((9*x)/Log[x/2])*x)), x] + 9*Defer[Int][E^(15*(1 + 2/Log[32]) + 27/Log[x/2])/((E^(15 + 6/Log[2] + 27/Log[x/2]) + E^((9*x)/Log[x/2])*x)*Log[x/2]^2), x] - 27*Defer[Int][E^(15*(1 + 2/Log[32]) + 27/Log[x/2])/(x*(E^(15 + 6/Log[2] + 27/Log[x/2]) + E^((9*x)/Log[x/2])*x)*Log[x/2]^2), x] - 9*Defer[Int][E^(15*(1 + 2/Log[32]) + 27/Log[x/2])/((E^(15 + 6/Log[2] + 27/Log[x/2]) + E^((9*x)/Log[x/2])*x)*Log[x/2]), x]","F",0,0,0,0,-1,"{}"
9707,1,23,0,0.9879217,"\int \frac{2 x+\left(-3-x+24 x^2+8 x^3\right) \log (3+x)+\left(-6 x^2-2 x^3\right) \log (3+x) \log \left(\frac{4 x}{\log ^2(3+x)}\right)}{\left(-12 x-4 x^2\right) \log (3+x)+\left(3 x+x^2\right) \log (3+x) \log \left(\frac{4 x}{\log ^2(3+x)}\right)} \, dx","Int[(2*x + (-3 - x + 24*x^2 + 8*x^3)*Log[3 + x] + (-6*x^2 - 2*x^3)*Log[3 + x]*Log[(4*x)/Log[3 + x]^2])/((-12*x - 4*x^2)*Log[3 + x] + (3*x + x^2)*Log[3 + x]*Log[(4*x)/Log[3 + x]^2]),x]","-x^2-\log \left(4-\log \left(\frac{4 x}{\log ^2(x+3)}\right)\right)","-x^2-\log \left(\log \left(\frac{4 x}{\log ^2(x+3)}\right)-4\right)",1,"-x^2 - Log[4 - Log[(4*x)/Log[3 + x]^2]]","A",4,3,90,0.03333,1,"{6688, 6742, 6684}"
9708,1,17,0,0.0110723,"\int \frac{e^5 \left(-e^{21}-3 x^2\right) \log (3)}{\left(e^{21} x+x^3\right)^2} \, dx","Int[(E^5*(-E^21 - 3*x^2)*Log[3])/(E^21*x + x^3)^2,x]","\frac{e^5 \log (3)}{x^3+e^{21} x}","\frac{e^5 \log (3)}{x \left(x^2+e^{21}\right)}",1,"(E^5*Log[3])/(E^21*x + x^3)","A",2,2,28,0.07143,1,"{12, 1588}"
9709,1,25,0,0.1914021,"\int \frac{-16+e^x \left(-8 x-4 x^2\right)}{40000 x^2-40000 e^3 x^2+10000 e^6 x^2+e^x \left(20000 x^3-20000 e^3 x^3+5000 e^6 x^3\right)+e^{2 x} \left(2500 x^4-2500 e^3 x^4+625 e^6 x^4\right)} \, dx","Int[(-16 + E^x*(-8*x - 4*x^2))/(40000*x^2 - 40000*E^3*x^2 + 10000*E^6*x^2 + E^x*(20000*x^3 - 20000*E^3*x^3 + 5000*E^6*x^3) + E^(2*x)*(2500*x^4 - 2500*E^3*x^4 + 625*E^6*x^4)),x]","\frac{4}{625 \left(2-e^3\right)^2 x \left(e^x x+4\right)}","\frac{1}{625 \left(2-e^3\right)^2 x \left(\frac{e^x x}{4}+1\right)}",1,"4/(625*(2 - E^3)^2*x*(4 + E^x*x))","A",5,4,94,0.04255,1,"{6, 6688, 12, 6687}"
9710,-1,0,0,180.0004853,"\int \frac{-26244+13122 e^{10}-26244 x+7776 x^2+62208 x^3+174960 x^4+209952 x^5+91854 x^6+e^5 \left(-23328 x-104976 x^2-104976 x^3\right)+e^{4 x} \left(486 x^2+648 x^3\right)+e^{3 x} \left(-3888 x^2-11664 x^3-5832 x^4\right)+\left(-26244 e^5+23328 x+104976 x^2+104976 x^3\right) \log (3)+13122 \log ^2(3)+e^{2 x} \left(11664 x^2+54432 x^3+67068 x^4+17496 x^5+e^5 \left(-5832 x-5832 x^2\right)+\left(5832 x+5832 x^2\right) \log (3)\right)+e^x \left(-15552 x^2-98496 x^3-198288 x^4-139968 x^5-17496 x^6+e^5 \left(23328 x+64152 x^2+17496 x^3\right)+\left(-23328 x-64152 x^2-17496 x^3\right) \log (3)\right)}{26244 x^2+6561 e^{20} x^2+26244 x^3+1377 x^4-33696 x^5-85280 x^6+e^{8 x} x^6-101904 x^7-45108 x^8+35262 x^9+90720 x^{10}+108864 x^{11}+81648 x^{12}+34992 x^{13}+6561 x^{14}+e^{15} \left(-11664 x^3-34992 x^4-26244 x^5\right)+e^{7 x} \left(-16 x^6-24 x^7\right)+e^{10} \left(-26244 x^2-13122 x^3+7776 x^4+46656 x^5+104976 x^6+104976 x^7+39366 x^8\right)+e^5 \left(23328 x^3+81648 x^4+85176 x^5+5508 x^6-77760 x^7-155520 x^8-174960 x^9-104976 x^{10}-26244 x^{11}\right)+\left(-26244 e^{15} x^2-23328 x^3-81648 x^4-85176 x^5-5508 x^6+77760 x^7+155520 x^8+174960 x^9+104976 x^{10}+26244 x^{11}+e^{10} \left(34992 x^3+104976 x^4+78732 x^5\right)+e^5 \left(52488 x^2+26244 x^3-15552 x^4-93312 x^5-209952 x^6-209952 x^7-78732 x^8\right)\right) \log (3)+\left(-26244 x^2+39366 e^{10} x^2-13122 x^3+7776 x^4+46656 x^5+104976 x^6+104976 x^7+39366 x^8+e^5 \left(-34992 x^3-104976 x^4-78732 x^5\right)\right) \log ^2(3)+\left(-26244 e^5 x^2+11664 x^3+34992 x^4+26244 x^5\right) \log ^3(3)+6561 x^2 \log ^4(3)+e^{6 x} \left(-36 e^5 x^5+112 x^6+336 x^7+252 x^8+36 x^5 \log (3)\right)+e^{5 x} \left(-448 x^6-2016 x^7-3024 x^8-1512 x^9+e^5 \left(432 x^5+648 x^6\right)+\left(-432 x^5-648 x^6\right) \log (3)\right)+e^{4 x} \left(-324 x^4+486 e^{10} x^4-162 x^5+1120 x^6+6720 x^7+15120 x^8+15120 x^9+5670 x^{10}+e^5 \left(-2160 x^5-6480 x^6-4860 x^7\right)+\left(-972 e^5 x^4+2160 x^5+6480 x^6+4860 x^7\right) \log (3)+486 x^4 \log ^2(3)\right)+e^{3 x} \left(2592 x^4+5184 x^5+152 x^6-13440 x^7-40320 x^8-60480 x^9-45360 x^{10}-13608 x^{11}+e^{10} \left(-3888 x^4-5832 x^5\right)+e^5 \left(5760 x^5+25920 x^6+38880 x^7+19440 x^8\right)+\left(-5760 x^5-25920 x^6-38880 x^7-19440 x^8+e^5 \left(7776 x^4+11664 x^5\right)\right) \log (3)+\left(-3888 x^4-5832 x^5\right) \log ^2(3)\right)+e^{2 x} \left(-2916 e^{15} x^3-7776 x^4-27216 x^5-27368 x^6+7380 x^7+60480 x^8+120960 x^9+136080 x^{10}+81648 x^{11}+20412 x^{12}+e^{10} \left(11664 x^4+34992 x^5+26244 x^6\right)+e^5 \left(5832 x^3+2916 x^4-8640 x^5-51840 x^6-116640 x^7-116640 x^8-43740 x^9\right)+\left(-5832 x^3+8748 e^{10} x^3-2916 x^4+8640 x^5+51840 x^6+116640 x^7+116640 x^8+43740 x^9+e^5 \left(-23328 x^4-69984 x^5-52488 x^6\right)\right) \log (3)+\left(-8748 e^5 x^3+11664 x^4+34992 x^5+26244 x^6\right) \log ^2(3)+2916 x^3 \log ^3(3)\right)+e^x \left(10368 x^4+51840 x^5+92288 x^6+59232 x^7-30888 x^8-120960 x^9-181440 x^{10}-163296 x^{11}-81648 x^{12}-17496 x^{13}+e^{15} \left(11664 x^3+17496 x^4\right)+e^{10} \left(-15552 x^4-69984 x^5-104976 x^6-52488 x^7\right)+e^5 \left(-23328 x^3-46656 x^4-10584 x^5+51840 x^6+155520 x^7+233280 x^8+174960 x^9+52488 x^{10}\right)+\left(23328 x^3+46656 x^4+10584 x^5-51840 x^6-155520 x^7-233280 x^8-174960 x^9-52488 x^{10}+e^{10} \left(-34992 x^3-52488 x^4\right)+e^5 \left(31104 x^4+139968 x^5+209952 x^6+104976 x^7\right)\right) \log (3)+\left(-15552 x^4-69984 x^5-104976 x^6-52488 x^7+e^5 \left(34992 x^3+52488 x^4\right)\right) \log ^2(3)+\left(-11664 x^3-17496 x^4\right) \log ^3(3)\right)} \, dx","Int[(-26244 + 13122*E^10 - 26244*x + 7776*x^2 + 62208*x^3 + 174960*x^4 + 209952*x^5 + 91854*x^6 + E^5*(-23328*x - 104976*x^2 - 104976*x^3) + E^(4*x)*(486*x^2 + 648*x^3) + E^(3*x)*(-3888*x^2 - 11664*x^3 - 5832*x^4) + (-26244*E^5 + 23328*x + 104976*x^2 + 104976*x^3)*Log[3] + 13122*Log[3]^2 + E^(2*x)*(11664*x^2 + 54432*x^3 + 67068*x^4 + 17496*x^5 + E^5*(-5832*x - 5832*x^2) + (5832*x + 5832*x^2)*Log[3]) + E^x*(-15552*x^2 - 98496*x^3 - 198288*x^4 - 139968*x^5 - 17496*x^6 + E^5*(23328*x + 64152*x^2 + 17496*x^3) + (-23328*x - 64152*x^2 - 17496*x^3)*Log[3]))/(26244*x^2 + 6561*E^20*x^2 + 26244*x^3 + 1377*x^4 - 33696*x^5 - 85280*x^6 + E^(8*x)*x^6 - 101904*x^7 - 45108*x^8 + 35262*x^9 + 90720*x^10 + 108864*x^11 + 81648*x^12 + 34992*x^13 + 6561*x^14 + E^15*(-11664*x^3 - 34992*x^4 - 26244*x^5) + E^(7*x)*(-16*x^6 - 24*x^7) + E^10*(-26244*x^2 - 13122*x^3 + 7776*x^4 + 46656*x^5 + 104976*x^6 + 104976*x^7 + 39366*x^8) + E^5*(23328*x^3 + 81648*x^4 + 85176*x^5 + 5508*x^6 - 77760*x^7 - 155520*x^8 - 174960*x^9 - 104976*x^10 - 26244*x^11) + (-26244*E^15*x^2 - 23328*x^3 - 81648*x^4 - 85176*x^5 - 5508*x^6 + 77760*x^7 + 155520*x^8 + 174960*x^9 + 104976*x^10 + 26244*x^11 + E^10*(34992*x^3 + 104976*x^4 + 78732*x^5) + E^5*(52488*x^2 + 26244*x^3 - 15552*x^4 - 93312*x^5 - 209952*x^6 - 209952*x^7 - 78732*x^8))*Log[3] + (-26244*x^2 + 39366*E^10*x^2 - 13122*x^3 + 7776*x^4 + 46656*x^5 + 104976*x^6 + 104976*x^7 + 39366*x^8 + E^5*(-34992*x^3 - 104976*x^4 - 78732*x^5))*Log[3]^2 + (-26244*E^5*x^2 + 11664*x^3 + 34992*x^4 + 26244*x^5)*Log[3]^3 + 6561*x^2*Log[3]^4 + E^(6*x)*(-36*E^5*x^5 + 112*x^6 + 336*x^7 + 252*x^8 + 36*x^5*Log[3]) + E^(5*x)*(-448*x^6 - 2016*x^7 - 3024*x^8 - 1512*x^9 + E^5*(432*x^5 + 648*x^6) + (-432*x^5 - 648*x^6)*Log[3]) + E^(4*x)*(-324*x^4 + 486*E^10*x^4 - 162*x^5 + 1120*x^6 + 6720*x^7 + 15120*x^8 + 15120*x^9 + 5670*x^10 + E^5*(-2160*x^5 - 6480*x^6 - 4860*x^7) + (-972*E^5*x^4 + 2160*x^5 + 6480*x^6 + 4860*x^7)*Log[3] + 486*x^4*Log[3]^2) + E^(3*x)*(2592*x^4 + 5184*x^5 + 152*x^6 - 13440*x^7 - 40320*x^8 - 60480*x^9 - 45360*x^10 - 13608*x^11 + E^10*(-3888*x^4 - 5832*x^5) + E^5*(5760*x^5 + 25920*x^6 + 38880*x^7 + 19440*x^8) + (-5760*x^5 - 25920*x^6 - 38880*x^7 - 19440*x^8 + E^5*(7776*x^4 + 11664*x^5))*Log[3] + (-3888*x^4 - 5832*x^5)*Log[3]^2) + E^(2*x)*(-2916*E^15*x^3 - 7776*x^4 - 27216*x^5 - 27368*x^6 + 7380*x^7 + 60480*x^8 + 120960*x^9 + 136080*x^10 + 81648*x^11 + 20412*x^12 + E^10*(11664*x^4 + 34992*x^5 + 26244*x^6) + E^5*(5832*x^3 + 2916*x^4 - 8640*x^5 - 51840*x^6 - 116640*x^7 - 116640*x^8 - 43740*x^9) + (-5832*x^3 + 8748*E^10*x^3 - 2916*x^4 + 8640*x^5 + 51840*x^6 + 116640*x^7 + 116640*x^8 + 43740*x^9 + E^5*(-23328*x^4 - 69984*x^5 - 52488*x^6))*Log[3] + (-8748*E^5*x^3 + 11664*x^4 + 34992*x^5 + 26244*x^6)*Log[3]^2 + 2916*x^3*Log[3]^3) + E^x*(10368*x^4 + 51840*x^5 + 92288*x^6 + 59232*x^7 - 30888*x^8 - 120960*x^9 - 181440*x^10 - 163296*x^11 - 81648*x^12 - 17496*x^13 + E^15*(11664*x^3 + 17496*x^4) + E^10*(-15552*x^4 - 69984*x^5 - 104976*x^6 - 52488*x^7) + E^5*(-23328*x^3 - 46656*x^4 - 10584*x^5 + 51840*x^6 + 155520*x^7 + 233280*x^8 + 174960*x^9 + 52488*x^10) + (23328*x^3 + 46656*x^4 + 10584*x^5 - 51840*x^6 - 155520*x^7 - 233280*x^8 - 174960*x^9 - 52488*x^10 + E^10*(-34992*x^3 - 52488*x^4) + E^5*(31104*x^4 + 139968*x^5 + 209952*x^6 + 104976*x^7))*Log[3] + (-15552*x^4 - 69984*x^5 - 104976*x^6 - 52488*x^7 + E^5*(34992*x^3 + 52488*x^4))*Log[3]^2 + (-11664*x^3 - 17496*x^4)*Log[3]^3)),x]","\text{\$Aborted}","\frac{2}{x \left(x-\left(x \left(\frac{1}{3} \left(e^x-2\right)-x\right)^2-e^5+\log (3)\right)^2+2\right)}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9711,1,32,0,0.1123619,"\int \frac{36-168 x-245 x^2-82 x^3-54 x^4+4 x^5}{36 x-87 x^2-77 x^3-17 x^4-10 x^5+x^6} \, dx","Int[(36 - 168*x - 245*x^2 - 82*x^3 - 54*x^4 + 4*x^5)/(36*x - 87*x^2 - 77*x^3 - 17*x^4 - 10*x^5 + x^6),x]","\log \left(-x^4-2 x^3-7 x^2-7 x+3\right)-\log (12-x)+\log (x)","\log \left(16 x \left(\frac{3 \left(x^2+x+3\right)^2}{12-x}-3\right)\right)",1,"-Log[12 - x] + Log[x] + Log[3 - 7*x - 7*x^2 - 2*x^3 - x^4]","A",3,2,55,0.03636,1,"{2074, 1587}"
9712,0,0,0,0.9454854,"\int \frac{-60+16 x-601 x^2+140 x^3-10 x^4-4 x \log (x)}{5000 x^5-1000 x^6+50 x^7+\left(2000 x^3-400 x^4+20 x^5\right) \log (x)+\left(200 x-40 x^2+2 x^3\right) \log ^2(x)} \, dx","Int[(-60 + 16*x - 601*x^2 + 140*x^3 - 10*x^4 - 4*x*Log[x])/(5000*x^5 - 1000*x^6 + 50*x^7 + (2000*x^3 - 400*x^4 + 20*x^5)*Log[x] + (200*x - 40*x^2 + 2*x^3)*Log[x]^2),x]","\int \frac{-60+16 x-601 x^2+140 x^3-10 x^4-4 x \log (x)}{5000 x^5-1000 x^6+50 x^7+\left(2000 x^3-400 x^4+20 x^5\right) \log (x)+\left(200 x-40 x^2+2 x^3\right) \log ^2(x)} \, dx","\frac{\frac{x}{2}-3}{(x-10) \left(5 x^2+\log (x)\right)}",1,"-20*Defer[Int][(5*x^2 + Log[x])^(-2), x] - (1001*Defer[Int][1/((-10 + x)*(5*x^2 + Log[x])^2), x])/5 - (3*Defer[Int][1/(x*(5*x^2 + Log[x])^2), x])/10 - 5*Defer[Int][x/(5*x^2 + Log[x])^2, x] - 2*Defer[Int][1/((-10 + x)^2*(5*x^2 + Log[x])), x]","F",0,0,0,0,-1,"{}"
9713,0,0,0,1.6420913,"\int \frac{42+144 x+108 x^2+3\ 2^{2+\frac{4 x}{3}} \left(\frac{1}{x^2}\right)^{2 x/3} x^4+2^{2 x/3} \left(\frac{1}{x^2}\right)^{x/3} \left(51 x^2+70 x^3+x^3 \log \left(\frac{4}{x^2}\right)\right)}{48+144 x+108 x^2+3\ 2^{2+\frac{4 x}{3}} \left(\frac{1}{x^2}\right)^{2 x/3} x^4+2^{2 x/3} \left(\frac{1}{x^2}\right)^{x/3} \left(48 x^2+72 x^3\right)} \, dx","Int[(42 + 144*x + 108*x^2 + 3*2^(2 + (4*x)/3)*(x^(-2))^((2*x)/3)*x^4 + 2^((2*x)/3)*(x^(-2))^(x/3)*(51*x^2 + 70*x^3 + x^3*Log[4/x^2]))/(48 + 144*x + 108*x^2 + 3*2^(2 + (4*x)/3)*(x^(-2))^((2*x)/3)*x^4 + 2^((2*x)/3)*(x^(-2))^(x/3)*(48*x^2 + 72*x^3)),x]","\int \frac{42+144 x+108 x^2+3\ 2^{2+\frac{4 x}{3}} \left(\frac{1}{x^2}\right)^{2 x/3} x^4+2^{2 x/3} \left(\frac{1}{x^2}\right)^{x/3} \left(51 x^2+70 x^3+x^3 \log \left(\frac{4}{x^2}\right)\right)}{48+144 x+108 x^2+3\ 2^{2+\frac{4 x}{3}} \left(\frac{1}{x^2}\right)^{2 x/3} x^4+2^{2 x/3} \left(\frac{1}{x^2}\right)^{x/3} \left(48 x^2+72 x^3\right)} \, dx","x-\frac{x}{4 \left(2^{2 x/3} \left(\frac{1}{x^2}\right)^{\frac{x}{3}-1}+3 x+2\right)}",1,"x - Defer[Int][(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^(-2), x] - (5*Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x])/12 - (Log[4/x^2]*Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x])/6 + Defer[Int][x^2/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x]/2 - (Log[4/x^2]*Defer[Int][x^2/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x])/4 + Defer[Int][(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^(-1), x]/4 - Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x), x]/6 + (Log[4/x^2]*Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x), x])/12 - Defer[Int][Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x]/x, x]/3 - Defer[Int][Defer[Int][x^2/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x)^2, x]/x, x]/2 + Defer[Int][Defer[Int][x/(2 + 2^((2*x)/3)*(x^(-2))^(-1 + x/3) + 3*x), x]/x, x]/6","F",0,0,0,0,-1,"{}"
9714,1,7,0,0.0020602,"\int 225 \log ^2(4) \, dx","Int[225*Log[4]^2,x]","225 x \log ^2(4)","225 x \log ^2(4)",1,"225*x*Log[4]^2","A",1,1,6,0.1667,1,"{8}"
9715,1,24,0,0.020817,"\int \frac{-400 \log (3)-4 \log (2) \log ^2(3)}{16 x^2 \log (2)-8 x \log (2) \log (3)+\log (2) \log ^2(3)} \, dx","Int[(-400*Log[3] - 4*Log[2]*Log[3]^2)/(16*x^2*Log[2] - 8*x*Log[2]*Log[3] + Log[2]*Log[3]^2),x]","\frac{\log (3) (100+\log (2) \log (3))}{\log (2) (4 x-\log (3))}","\frac{x+\frac{25}{\log (2)}}{\frac{x}{\log (3)}-\frac{1}{4}}",1,"(Log[3]*(100 + Log[2]*Log[3]))/(Log[2]*(4*x - Log[3]))","A",4,3,38,0.07895,1,"{12, 27, 32}"
9716,1,51,0,0.0355082,"\int \frac{1}{20} \left(1-40 e^{-2 x}+40 e^{2 x}+e^x (-40-40 x)+e^{-x} (40-40 x)+40 x\right) \, dx","Int[(1 - 40/E^(2*x) + 40*E^(2*x) + E^x*(-40 - 40*x) + (40 - 40*x)/E^x + 40*x)/20,x]","x^2+\frac{x}{20}+e^{-2 x}+2 e^{-x}+2 e^x+e^{2 x}-2 e^{-x} (1-x)-2 e^x (x+1)","\left(x+e^{-x}-e^x\right)^2+\frac{x}{20}-1",1,"E^(-2*x) + 2/E^x + 2*E^x + E^(2*x) - (2*(1 - x))/E^x + x/20 + x^2 - 2*E^x*(1 + x)","B",8,3,43,0.06977,1,"{12, 2194, 2176}"
9717,1,24,0,0.0308323,"\int \frac{1+e^{x+e^x \log ^2(2)} \log ^2(2) (2+i \pi +\log (14))}{2+i \pi +\log (14)} \, dx","Int[(1 + E^(x + E^x*Log[2]^2)*Log[2]^2*(2 + I*Pi + Log[14]))/(2 + I*Pi + Log[14]),x]","e^{e^x \log ^2(2)}+\frac{x}{2+i \pi +\log (14)}","e^{e^x \log ^2(2)}+\frac{x}{2+i \pi +\log (14)}",1,"E^(E^x*Log[2]^2) + x/(2 + I*Pi + Log[14])","A",4,3,40,0.07500,1,"{12, 2282, 2194}"
9718,1,22,0,1.2667514,"\int \frac{e^{\frac{5}{\log \left(-4+e^{e^{2 x}+x}+\log (5+x)\right)}} \left(-5+e^{e^{2 x}+x} \left(-25+e^{2 x} (-50-10 x)-5 x\right)\right)}{\left(-20-4 x+e^{e^{2 x}+x} (5+x)+(5+x) \log (5+x)\right) \log ^2\left(-4+e^{e^{2 x}+x}+\log (5+x)\right)} \, dx","Int[(E^(5/Log[-4 + E^(E^(2*x) + x) + Log[5 + x]])*(-5 + E^(E^(2*x) + x)*(-25 + E^(2*x)*(-50 - 10*x) - 5*x)))/((-20 - 4*x + E^(E^(2*x) + x)*(5 + x) + (5 + x)*Log[5 + x])*Log[-4 + E^(E^(2*x) + x) + Log[5 + x]]^2),x]","e^{\frac{5}{\log \left(e^{x+e^{2 x}}+\log (x+5)-4\right)}}","e^{\frac{5}{\log \left(e^{x+e^{2 x}}+\log (x+5)-4\right)}}",1,"E^(5/Log[-4 + E^(E^(2*x) + x) + Log[5 + x]])","A",1,1,97,0.01031,1,"{6706}"
9719,1,22,0,0.0655438,"\int \frac{20+x+2 \log \left(\frac{1}{5} (-80-4 x) \log (5)\right)}{180+9 x} \, dx","Int[(20 + x + 2*Log[((-80 - 4*x)*Log[5])/5])/(180 + 9*x),x]","\frac{x}{9}+\frac{1}{9} \log ^2\left(-\frac{4}{5} (x+20) \log (5)\right)","\frac{1}{9} \left(x+\log ^2\left(\left(-\frac{4 x}{5}-16\right) \log (5)\right)\right)",1,"x/9 + Log[(-4*(20 + x)*Log[5])/5]^2/9","A",5,4,25,0.1600,1,"{6742, 2390, 12, 2301}"
9720,1,20,0,0.0138501,"\int -\frac{16 (i \pi +\log (\log (16)))}{-3+9 x-9 x^2+3 x^3} \, dx","Int[(-16*(I*Pi + Log[Log[16]]))/(-3 + 9*x - 9*x^2 + 3*x^3),x]","\frac{8 (\log (\log (16))+i \pi )}{3 (1-x)^2}","\frac{8 (\log (\log (16))+i \pi )}{3 (1-x)^2}",1,"(8*(I*Pi + Log[Log[16]]))/(3*(1 - x)^2)","A",4,3,28,0.1071,1,"{12, 2058, 32}"
9721,1,70,0,0.0165529,"\int \left(18 x^2+44 x^3+30 x^4+30 x^5+112 x^6+128 x^7+36 x^8+60 x^9+154 x^{10}+72 x^{11}+56 x^{13}+60 x^{14}+18 x^{17}+2 \log (\log (4))\right) \, dx","Int[18*x^2 + 44*x^3 + 30*x^4 + 30*x^5 + 112*x^6 + 128*x^7 + 36*x^8 + 60*x^9 + 154*x^10 + 72*x^11 + 56*x^13 + 60*x^14 + 18*x^17 + 2*Log[Log[4]],x]","x^{18}+4 x^{15}+4 x^{14}+6 x^{12}+14 x^{11}+6 x^{10}+4 x^9+16 x^8+16 x^7+5 x^6+6 x^5+11 x^4+6 x^3+2 x \log (\log (4))","x^2 \left(\left(-x^4-x-1\right)^2+x\right)^2-(x-\log (\log (4)))^2",1,"6*x^3 + 11*x^4 + 6*x^5 + 5*x^6 + 16*x^7 + 16*x^8 + 4*x^9 + 6*x^10 + 14*x^11 + 6*x^12 + 4*x^14 + 4*x^15 + x^18 + 2*x*Log[Log[4]]","B",1,0,71,0,1,"{}"
9722,1,23,0,0.0089166,"\int \left(2 x+2 (i \pi +\log (4))^2 \log \left(4 e^x\right)\right) \, dx","Int[2*x + 2*(I*Pi + Log[4])^2*Log[4*E^x],x]","x^2+(\log (4)+i \pi )^2 \log ^2\left(4 e^x\right)","x^2+(\log (4)+i \pi )^2 \log ^2\left(4 e^x\right)+e+3",1,"x^2 + (I*Pi + Log[4])^2*Log[4*E^x]^2","A",3,2,22,0.09091,1,"{2157, 30}"
9723,1,68,0,1.9077971,"\int \frac{-x+x^2+\sqrt[4]{e} (-6160+12320 x) \left(x-x^2\right)^{\sqrt[4]{e}}+\sqrt[4]{e} (-4740+9480 x) \left(x-x^2\right)^{2 \sqrt[4]{e}}+\sqrt[4]{e} (-1200+2400 x) \left(x-x^2\right)^{3 \sqrt[4]{e}}+\sqrt[4]{e} (-100+200 x) \left(x-x^2\right)^{4 \sqrt[4]{e}}}{-x+x^2} \, dx","Int[(-x + x^2 + E^(1/4)*(-6160 + 12320*x)*(x - x^2)^E^(1/4) + E^(1/4)*(-4740 + 9480*x)*(x - x^2)^(2*E^(1/4)) + E^(1/4)*(-1200 + 2400*x)*(x - x^2)^(3*E^(1/4)) + E^(1/4)*(-100 + 200*x)*(x - x^2)^(4*E^(1/4)))/(-x + x^2),x]","25 \left(x-x^2\right)^{4 \sqrt[4]{e}}+400 \left(x-x^2\right)^{3 \sqrt[4]{e}}+2370 \left(x-x^2\right)^{2 \sqrt[4]{e}}+6160 \left(x-x^2\right)^{\sqrt[4]{e}}+x","\left(3-5 \left(\left(x-x^2\right)^{\sqrt[4]{e}}+4\right)^2\right)^2+x",1,"x + 6160*(x - x^2)^E^(1/4) + 2370*(x - x^2)^(2*E^(1/4)) + 400*(x - x^2)^(3*E^(1/4)) + 25*(x - x^2)^(4*E^(1/4))","B",11,4,119,0.03361,1,"{1593, 6742, 6688, 629}"
9724,1,34,0,0.728937,"\int \frac{1+\left(x^2+x^3+2 x^4\right) \log (x)-2 \log (x) \log (\log (x))}{\left(-6 x^3+x^4+x^5\right) \log (x)+x^3 \log ^2(x)+x \log (x) \log (\log (x))} \, dx","Int[(1 + (x^2 + x^3 + 2*x^4)*Log[x] - 2*Log[x]*Log[Log[x]])/((-6*x^3 + x^4 + x^5)*Log[x] + x^3*Log[x]^2 + x*Log[x]*Log[Log[x]]),x]","\log \left(-x^4-x^3+6 x^2-x^2 \log (x)-\log (\log (x))\right)-2 \log (x)","\log \left(6 \left(x^2+\frac{\log (\log (x))}{x^2}+x+\log (x)-6\right)\right)",1,"-2*Log[x] + Log[6*x^2 - x^3 - x^4 - x^2*Log[x] - Log[Log[x]]]","A",4,3,58,0.05172,1,"{6741, 6742, 6684}"
9725,1,19,0,0.1898246,"\int \frac{-x+(-5+2 x) \log (-5+2 x)}{\left(-20 x+8 x^2\right) \log (5) \log (-5+2 x)+\left(-10 x+4 x^2\right) \log (-5+2 x) \log \left(-\frac{8 x^2}{5 \log (-5+2 x)}\right)} \, dx","Int[(-x + (-5 + 2*x)*Log[-5 + 2*x])/((-20*x + 8*x^2)*Log[5]*Log[-5 + 2*x] + (-10*x + 4*x^2)*Log[-5 + 2*x]*Log[(-8*x^2)/(5*Log[-5 + 2*x])]),x]","\frac{1}{4} \log \left(\log \left(-\frac{40 x^2}{\log (2 x-5)}\right)\right)","\frac{1}{4} \log \left(\frac{1}{2} \log \left(-\frac{8 x^2}{5 \log (2 x-5)}\right)+\log (5)\right)",1,"Log[Log[(-40*x^2)/Log[-5 + 2*x]]]/4","A",3,3,70,0.04286,1,"{6741, 12, 6684}"
9726,0,0,0,20.1759063,"\int \frac{\exp \left(4 e^x+e^{\frac{e^{4 e^x+x}}{16-8 \log \left(x^2\right)+\log ^2\left(x^2\right)}}+\frac{e^{4 e^x+x}}{16-8 \log \left(x^2\right)+\log ^2\left(x^2\right)}\right) \left(16 e^{2 x} x+e^x (4+4 x)+\left(-e^x x-4 e^{2 x} x\right) \log \left(x^2\right)\right)}{-64 x+48 x \log \left(x^2\right)-12 x \log ^2\left(x^2\right)+x \log ^3\left(x^2\right)} \, dx","Int[(E^(4*E^x + E^(E^(4*E^x + x)/(16 - 8*Log[x^2] + Log[x^2]^2)) + E^(4*E^x + x)/(16 - 8*Log[x^2] + Log[x^2]^2))*(16*E^(2*x)*x + E^x*(4 + 4*x) + (-(E^x*x) - 4*E^(2*x)*x)*Log[x^2]))/(-64*x + 48*x*Log[x^2] - 12*x*Log[x^2]^2 + x*Log[x^2]^3),x]","\int \frac{\exp \left(4 e^x+e^{\frac{e^{4 e^x+x}}{16-8 \log \left(x^2\right)+\log ^2\left(x^2\right)}}+\frac{e^{4 e^x+x}}{16-8 \log \left(x^2\right)+\log ^2\left(x^2\right)}\right) \left(16 e^{2 x} x+e^x (4+4 x)+\left(-e^x x-4 e^{2 x} x\right) \log \left(x^2\right)\right)}{-64 x+48 x \log \left(x^2\right)-12 x \log ^2\left(x^2\right)+x \log ^3\left(x^2\right)} \, dx","-e^{e^{\frac{e^{x+4 e^x}}{\left(4-\log \left(x^2\right)\right)^2}}}",1,"4*Defer[Int][E^(4*E^x + E^(E^(4*E^x + x)/(-4 + Log[x^2])^2) + x + E^(4*E^x + x)/(-4 + Log[x^2])^2)/(x*(-4 + Log[x^2])^3), x] - Defer[Int][E^(4*E^x + E^(E^(4*E^x + x)/(-4 + Log[x^2])^2) + x + E^(4*E^x + x)/(-4 + Log[x^2])^2)/(-4 + Log[x^2])^2, x] - 4*Defer[Int][E^(4*E^x + E^(E^(4*E^x + x)/(-4 + Log[x^2])^2) + 2*x + E^(4*E^x + x)/(-4 + Log[x^2])^2)/(-4 + Log[x^2])^2, x]","F",0,0,0,0,-1,"{}"
9727,0,0,0,11.0172155,"\int \frac{e^{e^x x} \left(e^5+x^2+e^x \left(x^3+x^4\right)+e^{2 x} \left(-e^5 x-2 x^3+e^x \left(-2 x^4-2 x^5\right)\right)+e^{4 x} \left(x^4+e^x \left(x^5+x^6\right)\right)+\left(-e^5+e^{5+x} \left(x+x^2\right)+e^{2 x} \left(e^5 \left(2 x+2 x^2\right)+e^{5+x} \left(-x^2-x^3\right)\right)\right) \log (x)\right)}{x^2-2 e^{2 x} x^3+e^{4 x} x^4} \, dx","Int[(E^(E^x*x)*(E^5 + x^2 + E^x*(x^3 + x^4) + E^(2*x)*(-(E^5*x) - 2*x^3 + E^x*(-2*x^4 - 2*x^5)) + E^(4*x)*(x^4 + E^x*(x^5 + x^6)) + (-E^5 + E^(5 + x)*(x + x^2) + E^(2*x)*(E^5*(2*x + 2*x^2) + E^(5 + x)*(-x^2 - x^3)))*Log[x]))/(x^2 - 2*E^(2*x)*x^3 + E^(4*x)*x^4),x]","\int \frac{e^{e^x x} \left(e^5+x^2+e^x \left(x^3+x^4\right)+e^{2 x} \left(-e^5 x-2 x^3+e^x \left(-2 x^4-2 x^5\right)\right)+e^{4 x} \left(x^4+e^x \left(x^5+x^6\right)\right)+\left(-e^5+e^{5+x} \left(x+x^2\right)+e^{2 x} \left(e^5 \left(2 x+2 x^2\right)+e^{5+x} \left(-x^2-x^3\right)\right)\right) \log (x)\right)}{x^2-2 e^{2 x} x^3+e^{4 x} x^4} \, dx","e^{e^x x} \left(x-\frac{e^5 \log (x)}{e^{2 x} x^2-x}\right)",1,"Defer[Int][E^(E^x*x), x] + Defer[Int][E^(x + E^x*x)*x, x] + Defer[Int][E^(x + E^x*x)*x^2, x] + Log[x]*Defer[Int][E^(5 + E^x*x)/(x^2*(-1 + E^(2*x)*x)^2), x] + 2*Log[x]*Defer[Int][E^(5 + E^x*x)/(x*(-1 + E^(2*x)*x)^2), x] - Log[x]*Defer[Int][E^(5 + x + E^x*x)/(-1 + E^(2*x)*x), x] - Defer[Int][E^(5 + E^x*x)/(x^2*(-1 + E^(2*x)*x)), x] + 2*Log[x]*Defer[Int][E^(5 + E^x*x)/(x^2*(-1 + E^(2*x)*x)), x] + 2*Log[x]*Defer[Int][E^(5 + E^x*x)/(x*(-1 + E^(2*x)*x)), x] - Log[x]*Defer[Int][E^(5 + x + E^x*x)/(x*(-1 + E^(2*x)*x)), x] - Defer[Int][Defer[Int][E^(5 + E^x*x)/(x^2*(-1 + E^(2*x)*x)^2), x]/x, x] - 2*Defer[Int][Defer[Int][E^(5 + E^x*x)/(x*(-1 + E^(2*x)*x)^2), x]/x, x] + Defer[Int][Defer[Int][E^(5 + x + E^x*x)/(-1 + E^(2*x)*x), x]/x, x] - 2*Defer[Int][Defer[Int][E^(5 + E^x*x)/(x^2*(-1 + E^(2*x)*x)), x]/x, x] - 2*Defer[Int][Defer[Int][E^(5 + E^x*x)/(x*(-1 + E^(2*x)*x)), x]/x, x] + Defer[Int][Defer[Int][E^(5 + x + E^x*x)/(x*(-1 + E^(2*x)*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
9728,0,0,0,11.0173435,"\int \frac{e^{\frac{-\left(\frac{e^{-x}}{x}\right)^{e^{-e^{15/x}}}+x^3}{x}} \left(2 x^4 \log \left(\frac{e^{-x}}{x}\right)+\left(\frac{e^{-x}}{x}\right)^{e^{-e^{15/x}}} \left(x \log \left(\frac{e^{-x}}{x}\right)+e^{-e^{15/x}} \log \left(\frac{e^{-x}}{x}\right) \left(x+x^2-15 e^{15/x} \log \left(\frac{e^{-x}}{x}\right)\right)\right)\right)}{x^3 \log \left(\frac{e^{-x}}{x}\right)} \, dx","Int[(E^((-(1/(E^x*x))^E^(-E^(15/x)) + x^3)/x)*(2*x^4*Log[1/(E^x*x)] + (1/(E^x*x))^E^(-E^(15/x))*(x*Log[1/(E^x*x)] + (Log[1/(E^x*x)]*(x + x^2 - 15*E^(15/x)*Log[1/(E^x*x)]))/E^E^(15/x))))/(x^3*Log[1/(E^x*x)]),x]","\int \frac{e^{\frac{-\left(\frac{e^{-x}}{x}\right)^{e^{-e^{15/x}}}+x^3}{x}} \left(2 x^4 \log \left(\frac{e^{-x}}{x}\right)+\left(\frac{e^{-x}}{x}\right)^{e^{-e^{15/x}}} \left(x \log \left(\frac{e^{-x}}{x}\right)+e^{-e^{15/x}} \log \left(\frac{e^{-x}}{x}\right) \left(x+x^2-15 e^{15/x} \log \left(\frac{e^{-x}}{x}\right)\right)\right)\right)}{x^3 \log \left(\frac{e^{-x}}{x}\right)} \, dx","e^{x^2-\frac{\left(\frac{e^{-x}}{x}\right)^{e^{-e^{15/x}}}}{x}}",1,"-15*Log[1/(E^x*x)]*Defer[Int][(E^(-E^(15/x) + 15/x - (1/(E^x*x))^E^(-E^(15/x))/x + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x^3, x] + Defer[Int][(E^(-((1/(E^x*x))^E^(-E^(15/x))/x) + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x^2, x] + Defer[Int][(E^(-E^(15/x) - (1/(E^x*x))^E^(-E^(15/x))/x + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x^2, x] + Defer[Int][(E^(-E^(15/x) - (1/(E^x*x))^E^(-E^(15/x))/x + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x, x] + 2*Defer[Int][E^(-((1/(E^x*x))^E^(-E^(15/x))/x) + x^2)*x, x] - 15*Defer[Int][Defer[Int][(E^(-E^(15/x) + 15/x - (1/(E^x*x))^E^(-E^(15/x))/x + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x^3, x], x] - 15*Defer[Int][Defer[Int][(E^(-E^(15/x) + 15/x - (1/(E^x*x))^E^(-E^(15/x))/x + x^2)*(1/(E^x*x))^E^(-E^(15/x)))/x^3, x]/x, x]","F",0,0,0,0,-1,"{}"
9729,0,0,0,6.6962011,"\int \frac{\left(2 x^2+8 x^3\right) \log ^3(2) \log \left(\frac{2}{-2+x+2 x^2}\right)+\left(4 x-2 x^2-4 x^3\right) \log ^3(2) \log ^2\left(\frac{2}{-2+x+2 x^2}\right)}{\left(2-x-2 x^2\right) \log ^3(2)+\left(-6 x+3 x^2+6 x^3\right) \log ^2(2) \log \left(\frac{2}{-2+x+2 x^2}\right)+\left(6 x^2-3 x^3-6 x^4\right) \log (2) \log ^2\left(\frac{2}{-2+x+2 x^2}\right)+\left(-2 x^3+x^4+2 x^5\right) \log ^3\left(\frac{2}{-2+x+2 x^2}\right)} \, dx","Int[((2*x^2 + 8*x^3)*Log[2]^3*Log[2/(-2 + x + 2*x^2)] + (4*x - 2*x^2 - 4*x^3)*Log[2]^3*Log[2/(-2 + x + 2*x^2)]^2)/((2 - x - 2*x^2)*Log[2]^3 + (-6*x + 3*x^2 + 6*x^3)*Log[2]^2*Log[2/(-2 + x + 2*x^2)] + (6*x^2 - 3*x^3 - 6*x^4)*Log[2]*Log[2/(-2 + x + 2*x^2)]^2 + (-2*x^3 + x^4 + 2*x^5)*Log[2/(-2 + x + 2*x^2)]^3),x]","\int \frac{\left(2 x^2+8 x^3\right) \log ^3(2) \log \left(\frac{2}{-2+x+2 x^2}\right)+\left(4 x-2 x^2-4 x^3\right) \log ^3(2) \log ^2\left(\frac{2}{-2+x+2 x^2}\right)}{\left(2-x-2 x^2\right) \log ^3(2)+\left(-6 x+3 x^2+6 x^3\right) \log ^2(2) \log \left(\frac{2}{-2+x+2 x^2}\right)+\left(6 x^2-3 x^3-6 x^4\right) \log (2) \log ^2\left(\frac{2}{-2+x+2 x^2}\right)+\left(-2 x^3+x^4+2 x^5\right) \log ^3\left(\frac{2}{-2+x+2 x^2}\right)} \, dx","\frac{x^2 \log ^2(2)}{\left(\frac{\log (2)}{\log \left(\frac{2}{2 \left(x^2-1\right)+x}\right)}-x\right)^2}-3",1,"-4*Log[2]^4*Defer[Int][(Log[2] - x*Log[2/(-2 + x + 2*x^2)])^(-3), x] + 4*Log[2]^3*Defer[Int][(Log[2] - x*Log[2/(-2 + x + 2*x^2)])^(-2), x] - (32*Log[2]^4*Defer[Int][1/((-1 + Sqrt[17] - 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^3), x])/Sqrt[17] - Log[2]^4*Log[4]*Defer[Int][1/(x*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^3), x] - (2*(17 - Sqrt[17])*Log[2]^4*Defer[Int][1/((1 - Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^3), x])/17 - (32*Log[2]^4*Defer[Int][1/((1 + Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^3), x])/Sqrt[17] - (2*(17 + Sqrt[17])*Log[2]^4*Defer[Int][1/((1 + Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^3), x])/17 - (32*Log[2]^3*Defer[Int][1/((-1 + Sqrt[17] - 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^2), x])/Sqrt[17] - Log[2]^3*Log[16]*Defer[Int][1/(x*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^2), x] - (2*(17 - Sqrt[17])*Log[2]^3*Defer[Int][1/((1 - Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^2), x])/17 - (32*Log[2]^3*Defer[Int][1/((1 + Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^2), x])/Sqrt[17] - (2*(17 + Sqrt[17])*Log[2]^3*Defer[Int][1/((1 + Sqrt[17] + 4*x)*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])^2), x])/17 - 2*Log[2]^3*Defer[Int][1/(x*(-Log[2] + x*Log[2/(-2 + x + 2*x^2)])), x]","F",0,0,0,0,-1,"{}"
9730,0,0,0,10.5283366,"\int \frac{\exp \left(\frac{65536 x+16384 x^2-261121 x^3-65536 x^4-8196 x^5-512 x^6-16 x^7}{65536+16384 x+2048 x^2+128 x^3+4 x^4}\right) \left(8388608+3145728 x-100467072 x^2-37765136 x^3-7081471 x^4-786624 x^5-55300 x^6-2304 x^7-48 x^8\right)}{8388608+3145728 x+589824 x^2+65536 x^3+4608 x^4+192 x^5+4 x^6} \, dx","Int[(E^((65536*x + 16384*x^2 - 261121*x^3 - 65536*x^4 - 8196*x^5 - 512*x^6 - 16*x^7)/(65536 + 16384*x + 2048*x^2 + 128*x^3 + 4*x^4))*(8388608 + 3145728*x - 100467072*x^2 - 37765136*x^3 - 7081471*x^4 - 786624*x^5 - 55300*x^6 - 2304*x^7 - 48*x^8))/(8388608 + 3145728*x + 589824*x^2 + 65536*x^3 + 4608*x^4 + 192*x^5 + 4*x^6),x]","\int \frac{\exp \left(\frac{65536 x+16384 x^2-261121 x^3-65536 x^4-8196 x^5-512 x^6-16 x^7}{65536+16384 x+2048 x^2+128 x^3+4 x^4}\right) \left(8388608+3145728 x-100467072 x^2-37765136 x^3-7081471 x^4-786624 x^5-55300 x^6-2304 x^7-48 x^8\right)}{8388608+3145728 x+589824 x^2+65536 x^3+4608 x^4+192 x^5+4 x^6} \, dx","e^{x-x^3 \left(\frac{1}{x^2+(x+16)^2}+2\right)^2}",1,"-Defer[Int][E^(-1/4*(x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(128 + 16*x + x^2)^2), x] + (16 + 16*I)*Defer[Int][1/(E^((x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(4*(128 + 16*x + x^2)^2))*((-16 + 16*I) - 2*x)^3), x] + (1025/2 - 511*I)*Defer[Int][1/(E^((x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(4*(128 + 16*x + x^2)^2))*((-16 + 16*I) - 2*x)^2), x] - 12*Defer[Int][x^2/E^((x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(4*(128 + 16*x + x^2)^2)), x] - (16 - 16*I)*Defer[Int][1/(E^((x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(4*(128 + 16*x + x^2)^2))*((16 + 16*I) + 2*x)^3), x] + (1025/2 + 511*I)*Defer[Int][1/(E^((x*(-65536 - 16384*x + 261121*x^2 + 65536*x^3 + 8196*x^4 + 512*x^5 + 16*x^6))/(4*(128 + 16*x + x^2)^2))*((16 + 16*I) + 2*x)^2), x]","F",0,0,0,0,-1,"{}"
9731,0,0,0,168.5761395,"\int \frac{4 x^3-4 x^4+x^5+\left(8 x^2-8 x^3+2 x^4\right) \log (x)+e^{\frac{2 (-9+\log (x))}{-2 x+x^2}} \left(4 x-4 x^2+x^3+\left(8-8 x+2 x^2\right) \log (x)\right)+e^{\frac{-9+\log (x)}{-2 x+x^2}} \left(20-15 x-12 x^2+9 x^3-2 x^4+\left(-2-14 x+16 x^2-4 x^3\right) \log (x)\right)}{4 x^3-4 x^4+x^5+e^{\frac{2 (-9+\log (x))}{-2 x+x^2}} \left(4 x-4 x^2+x^3\right)+e^{\frac{-9+\log (x)}{-2 x+x^2}} \left(-8 x^2+8 x^3-2 x^4\right)} \, dx","Int[(4*x^3 - 4*x^4 + x^5 + (8*x^2 - 8*x^3 + 2*x^4)*Log[x] + E^((2*(-9 + Log[x]))/(-2*x + x^2))*(4*x - 4*x^2 + x^3 + (8 - 8*x + 2*x^2)*Log[x]) + E^((-9 + Log[x])/(-2*x + x^2))*(20 - 15*x - 12*x^2 + 9*x^3 - 2*x^4 + (-2 - 14*x + 16*x^2 - 4*x^3)*Log[x]))/(4*x^3 - 4*x^4 + x^5 + E^((2*(-9 + Log[x]))/(-2*x + x^2))*(4*x - 4*x^2 + x^3) + E^((-9 + Log[x])/(-2*x + x^2))*(-8*x^2 + 8*x^3 - 2*x^4)),x]","\int \frac{4 x^3-4 x^4+x^5+\left(8 x^2-8 x^3+2 x^4\right) \log (x)+e^{\frac{2 (-9+\log (x))}{-2 x+x^2}} \left(4 x-4 x^2+x^3+\left(8-8 x+2 x^2\right) \log (x)\right)+e^{\frac{-9+\log (x)}{-2 x+x^2}} \left(20-15 x-12 x^2+9 x^3-2 x^4+\left(-2-14 x+16 x^2-4 x^3\right) \log (x)\right)}{4 x^3-4 x^4+x^5+e^{\frac{2 (-9+\log (x))}{-2 x+x^2}} \left(4 x-4 x^2+x^3\right)+e^{\frac{-9+\log (x)}{-2 x+x^2}} \left(-8 x^2+8 x^3-2 x^4\right)} \, dx","x+\log ^2(x)+\frac{x}{e^{\frac{\log (x)-9}{(x-2) x}}-x}",1,"-1/12*(2 - x)^3 + (4 - x)^2/8 + x + (3*x^2)/8 - x^3/12 + x*Log[x] + ((4*x - x^2)*Log[x])/4 - ((8*x - x^2 - 8*Log[x])*Log[x])/4 - Log[x]^2 - 18*Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)^2*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))^2), x] + 2*Log[x]*Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)^2*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))^2), x] - 19*Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))^2), x] + 2*Log[x]*Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))^2), x] + Defer[Int][(E^(18/((-2 + x)*x))*x)/(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))^2, x] + 9*Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)^2*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x] - Log[x]*Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)^2*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x] + 5*Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x] - (Log[x]*Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x])/2 - 5*Defer[Int][E^(9/((-2 + x)*x))/(x*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x] + (Log[x]*Defer[Int][E^(9/((-2 + x)*x))/(x*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x])/2 + Defer[Int][E^(9/((-2 + x)*x))/(-(E^(9/((-2 + x)*x))*x) + x^(-2*x + x^2)^(-1)), x] + Defer[Int][Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)^2*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x]/x, x] + Defer[Int][Defer[Int][E^(9/((-2 + x)*x))/((-2 + x)*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x]/x, x]/2 - Defer[Int][Defer[Int][E^(9/((-2 + x)*x))/(x*(E^(9/((-2 + x)*x))*x - x^(-2*x + x^2)^(-1))), x]/x, x]/2 - 2*Defer[Int][Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)^2*(-(E^(9/((-2 + x)*x))*x) + x^(-2*x + x^2)^(-1))^2), x]/x, x] - 2*Defer[Int][Defer[Int][E^(18/((-2 + x)*x))/((-2 + x)*(-(E^(9/((-2 + x)*x))*x) + x^(-2*x + x^2)^(-1))^2), x]/x, x]","F",0,0,0,0,-1,"{}"
9732,1,36,0,0.8008095,"\int \frac{-16 x^2+\left(-2 e^4 x^2+6 x^4\right) \log (x)+\left(16+4 x^2 \log (x)\right) \log \left(\log ^2(x)\right)-10 \log (x) \log ^2\left(\log ^2(x)\right)}{\left(e^4 x^3+x^5\right) \log (x)-2 x^3 \log (x) \log \left(\log ^2(x)\right)+x \log (x) \log ^2\left(\log ^2(x)\right)} \, dx","Int[(-16*x^2 + (-2*E^4*x^2 + 6*x^4)*Log[x] + (16 + 4*x^2*Log[x])*Log[Log[x]^2] - 10*Log[x]*Log[Log[x]^2]^2)/((E^4*x^3 + x^5)*Log[x] - 2*x^3*Log[x]*Log[Log[x]^2] + x*Log[x]*Log[Log[x]^2]^2),x]","4 \log \left(x^4+e^4 x^2-2 x^2 \log \left(\log ^2(x)\right)+\log ^2\left(\log ^2(x)\right)\right)-10 \log (x)","\log \left(\frac{8 \left(\left(\frac{\log \left(\log ^2(x)\right)}{x}-x\right)^2+e^4\right)^4}{x^2}\right)",1,"-10*Log[x] + 4*Log[E^4*x^2 + x^4 - 2*x^2*Log[Log[x]^2] + Log[Log[x]^2]^2]","A",4,3,90,0.03333,1,"{6741, 6742, 6684}"
9733,1,15,0,0.0292509,"\int e^{4 e^{-2 x^3}} \left(e^{12}-24 e^{12-2 x^3} x^3\right) \, dx","Int[E^(4/E^(2*x^3))*(E^12 - 24*E^(12 - 2*x^3)*x^3),x]","e^{4 e^{-2 x^3}+12} x","e^{4 e^{-2 x^3}+12} x",1,"E^(12 + 4/E^(2*x^3))*x","A",1,1,30,0.03333,1,"{2288}"
9734,1,13,0,0.0119669,"\int \frac{1}{9} \left(9-32 e^{\frac{16 x^2}{9}} x\right) \, dx","Int[(9 - 32*E^((16*x^2)/9)*x)/9,x]","x-e^{\frac{16 x^2}{9}}","-e^{\frac{16 x^2}{9}}+x+2",1,"-E^((16*x^2)/9) + x","A",3,2,18,0.1111,1,"{12, 2209}"
9735,1,6847,0,87.4428908,"\int \frac{-787377632+e^{14} (-152-16 x)-129835568 x+204211936 x^2+16951616 x^3-13325440 x^4-1536256 x^5+252416 x^6+48128 x^7+2048 x^8+e^{12} \left(4256+2576 x+224 x^2\right)+e^{10} \left(5928-50448 x-18144 x^2-1344 x^3\right)+e^8 \left(-799520-143440 x+249120 x^2+69440 x^3+4480 x^4\right)+e^6 \left(633080+6462800 x+910400 x^2-656000 x^3-156800 x^4-8960 x^5\right)+e^4 \left(52288608+1705584 x-19588320 x^2-2494080 x^3+971520 x^4+209664 x^5+10752 x^6\right)+e^2 \left(23476856-206683184 x-14419296 x^2+26384320 x^3+3167360 x^4-767232 x^5-154112 x^6-7168 x^7\right)+\left(-586921400+5167079600 x+360482400 x^2-659608000 x^3-79184000 x^4+19180800 x^5+3852800 x^6+179200 x^7+e^{12} (26600+2800 x)+e^{10} \left(-638400-386400 x-33600 x^2\right)+e^8 \left(-741000+6306000 x+2268000 x^2+168000 x^3\right)+e^6 \left(79952000+14344000 x-24912000 x^2-6944000 x^3-448000 x^4\right)+e^4 \left(-47481000-484710000 x-68280000 x^2+49200000 x^3+11760000 x^4+672000 x^5\right)+e^2 \left(-2614430400-85279200 x+979416000 x^2+124704000 x^3-48576000 x^4-10483200 x^5-537600 x^6\right)\right) \log (3-x)+\left(32680380000+e^{10} (-1995000-210000 x)+1065990000 x-12242700000 x^2-1558800000 x^3+607200000 x^4+131040000 x^5+6720000 x^6+e^8 \left(39900000+24150000 x+2100000 x^2\right)+e^6 \left(37050000-315300000 x-113400000 x^2-8400000 x^3\right)+e^4 \left(-2998200000-537900000 x+934200000 x^2+260400000 x^3+16800000 x^4\right)+e^2 \left(1187025000+12117750000 x+1707000000 x^2-1230000000 x^3-294000000 x^4-16800000 x^5\right)\right) \log ^2(3-x)+\left(-9891875000-100981250000 x-14225000000 x^2+10250000000 x^3+2450000000 x^4+140000000 x^5+e^8 (83125000+8750000 x)+e^6 \left(-1330000000-805000000 x-70000000 x^2\right)+e^4 \left(-926250000+7882500000 x+2835000000 x^2+210000000 x^3\right)+e^2 \left(49970000000+8965000000 x-15570000000 x^2-4340000000 x^3-280000000 x^4\right)\right) \log ^3(3-x)+\left(-312312500000+e^6 (-2078125000-218750000 x)-56031250000 x+97312500000 x^2+27125000000 x^3+1750000000 x^4+e^4 \left(24937500000+15093750000 x+1312500000 x^2\right)+e^2 \left(11578125000-98531250000 x-35437500000 x^2-2625000000 x^3\right)\right) \log ^4(3-x)+\left(-57890625000+492656250000 x+177187500000 x^2+13125000000 x^3+e^4 (31171875000+3281250000 x)+e^2 \left(-249375000000-150937500000 x-13125000000 x^2\right)\right) \log ^5(3-x)+\left(1039062500000+e^2 (-259765625000-27343750000 x)+628906250000 x+54687500000 x^2\right) \log ^6(3-x)+(927734375000+97656250000 x) \log ^7(3-x)}{-1171875+390625 x} \, dx","Int[(-787377632 + E^14*(-152 - 16*x) - 129835568*x + 204211936*x^2 + 16951616*x^3 - 13325440*x^4 - 1536256*x^5 + 252416*x^6 + 48128*x^7 + 2048*x^8 + E^12*(4256 + 2576*x + 224*x^2) + E^10*(5928 - 50448*x - 18144*x^2 - 1344*x^3) + E^8*(-799520 - 143440*x + 249120*x^2 + 69440*x^3 + 4480*x^4) + E^6*(633080 + 6462800*x + 910400*x^2 - 656000*x^3 - 156800*x^4 - 8960*x^5) + E^4*(52288608 + 1705584*x - 19588320*x^2 - 2494080*x^3 + 971520*x^4 + 209664*x^5 + 10752*x^6) + E^2*(23476856 - 206683184*x - 14419296*x^2 + 26384320*x^3 + 3167360*x^4 - 767232*x^5 - 154112*x^6 - 7168*x^7) + (-586921400 + 5167079600*x + 360482400*x^2 - 659608000*x^3 - 79184000*x^4 + 19180800*x^5 + 3852800*x^6 + 179200*x^7 + E^12*(26600 + 2800*x) + E^10*(-638400 - 386400*x - 33600*x^2) + E^8*(-741000 + 6306000*x + 2268000*x^2 + 168000*x^3) + E^6*(79952000 + 14344000*x - 24912000*x^2 - 6944000*x^3 - 448000*x^4) + E^4*(-47481000 - 484710000*x - 68280000*x^2 + 49200000*x^3 + 11760000*x^4 + 672000*x^5) + E^2*(-2614430400 - 85279200*x + 979416000*x^2 + 124704000*x^3 - 48576000*x^4 - 10483200*x^5 - 537600*x^6))*Log[3 - x] + (32680380000 + E^10*(-1995000 - 210000*x) + 1065990000*x - 12242700000*x^2 - 1558800000*x^3 + 607200000*x^4 + 131040000*x^5 + 6720000*x^6 + E^8*(39900000 + 24150000*x + 2100000*x^2) + E^6*(37050000 - 315300000*x - 113400000*x^2 - 8400000*x^3) + E^4*(-2998200000 - 537900000*x + 934200000*x^2 + 260400000*x^3 + 16800000*x^4) + E^2*(1187025000 + 12117750000*x + 1707000000*x^2 - 1230000000*x^3 - 294000000*x^4 - 16800000*x^5))*Log[3 - x]^2 + (-9891875000 - 100981250000*x - 14225000000*x^2 + 10250000000*x^3 + 2450000000*x^4 + 140000000*x^5 + E^8*(83125000 + 8750000*x) + E^6*(-1330000000 - 805000000*x - 70000000*x^2) + E^4*(-926250000 + 7882500000*x + 2835000000*x^2 + 210000000*x^3) + E^2*(49970000000 + 8965000000*x - 15570000000*x^2 - 4340000000*x^3 - 280000000*x^4))*Log[3 - x]^3 + (-312312500000 + E^6*(-2078125000 - 218750000*x) - 56031250000*x + 97312500000*x^2 + 27125000000*x^3 + 1750000000*x^4 + E^4*(24937500000 + 15093750000*x + 1312500000*x^2) + E^2*(11578125000 - 98531250000*x - 35437500000*x^2 - 2625000000*x^3))*Log[3 - x]^4 + (-57890625000 + 492656250000*x + 177187500000*x^2 + 13125000000*x^3 + E^4*(31171875000 + 3281250000*x) + E^2*(-249375000000 - 150937500000*x - 13125000000*x^2))*Log[3 - x]^5 + (1039062500000 + E^2*(-259765625000 - 27343750000*x) + 628906250000*x + 54687500000*x^2)*Log[3 - x]^6 + (927734375000 + 97656250000*x)*Log[3 - x]^7)/(-1171875 + 390625*x),x]","\frac{256 x^8}{390625}+\frac{1024 \log (3-x) x^7}{15625}+\frac{1024 \left(28-e^2\right) x^7}{2734375}-\frac{6144 e^2 x^7}{2734375}+\frac{1792}{625} \log ^2(3-x) x^6+\frac{1792 \left(49-6 e^2\right) \log (3-x) x^6}{46875}-\frac{256 \left(13+8 e^2-e^4\right) x^6}{390625}+\frac{256 \left(28-e^2\right) x^6}{46875}-\frac{512 e^2 \left(20-e^2\right) x^6}{390625}-\frac{896 \left(49-6 e^2\right) x^6}{140625}+\frac{1024 e^4 x^6}{390625}-\frac{14848 e^2 x^6}{390625}+\frac{5376}{625} \left(9-e^2\right) \log ^2(3-x) x^5+\frac{768 \left(337-126 e^2+7 e^4\right) \log (3-x) x^5}{15625}-\frac{256 \left(5260-135 e^2-60 e^4+3 e^6\right) x^5}{1953125}-\frac{768 \left(337-126 e^2+7 e^4\right) x^5}{78125}+\frac{3072 e^2 \left(45+8 e^2-e^4\right) x^5}{1953125}-\frac{768 \left(13+8 e^2-e^4\right) x^5}{78125}+\frac{1536 \left(28-e^2\right) x^5}{78125}-\frac{44544 e^2 \left(20-e^2\right) x^5}{1953125}+\frac{3072 e^4 \left(12-e^2\right) x^5}{1953125}-\frac{1792 \left(49-6 e^2\right) x^5}{78125}-\frac{2048 e^6 x^5}{1953125}+\frac{101376 e^4 x^5}{1953125}-\frac{3072 e^2 x^5}{15625}+\frac{96}{125} \left(884-287 e^2+14 e^4\right) \log ^2(3-x) x^4+\frac{32 \left(1117-5304 e^2+861 e^4-28 e^6\right) \log (3-x) x^4}{3125}-\frac{32 \left(4165-4720 e^2+270 e^4+48 e^6-3 e^8\right) x^4}{390625}-\frac{32 \left(5260-135 e^2-60 e^4+3 e^6\right) x^4}{15625}+\frac{384 e^2 \left(1180-77 e^2-12 e^4+e^6\right) x^4}{390625}-\frac{8 \left(1117-5304 e^2+861 e^4-28 e^6\right) x^4}{3125}-\frac{576 \left(337-126 e^2+7 e^4\right) x^4}{15625}-\frac{384 e^4 \left(77+8 e^2-e^4\right) x^4}{390625}+\frac{11136 e^2 \left(45+8 e^2-e^4\right) x^4}{390625}-\frac{576 \left(13+8 e^2-e^4\right) x^4}{15625}+\frac{1152 \left(28-e^2\right) x^4}{15625}-\frac{384 e^2 \left(20-e^2\right) x^4}{3125}+\frac{12672 e^4 \left(12-e^2\right) x^4}{390625}-\frac{1344 \left(49-6 e^2\right) x^4}{15625}-\frac{256 (2-e) e^6 (2+e) x^4}{390625}-\frac{9472 e^6 x^4}{390625}+\frac{140544 e^4 x^4}{390625}-\frac{2304 e^2 x^4}{3125}+\frac{128}{125} \left(1353-1886 e^2+259 e^4-7 e^6\right) \log ^2(3-x) x^3-\frac{64 \left(75749+16236 e^2-11316 e^4+1036 e^6-21 e^8\right) \log (3-x) x^3}{9375}-\frac{64 \left(4165-4720 e^2+270 e^4+48 e^6-3 e^8\right) x^3}{46875}+\frac{64 \left(75749+16236 e^2-11316 e^4+1036 e^6-21 e^8\right) x^3}{28125}-\frac{128 \left(5260-135 e^2-60 e^4+3 e^6\right) x^3}{15625}+\frac{64 \left(109-e^4\right) \left(1052-45 e^2-12 e^4+e^6\right) x^3}{390625}+\frac{7424 e^2 \left(1180-77 e^2-12 e^4+e^6\right) x^3}{390625}-\frac{32 \left(1117-5304 e^2+861 e^4-28 e^6\right) x^3}{3125}-\frac{2304 \left(337-126 e^2+7 e^4\right) x^3}{15625}-\frac{128 e^2 \left(109-e^4\right) \left(45+16 e^2-e^4\right) x^3}{390625}-\frac{8448 e^4 \left(77+8 e^2-e^4\right) x^3}{390625}+\frac{512 e^2 \left(45+8 e^2-e^4\right) x^3}{3125}-\frac{2304 \left(13+8 e^2-e^4\right) x^3}{15625}-\frac{256 (2-e) e^4 (2+e) \left(109-e^4\right) x^3}{390625}+\frac{4608 \left(28-e^2\right) x^3}{15625}-\frac{1536 e^2 \left(20-e^2\right) x^3}{3125}+\frac{93696 e^4 \left(12-e^2\right) x^3}{390625}-\frac{5376 \left(49-6 e^2\right) x^3}{15625}-\frac{18944 (2-e) e^6 (2+e) x^3}{1171875}-\frac{84992 e^6 x^3}{390625}+\frac{1024 e^4 x^3}{625}-\frac{9216 e^2 x^3}{3125}-\frac{48 \left(607289-245730 e^2-84710 e^4+20740 e^6-1155 e^8+14 e^{10}\right) \log (3-x) x^2}{15625}+\frac{24 \left(607289-245730 e^2-84710 e^4+20740 e^6-1155 e^8+14 e^{10}\right) x^2}{15625}-\frac{96 \left(4165-4720 e^2+270 e^4+48 e^6-3 e^8\right) x^2}{15625}+\frac{32 \left(75749+16236 e^2-11316 e^4+1036 e^6-21 e^8\right) x^2}{3125}-\frac{576 \left(5260-135 e^2-60 e^4+3 e^6\right) x^2}{15625}+\frac{48 \left(109-e^4\right) \left(1052-45 e^2-12 e^4+e^6\right) x^2}{15625}+\frac{384 e^2 \left(1180-77 e^2-12 e^4+e^6\right) x^2}{3125}-\frac{144 \left(1117-5304 e^2+861 e^4-28 e^6\right) x^2}{3125}-\frac{10368 \left(337-126 e^2+7 e^4\right) x^2}{15625}-\frac{16 \left(109-e^4\right)^2 \left(13+24 e^2-e^4\right) x^2}{390625}-\frac{2784 e^2 \left(109-e^4\right) \left(45+16 e^2-e^4\right) x^2}{390625}-\frac{70272 e^4 \left(77+8 e^2-e^4\right) x^2}{390625}+\frac{2304 e^2 \left(45+8 e^2-e^4\right) x^2}{3125}-\frac{10368 \left(13+8 e^2-e^4\right) x^2}{15625}-\frac{96 (2-e) e^2 (2+e) \left(109-e^4\right)^2 x^2}{390625}-\frac{6336 (2-e) e^4 (2+e) \left(109-e^4\right) x^2}{390625}+\frac{20736 \left(28-e^2\right) x^2}{15625}-\frac{6912 e^2 \left(20-e^2\right) x^2}{3125}+\frac{768}{625} e^4 \left(12-e^2\right) x^2-\frac{24192 \left(49-6 e^2\right) x^2}{15625}-\frac{63744 (2-e) e^6 (2+e) x^2}{390625}-\frac{507392 e^6 x^2}{390625}+\frac{4608 e^4 x^2}{625}-\frac{41472 e^2 x^2}{3125}-\frac{16 \left(1986497+4209942 e^2+313005 e^4-337460 e^6+36555 e^8-1218 e^{10}+7 e^{12}\right) x}{15625}+\frac{144 \left(607289-245730 e^2-84710 e^4+20740 e^6-1155 e^8+14 e^{10}\right) x}{15625}-\frac{96}{625} \left(701657+104335 e^2-168730 e^4+24370 e^6-1015 e^8+7 e^{10}\right) x-\frac{96}{5} \left(20867-67492 e^2+14622 e^4-812 e^6+7 e^8\right) x-\frac{576 \left(4165-4720 e^2+270 e^4+48 e^6-3 e^8\right) x}{15625}-\frac{576}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) x+\frac{192 \left(75749+16236 e^2-11316 e^4+1036 e^6-21 e^8\right) x}{3125}-\frac{3456 \left(5260-135 e^2-60 e^4+3 e^6\right) x}{15625}+\frac{288 \left(109-e^4\right) \left(1052-45 e^2-12 e^4+e^6\right) x}{15625}+\frac{2304 e^2 \left(1180-77 e^2-12 e^4+e^6\right) x}{3125}+1920 \left(16873-7311 e^2+609 e^4-7 e^6\right) x+\frac{6912}{125} \left(1353-1886 e^2+259 e^4-7 e^6\right) x-\frac{1152}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) x-\frac{864 \left(1117-5304 e^2+861 e^4-28 e^6\right) x}{3125}-\frac{6912}{5} \left(1886-518 e^2+21 e^4\right) x+\frac{20736}{125} \left(884-287 e^2+14 e^4\right) x-\frac{62208 \left(337-126 e^2+7 e^4\right) x}{15625}+34560 \left(1037-231 e^2+7 e^4\right) x-144000 \left(2437-406 e^2+7 e^4\right) x-\frac{16 \left(109-e^4\right)^2 \left(13+24 e^2-e^4\right) x}{15625}-\frac{192 e^2 \left(109-e^4\right) \left(45+16 e^2-e^4\right) x}{3125}-\frac{768}{625} e^4 \left(77+8 e^2-e^4\right) x+\frac{13824 e^2 \left(45+8 e^2-e^4\right) x}{3125}-\frac{62208 \left(13+8 e^2-e^4\right) x}{15625}-\frac{16 (2-e) (2+e) \left(109-e^4\right)^3 x}{390625}-\frac{2784 (2-e) e^2 (2+e) \left(109-e^4\right)^2 x}{390625}-\frac{70272 (2-e) e^4 (2+e) \left(109-e^4\right) x}{390625}+\frac{124416 \left(28-e^2\right) x}{15625}-\frac{41472 e^2 \left(20-e^2\right) x}{3125}+\frac{4608}{625} e^4 \left(12-e^2\right) x+50400000 \left(10-e^2\right) x+\frac{870912}{125} \left(9-e^2\right) x-6048000 \left(33-2 e^2\right) x+483840 \left(37-3 e^2\right) x-\frac{145152}{5} \left(41-4 e^2\right) x-\frac{145152 \left(49-6 e^2\right) x}{15625}-\frac{507392 (2-e) e^6 (2+e) x}{390625}-\frac{1024 e^6 x}{125}+\frac{27648 e^4 x}{625}-\frac{248832 e^2 x}{3125}-\frac{20969238528 x}{625}+390625 \log ^8(3-x)-250000 (3-x) \log ^7(3-x)+125000 \left(10-e^2\right) \log ^7(3-x)+\frac{896 (3-x)^6}{5625}+70000 (3-x)^2 \log ^6(3-x)-70000 \left(10-e^2\right) (3-x) \log ^6(3-x)+2500 \left(575-140 e^2+7 e^4\right) \log ^6(3-x)-\frac{10752 \left(9-e^2\right) (3-x)^5}{15625}-\frac{10752 (3-x)^5}{15625}-11200 (3-x)^3 \log ^5(3-x)+8400 \left(33-2 e^2\right) (3-x)^2 \log ^5(3-x)-109200 (3-x)^2 \log ^5(3-x)-1200 \left(2437-406 e^2+7 e^4\right) (3-x) \log ^5(3-x)+420000 \left(10-e^2\right) (3-x) \log ^5(3-x)-50400 \left(33-2 e^2\right) (3-x) \log ^5(3-x)-302400 (3-x) \log ^5(3-x)+200 \left(3250-1725 e^2+210 e^4-7 e^6\right) \log ^5(3-x)+\frac{12}{125} \left(884-287 e^2+14 e^4\right) (3-x)^4+\frac{2016}{125} \left(9-e^2\right) (3-x)^4-\frac{21}{5} \left(41-4 e^2\right) (3-x)^4+\frac{6573}{125} (3-x)^4+1120 (3-x)^4 \log ^4(3-x)-\frac{2240}{3} \left(37-3 e^2\right) (3-x)^3 \log ^4(3-x)+\frac{15680}{3} (3-x)^3 \log ^4(3-x)+240 \left(1037-231 e^2+7 e^4\right) (3-x)^2 \log ^4(3-x)-21000 \left(33-2 e^2\right) (3-x)^2 \log ^4(3-x)+6720 \left(37-3 e^2\right) (3-x)^2 \log ^4(3-x)+333480 (3-x)^2 \log ^4(3-x)-80 \left(16873-7311 e^2+609 e^4-7 e^6\right) (3-x) \log ^4(3-x)-1440 \left(1037-231 e^2+7 e^4\right) (3-x) \log ^4(3-x)+6000 \left(2437-406 e^2+7 e^4\right) (3-x) \log ^4(3-x)-2100000 \left(10-e^2\right) (3-x) \log ^4(3-x)+252000 \left(33-2 e^2\right) (3-x) \log ^4(3-x)-20160 \left(37-3 e^2\right) (3-x) \log ^4(3-x)+1391040 (3-x) \log ^4(3-x)+10 \left(4375-13000 e^2+3450 e^4-280 e^6+7 e^8\right) \log ^4(3-x)-\frac{256 \left(1353-1886 e^2+259 e^4-7 e^6\right) (3-x)^3}{1125}+\frac{256}{135} \left(1886-518 e^2+21 e^4\right) (3-x)^3-\frac{256}{125} \left(884-287 e^2+14 e^4\right) (3-x)^3-\frac{21504}{125} \left(9-e^2\right) (3-x)^3-\frac{17920}{81} \left(37-3 e^2\right) (3-x)^3+\frac{1792}{15} \left(41-4 e^2\right) (3-x)^3+\frac{26711552 (3-x)^3}{10125}-\frac{1792}{25} (3-x)^5 \log ^3(3-x)+\frac{224}{5} \left(41-4 e^2\right) (3-x)^4 \log ^3(3-x)-\frac{224}{5} (3-x)^4 \log ^3(3-x)-\frac{128}{15} \left(1886-518 e^2+21 e^4\right) (3-x)^3 \log ^3(3-x)+\frac{8960}{9} \left(37-3 e^2\right) (3-x)^3 \log ^3(3-x)-\frac{2688}{5} \left(41-4 e^2\right) (3-x)^3 \log ^3(3-x)-\frac{603904}{45} (3-x)^3 \log ^3(3-x)+\frac{32}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x)^2 \log ^3(3-x)+\frac{384}{5} \left(1886-518 e^2+21 e^4\right) (3-x)^2 \log ^3(3-x)-480 \left(1037-231 e^2+7 e^4\right) (3-x)^2 \log ^3(3-x)+42000 \left(33-2 e^2\right) (3-x)^2 \log ^3(3-x)-13440 \left(37-3 e^2\right) (3-x)^2 \log ^3(3-x)+\frac{12096}{5} \left(41-4 e^2\right) (3-x)^2 \log ^3(3-x)-\frac{3238032}{5} (3-x)^2 \log ^3(3-x)-\frac{16}{5} \left(20867-67492 e^2+14622 e^4-812 e^6+7 e^8\right) (3-x) \log ^3(3-x)+320 \left(16873-7311 e^2+609 e^4-7 e^6\right) (3-x) \log ^3(3-x)-\frac{192}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x) \log ^3(3-x)-\frac{1152}{5} \left(1886-518 e^2+21 e^4\right) (3-x) \log ^3(3-x)+5760 \left(1037-231 e^2+7 e^4\right) (3-x) \log ^3(3-x)-24000 \left(2437-406 e^2+7 e^4\right) (3-x) \log ^3(3-x)+8400000 \left(10-e^2\right) (3-x) \log ^3(3-x)-1008000 \left(33-2 e^2\right) (3-x) \log ^3(3-x)+80640 \left(37-3 e^2\right) (3-x) \log ^3(3-x)-\frac{24192}{5} \left(41-4 e^2\right) (3-x) \log ^3(3-x)-\frac{27965952}{5} (3-x) \log ^3(3-x)-\frac{8}{25} \left(81250+21875 e^2-32500 e^4+5750 e^6-350 e^8+7 e^{10}\right) \log ^3(3-x)-\frac{24}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) (3-x)^2+\frac{576}{125} \left(1353-1886 e^2+259 e^4-7 e^6\right) (3-x)^2-\frac{24}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x)^2-\frac{288}{5} \left(1886-518 e^2+21 e^4\right) (3-x)^2+\frac{2592}{125} \left(884-287 e^2+14 e^4\right) (3-x)^2+360 \left(1037-231 e^2+7 e^4\right) (3-x)^2+\frac{145152}{125} \left(9-e^2\right) (3-x)^2-31500 \left(33-2 e^2\right) (3-x)^2+10080 \left(37-3 e^2\right) (3-x)^2-\frac{9072}{5} \left(41-4 e^2\right) (3-x)^2+\frac{60930828}{125} (3-x)^2+\frac{5376}{125} (3-x)^5 \log ^2(3-x)-\frac{168}{5} \left(41-4 e^2\right) (3-x)^4 \log ^2(3-x)+\frac{168}{5} (3-x)^4 \log ^2(3-x)+\frac{128}{15} \left(1886-518 e^2+21 e^4\right) (3-x)^3 \log ^2(3-x)-\frac{8960}{9} \left(37-3 e^2\right) (3-x)^3 \log ^2(3-x)+\frac{2688}{5} \left(41-4 e^2\right) (3-x)^3 \log ^2(3-x)+\frac{603904}{45} (3-x)^3 \log ^2(3-x)-\frac{48}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) (3-x)^2 \log ^2(3-x)-\frac{48}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x)^2 \log ^2(3-x)-\frac{576}{5} \left(1886-518 e^2+21 e^4\right) (3-x)^2 \log ^2(3-x)+720 \left(1037-231 e^2+7 e^4\right) (3-x)^2 \log ^2(3-x)-63000 \left(33-2 e^2\right) (3-x)^2 \log ^2(3-x)+20160 \left(37-3 e^2\right) (3-x)^2 \log ^2(3-x)-\frac{18144}{5} \left(41-4 e^2\right) (3-x)^2 \log ^2(3-x)+\frac{4857048}{5} (3-x)^2 \log ^2(3-x)+\frac{48}{625} \left(701657+104335 e^2-168730 e^4+24370 e^6-1015 e^8+7 e^{10}\right) (3-x) \log ^2(3-x)+\frac{48}{5} \left(20867-67492 e^2+14622 e^4-812 e^6+7 e^8\right) (3-x) \log ^2(3-x)+\frac{288}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) (3-x) \log ^2(3-x)-960 \left(16873-7311 e^2+609 e^4-7 e^6\right) (3-x) \log ^2(3-x)+\frac{576}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x) \log ^2(3-x)+\frac{3456}{5} \left(1886-518 e^2+21 e^4\right) (3-x) \log ^2(3-x)-17280 \left(1037-231 e^2+7 e^4\right) (3-x) \log ^2(3-x)+72000 \left(2437-406 e^2+7 e^4\right) (3-x) \log ^2(3-x)-25200000 \left(10-e^2\right) (3-x) \log ^2(3-x)+3024000 \left(33-2 e^2\right) (3-x) \log ^2(3-x)-241920 \left(37-3 e^2\right) (3-x) \log ^2(3-x)+\frac{72576}{5} \left(41-4 e^2\right) (3-x) \log ^2(3-x)+\frac{83897856}{5} (3-x) \log ^2(3-x)+\frac{3456}{125} \left(1353-1886 e^2+259 e^4-7 e^6\right) \log ^2(3-x)+\frac{7776}{125} \left(884-287 e^2+14 e^4\right) \log ^2(3-x)+\frac{4}{625} \left(25+20 e^2-e^4\right)^2 \left(575-140 e^2+7 e^4\right) \log ^2(3-x)+\frac{1306368}{625} \left(9-e^2\right) \log ^2(3-x)+\frac{1306368}{625} \log ^2(3-x)-\frac{10752}{625} (3-x)^5 \log (3-x)+\frac{84}{5} \left(41-4 e^2\right) (3-x)^4 \log (3-x)-\frac{84}{5} (3-x)^4 \log (3-x)-\frac{256}{45} \left(1886-518 e^2+21 e^4\right) (3-x)^3 \log (3-x)+\frac{17920}{27} \left(37-3 e^2\right) (3-x)^3 \log (3-x)-\frac{1792}{5} \left(41-4 e^2\right) (3-x)^3 \log (3-x)-\frac{1207808}{135} (3-x)^3 \log (3-x)+\frac{48}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) (3-x)^2 \log (3-x)+\frac{48}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x)^2 \log (3-x)+\frac{576}{5} \left(1886-518 e^2+21 e^4\right) (3-x)^2 \log (3-x)-720 \left(1037-231 e^2+7 e^4\right) (3-x)^2 \log (3-x)+63000 \left(33-2 e^2\right) (3-x)^2 \log (3-x)-20160 \left(37-3 e^2\right) (3-x)^2 \log (3-x)+\frac{18144}{5} \left(41-4 e^2\right) (3-x)^2 \log (3-x)-\frac{4857048}{5} (3-x)^2 \log (3-x)-\frac{16 \left(1986497+4209942 e^2+313005 e^4-337460 e^6+36555 e^8-1218 e^{10}+7 e^{12}\right) (3-x) \log (3-x)}{15625}-\frac{96}{625} \left(701657+104335 e^2-168730 e^4+24370 e^6-1015 e^8+7 e^{10}\right) (3-x) \log (3-x)-\frac{96}{5} \left(20867-67492 e^2+14622 e^4-812 e^6+7 e^8\right) (3-x) \log (3-x)-\frac{576}{125} \left(24573+16942 e^2-6222 e^4+462 e^6-7 e^8\right) (3-x) \log (3-x)+1920 \left(16873-7311 e^2+609 e^4-7 e^6\right) (3-x) \log (3-x)-\frac{1152}{5} \left(8471-6222 e^2+693 e^4-14 e^6\right) (3-x) \log (3-x)-\frac{6912}{5} \left(1886-518 e^2+21 e^4\right) (3-x) \log (3-x)+34560 \left(1037-231 e^2+7 e^4\right) (3-x) \log (3-x)-144000 \left(2437-406 e^2+7 e^4\right) (3-x) \log (3-x)+50400000 \left(10-e^2\right) (3-x) \log (3-x)-6048000 \left(33-2 e^2\right) (3-x) \log (3-x)+483840 \left(37-3 e^2\right) (3-x) \log (3-x)-\frac{145152}{5} \left(41-4 e^2\right) (3-x) \log (3-x)-\frac{167795712}{5} (3-x) \log (3-x)+\frac{896 \left(-10 (3-x)^6+216 (3-x)^5-2025 (3-x)^4+10800 (3-x)^3-36450 (3-x)^2+87480 (3-x)-43740 \log (3-x)\right) \log (3-x)}{9375}+\frac{2688 \left(9-e^2\right) \left(4 (3-x)^5-75 (3-x)^4+600 (3-x)^3-2700 (3-x)^2+8100 (3-x)-4860 \log (3-x)\right) \log (3-x)}{3125}+\frac{48}{125} \left(884-287 e^2+14 e^4\right) \left(-(3-x)^4+16 (3-x)^3-108 (3-x)^2+432 (3-x)-324 \log (3-x)\right) \log (3-x)+\frac{128}{375} \left(1353-1886 e^2+259 e^4-7 e^6\right) \left(2 (3-x)^3-27 (3-x)^2+162 (3-x)-162 \log (3-x)\right) \log (3-x)+\frac{432 \left(607289-245730 e^2-84710 e^4+20740 e^6-1155 e^8+14 e^{10}\right) \log (3-x)}{15625}-\frac{1728 \left(4165-4720 e^2+270 e^4+48 e^6-3 e^8\right) \log (3-x)}{15625}+\frac{576 \left(75749+16236 e^2-11316 e^4+1036 e^6-21 e^8\right) \log (3-x)}{3125}-\frac{10368 \left(5260-135 e^2-60 e^4+3 e^6\right) \log (3-x)}{15625}+\frac{864 \left(109-e^4\right) \left(1052-45 e^2-12 e^4+e^6\right) \log (3-x)}{15625}+\frac{6912 e^2 \left(1180-77 e^2-12 e^4+e^6\right) \log (3-x)}{3125}-\frac{2592 \left(1117-5304 e^2+861 e^4-28 e^6\right) \log (3-x)}{3125}-\frac{186624 \left(337-126 e^2+7 e^4\right) \log (3-x)}{15625}-\frac{48 \left(109-e^4\right)^2 \left(13+24 e^2-e^4\right) \log (3-x)}{15625}-\frac{576 e^2 \left(109-e^4\right) \left(45+16 e^2-e^4\right) \log (3-x)}{3125}-\frac{2304}{625} e^4 \left(77+8 e^2-e^4\right) \log (3-x)+\frac{41472 e^2 \left(45+8 e^2-e^4\right) \log (3-x)}{3125}-\frac{186624 \left(13+8 e^2-e^4\right) \log (3-x)}{15625}-\frac{8 (2-e) (2+e) \left(109-e^4\right)^3 \log (3-x)}{15625}-\frac{96 (2-e) e^2 (2+e) \left(109-e^4\right)^2 \log (3-x)}{3125}-\frac{384}{625} (2-e) e^4 (2+e) \left(109-e^4\right) \log (3-x)+\frac{373248 \left(28-e^2\right) \log (3-x)}{15625}-\frac{124416 e^2 \left(20-e^2\right) \log (3-x)}{3125}+\frac{13824}{625} e^4 \left(12-e^2\right) \log (3-x)-\frac{435456 \left(49-6 e^2\right) \log (3-x)}{15625}-\frac{512}{125} (2-e) e^6 (2+e) \log (3-x)-\frac{3072}{125} e^6 \log (3-x)+\frac{82944}{625} e^4 \log (3-x)-\frac{746496 e^2 \log (3-x)}{3125}","\left(5-\left(\frac{1}{5} \left(2 x-e^2+4\right)+5 \log (3-x)\right)^2\right)^4",1,"(60930828*(3 - x)^2)/125 - (9072*(41 - 4*E^2)*(3 - x)^2)/5 + 10080*(37 - 3*E^2)*(3 - x)^2 - 31500*(33 - 2*E^2)*(3 - x)^2 + (145152*(9 - E^2)*(3 - x)^2)/125 + 360*(1037 - 231*E^2 + 7*E^4)*(3 - x)^2 + (2592*(884 - 287*E^2 + 14*E^4)*(3 - x)^2)/125 - (288*(1886 - 518*E^2 + 21*E^4)*(3 - x)^2)/5 - (24*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)^2)/5 + (576*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*(3 - x)^2)/125 - (24*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*(3 - x)^2)/125 + (26711552*(3 - x)^3)/10125 + (1792*(41 - 4*E^2)*(3 - x)^3)/15 - (17920*(37 - 3*E^2)*(3 - x)^3)/81 - (21504*(9 - E^2)*(3 - x)^3)/125 - (256*(884 - 287*E^2 + 14*E^4)*(3 - x)^3)/125 + (256*(1886 - 518*E^2 + 21*E^4)*(3 - x)^3)/135 - (256*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*(3 - x)^3)/1125 + (6573*(3 - x)^4)/125 - (21*(41 - 4*E^2)*(3 - x)^4)/5 + (2016*(9 - E^2)*(3 - x)^4)/125 + (12*(884 - 287*E^2 + 14*E^4)*(3 - x)^4)/125 - (10752*(3 - x)^5)/15625 - (10752*(9 - E^2)*(3 - x)^5)/15625 + (896*(3 - x)^6)/5625 - (20969238528*x)/625 - (248832*E^2*x)/3125 + (27648*E^4*x)/625 - (1024*E^6*x)/125 - (507392*(2 - E)*E^6*(2 + E)*x)/390625 - (145152*(49 - 6*E^2)*x)/15625 - (145152*(41 - 4*E^2)*x)/5 + 483840*(37 - 3*E^2)*x - 6048000*(33 - 2*E^2)*x + (870912*(9 - E^2)*x)/125 + 50400000*(10 - E^2)*x + (4608*E^4*(12 - E^2)*x)/625 - (41472*E^2*(20 - E^2)*x)/3125 + (124416*(28 - E^2)*x)/15625 - (70272*(2 - E)*E^4*(2 + E)*(109 - E^4)*x)/390625 - (2784*(2 - E)*E^2*(2 + E)*(109 - E^4)^2*x)/390625 - (16*(2 - E)*(2 + E)*(109 - E^4)^3*x)/390625 - (62208*(13 + 8*E^2 - E^4)*x)/15625 + (13824*E^2*(45 + 8*E^2 - E^4)*x)/3125 - (768*E^4*(77 + 8*E^2 - E^4)*x)/625 - (192*E^2*(109 - E^4)*(45 + 16*E^2 - E^4)*x)/3125 - (16*(109 - E^4)^2*(13 + 24*E^2 - E^4)*x)/15625 - 144000*(2437 - 406*E^2 + 7*E^4)*x + 34560*(1037 - 231*E^2 + 7*E^4)*x - (62208*(337 - 126*E^2 + 7*E^4)*x)/15625 + (20736*(884 - 287*E^2 + 14*E^4)*x)/125 - (6912*(1886 - 518*E^2 + 21*E^4)*x)/5 - (864*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*x)/3125 - (1152*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*x)/5 + (6912*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*x)/125 + 1920*(16873 - 7311*E^2 + 609*E^4 - 7*E^6)*x + (2304*E^2*(1180 - 77*E^2 - 12*E^4 + E^6)*x)/3125 + (288*(109 - E^4)*(1052 - 45*E^2 - 12*E^4 + E^6)*x)/15625 - (3456*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*x)/15625 + (192*(75749 + 16236*E^2 - 11316*E^4 + 1036*E^6 - 21*E^8)*x)/3125 - (576*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*x)/125 - (576*(4165 - 4720*E^2 + 270*E^4 + 48*E^6 - 3*E^8)*x)/15625 - (96*(20867 - 67492*E^2 + 14622*E^4 - 812*E^6 + 7*E^8)*x)/5 - (96*(701657 + 104335*E^2 - 168730*E^4 + 24370*E^6 - 1015*E^8 + 7*E^10)*x)/625 + (144*(607289 - 245730*E^2 - 84710*E^4 + 20740*E^6 - 1155*E^8 + 14*E^10)*x)/15625 - (16*(1986497 + 4209942*E^2 + 313005*E^4 - 337460*E^6 + 36555*E^8 - 1218*E^10 + 7*E^12)*x)/15625 - (41472*E^2*x^2)/3125 + (4608*E^4*x^2)/625 - (507392*E^6*x^2)/390625 - (63744*(2 - E)*E^6*(2 + E)*x^2)/390625 - (24192*(49 - 6*E^2)*x^2)/15625 + (768*E^4*(12 - E^2)*x^2)/625 - (6912*E^2*(20 - E^2)*x^2)/3125 + (20736*(28 - E^2)*x^2)/15625 - (6336*(2 - E)*E^4*(2 + E)*(109 - E^4)*x^2)/390625 - (96*(2 - E)*E^2*(2 + E)*(109 - E^4)^2*x^2)/390625 - (10368*(13 + 8*E^2 - E^4)*x^2)/15625 + (2304*E^2*(45 + 8*E^2 - E^4)*x^2)/3125 - (70272*E^4*(77 + 8*E^2 - E^4)*x^2)/390625 - (2784*E^2*(109 - E^4)*(45 + 16*E^2 - E^4)*x^2)/390625 - (16*(109 - E^4)^2*(13 + 24*E^2 - E^4)*x^2)/390625 - (10368*(337 - 126*E^2 + 7*E^4)*x^2)/15625 - (144*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*x^2)/3125 + (384*E^2*(1180 - 77*E^2 - 12*E^4 + E^6)*x^2)/3125 + (48*(109 - E^4)*(1052 - 45*E^2 - 12*E^4 + E^6)*x^2)/15625 - (576*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*x^2)/15625 + (32*(75749 + 16236*E^2 - 11316*E^4 + 1036*E^6 - 21*E^8)*x^2)/3125 - (96*(4165 - 4720*E^2 + 270*E^4 + 48*E^6 - 3*E^8)*x^2)/15625 + (24*(607289 - 245730*E^2 - 84710*E^4 + 20740*E^6 - 1155*E^8 + 14*E^10)*x^2)/15625 - (9216*E^2*x^3)/3125 + (1024*E^4*x^3)/625 - (84992*E^6*x^3)/390625 - (18944*(2 - E)*E^6*(2 + E)*x^3)/1171875 - (5376*(49 - 6*E^2)*x^3)/15625 + (93696*E^4*(12 - E^2)*x^3)/390625 - (1536*E^2*(20 - E^2)*x^3)/3125 + (4608*(28 - E^2)*x^3)/15625 - (256*(2 - E)*E^4*(2 + E)*(109 - E^4)*x^3)/390625 - (2304*(13 + 8*E^2 - E^4)*x^3)/15625 + (512*E^2*(45 + 8*E^2 - E^4)*x^3)/3125 - (8448*E^4*(77 + 8*E^2 - E^4)*x^3)/390625 - (128*E^2*(109 - E^4)*(45 + 16*E^2 - E^4)*x^3)/390625 - (2304*(337 - 126*E^2 + 7*E^4)*x^3)/15625 - (32*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*x^3)/3125 + (7424*E^2*(1180 - 77*E^2 - 12*E^4 + E^6)*x^3)/390625 + (64*(109 - E^4)*(1052 - 45*E^2 - 12*E^4 + E^6)*x^3)/390625 - (128*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*x^3)/15625 + (64*(75749 + 16236*E^2 - 11316*E^4 + 1036*E^6 - 21*E^8)*x^3)/28125 - (64*(4165 - 4720*E^2 + 270*E^4 + 48*E^6 - 3*E^8)*x^3)/46875 - (2304*E^2*x^4)/3125 + (140544*E^4*x^4)/390625 - (9472*E^6*x^4)/390625 - (256*(2 - E)*E^6*(2 + E)*x^4)/390625 - (1344*(49 - 6*E^2)*x^4)/15625 + (12672*E^4*(12 - E^2)*x^4)/390625 - (384*E^2*(20 - E^2)*x^4)/3125 + (1152*(28 - E^2)*x^4)/15625 - (576*(13 + 8*E^2 - E^4)*x^4)/15625 + (11136*E^2*(45 + 8*E^2 - E^4)*x^4)/390625 - (384*E^4*(77 + 8*E^2 - E^4)*x^4)/390625 - (576*(337 - 126*E^2 + 7*E^4)*x^4)/15625 - (8*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*x^4)/3125 + (384*E^2*(1180 - 77*E^2 - 12*E^4 + E^6)*x^4)/390625 - (32*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*x^4)/15625 - (32*(4165 - 4720*E^2 + 270*E^4 + 48*E^6 - 3*E^8)*x^4)/390625 - (3072*E^2*x^5)/15625 + (101376*E^4*x^5)/1953125 - (2048*E^6*x^5)/1953125 - (1792*(49 - 6*E^2)*x^5)/78125 + (3072*E^4*(12 - E^2)*x^5)/1953125 - (44544*E^2*(20 - E^2)*x^5)/1953125 + (1536*(28 - E^2)*x^5)/78125 - (768*(13 + 8*E^2 - E^4)*x^5)/78125 + (3072*E^2*(45 + 8*E^2 - E^4)*x^5)/1953125 - (768*(337 - 126*E^2 + 7*E^4)*x^5)/78125 - (256*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*x^5)/1953125 - (14848*E^2*x^6)/390625 + (1024*E^4*x^6)/390625 - (896*(49 - 6*E^2)*x^6)/140625 - (512*E^2*(20 - E^2)*x^6)/390625 + (256*(28 - E^2)*x^6)/46875 - (256*(13 + 8*E^2 - E^4)*x^6)/390625 - (6144*E^2*x^7)/2734375 + (1024*(28 - E^2)*x^7)/2734375 + (256*x^8)/390625 - (746496*E^2*Log[3 - x])/3125 + (82944*E^4*Log[3 - x])/625 - (3072*E^6*Log[3 - x])/125 - (512*(2 - E)*E^6*(2 + E)*Log[3 - x])/125 - (435456*(49 - 6*E^2)*Log[3 - x])/15625 + (13824*E^4*(12 - E^2)*Log[3 - x])/625 - (124416*E^2*(20 - E^2)*Log[3 - x])/3125 + (373248*(28 - E^2)*Log[3 - x])/15625 - (384*(2 - E)*E^4*(2 + E)*(109 - E^4)*Log[3 - x])/625 - (96*(2 - E)*E^2*(2 + E)*(109 - E^4)^2*Log[3 - x])/3125 - (8*(2 - E)*(2 + E)*(109 - E^4)^3*Log[3 - x])/15625 - (186624*(13 + 8*E^2 - E^4)*Log[3 - x])/15625 + (41472*E^2*(45 + 8*E^2 - E^4)*Log[3 - x])/3125 - (2304*E^4*(77 + 8*E^2 - E^4)*Log[3 - x])/625 - (576*E^2*(109 - E^4)*(45 + 16*E^2 - E^4)*Log[3 - x])/3125 - (48*(109 - E^4)^2*(13 + 24*E^2 - E^4)*Log[3 - x])/15625 - (186624*(337 - 126*E^2 + 7*E^4)*Log[3 - x])/15625 - (2592*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*Log[3 - x])/3125 + (6912*E^2*(1180 - 77*E^2 - 12*E^4 + E^6)*Log[3 - x])/3125 + (864*(109 - E^4)*(1052 - 45*E^2 - 12*E^4 + E^6)*Log[3 - x])/15625 - (10368*(5260 - 135*E^2 - 60*E^4 + 3*E^6)*Log[3 - x])/15625 + (576*(75749 + 16236*E^2 - 11316*E^4 + 1036*E^6 - 21*E^8)*Log[3 - x])/3125 - (1728*(4165 - 4720*E^2 + 270*E^4 + 48*E^6 - 3*E^8)*Log[3 - x])/15625 + (432*(607289 - 245730*E^2 - 84710*E^4 + 20740*E^6 - 1155*E^8 + 14*E^10)*Log[3 - x])/15625 - (167795712*(3 - x)*Log[3 - x])/5 - (145152*(41 - 4*E^2)*(3 - x)*Log[3 - x])/5 + 483840*(37 - 3*E^2)*(3 - x)*Log[3 - x] - 6048000*(33 - 2*E^2)*(3 - x)*Log[3 - x] + 50400000*(10 - E^2)*(3 - x)*Log[3 - x] - 144000*(2437 - 406*E^2 + 7*E^4)*(3 - x)*Log[3 - x] + 34560*(1037 - 231*E^2 + 7*E^4)*(3 - x)*Log[3 - x] - (6912*(1886 - 518*E^2 + 21*E^4)*(3 - x)*Log[3 - x])/5 - (1152*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)*Log[3 - x])/5 + 1920*(16873 - 7311*E^2 + 609*E^4 - 7*E^6)*(3 - x)*Log[3 - x] - (576*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*(3 - x)*Log[3 - x])/125 - (96*(20867 - 67492*E^2 + 14622*E^4 - 812*E^6 + 7*E^8)*(3 - x)*Log[3 - x])/5 - (96*(701657 + 104335*E^2 - 168730*E^4 + 24370*E^6 - 1015*E^8 + 7*E^10)*(3 - x)*Log[3 - x])/625 - (16*(1986497 + 4209942*E^2 + 313005*E^4 - 337460*E^6 + 36555*E^8 - 1218*E^10 + 7*E^12)*(3 - x)*Log[3 - x])/15625 - (4857048*(3 - x)^2*Log[3 - x])/5 + (18144*(41 - 4*E^2)*(3 - x)^2*Log[3 - x])/5 - 20160*(37 - 3*E^2)*(3 - x)^2*Log[3 - x] + 63000*(33 - 2*E^2)*(3 - x)^2*Log[3 - x] - 720*(1037 - 231*E^2 + 7*E^4)*(3 - x)^2*Log[3 - x] + (576*(1886 - 518*E^2 + 21*E^4)*(3 - x)^2*Log[3 - x])/5 + (48*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)^2*Log[3 - x])/5 + (48*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*(3 - x)^2*Log[3 - x])/125 - (1207808*(3 - x)^3*Log[3 - x])/135 - (1792*(41 - 4*E^2)*(3 - x)^3*Log[3 - x])/5 + (17920*(37 - 3*E^2)*(3 - x)^3*Log[3 - x])/27 - (256*(1886 - 518*E^2 + 21*E^4)*(3 - x)^3*Log[3 - x])/45 - (84*(3 - x)^4*Log[3 - x])/5 + (84*(41 - 4*E^2)*(3 - x)^4*Log[3 - x])/5 - (10752*(3 - x)^5*Log[3 - x])/625 - (48*(607289 - 245730*E^2 - 84710*E^4 + 20740*E^6 - 1155*E^8 + 14*E^10)*x^2*Log[3 - x])/15625 - (64*(75749 + 16236*E^2 - 11316*E^4 + 1036*E^6 - 21*E^8)*x^3*Log[3 - x])/9375 + (32*(1117 - 5304*E^2 + 861*E^4 - 28*E^6)*x^4*Log[3 - x])/3125 + (768*(337 - 126*E^2 + 7*E^4)*x^5*Log[3 - x])/15625 + (1792*(49 - 6*E^2)*x^6*Log[3 - x])/46875 + (1024*x^7*Log[3 - x])/15625 + (896*(87480*(3 - x) - 36450*(3 - x)^2 + 10800*(3 - x)^3 - 2025*(3 - x)^4 + 216*(3 - x)^5 - 10*(3 - x)^6 - 43740*Log[3 - x])*Log[3 - x])/9375 + (2688*(9 - E^2)*(8100*(3 - x) - 2700*(3 - x)^2 + 600*(3 - x)^3 - 75*(3 - x)^4 + 4*(3 - x)^5 - 4860*Log[3 - x])*Log[3 - x])/3125 + (48*(884 - 287*E^2 + 14*E^4)*(432*(3 - x) - 108*(3 - x)^2 + 16*(3 - x)^3 - (3 - x)^4 - 324*Log[3 - x])*Log[3 - x])/125 + (128*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*(162*(3 - x) - 27*(3 - x)^2 + 2*(3 - x)^3 - 162*Log[3 - x])*Log[3 - x])/375 + (1306368*Log[3 - x]^2)/625 + (1306368*(9 - E^2)*Log[3 - x]^2)/625 + (4*(25 + 20*E^2 - E^4)^2*(575 - 140*E^2 + 7*E^4)*Log[3 - x]^2)/625 + (7776*(884 - 287*E^2 + 14*E^4)*Log[3 - x]^2)/125 + (3456*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*Log[3 - x]^2)/125 + (83897856*(3 - x)*Log[3 - x]^2)/5 + (72576*(41 - 4*E^2)*(3 - x)*Log[3 - x]^2)/5 - 241920*(37 - 3*E^2)*(3 - x)*Log[3 - x]^2 + 3024000*(33 - 2*E^2)*(3 - x)*Log[3 - x]^2 - 25200000*(10 - E^2)*(3 - x)*Log[3 - x]^2 + 72000*(2437 - 406*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^2 - 17280*(1037 - 231*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^2 + (3456*(1886 - 518*E^2 + 21*E^4)*(3 - x)*Log[3 - x]^2)/5 + (576*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)*Log[3 - x]^2)/5 - 960*(16873 - 7311*E^2 + 609*E^4 - 7*E^6)*(3 - x)*Log[3 - x]^2 + (288*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*(3 - x)*Log[3 - x]^2)/125 + (48*(20867 - 67492*E^2 + 14622*E^4 - 812*E^6 + 7*E^8)*(3 - x)*Log[3 - x]^2)/5 + (48*(701657 + 104335*E^2 - 168730*E^4 + 24370*E^6 - 1015*E^8 + 7*E^10)*(3 - x)*Log[3 - x]^2)/625 + (4857048*(3 - x)^2*Log[3 - x]^2)/5 - (18144*(41 - 4*E^2)*(3 - x)^2*Log[3 - x]^2)/5 + 20160*(37 - 3*E^2)*(3 - x)^2*Log[3 - x]^2 - 63000*(33 - 2*E^2)*(3 - x)^2*Log[3 - x]^2 + 720*(1037 - 231*E^2 + 7*E^4)*(3 - x)^2*Log[3 - x]^2 - (576*(1886 - 518*E^2 + 21*E^4)*(3 - x)^2*Log[3 - x]^2)/5 - (48*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)^2*Log[3 - x]^2)/5 - (48*(24573 + 16942*E^2 - 6222*E^4 + 462*E^6 - 7*E^8)*(3 - x)^2*Log[3 - x]^2)/125 + (603904*(3 - x)^3*Log[3 - x]^2)/45 + (2688*(41 - 4*E^2)*(3 - x)^3*Log[3 - x]^2)/5 - (8960*(37 - 3*E^2)*(3 - x)^3*Log[3 - x]^2)/9 + (128*(1886 - 518*E^2 + 21*E^4)*(3 - x)^3*Log[3 - x]^2)/15 + (168*(3 - x)^4*Log[3 - x]^2)/5 - (168*(41 - 4*E^2)*(3 - x)^4*Log[3 - x]^2)/5 + (5376*(3 - x)^5*Log[3 - x]^2)/125 + (128*(1353 - 1886*E^2 + 259*E^4 - 7*E^6)*x^3*Log[3 - x]^2)/125 + (96*(884 - 287*E^2 + 14*E^4)*x^4*Log[3 - x]^2)/125 + (5376*(9 - E^2)*x^5*Log[3 - x]^2)/625 + (1792*x^6*Log[3 - x]^2)/625 - (8*(81250 + 21875*E^2 - 32500*E^4 + 5750*E^6 - 350*E^8 + 7*E^10)*Log[3 - x]^3)/25 - (27965952*(3 - x)*Log[3 - x]^3)/5 - (24192*(41 - 4*E^2)*(3 - x)*Log[3 - x]^3)/5 + 80640*(37 - 3*E^2)*(3 - x)*Log[3 - x]^3 - 1008000*(33 - 2*E^2)*(3 - x)*Log[3 - x]^3 + 8400000*(10 - E^2)*(3 - x)*Log[3 - x]^3 - 24000*(2437 - 406*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^3 + 5760*(1037 - 231*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^3 - (1152*(1886 - 518*E^2 + 21*E^4)*(3 - x)*Log[3 - x]^3)/5 - (192*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)*Log[3 - x]^3)/5 + 320*(16873 - 7311*E^2 + 609*E^4 - 7*E^6)*(3 - x)*Log[3 - x]^3 - (16*(20867 - 67492*E^2 + 14622*E^4 - 812*E^6 + 7*E^8)*(3 - x)*Log[3 - x]^3)/5 - (3238032*(3 - x)^2*Log[3 - x]^3)/5 + (12096*(41 - 4*E^2)*(3 - x)^2*Log[3 - x]^3)/5 - 13440*(37 - 3*E^2)*(3 - x)^2*Log[3 - x]^3 + 42000*(33 - 2*E^2)*(3 - x)^2*Log[3 - x]^3 - 480*(1037 - 231*E^2 + 7*E^4)*(3 - x)^2*Log[3 - x]^3 + (384*(1886 - 518*E^2 + 21*E^4)*(3 - x)^2*Log[3 - x]^3)/5 + (32*(8471 - 6222*E^2 + 693*E^4 - 14*E^6)*(3 - x)^2*Log[3 - x]^3)/5 - (603904*(3 - x)^3*Log[3 - x]^3)/45 - (2688*(41 - 4*E^2)*(3 - x)^3*Log[3 - x]^3)/5 + (8960*(37 - 3*E^2)*(3 - x)^3*Log[3 - x]^3)/9 - (128*(1886 - 518*E^2 + 21*E^4)*(3 - x)^3*Log[3 - x]^3)/15 - (224*(3 - x)^4*Log[3 - x]^3)/5 + (224*(41 - 4*E^2)*(3 - x)^4*Log[3 - x]^3)/5 - (1792*(3 - x)^5*Log[3 - x]^3)/25 + 10*(4375 - 13000*E^2 + 3450*E^4 - 280*E^6 + 7*E^8)*Log[3 - x]^4 + 1391040*(3 - x)*Log[3 - x]^4 - 20160*(37 - 3*E^2)*(3 - x)*Log[3 - x]^4 + 252000*(33 - 2*E^2)*(3 - x)*Log[3 - x]^4 - 2100000*(10 - E^2)*(3 - x)*Log[3 - x]^4 + 6000*(2437 - 406*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^4 - 1440*(1037 - 231*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^4 - 80*(16873 - 7311*E^2 + 609*E^4 - 7*E^6)*(3 - x)*Log[3 - x]^4 + 333480*(3 - x)^2*Log[3 - x]^4 + 6720*(37 - 3*E^2)*(3 - x)^2*Log[3 - x]^4 - 21000*(33 - 2*E^2)*(3 - x)^2*Log[3 - x]^4 + 240*(1037 - 231*E^2 + 7*E^4)*(3 - x)^2*Log[3 - x]^4 + (15680*(3 - x)^3*Log[3 - x]^4)/3 - (2240*(37 - 3*E^2)*(3 - x)^3*Log[3 - x]^4)/3 + 1120*(3 - x)^4*Log[3 - x]^4 + 200*(3250 - 1725*E^2 + 210*E^4 - 7*E^6)*Log[3 - x]^5 - 302400*(3 - x)*Log[3 - x]^5 - 50400*(33 - 2*E^2)*(3 - x)*Log[3 - x]^5 + 420000*(10 - E^2)*(3 - x)*Log[3 - x]^5 - 1200*(2437 - 406*E^2 + 7*E^4)*(3 - x)*Log[3 - x]^5 - 109200*(3 - x)^2*Log[3 - x]^5 + 8400*(33 - 2*E^2)*(3 - x)^2*Log[3 - x]^5 - 11200*(3 - x)^3*Log[3 - x]^5 + 2500*(575 - 140*E^2 + 7*E^4)*Log[3 - x]^6 - 70000*(10 - E^2)*(3 - x)*Log[3 - x]^6 + 70000*(3 - x)^2*Log[3 - x]^6 + 125000*(10 - E^2)*Log[3 - x]^7 - 250000*(3 - x)*Log[3 - x]^7 + 390625*Log[3 - x]^8","B",322,23,781,0.02945,1,"{6688, 12, 6742, 43, 77, 142, 148, 2418, 2389, 2295, 2390, 2301, 2395, 2296, 2302, 30, 2401, 2305, 2304, 2398, 2411, 2334, 2346}"
9736,1,15,0,0.0705815,"\int \frac{8}{-3+12 x+(-1+4 x) \log (4)+(-1+4 x) \log \left(\frac{1}{16} \left(1-8 x+16 x^2\right)\right)} \, dx","Int[8/(-3 + 12*x + (-1 + 4*x)*Log[4] + (-1 + 4*x)*Log[(1 - 8*x + 16*x^2)/16]),x]","\log \left(\log \left(\frac{1}{4} (1-4 x)^2\right)+3\right)","\log \left(\frac{4}{3} \left(\log \left(\left(x-\frac{1}{4}\right)^2\right)+3+\log (4)\right)\right)",1,"Log[3 + Log[(1 - 4*x)^2/4]]","A",5,5,38,0.1316,1,"{12, 6688, 2390, 2302, 29}"
9737,0,0,0,6.2687706,"\int \frac{1853 x-7252 x^2+10252 x^3-5952 x^4+1508 x^5+784 x^6-1856 x^7+768 x^8+\left(2890-7752 x+10312 x^2-10688 x^3+8296 x^4-4448 x^5+1920 x^6-512 x^7\right) \log (x)+\left(408 x-3784 x^2+8880 x^3-9488 x^4+6848 x^5-3840 x^6+1024 x^7\right) \log ^2(x)}{-500 x+200 x^2+940 x^3-464 x^4-448 x^5+256 x^6+\left(-1000 x+1400 x^2+480 x^3-1408 x^4+512 x^5\right) \log ^2(x)+\left(-500 x+1200 x^2-960 x^3+256 x^4\right) \log ^4(x)} \, dx","Int[(1853*x - 7252*x^2 + 10252*x^3 - 5952*x^4 + 1508*x^5 + 784*x^6 - 1856*x^7 + 768*x^8 + (2890 - 7752*x + 10312*x^2 - 10688*x^3 + 8296*x^4 - 4448*x^5 + 1920*x^6 - 512*x^7)*Log[x] + (408*x - 3784*x^2 + 8880*x^3 - 9488*x^4 + 6848*x^5 - 3840*x^6 + 1024*x^7)*Log[x]^2)/(-500*x + 200*x^2 + 940*x^3 - 464*x^4 - 448*x^5 + 256*x^6 + (-1000*x + 1400*x^2 + 480*x^3 - 1408*x^4 + 512*x^5)*Log[x]^2 + (-500*x + 1200*x^2 - 960*x^3 + 256*x^4)*Log[x]^4),x]","\int \frac{1853 x-7252 x^2+10252 x^3-5952 x^4+1508 x^5+784 x^6-1856 x^7+768 x^8+\left(2890-7752 x+10312 x^2-10688 x^3+8296 x^4-4448 x^5+1920 x^6-512 x^7\right) \log (x)+\left(408 x-3784 x^2+8880 x^3-9488 x^4+6848 x^5-3840 x^6+1024 x^7\right) \log ^2(x)}{-500 x+200 x^2+940 x^3-464 x^4-448 x^5+256 x^6+\left(-1000 x+1400 x^2+480 x^3-1408 x^4+512 x^5\right) \log ^2(x)+\left(-500 x+1200 x^2-960 x^3+256 x^4\right) \log ^4(x)} \, dx","\frac{\left(-x^2+\frac{1}{2 \left(\frac{5-x}{3}-x\right)}-2\right)^2}{x+\log ^2(x)+1}",1,"289/(100*(1 + x + Log[x]^2)) - (819*Defer[Int][(1 + x + Log[x]^2)^(-2), x])/400 - (3*Defer[Int][x/(1 + x + Log[x]^2)^2, x])/4 - 4*Defer[Int][x^2/(1 + x + Log[x]^2)^2, x] - Defer[Int][x^4/(1 + x + Log[x]^2)^2, x] - (9*Defer[Int][1/((-5 + 4*x)^2*(1 + x + Log[x]^2)^2), x])/4 - (171*Defer[Int][1/((-5 + 4*x)*(1 + x + Log[x]^2)^2), x])/16 - (3*Defer[Int][Log[x]/(1 + x + Log[x]^2)^2, x])/2 - 8*Defer[Int][(x*Log[x])/(1 + x + Log[x]^2)^2, x] - 2*Defer[Int][(x^3*Log[x])/(1 + x + Log[x]^2)^2, x] - (18*Defer[Int][Log[x]/((-5 + 4*x)^2*(1 + x + Log[x]^2)^2), x])/5 - (819*Defer[Int][Log[x]/((-5 + 4*x)*(1 + x + Log[x]^2)^2), x])/50 + (3*Defer[Int][(1 + x + Log[x]^2)^(-1), x])/4 + 8*Defer[Int][x/(1 + x + Log[x]^2), x] + 4*Defer[Int][x^3/(1 + x + Log[x]^2), x] - 18*Defer[Int][1/((-5 + 4*x)^3*(1 + x + Log[x]^2)), x] - (171*Defer[Int][1/((-5 + 4*x)^2*(1 + x + Log[x]^2)), x])/4","F",0,0,0,0,-1,"{}"
9738,0,0,0,1.1244489,"\int \frac{-5-22 x-4 x^2+2 e^{-2-x} (16+3 x)}{-5 x-x^2+2 e^{-2-x} (5+x)} \, dx","Int[(-5 - 22*x - 4*x^2 + 2*E^(-2 - x)*(16 + 3*x))/(-5*x - x^2 + 2*E^(-2 - x)*(5 + x)),x]","\int \frac{-5-22 x-4 x^2+2 e^{-2-x} (16+3 x)}{-5 x-x^2+2 e^{-2-x} (5+x)} \, dx","2 x+\log \left(e^{2 x} \left(2 e^{-x-2}-x\right) (x+5)\right)+1",1,"4*x + Log[x] + Log[5 + x] + 2*Defer[Int][(-2 + E^(2 + x)*x)^(-1), x] + 2*Defer[Int][1/(x*(-2 + E^(2 + x)*x)), x]","F",0,0,0,0,-1,"{}"
9739,1,35,0,0.046146,"\int \frac{-e^2 \log (x \log (5))-x \log (x \log (5))}{x \log (x \log (5))} \, dx","Int[(-(E^2*Log[x*Log[5]]) - x*Log[x*Log[5]])/(x*Log[x*Log[5]]),x]","\log (x) \left(x-\frac{x \log (x \log (5))+e^2 \log (x \log (5))}{\log (x \log (5))}\right)-x","-x-e^2 \log (x \log (5))+9",1,"-x + Log[x]*(x - (E^2*Log[x*Log[5]] + x*Log[x*Log[5]])/Log[x*Log[5]])","B",2,2,30,0.06667,1,"{2158, 29}"
9740,0,0,0,1.1309135,"\int \frac{32 x^2+24 x^3-8 x^4+\left(-8 x+7 x^2+3 x^3-2 x^4\right) \log \left(1-2 x+x^2\right) \log \left(\log ^4\left(1-2 x+x^2\right)\right)}{\left(-5-5 x+5 x^2+5 x^3\right) \log \left(1-2 x+x^2\right)} \, dx","Int[(32*x^2 + 24*x^3 - 8*x^4 + (-8*x + 7*x^2 + 3*x^3 - 2*x^4)*Log[1 - 2*x + x^2]*Log[Log[1 - 2*x + x^2]^4])/((-5 - 5*x + 5*x^2 + 5*x^3)*Log[1 - 2*x + x^2]),x]","\int \frac{32 x^2+24 x^3-8 x^4+\left(-8 x+7 x^2+3 x^3-2 x^4\right) \log \left(1-2 x+x^2\right) \log \left(\log ^4\left(1-2 x+x^2\right)\right)}{\left(-5-5 x+5 x^2+5 x^3\right) \log \left(1-2 x+x^2\right)} \, dx","\frac{(4-x) x^2 \log \left(\log ^4\left((1-x)^2\right)\right)}{5 (x+1)}",1,"(8*(1 - x)*ExpIntegralEi[Log[(-1 + x)^2]/2])/(5*Sqrt[(-1 + x)^2]) + (6*Log[Log[(-1 + x)^2]])/5 - (1 - x)*Log[Log[(-1 + x)^2]^4] - (4*LogIntegral[(-1 + x)^2])/5 - 4*Defer[Int][1/((1 + x)*Log[(-1 + x)^2]), x] - (2*Defer[Int][x*Log[Log[(-1 + x)^2]^4], x])/5 - Defer[Int][Log[Log[(-1 + x)^2]^4]/(1 + x)^2, x]","F",0,0,0,0,-1,"{}"
9741,0,0,0,1.247692,"\int \frac{2+e^x (3-x)+\left(-120-120 x+30 x^2\right) \log (5)}{4+e^{2 x}+\left(-240 x-120 x^2\right) \log (5)+\left(3600 x^2+3600 x^3+900 x^4\right) \log ^2(5)+e^x \left(4+\left(-120 x-60 x^2\right) \log (5)\right)} \, dx","Int[(2 + E^x*(3 - x) + (-120 - 120*x + 30*x^2)*Log[5])/(4 + E^(2*x) + (-240*x - 120*x^2)*Log[5] + (3600*x^2 + 3600*x^3 + 900*x^4)*Log[5]^2 + E^x*(4 + (-120*x - 60*x^2)*Log[5])),x]","\int \frac{2+e^x (3-x)+\left(-120-120 x+30 x^2\right) \log (5)}{4+e^{2 x}+\left(-240 x-120 x^2\right) \log (5)+\left(3600 x^2+3600 x^3+900 x^4\right) \log ^2(5)+e^x \left(4+\left(-120 x-60 x^2\right) \log (5)\right)} \, dx","\frac{2-x}{30 \left(x^2+2 x\right) \log (5)-e^x-2}",1,"3*Defer[Int][(2 + E^x - 60*x*Log[5] - 30*x^2*Log[5])^(-1), x] - 4*(1 + 30*Log[5])*Defer[Int][(-2 - E^x + 60*x*Log[5] + 30*x^2*Log[5])^(-2), x] + 2*(1 + 30*Log[5])*Defer[Int][x/(-2 - E^x + 60*x*Log[5] + 30*x^2*Log[5])^2, x] + 60*Log[5]*Defer[Int][x^2/(-2 - E^x + 60*x*Log[5] + 30*x^2*Log[5])^2, x] - 30*Log[5]*Defer[Int][x^3/(-2 - E^x + 60*x*Log[5] + 30*x^2*Log[5])^2, x] + Defer[Int][x/(-2 - E^x + 60*x*Log[5] + 30*x^2*Log[5]), x]","F",0,0,0,0,-1,"{}"
9742,1,305,0,1.3462144,"\int \frac{32+32 x+8 x^2+e^4 (-8-5 x) \log (4)+\left(8+8 x+2 x^2+e^4 (-2-x) \log (4)\right) \log \left(\frac{-20-10 x+5 e^4 \log (4)}{4+2 x}\right)}{-8 x^2-8 x^3-2 x^4+e^4 \left(2 x^2+x^3\right) \log (4)} \, dx","Int[(32 + 32*x + 8*x^2 + E^4*(-8 - 5*x)*Log[4] + (8 + 8*x + 2*x^2 + E^4*(-2 - x)*Log[4])*Log[(-20 - 10*x + 5*E^4*Log[4])/(4 + 2*x)])/(-8*x^2 - 8*x^3 - 2*x^4 + E^4*(2*x^2 + x^3)*Log[4]),x]","\frac{e^4 \left(e^4 \left(8 \log ^2(4)-\log (16) \log (1024)\right)+\log (65536)\right) \log (x)}{\left(8-e^4 \log (16)\right)^2}+\frac{\left(e^8 \log ^2(4) \log (16)+4 e^4 \left(22 \log ^2(4)-22 \log (4) \log (16)+\log (16) \log (262144)\right)+64 \log (4)-4 \log (65536)\right) \log (x+2)}{\log (4) \left(8-e^4 \log (16)\right)^2}-\frac{\left(e^8 \log (4) \left(8 \log ^2(4)+\log (4) \log (16)-\log (16) \log (1024)\right)+e^4 \left(88 \log ^2(4)-\log (4) (88 \log (16)-\log (65536))+4 \log (16) \log (262144)\right)+64 \log (4)-4 \log (65536)\right) \log \left(2 x+4-e^4 \log (4)\right)}{\log (4) \left(8-e^4 \log (16)\right)^2}-\frac{e^4 \log (4) \log (x)}{2 \left(4-e^4 \log (4)\right)}+\frac{e^4 \log (4) \log \left(2 x+4-e^4 \log (4)\right)}{2 \left(4-e^4 \log (4)\right)}+\frac{(x+2) \log \left(-\frac{5 \left(2 x+4-e^4 \log (4)\right)}{2 (x+2)}\right)}{2 x}+\frac{8 \left(4-e^4 \log (4)\right)}{x \left(8-e^4 \log (16)\right)}","\frac{-2 x+\log \left(\frac{5 e^4 \log (4)}{2 x+4}-5\right)+4}{x}",1,"(8*(4 - E^4*Log[4]))/(x*(8 - E^4*Log[16])) - (E^4*Log[4]*Log[x])/(2*(4 - E^4*Log[4])) + (E^4*(E^4*(8*Log[4]^2 - Log[16]*Log[1024]) + Log[65536])*Log[x])/(8 - E^4*Log[16])^2 + ((64*Log[4] + E^8*Log[4]^2*Log[16] - 4*Log[65536] + 4*E^4*(22*Log[4]^2 - 22*Log[4]*Log[16] + Log[16]*Log[262144]))*Log[2 + x])/(Log[4]*(8 - E^4*Log[16])^2) + (E^4*Log[4]*Log[4 + 2*x - E^4*Log[4]])/(2*(4 - E^4*Log[4])) - ((64*Log[4] + E^8*Log[4]*(8*Log[4]^2 + Log[4]*Log[16] - Log[16]*Log[1024]) - 4*Log[65536] + E^4*(88*Log[4]^2 - Log[4]*(88*Log[16] - Log[65536]) + 4*Log[16]*Log[262144]))*Log[4 + 2*x - E^4*Log[4]])/(Log[4]*(8 - E^4*Log[16])^2) + ((2 + x)*Log[(-5*(4 + 2*x - E^4*Log[4]))/(2*(2 + x))])/(2*x)","B",14,10,98,0.1020,0,"{6741, 6728, 1628, 632, 31, 1586, 21, 2490, 36, 29}"
9743,1,29,0,0.0316208,"\int \frac{6 e^{2 e^4}+6 x-3 e^{2 e^4} \log \left(x^2\right)}{x^2 \log (8)} \, dx","Int[(6*E^(2*E^4) + 6*x - 3*E^(2*E^4)*Log[x^2])/(x^2*Log[8]),x]","\frac{3 e^{2 e^4} \log \left(x^2\right)}{x \log (8)}+\frac{6 \log (x)}{\log (8)}","\frac{3 \left(x+e^{2 e^4}\right) \log \left(x^2\right)}{x \log (8)}",1,"(6*Log[x])/Log[8] + (3*E^(2*E^4)*Log[x^2])/(x*Log[8])","A",6,4,34,0.1176,1,"{12, 14, 43, 2304}"
9744,1,28,0,12.3297375,"\int \frac{\left(6-30 x+5 x^2\right) \log (x)+\left(150 x^2-25 x^3+\left(30 x-5 x^2\right) \log \left(\frac{6-x}{x}\right)\right) \log ^2(x)+\left(30 x-5 x^2+(6-x) \log \left(\frac{6-x}{x}\right)\right) \log \left(5 x+\log \left(\frac{6-x}{x}\right)\right)}{\left(150 x^3-25 x^4+\left(30 x^2-5 x^3\right) \log \left(\frac{6-x}{x}\right)\right) \log ^2(x)+\left(-30 x^2+5 x^3+\left(-6 x+x^2\right) \log \left(\frac{6-x}{x}\right)\right) \log (x) \log \left(5 x+\log \left(\frac{6-x}{x}\right)\right)} \, dx","Int[((6 - 30*x + 5*x^2)*Log[x] + (150*x^2 - 25*x^3 + (30*x - 5*x^2)*Log[(6 - x)/x])*Log[x]^2 + (30*x - 5*x^2 + (6 - x)*Log[(6 - x)/x])*Log[5*x + Log[(6 - x)/x]])/((150*x^3 - 25*x^4 + (30*x^2 - 5*x^3)*Log[(6 - x)/x])*Log[x]^2 + (-30*x^2 + 5*x^3 + (-6*x + x^2)*Log[(6 - x)/x])*Log[x]*Log[5*x + Log[(6 - x)/x]]),x]","\log \left(5 x \log (x)-\log \left(5 x+\log \left(\frac{6}{x}-1\right)\right)\right)-\log (\log (x))","\log \left(\frac{\log \left(5 x+\log \left(\frac{6-x}{x}\right)\right)}{\log (x)}-5 x\right)",1,"-Log[Log[x]] + Log[5*x*Log[x] - Log[5*x + Log[-1 + 6/x]]]","A",6,5,180,0.02778,1,"{6688, 6742, 2302, 29, 6684}"
9745,0,0,0,4.9128353,"\int \frac{-90 x^2+36 x^3-50 x^5+20 x^6-2 x^7+e^{-5+x} \left(90 x+72 x^2-36 x^3+50 x^5-20 x^6+2 x^7\right)+\left(90-100 x^3+40 x^4-4 x^5+e^{-5+x} \left(-90+100 x^3-40 x^4+4 x^5\right)\right) \log \left(-1+e^{-5+x}\right)+\left(-50 x+20 x^2-2 x^3+e^{-5+x} \left(50 x-20 x^2+2 x^3\right)\right) \log ^2\left(-1+e^{-5+x}\right)}{-25 x^4+10 x^5-x^6+e^{-5+x} \left(25 x^4-10 x^5+x^6\right)+\left(-50 x^2+20 x^3-2 x^4+e^{-5+x} \left(50 x^2-20 x^3+2 x^4\right)\right) \log \left(-1+e^{-5+x}\right)+\left(-25+10 x-x^2+e^{-5+x} \left(25-10 x+x^2\right)\right) \log ^2\left(-1+e^{-5+x}\right)} \, dx","Int[(-90*x^2 + 36*x^3 - 50*x^5 + 20*x^6 - 2*x^7 + E^(-5 + x)*(90*x + 72*x^2 - 36*x^3 + 50*x^5 - 20*x^6 + 2*x^7) + (90 - 100*x^3 + 40*x^4 - 4*x^5 + E^(-5 + x)*(-90 + 100*x^3 - 40*x^4 + 4*x^5))*Log[-1 + E^(-5 + x)] + (-50*x + 20*x^2 - 2*x^3 + E^(-5 + x)*(50*x - 20*x^2 + 2*x^3))*Log[-1 + E^(-5 + x)]^2)/(-25*x^4 + 10*x^5 - x^6 + E^(-5 + x)*(25*x^4 - 10*x^5 + x^6) + (-50*x^2 + 20*x^3 - 2*x^4 + E^(-5 + x)*(50*x^2 - 20*x^3 + 2*x^4))*Log[-1 + E^(-5 + x)] + (-25 + 10*x - x^2 + E^(-5 + x)*(25 - 10*x + x^2))*Log[-1 + E^(-5 + x)]^2),x]","\int \frac{-90 x^2+36 x^3-50 x^5+20 x^6-2 x^7+e^{-5+x} \left(90 x+72 x^2-36 x^3+50 x^5-20 x^6+2 x^7\right)+\left(90-100 x^3+40 x^4-4 x^5+e^{-5+x} \left(-90+100 x^3-40 x^4+4 x^5\right)\right) \log \left(-1+e^{-5+x}\right)+\left(-50 x+20 x^2-2 x^3+e^{-5+x} \left(50 x-20 x^2+2 x^3\right)\right) \log ^2\left(-1+e^{-5+x}\right)}{-25 x^4+10 x^5-x^6+e^{-5+x} \left(25 x^4-10 x^5+x^6\right)+\left(-50 x^2+20 x^3-2 x^4+e^{-5+x} \left(50 x^2-20 x^3+2 x^4\right)\right) \log \left(-1+e^{-5+x}\right)+\left(-25+10 x-x^2+e^{-5+x} \left(25-10 x+x^2\right)\right) \log ^2\left(-1+e^{-5+x}\right)} \, dx","x \left(\frac{18}{(x-5) \left(x^2+\log \left(e^{x-5}-1\right)\right)}+x\right)",1,"x^2 - 198*Defer[Int][(x^2 + Log[-1 + E^(-5 + x)])^(-2), x] - 18*E^5*Defer[Int][1/((-E^5 + E^x)*(x^2 + Log[-1 + E^(-5 + x)])^2), x] - 990*Defer[Int][1/((-5 + x)*(x^2 + Log[-1 + E^(-5 + x)])^2), x] - 90*E^5*Defer[Int][1/((-E^5 + E^x)*(-5 + x)*(x^2 + Log[-1 + E^(-5 + x)])^2), x] - 36*Defer[Int][x/(x^2 + Log[-1 + E^(-5 + x)])^2, x] - 90*Defer[Int][1/((-5 + x)^2*(x^2 + Log[-1 + E^(-5 + x)])), x]","F",0,0,0,0,-1,"{}"
9746,0,0,0,1.2888992,"\int \frac{-192 x^2-208 x^3-56 x^4+\left(-384 x-576 x^2-304 x^3-56 x^4\right) \log \left(\frac{3}{2+x}\right)}{\left(1728+3024 x+1764 x^2+343 x^3\right) \log ^3\left(\frac{3}{2+x}\right)} \, dx","Int[(-192*x^2 - 208*x^3 - 56*x^4 + (-384*x - 576*x^2 - 304*x^3 - 56*x^4)*Log[3/(2 + x)])/((1728 + 3024*x + 1764*x^2 + 343*x^3)*Log[3/(2 + x)]^3),x]","\int \frac{-192 x^2-208 x^3-56 x^4+\left(-384 x-576 x^2-304 x^3-56 x^4\right) \log \left(\frac{3}{2+x}\right)}{\left(1728+3024 x+1764 x^2+343 x^3\right) \log ^3\left(\frac{3}{2+x}\right)} \, dx","4 \left(5-\frac{x^2}{\left(\frac{x}{x+2}+6\right)^2 \log ^2\left(\frac{3}{x+2}\right)}\right)",1,"(40*(2 + x))/(343*Log[3/(2 + x)]^2) - (4*x*(2 + x))/(49*Log[3/(2 + x)]^2) - (2304*Defer[Int][1/((12 + 7*x)^2*Log[3/(2 + x)]^3), x])/343 - (768*Defer[Int][1/((12 + 7*x)*Log[3/(2 + x)]^3), x])/343 + (4608*Defer[Int][1/((12 + 7*x)^3*Log[3/(2 + x)]^2), x])/343 + (1920*Defer[Int][1/((12 + 7*x)^2*Log[3/(2 + x)]^2), x])/343","F",0,0,0,0,-1,"{}"
9747,0,0,0,0.7391022,"\int \frac{90 x+45 x^2-60 x^4+e^x \left(-15+20 x^2\right)+\left(20 x+5 e^x x^2-15 x^4\right) \log (x)}{-12+16 x^2+4 x^2 \log (x)} \, dx","Int[(90*x + 45*x^2 - 60*x^4 + E^x*(-15 + 20*x^2) + (20*x + 5*E^x*x^2 - 15*x^4)*Log[x])/(-12 + 16*x^2 + 4*x^2*Log[x]),x]","\int \frac{90 x+45 x^2-60 x^4+e^x \left(-15+20 x^2\right)+\left(20 x+5 e^x x^2-15 x^4\right) \log (x)}{-12+16 x^2+4 x^2 \log (x)} \, dx","\frac{5}{4} \left(-x^3+\log \left(\left(3-x^2 (\log (x)+4)\right)^2\right)+e^x\right)",1,"(5*E^x)/4 - (5*x^3)/4 + 5*Log[x] + 15*Defer[Int][1/(x*(-3 + 4*x^2 + x^2*Log[x])), x] + (5*Defer[Int][x/(-3 + 4*x^2 + x^2*Log[x]), x])/2","F",0,0,0,0,-1,"{}"
9748,1,58,0,0.1190851,"\int \frac{234 x+156 e^4 x+26 e^8 x+\left(1725+234 x+156 e^4 x+26 e^8 x\right) \log \left(\frac{-1725-234 x-156 e^4 x-26 e^8 x}{621+414 e^4+69 e^8}\right)}{1725+234 x+156 e^4 x+26 e^8 x} \, dx","Int[(234*x + 156*E^4*x + 26*E^8*x + (1725 + 234*x + 156*E^4*x + 26*E^8*x)*Log[(-1725 - 234*x - 156*E^4*x - 26*E^8*x)/(621 + 414*E^4 + 69*E^8)])/(1725 + 234*x + 156*E^4*x + 26*E^8*x),x]","\frac{1}{26} \left(26 x+\frac{1725}{\left(3+e^4\right)^2}\right) \log \left(-\frac{26 x}{69}-\frac{25}{\left(3+e^4\right)^2}\right)-\frac{1725 \log \left(26 \left(3+e^4\right)^2 x+1725\right)}{26 \left(3+e^4\right)^2}","x \log \left(-\frac{26 x}{69}-\frac{25}{\left(3+e^4\right)^2}\right)",1,"((1725/(3 + E^4)^2 + 26*x)*Log[-25/(3 + E^4)^2 - (26*x)/69])/26 - (1725*Log[1725 + 26*(3 + E^4)^2*x])/(26*(3 + E^4)^2)","B",10,5,87,0.05747,1,"{6, 6688, 43, 2389, 2295}"
9749,1,99,0,2.977822,"\int \frac{-50 x-20 e^4 x-2 e^8 x+\left(-20 x-4 e^4 x\right) \log (x)-2 x \log ^2(x)+e^{\frac{x^3+x^2 \log (4)}{5+e^4+\log (x)}} \left(25+e^8+14 x^3+e^4 \left(10+3 x^3\right)+\left(9 x^2+2 e^4 x^2\right) \log (4)+\left(10+2 e^4+3 x^3+2 x^2 \log (4)\right) \log (x)+\log ^2(x)\right)}{25+10 e^4+e^8+\left(10+2 e^4\right) \log (x)+\log ^2(x)} \, dx","Int[(-50*x - 20*E^4*x - 2*E^8*x + (-20*x - 4*E^4*x)*Log[x] - 2*x*Log[x]^2 + E^((x^3 + x^2*Log[4])/(5 + E^4 + Log[x]))*(25 + E^8 + 14*x^3 + E^4*(10 + 3*x^3) + (9*x^2 + 2*E^4*x^2)*Log[4] + (10 + 2*E^4 + 3*x^3 + 2*x^2*Log[4])*Log[x] + Log[x]^2))/(25 + 10*E^4 + E^8 + (10 + 2*E^4)*Log[x] + Log[x]^2),x]","-x^2-\frac{4^{\frac{x^2}{\log (x)+e^4+5}} e^{\frac{x^3}{\log (x)+e^4+5}} \left(x^2 \log (16) \log (x)+\left(9+2 e^4\right) x^2 \log (4)\right)}{\log (4) \left(\log (x)+e^4+5\right)^2 \left(\frac{x}{\left(\log (x)+e^4+5\right)^2}-\frac{2 x}{\log (x)+e^4+5}\right)}","x \left(e^{\frac{x^2 (x+\log (4))}{\log (x)+e^4+5}}-x\right)",1,"-x^2 - (4^(x^2/(5 + E^4 + Log[x]))*E^(x^3/(5 + E^4 + Log[x]))*((9 + 2*E^4)*x^2*Log[4] + x^2*Log[16]*Log[x]))/(Log[4]*(5 + E^4 + Log[x])^2*(x/(5 + E^4 + Log[x])^2 - (2*x)/(5 + E^4 + Log[x])))","B",6,4,150,0.02667,1,"{6, 6741, 6742, 2288}"
9750,0,0,0,1.7847688,"\int \frac{e^{-\frac{111+160 x+40 x^2}{110+160 x+40 x^2}} (8+4 x) \log (2)}{605+1760 x+1720 x^2+640 x^3+80 x^4} \, dx","Int[((8 + 4*x)*Log[2])/(E^((111 + 160*x + 40*x^2)/(110 + 160*x + 40*x^2))*(605 + 1760*x + 1720*x^2 + 640*x^3 + 80*x^4)),x]","\int \frac{e^{-\frac{111+160 x+40 x^2}{110+160 x+40 x^2}} (8+4 x) \log (2)}{605+1760 x+1720 x^2+640 x^3+80 x^4} \, dx","e^{-\frac{1}{10 \left((2 x+4)^2-5\right)}-1} \log (2)+4",1,"(32*Log[2]*Defer[Int][1/(E^((111 + 160*x + 40*x^2)/(110 + 160*x + 40*x^2))*(-16 + 4*Sqrt[5] - 8*x)^2), x])/25 - (8*(4 - Sqrt[5])*Log[2]*Defer[Int][1/(E^((111 + 160*x + 40*x^2)/(110 + 160*x + 40*x^2))*(-16 + 4*Sqrt[5] - 8*x)^2), x])/25 + (32*Log[2]*Defer[Int][1/(E^((111 + 160*x + 40*x^2)/(110 + 160*x + 40*x^2))*(16 + 4*Sqrt[5] + 8*x)^2), x])/25 - (8*(4 + Sqrt[5])*Log[2]*Defer[Int][1/(E^((111 + 160*x + 40*x^2)/(110 + 160*x + 40*x^2))*(16 + 4*Sqrt[5] + 8*x)^2), x])/25","F",0,0,0,0,-1,"{}"
9751,0,0,0,46.9361655,"\int \frac{e^{x^2} \left(16 x^2-8 x^3+x^4\right)+\left(-225+195 x-85 x^2+15 x^3\right) \log \left(-\frac{4}{-3+x}\right)+e^{x^2} \left(360-306 x+110 x^2+74 x^3-78 x^4+22 x^5-2 x^6\right) \log \left(-\frac{4}{-3+x}\right) \log \left(5 \log \left(-\frac{4}{-3+x}\right)\right)+e^{2 x^2} \left(-144+120 x-33 x^2+3 x^3\right) \log \left(-\frac{4}{-3+x}\right) \log ^2\left(5 \log \left(-\frac{4}{-3+x}\right)\right)}{(-225+75 x) \log \left(-\frac{4}{-3+x}\right)+e^{x^2} \left(360-210 x+30 x^2\right) \log \left(-\frac{4}{-3+x}\right) \log \left(5 \log \left(-\frac{4}{-3+x}\right)\right)+e^{2 x^2} \left(-144+120 x-33 x^2+3 x^3\right) \log \left(-\frac{4}{-3+x}\right) \log ^2\left(5 \log \left(-\frac{4}{-3+x}\right)\right)} \, dx","Int[(E^x^2*(16*x^2 - 8*x^3 + x^4) + (-225 + 195*x - 85*x^2 + 15*x^3)*Log[-4/(-3 + x)] + E^x^2*(360 - 306*x + 110*x^2 + 74*x^3 - 78*x^4 + 22*x^5 - 2*x^6)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]] + E^(2*x^2)*(-144 + 120*x - 33*x^2 + 3*x^3)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]^2)/((-225 + 75*x)*Log[-4/(-3 + x)] + E^x^2*(360 - 210*x + 30*x^2)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]] + E^(2*x^2)*(-144 + 120*x - 33*x^2 + 3*x^3)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]^2),x]","\int \frac{e^{x^2} \left(16 x^2-8 x^3+x^4\right)+\left(-225+195 x-85 x^2+15 x^3\right) \log \left(-\frac{4}{-3+x}\right)+e^{x^2} \left(360-306 x+110 x^2+74 x^3-78 x^4+22 x^5-2 x^6\right) \log \left(-\frac{4}{-3+x}\right) \log \left(5 \log \left(-\frac{4}{-3+x}\right)\right)+e^{2 x^2} \left(-144+120 x-33 x^2+3 x^3\right) \log \left(-\frac{4}{-3+x}\right) \log ^2\left(5 \log \left(-\frac{4}{-3+x}\right)\right)}{(-225+75 x) \log \left(-\frac{4}{-3+x}\right)+e^{x^2} \left(360-210 x+30 x^2\right) \log \left(-\frac{4}{-3+x}\right) \log \left(5 \log \left(-\frac{4}{-3+x}\right)\right)+e^{2 x^2} \left(-144+120 x-33 x^2+3 x^3\right) \log \left(-\frac{4}{-3+x}\right) \log ^2\left(5 \log \left(-\frac{4}{-3+x}\right)\right)} \, dx","\frac{x^2}{3 \left(e^{x^2} \log \left(5 \log \left(\frac{4}{3-x}\right)\right)+\frac{5}{x-4}\right)}+x",1,"x + (5*Defer[Int][x^2/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2, x])/3 - (40*Defer[Int][x^3/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2, x])/3 + (10*Defer[Int][x^4/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2, x])/3 + 5*Defer[Int][1/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2), x] + 15*Defer[Int][1/((-3 + x)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2), x] + (5*Defer[Int][x/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2), x])/3 - (5*Defer[Int][x^2/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])^2), x])/3 - (8*Defer[Int][x/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]]), x])/3 + (2*Defer[Int][x^2/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]]), x])/3 + (8*Defer[Int][x^3/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]]), x])/3 - (2*Defer[Int][x^4/(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]]), x])/3 - Defer[Int][1/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])), x] - 3*Defer[Int][1/((-3 + x)*Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])), x] - Defer[Int][x/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])), x]/3 + Defer[Int][x^2/(Log[-4/(-3 + x)]*Log[5*Log[-4/(-3 + x)]]*(5 + E^x^2*(-4 + x)*Log[5*Log[-4/(-3 + x)]])), x]/3","F",0,0,0,0,-1,"{}"
9752,1,47,0,3.0612038,"\int \frac{\left(-2+2 e^{100} x^2\right) \log \left(\frac{1+e^{100} \left(27 x+x^2\right)}{e^{100} x}\right)+\left(1+e^{100} \left(27 x+x^2\right)\right) \log ^2\left(\frac{1+e^{100} \left(27 x+x^2\right)}{e^{100} x}\right)}{1+e^{100} \left(27 x+x^2\right)} \, dx","Int[((-2 + 2*E^100*x^2)*Log[(1 + E^100*(27*x + x^2))/(E^100*x)] + (1 + E^100*(27*x + x^2))*Log[(1 + E^100*(27*x + x^2))/(E^100*x)]^2)/(1 + E^100*(27*x + x^2)),x]","0 \text{Li}_2\left(-\frac{2 e^{50} x}{27 e^{50}-\sqrt{-4+729 e^{100}}}\right)+x \log ^2\left(x+\frac{1}{e^{100} x}+27\right)","x \log ^2\left(x+\frac{1}{e^{100} x}+27\right)",1,"x*Log[27 + 1/(E^100*x) + x]^2 + 0*PolyLog[2, (-2*E^50*x)/(27*E^50 - Sqrt[-4 + 729*E^100])]","C",74,17,86,0.1977,1,"{6688, 6728, 1657, 634, 618, 206, 628, 2523, 2528, 2524, 2418, 2392, 2391, 2390, 2301, 2394, 2393}"
9753,1,45,0,0.0604812,"\int \frac{x+(16+x) \log (-16-x)}{(16+x) \log ^2\left(\frac{1}{25} e^{\frac{8}{\log (3)}}\right)} \, dx","Int[(x + (16 + x)*Log[-16 - x])/((16 + x)*Log[E^(8/Log[3])/25]^2),x]","\frac{(x+16) \log ^2(3) \log (-x-16)}{(8-\log (3) \log (25))^2}-\frac{16 \log ^2(3) \log (x+16)}{(8-\log (3) \log (25))^2}","\frac{x \log (-x-16)}{\log ^2\left(\frac{1}{25} e^{\frac{8}{\log (3)}}\right)}",1,"((16 + x)*Log[3]^2*Log[-16 - x])/(8 - Log[3]*Log[25])^2 - (16*Log[3]^2*Log[16 + x])/(8 - Log[3]*Log[25])^2","A",7,5,33,0.1515,1,"{12, 6742, 43, 2389, 2295}"
9754,1,22,0,0.0177852,"\int \frac{-e^{-6+x} x^2+2 e^x x^2+5 \log (2)}{x^2} \, dx","Int[(-(E^(-6 + x)*x^2) + 2*E^x*x^2 + 5*Log[2])/x^2,x]","\left(1-2 e^6\right) \left(-e^{x-6}\right)-\frac{\log (32)}{x}","-e^{x-6}+2 e^x-\frac{5 \log (2)}{x}",1,"-(E^(-6 + x)*(1 - 2*E^6)) - Log[32]/x","A",3,2,27,0.07407,1,"{14, 2194}"
9755,0,0,0,164.8561878,"\int \frac{40 x+e^{e^{5/x}+x} \left(-20 e^{5/x}+8 x+4 x^2\right)+e^{25 x^2-50 x^3+25 x^4} \left(-4-200 x^2+600 x^3-400 x^4\right)}{e^{50 x^2-100 x^3+50 x^4} x^2-10 e^{25 x^2-50 x^3+25 x^4} x^3+25 x^4+e^{2 e^{5/x}+2 x} x^4+e^{e^{5/x}+x} \left(-2 e^{25 x^2-50 x^3+25 x^4} x^3+10 x^4\right)} \, dx","Int[(40*x + E^(E^(5/x) + x)*(-20*E^(5/x) + 8*x + 4*x^2) + E^(25*x^2 - 50*x^3 + 25*x^4)*(-4 - 200*x^2 + 600*x^3 - 400*x^4))/(E^(50*x^2 - 100*x^3 + 50*x^4)*x^2 - 10*E^(25*x^2 - 50*x^3 + 25*x^4)*x^3 + 25*x^4 + E^(2*E^(5/x) + 2*x)*x^4 + E^(E^(5/x) + x)*(-2*E^(25*x^2 - 50*x^3 + 25*x^4)*x^3 + 10*x^4)),x]","\int \frac{40 x+e^{e^{5/x}+x} \left(-20 e^{5/x}+8 x+4 x^2\right)+e^{25 x^2-50 x^3+25 x^4} \left(-4-200 x^2+600 x^3-400 x^4\right)}{e^{50 x^2-100 x^3+50 x^4} x^2-10 e^{25 x^2-50 x^3+25 x^4} x^3+25 x^4+e^{2 e^{5/x}+2 x} x^4+e^{e^{5/x}+x} \left(-2 e^{25 x^2-50 x^3+25 x^4} x^3+10 x^4\right)} \, dx","\frac{4}{x \left(e^{25 (x-1)^2 x^2}-\left(e^{x+e^{5/x}}+5\right) x\right)}",1,"-200*Defer[Int][E^(50*x^3)/(E^(25*x^2 + 25*x^4) - 5*E^(50*x^3)*x - E^(E^(5/x) + x + 50*x^3)*x), x] + 4*Defer[Int][E^(E^(5/x) + x + 100*x^3)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] - 20*Defer[Int][E^(E^(5/x) + 5/x + x + 100*x^3)/(x^2*(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2), x] + 20*Defer[Int][E^(100*x^3)/(x*(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2), x] + 4*Defer[Int][E^(E^(5/x) + x + 100*x^3)/(x*(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2), x] - 1000*Defer[Int][(E^(100*x^3)*x)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] - 200*Defer[Int][(E^(E^(5/x) + x + 100*x^3)*x)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] + 3000*Defer[Int][(E^(100*x^3)*x^2)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] + 600*Defer[Int][(E^(E^(5/x) + x + 100*x^3)*x^2)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] - 2000*Defer[Int][(E^(100*x^3)*x^3)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] - 400*Defer[Int][(E^(E^(5/x) + x + 100*x^3)*x^3)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)^2, x] + 4*Defer[Int][E^(50*x^3)/(x^2*(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x)), x] - 600*Defer[Int][(E^(50*x^3)*x)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x), x] + 400*Defer[Int][(E^(50*x^3)*x^2)/(-E^(25*x^2 + 25*x^4) + 5*E^(50*x^3)*x + E^(E^(5/x) + x + 50*x^3)*x), x]","F",0,0,0,0,-1,"{}"
9756,1,7,0,0.0030445,"\int \frac{12+x^2}{x^2} \, dx","Int[(12 + x^2)/x^2,x]","x-\frac{12}{x}","x-\frac{x+2 (x+4)+4}{x}-3-\frac{e^3}{\log (2)}",1,"-12/x + x","A",2,1,9,0.1111,1,"{14}"
9757,1,44,0,0.0158963,"\int \frac{-48+e^3 \left(-175 x^6+240 x^7+99 x^8-120 x^9-44 x^{10}\right)}{80 e^3} \, dx","Int[(-48 + E^3*(-175*x^6 + 240*x^7 + 99*x^8 - 120*x^9 - 44*x^10))/(80*E^3),x]","-\frac{x^{11}}{20}-\frac{3 x^{10}}{20}+\frac{11 x^9}{80}+\frac{3 x^8}{8}-\frac{5 x^7}{16}-\frac{3 x}{5 e^3}","3-\frac{1}{5} x \left(\frac{1}{16} (2 x+5)^2 \left(x^2-x\right)^2 x^4+\frac{3}{e^3}\right)",1,"(-3*x)/(5*E^3) - (5*x^7)/16 + (3*x^8)/8 + (11*x^9)/80 - (3*x^10)/20 - x^11/20","A",3,1,39,0.02564,1,"{12}"
9758,1,14,0,0.1610355,"\int \frac{-24-5 x+(-8-2 x) \log (4+x)}{4 x^3+x^4} \, dx","Int[(-24 - 5*x + (-8 - 2*x)*Log[4 + x])/(4*x^3 + x^4),x]","\frac{3}{x^2}+\frac{\log (x+4)}{x^2}","\frac{\log (x+4)+3}{x^2}+e^{2 e^5}",1,"3/x^2 + Log[4 + x]/x^2","A",8,5,27,0.1852,1,"{1593, 6742, 77, 2395, 44}"
9759,1,22,0,0.0519228,"\int \frac{1+\left(2 x+12 x^2+16 x^3+5 x^4\right) \log (x)+\log (x) \log (\log (x))}{\log (x)} \, dx","Int[(1 + (2*x + 12*x^2 + 16*x^3 + 5*x^4)*Log[x] + Log[x]*Log[Log[x]])/Log[x],x]","x^5+4 x^4+4 x^3+x^2+x \log (\log (x))","x \left(x^2 (x+2)^2+x+\log (\log (x))\right)-6",1,"x^2 + 4*x^3 + 4*x^4 + x^5 + x*Log[Log[x]]","A",7,4,35,0.1143,1,"{6688, 14, 2298, 2520}"
9760,0,0,0,23.7290422,"\int \frac{-1020+6124 x-11879 x^2+8384 x^3-2724 x^4+420 x^5-25 x^6+e^{-\frac{12 x}{-2+5 x}} \left(-64+320 x-400 x^2\right)+e^{-\frac{9 x}{-2+5 x}} \left(512-2688 x+3840 x^2-800 x^3\right)+e^{-\frac{6 x}{-2+5 x}} \left(-1536+8448 x-13536 x^2+5280 x^3-600 x^4\right)+e^{-\frac{3 x}{-2+5 x}} \left(2048-11776 x+20864 x^2-11552 x^3+2560 x^4-200 x^5\right)+\left(-1024 x+384 e^{-\frac{12 x}{-2+5 x}} x+5888 x^2-10432 x^3+5776 x^4-1280 x^5+100 x^6+e^{-\frac{9 x}{-2+5 x}} \left(-2176 x-64 x^2+800 x^3\right)+e^{-\frac{6 x}{-2+5 x}} \left(3840 x+1728 x^2-5472 x^3+1200 x^4\right)+e^{-\frac{3 x}{-2+5 x}} \left(-1536 x-6144 x^2+12960 x^3-5232 x^4+600 x^5\right)\right) \log (x)}{\left(4 x-20 x^2+25 x^3\right) \log ^2(x)} \, dx","Int[(-1020 + 6124*x - 11879*x^2 + 8384*x^3 - 2724*x^4 + 420*x^5 - 25*x^6 + (-64 + 320*x - 400*x^2)/E^((12*x)/(-2 + 5*x)) + (512 - 2688*x + 3840*x^2 - 800*x^3)/E^((9*x)/(-2 + 5*x)) + (-1536 + 8448*x - 13536*x^2 + 5280*x^3 - 600*x^4)/E^((6*x)/(-2 + 5*x)) + (2048 - 11776*x + 20864*x^2 - 11552*x^3 + 2560*x^4 - 200*x^5)/E^((3*x)/(-2 + 5*x)) + (-1024*x + (384*x)/E^((12*x)/(-2 + 5*x)) + 5888*x^2 - 10432*x^3 + 5776*x^4 - 1280*x^5 + 100*x^6 + (-2176*x - 64*x^2 + 800*x^3)/E^((9*x)/(-2 + 5*x)) + (3840*x + 1728*x^2 - 5472*x^3 + 1200*x^4)/E^((6*x)/(-2 + 5*x)) + (-1536*x - 6144*x^2 + 12960*x^3 - 5232*x^4 + 600*x^5)/E^((3*x)/(-2 + 5*x)))*Log[x])/((4*x - 20*x^2 + 25*x^3)*Log[x]^2),x]","\int \frac{-1020+6124 x-11879 x^2+8384 x^3-2724 x^4+420 x^5-25 x^6+e^{-\frac{12 x}{-2+5 x}} \left(-64+320 x-400 x^2\right)+e^{-\frac{9 x}{-2+5 x}} \left(512-2688 x+3840 x^2-800 x^3\right)+e^{-\frac{6 x}{-2+5 x}} \left(-1536+8448 x-13536 x^2+5280 x^3-600 x^4\right)+e^{-\frac{3 x}{-2+5 x}} \left(2048-11776 x+20864 x^2-11552 x^3+2560 x^4-200 x^5\right)+\left(-1024 x+384 e^{-\frac{12 x}{-2+5 x}} x+5888 x^2-10432 x^3+5776 x^4-1280 x^5+100 x^6+e^{-\frac{9 x}{-2+5 x}} \left(-2176 x-64 x^2+800 x^3\right)+e^{-\frac{6 x}{-2+5 x}} \left(3840 x+1728 x^2-5472 x^3+1200 x^4\right)+e^{-\frac{3 x}{-2+5 x}} \left(-1536 x-6144 x^2+12960 x^3-5232 x^4+600 x^5\right)\right) \log (x)}{\left(4 x-20 x^2+25 x^3\right) \log ^2(x)} \, dx","\frac{\left(x+2 e^{\frac{3 x}{2-5 x}}-4\right)^4-1}{\log (x)}",1,"192*ExpIntegralEi[2*Log[x]] - 48*ExpIntegralEi[3*Log[x]] + 4*ExpIntegralEi[4*Log[x]] + (32*E^((12*x)/(2 - 5*x)))/((2 - 5*x)^2*((2 - 5*x)^(-1) + (5*x)/(2 - 5*x)^2)*Log[x]) - 256*LogIntegral[x] - 384*Defer[Int][E^((3*x)/(2 - 5*x))/Log[x]^2, x] + 192*Defer[Int][E^((6*x)/(2 - 5*x))/Log[x]^2, x] - 32*Defer[Int][E^((9*x)/(2 - 5*x))/Log[x]^2, x] + 512*Defer[Int][E^((3*x)/(2 - 5*x))/(x*Log[x]^2), x] - 384*Defer[Int][E^((6*x)/(2 - 5*x))/(x*Log[x]^2), x] + 128*Defer[Int][E^((9*x)/(2 - 5*x))/(x*Log[x]^2), x] + 96*Defer[Int][(E^((3*x)/(2 - 5*x))*x)/Log[x]^2, x] - 24*Defer[Int][(E^((6*x)/(2 - 5*x))*x)/Log[x]^2, x] - 8*Defer[Int][(E^((3*x)/(2 - 5*x))*x^2)/Log[x]^2, x] + 6124*Defer[Int][1/((-2 + 5*x)^2*Log[x]^2), x] - 1020*Defer[Int][1/(x*(-2 + 5*x)^2*Log[x]^2), x] - 11879*Defer[Int][x/((-2 + 5*x)^2*Log[x]^2), x] + 8384*Defer[Int][x^2/((-2 + 5*x)^2*Log[x]^2), x] - 2724*Defer[Int][x^3/((-2 + 5*x)^2*Log[x]^2), x] + 420*Defer[Int][x^4/((-2 + 5*x)^2*Log[x]^2), x] - 25*Defer[Int][x^5/((-2 + 5*x)^2*Log[x]^2), x] + (45312*Defer[Int][E^((3*x)/(2 - 5*x))/Log[x], x])/125 - (4512*Defer[Int][E^((6*x)/(2 - 5*x))/Log[x], x])/25 + 32*Defer[Int][E^((9*x)/(2 - 5*x))/Log[x], x] - (4752*Defer[Int][(E^((3*x)/(2 - 5*x))*x)/Log[x], x])/25 + 48*Defer[Int][(E^((6*x)/(2 - 5*x))*x)/Log[x], x] + 24*Defer[Int][(E^((3*x)/(2 - 5*x))*x^2)/Log[x], x] - (279936*Defer[Int][E^((3*x)/(2 - 5*x))/((-2 + 5*x)^2*Log[x]), x])/125 + (93312*Defer[Int][E^((6*x)/(2 - 5*x))/((-2 + 5*x)^2*Log[x]), x])/25 - (10368*Defer[Int][E^((9*x)/(2 - 5*x))/((-2 + 5*x)^2*Log[x]), x])/5 + (46656*Defer[Int][E^((3*x)/(2 - 5*x))/((-2 + 5*x)*Log[x]), x])/125 - (10368*Defer[Int][E^((6*x)/(2 - 5*x))/((-2 + 5*x)*Log[x]), x])/25 + (576*Defer[Int][E^((9*x)/(2 - 5*x))/((-2 + 5*x)*Log[x]), x])/5","F",0,0,0,0,-1,"{}"
9761,0,0,0,0.5229178,"\int \frac{72 x^2 \log (x)+e^2 \left(400 x+80 x^2\right) \log ^2(x)+\left(-360 x-72 x^2+\left(720 x+144 x^2\right) \log (x)\right) \log (5+x)}{(25+5 x) \log ^2(x)} \, dx","Int[(72*x^2*Log[x] + E^2*(400*x + 80*x^2)*Log[x]^2 + (-360*x - 72*x^2 + (720*x + 144*x^2)*Log[x])*Log[5 + x])/((25 + 5*x)*Log[x]^2),x]","\int \frac{72 x^2 \log (x)+e^2 \left(400 x+80 x^2\right) \log ^2(x)+\left(-360 x-72 x^2+\left(720 x+144 x^2\right) \log (x)\right) \log (5+x)}{(25+5 x) \log ^2(x)} \, dx","8 \left(e^2 x^2+\frac{9 x^2 \log (x+5)}{5 \log (x)}\right)",1,"8*E^2*x^2 + (72*Defer[Int][x^2/((5 + x)*Log[x]), x])/5 - (72*Defer[Int][(x*Log[5 + x])/Log[x]^2, x])/5 + (144*Defer[Int][(x*Log[5 + x])/Log[x], x])/5","F",0,0,0,0,-1,"{}"
9762,0,0,0,1.4515949,"\int \frac{-2000-600 x-80 x^2+12 x^3+e^2 \left(-4500-1420 x-84 x^2+8 x^3\right)+\left(2000+700 x+40 x^2-4 x^3\right) \log \left(\frac{1}{4} (-20+x)\right)}{-500-2375 x-3160 x^2-796 x^3-32 x^4+4 x^5+\left(1000+2550 x+750 x^2+36 x^3-4 x^4\right) \log \left(\frac{1}{4} (-20+x)\right)+\left(-500-175 x-10 x^2+x^3\right) \log ^2\left(\frac{1}{4} (-20+x)\right)} \, dx","Int[(-2000 - 600*x - 80*x^2 + 12*x^3 + E^2*(-4500 - 1420*x - 84*x^2 + 8*x^3) + (2000 + 700*x + 40*x^2 - 4*x^3)*Log[(-20 + x)/4])/(-500 - 2375*x - 3160*x^2 - 796*x^3 - 32*x^4 + 4*x^5 + (1000 + 2550*x + 750*x^2 + 36*x^3 - 4*x^4)*Log[(-20 + x)/4] + (-500 - 175*x - 10*x^2 + x^3)*Log[(-20 + x)/4]^2),x]","\int \frac{-2000-600 x-80 x^2+12 x^3+e^2 \left(-4500-1420 x-84 x^2+8 x^3\right)+\left(2000+700 x+40 x^2-4 x^3\right) \log \left(\frac{1}{4} (-20+x)\right)}{-500-2375 x-3160 x^2-796 x^3-32 x^4+4 x^5+\left(1000+2550 x+750 x^2+36 x^3-4 x^4\right) \log \left(\frac{1}{4} (-20+x)\right)+\left(-500-175 x-10 x^2+x^3\right) \log ^2\left(\frac{1}{4} (-20+x)\right)} \, dx","\frac{4 \left(x-e^2\right)}{2 x-\frac{5}{x+5}-\log \left(\frac{x}{4}-5\right)+2}",1,"100*(25 + E^2)*Defer[Int][(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^(-2), x] + 2500*(20 - E^2)*Defer[Int][1/((-20 + x)*(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^2), x] - 4*(25 - 19*E^2)*Defer[Int][x/(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^2, x] - 4*(19 - 2*E^2)*Defer[Int][x^2/(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^2, x] - 8*Defer[Int][x^3/(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^2, x] + 20*Defer[Int][(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4])^(-1), x] + 4*Defer[Int][x/(5 + 12*x + 2*x^2 - 5*Log[-5 + x/4] - x*Log[-5 + x/4]), x]","F",0,0,0,0,-1,"{}"
9763,1,34,0,0.0100412,"\int \frac{1}{5} \left(15+e^5 \left(-4 x-9 x^2+4 x^3\right)\right) \, dx","Int[(15 + E^5*(-4*x - 9*x^2 + 4*x^3))/5,x]","\frac{e^5 x^4}{5}-\frac{3 e^5 x^3}{5}-\frac{2 e^5 x^2}{5}+3 x","3 x-\frac{1}{5} e^5 \left(-x+\frac{2}{x}+3\right) x^3",1,"3*x - (2*E^5*x^2)/5 - (3*E^5*x^3)/5 + (E^5*x^4)/5","A",3,1,24,0.04167,1,"{12}"
9764,1,16,0,0.0123726,"\int \frac{1+x+e^{1+e^2-x} x}{x} \, dx","Int[(1 + x + E^(1 + E^2 - x)*x)/x,x]","x-e^{-x+e^2+1}+\log (x)","x-e^{-x+e^2+1}+\log (x)+e^{e^4}-3",1,"-E^(1 + E^2 - x) + x + Log[x]","A",5,3,19,0.1579,1,"{14, 2194, 43}"
9765,0,0,0,4.17809,"\int \frac{-400+2000 x-600 x^2-400 x^3+e^{2 x} \left(80 x-40 x^2-80 x^3\right)+\left(400+400 x^2+160 e^{2 x} x^2\right) \log (x)}{25 x^2-250 x^3+575 x^4+e^{4 x} x^4+250 x^5+25 x^6+e^{2 x} \left(-10 x^3+50 x^4+10 x^5\right)+\left(-100 x+1000 x^2-2300 x^3-4 e^{4 x} x^3-1000 x^4-100 x^5+e^{2 x} \left(40 x^2-200 x^3-40 x^4\right)\right) \log (x)+\left(100-1000 x+2300 x^2+4 e^{4 x} x^2+1000 x^3+100 x^4+e^{2 x} \left(-40 x+200 x^2+40 x^3\right)\right) \log ^2(x)} \, dx","Int[(-400 + 2000*x - 600*x^2 - 400*x^3 + E^(2*x)*(80*x - 40*x^2 - 80*x^3) + (400 + 400*x^2 + 160*E^(2*x)*x^2)*Log[x])/(25*x^2 - 250*x^3 + 575*x^4 + E^(4*x)*x^4 + 250*x^5 + 25*x^6 + E^(2*x)*(-10*x^3 + 50*x^4 + 10*x^5) + (-100*x + 1000*x^2 - 2300*x^3 - 4*E^(4*x)*x^3 - 1000*x^4 - 100*x^5 + E^(2*x)*(40*x^2 - 200*x^3 - 40*x^4))*Log[x] + (100 - 1000*x + 2300*x^2 + 4*E^(4*x)*x^2 + 1000*x^3 + 100*x^4 + E^(2*x)*(-40*x + 200*x^2 + 40*x^3))*Log[x]^2),x]","\int \frac{-400+2000 x-600 x^2-400 x^3+e^{2 x} \left(80 x-40 x^2-80 x^3\right)+\left(400+400 x^2+160 e^{2 x} x^2\right) \log (x)}{25 x^2-250 x^3+575 x^4+e^{4 x} x^4+250 x^5+25 x^6+e^{2 x} \left(-10 x^3+50 x^4+10 x^5\right)+\left(-100 x+1000 x^2-2300 x^3-4 e^{4 x} x^3-1000 x^4-100 x^5+e^{2 x} \left(40 x^2-200 x^3-40 x^4\right)\right) \log (x)+\left(100-1000 x+2300 x^2+4 e^{4 x} x^2+1000 x^3+100 x^4+e^{2 x} \left(-40 x+200 x^2+40 x^3\right)\right) \log ^2(x)} \, dx","\frac{4}{\left(-x-\frac{e^{2 x}}{5}+\frac{1}{x}-5\right) \left(\log (x)-\frac{x}{2}\right)}",1,"80*Defer[Int][1/((-5 + 25*x + E^(2*x)*x + 5*x^2)*(x - 2*Log[x])^2), x] - 40*Defer[Int][x/((-5 + 25*x + E^(2*x)*x + 5*x^2)*(x - 2*Log[x])^2), x] - 80*Defer[Int][x^2/((-5 + 25*x + E^(2*x)*x + 5*x^2)*(x - 2*Log[x])^2), x] - 200*Defer[Int][1/((-5 + 25*x + E^(2*x)*x + 5*x^2)^2*(x - 2*Log[x])), x] - 400*Defer[Int][x/((-5 + 25*x + E^(2*x)*x + 5*x^2)^2*(x - 2*Log[x])), x] + 1800*Defer[Int][x^2/((-5 + 25*x + E^(2*x)*x + 5*x^2)^2*(x - 2*Log[x])), x] + 400*Defer[Int][x^3/((-5 + 25*x + E^(2*x)*x + 5*x^2)^2*(x - 2*Log[x])), x] + 160*Defer[Int][(x*Log[x])/((-5 + 25*x + E^(2*x)*x + 5*x^2)*(x - 2*Log[x])^2), x]","F",0,0,0,0,-1,"{}"
9766,1,22,0,0.0035631,"\int \frac{-5+2 x+5 \log (4)}{5 \log (4)} \, dx","Int[(-5 + 2*x + 5*Log[4])/(5*Log[4]),x]","\frac{(2 x-5 (1-\log (4)))^2}{20 \log (4)}","x+\frac{(x-5) x}{5 \log (4)}+1",1,"(2*x - 5*(1 - Log[4]))^2/(20*Log[4])","A",1,1,17,0.05882,1,"{9}"
9767,1,70,0,0.7830014,"\int \frac{2040 x+1008 x^2+144 x^3+16 x^4+\left(7225+2040 x+504 x^2+48 x^3+4 x^4\right) \log \left(\frac{1}{4} \left(7225+2040 x+504 x^2+48 x^3+4 x^4\right)\right)}{7225+2040 x+504 x^2+48 x^3+4 x^4} \, dx","Int[(2040*x + 1008*x^2 + 144*x^3 + 16*x^4 + (7225 + 2040*x + 504*x^2 + 48*x^3 + 4*x^4)*Log[(7225 + 2040*x + 504*x^2 + 48*x^3 + 4*x^4)/4])/(7225 + 2040*x + 504*x^2 + 48*x^3 + 4*x^4),x]","x \log \left(x^4+12 x^3+126 x^2+510 x+\frac{7225}{4}\right)+3 \log \left(x^4+12 x^3+126 x^2+510 x+\frac{7225}{4}\right)-3 \log \left(4 x^4+48 x^3+504 x^2+2040 x+7225\right)","x \log \left(5 x^2+\left((x+3)^2+\frac{67}{2}\right)^2\right)",1,"3*Log[7225/4 + 510*x + 126*x^2 + 12*x^3 + x^4] + x*Log[7225/4 + 510*x + 126*x^2 + 12*x^3 + x^4] - 3*Log[7225 + 2040*x + 504*x^2 + 48*x^3 + 4*x^4]","B",13,4,88,0.04545,1,"{6688, 6742, 2100, 2523}"
9768,0,0,0,18.6953331,"\int \frac{-4 x-e^{-32 x-16 x^2+4 x^3} x+e^{-16 x-8 x^2+2 x^3} \left(-4 x-48 x^2-32 x^3+34 x^4-6 x^5\right)+\left(-12+e^{-32 x-16 x^2+4 x^3} (-3+x)+4 x+e^{-16 x-8 x^2+2 x^3} (-12+4 x)\right) \log (3-x)}{-3 x^2+x^3+\left(12 x-4 x^2+e^{-16 x-8 x^2+2 x^3} \left(6 x-2 x^2\right)\right) \log (3-x)+\left(-12+e^{-32 x-16 x^2+4 x^3} (-3+x)+4 x+e^{-16 x-8 x^2+2 x^3} (-12+4 x)\right) \log ^2(3-x)} \, dx","Int[(-4*x - E^(-32*x - 16*x^2 + 4*x^3)*x + E^(-16*x - 8*x^2 + 2*x^3)*(-4*x - 48*x^2 - 32*x^3 + 34*x^4 - 6*x^5) + (-12 + E^(-32*x - 16*x^2 + 4*x^3)*(-3 + x) + 4*x + E^(-16*x - 8*x^2 + 2*x^3)*(-12 + 4*x))*Log[3 - x])/(-3*x^2 + x^3 + (12*x - 4*x^2 + E^(-16*x - 8*x^2 + 2*x^3)*(6*x - 2*x^2))*Log[3 - x] + (-12 + E^(-32*x - 16*x^2 + 4*x^3)*(-3 + x) + 4*x + E^(-16*x - 8*x^2 + 2*x^3)*(-12 + 4*x))*Log[3 - x]^2),x]","\int \frac{-4 x-e^{-32 x-16 x^2+4 x^3} x+e^{-16 x-8 x^2+2 x^3} \left(-4 x-48 x^2-32 x^3+34 x^4-6 x^5\right)+\left(-12+e^{-32 x-16 x^2+4 x^3} (-3+x)+4 x+e^{-16 x-8 x^2+2 x^3} (-12+4 x)\right) \log (3-x)}{-3 x^2+x^3+\left(12 x-4 x^2+e^{-16 x-8 x^2+2 x^3} \left(6 x-2 x^2\right)\right) \log (3-x)+\left(-12+e^{-32 x-16 x^2+4 x^3} (-3+x)+4 x+e^{-16 x-8 x^2+2 x^3} (-12+4 x)\right) \log ^2(3-x)} \, dx","\frac{x}{\log (3-x)-\frac{x}{e^{8 x \left(\frac{x^2}{4}-x-2\right)}+2}}",1,"2*Defer[Int][x/(x - 2*Log[3 - x])^2, x] - 2*Defer[Int][(x - 2*Log[3 - x])^(-1), x] - Defer[Int][E^(4*x^3)/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] - 4*Defer[Int][E^(16*x*(2 + x))/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] - 4*Defer[Int][E^(2*x*(8 + 4*x + x^2))/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] - 3*Defer[Int][E^(4*x^3)/((-3 + x)*(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2), x] - 12*Defer[Int][E^(16*x*(2 + x))/((-3 + x)*(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2), x] - 12*Defer[Int][E^(2*x*(8 + 4*x + x^2))/((-3 + x)*(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2), x] + 16*Defer[Int][(E^(2*x*(8 + 4*x + x^2))*x^2)/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] + 16*Defer[Int][(E^(2*x*(8 + 4*x + x^2))*x^3)/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] - 6*Defer[Int][(E^(2*x*(8 + 4*x + x^2))*x^4)/(E^(8*x*(2 + x))*x - E^(2*x^3)*Log[3 - x] - 2*E^(8*x*(2 + x))*Log[3 - x])^2, x] + Defer[Int][(E^(4*x^3)*x^2*Log[3 - x])/((x - 2*Log[3 - x])^2*(-(E^(8*x*(2 + x))*x) + E^(2*x^3)*Log[3 - x] + 2*E^(8*x*(2 + x))*Log[3 - x])^2), x] - 4*Defer[Int][(E^(2*x^3)*x*Log[3 - x])/((x - 2*Log[3 - x])^2*(-(E^(8*x*(2 + x))*x) + E^(2*x^3)*Log[3 - x] + 2*E^(8*x*(2 + x))*Log[3 - x])), x]","F",0,0,0,0,-1,"{}"
9769,0,0,0,0.4512536,"\int \frac{4+x-x \log (x)-x \log ^2(x)}{\left(4 x+x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(4 + x - x*Log[x] - x*Log[x]^2)/((4*x + x^2)*Log[x] + x^2*Log[x]^2),x]","\int \frac{4+x-x \log (x)-x \log ^2(x)}{\left(4 x+x^2\right) \log (x)+x^2 \log ^2(x)} \, dx","\log \left(\frac{1}{x+\frac{x+4}{\log (x)}}\right)+1",1,"-Log[x] + Log[Log[x]] + Defer[Int][(-4 - x - x*Log[x])^(-1), x] + 4*Defer[Int][1/(x*(4 + x + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
9770,0,0,0,1.0085762,"\int \frac{75+e^x (-28224-39984 x)+460992 e^{2 x} x^2}{576-240 x+25 x^2+153664 e^{2 x} x^4+e^x \left(18816 x^2-3920 x^3\right)} \, dx","Int[(75 + E^x*(-28224 - 39984*x) + 460992*E^(2*x)*x^2)/(576 - 240*x + 25*x^2 + 153664*E^(2*x)*x^4 + E^x*(18816*x^2 - 3920*x^3)),x]","\int \frac{75+e^x (-28224-39984 x)+460992 e^{2 x} x^2}{576-240 x+25 x^2+153664 e^{2 x} x^4+e^x \left(18816 x^2-3920 x^3\right)} \, dx","6-\frac{3}{x+\frac{3}{49 e^x x-\frac{5}{8}}}",1,"-3/x - 360*Defer[Int][(24 - 5*x + 392*E^x*x^2)^(-2), x] + 3456*Defer[Int][1/(x^2*(24 - 5*x + 392*E^x*x^2)^2), x] + 1368*Defer[Int][1/(x*(24 - 5*x + 392*E^x*x^2)^2), x] - 216*Defer[Int][1/(x^2*(24 - 5*x + 392*E^x*x^2)), x] - 72*Defer[Int][1/(x*(24 - 5*x + 392*E^x*x^2)), x]","F",0,0,0,0,-1,"{}"
9771,1,554,0,1.7882061,"\int \frac{-2560000 x^2-96000 x^3-20100 x^4-360 x^5-36 x^6+e^x \left(-240000+231000 x+1800 x^2+900 x^3\right)}{640000 x^2+24000 x^3+5025 x^4+90 x^5+9 x^6} \, dx","Int[(-2560000*x^2 - 96000*x^3 - 20100*x^4 - 360*x^5 - 36*x^6 + E^x*(-240000 + 231000*x + 1800*x^2 + 900*x^3))/(640000*x^2 + 24000*x^3 + 5025*x^4 + 90*x^5 + 9*x^6),x]","\frac{3 \left(3-5 i \sqrt{15}\right) e^{\frac{5}{6} i \left(5 \sqrt{15}+3 i\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)\right)}{2000}-\frac{3 \left(125-3 i \sqrt{15}\right) e^{\frac{5}{6} i \left(5 \sqrt{15}+3 i\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)\right)}{2000}+\frac{3}{200} i \sqrt{\frac{3}{5}} e^{\frac{5}{6} i \left(5 \sqrt{15}+3 i\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)\right)+\frac{183 e^{\frac{5}{6} i \left(5 \sqrt{15}+3 i\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)\right)}{1000}+\frac{3 \left(3+5 i \sqrt{15}\right) e^{-\frac{5}{6} \left(3+5 i \sqrt{15}\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)\right)}{2000}-\frac{3 \left(125+3 i \sqrt{15}\right) e^{-\frac{5}{6} \left(3+5 i \sqrt{15}\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)\right)}{2000}-\frac{3}{200} i \sqrt{\frac{3}{5}} e^{-\frac{5}{6} \left(3+5 i \sqrt{15}\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)\right)+\frac{183 e^{-\frac{5}{6} \left(3+5 i \sqrt{15}\right)} \text{Ei}\left(\frac{1}{6} \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)\right)}{1000}-4 x-\frac{9 \left(3-5 i \sqrt{15}\right) e^x}{1000 \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)}-\frac{549 e^x}{500 \left(6 x+5 \left(3-5 i \sqrt{15}\right)\right)}-\frac{9 \left(3+5 i \sqrt{15}\right) e^x}{1000 \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)}-\frac{549 e^x}{500 \left(6 x+5 \left(3+5 i \sqrt{15}\right)\right)}+\frac{3 e^x}{8 x}","\frac{e^x}{x \left(\frac{1}{100} x (x+5)+\frac{8}{3}\right)}-4 x",1,"(3*E^x)/(8*x) - 4*x - (549*E^x)/(500*(5*(3 - (5*I)*Sqrt[15]) + 6*x)) - (9*(3 - (5*I)*Sqrt[15])*E^x)/(1000*(5*(3 - (5*I)*Sqrt[15]) + 6*x)) - (549*E^x)/(500*(5*(3 + (5*I)*Sqrt[15]) + 6*x)) - (9*(3 + (5*I)*Sqrt[15])*E^x)/(1000*(5*(3 + (5*I)*Sqrt[15]) + 6*x)) + (183*E^(((5*I)/6)*(3*I + 5*Sqrt[15]))*ExpIntegralEi[(5*(3 - (5*I)*Sqrt[15]) + 6*x)/6])/1000 + ((3*I)/200)*Sqrt[3/5]*E^(((5*I)/6)*(3*I + 5*Sqrt[15]))*ExpIntegralEi[(5*(3 - (5*I)*Sqrt[15]) + 6*x)/6] - (3*(125 - (3*I)*Sqrt[15])*E^(((5*I)/6)*(3*I + 5*Sqrt[15]))*ExpIntegralEi[(5*(3 - (5*I)*Sqrt[15]) + 6*x)/6])/2000 + (3*(3 - (5*I)*Sqrt[15])*E^(((5*I)/6)*(3*I + 5*Sqrt[15]))*ExpIntegralEi[(5*(3 - (5*I)*Sqrt[15]) + 6*x)/6])/2000 + (183*ExpIntegralEi[(5*(3 + (5*I)*Sqrt[15]) + 6*x)/6])/(1000*E^((5*(3 + (5*I)*Sqrt[15]))/6)) - (((3*I)/200)*Sqrt[3/5]*ExpIntegralEi[(5*(3 + (5*I)*Sqrt[15]) + 6*x)/6])/E^((5*(3 + (5*I)*Sqrt[15]))/6) - (3*(125 + (3*I)*Sqrt[15])*ExpIntegralEi[(5*(3 + (5*I)*Sqrt[15]) + 6*x)/6])/(2000*E^((5*(3 + (5*I)*Sqrt[15]))/6)) + (3*(3 + (5*I)*Sqrt[15])*ExpIntegralEi[(5*(3 + (5*I)*Sqrt[15]) + 6*x)/6])/(2000*E^((5*(3 + (5*I)*Sqrt[15]))/6))","C",29,5,74,0.06757,1,"{6688, 6742, 2177, 2178, 2270}"
9772,1,60,0,0.0202132,"\int \left(1650+838 x+108 x^2+4 x^3+e^4 (6+2 x)+e^3 \left(30+2 e^2+2 x\right)+e^2 \left(198+84 x+6 x^2\right)\right) \, dx","Int[1650 + 838*x + 108*x^2 + 4*x^3 + E^4*(6 + 2*x) + E^3*(30 + 2*E^2 + 2*x) + E^2*(198 + 84*x + 6*x^2),x]","x^4+2 e^2 x^3+36 x^3+42 e^2 x^2+419 x^2+198 e^2 x+1650 x+e^4 (x+3)^2+e^3 \left(x+e^2+15\right)^2","\left((x+3)^2+e^3\right) \left(\left(x+e^2+15\right)^2+5\right)",1,"1650*x + 198*E^2*x + 419*x^2 + 42*E^2*x^2 + 36*x^3 + 2*E^2*x^3 + x^4 + E^4*(3 + x)^2 + E^3*(15 + E^2 + x)^2","B",2,0,52,0,1,"{}"
9773,1,37,0,0.8637045,"\int \frac{-256+32 x+255 x^2-32 x^3+x^4+e^{-10+x} \left(32 x^2-17 x^4+x^5\right)+\left(256-32 x+x^2\right) \log (x)}{256 x^2-32 x^3+x^4} \, dx","Int[(-256 + 32*x + 255*x^2 - 32*x^3 + x^4 + E^(-10 + x)*(32*x^2 - 17*x^4 + x^5) + (256 - 32*x + x^2)*Log[x])/(256*x^2 - 32*x^3 + x^4),x]","e^{x-10} x+x+14 e^{x-10}-\frac{224 e^{x-10}}{16-x}-\frac{\log (x)}{x}","\frac{e^{x-10} (x-2) x}{x-16}+x-\frac{\log (x)}{x}-2",1,"14*E^(-10 + x) - (224*E^(-10 + x))/(16 - x) + x + E^(-10 + x)*x - Log[x]/x","A",13,9,66,0.1364,1,"{1594, 27, 6688, 2199, 2194, 2177, 2178, 2176, 2304}"
9774,1,221,0,0.6120429,"\int \frac{e^8 (-32-24 x)+2 x^4+8 x^6+10 x^7+6 x^8+14 x^9+8 x^{10}+e^4 \left(-6 x^3-16 x^4-42 x^5-24 x^6\right)+e^{2 x} \left(2 x^4+8 x^5+8 x^6+2 x^7\right)+e^x \left(-4 x^4-8 x^5-10 x^6-22 x^7-16 x^8-2 x^9+e^4 \left(22 x^3+26 x^4+6 x^5\right)\right)}{x^3} \, dx","Int[(E^8*(-32 - 24*x) + 2*x^4 + 8*x^6 + 10*x^7 + 6*x^8 + 14*x^9 + 8*x^10 + E^4*(-6*x^3 - 16*x^4 - 42*x^5 - 24*x^6) + E^(2*x)*(2*x^4 + 8*x^5 + 8*x^6 + 2*x^7) + E^x*(-4*x^4 - 8*x^5 - 10*x^6 - 22*x^7 - 16*x^8 - 2*x^9 + E^4*(22*x^3 + 26*x^4 + 6*x^5)))/x^3,x]","x^8+2 x^7-2 e^x x^6+x^6-4 e^x x^5+2 x^5-2 e^x x^4+e^{2 x} x^4+2 \left(1-3 e^4\right) x^4-2 e^x x^3+2 e^{2 x} x^3-14 e^4 x^3+6 e^x x^2+e^{2 x} x^2-2 \left(4-3 e^4\right) e^x x^2+\left(1-8 e^4\right) x^2+\frac{16 e^8}{x^2}-12 e^x x+4 \left(4-3 e^4\right) e^x x-2 \left(2-13 e^4\right) e^x x-6 e^4 x+12 e^x+22 e^{x+4}-4 \left(4-3 e^4\right) e^x+2 \left(2-13 e^4\right) e^x+\frac{24 e^8}{x}","\left(-\left(x^2-e^x\right) \left(x^2+x\right)+e^4 \left(\frac{4}{x}+3\right)-x\right)^2",1,"12*E^x + 22*E^(4 + x) + 2*E^x*(2 - 13*E^4) - 4*E^x*(4 - 3*E^4) + (16*E^8)/x^2 + (24*E^8)/x - 6*E^4*x - 12*E^x*x - 2*E^x*(2 - 13*E^4)*x + 4*E^x*(4 - 3*E^4)*x + 6*E^x*x^2 + E^(2*x)*x^2 + (1 - 8*E^4)*x^2 - 2*E^x*(4 - 3*E^4)*x^2 - 14*E^4*x^3 - 2*E^x*x^3 + 2*E^(2*x)*x^3 - 2*E^x*x^4 + E^(2*x)*x^4 + 2*(1 - 3*E^4)*x^4 + 2*x^5 - 4*E^x*x^5 + x^6 - 2*E^x*x^6 + 2*x^7 + x^8","B",50,4,151,0.02649,1,"{14, 2196, 2176, 2194}"
9775,1,24,0,2.1926178,"\int \frac{\left(e^{10}-e^5 x\right) \log ^2\left(e^{10}-2 e^5 x+x^2\right)+e^{\frac{4 x^3}{e^5 \log \left(e^{10}-2 e^5 x+x^2\right)}} \left(8 x^3+\left(12 e^5 x^2-12 x^3\right) \log \left(e^{10}-2 e^5 x+x^2\right)\right)}{\left(e^{10}-e^5 x\right) \log ^2\left(e^{10}-2 e^5 x+x^2\right)} \, dx","Int[((E^10 - E^5*x)*Log[E^10 - 2*E^5*x + x^2]^2 + E^((4*x^3)/(E^5*Log[E^10 - 2*E^5*x + x^2]))*(8*x^3 + (12*E^5*x^2 - 12*x^3)*Log[E^10 - 2*E^5*x + x^2]))/((E^10 - E^5*x)*Log[E^10 - 2*E^5*x + x^2]^2),x]","e^{\frac{4 x^3}{e^5 \log \left(\left(e^5-x\right)^2\right)}}+x","e^{\frac{4 x^3}{e^5 \log \left(\left(e^5-x\right)^2\right)}}+x+1",1,"E^((4*x^3)/(E^5*Log[(E^5 - x)^2])) + x","A",4,3,119,0.02521,1,"{6742, 6688, 6706}"
9776,1,42,0,3.9647327,"\int \frac{e^{\frac{e^x}{x^2+x^2 \log \left(\frac{1}{x}\right)}} \left(e^x (90-90 x)+e^x (180-90 x) \log \left(\frac{1}{x}\right)\right)+e^{\frac{2 e^x}{x^2+x^2 \log \left(\frac{1}{x}\right)}} \left(e^x (-50+50 x)+e^x (-100+50 x) \log \left(\frac{1}{x}\right)\right)}{9 x^3+18 x^3 \log \left(\frac{1}{x}\right)+9 x^3 \log ^2\left(\frac{1}{x}\right)} \, dx","Int[(E^(E^x/(x^2 + x^2*Log[x^(-1)]))*(E^x*(90 - 90*x) + E^x*(180 - 90*x)*Log[x^(-1)]) + E^((2*E^x)/(x^2 + x^2*Log[x^(-1)]))*(E^x*(-50 + 50*x) + E^x*(-100 + 50*x)*Log[x^(-1)]))/(9*x^3 + 18*x^3*Log[x^(-1)] + 9*x^3*Log[x^(-1)]^2),x]","\frac{25}{9} e^{\frac{2 e^x}{x^2 \left(\log \left(\frac{1}{x}\right)+1\right)}}-10 e^{\frac{e^x}{x^2 \left(\log \left(\frac{1}{x}\right)+1\right)}}","\left(3-\frac{5}{3} e^{\frac{e^x}{x \left(x+x \log \left(\frac{1}{x}\right)\right)}}\right)^2",1,"-10*E^(E^x/(x^2*(1 + Log[x^(-1)]))) + (25*E^((2*E^x)/(x^2*(1 + Log[x^(-1)]))))/9","A",4,3,119,0.02521,1,"{6688, 12, 6708}"
9777,1,30,0,6.9361778,"\int \frac{\exp \left(\frac{x^2+\log \left(\frac{1}{4} \left(-6+4 e^{4+x}+x-4 x^2\right)\right)}{x}\right) \left(x-14 x^2+x^3-4 x^4+e^{4+x} \left(4 x+4 x^2\right)+\left(6-4 e^{4+x}-x+4 x^2\right) \log \left(\frac{1}{4} \left(-6+4 e^{4+x}+x-4 x^2\right)\right)\right)}{-6 x^2+4 e^{4+x} x^2+x^3-4 x^4} \, dx","Int[(E^((x^2 + Log[(-6 + 4*E^(4 + x) + x - 4*x^2)/4])/x)*(x - 14*x^2 + x^3 - 4*x^4 + E^(4 + x)*(4*x + 4*x^2) + (6 - 4*E^(4 + x) - x + 4*x^2)*Log[(-6 + 4*E^(4 + x) + x - 4*x^2)/4]))/(-6*x^2 + 4*E^(4 + x)*x^2 + x^3 - 4*x^4),x]","4^{-1/x} e^x \left(-4 x^2+x+4 e^{x+4}-6\right)^{\frac{1}{x}}","\exp \left(x+\frac{\log \left(\frac{1}{4} \left(x-4 x \left(x+\frac{3}{2 x}\right)\right)+e^{x+4}\right)}{x}\right)",1,"(E^x*(-6 + 4*E^(4 + x) + x - 4*x^2)^x^(-1))/4^x^(-1)","A",1,1,125,0.008000,1,"{6706}"
9778,1,16,0,0.0040732,"\int -\frac{4 e^{2 e^{4 e^2}}}{x^3} \, dx","Int[(-4*E^(2*E^(4*E^2)))/x^3,x]","\frac{2 e^{2 e^{4 e^2}}}{x^2}","\frac{2 e^{2 e^{4 e^2}}}{x^2}",1,"(2*E^(2*E^(4*E^2)))/x^2","A",2,2,16,0.1250,1,"{12, 30}"
9779,0,0,0,11.1369033,"\int \frac{2 x^3+\exp \left(\frac{1}{2} \left(-e^{\frac{1}{x^2}+e^x x}+e^{\frac{1}{x^2}} (3+x)\right)\right) \left(e^{\frac{1}{x^2}} \left(-6-2 x+x^3\right)+e^{e^x x} \left(2 e^{\frac{1}{x^2}}+e^{\frac{1}{x^2}+x} \left(-x^3-x^4\right)\right)\right)}{2 x^3} \, dx","Int[(2*x^3 + E^((-E^(x^(-2) + E^x*x) + E^x^(-2)*(3 + x))/2)*(E^x^(-2)*(-6 - 2*x + x^3) + E^(E^x*x)*(2*E^x^(-2) + E^(x^(-2) + x)*(-x^3 - x^4))))/(2*x^3),x]","\int \frac{2 x^3+\exp \left(\frac{1}{2} \left(-e^{\frac{1}{x^2}+e^x x}+e^{\frac{1}{x^2}} (3+x)\right)\right) \left(e^{\frac{1}{x^2}} \left(-6-2 x+x^3\right)+e^{e^x x} \left(2 e^{\frac{1}{x^2}}+e^{\frac{1}{x^2}+x} \left(-x^3-x^4\right)\right)\right)}{2 x^3} \, dx","e^{\frac{1}{2} e^{\frac{1}{x^2}} \left(x-e^{e^x x}+3\right)}+x-e^3-3",1,"x + Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + (E^x^(-2)*(3 + x))/2), x]/2 - Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + x + E^x*x + (E^x^(-2)*(3 + x))/2), x]/2 - 3*Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + (E^x^(-2)*(3 + x))/2)/x^3, x] + Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + E^x*x + (E^x^(-2)*(3 + x))/2)/x^3, x] - Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + (E^x^(-2)*(3 + x))/2)/x^2, x] - Defer[Int][E^(-1/2*E^(x^(-2) + E^x*x) + x^(-2) + x + E^x*x + (E^x^(-2)*(3 + x))/2)*x, x]/2","F",0,0,0,0,-1,"{}"
9780,1,52,0,1.1252666,"\int \frac{-e^{40+e^4-x^2 \log ^2(3 x)}+e^{40+e^4-x^2 \log ^2(3 x)} \left(-2 x^2 \log (x) \log (3 x)-2 x^2 \log (x) \log ^2(3 x)\right) \log (\log (x))}{x \log (x) \log ^2(\log (x))} \, dx","Int[(-E^(40 + E^4 - x^2*Log[3*x]^2) + E^(40 + E^4 - x^2*Log[3*x]^2)*(-2*x^2*Log[x]*Log[3*x] - 2*x^2*Log[x]*Log[3*x]^2)*Log[Log[x]])/(x*Log[x]*Log[Log[x]]^2),x]","\frac{x e^{-x^2 \log ^2(3 x)+e^4+40} \log (3 x) (\log (3 x)+1)}{\left(x \log ^2(3 x)+x \log (3 x)\right) \log (\log (x))}","\frac{e^{-x^2 \log ^2(3 x)+e^4+40}}{\log (\log (x))}",1,"(E^(40 + E^4 - x^2*Log[3*x]^2)*x*Log[3*x]*(1 + Log[3*x]))/((x*Log[3*x] + x*Log[3*x]^2)*Log[Log[x]])","B",2,2,81,0.02469,1,"{6688, 2288}"
9781,1,15,0,0.1175418,"\int \frac{-4+e^{3+x} (-4+2 x)}{x+e^{3+x} x} \, dx","Int[(-4 + E^(3 + x)*(-4 + 2*x))/(x + E^(3 + x)*x),x]","2 \log \left(e^{x+3}+1\right)-4 \log (x)","\log \left(\frac{\left(e^{x+3}+1\right)^2}{x^4}\right)",1,"2*Log[1 + E^(3 + x)] - 4*Log[x]","A",8,6,25,0.2400,1,"{6742, 2282, 36, 29, 31, 43}"
9782,0,0,0,131.2782423,"\int \frac{-1090000-336000 x+313600 x^2+\left(2360000+336000 x-627200 x^2\right) \log (x)+\left(-1605000-84000 x+470400 x^2\right) \log ^2(x)+\left(425000-156800 x^2\right) \log ^3(x)+\left(-38125+19600 x^2\right) \log ^4(x)}{372490000-601388000 x+363786000 x^2-97717760 x^3+9834496 x^4+\left(-420740000+811336000 x-570189600 x^2+174361600 x^3-19668992 x^4\right) \log (x)+\left(177675000-399414000 x+326539800 x^2-114965760 x^3+14751744 x^4\right) \log ^2(x)+\left(-33245000+85558000 x-80790600 x^2+33053440 x^3-4917248 x^4\right) \log ^3(x)+\left(2325625-6755750 x+7297425 x^2-3473120 x^3+614656 x^4\right) \log ^4(x)} \, dx","Int[(-1090000 - 336000*x + 313600*x^2 + (2360000 + 336000*x - 627200*x^2)*Log[x] + (-1605000 - 84000*x + 470400*x^2)*Log[x]^2 + (425000 - 156800*x^2)*Log[x]^3 + (-38125 + 19600*x^2)*Log[x]^4)/(372490000 - 601388000*x + 363786000*x^2 - 97717760*x^3 + 9834496*x^4 + (-420740000 + 811336000*x - 570189600*x^2 + 174361600*x^3 - 19668992*x^4)*Log[x] + (177675000 - 399414000*x + 326539800*x^2 - 114965760*x^3 + 14751744*x^4)*Log[x]^2 + (-33245000 + 85558000*x - 80790600*x^2 + 33053440*x^3 - 4917248*x^4)*Log[x]^3 + (2325625 - 6755750*x + 7297425*x^2 - 3473120*x^3 + 614656*x^4)*Log[x]^4),x]","\int \frac{-1090000-336000 x+313600 x^2+\left(2360000+336000 x-627200 x^2\right) \log (x)+\left(-1605000-84000 x+470400 x^2\right) \log ^2(x)+\left(425000-156800 x^2\right) \log ^3(x)+\left(-38125+19600 x^2\right) \log ^4(x)}{372490000-601388000 x+363786000 x^2-97717760 x^3+9834496 x^4+\left(-420740000+811336000 x-570189600 x^2+174361600 x^3-19668992 x^4\right) \log (x)+\left(177675000-399414000 x+326539800 x^2-114965760 x^3+14751744 x^4\right) \log ^2(x)+\left(-33245000+85558000 x-80790600 x^2+33053440 x^3-4917248 x^4\right) \log ^3(x)+\left(2325625-6755750 x+7297425 x^2-3473120 x^3+614656 x^4\right) \log ^4(x)} \, dx","3-\frac{x}{x+16 \left(\frac{2 (x-5)}{5}+x+\frac{3}{\log (x)-2}\right)^2-3}",1,"(-25*x)/(1525 - 2215*x + 784*x^2) - 360000*Defer[Int][(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^(-2), x] + 130636800000*Sqrt[3/1651]*Defer[Int][1/((2215 + 5*Sqrt[4953] - 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] + (308400000*(4953 + 443*Sqrt[4953])*Defer[Int][1/((-2215 - 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/1651 + 130636800000*Sqrt[3/1651]*Defer[Int][1/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] + (308400000*(4953 - 443*Sqrt[4953])*Defer[Int][1/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/1651 + (58592282343750000*Defer[Int][1/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 - (39047274281250000*Defer[Int][x/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 + (361058681250000*Defer[Int][1/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 - (4226310000000*Defer[Int][x/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/7 + 180000*Defer[Int][Log[x]/(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2, x] + 623265000000*Sqrt[3/1651]*Defer[Int][Log[x]/((2215 + 5*Sqrt[4953] - 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] - 48625800000*Sqrt[39/127]*Defer[Int][Log[x]/((2215 + 5*Sqrt[4953] - 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] - (103800000*(4953 + 443*Sqrt[4953])*Defer[Int][Log[x]/((-2215 - 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/1651 + 623265000000*Sqrt[3/1651]*Defer[Int][Log[x]/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] - 48625800000*Sqrt[39/127]*Defer[Int][Log[x]/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x] - (103800000*(4953 - 443*Sqrt[4953])*Defer[Int][Log[x]/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/1651 - (2393940234375000*Defer[Int][Log[x]/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 + (425269828125000*Defer[Int][(x*Log[x])/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 - (28693828125000*Defer[Int][Log[x]/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/343 - (228555000000*Defer[Int][(x*Log[x])/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)^2), x])/7 - 45920000*Sqrt[3/1651]*Defer[Int][1/((2215 + 5*Sqrt[4953] - 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x] + (84000*(4953 + 443*Sqrt[4953])*Defer[Int][1/((-2215 - 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/1651 - 45920000*Sqrt[3/1651]*Defer[Int][1/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x] + (84000*(4953 - 443*Sqrt[4953])*Defer[Int][1/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/1651 - (2135095312500*Defer[Int][1/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/49 + (1515743437500*Defer[Int][x/((1525 - 2215*x + 784*x^2)^3*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/49 + (2200687500*Defer[Int][1/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/49 + (8175000*Defer[Int][x/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/7 + 11984000*Sqrt[3/1651]*Defer[Int][Log[x]/((2215 + 5*Sqrt[4953] - 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x] - (56000*(4953 + 443*Sqrt[4953])*Defer[Int][Log[x]/((-2215 - 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/1651 + 11984000*Sqrt[3/1651]*Defer[Int][Log[x]/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x] - (56000*(4953 - 443*Sqrt[4953])*Defer[Int][Log[x]/((-2215 + 5*Sqrt[4953] + 1568*x)*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/1651 - (57187500*Defer[Int][Log[x]/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/7 - (51337500*Defer[Int][(x*Log[x])/((1525 - 2215*x + 784*x^2)^2*(19300 - 15580*x + 3136*x^2 - 10900*Log[x] + 12220*x*Log[x] - 3136*x^2*Log[x] + 1525*Log[x]^2 - 2215*x*Log[x]^2 + 784*x^2*Log[x]^2)), x])/7","F",0,0,0,0,-1,"{}"
9783,-1,0,0,179.9996184,"\int \frac{\exp \left(\frac{81+108 e^{2-e^{2 x}} (-1+x)+54 e^{4-2 e^{2 x}} (-1+x)^2+12 e^{6-3 e^{2 x}} (-1+x)^3+e^{8-4 e^{2 x}} (-1+x)^4}{390625+62500 x^2+3750 x^4+100 x^6+x^8}\right) \left(648 x-648 x^2+e^{2-e^{2 x}} (-1+x) \left(2700+864 x-756 x^2+e^{2 x} \left(5400-5400 x+216 x^2-216 x^3\right)\right)+e^{4-2 e^{2 x}} (-1+x)^2 \left(2700+432 x-324 x^2+e^{2 x} \left(5400-5400 x+216 x^2-216 x^3\right)\right)+e^{6-3 e^{2 x}} (-1+x)^3 \left(900+96 x-60 x^2+e^{2 x} \left(1800-1800 x+72 x^2-72 x^3\right)\right)+e^{8-4 e^{2 x}} (-1+x)^4 \left(100+8 x-4 x^2+e^{2 x} \left(200-200 x+8 x^2-8 x^3\right)\right)\right)}{-9765625+9765625 x-1953125 x^2+1953125 x^3-156250 x^4+156250 x^5-6250 x^6+6250 x^7-125 x^8+125 x^9-x^{10}+x^{11}} \, dx","Int[(E^((81 + 108*E^(2 - E^(2*x))*(-1 + x) + 54*E^(4 - 2*E^(2*x))*(-1 + x)^2 + 12*E^(6 - 3*E^(2*x))*(-1 + x)^3 + E^(8 - 4*E^(2*x))*(-1 + x)^4)/(390625 + 62500*x^2 + 3750*x^4 + 100*x^6 + x^8))*(648*x - 648*x^2 + E^(2 - E^(2*x))*(-1 + x)*(2700 + 864*x - 756*x^2 + E^(2*x)*(5400 - 5400*x + 216*x^2 - 216*x^3)) + E^(4 - 2*E^(2*x))*(-1 + x)^2*(2700 + 432*x - 324*x^2 + E^(2*x)*(5400 - 5400*x + 216*x^2 - 216*x^3)) + E^(6 - 3*E^(2*x))*(-1 + x)^3*(900 + 96*x - 60*x^2 + E^(2*x)*(1800 - 1800*x + 72*x^2 - 72*x^3)) + E^(8 - 4*E^(2*x))*(-1 + x)^4*(100 + 8*x - 4*x^2 + E^(2*x)*(200 - 200*x + 8*x^2 - 8*x^3))))/(-9765625 + 9765625*x - 1953125*x^2 + 1953125*x^3 - 156250*x^4 + 156250*x^5 - 6250*x^6 + 6250*x^7 - 125*x^8 + 125*x^9 - x^10 + x^11),x]","\text{\$Aborted}","e^{\frac{\left(e^{2-e^{2 x}} (x-1)+3\right)^4}{\left(x^2+25\right)^4}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9784,0,0,0,1.750248,"\int \frac{e^{5 x} \left(-45 x+15 x^2+e^x \left(15 x^2-5 x^3\right)\right)+\left(36-24 x+e^x \left(-12 x+8 x^2\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)+\left(-36 x+12 x^2+e^x \left(-12 x+4 x^2\right)\right) \log \left(\frac{1}{3} \left(-3 x+x^2\right)\right)}{9 x-3 x^2+e^x \left(-3 x^2+x^3\right)} \, dx","Int[(E^(5*x)*(-45*x + 15*x^2 + E^x*(15*x^2 - 5*x^3)) + (36 - 24*x + E^x*(-12*x + 8*x^2))*Log[(-3 + E^x*x)/E^x] + (-36*x + 12*x^2 + E^x*(-12*x + 4*x^2))*Log[(-3*x + x^2)/3])/(9*x - 3*x^2 + E^x*(-3*x^2 + x^3)),x]","\int \frac{e^{5 x} \left(-45 x+15 x^2+e^x \left(15 x^2-5 x^3\right)\right)+\left(36-24 x+e^x \left(-12 x+8 x^2\right)\right) \log \left(e^{-x} \left(-3+e^x x\right)\right)+\left(-36 x+12 x^2+e^x \left(-12 x+4 x^2\right)\right) \log \left(\frac{1}{3} \left(-3 x+x^2\right)\right)}{9 x-3 x^2+e^x \left(-3 x^2+x^3\right)} \, dx","4 \log \left(x-3 e^{-x}\right) \log \left(\frac{x^2}{3}-x\right)-e^{5 x}",1,"-E^(5*x) - 4*Log[3]*Log[-3 + x] - 2*Log[x]^2 + 4*Log[x]*Log[-1/3*((3 - x)*x)] + 4*PolyLog[2, 1 - x/3] + 12*Log[-1/3*((3 - x)*x)]*Defer[Int][(-3 + E^x*x)^(-1), x] + 12*Log[-1/3*((3 - x)*x)]*Defer[Int][1/(x*(-3 + E^x*x)), x] + 4*Defer[Int][Log[-3/E^x + x]/(-3 + x), x] + 4*Defer[Int][Log[-3/E^x + x]/x, x] - 12*Defer[Int][Defer[Int][(-3 + E^x*x)^(-1), x]/(-3 + x), x] - 12*Defer[Int][Defer[Int][(-3 + E^x*x)^(-1), x]/x, x] - 12*Defer[Int][Defer[Int][1/(x*(-3 + E^x*x)), x]/(-3 + x), x] - 12*Defer[Int][Defer[Int][1/(x*(-3 + E^x*x)), x]/x, x]","F",0,0,0,0,-1,"{}"
9785,0,0,0,5.4393047,"\int \frac{e^{-2+x} \left(\exp \left(\frac{e^{-2+x} x}{(4+x) (i \pi +\log (9-e))^2}\right) \left(-4-4 x-x^2\right)+e^{2-x} \left(32+16 x+2 x^2\right) (i \pi +\log (9-e))^2\right)}{\left(16+8 x+x^2\right) (i \pi +\log (9-e))^2} \, dx","Int[(E^(-2 + x)*(E^((E^(-2 + x)*x)/((4 + x)*(I*Pi + Log[9 - E])^2))*(-4 - 4*x - x^2) + E^(2 - x)*(32 + 16*x + 2*x^2)*(I*Pi + Log[9 - E])^2))/((16 + 8*x + x^2)*(I*Pi + Log[9 - E])^2),x]","\int \frac{e^{-2+x} \left(\exp \left(\frac{e^{-2+x} x}{(4+x) (i \pi +\log (9-e))^2}\right) \left(-4-4 x-x^2\right)+e^{2-x} \left(32+16 x+2 x^2\right) (i \pi +\log (9-e))^2\right)}{\left(16+8 x+x^2\right) (i \pi +\log (9-e))^2} \, dx","2 x-e^{\frac{e^{x-2} x}{(x+4) (\log (9-e)+i \pi )^2}}",1,"2*x - Defer[Int][E^(-2 + x + (E^(-2 + x)*x)/((4 + x)*(I*Pi + Log[9 - E])^2)), x]/(I*Pi + Log[9 - E])^2 - (4*Defer[Int][E^(-2 + x + (E^(-2 + x)*x)/((4 + x)*(I*Pi + Log[9 - E])^2))/(4 + x)^2, x])/(I*Pi + Log[9 - E])^2 + (4*Defer[Int][E^(-2 + x + (E^(-2 + x)*x)/((4 + x)*(I*Pi + Log[9 - E])^2))/(4 + x), x])/(I*Pi + Log[9 - E])^2","F",0,0,0,0,-1,"{}"
9786,1,99,0,0.4542032,"\int \frac{-24-48 x-33 x^2-29 x^3-25 x^4-2 x^5+\left(8 x^2+8 x^3-x^4-x^5\right) \log \left(x+x^2\right)}{4 x^4+4 x^5} \, dx","Int[(-24 - 48*x - 33*x^2 - 29*x^3 - 25*x^4 - 2*x^5 + (8*x^2 + 8*x^3 - x^4 - x^5)*Log[x + x^2])/(4*x^4 + 4*x^5),x]","\frac{2}{x^3}+\frac{3}{x^2}+\frac{1}{4 x}-\frac{1}{4} \left(x+\frac{8}{x}\right) \log (x)-3 \log (x)-\frac{1}{4} x \log (x+1)-\frac{2 \log (x+1)}{x}-3 \log (x+1)+\frac{1}{4} x (\log (x)+\log (x+1)-\log (x (x+1)))+\frac{2 (\log (x)+\log (x+1)-\log (x (x+1)))}{x}","\frac{\left(\left(\frac{x}{4}+4\right) x-x+2\right) \left(\frac{1}{x^2}-\log \left(x^2+x\right)\right)}{x}",1,"2/x^3 + 3/x^2 + 1/(4*x) - 3*Log[x] - ((8/x + x)*Log[x])/4 - 3*Log[1 + x] - (2*Log[1 + x])/x - (x*Log[1 + x])/4 + (2*(Log[x] + Log[1 + x] - Log[x*(1 + x)]))/x + (x*(Log[x] + Log[1 + x] - Log[x*(1 + x)]))/4","B",13,8,67,0.1194,1,"{1593, 6742, 1620, 2513, 14, 2334, 2414, 894}"
9787,1,23,0,0.0215004,"\int \frac{5 e^3-7 x^3-3 x^3 \log (x)}{5 x} \, dx","Int[(5*E^3 - 7*x^3 - 3*x^3*Log[x])/(5*x),x]","-\frac{2 x^3}{5}-\frac{1}{5} x^3 \log (x)+e^3 \log (x)","\left(e^3-\frac{x^3}{5}\right) (\log (x)+2)+629",1,"(-2*x^3)/5 + E^3*Log[x] - (x^3*Log[x])/5","A",6,3,25,0.1200,1,"{12, 14, 2304}"
9788,0,0,0,0.9232149,"\int \frac{e^{-x-\frac{e^{-x} x}{5}} \left(-10 e^x+2 x-3 x^2+x^3\right)}{20-20 x+5 x^2} \, dx","Int[(E^(-x - x/(5*E^x))*(-10*E^x + 2*x - 3*x^2 + x^3))/(20 - 20*x + 5*x^2),x]","\int \frac{e^{-x-\frac{e^{-x} x}{5}} \left(-10 e^x+2 x-3 x^2+x^3\right)}{20-20 x+5 x^2} \, dx","\frac{e^{-\frac{1}{5} e^{-x} x} x}{x-2}",1,"Defer[Int][E^(-x - x/(5*E^x)), x]/5 - 2*Defer[Int][1/(E^(x/(5*E^x))*(-2 + x)^2), x] + (2*Defer[Int][E^(-x - x/(5*E^x))/(-2 + x), x])/5 + Defer[Int][E^(-x - x/(5*E^x))*x, x]/5","F",0,0,0,0,-1,"{}"
9789,1,18,0,0.0106328,"\int \frac{1}{30} \left(-81+30 e^{e^x+x}-50 x\right) \, dx","Int[(-81 + 30*E^(E^x + x) - 50*x)/30,x]","-\frac{5 x^2}{6}-\frac{27 x}{10}+e^{e^x}","\frac{1}{5} \left(-x-e^4\right)+e^{e^x}-\frac{5}{6} x (x+3)-1",1,"E^E^x - (27*x)/10 - (5*x^2)/6","A",4,3,18,0.1667,1,"{12, 2282, 2194}"
9790,0,0,0,5.2113572,"\int \frac{36223740 e^{5 x}-209790 e^{6 x}+486 e^{7 x}+e^{2 x} (-2330928984272-402486 x)+e^{3 x} (134995830852-4662 x)-522 x+e^{4 x} (-3127316274+54 x)+e^x \left(35016282+34747964 x-12 x^2\right)+\left(36223740 e^{4 x}-279720 e^{5 x}+810 e^{6 x}+e^x (-404558-402486 x)+2 x+e^{3 x} (-2084877534+18 x)+e^{2 x} (44998614958+3108 x)\right) \log (x)+\left(12074580 e^{3 x}-139860 e^{4 x}+540 e^{5 x}+e^{2 x} (-347479598-6 x)+e^x (1558+1554 x)\right) \log ^2(x)+\left(1341620 e^{2 x}-31080 e^{3 x}+180 e^{4 x}+e^x (-2-2 x)\right) \log ^3(x)+\left(-2590 e^{2 x}+30 e^{3 x}\right) \log ^4(x)+2 e^{2 x} \log ^5(x)}{-1165463885299+67497908415 e^x-1563658110 e^{2 x}+18111870 e^{3 x}-104895 e^{4 x}+243 e^{5 x}+\left(22499302805-1042438740 e^x+18111870 e^{2 x}-139860 e^{3 x}+405 e^{4 x}\right) \log (x)+\left(-173739790+6037290 e^x-69930 e^{2 x}+270 e^{3 x}\right) \log ^2(x)+\left(670810-15540 e^x+90 e^{2 x}\right) \log ^3(x)+\left(-1295+15 e^x\right) \log ^4(x)+\log ^5(x)} \, dx","Int[(36223740*E^(5*x) - 209790*E^(6*x) + 486*E^(7*x) + E^(2*x)*(-2330928984272 - 402486*x) + E^(3*x)*(134995830852 - 4662*x) - 522*x + E^(4*x)*(-3127316274 + 54*x) + E^x*(35016282 + 34747964*x - 12*x^2) + (36223740*E^(4*x) - 279720*E^(5*x) + 810*E^(6*x) + E^x*(-404558 - 402486*x) + 2*x + E^(3*x)*(-2084877534 + 18*x) + E^(2*x)*(44998614958 + 3108*x))*Log[x] + (12074580*E^(3*x) - 139860*E^(4*x) + 540*E^(5*x) + E^(2*x)*(-347479598 - 6*x) + E^x*(1558 + 1554*x))*Log[x]^2 + (1341620*E^(2*x) - 31080*E^(3*x) + 180*E^(4*x) + E^x*(-2 - 2*x))*Log[x]^3 + (-2590*E^(2*x) + 30*E^(3*x))*Log[x]^4 + 2*E^(2*x)*Log[x]^5)/(-1165463885299 + 67497908415*E^x - 1563658110*E^(2*x) + 18111870*E^(3*x) - 104895*E^(4*x) + 243*E^(5*x) + (22499302805 - 1042438740*E^x + 18111870*E^(2*x) - 139860*E^(3*x) + 405*E^(4*x))*Log[x] + (-173739790 + 6037290*E^x - 69930*E^(2*x) + 270*E^(3*x))*Log[x]^2 + (670810 - 15540*E^x + 90*E^(2*x))*Log[x]^3 + (-1295 + 15*E^x)*Log[x]^4 + Log[x]^5),x]","\int \frac{36223740 e^{5 x}-209790 e^{6 x}+486 e^{7 x}+e^{2 x} (-2330928984272-402486 x)+e^{3 x} (134995830852-4662 x)-522 x+e^{4 x} (-3127316274+54 x)+e^x \left(35016282+34747964 x-12 x^2\right)+\left(36223740 e^{4 x}-279720 e^{5 x}+810 e^{6 x}+e^x (-404558-402486 x)+2 x+e^{3 x} (-2084877534+18 x)+e^{2 x} (44998614958+3108 x)\right) \log (x)+\left(12074580 e^{3 x}-139860 e^{4 x}+540 e^{5 x}+e^{2 x} (-347479598-6 x)+e^x (1558+1554 x)\right) \log ^2(x)+\left(1341620 e^{2 x}-31080 e^{3 x}+180 e^{4 x}+e^x (-2-2 x)\right) \log ^3(x)+\left(-2590 e^{2 x}+30 e^{3 x}\right) \log ^4(x)+2 e^{2 x} \log ^5(x)}{-1165463885299+67497908415 e^x-1563658110 e^{2 x}+18111870 e^{3 x}-104895 e^{4 x}+243 e^{5 x}+\left(22499302805-1042438740 e^x+18111870 e^{2 x}-139860 e^{3 x}+405 e^{4 x}\right) \log (x)+\left(-173739790+6037290 e^x-69930 e^{2 x}+270 e^{3 x}\right) \log ^2(x)+\left(670810-15540 e^x+90 e^{2 x}\right) \log ^3(x)+\left(-1295+15 e^x\right) \log ^4(x)+\log ^5(x)} \, dx","\left(e^x-\frac{x}{\left(-3 e^x-\log (x)+259\right)^2}\right)^2",1,"E^(2*x) - 4*Defer[Int][x/(-259 + 3*E^x + Log[x])^5, x] - 1036*Defer[Int][x^2/(-259 + 3*E^x + Log[x])^5, x] + 4*Defer[Int][(x^2*Log[x])/(-259 + 3*E^x + Log[x])^5, x] + 2*Defer[Int][x/(-259 + 3*E^x + Log[x])^4, x] - 4*Defer[Int][x^2/(-259 + 3*E^x + Log[x])^4, x] + (1036*Defer[Int][(-259 + 3*E^x + Log[x])^(-3), x])/3 + (268324*Defer[Int][x/(-259 + 3*E^x + Log[x])^3, x])/3 - (4*Defer[Int][Log[x]/(-259 + 3*E^x + Log[x])^3, x])/3 - (2072*Defer[Int][(x*Log[x])/(-259 + 3*E^x + Log[x])^3, x])/3 + (4*Defer[Int][(x*Log[x]^2)/(-259 + 3*E^x + Log[x])^3, x])/3 - (514*Defer[Int][(-259 + 3*E^x + Log[x])^(-2), x])/3 + 518*Defer[Int][x/(-259 + 3*E^x + Log[x])^2, x] + (2*Defer[Int][Log[x]/(-259 + 3*E^x + Log[x])^2, x])/3 - 2*Defer[Int][(x*Log[x])/(-259 + 3*E^x + Log[x])^2, x] - (2*Defer[Int][(-259 + 3*E^x + Log[x])^(-1), x])/3 + (2*Defer[Int][x/(-259 + 3*E^x + Log[x]), x])/3","F",0,0,0,0,-1,"{}"
9791,1,32,0,0.0311672,"\int \frac{25+8 x+160 e^4 x^3+\left(5+2 x+32 e^4 x^3\right) \log (2)}{160 e^4 x^3+32 e^4 x^3 \log (2)} \, dx","Int[(25 + 8*x + 160*E^4*x^3 + (5 + 2*x + 32*E^4*x^3)*Log[2])/(160*E^4*x^3 + 32*E^4*x^3*Log[2]),x]","-\frac{5}{64 e^4 x^2}+x-\frac{8+\log (4)}{32 e^4 x (5+\log (2))}","x-\frac{x-\frac{x}{5+\log (2)}+\frac{5}{4}}{16 e^4 x^2}",1,"-5/(64*E^4*x^2) + x - (8 + Log[4])/(32*E^4*x*(5 + Log[2]))","A",4,3,51,0.05882,1,"{6, 12, 14}"
9792,1,15,0,0.0065956,"\int \frac{\frac{150 x}{e^2}-\frac{250 x^2}{e^4}}{x} \, dx","Int[((150*x)/E^2 - (250*x^2)/E^4)/x,x]","\frac{150 x}{e^2}-\frac{125 x^2}{e^4}","5 \left(9-\left(\frac{5 x}{e^2}-3\right)^2\right)",1,"(150*x)/E^2 - (125*x^2)/E^4","A",2,1,19,0.05263,1,"{14}"
9793,1,1640,0,27.7297307,"\int \frac{-7742196 x^8+7779240 x^7 \log ^2(2)+\left(-7461720 x^8+7482888 x^7 \log ^2(2)\right) \log \left(-x+\log ^2(2)\right)+\left(-2874816 x^8+2878848 x^7 \log ^2(2)\right) \log ^2\left(-x+\log ^2(2)\right)+\left(-553472 x^8+553728 x^7 \log ^2(2)\right) \log ^3\left(-x+\log ^2(2)\right)+\left(-53248 x^8+53248 x^7 \log ^2(2)\right) \log ^4\left(-x+\log ^2(2)\right)+\left(-2048 x^8+2048 x^7 \log ^2(2)\right) \log ^5\left(-x+\log ^2(2)\right)}{-3125 x+3125 \log ^2(2)+\left(-3125 x+3125 \log ^2(2)\right) \log \left(-x+\log ^2(2)\right)+\left(-1250 x+1250 \log ^2(2)\right) \log ^2\left(-x+\log ^2(2)\right)+\left(-250 x+250 \log ^2(2)\right) \log ^3\left(-x+\log ^2(2)\right)+\left(-25 x+25 \log ^2(2)\right) \log ^4\left(-x+\log ^2(2)\right)+\left(-x+\log ^2(2)\right) \log ^5\left(-x+\log ^2(2)\right)} \, dx","Int[(-7742196*x^8 + 7779240*x^7*Log[2]^2 + (-7461720*x^8 + 7482888*x^7*Log[2]^2)*Log[-x + Log[2]^2] + (-2874816*x^8 + 2878848*x^7*Log[2]^2)*Log[-x + Log[2]^2]^2 + (-553472*x^8 + 553728*x^7*Log[2]^2)*Log[-x + Log[2]^2]^3 + (-53248*x^8 + 53248*x^7*Log[2]^2)*Log[-x + Log[2]^2]^4 + (-2048*x^8 + 2048*x^7*Log[2]^2)*Log[-x + Log[2]^2]^5)/(-3125*x + 3125*Log[2]^2 + (-3125*x + 3125*Log[2]^2)*Log[-x + Log[2]^2] + (-1250*x + 1250*Log[2]^2)*Log[-x + Log[2]^2]^2 + (-250*x + 250*Log[2]^2)*Log[-x + Log[2]^2]^3 + (-25*x + 25*Log[2]^2)*Log[-x + Log[2]^2]^4 + (-x + Log[2]^2)*Log[-x + Log[2]^2]^5),x]","256 x^8+\frac{512 \left(x-\log ^2(2)\right) x^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{256 \left(x-\log ^2(2)\right) x^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{40 \left(x-\log ^2(2)\right) x^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{396 \log ^2(2) \left(x-\log ^2(2)\right) x^6}{\log \left(\log ^2(2)-x\right)+5}+\frac{316 \log ^2(2) \left(x-\log ^2(2)\right) x^6}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^2(2) \left(x-\log ^2(2)\right) x^6}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{200 \log ^4(2) \left(x-\log ^2(2)\right) x^5}{\log \left(\log ^2(2)-x\right)+5}+\frac{96 \log ^4(2) \left(x-\log ^2(2)\right) x^5}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^4(2) \left(x-\log ^2(2)\right) x^5}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{256 \log ^6(2) \left(x-\log ^2(2)\right) x^4}{\log \left(\log ^2(2)-x\right)+5}+\frac{96 \log ^6(2) \left(x-\log ^2(2)\right) x^4}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^6(2) \left(x-\log ^2(2)\right) x^4}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{256 \log ^8(2) \left(x-\log ^2(2)\right) x^3}{\log \left(\log ^2(2)-x\right)+5}+\frac{96 \log ^8(2) \left(x-\log ^2(2)\right) x^3}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^8(2) \left(x-\log ^2(2)\right) x^3}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{256 \log ^{10}(2) \left(x-\log ^2(2)\right) x^2}{\log \left(\log ^2(2)-x\right)+5}+\frac{96 \log ^{10}(2) \left(x-\log ^2(2)\right) x^2}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^{10}(2) \left(x-\log ^2(2)\right) x^2}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{256 \log ^{12}(2) \left(x-\log ^2(2)\right) x}{\log \left(\log ^2(2)-x\right)+5}+\frac{96 \log ^{12}(2) \left(x-\log ^2(2)\right) x}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{16 \log ^{12}(2) \left(x-\log ^2(2)\right) x}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{256 \left(x-\log ^2(2)\right)^8}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{1372 \log ^2(2) \left(x-\log ^2(2)\right)^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{1008 \log ^4(2) \left(x-\log ^2(2)\right)^6}{\log \left(\log ^2(2)-x\right)+5}+\frac{3500 \log ^6(2) \left(x-\log ^2(2)\right)^5}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{2240 \log ^8(2) \left(x-\log ^2(2)\right)^4}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{252 \log ^{10}(2) \left(x-\log ^2(2)\right)^3}{\log \left(\log ^2(2)-x\right)+5}+\frac{112 \log ^{12}(2) \left(x-\log ^2(2)\right)^2}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{772 \log ^{14}(2) \left(x-\log ^2(2)\right)}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)}+\frac{256 \log ^{16}(2)}{\log \left(\log ^2(2)-x\right)+5}+\frac{32 \left(x-\log ^2(2)\right)^8}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{196 \log ^2(2) \left(x-\log ^2(2)\right)^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{168 \log ^4(2) \left(x-\log ^2(2)\right)^6}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{700 \log ^6(2) \left(x-\log ^2(2)\right)^5}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{560 \log ^8(2) \left(x-\log ^2(2)\right)^4}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{84 \log ^{10}(2) \left(x-\log ^2(2)\right)^3}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{56 \log ^{12}(2) \left(x-\log ^2(2)\right)^2}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{292 \log ^{14}(2) \left(x-\log ^2(2)\right)}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{96 \log ^{16}(2)}{\left(\log \left(\log ^2(2)-x\right)+5\right)^2}+\frac{8 \left(x-\log ^2(2)\right)^8}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{56 \log ^2(2) \left(x-\log ^2(2)\right)^7}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{56 \log ^4(2) \left(x-\log ^2(2)\right)^6}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{280 \log ^6(2) \left(x-\log ^2(2)\right)^5}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{280 \log ^8(2) \left(x-\log ^2(2)\right)^4}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{56 \log ^{10}(2) \left(x-\log ^2(2)\right)^3}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{56 \log ^{12}(2) \left(x-\log ^2(2)\right)^2}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{56 \log ^{14}(2) \left(x-\log ^2(2)\right)}{3 \left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{16 \log ^{16}(2)}{\left(\log \left(\log ^2(2)-x\right)+5\right)^3}+\frac{\left(x-\log ^2(2)\right)^8}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{8 \log ^2(2) \left(x-\log ^2(2)\right)^7}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{28 \log ^4(2) \left(x-\log ^2(2)\right)^6}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{56 \log ^6(2) \left(x-\log ^2(2)\right)^5}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{70 \log ^8(2) \left(x-\log ^2(2)\right)^4}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{56 \log ^{10}(2) \left(x-\log ^2(2)\right)^3}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{28 \log ^{12}(2) \left(x-\log ^2(2)\right)^2}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{8 \log ^{14}(2) \left(x-\log ^2(2)\right)}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}+\frac{\log ^{16}(2)}{\left(\log \left(\log ^2(2)-x\right)+5\right)^4}","x^8 \left(\frac{\frac{x}{\log \left(\log ^2(2)-x\right)+5}-x}{x}+5\right)^4",1,"256*x^8 + Log[2]^16/(5 + Log[-x + Log[2]^2])^4 + (8*Log[2]^14*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^4 + (28*Log[2]^12*(x - Log[2]^2)^2)/(5 + Log[-x + Log[2]^2])^4 + (56*Log[2]^10*(x - Log[2]^2)^3)/(5 + Log[-x + Log[2]^2])^4 + (70*Log[2]^8*(x - Log[2]^2)^4)/(5 + Log[-x + Log[2]^2])^4 + (56*Log[2]^6*(x - Log[2]^2)^5)/(5 + Log[-x + Log[2]^2])^4 + (28*Log[2]^4*(x - Log[2]^2)^6)/(5 + Log[-x + Log[2]^2])^4 + (8*Log[2]^2*(x - Log[2]^2)^7)/(5 + Log[-x + Log[2]^2])^4 + (x - Log[2]^2)^8/(5 + Log[-x + Log[2]^2])^4 + (16*Log[2]^16)/(5 + Log[-x + Log[2]^2])^3 + (40*x^7*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])^3) + (16*x^6*Log[2]^2*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (16*x^5*Log[2]^4*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (16*x^4*Log[2]^6*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (16*x^3*Log[2]^8*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (16*x^2*Log[2]^10*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (16*x*Log[2]^12*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^3 + (56*Log[2]^14*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])^3) + (56*Log[2]^12*(x - Log[2]^2)^2)/(3*(5 + Log[-x + Log[2]^2])^3) + (56*Log[2]^10*(x - Log[2]^2)^3)/(5 + Log[-x + Log[2]^2])^3 + (280*Log[2]^8*(x - Log[2]^2)^4)/(3*(5 + Log[-x + Log[2]^2])^3) + (280*Log[2]^6*(x - Log[2]^2)^5)/(3*(5 + Log[-x + Log[2]^2])^3) + (56*Log[2]^4*(x - Log[2]^2)^6)/(5 + Log[-x + Log[2]^2])^3 + (56*Log[2]^2*(x - Log[2]^2)^7)/(3*(5 + Log[-x + Log[2]^2])^3) + (8*(x - Log[2]^2)^8)/(3*(5 + Log[-x + Log[2]^2])^3) + (96*Log[2]^16)/(5 + Log[-x + Log[2]^2])^2 + (256*x^7*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])^2) + (316*x^6*Log[2]^2*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])^2) + (96*x^5*Log[2]^4*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^2 + (96*x^4*Log[2]^6*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^2 + (96*x^3*Log[2]^8*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^2 + (96*x^2*Log[2]^10*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^2 + (96*x*Log[2]^12*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2])^2 + (292*Log[2]^14*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])^2) + (56*Log[2]^12*(x - Log[2]^2)^2)/(3*(5 + Log[-x + Log[2]^2])^2) + (84*Log[2]^10*(x - Log[2]^2)^3)/(5 + Log[-x + Log[2]^2])^2 + (560*Log[2]^8*(x - Log[2]^2)^4)/(3*(5 + Log[-x + Log[2]^2])^2) + (700*Log[2]^6*(x - Log[2]^2)^5)/(3*(5 + Log[-x + Log[2]^2])^2) + (168*Log[2]^4*(x - Log[2]^2)^6)/(5 + Log[-x + Log[2]^2])^2 + (196*Log[2]^2*(x - Log[2]^2)^7)/(3*(5 + Log[-x + Log[2]^2])^2) + (32*(x - Log[2]^2)^8)/(3*(5 + Log[-x + Log[2]^2])^2) + (256*Log[2]^16)/(5 + Log[-x + Log[2]^2]) + (512*x^7*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])) + (396*x^6*Log[2]^2*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (200*x^5*Log[2]^4*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (256*x^4*Log[2]^6*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (256*x^3*Log[2]^8*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (256*x^2*Log[2]^10*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (256*x*Log[2]^12*(x - Log[2]^2))/(5 + Log[-x + Log[2]^2]) + (772*Log[2]^14*(x - Log[2]^2))/(3*(5 + Log[-x + Log[2]^2])) + (112*Log[2]^12*(x - Log[2]^2)^2)/(3*(5 + Log[-x + Log[2]^2])) + (252*Log[2]^10*(x - Log[2]^2)^3)/(5 + Log[-x + Log[2]^2]) + (2240*Log[2]^8*(x - Log[2]^2)^4)/(3*(5 + Log[-x + Log[2]^2])) + (3500*Log[2]^6*(x - Log[2]^2)^5)/(3*(5 + Log[-x + Log[2]^2])) + (1008*Log[2]^4*(x - Log[2]^2)^6)/(5 + Log[-x + Log[2]^2]) + (1372*Log[2]^2*(x - Log[2]^2)^7)/(3*(5 + Log[-x + Log[2]^2])) + (256*(x - Log[2]^2)^8)/(3*(5 + Log[-x + Log[2]^2]))","B",1467,17,267,0.06367,1,"{6688, 12, 6742, 2411, 2353, 2306, 2309, 2178, 2297, 2299, 2302, 30, 2418, 2400, 2399, 2389, 2390}"
9794,1,42,0,0.0237401,"\int \frac{2304+5632 x+512 x^2+3 x^4+22 x^5+6 x^6+e^9 \left(-768-x^4\right)}{x^4} \, dx","Int[(2304 + 5632*x + 512*x^2 + 3*x^4 + 22*x^5 + 6*x^6 + E^9*(-768 - x^4))/x^4,x]","2 x^3-\frac{256 \left(3-e^9\right)}{x^3}+11 x^2-\frac{2816}{x^2}+\left(3-e^9\right) x-\frac{512}{x}","\left(\frac{256}{x^3}-x\right) \left(-((2 x+10) x)-x+e^9-3\right)",1,"(-256*(3 - E^9))/x^3 - 2816/x^2 - 512/x + (3 - E^9)*x + 11*x^2 + 2*x^3","A",2,1,40,0.02500,1,"{14}"
9795,0,0,0,2.0835427,"\int \frac{-2 \log \left(-2 x^3 \log (3)\right)+\log \left(x^2\right) \left(3 e^x-e^x x \log \left(-2 x^3 \log (3)\right)\right)+3 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{e^x x \log \left(x^2\right) \log \left(-2 x^3 \log (3)\right)+x \log \left(x^2\right) \log \left(-2 x^3 \log (3)\right) \log \left(\log \left(x^2\right)\right)} \, dx","Int[(-2*Log[-2*x^3*Log[3]] + Log[x^2]*(3*E^x - E^x*x*Log[-2*x^3*Log[3]]) + 3*Log[x^2]*Log[Log[x^2]])/(E^x*x*Log[x^2]*Log[-2*x^3*Log[3]] + x*Log[x^2]*Log[-2*x^3*Log[3]]*Log[Log[x^2]]),x]","\int \frac{-2 \log \left(-2 x^3 \log (3)\right)+\log \left(x^2\right) \left(3 e^x-e^x x \log \left(-2 x^3 \log (3)\right)\right)+3 \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{e^x x \log \left(x^2\right) \log \left(-2 x^3 \log (3)\right)+x \log \left(x^2\right) \log \left(-2 x^3 \log (3)\right) \log \left(\log \left(x^2\right)\right)} \, dx","\log \left(\frac{\log \left(-2 x^3 \log (3)\right)}{\log \left(\log \left(x^2\right)\right)+e^x}\right)",1,"-x + Log[Log[-(x^3*Log[9])]] - 2*Defer[Int][1/(x*Log[x^2]*(E^x + Log[Log[x^2]])), x] + Defer[Int][Log[Log[x^2]]/(E^x + Log[Log[x^2]]), x]","F",0,0,0,0,-1,"{}"
9796,1,101,0,0.223678,"\int \frac{e^6 (4+2 x)+e^{\frac{2 e^5 x}{3}} \left(18 x+6 e^5 x^2\right)+e^{\frac{e^5 x}{3}} \left(e^3 (12+12 x)+e^8 \left(4 x+2 x^2\right)\right)}{e^6} \, dx","Int[(E^6*(4 + 2*x) + E^((2*E^5*x)/3)*(18*x + 6*E^5*x^2) + E^((E^5*x)/3)*(E^3*(12 + 12*x) + E^8*(4*x + 2*x^2)))/E^6,x]","6 e^{\frac{e^5 x}{3}-3} x^2+9 e^{\frac{2 e^5 x}{3}-6} x^2-36 e^{\frac{e^5 x}{3}-8} x+12 e^{\frac{e^5 x}{3}-3} x-36 e^{\frac{e^5 x}{3}-8}+(x+2)^2+36 e^{\frac{e^5 x}{3}-8} (x+1)","\left(3 e^{\frac{e^5 x}{3}-3} x+x+2\right)^2",1,"-36*E^(-8 + (E^5*x)/3) - 36*E^(-8 + (E^5*x)/3)*x + 12*E^(-3 + (E^5*x)/3)*x + 6*E^(-3 + (E^5*x)/3)*x^2 + 9*E^(-6 + (2*E^5*x)/3)*x^2 + 36*E^(-8 + (E^5*x)/3)*(1 + x) + (2 + x)^2","B",21,5,71,0.07042,1,"{12, 1593, 2196, 2176, 2194}"
9797,1,20,0,0.135353,"\int \frac{16-2 e^{\frac{2 x}{-4+2 x}}-16 x+4 x^2+16 x^3-16 x^4+4 x^5}{4-4 x+x^2} \, dx","Int[(16 - 2*E^((2*x)/(-4 + 2*x)) - 16*x + 4*x^2 + 16*x^3 - 16*x^4 + 4*x^5)/(4 - 4*x + x^2),x]","x^4+4 x+e^{1-\frac{2}{2-x}}","x^4+4 x+e^{\frac{2 x}{2 x-4}}",1,"E^(1 - 2/(2 - x)) + 4*x + x^4","A",5,4,50,0.08000,1,"{27, 6688, 2230, 2209}"
9798,1,95,0,0.3153468,"\int \frac{6-6 x+\left(9-6 x-18 x^2+12 x^3\right) \log \left(\frac{-1+2 x^2}{x^2}\right)}{-2 x^4+4 x^6} \, dx","Int[(6 - 6*x + (9 - 6*x - 18*x^2 + 12*x^3)*Log[(-1 + 2*x^2)/x^2])/(-2*x^4 + 4*x^6),x]","\frac{3}{2} \left(2-\frac{1}{x^2}\right) \log \left(2-\frac{1}{x^2}\right)+\frac{3 \log \left(2-\frac{1}{x^2}\right)}{2 x^3}+6 \log (x)-3 \left(1-\sqrt{2}\right) \log \left(1-\sqrt{2} x\right)-3 \left(1+\sqrt{2}\right) \log \left(\sqrt{2} x+1\right)+6 \sqrt{2} \tanh ^{-1}\left(\sqrt{2} x\right)","\frac{3 (1-x) \log \left(2-\frac{1}{x^2}\right)}{2 x^3}",1,"6*Sqrt[2]*ArcTanh[Sqrt[2]*x] + (3*(2 - x^(-2))*Log[2 - x^(-2)])/2 + (3*Log[2 - x^(-2)])/(2*x^3) + 6*Log[x] - 3*(1 - Sqrt[2])*Log[1 - Sqrt[2]*x] - 3*(1 + Sqrt[2])*Log[1 + Sqrt[2]*x]","B",18,13,47,0.2766,1,"{1593, 6725, 801, 633, 31, 2466, 2455, 263, 325, 207, 2454, 2389, 2295}"
9799,1,57,0,0.0780228,"\int \frac{\left(-36+12 e^4\right) \log \left(4 e^4-4 e^2 x+x^2\right)}{2 e^2-x} \, dx","Int[((-36 + 12*E^4)*Log[4*E^4 - 4*E^2*x + x^2])/(2*E^2 - x),x]","12 \left(3-e^4\right) \log \left(2 e^2-x\right) \log \left(x^2-4 e^2 x+4 e^4\right)-12 \left(3-e^4\right) \log ^2\left(2 e^2-x\right)","3 \left(3-e^4\right) \log ^2\left(\left(2 e^2-x\right)^2\right)",1,"-12*(3 - E^4)*Log[2*E^2 - x]^2 + 12*(3 - E^4)*Log[2*E^2 - x]*Log[4*E^4 - 4*E^2*x + x^2]","B",6,6,35,0.1714,1,"{12, 2524, 27, 21, 2390, 2301}"
9800,1,53,0,0.498029,"\int \exp \left(-e^{16}+e^{-e^{16}} \left(-4 x^2+e^{e^{16}} \left(-4 x+e^x x\right)+\left(x^2-x^3\right) \log (5)\right)\right) \left(-8 x+e^{e^{16}} \left(-4+e^x (1+x)\right)+\left(2 x-3 x^2\right) \log (5)\right) \, dx","Int[E^(-E^16 + (-4*x^2 + E^E^16*(-4*x + E^x*x) + (x^2 - x^3)*Log[5])/E^E^16)*(-8*x + E^E^16*(-4 + E^x*(1 + x)) + (2*x - 3*x^2)*Log[5]),x]","5^{e^{-e^{16}} \left(x^2-x^3\right)} \exp \left(-e^{-e^{16}} \left(4 x^2+e^{e^{16}} \left(4 x-e^x x\right)\right)\right)","\exp \left(x \left(e^x+e^{-e^{16}} x ((1-x) \log (5)-4)-4\right)\right)",1,"5^((x^2 - x^3)/E^E^16)/E^((4*x^2 + E^E^16*(4*x - E^x*x))/E^E^16)","A",1,1,81,0.01235,1,"{6706}"
9801,1,19,0,0.0584575,"\int e^{398+160 x+16 x^2+\frac{2 \left(e^2 x+e^4 x\right)}{e^2}} \left(18 e^4+e^2 (1458+288 x)\right) \, dx","Int[E^(398 + 160*x + 16*x^2 + (2*(E^2*x + E^4*x))/E^2)*(18*E^4 + E^2*(1458 + 288*x)),x]","9 e^{16 x^2+2 \left(81+e^2\right) x+400}","9 e^{16 (x+5)^2+2 e^2 x+2 x}",1,"9*E^(400 + 2*(81 + E^2)*x + 16*x^2)","A",2,2,44,0.04545,1,"{2244, 2236}"
9802,1,169,0,0.5569709,"\int \frac{e^8 \left(12288 e x^2+12800 x^3\right)+e^8 \left(1536 e x^2+1568 x^3\right) \log (e+x)+e^8 \left(48 e x^2+48 x^3\right) \log ^2(e+x)}{e+x} \, dx","Int[(E^8*(12288*E*x^2 + 12800*x^3) + E^8*(1536*E*x^2 + 1568*x^3)*Log[E + x] + E^8*(48*E*x^2 + 48*x^3)*Log[E + x]^2)/(E + x),x]","\frac{36832 e^8 x^3}{9}+16 e^8 x^3 \log ^2(x+e)+\frac{1568}{3} e^8 x^3 \log (x+e)+\frac{40 e^9 x^2}{3}-16 e^9 x^2 \log (x+e)+\frac{112 e^{10} x}{3}+\frac{32}{9} e^8 (x+e)^3-24 e^9 (x+e)^2-32 e^{11} \log ^2(x+e)+32 e^{10} (x+e) \log (x+e)+\frac{80}{3} e^{11} \log (x+e)-\frac{16}{3} e^8 \log (x+e) \left(2 (x+e)^3-9 e (x+e)^2+18 e^2 (x+e)-6 e^3 \log (x+e)\right)","16 e^8 x^3 (\log (x+e)+16)^2",1,"(112*E^10*x)/3 + (40*E^9*x^2)/3 + (36832*E^8*x^3)/9 - 24*E^9*(E + x)^2 + (32*E^8*(E + x)^3)/9 + (80*E^11*Log[E + x])/3 - 16*E^9*x^2*Log[E + x] + (1568*E^8*x^3*Log[E + x])/3 + 32*E^10*(E + x)*Log[E + x] - 32*E^11*Log[E + x]^2 + 16*E^8*x^3*Log[E + x]^2 - (16*E^8*Log[E + x]*(18*E^2*(E + x) - 9*E*(E + x)^2 + 2*(E + x)^3 - 6*E^3*Log[E + x]))/3","B",23,14,65,0.2154,1,"{6688, 12, 6742, 77, 2418, 2389, 2295, 2395, 43, 2390, 2301, 2398, 2411, 2334}"
9803,0,0,0,8.2306103,"\int \frac{-55+220 x-82 x^2+8 x^3+e^{2-x^2} \left(-50 x+20 x^2-2 x^3\right)}{\left(-75-25 x+118 x^2-42 x^3+4 x^4+e^{2-x^2} \left(25-10 x+x^2\right)\right) \log \left(\frac{15+e^{2-x^2} (-5+x)+8 x-22 x^2+4 x^3}{-5+x}\right)} \, dx","Int[(-55 + 220*x - 82*x^2 + 8*x^3 + E^(2 - x^2)*(-50*x + 20*x^2 - 2*x^3))/((-75 - 25*x + 118*x^2 - 42*x^3 + 4*x^4 + E^(2 - x^2)*(25 - 10*x + x^2))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]),x]","\int \frac{-55+220 x-82 x^2+8 x^3+e^{2-x^2} \left(-50 x+20 x^2-2 x^3\right)}{\left(-75-25 x+118 x^2-42 x^3+4 x^4+e^{2-x^2} \left(25-10 x+x^2\right)\right) \log \left(\frac{15+e^{2-x^2} (-5+x)+8 x-22 x^2+4 x^3}{-5+x}\right)} \, dx","\log \left(\log \left(4 x^2+e^{2-x^2}-\frac{x}{5-x}-2 x-3\right)\right)+2",1,"-Defer[Int][1/((-5 + x)*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] + 8*Defer[Int][1/((15 + 8*x - 22*x^2 + 4*x^3)*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] - 44*Defer[Int][x/((15 + 8*x - 22*x^2 + 4*x^3)*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] + 12*Defer[Int][x^2/((15 + 8*x - 22*x^2 + 4*x^3)*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] - 2*E^2*Defer[Int][1/((E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] + 10*E^2*Defer[Int][x/((E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] - 2*E^2*Defer[Int][x^2/((E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] + 85*E^2*Defer[Int][1/((15 + 8*x - 22*x^2 + 4*x^3)*(E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] - 204*E^2*Defer[Int][x/((15 + 8*x - 22*x^2 + 4*x^3)*(E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x] + 38*E^2*Defer[Int][x^2/((15 + 8*x - 22*x^2 + 4*x^3)*(E^2*(-5 + x) + E^x^2*(15 + 8*x - 22*x^2 + 4*x^3))*Log[(15 + E^(2 - x^2)*(-5 + x) + 8*x - 22*x^2 + 4*x^3)/(-5 + x)]), x]","F",0,0,0,0,-1,"{}"
9804,1,64,0,0.2110604,"\int \frac{5 x^3+2 x^4+e^x \left(-80+40 x^2+8 x^3\right)+e^{-1-x} \left(-20 x-20 x^2-16 x^3-4 x^4\right)}{4 x^3} \, dx","Int[(5*x^3 + 2*x^4 + E^x*(-80 + 40*x^2 + 8*x^3) + E^(-1 - x)*(-20*x - 20*x^2 - 16*x^3 - 4*x^4))/(4*x^3),x]","\frac{x^2}{4}+\frac{10 e^x}{x^2}+e^{-x-1} x+\frac{5 x}{4}+5 e^{-x-1}+2 e^x+\frac{5 e^{-x-1}}{x}+\frac{10 e^x}{x}","\frac{\left(\frac{x}{4}+e^{-x-1}+\frac{2 e^x}{x}\right) (x (x+5)+5)}{x}",1,"5*E^(-1 - x) + 2*E^x + (10*E^x)/x^2 + (5*E^(-1 - x))/x + (10*E^x)/x + (5*x)/4 + E^(-1 - x)*x + x^2/4","A",18,7,61,0.1148,1,"{12, 14, 2199, 2194, 2177, 2178, 2176}"
9805,0,0,0,0.0936528,"\int \frac{-20+5 x}{\left(-2 x+x^2\right) \log ^2\left(\frac{2-x}{x^2}\right)} \, dx","Int[(-20 + 5*x)/((-2*x + x^2)*Log[(2 - x)/x^2]^2),x]","\int \frac{-20+5 x}{\left(-2 x+x^2\right) \log ^2\left(\frac{2-x}{x^2}\right)} \, dx","\frac{5}{\log \left(\frac{2}{x^2}-\frac{1}{x}\right)}",1,"Defer[Int][(-20 + 5*x)/((-2 + x)*x*Log[(2 - x)/x^2]^2), x]","F",0,0,0,0,-1,"{}"
9806,1,16,0,0.0880349,"\int \frac{1}{3} \left(3+e^{-\frac{2 e^2 x}{3}} \left(6 x-2 e^2 x^2\right)\right) \, dx","Int[(3 + (6*x - 2*E^2*x^2)/E^((2*E^2*x)/3))/3,x]","e^{-\frac{2 e^2 x}{3}} x^2+x","e^{\frac{2 e^2 (4-x) x}{3 (x-4)}} x^2+x",1,"x + x^2/E^((2*E^2*x)/3)","A",10,5,29,0.1724,1,"{12, 1593, 2196, 2176, 2194}"
9807,1,20,0,0.0052527,"\int \left(2-e^3+6 x-64 x^3\right) \, dx","Int[2 - E^3 + 6*x - 64*x^3,x]","-16 x^4+3 x^2+\left(2-e^3\right) x","-16 x^4+\left(3 x-e^3\right) x+2 x",1,"(2 - E^3)*x + 3*x^2 - 16*x^4","A",1,0,15,0,1,"{}"
9808,0,0,0,4.5683606,"\int \frac{10+22 x+4 x^2+5 x^5+x^6+\left(10+4 x+15 x^4+3 x^5\right) \log (x)+\left(15 x^3+3 x^4\right) \log ^2(x)+\left(5 x^2+x^3\right) \log ^3(x)+\left(10+2 x+\left(10+2 x+15 x^4+3 x^5\right) \log (x)+\left(30 x^3+6 x^4\right) \log ^2(x)+\left(15 x^2+3 x^3\right) \log ^3(x)\right) \log (5+x)+\left(\left(15 x^3+3 x^4\right) \log ^2(x)+\left(15 x^2+3 x^3\right) \log ^3(x)\right) \log ^2(5+x)+\left(5 x^2+x^3\right) \log ^3(x) \log ^3(5+x)}{5 x^6+x^7+\left(15 x^5+3 x^6\right) \log (x)+\left(15 x^4+3 x^5\right) \log ^2(x)+\left(5 x^3+x^4\right) \log ^3(x)+\left(\left(15 x^5+3 x^6\right) \log (x)+\left(30 x^4+6 x^5\right) \log ^2(x)+\left(15 x^3+3 x^4\right) \log ^3(x)\right) \log (5+x)+\left(\left(15 x^4+3 x^5\right) \log ^2(x)+\left(15 x^3+3 x^4\right) \log ^3(x)\right) \log ^2(5+x)+\left(5 x^3+x^4\right) \log ^3(x) \log ^3(5+x)} \, dx","Int[(10 + 22*x + 4*x^2 + 5*x^5 + x^6 + (10 + 4*x + 15*x^4 + 3*x^5)*Log[x] + (15*x^3 + 3*x^4)*Log[x]^2 + (5*x^2 + x^3)*Log[x]^3 + (10 + 2*x + (10 + 2*x + 15*x^4 + 3*x^5)*Log[x] + (30*x^3 + 6*x^4)*Log[x]^2 + (15*x^2 + 3*x^3)*Log[x]^3)*Log[5 + x] + ((15*x^3 + 3*x^4)*Log[x]^2 + (15*x^2 + 3*x^3)*Log[x]^3)*Log[5 + x]^2 + (5*x^2 + x^3)*Log[x]^3*Log[5 + x]^3)/(5*x^6 + x^7 + (15*x^5 + 3*x^6)*Log[x] + (15*x^4 + 3*x^5)*Log[x]^2 + (5*x^3 + x^4)*Log[x]^3 + ((15*x^5 + 3*x^6)*Log[x] + (30*x^4 + 6*x^5)*Log[x]^2 + (15*x^3 + 3*x^4)*Log[x]^3)*Log[5 + x] + ((15*x^4 + 3*x^5)*Log[x]^2 + (15*x^3 + 3*x^4)*Log[x]^3)*Log[5 + x]^2 + (5*x^3 + x^4)*Log[x]^3*Log[5 + x]^3),x]","\int \frac{10+22 x+4 x^2+5 x^5+x^6+\left(10+4 x+15 x^4+3 x^5\right) \log (x)+\left(15 x^3+3 x^4\right) \log ^2(x)+\left(5 x^2+x^3\right) \log ^3(x)+\left(10+2 x+\left(10+2 x+15 x^4+3 x^5\right) \log (x)+\left(30 x^3+6 x^4\right) \log ^2(x)+\left(15 x^2+3 x^3\right) \log ^3(x)\right) \log (5+x)+\left(\left(15 x^3+3 x^4\right) \log ^2(x)+\left(15 x^2+3 x^3\right) \log ^3(x)\right) \log ^2(5+x)+\left(5 x^2+x^3\right) \log ^3(x) \log ^3(5+x)}{5 x^6+x^7+\left(15 x^5+3 x^6\right) \log (x)+\left(15 x^4+3 x^5\right) \log ^2(x)+\left(5 x^3+x^4\right) \log ^3(x)+\left(\left(15 x^5+3 x^6\right) \log (x)+\left(30 x^4+6 x^5\right) \log ^2(x)+\left(15 x^3+3 x^4\right) \log ^3(x)\right) \log (5+x)+\left(\left(15 x^4+3 x^5\right) \log ^2(x)+\left(15 x^3+3 x^4\right) \log ^3(x)\right) \log ^2(5+x)+\left(5 x^3+x^4\right) \log ^3(x) \log ^3(5+x)} \, dx","\log (x)-\frac{1}{\left(x^2+\log (x) (x+x \log (x+5))\right)^2}",1,"Log[x] + 2*Defer[Int][1/(x^2*(x + Log[x] + Log[x]*Log[5 + x])^3), x] - 2*Defer[Int][1/(x^2*Log[x]*(x + Log[x] + Log[x]*Log[5 + x])^3), x] + (2*Defer[Int][Log[x]/(x^2*(x + Log[x] + Log[x]*Log[5 + x])^3), x])/5 - (2*Defer[Int][Log[x]/(x*(x + Log[x] + Log[x]*Log[5 + x])^3), x])/25 + (2*Defer[Int][Log[x]/((5 + x)*(x + Log[x] + Log[x]*Log[5 + x])^3), x])/25 + 2*Defer[Int][1/(x^3*(x + Log[x] + Log[x]*Log[5 + x])^2), x] + 2*Defer[Int][1/(x^3*Log[x]*(x + Log[x] + Log[x]*Log[5 + x])^2), x]","F",0,0,0,0,-1,"{}"
9809,0,0,0,3.4291297,"\int \frac{-8+16 x-8 x^2+\left(-12-14 x+34 x^2-6 x^3-2 x^4\right) \log (6+x)+\left(-24+20 x+4 x^2\right) \log (6+x) \log \left(\log ^2(6+x)\right)}{\left(6 x^3+19 x^4+21 x^5+9 x^6+x^7\right) \log (6+x)+\left(36 x^2+78 x^3+48 x^4+6 x^5\right) \log (6+x) \log \left(\log ^2(6+x)\right)+\left(72 x+84 x^2+12 x^3\right) \log (6+x) \log ^2\left(\log ^2(6+x)\right)+(48+8 x) \log (6+x) \log ^3\left(\log ^2(6+x)\right)} \, dx","Int[(-8 + 16*x - 8*x^2 + (-12 - 14*x + 34*x^2 - 6*x^3 - 2*x^4)*Log[6 + x] + (-24 + 20*x + 4*x^2)*Log[6 + x]*Log[Log[6 + x]^2])/((6*x^3 + 19*x^4 + 21*x^5 + 9*x^6 + x^7)*Log[6 + x] + (36*x^2 + 78*x^3 + 48*x^4 + 6*x^5)*Log[6 + x]*Log[Log[6 + x]^2] + (72*x + 84*x^2 + 12*x^3)*Log[6 + x]*Log[Log[6 + x]^2]^2 + (48 + 8*x)*Log[6 + x]*Log[Log[6 + x]^2]^3),x]","\int \frac{-8+16 x-8 x^2+\left(-12-14 x+34 x^2-6 x^3-2 x^4\right) \log (6+x)+\left(-24+20 x+4 x^2\right) \log (6+x) \log \left(\log ^2(6+x)\right)}{\left(6 x^3+19 x^4+21 x^5+9 x^6+x^7\right) \log (6+x)+\left(36 x^2+78 x^3+48 x^4+6 x^5\right) \log (6+x) \log \left(\log ^2(6+x)\right)+\left(72 x+84 x^2+12 x^3\right) \log (6+x) \log ^2\left(\log ^2(6+x)\right)+(48+8 x) \log (6+x) \log ^3\left(\log ^2(6+x)\right)} \, dx","\frac{1}{\left(\frac{2 \left(x+\log \left(\log ^2(x+6)\right)\right)}{1-x}-x\right)^2}",1,"49/(x + x^2 + 2*Log[Log[6 + x]^2])^2 + 96*Defer[Int][(x + x^2 + 2*Log[Log[6 + x]^2])^(-3), x] + 196*Defer[Int][x/(x + x^2 + 2*Log[Log[6 + x]^2])^3, x] + 6*Defer[Int][x^2/(x + x^2 + 2*Log[Log[6 + x]^2])^3, x] - 4*Defer[Int][x^3/(x + x^2 + 2*Log[Log[6 + x]^2])^3, x] + 64*Defer[Int][1/(Log[6 + x]*(x + x^2 + 2*Log[Log[6 + x]^2])^3), x] - 8*Defer[Int][x/(Log[6 + x]*(x + x^2 + 2*Log[Log[6 + x]^2])^3), x] - 2*Defer[Int][(x + x^2 + 2*Log[Log[6 + x]^2])^(-2), x] + 2*Defer[Int][x/(x + x^2 + 2*Log[Log[6 + x]^2])^2, x]","F",0,0,0,0,-1,"{}"
9810,1,16,0,0.0045416,"\int \left(2-e^x+\log \left(\frac{2 x^2}{3}\right)\right) \, dx","Int[2 - E^x + Log[(2*x^2)/3],x]","x \log \left(\frac{2 x^2}{3}\right)-e^x","x \left(\log \left(\frac{2 x^2}{3}\right)-\frac{e^x}{x}\right)",1,"-E^x + x*Log[(2*x^2)/3]","A",3,2,15,0.1333,1,"{2194, 2295}"
9811,1,68,0,0.3312189,"\int \frac{5+30 x^2+45 x^4+e^{\frac{81 x^3}{5+15 x^2}} \left(-5-30 x^2-243 x^3-45 x^4-243 x^5\right)}{5+30 x^2+45 x^4} \, dx","Int[(5 + 30*x^2 + 45*x^4 + E^((81*x^3)/(5 + 15*x^2))*(-5 - 30*x^2 - 243*x^3 - 45*x^4 - 243*x^5))/(5 + 30*x^2 + 45*x^4),x]","\frac{e^{\frac{81 x^3}{5 \left(3 x^2+1\right)}} \left(x^5+x^3\right)}{\left(3 x^2+1\right)^2 \left(\frac{2 x^4}{\left(3 x^2+1\right)^2}-\frac{x^2}{3 x^2+1}\right)}+x","\left(1-e^{\frac{81 x^3}{15 x^2+5}}\right) x",1,"x + (E^((81*x^3)/(5*(1 + 3*x^2)))*(x^3 + x^5))/((1 + 3*x^2)^2*((2*x^4)/(1 + 3*x^2)^2 - x^2/(1 + 3*x^2)))","B",4,3,66,0.04545,1,"{28, 6742, 2288}"
9812,1,35,0,0.3526521,"\int \frac{-36963+11655 x+219 x^2+x^3+\left(36963-23310 x-657 x^2-4 x^3\right) \log (x)}{\log ^2(x)} \, dx","Int[(-36963 + 11655*x + 219*x^2 + x^3 + (36963 - 23310*x - 657*x^2 - 4*x^3)*Log[x])/Log[x]^2,x]","-\frac{x^4}{\log (x)}-\frac{219 x^3}{\log (x)}-\frac{11655 x^2}{\log (x)}+\frac{36963 x}{\log (x)}","\frac{(3-x) x (x+111)^2}{\log (x)}",1,"(36963*x)/Log[x] - (11655*x^2)/Log[x] - (219*x^3)/Log[x] - x^4/Log[x]","B",25,8,36,0.2222,1,"{6741, 6742, 2356, 2297, 2298, 2306, 2309, 2178}"
9813,1,22,0,0.0162331,"\int \frac{2-2 e^x x+e^x x (1+x)}{2 x} \, dx","Int[(2 - 2*E^x*x + E^x*x*(1 + x))/(2*x),x]","-\frac{1}{2} e^x (1-x)-\frac{e^x}{2}+\log (x)","\frac{1}{2} \left(e^x x+2\right)-e^x+\log (x)+2",1,"-1/2*E^x - (E^x*(1 - x))/2 + Log[x]","A",5,4,23,0.1739,1,"{12, 14, 2176, 2194}"
9814,0,0,0,3.2807466,"\int \frac{-40 e^{3+2 e^x} x \log ^2(2)+e^{e^x} \left(125 e^3 \log (2)-125 e^{3+x} x \log (2)\right)}{1250 x^2-400 e^{e^x} x^3 \log (2)+32 e^{2 e^x} x^4 \log ^2(2)} \, dx","Int[(-40*E^(3 + 2*E^x)*x*Log[2]^2 + E^E^x*(125*E^3*Log[2] - 125*E^(3 + x)*x*Log[2]))/(1250*x^2 - 400*E^E^x*x^3*Log[2] + 32*E^(2*E^x)*x^4*Log[2]^2),x]","\int \frac{-40 e^{3+2 e^x} x \log ^2(2)+e^{e^x} \left(125 e^3 \log (2)-125 e^{3+x} x \log (2)\right)}{1250 x^2-400 e^{e^x} x^3 \log (2)+32 e^{2 e^x} x^4 \log ^2(2)} \, dx","\frac{\frac{x}{5}+\frac{e^3}{\frac{4 x}{5}-\frac{5 e^{-e^x}}{\log (2)}}}{2 x}",1,"(-125*Log[2]*Defer[Int][E^(3 + E^x)/(x^2*(-25 + E^E^x*x*Log[16])^2), x])/2 - (125*Log[2]*Defer[Int][E^(3 + E^x + x)/(x*(-25 + E^E^x*x*Log[16])^2), x])/2 - (20*Log[2]^2*Defer[Int][E^(3 + E^x)/(x^2*(-25 + E^E^x*x*Log[16])), x])/Log[16]","F",0,0,0,0,-1,"{}"
9815,0,0,0,1.5173704,"\int \frac{-6480-4320 x-924 x^2-70 x^3-x^4+\left(1296+864 x+216 x^2+24 x^3+x^4\right) \log (x)}{20736-24480 x-3143 x^2+5256 x^3+1806 x^4+216 x^5+9 x^6+\left(-10368+2664 x+4344 x^2+1250 x^3+144 x^4+6 x^5\right) \log (x)+\left(1296+864 x+216 x^2+24 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-6480 - 4320*x - 924*x^2 - 70*x^3 - x^4 + (1296 + 864*x + 216*x^2 + 24*x^3 + x^4)*Log[x])/(20736 - 24480*x - 3143*x^2 + 5256*x^3 + 1806*x^4 + 216*x^5 + 9*x^6 + (-10368 + 2664*x + 4344*x^2 + 1250*x^3 + 144*x^4 + 6*x^5)*Log[x] + (1296 + 864*x + 216*x^2 + 24*x^3 + x^4)*Log[x]^2),x]","\int \frac{-6480-4320 x-924 x^2-70 x^3-x^4+\left(1296+864 x+216 x^2+24 x^3+x^4\right) \log (x)}{20736-24480 x-3143 x^2+5256 x^3+1806 x^4+216 x^5+9 x^6+\left(-10368+2664 x+4344 x^2+1250 x^3+144 x^4+6 x^5\right) \log (x)+\left(1296+864 x+216 x^2+24 x^3+x^4\right) \log ^2(x)} \, dx","\frac{x}{\frac{\left(\frac{x}{x+6}+2 x\right)^2}{x}-x+\log (x)-4}",1,"-1296*Defer[Int][(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^(-2), x] - 5652*Defer[Int][x/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^2, x] - 3096*Defer[Int][x^2/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^2, x] - 695*Defer[Int][x^3/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^2, x] - 73*Defer[Int][x^4/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^2, x] - 3*Defer[Int][x^5/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^2, x] + 36*Defer[Int][(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x])^(-1), x] + 12*Defer[Int][x/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x]), x] + Defer[Int][x^2/(-144 + 85*x + 36*x^2 + 3*x^3 + 36*Log[x] + 12*x*Log[x] + x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
9816,1,9,0,0.0408685,"\int \left(-10+x^x (-1-\log (x))\right) \, dx","Int[-10 + x^x*(-1 - Log[x]),x]","-x^x-10 x","-x^x-5 \log \left(e^{2 x}\right)+\frac{1}{e^2}",1,"-10*x - x^x","A",4,2,12,0.1667,1,"{6742, 2553}"
9817,1,7,0,0.0009784,"\int -\frac{\log (6)}{2} \, dx","Int[-1/2*Log[6],x]","-\frac{1}{2} x \log (6)","-\frac{1}{2} x \log (6)",1,"-1/2*(x*Log[6])","A",1,1,6,0.1667,1,"{8}"
9818,0,0,0,0.6288197,"\int \frac{e^{2 x} (1-6 x)-3 x^2-6 x^3+e^x \left(6 x+8 x^2\right)}{e^{2 x}-2 e^x x+x^2} \, dx","Int[(E^(2*x)*(1 - 6*x) - 3*x^2 - 6*x^3 + E^x*(6*x + 8*x^2))/(E^(2*x) - 2*E^x*x + x^2),x]","\int \frac{e^{2 x} (1-6 x)-3 x^2-6 x^3+e^x \left(6 x+8 x^2\right)}{e^{2 x}-2 e^x x+x^2} \, dx","(x+1)^2-x+4 x \left(\frac{x}{e^x-x}-x\right)+\frac{4}{3}",1,"x - 3*x^2 + 8*Defer[Int][x/(E^x - x), x] + 4*Defer[Int][x^2/(E^x - x)^2, x] - 4*Defer[Int][x^2/(E^x - x), x] - 4*Defer[Int][x^3/(E^x - x)^2, x]","F",0,0,0,0,-1,"{}"
9819,1,15,0,0.0096692,"\int \frac{-274-68 x-4 x^2}{289+68 x+4 x^2} \, dx","Int[(-274 - 68*x - 4*x^2)/(289 + 68*x + 4*x^2),x]","-x-\frac{15}{2 (2 x+17)}","-\frac{x}{\frac{x^2+x}{x+16}+x}-x+3+\log (\log (5)+i \pi )",1,"-x - 15/(2*(17 + 2*x))","A",3,2,23,0.08696,1,"{27, 683}"
9820,1,22,0,0.3723888,"\int \frac{e^{\frac{x^3}{e^4 \left(4+x^2\right)}} \left(-12 x^2-x^4\right)+e^4 \left(32+16 x^2+2 x^4\right)}{e^4 \left(16+8 x^2+x^4\right)} \, dx","Int[(E^(x^3/(E^4*(4 + x^2)))*(-12*x^2 - x^4) + E^4*(32 + 16*x^2 + 2*x^4))/(E^4*(16 + 8*x^2 + x^4)),x]","2 x-e^{\frac{x^3}{e^4 \left(x^2+4\right)}}","2 x-e^{\frac{x^3}{e^4 \left(x^2+4\right)}}",1,"-E^(x^3/(E^4*(4 + x^2))) + 2*x","A",5,4,61,0.06557,1,"{12, 28, 6688, 6706}"
9821,1,9,0,0.0022557,"\int (1+10 \log (\log (2))) \, dx","Int[1 + 10*Log[Log[2]],x]","x (1+10 \log (\log (2)))","x+5 \left(2 x+\frac{619}{125}\right) \log (\log (2))",1,"x*(1 + 10*Log[Log[2]])","A",1,1,7,0.1429,1,"{8}"
9822,1,200,0,1.6490318,"\int \frac{\exp \left(-e^{6-2 e^{2 x}} x^2-2 e^{3-e^{2 x}} x^2 \log (\log (4))-x^2 \log ^2(\log (4))\right) \left(-4+e^{6-2 e^{2 x}} \left(-8 x^2+16 e^{2 x} x^3\right)+e^{3-e^{2 x}} \left(-16 x^2+16 e^{2 x} x^3\right) \log (\log (4))-8 x^2 \log ^2(\log (4))\right)}{x^2} \, dx","Int[(E^(-(E^(6 - 2*E^(2*x))*x^2) - 2*E^(3 - E^(2*x))*x^2*Log[Log[4]] - x^2*Log[Log[4]]^2)*(-4 + E^(6 - 2*E^(2*x))*(-8*x^2 + 16*E^(2*x)*x^3) + E^(3 - E^(2*x))*(-16*x^2 + 16*E^(2*x)*x^3)*Log[Log[4]] - 8*x^2*Log[Log[4]]^2))/x^2,x]","\frac{4 e^{-e^{6-2 e^{2 x}} x^2-x^2 \log ^2(\log (4))} \log ^{-2 e^{3-e^{2 x}} x^2}(4) \left(x^2 \log ^2(\log (4))+e^{6-2 e^{2 x}} \left(x^2-2 e^{2 x} x^3\right)+2 e^{3-e^{2 x}} \left(x^2-e^{2 x} x^3\right) \log (\log (4))\right)}{x^2 \left(-2 e^{2 x-2 e^{2 x}+6} x^2-2 e^{2 x-e^{2 x}+3} x^2 \log (\log (4))+e^{6-2 e^{2 x}} x+x \log ^2(\log (4))+2 e^{3-e^{2 x}} x \log (\log (4))\right)}","\frac{4 e^{-x^2 \left(e^{3-e^{2 x}}+\log (\log (4))\right)^2}}{x}",1,"(4*E^(-(E^(6 - 2*E^(2*x))*x^2) - x^2*Log[Log[4]]^2)*(E^(6 - 2*E^(2*x))*(x^2 - 2*E^(2*x)*x^3) + 2*E^(3 - E^(2*x))*(x^2 - E^(2*x)*x^3)*Log[Log[4]] + x^2*Log[Log[4]]^2))/(x^2*Log[4]^(2*E^(3 - E^(2*x))*x^2)*(E^(6 - 2*E^(2*x))*x - 2*E^(6 - 2*E^(2*x) + 2*x)*x^2 + 2*E^(3 - E^(2*x))*x*Log[Log[4]] - 2*E^(3 - E^(2*x) + 2*x)*x^2*Log[Log[4]] + x*Log[Log[4]]^2))","B",1,1,123,0.008130,1,"{2288}"
9823,-1,0,0,180.0019153,"\int \frac{5^{\frac{5 x^2}{(-80+25 x) \log (5)+e^x \left(5 x^3+\left(3 x^2+5 x^3\right) \log (5)\right)}} \left(\left(-800 x+125 x^2\right) \log ^2(5)+e^x \left(\left(-25 x^4-25 x^5\right) \log (5)+\left(-40 x^4-25 x^5\right) \log ^2(5)\right)\right)}{\left(6400-4000 x+625 x^2\right) \log ^2(5)+e^x \left(\left(-800 x^3+250 x^4\right) \log (5)+\left(-480 x^2-650 x^3+250 x^4\right) \log ^2(5)\right)+e^{2 x} \left(25 x^6+\left(30 x^5+50 x^6\right) \log (5)+\left(9 x^4+30 x^5+25 x^6\right) \log ^2(5)\right)} \, dx","Int[(5^((5*x^2)/((-80 + 25*x)*Log[5] + E^x*(5*x^3 + (3*x^2 + 5*x^3)*Log[5])))*((-800*x + 125*x^2)*Log[5]^2 + E^x*((-25*x^4 - 25*x^5)*Log[5] + (-40*x^4 - 25*x^5)*Log[5]^2)))/((6400 - 4000*x + 625*x^2)*Log[5]^2 + E^x*((-800*x^3 + 250*x^4)*Log[5] + (-480*x^2 - 650*x^3 + 250*x^4)*Log[5]^2) + E^(2*x)*(25*x^6 + (30*x^5 + 50*x^6)*Log[5] + (9*x^4 + 30*x^5 + 25*x^6)*Log[5]^2)),x]","\text{\$Aborted}","e^{\frac{x^2}{x \left(e^x x \left(x+\frac{x}{\log (5)}+\frac{3}{5}\right)+5\right)-16}}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9824,1,45,0,0.1218335,"\int \frac{x+2 e^{2 x} x+2 x^2+12 x^3+4 x^4+e^x \left(2+2 x+2 x^2\right)+\left(2+2 x+2 e^x x\right) \log (x)}{x} \, dx","Int[(x + 2*E^(2*x)*x + 2*x^2 + 12*x^3 + 4*x^4 + E^x*(2 + 2*x + 2*x^2) + (2 + 2*x + 2*E^x*x)*Log[x])/x,x]","x^4+4 x^3+x^2+\frac{2 e^x \left(x^2+x \log (x)\right)}{x}-x+e^{2 x}+\log ^2(x)+2 x \log (x)","\frac{1}{3} (4 (x+3)-x) x^3-x+\left(x+e^x+\log (x)\right)^2",1,"E^(2*x) - x + x^2 + 4*x^3 + x^4 + 2*x*Log[x] + Log[x]^2 + (2*E^x*(x^2 + x*Log[x]))/x","A",9,6,57,0.1053,1,"{14, 2194, 2288, 2346, 2301, 2295}"
9825,1,44,0,0.2552047,"\int \frac{20+\left(16 x+8 x^2+x^3\right) \log (19)-5 x \log \left(\frac{x}{\log (5)}\right)}{\left(16 x+8 x^2+x^3\right) \log (19)} \, dx","Int[(20 + (16*x + 8*x^2 + x^3)*Log[19] - 5*x*Log[x/Log[5]])/((16*x + 8*x^2 + x^3)*Log[19]),x]","x-\frac{5 x \log \left(\frac{x}{\log (5)}\right)}{4 (x+4) \log (19)}+\frac{5 \log (x)}{4 \log (19)}+\frac{5}{(x+4) \log (19)}","x+\frac{5 \left(-x+\log \left(\frac{x}{\log (5)}\right)-3\right)}{(x+4) \log (19)}",1,"x + 5/((4 + x)*Log[19]) + (5*Log[x])/(4*Log[19]) - (5*x*Log[x/Log[5]])/(4*(4 + x)*Log[19])","A",9,7,46,0.1522,1,"{12, 1594, 27, 6742, 1620, 2314, 31}"
9826,0,0,0,3.9859256,"\int \frac{-2-2 e^{2 e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}+6 x^2+e^{e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}} \left(-4+6 x^2+e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)} \left(-x^2-2 x^3\right)\right)}{2+4 e^{e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}+2 e^{2 e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}} \, dx","Int[(-2 - 2*E^(2*E^((2*x + Log[E^2*x])/2)) + 6*x^2 + E^E^((2*x + Log[E^2*x])/2)*(-4 + 6*x^2 + E^((2*x + Log[E^2*x])/2)*(-x^2 - 2*x^3)))/(2 + 4*E^E^((2*x + Log[E^2*x])/2) + 2*E^(2*E^((2*x + Log[E^2*x])/2))),x]","\int \frac{-2-2 e^{2 e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}+6 x^2+e^{e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}} \left(-4+6 x^2+e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)} \left(-x^2-2 x^3\right)\right)}{2+4 e^{e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}+2 e^{2 e^{\frac{1}{2} \left(2 x+\log \left(e^2 x\right)\right)}}} \, dx","\frac{x^3}{e^{e^{x+1} \sqrt{x}}+1}-x",1,"-2*Defer[Subst][Defer[Int][x/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] - 4*Defer[Subst][Defer[Int][(E^(E^(1 + x^2)*x)*x)/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] - 2*Defer[Subst][Defer[Int][(E^(2*E^(1 + x^2)*x)*x)/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] + 6*Defer[Subst][Defer[Int][x^5/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] + 6*Defer[Subst][Defer[Int][(E^(E^(1 + x^2)*x)*x^5)/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] - Defer[Subst][Defer[Int][(E^(1 + E^(1 + x^2)*x + x^2)*x^6)/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]] - 2*Defer[Subst][Defer[Int][(E^(1 + E^(1 + x^2)*x + x^2)*x^8)/(1 + E^(E^(1 + x^2)*x))^2, x], x, Sqrt[x]]","F",0,0,0,0,-1,"{}"
9827,0,0,0,8.2293821,"\int \frac{e^{e^{2 x}} \left(-1+2 e^{2 x} x\right) \log (x) \log ^3(\log (x))+e^{\frac{256+x \log ^2(\log (x))}{\log ^2(\log (x))}} \left(512+(1-x) \log (x) \log ^3(\log (x))\right)}{e^{\frac{2 \left(256+x \log ^2(\log (x))\right)}{\log ^2(\log (x))}} \log (x) \log ^3(\log (x))+e^{\frac{256+x \log ^2(\log (x))}{\log ^2(\log (x))}} \left(-2 e^{e^{2 x}} \log (x)+2 x \log (x)\right) \log ^3(\log (x))+\left(e^{2 e^{2 x}} \log (x)-2 e^{e^{2 x}} x \log (x)+x^2 \log (x)\right) \log ^3(\log (x))} \, dx","Int[(E^E^(2*x)*(-1 + 2*E^(2*x)*x)*Log[x]*Log[Log[x]]^3 + E^((256 + x*Log[Log[x]]^2)/Log[Log[x]]^2)*(512 + (1 - x)*Log[x]*Log[Log[x]]^3))/(E^((2*(256 + x*Log[Log[x]]^2))/Log[Log[x]]^2)*Log[x]*Log[Log[x]]^3 + E^((256 + x*Log[Log[x]]^2)/Log[Log[x]]^2)*(-2*E^E^(2*x)*Log[x] + 2*x*Log[x])*Log[Log[x]]^3 + (E^(2*E^(2*x))*Log[x] - 2*E^E^(2*x)*x*Log[x] + x^2*Log[x])*Log[Log[x]]^3),x]","\int \frac{e^{e^{2 x}} \left(-1+2 e^{2 x} x\right) \log (x) \log ^3(\log (x))+e^{\frac{256+x \log ^2(\log (x))}{\log ^2(\log (x))}} \left(512+(1-x) \log (x) \log ^3(\log (x))\right)}{e^{\frac{2 \left(256+x \log ^2(\log (x))\right)}{\log ^2(\log (x))}} \log (x) \log ^3(\log (x))+e^{\frac{256+x \log ^2(\log (x))}{\log ^2(\log (x))}} \left(-2 e^{e^{2 x}} \log (x)+2 x \log (x)\right) \log ^3(\log (x))+\left(e^{2 e^{2 x}} \log (x)-2 e^{e^{2 x}} x \log (x)+x^2 \log (x)\right) \log ^3(\log (x))} \, dx","\frac{x}{x-e^{e^{2 x}}+e^{x+\frac{256}{\log ^2(\log (x))}}}",1,"-Defer[Int][(E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^(-1), x] - Defer[Int][x/(E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^2, x] - Defer[Int][(E^E^(2*x)*x)/(E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^2, x] + Defer[Int][x/(E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x), x] + Defer[Int][x^2/(E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^2, x] + 2*Defer[Int][(E^(E^(2*x) + 2*x)*x)/(-E^E^(2*x) + E^(x + 256/Log[Log[x]]^2) + x)^2, x] + 512*Defer[Int][E^E^(2*x)/((E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^2*Log[x]*Log[Log[x]]^3), x] - 512*Defer[Int][1/((E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)*Log[x]*Log[Log[x]]^3), x] - 512*Defer[Int][x/((E^E^(2*x) - E^(x + 256/Log[Log[x]]^2) - x)^2*Log[x]*Log[Log[x]]^3), x]","F",0,0,0,0,-1,"{}"
9828,1,14,0,0.0599093,"\int \frac{1}{\left(22 x+x \log \left(\sqrt[3]{2} x\right)\right) \log \left(-22-\log \left(\sqrt[3]{2} x\right)\right)} \, dx","Int[1/((22*x + x*Log[2^(1/3)*x])*Log[-22 - Log[2^(1/3)*x]]),x]","\log \left(\log \left(-\log \left(\sqrt[3]{2} x\right)-22\right)\right)","\log \left(\log \left(-\log \left(\sqrt[3]{2} x\right)-22\right)\right)",1,"Log[Log[-22 - Log[2^(1/3)*x]]]","A",4,3,32,0.09375,1,"{2390, 2302, 29}"
9829,0,0,0,0.7737023,"\int \frac{e^{-e^x-x} \left(3-3 x-x^2+e^x \left(10-3 x-x^2\right)\right)}{4-4 x+x^2} \, dx","Int[(E^(-E^x - x)*(3 - 3*x - x^2 + E^x*(10 - 3*x - x^2)))/(4 - 4*x + x^2),x]","\int \frac{e^{-e^x-x} \left(3-3 x-x^2+e^x \left(10-3 x-x^2\right)\right)}{4-4 x+x^2} \, dx","\frac{2 e^{-x-e^x} (x+5)}{2 x-4}",1,"E^(-E^x - x) - 7*Defer[Int][E^(-E^x - x)/(-2 + x)^2, x] - 7*Defer[Int][1/(E^E^x*(-2 + x)), x] - 7*Defer[Int][E^(-E^x - x)/(-2 + x), x]","F",0,0,0,0,-1,"{}"
9830,0,0,0,3.582908,"\int \frac{-40 x+60 x^5+\frac{\left(-10+15 x^4\right)^5 \left(-100 x-1350 x^5\right)}{e}}{-8+12 x^4+\frac{\left(-10+15 x^4\right)^5 \left(-40+60 x^4\right)}{e}+\frac{\left(-10+15 x^4\right)^{10} \left(-50+75 x^4\right)}{e^2}} \, dx","Int[(-40*x + 60*x^5 + ((-10 + 15*x^4)^5*(-100*x - 1350*x^5))/E)/(-8 + 12*x^4 + ((-10 + 15*x^4)^5*(-40 + 60*x^4))/E + ((-10 + 15*x^4)^10*(-50 + 75*x^4))/E^2),x]","\int \frac{-40 x+60 x^5+\frac{\left(-10+15 x^4\right)^5 \left(-100 x-1350 x^5\right)}{e}}{-8+12 x^4+\frac{\left(-10+15 x^4\right)^5 \left(-40+60 x^4\right)}{e}+\frac{\left(-10+15 x^4\right)^{10} \left(-50+75 x^4\right)}{e^2}} \, dx","\frac{x^2}{\frac{3125 \left(3 x^4-2\right)^5}{e}+\frac{2}{5}}",1,"(3*Sqrt[3*(50 + 5^(4/5)*(-2*E)^(1/5))]*E*ArcTanh[(5*x^2)/Sqrt[(50 + 5^(4/5)*(-2*E)^(1/5))/3]])/(10*(5*5^(1/5)*(-2*E)^(4/5) - E)) + (3*Sqrt[3/(-1 + 5*2^(4/5)*(5/E)^(1/5))]*E^(1/10)*ArcTanh[(5^(3/5)*Sqrt[3/(-1 + 5*2^(4/5)*(5/E)^(1/5))]*x^2)/(2*E)^(1/10)])/(2^(9/10)*5^(3/5)) - (3*E*Sqrt[3*(50 - (-5)^(4/5)*(2*E)^(1/5))]*ArcTanh[(5*x^2)/Sqrt[(50 - (-5)^(4/5)*(2*E)^(1/5))/3]])/(10*(E + 5*(-5)^(1/5)*(2*E)^(4/5))) - (3*E*Sqrt[3*(50 - (-1)^(2/5)*5^(4/5)*(2*E)^(1/5))]*ArcTanh[(5*x^2)/Sqrt[(50 - (-1)^(2/5)*5^(4/5)*(2*E)^(1/5))/3]])/(10*(E + 5*(-1)^(3/5)*5^(1/5)*(2*E)^(4/5))) - (3*E*Sqrt[3*(50 + (-1)^(3/5)*5^(4/5)*(2*E)^(1/5))]*ArcTanh[(5*x^2)/Sqrt[(50 + (-1)^(3/5)*5^(4/5)*(2*E)^(1/5))/3]])/(10*(E - 5*(-1)^(2/5)*5^(1/5)*(2*E)^(4/5))) - 100*(250000 - E)*E*Defer[Subst][Defer[Int][(2*E + 15625*(-2 + 3*x^2)^5)^(-2), x], x, x^2] + 150000000*E*Defer[Subst][Defer[Int][x^2/(2*E + 15625*(-2 + 3*x^2)^5)^2, x], x, x^2] - 337500000*E*Defer[Subst][Defer[Int][x^4/(2*E + 15625*(-2 + 3*x^2)^5)^2, x], x, x^2] + 337500000*E*Defer[Subst][Defer[Int][x^6/(2*E + 15625*(-2 + 3*x^2)^5)^2, x], x, x^2] - 126562500*E*Defer[Subst][Defer[Int][x^8/(2*E + 15625*(-2 + 3*x^2)^5)^2, x], x, x^2]","F",0,0,0,0,-1,"{}"
9831,0,0,0,0.830764,"\int \frac{-18 x^2+60 x^3+e^{e^x} \left(12 x-30 x^2+e^x \left(6 x^2-30 x^3\right)\right)}{1-10 x+25 x^2} \, dx","Int[(-18*x^2 + 60*x^3 + E^E^x*(12*x - 30*x^2 + E^x*(6*x^2 - 30*x^3)))/(1 - 10*x + 25*x^2),x]","\int \frac{-18 x^2+60 x^3+e^{e^x} \left(12 x-30 x^2+e^x \left(6 x^2-30 x^3\right)\right)}{1-10 x+25 x^2} \, dx","\frac{6 \left(e^{e^x}-x\right) x}{\frac{1}{x}-5}",1,"(-6*E^E^x)/25 - 6/(125*(1 - 5*x)) + (6*x)/25 + (6*x^2)/5 - (6*ExpIntegralEi[E^x])/5 - (6*Defer[Int][E^(E^x + x)*x, x])/5 + (6*Defer[Int][E^E^x/(-1 + 5*x)^2, x])/5 - (6*Defer[Int][E^(E^x + x)/(-1 + 5*x), x])/25","F",0,0,0,0,-1,"{}"
9832,1,81,0,2.2225834,"\int \frac{24+e^x (-24-12 x)+12 x+e^2 (24+12 x)+e^{-3+2 x} (24+12 x)+\left(-12 x-12 e^2 x+e^x \left(-12 x-12 x^2\right)+e^{-3+2 x} \left(36 x+24 x^2\right)\right) \log (x)}{4 x+4 x^2+x^3} \, dx","Int[(24 + E^x*(-24 - 12*x) + 12*x + E^2*(24 + 12*x) + E^(-3 + 2*x)*(24 + 12*x) + (-12*x - 12*E^2*x + E^x*(-12*x - 12*x^2) + E^(-3 + 2*x)*(36*x + 24*x^2))*Log[x])/(4*x + 4*x^2 + x^3),x]","-\frac{12 e^x \log (x)}{x+2}+\frac{12 e^{2 x-3} \log (x)}{x+2}-\frac{6 \left(1+e^2\right) x \log (x)}{x+2}+6 e^2 \log (x)+6 \log (x)+6 \left(1+e^2\right) \log (x+2)-6 e^2 \log (x+2)-6 \log (x+2)","\frac{12 \left(-e^x+e^{2 x-3}+1+e^2\right) \log (x)}{x+2}",1,"6*Log[x] + 6*E^2*Log[x] - (12*E^x*Log[x])/(2 + x) + (12*E^(-3 + 2*x)*Log[x])/(2 + x) - (6*(1 + E^2)*x*Log[x])/(2 + x) - 6*Log[2 + x] - 6*E^2*Log[2 + x] + 6*(1 + E^2)*Log[2 + x]","B",33,11,94,0.1170,1,"{1594, 27, 6742, 44, 36, 29, 31, 2314, 2178, 2197, 2554}"
9833,1,25,0,1.2533014,"\int \frac{e^{-x} \left(4 \log ^2(5)+\left(\left(-x-x^2\right) \log (3)+(4+4 x) \log ^2(5)\right) \log \left(\frac{-x \log (3)+4 \log ^2(5)}{x}\right)\right)}{-x^3 \log (3)+4 x^2 \log ^2(5)} \, dx","Int[(4*Log[5]^2 + ((-x - x^2)*Log[3] + (4 + 4*x)*Log[5]^2)*Log[(-(x*Log[3]) + 4*Log[5]^2)/x])/(E^x*(-(x^3*Log[3]) + 4*x^2*Log[5]^2)),x]","-\frac{e^{-x} \log \left(\frac{4 \log ^2(5)}{x}-\log (3)\right)}{x}","e^{-x} \left(e^{x+1}-\frac{\log \left(\frac{4 \log ^2(5)}{x}-\log (3)\right)}{x}\right)",1,"-(Log[-Log[3] + (4*Log[5]^2)/x]/(E^x*x))","A",18,8,73,0.1096,1,"{1593, 6688, 6742, 2178, 2177, 2197, 2554, 12}"
9834,0,0,0,2.3123282,"\int \frac{-8 x^3-8 x^4+8 x^5+e^{e^2} \left(8 x^3-8 x^4\right)+\left(-16 x^3+16 e^{e^2} x^3-16 x^4\right) \log \left(\frac{5 e^x}{-3 x+3 e^{e^2} x-3 x^2}\right)}{\left(-1+e^{e^2}-x\right) \log ^3\left(\frac{5 e^x}{-3 x+3 e^{e^2} x-3 x^2}\right)} \, dx","Int[(-8*x^3 - 8*x^4 + 8*x^5 + E^E^2*(8*x^3 - 8*x^4) + (-16*x^3 + 16*E^E^2*x^3 - 16*x^4)*Log[(5*E^x)/(-3*x + 3*E^E^2*x - 3*x^2)])/((-1 + E^E^2 - x)*Log[(5*E^x)/(-3*x + 3*E^E^2*x - 3*x^2)]^3),x]","\int \frac{-8 x^3-8 x^4+8 x^5+e^{e^2} \left(8 x^3-8 x^4\right)+\left(-16 x^3+16 e^{e^2} x^3-16 x^4\right) \log \left(\frac{5 e^x}{-3 x+3 e^{e^2} x-3 x^2}\right)}{\left(-1+e^{e^2}-x\right) \log ^3\left(\frac{5 e^x}{-3 x+3 e^{e^2} x-3 x^2}\right)} \, dx","4 \left(\frac{x^4}{\log ^2\left(\frac{5 e^x}{3 \left(-x+e^{e^2}-1\right) x}\right)}-2\right)",1,"-8*(1 - E^E^2)^3*Defer[Int][Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^(-3), x] - 8*(1 - E^E^2)^4*Defer[Int][1/((-1 + E^E^2 - x)*Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3), x] + 8*(1 - E^E^2)^2*Defer[Int][x/Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3, x] - 8*(1 - E^E^2)*Defer[Int][x^2/Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3, x] + 16*Defer[Int][x^3/Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3, x] - 8*Defer[Int][x^4/Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3, x] + 16*Defer[Int][(x^3*Log[(-5*E^x)/(3*x*(1 - E^E^2 + x))])/Log[(5*E^x)/(3*(-1 + E^E^2 - x)*x)]^3, x]","F",0,0,0,0,-1,"{}"
9835,0,0,0,0.1802253,"\int \frac{14-4 x}{5+e^{-3+x}-2 x} \, dx","Int[(14 - 4*x)/(5 + E^(-3 + x) - 2*x),x]","\int \frac{14-4 x}{5+e^{-3+x}-2 x} \, dx","2 \left(x-\log \left(-2 x+e^{x-3}+5\right)+e^3-2\right)",1,"-14*E^3*Defer[Int][(-5*E^3 - E^x + 2*E^3*x)^(-1), x] + 4*E^3*Defer[Int][x/(-5*E^3 - E^x + 2*E^3*x), x]","F",0,0,0,0,-1,"{}"
9836,1,97,0,0.444718,"\int e^{60 x^2 \log \left(\frac{3}{x}\right)+4 x^2 \log \left(\frac{3}{x}\right) \log (x)} \left(1-60 x^2+124 x^2 \log \left(\frac{3}{x}\right)+\left(-4 x^2+8 x^2 \log \left(\frac{3}{x}\right)\right) \log (x)\right) \, dx","Int[E^(60*x^2*Log[3/x] + 4*x^2*Log[3/x]*Log[x])*(1 - 60*x^2 + 124*x^2*Log[3/x] + (-4*x^2 + 8*x^2*Log[3/x])*Log[x]),x]","\frac{3^{60 x^2} \left(\frac{1}{x}\right)^{60 x^2} e^{4 x^2 \log \left(\frac{3}{x}\right) \log (x)} \left(15 x^2-31 x^2 \log \left(\frac{3}{x}\right)+\left(x^2-2 x^2 \log \left(\frac{3}{x}\right)\right) \log (x)\right)}{15 x-31 x \log \left(\frac{3}{x}\right)-2 x \log \left(\frac{3}{x}\right) \log (x)+x \log (x)}","3^{4 x^2 (\log (x)+15)} \left(\frac{1}{x}\right)^{4 x^2 (\log (x)+15)-1}",1,"(3^(60*x^2)*E^(4*x^2*Log[3/x]*Log[x])*(x^(-1))^(60*x^2)*(15*x^2 - 31*x^2*Log[3/x] + (x^2 - 2*x^2*Log[3/x])*Log[x]))/(15*x - 31*x*Log[3/x] + x*Log[x] - 2*x*Log[3/x]*Log[x])","B",1,1,66,0.01515,1,"{2288}"
9837,1,10,0,0.0102498,"\int \left(3 x^2+x^4+5 x^4 \log (x)\right) \, dx","Int[3*x^2 + x^4 + 5*x^4*Log[x],x]","x^5 \log (x)+x^3","x \left(x^4 \log (x)+x^2+\frac{2}{x}\right)",1,"x^3 + x^5*Log[x]","A",2,1,16,0.06250,1,"{2304}"
9838,1,35,0,0.0888539,"\int \frac{144-144 x+38 x^2+e^4 \left(12-12 x+3 x^2\right)}{144 x-128 x^2+18 x^3+5 x^4+e^4 \left(12 x-12 x^2+3 x^3\right)} \, dx","Int[(144 - 144*x + 38*x^2 + E^4*(12 - 12*x + 3*x^2))/(144*x - 128*x^2 + 18*x^3 + 5*x^4 + E^4*(12*x - 12*x^2 + 3*x^3)),x]","-\log \left(-5 x^2-\left(28+3 e^4\right) x+6 \left(12+e^4\right)\right)+\log (2-x)+\log (x)","\log \left(\frac{2}{\frac{x}{x-2}-\frac{3 \left(-12-e^4\right)}{x}+4}\right)",1,"Log[2 - x] + Log[x] - Log[6*(12 + E^4) - (28 + 3*E^4)*x - 5*x^2]","A",3,2,64,0.03125,1,"{2074, 628}"
9839,0,0,0,0.7838005,"\int \frac{-16-24 x-65 x^2-36 x^3-4 x^4+\left(8+2 x+16 x^2+8 x^3\right) \log (x)-\log ^2(x)}{16 x^2+8 x^3+x^4+\left(-8 x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","Int[(-16 - 24*x - 65*x^2 - 36*x^3 - 4*x^4 + (8 + 2*x + 16*x^2 + 8*x^3)*Log[x] - Log[x]^2)/(16*x^2 + 8*x^3 + x^4 + (-8*x^2 - 2*x^3)*Log[x] + x^2*Log[x]^2),x]","\int \frac{-16-24 x-65 x^2-36 x^3-4 x^4+\left(8+2 x+16 x^2+8 x^3\right) \log (x)-\log ^2(x)}{16 x^2+8 x^3+x^4+\left(-8 x^2-2 x^3\right) \log (x)+x^2 \log ^2(x)} \, dx","\frac{x+\frac{x (2 x+4)^2}{-x+\log (x)-4}+1}{x}",1,"x^(-1) - 16*Defer[Int][1/(x*(4 + x - Log[x])^2), x] + 12*Defer[Int][x/(4 + x - Log[x])^2, x] + 4*Defer[Int][x^2/(4 + x - Log[x])^2, x] - 16*Defer[Int][(4 + x - Log[x])^(-1), x] - 8*Defer[Int][x/(4 + x - Log[x]), x]","F",0,0,0,0,-1,"{}"
9840,1,72,0,0.0991435,"\int \frac{36 x^4+e^{32} \left(-2 x+2 x^2\right)+e^{16} \left(6 x^2-18 x^3\right)+\left(e^{32} (2-2 x)+12 e^{16} x^2\right) \log (x)}{9 x} \, dx","Int[(36*x^4 + E^32*(-2*x + 2*x^2) + E^16*(6*x^2 - 18*x^3) + (E^32*(2 - 2*x) + 12*E^16*x^2)*Log[x])/(9*x),x]","x^4-\frac{2 e^{16} x^3}{3}+\frac{1}{9} e^{16} \left(3+e^{16}\right) x^2-\frac{e^{16} x^2}{3}+\frac{2}{3} e^{16} x^2 \log (x)+\frac{1}{9} e^{32} \log ^2(x)-\frac{2}{9} e^{32} x \log (x)","x^2 \left(x+\frac{e^{16} (\log (x)-x)}{3 x}\right)^2+1",1,"-1/3*(E^16*x^2) + (E^16*(3 + E^16)*x^2)/9 - (2*E^16*x^3)/3 + x^4 - (2*E^32*x*Log[x])/9 + (2*E^16*x^2*Log[x])/3 + (E^32*Log[x]^2)/9","B",9,6,62,0.09677,1,"{12, 14, 2357, 2295, 2301, 2304}"
9841,1,19,0,0.5653588,"\int \frac{2 e^{e^5}-4 e^{e^5} \log (x)}{5 e^7 x^3+2 e^{e^5} x \log (x)} \, dx","Int[(2*E^E^5 - 4*E^E^5*Log[x])/(5*E^7*x^3 + 2*E^E^5*x*Log[x]),x]","\log \left(\frac{2 e^{e^5} \log (x)}{x^2}+5 e^7\right)","\log \left(\frac{2 e^{e^5-7} \log (x)}{x^2}+5\right)",1,"Log[5*E^7 + (2*E^E^5*Log[x])/x^2]","A",3,3,39,0.07692,1,"{2561, 6712, 31}"
9842,0,0,0,3.6624615,"\int \frac{e^x \left(-784-170 x-34 x^2-2 x^3+\left(196+28 x+x^2\right) \log (4)\right)+e^x \left(112+12 x+2 x^2+(-28-2 x) \log (4)\right) \log (3 x)+e^x (-4+\log (4)) \log ^2(3 x)}{196+28 x+x^2+(-28-2 x) \log (3 x)+\log ^2(3 x)} \, dx","Int[(E^x*(-784 - 170*x - 34*x^2 - 2*x^3 + (196 + 28*x + x^2)*Log[4]) + E^x*(112 + 12*x + 2*x^2 + (-28 - 2*x)*Log[4])*Log[3*x] + E^x*(-4 + Log[4])*Log[3*x]^2)/(196 + 28*x + x^2 + (-28 - 2*x)*Log[3*x] + Log[3*x]^2),x]","\int \frac{e^x \left(-784-170 x-34 x^2-2 x^3+\left(196+28 x+x^2\right) \log (4)\right)+e^x \left(112+12 x+2 x^2+(-28-2 x) \log (4)\right) \log (3 x)+e^x (-4+\log (4)) \log ^2(3 x)}{196+28 x+x^2+(-28-2 x) \log (3 x)+\log ^2(3 x)} \, dx","e^x \left(\frac{2 x^2}{-x+\log (3 x)-14}-4+\log (4)\right)",1,"-(E^x*(4 - Log[4])) + 392*(2 - Log[2])*Defer[Int][E^x/(14 + x - Log[3*x])^2, x] - 196*(4 - Log[4])*Defer[Int][E^x/(14 + x - Log[3*x])^2, x] - 2*(85 - 28*Log[2])*Defer[Int][(E^x*x)/(14 + x - Log[3*x])^2, x] + 56*(2 - Log[2])*Defer[Int][(E^x*x)/(14 + x - Log[3*x])^2, x] + 56*(3 - Log[2])*Defer[Int][(E^x*x)/(14 + x - Log[3*x])^2, x] - 28*(4 - Log[4])*Defer[Int][(E^x*x)/(14 + x - Log[3*x])^2, x] + 28*Defer[Int][(E^x*x^2)/(14 + x - Log[3*x])^2, x] + 4*(3 - Log[2])*Defer[Int][(E^x*x^2)/(14 + x - Log[3*x])^2, x] - 2*(17 - Log[2])*Defer[Int][(E^x*x^2)/(14 + x - Log[3*x])^2, x] - (4 - Log[4])*Defer[Int][(E^x*x^2)/(14 + x - Log[3*x])^2, x] + 28*(4 - Log[4])*Defer[Int][E^x/(14 + x - Log[3*x]), x] - 4*(3 - Log[2])*Defer[Int][(E^x*x)/(14 + x - Log[3*x]), x] + 2*(4 - Log[4])*Defer[Int][(E^x*x)/(14 + x - Log[3*x]), x] - 2*Defer[Int][(E^x*x^2)/(14 + x - Log[3*x]), x] + 56*(2 - Log[2])*Defer[Int][E^x/(-14 - x + Log[3*x]), x]","F",0,0,0,0,-1,"{}"
9843,1,382,0,1.1487819,"\int \frac{24 x+6 x^2-21 x^3+5 x^4+5 x^5+\left(4+6 x-5 x^2-5 x^3\right) \log \left(\frac{-100+100 x}{\left(16+80 x+140 x^2+100 x^3+25 x^4\right) \log (2)}\right)}{-4 x^2-6 x^3+5 x^4+5 x^5} \, dx","Int[(24*x + 6*x^2 - 21*x^3 + 5*x^4 + 5*x^5 + (4 + 6*x - 5*x^2 - 5*x^3)*Log[(-100 + 100*x)/((16 + 80*x + 140*x^2 + 100*x^3 + 25*x^4)*Log[2])])/(-4*x^2 - 6*x^3 + 5*x^4 + 5*x^5),x]","\frac{\log \left(-\frac{100 (1-x)}{\left(5 x^2+10 x+4\right)^2 \log (2)}\right)}{x}+x+\frac{3}{19} \left(15+11 \sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)-\frac{3}{19} \left(1+2 \sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)-\frac{1}{2} \left(5+\sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)+\frac{1}{19} \left(7-5 \sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)-\frac{4}{95} \left(15-8 \sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)+\frac{21}{190} \left(5-9 \sqrt{5}\right) \log \left(-\sqrt{5} x-\sqrt{5}+1\right)+\frac{21}{190} \left(5+9 \sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)-\frac{4}{95} \left(15+8 \sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)+\frac{1}{19} \left(7+5 \sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)-\frac{1}{2} \left(5-\sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)-\frac{3}{19} \left(1-2 \sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)+\frac{3}{19} \left(15-11 \sqrt{5}\right) \log \left(\sqrt{5} x+\sqrt{5}+1\right)","\frac{\log \left(\frac{4 (x-1)}{\left(x^2+2 x+\frac{4}{5}\right)^2 \log (2)}\right)}{x}+x+5",1,"x + (21*(5 - 9*Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/190 - (4*(15 - 8*Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/95 + ((7 - 5*Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/19 - ((5 + Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/2 - (3*(1 + 2*Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/19 + (3*(15 + 11*Sqrt[5])*Log[1 - Sqrt[5] - Sqrt[5]*x])/19 + (3*(15 - 11*Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/19 - (3*(1 - 2*Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/19 - ((5 - Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/2 + ((7 + 5*Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/19 - (4*(15 + 8*Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/95 + (21*(5 + 9*Sqrt[5])*Log[1 + Sqrt[5] + Sqrt[5]*x])/190 + Log[(-100*(1 - x))/((4 + 10*x + 5*x^2)^2*Log[2])]/x","B",34,8,97,0.08247,1,"{6741, 6742, 2058, 632, 31, 2074, 2525, 6728}"
9844,1,518,0,2.2320503,"\int \frac{-256000-153600 x-30720 x^2-2048 x^3-4000 x^4+7200 x^5+5600 x^6+1280 x^7+96 x^8+200 x^9-2 e^4 x^9+290 x^{10}+148 x^{11}+30 x^{12}+2 x^{13}+e^2 \left(-3200 x^4-1440 x^5-160 x^6-50 x^8-60 x^9-14 x^{10}\right)+e^8 \left(-16000 x^4-9600 x^5-1920 x^6-128 x^7-250 x^8-350 x^9-170 x^{10}-32 x^{11}-2 x^{12}+e^2 \left(-10 x^9-2 x^{10}\right)\right)+\left(16000 x^4+9600 x^5+1920 x^6+128 x^7+250 x^8+350 x^9+170 x^{10}+32 x^{11}+2 x^{12}+e^2 \left(10 x^9+2 x^{10}\right)\right) \log (x)}{125 x^9+75 x^{10}+15 x^{11}+x^{12}} \, dx","Int[(-256000 - 153600*x - 30720*x^2 - 2048*x^3 - 4000*x^4 + 7200*x^5 + 5600*x^6 + 1280*x^7 + 96*x^8 + 200*x^9 - 2*E^4*x^9 + 290*x^10 + 148*x^11 + 30*x^12 + 2*x^13 + E^2*(-3200*x^4 - 1440*x^5 - 160*x^6 - 50*x^8 - 60*x^9 - 14*x^10) + E^8*(-16000*x^4 - 9600*x^5 - 1920*x^6 - 128*x^7 - 250*x^8 - 350*x^9 - 170*x^10 - 32*x^11 - 2*x^12 + E^2*(-10*x^9 - 2*x^10)) + (16000*x^4 + 9600*x^5 + 1920*x^6 + 128*x^7 + 250*x^8 + 350*x^9 + 170*x^10 + 32*x^11 + 2*x^12 + E^2*(10*x^9 + 2*x^10))*Log[x])/(125*x^9 + 75*x^10 + 15*x^11 + x^12),x]","\frac{256}{x^8}+\frac{32 e^2 \left(1+5 e^6\right)}{5 x^4}-\frac{32 \log (x)}{x^4}-\frac{128 \left(4-e^8\right)}{15 x^3}-\frac{128 e^2 \left(1+5 e^6\right)}{75 x^3}+\frac{32 \left(1811+125 e^2\right)}{9375 x^3}+\frac{22048}{9375 x^3}+x^2+\frac{64 \left(4-e^8\right)}{25 x^2}+\frac{64 e^2 \left(1+5 e^6\right)}{125 x^2}+\frac{16 \left(1811+125 e^2\right)}{15625 x^2}-\frac{48 \left(187+125 e^2\right)}{15625 x^2}-\frac{64}{5 x^2}+2 \left(4-e^8\right) x-10 x+\frac{2 \left(5-e^2\right) \left(2-e^4\right) \left(2+e^4\right)}{x+5}-\frac{12532 \left(5-e^2\right)}{625 (x+5)}-\frac{e^2 \left(5-e^2\right) \left(1+5 e^6\right)}{(x+5)^2}-\frac{5 \left(5-e^2\right) \left(2-e^4\right) \left(2+e^4\right)}{(x+5)^2}+\frac{25 \left(5-e^2\right)}{(x+5)^2}-\frac{128 \left(4-e^8\right)}{125 x}-\frac{128 e^2 \left(1+5 e^6\right)}{625 x}-\frac{96 \left(187+125 e^2\right)}{78125 x}-\frac{192 \left(219-125 e^2\right)}{78125 x}+\frac{128}{25 x}+\log ^2(x)-\frac{2 \left(5-e^2\right) x \log (x)}{5 (x+5)}+2 x \log (x)-\frac{128}{625} \left(4-e^8\right) \log (x)-\frac{1378 e^2 \left(1+5 e^6\right) \log (x)}{3125}+\frac{192 \left(219-125 e^2\right) \log (x)}{390625}-\frac{64 \left(1907-625 e^2\right) \log (x)}{390625}+\frac{128 \log (x)}{125}-\frac{4872}{625} \left(4-e^8\right) \log (x+5)-\frac{4872 e^2 \left(1+5 e^6\right) \log (x+5)}{3125}+\frac{2}{125} \left(1811+125 e^2\right) \log (x+5)+\frac{2}{5} \left(5-e^2\right) \log (x+5)-\frac{192 \left(219-125 e^2\right) \log (x+5)}{390625}+\frac{64 \left(1907-625 e^2\right) \log (x+5)}{390625}","\left(\frac{16}{x^4}-x+\frac{x+e^2}{x+5}-\log (x)+e^8\right)^2",1,"256/x^8 + (32*E^2*(1 + 5*E^6))/(5*x^4) + 22048/(9375*x^3) + (32*(1811 + 125*E^2))/(9375*x^3) - (128*E^2*(1 + 5*E^6))/(75*x^3) - (128*(4 - E^8))/(15*x^3) - 64/(5*x^2) - (48*(187 + 125*E^2))/(15625*x^2) + (16*(1811 + 125*E^2))/(15625*x^2) + (64*E^2*(1 + 5*E^6))/(125*x^2) + (64*(4 - E^8))/(25*x^2) + 128/(25*x) - (192*(219 - 125*E^2))/(78125*x) - (96*(187 + 125*E^2))/(78125*x) - (128*E^2*(1 + 5*E^6))/(625*x) - (128*(4 - E^8))/(125*x) - 10*x + 2*(4 - E^8)*x + x^2 + (25*(5 - E^2))/(5 + x)^2 - (5*(5 - E^2)*(2 - E^4)*(2 + E^4))/(5 + x)^2 - (E^2*(5 - E^2)*(1 + 5*E^6))/(5 + x)^2 - (12532*(5 - E^2))/(625*(5 + x)) + (2*(5 - E^2)*(2 - E^4)*(2 + E^4))/(5 + x) + (128*Log[x])/125 - (64*(1907 - 625*E^2)*Log[x])/390625 + (192*(219 - 125*E^2)*Log[x])/390625 - (1378*E^2*(1 + 5*E^6)*Log[x])/3125 - (128*(4 - E^8)*Log[x])/625 - (32*Log[x])/x^4 + 2*x*Log[x] - (2*(5 - E^2)*x*Log[x])/(5*(5 + x)) + Log[x]^2 + (64*(1907 - 625*E^2)*Log[5 + x])/390625 - (192*(219 - 125*E^2)*Log[5 + x])/390625 + (2*(5 - E^2)*Log[5 + x])/5 + (2*(1811 + 125*E^2)*Log[5 + x])/125 - (4872*E^2*(1 + 5*E^6)*Log[5 + x])/3125 - (4872*(4 - E^8)*Log[5 + x])/625","B",22,11,259,0.04247,1,"{6, 6688, 12, 6742, 1620, 2357, 2295, 2304, 2301, 2314, 31}"
9845,1,27,0,2.2487297,"\int \frac{e^{e^{e^2} \left(100-2 e^x+x\right)} \left(-5+e^{e^2} \left(5 x-10 e^x x\right)\right)}{e^{2 e^{e^2} \left(100-2 e^x+x\right)}-2 e^{e^{e^2} \left(100-2 e^x+x\right)} x+x^2} \, dx","Int[(E^(E^E^2*(100 - 2*E^x + x))*(-5 + E^E^2*(5*x - 10*E^x*x)))/(E^(2*E^E^2*(100 - 2*E^x + x)) - 2*E^(E^E^2*(100 - 2*E^x + x))*x + x^2),x]","\frac{5}{1-\frac{e^{e^{e^2} \left(x-2 e^x+100\right)}}{x}}","\frac{5 x}{x-e^{e^{e^2} \left(x-2 e^x+100\right)}}",1,"5/(1 - E^(E^E^2*(100 - 2*E^x + x))/x)","A",4,4,77,0.05195,1,"{6688, 12, 6711, 32}"
9846,-1,0,0,180.000049,"\int \frac{\exp \left(-\frac{2 \left(-5 x+\left(25+40 x+16 x^2+e^{2 x} x^2+e^x \left(10 x+8 x^2\right)\right) \log ^2(x)\right)}{x}\right) \left(\exp \left(\frac{2 \left(-5 x+\left(25+40 x+16 x^2+e^{2 x} x^2+e^x \left(10 x+8 x^2\right)\right) \log ^2(x)\right)}{x}\right) \left(2 x^2+2 x^3\right)+\left(-900-1440 x-576 x^2-36 e^{2 x} x^2+e^x \left(-360 x-288 x^2\right)\right) \log (x)+\left(450-288 x^2+e^x \left(-324 x^2-144 x^3\right)+e^{2 x} \left(-18 x^2-36 x^3\right)\right) \log ^2(x)+\exp \left(\frac{-5 x+\left(25+40 x+16 x^2+e^{2 x} x^2+e^x \left(10 x+8 x^2\right)\right) \log ^2(x)}{x}\right) \left(6 x^2+\left(-300-780 x-672 x^2-192 x^3+e^x \left(-120 x-216 x^2-96 x^3\right)+e^{2 x} \left(-12 x^2-12 x^3\right)\right) \log (x)+\left(150+150 x-96 x^2-96 x^3+e^x \left(-108 x^2-156 x^3-48 x^4\right)+e^{2 x} \left(-6 x^2-18 x^3-12 x^4\right)\right) \log ^2(x)\right)\right)}{x^2} \, dx","Int[(E^((2*(-5*x + (25 + 40*x + 16*x^2 + E^(2*x)*x^2 + E^x*(10*x + 8*x^2))*Log[x]^2))/x)*(2*x^2 + 2*x^3) + (-900 - 1440*x - 576*x^2 - 36*E^(2*x)*x^2 + E^x*(-360*x - 288*x^2))*Log[x] + (450 - 288*x^2 + E^x*(-324*x^2 - 144*x^3) + E^(2*x)*(-18*x^2 - 36*x^3))*Log[x]^2 + E^((-5*x + (25 + 40*x + 16*x^2 + E^(2*x)*x^2 + E^x*(10*x + 8*x^2))*Log[x]^2)/x)*(6*x^2 + (-300 - 780*x - 672*x^2 - 192*x^3 + E^x*(-120*x - 216*x^2 - 96*x^3) + E^(2*x)*(-12*x^2 - 12*x^3))*Log[x] + (150 + 150*x - 96*x^2 - 96*x^3 + E^x*(-108*x^2 - 156*x^3 - 48*x^4) + E^(2*x)*(-6*x^2 - 18*x^3 - 12*x^4))*Log[x]^2))/(E^((2*(-5*x + (25 + 40*x + 16*x^2 + E^(2*x)*x^2 + E^x*(10*x + 8*x^2))*Log[x]^2))/x)*x^2),x]","\text{\$Aborted}","\left(x+3 e^{5-\left(e^x+\frac{5}{x}+4\right)^2 x \log ^2(x)}+1\right)^2",1,"$Aborted","F",0,0,0,0,-1,"{}"
9847,0,0,0,8.4233816,"\int \frac{e^x \left(-20-12 x+4 x^2\right)+e^x (12+8 x) \log (x)+e^{e^{-x} x} \left(-e^x+x^2-x^3+\left(e^x+x-x^2\right) \log (x)\right)+\left(4 e^x-4 e^x \log (x)\right) \log \left(2 x^2\right)}{4 e^x x^2+8 e^x x \log (x)+4 e^x \log ^2(x)} \, dx","Int[(E^x*(-20 - 12*x + 4*x^2) + E^x*(12 + 8*x)*Log[x] + E^(x/E^x)*(-E^x + x^2 - x^3 + (E^x + x - x^2)*Log[x]) + (4*E^x - 4*E^x*Log[x])*Log[2*x^2])/(4*E^x*x^2 + 8*E^x*x*Log[x] + 4*E^x*Log[x]^2),x]","\int \frac{e^x \left(-20-12 x+4 x^2\right)+e^x (12+8 x) \log (x)+e^{e^{-x} x} \left(-e^x+x^2-x^3+\left(e^x+x-x^2\right) \log (x)\right)+\left(4 e^x-4 e^x \log (x)\right) \log \left(2 x^2\right)}{4 e^x x^2+8 e^x x \log (x)+4 e^x \log ^2(x)} \, dx","\frac{x \left(-\log \left(2 x^2\right)+x+\frac{1}{4} e^{e^{-x} x}+5\right)}{x+\log (x)}",1,"-5*Defer[Int][(x + Log[x])^(-2), x] - Defer[Int][E^(x/E^x)/(x + Log[x])^2, x]/4 - 6*Defer[Int][x/(x + Log[x])^2, x] - Defer[Int][(E^(x/E^x)*x)/(x + Log[x])^2, x]/4 - Defer[Int][x^2/(x + Log[x])^2, x] + 3*Defer[Int][(x + Log[x])^(-1), x] + Defer[Int][E^(x/E^x)/(x + Log[x]), x]/4 + 2*Defer[Int][x/(x + Log[x]), x] + Defer[Int][x/(E^(((-1 + E^x)*x)/E^x)*(x + Log[x])), x]/4 - Defer[Int][x^2/(E^(((-1 + E^x)*x)/E^x)*(x + Log[x])), x]/4 + Defer[Int][Log[2*x^2]/(x + Log[x])^2, x] - Defer[Int][(Log[x]*Log[2*x^2])/(x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
9848,1,13,0,0.0031784,"\int -\frac{60}{-21+20 e^4-15 x} \, dx","Int[-60/(-21 + 20*E^4 - 15*x),x]","4 \log \left(15 x-20 e^4+21\right)","4 \log \left(\frac{1}{4} \left(x-\frac{1}{5}\right)-x+e^4-1\right)",1,"4*Log[21 - 20*E^4 + 15*x]","A",2,2,14,0.1429,1,"{12, 31}"
9849,1,115,0,0.3886893,"\int \frac{2 x-7 x^2+3 x^3+e^3 \left(4 x^3-32 x^4+48 x^5-20 x^6\right)+e^6 \left(-28 x^6+84 x^7-84 x^8+28 x^9\right)+\left(-2+10 x-12 x^2+4 x^3+e^3 \left(16 x^3-48 x^4+48 x^5-16 x^6\right)\right) \log (x)+\left(-1+3 x-3 x^2+x^3\right) \log ^2(x)}{-1+3 x-3 x^2+x^3} \, dx","Int[(2*x - 7*x^2 + 3*x^3 + E^3*(4*x^3 - 32*x^4 + 48*x^5 - 20*x^6) + E^6*(-28*x^6 + 84*x^7 - 84*x^8 + 28*x^9) + (-2 + 10*x - 12*x^2 + 4*x^3 + E^3*(16*x^3 - 48*x^4 + 48*x^5 - 16*x^6))*Log[x] + (-1 + 3*x - 3*x^2 + x^3)*Log[x]^2)/(-1 + 3*x - 3*x^2 + x^3),x]","4 e^6 x^7-4 e^3 x^4-4 e^3 x^4 \log (x)-4 e^3 x^3-\frac{x^2}{(1-x)^2}-4 e^3 x^2-4 e^3 x+x+\frac{4 e^3}{1-x}-\frac{5}{1-x}+\frac{2}{(1-x)^2}+x \log ^2(x)-\frac{2 x \log (x)}{1-x}+2 x \log (x)","x \left(2 e^3 x^3-\frac{x}{x-1}-\log (x)\right)^2",1,"2/(1 - x)^2 - 5/(1 - x) + (4*E^3)/(1 - x) + x - 4*E^3*x - 4*E^3*x^2 - x^2/(1 - x)^2 - 4*E^3*x^3 - 4*E^3*x^4 + 4*E^6*x^7 + 2*x*Log[x] - (2*x*Log[x])/(1 - x) - 4*E^3*x^4*Log[x] + x*Log[x]^2","B",17,10,141,0.07092,1,"{6742, 37, 43, 893, 2357, 2295, 2314, 31, 2304, 2296}"
9850,1,48,0,0.1089916,"\int \frac{400+150 x}{-100 x-25 x^2+\left(64 x^5+48 x^6+12 x^7+x^8\right) \log ^2(\log (4))} \, dx","Int[(400 + 150*x)/(-100*x - 25*x^2 + (64*x^5 + 48*x^6 + 12*x^7 + x^8)*Log[Log[4]]^2),x]","\log \left(x^3 (-\log (\log (4)))-4 x^2 \log (\log (4))+5\right)+\log \left(x^3 \log (\log (4))+4 x^2 \log (\log (4))+5\right)-4 \log (x)-2 \log (x+4)","\log \left(8 \left(\frac{25}{x^4 (x+4)^2 \log ^2(\log (4))}-1\right)\right)",1,"-4*Log[x] - 2*Log[4 + x] + Log[5 - 4*x^2*Log[Log[4]] - x^3*Log[Log[4]]] + Log[5 + 4*x^2*Log[Log[4]] + x^3*Log[Log[4]]]","B",4,2,42,0.04762,1,"{2074, 1587}"
9851,1,21,0,0.2737377,"\int \frac{500 x^2+e^{5/x} \left(150000+33000 x+1815 x^2\right)}{30000 x^2+6600 x^3+363 x^4} \, dx","Int[(500*x^2 + E^(5/x)*(150000 + 33000*x + 1815*x^2))/(30000*x^2 + 6600*x^3 + 363*x^4),x]","-e^{5/x}-\frac{500}{33 (11 x+100)}","\frac{x}{3 \left(\frac{11 x}{5}+20\right)}-e^{5/x}+8",1,"-E^(5/x) - 500/(33*(100 + 11*x))","A",6,5,43,0.1163,1,"{1594, 27, 12, 6742, 2209}"
9852,0,0,0,7.1176556,"\int \frac{e^{x^2} \left(-60 x^3+2 x^4\right)-2 x^3 \log (-30+x)+\left(30 x^2-x^3+e^{x^2} \left(120 x^3-4 x^4\right)\right) \log ^2(-30+x)+\left(30 x-31 x^2+x^3+e^{x^2} \left(-60 x^3+2 x^4\right)\right) \log ^4(-30+x)+\left(e^{x^2} \left(120 x^2-4 x^3\right) \log ^2(-30+x)+\left(-60 x+2 x^2+e^{x^2} \left(-120 x^2+4 x^3\right)\right) \log ^4(-30+x)\right) \log (x)+e^{x^2} \left(-60 x+2 x^2\right) \log ^4(-30+x) \log ^2(x)}{-30 x^2+x^3+\left(60 x^2-2 x^3\right) \log ^2(-30+x)+\left(-30 x^2+x^3\right) \log ^4(-30+x)+\left(\left(60 x-2 x^2\right) \log ^2(-30+x)+\left(-60 x+2 x^2\right) \log ^4(-30+x)\right) \log (x)+(-30+x) \log ^4(-30+x) \log ^2(x)} \, dx","Int[(E^x^2*(-60*x^3 + 2*x^4) - 2*x^3*Log[-30 + x] + (30*x^2 - x^3 + E^x^2*(120*x^3 - 4*x^4))*Log[-30 + x]^2 + (30*x - 31*x^2 + x^3 + E^x^2*(-60*x^3 + 2*x^4))*Log[-30 + x]^4 + (E^x^2*(120*x^2 - 4*x^3)*Log[-30 + x]^2 + (-60*x + 2*x^2 + E^x^2*(-120*x^2 + 4*x^3))*Log[-30 + x]^4)*Log[x] + E^x^2*(-60*x + 2*x^2)*Log[-30 + x]^4*Log[x]^2)/(-30*x^2 + x^3 + (60*x^2 - 2*x^3)*Log[-30 + x]^2 + (-30*x^2 + x^3)*Log[-30 + x]^4 + ((60*x - 2*x^2)*Log[-30 + x]^2 + (-60*x + 2*x^2)*Log[-30 + x]^4)*Log[x] + (-30 + x)*Log[-30 + x]^4*Log[x]^2),x]","\int \frac{e^{x^2} \left(-60 x^3+2 x^4\right)-2 x^3 \log (-30+x)+\left(30 x^2-x^3+e^{x^2} \left(120 x^3-4 x^4\right)\right) \log ^2(-30+x)+\left(30 x-31 x^2+x^3+e^{x^2} \left(-60 x^3+2 x^4\right)\right) \log ^4(-30+x)+\left(e^{x^2} \left(120 x^2-4 x^3\right) \log ^2(-30+x)+\left(-60 x+2 x^2+e^{x^2} \left(-120 x^2+4 x^3\right)\right) \log ^4(-30+x)\right) \log (x)+e^{x^2} \left(-60 x+2 x^2\right) \log ^4(-30+x) \log ^2(x)}{-30 x^2+x^3+\left(60 x^2-2 x^3\right) \log ^2(-30+x)+\left(-30 x^2+x^3\right) \log ^4(-30+x)+\left(\left(60 x-2 x^2\right) \log ^2(-30+x)+\left(-60 x+2 x^2\right) \log ^4(-30+x)\right) \log (x)+(-30+x) \log ^4(-30+x) \log ^2(x)} \, dx","e^{x^2}-\frac{x^2}{-x+\frac{x}{\log ^2(x-30)}-\log (x)}",1,"E^x^2 - 1800*Defer[Int][Log[-30 + x]/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] - 54000*Defer[Int][Log[-30 + x]/((-30 + x)*(x - Log[-30 + x]^2*(x + Log[x]))^2), x] - 60*Defer[Int][(x*Log[-30 + x])/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] - 2*Defer[Int][(x^2*Log[-30 + x])/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] + Defer[Int][(x^2*Log[-30 + x]^2)/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] - Defer[Int][(x*Log[-30 + x]^4)/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] - Defer[Int][(x^2*Log[-30 + x]^4)/(x - Log[-30 + x]^2*(x + Log[x]))^2, x] + 2*Defer[Int][(x*Log[-30 + x]^2)/(-x + Log[-30 + x]^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
9853,1,43,0,0.1643076,"\int \frac{48-98 x+53 x^2+15 x^3+\left(-440+314 x+286 x^2+45 x^3\right) \log (4+x)}{48+12 x} \, dx","Int[(48 - 98*x + 53*x^2 + 15*x^3 + (-440 + 314*x + 286*x^2 + 45*x^3)*Log[4 + x])/(48 + 12*x),x]","\frac{5}{4} x^3 \log (x+4)+\frac{53}{12} x^2 \log (x+4)+x-\frac{55}{6} (x+4) \log (x+4)+\frac{110}{3} \log (x+4)","x-\left(\frac{11}{6}-\frac{5 x}{4}\right) x (x+5) \log (x+4)",1,"x + (110*Log[4 + x])/3 + (53*x^2*Log[4 + x])/12 + (5*x^3*Log[4 + x])/4 - (55*(4 + x)*Log[4 + x])/6","B",14,7,43,0.1628,1,"{6742, 1850, 2417, 2389, 2295, 2395, 43}"
9854,0,0,0,1.3159424,"\int \frac{2-2 x-2 e^{2-x} x+e^{4 x+x^2} \left(7 x-e^{2-x} x+4 x^2\right)+\left(-x-e^{2-x} x\right) \log (x)}{2 x+e^{4 x+x^2} x+x \log (x)} \, dx","Int[(2 - 2*x - 2*E^(2 - x)*x + E^(4*x + x^2)*(7*x - E^(2 - x)*x + 4*x^2) + (-x - E^(2 - x)*x)*Log[x])/(2*x + E^(4*x + x^2)*x + x*Log[x]),x]","\int \frac{2-2 x-2 e^{2-x} x+e^{4 x+x^2} \left(7 x-e^{2-x} x+4 x^2\right)+\left(-x-e^{2-x} x\right) \log (x)}{2 x+e^{4 x+x^2} x+x \log (x)} \, dx","-x+e^{2-x}+\log \left(\frac{1}{9} \left(e^{x (x+4)}+\log (x)+2\right)^2\right)",1,"E^(2 - x) + 7*x + 2*x^2 - 16*Defer[Int][(2 + E^(x*(4 + x)) + Log[x])^(-1), x] + 2*Defer[Int][1/(x*(2 + E^(x*(4 + x)) + Log[x])), x] - 8*Defer[Int][x/(2 + E^(x*(4 + x)) + Log[x]), x] - 8*Defer[Int][Log[x]/(2 + E^(x*(4 + x)) + Log[x]), x] - 4*Defer[Int][(x*Log[x])/(2 + E^(x*(4 + x)) + Log[x]), x]","F",0,0,0,0,-1,"{}"
9855,1,18,0,0.0901854,"\int \frac{-4-x^2-\log (2 x)}{\left(5 x-x^3+x \log (2 x)\right) \log \left(\frac{-5+x^2-\log (2 x)}{x}\right)} \, dx","Int[(-4 - x^2 - Log[2*x])/((5*x - x^3 + x*Log[2*x])*Log[(-5 + x^2 - Log[2*x])/x]),x]","\log \left(\log \left(-\frac{-x^2+\log (2 x)+5}{x}\right)\right)","\log \left(\log \left(x-\frac{\log (2 x)+5}{x}\right)\right)",1,"Log[Log[-((5 - x^2 + Log[2*x])/x)]]","A",1,1,49,0.02041,1,"{6684}"
9856,0,0,0,0.2603207,"\int e^{20 e^{-2 x+9 x^3}-2 x+9 x^3} \left(-40+540 x^2\right) \, dx","Int[E^(20*E^(-2*x + 9*x^3) - 2*x + 9*x^3)*(-40 + 540*x^2),x]","\int e^{20 e^{-2 x+9 x^3}-2 x+9 x^3} \left(-40+540 x^2\right) \, dx","e^{20 e^{9 x^3-2 x}}",1,"-40*Defer[Int][E^(20*E^(-2*x + 9*x^3) - 2*x + 9*x^3), x] + 540*Defer[Int][E^(20*E^(-2*x + 9*x^3) - 2*x + 9*x^3)*x^2, x]","F",0,0,0,0,-1,"{}"
9857,0,0,0,3.0810701,"\int \frac{24 x+72 x^2+48 x^3+32 x^5+80 x^6+64 x^7+16 x^8+e^x \left(64 x^4+192 x^5+256 x^6+192 x^7+64 x^8\right)}{9-24 x^4-24 x^5+16 x^8+32 x^9+16 x^{10}+e^{2 x} \left(256 x^6+512 x^7+256 x^8\right)+e^x \left(-96 x^3-96 x^4+128 x^7+256 x^8+128 x^9\right)} \, dx","Int[(24*x + 72*x^2 + 48*x^3 + 32*x^5 + 80*x^6 + 64*x^7 + 16*x^8 + E^x*(64*x^4 + 192*x^5 + 256*x^6 + 192*x^7 + 64*x^8))/(9 - 24*x^4 - 24*x^5 + 16*x^8 + 32*x^9 + 16*x^10 + E^(2*x)*(256*x^6 + 512*x^7 + 256*x^8) + E^x*(-96*x^3 - 96*x^4 + 128*x^7 + 256*x^8 + 128*x^9)),x]","\int \frac{24 x+72 x^2+48 x^3+32 x^5+80 x^6+64 x^7+16 x^8+e^x \left(64 x^4+192 x^5+256 x^6+192 x^7+64 x^8\right)}{9-24 x^4-24 x^5+16 x^8+32 x^9+16 x^{10}+e^{2 x} \left(256 x^6+512 x^7+256 x^8\right)+e^x \left(-96 x^3-96 x^4+128 x^7+256 x^8+128 x^9\right)} \, dx","\frac{x+1}{\frac{3}{x^2 (4 x+4)}-x \left(x+4 e^x\right)}",1,"36*Defer[Int][x/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 96*Defer[Int][x^2/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 72*Defer[Int][x^3/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 12*Defer[Int][x^4/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 16*Defer[Int][x^5/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 32*Defer[Int][x^6/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] - 32*Defer[Int][x^8/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] - 16*Defer[Int][x^9/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5)^2, x] + 4*Defer[Int][x/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5), x] + 8*Defer[Int][x^2/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5), x] + 8*Defer[Int][x^3/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5), x] + 4*Defer[Int][x^4/(-3 + 16*E^x*x^3 + 4*x^4 + 16*E^x*x^4 + 4*x^5), x]","F",0,0,0,0,-1,"{}"
9858,1,11,0,0.0132533,"\int -\frac{8}{144+192 x+64 x^2+(-24-16 x) \log (16)+\log ^2(16)} \, dx","Int[-8/(144 + 192*x + 64*x^2 + (-24 - 16*x)*Log[16] + Log[16]^2),x]","\frac{1}{8 x+12-\log (16)}","\frac{1}{2 x+6 (x+2)-\log (16)}",1,"(12 + 8*x - Log[16])^(-1)","A",4,4,26,0.1538,1,"{12, 1981, 27, 32}"
9859,0,0,0,1.6471601,"\int \frac{\left(-125-55 x-6 x^2+50 x^4+20 x^5+2 x^6\right) \log (4)+\left(-5 x+200 x^4+80 x^5+8 x^6\right) \log (4) \log (x) \log \left(\frac{2}{\log (x)}\right)}{\left(25 x+10 x^2+x^3\right) \log (x) \log ^2\left(\frac{2}{\log (x)}\right)} \, dx","Int[((-125 - 55*x - 6*x^2 + 50*x^4 + 20*x^5 + 2*x^6)*Log[4] + (-5*x + 200*x^4 + 80*x^5 + 8*x^6)*Log[4]*Log[x]*Log[2/Log[x]])/((25*x + 10*x^2 + x^3)*Log[x]*Log[2/Log[x]]^2),x]","\int \frac{\left(-125-55 x-6 x^2+50 x^4+20 x^5+2 x^6\right) \log (4)+\left(-5 x+200 x^4+80 x^5+8 x^6\right) \log (4) \log (x) \log \left(\frac{2}{\log (x)}\right)}{\left(25 x+10 x^2+x^3\right) \log (x) \log ^2\left(\frac{2}{\log (x)}\right)} \, dx","\frac{\left(2 x^4-\frac{x}{x+5}-5\right) \log (4)}{\log \left(\frac{2}{\log (x)}\right)}",1,"(-5*Log[4])/Log[2/Log[x]] + 2*Log[4]*Defer[Int][x^3/(Log[x]*Log[2/Log[x]]^2), x] - Log[4]*Defer[Int][1/((5 + x)*Log[x]*Log[2/Log[x]]^2), x] + 8*Log[4]*Defer[Int][x^3/Log[2/Log[x]], x] - 5*Log[4]*Defer[Int][1/((5 + x)^2*Log[2/Log[x]]), x]","F",0,0,0,0,-1,"{}"
9860,0,0,0,0.9640051,"\int \frac{-750+750 x-247 x^2+150 x^3+3 x^4+\left(750-30 x+780 x^2-530 x^3+30 x^4\right) \log (x)+\left(75-150 x+150 x^2-150 x^3+75 x^4\right) \log ^2(x)}{x^2+\left(-10 x+10 x^2\right) \log (x)+\left(25-50 x+25 x^2\right) \log ^2(x)} \, dx","Int[(-750 + 750*x - 247*x^2 + 150*x^3 + 3*x^4 + (750 - 30*x + 780*x^2 - 530*x^3 + 30*x^4)*Log[x] + (75 - 150*x + 150*x^2 - 150*x^3 + 75*x^4)*Log[x]^2)/(x^2 + (-10*x + 10*x^2)*Log[x] + (25 - 50*x + 25*x^2)*Log[x]^2),x]","\int \frac{-750+750 x-247 x^2+150 x^3+3 x^4+\left(750-30 x+780 x^2-530 x^3+30 x^4\right) \log (x)+\left(75-150 x+150 x^2-150 x^3+75 x^4\right) \log ^2(x)}{x^2+\left(-10 x+10 x^2\right) \log (x)+\left(25-50 x+25 x^2\right) \log ^2(x)} \, dx","\left(x^2+3\right) \left(x-\frac{2 x}{\frac{x}{25}+\frac{1}{5} (x-1) \log (x)}\right)",1,"3*x + x^3 - 950*Defer[Int][(x - 5*Log[x] + 5*x*Log[x])^(-2), x] - 200*Defer[Int][1/((-1 + x)*(x - 5*Log[x] + 5*x*Log[x])^2), x] + 700*Defer[Int][x/(x - 5*Log[x] + 5*x*Log[x])^2, x] - 300*Defer[Int][x^2/(x - 5*Log[x] + 5*x*Log[x])^2, x] + 250*Defer[Int][x^3/(x - 5*Log[x] + 5*x*Log[x])^2, x] + 50*Defer[Int][(x - 5*Log[x] + 5*x*Log[x])^(-1), x] + 200*Defer[Int][1/((-1 + x)*(x - 5*Log[x] + 5*x*Log[x])), x] + 50*Defer[Int][x/(x - 5*Log[x] + 5*x*Log[x]), x] - 100*Defer[Int][x^2/(x - 5*Log[x] + 5*x*Log[x]), x]","F",0,0,0,0,-1,"{}"
9861,1,35,0,0.2379168,"\int \frac{e^{\frac{25-320 x+128 x^2-64 x \log (x)}{64 x}} \left(-25-64 x+128 x^2\right)}{16 x^2} \, dx","Int[(E^((25 - 320*x + 128*x^2 - 64*x*Log[x])/(64*x))*(-25 - 64*x + 128*x^2))/(16*x^2),x]","-\frac{4 e^{2 x+\frac{25}{64 x}-5} \left(25-128 x^2\right)}{\left(128-\frac{25}{x^2}\right) x^3}","\frac{4 e^{2 x+\frac{25}{64 x}-5}}{x}",1,"(-4*E^(-5 + 25/(64*x) + 2*x)*(25 - 128*x^2))/((128 - 25/x^2)*x^3)","A",3,3,41,0.07317,1,"{12, 6688, 2288}"
9862,1,19,0,0.0979231,"\int \left(1+59049 e^{-e^{-3+4 x}+2 x} \left(-2+4 e^{-3+4 x}\right)\right) \, dx","Int[1 + 59049*E^(-E^(-3 + 4*x) + 2*x)*(-2 + 4*E^(-3 + 4*x)),x]","x-59049 e^{2 x-e^{4 x-3}}","x-59049 e^{2 x-e^{4 x-3}}-1",1,"-59049*E^(-E^(-3 + 4*x) + 2*x) + x","A",7,4,30,0.1333,1,"{2282, 2226, 2205, 2212}"
9863,1,28,0,0.0209968,"\int \frac{5+e^2 \left(5-100 x-90 x^2-20 x^3\right)+5 e^2 \log (4)}{e^2} \, dx","Int[(5 + E^2*(5 - 100*x - 90*x^2 - 20*x^3) + 5*E^2*Log[4])/E^2,x]","-5 x^4-30 x^3-50 x^2+5 x+5 x \left(\frac{1}{e^2}+\log (4)\right)","5 \left(-x^2 (x+3)^2+\frac{x}{e^2}+x-x (x-\log (4))+6\right)",1,"5*x - 50*x^2 - 30*x^3 - 5*x^4 + 5*x*(E^(-2) + Log[4])","A",3,1,32,0.03125,1,"{12}"
9864,1,17,0,0.0160692,"\int \frac{-432+216 x-3 x^2+36 \log (5)}{1296-72 x+x^2} \, dx","Int[(-432 + 216*x - 3*x^2 + 36*Log[5])/(1296 - 72*x + x^2),x]","\frac{36 (96+\log (5))}{36-x}-3 x","\frac{x (3 (4-x)-\log (5))}{x-36}",1,"-3*x + (36*(96 + Log[5]))/(36 - x)","A",3,2,25,0.08000,1,"{27, 683}"
9865,1,25,0,0.0177408,"\int \left(2 e^{16+2 x}+e^{8+x} (2+2 x)\right) \, dx","Int[2*E^(16 + 2*x) + E^(8 + x)*(2 + 2*x),x]","2 e^{x+8} (x+1)-2 e^{x+8}+e^{2 x+16}","-x^2+\left(x+e^{x+8}\right)^2+4 \log (2)",1,"-2*E^(8 + x) + E^(16 + 2*x) + 2*E^(8 + x)*(1 + x)","A",4,2,21,0.09524,1,"{2194, 2176}"
9866,1,28,0,0.0176676,"\int \left(3+e^{2+e^3}+e^x (-1-x)-2 x\right) \, dx","Int[3 + E^(2 + E^3) + E^x*(-1 - x) - 2*x,x]","-x^2+\left(3+e^{2+e^3}\right) x+e^x-e^x (x+1)","\left(-x-e^x+e^{2+e^3}+3\right) x-4",1,"E^x + (3 + E^(2 + E^3))*x - x^2 - E^x*(1 + x)","A",3,2,21,0.09524,1,"{2176, 2194}"
9867,1,63,0,0.1646731,"\int \frac{2 x^2+e^{-4+5 x} \left(2-10 x+\left(-9+45 x+15 x^2\right) \log (2)\right)}{x^2} \, dx","Int[(2*x^2 + E^(-4 + 5*x)*(2 - 10*x + (-9 + 45*x + 15*x^2)*Log[2]))/x^2,x]","-\frac{5 (2-\log (512)) \text{Ei}(5 x)}{e^4}+\frac{5 (2-9 \log (2)) \text{Ei}(5 x)}{e^4}+2 x+3 e^{5 x-4} \log (2)-\frac{e^{5 x-4} (2-\log (512))}{x}","2 x+\frac{e^{5 x-4} (3 (x+3) \log (2)-2)}{x}+3",1,"2*x + (5*ExpIntegralEi[5*x]*(2 - 9*Log[2]))/E^4 + 3*E^(-4 + 5*x)*Log[2] - (E^(-4 + 5*x)*(2 - Log[512]))/x - (5*ExpIntegralEi[5*x]*(2 - Log[512]))/E^4","C",8,5,36,0.1389,1,"{14, 2199, 2177, 2178, 2194}"
9868,0,0,0,3.2745616,"\int \frac{\exp \left(\frac{e^3 (-5+5 x)-3 e^3 \log (3)-3 e^3 \log \left(3 x^2\right)}{-1+x}\right) \left(e^3 (6-6 x)+3 e^3 x \log (3)+3 e^3 x \log \left(3 x^2\right)\right)}{x-2 x^2+x^3} \, dx","Int[(E^((E^3*(-5 + 5*x) - 3*E^3*Log[3] - 3*E^3*Log[3*x^2])/(-1 + x))*(E^3*(6 - 6*x) + 3*E^3*x*Log[3] + 3*E^3*x*Log[3*x^2]))/(x - 2*x^2 + x^3),x]","\int \frac{\exp \left(\frac{e^3 (-5+5 x)-3 e^3 \log (3)-3 e^3 \log \left(3 x^2\right)}{-1+x}\right) \left(e^3 (6-6 x)+3 e^3 x \log (3)+3 e^3 x \log \left(3 x^2\right)\right)}{x-2 x^2+x^3} \, dx","e^{e^3 \left(5-\frac{3 \left(\log \left(3 x^2\right)+\log (3)\right)}{x-1}\right)}",1,"3*Log[9]*Defer[Int][E^(3 + (E^3*(5*x - 5*(1 + (2*Log[27])/5) - 3*Log[x^2]))/(-1 + x))/(-1 + x)^2, x] - 6*Defer[Int][E^(3 + (E^3*(5*x - 5*(1 + (2*Log[27])/5) - 3*Log[x^2]))/(-1 + x))/(-1 + x), x] + 6*Defer[Int][E^(3 + (E^3*(5*x - 5*(1 + (2*Log[27])/5) - 3*Log[x^2]))/(-1 + x))/x, x] + 3*Defer[Int][(E^(3 + (E^3*(5*x - 5*(1 + (2*Log[27])/5) - 3*Log[x^2]))/(-1 + x))*Log[x^2])/(-1 + x)^2, x]","F",0,0,0,0,-1,"{}"
9869,1,10,0,0.1093788,"\int e^{-16 x} \left(675 x^2-3600 x^3\right) \, dx","Int[(675*x^2 - 3600*x^3)/E^(16*x),x]","225 e^{-16 x} x^3","225 e^{-16 x} x^3-e^5-2+\log (4)",1,"(225*x^3)/E^(16*x)","A",10,4,17,0.2353,1,"{1593, 2196, 2176, 2194}"
9870,0,0,0,4.8298664,"\int \frac{\left(-75-53 x-2 x^2\right) \log ^2(25+x)+\left(-15 x-5 x^2\right) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(-1125-420 x-15 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(225+84 x+3 x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)+\left(\left(375+140 x+5 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(-75-28 x-x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)\right) \log \left(\frac{5-\log (25+x) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)}{\log (25+x)}\right)}{\left(-375-140 x-5 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(75+28 x+x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)} \, dx","Int[((-75 - 53*x - 2*x^2)*Log[25 + x]^2 + (-15*x - 5*x^2)*Log[(-3*x - x^2)/3] + (-1125 - 420*x - 15*x^2)*Log[25 + x]*Log[(-3*x - x^2)/3] + (225 + 84*x + 3*x^2)*Log[25 + x]^2*Log[(-3*x - x^2)/3]*Log[Log[(-3*x - x^2)/3]] + ((375 + 140*x + 5*x^2)*Log[25 + x]*Log[(-3*x - x^2)/3] + (-75 - 28*x - x^2)*Log[25 + x]^2*Log[(-3*x - x^2)/3]*Log[Log[(-3*x - x^2)/3]])*Log[(5 - Log[25 + x]*Log[Log[(-3*x - x^2)/3]])/Log[25 + x]])/((-375 - 140*x - 5*x^2)*Log[25 + x]*Log[(-3*x - x^2)/3] + (75 + 28*x + x^2)*Log[25 + x]^2*Log[(-3*x - x^2)/3]*Log[Log[(-3*x - x^2)/3]]),x]","\int \frac{\left(-75-53 x-2 x^2\right) \log ^2(25+x)+\left(-15 x-5 x^2\right) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(-1125-420 x-15 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(225+84 x+3 x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)+\left(\left(375+140 x+5 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(-75-28 x-x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)\right) \log \left(\frac{5-\log (25+x) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)}{\log (25+x)}\right)}{\left(-375-140 x-5 x^2\right) \log (25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)+\left(75+28 x+x^2\right) \log ^2(25+x) \log \left(\frac{1}{3} \left(-3 x-x^2\right)\right) \log \left(\log \left(\frac{1}{3} \left(-3 x-x^2\right)\right)\right)} \, dx","x \left(3-\log \left(\frac{5}{\log (x+25)}-\log \left(\log \left(\frac{1}{3} (-x-3) x\right)\right)\right)\right)",1,"3*x - 5*Defer[Int][1/(Log[25 + x]*(-5 + Log[25 + x]*Log[Log[-1/3*(x*(3 + x))]])), x] + 125*Defer[Int][1/((25 + x)*Log[25 + x]*(-5 + Log[25 + x]*Log[Log[-1/3*(x*(3 + x))]])), x] - 2*Defer[Int][Log[25 + x]/(Log[-1/3*(x*(3 + x))]*(-5 + Log[25 + x]*Log[Log[-1/3*(x*(3 + x))]])), x] + 3*Defer[Int][Log[25 + x]/((3 + x)*Log[-1/3*(x*(3 + x))]*(-5 + Log[25 + x]*Log[Log[-1/3*(x*(3 + x))]])), x] - Defer[Int][Log[5/Log[25 + x] - Log[Log[-1/3*(x*(3 + x))]]], x]","F",0,0,0,0,-1,"{}"
9871,1,33,0,0.1608592,"\int \frac{e^{-x} \left(-5 x+e^x \left(e^{4/x} (4-x)+e^4 x-2 x^2\right)\right)}{5 x} \, dx","Int[(-5*x + E^x*(E^(4/x)*(4 - x) + E^4*x - 2*x^2))/(5*E^x*x),x]","-\frac{x^2}{5}-\frac{1}{5} e^{4/x} x+\frac{e^4 x}{5}+e^{-x}","\frac{1}{5} \left(-x-e^{4/x}+e^4\right) x+e^{-x}+2",1,"E^(-x) + (E^4*x)/5 - (E^(4/x)*x)/5 - x^2/5","A",5,4,44,0.09091,1,"{12, 6688, 2194, 2288}"
9872,1,24,0,0.2530131,"\int \frac{-8 x-40 x^2+(-1-10 x) \log ^2(x)+\left(-4-20 x+(1+5 x) \log ^2(x)\right) \log \left(x+5 x^2\right)}{\left(2 x^2+10 x^3\right) \log ^2(x)+\left(x+5 x^2\right) \log ^2(x) \log \left(x+5 x^2\right)} \, dx","Int[(-8*x - 40*x^2 + (-1 - 10*x)*Log[x]^2 + (-4 - 20*x + (1 + 5*x)*Log[x]^2)*Log[x + 5*x^2])/((2*x^2 + 10*x^3)*Log[x]^2 + (x + 5*x^2)*Log[x]^2*Log[x + 5*x^2]),x]","\log (x)-\log (2 x+\log (x (5 x+1)))+\frac{4}{\log (x)}","-\log \left(\frac{\log \left(5 x^2+x\right)}{x}+2\right)+\frac{4}{\log (x)}-4",1,"4/Log[x] + Log[x] - Log[2*x + Log[x*(1 + 5*x)]]","A",7,3,83,0.03614,1,"{6688, 14, 6684}"
9873,1,31,0,0.0287084,"\int \frac{e^3 \left(10+x^2\right)+e^{3+x} \left(-5 x^2-5 x^3\right)}{x^2} \, dx","Int[(E^3*(10 + x^2) + E^(3 + x)*(-5*x^2 - 5*x^3))/x^2,x]","e^3 x+5 e^{x+3}-5 e^{x+3} (x+1)-\frac{10 e^3}{x}","e^3 \left(x-5 \left(e^x x+\frac{2}{x}\right)\right)+4",1,"5*E^(3 + x) - (10*E^3)/x + E^3*x - 5*E^(3 + x)*(1 + x)","A",6,3,31,0.09677,1,"{14, 2176, 2194}"
9874,1,121,0,8.4397399,"\int \frac{e^{-x} \left(-20 x^2-2 e^{2 x} x^2-2 x^4+e^x \left(4 x^2-4 x^3\right)+\left(-50-50 x+15 x^2+5 x^3-x^4+x^5+e^x \left(10-2 x^2\right)+e^{2 x} \left(-5+5 x+x^2-x^3\right)\right) \log \left(10-2 x^2\right)\right)}{-5 x^2+x^4} \, dx","Int[(-20*x^2 - 2*E^(2*x)*x^2 - 2*x^4 + E^x*(4*x^2 - 4*x^3) + (-50 - 50*x + 15*x^2 + 5*x^3 - x^4 + x^5 + E^x*(10 - 2*x^2) + E^(2*x)*(-5 + 5*x + x^2 - x^3))*Log[10 - 2*x^2])/(E^x*(-5*x^2 + x^4)),x]","-e^{-x} x \log \left(10-2 x^2\right)-\frac{10 e^{-x} \log \left(10-2 x^2\right)}{x}-\frac{e^x \log \left(10-2 x^2\right)}{x}+\frac{2 \log \left(10-2 x^2\right)}{x}-\frac{2}{5} \left(5-\sqrt{5}\right) \log \left(\sqrt{5}-x\right)-\frac{2}{5} \left(5+\sqrt{5}\right) \log \left(x+\sqrt{5}\right)+\frac{4 \tanh ^{-1}\left(\frac{x}{\sqrt{5}}\right)}{\sqrt{5}}","\frac{\left(2-e^{-x} \left(\left(x+e^x\right)^2+10\right)\right) \log \left(2 \left(5-x^2\right)\right)}{x}",1,"(4*ArcTanh[x/Sqrt[5]])/Sqrt[5] - (2*(5 - Sqrt[5])*Log[Sqrt[5] - x])/5 - (2*(5 + Sqrt[5])*Log[Sqrt[5] + x])/5 + (2*Log[10 - 2*x^2])/x - (10*Log[10 - 2*x^2])/(E^x*x) - (E^x*Log[10 - 2*x^2])/x - (x*Log[10 - 2*x^2])/E^x","B",36,16,115,0.1391,1,"{1593, 6688, 6742, 6725, 2269, 2178, 633, 31, 2194, 2197, 2199, 2177, 2176, 2554, 12, 207}"
9875,0,0,0,20.6187116,"\int \frac{20-12 e^{10-8 x}-40 x-8 x^2+24 x^3-12 x^4+e^{5-4 x} \left(-76-8 x+24 x^2\right)}{25-10 x+31 x^2-36 x^3+15 x^4-18 x^5+9 x^6+e^{10-8 x} \left(e^6-6 e^3 x+9 x^2\right)+e^6 \left(x^2-2 x^3+x^4\right)+e^3 \left(-10 x+12 x^2-8 x^3+12 x^4-6 x^5\right)+e^{5-4 x} \left(30 x-6 x^2+18 x^3-18 x^4+e^6 \left(2 x-2 x^2\right)+e^3 \left(-10+2 x-12 x^2+12 x^3\right)\right)} \, dx","Int[(20 - 12*E^(10 - 8*x) - 40*x - 8*x^2 + 24*x^3 - 12*x^4 + E^(5 - 4*x)*(-76 - 8*x + 24*x^2))/(25 - 10*x + 31*x^2 - 36*x^3 + 15*x^4 - 18*x^5 + 9*x^6 + E^(10 - 8*x)*(E^6 - 6*E^3*x + 9*x^2) + E^6*(x^2 - 2*x^3 + x^4) + E^3*(-10*x + 12*x^2 - 8*x^3 + 12*x^4 - 6*x^5) + E^(5 - 4*x)*(30*x - 6*x^2 + 18*x^3 - 18*x^4 + E^6*(2*x - 2*x^2) + E^3*(-10 + 2*x - 12*x^2 + 12*x^3))),x]","\int \frac{20-12 e^{10-8 x}-40 x-8 x^2+24 x^3-12 x^4+e^{5-4 x} \left(-76-8 x+24 x^2\right)}{25-10 x+31 x^2-36 x^3+15 x^4-18 x^5+9 x^6+e^{10-8 x} \left(e^6-6 e^3 x+9 x^2\right)+e^6 \left(x^2-2 x^3+x^4\right)+e^3 \left(-10 x+12 x^2-8 x^3+12 x^4-6 x^5\right)+e^{5-4 x} \left(30 x-6 x^2+18 x^3-18 x^4+e^6 \left(2 x-2 x^2\right)+e^3 \left(-10+2 x-12 x^2+12 x^3\right)\right)} \, dx","\frac{4}{-\frac{5-x}{x^2-x-e^{5-4 x}}+3 x-e^3}",1,"(4*x)/(5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3) - (4*x^2)/(5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3) - 20*E^10*(42 + E^3 - E^6)*Defer[Int][1/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] + 4*E^10*(72 - 2*E^3 - 9*E^6)*Defer[Int][x/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] - 12*E^10*(14 - 9*E^3)*Defer[Int][x^2/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] + 36*E^10*(3 - 2*E^3)*Defer[Int][1/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] + 8*E^10*(27 + 2*E^3)*Defer[Int][x/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] + 48*E^10*Defer[Int][x^2/((-5 + (1 + E^3)*x - (3 + E^3)*x^2 + 3*x^3)*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))^2), x] + 40*E^5*(2 - E^3)*Defer[Int][1/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))), x] + 32*E^5*(7 + 2*E^3)*Defer[Int][x/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))), x] - 8*E^5*(42 - E^3)*Defer[Int][x^2/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)^2*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))), x] + 60*E^5*Defer[Int][1/((5 - (1 + E^3)*x + (3 + E^3)*x^2 - 3*x^3)*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))), x] + 16*E^5*Defer[Int][x/((-5 + (1 + E^3)*x - (3 + E^3)*x^2 + 3*x^3)*(E^8 - 3*E^5*x - E^(3 + 4*x)*(-1 + x)*x + E^(4*x)*(-5 + x - 3*x^2 + 3*x^3))), x]","F",0,0,0,0,-1,"{}"
9876,1,41,0,0.0108975,"\int \frac{4 e^5 x+24 e^5 \log (3)-x \log \left(\frac{1}{25} \left(\log ^2(4)-2 \log (4) \log (5)+\log ^2(5)\right)\right)}{x^3} \, dx","Int[(4*E^5*x + 24*E^5*Log[3] - x*Log[(Log[4]^2 - 2*Log[4]*Log[5] + Log[5]^2)/25])/x^3,x]","-\frac{\left(x \left(4 e^5+\log (25)-2 \log \left(\log \left(\frac{5}{4}\right)\right)\right)+24 e^5 \log (3)\right)^2}{48 e^5 x^2 \log (3)}","\frac{\log \left(\frac{1}{25} (\log (5)-\log (4))^2\right)-e^5 \left(\frac{12 \log (3)}{x}+4\right)}{x}",1,"-1/48*(24*E^5*Log[3] + x*(4*E^5 + Log[25] - 2*Log[Log[5/4]]))^2/(E^5*x^2*Log[3])","A",2,2,41,0.04878,1,"{6, 37}"
9877,1,22,0,0.0361413,"\int \left(-6+e^{5 x-x^3} \left(-20+12 x^2\right)-\log (x)\right) \, dx","Int[-6 + E^(5*x - x^3)*(-20 + 12*x^2) - Log[x],x]","-4 e^{5 x-x^3}-5 x+x (-\log (x))","-4 e^{\left(\frac{5}{x}-x\right) x^2}-5 x+x (-\log (x))",1,"-4*E^(5*x - x^3) - 5*x - x*Log[x]","A",3,2,25,0.08000,1,"{6706, 2295}"
9878,1,14,0,0.0531823,"\int \frac{e^{5+e^{x^2}} \left(-3+6 e^{x^2} x^2\right)}{x^2} \, dx","Int[(E^(5 + E^x^2)*(-3 + 6*E^x^2*x^2))/x^2,x]","\frac{3 e^{e^{x^2}+5}}{x}","\frac{3 e^{e^{x^2}+5}}{x}-1-\log ^2(2)",1,"(3*E^(5 + E^x^2))/x","A",1,1,25,0.04000,1,"{2288}"
9879,0,0,0,1.4897694,"\int \frac{\left(4+5 x+x^2\right) \log \left(\frac{4+x}{2+2 x}\right)+\log (2 x) \left(3 x+\left(-4-5 x-x^2\right) \log \left(\frac{4+x}{2+2 x}\right)\right)}{\left(4 x^2+5 x^3+x^4\right) \log ^2\left(\frac{4+x}{2+2 x}\right)} \, dx","Int[((4 + 5*x + x^2)*Log[(4 + x)/(2 + 2*x)] + Log[2*x]*(3*x + (-4 - 5*x - x^2)*Log[(4 + x)/(2 + 2*x)]))/((4*x^2 + 5*x^3 + x^4)*Log[(4 + x)/(2 + 2*x)]^2),x]","\int \frac{\left(4+5 x+x^2\right) \log \left(\frac{4+x}{2+2 x}\right)+\log (2 x) \left(3 x+\left(-4-5 x-x^2\right) \log \left(\frac{4+x}{2+2 x}\right)\right)}{\left(4 x^2+5 x^3+x^4\right) \log ^2\left(\frac{4+x}{2+2 x}\right)} \, dx","\frac{\log (2 x)}{x \log \left(\frac{x+4}{2 (x+1)}\right)}-7",1,"(3*Defer[Int][Log[2*x]/(x*Log[(4 + x)/(2 + 2*x)]^2), x])/4 - Defer[Int][Log[2*x]/((1 + x)*Log[(4 + x)/(2 + 2*x)]^2), x] + Defer[Int][Log[2*x]/((4 + x)*Log[(4 + x)/(2 + 2*x)]^2), x]/4 + Defer[Int][1/(x^2*Log[(4 + x)/(2 + 2*x)]), x] - Defer[Int][Log[2*x]/(x^2*Log[(4 + x)/(2 + 2*x)]), x]","F",0,0,0,0,-1,"{}"
9880,1,17,0,0.4281053,"\int \frac{-2+e^{1+e^x x} \left(-6 x+e^x \left(-6 x^2-6 x^3\right)\right)}{27 e^{3+3 e^x x} x^4+27 e^{2+2 e^x x} x^3 \log (x)+9 e^{1+e^x x} x^2 \log ^2(x)+x \log ^3(x)} \, dx","Int[(-2 + E^(1 + E^x*x)*(-6*x + E^x*(-6*x^2 - 6*x^3)))/(27*E^(3 + 3*E^x*x)*x^4 + 27*E^(2 + 2*E^x*x)*x^3*Log[x] + 9*E^(1 + E^x*x)*x^2*Log[x]^2 + x*Log[x]^3),x]","\frac{1}{\left(3 e^{e^x x+1} x+\log (x)\right)^2}","\frac{1}{\left(3 e^{e^x x+1} x+\log (x)\right)^2}",1,"(3*E^(1 + E^x*x)*x + Log[x])^(-2)","A",3,3,91,0.03297,1,"{6688, 12, 6686}"
9881,0,0,0,0.2956288,"\int \left(e^{2 x} (7+14 x)+x^{-3+6 x} \left(e^{2 x} (-2+8 x)+6 e^{2 x} x \log (x)\right)\right) \, dx","Int[E^(2*x)*(7 + 14*x) + x^(-3 + 6*x)*(E^(2*x)*(-2 + 8*x) + 6*E^(2*x)*x*Log[x]),x]","\int \left(e^{2 x} (7+14 x)+x^{-3+6 x} \left(e^{2 x} (-2+8 x)+6 e^{2 x} x \log (x)\right)\right) \, dx","e^{2 x} \left(\left(x^{6 x-3}+6\right) x+x\right)-9",1,"(-7*E^(2*x))/2 + (7*E^(2*x)*(1 + 2*x))/2 - 2*Defer[Int][E^(2*x)*x^(-3 + 6*x), x] + 8*Defer[Int][E^(2*x)*x^(-2 + 6*x), x] + 6*Log[x]*Defer[Int][E^(2*x)*x^(-2 + 6*x), x] - 6*Defer[Int][Defer[Int][E^(2*x)*x^(-2 + 6*x), x]/x, x]","F",0,0,0,0,-1,"{}"
9882,1,20,0,0.0575071,"\int \frac{18+18 x-15 x^2+2 x^3}{18 x-13 x^2+2 x^3} \, dx","Int[(18 + 18*x - 15*x^2 + 2*x^3)/(18*x - 13*x^2 + 2*x^3),x]","x-\log (9-2 x)-\log (2-x)+\log (x)","x+\log \left(\frac{x}{3 ((5-x) (2 x-3)-3)}\right)-4",1,"x - Log[9 - 2*x] - Log[2 - x] + Log[x]","A",3,2,32,0.06250,1,"{1594, 1628}"
9883,1,128,0,13.2037682,"\int \frac{e^{-\frac{2 x+3 x^2}{\log ^2(4)}} \left(-32 x^4-96 x^5-e^{\frac{2 x+3 x^2}{\log ^2(4)}} \log ^2(4)+64 x^3 \log ^2(4)+e^{\frac{3 \left(2 x+3 x^2\right)}{4 \log ^2(4)}} \left(-256 x-768 x^2+512 \log ^2(4)\right)+e^{\frac{2 x+3 x^2}{2 \log ^2(4)}} \left(-384 x^2-1152 x^3+768 x \log ^2(4)\right)+e^{\frac{2 x+3 x^2}{4 \log ^2(4)}} \left(-192 x^3-576 x^4+384 x^2 \log ^2(4)\right)\right)}{\log ^2(4)} \, dx","Int[(-32*x^4 - 96*x^5 - E^((2*x + 3*x^2)/Log[4]^2)*Log[4]^2 + 64*x^3*Log[4]^2 + E^((3*(2*x + 3*x^2))/(4*Log[4]^2))*(-256*x - 768*x^2 + 512*Log[4]^2) + E^((2*x + 3*x^2)/(2*Log[4]^2))*(-384*x^2 - 1152*x^3 + 768*x*Log[4]^2) + E^((2*x + 3*x^2)/(4*Log[4]^2))*(-192*x^3 - 576*x^4 + 384*x^2*Log[4]^2))/(E^((2*x + 3*x^2)/Log[4]^2)*Log[4]^2),x]","\frac{256 \left(3 x^2+x\right) x^2 e^{-\frac{3 x (3 x+2)}{4 \log ^2(4)}}}{6 x+2}+\frac{768 \left(3 x^2+x\right) x e^{-\frac{x (3 x+2)}{2 \log ^2(4)}}}{6 x+2}+\frac{1024 \left(3 x^2+x\right) e^{-\frac{x (3 x+2)}{4 \log ^2(4)}}}{6 x+2}+16 x^4 e^{-\frac{3 x^2}{\log ^2(4)}-\frac{2 x}{\log ^2(4)}}-x","\left(2 x e^{-\frac{x (3 x+2)}{4 \log ^2(4)}}+4\right)^4-x",1,"-x + 16*E^((-2*x)/Log[4]^2 - (3*x^2)/Log[4]^2)*x^4 + (1024*(x + 3*x^2))/(E^((x*(2 + 3*x))/(4*Log[4]^2))*(2 + 6*x)) + (768*x*(x + 3*x^2))/(E^((x*(2 + 3*x))/(2*Log[4]^2))*(2 + 6*x)) + (256*x^2*(x + 3*x^2))/(E^((3*x*(2 + 3*x))/(4*Log[4]^2))*(2 + 6*x))","B",65,9,177,0.05085,1,"{12, 6741, 6742, 2244, 2241, 2240, 2234, 2205, 2288}"
9884,1,16,0,0.0148814,"\int \frac{-20+4 e^{4 x} x^2+8 x^3}{x^2} \, dx","Int[(-20 + 4*E^(4*x)*x^2 + 8*x^3)/x^2,x]","4 x^2+e^{4 x}+\frac{20}{x}","4 x \left(\frac{5}{x^2}+x\right)+e^{4 x}",1,"E^(4*x) + 20/x + 4*x^2","A",5,2,21,0.09524,1,"{14, 2194}"
9885,1,51,0,0.037898,"\int e^{-4+2 x-2 x^2-\frac{4 (4+x)}{x}} \left(16+2 x+2 x^2-4 x^3\right) \, dx","Int[E^(-4 + 2*x - 2*x^2 - (4*(4 + x))/x)*(16 + 2*x + 2*x^2 - 4*x^3),x]","\frac{e^{-2 x^2+2 x-\frac{4 (x+4)}{x}-4} \left(-2 x^3+x^2+8\right)}{\frac{2 (x+4)}{x^2}-2 x-\frac{2}{x}+1}","e^{-2 x^2+2 x-\frac{4 (x+4)}{x}-4} x^2",1,"(E^(-4 + 2*x - 2*x^2 - (4*(4 + x))/x)*(8 + x^2 - 2*x^3))/(1 - 2/x - 2*x + (2*(4 + x))/x^2)","B",1,1,36,0.02778,1,"{2288}"
9886,1,28,0,0.0418605,"\int 1250 \exp \left(\frac{2}{3} \left(1+3 e^{x+\left(i \pi +\log \left(-2+e^5\right)\right)^2}\right)+x+\left(i \pi +\log \left(-2+e^5\right)\right)^2\right) \, dx","Int[1250*E^((2*(1 + 3*E^(x + (I*Pi + Log[-2 + E^5])^2)))/3 + x + (I*Pi + Log[-2 + E^5])^2),x]","625 e^{\frac{2}{3}+2 e^{x+\left(\log \left(e^5-2\right)+i \pi \right)^2}}","625 e^{\frac{2}{3}+2 e^{x+\left(\log \left(e^5-2\right)+i \pi \right)^2}}",1,"625*E^(2/3 + 2*E^(x + (I*Pi + Log[-2 + E^5])^2))","A",3,3,46,0.06522,1,"{12, 2282, 2194}"
9887,1,10,0,0.0035402,"\int \frac{2}{-8+2 x+\log (4)} \, dx","Int[2/(-8 + 2*x + Log[4]),x]","\log (-2 x+8-\log (4))","\log (2 x-8+\log (4))",1,"Log[8 - 2*x - Log[4]]","A",2,2,11,0.1818,1,"{12, 31}"
9888,1,37,0,0.1801437,"\int \frac{32 x^4-64 x^4 \log (3)+48 x^4 \log ^2(3)-16 x^4 \log ^3(3)+2 x^4 \log ^4(3)+\left(-20 x^2+20 x^2 \log (3)-5 x^2 \log ^2(3)\right) \log ^2\left(\log \left(3 e^3\right)\right)+\log ^4\left(\log \left(3 e^3\right)\right)}{16 x^4-32 x^4 \log (3)+24 x^4 \log ^2(3)-8 x^4 \log ^3(3)+x^4 \log ^4(3)+\left(-8 x^2+8 x^2 \log (3)-2 x^2 \log ^2(3)\right) \log ^2\left(\log \left(3 e^3\right)\right)+\log ^4\left(\log \left(3 e^3\right)\right)} \, dx","Int[(32*x^4 - 64*x^4*Log[3] + 48*x^4*Log[3]^2 - 16*x^4*Log[3]^3 + 2*x^4*Log[3]^4 + (-20*x^2 + 20*x^2*Log[3] - 5*x^2*Log[3]^2)*Log[Log[3*E^3]]^2 + Log[Log[3*E^3]]^4)/(16*x^4 - 32*x^4*Log[3] + 24*x^4*Log[3]^2 - 8*x^4*Log[3]^3 + x^4*Log[3]^4 + (-8*x^2 + 8*x^2*Log[3] - 2*x^2*Log[3]^2)*Log[Log[3*E^3]]^2 + Log[Log[3*E^3]]^4),x]","\frac{x \log ^2(3+\log (3))}{x^2 (2-\log (3))^2-\log ^2(3+\log (3))}+2 x","x+\frac{x}{1-\frac{\log ^2\left(\log \left(3 e^3\right)\right)}{(2 x-x \log (3))^2}}-8",1,"2*x + (x*Log[3 + Log[3]]^2)/(x^2*(2 - Log[3])^2 - Log[3 + Log[3]]^2)","A",13,6,164,0.03659,1,"{6, 1994, 28, 1814, 21, 8}"
9889,0,0,0,1.4501107,"\int \frac{e^{-x} \left(e^{2 e^{-x} x} \left(2500 x^2-2500 x^3\right)+e^x \left(1250 e^5+300 x^2+4 x^3\right)+e^{e^{-x} x} \left(-7500 x^2-100 e^x x^2+7400 x^3+100 x^4\right)\right)}{625 x^2} \, dx","Int[(E^((2*x)/E^x)*(2500*x^2 - 2500*x^3) + E^x*(1250*E^5 + 300*x^2 + 4*x^3) + E^(x/E^x)*(-7500*x^2 - 100*E^x*x^2 + 7400*x^3 + 100*x^4))/(625*E^x*x^2),x]","\int \frac{e^{-x} \left(e^{2 e^{-x} x} \left(2500 x^2-2500 x^3\right)+e^x \left(1250 e^5+300 x^2+4 x^3\right)+e^{e^{-x} x} \left(-7500 x^2-100 e^x x^2+7400 x^3+100 x^4\right)\right)}{625 x^2} \, dx","\frac{2 \left(\left(-\frac{x}{25}+e^{e^{-x} x}-3\right)^2 x-e^5\right)}{x}",1,"(-2*E^5)/x + (12*x)/25 + (2*x^2)/625 - (4*Defer[Int][E^(x/E^x), x])/25 + 4*Defer[Int][E^(-(((-2 + E^x)*x)/E^x)), x] - 12*Defer[Int][E^(-(((-1 + E^x)*x)/E^x)), x] - 4*Defer[Int][x/E^(((-2 + E^x)*x)/E^x), x] + (296*Defer[Int][x/E^(((-1 + E^x)*x)/E^x), x])/25 + (4*Defer[Int][x^2/E^(((-1 + E^x)*x)/E^x), x])/25","F",0,0,0,0,-1,"{}"
9890,0,0,0,34.1888255,"\int \frac{4-2 x+e^2 \left(2 x-x^2\right)+e^{\frac{x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)}{x}} \left(-2 x-4 x^2+e^2 \left(-x^2-2 x^3\right)+8 \log \left(\frac{2+e^2 x}{x}\right)+\left(4+2 e^2 x\right) \log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{16+24 x+12 x^2+2 x^3+e^2 \left(8 x+12 x^2+6 x^3+x^4\right)+e^{\frac{3 \left(x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{x}} \left(2 x^3+e^2 x^4\right)+e^{\frac{2 \left(x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{x}} \left(12 x^2+6 x^3+e^2 \left(6 x^3+3 x^4\right)\right)+e^{\frac{x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)}{x}} \left(24 x+24 x^2+6 x^3+e^2 \left(12 x^2+12 x^3+3 x^4\right)\right)} \, dx","Int[(4 - 2*x + E^2*(2*x - x^2) + E^((x^2 + Log[(2 + E^2*x)/x]^2)/x)*(-2*x - 4*x^2 + E^2*(-x^2 - 2*x^3) + 8*Log[(2 + E^2*x)/x] + (4 + 2*E^2*x)*Log[(2 + E^2*x)/x]^2))/(16 + 24*x + 12*x^2 + 2*x^3 + E^2*(8*x + 12*x^2 + 6*x^3 + x^4) + E^((3*(x^2 + Log[(2 + E^2*x)/x]^2))/x)*(2*x^3 + E^2*x^4) + E^((2*(x^2 + Log[(2 + E^2*x)/x]^2))/x)*(12*x^2 + 6*x^3 + E^2*(6*x^3 + 3*x^4)) + E^((x^2 + Log[(2 + E^2*x)/x]^2)/x)*(24*x + 24*x^2 + 6*x^3 + E^2*(12*x^2 + 12*x^3 + 3*x^4))),x]","\int \frac{4-2 x+e^2 \left(2 x-x^2\right)+e^{\frac{x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)}{x}} \left(-2 x-4 x^2+e^2 \left(-x^2-2 x^3\right)+8 \log \left(\frac{2+e^2 x}{x}\right)+\left(4+2 e^2 x\right) \log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{16+24 x+12 x^2+2 x^3+e^2 \left(8 x+12 x^2+6 x^3+x^4\right)+e^{\frac{3 \left(x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{x}} \left(2 x^3+e^2 x^4\right)+e^{\frac{2 \left(x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)\right)}{x}} \left(12 x^2+6 x^3+e^2 \left(6 x^3+3 x^4\right)\right)+e^{\frac{x^2+\log ^2\left(\frac{2+e^2 x}{x}\right)}{x}} \left(24 x+24 x^2+6 x^3+e^2 \left(12 x^2+12 x^3+3 x^4\right)\right)} \, dx","\frac{x}{\left(x+x e^{x+\frac{\log ^2\left(\frac{e^2 x+2}{x}\right)}{x}}+2\right)^2}",1,"(8*Defer[Int][(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^(-3), x])/E^4 - (8*(1 + E^2)*Defer[Int][(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^(-3), x])/E^4 + (4*(2 + E^2)*Defer[Int][(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^(-3), x])/E^2 + 4*(1 + E^(-2))*Defer[Int][x/(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3, x] - (4*Defer[Int][x/(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3, x])/E^2 + 2*Defer[Int][x^2/(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3, x] + 8*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] - (16*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x])/E^4 + (16*(1 + E^2)*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x])/E^4 - (8*(2 + E^2)*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x])/E^2 + (4*Defer[Int][(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^(-2), x])/E^2 - ((4 + E^2)*Defer[Int][(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^(-2), x])/E^2 - 2*Defer[Int][x/(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2, x] - 2*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x] - (8*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x])/E^2 + (2*(4 + E^2)*Defer[Int][1/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x])/E^2 - 8*Defer[Int][Log[E^2 + 2/x]/(x*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] - 8*Defer[Int][Log[E^2 + 2/x]/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] + 8*E^2*Defer[Int][Log[E^2 + 2/x]/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] + 4*Defer[Int][Log[E^2 + 2/x]/(x*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x] - 4*E^2*Defer[Int][Log[E^2 + 2/x]/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x] - 2*Defer[Int][Log[E^2 + 2/x]^2/(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3, x] - 4*Defer[Int][Log[E^2 + 2/x]^2/(x*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] + 4*Defer[Int][Log[E^2 + 2/x]^2/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] + 4*E^2*Defer[Int][Log[E^2 + 2/x]^2/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] - 4*(1 + E^2)*Defer[Int][Log[E^2 + 2/x]^2/((2 + E^2*x)*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^3), x] + 2*Defer[Int][Log[E^2 + 2/x]^2/(x*(2 + x + E^(x + Log[E^2 + 2/x]^2/x)*x)^2), x]","F",0,0,0,0,-1,"{}"
9891,1,29,0,0.3447202,"\int \frac{-5+10 x-15 x^2+e^{2+x+e^4 x^2} \left(-5-5 x-10 e^4 x^2\right)}{1+2 x-x^2+e^{4+2 x+2 e^4 x^2} x^2+3 x^4-2 x^5+x^6+e^{2+x+e^4 x^2} \left(2 x+2 x^2-2 x^3+2 x^4\right)} \, dx","Int[(-5 + 10*x - 15*x^2 + E^(2 + x + E^4*x^2)*(-5 - 5*x - 10*E^4*x^2))/(1 + 2*x - x^2 + E^(4 + 2*x + 2*E^4*x^2)*x^2 + 3*x^4 - 2*x^5 + x^6 + E^(2 + x + E^4*x^2)*(2*x + 2*x^2 - 2*x^3 + 2*x^4)),x]","\frac{5}{x^3-x^2+e^{e^4 x^2+x+2} x+x+1}","\frac{5}{\left(\frac{e^{e^4 x^2+x+2}-x+1}{x}+x\right) x^2+1}",1,"5/(1 + x + E^(2 + x + E^4*x^2)*x - x^2 + x^3)","A",3,3,113,0.02655,1,"{6688, 12, 6686}"
9892,1,9,0,0.00129,"\int \frac{e^2}{3 x} \, dx","Int[E^2/(3*x),x]","\frac{1}{3} e^2 \log (x)","\frac{1}{3} e^2 \log (x)-14",1,"(E^2*Log[x])/3","A",2,2,10,0.2000,1,"{12, 29}"
9893,1,39,0,0.1202003,"\int \frac{e^{4 x^2+8 x \log (4)+4 \log ^2(4)} \left(-1+8 x^2+8 x \log (4)\right)}{2 x^2} \, dx","Int[(E^(4*x^2 + 8*x*Log[4] + 4*Log[4]^2)*(-1 + 8*x^2 + 8*x*Log[4]))/(2*x^2),x]","\frac{2^{16 x-1} e^{4 x^2+4 \log ^2(4)} \left(x^2+x \log (4)\right)}{x^2 (x+\log (4))}","\frac{1}{2} \left(\frac{e^{4 (x+\log (4))^2}}{x}+9\right)",1,"(2^(-1 + 16*x)*E^(4*x^2 + 4*Log[4]^2)*(x^2 + x*Log[4]))/(x^2*(x + Log[4]))","A",2,2,38,0.05263,1,"{12, 2288}"
9894,1,14,0,0.1002792,"\int e^{e^{-x} \left(24+2 e^{256}\right)-x} \left(-24-2 e^{256}\right) \, dx","Int[E^((24 + 2*E^256)/E^x - x)*(-24 - 2*E^256),x]","e^{2 \left(12+e^{256}\right) e^{-x}}","e^{2 \left(12+e^{256}\right) e^{-x}}",1,"E^((2*(12 + E^256))/E^x)","A",3,3,27,0.1111,1,"{12, 2282, 2194}"
9895,1,30,0,0.0239659,"\int \frac{2 x+e^5 \left(-1-12 x-3 x^2\right)+e^5 \log \left(\frac{2-e}{x}\right)}{e^5} \, dx","Int[(2*x + E^5*(-1 - 12*x - 3*x^2) + E^5*Log[(2 - E)/x])/E^5,x]","-x^3+\frac{x^2}{e^5}-6 x^2+x \log \left(\frac{2-e}{x}\right)","x \left(\log \left(\frac{2-e}{x}\right)-x \left(x-\frac{1}{e^5}+6\right)\right)",1,"-6*x^2 + x^2/E^5 - x^3 + x*Log[(2 - E)/x]","A",4,2,36,0.05556,1,"{12, 2295}"
9896,0,0,0,2.3662577,"\int \frac{-36 x+42 x^2-12 x^3+e^2 \left(-18+24 x-6 x^2\right)+\left(-72 x+90 x^2-24 x^3\right) \log (x)}{e^4 \left(9 x^2-12 x^3+4 x^4\right)+e^2 \left(36 x^3-48 x^4+16 x^5\right) \log (x)+\left(36 x^4-48 x^5+16 x^6\right) \log ^2(x)} \, dx","Int[(-36*x + 42*x^2 - 12*x^3 + E^2*(-18 + 24*x - 6*x^2) + (-72*x + 90*x^2 - 24*x^3)*Log[x])/(E^4*(9*x^2 - 12*x^3 + 4*x^4) + E^2*(36*x^3 - 48*x^4 + 16*x^5)*Log[x] + (36*x^4 - 48*x^5 + 16*x^6)*Log[x]^2),x]","\int \frac{-36 x+42 x^2-12 x^3+e^2 \left(-18+24 x-6 x^2\right)+\left(-72 x+90 x^2-24 x^3\right) \log (x)}{e^4 \left(9 x^2-12 x^3+4 x^4\right)+e^2 \left(36 x^3-48 x^4+16 x^5\right) \log (x)+\left(36 x^4-48 x^5+16 x^6\right) \log ^2(x)} \, dx","\frac{\frac{3-x}{3 x-2 x^2}+\frac{1}{x}}{2 x \log (x)+e^2}",1,"2*E^2*Defer[Int][1/(x^2*(E^2 + 2*x*Log[x])^2), x] - ((12 - E^2)*Defer[Int][1/(x*(E^2 + 2*x*Log[x])^2), x])/3 + (2*(3 - E^2)*Defer[Int][1/((-3 + 2*x)*(E^2 + 2*x*Log[x])^2), x])/3 - 4*Defer[Int][1/(x^2*(E^2 + 2*x*Log[x])), x] - Defer[Int][1/(x*(E^2 + 2*x*Log[x])), x]/3 + 2*Defer[Int][1/((-3 + 2*x)^2*(E^2 + 2*x*Log[x])), x] + (2*Defer[Int][1/((-3 + 2*x)*(E^2 + 2*x*Log[x])), x])/3","F",0,0,0,0,-1,"{}"
9897,0,0,0,1.3067218,"\int \frac{1}{5} e^{\frac{4 e^x+20 x}{5 x}} \left(120 x+60 x^2+e^{2 x} \left(-12+8 x+4 x^2\right)+e^x \left(-48+62 x+46 x^2+5 x^3\right)\right) \, dx","Int[(E^((4*E^x + 20*x)/(5*x))*(120*x + 60*x^2 + E^(2*x)*(-12 + 8*x + 4*x^2) + E^x*(-48 + 62*x + 46*x^2 + 5*x^3)))/5,x]","\int \frac{1}{5} e^{\frac{4 e^x+20 x}{5 x}} \left(120 x+60 x^2+e^{2 x} \left(-12+8 x+4 x^2\right)+e^x \left(-48+62 x+46 x^2+5 x^3\right)\right) \, dx","e^{\frac{4 e^x}{5 x}+4} \left(e^x+4\right) x^2 (x+3)",1,"(-48*Defer[Int][E^(x + (4*(E^x + 5*x))/(5*x)), x])/5 - (12*Defer[Int][E^(2*x + (4*(E^x + 5*x))/(5*x)), x])/5 + 24*Defer[Int][E^((4*(E^x + 5*x))/(5*x))*x, x] + (62*Defer[Int][E^(x + (4*(E^x + 5*x))/(5*x))*x, x])/5 + (8*Defer[Int][E^(2*x + (4*(E^x + 5*x))/(5*x))*x, x])/5 + 12*Defer[Int][E^((4*(E^x + 5*x))/(5*x))*x^2, x] + (46*Defer[Int][E^(x + (4*(E^x + 5*x))/(5*x))*x^2, x])/5 + (4*Defer[Int][E^(2*x + (4*(E^x + 5*x))/(5*x))*x^2, x])/5 + Defer[Int][E^(x + (4*(E^x + 5*x))/(5*x))*x^3, x]","F",0,0,0,0,-1,"{}"
9898,1,35,0,0.2440778,"\int \frac{1}{3} e^{-\frac{x^2}{3}} \left(-3+e^{\frac{72+6 x \log (\log (4))}{\log (\log (4))}} (54-6 x)+2 x^2\right) \, dx","Int[(-3 + E^((72 + 6*x*Log[Log[4]])/Log[Log[4]])*(54 - 6*x) + 2*x^2)/(3*E^(x^2/3)),x]","3 e^{-\frac{x^2}{3}+6 x+\frac{72}{\log (\log (4))}}-e^{-\frac{x^2}{3}} x","e^{-\frac{x^2}{3}} \left(3 e^{3 \left(2 x+\frac{24}{\log (\log (4))}\right)}-x\right)",1,"3*E^(6*x - x^2/3 + 72/Log[Log[4]]) - x/E^(x^2/3)","A",7,5,42,0.1190,1,"{12, 6742, 2205, 2236, 2212}"
9899,1,21,0,0.0232577,"\int \frac{-1+16 x+8 e^3 x+e^x x-48 x^2}{x} \, dx","Int[(-1 + 16*x + 8*E^3*x + E^x*x - 48*x^2)/x,x]","-24 x^2+8 \left(2+e^3\right) x+e^x-\log (x)","8 x \left(\left(\frac{x+2}{x}-5\right) x+x+e^3\right)+e^x-\log (x)",1,"E^x + 8*(2 + E^3)*x - 24*x^2 - Log[x]","A",6,3,25,0.1200,1,"{6, 14, 2194}"
9900,0,0,0,2.468183,"\int \frac{3+3 x+(3 x+3 \log (x)) \log (x+\log (x)) \log \left(\frac{3}{\log (x+\log (x))}\right)+\left(-x-2 x^2+e^x \left(-x-x^2\right)+\left(-1+e^x (-1-x)-2 x\right) \log (x)\right) \log (x+\log (x)) \log ^2\left(\frac{3}{\log (x+\log (x))}\right)}{(x+\log (x)) \log (x+\log (x)) \log ^2\left(\frac{3}{\log (x+\log (x))}\right)} \, dx","Int[(3 + 3*x + (3*x + 3*Log[x])*Log[x + Log[x]]*Log[3/Log[x + Log[x]]] + (-x - 2*x^2 + E^x*(-x - x^2) + (-1 + E^x*(-1 - x) - 2*x)*Log[x])*Log[x + Log[x]]*Log[3/Log[x + Log[x]]]^2)/((x + Log[x])*Log[x + Log[x]]*Log[3/Log[x + Log[x]]]^2),x]","\int \frac{3+3 x+(3 x+3 \log (x)) \log (x+\log (x)) \log \left(\frac{3}{\log (x+\log (x))}\right)+\left(-x-2 x^2+e^x \left(-x-x^2\right)+\left(-1+e^x (-1-x)-2 x\right) \log (x)\right) \log (x+\log (x)) \log ^2\left(\frac{3}{\log (x+\log (x))}\right)}{(x+\log (x)) \log (x+\log (x)) \log ^2\left(\frac{3}{\log (x+\log (x))}\right)} \, dx","-x+x \left(-x-e^x+\frac{3}{\log \left(\frac{3}{\log (x+\log (x))}\right)}\right)+5",1,"E^x - x - x^2 - E^x*(1 + x) + 3*Defer[Int][1/((x + Log[x])*Log[x + Log[x]]*Log[3/Log[x + Log[x]]]^2), x] + 3*Defer[Int][x/((x + Log[x])*Log[x + Log[x]]*Log[3/Log[x + Log[x]]]^2), x] + 3*Defer[Int][Log[3/Log[x + Log[x]]]^(-1), x]","F",0,0,0,0,-1,"{}"
9901,1,26,0,0.2545958,"\int \frac{e^{\frac{1}{16} (33+16 x)} \left(1+2 x+x^2\right)-2^{1+\frac{4}{1+x}} \log (4)}{1+2 x+x^2} \, dx","Int[(E^((33 + 16*x)/16)*(1 + 2*x + x^2) - 2^(1 + 4/(1 + x))*Log[4])/(1 + 2*x + x^2),x]","e^{x+\frac{33}{16}}+\frac{2^{\frac{4}{x+1}-1} \log (4)}{\log (2)}","4^{\frac{2}{x+1}}+e^{x+\frac{33}{16}}",1,"E^(33/16 + x) + (2^(-1 + 4/(1 + x))*Log[4])/Log[2]","A",6,5,47,0.1064,1,"{27, 6742, 2194, 2230, 2209}"
9902,1,23,0,0.2888116,"\int \frac{-10 x \log (5) \log \left(e^{-x} x\right)+(-1+x) \log ^{\frac{2}{\log (5)}}\left(e^{-x} x\right)}{10 x \log (5) \log \left(e^{-x} x\right)} \, dx","Int[(-10*x*Log[5]*Log[x/E^x] + (-1 + x)*Log[x/E^x]^(2/Log[5]))/(10*x*Log[5]*Log[x/E^x]),x]","-x-\frac{1}{20} \log ^{\frac{2}{\log (5)}}\left(e^{-x} x\right)","-x-\frac{1}{20} \log ^{\frac{2}{\log (5)}}\left(e^{-x} x\right)-e^5+25",1,"-x - Log[x/E^x]^(2/Log[5])/20","A",4,3,54,0.05556,1,"{12, 6688, 6686}"
9903,1,22,0,0.1737387,"\int \frac{90 e^{53}-120 x^2}{9 e^{106}+100 x^2+4 e^2 x^2+80 x^3+16 x^4+e^{53} \left(60 x+12 e x+24 x^2\right)+e \left(40 x^2+16 x^3\right)} \, dx","Int[(90*E^53 - 120*x^2)/(9*E^106 + 100*x^2 + 4*E^2*x^2 + 80*x^3 + 16*x^4 + E^53*(60*x + 12*E*x + 24*x^2) + E*(40*x^2 + 16*x^3)),x]","\frac{30 x}{4 x^2+2 (5+e) x+3 e^{53}}","\frac{15}{2 x+\frac{3 e^{53}}{2 x}+e+5}",1,"(30*x)/(3*E^53 + 2*(5 + E)*x + 4*x^2)","A",5,5,73,0.06849,1,"{6, 1680, 12, 1814, 8}"
9904,1,15,0,0.0106656,"\int \frac{43+12 x-6 x^2}{6-12 x+6 x^2} \, dx","Int[(43 + 12*x - 6*x^2)/(6 - 12*x + 6*x^2),x]","\frac{49}{6 (1-x)}-x","\log \left(2 e^{5-x}\right)-\frac{\frac{4 x}{3}+3 (x+3)+3}{2 x-2}",1,"49/(6*(1 - x)) - x","A",4,3,23,0.1304,1,"{27, 12, 683}"
9905,1,11,0,0.0010624,"\int \frac{1}{4} (-1+8 x) \, dx","Int[(-1 + 8*x)/4,x]","\frac{1}{64} (1-8 x)^2","\frac{1}{4} \left(4 x^2-x\right)+6-\log (5)",1,"(1 - 8*x)^2/64","A",1,1,9,0.1111,1,"{9}"
9906,1,19,0,0.057739,"\int e^{3-e-x} \left(1+e^{-3+e+x} (1-2 x)\right) \, dx","Int[E^(3 - E - x)*(1 + E^(-3 + E + x)*(1 - 2*x)),x]","-x^2+x-e^{-x-e+3}","-x^2+x-e^{-x-e+3}",1,"-E^(3 - E - x) + x - x^2","A",3,2,25,0.08000,1,"{6688, 2194}"
9907,1,21,0,0.0038506,"\int (-160+e (10-4 x)+64 x) \, dx","Int[-160 + E*(10 - 4*x) + 64*x,x]","32 x^2-\frac{1}{2} e (5-2 x)^2-160 x","2 (e-16) (5-x) x",1,"-1/2*(E*(5 - 2*x)^2) - 160*x + 32*x^2","A",1,0,12,0,1,"{}"
9908,1,41,0,0.1772325,"\int \frac{\exp \left(e^{\frac{-5+6 x+(-2+x) \log (2)}{3+\log (2)}}+\frac{-5+6 x+(-2+x) \log (2)}{3+\log (2)}\right) (-6-\log (2))+(3+\log (2)) \log (6)}{(3+\log (2)) \log (6)} \, dx","Int[(E^(E^((-5 + 6*x + (-2 + x)*Log[2])/(3 + Log[2])) + (-5 + 6*x + (-2 + x)*Log[2])/(3 + Log[2]))*(-6 - Log[2]) + (3 + Log[2])*Log[6])/((3 + Log[2])*Log[6]),x]","x-\frac{e^{2^{-\frac{2-x}{3+\log (2)}} e^{-\frac{5-6 x}{3+\log (2)}}}}{\log (6)}","x-\frac{e^{e^{x+\frac{3 x+1}{3+\log (2)}-2}}}{\log (6)}-1",1,"x - E^(1/(2^((2 - x)/(3 + Log[2]))*E^((5 - 6*x)/(3 + Log[2]))))/Log[6]","A",4,3,67,0.04478,1,"{12, 2282, 2194}"
9909,0,0,0,9.523062,"\int \frac{e^{\frac{18+3 e+15 x}{x+3 \log ^2\left(-\frac{8}{-4+x}\right)}} \left(72+e (12-3 x)-18 x+(108+18 e+90 x) \log \left(-\frac{8}{-4+x}\right)+(-180+45 x) \log ^2\left(-\frac{8}{-4+x}\right)\right)}{-4 x^2+x^3+\left(-24 x+6 x^2\right) \log ^2\left(-\frac{8}{-4+x}\right)+(-36+9 x) \log ^4\left(-\frac{8}{-4+x}\right)} \, dx","Int[(E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))*(72 + E*(12 - 3*x) - 18*x + (108 + 18*E + 90*x)*Log[-8/(-4 + x)] + (-180 + 45*x)*Log[-8/(-4 + x)]^2))/(-4*x^2 + x^3 + (-24*x + 6*x^2)*Log[-8/(-4 + x)]^2 + (-36 + 9*x)*Log[-8/(-4 + x)]^4),x]","\int \frac{e^{\frac{18+3 e+15 x}{x+3 \log ^2\left(-\frac{8}{-4+x}\right)}} \left(72+e (12-3 x)-18 x+(108+18 e+90 x) \log \left(-\frac{8}{-4+x}\right)+(-180+45 x) \log ^2\left(-\frac{8}{-4+x}\right)\right)}{-4 x^2+x^3+\left(-24 x+6 x^2\right) \log ^2\left(-\frac{8}{-4+x}\right)+(-36+9 x) \log ^4\left(-\frac{8}{-4+x}\right)} \, dx","e^{\frac{5 x+e+6}{\frac{x}{3}+\log ^2\left(\frac{8}{4-x}\right)}}-3",1,"60*Defer[Int][E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))/(x + 3*Log[-8/(-4 + x)]^2)^2, x] - 3*(26 + E)*Defer[Int][E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))/(x + 3*Log[-8/(-4 + x)]^2)^2, x] - 15*Defer[Int][(E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))*x)/(x + 3*Log[-8/(-4 + x)]^2)^2, x] + 90*Defer[Int][(E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))*Log[-8/(-4 + x)])/(x + 3*Log[-8/(-4 + x)]^2)^2, x] + 18*(26 + E)*Defer[Int][(E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))*Log[-8/(-4 + x)])/((-4 + x)*(x + 3*Log[-8/(-4 + x)]^2)^2), x] + 15*Defer[Int][E^((18 + 3*E + 15*x)/(x + 3*Log[-8/(-4 + x)]^2))/(x + 3*Log[-8/(-4 + x)]^2), x]","F",0,0,0,0,-1,"{}"
9910,1,44,0,0.0556837,"\int \frac{6+\left(-3+20 x^3\right) \log \left(x^2\right)+10 x^3 \log ^2\left(x^2\right)}{45 x^2} \, dx","Int[(6 + (-3 + 20*x^3)*Log[x^2] + 10*x^3*Log[x^2]^2)/(45*x^2),x]","\frac{1}{9} x^2 \log ^2\left(x^2\right)-\frac{2}{9} x^2 \log \left(x^2\right)+\frac{1}{45} \left(10 x^2+\frac{3}{x}\right) \log \left(x^2\right)","\frac{1}{9} x^2 \log ^2\left(x^2\right)+\frac{1}{15} \left(\frac{\log \left(x^2\right)}{x}-1\right)",1,"(-2*x^2*Log[x^2])/9 + ((3/x + 10*x^2)*Log[x^2])/45 + (x^2*Log[x^2]^2)/9","A",7,5,32,0.1562,1,"{12, 14, 2334, 2305, 2304}"
9911,0,0,0,0.9055909,"\int \frac{-e^{2-2 x} x^2+e^{1-x+\frac{1}{4} (4+\log (4))} \left(-5+5 x-2 x^2\right)+e^{\frac{1}{2} (4+\log (4))} \left(-5-x^2\right)}{e^{2-2 x} x^2+e^{\frac{1}{2} (4+\log (4))} x^2+2 e^{1-x+\frac{1}{4} (4+\log (4))} x^2} \, dx","Int[(-(E^(2 - 2*x)*x^2) + E^(1 - x + (4 + Log[4])/4)*(-5 + 5*x - 2*x^2) + E^((4 + Log[4])/2)*(-5 - x^2))/(E^(2 - 2*x)*x^2 + E^((4 + Log[4])/2)*x^2 + 2*E^(1 - x + (4 + Log[4])/4)*x^2),x]","\int \frac{-e^{2-2 x} x^2+e^{1-x+\frac{1}{4} (4+\log (4))} \left(-5+5 x-2 x^2\right)+e^{\frac{1}{2} (4+\log (4))} \left(-5-x^2\right)}{e^{2-2 x} x^2+e^{\frac{1}{2} (4+\log (4))} x^2+2 e^{1-x+\frac{1}{4} (4+\log (4))} x^2} \, dx","\frac{5}{\frac{e^{-x} x}{\sqrt{2}}+x}-x",1,"5/x - x + 5*Defer[Int][1/((1 + Sqrt[2]*E^x)*x^2), x] - 5*Defer[Int][1/((1 + Sqrt[2]*E^x)^2*x), x] + 5*Defer[Int][1/((1 + Sqrt[2]*E^x)*x), x]","F",0,0,0,0,-1,"{}"
9912,0,0,0,0.3662194,"\int \frac{3 x+e^{3+e^4+\frac{2}{x}+2 e^{2/x} x} (-4+2 x)}{4 x} \, dx","Int[(3*x + E^(3 + E^4 + 2/x + 2*E^(2/x)*x)*(-4 + 2*x))/(4*x),x]","\int \frac{3 x+e^{3+e^4+\frac{2}{x}+2 e^{2/x} x} (-4+2 x)}{4 x} \, dx","\frac{1}{4} \left(3 x+e^{2 e^{2/x} x+e^4+3}\right)",1,"(3*x)/4 + Defer[Int][E^(3*(1 + E^4/3) + 2/x + 2*E^(2/x)*x), x]/2 - Defer[Int][E^(3*(1 + E^4/3) + 2/x + 2*E^(2/x)*x)/x, x]","F",0,0,0,0,-1,"{}"
9913,1,26,0,35.643531,"\int -\frac{64 e^{4-16 \log ^2\left(\frac{2+e^4 (-4-2 x)}{3 e^4}\right)} \log \left(\frac{2+e^4 (-4-2 x)}{3 e^4}\right)}{-1+e^4 (2+x)} \, dx","Int[(-64*E^(4 - 16*Log[(2 + E^4*(-4 - 2*x))/(3*E^4)]^2)*Log[(2 + E^4*(-4 - 2*x))/(3*E^4)])/(-1 + E^4*(2 + x)),x]","2 e^{-16 \log ^2\left(\frac{2 \left(1-e^4 (x+2)\right)}{3 e^4}\right)}","2 e^{-16 \log ^2\left(-x+\frac{1}{3} \left(x+\frac{2}{e^4}+2\right)-2\right)}",1,"2/E^(16*Log[(2*(1 - E^4*(2 + x)))/(3*E^4)]^2)","A",3,6,59,0.1017,1,"{12, 2444, 1, 2276, 2205, 6706}"
9914,1,30,0,0.5845493,"\int \frac{2 x-x^2+(8-6 x) \log \left(\frac{1}{4} \left(2 x^2-x^3\right)\right)+(-4+2 x) \log ^2\left(\frac{1}{4} \left(2 x^2-x^3\right)\right)}{-4 x^3+2 x^4} \, dx","Int[(2*x - x^2 + (8 - 6*x)*Log[(2*x^2 - x^3)/4] + (-4 + 2*x)*Log[(2*x^2 - x^3)/4]^2)/(-4*x^3 + 2*x^4),x]","\frac{1}{2 x}-\frac{\log ^2\left(\frac{1}{4} (2-x) x^2\right)}{2 x^2}","\frac{x-\log ^2\left(\frac{1}{4} (2-x) x^2\right)}{2 x^2}",1,"1/(2*x) - Log[((2 - x)*x^2)/4]^2/(2*x^2)","A",46,18,69,0.2609,1,"{1593, 6688, 12, 14, 2514, 2494, 2390, 2301, 2394, 2315, 2495, 44, 30, 36, 31, 29, 2316, 2498}"
9915,0,0,0,23.8449939,"\int \frac{300 e^{10} x+216 x^3+510 x^4+300 x^5+e^5 \left(-510 x^2-600 x^3\right)+\left(-100 e^{10} x-72 x^3-160 x^4-100 x^5+e^5 \left(180 x^2+200 x^3\right)\right) \log \left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)+\left(100 e^{10} x+72 x^3+170 x^4+100 x^5+e^5 \left(-170 x^2-200 x^3\right)\right) \log ^2\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)}{450 e^{10}+324 x^2+765 x^3+450 x^4+e^5 \left(-765 x-900 x^2\right)+\left(300 e^{10}+216 x^2+510 x^3+300 x^4+e^5 \left(-510 x-600 x^2\right)\right) \log ^2\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)+\left(50 e^{10}+36 x^2+85 x^3+50 x^4+e^5 \left(-85 x-100 x^2\right)\right) \log ^4\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)} \, dx","Int[(300*E^10*x + 216*x^3 + 510*x^4 + 300*x^5 + E^5*(-510*x^2 - 600*x^3) + (-100*E^10*x - 72*x^3 - 160*x^4 - 100*x^5 + E^5*(180*x^2 + 200*x^3))*Log[(10*E^5*x - 9*x^2 - 10*x^3)/(5*E^5 - 4*x - 5*x^2)] + (100*E^10*x + 72*x^3 + 170*x^4 + 100*x^5 + E^5*(-170*x^2 - 200*x^3))*Log[(10*E^5*x - 9*x^2 - 10*x^3)/(5*E^5 - 4*x - 5*x^2)]^2)/(450*E^10 + 324*x^2 + 765*x^3 + 450*x^4 + E^5*(-765*x - 900*x^2) + (300*E^10 + 216*x^2 + 510*x^3 + 300*x^4 + E^5*(-510*x - 600*x^2))*Log[(10*E^5*x - 9*x^2 - 10*x^3)/(5*E^5 - 4*x - 5*x^2)]^2 + (50*E^10 + 36*x^2 + 85*x^3 + 50*x^4 + E^5*(-85*x - 100*x^2))*Log[(10*E^5*x - 9*x^2 - 10*x^3)/(5*E^5 - 4*x - 5*x^2)]^4),x]","\int \frac{300 e^{10} x+216 x^3+510 x^4+300 x^5+e^5 \left(-510 x^2-600 x^3\right)+\left(-100 e^{10} x-72 x^3-160 x^4-100 x^5+e^5 \left(180 x^2+200 x^3\right)\right) \log \left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)+\left(100 e^{10} x+72 x^3+170 x^4+100 x^5+e^5 \left(-170 x^2-200 x^3\right)\right) \log ^2\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)}{450 e^{10}+324 x^2+765 x^3+450 x^4+e^5 \left(-765 x-900 x^2\right)+\left(300 e^{10}+216 x^2+510 x^3+300 x^4+e^5 \left(-510 x-600 x^2\right)\right) \log ^2\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)+\left(50 e^{10}+36 x^2+85 x^3+50 x^4+e^5 \left(-85 x-100 x^2\right)\right) \log ^4\left(\frac{10 e^5 x-9 x^2-10 x^3}{5 e^5-4 x-5 x^2}\right)} \, dx","\frac{x^2}{\log ^2\left(\frac{x}{4-5 \left(\frac{e^5}{x}-x\right)}+2 x\right)+3}",1,"Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2, x]/5 + ((81 + 200*E^5)*(1 + 9/Sqrt[81 + 400*E^5])*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-9 - Sqrt[81 + 400*E^5] - 20*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/5 - (360*E^5*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-9 + Sqrt[81 + 400*E^5] - 20*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/Sqrt[81 + 400*E^5] + ((81 + 200*E^5)*(1 - 9/Sqrt[81 + 400*E^5])*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-9 + Sqrt[81 + 400*E^5] - 20*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/5 - (4*(8 + 25*E^5)*(1 + 2/Sqrt[4 + 25*E^5])*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-4 - 2*Sqrt[4 + 25*E^5] - 10*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/5 + (40*E^5*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-4 + 2*Sqrt[4 + 25*E^5] - 10*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/Sqrt[4 + 25*E^5] - (4*(8 + 25*E^5)*(1 - 2/Sqrt[4 + 25*E^5])*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((-4 + 2*Sqrt[4 + 25*E^5] - 10*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/5 - 2*Defer[Int][(x*Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)])/(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2, x] + (40*E^5*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((4 + 2*Sqrt[4 + 25*E^5] + 10*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/Sqrt[4 + 25*E^5] - (360*E^5*Defer[Int][Log[(x*(-10*E^5 + 9*x + 10*x^2))/(-5*E^5 + 4*x + 5*x^2)]/((9 + Sqrt[81 + 400*E^5] + 20*x)*(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2)^2), x])/Sqrt[81 + 400*E^5] + 2*Defer[Int][x/(3 + Log[(x*(-10*E^5 + x*(9 + 10*x)))/(-5*E^5 + x*(4 + 5*x))]^2), x]","F",0,0,0,0,-1,"{}"
9916,1,17,0,0.006146,"\int \left(1+e^{8/3}+e^{\frac{8}{3}+x}\right) \, dx","Int[1 + E^(8/3) + E^(8/3 + x),x]","\left(1+e^{8/3}\right) x+e^{x+\frac{8}{3}}","x+e^{8/3} \left(x+e^x+e-5+\log (4)\right)",1,"E^(8/3 + x) + (1 + E^(8/3))*x","A",2,1,14,0.07143,1,"{2194}"
9917,1,22,0,0.1365705,"\int \frac{-15+\frac{3 e^{1+\frac{e}{5-x}}}{5-x}+33 x-6 x^2}{-5+x} \, dx","Int[(-15 + (3*E^(1 + E/(5 - x)))/(5 - x) + 33*x - 6*x^2)/(-5 + x),x]","-3 x^2+3 x-3 e^{\frac{e}{5-x}}","3 \left(-x^2+x-e^{\frac{e}{5-x}}\right)",1,"-3*E^(E/(5 - x)) + 3*x - 3*x^2","A",4,3,38,0.07895,1,"{6688, 2230, 2209}"
9918,1,18,0,0.0415029,"\int -2 e^{\frac{1}{2} \left(-237-2 x^2+2 \log (2)\right)} x \, dx","Int[-2*E^((-237 - 2*x^2 + 2*Log[2])/2)*x,x]","e^{\frac{1}{2} (2 \log (2)-237)-x^2}","2 e^{-x^2-\frac{237}{2}}",1,"E^(-x^2 + (-237 + 2*Log[2])/2)","A",3,3,20,0.1500,1,"{12, 2225, 2209}"
9919,0,0,0,2.8386365,"\int \frac{1}{6} e^{-x} \left(6 e^x+e^{5 e^{\frac{1}{2} \left(e^{x^2}+x\right)}} \left(2+e^{\frac{1}{2} \left(e^{x^2}+x\right)} \left(-5-15 e^x+e^{x^2} \left(-10 x-30 e^x x\right)\right)\right)\right) \, dx","Int[(6*E^x + E^(5*E^((E^x^2 + x)/2))*(2 + E^((E^x^2 + x)/2)*(-5 - 15*E^x + E^x^2*(-10*x - 30*E^x*x))))/(6*E^x),x]","\int \frac{1}{6} e^{-x} \left(6 e^x+e^{5 e^{\frac{1}{2} \left(e^{x^2}+x\right)}} \left(2+e^{\frac{1}{2} \left(e^{x^2}+x\right)} \left(-5-15 e^x+e^{x^2} \left(-10 x-30 e^x x\right)\right)\right)\right) \, dx","x-\frac{e^{5 e^{\frac{1}{2} \left(e^{x^2}+x\right)}} \left(\frac{e^{-x} x}{3}+x\right)}{x}",1,"x + Defer[Int][E^(5*E^((E^x^2 + x)/2) - x), x]/3 - (5*Defer[Int][E^((10*E^(E^x^2/2 + x/2) + E^x^2 - x + 2*x^2)/2)*x, x])/3 - 5*Defer[Int][E^((10*E^(E^x^2/2 + x/2) + E^x^2 + x + 2*x^2)/2)*x, x] - (5*Defer[Subst][Defer[Int][E^((E^(4*x^2) + 10*E^(E^(4*x^2)/2 + x) - 2*x)/2), x], x, x/2])/3 - 5*Defer[Subst][Defer[Int][E^((E^(4*x^2) + 10*E^(E^(4*x^2)/2 + x) + 2*x)/2), x], x, x/2]","F",0,0,0,0,-1,"{}"
9920,1,553,0,1.4018546,"\int \frac{-45 x^2-3 x^3+\left(30 x+6 x^2\right) \log (2)+e^{2 x} \left(-15-39 x+6 x^2+(42-6 x) \log (2)\right)+e^x \left(-60 x-42 x^2+6 x^3+\left(30+48 x-6 x^2\right) \log (2)\right)}{-3125+3125 x-1250 x^2+250 x^3-25 x^4+x^5} \, dx","Int[(-45*x^2 - 3*x^3 + (30*x + 6*x^2)*Log[2] + E^(2*x)*(-15 - 39*x + 6*x^2 + (42 - 6*x)*Log[2]) + E^x*(-60*x - 42*x^2 + 6*x^3 + (30 + 48*x - 6*x^2)*Log[2]))/(-3125 + 3125*x - 1250*x^2 + 250*x^3 - 25*x^4 + x^5),x]","12 e^{10} \text{Ei}(-2 (5-x))+6 e^5 \text{Ei}(x-5)-\frac{1}{8} e^5 (200-\log (1099511627776)) \text{Ei}(x-5)-\frac{1}{2} e^5 (10+\log (16)) \text{Ei}(x-5)-2 e^{10} (20-\log (16)) \text{Ei}(-2 (5-x))+\frac{3}{2} e^5 (16-\log (4)) \text{Ei}(x-5)+4 e^{10} (7-\log (4)) \text{Ei}(-2 (5-x))+\frac{3 x^4}{20 (5-x)^4}+\frac{6 e^x}{5-x}+\frac{6 e^{2 x}}{5-x}-\frac{3 e^{2 x}}{(5-x)^2}-\frac{e^x (200-\log (1099511627776))}{8 (5-x)}+\frac{e^x (200-\log (1099511627776))}{8 (5-x)^2}-\frac{e^x (200-\log (1099511627776))}{4 (5-x)^3}+\frac{3 e^x (200-\log (1099511627776))}{4 (5-x)^4}+\frac{\log (1024)}{(5-x)^3}-\frac{15 \log (1024)}{4 (5-x)^4}-\frac{e^x (10+\log (16))}{2 (5-x)}+\frac{e^x (10+\log (16))}{2 (5-x)^2}-\frac{e^x (10+\log (16))}{(5-x)^3}-\frac{e^{2 x} (20-\log (16))}{5-x}+\frac{e^{2 x} (20-\log (16))}{2 (5-x)^2}-\frac{e^{2 x} (20-\log (16))}{2 (5-x)^3}+\frac{3 e^{2 x} (20-\log (16))}{4 (5-x)^4}+\frac{3 e^x (16-\log (4))}{2 (5-x)}-\frac{3 e^x (16-\log (4))}{2 (5-x)^2}+\frac{3 (15-\log (4))}{2 (5-x)^2}-\frac{10 (15-\log (4))}{(5-x)^3}+\frac{75 (15-\log (4))}{4 (5-x)^4}+\frac{2 e^{2 x} (7-\log (4))}{5-x}-\frac{e^{2 x} (7-\log (4))}{(5-x)^2}+\frac{e^{2 x} (7-\log (4))}{(5-x)^3}","\frac{3 \left(x+e^x\right)^2 (x-\log (2))}{(5-x)^4}",1,"(-3*E^(2*x))/(5 - x)^2 + (6*E^x)/(5 - x) + (6*E^(2*x))/(5 - x) + (3*x^4)/(20*(5 - x)^4) + 12*E^10*ExpIntegralEi[-2*(5 - x)] + 6*E^5*ExpIntegralEi[-5 + x] + (E^(2*x)*(7 - Log[4]))/(5 - x)^3 - (E^(2*x)*(7 - Log[4]))/(5 - x)^2 + (2*E^(2*x)*(7 - Log[4]))/(5 - x) + 4*E^10*ExpIntegralEi[-2*(5 - x)]*(7 - Log[4]) + (75*(15 - Log[4]))/(4*(5 - x)^4) - (10*(15 - Log[4]))/(5 - x)^3 + (3*(15 - Log[4]))/(2*(5 - x)^2) - (3*E^x*(16 - Log[4]))/(2*(5 - x)^2) + (3*E^x*(16 - Log[4]))/(2*(5 - x)) + (3*E^5*ExpIntegralEi[-5 + x]*(16 - Log[4]))/2 + (3*E^(2*x)*(20 - Log[16]))/(4*(5 - x)^4) - (E^(2*x)*(20 - Log[16]))/(2*(5 - x)^3) + (E^(2*x)*(20 - Log[16]))/(2*(5 - x)^2) - (E^(2*x)*(20 - Log[16]))/(5 - x) - 2*E^10*ExpIntegralEi[-2*(5 - x)]*(20 - Log[16]) - (E^x*(10 + Log[16]))/(5 - x)^3 + (E^x*(10 + Log[16]))/(2*(5 - x)^2) - (E^x*(10 + Log[16]))/(2*(5 - x)) - (E^5*ExpIntegralEi[-5 + x]*(10 + Log[16]))/2 - (15*Log[1024])/(4*(5 - x)^4) + Log[1024]/(5 - x)^3 + (3*E^x*(200 - Log[1099511627776]))/(4*(5 - x)^4) - (E^x*(200 - Log[1099511627776]))/(4*(5 - x)^3) + (E^x*(200 - Log[1099511627776]))/(8*(5 - x)^2) - (E^x*(200 - Log[1099511627776]))/(8*(5 - x)) - (E^5*ExpIntegralEi[-5 + x]*(200 - Log[1099511627776]))/8","C",39,8,104,0.07692,1,"{6688, 12, 6742, 37, 43, 2199, 2177, 2178}"
9921,0,0,0,1.0405331,"\int \frac{-7500+e^{4 x}+4600 x+2600 x^2-19900 x^3+2501 x^4+2500 x^5+50 x^6+625 x^8+e^{2 x} \left(-300+100 x+2 x^2+50 x^4\right)}{2500+e^{4 x}+5000 x+2600 x^2+100 x^3+2501 x^4+2500 x^5+50 x^6+625 x^8+e^{2 x} \left(100+100 x+2 x^2+50 x^4\right)} \, dx","Int[(-7500 + E^(4*x) + 4600*x + 2600*x^2 - 19900*x^3 + 2501*x^4 + 2500*x^5 + 50*x^6 + 625*x^8 + E^(2*x)*(-300 + 100*x + 2*x^2 + 50*x^4))/(2500 + E^(4*x) + 5000*x + 2600*x^2 + 100*x^3 + 2501*x^4 + 2500*x^5 + 50*x^6 + 625*x^8 + E^(2*x)*(100 + 100*x + 2*x^2 + 50*x^4)),x]","\int \frac{-7500+e^{4 x}+4600 x+2600 x^2-19900 x^3+2501 x^4+2500 x^5+50 x^6+625 x^8+e^{2 x} \left(-300+100 x+2 x^2+50 x^4\right)}{2500+e^{4 x}+5000 x+2600 x^2+100 x^3+2501 x^4+2500 x^5+50 x^6+625 x^8+e^{2 x} \left(100+100 x+2 x^2+50 x^4\right)} \, dx","\frac{8}{x^4+\frac{1}{25} \left(x^2+e^{2 x}\right)+2 x+2}+x",1,"x + 10000*Defer[Int][(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^(-2), x] + 19600*Defer[Int][x/(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^2, x] + 400*Defer[Int][x^2/(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^2, x] - 20000*Defer[Int][x^3/(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^2, x] + 10000*Defer[Int][x^4/(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^2, x] - 400*Defer[Int][(50 + E^(2*x) + 50*x + x^2 + 25*x^4)^(-1), x]","F",0,0,0,0,-1,"{}"
9922,0,0,0,31.2888068,"\int \frac{\left(-2 x+x^2+(2-2 x) \log (x)\right) \log (3 x)-x^2 \log (x) \log (3 x) \log (\log (x))+\left(\left(2 x-x^2\right) \log (x)+\left(-2 x+x^2\right) \log (x) \log (3 x)+\left(\left(2 x^2-x^3\right) \log (x)+\left(-2 x^2+x^3\right) \log (x) \log (3 x)\right) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)+\left((2-x) \log (x)+\left(2 x-x^2\right) \log (x) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right) \log \left(\log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)\right)}{\left(\left(-2 x+x^2\right) \log (x) \log ^2(3 x)+\left(-2 x^2+x^3\right) \log (x) \log ^2(3 x) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)} \, dx","Int[((-2*x + x^2 + (2 - 2*x)*Log[x])*Log[3*x] - x^2*Log[x]*Log[3*x]*Log[Log[x]] + ((2*x - x^2)*Log[x] + (-2*x + x^2)*Log[x]*Log[3*x] + ((2*x^2 - x^3)*Log[x] + (-2*x^2 + x^3)*Log[x]*Log[3*x])*Log[Log[x]])*Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]*Log[Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]] + ((2 - x)*Log[x] + (2*x - x^2)*Log[x]*Log[Log[x]])*Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]*Log[Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]]*Log[Log[Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]]])/(((-2*x + x^2)*Log[x]*Log[3*x]^2 + (-2*x^2 + x^3)*Log[x]*Log[3*x]^2*Log[Log[x]])*Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]*Log[Log[(-1 - x*Log[Log[x]])/(-2*x + x^2)]]),x]","\int \frac{\left(-2 x+x^2+(2-2 x) \log (x)\right) \log (3 x)-x^2 \log (x) \log (3 x) \log (\log (x))+\left(\left(2 x-x^2\right) \log (x)+\left(-2 x+x^2\right) \log (x) \log (3 x)+\left(\left(2 x^2-x^3\right) \log (x)+\left(-2 x^2+x^3\right) \log (x) \log (3 x)\right) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)+\left((2-x) \log (x)+\left(2 x-x^2\right) \log (x) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right) \log \left(\log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)\right)}{\left(\left(-2 x+x^2\right) \log (x) \log ^2(3 x)+\left(-2 x^2+x^3\right) \log (x) \log ^2(3 x) \log (\log (x))\right) \log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right) \log \left(\log \left(\frac{-1-x \log (\log (x))}{-2 x+x^2}\right)\right)} \, dx","\frac{x+\log \left(\log \left(\log \left(\frac{\frac{1}{x}+\log (\log (x))}{2-x}\right)\right)\right)}{\log (3 x)}",1,"x/Log[3*x] - Defer[Int][1/((-2 + x)*Log[3*x]*(1 + x*Log[Log[x]])*Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]*Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]), x] - Defer[Int][1/(x*Log[3*x]*(1 + x*Log[Log[x]])*Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]*Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]), x] + Defer[Int][1/(Log[x]*Log[3*x]*(1 + x*Log[Log[x]])*Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]*Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]), x] - Defer[Int][Log[Log[x]]/(Log[3*x]*(1 + x*Log[Log[x]])*Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]*Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]), x] - 2*Defer[Int][Log[Log[x]]/((-2 + x)*Log[3*x]*(1 + x*Log[Log[x]])*Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]*Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]), x] - Defer[Int][Log[Log[Log[-((1 + x*Log[Log[x]])/((-2 + x)*x))]]]/(x*Log[3*x]^2), x]","F",0,0,0,0,-1,"{}"
9923,1,22,0,0.020007,"\int \frac{\left(100+80 x+40 x^2\right) \log (2)-20 x \log (2) \log (5)}{25-20 x^2+4 x^4} \, dx","Int[((100 + 80*x + 40*x^2)*Log[2] - 20*x*Log[2]*Log[5])/(25 - 20*x^2 + 4*x^4),x]","\frac{5 \log (2) (4 x+4-\log (5))}{5-2 x^2}","\frac{5 x \log (2) \left(x-\frac{(x+2)^2-\log (5)}{x}\right)}{2 x^2-5}",1,"(5*Log[2]*(4 + 4*x - Log[5]))/(5 - 2*x^2)","A",3,3,36,0.08333,1,"{28, 1814, 8}"
9924,0,0,0,4.5703202,"\int \frac{\exp \left(2 e^{\frac{8}{-3+3 \log (x)}} x^4+\frac{8}{-3+3 \log (x)}\right) \left(8 x^4-48 x^4 \log (x)+24 x^4 \log ^2(x)+e^{-\frac{8}{-3+3 \log (x)}} \left(3-6 \log (x)+3 \log ^2(x)\right)\right)}{3-6 \log (x)+3 \log ^2(x)} \, dx","Int[(E^(2*E^(8/(-3 + 3*Log[x]))*x^4 + 8/(-3 + 3*Log[x]))*(8*x^4 - 48*x^4*Log[x] + 24*x^4*Log[x]^2 + (3 - 6*Log[x] + 3*Log[x]^2)/E^(8/(-3 + 3*Log[x]))))/(3 - 6*Log[x] + 3*Log[x]^2),x]","\int \frac{\exp \left(2 e^{\frac{8}{-3+3 \log (x)}} x^4+\frac{8}{-3+3 \log (x)}\right) \left(8 x^4-48 x^4 \log (x)+24 x^4 \log ^2(x)+e^{-\frac{8}{-3+3 \log (x)}} \left(3-6 \log (x)+3 \log ^2(x)\right)\right)}{3-6 \log (x)+3 \log ^2(x)} \, dx","x e^{2 x^4 e^{-\frac{8}{3-3 \log (x)}}}",1,"Defer[Int][E^(2*E^(8/(3*(-1 + Log[x])))*x^4), x] + 8*Defer[Int][E^(2*E^(8/(-3 + 3*Log[x]))*x^4 + 8/(-3 + 3*Log[x]))*x^4, x] - (16*Defer[Int][(E^(2*E^(8/(-3 + 3*Log[x]))*x^4 + 8/(-3 + 3*Log[x]))*x^4)/(-1 + Log[x])^2, x])/3","F",0,0,0,0,-1,"{}"
9925,1,14,0,0.1608254,"\int \frac{6+e^3-x-2 \log \left(6+e^3-x\right)}{6 x+e^3 x-x^2+\left(6+e^3-x\right) \log ^2\left(6+e^3-x\right)} \, dx","Int[(6 + E^3 - x - 2*Log[6 + E^3 - x])/(6*x + E^3*x - x^2 + (6 + E^3 - x)*Log[6 + E^3 - x]^2),x]","\log \left(x+\log ^2\left(-x+e^3+6\right)\right)","\log \left(x+\log ^2\left(2 (3-x)+x+e^3\right)\right)",1,"Log[x + Log[6 + E^3 - x]^2]","A",3,3,56,0.05357,1,"{6, 6741, 6684}"
9926,0,0,0,103.1069832,"\int \frac{\exp \left(2 e^{-\frac{e^4}{45+5 e+30 x+5 x^2}}-\frac{e^4}{45+5 e+30 x+5 x^2}\right) \left(e^9 (12+4 x)+e^4 \left(-12 x-4 x^2\right)+e^{\frac{e^4}{45+5 e+30 x+5 x^2}} \left(405+5 e^2+540 x+270 x^2+60 x^3+5 x^4+e \left(90+60 x+10 x^2\right)\right)\right)}{405 x^2+5 e^2 x^2+540 x^3+270 x^4+60 x^5+5 x^6+e \left(90 x^2+60 x^3+10 x^4\right)+e^{10} \left(405+5 e^2+540 x+270 x^2+60 x^3+5 x^4+e \left(90+60 x+10 x^2\right)\right)+e^5 \left(-810 x-10 e^2 x-1080 x^2-540 x^3-120 x^4-10 x^5+e \left(-180 x-120 x^2-20 x^3\right)\right)} \, dx","Int[(E^(2/E^(E^4/(45 + 5*E + 30*x + 5*x^2)) - E^4/(45 + 5*E + 30*x + 5*x^2))*(E^9*(12 + 4*x) + E^4*(-12*x - 4*x^2) + E^(E^4/(45 + 5*E + 30*x + 5*x^2))*(405 + 5*E^2 + 540*x + 270*x^2 + 60*x^3 + 5*x^4 + E*(90 + 60*x + 10*x^2))))/(405*x^2 + 5*E^2*x^2 + 540*x^3 + 270*x^4 + 60*x^5 + 5*x^6 + E*(90*x^2 + 60*x^3 + 10*x^4) + E^10*(405 + 5*E^2 + 540*x + 270*x^2 + 60*x^3 + 5*x^4 + E*(90 + 60*x + 10*x^2)) + E^5*(-810*x - 10*E^2*x - 1080*x^2 - 540*x^3 - 120*x^4 - 10*x^5 + E*(-180*x - 120*x^2 - 20*x^3))),x]","\int \frac{\exp \left(2 e^{-\frac{e^4}{45+5 e+30 x+5 x^2}}-\frac{e^4}{45+5 e+30 x+5 x^2}\right) \left(e^9 (12+4 x)+e^4 \left(-12 x-4 x^2\right)+e^{\frac{e^4}{45+5 e+30 x+5 x^2}} \left(405+5 e^2+540 x+270 x^2+60 x^3+5 x^4+e \left(90+60 x+10 x^2\right)\right)\right)}{405 x^2+5 e^2 x^2+540 x^3+270 x^4+60 x^5+5 x^6+e \left(90 x^2+60 x^3+10 x^4\right)+e^{10} \left(405+5 e^2+540 x+270 x^2+60 x^3+5 x^4+e \left(90+60 x+10 x^2\right)\right)+e^5 \left(-810 x-10 e^2 x-1080 x^2-540 x^3-120 x^4-10 x^5+e \left(-180 x-120 x^2-20 x^3\right)\right)} \, dx","\frac{e^{2 e^{-\frac{e^4}{5 \left((x+3)^2+e\right)}}}}{e^5-x}",1,"(-4*(9 + E)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(3 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (4*(3 - I*Sqrt[E])*(27 + 3*E + 18*E^5 + 2*E^6 + 3*E^10)*Defer[Int][E^(3 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (4*(3 - I*Sqrt[E])*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(8 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) - (4*(27 - 9*E + 18*E^5 - 2*E^6 + 3*E^10)*Defer[Int][E^(8 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (((2*I)/5)*(9 + E)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(5/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x), x])/(9 + E + 6*E^5 + E^10)^2 - (((6*I)/5)*(27 + 3*E + 18*E^5 + 2*E^6 + 3*E^10)*Defer[Int][E^(5/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x), x])/(9 + E + 6*E^5 + E^10)^2 - (((6*I)/5)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(15/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x), x])/(9 + E + 6*E^5 + E^10)^2 + (((2*I)/5)*(27 - 9*E + 18*E^5 - 2*E^6 + 3*E^10)*Defer[Int][E^(15/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(-6 + (2*I)*Sqrt[E] - 2*x), x])/(9 + E + 6*E^5 + E^10)^2 + Defer[Int][E^(2/E^(E^4/(5*(9 + E + 6*x + x^2))))/(E^5 - x)^2, x] + (4*(27 + 3*E + 2*E^6 - 9*E^10 - 2*E^15)*Defer[Int][E^(4 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(E^5 - x), x])/(5*(9 + E + 6*E^5 + E^10)^3) + (4*(27 - E + 18*E^5 + 3*E^10)*Defer[Int][E^(9 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(E^5 - x), x])/(5*(9 + E + 6*E^5 + E^10)^3) + (4*(27 + 3*E + 2*E^6 - 9*E^10 - 2*E^15 - (I*(81 + 9*E + 54*E^5 + 12*E^6 + 3*E^11 - 6*E^15 - E^20))/Sqrt[E])*Defer[Int][E^(4 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 - (2*I)*Sqrt[E] + 2*x), x])/(5*(9 + E + 6*E^5 + E^10)^3) + (4*(27 - E + 18*E^5 + 3*E^10 - ((2*I)*(27 - 3*E + 27*E^5 - E^6 + 9*E^10 + E^15))/Sqrt[E])*Defer[Int][E^(9 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 - (2*I)*Sqrt[E] + 2*x), x])/(5*(9 + E + 6*E^5 + E^10)^3) - (4*(9 + E)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(3 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (4*(3 + I*Sqrt[E])*(27 + 3*E + 18*E^5 + 2*E^6 + 3*E^10)*Defer[Int][E^(3 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (4*(3 + I*Sqrt[E])*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(8 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) - (4*(27 - 9*E + 18*E^5 - 2*E^6 + 3*E^10)*Defer[Int][E^(8 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x)^2, x])/(5*(9 + E + 6*E^5 + E^10)^2) + (((2*I)/5)*(9 + E)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(5/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(9 + E + 6*E^5 + E^10)^2 - (((6*I)/5)*(27 + 3*E + 18*E^5 + 2*E^6 + 3*E^10)*Defer[Int][E^(5/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(9 + E + 6*E^5 + E^10)^2 + (4*(27 + 3*E + 2*E^6 - 9*E^10 - 2*E^15 + (I*(81 + 9*E + 54*E^5 + 12*E^6 + 3*E^11 - 6*E^15 - E^20))/Sqrt[E])*Defer[Int][E^(4 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(5*(9 + E + 6*E^5 + E^10)^3) - (((6*I)/5)*(9 - E + 6*E^5 + E^10)*Defer[Int][E^(15/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(9 + E + 6*E^5 + E^10)^2 + (((2*I)/5)*(27 - 9*E + 18*E^5 - 2*E^6 + 3*E^10)*Defer[Int][E^(15/2 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(9 + E + 6*E^5 + E^10)^2 + (4*(27 - E + 18*E^5 + 3*E^10 + ((2*I)*(27 - 3*E + 27*E^5 - E^6 + 9*E^10 + E^15))/Sqrt[E])*Defer[Int][E^(9 + 2/E^(E^4/(5*(E + (3 + x)^2))) - E^4/(5*(E + (3 + x)^2)))/(6 + (2*I)*Sqrt[E] + 2*x), x])/(5*(9 + E + 6*E^5 + E^10)^3)","F",0,0,0,0,-1,"{}"
9927,1,15,0,0.0179234,"\int \frac{e^{e^x} \left(28 x+14 e^x x^2\right)}{18+e} \, dx","Int[(E^E^x*(28*x + 14*E^x*x^2))/(18 + E),x]","\frac{14 e^{e^x} x^2}{18+e}","\frac{14 e^{e^x} x^2}{18+e}",1,"(14*E^E^x*x^2)/(18 + E)","A",2,2,23,0.08696,1,"{12, 2288}"
9928,1,36,0,0.0795277,"\int \frac{13122 x^4+e \left(-160 x^2-6561 x^3+12800 x^4\right)+2 e \log (x)-2 e \log ^2(x)}{6561 e x^3} \, dx","Int[(13122*x^4 + E*(-160*x^2 - 6561*x^3 + 12800*x^4) + 2*E*Log[x] - 2*E*Log[x]^2)/(6561*E*x^3),x]","\frac{(6561+6400 e) x^2}{6561 e}+\frac{\log ^2(x)}{6561 x^2}-x-\frac{160 \log (x)}{6561}","x \left(\frac{x}{e}-1\right)+\left(\frac{1}{81} \left(x+\frac{\log (x)}{x}\right)-x\right)^2",1,"-x + ((6561 + 6400*E)*x^2)/(6561*E) - (160*Log[x])/6561 + Log[x]^2/(6561*x^2)","A",8,4,46,0.08696,1,"{12, 14, 2304, 2305}"
9929,0,0,0,1.6630798,"\int \frac{-290 x+e^{x^3} \left(-100-600 x+1850 x^2-300 x^3+900 x^4-150 x^5\right)+e^{2 x^3} \left(-120-340 x+2220 x^2-720 x^3+1140 x^4-360 x^5+30 x^6\right)}{4+4 x^2+x^4} \, dx","Int[(-290*x + E^x^3*(-100 - 600*x + 1850*x^2 - 300*x^3 + 900*x^4 - 150*x^5) + E^(2*x^3)*(-120 - 340*x + 2220*x^2 - 720*x^3 + 1140*x^4 - 360*x^5 + 30*x^6))/(4 + 4*x^2 + x^4),x]","\int \frac{-290 x+e^{x^3} \left(-100-600 x+1850 x^2-300 x^3+900 x^4-150 x^5\right)+e^{2 x^3} \left(-120-340 x+2220 x^2-720 x^3+1140 x^4-360 x^5+30 x^6\right)}{4+4 x^2+x^4} \, dx","\frac{5 \left(\left(5-e^{x^3} (x-6)\right)^2+4\right)}{x^2+2}",1,"(25*E^x^3)/(I*Sqrt[2] - x) - (25*E^x^3)/(I*Sqrt[2] + x) + 145/(2 + x^2) + (5*E^(2*x^3)*(6 - x)*(12*x^2 - 2*x^3 + 6*x^4 - x^5))/(x^2*(2 + x^2)^2) - (300*x*Gamma[1/3, -x^3])/(-x^3)^(1/3) + 150*Defer[Int][E^x^3/(I*Sqrt[2] - x), x] - ((25*I)*Defer[Int][E^x^3/(I*Sqrt[2] - x), x])/Sqrt[2] - (25*(12 + (35*I)*Sqrt[2])*Defer[Int][E^x^3/(I*Sqrt[2] - x), x])/2 - 150*Defer[Int][E^x^3/(I*Sqrt[2] + x), x] - ((25*I)*Defer[Int][E^x^3/(I*Sqrt[2] + x), x])/Sqrt[2] + (25*(12 - (35*I)*Sqrt[2])*Defer[Int][E^x^3/(I*Sqrt[2] + x), x])/2 - 600*Defer[Int][(E^x^3*x)/(2 + x^2)^2, x]","F",0,0,0,0,-1,"{}"
9930,1,28,0,0.069212,"\int \frac{-100-40 x-20 \log (5)}{625+1000 x+600 x^2+160 x^3+16 x^4+\left(500+600 x+240 x^2+32 x^3\right) \log (5)+\left(150+120 x+24 x^2\right) \log ^2(5)+(20+8 x) \log ^3(5)+\log ^4(5)+\left(-50-40 x-8 x^2+(-20-8 x) \log (5)-2 \log ^2(5)\right) \log ^2(\log (4))+\log ^4(\log (4))} \, dx","Int[(-100 - 40*x - 20*Log[5])/(625 + 1000*x + 600*x^2 + 160*x^3 + 16*x^4 + (500 + 600*x + 240*x^2 + 32*x^3)*Log[5] + (150 + 120*x + 24*x^2)*Log[5]^2 + (20 + 8*x)*Log[5]^3 + Log[5]^4 + (-50 - 40*x - 8*x^2 + (-20 - 8*x)*Log[5] - 2*Log[5]^2)*Log[Log[4]]^2 + Log[Log[4]]^4),x]","\frac{5}{4 \left(x+\frac{1}{64} (160+32 \log (5))\right)^2-\log ^2(\log (4))}","\frac{5}{(2 x+5+\log (5))^2-\log ^2(\log (4))}",1,"5/(4*(x + (160 + 32*Log[5])/64)^2 - Log[Log[4]]^2)","A",3,3,114,0.02632,1,"{1680, 12, 261}"
9931,1,22,0,0.0385035,"\int \frac{e^{\frac{16}{x^4}} \left(-51200-6400 e^5\right)+2 x^5}{200 x^5+25 e^5 x^5} \, dx","Int[(E^(16/x^4)*(-51200 - 6400*E^5) + 2*x^5)/(200*x^5 + 25*E^5*x^5),x]","4 e^{\frac{16}{x^4}}+\frac{2 x}{25 \left(8+e^5\right)}","4 \left(e^{\frac{16}{x^4}}+\frac{x}{50 \left(8+e^5\right)}\right)",1,"4*E^(16/x^4) + (2*x)/(25*(8 + E^5))","A",5,4,38,0.1053,1,"{6, 12, 14, 2209}"
9932,-1,0,0,180.0251443,"\int \frac{64+128 x+64 x^2+8 x^3+4 x^4+e^{5/4} \left(16+32 x+16 x^2\right)}{256+512 x+256 x^2-32 x^3-32 x^4+x^6+e^{5/2} \left(16+32 x+16 x^2\right)+e^{5/4} \left(128+256 x+128 x^2-8 x^3-8 x^4\right)} \, dx","Int[(64 + 128*x + 64*x^2 + 8*x^3 + 4*x^4 + E^(5/4)*(16 + 32*x + 16*x^2))/(256 + 512*x + 256*x^2 - 32*x^3 - 32*x^4 + x^6 + E^(5/2)*(16 + 32*x + 16*x^2) + E^(5/4)*(128 + 256*x + 128*x^2 - 8*x^3 - 8*x^4)),x]","\text{\$Aborted}","\frac{x}{-\frac{x^2}{\frac{4}{x}+4}+e^{5/4}+4}",1,"$Aborted","F",0,0,0,0,-1,"{}"
9933,0,0,0,7.91297,"\int \frac{e^{-x^2} \left(e^{3+\frac{e^{3-x^2}}{x+x^4}} \left(-1-2 x^2-4 x^3-2 x^5\right)+e^{x+x^2} \left(x^2+2 x^5+x^8\right)\right)}{x^2+2 x^5+x^8} \, dx","Int[(E^(3 + E^(3 - x^2)/(x + x^4))*(-1 - 2*x^2 - 4*x^3 - 2*x^5) + E^(x + x^2)*(x^2 + 2*x^5 + x^8))/(E^x^2*(x^2 + 2*x^5 + x^8)),x]","\int \frac{e^{-x^2} \left(e^{3+\frac{e^{3-x^2}}{x+x^4}} \left(-1-2 x^2-4 x^3-2 x^5\right)+e^{x+x^2} \left(x^2+2 x^5+x^8\right)\right)}{x^2+2 x^5+x^8} \, dx","e^{\frac{e^{3-x^2}}{x^4+x}}+e^x-e^4",1,"E^x + (4*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(1 + I*Sqrt[3] - 2*x)^2, x])/3 - (((4*I)/3)*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(1 + I*Sqrt[3] - 2*x), x])/Sqrt[3] - Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/x^2, x] + Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(1 + x)^2, x]/3 - (2*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(1 + x), x])/3 + (2*(3 + I*Sqrt[3])*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(-1 - I*Sqrt[3] + 2*x), x])/9 + (4*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x)^2, x])/3 - (((4*I)/3)*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x), x])/Sqrt[3] + (2*(3 - I*Sqrt[3])*Defer[Int][E^(3 - x^2 + E^(3 - x^2)/(x + x^4))/(-1 + I*Sqrt[3] + 2*x), x])/9","F",0,0,0,0,-1,"{}"
9934,0,0,0,14.7273612,"\int \frac{e^{\frac{1}{16} \left(80+x^2\right)} \left(-32 x+8 x^2\right) \log (x)+\left(e^{\frac{1}{16} \left(80+x^2\right)} \left(-32+40 x-8 x^2\right) \log (-1+x)+e^{\frac{1}{16} \left(80+x^2\right)} \left(-8 x+12 x^2-5 x^3+x^4\right) \log (-1+x) \log (x)\right) \log (\log (-1+x))}{\left(-5 x+5 x^2\right) \log (-1+x) \log ^2(x)} \, dx","Int[(E^((80 + x^2)/16)*(-32*x + 8*x^2)*Log[x] + (E^((80 + x^2)/16)*(-32 + 40*x - 8*x^2)*Log[-1 + x] + E^((80 + x^2)/16)*(-8*x + 12*x^2 - 5*x^3 + x^4)*Log[-1 + x]*Log[x])*Log[Log[-1 + x]])/((-5*x + 5*x^2)*Log[-1 + x]*Log[x]^2),x]","\int \frac{e^{\frac{1}{16} \left(80+x^2\right)} \left(-32 x+8 x^2\right) \log (x)+\left(e^{\frac{1}{16} \left(80+x^2\right)} \left(-32+40 x-8 x^2\right) \log (-1+x)+e^{\frac{1}{16} \left(80+x^2\right)} \left(-8 x+12 x^2-5 x^3+x^4\right) \log (-1+x) \log (x)\right) \log (\log (-1+x))}{\left(-5 x+5 x^2\right) \log (-1+x) \log ^2(x)} \, dx","\frac{8 e^{\frac{x^2}{16}+5} (x-4) \log (\log (x-1))}{5 \log (x)}",1,"(8*Defer[Int][E^(5 + x^2/16)/(Log[-1 + x]*Log[x]), x])/5 - (24*Defer[Int][E^(5 + x^2/16)/((-1 + x)*Log[-1 + x]*Log[x]), x])/5 - (8*Defer[Int][(E^(5 + x^2/16)*Log[Log[-1 + x]])/Log[x]^2, x])/5 + (32*Defer[Int][(E^(5 + x^2/16)*Log[Log[-1 + x]])/(x*Log[x]^2), x])/5 + (8*Defer[Int][(E^(5 + x^2/16)*Log[Log[-1 + x]])/Log[x], x])/5 - (4*Defer[Int][(E^(5 + x^2/16)*x*Log[Log[-1 + x]])/Log[x], x])/5 + Defer[Int][(E^(5 + x^2/16)*x^2*Log[Log[-1 + x]])/Log[x], x]/5","F",0,0,0,0,-1,"{}"
9935,1,23,0,1.163186,"\int \frac{e^{-x^5} \left(\exp \left(2 e^{\frac{e^{-x^5} \left(1-2 e^{x^5} x\right)}{x}}+\frac{e^{-x^5} \left(1-2 e^{x^5} x\right)}{x}\right) \left(-2-10 x^5\right)+\exp \left(e^{\frac{e^{-x^5} \left(1-2 e^{x^5} x\right)}{x}}+\frac{e^{-x^5} \left(1-2 e^{x^5} x\right)}{x}\right) \left(8+40 x^5\right)\right)}{x^2} \, dx","Int[(E^(2*E^((1 - 2*E^x^5*x)/(E^x^5*x)) + (1 - 2*E^x^5*x)/(E^x^5*x))*(-2 - 10*x^5) + E^(E^((1 - 2*E^x^5*x)/(E^x^5*x)) + (1 - 2*E^x^5*x)/(E^x^5*x))*(8 + 40*x^5))/(E^x^5*x^2),x]","\left(4-e^{e^{\frac{e^{-x^5}}{x}-2}}\right)^2","\left(4-e^{e^{\frac{e^{-x^5}}{x}-2}}\right)^2",1,"(4 - E^E^(-2 + 1/(E^x^5*x)))^2","A",3,3,124,0.02419,1,"{6688, 12, 6686}"
9936,1,25,0,0.4471256,"\int \frac{\left(-5+10 x-x^2-2 x^3\right) \log (x)+\left(5-x^2\right) \log \left(\frac{5-x^2}{x}\right)}{-10 x+2 x^3} \, dx","Int[((-5 + 10*x - x^2 - 2*x^3)*Log[x] + (5 - x^2)*Log[(5 - x^2)/x])/(-10*x + 2*x^3),x]","-\frac{1}{2} \log (x) \log \left(\frac{5-x^2}{x}\right)+x+x (-\log (x))","x+\left(-x-\frac{1}{2} \log \left(\frac{5}{x}-x\right)+1\right) \log (x)-\log (x)-4",1,"x - x*Log[x] - (Log[x]*Log[(5 - x^2)/x])/2","A",15,8,51,0.1569,1,"{1593, 6725, 2357, 2295, 2301, 2337, 2391, 2524}"
9937,1,17,0,0.0449154,"\int \frac{e^{6-x} \left(-12+e^5 (-12-6 x)-6 x\right)}{x^3} \, dx","Int[(E^(6 - x)*(-12 + E^5*(-12 - 6*x) - 6*x))/x^3,x]","\frac{6 \left(1+e^5\right) e^{6-x}}{x^2}","\frac{6 \left(1+e^5\right) e^{6-x}}{x^2}",1,"(6*E^(6 - x)*(1 + E^5))/x^2","A",1,1,25,0.04000,1,"{2197}"
9938,0,0,0,0.8095459,"\int \frac{e^4 x-e^5 x+e^3 \log \left(2 e^{-2 x}\right) \log (x)+\left(-2 e^2 x+e^3 x\right) \log ^2(x)+x \log ^4(x)}{2 e^4 x-4 e^2 x \log ^2(x)+2 x \log ^4(x)} \, dx","Int[(E^4*x - E^5*x + E^3*Log[2/E^(2*x)]*Log[x] + (-2*E^2*x + E^3*x)*Log[x]^2 + x*Log[x]^4)/(2*E^4*x - 4*E^2*x*Log[x]^2 + 2*x*Log[x]^4),x]","\int \frac{e^4 x-e^5 x+e^3 \log \left(2 e^{-2 x}\right) \log (x)+\left(-2 e^2 x+e^3 x\right) \log ^2(x)+x \log ^4(x)}{2 e^4 x-4 e^2 x \log ^2(x)+2 x \log ^4(x)} \, dx","\frac{1}{4} \left(2 x+\frac{e^3 \log \left(2 e^{-2 x}\right)}{e^2-\log ^2(x)}\right)+2",1,"x/2 + (E^(2 + E)*ExpIntegralEi[-E + Log[x]])/4 - (E^(2 - E)*ExpIntegralEi[E + Log[x]])/4 + (E^2*Defer[Int][Log[2/E^(2*x)]/(x*(E - Log[x])^2), x])/8 - (E^2*Defer[Int][Log[2/E^(2*x)]/(x*(E + Log[x])^2), x])/8","F",0,0,0,0,-1,"{}"
9939,0,0,0,1.9410307,"\int \frac{\left(-20 x-20 x^2-5 x^3\right) \log (2 x)+\log ^{\frac{9}{2+x}}(2 x) (216+108 x-108 x \log (2 x) \log (\log (2 x)))}{\left(48 x+48 x^2+12 x^3\right) \log (2 x)} \, dx","Int[((-20*x - 20*x^2 - 5*x^3)*Log[2*x] + Log[2*x]^(9/(2 + x))*(216 + 108*x - 108*x*Log[2*x]*Log[Log[2*x]]))/((48*x + 48*x^2 + 12*x^3)*Log[2*x]),x]","\int \frac{\left(-20 x-20 x^2-5 x^3\right) \log (2 x)+\log ^{\frac{9}{2+x}}(2 x) (216+108 x-108 x \log (2 x) \log (\log (2 x)))}{\left(48 x+48 x^2+12 x^3\right) \log (2 x)} \, dx","\frac{1}{12} (-5 x-4)+\log ^{\frac{9}{x+2}}(2 x)",1,"(-5*x)/12 + (9*Defer[Int][Log[2*x]^((7 - x)/(2 + x))/x, x])/2 - (9*Defer[Int][Log[2*x]^((7 - x)/(2 + x))/(2 + x), x])/2 - 9*Defer[Int][(Log[2*x]^(9/(2 + x))*Log[Log[2*x]])/(2 + x)^2, x]","F",0,0,0,0,-1,"{}"
9940,1,72,0,0.0447166,"\int \left(6-6 x^2+e^{x^3} \left(2+6 x^3\right)-8 x \log (\log (5))-2 \log ^2(\log (5))\right) \, dx","Int[6 - 6*x^2 + E^x^3*(2 + 6*x^3) - 8*x*Log[Log[5]] - 2*Log[Log[5]]^2,x]","-2 x^3-\frac{2 x \Gamma \left(\frac{1}{3},-x^3\right)}{3 \sqrt[3]{-x^3}}-4 x^2 \log (\log (5))-\frac{2 x^4 \Gamma \left(\frac{4}{3},-x^3\right)}{\left(-x^3\right)^{4/3}}+2 x \left(3-\log ^2(\log (5))\right)","2 x \left(e^{x^3}-(x+\log (\log (5)))^2+3\right)+1-\log (3)",1,"-2*x^3 - (2*x*Gamma[1/3, -x^3])/(3*(-x^3)^(1/3)) - (2*x^4*Gamma[4/3, -x^3])/(-x^3)^(4/3) - 4*x^2*Log[Log[5]] + 2*x*(3 - Log[Log[5]]^2)","C",5,3,33,0.09091,1,"{2226, 2208, 2218}"
9941,0,0,0,3.2689067,"\int \frac{3 x^2+x^3+3 x^2 \log (x)+e^{2 e^x} (3+x+3 \log (x))+e^{e^x} \left(6 x+2 x^2+6 x \log (x)\right)+e^{e^x} \left(-3+3 e^x x\right) \log (x) \log \left(\frac{\log (x)}{2}\right)+\left(\left(6 x^2+2 x^3\right) \log (x)+3 x^2 \log ^2(x)+e^{2 e^x} \left((6+2 x) \log (x)+3 \log ^2(x)\right)+e^{e^x} \left(\left(12 x+4 x^2\right) \log (x)+6 x \log ^2(x)\right)\right) \log \left(\frac{\log (x)}{2}\right) \log \left(\log \left(\frac{\log (x)}{2}\right)\right)}{\left(3 e^{2 e^x} \log (x)+6 e^{e^x} x \log (x)+3 x^2 \log (x)\right) \log \left(\frac{\log (x)}{2}\right)} \, dx","Int[(3*x^2 + x^3 + 3*x^2*Log[x] + E^(2*E^x)*(3 + x + 3*Log[x]) + E^E^x*(6*x + 2*x^2 + 6*x*Log[x]) + E^E^x*(-3 + 3*E^x*x)*Log[x]*Log[Log[x]/2] + ((6*x^2 + 2*x^3)*Log[x] + 3*x^2*Log[x]^2 + E^(2*E^x)*((6 + 2*x)*Log[x] + 3*Log[x]^2) + E^E^x*((12*x + 4*x^2)*Log[x] + 6*x*Log[x]^2))*Log[Log[x]/2]*Log[Log[Log[x]/2]])/((3*E^(2*E^x)*Log[x] + 6*E^E^x*x*Log[x] + 3*x^2*Log[x])*Log[Log[x]/2]),x]","\int \frac{3 x^2+x^3+3 x^2 \log (x)+e^{2 e^x} (3+x+3 \log (x))+e^{e^x} \left(6 x+2 x^2+6 x \log (x)\right)+e^{e^x} \left(-3+3 e^x x\right) \log (x) \log \left(\frac{\log (x)}{2}\right)+\left(\left(6 x^2+2 x^3\right) \log (x)+3 x^2 \log ^2(x)+e^{2 e^x} \left((6+2 x) \log (x)+3 \log ^2(x)\right)+e^{e^x} \left(\left(12 x+4 x^2\right) \log (x)+6 x \log ^2(x)\right)\right) \log \left(\frac{\log (x)}{2}\right) \log \left(\log \left(\frac{\log (x)}{2}\right)\right)}{\left(3 e^{2 e^x} \log (x)+6 e^{e^x} x \log (x)+3 x^2 \log (x)\right) \log \left(\frac{\log (x)}{2}\right)} \, dx","x \left(\frac{x}{3}+\log (x)+1\right) \log \left(\log \left(\frac{\log (x)}{2}\right)\right)-\frac{x}{x+e^{e^x}}",1,"-(1 + E^E^x/x)^(-1) + Defer[Int][Log[Log[x]/2]^(-1), x] + Defer[Int][1/(Log[x]*Log[Log[x]/2]), x] + Defer[Int][x/(Log[x]*Log[Log[x]/2]), x]/3 + 2*Defer[Int][Log[Log[Log[x]/2]], x] + (2*Defer[Int][x*Log[Log[Log[x]/2]], x])/3 + Defer[Int][Log[x]*Log[Log[Log[x]/2]], x]","F",0,0,0,0,-1,"{}"
9942,1,45,0,0.2581211,"\int \frac{32-96 x+36 x^2-4 x^3+3 e^{\frac{2}{x}-x} \left(32-48 x+34 x^2-10 x^3+x^4\right)}{16-8 x+x^2} \, dx","Int[(32 - 96*x + 36*x^2 - 4*x^3 + 3*E^(2/x - x)*(32 - 48*x + 34*x^2 - 10*x^3 + x^4))/(16 - 8*x + x^2),x]","-2 x^2-\frac{3 e^{\frac{2}{x}-x} \left(x^2+2\right)}{\frac{2}{x^2}+1}+4 x-\frac{32}{4-x}","x \left(-\left(\left(3 e^{\frac{2}{x}-x}+\frac{2}{4-x}+1\right) x\right)-x+2\right)",1,"-32/(4 - x) + 4*x - 2*x^2 - (3*E^(2/x - x)*(2 + x^2))/(1 + 2/x^2)","A",10,4,57,0.07018,1,"{27, 6742, 43, 2288}"
9943,0,0,0,15.0144701,"\int \frac{\left(\left(-5 x^2+x^3\right) \log (4)+(5-x) \log ^2(4) \log (5-x)+\left(\left(15 x^2-3 x^3\right) \log (4)+x \log ^2(4)+(-5+x) \log ^2(4) \log (5-x)\right) \log (x)\right) \log (\log (2))}{-5 x^6+x^7+\left(10 x^4-2 x^5\right) \log (4) \log (5-x)+\left(-5 x^2+x^3\right) \log ^2(4) \log ^2(5-x)} \, dx","Int[(((-5*x^2 + x^3)*Log[4] + (5 - x)*Log[4]^2*Log[5 - x] + ((15*x^2 - 3*x^3)*Log[4] + x*Log[4]^2 + (-5 + x)*Log[4]^2*Log[5 - x])*Log[x])*Log[Log[2]])/(-5*x^6 + x^7 + (10*x^4 - 2*x^5)*Log[4]*Log[5 - x] + (-5*x^2 + x^3)*Log[4]^2*Log[5 - x]^2),x]","\int \frac{\left(\left(-5 x^2+x^3\right) \log (4)+(5-x) \log ^2(4) \log (5-x)+\left(\left(15 x^2-3 x^3\right) \log (4)+x \log ^2(4)+(-5+x) \log ^2(4) \log (5-x)\right) \log (x)\right) \log (\log (2))}{-5 x^6+x^7+\left(10 x^4-2 x^5\right) \log (4) \log (5-x)+\left(-5 x^2+x^3\right) \log ^2(4) \log ^2(5-x)} \, dx","\log (\log (2)) \left(6-\frac{\log (x)}{x \left(\log (5-x)-\frac{x^2}{\log (4)}\right)}\right)",1,"Log[4]*Log[Log[2]]*Defer[Int][1/(x^2*(x^2 - Log[4]*Log[5 - x])), x] - 3*Log[4]*Log[Log[2]]*Defer[Int][Log[x]/(x^2 - Log[4]*Log[5 - x])^2, x] + (Log[4]^2*Log[Log[2]]*Defer[Int][Log[x]/((-5 + x)*(x^2 - Log[4]*Log[5 - x])^2), x])/5 - (Log[4]^2*Log[Log[2]]*Defer[Int][Log[x]/(x*(x^2 - Log[4]*Log[5 - x])^2), x])/5 + (Log[4]^2*Log[Log[2]]*Defer[Int][(Log[5 - x]*Log[x])/(x^2 - Log[4]*Log[5 - x])^2, x])/25 - (Log[4]^2*Log[Log[2]]*Defer[Int][(Log[5 - x]*Log[x])/(-x^2 + Log[4]*Log[5 - x])^2, x])/25 + Log[4]^2*Log[Log[2]]*Defer[Int][(Log[5 - x]*Log[x])/(x^2*(-x^2 + Log[4]*Log[5 - x])^2), x]","F",0,0,0,0,-1,"{}"
9944,1,18,0,0.0590731,"\int \frac{1}{8} e^{\frac{1}{8} \left(-96+24 e^{5 x}-x\right)} \left(-1+120 e^{5 x}\right) \, dx","Int[(E^((-96 + 24*E^(5*x) - x)/8)*(-1 + 120*E^(5*x)))/8,x]","e^{\frac{1}{8} \left(-x+24 e^{5 x}-96\right)}","e^{-3 \left(4-e^{5 x}\right)-\frac{x}{8}}",1,"E^((-96 + 24*E^(5*x) - x)/8)","A",2,2,31,0.06452,1,"{12, 6706}"
9945,1,16,0,0.0193169,"\int \frac{4+x+2 x^2-2 e^{x^2} x^2}{x} \, dx","Int[(4 + x + 2*x^2 - 2*E^x^2*x^2)/x,x]","x^2-e^{x^2}+x+4 \log (x)","\log \left(e^x x^4\right)+x^2-e^{x^2}+3 e^3-2",1,"-E^x^2 + x + x^2 + 4*Log[x]","A",5,2,22,0.09091,1,"{14, 2209}"
9946,1,60,0,0.0992652,"\int \frac{1}{10} e^{-136-x} (1-2 \log (4)+(1-x) \log (x)) \, dx","Int[(E^(-136 - x)*(1 - 2*Log[4] + (1 - x)*Log[x]))/10,x]","\frac{e^{-x-136}}{10}+\frac{1}{10} e^{-x-136} \log (x)-\frac{1}{10} e^{-x-136} (1-x) \log (x)-\frac{1}{10} e^{-x-136} (1-\log (16))","\frac{1}{5} e^{-x-136} \left(\frac{1}{2} x \log (x)+\log (4)\right)",1,"E^(-136 - x)/10 - (E^(-136 - x)*(1 - Log[16]))/10 + (E^(-136 - x)*Log[x])/10 - (E^(-136 - x)*(1 - x)*Log[x])/10","B",6,5,25,0.2000,1,"{12, 6742, 2194, 2176, 2554}"
9947,1,197,0,1.2730888,"\int \frac{e^{\frac{3 x^2+5 x^3+2 x^4}{(4+8 x) \log \left(x^2\right)}} \left(-6 x^2-22 x^3-24 x^4-8 x^5+\left(6 x^2+21 x^3+28 x^4+12 x^5\right) \log \left(x^2\right)+\left(-8-32 x-32 x^2\right) \log ^2\left(x^2\right)\right)}{\left(4 x^3+16 x^4+16 x^5\right) \log ^2\left(x^2\right)} \, dx","Int[(E^((3*x^2 + 5*x^3 + 2*x^4)/((4 + 8*x)*Log[x^2]))*(-6*x^2 - 22*x^3 - 24*x^4 - 8*x^5 + (6*x^2 + 21*x^3 + 28*x^4 + 12*x^5)*Log[x^2] + (-8 - 32*x - 32*x^2)*Log[x^2]^2))/((4*x^3 + 16*x^4 + 16*x^5)*Log[x^2]^2),x]","\frac{\left(8 x^5+24 x^4+22 x^3+6 x^2-\left(12 x^5+28 x^4+21 x^3+6 x^2\right) \log \left(x^2\right)\right) \exp \left(\frac{2 x^4+5 x^3+3 x^2}{4 (2 x+1) \log \left(x^2\right)}\right)}{x^3 (2 x+1)^2 \left(-\frac{8 x^3+15 x^2+6 x}{(2 x+1) \log \left(x^2\right)}+\frac{2 \left(2 x^4+5 x^3+3 x^2\right)}{x (2 x+1) \log ^2\left(x^2\right)}+\frac{2 \left(2 x^4+5 x^3+3 x^2\right)}{(2 x+1)^2 \log \left(x^2\right)}\right) \log ^2\left(x^2\right)}","\frac{e^{\frac{x \left(x^2+\frac{x}{2 x+1}+2 x\right)}{4 \log \left(x^2\right)}}}{x^2}",1,"(E^((3*x^2 + 5*x^3 + 2*x^4)/(4*(1 + 2*x)*Log[x^2]))*(6*x^2 + 22*x^3 + 24*x^4 + 8*x^5 - (6*x^2 + 21*x^3 + 28*x^4 + 12*x^5)*Log[x^2]))/(x^3*(1 + 2*x)^2*((2*(3*x^2 + 5*x^3 + 2*x^4))/(x*(1 + 2*x)*Log[x^2]^2) - (6*x + 15*x^2 + 8*x^3)/((1 + 2*x)*Log[x^2]) + (2*(3*x^2 + 5*x^3 + 2*x^4))/((1 + 2*x)^2*Log[x^2]))*Log[x^2]^2)","B",4,4,121,0.03306,1,"{1594, 27, 12, 2288}"
9948,1,24,0,0.0522448,"\int \frac{-12+e^x (-3+x)-3 x^4 \log (100)}{x^4 \log (100)} \, dx","Int[(-12 + E^x*(-3 + x) - 3*x^4*Log[100])/(x^4*Log[100]),x]","\frac{e^x}{x^3 \log (100)}+\frac{4}{x^3 \log (100)}-3 x","\frac{e^x+4}{x^3 \log (100)}-3 x-3",1,"-3*x + 4/(x^3*Log[100]) + E^x/(x^3*Log[100])","A",6,3,24,0.1250,1,"{12, 14, 2197}"
9949,1,28,0,0.0113378,"\int \frac{5+4 e^8-e^8 \log (x)}{5 e^8} \, dx","Int[(5 + 4*E^8 - E^8*Log[x])/(5*E^8),x]","\frac{\left(5+4 e^8\right) x}{5 e^8}+\frac{x}{5}-\frac{1}{5} x \log (x)","\frac{x}{e^8}+x+\frac{1}{5} (5-x \log (x))",1,"x/5 + ((5 + 4*E^8)*x)/(5*E^8) - (x*Log[x])/5","A",3,2,21,0.09524,1,"{12, 2295}"
9950,1,29,0,0.0656681,"\int \frac{1}{4} e^{1-e^x+x} x \left(8+4 x-4 e^x x\right) \, dx","Int[(E^(1 - E^x + x)*x*(8 + 4*x - 4*E^x*x))/4,x]","\frac{e^{x-e^x+1} x \left(x-e^x x\right)}{1-e^x}","e^{x-e^x+1} x^2",1,"(E^(1 - E^x + x)*x*(x - E^x*x))/(1 - E^x)","B",2,2,26,0.07692,1,"{12, 2288}"
9951,1,247,0,1.5051686,"\int \frac{\exp \left(-x^2 \log \left(x^2\right)+2 x \log \left(x^2\right) \log \left(4+20 x+25 x^2\right)-\log \left(x^2\right) \log ^2\left(4+20 x+25 x^2\right)\right) \left(-2-5 x-4 x^2-10 x^3+\left(16 x^2-10 x^3\right) \log \left(x^2\right)+\left(8 x+20 x^2+\left(-16 x+10 x^2\right) \log \left(x^2\right)\right) \log \left(4+20 x+25 x^2\right)+(-4-10 x) \log ^2\left(4+20 x+25 x^2\right)\right)}{2 x^2+5 x^3} \, dx","Int[(E^(-(x^2*Log[x^2]) + 2*x*Log[x^2]*Log[4 + 20*x + 25*x^2] - Log[x^2]*Log[4 + 20*x + 25*x^2]^2)*(-2 - 5*x - 4*x^2 - 10*x^3 + (16*x^2 - 10*x^3)*Log[x^2] + (8*x + 20*x^2 + (-16*x + 10*x^2)*Log[x^2])*Log[4 + 20*x + 25*x^2] + (-4 - 10*x)*Log[4 + 20*x + 25*x^2]^2))/(2*x^2 + 5*x^3),x]","\frac{\left(x^2\right)^{-x^2-\log ^2\left(25 x^2+20 x+4\right)+2 x \log \left(25 x^2+20 x+4\right)-1} \left(5 x^3+2 x^2+(5 x+2) \log ^2\left(25 x^2+20 x+4\right)-\left(10 x^2-\left(8 x-5 x^2\right) \log \left(x^2\right)+4 x\right) \log \left(25 x^2+20 x+4\right)-\left(8 x^2-5 x^3\right) \log \left(x^2\right)\right)}{(5 x+2) \left(\frac{\log ^2\left(25 x^2+20 x+4\right)}{x}+\frac{10 (5 x+2) \log \left(x^2\right) \log \left(25 x^2+20 x+4\right)}{25 x^2+20 x+4}-\log \left(x^2\right) \log \left(25 x^2+20 x+4\right)-2 \log \left(25 x^2+20 x+4\right)+x \log \left(x^2\right)-\frac{10 x (5 x+2) \log \left(x^2\right)}{25 x^2+20 x+4}+x\right)}","\frac{\left(x^2\right)^{-\left(\log \left((5 x+2)^2\right)-x\right)^2}}{x}",1,"((x^2)^(-1 - x^2 + 2*x*Log[4 + 20*x + 25*x^2] - Log[4 + 20*x + 25*x^2]^2)*(2*x^2 + 5*x^3 - (8*x^2 - 5*x^3)*Log[x^2] - (4*x + 10*x^2 - (8*x - 5*x^2)*Log[x^2])*Log[4 + 20*x + 25*x^2] + (2 + 5*x)*Log[4 + 20*x + 25*x^2]^2))/((2 + 5*x)*(x + x*Log[x^2] - (10*x*(2 + 5*x)*Log[x^2])/(4 + 20*x + 25*x^2) - 2*Log[4 + 20*x + 25*x^2] - Log[x^2]*Log[4 + 20*x + 25*x^2] + (10*(2 + 5*x)*Log[x^2]*Log[4 + 20*x + 25*x^2])/(4 + 20*x + 25*x^2) + Log[4 + 20*x + 25*x^2]^2/x))","B",2,2,148,0.01351,1,"{1593, 2288}"
9952,1,22,0,0.0350765,"\int \frac{11 x+10 x^2+(10+10 x) \log (-3 x)}{x} \, dx","Int[(11*x + 10*x^2 + (10 + 10*x)*Log[-3*x])/x,x]","5 x^2+x+5 \log ^2(-3 x)+10 x \log (-3 x)","x+5 (x+\log (-3 x))^2-4",1,"x + 5*x^2 + 10*x*Log[-3*x] + 5*Log[-3*x]^2","A",5,4,23,0.1739,1,"{14, 2346, 2301, 2295}"
9953,0,0,0,25.0028764,"\int \frac{\exp \left(-\frac{x^2+\left(16 x+4 x^2\right) \log ^2(x)+\left(64+36 x+4 x^2\right) \log ^4(x)}{4 \log ^4(x)}\right) \left(e^5 \left(-2 x^2+2 x^3\right) \log \left(x-x^2\right)+e^5 \left(x^2-x^3\right) \log (x) \log \left(x-x^2\right)+e^5 \left(-16 x+12 x^2+4 x^3\right) \log ^2(x) \log \left(x-x^2\right)+e^5 \left(8 x-4 x^2-4 x^3\right) \log ^3(x) \log \left(x-x^2\right)+\log ^5(x) \left(e^5 (-2+4 x)+e^5 \left(18 x-14 x^2-4 x^3\right) \log \left(x-x^2\right)\right)\right)}{\left(-2 x+2 x^2\right) \log ^5(x)} \, dx","Int[(E^5*(-2*x^2 + 2*x^3)*Log[x - x^2] + E^5*(x^2 - x^3)*Log[x]*Log[x - x^2] + E^5*(-16*x + 12*x^2 + 4*x^3)*Log[x]^2*Log[x - x^2] + E^5*(8*x - 4*x^2 - 4*x^3)*Log[x]^3*Log[x - x^2] + Log[x]^5*(E^5*(-2 + 4*x) + E^5*(18*x - 14*x^2 - 4*x^3)*Log[x - x^2]))/(E^((x^2 + (16*x + 4*x^2)*Log[x]^2 + (64 + 36*x + 4*x^2)*Log[x]^4)/(4*Log[x]^4))*(-2*x + 2*x^2)*Log[x]^5),x]","\int \frac{\exp \left(-\frac{x^2+\left(16 x+4 x^2\right) \log ^2(x)+\left(64+36 x+4 x^2\right) \log ^4(x)}{4 \log ^4(x)}\right) \left(e^5 \left(-2 x^2+2 x^3\right) \log \left(x-x^2\right)+e^5 \left(x^2-x^3\right) \log (x) \log \left(x-x^2\right)+e^5 \left(-16 x+12 x^2+4 x^3\right) \log ^2(x) \log \left(x-x^2\right)+e^5 \left(8 x-4 x^2-4 x^3\right) \log ^3(x) \log \left(x-x^2\right)+\log ^5(x) \left(e^5 (-2+4 x)+e^5 \left(18 x-14 x^2-4 x^3\right) \log \left(x-x^2\right)\right)\right)}{\left(-2 x+2 x^2\right) \log ^5(x)} \, dx","e^{-x-\left(x+\frac{x}{2 \log ^2(x)}+4\right)^2+5} \log \left(x-x^2\right)",1,"Defer[Int][E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)/(-1 + x), x] + Defer[Int][E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)/x, x] - 9*Defer[Int][E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*Log[(1 - x)*x], x] - 2*Defer[Int][E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*x*Log[(1 - x)*x], x] + Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*x*Log[(1 - x)*x])/Log[x]^5, x] - Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*x*Log[(1 - x)*x])/Log[x]^4, x]/2 + 8*Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*Log[(1 - x)*x])/Log[x]^3, x] + 2*Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*x*Log[(1 - x)*x])/Log[x]^3, x] - 4*Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*Log[(1 - x)*x])/Log[x]^2, x] - 2*Defer[Int][(E^(-11 - 9*x - x^2 - x^2/(4*Log[x]^4) - (x*(4 + x))/Log[x]^2)*x*Log[(1 - x)*x])/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
9954,0,0,0,0.2470198,"\int \frac{-10 x-10 x \log \left(\frac{100}{2401 x^2}\right) \log \left(5 \log \left(\frac{100}{2401 x^2}\right)\right)+30 x \log \left(\frac{100}{2401 x^2}\right) \log ^2\left(5 \log \left(\frac{100}{2401 x^2}\right)\right)}{\log \left(\frac{100}{2401 x^2}\right) \log ^2\left(5 \log \left(\frac{100}{2401 x^2}\right)\right)} \, dx","Int[(-10*x - 10*x*Log[100/(2401*x^2)]*Log[5*Log[100/(2401*x^2)]] + 30*x*Log[100/(2401*x^2)]*Log[5*Log[100/(2401*x^2)]]^2)/(Log[100/(2401*x^2)]*Log[5*Log[100/(2401*x^2)]]^2),x]","\int \frac{-10 x-10 x \log \left(\frac{100}{2401 x^2}\right) \log \left(5 \log \left(\frac{100}{2401 x^2}\right)\right)+30 x \log \left(\frac{100}{2401 x^2}\right) \log ^2\left(5 \log \left(\frac{100}{2401 x^2}\right)\right)}{\log \left(\frac{100}{2401 x^2}\right) \log ^2\left(5 \log \left(\frac{100}{2401 x^2}\right)\right)} \, dx","x^2 \left(15-\frac{5}{\log \left(5 \log \left(\frac{100}{2401 x^2}\right)\right)}\right)-5",1,"15*x^2 - 5*Defer[Subst][Defer[Int][1/(Log[100/(2401*x)]*Log[5*Log[100/(2401*x)]]^2), x], x, x^2] - 5*Defer[Subst][Defer[Int][Log[5*Log[100/(2401*x)]]^(-1), x], x, x^2]","F",0,0,0,0,-1,"{}"
9955,1,26,0,0.0703457,"\int \frac{-108-72 x-48 x^2-24 x^3-4 x^4+e^5 \left(11 x^2+6 x^3+x^4\right)}{9 x^2+6 x^3+x^4} \, dx","Int[(-108 - 72*x - 48*x^2 - 24*x^3 - 4*x^4 + E^5*(11*x^2 + 6*x^3 + x^4))/(9*x^2 + 6*x^3 + x^4),x]","-\left(\left(4-e^5\right) x\right)-\frac{2 e^5}{x+3}+\frac{12}{x}","-e^5 \left(\frac{2}{x+3}-x\right)+\frac{12}{x}-4 (x+\log (3))-3",1,"12/x - (4 - E^5)*x - (2*E^5)/(3 + x)","A",4,3,55,0.05455,1,"{1594, 27, 1620}"
9956,1,28,0,0.2389526,"\int \frac{e^5 (-4-x)-40 x+19 x^2+2 x^3+e^5 \log (2)}{-e^5 x-5 x^2+2 x^3+e^5 \log (2)} \, dx","Int[(E^5*(-4 - x) - 40*x + 19*x^2 + 2*x^3 + E^5*Log[2])/(-(E^5*x) - 5*x^2 + 2*x^3 + E^5*Log[2]),x]","4 \log \left(-2 x^3+5 x^2+e^5 x-e^5 \log (2)\right)+x","x+2 \log \left(\left(-\frac{((2 x-6) x+x) x}{e^5}+x-\log (2)\right)^2\right)",1,"x + 4*Log[E^5*x + 5*x^2 - 2*x^3 - E^5*Log[2]]","A",4,3,55,0.05455,1,"{6741, 6742, 1587}"
9957,0,0,0,0.2209414,"\int \frac{14 e^5+63 x+42 x^2+\left(-63 x-84 x^2\right) \log (x)-6 e^5 x \log ^2(x)}{7 e^5 x \log ^2(x)} \, dx","Int[(14*E^5 + 63*x + 42*x^2 + (-63*x - 84*x^2)*Log[x] - 6*E^5*x*Log[x]^2)/(7*E^5*x*Log[x]^2),x]","\int \frac{14 e^5+63 x+42 x^2+\left(-63 x-84 x^2\right) \log (x)-6 e^5 x \log ^2(x)}{7 e^5 x \log ^2(x)} \, dx","-\frac{6 x}{7}-\frac{\frac{3 x (2 x+3)}{e^5}+2}{\log (x)}",1,"(-6*x)/7 - (12*ExpIntegralEi[2*Log[x]])/E^5 - (9*LogIntegral[x])/E^5 + Defer[Int][(2*E^5 + 9*x + 6*x^2)/(x*Log[x]^2), x]/E^5","F",0,0,0,0,-1,"{}"
9958,0,0,0,6.2277407,"\int \frac{-18 x^2-6 x^3+e^2 \left(-18 x-6 x^2\right)+e^2 \left(-18 x-6 x^2\right) \log (x)-15 x \log ^2(x)+(90+30 x) \log ^2(x) \log (3+x)+e^{e^x} \left(-3 x \log ^2(x)+\left(18+6 x+e^x \left(-9 x-3 x^2\right)\right) \log ^2(x) \log (3+x)\right)}{\left(3 x^3+x^4\right) \log ^2(x)} \, dx","Int[(-18*x^2 - 6*x^3 + E^2*(-18*x - 6*x^2) + E^2*(-18*x - 6*x^2)*Log[x] - 15*x*Log[x]^2 + (90 + 30*x)*Log[x]^2*Log[3 + x] + E^E^x*(-3*x*Log[x]^2 + (18 + 6*x + E^x*(-9*x - 3*x^2))*Log[x]^2*Log[3 + x]))/((3*x^3 + x^4)*Log[x]^2),x]","\int \frac{-18 x^2-6 x^3+e^2 \left(-18 x-6 x^2\right)+e^2 \left(-18 x-6 x^2\right) \log (x)-15 x \log ^2(x)+(90+30 x) \log ^2(x) \log (3+x)+e^{e^x} \left(-3 x \log ^2(x)+\left(18+6 x+e^x \left(-9 x-3 x^2\right)\right) \log ^2(x) \log (3+x)\right)}{\left(3 x^3+x^4\right) \log ^2(x)} \, dx","\frac{3 \left(\frac{2 \left(x+e^2\right)}{\log (x)}-\frac{\left(e^{e^x}+5\right) \log (x+3)}{x}\right)}{x}",1,"6/Log[x] + (6*E^2)/(x*Log[x]) - (15*Log[3 + x])/x^2 + 6*Log[3 + x]*Defer[Int][E^E^x/x^3, x] - Defer[Int][E^E^x/x^2, x] - 3*Log[3 + x]*Defer[Int][E^(E^x + x)/x^2, x] + Defer[Int][E^E^x/x, x]/3 - Defer[Int][E^E^x/(3 + x), x]/3 - 6*Defer[Int][Defer[Int][E^E^x/x^3, x]/(3 + x), x] + 3*Defer[Int][Defer[Int][E^(E^x + x)/x^2, x]/(3 + x), x]","F",0,0,0,0,-1,"{}"
9959,1,19,0,0.3112386,"\int \frac{32 x+160 \log (3)-32 \log ^2(3)}{-x^4-9 x^3 \log (3)-27 x^2 \log ^2(3)-27 x \log ^3(3)+\left(-15 x^3 \log (3)+\left(-90 x^2+3 x^3\right) \log ^2(3)+\left(-135 x+18 x^2\right) \log ^3(3)+27 x \log ^4(3)\right) \log (x)+\left(-75 x^2 \log ^2(3)+\left(-225 x+30 x^2\right) \log ^3(3)+\left(90 x-3 x^2\right) \log ^4(3)-9 x \log ^5(3)\right) \log ^2(x)+\left(-125 x \log ^3(3)+75 x \log ^4(3)-15 x \log ^5(3)+x \log ^6(3)\right) \log ^3(x)} \, dx","Int[(32*x + 160*Log[3] - 32*Log[3]^2)/(-x^4 - 9*x^3*Log[3] - 27*x^2*Log[3]^2 - 27*x*Log[3]^3 + (-15*x^3*Log[3] + (-90*x^2 + 3*x^3)*Log[3]^2 + (-135*x + 18*x^2)*Log[3]^3 + 27*x*Log[3]^4)*Log[x] + (-75*x^2*Log[3]^2 + (-225*x + 30*x^2)*Log[3]^3 + (90*x - 3*x^2)*Log[3]^4 - 9*x*Log[3]^5)*Log[x]^2 + (-125*x*Log[3]^3 + 75*x*Log[3]^4 - 15*x*Log[3]^5 + x*Log[3]^6)*Log[x]^3),x]","\frac{16}{(x+(5-\log (3)) \log (3) \log (x)+\log (27))^2}","\frac{16}{(x+\log (3) ((5-\log (3)) \log (x)+3))^2}",1,"16/(x + Log[27] + (5 - Log[3])*Log[3]*Log[x])^2","A",3,3,177,0.01695,1,"{6688, 12, 6686}"
9960,1,85,0,0.1008833,"\int \frac{35 x+8 e^2 x+7 x^2+26 x^3+\left(-5 x-e^2 x-2 x^2-3 x^3\right) \log (x)+e^3 x (5-17 x+2 x \log (x))}{x} \, dx","Int[(35*x + 8*E^2*x + 7*x^2 + 26*x^3 + (-5*x - E^2*x - 2*x^2 - 3*x^3)*Log[x] + E^3*x*(5 - 17*x + 2*x*Log[x]))/x,x]","9 x^3+x^3 (-\log (x))+\frac{1}{2} \left(1-e^3\right) x^2+\frac{1}{2} \left(7-17 e^3\right) x^2-\left(1-e^3\right) x^2 \log (x)+\left(35+e^2 (8+5 e)\right) x+\left(5+e^2\right) x-\left(5+e^2\right) x \log (x)","\left(-x^2+e^3 x-x-e^2-5\right) (x (\log (x)-9)+5)",1,"(5 + E^2)*x + (35 + E^2*(8 + 5*E))*x + ((7 - 17*E^3)*x^2)/2 + ((1 - E^3)*x^2)/2 + 9*x^3 - (5 + E^2)*x*Log[x] - (1 - E^3)*x^2*Log[x] - x^3*Log[x]","B",8,5,62,0.08065,1,"{6, 14, 2356, 2295, 2304}"
9961,0,0,0,3.9013006,"\int \frac{-4+4 e^3-4 e^{e^x} x^4+e^{e^x} \left(40 x^3+10 e^x x^4\right) \log \left(1-e^3+e^{e^x} x^4\right)}{5-5 e^3+5 e^{e^x} x^4} \, dx","Int[(-4 + 4*E^3 - 4*E^E^x*x^4 + E^E^x*(40*x^3 + 10*E^x*x^4)*Log[1 - E^3 + E^E^x*x^4])/(5 - 5*E^3 + 5*E^E^x*x^4),x]","\int \frac{-4+4 e^3-4 e^{e^x} x^4+e^{e^x} \left(40 x^3+10 e^x x^4\right) \log \left(1-e^3+e^{e^x} x^4\right)}{5-5 e^3+5 e^{e^x} x^4} \, dx","\log ^2\left(e^{e^x} x^4-e^3+1\right)-\frac{4 x}{5}-4",1,"(-4*x)/5 + 8*(1 - E^3)*Log[1 - E^3 + E^E^x*x^4]*Defer[Int][1/(x*(-1 + E^3 - E^E^x*x^4)), x] + 2*Log[1 - E^3 + E^E^x*x^4]*Defer[Int][(E^(E^x + x)*x^4)/(1 - E^3 + E^E^x*x^4), x] + 8*Defer[Int][Log[1 - E^3 + E^E^x*x^4]/x, x] - 8*Defer[Int][(E^E^x*x^3*Defer[Int][(E^(E^x + x)*x^4)/(1 - E^3 + E^E^x*x^4), x])/(1 - E^3 + E^E^x*x^4), x] - 2*Defer[Int][(E^(E^x + x)*x^4*Defer[Int][(E^(E^x + x)*x^4)/(1 - E^3 + E^E^x*x^4), x])/(1 - E^3 + E^E^x*x^4), x] - 32*(1 - E^3)*Defer[Int][(E^E^x*x^3*Defer[Int][-((1 - E^3)*x + E^E^x*x^5)^(-1), x])/(1 - E^3 + E^E^x*x^4), x] - 8*(1 - E^3)*Defer[Int][(E^(E^x + x)*x^4*Defer[Int][-((1 - E^3)*x + E^E^x*x^5)^(-1), x])/(1 - E^3 + E^E^x*x^4), x]","F",0,0,0,0,-1,"{}"
9962,0,0,0,1.3892908,"\int \frac{10 x+2 x^2+2 \sqrt[3]{e} x^2+4 e^{2/3} x^2+\left(-10 x-x^2+\sqrt[3]{e} \left(-20 x-4 x^2\right)\right) \log \left(x^2\right)+\left(25+10 x+x^2\right) \log ^2\left(x^2\right)}{4 e^{2/3} x^2+\sqrt[3]{e} \left(-20 x-4 x^2\right) \log \left(x^2\right)+\left(25+10 x+x^2\right) \log ^2\left(x^2\right)} \, dx","Int[(10*x + 2*x^2 + 2*E^(1/3)*x^2 + 4*E^(2/3)*x^2 + (-10*x - x^2 + E^(1/3)*(-20*x - 4*x^2))*Log[x^2] + (25 + 10*x + x^2)*Log[x^2]^2)/(4*E^(2/3)*x^2 + E^(1/3)*(-20*x - 4*x^2)*Log[x^2] + (25 + 10*x + x^2)*Log[x^2]^2),x]","\int \frac{10 x+2 x^2+2 \sqrt[3]{e} x^2+4 e^{2/3} x^2+\left(-10 x-x^2+\sqrt[3]{e} \left(-20 x-4 x^2\right)\right) \log \left(x^2\right)+\left(25+10 x+x^2\right) \log ^2\left(x^2\right)}{4 e^{2/3} x^2+\sqrt[3]{e} \left(-20 x-4 x^2\right) \log \left(x^2\right)+\left(25+10 x+x^2\right) \log ^2\left(x^2\right)} \, dx","\frac{x}{2 \sqrt[3]{e}-\frac{(x+5) \log \left(x^2\right)}{x}}+x-4",1,"x + 50*E^(1/3)*Defer[Int][(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])^(-2), x] + 10*(1 - E^(1/3))*Defer[Int][x/(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])^2, x] + 2*Defer[Int][x^2/(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])^2, x] - 250*E^(1/3)*Defer[Int][1/((5 + x)*(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])^2), x] + 5*Defer[Int][(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])^(-1), x] + Defer[Int][x/(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2]), x] - 25*Defer[Int][1/((5 + x)*(2*E^(1/3)*x - 5*Log[x^2] - x*Log[x^2])), x]","F",0,0,0,0,-1,"{}"
9963,1,56,0,0.0194085,"\int \frac{-50 x+10 e^3 x+32000 x^4-38400 x^5+16800 x^6-3200 x^7+225 x^8}{e^3} \, dx","Int[(-50*x + 10*E^3*x + 32000*x^4 - 38400*x^5 + 16800*x^6 - 3200*x^7 + 225*x^8)/E^3,x]","\frac{25 x^9}{e^3}-\frac{400 x^8}{e^3}+\frac{2400 x^7}{e^3}-\frac{6400 x^6}{e^3}+\frac{6400 x^5}{e^3}-\frac{5 \left(5-e^3\right) x^2}{e^3}","5 \left(x^2-5 \left(16-\frac{x \left((x-4)^4 x^4-x\right)}{e^3}\right)\right)",1,"(-5*(5 - E^3)*x^2)/E^3 + (6400*x^5)/E^3 - (6400*x^6)/E^3 + (2400*x^7)/E^3 - (400*x^8)/E^3 + (25*x^9)/E^3","A",3,2,39,0.05128,1,"{6, 12}"
9964,1,45,0,0.4994654,"\int \frac{e^{2 x} \left(-16-24 x-12 x^2+4 x^3\right)}{128+128 x+8 x^2-20 x^3-2 x^4+x^5} \, dx","Int[(E^(2*x)*(-16 - 24*x - 12*x^2 + 4*x^3))/(128 + 128*x + 8*x^2 - 20*x^3 - 2*x^4 + x^5),x]","-\frac{2 e^{2 x}}{9 (x+2)}+\frac{2 e^{2 x}}{3 (x+2)^2}-\frac{2 e^{2 x}}{9 (4-x)}","\frac{2 e^{2 x}}{(x-4) \left(x+\frac{4}{x}+4\right)}",1,"(-2*E^(2*x))/(9*(4 - x)) + (2*E^(2*x))/(3*(2 + x)^2) - (2*E^(2*x))/(9*(2 + x))","B",13,5,46,0.1087,1,"{6688, 12, 6742, 2177, 2178}"
9965,1,414,0,0.5301385,"\int \left(36-24 e^5+18 x+\left(72+32 e^{10}+e^5 (-96-80 x)+120 x+36 x^2\right) \log (4)+\left(72 x+32 e^{10} x+72 x^2+16 x^3+e^5 \left(-96 x-48 x^2\right)\right) \log ^2(4)+e^{2 x} \left(2 e^{10}+e^{10} (2+4 x) \log (4)+e^{10} \left(2 x+2 x^2\right) \log ^2(4)\right)+e^x \left(8 e^{10}+e^5 (-18-6 x)+\left(e^{10} (16+16 x)+e^5 \left(-24-44 x-10 x^2\right)\right) \log (4)+\left(e^{10} \left(16 x+8 x^2\right)+e^5 \left(-24 x-24 x^2-4 x^3\right)\right) \log ^2(4)\right)\right) \, dx","Int[36 - 24*E^5 + 18*x + (72 + 32*E^10 + E^5*(-96 - 80*x) + 120*x + 36*x^2)*Log[4] + (72*x + 32*E^10*x + 72*x^2 + 16*x^3 + E^5*(-96*x - 48*x^2))*Log[4]^2 + E^(2*x)*(2*E^10 + E^10*(2 + 4*x)*Log[4] + E^10*(2*x + 2*x^2)*Log[4]^2) + E^x*(8*E^10 + E^5*(-18 - 6*x) + (E^10*(16 + 16*x) + E^5*(-24 - 44*x - 10*x^2))*Log[4] + (E^10*(16*x + 8*x^2) + E^5*(-24*x - 24*x^2 - 4*x^3))*Log[4]^2),x]","4 x^4 \log ^2(4)-4 e^{x+5} x^3 \log ^2(4)-16 e^5 x^3 \log ^2(4)+24 x^3 \log ^2(4)+12 x^3 \log (4)+9 x^2+12 e^{x+5} x^2 \log ^2(4)+e^{2 x+10} x^2 \log ^2(4)+4 \left(9+4 e^{10}\right) x^2 \log ^2(4)-8 \left(3-e^5\right) e^{x+5} x^2 \log ^2(4)-48 e^5 x^2 \log ^2(4)-10 e^{x+5} x^2 \log (4)+60 x^2 \log (4)+12 \left(3-2 e^5\right) x+6 e^{x+5}+8 e^{x+10}+e^{2 x+10}-6 e^{x+5} (x+3)-24 e^{x+5} x \log ^2(4)+16 \left(3-e^5\right) e^{x+5} x \log ^2(4)-8 \left(3-2 e^5\right) e^{x+5} x \log ^2(4)+24 e^{x+5} \log ^2(4)-16 \left(3-e^5\right) e^{x+5} \log ^2(4)+8 \left(3-2 e^5\right) e^{x+5} \log ^2(4)+20 e^{x+5} x \log (4)+8 \left(9+4 e^{10}\right) x \log (4)-4 \left(11-4 e^5\right) e^{x+5} x \log (4)-20 e^{x+5} \log (4)-e^{2 x+10} \log (4)-\frac{8}{5} e^5 (5 x+6)^2 \log (4)+e^{2 x+10} (2 x+1) \log (4)-8 \left(3-2 e^5\right) e^{x+5} \log (4)+4 \left(11-4 e^5\right) e^{x+5} \log (4)","\left(x+\left(2 (x+3)-e^5 \left(e^x+4\right)\right) x \left(\frac{1}{x}+\log (4)\right)\right)^2",1,"6*E^(5 + x) + 8*E^(10 + x) + E^(10 + 2*x) + 12*(3 - 2*E^5)*x + 9*x^2 - 6*E^(5 + x)*(3 + x) - 20*E^(5 + x)*Log[4] - E^(10 + 2*x)*Log[4] + 4*E^(5 + x)*(11 - 4*E^5)*Log[4] - 8*E^(5 + x)*(3 - 2*E^5)*Log[4] + 20*E^(5 + x)*x*Log[4] - 4*E^(5 + x)*(11 - 4*E^5)*x*Log[4] + 8*(9 + 4*E^10)*x*Log[4] + 60*x^2*Log[4] - 10*E^(5 + x)*x^2*Log[4] + 12*x^3*Log[4] + E^(10 + 2*x)*(1 + 2*x)*Log[4] - (8*E^5*(6 + 5*x)^2*Log[4])/5 + 24*E^(5 + x)*Log[4]^2 + 8*E^(5 + x)*(3 - 2*E^5)*Log[4]^2 - 16*E^(5 + x)*(3 - E^5)*Log[4]^2 - 24*E^(5 + x)*x*Log[4]^2 - 8*E^(5 + x)*(3 - 2*E^5)*x*Log[4]^2 + 16*E^(5 + x)*(3 - E^5)*x*Log[4]^2 - 48*E^5*x^2*Log[4]^2 + 12*E^(5 + x)*x^2*Log[4]^2 + E^(10 + 2*x)*x^2*Log[4]^2 - 8*E^(5 + x)*(3 - E^5)*x^2*Log[4]^2 + 4*(9 + 4*E^10)*x^2*Log[4]^2 + 24*x^3*Log[4]^2 - 16*E^5*x^3*Log[4]^2 - 4*E^(5 + x)*x^3*Log[4]^2 + 4*x^4*Log[4]^2","B",41,4,198,0.02020,1,"{6, 2196, 2194, 2176}"
9966,0,0,0,1.0728418,"\int \frac{\left(-4 e^x x+e^{x+x^2} \left(4 x+8 x^2\right)\right) \log ^3\left(e^x-e^{x+x^2}\right)+\left(4 e^x-4 e^{x+x^2}\right) \log ^4\left(e^x-e^{x+x^2}\right)}{-e^x x^5+e^{x+x^2} x^5} \, dx","Int[((-4*E^x*x + E^(x + x^2)*(4*x + 8*x^2))*Log[E^x - E^(x + x^2)]^3 + (4*E^x - 4*E^(x + x^2))*Log[E^x - E^(x + x^2)]^4)/(-(E^x*x^5) + E^(x + x^2)*x^5),x]","\int \frac{\left(-4 e^x x+e^{x+x^2} \left(4 x+8 x^2\right)\right) \log ^3\left(e^x-e^{x+x^2}\right)+\left(4 e^x-4 e^{x+x^2}\right) \log ^4\left(e^x-e^{x+x^2}\right)}{-e^x x^5+e^{x+x^2} x^5} \, dx","\frac{\log ^4\left(e^x-e^{x^2+x}\right)}{x^4}",1,"4*Defer[Int][Log[-(E^x*(-1 + E^x^2))]^3/x^4, x] + 8*Defer[Int][Log[-(E^x*(-1 + E^x^2))]^3/x^3, x] + 8*Defer[Int][Log[-(E^x*(-1 + E^x^2))]^3/((-1 + E^x^2)*x^3), x] - 4*Defer[Int][Log[-(E^x*(-1 + E^x^2))]^4/x^5, x]","F",0,0,0,0,-1,"{}"
9967,0,0,0,3.8739379,"\int \frac{-120+e^{2 x} \left(-100-80 x-16 x^2\right)+e^x \left(220+116 x+8 x^2\right)}{36-60 x+25 x^2+e^x \left(-60+86 x-6 x^2-20 x^3\right)+e^{2 x} \left(25-30 x-11 x^2+12 x^3+4 x^4\right)} \, dx","Int[(-120 + E^(2*x)*(-100 - 80*x - 16*x^2) + E^x*(220 + 116*x + 8*x^2))/(36 - 60*x + 25*x^2 + E^x*(-60 + 86*x - 6*x^2 - 20*x^3) + E^(2*x)*(25 - 30*x - 11*x^2 + 12*x^3 + 4*x^4)),x]","\int \frac{-120+e^{2 x} \left(-100-80 x-16 x^2\right)+e^x \left(220+116 x+8 x^2\right)}{36-60 x+25 x^2+e^x \left(-60+86 x-6 x^2-20 x^3\right)+e^{2 x} \left(25-30 x-11 x^2+12 x^3+4 x^4\right)} \, dx","\frac{4}{\frac{\frac{x}{e^x (2 x+5)-5}-x}{x^2}+1}+16",1,"-4/(1 - x) + 16*Defer[Int][(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^(-2), x] - 4*Defer[Int][1/((-1 + x)^2*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^2), x] - (64*Defer[Int][1/((-1 + x)*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^2), x])/7 + 20*Defer[Int][x/(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^2, x] - (740*Defer[Int][1/((5 + 2*x)*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^2), x])/7 + 4*Defer[Int][(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)^(-1), x] + 8*Defer[Int][1/((-1 + x)^2*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)), x] + (64*Defer[Int][1/((-1 + x)*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)), x])/7 + (40*Defer[Int][1/((5 + 2*x)*(6 - 5*E^x - 5*x + 3*E^x*x + 2*E^x*x^2)), x])/7","F",0,0,0,0,-1,"{}"
9968,1,68,0,0.4640494,"\int \frac{1}{25} \left(10 x+16 x^3+e^{4 x} \left(6 x^5+4 x^6\right)+12 x^2 \log (2)+2 x \log ^2(2)+e^{2 x} \left(-20 x^4-8 x^5+\left(-8 x^3-4 x^4\right) \log (2)\right)\right) \, dx","Int[(10*x + 16*x^3 + E^(4*x)*(6*x^5 + 4*x^6) + 12*x^2*Log[2] + 2*x*Log[2]^2 + E^(2*x)*(-20*x^4 - 8*x^5 + (-8*x^3 - 4*x^4)*Log[2]))/25,x]","\frac{1}{25} e^{4 x} x^6-\frac{4}{25} e^{2 x} x^5+\frac{4 x^4}{25}-\frac{2}{25} e^{2 x} x^4 \log (2)+\frac{4}{25} x^3 \log (2)+\frac{1}{25} x^2 \left(5+\log ^2(2)\right)","\frac{1}{25} x^2 \left(\left(-e^{2 x} x^2+2 x+\log (2)\right)^2+5\right)",1,"(4*x^4)/25 - (4*E^(2*x)*x^5)/25 + (E^(4*x)*x^6)/25 + (4*x^3*Log[2])/25 - (2*E^(2*x)*x^4*Log[2])/25 + (x^2*(5 + Log[2]^2))/25","B",43,6,75,0.08000,1,"{6, 12, 1593, 2196, 2176, 2194}"
9969,1,28,0,0.0531795,"\int \frac{e^x \left(2+6 x-x^2\right)+2 e^x x \log (x)}{2 e^3 x} \, dx","Int[(E^x*(2 + 6*x - x^2) + 2*E^x*x*Log[x])/(2*E^3*x),x]","-\frac{1}{2} e^{x-3} x+\frac{7 e^{x-3}}{2}+e^{x-3} \log (x)","e^{x-3} \left(\frac{7-x}{2}+\log (x)\right)",1,"(7*E^(-3 + x))/2 - (E^(-3 + x)*x)/2 + E^(-3 + x)*Log[x]","A",9,6,33,0.1818,1,"{12, 14, 2194, 2178, 2176, 2554}"
9970,1,80,0,0.1155285,"\int \frac{-4 x^2+4900 x^5-125 x^6+\left(196-8 x+6125 x^4-150 x^5\right) \log (5)}{x^2+2 x \log (5)+\log ^2(5)} \, dx","Int[(-4*x^2 + 4900*x^5 - 125*x^6 + (196 - 8*x + 6125*x^4 - 150*x^5)*Log[5])/(x^2 + 2*x*Log[5] + Log[5]^2),x]","-25 x^5+25 x^4 (49+\log (5))-25 x^3 \log (5) (49+\log (5))+25 x^2 \log ^2(5) (49+\log (5))-x \left(4+25 \log ^3(5) (49+\log (5))\right)-\frac{\log (5) \left(196+25 \log ^5(5)+1225 \log ^4(5)+\log (625)\right)}{x+\log (5)}","\frac{(49-x) x \left(25 x^4+4\right)}{x+\log (5)}+2",1,"-25*x^5 + 25*x^4*(49 + Log[5]) - 25*x^3*Log[5]*(49 + Log[5]) + 25*x^2*Log[5]^2*(49 + Log[5]) - x*(4 + 25*Log[5]^3*(49 + Log[5])) - (Log[5]*(196 + 1225*Log[5]^4 + 25*Log[5]^5 + Log[625]))/(x + Log[5])","B",3,2,50,0.04000,1,"{27, 1850}"
9971,1,21,0,0.0254706,"\int \left(131+44 x+2 e^{\frac{1}{3} \left(1+3 x^2\right)} x+3 x^2\right) \, dx","Int[131 + 44*x + 2*E^((1 + 3*x^2)/3)*x + 3*x^2,x]","x^3+22 x^2+e^{x^2+\frac{1}{3}}+131 x","e^{x^2+\frac{1}{3}}+\left((x+11)^2+9\right) x+x",1,"E^(1/3 + x^2) + 131*x + 22*x^2 + x^3","A",3,2,26,0.07692,1,"{2225, 2209}"
9972,1,74,0,0.8364806,"\int \frac{15-15 x+30 x^2+e^{2 x} \left(-3-3 x-6 x^2+6 x^3\right)}{1+x-2 x^2-2 x^3+x^4+x^5} \, dx","Int[(15 - 15*x + 30*x^2 + E^(2*x)*(-3 - 3*x - 6*x^2 + 6*x^3))/(1 + x - 2*x^2 - 2*x^3 + x^4 + x^5),x]","-\frac{3 e^{2 x}}{4 (x+1)}+\frac{15}{4 (x+1)}+\frac{3 e^{2 x}}{2 (x+1)^2}-\frac{15}{2 (x+1)^2}-\frac{3 e^{2 x}}{4 (1-x)}+\frac{15}{4 (1-x)}","\frac{3 \left(e^{2 x}-5\right)}{x^2-\frac{x^2+x}{x^2}+x}-3",1,"15/(4*(1 - x)) - (3*E^(2*x))/(4*(1 - x)) - 15/(2*(1 + x)^2) + (3*E^(2*x))/(2*(1 + x)^2) + 15/(4*(1 + x)) - (3*E^(2*x))/(4*(1 + x))","B",25,9,53,0.1698,1,"{6741, 6742, 44, 207, 77, 88, 2177, 2178, 2269}"
9973,1,39,0,0.2370682,"\int \frac{8+e^{21 x} \left(-16 x-152 x^2+336 x^3\right)}{1-4 x+4 x^2} \, dx","Int[(8 + E^(21*x)*(-16*x - 152*x^2 + 336*x^3))/(1 - 4*x + 4*x^2),x]","4 e^{21 x} x+2 e^{21 x}-\frac{2 e^{21 x}}{1-2 x}+\frac{4}{1-2 x}","\frac{2 \left(2 e^{21 x} x^2-1\right)}{x-\frac{1}{2}}",1,"2*E^(21*x) + 4/(1 - 2*x) - (2*E^(21*x))/(1 - 2*x) + 4*E^(21*x)*x","A",11,7,35,0.2000,1,"{27, 6742, 2199, 2194, 2176, 2177, 2178}"
9974,1,16,0,0.0141353,"\int \frac{-17-10 x+9 x^2}{9-17 x-5 x^2+3 x^3} \, dx","Int[(-17 - 10*x + 9*x^2)/(9 - 17*x - 5*x^2 + 3*x^3),x]","\log \left(3 x^3-5 x^2-17 x+9\right)","\log \left(2 \left(\left(x^2-\frac{5 (x+4)}{3}+2\right) x-x+3\right)\right)",1,"Log[9 - 17*x - 5*x^2 + 3*x^3]","A",1,1,28,0.03571,1,"{1587}"
9975,1,10,0,0.0029039,"\int e^e \left(2+e^4\right) \, dx","Int[E^E*(2 + E^4),x]","e^e \left(2+e^4\right) x","e^e \left(2+e^4\right) x+4+2 \log \left(\frac{4}{3}\right)",1,"E^E*(2 + E^4)*x","A",1,1,9,0.1111,1,"{8}"
9976,0,0,0,0.4147874,"\int \frac{-24+8 e^6+e^{2 x}+2 x-x^2}{24-8 e^6+e^{2 x}+x^2} \, dx","Int[(-24 + 8*E^6 + E^(2*x) + 2*x - x^2)/(24 - 8*E^6 + E^(2*x) + x^2),x]","\int \frac{-24+8 e^6+e^{2 x}+2 x-x^2}{24-8 e^6+e^{2 x}+x^2} \, dx","\log \left(e^{-x} \left(x^2-8 \left(e^6-3\right)\right)+e^x\right)",1,"x + 2*Defer[Int][x^2/(-E^(2*x) - 24*(1 - E^6/3) - x^2), x] - 16*(3 - E^6)*Defer[Int][(E^(2*x) + 24*(1 - E^6/3) + x^2)^(-1), x] + 2*Defer[Int][x/(E^(2*x) + 24*(1 - E^6/3) + x^2), x]","F",0,0,0,0,-1,"{}"
9977,1,13,0,0.0202368,"\int \frac{6+6 x^3-6 \log (x)}{x^2} \, dx","Int[(6 + 6*x^3 - 6*Log[x])/x^2,x]","3 x^2+\frac{6 \log (x)}{x}","3 \left(x^2+\frac{2 \log (x)}{x}-e+4\right)",1,"3*x^2 + (6*Log[x])/x","A",5,2,15,0.1333,1,"{14, 2304}"
9978,0,0,0,1.0569927,"\int \frac{80+16 x^2+e^{2 x} x^4+e^x \left(40 x+22 x^2+10 x^3\right)}{16 x^2+8 e^x x^3+e^{2 x} x^4} \, dx","Int[(80 + 16*x^2 + E^(2*x)*x^4 + E^x*(40*x + 22*x^2 + 10*x^3))/(16*x^2 + 8*E^x*x^3 + E^(2*x)*x^4),x]","\int \frac{80+16 x^2+e^{2 x} x^4+e^x \left(40 x+22 x^2+10 x^3\right)}{16 x^2+8 e^x x^3+e^{2 x} x^4} \, dx","\frac{-\frac{20}{x}-2}{e^x x+4}+x+1",1,"x - 8*Defer[Int][(4 + E^x*x)^(-2), x] - 80*Defer[Int][1/(x^2*(4 + E^x*x)^2), x] - 88*Defer[Int][1/(x*(4 + E^x*x)^2), x] + 2*Defer[Int][(4 + E^x*x)^(-1), x] + 40*Defer[Int][1/(x^2*(4 + E^x*x)), x] + 22*Defer[Int][1/(x*(4 + E^x*x)), x]","F",0,0,0,0,-1,"{}"
9979,1,23,0,0.0579073,"\int \frac{5+20 x+19 x^2+6 x^3+e \left(-1-4 x-2 x^2\right)}{-5 x-8 x^2-3 x^3+e \left(x+x^2\right)} \, dx","Int[(5 + 20*x + 19*x^2 + 6*x^3 + E*(-1 - 4*x - 2*x^2))/(-5*x - 8*x^2 - 3*x^3 + E*(x + x^2)),x]","-2 x-\log (x)-\log (x+1)+\log (3 x-e+5)","-2 \left(x+e^2+3\right)+\log \left(\frac{5-\frac{2 x+e}{x+1}}{x}\right)+4",1,"-2*x - Log[x] - Log[1 + x] + Log[5 - E + 3*x]","A",2,1,51,0.01961,1,"{2074}"
9980,0,0,0,3.1678568,"\int \frac{-4 x \log (x)+\left(e^2+x\right) \log \left(\frac{3}{e^4+2 e^2 x+x^2}\right)}{\left(e^2 x+x^2\right) \log (x) \log \left(\frac{3}{e^4+2 e^2 x+x^2}\right) \log \left(\frac{1}{5} \log (x) \log ^2\left(\frac{3}{e^4+2 e^2 x+x^2}\right)\right)} \, dx","Int[(-4*x*Log[x] + (E^2 + x)*Log[3/(E^4 + 2*E^2*x + x^2)])/((E^2*x + x^2)*Log[x]*Log[3/(E^4 + 2*E^2*x + x^2)]*Log[(Log[x]*Log[3/(E^4 + 2*E^2*x + x^2)]^2)/5]),x]","\int \frac{-4 x \log (x)+\left(e^2+x\right) \log \left(\frac{3}{e^4+2 e^2 x+x^2}\right)}{\left(e^2 x+x^2\right) \log (x) \log \left(\frac{3}{e^4+2 e^2 x+x^2}\right) \log \left(\frac{1}{5} \log (x) \log ^2\left(\frac{3}{e^4+2 e^2 x+x^2}\right)\right)} \, dx","\log \left(2 \log \left(\frac{1}{5} \log (x) \log ^2\left(\frac{3}{\left(x+e^2\right)^2}\right)\right)\right)+3",1,"Defer[Int][1/(x*Log[x]*Log[(Log[x]*Log[3/(E^2 + x)^2]^2)/5]), x] - 4*Defer[Int][1/((E^2 + x)*Log[3/(E^2 + x)^2]*Log[(Log[x]*Log[3/(E^2 + x)^2]^2)/5]), x]","F",0,0,0,0,-1,"{}"
9981,1,56,0,0.3275283,"\int \frac{-400+24920 x+4996 x^2+250 x^3+\left(80-4992 x-500 x^2\right) \log (4)+(-4+250 x) \log ^2(4)+e^x \left(-10+490 x+274 x^2+25 x^3+\left(1-49 x-25 x^2\right) \log (4)\right)}{100+20 x+x^2+(-20-2 x) \log (4)+\log ^2(4)} \, dx","Int[(-400 + 24920*x + 4996*x^2 + 250*x^3 + (80 - 4992*x - 500*x^2)*Log[4] + (-4 + 250*x)*Log[4]^2 + E^x*(-10 + 490*x + 274*x^2 + 25*x^3 + (1 - 49*x - 25*x^2)*Log[4]))/(100 + 20*x + x^2 + (-20 - 2*x)*Log[4] + Log[4]^2),x]","125 x^2+25 e^x x-4 x-25 e^x+\frac{e^x (251-25 \log (4)) (10-\log (4))}{x+10-\log (4)}-2 e^x (113-25 \log (2))","x \left(\frac{\left(25 x^2-x\right) \left(\frac{e^x}{x+10-\log (4)}+5\right)}{x}+1\right)",1,"-25*E^x - 4*x + 25*E^x*x + 125*x^2 - 2*E^x*(113 - 25*Log[2]) + (E^x*(251 - 25*Log[4])*(10 - Log[4]))/(10 + x - Log[4])","A",10,6,93,0.06452,1,"{6688, 2199, 2176, 2194, 2178, 2177}"
9982,0,0,0,109.1665726,"\int \frac{-31500 x-11520 x^2-900 x^3+\left(10800 x+1800 x^2\right) \log (3)-900 x \log ^2(3)+e^x \left(11250 x-1350 x^3-180 x^4+\left(-4500 x+900 x^2+360 x^3\right) \log (3)+\left(450 x-180 x^2\right) \log ^2(3)\right)+\left(11250 x+4500 x^2+450 x^3+\left(-4500 x-900 x^2\right) \log (3)+450 x \log ^2(3)\right) \log (5)+\left(12600 x+4464 x^2+360 x^3+\left(-4320 x-720 x^2\right) \log (3)+360 x \log ^2(3)+e^x \left(-4500 x-900 x^2+180 x^3+36 x^4+\left(1800 x-72 x^3\right) \log (3)+\left(-180 x+36 x^2\right) \log ^2(3)\right)+\left(-4500 x-1800 x^2-180 x^3+\left(1800 x+360 x^2\right) \log (3)-180 x \log ^2(3)\right) \log (5)\right) \log \left(\frac{196+56 x+4 x^2+(-56-8 x) \log (3)+4 \log ^2(3)+e^{2 x} \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)\right) \log (5)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log ^2(5)+e^x \left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)+\left(50+20 x+2 x^2+(-20-4 x) \log (3)+2 \log ^2(3)\right) \log (5)\right)}{25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)}\right)+\left(-1260 x-432 x^2-36 x^3+\left(432 x+72 x^2\right) \log (3)-36 x \log ^2(3)+e^x \left(450 x+180 x^2+18 x^3+\left(-180 x-36 x^2\right) \log (3)+18 x \log ^2(3)\right)+\left(450 x+180 x^2+18 x^3+\left(-180 x-36 x^2\right) \log (3)+18 x \log ^2(3)\right) \log (5)\right) \log ^2\left(\frac{196+56 x+4 x^2+(-56-8 x) \log (3)+4 \log ^2(3)+e^{2 x} \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)\right) \log (5)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log ^2(5)+e^x \left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)+\left(50+20 x+2 x^2+(-20-4 x) \log (3)+2 \log ^2(3)\right) \log (5)\right)}{25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)}\right)}{-70-24 x-2 x^2+(24+4 x) \log (3)-2 \log ^2(3)+e^x \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log (5)} \, dx","Int[(-31500*x - 11520*x^2 - 900*x^3 + (10800*x + 1800*x^2)*Log[3] - 900*x*Log[3]^2 + E^x*(11250*x - 1350*x^3 - 180*x^4 + (-4500*x + 900*x^2 + 360*x^3)*Log[3] + (450*x - 180*x^2)*Log[3]^2) + (11250*x + 4500*x^2 + 450*x^3 + (-4500*x - 900*x^2)*Log[3] + 450*x*Log[3]^2)*Log[5] + (12600*x + 4464*x^2 + 360*x^3 + (-4320*x - 720*x^2)*Log[3] + 360*x*Log[3]^2 + E^x*(-4500*x - 900*x^2 + 180*x^3 + 36*x^4 + (1800*x - 72*x^3)*Log[3] + (-180*x + 36*x^2)*Log[3]^2) + (-4500*x - 1800*x^2 - 180*x^3 + (1800*x + 360*x^2)*Log[3] - 180*x*Log[3]^2)*Log[5])*Log[(196 + 56*x + 4*x^2 + (-56 - 8*x)*Log[3] + 4*Log[3]^2 + E^(2*x)*(25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2) + (-140 - 48*x - 4*x^2 + (48 + 8*x)*Log[3] - 4*Log[3]^2)*Log[5] + (25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2)*Log[5]^2 + E^x*(-140 - 48*x - 4*x^2 + (48 + 8*x)*Log[3] - 4*Log[3]^2 + (50 + 20*x + 2*x^2 + (-20 - 4*x)*Log[3] + 2*Log[3]^2)*Log[5]))/(25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2)] + (-1260*x - 432*x^2 - 36*x^3 + (432*x + 72*x^2)*Log[3] - 36*x*Log[3]^2 + E^x*(450*x + 180*x^2 + 18*x^3 + (-180*x - 36*x^2)*Log[3] + 18*x*Log[3]^2) + (450*x + 180*x^2 + 18*x^3 + (-180*x - 36*x^2)*Log[3] + 18*x*Log[3]^2)*Log[5])*Log[(196 + 56*x + 4*x^2 + (-56 - 8*x)*Log[3] + 4*Log[3]^2 + E^(2*x)*(25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2) + (-140 - 48*x - 4*x^2 + (48 + 8*x)*Log[3] - 4*Log[3]^2)*Log[5] + (25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2)*Log[5]^2 + E^x*(-140 - 48*x - 4*x^2 + (48 + 8*x)*Log[3] - 4*Log[3]^2 + (50 + 20*x + 2*x^2 + (-20 - 4*x)*Log[3] + 2*Log[3]^2)*Log[5]))/(25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2)]^2)/(-70 - 24*x - 2*x^2 + (24 + 4*x)*Log[3] - 2*Log[3]^2 + E^x*(25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2) + (25 + 10*x + x^2 + (-10 - 2*x)*Log[3] + Log[3]^2)*Log[5]),x]","\int \frac{-31500 x-11520 x^2-900 x^3+\left(10800 x+1800 x^2\right) \log (3)-900 x \log ^2(3)+e^x \left(11250 x-1350 x^3-180 x^4+\left(-4500 x+900 x^2+360 x^3\right) \log (3)+\left(450 x-180 x^2\right) \log ^2(3)\right)+\left(11250 x+4500 x^2+450 x^3+\left(-4500 x-900 x^2\right) \log (3)+450 x \log ^2(3)\right) \log (5)+\left(12600 x+4464 x^2+360 x^3+\left(-4320 x-720 x^2\right) \log (3)+360 x \log ^2(3)+e^x \left(-4500 x-900 x^2+180 x^3+36 x^4+\left(1800 x-72 x^3\right) \log (3)+\left(-180 x+36 x^2\right) \log ^2(3)\right)+\left(-4500 x-1800 x^2-180 x^3+\left(1800 x+360 x^2\right) \log (3)-180 x \log ^2(3)\right) \log (5)\right) \log \left(\frac{196+56 x+4 x^2+(-56-8 x) \log (3)+4 \log ^2(3)+e^{2 x} \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)\right) \log (5)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log ^2(5)+e^x \left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)+\left(50+20 x+2 x^2+(-20-4 x) \log (3)+2 \log ^2(3)\right) \log (5)\right)}{25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)}\right)+\left(-1260 x-432 x^2-36 x^3+\left(432 x+72 x^2\right) \log (3)-36 x \log ^2(3)+e^x \left(450 x+180 x^2+18 x^3+\left(-180 x-36 x^2\right) \log (3)+18 x \log ^2(3)\right)+\left(450 x+180 x^2+18 x^3+\left(-180 x-36 x^2\right) \log (3)+18 x \log ^2(3)\right) \log (5)\right) \log ^2\left(\frac{196+56 x+4 x^2+(-56-8 x) \log (3)+4 \log ^2(3)+e^{2 x} \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)\right) \log (5)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log ^2(5)+e^x \left(-140-48 x-4 x^2+(48+8 x) \log (3)-4 \log ^2(3)+\left(50+20 x+2 x^2+(-20-4 x) \log (3)+2 \log ^2(3)\right) \log (5)\right)}{25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)}\right)}{-70-24 x-2 x^2+(24+4 x) \log (3)-2 \log ^2(3)+e^x \left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right)+\left(25+10 x+x^2+(-10-2 x) \log (3)+\log ^2(3)\right) \log (5)} \, dx","9 x^2 \left(5-\log \left(\left(-e^x-\frac{4}{-x-5+\log (3)}+2-\log (5)\right)^2\right)\right)^2",1,"225*x^2 - 6*x^4 - 90*x^2*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2] + 12*x^3*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2] + 180*(5 - Log[3])^3*(2 - Log[5])*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] + 90*(5 - Log[3])*(148 - 38*Log[3] - Log[3]^2*Log[25] - (5 - Log[9])*Log[87890625])*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] - 180*(5 - Log[3])^2*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] - 12*(5 - Log[3])*(25 - Log[9])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] - 36*(5 - Log[3])^3*(2 - Log[5])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] - 36*(5 - Log[3])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] + 36*(5 - Log[3])^2*(24 + Log[5]*Log[9] - Log[791015625])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x] - 180*(5 - Log[3])^2*(2 - Log[5])*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 90*(148 - 38*Log[3] - Log[3]^2*Log[25] - (5 - Log[9])*Log[87890625])*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 180*(5 - Log[3])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 12*(25 - Log[9])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 36*(5 - Log[3])^2*(2 - Log[5])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 36*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 36*(5 - Log[3])*(24 + Log[5]*Log[9] - Log[791015625])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 180*(5 - Log[3])*(2 - Log[5])*Defer[Int][x^2/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 180*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][x^2/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 12*(202 + Log[3]*(22 - 60*Log[5]) - 6*Log[3]^2*(2 - Log[5]) + Log[729]*Log[3125] - Log[81]*Log[28125] + Log[5]*(125 + (25 - Log[9])*Log[27] - 4*Log[59049]) + Log[9]*Log[2278125] - 25*Log[791015625] + Log[9]*Log[791015625] + 2*Log[84170560980141162872314453125])*Defer[Int][x^2/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 36*(5 - Log[3])*(2 - Log[5])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x^2/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 36*(24 + Log[5]*Log[9] - Log[791015625])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x^2/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 180*(2 - Log[5])*Defer[Int][x^3/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 12*(2 - Log[25]*Log[27] - Log[3125/81] + Log[5]*Log[81])*Defer[Int][x^3/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 36*(2 - Log[5])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][x^3/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 24*(2 - Log[5])*Defer[Int][x^4/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 180*(5 - Log[3])^4*(2 - Log[5])*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 90*(5 - Log[3])^2*(148 - 38*Log[3] - Log[3]^2*Log[25] - (5 - Log[9])*Log[87890625])*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 180*(5 - Log[3])^3*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 12*(5 - Log[3])^2*(25 - Log[9])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 36*(5 - Log[3])^4*(2 - Log[5])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 36*(5 - Log[3])^2*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 36*(5 - Log[3])^3*(24 + Log[5]*Log[9] - Log[791015625])*Log[(14 - E^x*(5 + x - Log[3]) + x*(2 - Log[5]) + Log[3]*Log[5] - Log[28125])^2/(5 + x - Log[3])^2]*Defer[Int][1/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 18*Defer[Int][x*Log[(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^2/(5 + x - Log[3])^2]^2, x] + 72*(5 - Log[3])^3*(2 - Log[5])*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x], x] + 72*(5 - Log[3])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x], x] - 72*(5 - Log[3])^2*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x], x] + 144*(5 - Log[3])*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 144*(5 - Log[3])^2*(7 + (Log[3]*(Log[3]*Log[5] - Log[28125]))/Log[9])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + (144*(5 - Log[3])^3*Log[3]^2*(2 - Log[5])*(28 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/Log[9]^2 + 72*(5 - Log[3])^3*(2 - Log[5])^2*Defer[Int][(x*Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])*(2 - Log[5])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][(x*Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^2*(2 - Log[5])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][(x*Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])^3*(2 - Log[5])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(5 - Log[3])^2*(24 + Log[5]*Log[9] - Log[791015625])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 72*(5 - Log[3])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))^(-1), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(5 - Log[3])^2*(2 - Log[5])*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] - 72*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] + 72*(5 - Log[3])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] - 144*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 144*(5 - Log[3])*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^2*(2 - Log[5])^2*Defer[Int][(x*Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(2 - Log[5])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][(x*Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])*(2 - Log[5])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][(x*Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^2*(2 - Log[5])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 72*(5 - Log[3])*(24 + Log[5]*Log[9] - Log[791015625])*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + (144*(5 - Log[3])^2*Log[3]^2*(2 - Log[5])*(28 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][x/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(-(E^x*x) - 5*E^x*(1 - Log[3]/5) + 2*x*(1 - Log[5]/2) + 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/Log[9]^2 + 72*(5 - Log[3])*(2 - Log[5])*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] - 72*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] + 144*(5 - Log[3])*(2 - Log[5])*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 144*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])*(2 - Log[5])^2*Defer[Int][(x*Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(2 - Log[5])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][(x*Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])*(2 - Log[5])*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(24 + Log[5]*Log[9] - Log[791015625])*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][x^2/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(2 - Log[5])*Defer[Int][Defer[Int][x^3/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x], x] - 144*(2 - Log[5])*(7 - (Log[3]*(Log[3]*Log[5] - Log[5]*Log[9] + Log[28125]))/Log[9])*Defer[Int][Defer[Int][x^3/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(2 - Log[5])^2*Defer[Int][(x*Defer[Int][x^3/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(2 - Log[5])*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][x^3/(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(5 - Log[3])^4*(2 - Log[5])*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x], x] - 72*(5 - Log[3])^2*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x], x] + 72*(5 - Log[3])^3*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x], x] + (144*(5 - Log[3])^2*(Log[3]^2*Log[5] - 7*Log[9] - Log[3]*(Log[5]*Log[9] - Log[28125]))*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/Log[9] + 144*(5 - Log[3])^3*(7 + (Log[3]*(Log[3]*Log[5] - Log[28125]))/Log[9])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^4*(2 - Log[5])^2*Defer[Int][(x*Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^2*(2 - Log[5])*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*Defer[Int][(x*Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] + 72*(5 - Log[3])^3*(2 - Log[5])*(24 + Log[5]*Log[9] - Log[791015625])*Defer[Int][(x*Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x])/(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x] - 72*(5 - Log[3])^4*(2 - Log[5])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + 72*(5 - Log[3])^3*(24 + Log[5]*Log[9] - Log[791015625])*(4 + Log[3]^2*(6 - Log[125]) - Log[729]*Log[3125] + Log[9]*Log[28125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[27] - Log[1802032470703125]))*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] - 72*(5 - Log[3])^2*(74 - 25*Log[5] - Log[3]^2*Log[5] - Log[3]*(24 - Log[87890625]))*(4 + Log[9]^2 + Log[3]^2*(6 - Log[25]) - Log[9]*Log[3125] + Log[25]*Log[59049] + Log[5]*Log[14348907] + Log[3]*(Log[5]*Log[9] - Log[17597973346710205078125]))*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/((5 + x - Log[3])*(E^x*x + 5*E^x*(1 - Log[3]/5) - 2*x*(1 - Log[5]/2) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x] + (144*(5 - Log[3])^4*Log[3]^2*(2 - Log[5])*(28 + Log[5]*Log[9] - Log[791015625])*Defer[Int][Defer[Int][1/((5 + x - Log[3])*(E^x*(5 + x - Log[3]) + x*(-2 + Log[5]) - 14*(1 + (Log[3]*Log[5] - Log[28125])/14))), x]/(-(E^x*x) - 5*E^x*(1 - Log[3]/5) + 2*x*(1 - Log[5]/2) + 14*(1 + (Log[3]*Log[5] - Log[28125])/14)), x])/Log[9]^2","F",0,0,0,0,-1,"{}"
9983,1,20,0,0.2398469,"\int \frac{-1+4 x+x^2-x \log (x)}{-9 x^3-3 x^4+3 x^3 \log (x)+\left(-18 x^2-6 x^3+6 x^2 \log (x)\right) \log \left(\frac{1}{5} (3+x-\log (x))\right)+\left(-9 x-3 x^2+3 x \log (x)\right) \log ^2\left(\frac{1}{5} (3+x-\log (x))\right)} \, dx","Int[(-1 + 4*x + x^2 - x*Log[x])/(-9*x^3 - 3*x^4 + 3*x^3*Log[x] + (-18*x^2 - 6*x^3 + 6*x^2*Log[x])*Log[(3 + x - Log[x])/5] + (-9*x - 3*x^2 + 3*x*Log[x])*Log[(3 + x - Log[x])/5]^2),x]","\frac{1}{3 \left(x+\log \left(\frac{1}{5} (x-\log (x)+3)\right)\right)}","\frac{1}{3 \left(x+\log \left(\frac{1}{5} (x-\log (x)+3)\right)\right)}+25",1,"1/(3*(x + Log[(3 + x - Log[x])/5]))","A",3,3,94,0.03191,1,"{6688, 12, 6686}"
9984,1,126,0,0.086104,"\int \left(18+2 x+e^3 \left(-18-42 x-6 x^2\right)+e^6 \left(4 x+10 x^2+4 x^3\right)+\left(e^3 (18+4 x)+e^6 \left(-6 x-6 x^2\right)\right) \log (x)+2 e^6 x \log ^2(x)\right) \, dx","Int[18 + 2*x + E^3*(-18 - 42*x - 6*x^2) + E^6*(4*x + 10*x^2 + 4*x^3) + (E^3*(18 + 4*x) + E^6*(-6*x - 6*x^2))*Log[x] + 2*E^6*x*Log[x]^2,x]","e^6 x^4+4 e^6 x^3-2 e^3 x^3-2 e^6 x^3 \log (x)-\frac{1}{2} e^3 \left(2-3 e^3\right) x^2+\frac{5 e^6 x^2}{2}-21 e^3 x^2+x^2+e^6 x^2 \log ^2(x)+e^3 \left(2-3 e^3\right) x^2 \log (x)-e^6 x^2 \log (x)-36 e^3 x+18 x+18 e^3 x \log (x)","\left(x-e^3 x (x-\log (x)+2)+9\right)^2",1,"18*x - 36*E^3*x + x^2 - 21*E^3*x^2 + (5*E^6*x^2)/2 - (E^3*(2 - 3*E^3)*x^2)/2 - 2*E^3*x^3 + 4*E^6*x^3 + E^6*x^4 + 18*E^3*x*Log[x] - E^6*x^2*Log[x] + E^3*(2 - 3*E^3)*x^2*Log[x] - 2*E^6*x^3*Log[x] + E^6*x^2*Log[x]^2","B",10,4,73,0.05479,1,"{2356, 2295, 2304, 2305}"
9985,1,19,0,0.0466713,"\int \left(98-196 x+e^{4 x^2} \left(98+784 x^2\right)\right) \, dx","Int[98 - 196*x + E^(4*x^2)*(98 + 784*x^2),x]","-98 x^2+98 e^{4 x^2} x+98 x","98 \left(\left(e^{4 x^2}-x\right) x+x\right)",1,"98*x + 98*E^(4*x^2)*x - 98*x^2","A",6,3,20,0.1500,1,"{2226, 2204, 2212}"
9986,1,36,0,0.2143448,"\int -\frac{2 \exp \left(\frac{2 x}{e^{10} (25+5 x)+e^5 (-50-10 x) \log (4)+(25+5 x) \log ^2(4)}\right)}{e^{10} \left(25+10 x+x^2\right)+e^5 \left(-50-20 x-2 x^2\right) \log (4)+\left(25+10 x+x^2\right) \log ^2(4)} \, dx","Int[(-2*E^((2*x)/(E^10*(25 + 5*x) + E^5*(-50 - 10*x)*Log[4] + (25 + 5*x)*Log[4]^2)))/(E^10*(25 + 10*x + x^2) + E^5*(-50 - 20*x - 2*x^2)*Log[4] + (25 + 10*x + x^2)*Log[4]^2),x]","-\exp \left(\frac{2}{5 \left(e^5-\log (4)\right)^2}-\frac{2}{(x+5) \left(e^5-\log (4)\right)^2}\right)","5-e^{\frac{2 x}{5 (x+5) \left(e^5-\log (4)\right)^2}}",1,"-E^(2/(5*(E^5 - Log[4])^2) - 2/((5 + x)*(E^5 - Log[4])^2))","A",6,5,84,0.05952,1,"{6, 12, 6688, 2230, 2209}"
9987,1,47,0,0.4762882,"\int \frac{-8 x^4-2 x^5+\left(x+x^2\right) \log (1+x)+\left(-2-3 x-x^2\right) \log ^2(1+x)}{2 x^5} \, dx","Int[(-8*x^4 - 2*x^5 + (x + x^2)*Log[1 + x] + (-2 - 3*x - x^2)*Log[1 + x]^2)/(2*x^5),x]","\frac{\log ^2(x+1)}{4 x^4}+\frac{\log ^2(x+1)}{2 x^3}+\frac{\log ^2(x+1)}{4 x^2}-x-4 \log (x)","\frac{(x+1)^2 \log ^2(x+1)}{4 x^4}+\log \left(\frac{4}{x^4}\right)-x",1,"-x - 4*Log[x] + Log[1 + x]^2/(4*x^4) + Log[1 + x]^2/(2*x^3) + Log[1 + x]^2/(4*x^2)","A",51,17,45,0.3778,1,"{12, 14, 43, 2411, 2350, 77, 2418, 2398, 2410, 2395, 44, 36, 29, 31, 2391, 2390, 2301}"
9988,1,31,0,0.3820781,"\int \exp \left(-x-3 x^3+3 x \log (x)+2 x \log (3 x)-x \log ^2(3 x)\right) \left(4-9 x^2+3 \log (x)-\log ^2(3 x)\right) \, dx","Int[E^(-x - 3*x^3 + 3*x*Log[x] + 2*x*Log[3*x] - x*Log[3*x]^2)*(4 - 9*x^2 + 3*Log[x] - Log[3*x]^2),x]","3^{2 x} x^{5 x} e^{-3 x^3-x-x \log ^2(3 x)}","\exp \left(x \left(3 x \left(\frac{\log (x)}{x}-x\right)-(\log (3 x)-1)^2\right)\right)",1,"3^(2*x)*E^(-x - 3*x^3 - x*Log[3*x]^2)*x^(5*x)","A",1,1,52,0.01923,1,"{6706}"
9989,0,0,0,1.8766838,"\int \frac{e^{-x} \left(2048 x-128 x^2+\left(1920 x^2-128 x^3\right) \log (x)+\left(8192+7168 x-256 x^2-288 x^3+33 x^4-x^5\right) \log ^2(x)\right)}{\left(256 x^2-32 x^3+x^4\right) \log ^2(x)} \, dx","Int[(2048*x - 128*x^2 + (1920*x^2 - 128*x^3)*Log[x] + (8192 + 7168*x - 256*x^2 - 288*x^3 + 33*x^4 - x^5)*Log[x]^2)/(E^x*(256*x^2 - 32*x^3 + x^4)*Log[x]^2),x]","\int \frac{e^{-x} \left(2048 x-128 x^2+\left(1920 x^2-128 x^3\right) \log (x)+\left(8192+7168 x-256 x^2-288 x^3+33 x^4-x^5\right) \log ^2(x)\right)}{\left(256 x^2-32 x^3+x^4\right) \log ^2(x)} \, dx","e^{-x} \left(\frac{8 \left(\frac{x}{\log (x)}+4\right)}{\frac{x^2}{16}-x}+x\right)",1,"-32/(E^x*(16 - x)) - 32/(E^x*x) + x/E^x - 8*Defer[Int][1/(E^x*(-16 + x)*Log[x]^2), x] + 8*Defer[Int][1/(E^x*x*Log[x]^2), x] - 128*Defer[Int][1/(E^x*(-16 + x)^2*Log[x]), x] - 128*Defer[Int][1/(E^x*(-16 + x)*Log[x]), x]","F",0,0,0,0,-1,"{}"
9990,1,24,0,0.0115587,"\int \frac{\frac{48}{e}+12 e^3 x+9 x^5}{4 x^3} \, dx","Int[(48/E + 12*E^3*x + 9*x^5)/(4*x^3),x]","\frac{3 x^3}{4}-\frac{6}{e x^2}-\frac{3 e^3}{x}","3 \left(\frac{\frac{x^5}{4}-\frac{2}{e}}{x^2}-\frac{e^3}{x}\right)",1,"-6/(E*x^2) - (3*E^3)/x + (3*x^3)/4","A",3,2,24,0.08333,1,"{12, 14}"
9991,0,0,0,14.5921404,"\int \frac{\exp \left(\frac{-1+25 x+16 x^3+10 e^x x^3+100 x^4}{10 x^3+5 e^x x^3}\right) \left(6-100 x+200 x^4+e^x \left(3-49 x-25 x^2+104 x^4-100 x^5\right)\right)}{20 x^4+20 e^x x^4+5 e^{2 x} x^4} \, dx","Int[(E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(10*x^3 + 5*E^x*x^3))*(6 - 100*x + 200*x^4 + E^x*(3 - 49*x - 25*x^2 + 104*x^4 - 100*x^5)))/(20*x^4 + 20*E^x*x^4 + 5*E^(2*x)*x^4),x]","\int \frac{\exp \left(\frac{-1+25 x+16 x^3+10 e^x x^3+100 x^4}{10 x^3+5 e^x x^3}\right) \left(6-100 x+200 x^4+e^x \left(3-49 x-25 x^2+104 x^4-100 x^5\right)\right)}{20 x^4+20 e^x x^4+5 e^{2 x} x^4} \, dx","e^{\frac{\left(\frac{1}{x^3}+4\right) \left(5-\frac{1}{5 x}\right) x}{e^x+2}+2}",1,"(-8*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/(2 + E^x)^2, x])/5 + (104*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/(2 + E^x), x])/5 + (3*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/((2 + E^x)*x^4), x])/5 - (2*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/((2 + E^x)^2*x^3), x])/5 - (49*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/((2 + E^x)*x^3), x])/5 + 10*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/((2 + E^x)^2*x^2), x] - 5*Defer[Int][E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))/((2 + E^x)*x^2), x] + 40*Defer[Int][(E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))*x)/(2 + E^x)^2, x] - 20*Defer[Int][(E^((-1 + 25*x + 16*x^3 + 10*E^x*x^3 + 100*x^4)/(5*(2 + E^x)*x^3))*x)/(2 + E^x), x]","F",0,0,0,0,-1,"{}"
9992,1,5,0,0.0016162,"\int 3 e^x \, dx","Int[3*E^x,x]","3 e^x","3 e^x+8+e^3",1,"3*E^x","A",2,2,5,0.4000,1,"{12, 2194}"
9993,1,18,0,0.0048581,"\int \frac{-2+25 i \pi }{-1+25 i \pi } \, dx","Int[(-2 + (25*I)*Pi)/(-1 + (25*I)*Pi),x]","\frac{(25 \pi +2 i) x}{25 \pi +i}","\frac{x}{1-25 i \pi }+x-7",1,"((2*I + 25*Pi)*x)/(I + 25*Pi)","A",1,1,17,0.05882,1,"{8}"
9994,1,12,0,0.0041803,"\int (-20-e-10 x) \, dx","Int[-20 - E - 10*x,x]","-5 x^2-(20+e) x","(-x-4) (5 x+e)",1,"-((20 + E)*x) - 5*x^2","A",1,0,8,0,1,"{}"
9995,1,11,0,0.0032543,"\int \left(3 e^x-8 x^7\right) \, dx","Int[3*E^x - 8*x^7,x]","3 e^x-x^8","-x^8+3 e^x+4",1,"3*E^x - x^8","A",2,1,11,0.09091,1,"{2194}"
9996,1,17,0,0.0044866,"\int \frac{1}{25} \left(25-15 e x^2-24 x^3\right) \, dx","Int[(25 - 15*E*x^2 - 24*x^3)/25,x]","-\frac{6 x^4}{25}-\frac{e x^3}{5}+x","x^2-\left(\frac{1}{5} \left(\frac{6 x}{5}+e\right) x^2+x\right) x+x",1,"x - (E*x^3)/5 - (6*x^4)/25","A",2,1,17,0.05882,1,"{12}"
9997,0,0,0,0.2437555,"\int \frac{-6-12 e^{2 x}+x+e^{e^2+x} \left(-5+12 e^{2 x}+x\right)}{-5+12 e^{2 x}+x} \, dx","Int[(-6 - 12*E^(2*x) + x + E^(E^2 + x)*(-5 + 12*E^(2*x) + x))/(-5 + 12*E^(2*x) + x),x]","\int \frac{-6-12 e^{2 x}+x+e^{e^2+x} \left(-5+12 e^{2 x}+x\right)}{-5+12 e^{2 x}+x} \, dx","x+e^{x+e^2}-\log \left(x+12 e^{2 x}-5\right)",1,"E^(E^2 + x) - x - 11*Defer[Int][(-5 + 12*E^(2*x) + x)^(-1), x] + 2*Defer[Int][x/(-5 + 12*E^(2*x) + x), x]","F",0,0,0,0,-1,"{}"
9998,0,0,0,14.7834091,"\int \frac{e^x \left(-16+32 x-18 x^2\right)+e^x \left(32 x-32 x^2\right) \log \left(\frac{x}{5}\right)+\left(e^x x^3+e^x \left(16 x-32 x^2+16 x^3\right) \log \left(\frac{x}{5}\right)\right) \log \left(\frac{1}{16} \left(x^2+\left(16-32 x+16 x^2\right) \log \left(\frac{x}{5}\right)\right)\right)}{\left(x^3+\left(16 x-32 x^2+16 x^3\right) \log \left(\frac{x}{5}\right)\right) \log ^2\left(\frac{1}{16} \left(x^2+\left(16-32 x+16 x^2\right) \log \left(\frac{x}{5}\right)\right)\right)} \, dx","Int[(E^x*(-16 + 32*x - 18*x^2) + E^x*(32*x - 32*x^2)*Log[x/5] + (E^x*x^3 + E^x*(16*x - 32*x^2 + 16*x^3)*Log[x/5])*Log[(x^2 + (16 - 32*x + 16*x^2)*Log[x/5])/16])/((x^3 + (16*x - 32*x^2 + 16*x^3)*Log[x/5])*Log[(x^2 + (16 - 32*x + 16*x^2)*Log[x/5])/16]^2),x]","\int \frac{e^x \left(-16+32 x-18 x^2\right)+e^x \left(32 x-32 x^2\right) \log \left(\frac{x}{5}\right)+\left(e^x x^3+e^x \left(16 x-32 x^2+16 x^3\right) \log \left(\frac{x}{5}\right)\right) \log \left(\frac{1}{16} \left(x^2+\left(16-32 x+16 x^2\right) \log \left(\frac{x}{5}\right)\right)\right)}{\left(x^3+\left(16 x-32 x^2+16 x^3\right) \log \left(\frac{x}{5}\right)\right) \log ^2\left(\frac{1}{16} \left(x^2+\left(16-32 x+16 x^2\right) \log \left(\frac{x}{5}\right)\right)\right)} \, dx","\frac{e^x}{\log \left(\frac{x^2}{16}+(x-1)^2 \log \left(\frac{x}{5}\right)\right)}",1,"-16*Defer[Int][E^x/(x*(x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]^2), x] - 18*Defer[Int][(E^x*x)/((x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]^2), x] - 32*Defer[Int][(E^x*x*Log[x/5])/((x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]^2), x] + Defer[Int][(E^x*x^2)/((x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]), x] - 32*Defer[Int][(E^x*x*Log[x/5])/((x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]), x] + 16*Defer[Int][(E^x*x^2*Log[x/5])/((x^2 + 16*(-1 + x)^2*Log[x/5])*Log[(x^2 + 16*(-1 + x)^2*Log[x/5])/16]), x] + 160*Defer[Subst][Defer[Int][E^(5*x)/((25*x^2 + 16*(-1 + 5*x)^2*Log[x])*Log[(25*x^2 + 16*(-1 + 5*x)^2*Log[x])/16]^2), x], x, x/5] + 160*Defer[Subst][Defer[Int][(E^(5*x)*Log[x])/((25*x^2 + 16*(-1 + 5*x)^2*Log[x])*Log[(25*x^2 + 16*(-1 + 5*x)^2*Log[x])/16]^2), x], x, x/5] + 80*Defer[Subst][Defer[Int][(E^(5*x)*Log[x])/((25*x^2 + 16*(-1 + 5*x)^2*Log[x])*Log[(25*x^2 + 16*(-1 + 5*x)^2*Log[x])/16]), x], x, x/5]","F",0,0,0,0,-1,"{}"
9999,0,0,0,6.0333258,"\int \frac{-5+\left(8 e x-8 x^2\right) \log (x)+\left(8 e x-12 x^2\right) \log ^2(x)}{-5 x+\left(4 e x^2-4 x^3\right) \log ^2(x)} \, dx","Int[(-5 + (8*E*x - 8*x^2)*Log[x] + (8*E*x - 12*x^2)*Log[x]^2)/(-5*x + (4*E*x^2 - 4*x^3)*Log[x]^2),x]","\int \frac{-5+\left(8 e x-8 x^2\right) \log (x)+\left(8 e x-12 x^2\right) \log ^2(x)}{-5 x+\left(4 e x^2-4 x^3\right) \log ^2(x)} \, dx","\log \left(\frac{4}{5} x^2 (x-e) \log ^2(x)+x\right)",1,"Log[E - x] + 2*Log[x] - 5*Defer[Int][1/((E - x)*(-5 + 4*E*x*Log[x]^2 - 4*x^2*Log[x]^2)), x] + 8*E*Defer[Int][Log[x]/(-5 + 4*E*x*Log[x]^2 - 4*x^2*Log[x]^2), x] - 24*Defer[Int][(x*Log[x])/(-5 + 4*E*x*Log[x]^2 - 4*x^2*Log[x]^2), x] - 5*Defer[Int][1/(x*(5 - 4*E*x*Log[x]^2 + 4*x^2*Log[x]^2)), x] - 16*Defer[Int][(x*Log[x])/(5 - 4*E*x*Log[x]^2 + 4*x^2*Log[x]^2), x]","F",0,0,0,0,-1,"{}"
10000,1,141,0,0.5469007,"\int \frac{\exp \left(\frac{16 \log ^4(2)+24 \log ^2(2) \log ^2(x)+9 \log ^4(x)}{\log ^4(x)}\right) \left(-320 x \log ^4(2)-240 x \log ^2(2) \log ^2(x)+5 x \log ^5(x)+\left(-64 \log ^4(2)-48 \log ^2(2) \log ^2(x)\right) \log (\log (5))\right)}{2 x \log ^5(x)} \, dx","Int[(E^((16*Log[2]^4 + 24*Log[2]^2*Log[x]^2 + 9*Log[x]^4)/Log[x]^4)*(-320*x*Log[2]^4 - 240*x*Log[2]^2*Log[x]^2 + 5*x*Log[x]^5 + (-64*Log[2]^4 - 48*Log[2]^2*Log[x]^2)*Log[Log[5]]))/(2*x*Log[x]^5),x]","-\frac{2 \left(20 x \log ^4(2)+15 x \log ^2(2) \log ^2(x)+\log (\log (5)) \left(3 \log ^2(2) \log ^2(x)+4 \log ^4(2)\right)\right) \exp \left(\frac{9 \log ^4(x)+24 \log ^2(2) \log ^2(x)+16 \log ^4(2)}{\log ^4(x)}\right)}{x \log ^5(x) \left(\frac{3 \left(\frac{3 \log ^3(x)}{x}+\frac{4 \log ^2(2) \log (x)}{x}\right)}{\log ^4(x)}-\frac{9 \log ^4(x)+24 \log ^2(2) \log ^2(x)+16 \log ^4(2)}{x \log ^5(x)}\right)}","\frac{1}{2} e^{\left(\frac{4 \log ^2(2)}{\log ^2(x)}+3\right)^2} (5 x+\log (\log (5)))",1,"(-2*E^((16*Log[2]^4 + 24*Log[2]^2*Log[x]^2 + 9*Log[x]^4)/Log[x]^4)*(20*x*Log[2]^4 + 15*x*Log[2]^2*Log[x]^2 + (4*Log[2]^4 + 3*Log[2]^2*Log[x]^2)*Log[Log[5]]))/(x*Log[x]^5*((3*((4*Log[2]^2*Log[x])/x + (3*Log[x]^3)/x))/Log[x]^4 - (16*Log[2]^4 + 24*Log[2]^2*Log[x]^2 + 9*Log[x]^4)/(x*Log[x]^5)))","B",2,2,88,0.02273,1,"{12, 2288}"
10001,1,28,0,0.8352966,"\int \frac{e^{\frac{e^{e^{x^2}-x-4 x^4}-x^4}{x}} \left(-3 x^4+e^{e^{x^2}-x-4 x^4} \left(-1-x+2 e^{x^2} x^2-16 x^4\right)\right)}{x^2} \, dx","Int[(E^((E^(E^x^2 - x - 4*x^4) - x^4)/x)*(-3*x^4 + E^(E^x^2 - x - 4*x^4)*(-1 - x + 2*E^x^2*x^2 - 16*x^4)))/x^2,x]","e^{\frac{e^{-4 x^4+e^{x^2}-x}-x^4}{x}}","e^{\frac{e^{-4 x^4+e^{x^2}-x}-x^4}{x}}",1,"E^((E^(E^x^2 - x - 4*x^4) - x^4)/x)","A",1,1,75,0.01333,1,"{6706}"
10002,1,46,0,0.458895,"\int \frac{-92-570 x-356 x^2+24 x^3+32 x^4+2 x^5+\left(8+52 x+44 x^2-4 x^3-4 x^4\right) \log (x)}{x+3 x^2+3 x^3+x^4} \, dx","Int[(-92 - 570*x - 356*x^2 + 24*x^3 + 32*x^4 + 2*x^5 + (8 + 52*x + 44*x^2 - 4*x^3 - 4*x^4)*Log[x])/(x + 3*x^2 + 3*x^3 + x^4),x]","x^2+30 x+\frac{224}{x+1}+\frac{64}{(x+1)^2}+4 \log ^2(x)+\frac{32 x \log (x)}{x+1}-4 x \log (x)-92 \log (x)","\left(-\frac{8 x}{x^2+x}-x+2 \log (x)-15\right)^2",1,"30*x + x^2 + 64/(1 + x)^2 + 224/(1 + x) - 92*Log[x] - 4*x*Log[x] + (32*x*Log[x])/(1 + x) + 4*Log[x]^2","B",16,10,66,0.1515,1,"{6688, 12, 6742, 1850, 1620, 2357, 2295, 2301, 2314, 31}"
10003,1,53,0,0.1769332,"\int \frac{-10 3^{2/5}+6 \sqrt[5]{3} e^{x/5} x^3+1960 x^4+e^{x/5} \left(-840 x^4-84 x^5\right)+e^{2 x/5} \left(90 x^4+18 x^5\right)}{5 x^3} \, dx","Int[(-10*3^(2/5) + 6*3^(1/5)*E^(x/5)*x^3 + 1960*x^4 + E^(x/5)*(-840*x^4 - 84*x^5) + E^((2*x)/5)*(90*x^4 + 18*x^5))/(5*x^3),x]","-84 e^{x/5} x^2+9 e^{2 x/5} x^2+196 x^2+\frac{3^{2/5}}{x^2}+6 \sqrt[5]{3} e^{x/5}","\left(\frac{\sqrt[5]{3}}{x^2}+3 \left(e^{x/5}-3\right)-5\right)^2 x^2",1,"6*3^(1/5)*E^(x/5) + 3^(2/5)/x^2 + 196*x^2 - 84*E^(x/5)*x^2 + 9*E^((2*x)/5)*x^2","A",20,5,75,0.06667,1,"{12, 14, 2196, 2176, 2194}"
10004,1,24,0,0.0038443,"\int \frac{486 x+\log (2) \left(-238-\log \left(\frac{5}{2}\right)\right)}{81 \log (2)} \, dx","Int[(486*x + Log[2]*(-238 - Log[5/2]))/(81*Log[2]),x]","\frac{\left(486 x-\log (2) \left(238+\log \left(\frac{5}{2}\right)\right)\right)^2}{78732 \log (2)}","x \left(\frac{3 x}{\log (2)}-3+\frac{1}{81} \left(5-\log \left(\frac{5}{2}\right)\right)\right)",1,"(486*x - Log[2]*(238 + Log[5/2]))^2/(78732*Log[2])","A",1,1,23,0.04348,1,"{9}"
10005,0,0,0,1.1287384,"\int \frac{(90-45 x) \log (2-x)+\left(12800 x^5+1600 x^6+50 x^7\right) \log (\log (2-x))+\left(-64000 x^4+22400 x^5+4450 x^6+175 x^7\right) \log (2-x) \log ^2(\log (2-x))}{(-18+9 x) \log (2-x)} \, dx","Int[((90 - 45*x)*Log[2 - x] + (12800*x^5 + 1600*x^6 + 50*x^7)*Log[Log[2 - x]] + (-64000*x^4 + 22400*x^5 + 4450*x^6 + 175*x^7)*Log[2 - x]*Log[Log[2 - x]]^2)/((-18 + 9*x)*Log[2 - x]),x]","\int \frac{(90-45 x) \log (2-x)+\left(12800 x^5+1600 x^6+50 x^7\right) \log (\log (2-x))+\left(-64000 x^4+22400 x^5+4450 x^6+175 x^7\right) \log (2-x) \log ^2(\log (2-x))}{(-18+9 x) \log (2-x)} \, dx","x \left(\frac{25}{9} x^4 (x+16)^2 \log ^2(\log (2-x))-5\right)",1,"-5*x + 28800*Log[Log[2 - x]]^2 + 14400*Defer[Int][(x*Log[Log[2 - x]])/Log[2 - x], x] + 7200*Defer[Int][(x^2*Log[Log[2 - x]])/Log[2 - x], x] + 3600*Defer[Int][(x^3*Log[Log[2 - x]])/Log[2 - x], x] + 1800*Defer[Int][(x^4*Log[Log[2 - x]])/Log[2 - x], x] + (1700*Defer[Int][(x^5*Log[Log[2 - x]])/Log[2 - x], x])/9 + (50*Defer[Int][(x^6*Log[Log[2 - x]])/Log[2 - x], x])/9 + (32000*Defer[Int][x^4*Log[Log[2 - x]]^2, x])/9 + (1600*Defer[Int][x^5*Log[Log[2 - x]]^2, x])/3 + (175*Defer[Int][x^6*Log[Log[2 - x]]^2, x])/9 - 28800*Defer[Subst][Defer[Int][Log[Log[x]]/Log[x], x], x, 2 - x]","F",0,0,0,0,-1,"{}"
10006,0,0,0,7.3138753,"\int \frac{10 e^{-2-6 x+x^2}+e^{-4-12 x+2 x^2} \left(-59 x+20 x^2\right)+\left(-10+e^{-2-6 x+x^2} \left(58 x-20 x^2\right)\right) \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)+\left(2 e^{-2-6 x+x^2} x+e^{-4-12 x+2 x^2} \left(x-12 x^2+4 x^3\right)+\left(-2 x+e^{-2-6 x+x^2} \left(-2 x+12 x^2-4 x^3\right)\right) \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)\right) \log (x)}{x} \, dx","Int[(10*E^(-2 - 6*x + x^2) + E^(-4 - 12*x + 2*x^2)*(-59*x + 20*x^2) + (-10 + E^(-2 - 6*x + x^2)*(58*x - 20*x^2))*Log[3/x] + x*Log[3/x]^2 + (2*E^(-2 - 6*x + x^2)*x + E^(-4 - 12*x + 2*x^2)*(x - 12*x^2 + 4*x^3) + (-2*x + E^(-2 - 6*x + x^2)*(-2*x + 12*x^2 - 4*x^3))*Log[3/x] + x*Log[3/x]^2)*Log[x])/x,x]","\int \frac{10 e^{-2-6 x+x^2}+e^{-4-12 x+2 x^2} \left(-59 x+20 x^2\right)+\left(-10+e^{-2-6 x+x^2} \left(58 x-20 x^2\right)\right) \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)+\left(2 e^{-2-6 x+x^2} x+e^{-4-12 x+2 x^2} \left(x-12 x^2+4 x^3\right)+\left(-2 x+e^{-2-6 x+x^2} \left(-2 x+12 x^2-4 x^3\right)\right) \log \left(\frac{3}{x}\right)+x \log ^2\left(\frac{3}{x}\right)\right) \log (x)}{x} \, dx","x \left(e^{x^2-6 x-2}-\log \left(\frac{3}{x}\right)\right)^2 \left(\frac{5}{x}+\log (x)\right)",1,"5*E^(-4 - 12*x + 2*x^2) - 10*E^(-2 - 6*x + x^2)*Log[3/x] + 5*Log[3/x]^2 + E^(-4 - 12*x + 2*x^2)*x*Log[x] - 2*E^(-2 - 6*x + x^2)*x*Log[3/x]*Log[x] + x*Log[3/x]^2*Log[x] + (3*Defer[Int][E^(2*(-3 + x)^2)/x, x])/E^22 + 6*Log[3/x]*Defer[Int][E^(-2 - 6*x + x^2)/x, x] - 6*Log[x]*Defer[Int][E^(-2 - 6*x + x^2)/x, x] - (6*Log[3/x]*Defer[Int][E^(9 - 6*x + x^2)/x, x])/E^11 + (6*Log[x]*Defer[Int][E^(9 - 6*x + x^2)/x, x])/E^11 - 3*Defer[Int][E^(-4 - 12*x + 2*x^2)/x, x] + 12*Defer[Int][Defer[Int][E^(-2 - 6*x + x^2)/x, x]/x, x] - (12*Defer[Int][Defer[Int][E^(9 - 6*x + x^2)/x, x]/x, x])/E^11","F",0,0,0,0,-1,"{}"
10007,1,10,0,0.0359812,"\int \frac{2+4 \log (x)}{x \log (x)} \, dx","Int[(2 + 4*Log[x])/(x*Log[x]),x]","4 \log (x)+2 \log (\log (x))","\log \left(16 x^4 \log ^2(x)\right)",1,"4*Log[x] + 2*Log[Log[x]]","A",3,2,14,0.1429,1,"{2365, 43}"
10008,1,12,0,0.0045059,"\int \frac{-1-80 x^8}{10 x} \, dx","Int[(-1 - 80*x^8)/(10*x),x]","-x^8-\frac{\log (x)}{10}","-x^8-\frac{\log (x)}{10}+1",1,"-x^8 - Log[x]/10","A",3,2,14,0.1429,1,"{12, 14}"
10009,1,31,0,0.0727425,"\int \frac{1}{2} e^{-6-x} \left(10-e-2 x+x^2\right) \, dx","Int[(E^(-6 - x)*(10 - E - 2*x + x^2))/2,x]","-\frac{1}{2} e^{-x-6} x^2-\frac{1}{2} (10-e) e^{-x-6}","\frac{1}{2} e^{-x-6} \left(-x^2+e-10\right)",1,"-1/2*((10 - E)*E^(-6 - x)) - (E^(-6 - x)*x^2)/2","A",9,4,22,0.1818,1,"{12, 2196, 2194, 2176}"
10010,0,0,0,0.824031,"\int \frac{18 x+\left(-2160+876 x-90 x^2\right) \log \left(\frac{24-5 x}{-5+x}\right)+\left(1440-588 x+60 x^2\right) \log ^2\left(\frac{24-5 x}{-5+x}\right)+\left(-240+98 x-10 x^2+120 x^3-49 x^4+5 x^5\right) \log ^3\left(\frac{24-5 x}{-5+x}\right)}{\left(120 x^3-49 x^4+5 x^5\right) \log ^3\left(\frac{24-5 x}{-5+x}\right)} \, dx","Int[(18*x + (-2160 + 876*x - 90*x^2)*Log[(24 - 5*x)/(-5 + x)] + (1440 - 588*x + 60*x^2)*Log[(24 - 5*x)/(-5 + x)]^2 + (-240 + 98*x - 10*x^2 + 120*x^3 - 49*x^4 + 5*x^5)*Log[(24 - 5*x)/(-5 + x)]^3)/((120*x^3 - 49*x^4 + 5*x^5)*Log[(24 - 5*x)/(-5 + x)]^3),x]","\int \frac{18 x+\left(-2160+876 x-90 x^2\right) \log \left(\frac{24-5 x}{-5+x}\right)+\left(1440-588 x+60 x^2\right) \log ^2\left(\frac{24-5 x}{-5+x}\right)+\left(-240+98 x-10 x^2+120 x^3-49 x^4+5 x^5\right) \log ^3\left(\frac{24-5 x}{-5+x}\right)}{\left(120 x^3-49 x^4+5 x^5\right) \log ^3\left(\frac{24-5 x}{-5+x}\right)} \, dx","\frac{\left(1-\frac{3}{\log \left(\frac{1}{5-x}-5\right)}\right)^2}{x^2}+x+\frac{19}{4}",1,"x^(-2) + x + 18*Defer[Int][1/((-5 + x)*x^2*(-24 + 5*x)*Log[(24 - 5*x)/(-5 + x)]^3), x] - 6*Defer[Int][(360 - 146*x + 15*x^2)/((-5 + x)*x^3*(-24 + 5*x)*Log[(24 - 5*x)/(-5 + x)]^2), x] + 12*Defer[Int][1/(x^3*Log[(24 - 5*x)/(-5 + x)]), x]","F",0,0,0,0,-1,"{}"
10011,0,0,0,4.8426234,"\int \frac{e^x x-x^2+\left(e^x (-3+x)+3 x-x^2\right) \log (x)+\left(x^2-e^x x^2\right) \log (x) \log \left(-10 e^{3/x} x \log (x)\right) \log \left(\log \left(-10 e^{3/x} x \log (x)\right)\right)}{\left(3 e^{2 x} x^2-6 e^x x^3+3 x^4\right) \log (x) \log \left(-10 e^{3/x} x \log (x)\right)} \, dx","Int[(E^x*x - x^2 + (E^x*(-3 + x) + 3*x - x^2)*Log[x] + (x^2 - E^x*x^2)*Log[x]*Log[-10*E^(3/x)*x*Log[x]]*Log[Log[-10*E^(3/x)*x*Log[x]]])/((3*E^(2*x)*x^2 - 6*E^x*x^3 + 3*x^4)*Log[x]*Log[-10*E^(3/x)*x*Log[x]]),x]","\int \frac{e^x x-x^2+\left(e^x (-3+x)+3 x-x^2\right) \log (x)+\left(x^2-e^x x^2\right) \log (x) \log \left(-10 e^{3/x} x \log (x)\right) \log \left(\log \left(-10 e^{3/x} x \log (x)\right)\right)}{\left(3 e^{2 x} x^2-6 e^x x^3+3 x^4\right) \log (x) \log \left(-10 e^{3/x} x \log (x)\right)} \, dx","\frac{\log \left(\log \left(-10 e^{3/x} x \log (x)\right)\right)}{3 \left(e^x-x\right)}",1,"-Defer[Int][1/((E^x - x)*x^2*Log[-10*E^(3/x)*x*Log[x]]), x] + Defer[Int][1/((E^x - x)*x*Log[-10*E^(3/x)*x*Log[x]]), x]/3 + Defer[Int][1/((E^x - x)*x*Log[x]*Log[-10*E^(3/x)*x*Log[x]]), x]/3 + Defer[Int][Log[Log[-10*E^(3/x)*x*Log[x]]]/(E^x - x)^2, x]/3 - Defer[Int][Log[Log[-10*E^(3/x)*x*Log[x]]]/(E^x - x), x]/3 - Defer[Int][(x*Log[Log[-10*E^(3/x)*x*Log[x]]])/(E^x - x)^2, x]/3","F",0,0,0,0,-1,"{}"
10012,1,5,0,0.0011015,"\int \frac{16}{x^2} \, dx","Int[16/x^2,x]","-\frac{16}{x}","\frac{\frac{8 x}{9 e^3}-16}{x}",1,"-16/x","A",2,2,5,0.4000,1,"{12, 30}"
10013,1,39,0,0.2946712,"\int \frac{-5700-3020 x-400 x^2+(-76-40 x) \log (2 x)}{361 x^2+190 x^3+25 x^4} \, dx","Int[(-5700 - 3020*x - 400*x^2 + (-76 - 40*x)*Log[2*x])/(361*x^2 + 190*x^3 + 25*x^4),x]","\frac{16}{x}-\frac{20 \log (x)}{361}+\frac{4 \log (2 x)}{19 x}+\frac{100 x \log (2 x)}{361 (5 x+19)}","\frac{16}{x}-\frac{4 \log (2 x)}{x (1-5 (x+4))}",1,"16/x - (20*Log[x])/361 + (4*Log[2*x])/(19*x) + (100*x*Log[2*x])/(361*(19 + 5*x))","A",11,8,39,0.2051,1,"{1594, 27, 6742, 77, 2357, 2304, 2314, 31}"
10014,1,42,0,0.5098558,"\int \frac{4-204 x+2697 x^2-2348 x^3-1974 x^4+1200 x^5+625 x^6+e^x \left(104-200 x-27 x^2+76 x^3-25 x^4\right)}{4-204 x+2697 x^2-2348 x^3-1974 x^4+1200 x^5+625 x^6} \, dx","Int[(4 - 204*x + 2697*x^2 - 2348*x^3 - 1974*x^4 + 1200*x^5 + 625*x^6 + E^x*(104 - 200*x - 27*x^2 + 76*x^3 - 25*x^4))/(4 - 204*x + 2697*x^2 - 2348*x^3 - 1974*x^4 + 1200*x^5 + 625*x^6),x]","x+\frac{1225 e^x}{1224 (1-25 x)}-\frac{e^x}{72 (1-x)}+\frac{4 e^x}{153 (x+2)}","\frac{e^x x}{\left(25 x^2-x\right) \left(\frac{x^2}{2-x}-1\right)}+x-1",1,"(1225*E^x)/(1224*(1 - 25*x)) - E^x/(72*(1 - x)) + x + (4*E^x)/(153*(2 + x))","A",13,4,87,0.04598,1,"{6688, 6742, 2177, 2178}"
10015,1,56,0,1.731092,"\int \frac{-2 x^6+\left(-8 x^3+2 e^{-4+x} x^4+4 x^6\right) \log (x)+\left(8 x^3+e^{-4+x} \left(-4 x^4-2 x^5\right)\right) \log ^2(x)+\left(-32+2 e^{-8+2 x} x^3+e^{-4+x} \left(8 x-8 x^2\right)\right) \log ^3(x)}{x^3 \log ^3(x)} \, dx","Int[(-2*x^6 + (-8*x^3 + 2*E^(-4 + x)*x^4 + 4*x^6)*Log[x] + (8*x^3 + E^(-4 + x)*(-4*x^4 - 2*x^5))*Log[x]^2 + (-32 + 2*E^(-8 + 2*x)*x^3 + E^(-4 + x)*(8*x - 8*x^2))*Log[x]^3)/(x^3*Log[x]^3),x]","\frac{x^4}{\log ^2(x)}+\frac{16}{x^2}-\frac{2 e^{x-4} \left(x^4 \log (x)+4 x \log ^2(x)\right)}{x^2 \log ^2(x)}+e^{2 x-8}+\frac{8 x}{\log (x)}","\left(e^{x-4}-\frac{\frac{x^3}{\log (x)}+4}{x}\right)^2-1",1,"E^(-8 + 2*x) + 16/x^2 + x^4/Log[x]^2 + (8*x)/Log[x] - (2*E^(-4 + x)*(x^4*Log[x] + 4*x*Log[x]^2))/(x^2*Log[x]^2)","B",18,10,100,0.1000,1,"{6742, 2194, 2288, 6688, 2306, 2309, 2178, 2330, 2297, 2298}"
10016,1,22,0,0.003792,"\int \frac{2 e^4+6 x \log (9)}{e^4} \, dx","Int[(2*E^4 + 6*x*Log[9])/E^4,x]","\frac{\left(3 x \log (9)+e^4\right)^2}{3 e^4 \log (9)}","\frac{3 x^2 \log (9)}{e^4}+2 x-5",1,"(E^4 + 3*x*Log[9])^2/(3*E^4*Log[9])","A",1,1,15,0.06667,1,"{9}"
10017,1,17,0,0.0144283,"\int \frac{e^4+2 x^2+20 e^{20 x} x^2}{x^2} \, dx","Int[(E^4 + 2*x^2 + 20*E^(20*x)*x^2)/x^2,x]","2 x+e^{20 x}-\frac{e^4}{x}","2 x+e^{20 x}-\frac{e^4}{x}-1",1,"E^(20*x) - E^4/x + 2*x","A",5,2,23,0.08696,1,"{14, 2194}"
10018,0,0,0,11.2821395,"\int \frac{\left(2+\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right) \left(36+12 x-12 \log \left(16 e^{-2 x}\right)\right)\right) \log \left(\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right)+x\right)}{\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right)+x} \, dx","Int[((2 + E^(15 + 6*x + x^2 + (-6 - 2*x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2)*(36 + 12*x - 12*Log[16/E^(2*x)]))*Log[E^(15 + 6*x + x^2 + (-6 - 2*x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x])/(E^(15 + 6*x + x^2 + (-6 - 2*x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x),x]","\int \frac{\left(2+\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right) \left(36+12 x-12 \log \left(16 e^{-2 x}\right)\right)\right) \log \left(\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right)+x\right)}{\exp \left(15+6 x+x^2+(-6-2 x) \log \left(16 e^{-2 x}\right)+\log ^2\left(16 e^{-2 x}\right)\right)+x} \, dx","\log ^2\left(x+e^{\left(x-\log \left(16 e^{-2 x}\right)+3\right)^2+6}\right)+5",1,"36*Defer[Int][Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x], x] + 12*Defer[Int][x*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x], x] + Defer[Int][(2^(25 + 8*x)*(E^(-2*x))^(2*x)*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x])/(E^(15 + 18*x + x^2 + Log[16/E^(2*x)]^2) + 256^(3 + x)*(E^(-2*x))^(2*x)*x), x] - 9*Defer[Int][(2^(26 + 8*x)*(E^(-2*x))^(2*x)*x*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x])/(E^(15 + 18*x + x^2 + Log[16/E^(2*x)]^2) + 256^(3 + x)*(E^(-2*x))^(2*x)*x), x] - 3*Defer[Int][(2^(26 + 8*x)*(E^(-2*x))^(2*x)*x^2*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x])/(E^(15 + 18*x + x^2 + Log[16/E^(2*x)]^2) + 256^(3 + x)*(E^(-2*x))^(2*x)*x), x] - 12*Defer[Int][Log[16/E^(2*x)]*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x], x] + 3*Defer[Int][(2^(26 + 8*x)*(E^(-2*x))^(2*x)*x*Log[16/E^(2*x)]*Log[E^(15 + 6*x + x^2 - 2*(3 + x)*Log[16/E^(2*x)] + Log[16/E^(2*x)]^2) + x])/(E^(15 + 18*x + x^2 + Log[16/E^(2*x)]^2) + 256^(3 + x)*(E^(-2*x))^(2*x)*x), x]","F",0,0,0,0,-1,"{}"
10019,0,0,0,1.66279,"\int \frac{-9+e^{2 x^2} (-4+16 e)-8 x-4 x^2+e^{x^2} \left(13+e (-72-32 x)+8 x-10 x^2\right)+e \left(81+72 x+16 x^2\right)}{81 x^2+16 e^{2 x^2} x^2+72 x^3+16 x^4+e^{x^2} \left(-72 x^2-32 x^3\right)} \, dx","Int[(-9 + E^(2*x^2)*(-4 + 16*E) - 8*x - 4*x^2 + E^x^2*(13 + E*(-72 - 32*x) + 8*x - 10*x^2) + E*(81 + 72*x + 16*x^2))/(81*x^2 + 16*E^(2*x^2)*x^2 + 72*x^3 + 16*x^4 + E^x^2*(-72*x^2 - 32*x^3)),x]","\int \frac{-9+e^{2 x^2} (-4+16 e)-8 x-4 x^2+e^{x^2} \left(13+e (-72-32 x)+8 x-10 x^2\right)+e \left(81+72 x+16 x^2\right)}{81 x^2+16 e^{2 x^2} x^2+72 x^3+16 x^4+e^{x^2} \left(-72 x^2-32 x^3\right)} \, dx","\frac{-\frac{x}{x-5 \left(\frac{x}{-e^{x^2}+x+1}+x\right)}+x-e}{x}",1,"(1 - 4*E)/(4*x) - (45*Defer[Int][(-9 + 4*E^x^2 - 4*x)^(-2), x])/2 - (5*Defer[Int][(-9 + 4*E^x^2 - 4*x)^(-1), x])/2 - (5*Defer[Int][1/((-9 + 4*E^x^2 - 4*x)*x^2), x])/4 - 10*Defer[Int][x/(-9 + 4*E^x^2 - 4*x)^2, x] + 5*Defer[Int][1/(x*(9 - 4*E^x^2 + 4*x)^2), x]","F",0,0,0,0,-1,"{}"
10020,0,0,0,0.702027,"\int \frac{-5 x^2+2 x^3+\left(-4 x+2 x^2\right) \log (-2+x)}{-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (-2+x)+(-2+x) \log ^2(-2+x)} \, dx","Int[(-5*x^2 + 2*x^3 + (-4*x + 2*x^2)*Log[-2 + x])/(-8*x^2 + 4*x^3 + (-8*x + 4*x^2)*Log[-2 + x] + (-2 + x)*Log[-2 + x]^2),x]","\int \frac{-5 x^2+2 x^3+\left(-4 x+2 x^2\right) \log (-2+x)}{-8 x^2+4 x^3+\left(-8 x+4 x^2\right) \log (-2+x)+(-2+x) \log ^2(-2+x)} \, dx","\frac{x^2}{2 x+\log (x-2)}+5+\log \left(\frac{9}{4}\right)",1,"-2*Defer[Int][(2*x + Log[-2 + x])^(-2), x] - 4*Defer[Int][1/((-2 + x)*(2*x + Log[-2 + x])^2), x] - Defer[Int][x/(2*x + Log[-2 + x])^2, x] - 2*Defer[Int][x^2/(2*x + Log[-2 + x])^2, x] + 2*Defer[Int][x/(2*x + Log[-2 + x]), x]","F",0,0,0,0,-1,"{}"
10021,1,19,0,1.2859265,"\int \frac{-64 x+32 e^{2 x} x+\left(-64 x+e^{2 x} \left(32 x+64 x^2\right)\right) \log (x)+\left(-128 x+64 e^{2 x} x\right) \log (x) \log \left(\left(2 x-e^{2 x} x\right) \log (x)\right)}{\left(-2+e^{2 x}\right) \log (x)} \, dx","Int[(-64*x + 32*E^(2*x)*x + (-64*x + E^(2*x)*(32*x + 64*x^2))*Log[x] + (-128*x + 64*E^(2*x)*x)*Log[x]*Log[(2*x - E^(2*x)*x)*Log[x]])/((-2 + E^(2*x))*Log[x]),x]","32 x^2 \log \left(\left(2-e^{2 x}\right) x \log (x)\right)","32 x^2 \log \left(\left(2-e^{2 x}\right) x \log (x)\right)",1,"32*x^2*Log[(2 - E^(2*x))*x*Log[x]]","A",32,14,79,0.1772,1,"{6742, 2184, 2190, 2531, 2282, 6589, 6688, 14, 43, 2309, 2178, 30, 2555, 12}"
10022,0,0,0,1.389825,"\int \frac{-16 x^4+8 x^4 \log (x)+\left(-8+2 x^4+\left(8-2 x^4\right) \log (x)\right) \log \left(-4+x^4\right)}{e \left(-4+x^4\right) \log ^2\left(-4+x^4\right)} \, dx","Int[(-16*x^4 + 8*x^4*Log[x] + (-8 + 2*x^4 + (8 - 2*x^4)*Log[x])*Log[-4 + x^4])/(E*(-4 + x^4)*Log[-4 + x^4]^2),x]","\int \frac{-16 x^4+8 x^4 \log (x)+\left(-8+2 x^4+\left(8-2 x^4\right) \log (x)\right) \log \left(-4+x^4\right)}{e \left(-4+x^4\right) \log ^2\left(-4+x^4\right)} \, dx","-\frac{2 x (\log (x)-2)}{e \log \left(x^4-4\right)}",1,"(-16*Defer[Int][Log[-4 + x^4]^(-2), x])/E - (16*Defer[Int][1/((-2 + x^2)*Log[-4 + x^4]^2), x])/E + (16*Defer[Int][1/((2 + x^2)*Log[-4 + x^4]^2), x])/E + (8*Defer[Int][Log[x]/Log[-4 + x^4]^2, x])/E - ((2*I)*Sqrt[2]*Defer[Int][Log[x]/((I*Sqrt[2] - x)*Log[-4 + x^4]^2), x])/E - (2*Sqrt[2]*Defer[Int][Log[x]/((Sqrt[2] - x)*Log[-4 + x^4]^2), x])/E - ((2*I)*Sqrt[2]*Defer[Int][Log[x]/((I*Sqrt[2] + x)*Log[-4 + x^4]^2), x])/E - (2*Sqrt[2]*Defer[Int][Log[x]/((Sqrt[2] + x)*Log[-4 + x^4]^2), x])/E + (2*Defer[Int][Log[-4 + x^4]^(-1), x])/E - (2*Defer[Int][Log[x]/Log[-4 + x^4], x])/E","F",0,0,0,0,-1,"{}"
10023,0,0,0,2.670912,"\int \frac{-2 x^3+e^{\frac{e^x}{x}} \left(3 x-3 x^2+e^x \left(3-4 x+x^2\right)\right)}{-9 x^3+3 x^4+e^{\frac{e^x}{x}} \left(-9 x^2+3 x^3\right)} \, dx","Int[(-2*x^3 + E^(E^x/x)*(3*x - 3*x^2 + E^x*(3 - 4*x + x^2)))/(-9*x^3 + 3*x^4 + E^(E^x/x)*(-9*x^2 + 3*x^3)),x]","\int \frac{-2 x^3+e^{\frac{e^x}{x}} \left(3 x-3 x^2+e^x \left(3-4 x+x^2\right)\right)}{-9 x^3+3 x^4+e^{\frac{e^x}{x}} \left(-9 x^2+3 x^3\right)} \, dx","-\frac{1}{3} \log \left(\frac{(x-3)^2 x}{x+e^{\frac{e^x}{x}}}\right)",1,"(-2*Log[3 - x])/3 - Log[x]/3 + Defer[Int][(E^(E^x/x) + x)^(-1), x]/3 - Defer[Int][E^(E^x/x + x)/(x^2*(E^(E^x/x) + x)), x]/3 + Defer[Int][E^(E^x/x + x)/(x*(E^(E^x/x) + x)), x]/3","F",0,0,0,0,-1,"{}"
10024,0,0,0,0.6058656,"\int \frac{e^{\frac{4+x+x^2}{x}} \left(32-4 x-7 x^2+x^3+\left(-8+2 x^2\right) \log (2)\right)}{2 x^2} \, dx","Int[(E^((4 + x + x^2)/x)*(32 - 4*x - 7*x^2 + x^3 + (-8 + 2*x^2)*Log[2]))/(2*x^2),x]","\int \frac{e^{\frac{4+x+x^2}{x}} \left(32-4 x-7 x^2+x^3+\left(-8+2 x^2\right) \log (2)\right)}{2 x^2} \, dx","e^{x+\frac{4}{x}+1} \left(\frac{x}{2}-4+\log (2)\right)",1,"-1/2*((7 - Log[4])*Defer[Int][E^(1 + 4/x + x), x]) + 4*(4 - Log[2])*Defer[Int][E^(1 + 4/x + x)/x^2, x] - 2*Defer[Int][E^(1 + 4/x + x)/x, x] + Defer[Int][E^(1 + 4/x + x)*x, x]/2","F",0,0,0,0,-1,"{}"
10025,0,0,0,3.7183644,"\int \frac{e^x x^2+e^5 \left(-1-x^2\right)+\left(e^x x+e^5 \left(1-4 x+e^3 x-x^2\right)\right) \log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right) \log \left(\log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right)\right)}{\left(e^x x+e^5 \left(1-4 x+e^3 x-x^2\right)\right) \log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right)} \, dx","Int[(E^x*x^2 + E^5*(-1 - x^2) + (E^x*x + E^5*(1 - 4*x + E^3*x - x^2))*Log[(-(E^x*x) + E^5*(-1 + 4*x - E^3*x + x^2))/x]*Log[Log[(-(E^x*x) + E^5*(-1 + 4*x - E^3*x + x^2))/x]])/((E^x*x + E^5*(1 - 4*x + E^3*x - x^2))*Log[(-(E^x*x) + E^5*(-1 + 4*x - E^3*x + x^2))/x]),x]","\int \frac{e^x x^2+e^5 \left(-1-x^2\right)+\left(e^x x+e^5 \left(1-4 x+e^3 x-x^2\right)\right) \log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right) \log \left(\log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right)\right)}{\left(e^x x+e^5 \left(1-4 x+e^3 x-x^2\right)\right) \log \left(\frac{-e^x x+e^5 \left(-1+4 x-e^3 x+x^2\right)}{x}\right)} \, dx","x \log \left(\log \left(e^5 \left(x-\frac{1}{x}-e^3+4\right)-e^x\right)\right)",1,"Defer[Int][x/Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)], x] + E^5*(3 - E^3)*Defer[Int][x^2/((E^5 + E^x*x - 4*E^5*(1 - E^3/4)*x - E^5*x^2)*Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)]), x] + E^5*Defer[Int][x^3/((E^5 + E^x*x - 4*E^5*(1 - E^3/4)*x - E^5*x^2)*Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)]), x] + E^5*Defer[Int][1/((-E^5 - E^x*x + 4*E^5*(1 - E^3/4)*x + E^5*x^2)*Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)]), x] + E^5*Defer[Int][x/((-E^5 - E^x*x + 4*E^5*(1 - E^3/4)*x + E^5*x^2)*Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)]), x] + Defer[Int][Log[Log[-E^8 - E^x + E^5*(4 - x^(-1) + x)]], x]","F",0,0,0,0,-1,"{}"
10026,1,153,0,0.1347585,"\int \frac{1}{4} \left(20-e^{x/4}+e^{4 x} (4+16 x)+e^{3 x} (-144-432 x) \log (3)+1296 \log ^2(3)+26244 \log ^4(3)+e^{2 x} \left(16+32 x+(1944+3888 x) \log ^2(3)\right)+e^x \left((-288-288 x) \log (3)+(-11664-11664 x) \log ^3(3)\right)\right) \, dx","Int[(20 - E^(x/4) + E^(4*x)*(4 + 16*x) + E^(3*x)*(-144 - 432*x)*Log[3] + 1296*Log[3]^2 + 26244*Log[3]^4 + E^(2*x)*(16 + 32*x + (1944 + 3888*x)*Log[3]^2) + E^x*((-288 - 288*x)*Log[3] + (-11664 - 11664*x)*Log[3]^3))/4,x]","-e^{x/4}-\frac{e^{4 x}}{4}+\frac{1}{4} e^{4 x} (4 x+1)+e^{2 x} \left(2 x \left(2+243 \log ^2(3)\right)+2+243 \log ^2(3)\right)-e^{2 x} \left(2+243 \log ^2(3)\right)+36 e^x \log (3) \left(2+81 \log ^2(3)\right)+x \left(5+6561 \log ^4(3)+324 \log ^2(3)\right)-36 e^x \left(x \log (3) \left(2+81 \log ^2(3)\right)+81 \log ^3(3)+\log (9)\right)+12 e^{3 x} \log (3)-12 e^{3 x} (3 x+1) \log (3)","-e^{x/4}+x+x \left(\left(e^x-9 \log (3)\right)^2+2\right)^2",1,"-E^(x/4) - E^(4*x)/4 + (E^(4*x)*(1 + 4*x))/4 + 12*E^(3*x)*Log[3] - 12*E^(3*x)*(1 + 3*x)*Log[3] + 36*E^x*Log[3]*(2 + 81*Log[3]^2) - E^(2*x)*(2 + 243*Log[3]^2) + x*(5 + 324*Log[3]^2 + 6561*Log[3]^4) + E^(2*x)*(2 + 243*Log[3]^2 + 2*x*(2 + 243*Log[3]^2)) - 36*E^x*(81*Log[3]^3 + x*Log[3]*(2 + 81*Log[3]^2) + Log[9])","B",13,4,95,0.04211,1,"{12, 2194, 2176, 2187}"
10027,1,29,0,0.8144388,"\int \frac{18 x-6 x^2+54 x^6+e^x \left(-12 x+2 x^2-x^3-36 x^6\right)+e^{2 x} \left(2 x+6 x^6\right)+\left(-18+e^x (12-12 x)+18 x+e^{2 x} (-2+2 x)\right) \log (x)}{9 x-6 e^x x+e^{2 x} x} \, dx","Int[(18*x - 6*x^2 + 54*x^6 + E^x*(-12*x + 2*x^2 - x^3 - 36*x^6) + E^(2*x)*(2*x + 6*x^6) + (-18 + E^x*(12 - 12*x) + 18*x + E^(2*x)*(-2 + 2*x))*Log[x])/(9*x - 6*E^x*x + E^(2*x)*x),x]","x^6-\frac{x^2}{3-e^x}-\log ^2(x)+2 x \log (x)","\left(x^5+x\right) x+\frac{x^2}{e^x-3}-(\log (x)-x)^2+3",1,"-(x^2/(3 - E^x)) + x^6 + 2*x*Log[x] - Log[x]^2","A",30,14,100,0.1400,1,"{6688, 6742, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 2185, 2191, 2346, 2301, 2295}"
10028,1,250,0,0.6247523,"\int \frac{-10+e^{2 x} (-40+80 x)+40 \log (3)}{1+16 e^{4 x}+e^{2 x} (8-32 \log (3))-8 \log (3)+16 \log ^2(3)} \, dx","Int[(-10 + E^(2*x)*(-40 + 80*x) + 40*Log[3])/(1 + 16*E^(4*x) + E^(2*x)*(8 - 32*Log[3]) - 8*Log[3] + 16*Log[3]^2),x]","\frac{5 (2-\log (6561)) \text{Li}_2\left(-\frac{4 e^{2 x}}{1-4 \log (3)}\right)}{2 (1-\log (81))^2}-\frac{5 \text{Li}_2\left(-\frac{4 e^{2 x}}{1-4 \log (3)}\right)}{1-4 \log (3)}-\frac{5 x^2 (2-\log (6561))}{(1-\log (81))^2}+\frac{5 (1-2 x)^2}{2 (1-4 \log (3))}+\frac{5 (1-2 x) \log \left(\frac{4 e^{2 x}}{1-4 \log (3)}+1\right)}{1-4 \log (3)}+\frac{5 x (2-\log (6561)) \log \left(\frac{4 e^{2 x}}{1-4 \log (3)}+1\right)}{(1-\log (81))^2}-\frac{5 (2-\log (6561)) \log \left(4 e^{2 x}+1-4 \log (3)\right)}{2 (1-\log (81))^2}-\frac{5 x (2-\log (6561))}{(1-\log (81)) \left(4 e^{2 x}+1-4 \log (3)\right)}+\frac{5 x (2-\log (6561))}{(1-\log (81))^2}","\frac{10 x^2}{4 x \left(\log (3)-e^{2 x}\right)-x}+4",1,"(5*(1 - 2*x)^2)/(2*(1 - 4*Log[3])) + (5*x*(2 - Log[6561]))/(1 - Log[81])^2 - (5*x^2*(2 - Log[6561]))/(1 - Log[81])^2 - (5*x*(2 - Log[6561]))/((1 + 4*E^(2*x) - 4*Log[3])*(1 - Log[81])) + (5*(1 - 2*x)*Log[1 + (4*E^(2*x))/(1 - 4*Log[3])])/(1 - 4*Log[3]) + (5*x*(2 - Log[6561])*Log[1 + (4*E^(2*x))/(1 - 4*Log[3])])/(1 - Log[81])^2 - (5*(2 - Log[6561])*Log[1 + 4*E^(2*x) - 4*Log[3]])/(2*(1 - Log[81])^2) - (5*PolyLog[2, (-4*E^(2*x))/(1 - 4*Log[3])])/(1 - 4*Log[3]) + (5*(2 - Log[6561])*PolyLog[2, (-4*E^(2*x))/(1 - 4*Log[3])])/(2*(1 - Log[81])^2)","C",18,13,51,0.2549,1,"{6688, 12, 6742, 2184, 2190, 2279, 2391, 2185, 2191, 2282, 36, 29, 31}"
10029,1,35,0,0.1018811,"\int \frac{25+25 x+e^{1-x^6} \left(4+4 x-24 x^7\right)-24 e^{1-x^6} x^6 \log (x)}{4 x} \, dx","Int[(25 + 25*x + E^(1 - x^6)*(4 + 4*x - 24*x^7) - 24*E^(1 - x^6)*x^6*Log[x])/(4*x),x]","\frac{e^{1-x^6} \left(x^7+x^6 \log (x)\right)}{x^6}+\frac{25 x}{4}+\frac{25 \log (x)}{4}","\left(e^{1-x^6}+\frac{25}{4}\right) (x+\log (x))+1",1,"(25*x)/4 + (25*Log[x])/4 + (E^(1 - x^6)*(x^7 + x^6*Log[x]))/x^6","A",6,4,48,0.08333,1,"{12, 14, 43, 2288}"
10030,0,0,0,1.578091,"\int \frac{1144 x^3+168 x^4-48 x^5-39754 x^6-29862 x^7-5292 x^8+504 x^9+144 x^{10}+\left(168 x-24 x^2-2288 x^3-18186 x^4-7794 x^5+216 x^7\right) \log (x)+\left(-336 x-2574 x^2-378 x^3+108 x^4\right) \log ^2(x)+(-126+18 x) \log ^3(x)}{3087 x^6+2646 x^7+756 x^8+72 x^9+\left(1323 x^4+756 x^5+108 x^6\right) \log (x)+\left(189 x^2+54 x^3\right) \log ^2(x)+9 \log ^3(x)} \, dx","Int[(1144*x^3 + 168*x^4 - 48*x^5 - 39754*x^6 - 29862*x^7 - 5292*x^8 + 504*x^9 + 144*x^10 + (168*x - 24*x^2 - 2288*x^3 - 18186*x^4 - 7794*x^5 + 216*x^7)*Log[x] + (-336*x - 2574*x^2 - 378*x^3 + 108*x^4)*Log[x]^2 + (-126 + 18*x)*Log[x]^3)/(3087*x^6 + 2646*x^7 + 756*x^8 + 72*x^9 + (1323*x^4 + 756*x^5 + 108*x^6)*Log[x] + (189*x^2 + 54*x^3)*Log[x]^2 + 9*Log[x]^3),x]","\int \frac{1144 x^3+168 x^4-48 x^5-39754 x^6-29862 x^7-5292 x^8+504 x^9+144 x^{10}+\left(168 x-24 x^2-2288 x^3-18186 x^4-7794 x^5+216 x^7\right) \log (x)+\left(-336 x-2574 x^2-378 x^3+108 x^4\right) \log ^2(x)+(-126+18 x) \log ^3(x)}{3087 x^6+2646 x^7+756 x^8+72 x^9+\left(1323 x^4+756 x^5+108 x^6\right) \log (x)+\left(189 x^2+54 x^3\right) \log ^2(x)+9 \log ^3(x)} \, dx","\left(-\frac{4}{3 \left(\frac{\log (x)}{x^2}+2 x+7\right)}-x+7\right)^2",1,"(7 - x)^2 - (32*Defer[Int][x^3/(7*x^2 + 2*x^3 + Log[x])^3, x])/9 - (448*Defer[Int][x^5/(7*x^2 + 2*x^3 + Log[x])^3, x])/9 - (64*Defer[Int][x^6/(7*x^2 + 2*x^3 + Log[x])^3, x])/3 + (56*Defer[Int][x/(7*x^2 + 2*x^3 + Log[x])^2, x])/3 - (8*Defer[Int][x^2/(7*x^2 + 2*x^3 + Log[x])^2, x])/3 + (2416*Defer[Int][x^3/(7*x^2 + 2*x^3 + Log[x])^2, x])/9 + (224*Defer[Int][x^4/(7*x^2 + 2*x^3 + Log[x])^2, x])/3 - 16*Defer[Int][x^5/(7*x^2 + 2*x^3 + Log[x])^2, x] - (112*Defer[Int][x/(7*x^2 + 2*x^3 + Log[x]), x])/3 + 8*Defer[Int][x^2/(7*x^2 + 2*x^3 + Log[x]), x]","F",0,0,0,0,-1,"{}"
10031,1,48,0,0.1843751,"\int \frac{15200-12683 x+3758 x^2-471 x^3+21 x^4+\left(-190+73 x-7 x^2\right) \log \left(\frac{-38+7 x}{-5+x}\right)}{190-73 x+7 x^2} \, dx","Int[(15200 - 12683*x + 3758*x^2 - 471*x^3 + 21*x^4 + (-190 + 73*x - 7*x^2)*Log[(-38 + 7*x)/(-5 + x)])/(190 - 73*x + 7*x^2),x]","x^3-18 x^2+80 x-5 \log (38-7 x)+(5-x) \log \left(\frac{38-7 x}{5-x}\right)+5 \log (5-x)","x (9-x)^2-x-x \log \left(\frac{3}{5-x}+7\right)-4",1,"80*x - 18*x^2 + x^3 - 5*Log[38 - 7*x] + (5 - x)*Log[(38 - 7*x)/(5 - x)] + 5*Log[5 - x]","A",24,7,56,0.1250,1,"{6728, 616, 31, 632, 703, 701, 2486}"
10032,1,17,0,0.0412699,"\int \frac{-4 x^2+(-5+4 x) \log (3)}{-5 x^2+5 x \log (3)} \, dx","Int[(-4*x^2 + (-5 + 4*x)*Log[3])/(-5*x^2 + 5*x*Log[3]),x]","\frac{4 x}{5}-\log (x)+\log (x-\log (3))","\frac{1}{5} (4 x-5)+\log \left(\frac{x-\log (3)}{x}\right)",1,"(4*x)/5 - Log[x] + Log[x - Log[3]]","A",3,2,28,0.07143,1,"{1593, 1820}"
10033,0,0,0,25.1340165,"\int \frac{\exp \left(\frac{-1+e^x (-x-\log (2))+(4 x+4 \log (2)) \log (6 x)}{-e^x+4 \log (6 x)}\right) \left(16-4 e^x x+4 e^{2 x} x-32 e^x x \log (6 x)+64 x \log ^2(6 x)\right)}{e^{2 x} x-8 e^x x \log (6 x)+16 x \log ^2(6 x)} \, dx","Int[(E^((-1 + E^x*(-x - Log[2]) + (4*x + 4*Log[2])*Log[6*x])/(-E^x + 4*Log[6*x]))*(16 - 4*E^x*x + 4*E^(2*x)*x - 32*E^x*x*Log[6*x] + 64*x*Log[6*x]^2))/(E^(2*x)*x - 8*E^x*x*Log[6*x] + 16*x*Log[6*x]^2),x]","\int \frac{\exp \left(\frac{-1+e^x (-x-\log (2))+(4 x+4 \log (2)) \log (6 x)}{-e^x+4 \log (6 x)}\right) \left(16-4 e^x x+4 e^{2 x} x-32 e^x x \log (6 x)+64 x \log ^2(6 x)\right)}{e^{2 x} x-8 e^x x \log (6 x)+16 x \log ^2(6 x)} \, dx","8 e^{x+\frac{1}{e^x-4 \log (6 x)}}",1,"4*Defer[Int][E^((-1 + E^x*(-x - Log[2]) + (4*x + 4*Log[2])*Log[6*x])/(-E^x + 4*Log[6*x])), x] + 16*Defer[Int][E^((-1 + E^x*(-x - Log[2]) + (4*x + 4*Log[2])*Log[6*x])/(-E^x + 4*Log[6*x]))/(x*(E^x - 4*Log[6*x])^2), x] - 4*Defer[Int][E^((-1 + E^x*(-x - Log[2]) + (4*x + 4*Log[2])*Log[6*x])/(-E^x + 4*Log[6*x]))/(E^x - 4*Log[6*x]), x] - 16*Defer[Int][(E^((-1 + E^x*(-x - Log[2]) + (4*x + 4*Log[2])*Log[6*x])/(-E^x + 4*Log[6*x]))*Log[6*x])/(E^x - 4*Log[6*x])^2, x]","F",0,0,0,0,-1,"{}"
10034,0,0,0,15.8254118,"\int \frac{\exp \left(9 e^{\frac{2 \left(-4 x-x^2\right)}{6-3 x+3 \log (x)}}+\frac{2 \left(-4 x-x^2\right)}{6-3 x+3 \log (x)}\right) \left(-24-18 x+6 x^2+(-24-12 x) \log (x)\right)}{4-4 x+x^2+(4-2 x) \log (x)+\log ^2(x)} \, dx","Int[(E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))*(-24 - 18*x + 6*x^2 + (-24 - 12*x)*Log[x]))/(4 - 4*x + x^2 + (4 - 2*x)*Log[x] + Log[x]^2),x]","\int \frac{\exp \left(9 e^{\frac{2 \left(-4 x-x^2\right)}{6-3 x+3 \log (x)}}+\frac{2 \left(-4 x-x^2\right)}{6-3 x+3 \log (x)}\right) \left(-24-18 x+6 x^2+(-24-12 x) \log (x)\right)}{4-4 x+x^2+(4-2 x) \log (x)+\log ^2(x)} \, dx","e^{9 e^{\frac{2 x (x+4)}{3 (x-\log (x)-2)}}}",1,"24*Defer[Int][E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))/(-2 + x - Log[x])^2, x] - 18*Defer[Int][(E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))*x)/(-2 + x - Log[x])^2, x] - 6*Defer[Int][(E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))*x^2)/(-2 + x - Log[x])^2, x] + 24*Defer[Int][E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))/(-2 + x - Log[x]), x] + 12*Defer[Int][(E^(9*E^((2*(-4*x - x^2))/(6 - 3*x + 3*Log[x])) + (2*(-4*x - x^2))/(6 - 3*x + 3*Log[x]))*x)/(-2 + x - Log[x]), x]","F",0,0,0,0,-1,"{}"
10035,-1,0,0,180.0019561,"\int \exp \left(-2 x+e^{-2 x} \left(x^2+2 e^x x^3+e^{2 x} x^4+\left(-10 x^2-2 x^3+e^x \left(-10 x^3-2 x^4\right)\right) \log ^2(x)+\left(25 x^2+10 x^3+x^4\right) \log ^4(x)\right)\right) \left(2 x-2 x^2+4 e^{2 x} x^3+e^x \left(6 x^2-2 x^3\right)+\left(-20 x-4 x^2+e^x \left(-20 x^2-4 x^3\right)\right) \log (x)+\left(-20 x+14 x^2+4 x^3+e^x \left(-30 x^2+2 x^3+2 x^4\right)\right) \log ^2(x)+\left(100 x+40 x^2+4 x^3\right) \log ^3(x)+\left(50 x-20 x^2-16 x^3-2 x^4\right) \log ^4(x)\right) \, dx","Int[E^(-2*x + (x^2 + 2*E^x*x^3 + E^(2*x)*x^4 + (-10*x^2 - 2*x^3 + E^x*(-10*x^3 - 2*x^4))*Log[x]^2 + (25*x^2 + 10*x^3 + x^4)*Log[x]^4)/E^(2*x))*(2*x - 2*x^2 + 4*E^(2*x)*x^3 + E^x*(6*x^2 - 2*x^3) + (-20*x - 4*x^2 + E^x*(-20*x^2 - 4*x^3))*Log[x] + (-20*x + 14*x^2 + 4*x^3 + E^x*(-30*x^2 + 2*x^3 + 2*x^4))*Log[x]^2 + (100*x + 40*x^2 + 4*x^3)*Log[x]^3 + (50*x - 20*x^2 - 16*x^3 - 2*x^4)*Log[x]^4),x]","\text{\$Aborted}","\exp \left(x^2 \left(x-e^{-x} \left((x+5) \log ^2(x)-1\right)\right)^2\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
10036,0,0,0,0.8793597,"\int \frac{-12 x^2+36 x \log ^2(2)+(-36-36 x) \log ^4(2)+\left(-24 x^2+\left(24 x+24 x^2\right) \log ^2(2)\right) \log (x)+\left(-4 x^2-4 x^3\right) \log ^2(x)}{9 x^3 \log ^4(2)-6 x^4 \log ^2(2) \log (x)+x^5 \log ^2(x)} \, dx","Int[(-12*x^2 + 36*x*Log[2]^2 + (-36 - 36*x)*Log[2]^4 + (-24*x^2 + (24*x + 24*x^2)*Log[2]^2)*Log[x] + (-4*x^2 - 4*x^3)*Log[x]^2)/(9*x^3*Log[2]^4 - 6*x^4*Log[2]^2*Log[x] + x^5*Log[x]^2),x]","\int \frac{-12 x^2+36 x \log ^2(2)+(-36-36 x) \log ^4(2)+\left(-24 x^2+\left(24 x+24 x^2\right) \log ^2(2)\right) \log (x)+\left(-4 x^2-4 x^3\right) \log ^2(x)}{9 x^3 \log ^4(2)-6 x^4 \log ^2(2) \log (x)+x^5 \log ^2(x)} \, dx","\frac{4 \left(x-\frac{x}{\log ^2(2)-\frac{1}{3} x \log (x)}+\frac{1}{2}\right)}{x^2}+4",1,"(2*(1 + x)^2)/x^2 - 36*Log[2]^2*Defer[Int][1/(x^2*(-3*Log[2]^2 + x*Log[x])^2), x] - 12*Defer[Int][1/(x*(-3*Log[2]^2 + x*Log[x])^2), x] - 24*Defer[Int][1/(x^2*(-3*Log[2]^2 + x*Log[x])), x]","F",0,0,0,0,-1,"{}"
10037,1,15,0,0.0155725,"\int \frac{9-24 x}{e^3 \left(9 x^2-24 x^3+16 x^4\right)} \, dx","Int[(9 - 24*x)/(E^3*(9*x^2 - 24*x^3 + 16*x^4)),x]","-\frac{3}{e^3 (3-4 x) x}","\frac{3}{e^3 x (4 x-3)}",1,"-3/(E^3*(3 - 4*x)*x)","A",4,4,27,0.1481,1,"{12, 1594, 27, 74}"
10038,1,25,0,0.0870568,"\int \left(1-4 x^3+4 x^2 \log (x)+6 x^2 \log ^2(x)-4 x \log ^3(x)-2 x \log ^4(x)\right) \, dx","Int[1 - 4*x^3 + 4*x^2*Log[x] + 6*x^2*Log[x]^2 - 4*x*Log[x]^3 - 2*x*Log[x]^4,x]","-x^4+2 x^3 \log ^2(x)-x^2 \log ^4(x)+x","-x^2 \left(\log ^2(x)-x\right)^2+x-8",1,"x - x^4 + 2*x^3*Log[x]^2 - x^2*Log[x]^4","A",11,2,37,0.05405,1,"{2304, 2305}"
10039,0,0,0,1.158431,"\int \frac{\left(-20+12 x+(4-2 x) \log \left(e^{8+x}\right)\right) \log \left(\frac{1}{5} e^{-x} \left(-10 x^2+2 x^2 \log \left(e^{8+x}\right)\right)\right)}{-5 x+x \log \left(e^{8+x}\right)} \, dx","Int[((-20 + 12*x + (4 - 2*x)*Log[E^(8 + x)])*Log[(-10*x^2 + 2*x^2*Log[E^(8 + x)])/(5*E^x)])/(-5*x + x*Log[E^(8 + x)]),x]","\int \frac{\left(-20+12 x+(4-2 x) \log \left(e^{8+x}\right)\right) \log \left(\frac{1}{5} e^{-x} \left(-10 x^2+2 x^2 \log \left(e^{8+x}\right)\right)\right)}{-5 x+x \log \left(e^{8+x}\right)} \, dx","\log ^2\left(\frac{2}{5} e^{-x} x^2 \left(\log \left(e^{x+8}\right)-5\right)\right)",1,"12*Defer[Int][Log[(2*x^2*(-5 + Log[E^(8 + x)]))/(5*E^x)]/(-5 + Log[E^(8 + x)]), x] - 20*Defer[Int][Log[(2*x^2*(-5 + Log[E^(8 + x)]))/(5*E^x)]/(x*(-5 + Log[E^(8 + x)])), x] - 2*Defer[Int][(Log[E^(8 + x)]*Log[(2*x^2*(-5 + Log[E^(8 + x)]))/(5*E^x)])/(-5 + Log[E^(8 + x)]), x] + 4*Defer[Int][(Log[E^(8 + x)]*Log[(2*x^2*(-5 + Log[E^(8 + x)]))/(5*E^x)])/(x*(-5 + Log[E^(8 + x)])), x]","F",0,0,0,0,-1,"{}"
10040,1,26,0,5.7705214,"\int \frac{\exp \left(\frac{81 x^2}{625-500 x+150 x^2-20 x^3+x^4+\left(50 x-20 x^2+2 x^3\right) \log (2+4 x)+x^2 \log ^2(2+4 x)}\right) \left(4050 x+8100 x^2-486 x^3-324 x^4\right)}{46875+37500 x-84375 x^2+48750 x^3-13875 x^4+2160 x^5-177 x^6+6 x^7+\left(5625 x+6750 x^2-7650 x^3+2520 x^4-351 x^5+18 x^6\right) \log (2+4 x)+\left(225 x^2+360 x^3-171 x^4+18 x^5\right) \log ^2(2+4 x)+\left(3 x^3+6 x^4\right) \log ^3(2+4 x)+\exp \left(\frac{81 x^2}{625-500 x+150 x^2-20 x^3+x^4+\left(50 x-20 x^2+2 x^3\right) \log (2+4 x)+x^2 \log ^2(2+4 x)}\right) \left(15625+12500 x-28125 x^2+16250 x^3-4625 x^4+720 x^5-59 x^6+2 x^7+\left(1875 x+2250 x^2-2550 x^3+840 x^4-117 x^5+6 x^6\right) \log (2+4 x)+\left(75 x^2+120 x^3-57 x^4+6 x^5\right) \log ^2(2+4 x)+\left(x^3+2 x^4\right) \log ^3(2+4 x)\right)} \, dx","Int[(E^((81*x^2)/(625 - 500*x + 150*x^2 - 20*x^3 + x^4 + (50*x - 20*x^2 + 2*x^3)*Log[2 + 4*x] + x^2*Log[2 + 4*x]^2))*(4050*x + 8100*x^2 - 486*x^3 - 324*x^4))/(46875 + 37500*x - 84375*x^2 + 48750*x^3 - 13875*x^4 + 2160*x^5 - 177*x^6 + 6*x^7 + (5625*x + 6750*x^2 - 7650*x^3 + 2520*x^4 - 351*x^5 + 18*x^6)*Log[2 + 4*x] + (225*x^2 + 360*x^3 - 171*x^4 + 18*x^5)*Log[2 + 4*x]^2 + (3*x^3 + 6*x^4)*Log[2 + 4*x]^3 + E^((81*x^2)/(625 - 500*x + 150*x^2 - 20*x^3 + x^4 + (50*x - 20*x^2 + 2*x^3)*Log[2 + 4*x] + x^2*Log[2 + 4*x]^2))*(15625 + 12500*x - 28125*x^2 + 16250*x^3 - 4625*x^4 + 720*x^5 - 59*x^6 + 2*x^7 + (1875*x + 2250*x^2 - 2550*x^3 + 840*x^4 - 117*x^5 + 6*x^6)*Log[2 + 4*x] + (75*x^2 + 120*x^3 - 57*x^4 + 6*x^5)*Log[2 + 4*x]^2 + (x^3 + 2*x^4)*Log[2 + 4*x]^3)),x]","\log \left(e^{\frac{81 x^2}{\left((x-5)^2+x \log (4 x+2)\right)^2}}+3\right)","\log \left(e^{\frac{81 x^2}{\left((5-x)^2+x \log (4 x+2)\right)^2}}+3\right)",1,"Log[3 + E^((81*x^2)/((-5 + x)^2 + x*Log[2 + 4*x])^2)]","A",3,3,383,0.007833,1,"{6688, 12, 6684}"
10041,1,32,0,0.0662502,"\int \frac{16-3 x-16 x^3+3 x^4+\left(-48+6 x+3 x^4\right) \log (x)}{5 x^4} \, dx","Int[(16 - 3*x - 16*x^3 + 3*x^4 + (-48 + 6*x + 3*x^4)*Log[x])/(5*x^4),x]","\frac{16 \log (x)}{5 x^3}-\frac{3 \log (x)}{5 x^2}+\frac{3}{5} x \log (x)-\frac{16 \log (x)}{5}","\frac{(3 (5-x)+1) \left(\frac{1}{x^2}-x\right) \log (x)}{5 x}-1",1,"(-16*Log[x])/5 + (16*Log[x])/(5*x^3) - (3*Log[x])/(5*x^2) + (3*x*Log[x])/5","A",10,5,35,0.1429,1,"{12, 14, 2357, 2295, 2304}"
10042,1,21,0,0.1185722,"\int \frac{\frac{6}{e^3}+\left(6+\frac{12 x}{e^3}\right) \log (x)+\frac{6 \log (x) \log (\log (x))}{e^3}}{2 \log (x)} \, dx","Int[(6/E^3 + (6 + (12*x)/E^3)*Log[x] + (6*Log[x]*Log[Log[x]])/E^3)/(2*Log[x]),x]","\frac{3 x^2}{e^3}+3 x+\frac{3 x \log (\log (x))}{e^3}","\frac{3}{2} x \left(\frac{2 (x+\log (\log (x)))}{e^3}+2\right)",1,"3*x + (3*x^2)/E^3 + (3*x*Log[Log[x]])/E^3","A",10,5,35,0.1429,1,"{12, 6688, 6742, 2298, 2520}"
10043,0,0,0,0.6919686,"\int \frac{-90-5 x+4 x^3+\left(-180+13 x+x^2\right) \log \left(\frac{5}{x}\right)}{4 x^3+\left(18 x+x^2\right) \log \left(\frac{5}{x}\right)} \, dx","Int[(-90 - 5*x + 4*x^3 + (-180 + 13*x + x^2)*Log[5/x])/(4*x^3 + (18*x + x^2)*Log[5/x]),x]","\int \frac{-90-5 x+4 x^3+\left(-180+13 x+x^2\right) \log \left(\frac{5}{x}\right)}{4 x^3+\left(18 x+x^2\right) \log \left(\frac{5}{x}\right)} \, dx","5 \left(\log \left(\frac{(x+18) \log \left(\frac{5}{x}\right)}{x^2}+4\right)+1\right)+x-4",1,"x - 10*Log[x] + 5*Log[18 + x] + 355*Defer[Int][(4*x^2 + 18*Log[5/x] + x*Log[5/x])^(-1), x] + 20*Defer[Int][x/(4*x^2 + 18*Log[5/x] + x*Log[5/x]), x] - 6480*Defer[Int][1/((18 + x)*(4*x^2 + 18*Log[5/x] + x*Log[5/x])), x] - 90*Defer[Int][(4*x^3 + x*(18 + x)*Log[5/x])^(-1), x]","F",0,0,0,0,-1,"{}"
10044,1,21,0,0.0065861,"\int \left(2-4 x+4 e^2 x+6 x^2\right) \, dx","Int[2 - 4*x + 4*E^2*x + 6*x^2,x]","2 x^3-2 \left(1-e^2\right) x^2+2 x","2 x \left(-((2-x) x)+e^2 x+x+1\right)",1,"2*x - 2*(1 - E^2)*x^2 + 2*x^3","A",2,1,16,0.06250,1,"{6}"
10045,1,27,0,0.0531437,"\int \frac{-50 e^{25-50 x} x^2-2 \log (x)+\log ^2(x)}{x^2} \, dx","Int[(-50*E^(25 - 50*x)*x^2 - 2*Log[x] + Log[x]^2)/x^2,x]","e^{25-50 x}+\frac{(2-\log (x)) \log (x)}{x}-\frac{2 \log (x)}{x}","e^{25 (1-2 x)}-\frac{\log ^2(x)}{x}+3",1,"E^(25 - 50*x) - (2*Log[x])/x + ((2 - Log[x])*Log[x])/x","A",5,5,25,0.2000,1,"{14, 2194, 2304, 2366, 2303}"
10046,1,16,0,0.0022905,"\int \frac{1}{2} (-2-x \log (2)) \, dx","Int[(-2 - x*Log[2])/2,x]","-\frac{(x \log (2)+2)^2}{4 \log (2)}","-\frac{1}{4} \log (2) \log \left(3 \left(1+e^6\right) e^{x^2}\right)-x+1",1,"-1/4*(2 + x*Log[2])^2/Log[2]","A",1,1,11,0.09091,1,"{9}"
10047,1,20,0,0.0444227,"\int \frac{1}{5} e^{\frac{1}{5} \left(-6 x+6 x^2+5 x^3\right)} \left(-6+12 x+15 x^2\right) \, dx","Int[(E^((-6*x + 6*x^2 + 5*x^3)/5)*(-6 + 12*x + 15*x^2))/5,x]","e^{\frac{1}{5} \left(5 x^3+6 x^2-6 x\right)}","\exp \left(\frac{1}{5} (-((-5 (x+2) x+4 x+5) x)-x)\right)",1,"E^((-6*x + 6*x^2 + 5*x^3)/5)","A",2,2,34,0.05882,1,"{12, 6706}"
10048,1,17,0,0.0142584,"\int \left(\left(45-15 x^2\right) \log (2)-15 x^2 \log (2) \log \left(x^3\right)\right) \, dx","Int[(45 - 15*x^2)*Log[2] - 15*x^2*Log[2]*Log[x^3],x]","45 x \log (2)-5 x^3 \log (2) \log \left(x^3\right)","\frac{5}{2} x \log (2) \left(18-2 x^2 \log \left(x^3\right)\right)",1,"45*x*Log[2] - 5*x^3*Log[2]*Log[x^3]","A",3,1,22,0.04545,1,"{2304}"
10049,1,62,0,0.1287709,"\int \frac{4+32 x+15 x^2-150 x^3-125 x^4}{1+6 x+27 x^2+68 x^3+135 x^4+150 x^5+125 x^6} \, dx","Int[(4 + 32*x + 15*x^2 - 150*x^3 - 125*x^4)/(1 + 6*x + 27*x^2 + 68*x^3 + 135*x^4 + 150*x^5 + 125*x^6),x]","-\frac{15 (5 x+1)}{8 \left(5 x^2+2 x+1\right)}+\frac{115 x+31}{8 \left(5 x^2+2 x+1\right)}-\frac{5 x+2}{\left(5 x^2+2 x+1\right)^2}","\frac{x}{\left(x+\frac{1}{x+\log \left(e^{4 x+2}\right)}\right)^2}",1,"-((2 + 5*x)/(1 + 2*x + 5*x^2)^2) - (15*(1 + 5*x))/(8*(1 + 2*x + 5*x^2)) + (31 + 115*x)/(8*(1 + 2*x + 5*x^2))","B",11,5,53,0.09434,1,"{2074, 638, 614, 618, 204}"
10050,1,27,0,0.7087575,"\int \frac{-6-7 x+27 x^2-9 x^3+x^4-2 x \log \left(x^2\right)}{-81 x+72 x^2-9 x^3-5 x^4+x^5+\left(-3 x+x^2\right) \log \left(x^2\right)} \, dx","Int[(-6 - 7*x + 27*x^2 - 9*x^3 + x^4 - 2*x*Log[x^2])/(-81*x + 72*x^2 - 9*x^3 - 5*x^4 + x^5 + (-3*x + x^2)*Log[x^2]),x]","\log \left(x^3-2 x^2+\log \left(x^2\right)-15 x+27\right)-2 \log (3-x)","\log \left(\frac{\log \left(x^2\right)-9}{(x-3)^2}+x+4\right)",1,"-2*Log[3 - x] + Log[27 - 15*x - 2*x^2 + x^3 + Log[x^2]]","A",4,3,62,0.04839,1,"{6741, 6742, 6684}"
10051,1,23,0,1.7248952,"\int \frac{1+\log (x)+\left(x-x^2-x^3-4 x^4-x^5\right) \log (x) \log (-x \log (x)) \log (\log (-x \log (x)))+x \log (x) \log (-x \log (x)) \log (\log (-x \log (x))) \log (\log (\log (-x \log (x))))}{\left(x^2-x^3-x^5\right) \log (x) \log (-x \log (x)) \log (\log (-x \log (x)))+x \log (x) \log (-x \log (x)) \log (\log (-x \log (x))) \log (\log (\log (-x \log (x))))} \, dx","Int[(1 + Log[x] + (x - x^2 - x^3 - 4*x^4 - x^5)*Log[x]*Log[-(x*Log[x])]*Log[Log[-(x*Log[x])]] + x*Log[x]*Log[-(x*Log[x])]*Log[Log[-(x*Log[x])]]*Log[Log[Log[-(x*Log[x])]]])/((x^2 - x^3 - x^5)*Log[x]*Log[-(x*Log[x])]*Log[Log[-(x*Log[x])]] + x*Log[x]*Log[-(x*Log[x])]*Log[Log[-(x*Log[x])]]*Log[Log[Log[-(x*Log[x])]]]),x]","\log \left(-x^4-x^2+x+\log (\log (\log (-x \log (x))))\right)+x","\log \left(x^4+x^2-x-\log (\log (\log (-x \log (x))))\right)+x",1,"x + Log[x - x^2 - x^4 + Log[Log[Log[-(x*Log[x])]]]]","A",4,3,126,0.02381,1,"{6688, 6742, 6684}"
10052,1,30,0,0.1289795,"\int \frac{e^{-x} \left(e^x \left(4-36 x^2\right)+e^{4+2 x} \left(x^2+x^3\right)\right)}{4 x^2} \, dx","Int[(E^x*(4 - 36*x^2) + E^(4 + 2*x)*(x^2 + x^3))/(4*E^x*x^2),x]","-9 x-\frac{e^{x+4}}{4}+\frac{1}{4} e^{x+4} (x+1)-\frac{1}{x}","\left(\frac{e^{x+4}}{4}-\left(\frac{1-x}{x}+4\right)^2\right) x+1",1,"-1/4*E^(4 + x) - x^(-1) - 9*x + (E^(4 + x)*(1 + x))/4","A",6,4,39,0.1026,1,"{12, 6688, 2176, 2194}"
10053,1,20,0,0.0059732,"\int \frac{1}{2} (-4+4 x+(-1+x) \log (9)) \, dx","Int[(-4 + 4*x + (-1 + x)*Log[9])/2,x]","x^2-2 x+\frac{1}{4} (1-x)^2 \log (9)","\frac{1}{4} \left((1-x)^2+e^4-7\right) (4+\log (9))",1,"-2*x + x^2 + ((1 - x)^2*Log[9])/4","A",2,1,15,0.06667,1,"{12}"
10054,1,22,0,0.036245,"\int \frac{-x^3+e x^2 \left(4 e^{\frac{2-4 x^2}{x^2}}+2 x^3\right)}{e x^5} \, dx","Int[(-x^3 + E*x^2*(4*E^((2 - 4*x^2)/x^2) + 2*x^3))/(E*x^5),x]","-e^{\frac{2}{x^2}-4}+2 x+\frac{1}{e x}","-e^{\frac{2}{x^2}-4}+2 x+\frac{1}{e x}",1,"-E^(-4 + 2/x^2) + 1/(E*x) + 2*x","A",6,3,39,0.07692,1,"{12, 14, 2209}"
10055,1,31,0,0.0209581,"\int \left(-4+\log (5)+e^{\sqrt{e} (-2+2 x)} \left(8 \sqrt{e}-2 \sqrt{e} \log (5)\right)\right) \, dx","Int[-4 + Log[5] + E^(Sqrt[E]*(-2 + 2*x))*(8*Sqrt[E] - 2*Sqrt[E]*Log[5]),x]","e^{-2 \sqrt{e} (1-x)} (4-\log (5))-x (4-\log (5))","\left(x-e^{2 \sqrt{e} (x-1)}+\frac{1}{2}\right) (\log (5)-4)",1,"(4 - Log[5])/E^(2*Sqrt[E]*(1 - x)) - x*(4 - Log[5])","A",2,1,35,0.02857,1,"{2194}"
10056,1,16,0,0.3278469,"\int \frac{677 x^2+x^3+e^{-1+x} \left(676-675 x-x^2\right)}{676 x^2+x^3} \, dx","Int[(677*x^2 + x^3 + E^(-1 + x)*(676 - 675*x - x^2))/(676*x^2 + x^3),x]","x-\frac{e^{x-1}}{x}+\log (x+676)","x-\frac{e^{x-1}}{x}+\log (x+676)+1",1,"-(E^(-1 + x)/x) + x + Log[676 + x]","A",6,4,37,0.1081,1,"{1593, 6742, 2197, 43}"
10057,1,28,0,1.1204148,"\int \frac{\exp \left(\frac{e^{8 x} \left(-3+\log (2)+e^x \log (2)\right)-\log (2) \log (5)}{-3+\log (2)+e^x \log (2)}\right) \left(e^{8 x} \left(72-48 \log (2)+8 \log ^2(2)+8 e^{2 x} \log ^2(2)+e^x \left(-48 \log (2)+16 \log ^2(2)\right)\right)+e^x \log ^2(2) \log (5)\right)}{9-6 \log (2)+\log ^2(2)+e^{2 x} \log ^2(2)+e^x \left(-6 \log (2)+2 \log ^2(2)\right)} \, dx","Int[(E^((E^(8*x)*(-3 + Log[2] + E^x*Log[2]) - Log[2]*Log[5])/(-3 + Log[2] + E^x*Log[2]))*(E^(8*x)*(72 - 48*Log[2] + 8*Log[2]^2 + 8*E^(2*x)*Log[2]^2 + E^x*(-48*Log[2] + 16*Log[2]^2)) + E^x*Log[2]^2*Log[5]))/(9 - 6*Log[2] + Log[2]^2 + E^(2*x)*Log[2]^2 + E^x*(-6*Log[2] + 2*Log[2]^2)),x]","e^{e^{8 x}} 2^{\frac{\log (5)}{-e^x \log (2)+3-\log (2)}}","e^{e^{8 x}+\frac{\log (5)}{-e^x-1+\frac{3}{\log (2)}}}",1,"2^(Log[5]/(3 - Log[2] - E^x*Log[2]))*E^E^(8*x)","A",2,2,131,0.01527,1,"{2282, 6706}"
10058,1,29,0,0.0526186,"\int \frac{9 x^2+26 e^x x^2-6 x^3-6 x^4+e^{2 x} (-13+26 x)}{x^2} \, dx","Int[(9*x^2 + 26*E^x*x^2 - 6*x^3 - 6*x^4 + E^(2*x)*(-13 + 26*x))/x^2,x]","-2 x^3-3 x^2+9 x+26 e^x+\frac{13 e^{2 x}}{x}","\left(\frac{13 \left(x+e^x\right)^2}{x^2}-x (2 x+3)-3\right) x-x+4",1,"26*E^x + (13*E^(2*x))/x + 9*x - 3*x^2 - 2*x^3","A",5,3,39,0.07692,1,"{14, 2194, 2197}"
10059,1,69,0,0.2005984,"\int \frac{-3125+20625 x-49125 x^2+49775 x^3-19650 x^4+3300 x^5-200 x^6+e^{10} \left(-5+33 x-10 x^2\right)}{125 x^2-825 x^3+1965 x^4-1991 x^5+786 x^6-132 x^7+8 x^8} \, dx","Int[(-3125 + 20625*x - 49125*x^2 + 49775*x^3 - 19650*x^4 + 3300*x^5 - 200*x^6 + E^10*(-5 + 33*x - 10*x^2))/(125*x^2 - 825*x^3 + 1965*x^4 - 1991*x^5 + 786*x^6 - 132*x^7 + 8*x^8),x]","\frac{29 e^{10}}{18225 (5-x)}+\frac{625+e^{10}}{25 x}+\frac{e^{10}}{405 (5-x)^2}+\frac{56 e^{10}}{729 (1-2 x)}+\frac{8 e^{10}}{81 (1-2 x)^2}","\frac{-x+\frac{e^{10}}{(1-2 x)^2 (5-x)^2}+25}{x}",1,"(8*E^10)/(81*(1 - 2*x)^2) + (56*E^10)/(729*(1 - 2*x)) + E^10/(405*(5 - x)^2) + (29*E^10)/(18225*(5 - x)) + (625 + E^10)/(25*x)","B",2,1,83,0.01205,1,"{2074}"
10060,1,36,0,0.0197125,"\int e^{\frac{1}{2} e^2 \left(8 x-x^2\right)} \left(3+e^2 \left(12 x-3 x^2\right)\right) \, dx","Int[E^((E^2*(8*x - x^2))/2)*(3 + E^2*(12*x - 3*x^2)),x]","\frac{3 e^{\frac{1}{2} e^2 \left(8 x-x^2\right)} \left(4 x-x^2\right)}{4-x}","3 e^{\frac{1}{2} e^2 (8-x) x} x-20",1,"(3*E^((E^2*(8*x - x^2))/2)*(4*x - x^2))/(4 - x)","A",1,1,34,0.02941,1,"{2288}"
10061,1,30,0,0.5396656,"\int \frac{e^{\frac{-2 e^{1+x}-4 x+e (8+16 x)}{x}} \left(-8 e+e^{1+x} (2-2 x)\right)-x^2}{x^2} \, dx","Int[(E^((-2*E^(1 + x) - 4*x + E*(8 + 16*x))/x)*(-8*E + E^(1 + x)*(2 - 2*x)) - x^2)/x^2,x]","e^{-\frac{2 e^{x+1}}{x}+\frac{8 e}{x}-4 (1-4 e)}-x","e^{-2 e \left(\frac{e^x}{x}-\frac{4}{x}-8\right)-4}-x",1,"E^(-4*(1 - 4*E) + (8*E)/x - (2*E^(1 + x))/x) - x","A",3,2,50,0.04000,1,"{14, 6706}"
10062,0,0,0,0.330774,"\int \frac{-6-369 x+149 x^2-15 x^3+\left(12+369 x-15 x^3\right) \log (x) \log (\log (x))}{x^3 \log (x)} \, dx","Int[(-6 - 369*x + 149*x^2 - 15*x^3 + (12 + 369*x - 15*x^3)*Log[x]*Log[Log[x]])/(x^3*Log[x]),x]","\int \frac{-6-369 x+149 x^2-15 x^3+\left(12+369 x-15 x^3\right) \log (x) \log (\log (x))}{x^3 \log (x)} \, dx","\frac{\left(-3 \left(5 (5-x)^2+\frac{2}{x}\right)-x+6\right) \log (\log (x))}{x}",1,"6*ExpIntegralEi[-2*Log[x]] + 369*ExpIntegralEi[-Log[x]] - (6*Log[Log[x]])/x^2 - (369*Log[Log[x]])/x - 15*x*Log[Log[x]] + 15*LogIntegral[x] + Defer[Int][(-6 - 369*x + 149*x^2 - 15*x^3)/(x^3*Log[x]), x]","F",0,0,0,0,-1,"{}"
10063,1,9,0,0.0038594,"\int \frac{1}{24} \left(25+24 e^x\right) \, dx","Int[(25 + 24*E^x)/24,x]","\frac{25 x}{24}+e^x","\frac{25 x}{24}+e^x",1,"E^x + (25*x)/24","A",3,2,11,0.1818,1,"{12, 2194}"
10064,1,28,0,0.5112336,"\int \frac{e^{3-e^{625}-x} \left(-1+2 x+e^{-3+e^{625}+x} x^2+(-1-x) \log \left(\frac{e^{2 x}}{x}\right)\right)}{x^2} \, dx","Int[(E^(3 - E^625 - x)*(-1 + 2*x + E^(-3 + E^625 + x)*x^2 + (-1 - x)*Log[E^(2*x)/x]))/x^2,x]","x+\frac{e^{-x-e^{625}+3} \log \left(\frac{e^{2 x}}{x}\right)}{x}","x+\frac{e^{-x-e^{625}+3} \log \left(\frac{e^{2 x}}{x}\right)}{x}",1,"x + (E^(3 - E^625 - x)*Log[E^(2*x)/x])/x","A",3,2,49,0.04082,1,"{6742, 2288}"
10065,1,14,0,0.290595,"\int \frac{-240 x \log ^2(x)+\left(480 e^3-480 x\right) \log (x) \log \left(-e^3+x\right)}{e^3 x-x^2} \, dx","Int[(-240*x*Log[x]^2 + (480*E^3 - 480*x)*Log[x]*Log[-E^3 + x])/(E^3*x - x^2),x]","240 \log ^2(x) \log \left(x-e^3\right)","240 \log ^2(x) \log \left(\left(1-\frac{e^3}{x}\right) x\right)-e^2",1,"240*Log[x]^2*Log[-E^3 + x]","A",10,6,42,0.1429,1,"{1593, 6742, 2317, 2374, 6589, 2375}"
10066,1,68,0,0.3906663,"\int \frac{-17+e^x \left(6 x+4 x^2+e^5 (2+4 x)\right) \log (2)+e^x \left(2 x+2 e^5 x+2 x^2\right) \log (2) \log (x)}{3 x} \, dx","Int[(-17 + E^x*(6*x + 4*x^2 + E^5*(2 + 4*x))*Log[2] + E^x*(2*x + 2*E^5*x + 2*x^2)*Log[2]*Log[x])/(3*x),x]","\frac{4}{3} e^x x \log (2)-\frac{2}{3} e^x \log (2) \log (x)+\frac{2}{3} e^x \left(x+e^5+1\right) \log (2) \log (x)-\frac{17 \log (x)}{3}-2 e^x \log (2)+\frac{2}{3} \left(3+2 e^5\right) e^x \log (2)","\left(\frac{2}{3} \left(1-e^x \left(x+e^5\right) \log (2)\right)+5\right) (-\log (x)-2)",1,"-2*E^x*Log[2] + (2*E^x*(3 + 2*E^5)*Log[2])/3 + (4*E^x*x*Log[2])/3 - (17*Log[x])/3 - (2*E^x*Log[2]*Log[x])/3 + (2*E^x*(1 + E^5 + x)*Log[2]*Log[x])/3","B",16,8,56,0.1429,1,"{12, 14, 6742, 2199, 2194, 2178, 2176, 2554}"
10067,1,89,0,0.160091,"\int \left(75 x^2+300 e^3 x^2+300 e^6 x^2+e^{4 x} (1+4 x)+\left(150 x^2+300 e^3 x^2\right) \log (4)+75 x^2 \log ^2(4)+e^{2 x} \left(-20 x-20 x^2+e^3 \left(-40 x-40 x^2\right)+\left(-20 x-20 x^2\right) \log (4)\right)\right) \, dx","Int[75*x^2 + 300*E^3*x^2 + 300*E^6*x^2 + E^(4*x)*(1 + 4*x) + (150*x^2 + 300*E^3*x^2)*Log[4] + 75*x^2*Log[4]^2 + E^(2*x)*(-20*x - 20*x^2 + E^3*(-40*x - 40*x^2) + (-20*x - 20*x^2)*Log[4]),x]","25 x^3 \left(1+4 e^3+4 e^6+\log ^2(4)\right)+50 \left(1+2 e^3\right) x^3 \log (4)-10 e^{2 x} x^2-10 e^{2 x+3} x^2 \left(2+\frac{\log (4)}{e^3}\right)-\frac{e^{4 x}}{4}+\frac{1}{4} e^{4 x} (4 x+1)","x \left(5 \left(2 e^3 x+x+x \log (4)\right)-e^{2 x}\right)^2",1,"-1/4*E^(4*x) - 10*E^(2*x)*x^2 + (E^(4*x)*(1 + 4*x))/4 + 50*(1 + 2*E^3)*x^3*Log[4] - 10*E^(3 + 2*x)*x^2*(2 + Log[4]/E^3) + 25*x^3*(1 + 4*E^3 + 4*E^6 + Log[4]^2)","B",23,6,99,0.06061,1,"{6, 2176, 2194, 12, 30, 2196}"
10068,1,21,0,0.0918485,"\int \left(2+e^{-2 e^x+2 x} \left(2 e^2-2 e^{2+x}\right)-2 x\right) \, dx","Int[2 + E^(-2*E^x + 2*x)*(2*E^2 - 2*E^(2 + x)) - 2*x,x]","-x^2+2 x+e^{2 x-2 e^x+2}","-x^2+2 x+e^{2 x-2 e^x+2}",1,"E^(2 - 2*E^x + 2*x) + 2*x - x^2","A",10,5,30,0.1667,1,"{2282, 12, 2196, 2176, 2194}"
10069,1,19,0,0.0426215,"\int \frac{300-60 x-25 x^2-3 x^3}{-300 x+12 x^2-25 x^3+x^4} \, dx","Int[(300 - 60*x - 25*x^2 - 3*x^3)/(-300*x + 12*x^2 - 25*x^3 + x^4),x]","\log \left(x^2+12\right)-4 \log (25-x)-\log (x)","\log \left(\frac{x+\frac{12}{x}}{(25-x)^4}\right)",1,"-4*Log[25 - x] - Log[x] + Log[12 + x^2]","A",3,2,35,0.05714,1,"{2074, 260}"
10070,1,10,0,0.0047509,"\int \frac{6+x^2+2 x^3}{x^2} \, dx","Int[(6 + x^2 + 2*x^3)/x^2,x]","x^2+x-\frac{6}{x}","x^2+x-\frac{6}{x}-1-\frac{2}{\log \left(\frac{5}{3}\right)}",1,"-6/x + x + x^2","A",2,1,14,0.07143,1,"{14}"
10071,1,25,0,1.1512804,"\int \frac{e^{1+\frac{e-6 x+6 x^2}{-2 x+2 x^2}} (1-2 x)-2 x+6 x^2-6 x^3+2 x^4}{2 x^2-4 x^3+2 x^4} \, dx","Int[(E^(1 + (E - 6*x + 6*x^2)/(-2*x + 2*x^2))*(1 - 2*x) - 2*x + 6*x^2 - 6*x^3 + 2*x^4)/(2*x^2 - 4*x^3 + 2*x^4),x]","x+e^{3-\frac{e}{2 (1-x) x}}-\log (x)","x+e^{\frac{2 e}{x (4 x-4)}+3}-\log (x)",1,"E^(3 - E/(2*(1 - x)*x)) + x - Log[x]","A",9,7,70,0.1000,1,"{1594, 27, 12, 6688, 6742, 43, 6706}"
10072,0,0,0,3.9345746,"\int \frac{-700+e^{\frac{1}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)} \left(25-170 x+32 x^2-25 x \log (3 x)\right)}{19600-1400 e^{\frac{1}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)}+25 e^{\frac{2}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)}} \, dx","Int[(-700 + E^((-125 + 145*x - 16*x^2 + 25*x*Log[3*x])/25)*(25 - 170*x + 32*x^2 - 25*x*Log[3*x]))/(19600 - 1400*E^((-125 + 145*x - 16*x^2 + 25*x*Log[3*x])/25) + 25*E^((2*(-125 + 145*x - 16*x^2 + 25*x*Log[3*x]))/25)),x]","\int \frac{-700+e^{\frac{1}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)} \left(25-170 x+32 x^2-25 x \log (3 x)\right)}{19600-1400 e^{\frac{1}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)}+25 e^{\frac{2}{25} \left(-125+145 x-16 x^2+25 x \log (3 x)\right)}} \, dx","\frac{x}{e^{-\left(\frac{4 x}{5}-3\right)^2+x+x \log (3 x)+4}-28}",1,"-28*Defer[Int][E^(10 + (32*x^2)/25)/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x] + Defer[Int][(E^(5 + (16*x^2)/25 + (x*(29 + Log[243]))/5)*x^x)/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x] - (34*Defer[Int][(E^(5 + (16*x^2)/25 + (x*(29 + Log[243]))/5)*x^(1 + x))/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x])/5 - Log[3*x]*Defer[Int][(E^(5 + (16*x^2)/25 + (x*(29 + Log[243]))/5)*x^(1 + x))/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x] + (32*Defer[Int][(E^(5 + (16*x^2)/25 + (x*(29 + Log[243]))/5)*x^(2 + x))/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x])/25 + Defer[Int][Defer[Int][(3^x*E^(5 + (29*x)/5 + (16*x^2)/25)*x^(1 + x))/(-28*E^(5 + (16*x^2)/25) + 3^x*E^((29*x)/5)*x^x)^2, x]/x, x]","F",0,0,0,0,-1,"{}"
10073,0,0,0,7.1354064,"\int \frac{-x^2-x^3+x^4+x^5+\left(-2 x-2 x^2+2 x^3+2 x^4\right) \log (4)+\left(-1-x+x^2+x^3\right) \log ^2(4)+e^x \left(-2 x^2-4 x^3-2 x^4+\left(-4 x-8 x^2-4 x^3\right) \log (4)+\left(-2-4 x-2 x^2\right) \log ^2(4)\right)+\left(2 x^2+6 x^3+4 x^4+\left(2 x+8 x^2+6 x^3\right) \log (4)+\left(2 x+2 x^2\right) \log ^2(4)+e^x \left(4 x^2+12 x^3+8 x^4+\left(4 x+16 x^2+12 x^3\right) \log (4)+\left(4 x+4 x^2\right) \log ^2(4)\right)\right) \log \left(e^{-x} \left(x+2 e^x x\right)\right)}{\left(x+2 e^x x\right) \log ^2\left(e^{-x} \left(x+2 e^x x\right)\right)} \, dx","Int[(-x^2 - x^3 + x^4 + x^5 + (-2*x - 2*x^2 + 2*x^3 + 2*x^4)*Log[4] + (-1 - x + x^2 + x^3)*Log[4]^2 + E^x*(-2*x^2 - 4*x^3 - 2*x^4 + (-4*x - 8*x^2 - 4*x^3)*Log[4] + (-2 - 4*x - 2*x^2)*Log[4]^2) + (2*x^2 + 6*x^3 + 4*x^4 + (2*x + 8*x^2 + 6*x^3)*Log[4] + (2*x + 2*x^2)*Log[4]^2 + E^x*(4*x^2 + 12*x^3 + 8*x^4 + (4*x + 16*x^2 + 12*x^3)*Log[4] + (4*x + 4*x^2)*Log[4]^2))*Log[(x + 2*E^x*x)/E^x])/((x + 2*E^x*x)*Log[(x + 2*E^x*x)/E^x]^2),x]","\int \frac{-x^2-x^3+x^4+x^5+\left(-2 x-2 x^2+2 x^3+2 x^4\right) \log (4)+\left(-1-x+x^2+x^3\right) \log ^2(4)+e^x \left(-2 x^2-4 x^3-2 x^4+\left(-4 x-8 x^2-4 x^3\right) \log (4)+\left(-2-4 x-2 x^2\right) \log ^2(4)\right)+\left(2 x^2+6 x^3+4 x^4+\left(2 x+8 x^2+6 x^3\right) \log (4)+\left(2 x+2 x^2\right) \log ^2(4)+e^x \left(4 x^2+12 x^3+8 x^4+\left(4 x+16 x^2+12 x^3\right) \log (4)+\left(4 x+4 x^2\right) \log ^2(4)\right)\right) \log \left(e^{-x} \left(x+2 e^x x\right)\right)}{\left(x+2 e^x x\right) \log ^2\left(e^{-x} \left(x+2 e^x x\right)\right)} \, dx","\frac{(x+1)^2 (x+\log (4))^2}{\log \left(e^{-x} x+2 x\right)}",1,"-2*Log[4]*(1 + Log[4])*Defer[Int][Log[2*x + x/E^x]^(-2), x] + Log[4]^2*Defer[Int][1/((1 + 2*E^x)*Log[2*x + x/E^x]^2), x] - Log[4]^2*Defer[Int][1/(x*Log[2*x + x/E^x]^2), x] - 2*Log[4]*Defer[Int][x/Log[2*x + x/E^x]^2, x] - (1 + Log[4])^2*Defer[Int][x/Log[2*x + x/E^x]^2, x] + 2*Log[4]*(1 + Log[4])*Defer[Int][x/((1 + 2*E^x)*Log[2*x + x/E^x]^2), x] - 2*(1 + Log[4])*Defer[Int][x^2/Log[2*x + x/E^x]^2, x] + (1 + Log[4]^2 + Log[256])*Defer[Int][x^2/((1 + 2*E^x)*Log[2*x + x/E^x]^2), x] - Defer[Int][x^3/Log[2*x + x/E^x]^2, x] + 2*(1 + Log[4])*Defer[Int][x^3/((1 + 2*E^x)*Log[2*x + x/E^x]^2), x] + Defer[Int][x^4/((1 + 2*E^x)*Log[2*x + x/E^x]^2), x] + 2*Log[4]*(1 + Log[4])*Defer[Int][Log[2*x + x/E^x]^(-1), x] + 4*Log[4]*Defer[Int][x/Log[2*x + x/E^x], x] + 2*(1 + Log[4])^2*Defer[Int][x/Log[2*x + x/E^x], x] + 6*(1 + Log[4])*Defer[Int][x^2/Log[2*x + x/E^x], x] + 4*Defer[Int][x^3/Log[2*x + x/E^x], x]","F",0,0,0,0,-1,"{}"
10074,1,169,0,1.0127336,"\int \frac{16 \left(4-12 e^{16} x\right)^4}{81 e^{64} x^4 \left(-25 x+75 e^{16} x^2+\frac{\left(4-12 e^{16} x\right)^4 \left(10 x-30 e^{16} x^2\right)}{81 e^{64} x^4}+\frac{\left(4-12 e^{16} x\right)^8 \left(-x+3 e^{16} x^2\right)}{6561 e^{128} x^8}\right)} \, dx","Int[(16*(4 - 12*E^16*x)^4)/(81*E^64*x^4*(-25*x + 75*E^16*x^2 + ((4 - 12*E^16*x)^4*(10*x - 30*E^16*x^2))/(81*E^64*x^4) + ((4 - 12*E^16*x)^8*(-x + 3*E^16*x^2))/(6561*E^128*x^8))),x]","-\frac{110592 e^{48} x^3}{251 \left(20331 e^{64} x^4-27648 e^{48} x^3+13824 e^{32} x^2-3072 e^{16} x+256\right)}+\frac{55296 e^{32} x^2}{251 \left(20331 e^{64} x^4-27648 e^{48} x^3+13824 e^{32} x^2-3072 e^{16} x+256\right)}-\frac{12288 e^{16} x}{251 \left(20331 e^{64} x^4-27648 e^{48} x^3+13824 e^{32} x^2-3072 e^{16} x+256\right)}+\frac{1024}{251 \left(20331 e^{64} x^4-27648 e^{48} x^3+13824 e^{32} x^2-3072 e^{16} x+256\right)}","\frac{4}{5-\left(\frac{4}{3 e^{16} x}-4\right)^4}+\log (15)",1,"1024/(251*(256 - 3072*E^16*x + 13824*E^32*x^2 - 27648*E^48*x^3 + 20331*E^64*x^4)) - (12288*E^16*x)/(251*(256 - 3072*E^16*x + 13824*E^32*x^2 - 27648*E^48*x^3 + 20331*E^64*x^4)) + (55296*E^32*x^2)/(251*(256 - 3072*E^16*x + 13824*E^32*x^2 - 27648*E^48*x^3 + 20331*E^64*x^4)) - (110592*E^48*x^3)/(251*(256 - 3072*E^16*x + 13824*E^32*x^2 - 27648*E^48*x^3 + 20331*E^64*x^4))","B",7,4,98,0.04082,1,"{12, 6688, 2102, 1588}"
10075,0,0,0,0.5272964,"\int \frac{2^{-1/x} \left(2^{\frac{1}{x}} e^{-5+x} \left(-x-x^2\right)+e^{-2+x} \left(x+x^2+\log (2)\right)\right)}{x} \, dx","Int[(2^x^(-1)*E^(-5 + x)*(-x - x^2) + E^(-2 + x)*(x + x^2 + Log[2]))/(2^x^(-1)*x),x]","\int \frac{2^{-1/x} \left(2^{\frac{1}{x}} e^{-5+x} \left(-x-x^2\right)+e^{-2+x} \left(x+x^2+\log (2)\right)\right)}{x} \, dx","2^{-1/x} e^{x-2} x-e^{x-5} x",1,"-(E^(-5 + x)*x) + Defer[Int][E^(-2 + x)/2^x^(-1), x] + Log[2]*Defer[Int][E^(-2 + x)/(2^x^(-1)*x), x] + Defer[Int][(E^(-2 + x)*x)/2^x^(-1), x]","F",0,0,0,0,-1,"{}"
10076,0,0,0,4.477378,"\int \frac{\exp \left(-4+\frac{25+115 x-49 x^2+5 x^3+\left(25-10 x+x^2\right) \log \left(x^2\right)}{e^4}\right) \left(100+190 x-192 x^2+30 x^3+\left(-20 x+4 x^2\right) \log \left(x^2\right)\right)}{x} \, dx","Int[(E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)*(100 + 190*x - 192*x^2 + 30*x^3 + (-20*x + 4*x^2)*Log[x^2]))/x,x]","\int \frac{\exp \left(-4+\frac{25+115 x-49 x^2+5 x^3+\left(25-10 x+x^2\right) \log \left(x^2\right)}{e^4}\right) \left(100+190 x-192 x^2+30 x^3+\left(-20 x+4 x^2\right) \log \left(x^2\right)\right)}{x} \, dx","2 e^{\frac{(5-x)^2 \left(\log \left(x^2\right)+5 x+1\right)}{e^4}}",1,"190*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4), x] + 100*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)/x, x] - 192*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)*x, x] + 30*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)*x^2, x] - 20*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)*Log[x^2], x] + 4*Defer[Int][E^(-4 + (25 + 115*x - 49*x^2 + 5*x^3 + (25 - 10*x + x^2)*Log[x^2])/E^4)*x*Log[x^2], x]","F",0,0,0,0,-1,"{}"
10077,1,510,0,1.6810138,"\int \frac{e^{-1-x} x \left(150 x-39 x^2-36 x^3-3 x^4+e \left(500-500 x-260 x^2-20 x^3\right)\right)}{\left(25+12 x+x^2\right) \left(25 x+12 x^2+x^3\right)} \, dx","Int[(E^(-1 - x)*x*(150*x - 39*x^2 - 36*x^3 - 3*x^4 + E*(500 - 500*x - 260*x^2 - 20*x^3)))/((25 + 12*x + x^2)*(25*x + 12*x^2 + x^3)),x]","-\frac{25 (9-10 e) e^{5+\sqrt{11}} \text{Ei}\left(-x-\sqrt{11}-6\right)}{11 \sqrt{11}}+\frac{25}{11} (9-10 e) e^{5+\sqrt{11}} \text{Ei}\left(-x-\sqrt{11}-6\right)-\frac{3}{22} \left(6+\sqrt{11}\right) (47-40 e) e^{5+\sqrt{11}} \text{Ei}\left(-x-\sqrt{11}-6\right)+\frac{9 (47-40 e) e^{5+\sqrt{11}} \text{Ei}\left(-x-\sqrt{11}-6\right)}{11 \sqrt{11}}+\frac{1}{22} \left(5 \sqrt{11} (21-20 e)+44 (9-5 e)\right) e^{5+\sqrt{11}} \text{Ei}\left(-x-\sqrt{11}-6\right)+\frac{25 (9-10 e) e^{5-\sqrt{11}} \text{Ei}\left(-x+\sqrt{11}-6\right)}{11 \sqrt{11}}+\frac{25}{11} (9-10 e) e^{5-\sqrt{11}} \text{Ei}\left(-x+\sqrt{11}-6\right)-\frac{3}{22} \left(6-\sqrt{11}\right) (47-40 e) e^{5-\sqrt{11}} \text{Ei}\left(-x+\sqrt{11}-6\right)-\frac{9 (47-40 e) e^{5-\sqrt{11}} \text{Ei}\left(-x+\sqrt{11}-6\right)}{11 \sqrt{11}}-\frac{1}{22} \left(5 \sqrt{11} (21-20 e)-44 (9-5 e)\right) e^{5-\sqrt{11}} \text{Ei}\left(-x+\sqrt{11}-6\right)+3 e^{-x-1}+\frac{25 (9-10 e) e^{-x-1}}{11 \left(x-\sqrt{11}+6\right)}-\frac{3 \left(6-\sqrt{11}\right) (47-40 e) e^{-x-1}}{22 \left(x-\sqrt{11}+6\right)}+\frac{25 (9-10 e) e^{-x-1}}{11 \left(x+\sqrt{11}+6\right)}-\frac{3 \left(6+\sqrt{11}\right) (47-40 e) e^{-x-1}}{22 \left(x+\sqrt{11}+6\right)}","\frac{e^{-x} \left(\frac{3 x}{e}+20\right)}{\frac{(x+5)^2-2 x}{x}+4}",1,"3*E^(-1 - x) - (3*(6 - Sqrt[11])*(47 - 40*E)*E^(-1 - x))/(22*(6 - Sqrt[11] + x)) + (25*(9 - 10*E)*E^(-1 - x))/(11*(6 - Sqrt[11] + x)) - (3*(6 + Sqrt[11])*(47 - 40*E)*E^(-1 - x))/(22*(6 + Sqrt[11] + x)) + (25*(9 - 10*E)*E^(-1 - x))/(11*(6 + Sqrt[11] + x)) + ((5*Sqrt[11]*(21 - 20*E) + 44*(9 - 5*E))*E^(5 + Sqrt[11])*ExpIntegralEi[-6 - Sqrt[11] - x])/22 + (9*(47 - 40*E)*E^(5 + Sqrt[11])*ExpIntegralEi[-6 - Sqrt[11] - x])/(11*Sqrt[11]) - (3*(6 + Sqrt[11])*(47 - 40*E)*E^(5 + Sqrt[11])*ExpIntegralEi[-6 - Sqrt[11] - x])/22 + (25*(9 - 10*E)*E^(5 + Sqrt[11])*ExpIntegralEi[-6 - Sqrt[11] - x])/11 - (25*(9 - 10*E)*E^(5 + Sqrt[11])*ExpIntegralEi[-6 - Sqrt[11] - x])/(11*Sqrt[11]) - ((5*Sqrt[11]*(21 - 20*E) - 44*(9 - 5*E))*E^(5 - Sqrt[11])*ExpIntegralEi[-6 + Sqrt[11] - x])/22 - (9*(47 - 40*E)*E^(5 - Sqrt[11])*ExpIntegralEi[-6 + Sqrt[11] - x])/(11*Sqrt[11]) - (3*(6 - Sqrt[11])*(47 - 40*E)*E^(5 - Sqrt[11])*ExpIntegralEi[-6 + Sqrt[11] - x])/22 + (25*(9 - 10*E)*E^(5 - Sqrt[11])*ExpIntegralEi[-6 + Sqrt[11] - x])/11 + (25*(9 - 10*E)*E^(5 - Sqrt[11])*ExpIntegralEi[-6 + Sqrt[11] - x])/(11*Sqrt[11])","C",27,7,69,0.1014,1,"{1585, 6741, 6742, 2194, 2177, 2178, 6728}"
10078,1,10,0,0.0273035,"\int \frac{-1+\log (3 x)}{x \log (3 x)} \, dx","Int[(-1 + Log[3*x])/(x*Log[3*x]),x]","\log (x)-\log (\log (3 x))","\log \left(\frac{x}{\log (3 x)}\right)",1,"Log[x] - Log[Log[3*x]]","A",3,2,16,0.1250,1,"{2365, 43}"
10079,0,0,0,5.8625586,"\int \frac{-16+136 x-248 x^2-96 x^3-256 x^4+\left(24-120 x+160 x^2-256 x^3\right) \log (x)+\left(-8 x+32 x^2+(-8+32 x) \log (x)\right) \log (x+\log (x))}{-1594323 x^4+2657205 x^5-1771470 x^6+590490 x^7-98415 x^8+6561 x^9+\left(-1594323 x^3+2657205 x^4-1771470 x^5+590490 x^6-98415 x^7+6561 x^8\right) \log (x)+\left(2657205 x^4-3542940 x^5+1771470 x^6-393660 x^7+32805 x^8+\left(2657205 x^3-3542940 x^4+1771470 x^5-393660 x^6+32805 x^7\right) \log (x)\right) \log (x+\log (x))+\left(-1771470 x^4+1771470 x^5-590490 x^6+65610 x^7+\left(-1771470 x^3+1771470 x^4-590490 x^5+65610 x^6\right) \log (x)\right) \log ^2(x+\log (x))+\left(590490 x^4-393660 x^5+65610 x^6+\left(590490 x^3-393660 x^4+65610 x^5\right) \log (x)\right) \log ^3(x+\log (x))+\left(-98415 x^4+32805 x^5+\left(-98415 x^3+32805 x^4\right) \log (x)\right) \log ^4(x+\log (x))+\left(6561 x^4+6561 x^3 \log (x)\right) \log ^5(x+\log (x))} \, dx","Int[(-16 + 136*x - 248*x^2 - 96*x^3 - 256*x^4 + (24 - 120*x + 160*x^2 - 256*x^3)*Log[x] + (-8*x + 32*x^2 + (-8 + 32*x)*Log[x])*Log[x + Log[x]])/(-1594323*x^4 + 2657205*x^5 - 1771470*x^6 + 590490*x^7 - 98415*x^8 + 6561*x^9 + (-1594323*x^3 + 2657205*x^4 - 1771470*x^5 + 590490*x^6 - 98415*x^7 + 6561*x^8)*Log[x] + (2657205*x^4 - 3542940*x^5 + 1771470*x^6 - 393660*x^7 + 32805*x^8 + (2657205*x^3 - 3542940*x^4 + 1771470*x^5 - 393660*x^6 + 32805*x^7)*Log[x])*Log[x + Log[x]] + (-1771470*x^4 + 1771470*x^5 - 590490*x^6 + 65610*x^7 + (-1771470*x^3 + 1771470*x^4 - 590490*x^5 + 65610*x^6)*Log[x])*Log[x + Log[x]]^2 + (590490*x^4 - 393660*x^5 + 65610*x^6 + (590490*x^3 - 393660*x^4 + 65610*x^5)*Log[x])*Log[x + Log[x]]^3 + (-98415*x^4 + 32805*x^5 + (-98415*x^3 + 32805*x^4)*Log[x])*Log[x + Log[x]]^4 + (6561*x^4 + 6561*x^3*Log[x])*Log[x + Log[x]]^5),x]","\int \frac{-16+136 x-248 x^2-96 x^3-256 x^4+\left(24-120 x+160 x^2-256 x^3\right) \log (x)+\left(-8 x+32 x^2+(-8+32 x) \log (x)\right) \log (x+\log (x))}{-1594323 x^4+2657205 x^5-1771470 x^6+590490 x^7-98415 x^8+6561 x^9+\left(-1594323 x^3+2657205 x^4-1771470 x^5+590490 x^6-98415 x^7+6561 x^8\right) \log (x)+\left(2657205 x^4-3542940 x^5+1771470 x^6-393660 x^7+32805 x^8+\left(2657205 x^3-3542940 x^4+1771470 x^5-393660 x^6+32805 x^7\right) \log (x)\right) \log (x+\log (x))+\left(-1771470 x^4+1771470 x^5-590490 x^6+65610 x^7+\left(-1771470 x^3+1771470 x^4-590490 x^5+65610 x^6\right) \log (x)\right) \log ^2(x+\log (x))+\left(590490 x^4-393660 x^5+65610 x^6+\left(590490 x^3-393660 x^4+65610 x^5\right) \log (x)\right) \log ^3(x+\log (x))+\left(-98415 x^4+32805 x^5+\left(-98415 x^3+32805 x^4\right) \log (x)\right) \log ^4(x+\log (x))+\left(6561 x^4+6561 x^3 \log (x)\right) \log ^5(x+\log (x))} \, dx","\frac{(8 x-2)^2}{6561 x^2 (x+\log (x+\log (x))-3)^4}",1,"64/(6561*(3 - x - Log[x + Log[x]])^4) + (128*Defer[Int][1/((x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 - (16*Defer[Int][1/(x^3*(x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 + (112*Defer[Int][1/(x^2*(x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 + (112*Defer[Int][1/(x*(x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 - (16*Defer[Int][Log[x]/(x^2*(x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 + (128*Defer[Int][Log[x]/(x*(x + Log[x])*(-3 + x + Log[x + Log[x]])^5), x])/6561 - (8*Defer[Int][1/(x^3*(-3 + x + Log[x + Log[x]])^4), x])/6561 + (32*Defer[Int][1/(x^2*(-3 + x + Log[x + Log[x]])^4), x])/6561","F",0,0,0,0,-1,"{}"
10080,1,19,0,0.0317642,"\int \frac{-2+44 x+2 \log \left(x^2\right)}{-3 x+11 x^2+x \log \left(x^2\right)} \, dx","Int[(-2 + 44*x + 2*Log[x^2])/(-3*x + 11*x^2 + x*Log[x^2]),x]","2 \log \left(-11 x^2-x \log \left(x^2\right)+3 x\right)","\log \left(\left(2 x \left(\log \left(x^2\right)+13 x-3\right)-4 x^2\right)^2\right)",1,"2*Log[3*x - 11*x^2 - x*Log[x^2]]","A",1,1,29,0.03448,1,"{6684}"
10081,0,0,0,17.9889751,"\int \frac{e^x \left(1-2 x-4 x^2\right)+e^x (-4-5 x) \log (x)+\left(e^x \left(x^2+x^3\right)+e^x \left(x+x^2\right) \log (x)\right) \log \left(\frac{10 x^4+10 x^5}{x+\log (x)}\right)}{\left(x^2+x^3+\left(x+x^2\right) \log (x)\right) \log ^2\left(\frac{10 x^4+10 x^5}{x+\log (x)}\right)} \, dx","Int[(E^x*(1 - 2*x - 4*x^2) + E^x*(-4 - 5*x)*Log[x] + (E^x*(x^2 + x^3) + E^x*(x + x^2)*Log[x])*Log[(10*x^4 + 10*x^5)/(x + Log[x])])/((x^2 + x^3 + (x + x^2)*Log[x])*Log[(10*x^4 + 10*x^5)/(x + Log[x])]^2),x]","\int \frac{e^x \left(1-2 x-4 x^2\right)+e^x (-4-5 x) \log (x)+\left(e^x \left(x^2+x^3\right)+e^x \left(x+x^2\right) \log (x)\right) \log \left(\frac{10 x^4+10 x^5}{x+\log (x)}\right)}{\left(x^2+x^3+\left(x+x^2\right) \log (x)\right) \log ^2\left(\frac{10 x^4+10 x^5}{x+\log (x)}\right)} \, dx","\frac{e^x}{\log \left(\frac{10 x^3 \left(x^2+x\right)}{x+\log (x)}\right)}",1,"-4*Defer[Int][E^x/((x + Log[x])*Log[(10*x^4*(1 + x))/(x + Log[x])]^2), x] + Defer[Int][E^x/(x*(x + Log[x])*Log[(10*x^4*(1 + x))/(x + Log[x])]^2), x] + Defer[Int][E^x/((1 + x)*(x + Log[x])*Log[(10*x^4*(1 + x))/(x + Log[x])]^2), x] - 4*Defer[Int][(E^x*Log[x])/(x*(x + Log[x])*Log[(10*x^4*(1 + x))/(x + Log[x])]^2), x] - Defer[Int][(E^x*Log[x])/((1 + x)*(x + Log[x])*Log[(10*x^4*(1 + x))/(x + Log[x])]^2), x] + Defer[Int][E^x/Log[(10*x^4*(1 + x))/(x + Log[x])], x]","F",0,0,0,0,-1,"{}"
10082,0,0,0,5.3923575,"\int \frac{\exp \left(\frac{1}{25} \left(25 x^2+10 x \log \left(\log \left(x^2\right)\right)+\log ^2\left(\log \left(x^2\right)\right)\right)\right) \left(60 x+20 x^2+\left(-25 x+150 x^2+50 x^3\right) \log \left(x^2\right)+\left(12+4 x+\left(30 x+10 x^2\right) \log \left(x^2\right)\right) \log \left(\log \left(x^2\right)\right)\right)}{\left(225 x+150 x^2+25 x^3\right) \log \left(x^2\right)} \, dx","Int[(E^((25*x^2 + 10*x*Log[Log[x^2]] + Log[Log[x^2]]^2)/25)*(60*x + 20*x^2 + (-25*x + 150*x^2 + 50*x^3)*Log[x^2] + (12 + 4*x + (30*x + 10*x^2)*Log[x^2])*Log[Log[x^2]]))/((225*x + 150*x^2 + 25*x^3)*Log[x^2]),x]","\int \frac{\exp \left(\frac{1}{25} \left(25 x^2+10 x \log \left(\log \left(x^2\right)\right)+\log ^2\left(\log \left(x^2\right)\right)\right)\right) \left(60 x+20 x^2+\left(-25 x+150 x^2+50 x^3\right) \log \left(x^2\right)+\left(12+4 x+\left(30 x+10 x^2\right) \log \left(x^2\right)\right) \log \left(\log \left(x^2\right)\right)\right)}{\left(225 x+150 x^2+25 x^3\right) \log \left(x^2\right)} \, dx","\frac{e^{\left(\frac{1}{5} \log \left(\log \left(x^2\right)\right)+x\right)^2}}{x+3}",1,"2*Defer[Int][E^((5*x + Log[Log[x^2]])^2/25), x] - Defer[Int][E^((5*x + Log[Log[x^2]])^2/25)/(3 + x)^2, x] - 6*Defer[Int][E^((5*x + Log[Log[x^2]])^2/25)/(3 + x), x] + (4*Defer[Int][E^((5*x + Log[Log[x^2]])^2/25)/((3 + x)*Log[x^2]), x])/5 + (2*Defer[Int][(E^((5*x + Log[Log[x^2]])^2/25)*Log[Log[x^2]])/(3 + x), x])/5 + (4*Defer[Int][(E^((5*x + Log[Log[x^2]])^2/25)*Log[Log[x^2]])/(x*Log[x^2]), x])/75 - (4*Defer[Int][(E^((5*x + Log[Log[x^2]])^2/25)*Log[Log[x^2]])/((3 + x)*Log[x^2]), x])/75","F",0,0,0,0,-1,"{}"
10083,0,0,0,9.3235894,"\int \frac{x^5+\exp \left(\frac{e^2-4 e^{26} x+4 e^{50} x^2+\left(2 e x^2-4 e^{25} x^3\right) \log \left(x^2\right)+x^4 \log ^2\left(x^2\right)}{x^4}\right) \left(4 e^2-4 e x^2+8 e^{50} x^2+e^{25} \left(-12 e x+8 x^3\right)+\left(4 e x^2-4 e^{25} x^3-4 x^4\right) \log \left(x^2\right)\right)}{x^5} \, dx","Int[(x^5 + E^((E^2 - 4*E^26*x + 4*E^50*x^2 + (2*E*x^2 - 4*E^25*x^3)*Log[x^2] + x^4*Log[x^2]^2)/x^4)*(4*E^2 - 4*E*x^2 + 8*E^50*x^2 + E^25*(-12*E*x + 8*x^3) + (4*E*x^2 - 4*E^25*x^3 - 4*x^4)*Log[x^2]))/x^5,x]","\int \frac{x^5+\exp \left(\frac{e^2-4 e^{26} x+4 e^{50} x^2+\left(2 e x^2-4 e^{25} x^3\right) \log \left(x^2\right)+x^4 \log ^2\left(x^2\right)}{x^4}\right) \left(4 e^2-4 e x^2+8 e^{50} x^2+e^{25} \left(-12 e x+8 x^3\right)+\left(4 e x^2-4 e^{25} x^3-4 x^4\right) \log \left(x^2\right)\right)}{x^5} \, dx","-e^{\left(-\frac{e}{x^2}-\log \left(x^2\right)+\frac{2 e^{25}}{x}\right)^2}+x+3",1,"x + 4*Defer[Int][(E^(2 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^((2*E - 4*E^25*x)/x^2))/x^5, x] - 12*Defer[Int][(E^(26 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^((2*E - 4*E^25*x)/x^2))/x^4, x] - 4*(1 - 2*E^49)*Defer[Int][(E^(1 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^((2*E - 4*E^25*x)/x^2))/x^3, x] + 8*Defer[Int][E^(25 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^(-1 + (2*E - 4*E^25*x)/x^2), x] + 4*Defer[Int][(E^(1 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^((2*E - 4*E^25*x)/x^2)*Log[x^2])/x^3, x] - 4*Defer[Int][(E^((E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^((2*E - 4*E^25*x)/x^2)*Log[x^2])/x, x] - 4*Defer[Int][E^(25 + (E^2*(1 - 2*E^24*x)^2)/x^4 + Log[x^2]^2)*(x^2)^(-1 + (2*E - 4*E^25*x)/x^2)*Log[x^2], x]","F",0,0,0,0,-1,"{}"
10084,1,52,0,1.5953493,"\int \frac{1}{2} \left(4+\exp \left(-\exp \left(-\exp \left(\frac{1}{2} \left(-2 x^2-x^3+\left(-2 x-x^2\right) \log (3)\right)\right)+x\right)+2 x\right) \left(-4+\exp \left(-\exp \left(\frac{1}{2} \left(-2 x^2-x^3+\left(-2 x-x^2\right) \log (3)\right)\right)+x\right) \left(2+\exp \left(\frac{1}{2} \left(-2 x^2-x^3+\left(-2 x-x^2\right) \log (3)\right)\right) \left(4 x+3 x^2+(2+2 x) \log (3)\right)\right)\right)\right) \, dx","Int[(4 + E^(-E^(-E^((-2*x^2 - x^3 + (-2*x - x^2)*Log[3])/2) + x) + 2*x)*(-4 + E^(-E^((-2*x^2 - x^3 + (-2*x - x^2)*Log[3])/2) + x)*(2 + E^((-2*x^2 - x^3 + (-2*x - x^2)*Log[3])/2)*(4*x + 3*x^2 + (2 + 2*x)*Log[3]))))/2,x]","2 x-\exp \left(2 x-\exp \left(x-3^{\frac{1}{2} \left(-x^2-2 x\right)} e^{\frac{1}{2} \left(-x^3-2 x^2\right)}\right)\right)","2 x-\exp \left(2 x-e^{x-e^{\frac{1}{2} (-x-2) x (x+\log (3))}}\right)",1,"-E^(-E^(-(3^((-2*x - x^2)/2)*E^((-2*x^2 - x^3)/2)) + x) + 2*x) + 2*x","A",3,2,137,0.01460,1,"{12, 6706}"
10085,0,0,0,0.7576117,"\int \frac{-5 x^2+x^3+e^x (3+8 x)}{-x^3+e^x \left(x+2 x^2\right)} \, dx","Int[(-5*x^2 + x^3 + E^x*(3 + 8*x))/(-x^3 + E^x*(x + 2*x^2)),x]","\int \frac{-5 x^2+x^3+e^x (3+8 x)}{-x^3+e^x \left(x+2 x^2\right)} \, dx","\log \left(4 x^3 \left(e^{-x} x^2-2 x-1\right)\right)",1,"3*Log[x] + Log[1 + 2*x] - Defer[Int][(E^x + 2*E^x*x - x^2)^(-1), x]/2 + Defer[Int][x/(-E^x - 2*E^x*x + x^2), x] - Defer[Int][x^2/(-E^x - 2*E^x*x + x^2), x] - Defer[Int][1/((1 + 2*x)*(-E^x - 2*E^x*x + x^2)), x]/2","F",0,0,0,0,-1,"{}"
10086,0,0,0,2.2888311,"\int e^{-x} \left(3 e^x x^2+\exp \left(e^{-x} \left(3 x^3+e^x \left(-3 x-3 x^3\right)\right)\right) \left(9 x^4-3 x^5+e^x \left(2 x-3 x^2-9 x^4\right)\right)\right) \, dx","Int[(3*E^x*x^2 + E^((3*x^3 + E^x*(-3*x - 3*x^3))/E^x)*(9*x^4 - 3*x^5 + E^x*(2*x - 3*x^2 - 9*x^4)))/E^x,x]","\int e^{-x} \left(3 e^x x^2+\exp \left(e^{-x} \left(3 x^3+e^x \left(-3 x-3 x^3\right)\right)\right) \left(9 x^4-3 x^5+e^x \left(2 x-3 x^2-9 x^4\right)\right)\right) \, dx","x^2 \left(e^{3 \left(x^2 \left(e^{-x} x-x\right)-x\right)}+x\right)-4",1,"x^3 + 2*Defer[Int][E^(-3*x + (-3 + 3/E^x)*x^3)*x, x] - 3*Defer[Int][E^(-3*x + (-3 + 3/E^x)*x^3)*x^2, x] + 9*Defer[Int][E^(-4*x + (-3 + 3/E^x)*x^3)*x^4, x] - 9*Defer[Int][E^(-3*x + (-3 + 3/E^x)*x^3)*x^4, x] - 3*Defer[Int][E^(-4*x + (-3 + 3/E^x)*x^3)*x^5, x]","F",0,0,0,0,-1,"{}"
10087,1,33,0,0.0142956,"\int \frac{-15 x+e^3 x \left(-12+138 x+54 x^2\right)}{5 x} \, dx","Int[(-15*x + E^3*x*(-12 + 138*x + 54*x^2))/(5*x),x]","\frac{18 e^3 x^3}{5}+\frac{69 e^3 x^2}{5}-\frac{3}{5} \left(5+4 e^3\right) x","3 e^3 x (x+4) \left(\frac{x-1}{5}+x\right)-3 x",1,"(-3*(5 + 4*E^3)*x)/5 + (69*E^3*x^2)/5 + (18*E^3*x^3)/5","A",3,2,26,0.07692,1,"{12, 14}"
10088,0,0,0,2.3695414,"\int \frac{\exp \left(\frac{-2 x+(8+3 x-2 (i \pi +\log (-1+2 e))) \log (x)}{2 \log (x)}\right) \left(2-2 \log (x)+3 \log ^2(x)\right)}{-6 \log ^2(x)+2 \exp \left(\frac{-2 x+(8+3 x-2 (i \pi +\log (-1+2 e))) \log (x)}{2 \log (x)}\right) \log ^2(x)} \, dx","Int[(E^((-2*x + (8 + 3*x - 2*(I*Pi + Log[-1 + 2*E]))*Log[x])/(2*Log[x]))*(2 - 2*Log[x] + 3*Log[x]^2))/(-6*Log[x]^2 + 2*E^((-2*x + (8 + 3*x - 2*(I*Pi + Log[-1 + 2*E]))*Log[x])/(2*Log[x]))*Log[x]^2),x]","\int \frac{\exp \left(\frac{-2 x+(8+3 x-2 (i \pi +\log (-1+2 e))) \log (x)}{2 \log (x)}\right) \left(2-2 \log (x)+3 \log ^2(x)\right)}{-6 \log ^2(x)+2 \exp \left(\frac{-2 x+(8+3 x-2 (i \pi +\log (-1+2 e))) \log (x)}{2 \log (x)}\right) \log ^2(x)} \, dx","\log \left(3-\frac{e^{\frac{3 x}{2}-\frac{x}{\log (x)}-i \pi +4}}{2 e-1}\right)",1,"(3*Defer[Int][E^(4 + (3*x)/2)/(E^(4 + (3*x)/2) + 6*(1 - 1/(2*E))*E^(1 + x/Log[x])), x])/2 + Defer[Int][E^(4 + (3*x)/2)/((E^(4 + (3*x)/2) + 6*(1 - 1/(2*E))*E^(1 + x/Log[x]))*Log[x]^2), x] + Defer[Int][E^(4 + (3*x)/2)/((-E^(4 + (3*x)/2) - 6*(1 - 1/(2*E))*E^(1 + x/Log[x]))*Log[x]), x]","F",0,0,0,0,-1,"{}"
10089,0,0,0,0.1298416,"\int \frac{-1-2 x}{2 x-2 x^2+x \log \left(\frac{4 \log (\log (\log (5)))}{5 x}\right)} \, dx","Int[(-1 - 2*x)/(2*x - 2*x^2 + x*Log[(4*Log[Log[Log[5]]])/(5*x)]),x]","\int \frac{-1-2 x}{2 x-2 x^2+x \log \left(\frac{4 \log (\log (\log (5)))}{5 x}\right)} \, dx","\log \left(-2 x+\log \left(\frac{4 \log (\log (\log (5)))}{5 x}\right)+2\right)-1",1,"2*Defer[Int][(-2 + 2*x - Log[(4*Log[Log[Log[5]]])/(5*x)])^(-1), x] + Defer[Int][1/(x*(-2 + 2*x - Log[(4*Log[Log[Log[5]]])/(5*x)])), x]","F",0,0,0,0,-1,"{}"
10090,1,30,0,2.0169521,"\int \frac{e^{-\frac{x^2}{1+3 x+e^{4 x} x-x^2-x^3}} \left(-2 x-3 x^2-x^4+e^{4 x} \left(-x^2+4 x^3\right)\right)}{1+6 x+7 x^2+e^{8 x} x^2-8 x^3-5 x^4+2 x^5+x^6+e^{4 x} \left(2 x+6 x^2-2 x^3-2 x^4\right)} \, dx","Int[(-2*x - 3*x^2 - x^4 + E^(4*x)*(-x^2 + 4*x^3))/(E^(x^2/(1 + 3*x + E^(4*x)*x - x^2 - x^3))*(1 + 6*x + 7*x^2 + E^(8*x)*x^2 - 8*x^3 - 5*x^4 + 2*x^5 + x^6 + E^(4*x)*(2*x + 6*x^2 - 2*x^3 - 2*x^4))),x]","e^{-\frac{x^2}{-x^3-x^2+\left(e^{4 x}+3\right) x+1}}","e^{\frac{x}{x^2+x-e^{4 x}-\frac{1}{x}-3}}",1,"E^(-(x^2/(1 + (3 + E^(4*x))*x - x^2 - x^3)))","A",2,2,127,0.01575,1,"{6688, 6706}"
10091,1,115,0,1.4441935,"\int \frac{e^{2 x} \left(-4+2 x-4 x^2+4 x^3+2 x^5+e^{4 x} \left(-2 x^2+6 x^3\right)+e^{2 x} \left(6 x-8 x^2+2 x^3-8 x^4\right)\right) \left(3-\log ^2(3)\right)^2}{x^5} \, dx","Int[(E^(2*x)*(-4 + 2*x - 4*x^2 + 4*x^3 + 2*x^5 + E^(4*x)*(-2*x^2 + 6*x^3) + E^(2*x)*(6*x - 8*x^2 + 2*x^3 - 8*x^4))*(3 - Log[3]^2)^2)/x^5,x]","\frac{e^{2 x} \left(3-\log ^2(3)\right)^2}{x^4}-\frac{2 e^{4 x} \left(3-\log ^2(3)\right)^2}{x^3}+\frac{2 e^{2 x} \left(3-\log ^2(3)\right)^2}{x^2}+\frac{e^{6 x} \left(3-\log ^2(3)\right)^2}{x^2}+e^{2 x} \left(3-\log ^2(3)\right)^2-\frac{2 e^{4 x} \left(3-\log ^2(3)\right)^2}{x}","\frac{e^{2 x} \left(e^{2 x}-\frac{x^2+1}{x}\right)^2 \left(3-\log ^2(3)\right)^2}{x^2}",1,"E^(2*x)*(3 - Log[3]^2)^2 + (E^(2*x)*(3 - Log[3]^2)^2)/x^4 - (2*E^(4*x)*(3 - Log[3]^2)^2)/x^3 + (2*E^(2*x)*(3 - Log[3]^2)^2)/x^2 + (E^(6*x)*(3 - Log[3]^2)^2)/x^2 - (2*E^(4*x)*(3 - Log[3]^2)^2)/x","B",33,7,81,0.08642,1,"{12, 6742, 2197, 2199, 2177, 2178, 2194}"
10092,0,0,0,0.7943775,"\int \frac{282-48 x+2 x^2+\left(-24 x+26 x^2-2 x^3+\left(24 x-26 x^2+2 x^3\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)\right) \log \left(-1+\log \left(\frac{1-2 x+x^2}{x^2}\right)\right)}{x-x^2+\left(-x+x^2\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)} \, dx","Int[(282 - 48*x + 2*x^2 + (-24*x + 26*x^2 - 2*x^3 + (24*x - 26*x^2 + 2*x^3)*Log[(1 - 2*x + x^2)/x^2])*Log[-1 + Log[(1 - 2*x + x^2)/x^2]])/(x - x^2 + (-x + x^2)*Log[(1 - 2*x + x^2)/x^2]),x]","\int \frac{282-48 x+2 x^2+\left(-24 x+26 x^2-2 x^3+\left(24 x-26 x^2+2 x^3\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)\right) \log \left(-1+\log \left(\frac{1-2 x+x^2}{x^2}\right)\right)}{x-x^2+\left(-x+x^2\right) \log \left(\frac{1-2 x+x^2}{x^2}\right)} \, dx","\left((12-x)^2-3\right) \log \left(\log \left(\left(\frac{1}{x}-1\right)^2\right)-1\right)",1,"2*Defer[Int][(-1 + Log[(-1 + x)^2/x^2])^(-1), x] + 236*Defer[Int][1/((-1 + x)*(-1 + Log[(-1 + x)^2/x^2])), x] - 282*Defer[Int][1/(x*(-1 + Log[(-1 + x)^2/x^2])), x] - 24*Defer[Int][Log[-1 + Log[(-1 + x)^2/x^2]], x] + 2*Defer[Int][x*Log[-1 + Log[(-1 + x)^2/x^2]], x]","F",0,0,0,0,-1,"{}"
10093,0,0,0,11.3884301,"\int \frac{36 e^{2 e^x} x^2+e^{e^x} \left(-3 e^{2 x} x^2+e^x \left(-6 x+3 x^2\right)\right)}{4 e^{2 x}+e^{e^x+x} \left(-96 x+4 x^2\right)+e^{2 e^x} \left(576 x^2-48 x^3+x^4\right)} \, dx","Int[(36*E^(2*E^x)*x^2 + E^E^x*(-3*E^(2*x)*x^2 + E^x*(-6*x + 3*x^2)))/(4*E^(2*x) + E^(E^x + x)*(-96*x + 4*x^2) + E^(2*E^x)*(576*x^2 - 48*x^3 + x^4)),x]","\int \frac{36 e^{2 e^x} x^2+e^{e^x} \left(-3 e^{2 x} x^2+e^x \left(-6 x+3 x^2\right)\right)}{4 e^{2 x}+e^{e^x+x} \left(-96 x+4 x^2\right)+e^{2 e^x} \left(576 x^2-48 x^3+x^4\right)} \, dx","\frac{x}{-x+\frac{1}{3} \left(x-\frac{4 e^{x-e^x}}{x}\right)+16}",1,"(-3*Defer[Int][E^E^x*x^2, x])/4 - 36*Defer[Int][(E^(2*E^x)*x^2)/(2*E^x + E^E^x*(-24 + x)*x)^2, x] + 39*Defer[Int][(E^(2*E^x)*x^3)/(2*E^x + E^E^x*(-24 + x)*x)^2, x] - (3*Defer[Int][(E^(2*E^x)*x^4)/(2*E^x + E^E^x*(-24 + x)*x)^2, x])/2 - 432*Defer[Int][(E^(3*E^x)*x^4)/(2*E^x + E^E^x*(-24 + x)*x)^2, x] + 36*Defer[Int][(E^(3*E^x)*x^5)/(2*E^x + E^E^x*(-24 + x)*x)^2, x] - (3*Defer[Int][(E^(3*E^x)*x^6)/(2*E^x + E^E^x*(-24 + x)*x)^2, x])/4 - 3*Defer[Int][(E^E^x*x)/(2*E^x + E^E^x*(-24 + x)*x), x] + (3*Defer[Int][(E^E^x*x^2)/(2*E^x + E^E^x*(-24 + x)*x), x])/2 - 36*Defer[Int][(E^(2*E^x)*x^3)/(2*E^x + E^E^x*(-24 + x)*x), x] + (3*Defer[Int][(E^(2*E^x)*x^4)/(2*E^x + E^E^x*(-24 + x)*x), x])/2","F",0,0,0,0,-1,"{}"
10094,1,17,0,0.1855236,"\int \frac{9-9 e^5-9 x \log ^2(x)}{x \log ^2(x)} \, dx","Int[(9 - 9*E^5 - 9*x*Log[x]^2)/(x*Log[x]^2),x]","-9 x-\frac{9 \left(1-e^5\right)}{\log (x)}","9 \left(-x+\frac{e^5-1}{\log (x)}+8-\log (3)+\log (2)\right)",1,"-9*x - (9*(1 - E^5))/Log[x]","A",6,5,22,0.2273,1,"{6741, 12, 6742, 2302, 30}"
10095,1,44,0,0.0117812,"\int \frac{-5-6 x+48 e^2 x^2}{-1-e+\log (5)} \, dx","Int[(-5 - 6*x + 48*E^2*x^2)/(-1 - E + Log[5]),x]","-\frac{16 e^2 x^3}{1+e-\log (5)}+\frac{3 x^2}{1+e-\log (5)}+\frac{5 x}{1+e-\log (5)}","\frac{x \left(4 \left(x-4 e^2 x^2\right)-x+5\right)}{1+e-\log (5)}",1,"(5*x)/(1 + E - Log[5]) + (3*x^2)/(1 + E - Log[5]) - (16*E^2*x^3)/(1 + E - Log[5])","A",2,1,23,0.04348,1,"{12}"
10096,0,0,0,9.2753271,"\int \frac{8000+4800 x+960 x^2-56 x^3-12 x^4+\left(6000+2400 x+240 x^2-35 x^3\right) \log (x)+(1500+300 x) \log ^2(x)+125 \log ^3(x)}{\left(8000 x+4800 x^2+960 x^3+44 x^4-4 x^5+\left(6000 x+2400 x^2+240 x^3-5 x^4\right) \log (x)+\left(1500 x+300 x^2\right) \log ^2(x)+125 x \log ^3(x)\right) \log \left(\frac{160000 x+128000 x^2+38400 x^3+4320 x^4-64 x^5-32 x^6+x^7+\left(160000 x+96000 x^2+19200 x^3+880 x^4-80 x^5\right) \log (x)+\left(60000 x+24000 x^2+2400 x^3-50 x^4\right) \log ^2(x)+\left(10000 x+2000 x^2\right) \log ^3(x)+625 x \log ^4(x)}{160000+128000 x+38400 x^2+5120 x^3+256 x^4+\left(160000+96000 x+19200 x^2+1280 x^3\right) \log (x)+\left(60000+24000 x+2400 x^2\right) \log ^2(x)+(10000+2000 x) \log ^3(x)+625 \log ^4(x)}\right)} \, dx","Int[(8000 + 4800*x + 960*x^2 - 56*x^3 - 12*x^4 + (6000 + 2400*x + 240*x^2 - 35*x^3)*Log[x] + (1500 + 300*x)*Log[x]^2 + 125*Log[x]^3)/((8000*x + 4800*x^2 + 960*x^3 + 44*x^4 - 4*x^5 + (6000*x + 2400*x^2 + 240*x^3 - 5*x^4)*Log[x] + (1500*x + 300*x^2)*Log[x]^2 + 125*x*Log[x]^3)*Log[(160000*x + 128000*x^2 + 38400*x^3 + 4320*x^4 - 64*x^5 - 32*x^6 + x^7 + (160000*x + 96000*x^2 + 19200*x^3 + 880*x^4 - 80*x^5)*Log[x] + (60000*x + 24000*x^2 + 2400*x^3 - 50*x^4)*Log[x]^2 + (10000*x + 2000*x^2)*Log[x]^3 + 625*x*Log[x]^4)/(160000 + 128000*x + 38400*x^2 + 5120*x^3 + 256*x^4 + (160000 + 96000*x + 19200*x^2 + 1280*x^3)*Log[x] + (60000 + 24000*x + 2400*x^2)*Log[x]^2 + (10000 + 2000*x)*Log[x]^3 + 625*Log[x]^4)]),x]","\int \frac{8000+4800 x+960 x^2-56 x^3-12 x^4+\left(6000+2400 x+240 x^2-35 x^3\right) \log (x)+(1500+300 x) \log ^2(x)+125 \log ^3(x)}{\left(8000 x+4800 x^2+960 x^3+44 x^4-4 x^5+\left(6000 x+2400 x^2+240 x^3-5 x^4\right) \log (x)+\left(1500 x+300 x^2\right) \log ^2(x)+125 x \log ^3(x)\right) \log \left(\frac{160000 x+128000 x^2+38400 x^3+4320 x^4-64 x^5-32 x^6+x^7+\left(160000 x+96000 x^2+19200 x^3+880 x^4-80 x^5\right) \log (x)+\left(60000 x+24000 x^2+2400 x^3-50 x^4\right) \log ^2(x)+\left(10000 x+2000 x^2\right) \log ^3(x)+625 x \log ^4(x)}{160000+128000 x+38400 x^2+5120 x^3+256 x^4+\left(160000+96000 x+19200 x^2+1280 x^3\right) \log (x)+\left(60000+24000 x+2400 x^2\right) \log ^2(x)+(10000+2000 x) \log ^3(x)+625 \log ^4(x)}\right)} \, dx","\log \left(\log \left(\frac{\left(x-\frac{x^4}{(5 (x+\log (x)+4)-x)^2}\right)^2}{x}\right)\right)",1,"-4800*Defer[Int][1/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 8000*Defer[Int][1/(x*(-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 960*Defer[Int][x/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] + 56*Defer[Int][x^2/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] + 12*Defer[Int][x^3/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 6000*Defer[Int][Log[x]/(x*(-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 240*Defer[Int][(x*Log[x])/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] + 35*Defer[Int][(x^2*Log[x])/((-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 1500*Defer[Int][Log[x]^2/(x*(-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] - 125*Defer[Int][Log[x]^3/(x*(-8000 - 4800*x - 960*x^2 - 44*x^3 + 4*x^4 - 6000*Log[x] - 2400*x*Log[x] - 240*x^2*Log[x] + 5*x^3*Log[x] - 1500*Log[x]^2 - 300*x*Log[x]^2 - 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] + 2400*Defer[Int][Log[x]/((8000 + 4800*x + 960*x^2 + 44*x^3 - 4*x^4 + 6000*Log[x] + 2400*x*Log[x] + 240*x^2*Log[x] - 5*x^3*Log[x] + 1500*Log[x]^2 + 300*x*Log[x]^2 + 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x] + 300*Defer[Int][Log[x]^2/((8000 + 4800*x + 960*x^2 + 44*x^3 - 4*x^4 + 6000*Log[x] + 2400*x*Log[x] + 240*x^2*Log[x] - 5*x^3*Log[x] + 1500*Log[x]^2 + 300*x*Log[x]^2 + 125*Log[x]^3)*Log[(x*(400 + 160*x + 16*x^2 - x^3 + 40*(5 + x)*Log[x] + 25*Log[x]^2)^2)/(4*(5 + x) + 5*Log[x])^4]), x]","F",0,0,0,0,-1,"{}"
10097,0,0,0,4.9487585,"\int \frac{e^{2+2 x} \left(216+180 x+36 x^2\right)+e^{3+3 x} \left(-24-36 x-18 x^2-3 x^3\right)}{1728+e^{1+x} \left(2592+2160 x+432 x^2\right)+e^{2+2 x} \left(1296+2160 x+1332 x^2+360 x^3+36 x^4\right)+e^{3+3 x} \left(216+540 x+558 x^2+305 x^3+93 x^4+15 x^5+x^6\right)} \, dx","Int[(E^(2 + 2*x)*(216 + 180*x + 36*x^2) + E^(3 + 3*x)*(-24 - 36*x - 18*x^2 - 3*x^3))/(1728 + E^(1 + x)*(2592 + 2160*x + 432*x^2) + E^(2 + 2*x)*(1296 + 2160*x + 1332*x^2 + 360*x^3 + 36*x^4) + E^(3 + 3*x)*(216 + 540*x + 558*x^2 + 305*x^3 + 93*x^4 + 15*x^5 + x^6)),x]","\int \frac{e^{2+2 x} \left(216+180 x+36 x^2\right)+e^{3+3 x} \left(-24-36 x-18 x^2-3 x^3\right)}{1728+e^{1+x} \left(2592+2160 x+432 x^2\right)+e^{2+2 x} \left(1296+2160 x+1332 x^2+360 x^3+36 x^4\right)+e^{3+3 x} \left(216+540 x+558 x^2+305 x^3+93 x^4+15 x^5+x^6\right)} \, dx","\frac{3}{2 \left(x+\frac{12 e^{-x-1}}{x+2}+3\right)^2}",1,"252*Defer[Int][E^(2 + 2*x)/(12 + E^(1 + x)*(6 + 5*x + x^2))^3, x] + 216*Defer[Int][(E^(2 + 2*x)*x)/(12 + E^(1 + x)*(6 + 5*x + x^2))^3, x] + 36*Defer[Int][(E^(2 + 2*x)*x^2)/(12 + E^(1 + x)*(6 + 5*x + x^2))^3, x] + 36*Defer[Int][E^(2 + 2*x)/((3 + x)*(12 + E^(1 + x)*(6 + 5*x + x^2))^3), x] - 3*Defer[Int][E^(2 + 2*x)/(12 + E^(1 + x)*(6 + 5*x + x^2))^2, x] - 3*Defer[Int][(E^(2 + 2*x)*x)/(12 + E^(1 + x)*(6 + 5*x + x^2))^2, x] - 3*Defer[Int][E^(2 + 2*x)/((3 + x)*(12 + E^(1 + x)*(6 + 5*x + x^2))^2), x]","F",0,0,0,0,-1,"{}"
10098,1,39,0,0.1926204,"\int \frac{-1387+573 x+812 x^2-199 x^3-190 x^4+9 x^5+17 x^6+2 x^7}{-630+251 x+376 x^2-85 x^3-89 x^4+3 x^5+8 x^6+x^7} \, dx","Int[(-1387 + 573*x + 812*x^2 - 199*x^3 - 190*x^4 + 9*x^5 + 17*x^6 + 2*x^7)/(-630 + 251*x + 376*x^2 - 85*x^3 - 89*x^4 + 3*x^5 + 8*x^6 + x^7),x]","-2 \log \left(-x^2-x+5\right)+\log \left(x^5+7 x^4+x^3-55 x^2-25 x+126\right)+2 x","\log \left(\frac{1}{\left(-x^2-x+5\right)^2}+x+5\right)+2 x",1,"2*x - 2*Log[5 - x - x^2] + Log[126 - 25*x - 55*x^2 + x^3 + 7*x^4 + x^5]","A",4,3,71,0.04225,1,"{2074, 628, 1587}"
10099,0,0,0,1.7100686,"\int \frac{-4+4 x+7 x^2-8 x^3-2 x^4-e^{2 x} x^4+4 x^5-x^6+e^x \left(-4 x^2+2 x^3+4 x^4-2 x^5\right)+\left(4-4 x-7 x^2+8 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(4 x^2-2 x^3-4 x^4+2 x^5\right)\right) \log (x)+\left(6-4 x-5 x^2+6 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(3 x^2-3 x^3-4 x^4+2 x^5\right)\right) \log ^2(x)}{\left(4-4 x-7 x^2+8 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(4 x^2-2 x^3-4 x^4+2 x^5\right)\right) \log ^2(x)} \, dx","Int[(-4 + 4*x + 7*x^2 - 8*x^3 - 2*x^4 - E^(2*x)*x^4 + 4*x^5 - x^6 + E^x*(-4*x^2 + 2*x^3 + 4*x^4 - 2*x^5) + (4 - 4*x - 7*x^2 + 8*x^3 + 2*x^4 + E^(2*x)*x^4 - 4*x^5 + x^6 + E^x*(4*x^2 - 2*x^3 - 4*x^4 + 2*x^5))*Log[x] + (6 - 4*x - 5*x^2 + 6*x^3 + 2*x^4 + E^(2*x)*x^4 - 4*x^5 + x^6 + E^x*(3*x^2 - 3*x^3 - 4*x^4 + 2*x^5))*Log[x]^2)/((4 - 4*x - 7*x^2 + 8*x^3 + 2*x^4 + E^(2*x)*x^4 - 4*x^5 + x^6 + E^x*(4*x^2 - 2*x^3 - 4*x^4 + 2*x^5))*Log[x]^2),x]","\int \frac{-4+4 x+7 x^2-8 x^3-2 x^4-e^{2 x} x^4+4 x^5-x^6+e^x \left(-4 x^2+2 x^3+4 x^4-2 x^5\right)+\left(4-4 x-7 x^2+8 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(4 x^2-2 x^3-4 x^4+2 x^5\right)\right) \log (x)+\left(6-4 x-5 x^2+6 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(3 x^2-3 x^3-4 x^4+2 x^5\right)\right) \log ^2(x)}{\left(4-4 x-7 x^2+8 x^3+2 x^4+e^{2 x} x^4-4 x^5+x^6+e^x \left(4 x^2-2 x^3-4 x^4+2 x^5\right)\right) \log ^2(x)} \, dx","\frac{x}{\left(x+e^x-2\right) x^2-x+2}+x+\frac{x}{\log (x)}",1,"x + x/Log[x] + 4*Defer[Int][(2 - x - 2*x^2 + E^x*x^2 + x^3)^(-2), x] + Defer[Int][x/(2 - x - 2*x^2 + E^x*x^2 + x^3)^2, x] - Defer[Int][x^2/(2 - x - 2*x^2 + E^x*x^2 + x^3)^2, x] - 3*Defer[Int][x^3/(2 - x - 2*x^2 + E^x*x^2 + x^3)^2, x] + Defer[Int][x^4/(2 - x - 2*x^2 + E^x*x^2 + x^3)^2, x] - Defer[Int][(2 - x - 2*x^2 + E^x*x^2 + x^3)^(-1), x] - Defer[Int][x/(2 - x - 2*x^2 + E^x*x^2 + x^3), x]","F",0,0,0,0,-1,"{}"
10100,1,8,0,0.0009414,"\int \frac{1}{2 e^2} \, dx","Int[1/(2*E^2),x]","\frac{x}{2 e^2}","\frac{x}{2 e^2}",1,"x/(2*E^2)","A",1,1,7,0.1429,1,"{8}"
10101,1,13,0,0.00771,"\int \frac{-2 e^{25/12}-e^{25/12} \log (8)}{x^2} \, dx","Int[(-2*E^(25/12) - E^(25/12)*Log[8])/x^2,x]","\frac{e^{25/12} (2+\log (8))}{x}","\frac{x \log (3)+e^{25/12} (x+2+\log (8))}{x}",1,"(E^(25/12)*(2 + Log[8]))/x","A",2,2,21,0.09524,1,"{12, 30}"
10102,1,56,0,0.1452589,"\int \frac{-2 e^x x+\left(-4-e^x\right) \log \left(16+8 e^x+e^{2 x}\right)}{4+e^x} \, dx","Int[(-2*E^x*x + (-4 - E^x)*Log[16 + 8*E^x + E^(2*x)])/(4 + E^x),x]","-2 \text{Li}_2\left(-\frac{e^x}{4}\right)-2 \text{Li}_2\left(1+\frac{e^x}{4}\right)-2 x \log \left(\frac{e^x}{4}+1\right)-\log \left(-\frac{e^x}{4}\right) \log \left(\left(e^x+4\right)^2\right)","-x \log \left(\left(e^x+4\right)^2\right)-5+\log (5)",1,"-2*x*Log[1 + E^x/4] - Log[-1/4*E^x]*Log[(4 + E^x)^2] - 2*PolyLog[2, -1/4*E^x] - 2*PolyLog[2, 1 + E^x/4]","C",8,7,36,0.1944,1,"{6688, 2190, 2279, 2391, 2282, 2394, 2315}"
10103,0,0,0,4.3852082,"\int \frac{32-64 x+16 x^2+108 x^4-64 x^5+8 x^6+16 x^8-8 x^9+x^{10}+\left(64-128 x+32 x^2+108 x^4-64 x^5+8 x^6\right) \log (5)+\left(48-96 x+24 x^2+27 x^4-16 x^5+2 x^6\right) \log ^2(5)+\left(16-32 x+8 x^2\right) \log ^3(5)+\left(2-4 x+x^2\right) \log ^4(5)+\left(-28 x^4+8 x^5-8 x^8+2 x^9+\left(-28 x^4+8 x^5\right) \log (5)+\left(-7 x^4+2 x^5\right) \log ^2(5)\right) \log (x)+x^8 \log ^2(x)}{64-64 x+16 x^2+64 x^4-48 x^5+8 x^6+16 x^8-8 x^9+x^{10}+\left(128-128 x+32 x^2+64 x^4-48 x^5+8 x^6\right) \log (5)+\left(96-96 x+24 x^2+16 x^4-12 x^5+2 x^6\right) \log ^2(5)+\left(32-32 x+8 x^2\right) \log ^3(5)+\left(4-4 x+x^2\right) \log ^4(5)+\left(-16 x^4+8 x^5-8 x^8+2 x^9+\left(-16 x^4+8 x^5\right) \log (5)+\left(-4 x^4+2 x^5\right) \log ^2(5)\right) \log (x)+x^8 \log ^2(x)} \, dx","Int[(32 - 64*x + 16*x^2 + 108*x^4 - 64*x^5 + 8*x^6 + 16*x^8 - 8*x^9 + x^10 + (64 - 128*x + 32*x^2 + 108*x^4 - 64*x^5 + 8*x^6)*Log[5] + (48 - 96*x + 24*x^2 + 27*x^4 - 16*x^5 + 2*x^6)*Log[5]^2 + (16 - 32*x + 8*x^2)*Log[5]^3 + (2 - 4*x + x^2)*Log[5]^4 + (-28*x^4 + 8*x^5 - 8*x^8 + 2*x^9 + (-28*x^4 + 8*x^5)*Log[5] + (-7*x^4 + 2*x^5)*Log[5]^2)*Log[x] + x^8*Log[x]^2)/(64 - 64*x + 16*x^2 + 64*x^4 - 48*x^5 + 8*x^6 + 16*x^8 - 8*x^9 + x^10 + (128 - 128*x + 32*x^2 + 64*x^4 - 48*x^5 + 8*x^6)*Log[5] + (96 - 96*x + 24*x^2 + 16*x^4 - 12*x^5 + 2*x^6)*Log[5]^2 + (32 - 32*x + 8*x^2)*Log[5]^3 + (4 - 4*x + x^2)*Log[5]^4 + (-16*x^4 + 8*x^5 - 8*x^8 + 2*x^9 + (-16*x^4 + 8*x^5)*Log[5] + (-4*x^4 + 2*x^5)*Log[5]^2)*Log[x] + x^8*Log[x]^2),x]","\int \frac{32-64 x+16 x^2+108 x^4-64 x^5+8 x^6+16 x^8-8 x^9+x^{10}+\left(64-128 x+32 x^2+108 x^4-64 x^5+8 x^6\right) \log (5)+\left(48-96 x+24 x^2+27 x^4-16 x^5+2 x^6\right) \log ^2(5)+\left(16-32 x+8 x^2\right) \log ^3(5)+\left(2-4 x+x^2\right) \log ^4(5)+\left(-28 x^4+8 x^5-8 x^8+2 x^9+\left(-28 x^4+8 x^5\right) \log (5)+\left(-7 x^4+2 x^5\right) \log ^2(5)\right) \log (x)+x^8 \log ^2(x)}{64-64 x+16 x^2+64 x^4-48 x^5+8 x^6+16 x^8-8 x^9+x^{10}+\left(128-128 x+32 x^2+64 x^4-48 x^5+8 x^6\right) \log (5)+\left(96-96 x+24 x^2+16 x^4-12 x^5+2 x^6\right) \log ^2(5)+\left(32-32 x+8 x^2\right) \log ^3(5)+\left(4-4 x+x^2\right) \log ^4(5)+\left(-16 x^4+8 x^5-8 x^8+2 x^9+\left(-16 x^4+8 x^5\right) \log (5)+\left(-4 x^4+2 x^5\right) \log ^2(5)\right) \log (x)+x^8 \log ^2(x)} \, dx","\frac{x}{\frac{x^4 (x+\log (x)-4)}{(2+\log (5))^2}+x-2}+x",1,"x - 8*(2 + Log[5])^4*Defer[Int][(4*x^4 - x^5 + 8*(1 + (Log[5]*(4 + Log[5]))/4) - 4*x*(1 + (Log[5]*(4 + Log[5]))/4) - x^4*Log[x])^(-2), x] + 3*(2 + Log[5])^4*Defer[Int][x/(4*x^4 - x^5 + 8*(1 + (Log[5]*(4 + Log[5]))/4) - 4*x*(1 + (Log[5]*(4 + Log[5]))/4) - x^4*Log[x])^2, x] - (2 + Log[5])^2*Defer[Int][x^4/(4*x^4 - x^5 + 8*(1 + (Log[5]*(4 + Log[5]))/4) - 4*x*(1 + (Log[5]*(4 + Log[5]))/4) - x^4*Log[x])^2, x] - (2 + Log[5])^2*Defer[Int][x^5/(4*x^4 - x^5 + 8*(1 + (Log[5]*(4 + Log[5]))/4) - 4*x*(1 + (Log[5]*(4 + Log[5]))/4) - x^4*Log[x])^2, x] + 3*(2 + Log[5])^2*Defer[Int][(4*x^4 - x^5 + 8*(1 + (Log[5]*(4 + Log[5]))/4) - 4*x*(1 + (Log[5]*(4 + Log[5]))/4) - x^4*Log[x])^(-1), x]","F",0,0,0,0,-1,"{}"
10104,1,31,0,6.7552081,"\int \frac{-162-657 x-260 x^2+1379 x^3+1254 x^4+410 x^5+58 x^6+3 x^7+e^{-\frac{1}{-9-25 x-10 x^2-x^3+3 \log (x)}} \left(6-50 x-40 x^2-6 x^3\right)+\left(108+138 x-330 x^2-168 x^3-18 x^4\right) \log (x)+(-18+27 x) \log ^2(x)}{81 x+450 x^2+805 x^3+518 x^4+150 x^5+20 x^6+x^7+\left(-54 x-150 x^2-60 x^3-6 x^4\right) \log (x)+9 x \log ^2(x)} \, dx","Int[(-162 - 657*x - 260*x^2 + 1379*x^3 + 1254*x^4 + 410*x^5 + 58*x^6 + 3*x^7 + (6 - 50*x - 40*x^2 - 6*x^3)/E^(-9 - 25*x - 10*x^2 - x^3 + 3*Log[x])^(-1) + (108 + 138*x - 330*x^2 - 168*x^3 - 18*x^4)*Log[x] + (-18 + 27*x)*Log[x]^2)/(81*x + 450*x^2 + 805*x^3 + 518*x^4 + 150*x^5 + 20*x^6 + x^7 + (-54*x - 150*x^2 - 60*x^3 - 6*x^4)*Log[x] + 9*x*Log[x]^2),x]","2 e^{\frac{1}{x^3+10 x^2+25 x-3 \log (x)+9}}+3 x-2 \log (x)","x+2 \left(x+e^{\frac{1}{x (x+5)^2+3 (3-\log (x))}}-\log (x)\right)",1,"2*E^(9 + 25*x + 10*x^2 + x^3 - 3*Log[x])^(-1) + 3*x - 2*Log[x]","A",20,4,173,0.02312,1,"{6688, 6742, 6706, 43}"
10105,1,10,0,0.005865,"\int \frac{-5+x}{-3+x} \, dx","Int[(-5 + x)/(-3 + x),x]","x-2 \log (3-x)","x-2 \log (x-3)-\frac{10}{\log (\log (2))}",1,"x - 2*Log[3 - x]","A",2,1,9,0.1111,1,"{43}"
10106,0,0,0,69.3600306,"\int \frac{8+16 x+10 x^2+2 x^3+\exp \left(3 \exp \left(25^{\frac{2 (3+x)}{6+3 x}}+2\ 25^{\frac{3+x}{6+3 x}} x+x^2\right)\right) \left(4+4 x+x^2+\exp \left(25^{\frac{2 (3+x)}{6+3 x}}+2\ 25^{\frac{3+x}{6+3 x}} x+x^2\right) \left(24 x^2+24 x^3+6 x^4-2\ 25^{\frac{2 (3+x)}{6+3 x}} x \log (25)+25^{\frac{3+x}{6+3 x}} \left(24 x+24 x^2+6 x^3-2 x^2 \log (25)\right)\right)\right)}{4+4 x+x^2} \, dx","Int[(8 + 16*x + 10*x^2 + 2*x^3 + E^(3*E^(25^((2*(3 + x))/(6 + 3*x)) + 2*25^((3 + x)/(6 + 3*x))*x + x^2))*(4 + 4*x + x^2 + E^(25^((2*(3 + x))/(6 + 3*x)) + 2*25^((3 + x)/(6 + 3*x))*x + x^2)*(24*x^2 + 24*x^3 + 6*x^4 - 2*25^((2*(3 + x))/(6 + 3*x))*x*Log[25] + 25^((3 + x)/(6 + 3*x))*(24*x + 24*x^2 + 6*x^3 - 2*x^2*Log[25]))))/(4 + 4*x + x^2),x]","\int \frac{8+16 x+10 x^2+2 x^3+\exp \left(3 \exp \left(25^{\frac{2 (3+x)}{6+3 x}}+2\ 25^{\frac{3+x}{6+3 x}} x+x^2\right)\right) \left(4+4 x+x^2+\exp \left(25^{\frac{2 (3+x)}{6+3 x}}+2\ 25^{\frac{3+x}{6+3 x}} x+x^2\right) \left(24 x^2+24 x^3+6 x^4-2\ 25^{\frac{2 (3+x)}{6+3 x}} x \log (25)+25^{\frac{3+x}{6+3 x}} \left(24 x+24 x^2+6 x^3-2 x^2 \log (25)\right)\right)\right)}{4+4 x+x^2} \, dx","x \left(x+e^{3 e^{\left(x+25^{\frac{1}{\frac{x}{x+3}+2}}\right)^2}}+2\right)",1,"2*x + x^2 + Defer[Int][E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2), x] - 2*Log[25]*Defer[Int][5^((2*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2), x] + 6*Defer[Int][5^((2*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2)*x, x] + 6*Defer[Int][E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2)*x^2, x] - 8*Log[25]*Defer[Int][(5^((2*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2))/(2 + x)^2, x] + 4*Log[25]*Defer[Int][(5^((4*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2))/(2 + x)^2, x] + 8*Log[25]*Defer[Int][(5^((2*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2))/(2 + x), x] - 2*Log[25]*Defer[Int][(5^((4*(3 + x))/(3*(2 + x)))*E^(3*E^(25^((3 + x)/(6 + 3*x)) + x)^2 + (25^((3 + x)/(6 + 3*x)) + x)^2))/(2 + x), x]","F",0,0,0,0,-1,"{}"
10107,0,0,0,4.4299794,"\int \frac{\exp \left(\frac{3 x-9 e x-3 x^3+\left(3 e x+x^3\right) \log \left(x^2\right)}{-9 e+3 e \log \left(x^2\right)}\right) \left(-20 x+36 x^3+e (36+36 x)+\left(e (-24-24 x)+4 x-24 x^3\right) \log \left(x^2\right)+\left(4 x^3+e (4+4 x)\right) \log ^2\left(x^2\right)\right)}{9 e-6 e \log \left(x^2\right)+e \log ^2\left(x^2\right)} \, dx","Int[(E^((3*x - 9*E*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(-9*E + 3*E*Log[x^2]))*(-20*x + 36*x^3 + E*(36 + 36*x) + (E*(-24 - 24*x) + 4*x - 24*x^3)*Log[x^2] + (4*x^3 + E*(4 + 4*x))*Log[x^2]^2))/(9*E - 6*E*Log[x^2] + E*Log[x^2]^2),x]","\int \frac{\exp \left(\frac{3 x-9 e x-3 x^3+\left(3 e x+x^3\right) \log \left(x^2\right)}{-9 e+3 e \log \left(x^2\right)}\right) \left(-20 x+36 x^3+e (36+36 x)+\left(e (-24-24 x)+4 x-24 x^3\right) \log \left(x^2\right)+\left(4 x^3+e (4+4 x)\right) \log ^2\left(x^2\right)\right)}{9 e-6 e \log \left(x^2\right)+e \log ^2\left(x^2\right)} \, dx","4 x e^{x-\frac{\frac{x}{3-\log \left(x^2\right)}-\frac{x^3}{3}}{e}}",1,"4*Defer[Int][E^((3*(1 - 3*E)*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(3*E*(-3 + Log[x^2]))), x] + 4*Defer[Int][E^((3*(1 - 3*E)*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(3*E*(-3 + Log[x^2])))*x, x] + 4*Defer[Int][E^(-1 + (3*(1 - 3*E)*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(3*E*(-3 + Log[x^2])))*x^3, x] - 8*Defer[Int][(E^(-1 + (3*(1 - 3*E)*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(3*E*(-3 + Log[x^2])))*x)/(-3 + Log[x^2])^2, x] + 4*Defer[Int][(E^(-1 + (3*(1 - 3*E)*x - 3*x^3 + (3*E*x + x^3)*Log[x^2])/(3*E*(-3 + Log[x^2])))*x)/(-3 + Log[x^2]), x]","F",0,0,0,0,-1,"{}"
10108,1,16,0,0.0111505,"\int \left(5-2 x-2 e^{x^2} x\right) \, dx","Int[5 - 2*x - 2*E^x^2*x,x]","-x^2-e^{x^2}+5 x","-e^{x^2}+(4-x) x+x+e^6+4",1,"-E^x^2 + 5*x - x^2","A",2,1,13,0.07692,1,"{2209}"
10109,0,0,0,5.6883477,"\int \frac{e^{e^{\frac{1}{4} (1+4 x)}} \left(6-8 x+2 x^2+e^{\frac{1}{4} (1+4 x)} \left(4 x-6 x^2+x^3\right)+\left(2-2 x+e^{\frac{1}{4} (1+4 x)} \left(6 x-2 x^2\right)\right) \log (x)+e^{\frac{1}{4} (1+4 x)} x \log ^2(x)\right)}{2 x} \, dx","Int[(E^E^((1 + 4*x)/4)*(6 - 8*x + 2*x^2 + E^((1 + 4*x)/4)*(4*x - 6*x^2 + x^3) + (2 - 2*x + E^((1 + 4*x)/4)*(6*x - 2*x^2))*Log[x] + E^((1 + 4*x)/4)*x*Log[x]^2))/(2*x),x]","\int \frac{e^{e^{\frac{1}{4} (1+4 x)}} \left(6-8 x+2 x^2+e^{\frac{1}{4} (1+4 x)} \left(4 x-6 x^2+x^3\right)+\left(2-2 x+e^{\frac{1}{4} (1+4 x)} \left(6 x-2 x^2\right)\right) \log (x)+e^{\frac{1}{4} (1+4 x)} x \log ^2(x)\right)}{2 x} \, dx","\frac{1}{2} e^{e^{x+\frac{1}{4}}} \left((-x+\log (x)+3)^2-5\right)",1,"2*E^E^(1/4 + x) - 4*ExpIntegralEi[E^(1/4 + x)] + 3*E^E^(1/4 + x)*Log[x] - ExpIntegralEi[E^(1/4 + x)]*Log[x] + Log[x]*Defer[Int][E^E^(1/4 + x)/x, x] + Defer[Int][E^E^(1/4 + x)*x, x] - 3*Defer[Int][E^(1/4 + E^(1/4 + x) + x)*x, x] - Log[x]*Defer[Int][E^(1/4 + E^(1/4 + x) + x)*x, x] + Defer[Int][E^(1/4 + E^(1/4 + x) + x)*x^2, x]/2 + Defer[Int][ExpIntegralEi[E^(1/4 + x)]/x, x] + Defer[Int][E^(1/4 + E^(1/4 + x) + x)*Log[x]^2, x]/2 - Defer[Int][Defer[Int][E^E^(1/4 + x)/x, x]/x, x] + Defer[Int][Defer[Int][E^(1/4 + E^(1/4 + x) + x)*x, x]/x, x]","F",0,0,0,0,-1,"{}"
10110,1,18,0,0.0065767,"\int \frac{-2+e^8 (-14-4 x)}{e^8} \, dx","Int[(-2 + E^8*(-14 - 4*x))/E^8,x]","-\frac{1}{2} (2 x+7)^2-\frac{2 x}{e^8}","\frac{2 (3-x) x \left(x+\frac{1}{e^8}+7\right)}{x-3}",1,"(-2*x)/E^8 - (7 + 2*x)^2/2","A",2,1,15,0.06667,1,"{12}"
10111,0,0,0,7.837294,"\int \frac{32 e^{8 x} x+2 x^4+\left(-120 x^3-6 x^4+e^{8 x} \left(3840-15168 x-768 x^2\right)+\left(40 x^3+2 x^4+e^{8 x} \left(-1280+5056 x+256 x^2\right)\right) \log \left(\frac{3}{20+x}\right)\right) \log \left(3-\log \left(\frac{3}{20+x}\right)\right)}{\left(-60 x^4-3 x^5+e^{8 x} \left(-960 x-48 x^2\right)+\left(20 x^4+x^5+e^{8 x} \left(320 x+16 x^2\right)\right) \log \left(\frac{3}{20+x}\right)\right) \log \left(3-\log \left(\frac{3}{20+x}\right)\right)} \, dx","Int[(32*E^(8*x)*x + 2*x^4 + (-120*x^3 - 6*x^4 + E^(8*x)*(3840 - 15168*x - 768*x^2) + (40*x^3 + 2*x^4 + E^(8*x)*(-1280 + 5056*x + 256*x^2))*Log[3/(20 + x)])*Log[3 - Log[3/(20 + x)]])/((-60*x^4 - 3*x^5 + E^(8*x)*(-960*x - 48*x^2) + (20*x^4 + x^5 + E^(8*x)*(320*x + 16*x^2))*Log[3/(20 + x)])*Log[3 - Log[3/(20 + x)]]),x]","\int \frac{32 e^{8 x} x+2 x^4+\left(-120 x^3-6 x^4+e^{8 x} \left(3840-15168 x-768 x^2\right)+\left(40 x^3+2 x^4+e^{8 x} \left(-1280+5056 x+256 x^2\right)\right) \log \left(\frac{3}{20+x}\right)\right) \log \left(3-\log \left(\frac{3}{20+x}\right)\right)}{\left(-60 x^4-3 x^5+e^{8 x} \left(-960 x-48 x^2\right)+\left(20 x^4+x^5+e^{8 x} \left(320 x+16 x^2\right)\right) \log \left(\frac{3}{20+x}\right)\right) \log \left(3-\log \left(\frac{3}{20+x}\right)\right)} \, dx","2 \log \left(\frac{\frac{16 e^{8 x}}{x^2}+x}{\log \left(3-\log \left(\frac{3}{x+20}\right)\right)}\right)",1,"16*x - 4*Log[x] - 2*Log[Log[3 - Log[3/(20 + x)]]] + 6*Defer[Int][x^2/(16*E^(8*x) + x^3), x] - 16*Defer[Int][x^3/(16*E^(8*x) + x^3), x]","F",0,0,0,0,-1,"{}"
10112,0,0,0,28.3481416,"\int \frac{-2 e^{x+2 e^{-x} \left(-2 x+2 x^2\right)} x-50 e^x x^3+e^{e^{-x} \left(-2 x+2 x^2\right)} \left(-4 x+12 x^2-4 x^3+e^x \left(-2+20 x^2\right)\right)}{e^{x+2 e^{-x} \left(-2 x+2 x^2\right)} x^4+e^{x+e^{-x} \left(-2 x+2 x^2\right)} \left(4 x^3-10 x^5\right)+e^x \left(4 x^2-20 x^4+25 x^6\right)} \, dx","Int[(-2*E^(x + (2*(-2*x + 2*x^2))/E^x)*x - 50*E^x*x^3 + E^((-2*x + 2*x^2)/E^x)*(-4*x + 12*x^2 - 4*x^3 + E^x*(-2 + 20*x^2)))/(E^(x + (2*(-2*x + 2*x^2))/E^x)*x^4 + E^(x + (-2*x + 2*x^2)/E^x)*(4*x^3 - 10*x^5) + E^x*(4*x^2 - 20*x^4 + 25*x^6)),x]","\int \frac{-2 e^{x+2 e^{-x} \left(-2 x+2 x^2\right)} x-50 e^x x^3+e^{e^{-x} \left(-2 x+2 x^2\right)} \left(-4 x+12 x^2-4 x^3+e^x \left(-2+20 x^2\right)\right)}{e^{x+2 e^{-x} \left(-2 x+2 x^2\right)} x^4+e^{x+e^{-x} \left(-2 x+2 x^2\right)} \left(4 x^3-10 x^5\right)+e^x \left(4 x^2-20 x^4+25 x^6\right)} \, dx","\frac{1}{x^2+\frac{2}{\frac{e^{e^{-x} x (2 x-2)}}{x}-5}}",1,"x^(-2) - 4*Defer[Int][1/(E^x*(2 + E^((2*(-1 + x)*x)/E^x)*x - 5*x^2)), x] - 6*Defer[Int][1/(x^3*(-2 - E^((2*(-1 + x)*x)/E^x)*x + 5*x^2)), x] + 4*Defer[Int][1/(E^x*x^2*(-2 - E^((2*(-1 + x)*x)/E^x)*x + 5*x^2)), x] - 12*Defer[Int][1/(E^x*x*(-2 - E^((2*(-1 + x)*x)/E^x)*x + 5*x^2)), x] - 12*Defer[Int][1/(E^(((-4 + E^x)*x)/E^x)*(-2*E^((2*x)/E^x) - E^((2*x^2)/E^x)*x + 5*E^((2*x)/E^x)*x^2)^2), x] + 8*Defer[Int][1/(E^(((-4 + E^x)*x)/E^x)*x^2*(-2*E^((2*x)/E^x) - E^((2*x^2)/E^x)*x + 5*E^((2*x)/E^x)*x^2)^2), x] - 24*Defer[Int][1/(E^(((-4 + E^x)*x)/E^x)*x*(-2*E^((2*x)/E^x) - E^((2*x^2)/E^x)*x + 5*E^((2*x)/E^x)*x^2)^2), x] + 60*Defer[Int][x/(E^(((-4 + E^x)*x)/E^x)*(-2*E^((2*x)/E^x) - E^((2*x^2)/E^x)*x + 5*E^((2*x)/E^x)*x^2)^2), x] - 20*Defer[Int][x^2/(E^(((-4 + E^x)*x)/E^x)*(-2*E^((2*x)/E^x) - E^((2*x^2)/E^x)*x + 5*E^((2*x)/E^x)*x^2)^2), x] - 4*Defer[Int][E^((4*x)/E^x)/(x^3*(E^((2*x^2)/E^x)*x + E^((2*x)/E^x)*(2 - 5*x^2))^2), x] - 10*Defer[Int][E^((4*x)/E^x)/(x*(E^((2*x^2)/E^x)*x + E^((2*x)/E^x)*(2 - 5*x^2))^2), x]","F",0,0,0,0,-1,"{}"
10113,1,34,0,0.3251944,"\int \frac{\exp \left(\frac{1}{3} \left(6+e^2\right)+e^{\frac{1}{3} \left(6+e^2\right)} (259-x)\right)}{4+4 e^{e^{\frac{1}{3} \left(6+e^2\right)} (259-x)}+e^{2 e^{\frac{1}{3} \left(6+e^2\right)} (259-x)}} \, dx","Int[E^((6 + E^2)/3 + E^((6 + E^2)/3)*(259 - x))/(4 + 4*E^(E^((6 + E^2)/3)*(259 - x)) + E^(2*E^((6 + E^2)/3)*(259 - x))),x]","\frac{1}{e^{259 e^{2+\frac{e^2}{3}}-e^{2+\frac{e^2}{3}} x}+2}","\frac{1}{e^{e^{2+\frac{e^2}{3}} (259-x)}+2}",1,"(2 + E^(259*E^(2 + E^2/3) - E^(2 + E^2/3)*x))^(-1)","A",3,3,75,0.04000,1,"{2282, 12, 32}"
10114,1,29,0,0.0773157,"\int \frac{e^2 (27-9 x)-2 \log \left(\frac{\log (2)}{(-6+2 x) \log (6)}\right)}{e^2 (-27+9 x)} \, dx","Int[(E^2*(27 - 9*x) - 2*Log[Log[2]/((-6 + 2*x)*Log[6])])/(E^2*(-27 + 9*x)),x]","\frac{\log ^2\left(-\frac{\log (2)}{(3-x) \log (36)}\right)}{9 e^2}-x","\frac{\log ^2\left(\frac{\log (2)}{2 (x-3) \log (6)}\right)}{9 e^2}-x",1,"-x + Log[-(Log[2]/((3 - x)*Log[36]))]^2/(9*E^2)","A",6,3,38,0.07895,1,"{12, 14, 2301}"
10115,1,27,0,1.2241795,"\int \frac{e^{1-2 e^x+e^{2 x}} \left(40+80 e^x x-80 e^{2 x} x\right)}{225 e^{2-4 e^x+2 e^{2 x}}-540 e^{1-2 e^x+e^{2 x}} x+324 x^2} \, dx","Int[(E^(1 - 2*E^x + E^(2*x))*(40 + 80*E^x*x - 80*E^(2*x)*x))/(225*E^(2 - 4*E^x + 2*E^(2*x)) - 540*E^(1 - 2*E^x + E^(2*x))*x + 324*x^2),x]","-\frac{8}{9 \left(6-\frac{5 e^{-2 e^x+e^{2 x}+1}}{x}\right)}","\frac{4}{9 \left(\frac{5 e^{\left(1-e^x\right)^2}}{2 x}-3\right)}",1,"-8/(9*(6 - (5*E^(1 - 2*E^x + E^(2*x)))/x))","A",4,4,74,0.05405,1,"{6688, 12, 6711, 32}"
10116,0,0,0,1.9217779,"\int \frac{\exp \left(\frac{-942080000-1040384000 x-455411200 x^2-98920960 x^3-10674689 x^4-458240 x^5}{40960000+32768000 x+9830400 x^2+1310720 x^3+65536 x^4}\right) \left(-358400000-358240000 x-143248000 x^2-28643205 x^3-2864000 x^4-114560 x^5\right)}{51200000+51200000 x+20480000 x^2+4096000 x^3+409600 x^4+16384 x^5} \, dx","Int[(E^((-942080000 - 1040384000*x - 455411200*x^2 - 98920960*x^3 - 10674689*x^4 - 458240*x^5)/(40960000 + 32768000*x + 9830400*x^2 + 1310720*x^3 + 65536*x^4))*(-358400000 - 358240000*x - 143248000*x^2 - 28643205*x^3 - 2864000*x^4 - 114560*x^5))/(51200000 + 51200000*x + 20480000*x^2 + 4096000*x^3 + 409600*x^4 + 16384*x^5),x]","\int \frac{\exp \left(\frac{-942080000-1040384000 x-455411200 x^2-98920960 x^3-10674689 x^4-458240 x^5}{40960000+32768000 x+9830400 x^2+1310720 x^3+65536 x^4}\right) \left(-358400000-358240000 x-143248000 x^2-28643205 x^3-2864000 x^4-114560 x^5\right)}{51200000+51200000 x+20480000 x^2+4096000 x^3+409600 x^4+16384 x^5} \, dx","e^{x^2-\left(\frac{x^2}{256 (x+5)^2}-x-5\right)^2+3 x+2}",1,"(-895*Defer[Int][E^(-1/65536*(942080000 + 1040384000*x + 455411200*x^2 + 98920960*x^3 + 10674689*x^4 + 458240*x^5)/(5 + x)^4), x])/128 + (625*Defer[Int][1/(E^((942080000 + 1040384000*x + 455411200*x^2 + 98920960*x^3 + 10674689*x^4 + 458240*x^5)/(65536*(5 + x)^4))*(5 + x)^5), x])/16384 - (375*Defer[Int][1/(E^((942080000 + 1040384000*x + 455411200*x^2 + 98920960*x^3 + 10674689*x^4 + 458240*x^5)/(65536*(5 + x)^4))*(5 + x)^4), x])/16384 + (75*Defer[Int][1/(E^((942080000 + 1040384000*x + 455411200*x^2 + 98920960*x^3 + 10674689*x^4 + 458240*x^5)/(65536*(5 + x)^4))*(5 + x)^3), x])/16384 - (3205*Defer[Int][1/(E^((942080000 + 1040384000*x + 455411200*x^2 + 98920960*x^3 + 10674689*x^4 + 458240*x^5)/(65536*(5 + x)^4))*(5 + x)^2), x])/16384","F",0,0,0,0,-1,"{}"
10117,1,68,0,0.4459747,"\int \frac{12 x-24 x^2+8 x^3+3 x^4+e^6 \left(7-12 x+3 x^2+2 x^3\right)+\left(26 x-22 x^2-6 x^3+e^6 \left(14-10 x-4 x^2\right)\right) \log (3)+\left(14 x+3 x^2+e^6 (7+2 x)\right) \log ^2(3)}{-2+4 x+4 x^2-12 x^3+5 x^4+x^5+e^6 \left(7 x-13 x^2+5 x^3+x^4\right)+\left(-4+4 x+13 x^2-12 x^3-2 x^4+e^6 \left(14 x-12 x^2-2 x^3\right)\right) \log (3)+\left(-2+7 x^2+x^3+e^6 \left(7 x+x^2\right)\right) \log ^2(3)} \, dx","Int[(12*x - 24*x^2 + 8*x^3 + 3*x^4 + E^6*(7 - 12*x + 3*x^2 + 2*x^3) + (26*x - 22*x^2 - 6*x^3 + E^6*(14 - 10*x - 4*x^2))*Log[3] + (14*x + 3*x^2 + E^6*(7 + 2*x))*Log[3]^2)/(-2 + 4*x + 4*x^2 - 12*x^3 + 5*x^4 + x^5 + E^6*(7*x - 13*x^2 + 5*x^3 + x^4) + (-4 + 4*x + 13*x^2 - 12*x^3 - 2*x^4 + E^6*(14*x - 12*x^2 - 2*x^3))*Log[3] + (-2 + 7*x^2 + x^3 + E^6*(7*x + x^2))*Log[3]^2),x]","\log \left(x^4+x^3 \left(6+e^6-\log (3)\right)-x^2 \left(6-e^6 (6-\log (3))+7 \log (3)\right)-x \left(2+7 e^6 (1+\log (3))\right)+2+\log (9)\right)-\log (-x+1+\log (3))","\log \left(x \left((x+7) \left(x+e^6\right)+\frac{x}{x-1-\log (3)}\right)-2\right)",1,"-Log[1 - x + Log[3]] + Log[2 + x^4 + x^3*(6 + E^6 - Log[3]) - x^2*(6 - E^6*(6 - Log[3]) + 7*Log[3]) - x*(2 + 7*E^6*(1 + Log[3])) + Log[9]]","B",3,2,206,0.009709,1,"{2074, 1587}"
10118,1,36,0,0.0537225,"\int \frac{10 x^2+2 e^3 x^3+2 e^3 \log (x)-e^3 \log ^2(x)}{2 e^3 x^2 \log (2)} \, dx","Int[(10*x^2 + 2*E^3*x^3 + 2*E^3*Log[x] - E^3*Log[x]^2)/(2*E^3*x^2*Log[2]),x]","\frac{\log ^2(x)}{2 x \log (2)}+\frac{\left(e^3 x+5\right)^2}{2 e^6 \log (2)}","\frac{\left(x+\frac{5}{e^3}\right)^2+\frac{\log ^2(x)}{x}+1}{2 \log (2)}+e",1,"(5 + E^3*x)^2/(2*E^6*Log[2]) + Log[x]^2/(2*x*Log[2])","A",6,4,44,0.09091,1,"{12, 14, 2304, 2305}"
10119,1,11,0,0.0037291,"\int \frac{3 x^2}{2 \log (28)} \, dx","Int[(3*x^2)/(2*Log[28]),x]","\frac{x^3}{2 \log (28)}","\frac{x^3}{2 \log (28)}",1,"x^3/(2*Log[28])","A",2,2,11,0.1818,1,"{12, 30}"
10120,1,14,0,0.0071148,"\int \frac{e^{11+x} (1+2 \log (3))}{\log (3)} \, dx","Int[(E^(11 + x)*(1 + 2*Log[3]))/Log[3],x]","\frac{e^{x+11} (1+\log (9))}{\log (3)}","e^{x+11} \left(2+\frac{1}{\log (3)}\right)",1,"(E^(11 + x)*(1 + Log[9]))/Log[3]","A",2,2,16,0.1250,1,"{12, 2194}"
10121,0,0,0,0.8098913,"\int \frac{3+e^{5+x} (-18+6 e+6 x)}{32+2 e^2-16 x+2 x^2+e (-16+4 x)+e^{5+x} \left(128+8 e^2-64 x+8 x^2+e (-64+16 x)\right)+e^{10+2 x} \left(128+8 e^2-64 x+8 x^2+e (-64+16 x)\right)} \, dx","Int[(3 + E^(5 + x)*(-18 + 6*E + 6*x))/(32 + 2*E^2 - 16*x + 2*x^2 + E*(-16 + 4*x) + E^(5 + x)*(128 + 8*E^2 - 64*x + 8*x^2 + E*(-64 + 16*x)) + E^(10 + 2*x)*(128 + 8*E^2 - 64*x + 8*x^2 + E*(-64 + 16*x))),x]","\int \frac{3+e^{5+x} (-18+6 e+6 x)}{32+2 e^2-16 x+2 x^2+e (-16+4 x)+e^{5+x} \left(128+8 e^2-64 x+8 x^2+e (-64+16 x)\right)+e^{10+2 x} \left(128+8 e^2-64 x+8 x^2+e (-64+16 x)\right)} \, dx","\frac{3}{\left(4 e^{x+5}+2\right) (-x-e+4)}",1,"(3*Defer[Int][1/((1 + 2*E^(5 + x))*(-4 + E + x)^2), x])/2 - (3*Defer[Int][1/((1 + 2*E^(5 + x))^2*(-4 + E + x)), x])/2 + (3*Defer[Int][1/((1 + 2*E^(5 + x))*(-4 + E + x)), x])/2","F",0,0,0,0,-1,"{}"
10122,1,35,0,1.2514116,"\int \frac{(10-4 x) (i \pi +\log (2))^2+e^{e^{3+x}+e^3 x} \left(-2 e^{3+x} x (i \pi +\log (2))^2+\left(-2-2 e^3 x\right) (i \pi +\log (2))^2\right)}{-125 x^3+e^{3 e^{3+x}+3 e^3 x} x^3+75 x^4-15 x^5+x^6+e^{2 e^{3+x}+2 e^3 x} \left(-15 x^3+3 x^4\right)+e^{e^{3+x}+e^3 x} \left(75 x^3-30 x^4+3 x^5\right)} \, dx","Int[((10 - 4*x)*(I*Pi + Log[2])^2 + E^(E^(3 + x) + E^3*x)*(-2*E^(3 + x)*x*(I*Pi + Log[2])^2 + (-2 - 2*E^3*x)*(I*Pi + Log[2])^2))/(-125*x^3 + E^(3*E^(3 + x) + 3*E^3*x)*x^3 + 75*x^4 - 15*x^5 + x^6 + E^(2*E^(3 + x) + 2*E^3*x)*(-15*x^3 + 3*x^4) + E^(E^(3 + x) + E^3*x)*(75*x^3 - 30*x^4 + 3*x^5)),x]","-\frac{(\pi -i \log (2))^2}{\left(-x-e^{e^3 \left(x+e^x\right)}+5\right)^2 x^2}","\frac{(\log (2)+i \pi )^2}{x^2 \left(x+e^{e^3 \left(x+e^x\right)}-5\right)^2}",1,"-((Pi - I*Log[2])^2/((5 - E^(E^3*(E^x + x)) - x)^2*x^2))","A",3,3,169,0.01775,1,"{6688, 12, 6687}"
10123,0,0,0,1.1894537,"\int \frac{7 x^2+(12+4 x) \log ^3(5 x) \log (3+x)+\log ^4(5 x) (-x+(-3-x) \log (3+x))}{147 x^2+49 x^3+\left(-42 x-14 x^2\right) \log ^4(5 x)+(3+x) \log ^8(5 x)} \, dx","Int[(7*x^2 + (12 + 4*x)*Log[5*x]^3*Log[3 + x] + Log[5*x]^4*(-x + (-3 - x)*Log[3 + x]))/(147*x^2 + 49*x^3 + (-42*x - 14*x^2)*Log[5*x]^4 + (3 + x)*Log[5*x]^8),x]","\int \frac{7 x^2+(12+4 x) \log ^3(5 x) \log (3+x)+\log ^4(5 x) (-x+(-3-x) \log (3+x))}{147 x^2+49 x^3+\left(-42 x-14 x^2\right) \log ^4(5 x)+(3+x) \log ^8(5 x)} \, dx","\frac{x \log (x+3)}{7 x-\log ^4(5 x)}",1,"Defer[Int][(7*x - Log[5*x]^4)^(-1), x] - 3*Defer[Int][1/((3 + x)*(7*x - Log[5*x]^4)), x] + 4*Defer[Int][(Log[5*x]^3*Log[3 + x])/(-7*x + Log[5*x]^4)^2, x] - Defer[Int][(Log[5*x]^4*Log[3 + x])/(-7*x + Log[5*x]^4)^2, x]","F",0,0,0,0,-1,"{}"
10124,1,8979,0,14.6955821,"\int \frac{e^x \left(18-18 x+27 x^2-3 x^3+e^5 \left(-75 x+15 x^2\right)\right)}{-7776 x^2-6480 x^4-2160 x^6+3125 e^{25} x^7-360 x^8-30 x^{10}-x^{12}+e^{20} \left(-18750 x^6-3125 x^8\right)+e^{15} \left(45000 x^5+15000 x^7+1250 x^9\right)+e^{10} \left(-54000 x^4-27000 x^6-4500 x^8-250 x^{10}\right)+e^5 \left(32400 x^3+21600 x^5+5400 x^7+600 x^9+25 x^{11}\right)} \, dx","Int[(E^x*(18 - 18*x + 27*x^2 - 3*x^3 + E^5*(-75*x + 15*x^2)))/(-7776*x^2 - 6480*x^4 - 2160*x^6 + 3125*E^25*x^7 - 360*x^8 - 30*x^10 - x^12 + E^20*(-18750*x^6 - 3125*x^8) + E^15*(45000*x^5 + 15000*x^7 + 1250*x^9) + E^10*(-54000*x^4 - 27000*x^6 - 4500*x^8 - 250*x^10) + E^5*(32400*x^3 + 21600*x^5 + 5400*x^7 + 600*x^9 + 25*x^11)),x]","-\frac{5 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(25 e^5+3 \sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{6 \left(24-25 e^{10}\right)^3}+\frac{25 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(35 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(24-25 e^{10}\right)^4}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5\right) \left(25 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{4 \left(24-25 e^{10}\right)^3}-\frac{25 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(15 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{7/2}}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5\right) \left(15 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{72 \left(24-25 e^{10}\right)^2}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5\right) \left(10 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{8 \left(-24+25 e^{10}\right)^{5/2}}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{144 \left(-24+25 e^{10}\right)^{3/2}}-\frac{5 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(5 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{24 \left(-24+25 e^{10}\right)^{5/2}}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(6+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{864 \left(24-25 e^{10}\right)}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{48 \left(24-25 e^{10}\right)^2}-\frac{1}{864} e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(1-\frac{2+5 e^5}{\sqrt{-24+25 e^{10}}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(6+5 e^5 \left(6+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{216 \left(-24+25 e^{10}\right)^{3/2}}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(6+5 e^5 \left(6+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{432 \left(24-25 e^{10}\right)}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5 \left(3+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{72 \left(-24+25 e^{10}\right)^{3/2}}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5 \left(3+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{6 \left(-24+25 e^{10}\right)^{5/2}}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5 \left(3+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(24-25 e^{10}\right)^2}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5 \left(2+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{5/2}}-\frac{5 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5 \left(2+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{7/2}}+\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5 \left(2+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{24 \left(24-25 e^{10}\right)^2}-\frac{5 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5 \left(2+5 e^5\right)\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(24-25 e^{10}\right)^3}+\frac{5 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(6+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{432 \left(-24+25 e^{10}\right)^{3/2}}-\frac{e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(-24+25 e^{10}\right)^{5/2}}-\frac{5 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(3+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(-24+25 e^{10}\right)^{5/2}}-\frac{15 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{7/2}}+\frac{25 e^{\frac{1}{2} \left(10+5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(2+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{7/2}}-\frac{140 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{9/2}}-\frac{1750 e^{\frac{1}{2} \left(20+5 e^5+\sqrt{-24+25 e^{10}}\right)} \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{9/2}}-\frac{5 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{3 \left(24-25 e^{10}\right)^3}+\frac{70 e^{\frac{1}{2} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x-\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(24-25 e^{10}\right)^4}+\frac{25 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(35 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(24-25 e^{10}\right)^4}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+5 e^5\right) \left(25 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{4 \left(24-25 e^{10}\right)^3}+\frac{25 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(15 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{7/2}}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+5 e^5\right) \left(15 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{72 \left(24-25 e^{10}\right)^2}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+5 e^5\right) \left(10 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{8 \left(-24+25 e^{10}\right)^{5/2}}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{144 \left(-24+25 e^{10}\right)^{3/2}}+\frac{5 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(5 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{24 \left(-24+25 e^{10}\right)^{5/2}}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(6+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{864 \left(24-25 e^{10}\right)}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{48 \left(24-25 e^{10}\right)^2}-\frac{5 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(25 e^5-3 \sqrt{-24+25 e^{10}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{6 \left(24-25 e^{10}\right)^3}-\frac{1}{864} e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(1+\frac{2+5 e^5}{\sqrt{-24+25 e^{10}}}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(6+30 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{216 \left(-24+25 e^{10}\right)^{3/2}}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(6+30 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{432 \left(24-25 e^{10}\right)}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+15 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{72 \left(-24+25 e^{10}\right)^{3/2}}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+15 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{6 \left(-24+25 e^{10}\right)^{5/2}}-\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+15 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(24-25 e^{10}\right)^2}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+10 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{5/2}}+\frac{5 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+10 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{7/2}}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+10 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{24 \left(24-25 e^{10}\right)^2}-\frac{5 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+10 e^5+25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(24-25 e^{10}\right)^3}-\frac{5 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(6+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{432 \left(-24+25 e^{10}\right)^{3/2}}+\frac{e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(-24+25 e^{10}\right)^{5/2}}+\frac{5 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(3+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{12 \left(-24+25 e^{10}\right)^{5/2}}+\frac{15 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{7/2}}-\frac{25 e^{5+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(2+5 e^5\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{2 \left(-24+25 e^{10}\right)^{7/2}}+\frac{140 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{9/2}}+\frac{1750 e^{10+\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(-24+25 e^{10}\right)^{9/2}}-\frac{5 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{3 \left(24-25 e^{10}\right)^3}+\frac{70 e^{\frac{5 e^5}{2}-\frac{1}{2} \sqrt{-24+25 e^{10}}} \left(12-25 e^{10}\right) \text{Ei}\left(\frac{1}{2} \left(2 x+\sqrt{-24+25 e^{10}}-5 e^5\right)\right)}{\left(24-25 e^{10}\right)^4}+\frac{50 e^{x+5} \left(35 e^5-\sqrt{-24+25 e^{10}}\right)}{\left(24-25 e^{10}\right)^4 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+5 e^5\right) \left(25 e^5-\sqrt{-24+25 e^{10}}\right)}{2 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{25 e^{x+5} \left(15 e^5-\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(3+5 e^5\right) \left(15 e^5-\sqrt{-24+25 e^{10}}\right)}{36 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(2+5 e^5\right) \left(10 e^5-\sqrt{-24+25 e^{10}}\right)}{4 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(3+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{72 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{5 e^{x+5} \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{12 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(6+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{432 \left(24-25 e^{10}\right) \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(2+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{24 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{5 e^{x+5} \left(25 e^5-3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(6+30 e^5+25 e^{10}\right)}{216 \left(24-25 e^{10}\right) \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{36 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{6 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{12 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{5 e^x \left(2+10 e^5+25 e^{10}\right)}{\left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(12-25 e^{10}\right)}{6 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{30 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{10 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{140 e^x \left(12-25 e^{10}\right)}{\left(24-25 e^{10}\right)^4 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{5 e^{x+5} \left(25 e^5+3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{50 e^{x+5} \left(35 e^5+\sqrt{-24+25 e^{10}}\right)}{\left(24-25 e^{10}\right)^4 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+5 e^5\right) \left(25 e^5+\sqrt{-24+25 e^{10}}\right)}{2 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{25 e^{x+5} \left(15 e^5+\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(3+5 e^5\right) \left(15 e^5+\sqrt{-24+25 e^{10}}\right)}{36 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+5 e^5\right) \left(10 e^5+\sqrt{-24+25 e^{10}}\right)}{4 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(3+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{72 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{5 e^{x+5} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{12 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(6+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{432 \left(24-25 e^{10}\right) \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(2+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{24 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(6+30 e^5+25 e^{10}\right)}{216 \left(24-25 e^{10}\right) \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{36 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{6 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{12 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{5 e^x \left(2+10 e^5+25 e^{10}\right)}{\left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{e^x \left(12-25 e^{10}\right)}{6 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{30 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}-\frac{10 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{140 e^x \left(12-25 e^{10}\right)}{\left(24-25 e^{10}\right)^4 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)}+\frac{e^x}{432 x}-\frac{50 e^{x+5} \left(15 e^5-\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(2+5 e^5\right) \left(10 e^5-\sqrt{-24+25 e^{10}}\right)}{2 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(3+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{36 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{5 e^{x+5} \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{6 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(2+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{12 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{10 e^{x+5} \left(25 e^5-3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{18 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{2 e^x \left(2+10 e^5+25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{6 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(12-25 e^{10}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{60 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{20 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{10 e^{x+5} \left(25 e^5+3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{50 e^{x+5} \left(15 e^5+\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(2+5 e^5\right) \left(10 e^5+\sqrt{-24+25 e^{10}}\right)}{2 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(3+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{36 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{5 e^{x+5} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{6 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(2+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{12 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(3+15 e^5+25 e^{10}\right)}{18 \left(-24+25 e^{10}\right)^{3/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{2 e^x \left(2+10 e^5+25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}-\frac{e^x \left(2+10 e^5+25 e^{10}\right)}{6 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{e^x \left(12-25 e^{10}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{60 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{7/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{20 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^2}+\frac{10 e^{x+5} \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{e^x \left(2+5 e^5\right) \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{40 e^{x+5} \left(25 e^5-3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}+\frac{2 e^x \left(2+10 e^5+25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^2 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}+\frac{4 e^x \left(12-25 e^{10}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{80 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{40 e^{x+5} \left(25 e^5+3 \sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{10 e^{x+5} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{e^x \left(2+5 e^5\right) \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{3 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}+\frac{2 e^x \left(2+10 e^5+25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^2 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{4 e^x \left(12-25 e^{10}\right)}{3 \left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{80 e^x \left(12-25 e^{10}\right)}{3 \left(24-25 e^{10}\right)^3 \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^3}-\frac{20 e^{x+5} \left(5 e^5-\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^4}-\frac{8 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x-\sqrt{-24+25 e^{10}}+5 e^5\right)^4}+\frac{20 e^{x+5} \left(5 e^5+\sqrt{-24+25 e^{10}}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^4}+\frac{8 e^x \left(12-25 e^{10}\right)}{\left(-24+25 e^{10}\right)^{5/2} \left(-2 x+\sqrt{-24+25 e^{10}}+5 e^5\right)^4}","\frac{3 e^x}{x \left(x^2-5 e^5 x+6\right)^4}",1,"(-8*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^4) - (20*E^(5 + x)*(5*E^5 - Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^4) - (80*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) + (4*E^x*(12 - 25*E^10))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) + (2*E^x*(2 + 10*E^5 + 25*E^10))/(3*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) - (40*E^(5 + x)*(25*E^5 - 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) - (E^x*(2 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) + (10*E^(5 + x)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^3) + (20*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (60*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(7/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(12 - 25*E^10))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(2 + 10*E^5 + 25*E^10))/(6*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (2*E^x*(2 + 10*E^5 + 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(3 + 15*E^5 + 25*E^10))/(18*(-24 + 25*E^10)^(3/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) + (10*E^(5 + x)*(25*E^5 - 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(2 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(12*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (5*E^(5 + x)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(6*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(3 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(36*(-24 + 25*E^10)^(3/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(2 + 5*E^5)*(10*E^5 - Sqrt[-24 + 25*E^10]))/(2*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) - (50*E^(5 + x)*(15*E^5 - Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(7/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)^2) + (140*E^x*(12 - 25*E^10))/((24 - 25*E^10)^4*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (10*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (30*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(7/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(12 - 25*E^10))/(6*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (5*E^x*(2 + 10*E^5 + 25*E^10))/((24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 10*E^5 + 25*E^10))/(12*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 10*E^5 + 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(3 + 15*E^5 + 25*E^10))/(6*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(3 + 15*E^5 + 25*E^10))/(36*(-24 + 25*E^10)^(3/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(6 + 30*E^5 + 25*E^10))/(216*(24 - 25*E^10)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (5*E^(5 + x)*(25*E^5 - 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(2 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(24*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(6 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(432*(24 - 25*E^10)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (5*E^(5 + x)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(12*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(3 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10]))/(72*(-24 + 25*E^10)^(3/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(2 + 5*E^5)*(10*E^5 - Sqrt[-24 + 25*E^10]))/(4*(-24 + 25*E^10)^(5/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(3 + 5*E^5)*(15*E^5 - Sqrt[-24 + 25*E^10]))/(36*(24 - 25*E^10)^2*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (25*E^(5 + x)*(15*E^5 - Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(7/2)*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 5*E^5)*(25*E^5 - Sqrt[-24 + 25*E^10]))/(2*(24 - 25*E^10)^3*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (50*E^(5 + x)*(35*E^5 - Sqrt[-24 + 25*E^10]))/((24 - 25*E^10)^4*(5*E^5 - Sqrt[-24 + 25*E^10] - 2*x)) + (8*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^4) + (20*E^(5 + x)*(5*E^5 + Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^4) - (80*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) - (4*E^x*(12 - 25*E^10))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) + (2*E^x*(2 + 10*E^5 + 25*E^10))/(3*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) - (E^x*(2 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) - (10*E^(5 + x)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) - (40*E^(5 + x)*(25*E^5 + 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^3) + (20*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (60*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(7/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(12 - 25*E^10))/(3*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(2 + 10*E^5 + 25*E^10))/(6*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (2*E^x*(2 + 10*E^5 + 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(3 + 15*E^5 + 25*E^10))/(18*(-24 + 25*E^10)^(3/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(2 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(12*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (5*E^(5 + x)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(6*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (E^x*(3 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(36*(-24 + 25*E^10)^(3/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) - (E^x*(2 + 5*E^5)*(10*E^5 + Sqrt[-24 + 25*E^10]))/(2*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (50*E^(5 + x)*(15*E^5 + Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(7/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (10*E^(5 + x)*(25*E^5 + 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)^2) + (140*E^x*(12 - 25*E^10))/((24 - 25*E^10)^4*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (10*E^x*(12 - 25*E^10))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (30*E^x*(12 - 25*E^10))/((-24 + 25*E^10)^(7/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(12 - 25*E^10))/(6*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (5*E^x*(2 + 10*E^5 + 25*E^10))/((24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 10*E^5 + 25*E^10))/(12*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(2 + 10*E^5 + 25*E^10))/((-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(3 + 15*E^5 + 25*E^10))/(6*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(3 + 15*E^5 + 25*E^10))/(36*(-24 + 25*E^10)^(3/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(6 + 30*E^5 + 25*E^10))/(216*(24 - 25*E^10)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(2 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(24*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(6 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(432*(24 - 25*E^10)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (5*E^(5 + x)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(12*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (E^x*(3 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10]))/(72*(-24 + 25*E^10)^(3/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 5*E^5)*(10*E^5 + Sqrt[-24 + 25*E^10]))/(4*(-24 + 25*E^10)^(5/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(3 + 5*E^5)*(15*E^5 + Sqrt[-24 + 25*E^10]))/(36*(24 - 25*E^10)^2*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (25*E^(5 + x)*(15*E^5 + Sqrt[-24 + 25*E^10]))/((-24 + 25*E^10)^(7/2)*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (E^x*(2 + 5*E^5)*(25*E^5 + Sqrt[-24 + 25*E^10]))/(2*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + (50*E^(5 + x)*(35*E^5 + Sqrt[-24 + 25*E^10]))/((24 - 25*E^10)^4*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) - (5*E^(5 + x)*(25*E^5 + 3*Sqrt[-24 + 25*E^10]))/(3*(24 - 25*E^10)^3*(5*E^5 + Sqrt[-24 + 25*E^10] - 2*x)) + E^x/(432*x) + (70*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(24 - 25*E^10)^4 - (5*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(3*(24 - 25*E^10)^3) - (1750*E^((20 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(9/2) - (140*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(9/2) + (25*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(7/2)) - (15*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(7/2) - (5*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(-24 + 25*E^10)^(5/2)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(-24 + 25*E^10)^(5/2)) + (5*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(6 + 5*E^5)*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(432*(-24 + 25*E^10)^(3/2)) - (5*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5*(2 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(24 - 25*E^10)^3) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5*(2 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(24*(24 - 25*E^10)^2) - (5*E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5*(2 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(7/2) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5*(2 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(5/2)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5*(3 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(24 - 25*E^10)^2) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5*(3 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(6*(-24 + 25*E^10)^(5/2)) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5*(3 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(72*(-24 + 25*E^10)^(3/2)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(6 + 5*E^5*(6 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(432*(24 - 25*E^10)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(6 + 5*E^5*(6 + 5*E^5))*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(216*(-24 + 25*E^10)^(3/2)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(1 - (2 + 5*E^5)/Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/864 - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(48*(24 - 25*E^10)^2) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(6 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(864*(24 - 25*E^10)) - (5*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(5*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(24*(-24 + 25*E^10)^(5/2)) - (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5)*(5*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(144*(-24 + 25*E^10)^(3/2)) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5)*(10*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(8*(-24 + 25*E^10)^(5/2)) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(3 + 5*E^5)*(15*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(72*(24 - 25*E^10)^2) - (25*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(15*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(7/2)) + (E^((5*E^5 + Sqrt[-24 + 25*E^10])/2)*(2 + 5*E^5)*(25*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(4*(24 - 25*E^10)^3) + (25*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(35*E^5 + Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(24 - 25*E^10)^4 - (5*E^((10 + 5*E^5 + Sqrt[-24 + 25*E^10])/2)*(25*E^5 + 3*Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 - Sqrt[-24 + 25*E^10] + 2*x)/2])/(6*(24 - 25*E^10)^3) + (70*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(24 - 25*E^10)^4 - (5*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(3*(24 - 25*E^10)^3) + (1750*E^(10 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(9/2) + (140*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(9/2) - (25*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 5*E^5)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(7/2)) + (15*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(7/2) + (5*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 5*E^5)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(-24 + 25*E^10)^(5/2)) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(12 - 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(-24 + 25*E^10)^(5/2)) - (5*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(6 + 5*E^5)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(432*(-24 + 25*E^10)^(3/2)) - (5*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 10*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(24 - 25*E^10)^3) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 10*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(24*(24 - 25*E^10)^2) + (5*E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 10*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(-24 + 25*E^10)^(7/2) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 10*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(5/2)) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 15*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(12*(24 - 25*E^10)^2) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 15*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(6*(-24 + 25*E^10)^(5/2)) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 15*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(72*(-24 + 25*E^10)^(3/2)) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(6 + 30*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(432*(24 - 25*E^10)) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(6 + 30*E^5 + 25*E^10)*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(216*(-24 + 25*E^10)^(3/2)) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(1 + (2 + 5*E^5)/Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/864 - (5*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(25*E^5 - 3*Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(6*(24 - 25*E^10)^3) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(48*(24 - 25*E^10)^2) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(6 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(864*(24 - 25*E^10)) + (5*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(5*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(24*(-24 + 25*E^10)^(5/2)) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 5*E^5)*(5*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(144*(-24 + 25*E^10)^(3/2)) - (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 5*E^5)*(10*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(8*(-24 + 25*E^10)^(5/2)) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(3 + 5*E^5)*(15*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(72*(24 - 25*E^10)^2) + (25*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(15*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(2*(-24 + 25*E^10)^(7/2)) + (E^((5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(2 + 5*E^5)*(25*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(4*(24 - 25*E^10)^3) + (25*E^(5 + (5*E^5)/2 - Sqrt[-24 + 25*E^10]/2)*(35*E^5 - Sqrt[-24 + 25*E^10])*ExpIntegralEi[(-5*E^5 + Sqrt[-24 + 25*E^10] + 2*x)/2])/(24 - 25*E^10)^4","C",171,6,163,0.03681,1,"{6688, 12, 6742, 2177, 2178, 2270}"
10125,0,0,0,11.673782,"\int \frac{-128-384 x-256 x^2+e^{2 x} \left(-128 x^2+640 x^4+512 x^5\right)+e^{4 x} \left(-32 x^4+96 x^5+128 x^6\right)+\left(-256-256 x+e^{2 x} \left(128 x^2+1152 x^3+1024 x^4\right)+e^{4 x} \left(128 x^4+128 x^5\right)\right) \log (x)+e^{2 x} \left(512 x^2+512 x^3\right) \log ^2(x)}{e^{4 x} x^8+3 e^{4 x} x^7 \log (x)+3 e^{4 x} x^6 \log ^2(x)+e^{4 x} x^5 \log ^3(x)} \, dx","Int[(-128 - 384*x - 256*x^2 + E^(2*x)*(-128*x^2 + 640*x^4 + 512*x^5) + E^(4*x)*(-32*x^4 + 96*x^5 + 128*x^6) + (-256 - 256*x + E^(2*x)*(128*x^2 + 1152*x^3 + 1024*x^4) + E^(4*x)*(128*x^4 + 128*x^5))*Log[x] + E^(2*x)*(512*x^2 + 512*x^3)*Log[x]^2)/(E^(4*x)*x^8 + 3*E^(4*x)*x^7*Log[x] + 3*E^(4*x)*x^6*Log[x]^2 + E^(4*x)*x^5*Log[x]^3),x]","\int \frac{-128-384 x-256 x^2+e^{2 x} \left(-128 x^2+640 x^4+512 x^5\right)+e^{4 x} \left(-32 x^4+96 x^5+128 x^6\right)+\left(-256-256 x+e^{2 x} \left(128 x^2+1152 x^3+1024 x^4\right)+e^{4 x} \left(128 x^4+128 x^5\right)\right) \log (x)+e^{2 x} \left(512 x^2+512 x^3\right) \log ^2(x)}{e^{4 x} x^8+3 e^{4 x} x^7 \log (x)+3 e^{4 x} x^6 \log ^2(x)+e^{4 x} x^5 \log ^3(x)} \, dx","\left(\frac{\frac{8 e^{-2 x}}{x^2}+4}{x+\log (x)}-16\right)^2",1,"16/(x + Log[x])^2 - 128/(x + Log[x]) - 128*Defer[Int][1/(E^(4*x)*x^5*(x + Log[x])^3), x] - 128*Defer[Int][1/(E^(4*x)*x^4*(x + Log[x])^3), x] - 128*Defer[Int][1/(E^(2*x)*x^3*(x + Log[x])^3), x] - 128*Defer[Int][1/(E^(2*x)*x^2*(x + Log[x])^3), x] - 256*Defer[Int][1/(E^(4*x)*x^5*(x + Log[x])^2), x] - 256*Defer[Int][1/(E^(4*x)*x^4*(x + Log[x])^2), x] + 128*Defer[Int][1/(E^(2*x)*x^3*(x + Log[x])^2), x] + 128*Defer[Int][1/(E^(2*x)*x^2*(x + Log[x])^2), x] + 512*Defer[Int][1/(E^(2*x)*x^3*(x + Log[x])), x] + 512*Defer[Int][1/(E^(2*x)*x^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
10126,1,12,0,0.1363056,"\int \frac{2 e^x+e^x x \log \left(x^2\right) \log \left(\log \left(x^2\right)\right)}{2 x \log \left(x^2\right)} \, dx","Int[(2*E^x + E^x*x*Log[x^2]*Log[Log[x^2]])/(2*x*Log[x^2]),x]","\frac{1}{2} e^x \log \left(\log \left(x^2\right)\right)","\frac{1}{2} e^x \log \left(\log \left(x^2\right)\right)",1,"(E^x*Log[Log[x^2]])/2","A",3,3,33,0.09091,1,"{12, 6688, 2288}"
10127,1,29,0,0.5499459,"\int \frac{135 x-7 x^2-4 x^3+e^3 \left(10 x-2 x^2\right)+\left(-135 x+44 x^2+4 x^3+e^3 \left(-150+50 x+4 x^2\right)\right) \log \left(27 x+2 x^2+e^3 (30+2 x)\right)}{675 x^3-220 x^4+7 x^5+2 x^6+e^3 \left(750 x^2-250 x^3+10 x^4+2 x^5\right)+\left(270 x^2-34 x^3-4 x^4+e^3 \left(300 x-40 x^2-4 x^3\right)\right) \log \left(27 x+2 x^2+e^3 (30+2 x)\right)+\left(27 x+2 x^2+e^3 (30+2 x)\right) \log ^2\left(27 x+2 x^2+e^3 (30+2 x)\right)} \, dx","Int[(135*x - 7*x^2 - 4*x^3 + E^3*(10*x - 2*x^2) + (-135*x + 44*x^2 + 4*x^3 + E^3*(-150 + 50*x + 4*x^2))*Log[27*x + 2*x^2 + E^3*(30 + 2*x)])/(675*x^3 - 220*x^4 + 7*x^5 + 2*x^6 + E^3*(750*x^2 - 250*x^3 + 10*x^4 + 2*x^5) + (270*x^2 - 34*x^3 - 4*x^4 + E^3*(300*x - 40*x^2 - 4*x^3))*Log[27*x + 2*x^2 + E^3*(30 + 2*x)] + (27*x + 2*x^2 + E^3*(30 + 2*x))*Log[27*x + 2*x^2 + E^3*(30 + 2*x)]^2),x]","\frac{1}{1-\frac{(x-5) x}{\log \left(2 e^3 (x+15)+x (2 x+27)\right)}}","\frac{x}{\frac{\log \left(x \left(\frac{2 (x+15) \left(x+e^3\right)}{x}-3\right)\right)}{x-5}-x}",1,"(1 - ((-5 + x)*x)/Log[2*E^3*(15 + x) + x*(27 + 2*x)])^(-1)","A",3,3,218,0.01376,1,"{6688, 6711, 32}"
10128,1,26,0,0.0791157,"\int \frac{3+\left(-25+24 x+4 x^2\right) \log (3)}{-9-3 x+\left(12-17 x+5 x^2+4 x^3\right) \log (3)} \, dx","Int[(3 + (-25 + 24*x + 4*x^2)*Log[3])/(-9 - 3*x + (12 - 17*x + 5*x^2 + 4*x^3)*Log[3]),x]","\log \left(x^2 (-\log (81))+7 x \log (3)+3-\log (81)\right)-\log (x+3)","\log \left(\frac{4 (x-1)^2+x-\frac{3}{\log (3)}}{x+3}\right)",1,"-Log[3 + x] + Log[3 + 7*x*Log[3] - Log[81] - x^2*Log[81]]","A",3,2,41,0.04878,1,"{2074, 628}"
10129,0,0,0,26.4231391,"\int \frac{e^{4 \log ^2(x)} \left(2+(16-8 x) \log (x)+e^{e^{1+2 x}+x} \left(1-x-2 e^{1+2 x} x+8 \log (x)\right)\right)}{4+e^{2 e^{1+2 x}+2 x}+e^{e^{1+2 x}+x} (4-2 x)-4 x+x^2} \, dx","Int[(E^(4*Log[x]^2)*(2 + (16 - 8*x)*Log[x] + E^(E^(1 + 2*x) + x)*(1 - x - 2*E^(1 + 2*x)*x + 8*Log[x])))/(4 + E^(2*E^(1 + 2*x) + 2*x) + E^(E^(1 + 2*x) + x)*(4 - 2*x) - 4*x + x^2),x]","\int \frac{e^{4 \log ^2(x)} \left(2+(16-8 x) \log (x)+e^{e^{1+2 x}+x} \left(1-x-2 e^{1+2 x} x+8 \log (x)\right)\right)}{4+e^{2 e^{1+2 x}+2 x}+e^{e^{1+2 x}+x} (4-2 x)-4 x+x^2} \, dx","\frac{x e^{4 \log ^2(x)}}{-x+e^{x+e^{2 x+1}}+2}",1,"Defer[Int][E^(4*Log[x]^2)/(2 + E^(E^(1 + 2*x) + x) - x), x] + 8*Defer[Int][E^(1 - 2*E^(1 + 2*x) + 4*Log[x]^2)*x, x] - 2*Defer[Int][E^(1 - E^(1 + 2*x) + x + 4*Log[x]^2)*x, x] + 3*Defer[Int][(E^(4*Log[x]^2)*x)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] + 16*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] - Defer[Int][(E^(4*Log[x]^2)*x)/(2 + E^(E^(1 + 2*x) + x) - x), x] - 24*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x)/(2 + E^(E^(1 + 2*x) + x) - x), x] - 4*Defer[Int][E^(1 - 2*E^(1 + 2*x) + 4*Log[x]^2)*x^2, x] - Defer[Int][(E^(4*Log[x]^2)*x^2)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] - 24*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x^2)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] + 24*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x^2)/(2 + E^(E^(1 + 2*x) + x) - x), x] + 12*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x^3)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] - 6*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x^3)/(2 + E^(E^(1 + 2*x) + x) - x), x] - 2*Defer[Int][(E^(1 - 2*(E^(1 + 2*x) - 2*Log[x]^2))*x^4)/(2 + E^(E^(1 + 2*x) + x) - x)^2, x] + 8*Defer[Int][(E^(4*Log[x]^2)*Log[x])/(2 + E^(E^(1 + 2*x) + x) - x), x]","F",0,0,0,0,-1,"{}"
10130,1,8,0,0.0180861,"\int \frac{1+\log (x)}{-2+x \log (x)} \, dx","Int[(1 + Log[x])/(-2 + x*Log[x]),x]","\log (2-x \log (x))","\log (2-x \log (x))+\log (2)",1,"Log[2 - x*Log[x]]","A",1,1,13,0.07692,1,"{6684}"
10131,0,0,0,11.4311004,"\int \frac{\left(7 x-7 x^3\right) \log (x)+\left(28 x-28 x^2\right) \log ^2(x)+\left(2-2 x^2+4 x^2 \log (x)+8 x \log ^2(x)\right) \log \left(\frac{1-x^2+(4-4 x) \log (x)}{4 \log (x)}\right)}{\left(-x+x^3\right) \log (x)+\left(-4 x+4 x^2\right) \log ^2(x)} \, dx","Int[((7*x - 7*x^3)*Log[x] + (28*x - 28*x^2)*Log[x]^2 + (2 - 2*x^2 + 4*x^2*Log[x] + 8*x*Log[x]^2)*Log[(1 - x^2 + (4 - 4*x)*Log[x])/(4*Log[x])])/((-x + x^3)*Log[x] + (-4*x + 4*x^2)*Log[x]^2),x]","\int \frac{\left(7 x-7 x^3\right) \log (x)+\left(28 x-28 x^2\right) \log ^2(x)+\left(2-2 x^2+4 x^2 \log (x)+8 x \log ^2(x)\right) \log \left(\frac{1-x^2+(4-4 x) \log (x)}{4 \log (x)}\right)}{\left(-x+x^3\right) \log (x)+\left(-4 x+4 x^2\right) \log ^2(x)} \, dx","\log ^2\left(-\frac{x^2-1}{4 \log (x)}-x+1\right)-7 x",1,"-7*x + 4*Defer[Int][Log[-1/4*((-1 + x)*(1 + x + 4*Log[x]))/Log[x]]/(1 + x + 4*Log[x]), x] + 4*Defer[Int][Log[-1/4*((-1 + x)*(1 + x + 4*Log[x]))/Log[x]]/((-1 + x)*(1 + x + 4*Log[x])), x] - 2*Defer[Int][Log[-1/4*((-1 + x)*(1 + x + 4*Log[x]))/Log[x]]/(Log[x]*(1 + x + 4*Log[x])), x] - 2*Defer[Int][Log[-1/4*((-1 + x)*(1 + x + 4*Log[x]))/Log[x]]/(x*Log[x]*(1 + x + 4*Log[x])), x] + 8*Defer[Int][(Log[x]*Log[-1/4*((-1 + x)*(1 + x + 4*Log[x]))/Log[x]])/((-1 + x)*(1 + x + 4*Log[x])), x]","F",0,0,0,0,-1,"{}"
10132,0,0,0,7.1632442,"\int \frac{-20 x+12 e^{x/5} x+\left(-60 e^{x/5}+20 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)+\left(15 e^{x/5}-5 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log ^2\left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)}{\left(60 e^{x/5}-20 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log ^2\left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)} \, dx","Int[(-20*x + 12*E^(x/5)*x + (-60*E^(x/5) + 20*x)*Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]*Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]*Log[Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]] + (15*E^(x/5) - 5*x)*Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]*Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]*Log[Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]]^2)/((60*E^(x/5) - 20*x)*Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]*Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]*Log[Log[Log[(-3*E^(2 + x/5)*Log[2] + E^2*x*Log[2])/4]]]^2),x]","\int \frac{-20 x+12 e^{x/5} x+\left(-60 e^{x/5}+20 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log \left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)+\left(15 e^{x/5}-5 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log ^2\left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)}{\left(60 e^{x/5}-20 x\right) \log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right) \log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right) \log ^2\left(\log \left(\log \left(\frac{1}{4} \left(-3 e^{2+\frac{x}{5}} \log (2)+e^2 x \log (2)\right)\right)\right)\right)} \, dx","\frac{x}{4}-\frac{x}{\log \left(\log \left(\log \left(\frac{1}{4} e^2 \left(x-3 e^{x/5}\right) \log (2)\right)\right)\right)}",1,"x/4 + Defer[Int][x/((Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2))*Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]*Log[Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]]^2), x]/5 + Defer[Int][x^2/((3*E^(x/5) - x)*(Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2))*Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]*Log[Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]]^2), x]/5 + Defer[Int][x/((-3*E^(x/5) + x)*(Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2))*Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]*Log[Log[Log[-3*E^(x/5) + x] + 2*(1 + Log[Log[2]/4]/2)]]^2), x] - 5*Defer[Subst][Defer[Int][Log[Log[Log[-3*E^x + 5*x] + 2*(1 + Log[Log[2]/4]/2)]]^(-1), x], x, x/5]","F",0,0,0,0,-1,"{}"
10133,1,27,0,0.058336,"\int \frac{e^{5+2 x} (3-2 x)+2 x^4-e^5 x^4-e^x x^4}{x^4} \, dx","Int[(E^(5 + 2*x)*(3 - 2*x) + 2*x^4 - E^5*x^4 - E^x*x^4)/x^4,x]","-\frac{e^{2 x+5}}{x^3}+\left(2-e^5\right) x-e^x","-\frac{e^5 \left(x^2+\frac{e^{2 x}}{x^2}\right)}{x}+2 x-e^x+3",1,"-E^x - E^(5 + 2*x)/x^3 + (2 - E^5)*x","A",5,4,39,0.1026,1,"{6, 14, 2194, 2197}"
10134,1,48,0,1.235361,"\int \frac{-5 x-4 x^2+x^3+e^{7+x} \left(4+3 x-x^2\right)+\left(-8-10 x+3 x^2+e^{7+x} \left(4 x+3 x^2-x^3\right)\right) \log (x)+\left(-4-3 x+x^2\right) \log (1+x)}{-4 x-3 x^2+x^3} \, dx","Int[(-5*x - 4*x^2 + x^3 + E^(7 + x)*(4 + 3*x - x^2) + (-8 - 10*x + 3*x^2 + E^(7 + x)*(4*x + 3*x^2 - x^3))*Log[x] + (-4 - 3*x + x^2)*Log[1 + x])/(-4*x - 3*x^2 + x^3),x]","x+\log ^2(x)-e^{x+7} \log (x)+\log (x+1) \log (x)-2 \log (4) \log (8-2 x)-\log (4-x)+2 \log (4) \log (x-4)","x-\log (4-x)+\log (x) \left(-e^{x+7}+\log (x)+\log (x+1)\right)",1,"x - 2*Log[4]*Log[8 - 2*x] - Log[4 - x] + 2*Log[4]*Log[-4 + x] - E^(7 + x)*Log[x] + Log[x]^2 + Log[x]*Log[1 + x]","A",32,13,89,0.1461,1,"{1594, 6728, 72, 616, 31, 632, 2357, 2316, 2315, 2317, 2391, 2301, 2288}"
10135,0,0,0,33.5384255,"\int \frac{e^{\frac{8-e^{-1-x+x^2}+4 x}{80+80 x^2+20 x^4}} \left(8-32 x-12 x^2+e^{-1-x+x^2} \left(2+x^2-2 x^3\right)\right)}{160+240 x^2+120 x^4+20 x^6} \, dx","Int[(E^((8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))*(8 - 32*x - 12*x^2 + E^(-1 - x + x^2)*(2 + x^2 - 2*x^3)))/(160 + 240*x^2 + 120*x^4 + 20*x^6),x]","\int \frac{e^{\frac{8-e^{-1-x+x^2}+4 x}{80+80 x^2+20 x^4}} \left(8-32 x-12 x^2+e^{-1-x+x^2} \left(2+x^2-2 x^3\right)\right)}{160+240 x^2+120 x^4+20 x^6} \, dx","e^{\frac{-\frac{1}{4} e^{x^2-x-1}+x+2}{5 \left(x^2+2\right)^2}}-10",1,"((-1/10*I)*Defer[Int][E^((8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] - x)^3, x])/Sqrt[2] - Defer[Int][E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] - x)^2, x]/160 + ((I/160)*Defer[Int][E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] - x), x])/Sqrt[2] - ((I/10)*Defer[Int][E^((8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] + x)^3, x])/Sqrt[2] - Defer[Int][E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] + x)^2, x]/160 + ((I/160)*Defer[Int][E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))/(I*Sqrt[2] + x), x])/Sqrt[2] - (8*Defer[Int][(E^((8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))*x)/(2 + x^2)^3, x])/5 + Defer[Int][(E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))*x)/(2 + x^2)^3, x]/5 - Defer[Int][(E^(-1 - x + x^2 + (8 - E^(-1 - x + x^2) + 4*x)/(80 + 80*x^2 + 20*x^4))*x)/(2 + x^2)^2, x]/10","F",0,0,0,0,-1,"{}"
10136,1,21,0,0.2735137,"\int \frac{e^3 (-1-x) \left(e^{-1+x} \left(-3 e^{1-x}+x\right)\right)^{e^3}}{3 e^{1-x}-x} \, dx","Int[(E^3*(-1 - x)*(E^(-1 + x)*(-3*E^(1 - x) + x))^E^3)/(3*E^(1 - x) - x),x]","e^{-e^3} \left(e^x x-3 e\right)^{e^3}","\left(e^{x-1} x-3\right)^{e^3}",1,"(-3*E + E^x*x)^E^3/E^E^3","A",3,3,45,0.06667,1,"{12, 6688, 6686}"
10137,1,16,0,0.0101514,"\int \frac{-6 \log (x)-3 \log ^2(x)}{-7+e^2} \, dx","Int[(-6*Log[x] - 3*Log[x]^2)/(-7 + E^2),x]","\frac{3 x \log ^2(x)}{7-e^2}","\frac{3 x \log ^2(x)}{7-e^2}",1,"(3*x*Log[x]^2)/(7 - E^2)","A",5,3,19,0.1579,1,"{12, 2295, 2296}"
10138,1,17,0,0.0605169,"\int \frac{18 x^3+e^{\frac{20+9 x^2}{9 x^2}} \left(-40+9 x^2\right)}{9 x^2} \, dx","Int[(18*x^3 + E^((20 + 9*x^2)/(9*x^2))*(-40 + 9*x^2))/(9*x^2),x]","x^2+e^{\frac{20}{9 x^2}+1} x","x \left(e^{\frac{20}{9 x^2}+1}+x\right)",1,"E^(1 + 20/(9*x^2))*x + x^2","A",4,3,37,0.08108,1,"{12, 14, 2288}"
10139,1,33,0,0.5939058,"\int \frac{e^{-x} \left(e^x (-5-8 x)-6 x+2 x^2+\left(-6 x-8 e^x x+10 x^2-2 x^3\right) \log (x)\right)}{2 x} \, dx","Int[(E^x*(-5 - 8*x) - 6*x + 2*x^2 + (-6*x - 8*E^x*x + 10*x^2 - 2*x^3)*Log[x])/(2*E^x*x),x]","e^{-x} x^2 \log (x)-3 e^{-x} x \log (x)-4 x \log (x)-\frac{5 \log (x)}{2}","\left(e^{-x} \left(x^2-3 x\right)-4 x-\frac{5}{2}\right) \log (x)",1,"(-5*Log[x])/2 - 4*x*Log[x] - (3*x*Log[x])/E^x + (x^2*Log[x])/E^x","A",27,10,53,0.1887,1,"{12, 6742, 14, 43, 2295, 2194, 2176, 2554, 2178, 2199}"
10140,1,26,0,0.0508725,"\int \frac{33-4 x+12 x^3+3 \log \left(\frac{x^2}{2}\right)}{27 x-2 x^2+3 x^4+3 x \log \left(\frac{x^2}{2}\right)} \, dx","Int[(33 - 4*x + 12*x^3 + 3*Log[x^2/2])/(27*x - 2*x^2 + 3*x^4 + 3*x*Log[x^2/2]),x]","\log \left(3 x^4-2 x^2+3 x \log \left(\frac{x^2}{2}\right)+27 x\right)","\log \left(x \left(x \left(x^2-\frac{2}{3}\right)+\log \left(\frac{x^2}{2}\right)+9\right)\right)",1,"Log[27*x - 2*x^2 + 3*x^4 + 3*x*Log[x^2/2]]","A",1,1,48,0.02083,1,"{6684}"
10141,1,57,0,1.3178456,"\int \frac{6+x^2+\left(6+x^2\right) \log \left(24+4 x^2\right)+\frac{e^{e^2+x} \left(-6+2 x-x^2+\left(-6-x^2\right) \log \left(24+4 x^2\right)\right)}{1+\log \left(24+4 x^2\right)}}{6+x^2+\left(6+x^2\right) \log \left(24+4 x^2\right)} \, dx","Int[(6 + x^2 + (6 + x^2)*Log[24 + 4*x^2] + (E^(E^2 + x)*(-6 + 2*x - x^2 + (-6 - x^2)*Log[24 + 4*x^2]))/(1 + Log[24 + 4*x^2]))/(6 + x^2 + (6 + x^2)*Log[24 + 4*x^2]),x]","x-\frac{e^{x+e^2} \left(x^2+x^2 \log \left(4 \left(x^2+6\right)\right)+6 \log \left(4 \left(x^2+6\right)\right)+6\right)}{\left(x^2+6\right) \left(\log \left(4 \left(x^2+6\right)\right)+1\right)^2}","-\frac{e^{x+e^2}}{\log \left(4 \left(x^2+6\right)\right)+1}+x-\log (2)",1,"x - (E^(E^2 + x)*(6 + x^2 + 6*Log[4*(6 + x^2)] + x^2*Log[4*(6 + x^2)]))/((6 + x^2)*(1 + Log[4*(6 + x^2)])^2)","B",4,3,87,0.03448,1,"{6741, 6725, 2288}"
10142,1,16,0,0.1559595,"\int \frac{-150000 e^{10} x^2+390625 x^3}{4096 e^{30}-96000 e^{20} x+750000 e^{10} x^2-1953125 x^3} \, dx","Int[(-150000*E^10*x^2 + 390625*x^3)/(4096*E^30 - 96000*E^20*x + 750000*E^10*x^2 - 1953125*x^3),x]","-\frac{3125 x^3}{\left(16 e^{10}-125 x\right)^2}","-\frac{5 x}{\left(\frac{16 e^{10}}{25 x}-5\right)^2}",1,"(-3125*x^3)/(16*E^10 - 125*x)^2","A",4,4,42,0.09524,1,"{1593, 6688, 12, 74}"
10143,0,0,0,15.9243717,"\int \exp \left(-4+x-x^2-2 x^2 \log (2) \log (5)-e^{2 x} \log ^2(5)-x^2 \log ^2(2) \log ^2(5)+e^x \left(2 x \log (5)+2 x \log (2) \log ^2(5)\right)\right) \left(3 x-2 x^2+\left(4 x-4 x^2\right) \log (2) \log (5)+e^{2 x} (2-2 x) \log ^2(5)+\left(2 x-2 x^2\right) \log ^2(2) \log ^2(5)+e^x \left(\left(-2+2 x^2\right) \log (5)+\left(-2+2 x^2\right) \log (2) \log ^2(5)\right)\right) \, dx","Int[E^(-4 + x - x^2 - 2*x^2*Log[2]*Log[5] - E^(2*x)*Log[5]^2 - x^2*Log[2]^2*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2))*(3*x - 2*x^2 + (4*x - 4*x^2)*Log[2]*Log[5] + E^(2*x)*(2 - 2*x)*Log[5]^2 + (2*x - 2*x^2)*Log[2]^2*Log[5]^2 + E^x*((-2 + 2*x^2)*Log[5] + (-2 + 2*x^2)*Log[2]*Log[5]^2)),x]","\int \exp \left(-4+x-x^2-2 x^2 \log (2) \log (5)-e^{2 x} \log ^2(5)-x^2 \log ^2(2) \log ^2(5)+e^x \left(2 x \log (5)+2 x \log (2) \log ^2(5)\right)\right) \left(3 x-2 x^2+\left(4 x-4 x^2\right) \log (2) \log (5)+e^{2 x} (2-2 x) \log ^2(5)+\left(2 x-2 x^2\right) \log ^2(2) \log ^2(5)+e^x \left(\left(-2+2 x^2\right) \log (5)+\left(-2+2 x^2\right) \log (2) \log ^2(5)\right)\right) \, dx","(x-1) e^{x-\left(x+x \log (5) \left(\log (2)-\frac{e^x}{x}\right)\right)^2-4}",1,"-2*Log[5]*(1 + Log[2]*Log[5])*Defer[Int][E^(-4 + 2*x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5]))), x] + 2*Log[5]^2*Defer[Int][E^(-4 + 3*x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5]))), x] + 3*Defer[Int][E^(-4 + x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x, x] + 2*Log[2]*Log[5]*(2 + Log[2]*Log[5])*Defer[Int][E^(-4 + x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x, x] - 2*Log[5]^2*Defer[Int][E^(-4 + 3*x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x, x] - 2*Defer[Int][E^(-4 + x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x^2, x] - 2*Log[2]*Log[5]*(2 + Log[2]*Log[5])*Defer[Int][E^(-4 + x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x^2, x] + 2*Log[5]*(1 + Log[2]*Log[5])*Defer[Int][E^(-4 + 2*x - E^(2*x)*Log[5]^2 + E^x*(2*x*Log[5] + 2*x*Log[2]*Log[5]^2) - x^2*(1 + Log[2]*Log[5]*(2 + Log[2]*Log[5])))*x^2, x]","F",0,0,0,0,-1,"{}"
10144,1,22,0,1.0272764,"\int \frac{-4 x \log (x)+8 \log \left(\frac{4}{\log ^2(x)}\right)-2 \log (x) \log ^2\left(\frac{4}{\log ^2(x)}\right)+\left(2 x \log (x)+2 \log (x) \log ^2\left(\frac{4}{\log ^2(x)}\right)\right) \log \left(\frac{2}{x^2+x \log ^2\left(\frac{4}{\log ^2(x)}\right)}\right)}{x \log (x)+\log (x) \log ^2\left(\frac{4}{\log ^2(x)}\right)} \, dx","Int[(-4*x*Log[x] + 8*Log[4/Log[x]^2] - 2*Log[x]*Log[4/Log[x]^2]^2 + (2*x*Log[x] + 2*Log[x]*Log[4/Log[x]^2]^2)*Log[2/(x^2 + x*Log[4/Log[x]^2]^2)])/(x*Log[x] + Log[x]*Log[4/Log[x]^2]^2),x]","2 x \log \left(\frac{2}{x \left(x+\log ^2\left(\frac{4}{\log ^2(x)}\right)\right)}\right)","2 x \log \left(\frac{2}{x \left(x+\log ^2\left(\frac{4}{\log ^2(x)}\right)\right)}\right)",1,"2*x*Log[2/(x*(x + Log[4/Log[x]^2]^2))]","A",12,3,88,0.03409,1,"{6741, 6742, 2549}"
10145,1,57,0,0.2527321,"\int \frac{x^2+e^{\frac{-25-9 x-e^2 x-e^x x+3 x^2+x \log (x)}{x}} \left(25+x+3 x^2-e^x x^2\right)}{x^2} \, dx","Int[(x^2 + E^((-25 - 9*x - E^2*x - E^x*x + 3*x^2 + x*Log[x])/x)*(25 + x + 3*x^2 - E^x*x^2))/x^2,x]","\frac{e^{3 x-e^x-\frac{25}{x}-e^2-9} \left(-e^x x^2+3 x^2+25\right)}{\left(\frac{25}{x^2}-e^x+3\right) x}+x","e^{3 x-e^x-\frac{25}{x}-e^2-9} x+x",1,"x + (E^(-9 - E^2 - E^x - 25/x + 3*x)*(25 + 3*x^2 - E^x*x^2))/((3 - E^x + 25/x^2)*x)","B",3,2,57,0.03509,1,"{14, 2288}"
10146,1,25,0,0.0071571,"\int \frac{1}{5} \left(e^2 (-18-4 x)+6 e^2 \log (3)\right) \, dx","Int[(E^2*(-18 - 4*x) + 6*E^2*Log[3])/5,x]","\frac{6}{5} e^2 x \log (3)-\frac{1}{10} e^2 (2 x+9)^2","\frac{2}{5} e^2 x (3 (\log (3)-3)-x)",1,"-1/10*(E^2*(9 + 2*x)^2) + (6*E^2*x*Log[3])/5","A",2,1,21,0.04762,1,"{12}"
10147,0,0,0,0.6903904,"\int \frac{-225-300 \log (2)+(-60 x+75 \log (2)) \log \left(49 x^4\right)+\left(-4 x^2+20 x \log (2)\right) \log ^2\left(49 x^4\right)}{225 x^2+60 x^3 \log \left(49 x^4\right)+4 x^4 \log ^2\left(49 x^4\right)} \, dx","Int[(-225 - 300*Log[2] + (-60*x + 75*Log[2])*Log[49*x^4] + (-4*x^2 + 20*x*Log[2])*Log[49*x^4]^2)/(225*x^2 + 60*x^3*Log[49*x^4] + 4*x^4*Log[49*x^4]^2),x]","\int \frac{-225-300 \log (2)+(-60 x+75 \log (2)) \log \left(49 x^4\right)+\left(-4 x^2+20 x \log (2)\right) \log ^2\left(49 x^4\right)}{225 x^2+60 x^3 \log \left(49 x^4\right)+4 x^4 \log ^2\left(49 x^4\right)} \, dx","\frac{1-\frac{\log (2)}{\frac{3}{\log \left(49 x^4\right)}+\frac{2 x}{5}}}{x}",1,"-1/2*(x - Log[32])^2/(x^2*Log[32]) + (1125*Log[2]*Defer[Int][1/(x^3*(15 + 2*x*Log[49*x^4])^2), x])/2 - 300*Log[2]*Defer[Int][1/(x^2*(15 + 2*x*Log[49*x^4])^2), x] - (225*Log[2]*Defer[Int][1/(x^3*(15 + 2*x*Log[49*x^4])), x])/2","F",0,0,0,0,-1,"{}"
10148,0,0,0,172.0619058,"\int \frac{\exp \left(-\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(\exp \left(\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(x^2 \log (x)+2 x \log ^2(x)+\log ^3(x)\right)+\exp \left(\exp \left(-\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(-2 \exp \left(\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right)+x\right)\right) \left(x+\left(1-x+x^2\right) \log (x)+(-1+2 x) \log ^2(x)+\log ^3(x)+(1+x) \log (x) \log \left(\frac{x}{\log (x)}\right)\right)\right)}{x^2 \log (x)+2 x \log ^2(x)+\log ^3(x)} \, dx","Int[(E^((-5*x + E^5*x + (-5 + E^5)*Log[x] + Log[x/Log[x]])/(x + Log[x]))*(x^2*Log[x] + 2*x*Log[x]^2 + Log[x]^3) + E^((-2*E^((-5*x + E^5*x + (-5 + E^5)*Log[x] + Log[x/Log[x]])/(x + Log[x])) + x)/E^((-5*x + E^5*x + (-5 + E^5)*Log[x] + Log[x/Log[x]])/(x + Log[x])))*(x + (1 - x + x^2)*Log[x] + (-1 + 2*x)*Log[x]^2 + Log[x]^3 + (1 + x)*Log[x]*Log[x/Log[x]]))/(E^((-5*x + E^5*x + (-5 + E^5)*Log[x] + Log[x/Log[x]])/(x + Log[x]))*(x^2*Log[x] + 2*x*Log[x]^2 + Log[x]^3)),x]","\int \frac{\exp \left(-\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(\exp \left(\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(x^2 \log (x)+2 x \log ^2(x)+\log ^3(x)\right)+\exp \left(\exp \left(-\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right) \left(-2 \exp \left(\frac{-5 x+e^5 x+\left(-5+e^5\right) \log (x)+\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}\right)+x\right)\right) \left(x+\left(1-x+x^2\right) \log (x)+(-1+2 x) \log ^2(x)+\log ^3(x)+(1+x) \log (x) \log \left(\frac{x}{\log (x)}\right)\right)\right)}{x^2 \log (x)+2 x \log ^2(x)+\log ^3(x)} \, dx","x+e^{x e^{-\frac{\log \left(\frac{x}{\log (x)}\right)}{x+\log (x)}-e^5+5}-2}",1,"x + Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5 - E^5)/(x + Log[x])))/(x/Log[x])^(x + Log[x])^(-1), x] + Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5 - E^5)/(x + Log[x])))/((-x - Log[x])*(x/Log[x])^(x + Log[x])^(-1)), x] + Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5*(1 - E^5/5) - x - Log[x])/(x + Log[x])))/((x/Log[x])^(x + Log[x])^(-1)*Log[x]), x] - 2*Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5*(1 - E^5/5) + 2*x + 2*Log[x])/(x + Log[x])))/((x/Log[x])^(x + Log[x])^(-1)*(x + Log[x])^2), x] + 2*Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^(2 + (5 - E^5)/(x + Log[x])))/((x/Log[x])^(x + Log[x])^(-1)*(x + Log[x])^2), x] - Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5*(1 - E^5/5) - x - Log[x])/(x + Log[x])))/((x/Log[x])^(x + Log[x])^(-1)*(x + Log[x])), x] + Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5 - E^5)/(x + Log[x]))*Log[x/Log[x]])/((x/Log[x])^(x + Log[x])^(-1)*(x + Log[x])^2), x] + Defer[Int][(E^(-2 + x^((5 - E^5 + x + Log[x])/(x + Log[x]))/(E^(((-5 + E^5)*x)/(x + Log[x]))*(x/Log[x])^(x + Log[x])^(-1)) + (5*(1 - E^5/5)*x)/(x + Log[x]))*x^((5*(1 - E^5/5) + x + Log[x])/(x + Log[x]))*Log[x/Log[x]])/((x/Log[x])^(x + Log[x])^(-1)*(x + Log[x])^2), x]","F",0,0,0,0,-1,"{}"
10149,1,57,0,3.5761532,"\int \frac{-2 x^3+e^{2 x} \left(32-50 x+16 x^2\right)+e^x \left(-32 x+52 x^2-16 x^3\right)+\left(e^{2 x} \left(-8+12 x-4 x^2\right)+e^x \left(8 x-12 x^2+4 x^3\right)\right) \log (96-48 x)}{-2 x^3+x^4} \, dx","Int[(-2*x^3 + E^(2*x)*(32 - 50*x + 16*x^2) + E^x*(-32*x + 52*x^2 - 16*x^3) + (E^(2*x)*(-8 + 12*x - 4*x^2) + E^x*(8*x - 12*x^2 + 4*x^3))*Log[96 - 48*x])/(-2*x^3 + x^4),x]","\frac{8 e^{2 x}}{x^2}-\frac{2 e^{2 x} \log (96-48 x)}{x^2}-\frac{16 e^x}{x}+\frac{4 e^x \log (96-48 x)}{x}-2 \log (2-x)","\frac{2 \left(e^x-x\right)^2 (4-\log (16 (3 (1-x)+3)))}{x^2}",1,"(8*E^(2*x))/x^2 - (16*E^x)/x - (2*E^(2*x)*Log[96 - 48*x])/x^2 + (4*E^x*Log[96 - 48*x])/x - 2*Log[2 - x]","A",37,8,94,0.08511,1,"{1593, 6688, 12, 6742, 2178, 2177, 2197, 2554}"
10150,1,38,0,1.2121282,"\int \frac{32-512 x-240 x^2+128 x^3+64 x^4+e^{4 x} \left(2-40 x+53 x^2+12 x^3-44 x^4-16 x^5\right)}{32 x-272 x^2-16 x^3+192 x^4+64 x^5+e^{4 x} \left(2 x-17 x^2-x^3+12 x^4+4 x^5\right)} \, dx","Int[(32 - 512*x - 240*x^2 + 128*x^3 + 64*x^4 + E^(4*x)*(2 - 40*x + 53*x^2 + 12*x^3 - 44*x^4 - 16*x^5))/(32*x - 272*x^2 - 16*x^3 + 192*x^4 + 64*x^5 + E^(4*x)*(2*x - 17*x^2 - x^3 + 12*x^4 + 4*x^5)),x]","\log \left(-4 x^2-8 x+1\right)-\log \left(e^{4 x}+16\right)-\log (1-x)+\log (x)-\log (x+2)","\log \left(\frac{5 \left(4 x^2-\frac{x}{x+2}\right)}{\left(e^{4 x}+16\right) (1-x)}\right)",1,"-Log[16 + E^(4*x)] - Log[1 - x] + Log[x] - Log[2 + x] + Log[1 - 8*x - 4*x^2]","A",10,7,108,0.06481,1,"{6741, 6742, 2282, 36, 29, 31, 628}"
10151,1,31,0,0.0127332,"\int \frac{64 x^3+e^2 \left(3+192 x^3-40 x^4+6 x^5\right)}{4 e^2} \, dx","Int[(64*x^3 + E^2*(3 + 192*x^3 - 40*x^4 + 6*x^5))/(4*E^2),x]","\frac{x^6}{4}-2 x^5+\frac{4 x^4}{e^2}+12 x^4+\frac{3 x}{4}","\frac{1}{4} x \left(\left(x^2-4 \left(2 \left(x-\frac{2}{e^2}-4\right)-4\right)\right) x^3+3\right)",1,"(3*x)/4 + 12*x^4 + (4*x^4)/E^2 - 2*x^5 + x^6/4","A",3,1,34,0.02941,1,"{12}"
10152,1,30,0,0.2167952,"\int \frac{-3 x+\left(48-144 x+108 x^2-24 x^3+4 e^5 \left(-48+48 x-12 x^2\right)\right) \log (x)+\left(-48 x+48 x^2-12 x^3\right) \log ^2(x)}{4 x-4 x^2+x^3} \, dx","Int[(-3*x + (48 - 144*x + 108*x^2 - 24*x^3 + 4*E^5*(-48 + 48*x - 12*x^2))*Log[x] + (-48*x + 48*x^2 - 12*x^3)*Log[x]^2)/(4*x - 4*x^2 + x^3),x]","-\frac{3}{2-x}-12 x \log ^2(x)+6 \left(1-4 e^5\right) \log ^2(x)","\frac{3}{x-2}-2 \left(3 \left(2 x+4 e^5\right)-3\right) \log ^2(x)+4",1,"-3/(2 - x) + 6*(1 - 4*E^5)*Log[x]^2 - 12*x*Log[x]^2","A",9,7,71,0.09859,1,"{1594, 27, 6688, 2346, 2301, 2295, 2296}"
10153,1,24,0,0.0048377,"\int \left(4-2 x+3 x^2+e (-2+4 x)\right) \, dx","Int[4 - 2*x + 3*x^2 + E*(-2 + 4*x),x]","x^3-x^2+4 x+\frac{1}{2} e (1-2 x)^2","(x+2 e) \left(x^2-x+4\right)-e^{e^2}+e^4",1,"(E*(1 - 2*x)^2)/2 + 4*x - x^2 + x^3","A",1,0,17,0,1,"{}"
10154,1,78,0,0.1195729,"\int \frac{e^{x/5} \left(e^4 (-5+x)-10 x+5 x^2+x^3\right)-e^{x/5} x^2 \log \left(\frac{x^2}{4096}\right)}{5 x^2} \, dx","Int[(E^(x/5)*(E^4*(-5 + x) - 10*x + 5*x^2 + x^3) - E^(x/5)*x^2*Log[x^2/4096])/(5*x^2),x]","-\frac{1}{5} \left(10-e^4\right) \text{Ei}\left(\frac{x}{5}\right)-\frac{1}{5} e^4 \text{Ei}\left(\frac{x}{5}\right)+2 \text{Ei}\left(\frac{x}{5}\right)-e^{x/5} \log \left(\frac{x^2}{4096}\right)+e^{x/5} x+\frac{e^{\frac{x}{5}+4}}{x}","\frac{e^{x/5} \left(e^4-x \left(\log \left(\frac{x^2}{4096}\right)-x\right)\right)}{x}",1,"E^(4 + x/5)/x + E^(x/5)*x + 2*ExpIntegralEi[x/5] - (E^4*ExpIntegralEi[x/5])/5 - ((10 - E^4)*ExpIntegralEi[x/5])/5 - E^(x/5)*Log[x^2/4096]","C",12,7,55,0.1273,1,"{12, 14, 2194, 2177, 2178, 2176, 2554}"
10155,1,20,0,0.06132,"\int \frac{8-6 x-x \log (4)}{-4 x+6 x^2+80 x^3+x^2 \log (4)} \, dx","Int[(8 - 6*x - x*Log[4])/(-4*x + 6*x^2 + 80*x^3 + x^2*Log[4]),x]","\log \left(-80 x^2-x (6+\log (4))+4\right)-2 \log (x)","\log \left(8 \left(\frac{x+\frac{1}{4} (2 x+x \log (4)-4)}{4 x^2}+5\right)\right)",1,"-2*Log[x] + Log[4 - 80*x^2 - x*(6 + Log[4])]","A",6,4,33,0.1212,1,"{6, 1594, 800, 628}"
10156,1,43,0,0.2255705,"\int \frac{e^2 \left(-4 e^{4+\frac{e^2}{8 x^2}}+288 e^{-2+2 x} x^3+e^{\frac{e^2}{16 x^2}} \left(-12 e^{2+x}+96 e^x x^3\right)\right)}{144 x^3} \, dx","Int[(E^2*(-4*E^(4 + E^2/(8*x^2)) + 288*E^(-2 + 2*x)*x^3 + E^(E^2/(16*x^2))*(-12*E^(2 + x) + 96*E^x*x^3)))/(144*x^3),x]","\frac{1}{9} e^{\frac{e^2}{8 x^2}+4}+\frac{2}{3} e^{\frac{e^2}{16 x^2}+x+2}+e^{2 x}","\left(\frac{1}{3} e^{\frac{e^2}{16 x^2}+2}+e^x\right)^2",1,"E^(4 + E^2/(8*x^2))/9 + E^(2*x) + (2*E^(2 + E^2/(16*x^2) + x))/3","A",6,5,68,0.07353,1,"{12, 14, 2194, 2209, 6706}"
10157,0,0,0,6.8305504,"\int \frac{\left(-20-20 x^2-5 x^4\right) \log (3)+e^{-4 e^x+4 x+4 x^2} \left(e^x \left(-32 x-16 x^3\right) \log (3)+\left(8+32 x+60 x^2+16 x^3+32 x^4\right) \log (3)\right)}{16+16 x^2+4 x^4} \, dx","Int[((-20 - 20*x^2 - 5*x^4)*Log[3] + E^(-4*E^x + 4*x + 4*x^2)*(E^x*(-32*x - 16*x^3)*Log[3] + (8 + 32*x + 60*x^2 + 16*x^3 + 32*x^4)*Log[3]))/(16 + 16*x^2 + 4*x^4),x]","\int \frac{\left(-20-20 x^2-5 x^4\right) \log (3)+e^{-4 e^x+4 x+4 x^2} \left(e^x \left(-32 x-16 x^3\right) \log (3)+\left(8+32 x+60 x^2+16 x^3+32 x^4\right) \log (3)\right)}{16+16 x^2+4 x^4} \, dx","\left(\frac{e^{4 \left(x^2+x-e^x\right)}}{x+\frac{2}{x}}-\frac{5 x}{4}\right) \log (3)",1,"(-5*x*Log[3])/4 + 8*Log[3]*Defer[Int][E^(-4*(E^x - x - x^2)), x] - (Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] - x)^2), x])/2 - 2*Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] - x)), x] - (4*I)*Sqrt[2]*Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] - x)), x] + 2*Log[3]*Defer[Int][E^(x - 4*(E^x - x - x^2))/(I*Sqrt[2] - x), x] - (Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] + x)^2), x])/2 + 2*Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] + x)), x] - (4*I)*Sqrt[2]*Log[3]*Defer[Int][1/(E^(4*(E^x - x - x^2))*(I*Sqrt[2] + x)), x] - 2*Log[3]*Defer[Int][E^(x - 4*(E^x - x - x^2))/(I*Sqrt[2] + x), x]","F",0,0,0,0,-1,"{}"
10158,1,20,0,0.1633615,"\int \frac{e^{x/4} (-128+16 x)+e^{x/4} (-8+x) \log \left(\frac{\log (2)}{4}\right)}{4 x^3} \, dx","Int[(E^(x/4)*(-128 + 16*x) + E^(x/4)*(-8 + x)*Log[Log[2]/4])/(4*x^3),x]","\frac{e^{x/4} \left(16+\log \left(\frac{\log (2)}{4}\right)\right)}{x^2}","\frac{e^{x/4} \left(16+\log \left(\frac{\log (2)}{4}\right)\right)}{x^2}",1,"(E^(x/4)*(16 + Log[Log[2]/4]))/x^2","A",8,4,39,0.1026,1,"{12, 14, 2177, 2178}"
10159,1,131,0,0.1991265,"\int \frac{-4-12 x-12 x^2-20 x^3+\left(4 x+8 x^2+12 x^3\right) \log \left(\frac{4}{x+x^2}\right)}{x} \, dx","Int[(-4 - 12*x - 12*x^2 - 20*x^3 + (4*x + 8*x^2 + 12*x^3)*Log[4/(x + x^2)])/x,x]","-4 x^3-4 x^3 \log (x)-4 x^3 \log (x+1)+4 x^3 \left(\log (x)+\log \left(\frac{4}{x (x+1)}\right)+\log (x+1)\right)-4 x^2-4 x^2 \log (x)-4 x^2 \log (x+1)+4 x^2 \left(\log (x)+\log \left(\frac{4}{x (x+1)}\right)+\log (x+1)\right)-4 x-4 x \log (x)+4 x \left(\log (x)+\log \left(\frac{4}{x (x+1)}\right)+\log (x+1)\right)-4 \log (x)-4 (x+1) \log (x+1)","\left(\left(x^2+x\right) x+x+1\right) \left(4 \log \left(\frac{4}{x (x+1)}\right)-4\right)",1,"-4*x - 4*x^2 - 4*x^3 - 4*Log[x] - 4*x*Log[x] - 4*x^2*Log[x] - 4*x^3*Log[x] - 4*x^2*Log[1 + x] - 4*x^3*Log[1 + x] - 4*(1 + x)*Log[1 + x] + 4*x*(Log[x] + Log[4/(x*(1 + x))] + Log[1 + x]) + 4*x^2*(Log[x] + Log[4/(x*(1 + x))] + Log[1 + x]) + 4*x^3*(Log[x] + Log[4/(x*(1 + x))] + Log[1 + x])","B",21,9,44,0.2045,1,"{14, 2513, 2356, 2295, 2304, 2417, 2389, 2395, 43}"
10160,0,0,0,1.0751678,"\int \frac{5+15 x-10 x^2-30 x^3+\left(20+5 x^2+5 \log \left(\frac{\log ^4(4)}{x}\right)\right) \log \left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)+\left(8+48 x+74 x^2+12 x^3+18 x^4+\left(2+12 x+18 x^2\right) \log \left(\frac{\log ^4(4)}{x}\right)\right) \log ^2\left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)}{\left(8+48 x+74 x^2+12 x^3+18 x^4+\left(2+12 x+18 x^2\right) \log \left(\frac{\log ^4(4)}{x}\right)\right) \log ^2\left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)} \, dx","Int[(5 + 15*x - 10*x^2 - 30*x^3 + (20 + 5*x^2 + 5*Log[Log[4]^4/x])*Log[4 + x^2 + Log[Log[4]^4/x]] + (8 + 48*x + 74*x^2 + 12*x^3 + 18*x^4 + (2 + 12*x + 18*x^2)*Log[Log[4]^4/x])*Log[4 + x^2 + Log[Log[4]^4/x]]^2)/((8 + 48*x + 74*x^2 + 12*x^3 + 18*x^4 + (2 + 12*x + 18*x^2)*Log[Log[4]^4/x])*Log[4 + x^2 + Log[Log[4]^4/x]]^2),x]","\int \frac{5+15 x-10 x^2-30 x^3+\left(20+5 x^2+5 \log \left(\frac{\log ^4(4)}{x}\right)\right) \log \left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)+\left(8+48 x+74 x^2+12 x^3+18 x^4+\left(2+12 x+18 x^2\right) \log \left(\frac{\log ^4(4)}{x}\right)\right) \log ^2\left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)}{\left(8+48 x+74 x^2+12 x^3+18 x^4+\left(2+12 x+18 x^2\right) \log \left(\frac{\log ^4(4)}{x}\right)\right) \log ^2\left(4+x^2+\log \left(\frac{\log ^4(4)}{x}\right)\right)} \, dx","\frac{x}{\left(x+\frac{x+2}{5}\right) \log \left(x^2+\log \left(\frac{\log ^4(4)}{x}\right)+4\right)}+x",1,"x - (5*Defer[Int][1/((-x^2 - Log[x^(-1)] - 4*(1 + Log[Log[4]]))*Log[x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]])]^2), x])/9 - (35*Defer[Int][1/((-1 - 3*x)*(x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]]))*Log[x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]])]^2), x])/18 - (5*Defer[Int][x/((x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]]))*Log[x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]])]^2), x])/3 + (5*Defer[Int][1/((1 + 3*x)^2*Log[x^2 + Log[x^(-1)] + 4*(1 + Log[Log[4]])]), x])/2","F",0,0,0,0,-1,"{}"
10161,0,0,0,9.4462756,"\int \frac{128-32 x+64 x^2-16 x^3+8 x^4-2 x^5+\left(40-530 x+280 x^2-545 x^3+258 x^4-128 x^5+48 x^6-6 x^7\right) \log (x)+\left(2-296 x+82 x^2-258 x^3+64 x^4-48 x^5+12 x^6\right) \log ^2(x)+\left(-49 x+4 x^2-32 x^3-6 x^5\right) \log ^3(x)-2 x \log ^4(x)+\left(\left(52-x+88 x^2-16 x^3+19 x^4-4 x^5\right) \log (x)+\left(20+24 x^2+5 x^4\right) \log ^2(x)+\log ^3(x)\right) \log \left(\log ^2(x)\right)}{\left(16-8 x+x^2\right) \log (x)+(8-2 x) \log ^2(x)+\log ^3(x)} \, dx","Int[(128 - 32*x + 64*x^2 - 16*x^3 + 8*x^4 - 2*x^5 + (40 - 530*x + 280*x^2 - 545*x^3 + 258*x^4 - 128*x^5 + 48*x^6 - 6*x^7)*Log[x] + (2 - 296*x + 82*x^2 - 258*x^3 + 64*x^4 - 48*x^5 + 12*x^6)*Log[x]^2 + (-49*x + 4*x^2 - 32*x^3 - 6*x^5)*Log[x]^3 - 2*x*Log[x]^4 + ((52 - x + 88*x^2 - 16*x^3 + 19*x^4 - 4*x^5)*Log[x] + (20 + 24*x^2 + 5*x^4)*Log[x]^2 + Log[x]^3)*Log[Log[x]^2])/((16 - 8*x + x^2)*Log[x] + (8 - 2*x)*Log[x]^2 + Log[x]^3),x]","\int \frac{128-32 x+64 x^2-16 x^3+8 x^4-2 x^5+\left(40-530 x+280 x^2-545 x^3+258 x^4-128 x^5+48 x^6-6 x^7\right) \log (x)+\left(2-296 x+82 x^2-258 x^3+64 x^4-48 x^5+12 x^6\right) \log ^2(x)+\left(-49 x+4 x^2-32 x^3-6 x^5\right) \log ^3(x)-2 x \log ^4(x)+\left(\left(52-x+88 x^2-16 x^3+19 x^4-4 x^5\right) \log (x)+\left(20+24 x^2+5 x^4\right) \log ^2(x)+\log ^3(x)\right) \log \left(\log ^2(x)\right)}{\left(16-8 x+x^2\right) \log (x)+(8-2 x) \log ^2(x)+\log ^3(x)} \, dx","x \left(\left(x^2+4\right)^2+\log (x)\right) \left(\frac{\log \left(\log ^2(x)\right)}{-x+\log (x)+4}-x\right)",1,"-16*x^2 - 8*x^4 - x^6 - x^2*Log[x] - 192*Defer[Int][(-4 + x - Log[x])^(-1), x] - 800*Defer[Int][1/((-4 + x)*(-4 + x - Log[x])), x] - 48*Defer[Int][x/(-4 + x - Log[x]), x] - 8*Defer[Int][x^2/(-4 + x - Log[x]), x] - 2*Defer[Int][x^3/(-4 + x - Log[x]), x] + 128*Defer[Int][1/((-4 + x)^2*Log[x]), x] - 32*Defer[Int][x/((-4 + x)^2*Log[x]), x] + 64*Defer[Int][x^2/((-4 + x)^2*Log[x]), x] - 16*Defer[Int][x^3/((-4 + x)^2*Log[x]), x] + 8*Defer[Int][x^4/((-4 + x)^2*Log[x]), x] - 2*Defer[Int][x^5/((-4 + x)^2*Log[x]), x] + 2*Defer[Int][(4 - x + Log[x])^(-1), x] + 52*Defer[Int][Log[Log[x]^2]/(-4 + x - Log[x])^2, x] - Defer[Int][(x*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] + 88*Defer[Int][(x^2*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] - 16*Defer[Int][(x^3*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] + 19*Defer[Int][(x^4*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] - 4*Defer[Int][(x^5*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] + 24*Defer[Int][(x^2*Log[x]*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] + 5*Defer[Int][(x^4*Log[x]*Log[Log[x]^2])/(-4 + x - Log[x])^2, x] + 20*Defer[Int][(Log[x]*Log[Log[x]^2])/(4 - x + Log[x])^2, x] + Defer[Int][(Log[x]^2*Log[Log[x]^2])/(4 - x + Log[x])^2, x]","F",0,0,0,0,-1,"{}"
10162,1,16,0,0.007249,"\int \frac{4 e^{10}-4 e^x \log (5)}{\log (5)} \, dx","Int[(4*E^10 - 4*E^x*Log[5])/Log[5],x]","\frac{4 e^{10} x}{\log (5)}-4 e^x","4 \left(\frac{e^{10} x}{\log (5)}-e^x\right)",1,"-4*E^x + (4*E^10*x)/Log[5]","A",3,2,18,0.1111,1,"{12, 2194}"
10163,0,0,0,3.1436484,"\int \frac{-500 x^3+500 x^3 \log (x)+\left(500 x-500 x^2\right) \log ^2(x)+\left(-500 x+750 x^2\right) \log ^3(x)+128000 e^{2 e^{256 x^2}+256 x^2} x \log ^5(x)+(-250+250 x) \log ^5(x)+e^{e^{256 x^2}} \left(-500 x \log ^2(x)+\left(500 x+128000 e^{256 x^2} x^3\right) \log ^3(x)+\left(250+e^{256 x^2} \left(-128000 x+128000 x^2\right)\right) \log ^5(x)\right)}{\log ^5(x)} \, dx","Int[(-500*x^3 + 500*x^3*Log[x] + (500*x - 500*x^2)*Log[x]^2 + (-500*x + 750*x^2)*Log[x]^3 + 128000*E^(2*E^(256*x^2) + 256*x^2)*x*Log[x]^5 + (-250 + 250*x)*Log[x]^5 + E^E^(256*x^2)*(-500*x*Log[x]^2 + (500*x + 128000*E^(256*x^2)*x^3)*Log[x]^3 + (250 + E^(256*x^2)*(-128000*x + 128000*x^2))*Log[x]^5))/Log[x]^5,x]","\int \frac{-500 x^3+500 x^3 \log (x)+\left(500 x-500 x^2\right) \log ^2(x)+\left(-500 x+750 x^2\right) \log ^3(x)+128000 e^{2 e^{256 x^2}+256 x^2} x \log ^5(x)+(-250+250 x) \log ^5(x)+e^{e^{256 x^2}} \left(-500 x \log ^2(x)+\left(500 x+128000 e^{256 x^2} x^3\right) \log ^3(x)+\left(250+e^{256 x^2} \left(-128000 x+128000 x^2\right)\right) \log ^5(x)\right)}{\log ^5(x)} \, dx","5 \left(5-5 \left(e^{e^{256 x^2}}+\frac{x^2}{\log ^2(x)}+x\right)\right)^2",1,"-250*E^E^(256*x^2) + 125*E^(2*E^(256*x^2)) - 250*x + 125*x^2 + (125*x^4)/Log[x]^4 - (250*x^2)/Log[x]^2 + (250*x^3)/Log[x]^2 + 250*Defer[Int][E^E^(256*x^2), x] + 128000*Defer[Int][E^(E^(256*x^2) + 256*x^2)*x^2, x] - 500*Defer[Int][(E^E^(256*x^2)*x)/Log[x]^3, x] + 500*Defer[Int][(E^E^(256*x^2)*x)/Log[x]^2, x] + 128000*Defer[Int][(E^(E^(256*x^2) + 256*x^2)*x^3)/Log[x]^2, x]","F",0,0,0,0,-1,"{}"
10164,1,17,0,0.0039021,"\int \left(8 x-4 x^3-\log (x)\right) \, dx","Int[8*x - 4*x^3 - Log[x],x]","-x^4+4 x^2+x-x \log (x)","-\left(2-x^2\right)^2+x-x \log (x)-9",1,"x + 4*x^2 - x^4 - x*Log[x]","A",2,1,13,0.07692,1,"{2295}"
10165,1,50,0,0.1658236,"\int \frac{e^6 \left(-42-64 x-36 x^2-8 x^3\right)}{-125-75 x+60 x^2+29 x^3-12 x^4-3 x^5+x^6+e^6 \left(-45-69 x-23 x^2+8 x^3+4 x^4\right)} \, dx","Int[(E^6*(-42 - 64*x - 36*x^2 - 8*x^3))/(-125 - 75*x + 60*x^2 + 29*x^3 - 12*x^4 - 3*x^5 + x^6 + E^6*(-45 - 69*x - 23*x^2 + 8*x^3 + 4*x^4)),x]","\log \left(x^4-2 x^3-\left(9-4 e^6\right) x^2+2 \left(5+6 e^6\right) x+9 e^6+25\right)-2 \log \left(-x^2+x+5\right)","\log \left(\frac{e^6 (-2 x-3)^2}{x^2 \left(x-\frac{x+5}{x}\right)^2}+1\right)",1,"-2*Log[5 + x - x^2] + Log[25 + 9*E^6 + 2*(5 + 6*E^6)*x - (9 - 4*E^6)*x^2 - 2*x^3 + x^4]","A",5,4,73,0.05479,1,"{12, 2074, 628, 1587}"
10166,-1,0,0,180.0050553,"\int \frac{25 x+25 x^3 \log (3)+10 x^2 \log (3) \log (625)+x \log (3) \log ^2(625)+\left(-25 x+25 x^2+25 x^3 \log (3)+\left(-5+10 x+10 x^2 \log (3)\right) \log (625)+(1+x \log (3)) \log ^2(625)\right) \log \left(\frac{-5+5 x+5 x^2 \log (3)+(1+x \log (3)) \log (625)}{5 x+\log (625)}\right)}{-50 x+50 x^2+50 x^3 \log (3)+\left(-10+20 x+20 x^2 \log (3)\right) \log (625)+(2+2 x \log (3)) \log ^2(625)} \, dx","Int[(25*x + 25*x^3*Log[3] + 10*x^2*Log[3]*Log[625] + x*Log[3]*Log[625]^2 + (-25*x + 25*x^2 + 25*x^3*Log[3] + (-5 + 10*x + 10*x^2*Log[3])*Log[625] + (1 + x*Log[3])*Log[625]^2)*Log[(-5 + 5*x + 5*x^2*Log[3] + (1 + x*Log[3])*Log[625])/(5*x + Log[625])])/(-50*x + 50*x^2 + 50*x^3*Log[3] + (-10 + 20*x + 20*x^2*Log[3])*Log[625] + (2 + 2*x*Log[3])*Log[625]^2),x]","\text{\$Aborted}","\frac{1}{2} x \log \left(x \log (3)-\frac{1}{x+\frac{\log (625)}{5}}+1\right)",1,"$Aborted","F",0,0,0,0,-1,"{}"
10167,1,22,0,3.0366927,"\int \frac{\exp \left(-\frac{-1+5 \log (2 x+x \log (x))}{\log (2 x+x \log (x))}\right) \left(-15-5 \log (x)+\exp \left(\frac{-1+5 \log (2 x+x \log (x))}{\log (2 x+x \log (x))}\right) \left(4 x^2+6 x^3+\left(2 x^2+3 x^3\right) \log (x)\right) \log ^2(2 x+x \log (x))\right)}{(2 x+x \log (x)) \log ^2(2 x+x \log (x))} \, dx","Int[(-15 - 5*Log[x] + E^((-1 + 5*Log[2*x + x*Log[x]])/Log[2*x + x*Log[x]])*(4*x^2 + 6*x^3 + (2*x^2 + 3*x^3)*Log[x])*Log[2*x + x*Log[x]]^2)/(E^((-1 + 5*Log[2*x + x*Log[x]])/Log[2*x + x*Log[x]])*(2*x + x*Log[x])*Log[2*x + x*Log[x]]^2),x]","x^3+x^2+5 e^{\frac{1}{\log (x (\log (x)+2))}-5}","x \left(x^2+x\right)+5 e^{\frac{1}{\log (x (\log (x)+2))}-5}-25",1,"5*E^(-5 + Log[x*(2 + Log[x])]^(-1)) + x^2 + x^3","A",8,5,120,0.04167,1,"{2561, 6742, 6688, 43, 6706}"
10168,1,10,0,0.0026144,"\int \left(-25-2 e^2\right) \, dx","Int[-25 - 2*E^2,x]","-\left(\left(25+2 e^2\right) x\right)","25 (2-x)-2 e^2 x",1,"-((25 + 2*E^2)*x)","A",1,1,7,0.1429,1,"{8}"
10169,1,33,0,0.1022591,"\int \frac{2 x^2+e^{3968-1512 x+144 x^2} x \left(1-1512 x+288 x^2\right)}{x} \, dx","Int[(2*x^2 + E^(3968 - 1512*x + 144*x^2)*x*(1 - 1512*x + 288*x^2))/x,x]","x^2+\frac{e^{144 x^2-1512 x+3968} \left(21 x-4 x^2\right)}{21-4 x}","x^2+e^{9 (3 (x-4)+x-9)^2-1} x",1,"x^2 + (E^(3968 - 1512*x + 144*x^2)*(21*x - 4*x^2))/(21 - 4*x)","A",3,2,34,0.05882,1,"{14, 2288}"
10170,1,10,0,0.0059949,"\int \frac{32+e^4 x^2}{e^4 x^2} \, dx","Int[(32 + E^4*x^2)/(E^4*x^2),x]","x-\frac{32}{e^4 x}","x-\frac{32}{e^4 x}-1",1,"-32/(E^4*x) + x","A",3,2,16,0.1250,1,"{12, 14}"
10171,0,0,0,0.9219112,"\int \frac{9 e^{10} x^3 \log (4)+\left(-27-36 x-18 x^2\right) \log (5)+\left(18 e^{10} x^2 \log (4)-9 x \log (5)\right) \log (x)+9 e^{10} x \log (4) \log ^2(x)}{9 x^3+6 x^4+x^5+\left(18 x^2+12 x^3+2 x^4\right) \log (x)+\left(9 x+6 x^2+x^3\right) \log ^2(x)} \, dx","Int[(9*E^10*x^3*Log[4] + (-27 - 36*x - 18*x^2)*Log[5] + (18*E^10*x^2*Log[4] - 9*x*Log[5])*Log[x] + 9*E^10*x*Log[4]*Log[x]^2)/(9*x^3 + 6*x^4 + x^5 + (18*x^2 + 12*x^3 + 2*x^4)*Log[x] + (9*x + 6*x^2 + x^3)*Log[x]^2),x]","\int \frac{9 e^{10} x^3 \log (4)+\left(-27-36 x-18 x^2\right) \log (5)+\left(18 e^{10} x^2 \log (4)-9 x \log (5)\right) \log (x)+9 e^{10} x \log (4) \log ^2(x)}{9 x^3+6 x^4+x^5+\left(18 x^2+12 x^3+2 x^4\right) \log (x)+\left(9 x+6 x^2+x^3\right) \log ^2(x)} \, dx","e-\frac{9 \left(e^{10} \log (4)-\frac{\log (5)}{x+\log (x)}\right)}{x+3}",1,"(-9*E^10*Log[4])/(3 + x) - 3*Log[5]*Defer[Int][1/(x*(x + Log[x])^2), x] - 6*Log[5]*Defer[Int][1/((3 + x)*(x + Log[x])^2), x] - 9*Log[5]*Defer[Int][1/((3 + x)^2*(x + Log[x])), x]","F",0,0,0,0,-1,"{}"
10172,0,0,0,6.6918804,"\int \frac{-4 x^2-4 e^{x^2} x^3+\left(8 x^2+e^{x^2} \left(2 x+4 x^3\right)+2 x \log (8)\right) \log \left(e^{x^2}+2 x+\log (8)\right)+\left(-4 e^{x^2} x-8 x^2-4 x \log (8)\right) \log ^2\left(e^{x^2}+2 x+\log (8)\right)+\left(2 e^{x^2} x+4 x^2+2 x \log (8)\right) \log ^3\left(e^{x^2}+2 x+\log (8)\right)}{\left(e^{x^2}+2 x+\log (8)\right) \log ^3\left(e^{x^2}+2 x+\log (8)\right)} \, dx","Int[(-4*x^2 - 4*E^x^2*x^3 + (8*x^2 + E^x^2*(2*x + 4*x^3) + 2*x*Log[8])*Log[E^x^2 + 2*x + Log[8]] + (-4*E^x^2*x - 8*x^2 - 4*x*Log[8])*Log[E^x^2 + 2*x + Log[8]]^2 + (2*E^x^2*x + 4*x^2 + 2*x*Log[8])*Log[E^x^2 + 2*x + Log[8]]^3)/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^3),x]","\int \frac{-4 x^2-4 e^{x^2} x^3+\left(8 x^2+e^{x^2} \left(2 x+4 x^3\right)+2 x \log (8)\right) \log \left(e^{x^2}+2 x+\log (8)\right)+\left(-4 e^{x^2} x-8 x^2-4 x \log (8)\right) \log ^2\left(e^{x^2}+2 x+\log (8)\right)+\left(2 e^{x^2} x+4 x^2+2 x \log (8)\right) \log ^3\left(e^{x^2}+2 x+\log (8)\right)}{\left(e^{x^2}+2 x+\log (8)\right) \log ^3\left(e^{x^2}+2 x+\log (8)\right)} \, dx","\left(\frac{x}{\log \left(e^{x^2}+2 x+\log (8)\right)}-x\right)^2",1,"x^2 - 4*Defer[Int][x^3/Log[E^x^2 + 2*x + Log[8]]^3, x] - 4*Defer[Int][x^2/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^3), x] + 4*Log[8]*Defer[Int][x^3/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^3), x] + 8*Defer[Int][x^4/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^3), x] + 2*Defer[Int][x/Log[E^x^2 + 2*x + Log[8]]^2, x] + 4*Defer[Int][x^3/Log[E^x^2 + 2*x + Log[8]]^2, x] + 4*Defer[Int][x^2/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^2), x] - 4*Log[8]*Defer[Int][x^3/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^2), x] - 8*Defer[Int][x^4/((E^x^2 + 2*x + Log[8])*Log[E^x^2 + 2*x + Log[8]]^2), x] - 4*Defer[Int][x/Log[E^x^2 + 2*x + Log[8]], x]","F",0,0,0,0,-1,"{}"
10173,1,47,0,0.8981372,"\int \frac{34 x^2+20 x^3+14 x^4+10 x^5+e^x \left(-12+12 x+11 x^2+4 x^3+5 x^4\right)+\left(12+4 x^2\right) \log \left(\frac{1}{4} \left(3+x^2\right)\right)}{3 x^2+x^4} \, dx","Int[(34*x^2 + 20*x^3 + 14*x^4 + 10*x^5 + E^x*(-12 + 12*x + 11*x^2 + 4*x^3 + 5*x^4) + (12 + 4*x^2)*Log[(3 + x^2)/4])/(3*x^2 + x^4),x]","5 x^2-5 \log \left(x^2+3\right)-\frac{4 \log \left(\frac{x^2}{4}+\frac{3}{4}\right)}{x}+14 x+5 e^x+\frac{4 e^x}{x}","(5 x+4) \left(-\frac{\log \left(\frac{x^2}{4}+\frac{3}{4}\right)}{x}+x+\frac{e^x}{x}+2\right)",1,"5*E^x + (4*E^x)/x + 14*x + 5*x^2 - (4*Log[3/4 + x^2/4])/x - 5*Log[3 + x^2]","A",18,12,75,0.1600,1,"{1593, 6725, 2199, 2194, 2177, 2178, 6688, 1810, 635, 203, 260, 2455}"
10174,0,0,0,0.9060308,"\int \frac{e^{\frac{2 x^2}{1-8 x^2+16 x^4}} \left(-2 x+20 x^3-112 x^5+128 x^7\right)}{-1+12 x^2-48 x^4+64 x^6} \, dx","Int[(E^((2*x^2)/(1 - 8*x^2 + 16*x^4))*(-2*x + 20*x^3 - 112*x^5 + 128*x^7))/(-1 + 12*x^2 - 48*x^4 + 64*x^6),x]","\int \frac{e^{\frac{2 x^2}{1-8 x^2+16 x^4}} \left(-2 x+20 x^3-112 x^5+128 x^7\right)}{-1+12 x^2-48 x^4+64 x^6} \, dx","e^{\frac{2 x^2}{\left(1-4 x^2\right)^2}} x^2-\frac{\log (4)}{e}",1,"Defer[Subst][Defer[Int][E^((2*x)/(1 - 4*x)^2), x], x, x^2] - Defer[Subst][Defer[Int][E^((2*x)/(1 - 4*x)^2)/(-1 + 4*x)^3, x], x, x^2] - (3*Defer[Subst][Defer[Int][E^((2*x)/(1 - 4*x)^2)/(-1 + 4*x)^2, x], x, x^2])/2 - Defer[Subst][Defer[Int][E^((2*x)/(1 - 4*x)^2)/(-1 + 4*x), x], x, x^2]/2","F",0,0,0,0,-1,"{}"
10175,1,15,0,0.0215049,"\int \frac{1-103 x^2+50 x^3-\log (x)}{x^2} \, dx","Int[(1 - 103*x^2 + 50*x^3 - Log[x])/x^2,x]","25 x^2-103 x+\frac{\log (x)}{x}","-\frac{3 x^2-\log (x)}{x}+25 (x-2)^2+e^3+3",1,"-103*x + 25*x^2 + Log[x]/x","A",5,2,20,0.1000,1,"{14, 2304}"
10176,0,0,0,1.3051341,"\int \frac{-25 x+e^{4 x^2} \left(-50 x^3-200 x^5\right)-25 x \log \left(e^{e^{4 x^2} x^2} x\right)+(2+45 x) \log ^2\left(e^{e^{4 x^2} x^2} x\right)}{5 x^3 \log ^2\left(e^{e^{4 x^2} x^2} x\right)} \, dx","Int[(-25*x + E^(4*x^2)*(-50*x^3 - 200*x^5) - 25*x*Log[E^(E^(4*x^2)*x^2)*x] + (2 + 45*x)*Log[E^(E^(4*x^2)*x^2)*x]^2)/(5*x^3*Log[E^(E^(4*x^2)*x^2)*x]^2),x]","\int \frac{-25 x+e^{4 x^2} \left(-50 x^3-200 x^5\right)-25 x \log \left(e^{e^{4 x^2} x^2} x\right)+(2+45 x) \log ^2\left(e^{e^{4 x^2} x^2} x\right)}{5 x^3 \log ^2\left(e^{e^{4 x^2} x^2} x\right)} \, dx","\frac{\frac{5}{\log \left(e^{e^{4 x^2} x^2} x\right)}-\frac{1}{5 x}-9}{x}",1,"-1/20*(2 + 45*x)^2/x^2 - 10*Defer[Int][E^(4*x^2)/Log[E^(E^(4*x^2)*x^2)*x]^2, x] - 5*Defer[Int][1/(x^2*Log[E^(E^(4*x^2)*x^2)*x]^2), x] - 40*Defer[Int][(E^(4*x^2)*x^2)/Log[E^(E^(4*x^2)*x^2)*x]^2, x] - 5*Defer[Int][1/(x^2*Log[E^(E^(4*x^2)*x^2)*x]), x]","F",0,0,0,0,-1,"{}"
10177,1,64,0,0.1183881,"\int \left(-2+e^{x^4} \left(6 x^2+8 x^6+\left(-4 x-8 x^5\right) \log (4)\right)\right) \, dx","Int[-2 + E^x^4*(6*x^2 + 8*x^6 + (-4*x - 8*x^5)*Log[4]),x]","-\frac{2 x^7 \Gamma \left(\frac{7}{4},-x^4\right)}{\left(-x^4\right)^{7/4}}-\frac{3 x^3 \Gamma \left(\frac{3}{4},-x^4\right)}{2 \left(-x^4\right)^{3/4}}-2 e^{x^4} x^2 \log (4)-2 x","\left(2-2 e^{x^4} x^2\right) (\log (4)-x)",1,"-2*x - (3*x^3*Gamma[3/4, -x^4])/(2*(-x^4)^(3/4)) - (2*x^7*Gamma[7/4, -x^4])/(-x^4)^(7/4) - 2*E^x^4*x^2*Log[4]","C",10,5,31,0.1613,1,"{2226, 2218, 2211, 2204, 2212}"
10178,1,28,0,0.1020991,"\int \frac{e^{e^x+x} x+\frac{e^{2+2 \log ^2(5 x)} \left(-4 e^{6+2 e^4}+4 e^{6+2 e^4} \log (5 x)\right)}{625 x^4}}{x} \, dx","Int[(E^(E^x + x)*x + (E^(2 + 2*Log[5*x]^2)*(-4*E^(6 + 2*E^4) + 4*E^(6 + 2*E^4)*Log[5*x]))/(625*x^4))/x,x]","\frac{e^{2 \left(\log ^2(5 x)+e^4+4\right)}}{625 x^4}+e^{e^x}","e^{e^x}+e^{2 (1-\log (5 x))^2+2 e^4+6}",1,"E^E^x + E^(2*(4 + E^4 + Log[5*x]^2))/(625*x^4)","A",5,4,60,0.06667,1,"{14, 2282, 2194, 2288}"
10179,0,0,0,4.3178633,"\int \frac{e^{-x^2} \left(8 x-x^2+8 x^3-2 x^4+e^5 \left(4+8 x^2-2 x^3\right)+e^{x^2} \left(-2 e^{10}+6 x^2+e^5 \left(-4 x+2 x^2\right)+e^x \left(-8 x+5 x^2-x^3+e^5 \left(-4+4 x-x^2\right)\right)\right)\right)}{e^{10} x^2+2 e^5 x^3+x^4} \, dx","Int[(8*x - x^2 + 8*x^3 - 2*x^4 + E^5*(4 + 8*x^2 - 2*x^3) + E^x^2*(-2*E^10 + 6*x^2 + E^5*(-4*x + 2*x^2) + E^x*(-8*x + 5*x^2 - x^3 + E^5*(-4 + 4*x - x^2))))/(E^x^2*(E^10*x^2 + 2*E^5*x^3 + x^4)),x]","\int \frac{e^{-x^2} \left(8 x-x^2+8 x^3-2 x^4+e^5 \left(4+8 x^2-2 x^3\right)+e^{x^2} \left(-2 e^{10}+6 x^2+e^5 \left(-4 x+2 x^2\right)+e^x \left(-8 x+5 x^2-x^3+e^5 \left(-4+4 x-x^2\right)\right)\right)\right)}{e^{10} x^2+2 e^5 x^3+x^4} \, dx","\frac{2-\frac{(4-x) \left(e^{-x^2}+2 x-e^x\right)}{x+e^5}}{x}",1,"2/x + (4*E^(-5 + x))/x - (4*E^(-5 - x^2))/x + 1/(E^x^2*(E^5 + x)) + (8*E^(-5 - x^2))/(E^5 + x) + (8*E^(5 - x^2))/(E^5 + x) + (2*E^(10 - x^2))/(E^5 + x) - (2*(4 + E^5))/(E^5 + x) - (E^(-5 + x)*(4 + E^5))/(E^5 + x) - (2*E^(-5 - x^2)*(2 + 4*E^10 + E^15))/(E^5 + x) + (4*Sqrt[Pi]*Erf[x])/E^5 + 8*E^5*Sqrt[Pi]*Erf[x] + 2*E^10*Sqrt[Pi]*Erf[x] - (2*(2 + 4*E^10 + E^15)*Sqrt[Pi]*Erf[x])/E^5 + 8*Defer[Int][1/(E^x^2*(E^5 + x)), x] - 2*E^5*Defer[Int][1/(E^x^2*(E^5 + x)), x] - 8*Defer[Int][E^(-10 - x^2)/(E^5 + x), x] + 2*(4 - E^15)*Defer[Int][E^(-10 - x^2)/(E^5 + x), x] - 16*E^5*Defer[Int][E^(-5 - x^2)/(E^5 + x), x] + 4*E^5*(2 + 4*E^10 + E^15)*Defer[Int][E^(-5 - x^2)/(E^5 + x), x] + 4*Defer[Int][E^(5 - x^2)/(E^5 + x), x] - 16*E^5*Defer[Int][E^(5 - x^2)/(E^5 + x), x] - 4*E^5*Defer[Int][E^(10 - x^2)/(E^5 + x), x]","F",0,0,0,0,-1,"{}"
10180,1,28,0,0.021144,"\int \frac{6 x-32 x \log ^2(2)}{-15+3 x^2+\left(80-16 x^2\right) \log ^2(2)+3 \log (9)} \, dx","Int[(6*x - 32*x*Log[2]^2)/(-15 + 3*x^2 + (80 - 16*x^2)*Log[2]^2 + 3*Log[9]),x]","\log \left(-3 x^2-16 \left(5-x^2\right) \log ^2(2)+3 (5-\log (9))\right)","\log \left(\frac{1}{3} \left(x^2-5\right) \left(3-16 \log ^2(2)\right)+\log (9)\right)",1,"Log[-3*x^2 - 16*(5 - x^2)*Log[2]^2 + 3*(5 - Log[9])]","A",3,3,37,0.08108,1,"{6, 12, 1587}"
10181,1,41,0,0.1926143,"\int \frac{1+x+e^{x+x^2} \left(-4 x-8 x^2\right)+e^{4+x} \left(2 x+2 x^2\right)+e^{2 x+2 x^2} \left(2 x+4 x^2\right)}{x} \, dx","Int[(1 + x + E^(x + x^2)*(-4*x - 8*x^2) + E^(4 + x)*(2*x + 2*x^2) + E^(2*x + 2*x^2)*(2*x + 4*x^2))/x,x]","-4 e^{x^2+x}+e^{2 x^2+2 x}+x-2 e^{x+4}+2 e^{x+4} (x+1)+\log (x)","\left(e^{x^2+x}-2\right)^2+2 e^{x+4} x+x+\log (x)-4",1,"-2*E^(4 + x) - 4*E^(x + x^2) + E^(2*x + 2*x^2) + x + 2*E^(4 + x)*(1 + x) + Log[x]","A",11,7,60,0.1167,1,"{14, 2244, 2236, 6742, 2176, 2194, 43}"
10182,1,25,0,0.5015927,"\int \frac{e^x (1-x)+\left(-4 e^{2 x}+e^x x\right) \log \left(e^{-x} \left(-4 e^x+x\right)\right) \log \left(\log \left(e^{-x} \left(-4 e^x+x\right)\right)\right)+\left(8 e^{2 x}-2 e^x x\right) \log \left(e^{-x} \left(-4 e^x+x\right)\right) \log (\log (\log (16)))}{\left(8 e^x-2 x\right) \log \left(e^{-x} \left(-4 e^x+x\right)\right)} \, dx","Int[(E^x*(1 - x) + (-4*E^(2*x) + E^x*x)*Log[(-4*E^x + x)/E^x]*Log[Log[(-4*E^x + x)/E^x]] + (8*E^(2*x) - 2*E^x*x)*Log[(-4*E^x + x)/E^x]*Log[Log[Log[16]]])/((8*E^x - 2*x)*Log[(-4*E^x + x)/E^x]),x]","-\frac{1}{2} e^x \left(\log \left(\log \left(e^{-x} x-4\right)\right)-2 \log (\log (\log (16)))\right)","e^x \left(\log (\log (\log (16)))-\frac{1}{2} \log \left(\log \left(e^{-x} x-4\right)\right)\right)",1,"-1/2*(E^x*(Log[Log[-4 + x/E^x]] - 2*Log[Log[Log[16]]]))","A",3,3,114,0.02632,1,"{6688, 12, 2288}"
10183,1,29,0,0.3120936,"\int \frac{48-120 x+4 x^2+\left(15-100 x-5 x^2\right) \log \left(\frac{9-120 x+394 x^2+40 x^3+x^4}{x^4}\right)}{-15 x^2+100 x^3+5 x^4} \, dx","Int[(48 - 120*x + 4*x^2 + (15 - 100*x - 5*x^2)*Log[(9 - 120*x + 394*x^2 + 40*x^3 + x^4)/x^4])/(-15*x^2 + 100*x^3 + 5*x^4),x]","\frac{\log \left(\frac{\left(-x^2-20 x+3\right)^2}{x^4}\right)}{x}-\frac{4}{5 x}","\frac{\log \left(\left(\frac{x+20}{x}-\frac{3}{x^2}\right)^2\right)}{x}-\frac{x+4}{5 x}+e^4",1,"-4/(5*x) + Log[(3 - 20*x - x^2)^2/x^4]/x","A",16,9,63,0.1429,1,"{1594, 6688, 12, 14, 1628, 632, 31, 2525, 800}"
10184,1,35,0,0.0966324,"\int \frac{-18+24 x+31 x^2+6 x^3+(45+10 x) \log (9+2 x)}{9+2 x} \, dx","Int[(-18 + 24*x + 31*x^2 + 6*x^3 + (45 + 10*x)*Log[9 + 2*x])/(9 + 2*x),x]","x^3+x^2-2 x+\frac{5}{2} (2 x+9) \log (2 x+9)-\frac{45}{2} \log (2 x+9)","x \left(x^2+x+5 \log (2 x+9)\right)-2 x-5",1,"-2*x + x^2 + x^3 - (45*Log[9 + 2*x])/2 + (5*(9 + 2*x)*Log[9 + 2*x])/2","A",6,4,35,0.1143,1,"{6742, 1850, 2389, 2295}"
10185,1,23,0,0.0562782,"\int \frac{e^x (1-x)+e^2 \left(-20 x+11 x^2\right)+4 e^2 x^2 \log (x)}{e^2 x^2} \, dx","Int[(E^x*(1 - x) + E^2*(-20*x + 11*x^2) + 4*E^2*x^2*Log[x])/(E^2*x^2),x]","7 x-\frac{e^{x-2}}{x}+4 x \log (x)-20 \log (x)","3 (x-3)-\frac{e^{x-2}}{x}+(x-5) (4 \log (x)+4)",1,"-(E^(-2 + x)/x) + 7*x - 20*Log[x] + 4*x*Log[x]","A",9,5,40,0.1250,1,"{12, 14, 2197, 43, 2295}"
10186,1,35,0,0.6287275,"\int \frac{4 x+e^{-x} \log (5) (-12-8 x+(-4-4 x) \log (x))}{4 x^2+4 x^2 \log (x)+x^2 \log ^2(x)} \, dx","Int[(4*x + (Log[5]*(-12 - 8*x + (-4 - 4*x)*Log[x]))/E^x)/(4*x^2 + 4*x^2*Log[x] + x^2*Log[x]^2),x]","\frac{4 e^{-x} \log (5) (2 x+x \log (x))}{x^2 (\log (x)+2)^2}-\frac{4}{\log (x)+2}","\frac{2 \left(e^{-x} \log (5)-x\right)}{x+\frac{1}{2} x \log (x)}",1,"-4/(2 + Log[x]) + (4*Log[5]*(2*x + x*Log[x]))/(E^x*x^2*(2 + Log[x])^2)","A",6,5,49,0.1020,1,"{6741, 6742, 2302, 30, 2288}"
10187,0,0,0,1.6620207,"\int \frac{-x^2+x^5+\left(x^2+x^3\right) \log (x)+\left(3 x^3+3 x^4+3 x^2 \log (x)\right) \log \left(\frac{e^{-x} \left(x+x^2+\log (x)\right)}{x}\right)}{\left(x+x^2+\log (x)\right) \log ^2\left(\frac{e^{-x} \left(x+x^2+\log (x)\right)}{x}\right)} \, dx","Int[(-x^2 + x^5 + (x^2 + x^3)*Log[x] + (3*x^3 + 3*x^4 + 3*x^2*Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)])/((x + x^2 + Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)]^2),x]","\int \frac{-x^2+x^5+\left(x^2+x^3\right) \log (x)+\left(3 x^3+3 x^4+3 x^2 \log (x)\right) \log \left(\frac{e^{-x} \left(x+x^2+\log (x)\right)}{x}\right)}{\left(x+x^2+\log (x)\right) \log ^2\left(\frac{e^{-x} \left(x+x^2+\log (x)\right)}{x}\right)} \, dx","\frac{x^3}{\log \left(\frac{e^{-x} \left(x^2+x+\log (x)\right)}{x}\right)}",1,"-Defer[Int][x^2/((x + x^2 + Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)]^2), x] + Defer[Int][x^5/((x + x^2 + Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)]^2), x] + Defer[Int][(x^2*Log[x])/((x + x^2 + Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)]^2), x] + Defer[Int][(x^3*Log[x])/((x + x^2 + Log[x])*Log[(x + x^2 + Log[x])/(E^x*x)]^2), x] + 3*Defer[Int][x^2/Log[(x + x^2 + Log[x])/(E^x*x)], x]","F",0,0,0,0,-1,"{}"
10188,1,53,0,0.0520871,"\int \frac{\left(-2 x^2+e^2 (12+8 x)+\left(-10 x^2+e^2 (60+40 x)\right) \log (5)\right) \log (\log (25))}{\left(4 e^4-4 e^2 x+x^2\right) \log (5)} \, dx","Int[((-2*x^2 + E^2*(12 + 8*x) + (-10*x^2 + E^2*(60 + 40*x))*Log[5])*Log[Log[25]])/((4*E^4 - 4*E^2*x + x^2)*Log[5]),x]","\frac{4 e^2 \left(3+2 e^2\right) (1+5 \log (5)) \log (\log (25))}{\left(2 e^2-x\right) \log (5)}-\frac{2 x (1+5 \log (5)) \log (\log (25))}{\log (5)}","\frac{x (x+3) \left(5+\frac{1}{\log (5)}\right) \log (\log (25))}{e^2-\frac{x}{2}}",1,"(4*E^2*(3 + 2*E^2)*(1 + 5*Log[5])*Log[Log[25]])/((2*E^2 - x)*Log[5]) - (2*x*(1 + 5*Log[5])*Log[Log[25]])/Log[5]","B",4,3,58,0.05172,1,"{12, 27, 1850}"
10189,1,16,0,0.231622,"\int \frac{-1+4 x+4 x^2}{-2 x^2+4 x^3+e \left(-x+2 x^2\right)+\left(-x+2 x^2\right) \log (x)+\left(-2 x+4 x^2\right) \log (-1+2 x)} \, dx","Int[(-1 + 4*x + 4*x^2)/(-2*x^2 + 4*x^3 + E*(-x + 2*x^2) + (-x + 2*x^2)*Log[x] + (-2*x + 4*x^2)*Log[-1 + 2*x]),x]","\log (2 x+\log (x)+2 \log (2 x-1)+e)","\log (2 x+\log (x)+2 \log (2 x-1)+e)",1,"Log[E + 2*x + Log[x] + 2*Log[-1 + 2*x]]","A",2,2,63,0.03175,1,"{6688, 6684}"
10190,0,0,0,7.215815,"\int \frac{-40 x-22 x^2+2 x^3+\left(8 x+6 x^2\right) \log \left(x^3\right)+\left(200+134 x-4 x^2+\left(-80-52 x+2 x^2\right) \log \left(x^3\right)+(8+6 x) \log ^2\left(x^3\right)\right) \log \left(32 x+16 x^2+2 x^3\right)+\left(-120-30 x+(24+6 x) \log \left(x^3\right)\right) \log ^2\left(32 x+16 x^2+2 x^3\right)}{4 x+x^2} \, dx","Int[(-40*x - 22*x^2 + 2*x^3 + (8*x + 6*x^2)*Log[x^3] + (200 + 134*x - 4*x^2 + (-80 - 52*x + 2*x^2)*Log[x^3] + (8 + 6*x)*Log[x^3]^2)*Log[32*x + 16*x^2 + 2*x^3] + (-120 - 30*x + (24 + 6*x)*Log[x^3])*Log[32*x + 16*x^2 + 2*x^3]^2)/(4*x + x^2),x]","\int \frac{-40 x-22 x^2+2 x^3+\left(8 x+6 x^2\right) \log \left(x^3\right)+\left(200+134 x-4 x^2+\left(-80-52 x+2 x^2\right) \log \left(x^3\right)+(8+6 x) \log ^2\left(x^3\right)\right) \log \left(32 x+16 x^2+2 x^3\right)+\left(-120-30 x+(24+6 x) \log \left(x^3\right)\right) \log ^2\left(32 x+16 x^2+2 x^3\right)}{4 x+x^2} \, dx","\left(\left(\log \left(x^3\right)-5\right) \log \left(2 x (x+4)^2\right)+x\right)^2",1,"x^2 - 100*Log[4]*Log[x] - 100*Log[1 + x/4]*Log[x] - 25*Log[x]^2 + (20*Log[1 + x/4]*Log[x^3]^2)/3 + (10*Log[x^3]^3)/27 - (4*Log[1 + x/4]*Log[x^3]^3)/9 - Log[x^3]^4/54 - 100*Log[4 + x]^2 + 30*Log[-1/4*x]*Log[(4 + x)^2]^2 - 10*Log[x^3]*Log[(4 + x)^2]^2 + 40*Log[1 + x/4]*Log[x^3]*(Log[x] + Log[(4 + x)^2] - Log[2*x*(4 + x)^2]) - 10*x*Log[2*x*(4 + x)^2] + 50*Log[x]*Log[2*x*(4 + x)^2] + 2*x*Log[x^3]*Log[2*x*(4 + x)^2] - (10*Log[x^3]^2*Log[2*x*(4 + x)^2])/3 + (2*Log[x^3]^3*Log[2*x*(4 + x)^2])/9 + 100*Log[4 + x]*Log[2*x*(4 + x)^2] + 40*Log[x^3]*PolyLog[2, -1/4*x] - 4*Log[x^3]^2*PolyLog[2, -1/4*x] + 120*(Log[x] + Log[(4 + x)^2] - Log[2*x*(4 + x)^2])*PolyLog[2, -1/4*x] + 120*Log[(4 + x)^2]*PolyLog[2, (4 + x)/4] - 120*PolyLog[3, -1/4*x] + 24*Log[x^3]*PolyLog[3, -1/4*x] - 240*PolyLog[3, (4 + x)/4] - 72*PolyLog[4, -1/4*x] - 40*Defer[Int][(Log[x]*Log[x^3])/(4 + x), x] + 4*Defer[Int][(Log[x^3]^2*Log[2*x*(4 + x)^2])/(4 + x), x] + 6*Defer[Int][((-5 + Log[x^3])*Log[2*x*(4 + x)^2]^2)/x, x]","F",0,0,0,0,-1,"{}"
10191,1,32,0,0.0125799,"\int \log \left(\frac{1}{6} \left(30-5 \log (\log (2))-15 e^3 (i \pi +\log (4-\log (3)))\right)\right) \, dx","Int[Log[(30 - 5*Log[Log[2]] - 15*E^3*(I*Pi + Log[4 - Log[3]]))/6],x]","x \log \left(\frac{5}{6} \left(6-\log (\log (2))-3 e^3 (\log (4-\log (3))+i \pi )\right)\right)","x \log \left(\frac{5}{2} \left(2-\frac{1}{3} \log (\log (2))-e^3 (\log (4-\log (3))+i \pi )\right)\right)",1,"x*Log[(5*(6 - Log[Log[2]] - 3*E^3*(I*Pi + Log[4 - Log[3]])))/6]","A",1,1,30,0.03333,1,"{8}"
10192,1,19,0,0.018543,"\int \frac{24-4 e^{\frac{x^2}{2}} x^3}{3 x^2} \, dx","Int[(24 - 4*E^(x^2/2)*x^3)/(3*x^2),x]","-\frac{4}{3} e^{\frac{x^2}{2}}-\frac{8}{x}","-\frac{4 \left(\left(e^{\frac{x^2}{2}}-e\right) x+x+6\right)}{3 x}",1,"(-4*E^(x^2/2))/3 - 8/x","A",4,3,23,0.1304,1,"{12, 14, 2209}"
10193,0,0,0,15.7280075,"\int e^{-e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)}} \left(-3 x+e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)} \left(-4 x^2+4 e^{16} x^2+4 x^3\right)+\left(2 x+e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)} \left(2 x^2-2 e^{16} x^2-2 x^3\right)\right) \log (x)\right) \, dx","Int[(-3*x + E^(1 + E^32 - 2*x + x^2 + E^16*(-2 + 2*x))*(-4*x^2 + 4*E^16*x^2 + 4*x^3) + (2*x + E^(1 + E^32 - 2*x + x^2 + E^16*(-2 + 2*x))*(2*x^2 - 2*E^16*x^2 - 2*x^3))*Log[x])/E^E^(1 + E^32 - 2*x + x^2 + E^16*(-2 + 2*x)),x]","\int e^{-e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)}} \left(-3 x+e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)} \left(-4 x^2+4 e^{16} x^2+4 x^3\right)+\left(2 x+e^{1+e^{32}-2 x+x^2+e^{16} (-2+2 x)} \left(2 x^2-2 e^{16} x^2-2 x^3\right)\right) \log (x)\right) \, dx","e^{-e^{\left(x+e^{16}-1\right)^2}} x^2 (\log (x)-2)",1,"-3*Defer[Int][x/E^E^((-1 + E^16)^2 - 2*(1 - E^16)*x + x^2), x] + 2*Log[x]*Defer[Int][x/E^E^((-1 + E^16)^2 - 2*(1 - E^16)*x + x^2), x] - 4*(1 - E^16)*Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^2, x] + 2*(1 - E^16)*Log[x]*Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^2, x] + 4*Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^3, x] - 2*Log[x]*Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^3, x] - 2*Defer[Int][Defer[Int][x/E^E^((-1 + E^16)^2 - 2*(1 - E^16)*x + x^2), x]/x, x] - 2*(1 - E^16)*Defer[Int][Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^2, x]/x, x] + 2*Defer[Int][Defer[Int][E^(E^32 - E^(-1 + E^16 + x)^2 + 2*E^16*(-1 + x) + (-1 + x)^2)*x^3, x]/x, x]","F",0,0,0,0,-1,"{}"
10194,1,27,0,0.3008976,"\int \frac{-45+9 e^4+e^{-2+2 x} (-9-18 x)}{25 x^2-10 e^4 x^2+e^8 x^2+e^{-4+4 x} x^2+e^{-2+2 x} \left(10 x^2-2 e^4 x^2\right)} \, dx","Int[(-45 + 9*E^4 + E^(-2 + 2*x)*(-9 - 18*x))/(25*x^2 - 10*E^4*x^2 + E^8*x^2 + E^(-4 + 4*x)*x^2 + E^(-2 + 2*x)*(10*x^2 - 2*E^4*x^2)),x]","\frac{9 e^2}{\left(e^{2 x}+e^2 \left(5-e^4\right)\right) x}","\frac{9}{\left(e^{2 x-2}+5-e^4\right) x}",1,"(9*E^2)/((E^(2*x) + E^2*(5 - E^4))*x)","A",5,4,77,0.05195,1,"{6, 6741, 12, 6687}"
10195,0,0,0,0.1959003,"\int \frac{-2-x+2 \log (-5 x+x (i \pi +\log (3)))}{\left(4+4 x+x^2\right) \log ^2(-5 x+x (i \pi +\log (3)))} \, dx","Int[(-2 - x + 2*Log[-5*x + x*(I*Pi + Log[3])])/((4 + 4*x + x^2)*Log[-5*x + x*(I*Pi + Log[3])]^2),x]","\int \frac{-2-x+2 \log (-5 x+x (i \pi +\log (3)))}{\left(4+4 x+x^2\right) \log ^2(-5 x+x (i \pi +\log (3)))} \, dx","\frac{x}{(x+2) \log (x (-5+i \pi +\log (3)))}",1,"Defer[Int][1/((-2 - x)*Log[x*(-5 + I*Pi + Log[3])]^2), x] + 2*Defer[Int][1/((2 + x)^2*Log[x*(-5 + I*Pi + Log[3])]), x]","F",0,0,0,0,-1,"{}"
10196,1,17,0,0.1018114,"\int \frac{4 e^4 x^3}{\left(-450+x^4\right) \log ^2\left(\frac{1}{225} \left(-450+x^4\right)\right)} \, dx","Int[(4*E^4*x^3)/((-450 + x^4)*Log[(-450 + x^4)/225]^2),x]","-\frac{e^4}{\log \left(\frac{x^4}{225}-2\right)}","-\frac{e^4}{\log \left(\frac{x^4}{225}-2\right)}",1,"-(E^4/Log[-2 + x^4/225])","A",5,5,27,0.1852,1,"{12, 2475, 2390, 2302, 30}"
10197,1,209,0,3.2181419,"\int \frac{\exp \left(400+4 e^{6+2 e^{e^x} x}+\log ^2(x)+e^{3+e^{e^x} x} (-80+4 \log (x))\right) \left(-40+e^{6+e^x+2 e^{e^x} x} \left(8 x+8 e^x x^2\right)+2 \log (x)+e^{3+e^{e^x} x} \left(4+e^{e^x} \left(-80 x-80 e^x x^2+\left(4 x+4 e^x x^2\right) \log (x)\right)\right)\right)}{x^{41}} \, dx","Int[(E^(400 + 4*E^(6 + 2*E^E^x*x) + Log[x]^2 + E^(3 + E^E^x*x)*(-80 + 4*Log[x]))*(-40 + E^(6 + E^x + 2*E^E^x*x)*(8*x + 8*E^x*x^2) + 2*Log[x] + E^(3 + E^E^x*x)*(4 + E^E^x*(-80*x - 80*E^x*x^2 + (4*x + 4*E^x*x^2)*Log[x]))))/x^41,x]","\frac{\left(4 e^{2 e^{e^x} x+e^x+6} \left(e^x x^2+x\right)+2 e^{e^{e^x} x+3} \left(1-e^{e^x} \left(20 e^x x^2-\left(e^x x^2+x\right) \log (x)+20 x\right)\right)+\log (x)\right) \exp \left(4 e^{2 e^{e^x} x+6}+\log ^2(x)-4 e^{e^{e^x} x+3} (20-\log (x))+400\right)}{x^{41} \left(4 e^{2 e^{e^x} x+6} \left(e^{x+e^x} x+e^{e^x}\right)+\frac{2 e^{e^{e^x} x+3}}{x}-2 e^{e^{e^x} x+3} \left(e^{x+e^x} x+e^{e^x}\right) (20-\log (x))+\frac{\log (x)}{x}\right)}","e^{\left(2 \left(e^{e^{e^x} x+3}-10\right)+\log (x)\right)^2}",1,"(E^(400 + 4*E^(6 + 2*E^E^x*x) - 4*E^(3 + E^E^x*x)*(20 - Log[x]) + Log[x]^2)*(4*E^(6 + E^x + 2*E^E^x*x)*(x + E^x*x^2) + Log[x] + 2*E^(3 + E^E^x*x)*(1 - E^E^x*(20*x + 20*E^x*x^2 - (x + E^x*x^2)*Log[x]))))/(x^41*((2*E^(3 + E^E^x*x))/x + 4*E^(6 + 2*E^E^x*x)*(E^E^x + E^(E^x + x)*x) - 2*E^(3 + E^E^x*x)*(E^E^x + E^(E^x + x)*x)*(20 - Log[x]) + Log[x]/x))","B",1,1,125,0.008000,1,"{2288}"
10198,1,93,0,0.2333594,"\int \frac{-960 x^2+1440 x^2 \log (x)}{\log ^3(x)} \, dx","Int[(-960*x^2 + 1440*x^2*Log[x])/Log[x]^3,x]","2160 \text{Ei}(3 \log (x))-2160 (2-3 \log (x)) \text{Ei}(3 \log (x))-12960 \log (x) \text{Ei}(3 \log (x))+2160 (3 \log (x)+1) \text{Ei}(3 \log (x))+4320 x^3+\frac{240 x^3 (2-3 \log (x))}{\log ^2(x)}-\frac{720 x^3 (3 \log (x)+1)}{\log (x)}+\frac{720 x^3 (2-3 \log (x))}{\log (x)}","\frac{480 x^3}{\log ^2(x)}",1,"4320*x^3 + 2160*ExpIntegralEi[3*Log[x]] - 2160*ExpIntegralEi[3*Log[x]]*(2 - 3*Log[x]) + (240*x^3*(2 - 3*Log[x]))/Log[x]^2 + (720*x^3*(2 - 3*Log[x]))/Log[x] - 12960*ExpIntegralEi[3*Log[x]]*Log[x] + 2160*ExpIntegralEi[3*Log[x]]*(1 + 3*Log[x]) - (720*x^3*(1 + 3*Log[x]))/Log[x]","C",11,6,18,0.3333,1,"{2561, 2306, 2309, 2178, 2366, 6482}"
10199,0,0,0,14.7761528,"\int \frac{-1875-675 x+30 x^2+e^6 (-75+3 x)+e^{\frac{2}{3} (-3 x+\log (25-x))} (-75+3 x)+e^3 \left(-750-120 x+6 x^2\right)+e^{\frac{1}{3} (-3 x+\log (25-x))} \left(-750-120 x-70 x^2+3 x^3+e^3 (-150+6 x)\right)}{-1875+75 x+e^6 (-75+3 x)+e^{\frac{2}{3} (-3 x+\log (25-x))} (-75+3 x)+e^3 (-750+30 x)+e^{\frac{1}{3} (-3 x+\log (25-x))} \left(-750+30 x+e^3 (-150+6 x)\right)} \, dx","Int[(-1875 - 675*x + 30*x^2 + E^6*(-75 + 3*x) + E^((2*(-3*x + Log[25 - x]))/3)*(-75 + 3*x) + E^3*(-750 - 120*x + 6*x^2) + E^((-3*x + Log[25 - x])/3)*(-750 - 120*x - 70*x^2 + 3*x^3 + E^3*(-150 + 6*x)))/(-1875 + 75*x + E^6*(-75 + 3*x) + E^((2*(-3*x + Log[25 - x]))/3)*(-75 + 3*x) + E^3*(-750 + 30*x) + E^((-3*x + Log[25 - x])/3)*(-750 + 30*x + E^3*(-150 + 6*x))),x]","\int \frac{-1875-675 x+30 x^2+e^6 (-75+3 x)+e^{\frac{2}{3} (-3 x+\log (25-x))} (-75+3 x)+e^3 \left(-750-120 x+6 x^2\right)+e^{\frac{1}{3} (-3 x+\log (25-x))} \left(-750-120 x-70 x^2+3 x^3+e^3 (-150+6 x)\right)}{-1875+75 x+e^6 (-75+3 x)+e^{\frac{2}{3} (-3 x+\log (25-x))} (-75+3 x)+e^3 (-750+30 x)+e^{\frac{1}{3} (-3 x+\log (25-x))} \left(-750+30 x+e^3 (-150+6 x)\right)} \, dx","\frac{x^2}{e^{-x} \sqrt[3]{25-x}+e^3+5}+x",1,"x - 6*E^25*(5 + E^3)*Defer[Subst][Defer[Int][x^2/(-5*E^25*(1 + E^3/5) - E^x^3*x), x], x, (25 - x)^(1/3)] - 155*E^25*Defer[Subst][Defer[Int][x^5/(-5*E^25*(1 + E^3/5) - E^x^3*x), x], x, (25 - x)^(1/3)] + 625*E^50*(5 + E^3)*Defer[Subst][Defer[Int][1/(x*(5*E^25*(1 + E^3/5) + E^x^3*x)^2), x], x, (25 - x)^(1/3)] - 3*E^50*(5 + E^3)^2*Defer[Subst][Defer[Int][x^2/(5*E^25*(1 + E^3/5) + E^x^3*x)^2, x], x, (25 - x)^(1/3)] - 3*E^50*(5 + E^3)*(55 + E^3)*Defer[Subst][Defer[Int][x^2/(5*E^25*(1 + E^3/5) + E^x^3*x)^2, x], x, (25 - x)^(1/3)] + E^50*(10025 + 2035*E^3 + 6*E^6)*Defer[Subst][Defer[Int][x^2/(5*E^25*(1 + E^3/5) + E^x^3*x)^2, x], x, (25 - x)^(1/3)] - 149*E^50*(5 + E^3)*Defer[Subst][Defer[Int][x^5/(5*E^25*(1 + E^3/5) + E^x^3*x)^2, x], x, (25 - x)^(1/3)] + 3*E^50*(5 + E^3)*Defer[Subst][Defer[Int][x^8/(5*E^25*(1 + E^3/5) + E^x^3*x)^2, x], x, (25 - x)^(1/3)] - 625*E^25*Defer[Subst][Defer[Int][1/(x*(5*E^25*(1 + E^3/5) + E^x^3*x)), x], x, (25 - x)^(1/3)] - E^25*(2005 + 6*E^3)*Defer[Subst][Defer[Int][x^2/(5*E^25*(1 + E^3/5) + E^x^3*x), x], x, (25 - x)^(1/3)] - 3*E^25*Defer[Subst][Defer[Int][x^8/(5*E^25*(1 + E^3/5) + E^x^3*x), x], x, (25 - x)^(1/3)]","F",0,0,0,0,-1,"{}"
10200,0,0,0,1.4868715,"\int \frac{x+2 e^{e^{2 x}+2 x} x+\left(5-e^{e^{2 x}}-x\right) \log \left(5-e^{e^{2 x}}-x\right)}{\left(-5+e^{e^{2 x}}+x\right) \log ^2\left(5-e^{e^{2 x}}-x\right)} \, dx","Int[(x + 2*E^(E^(2*x) + 2*x)*x + (5 - E^E^(2*x) - x)*Log[5 - E^E^(2*x) - x])/((-5 + E^E^(2*x) + x)*Log[5 - E^E^(2*x) - x]^2),x]","\int \frac{x+2 e^{e^{2 x}+2 x} x+\left(5-e^{e^{2 x}}-x\right) \log \left(5-e^{e^{2 x}}-x\right)}{\left(-5+e^{e^{2 x}}+x\right) \log ^2\left(5-e^{e^{2 x}}-x\right)} \, dx","-\frac{x}{\log \left(-x-e^{e^{2 x}}+5\right)}-e^{9/2}",1,"Defer[Int][x/((-5 + E^E^(2*x) + x)*Log[5 - E^E^(2*x) - x]^2), x] + 2*Defer[Int][(E^(E^(2*x) + 2*x)*x)/((-5 + E^E^(2*x) + x)*Log[5 - E^E^(2*x) - x]^2), x] - Defer[Int][Log[5 - E^E^(2*x) - x]^(-1), x]","F",0,0,0,0,-1,"{}"
10201,1,14,0,0.0102272,"\int e^x (6+6 x) \, dx","Int[E^x*(6 + 6*x),x]","6 e^x (x+1)-6 e^x","6 e^x x-e^{e^8}-2",1,"-6*E^x + 6*E^x*(1 + x)","A",2,2,9,0.2222,1,"{2176, 2194}"
10202,1,9,0,0.0017443,"\int \frac{1}{5} \left(5+4 x^3\right) \, dx","Int[(5 + 4*x^3)/5,x]","\frac{x^4}{5}+x","\frac{1}{5} \left(x^4-1\right)+x+e-(e-9)^2-2",1,"x + x^4/5","A",2,1,11,0.09091,1,"{12}"
10203,1,27,0,4.0599983,"\int \frac{\exp \left(\frac{1}{9} \left(225 e \log ^2\left(x^2\right)-150 e \log \left(x^2\right) \log \left(\log \left(\frac{4-x}{4}\right)\right)+25 e \log ^2\left(\log \left(\frac{4-x}{4}\right)\right)\right)\right) \left(\left(-150 e x+e (-3600+900 x) \log \left(\frac{4-x}{4}\right)\right) \log \left(x^2\right)+\left(50 e x+e (1200-300 x) \log \left(\frac{4-x}{4}\right)\right) \log \left(\log \left(\frac{4-x}{4}\right)\right)\right)}{\left(-36 x+9 x^2\right) \log \left(\frac{4-x}{4}\right)} \, dx","Int[(E^((225*E*Log[x^2]^2 - 150*E*Log[x^2]*Log[Log[(4 - x)/4]] + 25*E*Log[Log[(4 - x)/4]]^2)/9)*((-150*E*x + E*(-3600 + 900*x)*Log[(4 - x)/4])*Log[x^2] + (50*E*x + E*(1200 - 300*x)*Log[(4 - x)/4])*Log[Log[(4 - x)/4]]))/((-36*x + 9*x^2)*Log[(4 - x)/4]),x]","e^{\frac{25}{9} e \left(3 \log \left(x^2\right)-\log \left(\log \left(1-\frac{x}{4}\right)\right)\right)^2}","e^{25 e \left(\frac{1}{3} \log \left(\log \left(\frac{4-x}{4}\right)\right)-\log \left(x^2\right)\right)^2}",1,"E^((25*E*(3*Log[x^2] - Log[Log[1 - x/4]])^2)/9)","A",4,4,136,0.02941,1,"{1593, 6741, 12, 6706}"
10204,0,0,0,1.4775322,"\int \frac{-62181 x^2-64827 x^3+e^x (-882+1764 x)}{4 e^{3 x}+e^{2 x} \left(24 x-588 x^2\right)+e^x \left(36 x^2-1764 x^3+21609 x^4\right)} \, dx","Int[(-62181*x^2 - 64827*x^3 + E^x*(-882 + 1764*x))/(4*E^(3*x) + E^(2*x)*(24*x - 588*x^2) + E^x*(36*x^2 - 1764*x^3 + 21609*x^4)),x]","\int \frac{-62181 x^2-64827 x^3+e^x (-882+1764 x)}{4 e^{3 x}+e^{2 x} \left(24 x-588 x^2\right)+e^x \left(36 x^2-1764 x^3+21609 x^4\right)} \, dx","\frac{3 e^{-x}}{x-\frac{2 \left(x+\frac{e^x}{3}\right)}{49 x}}",1,"-441*Defer[Int][1/(E^x*(2*E^x + 6*x - 147*x^2)), x] + 2646*Defer[Int][x/(E^x*(-2*E^x - 6*x + 147*x^2)^2), x] - 132300*Defer[Int][x^2/(E^x*(-2*E^x - 6*x + 147*x^2)^2), x] + 64827*Defer[Int][x^3/(E^x*(-2*E^x - 6*x + 147*x^2)^2), x] - 882*Defer[Int][x/(E^x*(-2*E^x - 6*x + 147*x^2)), x]","F",0,0,0,0,-1,"{}"
10205,1,17,0,0.4657527,"\int \frac{e^{-2 x} \left(180 e^5 \log (\log (x))+e^5 (-180-180 x) \log (x) \log ^2(\log (x))\right)}{x^3 \log (x)} \, dx","Int[(180*E^5*Log[Log[x]] + E^5*(-180 - 180*x)*Log[x]*Log[Log[x]]^2)/(E^(2*x)*x^3*Log[x]),x]","\frac{90 e^{5-2 x} \log ^2(\log (x))}{x^2}","\frac{90 e^{5-2 x} \log ^2(\log (x))}{x^2}",1,"(90*E^(5 - 2*x)*Log[Log[x]]^2)/x^2","A",3,3,38,0.07895,1,"{6741, 12, 2288}"
10206,1,13,0,0.0045806,"\int \frac{-3969-1024 e^{1024 x/3969}}{3969} \, dx","Int[(-3969 - 1024*E^((1024*x)/3969))/3969,x]","-x-e^{1024 x/3969}","-x-e^{1024 x/3969}+4",1,"-E^((1024*x)/3969) - x","A",3,2,15,0.1333,1,"{12, 2194}"
10207,1,32,0,0.0480544,"\int \frac{e^x (5-5 x)+4 x^2+4 x^3-2 x^2 \log \left(\frac{\log ^2(2)}{x^2}\right)}{4 x^2} \, dx","Int[(E^x*(5 - 5*x) + 4*x^2 + 4*x^3 - 2*x^2*Log[Log[2]^2/x^2])/(4*x^2),x]","\frac{x^2}{2}-\frac{1}{2} x \log \left(\frac{\log ^2(2)}{x^2}\right)-\frac{5 e^x}{4 x}","\frac{1}{2} x \left(x-\log \left(\frac{\log ^2(2)}{x^2}\right)\right)-\frac{5 e^x}{4 x}",1,"(-5*E^x)/(4*x) + x^2/2 - (x*Log[Log[2]^2/x^2])/2","A",6,4,41,0.09756,1,"{12, 14, 2197, 2295}"
10208,1,24,0,0.0865281,"\int \frac{-2 e^2 x+e^2 \log (4)+e^{\frac{32 x}{e^2}} \left(-2 e^2 x-32 x^2\right) \log (4)}{e^2 \log (4)} \, dx","Int[(-2*E^2*x + E^2*Log[4] + E^((32*x)/E^2)*(-2*E^2*x - 32*x^2)*Log[4])/(E^2*Log[4]),x]","-e^{\frac{32 x}{e^2}} x^2-\frac{x^2}{\log (4)}+x","-e^{\frac{32 x}{e^2}} x^2-\frac{x^2}{\log (4)}+x",1,"x - E^((32*x)/E^2)*x^2 - x^2/Log[4]","A",10,5,44,0.1136,1,"{12, 1593, 2196, 2176, 2194}"
10209,0,0,0,1.3592603,"\int \frac{-x+\left(-x+x^2\right) \log (x)+\left(-2 x^2 \log (x)+2 x \log (x) \log (x \log (x))\right) \log (8 x-8 \log (x \log (x)))}{(-x \log (x)+\log (x) \log (x \log (x))) \log ^2(8 x-8 \log (x \log (x)))} \, dx","Int[(-x + (-x + x^2)*Log[x] + (-2*x^2*Log[x] + 2*x*Log[x]*Log[x*Log[x]])*Log[8*x - 8*Log[x*Log[x]]])/((-(x*Log[x]) + Log[x]*Log[x*Log[x]])*Log[8*x - 8*Log[x*Log[x]]]^2),x]","\int \frac{-x+\left(-x+x^2\right) \log (x)+\left(-2 x^2 \log (x)+2 x \log (x) \log (x \log (x))\right) \log (8 x-8 \log (x \log (x)))}{(-x \log (x)+\log (x) \log (x \log (x))) \log ^2(8 x-8 \log (x \log (x)))} \, dx","\frac{x^2}{\log (8 (x-\log (x \log (x))))}",1,"Defer[Int][x/((x - Log[x*Log[x]])*Log[8*(x - Log[x*Log[x]])]^2), x] - Defer[Int][x^2/((x - Log[x*Log[x]])*Log[8*(x - Log[x*Log[x]])]^2), x] + Defer[Int][x/(Log[x]*(x - Log[x*Log[x]])*Log[8*(x - Log[x*Log[x]])]^2), x] + 2*Defer[Int][x^2/((x - Log[x*Log[x]])*Log[8*(x - Log[x*Log[x]])]), x] - 2*Defer[Int][(x*Log[x*Log[x]])/((x - Log[x*Log[x]])*Log[8*(x - Log[x*Log[x]])]), x]","F",0,0,0,0,-1,"{}"
10210,1,25,0,0.5595729,"\int \frac{e^{-8 x-e^{\left.\frac{1}{4}\right/x} x+x \log \left(x^2\right)} \left(e^{3+\frac{1}{4 x}} (1-4 x)-24 e^3 x+4 e^3 x \log \left(x^2\right)\right)}{4 x} \, dx","Int[(E^(-8*x - E^(1/(4*x))*x + x*Log[x^2])*(E^(3 + 1/(4*x))*(1 - 4*x) - 24*E^3*x + 4*E^3*x*Log[x^2]))/(4*x),x]","e^{-e^{\left.\frac{1}{4}\right/x} x-8 x+3} \left(x^2\right)^x","e^{x \left(\log \left(x^2\right)-e^{\left.\frac{1}{4}\right/x}-8\right)+3}",1,"E^(3 - 8*x - E^(1/(4*x))*x)*(x^2)^x","A",2,2,65,0.03077,1,"{12, 6706}"
10211,1,20,0,0.2350288,"\int \frac{-4+3 x+6 x^2-3 x^3+(-2+x) \log \left(2 x-x^2\right)}{4-4 x+x^2+2 x^3-x^4+\left(-2 x+x^2\right) \log \left(2 x-x^2\right)} \, dx","Int[(-4 + 3*x + 6*x^2 - 3*x^3 + (-2 + x)*Log[2*x - x^2])/(4 - 4*x + x^2 + 2*x^3 - x^4 + (-2*x + x^2)*Log[2*x - x^2]),x]","\log \left(x^3-x-x \log ((2-x) x)+2\right)","\log \left(-\left(x \left(x^2-\log \left(2 x-x^2\right)\right)\right)+x-2\right)",1,"Log[2 - x + x^3 - x*Log[(2 - x)*x]]","A",2,2,68,0.02941,1,"{6741, 6684}"
10212,0,0,0,0.8024086,"\int \frac{e^8+e^{2 x}+150 x^2-2 e^4 x^2+x^4+e^x \left(2 e^4-75 x-2 x^2\right)}{e^8 x+e^{2 x} x-2 e^4 x^3+x^5+e^x \left(2 e^4 x-2 x^3\right)} \, dx","Int[(E^8 + E^(2*x) + 150*x^2 - 2*E^4*x^2 + x^4 + E^x*(2*E^4 - 75*x - 2*x^2))/(E^8*x + E^(2*x)*x - 2*E^4*x^3 + x^5 + E^x*(2*E^4*x - 2*x^3)),x]","\int \frac{e^8+e^{2 x}+150 x^2-2 e^4 x^2+x^4+e^x \left(2 e^4-75 x-2 x^2\right)}{e^8 x+e^{2 x} x-2 e^4 x^3+x^5+e^x \left(2 e^4 x-2 x^3\right)} \, dx","\frac{75}{-x^2+e^x+e^4}-\log \left(\frac{1}{x}\right)+4-\log (4)",1,"Log[x] + 75*E^4*Defer[Int][(E^4 + E^x - x^2)^(-2), x] - 75*Defer[Int][(E^4 + E^x - x^2)^(-1), x] + 150*Defer[Int][x/(-E^4 - E^x + x^2)^2, x] - 75*Defer[Int][x^2/(-E^4 - E^x + x^2)^2, x]","F",0,0,0,0,-1,"{}"
10213,1,36,0,0.0500358,"\int \frac{12+1246 x-622 x^3+(-8-623 x) \log (x)}{x^3} \, dx","Int[(12 + 1246*x - 622*x^3 + (-8 - 623*x)*Log[x])/x^3,x]","-\frac{4}{x^2}+\frac{(623 x+8)^2 \log (x)}{16 x^2}-622 x-\frac{623}{x}-\frac{388129 \log (x)}{16}","x+\frac{(2 (x-2)-625 x) \left(x+\frac{1-\log (x)}{x}\right)}{x}-5",1,"-4/x^2 - 623/x - 622*x - (388129*Log[x])/16 + ((8 + 623*x)^2*Log[x])/(16*x^2)","A",8,5,22,0.2273,1,"{14, 37, 2334, 12, 43}"
10214,1,23,0,0.3429053,"\int \frac{e^{e^3} \left(-3200+2400 x-600 x^2+50 x^3\right)+10 x \log (x)+\left(-3200+2400 x-600 x^2+50 x^3\right) \log (\log (x))}{\left(-64 x+48 x^2-12 x^3+x^4\right) \log (x)} \, dx","Int[(E^E^3*(-3200 + 2400*x - 600*x^2 + 50*x^3) + 10*x*Log[x] + (-3200 + 2400*x - 600*x^2 + 50*x^3)*Log[Log[x]])/((-64*x + 48*x^2 - 12*x^3 + x^4)*Log[x]),x]","25 \left(\log (\log (x))+e^{e^3}\right)^2-\frac{5}{(4-x)^2}","-\frac{5}{(4-x)^2}+25 \left(\log (\log (x))+e^{e^3}\right)^2-5",1,"-5/(4 - x)^2 + 25*(E^E^3 + Log[Log[x]])^2","A",5,3,70,0.04286,1,"{6688, 12, 2301}"
10215,1,53,0,0.2327824,"\int \frac{-6 e^{-3+e}+e^{-6+2 e} \left(4-4 x+x^2\right)}{4+8 x+4 x^2+e^{-3+e} \left(-8 x-4 x^2+4 x^3\right)+e^{-6+2 e} \left(4 x^2-4 x^3+x^4\right)} \, dx","Int[(-6*E^(-3 + E) + E^(-6 + 2*E)*(4 - 4*x + x^2))/(4 + 8*x + 4*x^2 + E^(-3 + E)*(-8*x - 4*x^2 + 4*x^3) + E^(-6 + 2*E)*(4*x^2 - 4*x^3 + x^4)),x]","-\frac{2 e^{2 e}-e^{2 e} x}{-e^{2 e} x^2-2 e^e \left(e^3-e^e\right) x-2 e^{3+e}}","\frac{1}{e^{3-e} \left(1-\frac{3 x}{x-2}\right)-x}",1,"-((2*E^(2*E) - E^(2*E)*x)/(-2*E^(3 + E) - 2*E^E*(E^3 - E^E)*x - E^(2*E)*x^2))","B",4,4,79,0.05063,1,"{1680, 12, 1814, 8}"
10216,1,24,0,0.1890741,"\int \frac{8+10 x+e^{9+x} (4+5 x) \left(-9 x-5 x^2\right)}{4 x+5 x^2} \, dx","Int[(8 + 10*x + E^(9 + x)*(4 + 5*x)*(-9*x - 5*x^2))/(4*x + 5*x^2),x]","-e^{x+9} (5 x+9)+5 e^{x+9}+2 \log (x)","\log \left(x^2\right)-e^{x+9} (5 x+4)+1",1,"5*E^(9 + x) - E^(9 + x)*(9 + 5*x) + 2*Log[x]","A",5,4,37,0.1081,1,"{1593, 6688, 2176, 2194}"
10217,1,18,0,0.0385526,"\int \frac{-24+2 x^2+10 x^4}{-4 x+5 x^3} \, dx","Int[(-24 + 2*x^2 + 10*x^4)/(-4*x + 5*x^3),x]","x^2-2 \log \left(4-5 x^2\right)+6 \log (x)","\log \left(\frac{25 x^4}{\left(x-\frac{4}{5 x}\right)^2}\right)+x^2-4",1,"x^2 + 6*Log[x] - 2*Log[4 - 5*x^2]","A",4,3,24,0.1250,1,"{1593, 1251, 893}"
10218,1,84,0,0.1973966,"\int \frac{-4 x+8 x \log (x)+20 e^{13-x} \log ^2(x)}{5 e^3 \log ^2(x)} \, dx","Int[(-4*x + 8*x*Log[x] + 20*E^(13 - x)*Log[x]^2)/(5*E^3*Log[x]^2),x]","\frac{8 \text{Ei}(2 \log (x))}{5 e^3}-\frac{8 (1-2 \log (x)) \text{Ei}(2 \log (x))}{5 e^3}-\frac{16 \log (x) \text{Ei}(2 \log (x))}{5 e^3}+\frac{8 x^2}{5 e^3}+\frac{4 x^2 (1-2 \log (x))}{5 e^3 \log (x)}-4 e^{10-x}","4 \left(\frac{x^2}{5 e^3 \log (x)}-e^{10-x}+5\right)",1,"-4*E^(10 - x) + (8*x^2)/(5*E^3) + (8*ExpIntegralEi[2*Log[x]])/(5*E^3) - (8*ExpIntegralEi[2*Log[x]]*(1 - 2*Log[x]))/(5*E^3) + (4*x^2*(1 - 2*Log[x]))/(5*E^3*Log[x]) - (16*ExpIntegralEi[2*Log[x]]*Log[x])/(5*E^3)","C",10,8,33,0.2424,1,"{12, 6742, 2194, 2306, 2309, 2178, 2366, 6482}"
10219,1,109,0,5.5211172,"\int \frac{x (i \pi +\log (3))^4-2 (i \pi +\log (3))^4 \log (x)+\left(x (i \pi +\log (3))^4-(i \pi +\log (3))^4 \log ^2(x)\right) \log \left(x-\log ^2(x)\right)+\left(-4 e^{4+x} x^3 (i \pi +\log (3))^2+8 e^{4+x} x^2 (i \pi +\log (3))^2 \log (x)\right) \log ^2\left(x-\log ^2(x)\right)+\left(e^{4+x} \left(-4 x^3+2 x^4\right) (i \pi +\log (3))^2+e^{4+x} \left(4 x^2-2 x^3\right) (i \pi +\log (3))^2 \log ^2(x)\right) \log ^3\left(x-\log ^2(x)\right)+\left(-8 e^{8+2 x} x^6+8 e^{8+2 x} x^5 \log ^2(x)\right) \log ^5\left(x-\log ^2(x)\right)}{\left(-4 x^6+4 x^5 \log ^2(x)\right) \log ^5\left(x-\log ^2(x)\right)} \, dx","Int[(x*(I*Pi + Log[3])^4 - 2*(I*Pi + Log[3])^4*Log[x] + (x*(I*Pi + Log[3])^4 - (I*Pi + Log[3])^4*Log[x]^2)*Log[x - Log[x]^2] + (-4*E^(4 + x)*x^3*(I*Pi + Log[3])^2 + 8*E^(4 + x)*x^2*(I*Pi + Log[3])^2*Log[x])*Log[x - Log[x]^2]^2 + (E^(4 + x)*(-4*x^3 + 2*x^4)*(I*Pi + Log[3])^2 + E^(4 + x)*(4*x^2 - 2*x^3)*(I*Pi + Log[3])^2*Log[x]^2)*Log[x - Log[x]^2]^3 + (-8*E^(8 + 2*x)*x^6 + 8*E^(8 + 2*x)*x^5*Log[x]^2)*Log[x - Log[x]^2]^5)/((-4*x^6 + 4*x^5*Log[x]^2)*Log[x - Log[x]^2]^5),x]","\frac{(\pi -i \log (3))^4}{16 x^4 \log ^4\left(x-\log ^2(x)\right)}+\frac{e^{x+4} (\pi -i \log (3))^2 \left(x^2 \log \left(x-\log ^2(x)\right)-x \log ^2(x) \log \left(x-\log ^2(x)\right)\right)}{2 x^3 \left(x-\log ^2(x)\right) \log ^3\left(x-\log ^2(x)\right)}+e^{2 x+8}","\left(-e^{x+4}+\frac{(\log (3)+i \pi )^2}{4 x^2 \log ^2\left(x-\log ^2(x)\right)}\right)^2",1,"E^(8 + 2*x) + (Pi - I*Log[3])^4/(16*x^4*Log[x - Log[x]^2]^4) + (E^(4 + x)*(Pi - I*Log[3])^2*(x^2*Log[x - Log[x]^2] - x*Log[x]^2*Log[x - Log[x]^2]))/(2*x^3*(x - Log[x]^2)*Log[x - Log[x]^2]^3)","B",8,7,262,0.02672,1,"{2561, 6688, 12, 6742, 2194, 6687, 2288}"
10220,0,0,0,3.3706675,"\int \frac{e^{5+\frac{2 x}{e^5}} \left(12+12 x+3 x^2\right)+e^5 \left(12 x^2+3 e^2 x^2+12 x^3+3 x^4+e \left(-16 x^2-6 x^3\right)\right)+e^{\frac{x}{e^5}} \left(e \left(8 x+4 x^2\right)+e^5 \left(-24 x-24 x^2-6 x^3+e \left(-8+12 x+6 x^2\right)\right)\right)}{e^{5+\frac{2 x}{e^5}} \left(12+12 x+3 x^2\right)+e^{5+\frac{x}{e^5}} \left(-24 x-24 x^2-6 x^3+e \left(12 x+6 x^2\right)\right)+e^5 \left(12 x^2+3 e^2 x^2+12 x^3+3 x^4+e \left(-12 x^2-6 x^3\right)\right)} \, dx","Int[(E^(5 + (2*x)/E^5)*(12 + 12*x + 3*x^2) + E^5*(12*x^2 + 3*E^2*x^2 + 12*x^3 + 3*x^4 + E*(-16*x^2 - 6*x^3)) + E^(x/E^5)*(E*(8*x + 4*x^2) + E^5*(-24*x - 24*x^2 - 6*x^3 + E*(-8 + 12*x + 6*x^2))))/(E^(5 + (2*x)/E^5)*(12 + 12*x + 3*x^2) + E^(5 + x/E^5)*(-24*x - 24*x^2 - 6*x^3 + E*(12*x + 6*x^2)) + E^5*(12*x^2 + 3*E^2*x^2 + 12*x^3 + 3*x^4 + E*(-12*x^2 - 6*x^3))),x]","\int \frac{e^{5+\frac{2 x}{e^5}} \left(12+12 x+3 x^2\right)+e^5 \left(12 x^2+3 e^2 x^2+12 x^3+3 x^4+e \left(-16 x^2-6 x^3\right)\right)+e^{\frac{x}{e^5}} \left(e \left(8 x+4 x^2\right)+e^5 \left(-24 x-24 x^2-6 x^3+e \left(-8+12 x+6 x^2\right)\right)\right)}{e^{5+\frac{2 x}{e^5}} \left(12+12 x+3 x^2\right)+e^{5+\frac{x}{e^5}} \left(-24 x-24 x^2-6 x^3+e \left(12 x+6 x^2\right)\right)+e^5 \left(12 x^2+3 e^2 x^2+12 x^3+3 x^4+e \left(-12 x^2-6 x^3\right)\right)} \, dx","x+\frac{4}{\frac{3 e x}{\left(e^{\frac{x}{e^5}}-x\right) (x+2)}+3}",1,"x + (8*E^2*Defer[Int][(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))^(-2), x])/3 + (16*E^2*Defer[Int][1/((-2 - x)*(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))^2), x])/3 - (8*E*Defer[Int][x/(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))^2, x])/3 + (4*(2 - E - E^5)*Defer[Int][x^2/(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))^2, x])/(3*E^4) + (4*Defer[Int][x^3/(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))^2, x])/(3*E^4) + (8*E*Defer[Int][1/((-2 - x)*(E*x + E^(x/E^5)*(2 + x) - x*(2 + x))), x])/3 + (4*Defer[Int][x/(E*x + E^(x/E^5)*(2 + x) - x*(2 + x)), x])/(3*E^4)","F",0,0,0,0,-1,"{}"
10221,1,104,0,0.2590435,"\int \frac{3^{-\frac{2}{-5-x-x^2+\log (x)}} \left(-4050-1620 x-1782 x^2-324 x^3-162 x^4+\left(54-54 x-108 x^2\right) \log (3)+\left(1620+324 x+324 x^2\right) \log (x)-162 \log ^2(x)\right)}{25 x^7+10 x^8+11 x^9+2 x^{10}+x^{11}+\left(-10 x^7-2 x^8-2 x^9\right) \log (x)+x^7 \log ^2(x)} \, dx","Int[(-4050 - 1620*x - 1782*x^2 - 324*x^3 - 162*x^4 + (54 - 54*x - 108*x^2)*Log[3] + (1620 + 324*x + 324*x^2)*Log[x] - 162*Log[x]^2)/(3^(2/(-5 - x - x^2 + Log[x]))*(25*x^7 + 10*x^8 + 11*x^9 + 2*x^10 + x^11 + (-10*x^7 - 2*x^8 - 2*x^9)*Log[x] + x^7*Log[x]^2)),x]","-\frac{\left(-2 x^2-x+1\right) 3^{\frac{2}{x^2+x-\log (x)+5}+3} \left(x^2+x-\log (x)+5\right)^2}{\left(2 x-\frac{1}{x}+1\right) \left(x^{11}+2 x^{10}+11 x^9+10 x^8+25 x^7+x^7 \log ^2(x)-2 \left(x^9+x^8+5 x^7\right) \log (x)\right)}","\frac{3^{\frac{2}{x^2+x-\log (x)+5}+3}}{x^6}-3",1,"-((3^(3 + 2/(5 + x + x^2 - Log[x]))*(1 - x - 2*x^2)*(5 + x + x^2 - Log[x])^2)/((1 - x^(-1) + 2*x)*(25*x^7 + 10*x^8 + 11*x^9 + 2*x^10 + x^11 - 2*(5*x^7 + x^8 + x^9)*Log[x] + x^7*Log[x]^2)))","B",1,1,124,0.008065,1,"{2288}"
10222,0,0,0,2.3581832,"\int \frac{-2 x+2 e^{2/x} x+20 x^3+12 x^4+2 x^5+e^{\frac{1}{x}} \left(-2-2 x+12 x^2+4 x^3\right)+\left(2 x-4 e^{\frac{1}{x}} x-12 x^2-4 x^3\right) \log (x)+2 x \log ^2(x)}{e^{2/x} x+9 x^3+6 x^4+x^5+e^{\frac{1}{x}} \left(6 x^2+2 x^3\right)+\left(-2 e^{\frac{1}{x}} x-6 x^2-2 x^3\right) \log (x)+x \log ^2(x)} \, dx","Int[(-2*x + 2*E^(2/x)*x + 20*x^3 + 12*x^4 + 2*x^5 + E^x^(-1)*(-2 - 2*x + 12*x^2 + 4*x^3) + (2*x - 4*E^x^(-1)*x - 12*x^2 - 4*x^3)*Log[x] + 2*x*Log[x]^2)/(E^(2/x)*x + 9*x^3 + 6*x^4 + x^5 + E^x^(-1)*(6*x^2 + 2*x^3) + (-2*E^x^(-1)*x - 6*x^2 - 2*x^3)*Log[x] + x*Log[x]^2),x]","\int \frac{-2 x+2 e^{2/x} x+20 x^3+12 x^4+2 x^5+e^{\frac{1}{x}} \left(-2-2 x+12 x^2+4 x^3\right)+\left(2 x-4 e^{\frac{1}{x}} x-12 x^2-4 x^3\right) \log (x)+2 x \log ^2(x)}{e^{2/x} x+9 x^3+6 x^4+x^5+e^{\frac{1}{x}} \left(6 x^2+2 x^3\right)+\left(-2 e^{\frac{1}{x}} x-6 x^2-2 x^3\right) \log (x)+x \log ^2(x)} \, dx","2 \left(x-\frac{x}{x (x+3)+e^{\frac{1}{x}}-\log (x)}-2\right)",1,"2*x + 4*Defer[Int][(E^x^(-1) + 3*x + x^2 - Log[x])^(-2), x] + 8*Defer[Int][x/(E^x^(-1) + 3*x + x^2 - Log[x])^2, x] + 4*Defer[Int][x^2/(E^x^(-1) + 3*x + x^2 - Log[x])^2, x] - 2*Defer[Int][(E^x^(-1) + 3*x + x^2 - Log[x])^(-1), x] - 2*Defer[Int][1/(x*(E^x^(-1) + 3*x + x^2 - Log[x])), x] - 2*Defer[Int][Log[x]/(x*(E^x^(-1) + 3*x + x^2 - Log[x])^2), x]","F",0,0,0,0,-1,"{}"
10223,1,28,0,0.0404725,"\int \frac{-2-4 x-5 x^2-10 x^3-\log (2)+(2+\log (2)) \log (x)}{5 x^2} \, dx","Int[(-2 - 4*x - 5*x^2 - 10*x^3 - Log[2] + (2 + Log[2])*Log[x])/(5*x^2),x]","-x^2-x-\frac{4 \log (x)}{5}-\frac{(2+\log (2)) \log (x)}{5 x}","-x^2-x-\log (x)+\frac{(x-2-\log (2)) \log (x)}{5 x}-4",1,"-x - x^2 - (4*Log[x])/5 - ((2 + Log[2])*Log[x])/(5*x)","A",6,3,33,0.09091,1,"{12, 14, 2304}"
10224,1,13,0,0.0128002,"\int \frac{1-\log (10 x \log (3))}{25 x^2} \, dx","Int[(1 - Log[10*x*Log[3]])/(25*x^2),x]","\frac{\log (10 x \log (3))}{25 x}","\frac{\log (10 x \log (3))}{25 x}",1,"Log[10*x*Log[3]]/(25*x)","A",2,2,17,0.1176,1,"{12, 2303}"
10225,0,0,0,1.5209033,"\int \frac{71+e^{18+12 x+2 x^2}+e^{9+6 x+x^2} \left(17-6 x-2 x^2\right)+\left(17+2 e^{9+6 x+x^2}\right) \log (x)+\log ^2(x)}{64+16 e^{9+6 x+x^2}+e^{18+12 x+2 x^2}+\left(16+2 e^{9+6 x+x^2}\right) \log (x)+\log ^2(x)} \, dx","Int[(71 + E^(18 + 12*x + 2*x^2) + E^(9 + 6*x + x^2)*(17 - 6*x - 2*x^2) + (17 + 2*E^(9 + 6*x + x^2))*Log[x] + Log[x]^2)/(64 + 16*E^(9 + 6*x + x^2) + E^(18 + 12*x + 2*x^2) + (16 + 2*E^(9 + 6*x + x^2))*Log[x] + Log[x]^2),x]","\int \frac{71+e^{18+12 x+2 x^2}+e^{9+6 x+x^2} \left(17-6 x-2 x^2\right)+\left(17+2 e^{9+6 x+x^2}\right) \log (x)+\log ^2(x)}{64+16 e^{9+6 x+x^2}+e^{18+12 x+2 x^2}+\left(16+2 e^{9+6 x+x^2}\right) \log (x)+\log ^2(x)} \, dx","x+\frac{x}{e^{(x+3)^2}+\log (x)+8}",1,"x - Defer[Int][(8 + E^(3 + x)^2 + Log[x])^(-2), x] + 48*Defer[Int][x/(8 + E^(3 + x)^2 + Log[x])^2, x] + 16*Defer[Int][x^2/(8 + E^(3 + x)^2 + Log[x])^2, x] + 6*Defer[Int][(x*Log[x])/(8 + E^(3 + x)^2 + Log[x])^2, x] + 2*Defer[Int][(x^2*Log[x])/(8 + E^(3 + x)^2 + Log[x])^2, x] + Defer[Int][(8 + E^(3 + x)^2 + Log[x])^(-1), x] - 6*Defer[Int][x/(8 + E^(3 + x)^2 + Log[x]), x] - 2*Defer[Int][x^2/(8 + E^(3 + x)^2 + Log[x]), x]","F",0,0,0,0,-1,"{}"
10226,1,26,0,0.3245056,"\int \frac{1+\left(-1-162 x^2+216 e^e x^2-108 e^{2 e} x^2+24 e^{3 e} x^2-2 e^{4 e} x^2\right) \log \left(\frac{1}{x}\right)}{x \log \left(\frac{1}{x}\right)} \, dx","Int[(1 + (-1 - 162*x^2 + 216*E^E*x^2 - 108*E^(2*E)*x^2 + 24*E^(3*E)*x^2 - 2*E^(4*E)*x^2)*Log[x^(-1)])/(x*Log[x^(-1)]),x]","-\left(3-e^e\right)^4 x^2-\log (x)-\log \left(\log \left(\frac{1}{x}\right)\right)","-\left(3-e^e\right)^4 x^2-\log \left(x \log \left(\frac{1}{x}\right)\right)-4",1,"-((3 - E^E)^4*x^2) - Log[x] - Log[Log[x^(-1)]]","A",7,4,62,0.06452,1,"{6688, 14, 2302, 29}"
10227,1,17,0,0.0036585,"\int \left(-8 x+16 x^2\right) \log (3) \, dx","Int[(-8*x + 16*x^2)*Log[3],x]","\frac{16}{3} x^3 \log (3)-4 x^2 \log (3)","\frac{2}{3} (2 (x-2)+4) \left(4-\frac{3}{x}\right) x^2 \log (3)",1,"-4*x^2*Log[3] + (16*x^3*Log[3])/3","A",2,1,12,0.08333,1,"{12}"
10228,1,11,0,0.0010022,"\int \frac{1}{3} (1+80 x) \, dx","Int[(1 + 80*x)/3,x]","\frac{1}{480} (80 x+1)^2","\frac{2}{3} \left(20 x^2-x+1-\log (2)\right)+x+1",1,"(1 + 80*x)^2/480","A",1,1,9,0.1111,1,"{9}"
10229,1,29,0,0.2466329,"\int \frac{\left(x-2 x \log (4)+x \log ^2(4)\right) \log \left(\frac{x}{2}\right)+\left(2 x^2-4 x^2 \log (4)+2 x^2 \log ^2(4)\right) \log \left(\frac{x}{2}\right) \log (x)+\left(2 x^2-4 x^2 \log (4)+2 x^2 \log ^2(4)\right) \log \left(\frac{x}{2}\right) \log ^2(x)+100 \log ^3\left(\log \left(\frac{x}{2}\right)\right)}{\left(x-2 x \log (4)+x \log ^2(4)\right) \log \left(\frac{x}{2}\right)} \, dx","Int[((x - 2*x*Log[4] + x*Log[4]^2)*Log[x/2] + (2*x^2 - 4*x^2*Log[4] + 2*x^2*Log[4]^2)*Log[x/2]*Log[x] + (2*x^2 - 4*x^2*Log[4] + 2*x^2*Log[4]^2)*Log[x/2]*Log[x]^2 + 100*Log[Log[x/2]]^3)/((x - 2*x*Log[4] + x*Log[4]^2)*Log[x/2]),x]","x^2 \log ^2(x)+x+\frac{25 \log ^4\left(\log \left(\frac{x}{2}\right)\right)}{(1-\log (4))^2}","x^2 \log ^2(x)+x+\frac{25 \log ^4\left(\log \left(\frac{x}{2}\right)\right)}{(\log (4)-1)^2}",1,"x + x^2*Log[x]^2 + (25*Log[Log[x/2]]^4)/(1 - Log[4])^2","A",12,7,120,0.05833,1,"{6, 12, 6688, 2304, 2305, 2302, 30}"
10230,1,144,0,0.4131326,"\int \frac{-395641-9 e^2+32708 x-676 x^2+e^{-3+x} (-1965-9 e+78 x)+e (-3774+156 x)}{395641+9 e^2+e (3774-156 x)-32708 x+676 x^2} \, dx","Int[(-395641 - 9*E^2 + 32708*x - 676*x^2 + E^(-3 + x)*(-1965 - 9*E + 78*x) + E*(-3774 + 156*x))/(395641 + 9*E^2 + E*(3774 - 156*x) - 32708*x + 676*x^2),x]","-x-\frac{3 e^{x-3}}{-26 x+3 e+629}-\frac{395641+9 e^2}{26 (-26 x+3 e+629)}-\frac{(629+3 e)^2}{26 (-26 x+3 e+629)}+\frac{629 (629+3 e)}{13 (-26 x+3 e+629)}+\frac{9 e^2}{13 (-26 x+3 e+629)}-\frac{1}{13} (629+3 e) \log (-26 x+3 e+629)+\frac{3}{13} e \log (-26 x+3 e+629)+\frac{629}{13} \log (-26 x+3 e+629)","-x-\frac{e^{x-3}}{-\frac{26}{3} (x-25)+e-7}+4",1,"(9*E^2)/(13*(629 + 3*E - 26*x)) - (3*E^(-3 + x))/(629 + 3*E - 26*x) + (629*(629 + 3*E))/(13*(629 + 3*E - 26*x)) - (629 + 3*E)^2/(26*(629 + 3*E - 26*x)) - (395641 + 9*E^2)/(26*(629 + 3*E - 26*x)) - x + (629*Log[629 + 3*E - 26*x])/13 + (3*E*Log[629 + 3*E - 26*x])/13 - ((629 + 3*E)*Log[629 + 3*E - 26*x])/13","B",11,5,61,0.08197,1,"{6741, 27, 6742, 2197, 43}"
10231,0,0,0,8.8154839,"\int \frac{8 e^5 x^{14}+e^{4 x} \left(16 x^7-8 x^8+e^5 \left(-14 x^6+8 x^7\right)\right)}{e^{8 x}+8 e^{4 x} x^8+16 x^{16}} \, dx","Int[(8*E^5*x^14 + E^(4*x)*(16*x^7 - 8*x^8 + E^5*(-14*x^6 + 8*x^7)))/(E^(8*x) + 8*E^(4*x)*x^8 + 16*x^16),x]","\int \frac{8 e^5 x^{14}+e^{4 x} \left(16 x^7-8 x^8+e^5 \left(-14 x^6+8 x^7\right)\right)}{e^{8 x}+8 e^{4 x} x^8+16 x^{16}} \, dx","-\frac{2 \left(e^5-x\right)}{\left(\frac{e^{4 x}}{x^8}+4\right) x}",1,"-2*E^5*Defer[Int][(E^x*x^4)/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] + (2 + E^5)*Defer[Int][(E^x*x^5)/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] + 2*E^5*Defer[Int][x^6/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] - Defer[Int][(E^x*x^6)/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] - (2 + E^5)*Defer[Int][x^7/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] + Defer[Int][x^8/(E^(2*x) - 2*E^x*x^2 + 2*x^4)^2, x] + (E^5*Defer[Int][E^x/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x])/4 - ((2 + E^5)*Defer[Int][(E^x*x)/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x])/4 - (E^5*Defer[Int][x^2/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x])/2 + Defer[Int][(E^x*x^2)/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x]/4 + ((2 + E^5)*Defer[Int][x^3/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x])/2 - Defer[Int][x^4/(E^(2*x) - 2*E^x*x^2 + 2*x^4), x]/2 + 2*E^5*Defer[Int][(E^x*x^4)/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] - (2 + E^5)*Defer[Int][(E^x*x^5)/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] + 2*E^5*Defer[Int][x^6/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] + Defer[Int][(E^x*x^6)/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] - (2 + E^5)*Defer[Int][x^7/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] + Defer[Int][x^8/(E^(2*x) + 2*E^x*x^2 + 2*x^4)^2, x] - (E^5*Defer[Int][E^x/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x])/4 + ((2 + E^5)*Defer[Int][(E^x*x)/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x])/4 - (E^5*Defer[Int][x^2/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x])/2 - Defer[Int][(E^x*x^2)/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x]/4 + ((2 + E^5)*Defer[Int][x^3/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x])/2 - Defer[Int][x^4/(E^(2*x) + 2*E^x*x^2 + 2*x^4), x]/2","F",0,0,0,0,-1,"{}"
10232,0,0,0,3.5728993,"\int \frac{e^{x^6} x^2+e^{x^6} (1-2 x) \log (\log (3))+e^{e^{e^x-x^6}} \left(-e^{x^6}+e^{e^x} \left(e^x x-6 x^6+\left(-e^x+6 x^5\right) \log (\log (3))\right)\right)}{e^{x^6} x^2-2 e^{x^6} x \log (\log (3))+e^{x^6} \log ^2(\log (3))} \, dx","Int[(E^x^6*x^2 + E^x^6*(1 - 2*x)*Log[Log[3]] + E^E^(E^x - x^6)*(-E^x^6 + E^E^x*(E^x*x - 6*x^6 + (-E^x + 6*x^5)*Log[Log[3]])))/(E^x^6*x^2 - 2*E^x^6*x*Log[Log[3]] + E^x^6*Log[Log[3]]^2),x]","\int \frac{e^{x^6} x^2+e^{x^6} (1-2 x) \log (\log (3))+e^{e^{e^x-x^6}} \left(-e^{x^6}+e^{e^x} \left(e^x x-6 x^6+\left(-e^x+6 x^5\right) \log (\log (3))\right)\right)}{e^{x^6} x^2-2 e^{x^6} x \log (\log (3))+e^{x^6} \log ^2(\log (3))} \, dx","\frac{e^{e^{e^x-x^6}}+x^2-x}{x-\log (\log (3))}",1,"x - ((1 - Log[Log[3]])*Log[Log[3]])/(x - Log[Log[3]]) - 6*Log[Log[3]]^4*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6), x] - 6*Log[Log[3]]^3*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6)*x, x] - 6*Log[Log[3]]^2*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6)*x^2, x] - 6*Log[Log[3]]*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6)*x^3, x] - 6*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6)*x^4, x] - Defer[Int][E^E^(E^x - x^6)/(x - Log[Log[3]])^2, x] - 6*Log[Log[3]]^5*Defer[Int][E^(E^x + E^(E^x - x^6) - x^6)/(x - Log[Log[3]]), x] + Defer[Int][E^(E^x + E^(E^x - x^6) + x - x^6)/(x - Log[Log[3]]), x]","F",0,0,0,0,-1,"{}"
10233,1,13,0,0.2947674,"\int \frac{38 x+2 x^2+36 \log (x)}{x^3+x^2 \log (x)} \, dx","Int[(38*x + 2*x^2 + 36*Log[x])/(x^3 + x^2*Log[x]),x]","2 \log (x+\log (x))-\frac{36}{x}","\log \left(e^{-\frac{2 \left(\frac{2 \left(x-x^2\right)}{x}+16\right)}{x}} (x+\log (x))^2\right)",1,"-36/x + 2*Log[x + Log[x]]","A",6,5,26,0.1923,1,"{2561, 6741, 12, 6742, 6684}"
10234,1,27,0,0.1204962,"\int \frac{-4 x+x^6 (3+x)+x^3 (3+2 x) \log (2)+x \log ^2(2)}{-4 x+x^7+2 x^4 \log (2)+x \log ^2(2)} \, dx","Int[(-4*x + x^6*(3 + x) + x^3*(3 + 2*x)*Log[2] + x*Log[2]^2)/(-4*x + x^7 + 2*x^4*Log[2] + x*Log[2]^2),x]","\frac{1}{2} \log \left(-x^6-2 x^3 \log (2)+4-\log ^2(2)\right)+x","\frac{1}{2} \left(\log \left(\left(x^3+\log (2)\right)^2-4\right)+5\right)+x+64",1,"x + Log[4 - x^6 - 2*x^3*Log[2] - Log[2]^2]/2","A",8,6,51,0.1176,1,"{6, 1594, 1586, 1790, 1468, 628}"
10235,1,32,0,0.5958078,"\int \frac{-2-2 x+e^x \left(-6+x^2\right)}{1+2 e^x+e^{2 x}} \, dx","Int[(-2 - 2*x + E^x*(-6 + x^2))/(1 + 2*E^x + E^(2*x)),x]","-\frac{x^2}{e^x+1}-\frac{2 x}{e^x+1}+\frac{4}{e^x+1}","\frac{-x^2-2 x+e^x+5}{e^x+1}",1,"4/(1 + E^x) - (2*x)/(1 + E^x) - x^2/(1 + E^x)","A",40,15,29,0.5172,1,"{6741, 6742, 2282, 36, 29, 31, 2184, 2190, 2531, 6589, 44, 2185, 2279, 2391, 2191}"
10236,1,15,0,0.0125204,"\int \frac{20-20 e^2+20 e x-5 x^2}{4 e^2-4 e x+x^2} \, dx","Int[(20 - 20*E^2 + 20*E*x - 5*x^2)/(4*E^2 - 4*E*x + x^2),x]","\frac{20}{2 e-x}-5 x","4 \left(\frac{5}{2 e-x}-x\right)-x-4071",1,"20/(2*E - x) - 5*x","A",3,2,32,0.06250,1,"{27, 683}"
10237,1,36,0,0.0140079,"\int \left(-300 e^4 x-100 x^3+\left(150 e^4+150 x^2\right) \log (4)-50 x \log ^2(4)\right) \, dx","Int[-300*E^4*x - 100*x^3 + (150*E^4 + 150*x^2)*Log[4] - 50*x*Log[4]^2,x]","-25 x^4+50 x^3 \log (4)-25 x^2 \left(6 e^4+\log ^2(4)\right)+150 e^4 x \log (4)","-25 x^2 \left(-x-\frac{3 e^4}{x}+\log (4)\right)^2+3 e^{-e^2}+4",1,"-25*x^4 + 150*E^4*x*Log[4] + 50*x^3*Log[4] - 25*x^2*(6*E^4 + Log[4]^2)","A",3,1,33,0.03030,1,"{6}"
10238,1,26,0,0.4847811,"\int \frac{e^{\frac{x^2}{6+14 x+6 x^2+4 x^3}} \left(6 x+7 x^2-2 x^4\right)}{18+84 x+134 x^2+108 x^3+74 x^4+24 x^5+8 x^6} \, dx","Int[(E^(x^2/(6 + 14*x + 6*x^2 + 4*x^3))*(6*x + 7*x^2 - 2*x^4))/(18 + 84*x + 134*x^2 + 108*x^3 + 74*x^4 + 24*x^5 + 8*x^6),x]","e^{\frac{x^2}{2 \left(2 x^3+3 x^2+7 x+3\right)}}","e^{\frac{x}{2 (2 x+1) \left(x+\frac{x+3}{x}\right)}}",1,"E^(x^2/(2*(3 + 7*x + 3*x^2 + 2*x^3)))","A",4,4,70,0.05714,1,"{1594, 6688, 12, 6706}"
10239,0,0,0,2.2637027,"\int \frac{81 x^2-66 x^3+18 x^4-2 x^5+63 x^6-30 x^7+5 x^8+e^x \left(-9 x^2+7 x^3-x^4-7 x^6+x^7\right)}{162+2 e^{2 x}-180 x+86 x^2-20 x^3+2 x^4+e^x \left(-36+20 x-4 x^2\right)} \, dx","Int[(81*x^2 - 66*x^3 + 18*x^4 - 2*x^5 + 63*x^6 - 30*x^7 + 5*x^8 + E^x*(-9*x^2 + 7*x^3 - x^4 - 7*x^6 + x^7))/(162 + 2*E^(2*x) - 180*x + 86*x^2 - 20*x^3 + 2*x^4 + E^x*(-36 + 20*x - 4*x^2)),x]","\int \frac{81 x^2-66 x^3+18 x^4-2 x^5+63 x^6-30 x^7+5 x^8+e^x \left(-9 x^2+7 x^3-x^4-7 x^6+x^7\right)}{162+2 e^{2 x}-180 x+86 x^2-20 x^3+2 x^4+e^x \left(-36+20 x-4 x^2\right)} \, dx","\frac{x^3 \left(x^4-x+3\right)}{2 \left((3-x)^2-e^x+x\right)}-1",1,"21*Defer[Int][x^3/(9 - E^x - 5*x + x^2)^2, x] - (35*Defer[Int][x^4/(9 - E^x - 5*x + x^2)^2, x])/2 + 5*Defer[Int][x^5/(9 - E^x - 5*x + x^2)^2, x] - Defer[Int][x^6/(9 - E^x - 5*x + x^2)^2, x]/2 + 7*Defer[Int][x^7/(9 - E^x - 5*x + x^2)^2, x] - (7*Defer[Int][x^8/(9 - E^x - 5*x + x^2)^2, x])/2 + Defer[Int][x^9/(9 - E^x - 5*x + x^2)^2, x]/2 + (9*Defer[Int][x^2/(9 - E^x - 5*x + x^2), x])/2 - (7*Defer[Int][x^3/(9 - E^x - 5*x + x^2), x])/2 + Defer[Int][x^4/(9 - E^x - 5*x + x^2), x]/2 + (7*Defer[Int][x^6/(9 - E^x - 5*x + x^2), x])/2 - Defer[Int][x^7/(9 - E^x - 5*x + x^2), x]/2","F",0,0,0,0,-1,"{}"
10240,0,0,0,0.2829051,"\int \frac{2+2 e^{2 x}+e^x (1+4 x)+e^{3 x^2} \left(6 e^x x+12 x^2\right)}{e^x+2 x} \, dx","Int[(2 + 2*E^(2*x) + E^x*(1 + 4*x) + E^(3*x^2)*(6*E^x*x + 12*x^2))/(E^x + 2*x),x]","\int \frac{2+2 e^{2 x}+e^x (1+4 x)+e^{3 x^2} \left(6 e^x x+12 x^2\right)}{e^x+2 x} \, dx","e^{3 x^2}+2 e^x+\log \left(2 x+e^x\right)-1",1,"2*E^x + E^(3*x^2) + x + 2*Defer[Int][(E^x + 2*x)^(-1), x] - 2*Defer[Int][x/(E^x + 2*x), x]","F",0,0,0,0,-1,"{}"
10241,-1,0,0,180.0004006,"\int \frac{e^{e^x+x^2} \left(4+2 x-8 x^2-2 x^3+e^x \left(-4 x-x^2\right)\right)+e^{x^2} \left(-x^2+8 x^3+2 x^4+e^x \left(32-16 x-78 x^2-34 x^3-4 x^4\right)\right)}{16 x^2+8 x^3+x^4} \, dx","Int[(E^(E^x + x^2)*(4 + 2*x - 8*x^2 - 2*x^3 + E^x*(-4*x - x^2)) + E^x^2*(-x^2 + 8*x^3 + 2*x^4 + E^x*(32 - 16*x - 78*x^2 - 34*x^3 - 4*x^4)))/(16*x^2 + 8*x^3 + x^4),x]","\text{\$Aborted}","\frac{2 e^{x^2} \left(\frac{x-e^{e^x}}{2 (x+4)}-e^x\right)}{x}",1,"$Aborted","F",0,0,0,0,-1,"{}"
10242,1,71,0,1.7355799,"\int \frac{300+690 x+204 x^2+18 x^3+e^x \left(-500-2150 x-1215 x^2-240 x^3-15 x^4\right)+\left(-300-120 x-12 x^2+e^x \left(500+700 x+220 x^2+20 x^3\right)\right) \log (x)}{100+40 x+4 x^2} \, dx","Int[(300 + 690*x + 204*x^2 + 18*x^3 + E^x*(-500 - 2150*x - 1215*x^2 - 240*x^3 - 15*x^4) + (-300 - 120*x - 12*x^2 + E^x*(500 + 700*x + 220*x^2 + 20*x^3))*Log[x])/(100 + 40*x + 4*x^2),x]","-\frac{15}{4} e^x x^2+\frac{9 x^2}{4}-15 e^x x+9 x+25 e^x-\frac{125 e^x}{x+5}+\frac{75}{x+5}-3 x \log (x)-5 e^x \log (x)+5 e^x (x+1) \log (x)","\left(5 e^x-3\right) x \left(-\frac{x}{x+5}-\frac{3 x}{4}+\log (x)-2\right)",1,"25*E^x + 9*x - 15*E^x*x + (9*x^2)/4 - (15*E^x*x^2)/4 + 75/(5 + x) - (125*E^x)/(5 + x) - 5*E^x*Log[x] - 3*x*Log[x] + 5*E^x*(1 + x)*Log[x]","B",62,17,84,0.2024,1,"{27, 12, 6742, 43, 2314, 31, 2351, 2317, 2391, 2295, 6688, 2177, 2178, 2199, 2194, 2176, 2554}"
10243,1,57,0,0.3522508,"\int \frac{-24576+1152 x^2+96 x^3+e^{2 x} \left(8192 x+2560 x^2-2560 x^3+96 x^4+64 x^5\right)}{64+16 x+x^2} \, dx","Int[(-24576 + 1152*x^2 + 96*x^3 + E^(2*x)*(8192*x + 2560*x^2 - 2560*x^3 + 96*x^4 + 64*x^5))/(64 + 16*x + x^2),x]","32 e^{2 x} x^3-512 e^{2 x} x^2+4608 e^{2 x} x-36864 e^{2 x}+48 (4-x)^2+\frac{294912 e^{2 x}}{x+8}","16 (4-x)^2 \left(\frac{2 e^{2 x} x^2}{x+8}+3\right)",1,"-36864*E^(2*x) + 48*(4 - x)^2 + 4608*E^(2*x)*x - 512*E^(2*x)*x^2 + 32*E^(2*x)*x^3 + (294912*E^(2*x))/(8 + x)","B",18,7,53,0.1321,1,"{27, 6742, 2199, 2194, 2176, 2177, 2178}"
10244,1,26,0,0.0313277,"\int \frac{-64-4 x+x^2+32 \log (2)-4 \log ^2(2)+4 \log \left(2 e^x\right)}{x^2} \, dx","Int[(-64 - 4*x + x^2 + 32*Log[2] - 4*Log[2]^2 + 4*Log[2*E^x])/x^2,x]","x-\frac{4 \log \left(2 e^x\right)}{x}+\frac{4 (4-\log (2))^2}{x}","x+\frac{4 \left((4-\log (2))^2-\log \left(2 e^x\right)\right)}{x}+5",1,"x + (4*(4 - Log[2])^2)/x - (4*Log[2*E^x])/x","A",6,3,30,0.1000,1,"{14, 2168, 29}"
10245,0,0,0,0.5301741,"\int \frac{\exp \left(-2 x+\frac{e^{-2 x} \left(9-10000 e^{2 x} x^2\right)}{10000 x^2}\right) (-9-9 x)}{5000 x^3} \, dx","Int[(E^(-2*x + (9 - 10000*E^(2*x)*x^2)/(10000*E^(2*x)*x^2))*(-9 - 9*x))/(5000*x^3),x]","\int \frac{\exp \left(-2 x+\frac{e^{-2 x} \left(9-10000 e^{2 x} x^2\right)}{10000 x^2}\right) (-9-9 x)}{5000 x^3} \, dx","e^{\frac{9 e^{-2 x}}{10000 x^2}-1}",1,"(-9*Defer[Int][E^(-1 + 9/(10000*E^(2*x)*x^2) - 2*x)/x^3, x])/5000 - (9*Defer[Int][E^(-1 + 9/(10000*E^(2*x)*x^2) - 2*x)/x^2, x])/5000","F",0,0,0,0,-1,"{}"
10246,1,12,0,0.0053789,"\int \frac{-1+2 x^2+4 x^3}{x^2} \, dx","Int[(-1 + 2*x^2 + 4*x^3)/x^2,x]","2 x^2+2 x+\frac{1}{x}","2 \left(x^2+x+e^{16}+4\right)+\frac{1}{x}-5",1,"x^(-1) + 2*x + 2*x^2","A",2,1,16,0.06250,1,"{14}"
10247,0,0,0,10.4930546,"\int \frac{e^{2 x} \left(189-243 x+117 x^2-25 x^3+2 x^4+e^{\frac{2304+768 x+64 x^2}{9-6 x+x^2}} \left(27+6831 x+1215 x^2-19 x^3+2 x^4\right)\right)}{-243+405 x-270 x^2+90 x^3-15 x^4+x^5+e^{\frac{2 \left(2304+768 x+64 x^2\right)}{9-6 x+x^2}} \left(-27 x^2+27 x^3-9 x^4+x^5\right)+e^{\frac{2304+768 x+64 x^2}{9-6 x+x^2}} \left(162 x-216 x^2+108 x^3-24 x^4+2 x^5\right)} \, dx","Int[(E^(2*x)*(189 - 243*x + 117*x^2 - 25*x^3 + 2*x^4 + E^((2304 + 768*x + 64*x^2)/(9 - 6*x + x^2))*(27 + 6831*x + 1215*x^2 - 19*x^3 + 2*x^4)))/(-243 + 405*x - 270*x^2 + 90*x^3 - 15*x^4 + x^5 + E^((2*(2304 + 768*x + 64*x^2))/(9 - 6*x + x^2))*(-27*x^2 + 27*x^3 - 9*x^4 + x^5) + E^((2304 + 768*x + 64*x^2)/(9 - 6*x + x^2))*(162*x - 216*x^2 + 108*x^3 - 24*x^4 + 2*x^5)),x]","\int \frac{e^{2 x} \left(189-243 x+117 x^2-25 x^3+2 x^4+e^{\frac{2304+768 x+64 x^2}{9-6 x+x^2}} \left(27+6831 x+1215 x^2-19 x^3+2 x^4\right)\right)}{-243+405 x-270 x^2+90 x^3-15 x^4+x^5+e^{\frac{2 \left(2304+768 x+64 x^2\right)}{9-6 x+x^2}} \left(-27 x^2+27 x^3-9 x^4+x^5\right)+e^{\frac{2304+768 x+64 x^2}{9-6 x+x^2}} \left(162 x-216 x^2+108 x^3-24 x^4+2 x^5\right)} \, dx","\frac{e^{2 x}}{e^{16 \left(\frac{5 x+3}{3-x}+3\right)^2} x+x-3}",1,"-10368*Defer[Int][E^(2*x)/((-3 + x)^2*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)^2), x] - 1152*Defer[Int][E^(2*x)/((-3 + x)*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)^2), x] - 3*Defer[Int][E^(2*x)/(x*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)^2), x] + 2*Defer[Int][E^(2*x)/(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x), x] + 10368*Defer[Int][E^(2*x)/((-3 + x)^3*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)), x] + 1152*Defer[Int][E^(2*x)/((-3 + x)^2*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)), x] - Defer[Int][E^(2*x)/(x*(-3 + x + E^((64*(6 + x)^2)/(-3 + x)^2)*x)), x]","F",0,0,0,0,-1,"{}"
10248,1,11,0,0.0670142,"\int \frac{1}{-2 e-2 x+(e+x) \log (5 e+5 x)} \, dx","Int[(-2*E - 2*x + (E + x)*Log[5*E + 5*x])^(-1),x]","\log (2-\log (5 (x+e)))","\log (2-\log (5 (x+e)))+\log \left(\frac{93}{7}\right)",1,"Log[2 - Log[5*(E + x)]]","A",4,4,21,0.1905,1,"{6741, 2390, 2302, 29}"
10249,1,46,0,0.1624864,"\int \frac{618-164770 x-24360 x^2-33206 x^3-4820 x^4-240 x^5-4 x^6+e^{15} \left(20 x+4 x^3\right)+e^{10} \left(-1212 x-60 x^2-240 x^3-12 x^4\right)+e^5 \left(-30+24480 x+2418 x^2+4860 x^3+480 x^4+12 x^5\right)}{-8000+e^{15}+e^{10} (-60-3 x)-1200 x-60 x^2-x^3+e^5 \left(1200+120 x+3 x^2\right)} \, dx","Int[(618 - 164770*x - 24360*x^2 - 33206*x^3 - 4820*x^4 - 240*x^5 - 4*x^6 + E^15*(20*x + 4*x^3) + E^10*(-1212*x - 60*x^2 - 240*x^3 - 12*x^4) + E^5*(-30 + 24480*x + 2418*x^2 + 4860*x^3 + 480*x^4 + 12*x^5))/(-8000 + E^15 + E^10*(-60 - 3*x) - 1200*x - 60*x^2 - x^3 + E^5*(1200 + 120*x + 3*x^2)),x]","x^4+10 x^2+6 x+\frac{6 \left(405-40 e^5+e^{10}\right)}{x-e^5+20}+\frac{9}{\left(x-e^5+20\right)^2}","\left(x^2+\frac{3}{x-e^5+20}+5\right)^2+3",1,"6*x + 10*x^2 + x^4 + 9/(20 - E^5 + x)^2 + (6*(405 - 40*E^5 + E^10))/(20 - E^5 + x)","B",2,1,139,0.007194,1,"{2074}"
10250,1,71,0,0.62453,"\int \frac{e^{2 x^2+4 e^{4 x} x^2} \left(e^5 \left(-18+36 x^2\right)+e^{5+4 x} \left(72 x^2+144 x^3\right)\right)}{x^3} \, dx","Int[(E^(2*x^2 + 4*E^(4*x)*x^2)*(E^5*(-18 + 36*x^2) + E^(5 + 4*x)*(72*x^2 + 144*x^3)))/x^3,x]","\frac{9 e^{2 \left(2 e^{4 x}+1\right) x^2+5} \left(4 e^{4 x} x^3+2 e^{4 x} x^2+x^2\right)}{x^3 \left(4 e^{4 x} x^2+\left(2 e^{4 x}+1\right) x\right)}","\frac{9 e^{2 x \left(2 e^{4 x} x+x\right)+5}}{x^2}",1,"(9*E^(5 + 2*(1 + 2*E^(4*x))*x^2)*(x^2 + 2*E^(4*x)*x^2 + 4*E^(4*x)*x^3))/(x^3*((1 + 2*E^(4*x))*x + 4*E^(4*x)*x^2))","B",3,3,53,0.05660,1,"{6741, 12, 2288}"
10251,1,24,0,0.1019416,"\int e^{-x} \left(e^x+e^4 \left(2-8 x+3 x^2\right)\right) \, dx","Int[(E^x + E^4*(2 - 8*x + 3*x^2))/E^x,x]","-3 e^{4-x} x^2+2 e^{4-x} x+x","-e^{4-x} (3 x-2) x+x+6",1,"x + 2*E^(4 - x)*x - 3*E^(4 - x)*x^2","A",10,4,24,0.1667,1,"{6742, 2196, 2194, 2176}"
10252,1,76,0,1.5201832,"\int \frac{1953125 x^3-1953125 x^4+781250 x^5-156250 x^6+15625 x^7-625 x^8+e^{\frac{\log ^4(3)}{390625 x^2-312500 x^3+93750 x^4-12500 x^5+625 x^6}} (10-6 x) \log ^4(3)}{-1953125 x^3+1953125 x^4-781250 x^5+156250 x^6-15625 x^7+625 x^8} \, dx","Int[(1953125*x^3 - 1953125*x^4 + 781250*x^5 - 156250*x^6 + 15625*x^7 - 625*x^8 + E^(Log[3]^4/(390625*x^2 - 312500*x^3 + 93750*x^4 - 12500*x^5 + 625*x^6))*(10 - 6*x)*Log[3]^4)/(-1953125*x^3 + 1953125*x^4 - 781250*x^5 + 156250*x^6 - 15625*x^7 + 625*x^8),x]","\frac{25 x^4}{2 (5-x)^4}+e^{\frac{\log ^4(3)}{625 (5-x)^4 x^2}}-x+\frac{250}{5-x}-\frac{1875}{(5-x)^2}+\frac{6250}{(5-x)^3}-\frac{15625}{2 (5-x)^4}","e^{\frac{\log ^4(3)}{625 (x-5)^4 x^2}}-x-4",1,"E^(Log[3]^4/(625*(5 - x)^4*x^2)) - 15625/(2*(5 - x)^4) + 6250/(5 - x)^3 - 1875/(5 - x)^2 + 250/(5 - x) - x + (25*x^4)/(2*(5 - x)^4)","B",14,6,110,0.05455,1,"{6741, 12, 6742, 43, 37, 6706}"
10253,0,0,0,0.1735367,"\int \frac{1}{2} e^{\frac{1}{4} \left(-11+4 e^x\right)} \left(1+e^{\frac{1}{4} \left(11-4 e^x\right)} \left(20 e^x+4 e^{2 x}\right)+e^x x\right) \, dx","Int[(E^((-11 + 4*E^x)/4)*(1 + E^((11 - 4*E^x)/4)*(20*E^x + 4*E^(2*x)) + E^x*x))/2,x]","\int \frac{1}{2} e^{\frac{1}{4} \left(-11+4 e^x\right)} \left(1+e^{\frac{1}{4} \left(11-4 e^x\right)} \left(20 e^x+4 e^{2 x}\right)+e^x x\right) \, dx","\left(e^x+5\right)^2+\frac{1}{2} \left(e^{e^x-\frac{11}{4}} x-4\right)",1,"10*E^x + E^(2*x) + ExpIntegralEi[E^x]/(2*E^(11/4)) + Defer[Int][E^(-11/4 + E^x + x)*x, x]/2","F",0,0,0,0,-1,"{}"
10254,1,3,0,0.0011779,"\int e^x \, dx","Int[E^x,x]","e^x","e^x",1,"E^x","A",1,1,3,0.3333,1,"{2194}"
10255,1,48,0,0.0362809,"\int e^{-e^4} \left(e^{4+e^4-x} (3-3 x)+e^x (1+x)\right) \, dx","Int[(E^(4 + E^4 - x)*(3 - 3*x) + E^x*(1 + x))/E^E^4,x]","-3 e^{4-x} (1-x)+3 e^{4-x}-e^{x-e^4}+e^{x-e^4} (x+1)","3 e^{4-x} x+e^{x-e^4} x",1,"3*E^(4 - x) - E^(-E^4 + x) - 3*E^(4 - x)*(1 - x) + E^(-E^4 + x)*(1 + x)","B",6,3,32,0.09375,1,"{12, 2176, 2194}"
10256,0,0,0,0.1271834,"\int \frac{-\log (3)+\log (3) \log (x) \log (\log (x))+(-1+4 \log (3)+\log (3) \log (4)) \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","Int[(-Log[3] + Log[3]*Log[x]*Log[Log[x]] + (-1 + 4*Log[3] + Log[3]*Log[4])*Log[x]*Log[Log[x]]^2)/(Log[x]*Log[Log[x]]^2),x]","\int \frac{-\log (3)+\log (3) \log (x) \log (\log (x))+(-1+4 \log (3)+\log (3) \log (4)) \log (x) \log ^2(\log (x))}{\log (x) \log ^2(\log (x))} \, dx","-x+x \log (3) \left(\frac{1}{\log (\log (x))}+4+\log (4)\right)-5",1,"-(x*(1 - Log[3]*Log[4] - Log[81])) - Log[3]*Defer[Int][1/(Log[x]*Log[Log[x]]^2), x] + Log[3]*Defer[Int][Log[Log[x]]^(-1), x]","F",0,0,0,0,-1,"{}"
10257,1,28,0,0.4637079,"\int \frac{816+5 x-18 x^2+x^3+\left(-96-7 x+x^2\right) \log (x)}{384 x-72 x^2+3 x^3+\left(-48 x+3 x^2\right) \log (x)} \, dx","Int[(816 + 5*x - 18*x^2 + x^3 + (-96 - 7*x + x^2)*Log[x])/(384*x - 72*x^2 + 3*x^3 + (-48*x + 3*x^2)*Log[x]),x]","\frac{x}{3}+\log (16-x)+2 \log (x)-\log (-x-\log (x)+8)","\log \left(\frac{4 e^{x/3} (16-x) x^2}{x+\log (x)-8}\right)",1,"x/3 + Log[16 - x] + 2*Log[x] - Log[8 - x - Log[x]]","A",7,5,53,0.09434,1,"{6741, 12, 6742, 893, 6684}"
10258,1,91,0,2.6468382,"\int \frac{-95-60 x+e^2 (15+10 x)+e^x \left(-19 x-12 x^2+e^2 \left(3 x+2 x^2\right)\right)+e^x \left(-2-21 x-25 x^2-6 x^3+e^2 \left(3 x+4 x^2+x^3\right)\right) \log \left(2+19 x+6 x^2+e^2 \left(-3 x-x^2\right)\right)}{-6-57 x-18 x^2+e^2 \left(9 x+3 x^2\right)} \, dx","Int[(-95 - 60*x + E^2*(15 + 10*x) + E^x*(-19*x - 12*x^2 + E^2*(3*x + 2*x^2)) + E^x*(-2 - 21*x - 25*x^2 - 6*x^3 + E^2*(3*x + 4*x^2 + x^3))*Log[2 + 19*x + 6*x^2 + E^2*(-3*x - x^2)])/(-6 - 57*x - 18*x^2 + E^2*(9*x + 3*x^2)),x]","-\frac{1}{3} e^x \log \left(\left(6-e^2\right) x^2+\left(19-3 e^2\right) x+2\right)+\frac{1}{3} e^x (x+1) \log \left(\left(6-e^2\right) x^2+\left(19-3 e^2\right) x+2\right)+\frac{5}{3} \log \left(\left(6-e^2\right) x^2+\left(19-3 e^2\right) x+2\right)","\frac{1}{3} \left(e^x x+5\right) \log \left(\left(6-e^2\right) (x+3) x+x+2\right)-2",1,"(5*Log[2 + (19 - 3*E^2)*x + (6 - E^2)*x^2])/3 - (E^x*Log[2 + (19 - 3*E^2)*x + (6 - E^2)*x^2])/3 + (E^x*(1 + x)*Log[2 + (19 - 3*E^2)*x + (6 - E^2)*x^2])/3","B",22,10,125,0.08000,1,"{6741, 6728, 628, 6688, 6742, 2194, 2270, 2178, 2176, 2554}"
10259,0,0,0,14.2760503,"\int \frac{-6 x+56 x^2-2 e^{3 x/4} x^2-54 x^3+18 x^4-2 x^5+e^{x/2} \left(18 x^2-6 x^3\right)+e^{x/4} \left(2 x-54 x^2+36 x^3-6 x^4\right)+\left(-2 x+54 x^2+6 e^{x/2} x^2-36 x^3+6 x^4+e^{x/4} \left(-36 x^2+12 x^3\right)\right) \log (x)+\left(18 x^2-6 e^{x/4} x^2-6 x^3\right) \log ^2(x)+2 x^2 \log ^3(x)+\left(-10+528 x-434 x^2+72 x^3+16 x^4-4 x^5+e^{3 x/4} \left(-20 x-4 x^2\right)+e^{x/2} \left(180 x-24 x^2-12 x^3\right)+e^{x/4} \left(10-543 x+251 x^2+12 x^3-12 x^4\right)+\left(-10+538 x-252 x^2-12 x^3+12 x^4+e^{x/2} \left(60 x+12 x^2\right)+e^{x/4} \left(-360 x+48 x^2+24 x^3\right)\right) \log (x)+\left(180 x-24 x^2-12 x^3+e^{x/4} \left(-60 x-12 x^2\right)\right) \log ^2(x)+\left(20 x+4 x^2\right) \log ^3(x)\right) \log (5+x)}{270+e^{3 x/4} (-10-2 x)-216 x+36 x^2+8 x^3-2 x^4+e^{x/2} \left(90-12 x-6 x^2\right)+e^{x/4} \left(-270+126 x+6 x^2-6 x^3\right)+\left(270-126 x-6 x^2+6 x^3+e^{x/2} (30+6 x)+e^{x/4} \left(-180+24 x+12 x^2\right)\right) \log (x)+\left(90+e^{x/4} (-30-6 x)-12 x-6 x^2\right) \log ^2(x)+(10+2 x) \log ^3(x)} \, dx","Int[(-6*x + 56*x^2 - 2*E^((3*x)/4)*x^2 - 54*x^3 + 18*x^4 - 2*x^5 + E^(x/2)*(18*x^2 - 6*x^3) + E^(x/4)*(2*x - 54*x^2 + 36*x^3 - 6*x^4) + (-2*x + 54*x^2 + 6*E^(x/2)*x^2 - 36*x^3 + 6*x^4 + E^(x/4)*(-36*x^2 + 12*x^3))*Log[x] + (18*x^2 - 6*E^(x/4)*x^2 - 6*x^3)*Log[x]^2 + 2*x^2*Log[x]^3 + (-10 + 528*x - 434*x^2 + 72*x^3 + 16*x^4 - 4*x^5 + E^((3*x)/4)*(-20*x - 4*x^2) + E^(x/2)*(180*x - 24*x^2 - 12*x^3) + E^(x/4)*(10 - 543*x + 251*x^2 + 12*x^3 - 12*x^4) + (-10 + 538*x - 252*x^2 - 12*x^3 + 12*x^4 + E^(x/2)*(60*x + 12*x^2) + E^(x/4)*(-360*x + 48*x^2 + 24*x^3))*Log[x] + (180*x - 24*x^2 - 12*x^3 + E^(x/4)*(-60*x - 12*x^2))*Log[x]^2 + (20*x + 4*x^2)*Log[x]^3)*Log[5 + x])/(270 + E^((3*x)/4)*(-10 - 2*x) - 216*x + 36*x^2 + 8*x^3 - 2*x^4 + E^(x/2)*(90 - 12*x - 6*x^2) + E^(x/4)*(-270 + 126*x + 6*x^2 - 6*x^3) + (270 - 126*x - 6*x^2 + 6*x^3 + E^(x/2)*(30 + 6*x) + E^(x/4)*(-180 + 24*x + 12*x^2))*Log[x] + (90 + E^(x/4)*(-30 - 6*x) - 12*x - 6*x^2)*Log[x]^2 + (10 + 2*x)*Log[x]^3),x]","\int \frac{-6 x+56 x^2-2 e^{3 x/4} x^2-54 x^3+18 x^4-2 x^5+e^{x/2} \left(18 x^2-6 x^3\right)+e^{x/4} \left(2 x-54 x^2+36 x^3-6 x^4\right)+\left(-2 x+54 x^2+6 e^{x/2} x^2-36 x^3+6 x^4+e^{x/4} \left(-36 x^2+12 x^3\right)\right) \log (x)+\left(18 x^2-6 e^{x/4} x^2-6 x^3\right) \log ^2(x)+2 x^2 \log ^3(x)+\left(-10+528 x-434 x^2+72 x^3+16 x^4-4 x^5+e^{3 x/4} \left(-20 x-4 x^2\right)+e^{x/2} \left(180 x-24 x^2-12 x^3\right)+e^{x/4} \left(10-543 x+251 x^2+12 x^3-12 x^4\right)+\left(-10+538 x-252 x^2-12 x^3+12 x^4+e^{x/2} \left(60 x+12 x^2\right)+e^{x/4} \left(-360 x+48 x^2+24 x^3\right)\right) \log (x)+\left(180 x-24 x^2-12 x^3+e^{x/4} \left(-60 x-12 x^2\right)\right) \log ^2(x)+\left(20 x+4 x^2\right) \log ^3(x)\right) \log (5+x)}{270+e^{3 x/4} (-10-2 x)-216 x+36 x^2+8 x^3-2 x^4+e^{x/2} \left(90-12 x-6 x^2\right)+e^{x/4} \left(-270+126 x+6 x^2-6 x^3\right)+\left(270-126 x-6 x^2+6 x^3+e^{x/2} (30+6 x)+e^{x/4} \left(-180+24 x+12 x^2\right)\right) \log (x)+\left(90+e^{x/4} (-30-6 x)-12 x-6 x^2\right) \log ^2(x)+(10+2 x) \log ^3(x)} \, dx","x \left(x-\frac{1}{\left(-x-e^{x/4}+\log (x)+3\right)^2}\right) \log (x+5)",1,"x^2*Log[5 + x] - 2*Defer[Int][Log[5 + x]/(-3 + E^(x/4) + x - Log[x])^3, x] + (7*Defer[Int][(x*Log[5 + x])/(-3 + E^(x/4) + x - Log[x])^3, x])/2 - Defer[Int][(x^2*Log[5 + x])/(-3 + E^(x/4) + x - Log[x])^3, x]/2 - Defer[Int][Log[5 + x]/(-3 + E^(x/4) + x - Log[x])^2, x] + Defer[Int][(x*Log[5 + x])/(-3 + E^(x/4) + x - Log[x])^2, x]/2 + Defer[Int][(x*Log[x]*Log[5 + x])/(-3 + E^(x/4) + x - Log[x])^3, x]/2 - 4*Defer[Subst][Defer[Int][(-3 + E^x + 4*x - Log[4*x])^(-2), x], x, x/4] + 20*Defer[Subst][Defer[Int][1/((5 + 4*x)*(-3 + E^x + 4*x - Log[4*x])^2), x], x, x/4]","F",0,0,0,0,-1,"{}"
10260,0,0,0,2.777486,"\int \frac{e^{2 x} \left(-4 x+4 x^2\right)+e^x \left(-4 x^2+4 x^3\right)+e^{2 x} \left(2 e^{2 x}-2 x^2+4 e^x x^2+4 x^3\right)}{e^{4 x} x^2-2 e^{2 x} x^3+x^4} \, dx","Int[(E^(2*x)*(-4*x + 4*x^2) + E^x*(-4*x^2 + 4*x^3) + E^(2*x)*(2*E^(2*x) - 2*x^2 + 4*E^x*x^2 + 4*x^3))/(E^(4*x)*x^2 - 2*E^(2*x)*x^3 + x^4),x]","\int \frac{e^{2 x} \left(-4 x+4 x^2\right)+e^x \left(-4 x^2+4 x^3\right)+e^{2 x} \left(2 e^{2 x}-2 x^2+4 e^x x^2+4 x^3\right)}{e^{4 x} x^2-2 e^{2 x} x^3+x^4} \, dx","\frac{2 \left(\frac{e^x}{x}+1\right)^2 x}{x-e^{2 x}}",1,"-(E^(2*x) - x)^(-1) + 1/((E^(2*x) - x)*x) - (2*x)/(E^(2*x) - x) + Defer[Int][(E^(2*x) - x)^(-2), x] - 4*Defer[Int][E^x/(E^(2*x) - x)^2, x] + 2*Defer[Int][(E^(2*x) - x)^(-1), x] + 4*Defer[Int][E^x/(E^(2*x) - x), x] + Defer[Int][1/((E^(2*x) - x)*x^2), x] + 2*Defer[Int][E^(2*x)/((E^(2*x) - x)*x^2), x] - Defer[Int][1/((E^(2*x) - x)^2*x), x] + 2*Defer[Int][x/(E^(2*x) - x)^2, x] + 8*Defer[Int][(E^x*x)/(E^(2*x) - x)^2, x]","F",0,0,0,0,-1,"{}"
10261,1,29,0,0.5565234,"\int \frac{1}{4} \exp \left(\frac{1}{4} \left(51 x-17 x \log (2)+e^x (-12 x+4 x \log (2))\right)\right) \left(51-17 \log (2)+e^x (-12-12 x+(4+4 x) \log (2))\right) \, dx","Int[(E^((51*x - 17*x*Log[2] + E^x*(-12*x + 4*x*Log[2]))/4)*(51 - 17*Log[2] + E^x*(-12 - 12*x + (4 + 4*x)*Log[2])))/4,x]","2^{-\frac{1}{4} \left(17-4 e^x\right) x} e^{\frac{3}{4} \left(17-4 e^x\right) x}","\exp \left(\frac{1}{4} \left(\left(4 \left(3-e^x\right)+4\right) x+x\right) (3-\log (2))\right)+1",1,"E^((3*(17 - 4*E^x)*x)/4)/2^(((17 - 4*E^x)*x)/4)","A",4,3,55,0.05455,1,"{12, 6741, 6706}"
10262,0,0,0,1.6739991,"\int \frac{e^{x+x^2} (1-2 x)+e^x \left(19880+282 x+x^2\right)}{1626347584+4 e^{2 x^2}+45812608 x+483936 x^2+2272 x^3+4 x^4+e^{x^2} \left(161312+2272 x+8 x^2\right)} \, dx","Int[(E^(x + x^2)*(1 - 2*x) + E^x*(19880 + 282*x + x^2))/(1626347584 + 4*E^(2*x^2) + 45812608*x + 483936*x^2 + 2272*x^3 + 4*x^4 + E^x^2*(161312 + 2272*x + 8*x^2)),x]","\int \frac{e^{x+x^2} (1-2 x)+e^x \left(19880+282 x+x^2\right)}{1626347584+4 e^{2 x^2}+45812608 x+483936 x^2+2272 x^3+4 x^4+e^{x^2} \left(161312+2272 x+8 x^2\right)} \, dx","\frac{e^x}{4 \left(e^{x^2}+(-x-142)^2\right)}",1,"-71*Defer[Int][E^x/(20164 + E^x^2 + 284*x + x^2)^2, x] + (20163*Defer[Int][(E^x*x)/(20164 + E^x^2 + 284*x + x^2)^2, x])/2 + 142*Defer[Int][(E^x*x^2)/(20164 + E^x^2 + 284*x + x^2)^2, x] + Defer[Int][(E^x*x^3)/(20164 + E^x^2 + 284*x + x^2)^2, x]/2 + Defer[Int][E^x/(20164 + E^x^2 + 284*x + x^2), x]/4 - Defer[Int][(E^x*x)/(20164 + E^x^2 + 284*x + x^2), x]/2","F",0,0,0,0,-1,"{}"
10263,1,23,0,3.9323899,"\int \frac{-507 x^2+481 x^3-152 x^4+16 x^5+\left(-234 x^2+150 x^3-24 x^4\right) \log \left(81-108 x+54 x^2-12 x^3+x^4\right)+\left(-27 x^2+9 x^3\right) \log ^2\left(81-108 x+54 x^2-12 x^3+x^4\right)+\exp \left(\frac{1}{13 x-4 x^2+3 x \log \left(81-108 x+54 x^2-12 x^3+x^4\right)}\right) \left(39-49 x+8 x^2+(9-3 x) \log \left(81-108 x+54 x^2-12 x^3+x^4\right)\right)}{-507 x^2+481 x^3-152 x^4+16 x^5+\left(-234 x^2+150 x^3-24 x^4\right) \log \left(81-108 x+54 x^2-12 x^3+x^4\right)+\left(-27 x^2+9 x^3\right) \log ^2\left(81-108 x+54 x^2-12 x^3+x^4\right)} \, dx","Int[(-507*x^2 + 481*x^3 - 152*x^4 + 16*x^5 + (-234*x^2 + 150*x^3 - 24*x^4)*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4] + (-27*x^2 + 9*x^3)*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4]^2 + E^(13*x - 4*x^2 + 3*x*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4])^(-1)*(39 - 49*x + 8*x^2 + (9 - 3*x)*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4]))/(-507*x^2 + 481*x^3 - 152*x^4 + 16*x^5 + (-234*x^2 + 150*x^3 - 24*x^4)*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4] + (-27*x^2 + 9*x^3)*Log[81 - 108*x + 54*x^2 - 12*x^3 + x^4]^2),x]","x+e^{\frac{1}{x \left(-4 x+3 \log \left((x-3)^4\right)+13\right)}}","\exp \left(\frac{1}{x \left(-4 x+3 \left(\log \left((x-3)^4\right)+3\right)+4\right)}\right)+x",1,"E^(1/(x*(13 - 4*x + 3*Log[(-3 + x)^4]))) + x","A",4,3,254,0.01181,1,"{6688, 6742, 6706}"
10264,1,23,0,0.1676903,"\int \frac{9 x^2+x^2 \log (5)+\left(90 x+18 x^2+2 x^2 \log (5)\right) \log \left(\frac{-45-9 x-x \log (5)}{\log (5)}\right)}{45+9 x+x \log (5)} \, dx","Int[(9*x^2 + x^2*Log[5] + (90*x + 18*x^2 + 2*x^2*Log[5])*Log[(-45 - 9*x - x*Log[5])/Log[5]])/(45 + 9*x + x*Log[5]),x]","x^2 \log \left(-\frac{x (9+\log (5))}{\log (5)}-\frac{45}{\log (5)}\right)","x^2 \log \left(\frac{9 (-x-5)}{\log (5)}-x\right)",1,"x^2*Log[-45/Log[5] - (x*(9 + Log[5]))/Log[5]]","A",10,5,57,0.08772,1,"{6, 6688, 14, 43, 2395}"
10265,0,0,0,1.9879773,"\int \frac{e^{25/x} (-25-x)-x^2+e^{50/x} \left(x+8 x^2\right)+e^{25/x} \left(-2 x^2-16 x^3\right) \log (x \log (3))+\left(x^3+8 x^4\right) \log ^2(x \log (3))}{2 e^{50/x} x-4 e^{25/x} x^2 \log (x \log (3))+2 x^3 \log ^2(x \log (3))} \, dx","Int[(E^(25/x)*(-25 - x) - x^2 + E^(50/x)*(x + 8*x^2) + E^(25/x)*(-2*x^2 - 16*x^3)*Log[x*Log[3]] + (x^3 + 8*x^4)*Log[x*Log[3]]^2)/(2*E^(50/x)*x - 4*E^(25/x)*x^2*Log[x*Log[3]] + 2*x^3*Log[x*Log[3]]^2),x]","\int \frac{e^{25/x} (-25-x)-x^2+e^{50/x} \left(x+8 x^2\right)+e^{25/x} \left(-2 x^2-16 x^3\right) \log (x \log (3))+\left(x^3+8 x^4\right) \log ^2(x \log (3))}{2 e^{50/x} x-4 e^{25/x} x^2 \log (x \log (3))+2 x^3 \log ^2(x \log (3))} \, dx","\frac{1}{2} \left(4 x^2+x+\frac{1}{\log (x \log (3))-\frac{e^{25/x}}{x}}\right)",1,"x/2 + 2*x^2 - Defer[Int][(E^(25/x) - x*Log[x*Log[3]])^(-1), x]/2 - Defer[Int][x/(-E^(25/x) + x*Log[x*Log[3]])^2, x]/2 - (25*Defer[Int][Log[x*Log[3]]/(-E^(25/x) + x*Log[x*Log[3]])^2, x])/2 - Defer[Int][(x*Log[x*Log[3]])/(-E^(25/x) + x*Log[x*Log[3]])^2, x]/2 + (25*Defer[Int][1/(x*(-E^(25/x) + x*Log[x*Log[3]])), x])/2","F",0,0,0,0,-1,"{}"
10266,0,0,0,2.7875834,"\int \frac{16-5 \log (4)+e^x (-4-4 x+(1+x) \log (4))}{12+4 e^2+16 x+\left(-3-e^2-5 x\right) \log (4)+e^x (-4 x+x \log (4))} \, dx","Int[(16 - 5*Log[4] + E^x*(-4 - 4*x + (1 + x)*Log[4]))/(12 + 4*E^2 + 16*x + (-3 - E^2 - 5*x)*Log[4] + E^x*(-4*x + x*Log[4])),x]","\int \frac{16-5 \log (4)+e^x (-4-4 x+(1+x) \log (4))}{12+4 e^2+16 x+\left(-3-e^2-5 x\right) \log (4)+e^x (-4 x+x \log (4))} \, dx","\log \left(\left(4-e^x\right) x+x-\frac{4 x}{4-\log (4)}+e^2+3\right)",1,"x + Log[x] - (12 + E^2*(4 - Log[4]) - Log[64])*Defer[Int][1/(x*(-3*(1 + E^2/3)*(-4 + Log[4]) + E^x*x*(-4 + Log[4]) - 2*x*(-8 + Log[32]))), x] - (16 - 5*Log[4])*Defer[Int][x/(-3*(1 + E^2/3)*(-4 + Log[4]) + E^x*x*(-4 + Log[4]) - 2*x*(-8 + Log[32])), x] + (12 + E^2*(4 - Log[4]) - Log[64])*Defer[Int][(-16*x*(1 - (5*Log[2])/8) + 4*E^x*x*(1 - Log[2]/2) - 12*(1 + (-(E^2*(-4 + Log[4])) - Log[64])/12))^(-1), x]","F",0,0,0,0,-1,"{}"
10267,1,17,0,0.169998,"\int \frac{10 x+2 x^2+e^3 \left(8 x+4 x^2+2 x^3\right)+\left(10+2 x+e^3 \left(8+4 x+2 x^2\right)\right) \log \left(4+x+e^3 \left(4+x^2\right)\right)}{4+x+e^3 \left(4+x^2\right)} \, dx","Int[(10*x + 2*x^2 + E^3*(8*x + 4*x^2 + 2*x^3) + (10 + 2*x + E^3*(8 + 4*x + 2*x^2))*Log[4 + x + E^3*(4 + x^2)])/(4 + x + E^3*(4 + x^2)),x]","\left(\log \left(e^3 \left(x^2+4\right)+x+4\right)+x\right)^2","\left(\log \left(e^3 \left(x^2+4\right)+x+4\right)+x\right)^2",1,"(x + Log[4 + x + E^3*(4 + x^2)])^2","A",3,3,75,0.04000,1,"{6741, 12, 6686}"
10268,1,14,0,0.0209485,"\int \frac{18-x-x^2}{6 x+x^2} \, dx","Int[(18 - x - x^2)/(6*x + x^2),x]","-x+3 \log (x)+2 \log (x+6)","\log \left(e^{-x} x^3 (x+6)^2\right)",1,"-x + 3*Log[x] + 2*Log[6 + x]","A",3,2,20,0.1000,1,"{1593, 893}"
10269,1,60,0,0.3161931,"\int \frac{e^4 \left(-3+2 x+x^2+4 \log (x)-\log ^2(x)\right) \left(-12-6 x-4 x^2-6 x^3-4 x^4+\left(6-6 x^2\right) \log (x)+2 x^2 \log ^2(x)\right)}{3 x-2 x^2-x^3-4 x \log (x)+x \log ^2(x)} \, dx","Int[(E^4*(-3 + 2*x + x^2 + 4*Log[x] - Log[x]^2)*(-12 - 6*x - 4*x^2 - 6*x^3 - 4*x^4 + (6 - 6*x^2)*Log[x] + 2*x^2*Log[x]^2))/(3*x - 2*x^2 - x^3 - 4*x*Log[x] + x*Log[x]^2),x]","e^4 x^4+2 e^4 x^3-e^4 x^2 \log ^2(x)+4 e^4 x^2 \log (x)+6 e^4 x-3 e^4 \log ^2(x)+12 e^4 \log (x)","e^4 \left(x^2+3\right) (-x-\log (x)+1) (-x+\log (x)-3)",1,"6*E^4*x + 2*E^4*x^3 + E^4*x^4 + 12*E^4*Log[x] + 4*E^4*x^2*Log[x] - 3*E^4*Log[x]^2 - E^4*x^2*Log[x]^2","B",9,7,88,0.07955,1,"{12, 6688, 14, 2351, 2301, 2304, 2305}"
10270,1,18,0,0.0559731,"\int \frac{-25+10 x+4 x^2+375 x^4-150 x^5+15 x^6}{25 x^2-10 x^3+x^4} \, dx","Int[(-25 + 10*x + 4*x^2 + 375*x^4 - 150*x^5 + 15*x^6)/(25*x^2 - 10*x^3 + x^4),x]","5 x^3+\frac{5}{5-x}+\frac{1}{x}","5 x^3+\frac{x}{5-x}+\frac{1}{x}-e^4+1",1,"5/(5 - x) + x^(-1) + 5*x^3","A",4,3,42,0.07143,1,"{1594, 27, 1620}"
10271,1,16,0,0.0905931,"\int \frac{1+\left(-e^5 x+2 x^2\right) \log ^2(x)}{x \log ^2(x)} \, dx","Int[(1 + (-(E^5*x) + 2*x^2)*Log[x]^2)/(x*Log[x]^2),x]","x^2-e^5 x-\frac{1}{\log (x)}","x^2-e^5 x-\frac{1}{\log (x)}+e^3+4",1,"-(E^5*x) + x^2 - Log[x]^(-1)","A",4,3,27,0.1111,1,"{6688, 2302, 30}"
10272,0,0,0,3.1657488,"\int \frac{6 x^3-4 x^2 \log (2)+e^x \left(-16 x^5+\left(-16 x^3+32 x^4\right) \log (2)+\left(20 x^2-24 x^3\right) \log ^2(2)+\left(-8 x+8 x^2\right) \log ^3(2)+(1-x) \log ^4(2)\right)+e^{2 x} \left(-32 x^5+64 x^4 \log (2)-48 x^3 \log ^2(2)+16 x^2 \log ^3(2)-2 x \log ^4(2)\right)}{x^2+e^x \left(8 x^3-8 x^2 \log (2)+2 x \log ^2(2)\right)+e^{2 x} \left(16 x^4-32 x^3 \log (2)+24 x^2 \log ^2(2)-8 x \log ^3(2)+\log ^4(2)\right)} \, dx","Int[(6*x^3 - 4*x^2*Log[2] + E^x*(-16*x^5 + (-16*x^3 + 32*x^4)*Log[2] + (20*x^2 - 24*x^3)*Log[2]^2 + (-8*x + 8*x^2)*Log[2]^3 + (1 - x)*Log[2]^4) + E^(2*x)*(-32*x^5 + 64*x^4*Log[2] - 48*x^3*Log[2]^2 + 16*x^2*Log[2]^3 - 2*x*Log[2]^4))/(x^2 + E^x*(8*x^3 - 8*x^2*Log[2] + 2*x*Log[2]^2) + E^(2*x)*(16*x^4 - 32*x^3*Log[2] + 24*x^2*Log[2]^2 - 8*x*Log[2]^3 + Log[2]^4)),x]","\int \frac{6 x^3-4 x^2 \log (2)+e^x \left(-16 x^5+\left(-16 x^3+32 x^4\right) \log (2)+\left(20 x^2-24 x^3\right) \log ^2(2)+\left(-8 x+8 x^2\right) \log ^3(2)+(1-x) \log ^4(2)\right)+e^{2 x} \left(-32 x^5+64 x^4 \log (2)-48 x^3 \log ^2(2)+16 x^2 \log ^3(2)-2 x \log ^4(2)\right)}{x^2+e^x \left(8 x^3-8 x^2 \log (2)+2 x \log ^2(2)\right)+e^{2 x} \left(16 x^4-32 x^3 \log (2)+24 x^2 \log ^2(2)-8 x \log ^3(2)+\log ^4(2)\right)} \, dx","\frac{x}{e^x+\frac{x}{(2 x-\log (2))^2}}-x^2",1,"-x^2 - Log[2]^2*Defer[Int][x/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2)^2, x] + Log[2]^2*Defer[Int][x^2/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2)^2, x] + 4*(1 - Log[2])*Defer[Int][x^3/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2)^2, x] + 4*Defer[Int][x^4/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2)^2, x] + Log[2]^2*Defer[Int][(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2)^(-1), x] - Log[2]*(4 + Log[2])*Defer[Int][x/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2), x] + 4*(1 + Log[2])*Defer[Int][x^2/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2), x] - 4*Defer[Int][x^3/(x + 4*E^x*x^2 - 4*E^x*x*Log[2] + E^x*Log[2]^2), x]","F",0,0,0,0,-1,"{}"
10273,1,15,0,0.6282352,"\int \frac{2 e x+e^x \left(2 x-x^2\right)}{e^2 \log (25)+e^{2 x} \log (25)+2 e^{1+x} \log (25)} \, dx","Int[(2*E*x + E^x*(2*x - x^2))/(E^2*Log[25] + E^(2*x)*Log[25] + 2*E^(1 + x)*Log[25]),x]","\frac{x^2}{\left(e^x+e\right) \log (25)}","\frac{x^2}{\left(e^x+e\right) \log (25)}",1,"x^2/((E + E^x)*Log[25])","A",26,12,45,0.2667,1,"{6688, 12, 6742, 2184, 2190, 2279, 2391, 2531, 2282, 6589, 2185, 2191}"
10274,1,11,0,0.0045815,"\int \left(1-2 e^{1+2 x}\right) \, dx","Int[1 - 2*E^(1 + 2*x),x]","x-e^{2 x+1}","x-e^{2 x+1}+86",1,"-E^(1 + 2*x) + x","A",2,1,11,0.09091,1,"{2194}"
10275,1,47,0,0.1130766,"\int \frac{e^{-e^x} \left(\left(20+x^2\right) \log (2)+e^x \left(-20 x+x^2+x^3\right) \log (2)\right)}{2000-200 x-195 x^2+10 x^3+5 x^4} \, dx","Int[((20 + x^2)*Log[2] + E^x*(-20*x + x^2 + x^3)*Log[2])/(E^E^x*(2000 - 200*x - 195*x^2 + 10*x^3 + 5*x^4)),x]","\frac{e^{-e^x} \left(-x^3-x^2+20 x\right) \log (2)}{5 \left(x^4+2 x^3-39 x^2-40 x+400\right)}","\frac{e^{-e^x} x \log (2)}{5 (4-x) (x+5)}",1,"((20*x - x^2 - x^3)*Log[2])/(5*E^E^x*(400 - 40*x - 39*x^2 + 2*x^3 + x^4))","A",1,1,55,0.01818,1,"{2288}"
10276,1,26,0,0.0229951,"\int \left(16 e^{2 e^x+x}+e^{e^x+x} (64-16 e-8 \log (9))\right) \, dx","Int[16*E^(2*E^x + x) + E^(E^x + x)*(64 - 16*E - 8*Log[9]),x]","8 e^{2 e^x}+8 e^{e^x} (8-2 e-\log (9))","2 \left(2 \left(e^{e^x}+4-e\right)-\log (9)\right)^2",1,"8*E^(2*E^x) + 8*E^E^x*(8 - 2*E - Log[9])","A",5,2,29,0.06897,1,"{2282, 2194}"
10277,1,23,0,0.5964869,"\int \frac{3+e^5 (-1-2 x)+6 x+e (1+2 x)+e^x (1+2 x)+2 e^x x \log \left(-12-4 e+4 e^5-4 e^x\right)}{6 x^2+2 e x^2-2 e^5 x^2+2 e^x x^2+\left(3 x+e x-e^5 x+e^x x\right) \log ^2\left(-12-4 e+4 e^5-4 e^x\right)+\left(3 x+e x-e^5 x+e^x x\right) \log (x)} \, dx","Int[(3 + E^5*(-1 - 2*x) + 6*x + E*(1 + 2*x) + E^x*(1 + 2*x) + 2*E^x*x*Log[-12 - 4*E + 4*E^5 - 4*E^x])/(6*x^2 + 2*E*x^2 - 2*E^5*x^2 + 2*E^x*x^2 + (3*x + E*x - E^5*x + E^x*x)*Log[-12 - 4*E + 4*E^5 - 4*E^x]^2 + (3*x + E*x - E^5*x + E^x*x)*Log[x]),x]","\log \left(2 x+\log ^2\left(-4 \left(e^x+3+e-e^5\right)\right)+\log (x)\right)","\log \left(2 x+\log ^2\left(4 \left(-e^x-3-e+e^5\right)\right)+\log (x)\right)",1,"Log[2*x + Log[-4*(3 + E - E^5 + E^x)]^2 + Log[x]]","A",4,3,141,0.02128,1,"{6, 6688, 6684}"
10278,1,9,0,0.0029103,"\int \frac{3+2 x}{1+3 x+x^2} \, dx","Int[(3 + 2*x)/(1 + 3*x + x^2),x]","\log \left(x^2+3 x+1\right)","\log \left(\frac{1}{2} \left(x^2-x+\log \left(e^{4 x}\right)+1\right)\right)",1,"Log[1 + 3*x + x^2]","A",1,1,16,0.06250,1,"{628}"
10279,1,41,0,0.0448128,"\int \frac{-5+e^{4 x^2+4 x^3} \left(14 x^2+112 x^4+168 x^5\right)}{x^2} \, dx","Int[(-5 + E^(4*x^2 + 4*x^3)*(14*x^2 + 112*x^4 + 168*x^5))/x^2,x]","\frac{14 e^{4 x^2 (x+1)} \left(3 x^3+2 x^2\right)}{x^2+2 (x+1) x}+\frac{5}{x}","14 e^{4 x \left(x^2+x\right)} x+\frac{5}{x}+5",1,"5/x + (14*E^(4*x^2*(1 + x))*(2*x^2 + 3*x^3))/(x^2 + 2*x*(1 + x))","B",3,2,36,0.05556,1,"{14, 2288}"
10280,1,15,0,0.0134674,"\int \frac{-30 x-2 \log (105)-10 x \log (x)}{x} \, dx","Int[(-30*x - 2*Log[105] - 10*x*Log[x])/x,x]","-20 x-10 x \log (x)-2 \log (105) \log (x)","(-5 x-\log (105)) (2 \log (x)+4)",1,"-20*x - 10*x*Log[x] - 2*Log[105]*Log[x]","A",5,3,17,0.1765,1,"{14, 43, 2295}"
10281,0,0,0,1.5496279,"\int \frac{25+50 x^3-6250 x^4+2500 x^5+390625 x^8+\left(2 x-500 x^2+100 x^3+62500 x^6\right) \log (x)+\left(-10+3750 x^4\right) \log ^2(x)+100 x^2 \log ^3(x)+\log ^4(x)}{25-10 x+x^2-6250 x^4+1250 x^5+390625 x^8+\left(-500 x^2+100 x^3+62500 x^6\right) \log (x)+\left(-10+2 x+3750 x^4\right) \log ^2(x)+100 x^2 \log ^3(x)+\log ^4(x)} \, dx","Int[(25 + 50*x^3 - 6250*x^4 + 2500*x^5 + 390625*x^8 + (2*x - 500*x^2 + 100*x^3 + 62500*x^6)*Log[x] + (-10 + 3750*x^4)*Log[x]^2 + 100*x^2*Log[x]^3 + Log[x]^4)/(25 - 10*x + x^2 - 6250*x^4 + 1250*x^5 + 390625*x^8 + (-500*x^2 + 100*x^3 + 62500*x^6)*Log[x] + (-10 + 2*x + 3750*x^4)*Log[x]^2 + 100*x^2*Log[x]^3 + Log[x]^4),x]","\int \frac{25+50 x^3-6250 x^4+2500 x^5+390625 x^8+\left(2 x-500 x^2+100 x^3+62500 x^6\right) \log (x)+\left(-10+3750 x^4\right) \log ^2(x)+100 x^2 \log ^3(x)+\log ^4(x)}{25-10 x+x^2-6250 x^4+1250 x^5+390625 x^8+\left(-500 x^2+100 x^3+62500 x^6\right) \log (x)+\left(-10+2 x+3750 x^4\right) \log ^2(x)+100 x^2 \log ^3(x)+\log ^4(x)} \, dx","\frac{x}{\frac{x}{\left(25 x^2+\log (x)\right)^2-5}+1}",1,"x + Defer[Int][x^2/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2)^2, x] + 50*Defer[Int][x^3/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2)^2, x] + 2500*Defer[Int][x^5/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2)^2, x] + 2*Defer[Int][(x*Log[x])/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2)^2, x] + 100*Defer[Int][(x^3*Log[x])/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2)^2, x] - 2*Defer[Int][x/(-5 + x + 625*x^4 + 50*x^2*Log[x] + Log[x]^2), x]","F",0,0,0,0,-1,"{}"
10282,1,39,0,0.7586823,"\int \frac{(32-4 x) \log ^2(-8+x)+(-32+4 x) \log ^2(-8+x) \log (2 x)+\left(-15 x^3+\left(-120 x^2+15 x^3\right) \log (-8+x)+\left(8 x^2-x^3\right) \log ^2(-8+x)+\left(15 x^2+\left(120 x-15 x^2\right) \log (-8+x)+\left(-8 x+x^2\right) \log ^2(-8+x)\right) \log (2 x)\right) \log ^2\left(\frac{x-\log (2 x)}{x}\right)}{\left(\left(8 x^2-x^3\right) \log ^2(-8+x)+\left(-8 x+x^2\right) \log ^2(-8+x) \log (2 x)\right) \log ^2\left(\frac{x-\log (2 x)}{x}\right)} \, dx","Int[((32 - 4*x)*Log[-8 + x]^2 + (-32 + 4*x)*Log[-8 + x]^2*Log[2*x] + (-15*x^3 + (-120*x^2 + 15*x^3)*Log[-8 + x] + (8*x^2 - x^3)*Log[-8 + x]^2 + (15*x^2 + (120*x - 15*x^2)*Log[-8 + x] + (-8*x + x^2)*Log[-8 + x]^2)*Log[2*x])*Log[(x - Log[2*x])/x]^2)/(((8*x^2 - x^3)*Log[-8 + x]^2 + (-8*x + x^2)*Log[-8 + x]^2*Log[2*x])*Log[(x - Log[2*x])/x]^2),x]","x+\frac{15 (8-x)}{\log (x-8)}-\frac{120}{\log (x-8)}+\frac{4}{\log \left(1-\frac{\log (2 x)}{x}\right)}","x-\frac{15 x}{\log (x-8)}+\frac{4}{\log \left(1-\frac{\log (2 x)}{x}\right)}",1,"x - 120/Log[-8 + x] + (15*(8 - x))/Log[-8 + x] + 4/Log[1 - Log[2*x]/x]","A",14,10,179,0.05587,1,"{6688, 2411, 2353, 2297, 2298, 2302, 30, 2389, 6742, 6686}"
10283,0,0,0,1.6512677,"\int \frac{5 x^2+e^{2 e^x+4 x} \left(-1+4 x+2 e^x x\right)+8 \log ^7(x)-\log ^8(x)+e^{e^x+2 x} \left(8 \log ^3(x)+\left(-2+4 x+2 e^x x\right) \log ^4(x)\right)}{x^2} \, dx","Int[(5*x^2 + E^(2*E^x + 4*x)*(-1 + 4*x + 2*E^x*x) + 8*Log[x]^7 - Log[x]^8 + E^(E^x + 2*x)*(8*Log[x]^3 + (-2 + 4*x + 2*E^x*x)*Log[x]^4))/x^2,x]","\int \frac{5 x^2+e^{2 e^x+4 x} \left(-1+4 x+2 e^x x\right)+8 \log ^7(x)-\log ^8(x)+e^{e^x+2 x} \left(8 \log ^3(x)+\left(-2+4 x+2 e^x x\right) \log ^4(x)\right)}{x^2} \, dx","x+4 (x+4)+\frac{\left(e^{2 x+e^x}+\log ^4(x)\right)^2}{x}",1,"5*x + Log[x]^8/x - Defer[Int][E^(2*(E^x + 2*x))/x^2, x] + 4*Defer[Int][E^(2*(E^x + 2*x))/x, x] + 2*Defer[Int][E^(2*E^x + 5*x)/x, x] + 8*Defer[Int][(E^(E^x + 2*x)*Log[x]^3)/x^2, x] - 2*Defer[Int][(E^(E^x + 2*x)*Log[x]^4)/x^2, x] + 4*Defer[Int][(E^(E^x + 2*x)*Log[x]^4)/x, x] + 2*Defer[Int][(E^(E^x + 3*x)*Log[x]^4)/x, x]","F",0,0,0,0,-1,"{}"
10284,0,0,0,2.5040078,"\int \frac{\exp \left(\frac{-x-3 x^2+x^2 \log (2)+e^x (1+3 x-x \log (2))}{x}\right) \left(-3 x^2+x^2 \log (2)+e^x \left(-1+x+3 x^2-x^2 \log (2)\right)\right)}{x^2} \, dx","Int[(E^((-x - 3*x^2 + x^2*Log[2] + E^x*(1 + 3*x - x*Log[2]))/x)*(-3*x^2 + x^2*Log[2] + E^x*(-1 + x + 3*x^2 - x^2*Log[2])))/x^2,x]","\int \frac{\exp \left(\frac{-x-3 x^2+x^2 \log (2)+e^x (1+3 x-x \log (2))}{x}\right) \left(-3 x^2+x^2 \log (2)+e^x \left(-1+x+3 x^2-x^2 \log (2)\right)\right)}{x^2} \, dx","e^{\left(x-e^x\right) \left(-\frac{1}{x}-3+\log (2)\right)}",1,"(3 - Log[2])*Defer[Int][E^(x + ((-E^x + x)*(-1 - x*(3 - Log[2])))/x), x] - (3 - Log[2])*Defer[Int][E^(((-E^x + x)*(-1 - x*(3 - Log[2])))/x), x] - Defer[Int][E^(x + ((-E^x + x)*(-1 - x*(3 - Log[2])))/x)/x^2, x] + Defer[Int][E^(x + ((-E^x + x)*(-1 - x*(3 - Log[2])))/x)/x, x]","F",0,0,0,0,-1,"{}"
10285,0,0,0,5.9708559,"\int \frac{\exp \left(e^{\frac{e^x \left(-1+e^4+20 x\right)}{5 x}}+x+\frac{e^x \left(-1+e^4+20 x\right)}{5 x}\right) \left(1+e^4 (-1+x)-x+20 x^2\right)}{5 x^2} \, dx","Int[(E^(E^((E^x*(-1 + E^4 + 20*x))/(5*x)) + x + (E^x*(-1 + E^4 + 20*x))/(5*x))*(1 + E^4*(-1 + x) - x + 20*x^2))/(5*x^2),x]","\int \frac{\exp \left(e^{\frac{e^x \left(-1+e^4+20 x\right)}{5 x}}+x+\frac{e^x \left(-1+e^4+20 x\right)}{5 x}\right) \left(1+e^4 (-1+x)-x+20 x^2\right)}{5 x^2} \, dx","e^{e^{e^x \left(\frac{e^4-1}{5 x}+4\right)}}",1,"4*Defer[Int][E^(E^((E^x*(-1 + E^4 + 20*x))/(5*x)) + x + (E^x*(-1 + E^4 + 20*x))/(5*x)), x] + ((1 - E^4)*Defer[Int][E^(E^((E^x*(-1 + E^4 + 20*x))/(5*x)) + x + (E^x*(-1 + E^4 + 20*x))/(5*x))/x^2, x])/5 - ((1 - E^4)*Defer[Int][E^(E^((E^x*(-1 + E^4 + 20*x))/(5*x)) + x + (E^x*(-1 + E^4 + 20*x))/(5*x))/x, x])/5","F",0,0,0,0,-1,"{}"
10286,1,34,0,0.0865005,"\int \frac{405+810 x+270 \log (4)+(405+810 x+270 \log (4)) \log (5)}{2916+972 x+1053 x^2+162 x^3+81 x^4+\left(648 x+108 x^2+108 x^3\right) \log (4)+\left(108+18 x+54 x^2\right) \log ^2(4)+12 x \log ^3(4)+\log ^4(4)+\left(5832+972 x+972 x^2+648 x \log (4)+108 \log ^2(4)\right) \log (5)+2916 \log ^2(5)} \, dx","Int[(405 + 810*x + 270*Log[4] + (405 + 810*x + 270*Log[4])*Log[5])/(2916 + 972*x + 1053*x^2 + 162*x^3 + 81*x^4 + (648*x + 108*x^2 + 108*x^3)*Log[4] + (108 + 18*x + 54*x^2)*Log[4]^2 + 12*x*Log[4]^3 + Log[4]^4 + (5832 + 972*x + 972*x^2 + 648*x*Log[4] + 108*Log[4]^2)*Log[5] + 2916*Log[5]^2),x]","-\frac{60 (1+\log (5))}{12 \left(x+\frac{1}{324} (162+108 \log (4))\right)^2+69+72 \log (5)-4 \log (4)}","3-\frac{5}{\frac{x+\left(x+\frac{\log (4)}{3}\right)^2}{1+\log (5)}+6}",1,"(-60*(1 + Log[5]))/(69 - 4*Log[4] + 12*(x + (162 + 108*Log[4])/324)^2 + 72*Log[5])","A",4,4,117,0.03419,1,"{6, 1680, 12, 261}"
10287,1,21,0,0.005185,"\int \left(10 \log ^2(2)+\left(50 e^2+50 x\right) \log ^4(2)\right) \, dx","Int[10*Log[2]^2 + (50*E^2 + 50*x)*Log[2]^4,x]","25 \left(x+e^2\right)^2 \log ^4(2)+10 x \log ^2(2)","\left(5 \left(x+e^2\right) \log ^2(2)+1\right)^2",1,"10*x*Log[2]^2 + 25*(E^2 + x)^2*Log[2]^4","A",1,0,21,0,1,"{}"
10288,1,22,0,0.254299,"\int \frac{8 x^3-10 e x^5+8 x^3 \log (9)+\left(4 x^3-4 e x^5+4 x^3 \log (9)\right) \log \left(-1+e x^2-\log (9)\right)}{1-e x^2+\log (9)} \, dx","Int[(8*x^3 - 10*E*x^5 + 8*x^3*Log[9] + (4*x^3 - 4*E*x^5 + 4*x^3*Log[9])*Log[-1 + E*x^2 - Log[9]])/(1 - E*x^2 + Log[9]),x]","2 x^4+x^4 \log \left(e x^2-1-\log (9)\right)","x^4 \left(\log \left(e x^2-1-\log (9)\right)+2\right)",1,"2*x^4 + x^4*Log[-1 + E*x^2 - Log[9]]","A",10,7,64,0.1094,1,"{6, 6725, 446, 77, 2454, 2395, 43}"
10289,1,26,0,0.1189721,"\int \frac{-1-8 x^2+\log (x)}{\left(-16 x^2-8 x^3-x \log (x)+4 x^2 \log (\log (5))\right) \log \left(\frac{-16 x-8 x^2-\log (x)+4 x \log (\log (5))}{2 x}\right)} \, dx","Int[(-1 - 8*x^2 + Log[x])/((-16*x^2 - 8*x^3 - x*Log[x] + 4*x^2*Log[Log[5]])*Log[(-16*x - 8*x^2 - Log[x] + 4*x*Log[Log[5]])/(2*x)]),x]","\log \left(\log \left(-\frac{8 x^2+16 x-4 x \log (\log (5))+\log (x)}{2 x}\right)\right)","\log \left(\log \left(2 \left(-2 x-\frac{\log (x)}{4 x}-4+\log (\log (5))\right)\right)\right)",1,"Log[Log[-1/2*(16*x + 8*x^2 + Log[x] - 4*x*Log[Log[5]])/x]]","A",2,2,65,0.03077,1,"{6, 6684}"
10290,0,0,0,1.6047157,"\int \frac{3 e^x+e^x \left(-3+6 x-3 x^2\right) \log \left(\frac{1-x}{x}\right)}{e \left(-x^2+x^3\right) \log ^2\left(\frac{1-x}{x}\right)} \, dx","Int[(3*E^x + E^x*(-3 + 6*x - 3*x^2)*Log[(1 - x)/x])/(E*(-x^2 + x^3)*Log[(1 - x)/x]^2),x]","\int \frac{3 e^x+e^x \left(-3+6 x-3 x^2\right) \log \left(\frac{1-x}{x}\right)}{e \left(-x^2+x^3\right) \log ^2\left(\frac{1-x}{x}\right)} \, dx","-\frac{3 e^{x-1}}{x \log \left(\frac{1}{x}-1\right)}",1,"(3*Defer[Int][E^x/((-1 + x)*Log[-1 + x^(-1)]^2), x])/E - (3*Defer[Int][E^x/(x^2*Log[-1 + x^(-1)]^2), x])/E - (3*Defer[Int][E^x/(x*Log[-1 + x^(-1)]^2), x])/E + (3*Defer[Int][E^x/(x^2*Log[-1 + x^(-1)]), x])/E - (3*Defer[Int][E^x/(x*Log[-1 + x^(-1)]), x])/E","F",0,0,0,0,-1,"{}"
10291,1,95,0,0.9580561,"\int \frac{e^{-2+e^{x+x^2}-6 x+x^2} \left(1-6 x+2 x^2+e^{x+x^2} \left(x+2 x^2\right)+\left(-6 x+2 x^2+e^{x+x^2} \left(x+2 x^2\right)\right) \log (x)\right)}{x} \, dx","Int[(E^(-2 + E^(x + x^2) - 6*x + x^2)*(1 - 6*x + 2*x^2 + E^(x + x^2)*(x + 2*x^2) + (-6*x + 2*x^2 + E^(x + x^2)*(x + 2*x^2))*Log[x]))/x,x]","\frac{e^{x^2+e^{x^2+x}-6 x-2} \left(-2 x^2-e^{x^2+x} \left(2 x^2+x\right)+\left(-2 x^2-e^{x^2+x} \left(2 x^2+x\right)+6 x\right) \log (x)+6 x\right)}{x \left(-e^{x^2+x} (2 x+1)-2 x+6\right)}","e^{e^{x^2+x}+(x-6) x-2} (\log (x)+1)",1,"(E^(-2 + E^(x + x^2) - 6*x + x^2)*(6*x - 2*x^2 - E^(x + x^2)*(x + 2*x^2) + (6*x - 2*x^2 - E^(x + x^2)*(x + 2*x^2))*Log[x]))/(x*(6 - 2*x - E^(x + x^2)*(1 + 2*x)))","B",1,1,73,0.01370,1,"{2288}"
10292,0,0,0,6.0816742,"\int \frac{2^{-e^{e^x}} (2 x+\log (-3-3 x+\log (9)))^{e^{e^x}} \left(e^{e^x} (-9-6 x+2 \log (9))+e^{e^x} \left(e^x \left(-6 x-6 x^2+2 x \log (9)\right)+e^x (-3-3 x+\log (9)) \log (-3-3 x+\log (9))\right) \log \left(\frac{1}{2} (2 x+\log (-3-3 x+\log (9)))\right)\right)}{-6 x-6 x^2+2 x \log (9)+(-3-3 x+\log (9)) \log (-3-3 x+\log (9))} \, dx","Int[((2*x + Log[-3 - 3*x + Log[9]])^E^E^x*(E^E^x*(-9 - 6*x + 2*Log[9]) + E^E^x*(E^x*(-6*x - 6*x^2 + 2*x*Log[9]) + E^x*(-3 - 3*x + Log[9])*Log[-3 - 3*x + Log[9]])*Log[(2*x + Log[-3 - 3*x + Log[9]])/2]))/(2^E^E^x*(-6*x - 6*x^2 + 2*x*Log[9] + (-3 - 3*x + Log[9])*Log[-3 - 3*x + Log[9]])),x]","\int \frac{2^{-e^{e^x}} (2 x+\log (-3-3 x+\log (9)))^{e^{e^x}} \left(e^{e^x} (-9-6 x+2 \log (9))+e^{e^x} \left(e^x \left(-6 x-6 x^2+2 x \log (9)\right)+e^x (-3-3 x+\log (9)) \log (-3-3 x+\log (9))\right) \log \left(\frac{1}{2} (2 x+\log (-3-3 x+\log (9)))\right)\right)}{-6 x-6 x^2+2 x \log (9)+(-3-3 x+\log (9)) \log (-3-3 x+\log (9))} \, dx","\left(x+\frac{1}{2} \log (-3 x-3+\log (9))\right)^{e^{e^x}}",1,"Defer[Int][2^(1 - E^E^x)*E^E^x*(2*x + Log[-3 - 3*x + Log[9]])^(-1 + E^E^x), x] + 3*Defer[Int][(E^E^x*(2*x + Log[-3 - 3*x + Log[9]])^(-1 + E^E^x))/(2^E^E^x*(3 + 3*x - Log[9])), x] + Defer[Int][(E^(E^x + x)*(2*x + Log[-3 - 3*x + Log[9]])^E^E^x*Log[(2*x + Log[-3 - 3*x + Log[9]])/2])/2^E^E^x, x]","F",0,0,0,0,-1,"{}"
10293,1,15,0,0.0066591,"\int \frac{2048 x^7+e^{32} \left(1-27 x^2\right)}{e^{32}} \, dx","Int[(2048*x^7 + E^32*(1 - 27*x^2))/E^32,x]","\frac{256 x^8}{e^{32}}-9 x^3+x","\frac{256 x^8}{e^{32}}-9 x^3+x",1,"x - 9*x^3 + (256*x^8)/E^32","A",3,1,21,0.04762,1,"{12}"
10294,0,0,0,1.3393605,"\int \frac{-560+840 x+e^x \left(112-56 x-84 x^2\right)}{400 x^2-600 x^3+225 x^4+e^x \left(-160 x^2+240 x^3-90 x^4\right)+e^{2 x} \left(16 x^2-24 x^3+9 x^4\right)} \, dx","Int[(-560 + 840*x + E^x*(112 - 56*x - 84*x^2))/(400*x^2 - 600*x^3 + 225*x^4 + E^x*(-160*x^2 + 240*x^3 - 90*x^4) + E^(2*x)*(16*x^2 - 24*x^3 + 9*x^4)),x]","\int \frac{-560+840 x+e^x \left(112-56 x-84 x^2\right)}{400 x^2-600 x^3+225 x^4+e^x \left(-160 x^2+240 x^3-90 x^4\right)+e^{2 x} \left(16 x^2-24 x^3+9 x^4\right)} \, dx","\frac{28}{3 \left(5-e^x\right) \left(\frac{4}{3}-x\right) x}",1,"7*Defer[Int][1/((-5 + E^x)*x^2), x] + 35*Defer[Int][1/((-5 + E^x)^2*x), x] + 7*Defer[Int][1/((-5 + E^x)*x), x] - 63*Defer[Int][1/((-5 + E^x)*(-4 + 3*x)^2), x] - 105*Defer[Int][1/((-5 + E^x)^2*(-4 + 3*x)), x] - 21*Defer[Int][1/((-5 + E^x)*(-4 + 3*x)), x]","F",0,0,0,0,-1,"{}"
10295,1,20,0,0.0528338,"\int e^{x^2} \left(1+2 x+2 x^2+e^8 \left(2+4 x^2\right)\right) \, dx","Int[E^x^2*(1 + 2*x + 2*x^2 + E^8*(2 + 4*x^2)),x]","\left(1+2 e^8\right) e^{x^2} x+e^{x^2}","e^{x^2} \left(2 e^8 x+x+1\right)",1,"E^x^2 + E^x^2*(1 + 2*E^8)*x","A",6,4,27,0.1481,1,"{2226, 2204, 2209, 2212}"
10296,1,4186,0,14.3768238,"\int \frac{50-75 x-20 x^2+35 x^3+12 x^4+x^5+e^{20} \left(2 x^2+x^3\right)+e^{10-x} \left(-45 x+25 x^2+x^3-14 x^4-2 x^5\right)+e^x \left(e^{10-x} \left(20 x-10 x^2-14 x^3-2 x^4\right)+e^{20-2 x} \left(-5 x^2+2 x^3+2 x^4\right)\right)+\left(e^{20-x} \left(2 x^2+x^3\right)+e^{10-x} \left(-10+5 x-7 x^2-8 x^3-x^4\right)\right) \log (2+x)}{50-75 x-20 x^2+35 x^3+12 x^4+x^5+e^{20} \left(2 x^2+x^3\right)+e^{10} \left(20 x-10 x^2-14 x^3-2 x^4\right)} \, dx","Int[(50 - 75*x - 20*x^2 + 35*x^3 + 12*x^4 + x^5 + E^20*(2*x^2 + x^3) + E^(10 - x)*(-45*x + 25*x^2 + x^3 - 14*x^4 - 2*x^5) + E^x*(E^(10 - x)*(20*x - 10*x^2 - 14*x^3 - 2*x^4) + E^(20 - 2*x)*(-5*x^2 + 2*x^3 + 2*x^4)) + (E^(20 - x)*(2*x^2 + x^3) + E^(10 - x)*(-10 + 5*x - 7*x^2 - 8*x^3 - x^4))*Log[2 + x])/(50 - 75*x - 20*x^2 + 35*x^3 + 12*x^4 + x^5 + E^20*(2*x^2 + x^3) + E^10*(20*x - 10*x^2 - 14*x^3 - 2*x^4)),x]","x+2 e^{10-x}+\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(594-462 e^{10}+108 e^{20}-8 e^{30}+\frac{2915-4092 e^{10}+1680 e^{20}-276 e^{30}+16 e^{40}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right)^2}+\frac{e^{\frac{1}{2} \left(45-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(123-44 e^{10}+4 e^{20}+\frac{2055-1109 e^{10}+200 e^{20}-12 e^{30}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right)^2}-\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{2 \left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{e^{\frac{1}{2} \left(45-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{2 \left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(1+\frac{10-e^{10}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{11-2 e^{10}}+\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}-\frac{10 e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{20 e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}-\frac{e^{\frac{1}{2} \left(45-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{10 e^{\frac{1}{2} \left(45-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(65-23 e^{10}+2 e^{20}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}-\frac{20 e^{\frac{1}{2} \left(45-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(65-23 e^{10}+2 e^{20}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(594-462 e^{10}+108 e^{20}-8 e^{30}-\frac{2915-4092 e^{10}+1680 e^{20}-276 e^{30}+16 e^{40}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right)^2}+\frac{e^{\frac{1}{2} \left(45-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(123-44 e^{10}+4 e^{20}-\frac{2055-1109 e^{10}+200 e^{20}-12 e^{30}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right)^2}-\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{2 \left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{e^{\frac{1}{2} \left(45-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{2 \left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(1-\frac{10-e^{10}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{11-2 e^{10}}-\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}-\frac{10 e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}-\frac{20 e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{e^{\frac{1}{2} \left(45-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{10 e^{\frac{1}{2} \left(45-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(65-23 e^{10}+2 e^{20}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)}+\frac{20 e^{\frac{1}{2} \left(45-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(65-23 e^{10}+2 e^{20}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right)^{3/2}}-\frac{2 e^{12} \text{Ei}(-x-2)}{11-2 e^{10}}-\frac{4 e^{22} \text{Ei}(-x-2)}{\left(11-2 e^{10}\right)^2}+\frac{22 e^{12} \text{Ei}(-x-2)}{\left(11-2 e^{10}\right)^2}+\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{2 \left(45-10 e^{10}+e^{20}\right)}-\frac{1}{2} e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(1+\frac{3-e^{10}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)+\frac{10 e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{45-10 e^{10}+e^{20}}-\frac{e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right)^2 \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right)^{3/2}}-\frac{20 e^{\frac{1}{2} \left(25-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x-\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{2 \left(45-10 e^{10}+e^{20}\right)}-\frac{1}{2} e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(1-\frac{3-e^{10}}{\sqrt{45-10 e^{10}+e^{20}}}\right) \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)+\frac{10 e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{45-10 e^{10}+e^{20}}+\frac{e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \left(5-e^{10}\right)^2 \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{20 e^{\frac{1}{2} \left(25-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)} \text{Ei}\left(\frac{1}{2} \left(-2 x+\sqrt{45-10 e^{10}+e^{20}}+e^{10}-5\right)\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right)^{3/2}}+\frac{e^{10-x} \left(5-e^{10}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{20 e^{10-x} \log (x+2)}{\left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{e^{10-x} \left(5-e^{10}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right) \log (x+2)}{\left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{20 e^{10-x} \log (x+2)}{\left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}-\frac{e^{10-x} \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{e^{20-x} \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \left(5-e^{10}-\sqrt{45-10 e^{10}+e^{20}}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}-\frac{20 e^{10-x} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{20 e^{20-x} \left(65-23 e^{10}+2 e^{20}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x-\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}-\frac{e^{10-x} \left(770+395 e^{10}-318 e^{20}+62 e^{30}-4 e^{40}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{e^{20-x} \left(755-380 e^{10}+66 e^{20}-4 e^{30}\right) \left(5-e^{10}+\sqrt{45-10 e^{10}+e^{20}}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}-\frac{20 e^{10-x} \left(55+44 e^{10}-21 e^{20}+2 e^{30}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}+\frac{20 e^{20-x} \left(65-23 e^{10}+2 e^{20}\right)}{\left(11-2 e^{10}\right) \left(45-10 e^{10}+e^{20}\right) \left(2 x+\sqrt{45-10 e^{10}+e^{20}}-e^{10}+5\right)}","x-\frac{2 x+\log (x+2)}{e^{x-10} \left(-x+\frac{5}{x}-5\right)+e^x}",1,"2*E^(10 - x) + x + (20*E^(20 - x)*(65 - 23*E^10 + 2*E^20))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (20*E^(10 - x)*(55 + 44*E^10 - 21*E^20 + 2*E^30))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (E^(20 - x)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20]))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (E^(10 - x)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20]))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (20*E^(20 - x)*(65 - 23*E^10 + 2*E^20))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (20*E^(10 - x)*(55 + 44*E^10 - 21*E^20 + 2*E^30))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (E^(20 - x)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20]))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (E^(10 - x)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20]))/((11 - 2*E^10)*(45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (20*E^((45 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(65 - 23*E^10 + 2*E^20)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) + (10*E^((45 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(65 - 23*E^10 + 2*E^20)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)) - (E^((45 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) + (20*E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(55 + 44*E^10 - 21*E^20 + 2*E^30)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) - (10*E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(55 + 44*E^10 - 21*E^20 + 2*E^30)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)) + (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) + (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(1 + (10 - E^10)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10) + (E^((45 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(2*(11 - 2*E^10)*(45 - 10*E^10 + E^20)) - (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(2*(11 - 2*E^10)*(45 - 10*E^10 + E^20)) + (E^((45 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(123 - 44*E^10 + 4*E^20 + (2055 - 1109*E^10 + 200*E^20 - 12*E^30)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10)^2 + (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(594 - 462*E^10 + 108*E^20 - 8*E^30 + (2915 - 4092*E^10 + 1680*E^20 - 276*E^30 + 16*E^40)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10)^2 + (20*E^((45 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(65 - 23*E^10 + 2*E^20)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) + (10*E^((45 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(65 - 23*E^10 + 2*E^20)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)) + (E^((45 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) - (20*E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(55 + 44*E^10 - 21*E^20 + 2*E^30)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) - (10*E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(55 + 44*E^10 - 21*E^20 + 2*E^30)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)) - (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/((11 - 2*E^10)*(45 - 10*E^10 + E^20)^(3/2)) + (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(1 - (10 - E^10)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10) + (E^((45 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(755 - 380*E^10 + 66*E^20 - 4*E^30)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(2*(11 - 2*E^10)*(45 - 10*E^10 + E^20)) - (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(770 + 395*E^10 - 318*E^20 + 62*E^30 - 4*E^40)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(2*(11 - 2*E^10)*(45 - 10*E^10 + E^20)) + (E^((45 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(123 - 44*E^10 + 4*E^20 - (2055 - 1109*E^10 + 200*E^20 - 12*E^30)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10)^2 + (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(594 - 462*E^10 + 108*E^20 - 8*E^30 - (2915 - 4092*E^10 + 1680*E^20 - 276*E^30 + 16*E^40)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2])/(11 - 2*E^10)^2 + (22*E^12*ExpIntegralEi[-2 - x])/(11 - 2*E^10)^2 - (4*E^22*ExpIntegralEi[-2 - x])/(11 - 2*E^10)^2 - (2*E^12*ExpIntegralEi[-2 - x])/(11 - 2*E^10) + (20*E^(10 - x)*Log[2 + x])/((45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (E^(10 - x)*(5 - E^10)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20])*Log[2 + x])/((45 - 10*E^10 + E^20)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (20*E^(10 - x)*Log[2 + x])/((45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) + (E^(10 - x)*(5 - E^10)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20])*Log[2 + x])/((45 - 10*E^10 + E^20)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20] + 2*x)) - (20*E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20)^(3/2) - (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)^2*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20)^(3/2) + (10*E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20) - (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(1 + (3 - E^10)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/2 + (E^((25 - E^10 + Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(5 - E^10 + Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 - Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(2*(45 - 10*E^10 + E^20)) + (20*E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20)^(3/2) + (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)^2*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20)^(3/2) + (10*E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(45 - 10*E^10 + E^20) - (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(1 - (3 - E^10)/Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/2 + (E^((25 - E^10 - Sqrt[45 - 10*E^10 + E^20])/2)*(5 - E^10)*(5 - E^10 - Sqrt[45 - 10*E^10 + E^20])*ExpIntegralEi[(-5 + E^10 + Sqrt[45 - 10*E^10 + E^20] - 2*x)/2]*Log[2 + x])/(2*(45 - 10*E^10 + E^20))","C",62,7,235,0.02979,1,"{6688, 6742, 2178, 2177, 2270, 2194, 2554}"
10297,1,23,0,0.013492,"\int \frac{2 \log (4)-\log (4) \log (x)}{x^2} \, dx","Int[(2*Log[4] - Log[4]*Log[x])/x^2,x]","\frac{\log (4)}{x}-\frac{2 \log (4)-\log (4) \log (x)}{x}","\frac{\log (4) (-6 x+\log (x)-1)}{x}",1,"Log[4]/x - (2*Log[4] - Log[4]*Log[x])/x","A",1,1,15,0.06667,1,"{2304}"
10298,1,22,0,0.7457342,"\int \frac{e^{2 x} \left(18+4 x-4 x^2+(3-2 x) \log (3)+2 \log (5)\right)}{81-36 x^2+4 x^4+\left(18-18 x-4 x^2+4 x^3\right) \log (3)+\left(1-2 x+x^2\right) \log ^2(3)+\left(18-4 x^2+(2-2 x) \log (3)\right) \log (5)+\log ^2(5)} \, dx","Int[(E^(2*x)*(18 + 4*x - 4*x^2 + (3 - 2*x)*Log[3] + 2*Log[5]))/(81 - 36*x^2 + 4*x^4 + (18 - 18*x - 4*x^2 + 4*x^3)*Log[3] + (1 - 2*x + x^2)*Log[3]^2 + (18 - 4*x^2 + (2 - 2*x)*Log[3])*Log[5] + Log[5]^2),x]","\frac{e^{2 x}}{-2 x^2-x \log (3)+9+\log (15)}","\frac{e^{2 x}}{-x (2 x+\log (3))+9+\log (5)+\log (3)}",1,"E^(2*x)/(9 - 2*x^2 - x*Log[3] + Log[15])","A",2,2,95,0.02105,1,"{6688, 2289}"
10299,1,29,0,0.0993198,"\int \frac{e^x (1-x)-x^2+20 x^3+2 e^{e^{x^2}+x^2} x^3+12 x^4}{x^2} \, dx","Int[(E^x*(1 - x) - x^2 + 20*x^3 + 2*E^(E^x^2 + x^2)*x^3 + 12*x^4)/x^2,x]","4 x^3+10 x^2+e^{e^{x^2}}-x-\frac{e^x}{x}","2 (2 x+5) x^2+e^{e^{x^2}}-x+\frac{x-e^x}{x}",1,"E^E^x^2 - E^x/x - x + 10*x^2 + 4*x^3","A",8,5,45,0.1111,1,"{14, 6715, 2282, 2194, 2197}"
10300,0,0,0,2.6097305,"\int \frac{\exp \left(\frac{80-8 x+16 x^2+(4+8 x) \log (5)}{x+2 x^2}\right) \left(-80-320 x+32 x^2+\left(-4-16 x-16 x^2\right) \log (5)\right)}{x^2+4 x^3+4 x^4} \, dx","Int[(E^((80 - 8*x + 16*x^2 + (4 + 8*x)*Log[5])/(x + 2*x^2))*(-80 - 320*x + 32*x^2 + (-4 - 16*x - 16*x^2)*Log[5]))/(x^2 + 4*x^3 + 4*x^4),x]","\int \frac{\exp \left(\frac{80-8 x+16 x^2+(4+8 x) \log (5)}{x+2 x^2}\right) \left(-80-320 x+32 x^2+\left(-4-16 x-16 x^2\right) \log (5)\right)}{x^2+4 x^3+4 x^4} \, dx","e^{\frac{4 \left(\frac{2 (5-x)}{x+\frac{1}{2}}+2 x+\log (5)\right)}{x}}",1,"-4*(20 + Log[5])*Defer[Int][E^((80 + 16*x^2 - 8*x*(1 - Log[5]) + Log[625])/(x*(1 + 2*x)))/x^2, x] + 352*Defer[Int][E^((80 + 16*x^2 - 8*x*(1 - Log[5]) + Log[625])/(x*(1 + 2*x)))/(1 + 2*x)^2, x]","F",0,0,0,0,-1,"{}"
10301,0,0,0,11.3386931,"\int \frac{\exp \left(-x+\frac{1+e^{4 x} (-2-2 x)+x+e^{8 x} (1+x)}{x^3 \log ^2(5)}\right) \left(-9-6 x+e^{4 x} \left(18-12 x-24 x^2\right)+e^{8 x} \left(-9+18 x+24 x^2\right)-3 x^4 \log ^2(5)\right)}{x^4 \log ^2(5)} \, dx","Int[(E^(-x + (1 + E^(4*x)*(-2 - 2*x) + x + E^(8*x)*(1 + x))/(x^3*Log[5]^2))*(-9 - 6*x + E^(4*x)*(18 - 12*x - 24*x^2) + E^(8*x)*(-9 + 18*x + 24*x^2) - 3*x^4*Log[5]^2))/(x^4*Log[5]^2),x]","\int \frac{\exp \left(-x+\frac{1+e^{4 x} (-2-2 x)+x+e^{8 x} (1+x)}{x^3 \log ^2(5)}\right) \left(-9-6 x+e^{4 x} \left(18-12 x-24 x^2\right)+e^{8 x} \left(-9+18 x+24 x^2\right)-3 x^4 \log ^2(5)\right)}{x^4 \log ^2(5)} \, dx","3 e^{\frac{\left(e^{4 x}-1\right)^2 (x+1)}{x^3 \log ^2(5)}-x}",1,"-3*Defer[Int][E^(-x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2)), x] - (9*Defer[Int][E^(-x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^4, x])/Log[5]^2 + (18*Defer[Int][E^(3*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^4, x])/Log[5]^2 - (9*Defer[Int][E^(7*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^4, x])/Log[5]^2 - (6*Defer[Int][E^(-x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^3, x])/Log[5]^2 - (12*Defer[Int][E^(3*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^3, x])/Log[5]^2 + (18*Defer[Int][E^(7*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^3, x])/Log[5]^2 - (24*Defer[Int][E^(3*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^2, x])/Log[5]^2 + (24*Defer[Int][E^(7*x + ((-1 + E^(4*x))^2*(1 + x))/(x^3*Log[5]^2))/x^2, x])/Log[5]^2","F",0,0,0,0,-1,"{}"
10302,0,0,0,6.2752101,"\int \frac{12+e^{1-x} (-12-4 x)+4 x+\left(-12-4 e^{1-x}-4 x+4 \log (2)\right) \log \left(3+e^{1-x}+x-\log (2)\right)}{27+27 x+9 x^2+x^3+e^{1-x} \left(9+6 x+x^2\right)+\left(-9-6 x-x^2\right) \log (2)+\left(-72+e^{1-x} (-24-8 x)-48 x-8 x^2+(24+8 x) \log (2)\right) \log \left(3+e^{1-x}+x-\log (2)\right)+\left(48+16 e^{1-x}+16 x-16 \log (2)\right) \log ^2\left(3+e^{1-x}+x-\log (2)\right)} \, dx","Int[(12 + E^(1 - x)*(-12 - 4*x) + 4*x + (-12 - 4*E^(1 - x) - 4*x + 4*Log[2])*Log[3 + E^(1 - x) + x - Log[2]])/(27 + 27*x + 9*x^2 + x^3 + E^(1 - x)*(9 + 6*x + x^2) + (-9 - 6*x - x^2)*Log[2] + (-72 + E^(1 - x)*(-24 - 8*x) - 48*x - 8*x^2 + (24 + 8*x)*Log[2])*Log[3 + E^(1 - x) + x - Log[2]] + (48 + 16*E^(1 - x) + 16*x - 16*Log[2])*Log[3 + E^(1 - x) + x - Log[2]]^2),x]","\int \frac{12+e^{1-x} (-12-4 x)+4 x+\left(-12-4 e^{1-x}-4 x+4 \log (2)\right) \log \left(3+e^{1-x}+x-\log (2)\right)}{27+27 x+9 x^2+x^3+e^{1-x} \left(9+6 x+x^2\right)+\left(-9-6 x-x^2\right) \log (2)+\left(-72+e^{1-x} (-24-8 x)-48 x-8 x^2+(24+8 x) \log (2)\right) \log \left(3+e^{1-x}+x-\log (2)\right)+\left(48+16 e^{1-x}+16 x-16 \log (2)\right) \log ^2\left(3+e^{1-x}+x-\log (2)\right)} \, dx","\frac{2}{\frac{x+3}{2 \log \left(x+e^{1-x}+3-\log (2)\right)}-2}",1,"Defer[Int][(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^(-2), x] - Defer[Int][x/(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^2, x] + 16*E*Defer[Int][1/((-E - E^x*(3 + x - Log[2]))*(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^2), x] + 4*E*Defer[Int][x/((-E - E^x*(3 + x - Log[2]))*(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^2), x] + 4*Log[2]*Defer[Int][1/((3 + x - Log[2])*(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^2), x] + 4*E*Log[2]*Defer[Int][1/((-E - E^x*(3 + x - Log[2]))*(3 + x - Log[2])*(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^2), x] + Defer[Int][(3 + x - 4*Log[3 + E^(1 - x) + x - Log[2]])^(-1), x]","F",0,0,0,0,-1,"{}"
10303,1,25,0,0.0579161,"\int \frac{2 x^2-3 x^3-6 x^6+e^{\frac{5}{x^2}} \left(-10+2 x^2\right)}{x} \, dx","Int[(2*x^2 - 3*x^3 - 6*x^6 + E^(5/x^2)*(-10 + 2*x^2))/x,x]","-x^6-x^3+e^{\frac{5}{x^2}} x^2+x^2","x^2 \left(-x^4+e^{\frac{5}{x^2}}-x+1\right)",1,"x^2 + E^(5/x^2)*x^2 - x^3 - x^6","A",5,2,35,0.05714,1,"{14, 2288}"
10304,1,19,0,0.2901621,"\int \frac{-2 x^7+8 x^7 \log (x)+\left(1-2 e^{-7+x^2} x\right) \log ^3(x)}{\log ^3(x)} \, dx","Int[(-2*x^7 + 8*x^7*Log[x] + (1 - 2*E^(-7 + x^2)*x)*Log[x]^3)/Log[x]^3,x]","\frac{x^8}{\log ^2(x)}-e^{x^2-7}+x","\frac{x^8}{\log ^2(x)}-e^{x^2-7}+x",1,"-E^(-7 + x^2) + x + x^8/Log[x]^2","A",12,5,35,0.1429,1,"{6742, 2209, 2306, 2309, 2178}"
10305,0,0,0,1.4373405,"\int \frac{400 x+800 x^2-432 x^3+48 x^4+e^x \left(-400+160 x-16 x^2\right)}{25 x^4+70 x^5+29 x^6-28 x^7+4 x^8+e^{2 x} \left(100-40 x+4 x^2\right)+e^x \left(-100 x^2-120 x^3+68 x^4-8 x^5\right)} \, dx","Int[(400*x + 800*x^2 - 432*x^3 + 48*x^4 + E^x*(-400 + 160*x - 16*x^2))/(25*x^4 + 70*x^5 + 29*x^6 - 28*x^7 + 4*x^8 + E^(2*x)*(100 - 40*x + 4*x^2) + E^x*(-100*x^2 - 120*x^3 + 68*x^4 - 8*x^5)),x]","\int \frac{400 x+800 x^2-432 x^3+48 x^4+e^x \left(-400+160 x-16 x^2\right)}{25 x^4+70 x^5+29 x^6-28 x^7+4 x^8+e^{2 x} \left(100-40 x+4 x^2\right)+e^x \left(-100 x^2-120 x^3+68 x^4-8 x^5\right)} \, dx","\frac{4}{\left(\frac{x}{5-x}-x\right) x^2-\frac{x^2}{2}+e^x}",1,"40*Defer[Int][(-10*E^x + 2*E^x*x + 5*x^2 + 7*x^3 - 2*x^4)^(-1), x] + 400*Defer[Int][x/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4)^2, x] + 600*Defer[Int][x^2/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4)^2, x] - 672*Defer[Int][x^3/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4)^2, x] + 184*Defer[Int][x^4/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4)^2, x] - 16*Defer[Int][x^5/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4)^2, x] + 8*Defer[Int][x/(10*E^x - 2*E^x*x - 5*x^2 - 7*x^3 + 2*x^4), x]","F",0,0,0,0,-1,"{}"
10306,0,0,0,0.5670025,"\int \frac{1}{4} e^{e^x} \left(-10+40 x-20 e^{2 x} x+e^{\log ^2(5)} \left(5+5 e^x x\right)+e^x \left(-20-30 x+20 x^2\right)\right) \, dx","Int[(E^E^x*(-10 + 40*x - 20*E^(2*x)*x + E^Log[5]^2*(5 + 5*E^x*x) + E^x*(-20 - 30*x + 20*x^2)))/4,x]","\int \frac{1}{4} e^{e^x} \left(-10+40 x-20 e^{2 x} x+e^{\log ^2(5)} \left(5+5 e^x x\right)+e^x \left(-20-30 x+20 x^2\right)\right) \, dx","5 e^{e^x} x \left(x-e^x+\frac{1}{4} \left(e^{\log ^2(5)}-2\right)\right)-3",1,"-5*E^E^x + (5*E^(E^x + Log[5]^2)*x)/4 - (5*ExpIntegralEi[E^x])/2 + 10*Defer[Int][E^E^x*x, x] - (15*Defer[Int][E^(E^x + x)*x, x])/2 - 5*Defer[Int][E^(E^x + 2*x)*x, x] + 5*Defer[Int][E^(E^x + x)*x^2, x]","F",0,0,0,0,-1,"{}"
10307,0,0,0,46.4855547,"\int \frac{\exp \left(\frac{e^{-\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} \left(1+2 e^{\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} x^2\right)}{x}-\frac{20-9 x^2-5 x^3}{9 x+5 x^2}\right) \left(180+119 x-9 x^2+65 x^3+25 x^4+e^{\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} \left(162 x^3+180 x^4+50 x^5\right)\right)}{81 x^3+90 x^4+25 x^5} \, dx","Int[(E^((1 + 2*E^((20 - 9*x^2 - 5*x^3)/(9*x + 5*x^2))*x^2)/(E^((20 - 9*x^2 - 5*x^3)/(9*x + 5*x^2))*x) - (20 - 9*x^2 - 5*x^3)/(9*x + 5*x^2))*(180 + 119*x - 9*x^2 + 65*x^3 + 25*x^4 + E^((20 - 9*x^2 - 5*x^3)/(9*x + 5*x^2))*(162*x^3 + 180*x^4 + 50*x^5)))/(81*x^3 + 90*x^4 + 25*x^5),x]","\int \frac{\exp \left(\frac{e^{-\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} \left(1+2 e^{\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} x^2\right)}{x}-\frac{20-9 x^2-5 x^3}{9 x+5 x^2}\right) \left(180+119 x-9 x^2+65 x^3+25 x^4+e^{\frac{20-9 x^2-5 x^3}{9 x+5 x^2}} \left(162 x^3+180 x^4+50 x^5\right)\right)}{81 x^3+90 x^4+25 x^5} \, dx","e^{2 x+\frac{e^{x-\frac{5}{\frac{5}{4} (x+1) x+x}}}{x}}",1,"2*Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x + 2*x), x] + (20*Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x - (20 - 27*x^2 - 15*x^3)/(x*(9 + 5*x)))/x^3, x])/9 - Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x - (20 - 27*x^2 - 15*x^3)/(x*(9 + 5*x)))/x^2, x] + (229*Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x - (20 - 27*x^2 - 15*x^3)/(x*(9 + 5*x)))/x, x])/729 + (2500*Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x - (20 - 27*x^2 - 15*x^3)/(x*(9 + 5*x)))/(9 + 5*x)^2, x])/81 + (2500*Defer[Int][E^(E^(x - 20/(9*x + 5*x^2))/x - (20 - 27*x^2 - 15*x^3)/(x*(9 + 5*x)))/(9 + 5*x), x])/729","F",0,0,0,0,-1,"{}"
10308,0,0,0,4.4686851,"\int \frac{e^{-x} \left(24-8 e+8 x+e^x \left(-288-120 x+16 x^2+8 x^3+e^2 (-32+8 x)+e \left(192+16 x-16 x^2\right)\right)+\left(12-12 x-4 x^2+e (-4+4 x)+e^x \left(-144-16 e^2-96 x-16 x^2+e (96+32 x)\right)\right) \log \left(x^2\right)\right)}{9+e^2+e (-6-2 x)+6 x+x^2} \, dx","Int[(24 - 8*E + 8*x + E^x*(-288 - 120*x + 16*x^2 + 8*x^3 + E^2*(-32 + 8*x) + E*(192 + 16*x - 16*x^2)) + (12 - 12*x - 4*x^2 + E*(-4 + 4*x) + E^x*(-144 - 16*E^2 - 96*x - 16*x^2 + E*(96 + 32*x)))*Log[x^2])/(E^x*(9 + E^2 + E*(-6 - 2*x) + 6*x + x^2)),x]","\int \frac{e^{-x} \left(24-8 e+8 x+e^x \left(-288-120 x+16 x^2+8 x^3+e^2 (-32+8 x)+e \left(192+16 x-16 x^2\right)\right)+\left(12-12 x-4 x^2+e (-4+4 x)+e^x \left(-144-16 e^2-96 x-16 x^2+e (96+32 x)\right)\right) \log \left(x^2\right)\right)}{9+e^2+e (-6-2 x)+6 x+x^2} \, dx","4 x \left(-\left(\frac{e^{-x}}{-x+e-3}+4\right) \log \left(x^2\right)+x+\frac{5}{x}\right)",1,"4*x^2 + 8*ExpIntegralEi[-x] + 8*(3 - E)*ExpIntegralEi[-x] - 8*(4 - E)*ExpIntegralEi[-x] + (4*Log[x^2])/E^x - 16*x*Log[x^2] - (4*(3 - E)*Log[x^2])/(E^x*(3 - E + x)) + 8*(3 - E)*E^(3 - E)*Defer[Int][ExpIntegralEi[-3 + E - x]/x, x] + 8*(3 - E)*(4 - E)*E^(3 - E)*Defer[Int][ExpIntegralEi[-3 + E - x]/x, x] - 8*(3 - E)*(5 - E)*E^(3 - E)*Defer[Int][ExpIntegralEi[-3 + E - x]/x, x]","F",0,0,0,0,-1,"{}"
10309,1,27,0,0.4460605,"\int \frac{e^{13} \left(5+3 e^3-e^{3+3 x} x\right) \left(10+6 e^3+e^{3+3 x} \left(-x+3 x^2\right)\right)}{x^2 \left(-5 x-3 e^3 x+e^{3+3 x} x^2\right)} \, dx","Int[(E^13*(5 + 3*E^3 - E^(3 + 3*x)*x)*(10 + 6*E^3 + E^(3 + 3*x)*(-x + 3*x^2)))/(x^2*(-5*x - 3*E^3*x + E^(3 + 3*x)*x^2)),x]","\frac{e^{13} \left(5+3 e^3\right)}{x^2}-\frac{e^{3 x+16}}{x}","\frac{e^{16} \left(-e^{3 x}+\frac{5}{e^3 x}+\frac{3}{x}\right)}{x}",1,"(E^13*(5 + 3*E^3))/x^2 - E^(16 + 3*x)/x","A",6,5,71,0.07042,1,"{6, 12, 6688, 14, 2197}"
10310,1,11,0,0.0033013,"\int 90 e^{2 e^2+x} \, dx","Int[90*E^(2*E^2 + x),x]","90 e^{x+2 e^2}","45 e^{2 e^2} \left(2 e^x+3\right)",1,"90*E^(2*E^2 + x)","A",2,2,11,0.1818,1,"{12, 2194}"
10311,-1,0,0,180.0008021,"\int \frac{-10 e^{5-\frac{10 x}{e^5-2 x}}+2 e^{10} x-8 e^5 x^2+8 x^3+e^{-\frac{5 x}{e^5-2 x}} \left(2 e^{10}-18 e^5 x+8 x^2\right)}{144 x^2-48 x^4+4 x^6+e^{-\frac{20 x}{e^5-2 x}} \left(e^{10}-4 e^5 x+4 x^2\right)+e^{-\frac{15 x}{e^5-2 x}} \left(4 e^{10} x-16 e^5 x^2+16 x^3\right)+e^{10} \left(36-12 x^2+x^4\right)+e^5 \left(-144 x+48 x^3-4 x^5\right)+e^{-\frac{10 x}{e^5-2 x}} \left(-48 x^2+24 x^4+e^{10} \left(-12+6 x^2\right)+e^5 \left(48 x-24 x^3\right)\right)+e^{-\frac{5 x}{e^5-2 x}} \left(-96 x^3+16 x^5+e^{10} \left(-24 x+4 x^3\right)+e^5 \left(96 x^2-16 x^4\right)\right)} \, dx","Int[(-10*E^(5 - (10*x)/(E^5 - 2*x)) + 2*E^10*x - 8*E^5*x^2 + 8*x^3 + (2*E^10 - 18*E^5*x + 8*x^2)/E^((5*x)/(E^5 - 2*x)))/(144*x^2 - 48*x^4 + 4*x^6 + (E^10 - 4*E^5*x + 4*x^2)/E^((20*x)/(E^5 - 2*x)) + (4*E^10*x - 16*E^5*x^2 + 16*x^3)/E^((15*x)/(E^5 - 2*x)) + E^10*(36 - 12*x^2 + x^4) + E^5*(-144*x + 48*x^3 - 4*x^5) + (-48*x^2 + 24*x^4 + E^10*(-12 + 6*x^2) + E^5*(48*x - 24*x^3))/E^((10*x)/(E^5 - 2*x)) + (-96*x^3 + 16*x^5 + E^10*(-24*x + 4*x^3) + E^5*(96*x^2 - 16*x^4))/E^((5*x)/(E^5 - 2*x))),x]","\text{\$Aborted}","\frac{1}{6-\left(x+e^{\frac{5 x}{2 x-e^5}}\right)^2}+1",1,"$Aborted","F",0,0,0,0,-1,"{}"
10312,1,37,0,0.0483609,"\int \frac{1}{8} \left(8+e^{-2-e^x+x} \left(-8+8 e^x\right)+x\right) \, dx","Int[(8 + E^(-2 - E^x + x)*(-8 + 8*E^x) + x)/8,x]","\frac{x^2}{16}+x-e^{-e^x-2}+e^{-e^x-2} \left(1-e^x\right)","\frac{x^2}{16}+x-e^{x-e^x-2}-4",1,"-E^(-2 - E^x) + E^(-2 - E^x)*(1 - E^x) + x + x^2/16","A",6,4,25,0.1600,1,"{12, 2282, 2176, 2194}"
10313,0,0,0,0.2296294,"\int \frac{87+3 x-87 x^2-3 x^3+\left(-87-6 x-87 x^2\right) \log (x)}{\left(1-2 x^2+x^4\right) \log ^2(x)} \, dx","Int[(87 + 3*x - 87*x^2 - 3*x^3 + (-87 - 6*x - 87*x^2)*Log[x])/((1 - 2*x^2 + x^4)*Log[x]^2),x]","\int \frac{87+3 x-87 x^2-3 x^3+\left(-87-6 x-87 x^2\right) \log (x)}{\left(1-2 x^2+x^4\right) \log ^2(x)} \, dx","\frac{3 (x+29)}{\left(x-\frac{1}{x}\right) \log (x)}",1,"-3*Defer[Int][(29 + x)/((-1 + x^2)*Log[x]^2), x] - 3*Defer[Int][(29 + 2*x + 29*x^2)/((-1 + x^2)^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
10314,1,31,0,0.0190347,"\int \left(-e^{21}+e^{4+x} (-15-15 x)+60 x-e^{21} \log (x)\right) \, dx","Int[-E^21 + E^(4 + x)*(-15 - 15*x) + 60*x - E^21*Log[x],x]","30 x^2+15 e^{x+4}-15 e^{x+4} (x+1)-e^{21} x \log (x)","x \left(15 \left(2 x-e^{x+4}\right)-e^{21} \log (x)\right)",1,"15*E^(4 + x) + 30*x^2 - 15*E^(4 + x)*(1 + x) - E^21*x*Log[x]","A",4,3,27,0.1111,1,"{2176, 2194, 2295}"
10315,1,26,0,0.0676472,"\int \frac{4 x+2 e^{40} x^2+2 x^4+e^{20} \left(-2-4 x^3\right)}{e^{40} x^2-2 e^{20} x^3+x^4} \, dx","Int[(4*x + 2*E^40*x^2 + 2*x^4 + E^20*(-2 - 4*x^3))/(E^40*x^2 - 2*E^20*x^3 + x^4),x]","2 x+\frac{2}{e^{20} \left(e^{20}-x\right)}+\frac{2}{e^{20} x}","2 \left(x+\frac{1}{\left(e^{20}-x\right) x}\right)-\frac{e^{4/3}}{3}",1,"2/(E^20*(E^20 - x)) + 2/(E^20*x) + 2*x","A",4,3,50,0.06000,1,"{1594, 27, 1620}"
10316,1,17,0,0.0797199,"\int \frac{1}{125} e^{\frac{7500-9 x^4}{2500}} \left(750 e^{\frac{-7500+9 x^4}{2500}}-9 x^3\right) \, dx","Int[(E^((7500 - 9*x^4)/2500)*(750*E^((-7500 + 9*x^4)/2500) - 9*x^3))/125,x]","5 e^{3-\frac{9 x^4}{2500}}+6 x","5 \left(e^{3-\frac{9 x^4}{2500}}+x\right)+x-2",1,"5*E^(3 - (9*x^4)/2500) + 6*x","A",4,3,38,0.07895,1,"{12, 6688, 2209}"
10317,1,163,0,0.4223928,"\int \frac{1}{4} \left(12 e^{8+3 x}+e^{2 x} \left(e^4 (-32+32 x)+e^8 \left(16+32 x+48 x^2\right)\right)+e^x \left(-12-16 x+16 x^2+e^4 \left(12-128 x+56 x^2+48 x^3\right)+e^8 \left(-3+68 x-32 x^2+120 x^3+36 x^4\right)\right)\right) \, dx","Int[(12*E^(8 + 3*x) + E^(2*x)*(E^4*(-32 + 32*x) + E^8*(16 + 32*x + 48*x^2)) + E^x*(-12 - 16*x + 16*x^2 + E^4*(12 - 128*x + 56*x^2 + 48*x^3) + E^8*(-3 + 68*x - 32*x^2 + 120*x^3 + 36*x^4)))/4,x]","9 e^{x+8} x^4+12 e^{x+4} x^3-6 e^{x+8} x^3+4 e^x x^2-22 e^{x+4} x^2+10 e^{x+8} x^2+6 e^{2 x+8} x^2-12 e^x x+12 e^{x+4} x-3 e^{x+8} x-2 e^{2 x+8} x+9 e^x-9 e^{x+4}+\frac{9 e^{x+8}}{4}-2 e^{2 x+4}+3 e^{2 x+8}+e^{3 x+8}-4 e^{2 x+4} (1-x)","e^x \left(e^4 \left(3 x^2-x+e^x+\frac{3}{2}\right)+2 x-3\right)^2",1,"9*E^x - 9*E^(4 + x) + (9*E^(8 + x))/4 - 2*E^(4 + 2*x) + 3*E^(8 + 2*x) + E^(8 + 3*x) - 4*E^(4 + 2*x)*(1 - x) - 12*E^x*x + 12*E^(4 + x)*x - 3*E^(8 + x)*x - 2*E^(8 + 2*x)*x + 4*E^x*x^2 - 22*E^(4 + x)*x^2 + 10*E^(8 + x)*x^2 + 6*E^(8 + 2*x)*x^2 + 12*E^(4 + x)*x^3 - 6*E^(8 + x)*x^3 + 9*E^(8 + x)*x^4","B",52,4,101,0.03960,1,"{12, 2194, 2196, 2176}"
10318,0,0,0,1.7279664,"\int \frac{\left(-208 x-60 x^2+108 x^3-36 x^4+4 x^5\right) \log (2 x)+\left(-60+164 x-57 x^2-15 x^3+9 x^4-x^5\right) \log \left(\frac{400-1920 x+2424 x^2-48 x^3-607 x^4+132 x^5+30 x^6-12 x^7+x^8}{81-108 x+54 x^2-12 x^3+x^4}\right)}{\left(60 x-164 x^2+57 x^3+15 x^4-9 x^5+x^6\right) \log ^2(2 x)} \, dx","Int[((-208*x - 60*x^2 + 108*x^3 - 36*x^4 + 4*x^5)*Log[2*x] + (-60 + 164*x - 57*x^2 - 15*x^3 + 9*x^4 - x^5)*Log[(400 - 1920*x + 2424*x^2 - 48*x^3 - 607*x^4 + 132*x^5 + 30*x^6 - 12*x^7 + x^8)/(81 - 108*x + 54*x^2 - 12*x^3 + x^4)])/((60*x - 164*x^2 + 57*x^3 + 15*x^4 - 9*x^5 + x^6)*Log[2*x]^2),x]","\int \frac{\left(-208 x-60 x^2+108 x^3-36 x^4+4 x^5\right) \log (2 x)+\left(-60+164 x-57 x^2-15 x^3+9 x^4-x^5\right) \log \left(\frac{400-1920 x+2424 x^2-48 x^3-607 x^4+132 x^5+30 x^6-12 x^7+x^8}{81-108 x+54 x^2-12 x^3+x^4}\right)}{\left(60 x-164 x^2+57 x^3+15 x^4-9 x^5+x^6\right) \log ^2(2 x)} \, dx","\frac{\log \left(\left(\left(x+\frac{4}{3-x}\right)^2-4\right)^2\right)}{\log (2 x)}",1,"4*Defer[Int][((-4 + x)*(1 + x)*(13 - 6*x + x^2))/((-3 + x)*(2 - 5*x + x^2)*(-10 - x + x^2)*Log[2*x]), x] - Defer[Int][Log[(-20 + 48*x - 3*x^2 - 6*x^3 + x^4)^2/(-3 + x)^4]/(x*Log[2*x]^2), x]","F",0,0,0,0,-1,"{}"
10319,1,27,0,0.2307729,"\int \frac{e^{-x} \left(-10+2 x+\left(6 x-x^2\right) \log \left(x^2\right)\right)}{x} \, dx","Int[(-10 + 2*x + (6*x - x^2)*Log[x^2])/(E^x*x),x]","e^{-x} \log \left(x^2\right)-e^{-x} (6-x) \log \left(x^2\right)","e^{-x} (x-5) \log \left(x^2\right)+2-\log (259)",1,"Log[x^2]/E^x - ((6 - x)*Log[x^2])/E^x","A",12,7,28,0.2500,1,"{6742, 2199, 2194, 2178, 2176, 2554, 12}"
10320,1,21,0,0.0551257,"\int \frac{-e^{25-x} \log (3)+(8-2 x) \log (3)}{-13+e^{25-x}+8 x-x^2} \, dx","Int[(-(E^(25 - x)*Log[3]) + (8 - 2*x)*Log[3])/(-13 + E^(25 - x) + 8*x - x^2),x]","\log (3) \log \left(x^2-8 x-e^{25-x}+13\right)","\log (3) \log \left(\frac{1}{2} \left(\frac{1}{3} \left(e^{25-x}-(1-x)^2\right)-4\right)+x\right)",1,"Log[3]*Log[13 - E^(25 - x) - 8*x + x^2]","A",1,1,40,0.02500,1,"{6684}"
10321,1,46,0,1.1532433,"\int \frac{-36+360 x-900 x^2+\left(-18+192 x-570 x^2+300 x^3\right) \log (2 x)+\left(5-25 x+2 x^2-20 x^3+50 x^4+(-5+50 x) \log (x)\right) \log ^3(2 x)}{\left(x^2-10 x^3+25 x^4\right) \log ^3(2 x)} \, dx","Int[(-36 + 360*x - 900*x^2 + (-18 + 192*x - 570*x^2 + 300*x^3)*Log[2*x] + (5 - 25*x + 2*x^2 - 20*x^3 + 50*x^4 + (-5 + 50*x)*Log[x])*Log[2*x]^3)/((x^2 - 10*x^3 + 25*x^4)*Log[2*x]^3),x]","2 x+\frac{18}{x \log ^2(2 x)}+\frac{125 x \log (x)}{1-5 x}+25 \log (x)-\frac{12}{\log (2 x)}+\frac{5 \log (x)}{x}","-\frac{\log (x)}{x^2-\frac{x}{5}}+\frac{2 \left(x-\frac{3}{\log (2 x)}\right)^2}{x}+1",1,"2*x + 25*Log[x] + (5*Log[x])/x + (125*x*Log[x])/(1 - 5*x) + 18/(x*Log[2*x]^2) - 12/Log[2*x]","A",31,17,88,0.1932,1,"{1594, 27, 6688, 14, 6742, 44, 43, 2357, 2304, 2314, 31, 2306, 2309, 2178, 2353, 2302, 30}"
10322,1,99,0,2.6840776,"\int \frac{-75+60 x-12 x^2+\exp \left(\frac{30 x-12 x^2+e^x (5+x) \log (5)}{-15+6 x}\right) \left(-150+120 x-24 x^2+e^x \left(-40+5 x+2 x^2\right) \log (5)\right)}{75-60 x+12 x^2} \, dx","Int[(-75 + 60*x - 12*x^2 + E^((30*x - 12*x^2 + E^x*(5 + x)*Log[5])/(-15 + 6*x))*(-150 + 120*x - 24*x^2 + E^x*(-40 + 5*x + 2*x^2)*Log[5]))/(75 - 60*x + 12*x^2),x]","\frac{5^{-\frac{e^x (x+5)}{3 (5-2 x)}} e^{-2 x} \left(-2 e^x x^2-5 e^x x+40 e^x\right)}{(5-2 x)^2 \left(\frac{e^x (x+5)}{5-2 x}+\frac{2 e^x (x+5)}{(5-2 x)^2}+\frac{e^x}{5-2 x}\right)}-x","e^{\frac{e^x (x+5) \log (5)}{3 (2 x-5)}-2 x}-x",1,"-x + (40*E^x - 5*E^x*x - 2*E^x*x^2)/(5^((E^x*(5 + x))/(3*(5 - 2*x)))*E^(2*x)*(5 - 2*x)^2*(E^x/(5 - 2*x) + (2*E^x*(5 + x))/(5 - 2*x)^2 + (E^x*(5 + x))/(5 - 2*x)))","B",5,4,78,0.05128,1,"{27, 12, 6742, 2288}"
10323,0,0,0,2.9222725,"\int \frac{5-5 e^x+5 x-5 x^2+\left(5+4 x^2+x^3+e^x (-5+6 x)\right) \log (x)+\left(-x^3+e^x \left(x-x^2\right)\right) \log ^2(x)+\left(5+(5-x) \log (x)-x \log ^2(x)\right) \log \left(\frac{1}{2} (-5+x \log (x))\right)}{-5 x^2 \log ^2(x)+x^3 \log ^3(x)} \, dx","Int[(5 - 5*E^x + 5*x - 5*x^2 + (5 + 4*x^2 + x^3 + E^x*(-5 + 6*x))*Log[x] + (-x^3 + E^x*(x - x^2))*Log[x]^2 + (5 + (5 - x)*Log[x] - x*Log[x]^2)*Log[(-5 + x*Log[x])/2])/(-5*x^2*Log[x]^2 + x^3*Log[x]^3),x]","\int \frac{5-5 e^x+5 x-5 x^2+\left(5+4 x^2+x^3+e^x (-5+6 x)\right) \log (x)+\left(-x^3+e^x \left(x-x^2\right)\right) \log ^2(x)+\left(5+(5-x) \log (x)-x \log ^2(x)\right) \log \left(\frac{1}{2} (-5+x \log (x))\right)}{-5 x^2 \log ^2(x)+x^3 \log ^3(x)} \, dx","\frac{-x^2+x-e^x+\log \left(\frac{1}{2} (x \log (x)-5)\right)+1}{x \log (x)}",1,"Log[x]^(-1) + 1/(x*Log[x]) - E^x/(x*Log[x]) - x/Log[x] - Log[Log[x]]/5 + Defer[Int][(-5 + x*Log[x])^(-1), x]/5 + Defer[Int][1/(x*(-5 + x*Log[x])), x] - Defer[Int][Log[(-5 + x*Log[x])/2]/(x^2*Log[x]^2), x] - Defer[Int][Log[(-5 + x*Log[x])/2]/(x^2*Log[x]), x]","F",0,0,0,0,-1,"{}"
10324,1,31,0,0.0179743,"\int \frac{9 e^7-x^2+e^2 x^2+x^2 \log (5)}{x^2 \log (5)} \, dx","Int[(9*E^7 - x^2 + E^2*x^2 + x^2*Log[5])/(x^2*Log[5]),x]","-\frac{x \left(1-e^2-\log (5)\right)}{\log (5)}-\frac{9 e^7}{x \log (5)}","x+\frac{(x+9) \left(e^2 \left(x-e^5\right)-x\right)}{x \log (5)}",1,"(-9*E^7)/(x*Log[5]) - (x*(1 - E^2 - Log[5]))/Log[5]","A",5,3,32,0.09375,1,"{6, 12, 14}"
10325,0,0,0,29.5062625,"\int \frac{\exp \left(\frac{\left(1152+144 e^x\right) \log ^4(x)}{5 x^4-10 x^3 \log ^2(x)+5 x^2 \log ^4(x)}\right) \left(\left(-4608 x-576 e^x x\right) \log ^3(x)+\left(4608 x+e^x \left(576 x-144 x^2\right)\right) \log ^4(x)+\left(-2304+e^x (-288+144 x)\right) \log ^6(x)\right)}{-5 x^6+15 x^5 \log ^2(x)-15 x^4 \log ^4(x)+5 x^3 \log ^6(x)} \, dx","Int[(E^(((1152 + 144*E^x)*Log[x]^4)/(5*x^4 - 10*x^3*Log[x]^2 + 5*x^2*Log[x]^4))*((-4608*x - 576*E^x*x)*Log[x]^3 + (4608*x + E^x*(576*x - 144*x^2))*Log[x]^4 + (-2304 + E^x*(-288 + 144*x))*Log[x]^6))/(-5*x^6 + 15*x^5*Log[x]^2 - 15*x^4*Log[x]^4 + 5*x^3*Log[x]^6),x]","\int \frac{\exp \left(\frac{\left(1152+144 e^x\right) \log ^4(x)}{5 x^4-10 x^3 \log ^2(x)+5 x^2 \log ^4(x)}\right) \left(\left(-4608 x-576 e^x x\right) \log ^3(x)+\left(4608 x+e^x \left(576 x-144 x^2\right)\right) \log ^4(x)+\left(-2304+e^x (-288+144 x)\right) \log ^6(x)\right)}{-5 x^6+15 x^5 \log ^2(x)-15 x^4 \log ^4(x)+5 x^3 \log ^6(x)} \, dx","e^{\frac{144 \left(e^x+8\right)}{5 \left(\frac{x^2}{\log ^2(x)}-x\right)^2}}",1,"(-2304*Defer[Int][E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/x^3, x])/5 - (288*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/x^3, x])/5 + (144*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/x^2, x])/5 - (2304*Defer[Int][E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x - Log[x]^2)^3, x])/5 - (288*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x - Log[x]^2)^3, x])/5 + (4608*Defer[Int][(E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))*Log[x])/(x*(x - Log[x]^2)^3), x])/5 + (576*Defer[Int][(E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))*Log[x])/(x*(x - Log[x]^2)^3), x])/5 + (144*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x - Log[x]^2)^2, x])/5 + (2304*Defer[Int][E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x*(x - Log[x]^2)^2), x])/5 + (288*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x*(x - Log[x]^2)^2), x])/5 - (4608*Defer[Int][(E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))*Log[x])/(x^2*(x - Log[x]^2)^2), x])/5 - (576*Defer[Int][(E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))*Log[x])/(x^2*(x - Log[x]^2)^2), x])/5 + (2304*Defer[Int][E^((144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x^2*(x - Log[x]^2)), x])/5 + (288*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x^2*(x - Log[x]^2)), x])/5 - (288*Defer[Int][E^(x + (144*(8 + E^x)*Log[x]^4)/(5*x^2*(x - Log[x]^2)^2))/(x*(x - Log[x]^2)), x])/5","F",0,0,0,0,-1,"{}"
10326,1,11,0,0.0160635,"\int \frac{-1+x+2 e^{x^2} x^2}{x} \, dx","Int[(-1 + x + 2*E^x^2*x^2)/x,x]","e^{x^2}+x-\log (x)","e^{x^2}+x-\log (x)+2-\log \left(\frac{1}{2} (1-\log (2))\right)-\log (3)",1,"E^x^2 + x - Log[x]","A",5,3,17,0.1765,1,"{14, 43, 2209}"
10327,1,15,0,0.0056032,"\int (3+4 x+2 \log (\log (3))) \, dx","Int[3 + 4*x + 2*Log[Log[3]],x]","2 x^2+x (3+2 \log (\log (3)))","(2 x+3) x+2 x \log (\log (3))+16 e^4",1,"2*x^2 + x*(3 + 2*Log[Log[3]])","A",1,0,10,0,1,"{}"
10328,0,0,0,5.4490387,"\int e^{-2 e^{1-5 e^{1-x}+5 x}} x^{-2+\frac{e^{-2 e^{1-5 e^{1-x}+5 x}}}{x^2}} \left(1+e^{2 e^{1-5 e^{1-x}+5 x}} x^2-2 \log (x)+e^{-5 e^{1-x}+5 x} \left(-10 e x-10 e^{2-x} x\right) \log (x)\right) \, dx","Int[(x^(-2 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2))*(1 + E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2 - 2*Log[x] + E^(-5*E^(1 - x) + 5*x)*(-10*E*x - 10*E^(2 - x)*x)*Log[x]))/E^(2*E^(1 - 5*E^(1 - x) + 5*x)),x]","\int e^{-2 e^{1-5 e^{1-x}+5 x}} x^{-2+\frac{e^{-2 e^{1-5 e^{1-x}+5 x}}}{x^2}} \left(1+e^{2 e^{1-5 e^{1-x}+5 x}} x^2-2 \log (x)+e^{-5 e^{1-x}+5 x} \left(-10 e x-10 e^{2-x} x\right) \log (x)\right) \, dx","x^{\frac{e^{-2 e^{5 \left(x-e^{1-x}\right)+1}}}{x^2}+1}",1,"Defer[Int][x^(-2 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2))/E^(2*E^(1 - 5*E^(1 - x) + 5*x)), x] - 2*Log[x]*Defer[Int][x^(-2 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2))/E^(2*E^(1 - 5*E^(1 - x) + 5*x)), x] - 10*Log[x]*Defer[Int][E^(2 - 5*E^(1 - x) - 2*E^(1 - 5*E^(1 - x) + 5*x) + 4*x)*x^(-1 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2)), x] - 10*Log[x]*Defer[Int][E^(1 - 5*E^(1 - x) - 2*E^(1 - 5*E^(1 - x) + 5*x) + 5*x)*x^(-1 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2)), x] + Defer[Int][x^(1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2)), x] + 2*Defer[Int][Defer[Int][x^(-2 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2))/E^(2*E^(1 - 5*E^(1 - x) + 5*x)), x]/x, x] + 10*Defer[Int][Defer[Int][E^(2 - 5*E^(1 - x) - 2*E^(1 - 5*E^(1 - x) + 5*x) + 4*x)*x^(-1 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2)), x]/x, x] + 10*Defer[Int][Defer[Int][E^(1 - 5*E^(1 - x) - 2*E^(1 - 5*E^(1 - x) + 5*x) + 5*x)*x^(-1 + 1/(E^(2*E^(1 - 5*E^(1 - x) + 5*x))*x^2)), x]/x, x]","F",0,0,0,0,-1,"{}"
10329,1,17,0,0.0197072,"\int \left(-1+5 e^{1+\frac{1}{4} \left(3+20 e^{1+x}\right)+x}\right) \, dx","Int[-1 + 5*E^(1 + (3 + 20*E^(1 + x))/4 + x),x]","e^{5 e^{x+1}+\frac{3}{4}}-x","e^{5 e^{x+1}+\frac{3}{4}}-x",1,"E^(3/4 + 5*E^(1 + x)) - x","A",3,2,22,0.09091,1,"{2282, 2194}"
10330,1,17,0,0.2032026,"\int \frac{2+x+x^2+e^x \left(-x+x^2\right)}{-x+x^2} \, dx","Int[(2 + x + x^2 + E^x*(-x + x^2))/(-x + x^2),x]","x+e^x+4 \log (1-x)-2 \log (x)","\log \left(\left(1-\frac{1}{x}\right)^4 x^2\right)+x+e^x-8",1,"E^x + x + 4*Log[1 - x] - 2*Log[x]","A",6,4,27,0.1481,1,"{1593, 6742, 2194, 893}"
10331,1,31,0,0.1909159,"\int -\frac{12 \exp \left(e^{\frac{1}{5} \left(\log ^2(10)+5 \log \left(e^{-x} \left(4+e^x\right)\right)\right)}+\frac{1}{5} \left(\log ^2(10)+5 \log \left(e^{-x} \left(4+e^x\right)\right)\right)\right)}{4+e^x} \, dx","Int[(-12*E^(E^((Log[10]^2 + 5*Log[(4 + E^x)/E^x])/5) + (Log[10]^2 + 5*Log[(4 + E^x)/E^x])/5))/(4 + E^x),x]","3 e^{4 e^{\frac{\log ^2(10)}{5}-x}+e^{\frac{\log ^2(10)}{5}}}","3 e^{\left(4 e^{-x}+1\right) e^{\frac{\log ^2(10)}{5}}}",1,"3*E^(E^(Log[10]^2/5) + 4*E^(-x + Log[10]^2/5))","A",3,3,60,0.05000,1,"{12, 2282, 2209}"
10332,1,18,0,0.007386,"\int \left(5+10 e^{2 x}+10 e^x \log (7)\right) \, dx","Int[5 + 10*E^(2*x) + 10*E^x*Log[7],x]","5 x+5 e^{2 x}+10 e^x \log (7)","5 \left(x+\left(e^x+\log (7)\right)^2-175\right)",1,"5*E^(2*x) + 5*x + 10*E^x*Log[7]","A",3,1,16,0.06250,1,"{2194}"
10333,1,25,0,0.0263633,"\int \left(1+\log \left(\frac{x+e x (i \pi +\log (5-\log (5)))}{e}\right)\right) \, dx","Int[1 + Log[(x + E*x*(I*Pi + Log[5 - Log[5]]))/E],x]","x \log \left(\frac{x (1+e (\log (5-\log (5))+i \pi ))}{e}\right)","4+x \log \left(x \left(\frac{1}{e}+i \pi +\log (5-\log (5))\right)\right)",1,"x*Log[(x*(1 + E*(I*Pi + Log[5 - Log[5]])))/E]","A",3,2,25,0.08000,1,"{2444, 2295}"
10334,1,21,0,0.1536615,"\int \frac{-3+2 x^3+e^{2 x} (-3+6 x)}{\left(3 x+3 e^{2 x} x+1876 x^2+x^4\right) \log \left(\frac{3+3 e^{2 x}+1876 x+x^3}{x}\right)} \, dx","Int[(-3 + 2*x^3 + E^(2*x)*(-3 + 6*x))/((3*x + 3*E^(2*x)*x + 1876*x^2 + x^4)*Log[(3 + 3*E^(2*x) + 1876*x + x^3)/x]),x]","\log \left(\log \left(\frac{x^3+1876 x+3 e^{2 x}+3}{x}\right)\right)","\log \left(4 \log \left(x^2+3 \left(\frac{e^{2 x}+1}{x}+625\right)+1\right)\right)",1,"Log[Log[(3 + 3*E^(2*x) + 1876*x + x^3)/x]]","A",1,1,63,0.01587,1,"{6684}"
10335,0,0,0,2.4895986,"\int \frac{162 x^5+9 x^6+e^{2 e^x} \left(135 x^4-108 e^x x^5\right)}{27 e^{6 e^x}+216 x^3+108 x^4+18 x^5+x^6+e^{4 e^x} \left(162 x+27 x^2\right)+e^{2 e^x} \left(324 x^2+108 x^3+9 x^4\right)} \, dx","Int[(162*x^5 + 9*x^6 + E^(2*E^x)*(135*x^4 - 108*E^x*x^5))/(27*E^(6*E^x) + 216*x^3 + 108*x^4 + 18*x^5 + x^6 + E^(4*E^x)*(162*x + 27*x^2) + E^(2*E^x)*(324*x^2 + 108*x^3 + 9*x^4)),x]","\int \frac{162 x^5+9 x^6+e^{2 e^x} \left(135 x^4-108 e^x x^5\right)}{27 e^{6 e^x}+216 x^3+108 x^4+18 x^5+x^6+e^{4 e^x} \left(162 x+27 x^2\right)+e^{2 e^x} \left(324 x^2+108 x^3+9 x^4\right)} \, dx","\frac{x^3}{\left(\left(\frac{e^{2 e^x}}{x^2}+\frac{2}{x}\right) x+\frac{x}{3}\right)^2}",1,"-108*Defer[Int][x^5/(3*E^(2*E^x) + 6*x + x^2)^3, x] - 108*Defer[Int][(E^(2*E^x + x)*x^5)/(3*E^(2*E^x) + 6*x + x^2)^3, x] - 36*Defer[Int][x^6/(3*E^(2*E^x) + 6*x + x^2)^3, x] + 45*Defer[Int][x^4/(3*E^(2*E^x) + 6*x + x^2)^2, x]","F",0,0,0,0,-1,"{}"